diff options
| author | David Benson <david@draw.io> | 2022-07-21 11:33:38 +0300 |
|---|---|---|
| committer | David Benson <david@draw.io> | 2022-07-21 11:33:38 +0300 |
| commit | bcea8f7db437b5d1f762ee8fa2e6a4f320bbc871 (patch) | |
| tree | 64017a3cf8441317f51db4732b3e03cd67829d5a | |
| parent | b4f7aa6066d4fd4a77c68eb4a4f5f1f3d1ff8a79 (diff) | |
20.1.4 releasev20.1.4
109 files changed, 11729 insertions, 11209 deletions
@@ -1,3 +1,25 @@ +21-JUL-2022: 20.1.4 + +- Fixes dark mode switch overlaps embed buttons +- Fixes embed button styles in dark mode +- Uses proxy for CSV descriptor URL if CSP is used + +20-JUL-2022: 20.1.3 + +- Fixes curved/rounded checkbox in diagram style tab +- Restores update of default curved/rounded style +- Adds border width and type for color scheme [2924] +- Fixes ignored expand style for image change [2921] + +19-JUL-2022: 20.1.2 + +- Update mermaid to v9.1.3 +- Removes Advanced PDF export when printPdfExport is true +- Adds A/S/D/F/X/C, moves Ctrl+(Shift)+K/X shortcuts +- Fixes page background if ui URL parameter is used +- Adds label in dialog/tooltip if diagram translated +- Uses default browser language for online app + 12-JUL-2022: 20.1.1 - Closes secret manager resources @@ -1 +1 @@ -20.1.1
\ No newline at end of file +20.1.4
\ No newline at end of file diff --git a/etc/dependencies/package.json b/etc/dependencies/package.json index a91bc92f..28cefa4e 100644 --- a/etc/dependencies/package.json +++ b/etc/dependencies/package.json @@ -12,7 +12,7 @@ "jsZip": "3.10.1", "perfect-freehand": "1.0.16", "jquery": "3.6.0", - "mermaid": "9.1.1", + "mermaid": "9.1.3", "pako": "2.0.3", "crypto-js": "3.1.2", "dompurify": "2.3.6", diff --git a/src/main/webapp/WEB-INF/lib/gae-stub-1.0.9.jar b/src/main/webapp/WEB-INF/lib/gae-stub-1.0.9.jar Binary files differindex 11ecde78..fc860996 100644 --- a/src/main/webapp/WEB-INF/lib/gae-stub-1.0.9.jar +++ b/src/main/webapp/WEB-INF/lib/gae-stub-1.0.9.jar diff --git a/src/main/webapp/electron.js b/src/main/webapp/electron.js index 4b503c34..0d44fdab 100644 --- a/src/main/webapp/electron.js +++ b/src/main/webapp/electron.js @@ -179,34 +179,42 @@ function createWindow (opt = {}) if (contents != null) { - ipcMain.once('isModified-result', (evt, data) => + ipcMain.once('isModified-result', async (evt, data) => { if (data.isModified) { - dialog.showMessageBox( + // Can't use async function here because it crashes on Linux when win.destroy is called + let response = dialog.showMessageBoxSync( win, { type: 'question', buttons: ['Cancel', 'Discard Changes'], title: 'Confirm', message: 'The document has unsaved changes. Do you really want to quit without saving?' //mxResources.get('allChangesLost') - }).then( async result => + }); + + if (response === 1) + { + //If user chose not to save, remove the draft + if (data.draftPath != null) { - if (result.response === 1) - { - //If user chose not to save, remove the draft - if (data.draftPath != null) - { - await deleteFile(data.draftPath); - } + await deleteFile(data.draftPath); + win.destroy(); + } + else + { + contents.send('removeDraft'); - win.destroy(); - } - else + ipcMain.once('draftRemoved', () => { - cmdQPressed = false; - } - }); + win.destroy(); + }); + } + } + else + { + cmdQPressed = false; + } } else { @@ -749,7 +757,7 @@ app.on('ready', e => { type: 'info', title: 'No updates found', - message: 'You application is up-to-date', + message: 'Your application is up-to-date', }) }) } @@ -2046,7 +2054,9 @@ function checkFileExists(pathParts) async function showOpenDialog(defaultPath, filters, properties) { - return dialog.showOpenDialogSync({ + let win = BrowserWindow.getFocusedWindow(); + + return dialog.showOpenDialog(win, { defaultPath: defaultPath, filters: filters, properties: properties @@ -2055,7 +2065,9 @@ async function showOpenDialog(defaultPath, filters, properties) async function showSaveDialog(defaultPath, filters) { - return dialog.showSaveDialogSync({ + let win = BrowserWindow.getFocusedWindow(); + + return dialog.showSaveDialog(win, { defaultPath: defaultPath, filters: filters }); @@ -2285,11 +2297,13 @@ ipcMain.on("rendererReq", async (event, args) => case 'showOpenDialog': dialogOpen = true; ret = await showOpenDialog(args.defaultPath, args.filters, args.properties); + ret = ret.filePaths; dialogOpen = false; break; case 'showSaveDialog': dialogOpen = true; ret = await showSaveDialog(args.defaultPath, args.filters); + ret = ret.canceled? null : ret.filePath; dialogOpen = false; break; case 'installPlugin': diff --git a/src/main/webapp/images/sidebar-arrows2.png b/src/main/webapp/images/sidebar-arrows2.png 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Editor.undoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTIuNSA4Yy0yLjY1IDAtNS4wNS45OS02LjkgMi42TDIgN3Y5aDlsLTMuNjItMy42MmMxLjM5LTEuMTYgMy4xNi0xLjg4IDUuMTItMS44OCAzLjU0IDAgNi41NSAyLjMxIDcuNiA1LjVsMi4zNy0uNzhDMjEuMDggMTEuMDMgMTcuMTUgOCAxMi41IDh6Ii8+PC9zdmc+";Editor.redoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTguNCAxMC42QzE2LjU1IDguOTkgMTQuMTUgOCAxMS41IDhjLTQuNjUgMC04LjU4IDMuMDMtOS45NiA3LjIyTDMuOSAxNmMxLjA1LTMuMTkgNC4wNS01LjUgNy42LTUuNSAxLjk1IDAgMy43My43MiA1LjEyIDEuODhMMTMgMTZoOVY3bC0zLjYgMy42eiIvPjwvc3ZnPg=="; Editor.outlineImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPjxwYXRoIGQ9Ik0yMC41IDNsLS4xNi4wM0wxNSA1LjEgOSAzIDMuMzYgNC45Yy0uMjEuMDctLjM2LjI1LS4zNi40OFYyMC41YzAgLjI4LjIyLjUuNS41bC4xNi0uMDNMOSAxOC45bDYgMi4xIDUuNjQtMS45Yy4yMS0uMDcuMzYtLjI1LjM2LS40OFYzLjVjMC0uMjgtLjIyLS41LS41LS41ek0xNSAxOWwtNi0yLjExVjVsNiAyLjExVjE5eiIvPjwvc3ZnPg=="; -Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4="; +Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4=";Editor.helpImage=Editor.lightHelpImage;Editor.checkmarkImage=Editor.lightCheckmarkImage; Editor.roughFillStyles=[{val:"auto",dispName:"Auto"},{val:"hachure",dispName:"Hachure"},{val:"solid",dispName:"Solid"},{val:"zigzag",dispName:"ZigZag"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}]; Editor.fillStyles=[{val:"auto",dispName:"Auto"},{val:"hatch",dispName:"Hatch"},{val:"solid",dispName:"Solid"},{val:"dots",dispName:"Dots"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}];Editor.themes=null;Editor.ctrlKey=mxClient.IS_MAC?"Cmd":"Ctrl";Editor.hintOffset=20;Editor.shapePickerHoverDelay=300;Editor.fitWindowBorders=null;Editor.popupsAllowed=null!=window.urlParams?"1"!=urlParams.noDevice:!0;Editor.simpleLabels=!1; -Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isPngDataUrl=function(a){return null!=a&&"data:image/png;"==a.substring(0,15)};Editor.isPngData=function(a){return 8<a.length&&137==a.charCodeAt(0)&&80==a.charCodeAt(1)&&78==a.charCodeAt(2)&&71==a.charCodeAt(3)&&13==a.charCodeAt(4)&&10==a.charCodeAt(5)&&26==a.charCodeAt(6)&&10==a.charCodeAt(7)}; +Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.currentTheme=uiTheme;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isDarkMode=function(a){return Editor.darkMode};Editor.isPngDataUrl=function(a){return null!=a&&"data:image/png;"==a.substring(0,15)}; +Editor.isPngData=function(a){return 8<a.length&&137==a.charCodeAt(0)&&80==a.charCodeAt(1)&&78==a.charCodeAt(2)&&71==a.charCodeAt(3)&&13==a.charCodeAt(4)&&10==a.charCodeAt(5)&&26==a.charCodeAt(6)&&10==a.charCodeAt(7)}; Editor.extractGraphModelFromPng=function(a){var b=null;try{var f=a.substring(a.indexOf(",")+1),e=window.atob&&!mxClient.IS_SF?atob(f):Base64.decode(f,!0);EditorUi.parsePng(e,mxUtils.bind(this,function(g,d,k){g=e.substring(g+8,g+8+k);"zTXt"==d?(k=g.indexOf(String.fromCharCode(0)),"mxGraphModel"==g.substring(0,k)&&(g=pako.inflateRaw(Graph.stringToArrayBuffer(g.substring(k+2)),{to:"string"}).replace(/\+/g," "),null!=g&&0<g.length&&(b=g))):"tEXt"==d&&(g=g.split(String.fromCharCode(0)),1<g.length&&("mxGraphModel"== -g[0]||"mxfile"==g[0])&&(b=g[1]));if(null!=b||"IDAT"==d)return!0}))}catch(g){}null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));return b};Editor.isDarkMode=function(a){return Editor.darkMode||"dark"==uiTheme};Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;mxUtils.extend(Editor,mxEventSource); -Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif";Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0; -Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless};Editor.prototype.setAutosave=function(a){this.autosave=a;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(a){return this.editBlankUrl+a}; +g[0]||"mxfile"==g[0])&&(b=g[1]));if(null!=b||"IDAT"==d)return!0}))}catch(g){}null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));return b};mxUtils.extend(Editor,mxEventSource);Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif"; +Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0;Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless}; +Editor.prototype.setAutosave=function(a){this.autosave=a;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(a){return this.editBlankUrl+a}; Editor.prototype.editAsNew=function(a,b){b=null!=b?"?title="+encodeURIComponent(b):"";null!=urlParams.ui&&(b+=(0<b.length?"&":"?")+"ui="+urlParams.ui);if("undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)){var f=null,e=mxUtils.bind(this,function(g){"ready"==g.data&&g.source==f&&(mxEvent.removeListener(window,"message",e),f.postMessage(a,"*"))});mxEvent.addListener(window,"message",e);f=this.graph.openLink(this.getEditBlankUrl(b+(0<b.length?"&":"?")+"client=1"), null,!0)}else this.graph.openLink(this.getEditBlankUrl(b)+"#R"+encodeURIComponent(a))};Editor.prototype.createGraph=function(a,b){a=new Graph(null,b,null,null,a);a.transparentBackground=!1;var f=a.isCssTransformsSupported,e=this;a.isCssTransformsSupported=function(){return f.apply(this,arguments)&&(!e.chromeless||!mxClient.IS_SF)};this.chromeless||(a.isBlankLink=function(g){return!this.isExternalProtocol(g)});return a}; Editor.prototype.resetGraph=function(){this.graph.gridEnabled=this.graph.defaultGridEnabled&&(!this.isChromelessView()||"1"==urlParams.grid);this.graph.graphHandler.guidesEnabled=!0;this.graph.setTooltips(!0);this.graph.setConnectable(!0);this.graph.foldingEnabled=!0;this.graph.scrollbars=this.graph.defaultScrollbars;this.graph.pageVisible=this.graph.defaultPageVisible;this.graph.pageBreaksVisible=this.graph.pageVisible;this.graph.preferPageSize=this.graph.pageBreaksVisible;this.graph.background= @@ -2365,103 +2366,104 @@ Editor.prototype.setFilename=function(a){this.filename=a}; Editor.prototype.createUndoManager=function(){var a=this.graph,b=new mxUndoManager;this.undoListener=function(e,g){b.undoableEditHappened(g.getProperty("edit"))};var f=mxUtils.bind(this,function(e,g){this.undoListener.apply(this,arguments)});a.getModel().addListener(mxEvent.UNDO,f);a.getView().addListener(mxEvent.UNDO,f);f=function(e,g){e=a.getSelectionCellsForChanges(g.getProperty("edit").changes,function(k){return!(k instanceof mxChildChange)});if(0<e.length){a.getModel();g=[];for(var d=0;d<e.length;d++)null!= a.view.getState(e[d])&&g.push(e[d]);a.setSelectionCells(g)}};b.addListener(mxEvent.UNDO,f);b.addListener(mxEvent.REDO,f);return b};Editor.prototype.initStencilRegistry=function(){};Editor.prototype.destroy=function(){null!=this.graph&&(this.graph.destroy(),this.graph=null)};OpenFile=function(a){this.consumer=this.producer=null;this.done=a;this.args=null};OpenFile.prototype.setConsumer=function(a){this.consumer=a;this.execute()};OpenFile.prototype.setData=function(){this.args=arguments;this.execute()}; OpenFile.prototype.error=function(a){this.cancel(!0);mxUtils.alert(a)};OpenFile.prototype.execute=function(){null!=this.consumer&&null!=this.args&&(this.cancel(!1),this.consumer.apply(this,this.args))};OpenFile.prototype.cancel=function(a){null!=this.done&&this.done(null!=a?a:!0)}; -function Dialog(a,b,f,e,g,d,k,m,u,n,r){var x=u?57:0,B=f,C=e,F=u?0:64,I=Editor.inlineFullscreen||null==a.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(a.embedViewport);null==a.embedViewport&&null!=window.innerHeight&&(I.height=window.innerHeight);var D=I.height,N=Math.max(1,Math.round((I.width-f-F)/2)),S=Math.max(1,Math.round((D-e-a.footerHeight)/3));b.style.maxHeight="100%";f=null!=document.body?Math.min(f,document.body.scrollWidth-F):f;e=Math.min(e,D-F);0<a.dialogs.length&&(this.zIndex+= -2*a.dialogs.length);null==this.bg&&(this.bg=a.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=D+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));I=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=I.x+"px";this.bg.style.top=I.y+"px";N+=I.x;S+=I.y;Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", -S+=a.embedViewport.y,N+=a.embedViewport.x);g&&document.body.appendChild(this.bg);var T=a.createDiv(u?"geTransDialog":"geDialog");g=this.getPosition(N,S,f,e);N=g.x;S=g.y;T.style.width=f+"px";T.style.height=e+"px";T.style.left=N+"px";T.style.top=S+"px";T.style.zIndex=this.zIndex;T.appendChild(b);document.body.appendChild(T);!m&&b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");b.style.overflowX="hidden";if(d&&(d=document.createElement("img"),d.setAttribute("src",Dialog.prototype.closeImage), -d.setAttribute("title",mxResources.get("close")),d.className="geDialogClose",d.style.top=S+14+"px",d.style.left=N+f+38-x+"px",d.style.zIndex=this.zIndex,mxEvent.addListener(d,"click",mxUtils.bind(this,function(){a.hideDialog(!0)})),document.body.appendChild(d),this.dialogImg=d,!r)){var P=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(Z){P=!0}),null,mxUtils.bind(this,function(Z){P&&(a.hideDialog(!0),P=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=n){var Z=n(); -null!=Z&&(B=f=Z.w,C=e=Z.h)}Z=mxUtils.getDocumentSize();D=Z.height;this.bg.style.height=D+"px";Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");N=Math.max(1,Math.round((Z.width-f-F)/2));S=Math.max(1,Math.round((D-e-a.footerHeight)/3));f=null!=document.body?Math.min(B,document.body.scrollWidth-F):B;e=Math.min(C,D-F);Z=this.getPosition(N,S,f,e);N=Z.x;S=Z.y;T.style.left=N+"px";T.style.top=S+"px";T.style.width=f+"px";T.style.height=e+"px";!m&& -b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=S+14+"px",this.dialogImg.style.left=N+f+38-x+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=k;this.container=T;a.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; +function Dialog(a,b,f,e,g,d,k,n,u,m,r){var x=u?57:0,B=f,D=e,F=u?0:64,J=Editor.inlineFullscreen||null==a.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(a.embedViewport);null==a.embedViewport&&null!=window.innerHeight&&(J.height=window.innerHeight);var C=J.height,O=Math.max(1,Math.round((J.width-f-F)/2)),R=Math.max(1,Math.round((C-e-a.footerHeight)/3));b.style.maxHeight="100%";f=null!=document.body?Math.min(f,document.body.scrollWidth-F):f;e=Math.min(e,C-F);0<a.dialogs.length&&(this.zIndex+= +2*a.dialogs.length);null==this.bg&&(this.bg=a.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=C+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));J=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=J.x+"px";this.bg.style.top=J.y+"px";O+=J.x;R+=J.y;Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", +R+=a.embedViewport.y,O+=a.embedViewport.x);g&&document.body.appendChild(this.bg);var T=a.createDiv(u?"geTransDialog":"geDialog");g=this.getPosition(O,R,f,e);O=g.x;R=g.y;T.style.width=f+"px";T.style.height=e+"px";T.style.left=O+"px";T.style.top=R+"px";T.style.zIndex=this.zIndex;T.appendChild(b);document.body.appendChild(T);!n&&b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");b.style.overflowX="hidden";if(d&&(d=document.createElement("img"),d.setAttribute("src",Dialog.prototype.closeImage), +d.setAttribute("title",mxResources.get("close")),d.className="geDialogClose",d.style.top=R+14+"px",d.style.left=O+f+38-x+"px",d.style.zIndex=this.zIndex,mxEvent.addListener(d,"click",mxUtils.bind(this,function(){a.hideDialog(!0)})),document.body.appendChild(d),this.dialogImg=d,!r)){var Q=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(aa){Q=!0}),null,mxUtils.bind(this,function(aa){Q&&(a.hideDialog(!0),Q=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=m){var aa=m(); +null!=aa&&(B=f=aa.w,D=e=aa.h)}aa=mxUtils.getDocumentSize();C=aa.height;this.bg.style.height=C+"px";Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");O=Math.max(1,Math.round((aa.width-f-F)/2));R=Math.max(1,Math.round((C-e-a.footerHeight)/3));f=null!=document.body?Math.min(B,document.body.scrollWidth-F):B;e=Math.min(D,C-F);aa=this.getPosition(O,R,f,e);O=aa.x;R=aa.y;T.style.left=O+"px";T.style.top=R+"px";T.style.width=f+"px";T.style.height=e+ +"px";!n&&b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=R+14+"px",this.dialogImg.style.left=O+f+38-x+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=k;this.container=T;a.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; Dialog.prototype.noColorImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ "/nocolor.png";Dialog.prototype.closeImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJAQMAAADaX5RTAAAABlBMVEV7mr3///+wksspAAAAAnRSTlP/AOW3MEoAAAAdSURBVAgdY9jXwCDDwNDRwHCwgeExmASygSL7GgB12QiqNHZZIwAAAABJRU5ErkJggg==":IMAGE_PATH+"/close.png"; Dialog.prototype.clearImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhDQAKAIABAMDAwP///yH/C1hNUCBEYXRhWE1QPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS4wLWMwNjAgNjEuMTM0Nzc3LCAyMDEwLzAyLzEyLTE3OjMyOjAwICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ1M1IFdpbmRvd3MiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6OUIzOEM1NzI4NjEyMTFFMUEzMkNDMUE3NjZERDE2QjIiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6OUIzOEM1NzM4NjEyMTFFMUEzMkNDMUE3NjZERDE2QjIiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo5QjM4QzU3MDg2MTIxMUUxQTMyQ0MxQTc2NkREMTZCMiIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo5QjM4QzU3MTg2MTIxMUUxQTMyQ0MxQTc2NkREMTZCMiIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/PgH//v38+/r5+Pf29fTz8vHw7+7t7Ovq6ejn5uXk4+Lh4N/e3dzb2tnY19bV1NPS0dDPzs3My8rJyMfGxcTDwsHAv769vLu6ubi3trW0s7KxsK+urayrqqmop6alpKOioaCfnp2cm5qZmJeWlZSTkpGQj46NjIuKiYiHhoWEg4KBgH9+fXx7enl4d3Z1dHNycXBvbm1sa2ppaGdmZWRjYmFgX15dXFtaWVhXVlVUU1JRUE9OTUxLSklIR0ZFRENCQUA/Pj08Ozo5ODc2NTQzMjEwLy4tLCsqKSgnJiUkIyIhIB8eHRwbGhkYFxYVFBMSERAPDg0MCwoJCAcGBQQDAgEAACH5BAEAAAEALAAAAAANAAoAAAIXTGCJebD9jEOTqRlttXdrB32PJ2ncyRQAOw==":IMAGE_PATH+ "/clear.gif";Dialog.prototype.bgOpacity=80;Dialog.prototype.getPosition=function(a,b){return new mxPoint(a,b)};Dialog.prototype.close=function(a,b){if(null!=this.onDialogClose){if(0==this.onDialogClose(a,b))return!1;this.onDialogClose=null}null!=this.dialogImg&&(this.dialogImg.parentNode.removeChild(this.dialogImg),this.dialogImg=null);null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);mxEvent.removeListener(window,"resize",this.resizeListener);this.container.parentNode.removeChild(this.container)}; -var ErrorDialog=function(a,b,f,e,g,d,k,m,u,n,r){u=null!=u?u:!0;var x=document.createElement("div");x.style.textAlign="center";if(null!=b){var B=document.createElement("div");B.style.padding="0px";B.style.margin="0px";B.style.fontSize="18px";B.style.paddingBottom="16px";B.style.marginBottom="10px";B.style.borderBottom="1px solid #c0c0c0";B.style.color="gray";B.style.whiteSpace="nowrap";B.style.textOverflow="ellipsis";B.style.overflow="hidden";mxUtils.write(B,b);B.setAttribute("title",b);x.appendChild(B)}b= -document.createElement("div");b.style.lineHeight="1.2em";b.style.padding="6px";b.innerHTML=f;x.appendChild(b);f=document.createElement("div");f.style.marginTop="12px";f.style.textAlign="center";null!=d&&(b=mxUtils.button(mxResources.get("tryAgain"),function(){a.hideDialog();d()}),b.className="geBtn",f.appendChild(b),f.style.textAlign="center");null!=n&&(n=mxUtils.button(n,function(){null!=r&&r()}),n.className="geBtn",f.appendChild(n));var C=mxUtils.button(e,function(){u&&a.hideDialog();null!=g&&g()}); -C.className="geBtn";f.appendChild(C);null!=k&&(e=mxUtils.button(k,function(){u&&a.hideDialog();null!=m&&m()}),e.className="geBtn gePrimaryBtn",f.appendChild(e));this.init=function(){C.focus()};x.appendChild(f);this.container=x},PrintDialog=function(a,b){this.create(a,b)}; -PrintDialog.prototype.create=function(a){function b(C){var F=k.checked||n.checked,I=parseInt(x.value)/100;isNaN(I)&&(I=1,x.value="100%");I*=.75;var D=f.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,N=1/f.pageScale;if(F){var S=k.checked?1:parseInt(r.value);isNaN(S)||(N=mxUtils.getScaleForPageCount(S,f,D))}f.getGraphBounds();var T=S=0;D=mxRectangle.fromRectangle(D);D.width=Math.ceil(D.width*I);D.height=Math.ceil(D.height*I);N*=I;!F&&f.pageVisible?(I=f.getPageLayout(),S-=I.x*D.width,T-=I.y*D.height): -F=!0;F=PrintDialog.createPrintPreview(f,N,D,0,S,T,F);F.open();C&&PrintDialog.printPreview(F)}var f=a.editor.graph,e=document.createElement("table");e.style.width="100%";e.style.height="100%";var g=document.createElement("tbody");var d=document.createElement("tr");var k=document.createElement("input");k.setAttribute("type","checkbox");var m=document.createElement("td");m.setAttribute("colspan","2");m.style.fontSize="10pt";m.appendChild(k);var u=document.createElement("span");mxUtils.write(u," "+mxResources.get("fitPage")); -m.appendChild(u);mxEvent.addListener(u,"click",function(C){k.checked=!k.checked;n.checked=!k.checked;mxEvent.consume(C)});mxEvent.addListener(k,"change",function(){n.checked=!k.checked});d.appendChild(m);g.appendChild(d);d=d.cloneNode(!1);var n=document.createElement("input");n.setAttribute("type","checkbox");m=document.createElement("td");m.style.fontSize="10pt";m.appendChild(n);u=document.createElement("span");mxUtils.write(u," "+mxResources.get("posterPrint")+":");m.appendChild(u);mxEvent.addListener(u, -"click",function(C){n.checked=!n.checked;k.checked=!n.checked;mxEvent.consume(C)});d.appendChild(m);var r=document.createElement("input");r.setAttribute("value","1");r.setAttribute("type","number");r.setAttribute("min","1");r.setAttribute("size","4");r.setAttribute("disabled","disabled");r.style.width="50px";m=document.createElement("td");m.style.fontSize="10pt";m.appendChild(r);mxUtils.write(m," "+mxResources.get("pages")+" (max)");d.appendChild(m);g.appendChild(d);mxEvent.addListener(n,"change", -function(){n.checked?r.removeAttribute("disabled"):r.setAttribute("disabled","disabled");k.checked=!n.checked});d=d.cloneNode(!1);m=document.createElement("td");mxUtils.write(m,mxResources.get("pageScale")+":");d.appendChild(m);m=document.createElement("td");var x=document.createElement("input");x.setAttribute("value","100 %");x.setAttribute("size","5");x.style.width="50px";m.appendChild(x);d.appendChild(m);g.appendChild(d);d=document.createElement("tr");m=document.createElement("td");m.colSpan=2; -m.style.paddingTop="20px";m.setAttribute("align","right");u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});u.className="geBtn";a.editor.cancelFirst&&m.appendChild(u);if(PrintDialog.previewEnabled){var B=mxUtils.button(mxResources.get("preview"),function(){a.hideDialog();b(!1)});B.className="geBtn";m.appendChild(B)}B=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){a.hideDialog();b(!0)});B.className="geBtn gePrimaryBtn";m.appendChild(B);a.editor.cancelFirst|| -m.appendChild(u);d.appendChild(m);g.appendChild(d);e.appendChild(g);this.container=e};PrintDialog.printPreview=function(a){try{if(null!=a.wnd){var b=function(){a.wnd.focus();a.wnd.print();a.wnd.close()};mxClient.IS_GC?window.setTimeout(b,500):b()}}catch(f){}}; -PrintDialog.createPrintPreview=function(a,b,f,e,g,d,k){b=new mxPrintPreview(a,b,f,e,g,d);b.title=mxResources.get("preview");b.printBackgroundImage=!0;b.autoOrigin=k;a=a.background;if(null==a||""==a||a==mxConstants.NONE)a="#ffffff";b.backgroundColor=a;var m=b.writeHead;b.writeHead=function(u){m.apply(this,arguments);u.writeln('<style type="text/css">');u.writeln("@media screen {");u.writeln(" body > div { padding:30px;box-sizing:content-box; }");u.writeln("}");u.writeln("</style>")};return b}; +var ErrorDialog=function(a,b,f,e,g,d,k,n,u,m,r){u=null!=u?u:!0;var x=document.createElement("div");x.style.textAlign="center";if(null!=b){var B=document.createElement("div");B.style.padding="0px";B.style.margin="0px";B.style.fontSize="18px";B.style.paddingBottom="16px";B.style.marginBottom="10px";B.style.borderBottom="1px solid #c0c0c0";B.style.color="gray";B.style.whiteSpace="nowrap";B.style.textOverflow="ellipsis";B.style.overflow="hidden";mxUtils.write(B,b);B.setAttribute("title",b);x.appendChild(B)}b= +document.createElement("div");b.style.lineHeight="1.2em";b.style.padding="6px";b.innerHTML=f;x.appendChild(b);f=document.createElement("div");f.style.marginTop="12px";f.style.textAlign="center";null!=d&&(b=mxUtils.button(mxResources.get("tryAgain"),function(){a.hideDialog();d()}),b.className="geBtn",f.appendChild(b),f.style.textAlign="center");null!=m&&(m=mxUtils.button(m,function(){null!=r&&r()}),m.className="geBtn",f.appendChild(m));var D=mxUtils.button(e,function(){u&&a.hideDialog();null!=g&&g()}); +D.className="geBtn";f.appendChild(D);null!=k&&(e=mxUtils.button(k,function(){u&&a.hideDialog();null!=n&&n()}),e.className="geBtn gePrimaryBtn",f.appendChild(e));this.init=function(){D.focus()};x.appendChild(f);this.container=x},PrintDialog=function(a,b){this.create(a,b)}; +PrintDialog.prototype.create=function(a){function b(D){var F=k.checked||m.checked,J=parseInt(x.value)/100;isNaN(J)&&(J=1,x.value="100%");J*=.75;var C=f.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,O=1/f.pageScale;if(F){var R=k.checked?1:parseInt(r.value);isNaN(R)||(O=mxUtils.getScaleForPageCount(R,f,C))}f.getGraphBounds();var T=R=0;C=mxRectangle.fromRectangle(C);C.width=Math.ceil(C.width*J);C.height=Math.ceil(C.height*J);O*=J;!F&&f.pageVisible?(J=f.getPageLayout(),R-=J.x*C.width,T-=J.y*C.height): +F=!0;F=PrintDialog.createPrintPreview(f,O,C,0,R,T,F);F.open();D&&PrintDialog.printPreview(F)}var f=a.editor.graph,e=document.createElement("table");e.style.width="100%";e.style.height="100%";var g=document.createElement("tbody");var d=document.createElement("tr");var k=document.createElement("input");k.setAttribute("type","checkbox");var n=document.createElement("td");n.setAttribute("colspan","2");n.style.fontSize="10pt";n.appendChild(k);var u=document.createElement("span");mxUtils.write(u," "+mxResources.get("fitPage")); +n.appendChild(u);mxEvent.addListener(u,"click",function(D){k.checked=!k.checked;m.checked=!k.checked;mxEvent.consume(D)});mxEvent.addListener(k,"change",function(){m.checked=!k.checked});d.appendChild(n);g.appendChild(d);d=d.cloneNode(!1);var m=document.createElement("input");m.setAttribute("type","checkbox");n=document.createElement("td");n.style.fontSize="10pt";n.appendChild(m);u=document.createElement("span");mxUtils.write(u," "+mxResources.get("posterPrint")+":");n.appendChild(u);mxEvent.addListener(u, +"click",function(D){m.checked=!m.checked;k.checked=!m.checked;mxEvent.consume(D)});d.appendChild(n);var r=document.createElement("input");r.setAttribute("value","1");r.setAttribute("type","number");r.setAttribute("min","1");r.setAttribute("size","4");r.setAttribute("disabled","disabled");r.style.width="50px";n=document.createElement("td");n.style.fontSize="10pt";n.appendChild(r);mxUtils.write(n," "+mxResources.get("pages")+" (max)");d.appendChild(n);g.appendChild(d);mxEvent.addListener(m,"change", +function(){m.checked?r.removeAttribute("disabled"):r.setAttribute("disabled","disabled");k.checked=!m.checked});d=d.cloneNode(!1);n=document.createElement("td");mxUtils.write(n,mxResources.get("pageScale")+":");d.appendChild(n);n=document.createElement("td");var x=document.createElement("input");x.setAttribute("value","100 %");x.setAttribute("size","5");x.style.width="50px";n.appendChild(x);d.appendChild(n);g.appendChild(d);d=document.createElement("tr");n=document.createElement("td");n.colSpan=2; +n.style.paddingTop="20px";n.setAttribute("align","right");u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});u.className="geBtn";a.editor.cancelFirst&&n.appendChild(u);if(PrintDialog.previewEnabled){var B=mxUtils.button(mxResources.get("preview"),function(){a.hideDialog();b(!1)});B.className="geBtn";n.appendChild(B)}B=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){a.hideDialog();b(!0)});B.className="geBtn gePrimaryBtn";n.appendChild(B);a.editor.cancelFirst|| +n.appendChild(u);d.appendChild(n);g.appendChild(d);e.appendChild(g);this.container=e};PrintDialog.printPreview=function(a){try{if(null!=a.wnd){var b=function(){a.wnd.focus();a.wnd.print();a.wnd.close()};mxClient.IS_GC?window.setTimeout(b,500):b()}}catch(f){}}; +PrintDialog.createPrintPreview=function(a,b,f,e,g,d,k){b=new mxPrintPreview(a,b,f,e,g,d);b.title=mxResources.get("preview");b.printBackgroundImage=!0;b.autoOrigin=k;a=a.background;if(null==a||""==a||a==mxConstants.NONE)a="#ffffff";b.backgroundColor=a;var n=b.writeHead;b.writeHead=function(u){n.apply(this,arguments);u.writeln('<style type="text/css">');u.writeln("@media screen {");u.writeln(" body > div { padding:30px;box-sizing:content-box; }");u.writeln("}");u.writeln("</style>")};return b}; PrintDialog.previewEnabled=!0; -var PageSetupDialog=function(a){function b(){null==r||r==mxConstants.NONE?(n.style.backgroundColor="",n.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(n.style.backgroundColor=r,n.style.backgroundImage="")}function f(){var D=F;null!=D&&Graph.isPageLink(D.src)&&(D=a.createImageForPageLink(D.src,null));null!=D&&null!=D.src?(C.setAttribute("src",D.src),C.style.display=""):(C.removeAttribute("src"),C.style.display="none")}var e=a.editor.graph,g=document.createElement("table");g.style.width= -"100%";g.style.height="100%";var d=document.createElement("tbody");var k=document.createElement("tr");var m=document.createElement("td");m.style.verticalAlign="top";m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("paperSize")+":");k.appendChild(m);m=document.createElement("td");m.style.verticalAlign="top";m.style.fontSize="10pt";var u=PageSetupDialog.addPageFormatPanel(m,"pagesetupdialog",e.pageFormat);k.appendChild(m);d.appendChild(k);k=document.createElement("tr");m=document.createElement("td"); -mxUtils.write(m,mxResources.get("background")+":");k.appendChild(m);m=document.createElement("td");m.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var n=document.createElement("button");n.style.width="22px";n.style.height="22px";n.style.cursor="pointer";n.style.marginRight="20px";n.style.backgroundPosition="center center";n.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(n.style.position="relative",n.style.top="-6px");var r=e.background;b();mxEvent.addListener(n, -"click",function(D){a.pickColor(r||"none",function(N){r=N;b()});mxEvent.consume(D)});m.appendChild(n);mxUtils.write(m,mxResources.get("gridSize")+":");var x=document.createElement("input");x.setAttribute("type","number");x.setAttribute("min","0");x.style.width="40px";x.style.marginLeft="6px";x.value=e.getGridSize();m.appendChild(x);mxEvent.addListener(x,"change",function(){var D=parseInt(x.value);x.value=Math.max(1,isNaN(D)?e.getGridSize():D)});k.appendChild(m);d.appendChild(k);k=document.createElement("tr"); -m=document.createElement("td");mxUtils.write(m,mxResources.get("image")+":");k.appendChild(m);m=document.createElement("td");var B=document.createElement("button");B.className="geBtn";B.style.margin="0px";mxUtils.write(B,mxResources.get("change")+"...");var C=document.createElement("img");C.setAttribute("valign","middle");C.style.verticalAlign="middle";C.style.border="1px solid lightGray";C.style.borderRadius="4px";C.style.marginRight="14px";C.style.maxWidth="100px";C.style.cursor="pointer";C.style.height= -"60px";C.style.padding="4px";var F=e.backgroundImage,I=function(D){a.showBackgroundImageDialog(function(N,S){S||(F=N,f())},F);mxEvent.consume(D)};mxEvent.addListener(B,"click",I);mxEvent.addListener(C,"click",I);f();m.appendChild(C);m.appendChild(B);k.appendChild(m);d.appendChild(k);k=document.createElement("tr");m=document.createElement("td");m.colSpan=2;m.style.paddingTop="16px";m.setAttribute("align","right");B=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});B.className="geBtn"; -a.editor.cancelFirst&&m.appendChild(B);I=mxUtils.button(mxResources.get("apply"),function(){a.hideDialog();var D=parseInt(x.value);isNaN(D)||e.gridSize===D||e.setGridSize(D);D=new ChangePageSetup(a,r,F,u.get());D.ignoreColor=e.background==r;D.ignoreImage=(null!=e.backgroundImage?e.backgroundImage.src:null)===(null!=F?F.src:null);e.pageFormat.width==D.previousFormat.width&&e.pageFormat.height==D.previousFormat.height&&D.ignoreColor&&D.ignoreImage||e.model.execute(D)});I.className="geBtn gePrimaryBtn"; -m.appendChild(I);a.editor.cancelFirst||m.appendChild(B);k.appendChild(m);d.appendChild(k);g.appendChild(d);this.container=g}; -PageSetupDialog.addPageFormatPanel=function(a,b,f,e){function g(Z,U,V){if(V||x!=document.activeElement&&B!=document.activeElement){Z=!1;for(U=0;U<F.length;U++)V=F[U],S?"custom"==V.key&&(m.value=V.key,S=!1):null!=V.format&&("a4"==V.key?826==f.width?(f=mxRectangle.fromRectangle(f),f.width=827):826==f.height&&(f=mxRectangle.fromRectangle(f),f.height=827):"a5"==V.key&&(584==f.width?(f=mxRectangle.fromRectangle(f),f.width=583):584==f.height&&(f=mxRectangle.fromRectangle(f),f.height=583)),f.width==V.format.width&& -f.height==V.format.height?(m.value=V.key,d.setAttribute("checked","checked"),d.defaultChecked=!0,d.checked=!0,k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1,Z=!0):f.width==V.format.height&&f.height==V.format.width&&(m.value=V.key,d.removeAttribute("checked"),d.defaultChecked=!1,d.checked=!1,k.setAttribute("checked","checked"),k.defaultChecked=!0,Z=k.checked=!0));Z?(u.style.display="",r.style.display="none"):(x.value=f.width/100,B.value=f.height/100,d.setAttribute("checked","checked"), -m.value="custom",u.style.display="none",r.style.display="")}}b="format-"+b;var d=document.createElement("input");d.setAttribute("name",b);d.setAttribute("type","radio");d.setAttribute("value","portrait");var k=document.createElement("input");k.setAttribute("name",b);k.setAttribute("type","radio");k.setAttribute("value","landscape");var m=document.createElement("select");m.style.marginBottom="8px";m.style.borderRadius="4px";m.style.border="1px solid rgb(160, 160, 160)";m.style.width="206px";var u= -document.createElement("div");u.style.marginLeft="4px";u.style.width="210px";u.style.height="24px";d.style.marginRight="6px";u.appendChild(d);b=document.createElement("span");b.style.maxWidth="100px";mxUtils.write(b,mxResources.get("portrait"));u.appendChild(b);k.style.marginLeft="10px";k.style.marginRight="6px";u.appendChild(k);var n=document.createElement("span");n.style.width="100px";mxUtils.write(n,mxResources.get("landscape"));u.appendChild(n);var r=document.createElement("div");r.style.marginLeft= -"4px";r.style.width="210px";r.style.height="24px";var x=document.createElement("input");x.setAttribute("size","7");x.style.textAlign="right";r.appendChild(x);mxUtils.write(r," in x ");var B=document.createElement("input");B.setAttribute("size","7");B.style.textAlign="right";r.appendChild(B);mxUtils.write(r," in");u.style.display="none";r.style.display="none";for(var C={},F=PageSetupDialog.getFormats(),I=0;I<F.length;I++){var D=F[I];C[D.key]=D;var N=document.createElement("option");N.setAttribute("value", -D.key);mxUtils.write(N,D.title);m.appendChild(N)}var S=!1;g();a.appendChild(m);mxUtils.br(a);a.appendChild(u);a.appendChild(r);var T=f,P=function(Z,U){Z=C[m.value];null!=Z.format?(x.value=Z.format.width/100,B.value=Z.format.height/100,r.style.display="none",u.style.display=""):(u.style.display="none",r.style.display="");Z=parseFloat(x.value);if(isNaN(Z)||0>=Z)x.value=f.width/100;Z=parseFloat(B.value);if(isNaN(Z)||0>=Z)B.value=f.height/100;Z=new mxRectangle(0,0,Math.floor(100*parseFloat(x.value)), -Math.floor(100*parseFloat(B.value)));"custom"!=m.value&&k.checked&&(Z=new mxRectangle(0,0,Z.height,Z.width));U&&S||Z.width==T.width&&Z.height==T.height||(T=Z,null!=e&&e(T))};mxEvent.addListener(b,"click",function(Z){d.checked=!0;P(Z);mxEvent.consume(Z)});mxEvent.addListener(n,"click",function(Z){k.checked=!0;P(Z);mxEvent.consume(Z)});mxEvent.addListener(x,"blur",P);mxEvent.addListener(x,"click",P);mxEvent.addListener(B,"blur",P);mxEvent.addListener(B,"click",P);mxEvent.addListener(k,"change",P);mxEvent.addListener(d, -"change",P);mxEvent.addListener(m,"change",function(Z){S="custom"==m.value;P(Z,!0)});P();return{set:function(Z){f=Z;g(null,null,!0)},get:function(){return T},widthInput:x,heightInput:B}}; +var PageSetupDialog=function(a){function b(){null==r||r==mxConstants.NONE?(m.style.backgroundColor="",m.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(m.style.backgroundColor=r,m.style.backgroundImage="")}function f(){var C=F;null!=C&&Graph.isPageLink(C.src)&&(C=a.createImageForPageLink(C.src,null));null!=C&&null!=C.src?(D.setAttribute("src",C.src),D.style.display=""):(D.removeAttribute("src"),D.style.display="none")}var e=a.editor.graph,g=document.createElement("table");g.style.width= +"100%";g.style.height="100%";var d=document.createElement("tbody");var k=document.createElement("tr");var n=document.createElement("td");n.style.verticalAlign="top";n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("paperSize")+":");k.appendChild(n);n=document.createElement("td");n.style.verticalAlign="top";n.style.fontSize="10pt";var u=PageSetupDialog.addPageFormatPanel(n,"pagesetupdialog",e.pageFormat);k.appendChild(n);d.appendChild(k);k=document.createElement("tr");n=document.createElement("td"); +mxUtils.write(n,mxResources.get("background")+":");k.appendChild(n);n=document.createElement("td");n.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var m=document.createElement("button");m.style.width="22px";m.style.height="22px";m.style.cursor="pointer";m.style.marginRight="20px";m.style.backgroundPosition="center center";m.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(m.style.position="relative",m.style.top="-6px");var r=e.background;b();mxEvent.addListener(m, +"click",function(C){a.pickColor(r||"none",function(O){r=O;b()});mxEvent.consume(C)});n.appendChild(m);mxUtils.write(n,mxResources.get("gridSize")+":");var x=document.createElement("input");x.setAttribute("type","number");x.setAttribute("min","0");x.style.width="40px";x.style.marginLeft="6px";x.value=e.getGridSize();n.appendChild(x);mxEvent.addListener(x,"change",function(){var C=parseInt(x.value);x.value=Math.max(1,isNaN(C)?e.getGridSize():C)});k.appendChild(n);d.appendChild(k);k=document.createElement("tr"); +n=document.createElement("td");mxUtils.write(n,mxResources.get("image")+":");k.appendChild(n);n=document.createElement("td");var B=document.createElement("button");B.className="geBtn";B.style.margin="0px";mxUtils.write(B,mxResources.get("change")+"...");var D=document.createElement("img");D.setAttribute("valign","middle");D.style.verticalAlign="middle";D.style.border="1px solid lightGray";D.style.borderRadius="4px";D.style.marginRight="14px";D.style.maxWidth="100px";D.style.cursor="pointer";D.style.height= +"60px";D.style.padding="4px";var F=e.backgroundImage,J=function(C){a.showBackgroundImageDialog(function(O,R){R||(F=O,f())},F);mxEvent.consume(C)};mxEvent.addListener(B,"click",J);mxEvent.addListener(D,"click",J);f();n.appendChild(D);n.appendChild(B);k.appendChild(n);d.appendChild(k);k=document.createElement("tr");n=document.createElement("td");n.colSpan=2;n.style.paddingTop="16px";n.setAttribute("align","right");B=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});B.className="geBtn"; +a.editor.cancelFirst&&n.appendChild(B);J=mxUtils.button(mxResources.get("apply"),function(){a.hideDialog();var C=parseInt(x.value);isNaN(C)||e.gridSize===C||e.setGridSize(C);C=new ChangePageSetup(a,r,F,u.get());C.ignoreColor=e.background==r;C.ignoreImage=(null!=e.backgroundImage?e.backgroundImage.src:null)===(null!=F?F.src:null);e.pageFormat.width==C.previousFormat.width&&e.pageFormat.height==C.previousFormat.height&&C.ignoreColor&&C.ignoreImage||e.model.execute(C)});J.className="geBtn gePrimaryBtn"; +n.appendChild(J);a.editor.cancelFirst||n.appendChild(B);k.appendChild(n);d.appendChild(k);g.appendChild(d);this.container=g}; +PageSetupDialog.addPageFormatPanel=function(a,b,f,e){function g(aa,S,P){if(P||x!=document.activeElement&&B!=document.activeElement){aa=!1;for(S=0;S<F.length;S++)P=F[S],R?"custom"==P.key&&(n.value=P.key,R=!1):null!=P.format&&("a4"==P.key?826==f.width?(f=mxRectangle.fromRectangle(f),f.width=827):826==f.height&&(f=mxRectangle.fromRectangle(f),f.height=827):"a5"==P.key&&(584==f.width?(f=mxRectangle.fromRectangle(f),f.width=583):584==f.height&&(f=mxRectangle.fromRectangle(f),f.height=583)),f.width==P.format.width&& +f.height==P.format.height?(n.value=P.key,d.setAttribute("checked","checked"),d.defaultChecked=!0,d.checked=!0,k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1,aa=!0):f.width==P.format.height&&f.height==P.format.width&&(n.value=P.key,d.removeAttribute("checked"),d.defaultChecked=!1,d.checked=!1,k.setAttribute("checked","checked"),k.defaultChecked=!0,aa=k.checked=!0));aa?(u.style.display="",r.style.display="none"):(x.value=f.width/100,B.value=f.height/100,d.setAttribute("checked","checked"), +n.value="custom",u.style.display="none",r.style.display="")}}b="format-"+b;var d=document.createElement("input");d.setAttribute("name",b);d.setAttribute("type","radio");d.setAttribute("value","portrait");var k=document.createElement("input");k.setAttribute("name",b);k.setAttribute("type","radio");k.setAttribute("value","landscape");var n=document.createElement("select");n.style.marginBottom="8px";n.style.borderRadius="4px";n.style.border="1px solid rgb(160, 160, 160)";n.style.width="206px";var u= +document.createElement("div");u.style.marginLeft="4px";u.style.width="210px";u.style.height="24px";d.style.marginRight="6px";u.appendChild(d);b=document.createElement("span");b.style.maxWidth="100px";mxUtils.write(b,mxResources.get("portrait"));u.appendChild(b);k.style.marginLeft="10px";k.style.marginRight="6px";u.appendChild(k);var m=document.createElement("span");m.style.width="100px";mxUtils.write(m,mxResources.get("landscape"));u.appendChild(m);var r=document.createElement("div");r.style.marginLeft= +"4px";r.style.width="210px";r.style.height="24px";var x=document.createElement("input");x.setAttribute("size","7");x.style.textAlign="right";r.appendChild(x);mxUtils.write(r," in x ");var B=document.createElement("input");B.setAttribute("size","7");B.style.textAlign="right";r.appendChild(B);mxUtils.write(r," in");u.style.display="none";r.style.display="none";for(var D={},F=PageSetupDialog.getFormats(),J=0;J<F.length;J++){var C=F[J];D[C.key]=C;var O=document.createElement("option");O.setAttribute("value", +C.key);mxUtils.write(O,C.title);n.appendChild(O)}var R=!1;g();a.appendChild(n);mxUtils.br(a);a.appendChild(u);a.appendChild(r);var T=f,Q=function(aa,S){aa=D[n.value];null!=aa.format?(x.value=aa.format.width/100,B.value=aa.format.height/100,r.style.display="none",u.style.display=""):(u.style.display="none",r.style.display="");aa=parseFloat(x.value);if(isNaN(aa)||0>=aa)x.value=f.width/100;aa=parseFloat(B.value);if(isNaN(aa)||0>=aa)B.value=f.height/100;aa=new mxRectangle(0,0,Math.floor(100*parseFloat(x.value)), +Math.floor(100*parseFloat(B.value)));"custom"!=n.value&&k.checked&&(aa=new mxRectangle(0,0,aa.height,aa.width));S&&R||aa.width==T.width&&aa.height==T.height||(T=aa,null!=e&&e(T))};mxEvent.addListener(b,"click",function(aa){d.checked=!0;Q(aa);mxEvent.consume(aa)});mxEvent.addListener(m,"click",function(aa){k.checked=!0;Q(aa);mxEvent.consume(aa)});mxEvent.addListener(x,"blur",Q);mxEvent.addListener(x,"click",Q);mxEvent.addListener(B,"blur",Q);mxEvent.addListener(B,"click",Q);mxEvent.addListener(k,"change", +Q);mxEvent.addListener(d,"change",Q);mxEvent.addListener(n,"change",function(aa){R="custom"==n.value;Q(aa,!0)});Q();return{set:function(aa){f=aa;g(null,null,!0)},get:function(){return T},widthInput:x,heightInput:B}}; PageSetupDialog.getFormats=function(){return[{key:"letter",title:'US-Letter (8,5" x 11")',format:mxConstants.PAGE_FORMAT_LETTER_PORTRAIT},{key:"legal",title:'US-Legal (8,5" x 14")',format:new mxRectangle(0,0,850,1400)},{key:"tabloid",title:'US-Tabloid (11" x 17")',format:new mxRectangle(0,0,1100,1700)},{key:"executive",title:'US-Executive (7" x 10")',format:new mxRectangle(0,0,700,1E3)},{key:"a0",title:"A0 (841 mm x 1189 mm)",format:new mxRectangle(0,0,3300,4681)},{key:"a1",title:"A1 (594 mm x 841 mm)", format:new mxRectangle(0,0,2339,3300)},{key:"a2",title:"A2 (420 mm x 594 mm)",format:new mxRectangle(0,0,1654,2336)},{key:"a3",title:"A3 (297 mm x 420 mm)",format:new mxRectangle(0,0,1169,1654)},{key:"a4",title:"A4 (210 mm x 297 mm)",format:mxConstants.PAGE_FORMAT_A4_PORTRAIT},{key:"a5",title:"A5 (148 mm x 210 mm)",format:new mxRectangle(0,0,583,827)},{key:"a6",title:"A6 (105 mm x 148 mm)",format:new mxRectangle(0,0,413,583)},{key:"a7",title:"A7 (74 mm x 105 mm)",format:new mxRectangle(0,0,291,413)}, {key:"b4",title:"B4 (250 mm x 353 mm)",format:new mxRectangle(0,0,980,1390)},{key:"b5",title:"B5 (176 mm x 250 mm)",format:new mxRectangle(0,0,690,980)},{key:"16-9",title:"16:9 (1600 x 900)",format:new mxRectangle(0,0,900,1600)},{key:"16-10",title:"16:10 (1920 x 1200)",format:new mxRectangle(0,0,1200,1920)},{key:"4-3",title:"4:3 (1600 x 1200)",format:new mxRectangle(0,0,1200,1600)},{key:"custom",title:mxResources.get("custom"),format:null}]}; -var FilenameDialog=function(a,b,f,e,g,d,k,m,u,n,r,x,B){u=null!=u?u:!0;var C=document.createElement("table"),F=document.createElement("tbody");C.style.position="absolute";C.style.top="30px";C.style.left="20px";var I=document.createElement("tr");var D=document.createElement("td");D.style.textOverflow="ellipsis";D.style.textAlign="right";D.style.maxWidth=(B?B+15:100)+"px";D.style.fontSize="10pt";D.style.width=(B?B:84)+"px";mxUtils.write(D,(g||mxResources.get("filename"))+":");I.appendChild(D);var N= -document.createElement("input");N.setAttribute("value",b||"");N.style.marginLeft="4px";N.style.width=null!=x?x+"px":"180px";var S=mxUtils.button(f,function(){if(null==d||d(N.value))u&&a.hideDialog(),e(N.value)});S.className="geBtn gePrimaryBtn";this.init=function(){if(null!=g||null==k)if(N.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?N.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var T=C.parentNode;if(null!=T){var P=null;mxEvent.addListener(T,"dragleave", -function(Z){null!=P&&(P.style.backgroundColor="",P=null);Z.stopPropagation();Z.preventDefault()});mxEvent.addListener(T,"dragover",mxUtils.bind(this,function(Z){null==P&&(!mxClient.IS_IE||10<document.documentMode)&&(P=N,P.style.backgroundColor="#ebf2f9");Z.stopPropagation();Z.preventDefault()}));mxEvent.addListener(T,"drop",mxUtils.bind(this,function(Z){null!=P&&(P.style.backgroundColor="",P=null);0<=mxUtils.indexOf(Z.dataTransfer.types,"text/uri-list")&&(N.value=decodeURIComponent(Z.dataTransfer.getData("text/uri-list")), -S.click());Z.stopPropagation();Z.preventDefault()}))}}};D=document.createElement("td");D.style.whiteSpace="nowrap";D.appendChild(N);I.appendChild(D);if(null!=g||null==k)F.appendChild(I),null!=r&&(D.appendChild(FilenameDialog.createTypeHint(a,N,r)),null!=a.editor.diagramFileTypes&&(I=document.createElement("tr"),D=document.createElement("td"),D.style.textOverflow="ellipsis",D.style.textAlign="right",D.style.maxWidth="100px",D.style.fontSize="10pt",D.style.width="84px",mxUtils.write(D,mxResources.get("type")+ -":"),I.appendChild(D),D=document.createElement("td"),D.style.whiteSpace="nowrap",I.appendChild(D),b=FilenameDialog.createFileTypes(a,N,a.editor.diagramFileTypes),b.style.marginLeft="4px",b.style.width="198px",D.appendChild(b),N.style.width=null!=x?x-40+"px":"190px",I.appendChild(D),F.appendChild(I)));null!=k&&(I=document.createElement("tr"),D=document.createElement("td"),D.colSpan=2,D.appendChild(k),I.appendChild(D),F.appendChild(I));I=document.createElement("tr");D=document.createElement("td");D.colSpan= -2;D.style.paddingTop=null!=r?"12px":"20px";D.style.whiteSpace="nowrap";D.setAttribute("align","right");r=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=n&&n()});r.className="geBtn";a.editor.cancelFirst&&D.appendChild(r);null!=m&&(x=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(m)}),x.className="geBtn",D.appendChild(x));mxEvent.addListener(N,"keypress",function(T){13==T.keyCode&&S.click()});D.appendChild(S);a.editor.cancelFirst||D.appendChild(r); -I.appendChild(D);F.appendChild(I);C.appendChild(F);this.container=C};FilenameDialog.filenameHelpLink=null; +var FilenameDialog=function(a,b,f,e,g,d,k,n,u,m,r,x,B){u=null!=u?u:!0;var D=document.createElement("table"),F=document.createElement("tbody");D.style.position="absolute";D.style.top="30px";D.style.left="20px";var J=document.createElement("tr");var C=document.createElement("td");C.style.textOverflow="ellipsis";C.style.textAlign="right";C.style.maxWidth=(B?B+15:100)+"px";C.style.fontSize="10pt";C.style.width=(B?B:84)+"px";mxUtils.write(C,(g||mxResources.get("filename"))+":");J.appendChild(C);var O= +document.createElement("input");O.setAttribute("value",b||"");O.style.marginLeft="4px";O.style.width=null!=x?x+"px":"180px";var R=mxUtils.button(f,function(){if(null==d||d(O.value))u&&a.hideDialog(),e(O.value)});R.className="geBtn gePrimaryBtn";this.init=function(){if(null!=g||null==k)if(O.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?O.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var T=D.parentNode;if(null!=T){var Q=null;mxEvent.addListener(T,"dragleave", +function(aa){null!=Q&&(Q.style.backgroundColor="",Q=null);aa.stopPropagation();aa.preventDefault()});mxEvent.addListener(T,"dragover",mxUtils.bind(this,function(aa){null==Q&&(!mxClient.IS_IE||10<document.documentMode)&&(Q=O,Q.style.backgroundColor="#ebf2f9");aa.stopPropagation();aa.preventDefault()}));mxEvent.addListener(T,"drop",mxUtils.bind(this,function(aa){null!=Q&&(Q.style.backgroundColor="",Q=null);0<=mxUtils.indexOf(aa.dataTransfer.types,"text/uri-list")&&(O.value=decodeURIComponent(aa.dataTransfer.getData("text/uri-list")), +R.click());aa.stopPropagation();aa.preventDefault()}))}}};C=document.createElement("td");C.style.whiteSpace="nowrap";C.appendChild(O);J.appendChild(C);if(null!=g||null==k)F.appendChild(J),null!=r&&(C.appendChild(FilenameDialog.createTypeHint(a,O,r)),null!=a.editor.diagramFileTypes&&(J=document.createElement("tr"),C=document.createElement("td"),C.style.textOverflow="ellipsis",C.style.textAlign="right",C.style.maxWidth="100px",C.style.fontSize="10pt",C.style.width="84px",mxUtils.write(C,mxResources.get("type")+ +":"),J.appendChild(C),C=document.createElement("td"),C.style.whiteSpace="nowrap",J.appendChild(C),b=FilenameDialog.createFileTypes(a,O,a.editor.diagramFileTypes),b.style.marginLeft="4px",b.style.width="198px",C.appendChild(b),O.style.width=null!=x?x-40+"px":"190px",J.appendChild(C),F.appendChild(J)));null!=k&&(J=document.createElement("tr"),C=document.createElement("td"),C.colSpan=2,C.appendChild(k),J.appendChild(C),F.appendChild(J));J=document.createElement("tr");C=document.createElement("td");C.colSpan= +2;C.style.paddingTop=null!=r?"12px":"20px";C.style.whiteSpace="nowrap";C.setAttribute("align","right");r=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=m&&m()});r.className="geBtn";a.editor.cancelFirst&&C.appendChild(r);null!=n&&(x=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(n)}),x.className="geBtn",C.appendChild(x));mxEvent.addListener(O,"keypress",function(T){13==T.keyCode&&R.click()});C.appendChild(R);a.editor.cancelFirst||C.appendChild(r); +J.appendChild(C);F.appendChild(J);D.appendChild(F);this.container=D};FilenameDialog.filenameHelpLink=null; FilenameDialog.createTypeHint=function(a,b,f){var e=document.createElement("img");e.style.backgroundPosition="center bottom";e.style.backgroundRepeat="no-repeat";e.style.margin="2px 0 0 4px";e.style.verticalAlign="top";e.style.cursor="pointer";e.style.height="16px";e.style.width="16px";mxUtils.setOpacity(e,70);var g=function(){e.setAttribute("src",Editor.helpImage);e.setAttribute("title",mxResources.get("help"));for(var d=0;d<f.length;d++)if(0<f[d].ext.length&&b.value.toLowerCase().substring(b.value.length- f[d].ext.length-1)=="."+f[d].ext){e.setAttribute("title",mxResources.get(f[d].title));break}};mxEvent.addListener(b,"keyup",g);mxEvent.addListener(b,"change",g);mxEvent.addListener(e,"click",function(d){var k=e.getAttribute("title");e.getAttribute("src")==Editor.helpImage?a.editor.graph.openLink(FilenameDialog.filenameHelpLink):""!=k&&a.showError(null,k,mxResources.get("help"),function(){a.editor.graph.openLink(FilenameDialog.filenameHelpLink)},null,mxResources.get("ok"),null,null,null,340,90);mxEvent.consume(d)}); g();return e}; FilenameDialog.createFileTypes=function(a,b,f){var e=document.createElement("select");for(a=0;a<f.length;a++){var g=document.createElement("option");g.setAttribute("value",a);mxUtils.write(g,mxResources.get(f[a].description)+" (."+f[a].extension+")");e.appendChild(g)}mxEvent.addListener(e,"change",function(d){d=f[e.value].extension;var k=b.value.lastIndexOf(".drawio.");k=0<k?k:b.value.lastIndexOf(".");"drawio"!=d&&(d="drawio."+d);b.value=0<k?b.value.substring(0,k+1)+d:b.value+"."+d;"createEvent"in -document?(d=document.createEvent("HTMLEvents"),d.initEvent("change",!1,!0),b.dispatchEvent(d)):b.fireEvent("onchange")});a=function(d){d=b.value.toLowerCase();for(var k=0,m=0;m<f.length;m++){var u=f[m].extension,n=null;"drawio"!=u&&(n=u,u=".drawio."+u);if(d.substring(d.length-u.length-1)=="."+u||null!=n&&d.substring(d.length-n.length-1)=="."+n){k=m;break}}e.value=k};mxEvent.addListener(b,"change",a);mxEvent.addListener(b,"keyup",a);a();return e}; -(function(){mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph;if(null!=k.container&&!k.transparentBackground){if(k.pageVisible){var m=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var u=k.container.firstChild;null!=u&&u.nodeType!=mxConstants.NODETYPE_ELEMENT;)u=u.nextSibling;null!=u&&(this.backgroundPageShape=this.createBackgroundPageShape(m),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, -this.backgroundPageShape.init(k.container),u.style.position="absolute",k.container.insertBefore(this.backgroundPageShape.node,u),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(n){k.dblClick(n)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(n){k.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(n))}),mxUtils.bind(this,function(n){null!= -k.tooltipHandler&&k.tooltipHandler.isHideOnHover()&&k.tooltipHandler.hide();k.isMouseDown&&!mxEvent.isConsumed(n)&&k.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(n))}),mxUtils.bind(this,function(n){k.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(n))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=m,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; -mxGraphView.prototype.validateBackgroundStyles=function(){var k=this.graph,m=null==k.background||k.background==mxConstants.NONE?k.defaultPageBackgroundColor:k.background,u=null!=m&&this.gridColor!=m.toLowerCase()?this.gridColor:"#ffffff",n="none",r="";if(k.isGridEnabled()||k.gridVisible){r=10;mxClient.IS_SVG?(n=unescape(encodeURIComponent(this.createSvgGrid(u))),n=window.btoa?btoa(n):Base64.encode(n,!0),n="url(data:image/svg+xml;base64,"+n+")",r=k.gridSize*this.scale*this.gridSteps):n="url("+this.gridImage+ -")";var x=u=0;null!=k.view.backgroundPageShape&&(x=this.getBackgroundPageBounds(),u=1+x.x,x=1+x.y);r=-Math.round(r-mxUtils.mod(this.translate.x*this.scale-u,r))+"px "+-Math.round(r-mxUtils.mod(this.translate.y*this.scale-x,r))+"px"}u=k.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);null!=k.view.backgroundPageShape?(k.view.backgroundPageShape.node.style.backgroundPosition=r,k.view.backgroundPageShape.node.style.backgroundImage=n,k.view.backgroundPageShape.node.style.backgroundColor=m,k.view.backgroundPageShape.node.style.borderColor= -k.defaultPageBorderColor,k.container.className="geDiagramContainer geDiagramBackdrop",u.style.backgroundImage="none",u.style.backgroundColor=""):(k.container.className="geDiagramContainer",u.style.backgroundPosition=r,u.style.backgroundColor=m,u.style.backgroundImage=n)};mxGraphView.prototype.createSvgGrid=function(k){for(var m=this.graph.gridSize*this.scale;m<this.minGridSize;)m*=2;for(var u=this.gridSteps*m,n=[],r=1;r<this.gridSteps;r++){var x=r*m;n.push("M 0 "+x+" L "+u+" "+x+" M "+x+" 0 L "+x+ -" "+u)}return'<svg width="'+u+'" height="'+u+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+u+'" height="'+u+'" patternUnits="userSpaceOnUse"><path d="'+n.join(" ")+'" fill="none" stroke="'+k+'" opacity="0.2" stroke-width="1"/><path d="M '+u+" 0 L 0 0 0 "+u+'" fill="none" stroke="'+k+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var a=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,m){a.apply(this,arguments); -if(null!=this.shiftPreview1){var u=this.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);var n=this.gridSize*this.view.scale*this.view.gridSteps;n=-Math.round(n-mxUtils.mod(this.view.translate.x*this.view.scale+k,n))+"px "+-Math.round(n-mxUtils.mod(this.view.translate.y*this.view.scale+m,n))+"px";u.style.backgroundPosition=n}};mxGraph.prototype.updatePageBreaks=function(k,m,u){var n=this.view.scale,r=this.view.translate,x=this.pageFormat,B=n*this.pageScale,C=this.view.getBackgroundPageBounds(); -m=C.width;u=C.height;var F=new mxRectangle(n*r.x,n*r.y,x.width*B,x.height*B),I=(k=k&&Math.min(F.width,F.height)>this.minPageBreakDist)?Math.ceil(u/F.height)-1:0,D=k?Math.ceil(m/F.width)-1:0,N=C.x+m,S=C.y+u;null==this.horizontalPageBreaks&&0<I&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<D&&(this.verticalPageBreaks=[]);k=mxUtils.bind(this,function(T){if(null!=T){for(var P=T==this.horizontalPageBreaks?I:D,Z=0;Z<=P;Z++){var U=T==this.horizontalPageBreaks?[new mxPoint(Math.round(C.x), -Math.round(C.y+(Z+1)*F.height)),new mxPoint(Math.round(N),Math.round(C.y+(Z+1)*F.height))]:[new mxPoint(Math.round(C.x+(Z+1)*F.width),Math.round(C.y)),new mxPoint(Math.round(C.x+(Z+1)*F.width),Math.round(S))];null!=T[Z]?(T[Z].points=U,T[Z].redraw()):(U=new mxPolyline(U,this.pageBreakColor),U.dialect=this.dialect,U.isDashed=this.pageBreakDashed,U.pointerEvents=!1,U.init(this.view.backgroundPane),U.redraw(),T[Z]=U)}for(Z=P;Z<T.length;Z++)T[Z].destroy();T.splice(P,T.length-P)}});k(this.horizontalPageBreaks); -k(this.verticalPageBreaks)};var b=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(k,m,u){for(var n=0;n<m.length;n++){if(this.graph.isTableCell(m[n])||this.graph.isTableRow(m[n]))return!1;if(this.graph.getModel().isVertex(m[n])){var r=this.graph.getCellGeometry(m[n]);if(null!=r&&r.relative)return!1}}return b.apply(this,arguments)};var f=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var k= -f.apply(this,arguments);k.intersects=mxUtils.bind(this,function(m,u){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(k,arguments)});return k};mxGraphView.prototype.createBackgroundPageShape=function(k){return new mxRectangleShape(k,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var k=this.getGraphBounds(),m=0<k.width?k.x/this.scale-this.translate.x:0,u=0<k.height?k.y/this.scale-this.translate.y:0,n=this.graph.pageFormat, -r=this.graph.pageScale,x=n.width*r;n=n.height*r;r=Math.floor(Math.min(0,m)/x);var B=Math.floor(Math.min(0,u)/n);return new mxRectangle(this.scale*(this.translate.x+r*x),this.scale*(this.translate.y+B*n),this.scale*(Math.ceil(Math.max(1,m+k.width/this.scale)/x)-r)*x,this.scale*(Math.ceil(Math.max(1,u+k.height/this.scale)/n)-B)*n)};var e=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,m){e.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| -this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=k+"px",this.view.backgroundPageShape.node.style.marginTop=m+"px")};var g=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(k,m,u,n,r,x){var B=g.apply(this,arguments);null==x||x||mxEvent.addListener(B,"mousedown",function(C){mxEvent.consume(C)});return B};var d=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= -function(k,m,u){var n=this.graph.model.getParent(k);if(m){var r=this.graph.model.isEdge(k)?null:this.graph.getCellGeometry(k);r=!this.graph.model.isEdge(n)&&!this.graph.isSiblingSelected(k)&&(null!=r&&r.relative||!this.graph.isContainer(n)||this.graph.isPart(k))}else if(r=d.apply(this,arguments),this.graph.isTableCell(k)||this.graph.isTableRow(k))r=n,this.graph.isTable(r)||(r=this.graph.model.getParent(r)),r=!this.graph.selectionCellsHandler.isHandled(r)||this.graph.isCellSelected(r)&&this.graph.isToggleEvent(u.getEvent())|| -this.graph.isCellSelected(k)&&!this.graph.isToggleEvent(u.getEvent())||this.graph.isTableCell(k)&&this.graph.isCellSelected(n);return r};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(k){k=k.getCell();for(var m=this.graph.getModel(),u=m.getParent(k),n=this.graph.view.getState(u),r=this.graph.isCellSelected(k);null!=n&&(m.isVertex(u)||m.isEdge(u));){var x=this.graph.isCellSelected(u);r=r||x;if(x||!r&&(this.graph.isTableCell(k)||this.graph.isTableRow(k)))k=u;u=m.getParent(u)}return k}})();EditorUi=function(a,b,f){mxEventSource.call(this);this.destroyFunctions=[];this.editor=a||new Editor;this.container=b||document.body;var e=this.editor.graph;e.lightbox=f;var g=e.getGraphBounds;e.getGraphBounds=function(){var G=g.apply(this,arguments),K=this.backgroundImage;if(null!=K&&null!=K.width&&null!=K.height){var Q=this.view.translate,ba=this.view.scale;G=mxRectangle.fromRectangle(G);G.add(new mxRectangle((Q.x+K.x)*ba,(Q.y+K.y)*ba,K.width*ba,K.height*ba))}return G};e.useCssTransforms&&(this.lazyZoomDelay= -0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(G,K){this.clearSelectionState()});e.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); +document?(d=document.createEvent("HTMLEvents"),d.initEvent("change",!1,!0),b.dispatchEvent(d)):b.fireEvent("onchange")});a=function(d){d=b.value.toLowerCase();for(var k=0,n=0;n<f.length;n++){var u=f[n].extension,m=null;"drawio"!=u&&(m=u,u=".drawio."+u);if(d.substring(d.length-u.length-1)=="."+u||null!=m&&d.substring(d.length-m.length-1)=="."+m){k=n;break}}e.value=k};mxEvent.addListener(b,"change",a);mxEvent.addListener(b,"keyup",a);a();return e}; +var WrapperWindow=function(a,b,f,e,g,d,k){var n=a.createSidebarContainer();k(n);this.window=new mxWindow(b,n,f,e,g,d,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);a.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(u){null==u&&(u=window.event);return null!=u&&a.isSelectionAllowed(u)}))}; +(function(){mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph;if(null!=k.container&&!k.transparentBackground){if(k.pageVisible){var n=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var u=k.container.firstChild;null!=u&&u.nodeType!=mxConstants.NODETYPE_ELEMENT;)u=u.nextSibling;null!=u&&(this.backgroundPageShape=this.createBackgroundPageShape(n),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, +this.backgroundPageShape.init(k.container),u.style.position="absolute",k.container.insertBefore(this.backgroundPageShape.node,u),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(m){k.dblClick(m)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(m){k.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(m))}),mxUtils.bind(this,function(m){null!= +k.tooltipHandler&&k.tooltipHandler.isHideOnHover()&&k.tooltipHandler.hide();k.isMouseDown&&!mxEvent.isConsumed(m)&&k.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(m))}),mxUtils.bind(this,function(m){k.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(m))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=n,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; +mxGraphView.prototype.validateBackgroundStyles=function(){var k=this.graph,n=null==k.background||k.background==mxConstants.NONE?k.defaultPageBackgroundColor:k.background,u=null!=n&&this.gridColor!=n.toLowerCase()?this.gridColor:"#ffffff",m="none",r="";if(k.isGridEnabled()||k.gridVisible){r=10;mxClient.IS_SVG?(m=unescape(encodeURIComponent(this.createSvgGrid(u))),m=window.btoa?btoa(m):Base64.encode(m,!0),m="url(data:image/svg+xml;base64,"+m+")",r=k.gridSize*this.scale*this.gridSteps):m="url("+this.gridImage+ +")";var x=u=0;null!=k.view.backgroundPageShape&&(x=this.getBackgroundPageBounds(),u=1+x.x,x=1+x.y);r=-Math.round(r-mxUtils.mod(this.translate.x*this.scale-u,r))+"px "+-Math.round(r-mxUtils.mod(this.translate.y*this.scale-x,r))+"px"}u=k.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);null!=k.view.backgroundPageShape?(k.view.backgroundPageShape.node.style.backgroundPosition=r,k.view.backgroundPageShape.node.style.backgroundImage=m,k.view.backgroundPageShape.node.style.backgroundColor=n,k.view.backgroundPageShape.node.style.borderColor= +k.defaultPageBorderColor,k.container.className="geDiagramContainer geDiagramBackdrop",u.style.backgroundImage="none",u.style.backgroundColor=""):(k.container.className="geDiagramContainer",u.style.backgroundPosition=r,u.style.backgroundColor=n,u.style.backgroundImage=m)};mxGraphView.prototype.createSvgGrid=function(k){for(var n=this.graph.gridSize*this.scale;n<this.minGridSize;)n*=2;for(var u=this.gridSteps*n,m=[],r=1;r<this.gridSteps;r++){var x=r*n;m.push("M 0 "+x+" L "+u+" "+x+" M "+x+" 0 L "+x+ +" "+u)}return'<svg width="'+u+'" height="'+u+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+u+'" height="'+u+'" patternUnits="userSpaceOnUse"><path d="'+m.join(" ")+'" fill="none" stroke="'+k+'" opacity="0.2" stroke-width="1"/><path d="M '+u+" 0 L 0 0 0 "+u+'" fill="none" stroke="'+k+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var a=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,n){a.apply(this,arguments); +if(null!=this.shiftPreview1){var u=this.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);var m=this.gridSize*this.view.scale*this.view.gridSteps;m=-Math.round(m-mxUtils.mod(this.view.translate.x*this.view.scale+k,m))+"px "+-Math.round(m-mxUtils.mod(this.view.translate.y*this.view.scale+n,m))+"px";u.style.backgroundPosition=m}};mxGraph.prototype.updatePageBreaks=function(k,n,u){var m=this.view.scale,r=this.view.translate,x=this.pageFormat,B=m*this.pageScale,D=this.view.getBackgroundPageBounds(); +n=D.width;u=D.height;var F=new mxRectangle(m*r.x,m*r.y,x.width*B,x.height*B),J=(k=k&&Math.min(F.width,F.height)>this.minPageBreakDist)?Math.ceil(u/F.height)-1:0,C=k?Math.ceil(n/F.width)-1:0,O=D.x+n,R=D.y+u;null==this.horizontalPageBreaks&&0<J&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<C&&(this.verticalPageBreaks=[]);k=mxUtils.bind(this,function(T){if(null!=T){for(var Q=T==this.horizontalPageBreaks?J:C,aa=0;aa<=Q;aa++){var S=T==this.horizontalPageBreaks?[new mxPoint(Math.round(D.x), +Math.round(D.y+(aa+1)*F.height)),new mxPoint(Math.round(O),Math.round(D.y+(aa+1)*F.height))]:[new mxPoint(Math.round(D.x+(aa+1)*F.width),Math.round(D.y)),new mxPoint(Math.round(D.x+(aa+1)*F.width),Math.round(R))];null!=T[aa]?(T[aa].points=S,T[aa].redraw()):(S=new mxPolyline(S,this.pageBreakColor),S.dialect=this.dialect,S.isDashed=this.pageBreakDashed,S.pointerEvents=!1,S.init(this.view.backgroundPane),S.redraw(),T[aa]=S)}for(aa=Q;aa<T.length;aa++)T[aa].destroy();T.splice(Q,T.length-Q)}});k(this.horizontalPageBreaks); +k(this.verticalPageBreaks)};var b=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(k,n,u){for(var m=0;m<n.length;m++){if(this.graph.isTableCell(n[m])||this.graph.isTableRow(n[m]))return!1;if(this.graph.getModel().isVertex(n[m])){var r=this.graph.getCellGeometry(n[m]);if(null!=r&&r.relative)return!1}}return b.apply(this,arguments)};var f=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var k= +f.apply(this,arguments);k.intersects=mxUtils.bind(this,function(n,u){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(k,arguments)});return k};mxGraphView.prototype.createBackgroundPageShape=function(k){return new mxRectangleShape(k,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var k=this.getGraphBounds(),n=0<k.width?k.x/this.scale-this.translate.x:0,u=0<k.height?k.y/this.scale-this.translate.y:0,m=this.graph.pageFormat, +r=this.graph.pageScale,x=m.width*r;m=m.height*r;r=Math.floor(Math.min(0,n)/x);var B=Math.floor(Math.min(0,u)/m);return new mxRectangle(this.scale*(this.translate.x+r*x),this.scale*(this.translate.y+B*m),this.scale*(Math.ceil(Math.max(1,n+k.width/this.scale)/x)-r)*x,this.scale*(Math.ceil(Math.max(1,u+k.height/this.scale)/m)-B)*m)};var e=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,n){e.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| +this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=k+"px",this.view.backgroundPageShape.node.style.marginTop=n+"px")};var g=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(k,n,u,m,r,x){var B=g.apply(this,arguments);null==x||x||mxEvent.addListener(B,"mousedown",function(D){mxEvent.consume(D)});return B};var d=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= +function(k,n,u){var m=this.graph.model.getParent(k);if(n){var r=this.graph.model.isEdge(k)?null:this.graph.getCellGeometry(k);r=!this.graph.model.isEdge(m)&&!this.graph.isSiblingSelected(k)&&(null!=r&&r.relative||!this.graph.isContainer(m)||this.graph.isPart(k))}else if(r=d.apply(this,arguments),this.graph.isTableCell(k)||this.graph.isTableRow(k))r=m,this.graph.isTable(r)||(r=this.graph.model.getParent(r)),r=!this.graph.selectionCellsHandler.isHandled(r)||this.graph.isCellSelected(r)&&this.graph.isToggleEvent(u.getEvent())|| +this.graph.isCellSelected(k)&&!this.graph.isToggleEvent(u.getEvent())||this.graph.isTableCell(k)&&this.graph.isCellSelected(m);return r};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(k){k=k.getCell();for(var n=this.graph.getModel(),u=n.getParent(k),m=this.graph.view.getState(u),r=this.graph.isCellSelected(k);null!=m&&(n.isVertex(u)||n.isEdge(u));){var x=this.graph.isCellSelected(u);r=r||x;if(x||!r&&(this.graph.isTableCell(k)||this.graph.isTableRow(k)))k=u;u=n.getParent(u)}return k}})();EditorUi=function(a,b,f){mxEventSource.call(this);this.destroyFunctions=[];this.editor=a||new Editor;this.container=b||document.body;var e=this.editor.graph;e.lightbox=f;var g=e.getGraphBounds;e.getGraphBounds=function(){var G=g.apply(this,arguments),M=this.backgroundImage;if(null!=M&&null!=M.width&&null!=M.height){var U=this.view.translate,ba=this.view.scale;G=mxRectangle.fromRectangle(G);G.add(new mxRectangle((U.x+M.x)*ba,(U.y+M.y)*ba,M.width*ba,M.height*ba))}return G};e.useCssTransforms&&(this.lazyZoomDelay= +0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(G,M){this.clearSelectionState()});e.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); e.getModel().addListener(mxEvent.CHANGE,this.selectionStateListener);e.addListener(mxEvent.EDITING_STARTED,this.selectionStateListener);e.addListener(mxEvent.EDITING_STOPPED,this.selectionStateListener);e.getView().addListener("unitChanged",this.selectionStateListener);this.editor.chromeless&&!this.editor.editable&&(this.footerHeight=0,e.isEnabled=function(){return!1},e.panningHandler.isForcePanningEvent=function(G){return!mxEvent.isPopupTrigger(G.getEvent())});this.actions=new Actions(this);this.menus= this.createMenus();if(!e.standalone){var d="rounded shadow glass dashed dashPattern labelBackgroundColor labelBorderColor comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle pointerEvents".split(" "),k="shape edgeStyle curved rounded elbow jumpStyle jumpSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "), -m="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),u=!1,n=!1;this.setDefaultStyle=function(G){try{var K=e.getCellStyle(G,!1),Q=[],ba=[],la;for(la in K)Q.push(K[la]),ba.push(la);e.getModel().isEdge(G)?e.currentEdgeStyle={}:e.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ba,"values",Q,"cells",[G]));e.getModel().isEdge(G)?n=!0:u=!0}catch(ra){this.handleError(ra)}};this.clearDefaultStyle=function(){e.currentEdgeStyle= -mxUtils.clone(e.defaultEdgeStyle);e.currentVertexStyle=mxUtils.clone(e.defaultVertexStyle);u=n=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var r=["fontFamily","fontSource","fontSize","fontColor"];for(b=0;b<r.length;b++)0>mxUtils.indexOf(d,r[b])&&d.push(r[b]);var x="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),B=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], -["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(b=0;b<B.length;b++)for(f=0;f<B[b].length;f++)d.push(B[b][f]);for(b=0;b<k.length;b++)0>mxUtils.indexOf(d,k[b])&&d.push(k[b]);var C=function(G,K,Q,ba,la,ra,X){ba=null!=ba?ba:e.currentVertexStyle;la=null!=la?la:e.currentEdgeStyle;ra=null!=ra?ra:!0;Q=null!=Q?Q:e.getModel();if(X){X=[];for(var ca=0;ca<G.length;ca++)X=X.concat(Q.getDescendants(G[ca]));G=X}Q.beginUpdate();try{for(ca=0;ca<G.length;ca++){var oa= -G[ca];if(K)var ta=["fontSize","fontFamily","fontColor"];else{var Ka=Q.getStyle(oa),Ha=null!=Ka?Ka.split(";"):[];ta=d.slice();for(var va=0;va<Ha.length;va++){var Ca=Ha[va],sa=Ca.indexOf("=");if(0<=sa){var Da=Ca.substring(0,sa),Ua=mxUtils.indexOf(ta,Da);0<=Ua&&ta.splice(Ua,1);for(X=0;X<B.length;X++){var db=B[X];if(0<=mxUtils.indexOf(db,Da))for(var Ta=0;Ta<db.length;Ta++){var $a=mxUtils.indexOf(ta,db[Ta]);0<=$a&&ta.splice($a,1)}}}}}var Xa=Q.isEdge(oa);X=Xa?la:ba;var Va=Q.getStyle(oa);for(va=0;va<ta.length;va++){Da= -ta[va];var Ya=X[Da];null!=Ya&&"edgeStyle"!=Da&&("shape"!=Da||Xa)&&(!Xa||ra||0>mxUtils.indexOf(m,Da))&&(Va=mxUtils.setStyle(Va,Da,Ya))}Editor.simpleLabels&&(Va=mxUtils.setStyle(mxUtils.setStyle(Va,"html",null),"whiteSpace",null));Q.setStyle(oa,Va)}}finally{Q.endUpdate()}return G};e.addListener("cellsInserted",function(G,K){C(K.getProperty("cells"),null,null,null,null,!0,!0)});e.addListener("textInserted",function(G,K){C(K.getProperty("cells"),!0)});this.insertHandler=C;this.createDivs();this.createUi(); +n="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),u=!1,m=!1;this.setDefaultStyle=function(G){try{var M=e.getCellStyle(G,!1),U=[],ba=[],la;for(la in M)U.push(M[la]),ba.push(la);e.getModel().isEdge(G)?e.currentEdgeStyle={}:e.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ba,"values",U,"cells",[G]));e.getModel().isEdge(G)?m=!0:u=!0}catch(ra){this.handleError(ra)}};this.clearDefaultStyle=function(){e.currentEdgeStyle= +mxUtils.clone(e.defaultEdgeStyle);e.currentVertexStyle=mxUtils.clone(e.defaultVertexStyle);u=m=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var r=["fontFamily","fontSource","fontSize","fontColor"];for(b=0;b<r.length;b++)0>mxUtils.indexOf(d,r[b])&&d.push(r[b]);var x="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),B=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], +["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(b=0;b<B.length;b++)for(f=0;f<B[b].length;f++)d.push(B[b][f]);for(b=0;b<k.length;b++)0>mxUtils.indexOf(d,k[b])&&d.push(k[b]);var D=function(G,M,U,ba,la,ra,Y){ba=null!=ba?ba:e.currentVertexStyle;la=null!=la?la:e.currentEdgeStyle;ra=null!=ra?ra:!0;U=null!=U?U:e.getModel();if(Y){Y=[];for(var da=0;da<G.length;da++)Y=Y.concat(U.getDescendants(G[da]));G=Y}U.beginUpdate();try{for(da=0;da<G.length;da++){var pa= +G[da];if(M)var wa=["fontSize","fontFamily","fontColor"];else{var Ka=U.getStyle(pa),Ha=null!=Ka?Ka.split(";"):[];wa=d.slice();for(var ua=0;ua<Ha.length;ua++){var Ca=Ha[ua],qa=Ca.indexOf("=");if(0<=qa){var Da=Ca.substring(0,qa),Ua=mxUtils.indexOf(wa,Da);0<=Ua&&wa.splice(Ua,1);for(Y=0;Y<B.length;Y++){var db=B[Y];if(0<=mxUtils.indexOf(db,Da))for(var Ta=0;Ta<db.length;Ta++){var $a=mxUtils.indexOf(wa,db[Ta]);0<=$a&&wa.splice($a,1)}}}}}var Ya=U.isEdge(pa);Y=Ya?la:ba;var Va=U.getStyle(pa);for(ua=0;ua<wa.length;ua++){Da= +wa[ua];var Za=Y[Da];null!=Za&&"edgeStyle"!=Da&&("shape"!=Da||Ya)&&(!Ya||ra||0>mxUtils.indexOf(n,Da))&&(Va=mxUtils.setStyle(Va,Da,Za))}Editor.simpleLabels&&(Va=mxUtils.setStyle(mxUtils.setStyle(Va,"html",null),"whiteSpace",null));U.setStyle(pa,Va)}}finally{U.endUpdate()}return G};e.addListener("cellsInserted",function(G,M){D(M.getProperty("cells"),null,null,null,null,!0,!0)});e.addListener("textInserted",function(G,M){D(M.getProperty("cells"),!0)});this.insertHandler=D;this.createDivs();this.createUi(); this.refresh();var F=mxUtils.bind(this,function(G){null==G&&(G=window.event);return e.isEditing()||null!=G&&this.isSelectionAllowed(G)});this.container==document.body&&(this.menubarContainer.onselectstart=F,this.menubarContainer.onmousedown=F,this.toolbarContainer.onselectstart=F,this.toolbarContainer.onmousedown=F,this.diagramContainer.onselectstart=F,this.diagramContainer.onmousedown=F,this.sidebarContainer.onselectstart=F,this.sidebarContainer.onmousedown=F,this.formatContainer.onselectstart=F, -this.formatContainer.onmousedown=F,this.footerContainer.onselectstart=F,this.footerContainer.onmousedown=F,null!=this.tabContainer&&(this.tabContainer.onselectstart=F));!this.editor.chromeless||this.editor.editable?(b=function(G){if(null!=G){var K=mxEvent.getSource(G);if("A"==K.nodeName)for(;null!=K;){if("geHint"==K.className)return!0;K=K.parentNode}}return F(G)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", -b):this.diagramContainer.oncontextmenu=b):e.panningHandler.usePopupTrigger=!1;e.init(this.diagramContainer);mxClient.IS_SVG&&null!=e.view.getDrawPane()&&(b=e.view.getDrawPane().ownerSVGElement,null!=b&&(b.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=e.graphHandler){var I=e.graphHandler.start;e.graphHandler.start=function(){null!=ea.hoverIcons&&ea.hoverIcons.reset();I.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(G){var K= -mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(G)-K.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(G)-K.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var D=!1,N=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(G,K){return D||N.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(G){32!=G.which||e.isEditing()?mxEvent.isConsumed(G)|| -27!=G.keyCode||this.hideDialog(null,!0):(D=!0,this.hoverIcons.reset(),e.container.style.cursor="move",e.isEditing()||mxEvent.getSource(G)!=e.container||mxEvent.consume(G))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(G){e.container.style.cursor="";D=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var S=e.panningHandler.isForcePanningEvent;e.panningHandler.isForcePanningEvent=function(G){return S.apply(this,arguments)||D||mxEvent.isMouseEvent(G.getEvent())&& -(this.usePopupTrigger||!mxEvent.isPopupTrigger(G.getEvent()))&&(!mxEvent.isControlDown(G.getEvent())&&mxEvent.isRightMouseButton(G.getEvent())||mxEvent.isMiddleMouseButton(G.getEvent()))};var T=e.cellEditor.isStopEditingEvent;e.cellEditor.isStopEditingEvent=function(G){return T.apply(this,arguments)||13==G.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(G)||mxClient.IS_MAC&&mxEvent.isMetaDown(G)||mxClient.IS_SF&&mxEvent.isShiftDown(G))};var P=e.isZoomWheelEvent;e.isZoomWheelEvent=function(){return D|| -P.apply(this,arguments)};var Z=!1,U=null,V=null,aa=null,ia=mxUtils.bind(this,function(){if(null!=this.toolbar&&Z!=e.cellEditor.isContentEditing()){for(var G=this.toolbar.container.firstChild,K=[];null!=G;){var Q=G.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,G)&&(G.parentNode.removeChild(G),K.push(G));G=Q}G=this.toolbar.fontMenu;Q=this.toolbar.sizeMenu;if(null==aa)this.toolbar.createTextToolbar();else{for(var ba=0;ba<aa.length;ba++)this.toolbar.container.appendChild(aa[ba]);this.toolbar.fontMenu= -U;this.toolbar.sizeMenu=V}Z=e.cellEditor.isContentEditing();U=G;V=Q;aa=K}}),ea=this,qa=e.cellEditor.startEditing;e.cellEditor.startEditing=function(){qa.apply(this,arguments);ia();if(e.cellEditor.isContentEditing()){var G=!1,K=function(){G||(G=!0,window.setTimeout(function(){var Q=e.getSelectedEditingElement();null!=Q&&(Q=mxUtils.getCurrentStyle(Q),null!=Q&&null!=ea.toolbar&&(ea.toolbar.setFontName(Graph.stripQuotes(Q.fontFamily)),ea.toolbar.setFontSize(parseInt(Q.fontSize))));G=!1},0))};mxEvent.addListener(e.cellEditor.textarea, -"input",K);mxEvent.addListener(e.cellEditor.textarea,"touchend",K);mxEvent.addListener(e.cellEditor.textarea,"mouseup",K);mxEvent.addListener(e.cellEditor.textarea,"keyup",K);K()}};var O=e.cellEditor.stopEditing;e.cellEditor.stopEditing=function(G,K){try{O.apply(this,arguments),ia()}catch(Q){ea.handleError(Q)}};e.container.setAttribute("tabindex","0");e.container.style.cursor="default";if(window.self===window.top&&null!=e.container.parentNode)try{e.container.focus()}catch(G){}var R=e.fireMouseEvent; -e.fireMouseEvent=function(G,K,Q){G==mxEvent.MOUSE_DOWN&&this.container.focus();R.apply(this,arguments)};e.popupMenuHandler.autoExpand=!0;null!=this.menus&&(e.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(G,K,Q){this.menus.createPopupMenu(G,K,Q)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(G){e.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(a);this.getKeyHandler=function(){return keyHandler};e.connectionHandler.addListener(mxEvent.CONNECT,function(G, -K){var Q=[K.getProperty("cell")];K.getProperty("terminalInserted")&&(Q.push(K.getProperty("terminal")),window.setTimeout(function(){null!=ea.hoverIcons&&ea.hoverIcons.update(e.view.getState(Q[Q.length-1]))},0));C(Q)});this.addListener("styleChanged",mxUtils.bind(this,function(G,K){var Q=K.getProperty("cells"),ba=G=!1;if(0<Q.length)for(var la=0;la<Q.length&&(G=e.getModel().isVertex(Q[la])||G,!(ba=e.getModel().isEdge(Q[la])||ba)||!G);la++);else ba=G=!0;G=G&&!u;ba=ba&&!n;Q=K.getProperty("keys");K=K.getProperty("values"); -for(la=0;la<Q.length;la++){var ra=0<=mxUtils.indexOf(r,Q[la]);if("strokeColor"!=Q[la]||null!=K[la]&&"none"!=K[la])if(0<=mxUtils.indexOf(k,Q[la]))ba||0<=mxUtils.indexOf(x,Q[la])?null==K[la]?delete e.currentEdgeStyle[Q[la]]:e.currentEdgeStyle[Q[la]]=K[la]:G&&0<=mxUtils.indexOf(d,Q[la])&&(null==K[la]?delete e.currentVertexStyle[Q[la]]:e.currentVertexStyle[Q[la]]=K[la]);else if(0<=mxUtils.indexOf(d,Q[la])){if(G||ra)null==K[la]?delete e.currentVertexStyle[Q[la]]:e.currentVertexStyle[Q[la]]=K[la];if(ba|| -ra||0<=mxUtils.indexOf(x,Q[la]))null==K[la]?delete e.currentEdgeStyle[Q[la]]:e.currentEdgeStyle[Q[la]]=K[la]}}null!=this.toolbar&&(this.toolbar.setFontName(e.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(e.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==e.currentEdgeStyle.edgeStyle&&"1"==e.currentEdgeStyle.curved?"geSprite geSprite-curved": +this.formatContainer.onmousedown=F,this.footerContainer.onselectstart=F,this.footerContainer.onmousedown=F,null!=this.tabContainer&&(this.tabContainer.onselectstart=F));!this.editor.chromeless||this.editor.editable?(b=function(G){if(null!=G){var M=mxEvent.getSource(G);if("A"==M.nodeName)for(;null!=M;){if("geHint"==M.className)return!0;M=M.parentNode}}return F(G)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", +b):this.diagramContainer.oncontextmenu=b):e.panningHandler.usePopupTrigger=!1;e.init(this.diagramContainer);mxClient.IS_SVG&&null!=e.view.getDrawPane()&&(b=e.view.getDrawPane().ownerSVGElement,null!=b&&(b.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=e.graphHandler){var J=e.graphHandler.start;e.graphHandler.start=function(){null!=fa.hoverIcons&&fa.hoverIcons.reset();J.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(G){var M= +mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(G)-M.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(G)-M.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var C=!1,O=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(G,M){return C||O.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(G){32!=G.which||e.isEditing()?mxEvent.isConsumed(G)|| +27!=G.keyCode||this.hideDialog(null,!0):(C=!0,this.hoverIcons.reset(),e.container.style.cursor="move",e.isEditing()||mxEvent.getSource(G)!=e.container||mxEvent.consume(G))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(G){e.container.style.cursor="";C=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var R=e.panningHandler.isForcePanningEvent;e.panningHandler.isForcePanningEvent=function(G){return R.apply(this,arguments)||C||mxEvent.isMouseEvent(G.getEvent())&& +(this.usePopupTrigger||!mxEvent.isPopupTrigger(G.getEvent()))&&(!mxEvent.isControlDown(G.getEvent())&&mxEvent.isRightMouseButton(G.getEvent())||mxEvent.isMiddleMouseButton(G.getEvent()))};var T=e.cellEditor.isStopEditingEvent;e.cellEditor.isStopEditingEvent=function(G){return T.apply(this,arguments)||13==G.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(G)||mxClient.IS_MAC&&mxEvent.isMetaDown(G)||mxClient.IS_SF&&mxEvent.isShiftDown(G))};var Q=e.isZoomWheelEvent;e.isZoomWheelEvent=function(){return C|| +Q.apply(this,arguments)};var aa=!1,S=null,P=null,X=null,ha=mxUtils.bind(this,function(){if(null!=this.toolbar&&aa!=e.cellEditor.isContentEditing()){for(var G=this.toolbar.container.firstChild,M=[];null!=G;){var U=G.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,G)&&(G.parentNode.removeChild(G),M.push(G));G=U}G=this.toolbar.fontMenu;U=this.toolbar.sizeMenu;if(null==X)this.toolbar.createTextToolbar();else{for(var ba=0;ba<X.length;ba++)this.toolbar.container.appendChild(X[ba]);this.toolbar.fontMenu= +S;this.toolbar.sizeMenu=P}aa=e.cellEditor.isContentEditing();S=G;P=U;X=M}}),fa=this,sa=e.cellEditor.startEditing;e.cellEditor.startEditing=function(){sa.apply(this,arguments);ha();if(e.cellEditor.isContentEditing()){var G=!1,M=function(){G||(G=!0,window.setTimeout(function(){var U=e.getSelectedEditingElement();null!=U&&(U=mxUtils.getCurrentStyle(U),null!=U&&null!=fa.toolbar&&(fa.toolbar.setFontName(Graph.stripQuotes(U.fontFamily)),fa.toolbar.setFontSize(parseInt(U.fontSize))));G=!1},0))};mxEvent.addListener(e.cellEditor.textarea, +"input",M);mxEvent.addListener(e.cellEditor.textarea,"touchend",M);mxEvent.addListener(e.cellEditor.textarea,"mouseup",M);mxEvent.addListener(e.cellEditor.textarea,"keyup",M);M()}};var K=e.cellEditor.stopEditing;e.cellEditor.stopEditing=function(G,M){try{K.apply(this,arguments),ha()}catch(U){fa.handleError(U)}};e.container.setAttribute("tabindex","0");e.container.style.cursor="default";if(window.self===window.top&&null!=e.container.parentNode)try{e.container.focus()}catch(G){}var V=e.fireMouseEvent; +e.fireMouseEvent=function(G,M,U){G==mxEvent.MOUSE_DOWN&&this.container.focus();V.apply(this,arguments)};e.popupMenuHandler.autoExpand=!0;null!=this.menus&&(e.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(G,M,U){this.menus.createPopupMenu(G,M,U)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(G){e.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(a);this.getKeyHandler=function(){return keyHandler};e.connectionHandler.addListener(mxEvent.CONNECT,function(G, +M){var U=[M.getProperty("cell")];M.getProperty("terminalInserted")&&(U.push(M.getProperty("terminal")),window.setTimeout(function(){null!=fa.hoverIcons&&fa.hoverIcons.update(e.view.getState(U[U.length-1]))},0));D(U)});this.addListener("styleChanged",mxUtils.bind(this,function(G,M){var U=M.getProperty("cells"),ba=G=!1;if(0<U.length)for(var la=0;la<U.length&&(G=e.getModel().isVertex(U[la])||G,!(ba=e.getModel().isEdge(U[la])||ba)||!G);la++);else ba=G=!0;G=G&&!u;ba=ba&&!m;U=M.getProperty("keys");M=M.getProperty("values"); +for(la=0;la<U.length;la++){var ra=0<=mxUtils.indexOf(r,U[la]);if("strokeColor"!=U[la]||null!=M[la]&&"none"!=M[la])if(0<=mxUtils.indexOf(k,U[la]))ba||0<=mxUtils.indexOf(x,U[la])?null==M[la]?delete e.currentEdgeStyle[U[la]]:e.currentEdgeStyle[U[la]]=M[la]:G&&0<=mxUtils.indexOf(d,U[la])&&(null==M[la]?delete e.currentVertexStyle[U[la]]:e.currentVertexStyle[U[la]]=M[la]);else if(0<=mxUtils.indexOf(d,U[la])){if(G||ra)null==M[la]?delete e.currentVertexStyle[U[la]]:e.currentVertexStyle[U[la]]=M[la];if(ba|| +ra||0<=mxUtils.indexOf(x,U[la]))null==M[la]?delete e.currentEdgeStyle[U[la]]:e.currentEdgeStyle[U[la]]=M[la]}}null!=this.toolbar&&(this.toolbar.setFontName(e.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(e.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==e.currentEdgeStyle.edgeStyle&&"1"==e.currentEdgeStyle.curved?"geSprite geSprite-curved": "straight"==e.currentEdgeStyle.edgeStyle||"none"==e.currentEdgeStyle.edgeStyle||null==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-straight":"entityRelationEdgeStyle"==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-entity":"elbowEdgeStyle"==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==e.currentEdgeStyle.elbow?"verticalelbow":"horizontalelbow"):"isometricEdgeStyle"==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==e.currentEdgeStyle.elbow?"verticalisometric":"horizontalisometric"): -"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==e.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==e.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==e.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(a=mxUtils.bind(this,function(){var G=e.currentVertexStyle.fontFamily||"Helvetica",K=String(e.currentVertexStyle.fontSize|| -"12"),Q=e.getView().getState(e.getSelectionCell());null!=Q&&(G=Q.style[mxConstants.STYLE_FONTFAMILY]||G,K=Q.style[mxConstants.STYLE_FONTSIZE]||K,10<G.length&&(G=G.substring(0,8)+"..."));this.toolbar.setFontName(G);this.toolbar.setFontSize(K)}),e.getSelectionModel().addListener(mxEvent.CHANGE,a),e.getModel().addListener(mxEvent.CHANGE,a));e.addListener(mxEvent.CELLS_ADDED,function(G,K){G=K.getProperty("cells");K=K.getProperty("parent");null!=K&&e.getModel().isLayer(K)&&!e.isCellVisible(K)&&null!=G&& -0<G.length&&e.getModel().setVisible(K,!0)});this.gestureHandler=mxUtils.bind(this,function(G){null!=this.currentMenu&&mxEvent.getSource(G)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler);this.orientationChangeHandler=mxUtils.bind(this,function(){this.refresh()}); +"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==e.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==e.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==e.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(a=mxUtils.bind(this,function(){var G=e.currentVertexStyle.fontFamily||"Helvetica",M=String(e.currentVertexStyle.fontSize|| +"12"),U=e.getView().getState(e.getSelectionCell());null!=U&&(G=U.style[mxConstants.STYLE_FONTFAMILY]||G,M=U.style[mxConstants.STYLE_FONTSIZE]||M,10<G.length&&(G=G.substring(0,8)+"..."));this.toolbar.setFontName(G);this.toolbar.setFontSize(M)}),e.getSelectionModel().addListener(mxEvent.CHANGE,a),e.getModel().addListener(mxEvent.CHANGE,a));e.addListener(mxEvent.CELLS_ADDED,function(G,M){G=M.getProperty("cells");M=M.getProperty("parent");null!=M&&e.getModel().isLayer(M)&&!e.isCellVisible(M)&&null!=G&& +0<G.length&&e.getModel().setVisible(M,!0)});this.gestureHandler=mxUtils.bind(this,function(G){null!=this.currentMenu&&mxEvent.getSource(G)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler);this.orientationChangeHandler=mxUtils.bind(this,function(){this.refresh()}); mxEvent.addListener(window,"orientationchange",this.orientationChangeHandler);mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&(this.scrollHandler=mxUtils.bind(this,function(){window.scrollTo(0,0)}),mxEvent.addListener(window,"scroll",this.scrollHandler));this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.resetScrollbars()}));this.addListener("gridEnabledChanged",mxUtils.bind(this,function(){e.view.validateBackground()}));this.addListener("backgroundColorChanged", mxUtils.bind(this,function(){e.view.validateBackground()}));e.addListener("gridSizeChanged",mxUtils.bind(this,function(){e.isGridEnabled()&&e.view.validateBackground()}));this.editor.resetGraph()}this.init();e.standalone||this.open()};EditorUi.compactUi=!0; -EditorUi.parsePng=function(a,b,f){function e(m,u){var n=d;d+=u;return m.substring(n,d)}function g(m){m=e(m,4);return m.charCodeAt(3)+(m.charCodeAt(2)<<8)+(m.charCodeAt(1)<<16)+(m.charCodeAt(0)<<24)}var d=0;if(e(a,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=f&&f();else if(e(a,4),"IHDR"!=e(a,4))null!=f&&f();else{e(a,17);do{f=g(a);var k=e(a,4);if(null!=b&&b(d-8,k,f))break;value=e(a,f);e(a,4);if("IEND"==k)break}while(f)}};mxUtils.extend(EditorUi,mxEventSource); +EditorUi.parsePng=function(a,b,f){function e(n,u){var m=d;d+=u;return n.substring(m,d)}function g(n){n=e(n,4);return n.charCodeAt(3)+(n.charCodeAt(2)<<8)+(n.charCodeAt(1)<<16)+(n.charCodeAt(0)<<24)}var d=0;if(e(a,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=f&&f();else if(e(a,4),"IHDR"!=e(a,4))null!=f&&f();else{e(a,17);do{f=g(a);var k=e(a,4);if(null!=b&&b(d-8,k,f))break;value=e(a,f);e(a,4);if("IEND"==k)break}while(f)}};mxUtils.extend(EditorUi,mxEventSource); EditorUi.prototype.splitSize=mxClient.IS_TOUCH||mxClient.IS_POINTER?12:8;EditorUi.prototype.menubarHeight=30;EditorUi.prototype.formatEnabled=!0;EditorUi.prototype.formatWidth=240;EditorUi.prototype.toolbarHeight=38;EditorUi.prototype.footerHeight=28;EditorUi.prototype.sidebarFooterHeight=34;EditorUi.prototype.hsplitPosition=640>=screen.width?118:"large"!=urlParams["sidebar-entries"]?212:240;EditorUi.prototype.allowAnimation=!0;EditorUi.prototype.lightboxMaxFitScale=2; EditorUi.prototype.lightboxVerticalDivider=4;EditorUi.prototype.hsplitClickEnabled=!1; EditorUi.prototype.init=function(){var a=this.editor.graph;if(!a.standalone){"0"!=urlParams["shape-picker"]&&this.installShapePicker();mxEvent.addListener(a.container,"scroll",mxUtils.bind(this,function(){a.tooltipHandler.hide();null!=a.connectionHandler&&null!=a.connectionHandler.constraintHandler&&a.connectionHandler.constraintHandler.reset()}));a.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){a.tooltipHandler.hide();var e=a.getRubberband();null!=e&&e.cancel()}));mxEvent.addListener(a.container, @@ -2469,23 +2471,23 @@ EditorUi.prototype.init=function(){var a=this.editor.graph;if(!a.standalone){"0" arguments);f.updateActionStates()};a.editLink=f.actions.get("editLink").funct;this.updateActionStates();this.initClipboard();this.initCanvas();null!=this.format&&this.format.init()}};EditorUi.prototype.clearSelectionState=function(){this.selectionState=null};EditorUi.prototype.getSelectionState=function(){null==this.selectionState&&(this.selectionState=this.createSelectionState());return this.selectionState}; EditorUi.prototype.createSelectionState=function(){for(var a=this.editor.graph,b=a.getSelectionCells(),f=this.initSelectionState(),e=!0,g=0;g<b.length;g++){var d=a.getCurrentCellStyle(b[g]);"0"!=mxUtils.getValue(d,mxConstants.STYLE_EDITABLE,"1")&&(this.updateSelectionStateForCell(f,b[g],b,e),e=!1)}this.updateSelectionStateForTableCells(f);return f}; EditorUi.prototype.initSelectionState=function(){return{vertices:[],edges:[],cells:[],x:null,y:null,width:null,height:null,style:{},containsImage:!1,containsLabel:!1,fill:!0,glass:!0,rounded:!0,autoSize:!1,image:!0,shadow:!0,lineJumps:!0,resizable:!0,table:!1,cell:!1,row:!1,movable:!0,rotatable:!0,stroke:!0,swimlane:!1,unlocked:this.editor.graph.isEnabled(),connections:!1}}; -EditorUi.prototype.updateSelectionStateForTableCells=function(a){if(1<a.cells.length&&a.cell){for(var b=mxUtils.sortCells(a.cells),f=this.editor.graph.model,e=f.getParent(b[0]),g=f.getParent(e),d=e.getIndex(b[0]),k=g.getIndex(e),m=null,u=1,n=1,r=0,x=k<g.getChildCount()-1?f.getChildAt(f.getChildAt(g,k+1),d):null;r<b.length-1;){var B=b[++r];null==x||x!=B||null!=m&&u!=m||(m=u,u=0,n++,e=f.getParent(x),x=k+n<g.getChildCount()?f.getChildAt(f.getChildAt(g,k+n),d):null);var C=this.editor.graph.view.getState(B); -if(B==f.getChildAt(e,d+u)&&null!=C&&1==mxUtils.getValue(C.style,"colspan",1)&&1==mxUtils.getValue(C.style,"rowspan",1))u++;else break}r==n*u-1&&(a.mergeCell=b[0],a.colspan=u,a.rowspan=n)}}; +EditorUi.prototype.updateSelectionStateForTableCells=function(a){if(1<a.cells.length&&a.cell){for(var b=mxUtils.sortCells(a.cells),f=this.editor.graph.model,e=f.getParent(b[0]),g=f.getParent(e),d=e.getIndex(b[0]),k=g.getIndex(e),n=null,u=1,m=1,r=0,x=k<g.getChildCount()-1?f.getChildAt(f.getChildAt(g,k+1),d):null;r<b.length-1;){var B=b[++r];null==x||x!=B||null!=n&&u!=n||(n=u,u=0,m++,e=f.getParent(x),x=k+m<g.getChildCount()?f.getChildAt(f.getChildAt(g,k+m),d):null);var D=this.editor.graph.view.getState(B); +if(B==f.getChildAt(e,d+u)&&null!=D&&1==mxUtils.getValue(D.style,"colspan",1)&&1==mxUtils.getValue(D.style,"rowspan",1))u++;else break}r==m*u-1&&(a.mergeCell=b[0],a.colspan=u,a.rowspan=m)}}; EditorUi.prototype.updateSelectionStateForCell=function(a,b,f,e){f=this.editor.graph;a.cells.push(b);if(f.getModel().isVertex(b)){a.connections=0<f.model.getEdgeCount(b);a.unlocked=a.unlocked&&!f.isCellLocked(b);a.resizable=a.resizable&&f.isCellResizable(b);a.rotatable=a.rotatable&&f.isCellRotatable(b);a.movable=a.movable&&f.isCellMovable(b)&&!f.isTableRow(b)&&!f.isTableCell(b);a.swimlane=a.swimlane||f.isSwimlane(b);a.table=a.table||f.isTable(b);a.cell=a.cell||f.isTableCell(b);a.row=a.row||f.isTableRow(b); a.vertices.push(b);var g=f.getCellGeometry(b);if(null!=g&&(0<g.width?null==a.width?a.width=g.width:a.width!=g.width&&(a.width=""):a.containsLabel=!0,0<g.height?null==a.height?a.height=g.height:a.height!=g.height&&(a.height=""):a.containsLabel=!0,!g.relative||null!=g.offset)){var d=g.relative?g.offset.x:g.x;g=g.relative?g.offset.y:g.y;null==a.x?a.x=d:a.x!=d&&(a.x="");null==a.y?a.y=g:a.y!=g&&(a.y="")}}else f.getModel().isEdge(b)&&(a.edges.push(b),a.connections=!0,a.resizable=!1,a.rotatable=!1,a.movable= !1);b=f.view.getState(b);null!=b&&(a.autoSize=a.autoSize||f.isAutoSizeState(b),a.glass=a.glass&&f.isGlassState(b),a.rounded=a.rounded&&f.isRoundedState(b),a.lineJumps=a.lineJumps&&f.isLineJumpState(b),a.image=a.image&&f.isImageState(b),a.shadow=a.shadow&&f.isShadowState(b),a.fill=a.fill&&f.isFillState(b),a.stroke=a.stroke&&f.isStrokeState(b),d=mxUtils.getValue(b.style,mxConstants.STYLE_SHAPE,null),a.containsImage=a.containsImage||"image"==d,f.mergeStyle(b.style,a.style,e))}; -EditorUi.prototype.installShapePicker=function(){var a=this.editor.graph,b=this;a.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(u,n){"mouseDown"==n.getProperty("eventName")&&b.hideShapePicker()}));var f=mxUtils.bind(this,function(){b.hideShapePicker(!0)});a.addListener("wheel",f);a.addListener(mxEvent.ESCAPE,f);a.view.addListener(mxEvent.SCALE,f);a.view.addListener(mxEvent.SCALE_AND_TRANSLATE,f);a.getSelectionModel().addListener(mxEvent.CHANGE,f);var e=a.popupMenuHandler.isMenuShowing; -a.popupMenuHandler.isMenuShowing=function(){return e.apply(this,arguments)||null!=b.shapePicker};var g=a.dblClick;a.dblClick=function(u,n){if(this.isEnabled())if(null!=n||null==b.sidebar||mxEvent.isShiftDown(u)||a.isCellLocked(a.getDefaultParent()))g.apply(this,arguments);else{var r=mxUtils.convertPoint(this.container,mxEvent.getClientX(u),mxEvent.getClientY(u));mxEvent.consume(u);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.x,r.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", -f);var d=this.hoverIcons.drag;this.hoverIcons.drag=function(){b.hideShapePicker();d.apply(this,arguments)};var k=this.hoverIcons.execute;this.hoverIcons.execute=function(u,n,r){var x=r.getEvent();this.graph.isCloneEvent(x)||mxEvent.isShiftDown(x)?k.apply(this,arguments):this.graph.connectVertex(u.cell,n,this.graph.defaultEdgeLength,x,null,null,mxUtils.bind(this,function(B,C,F){var I=a.getCompositeParent(u.cell);B=a.getCellGeometry(I);for(r.consume();null!=I&&a.model.isVertex(I)&&null!=B&&B.relative;)cell= -I,I=a.model.getParent(cell),B=a.getCellGeometry(I);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.getGraphX(),r.getGraphY(),I,mxUtils.bind(this,function(D){F(D);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(D))}),n)}),30)}),mxUtils.bind(this,function(B){this.graph.selectCellsForConnectVertex(B,x,this)}))};var m=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(u,n){null!=m&&window.clearTimeout(m);m=window.setTimeout(mxUtils.bind(this,function(){var r= -n.getProperty("arrow"),x=n.getProperty("direction"),B=n.getProperty("event");r=r.getBoundingClientRect();var C=mxUtils.getOffset(a.container),F=a.container.scrollLeft+r.x-C.x;C=a.container.scrollTop+r.y-C.y;var I=a.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),D=b.showShapePicker(F,C,I,mxUtils.bind(this,function(N){null!=N&&a.connectVertex(I,x,a.defaultEdgeLength,B,!0,!0,function(S,T,P){P(N);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(N))}, -function(S){a.selectCellsForConnectVertex(S)},B,this.hoverIcons)}),x,!0);this.centerShapePicker(D,r,F,C,x);mxUtils.setOpacity(D,30);mxEvent.addListener(D,"mouseenter",function(){mxUtils.setOpacity(D,100)});mxEvent.addListener(D,"mouseleave",function(){b.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(u,n){null!=m&&window.clearTimeout(m)}))}}; +EditorUi.prototype.installShapePicker=function(){var a=this.editor.graph,b=this;a.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(u,m){"mouseDown"==m.getProperty("eventName")&&b.hideShapePicker()}));var f=mxUtils.bind(this,function(){b.hideShapePicker(!0)});a.addListener("wheel",f);a.addListener(mxEvent.ESCAPE,f);a.view.addListener(mxEvent.SCALE,f);a.view.addListener(mxEvent.SCALE_AND_TRANSLATE,f);a.getSelectionModel().addListener(mxEvent.CHANGE,f);var e=a.popupMenuHandler.isMenuShowing; +a.popupMenuHandler.isMenuShowing=function(){return e.apply(this,arguments)||null!=b.shapePicker};var g=a.dblClick;a.dblClick=function(u,m){if(this.isEnabled())if(null!=m||null==b.sidebar||mxEvent.isShiftDown(u)||a.isCellLocked(a.getDefaultParent()))g.apply(this,arguments);else{var r=mxUtils.convertPoint(this.container,mxEvent.getClientX(u),mxEvent.getClientY(u));mxEvent.consume(u);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.x,r.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", +f);var d=this.hoverIcons.drag;this.hoverIcons.drag=function(){b.hideShapePicker();d.apply(this,arguments)};var k=this.hoverIcons.execute;this.hoverIcons.execute=function(u,m,r){var x=r.getEvent();this.graph.isCloneEvent(x)||mxEvent.isShiftDown(x)?k.apply(this,arguments):this.graph.connectVertex(u.cell,m,this.graph.defaultEdgeLength,x,null,null,mxUtils.bind(this,function(B,D,F){var J=a.getCompositeParent(u.cell);B=a.getCellGeometry(J);for(r.consume();null!=J&&a.model.isVertex(J)&&null!=B&&B.relative;)cell= +J,J=a.model.getParent(cell),B=a.getCellGeometry(J);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.getGraphX(),r.getGraphY(),J,mxUtils.bind(this,function(C){F(C);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(C))}),m)}),30)}),mxUtils.bind(this,function(B){this.graph.selectCellsForConnectVertex(B,x,this)}))};var n=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(u,m){null!=n&&window.clearTimeout(n);n=window.setTimeout(mxUtils.bind(this,function(){var r= +m.getProperty("arrow"),x=m.getProperty("direction"),B=m.getProperty("event");r=r.getBoundingClientRect();var D=mxUtils.getOffset(a.container),F=a.container.scrollLeft+r.x-D.x;D=a.container.scrollTop+r.y-D.y;var J=a.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),C=b.showShapePicker(F,D,J,mxUtils.bind(this,function(O){null!=O&&a.connectVertex(J,x,a.defaultEdgeLength,B,!0,!0,function(R,T,Q){Q(O);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(O))}, +function(R){a.selectCellsForConnectVertex(R)},B,this.hoverIcons)}),x,!0);this.centerShapePicker(C,r,F,D,x);mxUtils.setOpacity(C,30);mxEvent.addListener(C,"mouseenter",function(){mxUtils.setOpacity(C,100)});mxEvent.addListener(C,"mouseleave",function(){b.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(u,m){null!=n&&window.clearTimeout(n)}))}}; EditorUi.prototype.centerShapePicker=function(a,b,f,e,g){if(g==mxConstants.DIRECTION_EAST||g==mxConstants.DIRECTION_WEST)a.style.width="40px";var d=a.getBoundingClientRect();g==mxConstants.DIRECTION_NORTH?(f-=d.width/2-10,e-=d.height+6):g==mxConstants.DIRECTION_SOUTH?(f-=d.width/2-10,e+=b.height+6):g==mxConstants.DIRECTION_WEST?(f-=d.width+6,e-=d.height/2-10):g==mxConstants.DIRECTION_EAST&&(f+=b.width+6,e-=d.height/2-10);a.style.left=f+"px";a.style.top=e+"px"}; EditorUi.prototype.showShapePicker=function(a,b,f,e,g,d){a=this.createShapePicker(a,b,f,e,g,mxUtils.bind(this,function(){this.hideShapePicker()}),this.getCellsForShapePicker(f,d),d);null!=a&&(null==this.hoverIcons||d||this.hoverIcons.reset(),d=this.editor.graph,d.popupMenuHandler.hideMenu(),d.tooltipHandler.hideTooltip(),this.hideCurrentMenu(),this.hideShapePicker(),this.shapePickerCallback=e,this.shapePicker=a);return a}; -EditorUi.prototype.createShapePicker=function(a,b,f,e,g,d,k,m){var u=null;if(null!=k&&0<k.length){var n=this,r=this.editor.graph;u=document.createElement("div");g=r.view.getState(f);var x=null==f||null!=g&&r.isTransparentState(g)?null:r.copyStyle(f);f=6>k.length?35*k.length:140;u.className="geToolbarContainer geSidebarContainer";u.style.cssText="position:absolute;left:"+a+"px;top:"+b+"px;width:"+f+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ -mxPopupMenu.prototype.zIndex+1+";";m||mxUtils.setPrefixedStyle(u.style,"transform","translate(-22px,-22px)");null!=r.background&&r.background!=mxConstants.NONE&&(u.style.backgroundColor=r.background);r.container.appendChild(u);f=mxUtils.bind(this,function(B){var C=document.createElement("a");C.className="geItem";C.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";u.appendChild(C);null!=x&&"1"!=urlParams.sketch? -this.sidebar.graph.pasteStyle(x,[B]):n.insertHandler([B],""!=B.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([B],25,25,C,null,!0,!1,B.geometry.width,B.geometry.height);mxEvent.addListener(C,"click",function(){var F=r.cloneCell(B);if(null!=e)e(F);else{F.geometry.x=r.snap(Math.round(a/r.view.scale)-r.view.translate.x-B.geometry.width/2);F.geometry.y=r.snap(Math.round(b/r.view.scale)-r.view.translate.y-B.geometry.height/2);r.model.beginUpdate();try{r.addCell(F)}finally{r.model.endUpdate()}r.setSelectionCell(F); -r.scrollCellToVisible(F);r.startEditingAtCell(F);null!=n.hoverIcons&&n.hoverIcons.update(r.view.getState(F))}null!=d&&d()})});for(g=0;g<(m?Math.min(k.length,4):k.length);g++)f(k[g]);k=u.offsetTop+u.clientHeight-(r.container.scrollTop+r.container.offsetHeight);0<k&&(u.style.top=Math.max(r.container.scrollTop+22,b-k)+"px");k=u.offsetLeft+u.clientWidth-(r.container.scrollLeft+r.container.offsetWidth);0<k&&(u.style.left=Math.max(r.container.scrollLeft+22,a-k)+"px")}return u}; +EditorUi.prototype.createShapePicker=function(a,b,f,e,g,d,k,n){var u=null;if(null!=k&&0<k.length){var m=this,r=this.editor.graph;u=document.createElement("div");g=r.view.getState(f);var x=null==f||null!=g&&r.isTransparentState(g)?null:r.copyStyle(f);f=6>k.length?35*k.length:140;u.className="geToolbarContainer geSidebarContainer";u.style.cssText="position:absolute;left:"+a+"px;top:"+b+"px;width:"+f+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ +mxPopupMenu.prototype.zIndex+1+";";n||mxUtils.setPrefixedStyle(u.style,"transform","translate(-22px,-22px)");null!=r.background&&r.background!=mxConstants.NONE&&(u.style.backgroundColor=r.background);r.container.appendChild(u);f=mxUtils.bind(this,function(B){var D=document.createElement("a");D.className="geItem";D.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";u.appendChild(D);null!=x&&"1"!=urlParams.sketch? +this.sidebar.graph.pasteStyle(x,[B]):m.insertHandler([B],""!=B.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([B],25,25,D,null,!0,!1,B.geometry.width,B.geometry.height);mxEvent.addListener(D,"click",function(){var F=r.cloneCell(B);if(null!=e)e(F);else{F.geometry.x=r.snap(Math.round(a/r.view.scale)-r.view.translate.x-B.geometry.width/2);F.geometry.y=r.snap(Math.round(b/r.view.scale)-r.view.translate.y-B.geometry.height/2);r.model.beginUpdate();try{r.addCell(F)}finally{r.model.endUpdate()}r.setSelectionCell(F); +r.scrollCellToVisible(F);r.startEditingAtCell(F);null!=m.hoverIcons&&m.hoverIcons.update(r.view.getState(F))}null!=d&&d()})});for(g=0;g<(n?Math.min(k.length,4):k.length);g++)f(k[g]);k=u.offsetTop+u.clientHeight-(r.container.scrollTop+r.container.offsetHeight);0<k&&(u.style.top=Math.max(r.container.scrollTop+22,b-k)+"px");k=u.offsetLeft+u.clientWidth-(r.container.scrollLeft+r.container.offsetWidth);0<k&&(u.style.left=Math.max(r.container.scrollLeft+22,a-k)+"px")}return u}; EditorUi.prototype.getCellsForShapePicker=function(a,b){b=mxUtils.bind(this,function(f,e,g,d){return this.editor.graph.createVertex(null,null,d||"",0,0,e||120,g||60,f,!1)});return[null!=a?this.editor.graph.cloneCell(a):b("text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;",40,20,"Text"),b("whiteSpace=wrap;html=1;"),b("ellipse;whiteSpace=wrap;html=1;"),b("rhombus;whiteSpace=wrap;html=1;",80,80),b("rounded=1;whiteSpace=wrap;html=1;"),b("shape=parallelogram;perimeter=parallelogramPerimeter;whiteSpace=wrap;html=1;fixedSize=1;"), b("shape=trapezoid;perimeter=trapezoidPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,60),b("shape=hexagon;perimeter=hexagonPerimeter2;whiteSpace=wrap;html=1;fixedSize=1;",120,80),b("shape=step;perimeter=stepPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,80),b("shape=process;whiteSpace=wrap;html=1;backgroundOutline=1;"),b("triangle;whiteSpace=wrap;html=1;",60,80),b("shape=document;whiteSpace=wrap;html=1;boundedLbl=1;",120,80),b("shape=tape;whiteSpace=wrap;html=1;",120,100),b("ellipse;shape=cloud;whiteSpace=wrap;html=1;", 120,80),b("shape=singleArrow;whiteSpace=wrap;html=1;arrowWidth=0.4;arrowSize=0.4;",80,60),b("shape=waypoint;sketch=0;size=6;pointerEvents=1;points=[];fillColor=none;resizable=0;rotatable=0;perimeter=centerPerimeter;snapToPoint=1;",40,40)]};EditorUi.prototype.hideShapePicker=function(a){null!=this.shapePicker&&(this.shapePicker.parentNode.removeChild(this.shapePicker),this.shapePicker=null,a||null==this.shapePickerCallback||this.shapePickerCallback(),this.shapePickerCallback=null)}; @@ -2493,51 +2495,51 @@ EditorUi.prototype.onKeyDown=function(a){var b=this.editor.graph;if(9==a.which&& g.parentNode.nodeName)}f?document.execCommand(mxEvent.isShiftDown(a)?"outdent":"indent",!1,null):mxEvent.isShiftDown(a)?b.stopEditing(!1):b.cellEditor.insertTab(b.cellEditor.isContentEditing()?null:4)}catch(d){}else mxEvent.isAltDown(a)?b.selectParentCell():b.selectCell(!mxEvent.isShiftDown(a));mxEvent.consume(a)}}; EditorUi.prototype.onKeyPress=function(a){var b=this.editor.graph;!this.isImmediateEditingEvent(a)||b.isEditing()||b.isSelectionEmpty()||0===a.which||27===a.which||mxEvent.isAltDown(a)||mxEvent.isControlDown(a)||mxEvent.isMetaDown(a)||(b.escape(),b.startEditing(),mxClient.IS_FF&&(b=b.cellEditor,null!=b.textarea&&(b.textarea.innerHTML=String.fromCharCode(a.which),a=document.createRange(),a.selectNodeContents(b.textarea),a.collapse(!1),b=window.getSelection(),b.removeAllRanges(),b.addRange(a))))}; EditorUi.prototype.isImmediateEditingEvent=function(a){return!0}; -EditorUi.prototype.updateCssForMarker=function(a,b,f,e,g){a.style.verticalAlign="top";a.style.height="21px";a.style.width="21px";a.innerText="";"flexArrow"==f?a.className=null!=e&&e!=mxConstants.NONE?"geSprite geSprite-"+b+"blocktrans":"geSprite geSprite-noarrow":(f=this.getImageForMarker(e,g),null!=f?(e=document.createElement("img"),e.style.position="absolute",e.style.marginTop="0.5px",e.setAttribute("src",f),a.className="","end"==b&&mxUtils.setPrefixedStyle(e.style,"transform","scaleX(-1)"),Editor.isDarkMode()&& -(e.style.filter="invert(100%)"),a.appendChild(e)):(a.className="geSprite geSprite-noarrow",a.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),a.style.backgroundImage="none",a.style.verticalAlign="top",a.style.marginTop="4px",a.style.fontSize="10px",a.style.filter="none",a.style.color=this.defaultStrokeColor,a.nextSibling.style.marginTop="0px"))}; +EditorUi.prototype.updateCssForMarker=function(a,b,f,e,g){a.style.verticalAlign="top";a.style.height="21px";a.style.width="21px";a.innerText="";"flexArrow"==f?a.className=null!=e&&e!=mxConstants.NONE?"geSprite geSprite-"+b+"blocktrans":"geSprite geSprite-noarrow":(f=this.getImageForMarker(e,g),null!=f?(e=document.createElement("img"),e.className="geAdaptiveAsset",e.style.position="absolute",e.style.marginTop="0.5px",e.setAttribute("src",f),a.className="","end"==b&&mxUtils.setPrefixedStyle(e.style, +"transform","scaleX(-1)"),a.appendChild(e)):(a.className="geSprite geSprite-noarrow",a.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),a.style.backgroundImage="none",a.style.verticalAlign="top",a.style.marginTop="4px",a.style.fontSize="10px",a.style.filter="none",a.style.color=this.defaultStrokeColor,a.nextSibling.style.marginTop="0px"))}; EditorUi.prototype.getImageForMarker=function(a,b){var f=null;a==mxConstants.ARROW_CLASSIC?f="1"!=b?Format.classicMarkerImage.src:Format.classicFilledMarkerImage.src:a==mxConstants.ARROW_CLASSIC_THIN?f="1"!=b?Format.classicThinMarkerImage.src:Format.openThinFilledMarkerImage.src:a==mxConstants.ARROW_OPEN?f=Format.openFilledMarkerImage.src:a==mxConstants.ARROW_OPEN_THIN?f=Format.openThinFilledMarkerImage.src:a==mxConstants.ARROW_BLOCK?f="1"!=b?Format.blockMarkerImage.src:Format.blockFilledMarkerImage.src: a==mxConstants.ARROW_BLOCK_THIN?f="1"!=b?Format.blockThinMarkerImage.src:Format.blockThinFilledMarkerImage.src:a==mxConstants.ARROW_OVAL?f="1"!=b?Format.ovalMarkerImage.src:Format.ovalFilledMarkerImage.src:a==mxConstants.ARROW_DIAMOND?f="1"!=b?Format.diamondMarkerImage.src:Format.diamondFilledMarkerImage.src:a==mxConstants.ARROW_DIAMOND_THIN?f="1"!=b?Format.diamondThinMarkerImage.src:Format.diamondThinFilledMarkerImage.src:"doubleBlock"==a?f="1"!=b?Format.doubleBlockMarkerImage.src:Format.doubleBlockFilledMarkerImage.src: "box"==a?f=Format.boxMarkerImage.src:"halfCircle"==a?f=Format.halfCircleMarkerImage.src:"openAsync"==a?f=Format.openAsyncFilledMarkerImage.src:"async"==a?f="1"!=b?Format.asyncMarkerImage.src:Format.asyncFilledMarkerImage.src:"dash"==a?f=Format.dashMarkerImage.src:"baseDash"==a?f=Format.baseDashMarkerImage.src:"cross"==a?f=Format.crossMarkerImage.src:"circle"==a?f=Format.circleMarkerImage.src:"circlePlus"==a?f=Format.circlePlusMarkerImage.src:"ERone"==a?f=Format.EROneMarkerImage.src:"ERmandOne"==a? f=Format.ERmandOneMarkerImage.src:"ERmany"==a?f=Format.ERmanyMarkerImage.src:"ERoneToMany"==a?f=Format.ERoneToManyMarkerImage.src:"ERzeroToOne"==a?f=Format.ERzeroToOneMarkerImage.src:"ERzeroToMany"==a&&(f=Format.ERzeroToManyMarkerImage.src);return f};EditorUi.prototype.createMenus=function(){return null}; EditorUi.prototype.updatePasteActionStates=function(){var a=this.editor.graph,b=this.actions.get("paste"),f=this.actions.get("pasteHere");b.setEnabled(this.editor.graph.cellEditor.isContentEditing()||(!mxClient.IS_FF&&null!=navigator.clipboard||!mxClipboard.isEmpty())&&a.isEnabled()&&!a.isCellLocked(a.getDefaultParent()));f.setEnabled(b.isEnabled())}; -EditorUi.prototype.initClipboard=function(){var a=this,b=mxClipboard.cut;mxClipboard.cut=function(d){d.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):b.apply(this,arguments);a.updatePasteActionStates()};mxClipboard.copy=function(d){var k=null;if(d.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{k=k||d.getSelectionCells();k=d.getExportableCells(d.model.getTopmostCells(k));for(var m={},u=d.createCellLookup(k),n=d.cloneCells(k,null,m),r=new mxGraphModel,x=r.getChildAt(r.getRoot(), -0),B=0;B<n.length;B++){r.add(x,n[B]);var C=d.view.getState(k[B]);if(null!=C){var F=d.getCellGeometry(n[B]);null!=F&&F.relative&&!r.isEdge(k[B])&&null==u[mxObjectIdentity.get(r.getParent(k[B]))]&&(F.offset=null,F.relative=!1,F.x=C.x/C.view.scale-C.view.translate.x,F.y=C.y/C.view.scale-C.view.translate.y)}}d.updateCustomLinks(d.createCellMapping(m,u),n);mxClipboard.insertCount=1;mxClipboard.setCells(n)}a.updatePasteActionStates();return k};var f=mxClipboard.paste;mxClipboard.paste=function(d){var k= +EditorUi.prototype.initClipboard=function(){var a=this,b=mxClipboard.cut;mxClipboard.cut=function(d){d.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):b.apply(this,arguments);a.updatePasteActionStates()};mxClipboard.copy=function(d){var k=null;if(d.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{k=k||d.getSelectionCells();k=d.getExportableCells(d.model.getTopmostCells(k));for(var n={},u=d.createCellLookup(k),m=d.cloneCells(k,null,n),r=new mxGraphModel,x=r.getChildAt(r.getRoot(), +0),B=0;B<m.length;B++){r.add(x,m[B]);var D=d.view.getState(k[B]);if(null!=D){var F=d.getCellGeometry(m[B]);null!=F&&F.relative&&!r.isEdge(k[B])&&null==u[mxObjectIdentity.get(r.getParent(k[B]))]&&(F.offset=null,F.relative=!1,F.x=D.x/D.view.scale-D.view.translate.x,F.y=D.y/D.view.scale-D.view.translate.y)}}d.updateCustomLinks(d.createCellMapping(n,u),m);mxClipboard.insertCount=1;mxClipboard.setCells(m)}a.updatePasteActionStates();return k};var f=mxClipboard.paste;mxClipboard.paste=function(d){var k= null;d.cellEditor.isContentEditing()?document.execCommand("paste",!1,null):k=f.apply(this,arguments);a.updatePasteActionStates();return k};var e=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){e.apply(this,arguments);a.updatePasteActionStates()};var g=this.editor.graph.cellEditor.stopEditing;this.editor.graph.cellEditor.stopEditing=function(d,k){g.apply(this,arguments);a.updatePasteActionStates()};this.updatePasteActionStates()}; EditorUi.prototype.lazyZoomDelay=20;EditorUi.prototype.wheelZoomDelay=400;EditorUi.prototype.buttonZoomDelay=600; -EditorUi.prototype.initCanvas=function(){var a=this.editor.graph;a.timerAutoScroll=!0;a.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((a.container.offsetWidth-34)/a.view.scale)),Math.max(0,Math.round((a.container.offsetHeight-34)/a.view.scale)))};a.view.getBackgroundPageBounds=function(){var G=this.graph.getPageLayout(),K=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+G.x*K.width),this.scale*(this.translate.y+G.y*K.height),this.scale*G.width*K.width, -this.scale*G.height*K.height)};a.getPreferredPageSize=function(G,K,Q){G=this.getPageLayout();K=this.getPageSize();return new mxRectangle(0,0,G.width*K.width,G.height*K.height)};var b=null,f=this;if(this.editor.isChromelessView()){this.chromelessResize=b=mxUtils.bind(this,function(G,K,Q,ba){if(null!=a.container&&!a.isViewer()){Q=null!=Q?Q:0;ba=null!=ba?ba:0;var la=a.pageVisible?a.view.getBackgroundPageBounds():a.getGraphBounds(),ra=mxUtils.hasScrollbars(a.container),X=a.view.translate,ca=a.view.scale, -oa=mxRectangle.fromRectangle(la);oa.x=oa.x/ca-X.x;oa.y=oa.y/ca-X.y;oa.width/=ca;oa.height/=ca;X=a.container.scrollTop;var ta=a.container.scrollLeft,Ka=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)Ka+=3;var Ha=a.container.offsetWidth-Ka;Ka=a.container.offsetHeight-Ka;G=G?Math.max(.3,Math.min(K||1,Ha/oa.width)):ca;K=(Ha-G*oa.width)/2/G;var va=0==this.lightboxVerticalDivider?0:(Ka-G*oa.height)/this.lightboxVerticalDivider/G;ra&&(K=Math.max(K,0),va=Math.max(va, -0));if(ra||la.width<Ha||la.height<Ka)a.view.scaleAndTranslate(G,Math.floor(K-oa.x),Math.floor(va-oa.y)),a.container.scrollTop=X*G/ca,a.container.scrollLeft=ta*G/ca;else if(0!=Q||0!=ba)la=a.view.translate,a.view.setTranslate(Math.floor(la.x+Q/ca),Math.floor(la.y+ba/ca))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var e=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",e);this.destroyFunctions.push(function(){mxEvent.removeListener(window, +EditorUi.prototype.initCanvas=function(){var a=this.editor.graph;a.timerAutoScroll=!0;a.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((a.container.offsetWidth-34)/a.view.scale)),Math.max(0,Math.round((a.container.offsetHeight-34)/a.view.scale)))};a.view.getBackgroundPageBounds=function(){var G=this.graph.getPageLayout(),M=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+G.x*M.width),this.scale*(this.translate.y+G.y*M.height),this.scale*G.width*M.width, +this.scale*G.height*M.height)};a.getPreferredPageSize=function(G,M,U){G=this.getPageLayout();M=this.getPageSize();return new mxRectangle(0,0,G.width*M.width,G.height*M.height)};var b=null,f=this;if(this.editor.isChromelessView()){this.chromelessResize=b=mxUtils.bind(this,function(G,M,U,ba){if(null!=a.container&&!a.isViewer()){U=null!=U?U:0;ba=null!=ba?ba:0;var la=a.pageVisible?a.view.getBackgroundPageBounds():a.getGraphBounds(),ra=mxUtils.hasScrollbars(a.container),Y=a.view.translate,da=a.view.scale, +pa=mxRectangle.fromRectangle(la);pa.x=pa.x/da-Y.x;pa.y=pa.y/da-Y.y;pa.width/=da;pa.height/=da;Y=a.container.scrollTop;var wa=a.container.scrollLeft,Ka=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)Ka+=3;var Ha=a.container.offsetWidth-Ka;Ka=a.container.offsetHeight-Ka;G=G?Math.max(.3,Math.min(M||1,Ha/pa.width)):da;M=(Ha-G*pa.width)/2/G;var ua=0==this.lightboxVerticalDivider?0:(Ka-G*pa.height)/this.lightboxVerticalDivider/G;ra&&(M=Math.max(M,0),ua=Math.max(ua, +0));if(ra||la.width<Ha||la.height<Ka)a.view.scaleAndTranslate(G,Math.floor(M-pa.x),Math.floor(ua-pa.y)),a.container.scrollTop=Y*G/da,a.container.scrollLeft=wa*G/da;else if(0!=U||0!=ba)la=a.view.translate,a.view.setTranslate(Math.floor(la.x+U/da),Math.floor(la.y+ba/da))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var e=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",e);this.destroyFunctions.push(function(){mxEvent.removeListener(window, "resize",e)});this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.chromelessResize(!0)}));this.actions.get("zoomIn").funct=mxUtils.bind(this,function(G){a.zoomIn();this.chromelessResize(!1)});this.actions.get("zoomOut").funct=mxUtils.bind(this,function(G){a.zoomOut();this.chromelessResize(!1)});if("0"!=urlParams.toolbar){var g=JSON.parse(decodeURIComponent(urlParams["toolbar-config"]||"{}"));this.chromelessToolbar=document.createElement("div");this.chromelessToolbar.style.position= "fixed";this.chromelessToolbar.style.overflow="hidden";this.chromelessToolbar.style.boxSizing="border-box";this.chromelessToolbar.style.whiteSpace="nowrap";this.chromelessToolbar.style.padding="10px 10px 8px 10px";this.chromelessToolbar.style.left=a.isViewer()?"0":"50%";mxClient.IS_IE||mxClient.IS_IE11?(this.chromelessToolbar.style.backgroundColor="#ffffff",this.chromelessToolbar.style.border="3px solid black"):this.chromelessToolbar.style.backgroundColor="#000000";mxUtils.setPrefixedStyle(this.chromelessToolbar.style, -"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var d=mxUtils.bind(this,function(){var G=mxUtils.getCurrentStyle(a.container);a.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=G?parseInt(G["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",d);d();var k=0;d=mxUtils.bind(this,function(G,K,Q){k++; -var ba=document.createElement("span");ba.style.paddingLeft="8px";ba.style.paddingRight="8px";ba.style.cursor="pointer";mxEvent.addListener(ba,"click",G);null!=Q&&ba.setAttribute("title",Q);G=document.createElement("img");G.setAttribute("border","0");G.setAttribute("src",K);G.style.width="36px";G.style.filter="invert(100%)";ba.appendChild(G);this.chromelessToolbar.appendChild(ba);return ba});null!=g.backBtn&&d(mxUtils.bind(this,function(G){window.location.href=g.backBtn.url;mxEvent.consume(G)}),Editor.backImage, -mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var m=d(mxUtils.bind(this,function(G){this.actions.get("previousPage").funct();mxEvent.consume(G)}),Editor.previousImage,mxResources.get("previousPage")),u=document.createElement("div");u.style.fontFamily=Editor.defaultHtmlFont;u.style.display="inline-block";u.style.verticalAlign="top";u.style.fontWeight="bold";u.style.marginTop="8px";u.style.fontSize="14px";u.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff";this.chromelessToolbar.appendChild(u); -var n=d(mxUtils.bind(this,function(G){this.actions.get("nextPage").funct();mxEvent.consume(G)}),Editor.nextImage,mxResources.get("nextPage")),r=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(u.innerText="",mxUtils.write(u,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});m.style.paddingLeft="0px";m.style.paddingRight="4px";n.style.paddingLeft="4px";n.style.paddingRight="0px";var x=mxUtils.bind(this,function(){null!=this.pages&& -1<this.pages.length&&null!=this.currentPage?(n.style.display="",m.style.display="",u.style.display="inline-block"):(n.style.display="none",m.style.display="none",u.style.display="none");r()});this.editor.addListener("resetGraphView",x);this.editor.addListener("pageSelected",r)}d(mxUtils.bind(this,function(G){this.actions.get("zoomOut").funct();mxEvent.consume(G)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){this.actions.get("zoomIn").funct(); -mxEvent.consume(G)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){a.isLightboxView()?(1==a.view.scale?this.lightboxFit():a.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(G)}),Editor.zoomFitImage,mxResources.get("fit"));var B=null,C=null,F=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=C&&(window.clearTimeout(C),C=null);B=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, -0);B=null;C=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";C=null}),600)}),G||200)}),I=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=C&&(window.clearTimeout(C),C=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,G||30)});if("1"==urlParams.layers){this.layersDialog=null;var D=d(mxUtils.bind(this,function(G){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), -this.layersDialog=null;else{this.layersDialog=a.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var K=D.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= -"4px 2px 4px 2px";this.layersDialog.style.left=K.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));K=mxUtils.getCurrentStyle(this.editor.graph.container); -this.layersDialog.style.zIndex=K.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(G)}),Editor.layersImage,mxResources.get("layers")),N=a.getModel();N.addListener(mxEvent.CHANGE,function(){D.style.display=1<N.getChildCount(N.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(d);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||d(mxUtils.bind(this,function(G){null!= -this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):a.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(G)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(x=0;x<this.lightboxToolbarActions.length;x++){var S=this.lightboxToolbarActions[x];S.elem=d(S.fn,S.icon,S.tooltip)}null!=g.refreshBtn&&d(mxUtils.bind(this,function(G){g.refreshBtn.url?window.location.href=g.refreshBtn.url: +"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var d=mxUtils.bind(this,function(){var G=mxUtils.getCurrentStyle(a.container);a.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=G?parseInt(G["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",d);d();var k=0;d=mxUtils.bind(this,function(G,M,U){k++; +var ba=document.createElement("span");ba.style.paddingLeft="8px";ba.style.paddingRight="8px";ba.style.cursor="pointer";mxEvent.addListener(ba,"click",G);null!=U&&ba.setAttribute("title",U);G=document.createElement("img");G.setAttribute("border","0");G.setAttribute("src",M);G.style.width="36px";G.style.filter="invert(100%)";ba.appendChild(G);this.chromelessToolbar.appendChild(ba);return ba});null!=g.backBtn&&d(mxUtils.bind(this,function(G){window.location.href=g.backBtn.url;mxEvent.consume(G)}),Editor.backImage, +mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var n=d(mxUtils.bind(this,function(G){this.actions.get("previousPage").funct();mxEvent.consume(G)}),Editor.previousImage,mxResources.get("previousPage")),u=document.createElement("div");u.style.fontFamily=Editor.defaultHtmlFont;u.style.display="inline-block";u.style.verticalAlign="top";u.style.fontWeight="bold";u.style.marginTop="8px";u.style.fontSize="14px";u.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff";this.chromelessToolbar.appendChild(u); +var m=d(mxUtils.bind(this,function(G){this.actions.get("nextPage").funct();mxEvent.consume(G)}),Editor.nextImage,mxResources.get("nextPage")),r=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(u.innerText="",mxUtils.write(u,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});n.style.paddingLeft="0px";n.style.paddingRight="4px";m.style.paddingLeft="4px";m.style.paddingRight="0px";var x=mxUtils.bind(this,function(){null!=this.pages&& +1<this.pages.length&&null!=this.currentPage?(m.style.display="",n.style.display="",u.style.display="inline-block"):(m.style.display="none",n.style.display="none",u.style.display="none");r()});this.editor.addListener("resetGraphView",x);this.editor.addListener("pageSelected",r)}d(mxUtils.bind(this,function(G){this.actions.get("zoomOut").funct();mxEvent.consume(G)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){this.actions.get("zoomIn").funct(); +mxEvent.consume(G)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){a.isLightboxView()?(1==a.view.scale?this.lightboxFit():a.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(G)}),Editor.zoomFitImage,mxResources.get("fit"));var B=null,D=null,F=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=D&&(window.clearTimeout(D),D=null);B=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, +0);B=null;D=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";D=null}),600)}),G||200)}),J=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=D&&(window.clearTimeout(D),D=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,G||30)});if("1"==urlParams.layers){this.layersDialog=null;var C=d(mxUtils.bind(this,function(G){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), +this.layersDialog=null;else{this.layersDialog=a.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var M=C.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= +"4px 2px 4px 2px";this.layersDialog.style.left=M.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));M=mxUtils.getCurrentStyle(this.editor.graph.container); +this.layersDialog.style.zIndex=M.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(G)}),Editor.layersImage,mxResources.get("layers")),O=a.getModel();O.addListener(mxEvent.CHANGE,function(){C.style.display=1<O.getChildCount(O.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(d);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||d(mxUtils.bind(this,function(G){null!= +this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):a.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(G)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(x=0;x<this.lightboxToolbarActions.length;x++){var R=this.lightboxToolbarActions[x];R.elem=d(R.fn,R.icon,R.tooltip)}null!=g.refreshBtn&&d(mxUtils.bind(this,function(G){g.refreshBtn.url?window.location.href=g.refreshBtn.url: window.location.reload();mxEvent.consume(G)}),Editor.refreshImage,mxResources.get("refresh",null,"Refresh"));null!=g.fullscreenBtn&&window.self!==window.top&&d(mxUtils.bind(this,function(G){g.fullscreenBtn.url?a.openLink(g.fullscreenBtn.url):a.openLink(window.location.href);mxEvent.consume(G)}),Editor.fullscreenImage,mxResources.get("openInNewWindow",null,"Open in New Window"));(g.closeBtn&&window.self===window.top||a.lightbox&&("1"==urlParams.close||this.container!=document.body))&&d(mxUtils.bind(this, function(G){"1"==urlParams.close||g.closeBtn?window.close():(this.destroy(),mxEvent.consume(G))}),Editor.closeImage,mxResources.get("close")+" (Escape)");this.chromelessToolbar.style.display="none";a.isViewer()||mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transform","translate(-50%,0)");a.container.appendChild(this.chromelessToolbar);mxEvent.addListener(a.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(G){mxEvent.isTouchEvent(G)||(mxEvent.isShiftDown(G)|| -I(30),F())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(G){mxEvent.consume(G)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(G){a.tooltipHandler.resetTimer();a.tooltipHandler.hideTooltip();mxEvent.isShiftDown(G)?F():I(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(G){mxEvent.isShiftDown(G)?F():I(100);mxEvent.consume(G)}));mxEvent.addListener(this.chromelessToolbar, -"mouseleave",mxUtils.bind(this,function(G){mxEvent.isTouchEvent(G)||I(30)}));var T=a.getTolerance();a.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(G,K){this.startX=K.getGraphX();this.startY=K.getGraphY();this.scrollLeft=a.container.scrollLeft;this.scrollTop=a.container.scrollTop},mouseMove:function(G,K){},mouseUp:function(G,K){mxEvent.isTouchEvent(K.getEvent())&&Math.abs(this.scrollLeft-a.container.scrollLeft)<T&&Math.abs(this.scrollTop-a.container.scrollTop)<T&& -Math.abs(this.startX-K.getGraphX())<T&&Math.abs(this.startY-K.getGraphY())<T&&(0<parseFloat(f.chromelessToolbar.style.opacity||0)?F():I(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var P=a.view.validate;a.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var G=this.graph.getPagePadding(),K=this.graph.getPageSize();this.translate.x=G.x-(this.x0||0)*K.width;this.translate.y=G.y-(this.y0||0)*K.height}P.apply(this, -arguments)};if(!a.isViewer()){var Z=a.sizeDidChange;a.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var G=this.getPageLayout(),K=this.getPagePadding(),Q=this.getPageSize(),ba=Math.ceil(2*K.x+G.width*Q.width),la=Math.ceil(2*K.y+G.height*Q.height),ra=a.minimumGraphSize;if(null==ra||ra.width!=ba||ra.height!=la)a.minimumGraphSize=new mxRectangle(0,0,ba,la);ba=K.x-G.x*Q.width;K=K.y-G.y*Q.height;this.autoTranslate||this.view.translate.x==ba&&this.view.translate.y== -K?Z.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=G.x,this.view.y0=G.y,G=a.view.translate.x,Q=a.view.translate.y,a.view.setTranslate(ba,K),a.container.scrollLeft+=Math.round((ba-G)*a.view.scale),a.container.scrollTop+=Math.round((K-Q)*a.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var U=a.view.getBackgroundPane(),V=a.view.getDrawPane();a.cumulativeZoomFactor=1;var aa=null,ia=null,ea=null,qa=null,O=null,R=function(G){null!= -aa&&window.clearTimeout(aa);0<=G&&window.setTimeout(function(){if(!a.isMouseDown||qa)aa=window.setTimeout(mxUtils.bind(this,function(){a.isFastZoomEnabled()&&(null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform",null)),V.style.transformOrigin="",U.style.transformOrigin="",mxClient.IS_SF?(V.style.transform="scale(1)", -U.style.transform="scale(1)",window.setTimeout(function(){V.style.transform="";U.style.transform=""},0)):(V.style.transform="",U.style.transform=""),a.view.getDecoratorPane().style.opacity="",a.view.getOverlayPane().style.opacity="");var K=new mxPoint(a.container.scrollLeft,a.container.scrollTop),Q=mxUtils.getOffset(a.container),ba=a.view.scale,la=0,ra=0;null!=ia&&(la=a.container.offsetWidth/2-ia.x+Q.x,ra=a.container.offsetHeight/2-ia.y+Q.y);a.zoom(a.cumulativeZoomFactor,null,a.isFastZoomEnabled()? -20:null);a.view.scale!=ba&&(null!=ea&&(la+=K.x-ea.x,ra+=K.y-ea.y),null!=b&&f.chromelessResize(!1,null,la*(a.cumulativeZoomFactor-1),ra*(a.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(a.container)||0==la&&0==ra||(a.container.scrollLeft-=la*(a.cumulativeZoomFactor-1),a.container.scrollTop-=ra*(a.cumulativeZoomFactor-1)));null!=O&&V.setAttribute("filter",O);a.cumulativeZoomFactor=1;O=qa=ia=ea=aa=null}),null!=G?G:a.isFastZoomEnabled()?f.wheelZoomDelay:f.lazyZoomDelay)},0)};a.lazyZoom=function(G,K, -Q,ba){ba=null!=ba?ba:this.zoomFactor;(K=K||!a.scrollbars)&&(ia=new mxPoint(a.container.offsetLeft+a.container.clientWidth/2,a.container.offsetTop+a.container.clientHeight/2));G?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale- -.05)/this.view.scale:(this.cumulativeZoomFactor/=ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;a.isFastZoomEnabled()&&(null==O&&""!=V.getAttribute("filter")&&(O=V.getAttribute("filter"),V.removeAttribute("filter")),ea=new mxPoint(a.container.scrollLeft,a.container.scrollTop),G=K||null==ia?a.container.scrollLeft+a.container.clientWidth/ -2:ia.x+a.container.scrollLeft-a.container.offsetLeft,ba=K||null==ia?a.container.scrollTop+a.container.clientHeight/2:ia.y+a.container.scrollTop-a.container.offsetTop,V.style.transformOrigin=G+"px "+ba+"px",V.style.transform="scale("+this.cumulativeZoomFactor+")",U.style.transformOrigin=G+"px "+ba+"px",U.style.transform="scale("+this.cumulativeZoomFactor+")",null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(G=a.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(G.style, -"transform-origin",(K||null==ia?a.container.clientWidth/2+a.container.scrollLeft-G.offsetLeft+"px":ia.x+a.container.scrollLeft-G.offsetLeft-a.container.offsetLeft+"px")+" "+(K||null==ia?a.container.clientHeight/2+a.container.scrollTop-G.offsetTop+"px":ia.y+a.container.scrollTop-G.offsetTop-a.container.offsetTop+"px")),mxUtils.setPrefixedStyle(G.style,"transform","scale("+this.cumulativeZoomFactor+")")),a.view.getDecoratorPane().style.opacity="0",a.view.getOverlayPane().style.opacity="0",null!=f.hoverIcons&& -f.hoverIcons.reset());R(a.isFastZoomEnabled()?Q:0)};mxEvent.addGestureListeners(a.container,function(G){null!=aa&&window.clearTimeout(aa)},null,function(G){1!=a.cumulativeZoomFactor&&R(0)});mxEvent.addListener(a.container,"scroll",function(G){null==aa||a.isMouseDown||1==a.cumulativeZoomFactor||R(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(G,K,Q,ba,la){a.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!a.scrollbars&&!Q&&a.isScrollWheelEvent(G))Q= -a.view.getTranslate(),ba=40/a.view.scale,mxEvent.isShiftDown(G)?a.view.setTranslate(Q.x+(K?-ba:ba),Q.y):a.view.setTranslate(Q.x,Q.y+(K?ba:-ba));else if(Q||a.isZoomWheelEvent(G))for(var ra=mxEvent.getSource(G);null!=ra;){if(ra==a.container)return a.tooltipHandler.hideTooltip(),ia=null!=ba&&null!=la?new mxPoint(ba,la):new mxPoint(mxEvent.getClientX(G),mxEvent.getClientY(G)),qa=Q,Q=a.zoomFactor,ba=null,G.ctrlKey&&null!=G.deltaY&&40>Math.abs(G.deltaY)&&Math.round(G.deltaY)!=G.deltaY?Q=1+Math.abs(G.deltaY)/ -20*(Q-1):null!=G.movementY&&"pointermove"==G.type&&(Q=1+Math.max(1,Math.abs(G.movementY))/20*(Q-1),ba=-1),a.lazyZoom(K,null,ba,Q),mxEvent.consume(G),!1;ra=ra.parentNode}}),a.container);a.panningHandler.zoomGraph=function(G){a.cumulativeZoomFactor=G.scale;a.lazyZoom(0<G.scale,!0);mxEvent.consume(G)}};EditorUi.prototype.addChromelessToolbarItems=function(a){a(mxUtils.bind(this,function(b){this.actions.get("print").funct();mxEvent.consume(b)}),Editor.printImage,mxResources.get("print"))}; +J(30),F())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(G){mxEvent.consume(G)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(G){a.tooltipHandler.resetTimer();a.tooltipHandler.hideTooltip();mxEvent.isShiftDown(G)?F():J(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(G){mxEvent.isShiftDown(G)?F():J(100);mxEvent.consume(G)}));mxEvent.addListener(this.chromelessToolbar, +"mouseleave",mxUtils.bind(this,function(G){mxEvent.isTouchEvent(G)||J(30)}));var T=a.getTolerance();a.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(G,M){this.startX=M.getGraphX();this.startY=M.getGraphY();this.scrollLeft=a.container.scrollLeft;this.scrollTop=a.container.scrollTop},mouseMove:function(G,M){},mouseUp:function(G,M){mxEvent.isTouchEvent(M.getEvent())&&Math.abs(this.scrollLeft-a.container.scrollLeft)<T&&Math.abs(this.scrollTop-a.container.scrollTop)<T&& +Math.abs(this.startX-M.getGraphX())<T&&Math.abs(this.startY-M.getGraphY())<T&&(0<parseFloat(f.chromelessToolbar.style.opacity||0)?F():J(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var Q=a.view.validate;a.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var G=this.graph.getPagePadding(),M=this.graph.getPageSize();this.translate.x=G.x-(this.x0||0)*M.width;this.translate.y=G.y-(this.y0||0)*M.height}Q.apply(this, +arguments)};if(!a.isViewer()){var aa=a.sizeDidChange;a.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var G=this.getPageLayout(),M=this.getPagePadding(),U=this.getPageSize(),ba=Math.ceil(2*M.x+G.width*U.width),la=Math.ceil(2*M.y+G.height*U.height),ra=a.minimumGraphSize;if(null==ra||ra.width!=ba||ra.height!=la)a.minimumGraphSize=new mxRectangle(0,0,ba,la);ba=M.x-G.x*U.width;M=M.y-G.y*U.height;this.autoTranslate||this.view.translate.x==ba&&this.view.translate.y== +M?aa.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=G.x,this.view.y0=G.y,G=a.view.translate.x,U=a.view.translate.y,a.view.setTranslate(ba,M),a.container.scrollLeft+=Math.round((ba-G)*a.view.scale),a.container.scrollTop+=Math.round((M-U)*a.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var S=a.view.getBackgroundPane(),P=a.view.getDrawPane();a.cumulativeZoomFactor=1;var X=null,ha=null,fa=null,sa=null,K=null,V=function(G){null!= +X&&window.clearTimeout(X);0<=G&&window.setTimeout(function(){if(!a.isMouseDown||sa)X=window.setTimeout(mxUtils.bind(this,function(){a.isFastZoomEnabled()&&(null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform",null)),P.style.transformOrigin="",S.style.transformOrigin="",mxClient.IS_SF?(P.style.transform="scale(1)",S.style.transform= +"scale(1)",window.setTimeout(function(){P.style.transform="";S.style.transform=""},0)):(P.style.transform="",S.style.transform=""),a.view.getDecoratorPane().style.opacity="",a.view.getOverlayPane().style.opacity="");var M=new mxPoint(a.container.scrollLeft,a.container.scrollTop),U=mxUtils.getOffset(a.container),ba=a.view.scale,la=0,ra=0;null!=ha&&(la=a.container.offsetWidth/2-ha.x+U.x,ra=a.container.offsetHeight/2-ha.y+U.y);a.zoom(a.cumulativeZoomFactor,null,a.isFastZoomEnabled()?20:null);a.view.scale!= +ba&&(null!=fa&&(la+=M.x-fa.x,ra+=M.y-fa.y),null!=b&&f.chromelessResize(!1,null,la*(a.cumulativeZoomFactor-1),ra*(a.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(a.container)||0==la&&0==ra||(a.container.scrollLeft-=la*(a.cumulativeZoomFactor-1),a.container.scrollTop-=ra*(a.cumulativeZoomFactor-1)));null!=K&&P.setAttribute("filter",K);a.cumulativeZoomFactor=1;K=sa=ha=fa=X=null}),null!=G?G:a.isFastZoomEnabled()?f.wheelZoomDelay:f.lazyZoomDelay)},0)};a.lazyZoom=function(G,M,U,ba){ba=null!=ba?ba:this.zoomFactor; +(M=M||!a.scrollbars)&&(ha=new mxPoint(a.container.offsetLeft+a.container.clientWidth/2,a.container.offsetTop+a.container.clientHeight/2));G?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale-.05)/this.view.scale:(this.cumulativeZoomFactor/= +ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;a.isFastZoomEnabled()&&(null==K&&""!=P.getAttribute("filter")&&(K=P.getAttribute("filter"),P.removeAttribute("filter")),fa=new mxPoint(a.container.scrollLeft,a.container.scrollTop),G=M||null==ha?a.container.scrollLeft+a.container.clientWidth/2:ha.x+a.container.scrollLeft-a.container.offsetLeft, +ba=M||null==ha?a.container.scrollTop+a.container.clientHeight/2:ha.y+a.container.scrollTop-a.container.offsetTop,P.style.transformOrigin=G+"px "+ba+"px",P.style.transform="scale("+this.cumulativeZoomFactor+")",S.style.transformOrigin=G+"px "+ba+"px",S.style.transform="scale("+this.cumulativeZoomFactor+")",null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(G=a.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(G.style,"transform-origin",(M||null==ha?a.container.clientWidth/ +2+a.container.scrollLeft-G.offsetLeft+"px":ha.x+a.container.scrollLeft-G.offsetLeft-a.container.offsetLeft+"px")+" "+(M||null==ha?a.container.clientHeight/2+a.container.scrollTop-G.offsetTop+"px":ha.y+a.container.scrollTop-G.offsetTop-a.container.offsetTop+"px")),mxUtils.setPrefixedStyle(G.style,"transform","scale("+this.cumulativeZoomFactor+")")),a.view.getDecoratorPane().style.opacity="0",a.view.getOverlayPane().style.opacity="0",null!=f.hoverIcons&&f.hoverIcons.reset());V(a.isFastZoomEnabled()? +U:0)};mxEvent.addGestureListeners(a.container,function(G){null!=X&&window.clearTimeout(X)},null,function(G){1!=a.cumulativeZoomFactor&&V(0)});mxEvent.addListener(a.container,"scroll",function(G){null==X||a.isMouseDown||1==a.cumulativeZoomFactor||V(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(G,M,U,ba,la){a.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!a.scrollbars&&!U&&a.isScrollWheelEvent(G))U=a.view.getTranslate(),ba=40/a.view.scale,mxEvent.isShiftDown(G)? +a.view.setTranslate(U.x+(M?-ba:ba),U.y):a.view.setTranslate(U.x,U.y+(M?ba:-ba));else if(U||a.isZoomWheelEvent(G))for(var ra=mxEvent.getSource(G);null!=ra;){if(ra==a.container)return a.tooltipHandler.hideTooltip(),ha=null!=ba&&null!=la?new mxPoint(ba,la):new mxPoint(mxEvent.getClientX(G),mxEvent.getClientY(G)),sa=U,U=a.zoomFactor,ba=null,G.ctrlKey&&null!=G.deltaY&&40>Math.abs(G.deltaY)&&Math.round(G.deltaY)!=G.deltaY?U=1+Math.abs(G.deltaY)/20*(U-1):null!=G.movementY&&"pointermove"==G.type&&(U=1+Math.max(1, +Math.abs(G.movementY))/20*(U-1),ba=-1),a.lazyZoom(M,null,ba,U),mxEvent.consume(G),!1;ra=ra.parentNode}}),a.container);a.panningHandler.zoomGraph=function(G){a.cumulativeZoomFactor=G.scale;a.lazyZoom(0<G.scale,!0);mxEvent.consume(G)}};EditorUi.prototype.addChromelessToolbarItems=function(a){a(mxUtils.bind(this,function(b){this.actions.get("print").funct();mxEvent.consume(b)}),Editor.printImage,mxResources.get("print"))}; EditorUi.prototype.isPagesEnabled=function(){return this.editor.editable||"1"!=urlParams["hide-pages"]};EditorUi.prototype.createTemporaryGraph=function(a){return Graph.createOffscreenGraph(a)};EditorUi.prototype.addChromelessClickHandler=function(){var a=urlParams.highlight;null!=a&&0<a.length&&(a="#"+a);this.editor.graph.addClickHandler(a)}; EditorUi.prototype.toggleFormatPanel=function(a){a=null!=a?a:0==this.formatWidth;null!=this.format&&(this.formatWidth=a?240:0,this.formatContainer.style.display=a?"":"none",this.refresh(),this.format.refresh(),this.fireEvent(new mxEventObject("formatWidthChanged")))}; EditorUi.prototype.lightboxFit=function(a){if(this.isDiagramEmpty())this.editor.graph.view.setScale(1);else{var b=urlParams.border,f=60;null!=b&&(f=parseInt(b));this.editor.graph.maxFitScale=this.lightboxMaxFitScale;this.editor.graph.fit(f,null,null,null,null,null,a);this.editor.graph.maxFitScale=null}};EditorUi.prototype.isDiagramEmpty=function(){var a=this.editor.graph.getModel();return 1==a.getChildCount(a.root)&&0==a.getChildCount(a.getChildAt(a.root,0))}; @@ -2554,7 +2556,7 @@ a.scrollTileSize.height*a.view.scale))/4)));a.container.scrollLeft=Math.floor(Ma EditorUi.prototype.setPageVisible=function(a){var b=this.editor.graph,f=mxUtils.hasScrollbars(b.container),e=0,g=0;f&&(e=b.view.translate.x*b.view.scale-b.container.scrollLeft,g=b.view.translate.y*b.view.scale-b.container.scrollTop);b.pageVisible=a;b.pageBreaksVisible=a;b.preferPageSize=a;b.view.validateBackground();if(f){var d=b.getSelectionCells();b.clearSelection();b.setSelectionCells(d)}b.sizeDidChange();f&&(b.container.scrollLeft=b.view.translate.x*b.view.scale-e,b.container.scrollTop=b.view.translate.y* b.view.scale-g);b.defaultPageVisible=a;this.fireEvent(new mxEventObject("pageViewChanged"))}; EditorUi.prototype.installResizeHandler=function(a,b,f){b&&(a.window.setSize=function(g,d){if(!this.minimized){var k=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight;g=Math.min(g,(window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth)-this.getX());d=Math.min(d,k-this.getY())}mxWindow.prototype.setSize.apply(this,arguments)});a.window.setLocation=function(g,d){var k=window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth, -m=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,u=parseInt(this.div.style.width),n=parseInt(this.div.style.height);g=Math.max(0,Math.min(g,k-u));d=Math.max(0,Math.min(d,m-n));this.getX()==g&&this.getY()==d||mxWindow.prototype.setLocation.apply(this,arguments);b&&!this.minimized&&this.setSize(u,n)};var e=mxUtils.bind(this,function(){var g=a.window.getX(),d=a.window.getY();a.window.setLocation(g,d)});mxEvent.addListener(window,"resize",e);a.destroy=function(){mxEvent.removeListener(window, +n=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,u=parseInt(this.div.style.width),m=parseInt(this.div.style.height);g=Math.max(0,Math.min(g,k-u));d=Math.max(0,Math.min(d,n-m));this.getX()==g&&this.getY()==d||mxWindow.prototype.setLocation.apply(this,arguments);b&&!this.minimized&&this.setSize(u,m)};var e=mxUtils.bind(this,function(){var g=a.window.getX(),d=a.window.getY();a.window.setLocation(g,d)});mxEvent.addListener(window,"resize",e);a.destroy=function(){mxEvent.removeListener(window, "resize",e);a.window.destroy();null!=f&&f()}};function ChangeGridColor(a,b){this.ui=a;this.color=b}ChangeGridColor.prototype.execute=function(){var a=this.ui.editor.graph.view.gridColor;this.ui.setGridColor(this.color);this.color=a};(function(){var a=new mxObjectCodec(new ChangeGridColor,["ui"]);mxCodecRegistry.register(a)})(); function ChangePageSetup(a,b,f,e,g){this.ui=a;this.previousColor=this.color=b;this.previousImage=this.image=f;this.previousFormat=this.format=e;this.previousPageScale=this.pageScale=g;this.ignoreImage=this.ignoreColor=!1} ChangePageSetup.prototype.execute=function(){var a=this.ui.editor.graph;if(!this.ignoreColor){this.color=this.previousColor;var b=a.background;this.ui.setBackgroundColor(this.previousColor);this.previousColor=b}if(!this.ignoreImage){this.image=this.previousImage;b=a.backgroundImage;var f=this.previousImage;null!=f&&null!=f.src&&"data:page/id,"==f.src.substring(0,13)&&(f=this.ui.createImageForPageLink(f.src,this.ui.currentPage));this.ui.setBackgroundImage(f);this.previousImage=b}null!=this.previousFormat&& @@ -2564,7 +2566,7 @@ EditorUi.prototype.setBackgroundColor=function(a){this.editor.graph.background=a EditorUi.prototype.setPageFormat=function(a,b){b=null!=b?b:"1"==urlParams.sketch;this.editor.graph.pageFormat=a;b||(this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct());this.fireEvent(new mxEventObject("pageFormatChanged"))}; EditorUi.prototype.setPageScale=function(a){this.editor.graph.pageScale=a;this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct();this.fireEvent(new mxEventObject("pageScaleChanged"))};EditorUi.prototype.setGridColor=function(a){this.editor.graph.view.gridColor=a;this.editor.graph.view.validateBackground();this.fireEvent(new mxEventObject("gridColorChanged"))}; EditorUi.prototype.addUndoListener=function(){var a=this.actions.get("undo"),b=this.actions.get("redo"),f=this.editor.undoManager,e=mxUtils.bind(this,function(){a.setEnabled(this.canUndo());b.setEnabled(this.canRedo())});f.addListener(mxEvent.ADD,e);f.addListener(mxEvent.UNDO,e);f.addListener(mxEvent.REDO,e);f.addListener(mxEvent.CLEAR,e);var g=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){g.apply(this,arguments);e()};var d=this.editor.graph.cellEditor.stopEditing; -this.editor.graph.cellEditor.stopEditing=function(k,m){d.apply(this,arguments);e()};e()}; +this.editor.graph.cellEditor.stopEditing=function(k,n){d.apply(this,arguments);e()};e()}; EditorUi.prototype.updateActionStates=function(){for(var a=this.editor.graph,b=this.getSelectionState(),f=a.isEnabled()&&!a.isCellLocked(a.getDefaultParent()),e="cut copy bold italic underline delete duplicate editStyle editTooltip editLink backgroundColor borderColor edit toFront toBack solid dashed pasteSize dotted fillColor gradientColor shadow fontColor formattedText rounded toggleRounded strokeColor sharp snapToGrid".split(" "),g=0;g<e.length;g++)this.actions.get(e[g]).setEnabled(0<b.cells.length); this.actions.get("grid").setEnabled(!this.editor.chromeless||this.editor.editable);this.actions.get("pasteSize").setEnabled(null!=this.copiedSize&&0<b.vertices.length);this.actions.get("pasteData").setEnabled(null!=this.copiedValue&&0<b.cells.length);this.actions.get("setAsDefaultStyle").setEnabled(1==a.getSelectionCount());this.actions.get("lockUnlock").setEnabled(!a.isSelectionEmpty());this.actions.get("bringForward").setEnabled(1==b.cells.length);this.actions.get("sendBackward").setEnabled(1== b.cells.length);this.actions.get("rotation").setEnabled(1==b.vertices.length);this.actions.get("wordWrap").setEnabled(1==b.vertices.length);this.actions.get("autosize").setEnabled(1==b.vertices.length);this.actions.get("copySize").setEnabled(1==b.vertices.length);this.actions.get("clearWaypoints").setEnabled(b.connections);this.actions.get("curved").setEnabled(0<b.edges.length);this.actions.get("turn").setEnabled(0<b.cells.length);this.actions.get("group").setEnabled(!b.row&&!b.cell&&(1<b.cells.length|| @@ -2574,31 +2576,32 @@ this.actions.get("selectAll").setEnabled(f);this.actions.get("selectNone").setEn 1<b.vertices.length);this.menus.get("align").setEnabled(b.unlocked&&0<b.cells.length);this.updatePasteActionStates()};EditorUi.prototype.zeroOffset=new mxPoint(0,0);EditorUi.prototype.getDiagramContainerOffset=function(){return this.zeroOffset}; EditorUi.prototype.refresh=function(a){a=null!=a?a:!0;var b=this.container.clientWidth,f=this.container.clientHeight;this.container==document.body&&(b=document.body.clientWidth||document.documentElement.clientWidth,f=document.documentElement.clientHeight);var e=0;mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&window.innerHeight!=document.documentElement.clientHeight&&(e=document.documentElement.clientHeight-window.innerHeight,window.scrollTo(0,0));var g=Math.max(0,Math.min(this.hsplitPosition, b-this.splitSize-20));b=0;null!=this.menubar&&(this.menubarContainer.style.height=this.menubarHeight+"px",b+=this.menubarHeight);null!=this.toolbar&&(this.toolbarContainer.style.top=this.menubarHeight+"px",this.toolbarContainer.style.height=this.toolbarHeight+"px",b+=this.toolbarHeight);0<b&&(b+=1);var d=0;if(null!=this.sidebarFooterContainer){var k=this.footerHeight+e;d=Math.max(0,Math.min(f-b-k,this.sidebarFooterHeight));this.sidebarFooterContainer.style.width=g+"px";this.sidebarFooterContainer.style.height= -d+"px";this.sidebarFooterContainer.style.bottom=k+"px"}f=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=b+"px";this.sidebarContainer.style.width=g+"px";this.formatContainer.style.top=b+"px";this.formatContainer.style.width=f+"px";this.formatContainer.style.display=null!=this.format?"":"none";k=this.getDiagramContainerOffset();var m=null!=this.hsplit.parentNode?g+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; -this.hsplit.style.bottom=this.footerHeight+e+"px";this.hsplit.style.left=g+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=m+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=e+"px");g=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+e+"px",this.tabContainer.style.right=f+"px",g=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+d+e+"px";this.formatContainer.style.bottom= -this.footerHeight+e+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=m+k.x+"px",this.diagramContainer.style.top=b+k.y+"px",this.diagramContainer.style.right=f+"px",this.diagramContainer.style.bottom=this.footerHeight+e+g+"px");a&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; +d+"px";this.sidebarFooterContainer.style.bottom=k+"px"}f=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=b+"px";this.sidebarContainer.style.width=g+"px";this.formatContainer.style.top=b+"px";this.formatContainer.style.width=f+"px";this.formatContainer.style.display=null!=this.format?"":"none";k=this.getDiagramContainerOffset();var n=null!=this.hsplit.parentNode?g+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; +this.hsplit.style.bottom=this.footerHeight+e+"px";this.hsplit.style.left=g+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=n+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=e+"px");g=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+e+"px",this.tabContainer.style.right=f+"px",g=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+d+e+"px";this.formatContainer.style.bottom= +this.footerHeight+e+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=n+k.x+"px",this.diagramContainer.style.top=b+k.y+"px",this.diagramContainer.style.right=f+"px",this.diagramContainer.style.bottom=this.footerHeight+e+g+"px");a&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; EditorUi.prototype.createDivs=function(){this.menubarContainer=this.createDiv("geMenubarContainer");this.toolbarContainer=this.createDiv("geToolbarContainer");this.sidebarContainer=this.createDiv("geSidebarContainer");this.formatContainer=this.createDiv("geSidebarContainer geFormatContainer");this.diagramContainer=this.createDiv("geDiagramContainer");this.footerContainer=this.createDiv("geFooterContainer");this.hsplit=this.createDiv("geHsplit");this.hsplit.setAttribute("title",mxResources.get("collapseExpand")); this.menubarContainer.style.top="0px";this.menubarContainer.style.left="0px";this.menubarContainer.style.right="0px";this.toolbarContainer.style.left="0px";this.toolbarContainer.style.right="0px";this.sidebarContainer.style.left="0px";this.formatContainer.style.right="0px";this.formatContainer.style.zIndex="1";this.diagramContainer.style.right=(null!=this.format?this.formatWidth:0)+"px";this.footerContainer.style.left="0px";this.footerContainer.style.right="0px";this.footerContainer.style.bottom= -"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; +"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()}; +EditorUi.prototype.createSidebarContainer=function(){var a=document.createElement("div");a.className="geSidebarContainer";a.style.position="absolute";a.style.width="100%";a.style.height="100%";a.style.border="1px solid whiteSmoke";a.style.overflowX="hidden";a.style.overflowY="auto";return a};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; EditorUi.prototype.createUi=function(){this.menubar=this.editor.chromeless?null:this.menus.createMenubar(this.createDiv("geMenubar"));null!=this.menubar&&this.menubarContainer.appendChild(this.menubar.container);null!=this.menubar&&(this.statusContainer=this.createStatusContainer(),this.editor.addListener("statusChanged",mxUtils.bind(this,function(){this.setStatusText(this.editor.getStatus())})),this.setStatusText(this.editor.getStatus()),this.menubar.container.appendChild(this.statusContainer),this.container.appendChild(this.menubarContainer)); this.sidebar=this.editor.chromeless?null:this.createSidebar(this.sidebarContainer);null!=this.sidebar&&this.container.appendChild(this.sidebarContainer);this.format=this.editor.chromeless||!this.formatEnabled?null:this.createFormat(this.formatContainer);null!=this.format&&this.container.appendChild(this.formatContainer);var a=this.editor.chromeless?null:this.createFooter();null!=a&&(this.footerContainer.appendChild(a),this.container.appendChild(this.footerContainer));null!=this.sidebar&&this.sidebarFooterContainer&& this.container.appendChild(this.sidebarFooterContainer);this.container.appendChild(this.diagramContainer);null!=this.container&&null!=this.tabContainer&&this.container.appendChild(this.tabContainer);this.toolbar=this.editor.chromeless?null:this.createToolbar(this.createDiv("geToolbar"));null!=this.toolbar&&(this.toolbarContainer.appendChild(this.toolbar.container),this.container.appendChild(this.toolbarContainer));null!=this.sidebar&&(this.container.appendChild(this.hsplit),this.addSplitHandler(this.hsplit, !0,0,mxUtils.bind(this,function(b){this.hsplitPosition=b;this.refresh()})))};EditorUi.prototype.createStatusContainer=function(){var a=document.createElement("a");a.className="geItem geStatus";return a};EditorUi.prototype.setStatusText=function(a){this.statusContainer.innerHTML=a;0==this.statusContainer.getElementsByTagName("div").length&&(this.statusContainer.innerText="",a=this.createStatusDiv(a),this.statusContainer.appendChild(a))}; EditorUi.prototype.createStatusDiv=function(a){var b=document.createElement("div");b.setAttribute("title",a);b.innerHTML=a;return b};EditorUi.prototype.createToolbar=function(a){return new Toolbar(this,a)};EditorUi.prototype.createSidebar=function(a){return new Sidebar(this,a)};EditorUi.prototype.createFormat=function(a){return new Format(this,a)};EditorUi.prototype.createFooter=function(){return this.createDiv("geFooter")}; EditorUi.prototype.createDiv=function(a){var b=document.createElement("div");b.className=a;return b}; -EditorUi.prototype.addSplitHandler=function(a,b,f,e){function g(x){if(null!=k){var B=new mxPoint(mxEvent.getClientX(x),mxEvent.getClientY(x));e(Math.max(0,m+(b?B.x-k.x:k.y-B.y)-f));mxEvent.consume(x);m!=r()&&(u=!0,n=null)}}function d(x){g(x);k=m=null}var k=null,m=null,u=!0,n=null;mxClient.IS_POINTER&&(a.style.touchAction="none");var r=mxUtils.bind(this,function(){var x=parseInt(b?a.style.left:a.style.bottom);b||(x=x+f-this.footerHeight);return x});mxEvent.addGestureListeners(a,function(x){k=new mxPoint(mxEvent.getClientX(x), -mxEvent.getClientY(x));m=r();u=!1;mxEvent.consume(x)});mxEvent.addListener(a,"click",mxUtils.bind(this,function(x){if(!u&&this.hsplitClickEnabled){var B=null!=n?n-f:0;n=r();e(B);mxEvent.consume(x)}}));mxEvent.addGestureListeners(document,null,g,d);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,g,d)})}; +EditorUi.prototype.addSplitHandler=function(a,b,f,e){function g(x){if(null!=k){var B=new mxPoint(mxEvent.getClientX(x),mxEvent.getClientY(x));e(Math.max(0,n+(b?B.x-k.x:k.y-B.y)-f));mxEvent.consume(x);n!=r()&&(u=!0,m=null)}}function d(x){g(x);k=n=null}var k=null,n=null,u=!0,m=null;mxClient.IS_POINTER&&(a.style.touchAction="none");var r=mxUtils.bind(this,function(){var x=parseInt(b?a.style.left:a.style.bottom);b||(x=x+f-this.footerHeight);return x});mxEvent.addGestureListeners(a,function(x){k=new mxPoint(mxEvent.getClientX(x), +mxEvent.getClientY(x));n=r();u=!1;mxEvent.consume(x)});mxEvent.addListener(a,"click",mxUtils.bind(this,function(x){if(!u&&this.hsplitClickEnabled){var B=null!=m?m-f:0;m=r();e(B);mxEvent.consume(x)}}));mxEvent.addGestureListeners(document,null,g,d);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,g,d)})}; EditorUi.prototype.prompt=function(a,b,f){a=new FilenameDialog(this,b,mxResources.get("apply"),function(e){f(parseFloat(e))},a);this.showDialog(a.container,300,80,!0,!0);a.init()}; EditorUi.prototype.handleError=function(a,b,f,e,g){a=null!=a&&null!=a.error?a.error:a;if(null!=a||null!=b){g=mxUtils.htmlEntities(mxResources.get("unknownError"));var d=mxResources.get("ok");b=null!=b?b:mxResources.get("error");null!=a&&null!=a.message&&(g=mxUtils.htmlEntities(a.message));this.showError(b,g,d,f,null,null,null,null,null,null,null,null,e?f:null)}else null!=f&&f()}; -EditorUi.prototype.showError=function(a,b,f,e,g,d,k,m,u,n,r,x,B){a=new ErrorDialog(this,a,b,f||mxResources.get("ok"),e,g,d,k,x,m,u);b=Math.ceil(null!=b?b.length/50:1);this.showDialog(a.container,n||340,r||100+20*b,!0,!1,B);a.init()};EditorUi.prototype.showDialog=function(a,b,f,e,g,d,k,m,u,n){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,a,b,f,e,g,d,k,m,u,n);this.dialogs.push(this.dialog)}; +EditorUi.prototype.showError=function(a,b,f,e,g,d,k,n,u,m,r,x,B){a=new ErrorDialog(this,a,b,f||mxResources.get("ok"),e,g,d,k,x,n,u);b=Math.ceil(null!=b?b.length/50:1);this.showDialog(a.container,m||340,r||100+20*b,!0,!1,B);a.init()};EditorUi.prototype.showDialog=function(a,b,f,e,g,d,k,n,u,m){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,a,b,f,e,g,d,k,n,u,m);this.dialogs.push(this.dialog)}; EditorUi.prototype.hideDialog=function(a,b,f){null!=this.dialogs&&0<this.dialogs.length&&(null==f||f==this.dialog.container.firstChild)&&(f=this.dialogs.pop(),0==f.close(a,b)?this.dialogs.push(f):(this.dialog=0<this.dialogs.length?this.dialogs[this.dialogs.length-1]:null,this.editor.fireEvent(new mxEventObject("hideDialog")),null==this.dialog&&"hidden"!=this.editor.graph.container.style.visibility&&window.setTimeout(mxUtils.bind(this,function(){this.editor.graph.isEditing()&&null!=this.editor.graph.cellEditor.textarea? this.editor.graph.cellEditor.textarea.focus():(mxUtils.clearSelection(),this.editor.graph.container.focus())}),0)))};EditorUi.prototype.ctrlEnter=function(){var a=this.editor.graph;if(a.isEnabled())try{for(var b=a.getSelectionCells(),f=new mxDictionary,e=[],g=0;g<b.length;g++){var d=a.isTableCell(b[g])?a.model.getParent(b[g]):b[g];null==d||f.get(d)||(f.put(d,!0),e.push(d))}a.setSelectionCells(a.duplicateCells(e,!1))}catch(k){this.handleError(k)}}; EditorUi.prototype.pickColor=function(a,b){var f=this.editor.graph,e=f.cellEditor.saveSelection(),g=230+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));a=new ColorDialog(this,mxUtils.rgba2hex(a)||"none",function(d){f.cellEditor.restoreSelection(e);b(d)},function(){f.cellEditor.restoreSelection(e)});this.showDialog(a.container,230,g,!0,!1);a.init()}; EditorUi.prototype.openFile=function(){window.openFile=new OpenFile(mxUtils.bind(this,function(a){this.hideDialog(a)}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:320,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null})}; EditorUi.prototype.extractGraphModelFromHtml=function(a){var b=null;try{var f=a.indexOf("<mxGraphModel ");if(0<=f){var e=a.lastIndexOf("</mxGraphModel>");e>f&&(b=a.substring(f,e+21).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}}catch(g){}return b}; EditorUi.prototype.readGraphModelFromClipboard=function(a){this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(b){null!=b?a(b):this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(f){if(null!=f){var e=decodeURIComponent(f);this.isCompatibleString(e)&&(f=e)}a(f)}),"text")}),"html")}; -EditorUi.prototype.readGraphModelFromClipboardWithType=function(a,b){navigator.clipboard.read().then(mxUtils.bind(this,function(f){if(null!=f&&0<f.length&&"html"==b&&0<=mxUtils.indexOf(f[0].types,"text/html"))f[0].getType("text/html").then(mxUtils.bind(this,function(e){e.text().then(mxUtils.bind(this,function(g){try{var d=this.parseHtmlData(g),k="text/plain"!=d.getAttribute("data-type")?d.innerHTML:mxUtils.trim(null==d.innerText?mxUtils.getTextContent(d):d.innerText);try{var m=k.lastIndexOf("%3E"); -0<=m&&m<k.length-3&&(k=k.substring(0,m+3))}catch(r){}try{var u=d.getElementsByTagName("span"),n=null!=u&&0<u.length?mxUtils.trim(decodeURIComponent(u[0].textContent)):decodeURIComponent(k);this.isCompatibleString(n)&&(k=n)}catch(r){}}catch(r){}a(this.isCompatibleString(k)?k:null)}))["catch"](function(g){a(null)})}))["catch"](function(e){a(null)});else if(null!=f&&0<f.length&&"text"==b&&0<=mxUtils.indexOf(f[0].types,"text/plain"))f[0].getType("text/plain").then(function(e){e.text().then(function(g){a(g)})["catch"](function(){a(null)})})["catch"](function(){a(null)}); +EditorUi.prototype.readGraphModelFromClipboardWithType=function(a,b){navigator.clipboard.read().then(mxUtils.bind(this,function(f){if(null!=f&&0<f.length&&"html"==b&&0<=mxUtils.indexOf(f[0].types,"text/html"))f[0].getType("text/html").then(mxUtils.bind(this,function(e){e.text().then(mxUtils.bind(this,function(g){try{var d=this.parseHtmlData(g),k="text/plain"!=d.getAttribute("data-type")?d.innerHTML:mxUtils.trim(null==d.innerText?mxUtils.getTextContent(d):d.innerText);try{var n=k.lastIndexOf("%3E"); +0<=n&&n<k.length-3&&(k=k.substring(0,n+3))}catch(r){}try{var u=d.getElementsByTagName("span"),m=null!=u&&0<u.length?mxUtils.trim(decodeURIComponent(u[0].textContent)):decodeURIComponent(k);this.isCompatibleString(m)&&(k=m)}catch(r){}}catch(r){}a(this.isCompatibleString(k)?k:null)}))["catch"](function(g){a(null)})}))["catch"](function(e){a(null)});else if(null!=f&&0<f.length&&"text"==b&&0<=mxUtils.indexOf(f[0].types,"text/plain"))f[0].getType("text/plain").then(function(e){e.text().then(function(g){a(g)})["catch"](function(){a(null)})})["catch"](function(){a(null)}); else a(null)}))["catch"](function(f){a(null)})}; EditorUi.prototype.parseHtmlData=function(a){var b=null;if(null!=a&&0<a.length){var f="<meta "==a.substring(0,6);b=document.createElement("div");b.innerHTML=(f?'<meta charset="utf-8">':"")+this.editor.graph.sanitizeHtml(a);asHtml=!0;a=b.getElementsByTagName("style");if(null!=a)for(;0<a.length;)a[0].parentNode.removeChild(a[0]);null!=b.firstChild&&b.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&null!=b.firstChild.nextSibling&&b.firstChild.nextSibling.nodeType==mxConstants.NODETYPE_ELEMENT&&"META"== b.firstChild.nodeName&&"A"==b.firstChild.nextSibling.nodeName&&null==b.firstChild.nextSibling.nextSibling&&(a=null==b.firstChild.nextSibling.innerText?mxUtils.getTextContent(b.firstChild.nextSibling):b.firstChild.nextSibling.innerText,a==b.firstChild.nextSibling.getAttribute("href")&&(mxUtils.setTextContent(b,a),asHtml=!1));f=f&&null!=b.firstChild?b.firstChild.nextSibling:b.firstChild;null!=f&&null==f.nextSibling&&f.nodeType==mxConstants.NODETYPE_ELEMENT&&"IMG"==f.nodeName?(a=f.getAttribute("src"), @@ -2614,17 +2617,17 @@ EditorUi.prototype.showDataDialog=function(a){null!=a&&(a=new EditDataDialog(thi EditorUi.prototype.showBackgroundImageDialog=function(a,b){a=null!=a?a:mxUtils.bind(this,function(e){e=new ChangePageSetup(this,null,e);e.ignoreColor=!0;this.editor.graph.model.execute(e)});var f=mxUtils.prompt(mxResources.get("backgroundImage"),null!=b?b.src:"");null!=f&&0<f.length?(b=new Image,b.onload=function(){a(new mxImage(f,b.width,b.height),!1)},b.onerror=function(){a(null,!0);mxUtils.alert(mxResources.get("fileNotFound"))},b.src=f):a(null)}; EditorUi.prototype.setBackgroundImage=function(a){this.editor.graph.setBackgroundImage(a);this.editor.graph.view.validateBackgroundImage();this.fireEvent(new mxEventObject("backgroundImageChanged"))};EditorUi.prototype.confirm=function(a,b,f){mxUtils.confirm(a)?null!=b&&b():null!=f&&f()};EditorUi.prototype.createOutline=function(a){var b=new mxOutline(this.editor.graph);mxEvent.addListener(window,"resize",function(){b.update(!1)});return b}; EditorUi.prototype.altShiftActions={67:"clearWaypoints",65:"connectionArrows",76:"editLink",80:"connectionPoints",84:"editTooltip",86:"pasteSize",88:"copySize",66:"copyData",69:"pasteData"}; -EditorUi.prototype.createKeyHandler=function(a){function b(x,B,C){if(!e.isSelectionEmpty()&&e.isEnabled()){B=null!=B?B:1;var F=e.getCompositeParents(e.getSelectionCells()),I=0<F.length?F[0]:null;if(null!=I)if(C){e.getModel().beginUpdate();try{for(I=0;I<F.length;I++)if(e.getModel().isVertex(F[I])&&e.isCellResizable(F[I])){var D=e.getCellGeometry(F[I]);null!=D&&(D=D.clone(),37==x?D.width=Math.max(0,D.width-B):38==x?D.height=Math.max(0,D.height-B):39==x?D.width+=B:40==x&&(D.height+=B),e.getModel().setGeometry(F[I], -D))}}finally{e.getModel().endUpdate()}}else{D=e.model.getParent(I);var N=e.getView().scale;C=null;1==e.getSelectionCount()&&e.model.isVertex(I)&&null!=e.layoutManager&&!e.isCellLocked(I)&&(C=e.layoutManager.getLayout(D));if(null!=C&&C.constructor==mxStackLayout)B=D.getIndex(I),37==x||38==x?e.model.add(D,I,Math.max(0,B-1)):(39==x||40==x)&&e.model.add(D,I,Math.min(e.model.getChildCount(D),B+1));else{var S=e.graphHandler;null!=S&&(null==S.first&&S.start(I,0,0,F),null!=S.first&&(I=F=0,37==x?F=-B:38== -x?I=-B:39==x?F=B:40==x&&(I=B),S.currentDx+=F*N,S.currentDy+=I*N,S.checkPreview(),S.updatePreview()),null!=k&&window.clearTimeout(k),k=window.setTimeout(function(){if(null!=S.first){var T=S.roundLength(S.currentDx/N),P=S.roundLength(S.currentDy/N);S.moveCells(S.cells,T,P);S.reset()}},400))}}}}var f=this,e=this.editor.graph,g=new mxKeyHandler(e),d=g.isEventIgnored;g.isEventIgnored=function(x){return!(mxEvent.isShiftDown(x)&&9==x.keyCode)&&(!this.isControlDown(x)||mxEvent.isShiftDown(x)||90!=x.keyCode&& -89!=x.keyCode&&188!=x.keyCode&&190!=x.keyCode&&85!=x.keyCode)&&(66!=x.keyCode&&73!=x.keyCode||!this.isControlDown(x)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&d.apply(this,arguments)};g.isEnabledForEvent=function(x){return!mxEvent.isConsumed(x)&&this.isGraphEvent(x)&&this.isEnabled()&&(null==f.dialogs||0==f.dialogs.length)};g.isControlDown=function(x){return mxEvent.isControlDown(x)||mxClient.IS_MAC&&x.metaKey};var k=null,m={37:mxConstants.DIRECTION_WEST,38:mxConstants.DIRECTION_NORTH, -39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},u=g.getFunction;mxKeyHandler.prototype.getFunction=function(x){if(e.isEnabled()){if(mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){var B=f.actions.get(f.altShiftActions[x.keyCode]);if(null!=B)return B.funct}if(null!=m[x.keyCode]&&!e.isSelectionEmpty())if(!this.isControlDown(x)&&mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){if(e.model.isVertex(e.getSelectionCell()))return function(){var C=e.connectVertex(e.getSelectionCell(),m[x.keyCode], -e.defaultEdgeLength,x,!0);null!=C&&0<C.length&&(1==C.length&&e.model.isEdge(C[0])?e.setSelectionCell(e.model.getTerminal(C[0],!1)):e.setSelectionCell(C[C.length-1]),e.scrollCellToVisible(e.getSelectionCell()),null!=f.hoverIcons&&f.hoverIcons.update(e.view.getState(e.getSelectionCell())))}}else return this.isControlDown(x)?function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null,!0)}:function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null)}}return u.apply(this,arguments)};g.bindAction=mxUtils.bind(this, -function(x,B,C,F){var I=this.actions.get(C);null!=I&&(C=function(){I.isEnabled()&&I.funct()},B?F?g.bindControlShiftKey(x,C):g.bindControlKey(x,C):F?g.bindShiftKey(x,C):g.bindKey(x,C))});var n=this,r=g.escape;g.escape=function(x){r.apply(this,arguments)};g.enter=function(){};g.bindControlShiftKey(36,function(){e.exitGroup()});g.bindControlShiftKey(35,function(){e.enterGroup()});g.bindShiftKey(36,function(){e.home()});g.bindKey(35,function(){e.refresh()});g.bindAction(107,!0,"zoomIn");g.bindAction(109, -!0,"zoomOut");g.bindAction(80,!0,"print");g.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)g.bindControlKey(36,function(){e.isEnabled()&&e.foldCells(!0)}),g.bindControlKey(35,function(){e.isEnabled()&&e.foldCells(!1)}),g.bindControlKey(13,function(){n.ctrlEnter()}),g.bindAction(8,!1,"delete"),g.bindAction(8,!0,"deleteAll"),g.bindAction(8,!1,"deleteLabels",!0),g.bindAction(46,!1,"delete"),g.bindAction(46,!0,"deleteAll"),g.bindAction(46,!1,"deleteLabels",!0),g.bindAction(36, -!1,"resetView"),g.bindAction(72,!0,"fitWindow",!0),g.bindAction(74,!0,"fitPage"),g.bindAction(74,!0,"fitTwoPages",!0),g.bindAction(48,!0,"customZoom"),g.bindAction(82,!0,"turn"),g.bindAction(82,!0,"clearDefaultStyle",!0),g.bindAction(83,!0,"save"),g.bindAction(83,!0,"saveAs",!0),g.bindAction(65,!0,"selectAll"),g.bindAction(65,!0,"selectNone",!0),g.bindAction(73,!0,"selectVertices",!0),g.bindAction(69,!0,"selectEdges",!0),g.bindAction(69,!0,"editStyle"),g.bindAction(66,!0,"bold"),g.bindAction(66,!0, -"toBack",!0),g.bindAction(70,!0,"toFront",!0),g.bindAction(68,!0,"duplicate"),g.bindAction(68,!0,"setAsDefaultStyle",!0),g.bindAction(90,!0,"undo"),g.bindAction(89,!0,"autosize",!0),g.bindAction(88,!0,"cut"),g.bindAction(67,!0,"copy"),g.bindAction(86,!0,"paste"),g.bindAction(71,!0,"group"),g.bindAction(77,!0,"editData"),g.bindAction(71,!0,"grid",!0),g.bindAction(73,!0,"italic"),g.bindAction(76,!0,"lockUnlock"),g.bindAction(76,!0,"layers",!0),g.bindAction(80,!0,"formatPanel",!0),g.bindAction(85,!0, -"underline"),g.bindAction(85,!0,"ungroup",!0),g.bindAction(190,!0,"superscript"),g.bindAction(188,!0,"subscript"),g.bindAction(13,!1,"keyPressEnter"),g.bindKey(113,function(){e.isEnabled()&&e.startEditingAtCell()});mxClient.IS_WIN?g.bindAction(89,!0,"redo"):g.bindAction(90,!0,"redo",!0);return g}; +EditorUi.prototype.createKeyHandler=function(a){function b(x,B,D){if(!e.isSelectionEmpty()&&e.isEnabled()){B=null!=B?B:1;var F=e.getCompositeParents(e.getSelectionCells()),J=0<F.length?F[0]:null;if(null!=J)if(D){e.getModel().beginUpdate();try{for(J=0;J<F.length;J++)if(e.getModel().isVertex(F[J])&&e.isCellResizable(F[J])){var C=e.getCellGeometry(F[J]);null!=C&&(C=C.clone(),37==x?C.width=Math.max(0,C.width-B):38==x?C.height=Math.max(0,C.height-B):39==x?C.width+=B:40==x&&(C.height+=B),e.getModel().setGeometry(F[J], +C))}}finally{e.getModel().endUpdate()}}else{C=e.model.getParent(J);var O=e.getView().scale;D=null;1==e.getSelectionCount()&&e.model.isVertex(J)&&null!=e.layoutManager&&!e.isCellLocked(J)&&(D=e.layoutManager.getLayout(C));if(null!=D&&D.constructor==mxStackLayout)B=C.getIndex(J),37==x||38==x?e.model.add(C,J,Math.max(0,B-1)):(39==x||40==x)&&e.model.add(C,J,Math.min(e.model.getChildCount(C),B+1));else{var R=e.graphHandler;null!=R&&(null==R.first&&R.start(J,0,0,F),null!=R.first&&(J=F=0,37==x?F=-B:38== +x?J=-B:39==x?F=B:40==x&&(J=B),R.currentDx+=F*O,R.currentDy+=J*O,R.checkPreview(),R.updatePreview()),null!=k&&window.clearTimeout(k),k=window.setTimeout(function(){if(null!=R.first){var T=R.roundLength(R.currentDx/O),Q=R.roundLength(R.currentDy/O);R.moveCells(R.cells,T,Q);R.reset()}},400))}}}}var f=this,e=this.editor.graph,g=new mxKeyHandler(e),d=g.isEventIgnored;g.isEventIgnored=function(x){return!(mxEvent.isShiftDown(x)&&9==x.keyCode)&&(!this.isControlDown(x)||mxEvent.isShiftDown(x)||90!=x.keyCode&& +89!=x.keyCode&&188!=x.keyCode&&190!=x.keyCode&&85!=x.keyCode)&&(66!=x.keyCode&&73!=x.keyCode||!this.isControlDown(x)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&d.apply(this,arguments)};g.isEnabledForEvent=function(x){return!mxEvent.isConsumed(x)&&this.isGraphEvent(x)&&this.isEnabled()&&(null==f.dialogs||0==f.dialogs.length)};g.isControlDown=function(x){return mxEvent.isControlDown(x)||mxClient.IS_MAC&&x.metaKey};var k=null,n={37:mxConstants.DIRECTION_WEST,38:mxConstants.DIRECTION_NORTH, +39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},u=g.getFunction;mxKeyHandler.prototype.getFunction=function(x){if(e.isEnabled()){if(mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){var B=f.actions.get(f.altShiftActions[x.keyCode]);if(null!=B)return B.funct}if(null!=n[x.keyCode]&&!e.isSelectionEmpty())if(!this.isControlDown(x)&&mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){if(e.model.isVertex(e.getSelectionCell()))return function(){var D=e.connectVertex(e.getSelectionCell(),n[x.keyCode], +e.defaultEdgeLength,x,!0);null!=D&&0<D.length&&(1==D.length&&e.model.isEdge(D[0])?e.setSelectionCell(e.model.getTerminal(D[0],!1)):e.setSelectionCell(D[D.length-1]),e.scrollCellToVisible(e.getSelectionCell()),null!=f.hoverIcons&&f.hoverIcons.update(e.view.getState(e.getSelectionCell())))}}else return this.isControlDown(x)?function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null,!0)}:function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null)}}return u.apply(this,arguments)};g.bindAction=mxUtils.bind(this, +function(x,B,D,F){var J=this.actions.get(D);null!=J&&(D=function(){J.isEnabled()&&J.funct.apply(this,arguments)},B?F?g.bindControlShiftKey(x,D):g.bindControlKey(x,D):F?g.bindShiftKey(x,D):g.bindKey(x,D))});var m=this,r=g.escape;g.escape=function(x){r.apply(this,arguments)};g.enter=function(){};g.bindControlShiftKey(36,function(){e.exitGroup()});g.bindControlShiftKey(35,function(){e.enterGroup()});g.bindShiftKey(36,function(){e.home()});g.bindKey(35,function(){e.refresh()});g.bindAction(107,!0,"zoomIn"); +g.bindAction(109,!0,"zoomOut");g.bindAction(80,!0,"print");g.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)g.bindControlKey(36,function(){e.isEnabled()&&e.foldCells(!0)}),g.bindControlKey(35,function(){e.isEnabled()&&e.foldCells(!1)}),g.bindControlKey(13,function(){m.ctrlEnter()}),g.bindAction(8,!1,"delete"),g.bindAction(8,!0,"deleteAll"),g.bindAction(8,!1,"deleteLabels",!0),g.bindAction(46,!1,"delete"),g.bindAction(46,!0,"deleteAll"),g.bindAction(46,!1,"deleteLabels", +!0),g.bindAction(36,!1,"resetView"),g.bindAction(72,!0,"fitWindow",!0),g.bindAction(74,!0,"fitPage"),g.bindAction(74,!0,"fitTwoPages",!0),g.bindAction(48,!0,"customZoom"),g.bindAction(82,!0,"turn"),g.bindAction(82,!0,"clearDefaultStyle",!0),g.bindAction(83,!0,"save"),g.bindAction(83,!0,"saveAs",!0),g.bindAction(65,!0,"selectAll"),g.bindAction(65,!0,"selectNone",!0),g.bindAction(73,!0,"selectVertices",!0),g.bindAction(69,!0,"selectEdges",!0),g.bindAction(69,!0,"editStyle"),g.bindAction(66,!0,"bold"), +g.bindAction(66,!0,"toBack",!0),g.bindAction(70,!0,"toFront",!0),g.bindAction(68,!0,"duplicate"),g.bindAction(68,!0,"setAsDefaultStyle",!0),g.bindAction(90,!0,"undo"),g.bindAction(89,!0,"autosize",!0),g.bindAction(88,!0,"cut"),g.bindAction(67,!0,"copy"),g.bindAction(86,!0,"paste"),g.bindAction(71,!0,"group"),g.bindAction(77,!0,"editData"),g.bindAction(71,!0,"grid",!0),g.bindAction(73,!0,"italic"),g.bindAction(76,!0,"lockUnlock"),g.bindAction(76,!0,"layers",!0),g.bindAction(80,!0,"formatPanel",!0), +g.bindAction(85,!0,"underline"),g.bindAction(85,!0,"ungroup",!0),g.bindAction(190,!0,"superscript"),g.bindAction(188,!0,"subscript"),g.bindAction(13,!1,"keyPressEnter"),g.bindKey(113,function(){e.isEnabled()&&e.startEditingAtCell()});mxClient.IS_WIN?g.bindAction(89,!0,"redo"):g.bindAction(90,!0,"redo",!0);return g}; EditorUi.prototype.destroy=function(){var a=this.editor.graph;null!=a&&null!=this.selectionStateListener&&(a.getSelectionModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),a.getModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),a.removeListener(mxEvent.EDITING_STARTED,this.selectionStateListener),a.removeListener(mxEvent.EDITING_STOPPED,this.selectionStateListener),a.getView().removeListener("unitChanged",this.selectionStateListener),this.selectionStateListener=null); null!=this.editor&&(this.editor.destroy(),this.editor=null);null!=this.menubar&&(this.menubar.destroy(),this.menubar=null);null!=this.toolbar&&(this.toolbar.destroy(),this.toolbar=null);null!=this.sidebar&&(this.sidebar.destroy(),this.sidebar=null);null!=this.keyHandler&&(this.keyHandler.destroy(),this.keyHandler=null);null!=this.keydownHandler&&(mxEvent.removeListener(document,"keydown",this.keydownHandler),this.keydownHandler=null);null!=this.keyupHandler&&(mxEvent.removeListener(document,"keyup", this.keyupHandler),this.keyupHandler=null);null!=this.resizeHandler&&(mxEvent.removeListener(window,"resize",this.resizeHandler),this.resizeHandler=null);null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null);null!=this.orientationChangeHandler&&(mxEvent.removeListener(window,"orientationchange",this.orientationChangeHandler),this.orientationChangeHandler=null);null!=this.scrollHandler&&(mxEvent.removeListener(window,"scroll",this.scrollHandler), @@ -2644,14 +2647,14 @@ Sidebar.prototype.searchImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgo "large"!=urlParams["sidebar-entries"]&&(Sidebar.prototype.thumbPadding=5<=document.documentMode?0:1,Sidebar.prototype.thumbBorder=1,Sidebar.prototype.thumbWidth=32,Sidebar.prototype.thumbHeight=30,Sidebar.prototype.minThumbStrokeWidth=1.3,Sidebar.prototype.thumbAntiAlias=!0);Sidebar.prototype.sidebarTitleSize=8;Sidebar.prototype.sidebarTitles=!1;Sidebar.prototype.tooltipTitles=!0;Sidebar.prototype.maxTooltipWidth=400;Sidebar.prototype.maxTooltipHeight=400;Sidebar.prototype.addStencilsToIndex=!0; Sidebar.prototype.defaultImageWidth=80;Sidebar.prototype.defaultImageHeight=80;Sidebar.prototype.tooltipMouseDown=null;Sidebar.prototype.refresh=function(){this.graph.stylesheet.styles=mxUtils.clone(this.editorUi.editor.graph.stylesheet.styles);this.container.innerText="";this.palettes={};this.init()}; Sidebar.prototype.getTooltipOffset=function(a,b){b=b.height+2*this.tooltipBorder;return new mxPoint(this.container.offsetWidth+this.editorUi.splitSize+10+this.editorUi.container.offsetLeft,Math.min(Math.max(document.body.clientHeight||0,document.documentElement.clientHeight)-b-20,Math.max(0,this.editorUi.container.offsetTop+this.container.offsetTop+a.offsetTop-this.container.scrollTop-b/2+16)))}; -Sidebar.prototype.createTooltip=function(a,b,f,e,g,d,k,m,u,n,r){r=null!=r?r:!0;this.tooltipMouseDown=u;null==this.tooltip&&(this.tooltip=document.createElement("div"),this.tooltip.className="geSidebarTooltip",this.tooltip.style.userSelect="none",this.tooltip.style.zIndex=mxPopupMenu.prototype.zIndex-1,document.body.appendChild(this.tooltip),mxEvent.addMouseWheelListener(mxUtils.bind(this,function(x){this.hideTooltip()}),this.tooltip),this.graph2=new Graph(this.tooltip,null,null,this.editorUi.editor.graph.getStylesheet()), +Sidebar.prototype.createTooltip=function(a,b,f,e,g,d,k,n,u,m,r){r=null!=r?r:!0;this.tooltipMouseDown=u;null==this.tooltip&&(this.tooltip=document.createElement("div"),this.tooltip.className="geSidebarTooltip",this.tooltip.style.userSelect="none",this.tooltip.style.zIndex=mxPopupMenu.prototype.zIndex-1,document.body.appendChild(this.tooltip),mxEvent.addMouseWheelListener(mxUtils.bind(this,function(x){this.hideTooltip()}),this.tooltip),this.graph2=new Graph(this.tooltip,null,null,this.editorUi.editor.graph.getStylesheet()), this.graph2.resetViewOnRootChange=!1,this.graph2.foldingEnabled=!1,this.graph2.gridEnabled=!1,this.graph2.autoScroll=!1,this.graph2.setTooltips(!1),this.graph2.setConnectable(!1),this.graph2.setPanning(!1),this.graph2.setEnabled(!1),this.graph2.openLink=mxUtils.bind(this,function(){this.hideTooltip()}),mxEvent.addGestureListeners(this.tooltip,mxUtils.bind(this,function(x){null!=this.tooltipMouseDown&&this.tooltipMouseDown(x);window.setTimeout(mxUtils.bind(this,function(){null!=this.tooltipCloseImage&& "none"!=this.tooltipCloseImage.style.display||this.hideTooltip()}),0)}),null,mxUtils.bind(this,function(x){this.hideTooltip()})),mxClient.IS_SVG||(this.graph2.view.canvas.style.position="relative"),u=document.createElement("img"),u.setAttribute("src",Dialog.prototype.closeImage),u.setAttribute("title",mxResources.get("close")),u.style.position="absolute",u.style.cursor="default",u.style.padding="8px",u.style.right="2px",u.style.top="2px",this.tooltip.appendChild(u),this.tooltipCloseImage=u,mxEvent.addListener(u, -"click",mxUtils.bind(this,function(x){this.hideTooltip();mxEvent.consume(x)})));this.tooltipCloseImage.style.display=n?"":"none";this.graph2.model.clear();this.graph2.view.setTranslate(this.tooltipBorder,this.tooltipBorder);this.graph2.view.scale=!m&&(f>this.maxTooltipWidth||e>this.maxTooltipHeight)?Math.round(100*Math.min(this.maxTooltipWidth/f,this.maxTooltipHeight/e))/100:1;this.tooltip.style.display="block";this.graph2.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject; -b=this.graph2.cloneCells(b);this.editorUi.insertHandler(b,null,this.graph2.model,r?null:this.editorUi.editor.graph.defaultVertexStyle,r?null:this.editorUi.editor.graph.defaultEdgeStyle,r,!0);this.graph2.addCells(b);mxClient.NO_FO=d;r=this.graph2.getGraphBounds();m&&0<f&&0<e&&(r.width>f||r.height>e)?(f=Math.round(100*Math.min(f/r.width,e/r.height))/100,mxClient.NO_FO?(this.graph2.view.setScale(Math.round(100*Math.min(this.maxTooltipWidth/r.width,this.maxTooltipHeight/r.height))/100),r=this.graph2.getGraphBounds()): -(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="scale("+f+")",this.graph2.view.getDrawPane().ownerSVGElement.style.transformOrigin="0 0",r.width*=f,r.height*=f)):mxClient.NO_FO||(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="");f=r.width+2*this.tooltipBorder+4;e=r.height+2*this.tooltipBorder;this.tooltip.style.overflow="visible";this.tooltip.style.width=f+"px";m=f;this.tooltipTitles&&null!=g&&0<g.length?(null==this.tooltipTitle?(this.tooltipTitle=document.createElement("div"), -this.tooltipTitle.style.borderTop="1px solid gray",this.tooltipTitle.style.textAlign="center",this.tooltipTitle.style.width="100%",this.tooltipTitle.style.overflow="hidden",this.tooltipTitle.style.position="absolute",this.tooltipTitle.style.paddingTop="6px",this.tooltipTitle.style.bottom="6px",this.tooltip.appendChild(this.tooltipTitle)):this.tooltipTitle.innerText="",this.tooltipTitle.style.display="",mxUtils.write(this.tooltipTitle,g),m=Math.min(this.maxTooltipWidth,Math.max(f,this.tooltipTitle.scrollWidth+ -4)),g=this.tooltipTitle.offsetHeight+10,e+=g,mxClient.IS_SVG?this.tooltipTitle.style.marginTop=2-g+"px":(e-=6,this.tooltipTitle.style.top=e-g+"px")):null!=this.tooltipTitle&&null!=this.tooltipTitle.parentNode&&(this.tooltipTitle.style.display="none");m>f&&(this.tooltip.style.width=m+"px");this.tooltip.style.height=e+"px";g=-Math.round(r.x-this.tooltipBorder)+(m>f?(m-f)/2:0);f=-Math.round(r.y-this.tooltipBorder);k=null!=k?k:this.getTooltipOffset(a,r);a=k.x;k=k.y;mxClient.IS_SVG?0!=g||0!=f?this.graph2.view.canvas.setAttribute("transform", +"click",mxUtils.bind(this,function(x){this.hideTooltip();mxEvent.consume(x)})));this.tooltipCloseImage.style.display=m?"":"none";this.graph2.model.clear();this.graph2.view.setTranslate(this.tooltipBorder,this.tooltipBorder);this.graph2.view.scale=!n&&(f>this.maxTooltipWidth||e>this.maxTooltipHeight)?Math.round(100*Math.min(this.maxTooltipWidth/f,this.maxTooltipHeight/e))/100:1;this.tooltip.style.display="block";this.graph2.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject; +b=this.graph2.cloneCells(b);this.editorUi.insertHandler(b,null,this.graph2.model,r?null:this.editorUi.editor.graph.defaultVertexStyle,r?null:this.editorUi.editor.graph.defaultEdgeStyle,r,!0);this.graph2.addCells(b);mxClient.NO_FO=d;r=this.graph2.getGraphBounds();n&&0<f&&0<e&&(r.width>f||r.height>e)?(f=Math.round(100*Math.min(f/r.width,e/r.height))/100,mxClient.NO_FO?(this.graph2.view.setScale(Math.round(100*Math.min(this.maxTooltipWidth/r.width,this.maxTooltipHeight/r.height))/100),r=this.graph2.getGraphBounds()): +(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="scale("+f+")",this.graph2.view.getDrawPane().ownerSVGElement.style.transformOrigin="0 0",r.width*=f,r.height*=f)):mxClient.NO_FO||(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="");f=r.width+2*this.tooltipBorder+4;e=r.height+2*this.tooltipBorder;this.tooltip.style.overflow="visible";this.tooltip.style.width=f+"px";n=f;this.tooltipTitles&&null!=g&&0<g.length?(null==this.tooltipTitle?(this.tooltipTitle=document.createElement("div"), +this.tooltipTitle.style.borderTop="1px solid gray",this.tooltipTitle.style.textAlign="center",this.tooltipTitle.style.width="100%",this.tooltipTitle.style.overflow="hidden",this.tooltipTitle.style.position="absolute",this.tooltipTitle.style.paddingTop="6px",this.tooltipTitle.style.bottom="6px",this.tooltip.appendChild(this.tooltipTitle)):this.tooltipTitle.innerText="",this.tooltipTitle.style.display="",mxUtils.write(this.tooltipTitle,g),n=Math.min(this.maxTooltipWidth,Math.max(f,this.tooltipTitle.scrollWidth+ +4)),g=this.tooltipTitle.offsetHeight+10,e+=g,mxClient.IS_SVG?this.tooltipTitle.style.marginTop=2-g+"px":(e-=6,this.tooltipTitle.style.top=e-g+"px")):null!=this.tooltipTitle&&null!=this.tooltipTitle.parentNode&&(this.tooltipTitle.style.display="none");n>f&&(this.tooltip.style.width=n+"px");this.tooltip.style.height=e+"px";g=-Math.round(r.x-this.tooltipBorder)+(n>f?(n-f)/2:0);f=-Math.round(r.y-this.tooltipBorder);k=null!=k?k:this.getTooltipOffset(a,r);a=k.x;k=k.y;mxClient.IS_SVG?0!=g||0!=f?this.graph2.view.canvas.setAttribute("transform", "translate("+g+","+f+")"):this.graph2.view.canvas.removeAttribute("transform"):(this.graph2.view.drawPane.style.left=g+"px",this.graph2.view.drawPane.style.top=f+"px");this.tooltip.style.position="absolute";this.tooltip.style.left=a+"px";this.tooltip.style.top=k+"px";mxUtils.fit(this.tooltip);this.lastCreated=Date.now()}; Sidebar.prototype.showTooltip=function(a,b,f,e,g,d){if(this.enableTooltips&&this.showTooltips&&this.currentElt!=a){null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null);var k=mxUtils.bind(this,function(){this.createTooltip(a,b,f,e,g,d)});null!=this.tooltip&&"none"!=this.tooltip.style.display?k():this.thread=window.setTimeout(k,this.tooltipDelay);this.currentElt=a}}; Sidebar.prototype.hideTooltip=function(){null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null);null!=this.tooltip&&(this.tooltip.style.display="none",this.currentElt=null);this.tooltipMouseDown=null};Sidebar.prototype.addDataEntry=function(a,b,f,e,g){return this.addEntry(a,mxUtils.bind(this,function(){return this.createVertexTemplateFromData(g,b,f,e)}))}; @@ -2659,18 +2662,18 @@ Sidebar.prototype.addEntries=function(a){for(var b=0;b<a.length;b++)mxUtils.bind mxUtils.bind(this,function(){var d=this.editorUi.stringToCells(Graph.decompress(f.xml));return this.createVertexTemplateFromCells(d,f.w,f.h,f.title||"",!0,!1,!0)}))})(a[b])};Sidebar.prototype.setCurrentSearchEntryLibrary=function(a,b){this.currentSearchEntryLibrary=null!=a?{id:a,lib:b}:null}; Sidebar.prototype.addEntry=function(a,b){if(null!=this.taglist&&null!=a&&0<a.length){null!=this.currentSearchEntryLibrary&&(b.parentLibraries=[this.currentSearchEntryLibrary]);a=a.toLowerCase().replace(/[\/,\(\)]/g," ").split(" ");for(var f=[],e={},g=0;g<a.length;g++){null==e[a[g]]&&(e[a[g]]=!0,f.push(a[g]));var d=a[g].replace(/\.*\d*$/,"");d!=a[g]&&null==e[d]&&(e[d]=!0,f.push(d))}for(g=0;g<f.length;g++)this.addEntryForTag(f[g],b)}return b}; Sidebar.prototype.addEntryForTag=function(a,b){if(null!=a&&1<a.length){var f=this.taglist[a];"object"!==typeof f&&(f={entries:[]},this.taglist[a]=f);f.entries.push(b)}}; -Sidebar.prototype.searchEntries=function(a,b,f,e,g){if(null!=this.taglist&&null!=a){var d=a.toLowerCase().split(" ");g=new mxDictionary;var k=(f+1)*b;a=[];for(var m=0,u=0;u<d.length;u++)if(0<d[u].length){var n=this.taglist[d[u]],r=new mxDictionary;if(null!=n){var x=n.entries;a=[];for(var B=0;B<x.length;B++)if(n=x[B],0==m==(null==g.get(n))&&(r.put(n,n),a.push(n),u==d.length-1&&a.length==k)){e(a.slice(f*b,k),k,!0,d);return}}else a=[];g=r;m++}g=a.length;e(a.slice(f*b,(f+1)*b),g,!1,d)}else e([],null, +Sidebar.prototype.searchEntries=function(a,b,f,e,g){if(null!=this.taglist&&null!=a){var d=a.toLowerCase().split(" ");g=new mxDictionary;var k=(f+1)*b;a=[];for(var n=0,u=0;u<d.length;u++)if(0<d[u].length){var m=this.taglist[d[u]],r=new mxDictionary;if(null!=m){var x=m.entries;a=[];for(var B=0;B<x.length;B++)if(m=x[B],0==n==(null==g.get(m))&&(r.put(m,m),a.push(m),u==d.length-1&&a.length==k)){e(a.slice(f*b,k),k,!0,d);return}}else a=[];g=r;n++}g=a.length;e(a.slice(f*b,(f+1)*b),g,!1,d)}else e([],null, null,d)};Sidebar.prototype.filterTags=function(a){if(null!=a){a=a.split(" ");for(var b=[],f={},e=0;e<a.length;e++)null==f[a[e]]&&(f[a[e]]="1",b.push(a[e]));return b.join(" ")}return null};Sidebar.prototype.cloneCell=function(a,b){a=a.clone();null!=b&&(a.value=b);return a};Sidebar.prototype.showPopupMenuForEntry=function(a,b,f){}; Sidebar.prototype.addSearchPalette=function(a){var b=document.createElement("div");b.style.visibility="hidden";this.container.appendChild(b);var f=document.createElement("div");f.className="geSidebar";f.style.boxSizing="border-box";f.style.overflow="hidden";f.style.width="100%";f.style.padding="8px";f.style.paddingTop="14px";f.style.paddingBottom="0px";a||(f.style.display="none");var e=document.createElement("div");e.style.whiteSpace="nowrap";e.style.textOverflow="clip";e.style.paddingBottom="8px"; e.style.cursor="default";var g=document.createElement("input");g.setAttribute("placeholder",mxResources.get("searchShapes"));g.setAttribute("type","text");g.style.fontSize="12px";g.style.overflow="hidden";g.style.boxSizing="border-box";g.style.border="solid 1px #d5d5d5";g.style.borderRadius="4px";g.style.width="100%";g.style.outline="none";g.style.padding="6px";g.style.paddingRight="20px";e.appendChild(g);var d=document.createElement("img");d.setAttribute("src",Sidebar.prototype.searchImage);d.setAttribute("title", -mxResources.get("search"));d.style.position="relative";d.style.left="-18px";d.style.top="1px";d.style.background="url('"+this.editorUi.editor.transparentImage+"')";e.appendChild(d);f.appendChild(e);var k=document.createElement("center"),m=mxUtils.button(mxResources.get("moreResults"),function(){I()});m.style.display="none";m.style.lineHeight="normal";m.style.fontSize="12px";m.style.padding="6px 12px 6px 12px";m.style.marginTop="4px";m.style.marginBottom="8px";k.style.paddingTop="4px";k.style.paddingBottom= -"4px";k.appendChild(m);f.appendChild(k);var u="",n=!1,r=!1,x=0,B={},C=12,F=mxUtils.bind(this,function(){n=!1;this.currentSearch=null;for(var D=f.firstChild;null!=D;){var N=D.nextSibling;D!=e&&D!=k&&D.parentNode.removeChild(D);D=N}});mxEvent.addListener(d,"click",function(){d.getAttribute("src")==Dialog.prototype.closeImage&&(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search")),m.style.display="none",u=g.value="",F());g.focus()});var I=mxUtils.bind(this, -function(){C=4*Math.max(1,Math.floor(this.container.clientWidth/(this.thumbWidth+10)));this.hideTooltip();if(""!=g.value){if(null!=k.parentNode&&(u!=g.value&&(F(),u=g.value,B={},r=!1,x=0),!n&&!r)){m.setAttribute("disabled","true");m.style.display="";m.style.cursor="wait";m.innerHTML=mxResources.get("loading")+"...";n=!0;var D={};this.currentSearch=D;this.searchEntries(u,C,x,mxUtils.bind(this,function(N,S,T,P){if(this.currentSearch==D){N=null!=N?N:[];n=!1;x++;this.insertSearchHint(f,u,C,x,N,S,T,P); -0==N.length&&1==x&&(u="");null!=k.parentNode&&k.parentNode.removeChild(k);for(S=0;S<N.length;S++)mxUtils.bind(this,function(Z){try{var U=Z();null==B[U.innerHTML]?(B[U.innerHTML]=null!=Z.parentLibraries?Z.parentLibraries.slice():[],f.appendChild(U)):null!=Z.parentLibraries&&(B[U.innerHTML]=B[U.innerHTML].concat(Z.parentLibraries));mxEvent.addGestureListeners(U,null,null,mxUtils.bind(this,function(V){var aa=B[U.innerHTML];mxEvent.isPopupTrigger(V)&&this.showPopupMenuForEntry(U,aa,V)}));mxEvent.disableContextMenu(U)}catch(V){}})(N[S]); -T?(m.removeAttribute("disabled"),m.innerHTML=mxResources.get("moreResults")):(m.innerHTML=mxResources.get("reset"),m.style.display="none",r=!0);m.style.cursor="";f.appendChild(k)}}),mxUtils.bind(this,function(){m.style.cursor=""}))}}else F(),u=g.value="",B={},m.style.display="none",r=!1,g.focus()});this.searchShapes=function(D){g.value=D;I()};mxEvent.addListener(g,"keydown",mxUtils.bind(this,function(D){13==D.keyCode&&(I(),mxEvent.consume(D))}));mxEvent.addListener(g,"keyup",mxUtils.bind(this,function(D){""== -g.value?(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search"))):(d.setAttribute("src",Dialog.prototype.closeImage),d.setAttribute("title",mxResources.get("reset")));""==g.value?(r=!0,m.style.display="none"):g.value!=u?(m.style.display="none",r=!1):n||(m.style.display=r?"none":"")}));mxEvent.addListener(g,"mousedown",function(D){D.stopPropagation&&D.stopPropagation();D.cancelBubble=!0});mxEvent.addListener(g,"selectstart",function(D){D.stopPropagation&& -D.stopPropagation();D.cancelBubble=!0});a=document.createElement("div");a.appendChild(f);this.container.appendChild(a);this.palettes.search=[b,a]}; -Sidebar.prototype.insertSearchHint=function(a,b,f,e,g,d,k,m){0==g.length&&1==e&&(f=document.createElement("div"),f.className="geTitle",f.style.cssText="background-color:transparent;border-color:transparent;color:gray;padding:6px 0px 0px 0px !important;margin:4px 8px 4px 8px;text-align:center;cursor:default !important",mxUtils.write(f,mxResources.get("noResultsFor",[b])),a.appendChild(f))}; +mxResources.get("search"));d.style.position="relative";d.style.left="-18px";d.style.top="1px";d.style.background="url('"+this.editorUi.editor.transparentImage+"')";e.appendChild(d);f.appendChild(e);var k=document.createElement("center"),n=mxUtils.button(mxResources.get("moreResults"),function(){J()});n.style.display="none";n.style.lineHeight="normal";n.style.fontSize="12px";n.style.padding="6px 12px 6px 12px";n.style.marginTop="4px";n.style.marginBottom="8px";k.style.paddingTop="4px";k.style.paddingBottom= +"4px";k.appendChild(n);f.appendChild(k);var u="",m=!1,r=!1,x=0,B={},D=12,F=mxUtils.bind(this,function(){m=!1;this.currentSearch=null;for(var C=f.firstChild;null!=C;){var O=C.nextSibling;C!=e&&C!=k&&C.parentNode.removeChild(C);C=O}});mxEvent.addListener(d,"click",function(){d.getAttribute("src")==Dialog.prototype.closeImage&&(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search")),n.style.display="none",u=g.value="",F());g.focus()});var J=mxUtils.bind(this, +function(){D=4*Math.max(1,Math.floor(this.container.clientWidth/(this.thumbWidth+10)));this.hideTooltip();if(""!=g.value){if(null!=k.parentNode&&(u!=g.value&&(F(),u=g.value,B={},r=!1,x=0),!m&&!r)){n.setAttribute("disabled","true");n.style.display="";n.style.cursor="wait";n.innerHTML=mxResources.get("loading")+"...";m=!0;var C={};this.currentSearch=C;this.searchEntries(u,D,x,mxUtils.bind(this,function(O,R,T,Q){if(this.currentSearch==C){O=null!=O?O:[];m=!1;x++;this.insertSearchHint(f,u,D,x,O,R,T,Q); +0==O.length&&1==x&&(u="");null!=k.parentNode&&k.parentNode.removeChild(k);for(R=0;R<O.length;R++)mxUtils.bind(this,function(aa){try{var S=aa();null==B[S.innerHTML]?(B[S.innerHTML]=null!=aa.parentLibraries?aa.parentLibraries.slice():[],f.appendChild(S)):null!=aa.parentLibraries&&(B[S.innerHTML]=B[S.innerHTML].concat(aa.parentLibraries));mxEvent.addGestureListeners(S,null,null,mxUtils.bind(this,function(P){var X=B[S.innerHTML];mxEvent.isPopupTrigger(P)&&this.showPopupMenuForEntry(S,X,P)}));mxEvent.disableContextMenu(S)}catch(P){}})(O[R]); +T?(n.removeAttribute("disabled"),n.innerHTML=mxResources.get("moreResults")):(n.innerHTML=mxResources.get("reset"),n.style.display="none",r=!0);n.style.cursor="";f.appendChild(k)}}),mxUtils.bind(this,function(){n.style.cursor=""}))}}else F(),u=g.value="",B={},n.style.display="none",r=!1,g.focus()});this.searchShapes=function(C){g.value=C;J()};mxEvent.addListener(g,"keydown",mxUtils.bind(this,function(C){13==C.keyCode&&(J(),mxEvent.consume(C))}));mxEvent.addListener(g,"keyup",mxUtils.bind(this,function(C){""== +g.value?(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search"))):(d.setAttribute("src",Dialog.prototype.closeImage),d.setAttribute("title",mxResources.get("reset")));""==g.value?(r=!0,n.style.display="none"):g.value!=u?(n.style.display="none",r=!1):m||(n.style.display=r?"none":"")}));mxEvent.addListener(g,"mousedown",function(C){C.stopPropagation&&C.stopPropagation();C.cancelBubble=!0});mxEvent.addListener(g,"selectstart",function(C){C.stopPropagation&& +C.stopPropagation();C.cancelBubble=!0});a=document.createElement("div");a.appendChild(f);this.container.appendChild(a);this.palettes.search=[b,a]}; +Sidebar.prototype.insertSearchHint=function(a,b,f,e,g,d,k,n){0==g.length&&1==e&&(f=document.createElement("div"),f.className="geTitle",f.style.cssText="background-color:transparent;border-color:transparent;color:gray;padding:6px 0px 0px 0px !important;margin:4px 8px 4px 8px;text-align:center;cursor:default !important",mxUtils.write(f,mxResources.get("noResultsFor",[b])),a.appendChild(f))}; Sidebar.prototype.addGeneralPalette=function(a){this.setCurrentSearchEntryLibrary("general","general");var b=this,f=parseInt(this.editorUi.editor.graph.defaultVertexStyle.fontSize);f=isNaN(f)?"":"fontSize="+Math.min(16,f)+";";var e=new mxCell("List Item",new mxGeometry(0,0,80,30),"text;strokeColor=none;fillColor=none;align=left;verticalAlign=middle;spacingLeft=4;spacingRight=4;overflow=hidden;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;rotatable=0;"+f);e.vertex=!0;f=[this.createVertexTemplateEntry("rounded=0;whiteSpace=wrap;html=1;", 120,60,"","Rectangle",null,null,"rect rectangle box"),this.createVertexTemplateEntry("rounded=1;whiteSpace=wrap;html=1;",120,60,"","Rounded Rectangle",null,null,"rounded rect rectangle box"),this.createVertexTemplateEntry("text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;",60,30,"Text","Text",null,null,"text textbox textarea label"),this.createVertexTemplateEntry("text;html=1;strokeColor=none;fillColor=none;spacing=5;spacingTop=-20;whiteSpace=wrap;overflow=hidden;rounded=0;", 190,120,"<h1>Heading</h1><p>Lorem ipsum dolor sit amet, consectetur adipisicing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua.</p>","Textbox",null,null,"text textbox textarea"),this.createVertexTemplateEntry("ellipse;whiteSpace=wrap;html=1;",120,80,"","Ellipse",null,null,"oval ellipse state"),this.createVertexTemplateEntry("whiteSpace=wrap;html=1;aspect=fixed;",80,80,"","Square",null,null,"square"),this.createVertexTemplateEntry("ellipse;whiteSpace=wrap;html=1;aspect=fixed;", @@ -2759,14 +2762,14 @@ k.geometry.setTerminalPoint(new mxPoint(15,90),!1);k.geometry.relative=!0;k.edge k.geometry.setTerminalPoint(new mxPoint(60,100),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!0);return b.createVertexTemplateFromCells([d,k],120,100,"Activity")}),this.addEntry("uml activity composite state",function(){var d=new mxCell("Composite State",new mxGeometry(0,0,160,60),"swimlane;fontStyle=1;align=center;verticalAlign=middle;childLayout=stackLayout;horizontal=1;startSize=30;horizontalStack=0;resizeParent=0;resizeLast=1;container=0;fontColor=#000000;collapsible=0;rounded=1;arcSize=30;strokeColor=#ff0000;fillColor=#ffffc0;swimlaneFillColor=#ffffc0;dropTarget=0;"); d.vertex=!0;var k=new mxCell("Subtitle",new mxGeometry(0,0,200,26),"text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;spacingLeft=4;spacingRight=4;whiteSpace=wrap;overflow=hidden;rotatable=0;fontColor=#000000;");k.vertex=!0;d.insert(k);k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(80,120),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k, !0);return b.createVertexTemplateFromCells([d,k],160,120,"Composite State")}),this.addEntry("uml activity condition",function(){var d=new mxCell("Condition",new mxGeometry(0,0,80,40),"rhombus;whiteSpace=wrap;html=1;fillColor=#ffffc0;strokeColor=#ff0000;");d.vertex=!0;var k=new mxCell("no",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(180,20),!1);k.geometry.relative= -!0;k.geometry.x=-1;k.edge=!0;d.insertEdge(k,!0);var m=new mxCell("yes",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;verticalAlign=top;endArrow=open;endSize=8;strokeColor=#ff0000;");m.geometry.setTerminalPoint(new mxPoint(40,100),!1);m.geometry.relative=!0;m.geometry.x=-1;m.edge=!0;d.insertEdge(m,!0);return b.createVertexTemplateFromCells([d,k,m],180,100,"Condition")}),this.addEntry("uml activity fork join",function(){var d=new mxCell("",new mxGeometry(0,0,200,10),"shape=line;html=1;strokeWidth=6;strokeColor=#ff0000;"); +!0;k.geometry.x=-1;k.edge=!0;d.insertEdge(k,!0);var n=new mxCell("yes",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;verticalAlign=top;endArrow=open;endSize=8;strokeColor=#ff0000;");n.geometry.setTerminalPoint(new mxPoint(40,100),!1);n.geometry.relative=!0;n.geometry.x=-1;n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d,k,n],180,100,"Condition")}),this.addEntry("uml activity fork join",function(){var d=new mxCell("",new mxGeometry(0,0,200,10),"shape=line;html=1;strokeWidth=6;strokeColor=#ff0000;"); d.vertex=!0;var k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(100,80),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!0);return b.createVertexTemplateFromCells([d,k],200,80,"Fork/Join")}),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=#000000;strokeColor=#ff0000;",30,30,"","End",null,null,"uml activity state end"),this.createVertexTemplateEntry("shape=umlLifeline;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;outlineConnect=0;", 100,300,":Object","Lifeline",null,null,"uml sequence participant lifeline"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlActor;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",20,300,"","Actor Lifeline",null,null,"uml sequence participant lifeline actor"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlBoundary;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", 50,300,"","Boundary Lifeline",null,null,"uml sequence participant lifeline boundary"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlEntity;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",40,300,"","Entity Lifeline",null,null,"uml sequence participant lifeline entity"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlControl;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", 40,300,"","Control Lifeline",null,null,"uml sequence participant lifeline control"),this.createVertexTemplateEntry("shape=umlFrame;whiteSpace=wrap;html=1;",300,200,"frame","Frame",null,null,"uml sequence frame"),this.createVertexTemplateEntry("shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;",30,30,"","Destruction",null,null,"uml sequence destruction destroy"),this.addEntry("uml sequence invoke invocation call activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=oval;endArrow=block;startSize=8;");k.geometry.setTerminalPoint(new mxPoint(-60,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,80,"Found Message")}),this.addEntry("uml sequence invoke call delegation synchronous invocation activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); -d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var m=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");m.geometry.setTerminalPoint(new mxPoint(-70,76),!1);m.geometry.relative=!0;m.edge=!0;d.insertEdge(m,!0);return b.createVertexTemplateFromCells([d, -k,m],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0,0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative= +d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var n=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");n.geometry.setTerminalPoint(new mxPoint(-70,76),!1);n.geometry.relative=!0;n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d, +k,n],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0,0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative= !0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,60,"Self Call")}),this.addEntry("uml sequence invoke call delegation callback activation",function(){return b.createVertexTemplateFromData("xZRNT8MwDIZ/Ta6oaymD47rBTkiTuMAxW6wmIm0q19s6fj1OE3V0Y2iCA4dK8euP2I+riGxedUuUjX52CqzIHkU2R+conKpuDtaKNDFKZAuRpgl/In264J303qSRCDVdk5CGhJ20WwhKEFo62ChoqritxURkReNMTa2X80LkC68AmgoIkEWHpF3pamlXR7WIFwASdBeb7KXY4RIc5+KBQ/ZGkY4RYY5Egyl1zLqLmmyDXQ6Zx4n5EIf+HkB2BmAjrV3LzftPIPw4hgNn1pQ1a2tH5Cp2QK1miG7vNeu4iJe4pdeY2BtvbCQDGlAljMCQxBJotJ8rWCFYSWY3LvUdmZi68rvkkLiU6QnL1m1xAzHoBOdw61WEb88II9AW67/ydQ2wq1Cy1aAGvOrFfPh6997qDA3g+dxzv3nIL6MPU/8T+kMw8+m4QPgdfrEJNo8PSQj/+s58Ag==", 10,60,"Callback")}),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;",10,80,"","Activation",null,null,"uml sequence activation"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=oval;startFill=1;endArrow=block;startSize=8;",60,0,"dispatch","Found Message 1",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=circle;startFill=1;endArrow=open;startSize=6;endSize=8;",80,0,"dispatch", "Found Message 2",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;endArrow=block;",80,0,"dispatch","Message",null,"uml sequence message call invoke dispatch"),this.addEntry("uml sequence return message",function(){var d=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;");d.geometry.setTerminalPoint(new mxPoint(80,0),!0);d.geometry.setTerminalPoint(new mxPoint(0,0),!1);d.geometry.relative= @@ -2779,109 +2782,109 @@ d.geometry.setTerminalPoint(new mxPoint(0,0),!0);d.geometry.setTerminalPoint(new 0,"Use","Dependency",null,"uml dependency use"),this.createEdgeTemplateEntry("endArrow=block;endSize=16;endFill=0;html=1;",160,0,"Extends","Generalization",null,"uml generalization extend"),this.createEdgeTemplateEntry("endArrow=block;startArrow=block;endFill=1;startFill=1;html=1;",160,0,"","Association 2",null,"uml association"),this.createEdgeTemplateEntry("endArrow=open;startArrow=circlePlus;endFill=0;startFill=0;endSize=8;html=1;",160,0,"","Inner Class",null,"uml inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=cross;endFill=0;startFill=0;endSize=8;startSize=10;html=1;", 160,0,"","Terminate",null,"uml terminate"),this.createEdgeTemplateEntry("endArrow=block;dashed=1;endFill=0;endSize=12;html=1;",160,0,"","Implementation",null,"uml realization implementation"),this.createEdgeTemplateEntry("endArrow=diamondThin;endFill=0;endSize=24;html=1;",160,0,"","Aggregation 2",null,"uml aggregation"),this.createEdgeTemplateEntry("endArrow=diamondThin;endFill=1;endSize=24;html=1;",160,0,"","Composition 2",null,"uml composition"),this.createEdgeTemplateEntry("endArrow=open;endFill=1;endSize=12;html=1;", 160,0,"","Association 3",null,"uml association")];this.addPaletteFunctions("uml",mxResources.get("uml"),a||!1,g);this.setCurrentSearchEntryLibrary()};Sidebar.prototype.createTitle=function(a){var b=document.createElement("a");b.setAttribute("title",mxResources.get("sidebarTooltip"));b.className="geTitle";mxUtils.write(b,a);return b}; -Sidebar.prototype.createThumb=function(a,b,f,e,g,d,k){this.graph.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject;this.graph.view.scaleAndTranslate(1,0,0);this.graph.addCells(a);a=this.graph.getGraphBounds();var m=Math.floor(100*Math.min((b-2*this.thumbBorder)/a.width,(f-2*this.thumbBorder)/a.height))/100;this.graph.view.scaleAndTranslate(m,Math.floor((b-a.width*m)/2/m-a.x),Math.floor((f-a.height*m)/2/m-a.y));this.graph.dialect!=mxConstants.DIALECT_SVG|| -mxClient.NO_FO||null==this.graph.view.getCanvas().ownerSVGElement?(m=this.graph.container.cloneNode(!1),m.innerHTML=this.graph.container.innerHTML):m=this.graph.view.getCanvas().ownerSVGElement.cloneNode(!0);this.graph.getModel().clear();mxClient.NO_FO=d;m.style.position="relative";m.style.overflow="hidden";m.style.left=this.thumbBorder+"px";m.style.top=this.thumbBorder+"px";m.style.width=b+"px";m.style.height=f+"px";m.style.visibility="";m.style.minWidth="";m.style.minHeight="";e.appendChild(m); +Sidebar.prototype.createThumb=function(a,b,f,e,g,d,k){this.graph.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject;this.graph.view.scaleAndTranslate(1,0,0);this.graph.addCells(a);a=this.graph.getGraphBounds();var n=Math.floor(100*Math.min((b-2*this.thumbBorder)/a.width,(f-2*this.thumbBorder)/a.height))/100;this.graph.view.scaleAndTranslate(n,Math.floor((b-a.width*n)/2/n-a.x),Math.floor((f-a.height*n)/2/n-a.y));this.graph.dialect!=mxConstants.DIALECT_SVG|| +mxClient.NO_FO||null==this.graph.view.getCanvas().ownerSVGElement?(n=this.graph.container.cloneNode(!1),n.innerHTML=this.graph.container.innerHTML):n=this.graph.view.getCanvas().ownerSVGElement.cloneNode(!0);this.graph.getModel().clear();mxClient.NO_FO=d;n.style.position="relative";n.style.overflow="hidden";n.style.left=this.thumbBorder+"px";n.style.top=this.thumbBorder+"px";n.style.width=b+"px";n.style.height=f+"px";n.style.visibility="";n.style.minWidth="";n.style.minHeight="";e.appendChild(n); this.sidebarTitles&&null!=g&&0!=k&&(e.style.height=this.thumbHeight+0+this.sidebarTitleSize+8+"px",b=document.createElement("div"),b.style.color=Editor.isDarkMode()?"#A0A0A0":"#303030",b.style.fontSize=this.sidebarTitleSize+"px",b.style.textAlign="center",b.style.whiteSpace="nowrap",b.style.overflow="hidden",b.style.textOverflow="ellipsis",mxClient.IS_IE&&(b.style.height=this.sidebarTitleSize+12+"px"),b.style.paddingTop="4px",mxUtils.write(b,g),e.appendChild(b));return a}; Sidebar.prototype.createSection=function(a){return mxUtils.bind(this,function(){var b=document.createElement("div");b.setAttribute("title",a);b.style.textOverflow="ellipsis";b.style.whiteSpace="nowrap";b.style.textAlign="center";b.style.overflow="hidden";b.style.width="100%";b.style.padding="14px 0";mxUtils.write(b,a);return b})}; -Sidebar.prototype.createItem=function(a,b,f,e,g,d,k,m){m=null!=m?m:!0;var u=document.createElement("a");u.className="geItem";u.style.overflow="hidden";var n=2*this.thumbBorder;u.style.width=this.thumbWidth+n+"px";u.style.height=this.thumbHeight+n+"px";u.style.padding=this.thumbPadding+"px";mxEvent.addListener(u,"click",function(x){mxEvent.consume(x)});n=a;a=this.graph.cloneCells(a);this.editorUi.insertHandler(n,null,this.graph.model,this.editorUi.editor.graph.defaultVertexStyle,this.editorUi.editor.graph.defaultEdgeStyle, -!0,!0);this.createThumb(n,this.thumbWidth,this.thumbHeight,u,b,f,e,g,d);var r=new mxRectangle(0,0,g,d);1<a.length||a[0].vertex?(e=this.createDragSource(u,this.createDropHandler(a,!0,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a),e.isGuidesEnabled=mxUtils.bind(this,function(){return this.editorUi.editor.graph.graphHandler.guidesEnabled})):null!=a[0]&&a[0].edge&&(e=this.createDragSource(u,this.createDropHandler(a,!1,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a)); -!mxClient.IS_IOS&&m&&mxEvent.addGestureListeners(u,null,mxUtils.bind(this,function(x){mxEvent.isMouseEvent(x)&&this.showTooltip(u,a,r.width,r.height,b,f)}));return u}; -Sidebar.prototype.updateShapes=function(a,b){var f=this.editorUi.editor.graph,e=f.getCellStyle(a),g=[];f.model.beginUpdate();try{for(var d=f.getModel().getStyle(a),k="shadow dashed dashPattern fontFamily fontSize fontColor align startFill startSize endFill endSize strokeColor strokeWidth fillColor gradientColor html part noEdgeStyle edgeStyle elbow childLayout recursiveResize container collapsible connectable comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "),m= -0;m<b.length;m++){var u=b[m];if(f.getModel().isVertex(u)==f.getModel().isVertex(a)||f.getModel().isEdge(u)==f.getModel().isEdge(a)){var n=f.getCellStyle(b[m],!1);f.getModel().setStyle(u,d);if("1"==mxUtils.getValue(n,"composite","0"))for(var r=f.model.getChildCount(u);0<=r;r--)f.model.remove(f.model.getChildAt(u,r));"umlLifeline"==n[mxConstants.STYLE_SHAPE]&&"umlLifeline"!=e[mxConstants.STYLE_SHAPE]&&(f.setCellStyles(mxConstants.STYLE_SHAPE,"umlLifeline",[u]),f.setCellStyles("participant",e[mxConstants.STYLE_SHAPE], -[u]));for(r=0;r<k.length;r++){var x=n[k[r]];null!=x&&f.setCellStyles(k[r],x,[u])}g.push(u)}}}finally{f.model.endUpdate()}return g}; -Sidebar.prototype.createDropHandler=function(a,b,f,e){f=null!=f?f:!0;return mxUtils.bind(this,function(g,d,k,m,u,n){for(n=n?null:mxEvent.isTouchEvent(d)||mxEvent.isPenEvent(d)?document.elementFromPoint(mxEvent.getClientX(d),mxEvent.getClientY(d)):mxEvent.getSource(d);null!=n&&n!=this.container;)n=n.parentNode;if(null==n&&g.isEnabled()){a=g.getImportableCells(a);if(0<a.length){g.stopEditing();n=null==k||mxEvent.isAltDown(d)?!1:g.isValidDropTarget(k,a,d);var r=null;null==k||n||(k=null);if(!g.isCellLocked(k|| -g.getDefaultParent())){g.model.beginUpdate();try{m=Math.round(m);u=Math.round(u);if(b&&g.isSplitTarget(k,a,d)){var x=g.view.scale,B=g.view.translate,C=(m+B.x)*x,F=(u+B.y)*x,I=g.cloneCells(a);g.splitEdge(k,I,null,m-e.width/2,u-e.height/2,C,F);r=I}else 0<a.length&&(r=g.importCells(a,m,u,k));if(null!=g.layoutManager){var D=g.layoutManager.getLayout(k);if(null!=D)for(x=g.view.scale,B=g.view.translate,C=(m+B.x)*x,F=(u+B.y)*x,k=0;k<r.length;k++)D.moveCell(r[k],C,F)}!f||null!=d&&mxEvent.isShiftDown(d)|| -g.fireEvent(new mxEventObject("cellsInserted","cells",r))}catch(N){this.editorUi.handleError(N)}finally{g.model.endUpdate()}null!=r&&0<r.length&&(g.scrollCellToVisible(r[0]),g.setSelectionCells(r));g.editAfterInsert&&null!=d&&mxEvent.isMouseEvent(d)&&null!=r&&1==r.length&&window.setTimeout(function(){g.startEditing(r[0])},0)}}mxEvent.consume(d)}})}; +Sidebar.prototype.createItem=function(a,b,f,e,g,d,k,n){n=null!=n?n:!0;var u=document.createElement("a");u.className="geItem";u.style.overflow="hidden";var m=2*this.thumbBorder;u.style.width=this.thumbWidth+m+"px";u.style.height=this.thumbHeight+m+"px";u.style.padding=this.thumbPadding+"px";mxEvent.addListener(u,"click",function(x){mxEvent.consume(x)});m=a;a=this.graph.cloneCells(a);this.editorUi.insertHandler(m,null,this.graph.model,this.editorUi.editor.graph.defaultVertexStyle,this.editorUi.editor.graph.defaultEdgeStyle, +!0,!0);this.createThumb(m,this.thumbWidth,this.thumbHeight,u,b,f,e,g,d);var r=new mxRectangle(0,0,g,d);1<a.length||a[0].vertex?(e=this.createDragSource(u,this.createDropHandler(a,!0,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a),e.isGuidesEnabled=mxUtils.bind(this,function(){return this.editorUi.editor.graph.graphHandler.guidesEnabled})):null!=a[0]&&a[0].edge&&(e=this.createDragSource(u,this.createDropHandler(a,!1,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a)); +!mxClient.IS_IOS&&n&&mxEvent.addGestureListeners(u,null,mxUtils.bind(this,function(x){mxEvent.isMouseEvent(x)&&this.showTooltip(u,a,r.width,r.height,b,f)}));return u}; +Sidebar.prototype.updateShapes=function(a,b){var f=this.editorUi.editor.graph,e=f.getCellStyle(a),g=[];f.model.beginUpdate();try{for(var d=f.getModel().getStyle(a),k="shadow dashed dashPattern fontFamily fontSize fontColor align startFill startSize endFill endSize strokeColor strokeWidth fillColor gradientColor html part noEdgeStyle edgeStyle elbow childLayout recursiveResize container collapsible connectable comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "),n= +0;n<b.length;n++){var u=b[n];if(f.getModel().isVertex(u)==f.getModel().isVertex(a)||f.getModel().isEdge(u)==f.getModel().isEdge(a)){var m=f.getCellStyle(b[n],!1);f.getModel().setStyle(u,d);if("1"==mxUtils.getValue(m,"composite","0"))for(var r=f.model.getChildCount(u);0<=r;r--)f.model.remove(f.model.getChildAt(u,r));"umlLifeline"==m[mxConstants.STYLE_SHAPE]&&"umlLifeline"!=e[mxConstants.STYLE_SHAPE]&&(f.setCellStyles(mxConstants.STYLE_SHAPE,"umlLifeline",[u]),f.setCellStyles("participant",e[mxConstants.STYLE_SHAPE], +[u]));for(r=0;r<k.length;r++){var x=m[k[r]];null!=x&&f.setCellStyles(k[r],x,[u])}g.push(u)}}}finally{f.model.endUpdate()}return g}; +Sidebar.prototype.createDropHandler=function(a,b,f,e){f=null!=f?f:!0;return mxUtils.bind(this,function(g,d,k,n,u,m){for(m=m?null:mxEvent.isTouchEvent(d)||mxEvent.isPenEvent(d)?document.elementFromPoint(mxEvent.getClientX(d),mxEvent.getClientY(d)):mxEvent.getSource(d);null!=m&&m!=this.container;)m=m.parentNode;if(null==m&&g.isEnabled()){a=g.getImportableCells(a);if(0<a.length){g.stopEditing();m=null==k||mxEvent.isAltDown(d)?!1:g.isValidDropTarget(k,a,d);var r=null;null==k||m||(k=null);if(!g.isCellLocked(k|| +g.getDefaultParent())){g.model.beginUpdate();try{n=Math.round(n);u=Math.round(u);if(b&&g.isSplitTarget(k,a,d)){var x=g.view.scale,B=g.view.translate,D=(n+B.x)*x,F=(u+B.y)*x,J=g.cloneCells(a);g.splitEdge(k,J,null,n-e.width/2,u-e.height/2,D,F);r=J}else 0<a.length&&(r=g.importCells(a,n,u,k));if(null!=g.layoutManager){var C=g.layoutManager.getLayout(k);if(null!=C)for(x=g.view.scale,B=g.view.translate,D=(n+B.x)*x,F=(u+B.y)*x,k=0;k<r.length;k++)C.moveCell(r[k],D,F)}!f||null!=d&&mxEvent.isShiftDown(d)|| +g.fireEvent(new mxEventObject("cellsInserted","cells",r))}catch(O){this.editorUi.handleError(O)}finally{g.model.endUpdate()}null!=r&&0<r.length&&(g.scrollCellToVisible(r[0]),g.setSelectionCells(r));g.editAfterInsert&&null!=d&&mxEvent.isMouseEvent(d)&&null!=r&&1==r.length&&window.setTimeout(function(){g.startEditing(r[0])},0)}}mxEvent.consume(d)}})}; Sidebar.prototype.createDragPreview=function(a,b){var f=document.createElement("div");f.className="geDragPreview";f.style.width=a+"px";f.style.height=b+"px";return f}; -Sidebar.prototype.dropAndConnect=function(a,b,f,e,g){var d=this.getDropAndConnectGeometry(a,b[e],f,b),k=[];if(null!=d){var m=this.editorUi.editor.graph,u=null;m.model.beginUpdate();try{var n=m.getCellGeometry(a),r=m.getCellGeometry(b[e]),x=m.model.getParent(a),B=!0;if(null!=m.layoutManager){var C=m.layoutManager.getLayout(x);null!=C&&C.constructor==mxStackLayout&&(B=!1)}k=m.model.isEdge(a)?null:m.view.getState(x);var F=C=0;if(null!=k){var I=k.origin;C=I.x;F=I.y;var D=d.getTerminalPoint(!1);null!= -D&&(D.x+=I.x,D.y+=I.y)}var N=!m.isTableRow(a)&&!m.isTableCell(a)&&(m.model.isEdge(a)||null!=n&&!n.relative&&B),S=m.getCellAt((d.x+C+m.view.translate.x)*m.view.scale,(d.y+F+m.view.translate.y)*m.view.scale,null,null,null,function(Z,U,V){return!m.isContainer(Z.cell)});if(null!=S&&S!=x)k=m.view.getState(S),null!=k&&(I=k.origin,x=S,N=!0,m.model.isEdge(a)||(d.x-=I.x-C,d.y-=I.y-F));else if(!B||m.isTableRow(a)||m.isTableCell(a))d.x+=C,d.y+=F;C=r.x;F=r.y;m.model.isEdge(b[e])&&(F=C=0);k=b=m.importCells(b, -d.x-(N?C:0),d.y-(N?F:0),N?x:null);if(m.model.isEdge(a))m.model.setTerminal(a,b[e],f==mxConstants.DIRECTION_NORTH);else if(m.model.isEdge(b[e])){m.model.setTerminal(b[e],a,!0);var T=m.getCellGeometry(b[e]);T.points=null;if(null!=T.getTerminalPoint(!1))T.setTerminalPoint(d.getTerminalPoint(!1),!1);else if(N&&m.model.isVertex(x)){var P=m.view.getState(x);I=P.cell!=m.view.currentRoot?P.origin:new mxPoint(0,0);m.cellsMoved(b,I.x,I.y,null,null,!0)}}else r=m.getCellGeometry(b[e]),C=d.x-Math.round(r.x),F= -d.y-Math.round(r.y),d.x=Math.round(r.x),d.y=Math.round(r.y),m.model.setGeometry(b[e],d),m.cellsMoved(b,C,F,null,null,!0),k=b.slice(),u=1==k.length?k[0]:null,b.push(m.insertEdge(null,null,"",a,b[e],m.createCurrentEdgeStyle()));null!=g&&mxEvent.isShiftDown(g)||m.fireEvent(new mxEventObject("cellsInserted","cells",b))}catch(Z){this.editorUi.handleError(Z)}finally{m.model.endUpdate()}m.editAfterInsert&&null!=g&&mxEvent.isMouseEvent(g)&&null!=u&&window.setTimeout(function(){m.startEditing(u)},0)}return k}; -Sidebar.prototype.getDropAndConnectGeometry=function(a,b,f,e){var g=this.editorUi.editor.graph,d=g.view,k=1<e.length,m=g.getCellGeometry(a);e=g.getCellGeometry(b);null!=m&&null!=e&&(e=e.clone(),g.model.isEdge(a)?(a=g.view.getState(a),m=a.absolutePoints,b=m[0],g=m[m.length-1],f==mxConstants.DIRECTION_NORTH?(e.x=b.x/d.scale-d.translate.x-e.width/2,e.y=b.y/d.scale-d.translate.y-e.height/2):(e.x=g.x/d.scale-d.translate.x-e.width/2,e.y=g.y/d.scale-d.translate.y-e.height/2)):(m.relative&&(a=g.view.getState(a), -m=m.clone(),m.x=(a.x-d.translate.x)/d.scale,m.y=(a.y-d.translate.y)/d.scale),d=g.defaultEdgeLength,g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=e.getTerminalPoint(!1)?(b=e.getTerminalPoint(!0),g=e.getTerminalPoint(!1),d=g.x-b.x,b=g.y-b.y,d=Math.sqrt(d*d+b*b),e.x=m.getCenterX(),e.y=m.getCenterY(),e.width=1,e.height=1,f==mxConstants.DIRECTION_NORTH?(e.height=d,e.y=m.y-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1)):f==mxConstants.DIRECTION_EAST?(e.width=d,e.x=m.x+m.width,e.setTerminalPoint(new mxPoint(e.x+ -e.width,e.y),!1)):f==mxConstants.DIRECTION_SOUTH?(e.height=d,e.y=m.y+m.height,e.setTerminalPoint(new mxPoint(e.x,e.y+e.height),!1)):f==mxConstants.DIRECTION_WEST&&(e.width=d,e.x=m.x-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1))):(!k&&45<e.width&&45<e.height&&45<m.width&&45<m.height&&(e.width*=m.height/e.height,e.height=m.height),e.x=m.x+m.width/2-e.width/2,e.y=m.y+m.height/2-e.height/2,f==mxConstants.DIRECTION_NORTH?e.y=e.y-m.height/2-e.height/2-d:f==mxConstants.DIRECTION_EAST?e.x=e.x+m.width/2+ -e.width/2+d:f==mxConstants.DIRECTION_SOUTH?e.y=e.y+m.height/2+e.height/2+d:f==mxConstants.DIRECTION_WEST&&(e.x=e.x-m.width/2-e.width/2-d),g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=b.getTerminal(!1)&&(m=g.getCellGeometry(b.getTerminal(!1)),null!=m&&(f==mxConstants.DIRECTION_NORTH?(e.x-=m.getCenterX(),e.y-=m.getCenterY()+m.height/2):f==mxConstants.DIRECTION_EAST?(e.x-=m.getCenterX()-m.width/2,e.y-=m.getCenterY()):f==mxConstants.DIRECTION_SOUTH?(e.x-=m.getCenterX(),e.y-=m.getCenterY()-m.height/ -2):f==mxConstants.DIRECTION_WEST&&(e.x-=m.getCenterX()+m.width/2,e.y-=m.getCenterY()))))));return e};Sidebar.prototype.isDropStyleEnabled=function(a,b){var f=!0;null!=b&&1==a.length&&(a=this.graph.getCellStyle(a[b]),null!=a&&(f=mxUtils.getValue(a,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(a,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE));return f}; +Sidebar.prototype.dropAndConnect=function(a,b,f,e,g){var d=this.getDropAndConnectGeometry(a,b[e],f,b),k=[];if(null!=d){var n=this.editorUi.editor.graph,u=null;n.model.beginUpdate();try{var m=n.getCellGeometry(a),r=n.getCellGeometry(b[e]),x=n.model.getParent(a),B=!0;if(null!=n.layoutManager){var D=n.layoutManager.getLayout(x);null!=D&&D.constructor==mxStackLayout&&(B=!1)}k=n.model.isEdge(a)?null:n.view.getState(x);var F=D=0;if(null!=k){var J=k.origin;D=J.x;F=J.y;var C=d.getTerminalPoint(!1);null!= +C&&(C.x+=J.x,C.y+=J.y)}var O=!n.isTableRow(a)&&!n.isTableCell(a)&&(n.model.isEdge(a)||null!=m&&!m.relative&&B),R=n.getCellAt((d.x+D+n.view.translate.x)*n.view.scale,(d.y+F+n.view.translate.y)*n.view.scale,null,null,null,function(aa,S,P){return!n.isContainer(aa.cell)});if(null!=R&&R!=x)k=n.view.getState(R),null!=k&&(J=k.origin,x=R,O=!0,n.model.isEdge(a)||(d.x-=J.x-D,d.y-=J.y-F));else if(!B||n.isTableRow(a)||n.isTableCell(a))d.x+=D,d.y+=F;D=r.x;F=r.y;n.model.isEdge(b[e])&&(F=D=0);k=b=n.importCells(b, +d.x-(O?D:0),d.y-(O?F:0),O?x:null);if(n.model.isEdge(a))n.model.setTerminal(a,b[e],f==mxConstants.DIRECTION_NORTH);else if(n.model.isEdge(b[e])){n.model.setTerminal(b[e],a,!0);var T=n.getCellGeometry(b[e]);T.points=null;if(null!=T.getTerminalPoint(!1))T.setTerminalPoint(d.getTerminalPoint(!1),!1);else if(O&&n.model.isVertex(x)){var Q=n.view.getState(x);J=Q.cell!=n.view.currentRoot?Q.origin:new mxPoint(0,0);n.cellsMoved(b,J.x,J.y,null,null,!0)}}else r=n.getCellGeometry(b[e]),D=d.x-Math.round(r.x),F= +d.y-Math.round(r.y),d.x=Math.round(r.x),d.y=Math.round(r.y),n.model.setGeometry(b[e],d),n.cellsMoved(b,D,F,null,null,!0),k=b.slice(),u=1==k.length?k[0]:null,b.push(n.insertEdge(null,null,"",a,b[e],n.createCurrentEdgeStyle()));null!=g&&mxEvent.isShiftDown(g)||n.fireEvent(new mxEventObject("cellsInserted","cells",b))}catch(aa){this.editorUi.handleError(aa)}finally{n.model.endUpdate()}n.editAfterInsert&&null!=g&&mxEvent.isMouseEvent(g)&&null!=u&&window.setTimeout(function(){n.startEditing(u)},0)}return k}; +Sidebar.prototype.getDropAndConnectGeometry=function(a,b,f,e){var g=this.editorUi.editor.graph,d=g.view,k=1<e.length,n=g.getCellGeometry(a);e=g.getCellGeometry(b);null!=n&&null!=e&&(e=e.clone(),g.model.isEdge(a)?(a=g.view.getState(a),n=a.absolutePoints,b=n[0],g=n[n.length-1],f==mxConstants.DIRECTION_NORTH?(e.x=b.x/d.scale-d.translate.x-e.width/2,e.y=b.y/d.scale-d.translate.y-e.height/2):(e.x=g.x/d.scale-d.translate.x-e.width/2,e.y=g.y/d.scale-d.translate.y-e.height/2)):(n.relative&&(a=g.view.getState(a), +n=n.clone(),n.x=(a.x-d.translate.x)/d.scale,n.y=(a.y-d.translate.y)/d.scale),d=g.defaultEdgeLength,g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=e.getTerminalPoint(!1)?(b=e.getTerminalPoint(!0),g=e.getTerminalPoint(!1),d=g.x-b.x,b=g.y-b.y,d=Math.sqrt(d*d+b*b),e.x=n.getCenterX(),e.y=n.getCenterY(),e.width=1,e.height=1,f==mxConstants.DIRECTION_NORTH?(e.height=d,e.y=n.y-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1)):f==mxConstants.DIRECTION_EAST?(e.width=d,e.x=n.x+n.width,e.setTerminalPoint(new mxPoint(e.x+ +e.width,e.y),!1)):f==mxConstants.DIRECTION_SOUTH?(e.height=d,e.y=n.y+n.height,e.setTerminalPoint(new mxPoint(e.x,e.y+e.height),!1)):f==mxConstants.DIRECTION_WEST&&(e.width=d,e.x=n.x-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1))):(!k&&45<e.width&&45<e.height&&45<n.width&&45<n.height&&(e.width*=n.height/e.height,e.height=n.height),e.x=n.x+n.width/2-e.width/2,e.y=n.y+n.height/2-e.height/2,f==mxConstants.DIRECTION_NORTH?e.y=e.y-n.height/2-e.height/2-d:f==mxConstants.DIRECTION_EAST?e.x=e.x+n.width/2+ +e.width/2+d:f==mxConstants.DIRECTION_SOUTH?e.y=e.y+n.height/2+e.height/2+d:f==mxConstants.DIRECTION_WEST&&(e.x=e.x-n.width/2-e.width/2-d),g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=b.getTerminal(!1)&&(n=g.getCellGeometry(b.getTerminal(!1)),null!=n&&(f==mxConstants.DIRECTION_NORTH?(e.x-=n.getCenterX(),e.y-=n.getCenterY()+n.height/2):f==mxConstants.DIRECTION_EAST?(e.x-=n.getCenterX()-n.width/2,e.y-=n.getCenterY()):f==mxConstants.DIRECTION_SOUTH?(e.x-=n.getCenterX(),e.y-=n.getCenterY()-n.height/ +2):f==mxConstants.DIRECTION_WEST&&(e.x-=n.getCenterX()+n.width/2,e.y-=n.getCenterY()))))));return e};Sidebar.prototype.isDropStyleEnabled=function(a,b){var f=!0;null!=b&&1==a.length&&(a=this.graph.getCellStyle(a[b]),null!=a&&(f=mxUtils.getValue(a,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(a,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE));return f}; Sidebar.prototype.isDropStyleTargetIgnored=function(a){return this.graph.isSwimlane(a.cell)||this.graph.isTableCell(a.cell)||this.graph.isTableRow(a.cell)||this.graph.isTable(a.cell)}; -Sidebar.prototype.createDragSource=function(a,b,f,e,g){function d(ca,oa){var ta=mxUtils.createImage(ca.src);ta.style.width=ca.width+"px";ta.style.height=ca.height+"px";null!=oa&&ta.setAttribute("title",oa);mxUtils.setOpacity(ta,ca==this.refreshTarget?30:20);ta.style.position="absolute";ta.style.cursor="crosshair";return ta}function k(ca,oa,ta,Ka){null!=Ka.parentNode&&(mxUtils.contains(ta,ca,oa)?(mxUtils.setOpacity(Ka,100),R=Ka):mxUtils.setOpacity(Ka,Ka==aa?30:20));return ta}for(var m=this.editorUi, -u=m.editor.graph,n=null,r=null,x=this,B=0;B<e.length&&(null==r&&u.model.isVertex(e[B])?r=B:null==n&&u.model.isEdge(e[B])&&null==u.model.getTerminal(e[B],!0)&&(n=B),null==r||null==n);B++);var C=this.isDropStyleEnabled(e,r),F=mxUtils.makeDraggable(a,u,mxUtils.bind(this,function(ca,oa,ta,Ka,Ha){null!=this.updateThread&&window.clearTimeout(this.updateThread);if(null!=e&&null!=S&&R==aa){var va=ca.isCellSelected(S.cell)?ca.getSelectionCells():[S.cell];va=this.updateShapes(ca.model.isEdge(S.cell)?e[0]:e[r], -va);ca.setSelectionCells(va)}else null!=e&&null!=R&&null!=D&&R!=aa?(va=ca.model.isEdge(D.cell)||null==n?r:n,ca.setSelectionCells(this.dropAndConnect(D.cell,e,O,va,oa))):b.apply(this,arguments);null!=this.editorUi.hoverIcons&&this.editorUi.hoverIcons.update(ca.view.getState(ca.getSelectionCell()))}),f,0,0,u.autoscroll,!0,!0);u.addListener(mxEvent.ESCAPE,function(ca,oa){F.isActive()&&F.reset()});var I=F.mouseDown;F.mouseDown=function(ca){mxEvent.isPopupTrigger(ca)||mxEvent.isMultiTouchEvent(ca)||u.isCellLocked(u.getDefaultParent())|| -(u.stopEditing(),I.apply(this,arguments))};var D=null,N=null,S=null,T=!1,P=d(this.triangleUp,mxResources.get("connect")),Z=d(this.triangleRight,mxResources.get("connect")),U=d(this.triangleDown,mxResources.get("connect")),V=d(this.triangleLeft,mxResources.get("connect")),aa=d(this.refreshTarget,mxResources.get("replace")),ia=null,ea=d(this.roundDrop),qa=d(this.roundDrop),O=mxConstants.DIRECTION_NORTH,R=null,G=F.createPreviewElement;F.createPreviewElement=function(ca){var oa=G.apply(this,arguments); -mxClient.IS_SVG&&(oa.style.pointerEvents="none");this.previewElementWidth=oa.style.width;this.previewElementHeight=oa.style.height;return oa};var K=F.dragEnter;F.dragEnter=function(ca,oa){null!=m.hoverIcons&&m.hoverIcons.setDisplay("none");K.apply(this,arguments)};var Q=F.dragExit;F.dragExit=function(ca,oa){null!=m.hoverIcons&&m.hoverIcons.setDisplay("");Q.apply(this,arguments)};F.dragOver=function(ca,oa){mxDragSource.prototype.dragOver.apply(this,arguments);null!=this.currentGuide&&null!=R&&this.currentGuide.hide(); -if(null!=this.previewElement){var ta=ca.view;if(null!=S&&R==aa)this.previewElement.style.display=ca.model.isEdge(S.cell)?"none":"",this.previewElement.style.left=S.x+"px",this.previewElement.style.top=S.y+"px",this.previewElement.style.width=S.width+"px",this.previewElement.style.height=S.height+"px";else if(null!=D&&null!=R){null!=F.currentHighlight&&null!=F.currentHighlight.state&&F.currentHighlight.hide();var Ka=ca.model.isEdge(D.cell)||null==n?r:n,Ha=x.getDropAndConnectGeometry(D.cell,e[Ka],O, -e),va=ca.model.isEdge(D.cell)?null:ca.getCellGeometry(D.cell),Ca=ca.getCellGeometry(e[Ka]),sa=ca.model.getParent(D.cell),Da=ta.translate.x*ta.scale,Ua=ta.translate.y*ta.scale;null!=va&&!va.relative&&ca.model.isVertex(sa)&&sa!=ta.currentRoot&&(Ua=ta.getState(sa),Da=Ua.x,Ua=Ua.y);va=Ca.x;Ca=Ca.y;ca.model.isEdge(e[Ka])&&(Ca=va=0);this.previewElement.style.left=(Ha.x-va)*ta.scale+Da+"px";this.previewElement.style.top=(Ha.y-Ca)*ta.scale+Ua+"px";1==e.length&&(this.previewElement.style.width=Ha.width*ta.scale+ -"px",this.previewElement.style.height=Ha.height*ta.scale+"px");this.previewElement.style.display=""}else null!=F.currentHighlight.state&&ca.model.isEdge(F.currentHighlight.state.cell)?(this.previewElement.style.left=Math.round(parseInt(this.previewElement.style.left)-g.width*ta.scale/2)+"px",this.previewElement.style.top=Math.round(parseInt(this.previewElement.style.top)-g.height*ta.scale/2)+"px"):(this.previewElement.style.width=this.previewElementWidth,this.previewElement.style.height=this.previewElementHeight, -this.previewElement.style.display="")}};var ba=(new Date).getTime(),la=0,ra=null,X=this.editorUi.editor.graph.getCellStyle(e[0]);F.getDropTarget=mxUtils.bind(this,function(ca,oa,ta,Ka){var Ha=mxEvent.isAltDown(Ka)||null==e?null:ca.getCellAt(oa,ta,null,null,null,function(Ua,db,Ta){return ca.isContainer(Ua.cell)});if(null!=Ha&&!this.graph.isCellConnectable(Ha)&&!this.graph.model.isEdge(Ha)){var va=this.graph.getModel().getParent(Ha);this.graph.getModel().isVertex(va)&&this.graph.isCellConnectable(va)&& -(Ha=va)}ca.isCellLocked(Ha)&&(Ha=null);var Ca=ca.view.getState(Ha);va=R=null;ra!=Ca?(ba=(new Date).getTime(),la=0,ra=Ca,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=Ca&&(this.updateThread=window.setTimeout(function(){null==R&&(ra=Ca,F.getDropTarget(ca,oa,ta,Ka))},this.dropTargetDelay+10))):la=(new Date).getTime()-ba;if(C&&2500>la&&null!=Ca&&!mxEvent.isShiftDown(Ka)&&(mxUtils.getValue(Ca.style,mxConstants.STYLE_SHAPE)!=mxUtils.getValue(X,mxConstants.STYLE_SHAPE)&&(mxUtils.getValue(Ca.style, -mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_GRADIENTCOLOR,mxConstants.NONE)!=mxConstants.NONE)||"image"==mxUtils.getValue(X,mxConstants.STYLE_SHAPE)||1500<la||ca.model.isEdge(Ca.cell))&&la>this.dropTargetDelay&&!this.isDropStyleTargetIgnored(Ca)&&(ca.model.isVertex(Ca.cell)&&null!=r||ca.model.isEdge(Ca.cell)&&ca.model.isEdge(e[0]))){if(ca.isCellEditable(Ca.cell)){S= -Ca;var sa=ca.model.isEdge(Ca.cell)?ca.view.getPoint(Ca):new mxPoint(Ca.getCenterX(),Ca.getCenterY());sa=new mxRectangle(sa.x-this.refreshTarget.width/2,sa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height);aa.style.left=Math.floor(sa.x)+"px";aa.style.top=Math.floor(sa.y)+"px";null==ia&&(ca.container.appendChild(aa),ia=aa.parentNode);k(oa,ta,sa,aa)}}else null==S||!mxUtils.contains(S,oa,ta)||1500<la&&!mxEvent.isShiftDown(Ka)?(S=null,null!=ia&&(aa.parentNode.removeChild(aa), -ia=null)):null!=S&&null!=ia&&(sa=ca.model.isEdge(S.cell)?ca.view.getPoint(S):new mxPoint(S.getCenterX(),S.getCenterY()),sa=new mxRectangle(sa.x-this.refreshTarget.width/2,sa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height),k(oa,ta,sa,aa));if(T&&null!=D&&!mxEvent.isAltDown(Ka)&&null==R){va=mxRectangle.fromRectangle(D);if(ca.model.isEdge(D.cell)){var Da=D.absolutePoints;null!=ea.parentNode&&(sa=Da[0],va.add(k(oa,ta,new mxRectangle(sa.x-this.roundDrop.width/2,sa.y-this.roundDrop.height/ -2,this.roundDrop.width,this.roundDrop.height),ea)));null!=qa.parentNode&&(Da=Da[Da.length-1],va.add(k(oa,ta,new mxRectangle(Da.x-this.roundDrop.width/2,Da.y-this.roundDrop.height/2,this.roundDrop.width,this.roundDrop.height),qa)))}else sa=mxRectangle.fromRectangle(D),null!=D.shape&&null!=D.shape.boundingBox&&(sa=mxRectangle.fromRectangle(D.shape.boundingBox)),sa.grow(this.graph.tolerance),sa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(D.cell),null!=Da&&(sa.x-= -Da.horizontalOffset/2,sa.y-=Da.verticalOffset/2,sa.width+=Da.horizontalOffset,sa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!=Da.rotationShape.boundingBox&&sa.add(Da.rotationShape.boundingBox)),va.add(k(oa,ta,new mxRectangle(D.getCenterX()-this.triangleUp.width/2,sa.y-this.triangleUp.height,this.triangleUp.width,this.triangleUp.height),P)),va.add(k(oa,ta,new mxRectangle(sa.x+ -sa.width,D.getCenterY()-this.triangleRight.height/2,this.triangleRight.width,this.triangleRight.height),Z)),va.add(k(oa,ta,new mxRectangle(D.getCenterX()-this.triangleDown.width/2,sa.y+sa.height,this.triangleDown.width,this.triangleDown.height),U)),va.add(k(oa,ta,new mxRectangle(sa.x-this.triangleLeft.width,D.getCenterY()-this.triangleLeft.height/2,this.triangleLeft.width,this.triangleLeft.height),V));null!=va&&va.grow(10)}O=mxConstants.DIRECTION_NORTH;R==Z?O=mxConstants.DIRECTION_EAST:R==U||R==qa? -O=mxConstants.DIRECTION_SOUTH:R==V&&(O=mxConstants.DIRECTION_WEST);null!=S&&R==aa&&(Ca=S);sa=(null==r||ca.isCellConnectable(e[r]))&&(ca.model.isEdge(Ha)&&null!=r||ca.model.isVertex(Ha)&&ca.isCellConnectable(Ha));if(null!=D&&5E3<=la||D!=Ca&&(null==va||!mxUtils.contains(va,oa,ta)||500<la&&null==R&&sa))if(T=!1,D=5E3>la&&la>this.dropTargetDelay||ca.model.isEdge(Ha)?Ca:null,null!=D&&sa){va=[ea,qa,P,Z,U,V];for(sa=0;sa<va.length;sa++)null!=va[sa].parentNode&&va[sa].parentNode.removeChild(va[sa]);ca.model.isEdge(Ha)? -(Da=Ca.absolutePoints,null!=Da&&(sa=Da[0],Da=Da[Da.length-1],va=ca.tolerance,new mxRectangle(oa-va,ta-va,2*va,2*va),ea.style.left=Math.floor(sa.x-this.roundDrop.width/2)+"px",ea.style.top=Math.floor(sa.y-this.roundDrop.height/2)+"px",qa.style.left=Math.floor(Da.x-this.roundDrop.width/2)+"px",qa.style.top=Math.floor(Da.y-this.roundDrop.height/2)+"px",null==ca.model.getTerminal(Ha,!0)&&ca.container.appendChild(ea),null==ca.model.getTerminal(Ha,!1)&&ca.container.appendChild(qa))):(sa=mxRectangle.fromRectangle(Ca), -null!=Ca.shape&&null!=Ca.shape.boundingBox&&(sa=mxRectangle.fromRectangle(Ca.shape.boundingBox)),sa.grow(this.graph.tolerance),sa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(Ca.cell),null!=Da&&(sa.x-=Da.horizontalOffset/2,sa.y-=Da.verticalOffset/2,sa.width+=Da.horizontalOffset,sa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!= -Da.rotationShape.boundingBox&&sa.add(Da.rotationShape.boundingBox)),P.style.left=Math.floor(Ca.getCenterX()-this.triangleUp.width/2)+"px",P.style.top=Math.floor(sa.y-this.triangleUp.height)+"px",Z.style.left=Math.floor(sa.x+sa.width)+"px",Z.style.top=Math.floor(Ca.getCenterY()-this.triangleRight.height/2)+"px",U.style.left=P.style.left,U.style.top=Math.floor(sa.y+sa.height)+"px",V.style.left=Math.floor(sa.x-this.triangleLeft.width)+"px",V.style.top=Z.style.top,"eastwest"!=Ca.style.portConstraint&& -(ca.container.appendChild(P),ca.container.appendChild(U)),ca.container.appendChild(Z),ca.container.appendChild(V));null!=Ca&&(N=ca.selectionCellsHandler.getHandler(Ca.cell),null!=N&&null!=N.setHandlesVisible&&N.setHandlesVisible(!1));T=!0}else for(va=[ea,qa,P,Z,U,V],sa=0;sa<va.length;sa++)null!=va[sa].parentNode&&va[sa].parentNode.removeChild(va[sa]);T||null==N||N.setHandlesVisible(!0);Ha=mxEvent.isAltDown(Ka)&&!mxEvent.isShiftDown(Ka)||null!=S&&R==aa?null:mxDragSource.prototype.getDropTarget.apply(this, -arguments);va=ca.getModel();if(null!=Ha&&(null!=R||!ca.isSplitTarget(Ha,e,Ka))){for(;null!=Ha&&!ca.isValidDropTarget(Ha,e,Ka)&&va.isVertex(va.getParent(Ha));)Ha=va.getParent(Ha);null!=Ha&&(ca.view.currentRoot==Ha||!ca.isValidRoot(Ha)&&0==ca.getModel().getChildCount(Ha)||ca.isCellLocked(Ha)||va.isEdge(Ha)||!ca.isValidDropTarget(Ha,e,Ka))&&(Ha=null)}ca.isCellLocked(Ha)&&(Ha=null);return Ha});F.stopDrag=function(){mxDragSource.prototype.stopDrag.apply(this,arguments);for(var ca=[ea,qa,aa,P,Z,U,V],oa= -0;oa<ca.length;oa++)null!=ca[oa].parentNode&&ca[oa].parentNode.removeChild(ca[oa]);null!=D&&null!=N&&N.reset();R=ia=S=D=N=null};return F}; +Sidebar.prototype.createDragSource=function(a,b,f,e,g){function d(da,pa){var wa=mxUtils.createImage(da.src);wa.style.width=da.width+"px";wa.style.height=da.height+"px";null!=pa&&wa.setAttribute("title",pa);mxUtils.setOpacity(wa,da==this.refreshTarget?30:20);wa.style.position="absolute";wa.style.cursor="crosshair";return wa}function k(da,pa,wa,Ka){null!=Ka.parentNode&&(mxUtils.contains(wa,da,pa)?(mxUtils.setOpacity(Ka,100),V=Ka):mxUtils.setOpacity(Ka,Ka==X?30:20));return wa}for(var n=this.editorUi, +u=n.editor.graph,m=null,r=null,x=this,B=0;B<e.length&&(null==r&&u.model.isVertex(e[B])?r=B:null==m&&u.model.isEdge(e[B])&&null==u.model.getTerminal(e[B],!0)&&(m=B),null==r||null==m);B++);var D=this.isDropStyleEnabled(e,r),F=mxUtils.makeDraggable(a,u,mxUtils.bind(this,function(da,pa,wa,Ka,Ha){null!=this.updateThread&&window.clearTimeout(this.updateThread);if(null!=e&&null!=R&&V==X){var ua=da.isCellSelected(R.cell)?da.getSelectionCells():[R.cell];ua=this.updateShapes(da.model.isEdge(R.cell)?e[0]:e[r], +ua);da.setSelectionCells(ua)}else null!=e&&null!=V&&null!=C&&V!=X?(ua=da.model.isEdge(C.cell)||null==m?r:m,da.setSelectionCells(this.dropAndConnect(C.cell,e,K,ua,pa))):b.apply(this,arguments);null!=this.editorUi.hoverIcons&&this.editorUi.hoverIcons.update(da.view.getState(da.getSelectionCell()))}),f,0,0,u.autoscroll,!0,!0);u.addListener(mxEvent.ESCAPE,function(da,pa){F.isActive()&&F.reset()});var J=F.mouseDown;F.mouseDown=function(da){mxEvent.isPopupTrigger(da)||mxEvent.isMultiTouchEvent(da)||u.isCellLocked(u.getDefaultParent())|| +(u.stopEditing(),J.apply(this,arguments))};var C=null,O=null,R=null,T=!1,Q=d(this.triangleUp,mxResources.get("connect")),aa=d(this.triangleRight,mxResources.get("connect")),S=d(this.triangleDown,mxResources.get("connect")),P=d(this.triangleLeft,mxResources.get("connect")),X=d(this.refreshTarget,mxResources.get("replace")),ha=null,fa=d(this.roundDrop),sa=d(this.roundDrop),K=mxConstants.DIRECTION_NORTH,V=null,G=F.createPreviewElement;F.createPreviewElement=function(da){var pa=G.apply(this,arguments); +mxClient.IS_SVG&&(pa.style.pointerEvents="none");this.previewElementWidth=pa.style.width;this.previewElementHeight=pa.style.height;return pa};var M=F.dragEnter;F.dragEnter=function(da,pa){null!=n.hoverIcons&&n.hoverIcons.setDisplay("none");M.apply(this,arguments)};var U=F.dragExit;F.dragExit=function(da,pa){null!=n.hoverIcons&&n.hoverIcons.setDisplay("");U.apply(this,arguments)};F.dragOver=function(da,pa){mxDragSource.prototype.dragOver.apply(this,arguments);null!=this.currentGuide&&null!=V&&this.currentGuide.hide(); +if(null!=this.previewElement){var wa=da.view;if(null!=R&&V==X)this.previewElement.style.display=da.model.isEdge(R.cell)?"none":"",this.previewElement.style.left=R.x+"px",this.previewElement.style.top=R.y+"px",this.previewElement.style.width=R.width+"px",this.previewElement.style.height=R.height+"px";else if(null!=C&&null!=V){null!=F.currentHighlight&&null!=F.currentHighlight.state&&F.currentHighlight.hide();var Ka=da.model.isEdge(C.cell)||null==m?r:m,Ha=x.getDropAndConnectGeometry(C.cell,e[Ka],K, +e),ua=da.model.isEdge(C.cell)?null:da.getCellGeometry(C.cell),Ca=da.getCellGeometry(e[Ka]),qa=da.model.getParent(C.cell),Da=wa.translate.x*wa.scale,Ua=wa.translate.y*wa.scale;null!=ua&&!ua.relative&&da.model.isVertex(qa)&&qa!=wa.currentRoot&&(Ua=wa.getState(qa),Da=Ua.x,Ua=Ua.y);ua=Ca.x;Ca=Ca.y;da.model.isEdge(e[Ka])&&(Ca=ua=0);this.previewElement.style.left=(Ha.x-ua)*wa.scale+Da+"px";this.previewElement.style.top=(Ha.y-Ca)*wa.scale+Ua+"px";1==e.length&&(this.previewElement.style.width=Ha.width*wa.scale+ +"px",this.previewElement.style.height=Ha.height*wa.scale+"px");this.previewElement.style.display=""}else null!=F.currentHighlight.state&&da.model.isEdge(F.currentHighlight.state.cell)?(this.previewElement.style.left=Math.round(parseInt(this.previewElement.style.left)-g.width*wa.scale/2)+"px",this.previewElement.style.top=Math.round(parseInt(this.previewElement.style.top)-g.height*wa.scale/2)+"px"):(this.previewElement.style.width=this.previewElementWidth,this.previewElement.style.height=this.previewElementHeight, +this.previewElement.style.display="")}};var ba=(new Date).getTime(),la=0,ra=null,Y=this.editorUi.editor.graph.getCellStyle(e[0]);F.getDropTarget=mxUtils.bind(this,function(da,pa,wa,Ka){var Ha=mxEvent.isAltDown(Ka)||null==e?null:da.getCellAt(pa,wa,null,null,null,function(Ua,db,Ta){return da.isContainer(Ua.cell)});if(null!=Ha&&!this.graph.isCellConnectable(Ha)&&!this.graph.model.isEdge(Ha)){var ua=this.graph.getModel().getParent(Ha);this.graph.getModel().isVertex(ua)&&this.graph.isCellConnectable(ua)&& +(Ha=ua)}da.isCellLocked(Ha)&&(Ha=null);var Ca=da.view.getState(Ha);ua=V=null;ra!=Ca?(ba=(new Date).getTime(),la=0,ra=Ca,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=Ca&&(this.updateThread=window.setTimeout(function(){null==V&&(ra=Ca,F.getDropTarget(da,pa,wa,Ka))},this.dropTargetDelay+10))):la=(new Date).getTime()-ba;if(D&&2500>la&&null!=Ca&&!mxEvent.isShiftDown(Ka)&&(mxUtils.getValue(Ca.style,mxConstants.STYLE_SHAPE)!=mxUtils.getValue(Y,mxConstants.STYLE_SHAPE)&&(mxUtils.getValue(Ca.style, +mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_GRADIENTCOLOR,mxConstants.NONE)!=mxConstants.NONE)||"image"==mxUtils.getValue(Y,mxConstants.STYLE_SHAPE)||1500<la||da.model.isEdge(Ca.cell))&&la>this.dropTargetDelay&&!this.isDropStyleTargetIgnored(Ca)&&(da.model.isVertex(Ca.cell)&&null!=r||da.model.isEdge(Ca.cell)&&da.model.isEdge(e[0]))){if(da.isCellEditable(Ca.cell)){R= +Ca;var qa=da.model.isEdge(Ca.cell)?da.view.getPoint(Ca):new mxPoint(Ca.getCenterX(),Ca.getCenterY());qa=new mxRectangle(qa.x-this.refreshTarget.width/2,qa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height);X.style.left=Math.floor(qa.x)+"px";X.style.top=Math.floor(qa.y)+"px";null==ha&&(da.container.appendChild(X),ha=X.parentNode);k(pa,wa,qa,X)}}else null==R||!mxUtils.contains(R,pa,wa)||1500<la&&!mxEvent.isShiftDown(Ka)?(R=null,null!=ha&&(X.parentNode.removeChild(X),ha= +null)):null!=R&&null!=ha&&(qa=da.model.isEdge(R.cell)?da.view.getPoint(R):new mxPoint(R.getCenterX(),R.getCenterY()),qa=new mxRectangle(qa.x-this.refreshTarget.width/2,qa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height),k(pa,wa,qa,X));if(T&&null!=C&&!mxEvent.isAltDown(Ka)&&null==V){ua=mxRectangle.fromRectangle(C);if(da.model.isEdge(C.cell)){var Da=C.absolutePoints;null!=fa.parentNode&&(qa=Da[0],ua.add(k(pa,wa,new mxRectangle(qa.x-this.roundDrop.width/2,qa.y-this.roundDrop.height/ +2,this.roundDrop.width,this.roundDrop.height),fa)));null!=sa.parentNode&&(Da=Da[Da.length-1],ua.add(k(pa,wa,new mxRectangle(Da.x-this.roundDrop.width/2,Da.y-this.roundDrop.height/2,this.roundDrop.width,this.roundDrop.height),sa)))}else qa=mxRectangle.fromRectangle(C),null!=C.shape&&null!=C.shape.boundingBox&&(qa=mxRectangle.fromRectangle(C.shape.boundingBox)),qa.grow(this.graph.tolerance),qa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(C.cell),null!=Da&&(qa.x-= +Da.horizontalOffset/2,qa.y-=Da.verticalOffset/2,qa.width+=Da.horizontalOffset,qa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!=Da.rotationShape.boundingBox&&qa.add(Da.rotationShape.boundingBox)),ua.add(k(pa,wa,new mxRectangle(C.getCenterX()-this.triangleUp.width/2,qa.y-this.triangleUp.height,this.triangleUp.width,this.triangleUp.height),Q)),ua.add(k(pa,wa,new mxRectangle(qa.x+ +qa.width,C.getCenterY()-this.triangleRight.height/2,this.triangleRight.width,this.triangleRight.height),aa)),ua.add(k(pa,wa,new mxRectangle(C.getCenterX()-this.triangleDown.width/2,qa.y+qa.height,this.triangleDown.width,this.triangleDown.height),S)),ua.add(k(pa,wa,new mxRectangle(qa.x-this.triangleLeft.width,C.getCenterY()-this.triangleLeft.height/2,this.triangleLeft.width,this.triangleLeft.height),P));null!=ua&&ua.grow(10)}K=mxConstants.DIRECTION_NORTH;V==aa?K=mxConstants.DIRECTION_EAST:V==S||V== +sa?K=mxConstants.DIRECTION_SOUTH:V==P&&(K=mxConstants.DIRECTION_WEST);null!=R&&V==X&&(Ca=R);qa=(null==r||da.isCellConnectable(e[r]))&&(da.model.isEdge(Ha)&&null!=r||da.model.isVertex(Ha)&&da.isCellConnectable(Ha));if(null!=C&&5E3<=la||C!=Ca&&(null==ua||!mxUtils.contains(ua,pa,wa)||500<la&&null==V&&qa))if(T=!1,C=5E3>la&&la>this.dropTargetDelay||da.model.isEdge(Ha)?Ca:null,null!=C&&qa){ua=[fa,sa,Q,aa,S,P];for(qa=0;qa<ua.length;qa++)null!=ua[qa].parentNode&&ua[qa].parentNode.removeChild(ua[qa]);da.model.isEdge(Ha)? +(Da=Ca.absolutePoints,null!=Da&&(qa=Da[0],Da=Da[Da.length-1],ua=da.tolerance,new mxRectangle(pa-ua,wa-ua,2*ua,2*ua),fa.style.left=Math.floor(qa.x-this.roundDrop.width/2)+"px",fa.style.top=Math.floor(qa.y-this.roundDrop.height/2)+"px",sa.style.left=Math.floor(Da.x-this.roundDrop.width/2)+"px",sa.style.top=Math.floor(Da.y-this.roundDrop.height/2)+"px",null==da.model.getTerminal(Ha,!0)&&da.container.appendChild(fa),null==da.model.getTerminal(Ha,!1)&&da.container.appendChild(sa))):(qa=mxRectangle.fromRectangle(Ca), +null!=Ca.shape&&null!=Ca.shape.boundingBox&&(qa=mxRectangle.fromRectangle(Ca.shape.boundingBox)),qa.grow(this.graph.tolerance),qa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(Ca.cell),null!=Da&&(qa.x-=Da.horizontalOffset/2,qa.y-=Da.verticalOffset/2,qa.width+=Da.horizontalOffset,qa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!= +Da.rotationShape.boundingBox&&qa.add(Da.rotationShape.boundingBox)),Q.style.left=Math.floor(Ca.getCenterX()-this.triangleUp.width/2)+"px",Q.style.top=Math.floor(qa.y-this.triangleUp.height)+"px",aa.style.left=Math.floor(qa.x+qa.width)+"px",aa.style.top=Math.floor(Ca.getCenterY()-this.triangleRight.height/2)+"px",S.style.left=Q.style.left,S.style.top=Math.floor(qa.y+qa.height)+"px",P.style.left=Math.floor(qa.x-this.triangleLeft.width)+"px",P.style.top=aa.style.top,"eastwest"!=Ca.style.portConstraint&& +(da.container.appendChild(Q),da.container.appendChild(S)),da.container.appendChild(aa),da.container.appendChild(P));null!=Ca&&(O=da.selectionCellsHandler.getHandler(Ca.cell),null!=O&&null!=O.setHandlesVisible&&O.setHandlesVisible(!1));T=!0}else for(ua=[fa,sa,Q,aa,S,P],qa=0;qa<ua.length;qa++)null!=ua[qa].parentNode&&ua[qa].parentNode.removeChild(ua[qa]);T||null==O||O.setHandlesVisible(!0);Ha=mxEvent.isAltDown(Ka)&&!mxEvent.isShiftDown(Ka)||null!=R&&V==X?null:mxDragSource.prototype.getDropTarget.apply(this, +arguments);ua=da.getModel();if(null!=Ha&&(null!=V||!da.isSplitTarget(Ha,e,Ka))){for(;null!=Ha&&!da.isValidDropTarget(Ha,e,Ka)&&ua.isVertex(ua.getParent(Ha));)Ha=ua.getParent(Ha);null!=Ha&&(da.view.currentRoot==Ha||!da.isValidRoot(Ha)&&0==da.getModel().getChildCount(Ha)||da.isCellLocked(Ha)||ua.isEdge(Ha)||!da.isValidDropTarget(Ha,e,Ka))&&(Ha=null)}da.isCellLocked(Ha)&&(Ha=null);return Ha});F.stopDrag=function(){mxDragSource.prototype.stopDrag.apply(this,arguments);for(var da=[fa,sa,X,Q,aa,S,P],pa= +0;pa<da.length;pa++)null!=da[pa].parentNode&&da[pa].parentNode.removeChild(da[pa]);null!=C&&null!=O&&O.reset();V=ha=R=C=O=null};return F}; Sidebar.prototype.itemClicked=function(a,b,f,e){e=this.editorUi.editor.graph;e.container.focus();if(mxEvent.isAltDown(f)&&1==e.getSelectionCount()&&e.model.isVertex(e.getSelectionCell())){b=null;for(var g=0;g<a.length&&null==b;g++)e.model.isVertex(a[g])&&(b=g);null!=b&&(e.setSelectionCells(this.dropAndConnect(e.getSelectionCell(),a,mxEvent.isMetaDown(f)||mxEvent.isControlDown(f)?mxEvent.isShiftDown(f)?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH:mxEvent.isShiftDown(f)?mxConstants.DIRECTION_EAST: mxConstants.DIRECTION_SOUTH,b,f)),e.scrollCellToVisible(e.getSelectionCell()))}else mxEvent.isShiftDown(f)&&!e.isSelectionEmpty()?(f=e.getEditableCells(e.getSelectionCells()),this.updateShapes(a[0],f),e.scrollCellToVisible(f)):(a=mxEvent.isAltDown(f)?e.getFreeInsertPoint():e.getCenterInsertPoint(e.getBoundingBoxFromGeometry(a,!0)),b.drop(e,f,null,a.x,a.y,!0))}; -Sidebar.prototype.addClickHandler=function(a,b,f){var e=b.mouseDown,g=b.mouseMove,d=b.mouseUp,k=this.editorUi.editor.graph.tolerance,m=null,u=this;b.mouseDown=function(n){e.apply(this,arguments);m=new mxPoint(mxEvent.getClientX(n),mxEvent.getClientY(n));null!=this.dragElement&&(this.dragElement.style.display="none",mxUtils.setOpacity(a,50))};b.mouseMove=function(n){null!=this.dragElement&&"none"==this.dragElement.style.display&&null!=m&&(Math.abs(m.x-mxEvent.getClientX(n))>k||Math.abs(m.y-mxEvent.getClientY(n))> -k)&&(this.dragElement.style.display="",mxUtils.setOpacity(a,100));g.apply(this,arguments)};b.mouseUp=function(n){try{mxEvent.isPopupTrigger(n)||null!=this.currentGraph||null==this.dragElement||"none"!=this.dragElement.style.display||u.itemClicked(f,b,n,a),d.apply(b,arguments),mxUtils.setOpacity(a,100),m=null,u.currentElt=a}catch(r){b.reset(),u.editorUi.handleError(r)}}}; -Sidebar.prototype.createVertexTemplateEntry=function(a,b,f,e,g,d,k,m){null!=m&&null!=g&&(m+=" "+g);m=null!=m&&0<m.length?m:null!=g?g.toLowerCase():"";return this.addEntry(m,mxUtils.bind(this,function(){return this.createVertexTemplate(a,b,f,e,g,d,k)}))};Sidebar.prototype.createVertexTemplate=function(a,b,f,e,g,d,k,m,u){a=[new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a)];a[0].vertex=!0;return this.createVertexTemplateFromCells(a,b,f,g,d,k,m,u)}; -Sidebar.prototype.createVertexTemplateFromData=function(a,b,f,e,g,d,k,m){a=mxUtils.parseXml(Graph.decompress(a));var u=new mxCodec(a),n=new mxGraphModel;u.decode(a.documentElement,n);a=this.graph.cloneCells(n.root.getChildAt(0).children);return this.createVertexTemplateFromCells(a,b,f,e,g,d,k,m)};Sidebar.prototype.createVertexTemplateFromCells=function(a,b,f,e,g,d,k,m){return this.createItem(a,e,g,d,b,f,k,m)}; -Sidebar.prototype.createEdgeTemplateEntry=function(a,b,f,e,g,d,k,m,u){k=null!=k&&0<k.length?k:g.toLowerCase();return this.addEntry(k,mxUtils.bind(this,function(){return this.createEdgeTemplate(a,b,f,e,g,d,m,u)}))}; -Sidebar.prototype.createEdgeTemplate=function(a,b,f,e,g,d,k,m){a=new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a);a.geometry.setTerminalPoint(new mxPoint(0,f),!0);a.geometry.setTerminalPoint(new mxPoint(b,0),!1);a.geometry.relative=!0;a.edge=!0;return this.createEdgeTemplateFromCells([a],b,f,g,d,k,m)};Sidebar.prototype.createEdgeTemplateFromCells=function(a,b,f,e,g,d,k,m){return this.createItem(a,e,g,null!=m?m:!0,b,f,d,k)}; +Sidebar.prototype.addClickHandler=function(a,b,f){var e=b.mouseDown,g=b.mouseMove,d=b.mouseUp,k=this.editorUi.editor.graph.tolerance,n=null,u=this;b.mouseDown=function(m){e.apply(this,arguments);n=new mxPoint(mxEvent.getClientX(m),mxEvent.getClientY(m));null!=this.dragElement&&(this.dragElement.style.display="none",mxUtils.setOpacity(a,50))};b.mouseMove=function(m){null!=this.dragElement&&"none"==this.dragElement.style.display&&null!=n&&(Math.abs(n.x-mxEvent.getClientX(m))>k||Math.abs(n.y-mxEvent.getClientY(m))> +k)&&(this.dragElement.style.display="",mxUtils.setOpacity(a,100));g.apply(this,arguments)};b.mouseUp=function(m){try{mxEvent.isPopupTrigger(m)||null!=this.currentGraph||null==this.dragElement||"none"!=this.dragElement.style.display||u.itemClicked(f,b,m,a),d.apply(b,arguments),mxUtils.setOpacity(a,100),n=null,u.currentElt=a}catch(r){b.reset(),u.editorUi.handleError(r)}}}; +Sidebar.prototype.createVertexTemplateEntry=function(a,b,f,e,g,d,k,n){null!=n&&null!=g&&(n+=" "+g);n=null!=n&&0<n.length?n:null!=g?g.toLowerCase():"";return this.addEntry(n,mxUtils.bind(this,function(){return this.createVertexTemplate(a,b,f,e,g,d,k)}))};Sidebar.prototype.createVertexTemplate=function(a,b,f,e,g,d,k,n,u){a=[new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a)];a[0].vertex=!0;return this.createVertexTemplateFromCells(a,b,f,g,d,k,n,u)}; +Sidebar.prototype.createVertexTemplateFromData=function(a,b,f,e,g,d,k,n){a=mxUtils.parseXml(Graph.decompress(a));var u=new mxCodec(a),m=new mxGraphModel;u.decode(a.documentElement,m);a=this.graph.cloneCells(m.root.getChildAt(0).children);return this.createVertexTemplateFromCells(a,b,f,e,g,d,k,n)};Sidebar.prototype.createVertexTemplateFromCells=function(a,b,f,e,g,d,k,n){return this.createItem(a,e,g,d,b,f,k,n)}; +Sidebar.prototype.createEdgeTemplateEntry=function(a,b,f,e,g,d,k,n,u){k=null!=k&&0<k.length?k:g.toLowerCase();return this.addEntry(k,mxUtils.bind(this,function(){return this.createEdgeTemplate(a,b,f,e,g,d,n,u)}))}; +Sidebar.prototype.createEdgeTemplate=function(a,b,f,e,g,d,k,n){a=new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a);a.geometry.setTerminalPoint(new mxPoint(0,f),!0);a.geometry.setTerminalPoint(new mxPoint(b,0),!1);a.geometry.relative=!0;a.edge=!0;return this.createEdgeTemplateFromCells([a],b,f,g,d,k,n)};Sidebar.prototype.createEdgeTemplateFromCells=function(a,b,f,e,g,d,k,n){return this.createItem(a,e,g,null!=n?n:!0,b,f,d,k)}; Sidebar.prototype.addPaletteFunctions=function(a,b,f,e){this.addPalette(a,b,f,mxUtils.bind(this,function(g){for(var d=0;d<e.length;d++)g.appendChild(e[d](g))}))}; Sidebar.prototype.addPalette=function(a,b,f,e){b=this.createTitle(b);this.container.appendChild(b);var g=document.createElement("div");g.className="geSidebar";mxClient.IS_POINTER&&(g.style.touchAction="none");f?(e(g),e=null):g.style.display="none";this.addFoldingHandler(b,g,e);f=document.createElement("div");f.appendChild(g);this.container.appendChild(f);null!=a&&(this.palettes[a]=[b,f]);return g}; Sidebar.prototype.addFoldingHandler=function(a,b,f){var e=!1;if(!mxClient.IS_IE||8<=document.documentMode)a.style.backgroundImage="none"==b.style.display?"url('"+this.collapsedImage+"')":"url('"+this.expandedImage+"')";a.style.backgroundRepeat="no-repeat";a.style.backgroundPosition="0% 50%";mxEvent.addListener(a,"click",mxUtils.bind(this,function(g){if("none"==b.style.display){if(e)b.style.display="block";else if(e=!0,null!=f){a.style.cursor="wait";var d=a.innerHTML;a.innerHTML=mxResources.get("loading")+ "...";window.setTimeout(function(){b.style.display="block";a.style.cursor="";a.innerHTML=d;var k=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject;f(b,a);mxClient.NO_FO=k},mxClient.IS_FF?20:0)}else b.style.display="block";a.style.backgroundImage="url('"+this.expandedImage+"')"}else a.style.backgroundImage="url('"+this.collapsedImage+"')",b.style.display="none";mxEvent.consume(g)}));mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(g){g.preventDefault()}))}; Sidebar.prototype.removePalette=function(a){var b=this.palettes[a];if(null!=b){this.palettes[a]=null;for(a=0;a<b.length;a++)this.container.removeChild(b[a]);return!0}return!1}; -Sidebar.prototype.addImagePalette=function(a,b,f,e,g,d,k){for(var m=[],u=0;u<g.length;u++)mxUtils.bind(this,function(n,r,x){if(null==x){x=n.lastIndexOf("/");var B=n.lastIndexOf(".");x=n.substring(0<=x?x+1:0,0<=B?B:n.length).replace(/[-_]/g," ")}m.push(this.createVertexTemplateEntry("image;html=1;image="+f+n+e,this.defaultImageWidth,this.defaultImageHeight,"",r,null!=r,null,this.filterTags(x)))})(g[u],null!=d?d[u]:null,null!=k?k[g[u]]:null);this.addPaletteFunctions(a,b,!1,m)}; +Sidebar.prototype.addImagePalette=function(a,b,f,e,g,d,k){for(var n=[],u=0;u<g.length;u++)mxUtils.bind(this,function(m,r,x){if(null==x){x=m.lastIndexOf("/");var B=m.lastIndexOf(".");x=m.substring(0<=x?x+1:0,0<=B?B:m.length).replace(/[-_]/g," ")}n.push(this.createVertexTemplateEntry("image;html=1;image="+f+m+e,this.defaultImageWidth,this.defaultImageHeight,"",r,null!=r,null,this.filterTags(x)))})(g[u],null!=d?d[u]:null,null!=k?k[g[u]]:null);this.addPaletteFunctions(a,b,!1,n)}; Sidebar.prototype.getTagsForStencil=function(a,b,f){a=a.split(".");for(var e=1;e<a.length;e++)a[e]=a[e].replace(/_/g," ");a.push(b.replace(/_/g," "));null!=f&&a.push(f);return a.slice(1,a.length)}; -Sidebar.prototype.addStencilPalette=function(a,b,f,e,g,d,k,m,u,n){k=null!=k?k:1;if(this.addStencilsToIndex){var r=[];if(null!=u)for(n=0;n<u.length;n++)r.push(u[n]);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(x,B,C,F,I){if(null==g||0>mxUtils.indexOf(g,B)){C=this.getTagsForStencil(x,B);var D=null!=m?m[B]:null;null!=D&&C.push(D);r.push(this.createVertexTemplateEntry("shape="+x+B.toLowerCase()+e,Math.round(F*k),Math.round(I*k),"",B.replace(/_/g," "),null,null,this.filterTags(C.join(" "))))}}), -!0,!0);this.addPaletteFunctions(a,b,!1,r)}else this.addPalette(a,b,!1,mxUtils.bind(this,function(x){null==e&&(e="");null!=d&&d.call(this,x);if(null!=u)for(var B=0;B<u.length;B++)u[B](x);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(C,F,I,D,N){(null==g||0>mxUtils.indexOf(g,F))&&x.appendChild(this.createVertexTemplate("shape="+C+F.toLowerCase()+e,Math.round(D*k),Math.round(N*k),"",F.replace(/_/g," "),!0))}),!0)}))}; +Sidebar.prototype.addStencilPalette=function(a,b,f,e,g,d,k,n,u,m){k=null!=k?k:1;if(this.addStencilsToIndex){var r=[];if(null!=u)for(m=0;m<u.length;m++)r.push(u[m]);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(x,B,D,F,J){if(null==g||0>mxUtils.indexOf(g,B)){D=this.getTagsForStencil(x,B);var C=null!=n?n[B]:null;null!=C&&D.push(C);r.push(this.createVertexTemplateEntry("shape="+x+B.toLowerCase()+e,Math.round(F*k),Math.round(J*k),"",B.replace(/_/g," "),null,null,this.filterTags(D.join(" "))))}}), +!0,!0);this.addPaletteFunctions(a,b,!1,r)}else this.addPalette(a,b,!1,mxUtils.bind(this,function(x){null==e&&(e="");null!=d&&d.call(this,x);if(null!=u)for(var B=0;B<u.length;B++)u[B](x);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(D,F,J,C,O){(null==g||0>mxUtils.indexOf(g,F))&&x.appendChild(this.createVertexTemplate("shape="+D+F.toLowerCase()+e,Math.round(C*k),Math.round(O*k),"",F.replace(/_/g," "),!0))}),!0)}))}; Sidebar.prototype.destroy=function(){null!=this.graph&&(null!=this.graph.container&&null!=this.graph.container.parentNode&&this.graph.container.parentNode.removeChild(this.graph.container),this.graph.destroy(),this.graph=null);null!=this.pointerUpHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointerup":"mouseup",this.pointerUpHandler),this.pointerUpHandler=null);null!=this.pointerDownHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointerdown":"mousedown",this.pointerDownHandler), this.pointerDownHandler=null);null!=this.pointerMoveHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.pointerMoveHandler),this.pointerMoveHandler=null);null!=this.pointerOutHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointerout":"mouseout",this.pointerOutHandler),this.pointerOutHandler=null)};(function(){var a=[["nbsp","160"],["shy","173"]],b=mxUtils.parseXml;mxUtils.parseXml=function(f){for(var e=0;e<a.length;e++)f=f.replace(new RegExp("&"+a[e][0]+";","g"),"&#"+a[e][1]+";");return b(f)}})(); Date.prototype.toISOString||function(){function a(b){b=String(b);1===b.length&&(b="0"+b);return b}Date.prototype.toISOString=function(){return this.getUTCFullYear()+"-"+a(this.getUTCMonth()+1)+"-"+a(this.getUTCDate())+"T"+a(this.getUTCHours())+":"+a(this.getUTCMinutes())+":"+a(this.getUTCSeconds())+"."+String((this.getUTCMilliseconds()/1E3).toFixed(3)).slice(2,5)+"Z"}}();Date.now||(Date.now=function(){return(new Date).getTime()}); Uint8Array.from||(Uint8Array.from=function(){var a=Object.prototype.toString,b=function(e){return"function"===typeof e||"[object Function]"===a.call(e)},f=Math.pow(2,53)-1;return function(e){var g=Object(e);if(null==e)throw new TypeError("Array.from requires an array-like object - not null or undefined");var d=1<arguments.length?arguments[1]:void 0,k;if("undefined"!==typeof d){if(!b(d))throw new TypeError("Array.from: when provided, the second argument must be a function");2<arguments.length&&(k= -arguments[2])}var m=Number(g.length);m=isNaN(m)?0:0!==m&&isFinite(m)?(0<m?1:-1)*Math.floor(Math.abs(m)):m;m=Math.min(Math.max(m,0),f);for(var u=b(this)?Object(new this(m)):Array(m),n=0,r;n<m;)r=g[n],u[n]=d?"undefined"===typeof k?d(r,n):d.call(k,r,n):r,n+=1;u.length=m;return u}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; +arguments[2])}var n=Number(g.length);n=isNaN(n)?0:0!==n&&isFinite(n)?(0<n?1:-1)*Math.floor(Math.abs(n)):n;n=Math.min(Math.max(n,0),f);for(var u=b(this)?Object(new this(n)):Array(n),m=0,r;m<n;)r=g[m],u[m]=d?"undefined"===typeof k?d(r,m):d.call(k,r,m):r,m+=1;u.length=n;return u}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; mxConstants.VML_SHADOWCOLOR="#d0d0d0";mxCodec.allowlist="mxStylesheet Array mxGraphModel mxCell mxGeometry mxRectangle mxPoint mxChildChange mxRootChange mxTerminalChange mxValueChange mxStyleChange mxGeometryChange mxCollapseChange mxVisibleChange mxCellAttributeChange".split(" ");mxGraph.prototype.pageBreakColor="#c0c0c0";mxGraph.prototype.pageScale=1; (function(){try{if(null!=navigator&&null!=navigator.language){var a=navigator.language.toLowerCase();mxGraph.prototype.pageFormat="en-us"===a||"en-ca"===a||"es-mx"===a?mxConstants.PAGE_FORMAT_LETTER_PORTRAIT:mxConstants.PAGE_FORMAT_A4_PORTRAIT}}catch(b){}})();mxText.prototype.baseSpacingTop=5;mxText.prototype.baseSpacingBottom=1;mxGraphModel.prototype.ignoreRelativeEdgeParent=!1; mxGraphView.prototype.gridImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhCgAKAJEAAAAAAP///8zMzP///yH5BAEAAAMALAAAAAAKAAoAAAIJ1I6py+0Po2wFADs=":IMAGE_PATH+"/grid.gif";mxGraphView.prototype.gridSteps=4;mxGraphView.prototype.minGridSize=4;mxGraphView.prototype.defaultGridColor="#d0d0d0";mxGraphView.prototype.defaultDarkGridColor="#6e6e6e";mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultGridColor;mxGraphView.prototype.unit=mxConstants.POINTS; mxGraphView.prototype.setUnit=function(a){this.unit!=a&&(this.unit=a,this.fireEvent(new mxEventObject("unitChanged","unit",a)))};mxSvgCanvas2D.prototype.foAltText="[Not supported by viewer]";mxShape.prototype.getConstraints=function(a,b,f){return null}; mxImageShape.prototype.getImageDataUri=function(){var a=this.image;if("data:image/svg+xml;base64,"==a.substring(0,26)&&null!=this.style&&"1"==mxUtils.getValue(this.style,"clipSvg","0")){if(null==this.clippedSvg||this.clippedImage!=a)this.clippedSvg=Graph.clipSvgDataUri(a,!0),this.clippedImage=a;a=this.clippedSvg}return a}; -Graph=function(a,b,f,e,g,d){mxGraph.call(this,a,b,f,e);this.themes=g||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=d?d:!1;a=this.baseUrl;b=a.indexOf("//");this.domainPathUrl=this.domainUrl="";0<b&&(b=a.indexOf("/",b+2),0<b&&(this.domainUrl=a.substring(0,b)),b=a.lastIndexOf("/"),0<b&&(this.domainPathUrl=a.substring(0,b+1)));this.isHtmlLabel=function(O){O=this.getCurrentCellStyle(O); -return null!=O?"1"==O.html||"wrap"==O[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var k=null,m=null,u=null,n=null,r=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(O,R){if("mouseDown"==R.getProperty("eventName")&&this.isEnabled()){O=R.getProperty("event");var G=O.getState();R=this.view.scale;if(!mxEvent.isAltDown(O.getEvent())&&null!=G)if(this.model.isEdge(G.cell))if(k=new mxPoint(O.getGraphX(),O.getGraphY()),r=this.isCellSelected(G.cell),u=G,m=O,null!=G.text&&null!= -G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,O.getGraphX(),O.getGraphY()))n=mxEvent.LABEL_HANDLE;else{var K=this.selectionCellsHandler.getHandler(G.cell);null!=K&&null!=K.bends&&0<K.bends.length&&(n=K.getHandleForEvent(O))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(O.getEvent())&&(K=this.selectionCellsHandler.getHandler(G.cell),null==K||null==K.getHandleForEvent(O))){var Q=new mxRectangle(O.getGraphX()-1,O.getGraphY()-1),ba=mxEvent.isTouchEvent(O.getEvent())?mxShape.prototype.svgStrokeTolerance- -1:(mxShape.prototype.svgStrokeTolerance+2)/2;K=ba+2;Q.grow(ba);if(this.isTableCell(G.cell)&&!this.isCellSelected(G.cell)&&!(mxUtils.contains(G,O.getGraphX()-K,O.getGraphY()-K)&&mxUtils.contains(G,O.getGraphX()-K,O.getGraphY()+K)&&mxUtils.contains(G,O.getGraphX()+K,O.getGraphY()+K)&&mxUtils.contains(G,O.getGraphX()+K,O.getGraphY()-K))){var la=this.model.getParent(G.cell);K=this.model.getParent(la);if(!this.isCellSelected(K)){ba*=R;var ra=2*ba;if(this.model.getChildAt(K,0)!=la&&mxUtils.intersects(Q, -new mxRectangle(G.x,G.y-ba,G.width,ra))||this.model.getChildAt(la,0)!=G.cell&&mxUtils.intersects(Q,new mxRectangle(G.x-ba,G.y,ra,G.height))||mxUtils.intersects(Q,new mxRectangle(G.x,G.y+G.height-ba,G.width,ra))||mxUtils.intersects(Q,new mxRectangle(G.x+G.width-ba,G.y,ra,G.height)))la=this.selectionCellsHandler.isHandled(K),this.selectCellForEvent(K,O.getEvent()),K=this.selectionCellsHandler.getHandler(K),null!=K&&(ba=K.getHandleForEvent(O),null!=ba&&(K.start(O.getGraphX(),O.getGraphY(),ba),K.blockDelayedSelection= -!la,O.consume()))}}for(;!O.isConsumed()&&null!=G&&(this.isTableCell(G.cell)||this.isTableRow(G.cell)||this.isTable(G.cell));)this.isSwimlane(G.cell)&&(K=this.getActualStartSize(G.cell),(0<K.x||0<K.width)&&mxUtils.intersects(Q,new mxRectangle(G.x+(K.x-K.width-1)*R+(0==K.x?G.width:0),G.y,1,G.height))||(0<K.y||0<K.height)&&mxUtils.intersects(Q,new mxRectangle(G.x,G.y+(K.y-K.height-1)*R+(0==K.y?G.height:0),G.width,1)))&&(this.selectCellForEvent(G.cell,O.getEvent()),K=this.selectionCellsHandler.getHandler(G.cell), -null!=K&&(ba=mxEvent.CUSTOM_HANDLE-K.customHandles.length+1,K.start(O.getGraphX(),O.getGraphY(),ba),O.consume())),G=this.view.getState(this.model.getParent(G.cell))}}}));this.addMouseListener({mouseDown:function(O,R){},mouseMove:mxUtils.bind(this,function(O,R){O=this.selectionCellsHandler.handlers.map;for(var G in O)if(null!=O[G].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(R.getEvent())){var K=this.tolerance;if(null!=k&&null!=u&&null!=m){if(G=u,Math.abs(k.x- -R.getGraphX())>K||Math.abs(k.y-R.getGraphY())>K){var Q=this.selectionCellsHandler.getHandler(G.cell);null==Q&&this.model.isEdge(G.cell)&&(Q=this.createHandler(G));if(null!=Q&&null!=Q.bends&&0<Q.bends.length){O=Q.getHandleForEvent(m);var ba=this.view.getEdgeStyle(G);K=ba==mxEdgeStyle.EntityRelation;r||n!=mxEvent.LABEL_HANDLE||(O=n);if(K&&0!=O&&O!=Q.bends.length-1&&O!=mxEvent.LABEL_HANDLE)!K||null==G.visibleSourceState&&null==G.visibleTargetState||(this.graphHandler.reset(),R.consume());else if(O== -mxEvent.LABEL_HANDLE||0==O||null!=G.visibleSourceState||O==Q.bends.length-1||null!=G.visibleTargetState)K||O==mxEvent.LABEL_HANDLE||(K=G.absolutePoints,null!=K&&(null==ba&&null==O||ba==mxEdgeStyle.OrthConnector)&&(O=n,null==O&&(O=new mxRectangle(k.x,k.y),O.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(O,K[0].x,K[0].y)?O=0:mxUtils.contains(O,K[K.length-1].x,K[K.length-1].y)?O=Q.bends.length-1:null!=ba&&(2==K.length||3==K.length&&(0==Math.round(K[0].x-K[1].x)&&0==Math.round(K[1].x- -K[2].x)||0==Math.round(K[0].y-K[1].y)&&0==Math.round(K[1].y-K[2].y)))?O=2:(O=mxUtils.findNearestSegment(G,k.x,k.y),O=null==ba?mxEvent.VIRTUAL_HANDLE-O:O+1))),null==O&&(O=mxEvent.VIRTUAL_HANDLE)),Q.start(R.getGraphX(),R.getGraphX(),O),R.consume(),this.graphHandler.reset()}null!=Q&&(this.selectionCellsHandler.isHandlerActive(Q)?this.isCellSelected(G.cell)||(this.selectionCellsHandler.handlers.put(G.cell,Q),this.selectCellForEvent(G.cell,R.getEvent())):this.isCellSelected(G.cell)||Q.destroy());r=!1; -k=m=u=n=null}}else if(G=R.getState(),null!=G&&this.isCellEditable(G.cell)){Q=null;if(this.model.isEdge(G.cell)){if(O=new mxRectangle(R.getGraphX(),R.getGraphY()),O.grow(mxEdgeHandler.prototype.handleImage.width/2),K=G.absolutePoints,null!=K)if(null!=G.text&&null!=G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,R.getGraphX(),R.getGraphY()))Q="move";else if(mxUtils.contains(O,K[0].x,K[0].y)||mxUtils.contains(O,K[K.length-1].x,K[K.length-1].y))Q="pointer";else if(null!=G.visibleSourceState|| -null!=G.visibleTargetState)O=this.view.getEdgeStyle(G),Q="crosshair",O!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(G)&&(R=mxUtils.findNearestSegment(G,R.getGraphX(),R.getGraphY()),R<K.length-1&&0<=R&&(Q=0==Math.round(K[R].x-K[R+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(R.getEvent())){K=mxShape.prototype.svgStrokeTolerance/2;O=new mxRectangle(R.getGraphX(),R.getGraphY());O.grow(K);if(this.isTableCell(G.cell)&&(R=this.model.getParent(G.cell),K=this.model.getParent(R),!this.isCellSelected(K)))if(mxUtils.intersects(O, -new mxRectangle(G.x,G.y-2,G.width,4))&&this.model.getChildAt(K,0)!=R||mxUtils.intersects(O,new mxRectangle(G.x,G.y+G.height-2,G.width,4)))Q="row-resize";else if(mxUtils.intersects(O,new mxRectangle(G.x-2,G.y,4,G.height))&&this.model.getChildAt(R,0)!=G.cell||mxUtils.intersects(O,new mxRectangle(G.x+G.width-2,G.y,4,G.height)))Q="col-resize";for(R=G;null==Q&&null!=R&&(this.isTableCell(R.cell)||this.isTableRow(R.cell)||this.isTable(R.cell));)this.isSwimlane(R.cell)&&(K=this.getActualStartSize(R.cell), -ba=this.view.scale,(0<K.x||0<K.width)&&mxUtils.intersects(O,new mxRectangle(R.x+(K.x-K.width-1)*ba+(0==K.x?R.width*ba:0),R.y,1,R.height))?Q="col-resize":(0<K.y||0<K.height)&&mxUtils.intersects(O,new mxRectangle(R.x,R.y+(K.y-K.height-1)*ba+(0==K.y?R.height:0),R.width,1))&&(Q="row-resize")),R=this.view.getState(this.model.getParent(R.cell))}null!=Q&&G.setCursor(Q)}}}),mouseUp:mxUtils.bind(this,function(O,R){n=k=m=u=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(O){var R= -mxCellRenderer.prototype.getLabelValue.apply(this,arguments);O.view.graph.isHtmlLabel(O.cell)&&(R=1!=O.style.html?mxUtils.htmlEntities(R,!1):O.view.graph.sanitizeHtml(R));return R};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0);this.allowAutoPanning=!0;this.constrainChildren=this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid= -!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(O,R){return!1};this.alternateEdgeStyle="vertical";null==e&&this.loadStylesheet();var x=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var O=x.apply(this,arguments);if(this.graph.pageVisible){var R=[],G=this.graph.pageFormat,K=this.graph.pageScale,Q=G.width*K;G=G.height*K;K=this.graph.view.translate;for(var ba=this.graph.view.scale,la= -this.graph.getPageLayout(),ra=0;ra<la.width;ra++)R.push(new mxRectangle(((la.x+ra)*Q+K.x)*ba,(la.y*G+K.y)*ba,Q*ba,G*ba));for(ra=1;ra<la.height;ra++)R.push(new mxRectangle((la.x*Q+K.x)*ba,((la.y+ra)*G+K.y)*ba,Q*ba,G*ba));O=R.concat(O)}return O};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor=function(O,R){return null==O.cell?"#ffa500":mxConstants.GUIDE_COLOR};this.graphHandler.createPreviewShape=function(O){this.previewColor="#000000"==this.graph.background? -"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var B=this.graphHandler.getCells;this.graphHandler.getCells=function(O){for(var R=B.apply(this,arguments),G=new mxDictionary,K=[],Q=0;Q<R.length;Q++){var ba=this.graph.isTableCell(O)&&this.graph.isTableCell(R[Q])&&this.graph.isCellSelected(R[Q])?this.graph.model.getParent(R[Q]):this.graph.isTableRow(O)&&this.graph.isTableRow(R[Q])&&this.graph.isCellSelected(R[Q])?R[Q]:this.graph.getCompositeParent(R[Q]); -null==ba||G.get(ba)||(G.put(ba,!0),K.push(ba))}return K};var C=this.graphHandler.start;this.graphHandler.start=function(O,R,G,K){var Q=!1;this.graph.isTableCell(O)&&(this.graph.isCellSelected(O)?Q=!0:O=this.graph.model.getParent(O));Q||this.graph.isTableRow(O)&&this.graph.isCellSelected(O)||(O=this.graph.getCompositeParent(O));C.apply(this,arguments)};this.connectionHandler.createTargetVertex=function(O,R){R=this.graph.getCompositeParent(R);return mxConnectionHandler.prototype.createTargetVertex.apply(this, -arguments)};var F=new mxRubberband(this);this.getRubberband=function(){return F};var I=(new Date).getTime(),D=0,N=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var O=this.currentState;N.apply(this,arguments);O!=this.currentState?(I=(new Date).getTime(),D=0):D=(new Date).getTime()-I};var S=this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent=function(O){return mxEvent.isShiftDown(O.getEvent())&&mxEvent.isAltDown(O.getEvent())?!1:null!= -this.currentState&&O.getState()==this.currentState&&2E3<D||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&S.apply(this,arguments)};var T=this.isToggleEvent;this.isToggleEvent=function(O){return T.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(O)};var P=F.isForceRubberbandEvent;F.isForceRubberbandEvent=function(O){return P.apply(this,arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(O.getEvent())||mxUtils.hasScrollbars(this.graph.container)&& -mxClient.IS_FF&&mxClient.IS_WIN&&null==O.getState()&&mxEvent.isTouchEvent(O.getEvent())};var Z=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(Z=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END,mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor=Z)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(O){return mxEvent.isMouseEvent(O.getEvent())}; -var U=this.click;this.click=function(O){var R=null==O.state&&null!=O.sourceState&&this.isCellLocked(O.sourceState.cell);if(this.isEnabled()&&!R||O.isConsumed())return U.apply(this,arguments);var G=R?O.sourceState.cell:O.getCell();null!=G&&(G=this.getClickableLinkForCell(G),null!=G&&(this.isCustomLink(G)?this.customLinkClicked(G):this.openLink(G)));this.isEnabled()&&R&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(O){return O.sourceState};var V=this.tooltipHandler.show;this.tooltipHandler.show= -function(){V.apply(this,arguments);if(null!=this.div)for(var O=this.div.getElementsByTagName("a"),R=0;R<O.length;R++)null!=O[R].getAttribute("href")&&null==O[R].getAttribute("target")&&O[R].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(O){return O.sourceState};this.getCursorForMouseEvent=function(O){var R=null==O.state&&null!=O.sourceState&&this.isCellLocked(O.sourceState.cell);return this.getCursorForCell(R?O.sourceState.cell:O.getCell())};var aa=this.getCursorForCell; -this.getCursorForCell=function(O){if(!this.isEnabled()||this.isCellLocked(O)){if(null!=this.getClickableLinkForCell(O))return"pointer";if(this.isCellLocked(O))return"default"}return aa.apply(this,arguments)};this.selectRegion=function(O,R){var G=mxEvent.isAltDown(R)?O:null;O=this.getCells(O.x,O.y,O.width,O.height,null,null,G,function(K){return"1"==mxUtils.getValue(K.style,"locked","0")},!0);if(this.isToggleEvent(R))for(G=0;G<O.length;G++)this.selectCellForEvent(O[G],R);else this.selectCellsForEvent(O, -R);return O};var ia=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(O,R,G){return this.graph.isCellSelected(O)?!1:ia.apply(this,arguments)};this.isCellLocked=function(O){for(;null!=O;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(O),"locked","0"))return!0;O=this.model.getParent(O)}return!1};var ea=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(O,R){"mouseDown"==R.getProperty("eventName")&&(O=R.getProperty("event").getState(), -ea=null==O||this.isSelectionEmpty()||this.isCellSelected(O.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(O,R){if(!mxEvent.isMultiTouchEvent(R)){O=R.getProperty("event");var G=R.getProperty("cell");null==G?(O=mxUtils.convertPoint(this.container,mxEvent.getClientX(O),mxEvent.getClientY(O)),F.start(O.x,O.y)):null!=ea?this.addSelectionCells(ea):1<this.getSelectionCount()&&this.isCellSelected(G)&&this.removeSelectionCell(G);ea=null;R.consume()}})); -this.connectionHandler.selectCells=function(O,R){this.graph.setSelectionCell(R||O)};this.connectionHandler.constraintHandler.isStateIgnored=function(O,R){var G=O.view.graph;return R&&(G.isCellSelected(O.cell)||G.isTableRow(O.cell)&&G.selectionCellsHandler.isHandled(G.model.getParent(O.cell)))};this.selectionModel.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var O=this.connectionHandler.constraintHandler;null!=O.currentFocus&&O.isStateIgnored(O.currentFocus,!0)&&(O.currentFocus=null,O.constraints= -null,O.destroyIcons());O.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var qa=this.updateMouseEvent;this.updateMouseEvent=function(O){O=qa.apply(this,arguments);null!=O.state&&this.isCellLocked(O.getCell())&&(O.state=null);return O}}this.currentTranslate=new mxPoint(0,0)};Graph.touchStyle=mxClient.IS_TOUCH||mxClient.IS_FF&&mxClient.IS_WIN||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints||null==window.urlParams||"1"==urlParams.touch; +Graph=function(a,b,f,e,g,d){mxGraph.call(this,a,b,f,e);this.themes=g||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=d?d:!1;a=this.baseUrl;b=a.indexOf("//");this.domainPathUrl=this.domainUrl="";0<b&&(b=a.indexOf("/",b+2),0<b&&(this.domainUrl=a.substring(0,b)),b=a.lastIndexOf("/"),0<b&&(this.domainPathUrl=a.substring(0,b+1)));this.isHtmlLabel=function(K){K=this.getCurrentCellStyle(K); +return null!=K?"1"==K.html||"wrap"==K[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var k=null,n=null,u=null,m=null,r=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(K,V){if("mouseDown"==V.getProperty("eventName")&&this.isEnabled()){K=V.getProperty("event");var G=K.getState();V=this.view.scale;if(!mxEvent.isAltDown(K.getEvent())&&null!=G)if(this.model.isEdge(G.cell))if(k=new mxPoint(K.getGraphX(),K.getGraphY()),r=this.isCellSelected(G.cell),u=G,n=K,null!=G.text&&null!= +G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,K.getGraphX(),K.getGraphY()))m=mxEvent.LABEL_HANDLE;else{var M=this.selectionCellsHandler.getHandler(G.cell);null!=M&&null!=M.bends&&0<M.bends.length&&(m=M.getHandleForEvent(K))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(K.getEvent())&&(M=this.selectionCellsHandler.getHandler(G.cell),null==M||null==M.getHandleForEvent(K))){var U=new mxRectangle(K.getGraphX()-1,K.getGraphY()-1),ba=mxEvent.isTouchEvent(K.getEvent())?mxShape.prototype.svgStrokeTolerance- +1:(mxShape.prototype.svgStrokeTolerance+2)/2;M=ba+2;U.grow(ba);if(this.isTableCell(G.cell)&&!this.isCellSelected(G.cell)&&!(mxUtils.contains(G,K.getGraphX()-M,K.getGraphY()-M)&&mxUtils.contains(G,K.getGraphX()-M,K.getGraphY()+M)&&mxUtils.contains(G,K.getGraphX()+M,K.getGraphY()+M)&&mxUtils.contains(G,K.getGraphX()+M,K.getGraphY()-M))){var la=this.model.getParent(G.cell);M=this.model.getParent(la);if(!this.isCellSelected(M)){ba*=V;var ra=2*ba;if(this.model.getChildAt(M,0)!=la&&mxUtils.intersects(U, +new mxRectangle(G.x,G.y-ba,G.width,ra))||this.model.getChildAt(la,0)!=G.cell&&mxUtils.intersects(U,new mxRectangle(G.x-ba,G.y,ra,G.height))||mxUtils.intersects(U,new mxRectangle(G.x,G.y+G.height-ba,G.width,ra))||mxUtils.intersects(U,new mxRectangle(G.x+G.width-ba,G.y,ra,G.height)))la=this.selectionCellsHandler.isHandled(M),this.selectCellForEvent(M,K.getEvent()),M=this.selectionCellsHandler.getHandler(M),null!=M&&(ba=M.getHandleForEvent(K),null!=ba&&(M.start(K.getGraphX(),K.getGraphY(),ba),M.blockDelayedSelection= +!la,K.consume()))}}for(;!K.isConsumed()&&null!=G&&(this.isTableCell(G.cell)||this.isTableRow(G.cell)||this.isTable(G.cell));)this.isSwimlane(G.cell)&&(M=this.getActualStartSize(G.cell),(0<M.x||0<M.width)&&mxUtils.intersects(U,new mxRectangle(G.x+(M.x-M.width-1)*V+(0==M.x?G.width:0),G.y,1,G.height))||(0<M.y||0<M.height)&&mxUtils.intersects(U,new mxRectangle(G.x,G.y+(M.y-M.height-1)*V+(0==M.y?G.height:0),G.width,1)))&&(this.selectCellForEvent(G.cell,K.getEvent()),M=this.selectionCellsHandler.getHandler(G.cell), +null!=M&&(ba=mxEvent.CUSTOM_HANDLE-M.customHandles.length+1,M.start(K.getGraphX(),K.getGraphY(),ba),K.consume())),G=this.view.getState(this.model.getParent(G.cell))}}}));this.addMouseListener({mouseDown:function(K,V){},mouseMove:mxUtils.bind(this,function(K,V){K=this.selectionCellsHandler.handlers.map;for(var G in K)if(null!=K[G].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(V.getEvent())){var M=this.tolerance;if(null!=k&&null!=u&&null!=n){if(G=u,Math.abs(k.x- +V.getGraphX())>M||Math.abs(k.y-V.getGraphY())>M){var U=this.selectionCellsHandler.getHandler(G.cell);null==U&&this.model.isEdge(G.cell)&&(U=this.createHandler(G));if(null!=U&&null!=U.bends&&0<U.bends.length){K=U.getHandleForEvent(n);var ba=this.view.getEdgeStyle(G);M=ba==mxEdgeStyle.EntityRelation;r||m!=mxEvent.LABEL_HANDLE||(K=m);if(M&&0!=K&&K!=U.bends.length-1&&K!=mxEvent.LABEL_HANDLE)!M||null==G.visibleSourceState&&null==G.visibleTargetState||(this.graphHandler.reset(),V.consume());else if(K== +mxEvent.LABEL_HANDLE||0==K||null!=G.visibleSourceState||K==U.bends.length-1||null!=G.visibleTargetState)M||K==mxEvent.LABEL_HANDLE||(M=G.absolutePoints,null!=M&&(null==ba&&null==K||ba==mxEdgeStyle.OrthConnector)&&(K=m,null==K&&(K=new mxRectangle(k.x,k.y),K.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(K,M[0].x,M[0].y)?K=0:mxUtils.contains(K,M[M.length-1].x,M[M.length-1].y)?K=U.bends.length-1:null!=ba&&(2==M.length||3==M.length&&(0==Math.round(M[0].x-M[1].x)&&0==Math.round(M[1].x- +M[2].x)||0==Math.round(M[0].y-M[1].y)&&0==Math.round(M[1].y-M[2].y)))?K=2:(K=mxUtils.findNearestSegment(G,k.x,k.y),K=null==ba?mxEvent.VIRTUAL_HANDLE-K:K+1))),null==K&&(K=mxEvent.VIRTUAL_HANDLE)),U.start(V.getGraphX(),V.getGraphX(),K),V.consume(),this.graphHandler.reset()}null!=U&&(this.selectionCellsHandler.isHandlerActive(U)?this.isCellSelected(G.cell)||(this.selectionCellsHandler.handlers.put(G.cell,U),this.selectCellForEvent(G.cell,V.getEvent())):this.isCellSelected(G.cell)||U.destroy());r=!1; +k=n=u=m=null}}else if(G=V.getState(),null!=G&&this.isCellEditable(G.cell)){U=null;if(this.model.isEdge(G.cell)){if(K=new mxRectangle(V.getGraphX(),V.getGraphY()),K.grow(mxEdgeHandler.prototype.handleImage.width/2),M=G.absolutePoints,null!=M)if(null!=G.text&&null!=G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,V.getGraphX(),V.getGraphY()))U="move";else if(mxUtils.contains(K,M[0].x,M[0].y)||mxUtils.contains(K,M[M.length-1].x,M[M.length-1].y))U="pointer";else if(null!=G.visibleSourceState|| +null!=G.visibleTargetState)K=this.view.getEdgeStyle(G),U="crosshair",K!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(G)&&(V=mxUtils.findNearestSegment(G,V.getGraphX(),V.getGraphY()),V<M.length-1&&0<=V&&(U=0==Math.round(M[V].x-M[V+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(V.getEvent())){M=mxShape.prototype.svgStrokeTolerance/2;K=new mxRectangle(V.getGraphX(),V.getGraphY());K.grow(M);if(this.isTableCell(G.cell)&&(V=this.model.getParent(G.cell),M=this.model.getParent(V),!this.isCellSelected(M)))if(mxUtils.intersects(K, +new mxRectangle(G.x,G.y-2,G.width,4))&&this.model.getChildAt(M,0)!=V||mxUtils.intersects(K,new mxRectangle(G.x,G.y+G.height-2,G.width,4)))U="row-resize";else if(mxUtils.intersects(K,new mxRectangle(G.x-2,G.y,4,G.height))&&this.model.getChildAt(V,0)!=G.cell||mxUtils.intersects(K,new mxRectangle(G.x+G.width-2,G.y,4,G.height)))U="col-resize";for(V=G;null==U&&null!=V&&(this.isTableCell(V.cell)||this.isTableRow(V.cell)||this.isTable(V.cell));)this.isSwimlane(V.cell)&&(M=this.getActualStartSize(V.cell), +ba=this.view.scale,(0<M.x||0<M.width)&&mxUtils.intersects(K,new mxRectangle(V.x+(M.x-M.width-1)*ba+(0==M.x?V.width*ba:0),V.y,1,V.height))?U="col-resize":(0<M.y||0<M.height)&&mxUtils.intersects(K,new mxRectangle(V.x,V.y+(M.y-M.height-1)*ba+(0==M.y?V.height:0),V.width,1))&&(U="row-resize")),V=this.view.getState(this.model.getParent(V.cell))}null!=U&&G.setCursor(U)}}}),mouseUp:mxUtils.bind(this,function(K,V){m=k=n=u=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(K){var V= +mxCellRenderer.prototype.getLabelValue.apply(this,arguments);K.view.graph.isHtmlLabel(K.cell)&&(V=1!=K.style.html?mxUtils.htmlEntities(V,!1):K.view.graph.sanitizeHtml(V));return V};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0);this.allowAutoPanning=!0;this.constrainChildren=this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid= +!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(K,V){return!1};this.alternateEdgeStyle="vertical";null==e&&this.loadStylesheet();var x=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var K=x.apply(this,arguments);if(this.graph.pageVisible){var V=[],G=this.graph.pageFormat,M=this.graph.pageScale,U=G.width*M;G=G.height*M;M=this.graph.view.translate;for(var ba=this.graph.view.scale,la= +this.graph.getPageLayout(),ra=0;ra<la.width;ra++)V.push(new mxRectangle(((la.x+ra)*U+M.x)*ba,(la.y*G+M.y)*ba,U*ba,G*ba));for(ra=1;ra<la.height;ra++)V.push(new mxRectangle((la.x*U+M.x)*ba,((la.y+ra)*G+M.y)*ba,U*ba,G*ba));K=V.concat(K)}return K};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor=function(K,V){return null==K.cell?"#ffa500":mxConstants.GUIDE_COLOR};this.graphHandler.createPreviewShape=function(K){this.previewColor="#000000"==this.graph.background? +"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var B=this.graphHandler.getCells;this.graphHandler.getCells=function(K){for(var V=B.apply(this,arguments),G=new mxDictionary,M=[],U=0;U<V.length;U++){var ba=this.graph.isTableCell(K)&&this.graph.isTableCell(V[U])&&this.graph.isCellSelected(V[U])?this.graph.model.getParent(V[U]):this.graph.isTableRow(K)&&this.graph.isTableRow(V[U])&&this.graph.isCellSelected(V[U])?V[U]:this.graph.getCompositeParent(V[U]); +null==ba||G.get(ba)||(G.put(ba,!0),M.push(ba))}return M};var D=this.graphHandler.start;this.graphHandler.start=function(K,V,G,M){var U=!1;this.graph.isTableCell(K)&&(this.graph.isCellSelected(K)?U=!0:K=this.graph.model.getParent(K));U||this.graph.isTableRow(K)&&this.graph.isCellSelected(K)||(K=this.graph.getCompositeParent(K));D.apply(this,arguments)};this.connectionHandler.createTargetVertex=function(K,V){V=this.graph.getCompositeParent(V);return mxConnectionHandler.prototype.createTargetVertex.apply(this, +arguments)};var F=new mxRubberband(this);this.getRubberband=function(){return F};var J=(new Date).getTime(),C=0,O=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var K=this.currentState;O.apply(this,arguments);K!=this.currentState?(J=(new Date).getTime(),C=0):C=(new Date).getTime()-J};var R=this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent=function(K){return mxEvent.isShiftDown(K.getEvent())&&mxEvent.isAltDown(K.getEvent())?!1:null!= +this.currentState&&K.getState()==this.currentState&&2E3<C||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&R.apply(this,arguments)};var T=this.isToggleEvent;this.isToggleEvent=function(K){return T.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(K)};var Q=F.isForceRubberbandEvent;F.isForceRubberbandEvent=function(K){return Q.apply(this,arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(K.getEvent())||mxUtils.hasScrollbars(this.graph.container)&& +mxClient.IS_FF&&mxClient.IS_WIN&&null==K.getState()&&mxEvent.isTouchEvent(K.getEvent())};var aa=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(aa=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END,mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor=aa)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(K){return mxEvent.isMouseEvent(K.getEvent())}; +var S=this.click;this.click=function(K){var V=null==K.state&&null!=K.sourceState&&this.isCellLocked(K.sourceState.cell);if(this.isEnabled()&&!V||K.isConsumed())return S.apply(this,arguments);var G=V?K.sourceState.cell:K.getCell();null!=G&&(G=this.getClickableLinkForCell(G),null!=G&&(this.isCustomLink(G)?this.customLinkClicked(G):this.openLink(G)));this.isEnabled()&&V&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(K){return K.sourceState};var P=this.tooltipHandler.show;this.tooltipHandler.show= +function(){P.apply(this,arguments);if(null!=this.div)for(var K=this.div.getElementsByTagName("a"),V=0;V<K.length;V++)null!=K[V].getAttribute("href")&&null==K[V].getAttribute("target")&&K[V].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(K){return K.sourceState};this.getCursorForMouseEvent=function(K){var V=null==K.state&&null!=K.sourceState&&this.isCellLocked(K.sourceState.cell);return this.getCursorForCell(V?K.sourceState.cell:K.getCell())};var X=this.getCursorForCell; +this.getCursorForCell=function(K){if(!this.isEnabled()||this.isCellLocked(K)){if(null!=this.getClickableLinkForCell(K))return"pointer";if(this.isCellLocked(K))return"default"}return X.apply(this,arguments)};this.selectRegion=function(K,V){var G=mxEvent.isAltDown(V)?K:null;K=this.getCells(K.x,K.y,K.width,K.height,null,null,G,function(M){return"1"==mxUtils.getValue(M.style,"locked","0")},!0);if(this.isToggleEvent(V))for(G=0;G<K.length;G++)this.selectCellForEvent(K[G],V);else this.selectCellsForEvent(K, +V);return K};var ha=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(K,V,G){return this.graph.isCellSelected(K)?!1:ha.apply(this,arguments)};this.isCellLocked=function(K){for(;null!=K;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(K),"locked","0"))return!0;K=this.model.getParent(K)}return!1};var fa=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(K,V){"mouseDown"==V.getProperty("eventName")&&(K=V.getProperty("event").getState(), +fa=null==K||this.isSelectionEmpty()||this.isCellSelected(K.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(K,V){if(!mxEvent.isMultiTouchEvent(V)){K=V.getProperty("event");var G=V.getProperty("cell");null==G?(K=mxUtils.convertPoint(this.container,mxEvent.getClientX(K),mxEvent.getClientY(K)),F.start(K.x,K.y)):null!=fa?this.addSelectionCells(fa):1<this.getSelectionCount()&&this.isCellSelected(G)&&this.removeSelectionCell(G);fa=null;V.consume()}})); +this.connectionHandler.selectCells=function(K,V){this.graph.setSelectionCell(V||K)};this.connectionHandler.constraintHandler.isStateIgnored=function(K,V){var G=K.view.graph;return V&&(G.isCellSelected(K.cell)||G.isTableRow(K.cell)&&G.selectionCellsHandler.isHandled(G.model.getParent(K.cell)))};this.selectionModel.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var K=this.connectionHandler.constraintHandler;null!=K.currentFocus&&K.isStateIgnored(K.currentFocus,!0)&&(K.currentFocus=null,K.constraints= +null,K.destroyIcons());K.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var sa=this.updateMouseEvent;this.updateMouseEvent=function(K){K=sa.apply(this,arguments);null!=K.state&&this.isCellLocked(K.getCell())&&(K.state=null);return K}}this.currentTranslate=new mxPoint(0,0)};Graph.touchStyle=mxClient.IS_TOUCH||mxClient.IS_FF&&mxClient.IS_WIN||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints||null==window.urlParams||"1"==urlParams.touch; Graph.fileSupport=null!=window.File&&null!=window.FileReader&&null!=window.FileList&&(null==window.urlParams||"0"!=urlParams.filesupport);Graph.translateDiagram="1"==urlParams["translate-diagram"];Graph.diagramLanguage=null!=urlParams["diagram-language"]?urlParams["diagram-language"]:mxClient.language;Graph.lineJumpsEnabled=!0;Graph.defaultJumpSize=6;Graph.zoomWheel=!1;Graph.minTableColumnWidth=20;Graph.minTableRowHeight=20;Graph.foreignObjectWarningText="Text is not SVG - cannot display"; Graph.foreignObjectWarningLink="https://www.diagrams.net/doc/faq/svg-export-text-problems";Graph.xmlDeclaration='<?xml version="1.0" encoding="UTF-8"?>';Graph.svgDoctype='<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">';Graph.svgFileComment="\x3c!-- Do not edit this file with editors other than diagrams.net --\x3e";Graph.pasteStyles="rounded shadow dashed dashPattern fontFamily fontSource fontSize fontColor fontStyle align verticalAlign strokeColor strokeWidth fillColor gradientColor swimlaneFillColor textOpacity gradientDirection glass labelBackgroundColor labelBorderColor opacity spacing spacingTop spacingLeft spacingBottom spacingRight endFill endArrow endSize targetPerimeterSpacing startFill startArrow startSize sourcePerimeterSpacing arcSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle".split(" "); Graph.layoutNames="mxHierarchicalLayout mxCircleLayout mxCompactTreeLayout mxEdgeLabelLayout mxFastOrganicLayout mxParallelEdgeLayout mxPartitionLayout mxRadialTreeLayout mxStackLayout".split(" "); @@ -2899,34 +2902,34 @@ Graph.setTransitionForNodes=function(a,b){for(var f=0;f<a.length;f++)mxUtils.set Graph.sanitizeHtml=function(a,b){return Graph.domPurify(a,!1)};Graph.sanitizeLink=function(a){var b=document.createElement("a");b.setAttribute("href",a);Graph.sanitizeNode(b);return b.getAttribute("href")};Graph.sanitizeNode=function(a){return Graph.domPurify(a,!0)};DOMPurify.addHook("afterSanitizeAttributes",function(a){"use"==a.nodeName&&a.hasAttribute("xlink:href")&&!a.getAttribute("xlink:href").match(/^#/)&&a.remove()}); Graph.domPurify=function(a,b){window.DOM_PURIFY_CONFIG.IN_PLACE=b;return DOMPurify.sanitize(a,window.DOM_PURIFY_CONFIG)}; Graph.clipSvgDataUri=function(a,b){if(!mxClient.IS_IE&&!mxClient.IS_IE11&&null!=a&&"data:image/svg+xml;base64,"==a.substring(0,26))try{var f=document.createElement("div");f.style.position="absolute";f.style.visibility="hidden";var e=decodeURIComponent(escape(atob(a.substring(26)))),g=e.indexOf("<svg");if(0<=g){f.innerHTML=Graph.sanitizeHtml(e.substring(g));var d=f.getElementsByTagName("svg");if(0<d.length){if(b||null!=d[0].getAttribute("preserveAspectRatio")){document.body.appendChild(f);try{e=b= -1;var k=d[0].getAttribute("width"),m=d[0].getAttribute("height");k=null!=k&&"%"!=k.charAt(k.length-1)?parseFloat(k):NaN;m=null!=m&&"%"!=m.charAt(m.length-1)?parseFloat(m):NaN;var u=d[0].getAttribute("viewBox");if(null!=u&&!isNaN(k)&&!isNaN(m)){var n=u.split(" ");4<=u.length&&(b=parseFloat(n[2])/k,e=parseFloat(n[3])/m)}var r=d[0].getBBox();0<r.width&&0<r.height&&(f.getElementsByTagName("svg")[0].setAttribute("viewBox",r.x+" "+r.y+" "+r.width+" "+r.height),f.getElementsByTagName("svg")[0].setAttribute("width", +1;var k=d[0].getAttribute("width"),n=d[0].getAttribute("height");k=null!=k&&"%"!=k.charAt(k.length-1)?parseFloat(k):NaN;n=null!=n&&"%"!=n.charAt(n.length-1)?parseFloat(n):NaN;var u=d[0].getAttribute("viewBox");if(null!=u&&!isNaN(k)&&!isNaN(n)){var m=u.split(" ");4<=u.length&&(b=parseFloat(m[2])/k,e=parseFloat(m[3])/n)}var r=d[0].getBBox();0<r.width&&0<r.height&&(f.getElementsByTagName("svg")[0].setAttribute("viewBox",r.x+" "+r.y+" "+r.width+" "+r.height),f.getElementsByTagName("svg")[0].setAttribute("width", r.width/b),f.getElementsByTagName("svg")[0].setAttribute("height",r.height/e))}catch(x){}finally{document.body.removeChild(f)}}a=Editor.createSvgDataUri(mxUtils.getXml(d[0]))}}}catch(x){}return a};Graph.stripQuotes=function(a){null!=a&&("'"==a.charAt(0)&&(a=a.substring(1)),"'"==a.charAt(a.length-1)&&(a=a.substring(0,a.length-1)),'"'==a.charAt(0)&&(a=a.substring(1)),'"'==a.charAt(a.length-1)&&(a=a.substring(0,a.length-1)));return a}; Graph.createRemoveIcon=function(a,b){var f=document.createElement("img");f.setAttribute("src",Dialog.prototype.clearImage);f.setAttribute("title",a);f.setAttribute("width","13");f.setAttribute("height","10");f.style.marginLeft="4px";f.style.marginBottom="-1px";f.style.cursor="pointer";mxEvent.addListener(f,"click",b);return f};Graph.isPageLink=function(a){return null!=a&&"data:page/id,"==a.substring(0,13)};Graph.isLink=function(a){return null!=a&&Graph.linkPattern.test(a)}; Graph.linkPattern=RegExp("^(https?:\\/\\/)?((([a-z\\d]([a-z\\d-]*[a-z\\d])*)\\.)+[a-z]{2,}|((\\d{1,3}\\.){3}\\d{1,3}))(\\:\\d+)?(\\/[-a-z\\d%_.~+]*)*(\\?[;&a-z\\d%_.~+=-]*)?(\\#[-a-z\\d_]*)?$","i");mxUtils.extend(Graph,mxGraph);Graph.prototype.minFitScale=null;Graph.prototype.maxFitScale=null;Graph.prototype.linkPolicy="frame"==urlParams.target?"blank":urlParams.target||"auto";Graph.prototype.linkTarget="frame"==urlParams.target?"_self":"_blank";Graph.prototype.linkRelation="nofollow noopener noreferrer"; Graph.prototype.defaultScrollbars=!0;Graph.prototype.defaultPageVisible=!0;Graph.prototype.defaultGridEnabled="0"!=urlParams.grid;Graph.prototype.lightbox=!1;Graph.prototype.defaultPageBackgroundColor="#ffffff";Graph.prototype.defaultPageBorderColor="#ffffff";Graph.prototype.shapeForegroundColor="#000000";Graph.prototype.shapeBackgroundColor="#ffffff";Graph.prototype.scrollTileSize=new mxRectangle(0,0,400,400);Graph.prototype.transparentBackground=!0;Graph.prototype.selectParentAfterDelete=!1; Graph.prototype.defaultEdgeLength=80;Graph.prototype.edgeMode=!1;Graph.prototype.connectionArrowsEnabled=!0;Graph.prototype.placeholderPattern=RegExp("%(date{.*}|[^%^{^}^ ^\"^ '^=^;]+)%","g");Graph.prototype.absoluteUrlPattern=RegExp("^(?:[a-z]+:)?//","i");Graph.prototype.defaultThemeName="default";Graph.prototype.defaultThemes={};Graph.prototype.baseUrl=null!=urlParams.base?decodeURIComponent(urlParams.base):(window!=window.top?document.referrer:document.location.toString()).split("#")[0]; Graph.prototype.editAfterInsert=!1;Graph.prototype.builtInProperties=["label","tooltip","placeholders","placeholder"];Graph.prototype.standalone=!1;Graph.prototype.enableFlowAnimation=!1;Graph.prototype.roundableShapes="label rectangle internalStorage corner parallelogram swimlane triangle trapezoid ext step tee process link rhombus offPageConnector loopLimit hexagon manualInput card curlyBracket singleArrow callout doubleArrow flexArrow umlLifeline".split(" "); -Graph.prototype.init=function(a){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(f,e){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var g=f.view.graph.tolerance,d=!0,k=null,m=mxUtils.bind(this,function(r){d=!0;k=new mxPoint(mxEvent.getClientX(r),mxEvent.getClientY(r))}),u=mxUtils.bind(this,function(r){d=d&&null!=k&&Math.abs(k.x-mxEvent.getClientX(r))<g&&Math.abs(k.y-mxEvent.getClientY(r))<g}),n=mxUtils.bind(this,function(r){if(d)for(var x=mxEvent.getSource(r);null!= -x&&x!=e.node;){if("a"==x.nodeName.toLowerCase()){f.view.graph.labelLinkClicked(f,x,r);break}x=x.parentNode}});mxEvent.addGestureListeners(e.node,m,u,n);mxEvent.addListener(e.node,"click",function(r){mxEvent.consume(r)})};if(null!=this.tooltipHandler){var b=this.tooltipHandler.init;this.tooltipHandler.init=function(){b.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(f){var e=mxEvent.getSource(f);"A"==e.nodeName&&(e=e.getAttribute("href"),null!= +Graph.prototype.init=function(a){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(f,e){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var g=f.view.graph.tolerance,d=!0,k=null,n=mxUtils.bind(this,function(r){d=!0;k=new mxPoint(mxEvent.getClientX(r),mxEvent.getClientY(r))}),u=mxUtils.bind(this,function(r){d=d&&null!=k&&Math.abs(k.x-mxEvent.getClientX(r))<g&&Math.abs(k.y-mxEvent.getClientY(r))<g}),m=mxUtils.bind(this,function(r){if(d)for(var x=mxEvent.getSource(r);null!= +x&&x!=e.node;){if("a"==x.nodeName.toLowerCase()){f.view.graph.labelLinkClicked(f,x,r);break}x=x.parentNode}});mxEvent.addGestureListeners(e.node,n,u,m);mxEvent.addListener(e.node,"click",function(r){mxEvent.consume(r)})};if(null!=this.tooltipHandler){var b=this.tooltipHandler.init;this.tooltipHandler.init=function(){b.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(f){var e=mxEvent.getSource(f);"A"==e.nodeName&&(e=e.getAttribute("href"),null!= e&&this.graph.isCustomLink(e)&&(mxEvent.isTouchEvent(f)||!mxEvent.isPopupTrigger(f))&&this.graph.customLinkClicked(e)&&mxEvent.consume(f))}))}}this.addListener(mxEvent.SIZE,mxUtils.bind(this,function(f,e){null!=this.container&&this.flowAnimationStyle&&(f=this.flowAnimationStyle.getAttribute("id"),this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(f))}));this.initLayoutManager()}; (function(){Graph.prototype.useCssTransforms=!1;Graph.prototype.currentScale=1;Graph.prototype.currentTranslate=new mxPoint(0,0);Graph.prototype.isFillState=function(k){return!this.isSpecialColor(k.style[mxConstants.STYLE_FILLCOLOR])&&"1"!=mxUtils.getValue(k.style,"lineShape",null)&&(this.model.isVertex(k.cell)||"arrow"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)||"filledEdge"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)||"flexArrow"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE, -null))};Graph.prototype.isStrokeState=function(k){return!this.isSpecialColor(k.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(k){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],k)};Graph.prototype.isGlassState=function(k){k=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"rectangle"==k||"internalStorage"==k||"ext"==k||"umlLifeline"==k||"swimlane"==k||"process"==k};Graph.prototype.isRoundedState= -function(k){return null!=k.shape?k.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(k){var m=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(k.style,mxConstants.STYLE_CURVED,!1)&&("connector"==m||"filledEdge"==m)};Graph.prototype.isAutoSizeState=function(k){return"1"==mxUtils.getValue(k.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(k){k= -mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"image"==k};Graph.prototype.isShadowState=function(k){return"image"!=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(k,m){k=null!=k?k:!0;m=null!=m?m:!0;var u=this.model;return u.filterDescendants(function(n){return k&&u.isVertex(n)||m&&u.isEdge(n)},u.getRoot())};Graph.prototype.getCommonStyle=function(k){for(var m={},u=0;u<k.length;u++){var n=this.view.getState(k[u]);this.mergeStyle(n.style, -m,0==u)}return m};Graph.prototype.mergeStyle=function(k,m,u){if(null!=k){var n={},r;for(r in k){var x=k[r];null!=x&&(n[r]=!0,null==m[r]&&u?m[r]=x:m[r]!=x&&delete m[r])}for(r in m)n[r]||delete m[r]}};Graph.prototype.getStartEditingCell=function(k,m){m=this.getCellStyle(k);m=parseInt(mxUtils.getValue(m,mxConstants.STYLE_STARTSIZE,0));this.isTable(k)&&(!this.isSwimlane(k)||0==m)&&""==this.getLabel(k)&&0<this.model.getChildCount(k)&&(k=this.model.getChildAt(k,0),m=this.getCellStyle(k),m=parseInt(mxUtils.getValue(m, -mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(k)&&(!this.isSwimlane(k)||0==m)&&""==this.getLabel(k)&&0<this.model.getChildCount(k))for(m=0;m<this.model.getChildCount(k);m++){var u=this.model.getChildAt(k,m);if(this.isCellEditable(u)){k=u;break}}return k};Graph.prototype.copyStyle=function(k){return this.getCellStyle(k,!1)};Graph.prototype.pasteStyle=function(k,m,u){u=null!=u?u:Graph.pasteStyles;Graph.removeKeys(k,function(n){return 0>mxUtils.indexOf(u,n)});this.updateCellStyles(k,m)};Graph.prototype.updateCellStyles= -function(k,m){this.model.beginUpdate();try{for(var u=0;u<m.length;u++)if(this.model.isVertex(m[u])||this.model.isEdge(m[u])){var n=this.getCellStyle(m[u],!1),r;for(r in k){var x=k[r];n[r]!=x&&this.setCellStyles(r,x,[m[u]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&&(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect== -mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(k,m,u,n,r,x){this.useCssTransforms&&(k=k/this.currentScale-this.currentTranslate.x,m=m/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(k,m,u,n,r,x){n=null!=n?n:!0;r=null!=r?r:!0;null==u&&(u=this.getCurrentRoot(),null==u&&(u=this.getModel().getRoot()));if(null!=u)for(var B=this.model.getChildCount(u)-1;0<= -B;B--){var C=this.model.getChildAt(u,B),F=this.getScaledCellAt(k,m,C,n,r,x);if(null!=F)return F;if(this.isCellVisible(C)&&(r&&this.model.isEdge(C)||n&&this.model.isVertex(C))&&(F=this.view.getState(C),null!=F&&(null==x||!x(F,k,m))&&this.intersects(F,k,m)))return C}return null};Graph.prototype.isRecursiveVertexResize=function(k){return!this.isSwimlane(k.cell)&&0<this.model.getChildCount(k.cell)&&!this.isCellCollapsed(k.cell)&&"1"==mxUtils.getValue(k.style,"recursiveResize","1")&&null==mxUtils.getValue(k.style, -"childLayout",null)};Graph.prototype.getAbsoluteParent=function(k){for(var m=this.getCellGeometry(k);null!=m&&m.relative;)k=this.getModel().getParent(k),m=this.getCellGeometry(k);return k};Graph.prototype.isPart=function(k){return"1"==mxUtils.getValue(this.getCurrentCellStyle(k),"part","0")||this.isTableCell(k)||this.isTableRow(k)};Graph.prototype.getCompositeParents=function(k){for(var m=new mxDictionary,u=[],n=0;n<k.length;n++){var r=this.getCompositeParent(k[n]);this.isTableCell(r)&&(r=this.graph.model.getParent(r)); -this.isTableRow(r)&&(r=this.graph.model.getParent(r));null==r||m.get(r)||(m.put(r,!0),u.push(r))}return u};Graph.prototype.getCompositeParent=function(k){for(;this.isPart(k);){var m=this.model.getParent(k);if(!this.model.isVertex(m))break;k=m}return k};Graph.prototype.filterSelectionCells=function(k){var m=this.getSelectionCells();if(null!=k){for(var u=[],n=0;n<m.length;n++)k(m[n])||u.push(m[n]);m=u}return m};var a=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(k){if(this.useCssTransforms){var m= -this.currentScale,u=this.currentTranslate;k=new mxRectangle((k.x+2*u.x)*m-u.x,(k.y+2*u.y)*m-u.y,k.width*m,k.height*m)}a.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(k){k=this.strokeWidth;this.graph.useCssTransforms&&(k/=this.graph.currentScale);return k};mxGraphView.prototype.getGraphBounds=function(){var k=this.graphBounds;if(this.graph.useCssTransforms){var m=this.graph.currentTranslate,u=this.graph.currentScale;k=new mxRectangle((k.x+m.x)*u,(k.y+m.y)*u,k.width*u,k.height* -u)}return k};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var b=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(k){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y=this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);b.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(), -this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var f=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(k){k=f.apply(this,arguments);for(var m=[],u=0;u<k.length;u++)this.isTableRow(k[u])||this.isTableCell(k[u])||m.push(k[u]);return m};var e=mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(k){k=e.apply(this,arguments);for(var m=[],u=0;u<k.length;u++)this.isTable(k[u])|| -this.isTableRow(k[u])||this.isTableCell(k[u])||m.push(k[u]);return m};Graph.prototype.updateCssTransform=function(){var k=this.view.getDrawPane();if(null!=k)if(k=k.parentNode,this.useCssTransforms){var m=k.getAttribute("transform");k.setAttribute("transformOrigin","0 0");var u=Math.round(100*this.currentScale)/100;k.setAttribute("transform","scale("+u+","+u+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");m!=k.getAttribute("transform")&& -this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",k.getAttribute("transform"))}else k.removeAttribute("transformOrigin"),k.removeAttribute("transform")};var g=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph.useCssTransforms,m=this.scale,u=this.translate;k&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);g.apply(this,arguments);k&&(this.scale=m,this.translate=u)};var d=mxGraph.prototype.updatePageBreaks; -mxGraph.prototype.updatePageBreaks=function(k,m,u){var n=this.useCssTransforms,r=this.view.scale,x=this.view.translate;n&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);d.apply(this,arguments);n&&(this.view.scale=r,this.view.translate=x,this.useCssTransforms=!0)}})();Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1}; -Graph.prototype.labelLinkClicked=function(a,b,f){b=b.getAttribute("href");if(null!=b&&!this.isCustomLink(b)&&(mxEvent.isLeftMouseButton(f)&&!mxEvent.isPopupTrigger(f)||mxEvent.isTouchEvent(f))){if(!this.isEnabled()||this.isCellLocked(a.cell))a=this.isBlankLink(b)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(b),a);mxEvent.consume(f)}}; +null)||"mxgraph.arrows2.wedgeArrow"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isStrokeState=function(k){return!this.isSpecialColor(k.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(k){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],k)};Graph.prototype.isGlassState=function(k){k=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"rectangle"==k|| +"internalStorage"==k||"ext"==k||"umlLifeline"==k||"swimlane"==k||"process"==k};Graph.prototype.isRoundedState=function(k){return null!=k.shape?k.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(k){var n=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(k.style,mxConstants.STYLE_CURVED,!1)&&("connector"==n||"filledEdge"==n)};Graph.prototype.isAutoSizeState=function(k){return"1"== +mxUtils.getValue(k.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(k){k=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"image"==k};Graph.prototype.isShadowState=function(k){return"image"!=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(k,n){k=null!=k?k:!0;n=null!=n?n:!0;var u=this.model;return u.filterDescendants(function(m){return k&&u.isVertex(m)||n&&u.isEdge(m)},u.getRoot())};Graph.prototype.getCommonStyle= +function(k){for(var n={},u=0;u<k.length;u++){var m=this.view.getState(k[u]);this.mergeStyle(m.style,n,0==u)}return n};Graph.prototype.mergeStyle=function(k,n,u){if(null!=k){var m={},r;for(r in k){var x=k[r];null!=x&&(m[r]=!0,null==n[r]&&u?n[r]=x:n[r]!=x&&delete n[r])}for(r in n)m[r]||delete n[r]}};Graph.prototype.getStartEditingCell=function(k,n){n=this.getCellStyle(k);n=parseInt(mxUtils.getValue(n,mxConstants.STYLE_STARTSIZE,0));this.isTable(k)&&(!this.isSwimlane(k)||0==n)&&""==this.getLabel(k)&& +0<this.model.getChildCount(k)&&(k=this.model.getChildAt(k,0),n=this.getCellStyle(k),n=parseInt(mxUtils.getValue(n,mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(k)&&(!this.isSwimlane(k)||0==n)&&""==this.getLabel(k)&&0<this.model.getChildCount(k))for(n=0;n<this.model.getChildCount(k);n++){var u=this.model.getChildAt(k,n);if(this.isCellEditable(u)){k=u;break}}return k};Graph.prototype.copyStyle=function(k){return this.getCellStyle(k,!1)};Graph.prototype.pasteStyle=function(k,n,u){u=null!=u?u:Graph.pasteStyles; +Graph.removeKeys(k,function(m){return 0>mxUtils.indexOf(u,m)});this.updateCellStyles(k,n)};Graph.prototype.updateCellStyles=function(k,n){this.model.beginUpdate();try{for(var u=0;u<n.length;u++)if(this.model.isVertex(n[u])||this.model.isEdge(n[u])){var m=this.getCellStyle(n[u],!1),r;for(r in k){var x=k[r];m[r]!=x&&this.setCellStyles(r,x,[n[u]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&& +(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect==mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(k,n,u,m,r,x){this.useCssTransforms&&(k=k/this.currentScale-this.currentTranslate.x,n=n/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(k,n,u,m,r,x){m=null!=m?m:!0;r=null!=r?r:!0; +null==u&&(u=this.getCurrentRoot(),null==u&&(u=this.getModel().getRoot()));if(null!=u)for(var B=this.model.getChildCount(u)-1;0<=B;B--){var D=this.model.getChildAt(u,B),F=this.getScaledCellAt(k,n,D,m,r,x);if(null!=F)return F;if(this.isCellVisible(D)&&(r&&this.model.isEdge(D)||m&&this.model.isVertex(D))&&(F=this.view.getState(D),null!=F&&(null==x||!x(F,k,n))&&this.intersects(F,k,n)))return D}return null};Graph.prototype.isRecursiveVertexResize=function(k){return!this.isSwimlane(k.cell)&&0<this.model.getChildCount(k.cell)&& +!this.isCellCollapsed(k.cell)&&"1"==mxUtils.getValue(k.style,"recursiveResize","1")&&null==mxUtils.getValue(k.style,"childLayout",null)};Graph.prototype.getAbsoluteParent=function(k){for(var n=this.getCellGeometry(k);null!=n&&n.relative;)k=this.getModel().getParent(k),n=this.getCellGeometry(k);return k};Graph.prototype.isPart=function(k){return"1"==mxUtils.getValue(this.getCurrentCellStyle(k),"part","0")||this.isTableCell(k)||this.isTableRow(k)};Graph.prototype.getCompositeParents=function(k){for(var n= +new mxDictionary,u=[],m=0;m<k.length;m++){var r=this.getCompositeParent(k[m]);this.isTableCell(r)&&(r=this.graph.model.getParent(r));this.isTableRow(r)&&(r=this.graph.model.getParent(r));null==r||n.get(r)||(n.put(r,!0),u.push(r))}return u};Graph.prototype.getCompositeParent=function(k){for(;this.isPart(k);){var n=this.model.getParent(k);if(!this.model.isVertex(n))break;k=n}return k};Graph.prototype.filterSelectionCells=function(k){var n=this.getSelectionCells();if(null!=k){for(var u=[],m=0;m<n.length;m++)k(n[m])|| +u.push(n[m]);n=u}return n};var a=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(k){if(this.useCssTransforms){var n=this.currentScale,u=this.currentTranslate;k=new mxRectangle((k.x+2*u.x)*n-u.x,(k.y+2*u.y)*n-u.y,k.width*n,k.height*n)}a.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(k){k=this.strokeWidth;this.graph.useCssTransforms&&(k/=this.graph.currentScale);return k};mxGraphView.prototype.getGraphBounds=function(){var k=this.graphBounds; +if(this.graph.useCssTransforms){var n=this.graph.currentTranslate,u=this.graph.currentScale;k=new mxRectangle((k.x+n.x)*u,(k.y+n.y)*u,k.width*u,k.height*u)}return k};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var b=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(k){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y= +this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);b.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(),this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var f=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(k){k=f.apply(this,arguments);for(var n=[],u=0;u<k.length;u++)this.isTableRow(k[u])||this.isTableCell(k[u])||n.push(k[u]);return n};var e= +mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(k){k=e.apply(this,arguments);for(var n=[],u=0;u<k.length;u++)this.isTable(k[u])||this.isTableRow(k[u])||this.isTableCell(k[u])||n.push(k[u]);return n};Graph.prototype.updateCssTransform=function(){var k=this.view.getDrawPane();if(null!=k)if(k=k.parentNode,this.useCssTransforms){var n=k.getAttribute("transform");k.setAttribute("transformOrigin","0 0");var u=Math.round(100*this.currentScale)/100;k.setAttribute("transform", +"scale("+u+","+u+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");n!=k.getAttribute("transform")&&this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",k.getAttribute("transform"))}else k.removeAttribute("transformOrigin"),k.removeAttribute("transform")};var g=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph.useCssTransforms,n=this.scale,u=this.translate; +k&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);g.apply(this,arguments);k&&(this.scale=n,this.translate=u)};var d=mxGraph.prototype.updatePageBreaks;mxGraph.prototype.updatePageBreaks=function(k,n,u){var m=this.useCssTransforms,r=this.view.scale,x=this.view.translate;m&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);d.apply(this,arguments);m&&(this.view.scale=r,this.view.translate=x,this.useCssTransforms=!0)}})(); +Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1};Graph.prototype.labelLinkClicked=function(a,b,f){b=b.getAttribute("href");if(null!=b&&!this.isCustomLink(b)&&(mxEvent.isLeftMouseButton(f)&&!mxEvent.isPopupTrigger(f)||mxEvent.isTouchEvent(f))){if(!this.isEnabled()||this.isCellLocked(a.cell))a=this.isBlankLink(b)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(b),a);mxEvent.consume(f)}}; Graph.prototype.openLink=function(a,b,f){var e=window;try{if(a=Graph.sanitizeLink(a),null!=a)if("_self"==b&&window!=window.top)window.location.href=a;else if(a.substring(0,this.baseUrl.length)==this.baseUrl&&"#"==a.charAt(this.baseUrl.length)&&"_top"==b&&window==window.top){var g=a.split("#")[1];window.location.hash=="#"+g&&(window.location.hash="");window.location.hash=g}else e=window.open(a,null!=b?b:"_blank"),null==e||f||(e.opener=null)}catch(d){}return e}; Graph.prototype.getLinkTitle=function(a){return a.substring(a.lastIndexOf("/")+1)};Graph.prototype.isCustomLink=function(a){return"data:"==a.substring(0,5)};Graph.prototype.customLinkClicked=function(a){return!1};Graph.prototype.isExternalProtocol=function(a){return"mailto:"===a.substring(0,7)};Graph.prototype.isBlankLink=function(a){return!this.isExternalProtocol(a)&&("blank"===this.linkPolicy||"self"!==this.linkPolicy&&!this.isRelativeUrl(a)&&a.substring(0,this.domainUrl.length)!==this.domainUrl)}; Graph.prototype.isRelativeUrl=function(a){return null!=a&&!this.absoluteUrlPattern.test(a)&&"data:"!==a.substring(0,5)&&!this.isExternalProtocol(a)};Graph.prototype.getAbsoluteUrl=function(a){null!=a&&this.isRelativeUrl(a)&&(a="#"==a.charAt(0)?this.baseUrl+a:"/"==a.charAt(0)?this.domainUrl+a:this.domainPathUrl+a);return a}; @@ -2939,10 +2942,10 @@ Graph.prototype.createLayouts=function(a){for(var b=[],f=0;f<a.length;f++)if(0<= Graph.prototype.getDataForCells=function(a){for(var b=[],f=0;f<a.length;f++){var e=null!=a[f].value?a[f].value.attributes:null,g={};g.id=a[f].id;if(null!=e)for(var d=0;d<e.length;d++)g[e[d].nodeName]=e[d].nodeValue;else g.label=this.convertValueToString(a[f]);b.push(g)}return b}; Graph.prototype.getNodesForCells=function(a){for(var b=[],f=0;f<a.length;f++){var e=this.view.getState(a[f]);if(null!=e){for(var g=this.cellRenderer.getShapesForState(e),d=0;d<g.length;d++)null!=g[d]&&null!=g[d].node&&b.push(g[d].node);null!=e.control&&null!=e.control.node&&b.push(e.control.node)}}return b}; Graph.prototype.createWipeAnimations=function(a,b){for(var f=[],e=0;e<a.length;e++){var g=this.view.getState(a[e]);null!=g&&null!=g.shape&&(this.model.isEdge(g.cell)&&null!=g.absolutePoints&&1<g.absolutePoints.length?f.push(this.createEdgeWipeAnimation(g,b)):this.model.isVertex(g.cell)&&null!=g.shape.bounds&&f.push(this.createVertexWipeAnimation(g,b)))}return f}; -Graph.prototype.createEdgeWipeAnimation=function(a,b){var f=a.absolutePoints.slice(),e=a.segments,g=a.length,d=f.length;return{execute:mxUtils.bind(this,function(k,m){if(null!=a.shape){var u=[f[0]];m=k/m;b||(m=1-m);for(var n=g*m,r=1;r<d;r++)if(n<=e[r-1]){u.push(new mxPoint(f[r-1].x+(f[r].x-f[r-1].x)*n/e[r-1],f[r-1].y+(f[r].y-f[r-1].y)*n/e[r-1]));break}else n-=e[r-1],u.push(f[r]);a.shape.points=u;a.shape.redraw();0==k&&Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),1);null!=a.text&&null!= -a.text.node&&(a.text.node.style.opacity=m)}}),stop:mxUtils.bind(this,function(){null!=a.shape&&(a.shape.points=f,a.shape.redraw(),null!=a.text&&null!=a.text.node&&(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}}; +Graph.prototype.createEdgeWipeAnimation=function(a,b){var f=a.absolutePoints.slice(),e=a.segments,g=a.length,d=f.length;return{execute:mxUtils.bind(this,function(k,n){if(null!=a.shape){var u=[f[0]];n=k/n;b||(n=1-n);for(var m=g*n,r=1;r<d;r++)if(m<=e[r-1]){u.push(new mxPoint(f[r-1].x+(f[r].x-f[r-1].x)*m/e[r-1],f[r-1].y+(f[r].y-f[r-1].y)*m/e[r-1]));break}else m-=e[r-1],u.push(f[r]);a.shape.points=u;a.shape.redraw();0==k&&Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),1);null!=a.text&&null!= +a.text.node&&(a.text.node.style.opacity=n)}}),stop:mxUtils.bind(this,function(){null!=a.shape&&(a.shape.points=f,a.shape.redraw(),null!=a.text&&null!=a.text.node&&(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}}; Graph.prototype.createVertexWipeAnimation=function(a,b){var f=new mxRectangle.fromRectangle(a.shape.bounds);return{execute:mxUtils.bind(this,function(e,g){null!=a.shape&&(g=e/g,b||(g=1-g),a.shape.bounds=new mxRectangle(f.x,f.y,f.width*g,f.height),a.shape.redraw(),0==e&&Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),1),null!=a.text&&null!=a.text.node&&(a.text.node.style.opacity=g))}),stop:mxUtils.bind(this,function(){null!=a.shape&&(a.shape.bounds=f,a.shape.redraw(),null!=a.text&&null!=a.text.node&& -(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}};Graph.prototype.executeAnimations=function(a,b,f,e){f=null!=f?f:30;e=null!=e?e:30;var g=null,d=0,k=mxUtils.bind(this,function(){if(d==f||this.stoppingCustomActions){window.clearInterval(g);for(var m=0;m<a.length;m++)a[m].stop();null!=b&&b()}else for(m=0;m<a.length;m++)a[m].execute(d,f);d++});g=window.setInterval(k,e);k()}; +(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}};Graph.prototype.executeAnimations=function(a,b,f,e){f=null!=f?f:30;e=null!=e?e:30;var g=null,d=0,k=mxUtils.bind(this,function(){if(d==f||this.stoppingCustomActions){window.clearInterval(g);for(var n=0;n<a.length;n++)a[n].stop();null!=b&&b()}else for(n=0;n<a.length;n++)a[n].execute(d,f);d++});g=window.setInterval(k,e);k()}; Graph.prototype.getPageSize=function(){return this.pageVisible?new mxRectangle(0,0,this.pageFormat.width*this.pageScale,this.pageFormat.height*this.pageScale):this.scrollTileSize}; Graph.prototype.getPageLayout=function(){var a=this.getPageSize(),b=this.getGraphBounds();if(0==b.width||0==b.height)return new mxRectangle(0,0,1,1);var f=Math.floor(Math.ceil(b.x/this.view.scale-this.view.translate.x)/a.width),e=Math.floor(Math.ceil(b.y/this.view.scale-this.view.translate.y)/a.height);return new mxRectangle(f,e,Math.ceil((Math.floor((b.x+b.width)/this.view.scale)-this.view.translate.x)/a.width)-f,Math.ceil((Math.floor((b.y+b.height)/this.view.scale)-this.view.translate.y)/a.height)- e)};Graph.prototype.sanitizeHtml=function(a,b){return Graph.sanitizeHtml(a,b)};Graph.prototype.updatePlaceholders=function(){var a=!1,b;for(b in this.model.cells){var f=this.model.cells[b];this.isReplacePlaceholders(f)&&(this.view.invalidate(f,!1,!1),a=!0)}a&&this.view.validate()};Graph.prototype.isReplacePlaceholders=function(a){return null!=a.value&&"object"==typeof a.value&&"1"==a.value.getAttribute("placeholders")}; @@ -2952,38 +2955,38 @@ Graph.prototype.getLabel=function(a){var b=mxGraph.prototype.getLabel.apply(this Graph.prototype.setGridSize=function(a){this.gridSize=a;this.fireEvent(new mxEventObject("gridSizeChanged"))};Graph.prototype.setDefaultParent=function(a){this.defaultParent=a;this.fireEvent(new mxEventObject("defaultParentChanged"))};Graph.prototype.getClickableLinkForCell=function(a){do{var b=this.getLinkForCell(a);if(null!=b)return b;a=this.model.getParent(a)}while(null!=a);return null}; Graph.prototype.getGlobalVariable=function(a){var b=null;"date"==a?b=(new Date).toLocaleDateString():"time"==a?b=(new Date).toLocaleTimeString():"timestamp"==a?b=(new Date).toLocaleString():"date{"==a.substring(0,5)&&(a=a.substring(5,a.length-1),b=this.formatDate(new Date,a));return b}; Graph.prototype.formatDate=function(a,b,f){null==this.dateFormatCache&&(this.dateFormatCache={i18n:{dayNames:"Sun Mon Tue Wed Thu Fri Sat Sunday Monday Tuesday Wednesday Thursday Friday Saturday".split(" "),monthNames:"Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec January February March April May June July August September October November December".split(" ")},masks:{"default":"ddd mmm dd yyyy HH:MM:ss",shortDate:"m/d/yy",mediumDate:"mmm d, yyyy",longDate:"mmmm d, yyyy",fullDate:"dddd, mmmm d, yyyy", -shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var e=this.dateFormatCache,g=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,d=/[^-+\dA-Z]/g,k=function(N,S){N=String(N);for(S=S||2;N.length<S;)N="0"+N;return N};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(a)|| -/\d/.test(a)||(b=a,a=void 0);a=a?new Date(a):new Date;if(isNaN(a))throw SyntaxError("invalid date");b=String(e.masks[b]||b||e.masks["default"]);"UTC:"==b.slice(0,4)&&(b=b.slice(4),f=!0);var m=f?"getUTC":"get",u=a[m+"Date"](),n=a[m+"Day"](),r=a[m+"Month"](),x=a[m+"FullYear"](),B=a[m+"Hours"](),C=a[m+"Minutes"](),F=a[m+"Seconds"]();m=a[m+"Milliseconds"]();var I=f?0:a.getTimezoneOffset(),D={d:u,dd:k(u),ddd:e.i18n.dayNames[n],dddd:e.i18n.dayNames[n+7],m:r+1,mm:k(r+1),mmm:e.i18n.monthNames[r],mmmm:e.i18n.monthNames[r+ -12],yy:String(x).slice(2),yyyy:x,h:B%12||12,hh:k(B%12||12),H:B,HH:k(B),M:C,MM:k(C),s:F,ss:k(F),l:k(m,3),L:k(99<m?Math.round(m/10):m),t:12>B?"a":"p",tt:12>B?"am":"pm",T:12>B?"A":"P",TT:12>B?"AM":"PM",Z:f?"UTC":(String(a).match(g)||[""]).pop().replace(d,""),o:(0<I?"-":"+")+k(100*Math.floor(Math.abs(I)/60)+Math.abs(I)%60,4),S:["th","st","nd","rd"][3<u%10?0:(10!=u%100-u%10)*u%10]};return b.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(N){return N in D?D[N]:N.slice(1, -N.length-1)})};Graph.prototype.getLayerForCells=function(a){var b=null;if(0<a.length){for(b=a[0];!this.model.isLayer(b);)b=this.model.getParent(b);for(var f=1;f<a.length;f++)if(!this.model.isAncestor(b,a[f])){b=null;break}}return b}; -Graph.prototype.createLayersDialog=function(a,b){var f=document.createElement("div");f.style.position="absolute";for(var e=this.getModel(),g=e.getChildCount(e.root),d=0;d<g;d++)mxUtils.bind(this,function(k){function m(){e.isVisible(k)?(r.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(n,75)):(r.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(n,25))}var u=this.convertValueToString(k)||mxResources.get("background")||"Background",n=document.createElement("div");n.style.overflow= -"hidden";n.style.textOverflow="ellipsis";n.style.padding="2px";n.style.whiteSpace="nowrap";n.style.cursor="pointer";n.setAttribute("title",mxResources.get(e.isVisible(k)?"hideIt":"show",[u]));var r=document.createElement("img");r.setAttribute("draggable","false");r.setAttribute("align","absmiddle");r.setAttribute("border","0");r.style.position="relative";r.style.width="16px";r.style.padding="0px 6px 0 4px";b&&(r.style.filter="invert(100%)",r.style.top="-2px");n.appendChild(r);mxUtils.write(n,u);f.appendChild(n); -mxEvent.addListener(n,"click",function(){e.setVisible(k,!e.isVisible(k));m();null!=a&&a(k)});m()})(e.getChildAt(e.root,d));return f}; -Graph.prototype.replacePlaceholders=function(a,b,f,e){e=[];if(null!=b){for(var g=0;match=this.placeholderPattern.exec(b);){var d=match[0];if(2<d.length&&"%label%"!=d&&"%tooltip%"!=d){var k=null;if(match.index>g&&"%"==b.charAt(match.index-1))k=d.substring(1);else{var m=d.substring(1,d.length-1);if("id"==m)k=a.id;else if(0>m.indexOf("{"))for(var u=a;null==k&&null!=u;)null!=u.value&&"object"==typeof u.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=u.getAttribute(m+"_"+Graph.diagramLanguage)), -null==k&&(k=u.hasAttribute(m)?null!=u.getAttribute(m)?u.getAttribute(m):"":null)),u=this.model.getParent(u);null==k&&(k=this.getGlobalVariable(m));null==k&&null!=f&&(k=f[m])}e.push(b.substring(g,match.index)+(null!=k?k:d));g=match.index+d.length}}e.push(b.substring(g))}return e.join("")};Graph.prototype.restoreSelection=function(a){if(null!=a&&0<a.length){for(var b=[],f=0;f<a.length;f++){var e=this.model.getCell(a[f].id);null!=e&&b.push(e)}this.setSelectionCells(b)}else this.clearSelection()}; +shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var e=this.dateFormatCache,g=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,d=/[^-+\dA-Z]/g,k=function(O,R){O=String(O);for(R=R||2;O.length<R;)O="0"+O;return O};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(a)|| +/\d/.test(a)||(b=a,a=void 0);a=a?new Date(a):new Date;if(isNaN(a))throw SyntaxError("invalid date");b=String(e.masks[b]||b||e.masks["default"]);"UTC:"==b.slice(0,4)&&(b=b.slice(4),f=!0);var n=f?"getUTC":"get",u=a[n+"Date"](),m=a[n+"Day"](),r=a[n+"Month"](),x=a[n+"FullYear"](),B=a[n+"Hours"](),D=a[n+"Minutes"](),F=a[n+"Seconds"]();n=a[n+"Milliseconds"]();var J=f?0:a.getTimezoneOffset(),C={d:u,dd:k(u),ddd:e.i18n.dayNames[m],dddd:e.i18n.dayNames[m+7],m:r+1,mm:k(r+1),mmm:e.i18n.monthNames[r],mmmm:e.i18n.monthNames[r+ +12],yy:String(x).slice(2),yyyy:x,h:B%12||12,hh:k(B%12||12),H:B,HH:k(B),M:D,MM:k(D),s:F,ss:k(F),l:k(n,3),L:k(99<n?Math.round(n/10):n),t:12>B?"a":"p",tt:12>B?"am":"pm",T:12>B?"A":"P",TT:12>B?"AM":"PM",Z:f?"UTC":(String(a).match(g)||[""]).pop().replace(d,""),o:(0<J?"-":"+")+k(100*Math.floor(Math.abs(J)/60)+Math.abs(J)%60,4),S:["th","st","nd","rd"][3<u%10?0:(10!=u%100-u%10)*u%10]};return b.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(O){return O in C?C[O]:O.slice(1, +O.length-1)})};Graph.prototype.getLayerForCells=function(a){var b=null;if(0<a.length){for(b=a[0];!this.model.isLayer(b);)b=this.model.getParent(b);for(var f=1;f<a.length;f++)if(!this.model.isAncestor(b,a[f])){b=null;break}}return b}; +Graph.prototype.createLayersDialog=function(a,b){var f=document.createElement("div");f.style.position="absolute";for(var e=this.getModel(),g=e.getChildCount(e.root),d=0;d<g;d++)mxUtils.bind(this,function(k){function n(){e.isVisible(k)?(r.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(m,75)):(r.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(m,25))}var u=this.convertValueToString(k)||mxResources.get("background")||"Background",m=document.createElement("div");m.style.overflow= +"hidden";m.style.textOverflow="ellipsis";m.style.padding="2px";m.style.whiteSpace="nowrap";m.style.cursor="pointer";m.setAttribute("title",mxResources.get(e.isVisible(k)?"hideIt":"show",[u]));var r=document.createElement("img");r.setAttribute("draggable","false");r.setAttribute("align","absmiddle");r.setAttribute("border","0");r.style.position="relative";r.style.width="16px";r.style.padding="0px 6px 0 4px";b&&(r.style.filter="invert(100%)",r.style.top="-2px");m.appendChild(r);mxUtils.write(m,u);f.appendChild(m); +mxEvent.addListener(m,"click",function(){e.setVisible(k,!e.isVisible(k));n();null!=a&&a(k)});n()})(e.getChildAt(e.root,d));return f}; +Graph.prototype.replacePlaceholders=function(a,b,f,e){e=[];if(null!=b){for(var g=0;match=this.placeholderPattern.exec(b);){var d=match[0];if(2<d.length&&"%label%"!=d&&"%tooltip%"!=d){var k=null;if(match.index>g&&"%"==b.charAt(match.index-1))k=d.substring(1);else{var n=d.substring(1,d.length-1);if("id"==n)k=a.id;else if(0>n.indexOf("{"))for(var u=a;null==k&&null!=u;)null!=u.value&&"object"==typeof u.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=u.getAttribute(n+"_"+Graph.diagramLanguage)), +null==k&&(k=u.hasAttribute(n)?null!=u.getAttribute(n)?u.getAttribute(n):"":null)),u=this.model.getParent(u);null==k&&(k=this.getGlobalVariable(n));null==k&&null!=f&&(k=f[n])}e.push(b.substring(g,match.index)+(null!=k?k:d));g=match.index+d.length}}e.push(b.substring(g))}return e.join("")};Graph.prototype.restoreSelection=function(a){if(null!=a&&0<a.length){for(var b=[],f=0;f<a.length;f++){var e=this.model.getCell(a[f].id);null!=e&&b.push(e)}this.setSelectionCells(b)}else this.clearSelection()}; Graph.prototype.selectCellForEvent=function(a,b){mxEvent.isShiftDown(b)&&!this.isSelectionEmpty()&&this.selectTableRange(this.getSelectionCell(),a)||mxGraph.prototype.selectCellForEvent.apply(this,arguments)}; -Graph.prototype.selectTableRange=function(a,b){var f=!1;if(this.isTableCell(a)&&this.isTableCell(b)){var e=this.model.getParent(a),g=this.model.getParent(e),d=this.model.getParent(b);if(g==this.model.getParent(d)){a=e.getIndex(a);e=g.getIndex(e);var k=d.getIndex(b),m=g.getIndex(d);d=Math.max(e,m);b=Math.min(a,k);a=Math.max(a,k);k=[];for(e=Math.min(e,m);e<=d;e++){m=this.model.getChildAt(g,e);for(var u=b;u<=a;u++)k.push(this.model.getChildAt(m,u))}0<k.length&&(1<k.length||1<this.getSelectionCount()|| +Graph.prototype.selectTableRange=function(a,b){var f=!1;if(this.isTableCell(a)&&this.isTableCell(b)){var e=this.model.getParent(a),g=this.model.getParent(e),d=this.model.getParent(b);if(g==this.model.getParent(d)){a=e.getIndex(a);e=g.getIndex(e);var k=d.getIndex(b),n=g.getIndex(d);d=Math.max(e,n);b=Math.min(a,k);a=Math.max(a,k);k=[];for(e=Math.min(e,n);e<=d;e++){n=this.model.getChildAt(g,e);for(var u=b;u<=a;u++)k.push(this.model.getChildAt(n,u))}0<k.length&&(1<k.length||1<this.getSelectionCount()|| !this.isCellSelected(k[0]))&&(this.setSelectionCells(k),f=!0)}}return f}; Graph.prototype.snapCellsToGrid=function(a,b){this.getModel().beginUpdate();try{for(var f=0;f<a.length;f++){var e=a[f],g=this.getCellGeometry(e);if(null!=g){g=g.clone();if(this.getModel().isVertex(e))g.x=Math.round(g.x/b)*b,g.y=Math.round(g.y/b)*b,g.width=Math.round(g.width/b)*b,g.height=Math.round(g.height/b)*b;else if(this.getModel().isEdge(e)&&null!=g.points)for(var d=0;d<g.points.length;d++)g.points[d].x=Math.round(g.points[d].x/b)*b,g.points[d].y=Math.round(g.points[d].y/b)*b;this.getModel().setGeometry(e, g)}}}finally{this.getModel().endUpdate()}};Graph.prototype.selectCellsForConnectVertex=function(a,b,f){2==a.length&&this.model.isVertex(a[1])?(this.setSelectionCell(a[1]),this.scrollCellToVisible(a[1]),null!=f&&(mxEvent.isTouchEvent(b)?f.update(f.getState(this.view.getState(a[1]))):f.reset())):this.setSelectionCells(a)}; Graph.prototype.isCloneConnectSource=function(a){var b=null;null!=this.layoutManager&&(b=this.layoutManager.getLayout(this.model.getParent(a)));return this.isTableRow(a)||this.isTableCell(a)||null!=b&&b.constructor==mxStackLayout}; -Graph.prototype.connectVertex=function(a,b,f,e,g,d,k,m){d=d?d:!1;if(a.geometry.relative&&this.model.isEdge(a.parent))return[];for(;a.geometry.relative&&this.model.isVertex(a.parent);)a=a.parent;var u=this.isCloneConnectSource(a),n=u?a:this.getCompositeParent(a),r=a.geometry.relative&&null!=a.parent.geometry?new mxPoint(a.parent.geometry.width*a.geometry.x,a.parent.geometry.height*a.geometry.y):new mxPoint(n.geometry.x,n.geometry.y);b==mxConstants.DIRECTION_NORTH?(r.x+=n.geometry.width/2,r.y-=f):b== -mxConstants.DIRECTION_SOUTH?(r.x+=n.geometry.width/2,r.y+=n.geometry.height+f):(r.x=b==mxConstants.DIRECTION_WEST?r.x-f:r.x+(n.geometry.width+f),r.y+=n.geometry.height/2);var x=this.view.getState(this.model.getParent(a));f=this.view.scale;var B=this.view.translate;n=B.x*f;B=B.y*f;null!=x&&this.model.isVertex(x.cell)&&(n=x.x,B=x.y);this.model.isVertex(a.parent)&&a.geometry.relative&&(r.x+=a.parent.geometry.x,r.y+=a.parent.geometry.y);d=d?null:(new mxRectangle(n+r.x*f,B+r.y*f)).grow(40*f);d=null!=d? -this.getCells(0,0,0,0,null,null,d,null,!0):null;x=this.view.getState(a);var C=null,F=null;if(null!=d){d=d.reverse();for(var I=0;I<d.length;I++)if(!this.isCellLocked(d[I])&&!this.model.isEdge(d[I])&&d[I]!=a)if(!this.model.isAncestor(a,d[I])&&this.isContainer(d[I])&&(null==C||d[I]==this.model.getParent(a)))C=d[I];else if(null==F&&this.isCellConnectable(d[I])&&!this.model.isAncestor(d[I],a)&&!this.isSwimlane(d[I])){var D=this.view.getState(d[I]);null==x||null==D||mxUtils.intersects(x,D)||(F=d[I])}}var N= -!mxEvent.isShiftDown(e)||mxEvent.isControlDown(e)||g;N&&("1"!=urlParams.sketch||g)&&(b==mxConstants.DIRECTION_NORTH?r.y-=a.geometry.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=a.geometry.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-a.geometry.width/2:r.x+a.geometry.width/2);var S=[],T=F;F=C;g=mxUtils.bind(this,function(P){if(null==k||null!=P||null==F&&u){this.model.beginUpdate();try{if(null==T&&N){var Z=this.getAbsoluteParent(null!=P?P:a);Z=u?a:this.getCompositeParent(Z);T=null!=P?P:this.duplicateCells([Z], -!1)[0];null!=P&&this.addCells([T],this.model.getParent(a),null,null,null,!0);var U=this.getCellGeometry(T);null!=U&&(null!=P&&"1"==urlParams.sketch&&(b==mxConstants.DIRECTION_NORTH?r.y-=U.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=U.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-U.width/2:r.x+U.width/2),U.x=r.x-U.width/2,U.y=r.y-U.height/2);null!=C?(this.addCells([T],C,null,null,null,!0),F=null):N&&!u&&this.addCells([T],this.getDefaultParent(),null,null,null,!0)}var V=mxEvent.isControlDown(e)&& -mxEvent.isShiftDown(e)&&N||null==F&&u?null:this.insertEdge(this.model.getParent(a),null,"",a,T,this.createCurrentEdgeStyle());if(null!=V&&this.connectionHandler.insertBeforeSource){var aa=null;for(P=a;null!=P.parent&&null!=P.geometry&&P.geometry.relative&&P.parent!=V.parent;)P=this.model.getParent(P);null!=P&&null!=P.parent&&P.parent==V.parent&&(aa=P.parent.getIndex(P),this.model.add(P.parent,V,aa))}null==F&&null!=T&&null!=a.parent&&u&&b==mxConstants.DIRECTION_WEST&&(aa=a.parent.getIndex(a),this.model.add(a.parent, -T,aa));null!=V&&S.push(V);null==F&&null!=T&&S.push(T);null==T&&null!=V&&V.geometry.setTerminalPoint(r,!1);null!=V&&this.fireEvent(new mxEventObject("cellsInserted","cells",[V]))}finally{this.model.endUpdate()}}if(null!=m)m(S);else return S});if(null==k||null!=T||!N||null==F&&u)return g(T);k(n+r.x*f,B+r.y*f,g)}; +Graph.prototype.connectVertex=function(a,b,f,e,g,d,k,n){d=d?d:!1;if(a.geometry.relative&&this.model.isEdge(a.parent))return[];for(;a.geometry.relative&&this.model.isVertex(a.parent);)a=a.parent;var u=this.isCloneConnectSource(a),m=u?a:this.getCompositeParent(a),r=a.geometry.relative&&null!=a.parent.geometry?new mxPoint(a.parent.geometry.width*a.geometry.x,a.parent.geometry.height*a.geometry.y):new mxPoint(m.geometry.x,m.geometry.y);b==mxConstants.DIRECTION_NORTH?(r.x+=m.geometry.width/2,r.y-=f):b== +mxConstants.DIRECTION_SOUTH?(r.x+=m.geometry.width/2,r.y+=m.geometry.height+f):(r.x=b==mxConstants.DIRECTION_WEST?r.x-f:r.x+(m.geometry.width+f),r.y+=m.geometry.height/2);var x=this.view.getState(this.model.getParent(a));f=this.view.scale;var B=this.view.translate;m=B.x*f;B=B.y*f;null!=x&&this.model.isVertex(x.cell)&&(m=x.x,B=x.y);this.model.isVertex(a.parent)&&a.geometry.relative&&(r.x+=a.parent.geometry.x,r.y+=a.parent.geometry.y);d=d?null:(new mxRectangle(m+r.x*f,B+r.y*f)).grow(40*f);d=null!=d? +this.getCells(0,0,0,0,null,null,d,null,!0):null;x=this.view.getState(a);var D=null,F=null;if(null!=d){d=d.reverse();for(var J=0;J<d.length;J++)if(!this.isCellLocked(d[J])&&!this.model.isEdge(d[J])&&d[J]!=a)if(!this.model.isAncestor(a,d[J])&&this.isContainer(d[J])&&(null==D||d[J]==this.model.getParent(a)))D=d[J];else if(null==F&&this.isCellConnectable(d[J])&&!this.model.isAncestor(d[J],a)&&!this.isSwimlane(d[J])){var C=this.view.getState(d[J]);null==x||null==C||mxUtils.intersects(x,C)||(F=d[J])}}var O= +!mxEvent.isShiftDown(e)||mxEvent.isControlDown(e)||g;O&&("1"!=urlParams.sketch||g)&&(b==mxConstants.DIRECTION_NORTH?r.y-=a.geometry.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=a.geometry.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-a.geometry.width/2:r.x+a.geometry.width/2);var R=[],T=F;F=D;g=mxUtils.bind(this,function(Q){if(null==k||null!=Q||null==F&&u){this.model.beginUpdate();try{if(null==T&&O){var aa=this.getAbsoluteParent(null!=Q?Q:a);aa=u?a:this.getCompositeParent(aa);T=null!=Q?Q:this.duplicateCells([aa], +!1)[0];null!=Q&&this.addCells([T],this.model.getParent(a),null,null,null,!0);var S=this.getCellGeometry(T);null!=S&&(null!=Q&&"1"==urlParams.sketch&&(b==mxConstants.DIRECTION_NORTH?r.y-=S.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=S.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-S.width/2:r.x+S.width/2),S.x=r.x-S.width/2,S.y=r.y-S.height/2);null!=D?(this.addCells([T],D,null,null,null,!0),F=null):O&&!u&&this.addCells([T],this.getDefaultParent(),null,null,null,!0)}var P=mxEvent.isControlDown(e)&& +mxEvent.isShiftDown(e)&&O||null==F&&u?null:this.insertEdge(this.model.getParent(a),null,"",a,T,this.createCurrentEdgeStyle());if(null!=P&&this.connectionHandler.insertBeforeSource){var X=null;for(Q=a;null!=Q.parent&&null!=Q.geometry&&Q.geometry.relative&&Q.parent!=P.parent;)Q=this.model.getParent(Q);null!=Q&&null!=Q.parent&&Q.parent==P.parent&&(X=Q.parent.getIndex(Q),this.model.add(Q.parent,P,X))}null==F&&null!=T&&null!=a.parent&&u&&b==mxConstants.DIRECTION_WEST&&(X=a.parent.getIndex(a),this.model.add(a.parent, +T,X));null!=P&&R.push(P);null==F&&null!=T&&R.push(T);null==T&&null!=P&&P.geometry.setTerminalPoint(r,!1);null!=P&&this.fireEvent(new mxEventObject("cellsInserted","cells",[P]))}finally{this.model.endUpdate()}}if(null!=n)n(R);else return R});if(null==k||null!=T||!O||null==F&&u)return g(T);k(m+r.x*f,B+r.y*f,g)}; Graph.prototype.getIndexableText=function(a){a=null!=a?a:this.model.getDescendants(this.model.root);for(var b=document.createElement("div"),f=[],e,g=0;g<a.length;g++)if(e=a[g],this.model.isVertex(e)||this.model.isEdge(e))this.isHtmlLabel(e)?(b.innerHTML=this.sanitizeHtml(this.getLabel(e)),e=mxUtils.extractTextWithWhitespace([b])):e=this.getLabel(e),e=mxUtils.trim(e.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")),0<e.length&&f.push(e);return f.join(" ")}; Graph.prototype.convertValueToString=function(a){var b=this.model.getValue(a);if(null!=b&&"object"==typeof b){var f=null;if(this.isReplacePlaceholders(a)&&null!=a.getAttribute("placeholder")){b=a.getAttribute("placeholder");for(var e=a;null==f&&null!=e;)null!=e.value&&"object"==typeof e.value&&(f=e.hasAttribute(b)?null!=e.getAttribute(b)?e.getAttribute(b):"":null),e=this.model.getParent(e)}else f=null,Graph.translateDiagram&&null!=Graph.diagramLanguage&&(f=b.getAttribute("label_"+Graph.diagramLanguage)), null==f&&(f=b.getAttribute("label")||"");return f||""}return mxGraph.prototype.convertValueToString.apply(this,arguments)};Graph.prototype.getLinksForState=function(a){return null!=a&&null!=a.text&&null!=a.text.node?a.text.node.getElementsByTagName("a"):null};Graph.prototype.getLinkForCell=function(a){return null!=a.value&&"object"==typeof a.value?(a=a.value.getAttribute("link"),null!=a&&"javascript:"===a.toLowerCase().substring(0,11)&&(a=a.substring(11)),a):null}; Graph.prototype.getLinkTargetForCell=function(a){return null!=a.value&&"object"==typeof a.value?a.value.getAttribute("linkTarget"):null};Graph.prototype.postProcessCellStyle=function(a,b){return this.updateHorizontalStyle(a,this.replaceDefaultColors(a,mxGraph.prototype.postProcessCellStyle.apply(this,arguments)))}; Graph.prototype.updateHorizontalStyle=function(a,b){if(null!=a&&null!=b&&null!=this.layoutManager){var f=this.model.getParent(a);this.model.isVertex(f)&&this.isCellCollapsed(a)&&(a=this.layoutManager.getLayout(f),null!=a&&a.constructor==mxStackLayout&&(b[mxConstants.STYLE_HORIZONTAL]=!a.horizontal))}return b}; -Graph.prototype.replaceDefaultColors=function(a,b){if(null!=b){a=mxUtils.hex2rgb(this.shapeBackgroundColor);var f=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(b,mxConstants.STYLE_FONTCOLOR,f);this.replaceDefaultColor(b,mxConstants.STYLE_FILLCOLOR,a);this.replaceDefaultColor(b,mxConstants.STYLE_STROKECOLOR,f);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BORDER,f);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BACKGROUND,a);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BORDERCOLOR, -f);this.replaceDefaultColor(b,mxConstants.STYLE_SWIMLANE_FILLCOLOR,a);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,a)}return b};Graph.prototype.replaceDefaultColor=function(a,b,f){null!=a&&"default"==a[b]&&null!=f&&(a[b]=f)}; +Graph.prototype.replaceDefaultColors=function(a,b){if(null!=b){a=mxUtils.hex2rgb(this.shapeBackgroundColor);var f=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(b,mxConstants.STYLE_FONTCOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_FILLCOLOR,a,f);this.replaceDefaultColor(b,mxConstants.STYLE_GRADIENTCOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_STROKECOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BORDER,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BACKGROUND, +a,f);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BORDERCOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_SWIMLANE_FILLCOLOR,a,f);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,a,f)}return b};Graph.prototype.replaceDefaultColor=function(a,b,f,e){null!=a&&"default"==a[b]&&null!=f&&(a[b]=this.getDefaultColor(a,b,f,e))};Graph.prototype.getDefaultColor=function(a,b,f,e){b="default"+b.charAt(0).toUpperCase()+b.substring(1);"invert"==a[b]&&(f=e);return f}; Graph.prototype.updateAlternateBounds=function(a,b,f){if(null!=a&&null!=b&&null!=this.layoutManager&&null!=b.alternateBounds){var e=this.layoutManager.getLayout(this.model.getParent(a));null!=e&&e.constructor==mxStackLayout&&(e.horizontal?b.alternateBounds.height=0:b.alternateBounds.width=0)}mxGraph.prototype.updateAlternateBounds.apply(this,arguments)};Graph.prototype.isMoveCellsEvent=function(a,b){return mxEvent.isShiftDown(a)||"1"==mxUtils.getValue(b.style,"moveCells","0")}; -Graph.prototype.foldCells=function(a,b,f,e,g){b=null!=b?b:!1;null==f&&(f=this.getFoldableCells(this.getSelectionCells(),a));if(null!=f){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var d=0;d<f.length;d++){var k=this.view.getState(f[d]),m=this.getCellGeometry(f[d]);if(null!=k&&null!=m){var u=Math.round(m.width-k.width/this.view.scale),n=Math.round(m.height-k.height/this.view.scale);if(0!=n||0!=u){var r=this.model.getParent(f[d]),x=this.layoutManager.getLayout(r); -null==x?null!=g&&this.isMoveCellsEvent(g,k)&&this.moveSiblings(k,r,u,n):null!=g&&mxEvent.isAltDown(g)||x.constructor!=mxStackLayout||x.resizeLast||this.resizeParentStacks(r,x,u,n)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(f)}}; +Graph.prototype.foldCells=function(a,b,f,e,g){b=null!=b?b:!1;null==f&&(f=this.getFoldableCells(this.getSelectionCells(),a));if(null!=f){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var d=0;d<f.length;d++){var k=this.view.getState(f[d]),n=this.getCellGeometry(f[d]);if(null!=k&&null!=n){var u=Math.round(n.width-k.width/this.view.scale),m=Math.round(n.height-k.height/this.view.scale);if(0!=m||0!=u){var r=this.model.getParent(f[d]),x=this.layoutManager.getLayout(r); +null==x?null!=g&&this.isMoveCellsEvent(g,k)&&this.moveSiblings(k,r,u,m):null!=g&&mxEvent.isAltDown(g)||x.constructor!=mxStackLayout||x.resizeLast||this.resizeParentStacks(r,x,u,m)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(f)}}; Graph.prototype.moveSiblings=function(a,b,f,e){this.model.beginUpdate();try{var g=this.getCellsBeyond(a.x,a.y,b,!0,!0);for(b=0;b<g.length;b++)if(g[b]!=a.cell){var d=this.view.getState(g[b]),k=this.getCellGeometry(g[b]);null!=d&&null!=k&&(k=k.clone(),k.translate(Math.round(f*Math.max(0,Math.min(1,(d.x-a.x)/a.width))),Math.round(e*Math.max(0,Math.min(1,(d.y-a.y)/a.height)))),this.model.setGeometry(g[b],k))}}finally{this.model.endUpdate()}}; Graph.prototype.resizeParentStacks=function(a,b,f,e){if(null!=this.layoutManager&&null!=b&&b.constructor==mxStackLayout&&!b.resizeLast){this.model.beginUpdate();try{for(var g=b.horizontal;null!=a&&null!=b&&b.constructor==mxStackLayout&&b.horizontal==g&&!b.resizeLast;){var d=this.getCellGeometry(a),k=this.view.getState(a);null!=k&&null!=d&&(d=d.clone(),b.horizontal?d.width+=f+Math.min(0,k.width/this.view.scale-d.width):d.height+=e+Math.min(0,k.height/this.view.scale-d.height),this.model.setGeometry(a, d));a=this.model.getParent(a);b=this.layoutManager.getLayout(a)}}finally{this.model.endUpdate()}}};Graph.prototype.isContainer=function(a){var b=this.getCurrentCellStyle(a);return this.isSwimlane(a)?"0"!=b.container:"1"==b.container};Graph.prototype.isCellConnectable=function(a){var b=this.getCurrentCellStyle(a);return null!=b.connectable?"0"!=b.connectable:mxGraph.prototype.isCellConnectable.apply(this,arguments)}; @@ -2992,9 +2995,9 @@ Graph.prototype.getSwimlaneAt=function(a,b,f){var e=mxGraph.prototype.getSwimlan Graph.prototype.reset=function(){this.isEditing()&&this.stopEditing(!0);this.escape();this.isSelectionEmpty()||this.clearSelection()};Graph.prototype.zoom=function(a,b){a=Math.max(.01,Math.min(this.view.scale*a,160))/this.view.scale;mxGraph.prototype.zoom.apply(this,arguments)};Graph.prototype.zoomIn=function(){.15>this.view.scale?this.zoom((this.view.scale+.01)/this.view.scale):this.zoom(Math.round(this.view.scale*this.zoomFactor*20)/20/this.view.scale)}; Graph.prototype.zoomOut=function(){.15>=this.view.scale?this.zoom((this.view.scale-.01)/this.view.scale):this.zoom(Math.round(1/this.zoomFactor*this.view.scale*20)/20/this.view.scale)}; Graph.prototype.fitWindow=function(a,b){b=null!=b?b:10;var f=this.container.clientWidth-b,e=this.container.clientHeight-b,g=Math.floor(20*Math.min(f/a.width,e/a.height))/20;this.zoomTo(g);if(mxUtils.hasScrollbars(this.container)){var d=this.view.translate;this.container.scrollTop=(a.y+d.y)*g-Math.max((e-a.height*g)/2+b/2,0);this.container.scrollLeft=(a.x+d.x)*g-Math.max((f-a.width*g)/2+b/2,0)}}; -Graph.prototype.getTooltipForCell=function(a){var b="";if(mxUtils.isNode(a.value)){var f=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(f=a.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==f&&(f=a.value.getAttribute("tooltip"));if(null!=f)null!=f&&this.isReplacePlaceholders(a)&&(f=this.replacePlaceholders(a,f)),b=this.sanitizeHtml(f);else{f=this.builtInProperties;a=a.value.attributes;var e=[];this.isEnabled()&&(f.push("linkTarget"),f.push("link"));for(var g=0;g<a.length;g++)0> -mxUtils.indexOf(f,a[g].nodeName)&&0<a[g].nodeValue.length&&e.push({name:a[g].nodeName,value:a[g].nodeValue});e.sort(function(d,k){return d.name<k.name?-1:d.name>k.name?1:0});for(g=0;g<e.length;g++)"link"==e[g].name&&this.isCustomLink(e[g].value)||(b+=("link"!=e[g].name?"<b>"+mxUtils.htmlEntities(e[g].name)+":</b> ":"")+mxUtils.htmlEntities(e[g].value)+"\n");0<b.length&&(b=b.substring(0,b.length-1),mxClient.IS_SVG&&(b='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+b+"</div>"))}}return b}; -Graph.prototype.getFlowAnimationStyle=function(){var a=document.getElementsByTagName("head")[0];if(null!=a&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var b=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(b);a.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; +Graph.prototype.getTooltipForCell=function(a){var b="";if(mxUtils.isNode(a.value)){var f=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(f=a.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==f&&(f=a.value.getAttribute("tooltip"));if(null!=f)null!=f&&this.isReplacePlaceholders(a)&&(f=this.replacePlaceholders(a,f)),b=this.sanitizeHtml(f);else{f=this.builtInProperties;a=a.value.attributes;var e=[];this.isEnabled()&&(f.push("linkTarget"),f.push("link"));for(var g=0;g<a.length;g++)(Graph.translateDiagram&& +"label"==a[g].nodeName||0>mxUtils.indexOf(f,a[g].nodeName))&&0<a[g].nodeValue.length&&e.push({name:a[g].nodeName,value:a[g].nodeValue});e.sort(function(d,k){return d.name<k.name?-1:d.name>k.name?1:0});for(g=0;g<e.length;g++)"link"==e[g].name&&this.isCustomLink(e[g].value)||(b+=("link"!=e[g].name?"<b>"+mxUtils.htmlEntities(e[g].name)+":</b> ":"")+mxUtils.htmlEntities(e[g].value)+"\n");0<b.length&&(b=b.substring(0,b.length-1),mxClient.IS_SVG&&(b='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+ +b+"</div>"))}}return b};Graph.prototype.getFlowAnimationStyle=function(){var a=document.getElementsByTagName("head")[0];if(null!=a&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var b=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(b);a.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; Graph.prototype.getFlowAnimationStyleCss=function(a){return"."+a+" {\nanimation: "+a+" 0.5s linear;\nanimation-iteration-count: infinite;\n}\n@keyframes "+a+" {\nto {\nstroke-dashoffset: "+-16*this.view.scale+";\n}\n}"};Graph.prototype.stringToBytes=function(a){return Graph.stringToBytes(a)};Graph.prototype.bytesToString=function(a){return Graph.bytesToString(a)};Graph.prototype.compressNode=function(a){return Graph.compressNode(a)};Graph.prototype.compress=function(a,b){return Graph.compress(a,b)}; Graph.prototype.decompress=function(a,b){return Graph.decompress(a,b)};Graph.prototype.zapGremlins=function(a){return Graph.zapGremlins(a)};HoverIcons=function(a){mxEventSource.call(this);this.graph=a;this.init()};mxUtils.extend(HoverIcons,mxEventSource);HoverIcons.prototype.arrowSpacing=2;HoverIcons.prototype.updateDelay=500;HoverIcons.prototype.activationDelay=140;HoverIcons.prototype.currentState=null;HoverIcons.prototype.activeArrow=null;HoverIcons.prototype.inactiveOpacity=15; HoverIcons.prototype.cssCursor="copy";HoverIcons.prototype.checkCollisions=!0;HoverIcons.prototype.arrowFill="#29b6f2";HoverIcons.prototype.triangleUp=mxClient.IS_SVG?Graph.createSvgImage(18,28,'<path d="m 6 26 L 12 26 L 12 12 L 18 12 L 9 1 L 1 12 L 6 12 z" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>'):new mxImage(IMAGE_PATH+"/triangle-up.png",26,14); @@ -3020,61 +3023,61 @@ HoverIcons.prototype.click=function(a,b,f){var e=f.getEvent(),g=f.getGraphX(),d= HoverIcons.prototype.execute=function(a,b,f){f=f.getEvent();this.graph.selectCellsForConnectVertex(this.graph.connectVertex(a.cell,b,this.graph.defaultEdgeLength,f,this.graph.isCloneEvent(f),this.graph.isCloneEvent(f)),f,this)};HoverIcons.prototype.reset=function(a){null!=a&&!a||null==this.updateThread||window.clearTimeout(this.updateThread);this.activeArrow=this.currentState=this.mouseDownPoint=null;this.removeNodes();this.bbox=null;this.fireEvent(new mxEventObject("reset"))}; HoverIcons.prototype.repaint=function(){this.bbox=null;if(null!=this.currentState){this.currentState=this.getState(this.currentState);if(null!=this.currentState&&this.graph.model.isVertex(this.currentState.cell)&&this.graph.isCellConnectable(this.currentState.cell)){var a=mxRectangle.fromRectangle(this.currentState);null!=this.currentState.shape&&null!=this.currentState.shape.boundingBox&&(a=mxRectangle.fromRectangle(this.currentState.shape.boundingBox));a.grow(this.graph.tolerance);a.grow(this.arrowSpacing); var b=this.graph.selectionCellsHandler.getHandler(this.currentState.cell);this.graph.isTableRow(this.currentState.cell)&&(b=this.graph.selectionCellsHandler.getHandler(this.graph.model.getParent(this.currentState.cell)));var f=null;null!=b&&(a.x-=b.horizontalOffset/2,a.y-=b.verticalOffset/2,a.width+=b.horizontalOffset,a.height+=b.verticalOffset,null!=b.rotationShape&&null!=b.rotationShape.node&&"hidden"!=b.rotationShape.node.style.visibility&&"none"!=b.rotationShape.node.style.display&&null!=b.rotationShape.boundingBox&& -(f=b.rotationShape.boundingBox));b=mxUtils.bind(this,function(m,u,n){if(null!=f){var r=new mxRectangle(u,n,m.clientWidth,m.clientHeight);mxUtils.intersects(r,f)&&(m==this.arrowUp?n-=r.y+r.height-f.y:m==this.arrowRight?u+=f.x+f.width-r.x:m==this.arrowDown?n+=f.y+f.height-r.y:m==this.arrowLeft&&(u-=r.x+r.width-f.x))}m.style.left=u+"px";m.style.top=n+"px";mxUtils.setOpacity(m,this.inactiveOpacity)});b(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(a.y- +(f=b.rotationShape.boundingBox));b=mxUtils.bind(this,function(n,u,m){if(null!=f){var r=new mxRectangle(u,m,n.clientWidth,n.clientHeight);mxUtils.intersects(r,f)&&(n==this.arrowUp?m-=r.y+r.height-f.y:n==this.arrowRight?u+=f.x+f.width-r.x:n==this.arrowDown?m+=f.y+f.height-r.y:n==this.arrowLeft&&(u-=r.x+r.width-f.x))}n.style.left=u+"px";n.style.top=m+"px";mxUtils.setOpacity(n,this.inactiveOpacity)});b(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(a.y- this.triangleUp.height-this.tolerance));b(this.arrowRight,Math.round(a.x+a.width-this.tolerance),Math.round(this.currentState.getCenterY()-this.triangleRight.height/2-this.tolerance));b(this.arrowDown,parseInt(this.arrowUp.style.left),Math.round(a.y+a.height-this.tolerance));b(this.arrowLeft,Math.round(a.x-this.triangleLeft.width-this.tolerance),parseInt(this.arrowRight.style.top));if(this.checkCollisions){b=this.graph.getCellAt(a.x+a.width+this.triangleRight.width/2,this.currentState.getCenterY()); -var e=this.graph.getCellAt(a.x-this.triangleLeft.width/2,this.currentState.getCenterY()),g=this.graph.getCellAt(this.currentState.getCenterX(),a.y-this.triangleUp.height/2);a=this.graph.getCellAt(this.currentState.getCenterX(),a.y+a.height+this.triangleDown.height/2);null!=b&&b==e&&e==g&&g==a&&(a=g=e=b=null);var d=this.graph.getCellGeometry(this.currentState.cell),k=mxUtils.bind(this,function(m,u){var n=this.graph.model.isVertex(m)&&this.graph.getCellGeometry(m);null==m||this.graph.model.isAncestor(m, -this.currentState.cell)||this.graph.isSwimlane(m)||!(null==n||null==d||n.height<3*d.height&&n.width<3*d.width)?u.style.visibility="visible":u.style.visibility="hidden"});k(b,this.arrowRight);k(e,this.arrowLeft);k(g,this.arrowUp);k(a,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), +var e=this.graph.getCellAt(a.x-this.triangleLeft.width/2,this.currentState.getCenterY()),g=this.graph.getCellAt(this.currentState.getCenterX(),a.y-this.triangleUp.height/2);a=this.graph.getCellAt(this.currentState.getCenterX(),a.y+a.height+this.triangleDown.height/2);null!=b&&b==e&&e==g&&g==a&&(a=g=e=b=null);var d=this.graph.getCellGeometry(this.currentState.cell),k=mxUtils.bind(this,function(n,u){var m=this.graph.model.isVertex(n)&&this.graph.getCellGeometry(n);null==n||this.graph.model.isAncestor(n, +this.currentState.cell)||this.graph.isSwimlane(n)||!(null==m||null==d||m.height<3*d.height&&m.width<3*d.width)?u.style.visibility="visible":u.style.visibility="hidden"});k(b,this.arrowRight);k(e,this.arrowLeft);k(g,this.arrowUp);k(a,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), this.arrowRight.setAttribute("title",mxResources.get("plusTooltip")),this.arrowUp.setAttribute("title",mxResources.get("plusTooltip")),this.arrowDown.setAttribute("title",mxResources.get("plusTooltip"))):(this.arrowLeft.removeAttribute("title"),this.arrowRight.removeAttribute("title"),this.arrowUp.removeAttribute("title"),this.arrowDown.removeAttribute("title"))}else this.reset();null!=this.currentState&&(this.bbox=this.computeBoundingBox(),null!=this.bbox&&this.bbox.grow(10))}}; HoverIcons.prototype.computeBoundingBox=function(){var a=this.graph.model.isEdge(this.currentState.cell)?null:mxRectangle.fromRectangle(this.currentState);this.visitNodes(function(b){null!=b.parentNode&&(b=new mxRectangle(b.offsetLeft,b.offsetTop,b.offsetWidth,b.offsetHeight),null==a?a=b:a.add(b))});return a}; HoverIcons.prototype.getState=function(a){if(null!=a)if(a=a.cell,this.graph.getModel().contains(a)){if(this.graph.getModel().isVertex(a)&&!this.graph.isCellConnectable(a)){var b=this.graph.getModel().getParent(a);this.graph.getModel().isVertex(b)&&this.graph.isCellConnectable(b)&&(a=b)}if(this.graph.isCellLocked(a)||this.graph.model.isEdge(a))a=null;a=this.graph.view.getState(a);null!=a&&null==a.style&&(a=null)}else a=null;return a}; HoverIcons.prototype.update=function(a,b,f){if(!this.graph.connectionArrowsEnabled||null!=a&&"0"==mxUtils.getValue(a.style,"allowArrows","1"))this.reset();else{null!=a&&null!=a.cell.geometry&&a.cell.geometry.relative&&this.graph.model.isEdge(a.cell.parent)&&(a=null);var e=null;this.prev!=a||this.isActive()?(this.startTime=(new Date).getTime(),this.prev=a,e=0,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=a&&(this.updateThread=window.setTimeout(mxUtils.bind(this,function(){this.isActive()|| this.graph.isMouseDown||this.graph.panningHandler.isActive()||(this.prev=a,this.update(a,b,f))}),this.updateDelay+10))):null!=this.startTime&&(e=(new Date).getTime()-this.startTime);this.setDisplay("");null!=this.currentState&&this.currentState!=a&&e<this.activationDelay&&null!=this.bbox&&!mxUtils.contains(this.bbox,b,f)?this.reset(!1):(null!=this.currentState||e>this.activationDelay)&&this.currentState!=a&&(e>this.updateDelay&&null!=a||null==this.bbox||null==b||null==f||!mxUtils.contains(this.bbox, b,f))&&(null!=a&&this.graph.isEnabled()?(this.removeNodes(),this.setCurrentState(a),this.repaint(),this.graph.connectionHandler.constraintHandler.currentFocus!=a&&this.graph.connectionHandler.constraintHandler.reset()):this.reset())}}; -HoverIcons.prototype.setCurrentState=function(a){"eastwest"!=a.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=a};Graph.prototype.createParent=function(a,b,f,e,g){a=this.cloneCell(a);for(var d=0;d<f;d++){var k=this.cloneCell(b),m=this.getCellGeometry(k);null!=m&&(m.x+=d*e,m.y+=d*g);a.insert(k)}return a}; -Graph.prototype.createTable=function(a,b,f,e,g,d,k,m,u){f=null!=f?f:60;e=null!=e?e:40;d=null!=d?d:30;m=null!=m?m:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";u=null!=u?u:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, -null,null!=g?g:"",0,0,b*f,a*e+(null!=g?d:0),null!=k?k:"shape=table;startSize="+(null!=g?d:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,b*f,e,m),this.createVertex(null,null,"",0,0,f,e,u),b,f,0),a,0,e)}; +HoverIcons.prototype.setCurrentState=function(a){"eastwest"!=a.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=a};Graph.prototype.createParent=function(a,b,f,e,g){a=this.cloneCell(a);for(var d=0;d<f;d++){var k=this.cloneCell(b),n=this.getCellGeometry(k);null!=n&&(n.x+=d*e,n.y+=d*g);a.insert(k)}return a}; +Graph.prototype.createTable=function(a,b,f,e,g,d,k,n,u){f=null!=f?f:60;e=null!=e?e:40;d=null!=d?d:30;n=null!=n?n:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";u=null!=u?u:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, +null,null!=g?g:"",0,0,b*f,a*e+(null!=g?d:0),null!=k?k:"shape=table;startSize="+(null!=g?d:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,b*f,e,n),this.createVertex(null,null,"",0,0,f,e,u),b,f,0),a,0,e)}; Graph.prototype.setTableValues=function(a,b,f){for(var e=this.model.getChildCells(a,!0),g=0;g<e.length;g++)if(null!=f&&(e[g].value=f[g]),null!=b)for(var d=this.model.getChildCells(e[g],!0),k=0;k<d.length;k++)null!=b[g][k]&&(d[k].value=b[g][k]);return a}; -Graph.prototype.createCrossFunctionalSwimlane=function(a,b,f,e,g,d,k,m,u){f=null!=f?f:120;e=null!=e?e:120;k=null!=k?k:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";m=null!=m?m:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; +Graph.prototype.createCrossFunctionalSwimlane=function(a,b,f,e,g,d,k,n,u){f=null!=f?f:120;e=null!=e?e:120;k=null!=k?k:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";n=null!=n?n:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; u=null!=u?u:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=0;collapsible=0;recursiveResize=0;expand=0;";g=this.createVertex(null,null,null!=g?g:"",0,0,b*f,a*e,null!=d?d:"shape=table;childLayout=tableLayout;"+(null==g?"startSize=0;fillColor=none;":"startSize=40;")+"collapsible=0;recursiveResize=0;expand=0;");d=mxUtils.getValue(this.getCellStyle(g),mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE);g.geometry.width+=d;g.geometry.height+=d;k=this.createVertex(null, -null,"",0,d,b*f+d,e,k);g.insert(this.createParent(k,this.createVertex(null,null,"",d,0,f,e,m),b,f,0));return 1<a?(k.geometry.y=e+d,this.createParent(g,this.createParent(k,this.createVertex(null,null,"",d,0,f,e,u),b,f,0),a-1,0,e)):g}; -Graph.prototype.visitTableCells=function(a,b){var f=null,e=this.model.getChildCells(a,!0);a=this.getActualStartSize(a,!0);for(var g=0;g<e.length;g++){for(var d=this.getActualStartSize(e[g],!0),k=this.model.getChildCells(e[g],!0),m=this.getCellStyle(e[g],!0),u=null,n=[],r=0;r<k.length;r++){var x=this.getCellGeometry(k[r]),B={cell:k[r],rospan:1,colspan:1,row:g,col:r,geo:x};x=null!=x.alternateBounds?x.alternateBounds:x;B.point=new mxPoint(x.width+(null!=u?u.point.x:a.x+d.x),x.height+(null!=f&&null!= -f[0]?f[0].point.y:a.y+d.y));B.actual=B;null!=f&&null!=f[r]&&1<f[r].rowspan?(B.rowspan=f[r].rowspan-1,B.colspan=f[r].colspan,B.actual=f[r].actual):null!=u&&1<u.colspan?(B.rowspan=u.rowspan,B.colspan=u.colspan-1,B.actual=u.actual):(u=this.getCurrentCellStyle(k[r],!0),null!=u&&(B.rowspan=parseInt(u.rowspan||1),B.colspan=parseInt(u.colspan||1)));u=1==mxUtils.getValue(m,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(m,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;b(B,k.length, -e.length,a.x+(u?d.x:0),a.y+(u?d.y:0));n.push(B);u=B}f=n}};Graph.prototype.getTableLines=function(a,b,f){var e=[],g=[];(b||f)&&this.visitTableCells(a,mxUtils.bind(this,function(d,k,m,u,n){b&&d.row<m-1&&(null==e[d.row]&&(e[d.row]=[new mxPoint(u,d.point.y)]),1<d.rowspan&&e[d.row].push(null),e[d.row].push(d.point));f&&d.col<k-1&&(null==g[d.col]&&(g[d.col]=[new mxPoint(d.point.x,n)]),1<d.colspan&&g[d.col].push(null),g[d.col].push(d.point))}));return e.concat(g)}; +null,"",0,d,b*f+d,e,k);g.insert(this.createParent(k,this.createVertex(null,null,"",d,0,f,e,n),b,f,0));return 1<a?(k.geometry.y=e+d,this.createParent(g,this.createParent(k,this.createVertex(null,null,"",d,0,f,e,u),b,f,0),a-1,0,e)):g}; +Graph.prototype.visitTableCells=function(a,b){var f=null,e=this.model.getChildCells(a,!0);a=this.getActualStartSize(a,!0);for(var g=0;g<e.length;g++){for(var d=this.getActualStartSize(e[g],!0),k=this.model.getChildCells(e[g],!0),n=this.getCellStyle(e[g],!0),u=null,m=[],r=0;r<k.length;r++){var x=this.getCellGeometry(k[r]),B={cell:k[r],rospan:1,colspan:1,row:g,col:r,geo:x};x=null!=x.alternateBounds?x.alternateBounds:x;B.point=new mxPoint(x.width+(null!=u?u.point.x:a.x+d.x),x.height+(null!=f&&null!= +f[0]?f[0].point.y:a.y+d.y));B.actual=B;null!=f&&null!=f[r]&&1<f[r].rowspan?(B.rowspan=f[r].rowspan-1,B.colspan=f[r].colspan,B.actual=f[r].actual):null!=u&&1<u.colspan?(B.rowspan=u.rowspan,B.colspan=u.colspan-1,B.actual=u.actual):(u=this.getCurrentCellStyle(k[r],!0),null!=u&&(B.rowspan=parseInt(u.rowspan||1),B.colspan=parseInt(u.colspan||1)));u=1==mxUtils.getValue(n,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(n,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;b(B,k.length, +e.length,a.x+(u?d.x:0),a.y+(u?d.y:0));m.push(B);u=B}f=m}};Graph.prototype.getTableLines=function(a,b,f){var e=[],g=[];(b||f)&&this.visitTableCells(a,mxUtils.bind(this,function(d,k,n,u,m){b&&d.row<n-1&&(null==e[d.row]&&(e[d.row]=[new mxPoint(u,d.point.y)]),1<d.rowspan&&e[d.row].push(null),e[d.row].push(d.point));f&&d.col<k-1&&(null==g[d.col]&&(g[d.col]=[new mxPoint(d.point.x,m)]),1<d.colspan&&g[d.col].push(null),g[d.col].push(d.point))}));return e.concat(g)}; Graph.prototype.isTableCell=function(a){return this.model.isVertex(a)&&this.isTableRow(this.model.getParent(a))};Graph.prototype.isTableRow=function(a){return this.model.isVertex(a)&&this.isTable(this.model.getParent(a))};Graph.prototype.isTable=function(a){a=this.getCellStyle(a);return null!=a&&"tableLayout"==a.childLayout};Graph.prototype.isStack=function(a){a=this.getCellStyle(a);return null!=a&&"stackLayout"==a.childLayout}; Graph.prototype.isStackChild=function(a){return this.model.isVertex(a)&&this.isStack(this.model.getParent(a))}; -Graph.prototype.setTableRowHeight=function(a,b,f){f=null!=f?f:!0;var e=this.getModel();e.beginUpdate();try{var g=this.getCellGeometry(a);if(null!=g){g=g.clone();g.height+=b;e.setGeometry(a,g);var d=e.getParent(a),k=e.getChildCells(d,!0);if(!f){var m=mxUtils.indexOf(k,a);if(m<k.length-1){var u=k[m+1],n=this.getCellGeometry(u);null!=n&&(n=n.clone(),n.y+=b,n.height-=b,e.setGeometry(u,n))}}var r=this.getCellGeometry(d);null!=r&&(f||(f=a==k[k.length-1]),f&&(r=r.clone(),r.height+=b,e.setGeometry(d,r)))}}finally{e.endUpdate()}}; -Graph.prototype.setTableColumnWidth=function(a,b,f){f=null!=f?f:!1;var e=this.getModel(),g=e.getParent(a),d=e.getParent(g),k=e.getChildCells(g,!0);a=mxUtils.indexOf(k,a);var m=a==k.length-1;e.beginUpdate();try{for(var u=e.getChildCells(d,!0),n=0;n<u.length;n++){g=u[n];k=e.getChildCells(g,!0);var r=k[a],x=this.getCellGeometry(r);null!=x&&(x=x.clone(),x.width+=b,null!=x.alternateBounds&&(x.alternateBounds.width+=b),e.setGeometry(r,x));a<k.length-1&&(r=k[a+1],x=this.getCellGeometry(r),null!=x&&(x=x.clone(), -x.x+=b,f||(x.width-=b,null!=x.alternateBounds&&(x.alternateBounds.width-=b)),e.setGeometry(r,x)))}if(m||f){var B=this.getCellGeometry(d);null!=B&&(B=B.clone(),B.width+=b,e.setGeometry(d,B))}null!=this.layoutManager&&this.layoutManager.executeLayout(d)}finally{e.endUpdate()}};function TableLayout(a){mxGraphLayout.call(this,a)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; +Graph.prototype.setTableRowHeight=function(a,b,f){f=null!=f?f:!0;var e=this.getModel();e.beginUpdate();try{var g=this.getCellGeometry(a);if(null!=g){g=g.clone();g.height+=b;e.setGeometry(a,g);var d=e.getParent(a),k=e.getChildCells(d,!0);if(!f){var n=mxUtils.indexOf(k,a);if(n<k.length-1){var u=k[n+1],m=this.getCellGeometry(u);null!=m&&(m=m.clone(),m.y+=b,m.height-=b,e.setGeometry(u,m))}}var r=this.getCellGeometry(d);null!=r&&(f||(f=a==k[k.length-1]),f&&(r=r.clone(),r.height+=b,e.setGeometry(d,r)))}}finally{e.endUpdate()}}; +Graph.prototype.setTableColumnWidth=function(a,b,f){f=null!=f?f:!1;var e=this.getModel(),g=e.getParent(a),d=e.getParent(g),k=e.getChildCells(g,!0);a=mxUtils.indexOf(k,a);var n=a==k.length-1;e.beginUpdate();try{for(var u=e.getChildCells(d,!0),m=0;m<u.length;m++){g=u[m];k=e.getChildCells(g,!0);var r=k[a],x=this.getCellGeometry(r);null!=x&&(x=x.clone(),x.width+=b,null!=x.alternateBounds&&(x.alternateBounds.width+=b),e.setGeometry(r,x));a<k.length-1&&(r=k[a+1],x=this.getCellGeometry(r),null!=x&&(x=x.clone(), +x.x+=b,f||(x.width-=b,null!=x.alternateBounds&&(x.alternateBounds.width-=b)),e.setGeometry(r,x)))}if(n||f){var B=this.getCellGeometry(d);null!=B&&(B=B.clone(),B.width+=b,e.setGeometry(d,B))}null!=this.layoutManager&&this.layoutManager.executeLayout(d)}finally{e.endUpdate()}};function TableLayout(a){mxGraphLayout.call(this,a)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; TableLayout.prototype.isVertexIgnored=function(a){return!this.graph.getModel().isVertex(a)||!this.graph.isCellVisible(a)};TableLayout.prototype.getSize=function(a,b){for(var f=0,e=0;e<a.length;e++)if(!this.isVertexIgnored(a[e])){var g=this.graph.getCellGeometry(a[e]);null!=g&&(f+=b?g.width:g.height)}return f}; TableLayout.prototype.getRowLayout=function(a,b){var f=this.graph.model.getChildCells(a,!0),e=this.graph.getActualStartSize(a,!0);a=this.getSize(f,!0);b=b-e.x-e.width;var g=[];e=e.x;for(var d=0;d<f.length;d++){var k=this.graph.getCellGeometry(f[d]);null!=k&&(e+=(null!=k.alternateBounds?k.alternateBounds.width:k.width)*b/a,g.push(Math.round(e)))}return g}; -TableLayout.prototype.layoutRow=function(a,b,f,e){var g=this.graph.getModel(),d=g.getChildCells(a,!0);a=this.graph.getActualStartSize(a,!0);var k=a.x,m=0;null!=b&&(b=b.slice(),b.splice(0,0,a.x));for(var u=0;u<d.length;u++){var n=this.graph.getCellGeometry(d[u]);null!=n&&(n=n.clone(),n.y=a.y,n.height=f-a.y-a.height,null!=b?(n.x=b[u],n.width=b[u+1]-n.x,u==d.length-1&&u<b.length-2&&(n.width=e-n.x-a.x-a.width)):(n.x=k,k+=n.width,u==d.length-1?n.width=e-a.x-a.width-m:m+=n.width),n.alternateBounds=new mxRectangle(0, -0,n.width,n.height),g.setGeometry(d[u],n))}return m}; -TableLayout.prototype.execute=function(a){if(null!=a){var b=this.graph.getActualStartSize(a,!0),f=this.graph.getCellGeometry(a),e=this.graph.getCellStyle(a),g="1"==mxUtils.getValue(e,"resizeLastRow","0"),d="1"==mxUtils.getValue(e,"resizeLast","0");e="1"==mxUtils.getValue(e,"fixedRows","0");var k=this.graph.getModel(),m=0;k.beginUpdate();try{for(var u=f.height-b.y-b.height,n=f.width-b.x-b.width,r=k.getChildCells(a,!0),x=0;x<r.length;x++)k.setVisible(r[x],!0);var B=this.getSize(r,!1);if(0<u&&0<n&&0< -r.length&&0<B){if(g){var C=this.graph.getCellGeometry(r[r.length-1]);null!=C&&(C=C.clone(),C.height=u-B+C.height,k.setGeometry(r[r.length-1],C))}var F=d?null:this.getRowLayout(r[0],n),I=[],D=b.y;for(x=0;x<r.length;x++)C=this.graph.getCellGeometry(r[x]),null!=C&&(C=C.clone(),C.x=b.x,C.width=n,C.y=Math.round(D),D=g||e?D+C.height:D+C.height/B*u,C.height=Math.round(D)-C.y,k.setGeometry(r[x],C)),m=Math.max(m,this.layoutRow(r[x],F,C.height,n,I));e&&u<B&&(f=f.clone(),f.height=D+b.height,k.setGeometry(a, -f));d&&n<m+Graph.minTableColumnWidth&&(f=f.clone(),f.width=m+b.width+b.x+Graph.minTableColumnWidth,k.setGeometry(a,f));this.graph.visitTableCells(a,mxUtils.bind(this,function(N){k.setVisible(N.cell,N.actual.cell==N.cell);if(N.actual.cell!=N.cell){if(N.actual.row==N.row){var S=null!=N.geo.alternateBounds?N.geo.alternateBounds:N.geo;N.actual.geo.width+=S.width}N.actual.col==N.col&&(S=null!=N.geo.alternateBounds?N.geo.alternateBounds:N.geo,N.actual.geo.height+=S.height)}}))}else for(x=0;x<r.length;x++)k.setVisible(r[x], +TableLayout.prototype.layoutRow=function(a,b,f,e){var g=this.graph.getModel(),d=g.getChildCells(a,!0);a=this.graph.getActualStartSize(a,!0);var k=a.x,n=0;null!=b&&(b=b.slice(),b.splice(0,0,a.x));for(var u=0;u<d.length;u++){var m=this.graph.getCellGeometry(d[u]);null!=m&&(m=m.clone(),m.y=a.y,m.height=f-a.y-a.height,null!=b?(m.x=b[u],m.width=b[u+1]-m.x,u==d.length-1&&u<b.length-2&&(m.width=e-m.x-a.x-a.width)):(m.x=k,k+=m.width,u==d.length-1?m.width=e-a.x-a.width-n:n+=m.width),m.alternateBounds=new mxRectangle(0, +0,m.width,m.height),g.setGeometry(d[u],m))}return n}; +TableLayout.prototype.execute=function(a){if(null!=a){var b=this.graph.getActualStartSize(a,!0),f=this.graph.getCellGeometry(a),e=this.graph.getCellStyle(a),g="1"==mxUtils.getValue(e,"resizeLastRow","0"),d="1"==mxUtils.getValue(e,"resizeLast","0");e="1"==mxUtils.getValue(e,"fixedRows","0");var k=this.graph.getModel(),n=0;k.beginUpdate();try{for(var u=f.height-b.y-b.height,m=f.width-b.x-b.width,r=k.getChildCells(a,!0),x=0;x<r.length;x++)k.setVisible(r[x],!0);var B=this.getSize(r,!1);if(0<u&&0<m&&0< +r.length&&0<B){if(g){var D=this.graph.getCellGeometry(r[r.length-1]);null!=D&&(D=D.clone(),D.height=u-B+D.height,k.setGeometry(r[r.length-1],D))}var F=d?null:this.getRowLayout(r[0],m),J=[],C=b.y;for(x=0;x<r.length;x++)D=this.graph.getCellGeometry(r[x]),null!=D&&(D=D.clone(),D.x=b.x,D.width=m,D.y=Math.round(C),C=g||e?C+D.height:C+D.height/B*u,D.height=Math.round(C)-D.y,k.setGeometry(r[x],D)),n=Math.max(n,this.layoutRow(r[x],F,D.height,m,J));e&&u<B&&(f=f.clone(),f.height=C+b.height,k.setGeometry(a, +f));d&&m<n+Graph.minTableColumnWidth&&(f=f.clone(),f.width=n+b.width+b.x+Graph.minTableColumnWidth,k.setGeometry(a,f));this.graph.visitTableCells(a,mxUtils.bind(this,function(O){k.setVisible(O.cell,O.actual.cell==O.cell);if(O.actual.cell!=O.cell){if(O.actual.row==O.row){var R=null!=O.geo.alternateBounds?O.geo.alternateBounds:O.geo;O.actual.geo.width+=R.width}O.actual.col==O.col&&(R=null!=O.geo.alternateBounds?O.geo.alternateBounds:O.geo,O.actual.geo.height+=R.height)}}))}else for(x=0;x<r.length;x++)k.setVisible(r[x], !1)}finally{k.endUpdate()}}}; (function(){var a=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){a.apply(this,arguments);this.validEdges=[]};var b=mxGraphView.prototype.validateCellState;mxGraphView.prototype.validateCellState=function(r,x){x=null!=x?x:!0;var B=this.getState(r);null!=B&&x&&this.graph.model.isEdge(B.cell)&&null!=B.style&&1!=B.style[mxConstants.STYLE_CURVED]&&!B.invalid&&this.updateLineJumps(B)&&this.graph.cellRenderer.redraw(B,!1,this.isRendering());B=b.apply(this, arguments);null!=B&&x&&this.graph.model.isEdge(B.cell)&&null!=B.style&&1!=B.style[mxConstants.STYLE_CURVED]&&this.validEdges.push(B);return B};var f=mxShape.prototype.paint;mxShape.prototype.paint=function(){f.apply(this,arguments);if(null!=this.state&&null!=this.node&&this.state.view.graph.enableFlowAnimation&&this.state.view.graph.model.isEdge(this.state.cell)&&"1"==mxUtils.getValue(this.state.style,"flowAnimation","0")){var r=this.node.getElementsByTagName("path");if(1<r.length){"1"!=mxUtils.getValue(this.state.style, mxConstants.STYLE_DASHED,"0")&&r[1].setAttribute("stroke-dasharray",8*this.state.view.scale);var x=this.state.view.graph.getFlowAnimationStyle();null!=x&&r[1].setAttribute("class",x.getAttribute("id"))}}};var e=mxCellRenderer.prototype.isShapeInvalid;mxCellRenderer.prototype.isShapeInvalid=function(r,x){return e.apply(this,arguments)||null!=r.routedPoints&&null!=x.routedPoints&&!mxUtils.equalPoints(x.routedPoints,r.routedPoints)};var g=mxGraphView.prototype.updateCellState;mxGraphView.prototype.updateCellState= -function(r){g.apply(this,arguments);this.graph.model.isEdge(r.cell)&&1!=r.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(r)};mxGraphView.prototype.updateLineJumps=function(r){var x=r.absolutePoints;if(Graph.lineJumpsEnabled){var B=null!=r.routedPoints,C=null;if(null!=x&&null!=this.validEdges&&"none"!==mxUtils.getValue(r.style,"jumpStyle","none")){var F=function(ea,qa,O){var R=new mxPoint(qa,O);R.type=ea;C.push(R);R=null!=r.routedPoints?r.routedPoints[C.length-1]:null;return null==R||R.type!= -ea||R.x!=qa||R.y!=O},I=.5*this.scale;B=!1;C=[];for(var D=0;D<x.length-1;D++){for(var N=x[D+1],S=x[D],T=[],P=x[D+2];D<x.length-2&&mxUtils.ptSegDistSq(S.x,S.y,P.x,P.y,N.x,N.y)<1*this.scale*this.scale;)N=P,D++,P=x[D+2];B=F(0,S.x,S.y)||B;for(var Z=0;Z<this.validEdges.length;Z++){var U=this.validEdges[Z],V=U.absolutePoints;if(null!=V&&mxUtils.intersects(r,U)&&"1"!=U.style.noJump)for(U=0;U<V.length-1;U++){var aa=V[U+1],ia=V[U];for(P=V[U+2];U<V.length-2&&mxUtils.ptSegDistSq(ia.x,ia.y,P.x,P.y,aa.x,aa.y)< -1*this.scale*this.scale;)aa=P,U++,P=V[U+2];P=mxUtils.intersection(S.x,S.y,N.x,N.y,ia.x,ia.y,aa.x,aa.y);if(null!=P&&(Math.abs(P.x-S.x)>I||Math.abs(P.y-S.y)>I)&&(Math.abs(P.x-N.x)>I||Math.abs(P.y-N.y)>I)&&(Math.abs(P.x-ia.x)>I||Math.abs(P.y-ia.y)>I)&&(Math.abs(P.x-aa.x)>I||Math.abs(P.y-aa.y)>I)){aa=P.x-S.x;ia=P.y-S.y;P={distSq:aa*aa+ia*ia,x:P.x,y:P.y};for(aa=0;aa<T.length;aa++)if(T[aa].distSq>P.distSq){T.splice(aa,0,P);P=null;break}null==P||0!=T.length&&T[T.length-1].x===P.x&&T[T.length-1].y===P.y|| -T.push(P)}}}for(U=0;U<T.length;U++)B=F(1,T[U].x,T[U].y)||B}P=x[x.length-1];B=F(0,P.x,P.y)||B}r.routedPoints=C;return B}return!1};var d=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(r,x,B){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)d.apply(this,arguments);else{var C=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ -2,F=(parseInt(mxUtils.getValue(this.style,"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,I=mxUtils.getValue(this.style,"jumpStyle","none"),D=!0,N=null,S=null,T=[],P=null;r.begin();for(var Z=0;Z<this.state.routedPoints.length;Z++){var U=this.state.routedPoints[Z],V=new mxPoint(U.x/this.scale,U.y/this.scale);0==Z?V=x[0]:Z==this.state.routedPoints.length-1&&(V=x[x.length-1]);var aa=!1;if(null!=N&&1==U.type){var ia=this.state.routedPoints[Z+1];U=ia.x/this.scale-V.x;ia=ia.y/this.scale-V.y;U= -U*U+ia*ia;null==P&&(P=new mxPoint(V.x-N.x,V.y-N.y),S=Math.sqrt(P.x*P.x+P.y*P.y),0<S?(P.x=P.x*F/S,P.y=P.y*F/S):P=null);U>F*F&&0<S&&(U=N.x-V.x,ia=N.y-V.y,U=U*U+ia*ia,U>F*F&&(aa=new mxPoint(V.x-P.x,V.y-P.y),U=new mxPoint(V.x+P.x,V.y+P.y),T.push(aa),this.addPoints(r,T,B,C,!1,null,D),T=0>Math.round(P.x)||0==Math.round(P.x)&&0>=Math.round(P.y)?1:-1,D=!1,"sharp"==I?(r.lineTo(aa.x-P.y*T,aa.y+P.x*T),r.lineTo(U.x-P.y*T,U.y+P.x*T),r.lineTo(U.x,U.y)):"line"==I?(r.moveTo(aa.x+P.y*T,aa.y-P.x*T),r.lineTo(aa.x-P.y* -T,aa.y+P.x*T),r.moveTo(U.x-P.y*T,U.y+P.x*T),r.lineTo(U.x+P.y*T,U.y-P.x*T),r.moveTo(U.x,U.y)):"arc"==I?(T*=1.3,r.curveTo(aa.x-P.y*T,aa.y+P.x*T,U.x-P.y*T,U.y+P.x*T,U.x,U.y)):(r.moveTo(U.x,U.y),D=!0),T=[U],aa=!0))}else P=null;aa||(T.push(V),N=V)}this.addPoints(r,T,B,C,!1,null,D);r.stroke()}};var k=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(r,x,B,C){return null!=x&&"centerPerimeter"==x.style[mxConstants.STYLE_PERIMETER]?new mxPoint(x.getCenterX(), -x.getCenterY()):k.apply(this,arguments)};var m=mxGraphView.prototype.updateFloatingTerminalPoint;mxGraphView.prototype.updateFloatingTerminalPoint=function(r,x,B,C){if(null==x||null==r||"1"!=x.style.snapToPoint&&"1"!=r.style.snapToPoint)m.apply(this,arguments);else{x=this.getTerminalPort(r,x,C);var F=this.getNextPoint(r,B,C),I=this.graph.isOrthogonal(r),D=mxUtils.toRadians(Number(x.style[mxConstants.STYLE_ROTATION]||"0")),N=new mxPoint(x.getCenterX(),x.getCenterY());if(0!=D){var S=Math.cos(-D),T= -Math.sin(-D);F=mxUtils.getRotatedPoint(F,S,T,N)}S=parseFloat(r.style[mxConstants.STYLE_PERIMETER_SPACING]||0);S+=parseFloat(r.style[C?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);F=this.getPerimeterPoint(x,F,0==D&&I,S);0!=D&&(S=Math.cos(D),T=Math.sin(D),F=mxUtils.getRotatedPoint(F,S,T,N));r.setAbsoluteTerminalPoint(this.snapToAnchorPoint(r,x,B,C,F),C)}};mxGraphView.prototype.snapToAnchorPoint=function(r,x,B,C,F){if(null!=x&&null!=r){r=this.graph.getAllConnectionConstraints(x); -C=B=null;if(null!=r)for(var I=0;I<r.length;I++){var D=this.graph.getConnectionPoint(x,r[I]);if(null!=D){var N=(D.x-F.x)*(D.x-F.x)+(D.y-F.y)*(D.y-F.y);if(null==C||N<C)B=D,C=N}}null!=B&&(F=B)}return F};var u=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(r,x,B){var C=u.apply(this,arguments);"1"==r.getAttribute("placeholders")&&null!=B.state&&(C=B.state.view.graph.replacePlaceholders(B.state.cell,C));return C};var n=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape= -function(r){if(null!=r.style&&"undefined"!==typeof pako){var x=mxUtils.getValue(r.style,mxConstants.STYLE_SHAPE,null);if(null!=x&&"string"===typeof x&&"stencil("==x.substring(0,8))try{var B=x.substring(8,x.length-1),C=mxUtils.parseXml(Graph.decompress(B));return new mxShape(new mxStencil(C.documentElement))}catch(F){null!=window.console&&console.log("Error in shape: "+F)}}return n.apply(this,arguments)}})();mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0; -mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[];mxStencilRegistry.filesLoaded={}; +function(r){g.apply(this,arguments);this.graph.model.isEdge(r.cell)&&1!=r.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(r)};mxGraphView.prototype.updateLineJumps=function(r){var x=r.absolutePoints;if(Graph.lineJumpsEnabled){var B=null!=r.routedPoints,D=null;if(null!=x&&null!=this.validEdges&&"none"!==mxUtils.getValue(r.style,"jumpStyle","none")){var F=function(fa,sa,K){var V=new mxPoint(sa,K);V.type=fa;D.push(V);V=null!=r.routedPoints?r.routedPoints[D.length-1]:null;return null==V||V.type!= +fa||V.x!=sa||V.y!=K},J=.5*this.scale;B=!1;D=[];for(var C=0;C<x.length-1;C++){for(var O=x[C+1],R=x[C],T=[],Q=x[C+2];C<x.length-2&&mxUtils.ptSegDistSq(R.x,R.y,Q.x,Q.y,O.x,O.y)<1*this.scale*this.scale;)O=Q,C++,Q=x[C+2];B=F(0,R.x,R.y)||B;for(var aa=0;aa<this.validEdges.length;aa++){var S=this.validEdges[aa],P=S.absolutePoints;if(null!=P&&mxUtils.intersects(r,S)&&"1"!=S.style.noJump)for(S=0;S<P.length-1;S++){var X=P[S+1],ha=P[S];for(Q=P[S+2];S<P.length-2&&mxUtils.ptSegDistSq(ha.x,ha.y,Q.x,Q.y,X.x,X.y)< +1*this.scale*this.scale;)X=Q,S++,Q=P[S+2];Q=mxUtils.intersection(R.x,R.y,O.x,O.y,ha.x,ha.y,X.x,X.y);if(null!=Q&&(Math.abs(Q.x-R.x)>J||Math.abs(Q.y-R.y)>J)&&(Math.abs(Q.x-O.x)>J||Math.abs(Q.y-O.y)>J)&&(Math.abs(Q.x-ha.x)>J||Math.abs(Q.y-ha.y)>J)&&(Math.abs(Q.x-X.x)>J||Math.abs(Q.y-X.y)>J)){X=Q.x-R.x;ha=Q.y-R.y;Q={distSq:X*X+ha*ha,x:Q.x,y:Q.y};for(X=0;X<T.length;X++)if(T[X].distSq>Q.distSq){T.splice(X,0,Q);Q=null;break}null==Q||0!=T.length&&T[T.length-1].x===Q.x&&T[T.length-1].y===Q.y||T.push(Q)}}}for(S= +0;S<T.length;S++)B=F(1,T[S].x,T[S].y)||B}Q=x[x.length-1];B=F(0,Q.x,Q.y)||B}r.routedPoints=D;return B}return!1};var d=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(r,x,B){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)d.apply(this,arguments);else{var D=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2,F=(parseInt(mxUtils.getValue(this.style, +"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,J=mxUtils.getValue(this.style,"jumpStyle","none"),C=!0,O=null,R=null,T=[],Q=null;r.begin();for(var aa=0;aa<this.state.routedPoints.length;aa++){var S=this.state.routedPoints[aa],P=new mxPoint(S.x/this.scale,S.y/this.scale);0==aa?P=x[0]:aa==this.state.routedPoints.length-1&&(P=x[x.length-1]);var X=!1;if(null!=O&&1==S.type){var ha=this.state.routedPoints[aa+1];S=ha.x/this.scale-P.x;ha=ha.y/this.scale-P.y;S=S*S+ha*ha;null==Q&&(Q=new mxPoint(P.x- +O.x,P.y-O.y),R=Math.sqrt(Q.x*Q.x+Q.y*Q.y),0<R?(Q.x=Q.x*F/R,Q.y=Q.y*F/R):Q=null);S>F*F&&0<R&&(S=O.x-P.x,ha=O.y-P.y,S=S*S+ha*ha,S>F*F&&(X=new mxPoint(P.x-Q.x,P.y-Q.y),S=new mxPoint(P.x+Q.x,P.y+Q.y),T.push(X),this.addPoints(r,T,B,D,!1,null,C),T=0>Math.round(Q.x)||0==Math.round(Q.x)&&0>=Math.round(Q.y)?1:-1,C=!1,"sharp"==J?(r.lineTo(X.x-Q.y*T,X.y+Q.x*T),r.lineTo(S.x-Q.y*T,S.y+Q.x*T),r.lineTo(S.x,S.y)):"line"==J?(r.moveTo(X.x+Q.y*T,X.y-Q.x*T),r.lineTo(X.x-Q.y*T,X.y+Q.x*T),r.moveTo(S.x-Q.y*T,S.y+Q.x*T), +r.lineTo(S.x+Q.y*T,S.y-Q.x*T),r.moveTo(S.x,S.y)):"arc"==J?(T*=1.3,r.curveTo(X.x-Q.y*T,X.y+Q.x*T,S.x-Q.y*T,S.y+Q.x*T,S.x,S.y)):(r.moveTo(S.x,S.y),C=!0),T=[S],X=!0))}else Q=null;X||(T.push(P),O=P)}this.addPoints(r,T,B,D,!1,null,C);r.stroke()}};var k=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(r,x,B,D){return null!=x&&"centerPerimeter"==x.style[mxConstants.STYLE_PERIMETER]?new mxPoint(x.getCenterX(),x.getCenterY()):k.apply(this,arguments)};var n=mxGraphView.prototype.updateFloatingTerminalPoint; +mxGraphView.prototype.updateFloatingTerminalPoint=function(r,x,B,D){if(null==x||null==r||"1"!=x.style.snapToPoint&&"1"!=r.style.snapToPoint)n.apply(this,arguments);else{x=this.getTerminalPort(r,x,D);var F=this.getNextPoint(r,B,D),J=this.graph.isOrthogonal(r),C=mxUtils.toRadians(Number(x.style[mxConstants.STYLE_ROTATION]||"0")),O=new mxPoint(x.getCenterX(),x.getCenterY());if(0!=C){var R=Math.cos(-C),T=Math.sin(-C);F=mxUtils.getRotatedPoint(F,R,T,O)}R=parseFloat(r.style[mxConstants.STYLE_PERIMETER_SPACING]|| +0);R+=parseFloat(r.style[D?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);F=this.getPerimeterPoint(x,F,0==C&&J,R);0!=C&&(R=Math.cos(C),T=Math.sin(C),F=mxUtils.getRotatedPoint(F,R,T,O));r.setAbsoluteTerminalPoint(this.snapToAnchorPoint(r,x,B,D,F),D)}};mxGraphView.prototype.snapToAnchorPoint=function(r,x,B,D,F){if(null!=x&&null!=r){r=this.graph.getAllConnectionConstraints(x);D=B=null;if(null!=r)for(var J=0;J<r.length;J++){var C=this.graph.getConnectionPoint(x, +r[J]);if(null!=C){var O=(C.x-F.x)*(C.x-F.x)+(C.y-F.y)*(C.y-F.y);if(null==D||O<D)B=C,D=O}}null!=B&&(F=B)}return F};var u=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(r,x,B){var D=u.apply(this,arguments);"1"==r.getAttribute("placeholders")&&null!=B.state&&(D=B.state.view.graph.replacePlaceholders(B.state.cell,D));return D};var m=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape=function(r){if(null!=r.style&&"undefined"!==typeof pako){var x= +mxUtils.getValue(r.style,mxConstants.STYLE_SHAPE,null);if(null!=x&&"string"===typeof x&&"stencil("==x.substring(0,8))try{var B=x.substring(8,x.length-1),D=mxUtils.parseXml(Graph.decompress(B));return new mxShape(new mxStencil(D.documentElement))}catch(F){null!=window.console&&console.log("Error in shape: "+F)}}return m.apply(this,arguments)}})();mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0;mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[]; +mxStencilRegistry.filesLoaded={}; mxStencilRegistry.getStencil=function(a){var b=mxStencilRegistry.stencils[a];if(null==b&&null==mxCellRenderer.defaultShapes[a]&&mxStencilRegistry.dynamicLoading){var f=mxStencilRegistry.getBasenameForStencil(a);if(null!=f){b=mxStencilRegistry.libraries[f];if(null!=b){if(null==mxStencilRegistry.packages[f]){for(var e=0;e<b.length;e++){var g=b[e];if(!mxStencilRegistry.filesLoaded[g])if(mxStencilRegistry.filesLoaded[g]=!0,".xml"==g.toLowerCase().substring(g.length-4,g.length))mxStencilRegistry.loadStencilSet(g, null);else if(".js"==g.toLowerCase().substring(g.length-3,g.length))try{if(mxStencilRegistry.allowEval){var d=mxUtils.load(g);null!=d&&200<=d.getStatus()&&299>=d.getStatus()&&eval.call(window,d.getText())}}catch(k){null!=window.console&&console.log("error in getStencil:",a,f,b,g,k)}}mxStencilRegistry.packages[f]=1}}else f=f.replace("_-_","_"),mxStencilRegistry.loadStencilSet(STENCIL_PATH+"/"+f+".xml",null);b=mxStencilRegistry.stencils[a]}}return b}; mxStencilRegistry.getBasenameForStencil=function(a){var b=null;if(null!=a&&"string"===typeof a&&(a=a.split("."),0<a.length&&"mxgraph"==a[0])){b=a[1];for(var f=2;f<a.length-1;f++)b+="/"+a[f]}return b}; mxStencilRegistry.loadStencilSet=function(a,b,f,e){var g=mxStencilRegistry.packages[a];if(null!=f&&f||null==g){var d=!1;if(null==g)try{if(e){mxStencilRegistry.loadStencil(a,mxUtils.bind(this,function(k){null!=k&&null!=k.documentElement&&(mxStencilRegistry.packages[a]=k,d=!0,mxStencilRegistry.parseStencilSet(k.documentElement,b,d))}));return}g=mxStencilRegistry.loadStencil(a);mxStencilRegistry.packages[a]=g;d=!0}catch(k){null!=window.console&&console.log("error in loadStencilSet:",a,k)}null!=g&&null!= g.documentElement&&mxStencilRegistry.parseStencilSet(g.documentElement,b,d)}};mxStencilRegistry.loadStencil=function(a,b){if(null!=b)mxUtils.get(a,mxUtils.bind(this,function(f){b(200<=f.getStatus()&&299>=f.getStatus()?f.getXml():null)}));else return mxUtils.load(a).getXml()};mxStencilRegistry.parseStencilSets=function(a){for(var b=0;b<a.length;b++)mxStencilRegistry.parseStencilSet(mxUtils.parseXml(a[b]).documentElement)}; mxStencilRegistry.parseStencilSet=function(a,b,f){if("stencils"==a.nodeName)for(var e=a.firstChild;null!=e;)"shapes"==e.nodeName&&mxStencilRegistry.parseStencilSet(e,b,f),e=e.nextSibling;else{f=null!=f?f:!0;e=a.firstChild;var g="";a=a.getAttribute("name");for(null!=a&&(g=a+".");null!=e;){if(e.nodeType==mxConstants.NODETYPE_ELEMENT&&(a=e.getAttribute("name"),null!=a)){g=g.toLowerCase();var d=a.replace(/ /g,"_");f&&mxStencilRegistry.addStencil(g+d.toLowerCase(),new mxStencil(e));if(null!=b){var k=e.getAttribute("w"), -m=e.getAttribute("h");k=null==k?80:parseInt(k,10);m=null==m?80:parseInt(m,10);b(g,d,a,k,m)}}e=e.nextSibling}}}; +n=e.getAttribute("h");k=null==k?80:parseInt(k,10);n=null==n?80:parseInt(n,10);b(g,d,a,k,n)}}e=e.nextSibling}}}; "undefined"!==typeof mxVertexHandler&&function(){function a(){var t=document.createElement("div");t.className="geHint";t.style.whiteSpace="nowrap";t.style.position="absolute";return t}function b(t,z){switch(z){case mxConstants.POINTS:return t;case mxConstants.MILLIMETERS:return(t/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(t/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(t/mxConstants.PIXELS_PER_INCH).toFixed(2)}}mxConstants.HANDLE_FILLCOLOR="#29b6f2"; mxConstants.HANDLE_STROKECOLOR="#0088cf";mxConstants.VERTEX_SELECTION_COLOR="#00a8ff";mxConstants.OUTLINE_COLOR="#00a8ff";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#99ccff";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#00a8ff";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.EDGE_SELECTION_COLOR="#00a8ff";mxConstants.DEFAULT_VALID_COLOR="#00a8ff";mxConstants.LABEL_HANDLE_FILLCOLOR="#cee7ff";mxConstants.GUIDE_COLOR="#0088cf";mxConstants.HIGHLIGHT_OPACITY=30;mxConstants.HIGHLIGHT_SIZE=5;mxEdgeHandler.prototype.snapToTerminals= !0;mxGraphHandler.prototype.guidesEnabled=!0;mxGraphHandler.prototype.removeEmptyParents=!0;mxRubberband.prototype.fadeOut=!0;mxGuide.prototype.isEnabledForEvent=function(t){return!mxEvent.isAltDown(t)};var f=mxGraphLayout.prototype.isVertexIgnored;mxGraphLayout.prototype.isVertexIgnored=function(t){return f.apply(this,arguments)||this.graph.isTableRow(t)||this.graph.isTableCell(t)};var e=mxGraphLayout.prototype.isEdgeIgnored;mxGraphLayout.prototype.isEdgeIgnored=function(t){return e.apply(this,arguments)|| @@ -3084,65 +3087,65 @@ return t};mxConnectionHandler.prototype.updatePreview=function(t){};var k=mxConn function(){for(var t="edgeStyle="+(this.currentEdgeStyle.edgeStyle||"none")+";",z="shape curved rounded comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle jumpStyle jumpSize".split(" "),A=0;A<z.length;A++)null!=this.currentEdgeStyle[z[A]]&&(t+=z[A]+"="+this.currentEdgeStyle[z[A]]+";");null!=this.currentEdgeStyle.orthogonalLoop?t+="orthogonalLoop="+this.currentEdgeStyle.orthogonalLoop+";":null!=Graph.prototype.defaultEdgeStyle.orthogonalLoop&& (t+="orthogonalLoop="+Graph.prototype.defaultEdgeStyle.orthogonalLoop+";");null!=this.currentEdgeStyle.jettySize?t+="jettySize="+this.currentEdgeStyle.jettySize+";":null!=Graph.prototype.defaultEdgeStyle.jettySize&&(t+="jettySize="+Graph.prototype.defaultEdgeStyle.jettySize+";");"elbowEdgeStyle"==this.currentEdgeStyle.edgeStyle&&null!=this.currentEdgeStyle.elbow&&(t+="elbow="+this.currentEdgeStyle.elbow+";");return t=null!=this.currentEdgeStyle.html?t+("html="+this.currentEdgeStyle.html+";"):t+"html=1;"}; Graph.prototype.getPagePadding=function(){return new mxPoint(0,0)};Graph.prototype.loadStylesheet=function(){var t=null!=this.themes?this.themes[this.defaultThemeName]:mxStyleRegistry.dynamicLoading?mxUtils.load(STYLE_PATH+"/default.xml").getDocumentElement():null;null!=t&&(new mxCodec(t.ownerDocument)).decode(t,this.getStylesheet())};Graph.prototype.createCellLookup=function(t,z){z=null!=z?z:{};for(var A=0;A<t.length;A++){var E=t[A];z[mxObjectIdentity.get(E)]=E.getId();for(var H=this.model.getChildCount(E), -L=0;L<H;L++)this.createCellLookup([this.model.getChildAt(E,L)],z)}return z};Graph.prototype.createCellMapping=function(t,z,A){A=null!=A?A:{};for(var E in t){var H=z[E];null==A[H]&&(A[H]=t[E].getId()||"")}return A};Graph.prototype.importGraphModel=function(t,z,A,E){z=null!=z?z:0;A=null!=A?A:0;var H=new mxCodec(t.ownerDocument),L=new mxGraphModel;H.decode(t,L);t=[];H={};var W={},ha=L.getChildren(this.cloneCell(L.root,this.isCloneInvalidEdges(),H));if(null!=ha){var fa=this.createCellLookup([L.root]); -ha=ha.slice();this.model.beginUpdate();try{if(1!=ha.length||this.isCellLocked(this.getDefaultParent()))for(L=0;L<ha.length;L++)ja=this.model.getChildren(this.moveCells([ha[L]],z,A,!1,this.model.getRoot())[0]),null!=ja&&(t=t.concat(ja));else{var ja=L.getChildren(ha[0]);null!=ja&&(t=this.moveCells(ja,z,A,!1,this.getDefaultParent()),W[L.getChildAt(L.root,0).getId()]=this.getDefaultParent().getId())}if(null!=t&&(this.createCellMapping(H,fa,W),this.updateCustomLinks(W,t),E)){this.isGridEnabled()&&(z=this.snap(z), -A=this.snap(A));var ua=this.getBoundingBoxFromGeometry(t,!0);null!=ua&&this.moveCells(t,z-ua.x,A-ua.y)}}finally{this.model.endUpdate()}}return t};Graph.prototype.encodeCells=function(t){for(var z={},A=this.cloneCells(t,null,z),E=new mxDictionary,H=0;H<t.length;H++)E.put(t[H],!0);var L=new mxCodec,W=new mxGraphModel,ha=W.getChildAt(W.getRoot(),0);for(H=0;H<A.length;H++){W.add(ha,A[H]);var fa=this.view.getState(t[H]);if(null!=fa){var ja=this.getCellGeometry(A[H]);null!=ja&&ja.relative&&!this.model.isEdge(t[H])&& -null==E.get(this.model.getParent(t[H]))&&(ja.offset=null,ja.relative=!1,ja.x=fa.x/fa.view.scale-fa.view.translate.x,ja.y=fa.y/fa.view.scale-fa.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(z,this.createCellLookup(t)),A);return L.encode(W)};Graph.prototype.isSwimlane=function(t,z){var A=null;null==t||this.model.isEdge(t)||this.model.getParent(t)==this.model.getRoot()||(A=this.getCurrentCellStyle(t,z)[mxConstants.STYLE_SHAPE]);return A==mxConstants.SHAPE_SWIMLANE||"table"==A||"tableRow"== -A};var m=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(t){var z=this.model.getParent(t);if(null!=z){var A=this.getCurrentCellStyle(z);if(null!=A.expand)return"0"!=A.expand}return m.apply(this,arguments)&&(null==z||!this.isTable(z))};var u=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(t,z,A,E,H,L,W,ha){null==ha&&(ha=this.model.getParent(t),this.isTable(ha)||this.isTableRow(ha))&&(ha=this.getCellAt(L,W,null,!0,!1));A=null;this.model.beginUpdate();try{A=u.apply(this, -[t,z,A,E,H,L,W,ha]);this.model.setValue(A,"");var fa=this.getChildCells(A,!0);for(z=0;z<fa.length;z++){var ja=this.getCellGeometry(fa[z]);null!=ja&&ja.relative&&0<ja.x&&this.model.remove(fa[z])}var ua=this.getChildCells(t,!0);for(z=0;z<ua.length;z++)ja=this.getCellGeometry(ua[z]),null!=ja&&ja.relative&&0>=ja.x&&this.model.remove(ua[z]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[A]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[A]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -null,[t]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[t]);var Aa=this.model.getTerminal(A,!1);if(null!=Aa){var Ea=this.getCurrentCellStyle(Aa);null!=Ea&&"1"==Ea.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[t]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[t]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[A]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[A]))}}finally{this.model.endUpdate()}return A};var n=Graph.prototype.selectCell;Graph.prototype.selectCell= -function(t,z,A){if(z||A)n.apply(this,arguments);else{var E=this.getSelectionCell(),H=null,L=[],W=mxUtils.bind(this,function(ha){if(null!=this.view.getState(ha)&&(this.model.isVertex(ha)||this.model.isEdge(ha)))if(L.push(ha),ha==E)H=L.length-1;else if(t&&null==E&&0<L.length||null!=H&&t&&L.length>H||!t&&0<H)return;for(var fa=0;fa<this.model.getChildCount(ha);fa++)W(this.model.getChildAt(ha,fa))});W(this.model.root);0<L.length&&(H=null!=H?mxUtils.mod(H+(t?1:-1),L.length):0,this.setSelectionCell(L[H]))}}; +L=0;L<H;L++)this.createCellLookup([this.model.getChildAt(E,L)],z)}return z};Graph.prototype.createCellMapping=function(t,z,A){A=null!=A?A:{};for(var E in t){var H=z[E];null==A[H]&&(A[H]=t[E].getId()||"")}return A};Graph.prototype.importGraphModel=function(t,z,A,E){z=null!=z?z:0;A=null!=A?A:0;var H=new mxCodec(t.ownerDocument),L=new mxGraphModel;H.decode(t,L);t=[];H={};var W={},ia=L.getChildren(this.cloneCell(L.root,this.isCloneInvalidEdges(),H));if(null!=ia){var ea=this.createCellLookup([L.root]); +ia=ia.slice();this.model.beginUpdate();try{if(1!=ia.length||this.isCellLocked(this.getDefaultParent()))for(L=0;L<ia.length;L++)ja=this.model.getChildren(this.moveCells([ia[L]],z,A,!1,this.model.getRoot())[0]),null!=ja&&(t=t.concat(ja));else{var ja=L.getChildren(ia[0]);null!=ja&&(t=this.moveCells(ja,z,A,!1,this.getDefaultParent()),W[L.getChildAt(L.root,0).getId()]=this.getDefaultParent().getId())}if(null!=t&&(this.createCellMapping(H,ea,W),this.updateCustomLinks(W,t),E)){this.isGridEnabled()&&(z=this.snap(z), +A=this.snap(A));var ta=this.getBoundingBoxFromGeometry(t,!0);null!=ta&&this.moveCells(t,z-ta.x,A-ta.y)}}finally{this.model.endUpdate()}}return t};Graph.prototype.encodeCells=function(t){for(var z={},A=this.cloneCells(t,null,z),E=new mxDictionary,H=0;H<t.length;H++)E.put(t[H],!0);var L=new mxCodec,W=new mxGraphModel,ia=W.getChildAt(W.getRoot(),0);for(H=0;H<A.length;H++){W.add(ia,A[H]);var ea=this.view.getState(t[H]);if(null!=ea){var ja=this.getCellGeometry(A[H]);null!=ja&&ja.relative&&!this.model.isEdge(t[H])&& +null==E.get(this.model.getParent(t[H]))&&(ja.offset=null,ja.relative=!1,ja.x=ea.x/ea.view.scale-ea.view.translate.x,ja.y=ea.y/ea.view.scale-ea.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(z,this.createCellLookup(t)),A);return L.encode(W)};Graph.prototype.isSwimlane=function(t,z){var A=null;null==t||this.model.isEdge(t)||this.model.getParent(t)==this.model.getRoot()||(A=this.getCurrentCellStyle(t,z)[mxConstants.STYLE_SHAPE]);return A==mxConstants.SHAPE_SWIMLANE||"table"==A||"tableRow"== +A};var n=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(t){var z=this.model.getParent(t);if(null!=z){var A=this.getCurrentCellStyle(z);if(null!=A.expand)return"0"!=A.expand}return n.apply(this,arguments)&&(null==z||!this.isTable(z))};var u=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(t,z,A,E,H,L,W,ia){null==ia&&(ia=this.model.getParent(t),this.isTable(ia)||this.isTableRow(ia))&&(ia=this.getCellAt(L,W,null,!0,!1));A=null;this.model.beginUpdate();try{A=u.apply(this, +[t,z,A,E,H,L,W,ia]);this.model.setValue(A,"");var ea=this.getChildCells(A,!0);for(z=0;z<ea.length;z++){var ja=this.getCellGeometry(ea[z]);null!=ja&&ja.relative&&0<ja.x&&this.model.remove(ea[z])}var ta=this.getChildCells(t,!0);for(z=0;z<ta.length;z++)ja=this.getCellGeometry(ta[z]),null!=ja&&ja.relative&&0>=ja.x&&this.model.remove(ta[z]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[A]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[A]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +null,[t]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[t]);var Aa=this.model.getTerminal(A,!1);if(null!=Aa){var Ea=this.getCurrentCellStyle(Aa);null!=Ea&&"1"==Ea.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[t]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[t]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[A]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[A]))}}finally{this.model.endUpdate()}return A};var m=Graph.prototype.selectCell;Graph.prototype.selectCell= +function(t,z,A){if(z||A)m.apply(this,arguments);else{var E=this.getSelectionCell(),H=null,L=[],W=mxUtils.bind(this,function(ia){if(null!=this.view.getState(ia)&&(this.model.isVertex(ia)||this.model.isEdge(ia)))if(L.push(ia),ia==E)H=L.length-1;else if(t&&null==E&&0<L.length||null!=H&&t&&L.length>H||!t&&0<H)return;for(var ea=0;ea<this.model.getChildCount(ia);ea++)W(this.model.getChildAt(ia,ea))});W(this.model.root);0<L.length&&(H=null!=H?mxUtils.mod(H+(t?1:-1),L.length):0,this.setSelectionCell(L[H]))}}; Graph.prototype.swapShapes=function(t,z,A,E,H,L,W){z=!1;if(!E&&null!=H&&1==t.length&&(E=this.view.getState(H),A=this.view.getState(t[0]),null!=E&&null!=A&&(null!=L&&mxEvent.isShiftDown(L)||"umlLifeline"==E.style.shape&&"umlLifeline"==A.style.shape)&&(E=this.getCellGeometry(H),L=this.getCellGeometry(t[0]),null!=E&&null!=L))){z=E.clone();E=L.clone();E.x=z.x;E.y=z.y;z.x=L.x;z.y=L.y;this.model.beginUpdate();try{this.model.setGeometry(H,z),this.model.setGeometry(t[0],E)}finally{this.model.endUpdate()}z= -!0}return z};var r=Graph.prototype.moveCells;Graph.prototype.moveCells=function(t,z,A,E,H,L,W){if(this.swapShapes(t,z,A,E,H,L,W))return t;W=null!=W?W:{};if(this.isTable(H)){for(var ha=[],fa=0;fa<t.length;fa++)this.isTable(t[fa])?ha=ha.concat(this.model.getChildCells(t[fa],!0).reverse()):ha.push(t[fa]);t=ha}this.model.beginUpdate();try{ha=[];for(fa=0;fa<t.length;fa++)if(null!=H&&this.isTableRow(t[fa])){var ja=this.model.getParent(t[fa]),ua=this.getCellGeometry(t[fa]);this.isTable(ja)&&ha.push(ja); -if(null!=ja&&null!=ua&&this.isTable(ja)&&this.isTable(H)&&(E||ja!=H)){if(!E){var Aa=this.getCellGeometry(ja);null!=Aa&&(Aa=Aa.clone(),Aa.height-=ua.height,this.model.setGeometry(ja,Aa))}Aa=this.getCellGeometry(H);null!=Aa&&(Aa=Aa.clone(),Aa.height+=ua.height,this.model.setGeometry(H,Aa));var Ea=this.model.getChildCells(H,!0);if(0<Ea.length){t[fa]=E?this.cloneCell(t[fa]):t[fa];var Ma=this.model.getChildCells(t[fa],!0),La=this.model.getChildCells(Ea[0],!0),Ia=La.length-Ma.length;if(0<Ia)for(var Fa= -0;Fa<Ia;Fa++){var Ga=this.cloneCell(Ma[Ma.length-1]);null!=Ga&&(Ga.value="",this.model.add(t[fa],Ga))}else if(0>Ia)for(Fa=0;Fa>Ia;Fa--)this.model.remove(Ma[Ma.length+Fa-1]);Ma=this.model.getChildCells(t[fa],!0);for(Fa=0;Fa<La.length;Fa++){var Oa=this.getCellGeometry(La[Fa]),Pa=this.getCellGeometry(Ma[Fa]);null!=Oa&&null!=Pa&&(Pa=Pa.clone(),Pa.width=Oa.width,this.model.setGeometry(Ma[Fa],Pa))}}}}var Na=r.apply(this,arguments);for(fa=0;fa<ha.length;fa++)!E&&this.model.contains(ha[fa])&&0==this.model.getChildCount(ha[fa])&& -this.model.remove(ha[fa]);E&&this.updateCustomLinks(this.createCellMapping(W,this.createCellLookup(t)),Na)}finally{this.model.endUpdate()}return Na};var x=Graph.prototype.removeCells;Graph.prototype.removeCells=function(t,z){var A=[];this.model.beginUpdate();try{for(var E=0;E<t.length;E++)if(this.isTableCell(t[E])){var H=this.model.getParent(t[E]),L=this.model.getParent(H);1==this.model.getChildCount(H)&&1==this.model.getChildCount(L)?0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L)&&A.push(L):this.labelChanged(t[E], -"")}else{if(this.isTableRow(t[E])&&(L=this.model.getParent(t[E]),0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L))){for(var W=this.model.getChildCells(L,!0),ha=0,fa=0;fa<W.length;fa++)0<=mxUtils.indexOf(t,W[fa])&&ha++;ha==W.length&&A.push(L)}A.push(t[E])}A=x.apply(this,[A,z])}finally{this.model.endUpdate()}return A};Graph.prototype.updateCustomLinks=function(t,z,A){A=null!=A?A:new Graph;for(var E=0;E<z.length;E++)null!=z[E]&&A.updateCustomLinksForCell(t,z[E],A)};Graph.prototype.updateCustomLinksForCell= +!0}return z};var r=Graph.prototype.moveCells;Graph.prototype.moveCells=function(t,z,A,E,H,L,W){if(this.swapShapes(t,z,A,E,H,L,W))return t;W=null!=W?W:{};if(this.isTable(H)){for(var ia=[],ea=0;ea<t.length;ea++)this.isTable(t[ea])?ia=ia.concat(this.model.getChildCells(t[ea],!0).reverse()):ia.push(t[ea]);t=ia}this.model.beginUpdate();try{ia=[];for(ea=0;ea<t.length;ea++)if(null!=H&&this.isTableRow(t[ea])){var ja=this.model.getParent(t[ea]),ta=this.getCellGeometry(t[ea]);this.isTable(ja)&&ia.push(ja); +if(null!=ja&&null!=ta&&this.isTable(ja)&&this.isTable(H)&&(E||ja!=H)){if(!E){var Aa=this.getCellGeometry(ja);null!=Aa&&(Aa=Aa.clone(),Aa.height-=ta.height,this.model.setGeometry(ja,Aa))}Aa=this.getCellGeometry(H);null!=Aa&&(Aa=Aa.clone(),Aa.height+=ta.height,this.model.setGeometry(H,Aa));var Ea=this.model.getChildCells(H,!0);if(0<Ea.length){t[ea]=E?this.cloneCell(t[ea]):t[ea];var Ma=this.model.getChildCells(t[ea],!0),La=this.model.getChildCells(Ea[0],!0),Ia=La.length-Ma.length;if(0<Ia)for(var Fa= +0;Fa<Ia;Fa++){var Ga=this.cloneCell(Ma[Ma.length-1]);null!=Ga&&(Ga.value="",this.model.add(t[ea],Ga))}else if(0>Ia)for(Fa=0;Fa>Ia;Fa--)this.model.remove(Ma[Ma.length+Fa-1]);Ma=this.model.getChildCells(t[ea],!0);for(Fa=0;Fa<La.length;Fa++){var Oa=this.getCellGeometry(La[Fa]),Pa=this.getCellGeometry(Ma[Fa]);null!=Oa&&null!=Pa&&(Pa=Pa.clone(),Pa.width=Oa.width,this.model.setGeometry(Ma[Fa],Pa))}}}}var Na=r.apply(this,arguments);for(ea=0;ea<ia.length;ea++)!E&&this.model.contains(ia[ea])&&0==this.model.getChildCount(ia[ea])&& +this.model.remove(ia[ea]);E&&this.updateCustomLinks(this.createCellMapping(W,this.createCellLookup(t)),Na)}finally{this.model.endUpdate()}return Na};var x=Graph.prototype.removeCells;Graph.prototype.removeCells=function(t,z){var A=[];this.model.beginUpdate();try{for(var E=0;E<t.length;E++)if(this.isTableCell(t[E])){var H=this.model.getParent(t[E]),L=this.model.getParent(H);1==this.model.getChildCount(H)&&1==this.model.getChildCount(L)?0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L)&&A.push(L):this.labelChanged(t[E], +"")}else{if(this.isTableRow(t[E])&&(L=this.model.getParent(t[E]),0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L))){for(var W=this.model.getChildCells(L,!0),ia=0,ea=0;ea<W.length;ea++)0<=mxUtils.indexOf(t,W[ea])&&ia++;ia==W.length&&A.push(L)}A.push(t[E])}A=x.apply(this,[A,z])}finally{this.model.endUpdate()}return A};Graph.prototype.updateCustomLinks=function(t,z,A){A=null!=A?A:new Graph;for(var E=0;E<z.length;E++)null!=z[E]&&A.updateCustomLinksForCell(t,z[E],A)};Graph.prototype.updateCustomLinksForCell= function(t,z){this.doUpdateCustomLinksForCell(t,z);for(var A=this.model.getChildCount(z),E=0;E<A;E++)this.updateCustomLinksForCell(t,this.model.getChildAt(z,E))};Graph.prototype.doUpdateCustomLinksForCell=function(t,z){};Graph.prototype.getAllConnectionConstraints=function(t,z){if(null!=t){z=mxUtils.getValue(t.style,"points",null);if(null!=z){t=[];try{var A=JSON.parse(z);for(z=0;z<A.length;z++){var E=A[z];t.push(new mxConnectionConstraint(new mxPoint(E[0],E[1]),2<E.length?"0"!=E[2]:!0,null,3<E.length? E[3]:0,4<E.length?E[4]:0))}}catch(L){}return t}if(null!=t.shape&&null!=t.shape.bounds){E=t.shape.direction;z=t.shape.bounds;var H=t.shape.scale;A=z.width/H;z=z.height/H;if(E==mxConstants.DIRECTION_NORTH||E==mxConstants.DIRECTION_SOUTH)E=A,A=z,z=E;z=t.shape.getConstraints(t.style,A,z);if(null!=z)return z;if(null!=t.shape.stencil&&null!=t.shape.stencil.constraints)return t.shape.stencil.constraints;if(null!=t.shape.constraints)return t.shape.constraints}}return null};Graph.prototype.flipEdge=function(t){if(null!= t){var z=this.getCurrentCellStyle(t);z=mxUtils.getValue(z,mxConstants.STYLE_ELBOW,mxConstants.ELBOW_HORIZONTAL)==mxConstants.ELBOW_HORIZONTAL?mxConstants.ELBOW_VERTICAL:mxConstants.ELBOW_HORIZONTAL;this.setCellStyles(mxConstants.STYLE_ELBOW,z,[t])}};Graph.prototype.isValidRoot=function(t){for(var z=this.model.getChildCount(t),A=0,E=0;E<z;E++){var H=this.model.getChildAt(t,E);this.model.isVertex(H)&&(H=this.getCellGeometry(H),null==H||H.relative||A++)}return 0<A||this.isContainer(t)};Graph.prototype.isValidDropTarget= function(t,z,A){for(var E=this.getCurrentCellStyle(t),H=!0,L=!0,W=0;W<z.length&&L;W++)H=H&&this.isTable(z[W]),L=L&&this.isTableRow(z[W]);return(1==z.length&&null!=A&&mxEvent.isShiftDown(A)&&!mxEvent.isControlDown(A)&&!mxEvent.isAltDown(A)||("1"!=mxUtils.getValue(E,"part","0")||this.isContainer(t))&&"0"!=mxUtils.getValue(E,"dropTarget","1")&&(mxGraph.prototype.isValidDropTarget.apply(this,arguments)||this.isContainer(t))&&!this.isTableRow(t)&&(!this.isTable(t)||L||H))&&!this.isCellLocked(t)};Graph.prototype.createGroupCell= function(){var t=mxGraph.prototype.createGroupCell.apply(this,arguments);t.setStyle("group");return t};Graph.prototype.isExtendParentsOnAdd=function(t){var z=mxGraph.prototype.isExtendParentsOnAdd.apply(this,arguments);if(z&&null!=t&&null!=this.layoutManager){var A=this.model.getParent(t);null!=A&&(A=this.layoutManager.getLayout(A),null!=A&&A.constructor==mxStackLayout&&(z=!1))}return z};Graph.prototype.getPreferredSizeForCell=function(t){var z=mxGraph.prototype.getPreferredSizeForCell.apply(this, -arguments);null!=z&&(z.width+=10,z.height+=4,this.gridEnabled&&(z.width=this.snap(z.width),z.height=this.snap(z.height)));return z};Graph.prototype.turnShapes=function(t,z){var A=this.getModel(),E=[];A.beginUpdate();try{for(var H=0;H<t.length;H++){var L=t[H];if(A.isEdge(L)){var W=A.getTerminal(L,!0),ha=A.getTerminal(L,!1);A.setTerminal(L,ha,!0);A.setTerminal(L,W,!1);var fa=A.getGeometry(L);if(null!=fa){fa=fa.clone();null!=fa.points&&fa.points.reverse();var ja=fa.getTerminalPoint(!0),ua=fa.getTerminalPoint(!1); -fa.setTerminalPoint(ja,!1);fa.setTerminalPoint(ua,!0);A.setGeometry(L,fa);var Aa=this.view.getState(L),Ea=this.view.getState(W),Ma=this.view.getState(ha);if(null!=Aa){var La=null!=Ea?this.getConnectionConstraint(Aa,Ea,!0):null,Ia=null!=Ma?this.getConnectionConstraint(Aa,Ma,!1):null;this.setConnectionConstraint(L,W,!0,Ia);this.setConnectionConstraint(L,ha,!1,La);var Fa=mxUtils.getValue(Aa.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -mxUtils.getValue(Aa.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[L]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,Fa,[L])}E.push(L)}}else if(A.isVertex(L)&&(fa=this.getCellGeometry(L),null!=fa)){if(!(this.isTable(L)||this.isTableRow(L)||this.isTableCell(L)||this.isSwimlane(L))){fa=fa.clone();fa.x+=fa.width/2-fa.height/2;fa.y+=fa.height/2-fa.width/2;var Ga=fa.width;fa.width=fa.height;fa.height=Ga;A.setGeometry(L,fa)}var Oa=this.view.getState(L);if(null!=Oa){var Pa=[mxConstants.DIRECTION_EAST, +arguments);null!=z&&(z.width+=10,z.height+=4,this.gridEnabled&&(z.width=this.snap(z.width),z.height=this.snap(z.height)));return z};Graph.prototype.turnShapes=function(t,z){var A=this.getModel(),E=[];A.beginUpdate();try{for(var H=0;H<t.length;H++){var L=t[H];if(A.isEdge(L)){var W=A.getTerminal(L,!0),ia=A.getTerminal(L,!1);A.setTerminal(L,ia,!0);A.setTerminal(L,W,!1);var ea=A.getGeometry(L);if(null!=ea){ea=ea.clone();null!=ea.points&&ea.points.reverse();var ja=ea.getTerminalPoint(!0),ta=ea.getTerminalPoint(!1); +ea.setTerminalPoint(ja,!1);ea.setTerminalPoint(ta,!0);A.setGeometry(L,ea);var Aa=this.view.getState(L),Ea=this.view.getState(W),Ma=this.view.getState(ia);if(null!=Aa){var La=null!=Ea?this.getConnectionConstraint(Aa,Ea,!0):null,Ia=null!=Ma?this.getConnectionConstraint(Aa,Ma,!1):null;this.setConnectionConstraint(L,W,!0,Ia);this.setConnectionConstraint(L,ia,!1,La);var Fa=mxUtils.getValue(Aa.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +mxUtils.getValue(Aa.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[L]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,Fa,[L])}E.push(L)}}else if(A.isVertex(L)&&(ea=this.getCellGeometry(L),null!=ea)){if(!(this.isTable(L)||this.isTableRow(L)||this.isTableCell(L)||this.isSwimlane(L))){ea=ea.clone();ea.x+=ea.width/2-ea.height/2;ea.y+=ea.height/2-ea.width/2;var Ga=ea.width;ea.width=ea.height;ea.height=Ga;A.setGeometry(L,ea)}var Oa=this.view.getState(L);if(null!=Oa){var Pa=[mxConstants.DIRECTION_EAST, mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_NORTH],Na=mxUtils.getValue(Oa.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST);this.setCellStyles(mxConstants.STYLE_DIRECTION,Pa[mxUtils.mod(mxUtils.indexOf(Pa,Na)+(z?-1:1),Pa.length)],[L])}E.push(L)}}}finally{A.endUpdate()}return E};Graph.prototype.stencilHasPlaceholders=function(t){if(null!=t&&null!=t.fgNode)for(t=t.fgNode.firstChild;null!=t;){if("text"==t.nodeName&&"1"==t.getAttribute("placeholders"))return!0; t=t.nextSibling}return!1};var B=Graph.prototype.processChange;Graph.prototype.processChange=function(t){if(t instanceof mxGeometryChange&&(this.isTableCell(t.cell)||this.isTableRow(t.cell))&&(null==t.previous&&null!=t.geometry||null!=t.previous&&!t.previous.equals(t.geometry))){var z=t.cell;this.isTableCell(z)&&(z=this.model.getParent(z));this.isTableRow(z)&&(z=this.model.getParent(z));var A=this.view.getState(z);null!=A&&null!=A.shape&&(this.view.invalidate(z),A.shape.bounds=null)}B.apply(this,arguments); t instanceof mxValueChange&&null!=t.cell&&null!=t.cell.value&&"object"==typeof t.cell.value&&this.invalidateDescendantsWithPlaceholders(t.cell)};Graph.prototype.invalidateDescendantsWithPlaceholders=function(t){t=this.model.getDescendants(t);if(0<t.length)for(var z=0;z<t.length;z++){var A=this.view.getState(t[z]);null!=A&&null!=A.shape&&null!=A.shape.stencil&&this.stencilHasPlaceholders(A.shape.stencil)?this.removeStateForCell(t[z]):this.isReplacePlaceholders(t[z])&&this.view.invalidate(t[z],!1,!1)}}; Graph.prototype.replaceElement=function(t,z){z=t.ownerDocument.createElement(null!=z?z:"span");for(var A=Array.prototype.slice.call(t.attributes);attr=A.pop();)z.setAttribute(attr.nodeName,attr.nodeValue);z.innerHTML=t.innerHTML;t.parentNode.replaceChild(z,t)};Graph.prototype.processElements=function(t,z){if(null!=t){t=t.getElementsByTagName("*");for(var A=0;A<t.length;A++)z(t[A])}};Graph.prototype.updateLabelElements=function(t,z,A){t=null!=t?t:this.getSelectionCells();for(var E=document.createElement("div"), -H=0;H<t.length;H++)if(this.isHtmlLabel(t[H])){var L=this.convertValueToString(t[H]);if(null!=L&&0<L.length){E.innerHTML=L;for(var W=E.getElementsByTagName(null!=A?A:"*"),ha=0;ha<W.length;ha++)z(W[ha]);E.innerHTML!=L&&this.cellLabelChanged(t[H],E.innerHTML)}}};Graph.prototype.cellLabelChanged=function(t,z,A){z=Graph.zapGremlins(z);this.model.beginUpdate();try{if(null!=t.value&&"object"==typeof t.value){if(this.isReplacePlaceholders(t)&&null!=t.getAttribute("placeholder"))for(var E=t.getAttribute("placeholder"), +H=0;H<t.length;H++)if(this.isHtmlLabel(t[H])){var L=this.convertValueToString(t[H]);if(null!=L&&0<L.length){E.innerHTML=L;for(var W=E.getElementsByTagName(null!=A?A:"*"),ia=0;ia<W.length;ia++)z(W[ia]);E.innerHTML!=L&&this.cellLabelChanged(t[H],E.innerHTML)}}};Graph.prototype.cellLabelChanged=function(t,z,A){z=Graph.zapGremlins(z);this.model.beginUpdate();try{if(null!=t.value&&"object"==typeof t.value){if(this.isReplacePlaceholders(t)&&null!=t.getAttribute("placeholder"))for(var E=t.getAttribute("placeholder"), H=t;null!=H;){if(H==this.model.getRoot()||null!=H.value&&"object"==typeof H.value&&H.hasAttribute(E)){this.setAttributeForCell(H,E,z);break}H=this.model.getParent(H)}var L=t.value.cloneNode(!0);Graph.translateDiagram&&null!=Graph.diagramLanguage&&L.hasAttribute("label_"+Graph.diagramLanguage)?L.setAttribute("label_"+Graph.diagramLanguage,z):L.setAttribute("label",z);z=L}mxGraph.prototype.cellLabelChanged.apply(this,arguments)}finally{this.model.endUpdate()}};Graph.prototype.cellsRemoved=function(t){if(null!= t){for(var z=new mxDictionary,A=0;A<t.length;A++)z.put(t[A],!0);var E=[];for(A=0;A<t.length;A++){var H=this.model.getParent(t[A]);null==H||z.get(H)||(z.put(H,!0),E.push(H))}for(A=0;A<E.length;A++)if(H=this.view.getState(E[A]),null!=H&&(this.model.isEdge(H.cell)||this.model.isVertex(H.cell))&&this.isCellDeletable(H.cell)&&this.isTransparentState(H)){for(var L=!0,W=0;W<this.model.getChildCount(H.cell)&&L;W++)z.get(this.model.getChildAt(H.cell,W))||(L=!1);L&&t.push(H.cell)}}mxGraph.prototype.cellsRemoved.apply(this, arguments)};Graph.prototype.removeCellsAfterUngroup=function(t){for(var z=[],A=0;A<t.length;A++)this.isCellDeletable(t[A])&&this.isTransparentState(this.view.getState(t[A]))&&z.push(t[A]);t=z;mxGraph.prototype.removeCellsAfterUngroup.apply(this,arguments)};Graph.prototype.setLinkForCell=function(t,z){this.setAttributeForCell(t,"link",z)};Graph.prototype.setTooltipForCell=function(t,z){var A="tooltip";Graph.translateDiagram&&null!=Graph.diagramLanguage&&mxUtils.isNode(t.value)&&t.value.hasAttribute("tooltip_"+ Graph.diagramLanguage)&&(A="tooltip_"+Graph.diagramLanguage);this.setAttributeForCell(t,A,z)};Graph.prototype.getAttributeForCell=function(t,z,A){t=null!=t.value&&"object"===typeof t.value?t.value.getAttribute(z):null;return null!=t?t:A};Graph.prototype.setAttributeForCell=function(t,z,A){if(null!=t.value&&"object"==typeof t.value)var E=t.value.cloneNode(!0);else E=mxUtils.createXmlDocument().createElement("UserObject"),E.setAttribute("label",t.value||"");null!=A?E.setAttribute(z,A):E.removeAttribute(z); -this.model.setValue(t,E)};var C=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(t,z,A,E){this.getModel();if(mxEvent.isAltDown(z))return null;for(var H=0;H<t.length;H++){var L=this.model.getParent(t[H]);if(this.model.isEdge(L)&&0>mxUtils.indexOf(t,L))return null}L=C.apply(this,arguments);var W=!0;for(H=0;H<t.length&&W;H++)W=W&&this.isTableRow(t[H]);W&&(this.isTableCell(L)&&(L=this.model.getParent(L)),this.isTableRow(L)&&(L=this.model.getParent(L)),this.isTable(L)||(L=null));return L}; +this.model.setValue(t,E)};var D=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(t,z,A,E){this.getModel();if(mxEvent.isAltDown(z))return null;for(var H=0;H<t.length;H++){var L=this.model.getParent(t[H]);if(this.model.isEdge(L)&&0>mxUtils.indexOf(t,L))return null}L=D.apply(this,arguments);var W=!0;for(H=0;H<t.length&&W;H++)W=W&&this.isTableRow(t[H]);W&&(this.isTableCell(L)&&(L=this.model.getParent(L)),this.isTableRow(L)&&(L=this.model.getParent(L)),this.isTable(L)||(L=null));return L}; Graph.prototype.click=function(t){mxGraph.prototype.click.call(this,t);this.firstClickState=t.getState();this.firstClickSource=t.getSource()};Graph.prototype.dblClick=function(t,z){this.isEnabled()&&(z=this.insertTextForEvent(t,z),mxGraph.prototype.dblClick.call(this,t,z))};Graph.prototype.insertTextForEvent=function(t,z){var A=mxUtils.convertPoint(this.container,mxEvent.getClientX(t),mxEvent.getClientY(t));if(null!=t&&!this.model.isVertex(z)){var E=this.model.isEdge(z)?this.view.getState(z):null, H=mxEvent.getSource(t);this.firstClickState!=E||this.firstClickSource!=H||null!=E&&null!=E.text&&null!=E.text.node&&null!=E.text.boundingBox&&(mxUtils.contains(E.text.boundingBox,A.x,A.y)||mxUtils.isAncestorNode(E.text.node,mxEvent.getSource(t)))||(null!=E||this.isCellLocked(this.getDefaultParent()))&&(null==E||this.isCellLocked(E.cell))||!(null!=E||mxClient.IS_SVG&&H==this.view.getCanvas().ownerSVGElement)||(null==E&&(E=this.view.getState(this.getCellAt(A.x,A.y))),z=this.addText(A.x,A.y,E))}return z}; Graph.prototype.getInsertPoint=function(){var t=this.getGridSize(),z=this.container.scrollLeft/this.view.scale-this.view.translate.x,A=this.container.scrollTop/this.view.scale-this.view.translate.y;if(this.pageVisible){var E=this.getPageLayout(),H=this.getPageSize();z=Math.max(z,E.x*H.width);A=Math.max(A,E.y*H.height)}return new mxPoint(this.snap(z+t),this.snap(A+t))};Graph.prototype.getFreeInsertPoint=function(){var t=this.view,z=this.getGraphBounds(),A=this.getInsertPoint(),E=this.snap(Math.round(Math.max(A.x, z.x/t.scale-t.translate.x+(0==z.width?2*this.gridSize:0))));t=this.snap(Math.round(Math.max(A.y,(z.y+z.height)/t.scale-t.translate.y+2*this.gridSize)));return new mxPoint(E,t)};Graph.prototype.getCenterInsertPoint=function(t){t=null!=t?t:new mxRectangle;return mxUtils.hasScrollbars(this.container)?new mxPoint(this.snap(Math.round((this.container.scrollLeft+this.container.clientWidth/2)/this.view.scale-this.view.translate.x-t.width/2)),this.snap(Math.round((this.container.scrollTop+this.container.clientHeight/ 2)/this.view.scale-this.view.translate.y-t.height/2))):new mxPoint(this.snap(Math.round(this.container.clientWidth/2/this.view.scale-this.view.translate.x-t.width/2)),this.snap(Math.round(this.container.clientHeight/2/this.view.scale-this.view.translate.y-t.height/2)))};Graph.prototype.isMouseInsertPoint=function(){return!1};Graph.prototype.addText=function(t,z,A){var E=new mxCell;E.value="Text";E.geometry=new mxGeometry(0,0,0,0);E.vertex=!0;if(null!=A&&this.model.isEdge(A.cell)){E.style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];"; E.geometry.relative=!0;E.connectable=!1;var H=this.view.getRelativePoint(A,t,z);E.geometry.x=Math.round(1E4*H.x)/1E4;E.geometry.y=Math.round(H.y);E.geometry.offset=new mxPoint(0,0);H=this.view.getPoint(A,E.geometry);var L=this.view.scale;E.geometry.offset=new mxPoint(Math.round((t-H.x)/L),Math.round((z-H.y)/L))}else H=this.view.translate,E.style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];",E.geometry.width=40,E.geometry.height=20,E.geometry.x=Math.round(t/this.view.scale)- -H.x-(null!=A?A.origin.x:0),E.geometry.y=Math.round(z/this.view.scale)-H.y-(null!=A?A.origin.y:0),E.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([E],null!=A?A.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[E])),this.autoSizeCell(E)}finally{this.getModel().endUpdate()}return E};Graph.prototype.addClickHandler=function(t,z,A){var E=mxUtils.bind(this,function(){var fa=this.container.getElementsByTagName("a");if(null!=fa)for(var ja=0;ja<fa.length;ja++){var ua= -this.getAbsoluteUrl(fa[ja].getAttribute("href"));null!=ua&&(fa[ja].setAttribute("rel",this.linkRelation),fa[ja].setAttribute("href",ua),null!=z&&mxEvent.addGestureListeners(fa[ja],null,null,z))}});this.model.addListener(mxEvent.CHANGE,E);E();var H=this.container.style.cursor,L=this.getTolerance(),W=this,ha={currentState:null,currentLink:null,currentTarget:null,highlight:null!=t&&""!=t&&t!=mxConstants.NONE?new mxCellHighlight(W,t,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(fa){var ja= -fa.sourceState;if(null==ja||null==W.getLinkForCell(ja.cell))fa=W.getCellAt(fa.getGraphX(),fa.getGraphY(),null,null,null,function(ua,Aa,Ea){return null==W.getLinkForCell(ua.cell)}),ja=null==ja||W.model.isAncestor(fa,ja.cell)?W.view.getState(fa):null;ja!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=ja,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(fa,ja){this.startX=ja.getGraphX();this.startY=ja.getGraphY();this.scrollLeft=W.container.scrollLeft; -this.scrollTop=W.container.scrollTop;null==this.currentLink&&"auto"==W.container.style.overflow&&(W.container.style.cursor="move");this.updateCurrentState(ja)},mouseMove:function(fa,ja){if(W.isMouseDown)null!=this.currentLink&&(fa=Math.abs(this.startX-ja.getGraphX()),ja=Math.abs(this.startY-ja.getGraphY()),(fa>L||ja>L)&&this.clear());else{for(fa=ja.getSource();null!=fa&&"a"!=fa.nodeName.toLowerCase();)fa=fa.parentNode;null!=fa?this.clear():(null!=W.tooltipHandler&&null!=this.currentLink&&null!=this.currentState&& -W.tooltipHandler.reset(ja,!0,this.currentState),(null==this.currentState||ja.getState()!=this.currentState&&null!=ja.sourceState||!W.intersects(this.currentState,ja.getGraphX(),ja.getGraphY()))&&this.updateCurrentState(ja))}},mouseUp:function(fa,ja){var ua=ja.getSource();for(fa=ja.getEvent();null!=ua&&"a"!=ua.nodeName.toLowerCase();)ua=ua.parentNode;null==ua&&Math.abs(this.scrollLeft-W.container.scrollLeft)<L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&(null==ja.sourceState||!ja.isSource(ja.sourceState.control))&& -((mxEvent.isLeftMouseButton(fa)||mxEvent.isMiddleMouseButton(fa))&&!mxEvent.isPopupTrigger(fa)||mxEvent.isTouchEvent(fa))&&(null!=this.currentLink?(ua=W.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&ua||null==z||z(fa,this.currentLink),mxEvent.isConsumed(fa)||(fa=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(fa)?"_blank":ua?W.linkTarget:"_top",W.openLink(this.currentLink,fa),ja.consume())):null!=A&&!ja.isConsumed()&&Math.abs(this.scrollLeft-W.container.scrollLeft)< -L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&Math.abs(this.startX-ja.getGraphX())<L&&Math.abs(this.startY-ja.getGraphY())<L&&A(ja.getEvent()));this.clear()},activate:function(fa){this.currentLink=W.getAbsoluteUrl(W.getLinkForCell(fa.cell));null!=this.currentLink&&(this.currentTarget=W.getLinkTargetForCell(fa.cell),W.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(fa))},clear:function(){null!=W.container&&(W.container.style.cursor=H);this.currentLink=this.currentState= -this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=W.tooltipHandler&&W.tooltipHandler.hide()}};W.click=function(fa){};W.addMouseListener(ha);mxEvent.addListener(document,"mouseleave",function(fa){ha.clear()})};Graph.prototype.duplicateCells=function(t,z){t=null!=t?t:this.getSelectionCells();z=null!=z?z:!0;for(var A=0;A<t.length;A++)this.isTableCell(t[A])&&(t[A]=this.model.getParent(t[A]));t=this.model.getTopmostCells(t);var E=this.getModel(),H=this.gridSize,L=[];E.beginUpdate(); -try{var W={},ha=this.createCellLookup(t),fa=this.cloneCells(t,!1,W,!0);for(A=0;A<t.length;A++){var ja=E.getParent(t[A]);if(null!=ja){var ua=this.moveCells([fa[A]],H,H,!1)[0];L.push(ua);if(z)E.add(ja,fa[A]);else{var Aa=ja.getIndex(t[A]);E.add(ja,fa[A],Aa+1)}if(this.isTable(ja)){var Ea=this.getCellGeometry(fa[A]),Ma=this.getCellGeometry(ja);null!=Ea&&null!=Ma&&(Ma=Ma.clone(),Ma.height+=Ea.height,E.setGeometry(ja,Ma))}}else L.push(fa[A])}this.updateCustomLinks(this.createCellMapping(W,ha),fa,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED, -"cells",fa))}finally{E.endUpdate()}return L};Graph.prototype.insertImage=function(t,z,A){if(null!=t&&null!=this.cellEditor.textarea){for(var E=this.cellEditor.textarea.getElementsByTagName("img"),H=[],L=0;L<E.length;L++)H.push(E[L]);document.execCommand("insertimage",!1,t);t=this.cellEditor.textarea.getElementsByTagName("img");if(t.length==H.length+1)for(L=t.length-1;0<=L;L--)if(0==L||t[L]!=H[L-1]){t[L].setAttribute("width",z);t[L].setAttribute("height",A);break}}};Graph.prototype.insertLink=function(t){if(null!= +H.x-(null!=A?A.origin.x:0),E.geometry.y=Math.round(z/this.view.scale)-H.y-(null!=A?A.origin.y:0),E.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([E],null!=A?A.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[E])),this.autoSizeCell(E)}finally{this.getModel().endUpdate()}return E};Graph.prototype.addClickHandler=function(t,z,A){var E=mxUtils.bind(this,function(){var ea=this.container.getElementsByTagName("a");if(null!=ea)for(var ja=0;ja<ea.length;ja++){var ta= +this.getAbsoluteUrl(ea[ja].getAttribute("href"));null!=ta&&(ea[ja].setAttribute("rel",this.linkRelation),ea[ja].setAttribute("href",ta),null!=z&&mxEvent.addGestureListeners(ea[ja],null,null,z))}});this.model.addListener(mxEvent.CHANGE,E);E();var H=this.container.style.cursor,L=this.getTolerance(),W=this,ia={currentState:null,currentLink:null,currentTarget:null,highlight:null!=t&&""!=t&&t!=mxConstants.NONE?new mxCellHighlight(W,t,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(ea){var ja= +ea.sourceState;if(null==ja||null==W.getLinkForCell(ja.cell))ea=W.getCellAt(ea.getGraphX(),ea.getGraphY(),null,null,null,function(ta,Aa,Ea){return null==W.getLinkForCell(ta.cell)}),ja=null==ja||W.model.isAncestor(ea,ja.cell)?W.view.getState(ea):null;ja!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=ja,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(ea,ja){this.startX=ja.getGraphX();this.startY=ja.getGraphY();this.scrollLeft=W.container.scrollLeft; +this.scrollTop=W.container.scrollTop;null==this.currentLink&&"auto"==W.container.style.overflow&&(W.container.style.cursor="move");this.updateCurrentState(ja)},mouseMove:function(ea,ja){if(W.isMouseDown)null!=this.currentLink&&(ea=Math.abs(this.startX-ja.getGraphX()),ja=Math.abs(this.startY-ja.getGraphY()),(ea>L||ja>L)&&this.clear());else{for(ea=ja.getSource();null!=ea&&"a"!=ea.nodeName.toLowerCase();)ea=ea.parentNode;null!=ea?this.clear():(null!=W.tooltipHandler&&null!=this.currentLink&&null!=this.currentState&& +W.tooltipHandler.reset(ja,!0,this.currentState),(null==this.currentState||ja.getState()!=this.currentState&&null!=ja.sourceState||!W.intersects(this.currentState,ja.getGraphX(),ja.getGraphY()))&&this.updateCurrentState(ja))}},mouseUp:function(ea,ja){var ta=ja.getSource();for(ea=ja.getEvent();null!=ta&&"a"!=ta.nodeName.toLowerCase();)ta=ta.parentNode;null==ta&&Math.abs(this.scrollLeft-W.container.scrollLeft)<L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&(null==ja.sourceState||!ja.isSource(ja.sourceState.control))&& +((mxEvent.isLeftMouseButton(ea)||mxEvent.isMiddleMouseButton(ea))&&!mxEvent.isPopupTrigger(ea)||mxEvent.isTouchEvent(ea))&&(null!=this.currentLink?(ta=W.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&ta||null==z||z(ea,this.currentLink),mxEvent.isConsumed(ea)||(ea=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(ea)?"_blank":ta?W.linkTarget:"_top",W.openLink(this.currentLink,ea),ja.consume())):null!=A&&!ja.isConsumed()&&Math.abs(this.scrollLeft-W.container.scrollLeft)< +L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&Math.abs(this.startX-ja.getGraphX())<L&&Math.abs(this.startY-ja.getGraphY())<L&&A(ja.getEvent()));this.clear()},activate:function(ea){this.currentLink=W.getAbsoluteUrl(W.getLinkForCell(ea.cell));null!=this.currentLink&&(this.currentTarget=W.getLinkTargetForCell(ea.cell),W.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(ea))},clear:function(){null!=W.container&&(W.container.style.cursor=H);this.currentLink=this.currentState= +this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=W.tooltipHandler&&W.tooltipHandler.hide()}};W.click=function(ea){};W.addMouseListener(ia);mxEvent.addListener(document,"mouseleave",function(ea){ia.clear()})};Graph.prototype.duplicateCells=function(t,z){t=null!=t?t:this.getSelectionCells();z=null!=z?z:!0;for(var A=0;A<t.length;A++)this.isTableCell(t[A])&&(t[A]=this.model.getParent(t[A]));t=this.model.getTopmostCells(t);var E=this.getModel(),H=this.gridSize,L=[];E.beginUpdate(); +try{var W={},ia=this.createCellLookup(t),ea=this.cloneCells(t,!1,W,!0);for(A=0;A<t.length;A++){var ja=E.getParent(t[A]);if(null!=ja){var ta=this.moveCells([ea[A]],H,H,!1)[0];L.push(ta);if(z)E.add(ja,ea[A]);else{var Aa=ja.getIndex(t[A]);E.add(ja,ea[A],Aa+1)}if(this.isTable(ja)){var Ea=this.getCellGeometry(ea[A]),Ma=this.getCellGeometry(ja);null!=Ea&&null!=Ma&&(Ma=Ma.clone(),Ma.height+=Ea.height,E.setGeometry(ja,Ma))}}else L.push(ea[A])}this.updateCustomLinks(this.createCellMapping(W,ia),ea,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED, +"cells",ea))}finally{E.endUpdate()}return L};Graph.prototype.insertImage=function(t,z,A){if(null!=t&&null!=this.cellEditor.textarea){for(var E=this.cellEditor.textarea.getElementsByTagName("img"),H=[],L=0;L<E.length;L++)H.push(E[L]);document.execCommand("insertimage",!1,t);t=this.cellEditor.textarea.getElementsByTagName("img");if(t.length==H.length+1)for(L=t.length-1;0<=L;L--)if(0==L||t[L]!=H[L-1]){t[L].setAttribute("width",z);t[L].setAttribute("height",A);break}}};Graph.prototype.insertLink=function(t){if(null!= this.cellEditor.textarea)if(0==t.length)document.execCommand("unlink",!1);else if(mxClient.IS_FF){for(var z=this.cellEditor.textarea.getElementsByTagName("a"),A=[],E=0;E<z.length;E++)A.push(z[E]);document.execCommand("createlink",!1,mxUtils.trim(t));z=this.cellEditor.textarea.getElementsByTagName("a");if(z.length==A.length+1)for(E=z.length-1;0<=E;E--)if(z[E]!=A[E-1]){for(z=z[E].getElementsByTagName("a");0<z.length;){for(A=z[0].parentNode;null!=z[0].firstChild;)A.insertBefore(z[0].firstChild,z[0]); A.removeChild(z[0])}break}}else document.execCommand("createlink",!1,mxUtils.trim(t))};Graph.prototype.isCellResizable=function(t){var z=mxGraph.prototype.isCellResizable.apply(this,arguments),A=this.getCurrentCellStyle(t);return!this.isTableCell(t)&&!this.isTableRow(t)&&(z||"0"!=mxUtils.getValue(A,mxConstants.STYLE_RESIZABLE,"1")&&"wrap"==A[mxConstants.STYLE_WHITE_SPACE])};Graph.prototype.distributeCells=function(t,z){null==z&&(z=this.getSelectionCells());if(null!=z&&1<z.length){for(var A=[],E=null, -H=null,L=0;L<z.length;L++)if(this.getModel().isVertex(z[L])){var W=this.view.getState(z[L]);if(null!=W){var ha=t?W.getCenterX():W.getCenterY();E=null!=E?Math.max(E,ha):ha;H=null!=H?Math.min(H,ha):ha;A.push(W)}}if(2<A.length){A.sort(function(Aa,Ea){return t?Aa.x-Ea.x:Aa.y-Ea.y});W=this.view.translate;ha=this.view.scale;H=H/ha-(t?W.x:W.y);E=E/ha-(t?W.x:W.y);this.getModel().beginUpdate();try{var fa=(E-H)/(A.length-1);E=H;for(L=1;L<A.length-1;L++){var ja=this.view.getState(this.model.getParent(A[L].cell)), -ua=this.getCellGeometry(A[L].cell);E+=fa;null!=ua&&null!=ja&&(ua=ua.clone(),t?ua.x=Math.round(E-ua.width/2)-ja.origin.x:ua.y=Math.round(E-ua.height/2)-ja.origin.y,this.getModel().setGeometry(A[L].cell,ua))}}finally{this.getModel().endUpdate()}}}return z};Graph.prototype.isCloneEvent=function(t){return mxClient.IS_MAC&&mxEvent.isMetaDown(t)||mxEvent.isControlDown(t)};Graph.prototype.createSvgImageExport=function(){var t=new mxImageExport;t.getLinkForCellState=mxUtils.bind(this,function(z,A){return this.getLinkForCell(z.cell)}); -return t};Graph.prototype.parseBackgroundImage=function(t){var z=null;null!=t&&0<t.length&&(t=JSON.parse(t),z=new mxImage(t.src,t.width,t.height));return z};Graph.prototype.getBackgroundImageObject=function(t){return t};Graph.prototype.getSvg=function(t,z,A,E,H,L,W,ha,fa,ja,ua,Aa,Ea,Ma){var La=null;if(null!=Ma)for(La=new mxDictionary,ua=0;ua<Ma.length;ua++)La.put(Ma[ua],!0);if(Ma=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(),this.sizeDidChange();try{z=null!=z?z:1;A=null!=A? +H=null,L=0;L<z.length;L++)if(this.getModel().isVertex(z[L])){var W=this.view.getState(z[L]);if(null!=W){var ia=t?W.getCenterX():W.getCenterY();E=null!=E?Math.max(E,ia):ia;H=null!=H?Math.min(H,ia):ia;A.push(W)}}if(2<A.length){A.sort(function(Aa,Ea){return t?Aa.x-Ea.x:Aa.y-Ea.y});W=this.view.translate;ia=this.view.scale;H=H/ia-(t?W.x:W.y);E=E/ia-(t?W.x:W.y);this.getModel().beginUpdate();try{var ea=(E-H)/(A.length-1);E=H;for(L=1;L<A.length-1;L++){var ja=this.view.getState(this.model.getParent(A[L].cell)), +ta=this.getCellGeometry(A[L].cell);E+=ea;null!=ta&&null!=ja&&(ta=ta.clone(),t?ta.x=Math.round(E-ta.width/2)-ja.origin.x:ta.y=Math.round(E-ta.height/2)-ja.origin.y,this.getModel().setGeometry(A[L].cell,ta))}}finally{this.getModel().endUpdate()}}}return z};Graph.prototype.isCloneEvent=function(t){return mxClient.IS_MAC&&mxEvent.isMetaDown(t)||mxEvent.isControlDown(t)};Graph.prototype.createSvgImageExport=function(){var t=new mxImageExport;t.getLinkForCellState=mxUtils.bind(this,function(z,A){return this.getLinkForCell(z.cell)}); +return t};Graph.prototype.parseBackgroundImage=function(t){var z=null;null!=t&&0<t.length&&(t=JSON.parse(t),z=new mxImage(t.src,t.width,t.height));return z};Graph.prototype.getBackgroundImageObject=function(t){return t};Graph.prototype.getSvg=function(t,z,A,E,H,L,W,ia,ea,ja,ta,Aa,Ea,Ma){var La=null;if(null!=Ma)for(La=new mxDictionary,ta=0;ta<Ma.length;ta++)La.put(Ma[ta],!0);if(Ma=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(),this.sizeDidChange();try{z=null!=z?z:1;A=null!=A? A:0;H=null!=H?H:!0;L=null!=L?L:!0;W=null!=W?W:!0;ja=null!=ja?ja:!1;var Ia="page"==Ea?this.view.getBackgroundPageBounds():L&&null==La||E||"diagram"==Ea?this.getGraphBounds():this.getBoundingBox(this.getSelectionCells()),Fa=this.view.scale;"diagram"==Ea&&null!=this.backgroundImage&&(Ia=mxRectangle.fromRectangle(Ia),Ia.add(new mxRectangle((this.view.translate.x+this.backgroundImage.x)*Fa,(this.view.translate.y+this.backgroundImage.y)*Fa,this.backgroundImage.width*Fa,this.backgroundImage.height*Fa))); if(null==Ia)throw Error(mxResources.get("drawingEmpty"));E=z/Fa;Ea=H?-.5:0;var Ga=Graph.createSvgNode(Ea,Ea,Math.max(1,Math.ceil(Ia.width*E)+2*A)+(ja&&0==A?5:0),Math.max(1,Math.ceil(Ia.height*E)+2*A)+(ja&&0==A?5:0),t),Oa=Ga.ownerDocument,Pa=null!=Oa.createElementNS?Oa.createElementNS(mxConstants.NS_SVG,"g"):Oa.createElement("g");Ga.appendChild(Pa);var Na=this.createSvgCanvas(Pa);Na.foOffset=H?-.5:0;Na.textOffset=H?-.5:0;Na.imageOffset=H?-.5:0;Na.translate(Math.floor(A/z-Ia.x/Fa),Math.floor(A/z-Ia.y/ -Fa));var Sa=document.createElement("div"),eb=Na.getAlternateText;Na.getAlternateText=function(cb,mb,Za,ib,gb,Wa,qb,tb,nb,fb,Ra,rb,xb){if(null!=Wa&&0<this.state.fontSize)try{mxUtils.isNode(Wa)?Wa=Wa.innerText:(Sa.innerHTML=Wa,Wa=mxUtils.extractTextWithWhitespace(Sa.childNodes));for(var kb=Math.ceil(2*ib/this.state.fontSize),hb=[],ob=0,lb=0;(0==kb||ob<kb)&&lb<Wa.length;){var sb=Wa.charCodeAt(lb);if(10==sb||13==sb){if(0<ob)break}else hb.push(Wa.charAt(lb)),255>sb&&ob++;lb++}hb.length<Wa.length&&1<Wa.length- -hb.length&&(Wa=mxUtils.trim(hb.join(""))+"...");return Wa}catch(c){return eb.apply(this,arguments)}else return eb.apply(this,arguments)};var ab=this.backgroundImage;if(null!=ab){t=Fa/z;var pb=this.view.translate;Ea=new mxRectangle((ab.x+pb.x)*t,(ab.y+pb.y)*t,ab.width*t,ab.height*t);mxUtils.intersects(Ia,Ea)&&Na.image(ab.x+pb.x,ab.y+pb.y,ab.width,ab.height,ab.src,!0)}Na.scale(E);Na.textEnabled=W;ha=null!=ha?ha:this.createSvgImageExport();var ub=ha.drawCellState,vb=ha.getLinkForCellState;ha.getLinkForCellState= -function(cb,mb){var Za=vb.apply(this,arguments);return null==Za||cb.view.graph.isCustomLink(Za)?null:Za};ha.getLinkTargetForCellState=function(cb,mb){return cb.view.graph.getLinkTargetForCell(cb.cell)};ha.drawCellState=function(cb,mb){for(var Za=cb.view.graph,ib=null!=La?La.get(cb.cell):Za.isCellSelected(cb.cell),gb=Za.model.getParent(cb.cell);!(L&&null==La||ib)&&null!=gb;)ib=null!=La?La.get(gb):Za.isCellSelected(gb),gb=Za.model.getParent(gb);(L&&null==La||ib)&&ub.apply(this,arguments)};ha.drawState(this.getView().getState(this.model.root), -Na);this.updateSvgLinks(Ga,fa,!0);this.addForeignObjectWarning(Na,Ga);return Ga}finally{Ma&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(t,z){if("0"!=urlParams["svg-warning"]&&0<z.getElementsByTagName("foreignObject").length){var A=t.createElement("switch"),E=t.createElement("g");E.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility");var H=t.createElement("a");H.setAttribute("transform","translate(0,-5)"); +Fa));var Sa=document.createElement("div"),eb=Na.getAlternateText;Na.getAlternateText=function(cb,mb,Wa,gb,hb,Xa,sb,qb,ub,nb,fb,Ra,rb){if(null!=Xa&&0<this.state.fontSize)try{mxUtils.isNode(Xa)?Xa=Xa.innerText:(Sa.innerHTML=Xa,Xa=mxUtils.extractTextWithWhitespace(Sa.childNodes));for(var tb=Math.ceil(2*gb/this.state.fontSize),ib=[],jb=0,lb=0;(0==tb||jb<tb)&&lb<Xa.length;){var ob=Xa.charCodeAt(lb);if(10==ob||13==ob){if(0<jb)break}else ib.push(Xa.charAt(lb)),255>ob&&jb++;lb++}ib.length<Xa.length&&1<Xa.length- +ib.length&&(Xa=mxUtils.trim(ib.join(""))+"...");return Xa}catch(yb){return eb.apply(this,arguments)}else return eb.apply(this,arguments)};var ab=this.backgroundImage;if(null!=ab){t=Fa/z;var pb=this.view.translate;Ea=new mxRectangle((ab.x+pb.x)*t,(ab.y+pb.y)*t,ab.width*t,ab.height*t);mxUtils.intersects(Ia,Ea)&&Na.image(ab.x+pb.x,ab.y+pb.y,ab.width,ab.height,ab.src,!0)}Na.scale(E);Na.textEnabled=W;ia=null!=ia?ia:this.createSvgImageExport();var vb=ia.drawCellState,wb=ia.getLinkForCellState;ia.getLinkForCellState= +function(cb,mb){var Wa=wb.apply(this,arguments);return null==Wa||cb.view.graph.isCustomLink(Wa)?null:Wa};ia.getLinkTargetForCellState=function(cb,mb){return cb.view.graph.getLinkTargetForCell(cb.cell)};ia.drawCellState=function(cb,mb){for(var Wa=cb.view.graph,gb=null!=La?La.get(cb.cell):Wa.isCellSelected(cb.cell),hb=Wa.model.getParent(cb.cell);!(L&&null==La||gb)&&null!=hb;)gb=null!=La?La.get(hb):Wa.isCellSelected(hb),hb=Wa.model.getParent(hb);(L&&null==La||gb)&&vb.apply(this,arguments)};ia.drawState(this.getView().getState(this.model.root), +Na);this.updateSvgLinks(Ga,ea,!0);this.addForeignObjectWarning(Na,Ga);return Ga}finally{Ma&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(t,z){if("0"!=urlParams["svg-warning"]&&0<z.getElementsByTagName("foreignObject").length){var A=t.createElement("switch"),E=t.createElement("g");E.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility");var H=t.createElement("a");H.setAttribute("transform","translate(0,-5)"); null==H.setAttributeNS||z.ownerDocument!=document&&null==document.documentMode?(H.setAttribute("xlink:href",Graph.foreignObjectWarningLink),H.setAttribute("target","_blank")):(H.setAttributeNS(mxConstants.NS_XLINK,"xlink:href",Graph.foreignObjectWarningLink),H.setAttributeNS(mxConstants.NS_XLINK,"target","_blank"));t=t.createElement("text");t.setAttribute("text-anchor","middle");t.setAttribute("font-size","10px");t.setAttribute("x","50%");t.setAttribute("y","100%");mxUtils.write(t,Graph.foreignObjectWarningText); A.appendChild(E);H.appendChild(t);A.appendChild(H);z.appendChild(A)}};Graph.prototype.updateSvgLinks=function(t,z,A){t=t.getElementsByTagName("a");for(var E=0;E<t.length;E++)if(null==t[E].getAttribute("target")){var H=t[E].getAttribute("href");null==H&&(H=t[E].getAttribute("xlink:href"));null!=H&&(null!=z&&/^https?:\/\//.test(H)?t[E].setAttribute("target",z):A&&this.isCustomLink(H)&&t[E].setAttribute("href","javascript:void(0);"))}};Graph.prototype.createSvgCanvas=function(t){t=new mxSvgCanvas2D(t); t.minStrokeWidth=this.cellRenderer.minSvgStrokeWidth;t.pointerEvents=!0;return t};Graph.prototype.getSelectedElement=function(){var t=null;if(window.getSelection){var z=window.getSelection();z.getRangeAt&&z.rangeCount&&(t=z.getRangeAt(0).commonAncestorContainer)}else document.selection&&(t=document.selection.createRange().parentElement());return t};Graph.prototype.getSelectedEditingElement=function(){for(var t=this.getSelectedElement();null!=t&&t.nodeType!=mxConstants.NODETYPE_ELEMENT;)t=t.parentNode; @@ -3150,66 +3153,66 @@ null!=t&&t==this.cellEditor.textarea&&1==this.cellEditor.textarea.children.lengt function(t){var z=null;if(window.getSelection){if(z=window.getSelection(),z.getRangeAt&&z.rangeCount){var A=document.createRange();A.selectNode(t);z.removeAllRanges();z.addRange(A)}}else(z=document.selection)&&"Control"!=z.type&&(t=z.createRange(),t.collapse(!0),A=z.createRange(),A.setEndPoint("StartToStart",t),A.select())};Graph.prototype.flipEdgePoints=function(t,z,A){var E=this.getCellGeometry(t);if(null!=E){E=E.clone();if(null!=E.points)for(var H=0;H<E.points.length;H++)z?E.points[H].x=A+(A-E.points[H].x): E.points[H].y=A+(A-E.points[H].y);H=function(L){null!=L&&(z?L.x=A+(A-L.x):L.y=A+(A-L.y))};H(E.getTerminalPoint(!0));H(E.getTerminalPoint(!1));this.model.setGeometry(t,E)}};Graph.prototype.flipChildren=function(t,z,A){this.model.beginUpdate();try{for(var E=this.model.getChildCount(t),H=0;H<E;H++){var L=this.model.getChildAt(t,H);if(this.model.isEdge(L))this.flipEdgePoints(L,z,A);else{var W=this.getCellGeometry(L);null!=W&&(W=W.clone(),z?W.x=A+(A-W.x-W.width):W.y=A+(A-W.y-W.height),this.model.setGeometry(L, W))}}}finally{this.model.endUpdate()}};Graph.prototype.flipCells=function(t,z){this.model.beginUpdate();try{t=this.model.getTopmostCells(t);for(var A=[],E=0;E<t.length;E++)if(this.model.isEdge(t[E])){var H=this.view.getState(t[E]);null!=H&&this.flipEdgePoints(t[E],z,(z?H.getCenterX():H.getCenterY())/this.view.scale-(z?H.origin.x:H.origin.y)-(z?this.view.translate.x:this.view.translate.y))}else{var L=this.getCellGeometry(t[E]);null!=L&&this.flipChildren(t[E],z,z?L.getCenterX()-L.x:L.getCenterY()-L.y); -A.push(t[E])}this.toggleCellStyles(z?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,A)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(t,z){var A=null;if(null!=t&&0<t.length){this.model.beginUpdate();try{for(var E=0;E<t.length;E++){var H=this.model.getParent(t[E]);if(this.isTable(H)){var L=this.getCellGeometry(t[E]),W=this.getCellGeometry(H);null!=L&&null!=W&&(W=W.clone(),W.height-=L.height,this.model.setGeometry(H,W))}}var ha=this.selectParentAfterDelete?this.model.getParents(t): -null;this.removeCells(t,z)}finally{this.model.endUpdate()}if(null!=ha)for(A=[],E=0;E<ha.length;E++)this.model.contains(ha[E])&&(this.model.isVertex(ha[E])||this.model.isEdge(ha[E]))&&A.push(ha[E])}return A};Graph.prototype.insertTableColumn=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=t,H=0;if(this.isTableCell(t)){var L=A.getParent(t);E=A.getParent(L);H=mxUtils.indexOf(A.getChildCells(L,!0),t)}else this.isTableRow(t)?E=A.getParent(t):t=A.getChildCells(E,!0)[0],z||(H=A.getChildCells(t, -!0).length-1);var W=A.getChildCells(E,!0),ha=Graph.minTableColumnWidth;for(t=0;t<W.length;t++){var fa=A.getChildCells(W[t],!0)[H],ja=A.cloneCell(fa,!1),ua=this.getCellGeometry(ja);ja.value=null;ja.style=mxUtils.setStyle(mxUtils.setStyle(ja.style,"rowspan",null),"colspan",null);if(null!=ua){null!=ua.alternateBounds&&(ua.width=ua.alternateBounds.width,ua.height=ua.alternateBounds.height,ua.alternateBounds=null);ha=ua.width;var Aa=this.getCellGeometry(W[t]);null!=Aa&&(ua.height=Aa.height)}A.add(W[t], -ja,H+(z?0:1))}var Ea=this.getCellGeometry(E);null!=Ea&&(Ea=Ea.clone(),Ea.width+=ha,A.setGeometry(E,Ea))}finally{A.endUpdate()}};Graph.prototype.deleteLane=function(t){var z=this.getModel();z.beginUpdate();try{var A=null;A="stackLayout"==this.getCurrentCellStyle(t).childLayout?t:z.getParent(t);var E=z.getChildCells(A,!0);0==E.length?z.remove(A):(A==t&&(t=E[E.length-1]),z.remove(t))}finally{z.endUpdate()}};Graph.prototype.insertLane=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=null; +A.push(t[E])}this.toggleCellStyles(z?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,A)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(t,z){var A=null;if(null!=t&&0<t.length){this.model.beginUpdate();try{for(var E=0;E<t.length;E++){var H=this.model.getParent(t[E]);if(this.isTable(H)){var L=this.getCellGeometry(t[E]),W=this.getCellGeometry(H);null!=L&&null!=W&&(W=W.clone(),W.height-=L.height,this.model.setGeometry(H,W))}}var ia=this.selectParentAfterDelete?this.model.getParents(t): +null;this.removeCells(t,z)}finally{this.model.endUpdate()}if(null!=ia)for(A=[],E=0;E<ia.length;E++)this.model.contains(ia[E])&&(this.model.isVertex(ia[E])||this.model.isEdge(ia[E]))&&A.push(ia[E])}return A};Graph.prototype.insertTableColumn=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=t,H=0;if(this.isTableCell(t)){var L=A.getParent(t);E=A.getParent(L);H=mxUtils.indexOf(A.getChildCells(L,!0),t)}else this.isTableRow(t)?E=A.getParent(t):t=A.getChildCells(E,!0)[0],z||(H=A.getChildCells(t, +!0).length-1);var W=A.getChildCells(E,!0),ia=Graph.minTableColumnWidth;for(t=0;t<W.length;t++){var ea=A.getChildCells(W[t],!0)[H],ja=A.cloneCell(ea,!1),ta=this.getCellGeometry(ja);ja.value=null;ja.style=mxUtils.setStyle(mxUtils.setStyle(ja.style,"rowspan",null),"colspan",null);if(null!=ta){null!=ta.alternateBounds&&(ta.width=ta.alternateBounds.width,ta.height=ta.alternateBounds.height,ta.alternateBounds=null);ia=ta.width;var Aa=this.getCellGeometry(W[t]);null!=Aa&&(ta.height=Aa.height)}A.add(W[t], +ja,H+(z?0:1))}var Ea=this.getCellGeometry(E);null!=Ea&&(Ea=Ea.clone(),Ea.width+=ia,A.setGeometry(E,Ea))}finally{A.endUpdate()}};Graph.prototype.deleteLane=function(t){var z=this.getModel();z.beginUpdate();try{var A=null;A="stackLayout"==this.getCurrentCellStyle(t).childLayout?t:z.getParent(t);var E=z.getChildCells(A,!0);0==E.length?z.remove(A):(A==t&&(t=E[E.length-1]),z.remove(t))}finally{z.endUpdate()}};Graph.prototype.insertLane=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=null; if("stackLayout"==this.getCurrentCellStyle(t).childLayout){E=t;var H=A.getChildCells(E,!0);t=H[z?0:H.length-1]}else E=A.getParent(t);var L=E.getIndex(t);t=A.cloneCell(t,!1);t.value=null;A.add(E,t,L+(z?0:1))}finally{A.endUpdate()}};Graph.prototype.insertTableRow=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=t,H=t;if(this.isTableCell(t))H=A.getParent(t),E=A.getParent(H);else if(this.isTableRow(t))E=A.getParent(t);else{var L=A.getChildCells(E,!0);H=L[z?0:L.length-1]}var W=A.getChildCells(H, -!0),ha=E.getIndex(H);H=A.cloneCell(H,!1);H.value=null;var fa=this.getCellGeometry(H);if(null!=fa){for(L=0;L<W.length;L++){t=A.cloneCell(W[L],!1);t.value=null;t.style=mxUtils.setStyle(mxUtils.setStyle(t.style,"rowspan",null),"colspan",null);var ja=this.getCellGeometry(t);null!=ja&&(null!=ja.alternateBounds&&(ja.width=ja.alternateBounds.width,ja.height=ja.alternateBounds.height,ja.alternateBounds=null),ja.height=fa.height);H.insert(t)}A.add(E,H,ha+(z?0:1));var ua=this.getCellGeometry(E);null!=ua&&(ua= -ua.clone(),ua.height+=fa.height,A.setGeometry(E,ua))}}finally{A.endUpdate()}};Graph.prototype.deleteTableColumn=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(E=z.getParent(t));this.isTableRow(E)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(0==H.length)z.remove(A);else{this.isTableRow(E)||(E=H[0]);var L=z.getChildCells(E,!0);if(1>=L.length)z.remove(A);else{var W=L.length-1;this.isTableCell(t)&&(W=mxUtils.indexOf(L,t));for(E=t=0;E<H.length;E++){var ha= -z.getChildCells(H[E],!0)[W];z.remove(ha);var fa=this.getCellGeometry(ha);null!=fa&&(t=Math.max(t,fa.width))}var ja=this.getCellGeometry(A);null!=ja&&(ja=ja.clone(),ja.width-=t,z.setGeometry(A,ja))}}}finally{z.endUpdate()}};Graph.prototype.deleteTableRow=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(t=E=z.getParent(t));this.isTableRow(t)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(1>=H.length)z.remove(A);else{this.isTableRow(E)||(E=H[H.length-1]);z.remove(E); +!0),ia=E.getIndex(H);H=A.cloneCell(H,!1);H.value=null;var ea=this.getCellGeometry(H);if(null!=ea){for(L=0;L<W.length;L++){t=A.cloneCell(W[L],!1);t.value=null;t.style=mxUtils.setStyle(mxUtils.setStyle(t.style,"rowspan",null),"colspan",null);var ja=this.getCellGeometry(t);null!=ja&&(null!=ja.alternateBounds&&(ja.width=ja.alternateBounds.width,ja.height=ja.alternateBounds.height,ja.alternateBounds=null),ja.height=ea.height);H.insert(t)}A.add(E,H,ia+(z?0:1));var ta=this.getCellGeometry(E);null!=ta&&(ta= +ta.clone(),ta.height+=ea.height,A.setGeometry(E,ta))}}finally{A.endUpdate()}};Graph.prototype.deleteTableColumn=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(E=z.getParent(t));this.isTableRow(E)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(0==H.length)z.remove(A);else{this.isTableRow(E)||(E=H[0]);var L=z.getChildCells(E,!0);if(1>=L.length)z.remove(A);else{var W=L.length-1;this.isTableCell(t)&&(W=mxUtils.indexOf(L,t));for(E=t=0;E<H.length;E++){var ia= +z.getChildCells(H[E],!0)[W];z.remove(ia);var ea=this.getCellGeometry(ia);null!=ea&&(t=Math.max(t,ea.width))}var ja=this.getCellGeometry(A);null!=ja&&(ja=ja.clone(),ja.width-=t,z.setGeometry(A,ja))}}}finally{z.endUpdate()}};Graph.prototype.deleteTableRow=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(t=E=z.getParent(t));this.isTableRow(t)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(1>=H.length)z.remove(A);else{this.isTableRow(E)||(E=H[H.length-1]);z.remove(E); t=0;var L=this.getCellGeometry(E);null!=L&&(t=L.height);var W=this.getCellGeometry(A);null!=W&&(W=W.clone(),W.height-=t,z.setGeometry(A,W))}}finally{z.endUpdate()}};Graph.prototype.insertRow=function(t,z){for(var A=t.tBodies[0],E=A.rows[0].cells,H=t=0;H<E.length;H++){var L=E[H].getAttribute("colspan");t+=null!=L?parseInt(L):1}z=A.insertRow(z);for(H=0;H<t;H++)mxUtils.br(z.insertCell(-1));return z.cells[0]};Graph.prototype.deleteRow=function(t,z){t.tBodies[0].deleteRow(z)};Graph.prototype.insertColumn= function(t,z){var A=t.tHead;if(null!=A)for(var E=0;E<A.rows.length;E++){var H=document.createElement("th");A.rows[E].appendChild(H);mxUtils.br(H)}t=t.tBodies[0];for(A=0;A<t.rows.length;A++)E=t.rows[A].insertCell(z),mxUtils.br(E);return t.rows[0].cells[0<=z?z:t.rows[0].cells.length-1]};Graph.prototype.deleteColumn=function(t,z){if(0<=z){t=t.tBodies[0].rows;for(var A=0;A<t.length;A++)t[A].cells.length>z&&t[A].deleteCell(z)}};Graph.prototype.pasteHtmlAtCaret=function(t){if(window.getSelection){var z= window.getSelection();if(z.getRangeAt&&z.rangeCount){z=z.getRangeAt(0);z.deleteContents();var A=document.createElement("div");A.innerHTML=t;t=document.createDocumentFragment();for(var E;E=A.firstChild;)lastNode=t.appendChild(E);z.insertNode(t)}}else(z=document.selection)&&"Control"!=z.type&&z.createRange().pasteHTML(t)};Graph.prototype.createLinkForHint=function(t,z){function A(H,L){H.length>L&&(H=H.substring(0,Math.round(L/2))+"..."+H.substring(H.length-Math.round(L/4)));return H}t=null!=t?t:"javascript:void(0);"; if(null==z||0==z.length)z=this.isCustomLink(t)?this.getLinkTitle(t):t;var E=document.createElement("a");E.setAttribute("rel",this.linkRelation);E.setAttribute("href",this.getAbsoluteUrl(t));E.setAttribute("title",A(this.isCustomLink(t)?this.getLinkTitle(t):t,80));null!=this.linkTarget&&E.setAttribute("target",this.linkTarget);mxUtils.write(E,A(z,40));this.isCustomLink(t)&&mxEvent.addListener(E,"click",mxUtils.bind(this,function(H){this.customLinkClicked(t);mxEvent.consume(H)}));return E};Graph.prototype.initTouch= function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first};this.addListener(mxEvent.START_EDITING,function(L,W){this.popupMenuHandler.hideMenu()});var t=this.updateMouseEvent;this.updateMouseEvent=function(L){L=t.apply(this,arguments);if(mxEvent.isTouchEvent(L.getEvent())&&null==L.getState()){var W=this.getCellAt(L.graphX,L.graphY);null!=W&&this.isSwimlane(W)&&this.hitsSwimlaneContent(W,L.graphX,L.graphY)||(L.state=this.view.getState(W),null!=L.state&& -null!=L.state.shape&&(this.container.style.cursor=L.state.shape.node.style.cursor))}null==L.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return L};var z=!1,A=!1,E=!1,H=this.fireMouseEvent;this.fireMouseEvent=function(L,W,ha){L==mxEvent.MOUSE_DOWN&&(W=this.updateMouseEvent(W),z=this.isCellSelected(W.getCell()),A=this.isSelectionEmpty(),E=this.popupMenuHandler.isMenuShowing());H.apply(this,arguments)};this.popupMenuHandler.mouseUp=mxUtils.bind(this,function(L,W){var ha=mxEvent.isMouseEvent(W.getEvent()); -this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==W.getState()||!W.isSource(W.getState().control))&&(this.popupMenuHandler.popupTrigger||!E&&!ha&&(A&&null==W.getCell()&&this.isSelectionEmpty()||z&&this.isCellSelected(W.getCell())));ha=!z||ha?null:mxUtils.bind(this,function(fa){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var ja=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(W.getX()+ja.x+1,W.getY()+ja.y+1,fa,W.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler, -[L,W,ha])})};mxCellEditor.prototype.isContentEditing=function(){var t=this.graph.view.getState(this.editingCell);return null!=t&&1==t.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var t="";window.getSelection?t=window.getSelection():document.getSelection?t=document.getSelection():document.selection&&(t=document.selection.createRange().text); +null!=L.state.shape&&(this.container.style.cursor=L.state.shape.node.style.cursor))}null==L.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return L};var z=!1,A=!1,E=!1,H=this.fireMouseEvent;this.fireMouseEvent=function(L,W,ia){L==mxEvent.MOUSE_DOWN&&(W=this.updateMouseEvent(W),z=this.isCellSelected(W.getCell()),A=this.isSelectionEmpty(),E=this.popupMenuHandler.isMenuShowing());H.apply(this,arguments)};this.popupMenuHandler.mouseUp=mxUtils.bind(this,function(L,W){var ia=mxEvent.isMouseEvent(W.getEvent()); +this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==W.getState()||!W.isSource(W.getState().control))&&(this.popupMenuHandler.popupTrigger||!E&&!ia&&(A&&null==W.getCell()&&this.isSelectionEmpty()||z&&this.isCellSelected(W.getCell())));ia=!z||ia?null:mxUtils.bind(this,function(ea){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var ja=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(W.getX()+ja.x+1,W.getY()+ja.y+1,ea,W.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler, +[L,W,ia])})};mxCellEditor.prototype.isContentEditing=function(){var t=this.graph.view.getState(this.editingCell);return null!=t&&1==t.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var t="";window.getSelection?t=window.getSelection():document.getSelection?t=document.getSelection():document.selection&&(t=document.selection.createRange().text); return""!=t};mxCellEditor.prototype.insertTab=function(t){var z=this.textarea.ownerDocument.defaultView.getSelection(),A=z.getRangeAt(0),E="\t";if(null!=t)for(E="";0<t;)E+=" ",t--;t=document.createElement("span");t.style.whiteSpace="pre";t.appendChild(document.createTextNode(E));A.insertNode(t);A.setStartAfter(t);A.setEndAfter(t);z.removeAllRanges();z.addRange(A)};mxCellEditor.prototype.alignText=function(t,z){var A=null!=z&&mxEvent.isShiftDown(z);if(A||null!=window.getSelection&&null!=window.getSelection().containsNode){var E= !0;this.graph.processElements(this.textarea,function(H){A||window.getSelection().containsNode(H,!0)?(H.removeAttribute("align"),H.style.textAlign=null):E=!1});E&&this.graph.cellEditor.setAlign(t)}document.execCommand("justify"+t.toLowerCase(),!1,null)};mxCellEditor.prototype.saveSelection=function(){if(window.getSelection){var t=window.getSelection();if(t.getRangeAt&&t.rangeCount){for(var z=[],A=0,E=t.rangeCount;A<E;++A)z.push(t.getRangeAt(A));return z}}else if(document.selection&&document.selection.createRange)return document.selection.createRange(); -return null};mxCellEditor.prototype.restoreSelection=function(t){try{if(t)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var z=0,A=t.length;z<A;++z)sel.addRange(t[z])}else document.selection&&t.select&&t.select()}catch(E){}};var F=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel=function(t){null!=t.text&&(t.text.replaceLinefeeds="0"!=mxUtils.getValue(t.style,"nl2Br","1"));F.apply(this,arguments)};var I=mxConstraintHandler.prototype.update; -mxConstraintHandler.prototype.update=function(t,z){this.isKeepFocusEvent(t)||!mxEvent.isAltDown(t.getEvent())?I.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape=function(t){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var D=mxCellEditor.prototype.startEditing;mxCellEditor.prototype.startEditing=function(t,z){t=this.graph.getStartEditingCell(t,z);D.apply(this,arguments);var A=this.graph.view.getState(t); -this.textarea.className=null!=A&&1==A.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(t);A=this.graph.getModel().getParent(t);var E=this.graph.getCellGeometry(t);if(this.graph.getModel().isEdge(A)&&null!=E&&E.relative||this.graph.getModel().isEdge(t))this.textarea.style.outline=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var N=mxCellEditor.prototype.installListeners; +return null};mxCellEditor.prototype.restoreSelection=function(t){try{if(t)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var z=0,A=t.length;z<A;++z)sel.addRange(t[z])}else document.selection&&t.select&&t.select()}catch(E){}};var F=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel=function(t){null!=t.text&&(t.text.replaceLinefeeds="0"!=mxUtils.getValue(t.style,"nl2Br","1"));F.apply(this,arguments)};var J=mxConstraintHandler.prototype.update; +mxConstraintHandler.prototype.update=function(t,z){this.isKeepFocusEvent(t)||!mxEvent.isAltDown(t.getEvent())?J.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape=function(t){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var C=mxCellEditor.prototype.startEditing;mxCellEditor.prototype.startEditing=function(t,z){t=this.graph.getStartEditingCell(t,z);C.apply(this,arguments);var A=this.graph.view.getState(t); +this.textarea.className=null!=A&&1==A.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(t);A=this.graph.getModel().getParent(t);var E=this.graph.getCellGeometry(t);if(this.graph.getModel().isEdge(A)&&null!=E&&E.relative||this.graph.getModel().isEdge(t))this.textarea.style.outline=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var O=mxCellEditor.prototype.installListeners; mxCellEditor.prototype.installListeners=function(t){function z(H,L){L.originalNode=H;H=H.firstChild;for(var W=L.firstChild;null!=H&&null!=W;)z(H,W),H=H.nextSibling,W=W.nextSibling;return L}function A(H,L){if(null!=H)if(L.originalNode!=H)E(H);else for(H=H.firstChild,L=L.firstChild;null!=H;){var W=H.nextSibling;null==L?E(H):(A(H,L),L=L.nextSibling);H=W}}function E(H){for(var L=H.firstChild;null!=L;){var W=L.nextSibling;E(L);L=W}1==H.nodeType&&("BR"===H.nodeName||null!=H.firstChild)||3==H.nodeType&& -0!=mxUtils.trim(mxUtils.getTextContent(H)).length?(3==H.nodeType&&mxUtils.setTextContent(H,mxUtils.getTextContent(H).replace(/\n|\r/g,"")),1==H.nodeType&&(H.removeAttribute("style"),H.removeAttribute("class"),H.removeAttribute("width"),H.removeAttribute("cellpadding"),H.removeAttribute("cellspacing"),H.removeAttribute("border"))):H.parentNode.removeChild(H)}N.apply(this,arguments);7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(H){var L= -z(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?A(this.textarea,L):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var t=this.graph.view.getState(this.editingCell);if(null!=t){var z=null!=t&&"0"!=mxUtils.getValue(t.style,"nl2Br","1"),A=this.saveSelection();if(this.codeViewMode){ha= -mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<ha.length&&"\n"==ha.charAt(ha.length-1)&&(ha=ha.substring(0,ha.length-1));ha=this.graph.sanitizeHtml(z?ha.replace(/\n/g,"<br/>"):ha,!0);this.textarea.className="mxCellEditor geContentEditable";fa=mxUtils.getValue(t.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);z=mxUtils.getValue(t.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY);var E=mxUtils.getValue(t.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT), +0!=mxUtils.trim(mxUtils.getTextContent(H)).length?(3==H.nodeType&&mxUtils.setTextContent(H,mxUtils.getTextContent(H).replace(/\n|\r/g,"")),1==H.nodeType&&(H.removeAttribute("style"),H.removeAttribute("class"),H.removeAttribute("width"),H.removeAttribute("cellpadding"),H.removeAttribute("cellspacing"),H.removeAttribute("border"))):H.parentNode.removeChild(H)}O.apply(this,arguments);7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(H){var L= +z(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?A(this.textarea,L):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var t=this.graph.view.getState(this.editingCell);if(null!=t){var z=null!=t&&"0"!=mxUtils.getValue(t.style,"nl2Br","1"),A=this.saveSelection();if(this.codeViewMode){ia= +mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<ia.length&&"\n"==ia.charAt(ia.length-1)&&(ia=ia.substring(0,ia.length-1));ia=this.graph.sanitizeHtml(z?ia.replace(/\n/g,"<br/>"):ia,!0);this.textarea.className="mxCellEditor geContentEditable";ea=mxUtils.getValue(t.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);z=mxUtils.getValue(t.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY);var E=mxUtils.getValue(t.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT), H=(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,L=(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,W=[];(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&W.push("underline");(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&W.push("line-through");this.textarea.style.lineHeight= -mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(fa*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(fa)+"px";this.textarea.style.textDecoration=W.join(" ");this.textarea.style.fontWeight=H?"bold":"normal";this.textarea.style.fontStyle=L?"italic":"";this.textarea.style.fontFamily=z;this.textarea.style.textAlign=E;this.textarea.style.padding="0px";this.textarea.innerHTML!=ha&&(this.textarea.innerHTML=ha,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML= -this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&&this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var ha=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(ha=mxUtils.replaceTrailingNewlines(ha,"<div><br></div>"));ha=this.graph.sanitizeHtml(z?ha.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):ha,!0);this.textarea.className="mxCellEditor mxPlainTextEditor"; -var fa=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(fa*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(fa)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY;this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!= -ha&&(this.textarea.innerHTML=ha);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState);this.switchSelectionState=A;this.resize()}};var S=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(t,z){if(null!=this.textarea)if(t=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=t){var A=t.view.scale;this.bounds=mxRectangle.fromRectangle(t);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width= +mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ea*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ea)+"px";this.textarea.style.textDecoration=W.join(" ");this.textarea.style.fontWeight=H?"bold":"normal";this.textarea.style.fontStyle=L?"italic":"";this.textarea.style.fontFamily=z;this.textarea.style.textAlign=E;this.textarea.style.padding="0px";this.textarea.innerHTML!=ia&&(this.textarea.innerHTML=ia,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML= +this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&&this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var ia=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(ia=mxUtils.replaceTrailingNewlines(ia,"<div><br></div>"));ia=this.graph.sanitizeHtml(z?ia.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):ia,!0);this.textarea.className="mxCellEditor mxPlainTextEditor"; +var ea=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ea*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ea)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY;this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!= +ia&&(this.textarea.innerHTML=ia);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState);this.switchSelectionState=A;this.resize()}};var R=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(t,z){if(null!=this.textarea)if(t=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=t){var A=t.view.scale;this.bounds=mxRectangle.fromRectangle(t);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width= 160*A;this.bounds.height=60*A;var E=null!=t.text?t.text.margin:null;null==E&&(E=mxUtils.getAlignmentAsPoint(mxUtils.getValue(t.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),mxUtils.getValue(t.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE)));this.bounds.x+=E.x*this.bounds.width;this.bounds.y+=E.y*this.bounds.height}this.textarea.style.width=Math.round((this.bounds.width-4)/A)+"px";this.textarea.style.height=Math.round((this.bounds.height-4)/A)+"px";this.textarea.style.overflow= "auto";this.textarea.clientHeight<this.textarea.offsetHeight&&(this.textarea.style.height=Math.round(this.bounds.height/A)+(this.textarea.offsetHeight-this.textarea.clientHeight)+"px",this.bounds.height=parseInt(this.textarea.style.height)*A);this.textarea.clientWidth<this.textarea.offsetWidth&&(this.textarea.style.width=Math.round(this.bounds.width/A)+(this.textarea.offsetWidth-this.textarea.clientWidth)+"px",this.bounds.width=parseInt(this.textarea.style.width)*A);this.textarea.style.left=Math.round(this.bounds.x)+ -"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+A+","+A+")")}else this.textarea.style.height="",this.textarea.style.overflow="",S.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(t,z){if("0"==mxUtils.getValue(t.style,"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var A=this.graph.getEditingValue(t.cell,z);"1"== +"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+A+","+A+")")}else this.textarea.style.height="",this.textarea.style.overflow="",R.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(t,z){if("0"==mxUtils.getValue(t.style,"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var A=this.graph.getEditingValue(t.cell,z);"1"== mxUtils.getValue(t.style,"nl2Br","1")&&(A=A.replace(/\n/g,"<br/>"));return A=this.graph.sanitizeHtml(A,!0)};mxCellEditorGetCurrentValue=mxCellEditor.prototype.getCurrentValue;mxCellEditor.prototype.getCurrentValue=function(t){if("0"==mxUtils.getValue(t.style,"html","0"))return mxCellEditorGetCurrentValue.apply(this,arguments);var z=this.graph.sanitizeHtml(this.textarea.innerHTML,!0);return z="1"==mxUtils.getValue(t.style,"nl2Br","1")?z.replace(/\r\n/g,"<br/>").replace(/\n/g,"<br/>"):z.replace(/\r\n/g, -"").replace(/\n/g,"")};var T=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(t){this.codeViewMode&&this.toggleViewMode();T.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(t){}};var P=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(t,z){this.graph.getModel().beginUpdate();try{P.apply(this,arguments),""==z&&this.graph.isCellDeletable(t.cell)&&0==this.graph.model.getChildCount(t.cell)&& +"").replace(/\n/g,"")};var T=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(t){this.codeViewMode&&this.toggleViewMode();T.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(t){}};var Q=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(t,z){this.graph.getModel().beginUpdate();try{Q.apply(this,arguments),""==z&&this.graph.isCellDeletable(t.cell)&&0==this.graph.model.getChildCount(t.cell)&& this.graph.isTransparentState(t)&&this.graph.removeCells([t.cell],!1)}finally{this.graph.getModel().endUpdate()}};mxCellEditor.prototype.getBackgroundColor=function(t){var z=mxUtils.getValue(t.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,null);null!=z&&z!=mxConstants.NONE||!(null!=t.cell.geometry&&0<t.cell.geometry.width)||0==mxUtils.getValue(t.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(t.style,mxConstants.STYLE_HORIZONTAL,1)||(z=mxUtils.getValue(t.style,mxConstants.STYLE_FILLCOLOR, null));z==mxConstants.NONE&&(z=null);return z};mxCellEditor.prototype.getBorderColor=function(t){var z=mxUtils.getValue(t.style,mxConstants.STYLE_LABEL_BORDERCOLOR,null);null!=z&&z!=mxConstants.NONE||!(null!=t.cell.geometry&&0<t.cell.geometry.width)||0==mxUtils.getValue(t.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(t.style,mxConstants.STYLE_HORIZONTAL,1)||(z=mxUtils.getValue(t.style,mxConstants.STYLE_STROKECOLOR,null));z==mxConstants.NONE&&(z=null);return z};mxCellEditor.prototype.getMinimumSize= function(t){var z=this.graph.getView().scale;return new mxRectangle(0,0,null==t.text?30:t.text.size*z+20,30)};mxGraphHandlerIsValidDropTarget=mxGraphHandler.prototype.isValidDropTarget;mxGraphHandler.prototype.isValidDropTarget=function(t,z){return mxGraphHandlerIsValidDropTarget.apply(this,arguments)&&!mxEvent.isAltDown(z.getEvent)};mxGraphView.prototype.formatUnitText=function(t){return t?b(t,this.unit):t};mxGraphHandler.prototype.updateHint=function(t){if(null!=this.pBounds&&(null!=this.shape|| this.livePreviewActive)){null==this.hint&&(this.hint=a(),this.graph.container.appendChild(this.hint));var z=this.graph.view.translate,A=this.graph.view.scale;t=this.roundLength((this.bounds.x+this.currentDx)/A-z.x);z=this.roundLength((this.bounds.y+this.currentDy)/A-z.y);A=this.graph.view.unit;this.hint.innerHTML=b(t,A)+", "+b(z,A);this.hint.style.left=this.pBounds.x+this.currentDx+Math.round((this.pBounds.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=this.pBounds.y+this.currentDy+this.pBounds.height+ -Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var Z=mxStackLayout.prototype.resizeCell;mxStackLayout.prototype.resizeCell=function(t,z){Z.apply(this,arguments);var A=this.graph.getCellStyle(t);if(null==A.childLayout){var E=this.graph.model.getParent(t),H=null!=E?this.graph.getCellGeometry(E):null;if(null!=H&&(A=this.graph.getCellStyle(E),"stackLayout"==A.childLayout)){var L=parseFloat(mxUtils.getValue(A, -"stackBorder",mxStackLayout.prototype.border));A="1"==mxUtils.getValue(A,"horizontalStack","1");var W=this.graph.getActualStartSize(E);H=H.clone();A?H.height=z.height+W.y+W.height+2*L:H.width=z.width+W.x+W.width+2*L;this.graph.model.setGeometry(E,H)}}};var U=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function t(ha){A.get(ha)||(A.put(ha,!0),H.push(ha))}for(var z=U.apply(this,arguments),A=new mxDictionary,E=this.graph.model, -H=[],L=0;L<z.length;L++){var W=z[L];this.graph.isTableCell(W)?t(E.getParent(E.getParent(W))):this.graph.isTableRow(W)&&t(E.getParent(W));t(W)}return H};var V=mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(t){var z=V.apply(this,arguments);z.stroke="#C0C0C0";z.strokewidth=1;return z};var aa=mxEdgeHandler.prototype.createParentHighlightShape;mxEdgeHandler.prototype.createParentHighlightShape=function(t){var z=aa.apply(this,arguments); +Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var aa=mxStackLayout.prototype.resizeCell;mxStackLayout.prototype.resizeCell=function(t,z){aa.apply(this,arguments);var A=this.graph.getCellStyle(t);if(null==A.childLayout){var E=this.graph.model.getParent(t),H=null!=E?this.graph.getCellGeometry(E):null;if(null!=H&&(A=this.graph.getCellStyle(E),"stackLayout"==A.childLayout)){var L=parseFloat(mxUtils.getValue(A, +"stackBorder",mxStackLayout.prototype.border));A="1"==mxUtils.getValue(A,"horizontalStack","1");var W=this.graph.getActualStartSize(E);H=H.clone();A?H.height=z.height+W.y+W.height+2*L:H.width=z.width+W.x+W.width+2*L;this.graph.model.setGeometry(E,H)}}};var S=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function t(ia){A.get(ia)||(A.put(ia,!0),H.push(ia))}for(var z=S.apply(this,arguments),A=new mxDictionary,E=this.graph.model, +H=[],L=0;L<z.length;L++){var W=z[L];this.graph.isTableCell(W)?t(E.getParent(E.getParent(W))):this.graph.isTableRow(W)&&t(E.getParent(W));t(W)}return H};var P=mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(t){var z=P.apply(this,arguments);z.stroke="#C0C0C0";z.strokewidth=1;return z};var X=mxEdgeHandler.prototype.createParentHighlightShape;mxEdgeHandler.prototype.createParentHighlightShape=function(t){var z=X.apply(this,arguments); z.stroke="#C0C0C0";z.strokewidth=1;return z};mxVertexHandler.prototype.rotationHandleVSpacing=-12;mxVertexHandler.prototype.getRotationHandlePosition=function(){var t=this.getHandlePadding();return new mxPoint(this.bounds.x+this.bounds.width-this.rotationHandleVSpacing+t.x/2,this.bounds.y+this.rotationHandleVSpacing-t.y/2)};mxVertexHandler.prototype.isRecursiveResize=function(t,z){return this.graph.isRecursiveVertexResize(t)&&!mxEvent.isAltDown(z.getEvent())};mxVertexHandler.prototype.isCenteredEvent= -function(t,z){return mxEvent.isControlDown(z.getEvent())||mxEvent.isMetaDown(z.getEvent())};var ia=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible=function(){return ia.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)?this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))): -this.bounds};var ea=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return ea.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var qa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(t){return t.tableHandle||qa.apply(this,arguments)&&(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset= -function(){var t=0;this.graph.isTableRow(this.state.cell)?t=1:this.graph.isTableCell(this.state.cell)&&(t=2);return t};var O=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return O.apply(this,arguments).grow(-this.getSelectionBorderInset())};var R=null,G=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){null==R&&(R=mxCellRenderer.defaultShapes.tableLine);var t=G.apply(this,arguments); -if(this.graph.isTable(this.state.cell)){var z=function(La,Ia,Fa){for(var Ga=[],Oa=0;Oa<La.length;Oa++){var Pa=La[Oa];Ga.push(null==Pa?null:new mxPoint((fa+Pa.x+Ia)*L,(ja+Pa.y+Fa)*L))}return Ga},A=this,E=this.graph,H=E.model,L=E.view.scale,W=this.state,ha=this.selectionBorder,fa=this.state.origin.x+E.view.translate.x,ja=this.state.origin.y+E.view.translate.y;null==t&&(t=[]);var ua=E.view.getCellStates(H.getChildCells(this.state.cell,!0));if(0<ua.length){var Aa=H.getChildCells(ua[0].cell,!0),Ea=E.getTableLines(this.state.cell, -!1,!0),Ma=E.getTableLines(this.state.cell,!0,!1);for(H=0;H<ua.length;H++)mxUtils.bind(this,function(La){var Ia=ua[La],Fa=La<ua.length-1?ua[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa.cell):null;var Ga=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ma[La]?new R(Ma[La],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!1);Fa.isDashed=ha.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"row-resize",null,Fa);Ia.tableHandle=!0;var Oa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node, -Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Oa?mxConstants.NONE:ha.stroke;if(this.shape.constructor==R)this.shape.line=z(Ma[La],0,Oa),this.shape.updateBoundsFromLine();else{var Na=E.getActualStartSize(W.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y=this.state.y+this.state.height+Oa*L;this.shape.bounds.x=W.x+(La==ua.length-1?0:Na.x*L);this.shape.bounds.width=W.width-(La==ua.length-1?0:Na.width+Na.x+L)}this.shape.redraw()}};var Pa=!1; +function(t,z){return mxEvent.isControlDown(z.getEvent())||mxEvent.isMetaDown(z.getEvent())};var ha=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible=function(){return ha.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)?this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))): +this.bounds};var fa=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return fa.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var sa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(t){return t.tableHandle||sa.apply(this,arguments)&&(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset= +function(){var t=0;this.graph.isTableRow(this.state.cell)?t=1:this.graph.isTableCell(this.state.cell)&&(t=2);return t};var K=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return K.apply(this,arguments).grow(-this.getSelectionBorderInset())};var V=null,G=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){null==V&&(V=mxCellRenderer.defaultShapes.tableLine);var t=G.apply(this,arguments); +if(this.graph.isTable(this.state.cell)){var z=function(La,Ia,Fa){for(var Ga=[],Oa=0;Oa<La.length;Oa++){var Pa=La[Oa];Ga.push(null==Pa?null:new mxPoint((ea+Pa.x+Ia)*L,(ja+Pa.y+Fa)*L))}return Ga},A=this,E=this.graph,H=E.model,L=E.view.scale,W=this.state,ia=this.selectionBorder,ea=this.state.origin.x+E.view.translate.x,ja=this.state.origin.y+E.view.translate.y;null==t&&(t=[]);var ta=E.view.getCellStates(H.getChildCells(this.state.cell,!0));if(0<ta.length){var Aa=H.getChildCells(ta[0].cell,!0),Ea=E.getTableLines(this.state.cell, +!1,!0),Ma=E.getTableLines(this.state.cell,!0,!1);for(H=0;H<ta.length;H++)mxUtils.bind(this,function(La){var Ia=ta[La],Fa=La<ta.length-1?ta[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa.cell):null;var Ga=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ma[La]?new V(Ma[La],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!1);Fa.isDashed=ia.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"row-resize",null,Fa);Ia.tableHandle=!0;var Oa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node, +Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Oa?mxConstants.NONE:ia.stroke;if(this.shape.constructor==V)this.shape.line=z(Ma[La],0,Oa),this.shape.updateBoundsFromLine();else{var Na=E.getActualStartSize(W.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y=this.state.y+this.state.height+Oa*L;this.shape.bounds.x=W.x+(La==ta.length-1?0:Na.x*L);this.shape.bounds.width=W.width-(La==ta.length-1?0:Na.width+Na.x+L)}this.shape.redraw()}};var Pa=!1; Ia.setPosition=function(Na,Sa,eb){Oa=Math.max(Graph.minTableRowHeight-Na.height,Sa.y-Na.y-Na.height);Pa=mxEvent.isShiftDown(eb.getEvent());null!=Ga&&Pa&&(Oa=Math.min(Oa,Ga.height-Graph.minTableRowHeight))};Ia.execute=function(Na){if(0!=Oa)E.setTableRowHeight(this.state.cell,Oa,!Pa);else if(!A.blockDelayedSelection){var Sa=E.getCellAt(Na.getGraphX(),Na.getGraphY())||W.cell;E.graphHandler.selectCellForEvent(Sa,Na)}Oa=0};Ia.reset=function(){Oa=0};t.push(Ia)})(H);for(H=0;H<Aa.length;H++)mxUtils.bind(this, -function(La){var Ia=E.view.getState(Aa[La]),Fa=E.getCellGeometry(Aa[La]),Ga=null!=Fa.alternateBounds?Fa.alternateBounds:Fa;null==Ia&&(Ia=new mxCellState(E.view,Aa[La],E.getCellStyle(Aa[La])),Ia.x=W.x+Fa.x*L,Ia.y=W.y+Fa.y*L,Ia.width=Ga.width*L,Ia.height=Ga.height*L,Ia.updateCachedBounds());Fa=La<Aa.length-1?Aa[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa):null;var Oa=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ea[La]?new R(Ea[La],mxConstants.NONE,1):new mxLine(new mxRectangle, -mxConstants.NONE,1,!0);Fa.isDashed=ha.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"col-resize",null,Fa);Ia.tableHandle=!0;var Pa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node,Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Pa?mxConstants.NONE:ha.stroke;if(this.shape.constructor==R)this.shape.line=z(Ea[La],Pa,0),this.shape.updateBoundsFromLine();else{var Sa=E.getActualStartSize(W.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x= +function(La){var Ia=E.view.getState(Aa[La]),Fa=E.getCellGeometry(Aa[La]),Ga=null!=Fa.alternateBounds?Fa.alternateBounds:Fa;null==Ia&&(Ia=new mxCellState(E.view,Aa[La],E.getCellStyle(Aa[La])),Ia.x=W.x+Fa.x*L,Ia.y=W.y+Fa.y*L,Ia.width=Ga.width*L,Ia.height=Ga.height*L,Ia.updateCachedBounds());Fa=La<Aa.length-1?Aa[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa):null;var Oa=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ea[La]?new V(Ea[La],mxConstants.NONE,1):new mxLine(new mxRectangle, +mxConstants.NONE,1,!0);Fa.isDashed=ia.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"col-resize",null,Fa);Ia.tableHandle=!0;var Pa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node,Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Pa?mxConstants.NONE:ia.stroke;if(this.shape.constructor==V)this.shape.line=z(Ea[La],Pa,0),this.shape.updateBoundsFromLine();else{var Sa=E.getActualStartSize(W.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x= this.state.x+(Ga.width+Pa)*L;this.shape.bounds.y=W.y+(La==Aa.length-1?0:Sa.y*L);this.shape.bounds.height=W.height-(La==Aa.length-1?0:(Sa.height+Sa.y)*L)}this.shape.redraw()}};var Na=!1;Ia.setPosition=function(Sa,eb,ab){Pa=Math.max(Graph.minTableColumnWidth-Ga.width,eb.x-Sa.x-Ga.width);Na=mxEvent.isShiftDown(ab.getEvent());null==Oa||Na||(Pa=Math.min(Pa,Oa.width-Graph.minTableColumnWidth))};Ia.execute=function(Sa){if(0!=Pa)E.setTableColumnWidth(this.state.cell,Pa,Na);else if(!A.blockDelayedSelection){var eb= -E.getCellAt(Sa.getGraphX(),Sa.getGraphY())||W.cell;E.graphHandler.selectCellForEvent(eb,Sa)}Pa=0};Ia.positionChanged=function(){};Ia.reset=function(){Pa=0};t.push(Ia)})(H)}}return null!=t?t.reverse():null};var K=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(t){K.apply(this,arguments);if(null!=this.moveHandles)for(var z=0;z<this.moveHandles.length;z++)this.moveHandles[z].style.visibility=t?"":"hidden";if(null!=this.cornerHandles)for(z=0;z<this.cornerHandles.length;z++)this.cornerHandles[z].node.style.visibility= +E.getCellAt(Sa.getGraphX(),Sa.getGraphY())||W.cell;E.graphHandler.selectCellForEvent(eb,Sa)}Pa=0};Ia.positionChanged=function(){};Ia.reset=function(){Pa=0};t.push(Ia)})(H)}}return null!=t?t.reverse():null};var M=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(t){M.apply(this,arguments);if(null!=this.moveHandles)for(var z=0;z<this.moveHandles.length;z++)this.moveHandles[z].style.visibility=t?"":"hidden";if(null!=this.cornerHandles)for(z=0;z<this.cornerHandles.length;z++)this.cornerHandles[z].node.style.visibility= t?"":"hidden"};mxVertexHandler.prototype.refreshMoveHandles=function(){var t=this.graph.model;if(null!=this.moveHandles){for(var z=0;z<this.moveHandles.length;z++)this.moveHandles[z].parentNode.removeChild(this.moveHandles[z]);this.moveHandles=null}this.moveHandles=[];for(z=0;z<t.getChildCount(this.state.cell);z++)mxUtils.bind(this,function(A){if(null!=A&&t.isVertex(A.cell)){var E=mxUtils.createImage(Editor.rowMoveImage);E.style.position="absolute";E.style.cursor="pointer";E.style.width="7px";E.style.height= "4px";E.style.padding="4px 2px 4px 2px";E.rowState=A;mxEvent.addGestureListeners(E,mxUtils.bind(this,function(H){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);!this.graph.isToggleEvent(H)&&this.graph.isCellSelected(A.cell)||this.graph.selectCellForEvent(A.cell,H);mxEvent.isPopupTrigger(H)||(this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(H),mxEvent.getClientY(H),this.graph.getSelectionCells()),this.graph.graphHandler.cellWasClicked=!0,this.graph.isMouseTrigger= mxEvent.isMouseEvent(H),this.graph.isMouseDown=!0);mxEvent.consume(H)}),null,mxUtils.bind(this,function(H){mxEvent.isPopupTrigger(H)&&(this.graph.popupMenuHandler.popup(mxEvent.getClientX(H),mxEvent.getClientY(H),A.cell,H),mxEvent.consume(H))}));this.moveHandles.push(E);this.graph.container.appendChild(E)}})(this.graph.view.getState(t.getChildAt(this.state.cell,z)))};mxVertexHandler.prototype.refresh=function(){if(null!=this.customHandles){for(var t=0;t<this.customHandles.length;t++)this.customHandles[t].destroy(); -this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&&this.refreshMoveHandles()};var Q=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var t=new mxPoint(0,0),z=this.tolerance,A=this.state.style.shape;null==mxCellRenderer.defaultShapes[A]&&mxStencilRegistry.getStencil(A);A=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!A&&null!=this.customHandles)for(var E=0;E<this.customHandles.length;E++)if(null!= +this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&&this.refreshMoveHandles()};var U=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var t=new mxPoint(0,0),z=this.tolerance,A=this.state.style.shape;null==mxCellRenderer.defaultShapes[A]&&mxStencilRegistry.getStencil(A);A=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!A&&null!=this.customHandles)for(var E=0;E<this.customHandles.length;E++)if(null!= this.customHandles[E].shape&&null!=this.customHandles[E].shape.bounds){var H=this.customHandles[E].shape.bounds,L=H.getCenterX(),W=H.getCenterY();if(Math.abs(this.state.x-L)<H.width/2||Math.abs(this.state.y-W)<H.height/2||Math.abs(this.state.x+this.state.width-L)<H.width/2||Math.abs(this.state.y+this.state.height-W)<H.height/2){A=!0;break}}A&&null!=this.sizers&&0<this.sizers.length&&null!=this.sizers[0]?(z/=2,this.graph.isTable(this.state.cell)&&(z+=7),t.x=this.sizers[0].bounds.width+z,t.y=this.sizers[0].bounds.height+ -z):t=Q.apply(this,arguments);return t};mxVertexHandler.prototype.updateHint=function(t){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=a(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°";else{t=this.state.view.scale;var z=this.state.view.unit;this.hint.innerHTML=b(this.roundLength(this.bounds.width/t),z)+" x "+b(this.roundLength(this.bounds.height/t),z)}t=mxUtils.getBoundingBox(this.bounds, +z):t=U.apply(this,arguments);return t};mxVertexHandler.prototype.updateHint=function(t){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=a(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°";else{t=this.state.view.scale;var z=this.state.view.unit;this.hint.innerHTML=b(this.roundLength(this.bounds.width/t),z)+" x "+b(this.roundLength(this.bounds.height/t),z)}t=mxUtils.getBoundingBox(this.bounds, null!=this.currentAlpha?this.currentAlpha:this.state.style[mxConstants.STYLE_ROTATION]||"0");null==t&&(t=this.bounds);this.hint.style.left=t.x+Math.round((t.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=t.y+t.height+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")}};mxVertexHandler.prototype.removeHint=function(){mxGraphHandler.prototype.removeHint.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.display="")};var ba=mxEdgeHandler.prototype.mouseMove; mxEdgeHandler.prototype.mouseMove=function(t,z){ba.apply(this,arguments);null!=this.linkHint&&"none"!=this.linkHint.style.display&&null!=this.graph.graphHandler&&null!=this.graph.graphHandler.first&&(this.linkHint.style.display="none")};var la=mxEdgeHandler.prototype.mouseUp;mxEdgeHandler.prototype.mouseUp=function(t,z){la.apply(this,arguments);null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="")};mxEdgeHandler.prototype.updateHint=function(t,z){null==this.hint&& (this.hint=a(),this.state.view.graph.container.appendChild(this.hint));var A=this.graph.view.translate,E=this.graph.view.scale,H=this.roundLength(z.x/E-A.x);A=this.roundLength(z.y/E-A.y);E=this.graph.view.unit;this.hint.innerHTML=b(H,E)+", "+b(A,E);this.hint.style.visibility="visible";if(this.isSource||this.isTarget)null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(H=this.constraintHandler.currentConstraint.point,this.hint.innerHTML="["+Math.round(100*H.x)+ @@ -3227,36 +3230,36 @@ HoverIcons.prototype.mainHandle;null!=window.Sidebar&&(Sidebar.prototype.triangl function(t,z){ra.apply(this,arguments);mxEvent.isTouchEvent(z.getEvent())&&this.graph.isCellSelected(z.getCell())&&1<this.graph.getSelectionCount()&&(this.delayedSelection=!1)}}else mxPanningHandler.prototype.isPanningTrigger=function(t){var z=t.getEvent();return mxEvent.isLeftMouseButton(z)&&(this.useLeftButtonForPanning&&null==t.getState()||mxEvent.isControlDown(z)&&!mxEvent.isShiftDown(z))||this.usePopupTrigger&&mxEvent.isPopupTrigger(z)};mxRubberband.prototype.isSpaceEvent=function(t){return this.graph.isEnabled()&& !this.graph.isCellLocked(this.graph.getDefaultParent())&&(mxEvent.isControlDown(t.getEvent())||mxEvent.isMetaDown(t.getEvent()))&&mxEvent.isShiftDown(t.getEvent())&&mxEvent.isAltDown(t.getEvent())};mxRubberband.prototype.cancelled=!1;mxRubberband.prototype.cancel=function(){this.isActive()&&(this.cancelled=!0,this.reset())};mxRubberband.prototype.mouseUp=function(t,z){if(this.cancelled)this.cancelled=!1,z.consume();else{var A=null!=this.div&&"none"!=this.div.style.display,E=null,H=null,L=t=null;null!= this.first&&null!=this.currentX&&null!=this.currentY&&(E=this.first.x,H=this.first.y,t=(this.currentX-E)/this.graph.view.scale,L=(this.currentY-H)/this.graph.view.scale,mxEvent.isAltDown(z.getEvent())||(t=this.graph.snap(t),L=this.graph.snap(L),this.graph.isGridEnabled()||(Math.abs(t)<this.graph.tolerance&&(t=0),Math.abs(L)<this.graph.tolerance&&(L=0))));this.reset();if(A){if(this.isSpaceEvent(z)){this.graph.model.beginUpdate();try{var W=this.graph.getCellsBeyond(E,H,this.graph.getDefaultParent(), -!0,!0);for(A=0;A<W.length;A++)if(this.graph.isCellMovable(W[A])){var ha=this.graph.view.getState(W[A]),fa=this.graph.getCellGeometry(W[A]);null!=ha&&null!=fa&&(fa=fa.clone(),fa.translate(t,L),this.graph.model.setGeometry(W[A],fa))}}finally{this.graph.model.endUpdate()}}else W=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(W,z.getEvent());z.consume()}}};mxRubberband.prototype.mouseMove=function(t,z){if(!z.isConsumed()&&null!=this.first){var A=mxUtils.getScrollOrigin(this.graph.container); +!0,!0);for(A=0;A<W.length;A++)if(this.graph.isCellMovable(W[A])){var ia=this.graph.view.getState(W[A]),ea=this.graph.getCellGeometry(W[A]);null!=ia&&null!=ea&&(ea=ea.clone(),ea.translate(t,L),this.graph.model.setGeometry(W[A],ea))}}finally{this.graph.model.endUpdate()}}else W=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(W,z.getEvent());z.consume()}}};mxRubberband.prototype.mouseMove=function(t,z){if(!z.isConsumed()&&null!=this.first){var A=mxUtils.getScrollOrigin(this.graph.container); t=mxUtils.getOffset(this.graph.container);A.x-=t.x;A.y-=t.y;t=z.getX()+A.x;A=z.getY()+A.y;var E=this.first.x-t,H=this.first.y-A,L=this.graph.tolerance;if(null!=this.div||Math.abs(E)>L||Math.abs(H)>L)null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(t,A),this.isSpaceEvent(z)?(t=this.x+this.width,A=this.y+this.height,E=this.graph.view.scale,mxEvent.isAltDown(z.getEvent())||(this.width=this.graph.snap(this.width/E)*E,this.height=this.graph.snap(this.height/E)*E,this.graph.isGridEnabled()|| (this.width<this.graph.tolerance&&(this.width=0),this.height<this.graph.tolerance&&(this.height=0)),this.x<this.first.x&&(this.x=t-this.width),this.y<this.first.y&&(this.y=A-this.height)),this.div.style.borderStyle="dashed",this.div.style.backgroundColor="white",this.div.style.left=this.x+"px",this.div.style.top=this.y+"px",this.div.style.width=Math.max(0,this.width)+"px",this.div.style.height=this.graph.container.clientHeight+"px",this.div.style.borderWidth=0>=this.width?"0px 1px 0px 0px":"0px 1px 0px 1px", null==this.secondDiv&&(this.secondDiv=this.div.cloneNode(!0),this.div.parentNode.appendChild(this.secondDiv)),this.secondDiv.style.left=this.x+"px",this.secondDiv.style.top=this.y+"px",this.secondDiv.style.width=this.graph.container.clientWidth+"px",this.secondDiv.style.height=Math.max(0,this.height)+"px",this.secondDiv.style.borderWidth=0>=this.height?"1px 0px 0px 0px":"1px 0px 1px 0px"):(this.div.style.backgroundColor="",this.div.style.borderWidth="",this.div.style.borderStyle="",null!=this.secondDiv&& -(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),z.consume()}};var X=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);X.apply(this,arguments)};var ca=(new Date).getTime(),oa=0,ta=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(t,z,A,E){ta.apply(this,arguments);A!=this.currentTerminalState?(ca=(new Date).getTime(), -oa=0):oa=(new Date).getTime()-ca;this.currentTerminalState=A};var Ka=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(t){return mxEvent.isShiftDown(t.getEvent())&&mxEvent.isAltDown(t.getEvent())?!1:null!=this.currentTerminalState&&t.getState()==this.currentTerminalState&&2E3<oa||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&Ka.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= +(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),z.consume()}};var Y=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);Y.apply(this,arguments)};var da=(new Date).getTime(),pa=0,wa=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(t,z,A,E){wa.apply(this,arguments);A!=this.currentTerminalState?(da=(new Date).getTime(), +pa=0):pa=(new Date).getTime()-da;this.currentTerminalState=A};var Ka=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(t){return mxEvent.isShiftDown(t.getEvent())&&mxEvent.isAltDown(t.getEvent())?!1:null!=this.currentTerminalState&&t.getState()==this.currentTerminalState&&2E3<pa||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&Ka.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= function(t,z,A){z=null!=t&&0==t;var E=this.state.getVisibleTerminalState(z);t=null!=t&&(0==t||t>=this.state.absolutePoints.length-1||this.constructor==mxElbowEdgeHandler&&2==t)?this.graph.getConnectionConstraint(this.state,E,z):null;A=null!=(null!=t?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(z),t):null)?A?this.endFixedHandleImage:this.fixedHandleImage:null!=t&&null!=E?A?this.endTerminalHandleImage:this.terminalHandleImage:A?this.endHandleImage:this.handleImage;if(null!=A)return A= new mxImageShape(new mxRectangle(0,0,A.width,A.height),A.src),A.preserveImageAspect=!1,A;A=mxConstants.HANDLE_SIZE;this.preferHtml&&--A;return new mxRectangleShape(new mxRectangle(0,0,A,A),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)};var Ha=mxVertexHandler.prototype.createSizerShape;mxVertexHandler.prototype.createSizerShape=function(t,z,A){this.handleImage=z==mxEvent.ROTATION_HANDLE?HoverIcons.prototype.rotationHandle:z==mxEvent.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage; -return Ha.apply(this,arguments)};var va=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(t){if(null!=t&&1==t.length){var z=this.graph.getModel(),A=z.getParent(t[0]),E=this.graph.getCellGeometry(t[0]);if(z.isEdge(A)&&null!=E&&E.relative&&(z=this.graph.view.getState(t[0]),null!=z&&2>z.width&&2>z.height&&null!=z.text&&null!=z.text.boundingBox))return mxRectangle.fromRectangle(z.text.boundingBox)}return va.apply(this,arguments)};var Ca=mxGraphHandler.prototype.getGuideStates; -mxGraphHandler.prototype.getGuideStates=function(){for(var t=Ca.apply(this,arguments),z=[],A=0;A<t.length;A++)"1"!=mxUtils.getValue(t[A].style,"part","0")&&z.push(t[A]);return z};var sa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(t){var z=this.graph.getModel(),A=z.getParent(t.cell),E=this.graph.getCellGeometry(t.cell);return z.isEdge(A)&&null!=E&&E.relative&&2>t.width&&2>t.height&&null!=t.text&&null!=t.text.boundingBox?(z=t.text.unrotatedBoundingBox|| -t.text.boundingBox,new mxRectangle(Math.round(z.x),Math.round(z.y),Math.round(z.width),Math.round(z.height))):sa.apply(this,arguments)};var Da=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(t,z){var A=this.graph.getModel(),E=A.getParent(this.state.cell),H=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(z)==mxEvent.ROTATION_HANDLE||!A.isEdge(E)||null==H||!H.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&Da.apply(this,arguments)}; +return Ha.apply(this,arguments)};var ua=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(t){if(null!=t&&1==t.length){var z=this.graph.getModel(),A=z.getParent(t[0]),E=this.graph.getCellGeometry(t[0]);if(z.isEdge(A)&&null!=E&&E.relative&&(z=this.graph.view.getState(t[0]),null!=z&&2>z.width&&2>z.height&&null!=z.text&&null!=z.text.boundingBox))return mxRectangle.fromRectangle(z.text.boundingBox)}return ua.apply(this,arguments)};var Ca=mxGraphHandler.prototype.getGuideStates; +mxGraphHandler.prototype.getGuideStates=function(){for(var t=Ca.apply(this,arguments),z=[],A=0;A<t.length;A++)"1"!=mxUtils.getValue(t[A].style,"part","0")&&z.push(t[A]);return z};var qa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(t){var z=this.graph.getModel(),A=z.getParent(t.cell),E=this.graph.getCellGeometry(t.cell);return z.isEdge(A)&&null!=E&&E.relative&&2>t.width&&2>t.height&&null!=t.text&&null!=t.text.boundingBox?(z=t.text.unrotatedBoundingBox|| +t.text.boundingBox,new mxRectangle(Math.round(z.x),Math.round(z.y),Math.round(z.width),Math.round(z.height))):qa.apply(this,arguments)};var Da=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(t,z){var A=this.graph.getModel(),E=A.getParent(this.state.cell),H=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(z)==mxEvent.ROTATION_HANDLE||!A.isEdge(E)||null==H||!H.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&Da.apply(this,arguments)}; mxVertexHandler.prototype.rotateClick=function(){var t=mxUtils.getValue(this.state.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),z=mxUtils.getValue(this.state.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE);this.state.view.graph.model.isVertex(this.state.cell)&&t==mxConstants.NONE&&z==mxConstants.NONE?(t=mxUtils.mod(mxUtils.getValue(this.state.style,mxConstants.STYLE_ROTATION,0)+90,360),this.state.view.graph.setCellStyles(mxConstants.STYLE_ROTATION,t,[this.state.cell])):this.state.view.graph.turnShapes([this.state.cell])}; var Ua=mxVertexHandler.prototype.mouseMove;mxVertexHandler.prototype.mouseMove=function(t,z){Ua.apply(this,arguments);null!=this.graph.graphHandler.first&&(null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display="none"),null!=this.linkHint&&"none"!=this.linkHint.style.display&&(this.linkHint.style.display="none"))};var db=mxVertexHandler.prototype.mouseUp;mxVertexHandler.prototype.mouseUp=function(t,z){db.apply(this,arguments);null!=this.rotationShape&&null!= this.rotationShape.node&&(this.rotationShape.node.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="");this.blockDelayedSelection=null};var Ta=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){Ta.apply(this,arguments);var t=!1;null!=this.rotationShape&&this.rotationShape.node.setAttribute("title",mxResources.get("rotateTooltip"));if(this.graph.isTable(this.state.cell))this.refreshMoveHandles(); else if(1==this.graph.getSelectionCount()&&(this.graph.isTableCell(this.state.cell)||this.graph.isTableRow(this.state.cell))){this.cornerHandles=[];for(var z=0;4>z;z++){var A=new mxRectangleShape(new mxRectangle(0,0,6,6),"#ffffff",mxConstants.HANDLE_STROKECOLOR);A.dialect=mxConstants.DIALECT_SVG;A.init(this.graph.view.getOverlayPane());this.cornerHandles.push(A)}}var E=mxUtils.bind(this,function(){null!=this.specialHandle&&(this.specialHandle.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< this.graph.graphHandler.maxCells?"":"none");this.redrawHandles()});this.changeHandler=mxUtils.bind(this,function(H,L){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));E()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);this.editingHandler=mxUtils.bind(this,function(H,L){this.redrawHandles()});this.graph.addListener(mxEvent.EDITING_STOPPED,this.editingHandler); z=this.graph.getLinkForCell(this.state.cell);A=this.graph.getLinksForState(this.state);this.updateLinkHint(z,A);if(null!=z||null!=A&&0<A.length)t=!0;t&&this.redrawHandles()};mxVertexHandler.prototype.updateLinkHint=function(t,z){try{if(null==t&&(null==z||0==z.length)||1<this.graph.getSelectionCount())null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);else if(null!=t||null!=z&&0<z.length){null==this.linkHint&&(this.linkHint=a(),this.linkHint.style.padding= -"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=t&&(this.linkHint.appendChild(this.graph.createLinkForHint(t)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var A=document.createElement("img");A.setAttribute("src",Editor.editImage);A.setAttribute("title", -mxResources.get("editLink"));A.setAttribute("width","11");A.setAttribute("height","11");A.style.marginLeft="10px";A.style.marginBottom="-1px";A.style.cursor="pointer";Editor.isDarkMode()&&(A.style.filter="invert(100%)");this.linkHint.appendChild(A);mxEvent.addListener(A,"click",mxUtils.bind(this,function(L){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(L)}));var E=A.cloneNode(!0);E.setAttribute("src",Editor.trashImage);E.setAttribute("title",mxResources.get("removeIt", -[mxResources.get("link")]));E.style.marginLeft="4px";this.linkHint.appendChild(E);mxEvent.addListener(E,"click",mxUtils.bind(this,function(L){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(L)}))}if(null!=z)for(A=0;A<z.length;A++){var H=document.createElement("div");H.style.marginTop=null!=t||0<A?"6px":"0px";H.appendChild(this.graph.createLinkForHint(z[A].getAttribute("href"),mxUtils.getTextContent(z[A])));this.linkHint.appendChild(H)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(L){}}; -mxEdgeHandler.prototype.updateLinkHint=mxVertexHandler.prototype.updateLinkHint;var $a=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){$a.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var t=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&& -this.graph.getSelectionCount()<this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(E,H){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));t();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var z=this.graph.getLinkForCell(this.state.cell),A=this.graph.getLinksForState(this.state);if(null!= -z||null!=A&&0<A.length)this.updateLinkHint(z,A),this.redrawHandles()};var Xa=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Xa.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Va=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var t=0;t<this.moveHandles.length;t++)this.moveHandles[t].style.left=this.moveHandles[t].rowState.x+ -this.moveHandles[t].rowState.width-5+"px",this.moveHandles[t].style.top=this.moveHandles[t].rowState.y+this.moveHandles[t].rowState.height/2-6+"px";if(null!=this.cornerHandles){t=this.getSelectionBorderInset();var z=this.cornerHandles,A=z[0].bounds.height/2;z[0].bounds.x=this.state.x-z[0].bounds.width/2+t;z[0].bounds.y=this.state.y-A+t;z[0].redraw();z[1].bounds.x=z[0].bounds.x+this.state.width-2*t;z[1].bounds.y=z[0].bounds.y;z[1].redraw();z[2].bounds.x=z[0].bounds.x;z[2].bounds.y=this.state.y+this.state.height- -2*t;z[2].redraw();z[3].bounds.x=z[1].bounds.x;z[3].bounds.y=z[2].bounds.y;z[3].redraw();for(t=0;t<this.cornerHandles.length;t++)this.cornerHandles[t].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Va.apply(this);null!=this.state&&null!=this.linkHint&&(t=new mxPoint(this.state.getCenterX(), -this.state.getCenterY()),z=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),A=mxUtils.getBoundingBox(z,this.state.style[mxConstants.STYLE_ROTATION]||"0",t),t=null!=A?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,z=null!=this.state.text?this.state.text.boundingBox:null,null==A&&(A=this.state),A=A.y+A.height,null!=z&&(A=Math.max(A,z.y+z.height)),this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/ -2))+"px",this.linkHint.style.top=Math.round(A+this.verticalOffset/2+Editor.hintOffset)+"px")};var Ya=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Ya.apply(this,arguments);if(null!=this.moveHandles){for(var t=0;t<this.moveHandles.length;t++)null!=this.moveHandles[t]&&null!=this.moveHandles[t].parentNode&&this.moveHandles[t].parentNode.removeChild(this.moveHandles[t]);this.moveHandles=null}if(null!=this.cornerHandles){for(t=0;t<this.cornerHandles.length;t++)null!=this.cornerHandles[t]&& +"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=t&&(this.linkHint.appendChild(this.graph.createLinkForHint(t)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var A=document.createElement("img");A.className="geAdaptiveAsset";A.setAttribute("src",Editor.editImage); +A.setAttribute("title",mxResources.get("editLink"));A.setAttribute("width","11");A.setAttribute("height","11");A.style.marginLeft="10px";A.style.marginBottom="-1px";A.style.cursor="pointer";this.linkHint.appendChild(A);mxEvent.addListener(A,"click",mxUtils.bind(this,function(L){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(L)}));var E=A.cloneNode(!0);E.setAttribute("src",Editor.trashImage);E.setAttribute("title",mxResources.get("removeIt",[mxResources.get("link")])); +E.style.marginLeft="4px";this.linkHint.appendChild(E);mxEvent.addListener(E,"click",mxUtils.bind(this,function(L){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(L)}))}if(null!=z)for(A=0;A<z.length;A++){var H=document.createElement("div");H.style.marginTop=null!=t||0<A?"6px":"0px";H.appendChild(this.graph.createLinkForHint(z[A].getAttribute("href"),mxUtils.getTextContent(z[A])));this.linkHint.appendChild(H)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(L){}};mxEdgeHandler.prototype.updateLinkHint= +mxVertexHandler.prototype.updateLinkHint;var $a=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){$a.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var t=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< +this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(E,H){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));t();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var z=this.graph.getLinkForCell(this.state.cell),A=this.graph.getLinksForState(this.state);if(null!=z||null!=A&&0<A.length)this.updateLinkHint(z, +A),this.redrawHandles()};var Ya=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Ya.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Va=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var t=0;t<this.moveHandles.length;t++)this.moveHandles[t].style.left=this.moveHandles[t].rowState.x+this.moveHandles[t].rowState.width- +5+"px",this.moveHandles[t].style.top=this.moveHandles[t].rowState.y+this.moveHandles[t].rowState.height/2-6+"px";if(null!=this.cornerHandles){t=this.getSelectionBorderInset();var z=this.cornerHandles,A=z[0].bounds.height/2;z[0].bounds.x=this.state.x-z[0].bounds.width/2+t;z[0].bounds.y=this.state.y-A+t;z[0].redraw();z[1].bounds.x=z[0].bounds.x+this.state.width-2*t;z[1].bounds.y=z[0].bounds.y;z[1].redraw();z[2].bounds.x=z[0].bounds.x;z[2].bounds.y=this.state.y+this.state.height-2*t;z[2].redraw();z[3].bounds.x= +z[1].bounds.x;z[3].bounds.y=z[2].bounds.y;z[3].redraw();for(t=0;t<this.cornerHandles.length;t++)this.cornerHandles[t].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Va.apply(this);null!=this.state&&null!=this.linkHint&&(t=new mxPoint(this.state.getCenterX(),this.state.getCenterY()), +z=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),A=mxUtils.getBoundingBox(z,this.state.style[mxConstants.STYLE_ROTATION]||"0",t),t=null!=A?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,z=null!=this.state.text?this.state.text.boundingBox:null,null==A&&(A=this.state),A=A.y+A.height,null!=z&&(A=Math.max(A,z.y+z.height)),this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/2))+"px", +this.linkHint.style.top=Math.round(A+this.verticalOffset/2+Editor.hintOffset)+"px")};var Za=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Za.apply(this,arguments);if(null!=this.moveHandles){for(var t=0;t<this.moveHandles.length;t++)null!=this.moveHandles[t]&&null!=this.moveHandles[t].parentNode&&this.moveHandles[t].parentNode.removeChild(this.moveHandles[t]);this.moveHandles=null}if(null!=this.cornerHandles){for(t=0;t<this.cornerHandles.length;t++)null!=this.cornerHandles[t]&& null!=this.cornerHandles[t].node&&null!=this.cornerHandles[t].node.parentNode&&this.cornerHandles[t].node.parentNode.removeChild(this.cornerHandles[t].node);this.cornerHandles=null}null!=this.linkHint&&(null!=this.linkHint.parentNode&&this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getSelectionModel().removeListener(this.changeHandler),this.graph.getModel().removeListener(this.changeHandler),this.changeHandler=null);null!=this.editingHandler&& -(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var jb=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(jb.apply(this),null!=this.state&&null!=this.linkHint)){var t=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(t=new mxRectangle(t.x,t.y,t.width,t.height),t.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= -Math.round(t.y+t.height+Editor.hintOffset)+"px"}};var bb=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){bb.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var da=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){da.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), +(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var kb=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(kb.apply(this),null!=this.state&&null!=this.linkHint)){var t=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(t=new mxRectangle(t.x,t.y,t.width,t.height),t.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= +Math.round(t.y+t.height+Editor.hintOffset)+"px"}};var bb=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){bb.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var ca=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){ca.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), this.changeHandler=null)}}();Format=function(a,b){this.editorUi=a;this.container=b};Format.inactiveTabBackgroundColor="#f1f3f4";Format.classicFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 10 2 L 5 8 L 10 14 Z M 0 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20);Format.classicThinFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 4 L 3 8 L 8 12 Z M 0 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20); Format.openFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 0 L 0 8 L 8 16 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20);Format.openThinFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 4 L 0 8 L 8 12 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20); Format.openAsyncFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 4 L 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20);Format.blockFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 0 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20); @@ -3274,46 +3277,46 @@ Format.ERmanyMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate( Format.ERzeroToOneMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 8 A 5 5 0 0 1 13 3 A 5 5 0 0 1 18 8 A 5 5 0 0 1 13 13 A 5 5 0 0 1 8 8 Z M 0 8 L 8 8 M 18 8 L 24 8 M 4 3 L 4 13" stroke="#404040" fill="transparent"/>',32,20); Format.ERzeroToManyMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 8 A 5 5 0 0 1 13 3 A 5 5 0 0 1 18 8 A 5 5 0 0 1 13 13 A 5 5 0 0 1 8 8 Z M 0 8 L 8 8 M 18 8 L 24 8 M 0 3 L 8 8 L 0 13" stroke="#404040" fill="transparent"/>',32,20);Format.EROneMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 5 2 L 5 14 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20); Format.baseDashMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 2 L 0 14 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20);Format.doubleBlockMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 8 8 L 16 2 L 16 14 Z M 16 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20); -Format.doubleBlockFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 8 8 L 16 2 L 16 14 Z M 16 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20);Format.processMenuIcon=function(a,b){var f=a.getElementsByTagName("img");0<f.length&&(Editor.isDarkMode()&&(f[0].style.filter="invert(100%)"),f[0].className="geIcon",f[0].style.padding="0px",f[0].style.margin="0 0 0 2px",null!=b&&mxUtils.setPrefixedStyle(f[0].style,"transform",b));return a}; -Format.prototype.labelIndex=0;Format.prototype.diagramIndex=0;Format.prototype.currentIndex=0;Format.prototype.showCloseButton=!0; +Format.doubleBlockFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 8 8 L 16 2 L 16 14 Z M 16 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20);Format.processMenuIcon=function(a,b){var f=a.getElementsByTagName("img");0<f.length&&(f[0].className="geIcon geAdaptiveAsset",f[0].style.padding="0px",f[0].style.margin="0 0 0 2px",null!=b&&mxUtils.setPrefixedStyle(f[0].style,"transform",b));return a};Format.prototype.labelIndex=0; +Format.prototype.diagramIndex=0;Format.prototype.currentIndex=0;Format.prototype.showCloseButton=!0;Format.prototype.rounded=!1;Format.prototype.curved=!1; Format.prototype.init=function(){var a=this.editorUi,b=a.editor,f=b.graph;this.update=mxUtils.bind(this,function(e,g){this.refresh()});f.getSelectionModel().addListener(mxEvent.CHANGE,this.update);f.getModel().addListener(mxEvent.CHANGE,this.update);f.addListener(mxEvent.EDITING_STARTED,this.update);f.addListener(mxEvent.EDITING_STOPPED,this.update);f.getView().addListener("unitChanged",this.update);b.addListener("autosaveChanged",this.update);f.addListener(mxEvent.ROOT,this.update);a.addListener("styleChanged", -this.update);this.refresh()};Format.prototype.clear=function(){this.container.innerText="";if(null!=this.panels)for(var a=0;a<this.panels.length;a++)this.panels[a].destroy();this.panels=[]};Format.prototype.refresh=function(){null!=this.pendingRefresh&&(window.clearTimeout(this.pendingRefresh),this.pendingRefresh=null);this.pendingRefresh=window.setTimeout(mxUtils.bind(this,function(){this.immediateRefresh()}))}; +this.update);a.addListener("darkModeChanged",this.update);this.refresh()};Format.prototype.clear=function(){this.container.innerText="";if(null!=this.panels)for(var a=0;a<this.panels.length;a++)this.panels[a].destroy();this.panels=[]};Format.prototype.refresh=function(){null!=this.pendingRefresh&&(window.clearTimeout(this.pendingRefresh),this.pendingRefresh=null);this.pendingRefresh=window.setTimeout(mxUtils.bind(this,function(){this.immediateRefresh()}))}; Format.prototype.immediateRefresh=function(){if("0px"!=this.container.style.width){this.clear();var a=this.editorUi,b=a.editor.graph,f=document.createElement("div");f.style.whiteSpace="nowrap";f.style.color="rgb(112, 112, 112)";f.style.textAlign="left";f.style.cursor="default";var e=document.createElement("div");e.className="geFormatSection";e.style.textAlign="center";e.style.fontWeight="bold";e.style.paddingTop="8px";e.style.fontSize="13px";e.style.borderWidth="0px 0px 1px 1px";e.style.borderStyle= -"solid";e.style.display="inline-block";e.style.height="25px";e.style.overflow="hidden";e.style.width="100%";this.container.appendChild(f);mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(C){C.preventDefault()}));var g=a.getSelectionState(),d=g.containsLabel,k=null,m=null,u=mxUtils.bind(this,function(C,F,I,D){var N=mxUtils.bind(this,function(S){k!=C&&(d?this.labelIndex=I:b.isSelectionEmpty()?this.diagramIndex=I:this.currentIndex=I,null!=k&&(k.style.backgroundColor= -Format.inactiveTabBackgroundColor,k.style.borderBottomWidth="1px"),k=C,k.style.backgroundColor="",k.style.borderBottomWidth="0px",m!=F&&(null!=m&&(m.style.display="none"),m=F,m.style.display=""))});mxEvent.addListener(C,"click",N);mxEvent.addListener(C,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(S){S.preventDefault()}));(D&&null==k||I==(d?this.labelIndex:b.isSelectionEmpty()?this.diagramIndex:this.currentIndex))&&N()}),n=0;if(b.isSelectionEmpty()){mxUtils.write(e,mxResources.get("diagram")); -e.style.borderLeftWidth="0px";f.appendChild(e);g=f.cloneNode(!1);this.panels.push(new DiagramFormatPanel(this,a,g));this.container.appendChild(g);if(null!=Editor.styles){g.style.display="none";e.style.width=this.showCloseButton?"106px":"50%";e.style.cursor="pointer";e.style.backgroundColor=Format.inactiveTabBackgroundColor;var r=e.cloneNode(!1);r.style.borderLeftWidth="1px";r.style.borderRightWidth="1px";r.style.backgroundColor=Format.inactiveTabBackgroundColor;u(e,g,n++);var x=f.cloneNode(!1);x.style.display= -"none";mxUtils.write(r,mxResources.get("style"));f.appendChild(r);this.panels.push(new DiagramStylePanel(this,a,x));this.container.appendChild(x);u(r,x,n++)}this.showCloseButton&&(r=e.cloneNode(!1),r.style.borderLeftWidth="1px",r.style.borderRightWidth="1px",r.style.borderBottomWidth="1px",r.style.backgroundColor=Format.inactiveTabBackgroundColor,r.style.position="absolute",r.style.right="0px",r.style.top="0px",r.style.width="25px",u=document.createElement("img"),u.setAttribute("border","0"),u.setAttribute("src", +"solid";e.style.display="inline-block";e.style.height="25px";e.style.overflow="hidden";e.style.width="100%";this.container.appendChild(f);mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(D){D.preventDefault()}));var g=a.getSelectionState(),d=g.containsLabel,k=null,n=null,u=mxUtils.bind(this,function(D,F,J,C){var O=mxUtils.bind(this,function(R){k!=D&&(d?this.labelIndex=J:b.isSelectionEmpty()?this.diagramIndex=J:this.currentIndex=J,null!=k&&(k.style.backgroundColor= +Format.inactiveTabBackgroundColor,k.style.borderBottomWidth="1px"),k=D,k.style.backgroundColor="",k.style.borderBottomWidth="0px",n!=F&&(null!=n&&(n.style.display="none"),n=F,n.style.display=""))});mxEvent.addListener(D,"click",O);mxEvent.addListener(D,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(R){R.preventDefault()}));(C&&null==k||J==(d?this.labelIndex:b.isSelectionEmpty()?this.diagramIndex:this.currentIndex))&&O()}),m=0;if(b.isSelectionEmpty()){mxUtils.write(e,mxResources.get("diagram")); +e.style.borderLeftWidth="0px";f.appendChild(e);g=f.cloneNode(!1);this.panels.push(new DiagramFormatPanel(this,a,g));this.container.appendChild(g);if(null!=Editor.styles){g.style.display="none";e.style.width=this.showCloseButton?"106px":"50%";e.style.cursor="pointer";e.style.backgroundColor=Format.inactiveTabBackgroundColor;var r=e.cloneNode(!1);r.style.borderLeftWidth="1px";r.style.borderRightWidth="1px";r.style.backgroundColor=Format.inactiveTabBackgroundColor;u(e,g,m++);var x=f.cloneNode(!1);x.style.display= +"none";mxUtils.write(r,mxResources.get("style"));f.appendChild(r);this.panels.push(new DiagramStylePanel(this,a,x));this.container.appendChild(x);u(r,x,m++)}this.showCloseButton&&(r=e.cloneNode(!1),r.style.borderLeftWidth="1px",r.style.borderRightWidth="1px",r.style.borderBottomWidth="1px",r.style.backgroundColor=Format.inactiveTabBackgroundColor,r.style.position="absolute",r.style.right="0px",r.style.top="0px",r.style.width="25px",u=document.createElement("img"),u.setAttribute("border","0"),u.setAttribute("src", Dialog.prototype.closeImage),u.setAttribute("title",mxResources.get("hide")),u.style.position="absolute",u.style.display="block",u.style.right="0px",u.style.top="8px",u.style.cursor="pointer",u.style.marginTop="1px",u.style.marginRight="6px",u.style.border="1px solid transparent",u.style.padding="1px",u.style.opacity=.5,r.appendChild(u),mxEvent.addListener(u,"click",function(){a.actions.get("formatPanel").funct()}),f.appendChild(r))}else if(b.isEditing())mxUtils.write(e,mxResources.get("text")),f.appendChild(e), this.panels.push(new TextFormatPanel(this,a,f));else{e.style.backgroundColor=Format.inactiveTabBackgroundColor;e.style.borderLeftWidth="1px";e.style.cursor="pointer";e.style.width=d||0==g.cells.length?"50%":"33.3%";r=e.cloneNode(!1);var B=r.cloneNode(!1);r.style.backgroundColor=Format.inactiveTabBackgroundColor;B.style.backgroundColor=Format.inactiveTabBackgroundColor;d?r.style.borderLeftWidth="0px":(e.style.borderLeftWidth="0px",mxUtils.write(e,mxResources.get("style")),f.appendChild(e),x=f.cloneNode(!1), -x.style.display="none",this.panels.push(new StyleFormatPanel(this,a,x)),this.container.appendChild(x),u(e,x,n++));mxUtils.write(r,mxResources.get("text"));f.appendChild(r);e=f.cloneNode(!1);e.style.display="none";this.panels.push(new TextFormatPanel(this,a,e));this.container.appendChild(e);mxUtils.write(B,mxResources.get("arrange"));f.appendChild(B);f=f.cloneNode(!1);f.style.display="none";this.panels.push(new ArrangePanel(this,a,f));this.container.appendChild(f);0<g.cells.length?u(r,e,n++):r.style.display= -"none";u(B,f,n++,!0)}}};BaseFormatPanel=function(a,b,f){this.format=a;this.editorUi=b;this.container=f;this.listeners=[]};BaseFormatPanel.prototype.buttonBackgroundColor="white"; -BaseFormatPanel.prototype.installInputHandler=function(a,b,f,e,g,d,k,m){d=null!=d?d:"";m=null!=m?m:!1;var u=this.editorUi,n=u.editor.graph;e=null!=e?e:1;g=null!=g?g:999;var r=null,x=!1,B=mxUtils.bind(this,function(C){var F=m?parseFloat(a.value):parseInt(a.value);isNaN(F)||b!=mxConstants.STYLE_ROTATION||(F=mxUtils.mod(Math.round(100*F),36E3)/100);F=Math.min(g,Math.max(e,isNaN(F)?f:F));if(n.cellEditor.isContentEditing()&&k)x||(x=!0,null!=r&&(n.cellEditor.restoreSelection(r),r=null),k(F),a.value=F+d, -x=!1);else if(F!=mxUtils.getValue(u.getSelectionState().style,b,f)){n.isEditing()&&n.stopEditing(!0);n.getModel().beginUpdate();try{var I=u.getSelectionState().cells;n.setCellStyles(b,F,I);b==mxConstants.STYLE_FONTSIZE&&n.updateLabelElements(I,function(N){N.style.fontSize=F+"px";N.removeAttribute("size")});for(var D=0;D<I.length;D++)0==n.model.getChildCount(I[D])&&n.autoSizeCell(I[D],!1);u.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[F],"cells",I))}finally{n.getModel().endUpdate()}}a.value= -F+d;mxEvent.consume(C)});k&&n.cellEditor.isContentEditing()&&(mxEvent.addListener(a,"mousedown",function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())}),mxEvent.addListener(a,"touchstart",function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())}));mxEvent.addListener(a,"change",B);mxEvent.addListener(a,"blur",B);return B}; +x.style.display="none",this.panels.push(new StyleFormatPanel(this,a,x)),this.container.appendChild(x),u(e,x,m++));mxUtils.write(r,mxResources.get("text"));f.appendChild(r);e=f.cloneNode(!1);e.style.display="none";this.panels.push(new TextFormatPanel(this,a,e));this.container.appendChild(e);mxUtils.write(B,mxResources.get("arrange"));f.appendChild(B);f=f.cloneNode(!1);f.style.display="none";this.panels.push(new ArrangePanel(this,a,f));this.container.appendChild(f);0<g.cells.length?u(r,e,m++):r.style.display= +"none";u(B,f,m++,!0)}}};BaseFormatPanel=function(a,b,f){this.format=a;this.editorUi=b;this.container=f;this.listeners=[]};BaseFormatPanel.prototype.buttonBackgroundColor="white"; +BaseFormatPanel.prototype.installInputHandler=function(a,b,f,e,g,d,k,n){d=null!=d?d:"";n=null!=n?n:!1;var u=this.editorUi,m=u.editor.graph;e=null!=e?e:1;g=null!=g?g:999;var r=null,x=!1,B=mxUtils.bind(this,function(D){var F=n?parseFloat(a.value):parseInt(a.value);isNaN(F)||b!=mxConstants.STYLE_ROTATION||(F=mxUtils.mod(Math.round(100*F),36E3)/100);F=Math.min(g,Math.max(e,isNaN(F)?f:F));if(m.cellEditor.isContentEditing()&&k)x||(x=!0,null!=r&&(m.cellEditor.restoreSelection(r),r=null),k(F),a.value=F+d, +x=!1);else if(F!=mxUtils.getValue(u.getSelectionState().style,b,f)){m.isEditing()&&m.stopEditing(!0);m.getModel().beginUpdate();try{var J=u.getSelectionState().cells;m.setCellStyles(b,F,J);b==mxConstants.STYLE_FONTSIZE&&m.updateLabelElements(J,function(O){O.style.fontSize=F+"px";O.removeAttribute("size")});for(var C=0;C<J.length;C++)0==m.model.getChildCount(J[C])&&m.autoSizeCell(J[C],!1);u.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[F],"cells",J))}finally{m.getModel().endUpdate()}}a.value= +F+d;mxEvent.consume(D)});k&&m.cellEditor.isContentEditing()&&(mxEvent.addListener(a,"mousedown",function(){document.activeElement==m.cellEditor.textarea&&(r=m.cellEditor.saveSelection())}),mxEvent.addListener(a,"touchstart",function(){document.activeElement==m.cellEditor.textarea&&(r=m.cellEditor.saveSelection())}));mxEvent.addListener(a,"change",B);mxEvent.addListener(a,"blur",B);return B}; BaseFormatPanel.prototype.createPanel=function(){var a=document.createElement("div");a.className="geFormatSection";a.style.padding="12px 0px 12px 14px";return a};BaseFormatPanel.prototype.createTitle=function(a){var b=document.createElement("div");b.style.padding="0px 0px 6px 0px";b.style.whiteSpace="nowrap";b.style.overflow="hidden";b.style.width="200px";b.style.fontWeight="bold";mxUtils.write(b,a);return b}; BaseFormatPanel.prototype.addAction=function(a,b){var f=this.editorUi.actions.get(b);b=null;null!=f&&f.isEnabled()&&(b=mxUtils.button(f.label,function(e){f.funct(e,e)}),b.setAttribute("title",f.label+(null!=f.shortcut?" ("+f.shortcut+")":"")),b.style.marginBottom="2px",b.style.width="210px",a.appendChild(b),result=!0);return b}; BaseFormatPanel.prototype.addActions=function(a,b){for(var f=null,e=null,g=0,d=0;d<b.length;d++){var k=this.addAction(a,b[d]);null!=k&&(g++,0==mxUtils.mod(g,2)&&(e.style.marginRight="2px",e.style.width="104px",k.style.width="104px",f.parentNode.removeChild(f)),f=mxUtils.br(a),e=k)}return g}; -BaseFormatPanel.prototype.createStepper=function(a,b,f,e,g,d,k){f=null!=f?f:1;e=null!=e?e:9;var m=10*f,u=document.createElement("div");mxUtils.setPrefixedStyle(u.style,"borderRadius","3px");u.style.border="1px solid rgb(192, 192, 192)";u.style.position="absolute";var n=document.createElement("div");n.style.borderBottom="1px solid rgb(192, 192, 192)";n.style.position="relative";n.style.height=e+"px";n.style.width="10px";n.className="geBtnUp";u.appendChild(n);var r=n.cloneNode(!1);r.style.border="none"; -r.style.height=e+"px";r.className="geBtnDown";u.appendChild(r);mxEvent.addGestureListeners(r,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"2");var C=k?parseFloat(a.value):parseInt(a.value);isNaN(C)||(a.value=C-(mxEvent.isShiftDown(B)?m:f),null!=b&&b(B));mxEvent.consume(B)});mxEvent.addGestureListeners(n,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"0");var C=k?parseFloat(a.value):parseInt(a.value);isNaN(C)||(a.value=C+(mxEvent.isShiftDown(B)? -m:f),null!=b&&b(B));mxEvent.consume(B)});if(g){var x=null;mxEvent.addGestureListeners(u,function(B){mxEvent.consume(B)},null,function(B){if(null!=x){try{x.select()}catch(C){}x=null;mxEvent.consume(B)}})}else mxEvent.addListener(u,"click",function(B){mxEvent.consume(B)});return u}; -BaseFormatPanel.prototype.createOption=function(a,b,f,e,g){var d=document.createElement("div");d.style.padding="3px 0px 3px 0px";d.style.whiteSpace="nowrap";d.style.textOverflow="ellipsis";d.style.overflow="hidden";d.style.width="200px";d.style.height="18px";var k=document.createElement("input");k.setAttribute("type","checkbox");k.style.margin="1px 6px 0px 0px";k.style.verticalAlign="top";d.appendChild(k);var m=document.createElement("span");m.style.verticalAlign="top";m.style.userSelect="none";mxUtils.write(m, -a);d.appendChild(m);var u=!1,n=b(),r=function(x,B){u||(u=!0,x?(k.setAttribute("checked","checked"),k.defaultChecked=!0,k.checked=!0):(k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1),n!=x&&(n=x,b()!=n&&f(n,B)),u=!1)};mxEvent.addListener(d,"click",function(x){if("disabled"!=k.getAttribute("disabled")){var B=mxEvent.getSource(x);if(B==d||B==m)k.checked=!k.checked;r(k.checked,x)}});r(n);null!=e&&(e.install(r),this.listeners.push(e));null!=g&&g(d);return d}; -BaseFormatPanel.prototype.createCellOption=function(a,b,f,e,g,d,k,m,u){var n=this.editorUi,r=n.editor.graph;e=null!=e?"null"==e?null:e:1;g=null!=g?"null"==g?null:g:0;var x=null!=u?r.getCommonStyle(u):n.getSelectionState().style;return this.createOption(a,function(){return mxUtils.getValue(x,b,f)!=g},function(B){m&&r.stopEditing();if(null!=k)k.funct();else{r.getModel().beginUpdate();try{var C=null!=u?u:n.getSelectionState().cells;B=B?e:g;r.setCellStyles(b,B,C);null!=d&&d(C,B);n.fireEvent(new mxEventObject("styleChanged", -"keys",[b],"values",[B],"cells",C))}finally{r.getModel().endUpdate()}}},{install:function(B){this.listener=function(){B(mxUtils.getValue(x,b,f)!=g)};r.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){r.getModel().removeListener(this.listener)}})}; -BaseFormatPanel.prototype.createColorOption=function(a,b,f,e,g,d,k,m){var u=document.createElement("div");u.style.padding="3px 0px 3px 0px";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.width="200px";u.style.height="18px";var n=document.createElement("input");n.setAttribute("type","checkbox");n.style.margin="1px 6px 0px 0px";n.style.verticalAlign="top";k||u.appendChild(n);var r=document.createElement("span");r.style.verticalAlign="top";mxUtils.write(r,a);u.appendChild(r);var x=b(), -B=!1,C=null,F=function(D,N,S){if(!B){var T="null"==e?null:e;B=!0;D=/(^#?[a-zA-Z0-9]*$)/.test(D)?D:T;T=null!=D&&D!=mxConstants.NONE?D:T;var P=document.createElement("div");P.style.width="36px";P.style.height="12px";P.style.margin="3px";P.style.border="1px solid black";P.style.backgroundColor="default"==T?m:T;C.innerText="";C.appendChild(P);null!=D&&D!=mxConstants.NONE&&1<D.length&&"string"===typeof D&&(T="#"==D.charAt(0)?D.substring(1).toUpperCase():D,T=ColorDialog.prototype.colorNames[T],C.setAttribute("title", -null!=T?T+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper"));null!=D&&D!=mxConstants.NONE?(n.setAttribute("checked","checked"),n.defaultChecked=!0,n.checked=!0):(n.removeAttribute("checked"),n.defaultChecked=!1,n.checked=!1);C.style.display=n.checked||k?"":"none";null!=d&&d("null"==D?null:D);x=D;N||(S||k||b()!=x)&&f("null"==x?null:x,x);B=!1}},I=document.createElement("input");I.setAttribute("type","color");I.style.visibility="hidden";I.style.width="0px";I.style.height="0px";I.style.border= -"none";u.appendChild(I);C=mxUtils.button("",mxUtils.bind(this,function(D){var N=x;"default"==N&&(N=m);!mxEvent.isShiftDown(D)||mxClient.IS_IE||mxClient.IS_IE11?this.editorUi.pickColor(N,function(S){F(S,null,!0)},m):(I.value=N,I.click(),mxEvent.addListener(I,"input",function(){F(I.value,null,!0)}));mxEvent.consume(D)}));C.style.position="absolute";C.style.marginTop="-3px";C.style.left="178px";C.style.height="22px";C.className="geColorBtn";C.style.display=n.checked||k?"":"none";u.appendChild(C);a=null!= -x&&"string"===typeof x&&"#"==x.charAt(0)?x.substring(1).toUpperCase():x;a=ColorDialog.prototype.colorNames[a];C.setAttribute("title",null!=a?a+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper");mxEvent.addListener(u,"click",function(D){D=mxEvent.getSource(D);if(D==n||"INPUT"!=D.nodeName)D!=n&&(n.checked=!n.checked),n.checked||null==x||x==mxConstants.NONE||e==mxConstants.NONE||(e=x),F(n.checked?e:mxConstants.NONE)});F(x,!0);null!=g&&(g.install(F),this.listeners.push(g));return u}; -BaseFormatPanel.prototype.createCellColorOption=function(a,b,f,e,g,d){var k=this.editorUi,m=k.editor.graph;return this.createColorOption(a,function(){var u=m.view.getState(k.getSelectionState().cells[0]);return null!=u?mxUtils.getValue(u.style,b,null):null},function(u,n){m.getModel().beginUpdate();try{var r=k.getSelectionState().cells;m.setCellStyles(b,u,r);null!=g&&g(u);k.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[u],"cells",r))}finally{m.getModel().endUpdate()}},f||mxConstants.NONE, -{install:function(u){this.listener=function(){var n=m.view.getState(k.getSelectionState().cells[0]);null!=n&&u(mxUtils.getValue(n.style,b,null),!0)};m.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){m.getModel().removeListener(this.listener)}},e,null,d)}; +BaseFormatPanel.prototype.createStepper=function(a,b,f,e,g,d,k){f=null!=f?f:1;e=null!=e?e:9;var n=10*f,u=document.createElement("div");mxUtils.setPrefixedStyle(u.style,"borderRadius","3px");u.style.border="1px solid rgb(192, 192, 192)";u.style.position="absolute";var m=document.createElement("div");m.style.borderBottom="1px solid rgb(192, 192, 192)";m.style.position="relative";m.style.height=e+"px";m.style.width="10px";m.className="geBtnUp";u.appendChild(m);var r=m.cloneNode(!1);r.style.border="none"; +r.style.height=e+"px";r.className="geBtnDown";u.appendChild(r);mxEvent.addGestureListeners(r,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"2");var D=k?parseFloat(a.value):parseInt(a.value);isNaN(D)||(a.value=D-(mxEvent.isShiftDown(B)?n:f),null!=b&&b(B));mxEvent.consume(B)});mxEvent.addGestureListeners(m,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"0");var D=k?parseFloat(a.value):parseInt(a.value);isNaN(D)||(a.value=D+(mxEvent.isShiftDown(B)? +n:f),null!=b&&b(B));mxEvent.consume(B)});if(g){var x=null;mxEvent.addGestureListeners(u,function(B){mxEvent.consume(B)},null,function(B){if(null!=x){try{x.select()}catch(D){}x=null;mxEvent.consume(B)}})}else mxEvent.addListener(u,"click",function(B){mxEvent.consume(B)});return u}; +BaseFormatPanel.prototype.createOption=function(a,b,f,e,g){var d=document.createElement("div");d.style.padding="3px 0px 3px 0px";d.style.whiteSpace="nowrap";d.style.textOverflow="ellipsis";d.style.overflow="hidden";d.style.width="200px";d.style.height="18px";var k=document.createElement("input");k.setAttribute("type","checkbox");k.style.margin="1px 6px 0px 0px";k.style.verticalAlign="top";d.appendChild(k);var n=document.createElement("span");n.style.verticalAlign="top";n.style.userSelect="none";mxUtils.write(n, +a);d.appendChild(n);var u=!1,m=b(),r=function(x,B){u||(u=!0,x?(k.setAttribute("checked","checked"),k.defaultChecked=!0,k.checked=!0):(k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1),m!=x&&(m=x,b()!=m&&f(m,B)),u=!1)};mxEvent.addListener(d,"click",function(x){if("disabled"!=k.getAttribute("disabled")){var B=mxEvent.getSource(x);if(B==d||B==n)k.checked=!k.checked;r(k.checked,x)}});r(m);null!=e&&(e.install(r),this.listeners.push(e));null!=g&&g(d);return d}; +BaseFormatPanel.prototype.createCellOption=function(a,b,f,e,g,d,k,n,u){var m=this.editorUi,r=m.editor.graph;e=null!=e?"null"==e?null:e:1;g=null!=g?"null"==g?null:g:0;var x=null!=u?r.getCommonStyle(u):m.getSelectionState().style;return this.createOption(a,function(){return mxUtils.getValue(x,b,f)!=g},function(B){n&&r.stopEditing();if(null!=k)k.funct();else{r.getModel().beginUpdate();try{var D=null!=u?u:m.getSelectionState().cells;B=B?e:g;r.setCellStyles(b,B,D);null!=d&&d(D,B);m.fireEvent(new mxEventObject("styleChanged", +"keys",[b],"values",[B],"cells",D))}finally{r.getModel().endUpdate()}}},{install:function(B){this.listener=function(){B(mxUtils.getValue(x,b,f)!=g)};r.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){r.getModel().removeListener(this.listener)}})}; +BaseFormatPanel.prototype.createColorOption=function(a,b,f,e,g,d,k,n){var u=document.createElement("div");u.style.padding="3px 0px 3px 0px";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.width="200px";u.style.height="18px";var m=document.createElement("input");m.setAttribute("type","checkbox");m.style.margin="1px 6px 0px 0px";m.style.verticalAlign="top";k||u.appendChild(m);var r=document.createElement("span");r.style.verticalAlign="top";mxUtils.write(r,a);u.appendChild(r);var x=b(), +B=!1,D=null,F=function(C,O,R){if(!B){var T="null"==e?null:e;B=!0;C=/(^#?[a-zA-Z0-9]*$)/.test(C)?C:T;T=null!=C&&C!=mxConstants.NONE?C:T;var Q=document.createElement("div");Q.style.width="36px";Q.style.height="12px";Q.style.margin="3px";Q.style.border="1px solid black";Q.style.backgroundColor="default"==T?n:T;D.innerText="";D.appendChild(Q);null!=C&&C!=mxConstants.NONE&&1<C.length&&"string"===typeof C&&(T="#"==C.charAt(0)?C.substring(1).toUpperCase():C,T=ColorDialog.prototype.colorNames[T],D.setAttribute("title", +null!=T?T+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper"));null!=C&&C!=mxConstants.NONE?(m.setAttribute("checked","checked"),m.defaultChecked=!0,m.checked=!0):(m.removeAttribute("checked"),m.defaultChecked=!1,m.checked=!1);D.style.display=m.checked||k?"":"none";null!=d&&d("null"==C?null:C);x=C;O||(R||k||b()!=x)&&f("null"==x?null:x,x);B=!1}},J=document.createElement("input");J.setAttribute("type","color");J.style.visibility="hidden";J.style.width="0px";J.style.height="0px";J.style.border= +"none";u.appendChild(J);D=mxUtils.button("",mxUtils.bind(this,function(C){var O=x;"default"==O&&(O=n);!mxEvent.isShiftDown(C)||mxClient.IS_IE||mxClient.IS_IE11?this.editorUi.pickColor(O,function(R){F(R,null,!0)},n):(J.value=O,J.click(),mxEvent.addListener(J,"input",function(){F(J.value,null,!0)}));mxEvent.consume(C)}));D.style.position="absolute";D.style.marginTop="-3px";D.style.left="178px";D.style.height="22px";D.className="geColorBtn";D.style.display=m.checked||k?"":"none";u.appendChild(D);a=null!= +x&&"string"===typeof x&&"#"==x.charAt(0)?x.substring(1).toUpperCase():x;a=ColorDialog.prototype.colorNames[a];D.setAttribute("title",null!=a?a+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper");mxEvent.addListener(u,"click",function(C){C=mxEvent.getSource(C);if(C==m||"INPUT"!=C.nodeName)C!=m&&(m.checked=!m.checked),m.checked||null==x||x==mxConstants.NONE||e==mxConstants.NONE||(e=x),F(m.checked?e:mxConstants.NONE)});F(x,!0);null!=g&&(g.install(F),this.listeners.push(g));return u}; +BaseFormatPanel.prototype.createCellColorOption=function(a,b,f,e,g,d){var k=this.editorUi,n=k.editor.graph;return this.createColorOption(a,function(){var u=n.view.getState(k.getSelectionState().cells[0]);return null!=u?mxUtils.getValue(u.style,b,null):null},function(u,m){n.getModel().beginUpdate();try{var r=k.getSelectionState().cells;n.setCellStyles(b,u,r);null!=g&&g(u);k.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[u],"cells",r))}finally{n.getModel().endUpdate()}},f||mxConstants.NONE, +{install:function(u){this.listener=function(){var m=n.view.getState(k.getSelectionState().cells[0]);null!=m&&u(mxUtils.getValue(m.style,b,null),!0)};n.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){n.getModel().removeListener(this.listener)}},e,null,d)}; BaseFormatPanel.prototype.addArrow=function(a,b,f){b=null!=b?b:10;var e=document.createElement("div");e.style.borderLeft="1px solid #a0a0a0";e.style.display="inline-block";e.style.height=b+"px";e.style.paddingRight="4px";e.style.padding="6px";f?(e.style.verticalAlign="top",e.style.marginLeft="1px"):(b=10-b,2==b?e.style.paddingTop="6px":0<b?e.style.paddingTop=6-b+"px":e.style.marginTop="-2px");b=document.createElement("img");b.setAttribute("border","0");b.setAttribute("valign","middle");b.setAttribute("src", Toolbar.prototype.dropDownImage);e.appendChild(b);b=e.getElementsByTagName("img")[0];b.style.position="relative";b.style.left="1px";b.style.top=mxClient.IS_FF?"0px":"-4px";mxUtils.setOpacity(e,70);b=a.getElementsByTagName("div")[0];null!=b&&(b.style.paddingRight="6px",b.style.marginLeft="4px",b.style.marginTop="-1px",b.style.display="inline-block",mxUtils.setOpacity(b,60));mxUtils.setOpacity(a,100);a.style.border="1px solid #a0a0a0";a.style.backgroundColor=this.buttonBackgroundColor;a.style.backgroundImage= "none";a.style.width="auto";a.className+=" geColorBtn";mxUtils.setPrefixedStyle(a.style,"borderRadius","3px");a.appendChild(e);return b}; -BaseFormatPanel.prototype.addUnitInput=function(a,b,f,e,g,d,k,m,u){k=null!=k?k:0;b=document.createElement("input");b.style.position="absolute";b.style.textAlign="right";b.style.marginTop="-2px";b.style.left=228-f-e+"px";b.style.width=e+"px";b.style.height="21px";b.style.border="1px solid rgb(160, 160, 160)";b.style.borderRadius="4px";b.style.boxSizing="border-box";a.appendChild(b);e=this.createStepper(b,g,d,null,m,null,u);e.style.marginTop=k-2+"px";e.style.left=228-f+"px";a.appendChild(e);return b}; -BaseFormatPanel.prototype.createRelativeOption=function(a,b,f,e,g){f=null!=f?f:52;var d=this.editorUi,k=d.editor.graph,m=this.createPanel();m.style.paddingTop="10px";m.style.paddingBottom="10px";mxUtils.write(m,a);m.style.fontWeight="bold";a=mxUtils.bind(this,function(r){if(null!=e)e(u);else{var x=parseInt(u.value);x=Math.min(100,Math.max(0,isNaN(x)?100:x));var B=k.view.getState(d.getSelectionState().cells[0]);null!=B&&x!=mxUtils.getValue(B.style,b,100)&&(100==x&&(x=null),B=d.getSelectionState().cells, -k.setCellStyles(b,x,B),this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[x],"cells",B)));u.value=(null!=x?x:"100")+" %"}mxEvent.consume(r)});var u=this.addUnitInput(m,"%",16,f,a,10,-15,null!=e);if(null!=b){var n=mxUtils.bind(this,function(r,x,B){if(B||u!=document.activeElement)r=d.getSelectionState(),r=parseInt(mxUtils.getValue(r.style,b,100)),u.value=isNaN(r)?"":r+" %"});mxEvent.addListener(u,"keydown",function(r){13==r.keyCode?(k.container.focus(),mxEvent.consume(r)): -27==r.keyCode&&(n(null,null,!0),k.container.focus(),mxEvent.consume(r))});k.getModel().addListener(mxEvent.CHANGE,n);this.listeners.push({destroy:function(){k.getModel().removeListener(n)}});n()}mxEvent.addListener(u,"blur",a);mxEvent.addListener(u,"change",a);null!=g&&g(u);return m}; +BaseFormatPanel.prototype.addUnitInput=function(a,b,f,e,g,d,k,n,u){k=null!=k?k:0;b=document.createElement("input");b.style.position="absolute";b.style.textAlign="right";b.style.marginTop="-2px";b.style.left=228-f-e+"px";b.style.width=e+"px";b.style.height="21px";b.style.border="1px solid rgb(160, 160, 160)";b.style.borderRadius="4px";b.style.boxSizing="border-box";a.appendChild(b);e=this.createStepper(b,g,d,null,n,null,u);e.style.marginTop=k-2+"px";e.style.left=228-f+"px";a.appendChild(e);return b}; +BaseFormatPanel.prototype.createRelativeOption=function(a,b,f,e,g){f=null!=f?f:52;var d=this.editorUi,k=d.editor.graph,n=this.createPanel();n.style.paddingTop="10px";n.style.paddingBottom="10px";mxUtils.write(n,a);n.style.fontWeight="bold";a=mxUtils.bind(this,function(r){if(null!=e)e(u);else{var x=parseInt(u.value);x=Math.min(100,Math.max(0,isNaN(x)?100:x));var B=k.view.getState(d.getSelectionState().cells[0]);null!=B&&x!=mxUtils.getValue(B.style,b,100)&&(100==x&&(x=null),B=d.getSelectionState().cells, +k.setCellStyles(b,x,B),this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[x],"cells",B)));u.value=(null!=x?x:"100")+" %"}mxEvent.consume(r)});var u=this.addUnitInput(n,"%",16,f,a,10,-15,null!=e);if(null!=b){var m=mxUtils.bind(this,function(r,x,B){if(B||u!=document.activeElement)r=d.getSelectionState(),r=parseInt(mxUtils.getValue(r.style,b,100)),u.value=isNaN(r)?"":r+" %"});mxEvent.addListener(u,"keydown",function(r){13==r.keyCode?(k.container.focus(),mxEvent.consume(r)): +27==r.keyCode&&(m(null,null,!0),k.container.focus(),mxEvent.consume(r))});k.getModel().addListener(mxEvent.CHANGE,m);this.listeners.push({destroy:function(){k.getModel().removeListener(m)}});m()}mxEvent.addListener(u,"blur",a);mxEvent.addListener(u,"change",a);null!=g&&g(u);return n}; BaseFormatPanel.prototype.addLabel=function(a,b,f,e){e=null!=e?e:61;var g=document.createElement("div");mxUtils.write(g,b);g.style.position="absolute";g.style.left=240-f-e+"px";g.style.width=e+"px";g.style.marginTop="6px";g.style.textAlign="center";a.appendChild(g)}; BaseFormatPanel.prototype.addKeyHandler=function(a,b){mxEvent.addListener(a,"keydown",mxUtils.bind(this,function(f){13==f.keyCode?(this.editorUi.editor.graph.container.focus(),mxEvent.consume(f)):27==f.keyCode&&(null!=b&&b(null,null,!0),this.editorUi.editor.graph.container.focus(),mxEvent.consume(f))}))}; BaseFormatPanel.prototype.styleButtons=function(a){for(var b=0;b<a.length;b++)mxUtils.setPrefixedStyle(a[b].style,"borderRadius","3px"),mxUtils.setOpacity(a[b],100),a[b].style.border="1px solid #a0a0a0",a[b].style.padding="4px",a[b].style.paddingTop="3px",a[b].style.paddingRight="1px",a[b].style.margin="1px",a[b].style.marginRight="2px",a[b].style.width="24px",a[b].style.height="20px",a[b].className+=" geColorBtn"}; @@ -3321,332 +3324,331 @@ BaseFormatPanel.prototype.destroy=function(){if(null!=this.listeners){for(var a= ArrangePanel.prototype.init=function(){var a=this.editorUi.getSelectionState();0<a.cells.length&&(this.container.appendChild(this.addLayerOps(this.createPanel())),this.addGeometry(this.container),this.addEdgeGeometry(this.container),a.containsLabel&&0!=a.edges.length||this.container.appendChild(this.addAngle(this.createPanel())),a.containsLabel||this.container.appendChild(this.addFlip(this.createPanel())),this.container.appendChild(this.addAlign(this.createPanel())),1<a.vertices.length&&!a.cell&& !a.row&&this.container.appendChild(this.addDistribute(this.createPanel())),this.container.appendChild(this.addTable(this.createPanel())),this.container.appendChild(this.addGroupOps(this.createPanel())));a.containsLabel&&(a=document.createElement("div"),a.style.width="100%",a.style.marginTop="0px",a.style.fontWeight="bold",a.style.padding="10px 0 0 14px",mxUtils.write(a,mxResources.get("style")),this.container.appendChild(a),new StyleFormatPanel(this.format,this.editorUi,this.container))}; ArrangePanel.prototype.addTable=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="10px";var g=document.createElement("div");g.style.marginTop="0px";g.style.marginBottom="6px";g.style.fontWeight="bold";mxUtils.write(g,mxResources.get("table"));a.appendChild(g);g=document.createElement("div");g.style.position="relative";g.style.paddingLeft="0px";g.style.borderWidth="0px";g.style.width="220px";g.className="geToolbarContainer";var d= -e.vertices[0];1<f.getSelectionCount()&&(f.isTableCell(d)&&(d=f.model.getParent(d)),f.isTableRow(d)&&(d=f.model.getParent(d)));var k=e.table||e.row||e.cell,m=f.isStack(d)||f.isStackChild(d),u=k;m&&(k="0"==(f.isStack(d)?e.style:f.getCellStyle(f.model.getParent(d))).horizontalStack,u=!k);var n=[];u&&(n=n.concat([b.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this,function(){try{m?f.insertLane(d,!0):f.insertTableColumn(d,!0)}catch(r){b.handleError(r)}}), -g),b.toolbar.addButton("geSprite-insertcolumnafter",mxResources.get("insertColumnAfter"),mxUtils.bind(this,function(){try{m?f.insertLane(d,!1):f.insertTableColumn(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deletecolumn",mxResources.get("deleteColumn"),mxUtils.bind(this,function(){try{m?f.deleteLane(d):f.deleteTableColumn(d)}catch(r){b.handleError(r)}}),g)]));k&&(n=n.concat([b.toolbar.addButton("geSprite-insertrowbefore",mxResources.get("insertRowBefore"),mxUtils.bind(this, -function(){try{m?f.insertLane(d,!0):f.insertTableRow(d,!0)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-insertrowafter",mxResources.get("insertRowAfter"),mxUtils.bind(this,function(){try{m?f.insertLane(d,!1):f.insertTableRow(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deleterow",mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{m?f.deleteLane(d):f.deleteTableRow(d)}catch(r){b.handleError(r)}}),g)]));if(0<n.length){this.styleButtons(n);a.appendChild(g); -3<n.length&&(n[2].style.marginRight="10px");u=0;if(null!=e.mergeCell)u+=this.addActions(a,["mergeCells"]);else if(1<e.style.colspan||1<e.style.rowspan)u+=this.addActions(a,["unmergeCells"]);0<u&&(g.style.paddingBottom="2px")}else a.style.display="none";return a};ArrangePanel.prototype.addLayerOps=function(a){this.addActions(a,["toFront","toBack"]);this.addActions(a,["bringForward","sendBackward"]);return a}; -ArrangePanel.prototype.addGroupOps=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="8px";a.style.paddingBottom="6px";var g=0;e.cell||e.row||(g+=this.addActions(a,["group","ungroup","copySize","pasteSize"])+this.addActions(a,["removeFromGroup"]));var d=null;1!=e.cells.length||null==e.cells[0].value||isNaN(e.cells[0].value.nodeType)||(d=mxUtils.button(mxResources.get("copyData"),function(m){if(mxEvent.isShiftDown(m)){var u=f.getDataForCells(f.getSelectionCells()); -m=new EmbedDialog(b,JSON.stringify(u,null,2),null,null,function(){console.log(u);b.alert("Written to Console (Dev Tools)")},mxResources.get("copyData"),null,"Console","data.json");b.showDialog(m.container,450,240,!0,!0);m.init()}else b.actions.get("copyData").funct(m)}),d.setAttribute("title",mxResources.get("copyData")+" ("+this.editorUi.actions.get("copyData").shortcut+") Shift+Click to Extract Data"),d.style.marginBottom="2px",d.style.width="210px",a.appendChild(d),g++);var k=null;null!=b.copiedValue&& -0<e.cells.length&&(k=mxUtils.button(mxResources.get("pasteData"),function(m){b.actions.get("pasteData").funct(m)}),k.setAttribute("title",mxResources.get("pasteData")+" ("+this.editorUi.actions.get("pasteData").shortcut+")"),k.style.marginBottom="2px",k.style.width="210px",a.appendChild(k),g++,null!=d&&(d.style.width="104px",k.style.width="104px",k.style.marginBottom="2px",d.style.marginBottom="2px",d.style.marginRight="2px"));null==d&&null==k||mxUtils.br(a);e=this.addAction(a,"clearWaypoints");null!= +e.vertices[0];1<f.getSelectionCount()&&(f.isTableCell(d)&&(d=f.model.getParent(d)),f.isTableRow(d)&&(d=f.model.getParent(d)));var k=e.table||e.row||e.cell,n=f.isStack(d)||f.isStackChild(d),u=k;n&&(k="0"==(f.isStack(d)?e.style:f.getCellStyle(f.model.getParent(d))).horizontalStack,u=!k);var m=[];u&&(m=m.concat([b.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this,function(){try{n?f.insertLane(d,!0):f.insertTableColumn(d,!0)}catch(r){b.handleError(r)}}), +g),b.toolbar.addButton("geSprite-insertcolumnafter",mxResources.get("insertColumnAfter"),mxUtils.bind(this,function(){try{n?f.insertLane(d,!1):f.insertTableColumn(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deletecolumn",mxResources.get("deleteColumn"),mxUtils.bind(this,function(){try{n?f.deleteLane(d):f.deleteTableColumn(d)}catch(r){b.handleError(r)}}),g)]));k&&(m=m.concat([b.toolbar.addButton("geSprite-insertrowbefore",mxResources.get("insertRowBefore"),mxUtils.bind(this, +function(){try{n?f.insertLane(d,!0):f.insertTableRow(d,!0)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-insertrowafter",mxResources.get("insertRowAfter"),mxUtils.bind(this,function(){try{n?f.insertLane(d,!1):f.insertTableRow(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deleterow",mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{n?f.deleteLane(d):f.deleteTableRow(d)}catch(r){b.handleError(r)}}),g)]));if(0<m.length){this.styleButtons(m);a.appendChild(g); +3<m.length&&(m[2].style.marginRight="10px");u=0;if(null!=e.mergeCell)u+=this.addActions(a,["mergeCells"]);else if(1<e.style.colspan||1<e.style.rowspan)u+=this.addActions(a,["unmergeCells"]);0<u&&(g.style.paddingBottom="2px")}else a.style.display="none";return a};ArrangePanel.prototype.addLayerOps=function(a){this.addActions(a,["toFront","toBack"]);this.addActions(a,["bringForward","sendBackward"]);return a}; +ArrangePanel.prototype.addGroupOps=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="8px";a.style.paddingBottom="6px";var g=0;e.cell||e.row||(g+=this.addActions(a,["group","ungroup","copySize","pasteSize"])+this.addActions(a,["removeFromGroup"]));var d=null;1!=e.cells.length||null==e.cells[0].value||isNaN(e.cells[0].value.nodeType)||(d=mxUtils.button(mxResources.get("copyData"),function(n){if(mxEvent.isShiftDown(n)){var u=f.getDataForCells(f.getSelectionCells()); +n=new EmbedDialog(b,JSON.stringify(u,null,2),null,null,function(){console.log(u);b.alert("Written to Console (Dev Tools)")},mxResources.get("copyData"),null,"Console","data.json");b.showDialog(n.container,450,240,!0,!0);n.init()}else b.actions.get("copyData").funct(n)}),d.setAttribute("title",mxResources.get("copyData")+" ("+this.editorUi.actions.get("copyData").shortcut+") Shift+Click to Extract Data"),d.style.marginBottom="2px",d.style.width="210px",a.appendChild(d),g++);var k=null;null!=b.copiedValue&& +0<e.cells.length&&(k=mxUtils.button(mxResources.get("pasteData"),function(n){b.actions.get("pasteData").funct(n)}),k.setAttribute("title",mxResources.get("pasteData")+" ("+this.editorUi.actions.get("pasteData").shortcut+")"),k.style.marginBottom="2px",k.style.width="210px",a.appendChild(k),g++,null!=d&&(d.style.width="104px",k.style.width="104px",k.style.marginBottom="2px",d.style.marginBottom="2px",d.style.marginRight="2px"));null==d&&null==k||mxUtils.br(a);e=this.addAction(a,"clearWaypoints");null!= e&&(mxUtils.br(a),e.setAttribute("title",mxResources.get("clearWaypoints")+" ("+this.editorUi.actions.get("clearWaypoints").shortcut+") Shift+Click to Clear Anchor Points"),g++);1==f.getSelectionCount()&&(g+=this.addActions(a,["editData","editLink"]));0==g&&(a.style.display="none");return a}; ArrangePanel.prototype.addAlign=function(a){var b=this.editorUi.getSelectionState(),f=this.editorUi.editor.graph;a.style.paddingTop="6px";a.style.paddingBottom="8px";a.appendChild(this.createTitle(mxResources.get("align")));var e=document.createElement("div");e.style.position="relative";e.style.whiteSpace="nowrap";e.style.paddingLeft="0px";e.style.paddingBottom="2px";e.style.borderWidth="0px";e.style.width="220px";e.className="geToolbarContainer";if(1<b.vertices.length){b=this.editorUi.toolbar.addButton("geSprite-alignleft", -mxResources.get("left"),function(){f.alignCells(mxConstants.ALIGN_LEFT)},e);var g=this.editorUi.toolbar.addButton("geSprite-aligncenter",mxResources.get("center"),function(){f.alignCells(mxConstants.ALIGN_CENTER)},e),d=this.editorUi.toolbar.addButton("geSprite-alignright",mxResources.get("right"),function(){f.alignCells(mxConstants.ALIGN_RIGHT)},e),k=this.editorUi.toolbar.addButton("geSprite-aligntop",mxResources.get("top"),function(){f.alignCells(mxConstants.ALIGN_TOP)},e),m=this.editorUi.toolbar.addButton("geSprite-alignmiddle", -mxResources.get("middle"),function(){f.alignCells(mxConstants.ALIGN_MIDDLE)},e),u=this.editorUi.toolbar.addButton("geSprite-alignbottom",mxResources.get("bottom"),function(){f.alignCells(mxConstants.ALIGN_BOTTOM)},e);this.styleButtons([b,g,d,k,m,u]);d.style.marginRight="10px"}a.appendChild(e);this.addActions(a,["snapToGrid"]);return a}; +mxResources.get("left"),function(){f.alignCells(mxConstants.ALIGN_LEFT)},e);var g=this.editorUi.toolbar.addButton("geSprite-aligncenter",mxResources.get("center"),function(){f.alignCells(mxConstants.ALIGN_CENTER)},e),d=this.editorUi.toolbar.addButton("geSprite-alignright",mxResources.get("right"),function(){f.alignCells(mxConstants.ALIGN_RIGHT)},e),k=this.editorUi.toolbar.addButton("geSprite-aligntop",mxResources.get("top"),function(){f.alignCells(mxConstants.ALIGN_TOP)},e),n=this.editorUi.toolbar.addButton("geSprite-alignmiddle", +mxResources.get("middle"),function(){f.alignCells(mxConstants.ALIGN_MIDDLE)},e),u=this.editorUi.toolbar.addButton("geSprite-alignbottom",mxResources.get("bottom"),function(){f.alignCells(mxConstants.ALIGN_BOTTOM)},e);this.styleButtons([b,g,d,k,n,u]);d.style.marginRight="10px"}a.appendChild(e);this.addActions(a,["snapToGrid"]);return a}; ArrangePanel.prototype.addFlip=function(a){var b=this.editorUi.editor.graph;a.style.paddingTop="6px";a.style.paddingBottom="10px";var f=this.editorUi.getSelectionState(),e=document.createElement("div");e.style.marginTop="2px";e.style.marginBottom="8px";e.style.fontWeight="bold";mxUtils.write(e,mxResources.get("flip"));a.appendChild(e);e=mxUtils.button(mxResources.get("horizontal"),function(g){b.flipCells(f.cells,!0)});e.setAttribute("title",mxResources.get("horizontal"));e.style.width="104px";e.style.marginRight= "2px";a.appendChild(e);e=mxUtils.button(mxResources.get("vertical"),function(g){b.flipCells(f.cells,!1)});e.setAttribute("title",mxResources.get("vertical"));e.style.width="104px";a.appendChild(e);return a}; ArrangePanel.prototype.addDistribute=function(a){var b=this.editorUi.editor.graph;a.style.paddingTop="6px";a.style.paddingBottom="12px";a.appendChild(this.createTitle(mxResources.get("distribute")));var f=mxUtils.button(mxResources.get("horizontal"),function(e){b.distributeCells(!0)});f.setAttribute("title",mxResources.get("horizontal"));f.style.width="104px";f.style.marginRight="2px";a.appendChild(f);f=mxUtils.button(mxResources.get("vertical"),function(e){b.distributeCells(!1)});f.setAttribute("title", mxResources.get("vertical"));f.style.width="104px";a.appendChild(f);return a}; -ArrangePanel.prototype.addAngle=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingBottom="8px";var g=document.createElement("div");g.style.position="absolute";g.style.width="70px";g.style.marginTop="0px";g.style.fontWeight="bold";var d=null,k=null,m=null;!e.rotatable||e.table||e.row||e.cell?a.style.paddingTop="8px":(mxUtils.write(g,mxResources.get("angle")),a.appendChild(g),d=this.addUnitInput(a,"°",16,52,function(){k.apply(this,arguments)}),mxUtils.br(a),a.style.paddingTop= -"10px");e.containsLabel||(g=mxResources.get("reverse"),0<e.vertices.length&&0<e.edges.length?g=mxResources.get("turn")+" / "+g:0<e.vertices.length&&(g=mxResources.get("turn")),m=mxUtils.button(g,function(n){b.actions.get("turn").funct(n)}),m.setAttribute("title",g+" ("+this.editorUi.actions.get("turn").shortcut+")"),m.style.width="210px",a.appendChild(m),null!=d&&(m.style.marginTop="8px"));if(null!=d){var u=mxUtils.bind(this,function(n,r,x){if(x||document.activeElement!=d)e=b.getSelectionState(), -n=parseFloat(mxUtils.getValue(e.style,mxConstants.STYLE_ROTATION,0)),d.value=isNaN(n)?"":n+"°"});k=this.installInputHandler(d,mxConstants.STYLE_ROTATION,0,0,360,"°",null,!0);this.addKeyHandler(d,u);f.getModel().addListener(mxEvent.CHANGE,u);this.listeners.push({destroy:function(){f.getModel().removeListener(u)}});u()}return a}; +ArrangePanel.prototype.addAngle=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingBottom="8px";var g=document.createElement("div");g.style.position="absolute";g.style.width="70px";g.style.marginTop="0px";g.style.fontWeight="bold";var d=null,k=null,n=null;!e.rotatable||e.table||e.row||e.cell?a.style.paddingTop="8px":(mxUtils.write(g,mxResources.get("angle")),a.appendChild(g),d=this.addUnitInput(a,"°",16,52,function(){k.apply(this,arguments)}),mxUtils.br(a),a.style.paddingTop= +"10px");e.containsLabel||(g=mxResources.get("reverse"),0<e.vertices.length&&0<e.edges.length?g=mxResources.get("turn")+" / "+g:0<e.vertices.length&&(g=mxResources.get("turn")),n=mxUtils.button(g,function(m){b.actions.get("turn").funct(m)}),n.setAttribute("title",g+" ("+this.editorUi.actions.get("turn").shortcut+")"),n.style.width="210px",a.appendChild(n),null!=d&&(n.style.marginTop="8px"));if(null!=d){var u=mxUtils.bind(this,function(m,r,x){if(x||document.activeElement!=d)e=b.getSelectionState(), +m=parseFloat(mxUtils.getValue(e.style,mxConstants.STYLE_ROTATION,0)),d.value=isNaN(m)?"":m+"°"});k=this.installInputHandler(d,mxConstants.STYLE_ROTATION,0,0,360,"°",null,!0);this.addKeyHandler(d,u);f.getModel().addListener(mxEvent.CHANGE,u);this.listeners.push({destroy:function(){f.getModel().removeListener(u)}});u()}return a}; BaseFormatPanel.prototype.getUnit=function(){switch(this.editorUi.editor.graph.view.unit){case mxConstants.POINTS:return"pt";case mxConstants.INCHES:return'"';case mxConstants.MILLIMETERS:return"mm";case mxConstants.METERS:return"m"}};BaseFormatPanel.prototype.inUnit=function(a){return this.editorUi.editor.graph.view.formatUnitText(a)}; BaseFormatPanel.prototype.fromUnit=function(a){switch(this.editorUi.editor.graph.view.unit){case mxConstants.POINTS:return a;case mxConstants.INCHES:return a*mxConstants.PIXELS_PER_INCH;case mxConstants.MILLIMETERS:return a*mxConstants.PIXELS_PER_MM;case mxConstants.METERS:return a*mxConstants.PIXELS_PER_MM*1E3}};BaseFormatPanel.prototype.isFloatUnit=function(){return this.editorUi.editor.graph.view.unit!=mxConstants.POINTS}; BaseFormatPanel.prototype.getUnitStep=function(){switch(this.editorUi.editor.graph.view.unit){case mxConstants.POINTS:return 1;case mxConstants.INCHES:return.1;case mxConstants.MILLIMETERS:return.5;case mxConstants.METERS:return.001}}; -ArrangePanel.prototype.addGeometry=function(a){var b=this,f=this.editorUi,e=f.editor.graph,g=e.getModel(),d=f.getSelectionState(),k=this.createPanel();k.style.paddingBottom="8px";var m=document.createElement("div");m.style.position="absolute";m.style.width="50px";m.style.marginTop="0px";m.style.fontWeight="bold";mxUtils.write(m,mxResources.get("size"));k.appendChild(m);var u=this.addUnitInput(k,this.getUnit(),87,52,function(){C.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()), -n=this.addUnitInput(k,this.getUnit(),16,52,function(){F.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),r=document.createElement("div");r.className="geSprite geSprite-fit";r.setAttribute("title",mxResources.get("autosize")+" ("+this.editorUi.actions.get("autosize").shortcut+")");r.style.position="relative";r.style.cursor="pointer";r.style.marginTop="-3px";r.style.border="0px";r.style.left="42px";mxUtils.setOpacity(r,50);mxEvent.addListener(r,"mouseenter",function(){mxUtils.setOpacity(r, -100)});mxEvent.addListener(r,"mouseleave",function(){mxUtils.setOpacity(r,50)});mxEvent.addListener(r,"click",function(){f.actions.get("autosize").funct()});k.appendChild(r);d.row?(u.style.visibility="hidden",u.nextSibling.style.visibility="hidden"):this.addLabel(k,mxResources.get("width"),87);this.addLabel(k,mxResources.get("height"),16);mxUtils.br(k);m=document.createElement("div");m.style.paddingTop="8px";m.style.paddingRight="20px";m.style.whiteSpace="nowrap";m.style.textAlign="right";var x=this.createCellOption(mxResources.get("constrainProportions"), -mxConstants.STYLE_ASPECT,null,"fixed","null");x.style.width="210px";m.appendChild(x);d.cell||d.row?r.style.visibility="hidden":k.appendChild(m);var B=x.getElementsByTagName("input")[0];this.addKeyHandler(u,S);this.addKeyHandler(n,S);var C=this.addGeometryHandler(u,function(U,V,aa){if(e.isTableCell(aa))return e.setTableColumnWidth(aa,V-U.width,!0),!0;0<U.width&&(V=Math.max(1,b.fromUnit(V)),B.checked&&(U.height=Math.round(U.height*V*100/U.width)/100),U.width=V)});var F=this.addGeometryHandler(n,function(U, -V,aa){e.isTableCell(aa)&&(aa=e.model.getParent(aa));if(e.isTableRow(aa))return e.setTableRowHeight(aa,V-U.height),!0;0<U.height&&(V=Math.max(1,b.fromUnit(V)),B.checked&&(U.width=Math.round(U.width*V*100/U.height)/100),U.height=V)});(d.resizable||d.row||d.cell)&&a.appendChild(k);var I=this.createPanel();I.style.paddingBottom="30px";m=document.createElement("div");m.style.position="absolute";m.style.width="70px";m.style.marginTop="0px";m.style.fontWeight="bold";mxUtils.write(m,mxResources.get("position")); -I.appendChild(m);var D=this.addUnitInput(I,this.getUnit(),87,52,function(){T.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),N=this.addUnitInput(I,this.getUnit(),16,52,function(){P.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit());mxUtils.br(I);this.addLabel(I,mxResources.get("left"),87);this.addLabel(I,mxResources.get("top"),16);var S=mxUtils.bind(this,function(U,V,aa){d=f.getSelectionState();if(d.containsLabel||d.vertices.length!=e.getSelectionCount()|| -null==d.width||null==d.height)k.style.display="none";else{k.style.display="";if(aa||document.activeElement!=u)u.value=this.inUnit(d.width)+(""==d.width?"":" "+this.getUnit());if(aa||document.activeElement!=n)n.value=this.inUnit(d.height)+(""==d.height?"":" "+this.getUnit())}if(d.vertices.length==e.getSelectionCount()&&null!=d.x&&null!=d.y){I.style.display="";if(aa||document.activeElement!=D)D.value=this.inUnit(d.x)+(""==d.x?"":" "+this.getUnit());if(aa||document.activeElement!=N)N.value=this.inUnit(d.y)+ -(""==d.y?"":" "+this.getUnit())}else I.style.display="none"});this.addKeyHandler(D,S);this.addKeyHandler(N,S);g.addListener(mxEvent.CHANGE,S);this.listeners.push({destroy:function(){g.removeListener(S)}});S();var T=this.addGeometryHandler(D,function(U,V){V=b.fromUnit(V);U.relative?U.offset.x=V:U.x=V});var P=this.addGeometryHandler(N,function(U,V){V=b.fromUnit(V);U.relative?U.offset.y=V:U.y=V});if(d.movable){if(0==d.edges.length&&1==d.vertices.length&&g.isEdge(g.getParent(d.vertices[0]))){var Z=e.getCellGeometry(d.vertices[0]); -null!=Z&&Z.relative&&(m=mxUtils.button(mxResources.get("center"),mxUtils.bind(this,function(U){g.beginUpdate();try{Z=Z.clone(),Z.x=0,Z.y=0,Z.offset=new mxPoint,g.setGeometry(d.vertices[0],Z)}finally{g.endUpdate()}})),m.setAttribute("title",mxResources.get("center")),m.style.width="210px",m.style.position="absolute",mxUtils.br(I),mxUtils.br(I),I.appendChild(m))}a.appendChild(I)}}; -ArrangePanel.prototype.addGeometryHandler=function(a,b){function f(m){if(""!=a.value){var u=parseFloat(a.value);if(isNaN(u))a.value=d+" "+k.getUnit();else if(u!=d){g.getModel().beginUpdate();try{for(var n=e.getSelectionState().cells,r=0;r<n.length;r++)if(g.getModel().isVertex(n[r])){var x=g.getCellGeometry(n[r]);if(null!=x&&(x=x.clone(),!b(x,u,n[r]))){var B=g.view.getState(n[r]);null!=B&&g.isRecursiveVertexResize(B)&&g.resizeChildCells(n[r],x);g.getModel().setGeometry(n[r],x);g.constrainChildCells(n[r])}}}finally{g.getModel().endUpdate()}d= -u;a.value=u+" "+k.getUnit()}}mxEvent.consume(m)}var e=this.editorUi,g=e.editor.graph,d=null,k=this;mxEvent.addListener(a,"blur",f);mxEvent.addListener(a,"change",f);mxEvent.addListener(a,"focus",function(){d=a.value});return f}; -ArrangePanel.prototype.addEdgeGeometryHandler=function(a,b){function f(k){if(""!=a.value){var m=parseFloat(a.value);if(isNaN(m))a.value=d+" pt";else if(m!=d){g.getModel().beginUpdate();try{for(var u=e.getSelectionState().cells,n=0;n<u.length;n++)if(g.getModel().isEdge(u[n])){var r=g.getCellGeometry(u[n]);null!=r&&(r=r.clone(),b(r,m),g.getModel().setGeometry(u[n],r))}}finally{g.getModel().endUpdate()}d=m;a.value=m+" pt"}}mxEvent.consume(k)}var e=this.editorUi,g=e.editor.graph,d=null;mxEvent.addListener(a, +ArrangePanel.prototype.addGeometry=function(a){var b=this,f=this.editorUi,e=f.editor.graph,g=e.getModel(),d=f.getSelectionState(),k=this.createPanel();k.style.paddingBottom="8px";var n=document.createElement("div");n.style.position="absolute";n.style.width="50px";n.style.marginTop="0px";n.style.fontWeight="bold";mxUtils.write(n,mxResources.get("size"));k.appendChild(n);var u=this.addUnitInput(k,this.getUnit(),87,52,function(){D.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()), +m=this.addUnitInput(k,this.getUnit(),16,52,function(){F.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),r=document.createElement("div");r.className="geSprite geSprite-fit";r.setAttribute("title",mxResources.get("autosize")+" ("+this.editorUi.actions.get("autosize").shortcut+")");r.style.position="relative";r.style.cursor="pointer";r.style.marginTop="-3px";r.style.border="0px";r.style.left="42px";mxUtils.setOpacity(r,50);mxEvent.addListener(r,"mouseenter",function(){mxUtils.setOpacity(r, +100)});mxEvent.addListener(r,"mouseleave",function(){mxUtils.setOpacity(r,50)});mxEvent.addListener(r,"click",function(){f.actions.get("autosize").funct()});k.appendChild(r);d.row?(u.style.visibility="hidden",u.nextSibling.style.visibility="hidden"):this.addLabel(k,mxResources.get("width"),87);this.addLabel(k,mxResources.get("height"),16);mxUtils.br(k);n=document.createElement("div");n.style.paddingTop="8px";n.style.paddingRight="20px";n.style.whiteSpace="nowrap";n.style.textAlign="right";var x=this.createCellOption(mxResources.get("constrainProportions"), +mxConstants.STYLE_ASPECT,null,"fixed","null");x.style.width="210px";n.appendChild(x);d.cell||d.row?r.style.visibility="hidden":k.appendChild(n);var B=x.getElementsByTagName("input")[0];this.addKeyHandler(u,R);this.addKeyHandler(m,R);var D=this.addGeometryHandler(u,function(S,P,X){if(e.isTableCell(X))return e.setTableColumnWidth(X,P-S.width,!0),!0;0<S.width&&(P=Math.max(1,b.fromUnit(P)),B.checked&&(S.height=Math.round(S.height*P*100/S.width)/100),S.width=P)});var F=this.addGeometryHandler(m,function(S, +P,X){e.isTableCell(X)&&(X=e.model.getParent(X));if(e.isTableRow(X))return e.setTableRowHeight(X,P-S.height),!0;0<S.height&&(P=Math.max(1,b.fromUnit(P)),B.checked&&(S.width=Math.round(S.width*P*100/S.height)/100),S.height=P)});(d.resizable||d.row||d.cell)&&a.appendChild(k);var J=this.createPanel();J.style.paddingBottom="30px";n=document.createElement("div");n.style.position="absolute";n.style.width="70px";n.style.marginTop="0px";n.style.fontWeight="bold";mxUtils.write(n,mxResources.get("position")); +J.appendChild(n);var C=this.addUnitInput(J,this.getUnit(),87,52,function(){T.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),O=this.addUnitInput(J,this.getUnit(),16,52,function(){Q.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit());mxUtils.br(J);this.addLabel(J,mxResources.get("left"),87);this.addLabel(J,mxResources.get("top"),16);var R=mxUtils.bind(this,function(S,P,X){d=f.getSelectionState();if(d.containsLabel||d.vertices.length!=e.getSelectionCount()|| +null==d.width||null==d.height)k.style.display="none";else{k.style.display="";if(X||document.activeElement!=u)u.value=this.inUnit(d.width)+(""==d.width?"":" "+this.getUnit());if(X||document.activeElement!=m)m.value=this.inUnit(d.height)+(""==d.height?"":" "+this.getUnit())}if(d.vertices.length==e.getSelectionCount()&&null!=d.x&&null!=d.y){J.style.display="";if(X||document.activeElement!=C)C.value=this.inUnit(d.x)+(""==d.x?"":" "+this.getUnit());if(X||document.activeElement!=O)O.value=this.inUnit(d.y)+ +(""==d.y?"":" "+this.getUnit())}else J.style.display="none"});this.addKeyHandler(C,R);this.addKeyHandler(O,R);g.addListener(mxEvent.CHANGE,R);this.listeners.push({destroy:function(){g.removeListener(R)}});R();var T=this.addGeometryHandler(C,function(S,P){P=b.fromUnit(P);S.relative?S.offset.x=P:S.x=P});var Q=this.addGeometryHandler(O,function(S,P){P=b.fromUnit(P);S.relative?S.offset.y=P:S.y=P});if(d.movable){if(0==d.edges.length&&1==d.vertices.length&&g.isEdge(g.getParent(d.vertices[0]))){var aa=e.getCellGeometry(d.vertices[0]); +null!=aa&&aa.relative&&(n=mxUtils.button(mxResources.get("center"),mxUtils.bind(this,function(S){g.beginUpdate();try{aa=aa.clone(),aa.x=0,aa.y=0,aa.offset=new mxPoint,g.setGeometry(d.vertices[0],aa)}finally{g.endUpdate()}})),n.setAttribute("title",mxResources.get("center")),n.style.width="210px",n.style.position="absolute",mxUtils.br(J),mxUtils.br(J),J.appendChild(n))}a.appendChild(J)}}; +ArrangePanel.prototype.addGeometryHandler=function(a,b){function f(n){if(""!=a.value){var u=parseFloat(a.value);if(isNaN(u))a.value=d+" "+k.getUnit();else if(u!=d){g.getModel().beginUpdate();try{for(var m=e.getSelectionState().cells,r=0;r<m.length;r++)if(g.getModel().isVertex(m[r])){var x=g.getCellGeometry(m[r]);if(null!=x&&(x=x.clone(),!b(x,u,m[r]))){var B=g.view.getState(m[r]);null!=B&&g.isRecursiveVertexResize(B)&&g.resizeChildCells(m[r],x);g.getModel().setGeometry(m[r],x);g.constrainChildCells(m[r])}}}finally{g.getModel().endUpdate()}d= +u;a.value=u+" "+k.getUnit()}}mxEvent.consume(n)}var e=this.editorUi,g=e.editor.graph,d=null,k=this;mxEvent.addListener(a,"blur",f);mxEvent.addListener(a,"change",f);mxEvent.addListener(a,"focus",function(){d=a.value});return f}; +ArrangePanel.prototype.addEdgeGeometryHandler=function(a,b){function f(k){if(""!=a.value){var n=parseFloat(a.value);if(isNaN(n))a.value=d+" pt";else if(n!=d){g.getModel().beginUpdate();try{for(var u=e.getSelectionState().cells,m=0;m<u.length;m++)if(g.getModel().isEdge(u[m])){var r=g.getCellGeometry(u[m]);null!=r&&(r=r.clone(),b(r,n),g.getModel().setGeometry(u[m],r))}}finally{g.getModel().endUpdate()}d=n;a.value=n+" pt"}}mxEvent.consume(k)}var e=this.editorUi,g=e.editor.graph,d=null;mxEvent.addListener(a, "blur",f);mxEvent.addListener(a,"change",f);mxEvent.addListener(a,"focus",function(){d=a.value});return f}; -ArrangePanel.prototype.addEdgeGeometry=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState(),g=this.createPanel(),d=document.createElement("div");d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";d.style.fontWeight="bold";mxUtils.write(d,mxResources.get("width"));g.appendChild(d);var k=this.addUnitInput(g,"pt",12,44,function(){m.apply(this,arguments)});mxUtils.br(g);this.addKeyHandler(k,F);var m=mxUtils.bind(this,function(T){var P=parseInt(k.value);P=Math.min(999, -Math.max(1,isNaN(P)?1:P));if(P!=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth)){var Z=b.getSelectionState().cells;f.setCellStyles("width",P,Z);b.fireEvent(new mxEventObject("styleChanged","keys",["width"],"values",[P],"cells",Z))}k.value=P+" pt";mxEvent.consume(T)});mxEvent.addListener(k,"blur",m);mxEvent.addListener(k,"change",m);a.appendChild(g);var u=this.createPanel();u.style.paddingBottom="30px";d=document.createElement("div");d.style.position= -"absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("linestart"));u.appendChild(d);var n=this.addUnitInput(u,"pt",87,52,function(){I.apply(this,arguments)}),r=this.addUnitInput(u,"pt",16,52,function(){D.apply(this,arguments)});mxUtils.br(u);this.addLabel(u,mxResources.get("left"),87);this.addLabel(u,mxResources.get("top"),16);a.appendChild(u);this.addKeyHandler(n,F);this.addKeyHandler(r,F);var x=this.createPanel();x.style.paddingBottom="30px";d=document.createElement("div"); -d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("lineend"));x.appendChild(d);var B=this.addUnitInput(x,"pt",87,52,function(){N.apply(this,arguments)}),C=this.addUnitInput(x,"pt",16,52,function(){S.apply(this,arguments)});mxUtils.br(x);this.addLabel(x,mxResources.get("left"),87);this.addLabel(x,mxResources.get("top"),16);a.appendChild(x);this.addKeyHandler(B,F);this.addKeyHandler(C,F);var F=mxUtils.bind(this,function(T,P,Z){e=b.getSelectionState(); -T=e.cells[0];if("link"==e.style.shape||"flexArrow"==e.style.shape){if(g.style.display="",Z||document.activeElement!=k)Z=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth),k.value=Z+" pt"}else g.style.display="none";1==e.cells.length&&f.model.isEdge(T)?(Z=f.model.getGeometry(T),null!=Z.sourcePoint&&null==f.model.getTerminal(T,!0)?(n.value=Z.sourcePoint.x,r.value=Z.sourcePoint.y):u.style.display="none",null!=Z.targetPoint&&null==f.model.getTerminal(T,!1)? -(B.value=Z.targetPoint.x,C.value=Z.targetPoint.y):x.style.display="none"):(u.style.display="none",x.style.display="none")});var I=this.addEdgeGeometryHandler(n,function(T,P){T.sourcePoint.x=P});var D=this.addEdgeGeometryHandler(r,function(T,P){T.sourcePoint.y=P});var N=this.addEdgeGeometryHandler(B,function(T,P){T.targetPoint.x=P});var S=this.addEdgeGeometryHandler(C,function(T,P){T.targetPoint.y=P});f.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){f.getModel().removeListener(F)}}); +ArrangePanel.prototype.addEdgeGeometry=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState(),g=this.createPanel(),d=document.createElement("div");d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";d.style.fontWeight="bold";mxUtils.write(d,mxResources.get("width"));g.appendChild(d);var k=this.addUnitInput(g,"pt",12,44,function(){n.apply(this,arguments)});mxUtils.br(g);this.addKeyHandler(k,F);var n=mxUtils.bind(this,function(T){var Q=parseInt(k.value);Q=Math.min(999, +Math.max(1,isNaN(Q)?1:Q));if(Q!=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth)){var aa=b.getSelectionState().cells;f.setCellStyles("width",Q,aa);b.fireEvent(new mxEventObject("styleChanged","keys",["width"],"values",[Q],"cells",aa))}k.value=Q+" pt";mxEvent.consume(T)});mxEvent.addListener(k,"blur",n);mxEvent.addListener(k,"change",n);a.appendChild(g);var u=this.createPanel();u.style.paddingBottom="30px";d=document.createElement("div");d.style.position= +"absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("linestart"));u.appendChild(d);var m=this.addUnitInput(u,"pt",87,52,function(){J.apply(this,arguments)}),r=this.addUnitInput(u,"pt",16,52,function(){C.apply(this,arguments)});mxUtils.br(u);this.addLabel(u,mxResources.get("left"),87);this.addLabel(u,mxResources.get("top"),16);a.appendChild(u);this.addKeyHandler(m,F);this.addKeyHandler(r,F);var x=this.createPanel();x.style.paddingBottom="30px";d=document.createElement("div"); +d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("lineend"));x.appendChild(d);var B=this.addUnitInput(x,"pt",87,52,function(){O.apply(this,arguments)}),D=this.addUnitInput(x,"pt",16,52,function(){R.apply(this,arguments)});mxUtils.br(x);this.addLabel(x,mxResources.get("left"),87);this.addLabel(x,mxResources.get("top"),16);a.appendChild(x);this.addKeyHandler(B,F);this.addKeyHandler(D,F);var F=mxUtils.bind(this,function(T,Q,aa){e=b.getSelectionState(); +T=e.cells[0];if("link"==e.style.shape||"flexArrow"==e.style.shape){if(g.style.display="",aa||document.activeElement!=k)aa=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth),k.value=aa+" pt"}else g.style.display="none";1==e.cells.length&&f.model.isEdge(T)?(aa=f.model.getGeometry(T),null!=aa.sourcePoint&&null==f.model.getTerminal(T,!0)?(m.value=aa.sourcePoint.x,r.value=aa.sourcePoint.y):u.style.display="none",null!=aa.targetPoint&&null==f.model.getTerminal(T, +!1)?(B.value=aa.targetPoint.x,D.value=aa.targetPoint.y):x.style.display="none"):(u.style.display="none",x.style.display="none")});var J=this.addEdgeGeometryHandler(m,function(T,Q){T.sourcePoint.x=Q});var C=this.addEdgeGeometryHandler(r,function(T,Q){T.sourcePoint.y=Q});var O=this.addEdgeGeometryHandler(B,function(T,Q){T.targetPoint.x=Q});var R=this.addEdgeGeometryHandler(D,function(T,Q){T.targetPoint.y=Q});f.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){f.getModel().removeListener(F)}}); F()};TextFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(TextFormatPanel,BaseFormatPanel);TextFormatPanel.prototype.init=function(){this.container.style.borderBottom="none";this.addFont(this.container)}; -TextFormatPanel.prototype.addFont=function(a){function b(da,t){da.style.backgroundImage=t?Editor.isDarkMode()?"linear-gradient(rgb(0 161 241) 0px, rgb(0, 97, 146) 100%)":"linear-gradient(#c5ecff 0px,#87d4fb 100%)":""}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState(),d=this.createTitle(mxResources.get("font"));d.style.paddingLeft="14px";d.style.paddingTop="10px";d.style.paddingBottom="6px";a.appendChild(d);d=this.createPanel();d.style.paddingTop="2px";d.style.paddingBottom="2px";d.style.position= -"relative";d.style.marginLeft="-2px";d.style.borderWidth="0px";d.className="geToolbarContainer";if(e.cellEditor.isContentEditing()){var k=d.cloneNode(),m=this.editorUi.toolbar.addMenu(mxResources.get("style"),mxResources.get("style"),!0,"formatBlock",k,null,!0);m.style.color="rgb(112, 112, 112)";m.style.whiteSpace="nowrap";m.style.overflow="hidden";m.style.margin="0px";this.addArrow(m);m.style.width="200px";m.style.height="15px";m=m.getElementsByTagName("div")[0];m.style.cssFloat="right";a.appendChild(k)}a.appendChild(d); -k=this.createPanel();k.style.marginTop="8px";k.style.borderTop="1px solid #c0c0c0";k.style.paddingTop="6px";k.style.paddingBottom="6px";var u=this.editorUi.toolbar.addMenu("Helvetica",mxResources.get("fontFamily"),!0,"fontFamily",d,null,!0);u.style.color="rgb(112, 112, 112)";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.margin="0px";this.addArrow(u);u.style.width="200px";u.style.height="15px";m=d.cloneNode(!1);m.style.marginLeft="-3px";var n=this.editorUi.toolbar.addItems(["bold", -"italic","underline"],m,!0);n[0].setAttribute("title",mxResources.get("bold")+" ("+this.editorUi.actions.get("bold").shortcut+")");n[1].setAttribute("title",mxResources.get("italic")+" ("+this.editorUi.actions.get("italic").shortcut+")");n[2].setAttribute("title",mxResources.get("underline")+" ("+this.editorUi.actions.get("underline").shortcut+")");var r=this.editorUi.toolbar.addItems(["vertical"],m,!0)[0];a.appendChild(m);this.styleButtons(n);this.styleButtons([r]);var x=d.cloneNode(!1);x.style.marginLeft= -"-3px";x.style.paddingBottom="0px";var B=function(da){return function(){return da()}},C=this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),e.cellEditor.isContentEditing()?function(da){e.cellEditor.alignText(mxConstants.ALIGN_LEFT,da);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_LEFT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_LEFT])),x),F=this.editorUi.toolbar.addButton("geSprite-center", -mxResources.get("center"),e.cellEditor.isContentEditing()?function(da){e.cellEditor.alignText(mxConstants.ALIGN_CENTER,da);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_CENTER],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_CENTER])),x),I=this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),e.cellEditor.isContentEditing()?function(da){e.cellEditor.alignText(mxConstants.ALIGN_RIGHT, -da);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_RIGHT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_RIGHT])),x);this.styleButtons([C,F,I]);if(e.cellEditor.isContentEditing()){var D=this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("strikethrough"),function(){document.execCommand("strikeThrough",!1,null)},m);this.styleButtons([D]);D.firstChild.style.background= +TextFormatPanel.prototype.addFont=function(a){function b(ca,t){ca.style.backgroundImage=t?Editor.isDarkMode()?"linear-gradient(rgb(0 161 241) 0px, rgb(0, 97, 146) 100%)":"linear-gradient(#c5ecff 0px,#87d4fb 100%)":""}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState(),d=this.createTitle(mxResources.get("font"));d.style.paddingLeft="14px";d.style.paddingTop="10px";d.style.paddingBottom="6px";a.appendChild(d);d=this.createPanel();d.style.paddingTop="2px";d.style.paddingBottom="2px";d.style.position= +"relative";d.style.marginLeft="-2px";d.style.borderWidth="0px";d.className="geToolbarContainer";if(e.cellEditor.isContentEditing()){var k=d.cloneNode(),n=this.editorUi.toolbar.addMenu(mxResources.get("style"),mxResources.get("style"),!0,"formatBlock",k,null,!0);n.style.color="rgb(112, 112, 112)";n.style.whiteSpace="nowrap";n.style.overflow="hidden";n.style.margin="0px";this.addArrow(n);n.style.width="200px";n.style.height="15px";n=n.getElementsByTagName("div")[0];n.style.cssFloat="right";a.appendChild(k)}a.appendChild(d); +k=this.createPanel();k.style.marginTop="8px";k.style.borderTop="1px solid #c0c0c0";k.style.paddingTop="6px";k.style.paddingBottom="6px";var u=this.editorUi.toolbar.addMenu("Helvetica",mxResources.get("fontFamily"),!0,"fontFamily",d,null,!0);u.style.color="rgb(112, 112, 112)";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.margin="0px";this.addArrow(u);u.style.width="200px";u.style.height="15px";n=d.cloneNode(!1);n.style.marginLeft="-3px";var m=this.editorUi.toolbar.addItems(["bold", +"italic","underline"],n,!0);m[0].setAttribute("title",mxResources.get("bold")+" ("+this.editorUi.actions.get("bold").shortcut+")");m[1].setAttribute("title",mxResources.get("italic")+" ("+this.editorUi.actions.get("italic").shortcut+")");m[2].setAttribute("title",mxResources.get("underline")+" ("+this.editorUi.actions.get("underline").shortcut+")");var r=this.editorUi.toolbar.addItems(["vertical"],n,!0)[0];a.appendChild(n);this.styleButtons(m);this.styleButtons([r]);var x=d.cloneNode(!1);x.style.marginLeft= +"-3px";x.style.paddingBottom="0px";var B=function(ca){return function(){return ca()}},D=this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),e.cellEditor.isContentEditing()?function(ca){e.cellEditor.alignText(mxConstants.ALIGN_LEFT,ca);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_LEFT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_LEFT])),x),F=this.editorUi.toolbar.addButton("geSprite-center", +mxResources.get("center"),e.cellEditor.isContentEditing()?function(ca){e.cellEditor.alignText(mxConstants.ALIGN_CENTER,ca);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_CENTER],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_CENTER])),x),J=this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),e.cellEditor.isContentEditing()?function(ca){e.cellEditor.alignText(mxConstants.ALIGN_RIGHT, +ca);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_RIGHT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_RIGHT])),x);this.styleButtons([D,F,J]);if(e.cellEditor.isContentEditing()){var C=this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("strikethrough"),function(){document.execCommand("strikeThrough",!1,null)},n);this.styleButtons([C]);C.firstChild.style.background= "url(data:image/svg+xml;base64,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)"; -D.firstChild.style.backgroundPosition="2px 2px";D.firstChild.style.backgroundSize="18px 18px";this.styleButtons([D])}var N=this.editorUi.toolbar.addButton("geSprite-top",mxResources.get("top"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_TOP])),x),S=this.editorUi.toolbar.addButton("geSprite-middle",mxResources.get("middle"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_MIDDLE])),x),T=this.editorUi.toolbar.addButton("geSprite-bottom", -mxResources.get("bottom"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_BOTTOM])),x);this.styleButtons([N,S,T]);a.appendChild(x);var P,Z,U,V,aa;if(e.cellEditor.isContentEditing()){N.style.display="none";S.style.display="none";T.style.display="none";r.style.display="none";var ia=this.editorUi.toolbar.addButton("geSprite-justifyfull",mxResources.get("block"),function(){1==ia.style.opacity&&document.execCommand("justifyfull",!1,null)},x);ia.style.marginRight= -"9px";ia.style.opacity=1;this.styleButtons([ia,P=this.editorUi.toolbar.addButton("geSprite-subscript",mxResources.get("subscript")+" ("+Editor.ctrlKey+"+,)",function(){document.execCommand("subscript",!1,null)},x),Z=this.editorUi.toolbar.addButton("geSprite-superscript",mxResources.get("superscript")+" ("+Editor.ctrlKey+"+.)",function(){document.execCommand("superscript",!1,null)},x)]);P.style.marginLeft="10px";B=x.cloneNode(!1);B.style.paddingTop="4px";x=[this.editorUi.toolbar.addButton("geSprite-orderedlist", +C.firstChild.style.backgroundPosition="2px 2px";C.firstChild.style.backgroundSize="18px 18px";this.styleButtons([C])}var O=this.editorUi.toolbar.addButton("geSprite-top",mxResources.get("top"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_TOP])),x),R=this.editorUi.toolbar.addButton("geSprite-middle",mxResources.get("middle"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_MIDDLE])),x),T=this.editorUi.toolbar.addButton("geSprite-bottom", +mxResources.get("bottom"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_BOTTOM])),x);this.styleButtons([O,R,T]);a.appendChild(x);var Q,aa,S,P,X;if(e.cellEditor.isContentEditing()){O.style.display="none";R.style.display="none";T.style.display="none";r.style.display="none";var ha=this.editorUi.toolbar.addButton("geSprite-justifyfull",mxResources.get("block"),function(){1==ha.style.opacity&&document.execCommand("justifyfull",!1,null)},x);ha.style.marginRight= +"9px";ha.style.opacity=1;this.styleButtons([ha,Q=this.editorUi.toolbar.addButton("geSprite-subscript",mxResources.get("subscript")+" ("+Editor.ctrlKey+"+,)",function(){document.execCommand("subscript",!1,null)},x),aa=this.editorUi.toolbar.addButton("geSprite-superscript",mxResources.get("superscript")+" ("+Editor.ctrlKey+"+.)",function(){document.execCommand("superscript",!1,null)},x)]);Q.style.marginLeft="10px";B=x.cloneNode(!1);B.style.paddingTop="4px";x=[this.editorUi.toolbar.addButton("geSprite-orderedlist", mxResources.get("numberedList"),function(){document.execCommand("insertorderedlist",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-unorderedlist",mxResources.get("bulletedList"),function(){document.execCommand("insertunorderedlist",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-outdent",mxResources.get("decreaseIndent"),function(){document.execCommand("outdent",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-indent",mxResources.get("increaseIndent"),function(){document.execCommand("indent", -!1,null)},B),this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("removeFormat"),function(){document.execCommand("removeformat",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-code",mxResources.get("html"),function(){e.cellEditor.toggleViewMode()},B)];this.styleButtons(x);x[x.length-2].style.marginLeft="10px";a.appendChild(B)}else n[2].style.marginRight="12px",I.style.marginRight="12px";x=d.cloneNode(!1);x.style.marginLeft="0px";x.style.paddingTop="8px";x.style.paddingBottom= -"4px";x.style.fontWeight="normal";mxUtils.write(x,mxResources.get("position"));var ea=document.createElement("select");ea.style.position="absolute";ea.style.left="126px";ea.style.width="98px";ea.style.border="1px solid rgb(160, 160, 160)";ea.style.borderRadius="4px";ea.style.marginTop="-2px";D="topLeft top topRight left center right bottomLeft bottom bottomRight".split(" ");var qa={topLeft:[mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM],top:[mxConstants.ALIGN_CENTER, +!1,null)},B),this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("removeFormat"),function(){document.execCommand("removeformat",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-code",mxResources.get("html"),function(){e.cellEditor.toggleViewMode()},B)];this.styleButtons(x);x[x.length-2].style.marginLeft="10px";a.appendChild(B)}else m[2].style.marginRight="12px",J.style.marginRight="12px";x=d.cloneNode(!1);x.style.marginLeft="0px";x.style.paddingTop="8px";x.style.paddingBottom= +"4px";x.style.fontWeight="normal";mxUtils.write(x,mxResources.get("position"));var fa=document.createElement("select");fa.style.position="absolute";fa.style.left="126px";fa.style.width="98px";fa.style.border="1px solid rgb(160, 160, 160)";fa.style.borderRadius="4px";fa.style.marginTop="-2px";C="topLeft top topRight left center right bottomLeft bottom bottomRight".split(" ");var sa={topLeft:[mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM],top:[mxConstants.ALIGN_CENTER, mxConstants.ALIGN_TOP,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_BOTTOM],topRight:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_TOP,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM],left:[mxConstants.ALIGN_LEFT,mxConstants.ALIGN_MIDDLE,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_MIDDLE],center:[mxConstants.ALIGN_CENTER,mxConstants.ALIGN_MIDDLE,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_MIDDLE],right:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_MIDDLE,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_MIDDLE],bottomLeft:[mxConstants.ALIGN_LEFT, -mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_TOP],bottom:[mxConstants.ALIGN_CENTER,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_TOP],bottomRight:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP]};for(B=0;B<D.length;B++){var O=document.createElement("option");O.setAttribute("value",D[B]);mxUtils.write(O,mxResources.get(D[B]));ea.appendChild(O)}x.appendChild(ea);D=d.cloneNode(!1);D.style.marginLeft="0px";D.style.paddingTop= -"4px";D.style.paddingBottom="4px";D.style.fontWeight="normal";mxUtils.write(D,mxResources.get("writingDirection"));var R=document.createElement("select");R.style.position="absolute";R.style.border="1px solid rgb(160, 160, 160)";R.style.left="126px";R.style.width="98px";R.style.borderRadius="4px";R.style.marginTop="-2px";O=["automatic","leftToRight","rightToLeft"];var G={automatic:null,leftToRight:mxConstants.TEXT_DIRECTION_LTR,rightToLeft:mxConstants.TEXT_DIRECTION_RTL};for(B=0;B<O.length;B++){var K= -document.createElement("option");K.setAttribute("value",O[B]);mxUtils.write(K,mxResources.get(O[B]));R.appendChild(K)}D.appendChild(R);e.isEditing()||(a.appendChild(x),mxEvent.addListener(ea,"change",function(da){e.getModel().beginUpdate();try{var t=qa[ea.value];null!=t&&(e.setCellStyles(mxConstants.STYLE_LABEL_POSITION,t[0],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_LABEL_POSITION,t[1],g.cells),e.setCellStyles(mxConstants.STYLE_ALIGN,t[2],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_ALIGN, -t[3],g.cells))}finally{e.getModel().endUpdate()}mxEvent.consume(da)}),a.appendChild(D),mxEvent.addListener(R,"change",function(da){e.setCellStyles(mxConstants.STYLE_TEXT_DIRECTION,G[R.value],g.cells);mxEvent.consume(da)}));var Q=document.createElement("input");Q.style.position="absolute";Q.style.border="1px solid rgb(160, 160, 160)";Q.style.textAlign="right";Q.style.marginTop="4px";Q.style.left="161px";Q.style.width="53px";Q.style.borderRadius="4px";Q.style.height="23px";Q.style.boxSizing="border-box"; -m.appendChild(Q);var ba=null;x=this.installInputHandler(Q,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize,1,999," pt",function(da){if(window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11){var t=function(H,L){null!=e.cellEditor.textarea&&H!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(H)&&(L||z.containsNode(H,!0))&&("FONT"==H.nodeName?(H.removeAttribute("size"),H.style.fontSize=da+"px"):mxUtils.getCurrentStyle(H).fontSize!=da+"px"&&(mxUtils.getCurrentStyle(H.parentNode).fontSize!= -da+"px"?H.style.fontSize=da+"px":H.style.fontSize=""));f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE],"values",[da],"cells",g.cells))},z=window.getSelection(),A=0<z.rangeCount?z.getRangeAt(0).commonAncestorContainer:e.cellEditor.textarea;A!=e.cellEditor.textarea&&A.nodeType==mxConstants.NODETYPE_ELEMENT||document.execCommand("fontSize",!1,"1");A!=e.cellEditor.textarea&&(A=A.parentNode);if(null!=A&&A.nodeType==mxConstants.NODETYPE_ELEMENT){var E=A.getElementsByTagName("*"); -t(A);for(A=0;A<E.length;A++)t(E[A])}Q.value=da+" pt"}else if(window.getSelection||document.selection)if(t=function(H,L){for(;null!=L;){if(L===H)return!0;L=L.parentNode}return!1},E=null,document.selection?E=document.selection.createRange().parentElement():(z=window.getSelection(),0<z.rangeCount&&(E=z.getRangeAt(0).commonAncestorContainer)),null!=E&&t(e.cellEditor.textarea,E))for(ba=da,document.execCommand("fontSize",!1,"4"),E=e.cellEditor.textarea.getElementsByTagName("font"),A=0;A<E.length;A++)if("4"== -E[A].getAttribute("size")){E[A].removeAttribute("size");E[A].style.fontSize=ba+"px";window.setTimeout(function(){Q.value=ba+" pt";ba=null},0);break}},!0);x=this.createStepper(Q,x,1,10,!0,Menus.prototype.defaultFontSize);x.style.display=Q.style.display;x.style.marginTop="4px";x.style.left="214px";m.appendChild(x);m=u.getElementsByTagName("div")[0];m.style.cssFloat="right";var la=null,ra=e.shapeBackgroundColor,X=null,ca=e.shapeForegroundColor,oa=e.cellEditor.isContentEditing()?this.createColorOption(mxResources.get("backgroundColor"), -function(){return ra},function(da){document.execCommand("backcolor",!1,da!=mxConstants.NONE?da:"transparent");f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_LABEL_BACKGROUNDCOLOR],"values",[da],"cells",g.cells))},e.shapeBackgroundColor,{install:function(da){la=da},destroy:function(){la=null}},null,!0):this.createCellColorOption(mxResources.get("backgroundColor"),mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"default",null,function(da){e.updateLabelElements(g.cells,function(t){t.style.backgroundColor= -null})},e.shapeBackgroundColor);oa.style.fontWeight="bold";var ta=this.createCellColorOption(mxResources.get("borderColor"),mxConstants.STYLE_LABEL_BORDERCOLOR,"default",null,null,e.shapeForegroundColor);ta.style.fontWeight="bold";m=1<=g.vertices.length?e.stylesheet.getDefaultVertexStyle():e.stylesheet.getDefaultEdgeStyle();m=e.cellEditor.isContentEditing()?this.createColorOption(mxResources.get("fontColor"),function(){return ca},function(da){if(mxClient.IS_FF){for(var t=e.cellEditor.textarea.getElementsByTagName("font"), -z=[],A=0;A<t.length;A++)z.push({node:t[A],color:t[A].getAttribute("color")});document.execCommand("forecolor",!1,da!=mxConstants.NONE?da:"transparent");f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[da],"cells",g.cells));da=e.cellEditor.textarea.getElementsByTagName("font");for(A=0;A<da.length;A++)if(A>=z.length||da[A]!=z[A].node||da[A]==z[A].node&&da[A].getAttribute("color")!=z[A].color){z=da[A].firstChild;if(null!=z&&"A"==z.nodeName&&null==z.nextSibling&& -null!=z.firstChild){da[A].parentNode.insertBefore(z,da[A]);for(t=z.firstChild;null!=t;){var E=t.nextSibling;da[A].appendChild(t);t=E}z.appendChild(da[A])}break}}else document.execCommand("forecolor",!1,da!=mxConstants.NONE?da:"transparent"),f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[da],"cells",g.cells))},null!=m[mxConstants.STYLE_FONTCOLOR]?m[mxConstants.STYLE_FONTCOLOR]:e.shapeForegroundColor,{install:function(da){X=da},destroy:function(){X=null}}, -null,!0):this.createCellColorOption(mxResources.get("fontColor"),mxConstants.STYLE_FONTCOLOR,"default",function(da){oa.style.display=da==mxConstants.NONE?"none":"";ta.style.display=oa.style.display},function(da){da==mxConstants.NONE?e.setCellStyles(mxConstants.STYLE_NOLABEL,"1",g.cells):e.setCellStyles(mxConstants.STYLE_NOLABEL,null,g.cells);e.setCellStyles(mxConstants.STYLE_FONTCOLOR,da,g.cells);e.updateLabelElements(g.cells,function(t){t.removeAttribute("color");t.style.color=null})},e.shapeForegroundColor); -m.style.fontWeight="bold";k.appendChild(m);k.appendChild(oa);e.cellEditor.isContentEditing()||k.appendChild(ta);a.appendChild(k);k=this.createPanel();k.style.paddingTop="2px";k.style.paddingBottom="4px";m=e.filterSelectionCells(mxUtils.bind(this,function(da){var t=e.view.getState(da);return null==t||e.isAutoSizeState(t)||e.getModel().isEdge(da)||!e.isTableRow(da)&&!e.isTableCell(da)&&!e.isCellResizable(da)}));x=this.createCellOption(mxResources.get("wordWrap"),mxConstants.STYLE_WHITE_SPACE,null,"wrap", -"null",null,null,!0,m);x.style.fontWeight="bold";0<m.length&&k.appendChild(x);m=this.createCellOption(mxResources.get("formattedText"),"html",0,null,null,null,f.actions.get("formattedText"));m.style.fontWeight="bold";k.appendChild(m);m=this.createPanel();m.style.paddingTop="10px";m.style.paddingBottom="28px";m.style.fontWeight="normal";x=document.createElement("div");x.style.position="absolute";x.style.width="70px";x.style.marginTop="0px";x.style.fontWeight="bold";mxUtils.write(x,mxResources.get("spacing")); -m.appendChild(x);var Ka=this.addUnitInput(m,"pt",87,52,function(){Xa.apply(this,arguments)}),Ha=this.addUnitInput(m,"pt",16,52,function(){$a.apply(this,arguments)});mxUtils.br(m);this.addLabel(m,mxResources.get("top"),87);this.addLabel(m,mxResources.get("global"),16);mxUtils.br(m);mxUtils.br(m);var va=this.addUnitInput(m,"pt",158,52,function(){jb.apply(this,arguments)}),Ca=this.addUnitInput(m,"pt",87,52,function(){Ya.apply(this,arguments)}),sa=this.addUnitInput(m,"pt",16,52,function(){Va.apply(this, -arguments)});mxUtils.br(m);this.addLabel(m,mxResources.get("left"),158);this.addLabel(m,mxResources.get("bottom"),87);this.addLabel(m,mxResources.get("right"),16);if(e.cellEditor.isContentEditing()){var Da=null,Ua=null;a.appendChild(this.createRelativeOption(mxResources.get("lineheight"),null,null,function(da){var t=""==da.value?120:parseInt(da.value);t=Math.max(0,isNaN(t)?120:t);null!=Da&&(e.cellEditor.restoreSelection(Da),Da=null);for(var z=e.getSelectedElement();null!=z&&z.nodeType!=mxConstants.NODETYPE_ELEMENT;)z= -z.parentNode;null!=z&&z==e.cellEditor.textarea&&null!=e.cellEditor.textarea.firstChild&&("P"!=e.cellEditor.textarea.firstChild.nodeName&&(e.cellEditor.textarea.innerHTML="<p>"+e.cellEditor.textarea.innerHTML+"</p>"),z=e.cellEditor.textarea.firstChild);null!=z&&null!=e.cellEditor.textarea&&z!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(z)&&(z.style.lineHeight=t/100);da.value=t+" %"},function(da){Ua=da;mxEvent.addListener(da,"mousedown",function(){document.activeElement==e.cellEditor.textarea&& -(Da=e.cellEditor.saveSelection())});mxEvent.addListener(da,"touchstart",function(){document.activeElement==e.cellEditor.textarea&&(Da=e.cellEditor.saveSelection())});da.value="120 %"}));k=d.cloneNode(!1);k.style.paddingLeft="0px";m=this.editorUi.toolbar.addItems(["link","image"],k,!0);x=[this.editorUi.toolbar.addButton("geSprite-horizontalrule",mxResources.get("insertHorizontalRule"),function(){document.execCommand("inserthorizontalrule",!1)},k),this.editorUi.toolbar.addMenuFunctionInContainer(k, -"geSprite-table",mxResources.get("table"),!1,mxUtils.bind(this,function(da){this.editorUi.menus.addInsertTableItem(da,null,null,!1)}))];this.styleButtons(m);this.styleButtons(x);m=this.createPanel();m.style.paddingTop="10px";m.style.paddingBottom="10px";m.appendChild(this.createTitle(mxResources.get("insert")));m.appendChild(k);a.appendChild(m);m=d.cloneNode(!1);m.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this, 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-mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{null!=U&&null!=aa&&e.deleteRow(U,aa.sectionRowIndex)}catch(da){this.editorUi.handleError(da)}}),m)];this.styleButtons(x);x[2].style.marginRight="10px";k=this.createPanel();k.style.paddingTop="10px";k.style.paddingBottom="10px";k.appendChild(this.createTitle(mxResources.get("table")));k.appendChild(m);d=d.cloneNode(!1);d.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-strokecolor",mxResources.get("borderColor"),mxUtils.bind(this, -function(da){if(null!=U){var t=U.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t,function(z){var A=null==V||null!=da&&mxEvent.isShiftDown(da)?U:V;e.processElements(A,function(E){E.style.border=null});null==z||z==mxConstants.NONE?(A.removeAttribute("border"),A.style.border="",A.style.borderCollapse= -""):(A.setAttribute("border","1"),A.style.border="1px solid "+z,A.style.borderCollapse="collapse")})}}),d),this.editorUi.toolbar.addButton("geSprite-fillcolor",mxResources.get("backgroundColor"),mxUtils.bind(this,function(da){if(null!=U){var t=U.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t, -function(z){var A=null==V||null!=da&&mxEvent.isShiftDown(da)?U:V;e.processElements(A,function(E){E.style.backgroundColor=null});A.style.backgroundColor=null==z||z==mxConstants.NONE?"":z})}}),d),this.editorUi.toolbar.addButton("geSprite-fit",mxResources.get("spacing"),function(){if(null!=U){var da=U.getAttribute("cellPadding")||0;da=new FilenameDialog(f,da,mxResources.get("apply"),mxUtils.bind(this,function(t){null!=t&&0<t.length?U.setAttribute("cellPadding",t):U.removeAttribute("cellPadding")}),mxResources.get("spacing")); -f.showDialog(da.container,300,80,!0,!0);da.init()}},d),this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),function(){null!=U&&U.setAttribute("align","left")},d),this.editorUi.toolbar.addButton("geSprite-center",mxResources.get("center"),function(){null!=U&&U.setAttribute("align","center")},d),this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),function(){null!=U&&U.setAttribute("align","right")},d)];this.styleButtons(x);x[2].style.marginRight="10px";k.appendChild(d); -a.appendChild(k);var db=k}else a.appendChild(k),a.appendChild(this.createRelativeOption(mxResources.get("opacity"),mxConstants.STYLE_TEXT_OPACITY)),a.appendChild(m);for(B=0;3>B;B++)(function(da){mxEvent.addListener(n[da],"click",function(){b(n[da],""==n[da].style.backgroundImage)})})(B);var Ta=mxUtils.bind(this,function(da,t,z){g=f.getSelectionState();da=mxUtils.getValue(g.style,mxConstants.STYLE_FONTSTYLE,0);b(n[0],(da&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD);b(n[1],(da&mxConstants.FONT_ITALIC)== -mxConstants.FONT_ITALIC);b(n[2],(da&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE);u.firstChild.nodeValue=mxUtils.getValue(g.style,mxConstants.STYLE_FONTFAMILY,Menus.prototype.defaultFont);b(r,"0"==mxUtils.getValue(g.style,mxConstants.STYLE_HORIZONTAL,"1"));if(z||document.activeElement!=Q)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize)),Q.value=isNaN(da)?"":da+" pt";da=mxUtils.getValue(g.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER); -b(C,da==mxConstants.ALIGN_LEFT);b(F,da==mxConstants.ALIGN_CENTER);b(I,da==mxConstants.ALIGN_RIGHT);da=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE);b(N,da==mxConstants.ALIGN_TOP);b(S,da==mxConstants.ALIGN_MIDDLE);b(T,da==mxConstants.ALIGN_BOTTOM);da=mxUtils.getValue(g.style,mxConstants.STYLE_LABEL_POSITION,mxConstants.ALIGN_CENTER);t=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_LABEL_POSITION,mxConstants.ALIGN_MIDDLE);ea.value=da==mxConstants.ALIGN_LEFT&& -t==mxConstants.ALIGN_TOP?"topLeft":da==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_TOP?"top":da==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_TOP?"topRight":da==mxConstants.ALIGN_LEFT&&t==mxConstants.ALIGN_BOTTOM?"bottomLeft":da==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_BOTTOM?"bottom":da==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_BOTTOM?"bottomRight":da==mxConstants.ALIGN_LEFT?"left":da==mxConstants.ALIGN_RIGHT?"right":"center";da=mxUtils.getValue(g.style,mxConstants.STYLE_TEXT_DIRECTION, -mxConstants.DEFAULT_TEXT_DIRECTION);da==mxConstants.TEXT_DIRECTION_RTL?R.value="rightToLeft":da==mxConstants.TEXT_DIRECTION_LTR?R.value="leftToRight":da==mxConstants.TEXT_DIRECTION_AUTO&&(R.value="automatic");if(z||document.activeElement!=Ha)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING,2)),Ha.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!=Ka)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_TOP,0)),Ka.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!= -sa)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_RIGHT,0)),sa.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!=Ca)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_BOTTOM,0)),Ca.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!=va)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_LEFT,0)),va.value=isNaN(da)?"":da+" pt"});var $a=this.installInputHandler(Ha,mxConstants.STYLE_SPACING,2,-999,999," pt");var Xa=this.installInputHandler(Ka, -mxConstants.STYLE_SPACING_TOP,0,-999,999," pt");var Va=this.installInputHandler(sa,mxConstants.STYLE_SPACING_RIGHT,0,-999,999," pt");var Ya=this.installInputHandler(Ca,mxConstants.STYLE_SPACING_BOTTOM,0,-999,999," pt");var jb=this.installInputHandler(va,mxConstants.STYLE_SPACING_LEFT,0,-999,999," pt");this.addKeyHandler(Q,Ta);this.addKeyHandler(Ha,Ta);this.addKeyHandler(Ka,Ta);this.addKeyHandler(sa,Ta);this.addKeyHandler(Ca,Ta);this.addKeyHandler(va,Ta);e.getModel().addListener(mxEvent.CHANGE,Ta); -this.listeners.push({destroy:function(){e.getModel().removeListener(Ta)}});Ta();if(e.cellEditor.isContentEditing()){var bb=!1;d=function(){bb||(bb=!0,window.setTimeout(function(){var da=e.getSelectedEditingElement();if(null!=da){var t=function(Aa,Ea){if(null!=Aa&&null!=Ea){if(Aa==Ea)return!0;if(Aa.length>Ea.length+1)return Aa.substring(Aa.length-Ea.length-1,Aa.length)=="-"+Ea}return!1},z=function(Aa){if(null!=e.getParentByName(da,Aa,e.cellEditor.textarea))return!0;for(var Ea=da;null!=Ea&&1==Ea.childNodes.length;)if(Ea= -Ea.childNodes[0],Ea.nodeName==Aa)return!0;return!1},A=function(Aa){Aa=null!=Aa?Aa.fontSize:null;return null!=Aa&&"px"==Aa.substring(Aa.length-2)?parseFloat(Aa):mxConstants.DEFAULT_FONTSIZE},E=function(Aa,Ea,Ma){return null!=Ma.style&&null!=Ea?(Ea=Ea.lineHeight,null!=Ma.style.lineHeight&&"%"==Ma.style.lineHeight.substring(Ma.style.lineHeight.length-1)?parseInt(Ma.style.lineHeight)/100:"px"==Ea.substring(Ea.length-2)?parseFloat(Ea)/Aa:parseInt(Ea)):""},H=mxUtils.getCurrentStyle(da),L=A(H),W=E(L,H,da), -ha=da.getElementsByTagName("*");if(0<ha.length&&window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11)for(var fa=window.getSelection(),ja=0;ja<ha.length;ja++)if(fa.containsNode(ha[ja],!0)){temp=mxUtils.getCurrentStyle(ha[ja]);L=Math.max(A(temp),L);var ua=E(L,temp,ha[ja]);if(ua!=W||isNaN(ua))W=""}null!=H&&(b(n[0],"bold"==H.fontWeight||400<H.fontWeight||z("B")||z("STRONG")),b(n[1],"italic"==H.fontStyle||z("I")||z("EM")),b(n[2],z("U")),b(Z,z("SUP")),b(P,z("SUB")),e.cellEditor.isTableSelected()?(b(ia, 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0)"==H.backgroundColor|| +mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_TOP],bottom:[mxConstants.ALIGN_CENTER,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_TOP],bottomRight:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP]};for(B=0;B<C.length;B++){var K=document.createElement("option");K.setAttribute("value",C[B]);mxUtils.write(K,mxResources.get(C[B]));fa.appendChild(K)}x.appendChild(fa);C=d.cloneNode(!1);C.style.marginLeft="0px";C.style.paddingTop= +"4px";C.style.paddingBottom="4px";C.style.fontWeight="normal";mxUtils.write(C,mxResources.get("writingDirection"));var V=document.createElement("select");V.style.position="absolute";V.style.border="1px solid rgb(160, 160, 160)";V.style.left="126px";V.style.width="98px";V.style.borderRadius="4px";V.style.marginTop="-2px";K=["automatic","leftToRight","rightToLeft"];var G={automatic:null,leftToRight:mxConstants.TEXT_DIRECTION_LTR,rightToLeft:mxConstants.TEXT_DIRECTION_RTL};for(B=0;B<K.length;B++){var M= +document.createElement("option");M.setAttribute("value",K[B]);mxUtils.write(M,mxResources.get(K[B]));V.appendChild(M)}C.appendChild(V);e.isEditing()||(a.appendChild(x),mxEvent.addListener(fa,"change",function(ca){e.getModel().beginUpdate();try{var t=sa[fa.value];null!=t&&(e.setCellStyles(mxConstants.STYLE_LABEL_POSITION,t[0],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_LABEL_POSITION,t[1],g.cells),e.setCellStyles(mxConstants.STYLE_ALIGN,t[2],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_ALIGN, +t[3],g.cells))}finally{e.getModel().endUpdate()}mxEvent.consume(ca)}),a.appendChild(C),mxEvent.addListener(V,"change",function(ca){e.setCellStyles(mxConstants.STYLE_TEXT_DIRECTION,G[V.value],g.cells);mxEvent.consume(ca)}));var U=document.createElement("input");U.style.position="absolute";U.style.border="1px solid rgb(160, 160, 160)";U.style.textAlign="right";U.style.marginTop="4px";U.style.left="161px";U.style.width="53px";U.style.borderRadius="4px";U.style.height="23px";U.style.boxSizing="border-box"; +n.appendChild(U);var ba=null;x=this.installInputHandler(U,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize,1,999," pt",function(ca){if(window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11){var t=function(H,L){null!=e.cellEditor.textarea&&H!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(H)&&(L||z.containsNode(H,!0))&&("FONT"==H.nodeName?(H.removeAttribute("size"),H.style.fontSize=ca+"px"):mxUtils.getCurrentStyle(H).fontSize!=ca+"px"&&(mxUtils.getCurrentStyle(H.parentNode).fontSize!= +ca+"px"?H.style.fontSize=ca+"px":H.style.fontSize=""));f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE],"values",[ca],"cells",g.cells))},z=window.getSelection(),A=0<z.rangeCount?z.getRangeAt(0).commonAncestorContainer:e.cellEditor.textarea;A!=e.cellEditor.textarea&&A.nodeType==mxConstants.NODETYPE_ELEMENT||document.execCommand("fontSize",!1,"1");A!=e.cellEditor.textarea&&(A=A.parentNode);if(null!=A&&A.nodeType==mxConstants.NODETYPE_ELEMENT){var E=A.getElementsByTagName("*"); +t(A);for(A=0;A<E.length;A++)t(E[A])}U.value=ca+" pt"}else if(window.getSelection||document.selection)if(t=function(H,L){for(;null!=L;){if(L===H)return!0;L=L.parentNode}return!1},E=null,document.selection?E=document.selection.createRange().parentElement():(z=window.getSelection(),0<z.rangeCount&&(E=z.getRangeAt(0).commonAncestorContainer)),null!=E&&t(e.cellEditor.textarea,E))for(ba=ca,document.execCommand("fontSize",!1,"4"),E=e.cellEditor.textarea.getElementsByTagName("font"),A=0;A<E.length;A++)if("4"== +E[A].getAttribute("size")){E[A].removeAttribute("size");E[A].style.fontSize=ba+"px";window.setTimeout(function(){U.value=ba+" pt";ba=null},0);break}},!0);x=this.createStepper(U,x,1,10,!0,Menus.prototype.defaultFontSize);x.style.display=U.style.display;x.style.marginTop="4px";x.style.left="214px";n.appendChild(x);n=u.getElementsByTagName("div")[0];n.style.cssFloat="right";var la=null,ra=e.shapeBackgroundColor,Y=null,da=e.shapeForegroundColor,pa=e.cellEditor.isContentEditing()?this.createColorOption(mxResources.get("backgroundColor"), +function(){return ra},function(ca){document.execCommand("backcolor",!1,ca!=mxConstants.NONE?ca:"transparent");f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_LABEL_BACKGROUNDCOLOR],"values",[ca],"cells",g.cells))},e.shapeBackgroundColor,{install:function(ca){la=ca},destroy:function(){la=null}},null,!0):this.createCellColorOption(mxResources.get("backgroundColor"),mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"default",null,function(ca){e.updateLabelElements(g.cells,function(t){t.style.backgroundColor= +null})},e.shapeBackgroundColor);pa.style.fontWeight="bold";var wa=this.createCellColorOption(mxResources.get("borderColor"),mxConstants.STYLE_LABEL_BORDERCOLOR,"default",null,null,e.shapeForegroundColor);wa.style.fontWeight="bold";n=1<=g.vertices.length?e.stylesheet.getDefaultVertexStyle():e.stylesheet.getDefaultEdgeStyle();n=e.cellEditor.isContentEditing()?this.createColorOption(mxResources.get("fontColor"),function(){return da},function(ca){if(mxClient.IS_FF){for(var t=e.cellEditor.textarea.getElementsByTagName("font"), +z=[],A=0;A<t.length;A++)z.push({node:t[A],color:t[A].getAttribute("color")});document.execCommand("forecolor",!1,ca!=mxConstants.NONE?ca:"transparent");f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[ca],"cells",g.cells));ca=e.cellEditor.textarea.getElementsByTagName("font");for(A=0;A<ca.length;A++)if(A>=z.length||ca[A]!=z[A].node||ca[A]==z[A].node&&ca[A].getAttribute("color")!=z[A].color){z=ca[A].firstChild;if(null!=z&&"A"==z.nodeName&&null==z.nextSibling&& +null!=z.firstChild){ca[A].parentNode.insertBefore(z,ca[A]);for(t=z.firstChild;null!=t;){var E=t.nextSibling;ca[A].appendChild(t);t=E}z.appendChild(ca[A])}break}}else document.execCommand("forecolor",!1,ca!=mxConstants.NONE?ca:"transparent"),f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[ca],"cells",g.cells))},null!=n[mxConstants.STYLE_FONTCOLOR]?n[mxConstants.STYLE_FONTCOLOR]:e.shapeForegroundColor,{install:function(ca){Y=ca},destroy:function(){Y=null}}, +null,!0):this.createCellColorOption(mxResources.get("fontColor"),mxConstants.STYLE_FONTCOLOR,"default",function(ca){pa.style.display=ca==mxConstants.NONE?"none":"";wa.style.display=pa.style.display},function(ca){ca==mxConstants.NONE?e.setCellStyles(mxConstants.STYLE_NOLABEL,"1",g.cells):e.setCellStyles(mxConstants.STYLE_NOLABEL,null,g.cells);e.setCellStyles(mxConstants.STYLE_FONTCOLOR,ca,g.cells);e.updateLabelElements(g.cells,function(t){t.removeAttribute("color");t.style.color=null})},e.shapeForegroundColor); +n.style.fontWeight="bold";k.appendChild(n);k.appendChild(pa);e.cellEditor.isContentEditing()||k.appendChild(wa);a.appendChild(k);k=this.createPanel();k.style.paddingTop="2px";k.style.paddingBottom="4px";n=e.filterSelectionCells(mxUtils.bind(this,function(ca){var t=e.view.getState(ca);return null==t||e.isAutoSizeState(t)||e.getModel().isEdge(ca)||!e.isTableRow(ca)&&!e.isTableCell(ca)&&!e.isCellResizable(ca)}));x=this.createCellOption(mxResources.get("wordWrap"),mxConstants.STYLE_WHITE_SPACE,null,"wrap", +"null",null,null,!0,n);x.style.fontWeight="bold";0<n.length&&k.appendChild(x);n=this.createCellOption(mxResources.get("formattedText"),"html",0,null,null,null,f.actions.get("formattedText"));n.style.fontWeight="bold";k.appendChild(n);n=this.createPanel();n.style.paddingTop="10px";n.style.paddingBottom="28px";n.style.fontWeight="normal";x=document.createElement("div");x.style.position="absolute";x.style.width="70px";x.style.marginTop="0px";x.style.fontWeight="bold";mxUtils.write(x,mxResources.get("spacing")); +n.appendChild(x);var Ka=this.addUnitInput(n,"pt",87,52,function(){Ya.apply(this,arguments)}),Ha=this.addUnitInput(n,"pt",16,52,function(){$a.apply(this,arguments)});mxUtils.br(n);this.addLabel(n,mxResources.get("top"),87);this.addLabel(n,mxResources.get("global"),16);mxUtils.br(n);mxUtils.br(n);var ua=this.addUnitInput(n,"pt",158,52,function(){kb.apply(this,arguments)}),Ca=this.addUnitInput(n,"pt",87,52,function(){Za.apply(this,arguments)}),qa=this.addUnitInput(n,"pt",16,52,function(){Va.apply(this, +arguments)});mxUtils.br(n);this.addLabel(n,mxResources.get("left"),158);this.addLabel(n,mxResources.get("bottom"),87);this.addLabel(n,mxResources.get("right"),16);if(e.cellEditor.isContentEditing()){var Da=null,Ua=null;a.appendChild(this.createRelativeOption(mxResources.get("lineheight"),null,null,function(ca){var t=""==ca.value?120:parseInt(ca.value);t=Math.max(0,isNaN(t)?120:t);null!=Da&&(e.cellEditor.restoreSelection(Da),Da=null);for(var z=e.getSelectedElement();null!=z&&z.nodeType!=mxConstants.NODETYPE_ELEMENT;)z= +z.parentNode;null!=z&&z==e.cellEditor.textarea&&null!=e.cellEditor.textarea.firstChild&&("P"!=e.cellEditor.textarea.firstChild.nodeName&&(e.cellEditor.textarea.innerHTML="<p>"+e.cellEditor.textarea.innerHTML+"</p>"),z=e.cellEditor.textarea.firstChild);null!=z&&null!=e.cellEditor.textarea&&z!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(z)&&(z.style.lineHeight=t/100);ca.value=t+" %"},function(ca){Ua=ca;mxEvent.addListener(ca,"mousedown",function(){document.activeElement==e.cellEditor.textarea&& +(Da=e.cellEditor.saveSelection())});mxEvent.addListener(ca,"touchstart",function(){document.activeElement==e.cellEditor.textarea&&(Da=e.cellEditor.saveSelection())});ca.value="120 %"}));k=d.cloneNode(!1);k.style.paddingLeft="0px";n=this.editorUi.toolbar.addItems(["link","image"],k,!0);x=[this.editorUi.toolbar.addButton("geSprite-horizontalrule",mxResources.get("insertHorizontalRule"),function(){document.execCommand("inserthorizontalrule",!1)},k),this.editorUi.toolbar.addMenuFunctionInContainer(k, +"geSprite-table",mxResources.get("table"),!1,mxUtils.bind(this,function(ca){this.editorUi.menus.addInsertTableItem(ca,null,null,!1)}))];this.styleButtons(n);this.styleButtons(x);n=this.createPanel();n.style.paddingTop="10px";n.style.paddingBottom="10px";n.appendChild(this.createTitle(mxResources.get("insert")));n.appendChild(k);a.appendChild(n);n=d.cloneNode(!1);n.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this, +function(){try{null!=S&&e.insertColumn(S,null!=P?P.cellIndex:0)}catch(ca){this.editorUi.handleError(ca)}}),n),this.editorUi.toolbar.addButton("geSprite-insertcolumnafter",mxResources.get("insertColumnAfter"),mxUtils.bind(this,function(){try{null!=S&&e.insertColumn(S,null!=P?P.cellIndex+1:-1)}catch(ca){this.editorUi.handleError(ca)}}),n),this.editorUi.toolbar.addButton("geSprite-deletecolumn",mxResources.get("deleteColumn"),mxUtils.bind(this,function(){try{null!=S&&null!=P&&e.deleteColumn(S,P.cellIndex)}catch(ca){this.editorUi.handleError(ca)}}), +n),this.editorUi.toolbar.addButton("geSprite-insertrowbefore",mxResources.get("insertRowBefore"),mxUtils.bind(this,function(){try{null!=S&&null!=X&&e.insertRow(S,X.sectionRowIndex)}catch(ca){this.editorUi.handleError(ca)}}),n),this.editorUi.toolbar.addButton("geSprite-insertrowafter",mxResources.get("insertRowAfter"),mxUtils.bind(this,function(){try{null!=S&&null!=X&&e.insertRow(S,X.sectionRowIndex+1)}catch(ca){this.editorUi.handleError(ca)}}),n),this.editorUi.toolbar.addButton("geSprite-deleterow", +mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{null!=S&&null!=X&&e.deleteRow(S,X.sectionRowIndex)}catch(ca){this.editorUi.handleError(ca)}}),n)];this.styleButtons(x);x[2].style.marginRight="10px";k=this.createPanel();k.style.paddingTop="10px";k.style.paddingBottom="10px";k.appendChild(this.createTitle(mxResources.get("table")));k.appendChild(n);d=d.cloneNode(!1);d.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-strokecolor",mxResources.get("borderColor"),mxUtils.bind(this, +function(ca){if(null!=S){var t=S.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t,function(z){var A=null==P||null!=ca&&mxEvent.isShiftDown(ca)?S:P;e.processElements(A,function(E){E.style.border=null});null==z||z==mxConstants.NONE?(A.removeAttribute("border"),A.style.border="",A.style.borderCollapse= +""):(A.setAttribute("border","1"),A.style.border="1px solid "+z,A.style.borderCollapse="collapse")})}}),d),this.editorUi.toolbar.addButton("geSprite-fillcolor",mxResources.get("backgroundColor"),mxUtils.bind(this,function(ca){if(null!=S){var t=S.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t, +function(z){var A=null==P||null!=ca&&mxEvent.isShiftDown(ca)?S:P;e.processElements(A,function(E){E.style.backgroundColor=null});A.style.backgroundColor=null==z||z==mxConstants.NONE?"":z})}}),d),this.editorUi.toolbar.addButton("geSprite-fit",mxResources.get("spacing"),function(){if(null!=S){var ca=S.getAttribute("cellPadding")||0;ca=new FilenameDialog(f,ca,mxResources.get("apply"),mxUtils.bind(this,function(t){null!=t&&0<t.length?S.setAttribute("cellPadding",t):S.removeAttribute("cellPadding")}),mxResources.get("spacing")); +f.showDialog(ca.container,300,80,!0,!0);ca.init()}},d),this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),function(){null!=S&&S.setAttribute("align","left")},d),this.editorUi.toolbar.addButton("geSprite-center",mxResources.get("center"),function(){null!=S&&S.setAttribute("align","center")},d),this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),function(){null!=S&&S.setAttribute("align","right")},d)];this.styleButtons(x);x[2].style.marginRight="10px";k.appendChild(d); +a.appendChild(k);var db=k}else a.appendChild(k),a.appendChild(this.createRelativeOption(mxResources.get("opacity"),mxConstants.STYLE_TEXT_OPACITY)),a.appendChild(n);for(B=0;3>B;B++)(function(ca){mxEvent.addListener(m[ca],"click",function(){b(m[ca],""==m[ca].style.backgroundImage)})})(B);var Ta=mxUtils.bind(this,function(ca,t,z){g=f.getSelectionState();ca=mxUtils.getValue(g.style,mxConstants.STYLE_FONTSTYLE,0);b(m[0],(ca&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD);b(m[1],(ca&mxConstants.FONT_ITALIC)== +mxConstants.FONT_ITALIC);b(m[2],(ca&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE);u.firstChild.nodeValue=mxUtils.getValue(g.style,mxConstants.STYLE_FONTFAMILY,Menus.prototype.defaultFont);b(r,"0"==mxUtils.getValue(g.style,mxConstants.STYLE_HORIZONTAL,"1"));if(z||document.activeElement!=U)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize)),U.value=isNaN(ca)?"":ca+" pt";ca=mxUtils.getValue(g.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER); +b(D,ca==mxConstants.ALIGN_LEFT);b(F,ca==mxConstants.ALIGN_CENTER);b(J,ca==mxConstants.ALIGN_RIGHT);ca=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE);b(O,ca==mxConstants.ALIGN_TOP);b(R,ca==mxConstants.ALIGN_MIDDLE);b(T,ca==mxConstants.ALIGN_BOTTOM);ca=mxUtils.getValue(g.style,mxConstants.STYLE_LABEL_POSITION,mxConstants.ALIGN_CENTER);t=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_LABEL_POSITION,mxConstants.ALIGN_MIDDLE);fa.value=ca==mxConstants.ALIGN_LEFT&& +t==mxConstants.ALIGN_TOP?"topLeft":ca==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_TOP?"top":ca==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_TOP?"topRight":ca==mxConstants.ALIGN_LEFT&&t==mxConstants.ALIGN_BOTTOM?"bottomLeft":ca==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_BOTTOM?"bottom":ca==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_BOTTOM?"bottomRight":ca==mxConstants.ALIGN_LEFT?"left":ca==mxConstants.ALIGN_RIGHT?"right":"center";ca=mxUtils.getValue(g.style,mxConstants.STYLE_TEXT_DIRECTION, +mxConstants.DEFAULT_TEXT_DIRECTION);ca==mxConstants.TEXT_DIRECTION_RTL?V.value="rightToLeft":ca==mxConstants.TEXT_DIRECTION_LTR?V.value="leftToRight":ca==mxConstants.TEXT_DIRECTION_AUTO&&(V.value="automatic");if(z||document.activeElement!=Ha)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING,2)),Ha.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!=Ka)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_TOP,0)),Ka.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!= +qa)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_RIGHT,0)),qa.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!=Ca)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_BOTTOM,0)),Ca.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!=ua)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_LEFT,0)),ua.value=isNaN(ca)?"":ca+" pt"});var $a=this.installInputHandler(Ha,mxConstants.STYLE_SPACING,2,-999,999," pt");var Ya=this.installInputHandler(Ka, +mxConstants.STYLE_SPACING_TOP,0,-999,999," pt");var Va=this.installInputHandler(qa,mxConstants.STYLE_SPACING_RIGHT,0,-999,999," pt");var Za=this.installInputHandler(Ca,mxConstants.STYLE_SPACING_BOTTOM,0,-999,999," pt");var kb=this.installInputHandler(ua,mxConstants.STYLE_SPACING_LEFT,0,-999,999," pt");this.addKeyHandler(U,Ta);this.addKeyHandler(Ha,Ta);this.addKeyHandler(Ka,Ta);this.addKeyHandler(qa,Ta);this.addKeyHandler(Ca,Ta);this.addKeyHandler(ua,Ta);e.getModel().addListener(mxEvent.CHANGE,Ta); +this.listeners.push({destroy:function(){e.getModel().removeListener(Ta)}});Ta();if(e.cellEditor.isContentEditing()){var bb=!1;d=function(){bb||(bb=!0,window.setTimeout(function(){var ca=e.getSelectedEditingElement();if(null!=ca){var t=function(Aa,Ea){if(null!=Aa&&null!=Ea){if(Aa==Ea)return!0;if(Aa.length>Ea.length+1)return Aa.substring(Aa.length-Ea.length-1,Aa.length)=="-"+Ea}return!1},z=function(Aa){if(null!=e.getParentByName(ca,Aa,e.cellEditor.textarea))return!0;for(var Ea=ca;null!=Ea&&1==Ea.childNodes.length;)if(Ea= +Ea.childNodes[0],Ea.nodeName==Aa)return!0;return!1},A=function(Aa){Aa=null!=Aa?Aa.fontSize:null;return null!=Aa&&"px"==Aa.substring(Aa.length-2)?parseFloat(Aa):mxConstants.DEFAULT_FONTSIZE},E=function(Aa,Ea,Ma){return null!=Ma.style&&null!=Ea?(Ea=Ea.lineHeight,null!=Ma.style.lineHeight&&"%"==Ma.style.lineHeight.substring(Ma.style.lineHeight.length-1)?parseInt(Ma.style.lineHeight)/100:"px"==Ea.substring(Ea.length-2)?parseFloat(Ea)/Aa:parseInt(Ea)):""},H=mxUtils.getCurrentStyle(ca),L=A(H),W=E(L,H,ca), +ia=ca.getElementsByTagName("*");if(0<ia.length&&window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11)for(var ea=window.getSelection(),ja=0;ja<ia.length;ja++)if(ea.containsNode(ia[ja],!0)){temp=mxUtils.getCurrentStyle(ia[ja]);L=Math.max(A(temp),L);var ta=E(L,temp,ia[ja]);if(ta!=W||isNaN(ta))W=""}null!=H&&(b(m[0],"bold"==H.fontWeight||400<H.fontWeight||z("B")||z("STRONG")),b(m[1],"italic"==H.fontStyle||z("I")||z("EM")),b(m[2],z("U")),b(aa,z("SUP")),b(Q,z("SUB")),e.cellEditor.isTableSelected()?(b(ha, +t(H.textAlign,"justify")),b(D,t(H.textAlign,"left")),b(F,t(H.textAlign,"center")),b(J,t(H.textAlign,"right"))):(z=e.cellEditor.align||mxUtils.getValue(g.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),t(H.textAlign,"justify")?(b(ha,t(H.textAlign,"justify")),b(D,!1),b(F,!1),b(J,!1)):(b(ha,!1),b(D,z==mxConstants.ALIGN_LEFT),b(F,z==mxConstants.ALIGN_CENTER),b(J,z==mxConstants.ALIGN_RIGHT))),S=e.getParentByName(ca,"TABLE",e.cellEditor.textarea),X=null==S?null:e.getParentByName(ca,"TR",S),P=null== +S?null:e.getParentByNames(ca,["TD","TH"],S),db.style.display=null!=S?"":"none",document.activeElement!=U&&("FONT"==ca.nodeName&&"4"==ca.getAttribute("size")&&null!=ba?(ca.removeAttribute("size"),ca.style.fontSize=ba+" pt",ba=null):U.value=isNaN(L)?"":L+" pt",ta=parseFloat(W),isNaN(ta)?Ua.value="100 %":Ua.value=Math.round(100*ta)+" %"),null!=Y&&(da="rgba(0, 0, 0, 0)"==H.color||"transparent"==H.color?mxConstants.NONE:mxUtils.rgba2hex(H.color),Y(da,!0)),null!=la&&(ra="rgba(0, 0, 0, 0)"==H.backgroundColor|| "transparent"==H.backgroundColor?mxConstants.NONE:mxUtils.rgba2hex(H.backgroundColor),la(ra,!0)),null!=u.firstChild&&(u.firstChild.nodeValue=Graph.stripQuotes(H.fontFamily)))}bb=!1},0))};(mxClient.IS_FF||mxClient.IS_EDGE||mxClient.IS_IE||mxClient.IS_IE11)&&mxEvent.addListener(e.cellEditor.textarea,"DOMSubtreeModified",d);mxEvent.addListener(e.cellEditor.textarea,"input",d);mxEvent.addListener(e.cellEditor.textarea,"touchend",d);mxEvent.addListener(e.cellEditor.textarea,"mouseup",d);mxEvent.addListener(e.cellEditor.textarea, "keyup",d);this.listeners.push({destroy:function(){}});d()}return a};StyleFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(StyleFormatPanel,BaseFormatPanel);StyleFormatPanel.prototype.defaultStrokeColor="black"; StyleFormatPanel.prototype.init=function(){var a=this.editorUi.getSelectionState();!a.containsLabel&&0<a.cells.length&&(a.containsImage&&1==a.vertices.length&&"image"==a.style.shape&&null!=a.style.image&&"data:image/svg+xml;"==a.style.image.substring(0,19)&&this.container.appendChild(this.addSvgStyles(this.createPanel())),a.fill&&this.container.appendChild(this.addFill(this.createPanel())),this.container.appendChild(this.addStroke(this.createPanel())),this.container.appendChild(this.addLineJumps(this.createPanel())), a=this.createRelativeOption(mxResources.get("opacity"),mxConstants.STYLE_OPACITY),a.style.paddingTop="8px",a.style.paddingBottom="8px",this.container.appendChild(a),this.container.appendChild(this.addEffects(this.createPanel())));a=this.addEditOps(this.createPanel());null!=a.firstChild&&mxUtils.br(a);this.container.appendChild(this.addStyleOps(a))}; StyleFormatPanel.prototype.getCssRules=function(a){var b=document.implementation.createHTMLDocument(""),f=document.createElement("style");mxUtils.setTextContent(f,a);b.body.appendChild(f);return f.sheet.cssRules}; -StyleFormatPanel.prototype.addSvgStyles=function(a){var b=this.editorUi.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";a.style.fontWeight="bold";a.style.display="none";try{var f=b.style.editableCssRules;if(null!=f){var e=new RegExp(f),g=b.style.image.substring(b.style.image.indexOf(",")+1),d=window.atob?atob(g):Base64.decode(g,!0),k=mxUtils.parseXml(d);if(null!=k){var m=k.getElementsByTagName("style");for(b=0;b<m.length;b++){var u=this.getCssRules(mxUtils.getTextContent(m[b])); -for(f=0;f<u.length;f++)this.addSvgRule(a,u[f],k,m[b],u,f,e)}}}}catch(n){}return a}; -StyleFormatPanel.prototype.addSvgRule=function(a,b,f,e,g,d,k){var m=this.editorUi,u=m.editor.graph;k.test(b.selectorText)&&(k=mxUtils.bind(this,function(n,r,x){var B=mxUtils.trim(n.style[r]);""!=B&&"url("!=B.substring(0,4)&&(n=this.createColorOption(x+" "+n.selectorText,function(){var C=B;return(C=C.match(/^rgba?[\s+]?\([\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?/i))&&4===C.length?"#"+("0"+parseInt(C[1],10).toString(16)).slice(-2)+("0"+parseInt(C[2],10).toString(16)).slice(-2)+("0"+parseInt(C[3], -10).toString(16)).slice(-2):""},mxUtils.bind(this,function(C){g[d].style[r]=C;C="";for(var F=0;F<g.length;F++)C+=g[F].cssText+" ";e.textContent=C;C=mxUtils.getXml(f.documentElement);u.setCellStyles(mxConstants.STYLE_IMAGE,"data:image/svg+xml,"+(window.btoa?btoa(C):Base64.encode(C,!0)),m.getSelectionState().cells)}),"#ffffff",{install:function(C){},destroy:function(){}}),a.appendChild(n),a.style.display="")}),k(b,"fill",mxResources.get("fill")),k(b,"stroke",mxResources.get("line")),k(b,"stop-color", +StyleFormatPanel.prototype.addSvgStyles=function(a){var b=this.editorUi.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";a.style.fontWeight="bold";a.style.display="none";try{var f=b.style.editableCssRules;if(null!=f){var e=new RegExp(f),g=b.style.image.substring(b.style.image.indexOf(",")+1),d=window.atob?atob(g):Base64.decode(g,!0),k=mxUtils.parseXml(d);if(null!=k){var n=k.getElementsByTagName("style");for(b=0;b<n.length;b++){var u=this.getCssRules(mxUtils.getTextContent(n[b])); +for(f=0;f<u.length;f++)this.addSvgRule(a,u[f],k,n[b],u,f,e)}}}}catch(m){}return a}; +StyleFormatPanel.prototype.addSvgRule=function(a,b,f,e,g,d,k){var n=this.editorUi,u=n.editor.graph;k.test(b.selectorText)&&(k=mxUtils.bind(this,function(m,r,x){var B=mxUtils.trim(m.style[r]);""!=B&&"url("!=B.substring(0,4)&&(m=this.createColorOption(x+" "+m.selectorText,function(){var D=B;return(D=D.match(/^rgba?[\s+]?\([\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?/i))&&4===D.length?"#"+("0"+parseInt(D[1],10).toString(16)).slice(-2)+("0"+parseInt(D[2],10).toString(16)).slice(-2)+("0"+parseInt(D[3], +10).toString(16)).slice(-2):""},mxUtils.bind(this,function(D){g[d].style[r]=D;D="";for(var F=0;F<g.length;F++)D+=g[F].cssText+" ";e.textContent=D;D=mxUtils.getXml(f.documentElement);u.setCellStyles(mxConstants.STYLE_IMAGE,"data:image/svg+xml,"+(window.btoa?btoa(D):Base64.encode(D,!0)),n.getSelectionState().cells)}),"#ffffff",{install:function(D){},destroy:function(){}}),a.appendChild(m),a.style.display="")}),k(b,"fill",mxResources.get("fill")),k(b,"stroke",mxResources.get("line")),k(b,"stop-color", mxResources.get("gradient")))}; StyleFormatPanel.prototype.addEditOps=function(a){var b=this.editorUi.getSelectionState(),f=null;1==b.cells.length&&(f=mxUtils.button(mxResources.get("editStyle"),mxUtils.bind(this,function(e){this.editorUi.actions.get("editStyle").funct()})),f.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),f.style.width="210px",f.style.marginBottom="2px",a.appendChild(f));b.image&&0<b.cells.length&&(b=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this, function(e){this.editorUi.actions.get("image").funct()})),b.setAttribute("title",mxResources.get("editImage")),b.style.marginBottom="2px",null==f?b.style.width="210px":(f.style.width="104px",b.style.width="104px",b.style.marginLeft="2px"),a.appendChild(b));return a}; -StyleFormatPanel.prototype.addFill=function(a){function b(){k.innerHTML="";C=1;for(var I=0;I<Editor.fillStyles.length;I++){var D=document.createElement("option");D.setAttribute("value",Editor.fillStyles[I].val);mxUtils.write(D,Editor.fillStyles[I].dispName);k.appendChild(D)}}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";var d=document.createElement("select");d.style.position="absolute";d.style.left="104px";d.style.width="70px";d.style.height= -"22px";d.style.padding="0px";d.style.marginTop="-3px";d.style.borderRadius="4px";d.style.border="1px solid rgb(160, 160, 160)";d.style.boxSizing="border-box";var k=d.cloneNode(!1);mxEvent.addListener(d,"click",function(I){mxEvent.consume(I)});mxEvent.addListener(k,"click",function(I){mxEvent.consume(I)});var m=1<=g.vertices.length?e.stylesheet.getDefaultVertexStyle():e.stylesheet.getDefaultEdgeStyle(),u=this.createCellColorOption(mxResources.get("gradient"),mxConstants.STYLE_GRADIENTCOLOR,null!=m[mxConstants.STYLE_GRADIENTCOLOR]? -m[mxConstants.STYLE_GRADIENTCOLOR]:"#ffffff",function(I){d.style.display=null==I||I==mxConstants.NONE?"none":""},function(I){e.updateCellStyles({gradientColor:I},e.getSelectionCells())}),n="image"==g.style.shape?mxConstants.STYLE_IMAGE_BACKGROUND:mxConstants.STYLE_FILLCOLOR;m=this.createCellColorOption(mxResources.get("fill"),n,"default",null,mxUtils.bind(this,function(I){e.setCellStyles(n,I,g.cells)}),e.shapeBackgroundColor);m.style.fontWeight="bold";var r=mxUtils.getValue(g.style,n,null);u.style.display= -null!=r&&r!=mxConstants.NONE&&g.fill&&"image"!=g.style.shape?"":"none";var x=[mxConstants.DIRECTION_NORTH,mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_RADIAL];for(r=0;r<x.length;r++){var B=document.createElement("option");B.setAttribute("value",x[r]);mxUtils.write(B,mxResources.get(x[r]));d.appendChild(B)}u.appendChild(d);var C;b();m.appendChild(k);var F=mxUtils.bind(this,function(){g=f.getSelectionState();var I=mxUtils.getValue(g.style,mxConstants.STYLE_GRADIENT_DIRECTION, -mxConstants.DIRECTION_SOUTH),D=mxUtils.getValue(g.style,"fillStyle","auto");""==I&&(I=mxConstants.DIRECTION_SOUTH);d.value=I;a.style.display=g.fill?"":"none";I=mxUtils.getValue(g.style,n,null);if(g.fill&&null!=I&&I!=mxConstants.NONE&&"filledEdge"!=g.style.shape){if("1"==g.style.sketch){if(2!=C){k.innerHTML="";C=2;for(I=0;I<Editor.roughFillStyles.length;I++){var N=document.createElement("option");N.setAttribute("value",Editor.roughFillStyles[I].val);mxUtils.write(N,Editor.roughFillStyles[I].dispName); -k.appendChild(N)}k.value="auto"}}else 1!=C&&b();k.value=D;k.value||(D="auto",k.value=D);k.style.display="1"==g.style.sketch||"none"==d.style.display?"":"none";u.style.display=g.containsImage||"1"==g.style.sketch&&"solid"!=D&&"auto"!=D?"none":""}else k.style.display="none",u.style.display="none"});e.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){e.getModel().removeListener(F)}});F();mxEvent.addListener(d,"change",function(I){e.setCellStyles(mxConstants.STYLE_GRADIENT_DIRECTION, -d.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_GRADIENT_DIRECTION],"values",[d.value],"cells",g.cells));mxEvent.consume(I)});mxEvent.addListener(k,"change",function(I){e.setCellStyles("fillStyle",k.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",["fillStyle"],"values",[k.value],"cells",g.cells));mxEvent.consume(I)});a.appendChild(m);a.appendChild(u);m=this.getCustomColors();for(r=0;r<m.length;r++)a.appendChild(this.createCellColorOption(m[r].title, +StyleFormatPanel.prototype.addFill=function(a){function b(){k.innerHTML="";D=1;for(var J=0;J<Editor.fillStyles.length;J++){var C=document.createElement("option");C.setAttribute("value",Editor.fillStyles[J].val);mxUtils.write(C,Editor.fillStyles[J].dispName);k.appendChild(C)}}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";var d=document.createElement("select");d.style.position="absolute";d.style.left="104px";d.style.width="70px";d.style.height= +"22px";d.style.padding="0px";d.style.marginTop="-3px";d.style.borderRadius="4px";d.style.border="1px solid rgb(160, 160, 160)";d.style.boxSizing="border-box";var k=d.cloneNode(!1);mxEvent.addListener(d,"click",function(J){mxEvent.consume(J)});mxEvent.addListener(k,"click",function(J){mxEvent.consume(J)});var n=this.createCellColorOption(mxResources.get("gradient"),mxConstants.STYLE_GRADIENTCOLOR,"default",function(J){d.style.display=null==J||J==mxConstants.NONE?"none":""},function(J){e.updateCellStyles({gradientColor:J}, +e.getSelectionCells())},e.getDefaultColor(g.style,mxConstants.STYLE_GRADIENTCOLOR,e.shapeForegroundColor,e.shapeBackgroundColor)),u="image"==g.style.shape?mxConstants.STYLE_IMAGE_BACKGROUND:mxConstants.STYLE_FILLCOLOR,m=this.createCellColorOption(mxResources.get("fill"),u,"default",null,mxUtils.bind(this,function(J){e.setCellStyles(u,J,g.cells)}),e.getDefaultColor(g.style,u,e.shapeBackgroundColor,e.shapeForegroundColor));m.style.fontWeight="bold";var r=mxUtils.getValue(g.style,u,null);n.style.display= +null!=r&&r!=mxConstants.NONE&&g.fill&&"image"!=g.style.shape?"":"none";var x=[mxConstants.DIRECTION_NORTH,mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_RADIAL];for(r=0;r<x.length;r++){var B=document.createElement("option");B.setAttribute("value",x[r]);mxUtils.write(B,mxResources.get(x[r]));d.appendChild(B)}n.appendChild(d);var D;b();m.appendChild(k);var F=mxUtils.bind(this,function(){g=f.getSelectionState();var J=mxUtils.getValue(g.style,mxConstants.STYLE_GRADIENT_DIRECTION, +mxConstants.DIRECTION_SOUTH),C=mxUtils.getValue(g.style,"fillStyle","auto");""==J&&(J=mxConstants.DIRECTION_SOUTH);d.value=J;a.style.display=g.fill?"":"none";J=mxUtils.getValue(g.style,u,null);if(g.fill&&null!=J&&J!=mxConstants.NONE&&"filledEdge"!=g.style.shape){if("1"==g.style.sketch){if(2!=D){k.innerHTML="";D=2;for(J=0;J<Editor.roughFillStyles.length;J++){var O=document.createElement("option");O.setAttribute("value",Editor.roughFillStyles[J].val);mxUtils.write(O,Editor.roughFillStyles[J].dispName); +k.appendChild(O)}k.value="auto"}}else 1!=D&&b();k.value=C;k.value||(C="auto",k.value=C);k.style.display="1"==g.style.sketch||"none"==d.style.display?"":"none";n.style.display=g.containsImage||"1"==g.style.sketch&&"solid"!=C&&"auto"!=C?"none":""}else k.style.display="none",n.style.display="none"});e.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){e.getModel().removeListener(F)}});F();mxEvent.addListener(d,"change",function(J){e.setCellStyles(mxConstants.STYLE_GRADIENT_DIRECTION, +d.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_GRADIENT_DIRECTION],"values",[d.value],"cells",g.cells));mxEvent.consume(J)});mxEvent.addListener(k,"change",function(J){e.setCellStyles("fillStyle",k.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",["fillStyle"],"values",[k.value],"cells",g.cells));mxEvent.consume(J)});a.appendChild(m);a.appendChild(n);m=this.getCustomColors();for(r=0;r<m.length;r++)a.appendChild(this.createCellColorOption(m[r].title, m[r].key,m[r].defaultValue));return a};StyleFormatPanel.prototype.getCustomColors=function(){var a=[];this.editorUi.getSelectionState().swimlane&&a.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return a}; -StyleFormatPanel.prototype.addStroke=function(a){function b(X){var ca=parseFloat(D.value);ca=Math.min(999,Math.max(0,isNaN(ca)?1:ca));ca!=mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,ca,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[ca],"cells",d.cells)));D.value=ca+" pt";mxEvent.consume(X)}function f(X){var ca=parseFloat(N.value);ca=Math.min(999,Math.max(0,isNaN(ca)?1:ca));ca!=mxUtils.getValue(d.style, -mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,ca,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[ca],"cells",d.cells)));N.value=ca+" pt";mxEvent.consume(X)}var e=this.editorUi,g=e.editor.graph,d=e.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="4px";a.style.whiteSpace="normal";var k=document.createElement("div");k.style.fontWeight="bold";d.stroke||(k.style.display="none");var m=document.createElement("select"); -m.style.position="absolute";m.style.height="22px";m.style.padding="0px";m.style.marginTop="-3px";m.style.boxSizing="border-box";m.style.left="94px";m.style.width="80px";m.style.border="1px solid rgb(160, 160, 160)";m.style.borderRadius="4px";for(var u=["sharp","rounded","curved"],n=0;n<u.length;n++){var r=document.createElement("option");r.setAttribute("value",u[n]);mxUtils.write(r,mxResources.get(u[n]));m.appendChild(r)}mxEvent.addListener(m,"change",function(X){g.getModel().beginUpdate();try{var ca= -[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],oa=["0",null];"rounded"==m.value?oa=["1",null]:"curved"==m.value&&(oa=[null,"1"]);for(var ta=0;ta<ca.length;ta++)g.setCellStyles(ca[ta],oa[ta],d.cells);e.fireEvent(new mxEventObject("styleChanged","keys",ca,"values",oa,"cells",d.cells))}finally{g.getModel().endUpdate()}mxEvent.consume(X)});mxEvent.addListener(m,"click",function(X){mxEvent.consume(X)});var x="image"==d.style.shape?mxConstants.STYLE_IMAGE_BORDER:mxConstants.STYLE_STROKECOLOR;u="image"== -d.style.shape?mxResources.get("border"):mxResources.get("line");u=this.createCellColorOption(u,x,"default",null,mxUtils.bind(this,function(X){g.setCellStyles(x,X,d.cells)}),g.shapeForegroundColor);u.appendChild(m);k.appendChild(u);var B=k.cloneNode(!1);B.style.fontWeight="normal";B.style.whiteSpace="nowrap";B.style.position="relative";B.style.paddingLeft="0px";B.style.marginBottom="2px";B.style.overflow="hidden";B.style.marginTop="2px";B.style.width="220px";B.className="geToolbarContainer";var C= -mxUtils.bind(this,function(X,ca,oa,ta,Ka){X=this.editorUi.menus.styleChange(X,"",ta,Ka,"geIcon",null);ta=document.createElement("div");ta.style.width=ca+"px";ta.style.height="1px";ta.style.borderBottom="1px "+oa+" "+this.defaultStrokeColor;ta.style.paddingTop="6px";X.firstChild.firstChild.style.padding="0px 4px 0px 4px";X.firstChild.firstChild.style.width=ca+"px";X.firstChild.firstChild.appendChild(ta);return X});n=this.editorUi.toolbar.addMenuFunctionInContainer(B,"geSprite-orthogonal",mxResources.get("pattern"), -!1,mxUtils.bind(this,function(X){C(X,75,"solid",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));C(X,75,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));C(X,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");C(X,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN], -["1","1 2"]).setAttribute("title",mxResources.get("dotted")+" (2)");C(X,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));var F=B.cloneNode(!1),I=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-connection",mxResources.get("connection"),!1,mxUtils.bind(this,function(X){this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],[null, -null,null,null],"geIcon geSprite geSprite-connection",null,!0).setAttribute("title",mxResources.get("line"));this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["link",null,null,null],"geIcon geSprite geSprite-linkedge",null,!0).setAttribute("title",mxResources.get("link"));this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["flexArrow",null,null,null], -"geIcon geSprite geSprite-arrow",null,!0).setAttribute("title",mxResources.get("arrow"));this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",null,!0).setAttribute("title",mxResources.get("simpleArrow"))}));r=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-orthogonal",mxResources.get("pattern"),!1,mxUtils.bind(this,function(X){C(X,33,"solid",[mxConstants.STYLE_DASHED, -mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));C(X,33,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));C(X,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");C(X,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 2"]).setAttribute("title",mxResources.get("dotted")+ -" (2)");C(X,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));u=B.cloneNode(!1);var D=document.createElement("input");D.style.position="absolute";D.style.textAlign="right";D.style.marginTop="2px";D.style.width="52px";D.style.height="21px";D.style.left="146px";D.style.border="1px solid rgb(160, 160, 160)";D.style.borderRadius="4px";D.style.boxSizing="border-box";D.setAttribute("title",mxResources.get("linewidth")); -B.appendChild(D);var N=D.cloneNode(!0);F.appendChild(N);var S=this.createStepper(D,b,1,9);S.style.display=D.style.display;S.style.marginTop="2px";S.style.left="198px";B.appendChild(S);S=this.createStepper(N,f,1,9);S.style.display=N.style.display;S.style.marginTop="2px";N.style.position="absolute";S.style.left="198px";F.appendChild(S);mxEvent.addListener(D,"blur",b);mxEvent.addListener(D,"change",b);mxEvent.addListener(N,"blur",f);mxEvent.addListener(N,"change",f);var T=this.editorUi.toolbar.addMenuFunctionInContainer(u, -"geSprite-orthogonal",mxResources.get("waypoints"),!1,mxUtils.bind(this,function(X){"arrow"!=d.style.shape&&(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],[null,null,null],"geIcon geSprite geSprite-straight",null,!0).setAttribute("title",mxResources.get("straight")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle",null,null],"geIcon geSprite geSprite-orthogonal", -null,!0).setAttribute("title",mxResources.get("orthogonal")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle", -"vertical",null,null],"geIcon geSprite geSprite-verticalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED, -mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle","vertical",null,null],"geIcon geSprite geSprite-verticalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),"connector"==d.style.shape&&this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle","1",null],"geIcon geSprite geSprite-curved",null,!0).setAttribute("title",mxResources.get("curved")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE, -mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["entityRelationEdgeStyle",null,null],"geIcon geSprite geSprite-entity",null,!0).setAttribute("title",mxResources.get("entityRelation")))})),P=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-startclassic",mxResources.get("linestart"),!1,mxUtils.bind(this,function(X){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var ca=this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW, -"startFill"],[mxConstants.NONE,0],"geIcon",null,!1);ca.setAttribute("title",mxResources.get("none"));var oa=document.createElement("font");oa.style.fontSize="10px";mxUtils.write(oa,mxResources.get("none"));ca.firstChild.firstChild.appendChild(oa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src)), -Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,1],null, -null,!1,Format.blockThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"], -[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["box",0],null,null,!1,Format.boxMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW, -"startFill"],["circle",1],null,null,!1,Format.circleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"], -["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"], -["ERzeroToOne",0],null,null,!1,Format.ERzeroToOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW, -"startFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src))):this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",mxResources.get("block"));X.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=X.div&&mxUtils.fit(X.div)}),0)}})),Z=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-endclassic",mxResources.get("lineend"),!1, -mxUtils.bind(this,function(X){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var ca=this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.NONE,0],"geIcon",null,!1);ca.setAttribute("title",mxResources.get("none"));var oa=document.createElement("font");oa.style.fontSize="10px";mxUtils.write(oa,mxResources.get("none"));ca.firstChild.firstChild.appendChild(oa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"], -[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,1],null,null,!1,Format.blockThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"], -[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["box",0],null,null,!1,Format.boxMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circle",0],null,null,!1,Format.circleMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToOne",0],null,null, -!1,Format.ERzeroToOneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW, -"endFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src),"scaleX(-1)")):this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-endblocktrans",null,!1).setAttribute("title",mxResources.get("block"));X.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=X.div&&mxUtils.fit(X.div)}),0)}}));S=this.addArrow(I,8);S.nextSibling.style.position="relative";S.nextSibling.style.top="-2px";S=this.addArrow(T, -10);S.nextSibling.style.position="relative";S.nextSibling.style.top="-3px";T.getElementsByTagName("img")[0].style.top="-1px";this.addArrow(P,null,!0);this.addArrow(Z,null,!0);S=this.addArrow(n,9);S.className="geIcon";S.style.width="auto";var U=this.addArrow(r,9);U.className="geIcon";U.style.width="22px";var V=document.createElement("div");V.style.width="84px";V.style.height="1px";V.style.borderBottom="1px solid "+this.defaultStrokeColor;V.style.marginBottom="7px";S.appendChild(V);var aa=document.createElement("div"); -aa.style.width="23px";aa.style.height="1px";aa.style.borderBottom="1px solid "+this.defaultStrokeColor;aa.style.marginBottom="7px";U.appendChild(aa);n.style.height="15px";n.style.marginLeft="16px";r.style.height="15px";r.style.marginLeft="3px";I.style.marginLeft="10px";I.style.height="15px";T.style.marginLeft="10px";T.style.height="17px";P.style.marginLeft="3px";P.style.height="17px";Z.style.marginLeft="3px";Z.style.height="17px";a.appendChild(k);a.appendChild(F);a.appendChild(B);n=B.cloneNode(!1); -n.style.padding="5px 4px 6px 0px";n.style.fontWeight="normal";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="0px";r.style.marginBottom="12px";r.style.marginTop="2px";r.style.fontWeight="normal";r.style.width="76px";mxUtils.write(r,mxResources.get("lineend"));n.appendChild(r);var ia=this.addUnitInput(n,"pt",98,52,function(){la.apply(this,arguments)}),ea=this.addUnitInput(n,"pt",30,52,function(){ba.apply(this,arguments)});mxUtils.br(n);S=document.createElement("div"); -S.style.height="8px";n.appendChild(S);r=r.cloneNode(!1);mxUtils.write(r,mxResources.get("linestart"));n.appendChild(r);var qa=this.addUnitInput(n,"pt",98,52,function(){Q.apply(this,arguments)}),O=this.addUnitInput(n,"pt",30,52,function(){K.apply(this,arguments)});mxUtils.br(n);this.addLabel(n,mxResources.get("spacing"),98,52);this.addLabel(n,mxResources.get("size"),30,52);mxUtils.br(n);k=k.cloneNode(!1);k.style.fontWeight="normal";k.style.position="relative";k.style.paddingLeft="16px";k.style.marginBottom= -"2px";k.style.marginTop="6px";k.style.borderWidth="0px";k.style.paddingBottom="18px";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="3px";r.style.marginBottom="12px";r.style.marginTop="1px";r.style.fontWeight="normal";r.style.width="120px";mxUtils.write(r,mxResources.get("perimeter"));k.appendChild(r);var R=this.addUnitInput(k,"pt",30,52,function(){ra.apply(this,arguments)});d.edges.length==d.cells.length?(a.appendChild(u),a.appendChild(n)):d.vertices.length==d.cells.length&& -a.appendChild(k);var G=mxUtils.bind(this,function(X,ca,oa){function ta(Ka,Ha,va,Ca){va=va.getElementsByTagName("div")[0];null!=va&&e.updateCssForMarker(va,Ca,d.style.shape,Ka,Ha);return va}d=e.getSelectionState();if(oa||document.activeElement!=D)X=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),D.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=N)X=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),N.value=isNaN(X)?"":X+" pt";m.style.visibility="connector"== -d.style.shape||"filledEdge"==d.style.shape?"":"hidden";"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?m.value="curved":"1"==mxUtils.getValue(d.style,mxConstants.STYLE_ROUNDED,null)&&(m.value="rounded");"1"==mxUtils.getValue(d.style,mxConstants.STYLE_DASHED,null)?null==mxUtils.getValue(d.style,mxConstants.STYLE_DASH_PATTERN,null)?V.style.borderBottom="1px dashed "+this.defaultStrokeColor:V.style.borderBottom="1px dotted "+this.defaultStrokeColor:V.style.borderBottom="1px solid "+this.defaultStrokeColor; -aa.style.borderBottom=V.style.borderBottom;X=T.getElementsByTagName("div")[0];null!=X&&(ca=mxUtils.getValue(d.style,mxConstants.STYLE_EDGE,null),"1"==mxUtils.getValue(d.style,mxConstants.STYLE_NOEDGESTYLE,null)&&(ca=null),"orthogonalEdgeStyle"==ca&&"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?X.className="geSprite geSprite-curved":X.className="straight"==ca||"none"==ca||null==ca?"geSprite geSprite-straight":"entityRelationEdgeStyle"==ca?"geSprite geSprite-entity":"elbowEdgeStyle"== -ca?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalelbow":"geSprite-horizontalelbow"):"isometricEdgeStyle"==ca?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalisometric":"geSprite-horizontalisometric"):"geSprite geSprite-orthogonal");X=I.getElementsByTagName("div")[0];null!=X&&(X.className="link"==d.style.shape?"geSprite geSprite-linkedge":"flexArrow"==d.style.shape?"geSprite geSprite-arrow":"arrow"== -d.style.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection");d.edges.length==d.cells.length?(F.style.display="",B.style.display="none"):(F.style.display="none",B.style.display="");Graph.lineJumpsEnabled&&0<d.edges.length&&0==d.vertices.length&&d.lineJumps&&(a.style.borderBottomStyle="none");X=ta(mxUtils.getValue(d.style,mxConstants.STYLE_STARTARROW,null),mxUtils.getValue(d.style,"startFill","1"),P,"start");ca=ta(mxUtils.getValue(d.style,mxConstants.STYLE_ENDARROW,null),mxUtils.getValue(d.style, -"endFill","1"),Z,"end");null!=X&&null!=ca&&("arrow"==d.style.shape?(X.className="geSprite geSprite-noarrow",ca.className="geSprite geSprite-endblocktrans"):"link"==d.style.shape&&(X.className="geSprite geSprite-noarrow",ca.className="geSprite geSprite-noarrow"));mxUtils.setOpacity(T,"arrow"==d.style.shape?30:100);"connector"!=d.style.shape&&"flexArrow"!=d.style.shape&&"filledEdge"!=d.style.shape?(mxUtils.setOpacity(P,30),mxUtils.setOpacity(Z,30)):(mxUtils.setOpacity(P,100),mxUtils.setOpacity(Z,100)); -if(oa||document.activeElement!=O)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE)),O.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=qa)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0)),qa.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=ea)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_ENDSIZE,mxConstants.DEFAULT_MARKERSIZE)),ea.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=qa)X=parseInt(mxUtils.getValue(d.style, -mxConstants.STYLE_TARGET_PERIMETER_SPACING,0)),ia.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=R)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_PERIMETER_SPACING,0)),R.value=isNaN(X)?"":X+" pt"});var K=this.installInputHandler(O,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE,0,999," pt");var Q=this.installInputHandler(qa,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0,-999,999," pt");var ba=this.installInputHandler(ea,mxConstants.STYLE_ENDSIZE,mxConstants.DEFAULT_MARKERSIZE, -0,999," pt");var la=this.installInputHandler(ia,mxConstants.STYLE_TARGET_PERIMETER_SPACING,0,-999,999," pt");var ra=this.installInputHandler(R,mxConstants.STYLE_PERIMETER_SPACING,0,0,999," pt");this.addKeyHandler(D,G);this.addKeyHandler(O,G);this.addKeyHandler(qa,G);this.addKeyHandler(ea,G);this.addKeyHandler(ia,G);this.addKeyHandler(R,G);g.getModel().addListener(mxEvent.CHANGE,G);this.listeners.push({destroy:function(){g.getModel().removeListener(G)}});G();return a}; +StyleFormatPanel.prototype.addStroke=function(a){function b(Y){var da=parseFloat(C.value);da=Math.min(999,Math.max(0,isNaN(da)?1:da));da!=mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,da,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[da],"cells",d.cells)));C.value=da+" pt";mxEvent.consume(Y)}function f(Y){var da=parseFloat(O.value);da=Math.min(999,Math.max(0,isNaN(da)?1:da));da!=mxUtils.getValue(d.style, +mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,da,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[da],"cells",d.cells)));O.value=da+" pt";mxEvent.consume(Y)}var e=this.editorUi,g=e.editor.graph,d=e.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="4px";a.style.whiteSpace="normal";var k=document.createElement("div");k.style.fontWeight="bold";d.stroke||(k.style.display="none");var n=document.createElement("select"); +n.style.position="absolute";n.style.height="22px";n.style.padding="0px";n.style.marginTop="-3px";n.style.boxSizing="border-box";n.style.left="94px";n.style.width="80px";n.style.border="1px solid rgb(160, 160, 160)";n.style.borderRadius="4px";for(var u=["sharp","rounded","curved"],m=0;m<u.length;m++){var r=document.createElement("option");r.setAttribute("value",u[m]);mxUtils.write(r,mxResources.get(u[m]));n.appendChild(r)}mxEvent.addListener(n,"change",function(Y){g.getModel().beginUpdate();try{var da= +[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],pa=["0",null];"rounded"==n.value?pa=["1",null]:"curved"==n.value&&(pa=[null,"1"]);for(var wa=0;wa<da.length;wa++)g.setCellStyles(da[wa],pa[wa],d.cells);e.fireEvent(new mxEventObject("styleChanged","keys",da,"values",pa,"cells",d.cells))}finally{g.getModel().endUpdate()}mxEvent.consume(Y)});mxEvent.addListener(n,"click",function(Y){mxEvent.consume(Y)});var x="image"==d.style.shape?mxConstants.STYLE_IMAGE_BORDER:mxConstants.STYLE_STROKECOLOR;u="image"== +d.style.shape?mxResources.get("border"):mxResources.get("line");u=this.createCellColorOption(u,x,"default",null,mxUtils.bind(this,function(Y){g.setCellStyles(x,Y,d.cells)}),g.shapeForegroundColor);u.appendChild(n);k.appendChild(u);var B=k.cloneNode(!1);B.style.fontWeight="normal";B.style.whiteSpace="nowrap";B.style.position="relative";B.style.paddingLeft="0px";B.style.marginBottom="2px";B.style.overflow="hidden";B.style.marginTop="2px";B.style.width="220px";B.className="geToolbarContainer";var D= +mxUtils.bind(this,function(Y,da,pa,wa,Ka){Y=this.editorUi.menus.styleChange(Y,"",wa,Ka,"geIcon",null);wa=document.createElement("div");wa.style.width=da+"px";wa.style.height="1px";wa.style.borderBottom="1px "+pa+" "+this.defaultStrokeColor;wa.style.paddingTop="6px";Y.firstChild.firstChild.style.padding="0px 4px 0px 4px";Y.firstChild.firstChild.style.width=da+"px";Y.firstChild.firstChild.appendChild(wa);return Y});m=this.editorUi.toolbar.addMenuFunctionInContainer(B,"geSprite-orthogonal",mxResources.get("pattern"), +!1,mxUtils.bind(this,function(Y){D(Y,75,"solid",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));D(Y,75,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));D(Y,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");D(Y,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN], +["1","1 2"]).setAttribute("title",mxResources.get("dotted")+" (2)");D(Y,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));var F=B.cloneNode(!1),J=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-connection",mxResources.get("connection"),!1,mxUtils.bind(this,function(Y){this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],[null, +null,null,null],"geIcon geSprite geSprite-connection",null,!0).setAttribute("title",mxResources.get("line"));this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["link",null,null,null],"geIcon geSprite geSprite-linkedge",null,!0).setAttribute("title",mxResources.get("link"));this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["flexArrow",null,null,null], +"geIcon geSprite geSprite-arrow",null,!0).setAttribute("title",mxResources.get("arrow"));this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",null,!0).setAttribute("title",mxResources.get("simpleArrow"))}));r=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-orthogonal",mxResources.get("pattern"),!1,mxUtils.bind(this,function(Y){D(Y,33,"solid",[mxConstants.STYLE_DASHED, +mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));D(Y,33,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));D(Y,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");D(Y,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 2"]).setAttribute("title",mxResources.get("dotted")+ +" (2)");D(Y,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));u=B.cloneNode(!1);var C=document.createElement("input");C.style.position="absolute";C.style.textAlign="right";C.style.marginTop="2px";C.style.width="52px";C.style.height="21px";C.style.left="146px";C.style.border="1px solid rgb(160, 160, 160)";C.style.borderRadius="4px";C.style.boxSizing="border-box";C.setAttribute("title",mxResources.get("linewidth")); +B.appendChild(C);var O=C.cloneNode(!0);F.appendChild(O);var R=this.createStepper(C,b,1,9);R.style.display=C.style.display;R.style.marginTop="2px";R.style.left="198px";B.appendChild(R);R=this.createStepper(O,f,1,9);R.style.display=O.style.display;R.style.marginTop="2px";O.style.position="absolute";R.style.left="198px";F.appendChild(R);mxEvent.addListener(C,"blur",b);mxEvent.addListener(C,"change",b);mxEvent.addListener(O,"blur",f);mxEvent.addListener(O,"change",f);var T=this.editorUi.toolbar.addMenuFunctionInContainer(u, +"geSprite-orthogonal",mxResources.get("waypoints"),!1,mxUtils.bind(this,function(Y){"arrow"!=d.style.shape&&(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],[null,null,null],"geIcon geSprite geSprite-straight",null,!0).setAttribute("title",mxResources.get("straight")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle",null,null],"geIcon geSprite geSprite-orthogonal", +null,!0).setAttribute("title",mxResources.get("orthogonal")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle", +"vertical",null,null],"geIcon geSprite geSprite-verticalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED, +mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle","vertical",null,null],"geIcon geSprite geSprite-verticalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),"connector"==d.style.shape&&this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle","1",null],"geIcon geSprite geSprite-curved",null,!0).setAttribute("title",mxResources.get("curved")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE, +mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["entityRelationEdgeStyle",null,null],"geIcon geSprite geSprite-entity",null,!0).setAttribute("title",mxResources.get("entityRelation")))})),Q=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-startclassic",mxResources.get("linestart"),!1,mxUtils.bind(this,function(Y){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var da=this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW, +"startFill"],[mxConstants.NONE,0],"geIcon",null,!1);da.setAttribute("title",mxResources.get("none"));var pa=document.createElement("font");pa.style.fontSize="10px";mxUtils.write(pa,mxResources.get("none"));da.firstChild.firstChild.appendChild(pa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src)), +Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,1],null, +null,!1,Format.blockThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"], +[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["box",0],null,null,!1,Format.boxMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW, +"startFill"],["circle",1],null,null,!1,Format.circleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"], +["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"], +["ERzeroToOne",0],null,null,!1,Format.ERzeroToOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW, +"startFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src))):this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",mxResources.get("block"));Y.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=Y.div&&mxUtils.fit(Y.div)}),0)}})),aa=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-endclassic",mxResources.get("lineend"),!1, +mxUtils.bind(this,function(Y){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var da=this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.NONE,0],"geIcon",null,!1);da.setAttribute("title",mxResources.get("none"));var pa=document.createElement("font");pa.style.fontSize="10px";mxUtils.write(pa,mxResources.get("none"));da.firstChild.firstChild.appendChild(pa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"], +[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,1],null,null,!1,Format.blockThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"], +[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["box",0],null,null,!1,Format.boxMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circle",0],null,null,!1,Format.circleMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToOne",0],null,null, +!1,Format.ERzeroToOneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW, +"endFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src),"scaleX(-1)")):this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-endblocktrans",null,!1).setAttribute("title",mxResources.get("block"));Y.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=Y.div&&mxUtils.fit(Y.div)}),0)}}));R=this.addArrow(J,8);R.nextSibling.style.position="relative";R.nextSibling.style.top="-2px";R=this.addArrow(T, +10);R.nextSibling.style.position="relative";R.nextSibling.style.top="-3px";T.getElementsByTagName("img")[0].style.top="-1px";this.addArrow(Q,null,!0);this.addArrow(aa,null,!0);R=this.addArrow(m,9);R.className="geIcon";R.style.width="auto";var S=this.addArrow(r,9);S.className="geIcon";S.style.width="22px";var P=document.createElement("div");P.style.width="84px";P.style.height="1px";P.style.borderBottom="1px solid "+this.defaultStrokeColor;P.style.marginBottom="7px";R.appendChild(P);var X=document.createElement("div"); +X.style.width="23px";X.style.height="1px";X.style.borderBottom="1px solid "+this.defaultStrokeColor;X.style.marginBottom="7px";S.appendChild(X);m.style.height="15px";m.style.marginLeft="16px";r.style.height="15px";r.style.marginLeft="3px";J.style.marginLeft="10px";J.style.height="15px";T.style.marginLeft="10px";T.style.height="17px";Q.style.marginLeft="3px";Q.style.height="17px";aa.style.marginLeft="3px";aa.style.height="17px";a.appendChild(k);a.appendChild(F);a.appendChild(B);m=B.cloneNode(!1);m.style.padding= +"5px 4px 6px 0px";m.style.fontWeight="normal";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="0px";r.style.marginBottom="12px";r.style.marginTop="2px";r.style.fontWeight="normal";r.style.width="76px";mxUtils.write(r,mxResources.get("lineend"));m.appendChild(r);var ha=this.addUnitInput(m,"pt",98,52,function(){la.apply(this,arguments)}),fa=this.addUnitInput(m,"pt",30,52,function(){ba.apply(this,arguments)});mxUtils.br(m);R=document.createElement("div");R.style.height= +"8px";m.appendChild(R);r=r.cloneNode(!1);mxUtils.write(r,mxResources.get("linestart"));m.appendChild(r);var sa=this.addUnitInput(m,"pt",98,52,function(){U.apply(this,arguments)}),K=this.addUnitInput(m,"pt",30,52,function(){M.apply(this,arguments)});mxUtils.br(m);this.addLabel(m,mxResources.get("spacing"),98,52);this.addLabel(m,mxResources.get("size"),30,52);mxUtils.br(m);k=k.cloneNode(!1);k.style.fontWeight="normal";k.style.position="relative";k.style.paddingLeft="16px";k.style.marginBottom="2px"; +k.style.marginTop="6px";k.style.borderWidth="0px";k.style.paddingBottom="18px";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="3px";r.style.marginBottom="12px";r.style.marginTop="1px";r.style.fontWeight="normal";r.style.width="120px";mxUtils.write(r,mxResources.get("perimeter"));k.appendChild(r);var V=this.addUnitInput(k,"pt",30,52,function(){ra.apply(this,arguments)});d.edges.length==d.cells.length?(a.appendChild(u),a.appendChild(m)):d.vertices.length==d.cells.length&& +a.appendChild(k);var G=mxUtils.bind(this,function(Y,da,pa){function wa(Ka,Ha,ua,Ca){ua=ua.getElementsByTagName("div")[0];null!=ua&&e.updateCssForMarker(ua,Ca,d.style.shape,Ka,Ha);return ua}d=e.getSelectionState();if(pa||document.activeElement!=C)Y=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),C.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=O)Y=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),O.value=isNaN(Y)?"":Y+" pt";n.style.visibility="connector"== +d.style.shape||"filledEdge"==d.style.shape?"":"hidden";"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?n.value="curved":"1"==mxUtils.getValue(d.style,mxConstants.STYLE_ROUNDED,null)&&(n.value="rounded");"1"==mxUtils.getValue(d.style,mxConstants.STYLE_DASHED,null)?null==mxUtils.getValue(d.style,mxConstants.STYLE_DASH_PATTERN,null)?P.style.borderBottom="1px dashed "+this.defaultStrokeColor:P.style.borderBottom="1px dotted "+this.defaultStrokeColor:P.style.borderBottom="1px solid "+this.defaultStrokeColor; +X.style.borderBottom=P.style.borderBottom;Y=T.getElementsByTagName("div")[0];null!=Y&&(da=mxUtils.getValue(d.style,mxConstants.STYLE_EDGE,null),"1"==mxUtils.getValue(d.style,mxConstants.STYLE_NOEDGESTYLE,null)&&(da=null),"orthogonalEdgeStyle"==da&&"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?Y.className="geSprite geSprite-curved":Y.className="straight"==da||"none"==da||null==da?"geSprite geSprite-straight":"entityRelationEdgeStyle"==da?"geSprite geSprite-entity":"elbowEdgeStyle"== +da?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalelbow":"geSprite-horizontalelbow"):"isometricEdgeStyle"==da?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalisometric":"geSprite-horizontalisometric"):"geSprite geSprite-orthogonal");Y=J.getElementsByTagName("div")[0];null!=Y&&(Y.className="link"==d.style.shape?"geSprite geSprite-linkedge":"flexArrow"==d.style.shape?"geSprite geSprite-arrow":"arrow"== +d.style.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection");d.edges.length==d.cells.length?(F.style.display="",B.style.display="none"):(F.style.display="none",B.style.display="");Graph.lineJumpsEnabled&&0<d.edges.length&&0==d.vertices.length&&d.lineJumps&&(a.style.borderBottomStyle="none");Y=wa(mxUtils.getValue(d.style,mxConstants.STYLE_STARTARROW,null),mxUtils.getValue(d.style,"startFill","1"),Q,"start");da=wa(mxUtils.getValue(d.style,mxConstants.STYLE_ENDARROW,null),mxUtils.getValue(d.style, +"endFill","1"),aa,"end");null!=Y&&null!=da&&("arrow"==d.style.shape?(Y.className="geSprite geSprite-noarrow",da.className="geSprite geSprite-endblocktrans"):"link"==d.style.shape&&(Y.className="geSprite geSprite-noarrow",da.className="geSprite geSprite-noarrow"));mxUtils.setOpacity(T,"arrow"==d.style.shape?30:100);"connector"!=d.style.shape&&"flexArrow"!=d.style.shape&&"filledEdge"!=d.style.shape?(mxUtils.setOpacity(Q,30),mxUtils.setOpacity(aa,30)):(mxUtils.setOpacity(Q,100),mxUtils.setOpacity(aa, +100));if(pa||document.activeElement!=K)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE)),K.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=sa)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0)),sa.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=fa)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_ENDSIZE,mxConstants.DEFAULT_MARKERSIZE)),fa.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=sa)Y= +parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING,0)),ha.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=V)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_PERIMETER_SPACING,0)),V.value=isNaN(Y)?"":Y+" pt"});var M=this.installInputHandler(K,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE,0,999," pt");var U=this.installInputHandler(sa,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0,-999,999," pt");var ba=this.installInputHandler(fa,mxConstants.STYLE_ENDSIZE, +mxConstants.DEFAULT_MARKERSIZE,0,999," pt");var la=this.installInputHandler(ha,mxConstants.STYLE_TARGET_PERIMETER_SPACING,0,-999,999," pt");var ra=this.installInputHandler(V,mxConstants.STYLE_PERIMETER_SPACING,0,0,999," pt");this.addKeyHandler(C,G);this.addKeyHandler(K,G);this.addKeyHandler(sa,G);this.addKeyHandler(fa,G);this.addKeyHandler(ha,G);this.addKeyHandler(V,G);g.getModel().addListener(mxEvent.CHANGE,G);this.listeners.push({destroy:function(){g.getModel().removeListener(G)}});G();return a}; StyleFormatPanel.prototype.addLineJumps=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();if(Graph.lineJumpsEnabled&&0<e.edges.length&&0==e.vertices.length&&e.lineJumps){a.style.padding="2px 0px 24px 14px";var g=document.createElement("div");g.style.position="absolute";g.style.maxWidth="82px";g.style.overflow="hidden";g.style.textOverflow="ellipsis";mxUtils.write(g,mxResources.get("lineJumps"));a.appendChild(g);var d=document.createElement("select");d.style.position="absolute"; -d.style.height="21px";d.style.padding="0px";d.style.marginTop="-2px";d.style.boxSizing="border-box";d.style.right="76px";d.style.width="54px";d.style.border="1px solid rgb(160, 160, 160)";d.style.borderRadius="4px";g=["none","arc","gap","sharp","line"];for(var k=0;k<g.length;k++){var m=document.createElement("option");m.setAttribute("value",g[k]);mxUtils.write(m,mxResources.get(g[k]));d.appendChild(m)}mxEvent.addListener(d,"change",function(x){f.getModel().beginUpdate();try{f.setCellStyles("jumpStyle", -d.value,e.cells),b.fireEvent(new mxEventObject("styleChanged","keys",["jumpStyle"],"values",[d.value],"cells",e.cells))}finally{f.getModel().endUpdate()}mxEvent.consume(x)});mxEvent.addListener(d,"click",function(x){mxEvent.consume(x)});a.appendChild(d);var u=this.addUnitInput(a,"pt",16,42,function(){n.apply(this,arguments)});var n=this.installInputHandler(u,"jumpSize",Graph.defaultJumpSize,0,999," pt");var r=mxUtils.bind(this,function(x,B,C){e=b.getSelectionState();d.value=mxUtils.getValue(e.style, -"jumpStyle","none");if(C||document.activeElement!=u)x=parseInt(mxUtils.getValue(e.style,"jumpSize",Graph.defaultJumpSize)),u.value=isNaN(x)?"":x+" pt"});this.addKeyHandler(u,r);f.getModel().addListener(mxEvent.CHANGE,r);this.listeners.push({destroy:function(){f.getModel().removeListener(r)}});r()}else a.style.display="none";return a}; -StyleFormatPanel.prototype.addEffects=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="4px";a.style.paddingBottom="0px";var g=document.createElement("table");g.style.width="210px";g.style.fontWeight="bold";g.style.tableLayout="fixed";var d=document.createElement("tbody"),k=document.createElement("tr");k.style.padding="0px";var m=document.createElement("td");m.style.padding="0px";m.style.width="50%";m.setAttribute("valign","top");var u=m.cloneNode(!0);u.style.paddingLeft= -"8px";k.appendChild(m);k.appendChild(u);d.appendChild(k);g.appendChild(d);a.appendChild(g);var n=m,r=0,x=mxUtils.bind(this,function(C,F,I){C=this.createCellOption(C,F,I);C.style.width="100%";n.appendChild(C);n=n==m?u:m;r++}),B=mxUtils.bind(this,function(C,F,I){e=b.getSelectionState();m.innerText="";u.innerText="";n=m;e.rounded&&x(mxResources.get("rounded"),mxConstants.STYLE_ROUNDED,0);e.swimlane&&x(mxResources.get("divider"),"swimlaneLine",1);e.containsImage||x(mxResources.get("shadow"),mxConstants.STYLE_SHADOW, +d.style.height="21px";d.style.padding="0px";d.style.marginTop="-2px";d.style.boxSizing="border-box";d.style.right="76px";d.style.width="54px";d.style.border="1px solid rgb(160, 160, 160)";d.style.borderRadius="4px";g=["none","arc","gap","sharp","line"];for(var k=0;k<g.length;k++){var n=document.createElement("option");n.setAttribute("value",g[k]);mxUtils.write(n,mxResources.get(g[k]));d.appendChild(n)}mxEvent.addListener(d,"change",function(x){f.getModel().beginUpdate();try{f.setCellStyles("jumpStyle", +d.value,e.cells),b.fireEvent(new mxEventObject("styleChanged","keys",["jumpStyle"],"values",[d.value],"cells",e.cells))}finally{f.getModel().endUpdate()}mxEvent.consume(x)});mxEvent.addListener(d,"click",function(x){mxEvent.consume(x)});a.appendChild(d);var u=this.addUnitInput(a,"pt",16,42,function(){m.apply(this,arguments)});var m=this.installInputHandler(u,"jumpSize",Graph.defaultJumpSize,0,999," pt");var r=mxUtils.bind(this,function(x,B,D){e=b.getSelectionState();d.value=mxUtils.getValue(e.style, +"jumpStyle","none");if(D||document.activeElement!=u)x=parseInt(mxUtils.getValue(e.style,"jumpSize",Graph.defaultJumpSize)),u.value=isNaN(x)?"":x+" pt"});this.addKeyHandler(u,r);f.getModel().addListener(mxEvent.CHANGE,r);this.listeners.push({destroy:function(){f.getModel().removeListener(r)}});r()}else a.style.display="none";return a}; +StyleFormatPanel.prototype.addEffects=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="4px";a.style.paddingBottom="0px";var g=document.createElement("table");g.style.width="210px";g.style.fontWeight="bold";g.style.tableLayout="fixed";var d=document.createElement("tbody"),k=document.createElement("tr");k.style.padding="0px";var n=document.createElement("td");n.style.padding="0px";n.style.width="50%";n.setAttribute("valign","top");var u=n.cloneNode(!0);u.style.paddingLeft= +"8px";k.appendChild(n);k.appendChild(u);d.appendChild(k);g.appendChild(d);a.appendChild(g);var m=n,r=0,x=mxUtils.bind(this,function(D,F,J){D=this.createCellOption(D,F,J);D.style.width="100%";m.appendChild(D);m=m==n?u:n;r++}),B=mxUtils.bind(this,function(D,F,J){e=b.getSelectionState();n.innerText="";u.innerText="";m=n;e.rounded&&x(mxResources.get("rounded"),mxConstants.STYLE_ROUNDED,0);e.swimlane&&x(mxResources.get("divider"),"swimlaneLine",1);e.containsImage||x(mxResources.get("shadow"),mxConstants.STYLE_SHADOW, 0);e.glass&&x(mxResources.get("glass"),mxConstants.STYLE_GLASS,0);x(mxResources.get("sketch"),"sketch",0)});f.getModel().addListener(mxEvent.CHANGE,B);this.listeners.push({destroy:function(){f.getModel().removeListener(B)}});B();return a};StyleFormatPanel.prototype.addStyleOps=function(a){a.style.paddingTop="10px";a.style.paddingBottom="10px";this.addActions(a,["setAsDefaultStyle"]);return a};DiagramStylePanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()}; mxUtils.extend(DiagramStylePanel,BaseFormatPanel);DiagramStylePanel.prototype.init=function(){var a=this.editorUi;this.darkModeChangedListener=mxUtils.bind(this,function(){this.format.cachedStyleEntries=[]});a.addListener("darkModeChanged",this.darkModeChangedListener);this.container.appendChild(this.addView(this.createPanel()))}; -DiagramStylePanel.prototype.addView=function(a){var b=this.editorUi,f=b.editor.graph,e=f.getModel(),g=f.view.gridColor;a.style.whiteSpace="normal";var d="1"==f.currentVertexStyle.sketch&&"1"==f.currentEdgeStyle.sketch,k="1"==f.currentVertexStyle.rounded,m="1"==f.currentEdgeStyle.curved,u=document.createElement("div");u.style.marginRight="16px";a.style.paddingTop="8px";var n=document.createElement("table");n.style.width="210px";n.style.fontWeight="bold";var r=document.createElement("tbody"),x=document.createElement("tr"); -x.style.padding="0px";var B=document.createElement("td");B.style.padding="0px";B.style.width="50%";B.setAttribute("valign","middle");var C=B.cloneNode(!0);C.style.paddingLeft="8px";u.style.paddingBottom="12px";x.appendChild(B);B.appendChild(this.createOption(mxResources.get("sketch"),function(){return"1"==urlParams.sketch?Editor.sketchMode:d},function(ea){"1"==urlParams.sketch?b.setSketchMode(!Editor.sketchMode):(d=ea)?(f.currentEdgeStyle.sketch="1",f.currentVertexStyle.sketch="1"):(delete f.currentEdgeStyle.sketch, -delete f.currentVertexStyle.sketch);f.updateCellStyles({sketch:ea?"1":null},f.getVerticesAndEdges())},null,function(ea){ea.style.width="auto"}));x.appendChild(C);r.appendChild(x);n.appendChild(r);C.appendChild(this.createOption(mxResources.get("rounded"),function(){return k},function(ea){(k=ea)?(f.currentEdgeStyle.rounded="1",f.currentVertexStyle.rounded="1"):(delete f.currentEdgeStyle.rounded,delete f.currentVertexStyle.rounded);f.updateCellStyles({rounded:ea?"1":"0"},f.getVerticesAndEdges())},null, -function(ea){ea.style.width="auto"}));B=B.cloneNode(!1);C=C.cloneNode(!1);x=x.cloneNode(!1);x.appendChild(B);x.appendChild(C);r.appendChild(x);B.appendChild(this.createOption(mxResources.get("curved"),function(){return m},function(ea){(m=ea)?f.currentEdgeStyle.curved="1":delete f.currentEdgeStyle.curved;f.updateCellStyles({curved:ea?"1":null},f.getVerticesAndEdges(!1,!0))},null,function(ea){ea.style.width="auto"}));u.appendChild(n);a.appendChild(u);var F=["fillColor","strokeColor","fontColor","gradientColor"], -I=mxUtils.bind(this,function(ea,qa){var O=f.getVerticesAndEdges();e.beginUpdate();try{for(var R=0;R<O.length;R++){var G=f.getCellStyle(O[R]);null!=G.labelBackgroundColor&&f.updateCellStyles({labelBackgroundColor:null!=qa?qa.background:null},[O[R]]);for(var K=e.isEdge(O[R]),Q=e.getStyle(O[R]),ba=K?f.currentEdgeStyle:f.currentVertexStyle,la=0;la<ea.length;la++)if(null!=G[ea[la]]&&G[ea[la]]!=mxConstants.NONE||ea[la]!=mxConstants.STYLE_FILLCOLOR&&ea[la]!=mxConstants.STYLE_STROKECOLOR)Q=mxUtils.setStyle(Q, -ea[la],ba[ea[la]]);e.setStyle(O[R],Q)}}finally{e.endUpdate()}}),D=mxUtils.bind(this,function(ea,qa,O){if(null!=ea)for(var R=0;R<qa.length;R++)if(null!=ea[qa[R]]&&ea[qa[R]]!=mxConstants.NONE||qa[R]!=mxConstants.STYLE_FILLCOLOR&&qa[R]!=mxConstants.STYLE_STROKECOLOR)ea[qa[R]]=O[qa[R]]}),N=mxUtils.bind(this,function(ea,qa,O,R,G){if(null!=ea){null!=O&&null!=qa.labelBackgroundColor&&(R=null!=R?R.background:null,G=null!=G?G:f,null==R&&(R=G.background),null==R&&(R=G.defaultPageBackgroundColor),qa.labelBackgroundColor= -R);for(var K in ea)if(null==O||null!=qa[K]&&qa[K]!=mxConstants.NONE||K!=mxConstants.STYLE_FILLCOLOR&&K!=mxConstants.STYLE_STROKECOLOR)qa[K]=ea[K]}});B=mxUtils.button(mxResources.get("reset"),mxUtils.bind(this,function(ea){ea=f.getVerticesAndEdges(!0,!0);if(0<ea.length){e.beginUpdate();try{f.updateCellStyles({sketch:null,rounded:null},ea),f.updateCellStyles({curved:null},f.getVerticesAndEdges(!1,!0))}finally{e.endUpdate()}}b.clearDefaultStyle()}));B.setAttribute("title",mxResources.get("reset"));B.style.textOverflow= -"ellipsis";B.style.maxWidth="90px";C.appendChild(B);var S=mxUtils.bind(this,function(ea,qa,O,R,G){var K=document.createElement("div");K.style.position="absolute";K.style.display="inline-block";K.style.overflow="hidden";K.style.pointerEvents="none";K.style.width="100%";K.style.height="100%";G.appendChild(K);var Q=new Graph(K,null,null,f.getStylesheet());Q.resetViewOnRootChange=!1;Q.foldingEnabled=!1;Q.gridEnabled=!1;Q.autoScroll=!1;Q.setTooltips(!1);Q.setConnectable(!1);Q.setPanning(!1);Q.setEnabled(!1); -Q.getCellStyle=function(ra,X){X=null!=X?X:!0;var ca=mxUtils.clone(f.getCellStyle.apply(this,arguments)),oa=f.stylesheet.getDefaultVertexStyle(),ta=qa;e.isEdge(ra)&&(oa=f.stylesheet.getDefaultEdgeStyle(),ta=O);D(ca,F,oa);N(ea,ca,ra,R,Q);N(ta,ca,ra,R,Q);X&&(ca=f.postProcessCellStyle(ra,ca));return ca};Q.model.beginUpdate();try{var ba=Q.insertVertex(Q.getDefaultParent(),null,"Shape",14,8,70,40,"strokeWidth=2;"),la=Q.insertEdge(Q.getDefaultParent(),null,"Connector",ba,ba,"edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;endSize=5;strokeWidth=2;"); -la.geometry.points=[new mxPoint(32,70)];la.geometry.offset=new mxPoint(0,8)}finally{Q.model.endUpdate()}}),T=document.createElement("div");T.style.position="relative";a.appendChild(T);null==this.format.cachedStyleEntries&&(this.format.cachedStyleEntries=[]);var P=mxUtils.bind(this,function(ea,qa,O,R,G){var K=this.format.cachedStyleEntries[G];null==K&&(K=document.createElement("div"),K.style.display="inline-block",K.style.position="relative",K.style.width="96px",K.style.height="90px",K.style.cursor= -"pointer",K.style.border="1px solid gray",K.style.borderRadius="8px",K.style.margin="2px",K.style.overflow="hidden",null!=R&&null!=R.background&&(K.style.backgroundColor=R.background),S(ea,qa,O,R,K),mxEvent.addGestureListeners(K,mxUtils.bind(this,function(Q){K.style.opacity=.5}),null,mxUtils.bind(this,function(Q){K.style.opacity=1;f.currentVertexStyle=mxUtils.clone(f.defaultVertexStyle);f.currentEdgeStyle=mxUtils.clone(f.defaultEdgeStyle);N(ea,f.currentVertexStyle);N(ea,f.currentEdgeStyle);N(qa,f.currentVertexStyle); -N(O,f.currentEdgeStyle);"1"==urlParams.sketch&&(d=Editor.sketchMode);d?(f.currentEdgeStyle.sketch="1",f.currentVertexStyle.sketch="1"):(f.currentEdgeStyle.sketch="0",f.currentVertexStyle.sketch="0");f.currentVertexStyle.rounded=k?"1":"0";f.currentEdgeStyle.rounded="1";f.currentEdgeStyle.curved=m?"1":"0";e.beginUpdate();try{var ba=F.slice(),la;for(la in ea)ba.push(la);I(ba,R);var ra=new ChangePageSetup(b,null!=R?R.background:null);ra.ignoreImage=!0;e.execute(ra);e.execute(new ChangeGridColor(b,null!= -R&&null!=R.gridColor?R.gridColor:g))}finally{e.endUpdate()}})),mxEvent.addListener(K,"mouseenter",mxUtils.bind(this,function(Q){var ba=f.getCellStyle;Q=f.background;var la=f.view.gridColor;f.background=null!=R?R.background:null;f.view.gridColor=null!=R&&null!=R.gridColor?R.gridColor:g;f.getCellStyle=function(ra,X){X=null!=X?X:!0;var ca=mxUtils.clone(ba.apply(this,arguments)),oa=f.stylesheet.getDefaultVertexStyle(),ta=qa;e.isEdge(ra)&&(oa=f.stylesheet.getDefaultEdgeStyle(),ta=O);D(ca,F,oa);N(ea,ca, -ra,R);N(ta,ca,ra,R);X&&(ca=this.postProcessCellStyle(ra,ca));return ca};f.refresh();f.getCellStyle=ba;f.background=Q;f.view.gridColor=la})),mxEvent.addListener(K,"mouseleave",mxUtils.bind(this,function(Q){f.refresh()})),mxClient.IS_IE||mxClient.IS_IE11||(this.format.cachedStyleEntries[G]=K));T.appendChild(K)}),Z=Math.ceil(Editor.styles.length/10);this.format.currentStylePage=null!=this.format.currentStylePage?this.format.currentStylePage:0;var U=[],V=mxUtils.bind(this,function(){0<U.length&&(U[this.format.currentStylePage].style.background= -"#84d7ff");for(var ea=10*this.format.currentStylePage;ea<Math.min(10*(this.format.currentStylePage+1),Editor.styles.length);ea++){var qa=Editor.styles[ea];P(qa.commonStyle,qa.vertexStyle,qa.edgeStyle,qa.graph,ea)}}),aa=mxUtils.bind(this,function(ea){0<=ea&&ea<Z&&(U[this.format.currentStylePage].style.background="transparent",T.innerText="",this.format.currentStylePage=ea,V())});if(1<Z){u=document.createElement("div");u.style.whiteSpace="nowrap";u.style.position="relative";u.style.textAlign="center"; -u.style.paddingTop="4px";u.style.width="210px";a.style.paddingBottom="8px";for(C=0;C<Z;C++){var ia=document.createElement("div");ia.style.display="inline-block";ia.style.width="6px";ia.style.height="6px";ia.style.marginLeft="4px";ia.style.marginRight="3px";ia.style.borderRadius="3px";ia.style.cursor="pointer";ia.style.background="transparent";ia.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ea,qa){mxEvent.addListener(ia,"click",mxUtils.bind(this,function(){aa(ea)}))})(C,ia);u.appendChild(ia); -U.push(ia)}a.appendChild(u);V();15>Z&&(n=function(ea){mxEvent.addListener(ea,"mouseenter",function(){ea.style.opacity="1"});mxEvent.addListener(ea,"mouseleave",function(){ea.style.opacity="0.5"})},B=document.createElement("div"),B.style.position="absolute",B.style.left="0px",B.style.top="0px",B.style.bottom="0px",B.style.width="24px",B.style.height="24px",B.style.margin="0px",B.style.cursor="pointer",B.style.opacity="0.5",B.style.backgroundRepeat="no-repeat",B.style.backgroundPosition="center center", -B.style.backgroundSize="24px 24px",B.style.backgroundImage="url("+Editor.previousImage+")",Editor.isDarkMode()&&(B.style.filter="invert(100%)"),C=B.cloneNode(!1),C.style.backgroundImage="url("+Editor.nextImage+")",C.style.left="",C.style.right="2px",u.appendChild(B),u.appendChild(C),mxEvent.addListener(B,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage-1,Z))})),mxEvent.addListener(C,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage+1, -Z))})),n(B),n(C))}else V();return a};DiagramStylePanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.darkModeChangedListener&&(this.editorUi.removeListener(this.darkModeChangedListener),this.darkModeChangedListener=null)};DiagramFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(DiagramFormatPanel,BaseFormatPanel);DiagramFormatPanel.showPageView=!0;DiagramFormatPanel.prototype.showBackgroundImageOption=!0; -DiagramFormatPanel.prototype.init=function(){var a=this.editorUi.editor.graph;this.container.appendChild(this.addView(this.createPanel()));a.isEnabled()&&(this.container.appendChild(this.addOptions(this.createPanel())),this.container.appendChild(this.addPaperSize(this.createPanel())),this.container.appendChild(this.addStyleOps(this.createPanel())))}; +DiagramStylePanel.prototype.addView=function(a){var b=this.editorUi,f=b.editor.graph,e=f.getModel(),g=f.view.gridColor;a.style.whiteSpace="normal";var d=document.createElement("div");d.style.marginRight="16px";a.style.paddingTop="8px";var k=document.createElement("table");k.style.width="210px";k.style.fontWeight="bold";var n=document.createElement("tbody"),u=document.createElement("tr");u.style.padding="0px";var m=document.createElement("td");m.style.padding="0px";m.style.width="50%";m.setAttribute("valign", +"middle");var r=m.cloneNode(!0);r.style.paddingLeft="8px";d.style.paddingBottom="12px";u.appendChild(m);m.appendChild(this.createOption(mxResources.get("sketch"),function(){return Editor.sketchMode},function(P){f.updateCellStyles({sketch:P?"1":null},f.getVerticesAndEdges());b.setSketchMode(!Editor.sketchMode)},null,function(P){P.style.width="auto"}));u.appendChild(r);n.appendChild(u);k.appendChild(n);r.appendChild(this.createOption(mxResources.get("rounded"),mxUtils.bind(this,function(){return this.format.rounded}), +mxUtils.bind(this,function(P){this.format.rounded=P;f.updateCellStyles({rounded:P?"1":"0"},f.getVerticesAndEdges());P?(f.currentEdgeStyle.rounded="1",f.currentVertexStyle.rounded="1"):(delete f.currentEdgeStyle.rounded,delete f.currentVertexStyle.rounded)}),null,function(P){P.style.width="auto"}));m=m.cloneNode(!1);r=r.cloneNode(!1);u=u.cloneNode(!1);u.appendChild(m);u.appendChild(r);n.appendChild(u);m.appendChild(this.createOption(mxResources.get("curved"),mxUtils.bind(this,function(){return this.format.curved}), +mxUtils.bind(this,function(P){this.format.curved=P;f.updateCellStyles({curved:P?"1":null},f.getVerticesAndEdges(!1,!0));P?f.currentEdgeStyle.curved="1":delete f.currentEdgeStyle.curved}),null,function(P){P.style.width="auto"}));d.appendChild(k);a.appendChild(d);var x=["fillColor","strokeColor","fontColor","gradientColor"],B=mxUtils.bind(this,function(P,X){var ha=f.getVerticesAndEdges();e.beginUpdate();try{for(var fa=0;fa<ha.length;fa++){var sa=f.getCellStyle(ha[fa]);null!=sa.labelBackgroundColor&& +f.updateCellStyles({labelBackgroundColor:null!=X?X.background:null},[ha[fa]]);for(var K=e.isEdge(ha[fa]),V=e.getStyle(ha[fa]),G=K?f.currentEdgeStyle:f.currentVertexStyle,M=0;M<P.length;M++)if(null!=sa[P[M]]&&sa[P[M]]!=mxConstants.NONE||P[M]!=mxConstants.STYLE_FILLCOLOR&&P[M]!=mxConstants.STYLE_STROKECOLOR)V=mxUtils.setStyle(V,P[M],G[P[M]]);e.setStyle(ha[fa],V)}}finally{e.endUpdate()}}),D=mxUtils.bind(this,function(P,X,ha){if(null!=P)for(var fa=0;fa<X.length;fa++)if(null!=P[X[fa]]&&P[X[fa]]!=mxConstants.NONE|| +X[fa]!=mxConstants.STYLE_FILLCOLOR&&X[fa]!=mxConstants.STYLE_STROKECOLOR)P[X[fa]]=ha[X[fa]]}),F=mxUtils.bind(this,function(P,X,ha,fa,sa){if(null!=P){null!=ha&&null!=X.labelBackgroundColor&&(fa=null!=fa?fa.background:null,sa=null!=sa?sa:f,null==fa&&(fa=sa.background),null==fa&&(fa=sa.defaultPageBackgroundColor),X.labelBackgroundColor=fa);for(var K in P)if(null==ha||null!=X[K]&&X[K]!=mxConstants.NONE||K!=mxConstants.STYLE_FILLCOLOR&&K!=mxConstants.STYLE_STROKECOLOR)X[K]=P[K]}});m=mxUtils.button(mxResources.get("reset"), +mxUtils.bind(this,function(P){P=f.getVerticesAndEdges(!0,!0);this.format.rounded=!1;this.format.curved=!1;if(0<P.length){e.beginUpdate();try{f.updateCellStyles({sketch:null,rounded:null},P),f.updateCellStyles({curved:null,rounded:"0"},f.getVerticesAndEdges(!1,!0))}finally{e.endUpdate()}}b.clearDefaultStyle();b.setSketchMode(!1)}));m.setAttribute("title",mxResources.get("reset"));m.style.textOverflow="ellipsis";m.style.maxWidth="90px";r.appendChild(m);var J=mxUtils.bind(this,function(P,X,ha,fa,sa){var K= +document.createElement("div");K.style.position="absolute";K.style.display="inline-block";K.style.overflow="hidden";K.style.pointerEvents="none";K.style.width="100%";K.style.height="100%";sa.appendChild(K);var V=new Graph(K,null,null,f.getStylesheet());V.resetViewOnRootChange=!1;V.foldingEnabled=!1;V.gridEnabled=!1;V.autoScroll=!1;V.setTooltips(!1);V.setConnectable(!1);V.setPanning(!1);V.setEnabled(!1);V.getCellStyle=function(U,ba){ba=null!=ba?ba:!0;var la=mxUtils.clone(f.getCellStyle.apply(this,arguments)), +ra=f.stylesheet.getDefaultVertexStyle(),Y=X;e.isEdge(U)&&(ra=f.stylesheet.getDefaultEdgeStyle(),Y=ha);D(la,x,ra);F(P,la,U,fa,V);F(Y,la,U,fa,V);ba&&(la=f.postProcessCellStyle(U,la));return la};V.model.beginUpdate();try{var G=V.insertVertex(V.getDefaultParent(),null,"Shape",14,8,70,40,"strokeWidth=2;"),M=V.insertEdge(V.getDefaultParent(),null,"Connector",G,G,"edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;endSize=5;strokeWidth=2;");M.geometry.points=[new mxPoint(32,70)];M.geometry.offset= +new mxPoint(0,8)}finally{V.model.endUpdate()}}),C=document.createElement("div");C.style.position="relative";a.appendChild(C);null==this.format.cachedStyleEntries&&(this.format.cachedStyleEntries=[]);var O=mxUtils.bind(this,function(P,X,ha,fa,sa){var K=this.format.cachedStyleEntries[sa];null==K&&(K=document.createElement("div"),K.style.display="inline-block",K.style.position="relative",K.style.width="96px",K.style.height="90px",K.style.cursor="pointer",K.style.border="1px solid gray",K.style.borderRadius= +"8px",K.style.margin="2px",K.style.overflow="hidden",null!=fa&&null!=fa.background&&(K.style.backgroundColor=fa.background),J(P,X,ha,fa,K),mxEvent.addGestureListeners(K,mxUtils.bind(this,function(V){K.style.opacity=.5}),null,mxUtils.bind(this,function(V){K.style.opacity=1;f.currentVertexStyle=mxUtils.clone(f.defaultVertexStyle);f.currentEdgeStyle=mxUtils.clone(f.defaultEdgeStyle);F(P,f.currentVertexStyle);F(P,f.currentEdgeStyle);F(X,f.currentVertexStyle);F(ha,f.currentEdgeStyle);e.beginUpdate();try{var G= +x.slice(),M;for(M in P)G.push(M);B(G,fa);var U=new ChangePageSetup(b,null!=fa?fa.background:null);U.ignoreImage=!0;e.execute(U);e.execute(new ChangeGridColor(b,null!=fa&&null!=fa.gridColor?fa.gridColor:g))}finally{e.endUpdate()}})),mxEvent.addListener(K,"mouseenter",mxUtils.bind(this,function(V){var G=f.getCellStyle;V=f.background;var M=f.view.gridColor;f.background=null!=fa?fa.background:null;f.view.gridColor=null!=fa&&null!=fa.gridColor?fa.gridColor:g;f.getCellStyle=function(U,ba){ba=null!=ba?ba: +!0;var la=mxUtils.clone(G.apply(this,arguments)),ra=f.stylesheet.getDefaultVertexStyle(),Y=X;e.isEdge(U)&&(ra=f.stylesheet.getDefaultEdgeStyle(),Y=ha);D(la,x,ra);F(P,la,U,fa);F(Y,la,U,fa);ba&&(la=this.postProcessCellStyle(U,la));return la};f.refresh();f.getCellStyle=G;f.background=V;f.view.gridColor=M})),mxEvent.addListener(K,"mouseleave",mxUtils.bind(this,function(V){f.refresh()})),mxClient.IS_IE||mxClient.IS_IE11||(this.format.cachedStyleEntries[sa]=K));C.appendChild(K)}),R=Math.ceil(Editor.styles.length/ +10);this.format.currentStylePage=null!=this.format.currentStylePage?this.format.currentStylePage:0;var T=[],Q=mxUtils.bind(this,function(){0<T.length&&(T[this.format.currentStylePage].style.background="#84d7ff");for(var P=10*this.format.currentStylePage;P<Math.min(10*(this.format.currentStylePage+1),Editor.styles.length);P++){var X=Editor.styles[P];O(X.commonStyle,X.vertexStyle,X.edgeStyle,X.graph,P)}}),aa=mxUtils.bind(this,function(P){0<=P&&P<R&&(T[this.format.currentStylePage].style.background= +"transparent",C.innerText="",this.format.currentStylePage=P,Q())});if(1<R){d=document.createElement("div");d.style.whiteSpace="nowrap";d.style.position="relative";d.style.textAlign="center";d.style.paddingTop="4px";d.style.width="210px";a.style.paddingBottom="8px";for(r=0;r<R;r++){var S=document.createElement("div");S.style.display="inline-block";S.style.width="6px";S.style.height="6px";S.style.marginLeft="4px";S.style.marginRight="3px";S.style.borderRadius="3px";S.style.cursor="pointer";S.style.background= +"transparent";S.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(P,X){mxEvent.addListener(S,"click",mxUtils.bind(this,function(){aa(P)}))})(r,S);d.appendChild(S);T.push(S)}a.appendChild(d);Q();15>R&&(k=function(P){mxEvent.addListener(P,"mouseenter",function(){P.style.opacity="1"});mxEvent.addListener(P,"mouseleave",function(){P.style.opacity="0.5"})},m=document.createElement("div"),m.style.className="geAdaptiveAsset",m.style.position="absolute",m.style.left="0px",m.style.top="0px",m.style.bottom= +"0px",m.style.width="24px",m.style.height="24px",m.style.margin="0px",m.style.cursor="pointer",m.style.opacity="0.5",m.style.backgroundRepeat="no-repeat",m.style.backgroundPosition="center center",m.style.backgroundSize="24px 24px",m.style.backgroundImage="url("+Editor.previousImage+")",r=m.cloneNode(!1),r.style.backgroundImage="url("+Editor.nextImage+")",r.style.left="",r.style.right="2px",d.appendChild(m),d.appendChild(r),mxEvent.addListener(m,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage- +1,R))})),mxEvent.addListener(r,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage+1,R))})),k(m),k(r))}else Q();return a};DiagramStylePanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.darkModeChangedListener&&(this.editorUi.removeListener(this.darkModeChangedListener),this.darkModeChangedListener=null)};DiagramFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(DiagramFormatPanel,BaseFormatPanel); +DiagramFormatPanel.showPageView=!0;DiagramFormatPanel.prototype.showBackgroundImageOption=!0;DiagramFormatPanel.prototype.init=function(){var a=this.editorUi.editor.graph;this.container.appendChild(this.addView(this.createPanel()));a.isEnabled()&&(this.container.appendChild(this.addOptions(this.createPanel())),this.container.appendChild(this.addPaperSize(this.createPanel())),this.container.appendChild(this.addStyleOps(this.createPanel())))}; DiagramFormatPanel.prototype.addView=function(a){var b=this.editorUi,f=b.editor.graph;a.appendChild(this.createTitle(mxResources.get("view")));this.addGridOption(a);DiagramFormatPanel.showPageView&&a.appendChild(this.createOption(mxResources.get("pageView"),function(){return f.pageVisible},function(d){b.actions.get("pageView").funct()},{install:function(d){this.listener=function(){d(f.pageVisible)};b.addListener("pageViewChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})); if(f.isEnabled()){var e=this.createColorOption(mxResources.get("background"),function(){return f.background},function(d){var k=new ChangePageSetup(b,d);k.ignoreImage=null!=d&&d!=mxConstants.NONE;f.model.execute(k)},"#ffffff",{install:function(d){this.listener=function(){d(f.background)};b.addListener("backgroundColorChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}});if(this.showBackgroundImageOption){var g=e.getElementsByTagName("span")[0];g.style.display="inline-block"; g.style.textOverflow="ellipsis";g.style.overflow="hidden";g.style.maxWidth="68px";mxClient.IS_FF&&(g.style.marginTop="1px");g=mxUtils.button(mxResources.get("change"),function(d){b.showBackgroundImageDialog(null,b.editor.graph.backgroundImage);mxEvent.consume(d)});g.className="geColorBtn";g.style.position="absolute";g.style.marginTop="-3px";g.style.height="22px";g.style.left="118px";g.style.width="56px";e.appendChild(g)}a.appendChild(e)}return a}; DiagramFormatPanel.prototype.addOptions=function(a){var b=this.editorUi,f=b.editor.graph;a.appendChild(this.createTitle(mxResources.get("options")));f.isEnabled()&&(a.appendChild(this.createOption(mxResources.get("connectionArrows"),function(){return f.connectionArrowsEnabled},function(e){b.actions.get("connectionArrows").funct()},{install:function(e){this.listener=function(){e(f.connectionArrowsEnabled)};b.addListener("connectionArrowsChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})), a.appendChild(this.createOption(mxResources.get("connectionPoints"),function(){return f.connectionHandler.isEnabled()},function(e){b.actions.get("connectionPoints").funct()},{install:function(e){this.listener=function(){e(f.connectionHandler.isEnabled())};b.addListener("connectionPointsChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})),a.appendChild(this.createOption(mxResources.get("guides"),function(){return f.graphHandler.guidesEnabled},function(e){b.actions.get("guides").funct()}, {install:function(e){this.listener=function(){e(f.graphHandler.guidesEnabled)};b.addListener("guidesEnabledChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})));return a}; -DiagramFormatPanel.prototype.addGridOption=function(a){function b(u){var n=f.isFloatUnit()?parseFloat(d.value):parseInt(d.value);n=f.fromUnit(Math.max(f.inUnit(1),isNaN(n)?f.inUnit(10):n));n!=g.getGridSize()&&(mxGraph.prototype.gridSize=n,g.setGridSize(n));d.value=f.inUnit(n)+" "+f.getUnit();mxEvent.consume(u)}var f=this,e=this.editorUi,g=e.editor.graph,d=document.createElement("input");d.style.position="absolute";d.style.textAlign="right";d.style.width="48px";d.style.marginTop="-2px";d.style.height= +DiagramFormatPanel.prototype.addGridOption=function(a){function b(u){var m=f.isFloatUnit()?parseFloat(d.value):parseInt(d.value);m=f.fromUnit(Math.max(f.inUnit(1),isNaN(m)?f.inUnit(10):m));m!=g.getGridSize()&&(mxGraph.prototype.gridSize=m,g.setGridSize(m));d.value=f.inUnit(m)+" "+f.getUnit();mxEvent.consume(u)}var f=this,e=this.editorUi,g=e.editor.graph,d=document.createElement("input");d.style.position="absolute";d.style.textAlign="right";d.style.width="48px";d.style.marginTop="-2px";d.style.height= "21px";d.style.border="1px solid rgb(160, 160, 160)";d.style.borderRadius="4px";d.style.boxSizing="border-box";d.value=this.inUnit(g.getGridSize())+" "+this.getUnit();var k=this.createStepper(d,b,this.getUnitStep(),null,null,null,this.isFloatUnit());d.style.display=g.isGridEnabled()?"":"none";k.style.display=d.style.display;mxEvent.addListener(d,"keydown",function(u){13==u.keyCode?(g.container.focus(),mxEvent.consume(u)):27==u.keyCode&&(d.value=g.getGridSize(),g.container.focus(),mxEvent.consume(u))}); -mxEvent.addListener(d,"blur",b);mxEvent.addListener(d,"change",b);d.style.right="78px";k.style.marginTop="-17px";k.style.right="66px";var m=this.createColorOption(mxResources.get("grid"),function(){var u=g.view.gridColor;return g.isGridEnabled()?u:null},function(u){var n=g.isGridEnabled();u==mxConstants.NONE?g.setGridEnabled(!1):(g.setGridEnabled(!0),e.setGridColor(u));d.style.display=g.isGridEnabled()?"":"none";k.style.display=d.style.display;n!=g.isGridEnabled()&&(g.defaultGridEnabled=g.isGridEnabled(), -e.fireEvent(new mxEventObject("gridEnabledChanged")))},Editor.isDarkMode()?g.view.defaultDarkGridColor:g.view.defaultGridColor,{install:function(u){this.listener=function(){u(g.isGridEnabled()?g.view.gridColor:null)};e.addListener("gridColorChanged",this.listener);e.addListener("gridEnabledChanged",this.listener)},destroy:function(){e.removeListener(this.listener)}});m.appendChild(d);m.appendChild(k);a.appendChild(m)}; +mxEvent.addListener(d,"blur",b);mxEvent.addListener(d,"change",b);d.style.right="78px";k.style.marginTop="-17px";k.style.right="66px";var n=this.createColorOption(mxResources.get("grid"),function(){var u=g.view.gridColor;return g.isGridEnabled()?u:null},function(u){var m=g.isGridEnabled();u==mxConstants.NONE?g.setGridEnabled(!1):(g.setGridEnabled(!0),e.setGridColor(u));d.style.display=g.isGridEnabled()?"":"none";k.style.display=d.style.display;m!=g.isGridEnabled()&&(g.defaultGridEnabled=g.isGridEnabled(), +e.fireEvent(new mxEventObject("gridEnabledChanged")))},Editor.isDarkMode()?g.view.defaultDarkGridColor:g.view.defaultGridColor,{install:function(u){this.listener=function(){u(g.isGridEnabled()?g.view.gridColor:null)};e.addListener("gridColorChanged",this.listener);e.addListener("gridEnabledChanged",this.listener)},destroy:function(){e.removeListener(this.listener)}});n.appendChild(d);n.appendChild(k);a.appendChild(n)}; DiagramFormatPanel.prototype.addDocumentProperties=function(a){a.appendChild(this.createTitle(mxResources.get("options")));return a}; DiagramFormatPanel.prototype.addPaperSize=function(a){var b=this.editorUi,f=b.editor.graph;a.appendChild(this.createTitle(mxResources.get("paperSize")));var e=PageSetupDialog.addPageFormatPanel(a,"formatpanel",f.pageFormat,function(d){if(null==f.pageFormat||f.pageFormat.width!=d.width||f.pageFormat.height!=d.height)d=new ChangePageSetup(b,null,null,d),d.ignoreColor=!0,d.ignoreImage=!0,f.model.execute(d)});this.addKeyHandler(e.widthInput,function(){e.set(f.pageFormat)});this.addKeyHandler(e.heightInput, function(){e.set(f.pageFormat)});var g=function(){e.set(f.pageFormat)};b.addListener("pageFormatChanged",g);this.listeners.push({destroy:function(){b.removeListener(g)}});f.getModel().addListener(mxEvent.CHANGE,g);this.listeners.push({destroy:function(){f.getModel().removeListener(g)}});return a};DiagramFormatPanel.prototype.addStyleOps=function(a){this.addActions(a,["editData"]);this.addActions(a,["clearDefaultStyle"]);return a}; -DiagramFormatPanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.gridEnabledListener&&(this.editorUi.removeListener(this.gridEnabledListener),this.gridEnabledListener=null)};(function(){function a(c,h,q){mxShape.call(this);this.line=c;this.stroke=h;this.strokewidth=null!=q?q:1;this.updateBoundsFromLine()}function b(){mxSwimlane.call(this)}function f(){mxSwimlane.call(this)}function e(){mxCylinder.call(this)}function g(){mxCylinder.call(this)}function d(){mxActor.call(this)}function k(){mxCylinder.call(this)}function m(){mxCylinder.call(this)}function u(){mxCylinder.call(this)}function n(){mxCylinder.call(this)}function r(){mxShape.call(this)}function x(){mxShape.call(this)} -function B(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1}function C(){mxActor.call(this)}function F(){mxCylinder.call(this)}function I(){mxCylinder.call(this)}function D(){mxActor.call(this)}function N(){mxActor.call(this)}function S(){mxActor.call(this)}function T(){mxActor.call(this)}function P(){mxActor.call(this)}function Z(){mxActor.call(this)}function U(){mxActor.call(this)}function V(c,h){this.canvas=c;this.canvas.setLineJoin("round");this.canvas.setLineCap("round"); -this.defaultVariation=h;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,V.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,V.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,V.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,V.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this,V.prototype.curveTo); -this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,V.prototype.arcTo)}function aa(){mxRectangleShape.call(this)}function ia(){mxRectangleShape.call(this)}function ea(){mxActor.call(this)}function qa(){mxActor.call(this)}function O(){mxActor.call(this)}function R(){mxRectangleShape.call(this)}function G(){mxRectangleShape.call(this)}function K(){mxCylinder.call(this)}function Q(){mxShape.call(this)}function ba(){mxShape.call(this)}function la(){mxEllipse.call(this)}function ra(){mxShape.call(this)} -function X(){mxShape.call(this)}function ca(){mxRectangleShape.call(this)}function oa(){mxShape.call(this)}function ta(){mxShape.call(this)}function Ka(){mxShape.call(this)}function Ha(){mxShape.call(this)}function va(){mxShape.call(this)}function Ca(){mxCylinder.call(this)}function sa(){mxCylinder.call(this)}function Da(){mxRectangleShape.call(this)}function Ua(){mxDoubleEllipse.call(this)}function db(){mxDoubleEllipse.call(this)}function Ta(){mxArrowConnector.call(this);this.spacing=0}function $a(){mxArrowConnector.call(this); -this.spacing=0}function Xa(){mxActor.call(this)}function Va(){mxRectangleShape.call(this)}function Ya(){mxActor.call(this)}function jb(){mxActor.call(this)}function bb(){mxActor.call(this)}function da(){mxActor.call(this)}function t(){mxActor.call(this)}function z(){mxActor.call(this)}function A(){mxActor.call(this)}function E(){mxActor.call(this)}function H(){mxActor.call(this)}function L(){mxActor.call(this)}function W(){mxEllipse.call(this)}function ha(){mxEllipse.call(this)}function fa(){mxEllipse.call(this)} -function ja(){mxRhombus.call(this)}function ua(){mxEllipse.call(this)}function Aa(){mxEllipse.call(this)}function Ea(){mxEllipse.call(this)}function Ma(){mxEllipse.call(this)}function La(){mxActor.call(this)}function Ia(){mxActor.call(this)}function Fa(){mxActor.call(this)}function Ga(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize=!0;this.indent=2;this.rectOutline="single"}function Oa(){mxConnector.call(this)} -function Pa(c,h,q,l,p,v,w,J,y,Y){w+=y;var M=l.clone();l.x-=p*(2*w+y);l.y-=v*(2*w+y);p*=w+y;v*=w+y;return function(){c.ellipse(M.x-p-w,M.y-v-w,2*w,2*w);Y?c.fillAndStroke():c.stroke()}}mxUtils.extend(a,mxShape);a.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var h=0;h<this.line.length;h++){var q=this.line[h];null!=q&&(q=new mxRectangle(q.x,q.y,this.strokewidth,this.strokewidth),null==c?c=q:c.add(q))}this.bounds=null!=c?c:new mxRectangle};a.prototype.paintVertexShape=function(c, +DiagramFormatPanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.gridEnabledListener&&(this.editorUi.removeListener(this.gridEnabledListener),this.gridEnabledListener=null)};(function(){function a(c,h,q){mxShape.call(this);this.line=c;this.stroke=h;this.strokewidth=null!=q?q:1;this.updateBoundsFromLine()}function b(){mxSwimlane.call(this)}function f(){mxSwimlane.call(this)}function e(){mxCylinder.call(this)}function g(){mxCylinder.call(this)}function d(){mxActor.call(this)}function k(){mxCylinder.call(this)}function n(){mxCylinder.call(this)}function u(){mxCylinder.call(this)}function m(){mxCylinder.call(this)}function r(){mxShape.call(this)}function x(){mxShape.call(this)} +function B(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1}function D(){mxActor.call(this)}function F(){mxCylinder.call(this)}function J(){mxCylinder.call(this)}function C(){mxActor.call(this)}function O(){mxActor.call(this)}function R(){mxActor.call(this)}function T(){mxActor.call(this)}function Q(){mxActor.call(this)}function aa(){mxActor.call(this)}function S(){mxActor.call(this)}function P(c,h){this.canvas=c;this.canvas.setLineJoin("round");this.canvas.setLineCap("round"); +this.defaultVariation=h;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,P.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,P.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,P.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,P.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this,P.prototype.curveTo); +this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,P.prototype.arcTo)}function X(){mxRectangleShape.call(this)}function ha(){mxRectangleShape.call(this)}function fa(){mxActor.call(this)}function sa(){mxActor.call(this)}function K(){mxActor.call(this)}function V(){mxRectangleShape.call(this)}function G(){mxRectangleShape.call(this)}function M(){mxCylinder.call(this)}function U(){mxShape.call(this)}function ba(){mxShape.call(this)}function la(){mxEllipse.call(this)}function ra(){mxShape.call(this)} +function Y(){mxShape.call(this)}function da(){mxRectangleShape.call(this)}function pa(){mxShape.call(this)}function wa(){mxShape.call(this)}function Ka(){mxShape.call(this)}function Ha(){mxShape.call(this)}function ua(){mxShape.call(this)}function Ca(){mxCylinder.call(this)}function qa(){mxCylinder.call(this)}function Da(){mxRectangleShape.call(this)}function Ua(){mxDoubleEllipse.call(this)}function db(){mxDoubleEllipse.call(this)}function Ta(){mxArrowConnector.call(this);this.spacing=0}function $a(){mxArrowConnector.call(this); +this.spacing=0}function Ya(){mxActor.call(this)}function Va(){mxRectangleShape.call(this)}function Za(){mxActor.call(this)}function kb(){mxActor.call(this)}function bb(){mxActor.call(this)}function ca(){mxActor.call(this)}function t(){mxActor.call(this)}function z(){mxActor.call(this)}function A(){mxActor.call(this)}function E(){mxActor.call(this)}function H(){mxActor.call(this)}function L(){mxActor.call(this)}function W(){mxEllipse.call(this)}function ia(){mxEllipse.call(this)}function ea(){mxEllipse.call(this)} +function ja(){mxRhombus.call(this)}function ta(){mxEllipse.call(this)}function Aa(){mxEllipse.call(this)}function Ea(){mxEllipse.call(this)}function Ma(){mxEllipse.call(this)}function La(){mxActor.call(this)}function Ia(){mxActor.call(this)}function Fa(){mxActor.call(this)}function Ga(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize=!0;this.indent=2;this.rectOutline="single"}function Oa(){mxConnector.call(this)} +function Pa(c,h,q,l,p,v,w,I,y,Z){w+=y;var N=l.clone();l.x-=p*(2*w+y);l.y-=v*(2*w+y);p*=w+y;v*=w+y;return function(){c.ellipse(N.x-p-w,N.y-v-w,2*w,2*w);Z?c.fillAndStroke():c.stroke()}}mxUtils.extend(a,mxShape);a.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var h=0;h<this.line.length;h++){var q=this.line[h];null!=q&&(q=new mxRectangle(q.x,q.y,this.strokewidth,this.strokewidth),null==c?c=q:c.add(q))}this.bounds=null!=c?c:new mxRectangle};a.prototype.paintVertexShape=function(c, h,q,l,p){this.paintTableLine(c,this.line,0,0)};a.prototype.paintTableLine=function(c,h,q,l){if(null!=h){var p=null;c.begin();for(var v=0;v<h.length;v++){var w=h[v];null!=w&&(null==p?c.moveTo(w.x+q,w.y+l):null!=p&&c.lineTo(w.x+q,w.y+l));p=w}c.end();c.stroke()}};a.prototype.intersectsRectangle=function(c){var h=!1;if(mxShape.prototype.intersectsRectangle.apply(this,arguments)&&null!=this.line)for(var q=null,l=0;l<this.line.length&&!h;l++){var p=this.line[l];null!=p&&null!=q&&(h=mxUtils.rectangleIntersectsSegment(c, -q,p));q=p}return h};mxCellRenderer.registerShape("tableLine",a);mxUtils.extend(b,mxSwimlane);b.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};b.prototype.paintVertexShape=function(c,h,q,l,p){var v=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell):!1,w=this.isHorizontal(),J=this.getTitleSize();0==J||this.outline?Ea.prototype.paintVertexShape.apply(this, -arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-h,-q));v||this.outline||!(w&&J<p||!w&&J<l)||this.paintForeground(c,h,q,l,p)};b.prototype.paintForeground=function(c,h,q,l,p){if(null!=this.state){var v=this.flipH,w=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var J=v;v=w;w=J}c.rotate(-this.getShapeRotation(),v,w,h+l/2,q+p/2);s=this.scale;h=this.bounds.x/s;q=this.bounds.y/s;l=this.bounds.width/s;p=this.bounds.height/ +q,p));q=p}return h};mxCellRenderer.registerShape("tableLine",a);mxUtils.extend(b,mxSwimlane);b.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};b.prototype.paintVertexShape=function(c,h,q,l,p){var v=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell):!1,w=this.isHorizontal(),I=this.getTitleSize();0==I||this.outline?Ea.prototype.paintVertexShape.apply(this, +arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-h,-q));v||this.outline||!(w&&I<p||!w&&I<l)||this.paintForeground(c,h,q,l,p)};b.prototype.paintForeground=function(c,h,q,l,p){if(null!=this.state){var v=this.flipH,w=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var I=v;v=w;w=I}c.rotate(-this.getShapeRotation(),v,w,h+l/2,q+p/2);s=this.scale;h=this.bounds.x/s;q=this.bounds.y/s;l=this.bounds.width/s;p=this.bounds.height/ s;this.paintTableForeground(c,h,q,l,p)}};b.prototype.paintTableForeground=function(c,h,q,l,p){l=this.state.view.graph.getTableLines(this.state.cell,"0"!=mxUtils.getValue(this.state.style,"rowLines","1"),"0"!=mxUtils.getValue(this.state.style,"columnLines","1"));for(p=0;p<l.length;p++)a.prototype.paintTableLine(c,l[p],h,q)};b.prototype.configurePointerEvents=function(c){0==this.getTitleSize()?c.pointerEvents=!1:mxSwimlane.prototype.configurePointerEvents.apply(this,arguments)};mxCellRenderer.registerShape("table", -b);mxUtils.extend(f,b);f.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",f);mxUtils.extend(e,mxCylinder);e.prototype.size=20;e.prototype.darkOpacity=0;e.prototype.darkOpacity2=0;e.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),w=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),J=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"darkOpacity2",this.darkOpacity2))));c.translate(h,q);c.begin();c.moveTo(0,0);c.lineTo(l-v,0);c.lineTo(l,v);c.lineTo(l,p);c.lineTo(v,p);c.lineTo(0,p-v);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=w&&(c.setFillAlpha(Math.abs(w)),c.setFillColor(0>w?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(l-v,0),c.lineTo(l,v),c.lineTo(v,v),c.close(),c.fill()),0!=J&&(c.setFillAlpha(Math.abs(J)),c.setFillColor(0>J?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(v, +b);mxUtils.extend(f,b);f.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",f);mxUtils.extend(e,mxCylinder);e.prototype.size=20;e.prototype.darkOpacity=0;e.prototype.darkOpacity2=0;e.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),w=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),I=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"darkOpacity2",this.darkOpacity2))));c.translate(h,q);c.begin();c.moveTo(0,0);c.lineTo(l-v,0);c.lineTo(l,v);c.lineTo(l,p);c.lineTo(v,p);c.lineTo(0,p-v);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=w&&(c.setFillAlpha(Math.abs(w)),c.setFillColor(0>w?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(l-v,0),c.lineTo(l,v),c.lineTo(v,v),c.close(),c.fill()),0!=I&&(c.setFillAlpha(Math.abs(I)),c.setFillColor(0>I?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(v, v),c.lineTo(v,p),c.lineTo(0,p-v),c.close(),c.fill()),c.begin(),c.moveTo(v,p),c.lineTo(v,v),c.lineTo(0,0),c.moveTo(v,v),c.lineTo(l,v),c.end(),c.stroke())};e.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?(c=parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale,new mxRectangle(c,c,0,0)):null};mxCellRenderer.registerShape("cube",e);var Na=Math.tan(mxUtils.toRadians(30)),Sa=(.5-Na)/2;mxCellRenderer.registerShape("isoRectangle",d);mxUtils.extend(g, mxCylinder);g.prototype.size=6;g.prototype.paintVertexShape=function(c,h,q,l,p){c.setFillColor(this.stroke);var v=Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size))-2)+2*this.strokewidth;c.ellipse(h+.5*(l-v),q+.5*(p-v),v,v);c.fill();c.setFillColor(mxConstants.NONE);c.rect(h,q,l,p);c.fill()};mxCellRenderer.registerShape("waypoint",g);mxUtils.extend(d,mxActor);d.prototype.size=20;d.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(l,p/Na);c.translate((l-h)/2,(p-h)/2+h/4);c.moveTo(0, .25*h);c.lineTo(.5*h,h*Sa);c.lineTo(h,.25*h);c.lineTo(.5*h,(.5-Sa)*h);c.lineTo(0,.25*h);c.close();c.end()};mxCellRenderer.registerShape("isoRectangle",d);mxUtils.extend(k,mxCylinder);k.prototype.size=20;k.prototype.redrawPath=function(c,h,q,l,p,v){h=Math.min(l,p/(.5+Na));v?(c.moveTo(0,.25*h),c.lineTo(.5*h,(.5-Sa)*h),c.lineTo(h,.25*h),c.moveTo(.5*h,(.5-Sa)*h),c.lineTo(.5*h,(1-Sa)*h)):(c.translate((l-h)/2,(p-h)/2),c.moveTo(0,.25*h),c.lineTo(.5*h,h*Sa),c.lineTo(h,.25*h),c.lineTo(h,.75*h),c.lineTo(.5* -h,(1-Sa)*h),c.lineTo(0,.75*h),c.close());c.end()};mxCellRenderer.registerShape("isoCube",k);mxUtils.extend(m,mxCylinder);m.prototype.redrawPath=function(c,h,q,l,p,v){h=Math.min(p/2,Math.round(p/8)+this.strokewidth-1);if(v&&null!=this.fill||!v&&null==this.fill)c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0, --h);v||(c.moveTo(0,h),c.curveTo(0,-h/3,l,-h/3,l,h),c.lineTo(l,p-h),c.curveTo(l,p+h/3,0,p+h/3,0,p-h),c.close())};m.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",m);mxUtils.extend(u,mxCylinder);u.prototype.size=30;u.prototype.darkOpacity=0;u.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size", +h,(1-Sa)*h),c.lineTo(0,.75*h),c.close());c.end()};mxCellRenderer.registerShape("isoCube",k);mxUtils.extend(n,mxCylinder);n.prototype.redrawPath=function(c,h,q,l,p,v){h=Math.min(p/2,Math.round(p/8)+this.strokewidth-1);if(v&&null!=this.fill||!v&&null==this.fill)c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0, +-h);v||(c.moveTo(0,h),c.curveTo(0,-h/3,l,-h/3,l,h),c.lineTo(l,p-h),c.curveTo(l,p+h/3,0,p+h/3,0,p-h),c.close())};n.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",n);mxUtils.extend(u,mxCylinder);u.prototype.size=30;u.prototype.darkOpacity=0;u.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size", this.size))))),w=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity))));c.translate(h,q);c.begin();c.moveTo(0,0);c.lineTo(l-v,0);c.lineTo(l,v);c.lineTo(l,p);c.lineTo(0,p);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=w&&(c.setFillAlpha(Math.abs(w)),c.setFillColor(0>w?"#FFFFFF":"#000000"),c.begin(),c.moveTo(l-v,0),c.lineTo(l-v,v),c.lineTo(l,v),c.close(),c.fill()),c.begin(),c.moveTo(l-v,0),c.lineTo(l-v,v),c.lineTo(l,v), -c.end(),c.stroke())};mxCellRenderer.registerShape("note",u);mxUtils.extend(n,u);mxCellRenderer.registerShape("note2",n);n.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,h*this.scale),0,0)}return null};mxUtils.extend(r,mxShape);r.prototype.isoAngle=15;r.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style, +c.end(),c.stroke())};mxCellRenderer.registerShape("note",u);mxUtils.extend(m,u);mxCellRenderer.registerShape("note2",m);m.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,h*this.scale),0,0)}return null};mxUtils.extend(r,mxShape);r.prototype.isoAngle=15;r.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style, "isoAngle",this.isoAngle))))*Math.PI/200;v=Math.min(l*Math.tan(v),.5*p);c.translate(h,q);c.begin();c.moveTo(.5*l,0);c.lineTo(l,v);c.lineTo(l,p-v);c.lineTo(.5*l,p);c.lineTo(0,p-v);c.lineTo(0,v);c.close();c.fillAndStroke();c.setShadow(!1);c.begin();c.moveTo(0,v);c.lineTo(.5*l,2*v);c.lineTo(l,v);c.moveTo(.5*l,2*v);c.lineTo(.5*l,p);c.stroke()};mxCellRenderer.registerShape("isoCube2",r);mxUtils.extend(x,mxShape);x.prototype.size=15;x.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(.5* p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.translate(h,q);0==v?(c.rect(0,0,l,p),c.fillAndStroke()):(c.begin(),c.moveTo(0,v),c.arcTo(.5*l,v,0,0,1,.5*l,0),c.arcTo(.5*l,v,0,0,1,l,v),c.lineTo(l,p-v),c.arcTo(.5*l,v,0,0,1,.5*l,p),c.arcTo(.5*l,v,0,0,1,0,p-v),c.close(),c.fillAndStroke(),c.setShadow(!1),c.begin(),c.moveTo(l,v),c.arcTo(.5*l,v,0,0,1,.5*l,2*v),c.arcTo(.5*l,v,0,0,1,0,v),c.stroke())};mxCellRenderer.registerShape("cylinder2",x);mxUtils.extend(B,mxCylinder);B.prototype.size= 15;B.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(.5*p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),w=mxUtils.getValue(this.style,"lid",!0);c.translate(h,q);0==v?(c.rect(0,0,l,p),c.fillAndStroke()):(c.begin(),w?(c.moveTo(0,v),c.arcTo(.5*l,v,0,0,1,.5*l,0),c.arcTo(.5*l,v,0,0,1,l,v)):(c.moveTo(0,0),c.arcTo(.5*l,v,0,0,0,.5*l,v),c.arcTo(.5*l,v,0,0,0,l,0)),c.lineTo(l,p-v),c.arcTo(.5*l,v,0,0,1,.5*l,p),c.arcTo(.5*l,v,0,0,1,0,p-v),c.close(),c.fillAndStroke(),c.setShadow(!1), -w&&(c.begin(),c.moveTo(l,v),c.arcTo(.5*l,v,0,0,1,.5*l,2*v),c.arcTo(.5*l,v,0,0,1,0,v),c.stroke()))};mxCellRenderer.registerShape("cylinder3",B);mxUtils.extend(C,mxActor);C.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l/2,.5*p,l,0);c.quadTo(.5*l,p/2,l,p);c.quadTo(l/2,.5*p,0,p);c.quadTo(.5*l,p/2,0,0);c.end()};mxCellRenderer.registerShape("switch",C);mxUtils.extend(F,mxCylinder);F.prototype.tabWidth=60;F.prototype.tabHeight=20;F.prototype.tabPosition="right";F.prototype.arcSize=.1; -F.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var v=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),w=mxUtils.getValue(this.style,"rounded",!1),J=mxUtils.getValue(this.style,"absoluteArcSize",!1),y=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));J||(y*=Math.min(l,p)); +w&&(c.begin(),c.moveTo(l,v),c.arcTo(.5*l,v,0,0,1,.5*l,2*v),c.arcTo(.5*l,v,0,0,1,0,v),c.stroke()))};mxCellRenderer.registerShape("cylinder3",B);mxUtils.extend(D,mxActor);D.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l/2,.5*p,l,0);c.quadTo(.5*l,p/2,l,p);c.quadTo(l/2,.5*p,0,p);c.quadTo(.5*l,p/2,0,0);c.end()};mxCellRenderer.registerShape("switch",D);mxUtils.extend(F,mxCylinder);F.prototype.tabWidth=60;F.prototype.tabHeight=20;F.prototype.tabPosition="right";F.prototype.arcSize=.1; +F.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var v=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),w=mxUtils.getValue(this.style,"rounded",!1),I=mxUtils.getValue(this.style,"absoluteArcSize",!1),y=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));I||(y*=Math.min(l,p)); y=Math.min(y,.5*l,.5*(p-q));h=Math.max(h,y);h=Math.min(l-y,h);w||(y=0);c.begin();"left"==v?(c.moveTo(Math.max(y,0),q),c.lineTo(Math.max(y,0),0),c.lineTo(h,0),c.lineTo(h,q)):(c.moveTo(l-h,q),c.lineTo(l-h,0),c.lineTo(l-Math.max(y,0),0),c.lineTo(l-Math.max(y,0),q));w?(c.moveTo(0,y+q),c.arcTo(y,y,0,0,1,y,q),c.lineTo(l-y,q),c.arcTo(y,y,0,0,1,l,y+q),c.lineTo(l,p-y),c.arcTo(y,y,0,0,1,l-y,p),c.lineTo(y,p),c.arcTo(y,y,0,0,1,0,p-y)):(c.moveTo(0,q),c.lineTo(l,q),c.lineTo(l,p),c.lineTo(0,p));c.close();c.fillAndStroke(); c.setShadow(!1);"triangle"==mxUtils.getValue(this.style,"folderSymbol",null)&&(c.begin(),c.moveTo(l-30,q+20),c.lineTo(l-20,q+10),c.lineTo(l-10,q+20),c.close(),c.stroke())};mxCellRenderer.registerShape("folder",F);F.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var q=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;h=mxUtils.getValue(this.style, "tabHeight",15)*this.scale;var l=mxUtils.getValue(this.style,"rounded",!1),p=mxUtils.getValue(this.style,"absoluteArcSize",!1),v=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));p||(v*=Math.min(c.width,c.height));v=Math.min(v,.5*c.width,.5*(c.height-h));l||(v=0);return"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(v,0,Math.min(c.width,c.width-q),Math.min(c.height,c.height-h)):new mxRectangle(Math.min(c.width,c.width-q),0,v,Math.min(c.height,c.height- -h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};mxUtils.extend(I,mxCylinder);I.prototype.arcSize=.1;I.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);var v=mxUtils.getValue(this.style,"rounded",!1),w=mxUtils.getValue(this.style,"absoluteArcSize",!1);h=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));q=mxUtils.getValue(this.style,"umlStateConnection",null);w||(h*=Math.min(l,p));h=Math.min(h,.5*l,.5*p);v||(h=0);v=0;null!=q&&(v=10);c.begin();c.moveTo(v, +h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};mxUtils.extend(J,mxCylinder);J.prototype.arcSize=.1;J.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);var v=mxUtils.getValue(this.style,"rounded",!1),w=mxUtils.getValue(this.style,"absoluteArcSize",!1);h=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));q=mxUtils.getValue(this.style,"umlStateConnection",null);w||(h*=Math.min(l,p));h=Math.min(h,.5*l,.5*p);v||(h=0);v=0;null!=q&&(v=10);c.begin();c.moveTo(v, h);c.arcTo(h,h,0,0,1,v+h,0);c.lineTo(l-h,0);c.arcTo(h,h,0,0,1,l,h);c.lineTo(l,p-h);c.arcTo(h,h,0,0,1,l-h,p);c.lineTo(v+h,p);c.arcTo(h,h,0,0,1,v,p-h);c.close();c.fillAndStroke();c.setShadow(!1);"collapseState"==mxUtils.getValue(this.style,"umlStateSymbol",null)&&(c.roundrect(l-40,p-20,10,10,3,3),c.stroke(),c.roundrect(l-20,p-20,10,10,3,3),c.stroke(),c.begin(),c.moveTo(l-30,p-15),c.lineTo(l-20,p-15),c.stroke());"connPointRefEntry"==q?(c.ellipse(0,.5*p-10,20,20),c.fillAndStroke()):"connPointRefExit"== -q&&(c.ellipse(0,.5*p-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*p-5),c.lineTo(15,.5*p+5),c.moveTo(15,.5*p-5),c.lineTo(5,.5*p+5),c.stroke())};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",I);mxUtils.extend(D,mxActor);D.prototype.size=30;D.prototype.isRoundable=function(){return!0};D.prototype.redrawPath= -function(c,h,q,l,p){h=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l,p),new mxPoint(0,p),new mxPoint(0,h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("card",D);mxUtils.extend(N,mxActor);N.prototype.size=.4;N.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"size",this.size))));c.moveTo(0,h/2);c.quadTo(l/4,1.4*h,l/2,h/2);c.quadTo(3*l/4,h*(1-1.4),l,h/2);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};N.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",this.size),q=c.width,l=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)return h*= -l,new mxRectangle(c.x,c.y+h,q,l-2*h);h*=q;return new mxRectangle(c.x+h,c.y,q-2*h,l)}return c};mxCellRenderer.registerShape("tape",N);mxUtils.extend(S,mxActor);S.prototype.size=.3;S.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};S.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0, -0);c.lineTo(l,0);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};mxCellRenderer.registerShape("document",S);var eb=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,h,q,l){var p=mxUtils.getValue(this.style,"size");return null!=p?l*Math.max(0,Math.min(1,p)):eb.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=2*mxUtils.getValue(this.style, +q&&(c.ellipse(0,.5*p-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*p-5),c.lineTo(15,.5*p+5),c.moveTo(15,.5*p-5),c.lineTo(5,.5*p+5),c.stroke())};J.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",J);mxUtils.extend(C,mxActor);C.prototype.size=30;C.prototype.isRoundable=function(){return!0};C.prototype.redrawPath= +function(c,h,q,l,p){h=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l,p),new mxPoint(0,p),new mxPoint(0,h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("card",C);mxUtils.extend(O,mxActor);O.prototype.size=.4;O.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"size",this.size))));c.moveTo(0,h/2);c.quadTo(l/4,1.4*h,l/2,h/2);c.quadTo(3*l/4,h*(1-1.4),l,h/2);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};O.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",this.size),q=c.width,l=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)return h*= +l,new mxRectangle(c.x,c.y+h,q,l-2*h);h*=q;return new mxRectangle(c.x+h,c.y,q-2*h,l)}return c};mxCellRenderer.registerShape("tape",O);mxUtils.extend(R,mxActor);R.prototype.size=.3;R.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};R.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0, +0);c.lineTo(l,0);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};mxCellRenderer.registerShape("document",R);var eb=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,h,q,l){var p=mxUtils.getValue(this.style,"size");return null!=p?l*Math.max(0,Math.min(1,p)):eb.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=2*mxUtils.getValue(this.style, "size",.15);return new mxRectangle(0,Math.min(this.maxHeight*this.scale,c.height*h),0,0)}return null};B.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);mxUtils.getValue(this.style,"lid",!0)||(h/=2);return new mxRectangle(0,Math.min(c.height*this.scale,2*h*this.scale),0,Math.max(0,.3*h*this.scale))}return null};F.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style, "tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var q=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;h=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var l=mxUtils.getValue(this.style,"rounded",!1),p=mxUtils.getValue(this.style,"absoluteArcSize",!1),v=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));p||(v*=Math.min(c.width,c.height));v=Math.min(v,.5*c.width,.5*(c.height-h));l||(v=0);return"left"==mxUtils.getValue(this.style,"tabPosition", -this.tabPosition)?new mxRectangle(v,0,Math.min(c.width,c.width-q),Math.min(c.height,c.height-h)):new mxRectangle(Math.min(c.width,c.width-q),0,v,Math.min(c.height,c.height-h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};n.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, +this.tabPosition)?new mxRectangle(v,0,Math.min(c.width,c.width-q),Math.min(c.height,c.height-h)):new mxRectangle(Math.min(c.width,c.width-q),0,v,Math.min(c.height,c.height-h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};J.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};m.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, "boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,h*this.scale),0,Math.max(0,h*this.scale))}return null};mxUtils.extend(T,mxActor);T.prototype.size=.2;T.prototype.fixedSize=20;T.prototype.isRoundable=function(){return!0};T.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l-h,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("parallelogram",T);mxUtils.extend(P,mxActor);P.prototype.size=.2;P.prototype.fixedSize=20;P.prototype.isRoundable=function(){return!0};P.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5* -l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l-h,0),new mxPoint(l,p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("trapezoid",P);mxUtils.extend(Z,mxActor);Z.prototype.size=.5;Z.prototype.redrawPath=function(c,h,q,l,p){c.setFillColor(null); -h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(h,0),new mxPoint(h,p/2),new mxPoint(0,p/2),new mxPoint(h,p/2),new mxPoint(h,p),new mxPoint(l,p)],this.isRounded,q,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",Z);mxUtils.extend(U,mxActor);U.prototype.redrawPath=function(c,h,q,l,p){c.setStrokeWidth(1);c.setFillColor(this.stroke); -h=l/5;c.rect(0,0,h,p);c.fillAndStroke();c.rect(2*h,0,h,p);c.fillAndStroke();c.rect(4*h,0,h,p);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",U);V.prototype.moveTo=function(c,h){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;this.firstX=c;this.firstY=h};V.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas,arguments));this.originalClose.apply(this.canvas,arguments)}; -V.prototype.quadTo=function(c,h,q,l){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=q;this.lastY=l};V.prototype.curveTo=function(c,h,q,l,p,v){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=p;this.lastY=v};V.prototype.arcTo=function(c,h,q,l,p,v,w){this.originalArcTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=w};V.prototype.lineTo=function(c,h){if(null!=this.lastX&&null!=this.lastY){var q=function(M){return"number"===typeof M?M?0>M?-1:1:M===M?0:NaN:NaN},l=Math.abs(c- -this.lastX),p=Math.abs(h-this.lastY),v=Math.sqrt(l*l+p*p);if(2>v){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;return}var w=Math.round(v/10),J=this.defaultVariation;5>w&&(w=5,J/=3);var y=q(c-this.lastX)*l/w;q=q(h-this.lastY)*p/w;l/=v;p/=v;for(v=0;v<w;v++){var Y=(Math.random()-.5)*J;this.originalLineTo.call(this.canvas,y*v+this.lastX-Y*p,q*v+this.lastY-Y*l)}this.originalLineTo.call(this.canvas,c,h)}else this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY= -h};V.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var ab=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){ab.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))};var pb=mxShape.prototype.afterPaint; -mxShape.prototype.afterPaint=function(c){pb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new V(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var ub=mxRectangleShape.prototype.isHtmlAllowed; -mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&ub.apply(this,arguments)};var vb=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,h,q,l,p){if(null==c.handJiggle||c.handJiggle.constructor!=V)vb.apply(this,arguments);else{var v=!0;null!=this.style&&(v="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, +"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l-h,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("parallelogram",T);mxUtils.extend(Q,mxActor);Q.prototype.size=.2;Q.prototype.fixedSize=20;Q.prototype.isRoundable=function(){return!0};Q.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5* +l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l-h,0),new mxPoint(l,p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("trapezoid",Q);mxUtils.extend(aa,mxActor);aa.prototype.size=.5;aa.prototype.redrawPath=function(c,h,q,l,p){c.setFillColor(null); +h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(h,0),new mxPoint(h,p/2),new mxPoint(0,p/2),new mxPoint(h,p/2),new mxPoint(h,p),new mxPoint(l,p)],this.isRounded,q,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",aa);mxUtils.extend(S,mxActor);S.prototype.redrawPath=function(c,h,q,l,p){c.setStrokeWidth(1);c.setFillColor(this.stroke); +h=l/5;c.rect(0,0,h,p);c.fillAndStroke();c.rect(2*h,0,h,p);c.fillAndStroke();c.rect(4*h,0,h,p);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",S);P.prototype.moveTo=function(c,h){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;this.firstX=c;this.firstY=h};P.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas,arguments));this.originalClose.apply(this.canvas,arguments)}; +P.prototype.quadTo=function(c,h,q,l){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=q;this.lastY=l};P.prototype.curveTo=function(c,h,q,l,p,v){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=p;this.lastY=v};P.prototype.arcTo=function(c,h,q,l,p,v,w){this.originalArcTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=w};P.prototype.lineTo=function(c,h){if(null!=this.lastX&&null!=this.lastY){var q=function(N){return"number"===typeof N?N?0>N?-1:1:N===N?0:NaN:NaN},l=Math.abs(c- +this.lastX),p=Math.abs(h-this.lastY),v=Math.sqrt(l*l+p*p);if(2>v){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;return}var w=Math.round(v/10),I=this.defaultVariation;5>w&&(w=5,I/=3);var y=q(c-this.lastX)*l/w;q=q(h-this.lastY)*p/w;l/=v;p/=v;for(v=0;v<w;v++){var Z=(Math.random()-.5)*I;this.originalLineTo.call(this.canvas,y*v+this.lastX-Z*p,q*v+this.lastY-Z*l)}this.originalLineTo.call(this.canvas,c,h)}else this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY= +h};P.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var ab=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){ab.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))};var pb=mxShape.prototype.afterPaint; +mxShape.prototype.afterPaint=function(c){pb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new P(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var vb=mxRectangleShape.prototype.isHtmlAllowed; +mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&vb.apply(this,arguments)};var wb=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,h,q,l,p){if(null==c.handJiggle||c.handJiggle.constructor!=P)wb.apply(this,arguments);else{var v=!0;null!=this.style&&(v="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, "1"));if(v||null!=this.fill&&this.fill!=mxConstants.NONE||null!=this.stroke&&this.stroke!=mxConstants.NONE)v||null!=this.fill&&this.fill!=mxConstants.NONE||(c.pointerEvents=!1),c.begin(),this.isRounded?("1"==mxUtils.getValue(this.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?v=Math.min(l/2,Math.min(p/2,mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2)):(v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,v=Math.min(l* -v,p*v)),c.moveTo(h+v,q),c.lineTo(h+l-v,q),c.quadTo(h+l,q,h+l,q+v),c.lineTo(h+l,q+p-v),c.quadTo(h+l,q+p,h+l-v,q+p),c.lineTo(h+v,q+p),c.quadTo(h,q+p,h,q+p-v),c.lineTo(h,q+v),c.quadTo(h,q,h+v,q)):(c.moveTo(h,q),c.lineTo(h+l,q),c.lineTo(h+l,q+p),c.lineTo(h,q+p),c.lineTo(h,q)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(aa,mxRectangleShape);aa.prototype.size=.1;aa.prototype.fixedSize=!1;aa.prototype.isHtmlAllowed=function(){return!1};aa.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, +v,p*v)),c.moveTo(h+v,q),c.lineTo(h+l-v,q),c.quadTo(h+l,q,h+l,q+v),c.lineTo(h+l,q+p-v),c.quadTo(h+l,q+p,h+l-v,q+p),c.lineTo(h+v,q+p),c.quadTo(h,q+p,h,q+p-v),c.lineTo(h,q+v),c.quadTo(h,q,h+v,q)):(c.moveTo(h,q),c.lineTo(h+l,q),c.lineTo(h+l,q+p),c.lineTo(h,q+p),c.lineTo(h,q)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(X,mxRectangleShape);X.prototype.size=.1;X.prototype.fixedSize=!1;X.prototype.isHtmlAllowed=function(){return!1};X.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, mxConstants.STYLE_HORIZONTAL,!0)==(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)){var h=c.width,q=c.height;c=new mxRectangle(c.x,c.y,h,q);var l=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));if(this.isRounded){var p=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;l=Math.max(l,Math.min(h*p,q*p))}c.x+=Math.round(l);c.width-=Math.round(2*l);return c}return c}; -aa.prototype.paintForeground=function(c,h,q,l,p){var v=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),w=parseFloat(mxUtils.getValue(this.style,"size",this.size));w=v?Math.max(0,Math.min(l,w)):l*Math.max(0,Math.min(1,w));this.isRounded&&(v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,w=Math.max(w,Math.min(l*v,p*v)));w=Math.round(w);c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.moveTo(h+l-w,q);c.lineTo(h+l-w,q+p);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, -arguments)};mxCellRenderer.registerShape("process",aa);mxCellRenderer.registerShape("process2",aa);mxUtils.extend(ia,mxRectangleShape);ia.prototype.paintBackground=function(c,h,q,l,p){c.setFillColor(mxConstants.NONE);c.rect(h,q,l,p);c.fill()};ia.prototype.paintForeground=function(c,h,q,l,p){};mxCellRenderer.registerShape("transparent",ia);mxUtils.extend(ea,mxHexagon);ea.prototype.size=30;ea.prototype.position=.5;ea.prototype.position2=.5;ea.prototype.base=20;ea.prototype.getLabelMargins=function(){return new mxRectangle(0, -0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};ea.prototype.isRoundable=function(){return!0};ea.prototype.redrawPath=function(c,h,q,l,p){h=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var v=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),w=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", -this.position2)))),J=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,p-q),new mxPoint(Math.min(l,v+J),p-q),new mxPoint(w,p),new mxPoint(Math.max(0,v),p-q),new mxPoint(0,p-q)],this.isRounded,h,!0,[4])};mxCellRenderer.registerShape("callout",ea);mxUtils.extend(qa,mxActor);qa.prototype.size=.2;qa.prototype.fixedSize=20;qa.prototype.isRoundable=function(){return!0};qa.prototype.redrawPath=function(c,h, +X.prototype.paintForeground=function(c,h,q,l,p){var v=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),w=parseFloat(mxUtils.getValue(this.style,"size",this.size));w=v?Math.max(0,Math.min(l,w)):l*Math.max(0,Math.min(1,w));this.isRounded&&(v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,w=Math.max(w,Math.min(l*v,p*v)));w=Math.round(w);c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.moveTo(h+l-w,q);c.lineTo(h+l-w,q+p);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, +arguments)};mxCellRenderer.registerShape("process",X);mxCellRenderer.registerShape("process2",X);mxUtils.extend(ha,mxRectangleShape);ha.prototype.paintBackground=function(c,h,q,l,p){c.setFillColor(mxConstants.NONE);c.rect(h,q,l,p);c.fill()};ha.prototype.paintForeground=function(c,h,q,l,p){};mxCellRenderer.registerShape("transparent",ha);mxUtils.extend(fa,mxHexagon);fa.prototype.size=30;fa.prototype.position=.5;fa.prototype.position2=.5;fa.prototype.base=20;fa.prototype.getLabelMargins=function(){return new mxRectangle(0, +0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};fa.prototype.isRoundable=function(){return!0};fa.prototype.redrawPath=function(c,h,q,l,p){h=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var v=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),w=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", +this.position2)))),I=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,p-q),new mxPoint(Math.min(l,v+I),p-q),new mxPoint(w,p),new mxPoint(Math.max(0,v),p-q),new mxPoint(0,p-q)],this.isRounded,h,!0,[4])};mxCellRenderer.registerShape("callout",fa);mxUtils.extend(sa,mxActor);sa.prototype.size=.2;sa.prototype.fixedSize=20;sa.prototype.isRoundable=function(){return!0};sa.prototype.redrawPath=function(c,h, q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(0,p),new mxPoint(h,p/2)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("step", -qa);mxUtils.extend(O,mxHexagon);O.prototype.size=.25;O.prototype.fixedSize=20;O.prototype.isRoundable=function(){return!0};O.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h, -0),new mxPoint(l-h,0),new mxPoint(l,.5*p),new mxPoint(l-h,p),new mxPoint(h,p),new mxPoint(0,.5*p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("hexagon",O);mxUtils.extend(R,mxRectangleShape);R.prototype.isHtmlAllowed=function(){return!1};R.prototype.paintForeground=function(c,h,q,l,p){var v=Math.min(l/5,p/5)+1;c.begin();c.moveTo(h+l/2,q+v);c.lineTo(h+l/2,q+p-v);c.moveTo(h+v,q+p/2);c.lineTo(h+l-v,q+p/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("plus", -R);var cb=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var h=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+h,c.y+h,c.width-2*h,c.height-2*h)}return c};mxRhombus.prototype.paintVertexShape=function(c,h,q,l,p){cb.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var v=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| +sa);mxUtils.extend(K,mxHexagon);K.prototype.size=.25;K.prototype.fixedSize=20;K.prototype.isRoundable=function(){return!0};K.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h, +0),new mxPoint(l-h,0),new mxPoint(l,.5*p),new mxPoint(l-h,p),new mxPoint(h,p),new mxPoint(0,.5*p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("hexagon",K);mxUtils.extend(V,mxRectangleShape);V.prototype.isHtmlAllowed=function(){return!1};V.prototype.paintForeground=function(c,h,q,l,p){var v=Math.min(l/5,p/5)+1;c.begin();c.moveTo(h+l/2,q+v);c.lineTo(h+l/2,q+p-v);c.moveTo(h+v,q+p/2);c.lineTo(h+l-v,q+p/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("plus", +V);var cb=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var h=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+h,c.y+h,c.width-2*h,c.height-2*h)}return c};mxRhombus.prototype.paintVertexShape=function(c,h,q,l,p){cb.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var v=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| 0);h+=v;q+=v;l-=2*v;p-=2*v;0<l&&0<p&&(c.setShadow(!1),cb.apply(this,[c,h,q,l,p]))}};mxUtils.extend(G,mxRectangleShape);G.prototype.isHtmlAllowed=function(){return!1};G.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var h=(Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+h,c.y+h,c.width-2*h,c.height-2*h)}return c};G.prototype.paintForeground=function(c,h,q,l,p){if(null!=this.style){if(!this.outline&&1==this.style["double"]){var v= -Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);h+=v;q+=v;l-=2*v;p-=2*v;0<l&&0<p&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);v=0;do{var w=mxCellRenderer.defaultShapes[this.style["symbol"+v]];if(null!=w){var J=this.style["symbol"+v+"Align"],y=this.style["symbol"+v+"VerticalAlign"],Y=this.style["symbol"+v+"Width"],M=this.style["symbol"+v+"Height"],Ba=this.style["symbol"+v+"Spacing"]||0,Qa=this.style["symbol"+v+"VSpacing"]||Ba, -Ja=this.style["symbol"+v+"ArcSpacing"];null!=Ja&&(Ja*=this.getArcSize(l+this.strokewidth,p+this.strokewidth),Ba+=Ja,Qa+=Ja);Ja=h;var ka=q;Ja=J==mxConstants.ALIGN_CENTER?Ja+(l-Y)/2:J==mxConstants.ALIGN_RIGHT?Ja+(l-Y-Ba):Ja+Ba;ka=y==mxConstants.ALIGN_MIDDLE?ka+(p-M)/2:y==mxConstants.ALIGN_BOTTOM?ka+(p-M-Qa):ka+Qa;c.save();J=new w;J.style=this.style;w.prototype.paintVertexShape.call(J,c,Ja,ka,Y,M);c.restore()}v++}while(null!=w)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("ext", -G);mxUtils.extend(K,mxCylinder);K.prototype.redrawPath=function(c,h,q,l,p,v){v?(c.moveTo(0,0),c.lineTo(l/2,p/2),c.lineTo(l,0),c.end()):(c.moveTo(0,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(0,p),c.close())};mxCellRenderer.registerShape("message",K);mxUtils.extend(Q,mxShape);Q.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.ellipse(l/4,0,l/2,p/4);c.fillAndStroke();c.begin();c.moveTo(l/2,p/4);c.lineTo(l/2,2*p/3);c.moveTo(l/2,p/3);c.lineTo(0,p/3);c.moveTo(l/2,p/3);c.lineTo(l,p/3);c.moveTo(l/ -2,2*p/3);c.lineTo(0,p);c.moveTo(l/2,2*p/3);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",Q);mxUtils.extend(ba,mxShape);ba.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ba.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,p/4);c.lineTo(0,3*p/4);c.end();c.stroke();c.begin();c.moveTo(0,p/2);c.lineTo(l/6,p/2);c.end();c.stroke();c.ellipse(l/6,0,5*l/6,p);c.fillAndStroke()};mxCellRenderer.registerShape("umlBoundary", -ba);mxUtils.extend(la,mxEllipse);la.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/8,q+p);c.lineTo(h+7*l/8,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",la);mxUtils.extend(ra,mxShape);ra.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(l,0);c.lineTo(0,p);c.moveTo(0,0);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy",ra);mxUtils.extend(X, -mxShape);X.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};X.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,0);c.end();c.stroke();c.ellipse(0,p/8,l,7*p/8);c.fillAndStroke()};X.prototype.paintForeground=function(c,h,q,l,p){c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,p/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",X);mxUtils.extend(ca,mxRectangleShape);ca.prototype.size= -40;ca.prototype.isHtmlAllowed=function(){return!1};ca.prototype.getLabelBounds=function(c){var h=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,h)};ca.prototype.paintBackground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),w=mxUtils.getValue(this.style,"participant");null==w||null==this.state?mxRectangleShape.prototype.paintBackground.call(this, -c,h,q,l,v):(w=this.state.view.graph.cellRenderer.getShape(w),null!=w&&w!=ca&&(w=new w,w.apply(this.state),c.save(),w.paintVertexShape(c,h,q,l,v),c.restore()));v<p&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(h+l/2,q+v),c.lineTo(h+l/2,q+p),c.end(),c.stroke())};ca.prototype.paintForeground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,h,q,l, -Math.min(p,v))};mxCellRenderer.registerShape("umlLifeline",ca);mxUtils.extend(oa,mxShape);oa.prototype.width=60;oa.prototype.height=30;oa.prototype.corner=10;oa.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};oa.prototype.paintBackground=function(c,h,q,l,p){var v=this.corner,w=Math.min(l,Math.max(v,parseFloat(mxUtils.getValue(this.style, -"width",this.width)))),J=Math.min(p,Math.max(1.5*v,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),y=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);y!=mxConstants.NONE&&(c.setFillColor(y),c.rect(h,q,l,p),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,h,q,l,p),c.setGradient(this.fill,this.gradient,h,q,l,p,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); -c.moveTo(h,q);c.lineTo(h+w,q);c.lineTo(h+w,q+Math.max(0,J-1.5*v));c.lineTo(h+Math.max(0,w-v),q+J);c.lineTo(h,q+J);c.close();c.fillAndStroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+l,q);c.lineTo(h+l,q+p);c.lineTo(h,q+p);c.lineTo(h,q+J);c.stroke()};mxCellRenderer.registerShape("umlFrame",oa);mxPerimeter.CenterPerimeter=function(c,h,q,l){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c,h, -q,l){l=ca.prototype.size;null!=h&&(l=mxUtils.getValue(h.style,"size",l)*h.view.scale);h=parseFloat(h.style[mxConstants.STYLE_STROKEWIDTH]||1)*h.view.scale/2-1;q.x<c.getCenterX()&&(h=-1*(h+1));return new mxPoint(c.getCenterX()+h,Math.min(c.y+c.height,Math.max(c.y+l,q.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,h,q,l){l=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", +Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);h+=v;q+=v;l-=2*v;p-=2*v;0<l&&0<p&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);v=0;do{var w=mxCellRenderer.defaultShapes[this.style["symbol"+v]];if(null!=w){var I=this.style["symbol"+v+"Align"],y=this.style["symbol"+v+"VerticalAlign"],Z=this.style["symbol"+v+"Width"],N=this.style["symbol"+v+"Height"],Ba=this.style["symbol"+v+"Spacing"]||0,Qa=this.style["symbol"+v+"VSpacing"]||Ba, +Ja=this.style["symbol"+v+"ArcSpacing"];null!=Ja&&(Ja*=this.getArcSize(l+this.strokewidth,p+this.strokewidth),Ba+=Ja,Qa+=Ja);Ja=h;var ka=q;Ja=I==mxConstants.ALIGN_CENTER?Ja+(l-Z)/2:I==mxConstants.ALIGN_RIGHT?Ja+(l-Z-Ba):Ja+Ba;ka=y==mxConstants.ALIGN_MIDDLE?ka+(p-N)/2:y==mxConstants.ALIGN_BOTTOM?ka+(p-N-Qa):ka+Qa;c.save();I=new w;I.style=this.style;w.prototype.paintVertexShape.call(I,c,Ja,ka,Z,N);c.restore()}v++}while(null!=w)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("ext", +G);mxUtils.extend(M,mxCylinder);M.prototype.redrawPath=function(c,h,q,l,p,v){v?(c.moveTo(0,0),c.lineTo(l/2,p/2),c.lineTo(l,0),c.end()):(c.moveTo(0,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(0,p),c.close())};mxCellRenderer.registerShape("message",M);mxUtils.extend(U,mxShape);U.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.ellipse(l/4,0,l/2,p/4);c.fillAndStroke();c.begin();c.moveTo(l/2,p/4);c.lineTo(l/2,2*p/3);c.moveTo(l/2,p/3);c.lineTo(0,p/3);c.moveTo(l/2,p/3);c.lineTo(l,p/3);c.moveTo(l/ +2,2*p/3);c.lineTo(0,p);c.moveTo(l/2,2*p/3);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",U);mxUtils.extend(ba,mxShape);ba.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ba.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,p/4);c.lineTo(0,3*p/4);c.end();c.stroke();c.begin();c.moveTo(0,p/2);c.lineTo(l/6,p/2);c.end();c.stroke();c.ellipse(l/6,0,5*l/6,p);c.fillAndStroke()};mxCellRenderer.registerShape("umlBoundary", +ba);mxUtils.extend(la,mxEllipse);la.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/8,q+p);c.lineTo(h+7*l/8,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",la);mxUtils.extend(ra,mxShape);ra.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(l,0);c.lineTo(0,p);c.moveTo(0,0);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy",ra);mxUtils.extend(Y, +mxShape);Y.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};Y.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,0);c.end();c.stroke();c.ellipse(0,p/8,l,7*p/8);c.fillAndStroke()};Y.prototype.paintForeground=function(c,h,q,l,p){c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,p/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",Y);mxUtils.extend(da,mxRectangleShape);da.prototype.size= +40;da.prototype.isHtmlAllowed=function(){return!1};da.prototype.getLabelBounds=function(c){var h=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,h)};da.prototype.paintBackground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),w=mxUtils.getValue(this.style,"participant");null==w||null==this.state?mxRectangleShape.prototype.paintBackground.call(this, +c,h,q,l,v):(w=this.state.view.graph.cellRenderer.getShape(w),null!=w&&w!=da&&(w=new w,w.apply(this.state),c.save(),w.paintVertexShape(c,h,q,l,v),c.restore()));v<p&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(h+l/2,q+v),c.lineTo(h+l/2,q+p),c.end(),c.stroke())};da.prototype.paintForeground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,h,q,l, +Math.min(p,v))};mxCellRenderer.registerShape("umlLifeline",da);mxUtils.extend(pa,mxShape);pa.prototype.width=60;pa.prototype.height=30;pa.prototype.corner=10;pa.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};pa.prototype.paintBackground=function(c,h,q,l,p){var v=this.corner,w=Math.min(l,Math.max(v,parseFloat(mxUtils.getValue(this.style, +"width",this.width)))),I=Math.min(p,Math.max(1.5*v,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),y=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);y!=mxConstants.NONE&&(c.setFillColor(y),c.rect(h,q,l,p),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,h,q,l,p),c.setGradient(this.fill,this.gradient,h,q,l,p,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); +c.moveTo(h,q);c.lineTo(h+w,q);c.lineTo(h+w,q+Math.max(0,I-1.5*v));c.lineTo(h+Math.max(0,w-v),q+I);c.lineTo(h,q+I);c.close();c.fillAndStroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+l,q);c.lineTo(h+l,q+p);c.lineTo(h,q+p);c.lineTo(h,q+I);c.stroke()};mxCellRenderer.registerShape("umlFrame",pa);mxPerimeter.CenterPerimeter=function(c,h,q,l){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c,h, +q,l){l=da.prototype.size;null!=h&&(l=mxUtils.getValue(h.style,"size",l)*h.view.scale);h=parseFloat(h.style[mxConstants.STYLE_STROKEWIDTH]||1)*h.view.scale/2-1;q.x<c.getCenterX()&&(h=-1*(h+1));return new mxPoint(c.getCenterX()+h,Math.min(c.y+c.height,Math.max(c.y+l,q.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,h,q,l){l=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", mxPerimeter.OrthogonalPerimeter);mxPerimeter.BackbonePerimeter=function(c,h,q,l){l=parseFloat(h.style[mxConstants.STYLE_STROKEWIDTH]||1)*h.view.scale/2-1;null!=h.style.backboneSize&&(l+=parseFloat(h.style.backboneSize)*h.view.scale/2-1);if("south"==h.style[mxConstants.STYLE_DIRECTION]||"north"==h.style[mxConstants.STYLE_DIRECTION])return q.x<c.getCenterX()&&(l=-1*(l+1)),new mxPoint(c.getCenterX()+l,Math.min(c.y+c.height,Math.max(c.y,q.y)));q.y<c.getCenterY()&&(l=-1*(l+1));return new mxPoint(Math.min(c.x+ -c.width,Math.max(c.x,q.x)),c.getCenterY()+l)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,h,q,l){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(h.style,"size",ea.prototype.size))*h.view.scale))),h.style),h,q,l)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, -h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?T.prototype.fixedSize:T.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y,J+p),new mxPoint(w+ -y,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J)]):(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y,J),new mxPoint(w+y-p,J+Y),new mxPoint(w,J+Y),new mxPoint(w+p,J)]);Y=c.getCenterX();c=c.getCenterY();c=new mxPoint(Y,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(J,c,q)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style, -"fixedSize","0"),v=p?P.prototype.fixedSize:P.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y-p,J),new mxPoint(w+y,J+Y),new mxPoint(w,J+Y),new mxPoint(w+p,J)]):h==mxConstants.DIRECTION_WEST? -(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y,J),new mxPoint(w+y-p,J+Y),new mxPoint(w+p,J+Y),new mxPoint(w,J)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J+p),new mxPoint(w+y,J),new mxPoint(w+y,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J+p)]):(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y,J+p),new mxPoint(w+y,J+Y-p),new mxPoint(w,J+Y),new mxPoint(w, -J)]);Y=c.getCenterX();c=c.getCenterY();c=new mxPoint(Y,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(J,c,q)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?qa.prototype.fixedSize:qa.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height,M=c.getCenterX();c=c.getCenterY();h=null!= -h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y-p,J),new mxPoint(w+y,c),new mxPoint(w+y-p,J+Y),new mxPoint(w,J+Y),new mxPoint(w+p,c),new mxPoint(w,J)]):h==mxConstants.DIRECTION_WEST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y,J),new mxPoint(w+y-p,c),new mxPoint(w+ -y,J+Y),new mxPoint(w+p,J+Y),new mxPoint(w,c),new mxPoint(w+p,J)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J+p),new mxPoint(M,J),new mxPoint(w+y,J+p),new mxPoint(w+y,J+Y),new mxPoint(M,J+Y-p),new mxPoint(w,J+Y),new mxPoint(w,J+p)]):(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(M,J+p),new mxPoint(w+y,J),new mxPoint(w+y,J+Y-p),new mxPoint(M,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J)]);M=new mxPoint(M, -c);l&&(q.x<w||q.x>w+y?M.y=q.y:M.x=q.x);return mxUtils.getPerimeterPoint(J,M,q)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?O.prototype.fixedSize:O.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height,M=c.getCenterX();c=c.getCenterY();h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST): -mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(M,J),new mxPoint(w+y,J+p),new mxPoint(w+y,J+Y-p),new mxPoint(M,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J+p),new mxPoint(M,J)]):(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y-p,J),new mxPoint(w+y,c),new mxPoint(w+y-p,J+Y),new mxPoint(w+p,J+Y),new mxPoint(w,c),new mxPoint(w+p,J)]);M=new mxPoint(M, -c);l&&(q.x<w||q.x>w+y?M.y=q.y:M.x=q.x);return mxUtils.getPerimeterPoint(J,M,q)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(ta,mxShape);ta.prototype.size=10;ta.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"size",this.size));c.translate(h,q);c.ellipse((l-v)/2,0,v,v);c.fillAndStroke();c.begin();c.moveTo(l/2,v);c.lineTo(l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",ta);mxUtils.extend(Ka, +c.width,Math.max(c.x,q.x)),c.getCenterY()+l)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,h,q,l){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(h.style,"size",fa.prototype.size))*h.view.scale))),h.style),h,q,l)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, +h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?T.prototype.fixedSize:T.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y,I+p),new mxPoint(w+ +y,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I)]):(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y,I),new mxPoint(w+y-p,I+Z),new mxPoint(w,I+Z),new mxPoint(w+p,I)]);Z=c.getCenterX();c=c.getCenterY();c=new mxPoint(Z,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(I,c,q)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style, +"fixedSize","0"),v=p?Q.prototype.fixedSize:Q.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y-p,I),new mxPoint(w+y,I+Z),new mxPoint(w,I+Z),new mxPoint(w+p,I)]):h==mxConstants.DIRECTION_WEST? +(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y,I),new mxPoint(w+y-p,I+Z),new mxPoint(w+p,I+Z),new mxPoint(w,I)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I+p),new mxPoint(w+y,I),new mxPoint(w+y,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I+p)]):(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y,I+p),new mxPoint(w+y,I+Z-p),new mxPoint(w,I+Z),new mxPoint(w, +I)]);Z=c.getCenterX();c=c.getCenterY();c=new mxPoint(Z,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(I,c,q)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?sa.prototype.fixedSize:sa.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height,N=c.getCenterX();c=c.getCenterY();h=null!= +h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y-p,I),new mxPoint(w+y,c),new mxPoint(w+y-p,I+Z),new mxPoint(w,I+Z),new mxPoint(w+p,c),new mxPoint(w,I)]):h==mxConstants.DIRECTION_WEST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y,I),new mxPoint(w+y-p,c),new mxPoint(w+ +y,I+Z),new mxPoint(w+p,I+Z),new mxPoint(w,c),new mxPoint(w+p,I)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I+p),new mxPoint(N,I),new mxPoint(w+y,I+p),new mxPoint(w+y,I+Z),new mxPoint(N,I+Z-p),new mxPoint(w,I+Z),new mxPoint(w,I+p)]):(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(N,I+p),new mxPoint(w+y,I),new mxPoint(w+y,I+Z-p),new mxPoint(N,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I)]);N=new mxPoint(N, +c);l&&(q.x<w||q.x>w+y?N.y=q.y:N.x=q.x);return mxUtils.getPerimeterPoint(I,N,q)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?K.prototype.fixedSize:K.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height,N=c.getCenterX();c=c.getCenterY();h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST): +mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(N,I),new mxPoint(w+y,I+p),new mxPoint(w+y,I+Z-p),new mxPoint(N,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I+p),new mxPoint(N,I)]):(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y-p,I),new mxPoint(w+y,c),new mxPoint(w+y-p,I+Z),new mxPoint(w+p,I+Z),new mxPoint(w,c),new mxPoint(w+p,I)]);N=new mxPoint(N, +c);l&&(q.x<w||q.x>w+y?N.y=q.y:N.x=q.x);return mxUtils.getPerimeterPoint(I,N,q)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(wa,mxShape);wa.prototype.size=10;wa.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"size",this.size));c.translate(h,q);c.ellipse((l-v)/2,0,v,v);c.fillAndStroke();c.begin();c.moveTo(l/2,v);c.lineTo(l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",wa);mxUtils.extend(Ka, mxShape);Ka.prototype.size=10;Ka.prototype.inset=2;Ka.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"size",this.size)),w=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(h,q);c.begin();c.moveTo(l/2,v+w);c.lineTo(l/2,p);c.end();c.stroke();c.begin();c.moveTo((l-v)/2-w,v/2);c.quadTo((l-v)/2-w,v+w,l/2,v+w);c.quadTo((l+v)/2+w,v+w,(l+v)/2+w,v/2);c.end();c.stroke()};mxCellRenderer.registerShape("requires",Ka);mxUtils.extend(Ha, -mxShape);Ha.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",Ha);mxUtils.extend(va,mxShape);va.prototype.inset=2;va.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(h,q);c.ellipse(0,v,l-2*v,p-2*v);c.fillAndStroke();c.begin();c.moveTo(l/2,0);c.quadTo(l,0,l,p/2);c.quadTo(l, -p,l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",va);mxUtils.extend(Ca,mxCylinder);Ca.prototype.jettyWidth=20;Ca.prototype.jettyHeight=10;Ca.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var J=Math.min(h,p-h),y=Math.min(J+2*h,p-h);v?(c.moveTo(q,J),c.lineTo(w,J),c.lineTo(w,J+h),c.lineTo(q,J+h),c.moveTo(q, -y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,J+h),c.lineTo(0,J+h),c.lineTo(0,J),c.lineTo(q,J),c.close());c.end()};mxCellRenderer.registerShape("module",Ca);mxUtils.extend(sa,mxCylinder);sa.prototype.jettyWidth=32;sa.prototype.jettyHeight=12;sa.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style, -"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var J=.3*p-h/2,y=.7*p-h/2;v?(c.moveTo(q,J),c.lineTo(w,J),c.lineTo(w,J+h),c.lineTo(q,J+h),c.moveTo(q,y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,J+h),c.lineTo(0,J+h),c.lineTo(0,J),c.lineTo(q,J),c.close());c.end()};mxCellRenderer.registerShape("component",sa);mxUtils.extend(Da,mxRectangleShape);Da.prototype.paintForeground= -function(c,h,q,l,p){var v=l/2,w=p/2,J=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(h+v,q),new mxPoint(h+l,q+w),new mxPoint(h+v,q+p),new mxPoint(h,q+w)],this.isRounded,J,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("associativeEntity",Da);mxUtils.extend(Ua,mxDoubleEllipse);Ua.prototype.outerStroke=!0;Ua.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.min(4, +mxShape);Ha.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",Ha);mxUtils.extend(ua,mxShape);ua.prototype.inset=2;ua.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(h,q);c.ellipse(0,v,l-2*v,p-2*v);c.fillAndStroke();c.begin();c.moveTo(l/2,0);c.quadTo(l,0,l,p/2);c.quadTo(l, +p,l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",ua);mxUtils.extend(Ca,mxCylinder);Ca.prototype.jettyWidth=20;Ca.prototype.jettyHeight=10;Ca.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var I=Math.min(h,p-h),y=Math.min(I+2*h,p-h);v?(c.moveTo(q,I),c.lineTo(w,I),c.lineTo(w,I+h),c.lineTo(q,I+h),c.moveTo(q, +y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,I+h),c.lineTo(0,I+h),c.lineTo(0,I),c.lineTo(q,I),c.close());c.end()};mxCellRenderer.registerShape("module",Ca);mxUtils.extend(qa,mxCylinder);qa.prototype.jettyWidth=32;qa.prototype.jettyHeight=12;qa.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style, +"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var I=.3*p-h/2,y=.7*p-h/2;v?(c.moveTo(q,I),c.lineTo(w,I),c.lineTo(w,I+h),c.lineTo(q,I+h),c.moveTo(q,y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,I+h),c.lineTo(0,I+h),c.lineTo(0,I),c.lineTo(q,I),c.close());c.end()};mxCellRenderer.registerShape("component",qa);mxUtils.extend(Da,mxRectangleShape);Da.prototype.paintForeground= +function(c,h,q,l,p){var v=l/2,w=p/2,I=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(h+v,q),new mxPoint(h+l,q+w),new mxPoint(h+v,q+p),new mxPoint(h,q+w)],this.isRounded,I,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("associativeEntity",Da);mxUtils.extend(Ua,mxDoubleEllipse);Ua.prototype.outerStroke=!0;Ua.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.min(4, Math.min(l/5,p/5));0<l&&0<p&&(c.ellipse(h+v,q+v,l-2*v,p-2*v),c.fillAndStroke());c.setShadow(!1);this.outerStroke&&(c.ellipse(h,q,l,p),c.stroke())};mxCellRenderer.registerShape("endState",Ua);mxUtils.extend(db,Ua);db.prototype.outerStroke=!1;mxCellRenderer.registerShape("startState",db);mxUtils.extend(Ta,mxArrowConnector);Ta.prototype.defaultWidth=4;Ta.prototype.isOpenEnded=function(){return!0};Ta.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0, this.strokewidth-1)};Ta.prototype.isArrowRounded=function(){return this.isRounded};mxCellRenderer.registerShape("link",Ta);mxUtils.extend($a,mxArrowConnector);$a.prototype.defaultWidth=10;$a.prototype.defaultArrowWidth=20;$a.prototype.getStartArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"startWidth",this.defaultArrowWidth)};$a.prototype.getEndArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"endWidth",this.defaultArrowWidth)};$a.prototype.getEdgeWidth= -function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",$a);mxUtils.extend(Xa,mxActor);Xa.prototype.size=30;Xa.prototype.isRoundable=function(){return!0};Xa.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(0,h),new mxPoint(l, -0),new mxPoint(l,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("manualInput",Xa);mxUtils.extend(Va,mxRectangleShape);Va.prototype.dx=20;Va.prototype.dy=20;Va.prototype.isHtmlAllowed=function(){return!1};Va.prototype.paintForeground=function(c,h,q,l,p){mxRectangleShape.prototype.paintForeground.apply(this,arguments);var v=0;if(this.isRounded){var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;v=Math.max(v,Math.min(l*w,p*w))}w= -Math.max(v,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));v=Math.max(v,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(h,q+v);c.lineTo(h+l,q+v);c.end();c.stroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Va);mxUtils.extend(Ya,mxActor);Ya.prototype.dx=20;Ya.prototype.dy=20;Ya.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style, -"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint(h,q),new mxPoint(h,p),new mxPoint(0,p)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("corner",Ya);mxUtils.extend(jb,mxActor);jb.prototype.redrawPath=function(c,h,q, -l,p){c.moveTo(0,0);c.lineTo(0,p);c.end();c.moveTo(l,0);c.lineTo(l,p);c.end();c.moveTo(0,p/2);c.lineTo(l,p/2);c.end()};mxCellRenderer.registerShape("crossbar",jb);mxUtils.extend(bb,mxActor);bb.prototype.dx=20;bb.prototype.dy=20;bb.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style, -mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint((l+h)/2,q),new mxPoint((l+h)/2,p),new mxPoint((l-h)/2,p),new mxPoint((l-h)/2,q),new mxPoint(0,q)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("tee",bb);mxUtils.extend(da,mxActor);da.prototype.arrowWidth=.3;da.prototype.arrowSize=.2;da.prototype.redrawPath=function(c,h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth", -this.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(0,v)],this.isRounded,w,!0);c.end()};mxCellRenderer.registerShape("singleArrow",da);mxUtils.extend(t,mxActor);t.prototype.redrawPath=function(c, -h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",da.prototype.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",da.prototype.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p/2),new mxPoint(h,0),new mxPoint(h,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(h, +function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",$a);mxUtils.extend(Ya,mxActor);Ya.prototype.size=30;Ya.prototype.isRoundable=function(){return!0};Ya.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(0,h),new mxPoint(l, +0),new mxPoint(l,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("manualInput",Ya);mxUtils.extend(Va,mxRectangleShape);Va.prototype.dx=20;Va.prototype.dy=20;Va.prototype.isHtmlAllowed=function(){return!1};Va.prototype.paintForeground=function(c,h,q,l,p){mxRectangleShape.prototype.paintForeground.apply(this,arguments);var v=0;if(this.isRounded){var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;v=Math.max(v,Math.min(l*w,p*w))}w= +Math.max(v,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));v=Math.max(v,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(h,q+v);c.lineTo(h+l,q+v);c.end();c.stroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Va);mxUtils.extend(Za,mxActor);Za.prototype.dx=20;Za.prototype.dy=20;Za.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style, +"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint(h,q),new mxPoint(h,p),new mxPoint(0,p)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("corner",Za);mxUtils.extend(kb,mxActor);kb.prototype.redrawPath=function(c,h,q, +l,p){c.moveTo(0,0);c.lineTo(0,p);c.end();c.moveTo(l,0);c.lineTo(l,p);c.end();c.moveTo(0,p/2);c.lineTo(l,p/2);c.end()};mxCellRenderer.registerShape("crossbar",kb);mxUtils.extend(bb,mxActor);bb.prototype.dx=20;bb.prototype.dy=20;bb.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style, +mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint((l+h)/2,q),new mxPoint((l+h)/2,p),new mxPoint((l-h)/2,p),new mxPoint((l-h)/2,q),new mxPoint(0,q)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("tee",bb);mxUtils.extend(ca,mxActor);ca.prototype.arrowWidth=.3;ca.prototype.arrowSize=.2;ca.prototype.redrawPath=function(c,h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth", +this.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(0,v)],this.isRounded,w,!0);c.end()};mxCellRenderer.registerShape("singleArrow",ca);mxUtils.extend(t,mxActor);t.prototype.redrawPath=function(c, +h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",ca.prototype.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",ca.prototype.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p/2),new mxPoint(h,0),new mxPoint(h,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(h, v),new mxPoint(h,p)],this.isRounded,w,!0);c.end()};mxCellRenderer.registerShape("doubleArrow",t);mxUtils.extend(z,mxActor);z.prototype.size=.1;z.prototype.fixedSize=20;z.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(h,0);c.lineTo(l,0);c.quadTo(l-2*h,p/2,l,p);c.lineTo(h,p);c.quadTo(h- 2*h,p/2,h,0);c.close();c.end()};mxCellRenderer.registerShape("dataStorage",z);mxUtils.extend(A,mxActor);A.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.close();c.end()};mxCellRenderer.registerShape("or",A);mxUtils.extend(E,mxActor);E.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.quadTo(l/2,p/2,0,0);c.close();c.end()};mxCellRenderer.registerShape("xor",E);mxUtils.extend(H,mxActor);H.prototype.size=20; H.prototype.isRoundable=function(){return!0};H.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(l/2,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h,0),new mxPoint(l-h,0),new mxPoint(l,.8*h),new mxPoint(l,p),new mxPoint(0,p),new mxPoint(0,.8*h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("loopLimit",H);mxUtils.extend(L,mxActor);L.prototype.size= .375;L.prototype.isRoundable=function(){return!0};L.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,p-h),new mxPoint(l/2,p),new mxPoint(0,p-h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("offPageConnector",L);mxUtils.extend(W,mxEllipse);W.prototype.paintVertexShape= -function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/2,q+p);c.lineTo(h+l,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",W);mxUtils.extend(ha,mxEllipse);ha.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke();c.begin();c.moveTo(h+l/2,q);c.lineTo(h+l/2,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse", -ha);mxUtils.extend(fa,mxEllipse);fa.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h+.145*l,q+.145*p);c.lineTo(h+.855*l,q+.855*p);c.end();c.stroke();c.begin();c.moveTo(h+.855*l,q+.145*p);c.lineTo(h+.145*l,q+.855*p);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",fa);mxUtils.extend(ja,mxRhombus);ja.prototype.paintVertexShape=function(c,h,q,l,p){mxRhombus.prototype.paintVertexShape.apply(this, -arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",ja);mxUtils.extend(ua,mxEllipse);ua.prototype.paintVertexShape=function(c,h,q,l,p){c.begin();c.moveTo(h,q);c.lineTo(h+l,q);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke();c.begin();c.moveTo(h,q+p);c.lineTo(h+l,q+p);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",ua);mxUtils.extend(Aa,mxEllipse);Aa.prototype.paintVertexShape= -function(c,h,q,l,p){var v=c.state.strokeWidth/2,w=10+2*v,J=q+p-w/2;c.begin();c.moveTo(h,q);c.lineTo(h,q+p);c.moveTo(h+v,J);c.lineTo(h+v+w,J-w/2);c.moveTo(h+v,J);c.lineTo(h+v+w,J+w/2);c.moveTo(h+v,J);c.lineTo(h+l-v,J);c.moveTo(h+l,q);c.lineTo(h+l,q+p);c.moveTo(h+l-v,J);c.lineTo(h+l-w-v,J-w/2);c.moveTo(h+l-v,J);c.lineTo(h+l-w-v,J+w/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",Aa);mxUtils.extend(Ea,mxEllipse);Ea.prototype.drawHidden=!0;Ea.prototype.paintVertexShape=function(c,h,q, -l,p){this.outline||c.setStrokeColor(null);if(null!=this.style){var v=c.pointerEvents,w=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||w||(c.pointerEvents=!1);var J="1"==mxUtils.getValue(this.style,"top","1"),y="1"==mxUtils.getValue(this.style,"left","1"),Y="1"==mxUtils.getValue(this.style,"right","1"),M="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||w||this.outline||J||Y||M||y?(c.rect(h,q,l,p),c.fill(),c.pointerEvents= -v,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(h,q),this.outline||J?c.lineTo(h+l,q):c.moveTo(h+l,q),this.outline||Y?c.lineTo(h+l,q+p):c.moveTo(h+l,q+p),this.outline||M?c.lineTo(h,q+p):c.moveTo(h,q+p),(this.outline||y)&&c.lineTo(h,q),c.end(),c.stroke(),c.setLineCap("flat")):c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",Ea);mxUtils.extend(Ma,mxEllipse);Ma.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this, +function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/2,q+p);c.lineTo(h+l,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",W);mxUtils.extend(ia,mxEllipse);ia.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke();c.begin();c.moveTo(h+l/2,q);c.lineTo(h+l/2,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse", +ia);mxUtils.extend(ea,mxEllipse);ea.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h+.145*l,q+.145*p);c.lineTo(h+.855*l,q+.855*p);c.end();c.stroke();c.begin();c.moveTo(h+.855*l,q+.145*p);c.lineTo(h+.145*l,q+.855*p);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",ea);mxUtils.extend(ja,mxRhombus);ja.prototype.paintVertexShape=function(c,h,q,l,p){mxRhombus.prototype.paintVertexShape.apply(this, +arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",ja);mxUtils.extend(ta,mxEllipse);ta.prototype.paintVertexShape=function(c,h,q,l,p){c.begin();c.moveTo(h,q);c.lineTo(h+l,q);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke();c.begin();c.moveTo(h,q+p);c.lineTo(h+l,q+p);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",ta);mxUtils.extend(Aa,mxEllipse);Aa.prototype.paintVertexShape= +function(c,h,q,l,p){var v=c.state.strokeWidth/2,w=10+2*v,I=q+p-w/2;c.begin();c.moveTo(h,q);c.lineTo(h,q+p);c.moveTo(h+v,I);c.lineTo(h+v+w,I-w/2);c.moveTo(h+v,I);c.lineTo(h+v+w,I+w/2);c.moveTo(h+v,I);c.lineTo(h+l-v,I);c.moveTo(h+l,q);c.lineTo(h+l,q+p);c.moveTo(h+l-v,I);c.lineTo(h+l-w-v,I-w/2);c.moveTo(h+l-v,I);c.lineTo(h+l-w-v,I+w/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",Aa);mxUtils.extend(Ea,mxEllipse);Ea.prototype.drawHidden=!0;Ea.prototype.paintVertexShape=function(c,h,q, +l,p){this.outline||c.setStrokeColor(null);if(null!=this.style){var v=c.pointerEvents,w=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||w||(c.pointerEvents=!1);var I="1"==mxUtils.getValue(this.style,"top","1"),y="1"==mxUtils.getValue(this.style,"left","1"),Z="1"==mxUtils.getValue(this.style,"right","1"),N="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||w||this.outline||I||Z||N||y?(c.rect(h,q,l,p),c.fill(),c.pointerEvents= +v,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(h,q),this.outline||I?c.lineTo(h+l,q):c.moveTo(h+l,q),this.outline||Z?c.lineTo(h+l,q+p):c.moveTo(h+l,q+p),this.outline||N?c.lineTo(h,q+p):c.moveTo(h,q+p),(this.outline||y)&&c.lineTo(h,q),c.end(),c.stroke(),c.setLineCap("flat")):c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",Ea);mxUtils.extend(Ma,mxEllipse);Ma.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this, arguments);c.setShadow(!1);c.begin();"vertical"==mxUtils.getValue(this.style,"line")?(c.moveTo(h+l/2,q),c.lineTo(h+l/2,q+p)):(c.moveTo(h,q+p/2),c.lineTo(h+l,q+p/2));c.end();c.stroke()};mxCellRenderer.registerShape("lineEllipse",Ma);mxUtils.extend(La,mxActor);La.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(l,p/2);c.moveTo(0,0);c.lineTo(l-h,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,l-h,p);c.lineTo(0,p);c.close();c.end()};mxCellRenderer.registerShape("delay",La);mxUtils.extend(Ia,mxActor);Ia.prototype.size= .2;Ia.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(p,l);var v=Math.max(0,Math.min(h,h*parseFloat(mxUtils.getValue(this.style,"size",this.size))));h=(p-v)/2;q=h+v;var w=(l-v)/2;v=w+v;c.moveTo(0,h);c.lineTo(w,h);c.lineTo(w,0);c.lineTo(v,0);c.lineTo(v,h);c.lineTo(l,h);c.lineTo(l,q);c.lineTo(v,q);c.lineTo(v,p);c.lineTo(w,p);c.lineTo(w,q);c.lineTo(0,q);c.close();c.end()};mxCellRenderer.registerShape("cross",Ia);mxUtils.extend(Fa,mxActor);Fa.prototype.size=.25;Fa.prototype.redrawPath=function(c, h,q,l,p){h=Math.min(l,p/2);q=Math.min(l-h,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*l);c.moveTo(0,p/2);c.lineTo(q,0);c.lineTo(l-h,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,l-h,p);c.lineTo(q,p);c.close();c.end()};mxCellRenderer.registerShape("display",Fa);mxUtils.extend(Ga,mxActor);Ga.prototype.cst={RECT2:"mxgraph.basic.rect"};Ga.prototype.customProperties=[{name:"rectStyle",dispName:"Style",type:"enum",defVal:"square",enumList:[{val:"square",dispName:"Square"},{val:"rounded", @@ -3654,226 +3656,226 @@ dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Ro dispName:"Inside Fill Color",type:"color",defVal:"none"},{name:"gradientColor2",dispName:"Inside Gradient Color",type:"color",defVal:"none"},{name:"gradientDirection2",dispName:"Inside Gradient Direction",type:"enum",defVal:"south",enumList:[{val:"south",dispName:"South"},{val:"west",dispName:"West"},{val:"north",dispName:"North"},{val:"east",dispName:"East"}]},{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"right",dispName:"Right",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line", type:"bool",defVal:!0},{name:"left",dispName:"Left ",type:"bool",defVal:!0},{name:"topLeftStyle",dispName:"Top Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"topRightStyle",dispName:"Top Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"}, {val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomRightStyle",dispName:"Bottom Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomLeftStyle",dispName:"Bottom Left Style",type:"enum",defVal:"default", -enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);this.strictDrawShape(c,0,0,l,p)};Ga.prototype.strictDrawShape=function(c,h,q,l,p,v){var w=v&&v.rectStyle?v.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),J=v&&v.absoluteCornerSize?v.absoluteCornerSize:mxUtils.getValue(this.style, -"absoluteCornerSize",this.absoluteCornerSize),y=v&&v.size?v.size:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),Y=v&&v.rectOutline?v.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),M=v&&v.indent?v.indent:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Ba=v&&v.dashed?v.dashed:mxUtils.getValue(this.style,"dashed",!1),Qa=v&&v.dashPattern?v.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),Ja=v&& 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-w,xa,y,M,ka,pa),v.paintNEInner(c,h,q,l,p,w,xa,y,M),v.paintTopInner(c,h,q,l,p,w,wa,y,M,ma,ka),c.close(),c.fillAndStroke()):ka&&pa&&na&&ma&&("frame"!=Y?(c.begin(),v.moveNW(c,h,q,l,p,w,wa,y,ma),v.paintNW(c,h,q,l,p,w,wa,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,pa),v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),v.paintSE(c,h,q,l,p,w,ya,y,pa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,wa,y,ka),c.close(),"double"==Y&&(v.moveSWInner(c,h,q,l,p,w,za, -y,M,ma),v.paintSWInner(c,h,q,l,p,w,za,y,M,na),v.paintBottomInner(c,h,q,l,p,w,ya,y,M,pa,na),v.paintSEInner(c,h,q,l,p,w,ya,y,M),v.paintRightInner(c,h,q,l,p,w,xa,y,M,ka,pa),v.paintNEInner(c,h,q,l,p,w,xa,y,M),v.paintTopInner(c,h,q,l,p,w,wa,y,M,ma,ka),v.paintNWInner(c,h,q,l,p,w,wa,y,M),v.paintLeftInner(c,h,q,l,p,w,za,y,M,na,ma),c.close()),c.stroke()):(c.begin(),v.moveNW(c,h,q,l,p,w,wa,y,ma),v.paintNW(c,h,q,l,p,w,wa,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,pa),v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q, -l,p,w,ya,y,na),v.paintSE(c,h,q,l,p,w,ya,y,pa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,wa,y,ka),c.close(),v.moveSWInner(c,h,q,l,p,w,za,y,M,ma),v.paintSWInner(c,h,q,l,p,w,za,y,M,na),v.paintBottomInner(c,h,q,l,p,w,ya,y,M,pa,na),v.paintSEInner(c,h,q,l,p,w,ya,y,M),v.paintRightInner(c,h,q,l,p,w,xa,y,M,ka,pa),v.paintNEInner(c,h,q,l,p,w,xa,y,M),v.paintTopInner(c,h,q,l,p,w,wa,y,M,ma,ka),v.paintNWInner(c,h,q,l,p,w,wa,y,M),v.paintLeftInner(c,h,q,l,p,w,za,y,M, -na,ma),c.close(),c.fillAndStroke())):"frame"!=Y?(c.begin(),v.moveNW(c,h,q,l,p,w,wa,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,pa),"double"==Y&&(v.moveNEInner(c,h,q,l,p,w,xa,y,M,pa),v.paintTopInner(c,h,q,l,p,w,wa,y,M,ma,ka)),c.stroke()):(c.begin(),v.moveNW(c,h,q,l,p,w,wa,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,pa),v.lineNEInner(c,h,q,l,p,w,xa,y,M,pa),v.paintTopInner(c,h,q,l,p,w,wa,y,M,ma,ka),c.close(),c.fillAndStroke()):"frame"!=Y?(c.begin(),v.moveNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),"double"== -Y&&(v.moveSEInner(c,h,q,l,p,w,ya,y,M,na),v.paintRightInner(c,h,q,l,p,w,xa,y,M,ka,pa)),c.stroke()):(c.begin(),v.moveNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),v.lineSEInner(c,h,q,l,p,w,ya,y,M,na),v.paintRightInner(c,h,q,l,p,w,xa,y,M,ka,pa),c.close(),c.fillAndStroke()):"frame"!=Y?(c.begin(),v.moveSE(c,h,q,l,p,w,ya,y,pa),v.paintBottom(c,h,q,l,p,w,za,y,ma),"double"==Y&&(v.moveSWInner(c,h,q,l,p,w,za,y,M,ma),v.paintBottomInner(c,h,q,l,p,w,ya,y,M,pa,na)),c.stroke()):(c.begin(),v.moveSE(c, -h,q,l,p,w,ya,y,pa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.lineSWInner(c,h,q,l,p,w,za,y,M,ma),v.paintBottomInner(c,h,q,l,p,w,ya,y,M,pa,na),c.close(),c.fillAndStroke()):"frame"!=Y?(c.begin(),v.moveSW(c,h,q,l,p,w,wa,y,na),v.paintLeft(c,h,q,l,p,w,wa,y,ka),"double"==Y&&(v.moveNWInner(c,h,q,l,p,w,wa,y,M,ka,ma),v.paintLeftInner(c,h,q,l,p,w,za,y,M,na,ma)),c.stroke()):(c.begin(),v.moveSW(c,h,q,l,p,w,wa,y,na),v.paintLeft(c,h,q,l,p,w,wa,y,ka),v.lineNWInner(c,h,q,l,p,w,wa,y,M,ka,ma),v.paintLeftInner(c,h,q,l,p, -w,za,y,M,na,ma),c.close(),c.fillAndStroke());c.begin();v.paintFolds(c,h,q,l,p,w,wa,xa,ya,za,y,ka,pa,na,ma);c.stroke()};Ga.prototype.moveNW=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(0,0):c.moveTo(0,J)};Ga.prototype.moveNE=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(l,0):c.moveTo(l-J,0)};Ga.prototype.moveSE=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(l,p):c.moveTo(l,p-J)};Ga.prototype.moveSW= -function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(0,p):c.moveTo(J,p)};Ga.prototype.paintNW=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,J,0)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(J,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"== -w&&"square"==v||!y?c.lineTo(l,0):c.lineTo(l-J,0)};Ga.prototype.paintNE=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,l,J)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l,J);else c.lineTo(l,0)};Ga.prototype.paintRight=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(l,p):c.lineTo(l,p- -J)};Ga.prototype.paintLeft=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,0):c.lineTo(0,J)};Ga.prototype.paintSE=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,l-J,p)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-J,p);else c.lineTo(l,p)};Ga.prototype.paintBottom=function(c,h,q, -l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,p):c.lineTo(J,p)};Ga.prototype.paintSW=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,0,p-J)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(0,p-J);else c.lineTo(0,p)};Ga.prototype.paintNWInner=function(c,h,q,l,p,v,w,J,y){if("rounded"==w||"default"== -w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,y,.5*y+J);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+y,J+y,0,0,1,y,y+J);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(y,.5*y+J);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+J,y+J),c.lineTo(y,y+J)};Ga.prototype.paintTopInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(0,y):Y&&!M?c.lineTo(y,0):Y?"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"== -v?c.lineTo(J+.5*y,y):c.lineTo(J+y,y):c.lineTo(0,y):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,h,q,l,p,v,w,J,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,l-J-.5*y,y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+y,J+y,0,0,1,l-J-y,y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-J-.5*y,y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-J-y,J+y),c.lineTo(l-J-y,y)};Ga.prototype.paintRightInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&& -M?c.lineTo(l-y,0):Y&&!M?c.lineTo(l,y):Y?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,J+.5*y):c.lineTo(l-y,J+y):c.lineTo(l-y,0):c.lineTo(l,0)};Ga.prototype.paintLeftInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(y,p):Y&&!M?c.lineTo(0,p-y):Y?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-J-.5* -y):c.lineTo(y,p-J-y):c.lineTo(y,p):c.lineTo(0,p)};Ga.prototype.paintSEInner=function(c,h,q,l,p,v,w,J,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,l-y,p-J-.5*y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+y,J+y,0,0,1,l-y,p-J-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-y,p-J-.5*y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-J-y,p-J-y),c.lineTo(l-y,p-J-y)};Ga.prototype.paintBottomInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(l, -p-y):Y&&!M?c.lineTo(l-y,p):"square"==w||"default"==w&&"square"==v||!Y?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-J-.5*y,p-y):c.lineTo(l-J-y,p-y):c.lineTo(l,p)};Ga.prototype.paintSWInner=function(c,h,q,l,p,v,w,J,y,Y){if(!Y)c.lineTo(y,p);else if("square"==w||"default"==w&&"square"==v)c.lineTo(y,p-y);else if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,J+.5*y,p-y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+ -y,J+y,0,0,1,J+y,p-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(J+.5*y,p-y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+J,p-J-y),c.lineTo(y+J,p-y)};Ga.prototype.moveSWInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.moveTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,p-J-y):c.moveTo(0,p-y)};Ga.prototype.lineSWInner= -function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,p-J-y):c.lineTo(0,p-y)};Ga.prototype.moveSEInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.moveTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l- -y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,p-J-y):c.moveTo(l-y,p)};Ga.prototype.lineSEInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,p-J-y):c.lineTo(l-y,p)};Ga.prototype.moveNEInner=function(c,h, -q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v||Y?c.moveTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l-y,J+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,J+y):c.moveTo(l,y)};Ga.prototype.lineNEInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v||Y?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,J+.5*y): -("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,J+y):c.lineTo(l,y)};Ga.prototype.moveNWInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.moveTo(y,0):Y&&!M?c.moveTo(0,y):"square"==w||"default"==w&&"square"==v?c.moveTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,J+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,J+y):c.moveTo(0,0)};Ga.prototype.lineNWInner= -function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(y,0):Y&&!M?c.lineTo(0,y):"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,J+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,J+y):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,h,q,l,p,v,w,J,y,Y,M,Ba,Qa,Ja,ka){if("fold"==v||"fold"==w||"fold"==J||"fold"==y||"fold"==Y)("fold"==w||"default"==w&&"fold"==v)&& -Ba&&ka&&(c.moveTo(0,M),c.lineTo(M,M),c.lineTo(M,0)),("fold"==J||"default"==J&&"fold"==v)&&Ba&&Qa&&(c.moveTo(l-M,0),c.lineTo(l-M,M),c.lineTo(l,M)),("fold"==y||"default"==y&&"fold"==v)&&Ja&&Qa&&(c.moveTo(l-M,p),c.lineTo(l-M,p-M),c.lineTo(l,p-M)),("fold"==Y||"default"==Y&&"fold"==v)&&Ja&&ka&&(c.moveTo(0,p-M),c.lineTo(M,p-M),c.lineTo(M,p))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga);Ga.prototype.constraints=null;mxUtils.extend(Oa,mxConnector);Oa.prototype.origPaintEdgeShape=Oa.prototype.paintEdgeShape; +enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);this.strictDrawShape(c,0,0,l,p)};Ga.prototype.strictDrawShape=function(c,h,q,l,p,v){var w=v&&v.rectStyle?v.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),I=v&&v.absoluteCornerSize?v.absoluteCornerSize:mxUtils.getValue(this.style, +"absoluteCornerSize",this.absoluteCornerSize),y=v&&v.size?v.size:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),Z=v&&v.rectOutline?v.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),N=v&&v.indent?v.indent:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Ba=v&&v.dashed?v.dashed:mxUtils.getValue(this.style,"dashed",!1),Qa=v&&v.dashPattern?v.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),Ja=v&& 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+v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na),v.paintSEInner(c,h,q,l,p,w,ya,y,N),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa),c.close(),c.fillAndStroke()):!ka||oa||na||ma?ka&&!oa&&!na&&ma?"frame"!=Z?(c.begin(),v.moveSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),v.paintNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),"double"==Z&&(v.moveNEInner(c,h,q,l,p,w,xa,y,N,oa),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka),v.paintNWInner(c,h,q,l,p,w,va,y,N),v.paintLeftInner(c,h,q,l,p,w,za,y,N,na, 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+h,q,l,p,w,ya,y,N),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa),v.paintNEInner(c,h,q,l,p,w,xa,y,N),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka)),c.stroke()):(c.begin(),v.moveNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),v.paintSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.lineSWInner(c,h,q,l,p,w,za,y,N,ma),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na),v.paintSEInner(c,h,q,l,p,w,ya,y,N),v.paintRightInner(c,h,q,l,p, +w,xa,y,N,ka,oa),v.paintNEInner(c,h,q,l,p,w,xa,y,N),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka),c.close(),c.fillAndStroke()):ka&&oa&&na&&ma&&("frame"!=Z?(c.begin(),v.moveNW(c,h,q,l,p,w,va,y,ma),v.paintNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),v.paintSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),c.close(),"double"==Z&&(v.moveSWInner(c,h,q,l,p,w,za, +y,N,ma),v.paintSWInner(c,h,q,l,p,w,za,y,N,na),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na),v.paintSEInner(c,h,q,l,p,w,ya,y,N),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa),v.paintNEInner(c,h,q,l,p,w,xa,y,N),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka),v.paintNWInner(c,h,q,l,p,w,va,y,N),v.paintLeftInner(c,h,q,l,p,w,za,y,N,na,ma),c.close()),c.stroke()):(c.begin(),v.moveNW(c,h,q,l,p,w,va,y,ma),v.paintNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q, +l,p,w,ya,y,na),v.paintSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),c.close(),v.moveSWInner(c,h,q,l,p,w,za,y,N,ma),v.paintSWInner(c,h,q,l,p,w,za,y,N,na),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na),v.paintSEInner(c,h,q,l,p,w,ya,y,N),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa),v.paintNEInner(c,h,q,l,p,w,xa,y,N),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka),v.paintNWInner(c,h,q,l,p,w,va,y,N),v.paintLeftInner(c,h,q,l,p,w,za,y,N, +na,ma),c.close(),c.fillAndStroke())):"frame"!=Z?(c.begin(),v.moveNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),"double"==Z&&(v.moveNEInner(c,h,q,l,p,w,xa,y,N,oa),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka)),c.stroke()):(c.begin(),v.moveNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),v.lineNEInner(c,h,q,l,p,w,xa,y,N,oa),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka),c.close(),c.fillAndStroke()):"frame"!=Z?(c.begin(),v.moveNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),"double"== +Z&&(v.moveSEInner(c,h,q,l,p,w,ya,y,N,na),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa)),c.stroke()):(c.begin(),v.moveNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),v.lineSEInner(c,h,q,l,p,w,ya,y,N,na),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa),c.close(),c.fillAndStroke()):"frame"!=Z?(c.begin(),v.moveSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),"double"==Z&&(v.moveSWInner(c,h,q,l,p,w,za,y,N,ma),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na)),c.stroke()):(c.begin(),v.moveSE(c, +h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.lineSWInner(c,h,q,l,p,w,za,y,N,ma),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na),c.close(),c.fillAndStroke()):"frame"!=Z?(c.begin(),v.moveSW(c,h,q,l,p,w,va,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),"double"==Z&&(v.moveNWInner(c,h,q,l,p,w,va,y,N,ka,ma),v.paintLeftInner(c,h,q,l,p,w,za,y,N,na,ma)),c.stroke()):(c.begin(),v.moveSW(c,h,q,l,p,w,va,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),v.lineNWInner(c,h,q,l,p,w,va,y,N,ka,ma),v.paintLeftInner(c,h,q,l,p, +w,za,y,N,na,ma),c.close(),c.fillAndStroke());c.begin();v.paintFolds(c,h,q,l,p,w,va,xa,ya,za,y,ka,oa,na,ma);c.stroke()};Ga.prototype.moveNW=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(0,0):c.moveTo(0,I)};Ga.prototype.moveNE=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(l,0):c.moveTo(l-I,0)};Ga.prototype.moveSE=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(l,p):c.moveTo(l,p-I)};Ga.prototype.moveSW= +function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(0,p):c.moveTo(I,p)};Ga.prototype.paintNW=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,I,0)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(I,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"== +w&&"square"==v||!y?c.lineTo(l,0):c.lineTo(l-I,0)};Ga.prototype.paintNE=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,l,I)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l,I);else c.lineTo(l,0)};Ga.prototype.paintRight=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(l,p):c.lineTo(l,p- +I)};Ga.prototype.paintLeft=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,0):c.lineTo(0,I)};Ga.prototype.paintSE=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,l-I,p)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-I,p);else c.lineTo(l,p)};Ga.prototype.paintBottom=function(c,h,q, +l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,p):c.lineTo(I,p)};Ga.prototype.paintSW=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,0,p-I)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(0,p-I);else c.lineTo(0,p)};Ga.prototype.paintNWInner=function(c,h,q,l,p,v,w,I,y){if("rounded"==w||"default"== +w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,y,.5*y+I);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+y,I+y,0,0,1,y,y+I);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(y,.5*y+I);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+I,y+I),c.lineTo(y,y+I)};Ga.prototype.paintTopInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(0,y):Z&&!N?c.lineTo(y,0):Z?"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"== +v?c.lineTo(I+.5*y,y):c.lineTo(I+y,y):c.lineTo(0,y):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,h,q,l,p,v,w,I,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,l-I-.5*y,y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+y,I+y,0,0,1,l-I-y,y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-I-.5*y,y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-I-y,I+y),c.lineTo(l-I-y,y)};Ga.prototype.paintRightInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&& +N?c.lineTo(l-y,0):Z&&!N?c.lineTo(l,y):Z?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,I+.5*y):c.lineTo(l-y,I+y):c.lineTo(l-y,0):c.lineTo(l,0)};Ga.prototype.paintLeftInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(y,p):Z&&!N?c.lineTo(0,p-y):Z?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-I-.5* +y):c.lineTo(y,p-I-y):c.lineTo(y,p):c.lineTo(0,p)};Ga.prototype.paintSEInner=function(c,h,q,l,p,v,w,I,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,l-y,p-I-.5*y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+y,I+y,0,0,1,l-y,p-I-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-y,p-I-.5*y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-I-y,p-I-y),c.lineTo(l-y,p-I-y)};Ga.prototype.paintBottomInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(l, +p-y):Z&&!N?c.lineTo(l-y,p):"square"==w||"default"==w&&"square"==v||!Z?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-I-.5*y,p-y):c.lineTo(l-I-y,p-y):c.lineTo(l,p)};Ga.prototype.paintSWInner=function(c,h,q,l,p,v,w,I,y,Z){if(!Z)c.lineTo(y,p);else if("square"==w||"default"==w&&"square"==v)c.lineTo(y,p-y);else if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,I+.5*y,p-y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+ +y,I+y,0,0,1,I+y,p-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(I+.5*y,p-y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+I,p-I-y),c.lineTo(y+I,p-y)};Ga.prototype.moveSWInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.moveTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,p-I-y):c.moveTo(0,p-y)};Ga.prototype.lineSWInner= +function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,p-I-y):c.lineTo(0,p-y)};Ga.prototype.moveSEInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.moveTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l- +y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,p-I-y):c.moveTo(l-y,p)};Ga.prototype.lineSEInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,p-I-y):c.lineTo(l-y,p)};Ga.prototype.moveNEInner=function(c,h, +q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v||Z?c.moveTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l-y,I+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,I+y):c.moveTo(l,y)};Ga.prototype.lineNEInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v||Z?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,I+.5*y): +("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,I+y):c.lineTo(l,y)};Ga.prototype.moveNWInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.moveTo(y,0):Z&&!N?c.moveTo(0,y):"square"==w||"default"==w&&"square"==v?c.moveTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,I+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,I+y):c.moveTo(0,0)};Ga.prototype.lineNWInner= +function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(y,0):Z&&!N?c.lineTo(0,y):"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,I+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,I+y):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,h,q,l,p,v,w,I,y,Z,N,Ba,Qa,Ja,ka){if("fold"==v||"fold"==w||"fold"==I||"fold"==y||"fold"==Z)("fold"==w||"default"==w&&"fold"==v)&& +Ba&&ka&&(c.moveTo(0,N),c.lineTo(N,N),c.lineTo(N,0)),("fold"==I||"default"==I&&"fold"==v)&&Ba&&Qa&&(c.moveTo(l-N,0),c.lineTo(l-N,N),c.lineTo(l,N)),("fold"==y||"default"==y&&"fold"==v)&&Ja&&Qa&&(c.moveTo(l-N,p),c.lineTo(l-N,p-N),c.lineTo(l,p-N)),("fold"==Z||"default"==Z&&"fold"==v)&&Ja&&ka&&(c.moveTo(0,p-N),c.lineTo(N,p-N),c.lineTo(N,p))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga);Ga.prototype.constraints=null;mxUtils.extend(Oa,mxConnector);Oa.prototype.origPaintEdgeShape=Oa.prototype.paintEdgeShape; Oa.prototype.paintEdgeShape=function(c,h,q){for(var l=[],p=0;p<h.length;p++)l.push(mxUtils.clone(h[p]));p=c.state.dashed;var v=c.state.fixDash;Oa.prototype.origPaintEdgeShape.apply(this,[c,l,q]);3<=c.state.strokeWidth&&(l=mxUtils.getValue(this.style,"fillColor",null),null!=l&&(c.setStrokeColor(l),c.setStrokeWidth(c.state.strokeWidth-2),c.setDashed(p,v),Oa.prototype.origPaintEdgeShape.apply(this,[c,h,q])))};mxCellRenderer.registerShape("filledEdge",Oa);"undefined"!==typeof StyleFormatPanel&&function(){var c= -StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var h=this.editorUi.getSelectionState(),q=c.apply(this,arguments);"umlFrame"==h.style.shape&&q.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return q}}();mxMarker.addMarker("dash",function(c,h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-M/2-Ba/2,l.y-Ba/2+M/2);c.lineTo(l.x+Ba/2-3*M/2,l.y-3*Ba/2-M/2);c.stroke()}});mxMarker.addMarker("box", -function(c,h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1),Qa=l.x+M/2,Ja=l.y+Ba/2;l.x-=M;l.y-=Ba;return function(){c.begin();c.moveTo(Qa-M/2-Ba/2,Ja-Ba/2+M/2);c.lineTo(Qa-M/2+Ba/2,Ja-Ba/2-M/2);c.lineTo(Qa+Ba/2-3*M/2,Ja-3*Ba/2-M/2);c.lineTo(Qa-Ba/2-3*M/2,Ja-3*Ba/2+M/2);c.close();Y?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-M/2-Ba/2,l.y-Ba/2+M/2);c.lineTo(l.x+Ba/2-3*M/2,l.y-3*Ba/2-M/2); -c.moveTo(l.x-M/2+Ba/2,l.y-Ba/2-M/2);c.lineTo(l.x-Ba/2-3*M/2,l.y-3*Ba/2+M/2);c.stroke()}});mxMarker.addMarker("circle",Pa);mxMarker.addMarker("circlePlus",function(c,h,q,l,p,v,w,J,y,Y){var M=l.clone(),Ba=Pa.apply(this,arguments),Qa=p*(w+2*y),Ja=v*(w+2*y);return function(){Ba.apply(this,arguments);c.begin();c.moveTo(M.x-p*y,M.y-v*y);c.lineTo(M.x-2*Qa+p*y,M.y-2*Ja+v*y);c.moveTo(M.x-Qa-Ja+v*y,M.y-Ja+Qa-p*y);c.lineTo(M.x+Ja-Qa-v*y,M.y-Ja-Qa+p*y);c.stroke()}});mxMarker.addMarker("halfCircle",function(c, -h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1),Qa=l.clone();l.x-=M;l.y-=Ba;return function(){c.begin();c.moveTo(Qa.x-Ba,Qa.y+M);c.quadTo(l.x-Ba,l.y+M,l.x,l.y);c.quadTo(l.x+Ba,l.y-M,Qa.x+Ba,Qa.y-M);c.stroke()}});mxMarker.addMarker("async",function(c,h,q,l,p,v,w,J,y,Y){h=p*y*1.118;q=v*y*1.118;p*=w+y;v*=w+y;var M=l.clone();M.x-=h;M.y-=q;l.x+=-p-h;l.y+=-v-q;return function(){c.begin();c.moveTo(M.x,M.y);J?c.lineTo(M.x-p-v/2,M.y-v+p/2):c.lineTo(M.x+v/2-p,M.y-v-p/2);c.lineTo(M.x-p,M.y-v);c.close();Y?c.fillAndStroke(): -c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(h,q,l,p,v,w,J,y,Y,M){v*=J+Y;w*=J+Y;var Ba=p.clone();return function(){h.begin();h.moveTo(Ba.x,Ba.y);y?h.lineTo(Ba.x-v-w/c,Ba.y-w+v/c):h.lineTo(Ba.x+w/c-v,Ba.y-w-v/c);h.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var mb=function(c,h,q){return Za(c,["width"],h,function(l,p,v,w,J){J=c.shape.getEdgeWidth()*c.view.scale+q;return new mxPoint(w.x+p*l/4+v*J/2,w.y+v*l/4-p*J/2)},function(l,p,v,w,J,y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x, -w.y,J.x,J.y,y.x,y.y));c.style.width=Math.round(2*l)/c.view.scale-q})},Za=function(c,h,q,l,p){return Ra(c,h,function(v){var w=c.absolutePoints,J=w.length-1;v=c.view.translate;var y=c.view.scale,Y=q?w[0]:w[J];w=q?w[1]:w[J-1];J=w.x-Y.x;var M=w.y-Y.y,Ba=Math.sqrt(J*J+M*M);Y=l.call(this,Ba,J/Ba,M/Ba,Y,w);return new mxPoint(Y.x/y-v.x,Y.y/y-v.y)},function(v,w,J){var y=c.absolutePoints,Y=y.length-1;v=c.view.translate;var M=c.view.scale,Ba=q?y[0]:y[Y];y=q?y[1]:y[Y-1];Y=y.x-Ba.x;var Qa=y.y-Ba.y,Ja=Math.sqrt(Y* -Y+Qa*Qa);w.x=(w.x+v.x)*M;w.y=(w.y+v.y)*M;p.call(this,Ja,Y/Ja,Qa/Ja,Ba,y,w,J)})},ib=function(c){return function(h){return[Ra(h,["arrowWidth","arrowSize"],function(q){var l=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",da.prototype.arrowWidth))),p=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",da.prototype.arrowSize)));return new mxPoint(q.x+(1-p)*q.width,q.y+(1-l)*q.height/2)},function(q,l){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(q.y+q.height/ -2-l.y)/q.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(q.x+q.width-l.x)/q.width))})]}},gb=function(c){return function(h){return[Ra(h,["size"],function(q){var l=Math.max(0,Math.min(.5*q.height,parseFloat(mxUtils.getValue(this.state.style,"size",c))));return new mxPoint(q.x,q.y+l)},function(q,l){this.state.style.size=Math.max(0,l.y-q.y)},!0)]}},Wa=function(c,h,q){return function(l){var p=[Ra(l,["size"],function(v){var w=Math.max(0,Math.min(v.width,Math.min(v.height,parseFloat(mxUtils.getValue(this.state.style, -"size",h)))))*c;return new mxPoint(v.x+w,v.y+w)},function(v,w){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(v.width,w.x-v.x),Math.min(v.height,w.y-v.y)))/c)},!1)];q&&mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},qb=function(c,h,q,l,p){q=null!=q?q:.5;return function(v){var w=[Ra(v,["size"],function(J){var y=null!=p?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,Y=parseFloat(mxUtils.getValue(this.state.style,"size",y?p:c));return new mxPoint(J.x+ -Math.max(0,Math.min(.5*J.width,Y*(y?1:J.width))),J.getCenterY())},function(J,y,Y){J=null!=p&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?y.x-J.x:Math.max(0,Math.min(q,(y.x-J.x)/J.width));this.state.style.size=J},!1,l)];h&&mxUtils.getValue(v.style,mxConstants.STYLE_ROUNDED,!1)&&w.push(fb(v));return w}},tb=function(c,h,q){c=null!=c?c:.5;return function(l){var p=[Ra(l,["size"],function(v){var w=null!=q?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,J=Math.max(0,parseFloat(mxUtils.getValue(this.state.style, -"size",w?q:h)));return new mxPoint(v.x+Math.min(.75*v.width*c,J*(w?.75:.75*v.width)),v.y+v.height/4)},function(v,w){v=null!=q&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?w.x-v.x:Math.max(0,Math.min(c,(w.x-v.x)/v.width*.75));this.state.style.size=v},!1,!0)];mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},nb=function(){return function(c){var h=[];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h}},fb=function(c,h){return Ra(c, -[mxConstants.STYLE_ARCSIZE],function(q){var l=null!=h?h:q.height/8;if("1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)){var p=mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;return new mxPoint(q.x+q.width-Math.min(q.width/2,p),q.y+l)}p=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(q.x+q.width-Math.min(Math.max(q.width/2,q.height/2),Math.min(q.width,q.height)* -p),q.y+l)},function(q,l,p){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.max(0,Math.min(q.width,2*(q.x+q.width-l.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(q.width-l.x+q.x)/Math.min(q.width,q.height))))})},Ra=function(c,h,q,l,p,v,w){var J=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);J.execute=function(Y){for(var M=0;M<h.length;M++)this.copyStyle(h[M]); -w&&w(Y)};J.getPosition=q;J.setPosition=l;J.ignoreGrid=null!=p?p:!0;if(v){var y=J.positionChanged;J.positionChanged=function(){y.apply(this,arguments);c.view.invalidate(this.state.cell);c.view.validate()}}return J},rb={link:function(c){return[mb(c,!0,10),mb(c,!1,10)]},flexArrow:function(c){var h=c.view.graph.gridSize/c.view.scale,q=[];mxUtils.getValue(c.style,mxConstants.STYLE_STARTARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Za(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE], -!0,function(l,p,v,w,J){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/ -3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(Y.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),q.push(Za(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE], -!0,function(l,p,v,w,J){l=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/ -3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(Y.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]), -Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<h&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Za(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,J){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth* -c.view.scale)-v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(Y.getEvent())|| -Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})),q.push(Za(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,J){l=(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth* -c.view.scale)-v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.endWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE], -c.style.startWidth=c.style.endWidth;mxEvent.isAltDown(Y.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE]),Math.abs(parseFloat(c.style.endWidth)-parseFloat(c.style.startWidth))<h&&(c.style.endWidth=c.style.startWidth))})));return q},swimlane:function(c){var h=[];if(mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED)){var q=parseFloat(mxUtils.getValue(c.style, -mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));h.push(fb(c,q/2))}h.push(Ra(c,[mxConstants.STYLE_STARTSIZE],function(l){var p=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL,1)?new mxPoint(l.getCenterX(),l.y+Math.max(0,Math.min(l.height,p))):new mxPoint(l.x+Math.max(0,Math.min(l.width,p)),l.getCenterY())},function(l,p){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style, -mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(l.height,p.y-l.y))):Math.round(Math.max(0,Math.min(l.width,p.x-l.x)))},!1,null,function(l){var p=c.view.graph;if(!mxEvent.isShiftDown(l.getEvent())&&!mxEvent.isControlDown(l.getEvent())&&(p.isTableRow(c.cell)||p.isTableCell(c.cell))){l=p.getSwimlaneDirection(c.style);var v=p.model.getParent(c.cell);v=p.model.getChildCells(v,!0);for(var w=[],J=0;J<v.length;J++)v[J]!=c.cell&&p.isSwimlane(v[J])&&p.getSwimlaneDirection(p.getCurrentCellStyle(v[J]))== -l&&w.push(v[J]);p.setCellStyles(mxConstants.STYLE_STARTSIZE,c.style[mxConstants.STYLE_STARTSIZE],w)}}));return h},label:nb(),ext:nb(),rectangle:nb(),triangle:nb(),rhombus:nb(),umlLifeline:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",ca.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},umlFrame:function(c){return[Ra(c, -["width","height"],function(h){var q=Math.max(oa.prototype.corner,Math.min(h.width,mxUtils.getValue(this.state.style,"width",oa.prototype.width))),l=Math.max(1.5*oa.prototype.corner,Math.min(h.height,mxUtils.getValue(this.state.style,"height",oa.prototype.height)));return new mxPoint(h.x+q,h.y+l)},function(h,q){this.state.style.width=Math.round(Math.max(oa.prototype.corner,Math.min(h.width,q.x-h.x)));this.state.style.height=Math.round(Math.max(1.5*oa.prototype.corner,Math.min(h.height,q.y-h.y)))}, -!1)]},process:function(c){var h=[Ra(c,["size"],function(q){var l="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),p=parseFloat(mxUtils.getValue(this.state.style,"size",aa.prototype.size));return l?new mxPoint(q.x+p,q.y+q.height/4):new mxPoint(q.x+q.width*p,q.y+q.height/4)},function(q,l){q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(.5*q.width,l.x-q.x)):Math.max(0,Math.min(.5,(l.x-q.x)/q.width));this.state.style.size=q},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED, -!1)&&h.push(fb(c));return h},cross:function(c){return[Ra(c,["size"],function(h){var q=Math.min(h.width,h.height);q=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"size",Ia.prototype.size)))*q/2;return new mxPoint(h.getCenterX()-q,h.getCenterY()-q)},function(h,q){var l=Math.min(h.width,h.height);this.state.style.size=Math.max(0,Math.min(1,Math.min(Math.max(0,h.getCenterY()-q.y)/l*2,Math.max(0,h.getCenterX()-q.x)/l*2)))})]},note:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0, -Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",u.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+h.width-q.x),Math.min(h.height,q.y-h.y))))})]},note2:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",n.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)}, -function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+h.width-q.x),Math.min(h.height,q.y-h.y))))})]},manualInput:function(c){var h=[Ra(c,["size"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",Xa.prototype.size)));return new mxPoint(q.x+q.width/4,q.y+3*l/4)},function(q,l){this.state.style.size=Math.round(Math.max(0,Math.min(q.height,4*(l.y-q.y)/3)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c)); -return h},dataStorage:function(c){return[Ra(c,["size"],function(h){var q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),l=parseFloat(mxUtils.getValue(this.state.style,"size",q?z.prototype.fixedSize:z.prototype.size));return new mxPoint(h.x+h.width-l*(q?1:h.width),h.getCenterY())},function(h,q){h="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(h.width,h.x+h.width-q.x)):Math.max(0,Math.min(1,(h.x+h.width-q.x)/h.width));this.state.style.size=h},!1)]},callout:function(c){var h= -[Ra(c,["size","position"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",ea.prototype.size))),p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ea.prototype.position)));mxUtils.getValue(this.state.style,"base",ea.prototype.base);return new mxPoint(q.x+p*q.width,q.y+q.height-l)},function(q,l){mxUtils.getValue(this.state.style,"base",ea.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(q.height,q.y+q.height-l.y)));this.state.style.position= -Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["position2"],function(q){var l=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",ea.prototype.position2)));return new mxPoint(q.x+l*q.width,q.y+q.height)},function(q,l){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["base"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",ea.prototype.size))),p=Math.max(0,Math.min(1, -mxUtils.getValue(this.state.style,"position",ea.prototype.position))),v=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"base",ea.prototype.base)));return new mxPoint(q.x+Math.min(q.width,p*q.width+v),q.y+q.height-l)},function(q,l){var p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ea.prototype.position)));this.state.style.base=Math.round(Math.max(0,Math.min(q.width,l.x-q.x-p*q.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c)); -return h},internalStorage:function(c){var h=[Ra(c,["dx","dy"],function(q){var l=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"dx",Va.prototype.dx))),p=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"dy",Va.prototype.dy)));return new mxPoint(q.x+l,q.y+p)},function(q,l){this.state.style.dx=Math.round(Math.max(0,Math.min(q.width,l.x-q.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(q.height,l.y-q.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&& -h.push(fb(c));return h},module:function(c){return[Ra(c,["jettyWidth","jettyHeight"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"jettyWidth",Ca.prototype.jettyWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"jettyHeight",Ca.prototype.jettyHeight)));return new mxPoint(h.x+q/2,h.y+2*l)},function(h,q){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(h.height, -q.y-h.y))/2)})]},corner:function(c){return[Ra(c,["dx","dy"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",Ya.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",Ya.prototype.dy)));return new mxPoint(h.x+q,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},tee:function(c){return[Ra(c,["dx","dy"],function(h){var q= -Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",bb.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",bb.prototype.dy)));return new mxPoint(h.x+(h.width+q)/2,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0,2*Math.min(h.width/2,q.x-h.x-h.width/2)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},singleArrow:ib(1),doubleArrow:ib(.5),folder:function(c){return[Ra(c,["tabWidth","tabHeight"],function(h){var q= -Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"tabWidth",F.prototype.tabWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"tabHeight",F.prototype.tabHeight)));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(q=h.width-q);return new mxPoint(h.x+q,h.y+l)},function(h,q){var l=Math.max(0,Math.min(h.width,q.x-h.x));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&& -(l=h.width-l);this.state.style.tabWidth=Math.round(l);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},document:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",S.prototype.size))));return new mxPoint(h.x+3*h.width/4,h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},tape:function(c){return[Ra(c,["size"],function(h){var q= -Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",N.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q*h.height/2)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(q.y-h.y)/h.height*2))},!1)]},isoCube2:function(c){return[Ra(c,["isoAngle"],function(h){var q=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",r.isoAngle))))*Math.PI/200;return new mxPoint(h.x,h.y+Math.min(h.width*Math.tan(q),.5*h.height))},function(h,q){this.state.style.isoAngle= -Math.max(0,50*(q.y-h.y)/h.height)},!0)]},cylinder2:gb(x.prototype.size),cylinder3:gb(B.prototype.size),offPageConnector:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",L.prototype.size))));return new mxPoint(h.getCenterX(),h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},"mxgraph.basic.rect":function(c){var h=[Graph.createHandle(c,["size"],function(q){var l= -Math.max(0,Math.min(q.width/2,q.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(q.x+l,q.y+l)},function(q,l){this.state.style.size=Math.round(100*Math.max(0,Math.min(q.height/2,q.width/2,l.x-q.x)))/100})];c=Graph.createHandle(c,["indent"],function(q){var l=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(q.x+.75*q.width,q.y+l*q.height/200)},function(q,l){this.state.style.indent=Math.round(100* -Math.max(0,Math.min(100,200*(l.y-q.y)/q.height)))/100});h.push(c);return h},step:qb(qa.prototype.size,!0,null,!0,qa.prototype.fixedSize),hexagon:qb(O.prototype.size,!0,.5,!0,O.prototype.fixedSize),curlyBracket:qb(Z.prototype.size,!1),display:qb(Fa.prototype.size,!1),cube:Wa(1,e.prototype.size,!1),card:Wa(.5,D.prototype.size,!0),loopLimit:Wa(.5,H.prototype.size,!0),trapezoid:tb(.5,P.prototype.size,P.prototype.fixedSize),parallelogram:tb(1,T.prototype.size,T.prototype.fixedSize)};Graph.createHandle= -Ra;Graph.handleFactory=rb;var xb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=xb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var h=this.state.style.shape;null==mxCellRenderer.defaultShapes[h]&&null==mxStencilRegistry.getStencil(h)?h=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(h=mxConstants.SHAPE_SWIMLANE);h=rb[h];null==h&&null!=this.state.shape&&this.state.shape.isRoundable()&& -(h=rb[mxConstants.SHAPE_RECTANGLE]);null!=h&&(h=h(this.state),null!=h&&(c=null==c?h:c.concat(h)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&&null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR);c=rb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var kb=new mxPoint(1,0),hb=new mxPoint(1,0),ob=mxUtils.toRadians(-30);kb=mxUtils.getRotatedPoint(kb, -Math.cos(ob),Math.sin(ob));var lb=mxUtils.toRadians(-150);hb=mxUtils.getRotatedPoint(hb,Math.cos(lb),Math.sin(lb));mxEdgeStyle.IsometricConnector=function(c,h,q,l,p){var v=c.view;l=null!=l&&0<l.length?l[0]:null;var w=c.absolutePoints,J=w[0];w=w[w.length-1];null!=l&&(l=v.transformControlPoint(c,l));null==J&&null!=h&&(J=new mxPoint(h.getCenterX(),h.getCenterY()));null==w&&null!=q&&(w=new mxPoint(q.getCenterX(),q.getCenterY()));var y=kb.x,Y=kb.y,M=hb.x,Ba=hb.y,Qa="horizontal"==mxUtils.getValue(c.style, -"elbow","horizontal");if(null!=w&&null!=J){c=function(ka,pa,na){ka-=Ja.x;var ma=pa-Ja.y;pa=(Ba*ka-M*ma)/(y*Ba-Y*M);ka=(Y*ka-y*ma)/(Y*M-y*Ba);Qa?(na&&(Ja=new mxPoint(Ja.x+y*pa,Ja.y+Y*pa),p.push(Ja)),Ja=new mxPoint(Ja.x+M*ka,Ja.y+Ba*ka)):(na&&(Ja=new mxPoint(Ja.x+M*ka,Ja.y+Ba*ka),p.push(Ja)),Ja=new mxPoint(Ja.x+y*pa,Ja.y+Y*pa));p.push(Ja)};var Ja=J;null==l&&(l=new mxPoint(J.x+(w.x-J.x)/2,J.y+(w.y-J.y)/2));c(l.x,l.y,!0);c(w.x,w.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector); -var sb=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,h){if(h==mxEdgeStyle.IsometricConnector){var q=new mxElbowEdgeHandler(c);q.snapToTerminals=!1;return q}return sb.apply(this,arguments)};d.prototype.constraints=[];k.prototype.getConstraints=function(c,h,q){c=[];var l=Math.tan(mxUtils.toRadians(30)),p=(.5-l)/2;l=Math.min(h,q/(.5+l));h=(h-l)/2;q=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h+.5*l,q+l*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.75*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+.5*l,q+(1-p)*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.75*l));return c};r.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;l=Math.min(h* -Math.tan(l),.5*q);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, -0,l));return c};ea.prototype.getConstraints=function(c,h,q){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var l=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style,"position",this.position));var p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q-l)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0, -q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0, -.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, -0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];Ea.prototype.constraints=mxRectangleShape.prototype.constraints;mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints= -mxRectangleShape.prototype.constraints;R.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;u.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1, -null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5, -0),!1));return c};D.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};e.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));return c};B.prototype.getConstraints=function(c,h,q){c=[];h=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5, -1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1, -0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855,1),!1,null,0,.29*-h));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-h));return c};F.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style, -"tabWidth",this.tabWidth)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, -.5*(h+l),p))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,p)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,q));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Va.prototype.constraints=mxRectangleShape.prototype.constraints;z.prototype.constraints=mxRectangleShape.prototype.constraints;W.prototype.constraints=mxEllipse.prototype.constraints;ha.prototype.constraints=mxEllipse.prototype.constraints;fa.prototype.constraints=mxEllipse.prototype.constraints;Ma.prototype.constraints= -mxEllipse.prototype.constraints;Xa.prototype.constraints=mxRectangleShape.prototype.constraints;La.prototype.constraints=mxRectangleShape.prototype.constraints;Fa.prototype.getConstraints=function(c,h,q){c=[];var l=Math.min(h,q/2),p=Math.min(h-l,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*h);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, -.5*(p+h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(p+h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));return c};Ca.prototype.getConstraints=function(c,h,q){h=parseFloat(mxUtils.getValue(c,"jettyWidth",Ca.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c, -"jettyHeight",Ca.prototype.jettyHeight));var l=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,h),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null, -h),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q-.5*c,3.5*c))];q>5*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,h));q>8*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null,h));q> -15*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,h));return l};H.prototype.constraints=mxRectangleShape.prototype.constraints;L.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0, -.7),!0),new mxConnectionConstraint(new mxPoint(1,.3),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.7),!0),new mxConnectionConstraint(new mxPoint(.15,.95),!1),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.85,.95),!1)];Q.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.1),!1),new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.75,.1),!1),new mxConnectionConstraint(new mxPoint(0, -1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];sa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1, -.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];mxActor.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.25,.2),!1),new mxConnectionConstraint(new mxPoint(.1,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.75, -.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];C.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75, -.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];N.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,.65),!1),new mxConnectionConstraint(new mxPoint(.25, -1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];qa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0, -.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ta.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.5, -1),!1)];mxDoubleEllipse.prototype.constraints=mxEllipse.prototype.constraints;mxRhombus.prototype.constraints=mxEllipse.prototype.constraints;mxTriangle.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0)];mxHexagon.prototype.constraints= -[new mxConnectionConstraint(new mxPoint(.375,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.625,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.375,1),!0), -new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.625,1),!0)];mxCloud.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.25),!1),new mxConnectionConstraint(new mxPoint(.4,.1),!1),new mxConnectionConstraint(new mxPoint(.16,.55),!1),new mxConnectionConstraint(new mxPoint(.07,.4),!1),new mxConnectionConstraint(new mxPoint(.31,.8),!1),new mxConnectionConstraint(new mxPoint(.13,.77),!1),new mxConnectionConstraint(new mxPoint(.8,.8),!1),new mxConnectionConstraint(new mxPoint(.55, -.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];T.prototype.constraints=mxRectangleShape.prototype.constraints;P.prototype.constraints=mxRectangleShape.prototype.constraints;S.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, -0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;bb.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style, -"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.75*h+.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(h+l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*h-.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*p));return c};Ya.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -1),!1));return c};jb.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];da.prototype.getConstraints= -function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));return c};t.prototype.getConstraints=function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",da.prototype.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",da.prototype.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));return c};Ia.prototype.getConstraints= -function(c,h,q){c=[];var l=Math.min(q,h),p=Math.max(0,Math.min(l,l*parseFloat(mxUtils.getValue(this.style,"size",this.size))));l=(q-p)/2;var v=l+p,w=(h-p)/2;p=w+p;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,p,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,l));return c};ca.prototype.constraints=null;A.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7, -.9),!1)];E.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];Ha.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];va.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, -.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)]})();function Actions(a){this.editorUi=a;this.actions={};this.init()} -Actions.prototype.init=function(){function a(n){d.escape();n=d.deleteCells(d.getDeletableCells(d.getSelectionCells()),n);null!=n&&d.setSelectionCells(n)}function b(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{for(var n=d.getSelectionCells(),r=0;r<n.length;r++)d.cellLabelChanged(n[r],"")}finally{d.getModel().endUpdate()}}}function f(n,r,x,B,C){C.getModel().beginUpdate();try{var F=C.getCellGeometry(n);null!=F&&x&&B&&(x/=B,F=F.clone(),1<x?F.height=F.width/x:F.width=F.height*x,C.getModel().setGeometry(n, -F));C.setCellStyles(mxConstants.STYLE_CLIP_PATH,r,[n]);C.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[n])}finally{C.getModel().endUpdate()}}var e=this.editorUi,g=e.editor,d=g.graph,k=function(){return Action.prototype.isEnabled.apply(this,arguments)&&d.isEnabled()};this.addAction("new...",function(){d.openLink(e.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";e.openFile()});this.addAction("smartFit",function(){d.popupMenuHandler.hideMenu();var n=d.view.scale, -r=d.view.translate.x,x=d.view.translate.y;e.actions.get("resetView").funct();1E-5>Math.abs(n-d.view.scale)&&r==d.view.translate.x&&x==d.view.translate.y&&e.actions.get(d.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){d.isEnabled()&&(d.isSelectionEmpty()?e.actions.get("smartFit").funct():d.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){e.hideDialog()})); -window.openFile.setConsumer(mxUtils.bind(this,function(n,r){try{var x=mxUtils.parseXml(n);g.graph.setSelectionCells(g.graph.importGraphModel(x.documentElement))}catch(B){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+B.message)}}));e.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=k;this.addAction("save",function(){e.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=k;this.addAction("saveAs...",function(){e.saveFile(!0)},null, -null,Editor.ctrlKey+"+Shift+S").isEnabled=k;this.addAction("export...",function(){e.showDialog((new ExportDialog(e)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var n=new EditDiagramDialog(e);e.showDialog(n.container,620,420,!0,!1);n.init()});this.addAction("pageSetup...",function(){e.showDialog((new PageSetupDialog(e)).container,320,240,!0,!0)}).isEnabled=k;this.addAction("print...",function(){e.showDialog((new PrintDialog(e)).container,300,180,!0,!0)},null,"sprite-print", -Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(d,null,10,10)});this.addAction("undo",function(){e.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){e.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var n=null;try{n=e.copyXml(),null!=n&&d.removeCells(n,!1)}catch(r){}null==n&&mxClipboard.cut(d)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{e.copyXml()}catch(n){}try{mxClipboard.copy(d)}catch(n){e.handleError(n)}}, -null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var n=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(r){if(null!=r){d.getModel().beginUpdate();try{e.pasteXml(r,!0)}finally{d.getModel().endUpdate()}}else mxClipboard.paste(d)}),n=!0)}catch(r){}n||mxClipboard.paste(d)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(n){function r(B){if(null!=B){for(var C=!0,F=0;F< -B.length&&C;F++)C=C&&d.model.isEdge(B[F]);var I=d.view.translate;F=d.view.scale;var D=I.x,N=I.y;I=null;if(1==B.length&&C){var S=d.getCellGeometry(B[0]);null!=S&&(I=S.getTerminalPoint(!0))}I=null!=I?I:d.getBoundingBoxFromGeometry(B,C);null!=I&&(C=Math.round(d.snap(d.popupMenuHandler.triggerX/F-D)),F=Math.round(d.snap(d.popupMenuHandler.triggerY/F-N)),d.cellsMoved(B,C-I.x,F-I.y))}}function x(){d.getModel().beginUpdate();try{r(mxClipboard.paste(d))}finally{d.getModel().endUpdate()}}if(d.isEnabled()&& -!d.isCellLocked(d.getDefaultParent())){n=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(B){if(null!=B){d.getModel().beginUpdate();try{r(e.pasteXml(B,!0))}finally{d.getModel().endUpdate()}}else x()}),n=!0)}catch(B){}n||x()}});this.addAction("copySize",function(){var n=d.getSelectionCell();d.isEnabled()&&null!=n&&d.getModel().isVertex(n)&&(n=d.getCellGeometry(n),null!=n&&(e.copiedSize=new mxRectangle(n.x,n.y,n.width,n.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", -function(){if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedSize){d.getModel().beginUpdate();try{for(var n=d.getResizableCells(d.getSelectionCells()),r=0;r<n.length;r++)if(d.getModel().isVertex(n[r])){var x=d.getCellGeometry(n[r]);null!=x&&(x=x.clone(),x.width=e.copiedSize.width,x.height=e.copiedSize.height,d.getModel().setGeometry(n[r],x))}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var n=d.getSelectionCell()||d.getModel().getRoot();d.isEnabled()&& -null!=n&&(n=n.cloneValue(),null==n||isNaN(n.nodeType)||(e.copiedValue=n))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(n,r){function x(F,I){var D=B.getValue(F);I=F.cloneValue(I);I.removeAttribute("placeholders");null==D||isNaN(D.nodeType)||I.setAttribute("placeholders",D.getAttribute("placeholders"));null!=n&&mxEvent.isShiftDown(n)||I.setAttribute("label",d.convertValueToString(F));B.setValue(F,I)}n=null!=r?r:n;var B=d.getModel();if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedValue){B.beginUpdate(); -try{var C=d.getEditableCells(d.getSelectionCells());if(0==C.length)x(B.getRoot(),e.copiedValue);else for(r=0;r<C.length;r++)x(C[r],e.copiedValue)}finally{B.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(n,r){n=null!=r?r:n;null!=n&&mxEvent.isShiftDown(n)?b():a(null!=n&&(mxEvent.isControlDown(n)||mxEvent.isMetaDown(n)||mxEvent.isAltDown(n)))},null,null,"Delete");this.addAction("deleteAll",function(){a(!0)});this.addAction("deleteLabels",function(){b()},null,null,Editor.ctrlKey+ -"+Delete");this.addAction("duplicate",function(){try{d.setSelectionCells(d.duplicateCells()),d.scrollCellToVisible(d.getSelectionCell())}catch(n){e.handleError(n)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var n=e.getSelectionState();if(null!=n.mergeCell){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",n.rowspan,[n.mergeCell]),d.setCellStyles("colspan",n.colspan,[n.mergeCell])}finally{d.getModel().endUpdate()}}}));this.put("unmergeCells", -new Action(mxResources.get("unmerge"),function(){var n=e.getSelectionState();if(0<n.cells.length){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",null,n.cells),d.setCellStyles("colspan",null,n.cells)}finally{d.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(n,r){n=null!=r?r:n;d.turnShapes(d.getResizableCells(d.getSelectionCells()),null!=n?mxEvent.isShiftDown(n):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); -this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(n){n=d.getSelectionCell();d.isEnabled()&&null!=n&&d.addSelectionCells(d.getEdges(n))}));this.addAction("selectVertices",function(){d.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){d.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){d.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){d.clearSelection()}, -null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{var n=d.getSelectionCells(),r=d.getCurrentCellStyle(d.getSelectionCell()),x=1==mxUtils.getValue(r,mxConstants.STYLE_EDITABLE,1)?0:1;d.setCellStyles(mxConstants.STYLE_MOVABLE,x,n);d.setCellStyles(mxConstants.STYLE_RESIZABLE,x,n);d.setCellStyles(mxConstants.STYLE_ROTATABLE,x,n);d.setCellStyles(mxConstants.STYLE_DELETABLE,x,n);d.setCellStyles(mxConstants.STYLE_EDITABLE, -x,n);d.setCellStyles("connectable",x,n)}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){d.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){d.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){d.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){d.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){d.foldCells(!1)}, -null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){d.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){d.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(n){d.orderCells(!1,null,!0)});this.addAction("sendBackward",function(n){d.orderCells(!0,null,!0)});this.addAction("group",function(){if(d.isEnabled()){var n=mxUtils.sortCells(d.getSelectionCells(),!0);1!=n.length||d.isTable(n[0])||d.isTableRow(n[0])? -(n=d.getCellsForGroup(n),1<n.length&&d.setSelectionCell(d.groupCells(null,0,n))):d.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(d.isEnabled()){var n=d.getEditableCells(d.getSelectionCells());d.model.beginUpdate();try{var r=d.ungroupCells();if(null!=n)for(var x=0;x<n.length;x++)d.model.contains(n[x])&&(0==d.model.getChildCount(n[x])&&d.model.isVertex(n[x])&&d.setCellStyles("container","0",[n[x]]),r.push(n[x]))}finally{d.model.endUpdate()}0< -r.length&&d.setSelectionCells(r)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(d.isEnabled()){var n=d.getSelectionCells();if(null!=n){for(var r=[],x=0;x<n.length;x++)d.isTableRow(n[x])||d.isTableCell(n[x])||r.push(n[x]);d.removeCellsFromParent(r)}}});this.addAction("edit",function(){d.isEnabled()&&d.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var n=d.getSelectionCell()||d.getModel().getRoot();e.showDataDialog(n)},null, -null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&null!=n&&d.isCellEditable(n)){var r="";if(mxUtils.isNode(n.value)){var x=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&n.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(x=n.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==x&&(x=n.value.getAttribute("tooltip"));null!=x&&(r=x)}r=new TextareaDialog(e,mxResources.get("editTooltip")+":",r,function(B){d.setTooltipForCell(n, -B)});e.showDialog(r.container,320,200,!0,!0);r.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var n=d.getLinkForCell(d.getSelectionCell());null!=n&&d.openLink(n)});this.addAction("editLink...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&null!=n&&d.isCellEditable(n)){var r=d.getLinkForCell(n)||"";e.showLinkDialog(r,mxResources.get("apply"),function(x,B,C){x=mxUtils.trim(x);d.setLinkForCell(n,0<x.length?x:null);d.setAttributeForCell(n,"linkTarget",C)},!0,d.getLinkTargetForCell(n))}}, -null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&(d.clearSelection(),e.actions.get("image").funct())})).isEnabled=k;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&e.showLinkDialog("",mxResources.get("insert"),function(n,r,x){n=mxUtils.trim(n);if(0<n.length){var B=null,C=d.getLinkTitle(n);null!=r&&0<r.length&&(B=r[0].iconUrl, -C=r[0].name||r[0].type,C=C.charAt(0).toUpperCase()+C.substring(1),30<C.length&&(C=C.substring(0,30)+"..."));r=new mxCell(C,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=B?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+B:"spacing=10;"));r.vertex=!0;B=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry([r],!0));r.geometry.x=B.x;r.geometry.y=B.y;d.setAttributeForCell(r,"linkTarget",x);d.setLinkForCell(r,n);d.cellSizeUpdated(r, -!0);d.getModel().beginUpdate();try{r=d.addCell(r),d.fireEvent(new mxEventObject("cellsInserted","cells",[r]))}finally{d.getModel().endUpdate()}d.setSelectionCell(r);d.scrollCellToVisible(d.getSelectionCell())}},!0)})).isEnabled=k;this.addAction("link...",mxUtils.bind(this,function(){if(d.isEnabled())if(d.cellEditor.isContentEditing()){var n=d.getSelectedElement(),r=d.getParentByName(n,"A",d.cellEditor.textarea),x="";if(null==r&&null!=n&&null!=n.getElementsByTagName)for(var B=n.getElementsByTagName("a"), -C=0;C<B.length&&null==r;C++)B[C].textContent==n.textContent&&(r=B[C]);null!=r&&"A"==r.nodeName&&(x=r.getAttribute("href")||"",d.selectNode(r));var F=d.cellEditor.saveSelection();e.showLinkDialog(x,mxResources.get("apply"),mxUtils.bind(this,function(I){d.cellEditor.restoreSelection(F);null!=I&&d.insertLink(I)}))}else d.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=k;this.addAction("autosize",function(){var n=d.getSelectionCells();if(null!=n){d.getModel().beginUpdate(); -try{for(var r=0;r<n.length;r++){var x=n[r];0<d.getModel().getChildCount(x)?d.updateGroupBounds([x],0,!0):d.updateCellSize(x)}}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){d.snapCellsToGrid(d.getSelectionCells(),d.gridSize)});this.addAction("formattedText",function(){d.stopEditing();var n=d.getCommonStyle(d.getSelectionCells());n="1"==mxUtils.getValue(n,"html","0")?null:"1";d.getModel().beginUpdate();try{for(var r=d.getEditableCells(d.getSelectionCells()), -x=0;x<r.length;x++)if(state=d.getView().getState(r[x]),null!=state){var B=mxUtils.getValue(state.style,"html","0");if("1"==B&&null==n){var C=d.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(C=C.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var F=document.createElement("div");F.innerHTML=d.sanitizeHtml(C);C=mxUtils.extractTextWithWhitespace(F.childNodes);d.cellLabelChanged(state.cell,C);d.setCellStyles("html",n,[r[x]])}else"0"==B&&"1"==n&&(C=mxUtils.htmlEntities(d.convertValueToString(state.cell), -!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(C=C.replace(/\n/g,"<br/>")),d.cellLabelChanged(state.cell,d.sanitizeHtml(C)),d.setCellStyles("html",n,[r[x]]))}e.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=n?n:"0"],"cells",r))}finally{d.getModel().endUpdate()}});this.addAction("wordWrap",function(){var n=d.getView().getState(d.getSelectionCell()),r="wrap";d.stopEditing();null!=n&&"wrap"==n.style[mxConstants.STYLE_WHITE_SPACE]&&(r=null);d.setCellStyles(mxConstants.STYLE_WHITE_SPACE, -r)});this.addAction("rotation",function(){var n="0",r=d.getView().getState(d.getSelectionCell());null!=r&&(n=r.style[mxConstants.STYLE_ROTATION]||n);n=new FilenameDialog(e,n,mxResources.get("apply"),function(x){null!=x&&0<x.length&&d.setCellStyles(mxConstants.STYLE_ROTATION,x)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");e.showDialog(n.container,375,80,!0,!0);n.init()});this.addAction("resetView",function(){d.zoomTo(1);e.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", -function(n){d.isFastZoomEnabled()?d.lazyZoom(!0,!0,e.buttonZoomDelay):d.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(n){d.isFastZoomEnabled()?d.lazyZoom(!1,!0,e.buttonZoomDelay):d.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var n=d.isSelectionEmpty()?d.getGraphBounds():d.getBoundingBox(d.getSelectionCells()),r=d.view.translate,x=d.view.scale;n.x=n.x/x-r.x;n.y=n.y/x-r.y;n.width/=x; -n.height/=x;null!=d.backgroundImage&&(n=mxRectangle.fromRectangle(n),n.add(new mxRectangle(0,0,d.backgroundImage.width,d.backgroundImage.height)));0==n.width||0==n.height?(d.zoomTo(1),e.resetScrollbars()):(r=Editor.fitWindowBorders,null!=r&&(n.x-=r.x,n.y-=r.y,n.width+=r.width+r.x,n.height+=r.height+r.y),d.fitWindow(n))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var n=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20* -Math.min((d.container.clientWidth-10)/n.width/r,(d.container.clientHeight-10)/n.height/r))/20);mxUtils.hasScrollbars(d.container)&&(n=d.getPagePadding(),d.container.scrollTop=n.y*d.view.scale-1,d.container.scrollLeft=Math.min(n.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var n=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20*Math.min((d.container.clientWidth- -10)/(2*n.width)/r,(d.container.clientHeight-10)/n.height/r))/20);mxUtils.hasScrollbars(d.container)&&(n=d.getPagePadding(),d.container.scrollTop=Math.min(n.y,(d.container.scrollHeight-d.container.clientHeight)/2),d.container.scrollLeft=Math.min(n.x,(d.container.scrollWidth-d.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();d.zoomTo(Math.floor(20*(d.container.clientWidth-10)/d.pageFormat.width/ -d.pageScale)/20);if(mxUtils.hasScrollbars(d.container)){var n=d.getPagePadding();d.container.scrollLeft=Math.min(n.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var n=new FilenameDialog(this.editorUi,parseInt(100*d.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&d.zoomTo(r/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(n.container, -300,80,!0,!0);n.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var n=new FilenameDialog(this.editorUi,parseInt(100*d.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&(r=new ChangePageSetup(e,null,null,null,r/100),r.ignoreColor=!0,r.ignoreImage=!0,d.model.execute(r))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(n.container,300,80,!0,!0);n.init()}));var m=null;m=this.addAction("grid", -function(){d.setGridEnabled(!d.isGridEnabled());d.defaultGridEnabled=d.isGridEnabled();e.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");m.setToggleAction(!0);m.setSelectedCallback(function(){return d.isGridEnabled()});m.setEnabled(!1);m=this.addAction("guides",function(){d.graphHandler.guidesEnabled=!d.graphHandler.guidesEnabled;e.fireEvent(new mxEventObject("guidesEnabledChanged"))});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.graphHandler.guidesEnabled}); -m.setEnabled(!1);m=this.addAction("tooltips",function(){d.tooltipHandler.setEnabled(!d.tooltipHandler.isEnabled());e.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.tooltipHandler.isEnabled()});m=this.addAction("collapseExpand",function(){var n=new ChangePageSetup(e);n.ignoreColor=!0;n.ignoreImage=!0;n.foldingEnabled=!d.foldingEnabled;d.model.execute(n)});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.foldingEnabled}); -m.isEnabled=k;m=this.addAction("scrollbars",function(){e.setScrollbars(!e.hasScrollbars())});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.scrollbars});m=this.addAction("pageView",mxUtils.bind(this,function(){e.setPageVisible(!d.pageVisible)}));m.setToggleAction(!0);m.setSelectedCallback(function(){return d.pageVisible});m=this.addAction("connectionArrows",function(){d.connectionArrowsEnabled=!d.connectionArrowsEnabled;e.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, -null,"Alt+Shift+A");m.setToggleAction(!0);m.setSelectedCallback(function(){return d.connectionArrowsEnabled});m=this.addAction("connectionPoints",function(){d.setConnectable(!d.connectionHandler.isEnabled());e.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");m.setToggleAction(!0);m.setSelectedCallback(function(){return d.connectionHandler.isEnabled()});m=this.addAction("copyConnect",function(){d.connectionHandler.setCreateTarget(!d.connectionHandler.isCreateTarget()); -e.fireEvent(new mxEventObject("copyConnectChanged"))});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.connectionHandler.isCreateTarget()});m.isEnabled=k;m=this.addAction("autosave",function(){e.editor.setAutosave(!e.editor.autosave)});m.setToggleAction(!0);m.setSelectedCallback(function(){return e.editor.autosave});m.isEnabled=k;m.visible=!1;this.addAction("help",function(){var n="";mxResources.isLanguageSupported(mxClient.language)&&(n="_"+mxClient.language);d.openLink(RESOURCES_PATH+ -"/help"+n+".html")});var u=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){u||(e.showDialog((new AboutDialog(e)).container,320,280,!0,!0,function(){u=!1}),u=!0)}));m=mxUtils.bind(this,function(n,r,x,B){return this.addAction(n,function(){if(null!=x&&d.cellEditor.isContentEditing())x();else{d.stopEditing(!1);d.getModel().beginUpdate();try{var C=d.getEditableCells(d.getSelectionCells());d.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,r,C);(r&mxConstants.FONT_BOLD)== -mxConstants.FONT_BOLD?d.updateLabelElements(C,function(I){I.style.fontWeight=null;"B"==I.nodeName&&d.replaceElement(I)}):(r&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?d.updateLabelElements(C,function(I){I.style.fontStyle=null;"I"==I.nodeName&&d.replaceElement(I)}):(r&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&d.updateLabelElements(C,function(I){I.style.textDecoration=null;"U"==I.nodeName&&d.replaceElement(I)});for(var F=0;F<C.length;F++)0==d.model.getChildCount(C[F])&&d.autoSizeCell(C[F], -!1)}finally{d.getModel().endUpdate()}}},null,null,B)});m("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");m("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");m("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){e.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", +StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var h=this.editorUi.getSelectionState(),q=c.apply(this,arguments);"umlFrame"==h.style.shape&&q.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return q}}();mxMarker.addMarker("dash",function(c,h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-N/2-Ba/2,l.y-Ba/2+N/2);c.lineTo(l.x+Ba/2-3*N/2,l.y-3*Ba/2-N/2);c.stroke()}});mxMarker.addMarker("box", +function(c,h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1),Qa=l.x+N/2,Ja=l.y+Ba/2;l.x-=N;l.y-=Ba;return function(){c.begin();c.moveTo(Qa-N/2-Ba/2,Ja-Ba/2+N/2);c.lineTo(Qa-N/2+Ba/2,Ja-Ba/2-N/2);c.lineTo(Qa+Ba/2-3*N/2,Ja-3*Ba/2-N/2);c.lineTo(Qa-Ba/2-3*N/2,Ja-3*Ba/2+N/2);c.close();Z?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-N/2-Ba/2,l.y-Ba/2+N/2);c.lineTo(l.x+Ba/2-3*N/2,l.y-3*Ba/2-N/2); +c.moveTo(l.x-N/2+Ba/2,l.y-Ba/2-N/2);c.lineTo(l.x-Ba/2-3*N/2,l.y-3*Ba/2+N/2);c.stroke()}});mxMarker.addMarker("circle",Pa);mxMarker.addMarker("circlePlus",function(c,h,q,l,p,v,w,I,y,Z){var N=l.clone(),Ba=Pa.apply(this,arguments),Qa=p*(w+2*y),Ja=v*(w+2*y);return function(){Ba.apply(this,arguments);c.begin();c.moveTo(N.x-p*y,N.y-v*y);c.lineTo(N.x-2*Qa+p*y,N.y-2*Ja+v*y);c.moveTo(N.x-Qa-Ja+v*y,N.y-Ja+Qa-p*y);c.lineTo(N.x+Ja-Qa-v*y,N.y-Ja-Qa+p*y);c.stroke()}});mxMarker.addMarker("halfCircle",function(c, +h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1),Qa=l.clone();l.x-=N;l.y-=Ba;return function(){c.begin();c.moveTo(Qa.x-Ba,Qa.y+N);c.quadTo(l.x-Ba,l.y+N,l.x,l.y);c.quadTo(l.x+Ba,l.y-N,Qa.x+Ba,Qa.y-N);c.stroke()}});mxMarker.addMarker("async",function(c,h,q,l,p,v,w,I,y,Z){h=p*y*1.118;q=v*y*1.118;p*=w+y;v*=w+y;var N=l.clone();N.x-=h;N.y-=q;l.x+=-p-h;l.y+=-v-q;return function(){c.begin();c.moveTo(N.x,N.y);I?c.lineTo(N.x-p-v/2,N.y-v+p/2):c.lineTo(N.x+v/2-p,N.y-v-p/2);c.lineTo(N.x-p,N.y-v);c.close();Z?c.fillAndStroke(): +c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(h,q,l,p,v,w,I,y,Z,N){v*=I+Z;w*=I+Z;var Ba=p.clone();return function(){h.begin();h.moveTo(Ba.x,Ba.y);y?h.lineTo(Ba.x-v-w/c,Ba.y-w+v/c):h.lineTo(Ba.x+w/c-v,Ba.y-w-v/c);h.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var mb=function(c,h,q){return Wa(c,["width"],h,function(l,p,v,w,I){I=c.shape.getEdgeWidth()*c.view.scale+q;return new mxPoint(w.x+p*l/4+v*I/2,w.y+v*l/4-p*I/2)},function(l,p,v,w,I,y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x, +w.y,I.x,I.y,y.x,y.y));c.style.width=Math.round(2*l)/c.view.scale-q})},Wa=function(c,h,q,l,p){return Ra(c,h,function(v){var w=c.absolutePoints,I=w.length-1;v=c.view.translate;var y=c.view.scale,Z=q?w[0]:w[I];w=q?w[1]:w[I-1];I=w.x-Z.x;var N=w.y-Z.y,Ba=Math.sqrt(I*I+N*N);Z=l.call(this,Ba,I/Ba,N/Ba,Z,w);return new mxPoint(Z.x/y-v.x,Z.y/y-v.y)},function(v,w,I){var y=c.absolutePoints,Z=y.length-1;v=c.view.translate;var N=c.view.scale,Ba=q?y[0]:y[Z];y=q?y[1]:y[Z-1];Z=y.x-Ba.x;var Qa=y.y-Ba.y,Ja=Math.sqrt(Z* +Z+Qa*Qa);w.x=(w.x+v.x)*N;w.y=(w.y+v.y)*N;p.call(this,Ja,Z/Ja,Qa/Ja,Ba,y,w,I)})},gb=function(c,h){return function(q){return[Wa(q,["startWidth"],!0,function(l,p,v,w,I){I=mxUtils.getNumber(q.style,"startWidth",c)*q.view.scale+h;return new mxPoint(w.x+p*l/4+v*I/2,w.y+v*l/4-p*I/2)},function(l,p,v,w,I,y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));q.style.startWidth=Math.round(2*l)/q.view.scale-h})]}},hb=function(c){return function(h){return[Ra(h,["arrowWidth","arrowSize"],function(q){var l= +Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",ca.prototype.arrowWidth))),p=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",ca.prototype.arrowSize)));return new mxPoint(q.x+(1-p)*q.width,q.y+(1-l)*q.height/2)},function(q,l){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(q.y+q.height/2-l.y)/q.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(q.x+q.width-l.x)/q.width))})]}},Xa=function(c){return function(h){return[Ra(h,["size"],function(q){var l= +Math.max(0,Math.min(.5*q.height,parseFloat(mxUtils.getValue(this.state.style,"size",c))));return new mxPoint(q.x,q.y+l)},function(q,l){this.state.style.size=Math.max(0,l.y-q.y)},!0)]}},sb=function(c,h,q){return function(l){var p=[Ra(l,["size"],function(v){var w=Math.max(0,Math.min(v.width,Math.min(v.height,parseFloat(mxUtils.getValue(this.state.style,"size",h)))))*c;return new mxPoint(v.x+w,v.y+w)},function(v,w){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(v.width,w.x-v.x),Math.min(v.height, +w.y-v.y)))/c)},!1)];q&&mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},qb=function(c,h,q,l,p){q=null!=q?q:.5;return function(v){var w=[Ra(v,["size"],function(I){var y=null!=p?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,Z=parseFloat(mxUtils.getValue(this.state.style,"size",y?p:c));return new mxPoint(I.x+Math.max(0,Math.min(.5*I.width,Z*(y?1:I.width))),I.getCenterY())},function(I,y,Z){I=null!=p&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")? +y.x-I.x:Math.max(0,Math.min(q,(y.x-I.x)/I.width));this.state.style.size=I},!1,l)];h&&mxUtils.getValue(v.style,mxConstants.STYLE_ROUNDED,!1)&&w.push(fb(v));return w}},ub=function(c,h,q){c=null!=c?c:.5;return function(l){var p=[Ra(l,["size"],function(v){var w=null!=q?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,I=Math.max(0,parseFloat(mxUtils.getValue(this.state.style,"size",w?q:h)));return new mxPoint(v.x+Math.min(.75*v.width*c,I*(w?.75:.75*v.width)),v.y+v.height/4)},function(v,w){v= +null!=q&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?w.x-v.x:Math.max(0,Math.min(c,(w.x-v.x)/v.width*.75));this.state.style.size=v},!1,!0)];mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},nb=function(){return function(c){var h=[];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h}},fb=function(c,h){return Ra(c,[mxConstants.STYLE_ARCSIZE],function(q){var l=null!=h?h:q.height/8;if("1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE, +0)){var p=mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;return new mxPoint(q.x+q.width-Math.min(q.width/2,p),q.y+l)}p=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(q.x+q.width-Math.min(Math.max(q.width/2,q.height/2),Math.min(q.width,q.height)*p),q.y+l)},function(q,l,p){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]= +Math.round(Math.max(0,Math.min(q.width,2*(q.x+q.width-l.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(q.width-l.x+q.x)/Math.min(q.width,q.height))))})},Ra=function(c,h,q,l,p,v,w){var I=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);I.execute=function(Z){for(var N=0;N<h.length;N++)this.copyStyle(h[N]);w&&w(Z)};I.getPosition=q;I.setPosition=l;I.ignoreGrid=null!=p?p:!0;if(v){var y=I.positionChanged;I.positionChanged=function(){y.apply(this, +arguments);c.view.invalidate(this.state.cell);c.view.validate()}}return I},rb={link:function(c){return[mb(c,!0,10),mb(c,!1,10)]},flexArrow:function(c){var h=c.view.graph.gridSize/c.view.scale,q=[];mxUtils.getValue(c.style,mxConstants.STYLE_STARTARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Wa(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(l,p,v,w,I){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE, +mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= +c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(Z.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),q.push(Wa(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(l,p,v,w,I){l=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/ +5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= +c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(Z.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]),Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<h&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Wa(c, +["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,I){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)-v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]= +Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(Z.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})),q.push(Wa(c,["startWidth","endWidth", +mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,I){l=(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)-v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]= +Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.endWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE],c.style.startWidth=c.style.endWidth;mxEvent.isAltDown(Z.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]= +c.style[mxConstants.STYLE_STARTSIZE]),Math.abs(parseFloat(c.style.endWidth)-parseFloat(c.style.startWidth))<h&&(c.style.endWidth=c.style.startWidth))})));return q},swimlane:function(c){var h=[];if(mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED)){var q=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));h.push(fb(c,q/2))}h.push(Ra(c,[mxConstants.STYLE_STARTSIZE],function(l){var p=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE)); +return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL,1)?new mxPoint(l.getCenterX(),l.y+Math.max(0,Math.min(l.height,p))):new mxPoint(l.x+Math.max(0,Math.min(l.width,p)),l.getCenterY())},function(l,p){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style,mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(l.height,p.y-l.y))):Math.round(Math.max(0,Math.min(l.width,p.x-l.x)))},!1,null,function(l){var p=c.view.graph;if(!mxEvent.isShiftDown(l.getEvent())&&!mxEvent.isControlDown(l.getEvent())&& +(p.isTableRow(c.cell)||p.isTableCell(c.cell))){l=p.getSwimlaneDirection(c.style);var v=p.model.getParent(c.cell);v=p.model.getChildCells(v,!0);for(var w=[],I=0;I<v.length;I++)v[I]!=c.cell&&p.isSwimlane(v[I])&&p.getSwimlaneDirection(p.getCurrentCellStyle(v[I]))==l&&w.push(v[I]);p.setCellStyles(mxConstants.STYLE_STARTSIZE,c.style[mxConstants.STYLE_STARTSIZE],w)}}));return h},label:nb(),ext:nb(),rectangle:nb(),triangle:nb(),rhombus:nb(),umlLifeline:function(c){return[Ra(c,["size"],function(h){var q= +Math.max(0,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",da.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},umlFrame:function(c){return[Ra(c,["width","height"],function(h){var q=Math.max(pa.prototype.corner,Math.min(h.width,mxUtils.getValue(this.state.style,"width",pa.prototype.width))),l=Math.max(1.5*pa.prototype.corner,Math.min(h.height,mxUtils.getValue(this.state.style, +"height",pa.prototype.height)));return new mxPoint(h.x+q,h.y+l)},function(h,q){this.state.style.width=Math.round(Math.max(pa.prototype.corner,Math.min(h.width,q.x-h.x)));this.state.style.height=Math.round(Math.max(1.5*pa.prototype.corner,Math.min(h.height,q.y-h.y)))},!1)]},process:function(c){var h=[Ra(c,["size"],function(q){var l="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),p=parseFloat(mxUtils.getValue(this.state.style,"size",X.prototype.size));return l?new mxPoint(q.x+p,q.y+q.height/ +4):new mxPoint(q.x+q.width*p,q.y+q.height/4)},function(q,l){q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(.5*q.width,l.x-q.x)):Math.max(0,Math.min(.5,(l.x-q.x)/q.width));this.state.style.size=q},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},cross:function(c){return[Ra(c,["size"],function(h){var q=Math.min(h.width,h.height);q=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"size",Ia.prototype.size)))*q/2;return new mxPoint(h.getCenterX()- +q,h.getCenterY()-q)},function(h,q){var l=Math.min(h.width,h.height);this.state.style.size=Math.max(0,Math.min(1,Math.min(Math.max(0,h.getCenterY()-q.y)/l*2,Math.max(0,h.getCenterX()-q.x)/l*2)))})]},note:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",u.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+ +h.width-q.x),Math.min(h.height,q.y-h.y))))})]},note2:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",m.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+h.width-q.x),Math.min(h.height,q.y-h.y))))})]},manualInput:function(c){var h=[Ra(c,["size"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style, +"size",Ya.prototype.size)));return new mxPoint(q.x+q.width/4,q.y+3*l/4)},function(q,l){this.state.style.size=Math.round(Math.max(0,Math.min(q.height,4*(l.y-q.y)/3)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},dataStorage:function(c){return[Ra(c,["size"],function(h){var q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),l=parseFloat(mxUtils.getValue(this.state.style,"size",q?z.prototype.fixedSize:z.prototype.size));return new mxPoint(h.x+h.width-l* +(q?1:h.width),h.getCenterY())},function(h,q){h="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(h.width,h.x+h.width-q.x)):Math.max(0,Math.min(1,(h.x+h.width-q.x)/h.width));this.state.style.size=h},!1)]},callout:function(c){var h=[Ra(c,["size","position"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",fa.prototype.size))),p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",fa.prototype.position)));mxUtils.getValue(this.state.style, +"base",fa.prototype.base);return new mxPoint(q.x+p*q.width,q.y+q.height-l)},function(q,l){mxUtils.getValue(this.state.style,"base",fa.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(q.height,q.y+q.height-l.y)));this.state.style.position=Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["position2"],function(q){var l=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",fa.prototype.position2)));return new mxPoint(q.x+l*q.width,q.y+q.height)}, +function(q,l){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["base"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",fa.prototype.size))),p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",fa.prototype.position))),v=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"base",fa.prototype.base)));return new mxPoint(q.x+Math.min(q.width,p*q.width+v),q.y+q.height-l)},function(q,l){var p= +Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",fa.prototype.position)));this.state.style.base=Math.round(Math.max(0,Math.min(q.width,l.x-q.x-p*q.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},internalStorage:function(c){var h=[Ra(c,["dx","dy"],function(q){var l=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"dx",Va.prototype.dx))),p=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"dy",Va.prototype.dy))); +return new mxPoint(q.x+l,q.y+p)},function(q,l){this.state.style.dx=Math.round(Math.max(0,Math.min(q.width,l.x-q.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(q.height,l.y-q.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},module:function(c){return[Ra(c,["jettyWidth","jettyHeight"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"jettyWidth",Ca.prototype.jettyWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style, +"jettyHeight",Ca.prototype.jettyHeight)));return new mxPoint(h.x+q/2,h.y+2*l)},function(h,q){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(h.height,q.y-h.y))/2)})]},corner:function(c){return[Ra(c,["dx","dy"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",Za.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",Za.prototype.dy)));return new mxPoint(h.x+ +q,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},tee:function(c){return[Ra(c,["dx","dy"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",bb.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",bb.prototype.dy)));return new mxPoint(h.x+(h.width+q)/2,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0, +2*Math.min(h.width/2,q.x-h.x-h.width/2)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},singleArrow:hb(1),doubleArrow:hb(.5),"mxgraph.arrows2.wedgeArrow":gb(20,20),"mxgraph.arrows2.wedgeArrowDashed":gb(20,20),"mxgraph.arrows2.wedgeArrowDashed2":gb(20,20),folder:function(c){return[Ra(c,["tabWidth","tabHeight"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"tabWidth",F.prototype.tabWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style, +"tabHeight",F.prototype.tabHeight)));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(q=h.width-q);return new mxPoint(h.x+q,h.y+l)},function(h,q){var l=Math.max(0,Math.min(h.width,q.x-h.x));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(l=h.width-l);this.state.style.tabWidth=Math.round(l);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},document:function(c){return[Ra(c, +["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",R.prototype.size))));return new mxPoint(h.x+3*h.width/4,h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},tape:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",O.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q*h.height/2)},function(h,q){this.state.style.size= +Math.max(0,Math.min(1,(q.y-h.y)/h.height*2))},!1)]},isoCube2:function(c){return[Ra(c,["isoAngle"],function(h){var q=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",r.isoAngle))))*Math.PI/200;return new mxPoint(h.x,h.y+Math.min(h.width*Math.tan(q),.5*h.height))},function(h,q){this.state.style.isoAngle=Math.max(0,50*(q.y-h.y)/h.height)},!0)]},cylinder2:Xa(x.prototype.size),cylinder3:Xa(B.prototype.size),offPageConnector:function(c){return[Ra(c,["size"],function(h){var q= +Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",L.prototype.size))));return new mxPoint(h.getCenterX(),h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},"mxgraph.basic.rect":function(c){var h=[Graph.createHandle(c,["size"],function(q){var l=Math.max(0,Math.min(q.width/2,q.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(q.x+l,q.y+l)},function(q,l){this.state.style.size= +Math.round(100*Math.max(0,Math.min(q.height/2,q.width/2,l.x-q.x)))/100})];c=Graph.createHandle(c,["indent"],function(q){var l=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(q.x+.75*q.width,q.y+l*q.height/200)},function(q,l){this.state.style.indent=Math.round(100*Math.max(0,Math.min(100,200*(l.y-q.y)/q.height)))/100});h.push(c);return h},step:qb(sa.prototype.size,!0,null,!0,sa.prototype.fixedSize),hexagon:qb(K.prototype.size,!0,.5,!0,K.prototype.fixedSize), +curlyBracket:qb(aa.prototype.size,!1),display:qb(Fa.prototype.size,!1),cube:sb(1,e.prototype.size,!1),card:sb(.5,C.prototype.size,!0),loopLimit:sb(.5,H.prototype.size,!0),trapezoid:ub(.5,Q.prototype.size,Q.prototype.fixedSize),parallelogram:ub(1,T.prototype.size,T.prototype.fixedSize)};Graph.createHandle=Ra;Graph.handleFactory=rb;var tb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=tb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var h= +this.state.style.shape;null==mxCellRenderer.defaultShapes[h]&&null==mxStencilRegistry.getStencil(h)?h=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(h=mxConstants.SHAPE_SWIMLANE);h=rb[h];null==h&&null!=this.state.shape&&this.state.shape.isRoundable()&&(h=rb[mxConstants.SHAPE_RECTANGLE]);null!=h&&(h=h(this.state),null!=h&&(c=null==c?h:c.concat(h)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&& +null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR);c=rb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var ib=new mxPoint(1,0),jb=new mxPoint(1,0),lb=mxUtils.toRadians(-30);ib=mxUtils.getRotatedPoint(ib,Math.cos(lb),Math.sin(lb));var ob=mxUtils.toRadians(-150);jb=mxUtils.getRotatedPoint(jb,Math.cos(ob),Math.sin(ob));mxEdgeStyle.IsometricConnector=function(c,h,q,l,p){var v=c.view;l=null!=l&&0<l.length?l[0]:null;var w=c.absolutePoints, +I=w[0];w=w[w.length-1];null!=l&&(l=v.transformControlPoint(c,l));null==I&&null!=h&&(I=new mxPoint(h.getCenterX(),h.getCenterY()));null==w&&null!=q&&(w=new mxPoint(q.getCenterX(),q.getCenterY()));var y=ib.x,Z=ib.y,N=jb.x,Ba=jb.y,Qa="horizontal"==mxUtils.getValue(c.style,"elbow","horizontal");if(null!=w&&null!=I){c=function(ka,oa,na){ka-=Ja.x;var ma=oa-Ja.y;oa=(Ba*ka-N*ma)/(y*Ba-Z*N);ka=(Z*ka-y*ma)/(Z*N-y*Ba);Qa?(na&&(Ja=new mxPoint(Ja.x+y*oa,Ja.y+Z*oa),p.push(Ja)),Ja=new mxPoint(Ja.x+N*ka,Ja.y+Ba* +ka)):(na&&(Ja=new mxPoint(Ja.x+N*ka,Ja.y+Ba*ka),p.push(Ja)),Ja=new mxPoint(Ja.x+y*oa,Ja.y+Z*oa));p.push(Ja)};var Ja=I;null==l&&(l=new mxPoint(I.x+(w.x-I.x)/2,I.y+(w.y-I.y)/2));c(l.x,l.y,!0);c(w.x,w.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector);var yb=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,h){if(h==mxEdgeStyle.IsometricConnector){var q=new mxElbowEdgeHandler(c);q.snapToTerminals=!1;return q}return yb.apply(this,arguments)}; +d.prototype.constraints=[];k.prototype.getConstraints=function(c,h,q){c=[];var l=Math.tan(mxUtils.toRadians(30)),p=(.5-l)/2;l=Math.min(h,q/(.5+l));h=(h-l)/2;q=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+.5*l,q+l*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.75*l));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h+.5*l,q+(1-p)*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.75*l));return c};r.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;l=Math.min(h*Math.tan(l),.5*q);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));return c};fa.prototype.getConstraints=function(c,h,q){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var l=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style, +"position",this.position));var p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h,.5*(q-l)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25, +0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(.25, +1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0, +.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];Ea.prototype.constraints=mxRectangleShape.prototype.constraints;mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints=mxRectangleShape.prototype.constraints;V.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;u.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style, +"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5, +1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};C.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),0));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5, +0),!1));return c};e.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));return c};B.prototype.getConstraints=function(c,h,q){c=[];h=Math.max(0,Math.min(q, +parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0, +1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855, +1),!1,null,0,.29*-h));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-h));return c};F.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,p)),c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(h-l),p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, +0,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Va.prototype.constraints=mxRectangleShape.prototype.constraints;z.prototype.constraints= +mxRectangleShape.prototype.constraints;W.prototype.constraints=mxEllipse.prototype.constraints;ia.prototype.constraints=mxEllipse.prototype.constraints;ea.prototype.constraints=mxEllipse.prototype.constraints;Ma.prototype.constraints=mxEllipse.prototype.constraints;Ya.prototype.constraints=mxRectangleShape.prototype.constraints;La.prototype.constraints=mxRectangleShape.prototype.constraints;Fa.prototype.getConstraints=function(c,h,q){c=[];var l=Math.min(h,q/2),p=Math.min(h-l,Math.max(0,parseFloat(mxUtils.getValue(this.style, +"size",this.size)))*h);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(p+h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(p+h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,p,q));return c};Ca.prototype.getConstraints=function(c,h,q){h=parseFloat(mxUtils.getValue(c,"jettyWidth",Ca.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c,"jettyHeight",Ca.prototype.jettyHeight));var l=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,h),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1, +.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null,h),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q- +.5*c,3.5*c))];q>5*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,h));q>8*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null,h));q>15*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,h));return l};H.prototype.constraints=mxRectangleShape.prototype.constraints;L.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0), +new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1,.3),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.7),!0),new mxConnectionConstraint(new mxPoint(.15,.95),!1),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.85,.95),!1)];U.prototype.constraints= +[new mxConnectionConstraint(new mxPoint(.25,.1),!1),new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.75,.1),!1),new mxConnectionConstraint(new mxPoint(0,1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];qa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5, +0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];mxActor.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5, +0),!0),new mxConnectionConstraint(new mxPoint(.25,.2),!1),new mxConnectionConstraint(new mxPoint(.1,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.75,.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];D.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, +0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];O.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0, +.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,.65),!1),new mxConnectionConstraint(new mxPoint(.25,1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];sa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5, +1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75, +.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];wa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.5,1),!1)];mxDoubleEllipse.prototype.constraints=mxEllipse.prototype.constraints;mxRhombus.prototype.constraints=mxEllipse.prototype.constraints;mxTriangle.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.5, +0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0)];mxHexagon.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.375,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.625,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1, +.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.375,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.625,1),!0)];mxCloud.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.25),!1),new mxConnectionConstraint(new mxPoint(.4,.1),!1),new mxConnectionConstraint(new mxPoint(.16,.55),!1),new mxConnectionConstraint(new mxPoint(.07,.4),!1),new mxConnectionConstraint(new mxPoint(.31,.8),!1),new mxConnectionConstraint(new mxPoint(.13, +.77),!1),new mxConnectionConstraint(new mxPoint(.8,.8),!1),new mxConnectionConstraint(new mxPoint(.55,.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];T.prototype.constraints=mxRectangleShape.prototype.constraints;Q.prototype.constraints=mxRectangleShape.prototype.constraints;R.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25, +0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;bb.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0, +Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1, +null,.75*h+.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0), +!1,null,.5*(h-l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*h-.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*p));return c};Za.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0), +!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));return c};kb.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75, +.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];ca.prototype.getConstraints=function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));return c};t.prototype.getConstraints=function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1, +parseFloat(mxUtils.getValue(this.style,"arrowWidth",ca.prototype.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",ca.prototype.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5), +!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));return c};Ia.prototype.getConstraints=function(c,h,q){c=[];var l=Math.min(q,h),p=Math.max(0,Math.min(l,l*parseFloat(mxUtils.getValue(this.style,"size",this.size))));l=(q-p)/2;var v=l+p,w=(h-p)/2;p=w+p;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,w,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),v));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,l));return c};da.prototype.constraints=null;A.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, +.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];E.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7, +.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];Ha.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ua.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)]})();function Actions(a){this.editorUi=a;this.actions={};this.init()} +Actions.prototype.init=function(){function a(m){d.escape();m=d.deleteCells(d.getDeletableCells(d.getSelectionCells()),m);null!=m&&d.setSelectionCells(m)}function b(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{for(var m=d.getSelectionCells(),r=0;r<m.length;r++)d.cellLabelChanged(m[r],"")}finally{d.getModel().endUpdate()}}}function f(m,r,x,B,D){D.getModel().beginUpdate();try{var F=D.getCellGeometry(m);null!=F&&x&&B&&(x/=B,F=F.clone(),1<x?F.height=F.width/x:F.width=F.height*x,D.getModel().setGeometry(m, +F));D.setCellStyles(mxConstants.STYLE_CLIP_PATH,r,[m]);D.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[m])}finally{D.getModel().endUpdate()}}var e=this.editorUi,g=e.editor,d=g.graph,k=function(){return Action.prototype.isEnabled.apply(this,arguments)&&d.isEnabled()};this.addAction("new...",function(){d.openLink(e.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";e.openFile()});this.addAction("smartFit",function(){d.popupMenuHandler.hideMenu();var m=d.view.scale, +r=d.view.translate.x,x=d.view.translate.y;e.actions.get("resetView").funct();1E-5>Math.abs(m-d.view.scale)&&r==d.view.translate.x&&x==d.view.translate.y&&e.actions.get(d.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){d.isEnabled()&&(d.isSelectionEmpty()?e.actions.get("smartFit").funct():d.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){e.hideDialog()})); +window.openFile.setConsumer(mxUtils.bind(this,function(m,r){try{var x=mxUtils.parseXml(m);g.graph.setSelectionCells(g.graph.importGraphModel(x.documentElement))}catch(B){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+B.message)}}));e.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=k;this.addAction("save",function(){e.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=k;this.addAction("saveAs...",function(){e.saveFile(!0)},null, +null,Editor.ctrlKey+"+Shift+S").isEnabled=k;this.addAction("export...",function(){e.showDialog((new ExportDialog(e)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var m=new EditDiagramDialog(e);e.showDialog(m.container,620,420,!0,!1);m.init()});this.addAction("pageSetup...",function(){e.showDialog((new PageSetupDialog(e)).container,320,240,!0,!0)}).isEnabled=k;this.addAction("print...",function(){e.showDialog((new PrintDialog(e)).container,300,180,!0,!0)},null,"sprite-print", +Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(d,null,10,10)});this.addAction("undo",function(){e.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){e.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var m=null;try{m=e.copyXml(),null!=m&&d.removeCells(m,!1)}catch(r){}null==m&&mxClipboard.cut(d)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{e.copyXml()}catch(m){}try{mxClipboard.copy(d)}catch(m){e.handleError(m)}}, +null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var m=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(r){if(null!=r){d.getModel().beginUpdate();try{e.pasteXml(r,!0)}finally{d.getModel().endUpdate()}}else mxClipboard.paste(d)}),m=!0)}catch(r){}m||mxClipboard.paste(d)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(m){function r(B){if(null!=B){for(var D=!0,F=0;F< +B.length&&D;F++)D=D&&d.model.isEdge(B[F]);var J=d.view.translate;F=d.view.scale;var C=J.x,O=J.y;J=null;if(1==B.length&&D){var R=d.getCellGeometry(B[0]);null!=R&&(J=R.getTerminalPoint(!0))}J=null!=J?J:d.getBoundingBoxFromGeometry(B,D);null!=J&&(D=Math.round(d.snap(d.popupMenuHandler.triggerX/F-C)),F=Math.round(d.snap(d.popupMenuHandler.triggerY/F-O)),d.cellsMoved(B,D-J.x,F-J.y))}}function x(){d.getModel().beginUpdate();try{r(mxClipboard.paste(d))}finally{d.getModel().endUpdate()}}if(d.isEnabled()&& +!d.isCellLocked(d.getDefaultParent())){m=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(B){if(null!=B){d.getModel().beginUpdate();try{r(e.pasteXml(B,!0))}finally{d.getModel().endUpdate()}}else x()}),m=!0)}catch(B){}m||x()}});this.addAction("copySize",function(){var m=d.getSelectionCell();d.isEnabled()&&null!=m&&d.getModel().isVertex(m)&&(m=d.getCellGeometry(m),null!=m&&(e.copiedSize=new mxRectangle(m.x,m.y,m.width,m.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", +function(){if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedSize){d.getModel().beginUpdate();try{for(var m=d.getResizableCells(d.getSelectionCells()),r=0;r<m.length;r++)if(d.getModel().isVertex(m[r])){var x=d.getCellGeometry(m[r]);null!=x&&(x=x.clone(),x.width=e.copiedSize.width,x.height=e.copiedSize.height,d.getModel().setGeometry(m[r],x))}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var m=d.getSelectionCell()||d.getModel().getRoot();d.isEnabled()&& +null!=m&&(m=m.cloneValue(),null==m||isNaN(m.nodeType)||(e.copiedValue=m))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(m,r){function x(F,J){var C=B.getValue(F);J=F.cloneValue(J);J.removeAttribute("placeholders");null==C||isNaN(C.nodeType)||J.setAttribute("placeholders",C.getAttribute("placeholders"));null!=m&&mxEvent.isShiftDown(m)||J.setAttribute("label",d.convertValueToString(F));B.setValue(F,J)}m=null!=r?r:m;var B=d.getModel();if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedValue){B.beginUpdate(); +try{var D=d.getEditableCells(d.getSelectionCells());if(0==D.length)x(B.getRoot(),e.copiedValue);else for(r=0;r<D.length;r++)x(D[r],e.copiedValue)}finally{B.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(m,r){m=null!=r?r:m;null!=m&&mxEvent.isShiftDown(m)?b():a(null!=m&&(mxEvent.isControlDown(m)||mxEvent.isMetaDown(m)||mxEvent.isAltDown(m)))},null,null,"Delete");this.addAction("deleteAll",function(){a(!0)});this.addAction("deleteLabels",function(){b()},null,null,Editor.ctrlKey+ +"+Delete");this.addAction("duplicate",function(){try{d.setSelectionCells(d.duplicateCells()),d.scrollCellToVisible(d.getSelectionCell())}catch(m){e.handleError(m)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var m=e.getSelectionState();if(null!=m.mergeCell){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",m.rowspan,[m.mergeCell]),d.setCellStyles("colspan",m.colspan,[m.mergeCell])}finally{d.getModel().endUpdate()}}}));this.put("unmergeCells", +new Action(mxResources.get("unmerge"),function(){var m=e.getSelectionState();if(0<m.cells.length){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",null,m.cells),d.setCellStyles("colspan",null,m.cells)}finally{d.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(m,r){m=null!=r?r:m;d.turnShapes(d.getResizableCells(d.getSelectionCells()),null!=m?mxEvent.isShiftDown(m):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); +this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(m){m=d.getSelectionCell();d.isEnabled()&&null!=m&&d.addSelectionCells(d.getEdges(m))}));this.addAction("selectVertices",function(){d.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){d.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){d.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){d.clearSelection()}, +null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{var m=d.getSelectionCells(),r=d.getCurrentCellStyle(d.getSelectionCell()),x=1==mxUtils.getValue(r,mxConstants.STYLE_EDITABLE,1)?0:1;d.setCellStyles(mxConstants.STYLE_MOVABLE,x,m);d.setCellStyles(mxConstants.STYLE_RESIZABLE,x,m);d.setCellStyles(mxConstants.STYLE_ROTATABLE,x,m);d.setCellStyles(mxConstants.STYLE_DELETABLE,x,m);d.setCellStyles(mxConstants.STYLE_EDITABLE, +x,m);d.setCellStyles("connectable",x,m)}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){d.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){d.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){d.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){d.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){d.foldCells(!1)}, +null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){d.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){d.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(m){d.orderCells(!1,null,!0)});this.addAction("sendBackward",function(m){d.orderCells(!0,null,!0)});this.addAction("group",function(){if(d.isEnabled()){var m=mxUtils.sortCells(d.getSelectionCells(),!0);1!=m.length||d.isTable(m[0])||d.isTableRow(m[0])? +(m=d.getCellsForGroup(m),1<m.length&&d.setSelectionCell(d.groupCells(null,0,m))):d.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(d.isEnabled()){var m=d.getEditableCells(d.getSelectionCells());d.model.beginUpdate();try{var r=d.ungroupCells();if(null!=m)for(var x=0;x<m.length;x++)d.model.contains(m[x])&&(0==d.model.getChildCount(m[x])&&d.model.isVertex(m[x])&&d.setCellStyles("container","0",[m[x]]),r.push(m[x]))}finally{d.model.endUpdate()}0< +r.length&&d.setSelectionCells(r)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(d.isEnabled()){var m=d.getSelectionCells();if(null!=m){for(var r=[],x=0;x<m.length;x++)d.isTableRow(m[x])||d.isTableCell(m[x])||r.push(m[x]);d.removeCellsFromParent(r)}}});this.addAction("edit",function(){d.isEnabled()&&d.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var m=d.getSelectionCell()||d.getModel().getRoot();e.showDataDialog(m)},null, +null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var m=d.getSelectionCell();if(d.isEnabled()&&null!=m&&d.isCellEditable(m)){var r="";if(mxUtils.isNode(m.value)){var x=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&m.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(x=m.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==x&&(x=m.value.getAttribute("tooltip"));null!=x&&(r=x)}r=new TextareaDialog(e,mxResources.get("editTooltip")+":",r,function(B){d.setTooltipForCell(m, +B)});e.showDialog(r.container,320,200,!0,!0);r.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var m=d.getLinkForCell(d.getSelectionCell());null!=m&&d.openLink(m)});this.addAction("editLink...",function(){var m=d.getSelectionCell();if(d.isEnabled()&&null!=m&&d.isCellEditable(m)){var r=d.getLinkForCell(m)||"";e.showLinkDialog(r,mxResources.get("apply"),function(x,B,D){x=mxUtils.trim(x);d.setLinkForCell(m,0<x.length?x:null);d.setAttributeForCell(m,"linkTarget",D)},!0,d.getLinkTargetForCell(m))}}, +null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&(d.clearSelection(),e.actions.get("image").funct())})).isEnabled=k;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&e.showLinkDialog("",mxResources.get("insert"),function(m,r,x){m=mxUtils.trim(m);if(0<m.length){var B=null,D=d.getLinkTitle(m);null!=r&&0<r.length&&(B=r[0].iconUrl, +D=r[0].name||r[0].type,D=D.charAt(0).toUpperCase()+D.substring(1),30<D.length&&(D=D.substring(0,30)+"..."));r=new mxCell(D,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=B?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+B:"spacing=10;"));r.vertex=!0;B=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry([r],!0));r.geometry.x=B.x;r.geometry.y=B.y;d.setAttributeForCell(r,"linkTarget",x);d.setLinkForCell(r,m);d.cellSizeUpdated(r, +!0);d.getModel().beginUpdate();try{r=d.addCell(r),d.fireEvent(new mxEventObject("cellsInserted","cells",[r]))}finally{d.getModel().endUpdate()}d.setSelectionCell(r);d.scrollCellToVisible(d.getSelectionCell())}},!0)})).isEnabled=k;this.addAction("link...",mxUtils.bind(this,function(){if(d.isEnabled())if(d.cellEditor.isContentEditing()){var m=d.getSelectedElement(),r=d.getParentByName(m,"A",d.cellEditor.textarea),x="";if(null==r&&null!=m&&null!=m.getElementsByTagName)for(var B=m.getElementsByTagName("a"), +D=0;D<B.length&&null==r;D++)B[D].textContent==m.textContent&&(r=B[D]);null!=r&&"A"==r.nodeName&&(x=r.getAttribute("href")||"",d.selectNode(r));var F=d.cellEditor.saveSelection();e.showLinkDialog(x,mxResources.get("apply"),mxUtils.bind(this,function(J){d.cellEditor.restoreSelection(F);null!=J&&d.insertLink(J)}))}else d.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=k;this.addAction("autosize",function(){var m=d.getSelectionCells();if(null!=m){d.getModel().beginUpdate(); +try{for(var r=0;r<m.length;r++){var x=m[r];0<d.getModel().getChildCount(x)?d.updateGroupBounds([x],0,!0):d.updateCellSize(x)}}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){d.snapCellsToGrid(d.getSelectionCells(),d.gridSize)});this.addAction("formattedText",function(){d.stopEditing();var m=d.getCommonStyle(d.getSelectionCells());m="1"==mxUtils.getValue(m,"html","0")?null:"1";d.getModel().beginUpdate();try{for(var r=d.getEditableCells(d.getSelectionCells()), +x=0;x<r.length;x++)if(state=d.getView().getState(r[x]),null!=state){var B=mxUtils.getValue(state.style,"html","0");if("1"==B&&null==m){var D=d.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(D=D.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var F=document.createElement("div");F.innerHTML=d.sanitizeHtml(D);D=mxUtils.extractTextWithWhitespace(F.childNodes);d.cellLabelChanged(state.cell,D);d.setCellStyles("html",m,[r[x]])}else"0"==B&&"1"==m&&(D=mxUtils.htmlEntities(d.convertValueToString(state.cell), +!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(D=D.replace(/\n/g,"<br/>")),d.cellLabelChanged(state.cell,d.sanitizeHtml(D)),d.setCellStyles("html",m,[r[x]]))}e.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=m?m:"0"],"cells",r))}finally{d.getModel().endUpdate()}});this.addAction("wordWrap",function(){var m=d.getView().getState(d.getSelectionCell()),r="wrap";d.stopEditing();null!=m&&"wrap"==m.style[mxConstants.STYLE_WHITE_SPACE]&&(r=null);d.setCellStyles(mxConstants.STYLE_WHITE_SPACE, +r)});this.addAction("rotation",function(){var m="0",r=d.getView().getState(d.getSelectionCell());null!=r&&(m=r.style[mxConstants.STYLE_ROTATION]||m);m=new FilenameDialog(e,m,mxResources.get("apply"),function(x){null!=x&&0<x.length&&d.setCellStyles(mxConstants.STYLE_ROTATION,x)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");e.showDialog(m.container,375,80,!0,!0);m.init()});this.addAction("resetView",function(){d.zoomTo(1);e.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", +function(m){d.isFastZoomEnabled()?d.lazyZoom(!0,!0,e.buttonZoomDelay):d.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(m){d.isFastZoomEnabled()?d.lazyZoom(!1,!0,e.buttonZoomDelay):d.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var m=d.isSelectionEmpty()?d.getGraphBounds():d.getBoundingBox(d.getSelectionCells()),r=d.view.translate,x=d.view.scale;m.x=m.x/x-r.x;m.y=m.y/x-r.y;m.width/=x; +m.height/=x;null!=d.backgroundImage&&(m=mxRectangle.fromRectangle(m),m.add(new mxRectangle(0,0,d.backgroundImage.width,d.backgroundImage.height)));0==m.width||0==m.height?(d.zoomTo(1),e.resetScrollbars()):(r=Editor.fitWindowBorders,null!=r&&(m.x-=r.x,m.y-=r.y,m.width+=r.width+r.x,m.height+=r.height+r.y),d.fitWindow(m))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var m=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20* +Math.min((d.container.clientWidth-10)/m.width/r,(d.container.clientHeight-10)/m.height/r))/20);mxUtils.hasScrollbars(d.container)&&(m=d.getPagePadding(),d.container.scrollTop=m.y*d.view.scale-1,d.container.scrollLeft=Math.min(m.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var m=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20*Math.min((d.container.clientWidth- +10)/(2*m.width)/r,(d.container.clientHeight-10)/m.height/r))/20);mxUtils.hasScrollbars(d.container)&&(m=d.getPagePadding(),d.container.scrollTop=Math.min(m.y,(d.container.scrollHeight-d.container.clientHeight)/2),d.container.scrollLeft=Math.min(m.x,(d.container.scrollWidth-d.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();d.zoomTo(Math.floor(20*(d.container.clientWidth-10)/d.pageFormat.width/ +d.pageScale)/20);if(mxUtils.hasScrollbars(d.container)){var m=d.getPagePadding();d.container.scrollLeft=Math.min(m.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var m=new FilenameDialog(this.editorUi,parseInt(100*d.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&d.zoomTo(r/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(m.container, +300,80,!0,!0);m.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var m=new FilenameDialog(this.editorUi,parseInt(100*d.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&(r=new ChangePageSetup(e,null,null,null,r/100),r.ignoreColor=!0,r.ignoreImage=!0,d.model.execute(r))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(m.container,300,80,!0,!0);m.init()}));var n=null;n=this.addAction("grid", +function(){d.setGridEnabled(!d.isGridEnabled());d.defaultGridEnabled=d.isGridEnabled();e.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");n.setToggleAction(!0);n.setSelectedCallback(function(){return d.isGridEnabled()});n.setEnabled(!1);n=this.addAction("guides",function(){d.graphHandler.guidesEnabled=!d.graphHandler.guidesEnabled;e.fireEvent(new mxEventObject("guidesEnabledChanged"))});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.graphHandler.guidesEnabled}); +n.setEnabled(!1);n=this.addAction("tooltips",function(){d.tooltipHandler.setEnabled(!d.tooltipHandler.isEnabled());e.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.tooltipHandler.isEnabled()});n=this.addAction("collapseExpand",function(){var m=new ChangePageSetup(e);m.ignoreColor=!0;m.ignoreImage=!0;m.foldingEnabled=!d.foldingEnabled;d.model.execute(m)});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.foldingEnabled}); +n.isEnabled=k;n=this.addAction("scrollbars",function(){e.setScrollbars(!e.hasScrollbars())});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.scrollbars});n=this.addAction("pageView",mxUtils.bind(this,function(){e.setPageVisible(!d.pageVisible)}));n.setToggleAction(!0);n.setSelectedCallback(function(){return d.pageVisible});n=this.addAction("connectionArrows",function(){d.connectionArrowsEnabled=!d.connectionArrowsEnabled;e.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, +null,"Alt+Shift+A");n.setToggleAction(!0);n.setSelectedCallback(function(){return d.connectionArrowsEnabled});n=this.addAction("connectionPoints",function(){d.setConnectable(!d.connectionHandler.isEnabled());e.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");n.setToggleAction(!0);n.setSelectedCallback(function(){return d.connectionHandler.isEnabled()});n=this.addAction("copyConnect",function(){d.connectionHandler.setCreateTarget(!d.connectionHandler.isCreateTarget()); +e.fireEvent(new mxEventObject("copyConnectChanged"))});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.connectionHandler.isCreateTarget()});n.isEnabled=k;n=this.addAction("autosave",function(){e.editor.setAutosave(!e.editor.autosave)});n.setToggleAction(!0);n.setSelectedCallback(function(){return e.editor.autosave});n.isEnabled=k;n.visible=!1;this.addAction("help",function(){var m="";mxResources.isLanguageSupported(mxClient.language)&&(m="_"+mxClient.language);d.openLink(RESOURCES_PATH+ +"/help"+m+".html")});var u=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){u||(e.showDialog((new AboutDialog(e)).container,320,280,!0,!0,function(){u=!1}),u=!0)}));n=mxUtils.bind(this,function(m,r,x,B){return this.addAction(m,function(){if(null!=x&&d.cellEditor.isContentEditing())x();else{d.stopEditing(!1);d.getModel().beginUpdate();try{var D=d.getEditableCells(d.getSelectionCells());d.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,r,D);(r&mxConstants.FONT_BOLD)== +mxConstants.FONT_BOLD?d.updateLabelElements(D,function(J){J.style.fontWeight=null;"B"==J.nodeName&&d.replaceElement(J)}):(r&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?d.updateLabelElements(D,function(J){J.style.fontStyle=null;"I"==J.nodeName&&d.replaceElement(J)}):(r&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&d.updateLabelElements(D,function(J){J.style.textDecoration=null;"U"==J.nodeName&&d.replaceElement(J)});for(var F=0;F<D.length;F++)0==d.model.getChildCount(D[F])&&d.autoSizeCell(D[F], +!1)}finally{d.getModel().endUpdate()}}},null,null,B)});n("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");n("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");n("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){e.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", function(){e.menus.pickColor(mxConstants.STYLE_STROKECOLOR)});this.addAction("fillColor...",function(){e.menus.pickColor(mxConstants.STYLE_FILLCOLOR)});this.addAction("gradientColor...",function(){e.menus.pickColor(mxConstants.STYLE_GRADIENTCOLOR)});this.addAction("backgroundColor...",function(){e.menus.pickColor(mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"backcolor")});this.addAction("borderColor...",function(){e.menus.pickColor(mxConstants.STYLE_LABEL_BORDERCOLOR)});this.addAction("vertical",function(){e.menus.toggleStyle(mxConstants.STYLE_HORIZONTAL, !0)});this.addAction("shadow",function(){e.menus.toggleStyle(mxConstants.STYLE_SHADOW)});this.addAction("solid",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_DASHED,null),d.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",[null,null],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("dashed",function(){d.getModel().beginUpdate(); try{d.setCellStyles(mxConstants.STYLE_DASHED,"1"),d.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1",null],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("dotted",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_DASHED,"1"),d.setCellStyles(mxConstants.STYLE_DASH_PATTERN,"1 4"),e.fireEvent(new mxEventObject("styleChanged", "keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1","1 4"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("sharp",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),d.setCellStyles(mxConstants.STYLE_CURVED,"0"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}}); -this.addAction("rounded",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),d.setCellStyles(mxConstants.STYLE_CURVED,"0"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!d.isSelectionEmpty()&&d.isEnabled()){d.getModel().beginUpdate();try{var n=d.getSelectionCells(),r=d.getCurrentCellStyle(n[0]), +this.addAction("rounded",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),d.setCellStyles(mxConstants.STYLE_CURVED,"0"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!d.isSelectionEmpty()&&d.isEnabled()){d.getModel().beginUpdate();try{var m=d.getSelectionCells(),r=d.getCurrentCellStyle(m[0]), x="1"==mxUtils.getValue(r,mxConstants.STYLE_ROUNDED,"0")?"0":"1";d.setCellStyles(mxConstants.STYLE_ROUNDED,x);d.setCellStyles(mxConstants.STYLE_CURVED,null);e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",[x,"0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}}});this.addAction("curved",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),d.setCellStyles(mxConstants.STYLE_CURVED, -"1"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("collapsible",function(){var n=d.view.getState(d.getSelectionCell()),r="1";null!=n&&null!=d.getFoldingImage(n)&&(r="0");d.setCellStyles("collapsible",r);e.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[r],"cells",d.getSelectionCells()))});this.addAction("editStyle...", -mxUtils.bind(this,function(){var n=d.getEditableCells(d.getSelectionCells());if(null!=n&&0<n.length){var r=d.getModel();r=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",r.getStyle(n[0])||"",function(x){null!=x&&d.setCellStyle(mxUtils.trim(x),n)},null,null,400,220);this.editorUi.showDialog(r.container,420,300,!0,!0);r.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){d.isEnabled()&&!d.isSelectionEmpty()&&e.setDefaultStyle(d.getSelectionCell())}, -null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){d.isEnabled()&&e.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var n=d.getSelectionCell();if(null!=n&&d.getModel().isEdge(n)){var r=g.graph.selectionCellsHandler.getHandler(n);if(r instanceof mxEdgeHandler){var x=d.view.translate,B=d.view.scale,C=x.x;x=x.y;n=d.getModel().getParent(n);for(var F=d.getCellGeometry(n);d.getModel().isVertex(n)&&null!=F;)C+=F.x,x+=F.y,n= -d.getModel().getParent(n),F=d.getCellGeometry(n);C=Math.round(d.snap(d.popupMenuHandler.triggerX/B-C));B=Math.round(d.snap(d.popupMenuHandler.triggerY/B-x));r.addPointAt(r.state,C,B)}}});this.addAction("removeWaypoint",function(){var n=e.actions.get("removeWaypoint");null!=n.handler&&n.handler.removePoint(n.handler.state,n.index)});this.addAction("clearWaypoints",function(n,r){n=null!=r?r:n;var x=d.getSelectionCells();if(null!=x){x=d.getEditableCells(d.addAllEdges(x));d.getModel().beginUpdate();try{for(var B= -0;B<x.length;B++){var C=x[B];if(d.getModel().isEdge(C)){var F=d.getCellGeometry(C);null!=r&&mxEvent.isShiftDown(n)?(d.setCellStyles(mxConstants.STYLE_EXIT_X,null,[C]),d.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[C]),d.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[C]),d.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[C])):null!=F&&(F=F.clone(),F.points=null,F.x=0,F.y=0,F.offset=null,d.getModel().setGeometry(C,F))}}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+C");m=this.addAction("subscript", -mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");m=this.addAction("superscript",mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var n=mxResources.get("image")+" ("+mxResources.get("url")+"):",r=d.getView().getState(d.getSelectionCell()), -x="",B=null;null!=r&&(x=r.style[mxConstants.STYLE_IMAGE]||x,B=r.style[mxConstants.STYLE_CLIP_PATH]||B);var C=d.cellEditor.saveSelection();e.showImageDialog(n,x,function(F,I,D,N,S,T){if(d.cellEditor.isContentEditing())d.cellEditor.restoreSelection(C),d.insertImage(F,I,D);else{var P=d.getSelectionCells();if(null!=F&&(0<F.length||0<P.length)){var Z=null;d.getModel().beginUpdate();try{if(0==P.length){P=[d.insertVertex(d.getDefaultParent(),null,"",0,0,I,D,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; -var U=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry(P,!0));P[0].geometry.x=U.x;P[0].geometry.y=U.y;null!=N&&f(P[0],N,S,T,d);Z=P;d.fireEvent(new mxEventObject("cellsInserted","cells",Z))}d.setCellStyles(mxConstants.STYLE_IMAGE,0<F.length?F:null,P);var V=d.getCurrentCellStyle(P[0]);"image"!=V[mxConstants.STYLE_SHAPE]&&"label"!=V[mxConstants.STYLE_SHAPE]?d.setCellStyles(mxConstants.STYLE_SHAPE,"image",P):0==F.length&&d.setCellStyles(mxConstants.STYLE_SHAPE,null,P);if(1==d.getSelectionCount()&& -null!=I&&null!=D){var aa=P[0],ia=d.getModel().getGeometry(aa);null!=ia&&(ia=ia.clone(),ia.width=I,ia.height=D,d.getModel().setGeometry(aa,ia));null!=N?f(aa,N,S,T,d):d.setCellStyles(mxConstants.STYLE_CLIP_PATH,null,P)}}finally{d.getModel().endUpdate()}null!=Z&&(d.setSelectionCells(Z),d.scrollCellToVisible(Z[0]))}}},d.cellEditor.isContentEditing(),!d.cellEditor.isContentEditing(),!0,B)}}).isEnabled=k;this.addAction("crop...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&& -null!=n){var r=d.getCurrentCellStyle(n),x=r[mxConstants.STYLE_IMAGE],B=r[mxConstants.STYLE_SHAPE];x&&"image"==B&&(r=new CropImageDialog(e,x,r[mxConstants.STYLE_CLIP_PATH],function(C,F,I){f(n,C,F,I,d)}),e.showDialog(r.container,300,390,!0,!0))}}).isEnabled=k;m=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(e,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show",mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("layers"))})), -this.layersWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");m.setToggleAction(!0);m.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()}));m=this.addAction("formatPanel",mxUtils.bind(this, -function(){e.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");m.setToggleAction(!0);m.setSelectedCallback(mxUtils.bind(this,function(){return 0<e.formatWidth}));m=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(e,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("outline"))})),this.outlineWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("outline"))}), -this.outlineWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");m.setToggleAction(!0);m.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&null!=n){var r=new ConnectionPointsDialog(e, -n);e.showDialog(r.container,350,450,!0,!1,function(){r.destroy()});r.init()}}).isEnabled=k};Actions.prototype.addAction=function(a,b,f,e,g){if("..."==a.substring(a.length-3)){a=a.substring(0,a.length-3);var d=mxResources.get(a)+"..."}else d=mxResources.get(a);return this.put(a,new Action(d,b,f,e,g))};Actions.prototype.put=function(a,b){return this.actions[a]=b};Actions.prototype.get=function(a){return this.actions[a]}; -function Action(a,b,f,e,g){mxEventSource.call(this);this.label=a;this.funct=this.createFunction(b);this.enabled=null!=f?f:!0;this.iconCls=e;this.shortcut=g;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(a){return a};Action.prototype.setEnabled=function(a){this.enabled!=a&&(this.enabled=a,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; +"1"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("collapsible",function(){var m=d.view.getState(d.getSelectionCell()),r="1";null!=m&&null!=d.getFoldingImage(m)&&(r="0");d.setCellStyles("collapsible",r);e.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[r],"cells",d.getSelectionCells()))});this.addAction("editStyle...", +mxUtils.bind(this,function(){var m=d.getEditableCells(d.getSelectionCells());if(null!=m&&0<m.length){var r=d.getModel();r=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",r.getStyle(m[0])||"",function(x){null!=x&&d.setCellStyle(mxUtils.trim(x),m)},null,null,400,220);this.editorUi.showDialog(r.container,420,300,!0,!0);r.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){d.isEnabled()&&!d.isSelectionEmpty()&&e.setDefaultStyle(d.getSelectionCell())}, +null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){d.isEnabled()&&e.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var m=d.getSelectionCell();if(null!=m&&d.getModel().isEdge(m)){var r=g.graph.selectionCellsHandler.getHandler(m);if(r instanceof mxEdgeHandler){var x=d.view.translate,B=d.view.scale,D=x.x;x=x.y;m=d.getModel().getParent(m);for(var F=d.getCellGeometry(m);d.getModel().isVertex(m)&&null!=F;)D+=F.x,x+=F.y,m= +d.getModel().getParent(m),F=d.getCellGeometry(m);D=Math.round(d.snap(d.popupMenuHandler.triggerX/B-D));B=Math.round(d.snap(d.popupMenuHandler.triggerY/B-x));r.addPointAt(r.state,D,B)}}});this.addAction("removeWaypoint",function(){var m=e.actions.get("removeWaypoint");null!=m.handler&&m.handler.removePoint(m.handler.state,m.index)});this.addAction("clearWaypoints",function(m,r){m=null!=r?r:m;var x=d.getSelectionCells();if(null!=x){x=d.getEditableCells(d.addAllEdges(x));d.getModel().beginUpdate();try{for(var B= +0;B<x.length;B++){var D=x[B];if(d.getModel().isEdge(D)){var F=d.getCellGeometry(D);null!=r&&mxEvent.isShiftDown(m)?(d.setCellStyles(mxConstants.STYLE_EXIT_X,null,[D]),d.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[D]),d.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[D]),d.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[D])):null!=F&&(F=F.clone(),F.points=null,F.x=0,F.y=0,F.offset=null,d.getModel().setGeometry(D,F))}}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+C");n=this.addAction("subscript", +mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");n=this.addAction("superscript",mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var m=mxResources.get("image")+" ("+mxResources.get("url")+"):",r=d.getView().getState(d.getSelectionCell()), +x="",B=null;null!=r&&(x=r.style[mxConstants.STYLE_IMAGE]||x,B=r.style[mxConstants.STYLE_CLIP_PATH]||B);var D=d.cellEditor.saveSelection();e.showImageDialog(m,x,function(F,J,C,O,R,T){if(d.cellEditor.isContentEditing())d.cellEditor.restoreSelection(D),d.insertImage(F,J,C);else{var Q=d.getSelectionCells();if(null!=F&&(0<F.length||0<Q.length)){var aa=null;d.getModel().beginUpdate();try{if(0==Q.length){Q=[d.insertVertex(d.getDefaultParent(),null,"",0,0,J,C,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; +var S=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry(Q,!0));Q[0].geometry.x=S.x;Q[0].geometry.y=S.y;null!=O&&f(Q[0],O,R,T,d);aa=Q;d.fireEvent(new mxEventObject("cellsInserted","cells",aa))}d.setCellStyles(mxConstants.STYLE_IMAGE,0<F.length?F:null,Q);var P=d.getCurrentCellStyle(Q[0]);"image"!=P[mxConstants.STYLE_SHAPE]&&"label"!=P[mxConstants.STYLE_SHAPE]?d.setCellStyles(mxConstants.STYLE_SHAPE,"image",Q):0==F.length&&d.setCellStyles(mxConstants.STYLE_SHAPE,null,Q);null==O&&d.setCellStyles(mxConstants.STYLE_CLIP_PATH, +null,Q);if(null!=J&&null!=C)for(F=0;F<Q.length;F++){var X=Q[F];if("0"!=d.getCurrentCellStyle(X).expand){var ha=d.getModel().getGeometry(X);null!=ha&&(ha=ha.clone(),ha.width=J,ha.height=C,d.getModel().setGeometry(X,ha))}null!=O&&f(X,O,R,T,d)}}finally{d.getModel().endUpdate()}null!=aa&&(d.setSelectionCells(aa),d.scrollCellToVisible(aa[0]))}}},d.cellEditor.isContentEditing(),!d.cellEditor.isContentEditing(),!0,B)}}).isEnabled=k;this.addAction("crop...",function(){var m=d.getSelectionCell();if(d.isEnabled()&& +!d.isCellLocked(d.getDefaultParent())&&null!=m){var r=d.getCurrentCellStyle(m),x=r[mxConstants.STYLE_IMAGE],B=r[mxConstants.STYLE_SHAPE];x&&"image"==B&&(r=new CropImageDialog(e,x,r[mxConstants.STYLE_CLIP_PATH],function(D,F,J){f(m,D,F,J,d)}),e.showDialog(r.container,300,390,!0,!0))}}).isEnabled=k;n=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(e,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show", +mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("layers"))})),this.layersWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");n.setToggleAction(!0);n.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()})); +n=this.addAction("formatPanel",mxUtils.bind(this,function(){e.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");n.setToggleAction(!0);n.setSelectedCallback(mxUtils.bind(this,function(){return 0<e.formatWidth}));n=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(e,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("outline"))})), +this.outlineWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("outline"))}),this.outlineWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");n.setToggleAction(!0);n.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var m= +d.getSelectionCell();if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&null!=m){var r=new ConnectionPointsDialog(e,m);e.showDialog(r.container,350,450,!0,!1,function(){r.destroy()});r.init()}}).isEnabled=k};Actions.prototype.addAction=function(a,b,f,e,g){if("..."==a.substring(a.length-3)){a=a.substring(0,a.length-3);var d=mxResources.get(a)+"..."}else d=mxResources.get(a);return this.put(a,new Action(d,b,f,e,g))};Actions.prototype.put=function(a,b){return this.actions[a]=b}; +Actions.prototype.get=function(a){return this.actions[a]};function Action(a,b,f,e,g){mxEventSource.call(this);this.label=a;this.funct=this.createFunction(b);this.enabled=null!=f?f:!0;this.iconCls=e;this.shortcut=g;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(a){return a};Action.prototype.setEnabled=function(a){this.enabled!=a&&(this.enabled=a,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; Action.prototype.setToggleAction=function(a){this.toggleAction=a};Action.prototype.setSelectedCallback=function(a){this.selectedCallback=a};Action.prototype.isSelected=function(){return this.selectedCallback()};Menus=function(a){this.editorUi=a;this.menus={};this.init();mxClient.IS_SVG||((new Image).src=this.checkmarkImage)};Menus.prototype.defaultFont="Helvetica";Menus.prototype.defaultFontSize="12";Menus.prototype.defaultMenuItems="file edit view arrange extras help".split(" ");Menus.prototype.defaultFonts="Helvetica;Verdana;Times New Roman;Garamond;Comic Sans MS;Courier New;Georgia;Lucida Console;Tahoma".split(";"); -Menus.prototype.init=function(){var a=this.editorUi,b=a.editor.graph,f=mxUtils.bind(b,b.isEnabled);this.customFonts=[];this.customFontSizes=[];this.put("fontFamily",new Menu(mxUtils.bind(this,function(e,g){for(var d=mxUtils.bind(this,function(m){this.styleChange(e,m,[mxConstants.STYLE_FONTFAMILY],[m],null,g,function(){document.execCommand("fontname",!1,m);a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTFAMILY],"values",[m],"cells",[b.cellEditor.getEditingCell()]))},function(){b.updateLabelElements(b.getSelectionCells(), -function(u){u.removeAttribute("face");u.style.fontFamily=null;"PRE"==u.nodeName&&b.replaceElement(u,"div")})}).firstChild.nextSibling.style.fontFamily=m}),k=0;k<this.defaultFonts.length;k++)d(this.defaultFonts[k]);e.addSeparator(g);if(0<this.customFonts.length){for(k=0;k<this.customFonts.length;k++)d(this.customFonts[k]);e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFonts=[];this.editorUi.fireEvent(new mxEventObject("customFontsChanged"))}),g);e.addSeparator(g)}this.promptChange(e, -mxResources.get("custom")+"...","",mxConstants.DEFAULT_FONTFAMILY,mxConstants.STYLE_FONTFAMILY,g,!0,mxUtils.bind(this,function(m){0>mxUtils.indexOf(this.customFonts,m)&&(this.customFonts.push(m),this.editorUi.fireEvent(new mxEventObject("customFontsChanged")))}))})));this.put("formatBlock",new Menu(mxUtils.bind(this,function(e,g){function d(k,m){return e.addItem(k,null,mxUtils.bind(this,function(){null!=b.cellEditor.textarea&&(b.cellEditor.textarea.focus(),document.execCommand("formatBlock",!1,"<"+ -m+">"))}),g)}d(mxResources.get("normal"),"p");d("","h1").firstChild.nextSibling.innerHTML='<h1 style="margin:0px;">'+mxResources.get("heading")+" 1</h1>";d("","h2").firstChild.nextSibling.innerHTML='<h2 style="margin:0px;">'+mxResources.get("heading")+" 2</h2>";d("","h3").firstChild.nextSibling.innerHTML='<h3 style="margin:0px;">'+mxResources.get("heading")+" 3</h3>";d("","h4").firstChild.nextSibling.innerHTML='<h4 style="margin:0px;">'+mxResources.get("heading")+" 4</h4>";d("","h5").firstChild.nextSibling.innerHTML= +Menus.prototype.init=function(){var a=this.editorUi,b=a.editor.graph,f=mxUtils.bind(b,b.isEnabled);this.customFonts=[];this.customFontSizes=[];this.put("fontFamily",new Menu(mxUtils.bind(this,function(e,g){for(var d=mxUtils.bind(this,function(n){this.styleChange(e,n,[mxConstants.STYLE_FONTFAMILY],[n],null,g,function(){document.execCommand("fontname",!1,n);a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTFAMILY],"values",[n],"cells",[b.cellEditor.getEditingCell()]))},function(){b.updateLabelElements(b.getSelectionCells(), +function(u){u.removeAttribute("face");u.style.fontFamily=null;"PRE"==u.nodeName&&b.replaceElement(u,"div")})}).firstChild.nextSibling.style.fontFamily=n}),k=0;k<this.defaultFonts.length;k++)d(this.defaultFonts[k]);e.addSeparator(g);if(0<this.customFonts.length){for(k=0;k<this.customFonts.length;k++)d(this.customFonts[k]);e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFonts=[];this.editorUi.fireEvent(new mxEventObject("customFontsChanged"))}),g);e.addSeparator(g)}this.promptChange(e, +mxResources.get("custom")+"...","",mxConstants.DEFAULT_FONTFAMILY,mxConstants.STYLE_FONTFAMILY,g,!0,mxUtils.bind(this,function(n){0>mxUtils.indexOf(this.customFonts,n)&&(this.customFonts.push(n),this.editorUi.fireEvent(new mxEventObject("customFontsChanged")))}))})));this.put("formatBlock",new Menu(mxUtils.bind(this,function(e,g){function d(k,n){return e.addItem(k,null,mxUtils.bind(this,function(){null!=b.cellEditor.textarea&&(b.cellEditor.textarea.focus(),document.execCommand("formatBlock",!1,"<"+ +n+">"))}),g)}d(mxResources.get("normal"),"p");d("","h1").firstChild.nextSibling.innerHTML='<h1 style="margin:0px;">'+mxResources.get("heading")+" 1</h1>";d("","h2").firstChild.nextSibling.innerHTML='<h2 style="margin:0px;">'+mxResources.get("heading")+" 2</h2>";d("","h3").firstChild.nextSibling.innerHTML='<h3 style="margin:0px;">'+mxResources.get("heading")+" 3</h3>";d("","h4").firstChild.nextSibling.innerHTML='<h4 style="margin:0px;">'+mxResources.get("heading")+" 4</h4>";d("","h5").firstChild.nextSibling.innerHTML= '<h5 style="margin:0px;">'+mxResources.get("heading")+" 5</h5>";d("","h6").firstChild.nextSibling.innerHTML='<h6 style="margin:0px;">'+mxResources.get("heading")+" 6</h6>";d("","pre").firstChild.nextSibling.innerHTML='<pre style="margin:0px;">'+mxResources.get("formatted")+"</pre>";d("","blockquote").firstChild.nextSibling.innerHTML='<blockquote style="margin-top:0px;margin-bottom:0px;">'+mxResources.get("blockquote")+"</blockquote>"})));this.put("fontSize",new Menu(mxUtils.bind(this,function(e,g){var d= -[6,8,9,10,11,12,14,18,24,36,48,72];0>mxUtils.indexOf(d,this.defaultFontSize)&&(d.push(this.defaultFontSize),d.sort(function(x,B){return x-B}));for(var k=mxUtils.bind(this,function(x){if(null!=b.cellEditor.textarea){document.execCommand("fontSize",!1,"3");for(var B=b.cellEditor.textarea.getElementsByTagName("font"),C=0;C<B.length;C++)if("3"==B[C].getAttribute("size")){B[C].removeAttribute("size");B[C].style.fontSize=x+"px";break}a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE], -"values",[x],"cells",[b.cellEditor.getEditingCell()]))}}),m=mxUtils.bind(this,function(x){this.styleChange(e,x,[mxConstants.STYLE_FONTSIZE],[x],null,g,function(){k(x)})}),u=0;u<d.length;u++)m(d[u]);e.addSeparator(g);if(0<this.customFontSizes.length){var n=0;for(u=0;u<this.customFontSizes.length;u++)0>mxUtils.indexOf(d,this.customFontSizes[u])&&(m(this.customFontSizes[u]),n++);0<n&&e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFontSizes=[]}),g);e.addSeparator(g)}var r= +[6,8,9,10,11,12,14,18,24,36,48,72];0>mxUtils.indexOf(d,this.defaultFontSize)&&(d.push(this.defaultFontSize),d.sort(function(x,B){return x-B}));for(var k=mxUtils.bind(this,function(x){if(null!=b.cellEditor.textarea){document.execCommand("fontSize",!1,"3");for(var B=b.cellEditor.textarea.getElementsByTagName("font"),D=0;D<B.length;D++)if("3"==B[D].getAttribute("size")){B[D].removeAttribute("size");B[D].style.fontSize=x+"px";break}a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE], +"values",[x],"cells",[b.cellEditor.getEditingCell()]))}}),n=mxUtils.bind(this,function(x){this.styleChange(e,x,[mxConstants.STYLE_FONTSIZE],[x],null,g,function(){k(x)})}),u=0;u<d.length;u++)n(d[u]);e.addSeparator(g);if(0<this.customFontSizes.length){var m=0;for(u=0;u<this.customFontSizes.length;u++)0>mxUtils.indexOf(d,this.customFontSizes[u])&&(n(this.customFontSizes[u]),m++);0<m&&e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFontSizes=[]}),g);e.addSeparator(g)}var r= null;this.promptChange(e,mxResources.get("custom")+"...","("+mxResources.get("points")+")",this.defaultFontSize,mxConstants.STYLE_FONTSIZE,g,!0,mxUtils.bind(this,function(x){null!=r&&null!=b.cellEditor.textarea&&(b.cellEditor.textarea.focus(),b.cellEditor.restoreSelection(r));null!=x&&0<x.length&&(this.customFontSizes.push(x),k(x))}),null,function(){r=b.cellEditor.saveSelection();return!1})})));this.put("direction",new Menu(mxUtils.bind(this,function(e,g){e.addItem(mxResources.get("flipH"),null,function(){b.toggleCellStyles(mxConstants.STYLE_FLIPH, !1)},g);e.addItem(mxResources.get("flipV"),null,function(){b.toggleCellStyles(mxConstants.STYLE_FLIPV,!1)},g);this.addMenuItems(e,["-","rotation"],g)})));this.put("align",new Menu(mxUtils.bind(this,function(e,g){var d=1<this.editorUi.getSelectionState().vertices.length;e.addItem(mxResources.get("leftAlign"),null,function(){b.alignCells(mxConstants.ALIGN_LEFT)},g,null,d);e.addItem(mxResources.get("center"),null,function(){b.alignCells(mxConstants.ALIGN_CENTER)},g,null,d);e.addItem(mxResources.get("rightAlign"), null,function(){b.alignCells(mxConstants.ALIGN_RIGHT)},g,null,d);e.addSeparator(g);e.addItem(mxResources.get("topAlign"),null,function(){b.alignCells(mxConstants.ALIGN_TOP)},g,null,d);e.addItem(mxResources.get("middle"),null,function(){b.alignCells(mxConstants.ALIGN_MIDDLE)},g,null,d);e.addItem(mxResources.get("bottomAlign"),null,function(){b.alignCells(mxConstants.ALIGN_BOTTOM)},g,null,d);this.addMenuItems(e,["-","snapToGrid"],g)})));this.put("distribute",new Menu(mxUtils.bind(this,function(e,g){e.addItem(mxResources.get("horizontal"), @@ -3883,41 +3885,41 @@ this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxCon this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle","vertical",null,null],"geIcon geSprite geSprite-verticalisometric",g,!0).setAttribute("title",mxResources.get("isometric")),"connector"==d&&this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle","1",null],"geIcon geSprite geSprite-curved",g,!0).setAttribute("title",mxResources.get("curved")), this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["entityRelationEdgeStyle",null,null],"geIcon geSprite geSprite-entity",g,!0).setAttribute("title",mxResources.get("entityRelation"))),e.addSeparator(g),this.styleChange(e,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],[null,null,null,null],"geIcon geSprite geSprite-connection",g,!0,null,!0).setAttribute("title",mxResources.get("line")),this.styleChange(e, "",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["link",null,null,null],"geIcon geSprite geSprite-linkedge",g,!0,null,!0).setAttribute("title",mxResources.get("link")),this.styleChange(e,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["flexArrow",null,null,null],"geIcon geSprite geSprite-arrow",g,!0,null,!0).setAttribute("title",mxResources.get("arrow")),this.styleChange(e,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE, -mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",g,!0,null,!0).setAttribute("title",mxResources.get("simpleArrow")))})));this.put("layout",new Menu(mxUtils.bind(this,function(e,g){var d=mxUtils.bind(this,function(m,u){this.editorUi.prompt(mxResources.get("spacing"),m,u)}),k=mxUtils.bind(this,function(m){var u=b.getSelectionCell(),n=null;null==u||0==b.getModel().getChildCount(u)?0==b.getModel().getEdgeCount(u)&&(n=b.findTreeRoots(b.getDefaultParent())): -n=b.findTreeRoots(u);null!=n&&0<n.length&&(u=n[0]);null!=u&&this.editorUi.executeLayout(function(){m.execute(b.getDefaultParent(),u);b.isSelectionEmpty()||(u=b.getModel().getParent(u),b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0))},!0)});e.addItem(mxResources.get("horizontalFlow"),null,mxUtils.bind(this,function(){var m=new mxHierarchicalLayout(b,mxConstants.DIRECTION_WEST);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();m.execute(b.getDefaultParent(),0==u.length? -null:u)},!0)}),g);e.addItem(mxResources.get("verticalFlow"),null,mxUtils.bind(this,function(){var m=new mxHierarchicalLayout(b,mxConstants.DIRECTION_NORTH);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();m.execute(b.getDefaultParent(),0==u.length?null:u)},!0)}),g);e.addSeparator(g);e.addItem(mxResources.get("horizontalTree"),null,mxUtils.bind(this,function(){var m=new mxCompactTreeLayout(b,!0);m.edgeRouting=!1;m.levelDistance=30;d(m.levelDistance,mxUtils.bind(this,function(u){isNaN(u)|| -(m.levelDistance=u,k(m))}))}),g);e.addItem(mxResources.get("verticalTree"),null,mxUtils.bind(this,function(){var m=new mxCompactTreeLayout(b,!1);m.edgeRouting=!1;m.levelDistance=30;d(m.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(m.levelDistance=u,k(m))}))}),g);e.addItem(mxResources.get("radialTree"),null,mxUtils.bind(this,function(){var m=new mxRadialTreeLayout(b);m.levelDistance=80;m.autoRadius=!0;d(m.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(m.levelDistance=u,k(m))}))}), -g);e.addSeparator(g);e.addItem(mxResources.get("organic"),null,mxUtils.bind(this,function(){var m=new mxFastOrganicLayout(b);d(m.forceConstant,mxUtils.bind(this,function(u){m.forceConstant=u;this.editorUi.executeLayout(function(){var n=b.getSelectionCell();if(null==n||0==b.getModel().getChildCount(n))n=b.getDefaultParent();m.execute(n);b.getModel().isVertex(n)&&b.updateGroupBounds([n],2*b.gridSize,!0)},!0)}))}),g);e.addItem(mxResources.get("circle"),null,mxUtils.bind(this,function(){var m=new mxCircleLayout(b); -this.editorUi.executeLayout(function(){var u=b.getSelectionCell();if(null==u||0==b.getModel().getChildCount(u))u=b.getDefaultParent();m.execute(u);b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0)},!0)}),g)})));this.put("navigation",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"home - exitGroup enterGroup - expand collapse - collapsible".split(" "),g)})));this.put("arrange",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["toFront","toBack","bringForward", +mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",g,!0,null,!0).setAttribute("title",mxResources.get("simpleArrow")))})));this.put("layout",new Menu(mxUtils.bind(this,function(e,g){var d=mxUtils.bind(this,function(n,u){this.editorUi.prompt(mxResources.get("spacing"),n,u)}),k=mxUtils.bind(this,function(n){var u=b.getSelectionCell(),m=null;null==u||0==b.getModel().getChildCount(u)?0==b.getModel().getEdgeCount(u)&&(m=b.findTreeRoots(b.getDefaultParent())): +m=b.findTreeRoots(u);null!=m&&0<m.length&&(u=m[0]);null!=u&&this.editorUi.executeLayout(function(){n.execute(b.getDefaultParent(),u);b.isSelectionEmpty()||(u=b.getModel().getParent(u),b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0))},!0)});e.addItem(mxResources.get("horizontalFlow"),null,mxUtils.bind(this,function(){var n=new mxHierarchicalLayout(b,mxConstants.DIRECTION_WEST);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();n.execute(b.getDefaultParent(),0==u.length? +null:u)},!0)}),g);e.addItem(mxResources.get("verticalFlow"),null,mxUtils.bind(this,function(){var n=new mxHierarchicalLayout(b,mxConstants.DIRECTION_NORTH);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();n.execute(b.getDefaultParent(),0==u.length?null:u)},!0)}),g);e.addSeparator(g);e.addItem(mxResources.get("horizontalTree"),null,mxUtils.bind(this,function(){var n=new mxCompactTreeLayout(b,!0);n.edgeRouting=!1;n.levelDistance=30;d(n.levelDistance,mxUtils.bind(this,function(u){isNaN(u)|| +(n.levelDistance=u,k(n))}))}),g);e.addItem(mxResources.get("verticalTree"),null,mxUtils.bind(this,function(){var n=new mxCompactTreeLayout(b,!1);n.edgeRouting=!1;n.levelDistance=30;d(n.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(n.levelDistance=u,k(n))}))}),g);e.addItem(mxResources.get("radialTree"),null,mxUtils.bind(this,function(){var n=new mxRadialTreeLayout(b);n.levelDistance=80;n.autoRadius=!0;d(n.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(n.levelDistance=u,k(n))}))}), +g);e.addSeparator(g);e.addItem(mxResources.get("organic"),null,mxUtils.bind(this,function(){var n=new mxFastOrganicLayout(b);d(n.forceConstant,mxUtils.bind(this,function(u){n.forceConstant=u;this.editorUi.executeLayout(function(){var m=b.getSelectionCell();if(null==m||0==b.getModel().getChildCount(m))m=b.getDefaultParent();n.execute(m);b.getModel().isVertex(m)&&b.updateGroupBounds([m],2*b.gridSize,!0)},!0)}))}),g);e.addItem(mxResources.get("circle"),null,mxUtils.bind(this,function(){var n=new mxCircleLayout(b); +this.editorUi.executeLayout(function(){var u=b.getSelectionCell();if(null==u||0==b.getModel().getChildCount(u))u=b.getDefaultParent();n.execute(u);b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0)},!0)}),g)})));this.put("navigation",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"home - exitGroup enterGroup - expand collapse - collapsible".split(" "),g)})));this.put("arrange",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["toFront","toBack","bringForward", "sendBackward","-"],g);this.addSubmenu("direction",e,g);this.addMenuItems(e,["turn","-"],g);this.addSubmenu("align",e,g);this.addSubmenu("distribute",e,g);e.addSeparator(g);this.addSubmenu("navigation",e,g);this.addSubmenu("insert",e,g);this.addSubmenu("layout",e,g);this.addMenuItems(e,"- group ungroup removeFromGroup - clearWaypoints autosize".split(" "),g)}))).isEnabled=f;this.put("insert",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["insertLink","insertImage"],g)})));this.put("view", new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,(null!=this.editorUi.format?["formatPanel"]:[]).concat("outline layers - pageView pageScale - scrollbars tooltips - grid guides - connectionArrows connectionPoints - resetView zoomIn zoomOut".split(" "),g))})));this.put("viewPanels",new Menu(mxUtils.bind(this,function(e,g){null!=this.editorUi.format&&this.addMenuItems(e,["formatPanel"],g);this.addMenuItems(e,["outline","layers"],g)})));this.put("viewZoom",new Menu(mxUtils.bind(this,function(e, -g){this.addMenuItems(e,["resetView","-"],g);for(var d=[.25,.5,.75,1,1.25,1.5,2,3,4],k=0;k<d.length;k++)(function(m){e.addItem(100*m+"%",null,function(){b.zoomTo(m)},g)})(d[k]);this.addMenuItems(e,"- fitWindow fitPageWidth fitPage fitTwoPages - customZoom".split(" "),g)})));this.put("file",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"new open - save saveAs - import export - pageSetup print".split(" "),g)})));this.put("edit",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e, +g){this.addMenuItems(e,["resetView","-"],g);for(var d=[.25,.5,.75,1,1.25,1.5,2,3,4],k=0;k<d.length;k++)(function(n){e.addItem(100*n+"%",null,function(){b.zoomTo(n)},g)})(d[k]);this.addMenuItems(e,"- fitWindow fitPageWidth fitPage fitTwoPages - customZoom".split(" "),g)})));this.put("file",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"new open - save saveAs - import export - pageSetup print".split(" "),g)})));this.put("edit",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e, "undo redo - cut copy paste delete - duplicate - editData editTooltip - editStyle - edit - editLink openLink - selectVertices selectEdges selectAll selectNone - lockUnlock".split(" "))})));this.put("extras",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["copyConnect","collapseExpand","-","editDiagram"])})));this.put("help",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["help","-","about"])})))};Menus.prototype.put=function(a,b){return this.menus[a]=b}; Menus.prototype.get=function(a){return this.menus[a]};Menus.prototype.addSubmenu=function(a,b,f,e){var g=this.get(a);null!=g&&(g=g.isEnabled(),b.showDisabled||g)&&(f=b.addItem(e||mxResources.get(a),null,null,f,null,g),this.addMenu(a,b,f))};Menus.prototype.addMenu=function(a,b,f){var e=this.get(a);null!=e&&(b.showDisabled||e.isEnabled())&&this.get(a).execute(b,f)}; -Menus.prototype.addInsertTableCellItem=function(a,b){var f=this.editorUi.editor.graph,e=f.getSelectionCell(),g=f.getCurrentCellStyle(e);1<f.getSelectionCount()&&(f.isTableCell(e)&&(e=f.model.getParent(e)),f.isTableRow(e)&&(e=f.model.getParent(e)));var d=f.isTable(e)||f.isTableRow(e)||f.isTableCell(e),k=f.isStack(e)||f.isStackChild(e),m=d,u=d;k&&(g=f.isStack(e)?g:f.getCellStyle(f.model.getParent(e)),u="0"==g.horizontalStack,m=!u);null!=b||!d&&!k?this.addInsertTableItem(a,mxUtils.bind(this,function(n, -r,x,B,C){r=C||mxEvent.isControlDown(n)||mxEvent.isMetaDown(n)?f.createCrossFunctionalSwimlane(r,x,null,null,B||mxEvent.isShiftDown(n)?"Cross-Functional Flowchart":null):f.createTable(r,x,null,null,B||mxEvent.isShiftDown(n)?"Table":null);n=mxEvent.isAltDown(n)?f.getFreeInsertPoint():f.getCenterInsertPoint(f.getBoundingBoxFromGeometry([r],!0));x=null;f.getModel().beginUpdate();try{x=f.importCells([r],n.x,n.y),f.fireEvent(new mxEventObject("cellsInserted","cells",f.model.getDescendants(x[0])))}finally{f.getModel().endUpdate()}null!= -x&&0<x.length&&(f.scrollCellToVisible(x[0]),f.setSelectionCells(x))}),b):(m&&(b=a.addItem(mxResources.get("insertColumnBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableColumn(e,!0)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-insertcolumnbefore"),b.setAttribute("title",mxResources.get("insertColumnBefore")),b=a.addItem(mxResources.get("insertColumnAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableColumn(e,!1)}catch(n){this.editorUi.handleError(n)}}), -null,"geIcon geSprite geSprite-insertcolumnafter"),b.setAttribute("title",mxResources.get("insertColumnAfter")),b=a.addItem(mxResources.get("deleteColumn"),null,mxUtils.bind(this,function(){if(null!=e)try{k?f.deleteLane(e):f.deleteTableColumn(e)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-deletecolumn"),b.setAttribute("title",mxResources.get("deleteColumn"))),u&&(b=a.addItem(mxResources.get("insertRowBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableRow(e, -!0)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-insertrowbefore"),b.setAttribute("title",mxResources.get("insertRowBefore")),b=a.addItem(mxResources.get("insertRowAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableRow(e,!1)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-insertrowafter"),b.setAttribute("title",mxResources.get("insertRowAfter")),b=a.addItem(mxResources.get("deleteRow"),null,mxUtils.bind(this,function(){try{k? -f.deleteLane(e):f.deleteTableRow(e)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-deleterow"),b.setAttribute("title",mxResources.get("deleteRow")),u=this.editorUi.getSelectionState(),null!=u.mergeCell?this.addMenuItem(a,"mergeCells"):(1<u.style.colspan||1<u.style.rowspan)&&this.addMenuItem(a,"unmergeCells")))}; -Menus.prototype.addInsertTableItem=function(a,b,f,e){function g(C){m=d.getParentByName(mxEvent.getSource(C),"TD");var F=!1;if(null!=m){k=d.getParentByName(m,"TR");var I=mxEvent.isMouseEvent(C)?2:4,D=x,N=Math.min(20,k.sectionRowIndex+I);I=Math.min(20,m.cellIndex+I);for(var S=D.rows.length;S<N;S++)for(var T=D.insertRow(S),P=0;P<D.rows[0].cells.length;P++)T.insertCell(-1);for(S=0;S<D.rows.length;S++)for(T=D.rows[S],P=T.cells.length;P<I;P++)T.insertCell(-1);B.innerHTML=m.cellIndex+1+"x"+(k.sectionRowIndex+ -1);for(D=0;D<x.rows.length;D++)for(N=x.rows[D],I=0;I<N.cells.length;I++)S=N.cells[I],D==k.sectionRowIndex&&I==m.cellIndex&&(F="blue"==S.style.backgroundColor),S.style.backgroundColor=D<=k.sectionRowIndex&&I<=m.cellIndex?"blue":"transparent"}mxEvent.consume(C);return F}e=null!=e?e:!0;b=null!=b?b:mxUtils.bind(this,function(C,F,I){var D=this.editorUi.editor.graph;C=D.getParentByName(mxEvent.getSource(C),"TD");if(null!=C&&null!=D.cellEditor.textarea){D.getParentByName(C,"TR");var N=D.cellEditor.textarea.getElementsByTagName("table"); -C=[];for(var S=0;S<N.length;S++)C.push(N[S]);D.container.focus();S=D.pasteHtmlAtCaret;N=["<table>"];for(var T=0;T<F;T++){N.push("<tr>");for(var P=0;P<I;P++)N.push("<td><br></td>");N.push("</tr>")}N.push("</table>");F=N.join("");S.call(D,F);F=D.cellEditor.textarea.getElementsByTagName("table");if(F.length==C.length+1)for(S=F.length-1;0<=S;S--)if(0==S||F[S]!=C[S-1]){D.selectNode(F[S].rows[0].cells[0]);break}}});var d=this.editorUi.editor.graph,k=null,m=null;null==f&&(a.div.className+=" geToolbarMenu", -a.labels=!1);a=a.addItem("",null,null,f,null,null,null,!0);a.firstChild.style.fontSize=Menus.prototype.defaultFontSize+"px";a.firstChild.innerText="";var u=document.createElement("input");u.setAttribute("id","geTitleOption");u.setAttribute("type","checkbox");f=document.createElement("label");mxUtils.write(f,mxResources.get("title"));f.setAttribute("for","geTitleOption");mxEvent.addGestureListeners(f,null,null,mxUtils.bind(this,function(C){mxEvent.consume(C)}));mxEvent.addGestureListeners(u,null,null, -mxUtils.bind(this,function(C){mxEvent.consume(C)}));var n=document.createElement("input");n.setAttribute("id","geContainerOption");n.setAttribute("type","checkbox");var r=document.createElement("label");mxUtils.write(r,mxResources.get("container"));r.setAttribute("for","geContainerOption");mxEvent.addGestureListeners(r,null,null,mxUtils.bind(this,function(C){mxEvent.consume(C)}));mxEvent.addGestureListeners(n,null,null,mxUtils.bind(this,function(C){mxEvent.consume(C)}));e&&(a.firstChild.appendChild(u), -a.firstChild.appendChild(f),mxUtils.br(a.firstChild),a.firstChild.appendChild(n),a.firstChild.appendChild(r),mxUtils.br(a.firstChild),mxUtils.br(a.firstChild));var x=function(C,F){var I=document.createElement("table");I.setAttribute("border","1");I.style.borderCollapse="collapse";I.style.borderStyle="solid";I.setAttribute("cellPadding","8");for(var D=0;D<C;D++)for(var N=I.insertRow(D),S=0;S<F;S++)N.insertCell(-1);return I}(5,5);a.firstChild.appendChild(x);var B=document.createElement("div");B.style.padding= -"4px";B.innerHTML="1x1";a.firstChild.appendChild(B);mxEvent.addGestureListeners(x,null,null,mxUtils.bind(this,function(C){var F=g(C);null!=m&&null!=k&&F&&(b(C,k.sectionRowIndex+1,m.cellIndex+1,u.checked,n.checked),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0))}));mxEvent.addListener(x,"mouseover",g)}; -Menus.prototype.edgeStyleChange=function(a,b,f,e,g,d,k,m){return this.showIconOnly(a.addItem(b,m,mxUtils.bind(this,function(){var u=this.editorUi.editor.graph;u.stopEditing(!1);u.getModel().beginUpdate();try{for(var n=u.getSelectionCells(),r=[],x=0;x<n.length;x++){var B=n[x];if(u.getModel().isEdge(B)){if(k){var C=u.getCellGeometry(B);null!=C&&(C=C.clone(),C.points=null,u.getModel().setGeometry(B,C))}for(var F=0;F<f.length;F++)u.setCellStyles(f[F],e[F],[B]);r.push(B)}}this.editorUi.fireEvent(new mxEventObject("styleChanged", +Menus.prototype.addInsertTableCellItem=function(a,b){var f=this.editorUi.editor.graph,e=f.getSelectionCell(),g=f.getCurrentCellStyle(e);1<f.getSelectionCount()&&(f.isTableCell(e)&&(e=f.model.getParent(e)),f.isTableRow(e)&&(e=f.model.getParent(e)));var d=f.isTable(e)||f.isTableRow(e)||f.isTableCell(e),k=f.isStack(e)||f.isStackChild(e),n=d,u=d;k&&(g=f.isStack(e)?g:f.getCellStyle(f.model.getParent(e)),u="0"==g.horizontalStack,n=!u);null!=b||!d&&!k?this.addInsertTableItem(a,mxUtils.bind(this,function(m, +r,x,B,D){r=D||mxEvent.isControlDown(m)||mxEvent.isMetaDown(m)?f.createCrossFunctionalSwimlane(r,x,null,null,B||mxEvent.isShiftDown(m)?"Cross-Functional Flowchart":null):f.createTable(r,x,null,null,B||mxEvent.isShiftDown(m)?"Table":null);m=mxEvent.isAltDown(m)?f.getFreeInsertPoint():f.getCenterInsertPoint(f.getBoundingBoxFromGeometry([r],!0));x=null;f.getModel().beginUpdate();try{x=f.importCells([r],m.x,m.y),f.fireEvent(new mxEventObject("cellsInserted","cells",f.model.getDescendants(x[0])))}finally{f.getModel().endUpdate()}null!= +x&&0<x.length&&(f.scrollCellToVisible(x[0]),f.setSelectionCells(x))}),b):(n&&(b=a.addItem(mxResources.get("insertColumnBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableColumn(e,!0)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-insertcolumnbefore"),b.setAttribute("title",mxResources.get("insertColumnBefore")),b=a.addItem(mxResources.get("insertColumnAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableColumn(e,!1)}catch(m){this.editorUi.handleError(m)}}), +null,"geIcon geSprite geSprite-insertcolumnafter"),b.setAttribute("title",mxResources.get("insertColumnAfter")),b=a.addItem(mxResources.get("deleteColumn"),null,mxUtils.bind(this,function(){if(null!=e)try{k?f.deleteLane(e):f.deleteTableColumn(e)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-deletecolumn"),b.setAttribute("title",mxResources.get("deleteColumn"))),u&&(b=a.addItem(mxResources.get("insertRowBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableRow(e, +!0)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-insertrowbefore"),b.setAttribute("title",mxResources.get("insertRowBefore")),b=a.addItem(mxResources.get("insertRowAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableRow(e,!1)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-insertrowafter"),b.setAttribute("title",mxResources.get("insertRowAfter")),b=a.addItem(mxResources.get("deleteRow"),null,mxUtils.bind(this,function(){try{k? +f.deleteLane(e):f.deleteTableRow(e)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-deleterow"),b.setAttribute("title",mxResources.get("deleteRow")),u=this.editorUi.getSelectionState(),null!=u.mergeCell?this.addMenuItem(a,"mergeCells"):(1<u.style.colspan||1<u.style.rowspan)&&this.addMenuItem(a,"unmergeCells")))}; +Menus.prototype.addInsertTableItem=function(a,b,f,e){function g(D){n=d.getParentByName(mxEvent.getSource(D),"TD");var F=!1;if(null!=n){k=d.getParentByName(n,"TR");var J=mxEvent.isMouseEvent(D)?2:4,C=x,O=Math.min(20,k.sectionRowIndex+J);J=Math.min(20,n.cellIndex+J);for(var R=C.rows.length;R<O;R++)for(var T=C.insertRow(R),Q=0;Q<C.rows[0].cells.length;Q++)T.insertCell(-1);for(R=0;R<C.rows.length;R++)for(T=C.rows[R],Q=T.cells.length;Q<J;Q++)T.insertCell(-1);B.innerHTML=n.cellIndex+1+"x"+(k.sectionRowIndex+ +1);for(C=0;C<x.rows.length;C++)for(O=x.rows[C],J=0;J<O.cells.length;J++)R=O.cells[J],C==k.sectionRowIndex&&J==n.cellIndex&&(F="blue"==R.style.backgroundColor),R.style.backgroundColor=C<=k.sectionRowIndex&&J<=n.cellIndex?"blue":"transparent"}mxEvent.consume(D);return F}e=null!=e?e:!0;b=null!=b?b:mxUtils.bind(this,function(D,F,J){var C=this.editorUi.editor.graph;if(null!=C.getParentByName(mxEvent.getSource(D),"TD")&&null!=C.cellEditor.textarea){var O=C.cellEditor.textarea.getElementsByTagName("table"); +D=[];for(var R=0;R<O.length;R++)D.push(O[R]);C.container.focus();R=C.pasteHtmlAtCaret;O=["<table>"];for(var T=0;T<F;T++){O.push("<tr>");for(var Q=0;Q<J;Q++)O.push("<td><br></td>");O.push("</tr>")}O.push("</table>");F=O.join("");R.call(C,F);F=C.cellEditor.textarea.getElementsByTagName("table");if(F.length==D.length+1)for(R=F.length-1;0<=R;R--)if(0==R||F[R]!=D[R-1]){C.selectNode(F[R].rows[0].cells[0]);break}}});var d=this.editorUi.editor.graph,k=null,n=null;null==f&&(a.div.className+=" geToolbarMenu", +a.labels=!1);a=a.addItem("",null,null,f,null,null,null,!0);a.firstChild.style.fontSize=Menus.prototype.defaultFontSize+"px";f=a.getElementsByTagName("td");1<f.length&&(f[1].style.display="none",f[2].style.display="none");a.firstChild.innerText="";var u=document.createElement("input");u.setAttribute("id","geTitleOption");u.setAttribute("type","checkbox");f=document.createElement("label");mxUtils.write(f,mxResources.get("title"));f.setAttribute("for","geTitleOption");mxEvent.addGestureListeners(f,null, +null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));mxEvent.addGestureListeners(u,null,null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));var m=document.createElement("input");m.setAttribute("id","geContainerOption");m.setAttribute("type","checkbox");var r=document.createElement("label");mxUtils.write(r,mxResources.get("container"));r.setAttribute("for","geContainerOption");mxEvent.addGestureListeners(r,null,null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));mxEvent.addGestureListeners(m, +null,null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));e&&(a.firstChild.appendChild(u),a.firstChild.appendChild(f),mxUtils.br(a.firstChild),a.firstChild.appendChild(m),a.firstChild.appendChild(r),mxUtils.br(a.firstChild),mxUtils.br(a.firstChild));var x=function(D,F){var J=document.createElement("table");J.setAttribute("border","1");J.style.borderCollapse="collapse";J.style.borderStyle="solid";J.setAttribute("cellPadding","8");for(var C=0;C<D;C++)for(var O=J.insertRow(C),R=0;R<F;R++)O.insertCell(-1); +return J}(5,5);a.firstChild.appendChild(x);var B=document.createElement("div");B.style.padding="4px";B.innerHTML="1x1";a.firstChild.appendChild(B);mxEvent.addGestureListeners(x,null,null,mxUtils.bind(this,function(D){var F=g(D);null!=n&&null!=k&&F&&(b(D,k.sectionRowIndex+1,n.cellIndex+1,u.checked,m.checked),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0))}));mxEvent.addListener(x,"mouseover",g)}; +Menus.prototype.edgeStyleChange=function(a,b,f,e,g,d,k,n){return this.showIconOnly(a.addItem(b,n,mxUtils.bind(this,function(){var u=this.editorUi.editor.graph;u.stopEditing(!1);u.getModel().beginUpdate();try{for(var m=u.getSelectionCells(),r=[],x=0;x<m.length;x++){var B=m[x];if(u.getModel().isEdge(B)){if(k){var D=u.getCellGeometry(B);null!=D&&(D=D.clone(),D.points=null,u.getModel().setGeometry(B,D))}for(var F=0;F<f.length;F++)u.setCellStyles(f[F],e[F],[B]);r.push(B)}}this.editorUi.fireEvent(new mxEventObject("styleChanged", "keys",f,"values",e,"cells",r))}finally{u.getModel().endUpdate()}}),d,g))};Menus.prototype.showIconOnly=function(a){var b=a.getElementsByTagName("td");for(i=0;i<b.length;i++)"mxPopupMenuItem"==b[i].getAttribute("class")&&(b[i].style.display="none");return a}; -Menus.prototype.styleChange=function(a,b,f,e,g,d,k,m,u){var n=this.createStyleChangeFunction(f,e);a=a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph;null!=k&&r.cellEditor.isContentEditing()?k():n(m)}),d,g);u&&this.showIconOnly(a);return a}; -Menus.prototype.createStyleChangeFunction=function(a,b){return mxUtils.bind(this,function(f){var e=this.editorUi.editor.graph;e.stopEditing(!1);e.getModel().beginUpdate();try{for(var g=e.getEditableCells(e.getSelectionCells()),d=!1,k=0;k<a.length;k++)if(e.setCellStyles(a[k],b[k],g),a[k]==mxConstants.STYLE_ALIGN&&e.updateLabelElements(g,function(m){m.removeAttribute("align");m.style.textAlign=null}),a[k]==mxConstants.STYLE_FONTFAMILY||"fontSource"==a[k])d=!0;if(d)for(d=0;d<g.length;d++)0==e.model.getChildCount(g[d])&& +Menus.prototype.styleChange=function(a,b,f,e,g,d,k,n,u){var m=this.createStyleChangeFunction(f,e);a=a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph;null!=k&&r.cellEditor.isContentEditing()?k():m(n)}),d,g);u&&this.showIconOnly(a);return a}; +Menus.prototype.createStyleChangeFunction=function(a,b){return mxUtils.bind(this,function(f){var e=this.editorUi.editor.graph;e.stopEditing(!1);e.getModel().beginUpdate();try{for(var g=e.getEditableCells(e.getSelectionCells()),d=!1,k=0;k<a.length;k++)if(e.setCellStyles(a[k],b[k],g),a[k]==mxConstants.STYLE_ALIGN&&e.updateLabelElements(g,function(n){n.removeAttribute("align");n.style.textAlign=null}),a[k]==mxConstants.STYLE_FONTFAMILY||"fontSource"==a[k])d=!0;if(d)for(d=0;d<g.length;d++)0==e.model.getChildCount(g[d])&& e.autoSizeCell(g[d],!1);null!=f&&f();this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",a,"values",b,"cells",g))}finally{e.getModel().endUpdate()}})}; -Menus.prototype.promptChange=function(a,b,f,e,g,d,k,m,u,n){return a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph,x=e,B=r.getView().getState(r.getSelectionCell());null!=B&&(x=B.style[g]||x);var C=null!=n?n():!0;x=new FilenameDialog(this.editorUi,x,mxResources.get("apply"),mxUtils.bind(this,function(F){if(null!=F&&0<F.length){if(C){r.getModel().beginUpdate();try{r.stopEditing(!1),r.setCellStyles(g,F)}finally{r.getModel().endUpdate()}}null!=m&&m(F)}}),mxResources.get("enterValue")+ -(0<f.length?" "+f:""),null,null,null,null,function(){null!=m&&null!=n&&m(null)});this.editorUi.showDialog(x.container,300,80,!0,!0);x.init()}),d,u,k)}; -Menus.prototype.pickColor=function(a,b,f){var e=this.editorUi,g=e.editor.graph,d=226+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));if(null!=b&&g.cellEditor.isContentEditing()){var k=g.cellEditor.saveSelection();a=new ColorDialog(this.editorUi,f||g.shapeForegroundColor,mxUtils.bind(this,function(u){g.cellEditor.restoreSelection(k);document.execCommand(b,!1,u!=mxConstants.NONE?u:"transparent");var n={forecolor:mxConstants.STYLE_FONTCOLOR, -backcolor:mxConstants.STYLE_LABEL_BACKGROUNDCOLOR}[b];null!=n&&e.fireEvent(new mxEventObject("styleChanged","keys",[n],"values",[u],"cells",[g.cellEditor.getEditingCell()]))}),function(){g.cellEditor.restoreSelection(k)});this.editorUi.showDialog(a.container,230,d,!0,!0);a.init()}else{null==this.colorDialog&&(this.colorDialog=new ColorDialog(this.editorUi));this.colorDialog.currentColorKey=a;f=g.getView().getState(g.getSelectionCell());var m=mxConstants.NONE;null!=f&&(m=f.style[a]||m);m==mxConstants.NONE? -(m=g.shapeBackgroundColor.substring(1),this.colorDialog.picker.fromString(m),this.colorDialog.colorInput.value=mxConstants.NONE):this.colorDialog.picker.fromString(mxUtils.rgba2hex(m));this.editorUi.showDialog(this.colorDialog.container,230,d,!0,!0);this.colorDialog.init()}};Menus.prototype.toggleStyle=function(a,b){var f=this.editorUi.editor.graph;b=f.toggleCellStyles(a,b);this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[a],"values",[b],"cells",f.getSelectionCells()))}; -Menus.prototype.addMenuItem=function(a,b,f,e,g,d){var k=this.editorUi.actions.get(b);return null!=k&&(a.showDisabled||k.isEnabled())&&k.visible?(b=a.addItem(d||k.label,null,function(m){k.funct(e,m)},f,g,k.isEnabled()),k.toggleAction&&k.isSelected()&&a.addCheckmark(b,Editor.checkmarkImage),this.addShortcut(b,k),b):null}; +Menus.prototype.promptChange=function(a,b,f,e,g,d,k,n,u,m){return a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph,x=e,B=r.getView().getState(r.getSelectionCell());null!=B&&(x=B.style[g]||x);var D=null!=m?m():!0;x=new FilenameDialog(this.editorUi,x,mxResources.get("apply"),mxUtils.bind(this,function(F){if(null!=F&&0<F.length){if(D){r.getModel().beginUpdate();try{r.stopEditing(!1),r.setCellStyles(g,F)}finally{r.getModel().endUpdate()}}null!=n&&n(F)}}),mxResources.get("enterValue")+ +(0<f.length?" "+f:""),null,null,null,null,function(){null!=n&&null!=m&&n(null)});this.editorUi.showDialog(x.container,300,80,!0,!0);x.init()}),d,u,k)}; +Menus.prototype.pickColor=function(a,b,f){var e=this.editorUi,g=e.editor.graph,d=226+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));if(null!=b&&g.cellEditor.isContentEditing()){var k=g.cellEditor.saveSelection();a=new ColorDialog(this.editorUi,f||g.shapeForegroundColor,mxUtils.bind(this,function(u){g.cellEditor.restoreSelection(k);document.execCommand(b,!1,u!=mxConstants.NONE?u:"transparent");var m={forecolor:mxConstants.STYLE_FONTCOLOR, +backcolor:mxConstants.STYLE_LABEL_BACKGROUNDCOLOR}[b];null!=m&&e.fireEvent(new mxEventObject("styleChanged","keys",[m],"values",[u],"cells",[g.cellEditor.getEditingCell()]))}),function(){g.cellEditor.restoreSelection(k)});this.editorUi.showDialog(a.container,230,d,!0,!0);a.init()}else{null==this.colorDialog&&(this.colorDialog=new ColorDialog(this.editorUi));this.colorDialog.currentColorKey=a;f=g.getView().getState(g.getSelectionCell());var n=mxConstants.NONE;null!=f&&(n=f.style[a]||n);n==mxConstants.NONE? +(n=g.shapeBackgroundColor.substring(1),this.colorDialog.picker.fromString(n),this.colorDialog.colorInput.value=mxConstants.NONE):this.colorDialog.picker.fromString(mxUtils.rgba2hex(n));this.editorUi.showDialog(this.colorDialog.container,230,d,!0,!0);this.colorDialog.init()}};Menus.prototype.toggleStyle=function(a,b){var f=this.editorUi.editor.graph;b=f.toggleCellStyles(a,b);this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[a],"values",[b],"cells",f.getSelectionCells()))}; +Menus.prototype.addMenuItem=function(a,b,f,e,g,d){var k=this.editorUi.actions.get(b);return null!=k&&(a.showDisabled||k.isEnabled())&&k.visible?(b=a.addItem(d||k.label,null,function(n){k.funct(e,n)},f,g,k.isEnabled()),k.toggleAction&&k.isSelected()&&a.addCheckmark(b,Editor.checkmarkImage),this.addShortcut(b,k),b):null}; Menus.prototype.addShortcut=function(a,b){if(null!=b.shortcut){a=a.firstChild.nextSibling.nextSibling;var f=document.createElement("span");f.style.color="gray";mxUtils.write(f,b.shortcut);a.appendChild(f)}};Menus.prototype.addMenuItems=function(a,b,f,e,g){for(var d=0;d<b.length;d++)"-"==b[d]?a.addSeparator(f):this.addMenuItem(a,b[d],f,e,null!=g?g[d]:null)}; Menus.prototype.createPopupMenu=function(a,b,f){a.smartSeparators=!0;this.addPopupMenuHistoryItems(a,b,f);this.addPopupMenuEditItems(a,b,f);this.addPopupMenuStyleItems(a,b,f);this.addPopupMenuArrangeItems(a,b,f);this.addPopupMenuCellItems(a,b,f);this.addPopupMenuSelectionItems(a,b,f)};Menus.prototype.addPopupMenuHistoryItems=function(a,b,f){this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(a,["undo","redo"],null,f)}; Menus.prototype.addPopupMenuEditItems=function(a,b,f){this.editorUi.editor.graph.isSelectionEmpty()?this.addMenuItems(a,["pasteHere"],null,f):this.addMenuItems(a,"delete - cut copy - duplicate".split(" "),null,f)};Menus.prototype.addPopupMenuStyleItems=function(a,b,f){1==this.editorUi.editor.graph.getSelectionCount()?this.addMenuItems(a,["-","setAsDefaultStyle"],null,f):this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(a,["-","clearDefaultStyle"],null,f)}; @@ -3950,7 +3952,7 @@ a=this.addMenu("",mxResources.get("insert")+" ("+mxResources.get("doubleClickToo Toolbar.prototype.appendDropDownImageHtml=function(a){var b=document.createElement("img");b.setAttribute("border","0");b.setAttribute("valign","middle");b.setAttribute("src",Toolbar.prototype.dropDownImage);a.appendChild(b);b.style.position="absolute";b.style.right="4px";b.style.top=(EditorUi.compactUi?6:8)+"px"}; Toolbar.prototype.addTableDropDown=function(){var a=this.addMenuFunction("geIcon geSprite geSprite-table",mxResources.get("table"),!1,mxUtils.bind(this,function(f){this.editorUi.menus.addInsertTableCellItem(f)}));a.style.position="relative";a.style.whiteSpace="nowrap";a.style.overflow="hidden";a.style.width="30px";a.innerHTML='<div class="geSprite geSprite-table"></div>';this.appendDropDownImageHtml(a);a.getElementsByTagName("div")[0].style.marginLeft="-2px";EditorUi.compactUi&&(a.getElementsByTagName("img")[0].style.left= "22px",a.getElementsByTagName("img")[0].style.top="5px");var b=this.editorUi.menus.get("insert");null!=b&&"function"===typeof a.setEnabled&&b.addListener("stateChanged",function(){a.setEnabled(b.enabled)});return a}; -Toolbar.prototype.addDropDownArrow=function(a,b,f,e,g,d,k,m){g=EditorUi.compactUi?g:m;a.style.whiteSpace="nowrap";a.style.overflow="hidden";a.style.position="relative";a.style.width=e-(null!=k?k:32)+"px";a.innerHTML='<div class="geSprite '+b+'"></div>';this.appendDropDownImageHtml(a);b=a.getElementsByTagName("div")[0];b.style.marginLeft=g+"px";b.style.marginTop=d+"px";EditorUi.compactUi&&(a.getElementsByTagName("img")[0].style.left="24px",a.getElementsByTagName("img")[0].style.top="5px",a.style.width= +Toolbar.prototype.addDropDownArrow=function(a,b,f,e,g,d,k,n){g=EditorUi.compactUi?g:n;a.style.whiteSpace="nowrap";a.style.overflow="hidden";a.style.position="relative";a.style.width=e-(null!=k?k:32)+"px";a.innerHTML='<div class="geSprite '+b+'"></div>';this.appendDropDownImageHtml(a);b=a.getElementsByTagName("div")[0];b.style.marginLeft=g+"px";b.style.marginTop=d+"px";EditorUi.compactUi&&(a.getElementsByTagName("img")[0].style.left="24px",a.getElementsByTagName("img")[0].style.top="5px",a.style.width= f-10+"px")};Toolbar.prototype.setFontName=function(a){if(null!=this.fontMenu){this.fontMenu.innerText="";var b=document.createElement("div");b.style.display="inline-block";b.style.overflow="hidden";b.style.textOverflow="ellipsis";b.style.maxWidth="66px";mxUtils.write(b,a);this.fontMenu.appendChild(b);this.appendDropDownImageHtml(this.fontMenu)}}; Toolbar.prototype.setFontSize=function(a){if(null!=this.sizeMenu){this.sizeMenu.innerText="";var b=document.createElement("div");b.style.display="inline-block";b.style.overflow="hidden";b.style.textOverflow="ellipsis";b.style.maxWidth="24px";mxUtils.write(b,a);this.sizeMenu.appendChild(b);this.appendDropDownImageHtml(this.sizeMenu)}}; Toolbar.prototype.createTextToolbar=function(){var a=this.editorUi,b=a.editor.graph,f=this.addMenu("",mxResources.get("style"),!0,"formatBlock");f.style.position="relative";f.style.whiteSpace="nowrap";f.style.overflow="hidden";f.innerHTML=mxResources.get("style");this.appendDropDownImageHtml(f);EditorUi.compactUi&&(f.style.paddingRight="18px",f.getElementsByTagName("img")[0].style.right="1px",f.getElementsByTagName("img")[0].style.top="5px");this.addSeparator();this.fontMenu=this.addMenu("",mxResources.get("fontFamily"), @@ -3967,102 +3969,102 @@ null,"geIcon geSprite geSprite-fontbackground");g.setAttribute("title",mxResourc "-2px";e.appendChild(f);this.appendDropDownImageHtml(e);EditorUi.compactUi&&(e.getElementsByTagName("img")[0].style.left="22px",e.getElementsByTagName("img")[0].style.top="5px");this.addSeparator();this.addButton("geIcon geSprite geSprite-code",mxResources.get("html"),function(){b.cellEditor.toggleViewMode();0<b.cellEditor.textarea.innerHTML.length&&(" "!=b.cellEditor.textarea.innerHTML||!b.cellEditor.clearOnChange)&&window.setTimeout(function(){document.execCommand("selectAll",!1,null)})}); this.addSeparator();e=this.addMenuFunction("",mxResources.get("insert"),!0,mxUtils.bind(this,function(d){d.addItem(mxResources.get("insertLink"),null,mxUtils.bind(this,function(){this.editorUi.actions.get("link").funct()}));d.addItem(mxResources.get("insertImage"),null,mxUtils.bind(this,function(){this.editorUi.actions.get("image").funct()}));d.addItem(mxResources.get("insertHorizontalRule"),null,mxUtils.bind(this,function(){document.execCommand("inserthorizontalrule",!1,null)}))}));e.style.whiteSpace= "nowrap";e.style.overflow="hidden";e.style.position="relative";e.style.width="16px";e.innerText="";f=document.createElement("div");f.className="geSprite geSprite-plus";f.style.marginLeft="-4px";f.style.marginTop="-3px";e.appendChild(f);this.appendDropDownImageHtml(e);EditorUi.compactUi&&(e.getElementsByTagName("img")[0].style.left="24px",e.getElementsByTagName("img")[0].style.top="5px",e.style.width="30px");this.addSeparator();var g=this.addMenuFunction("geIcon geSprite geSprite-table",mxResources.get("table"), -!1,mxUtils.bind(this,function(d){var k=b.getSelectedElement(),m=b.getParentByNames(k,["TD","TH"],b.cellEditor.text2),u=b.getParentByName(k,"TR",b.cellEditor.text2);if(null==u)this.editorUi.menus.addInsertTableItem(d);else{var n=b.getParentByName(u,"TABLE",b.cellEditor.text2);k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(n,null!=m?m.cellIndex:0))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnbefore");k.setAttribute("title",mxResources.get("insertColumnBefore")); -k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(n,null!=m?m.cellIndex+1:-1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnafter");k.setAttribute("title",mxResources.get("insertColumnAfter"));k=d.addItem("Delete column",null,mxUtils.bind(this,function(){if(null!=m)try{b.deleteColumn(n,m.cellIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deletecolumn");k.setAttribute("title",mxResources.get("deleteColumn")); -k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(n,u.sectionRowIndex))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowbefore");k.setAttribute("title",mxResources.get("insertRowBefore"));k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(n,u.sectionRowIndex+1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowafter");k.setAttribute("title",mxResources.get("insertRowAfter"));k=d.addItem("", -null,mxUtils.bind(this,function(){try{b.deleteRow(n,u.sectionRowIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deleterow");k.setAttribute("title",mxResources.get("deleteRow"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=n.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,C,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+("0"+Number(C).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r, -function(x){null==x||x==mxConstants.NONE?(n.removeAttribute("border"),n.style.border="",n.style.borderCollapse=""):(n.setAttribute("border","1"),n.style.border="1px solid "+x,n.style.borderCollapse="collapse")})}),null,"geIcon geSprite geSprite-strokecolor");k.setAttribute("title",mxResources.get("borderColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=n.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,C,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+ -("0"+Number(C).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r,function(x){n.style.backgroundColor=null==x||x==mxConstants.NONE?"":x})}),null,"geIcon geSprite geSprite-fillcolor");k.setAttribute("title",mxResources.get("backgroundColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=n.getAttribute("cellPadding")||0;r=new FilenameDialog(this.editorUi,r,mxResources.get("apply"),mxUtils.bind(this,function(x){null!=x&&0<x.length?n.setAttribute("cellPadding", -x):n.removeAttribute("cellPadding")}),mxResources.get("spacing"));this.editorUi.showDialog(r.container,300,80,!0,!0);r.init()}),null,"geIcon geSprite geSprite-fit");k.setAttribute("title",mxResources.get("spacing"));k=d.addItem("",null,mxUtils.bind(this,function(){n.setAttribute("align","left")}),null,"geIcon geSprite geSprite-left");k.setAttribute("title",mxResources.get("left"));k=d.addItem("",null,mxUtils.bind(this,function(){n.setAttribute("align","center")}),null,"geIcon geSprite geSprite-center"); -k.setAttribute("title",mxResources.get("center"));k=d.addItem("",null,mxUtils.bind(this,function(){n.setAttribute("align","right")}),null,"geIcon geSprite geSprite-right");k.setAttribute("title",mxResources.get("right"))}}));g.style.position="relative";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.width="30px";g.innerText="";f=document.createElement("div");f.className="geSprite geSprite-table";f.style.marginLeft="-2px";g.appendChild(f);this.appendDropDownImageHtml(g);EditorUi.compactUi&& -(g.getElementsByTagName("img")[0].style.left="22px",g.getElementsByTagName("img")[0].style.top="5px")};Toolbar.prototype.hideMenu=function(){this.editorUi.hideCurrentMenu()};Toolbar.prototype.addMenu=function(a,b,f,e,g,d,k){var m=this.editorUi.menus.get(e),u=this.addMenuFunction(a,b,f,function(){m.funct.apply(m,arguments)},g,d);k||"function"!==typeof u.setEnabled||m.addListener("stateChanged",function(){u.setEnabled(m.enabled)});return u}; +!1,mxUtils.bind(this,function(d){var k=b.getSelectedElement(),n=b.getParentByNames(k,["TD","TH"],b.cellEditor.text2),u=b.getParentByName(k,"TR",b.cellEditor.text2);if(null==u)this.editorUi.menus.addInsertTableItem(d);else{var m=b.getParentByName(u,"TABLE",b.cellEditor.text2);k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(m,null!=n?n.cellIndex:0))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnbefore");k.setAttribute("title",mxResources.get("insertColumnBefore")); +k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(m,null!=n?n.cellIndex+1:-1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnafter");k.setAttribute("title",mxResources.get("insertColumnAfter"));k=d.addItem("Delete column",null,mxUtils.bind(this,function(){if(null!=n)try{b.deleteColumn(m,n.cellIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deletecolumn");k.setAttribute("title",mxResources.get("deleteColumn")); +k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(m,u.sectionRowIndex))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowbefore");k.setAttribute("title",mxResources.get("insertRowBefore"));k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(m,u.sectionRowIndex+1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowafter");k.setAttribute("title",mxResources.get("insertRowAfter"));k=d.addItem("", +null,mxUtils.bind(this,function(){try{b.deleteRow(m,u.sectionRowIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deleterow");k.setAttribute("title",mxResources.get("deleteRow"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=m.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,D,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+("0"+Number(D).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r, +function(x){null==x||x==mxConstants.NONE?(m.removeAttribute("border"),m.style.border="",m.style.borderCollapse=""):(m.setAttribute("border","1"),m.style.border="1px solid "+x,m.style.borderCollapse="collapse")})}),null,"geIcon geSprite geSprite-strokecolor");k.setAttribute("title",mxResources.get("borderColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=m.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,D,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+ +("0"+Number(D).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r,function(x){m.style.backgroundColor=null==x||x==mxConstants.NONE?"":x})}),null,"geIcon geSprite geSprite-fillcolor");k.setAttribute("title",mxResources.get("backgroundColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=m.getAttribute("cellPadding")||0;r=new FilenameDialog(this.editorUi,r,mxResources.get("apply"),mxUtils.bind(this,function(x){null!=x&&0<x.length?m.setAttribute("cellPadding", +x):m.removeAttribute("cellPadding")}),mxResources.get("spacing"));this.editorUi.showDialog(r.container,300,80,!0,!0);r.init()}),null,"geIcon geSprite geSprite-fit");k.setAttribute("title",mxResources.get("spacing"));k=d.addItem("",null,mxUtils.bind(this,function(){m.setAttribute("align","left")}),null,"geIcon geSprite geSprite-left");k.setAttribute("title",mxResources.get("left"));k=d.addItem("",null,mxUtils.bind(this,function(){m.setAttribute("align","center")}),null,"geIcon geSprite geSprite-center"); +k.setAttribute("title",mxResources.get("center"));k=d.addItem("",null,mxUtils.bind(this,function(){m.setAttribute("align","right")}),null,"geIcon geSprite geSprite-right");k.setAttribute("title",mxResources.get("right"))}}));g.style.position="relative";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.width="30px";g.innerText="";f=document.createElement("div");f.className="geSprite geSprite-table";f.style.marginLeft="-2px";g.appendChild(f);this.appendDropDownImageHtml(g);EditorUi.compactUi&& +(g.getElementsByTagName("img")[0].style.left="22px",g.getElementsByTagName("img")[0].style.top="5px")};Toolbar.prototype.hideMenu=function(){this.editorUi.hideCurrentMenu()};Toolbar.prototype.addMenu=function(a,b,f,e,g,d,k){var n=this.editorUi.menus.get(e),u=this.addMenuFunction(a,b,f,function(){n.funct.apply(n,arguments)},g,d);k||"function"!==typeof u.setEnabled||n.addListener("stateChanged",function(){u.setEnabled(n.enabled)});return u}; Toolbar.prototype.addMenuFunction=function(a,b,f,e,g,d){return this.addMenuFunctionInContainer(null!=g?g:this.container,a,b,f,e,d)};Toolbar.prototype.addMenuFunctionInContainer=function(a,b,f,e,g,d){b=e?this.createLabel(b):this.createButton(b);this.initElement(b,f);this.addMenuHandler(b,e,g,d);a.appendChild(b);return b};Toolbar.prototype.addSeparator=function(a){a=null!=a?a:this.container;var b=document.createElement("div");b.className="geSeparator";a.appendChild(b);return b}; Toolbar.prototype.addItems=function(a,b,f){for(var e=[],g=0;g<a.length;g++){var d=a[g];"-"==d?e.push(this.addSeparator(b)):e.push(this.addItem("geSprite-"+d.toLowerCase(),d,b,f))}return e};Toolbar.prototype.addItem=function(a,b,f,e){var g=this.editorUi.actions.get(b),d=null;null!=g&&(b=g.label,null!=g.shortcut&&(b+=" ("+g.shortcut+")"),d=this.addButton(a,b,g.funct,f),e||"function"!==typeof d.setEnabled||(d.setEnabled(g.enabled),g.addListener("stateChanged",function(){d.setEnabled(g.enabled)})));return d}; Toolbar.prototype.addButton=function(a,b,f,e){a=this.createButton(a);e=null!=e?e:this.container;this.initElement(a,b);this.addClickHandler(a,f);e.appendChild(a);return a};Toolbar.prototype.initElement=function(a,b){null!=b&&a.setAttribute("title",b);this.addEnabledState(a)};Toolbar.prototype.addEnabledState=function(a){var b=a.className;a.setEnabled=function(f){a.enabled=f;a.className=f?b:b+" mxDisabled"};a.setEnabled(!0)}; Toolbar.prototype.addClickHandler=function(a,b){null!=b&&(mxEvent.addListener(a,"click",function(f){a.enabled&&b(f);mxEvent.consume(f)}),mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(f){f.preventDefault()})))};Toolbar.prototype.createButton=function(a){var b=document.createElement("a");b.className="geButton";var f=document.createElement("div");null!=a&&(f.className="geSprite "+a);b.appendChild(f);return b}; Toolbar.prototype.createLabel=function(a,b){b=document.createElement("a");b.className="geLabel";mxUtils.write(b,a);return b}; -Toolbar.prototype.addMenuHandler=function(a,b,f,e){if(null!=f){var g=this.editorUi.editor.graph,d=null,k=!0;mxEvent.addListener(a,"click",mxUtils.bind(this,function(m){if(k&&(null==a.enabled||a.enabled)){g.popupMenuHandler.hideMenu();d=new mxPopupMenu(f);d.div.className+=" geToolbarMenu";d.showDisabled=e;d.labels=b;d.autoExpand=!0;!b&&d.div.scrollHeight>d.div.clientHeight&&(d.div.style.width="40px");d.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(d,arguments);this.editorUi.resetCurrentMenu(); -d.destroy()});var u=mxUtils.getOffset(a);d.popup(u.x,u.y+a.offsetHeight,null,m);this.editorUi.setCurrentMenu(d,a)}k=!0;mxEvent.consume(m)}));mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(m){k=null==d||null==d.div||null==d.div.parentNode;m.preventDefault()}))}};Toolbar.prototype.destroy=function(){null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null)};var OpenDialog=function(){var a=document.createElement("iframe");a.style.backgroundColor="transparent";a.allowTransparency="true";a.style.borderStyle="none";a.style.borderWidth="0px";a.style.overflow="hidden";a.style.maxWidth="100%";a.frameBorder="0";a.setAttribute("width",(Editor.useLocalStorage?640:320)+"px");a.setAttribute("height",(Editor.useLocalStorage?480:220)+"px");a.setAttribute("src",OPEN_FORM);this.container=a},ColorDialog=function(a,b,f,e){function g(){var I=k.value;/(^#?[a-zA-Z0-9]*$)/.test(I)? -("none"!=I&&"#"!=I.charAt(0)&&(I="#"+I),ColorDialog.addRecentColor("none"!=I?I.substring(1):I,12),m(I),a.hideDialog()):a.handleError({message:mxResources.get("invalidInput")})}function d(){var I=r(0==ColorDialog.recentColors.length?["FFFFFF"]:ColorDialog.recentColors,11,"FFFFFF",!0);I.style.marginBottom="8px";return I}this.editorUi=a;var k=document.createElement("input");k.style.marginBottom="10px";mxClient.IS_IE&&(k.style.marginTop="10px",document.body.appendChild(k));var m=null!=f?f:this.createApplyFunction(); -this.init=function(){mxClient.IS_TOUCH||k.focus()};var u=new mxJSColor.color(k);u.pickerOnfocus=!1;u.showPicker();f=document.createElement("div");mxJSColor.picker.box.style.position="relative";mxJSColor.picker.box.style.width="230px";mxJSColor.picker.box.style.height="100px";mxJSColor.picker.box.style.paddingBottom="10px";f.appendChild(mxJSColor.picker.box);var n=document.createElement("center"),r=mxUtils.bind(this,function(I,D,N,S){D=null!=D?D:12;var T=document.createElement("table");T.style.borderCollapse= -"collapse";T.setAttribute("cellspacing","0");T.style.marginBottom="20px";T.style.cellSpacing="0px";T.style.marginLeft="1px";var P=document.createElement("tbody");T.appendChild(P);for(var Z=I.length/D,U=0;U<Z;U++){for(var V=document.createElement("tr"),aa=0;aa<D;aa++)mxUtils.bind(this,function(ia){var ea=document.createElement("td");ea.style.border="0px solid black";ea.style.padding="0px";ea.style.width="16px";ea.style.height="16px";null==ia&&(ia=N);if(null!=ia){ea.style.borderWidth="1px";"none"== -ia?ea.style.background="url('"+Dialog.prototype.noColorImage+"')":ea.style.backgroundColor="#"+ia;var qa=this.colorNames[ia.toUpperCase()];null!=qa&&ea.setAttribute("title",qa)}V.appendChild(ea);null!=ia&&(ea.style.cursor="pointer",mxEvent.addListener(ea,"click",function(){"none"==ia?(u.fromString("ffffff"),k.value="none"):u.fromString(ia)}),mxEvent.addListener(ea,"dblclick",g))})(I[U*D+aa]);P.appendChild(V)}S&&(I=document.createElement("td"),I.setAttribute("title",mxResources.get("reset")),I.style.border= -"1px solid black",I.style.padding="0px",I.style.width="16px",I.style.height="16px",I.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')",I.style.backgroundPosition="center center",I.style.backgroundRepeat="no-repeat",I.style.cursor="pointer",V.appendChild(I),mxEvent.addListener(I,"click",function(){ColorDialog.resetRecentColors();T.parentNode.replaceChild(d(),T)}));n.appendChild(T);return T});f.appendChild(k);if(mxClient.IS_IE||mxClient.IS_IE11)k.style.width="216px";else{k.style.width= +Toolbar.prototype.addMenuHandler=function(a,b,f,e){if(null!=f){var g=this.editorUi.editor.graph,d=null,k=!0;mxEvent.addListener(a,"click",mxUtils.bind(this,function(n){if(k&&(null==a.enabled||a.enabled)){g.popupMenuHandler.hideMenu();d=new mxPopupMenu(f);d.div.className+=" geToolbarMenu";d.showDisabled=e;d.labels=b;d.autoExpand=!0;!b&&d.div.scrollHeight>d.div.clientHeight&&(d.div.style.width="40px");d.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(d,arguments);this.editorUi.resetCurrentMenu(); +d.destroy()});var u=mxUtils.getOffset(a);d.popup(u.x,u.y+a.offsetHeight,null,n);this.editorUi.setCurrentMenu(d,a)}k=!0;mxEvent.consume(n)}));mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(n){k=null==d||null==d.div||null==d.div.parentNode;n.preventDefault()}))}};Toolbar.prototype.destroy=function(){null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null)};var OpenDialog=function(){var a=document.createElement("iframe");a.style.backgroundColor="transparent";a.allowTransparency="true";a.style.borderStyle="none";a.style.borderWidth="0px";a.style.overflow="hidden";a.style.maxWidth="100%";a.frameBorder="0";a.setAttribute("width",(Editor.useLocalStorage?640:320)+"px");a.setAttribute("height",(Editor.useLocalStorage?480:220)+"px");a.setAttribute("src",OPEN_FORM);this.container=a},ColorDialog=function(a,b,f,e){function g(){var J=k.value;/(^#?[a-zA-Z0-9]*$)/.test(J)? +("none"!=J&&"#"!=J.charAt(0)&&(J="#"+J),ColorDialog.addRecentColor("none"!=J?J.substring(1):J,12),n(J),a.hideDialog()):a.handleError({message:mxResources.get("invalidInput")})}function d(){var J=r(0==ColorDialog.recentColors.length?["FFFFFF"]:ColorDialog.recentColors,11,"FFFFFF",!0);J.style.marginBottom="8px";return J}this.editorUi=a;var k=document.createElement("input");k.style.marginBottom="10px";mxClient.IS_IE&&(k.style.marginTop="10px",document.body.appendChild(k));var n=null!=f?f:this.createApplyFunction(); +this.init=function(){mxClient.IS_TOUCH||k.focus()};var u=new mxJSColor.color(k);u.pickerOnfocus=!1;u.showPicker();f=document.createElement("div");mxJSColor.picker.box.style.position="relative";mxJSColor.picker.box.style.width="230px";mxJSColor.picker.box.style.height="100px";mxJSColor.picker.box.style.paddingBottom="10px";f.appendChild(mxJSColor.picker.box);var m=document.createElement("center"),r=mxUtils.bind(this,function(J,C,O,R){C=null!=C?C:12;var T=document.createElement("table");T.style.borderCollapse= +"collapse";T.setAttribute("cellspacing","0");T.style.marginBottom="20px";T.style.cellSpacing="0px";T.style.marginLeft="1px";var Q=document.createElement("tbody");T.appendChild(Q);for(var aa=J.length/C,S=0;S<aa;S++){for(var P=document.createElement("tr"),X=0;X<C;X++)mxUtils.bind(this,function(ha){var fa=document.createElement("td");fa.style.border="0px solid black";fa.style.padding="0px";fa.style.width="16px";fa.style.height="16px";null==ha&&(ha=O);if(null!=ha){fa.style.borderWidth="1px";"none"==ha? +fa.style.background="url('"+Dialog.prototype.noColorImage+"')":fa.style.backgroundColor="#"+ha;var sa=this.colorNames[ha.toUpperCase()];null!=sa&&fa.setAttribute("title",sa)}P.appendChild(fa);null!=ha&&(fa.style.cursor="pointer",mxEvent.addListener(fa,"click",function(){"none"==ha?(u.fromString("ffffff"),k.value="none"):u.fromString(ha)}),mxEvent.addListener(fa,"dblclick",g))})(J[S*C+X]);Q.appendChild(P)}R&&(J=document.createElement("td"),J.setAttribute("title",mxResources.get("reset")),J.style.border= +"1px solid black",J.style.padding="0px",J.style.width="16px",J.style.height="16px",J.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')",J.style.backgroundPosition="center center",J.style.backgroundRepeat="no-repeat",J.style.cursor="pointer",P.appendChild(J),mxEvent.addListener(J,"click",function(){ColorDialog.resetRecentColors();T.parentNode.replaceChild(d(),T)}));m.appendChild(T);return T});f.appendChild(k);if(mxClient.IS_IE||mxClient.IS_IE11)k.style.width="216px";else{k.style.width= "182px";var x=document.createElement("input");x.setAttribute("type","color");x.style.visibility="hidden";x.style.width="0px";x.style.height="0px";x.style.border="none";x.style.marginLeft="2px";f.style.whiteSpace="nowrap";f.appendChild(x);f.appendChild(mxUtils.button("...",function(){document.activeElement==x?k.focus():(x.value="#"+k.value,x.click())}));mxEvent.addListener(x,"input",function(){u.fromString(x.value.substring(1))})}mxUtils.br(f);d();var B=r(this.presetColors);B.style.marginBottom="8px"; -B=r(this.defaultColors);B.style.marginBottom="16px";f.appendChild(n);B=document.createElement("div");B.style.textAlign="right";B.style.whiteSpace="nowrap";var C=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=e&&e()});C.className="geBtn";a.editor.cancelFirst&&B.appendChild(C);var F=mxUtils.button(mxResources.get("apply"),g);F.className="geBtn gePrimaryBtn";B.appendChild(F);a.editor.cancelFirst||B.appendChild(C);null!=b&&("none"==b?(u.fromString("ffffff"),k.value="none"):u.fromString(b)); -f.appendChild(B);this.picker=u;this.colorInput=k;mxEvent.addListener(f,"keydown",function(I){27==I.keyCode&&(a.hideDialog(),null!=e&&e(),mxEvent.consume(I))});this.container=f};ColorDialog.prototype.presetColors="E6D0DE CDA2BE B5739D E1D5E7 C3ABD0 A680B8 D4E1F5 A9C4EB 7EA6E0 D5E8D4 9AC7BF 67AB9F D5E8D4 B9E0A5 97D077 FFF2CC FFE599 FFD966 FFF4C3 FFCE9F FFB570 F8CECC F19C99 EA6B66".split(" ");ColorDialog.prototype.colorNames={};ColorDialog.prototype.defaultColors="none FFFFFF E6E6E6 CCCCCC B3B3B3 999999 808080 666666 4D4D4D 333333 1A1A1A 000000 FFCCCC FFE6CC FFFFCC E6FFCC CCFFCC CCFFE6 CCFFFF CCE5FF CCCCFF E5CCFF FFCCFF FFCCE6 FF9999 FFCC99 FFFF99 CCFF99 99FF99 99FFCC 99FFFF 99CCFF 9999FF CC99FF FF99FF FF99CC FF6666 FFB366 FFFF66 B3FF66 66FF66 66FFB3 66FFFF 66B2FF 6666FF B266FF FF66FF FF66B3 FF3333 FF9933 FFFF33 99FF33 33FF33 33FF99 33FFFF 3399FF 3333FF 9933FF FF33FF FF3399 FF0000 FF8000 FFFF00 80FF00 00FF00 00FF80 00FFFF 007FFF 0000FF 7F00FF FF00FF FF0080 CC0000 CC6600 CCCC00 66CC00 00CC00 00CC66 00CCCC 0066CC 0000CC 6600CC CC00CC CC0066 990000 994C00 999900 4D9900 009900 00994D 009999 004C99 000099 4C0099 990099 99004D 660000 663300 666600 336600 006600 006633 006666 003366 000066 330066 660066 660033 330000 331A00 333300 1A3300 003300 00331A 003333 001933 000033 190033 330033 33001A".split(" "); +B=r(this.defaultColors);B.style.marginBottom="16px";f.appendChild(m);B=document.createElement("div");B.style.textAlign="right";B.style.whiteSpace="nowrap";var D=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=e&&e()});D.className="geBtn";a.editor.cancelFirst&&B.appendChild(D);var F=mxUtils.button(mxResources.get("apply"),g);F.className="geBtn gePrimaryBtn";B.appendChild(F);a.editor.cancelFirst||B.appendChild(D);null!=b&&("none"==b?(u.fromString("ffffff"),k.value="none"):u.fromString(b)); +f.appendChild(B);this.picker=u;this.colorInput=k;mxEvent.addListener(f,"keydown",function(J){27==J.keyCode&&(a.hideDialog(),null!=e&&e(),mxEvent.consume(J))});this.container=f};ColorDialog.prototype.presetColors="E6D0DE CDA2BE B5739D E1D5E7 C3ABD0 A680B8 D4E1F5 A9C4EB 7EA6E0 D5E8D4 9AC7BF 67AB9F D5E8D4 B9E0A5 97D077 FFF2CC FFE599 FFD966 FFF4C3 FFCE9F FFB570 F8CECC F19C99 EA6B66".split(" ");ColorDialog.prototype.colorNames={};ColorDialog.prototype.defaultColors="none FFFFFF E6E6E6 CCCCCC B3B3B3 999999 808080 666666 4D4D4D 333333 1A1A1A 000000 FFCCCC FFE6CC FFFFCC E6FFCC CCFFCC CCFFE6 CCFFFF CCE5FF CCCCFF E5CCFF FFCCFF FFCCE6 FF9999 FFCC99 FFFF99 CCFF99 99FF99 99FFCC 99FFFF 99CCFF 9999FF CC99FF FF99FF FF99CC FF6666 FFB366 FFFF66 B3FF66 66FF66 66FFB3 66FFFF 66B2FF 6666FF B266FF FF66FF FF66B3 FF3333 FF9933 FFFF33 99FF33 33FF33 33FF99 33FFFF 3399FF 3333FF 9933FF FF33FF FF3399 FF0000 FF8000 FFFF00 80FF00 00FF00 00FF80 00FFFF 007FFF 0000FF 7F00FF FF00FF FF0080 CC0000 CC6600 CCCC00 66CC00 00CC00 00CC66 00CCCC 0066CC 0000CC 6600CC CC00CC CC0066 990000 994C00 999900 4D9900 009900 00994D 009999 004C99 000099 4C0099 990099 99004D 660000 663300 666600 336600 006600 006633 006666 003366 000066 330066 660066 660033 330000 331A00 333300 1A3300 003300 00331A 003333 001933 000033 190033 330033 33001A".split(" "); ColorDialog.prototype.createApplyFunction=function(){return mxUtils.bind(this,function(a){var b=this.editorUi.editor.graph;b.getModel().beginUpdate();try{b.setCellStyles(this.currentColorKey,a),this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[this.currentColorKey],"values",[a],"cells",b.getSelectionCells()))}finally{b.getModel().endUpdate()}})};ColorDialog.recentColors=[]; ColorDialog.addRecentColor=function(a,b){null!=a&&(mxUtils.remove(a,ColorDialog.recentColors),ColorDialog.recentColors.splice(0,0,a),ColorDialog.recentColors.length>=b&&ColorDialog.recentColors.pop())};ColorDialog.resetRecentColors=function(){ColorDialog.recentColors=[]}; var AboutDialog=function(a){var b=document.createElement("div");b.setAttribute("align","center");var f=document.createElement("h3");mxUtils.write(f,mxResources.get("about")+" GraphEditor");b.appendChild(f);f=document.createElement("img");f.style.border="0px";f.setAttribute("width","176");f.setAttribute("width","151");f.setAttribute("src",IMAGE_PATH+"/logo.png");b.appendChild(f);mxUtils.br(b);mxUtils.write(b,"Powered by mxGraph "+mxClient.VERSION);mxUtils.br(b);f=document.createElement("a");f.setAttribute("href", -"http://www.jgraph.com/");f.setAttribute("target","_blank");mxUtils.write(f,"www.jgraph.com");b.appendChild(f);mxUtils.br(b);mxUtils.br(b);f=mxUtils.button(mxResources.get("close"),function(){a.hideDialog()});f.className="geBtn gePrimaryBtn";b.appendChild(f);this.container=b},TextareaDialog=function(a,b,f,e,g,d,k,m,u,n,r,x,B,C,F){n=null!=n?n:!1;k=document.createElement("div");k.style.position="absolute";k.style.top="20px";k.style.bottom="20px";k.style.left="20px";k.style.right="20px";m=document.createElement("div"); -m.style.position="absolute";m.style.left="0px";m.style.right="0px";var I=m.cloneNode(!1),D=m.cloneNode(!1);m.style.top="0px";m.style.height="20px";I.style.top="20px";I.style.bottom="64px";D.style.bottom="0px";D.style.height="60px";D.style.textAlign="center";mxUtils.write(m,b);k.appendChild(m);k.appendChild(I);k.appendChild(D);null!=F&&m.appendChild(F);var N=document.createElement("textarea");r&&N.setAttribute("wrap","off");N.setAttribute("spellcheck","false");N.setAttribute("autocorrect","off");N.setAttribute("autocomplete", -"off");N.setAttribute("autocapitalize","off");mxUtils.write(N,f||"");N.style.resize="none";N.style.outline="none";N.style.position="absolute";N.style.boxSizing="border-box";N.style.top="0px";N.style.left="0px";N.style.height="100%";N.style.width="100%";this.textarea=N;this.init=function(){N.focus();N.scrollTop=0};I.appendChild(N);null!=B&&(b=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(B)}),b.className="geBtn",D.appendChild(b));if(null!=C)for(b=0;b<C.length;b++)(function(T, -P,Z){T=mxUtils.button(T,function(U){P(U,N)});null!=Z&&T.setAttribute("title",Z);T.className="geBtn";D.appendChild(T)})(C[b][0],C[b][1],C[b][2]);d=mxUtils.button(d||mxResources.get("cancel"),function(){a.hideDialog();null!=g&&g()});d.setAttribute("title","Escape");d.className="geBtn";a.editor.cancelFirst&&D.appendChild(d);null!=u&&u(D,N);if(null!=e){var S=mxUtils.button(x||mxResources.get("apply"),function(){n||a.hideDialog();e(N.value)});S.setAttribute("title","Ctrl+Enter");S.className="geBtn gePrimaryBtn"; -D.appendChild(S);mxEvent.addListener(N,"keypress",function(T){13==T.keyCode&&mxEvent.isControlDown(T)&&S.click()})}a.editor.cancelFirst||D.appendChild(d);this.container=k},EditDiagramDialog=function(a){var b=document.createElement("div");b.style.textAlign="right";var f=document.createElement("textarea");f.setAttribute("wrap","off");f.setAttribute("spellcheck","false");f.setAttribute("autocorrect","off");f.setAttribute("autocomplete","off");f.setAttribute("autocapitalize","off");f.style.overflow="auto"; -f.style.resize="none";f.style.width="600px";f.style.height="360px";f.style.marginBottom="16px";f.value=mxUtils.getPrettyXml(a.editor.getGraphXml());b.appendChild(f);this.init=function(){f.focus()};Graph.fileSupport&&(f.addEventListener("dragover",function(k){k.stopPropagation();k.preventDefault()},!1),f.addEventListener("drop",function(k){k.stopPropagation();k.preventDefault();if(0<k.dataTransfer.files.length){k=k.dataTransfer.files[0];var m=new FileReader;m.onload=function(u){f.value=u.target.result}; -m.readAsText(k)}else f.value=a.extractGraphModelFromEvent(k)},!1));var e=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});e.className="geBtn";a.editor.cancelFirst&&b.appendChild(e);var g=document.createElement("select");g.style.width="180px";g.className="geBtn";if(a.editor.graph.isEnabled()){var d=document.createElement("option");d.setAttribute("value","replace");mxUtils.write(d,mxResources.get("replaceExistingDrawing"));g.appendChild(d)}d=document.createElement("option");d.setAttribute("value", -"new");mxUtils.write(d,mxResources.get("openInNewWindow"));EditDiagramDialog.showNewWindowOption&&g.appendChild(d);a.editor.graph.isEnabled()&&(d=document.createElement("option"),d.setAttribute("value","import"),mxUtils.write(d,mxResources.get("addToExistingDrawing")),g.appendChild(d));b.appendChild(g);d=mxUtils.button(mxResources.get("ok"),function(){var k=Graph.zapGremlins(mxUtils.trim(f.value)),m=null;if("new"==g.value)a.hideDialog(),a.editor.editAsNew(k);else if("replace"==g.value){a.editor.graph.model.beginUpdate(); -try{a.editor.setGraphXml(mxUtils.parseXml(k).documentElement),a.hideDialog()}catch(x){m=x}finally{a.editor.graph.model.endUpdate()}}else if("import"==g.value){a.editor.graph.model.beginUpdate();try{var u=mxUtils.parseXml(k),n=new mxGraphModel;(new mxCodec(u)).decode(u.documentElement,n);var r=n.getChildren(n.getChildAt(n.getRoot(),0));a.editor.graph.setSelectionCells(a.editor.graph.importCells(r));a.hideDialog()}catch(x){m=x}finally{a.editor.graph.model.endUpdate()}}null!=m&&mxUtils.alert(m.message)}); +"http://www.jgraph.com/");f.setAttribute("target","_blank");mxUtils.write(f,"www.jgraph.com");b.appendChild(f);mxUtils.br(b);mxUtils.br(b);f=mxUtils.button(mxResources.get("close"),function(){a.hideDialog()});f.className="geBtn gePrimaryBtn";b.appendChild(f);this.container=b},TextareaDialog=function(a,b,f,e,g,d,k,n,u,m,r,x,B,D,F){m=null!=m?m:!1;k=document.createElement("div");k.style.position="absolute";k.style.top="20px";k.style.bottom="20px";k.style.left="20px";k.style.right="20px";n=document.createElement("div"); +n.style.position="absolute";n.style.left="0px";n.style.right="0px";var J=n.cloneNode(!1),C=n.cloneNode(!1);n.style.top="0px";n.style.height="20px";J.style.top="20px";J.style.bottom="64px";C.style.bottom="0px";C.style.height="60px";C.style.textAlign="center";mxUtils.write(n,b);k.appendChild(n);k.appendChild(J);k.appendChild(C);null!=F&&n.appendChild(F);var O=document.createElement("textarea");r&&O.setAttribute("wrap","off");O.setAttribute("spellcheck","false");O.setAttribute("autocorrect","off");O.setAttribute("autocomplete", +"off");O.setAttribute("autocapitalize","off");mxUtils.write(O,f||"");O.style.resize="none";O.style.outline="none";O.style.position="absolute";O.style.boxSizing="border-box";O.style.top="0px";O.style.left="0px";O.style.height="100%";O.style.width="100%";this.textarea=O;this.init=function(){O.focus();O.scrollTop=0};J.appendChild(O);null!=B&&(b=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(B)}),b.className="geBtn",C.appendChild(b));if(null!=D)for(b=0;b<D.length;b++)(function(T, +Q,aa){T=mxUtils.button(T,function(S){Q(S,O)});null!=aa&&T.setAttribute("title",aa);T.className="geBtn";C.appendChild(T)})(D[b][0],D[b][1],D[b][2]);d=mxUtils.button(d||mxResources.get("cancel"),function(){a.hideDialog();null!=g&&g()});d.setAttribute("title","Escape");d.className="geBtn";a.editor.cancelFirst&&C.appendChild(d);null!=u&&u(C,O);if(null!=e){var R=mxUtils.button(x||mxResources.get("apply"),function(){m||a.hideDialog();e(O.value)});R.setAttribute("title","Ctrl+Enter");R.className="geBtn gePrimaryBtn"; +C.appendChild(R);mxEvent.addListener(O,"keypress",function(T){13==T.keyCode&&mxEvent.isControlDown(T)&&R.click()})}a.editor.cancelFirst||C.appendChild(d);this.container=k},EditDiagramDialog=function(a){var b=document.createElement("div");b.style.textAlign="right";var f=document.createElement("textarea");f.setAttribute("wrap","off");f.setAttribute("spellcheck","false");f.setAttribute("autocorrect","off");f.setAttribute("autocomplete","off");f.setAttribute("autocapitalize","off");f.style.overflow="auto"; +f.style.resize="none";f.style.width="600px";f.style.height="360px";f.style.marginBottom="16px";f.value=mxUtils.getPrettyXml(a.editor.getGraphXml());b.appendChild(f);this.init=function(){f.focus()};Graph.fileSupport&&(f.addEventListener("dragover",function(k){k.stopPropagation();k.preventDefault()},!1),f.addEventListener("drop",function(k){k.stopPropagation();k.preventDefault();if(0<k.dataTransfer.files.length){k=k.dataTransfer.files[0];var n=new FileReader;n.onload=function(u){f.value=u.target.result}; +n.readAsText(k)}else f.value=a.extractGraphModelFromEvent(k)},!1));var e=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});e.className="geBtn";a.editor.cancelFirst&&b.appendChild(e);var g=document.createElement("select");g.style.width="180px";g.className="geBtn";if(a.editor.graph.isEnabled()){var d=document.createElement("option");d.setAttribute("value","replace");mxUtils.write(d,mxResources.get("replaceExistingDrawing"));g.appendChild(d)}d=document.createElement("option");d.setAttribute("value", +"new");mxUtils.write(d,mxResources.get("openInNewWindow"));EditDiagramDialog.showNewWindowOption&&g.appendChild(d);a.editor.graph.isEnabled()&&(d=document.createElement("option"),d.setAttribute("value","import"),mxUtils.write(d,mxResources.get("addToExistingDrawing")),g.appendChild(d));b.appendChild(g);d=mxUtils.button(mxResources.get("ok"),function(){var k=Graph.zapGremlins(mxUtils.trim(f.value)),n=null;if("new"==g.value)a.hideDialog(),a.editor.editAsNew(k);else if("replace"==g.value){a.editor.graph.model.beginUpdate(); +try{a.editor.setGraphXml(mxUtils.parseXml(k).documentElement),a.hideDialog()}catch(x){n=x}finally{a.editor.graph.model.endUpdate()}}else if("import"==g.value){a.editor.graph.model.beginUpdate();try{var u=mxUtils.parseXml(k),m=new mxGraphModel;(new mxCodec(u)).decode(u.documentElement,m);var r=m.getChildren(m.getChildAt(m.getRoot(),0));a.editor.graph.setSelectionCells(a.editor.graph.importCells(r));a.hideDialog()}catch(x){n=x}finally{a.editor.graph.model.endUpdate()}}null!=n&&mxUtils.alert(n.message)}); d.className="geBtn gePrimaryBtn";b.appendChild(d);a.editor.cancelFirst||b.appendChild(e);this.container=b};EditDiagramDialog.showNewWindowOption=!0; -var ExportDialog=function(a){function b(){var V=r.value,aa=V.lastIndexOf(".");r.value=0<aa?V.substring(0,aa+1)+x.value:V+"."+x.value;"xml"===x.value?(B.setAttribute("disabled","true"),C.setAttribute("disabled","true"),F.setAttribute("disabled","true"),P.setAttribute("disabled","true")):(B.removeAttribute("disabled"),C.removeAttribute("disabled"),F.removeAttribute("disabled"),P.removeAttribute("disabled"));"png"===x.value||"svg"===x.value||"pdf"===x.value?S.removeAttribute("disabled"):S.setAttribute("disabled", -"disabled");"png"===x.value||"jpg"===x.value||"pdf"===x.value?T.removeAttribute("disabled"):T.setAttribute("disabled","disabled");"png"===x.value?(I.removeAttribute("disabled"),D.removeAttribute("disabled")):(I.setAttribute("disabled","disabled"),D.setAttribute("disabled","disabled"))}function f(){C.style.backgroundColor=C.value*F.value>MAX_AREA||0>=C.value?"red":"";F.style.backgroundColor=C.value*F.value>MAX_AREA||0>=F.value?"red":""}var e=a.editor.graph,g=e.getGraphBounds(),d=e.view.scale,k=Math.ceil(g.width/ -d),m=Math.ceil(g.height/d);d=document.createElement("table");var u=document.createElement("tbody");d.setAttribute("cellpadding",mxClient.IS_SF?"0":"2");g=document.createElement("tr");var n=document.createElement("td");n.style.fontSize="10pt";n.style.width="100px";mxUtils.write(n,mxResources.get("filename")+":");g.appendChild(n);var r=document.createElement("input");r.setAttribute("value",a.editor.getOrCreateFilename());r.style.width="180px";n=document.createElement("td");n.appendChild(r);g.appendChild(n); -u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("format")+":");g.appendChild(n);var x=document.createElement("select");x.style.width="180px";n=document.createElement("option");n.setAttribute("value","png");mxUtils.write(n,mxResources.get("formatPng"));x.appendChild(n);n=document.createElement("option");ExportDialog.showGifOption&&(n.setAttribute("value","gif"),mxUtils.write(n,mxResources.get("formatGif")),x.appendChild(n)); -n=document.createElement("option");n.setAttribute("value","jpg");mxUtils.write(n,mxResources.get("formatJpg"));x.appendChild(n);n=document.createElement("option");n.setAttribute("value","pdf");mxUtils.write(n,mxResources.get("formatPdf"));x.appendChild(n);n=document.createElement("option");n.setAttribute("value","svg");mxUtils.write(n,mxResources.get("formatSvg"));x.appendChild(n);ExportDialog.showXmlOption&&(n=document.createElement("option"),n.setAttribute("value","xml"),mxUtils.write(n,mxResources.get("formatXml")), -x.appendChild(n));n=document.createElement("td");n.appendChild(x);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("zoom")+" (%):");g.appendChild(n);var B=document.createElement("input");B.setAttribute("type","number");B.setAttribute("value","100");B.style.width="180px";n=document.createElement("td");n.appendChild(B);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td"); -n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("width")+":");g.appendChild(n);var C=document.createElement("input");C.setAttribute("value",k);C.style.width="180px";n=document.createElement("td");n.appendChild(C);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("height")+":");g.appendChild(n);var F=document.createElement("input");F.setAttribute("value",m);F.style.width="180px";n=document.createElement("td"); -n.appendChild(F);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("dpi")+":");g.appendChild(n);var I=document.createElement("select");I.style.width="180px";n=document.createElement("option");n.setAttribute("value","100");mxUtils.write(n,"100dpi");I.appendChild(n);n=document.createElement("option");n.setAttribute("value","200");mxUtils.write(n,"200dpi");I.appendChild(n);n=document.createElement("option"); -n.setAttribute("value","300");mxUtils.write(n,"300dpi");I.appendChild(n);n=document.createElement("option");n.setAttribute("value","400");mxUtils.write(n,"400dpi");I.appendChild(n);n=document.createElement("option");n.setAttribute("value","custom");mxUtils.write(n,mxResources.get("custom"));I.appendChild(n);var D=document.createElement("input");D.style.width="180px";D.style.display="none";D.setAttribute("value","100");D.setAttribute("type","number");D.setAttribute("min","50");D.setAttribute("step", -"50");var N=!1;mxEvent.addListener(I,"change",function(){"custom"==this.value?(this.style.display="none",D.style.display="",D.focus()):(D.value=this.value,N||(B.value=this.value))});mxEvent.addListener(D,"change",function(){var V=parseInt(D.value);isNaN(V)||0>=V?D.style.backgroundColor="red":(D.style.backgroundColor="",N||(B.value=V))});n=document.createElement("td");n.appendChild(I);n.appendChild(D);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize= -"10pt";mxUtils.write(n,mxResources.get("background")+":");g.appendChild(n);var S=document.createElement("input");S.setAttribute("type","checkbox");S.checked=null==e.background||e.background==mxConstants.NONE;n=document.createElement("td");n.appendChild(S);mxUtils.write(n,mxResources.get("transparent"));g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("grid")+":");g.appendChild(n);var T=document.createElement("input"); -T.setAttribute("type","checkbox");T.checked=!1;n=document.createElement("td");n.appendChild(T);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("borderWidth")+":");g.appendChild(n);var P=document.createElement("input");P.setAttribute("type","number");P.setAttribute("value",ExportDialog.lastBorderValue);P.style.width="180px";n=document.createElement("td");n.appendChild(P);g.appendChild(n);u.appendChild(g); -d.appendChild(u);mxEvent.addListener(x,"change",b);b();mxEvent.addListener(B,"change",function(){N=!0;var V=Math.max(0,parseFloat(B.value)||100)/100;B.value=parseFloat((100*V).toFixed(2));0<k?(C.value=Math.floor(k*V),F.value=Math.floor(m*V)):(B.value="100",C.value=k,F.value=m);f()});mxEvent.addListener(C,"change",function(){var V=parseInt(C.value)/k;0<V?(B.value=parseFloat((100*V).toFixed(2)),F.value=Math.floor(m*V)):(B.value="100",C.value=k,F.value=m);f()});mxEvent.addListener(F,"change",function(){var V= -parseInt(F.value)/m;0<V?(B.value=parseFloat((100*V).toFixed(2)),C.value=Math.floor(k*V)):(B.value="100",C.value=k,F.value=m);f()});g=document.createElement("tr");n=document.createElement("td");n.setAttribute("align","right");n.style.paddingTop="22px";n.colSpan=2;var Z=mxUtils.button(mxResources.get("export"),mxUtils.bind(this,function(){if(0>=parseInt(B.value))mxUtils.alert(mxResources.get("drawingEmpty"));else{var V=r.value,aa=x.value,ia=Math.max(0,parseFloat(B.value)||100)/100,ea=Math.max(0,parseInt(P.value)), -qa=e.background,O=Math.max(1,parseInt(D.value));if(("svg"==aa||"png"==aa||"pdf"==aa)&&S.checked)qa=null;else if(null==qa||qa==mxConstants.NONE)qa="#ffffff";ExportDialog.lastBorderValue=ea;ExportDialog.exportFile(a,V,aa,qa,ia,ea,O,T.checked)}}));Z.className="geBtn gePrimaryBtn";var U=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});U.className="geBtn";a.editor.cancelFirst?(n.appendChild(U),n.appendChild(Z)):(n.appendChild(Z),n.appendChild(U));g.appendChild(n);u.appendChild(g);d.appendChild(u); -this.container=d};ExportDialog.lastBorderValue=0;ExportDialog.showGifOption=!0;ExportDialog.showXmlOption=!0; -ExportDialog.exportFile=function(a,b,f,e,g,d,k,m){m=a.editor.graph;if("xml"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(a.editor.getGraphXml()),b,f);else if("svg"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(m.getSvg(e,g,d)),b,f);else{var u=m.getGraphBounds(),n=mxUtils.createXmlDocument(),r=n.createElement("output");n.appendChild(r);n=new mxXmlCanvas2D(r);n.translate(Math.floor((d/g-u.x)/m.view.scale),Math.floor((d/g-u.y)/m.view.scale));n.scale(g/m.view.scale);(new mxImageExport).drawState(m.getView().getState(m.model.root), -n);r="xml="+encodeURIComponent(mxUtils.getXml(r));n=Math.ceil(u.width*g/m.view.scale+2*d);g=Math.ceil(u.height*g/m.view.scale+2*d);r.length<=MAX_REQUEST_SIZE&&n*g<MAX_AREA?(a.hideDialog(),(new mxXmlRequest(EXPORT_URL,"format="+f+"&filename="+encodeURIComponent(b)+"&bg="+(null!=e?e:"none")+"&w="+n+"&h="+g+"&"+r+"&dpi="+k)).simulate(document,"_blank")):mxUtils.alert(mxResources.get("drawingTooLarge"))}}; +var ExportDialog=function(a){function b(){var P=r.value,X=P.lastIndexOf(".");r.value=0<X?P.substring(0,X+1)+x.value:P+"."+x.value;"xml"===x.value?(B.setAttribute("disabled","true"),D.setAttribute("disabled","true"),F.setAttribute("disabled","true"),Q.setAttribute("disabled","true")):(B.removeAttribute("disabled"),D.removeAttribute("disabled"),F.removeAttribute("disabled"),Q.removeAttribute("disabled"));"png"===x.value||"svg"===x.value||"pdf"===x.value?R.removeAttribute("disabled"):R.setAttribute("disabled", +"disabled");"png"===x.value||"jpg"===x.value||"pdf"===x.value?T.removeAttribute("disabled"):T.setAttribute("disabled","disabled");"png"===x.value?(J.removeAttribute("disabled"),C.removeAttribute("disabled")):(J.setAttribute("disabled","disabled"),C.setAttribute("disabled","disabled"))}function f(){D.style.backgroundColor=D.value*F.value>MAX_AREA||0>=D.value?"red":"";F.style.backgroundColor=D.value*F.value>MAX_AREA||0>=F.value?"red":""}var e=a.editor.graph,g=e.getGraphBounds(),d=e.view.scale,k=Math.ceil(g.width/ +d),n=Math.ceil(g.height/d);d=document.createElement("table");var u=document.createElement("tbody");d.setAttribute("cellpadding",mxClient.IS_SF?"0":"2");g=document.createElement("tr");var m=document.createElement("td");m.style.fontSize="10pt";m.style.width="100px";mxUtils.write(m,mxResources.get("filename")+":");g.appendChild(m);var r=document.createElement("input");r.setAttribute("value",a.editor.getOrCreateFilename());r.style.width="180px";m=document.createElement("td");m.appendChild(r);g.appendChild(m); +u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("format")+":");g.appendChild(m);var x=document.createElement("select");x.style.width="180px";m=document.createElement("option");m.setAttribute("value","png");mxUtils.write(m,mxResources.get("formatPng"));x.appendChild(m);m=document.createElement("option");ExportDialog.showGifOption&&(m.setAttribute("value","gif"),mxUtils.write(m,mxResources.get("formatGif")),x.appendChild(m)); +m=document.createElement("option");m.setAttribute("value","jpg");mxUtils.write(m,mxResources.get("formatJpg"));x.appendChild(m);a.printPdfExport||(m=document.createElement("option"),m.setAttribute("value","pdf"),mxUtils.write(m,mxResources.get("formatPdf")),x.appendChild(m));m=document.createElement("option");m.setAttribute("value","svg");mxUtils.write(m,mxResources.get("formatSvg"));x.appendChild(m);ExportDialog.showXmlOption&&(m=document.createElement("option"),m.setAttribute("value","xml"),mxUtils.write(m, +mxResources.get("formatXml")),x.appendChild(m));m=document.createElement("td");m.appendChild(x);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("zoom")+" (%):");g.appendChild(m);var B=document.createElement("input");B.setAttribute("type","number");B.setAttribute("value","100");B.style.width="180px";m=document.createElement("td");m.appendChild(B);g.appendChild(m);u.appendChild(g);g=document.createElement("tr"); +m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("width")+":");g.appendChild(m);var D=document.createElement("input");D.setAttribute("value",k);D.style.width="180px";m=document.createElement("td");m.appendChild(D);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("height")+":");g.appendChild(m);var F=document.createElement("input");F.setAttribute("value",n);F.style.width= +"180px";m=document.createElement("td");m.appendChild(F);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("dpi")+":");g.appendChild(m);var J=document.createElement("select");J.style.width="180px";m=document.createElement("option");m.setAttribute("value","100");mxUtils.write(m,"100dpi");J.appendChild(m);m=document.createElement("option");m.setAttribute("value","200");mxUtils.write(m,"200dpi");J.appendChild(m); +m=document.createElement("option");m.setAttribute("value","300");mxUtils.write(m,"300dpi");J.appendChild(m);m=document.createElement("option");m.setAttribute("value","400");mxUtils.write(m,"400dpi");J.appendChild(m);m=document.createElement("option");m.setAttribute("value","custom");mxUtils.write(m,mxResources.get("custom"));J.appendChild(m);var C=document.createElement("input");C.style.width="180px";C.style.display="none";C.setAttribute("value","100");C.setAttribute("type","number");C.setAttribute("min", +"50");C.setAttribute("step","50");var O=!1;mxEvent.addListener(J,"change",function(){"custom"==this.value?(this.style.display="none",C.style.display="",C.focus()):(C.value=this.value,O||(B.value=this.value))});mxEvent.addListener(C,"change",function(){var P=parseInt(C.value);isNaN(P)||0>=P?C.style.backgroundColor="red":(C.style.backgroundColor="",O||(B.value=P))});m=document.createElement("td");m.appendChild(J);m.appendChild(C);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td"); +m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("background")+":");g.appendChild(m);var R=document.createElement("input");R.setAttribute("type","checkbox");R.checked=null==e.background||e.background==mxConstants.NONE;m=document.createElement("td");m.appendChild(R);mxUtils.write(m,mxResources.get("transparent"));g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("grid")+":");g.appendChild(m); +var T=document.createElement("input");T.setAttribute("type","checkbox");T.checked=!1;m=document.createElement("td");m.appendChild(T);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("borderWidth")+":");g.appendChild(m);var Q=document.createElement("input");Q.setAttribute("type","number");Q.setAttribute("value",ExportDialog.lastBorderValue);Q.style.width="180px";m=document.createElement("td");m.appendChild(Q); +g.appendChild(m);u.appendChild(g);d.appendChild(u);mxEvent.addListener(x,"change",b);b();mxEvent.addListener(B,"change",function(){O=!0;var P=Math.max(0,parseFloat(B.value)||100)/100;B.value=parseFloat((100*P).toFixed(2));0<k?(D.value=Math.floor(k*P),F.value=Math.floor(n*P)):(B.value="100",D.value=k,F.value=n);f()});mxEvent.addListener(D,"change",function(){var P=parseInt(D.value)/k;0<P?(B.value=parseFloat((100*P).toFixed(2)),F.value=Math.floor(n*P)):(B.value="100",D.value=k,F.value=n);f()});mxEvent.addListener(F, +"change",function(){var P=parseInt(F.value)/n;0<P?(B.value=parseFloat((100*P).toFixed(2)),D.value=Math.floor(k*P)):(B.value="100",D.value=k,F.value=n);f()});g=document.createElement("tr");m=document.createElement("td");m.setAttribute("align","right");m.style.paddingTop="22px";m.colSpan=2;var aa=mxUtils.button(mxResources.get("export"),mxUtils.bind(this,function(){if(0>=parseInt(B.value))mxUtils.alert(mxResources.get("drawingEmpty"));else{var P=r.value,X=x.value,ha=Math.max(0,parseFloat(B.value)|| +100)/100,fa=Math.max(0,parseInt(Q.value)),sa=e.background,K=Math.max(1,parseInt(C.value));if(("svg"==X||"png"==X||"pdf"==X)&&R.checked)sa=null;else if(null==sa||sa==mxConstants.NONE)sa="#ffffff";ExportDialog.lastBorderValue=fa;ExportDialog.exportFile(a,P,X,sa,ha,fa,K,T.checked)}}));aa.className="geBtn gePrimaryBtn";var S=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});S.className="geBtn";a.editor.cancelFirst?(m.appendChild(S),m.appendChild(aa)):(m.appendChild(aa),m.appendChild(S)); +g.appendChild(m);u.appendChild(g);d.appendChild(u);this.container=d};ExportDialog.lastBorderValue=0;ExportDialog.showGifOption=!0;ExportDialog.showXmlOption=!0; +ExportDialog.exportFile=function(a,b,f,e,g,d,k,n){n=a.editor.graph;if("xml"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(a.editor.getGraphXml()),b,f);else if("svg"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(n.getSvg(e,g,d)),b,f);else{var u=n.getGraphBounds(),m=mxUtils.createXmlDocument(),r=m.createElement("output");m.appendChild(r);m=new mxXmlCanvas2D(r);m.translate(Math.floor((d/g-u.x)/n.view.scale),Math.floor((d/g-u.y)/n.view.scale));m.scale(g/n.view.scale);(new mxImageExport).drawState(n.getView().getState(n.model.root), +m);r="xml="+encodeURIComponent(mxUtils.getXml(r));m=Math.ceil(u.width*g/n.view.scale+2*d);g=Math.ceil(u.height*g/n.view.scale+2*d);r.length<=MAX_REQUEST_SIZE&&m*g<MAX_AREA?(a.hideDialog(),(new mxXmlRequest(EXPORT_URL,"format="+f+"&filename="+encodeURIComponent(b)+"&bg="+(null!=e?e:"none")+"&w="+m+"&h="+g+"&"+r+"&dpi="+k)).simulate(document,"_blank")):mxUtils.alert(mxResources.get("drawingTooLarge"))}}; ExportDialog.saveLocalFile=function(a,b,f,e){b.length<MAX_REQUEST_SIZE?(a.hideDialog(),(new mxXmlRequest(SAVE_URL,"xml="+encodeURIComponent(b)+"&filename="+encodeURIComponent(f)+"&format="+e)).simulate(document,"_blank")):(mxUtils.alert(mxResources.get("drawingTooLarge")),mxUtils.popup(xml))}; -var EditDataDialog=function(a,b){function f(){0<T.value.length?P.removeAttribute("disabled"):P.setAttribute("disabled","disabled")}var e=document.createElement("div"),g=a.editor.graph,d=g.getModel().getValue(b);if(!mxUtils.isNode(d)){var k=mxUtils.createXmlDocument().createElement("object");k.setAttribute("label",d||"");d=k}var m={};try{var u=mxUtils.getValue(a.editor.graph.getCurrentCellStyle(b),"metaData",null);null!=u&&(m=JSON.parse(u))}catch(U){}var n=new mxForm("properties");n.table.style.width= -"100%";var r=d.attributes,x=[],B=[],C=0,F=null!=EditDataDialog.getDisplayIdForCell?EditDataDialog.getDisplayIdForCell(a,b):null,I=function(U,V){var aa=document.createElement("div");aa.style.position="relative";aa.style.paddingRight="20px";aa.style.boxSizing="border-box";aa.style.width="100%";var ia=document.createElement("a"),ea=mxUtils.createImage(Dialog.prototype.closeImage);ea.style.height="9px";ea.style.fontSize="9px";ea.style.marginBottom=mxClient.IS_IE11?"-1px":"5px";ia.className="geButton"; -ia.setAttribute("title",mxResources.get("delete"));ia.style.position="absolute";ia.style.top="4px";ia.style.right="0px";ia.style.margin="0px";ia.style.width="9px";ia.style.height="9px";ia.style.cursor="pointer";ia.appendChild(ea);V=function(qa){return function(){for(var O=0,R=0;R<x.length;R++){if(x[R]==qa){B[R]=null;n.table.deleteRow(O+(null!=F?1:0));break}null!=B[R]&&O++}}}(V);mxEvent.addListener(ia,"click",V);V=U.parentNode;aa.appendChild(U);aa.appendChild(ia);V.appendChild(aa)};k=function(U,V, -aa){x[U]=V;B[U]=n.addTextarea(x[C]+":",aa,2);B[U].style.width="100%";0<aa.indexOf("\n")&&B[U].setAttribute("rows","2");I(B[U],V);null!=m[V]&&0==m[V].editable&&B[U].setAttribute("disabled","disabled")};u=[];for(var D=g.getModel().getParent(b)==g.getModel().getRoot(),N=0;N<r.length;N++)!D&&"label"==r[N].nodeName||"placeholders"==r[N].nodeName||u.push({name:r[N].nodeName,value:r[N].nodeValue});u.sort(function(U,V){return U.name<V.name?-1:U.name>V.name?1:0});if(null!=F){r=document.createElement("div"); -r.style.width="100%";r.style.fontSize="11px";r.style.textAlign="center";mxUtils.write(r,F);var S=n.addField(mxResources.get("id")+":",r);mxEvent.addListener(r,"dblclick",function(U){mxEvent.isShiftDown(U)&&(U=new FilenameDialog(a,F,mxResources.get("apply"),mxUtils.bind(this,function(V){null!=V&&0<V.length&&V!=F&&(null==g.getModel().getCell(V)?(g.getModel().cellRemoved(b),b.setId(V),F=V,S.innerHTML=mxUtils.htmlEntities(V),g.getModel().cellAdded(b)):a.handleError({message:mxResources.get("alreadyExst", -[V])}))}),mxResources.get("id")),a.showDialog(U.container,300,80,!0,!0),U.init())});r.setAttribute("title","Shift+Double Click to Edit ID")}for(N=0;N<u.length;N++)k(C,u[N].name,u[N].value),C++;u=document.createElement("div");u.style.position="absolute";u.style.top="30px";u.style.left="30px";u.style.right="30px";u.style.bottom="80px";u.style.overflowY="auto";u.appendChild(n.table);k=document.createElement("div");k.style.boxSizing="border-box";k.style.paddingRight="160px";k.style.whiteSpace="nowrap"; -k.style.marginTop="6px";k.style.width="100%";var T=document.createElement("input");T.setAttribute("placeholder",mxResources.get("enterPropertyName"));T.setAttribute("type","text");T.setAttribute("size",mxClient.IS_IE||mxClient.IS_IE11?"36":"40");T.style.boxSizing="border-box";T.style.marginLeft="2px";T.style.width="100%";k.appendChild(T);u.appendChild(k);e.appendChild(u);var P=mxUtils.button(mxResources.get("addProperty"),function(){var U=T.value;if(0<U.length&&"label"!=U&&"placeholders"!=U&&0>U.indexOf(":"))try{var V= -mxUtils.indexOf(x,U);if(0<=V&&null!=B[V])B[V].focus();else{d.cloneNode(!1).setAttribute(U,"");0<=V&&(x.splice(V,1),B.splice(V,1));x.push(U);var aa=n.addTextarea(U+":","",2);aa.style.width="100%";B.push(aa);I(aa,U);aa.focus()}P.setAttribute("disabled","disabled");T.value=""}catch(ia){mxUtils.alert(ia)}else mxUtils.alert(mxResources.get("invalidName"))});mxEvent.addListener(T,"keypress",function(U){13==U.keyCode&&P.click()});this.init=function(){0<B.length?B[0].focus():T.focus()};P.setAttribute("title", -mxResources.get("addProperty"));P.setAttribute("disabled","disabled");P.style.textOverflow="ellipsis";P.style.position="absolute";P.style.overflow="hidden";P.style.width="144px";P.style.right="0px";P.className="geBtn";k.appendChild(P);u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog.apply(a,arguments)});u.setAttribute("title","Escape");u.className="geBtn";var Z=mxUtils.button(mxResources.get("apply"),function(){try{a.hideDialog.apply(a,arguments);d=d.cloneNode(!0);for(var U=!1,V= -0;V<x.length;V++)null==B[V]?d.removeAttribute(x[V]):(d.setAttribute(x[V],B[V].value),U=U||"placeholder"==x[V]&&"1"==d.getAttribute("placeholders"));U&&d.removeAttribute("label");g.getModel().setValue(b,d)}catch(aa){mxUtils.alert(aa)}});Z.setAttribute("title","Ctrl+Enter");Z.className="geBtn gePrimaryBtn";mxEvent.addListener(e,"keypress",function(U){13==U.keyCode&&mxEvent.isControlDown(U)&&Z.click()});mxEvent.addListener(T,"keyup",f);mxEvent.addListener(T,"change",f);k=document.createElement("div"); -k.style.cssText="position:absolute;left:30px;right:30px;text-align:right;bottom:30px;height:40px;";if(a.editor.graph.getModel().isVertex(b)||a.editor.graph.getModel().isEdge(b))r=document.createElement("span"),r.style.marginRight="10px",D=document.createElement("input"),D.setAttribute("type","checkbox"),D.style.marginRight="6px","1"==d.getAttribute("placeholders")&&(D.setAttribute("checked","checked"),D.defaultChecked=!0),mxEvent.addListener(D,"click",function(){"1"==d.getAttribute("placeholders")? -d.removeAttribute("placeholders"):d.setAttribute("placeholders","1")}),r.appendChild(D),mxUtils.write(r,mxResources.get("placeholders")),null!=EditDataDialog.placeholderHelpLink&&(D=document.createElement("a"),D.setAttribute("href",EditDataDialog.placeholderHelpLink),D.setAttribute("title",mxResources.get("help")),D.setAttribute("target","_blank"),D.style.marginLeft="8px",D.style.cursor="help",N=document.createElement("img"),mxUtils.setOpacity(N,50),N.style.height="16px",N.style.width="16px",N.setAttribute("border", -"0"),N.setAttribute("valign","middle"),N.style.marginTop=mxClient.IS_IE11?"0px":"-4px",N.setAttribute("src",Editor.helpImage),D.appendChild(N),r.appendChild(D)),k.appendChild(r);a.editor.cancelFirst?(k.appendChild(u),k.appendChild(Z)):(k.appendChild(Z),k.appendChild(u));e.appendChild(k);this.container=e};EditDataDialog.getDisplayIdForCell=function(a,b){var f=null;null!=a.editor.graph.getModel().getParent(b)&&(f=b.getId());return f};EditDataDialog.placeholderHelpLink=null; +var EditDataDialog=function(a,b){function f(){0<T.value.length?Q.removeAttribute("disabled"):Q.setAttribute("disabled","disabled")}var e=document.createElement("div"),g=a.editor.graph,d=g.getModel().getValue(b);if(!mxUtils.isNode(d)){var k=mxUtils.createXmlDocument().createElement("object");k.setAttribute("label",d||"");d=k}var n={};try{var u=mxUtils.getValue(a.editor.graph.getCurrentCellStyle(b),"metaData",null);null!=u&&(n=JSON.parse(u))}catch(S){}var m=new mxForm("properties");m.table.style.width= +"100%";var r=d.attributes,x=[],B=[],D=0,F=null!=EditDataDialog.getDisplayIdForCell?EditDataDialog.getDisplayIdForCell(a,b):null,J=function(S,P){var X=document.createElement("div");X.style.position="relative";X.style.paddingRight="20px";X.style.boxSizing="border-box";X.style.width="100%";var ha=document.createElement("a"),fa=mxUtils.createImage(Dialog.prototype.closeImage);fa.style.height="9px";fa.style.fontSize="9px";fa.style.marginBottom=mxClient.IS_IE11?"-1px":"5px";ha.className="geButton";ha.setAttribute("title", +mxResources.get("delete"));ha.style.position="absolute";ha.style.top="4px";ha.style.right="0px";ha.style.margin="0px";ha.style.width="9px";ha.style.height="9px";ha.style.cursor="pointer";ha.appendChild(fa);P=function(sa){return function(){for(var K=0,V=0;V<x.length;V++){if(x[V]==sa){B[V]=null;m.table.deleteRow(K+(null!=F?1:0));break}null!=B[V]&&K++}}}(P);mxEvent.addListener(ha,"click",P);P=S.parentNode;X.appendChild(S);X.appendChild(ha);P.appendChild(X)};k=function(S,P,X){x[S]=P;B[S]=m.addTextarea(x[D]+ +":",X,2);B[S].style.width="100%";0<X.indexOf("\n")&&B[S].setAttribute("rows","2");J(B[S],P);null!=n[P]&&0==n[P].editable&&B[S].setAttribute("disabled","disabled")};u=[];for(var C=g.getModel().getParent(b)==g.getModel().getRoot(),O=0;O<r.length;O++)("label"!=r[O].nodeName||Graph.translateDiagram||C)&&"placeholders"!=r[O].nodeName&&u.push({name:r[O].nodeName,value:r[O].nodeValue});u.sort(function(S,P){return S.name<P.name?-1:S.name>P.name?1:0});if(null!=F){r=document.createElement("div");r.style.width= +"100%";r.style.fontSize="11px";r.style.textAlign="center";mxUtils.write(r,F);var R=m.addField(mxResources.get("id")+":",r);mxEvent.addListener(r,"dblclick",function(S){mxEvent.isShiftDown(S)&&(S=new FilenameDialog(a,F,mxResources.get("apply"),mxUtils.bind(this,function(P){null!=P&&0<P.length&&P!=F&&(null==g.getModel().getCell(P)?(g.getModel().cellRemoved(b),b.setId(P),F=P,R.innerHTML=mxUtils.htmlEntities(P),g.getModel().cellAdded(b)):a.handleError({message:mxResources.get("alreadyExst",[P])}))}), +mxResources.get("id")),a.showDialog(S.container,300,80,!0,!0),S.init())});r.setAttribute("title","Shift+Double Click to Edit ID")}for(O=0;O<u.length;O++)k(D,u[O].name,u[O].value),D++;u=document.createElement("div");u.style.position="absolute";u.style.top="30px";u.style.left="30px";u.style.right="30px";u.style.bottom="80px";u.style.overflowY="auto";u.appendChild(m.table);k=document.createElement("div");k.style.boxSizing="border-box";k.style.paddingRight="160px";k.style.whiteSpace="nowrap";k.style.marginTop= +"6px";k.style.width="100%";var T=document.createElement("input");T.setAttribute("placeholder",mxResources.get("enterPropertyName"));T.setAttribute("type","text");T.setAttribute("size",mxClient.IS_IE||mxClient.IS_IE11?"36":"40");T.style.boxSizing="border-box";T.style.marginLeft="2px";T.style.width="100%";k.appendChild(T);u.appendChild(k);e.appendChild(u);var Q=mxUtils.button(mxResources.get("addProperty"),function(){var S=T.value;if(0<S.length&&"label"!=S&&"placeholders"!=S&&0>S.indexOf(":"))try{var P= +mxUtils.indexOf(x,S);if(0<=P&&null!=B[P])B[P].focus();else{d.cloneNode(!1).setAttribute(S,"");0<=P&&(x.splice(P,1),B.splice(P,1));x.push(S);var X=m.addTextarea(S+":","",2);X.style.width="100%";B.push(X);J(X,S);X.focus()}Q.setAttribute("disabled","disabled");T.value=""}catch(ha){mxUtils.alert(ha)}else mxUtils.alert(mxResources.get("invalidName"))});mxEvent.addListener(T,"keypress",function(S){13==S.keyCode&&Q.click()});this.init=function(){0<B.length?B[0].focus():T.focus()};Q.setAttribute("title", +mxResources.get("addProperty"));Q.setAttribute("disabled","disabled");Q.style.textOverflow="ellipsis";Q.style.position="absolute";Q.style.overflow="hidden";Q.style.width="144px";Q.style.right="0px";Q.className="geBtn";k.appendChild(Q);u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog.apply(a,arguments)});u.setAttribute("title","Escape");u.className="geBtn";var aa=mxUtils.button(mxResources.get("apply"),function(){try{a.hideDialog.apply(a,arguments);d=d.cloneNode(!0);for(var S=!1, +P=0;P<x.length;P++)null==B[P]?d.removeAttribute(x[P]):(d.setAttribute(x[P],B[P].value),S=S||"placeholder"==x[P]&&"1"==d.getAttribute("placeholders"));S&&d.removeAttribute("label");g.getModel().setValue(b,d)}catch(X){mxUtils.alert(X)}});aa.setAttribute("title","Ctrl+Enter");aa.className="geBtn gePrimaryBtn";mxEvent.addListener(e,"keypress",function(S){13==S.keyCode&&mxEvent.isControlDown(S)&&aa.click()});mxEvent.addListener(T,"keyup",f);mxEvent.addListener(T,"change",f);k=document.createElement("div"); +k.style.cssText="position:absolute;left:30px;right:30px;text-align:right;bottom:30px;height:40px;";if(a.editor.graph.getModel().isVertex(b)||a.editor.graph.getModel().isEdge(b))r=document.createElement("span"),r.style.marginRight="10px",C=document.createElement("input"),C.setAttribute("type","checkbox"),C.style.marginRight="6px","1"==d.getAttribute("placeholders")&&(C.setAttribute("checked","checked"),C.defaultChecked=!0),mxEvent.addListener(C,"click",function(){"1"==d.getAttribute("placeholders")? +d.removeAttribute("placeholders"):d.setAttribute("placeholders","1")}),r.appendChild(C),mxUtils.write(r,mxResources.get("placeholders")),null!=EditDataDialog.placeholderHelpLink&&(C=document.createElement("a"),C.setAttribute("href",EditDataDialog.placeholderHelpLink),C.setAttribute("title",mxResources.get("help")),C.setAttribute("target","_blank"),C.style.marginLeft="8px",C.style.cursor="help",O=document.createElement("img"),mxUtils.setOpacity(O,50),O.style.height="16px",O.style.width="16px",O.setAttribute("border", +"0"),O.setAttribute("valign","middle"),O.style.marginTop=mxClient.IS_IE11?"0px":"-4px",O.setAttribute("src",Editor.helpImage),C.appendChild(O),r.appendChild(C)),k.appendChild(r);a.editor.cancelFirst?(k.appendChild(u),k.appendChild(aa)):(k.appendChild(aa),k.appendChild(u));e.appendChild(k);this.container=e};EditDataDialog.getDisplayIdForCell=function(a,b){var f=null;null!=a.editor.graph.getModel().getParent(b)&&(f=b.getId());return f};EditDataDialog.placeholderHelpLink=null; var LinkDialog=function(a,b,f,e){var g=document.createElement("div");mxUtils.write(g,mxResources.get("editLink")+":");var d=document.createElement("div");d.className="geTitle";d.style.backgroundColor="transparent";d.style.borderColor="transparent";d.style.whiteSpace="nowrap";d.style.textOverflow="clip";d.style.cursor="default";d.style.paddingRight="20px";var k=document.createElement("input");k.setAttribute("value",b);k.setAttribute("placeholder","http://www.example.com/");k.setAttribute("type","text"); k.style.marginTop="6px";k.style.width="400px";k.style.backgroundImage="url('"+Dialog.prototype.clearImage+"')";k.style.backgroundRepeat="no-repeat";k.style.backgroundPosition="100% 50%";k.style.paddingRight="14px";b=document.createElement("div");b.setAttribute("title",mxResources.get("reset"));b.style.position="relative";b.style.left="-16px";b.style.width="12px";b.style.height="14px";b.style.cursor="pointer";b.style.display="inline-block";b.style.top="3px";b.style.background="url("+IMAGE_PATH+"/transparent.gif)"; -mxEvent.addListener(b,"click",function(){k.value="";k.focus()});d.appendChild(k);d.appendChild(b);g.appendChild(d);this.init=function(){k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)};d=document.createElement("div");d.style.marginTop="18px";d.style.textAlign="right";mxEvent.addListener(k,"keypress",function(m){13==m.keyCode&&(a.hideDialog(),e(k.value))});b=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()}); +mxEvent.addListener(b,"click",function(){k.value="";k.focus()});d.appendChild(k);d.appendChild(b);g.appendChild(d);this.init=function(){k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)};d=document.createElement("div");d.style.marginTop="18px";d.style.textAlign="right";mxEvent.addListener(k,"keypress",function(n){13==n.keyCode&&(a.hideDialog(),e(k.value))});b=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()}); b.className="geBtn";a.editor.cancelFirst&&d.appendChild(b);f=mxUtils.button(f,function(){a.hideDialog();e(k.value)});f.className="geBtn gePrimaryBtn";d.appendChild(f);a.editor.cancelFirst||d.appendChild(b);g.appendChild(d);this.container=g},OutlineWindow=function(a,b,f,e,g){var d=a.editor.graph,k=document.createElement("div");k.style.position="absolute";k.style.width="100%";k.style.height="100%";k.style.overflow="hidden";this.window=new mxWindow(mxResources.get("outline"),k,b,f,e,g,!0,!0);this.window.minimumSize= -new mxRectangle(0,0,80,80);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);var m=a.createOutline(this.window);a.installResizeHandler(this,!0,function(){m.destroy()});this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit();m.setSuspended(!1)}));this.window.addListener(mxEvent.HIDE,mxUtils.bind(this,function(){m.setSuspended(!0)}));this.window.addListener(mxEvent.NORMALIZE,mxUtils.bind(this, -function(){m.setSuspended(!1)}));this.window.addListener(mxEvent.MINIMIZE,mxUtils.bind(this,function(){m.setSuspended(!0)}));m.init(k);mxEvent.addMouseWheelListener(function(u,n){for(var r=!1,x=mxEvent.getSource(u);null!=x;){if(x==m.svg){r=!0;break}x=x.parentNode}r&&(r=d.zoomFactor,null!=u.deltaY&&Math.round(u.deltaY)!=u.deltaY&&(r=1+Math.abs(u.deltaY)/20*(r-1)),d.lazyZoom(n,null,null,r),mxEvent.consume(u))})},LayersWindow=function(a,b,f,e,g){function d(aa){if(u.isEnabled()&&null!=aa){var ia=u.convertValueToString(aa); -ia=new FilenameDialog(a,ia||mxResources.get("background"),mxResources.get("rename"),mxUtils.bind(this,function(ea){null!=ea&&u.cellLabelChanged(aa,ea)}),mxResources.get("enterName"));a.showDialog(ia.container,300,100,!0,!0);ia.init()}}function k(){var aa=U.get(u.getLayerForCells(u.getSelectionCells()));null!=aa?aa.appendChild(V):null!=V.parentNode&&V.parentNode.removeChild(V)}function m(){function aa(qa,O,R,G){var K=document.createElement("div");K.className="geToolbarContainer";U.put(R,K);K.style.overflow= -"hidden";K.style.position="relative";K.style.padding="4px";K.style.height="22px";K.style.display="block";K.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";K.style.borderWidth="0px 0px 1px 0px";K.style.borderColor="#c3c3c3";K.style.borderStyle="solid";K.style.whiteSpace="nowrap";K.setAttribute("title",O);var Q=document.createElement("div");Q.style.display="inline-block";Q.style.width="100%";Q.style.textOverflow="ellipsis";Q.style.overflow="hidden";mxEvent.addListener(K, -"dragover",function(ra){ra.dataTransfer.dropEffect="move";C=qa;ra.stopPropagation();ra.preventDefault()});mxEvent.addListener(K,"dragstart",function(ra){B=K;mxClient.IS_FF&&ra.dataTransfer.setData("Text","<layer/>")});mxEvent.addListener(K,"dragend",function(ra){null!=B&&null!=C&&u.addCell(R,u.model.root,C);C=B=null;ra.stopPropagation();ra.preventDefault()});var ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width= -"16px";ba.style.padding="0px 6px 0 4px";ba.style.marginTop="2px";ba.style.cursor="pointer";ba.setAttribute("title",mxResources.get(u.model.isVisible(R)?"hide":"show"));u.model.isVisible(R)?(ba.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(K,75)):(ba.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(K,25));Editor.isDarkMode()&&(ba.style.filter="invert(100%)");Q.appendChild(ba);mxEvent.addListener(ba,"click",function(ra){u.model.setVisible(R,!u.model.isVisible(R));mxEvent.consume(ra)}); -ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width="16px";ba.style.padding="0px 6px 0 0";ba.style.marginTop="2px";ba.setAttribute("title",mxResources.get("lockUnlock"));var la=u.getCurrentCellStyle(R);"1"==mxUtils.getValue(la,"locked","0")?(ba.setAttribute("src",Editor.lockedImage),mxUtils.setOpacity(ba,75)):(ba.setAttribute("src",Editor.unlockedImage),mxUtils.setOpacity(ba,25));Editor.isDarkMode()&&(ba.style.filter= -"invert(100%)");u.isEnabled()&&(ba.style.cursor="pointer");mxEvent.addListener(ba,"click",function(ra){if(u.isEnabled()){var X=null;u.getModel().beginUpdate();try{X="1"==mxUtils.getValue(la,"locked","0")?null:"1",u.setCellStyles("locked",X,[R])}finally{u.getModel().endUpdate()}"1"==X&&u.removeSelectionCells(u.getModel().getDescendants(R));mxEvent.consume(ra)}});Q.appendChild(ba);ba=document.createElement("span");mxUtils.write(ba,O);ba.style.display="block";ba.style.whiteSpace="nowrap";ba.style.overflow= -"hidden";ba.style.textOverflow="ellipsis";ba.style.position="absolute";ba.style.left="52px";ba.style.right="8px";ba.style.top="8px";Q.appendChild(ba);K.appendChild(Q);if(u.isEnabled()){if(mxClient.IS_TOUCH||mxClient.IS_POINTER||mxClient.IS_IE&&10>document.documentMode)O=document.createElement("div"),O.style.display="block",O.style.textAlign="right",O.style.whiteSpace="nowrap",O.style.position="absolute",O.style.right="16px",O.style.top="6px",0<qa&&(Q=document.createElement("a"),Q.setAttribute("title", -mxResources.get("toBack")),Q.className="geButton",Q.style.cssFloat="none",Q.innerHTML="▼",Q.style.width="14px",Q.style.height="14px",Q.style.fontSize="14px",Q.style.margin="0px",Q.style.marginTop="-1px",O.appendChild(Q),mxEvent.addListener(Q,"click",function(ra){u.isEnabled()&&u.addCell(R,u.model.root,qa-1);mxEvent.consume(ra)})),0<=qa&&qa<F-1&&(Q=document.createElement("a"),Q.setAttribute("title",mxResources.get("toFront")),Q.className="geButton",Q.style.cssFloat="none",Q.innerHTML="▲", -Q.style.width="14px",Q.style.height="14px",Q.style.fontSize="14px",Q.style.margin="0px",Q.style.marginTop="-1px",O.appendChild(Q),mxEvent.addListener(Q,"click",function(ra){u.isEnabled()&&u.addCell(R,u.model.root,qa+1);mxEvent.consume(ra)})),K.appendChild(O);mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&(K.setAttribute("draggable","true"),K.style.cursor="move")}mxEvent.addListener(K,"dblclick",function(ra){var X=mxEvent.getSource(ra).nodeName;"INPUT"!=X&&"IMG"!=X&&(d(R),mxEvent.consume(ra))}); -u.getDefaultParent()==R&&(K.style.background=Editor.isDarkMode()?"#505759":"#e6eff8",K.style.fontWeight=u.isEnabled()?"bold":"",I=R);mxEvent.addListener(K,"click",function(ra){u.isEnabled()&&(u.setDefaultParent(G),u.view.setCurrentRoot(null),mxEvent.isShiftDown(ra)&&u.setSelectionCells(R.children),mxEvent.consume(ra))});x.appendChild(K)}F=u.model.getChildCount(u.model.root);x.innerText="";U.clear();for(var ia=F-1;0<=ia;ia--)mxUtils.bind(this,function(qa){aa(ia,u.convertValueToString(qa)||mxResources.get("background"), -qa,qa)})(u.model.getChildAt(u.model.root,ia));var ea=u.convertValueToString(I)||mxResources.get("background");S.setAttribute("title",mxResources.get("removeIt",[ea]));Z.setAttribute("title",mxResources.get("duplicateIt",[ea]));u.isSelectionEmpty()&&(T.className="geButton mxDisabled");k()}var u=a.editor.graph,n=document.createElement("div");n.style.userSelect="none";n.style.background=Editor.isDarkMode()?Dialog.backdropColor:"#fff";n.style.border="1px solid whiteSmoke";n.style.height="100%";n.style.marginBottom= -"10px";n.style.overflow="auto";var r=EditorUi.compactUi?"26px":"30px",x=document.createElement("div");x.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"#fff";x.style.position="absolute";x.style.overflow="auto";x.style.left="0px";x.style.right="0px";x.style.top="0px";x.style.bottom=parseInt(r)+7+"px";n.appendChild(x);var B=null,C=null;mxEvent.addListener(n,"dragover",function(aa){aa.dataTransfer.dropEffect="move";C=0;aa.stopPropagation();aa.preventDefault()});mxEvent.addListener(n, -"drop",function(aa){aa.stopPropagation();aa.preventDefault()});var F=null,I=null,D=document.createElement("div");D.className="geToolbarContainer";D.style.position="absolute";D.style.bottom="0px";D.style.left="0px";D.style.right="0px";D.style.height=r;D.style.overflow="hidden";D.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";D.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";D.style.borderWidth="1px 0px 0px 0px";D.style.borderColor="#c3c3c3";D.style.borderStyle= -"solid";D.style.display="block";D.style.whiteSpace="nowrap";var N=document.createElement("a");N.className="geButton";var S=N.cloneNode(!1);r=document.createElement("img");r.setAttribute("border","0");r.setAttribute("width","22");r.setAttribute("src",Editor.trashImage);r.style.opacity="0.9";Editor.isDarkMode()&&(r.style.filter="invert(100%)");S.appendChild(r);mxEvent.addListener(S,"click",function(aa){if(u.isEnabled()){u.model.beginUpdate();try{var ia=u.model.root.getIndex(I);u.removeCells([I],!1); -0==u.model.getChildCount(u.model.root)?(u.model.add(u.model.root,new mxCell),u.setDefaultParent(null)):0<ia&&ia<=u.model.getChildCount(u.model.root)?u.setDefaultParent(u.model.getChildAt(u.model.root,ia-1)):u.setDefaultParent(null)}finally{u.model.endUpdate()}}mxEvent.consume(aa)});u.isEnabled()||(S.className="geButton mxDisabled");D.appendChild(S);var T=N.cloneNode();T.setAttribute("title",mxUtils.trim(mxResources.get("moveSelectionTo",["..."])));r=r.cloneNode(!1);r.setAttribute("src",Editor.verticalDotsImage); -T.appendChild(r);mxEvent.addListener(T,"click",function(aa){if(u.isEnabled()&&!u.isSelectionEmpty()){var ia=mxUtils.getOffset(T);a.showPopupMenu(mxUtils.bind(this,function(ea,qa){for(var O=F-1;0<=O;O--)mxUtils.bind(this,function(R){var G=ea.addItem(u.convertValueToString(R)||mxResources.get("background"),null,mxUtils.bind(this,function(){u.moveCells(u.getSelectionCells(),0,0,!1,R)}),qa);1==u.getSelectionCount()&&u.model.isAncestor(R,u.getSelectionCell())&&ea.addCheckmark(G,Editor.checkmarkImage)})(u.model.getChildAt(u.model.root, -O))}),ia.x,ia.y+T.offsetHeight,aa)}});D.appendChild(T);var P=N.cloneNode(!1);P.setAttribute("title",mxResources.get("editData"));r=r.cloneNode(!1);r.setAttribute("src",Editor.editImage);P.appendChild(r);mxEvent.addListener(P,"click",function(aa){u.isEnabled()&&a.showDataDialog(I);mxEvent.consume(aa)});u.isEnabled()||(P.className="geButton mxDisabled");D.appendChild(P);var Z=N.cloneNode(!1);Z.setAttribute("title",mxResources.get("duplicate"));r=r.cloneNode(!1);r.setAttribute("src",Editor.duplicateImage); -Z.appendChild(r);mxEvent.addListener(Z,"click",function(aa){if(u.isEnabled()){aa=null;u.model.beginUpdate();try{aa=u.cloneCell(I),u.cellLabelChanged(aa,mxResources.get("untitledLayer")),aa.setVisible(!0),aa=u.addCell(aa,u.model.root),u.setDefaultParent(aa)}finally{u.model.endUpdate()}null==aa||u.isCellLocked(aa)||u.selectAll(aa)}});u.isEnabled()||(Z.className="geButton mxDisabled");D.appendChild(Z);N=N.cloneNode(!1);N.setAttribute("title",mxResources.get("addLayer"));r=r.cloneNode(!1);r.setAttribute("src", -Editor.addImage);N.appendChild(r);mxEvent.addListener(N,"click",function(aa){if(u.isEnabled()){u.model.beginUpdate();try{var ia=u.addCell(new mxCell(mxResources.get("untitledLayer")),u.model.root);u.setDefaultParent(ia)}finally{u.model.endUpdate()}}mxEvent.consume(aa)});u.isEnabled()||(N.className="geButton mxDisabled");D.appendChild(N);n.appendChild(D);var U=new mxDictionary,V=document.createElement("span");V.setAttribute("title",mxResources.get("selectionOnly"));V.innerHTML="•";V.style.position= -"absolute";V.style.fontWeight="bold";V.style.fontSize="16pt";V.style.right="2px";V.style.top="2px";m();u.model.addListener(mxEvent.CHANGE,m);u.addListener("defaultParentChanged",m);u.selectionModel.addListener(mxEvent.CHANGE,function(){u.isSelectionEmpty()?T.className="geButton mxDisabled":T.className="geButton";k()});this.window=new mxWindow(mxResources.get("layers"),n,b,f,e,g,!0,!0);this.window.minimumSize=new mxRectangle(0,0,150,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1); -this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.init=function(){x.scrollTop=x.scrollHeight-x.clientHeight};this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));this.refreshLayers=m;a.installResizeHandler(this,!0)}; +new mxRectangle(0,0,80,80);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);var n=a.createOutline(this.window);a.installResizeHandler(this,!0,function(){n.destroy()});this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit();n.setSuspended(!1)}));this.window.addListener(mxEvent.HIDE,mxUtils.bind(this,function(){n.setSuspended(!0)}));this.window.addListener(mxEvent.NORMALIZE,mxUtils.bind(this, +function(){n.setSuspended(!1)}));this.window.addListener(mxEvent.MINIMIZE,mxUtils.bind(this,function(){n.setSuspended(!0)}));n.init(k);mxEvent.addMouseWheelListener(function(u,m){for(var r=!1,x=mxEvent.getSource(u);null!=x;){if(x==n.svg){r=!0;break}x=x.parentNode}r&&(r=d.zoomFactor,null!=u.deltaY&&Math.round(u.deltaY)!=u.deltaY&&(r=1+Math.abs(u.deltaY)/20*(r-1)),d.lazyZoom(m,null,null,r),mxEvent.consume(u))})},LayersWindow=function(a,b,f,e,g){function d(X){if(u.isEnabled()&&null!=X){var ha=u.convertValueToString(X); +ha=new FilenameDialog(a,ha||mxResources.get("background"),mxResources.get("rename"),mxUtils.bind(this,function(fa){null!=fa&&u.cellLabelChanged(X,fa)}),mxResources.get("enterName"));a.showDialog(ha.container,300,100,!0,!0);ha.init()}}function k(){var X=S.get(u.getLayerForCells(u.getSelectionCells()));null!=X?X.appendChild(P):null!=P.parentNode&&P.parentNode.removeChild(P)}function n(){function X(sa,K,V,G){var M=document.createElement("div");M.className="geToolbarContainer";S.put(V,M);M.style.overflow= +"hidden";M.style.position="relative";M.style.padding="4px";M.style.height="22px";M.style.display="block";M.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";M.style.borderWidth="0px 0px 1px 0px";M.style.borderColor="#c3c3c3";M.style.borderStyle="solid";M.style.whiteSpace="nowrap";M.setAttribute("title",K);var U=document.createElement("div");U.style.display="inline-block";U.style.width="100%";U.style.textOverflow="ellipsis";U.style.overflow="hidden";mxEvent.addListener(M, +"dragover",function(ra){ra.dataTransfer.dropEffect="move";D=sa;ra.stopPropagation();ra.preventDefault()});mxEvent.addListener(M,"dragstart",function(ra){B=M;mxClient.IS_FF&&ra.dataTransfer.setData("Text","<layer/>")});mxEvent.addListener(M,"dragend",function(ra){null!=B&&null!=D&&u.addCell(V,u.model.root,D);D=B=null;ra.stopPropagation();ra.preventDefault()});var ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width= +"16px";ba.style.padding="0px 6px 0 4px";ba.style.marginTop="2px";ba.style.cursor="pointer";ba.setAttribute("title",mxResources.get(u.model.isVisible(V)?"hide":"show"));u.model.isVisible(V)?(ba.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(M,75)):(ba.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(M,25));Editor.isDarkMode()&&(ba.style.filter="invert(100%)");U.appendChild(ba);mxEvent.addListener(ba,"click",function(ra){u.model.setVisible(V,!u.model.isVisible(V));mxEvent.consume(ra)}); +ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width="16px";ba.style.padding="0px 6px 0 0";ba.style.marginTop="2px";ba.setAttribute("title",mxResources.get("lockUnlock"));var la=u.getCurrentCellStyle(V);"1"==mxUtils.getValue(la,"locked","0")?(ba.setAttribute("src",Editor.lockedImage),mxUtils.setOpacity(ba,75)):(ba.setAttribute("src",Editor.unlockedImage),mxUtils.setOpacity(ba,25));Editor.isDarkMode()&&(ba.style.filter= +"invert(100%)");u.isEnabled()&&(ba.style.cursor="pointer");mxEvent.addListener(ba,"click",function(ra){if(u.isEnabled()){var Y=null;u.getModel().beginUpdate();try{Y="1"==mxUtils.getValue(la,"locked","0")?null:"1",u.setCellStyles("locked",Y,[V])}finally{u.getModel().endUpdate()}"1"==Y&&u.removeSelectionCells(u.getModel().getDescendants(V));mxEvent.consume(ra)}});U.appendChild(ba);ba=document.createElement("span");mxUtils.write(ba,K);ba.style.display="block";ba.style.whiteSpace="nowrap";ba.style.overflow= +"hidden";ba.style.textOverflow="ellipsis";ba.style.position="absolute";ba.style.left="52px";ba.style.right="8px";ba.style.top="8px";U.appendChild(ba);M.appendChild(U);if(u.isEnabled()){if(mxClient.IS_TOUCH||mxClient.IS_POINTER||mxClient.IS_IE&&10>document.documentMode)K=document.createElement("div"),K.style.display="block",K.style.textAlign="right",K.style.whiteSpace="nowrap",K.style.position="absolute",K.style.right="16px",K.style.top="6px",0<sa&&(U=document.createElement("a"),U.setAttribute("title", +mxResources.get("toBack")),U.className="geButton",U.style.cssFloat="none",U.innerHTML="▼",U.style.width="14px",U.style.height="14px",U.style.fontSize="14px",U.style.margin="0px",U.style.marginTop="-1px",K.appendChild(U),mxEvent.addListener(U,"click",function(ra){u.isEnabled()&&u.addCell(V,u.model.root,sa-1);mxEvent.consume(ra)})),0<=sa&&sa<F-1&&(U=document.createElement("a"),U.setAttribute("title",mxResources.get("toFront")),U.className="geButton",U.style.cssFloat="none",U.innerHTML="▲", +U.style.width="14px",U.style.height="14px",U.style.fontSize="14px",U.style.margin="0px",U.style.marginTop="-1px",K.appendChild(U),mxEvent.addListener(U,"click",function(ra){u.isEnabled()&&u.addCell(V,u.model.root,sa+1);mxEvent.consume(ra)})),M.appendChild(K);mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&(M.setAttribute("draggable","true"),M.style.cursor="move")}mxEvent.addListener(M,"dblclick",function(ra){var Y=mxEvent.getSource(ra).nodeName;"INPUT"!=Y&&"IMG"!=Y&&(d(V),mxEvent.consume(ra))}); +u.getDefaultParent()==V&&(M.style.background=Editor.isDarkMode()?"#505759":"#e6eff8",M.style.fontWeight=u.isEnabled()?"bold":"",J=V);mxEvent.addListener(M,"click",function(ra){u.isEnabled()&&(u.setDefaultParent(G),u.view.setCurrentRoot(null),mxEvent.isShiftDown(ra)&&u.setSelectionCells(V.children),mxEvent.consume(ra))});x.appendChild(M)}F=u.model.getChildCount(u.model.root);x.innerText="";S.clear();for(var ha=F-1;0<=ha;ha--)mxUtils.bind(this,function(sa){X(ha,u.convertValueToString(sa)||mxResources.get("background"), +sa,sa)})(u.model.getChildAt(u.model.root,ha));var fa=u.convertValueToString(J)||mxResources.get("background");R.setAttribute("title",mxResources.get("removeIt",[fa]));aa.setAttribute("title",mxResources.get("duplicateIt",[fa]));u.isSelectionEmpty()&&(T.className="geButton mxDisabled");k()}var u=a.editor.graph,m=document.createElement("div");m.style.userSelect="none";m.style.background=Editor.isDarkMode()?Dialog.backdropColor:"#fff";m.style.border="1px solid whiteSmoke";m.style.height="100%";m.style.marginBottom= +"10px";m.style.overflow="auto";var r=EditorUi.compactUi?"26px":"30px",x=document.createElement("div");x.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"#fff";x.style.position="absolute";x.style.overflow="auto";x.style.left="0px";x.style.right="0px";x.style.top="0px";x.style.bottom=parseInt(r)+7+"px";m.appendChild(x);var B=null,D=null;mxEvent.addListener(m,"dragover",function(X){X.dataTransfer.dropEffect="move";D=0;X.stopPropagation();X.preventDefault()});mxEvent.addListener(m,"drop", +function(X){X.stopPropagation();X.preventDefault()});var F=null,J=null,C=document.createElement("div");C.className="geToolbarContainer";C.style.position="absolute";C.style.bottom="0px";C.style.left="0px";C.style.right="0px";C.style.height=r;C.style.overflow="hidden";C.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";C.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";C.style.borderWidth="1px 0px 0px 0px";C.style.borderColor="#c3c3c3";C.style.borderStyle="solid";C.style.display= +"block";C.style.whiteSpace="nowrap";var O=document.createElement("a");O.className="geButton";var R=O.cloneNode(!1);r=document.createElement("img");r.setAttribute("border","0");r.setAttribute("width","22");r.setAttribute("src",Editor.trashImage);r.style.opacity="0.9";Editor.isDarkMode()&&(r.style.filter="invert(100%)");R.appendChild(r);mxEvent.addListener(R,"click",function(X){if(u.isEnabled()){u.model.beginUpdate();try{var ha=u.model.root.getIndex(J);u.removeCells([J],!1);0==u.model.getChildCount(u.model.root)? +(u.model.add(u.model.root,new mxCell),u.setDefaultParent(null)):0<ha&&ha<=u.model.getChildCount(u.model.root)?u.setDefaultParent(u.model.getChildAt(u.model.root,ha-1)):u.setDefaultParent(null)}finally{u.model.endUpdate()}}mxEvent.consume(X)});u.isEnabled()||(R.className="geButton mxDisabled");C.appendChild(R);var T=O.cloneNode();T.setAttribute("title",mxUtils.trim(mxResources.get("moveSelectionTo",["..."])));r=r.cloneNode(!1);r.setAttribute("src",Editor.verticalDotsImage);T.appendChild(r);mxEvent.addListener(T, +"click",function(X){if(u.isEnabled()&&!u.isSelectionEmpty()){var ha=mxUtils.getOffset(T);a.showPopupMenu(mxUtils.bind(this,function(fa,sa){for(var K=F-1;0<=K;K--)mxUtils.bind(this,function(V){var G=fa.addItem(u.convertValueToString(V)||mxResources.get("background"),null,mxUtils.bind(this,function(){u.moveCells(u.getSelectionCells(),0,0,!1,V)}),sa);1==u.getSelectionCount()&&u.model.isAncestor(V,u.getSelectionCell())&&fa.addCheckmark(G,Editor.checkmarkImage)})(u.model.getChildAt(u.model.root,K))}), +ha.x,ha.y+T.offsetHeight,X)}});C.appendChild(T);var Q=O.cloneNode(!1);Q.setAttribute("title",mxResources.get("editData"));r=r.cloneNode(!1);r.setAttribute("src",Editor.editImage);Q.appendChild(r);mxEvent.addListener(Q,"click",function(X){u.isEnabled()&&a.showDataDialog(J);mxEvent.consume(X)});u.isEnabled()||(Q.className="geButton mxDisabled");C.appendChild(Q);var aa=O.cloneNode(!1);aa.setAttribute("title",mxResources.get("duplicate"));r=r.cloneNode(!1);r.setAttribute("src",Editor.duplicateImage); +aa.appendChild(r);mxEvent.addListener(aa,"click",function(X){if(u.isEnabled()){X=null;u.model.beginUpdate();try{X=u.cloneCell(J),u.cellLabelChanged(X,mxResources.get("untitledLayer")),X.setVisible(!0),X=u.addCell(X,u.model.root),u.setDefaultParent(X)}finally{u.model.endUpdate()}null==X||u.isCellLocked(X)||u.selectAll(X)}});u.isEnabled()||(aa.className="geButton mxDisabled");C.appendChild(aa);O=O.cloneNode(!1);O.setAttribute("title",mxResources.get("addLayer"));r=r.cloneNode(!1);r.setAttribute("src", +Editor.addImage);O.appendChild(r);mxEvent.addListener(O,"click",function(X){if(u.isEnabled()){u.model.beginUpdate();try{var ha=u.addCell(new mxCell(mxResources.get("untitledLayer")),u.model.root);u.setDefaultParent(ha)}finally{u.model.endUpdate()}}mxEvent.consume(X)});u.isEnabled()||(O.className="geButton mxDisabled");C.appendChild(O);m.appendChild(C);var S=new mxDictionary,P=document.createElement("span");P.setAttribute("title",mxResources.get("selectionOnly"));P.innerHTML="•";P.style.position= +"absolute";P.style.fontWeight="bold";P.style.fontSize="16pt";P.style.right="2px";P.style.top="2px";n();u.model.addListener(mxEvent.CHANGE,n);u.addListener("defaultParentChanged",n);u.selectionModel.addListener(mxEvent.CHANGE,function(){u.isSelectionEmpty()?T.className="geButton mxDisabled":T.className="geButton";k()});this.window=new mxWindow(mxResources.get("layers"),m,b,f,e,g,!0,!0);this.window.minimumSize=new mxRectangle(0,0,150,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1); +this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.init=function(){x.scrollTop=x.scrollHeight-x.clientHeight};this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));this.refreshLayers=n;a.installResizeHandler(this,!0)}; (function(){Sidebar.prototype.tagIndex="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"; 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"; Sidebar.prototype.gearImage=GRAPH_IMAGE_PATH+"/clipart/Gear_128x128.png";Sidebar.prototype.libAliases={aws2:"aws3",gcp:"gcp2"};Sidebar.prototype.defaultEntries="general;uml;er;bpmn;flowchart;basic;arrows2";Sidebar.prototype.signs="Animals Food Healthcare Nature People Safety Science Sports Tech Transportation Travel".split(" ");Sidebar.prototype.ibm="Analytics Applications Blockchain Data DevOps Infrastructure Management Miscellaneous Security Social Users VPC Boxes Connectors".split(" ");Sidebar.prototype.allied_telesis= @@ -4367,8 +4369,8 @@ null,null,this.getTagsForStencil("mxgraph.archimate3","","archimate technology d 100,100,"","Callout with Double Arrow 90"+String.fromCharCode(176),null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow callout double two way orthogonal").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.quadArrow;dy=10;dx=20;notch=24;arrowHead=10;",100,100,"","Quad Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow four way quad").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.triadArrow;dy=10;dx=20;arrowHead=40;", 100,70,"","Triad Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow three way triad").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.tailedArrow;dy1=10;dx1=20;notch=0;arrowHead=20;dx2=25;dy2=30;",100,60,"","Tailed Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow tailed").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.tailedNotchedArrow;dy1=10;dx1=20;notch=20;arrowHead=20;dx2=25;dy2=30;", 100,60,"","Tailed Arrow with Notch",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow tailed notch notched").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.stripedArrow;dy=0.6;dx=40;notch=25;",100,70,"","Striped Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow striped").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.jumpInArrow;dy=15;dx=38;arrowHead=55;", -100,100,"","Jump-In Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow jump in").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.uTurnArrow;dy=11;arrowHead=43;dx2=25;",100,100,"","U Turn Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow u turn uturn").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrow;html=1;fillColor=#000000;bendable=0;",100,100,"","Wedge Arrow", -null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow","arrow ").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrowDashed;html=1;bendable=0;",100,100,"","Wedge Arrow Dashed",null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow dashed","arrow ").join(" "))];this.addPalette("arrows2",mxResources.get("arrows"),!1,mxUtils.bind(this,function(c){for(var d=0;d<a.length;d++)c.appendChild(a[d](c))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addAtlassianPalette=function(){var a=this;this.setCurrentSearchEntryLibrary("atlassian");var c=[this.addEntry("atlassian issue ticket bug jira task feature request",function(){var d=new mxCell("Task description",new mxGeometry(0,0,200,50),"html=1;shadow=0;dashed=0;shape=mxgraph.atlassian.issue;issueType=story;issuePriority=blocker;issueStatus=inProgress;verticalAlign=top;align=left;whiteSpace=wrap;overflow=hidden;spacingTop=25;strokeColor=#A8ADB0;fillColor=#EEEEEE;fontSize=12;backgroundOutline=1;sketch=0;"); +100,100,"","Jump-In Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow jump in").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.uTurnArrow;dy=11;arrowHead=43;dx2=25;",100,100,"","U Turn Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow u turn uturn").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrow;html=1;bendable=0;startWidth=50;fillColor=default;defaultFillColor=invert;defaultGradientColor=invert;", +100,100,"","Wedge Arrow",null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow","arrow ").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrowDashed2;html=1;bendable=0;startWidth=50;stepSize=15;",100,100,"","Wedge Arrow Dashed",null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow dashed","arrow ").join(" "))];this.addPalette("arrows2",mxResources.get("arrows"),!1,mxUtils.bind(this,function(c){for(var d=0;d<a.length;d++)c.appendChild(a[d](c))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addAtlassianPalette=function(){var a=this;this.setCurrentSearchEntryLibrary("atlassian");var c=[this.addEntry("atlassian issue ticket bug jira task feature request",function(){var d=new mxCell("Task description",new mxGeometry(0,0,200,50),"html=1;shadow=0;dashed=0;shape=mxgraph.atlassian.issue;issueType=story;issuePriority=blocker;issueStatus=inProgress;verticalAlign=top;align=left;whiteSpace=wrap;overflow=hidden;spacingTop=25;strokeColor=#A8ADB0;fillColor=#EEEEEE;fontSize=12;backgroundOutline=1;sketch=0;"); d.vertex=!0;var b=new mxCell("ID",new mxGeometry(0,0,60,20),"strokeColor=none;fillColor=none;part=1;resizable=0;align=left;autosize=1;points=[];deletable=0;connectable=0;");b.geometry.relative=!0;b.geometry.offset=new mxPoint(20,0);b.vertex=!0;d.insert(b);return a.createVertexTemplateFromCells([d],d.geometry.width,d.geometry.height,"Issue")}),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Atlassian_Logo.svg;",66,66,"","Atlassian",null,null,this.getTagsForStencil("mxgraph.atlassian", "atlassian logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Bamboo_Logo.svg;",64,74,"","Bamboo",null,null,this.getTagsForStencil("mxgraph.atlassian","bamboo logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Bitbucket_Logo.svg;",57,50,"","Bitbucket",null,null,this.getTagsForStencil("mxgraph.atlassian","bitbucket logo atlassian","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Clover_Logo.svg;", 71,71,"","Clover",null,null,this.getTagsForStencil("mxgraph.atlassian","clover logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Confluence_Logo.svg;",63,57,"","Confluence",null,null,this.getTagsForStencil("mxgraph.atlassian","confluence logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Crowd_Logo.svg;",66,65,"","Crowd",null,null,this.getTagsForStencil("mxgraph.atlassian","crowd logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Crucible_Logo.svg;", @@ -10958,505 +10960,503 @@ this.createVertexTemplateEntry(a+"vimeo;fillColor=#1AB7EA;strokeColor=none",62.6 "yahoo","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"yammer;fillColor=#0093BE;strokeColor=none",.2*348,59.6,"","Yammer",null,null,this.getTagsForStencil("mxgraph.weblogos","yammer","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"yandex",31.8,66.4,"","Yandex",null,null,this.getTagsForStencil("mxgraph.weblogos","yandex","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"yelp;fillColor=#C41200;strokeColor=none",.2*317,83,"","Yelp",null,null,this.getTagsForStencil("mxgraph.weblogos", "yelp","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"yoolink",79.2,79.2,"","Yoolink",null,null,this.getTagsForStencil("mxgraph.weblogos","yoolink","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"youmob",76,76.2,"","Youmob",null,null,this.getTagsForStencil("mxgraph.weblogos","youmob","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"youtube;fillColor=#FF2626;gradientColor=#B5171F",.2*786,65.8,"","Youtube",null,null,this.getTagsForStencil("mxgraph.weblogos", "youtube","web logos logo").join(" ")),this.createVertexTemplateEntry(a+"youtube_2;fillColor=#FF2626;gradientColor=#B5171F",.2*232,32.6,"","Youtube",null,null,this.getTagsForStencil("mxgraph.weblogos","youtube","web logos logo").join(" "))]);this.setCurrentSearchEntryLibrary()}})(); -var $jscomp=$jscomp||{};$jscomp.scope={};$jscomp.createTemplateTagFirstArg=function(b){return b.raw=b};$jscomp.createTemplateTagFirstArgWithRaw=function(b,e){b.raw=e;return b};$jscomp.arrayIteratorImpl=function(b){var e=0;return function(){return e<b.length?{done:!1,value:b[e++]}:{done:!0}}};$jscomp.arrayIterator=function(b){return{next:$jscomp.arrayIteratorImpl(b)}};$jscomp.makeIterator=function(b){var e="undefined"!=typeof Symbol&&Symbol.iterator&&b[Symbol.iterator];return e?e.call(b):$jscomp.arrayIterator(b)}; -DrawioFile=function(b,e){mxEventSource.call(this);this.ui=b;this.setData(e||"");this.initialData=this.getData();this.created=(new Date).getTime();this.stats={opened:0,merged:0,fileMerged:0,fileReloaded:0,conflicts:0,timeouts:0,saved:0,closed:0,destroyed:0,joined:0,checksumErrors:0,bytesSent:0,bytesReceived:0,msgSent:0,msgReceived:0,cacheHits:0,cacheMiss:0,cacheFail:0}};DrawioFile.SYNC=urlParams.sync||"auto";DrawioFile.LAST_WRITE_WINS=!0;mxUtils.extend(DrawioFile,mxEventSource); +var $jscomp=$jscomp||{};$jscomp.scope={};$jscomp.createTemplateTagFirstArg=function(b){return b.raw=b};$jscomp.createTemplateTagFirstArgWithRaw=function(b,d){b.raw=d;return b};$jscomp.arrayIteratorImpl=function(b){var d=0;return function(){return d<b.length?{done:!1,value:b[d++]}:{done:!0}}};$jscomp.arrayIterator=function(b){return{next:$jscomp.arrayIteratorImpl(b)}};$jscomp.makeIterator=function(b){var d="undefined"!=typeof Symbol&&Symbol.iterator&&b[Symbol.iterator];return d?d.call(b):$jscomp.arrayIterator(b)}; +DrawioFile=function(b,d){mxEventSource.call(this);this.ui=b;this.setData(d||"");this.initialData=this.getData();this.created=(new Date).getTime();this.stats={opened:0,merged:0,fileMerged:0,fileReloaded:0,conflicts:0,timeouts:0,saved:0,closed:0,destroyed:0,joined:0,checksumErrors:0,bytesSent:0,bytesReceived:0,msgSent:0,msgReceived:0,cacheHits:0,cacheMiss:0,cacheFail:0}};DrawioFile.SYNC=urlParams.sync||"auto";DrawioFile.LAST_WRITE_WINS=!0;mxUtils.extend(DrawioFile,mxEventSource); DrawioFile.prototype.allChangesSavedKey="allChangesSaved";DrawioFile.prototype.savingSpinnerKey="saving";DrawioFile.prototype.savingStatusKey="saving";DrawioFile.prototype.autosaveDelay=1500;DrawioFile.prototype.maxAutosaveDelay=3E4;DrawioFile.prototype.optimisticSyncDelay=300;DrawioFile.prototype.autosaveThread=null;DrawioFile.prototype.lastAutosave=null;DrawioFile.prototype.lastSaved=null;DrawioFile.prototype.lastChanged=null;DrawioFile.prototype.opened=null;DrawioFile.prototype.modified=!1; DrawioFile.prototype.shadowModified=!1;DrawioFile.prototype.data=null;DrawioFile.prototype.shadowPages=null;DrawioFile.prototype.changeListenerEnabled=!0;DrawioFile.prototype.lastAutosaveRevision=null;DrawioFile.prototype.maxAutosaveRevisionDelay=3E5;DrawioFile.prototype.inConflictState=!1;DrawioFile.prototype.invalidChecksum=!1;DrawioFile.prototype.errorReportsEnabled=!1;DrawioFile.prototype.ageStart=null;DrawioFile.prototype.getSize=function(){return null!=this.data?this.data.length:0}; -DrawioFile.prototype.getShadowPages=function(){null==this.shadowPages&&(this.shadowPages=this.ui.getPagesForXml(this.initialData));return this.shadowPages};DrawioFile.prototype.setShadowPages=function(b){this.shadowPages=b};DrawioFile.prototype.synchronizeFile=function(b,e){this.savingFile?null!=e&&e({message:mxResources.get("busy")}):null!=this.sync?this.sync.fileChanged(mxUtils.bind(this,function(f){this.sync.cleanup(b,e,f)}),e):this.updateFile(b,e)}; -DrawioFile.prototype.updateFile=function(b,e,f,c){null!=f&&f()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():this.getLatestVersion(mxUtils.bind(this,function(m){try{null!=f&&f()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[m]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():null!=m?this.mergeFile(m,b,e,c):this.reloadFile(b, -e))}catch(n){null!=e&&e(n)}}),e))}; -DrawioFile.prototype.mergeFile=function(b,e,f,c){var m=!0;try{this.stats.fileMerged++;var n=this.getShadowPages(),v=b.getShadowPages();if(null!=v&&0<v.length){var d=[this.ui.diffPages(null!=c?c:n,v)],g=this.ignorePatches(d);this.setShadowPages(v);if(g)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",g);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(n,this.ui.pages):null;c={};g={};var k=this.ui.patchPages(n,d[0]),l=this.ui.getHashValueForPages(k, -c),p=this.ui.getHashValueForPages(v,g);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",n,"pages",this.ui.pages,"patches",d,"backup",this.backupPatch,"checksum",l,"current",p,"valid",l==p,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=l&&l!=p){var q=this.compressReportData(this.getAnonymizedXmlForPages(v)),y=this.compressReportData(this.getAnonymizedXmlForPages(k)),z=this.ui.hashValue(b.getCurrentEtag()),A=this.ui.hashValue(this.getCurrentEtag()); -this.checksumError(f,d,"Shadow Details: "+JSON.stringify(c)+"\nChecksum: "+l+"\nCurrent: "+p+"\nCurrent Details: "+JSON.stringify(g)+"\nFrom: "+z+"\nTo: "+A+"\n\nFile Data:\n"+q+"\nPatched Shadow:\n"+y,null,"mergeFile");return}if(null!=this.sync){var B=this.sync.patchRealtime(d,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==B||mxUtils.isEmptyObject(B)||d.push(B)}this.patch(d,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw m=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= -this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=e&&e()}catch(K){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=f&&f(K);try{if(m)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,K);else{var J=this.getCurrentUser(),N=null!=J?J.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),N,K)}}catch(u){}}}; -DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var e=new mxCodec(mxUtils.createXmlDocument()),f=e.document.createElement("mxfile");if(null!=b)for(var c=0;c<b.length;c++){var m=e.encode(new mxGraphModel(b[c].root));"1"!=urlParams.dev&&(m=this.ui.anonymizeNode(m,!0));m.setAttribute("id",b[c].getId());b[c].viewState&&this.ui.editor.graph.saveViewState(b[c].viewState,m,!0);f.appendChild(m)}return mxUtils.getPrettyXml(f)}; -DrawioFile.prototype.compressReportData=function(b,e,f){e=null!=e?e:1E4;null!=f&&null!=b&&b.length>f?b=b.substring(0,f)+"[...]":null!=b&&b.length>e&&(b=Graph.compress(b)+"\n");return b}; -DrawioFile.prototype.checksumError=function(b,e,f,c,m){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=e)for(var n=0;n<e.length;n++)this.ui.anonymizePatch(e[n]);var v=mxUtils.bind(this,function(p){var q=this.compressReportData(JSON.stringify(e,null,2));p=null==p?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(p.data)), -25E3);this.sendErrorReport("Checksum Error in "+m+" "+this.getHash(),(null!=f?f:"")+"\n\nPatches:\n"+q+(null!=p?"\n\nRemote:\n"+p:""),null,7E4)});null==c?v(null):this.getLatestVersion(mxUtils.bind(this,function(p){null!=p&&p.getCurrentEtag()==c?v(p):v(null)}),function(){})}else{var d=this.getCurrentUser(),g=null!=d?d.id:"unknown",k=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",l=JSON.stringify(e).length;b=null;if(null!=e&&this.constructor==DriveFile&&400>l){for(n=0;n<e.length;n++)this.ui.anonymizePatch(e[n]); -b=JSON.stringify(e);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+m+" "+k,null,this.getMode()+"."+this.getId(),"user_"+g+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+l+"-patches_"+e.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+k,action:m,label:"user_"+g+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+l+"-patches_"+e.length+ -"-size_"+this.getSize()})}catch(p){}}}catch(p){}}; -DrawioFile.prototype.sendErrorReport=function(b,e,f,c){try{var m=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),n=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),v=this.getCurrentUser(),d=null!=v?this.ui.hashValue(v.id):"unknown",g=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",k=this.getTitle(),l=k.lastIndexOf(".");v="xml";0<l&&(v=k.substring(l));var p=null!=f?f.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ -":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+v+")\nUser="+d+g+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=e?"\n\n"+e: -"")+(null!=f?"\n\nError: "+f.message:"")+"\n\nStack:\n"+p+"\n\nShadow:\n"+m+"\n\nData:\n"+n,c)}catch(q){}}; -DrawioFile.prototype.reloadFile=function(b,e){try{this.ui.spinner.stop();var f=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),e);else{var c=this.ui.editor.graph,m=c.getSelectionCells(),n=c.getViewState(),v= -this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(v,n,m);null!=this.backupPatch&&this.patch([this.backupPatch]);var d=this.ui.getCurrentFile();null!=d&&(d.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),f,mxResources.get("cancel"),mxResources.get("discardChanges")): -f()}catch(c){null!=e&&e(c)}};DrawioFile.prototype.mergeLatestVersion=function(b,e,f){this.getLatestVersion(mxUtils.bind(this,function(c){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(c.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(c.getDescriptor());this.descriptorChanged();null!=e&&e()}),f)}; -DrawioFile.prototype.copyFile=function(b,e){this.ui.editor.editAsNew(this.ui.getFileData(!0),this.ui.getCopyFilename(this))};DrawioFile.prototype.ignorePatches=function(b){var e=!0;if(null!=b)for(var f=0;f<b.length&&e;f++)e=e&&mxUtils.isEmptyObject(b[f]);return e}; -DrawioFile.prototype.patch=function(b,e,f){if(null!=b){var c=this.ui.editor.undoManager,m=c.history.slice(),n=c.indexOfNextAdd,v=this.ui.editor.graph;v.container.style.visibility="hidden";var d=this.changeListenerEnabled;this.changeListenerEnabled=f;var g=v.foldingEnabled,k=v.mathEnabled,l=v.cellRenderer.redraw;v.cellRenderer.redraw=function(p){p.view.graph.isEditing(p.cell)&&(p.view.graph.scrollCellToVisible(p.cell),p.view.graph.cellEditor.resize());l.apply(this,arguments)};v.model.beginUpdate(); -try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,e,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{v.container.style.visibility="";v.model.endUpdate();v.cellRenderer.redraw=l;this.changeListenerEnabled=d;f||(c.history=m,c.indexOfNextAdd=n,c.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)k!=v.mathEnabled? -(this.ui.editor.updateGraphComponents(),v.refresh()):(g!=v.foldingEnabled?v.view.revalidate():v.view.validate(),v.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",e,"undoable",f)}return b}; -DrawioFile.prototype.save=function(b,e,f,c,m,n){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",c,"overwrite",m,"manual",n,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!m&&this.invalidChecksum)if(null!=f)f({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=e&&e();else if(null!=f)f({message:mxResources.get("readOnly")}); -else throw Error(mxResources.get("readOnly"));}catch(v){if(null!=f)f(v);else throw v;}};DrawioFile.prototype.createData=function(){var b=this.ui.pages;if(this.isRealtime()&&(this.ui.pages=this.ownPages,null!=this.ui.currentPage)){var e=this.ui.getPageById(this.ui.currentPage.getId(),this.ownPages);null!=e&&(e.viewState=this.ui.editor.graph.getViewState(),e.needsUpdate=!0)}e=this.ui.getFileData(null,null,null,null,null,null,null,null,this,!this.isCompressed());this.ui.pages=b;return e}; -DrawioFile.prototype.updateFileData=function(){null!=this.sync&&this.sync.sendLocalChanges();this.setData(this.createData());null!=this.sync&&this.sync.fileDataUpdated()};DrawioFile.prototype.isCompressedStorage=function(){return!0};DrawioFile.prototype.isCompressed=function(){var b=null!=this.ui.fileNode?this.ui.fileNode.getAttribute("compressed"):null;return null!=b?"false"!=b:this.isCompressedStorage()&&Editor.compressXml};DrawioFile.prototype.saveAs=function(b,e,f){}; -DrawioFile.prototype.saveFile=function(b,e,f,c){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; -DrawioFile.prototype.isAutosave=function(){return!this.inConflictState&&this.ui.editor.autosave};DrawioFile.prototype.isRenamable=function(){return!1};DrawioFile.prototype.rename=function(b,e,f){};DrawioFile.prototype.isMovable=function(){return!1};DrawioFile.prototype.isTrashed=function(){return!1};DrawioFile.prototype.move=function(b,e,f){};DrawioFile.prototype.share=function(){this.ui.alert(mxResources.get("sharingAvailable"),null,380)};DrawioFile.prototype.getHash=function(){return""}; +DrawioFile.prototype.getShadowPages=function(){null==this.shadowPages&&(this.shadowPages=this.ui.getPagesForXml(this.initialData));return this.shadowPages};DrawioFile.prototype.setShadowPages=function(b){this.shadowPages=b};DrawioFile.prototype.synchronizeFile=function(b,d){this.savingFile?null!=d&&d({message:mxResources.get("busy")}):null!=this.sync?this.sync.fileChanged(mxUtils.bind(this,function(f){this.sync.cleanup(b,d,f)}),d):this.updateFile(b,d)}; +DrawioFile.prototype.updateFile=function(b,d,f,c){null!=f&&f()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=d&&d():this.getLatestVersion(mxUtils.bind(this,function(l){try{null!=f&&f()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[l]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=d&&d():null!=l?this.mergeFile(l,b,d,c):this.reloadFile(b, +d))}catch(m){null!=d&&d(m)}}),d))}; +DrawioFile.prototype.mergeFile=function(b,d,f,c){var l=!0;try{this.stats.fileMerged++;var m=this.getShadowPages(),x=b.getShadowPages();if(null!=x&&0<x.length){var z=[this.ui.diffPages(null!=c?c:m,x)],C=this.ignorePatches(z);this.setShadowPages(x);if(C)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",C);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(m,this.ui.pages):null;c={};C={};var e=this.ui.patchPages(m,z[0]),g=this.ui.getHashValueForPages(e, +c),k=this.ui.getHashValueForPages(x,C);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",m,"pages",this.ui.pages,"patches",z,"backup",this.backupPatch,"checksum",g,"current",k,"valid",g==k,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=g&&g!=k){var n=this.compressReportData(this.getAnonymizedXmlForPages(x)),q=this.compressReportData(this.getAnonymizedXmlForPages(e)),p=this.ui.hashValue(b.getCurrentEtag()),A=this.ui.hashValue(this.getCurrentEtag()); +this.checksumError(f,z,"Shadow Details: "+JSON.stringify(c)+"\nChecksum: "+g+"\nCurrent: "+k+"\nCurrent Details: "+JSON.stringify(C)+"\nFrom: "+p+"\nTo: "+A+"\n\nFile Data:\n"+n+"\nPatched Shadow:\n"+q,null,"mergeFile");return}if(null!=this.sync){var E=this.sync.patchRealtime(z,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==E||mxUtils.isEmptyObject(E)||z.push(E)}this.patch(z,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw l=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= +this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=d&&d()}catch(J){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=f&&f(J);try{if(l)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,J);else{var y=this.getCurrentUser(),B=null!=y?y.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),B,J)}}catch(N){}}}; +DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var d=new mxCodec(mxUtils.createXmlDocument()),f=d.document.createElement("mxfile");if(null!=b)for(var c=0;c<b.length;c++){var l=d.encode(new mxGraphModel(b[c].root));"1"!=urlParams.dev&&(l=this.ui.anonymizeNode(l,!0));l.setAttribute("id",b[c].getId());b[c].viewState&&this.ui.editor.graph.saveViewState(b[c].viewState,l,!0);f.appendChild(l)}return mxUtils.getPrettyXml(f)}; +DrawioFile.prototype.compressReportData=function(b,d,f){d=null!=d?d:1E4;null!=f&&null!=b&&b.length>f?b=b.substring(0,f)+"[...]":null!=b&&b.length>d&&(b=Graph.compress(b)+"\n");return b}; +DrawioFile.prototype.checksumError=function(b,d,f,c,l){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=d)for(var m=0;m<d.length;m++)this.ui.anonymizePatch(d[m]);var x=mxUtils.bind(this,function(k){var n=this.compressReportData(JSON.stringify(d,null,2));k=null==k?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(k.data)), +25E3);this.sendErrorReport("Checksum Error in "+l+" "+this.getHash(),(null!=f?f:"")+"\n\nPatches:\n"+n+(null!=k?"\n\nRemote:\n"+k:""),null,7E4)});null==c?x(null):this.getLatestVersion(mxUtils.bind(this,function(k){null!=k&&k.getCurrentEtag()==c?x(k):x(null)}),function(){})}else{var z=this.getCurrentUser(),C=null!=z?z.id:"unknown",e=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",g=JSON.stringify(d).length;b=null;if(null!=d&&this.constructor==DriveFile&&400>g){for(m=0;m<d.length;m++)this.ui.anonymizePatch(d[m]); +b=JSON.stringify(d);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+l+" "+e,null,this.getMode()+"."+this.getId(),"user_"+C+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+g+"-patches_"+d.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+e,action:l,label:"user_"+C+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+g+"-patches_"+d.length+ +"-size_"+this.getSize()})}catch(k){}}}catch(k){}}; +DrawioFile.prototype.sendErrorReport=function(b,d,f,c){try{var l=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),m=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),x=this.getCurrentUser(),z=null!=x?this.ui.hashValue(x.id):"unknown",C=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",e=this.getTitle(),g=e.lastIndexOf(".");x="xml";0<g&&(x=e.substring(g));var k=null!=f?f.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ +":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+x+")\nUser="+z+C+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=d?"\n\n"+d: +"")+(null!=f?"\n\nError: "+f.message:"")+"\n\nStack:\n"+k+"\n\nShadow:\n"+l+"\n\nData:\n"+m,c)}catch(n){}}; +DrawioFile.prototype.reloadFile=function(b,d){try{this.ui.spinner.stop();var f=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),d);else{var c=this.ui.editor.graph,l=c.getSelectionCells(),m=c.getViewState(),x= +this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(x,m,l);null!=this.backupPatch&&this.patch([this.backupPatch]);var z=this.ui.getCurrentFile();null!=z&&(z.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),f,mxResources.get("cancel"),mxResources.get("discardChanges")): +f()}catch(c){null!=d&&d(c)}};DrawioFile.prototype.mergeLatestVersion=function(b,d,f){this.getLatestVersion(mxUtils.bind(this,function(c){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(c.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(c.getDescriptor());this.descriptorChanged();null!=d&&d()}),f)}; +DrawioFile.prototype.copyFile=function(b,d){this.ui.editor.editAsNew(this.ui.getFileData(!0),this.ui.getCopyFilename(this))};DrawioFile.prototype.ignorePatches=function(b){var d=!0;if(null!=b)for(var f=0;f<b.length&&d;f++)d=d&&mxUtils.isEmptyObject(b[f]);return d}; +DrawioFile.prototype.patch=function(b,d,f){if(null!=b){var c=this.ui.editor.undoManager,l=c.history.slice(),m=c.indexOfNextAdd,x=this.ui.editor.graph;x.container.style.visibility="hidden";var z=this.changeListenerEnabled;this.changeListenerEnabled=f;var C=x.foldingEnabled,e=x.mathEnabled,g=x.cellRenderer.redraw;x.cellRenderer.redraw=function(k){k.view.graph.isEditing(k.cell)&&(k.view.graph.scrollCellToVisible(k.cell),k.view.graph.cellEditor.resize());g.apply(this,arguments)};x.model.beginUpdate(); +try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,d,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{x.container.style.visibility="";x.model.endUpdate();x.cellRenderer.redraw=g;this.changeListenerEnabled=z;f||(c.history=l,c.indexOfNextAdd=m,c.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)e!=x.mathEnabled? +(this.ui.editor.updateGraphComponents(),x.refresh()):(C!=x.foldingEnabled?x.view.revalidate():x.view.validate(),x.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",d,"undoable",f)}return b}; +DrawioFile.prototype.save=function(b,d,f,c,l,m){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",c,"overwrite",l,"manual",m,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!l&&this.invalidChecksum)if(null!=f)f({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=d&&d();else if(null!=f)f({message:mxResources.get("readOnly")}); +else throw Error(mxResources.get("readOnly"));}catch(x){if(null!=f)f(x);else throw x;}};DrawioFile.prototype.createData=function(){var b=this.ui.pages;if(this.isRealtime()&&(this.ui.pages=this.ownPages,null!=this.ui.currentPage)){var d=this.ui.getPageById(this.ui.currentPage.getId(),this.ownPages);null!=d&&(d.viewState=this.ui.editor.graph.getViewState(),d.needsUpdate=!0)}d=this.ui.getFileData(null,null,null,null,null,null,null,null,this,!this.isCompressed());this.ui.pages=b;return d}; +DrawioFile.prototype.updateFileData=function(){null!=this.sync&&this.sync.sendLocalChanges();this.setData(this.createData());null!=this.sync&&this.sync.fileDataUpdated()};DrawioFile.prototype.isCompressedStorage=function(){return!0};DrawioFile.prototype.isCompressed=function(){var b=null!=this.ui.fileNode?this.ui.fileNode.getAttribute("compressed"):null;return null!=b?"false"!=b:this.isCompressedStorage()&&Editor.compressXml};DrawioFile.prototype.saveAs=function(b,d,f){}; +DrawioFile.prototype.saveFile=function(b,d,f,c){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; +DrawioFile.prototype.isAutosave=function(){return!this.inConflictState&&this.ui.editor.autosave};DrawioFile.prototype.isRenamable=function(){return!1};DrawioFile.prototype.rename=function(b,d,f){};DrawioFile.prototype.isMovable=function(){return!1};DrawioFile.prototype.isTrashed=function(){return!1};DrawioFile.prototype.move=function(b,d,f){};DrawioFile.prototype.share=function(){this.ui.alert(mxResources.get("sharingAvailable"),null,380)};DrawioFile.prototype.getHash=function(){return""}; DrawioFile.prototype.getId=function(){return""};DrawioFile.prototype.isEditable=function(){return!this.ui.editor.isChromelessView()||this.ui.editor.editable};DrawioFile.prototype.getUi=function(){return this.ui};DrawioFile.prototype.getTitle=function(){return""};DrawioFile.prototype.setData=function(b){this.data=b;EditorUi.debug("DrawioFile.setData",[this],"data",[b])};DrawioFile.prototype.getData=function(){return this.data}; -DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var e=function(f){for(var c=0;null!=f&&c<f.length;c++){var m=f[c];null!=m.id&&0==m.id.indexOf("extFont_")&&m.parentNode.removeChild(m)}};e(document.querySelectorAll("head > style[id]"));e(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; -DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; -DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,e){b(null)}; -DrawioFile.prototype.loadDescriptor=function(b,e){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,e){this.loadDescriptor(mxUtils.bind(this,function(f){b(f)}),e)};DrawioFile.prototype.patchDescriptor=function(b,e){this.setDescriptorEtag(b,this.getDescriptorEtag(e));this.descriptorChanged()}; +DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var d=function(f){for(var c=0;null!=f&&c<f.length;c++){var l=f[c];null!=l.id&&0==l.id.indexOf("extFont_")&&l.parentNode.removeChild(l)}};d(document.querySelectorAll("head > style[id]"));d(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; +DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return Editor.enableRealtime&&"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; +DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,d){b(null)}; +DrawioFile.prototype.loadDescriptor=function(b,d){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,d){this.loadDescriptor(mxUtils.bind(this,function(f){b(f)}),d)};DrawioFile.prototype.patchDescriptor=function(b,d){this.setDescriptorEtag(b,this.getDescriptorEtag(d));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; -DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,e){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; -DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,e){this.setDescriptorEtag(b,e)}; -DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,e){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; -DrawioFile.prototype.installListeners=function(){null==this.changeListener&&(this.changeListener=mxUtils.bind(this,function(b,e){b=null!=e?e.getProperty("edit"):null;!this.changeListenerEnabled||!this.isEditable()||null!=b&&b.ignoreEdit||this.fileChanged()}),this.ui.editor.graph.model.addListener(mxEvent.CHANGE,this.changeListener),this.ui.editor.graph.addListener("gridSizeChanged",this.changeListener),this.ui.editor.graph.addListener("shadowVisibleChanged",this.changeListener),this.ui.addListener("pageFormatChanged", +DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,d){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; +DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,d){this.setDescriptorEtag(b,d)}; +DrawioFile.prototype.getDescriptorRevisionId=function(b){return this.getDescriptorEtag(b)};DrawioFile.prototype.setDescriptorEtag=function(b,d){};DrawioFile.prototype.getDescriptorEtag=function(b){return null};DrawioFile.prototype.getDescriptorSecret=function(b){return null}; +DrawioFile.prototype.installListeners=function(){null==this.changeListener&&(this.changeListener=mxUtils.bind(this,function(b,d){b=null!=d?d.getProperty("edit"):null;!this.changeListenerEnabled||!this.isEditable()||null!=b&&b.ignoreEdit||this.fileChanged()}),this.ui.editor.graph.model.addListener(mxEvent.CHANGE,this.changeListener),this.ui.editor.graph.addListener("gridSizeChanged",this.changeListener),this.ui.editor.graph.addListener("shadowVisibleChanged",this.changeListener),this.ui.addListener("pageFormatChanged", this.changeListener),this.ui.addListener("pageScaleChanged",this.changeListener),this.ui.addListener("backgroundColorChanged",this.changeListener),this.ui.addListener("backgroundImageChanged",this.changeListener),this.ui.addListener("foldingEnabledChanged",this.changeListener),this.ui.addListener("mathEnabledChanged",this.changeListener),this.ui.addListener("gridEnabledChanged",this.changeListener),this.ui.addListener("guidesEnabledChanged",this.changeListener),this.ui.addListener("tooltipsEnabledChanged", this.changeListener),this.ui.addListener("pageViewChanged",this.changeListener),this.ui.addListener("connectionPointsChanged",this.changeListener),this.ui.addListener("connectionArrowsChanged",this.changeListener))}; DrawioFile.prototype.addAllSavedStatus=function(b){null!=this.ui.statusContainer&&this.ui.getCurrentFile()==this&&(b=null!=b?b:mxUtils.htmlEntities(mxResources.get(this.allChangesSavedKey)),this.ui.editor.setStatus('<div title="'+b+'">'+b+"</div>"),b=this.ui.statusContainer.getElementsByTagName("div"),0<b.length&&this.isRevisionHistorySupported()&&(b[0].style.cursor="pointer",b[0].style.textDecoration="underline",mxEvent.addListener(b[0],"click",mxUtils.bind(this,function(){this.ui.actions.get("revisionHistory").funct()}))))}; -DrawioFile.prototype.saveDraft=function(){try{null==this.draftId&&(this.draftId=null!=this.usedDraftId?this.usedDraftId:Editor.guid());var b={type:"draft",created:this.created,modified:(new Date).getTime(),data:this.ui.getFileData(),title:this.getTitle(),fileObject:this.fileObject,aliveCheck:this.ui.draftAliveCheck};this.ui.setDatabaseItem(".draft_"+this.draftId,JSON.stringify(b));EditorUi.debug("DrawioFile.saveDraft",[this],"draftId",this.draftId,[b])}catch(e){this.removeDraft()}}; +DrawioFile.prototype.saveDraft=function(){try{null==this.draftId&&(this.draftId=null!=this.usedDraftId?this.usedDraftId:Editor.guid());var b={type:"draft",created:this.created,modified:(new Date).getTime(),data:this.ui.getFileData(),title:this.getTitle(),fileObject:this.fileObject,aliveCheck:this.ui.draftAliveCheck};this.ui.setDatabaseItem(".draft_"+this.draftId,JSON.stringify(b));EditorUi.debug("DrawioFile.saveDraft",[this],"draftId",this.draftId,[b])}catch(d){this.removeDraft()}}; DrawioFile.prototype.removeDraft=function(){try{null!=this.draftId&&(EditorUi.debug("DrawioFile.removeDraft",[this],"draftId",this.draftId),this.ui.removeDatabaseItem(".draft_"+this.draftId),this.usedDraftId=this.draftId,this.draftId=null)}catch(b){}}; -DrawioFile.prototype.addUnsavedStatus=function(b){if(!this.inConflictState&&null!=this.ui.statusContainer&&this.ui.getCurrentFile()==this)if(b instanceof Error&&null!=b.message&&""!=b.message){var e=mxUtils.htmlEntities(mxResources.get("unsavedChanges"));this.ui.editor.setStatus('<div title="'+e+'" class="geStatusAlert">'+e+" ("+mxUtils.htmlEntities(b.message)+")</div>");e=this.ui.statusContainer.getElementsByTagName("div");null!=e&&0<e.length&&(e[0].style.cursor="pointer",mxEvent.addListener(e[0], -"click",mxUtils.bind(this,function(){this.ui.showError(mxResources.get("unsavedChanges"),mxUtils.htmlEntities(b.message))})))}else{e=this.getErrorMessage(b);if(null==e&&null!=this.lastSaved){var f=this.ui.timeSince(new Date(this.lastSaved));null!=f&&(e=mxResources.get("lastSaved",[f]))}null!=e&&60<e.length&&(e=e.substring(0,60)+"...");e=mxUtils.htmlEntities(mxResources.get("unsavedChangesClickHereToSave"))+(null!=e&&""!=e?" ("+mxUtils.htmlEntities(e)+")":"");this.ui.editor.setStatus('<div title="'+ -e+'" class="geStatusAlertOrange">'+e+' <img src="'+Editor.saveImage+'"/></div>');e=this.ui.statusContainer.getElementsByTagName("div");null!=e&&0<e.length?(e[0].style.cursor="pointer",mxEvent.addListener(e[0],"click",mxUtils.bind(this,function(){this.ui.actions.get(null!=this.ui.mode&&this.isEditable()?"save":"saveAs").funct()}))):(e=mxUtils.htmlEntities(mxResources.get("unsavedChanges")),this.ui.editor.setStatus('<div title="'+e+'" class="geStatusAlert">'+e+" ("+mxUtils.htmlEntities(b.message)+")</div>")); +DrawioFile.prototype.addUnsavedStatus=function(b){if(!this.inConflictState&&null!=this.ui.statusContainer&&this.ui.getCurrentFile()==this)if(b instanceof Error&&null!=b.message&&""!=b.message){var d=mxUtils.htmlEntities(mxResources.get("unsavedChanges"));this.ui.editor.setStatus('<div title="'+d+'" class="geStatusAlert">'+d+" ("+mxUtils.htmlEntities(b.message)+")</div>");d=this.ui.statusContainer.getElementsByTagName("div");null!=d&&0<d.length&&(d[0].style.cursor="pointer",mxEvent.addListener(d[0], +"click",mxUtils.bind(this,function(){this.ui.showError(mxResources.get("unsavedChanges"),mxUtils.htmlEntities(b.message))})))}else{d=this.getErrorMessage(b);if(null==d&&null!=this.lastSaved){var f=this.ui.timeSince(new Date(this.lastSaved));null!=f&&(d=mxResources.get("lastSaved",[f]))}null!=d&&60<d.length&&(d=d.substring(0,60)+"...");d=mxUtils.htmlEntities(mxResources.get("unsavedChangesClickHereToSave"))+(null!=d&&""!=d?" ("+mxUtils.htmlEntities(d)+")":"");this.ui.editor.setStatus('<div title="'+ +d+'" class="geStatusAlertOrange">'+d+' <img src="'+Editor.saveImage+'"/></div>');d=this.ui.statusContainer.getElementsByTagName("div");null!=d&&0<d.length?(d[0].style.cursor="pointer",mxEvent.addListener(d[0],"click",mxUtils.bind(this,function(){this.ui.actions.get(null!=this.ui.mode&&this.isEditable()?"save":"saveAs").funct()}))):(d=mxUtils.htmlEntities(mxResources.get("unsavedChanges")),this.ui.editor.setStatus('<div title="'+d+'" class="geStatusAlert">'+d+" ("+mxUtils.htmlEntities(b.message)+")</div>")); EditorUi.enableDrafts&&(null==this.getMode()||EditorUi.isElectronApp)&&(this.lastDraftSave=this.lastDraftSave||Date.now(),null!=this.saveDraftThread&&(window.clearTimeout(this.saveDraftThread),this.saveDraftThread=null,Date.now()-this.lastDraftSave>Math.max(2*EditorUi.draftSaveDelay,3E4)&&(this.lastDraftSave=Date.now(),this.saveDraft())),this.saveDraftThread=window.setTimeout(mxUtils.bind(this,function(){this.lastDraftSave=Date.now();this.saveDraftThread=null;this.saveDraft()}),EditorUi.draftSaveDelay|| 0))}}; -DrawioFile.prototype.addConflictStatus=function(b,e){this.invalidChecksum&&null==e&&(e=mxResources.get("checksum"));this.setConflictStatus(mxUtils.htmlEntities(mxResources.get("fileChangedSync"))+(null!=e&&""!=e?" ("+mxUtils.htmlEntities(e)+")":""));this.ui.spinner.stop();this.clearAutosave();e=null!=this.ui.statusContainer?this.ui.statusContainer.getElementsByTagName("div"):null;null!=e&&0<e.length?(e[0].style.cursor="pointer",mxEvent.addListener(e[0],"click",mxUtils.bind(this,function(f){"IMG"!=mxEvent.getSource(f).nodeName&& +DrawioFile.prototype.addConflictStatus=function(b,d){this.invalidChecksum&&null==d&&(d=mxResources.get("checksum"));this.setConflictStatus(mxUtils.htmlEntities(mxResources.get("fileChangedSync"))+(null!=d&&""!=d?" ("+mxUtils.htmlEntities(d)+")":""));this.ui.spinner.stop();this.clearAutosave();d=null!=this.ui.statusContainer?this.ui.statusContainer.getElementsByTagName("div"):null;null!=d&&0<d.length?(d[0].style.cursor="pointer",mxEvent.addListener(d[0],"click",mxUtils.bind(this,function(f){"IMG"!=mxEvent.getSource(f).nodeName&& b()}))):this.ui.alert(mxUtils.htmlEntities(mxResources.get("fileChangedSync")),b)};DrawioFile.prototype.setConflictStatus=function(b){this.ui.editor.setStatus('<div title="'+b+'" class="geStatusAlert">'+b+' <a href="https://www.diagrams.net/doc/faq/synchronize" title="'+mxResources.get("help")+'" target="_blank"><img src="'+Editor.helpImage+'"/></a></div>')}; -DrawioFile.prototype.showRefreshDialog=function(b,e,f){null==f&&(f=mxResources.get("checksum"));this.ui.editor.isChromelessView()&&!this.ui.editor.editable?this.ui.alert(mxResources.get("fileChangedSync"),mxUtils.bind(this,function(){this.reloadFile(b,e)})):(this.addConflictStatus(mxUtils.bind(this,function(){this.showRefreshDialog(b,e)}),f),this.ui.showError(mxResources.get("warning")+" ("+f+")",mxResources.get("fileChangedSyncDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b, -e)}),null,mxResources.get("merge"),mxUtils.bind(this,function(){this.reloadFile(b,e)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,130))}; -DrawioFile.prototype.showCopyDialog=function(b,e,f){this.invalidChecksum=this.inConflictState=!1;this.addUnsavedStatus();this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedOverwriteDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b,e)}),null,mxResources.get("overwrite"),f,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,150)}; -DrawioFile.prototype.showConflictDialog=function(b,e){this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedSyncDialog"),mxResources.get("overwrite"),b,null,mxResources.get("merge"),e,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog();this.handleFileError(null,!1)}),380,130)}; -DrawioFile.prototype.redirectToNewApp=function(b,e){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var f=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),c=mxResources.get("redirectToNewApp");null!=e&&(c+=" ("+e+")");e=mxUtils.bind(this,function(){var m=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==f?window.location.reload():window.location.href= -f});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),m,mxResources.get("cancel"),mxResources.get("discardChanges")):m()});null!=b?this.isModified()?this.ui.confirm(c,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),e,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(c,e,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), -e)}}; +DrawioFile.prototype.showRefreshDialog=function(b,d,f){null==f&&(f=mxResources.get("checksum"));this.ui.editor.isChromelessView()&&!this.ui.editor.editable?this.ui.alert(mxResources.get("fileChangedSync"),mxUtils.bind(this,function(){this.reloadFile(b,d)})):(this.addConflictStatus(mxUtils.bind(this,function(){this.showRefreshDialog(b,d)}),f),this.ui.showError(mxResources.get("warning")+" ("+f+")",mxResources.get("fileChangedSyncDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b, +d)}),null,mxResources.get("merge"),mxUtils.bind(this,function(){this.reloadFile(b,d)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,130))}; +DrawioFile.prototype.showCopyDialog=function(b,d,f){this.invalidChecksum=this.inConflictState=!1;this.addUnsavedStatus();this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedOverwriteDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b,d)}),null,mxResources.get("overwrite"),f,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,150)}; +DrawioFile.prototype.showConflictDialog=function(b,d){this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedSyncDialog"),mxResources.get("overwrite"),b,null,mxResources.get("merge"),d,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog();this.handleFileError(null,!1)}),380,130)}; +DrawioFile.prototype.redirectToNewApp=function(b,d){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var f=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),c=mxResources.get("redirectToNewApp");null!=d&&(c+=" ("+d+")");d=mxUtils.bind(this,function(){var l=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==f?window.location.reload():window.location.href= +f});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),l,mxResources.get("cancel"),mxResources.get("discardChanges")):l()});null!=b?this.isModified()?this.ui.confirm(c,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),d,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(c,d,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), +d)}}; DrawioFile.prototype.handleFileSuccess=function(b){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(EditorUi.debug("DrawioFile.handleFileSuccess",[this],"saved",b,"modified",this.isModified()),this.isModified()?this.fileChanged():b?(this.isTrashed()?this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.allChangesSavedKey))+" ("+mxUtils.htmlEntities(mxResources.get("fileMovedToTrash"))+")"):this.addAllSavedStatus(),null!=this.sync&&(this.sync.resetUpdateStatusThread(),this.sync.remoteFileChanged&&(this.sync.remoteFileChanged= !1,this.sync.fileChangedNotify()))):this.ui.editor.setStatus(""))}; -DrawioFile.prototype.handleFileError=function(b,e){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(this.inConflictState?this.handleConflictError(b,e):(this.isModified()&&this.addUnsavedStatus(b),e?this.ui.handleError(b,null!=b?mxResources.get("errorSavingFile"):null):this.isModified()||(b=this.getErrorMessage(b),null!=b&&60<b.length&&(b=b.substring(0,60)+"..."),this.ui.editor.setStatus('<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("error"))+(null!=b?" ("+mxUtils.htmlEntities(b)+ +DrawioFile.prototype.handleFileError=function(b,d){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(this.inConflictState?this.handleConflictError(b,d):(this.isModified()&&this.addUnsavedStatus(b),d?this.ui.handleError(b,null!=b?mxResources.get("errorSavingFile"):null):this.isModified()||(b=this.getErrorMessage(b),null!=b&&60<b.length&&(b=b.substring(0,60)+"..."),this.ui.editor.setStatus('<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("error"))+(null!=b?" ("+mxUtils.htmlEntities(b)+ ")":"")+"</div>"))))}; -DrawioFile.prototype.handleConflictError=function(b,e){var f=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),c=mxUtils.bind(this,function(v){this.handleFileError(v,!0)}),m=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,f,c,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),n=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& -this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,f,c,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),c)});"none"==DrawioFile.SYNC?this.showCopyDialog(f,c,m):this.invalidChecksum?this.showRefreshDialog(f,c,this.getErrorMessage(b)):e?this.showConflictDialog(m,n):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); -this.synchronizeFile(f,c)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var e=null!=b?null!=b.error?b.error.message:b.message:null;null==e&&null!=b&&b.code==App.ERROR_TIMEOUT&&(e=mxResources.get("timeout"));return e};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; -DrawioFile.prototype.fileChanged=function(b){b=null!=b?b:!0;this.lastChanged=new Date;this.setModified(!0);EditorUi.debug("DrawioFile.fileChanged",[this],"autosave",this.isAutosave(),"saving",this.savingFile);this.isAutosave()?(null!=this.savingStatusKey&&this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.savingStatusKey))+"..."),this.ui.scheduleSanityCheck(),null==this.ageStart&&(this.ageStart=new Date),this.autosave(this.autosaveDelay,this.maxAutosaveDelay,mxUtils.bind(this,function(e){this.ui.stopSanityCheck(); -null==this.autosaveThread?(this.handleFileSuccess(!0),this.ageStart=null):this.isModified()&&(this.ui.scheduleSanityCheck(),this.ageStart=this.lastChanged)}),mxUtils.bind(this,function(e){this.handleFileError(e)}))):(this.ageStart=null,this.isAutosaveOptional()&&this.ui.editor.autosave||this.inConflictState||this.addUnsavedStatus());null!=this.sync&&b&&this.sync.localFileChanged()}; -DrawioFile.prototype.createSecret=function(b){var e=Editor.guid(32);null==this.sync||this.isOptimisticSync()?b(e):this.sync.createToken(e,mxUtils.bind(this,function(f){b(e,f)}),mxUtils.bind(this,function(){b(e)}))};DrawioFile.prototype.fileSaving=function(){null!=this.sync&&this.sync.fileSaving()}; -DrawioFile.prototype.fileSaved=function(b,e,f,c,m){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var n=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(n),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=f&&f()):this.sync.fileSaved(n,e,f,c,m)}catch(g){this.invalidChecksum=this.inConflictState= -!0;this.descriptorChanged();null!=c&&c(g);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,g);else{var v=this.getCurrentUser(),d=null!=v?v.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),d,g)}}catch(k){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; -DrawioFile.prototype.autosave=function(b,e,f,c){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<e?b:0;this.clearAutosave();var m=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==m&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",m,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var n=this.isAutosaveRevision(); -n&&(this.lastAutosaveRevision=(new Date).getTime());this.save(n,mxUtils.bind(this,function(v){this.autosaveCompleted();null!=f&&f(v)}),mxUtils.bind(this,function(v){null!=c&&c(v)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=f&&f(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",m,"delay",b,"saving",this.savingFile);this.autosaveThread=m};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; +DrawioFile.prototype.handleConflictError=function(b,d){var f=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),c=mxUtils.bind(this,function(x){this.handleFileError(x,!0)}),l=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,f,c,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),m=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& +this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,f,c,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),c)});"none"==DrawioFile.SYNC?this.showCopyDialog(f,c,l):this.invalidChecksum?this.showRefreshDialog(f,c,this.getErrorMessage(b)):d?this.showConflictDialog(l,m):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); +this.synchronizeFile(f,c)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var d=null!=b?null!=b.error?b.error.message:b.message:null;null==d&&null!=b&&b.code==App.ERROR_TIMEOUT&&(d=mxResources.get("timeout"));return d};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; +DrawioFile.prototype.fileChanged=function(b){b=null!=b?b:!0;this.lastChanged=new Date;this.setModified(!0);EditorUi.debug("DrawioFile.fileChanged",[this],"autosave",this.isAutosave(),"saving",this.savingFile);this.isAutosave()?(null!=this.savingStatusKey&&this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.savingStatusKey))+"..."),this.ui.scheduleSanityCheck(),null==this.ageStart&&(this.ageStart=new Date),this.autosave(this.autosaveDelay,this.maxAutosaveDelay,mxUtils.bind(this,function(d){this.ui.stopSanityCheck(); +null==this.autosaveThread?(this.handleFileSuccess(!0),this.ageStart=null):this.isModified()&&(this.ui.scheduleSanityCheck(),this.ageStart=this.lastChanged)}),mxUtils.bind(this,function(d){this.handleFileError(d)}))):(this.ageStart=null,this.isAutosaveOptional()&&this.ui.editor.autosave||this.inConflictState||this.addUnsavedStatus());null!=this.sync&&b&&this.sync.localFileChanged()}; +DrawioFile.prototype.createSecret=function(b){var d=Editor.guid(32);null==this.sync||this.isOptimisticSync()?b(d):this.sync.createToken(d,mxUtils.bind(this,function(f){b(d,f)}),mxUtils.bind(this,function(){b(d)}))};DrawioFile.prototype.fileSaving=function(){null!=this.sync&&this.sync.fileSaving()}; +DrawioFile.prototype.fileSaved=function(b,d,f,c,l){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var m=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(m),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=f&&f()):this.sync.fileSaved(m,d,f,c,l)}catch(C){this.invalidChecksum=this.inConflictState= +!0;this.descriptorChanged();null!=c&&c(C);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,C);else{var x=this.getCurrentUser(),z=null!=x?x.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),z,C)}}catch(e){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; +DrawioFile.prototype.autosave=function(b,d,f,c){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<d?b:0;this.clearAutosave();var l=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==l&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",l,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var m=this.isAutosaveRevision(); +m&&(this.lastAutosaveRevision=(new Date).getTime());this.save(m,mxUtils.bind(this,function(x){this.autosaveCompleted();null!=f&&f(x)}),mxUtils.bind(this,function(x){null!=c&&c(x)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=f&&f(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",l,"delay",b,"saving",this.savingFile);this.autosaveThread=l};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; DrawioFile.prototype.clearAutosave=function(){null!=this.autosaveThread&&(window.clearTimeout(this.autosaveThread),this.autosaveThread=null)};DrawioFile.prototype.isAutosaveRevision=function(){var b=(new Date).getTime();return null==this.lastAutosaveRevision||b-this.lastAutosaveRevision>this.maxAutosaveRevisionDelay};DrawioFile.prototype.descriptorChanged=function(){this.fireEvent(new mxEventObject("descriptorChanged"))};DrawioFile.prototype.contentChanged=function(){this.fireEvent(new mxEventObject("contentChanged"))}; -DrawioFile.prototype.close=function(b){this.updateFileData();this.stats.closed++;this.isAutosave()&&this.isModified()&&this.save(this.isAutosaveRevision(),null,null,b);this.destroy()};DrawioFile.prototype.hasSameExtension=function(b,e){if(null!=b&&null!=e){var f=b.lastIndexOf(".");b=0<f?b.substring(f):"";f=e.lastIndexOf(".");return b===(0<f?e.substring(f):"")}return b==e}; +DrawioFile.prototype.close=function(b){this.updateFileData();this.stats.closed++;this.isAutosave()&&this.isModified()&&this.save(this.isAutosaveRevision(),null,null,b);this.destroy()};DrawioFile.prototype.hasSameExtension=function(b,d){if(null!=b&&null!=d){var f=b.lastIndexOf(".");b=0<f?b.substring(f):"";f=d.lastIndexOf(".");return b===(0<f?d.substring(f):"")}return b==d}; DrawioFile.prototype.removeListeners=function(){null!=this.changeListener&&(this.ui.editor.graph.model.removeListener(this.changeListener),this.ui.editor.graph.removeListener(this.changeListener),this.ui.removeListener(this.changeListener),this.changeListener=null)};DrawioFile.prototype.destroy=function(){this.clearAutosave();this.removeListeners();this.stats.destroyed++;null!=this.sync&&(this.sync.destroy(),this.sync=null)};DrawioFile.prototype.commentsSupported=function(){return!1}; -DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,e){b([])};DrawioFile.prototype.addComment=function(b,e,f){e(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,e){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,e)};LocalFile=function(b,e,f,c,m,n){DrawioFile.call(this,b,e);this.title=f;this.mode=c?null:App.MODE_DEVICE;this.fileHandle=m;this.desc=n};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; -LocalFile.prototype.isRenamable=function(){return!0};LocalFile.prototype.save=function(b,e,f){this.saveAs(this.title,e,f)};LocalFile.prototype.saveAs=function(b,e,f){this.saveFile(b,!1,e,f)};LocalFile.prototype.saveAs=function(b,e,f){this.saveFile(b,!1,e,f)};LocalFile.prototype.getDescriptor=function(){return this.desc};LocalFile.prototype.setDescriptor=function(b){this.desc=b}; -LocalFile.prototype.getLatestVersion=function(b,e){null==this.fileHandle?b(null):this.ui.loadFileSystemEntry(this.fileHandle,b,e)}; -LocalFile.prototype.saveFile=function(b,e,f,c,m){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;m||this.updateFileData();var n=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var v=this.getData(),d=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=f&&f()}),g=mxUtils.bind(this,function(k){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var l=mxUtils.bind(this, -function(q){this.savingFile=!1;null!=c&&c({error:q})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(q){this.fileHandle.getFile().then(mxUtils.bind(this,function(y){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[y],"conflict",this.desc.lastModified!=y.lastModified);this.desc.lastModified==y.lastModified?q.write(n?this.ui.base64ToBlob(k,"image/png"):k).then(mxUtils.bind(this,function(){q.close().then(mxUtils.bind(this, -function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(z){try{var A=this.desc;this.savingFile=!1;this.desc=z;this.fileSaved(v,A,d,l);this.removeDraft()}catch(B){l(B)}}),l)}),l)}),l):(this.inConflictState=!0,l())}),mxUtils.bind(this,function(y){this.invalidFileHandle=!0;l(y)}))}),l)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(k,b,n?"image/png":"text/xml",n);else if(k.length<MAX_REQUEST_SIZE){var p=b.lastIndexOf(".");p=0<p?b.substring(p+1):"xml"; -(new mxXmlRequest(SAVE_URL,"format="+p+"&xml="+encodeURIComponent(k)+"&filename="+encodeURIComponent(b)+(n?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(k)}));d()}});n?(e=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(k){g(k)}),c,this.ui.getCurrentFile()!=this?v:null,e.scale,e.border)):g(v)}; -LocalFile.prototype.rename=function(b,e,f){this.title=b;this.descriptorChanged();null!=e&&e()};LocalFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};LocalLibrary=function(b,e,f){LocalFile.call(this,b,e,f)};mxUtils.extend(LocalLibrary,LocalFile);LocalLibrary.prototype.getHash=function(){return"F"+this.getTitle()};LocalLibrary.prototype.isAutosave=function(){return!1};LocalLibrary.prototype.saveAs=function(b,e,f){this.saveFile(b,!1,e,f)};LocalLibrary.prototype.updateFileData=function(){};LocalLibrary.prototype.open=function(){};StorageFile=function(b,e,f){DrawioFile.call(this,b,e);this.title=f};mxUtils.extend(StorageFile,DrawioFile);StorageFile.prototype.autosaveDelay=2E3;StorageFile.prototype.maxAutosaveDelay=2E4;StorageFile.prototype.type="F";StorageFile.prototype.getMode=function(){return App.MODE_BROWSER};StorageFile.prototype.isAutosaveOptional=function(){return!0};StorageFile.prototype.getHash=function(){return"L"+encodeURIComponent(this.getTitle())};StorageFile.prototype.getTitle=function(){return this.title}; -StorageFile.prototype.isRenamable=function(){return!0};StorageFile.prototype.save=function(b,e,f){this.saveAs(this.getTitle(),e,f)};StorageFile.prototype.saveAs=function(b,e,f){DrawioFile.prototype.save.apply(this,arguments);this.saveFile(b,!1,e,f)}; -StorageFile.insertFile=function(b,e,f,c,m){var n=mxUtils.bind(this,function(v){var d=function(){var g=new StorageFile(b,f,e);g.saveFile(e,!1,function(){c(g)},m)};v?b.confirm(mxResources.get("replaceIt",[e]),d,m):d()});StorageFile.getFileContent(b,e,function(v){n(null!=v)},function(){n(!1)})};StorageFile.getFileContent=function(b,e,f,c){b.getDatabaseItem(e,function(m){f(null!=m?m.data:null)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(e,f):null!=c&&c()}),"files")}; -StorageFile.getFileInfo=function(b,e,f,c){b.getDatabaseItem(e,function(m){f(m)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(e,function(m){f(null!=m?{title:e}:null)}):null!=c&&c()}),"filesInfo")}; -StorageFile.prototype.saveFile=function(b,e,f,c){if(this.isEditable()){var m=mxUtils.bind(this,function(){this.isRenamable()&&(this.title=b);try{var n=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=f&&f()});this.setShadowModified(!1);var v=this.getData();this.ui.setDatabaseItem(null,[{title:this.title,size:v.length,lastModified:Date.now(),type:this.type},{title:this.title,data:v}],n,mxUtils.bind(this,function(){null==this.ui.database?this.ui.setLocalData(this.title, -v,n):null!=c&&c()}),["filesInfo","files"])}catch(d){null!=c&&c(d)}});this.isRenamable()&&"."==b.charAt(0)&&null!=c?c({message:mxResources.get("invalidName")}):StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(n){this.isRenamable()&&this.getTitle()!=b&&null!=n?this.ui.confirm(mxResources.get("replaceIt",[b]),m,c):m()}),c)}else null!=f&&f()}; -StorageFile.prototype.rename=function(b,e,f){var c=this.getTitle();c!=b?StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(m){var n=mxUtils.bind(this,function(){this.title=b;this.hasSameExtension(c,b)||this.setData(this.ui.getFileData());this.saveFile(b,!1,mxUtils.bind(this,function(){this.ui.removeLocalData(c,e)}),f)});null!=m?this.ui.confirm(mxResources.get("replaceIt",[b]),n,f):n()}),f):e()};StorageFile.prototype.open=function(){DrawioFile.prototype.open.apply(this,arguments);this.saveFile(this.getTitle())}; -StorageFile.prototype.getLatestVersion=function(b,e){StorageFile.getFileContent(this.ui,this.title,mxUtils.bind(this,function(f){b(new StorageFile(this.ui,f,this.title))}),e)};StorageFile.prototype.destroy=function(){DrawioFile.prototype.destroy.apply(this,arguments);null!=this.storageListener&&(mxEvent.removeListener(window,"storage",this.storageListener),this.storageListener=null)}; -StorageFile.listLocalStorageFiles=function(b){for(var e=[],f=0;f<localStorage.length;f++){var c=localStorage.key(f),m=localStorage.getItem(c);if(0<c.length&&"."!=c.charAt(0)&&0<m.length){var n=(null==b||"F"==b)&&("<mxfile "===m.substring(0,8)||"<?xml"===m.substring(0,5)||"\x3c!--[if IE]>"===m.substring(0,12)),v=(null==b||"L"==b)&&"<mxlibrary>"===m.substring(0,11);(n||v)&&e.push({title:c,type:n?"F":"L",size:m.length,lastModified:Date.now()})}}return e}; -StorageFile.migrate=function(b){var e=StorageFile.listLocalStorageFiles();e.push({title:".scratchpad",type:"L"});var f=b.transaction(["files","filesInfo"],"readwrite");b=f.objectStore("files");f=f.objectStore("filesInfo");for(var c=0;c<e.length;c++){var m=e[c],n=localStorage.getItem(m.title);b.add({title:m.title,data:n});f.add(m)}}; -StorageFile.listFiles=function(b,e,f,c){b.getDatabaseItems(function(m){var n=[];if(null!=m)for(var v=0;v<m.length;v++)"."==m[v].title.charAt(0)||null!=e&&m[v].type!=e||n.push(m[v]);f(n)},function(){null==b.database?f(StorageFile.listLocalStorageFiles(e)):null!=c&&c()},"filesInfo")};StorageFile.deleteFile=function(b,e,f,c){b.removeDatabaseItem([e,e],f,function(){null==b.database?(localStorage.removeItem(e),f()):null!=c&&c()},["files","filesInfo"])};StorageLibrary=function(b,e,f){StorageFile.call(this,b,e,f)};mxUtils.extend(StorageLibrary,StorageFile);StorageLibrary.prototype.type="L";StorageLibrary.prototype.isAutosave=function(){return!0};StorageLibrary.prototype.saveAs=function(b,e,f){this.saveFile(b,!1,e,f)};StorageLibrary.prototype.getHash=function(){return"L"+encodeURIComponent(this.title)};StorageLibrary.prototype.getTitle=function(){return".scratchpad"==this.title?mxResources.get("scratchpad"):this.title}; -StorageLibrary.prototype.isRenamable=function(b,e,f){return".scratchpad"!=this.title};StorageLibrary.prototype.open=function(){};RemoteFile=function(b,e,f){DrawioFile.call(this,b,e);this.title=f;this.mode=null};mxUtils.extend(RemoteFile,DrawioFile);RemoteFile.prototype.isAutosave=function(){return!1};RemoteFile.prototype.getMode=function(){return this.mode};RemoteFile.prototype.getTitle=function(){return this.title};RemoteFile.prototype.isRenamable=function(){return!1};RemoteFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};RemoteLibrary=function(b,e,f){RemoteFile.call(this,b,e,f.title);this.libObj=f};mxUtils.extend(RemoteLibrary,LocalFile);RemoteLibrary.prototype.getHash=function(){return"R"+encodeURIComponent(JSON.stringify([this.libObj.id,this.libObj.title,this.libObj.downloadUrl]))};RemoteLibrary.prototype.isEditable=function(){return!1};RemoteLibrary.prototype.isRenamable=function(){return!1};RemoteLibrary.prototype.isAutosave=function(){return!1};RemoteLibrary.prototype.save=function(b,e,f){}; -RemoteLibrary.prototype.saveAs=function(b,e,f){};RemoteLibrary.prototype.updateFileData=function(){};RemoteLibrary.prototype.open=function(){};UrlLibrary=function(b,e,f){StorageFile.call(this,b,e,f);b=f;e=b.lastIndexOf("/");0<=e&&(b=b.substring(e+1));this.fname=b};mxUtils.extend(UrlLibrary,StorageFile);UrlLibrary.prototype.getHash=function(){return"U"+encodeURIComponent(this.title)};UrlLibrary.prototype.getTitle=function(){return this.fname};UrlLibrary.prototype.isAutosave=function(){return!1};UrlLibrary.prototype.isEditable=function(b,e,f){return!1};UrlLibrary.prototype.saveAs=function(b,e,f){};UrlLibrary.prototype.open=function(){};EmbedFile=function(b,e,f){DrawioFile.call(this,b,e);this.desc=f||{};this.mode=App.MODE_EMBED};mxUtils.extend(EmbedFile,DrawioFile);EmbedFile.prototype.getMode=function(){return this.mode};EmbedFile.prototype.getTitle=function(){return this.desc.title||""};/* +DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,d){b([])};DrawioFile.prototype.addComment=function(b,d,f){d(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,d){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,d)};LocalFile=function(b,d,f,c,l,m){DrawioFile.call(this,b,d);this.title=f;this.mode=c?null:App.MODE_DEVICE;this.fileHandle=l;this.desc=m};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; +LocalFile.prototype.isRenamable=function(){return!0};LocalFile.prototype.save=function(b,d,f){this.saveAs(this.title,d,f)};LocalFile.prototype.saveAs=function(b,d,f){this.saveFile(b,!1,d,f)};LocalFile.prototype.saveAs=function(b,d,f){this.saveFile(b,!1,d,f)};LocalFile.prototype.getDescriptor=function(){return this.desc};LocalFile.prototype.setDescriptor=function(b){this.desc=b}; +LocalFile.prototype.getLatestVersion=function(b,d){null==this.fileHandle?b(null):this.ui.loadFileSystemEntry(this.fileHandle,b,d)}; +LocalFile.prototype.saveFile=function(b,d,f,c,l){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;l||this.updateFileData();var m=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var x=this.getData(),z=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=f&&f()}),C=mxUtils.bind(this,function(e){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var g=mxUtils.bind(this, +function(n){this.savingFile=!1;null!=c&&c({error:n})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(n){this.fileHandle.getFile().then(mxUtils.bind(this,function(q){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[q],"conflict",this.desc.lastModified!=q.lastModified);this.desc.lastModified==q.lastModified?n.write(m?this.ui.base64ToBlob(e,"image/png"):e).then(mxUtils.bind(this,function(){n.close().then(mxUtils.bind(this, +function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(p){try{var A=this.desc;this.savingFile=!1;this.desc=p;this.fileSaved(x,A,z,g);this.removeDraft()}catch(E){g(E)}}),g)}),g)}),g):(this.inConflictState=!0,g())}),mxUtils.bind(this,function(q){this.invalidFileHandle=!0;g(q)}))}),g)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(e,b,m?"image/png":"text/xml",m);else if(e.length<MAX_REQUEST_SIZE){var k=b.lastIndexOf(".");k=0<k?b.substring(k+1):"xml"; +(new mxXmlRequest(SAVE_URL,"format="+k+"&xml="+encodeURIComponent(e)+"&filename="+encodeURIComponent(b)+(m?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(e)}));z()}});m?(d=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(e){C(e)}),c,this.ui.getCurrentFile()!=this?x:null,d.scale,d.border)):C(x)}; +LocalFile.prototype.rename=function(b,d,f){this.title=b;this.descriptorChanged();null!=d&&d()};LocalFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};LocalLibrary=function(b,d,f){LocalFile.call(this,b,d,f)};mxUtils.extend(LocalLibrary,LocalFile);LocalLibrary.prototype.getHash=function(){return"F"+this.getTitle()};LocalLibrary.prototype.isAutosave=function(){return!1};LocalLibrary.prototype.saveAs=function(b,d,f){this.saveFile(b,!1,d,f)};LocalLibrary.prototype.updateFileData=function(){};LocalLibrary.prototype.open=function(){};StorageFile=function(b,d,f){DrawioFile.call(this,b,d);this.title=f};mxUtils.extend(StorageFile,DrawioFile);StorageFile.prototype.autosaveDelay=2E3;StorageFile.prototype.maxAutosaveDelay=2E4;StorageFile.prototype.type="F";StorageFile.prototype.getMode=function(){return App.MODE_BROWSER};StorageFile.prototype.isAutosaveOptional=function(){return!0};StorageFile.prototype.getHash=function(){return"L"+encodeURIComponent(this.getTitle())};StorageFile.prototype.getTitle=function(){return this.title}; +StorageFile.prototype.isRenamable=function(){return!0};StorageFile.prototype.save=function(b,d,f){this.saveAs(this.getTitle(),d,f)};StorageFile.prototype.saveAs=function(b,d,f){DrawioFile.prototype.save.apply(this,arguments);this.saveFile(b,!1,d,f)}; +StorageFile.insertFile=function(b,d,f,c,l){var m=mxUtils.bind(this,function(x){var z=function(){var C=new StorageFile(b,f,d);C.saveFile(d,!1,function(){c(C)},l)};x?b.confirm(mxResources.get("replaceIt",[d]),z,l):z()});StorageFile.getFileContent(b,d,function(x){m(null!=x)},function(){m(!1)})};StorageFile.getFileContent=function(b,d,f,c){b.getDatabaseItem(d,function(l){f(null!=l?l.data:null)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(d,f):null!=c&&c()}),"files")}; +StorageFile.getFileInfo=function(b,d,f,c){b.getDatabaseItem(d,function(l){f(l)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(d,function(l){f(null!=l?{title:d}:null)}):null!=c&&c()}),"filesInfo")}; +StorageFile.prototype.saveFile=function(b,d,f,c){if(this.isEditable()){var l=mxUtils.bind(this,function(){this.isRenamable()&&(this.title=b);try{var m=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=f&&f()});this.setShadowModified(!1);var x=this.getData();this.ui.setDatabaseItem(null,[{title:this.title,size:x.length,lastModified:Date.now(),type:this.type},{title:this.title,data:x}],m,mxUtils.bind(this,function(){null==this.ui.database?this.ui.setLocalData(this.title, +x,m):null!=c&&c()}),["filesInfo","files"])}catch(z){null!=c&&c(z)}});this.isRenamable()&&"."==b.charAt(0)&&null!=c?c({message:mxResources.get("invalidName")}):StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(m){this.isRenamable()&&this.getTitle()!=b&&null!=m?this.ui.confirm(mxResources.get("replaceIt",[b]),l,c):l()}),c)}else null!=f&&f()}; +StorageFile.prototype.rename=function(b,d,f){var c=this.getTitle();c!=b?StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(l){var m=mxUtils.bind(this,function(){this.title=b;this.hasSameExtension(c,b)||this.setData(this.ui.getFileData());this.saveFile(b,!1,mxUtils.bind(this,function(){this.ui.removeLocalData(c,d)}),f)});null!=l?this.ui.confirm(mxResources.get("replaceIt",[b]),m,f):m()}),f):d()};StorageFile.prototype.open=function(){DrawioFile.prototype.open.apply(this,arguments);this.saveFile(this.getTitle())}; +StorageFile.prototype.getLatestVersion=function(b,d){StorageFile.getFileContent(this.ui,this.title,mxUtils.bind(this,function(f){b(new StorageFile(this.ui,f,this.title))}),d)};StorageFile.prototype.destroy=function(){DrawioFile.prototype.destroy.apply(this,arguments);null!=this.storageListener&&(mxEvent.removeListener(window,"storage",this.storageListener),this.storageListener=null)}; +StorageFile.listLocalStorageFiles=function(b){for(var d=[],f=0;f<localStorage.length;f++){var c=localStorage.key(f),l=localStorage.getItem(c);if(0<c.length&&"."!=c.charAt(0)&&0<l.length){var m=(null==b||"F"==b)&&("<mxfile "===l.substring(0,8)||"<?xml"===l.substring(0,5)||"\x3c!--[if IE]>"===l.substring(0,12)),x=(null==b||"L"==b)&&"<mxlibrary>"===l.substring(0,11);(m||x)&&d.push({title:c,type:m?"F":"L",size:l.length,lastModified:Date.now()})}}return d}; +StorageFile.migrate=function(b){var d=StorageFile.listLocalStorageFiles();d.push({title:".scratchpad",type:"L"});var f=b.transaction(["files","filesInfo"],"readwrite");b=f.objectStore("files");f=f.objectStore("filesInfo");for(var c=0;c<d.length;c++){var l=d[c],m=localStorage.getItem(l.title);b.add({title:l.title,data:m});f.add(l)}}; +StorageFile.listFiles=function(b,d,f,c){b.getDatabaseItems(function(l){var m=[];if(null!=l)for(var x=0;x<l.length;x++)"."==l[x].title.charAt(0)||null!=d&&l[x].type!=d||m.push(l[x]);f(m)},function(){null==b.database?f(StorageFile.listLocalStorageFiles(d)):null!=c&&c()},"filesInfo")};StorageFile.deleteFile=function(b,d,f,c){b.removeDatabaseItem([d,d],f,function(){null==b.database?(localStorage.removeItem(d),f()):null!=c&&c()},["files","filesInfo"])};StorageLibrary=function(b,d,f){StorageFile.call(this,b,d,f)};mxUtils.extend(StorageLibrary,StorageFile);StorageLibrary.prototype.type="L";StorageLibrary.prototype.isAutosave=function(){return!0};StorageLibrary.prototype.saveAs=function(b,d,f){this.saveFile(b,!1,d,f)};StorageLibrary.prototype.getHash=function(){return"L"+encodeURIComponent(this.title)};StorageLibrary.prototype.getTitle=function(){return".scratchpad"==this.title?mxResources.get("scratchpad"):this.title}; +StorageLibrary.prototype.isRenamable=function(b,d,f){return".scratchpad"!=this.title};StorageLibrary.prototype.open=function(){};RemoteFile=function(b,d,f){DrawioFile.call(this,b,d);this.title=f;this.mode=null};mxUtils.extend(RemoteFile,DrawioFile);RemoteFile.prototype.isAutosave=function(){return!1};RemoteFile.prototype.getMode=function(){return this.mode};RemoteFile.prototype.getTitle=function(){return this.title};RemoteFile.prototype.isRenamable=function(){return!1};RemoteFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};RemoteLibrary=function(b,d,f){RemoteFile.call(this,b,d,f.title);this.libObj=f};mxUtils.extend(RemoteLibrary,LocalFile);RemoteLibrary.prototype.getHash=function(){return"R"+encodeURIComponent(JSON.stringify([this.libObj.id,this.libObj.title,this.libObj.downloadUrl]))};RemoteLibrary.prototype.isEditable=function(){return!1};RemoteLibrary.prototype.isRenamable=function(){return!1};RemoteLibrary.prototype.isAutosave=function(){return!1};RemoteLibrary.prototype.save=function(b,d,f){}; +RemoteLibrary.prototype.saveAs=function(b,d,f){};RemoteLibrary.prototype.updateFileData=function(){};RemoteLibrary.prototype.open=function(){};UrlLibrary=function(b,d,f){StorageFile.call(this,b,d,f);b=f;d=b.lastIndexOf("/");0<=d&&(b=b.substring(d+1));this.fname=b};mxUtils.extend(UrlLibrary,StorageFile);UrlLibrary.prototype.getHash=function(){return"U"+encodeURIComponent(this.title)};UrlLibrary.prototype.getTitle=function(){return this.fname};UrlLibrary.prototype.isAutosave=function(){return!1};UrlLibrary.prototype.isEditable=function(b,d,f){return!1};UrlLibrary.prototype.saveAs=function(b,d,f){};UrlLibrary.prototype.open=function(){};EmbedFile=function(b,d,f){DrawioFile.call(this,b,d);this.desc=f||{};this.mode=App.MODE_EMBED};mxUtils.extend(EmbedFile,DrawioFile);EmbedFile.prototype.getMode=function(){return this.mode};EmbedFile.prototype.getTitle=function(){return this.desc.title||""};/* mxClient.IS_IOS || */ -var StorageDialog=function(b,e,f){function c(p,q,y,z,A,B){function J(){mxEvent.addListener(N,"click",null!=B?B:function(){y!=App.MODE_GOOGLE||b.isDriveDomain()?y==App.MODE_GOOGLE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.drive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(y,!0);e()})):y==App.MODE_ONEDRIVE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.oneDrive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(y,!0);e()}), -function(D){b.spinner.stop();b.handleError(D)}):(b.setMode(y,!0),e()):window.location.hostname=DriveClient.prototype.newAppHostname})}d++;++v>f&&(mxUtils.br(g),v=1);var N=document.createElement("a");N.style.overflow="hidden";N.style.display="inline-block";N.className="geBaseButton";N.style.boxSizing="border-box";N.style.fontSize="11px";N.style.position="relative";N.style.margin="4px";N.style.marginTop="8px";N.style.marginBottom="0px";N.style.padding="8px 10px 8px 10px";N.style.width="88px";N.style.height= -"100px";N.style.whiteSpace="nowrap";N.setAttribute("title",q);var K=document.createElement("div");K.style.textOverflow="ellipsis";K.style.overflow="hidden";K.style.position="absolute";K.style.bottom="8px";K.style.left="0px";K.style.right="0px";mxUtils.write(K,q);N.appendChild(K);if(null!=p){var u=document.createElement("img");u.setAttribute("src",p);u.setAttribute("border","0");u.setAttribute("align","absmiddle");u.style.width="60px";u.style.height="60px";u.style.paddingBottom="6px";N.appendChild(u)}else K.style.paddingTop= -"5px",K.style.whiteSpace="normal",mxClient.IS_IOS?(N.style.padding="0px 10px 20px 10px",N.style.top="6px"):mxClient.IS_FF&&(K.style.paddingTop="0px",K.style.marginTop="-2px");if(null!=A)for(p=0;p<A.length;p++)mxUtils.br(K),mxUtils.write(K,A[p]);if(null!=z&&null==b[z]){u.style.visibility="hidden";mxUtils.setOpacity(K,10);var x=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});x.spin(N); -var G=window.setTimeout(function(){null==b[z]&&(x.stop(),N.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(D,F){null!=b[z]&&F.getProperty("client")==b[z]&&(window.clearTimeout(G),mxUtils.setOpacity(K,100),u.style.visibility="",x.stop(),J(),"drive"==z&&null!=k.parentNode&&k.parentNode.removeChild(k))}))}else J();g.appendChild(N)}f=null!=f?f:2;var m=document.createElement("div");m.style.textAlign="center";m.style.whiteSpace="nowrap";m.style.paddingTop="0px";m.style.paddingBottom= -"20px";var n=document.createElement("div");n.style.border="1px solid #d3d3d3";n.style.borderWidth="1px 0px 1px 0px";n.style.padding="10px 0px 20px 0px";var v=0,d=0,g=document.createElement("div");g.style.paddingTop="2px";n.appendChild(g);var k=document.createElement("p"),l=document.createElement("p");l.style.cssText="font-size:22px;padding:4px 0 16px 0;margin:0;color:gray;";mxUtils.write(l,mxResources.get("saveDiagramsTo")+":");m.appendChild(l);m.appendChild(n);v=0;"function"===typeof window.DriveClient&& +var StorageDialog=function(b,d,f){function c(k,n,q,p,A,E){function y(){mxEvent.addListener(B,"click",null!=E?E:function(){q!=App.MODE_GOOGLE||b.isDriveDomain()?q==App.MODE_GOOGLE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.drive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(q,!0);d()})):q==App.MODE_ONEDRIVE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.oneDrive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(q,!0);d()}), +function(G){b.spinner.stop();b.handleError(G)}):(b.setMode(q,!0),d()):window.location.hostname=DriveClient.prototype.newAppHostname})}z++;++x>f&&(mxUtils.br(C),x=1);var B=document.createElement("a");B.style.overflow="hidden";B.style.display="inline-block";B.className="geBaseButton";B.style.boxSizing="border-box";B.style.fontSize="11px";B.style.position="relative";B.style.margin="4px";B.style.marginTop="8px";B.style.marginBottom="0px";B.style.padding="8px 10px 8px 10px";B.style.width="88px";B.style.height= +"100px";B.style.whiteSpace="nowrap";B.setAttribute("title",n);var J=document.createElement("div");J.style.textOverflow="ellipsis";J.style.overflow="hidden";J.style.position="absolute";J.style.bottom="8px";J.style.left="0px";J.style.right="0px";mxUtils.write(J,n);B.appendChild(J);if(null!=k){var N=document.createElement("img");N.setAttribute("src",k);N.setAttribute("border","0");N.setAttribute("align","absmiddle");N.style.width="60px";N.style.height="60px";N.style.paddingBottom="6px";B.appendChild(N)}else J.style.paddingTop= +"5px",J.style.whiteSpace="normal",mxClient.IS_IOS?(B.style.padding="0px 10px 20px 10px",B.style.top="6px"):mxClient.IS_FF&&(J.style.paddingTop="0px",J.style.marginTop="-2px");if(null!=A)for(k=0;k<A.length;k++)mxUtils.br(J),mxUtils.write(J,A[k]);if(null!=p&&null==b[p]){N.style.visibility="hidden";mxUtils.setOpacity(J,10);var v=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});v.spin(B); +var u=window.setTimeout(function(){null==b[p]&&(v.stop(),B.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(G,I){null!=b[p]&&I.getProperty("client")==b[p]&&(window.clearTimeout(u),mxUtils.setOpacity(J,100),N.style.visibility="",v.stop(),y(),"drive"==p&&null!=e.parentNode&&e.parentNode.removeChild(e))}))}else y();C.appendChild(B)}f=null!=f?f:2;var l=document.createElement("div");l.style.textAlign="center";l.style.whiteSpace="nowrap";l.style.paddingTop="0px";l.style.paddingBottom= +"20px";var m=document.createElement("div");m.style.border="1px solid #d3d3d3";m.style.borderWidth="1px 0px 1px 0px";m.style.padding="10px 0px 20px 0px";var x=0,z=0,C=document.createElement("div");C.style.paddingTop="2px";m.appendChild(C);var e=document.createElement("p"),g=document.createElement("p");g.style.cssText="font-size:22px;padding:4px 0 16px 0;margin:0;color:gray;";mxUtils.write(g,mxResources.get("saveDiagramsTo")+":");l.appendChild(g);l.appendChild(m);x=0;"function"===typeof window.DriveClient&& c(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googleDrive"),App.MODE_GOOGLE,"drive");"function"===typeof window.OneDriveClient&&c(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"),App.MODE_ONEDRIVE,"oneDrive");"1"!=urlParams.noDevice&&c(IMAGE_PATH+"/osa_drive-harddisk.png",mxResources.get("device"),App.MODE_DEVICE);!isLocalStorage||"1"!=urlParams.browser&&"1"!=urlParams.offline||c(IMAGE_PATH+"/osa_database.png",mxResources.get("browser"),App.MODE_BROWSER);"function"===typeof window.DropboxClient&& -c(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox");null!=b.gitHub&&c(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub");null!=b.gitLab&&c(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab");n=document.createElement("span");n.style.position="absolute";n.style.cursor="pointer";n.style.bottom="27px";n.style.color="gray";n.style.userSelect="none";n.style.textAlign="center";n.style.left="50%";mxUtils.setPrefixedStyle(n.style, -"transform","translate(-50%,0)");mxUtils.write(n,mxResources.get("decideLater"));m.appendChild(n);mxEvent.addListener(n,"click",function(){b.hideDialog();var p=Editor.useLocalStorage;b.createFile(b.defaultFilename,null,null,null,null,null,null,!0);Editor.useLocalStorage=p});mxClient.IS_SVG&&isLocalStorage&&"0"!=urlParams.gapi&&(null==document.documentMode||10<=document.documentMode)&&window.setTimeout(function(){null==b.drive&&(k.style.padding="7px",k.style.fontSize="9pt",k.style.marginTop="-14px", -k.innerHTML='<a style="background-color:#dcdcdc;padding:6px;color:black;text-decoration:none;" href="https://desk.draw.io/a/solutions/articles/16000074659" target="_blank"><img border="0" src="'+mxGraph.prototype.warningImage.src+'" align="absmiddle" style="margin-top:-4px"> '+mxResources.get("googleDriveMissingClickHere")+"</a>",m.appendChild(k))},5E3);this.container=m},SplashDialog=function(b){var e=document.createElement("div");e.style.textAlign="center";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp){var f= -b.addLanguageMenu(e,!0);null!=f&&(f.style.bottom="19px")}var c=document.createElement("img");c.setAttribute("border","0");c.setAttribute("align","absmiddle");c.style.width="32px";c.style.height="32px";c.style.marginRight="8px";c.style.marginTop="-4px";var m=document.createElement("div");m.style.margin="8px 0px 0px 0px";m.style.padding="18px 0px 24px 0px";f="";b.mode==App.MODE_GOOGLE?(c.src=IMAGE_PATH+"/google-drive-logo.svg",f=mxResources.get("googleDrive")):b.mode==App.MODE_DROPBOX?(c.src=IMAGE_PATH+ +c(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox");null!=b.gitHub&&c(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub");null!=b.gitLab&&c(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab");m=document.createElement("span");m.style.position="absolute";m.style.cursor="pointer";m.style.bottom="27px";m.style.color="gray";m.style.userSelect="none";m.style.textAlign="center";m.style.left="50%";mxUtils.setPrefixedStyle(m.style, +"transform","translate(-50%,0)");mxUtils.write(m,mxResources.get("decideLater"));l.appendChild(m);mxEvent.addListener(m,"click",function(){b.hideDialog();var k=Editor.useLocalStorage;b.createFile(b.defaultFilename,null,null,null,null,null,null,!0);Editor.useLocalStorage=k});mxClient.IS_SVG&&isLocalStorage&&"0"!=urlParams.gapi&&(null==document.documentMode||10<=document.documentMode)&&window.setTimeout(function(){null==b.drive&&(e.style.padding="7px",e.style.fontSize="9pt",e.style.marginTop="-14px", +e.innerHTML='<a style="background-color:#dcdcdc;padding:6px;color:black;text-decoration:none;" href="https://desk.draw.io/a/solutions/articles/16000074659" target="_blank"><img border="0" src="'+mxGraph.prototype.warningImage.src+'" align="absmiddle" style="margin-top:-4px"> '+mxResources.get("googleDriveMissingClickHere")+"</a>",l.appendChild(e))},5E3);this.container=l},SplashDialog=function(b){var d=document.createElement("div");d.style.textAlign="center";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp){var f= +b.addLanguageMenu(d,!0);null!=f&&(f.style.bottom="19px")}var c=document.createElement("img");c.setAttribute("border","0");c.setAttribute("align","absmiddle");c.style.width="32px";c.style.height="32px";c.style.marginRight="8px";c.style.marginTop="-4px";var l=document.createElement("div");l.style.margin="8px 0px 0px 0px";l.style.padding="18px 0px 24px 0px";f="";b.mode==App.MODE_GOOGLE?(c.src=IMAGE_PATH+"/google-drive-logo.svg",f=mxResources.get("googleDrive")):b.mode==App.MODE_DROPBOX?(c.src=IMAGE_PATH+ "/dropbox-logo.svg",f=mxResources.get("dropbox")):b.mode==App.MODE_ONEDRIVE?(c.src=IMAGE_PATH+"/onedrive-logo.svg",f=mxResources.get("oneDrive")):b.mode==App.MODE_GITHUB?(c.src=IMAGE_PATH+"/github-logo.svg",f=mxResources.get("github")):b.mode==App.MODE_GITLAB?(c.src=IMAGE_PATH+"/gitlab-logo.svg",f=mxResources.get("gitlab")):b.mode==App.MODE_BROWSER?(c.src=IMAGE_PATH+"/osa_database.png",f=mxResources.get("browser")):b.mode==App.MODE_TRELLO?(c.src=IMAGE_PATH+"/trello-logo.svg",f=mxResources.get("trello")): -(c.src=IMAGE_PATH+"/osa_drive-harddisk.png",m.style.paddingBottom="10px",m.style.paddingTop="30px",f=mxResources.get("device"));var n=document.createElement("button");n.className="geBigButton";n.style.marginBottom="8px";n.style.fontSize="18px";n.style.padding="10px";n.style.width="340px";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)m.style.padding="42px 0px 10px 0px",n.style.marginBottom="12px";else{m.style.border="1px solid #d3d3d3";m.style.borderWidth="1px 0px 1px 0px";var v=document.createElement("table"), -d=document.createElement("tbody"),g=document.createElement("tr"),k=document.createElement("td"),l=document.createElement("td");v.setAttribute("align","center");k.appendChild(c);c=document.createElement("div");c.style.fontSize="22px";c.style.paddingBottom="6px";c.style.color="gray";mxUtils.write(c,f);l.style.textAlign="left";l.appendChild(c);g.appendChild(k);g.appendChild(l);d.appendChild(g);v.appendChild(d);e.appendChild(v);f=document.createElement("span");f.style.cssText="position:absolute;cursor:pointer;bottom:27px;color:gray;userSelect:none;text-align:center;left:50%;"; -mxUtils.setPrefixedStyle(f.style,"transform","translate(-50%,0)");mxUtils.write(f,mxResources.get("changeStorage"));mxEvent.addListener(f,"click",function(){b.hideDialog(!1);b.setMode(null);b.clearMode();b.showSplash(!0)});e.appendChild(f)}mxUtils.write(n,mxResources.get("createNewDiagram"));mxEvent.addListener(n,"click",function(){b.hideDialog();b.actions.get("new").funct()});m.appendChild(n);mxUtils.br(m);n=document.createElement("button");n.className="geBigButton";n.style.marginBottom="22px";n.style.fontSize= -"18px";n.style.padding="10px";n.style.width="340px";mxUtils.write(n,mxResources.get("openExistingDiagram"));mxEvent.addListener(n,"click",function(){b.actions.get("open").funct()});m.appendChild(n);b.mode==App.MODE_GOOGLE?mxResources.get("googleDrive"):b.mode==App.MODE_DROPBOX?mxResources.get("dropbox"):b.mode==App.MODE_ONEDRIVE?mxResources.get("oneDrive"):b.mode==App.MODE_GITHUB?mxResources.get("github"):b.mode==App.MODE_GITLAB?mxResources.get("gitlab"):b.mode==App.MODE_TRELLO?mxResources.get("trello"): -b.mode==App.MODE_DEVICE?mxResources.get("device"):b.mode==App.MODE_BROWSER&&mxResources.get("browser");if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp)if(f=function(y){n.style.marginBottom="24px";var z=document.createElement("a");z.style.display="inline-block";z.style.color="gray";z.style.cursor="pointer";z.style.marginTop="6px";mxUtils.write(z,mxResources.get("signOut"));n.style.marginBottom="16px";m.style.paddingBottom="18px";mxEvent.addListener(z,"click",function(){b.confirm(mxResources.get("areYouSure"), -function(){y()})});m.appendChild(z)},b.mode==App.MODE_GOOGLE&&null!=b.drive){var p=b.drive.getUsersList();if(0<p.length){c=document.createElement("span");c.style.marginTop="6px";mxUtils.write(c,mxResources.get("changeUser")+":");n.style.marginBottom="16px";m.style.paddingBottom="18px";m.appendChild(c);var q=document.createElement("select");q.style.marginLeft="4px";q.style.width="140px";for(f=0;f<p.length;f++)v=document.createElement("option"),mxUtils.write(v,p[f].displayName),v.value=f,q.appendChild(v), -v=document.createElement("option"),v.innerHTML=" ",mxUtils.write(v,"<"+p[f].email+">"),v.setAttribute("disabled","disabled"),q.appendChild(v);v=document.createElement("option");mxUtils.write(v,mxResources.get("addAccount"));v.value=p.length;q.appendChild(v);mxEvent.addListener(q,"change",function(){var y=q.value,z=p.length!=y;z&&b.drive.setUser(p[y]);b.drive.authorize(z,function(){b.setMode(App.MODE_GOOGLE);b.hideDialog();b.showSplash()},function(A){b.handleError(A,null,function(){b.hideDialog(); -b.showSplash()})},!0)});m.appendChild(q)}else f(function(){b.drive.logout()})}else b.mode!=App.MODE_ONEDRIVE||null==b.oneDrive||b.oneDrive.noLogout?b.mode==App.MODE_GITHUB&&null!=b.gitHub?f(function(){b.gitHub.logout();b.openLink("https://www.github.com/logout")}):b.mode==App.MODE_GITLAB&&null!=b.gitLab?f(function(){b.gitLab.logout();b.openLink(DRAWIO_GITLAB_URL+"/users/sign_out")}):b.mode==App.MODE_TRELLO&&null!=b.trello?b.trello.isAuthorized()&&f(function(){b.trello.logout()}):b.mode==App.MODE_DROPBOX&& -null!=b.dropbox&&f(function(){b.dropbox.logout();b.openLink("https://www.dropbox.com/logout")}):f(function(){b.oneDrive.logout()});e.appendChild(m);this.container=e},EmbedDialog=function(b,e,f,c,m,n,v,d,g){v=null!=v?v:"Check out the diagram I made using @drawio";c=document.createElement("div");var k=/^https?:\/\//.test(e)||/^mailto:\/\//.test(e);null!=n?mxUtils.write(c,n):mxUtils.write(c,mxResources.get(5E5>e.length?k?"link":"mainEmbedNotice":"preview")+":");mxUtils.br(c);n=document.createElement("div"); -n.style.position="absolute";n.style.top="30px";n.style.right="30px";n.style.color="gray";mxUtils.write(n,b.formatFileSize(e.length));c.appendChild(n);var l=document.createElement("textarea");l.setAttribute("autocomplete","off");l.setAttribute("autocorrect","off");l.setAttribute("autocapitalize","off");l.setAttribute("spellcheck","false");l.style.fontFamily="monospace";l.style.wordBreak="break-all";l.style.marginTop="10px";l.style.resize="none";l.style.height="150px";l.style.width="440px";l.style.border= -"1px solid gray";l.value=mxResources.get("updatingDocument");c.appendChild(l);mxUtils.br(c);this.init=function(){window.setTimeout(function(){5E5>e.length?(l.value=e,l.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?l.select():document.execCommand("selectAll",!1,null)):(l.setAttribute("readonly","true"),l.value=mxResources.get("tooLargeUseDownload"))},0)};n=document.createElement("div");n.style.position="absolute";n.style.bottom="36px";n.style.right="32px";var p=null;!EmbedDialog.showPreviewOption|| -mxClient.IS_CHROMEAPP&&!k||navigator.standalone||!(k||mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode))||(p=mxUtils.button(null!=d?d:mxResources.get(5E5>e.length?"preview":"openInNewWindow"),function(){var y=5E5>e.length?l.value:e;if(null!=m)m(y);else if(k)try{var z=b.openLink(y);null!=z&&(null==f||0<f)&&window.setTimeout(mxUtils.bind(this,function(){try{null!=z&&null!=z.location.href&&z.location.href.substring(0,8)!=y.substring(0,8)&&(z.close(),b.handleError({message:mxResources.get("drawingTooLarge")}))}catch(B){}}), -f||500)}catch(B){b.handleError({message:B.message||mxResources.get("drawingTooLarge")})}else{var A=window.open();A=null!=A?A.document:null;null!=A?(A.writeln("<html><head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head><body>'+e+"</body></html>"),A.close()):b.handleError({message:mxResources.get("errorUpdatingPreview")})}}),p.className="geBtn",n.appendChild(p));if(!k||7500<e.length)d=mxUtils.button(mxResources.get("download"),function(){b.hideDialog(); -b.saveData(null!=g?g:"embed.txt","txt",e,"text/plain")}),d.className="geBtn",n.appendChild(d);if(k&&(!b.isOffline()||mxClient.IS_CHROMEAPP)){if(51200>e.length){var q=mxUtils.button("",function(){try{var y="https://www.facebook.com/sharer.php?p[url]="+encodeURIComponent(l.value);b.openLink(y)}catch(z){b.handleError({message:z.message||mxResources.get("drawingTooLarge")})}});d=document.createElement("img");d.setAttribute("src",Editor.facebookImage);d.setAttribute("width","18");d.setAttribute("height", -"18");d.setAttribute("border","0");q.appendChild(d);q.setAttribute("title",mxResources.get("facebook")+" ("+b.formatFileSize(51200)+" max)");q.style.verticalAlign="bottom";q.style.paddingTop="4px";q.style.minWidth="46px";q.className="geBtn";n.appendChild(q)}7168>e.length&&(q=mxUtils.button("",function(){try{var y="https://twitter.com/intent/tweet?text="+encodeURIComponent(v)+"&url="+encodeURIComponent(l.value);b.openLink(y)}catch(z){b.handleError({message:z.message||mxResources.get("drawingTooLarge")})}}), -d=document.createElement("img"),d.setAttribute("src",Editor.tweetImage),d.setAttribute("width","18"),d.setAttribute("height","18"),d.setAttribute("border","0"),d.style.marginBottom="5px",q.appendChild(d),q.setAttribute("title",mxResources.get("twitter")+" ("+b.formatFileSize(7168)+" max)"),q.style.verticalAlign="bottom",q.style.paddingTop="4px",q.style.minWidth="46px",q.className="geBtn",n.appendChild(q))}!b.isOffline()&&5E5>e.length&&(q=mxUtils.button("",function(){try{var y="mailto:?subject="+encodeURIComponent(g|| 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gePrimaryBtn", -d.className="geBtn"):(n.appendChild(p),d.className="geBtn",p.className="geBtn gePrimaryBtn");c.appendChild(n);this.container=c};EmbedDialog.showPreviewOption=!0; -var GoogleSitesDialog=function(b,e){function f(){var D=null!=G&&null!=G.getTitle()?G.getTitle():this.defaultFilename;if(u.checked&&""!=q.value){var F="https://www.draw.io/gadget.xml?type=4&diagram="+encodeURIComponent(mxUtils.htmlEntities(q.value));null!=D&&(F+="&title="+encodeURIComponent(D));0<x.length&&(F+="&s="+x);""!=y.value&&"0"!=y.value&&(F+="&border="+y.value);""!=p.value&&(F+="&height="+p.value);F+="&pan="+(z.checked?"1":"0");F+="&zoom="+(A.checked?"1":"0");F+="&fit="+(K.checked?"1":"0"); -F+="&resize="+(N.checked?"1":"0");F+="&x0="+Number(l.value);F+="&y0="+g;m.mathEnabled&&(F+="&math=1");J.checked?F+="&edit=_blank":B.checked&&(F+="&edit="+encodeURIComponent(mxUtils.htmlEntities(window.location.href)));k.value=F}else G.constructor==DriveFile||G.constructor==DropboxFile?(F="https://www.draw.io/gadget.xml?embed=0&diagram=",""!=q.value?F+=encodeURIComponent(mxUtils.htmlEntities(q.value))+"&type=3":(F+=G.getHash().substring(1),F=G.constructor==DropboxFile?F+"&type=2":F+"&type=1"),null!= -D&&(F+="&title="+encodeURIComponent(D)),""!=p.value&&(D=parseInt(p.value)+parseInt(l.value),F+="&height="+D),k.value=F):k.value=""}var c=document.createElement("div"),m=b.editor.graph,n=m.getGraphBounds(),v=m.view.scale,d=Math.floor(n.x/v-m.view.translate.x),g=Math.floor(n.y/v-m.view.translate.y);mxUtils.write(c,mxResources.get("googleGadget")+":");mxUtils.br(c);var k=document.createElement("input");k.setAttribute("type","text");k.style.marginBottom="8px";k.style.marginTop="2px";k.style.width="410px"; -c.appendChild(k);mxUtils.br(c);this.init=function(){k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)};mxUtils.write(c,mxResources.get("top")+":");var l=document.createElement("input");l.setAttribute("type","text");l.setAttribute("size","4");l.style.marginRight="16px";l.style.marginLeft="4px";l.value=d;c.appendChild(l);mxUtils.write(c,mxResources.get("height")+":");var p=document.createElement("input");p.setAttribute("type","text"); -p.setAttribute("size","4");p.style.marginLeft="4px";p.value=Math.ceil(n.height/v);c.appendChild(p);mxUtils.br(c);n=document.createElement("hr");n.setAttribute("size","1");n.style.marginBottom="16px";n.style.marginTop="16px";c.appendChild(n);mxUtils.write(c,mxResources.get("publicDiagramUrl")+":");mxUtils.br(c);var q=document.createElement("input");q.setAttribute("type","text");q.setAttribute("size","28");q.style.marginBottom="8px";q.style.marginTop="2px";q.style.width="410px";q.value=e||"";c.appendChild(q); -mxUtils.br(c);mxUtils.write(c,mxResources.get("borderWidth")+":");var y=document.createElement("input");y.setAttribute("type","text");y.setAttribute("size","3");y.style.marginBottom="8px";y.style.marginLeft="4px";y.value="0";c.appendChild(y);mxUtils.br(c);var z=document.createElement("input");z.setAttribute("type","checkbox");z.setAttribute("checked","checked");z.defaultChecked=!0;z.style.marginLeft="16px";c.appendChild(z);mxUtils.write(c,mxResources.get("pan")+" ");var A=document.createElement("input"); -A.setAttribute("type","checkbox");A.setAttribute("checked","checked");A.defaultChecked=!0;A.style.marginLeft="8px";c.appendChild(A);mxUtils.write(c,mxResources.get("zoom")+" ");var B=document.createElement("input");B.setAttribute("type","checkbox");B.style.marginLeft="8px";B.setAttribute("title",window.location.href);c.appendChild(B);mxUtils.write(c,mxResources.get("edit")+" ");var J=document.createElement("input");J.setAttribute("type","checkbox");J.style.marginLeft="8px";c.appendChild(J);mxUtils.write(c, -mxResources.get("asNew")+" ");mxUtils.br(c);var N=document.createElement("input");N.setAttribute("type","checkbox");N.setAttribute("checked","checked");N.defaultChecked=!0;N.style.marginLeft="16px";c.appendChild(N);mxUtils.write(c,mxResources.get("resize")+" ");var K=document.createElement("input");K.setAttribute("type","checkbox");K.style.marginLeft="8px";c.appendChild(K);mxUtils.write(c,mxResources.get("fit")+" ");var u=document.createElement("input");u.setAttribute("type","checkbox");u.style.marginLeft= -"8px";c.appendChild(u);mxUtils.write(c,mxResources.get("embed")+" ");var x=b.getBasenames().join(";"),G=b.getCurrentFile();mxEvent.addListener(z,"change",f);mxEvent.addListener(A,"change",f);mxEvent.addListener(N,"change",f);mxEvent.addListener(K,"change",f);mxEvent.addListener(B,"change",f);mxEvent.addListener(J,"change",f);mxEvent.addListener(u,"change",f);mxEvent.addListener(p,"change",f);mxEvent.addListener(l,"change",f);mxEvent.addListener(y,"change",f);mxEvent.addListener(q,"change",f);f(); -mxEvent.addListener(k,"click",function(){k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)});e=document.createElement("div");e.style.paddingTop="12px";e.style.textAlign="right";n=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});n.className="geBtn gePrimaryBtn";e.appendChild(n);c.appendChild(e);this.container=c},CreateGraphDialog=function(b,e,f){var c=document.createElement("div");c.style.textAlign="right";this.init= -function(){var m=document.createElement("div");m.style.position="relative";m.style.border="1px solid gray";m.style.width="100%";m.style.height="360px";m.style.overflow="hidden";m.style.marginBottom="16px";mxEvent.disableContextMenu(m);c.appendChild(m);var n=new Graph(m);n.setCellsCloneable(!0);n.setPanning(!0);n.setAllowDanglingEdges(!1);n.connectionHandler.select=!1;n.view.setTranslate(20,20);n.border=20;n.panningHandler.useLeftButtonForPanning=!0;var v="curved=1;";n.cellRenderer.installCellOverlayListeners= -function(A,B,J){mxCellRenderer.prototype.installCellOverlayListeners.apply(this,arguments);mxEvent.addListener(J.node,mxClient.IS_POINTER?"pointerdown":"mousedown",function(N){B.fireEvent(new mxEventObject("pointerdown","event",N,"state",A))});!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&mxEvent.addListener(J.node,"touchstart",function(N){B.fireEvent(new mxEventObject("pointerdown","event",N,"state",A))})};n.getAllConnectionConstraints=function(){return null};n.connectionHandler.marker.highlight.keepOnTop= -!1;n.connectionHandler.createEdgeState=function(A){A=n.createEdge(null,null,null,null,null,v);return new mxCellState(this.graph.view,A,this.graph.getCellStyle(A))};var d=n.getDefaultParent(),g=mxUtils.bind(this,function(A){var B=new mxCellOverlay(this.connectImage,"Add outgoing");B.cursor="hand";B.addListener(mxEvent.CLICK,function(J,N){n.connectionHandler.reset();n.clearSelection();var K=n.getCellGeometry(A),u;p(function(){u=n.insertVertex(d,null,"Entry",K.x,K.y,80,30,"rounded=1;");g(u);n.view.refresh(u); -n.insertEdge(d,null,"",A,u,v)},function(){n.scrollCellToVisible(u)})});B.addListener("pointerdown",function(J,N){J=N.getProperty("event");N=N.getProperty("state");n.popupMenuHandler.hideMenu();n.stopEditing(!1);var K=mxUtils.convertPoint(n.container,mxEvent.getClientX(J),mxEvent.getClientY(J));n.connectionHandler.start(N,K.x,K.y);n.isMouseDown=!0;n.isMouseTrigger=mxEvent.isMouseEvent(J);mxEvent.consume(J)});n.addCellOverlay(A,B)});n.getModel().beginUpdate();try{var k=n.insertVertex(d,null,"Start", -0,0,80,30,"ellipse");g(k)}finally{n.getModel().endUpdate()}if("horizontalTree"==f){var l=new mxCompactTreeLayout(n);l.edgeRouting=!1;l.levelDistance=30;v="edgeStyle=elbowEdgeStyle;elbow=horizontal;"}else"verticalTree"==f?(l=new mxCompactTreeLayout(n,!1),l.edgeRouting=!1,l.levelDistance=30,v="edgeStyle=elbowEdgeStyle;elbow=vertical;"):"radialTree"==f?(l=new mxRadialTreeLayout(n,!1),l.edgeRouting=!1,l.levelDistance=80):"verticalFlow"==f?l=new mxHierarchicalLayout(n,mxConstants.DIRECTION_NORTH):"horizontalFlow"== -f?l=new mxHierarchicalLayout(n,mxConstants.DIRECTION_WEST):"organic"==f?(l=new mxFastOrganicLayout(n,!1),l.forceConstant=80):"circle"==f&&(l=new mxCircleLayout(n));if(null!=l){var p=function(A,B){n.getModel().beginUpdate();try{null!=A&&A(),l.execute(n.getDefaultParent(),k)}catch(J){throw J;}finally{A=new mxMorphing(n),A.addListener(mxEvent.DONE,mxUtils.bind(this,function(){n.getModel().endUpdate();null!=B&&B()})),A.startAnimation()}},q=mxEdgeHandler.prototype.connect;mxEdgeHandler.prototype.connect= -function(A,B,J,N,K){q.apply(this,arguments);p()};n.resizeCell=function(){mxGraph.prototype.resizeCell.apply(this,arguments);p()};n.connectionHandler.addListener(mxEvent.CONNECT,function(){p()})}var y=mxUtils.button(mxResources.get("close"),function(){b.confirm(mxResources.get("areYouSure"),function(){null!=m.parentNode&&(n.destroy(),m.parentNode.removeChild(m));b.hideDialog()})});y.className="geBtn";b.editor.cancelFirst&&c.appendChild(y);var z=mxUtils.button(mxResources.get("insert"),function(A){n.clearCellOverlays(); -var B=n.getModel().getChildren(n.getDefaultParent());A=mxEvent.isAltDown(A)?b.editor.graph.getFreeInsertPoint():b.editor.graph.getCenterInsertPoint(n.getBoundingBoxFromGeometry(B,!0));B=b.editor.graph.importCells(B,A.x,A.y);A=b.editor.graph.view;var J=A.getBounds(B);J.x-=A.translate.x;J.y-=A.translate.y;b.editor.graph.scrollRectToVisible(J);b.editor.graph.setSelectionCells(B);null!=m.parentNode&&(n.destroy(),m.parentNode.removeChild(m));b.hideDialog()});c.appendChild(z);z.className="geBtn gePrimaryBtn"; -b.editor.cancelFirst||c.appendChild(y)};this.container=c}; +(c.src=IMAGE_PATH+"/osa_drive-harddisk.png",l.style.paddingBottom="10px",l.style.paddingTop="30px",f=mxResources.get("device"));var m=document.createElement("button");m.className="geBigButton";m.style.marginBottom="8px";m.style.fontSize="18px";m.style.padding="10px";m.style.width="340px";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)l.style.padding="42px 0px 10px 0px",m.style.marginBottom="12px";else{l.style.border="1px solid #d3d3d3";l.style.borderWidth="1px 0px 1px 0px";var x=document.createElement("table"), +z=document.createElement("tbody"),C=document.createElement("tr"),e=document.createElement("td"),g=document.createElement("td");x.setAttribute("align","center");e.appendChild(c);c=document.createElement("div");c.style.fontSize="22px";c.style.paddingBottom="6px";c.style.color="gray";mxUtils.write(c,f);g.style.textAlign="left";g.appendChild(c);C.appendChild(e);C.appendChild(g);z.appendChild(C);x.appendChild(z);d.appendChild(x);f=document.createElement("span");f.style.cssText="position:absolute;cursor:pointer;bottom:27px;color:gray;userSelect:none;text-align:center;left:50%;"; +mxUtils.setPrefixedStyle(f.style,"transform","translate(-50%,0)");mxUtils.write(f,mxResources.get("changeStorage"));mxEvent.addListener(f,"click",function(){b.hideDialog(!1);b.setMode(null);b.clearMode();b.showSplash(!0)});d.appendChild(f)}mxUtils.write(m,mxResources.get("createNewDiagram"));mxEvent.addListener(m,"click",function(){b.hideDialog();b.actions.get("new").funct()});l.appendChild(m);mxUtils.br(l);m=document.createElement("button");m.className="geBigButton";m.style.marginBottom="22px";m.style.fontSize= +"18px";m.style.padding="10px";m.style.width="340px";mxUtils.write(m,mxResources.get("openExistingDiagram"));mxEvent.addListener(m,"click",function(){b.actions.get("open").funct()});l.appendChild(m);b.mode==App.MODE_GOOGLE?mxResources.get("googleDrive"):b.mode==App.MODE_DROPBOX?mxResources.get("dropbox"):b.mode==App.MODE_ONEDRIVE?mxResources.get("oneDrive"):b.mode==App.MODE_GITHUB?mxResources.get("github"):b.mode==App.MODE_GITLAB?mxResources.get("gitlab"):b.mode==App.MODE_TRELLO?mxResources.get("trello"): +b.mode==App.MODE_DEVICE?mxResources.get("device"):b.mode==App.MODE_BROWSER&&mxResources.get("browser");if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp)if(f=function(q){m.style.marginBottom="24px";var p=document.createElement("a");p.style.display="inline-block";p.style.color="gray";p.style.cursor="pointer";p.style.marginTop="6px";mxUtils.write(p,mxResources.get("signOut"));m.style.marginBottom="16px";l.style.paddingBottom="18px";mxEvent.addListener(p,"click",function(){b.confirm(mxResources.get("areYouSure"), +function(){q()})});l.appendChild(p)},b.mode==App.MODE_GOOGLE&&null!=b.drive){var k=b.drive.getUsersList();if(0<k.length){c=document.createElement("span");c.style.marginTop="6px";mxUtils.write(c,mxResources.get("changeUser")+":");m.style.marginBottom="16px";l.style.paddingBottom="18px";l.appendChild(c);var n=document.createElement("select");n.style.marginLeft="4px";n.style.width="140px";for(f=0;f<k.length;f++)x=document.createElement("option"),mxUtils.write(x,k[f].displayName),x.value=f,n.appendChild(x), +x=document.createElement("option"),x.innerHTML=" ",mxUtils.write(x,"<"+k[f].email+">"),x.setAttribute("disabled","disabled"),n.appendChild(x);x=document.createElement("option");mxUtils.write(x,mxResources.get("addAccount"));x.value=k.length;n.appendChild(x);mxEvent.addListener(n,"change",function(){var q=n.value,p=k.length!=q;p&&b.drive.setUser(k[q]);b.drive.authorize(p,function(){b.setMode(App.MODE_GOOGLE);b.hideDialog();b.showSplash()},function(A){b.handleError(A,null,function(){b.hideDialog(); +b.showSplash()})},!0)});l.appendChild(n)}else f(function(){b.drive.logout()})}else b.mode!=App.MODE_ONEDRIVE||null==b.oneDrive||b.oneDrive.noLogout?b.mode==App.MODE_GITHUB&&null!=b.gitHub?f(function(){b.gitHub.logout();b.openLink("https://www.github.com/logout")}):b.mode==App.MODE_GITLAB&&null!=b.gitLab?f(function(){b.gitLab.logout();b.openLink(DRAWIO_GITLAB_URL+"/users/sign_out")}):b.mode==App.MODE_TRELLO&&null!=b.trello?b.trello.isAuthorized()&&f(function(){b.trello.logout()}):b.mode==App.MODE_DROPBOX&& +null!=b.dropbox&&f(function(){b.dropbox.logout();b.openLink("https://www.dropbox.com/logout")}):f(function(){b.oneDrive.logout()});d.appendChild(l);this.container=d},EmbedDialog=function(b,d,f,c,l,m,x,z,C){x=null!=x?x:"Check out the diagram I made using @drawio";c=document.createElement("div");var e=/^https?:\/\//.test(d)||/^mailto:\/\//.test(d);null!=m?mxUtils.write(c,m):mxUtils.write(c,mxResources.get(5E5>d.length?e?"link":"mainEmbedNotice":"preview")+":");mxUtils.br(c);m=document.createElement("div"); +m.style.position="absolute";m.style.top="30px";m.style.right="30px";m.style.color="gray";mxUtils.write(m,b.formatFileSize(d.length));c.appendChild(m);var g=document.createElement("textarea");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck","false");g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.marginTop="10px";g.style.resize="none";g.style.height="150px";g.style.width="440px";g.style.border= +"1px solid gray";g.value=mxResources.get("updatingDocument");c.appendChild(g);mxUtils.br(c);this.init=function(){window.setTimeout(function(){5E5>d.length?(g.value=d,g.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?g.select():document.execCommand("selectAll",!1,null)):(g.setAttribute("readonly","true"),g.value=mxResources.get("tooLargeUseDownload"))},0)};m=document.createElement("div");m.style.position="absolute";m.style.bottom="36px";m.style.right="32px";var k=null;!EmbedDialog.showPreviewOption|| +mxClient.IS_CHROMEAPP&&!e||navigator.standalone||!(e||mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode))||(k=mxUtils.button(null!=z?z:mxResources.get(5E5>d.length?"preview":"openInNewWindow"),function(){var q=5E5>d.length?g.value:d;if(null!=l)l(q);else if(e)try{var p=b.openLink(q);null!=p&&(null==f||0<f)&&window.setTimeout(mxUtils.bind(this,function(){try{null!=p&&null!=p.location.href&&p.location.href.substring(0,8)!=q.substring(0,8)&&(p.close(),b.handleError({message:mxResources.get("drawingTooLarge")}))}catch(E){}}), +f||500)}catch(E){b.handleError({message:E.message||mxResources.get("drawingTooLarge")})}else{var A=window.open();A=null!=A?A.document:null;null!=A?(A.writeln("<html><head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head><body>'+d+"</body></html>"),A.close()):b.handleError({message:mxResources.get("errorUpdatingPreview")})}}),k.className="geBtn",m.appendChild(k));if(!e||7500<d.length)z=mxUtils.button(mxResources.get("download"),function(){b.hideDialog(); +b.saveData(null!=C?C:"embed.txt","txt",d,"text/plain")}),z.className="geBtn",m.appendChild(z);if(e&&(!b.isOffline()||mxClient.IS_CHROMEAPP)){if(51200>d.length){var n=mxUtils.button("",function(){try{var q="https://www.facebook.com/sharer.php?p[url]="+encodeURIComponent(g.value);b.openLink(q)}catch(p){b.handleError({message:p.message||mxResources.get("drawingTooLarge")})}});z=document.createElement("img");z.setAttribute("src",Editor.facebookImage);z.setAttribute("width","18");z.setAttribute("height", +"18");z.setAttribute("border","0");n.appendChild(z);n.setAttribute("title",mxResources.get("facebook")+" ("+b.formatFileSize(51200)+" max)");n.style.verticalAlign="bottom";n.style.paddingTop="4px";n.style.minWidth="46px";n.className="geBtn";m.appendChild(n)}7168>d.length&&(n=mxUtils.button("",function(){try{var q="https://twitter.com/intent/tweet?text="+encodeURIComponent(x)+"&url="+encodeURIComponent(g.value);b.openLink(q)}catch(p){b.handleError({message:p.message||mxResources.get("drawingTooLarge")})}}), +z=document.createElement("img"),z.setAttribute("src",Editor.tweetImage),z.setAttribute("width","18"),z.setAttribute("height","18"),z.setAttribute("border","0"),z.style.marginBottom="5px",n.appendChild(z),n.setAttribute("title",mxResources.get("twitter")+" ("+b.formatFileSize(7168)+" max)"),n.style.verticalAlign="bottom",n.style.paddingTop="4px",n.style.minWidth="46px",n.className="geBtn",m.appendChild(n))}!b.isOffline()&&5E5>d.length&&(n=mxUtils.button("",function(){try{var q="mailto:?subject="+encodeURIComponent(C|| +b.defaultFilename)+"&body="+encodeURIComponent(g.value);b.openLink(q)}catch(p){b.handleError({message:p.message||mxResources.get("drawingTooLarge")})}}),z=document.createElement("img"),z.className="geAdaptiveAsset",z.setAttribute("src",Editor.mailImage),z.setAttribute("width","18"),z.setAttribute("height","18"),z.setAttribute("border","0"),z.style.marginBottom="5px",n.appendChild(z),n.style.verticalAlign="bottom",n.style.paddingTop="4px",n.style.minWidth="46px",n.className="geBtn",m.appendChild(n)); +z=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});m.appendChild(z);n=mxUtils.button(mxResources.get("copy"),function(){g.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?g.select():document.execCommand("selectAll",!1,null);document.execCommand("copy");b.alert(mxResources.get("copiedToClipboard"))});5E5>d.length?mxClient.IS_SF||null!=document.documentMode?z.className="geBtn gePrimaryBtn":(m.appendChild(n),n.className="geBtn gePrimaryBtn",z.className="geBtn"):(m.appendChild(k), +z.className="geBtn",k.className="geBtn gePrimaryBtn");c.appendChild(m);this.container=c};EmbedDialog.showPreviewOption=!0; +var GoogleSitesDialog=function(b,d){function f(){var G=null!=u&&null!=u.getTitle()?u.getTitle():this.defaultFilename;if(N.checked&&""!=n.value){var I="https://www.draw.io/gadget.xml?type=4&diagram="+encodeURIComponent(mxUtils.htmlEntities(n.value));null!=G&&(I+="&title="+encodeURIComponent(G));0<v.length&&(I+="&s="+v);""!=q.value&&"0"!=q.value&&(I+="&border="+q.value);""!=k.value&&(I+="&height="+k.value);I+="&pan="+(p.checked?"1":"0");I+="&zoom="+(A.checked?"1":"0");I+="&fit="+(J.checked?"1":"0"); +I+="&resize="+(B.checked?"1":"0");I+="&x0="+Number(g.value);I+="&y0="+C;l.mathEnabled&&(I+="&math=1");y.checked?I+="&edit=_blank":E.checked&&(I+="&edit="+encodeURIComponent(mxUtils.htmlEntities(window.location.href)));e.value=I}else u.constructor==DriveFile||u.constructor==DropboxFile?(I="https://www.draw.io/gadget.xml?embed=0&diagram=",""!=n.value?I+=encodeURIComponent(mxUtils.htmlEntities(n.value))+"&type=3":(I+=u.getHash().substring(1),I=u.constructor==DropboxFile?I+"&type=2":I+"&type=1"),null!= +G&&(I+="&title="+encodeURIComponent(G)),""!=k.value&&(G=parseInt(k.value)+parseInt(g.value),I+="&height="+G),e.value=I):e.value=""}var c=document.createElement("div"),l=b.editor.graph,m=l.getGraphBounds(),x=l.view.scale,z=Math.floor(m.x/x-l.view.translate.x),C=Math.floor(m.y/x-l.view.translate.y);mxUtils.write(c,mxResources.get("googleGadget")+":");mxUtils.br(c);var e=document.createElement("input");e.setAttribute("type","text");e.style.marginBottom="8px";e.style.marginTop="2px";e.style.width="410px"; +c.appendChild(e);mxUtils.br(c);this.init=function(){e.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null)};mxUtils.write(c,mxResources.get("top")+":");var g=document.createElement("input");g.setAttribute("type","text");g.setAttribute("size","4");g.style.marginRight="16px";g.style.marginLeft="4px";g.value=z;c.appendChild(g);mxUtils.write(c,mxResources.get("height")+":");var k=document.createElement("input");k.setAttribute("type","text"); +k.setAttribute("size","4");k.style.marginLeft="4px";k.value=Math.ceil(m.height/x);c.appendChild(k);mxUtils.br(c);m=document.createElement("hr");m.setAttribute("size","1");m.style.marginBottom="16px";m.style.marginTop="16px";c.appendChild(m);mxUtils.write(c,mxResources.get("publicDiagramUrl")+":");mxUtils.br(c);var n=document.createElement("input");n.setAttribute("type","text");n.setAttribute("size","28");n.style.marginBottom="8px";n.style.marginTop="2px";n.style.width="410px";n.value=d||"";c.appendChild(n); +mxUtils.br(c);mxUtils.write(c,mxResources.get("borderWidth")+":");var q=document.createElement("input");q.setAttribute("type","text");q.setAttribute("size","3");q.style.marginBottom="8px";q.style.marginLeft="4px";q.value="0";c.appendChild(q);mxUtils.br(c);var p=document.createElement("input");p.setAttribute("type","checkbox");p.setAttribute("checked","checked");p.defaultChecked=!0;p.style.marginLeft="16px";c.appendChild(p);mxUtils.write(c,mxResources.get("pan")+" ");var A=document.createElement("input"); +A.setAttribute("type","checkbox");A.setAttribute("checked","checked");A.defaultChecked=!0;A.style.marginLeft="8px";c.appendChild(A);mxUtils.write(c,mxResources.get("zoom")+" ");var E=document.createElement("input");E.setAttribute("type","checkbox");E.style.marginLeft="8px";E.setAttribute("title",window.location.href);c.appendChild(E);mxUtils.write(c,mxResources.get("edit")+" ");var y=document.createElement("input");y.setAttribute("type","checkbox");y.style.marginLeft="8px";c.appendChild(y);mxUtils.write(c, +mxResources.get("asNew")+" ");mxUtils.br(c);var B=document.createElement("input");B.setAttribute("type","checkbox");B.setAttribute("checked","checked");B.defaultChecked=!0;B.style.marginLeft="16px";c.appendChild(B);mxUtils.write(c,mxResources.get("resize")+" ");var J=document.createElement("input");J.setAttribute("type","checkbox");J.style.marginLeft="8px";c.appendChild(J);mxUtils.write(c,mxResources.get("fit")+" ");var N=document.createElement("input");N.setAttribute("type","checkbox");N.style.marginLeft= +"8px";c.appendChild(N);mxUtils.write(c,mxResources.get("embed")+" ");var v=b.getBasenames().join(";"),u=b.getCurrentFile();mxEvent.addListener(p,"change",f);mxEvent.addListener(A,"change",f);mxEvent.addListener(B,"change",f);mxEvent.addListener(J,"change",f);mxEvent.addListener(E,"change",f);mxEvent.addListener(y,"change",f);mxEvent.addListener(N,"change",f);mxEvent.addListener(k,"change",f);mxEvent.addListener(g,"change",f);mxEvent.addListener(q,"change",f);mxEvent.addListener(n,"change",f);f(); +mxEvent.addListener(e,"click",function(){e.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null)});d=document.createElement("div");d.style.paddingTop="12px";d.style.textAlign="right";m=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});m.className="geBtn gePrimaryBtn";d.appendChild(m);c.appendChild(d);this.container=c},CreateGraphDialog=function(b,d,f){var c=document.createElement("div");c.style.textAlign="right";this.init= +function(){var l=document.createElement("div");l.style.position="relative";l.style.border="1px solid gray";l.style.width="100%";l.style.height="360px";l.style.overflow="hidden";l.style.marginBottom="16px";mxEvent.disableContextMenu(l);c.appendChild(l);var m=new Graph(l);m.setCellsCloneable(!0);m.setPanning(!0);m.setAllowDanglingEdges(!1);m.connectionHandler.select=!1;m.view.setTranslate(20,20);m.border=20;m.panningHandler.useLeftButtonForPanning=!0;var x="curved=1;";m.cellRenderer.installCellOverlayListeners= +function(A,E,y){mxCellRenderer.prototype.installCellOverlayListeners.apply(this,arguments);mxEvent.addListener(y.node,mxClient.IS_POINTER?"pointerdown":"mousedown",function(B){E.fireEvent(new mxEventObject("pointerdown","event",B,"state",A))});!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&mxEvent.addListener(y.node,"touchstart",function(B){E.fireEvent(new mxEventObject("pointerdown","event",B,"state",A))})};m.getAllConnectionConstraints=function(){return null};m.connectionHandler.marker.highlight.keepOnTop= +!1;m.connectionHandler.createEdgeState=function(A){A=m.createEdge(null,null,null,null,null,x);return new mxCellState(this.graph.view,A,this.graph.getCellStyle(A))};var z=m.getDefaultParent(),C=mxUtils.bind(this,function(A){var E=new mxCellOverlay(this.connectImage,"Add outgoing");E.cursor="hand";E.addListener(mxEvent.CLICK,function(y,B){m.connectionHandler.reset();m.clearSelection();var J=m.getCellGeometry(A),N;k(function(){N=m.insertVertex(z,null,"Entry",J.x,J.y,80,30,"rounded=1;");C(N);m.view.refresh(N); +m.insertEdge(z,null,"",A,N,x)},function(){m.scrollCellToVisible(N)})});E.addListener("pointerdown",function(y,B){y=B.getProperty("event");B=B.getProperty("state");m.popupMenuHandler.hideMenu();m.stopEditing(!1);var J=mxUtils.convertPoint(m.container,mxEvent.getClientX(y),mxEvent.getClientY(y));m.connectionHandler.start(B,J.x,J.y);m.isMouseDown=!0;m.isMouseTrigger=mxEvent.isMouseEvent(y);mxEvent.consume(y)});m.addCellOverlay(A,E)});m.getModel().beginUpdate();try{var e=m.insertVertex(z,null,"Start", +0,0,80,30,"ellipse");C(e)}finally{m.getModel().endUpdate()}if("horizontalTree"==f){var g=new mxCompactTreeLayout(m);g.edgeRouting=!1;g.levelDistance=30;x="edgeStyle=elbowEdgeStyle;elbow=horizontal;"}else"verticalTree"==f?(g=new mxCompactTreeLayout(m,!1),g.edgeRouting=!1,g.levelDistance=30,x="edgeStyle=elbowEdgeStyle;elbow=vertical;"):"radialTree"==f?(g=new mxRadialTreeLayout(m,!1),g.edgeRouting=!1,g.levelDistance=80):"verticalFlow"==f?g=new mxHierarchicalLayout(m,mxConstants.DIRECTION_NORTH):"horizontalFlow"== +f?g=new mxHierarchicalLayout(m,mxConstants.DIRECTION_WEST):"organic"==f?(g=new mxFastOrganicLayout(m,!1),g.forceConstant=80):"circle"==f&&(g=new mxCircleLayout(m));if(null!=g){var k=function(A,E){m.getModel().beginUpdate();try{null!=A&&A(),g.execute(m.getDefaultParent(),e)}catch(y){throw y;}finally{A=new mxMorphing(m),A.addListener(mxEvent.DONE,mxUtils.bind(this,function(){m.getModel().endUpdate();null!=E&&E()})),A.startAnimation()}},n=mxEdgeHandler.prototype.connect;mxEdgeHandler.prototype.connect= +function(A,E,y,B,J){n.apply(this,arguments);k()};m.resizeCell=function(){mxGraph.prototype.resizeCell.apply(this,arguments);k()};m.connectionHandler.addListener(mxEvent.CONNECT,function(){k()})}var q=mxUtils.button(mxResources.get("close"),function(){b.confirm(mxResources.get("areYouSure"),function(){null!=l.parentNode&&(m.destroy(),l.parentNode.removeChild(l));b.hideDialog()})});q.className="geBtn";b.editor.cancelFirst&&c.appendChild(q);var p=mxUtils.button(mxResources.get("insert"),function(A){m.clearCellOverlays(); +var E=m.getModel().getChildren(m.getDefaultParent());A=mxEvent.isAltDown(A)?b.editor.graph.getFreeInsertPoint():b.editor.graph.getCenterInsertPoint(m.getBoundingBoxFromGeometry(E,!0));E=b.editor.graph.importCells(E,A.x,A.y);A=b.editor.graph.view;var y=A.getBounds(E);y.x-=A.translate.x;y.y-=A.translate.y;b.editor.graph.scrollRectToVisible(y);b.editor.graph.setSelectionCells(E);null!=l.parentNode&&(m.destroy(),l.parentNode.removeChild(l));b.hideDialog()});c.appendChild(p);p.className="geBtn gePrimaryBtn"; +b.editor.cancelFirst||c.appendChild(q)};this.container=c}; CreateGraphDialog.prototype.connectImage=new mxImage(mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ "/handle-connect.png",26,26); -var BackgroundImageDialog=function(b,e,f){var c=document.createElement("div");c.style.whiteSpace="nowrap";var m=document.createElement("h2");mxUtils.write(m,mxResources.get("backgroundImage"));m.style.marginTop="0px";c.appendChild(m);var n=null!=f&&null!=f.originalSrc;m=!1;var v=document.createElement("input");v.style.cssText="margin-right:8px;margin-bottom:8px;";v.setAttribute("value","url");v.setAttribute("type","radio");v.setAttribute("name","geBackgroundImageDialogOption");var d=document.createElement("input"); -d.style.cssText="margin-right:8px;margin-bottom:8px;";d.setAttribute("value","url");d.setAttribute("type","radio");d.setAttribute("name","geBackgroundImageDialogOption");var g=document.createElement("input");g.setAttribute("type","text");g.style.marginBottom="8px";g.style.width="360px";g.value=n||null==f?"":f.src;var k=document.createElement("select");k.style.width="360px";if(null!=b.pages)for(var l=0;l<b.pages.length;l++){var p=document.createElement("option");mxUtils.write(p,b.pages[l].getName()|| -mxResources.get("pageWithNumber",[l+1]));p.setAttribute("value","data:page/id,"+b.pages[l].getId());b.pages[l]==b.currentPage&&p.setAttribute("disabled","disabled");null!=f&&f.originalSrc==p.getAttribute("value")&&(p.setAttribute("selected","selected"),m=!0);k.appendChild(p)}n||null!=b.pages&&1!=b.pages.length||(v.style.display="none",d.style.display="none",k.style.display="none");var q=document.createElement("option"),y=!1,z=!1,A=function(u,x){y||null!=u&&z||(d.checked?null!=x&&x(q.selected?null: -k.value):""==g.value||b.isOffline()?(J.value="",N.value="",null!=x&&x("")):(g.value=mxUtils.trim(g.value),b.loadImage(g.value,function(G){J.value=G.width;N.value=G.height;null!=x&&x(g.value)},function(){b.showError(mxResources.get("error"),mxResources.get("fileNotFound"),mxResources.get("ok"));J.value="";N.value="";null!=x&&x(null)})))},B=mxUtils.bind(this,function(u){b.importFiles(u,0,0,b.maxBackgroundSize,function(x,G,D,F,H,E){g.value=x;A();g.focus()},function(){},function(x){return"image/"==x.type.substring(0, -6)},function(x){for(var G=0;G<x.length;G++)x[G]()},!0,b.maxBackgroundBytes,b.maxBackgroundBytes,!0)});this.init=function(){n?k.focus():g.focus();mxEvent.addListener(k,"focus",function(){v.removeAttribute("checked");d.setAttribute("checked","checked");d.checked=!0});mxEvent.addListener(g,"focus",function(){d.removeAttribute("checked");v.setAttribute("checked","checked");v.checked=!0});if(Graph.fileSupport){g.setAttribute("placeholder",mxResources.get("dragImagesHere"));var u=c.parentNode,x=null;mxEvent.addListener(u, -"dragleave",function(G){null!=x&&(x.parentNode.removeChild(x),x=null);G.stopPropagation();G.preventDefault()});mxEvent.addListener(u,"dragover",mxUtils.bind(this,function(G){null==x&&(!mxClient.IS_IE||10<document.documentMode)&&(x=b.highlightElement(u));G.stopPropagation();G.preventDefault()}));mxEvent.addListener(u,"drop",mxUtils.bind(this,function(G){null!=x&&(x.parentNode.removeChild(x),x=null);if(0<G.dataTransfer.files.length)B(G.dataTransfer.files);else if(0<=mxUtils.indexOf(G.dataTransfer.types, -"text/uri-list")){var D=G.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(D)&&(g.value=decodeURIComponent(D),A())}G.stopPropagation();G.preventDefault()}),!1)}};c.appendChild(v);c.appendChild(g);mxUtils.br(c);l=document.createElement("span");l.style.marginLeft="30px";mxUtils.write(l,mxResources.get("width")+":");c.appendChild(l);var J=document.createElement("input");J.setAttribute("type","text");J.style.width="60px";J.style.marginLeft="8px";J.style.marginRight="16px"; -J.value=null==f||n?"":f.width;c.appendChild(J);mxUtils.write(c,mxResources.get("height")+":");var N=document.createElement("input");N.setAttribute("type","text");N.style.width="60px";N.style.marginLeft="8px";N.style.marginRight="16px";N.value=null==f||n?"":f.height;c.appendChild(N);mxUtils.br(c);mxUtils.br(c);mxEvent.addListener(g,"change",A);ImageDialog.filePicked=function(u){u.action==google.picker.Action.PICKED&&null!=u.docs[0].thumbnails&&(u=u.docs[0].thumbnails[u.docs[0].thumbnails.length-1], -null!=u&&(g.value=u.url,A()));g.focus()};c.appendChild(d);c.appendChild(k);mxUtils.br(c);n?(d.setAttribute("checked","checked"),d.checked=!0):(v.setAttribute("checked","checked"),v.checked=!0);!m&&d.checked&&(mxUtils.write(q,mxResources.get("pageNotFound")),q.setAttribute("disabled","disabled"),q.setAttribute("selected","selected"),q.setAttribute("value","pageNotFound"),k.appendChild(q),mxEvent.addListener(k,"change",function(){null==q.parentNode||q.selected||q.parentNode.removeChild(q)}));f=document.createElement("div"); -f.style.marginTop="30px";f.style.textAlign="right";m=mxUtils.button(mxResources.get("cancel"),function(){y=!0;b.hideDialog()});m.className="geBtn";b.editor.cancelFirst&&f.appendChild(m);l=mxUtils.button(mxResources.get("reset"),function(){g.value="";J.value="";N.value="";v.checked=!0;y=!1});mxEvent.addGestureListeners(l,function(){y=!0});l.className="geBtn";l.width="100";f.appendChild(l);if(Graph.fileSupport){var K=document.createElement("input");K.setAttribute("multiple","multiple");K.setAttribute("type", -"file");mxEvent.addListener(K,"change",function(u){null!=K.files&&(B(K.files),K.type="",K.type="file",K.value="")});K.style.display="none";c.appendChild(K);l=mxUtils.button(mxResources.get("open"),function(){K.click()});l.className="geBtn";f.appendChild(l)}applyBtn=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();A(null,function(u){e(""!=u&&null!=u?new mxImage(u,J.value,N.value):null,null==u)})});mxEvent.addGestureListeners(applyBtn,function(){z=!0});applyBtn.className="geBtn gePrimaryBtn"; -f.appendChild(applyBtn);b.editor.cancelFirst||f.appendChild(m);c.appendChild(f);this.container=c},ParseDialog=function(b,e,f){function c(y,z,A){var B=y.split("\n");if("plantUmlPng"==z||"plantUmlSvg"==z||"plantUmlTxt"==z){if(b.spinner.spin(document.body,mxResources.get("inserting"))){var J=function(R,M,W,X,t){n=mxEvent.isAltDown(A)?n:N.getCenterInsertPoint(new mxRectangle(0,0,X,t));var C=null;N.getModel().beginUpdate();try{C="txt"==M?b.insertAsPreText(W,n.x,n.y):N.insertVertex(null,null,null,n.x,n.y, -X,t,"shape=image;noLabel=1;verticalAlign=top;aspect=fixed;imageAspect=0;image="+b.convertDataUri(W)+";"),N.setAttributeForCell(C,"plantUmlData",JSON.stringify({data:R,format:M},null,2))}finally{N.getModel().endUpdate()}null!=C&&(N.setSelectionCell(C),N.scrollCellToVisible(C))},N=b.editor.graph,K="plantUmlTxt"==z?"txt":"plantUmlPng"==z?"png":"svg";"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml"== -y&&"svg"==K?window.setTimeout(function(){b.spinner.stop();J(y,K,"data:image/svg+xml;base64,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", -295,212)},200):b.generatePlantUmlImage(y,K,function(R,M,W){b.spinner.stop();J(y,K,R,M,W)},function(R){b.handleError(R)})}}else if("mermaid"==z)b.spinner.spin(document.body,mxResources.get("inserting"))&&(N=b.editor.graph,b.generateMermaidImage(y,K,function(R,M,W){n=mxEvent.isAltDown(A)?n:N.getCenterInsertPoint(new mxRectangle(0,0,M,W));b.spinner.stop();var X=null;N.getModel().beginUpdate();try{X=N.insertVertex(null,null,null,n.x,n.y,M,W,"shape=image;noLabel=1;verticalAlign=top;imageAspect=1;image="+ -R+";"),N.setAttributeForCell(X,"mermaidData",JSON.stringify({data:y,config:EditorUi.defaultMermaidConfig},null,2))}finally{N.getModel().endUpdate()}null!=X&&(N.setSelectionCell(X),N.scrollCellToVisible(X))},function(R){b.handleError(R)}));else if("table"==z){z=null;for(var u=[],x=0,G={},D=0;D<B.length;D++){var F=mxUtils.trim(B[D]);if("primary key"==F.substring(0,11).toLowerCase()){var H=F.match(/\((.+)\)/);H&&H[1]&&(G[H[1]]=!0);B.splice(D,1)}else 0<F.toLowerCase().indexOf("primary key")&&(G[F.split(" ")[0]]= -!0,B[D]=mxUtils.trim(F.replace(/primary key/i,"")))}for(D=0;D<B.length;D++)if(F=mxUtils.trim(B[D]),"create table"==F.substring(0,12).toLowerCase())F=mxUtils.trim(F.substring(12)),"("==F.charAt(F.length-1)&&(F=mxUtils.trim(F.substring(0,F.length-1))),z=new mxCell(F,new mxGeometry(x,0,160,40),"shape=table;startSize=30;container=1;collapsible=1;childLayout=tableLayout;fixedRows=1;rowLines=0;fontStyle=1;align=center;resizeLast=1;"),z.vertex=!0,u.push(z),F=b.editor.graph.getPreferredSizeForCell(E),null!= -F&&(z.geometry.width=F.width+10);else if(null!=z&&")"==F.charAt(0))x+=z.geometry.width+40,z=null;else if("("!=F&&null!=z){F=F.substring(0,","==F.charAt(F.length-1)?F.length-1:F.length);H=G[F.split(" ")[0]];var E=new mxCell("",new mxGeometry(0,0,160,30),"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;fillColor=none;collapsible=0;dropTarget=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;top=0;left=0;right=0;bottom="+(H?"1":"0")+";");E.vertex=!0;var P=new mxCell(H?"PK":"", -new mxGeometry(0,0,30,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;top=0;left=0;bottom=0;right=0;"+(H?"fontStyle=1;":""));P.vertex=!0;E.insert(P);F=new mxCell(F,new mxGeometry(30,0,130,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;align=left;top=0;left=0;bottom=0;right=0;spacingLeft=6;"+(H?"fontStyle=5;":""));F.vertex=!0;E.insert(F);F=b.editor.graph.getPreferredSizeForCell(F);null!=F&&z.geometry.width<F.width+30&&(z.geometry.width=Math.min(320, -Math.max(z.geometry.width,F.width+30)));z.insert(E,H?0:null);z.geometry.height+=30}0<u.length&&(N=b.editor.graph,n=mxEvent.isAltDown(A)?n:N.getCenterInsertPoint(N.getBoundingBoxFromGeometry(u,!0)),N.setSelectionCells(N.importCells(u,n.x,n.y)),N.scrollCellToVisible(N.getSelectionCell()))}else if("list"==z){if(0<B.length){N=b.editor.graph;E=null;u=[];for(D=z=0;D<B.length;D++)";"!=B[D].charAt(0)&&(0==B[D].length?E=null:null==E?(E=new mxCell(B[D],new mxGeometry(z,0,160,30),"swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;"), -E.vertex=!0,u.push(E),F=N.getPreferredSizeForCell(E),null!=F&&E.geometry.width<F.width+10&&(E.geometry.width=F.width+10),z+=E.geometry.width+40):"--"==B[D]?(F=new mxCell("",new mxGeometry(0,0,40,8),"line;strokeWidth=1;fillColor=none;align=left;verticalAlign=middle;spacingTop=-1;spacingLeft=3;spacingRight=3;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;"),F.vertex=!0,E.geometry.height+=F.geometry.height,E.insert(F)):0<B[D].length&&(x=new mxCell(B[D],new mxGeometry(0,0,60,26),"text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;"), -x.vertex=!0,F=N.getPreferredSizeForCell(x),null!=F&&x.geometry.width<F.width&&(x.geometry.width=F.width),E.geometry.width=Math.max(E.geometry.width,x.geometry.width),E.geometry.height+=x.geometry.height,E.insert(x)));if(0<u.length){n=mxEvent.isAltDown(A)?n:N.getCenterInsertPoint(N.getBoundingBoxFromGeometry(u,!0));N.getModel().beginUpdate();try{u=N.importCells(u,n.x,n.y);F=[];for(D=0;D<u.length;D++)F.push(u[D]),F=F.concat(u[D].children);N.fireEvent(new mxEventObject("cellsInserted","cells",F))}finally{N.getModel().endUpdate()}N.setSelectionCells(u); -N.scrollCellToVisible(N.getSelectionCell())}}}else{E=function(R){var M=I[R];null==M&&(M=new mxCell(R,new mxGeometry(0,0,80,30),"whiteSpace=wrap;html=1;"),M.vertex=!0,I[R]=M,u.push(M));return M};var I={};u=[];for(D=0;D<B.length;D++)if(";"!=B[D].charAt(0)){var T=B[D].split("->");2<=T.length&&(H=E(T[0]),P=E(T[T.length-1]),T=new mxCell(2<T.length?T[1]:"",new mxGeometry),T.edge=!0,H.insertEdge(T,!0),P.insertEdge(T,!1),u.push(T))}if(0<u.length){B=document.createElement("div");B.style.visibility="hidden"; -document.body.appendChild(B);N=new Graph(B);N.getModel().beginUpdate();try{u=N.importCells(u);for(D=0;D<u.length;D++)N.getModel().isVertex(u[D])&&(F=N.getPreferredSizeForCell(u[D]),u[D].geometry.width=Math.max(u[D].geometry.width,F.width),u[D].geometry.height=Math.max(u[D].geometry.height,F.height));D=!0;"horizontalFlow"==z||"verticalFlow"==z?((new mxHierarchicalLayout(N,"horizontalFlow"==z?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH)).execute(N.getDefaultParent(),u),D=!1):"circle"==z? -(new mxCircleLayout(N)).execute(N.getDefaultParent()):(x=new mxFastOrganicLayout(N),x.disableEdgeStyle=!1,x.forceConstant=180,x.execute(N.getDefaultParent()));D&&(G=new mxParallelEdgeLayout(N),G.spacing=30,G.execute(N.getDefaultParent()))}finally{N.getModel().endUpdate()}N.clearCellOverlays();F=[];b.editor.graph.getModel().beginUpdate();try{u=N.getModel().getChildren(N.getDefaultParent()),n=mxEvent.isAltDown(A)?n:b.editor.graph.getCenterInsertPoint(N.getBoundingBoxFromGeometry(u,!0)),F=b.editor.graph.importCells(u, -n.x,n.y),b.editor.graph.fireEvent(new mxEventObject("cellsInserted","cells",F))}finally{b.editor.graph.getModel().endUpdate()}b.editor.graph.setSelectionCells(F);b.editor.graph.scrollCellToVisible(b.editor.graph.getSelectionCell());N.destroy();B.parentNode.removeChild(B)}}}function m(){return"list"==d.value?"Person\n-name: String\n-birthDate: Date\n--\n+getName(): String\n+setName(String): void\n+isBirthday(): boolean\n\nAddress\n-street: String\n-city: String\n-state: String":"mermaid"==d.value? -"graph TD;\n A--\x3eB;\n A--\x3eC;\n B--\x3eD;\n C--\x3eD;":"table"==d.value?"CREATE TABLE Suppliers\n(\nsupplier_id int NOT NULL PRIMARY KEY,\nsupplier_name char(50) NOT NULL,\ncontact_name char(50),\n);\nCREATE TABLE Customers\n(\ncustomer_id int NOT NULL PRIMARY KEY,\ncustomer_name char(50) NOT NULL,\naddress char(50),\ncity char(50),\nstate char(25),\nzip_code char(10)\n);\n":"plantUmlPng"==d.value?"@startuml\nskinparam backgroundcolor transparent\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml": -"plantUmlSvg"==d.value||"plantUmlTxt"==d.value?"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml":";Example:\na->b\nb->edge label->c\nc->a\n"}var n=b.editor.graph.getFreeInsertPoint();e=document.createElement("div");e.style.textAlign="right";var v=document.createElement("textarea");v.style.boxSizing="border-box";v.style.resize= -"none";v.style.width="100%";v.style.height="354px";v.style.marginBottom="16px";var d=document.createElement("select");if("formatSql"==f||"mermaid"==f)d.style.display="none";var g=document.createElement("option");g.setAttribute("value","list");mxUtils.write(g,mxResources.get("list"));"plantUml"!=f&&d.appendChild(g);null!=f&&"fromText"!=f||g.setAttribute("selected","selected");g=document.createElement("option");g.setAttribute("value","table");mxUtils.write(g,mxResources.get("formatSql"));"formatSql"== -f&&(d.appendChild(g),g.setAttribute("selected","selected"));g=document.createElement("option");g.setAttribute("value","mermaid");mxUtils.write(g,mxResources.get("formatSql"));"mermaid"==f&&(d.appendChild(g),g.setAttribute("selected","selected"));g=document.createElement("option");g.setAttribute("value","diagram");mxUtils.write(g,mxResources.get("diagram"));var k=document.createElement("option");k.setAttribute("value","circle");mxUtils.write(k,mxResources.get("circle"));var l=document.createElement("option"); -l.setAttribute("value","horizontalFlow");mxUtils.write(l,mxResources.get("horizontalFlow"));var p=document.createElement("option");p.setAttribute("value","verticalFlow");mxUtils.write(p,mxResources.get("verticalFlow"));"plantUml"!=f&&(d.appendChild(g),d.appendChild(k),d.appendChild(l),d.appendChild(p));g=document.createElement("option");g.setAttribute("value","plantUmlSvg");mxUtils.write(g,mxResources.get("plantUml")+" 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la.getAttribute)if("clibs"== -la.nodeName){for(var ta=la.getAttribute("name"),wa=la.getElementsByTagName("add"),qa=[],fa=0;fa<wa.length;fa++)qa.push(encodeURIComponent(mxUtils.getTextContent(wa[fa])));null!=ta&&0<qa.length&&(xa[ta]=qa.join(";"))}else if(qa=la.getAttribute("url"),null!=qa){wa=la.getAttribute("section");ta=la.getAttribute("subsection");if(null==wa&&(fa=qa.indexOf("/"),wa=qa.substring(0,fa),null==ta)){var aa=qa.indexOf("/",fa+1);-1<aa&&(ta=qa.substring(fa+1,aa))}fa=na[wa];null==fa&&(fa=[],na[wa]=fa);qa=la.getAttribute("clibs"); -null!=xa[qa]&&(qa=xa[qa]);qa={url:la.getAttribute("url"),libs:la.getAttribute("libs"),title:la.getAttribute("title"),tooltip:la.getAttribute("name")||la.getAttribute("url"),preview:la.getAttribute("preview"),clibs:qa,tags:la.getAttribute("tags")};fa.push(qa);null!=ta&&(fa=Ha[wa],null==fa&&(fa={},Ha[wa]=fa),wa=fa[ta],null==wa&&(wa=[],fa[ta]=wa),wa.push(qa))}la=la.nextSibling}T.stop();G()}})};F.appendChild(ea);F.appendChild(Da);F.appendChild(da);var va=!1,La=l;/^https?:\/\//.test(La)&&!b.editor.isCorsEnabledForUrl(La)&& -(La=PROXY_URL+"?url="+encodeURIComponent(La));T.spin(da);null!=B?B(function(la,xa){Ja=la;t=ya=xa;ka()},ka):ka();X=na}mxEvent.addListener(P,"keypress",function(la){b.dialog.container.firstChild==F&&13==la.keyCode&&K()});B=document.createElement("div");B.style.marginTop=e?"4px":"16px";B.style.textAlign="right";B.style.position="absolute";B.style.left="40px";B.style.bottom="24px";B.style.right="40px";e||b.isOffline()||!f||null!=c||m||(A=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://support.draw.io/display/DO/Creating+and+Opening+Files")}), -A.className="geBtn",B.appendChild(A));A=mxUtils.button(mxResources.get("cancel"),function(){null!=n&&n();b.hideDialog(!0)});A.className="geBtn";!b.editor.cancelFirst||m&&null==n||B.appendChild(A);e||"1"==urlParams.embed||m||mxClient.IS_ANDROID||mxClient.IS_IOS||"1"==urlParams.noDevice||(e=mxUtils.button(mxResources.get("fromTemplateUrl"),function(){var la=new FilenameDialog(b,"",mxResources.get("create"),function(xa){null!=xa&&0<xa.length&&b.editor.loadUrl(xa,function(ta){U=ta;O=null;templateRealURl= -xa;b.hideDialog();K()},function(ta){b.handleError(ta)})},mxResources.get("url"),null,null,null,!1);b.showDialog(la.container,300,80,!0,!0);la.init()}),e.className="geBtn",B.appendChild(e));Graph.fileSupport&&z&&(z=mxUtils.button(mxResources.get("import"),function(){if(null==b.newDlgFileInputElt){var la=document.createElement("input");la.setAttribute("multiple","multiple");la.setAttribute("type","file");mxEvent.addListener(la,"change",function(xa){b.openFiles(la.files,!0);la.value=""});la.style.display= -"none";document.body.appendChild(la);b.newDlgFileInputElt=la}b.newDlgFileInputElt.click()}),z.className="geBtn",B.appendChild(z));B.appendChild(R);b.editor.cancelFirst||null!=c||m&&null==n||B.appendChild(A);F.appendChild(B);this.container=F};NewDialog.tagsList={}; -var CreateDialog=function(b,e,f,c,m,n,v,d,g,k,l,p,q,y,z,A,B){function J(H,E,P,I){function T(){mxEvent.addListener(R,"click",function(){var C=P;if(v){var L=u.value,Q=L.lastIndexOf(".");if(0>e.lastIndexOf(".")&&0>Q){C=null!=C?C:F.value;var O="";C==App.MODE_GOOGLE?O=b.drive.extension:C==App.MODE_GITHUB?O=b.gitHub.extension:C==App.MODE_GITLAB?O=b.gitLab.extension:C==App.MODE_TRELLO?O=b.trello.extension:C==App.MODE_DROPBOX?O=b.dropbox.extension:C==App.MODE_ONEDRIVE?O=b.oneDrive.extension:C==App.MODE_DEVICE&& -(O=".drawio");0<=Q&&(L=L.substring(0,Q));u.value=L+O}}N(P)})}var R=document.createElement("a");R.style.overflow="hidden";var M=document.createElement("img");M.src=H;M.setAttribute("border","0");M.setAttribute("align","absmiddle");M.style.width="60px";M.style.height="60px";M.style.paddingBottom="6px";R.style.display="inline-block";R.className="geBaseButton";R.style.position="relative";R.style.margin="4px";R.style.padding="8px 8px 10px 8px";R.style.whiteSpace="nowrap";R.appendChild(M);R.style.color= -"gray";R.style.fontSize="11px";var W=document.createElement("div");R.appendChild(W);mxUtils.write(W,E);if(null!=I&&null==b[I]){M.style.visibility="hidden";mxUtils.setOpacity(W,10);var X=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});X.spin(R);var t=window.setTimeout(function(){null==b[I]&&(X.stop(),R.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(){null!=b[I]&&(window.clearTimeout(t), -mxUtils.setOpacity(W,100),M.style.visibility="",X.stop(),T())}))}else T();G.appendChild(R);++D==p&&(mxUtils.br(G),D=0)}function N(H){var E=u.value;if(null==H||null!=E&&0<E.length)B&&b.hideDialog(),f(E,H,u)}l="1"==urlParams.noDevice?!1:l;v=null!=v?v:!0;d=null!=d?d:!0;p=null!=p?p:4;B=null!=B?B:!0;n=document.createElement("div");n.style.whiteSpace="nowrap";null==c&&b.addLanguageMenu(n);var K=document.createElement("h2");mxUtils.write(K,m||mxResources.get("create"));K.style.marginTop="0px";K.style.marginBottom= -"24px";n.appendChild(K);mxUtils.write(n,mxResources.get("filename")+":");var u=document.createElement("input");u.setAttribute("value",e);u.style.width="200px";u.style.marginLeft="10px";u.style.marginBottom="20px";u.style.maxWidth="70%";this.init=function(){u.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?u.select():document.execCommand("selectAll",!1,null)};n.appendChild(u);null!=A&&(null!=b.editor.diagramFileTypes&&(m=FilenameDialog.createFileTypes(b,u,b.editor.diagramFileTypes), -m.style.marginLeft="6px",m.style.width="90px",n.appendChild(m)),n.appendChild(FilenameDialog.createTypeHint(b,u,A)));A=null;if("1"!=urlParams.noDevice&&null!=q&&null!=y&&"image/"==y.substring(0,6)&&("image/svg"!=y.substring(0,9)||mxClient.IS_SVG)){u.style.width="160px";m=document.createElement("img");var x=z?q:btoa(unescape(encodeURIComponent(q)));m.setAttribute("src","data:"+y+";base64,"+x);m.style.position="absolute";m.style.top="70px";m.style.right="100px";m.style.maxWidth="120px";m.style.maxHeight= -"80px";mxUtils.setPrefixedStyle(m.style,"transform","translate(50%,-50%)");n.appendChild(m);mxClient.IS_FF||null==navigator.clipboard||"image/png"!=y||(A=mxUtils.button(mxResources.get("copy"),function(H){H=b.base64ToBlob(x,"image/png");H=new ClipboardItem({"image/png":H,"text/html":new Blob(['<img src="data:'+y+";base64,"+x+'">'],{type:"text/html"})});navigator.clipboard.write([H]).then(mxUtils.bind(this,function(){b.alert(mxResources.get("copiedToClipboard"))}))["catch"](mxUtils.bind(this,function(E){b.handleError(E)}))}), -A.style.marginTop="6px",A.className="geBtn");g&&Editor.popupsAllowed&&(m.style.cursor="pointer",mxEvent.addGestureListeners(m,null,null,function(H){mxEvent.isPopupTrigger(H)||N("_blank")}))}mxUtils.br(n);var G=document.createElement("div");G.style.textAlign="center";var D=0;G.style.marginTop="6px";n.appendChild(G);var F=document.createElement("select");F.style.marginLeft="10px";b.isOfflineApp()||b.isOffline()||("function"===typeof window.DriveClient&&(q=document.createElement("option"),q.setAttribute("value", -App.MODE_GOOGLE),mxUtils.write(q,mxResources.get("googleDrive")),F.appendChild(q),J(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googleDrive"),App.MODE_GOOGLE,"drive")),"function"===typeof window.OneDriveClient&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_ONEDRIVE),mxUtils.write(q,mxResources.get("oneDrive")),F.appendChild(q),b.mode==App.MODE_ONEDRIVE&&q.setAttribute("selected","selected"),J(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"),App.MODE_ONEDRIVE, -"oneDrive")),"function"===typeof window.DropboxClient&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_DROPBOX),mxUtils.write(q,mxResources.get("dropbox")),F.appendChild(q),b.mode==App.MODE_DROPBOX&&q.setAttribute("selected","selected"),J(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox")),null!=b.gitHub&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_GITHUB),mxUtils.write(q,mxResources.get("github")),F.appendChild(q),J(IMAGE_PATH+ -"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub")),null!=b.gitLab&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_GITLAB),mxUtils.write(q,mxResources.get("gitlab")),F.appendChild(q),J(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab")),"function"===typeof window.TrelloClient&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_TRELLO),mxUtils.write(q,mxResources.get("trello")),F.appendChild(q),J(IMAGE_PATH+"/trello-logo.svg", -mxResources.get("trello"),App.MODE_TRELLO,"trello")));if(!Editor.useLocalStorage||"device"==urlParams.storage||null!=b.getCurrentFile()&&"1"!=urlParams.noDevice)q=document.createElement("option"),q.setAttribute("value",App.MODE_DEVICE),mxUtils.write(q,mxResources.get("device")),F.appendChild(q),b.mode!=App.MODE_DEVICE&&d||q.setAttribute("selected","selected"),l&&J(IMAGE_PATH+"/osa_drive-harddisk.png",mxResources.get("device"),App.MODE_DEVICE);d&&isLocalStorage&&"0"!=urlParams.browser&&(d=document.createElement("option"), -d.setAttribute("value",App.MODE_BROWSER),mxUtils.write(d,mxResources.get("browser")),F.appendChild(d),b.mode==App.MODE_BROWSER&&d.setAttribute("selected","selected"),J(IMAGE_PATH+"/osa_database.png",mxResources.get("browser"),App.MODE_BROWSER));d=document.createElement("div");d.style.marginTop="26px";d.style.textAlign="center";null!=k&&(l=mxUtils.button(mxResources.get("help"),function(){b.openLink(k)}),l.className="geBtn",d.appendChild(l));l=mxUtils.button(mxResources.get(null!=c?"close":"cancel"), -function(){null!=c?c():(b.fileLoaded(null),b.hideDialog(),window.close(),window.location.href=b.getUrl())});l.className="geBtn";b.editor.cancelFirst&&null==c&&d.appendChild(l);null==c&&(q=mxUtils.button(mxResources.get("decideLater"),function(){N(null)}),q.className="geBtn",d.appendChild(q));g&&Editor.popupsAllowed&&(g=mxUtils.button(mxResources.get("openInNewWindow"),function(){N("_blank")}),g.className="geBtn",d.appendChild(g));CreateDialog.showDownloadButton&&(g=mxUtils.button(mxResources.get("download"), -function(){N("download")}),g.className="geBtn",d.appendChild(g),null!=A&&(g.style.marginTop="6px",d.style.marginTop="6px"));null!=A&&(mxUtils.br(d),d.appendChild(A));b.editor.cancelFirst&&null==c||d.appendChild(l);mxEvent.addListener(u,"keypress",function(H){13==H.keyCode?N(App.MODE_DEVICE):27==H.keyCode&&(b.fileLoaded(null),b.hideDialog(),window.close())});n.appendChild(d);this.container=n};CreateDialog.showDownloadButton="1"!=urlParams.noDevice; -var PopupDialog=function(b,e,f,c,m){m=null!=m?m:!0;var n=document.createElement("div");n.style.textAlign="left";n.style.height="100%";mxUtils.write(n,mxResources.get("fileOpenLocation"));mxUtils.br(n);mxUtils.br(n);var v=mxUtils.button(mxResources.get("openInThisWindow"),function(){m&&b.hideDialog();null!=c&&c()});v.className="geBtn";v.style.marginBottom="8px";v.style.width="280px";n.appendChild(v);mxUtils.br(n);var d=mxUtils.button(mxResources.get("openInNewWindow"),function(){m&&b.hideDialog(); -null!=f&&f();b.openLink(e,null,!0)});d.className="geBtn gePrimaryBtn";d.style.width=v.style.width;n.appendChild(d);mxUtils.br(n);mxUtils.br(n);mxUtils.write(n,mxResources.get("allowPopups"));this.container=n},ImageDialog=function(b,e,f,c,m,n,v,d){function g(){0<p.value.length?N.removeAttribute("disabled"):N.setAttribute("disabled","disabled")}n=null!=n?n:!0;var k=b.editor.graph,l=document.createElement("div");mxUtils.write(l,e);e=document.createElement("div");e.className="geTitle";e.style.backgroundColor= -"transparent";e.style.borderColor="transparent";e.style.whiteSpace="nowrap";e.style.textOverflow="clip";e.style.cursor="default";e.style.paddingRight="20px";var p=document.createElement("input");p.setAttribute("value",f);p.setAttribute("type","text");p.setAttribute("spellcheck","false");p.setAttribute("autocorrect","off");p.setAttribute("autocomplete","off");p.setAttribute("autocapitalize","off");p.style.marginTop="6px";p.style.width=(Graph.fileSupport?460:340)-20+"px";p.style.backgroundImage="url('"+ -Dialog.prototype.clearImage+"')";p.style.backgroundRepeat="no-repeat";p.style.backgroundPosition="100% 50%";p.style.paddingRight="14px";f=document.createElement("div");f.setAttribute("title",mxResources.get("reset"));f.style.position="relative";f.style.left="-16px";f.style.width="12px";f.style.height="14px";f.style.cursor="pointer";f.style.display="inline-block";f.style.top="3px";f.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(f,"click",function(){p.value="";p.focus()}); -e.appendChild(p);e.appendChild(f);l.appendChild(e);var q=d,y,z,A=function(K,u,x,G){var D="data:"==K.substring(0,5);!b.isOffline()||D&&"undefined"===typeof chrome?0<K.length&&b.spinner.spin(document.body,mxResources.get("inserting"))?b.loadImage(K,function(F){b.spinner.stop();b.hideDialog();var H=!1===G?1:null!=u&&null!=x?Math.max(u/F.width,x/F.height):Math.min(1,Math.min(520/F.width,520/F.height));n&&(K=b.convertDataUri(K));c(K,Math.round(Number(F.width)*H),Math.round(Number(F.height)*H),q,y,z)}, -function(){b.spinner.stop();c(null);b.showError(mxResources.get("error"),mxResources.get("fileNotFound"),mxResources.get("ok"))}):(b.hideDialog(),c(K,null,null,q,y,z)):(K=b.convertDataUri(K),u=null==u?120:u,x=null==x?100:x,b.hideDialog(),c(K,u,x,q,y,z))},B=function(K,u){if(null!=K){var x=m?null:k.getModel().getGeometry(k.getSelectionCell());null!=x?A(K,x.width,x.height,u):A(K,null,null,u)}else b.hideDialog(),c(null)};this.init=function(){p.focus();if(Graph.fileSupport){p.setAttribute("placeholder", -mxResources.get("dragImagesHere"));var K=l.parentNode,u=null;mxEvent.addListener(K,"dragleave",function(x){null!=u&&(u.parentNode.removeChild(u),u=null);x.stopPropagation();x.preventDefault()});mxEvent.addListener(K,"dragover",mxUtils.bind(this,function(x){null==u&&(!mxClient.IS_IE||10<document.documentMode)&&(u=b.highlightElement(K));x.stopPropagation();x.preventDefault()}));mxEvent.addListener(K,"drop",mxUtils.bind(this,function(x){null!=u&&(u.parentNode.removeChild(u),u=null);if(0<x.dataTransfer.files.length)b.importFiles(x.dataTransfer.files, -0,0,b.maxImageSize,function(D,F,H,E,P,I,T,R){B(D,R)},function(){},function(D){return"image/"==D.type.substring(0,6)},function(D){for(var F=0;F<D.length;F++)D[F]()},!mxEvent.isControlDown(x),null,null,!0);else if(0<=mxUtils.indexOf(x.dataTransfer.types,"text/uri-list")){var G=x.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)($|\?)/i.test(G)&&B(decodeURIComponent(G))}x.stopPropagation();x.preventDefault()}),!1)}};d=document.createElement("div");d.style.marginTop="14px";d.style.textAlign= -"center";f=mxUtils.button(mxResources.get("cancel"),function(){b.spinner.stop();b.hideDialog()});f.className="geBtn";b.editor.cancelFirst&&d.appendChild(f);ImageDialog.filePicked=function(K){K.action==google.picker.Action.PICKED&&null!=K.docs[0].thumbnails&&(K=K.docs[0].thumbnails[K.docs[0].thumbnails.length-1],null!=K&&(p.value=K.url));p.focus()};if(Graph.fileSupport){if(null==b.imgDlgFileInputElt){var J=document.createElement("input");J.setAttribute("multiple","multiple");J.setAttribute("type", -"file");mxEvent.addListener(J,"change",function(K){null!=J.files&&(b.importFiles(J.files,0,0,b.maxImageSize,function(u,x,G,D,F,H){B(u)},function(){},function(u){return"image/"==u.type.substring(0,6)},function(u){for(var x=0;x<u.length;x++)u[x]()},!0),J.type="",J.type="file",J.value="")});J.style.display="none";document.body.appendChild(J);b.imgDlgFileInputElt=J}e=mxUtils.button(mxResources.get("open"),function(){b.imgDlgFileInputElt.click()});e.className="geBtn";d.appendChild(e)}mxEvent.addListener(p, -"keypress",function(K){13==K.keyCode&&B(p.value)});var N=mxUtils.button(mxResources.get("crop"),function(){var K=new CropImageDialog(b,p.value,q,function(u,x,G){q=u;y=x;z=G});b.showDialog(K.container,300,390,!0,!0)});v&&(N.className="geBtn",d.appendChild(N));mxEvent.addListener(p,"change",function(K){q=null;g()});g();v=mxUtils.button(mxResources.get("apply"),function(){B(p.value)});v.className="geBtn gePrimaryBtn";d.appendChild(v);b.editor.cancelFirst||d.appendChild(f);Graph.fileSupport&&(d.style.marginTop= -"120px",l.style.backgroundImage="url('"+IMAGE_PATH+"/droptarget.png')",l.style.backgroundPosition="center 65%",l.style.backgroundRepeat="no-repeat",v=document.createElement("div"),v.style.position="absolute",v.style.width="420px",v.style.top="58%",v.style.textAlign="center",v.style.fontSize="18px",v.style.color="#a0c3ff",mxUtils.write(v,mxResources.get("dragImagesHere")),l.appendChild(v));l.appendChild(d);this.container=l},LinkDialog=function(b,e,f,c,m,n,v){function d(K,u,x){x=mxUtils.button("",x); -x.className="geBtn";x.setAttribute("title",u);u=document.createElement("img");u.style.height="26px";u.style.width="26px";u.setAttribute("src",K);x.style.minWidth="42px";x.style.verticalAlign="middle";x.appendChild(u);N.appendChild(x)}var g=document.createElement("div");g.style.height="100%";mxUtils.write(g,mxResources.get("editLink")+":");var k=document.createElement("div");k.className="geTitle";k.style.backgroundColor="transparent";k.style.borderColor="transparent";k.style.whiteSpace="nowrap";k.style.textOverflow= -"clip";k.style.cursor="default";k.style.paddingRight="20px";var l=document.createElement("input");l.setAttribute("placeholder",mxResources.get("dragUrlsHere"));l.setAttribute("type","text");l.style.marginTop="6px";l.style.width="97%";l.style.boxSizing="border-box";l.style.backgroundImage="url('"+Dialog.prototype.clearImage+"')";l.style.backgroundRepeat="no-repeat";l.style.backgroundPosition="100% 50%";l.style.paddingRight="14px";l.style.marginBottom="4px";var p=document.createElement("div");p.setAttribute("title", -mxResources.get("reset"));p.style.position="relative";p.style.left="-16px";p.style.width="12px";p.style.height="14px";p.style.cursor="pointer";p.style.display="inline-block";p.style.top="3px";p.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(p,"click",function(){l.value="";l.focus()});var q=document.createElement("input");q.style.cssText="margin-right:8px;margin-bottom:8px;";q.setAttribute("value","url");q.setAttribute("type","radio");q.setAttribute("name","geLinkDialogOption"); -var y=document.createElement("input");y.style.cssText="margin-right:8px;margin-bottom:8px;";y.setAttribute("value","url");y.setAttribute("type","radio");y.setAttribute("name","geLinkDialogOption");var z=document.createElement("select");z.style.width="520px";var A=document.createElement("input");A.setAttribute("type","checkbox");A.style.margin="0 6p 0 6px";null!=v&&(A.setAttribute("checked","checked"),A.defaultChecked=!0);v=null!=v?v:"_blank";A.setAttribute("title",v);n&&(l.style.width="340px");if(m&& -null!=b.pages){null!=e&&Graph.isPageLink(e)?(y.setAttribute("checked","checked"),y.defaultChecked=!0):(l.setAttribute("value",e),q.setAttribute("checked","checked"),q.defaultChecked=!0);k.appendChild(q);k.appendChild(l);k.appendChild(p);n&&(k.appendChild(A),mxUtils.write(k,mxResources.get("openInNewWindow")));mxUtils.br(k);k.appendChild(y);m=!1;for(n=0;n<b.pages.length;n++)p=document.createElement("option"),mxUtils.write(p,b.pages[n].getName()||mxResources.get("pageWithNumber",[n+1])),p.setAttribute("value", -"data:page/id,"+b.pages[n].getId()),e==p.getAttribute("value")&&(p.setAttribute("selected","selected"),m=!0),z.appendChild(p);if(!m&&y.checked){var B=document.createElement("option");mxUtils.write(B,mxResources.get("pageNotFound"));B.setAttribute("disabled","disabled");B.setAttribute("selected","selected");B.setAttribute("value","pageNotFound");z.appendChild(B);mxEvent.addListener(z,"change",function(){null==B.parentNode||B.selected||B.parentNode.removeChild(B)})}k.appendChild(z)}else l.setAttribute("value", -e),k.appendChild(l),k.appendChild(p);g.appendChild(k);var J=mxUtils.button(f,function(){b.hideDialog();c(y.checked?"pageNotFound"!==z.value?z.value:e:l.value,LinkDialog.selectedDocs,A.checked?v:null)});J.style.verticalAlign="middle";J.className="geBtn gePrimaryBtn";this.init=function(){y.checked?z.focus():(l.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?l.select():document.execCommand("selectAll",!1,null));mxEvent.addListener(z,"focus",function(){q.removeAttribute("checked");y.setAttribute("checked", -"checked");y.checked=!0});mxEvent.addListener(l,"focus",function(){y.removeAttribute("checked");q.setAttribute("checked","checked");q.checked=!0});if(Graph.fileSupport){var K=g.parentNode,u=null;mxEvent.addListener(K,"dragleave",function(x){null!=u&&(u.parentNode.removeChild(u),u=null);x.stopPropagation();x.preventDefault()});mxEvent.addListener(K,"dragover",mxUtils.bind(this,function(x){null==u&&(!mxClient.IS_IE||10<document.documentMode)&&(u=b.highlightElement(K));x.stopPropagation();x.preventDefault()})); -mxEvent.addListener(K,"drop",mxUtils.bind(this,function(x){null!=u&&(u.parentNode.removeChild(u),u=null);0<=mxUtils.indexOf(x.dataTransfer.types,"text/uri-list")&&(l.value=decodeURIComponent(x.dataTransfer.getData("text/uri-list")),q.setAttribute("checked","checked"),q.checked=!0,J.click());x.stopPropagation();x.preventDefault()}),!1)}};var N=document.createElement("div");N.style.marginTop="18px";N.style.textAlign="center";f=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/custom-links")}); -f.style.verticalAlign="middle";f.className="geBtn";N.appendChild(f);b.isOffline()&&!mxClient.IS_CHROMEAPP&&(f.style.display="none");f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});f.style.verticalAlign="middle";f.className="geBtn";b.editor.cancelFirst&&N.appendChild(f);LinkDialog.selectedDocs=null;LinkDialog.filePicked=function(K){if(K.action==google.picker.Action.PICKED){LinkDialog.selectedDocs=K.docs;var u=K.docs[0].url;"application/mxe"==K.docs[0].mimeType||null!=K.docs[0].mimeType&& -"application/vnd.jgraph."==K.docs[0].mimeType.substring(0,23)?u="https://www.draw.io/#G"+K.docs[0].id:"application/vnd.google-apps.folder"==K.docs[0].mimeType&&(u="https://drive.google.com/#folders/"+K.docs[0].id);l.value=u;l.focus()}else LinkDialog.selectedDocs=null;l.focus()};"undefined"!=typeof google&&"undefined"!=typeof google.picker&&null!=b.drive&&d(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googlePlus"),function(){b.spinner.spin(document.body,mxResources.get("authorizing"))&&b.drive.checkToken(mxUtils.bind(this, -function(){b.spinner.stop();if(null==b.linkPicker){var K=b.drive.createLinkPicker();b.linkPicker=K.setCallback(function(u){LinkDialog.filePicked(u)}).build()}b.linkPicker.setVisible(!0)}))});"undefined"!=typeof Dropbox&&"undefined"!=typeof Dropbox.choose&&d(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),function(){Dropbox.choose({linkType:"direct",cancel:function(){},success:function(K){l.value=K[0].link;l.focus()}})});null!=b.oneDrive&&d(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"), -function(){b.oneDrive.pickFile(function(K,u){l.value=u.value[0].webUrl;l.focus()},!0)});null!=b.gitHub&&d(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),function(){b.gitHub.pickFile(function(K){if(null!=K){K=K.split("/");var u=K[0],x=K[1],G=K[2];K=K.slice(3,K.length).join("/");l.value="https://github.com/"+u+"/"+x+"/blob/"+G+"/"+K;l.focus()}})});null!=b.gitLab&&d(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),function(){b.gitLab.pickFile(function(K){if(null!=K){K=K.split("/");var u= -K[0],x=K[1],G=K[2];K=K.slice(3,K.length).join("/");l.value=DRAWIO_GITLAB_URL+"/"+u+"/"+x+"/blob/"+G+"/"+K;l.focus()}})});mxEvent.addListener(l,"keypress",function(K){13==K.keyCode&&(b.hideDialog(),c(y.checked?z.value:l.value,LinkDialog.selectedDocs))});N.appendChild(J);b.editor.cancelFirst||N.appendChild(f);g.appendChild(N);this.container=g},FeedbackDialog=function(b,e,f,c){var m=document.createElement("div"),n=document.createElement("div");mxUtils.write(n,mxResources.get("sendYourFeedback"));n.style.fontSize= -"18px";n.style.marginBottom="18px";m.appendChild(n);n=document.createElement("div");mxUtils.write(n,mxResources.get("yourEmailAddress")+(f?"":" ("+mxResources.get("required")+")"));m.appendChild(n);var v=document.createElement("input");v.setAttribute("type","text");v.style.marginTop="6px";v.style.width="600px";var d=mxUtils.button(mxResources.get("sendMessage"),function(){var p=l.value+(k.checked?"\nDiagram:\n"+(null!=c?c:mxUtils.getXml(b.getXmlFileData())):"")+"\nuserAgent:\n"+navigator.userAgent+ -"\nappVersion:\n"+navigator.appVersion+"\nappName:\n"+navigator.appName+"\nplatform:\n"+navigator.platform;p.length>FeedbackDialog.maxAttachmentSize?b.alert(mxResources.get("drawingTooLarge")):(b.hideDialog(),b.spinner.spin(document.body)&&mxUtils.post(null!=FeedbackDialog.feedbackUrl?FeedbackDialog.feedbackUrl:"/email","email="+encodeURIComponent(v.value)+"&version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&body="+encodeURIComponent((null!=e?e:"Feedback")+ -":\n"+p),function(q){b.spinner.stop();200<=q.getStatus()&&299>=q.getStatus()?b.alert(mxResources.get("feedbackSent")):b.alert(mxResources.get("errorSendingFeedback"))},function(){b.spinner.stop();b.alert(mxResources.get("errorSendingFeedback"))}))});d.className="geBtn gePrimaryBtn";if(!f){d.setAttribute("disabled","disabled");var g=/^(([^<>()[\]\\.,;:\s@"]+(\.[^<>()[\]\\.,;:\s@"]+)*)|(".+"))@((\[[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\])|(([a-zA-Z\-0-9]+\.)+[a-zA-Z]{2,}))$/;mxEvent.addListener(v, -"change",function(){0<v.value.length&&0<g.test(v.value)?d.removeAttribute("disabled"):d.setAttribute("disabled","disabled")});mxEvent.addListener(v,"keyup",function(){0<v.value.length&&g.test(v.value)?d.removeAttribute("disabled"):d.setAttribute("disabled","disabled")})}m.appendChild(v);this.init=function(){v.focus()};var k=document.createElement("input");k.setAttribute("type","checkbox");k.setAttribute("checked","checked");k.defaultChecked=!0;f=document.createElement("p");f.style.marginTop="14px"; -f.appendChild(k);n=document.createElement("span");mxUtils.write(n," "+mxResources.get("includeCopyOfMyDiagram"));f.appendChild(n);mxEvent.addListener(n,"click",function(p){k.checked=!k.checked;mxEvent.consume(p)});m.appendChild(f);n=document.createElement("div");mxUtils.write(n,mxResources.get("feedback"));m.appendChild(n);var l=document.createElement("textarea");l.style.resize="none";l.style.width="600px";l.style.height="140px";l.style.marginTop="6px";l.setAttribute("placeholder",mxResources.get("comments")); -m.appendChild(l);f=document.createElement("div");f.style.marginTop="26px";f.style.textAlign="right";n=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});n.className="geBtn";b.editor.cancelFirst?(f.appendChild(n),f.appendChild(d)):(f.appendChild(d),f.appendChild(n));m.appendChild(f);this.container=m};FeedbackDialog.maxAttachmentSize=1E6; -var RevisionDialog=function(b,e,f){var c=document.createElement("div"),m=document.createElement("h3");m.style.marginTop="0px";mxUtils.write(m,mxResources.get("revisionHistory"));c.appendChild(m);m=document.createElement("div");m.style.position="absolute";m.style.overflow="auto";m.style.width="170px";m.style.height="378px";c.appendChild(m);var n=document.createElement("div");n.style.position="absolute";n.style.border="1px solid lightGray";n.style.left="199px";n.style.width="470px";n.style.height="376px"; -n.style.overflow="hidden";var v=document.createElement("div");v.style.cssText="position:absolute;left:0;right:0;top:0;bottom:20px;text-align:center;transform:translate(0,50%);pointer-events:none;";n.appendChild(v);mxEvent.disableContextMenu(n);c.appendChild(n);var d=new Graph(n);d.setTooltips(!1);d.setEnabled(!1);d.setPanning(!0);d.panningHandler.ignoreCell=!0;d.panningHandler.useLeftButtonForPanning=!0;d.minFitScale=null;d.maxFitScale=null;d.centerZoom=!0;var g=0,k=null,l=0,p=d.getGlobalVariable; -d.getGlobalVariable=function(V){return"page"==V&&null!=k&&null!=k[l]?k[l].getAttribute("name"):"pagenumber"==V?l+1:"pagecount"==V?null!=k?k.length:1:p.apply(this,arguments)};d.getLinkForCell=function(){return null};Editor.MathJaxRender&&d.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(V,Y){b.editor.graph.mathEnabled&&Editor.MathJaxRender(d.container)}));var q={lines:11,length:15,width:6,radius:10,corners:1,rotate:0,direction:1,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.4,trail:60, -shadow:!1,hwaccel:!1,className:"spinner",zIndex:2E9,top:"50%",left:"50%"},y=new Spinner(q),z=b.getCurrentFile(),A=b.getXmlFileData(!0,!1,!0).getElementsByTagName("diagram"),B={};for(q=0;q<A.length;q++)B[A[q].getAttribute("id")]=A[q];var J=null,N=null,K=null,u=null,x=mxUtils.button("",function(){null!=K&&d.zoomIn()});x.className="geSprite geSprite-zoomin";x.setAttribute("title",mxResources.get("zoomIn"));x.style.outline="none";x.style.border="none";x.style.margin="2px";x.setAttribute("disabled","disabled"); -mxUtils.setOpacity(x,20);var G=mxUtils.button("",function(){null!=K&&d.zoomOut()});G.className="geSprite geSprite-zoomout";G.setAttribute("title",mxResources.get("zoomOut"));G.style.outline="none";G.style.border="none";G.style.margin="2px";G.setAttribute("disabled","disabled");mxUtils.setOpacity(G,20);var D=mxUtils.button("",function(){null!=K&&(d.maxFitScale=8,d.fit(8),d.center())});D.className="geSprite geSprite-fit";D.setAttribute("title",mxResources.get("fit"));D.style.outline="none";D.style.border= -"none";D.style.margin="2px";D.setAttribute("disabled","disabled");mxUtils.setOpacity(D,20);var F=mxUtils.button("",function(){null!=K&&(d.zoomActual(),d.center())});F.className="geSprite geSprite-actualsize";F.setAttribute("title",mxResources.get("actualSize"));F.style.outline="none";F.style.border="none";F.style.margin="2px";F.setAttribute("disabled","disabled");mxUtils.setOpacity(F,20);var H=mxUtils.button("",function(){});H.className="geSprite geSprite-middle";H.setAttribute("title",mxResources.get("compare")); -H.style.outline="none";H.style.border="none";H.style.margin="2px";mxUtils.setOpacity(H,60);var E=n.cloneNode(!1);E.style.pointerEvent="none";n.parentNode.appendChild(E);var P=new Graph(E);P.setTooltips(!1);P.setEnabled(!1);P.setPanning(!0);P.panningHandler.ignoreCell=!0;P.panningHandler.useLeftButtonForPanning=!0;P.minFitScale=null;P.maxFitScale=null;P.centerZoom=!0;mxEvent.addGestureListeners(H,function(V){V=B[k[g].getAttribute("id")];mxUtils.setOpacity(H,20);v.innerText="";null==V?mxUtils.write(v, -mxResources.get("pageNotFound")):(I.style.display="none",n.style.display="none",E.style.display="",E.style.backgroundColor=n.style.backgroundColor,V=Editor.parseDiagramNode(V),(new mxCodec(V.ownerDocument)).decode(V,P.getModel()),P.view.scaleAndTranslate(d.view.scale,d.view.translate.x,d.view.translate.y))},null,function(){mxUtils.setOpacity(H,60);v.innerText="";"none"==n.style.display&&(I.style.display="",n.style.display="",E.style.display="none")});var I=document.createElement("div");I.style.position= -"absolute";I.style.textAlign="right";I.style.color="gray";I.style.marginTop="10px";I.style.backgroundColor="transparent";I.style.top="440px";I.style.right="32px";I.style.maxWidth="380px";I.style.cursor="default";var T=mxUtils.button(mxResources.get("download"),function(){if(null!=K){var V=mxUtils.getXml(K.documentElement),Y=b.getBaseFilename()+".drawio";b.isLocalFileSave()?b.saveLocalFile(V,Y,"text/xml"):(V="undefined"===typeof pako?"&xml="+encodeURIComponent(V):"&data="+encodeURIComponent(Graph.compress(V)), -(new mxXmlRequest(SAVE_URL,"filename="+encodeURIComponent(Y)+"&format=xml"+V)).simulate(document,"_blank"))}});T.className="geBtn";T.setAttribute("disabled","disabled");var R=mxUtils.button(mxResources.get("restore"),function(V){null!=K&&null!=u&&(mxEvent.isShiftDown(V)?null!=K&&(V=b.getPagesForNode(K.documentElement),V=b.diffPages(b.pages,V),V=new TextareaDialog(b,mxResources.get("compare"),JSON.stringify(V,null,2),function(Y){if(0<Y.length)try{b.confirm(mxResources.get("areYouSure"),function(){z.patch([JSON.parse(Y)], -null,!0);b.hideDialog();b.hideDialog()})}catch(ba){b.handleError(ba)}},null,null,null,null,null,!0,null,mxResources.get("merge")),b.showDialog(V.container,620,460,!0,!0),V.init()):b.confirm(mxResources.get("areYouSure"),function(){null!=f?f(u):b.spinner.spin(document.body,mxResources.get("restoring"))&&z.save(!0,function(Y){b.spinner.stop();b.replaceFileData(u);b.hideDialog()},function(Y){b.spinner.stop();b.editor.setStatus("");b.handleError(Y,null!=Y?mxResources.get("errorSavingFile"):null)})}))}); -R.className="geBtn";R.setAttribute("disabled","disabled");R.setAttribute("title","Shift+Click for Diff");var M=document.createElement("select");M.setAttribute("disabled","disabled");M.style.maxWidth="80px";M.style.position="relative";M.style.top="-2px";M.style.verticalAlign="bottom";M.style.marginRight="6px";M.style.display="none";var W=null;mxEvent.addListener(M,"change",function(V){null!=W&&(W(V),mxEvent.consume(V))});var X=mxUtils.button(mxResources.get("edit"),function(){null!=K&&(window.openFile= -new OpenFile(function(){window.openFile=null}),window.openFile.setData(mxUtils.getXml(K.documentElement)),b.openLink(b.getUrl(),null,!0))});X.className="geBtn";X.setAttribute("disabled","disabled");null!=f&&(X.style.display="none");var t=mxUtils.button(mxResources.get("show"),function(){null!=N&&b.openLink(N.getUrl(M.selectedIndex))});t.className="geBtn gePrimaryBtn";t.setAttribute("disabled","disabled");null!=f&&(t.style.display="none",R.className="geBtn gePrimaryBtn");A=document.createElement("div"); -A.style.position="absolute";A.style.top="482px";A.style.width="640px";A.style.textAlign="right";var C=document.createElement("div");C.className="geToolbarContainer";C.style.backgroundColor="transparent";C.style.padding="2px";C.style.border="none";C.style.left="199px";C.style.top="442px";var L=null;if(null!=e&&0<e.length){n.style.cursor="move";var Q=document.createElement("table");Q.style.border="1px solid lightGray";Q.style.borderCollapse="collapse";Q.style.borderSpacing="0px";Q.style.width="100%"; -var O=document.createElement("tbody"),S=(new Date).toDateString();null!=b.currentPage&&null!=b.pages&&(g=mxUtils.indexOf(b.pages,b.currentPage));for(q=e.length-1;0<=q;q--){var U=function(V){var Y=new Date(V.modifiedDate),ba=null;if(0<=Y.getTime()){var Z=function(ea){y.stop();v.innerText="";var ja=mxUtils.parseXml(ea),ca=b.editor.extractGraphModel(ja.documentElement,!0);if(null!=ca){var Ca=function(Aa){null!=Aa&&(Aa=Da(Editor.parseDiagramNode(Aa)));return Aa},Da=function(Aa){var Ba=Aa.getAttribute("background"); -if(null==Ba||""==Ba||Ba==mxConstants.NONE)Ba=d.defaultPageBackgroundColor;n.style.backgroundColor=Ba;(new mxCodec(Aa.ownerDocument)).decode(Aa,d.getModel());d.maxFitScale=1;d.fit(8);d.center();return Aa};M.style.display="none";M.innerText="";K=ja;u=ea;k=parseSelectFunction=null;l=0;if("mxfile"==ca.nodeName){ja=ca.getElementsByTagName("diagram");k=[];for(ea=0;ea<ja.length;ea++)k.push(ja[ea]);l=Math.min(g,k.length-1);0<k.length&&Ca(k[l]);if(1<k.length)for(M.removeAttribute("disabled"),M.style.display= -"",ea=0;ea<k.length;ea++)ja=document.createElement("option"),mxUtils.write(ja,k[ea].getAttribute("name")||mxResources.get("pageWithNumber",[ea+1])),ja.setAttribute("value",ea),ea==l&&ja.setAttribute("selected","selected"),M.appendChild(ja);W=function(){try{var Aa=parseInt(M.value);l=g=Aa;Ca(k[Aa])}catch(Ba){M.value=g,b.handleError(Ba)}}}else Da(ca);ea=V.lastModifyingUserName;null!=ea&&20<ea.length&&(ea=ea.substring(0,20)+"...");I.innerText="";mxUtils.write(I,(null!=ea?ea+" ":"")+Y.toLocaleDateString()+ -" 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da=document.createElement("td");da.style.padding="6px";da.style.whiteSpace="nowrap";V==e[e.length-1]?mxUtils.write(da,mxResources.get("current")):Y.toDateString()===S?mxUtils.write(da, -Y.toLocaleTimeString()):mxUtils.write(da,Y.toLocaleDateString()+" "+Y.toLocaleTimeString());ba.appendChild(da);ba.setAttribute("title",Y.toLocaleDateString()+" "+Y.toLocaleTimeString()+(null!=V.fileSize?" 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-"disabled"),mxUtils.setOpacity(x,20),mxUtils.setOpacity(G,20),mxUtils.setOpacity(D,20),mxUtils.setOpacity(F,20),mxUtils.setOpacity(H,20),y.spin(n),V.getXml(function(ja){if(N==V)try{Z(ja)}catch(ca){I.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+": "+ca.message)}},function(ja){y.stop();M.style.display="none";M.innerText="";I.innerText="";mxUtils.write(I,mxResources.get("errorLoadingFile"));mxUtils.write(v,mxResources.get("errorLoadingFile"))}),mxEvent.consume(ea))});mxEvent.addListener(ba, -"dblclick",function(ea){t.click();window.getSelection?window.getSelection().removeAllRanges():document.selection&&document.selection.empty();mxEvent.consume(ea)},!1);O.appendChild(ba)}return ba}(e[q]);null!=U&&q==e.length-1&&(L=U)}Q.appendChild(O);m.appendChild(Q)}else null==z||null==b.drive&&z.constructor==window.DriveFile||null==b.dropbox&&z.constructor==window.DropboxFile?(n.style.display="none",C.style.display="none",mxUtils.write(m,mxResources.get("notAvailable"))):(n.style.display="none",C.style.display= -"none",mxUtils.write(m,mxResources.get("noRevisions")));this.init=function(){null!=L&&L.click()};m=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});m.className="geBtn";C.appendChild(M);C.appendChild(x);C.appendChild(G);C.appendChild(F);C.appendChild(D);C.appendChild(H);b.editor.cancelFirst?(A.appendChild(m),A.appendChild(T),A.appendChild(X),A.appendChild(R),A.appendChild(t)):(A.appendChild(T),A.appendChild(X),A.appendChild(R),A.appendChild(t),A.appendChild(m));c.appendChild(A); -c.appendChild(C);c.appendChild(I);this.container=c},DraftDialog=function(b,e,f,c,m,n,v,d,g){var k=document.createElement("div"),l=document.createElement("div");l.style.marginTop="0px";l.style.whiteSpace="nowrap";l.style.overflow="auto";l.style.lineHeight="normal";mxUtils.write(l,e);k.appendChild(l);var p=document.createElement("select"),q=mxUtils.bind(this,function(){N=mxUtils.parseXml(g[p.value].data);K=b.editor.extractGraphModel(N.documentElement,!0);u=0;this.init()});if(null!=g){p.style.marginLeft= -"4px";for(e=0;e<g.length;e++){var y=document.createElement("option");y.setAttribute("value",e);var z=new Date(g[e].created),A=new Date(g[e].modified);mxUtils.write(y,z.toLocaleDateString()+" "+z.toLocaleTimeString()+" - "+(z.toDateString(),A.toDateString(),A.toLocaleDateString())+" "+A.toLocaleTimeString());p.appendChild(y)}l.appendChild(p);mxEvent.addListener(p,"change",q)}null==f&&(f=g[0].data);var B=document.createElement("div");B.style.position="absolute";B.style.border="1px solid lightGray"; -B.style.marginTop="10px";B.style.left="40px";B.style.right="40px";B.style.top="46px";B.style.bottom="74px";B.style.overflow="hidden";mxEvent.disableContextMenu(B);k.appendChild(B);var J=new Graph(B);J.setEnabled(!1);J.setPanning(!0);J.panningHandler.ignoreCell=!0;J.panningHandler.useLeftButtonForPanning=!0;J.minFitScale=null;J.maxFitScale=null;J.centerZoom=!0;var N=mxUtils.parseXml(f),K=b.editor.extractGraphModel(N.documentElement,!0),u=0,x=null,G=J.getGlobalVariable;J.getGlobalVariable=function(F){return"page"== -F&&null!=x&&null!=x[u]?x[u].getAttribute("name"):"pagenumber"==F?u+1:"pagecount"==F?null!=x?x.length:1:G.apply(this,arguments)};J.getLinkForCell=function(){return null};f=mxUtils.button("",function(){J.zoomIn()});f.className="geSprite geSprite-zoomin";f.setAttribute("title",mxResources.get("zoomIn"));f.style.outline="none";f.style.border="none";f.style.margin="2px";mxUtils.setOpacity(f,60);l=mxUtils.button("",function(){J.zoomOut()});l.className="geSprite geSprite-zoomout";l.setAttribute("title", -mxResources.get("zoomOut"));l.style.outline="none";l.style.border="none";l.style.margin="2px";mxUtils.setOpacity(l,60);e=mxUtils.button("",function(){J.maxFitScale=8;J.fit(8);J.center()});e.className="geSprite geSprite-fit";e.setAttribute("title",mxResources.get("fit"));e.style.outline="none";e.style.border="none";e.style.margin="2px";mxUtils.setOpacity(e,60);y=mxUtils.button("",function(){J.zoomActual();J.center()});y.className="geSprite geSprite-actualsize";y.setAttribute("title",mxResources.get("actualSize")); -y.style.outline="none";y.style.border="none";y.style.margin="2px";mxUtils.setOpacity(y,60);v=mxUtils.button(v||mxResources.get("discard"),function(){m.apply(this,[p.value,mxUtils.bind(this,function(){null!=p.parentNode&&(p.options[p.selectedIndex].parentNode.removeChild(p.options[p.selectedIndex]),0<p.options.length?(p.value=p.options[0].value,q()):b.hideDialog(!0))})])});v.className="geBtn";var D=document.createElement("select");D.style.maxWidth="80px";D.style.position="relative";D.style.top="-2px"; -D.style.verticalAlign="bottom";D.style.marginRight="6px";D.style.display="none";n=mxUtils.button(n||mxResources.get("edit"),function(){c.apply(this,[p.value])});n.className="geBtn gePrimaryBtn";z=document.createElement("div");z.style.position="absolute";z.style.bottom="30px";z.style.right="40px";z.style.textAlign="right";A=document.createElement("div");A.className="geToolbarContainer";A.style.cssText="box-shadow:none !important;background-color:transparent;padding:2px;border-style:none !important;bottom:30px;"; -this.init=function(){function F(I){if(null!=I){var T=I.getAttribute("background");if(null==T||""==T||T==mxConstants.NONE)T=Editor.isDarkMode()?"transparent":"#ffffff";B.style.backgroundColor=T;(new mxCodec(I.ownerDocument)).decode(I,J.getModel());J.maxFitScale=1;J.fit(8);J.center()}return I}function H(I){null!=I&&(I=F(Editor.parseDiagramNode(I)));return I}mxEvent.addListener(D,"change",function(I){u=parseInt(D.value);H(x[u]);mxEvent.consume(I)});if("mxfile"==K.nodeName){var E=K.getElementsByTagName("diagram"); -x=[];for(var P=0;P<E.length;P++)x.push(E[P]);0<x.length&&H(x[u]);D.innerText="";if(1<x.length)for(D.style.display="",P=0;P<x.length;P++)E=document.createElement("option"),mxUtils.write(E,x[P].getAttribute("name")||mxResources.get("pageWithNumber",[P+1])),E.setAttribute("value",P),P==u&&E.setAttribute("selected","selected"),D.appendChild(E);else D.style.display="none"}else F(K)};A.appendChild(D);A.appendChild(f);A.appendChild(l);A.appendChild(y);A.appendChild(e);f=mxUtils.button(mxResources.get("cancel"), -function(){b.hideDialog(!0)});f.className="geBtn";d=null!=d?mxUtils.button(mxResources.get("ignore"),d):null;null!=d&&(d.className="geBtn");b.editor.cancelFirst?(z.appendChild(f),null!=d&&z.appendChild(d),z.appendChild(v),z.appendChild(n)):(z.appendChild(n),z.appendChild(v),null!=d&&z.appendChild(d),z.appendChild(f));k.appendChild(z);k.appendChild(A);this.container=k},FindWindow=function(b,e,f,c,m,n){function v(W,X,t,C){if("object"===typeof X.value&&null!=X.value.attributes){X=X.value.attributes; -for(var L=0;L<X.length;L++)if("label"!=X[L].nodeName){var Q=mxUtils.trim(X[L].nodeValue.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();if(null==W&&(C&&0<=Q.indexOf(t)||!C&&Q.substring(0,t.length)===t)||null!=W&&W.test(Q))return!0}}return!1}function d(){y&&x.value?(T.removeAttribute("disabled"),R.removeAttribute("disabled")):(T.setAttribute("disabled","disabled"),R.setAttribute("disabled","disabled"));x.value&&u.value?M.removeAttribute("disabled"):M.setAttribute("disabled","disabled")}function g(W, -X,t){P.innerText="";var C=l.model.getDescendants(l.model.getRoot()),L=u.value.toLowerCase(),Q=G.checked?new RegExp(L):null,O=null;A=null;p!=L&&(p=L,q=null,z=!1);var S=null==q;if(0<L.length){if(z){z=!1;for(var U,V=0;V<b.pages.length;V++)if(b.currentPage==b.pages[V]){U=V;break}W=(U+1)%b.pages.length;q=null;do z=!1,C=b.pages[W],l=b.createTemporaryGraph(l.getStylesheet()),b.updatePageRoot(C),l.model.setRoot(C.root),W=(W+1)%b.pages.length;while(!g(!0,X,t)&&W!=U);q&&(q=null,t?b.editor.graph.model.execute(new SelectPage(b, -C)):b.selectPage(C));z=!1;l=b.editor.graph;return g(!0,X,t)}for(V=0;V<C.length;V++){U=l.view.getState(C[V]);X&&null!=Q&&(S=S||U==q);if(null!=U&&null!=U.cell.value&&(S||null==O)&&(l.model.isVertex(U.cell)||l.model.isEdge(U.cell))){null!=U.style&&"1"==U.style.html?(F.innerHTML=l.sanitizeHtml(l.getLabel(U.cell)),label=mxUtils.extractTextWithWhitespace([F])):label=l.getLabel(U.cell);label=mxUtils.trim(label.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();var Y=0;X&&n&&null!=Q&&U==q&&(label=label.substr(B), -Y=B);var ba=""==x.value,Z=ba;if(null==Q&&(Z&&0<=label.indexOf(L)||!Z&&label.substring(0,L.length)===L||ba&&v(Q,U.cell,L,Z))||null!=Q&&(Q.test(label)||ba&&v(Q,U.cell,L,Z)))if(n&&(null!=Q?(ba=label.match(Q),null!=ba&&0<ba.length&&(A=ba[0].toLowerCase(),B=Y+ba.index+A.length)):(A=L,B=A.length)),S){O=U;break}else null==O&&(O=U)}S=S||U==q}}if(null!=O){if(V==C.length&&D.checked)return q=null,z=!0,g(!0,X,t);q=O;l.scrollCellToVisible(q.cell);l.isEnabled()&&!l.isCellLocked(q.cell)?t||l.getSelectionCell()== -q.cell&&1==l.getSelectionCount()||l.setSelectionCell(q.cell):l.highlightCell(q.cell)}else{if(!W&&D.checked)return z=!0,g(!0,X,t);l.isEnabled()&&!t&&l.clearSelection()}y=null!=O;n&&!W&&d();return 0==L.length||null!=O}var k=b.actions.get("findReplace"),l=b.editor.graph,p=null,q=null,y=!1,z=!1,A=null,B=0,J=1,N=document.createElement("div");N.style.userSelect="none";N.style.overflow="hidden";N.style.padding="10px";N.style.height="100%";var K=n?"260px":"200px",u=document.createElement("input");u.setAttribute("placeholder", -mxResources.get("find"));u.setAttribute("type","text");u.style.marginTop="4px";u.style.marginBottom="6px";u.style.width=K;u.style.fontSize="12px";u.style.borderRadius="4px";u.style.padding="6px";N.appendChild(u);mxUtils.br(N);if(n){var x=document.createElement("input");x.setAttribute("placeholder",mxResources.get("replaceWith"));x.setAttribute("type","text");x.style.marginTop="4px";x.style.marginBottom="6px";x.style.width=K;x.style.fontSize="12px";x.style.borderRadius="4px";x.style.padding="6px"; -N.appendChild(x);mxUtils.br(N);mxEvent.addListener(x,"input",d)}var G=document.createElement("input");G.setAttribute("id","geFindWinRegExChck");G.setAttribute("type","checkbox");G.style.marginRight="4px";N.appendChild(G);K=document.createElement("label");K.setAttribute("for","geFindWinRegExChck");N.appendChild(K);mxUtils.write(K,mxResources.get("regularExpression"));N.appendChild(K);K=b.menus.createHelpLink("https://www.diagrams.net/doc/faq/find-shapes");K.style.position="relative";K.style.marginLeft= -"6px";K.style.top="-1px";N.appendChild(K);mxUtils.br(N);var D=document.createElement("input");D.setAttribute("id","geFindWinAllPagesChck");D.setAttribute("type","checkbox");D.style.marginRight="4px";N.appendChild(D);K=document.createElement("label");K.setAttribute("for","geFindWinAllPagesChck");N.appendChild(K);mxUtils.write(K,mxResources.get("allPages"));N.appendChild(K);var F=document.createElement("div");mxUtils.br(N);K=document.createElement("div");K.style.left="0px";K.style.right="0px";K.style.marginTop= -"6px";K.style.padding="0 6px 0 6px";K.style.textAlign="center";N.appendChild(K);var H=mxUtils.button(mxResources.get("reset"),function(){P.innerText="";u.value="";u.style.backgroundColor="";n&&(x.value="",d());p=q=null;z=!1;u.focus()});H.setAttribute("title",mxResources.get("reset"));H.style.float="none";H.style.width="120px";H.style.marginTop="6px";H.style.marginLeft="8px";H.style.overflow="hidden";H.style.textOverflow="ellipsis";H.className="geBtn";n||K.appendChild(H);var E=mxUtils.button(mxResources.get("find"), -function(){try{u.style.backgroundColor=g()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(W){b.handleError(W)}});E.setAttribute("title",mxResources.get("find")+" (Enter)");E.style.float="none";E.style.width="120px";E.style.marginTop="6px";E.style.marginLeft="8px";E.style.overflow="hidden";E.style.textOverflow="ellipsis";E.className="geBtn gePrimaryBtn";K.appendChild(E);var P=document.createElement("div");P.style.marginTop="10px";if(n){var I=function(W,X,t,C,L){if(null==L||"1"!=L.html)return C=W.toLowerCase().indexOf(X, -C),0>C?W:W.substr(0,C)+t+W.substr(C+X.length);var Q=W;X=mxUtils.htmlEntities(X);L=[];var O=-1;for(W=W.replace(/<br>/ig,"\n");-1<(O=W.indexOf("<",O+1));)L.push(O);O=W.match(/<[^>]*>/g);W=W.replace(/<[^>]*>/g,"");C=W.toLowerCase().indexOf(X,C);if(0>C)return Q;Q=C+X.length;t=mxUtils.htmlEntities(t);W=W.substr(0,C)+t+W.substr(Q);for(var S=0,U=0;U<L.length;U++){if(L[U]-S<C)W=W.substr(0,L[U])+O[U]+W.substr(L[U]);else{var V=L[U]-S<Q?C+S:L[U]+(t.length-X.length);W=W.substr(0,V)+O[U]+W.substr(V)}S+=O[U].length}return W.replace(/\n/g, -"<br>")},T=mxUtils.button(mxResources.get("replFind"),function(){try{if(null!=A&&null!=q&&x.value){var W=q.cell,X=l.getLabel(W);l.isCellEditable(W)&&l.model.setValue(W,I(X,A,x.value,B-A.length,l.getCurrentCellStyle(W)));u.style.backgroundColor=g(!1,!0)?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}}catch(t){b.handleError(t)}});T.setAttribute("title",mxResources.get("replFind"));T.style.float="none";T.style.width="120px";T.style.marginTop="6px";T.style.marginLeft="8px";T.style.overflow="hidden";T.style.textOverflow= -"ellipsis";T.className="geBtn gePrimaryBtn";T.setAttribute("disabled","disabled");K.appendChild(T);mxUtils.br(K);var R=mxUtils.button(mxResources.get("replace"),function(){try{if(null!=A&&null!=q&&x.value){var W=q.cell,X=l.getLabel(W);l.model.setValue(W,I(X,A,x.value,B-A.length,l.getCurrentCellStyle(W)));T.setAttribute("disabled","disabled");R.setAttribute("disabled","disabled")}}catch(t){b.handleError(t)}});R.setAttribute("title",mxResources.get("replace"));R.style.float="none";R.style.width="120px"; -R.style.marginTop="6px";R.style.marginLeft="8px";R.style.overflow="hidden";R.style.textOverflow="ellipsis";R.className="geBtn gePrimaryBtn";R.setAttribute("disabled","disabled");K.appendChild(R);var M=mxUtils.button(mxResources.get("replaceAll"),function(){P.innerText="";if(x.value){p=null;var W=b.currentPage,X=b.editor.graph.getSelectionCells();b.editor.graph.rendering=!1;l.getModel().beginUpdate();try{for(var t=0,C={};g(!1,!0,!0)&&100>t;){var L=q.cell,Q=l.getLabel(L),O=C[L.id];if(O&&O.replAllMrk== -J&&O.replAllPos>=B)break;C[L.id]={replAllMrk:J,replAllPos:B};l.isCellEditable(L)&&(l.model.setValue(L,I(Q,A,x.value,B-A.length,l.getCurrentCellStyle(L))),t++)}W!=b.currentPage&&b.editor.graph.model.execute(new SelectPage(b,W));mxUtils.write(P,mxResources.get("matchesRepl",[t]))}catch(S){b.handleError(S)}finally{l.getModel().endUpdate(),b.editor.graph.setSelectionCells(X),b.editor.graph.rendering=!0}J++}});M.setAttribute("title",mxResources.get("replaceAll"));M.style.float="none";M.style.width="120px"; -M.style.marginTop="6px";M.style.marginLeft="8px";M.style.overflow="hidden";M.style.textOverflow="ellipsis";M.className="geBtn gePrimaryBtn";M.setAttribute("disabled","disabled");K.appendChild(M);mxUtils.br(K);K.appendChild(H);H=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){this.window.setVisible(!1)}));H.setAttribute("title",mxResources.get("close"));H.style.float="none";H.style.width="120px";H.style.marginTop="6px";H.style.marginLeft="8px";H.style.overflow="hidden";H.style.textOverflow= -"ellipsis";H.className="geBtn";K.appendChild(H);mxUtils.br(K);K.appendChild(P)}else H.style.width="90px",E.style.width="90px";mxEvent.addListener(u,"keyup",function(W){if(91==W.keyCode||93==W.keyCode||17==W.keyCode)mxEvent.consume(W);else if(27==W.keyCode)k.funct();else if(p!=u.value.toLowerCase()||13==W.keyCode)try{u.style.backgroundColor=g()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(X){u.style.backgroundColor=Editor.isDarkMode()?"#ff0000":"#ffcfcf"}});mxEvent.addListener(N,"keydown",function(W){70== -W.keyCode&&b.keyHandler.isControlDown(W)&&!mxEvent.isShiftDown(W)&&(k.funct(),mxEvent.consume(W))});this.window=new mxWindow(mxResources.get("find")+(n?"/"+mxResources.get("replace"):""),N,e,f,c,m,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit();this.window.isVisible()?(u.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?u.select(): -document.execCommand("selectAll",!1,null),null!=b.pages&&1<b.pages.length?D.removeAttribute("disabled"):(D.checked=!1,D.setAttribute("disabled","disabled"))):l.container.focus()}));b.installResizeHandler(this,!1)},FreehandWindow=function(b,e,f,c,m,n){var v=b.editor.graph,d=document.createElement("div");d.style.textAlign="center";d.style.userSelect="none";d.style.overflow="hidden";d.style.height="100%";if(n){var g=document.createElement("input");g.setAttribute("id","geFreehandBrush");g.setAttribute("type", -"checkbox");g.style.margin="10px 5px 0px 10px";g.style.float="left";d.appendChild(g);var k=document.createElement("label");k.setAttribute("for","geFreehandBrush");k.style.float="left";k.style.marginTop="10px";d.appendChild(k);mxUtils.write(k,mxResources.get("brush"));d.appendChild(k);mxUtils.br(d);var l=document.createElement("input");l.setAttribute("type","range");l.setAttribute("min","2");l.setAttribute("max","30");l.setAttribute("value",v.freehand.getBrushSize());l.style.width="90%";l.style.visibility= -"hidden";d.appendChild(l);mxUtils.br(d);mxEvent.addListener(g,"change",function(){v.freehand.setPerfectFreehandMode(this.checked);l.style.visibility=this.checked?"visible":"hidden"});mxEvent.addListener(l,"change",function(){v.freehand.setBrushSize(parseInt(this.value))})}var p=mxUtils.button(mxResources.get("startDrawing"),function(){v.freehand.isDrawing()?v.freehand.stopDrawing():v.freehand.startDrawing()});p.setAttribute("title",mxResources.get("startDrawing"));p.style.marginTop=n?"5px":"10px"; -p.style.width="90%";p.style.boxSizing="border-box";p.style.overflow="hidden";p.style.textOverflow="ellipsis";p.style.textAlign="center";p.className="geBtn gePrimaryBtn";d.appendChild(p);this.window=new mxWindow(mxResources.get("freehand"),d,e,f,c,m,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);v.addListener("freehandStateChanged",mxUtils.bind(this,function(){p.innerText="";mxUtils.write(p,mxResources.get(v.freehand.isDrawing()? -"stopDrawing":"startDrawing"));p.setAttribute("title",mxResources.get(v.freehand.isDrawing()?"stopDrawing":"startDrawing"));p.className="geBtn"+(v.freehand.isDrawing()?"":" gePrimaryBtn")}));this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit()}));this.window.addListener("hide",mxUtils.bind(this,function(){v.freehand.isDrawing()&&v.freehand.stopDrawing()}));b.installResizeHandler(this,!1)},TagsWindow=function(b,e,f,c,m){var n=b.editor.graph,v=b.editor.graph.createTagsDialog(mxUtils.bind(this, -function(){return this.window.isVisible()}),null,function(g,k){if(n.isEnabled()){var l=new FilenameDialog(b,"",mxResources.get("add"),function(p){b.hideDialog();if(null!=p&&0<p.length){p=p.split(" ");for(var q=[],y=0;y<p.length;y++){var z=mxUtils.trim(p[y]);""!=z&&0>mxUtils.indexOf(g,z)&&q.push(z)}0<q.length&&(n.isSelectionEmpty()?k(g.concat(q)):n.addTagsForCells(n.getSelectionCells(),q))}},mxResources.get("enterValue")+" ("+mxResources.get("tags")+")");b.showDialog(l.container,300,80,!0,!0);l.init()}}), -d=v.div;this.window=new mxWindow(mxResources.get("tags"),d,e,f,c,m,!0,!0);this.window.minimumSize=new mxRectangle(0,0,212,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){v.refresh();this.window.fit()}));b.installResizeHandler(this,!0)},AuthDialog=function(b,e,f,c){var m=document.createElement("div");m.style.textAlign="center";var n=document.createElement("p");n.style.fontSize= -"16pt";n.style.padding="0px";n.style.margin="0px";n.style.color="gray";mxUtils.write(n,mxResources.get("authorizationRequired"));var v="Unknown",d=document.createElement("img");d.setAttribute("border","0");d.setAttribute("align","absmiddle");d.style.marginRight="10px";e==b.drive?(v=mxResources.get("googleDrive"),d.src=IMAGE_PATH+"/google-drive-logo-white.svg"):e==b.dropbox?(v=mxResources.get("dropbox"),d.src=IMAGE_PATH+"/dropbox-logo-white.svg"):e==b.oneDrive?(v=mxResources.get("oneDrive"),d.src= -IMAGE_PATH+"/onedrive-logo-white.svg"):e==b.gitHub?(v=mxResources.get("github"),d.src=IMAGE_PATH+"/github-logo-white.svg"):e==b.gitLab?(v=mxResources.get("gitlab"),d.src=IMAGE_PATH+"/gitlab-logo.svg",d.style.width="32px"):e==b.trello&&(v=mxResources.get("trello"),d.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizeThisAppIn",[v]));var g=document.createElement("input");g.setAttribute("type","checkbox");v=mxUtils.button(mxResources.get("authorize"), -function(){c(g.checked)});v.insertBefore(d,v.firstChild);v.style.marginTop="6px";v.className="geBigButton";v.style.fontSize="18px";v.style.padding="14px";m.appendChild(n);m.appendChild(b);m.appendChild(v);f&&(f=document.createElement("p"),f.style.marginTop="20px",f.appendChild(g),n=document.createElement("span"),mxUtils.write(n," "+mxResources.get("rememberMe")),f.appendChild(n),m.appendChild(f),g.checked=!0,g.defaultChecked=!0,mxEvent.addListener(n,"click",function(k){g.checked=!g.checked;mxEvent.consume(k)})); -this.container=m},MoreShapesDialog=function(b,e,f){f=null!=f?f:b.sidebar.entries;var c=document.createElement("div"),m=[];if(null!=b.sidebar.customEntries)for(var n=0;n<b.sidebar.customEntries.length;n++){for(var v=b.sidebar.customEntries[n],d={title:b.getResource(v.title),entries:[]},g=0;g<v.entries.length;g++){var k=v.entries[g];d.entries.push({id:k.id,title:b.getResource(k.title),desc:b.getResource(k.desc),image:k.preview})}m.push(d)}for(n=0;n<f.length;n++)if(null==b.sidebar.enabledLibraries)m.push(f[n]); -else{d={title:f[n].title,entries:[]};for(g=0;g<f[n].entries.length;g++)0<=mxUtils.indexOf(b.sidebar.enabledLibraries,f[n].entries[g].id)&&d.entries.push(f[n].entries[g]);0<d.entries.length&&m.push(d)}f=m;if(e){n=mxUtils.bind(this,function(G){for(var D=0;D<G.length;D++)(function(F){var 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n=document.createElement("div"),v=document.createElement("div");v.style.height="180px";v.style.overflow="auto";var d=mxSettings.getPlugins().slice(),g=!1;n.appendChild(v);m();g=!1;var k=mxUtils.button(mxResources.get("add"),null!=e?function(){e(function(z){z&&0>mxUtils.indexOf(d,z)&&d.push(z);m()})}:function(){var z=document.createElement("div"),A=document.createElement("span"); -A.style.marginTop="6px";mxUtils.write(A,mxResources.get("builtinPlugins")+": ");z.appendChild(A);var B=document.createElement("select");B.style.width="150px";for(A=0;A<App.publicPlugin.length;A++){var J=document.createElement("option");mxUtils.write(J,App.publicPlugin[A]);J.value=App.publicPlugin[A];B.appendChild(J)}z.appendChild(B);mxUtils.br(z);mxUtils.br(z);A=mxUtils.button(mxResources.get("custom")+"...",function(){var N=new FilenameDialog(b,"",mxResources.get("add"),function(K){b.hideDialog(); -if(null!=K&&0<K.length){K=K.split(";");for(var u=0;u<K.length;u++){var x=K[u],G=App.pluginRegistry[x];null!=G&&(x=G);0<x.length&&0>mxUtils.indexOf(d,x)&&d.push(x)}m()}},mxResources.get("enterValue")+" ("+mxResources.get("url")+")");b.showDialog(N.container,300,80,!0,!0);N.init()});A.className="geBtn";z=new CustomDialog(b,z,mxUtils.bind(this,function(){var N=App.pluginRegistry[B.value];0>mxUtils.indexOf(d,N)&&(d.push(N),m())}),null,null,null,A);b.showDialog(z.container,300,100,!0,!0)});k.className= -"geBtn";var l=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});l.className="geBtn";var p=mxUtils.button(c?mxResources.get("close"):mxResources.get("apply"),function(){g?(mxSettings.setPlugins(d),mxSettings.save(),b.hideDialog(),b.alert(mxResources.get("restartForChangeRequired"))):b.hideDialog()});p.className="geBtn gePrimaryBtn";var q=document.createElement("div");q.style.marginTop="14px";q.style.textAlign="right";var y=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/plugins")}); 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v=document.createElement("div"), -d=document.createElement("div");d.style.height="300px";d.style.width="300px";d.style.display="inline-flex";d.style.justifyContent="center";d.style.alignItems="center";d.style.position="absolute";var g=document.createElement("img");g.onload=function(){function G(){l.model.setStyle(y,z+m())}l=new Graph(k);l.autoExtend=!1;l.autoScroll=!1;l.setGridEnabled(!1);l.setEnabled(!0);l.setPanning(!1);l.setConnectable(!1);l.getRubberband().setEnabled(!1);l.graphHandler.allowLivePreview=!1;var D=l.createVertexHandler; -l.createVertexHandler=function(){var Q=D.apply(this,arguments);Q.livePreview=!1;return Q};if(null!=f)try{if("inset"==f.substring(0,5)){var F=y.geometry,H=g.width,E=g.height,P=(300-H)/2,I=(300-E)/2,T=f.match(/\(([^)]+)\)/)[1].split(/[ 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L=l.getSelectionModel().changeSelection;l.getSelectionModel().changeSelection=function(){L.call(this,[y],[y])}};g.onerror=function(){g.onload=null;g.src=Editor.errorImage};g.setAttribute("src",e);g.style.maxWidth="300px";g.style.maxHeight="300px";d.appendChild(g);v.appendChild(d);var k=document.createElement("div");k.style.width="300px";k.style.height="300px";k.style.overflow="hidden";k.style.backgroundColor="#fff9";v.appendChild(k); -var l=null,p=new mxGeometry(100,100,100,100),q=5,y=new mxCell("",p.clone(),""),z="shape=image;fillColor=none;rotatable=0;cloneable=0;deletable=0;image="+e.replace(";base64","")+";clipPath=",A=document.createElement("input");A.setAttribute("type","radio");A.setAttribute("id","croppingRect");A.setAttribute("name","croppingShape");A.setAttribute("checked","checked");A.style.margin="5px";v.appendChild(A);e=document.createElement("label");e.setAttribute("for","croppingRect");mxUtils.write(e,mxResources.get("rectangle")); -v.appendChild(e);var B=document.createElement("input");B.setAttribute("type","radio");B.setAttribute("id","croppingRounded");B.setAttribute("name","croppingShape");B.style.margin="5px";v.appendChild(B);e=document.createElement("label");e.setAttribute("for","croppingRounded");mxUtils.write(e,mxResources.get("rounded"));v.appendChild(e);var J=document.createElement("input");J.setAttribute("type","radio");J.setAttribute("id","croppingEllipse");J.setAttribute("name","croppingShape");J.style.margin="5px"; -v.appendChild(J);e=document.createElement("label");e.setAttribute("for","croppingEllipse");mxUtils.write(e,mxResources.get("ellipse"));v.appendChild(e);mxEvent.addListener(A,"change",n);mxEvent.addListener(B,"change",n);mxEvent.addListener(J,"change",n);var N=document.createElement("div");N.style.textAlign="center";N.style.visibility="hidden";var K=document.createElement("input");K.setAttribute("type","range");K.setAttribute("min","1");K.setAttribute("max","49");K.setAttribute("value",q);K.setAttribute("title", -mxResources.get("arcSize"));N.appendChild(K);v.appendChild(N);mxEvent.addListener(K,"change",function(){q=this.value;n(!0)});e=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});e.className="geBtn";d=mxUtils.button(mxResources.get("apply"),function(){c(m(),y.geometry.width,y.geometry.height);b.hideDialog()});d.className="geBtn gePrimaryBtn";var u=mxUtils.button(mxResources.get("reset"),function(){c(null,g.width,g.height);b.hideDialog()});u.className="geBtn";var x=document.createElement("div"); -x.style.marginTop="10px";x.style.textAlign="right";b.editor.cancelFirst?(x.appendChild(e),x.appendChild(u),x.appendChild(d)):(x.appendChild(u),x.appendChild(d),x.appendChild(e));v.appendChild(x);this.container=v},EditGeometryDialog=function(b,e){var f=b.editor.graph,c=1==e.length?f.getCellGeometry(e[0]):null,m=document.createElement("div"),n=document.createElement("table"),v=document.createElement("tbody"),d=document.createElement("tr"),g=document.createElement("td"),k=document.createElement("td"); -n.style.paddingLeft="6px";mxUtils.write(g,mxResources.get("relative")+":");var l=document.createElement("input");l.setAttribute("type","checkbox");null!=c&&c.relative&&(l.setAttribute("checked","checked"),l.defaultChecked=!0);this.init=function(){l.focus()};k.appendChild(l);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");k=document.createElement("td");mxUtils.write(g,mxResources.get("left")+":");var p=document.createElement("input"); -p.setAttribute("type","text");p.style.width="100px";p.value=null!=c?c.x:"";k.appendChild(p);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");k=document.createElement("td");mxUtils.write(g,mxResources.get("top")+":");var q=document.createElement("input");q.setAttribute("type","text");q.style.width="100px";q.value=null!=c?c.y:"";k.appendChild(q);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td"); -k=document.createElement("td");mxUtils.write(g,mxResources.get("dx")+":");var y=document.createElement("input");y.setAttribute("type","text");y.style.width="100px";y.value=null!=c&&null!=c.offset?c.offset.x:"";k.appendChild(y);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");k=document.createElement("td");mxUtils.write(g,mxResources.get("dy")+":");var z=document.createElement("input");z.setAttribute("type","text");z.style.width="100px"; -z.value=null!=c&&null!=c.offset?c.offset.y:"";k.appendChild(z);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");k=document.createElement("td");mxUtils.write(g,mxResources.get("width")+":");var A=document.createElement("input");A.setAttribute("type","text");A.style.width="100px";A.value=null!=c?c.width:"";k.appendChild(A);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");k= -document.createElement("td");mxUtils.write(g,mxResources.get("height")+":");var B=document.createElement("input");B.setAttribute("type","text");B.style.width="100px";B.value=null!=c?c.height:"";k.appendChild(B);d.appendChild(g);d.appendChild(k);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");k=document.createElement("td");mxUtils.write(g,mxResources.get("rotation")+":");var J=document.createElement("input");J.setAttribute("type","text");J.style.width="100px";J.value= -1==e.length?mxUtils.getValue(f.getCellStyle(e[0]),mxConstants.STYLE_ROTATION,0):"";k.appendChild(J);d.appendChild(g);d.appendChild(k);v.appendChild(d);n.appendChild(v);m.appendChild(n);c=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});c.className="geBtn";var N=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();f.getModel().beginUpdate();try{for(var K=0;K<e.length;K++){var u=f.getCellGeometry(e[K]);null!=u&&(u=u.clone(),f.isCellMovable(e[K])&&(u.relative=l.checked, -0<mxUtils.trim(p.value).length&&(u.x=Number(p.value)),0<mxUtils.trim(q.value).length&&(u.y=Number(q.value)),0<mxUtils.trim(y.value).length&&(null==u.offset&&(u.offset=new mxPoint),u.offset.x=Number(y.value)),0<mxUtils.trim(z.value).length&&(null==u.offset&&(u.offset=new 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V=null;null!=D?(V={data:D,w:P,h:I,title:M},null!=R&&(V.aspect=R),A[D]=Q,l.push(V)):null!=T&&(T.aspect="fixed",l.push(T),V=T);mxEvent.addListener(U,"keydown",function(da){13==da.keyCode&&null!=N&&(N(),N=null,mxEvent.consume(da))});W();L.appendChild(U);mxEvent.addListener(U,"mousedown",function(da){"true"!=U.getAttribute("contentEditable")&&mxEvent.consume(da)});O=function(da){if(mxClient.IS_IOS|| -mxClient.IS_FF||!(null==document.documentMode||9<document.documentMode)){var ea=new FilenameDialog(b,V.title||"",mxResources.get("ok"),function(ja){null!=ja&&(V.title=ja,W())},mxResources.get("enterValue"));b.showDialog(ea.container,300,80,!0,!0);ea.init();mxEvent.consume(da)}else if("true"!=U.getAttribute("contentEditable")){null!=N&&(N(),N=null);if(null==V.title||0==V.title.length)U.innerText="";U.style.textOverflow="";U.style.whiteSpace="";U.style.cursor="text";U.style.color="";U.setAttribute("contentEditable", 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q=document.createElement("input");q.setAttribute("value",e);q.style.marginRight="20px";q.style.marginLeft="10px";q.style.width="500px";null==m||m.isRenamable()||q.setAttribute("disabled","true");this.init=function(){if(null==m||m.isRenamable())q.focus(),mxClient.IS_GC||mxClient.IS_FF|| -5<=document.documentMode?q.select():document.execCommand("selectAll",!1,null)};p.appendChild(q);var y=document.createElement("div");y.style.borderWidth="1px 0px 1px 0px";y.style.borderColor="#d3d3d3";y.style.borderStyle="solid";y.style.marginTop="6px";y.style.overflow="auto";y.style.height="340px";y.style.backgroundPosition="center center";y.style.backgroundRepeat="no-repeat";0==l.length&&Graph.fileSupport&&(y.style.backgroundImage="url('"+IMAGE_PATH+"/droptarget.png')");var z=document.createElement("div"); 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function(F,H,E,P,I,T,R,M,W){null!=W&&(/(\.v(dx|sdx?))($|\?)/i.test(W.name)||/(\.vs(x|sx?))($|\?)/i.test(W.name))?b.importVisio(W,mxUtils.bind(this,function(X){d(X,H,E,P,I,T,R,"fixed",mxEvent.isAltDown(D)? -null:R.substring(0,R.lastIndexOf(".")).replace(/_/g," "))})):null!=W&&(new XMLHttpRequest).upload&&b.isRemoteFileFormat(F,W.name)?b.isExternalDataComms()?b.parseFile(W,mxUtils.bind(this,function(X){4==X.readyState&&(b.spinner.stop(),200<=X.status&&299>=X.status&&(d(X.responseText,H,E,P,I,T,R,"fixed",mxEvent.isAltDown(D)?null:R.substring(0,R.lastIndexOf(".")).replace(/_/g," ")),y.scrollTop=y.scrollHeight))})):(b.spinner.stop(),b.showError(mxResources.get("error"),mxResources.get("notInOffline"))): -(d(F,H,E,P,I,T,R,"fixed",mxEvent.isAltDown(D)?null:R.substring(0,R.lastIndexOf(".")).replace(/_/g," 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E=D.indexOf(",");0<E&&(D=D.substring(0,E)+";base64,"+D.substring(E+1))}d(D,null,0,0,F,H);y.scrollTop=y.scrollHeight}})});p.setAttribute("id","btnAddImageUrl");p.className="geBtn";c.appendChild(p);this.saveBtnClickHandler=function(D,F,H,E){b.saveLibrary(D,F,H,E)};p=mxUtils.button(mxResources.get("save"), -mxUtils.bind(this,function(){null!=N&&(N(),N=null);this.saveBtnClickHandler(q.value,l,m,n)}));p.setAttribute("id","btnSave");p.className="geBtn gePrimaryBtn";c.appendChild(p);b.editor.cancelFirst||c.appendChild(e);f.appendChild(c);this.container=f},EditShapeDialog=function(b,e,f,c,m){c=null!=c?c:300;m=null!=m?m:120;var n=document.createElement("table"),v=document.createElement("tbody");n.style.cellPadding="4px";var d=document.createElement("tr");var g=document.createElement("td");g.setAttribute("colspan", -"2");g.style.fontSize="10pt";mxUtils.write(g,f);d.appendChild(g);v.appendChild(d);d=document.createElement("tr");g=document.createElement("td");var k=document.createElement("textarea");k.style.outline="none";k.style.resize="none";k.style.width=c-200+"px";k.style.height=m+"px";this.textarea=k;this.init=function(){k.focus();k.scrollTop=0};g.appendChild(k);d.appendChild(g);g=document.createElement("td");f=document.createElement("div");f.style.position="relative";f.style.border="1px solid gray";f.style.top= -"6px";f.style.width="200px";f.style.height=m+4+"px";f.style.overflow="hidden";f.style.marginBottom="16px";mxEvent.disableContextMenu(f);g.appendChild(f);var l=new Graph(f);l.setEnabled(!1);var p=b.editor.graph.cloneCell(e);l.addCells([p]);f=l.view.getState(p);var q="";null!=f.shape&&null!=f.shape.stencil&&(q=mxUtils.getPrettyXml(f.shape.stencil.desc));mxUtils.write(k,q||"");f=l.getGraphBounds();m=Math.min(160/f.width,(m-40)/f.height);l.view.scaleAndTranslate(m,20/m-f.x,20/m-f.y);d.appendChild(g); 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K=b.editor.graph.getFreeInsertPoint();A.geometry.x=K.x;A.geometry.y=K.y;z.addCell(A)}z.setCellStyles(mxConstants.STYLE_SHAPE, -"stencil("+J+")",[A])}catch(u){throw u;}finally{z.getModel().endUpdate()}N&&(z.setSelectionCell(A),z.scrollCellToVisible(A))}};f=mxUtils.button(mxResources.get("preview"),function(){y(l,p,!1)});f.className="geBtn";g.appendChild(f);f=mxUtils.button(mxResources.get("apply"),function(){y(b.editor.graph,e,!0)});f.className="geBtn gePrimaryBtn";g.appendChild(f);b.editor.cancelFirst||g.appendChild(m);d.appendChild(g);v.appendChild(d);n.appendChild(v);this.container=n},CustomDialog=function(b,e,f,c,m,n, -v,d,g,k,l){var p=document.createElement("div");p.appendChild(e);var q=document.createElement("div");q.style.marginTop="30px";q.style.textAlign="center";null!=v&&q.appendChild(v);b.isOffline()||null==n||(e=mxUtils.button(mxResources.get("help"),function(){b.openLink(n)}),e.className="geBtn",q.appendChild(e));g=mxUtils.button(g||mxResources.get("cancel"),function(){b.hideDialog();null!=c&&c()});g.className="geBtn";d&&(g.style.display="none");b.editor.cancelFirst&&q.appendChild(g);m=mxUtils.button(m|| -mxResources.get("ok"),mxUtils.bind(this,function(){k||b.hideDialog(null,null,this.container);if(null!=f){var y=f();if("string"===typeof y){b.showError(mxResources.get("error"),y);return}}k&&b.hideDialog(null,null,this.container)}));q.appendChild(m);m.className="geBtn gePrimaryBtn";b.editor.cancelFirst||q.appendChild(g);if(null!=l)for(d=0;d<l.length;d++)(function(y,z,A){y=mxUtils.button(y,function(B){z(B)});null!=A&&y.setAttribute("title",A);y.className="geBtn";q.appendChild(y)})(l[d][0],l[d][1],l[d][2]); -p.appendChild(q);this.cancelBtn=g;this.okButton=m;this.container=p},TemplatesDialog=function(b,e,f,c,m,n,v,d,g,k,l,p,q,y,z){function A(aa){Ia.innerHTML=mxUtils.htmlEntities(aa);Ia.style.display="block";setTimeout(function(){Ia.style.display="none"},4E3)}function B(){null!=t&&(t.style.fontWeight="normal",t.style.textDecoration="none",C=t,t=null)}function J(aa,ia,ha,ma,ua,ra,za){if(-1<aa.className.indexOf("geTempDlgRadioBtnActive"))return!1;aa.className+=" geTempDlgRadioBtnActive";M.querySelector(".geTempDlgRadioBtn[data-id="+ -ma+"]").className="geTempDlgRadioBtn "+(za?"geTempDlgRadioBtnLarge":"geTempDlgRadioBtnSmall");M.querySelector("."+ia).src="/images/"+ha+"-sel.svg";M.querySelector("."+ua).src="/images/"+ra+".svg";return!0}function N(aa,ia,ha,ma){function ua(oa,Ga){null==za?(oa=/^https?:\/\//.test(oa)&&!b.editor.isCorsEnabledForUrl(oa)?PROXY_URL+"?url="+encodeURIComponent(oa):TEMPLATE_PATH+"/"+oa,mxUtils.get(oa,mxUtils.bind(this,function(Oa){200<=Oa.getStatus()&&299>=Oa.getStatus()&&(za=Oa.getText());Ga(za)}))):Ga(za)} -function ra(oa,Ga,Oa){if(null!=oa&&mxUtils.isAncestorNode(document.body,ia)&&(oa=mxUtils.parseXml(oa),oa=Editor.extractGraphModel(oa.documentElement,!0),null!=oa)){"mxfile"==oa.nodeName&&(oa=Editor.parseDiagramNode(oa.getElementsByTagName("diagram")[0]));var Sa=new mxCodec(oa.ownerDocument),Ea=new mxGraphModel;Sa.decode(oa,Ea);oa=Ea.root.getChildAt(0).children||[];b.sidebar.createTooltip(ia,oa,Math.min((window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth)-80,1E3),Math.min((window.innerHeight|| -document.documentElement.clientHeight||document.body.clientHeight)-80,800),null!=aa.title?mxResources.get(aa.title,null,aa.title):null,!0,new mxPoint(Ga,Oa),!0,null,!0);var 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E(aa){v&&(Da.scrollTop=0,ja.innerText="",Fa.spin(ja),X=!1,W=!0,ca.innerHTML=mxUtils.htmlEntities(mxResources.get("recentDiag")),ba=null,v(qa,function(){A(mxResources.get("cannotLoad"));qa([])},aa?null:n))}function P(aa){if(""==aa)null!=C&&(C.click(),C=null);else{if(null==TemplatesDialog.tagsList[c]){var ia={};for(Ga in va)for(var ha=va[Ga],ma=0;ma<ha.length;ma++){var ua= -ha[ma];if(null!=ua.tags)for(var ra=ua.tags.toLowerCase().split(";"),za=0;za<ra.length;za++)null==ia[ra[za]]&&(ia[ra[za]]=[]),ia[ra[za]].push(ua)}TemplatesDialog.tagsList[c]=ia}var sa=aa.toLowerCase().split(" ");ia=TemplatesDialog.tagsList[c];if(0<wa&&null==ia.__tagsList__){for(Ga in la)for(ha=la[Ga],ma=0;ma<ha.length;ma++)for(ua=ha[ma],ra=ua.title.split(" "),ra.push(Ga),za=0;za<ra.length;za++){var oa=ra[za].toLowerCase();null==ia[oa]&&(ia[oa]=[]);ia[oa].push(ua)}ia.__tagsList__=!0}var Ga=[];ha={}; -for(ma=ra=0;ma<sa.length;ma++)if(0<sa[ma].length){oa=ia[sa[ma]];var 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class="geTempDlgHLine"></div><div class="geTemplatesLbl">'+ -mxResources.get("templates")+'</div></div><div class="geTempDlgContent" style="width: 100%"><div class="geTempDlgNewDiagramCat"><div class="geTempDlgNewDiagramCatLbl">'+mxResources.get("newDiagram")+'</div><div class="geTempDlgNewDiagramCatList"></div><div class="geTempDlgNewDiagramCatFooter"><div class="geTempDlgShowAllBtn">'+mxResources.get("showMore")+'</div></div></div><div class="geTempDlgDiagramsList"><div class="geTempDlgDiagramsListHeader"><div class="geTempDlgDiagramsListTitle"></div><div class="geTempDlgDiagramsListBtns"><div class="geTempDlgRadioBtn geTempDlgRadioBtnLarge" data-id="myDiagramsBtn"><img src="/images/my-diagrams.svg" class="geTempDlgMyDiagramsBtnImg"> <span>'+ +var BackgroundImageDialog=function(b,d,f){var c=document.createElement("div");c.style.whiteSpace="nowrap";var l=document.createElement("h2");mxUtils.write(l,mxResources.get("backgroundImage"));l.style.marginTop="0px";c.appendChild(l);var m=null!=f&&null!=f.originalSrc;l=!1;var x=document.createElement("input");x.style.cssText="margin-right:8px;margin-bottom:8px;";x.setAttribute("value","url");x.setAttribute("type","radio");x.setAttribute("name","geBackgroundImageDialogOption");var z=document.createElement("input"); +z.style.cssText="margin-right:8px;margin-bottom:8px;";z.setAttribute("value","url");z.setAttribute("type","radio");z.setAttribute("name","geBackgroundImageDialogOption");var C=document.createElement("input");C.setAttribute("type","text");C.style.marginBottom="8px";C.style.width="360px";C.value=m||null==f?"":f.src;var e=document.createElement("select");e.style.width="360px";if(null!=b.pages)for(var g=0;g<b.pages.length;g++){var k=document.createElement("option");mxUtils.write(k,b.pages[g].getName()|| 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N=c.parentNode,v=null;mxEvent.addListener(N, +"dragleave",function(u){null!=v&&(v.parentNode.removeChild(v),v=null);u.stopPropagation();u.preventDefault()});mxEvent.addListener(N,"dragover",mxUtils.bind(this,function(u){null==v&&(!mxClient.IS_IE||10<document.documentMode)&&(v=b.highlightElement(N));u.stopPropagation();u.preventDefault()}));mxEvent.addListener(N,"drop",mxUtils.bind(this,function(u){null!=v&&(v.parentNode.removeChild(v),v=null);if(0<u.dataTransfer.files.length)E(u.dataTransfer.files);else if(0<=mxUtils.indexOf(u.dataTransfer.types, +"text/uri-list")){var G=u.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(G)&&(C.value=decodeURIComponent(G),A())}u.stopPropagation();u.preventDefault()}),!1)}};c.appendChild(x);c.appendChild(C);mxUtils.br(c);g=document.createElement("span");g.style.marginLeft="30px";mxUtils.write(g,mxResources.get("width")+":");c.appendChild(g);var y=document.createElement("input");y.setAttribute("type","text");y.style.width="60px";y.style.marginLeft="8px";y.style.marginRight="16px"; +y.value=null==f||m?"":f.width;c.appendChild(y);mxUtils.write(c,mxResources.get("height")+":");var B=document.createElement("input");B.setAttribute("type","text");B.style.width="60px";B.style.marginLeft="8px";B.style.marginRight="16px";B.value=null==f||m?"":f.height;c.appendChild(B);mxUtils.br(c);mxUtils.br(c);mxEvent.addListener(C,"change",A);ImageDialog.filePicked=function(N){N.action==google.picker.Action.PICKED&&null!=N.docs[0].thumbnails&&(N=N.docs[0].thumbnails[N.docs[0].thumbnails.length-1], 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J=document.createElement("input");J.setAttribute("multiple","multiple");J.setAttribute("type", +"file");mxEvent.addListener(J,"change",function(N){null!=J.files&&(E(J.files),J.type="",J.type="file",J.value="")});J.style.display="none";c.appendChild(J);g=mxUtils.button(mxResources.get("open"),function(){J.click()});g.className="geBtn";f.appendChild(g)}applyBtn=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();A(null,function(N){d(""!=N&&null!=N?new mxImage(N,y.value,B.value):null,null==N)})});mxEvent.addGestureListeners(applyBtn,function(){p=!0});applyBtn.className="geBtn gePrimaryBtn"; +f.appendChild(applyBtn);b.editor.cancelFirst||f.appendChild(l);c.appendChild(f);this.container=c},ParseDialog=function(b,d,f){function c(q,p,A){var E=q.split("\n");if("plantUmlPng"==p||"plantUmlSvg"==p||"plantUmlTxt"==p){if(b.spinner.spin(document.body,mxResources.get("inserting"))){var y=function(U,T,V,W,t){m=mxEvent.isAltDown(A)?m:B.getCenterInsertPoint(new mxRectangle(0,0,W,t));var D=null;B.getModel().beginUpdate();try{D="txt"==T?b.insertAsPreText(V,m.x,m.y):B.insertVertex(null,null,null,m.x,m.y, +W,t,"shape=image;noLabel=1;verticalAlign=top;aspect=fixed;imageAspect=0;image="+b.convertDataUri(V)+";"),B.setAttributeForCell(D,"plantUmlData",JSON.stringify({data:U,format:T},null,2))}finally{B.getModel().endUpdate()}null!=D&&(B.setSelectionCell(D),B.scrollCellToVisible(D))},B=b.editor.graph,J="plantUmlTxt"==p?"txt":"plantUmlPng"==p?"png":"svg";"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml"== +q&&"svg"==J?window.setTimeout(function(){b.spinner.stop();y(q,J,"data:image/svg+xml;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iVVRGLTgiIHN0YW5kYWxvbmU9Im5vIj8+PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIiBjb250ZW50U2NyaXB0VHlwZT0iYXBwbGljYXRpb24vZWNtYXNjcmlwdCIgY29udGVudFN0eWxlVHlwZT0idGV4dC9jc3MiIGhlaWdodD0iMjEycHgiIHByZXNlcnZlQXNwZWN0UmF0aW89Im5vbmUiIHN0eWxlPSJ3aWR0aDoyOTVweDtoZWlnaHQ6MjEycHg7IiB2ZXJzaW9uPSIxLjEiIHZpZXdCb3g9IjAgMCAyOTUgMjEyIiB3aWR0aD0iMjk1cHgiIHpvb21BbmRQYW49Im1hZ25pZnkiPjxkZWZzLz48Zz48bGluZSBzdHlsZT0ic3Ryb2tlOiAjQTgwMDM2OyBzdHJva2Utd2lkdGg6IDEuMDsgc3Ryb2tlLWRhc2hhcnJheTogNS4wLDUuMDsiIHgxPSIzMSIgeDI9IjMxIiB5MT0iMzQuNDg4MyIgeTI9IjE3MS43MzA1Ii8+PGxpbmUgc3R5bGU9InN0cm9rZTogI0E4MDAzNjsgc3Ryb2tlLXdpZHRoOiAxLjA7IHN0cm9rZS1kYXNoYXJyYXk6IDUuMCw1LjA7IiB4MT0iMjY0LjUiIHgyPSIyNjQuNSIgeTE9IjM0LjQ4ODMiIHkyPSIxNzEuNzMwNSIvPjxyZWN0IGZpbGw9IiNGRUZFQ0UiIGhlaWdodD0iMzAuNDg4MyIgc3R5bGU9InN0cm9rZTogI0E4MDAzNjsgc3Ryb2tlLXdpZHRoOiAxLjU7IiB3aWR0aD0iNDciIHg9IjgiIHk9IjMiLz48dGV4dCBmaWxsPSIjMDAwMDAwIiBmb250LWZhbWlseT0ic2Fucy1zZXJpZiIgZm9udC1zaXplPSIxNCIgbGVuZ3RoQWRqdXN0PSJzcGFjaW5nQW5kR2x5cGhzIiB0ZXh0TGVuZ3RoPSIzMyIgeD0iMTUiIHk9IjIzLjUzNTIiPkFsaWNlPC90ZXh0PjxyZWN0IGZpbGw9IiNGRUZFQ0UiIGhlaWdodD0iMzAuNDg4MyIgc3R5bGU9InN0cm9rZTogI0E4MDAzNjsgc3Ryb2tlLXdpZHRoOiAxLjU7IiB3aWR0aD0iNDciIHg9IjgiIHk9IjE3MC43MzA1Ii8+PHRleHQgZmlsbD0iIzAwMDAwMCIgZm9udC1mYW1pbHk9InNhbnMtc2VyaWYiIGZvbnQtc2l6ZT0iMTQiIGxlbmd0aEFkanVzdD0ic3BhY2luZ0FuZEdseXBocyIgdGV4dExlbmd0aD0iMzMiIHg9IjE1IiB5PSIxOTEuMjY1NiI+QWxpY2U8L3RleHQ+PHJlY3QgZmlsbD0iI0ZFRkVDRSIgaGVpZ2h0PSIzMC40ODgzIiBzdHlsZT0ic3Ryb2tlOiAjQTgwMDM2OyBzdHJva2Utd2lkdGg6IDEuNTsiIHdpZHRoPSI0MCIgeD0iMjQ0LjUiIHk9IjMiLz48dGV4dCBmaWxsPSIjMDAwMDAwIiBmb250LWZhbWlseT0ic2Fucy1zZXJpZiIgZm9udC1zaXplPSIxNCIgbGVuZ3RoQWRqdXN0PSJzcGFjaW5nQW5kR2x5cGhzIiB0ZXh0TGVuZ3RoPSIyNiIgeD0iMjUxLjUiIHk9IjIzLjUzNTIiPkJvYjwvdGV4dD48cmVjdCBmaWxsPSIjRkVGRUNFIiBoZWlnaHQ9IjMwLjQ4ODMiIHN0eWxlPSJzdHJva2U6ICNBODAwMzY7IHN0cm9rZS13aWR0aDogMS41OyIgd2lkdGg9IjQwIiB4PSIyNDQuNSIgeT0iMTcwLjczMDUiLz48dGV4dCBmaWxsPSIjMDAwMDAwIiBmb250LWZhbWlseT0ic2Fucy1zZXJpZiIgZm9udC1zaXplPSIxNCIgbGVuZ3RoQWRqdXN0PSJzcGFjaW5nQW5kR2x5cGhzIiB0ZXh0TGVuZ3RoPSIyNiIgeD0iMjUxLjUiIHk9IjE5MS4yNjU2Ij5Cb2I8L3RleHQ+PHBvbHlnb24gZmlsbD0iI0E4MDAzNiIgcG9pbnRzPSIyNTIuNSw2MS43OTg4LDI2Mi41LDY1Ljc5ODgsMjUyLjUsNjkuNzk4OCwyNTYuNSw2NS43OTg4IiBzdHlsZT0ic3Ryb2tlOiAjQTgwMDM2OyBzdHJva2Utd2lkdGg6IDEuMDsiLz48bGluZSBzdHlsZT0ic3Ryb2tlOiAjQTgwMDM2OyBzdHJva2Utd2lkdGg6IDEuMDsiIHgxPSIzMS41IiB4Mj0iMjU4LjUiIHkxPSI2NS43OTg4IiB5Mj0iNjUuNzk4OCIvPjx0ZXh0IGZpbGw9IiMwMDAwMDAiIGZvbnQtZmFtaWx5PSJzYW5zLXNlcmlmIiBmb250LXNpemU9IjEzIiBsZW5ndGhBZGp1c3Q9InNwYWNpbmdBbmRHbHlwaHMiIHRleHRMZW5ndGg9IjE0NyIgeD0iMzguNSIgeT0iNjEuMDU2NiI+QXV0aGVudGljYXRpb24gUmVxdWVzdDwvdGV4dD48cG9seWdvbiBmaWxsPSIjQTgwMDM2IiBwb2ludHM9IjQyLjUsOTEuMTA5NCwzMi41LDk1LjEwOTQsNDIuNSw5OS4xMDk0LDM4LjUsOTUuMTA5NCIgc3R5bGU9InN0cm9rZTogI0E4MDAzNjsgc3Ryb2tlLXdpZHRoOiAxLjA7Ii8+PGxpbmUgc3R5bGU9InN0cm9rZTogI0E4MDAzNjsgc3Ryb2tlLXdpZHRoOiAxLjA7IHN0cm9rZS1kYXNoYXJyYXk6IDIuMCwyLjA7IiB4MT0iMzYuNSIgeDI9IjI2My41IiB5MT0iOTUuMTA5NCIgeTI9Ijk1LjEwOTQiLz48dGV4dCBmaWxsPSIjMDAwMDAwIiBmb250LWZhbWlseT0ic2Fucy1zZXJpZiIgZm9udC1zaXplPSIxMyIgbGVuZ3RoQWRqdXN0PSJzcGFjaW5nQW5kR2x5cGhzIiB0ZXh0TGVuZ3RoPSIxNTciIHg9IjQ4LjUiIHk9IjkwLjM2NzIiPkF1dGhlbnRpY2F0aW9uIFJlc3BvbnNlPC90ZXh0Pjxwb2x5Z29uIGZpbGw9IiNBODAwMzYiIHBvaW50cz0iMjUyLjUsMTIwLjQxOTksMjYyLjUsMTI0LjQxOTksMjUyLjUsMTI4LjQxOTksMjU2LjUsMTI0LjQxOTkiIHN0eWxlPSJzdHJva2U6ICNBODAwMzY7IHN0cm9rZS13aWR0aDogMS4wOyIvPjxsaW5lIHN0eWxlPSJzdHJva2U6ICNBODAwMzY7IHN0cm9rZS13aWR0aDogMS4wOyIgeDE9IjMxLjUiIHgyPSIyNTguNSIgeTE9IjEyNC40MTk5IiB5Mj0iMTI0LjQxOTkiLz48dGV4dCBmaWxsPSIjMDAwMDAwIiBmb250LWZhbWlseT0ic2Fucy1zZXJpZiIgZm9udC1zaXplPSIxMyIgbGVuZ3RoQWRqdXN0PSJzcGFjaW5nQW5kR2x5cGhzIiB0ZXh0TGVuZ3RoPSIxOTkiIHg9IjM4LjUiIHk9IjExOS42Nzc3Ij5Bbm90aGVyIGF1dGhlbnRpY2F0aW9uIFJlcXVlc3Q8L3RleHQ+PHBvbHlnb24gZmlsbD0iI0E4MDAzNiIgcG9pbnRzPSI0Mi41LDE0OS43MzA1LDMyLjUsMTUzLjczMDUsNDIuNSwxNTcuNzMwNSwzOC41LDE1My43MzA1IiBzdHlsZT0ic3Ryb2tlOiAjQTgwMDM2OyBzdHJva2Utd2lkdGg6IDEuMDsiLz48bGluZSBzdHlsZT0ic3Ryb2tlOiAjQTgwMDM2OyBzdHJva2Utd2lkdGg6IDEuMDsgc3Ryb2tlLWRhc2hhcnJheTogMi4wLDIuMDsiIHgxPSIzNi41IiB4Mj0iMjYzLjUiIHkxPSIxNTMuNzMwNSIgeTI9IjE1My43MzA1Ii8+PHRleHQgZmlsbD0iIzAwMDAwMCIgZm9udC1mYW1pbHk9InNhbnMtc2VyaWYiIGZvbnQtc2l6ZT0iMTMiIGxlbmd0aEFkanVzdD0ic3BhY2luZ0FuZEdseXBocyIgdGV4dExlbmd0aD0iMjA5IiB4PSI0OC41IiB5PSIxNDguOTg4MyI+QW5vdGhlciBhdXRoZW50aWNhdGlvbiBSZXNwb25zZTwvdGV4dD48IS0tTUQ1PVs3ZjNlNGQwYzkwMWVmZGJjNTdlYjQ0MjQ5YTNiODE5N10KQHN0YXJ0dW1sDQpza2lucGFyYW0gc2hhZG93aW5nIGZhbHNlDQpBbGljZSAtPiBCb2I6IEF1dGhlbnRpY2F0aW9uIFJlcXVlc3QNCkJvYiAtIC0+IEFsaWNlOiBBdXRoZW50aWNhdGlvbiBSZXNwb25zZQ0KDQpBbGljZSAtPiBCb2I6IEFub3RoZXIgYXV0aGVudGljYXRpb24gUmVxdWVzdA0KQWxpY2UgPC0gLSBCb2I6IEFub3RoZXIgYXV0aGVudGljYXRpb24gUmVzcG9uc2UNCkBlbmR1bWwNCgpQbGFudFVNTCB2ZXJzaW9uIDEuMjAyMC4wMihTdW4gTWFyIDAxIDA0OjIyOjA3IENTVCAyMDIwKQooTUlUIHNvdXJjZSBkaXN0cmlidXRpb24pCkphdmEgUnVudGltZTogT3BlbkpESyBSdW50aW1lIEVudmlyb25tZW50CkpWTTogT3BlbkpESyA2NC1CaXQgU2VydmVyIFZNCkphdmEgVmVyc2lvbjogMTIrMzMKT3BlcmF0aW5nIFN5c3RlbTogTWFjIE9TIFgKRGVmYXVsdCBFbmNvZGluZzogVVRGLTgKTGFuZ3VhZ2U6IGVuCkNvdW50cnk6IFVTCi0tPjwvZz48L3N2Zz4=", +295,212)},200):b.generatePlantUmlImage(q,J,function(U,T,V){b.spinner.stop();y(q,J,U,T,V)},function(U){b.handleError(U)})}}else if("mermaid"==p)b.spinner.spin(document.body,mxResources.get("inserting"))&&(B=b.editor.graph,b.generateMermaidImage(q,J,function(U,T,V){m=mxEvent.isAltDown(A)?m:B.getCenterInsertPoint(new mxRectangle(0,0,T,V));b.spinner.stop();var W=null;B.getModel().beginUpdate();try{W=B.insertVertex(null,null,null,m.x,m.y,T,V,"shape=image;noLabel=1;verticalAlign=top;imageAspect=1;image="+ +U+";"),B.setAttributeForCell(W,"mermaidData",JSON.stringify({data:q,config:EditorUi.defaultMermaidConfig},null,2))}finally{B.getModel().endUpdate()}null!=W&&(B.setSelectionCell(W),B.scrollCellToVisible(W))},function(U){b.handleError(U)}));else if("table"==p){p=null;for(var N=[],v=0,u={},G=0;G<E.length;G++){var I=mxUtils.trim(E[G]);if("primary key"==I.substring(0,11).toLowerCase()){var M=I.match(/\((.+)\)/);M&&M[1]&&(u[M[1]]=!0);E.splice(G,1)}else 0<I.toLowerCase().indexOf("primary key")&&(u[I.split(" ")[0]]= +!0,E[G]=mxUtils.trim(I.replace(/primary key/i,"")))}for(G=0;G<E.length;G++)if(I=mxUtils.trim(E[G]),"create table"==I.substring(0,12).toLowerCase())I=mxUtils.trim(I.substring(12)),"("==I.charAt(I.length-1)&&(I=mxUtils.trim(I.substring(0,I.length-1))),p=new mxCell(I,new mxGeometry(v,0,160,40),"shape=table;startSize=30;container=1;collapsible=1;childLayout=tableLayout;fixedRows=1;rowLines=0;fontStyle=1;align=center;resizeLast=1;"),p.vertex=!0,N.push(p),I=b.editor.graph.getPreferredSizeForCell(K),null!= +I&&(p.geometry.width=I.width+10);else if(null!=p&&")"==I.charAt(0))v+=p.geometry.width+40,p=null;else if("("!=I&&null!=p){I=I.substring(0,","==I.charAt(I.length-1)?I.length-1:I.length);M=u[I.split(" ")[0]];var K=new mxCell("",new mxGeometry(0,0,160,30),"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;fillColor=none;collapsible=0;dropTarget=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;top=0;left=0;right=0;bottom="+(M?"1":"0")+";");K.vertex=!0;var H=new mxCell(M?"PK":"", +new mxGeometry(0,0,30,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;top=0;left=0;bottom=0;right=0;"+(M?"fontStyle=1;":""));H.vertex=!0;K.insert(H);I=new mxCell(I,new mxGeometry(30,0,130,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;align=left;top=0;left=0;bottom=0;right=0;spacingLeft=6;"+(M?"fontStyle=5;":""));I.vertex=!0;K.insert(I);I=b.editor.graph.getPreferredSizeForCell(I);null!=I&&p.geometry.width<I.width+30&&(p.geometry.width=Math.min(320, +Math.max(p.geometry.width,I.width+30)));p.insert(K,M?0:null);p.geometry.height+=30}0<N.length&&(B=b.editor.graph,m=mxEvent.isAltDown(A)?m:B.getCenterInsertPoint(B.getBoundingBoxFromGeometry(N,!0)),B.setSelectionCells(B.importCells(N,m.x,m.y)),B.scrollCellToVisible(B.getSelectionCell()))}else if("list"==p){if(0<E.length){B=b.editor.graph;K=null;N=[];for(G=p=0;G<E.length;G++)";"!=E[G].charAt(0)&&(0==E[G].length?K=null:null==K?(K=new mxCell(E[G],new mxGeometry(p,0,160,30),"swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;"), +K.vertex=!0,N.push(K),I=B.getPreferredSizeForCell(K),null!=I&&K.geometry.width<I.width+10&&(K.geometry.width=I.width+10),p+=K.geometry.width+40):"--"==E[G]?(I=new mxCell("",new mxGeometry(0,0,40,8),"line;strokeWidth=1;fillColor=none;align=left;verticalAlign=middle;spacingTop=-1;spacingLeft=3;spacingRight=3;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;"),I.vertex=!0,K.geometry.height+=I.geometry.height,K.insert(I)):0<E[G].length&&(v=new mxCell(E[G],new mxGeometry(0,0,60,26),"text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;"), +v.vertex=!0,I=B.getPreferredSizeForCell(v),null!=I&&v.geometry.width<I.width&&(v.geometry.width=I.width),K.geometry.width=Math.max(K.geometry.width,v.geometry.width),K.geometry.height+=v.geometry.height,K.insert(v)));if(0<N.length){m=mxEvent.isAltDown(A)?m:B.getCenterInsertPoint(B.getBoundingBoxFromGeometry(N,!0));B.getModel().beginUpdate();try{N=B.importCells(N,m.x,m.y);I=[];for(G=0;G<N.length;G++)I.push(N[G]),I=I.concat(N[G].children);B.fireEvent(new mxEventObject("cellsInserted","cells",I))}finally{B.getModel().endUpdate()}B.setSelectionCells(N); +B.scrollCellToVisible(B.getSelectionCell())}}}else{K=function(U){var T=F[U];null==T&&(T=new mxCell(U,new mxGeometry(0,0,80,30),"whiteSpace=wrap;html=1;"),T.vertex=!0,F[U]=T,N.push(T));return T};var F={};N=[];for(G=0;G<E.length;G++)if(";"!=E[G].charAt(0)){var P=E[G].split("->");2<=P.length&&(M=K(P[0]),H=K(P[P.length-1]),P=new mxCell(2<P.length?P[1]:"",new mxGeometry),P.edge=!0,M.insertEdge(P,!0),H.insertEdge(P,!1),N.push(P))}if(0<N.length){E=document.createElement("div");E.style.visibility="hidden"; +document.body.appendChild(E);B=new Graph(E);B.getModel().beginUpdate();try{N=B.importCells(N);for(G=0;G<N.length;G++)B.getModel().isVertex(N[G])&&(I=B.getPreferredSizeForCell(N[G]),N[G].geometry.width=Math.max(N[G].geometry.width,I.width),N[G].geometry.height=Math.max(N[G].geometry.height,I.height));G=!0;"horizontalFlow"==p||"verticalFlow"==p?((new mxHierarchicalLayout(B,"horizontalFlow"==p?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH)).execute(B.getDefaultParent(),N),G=!1):"circle"==p? +(new mxCircleLayout(B)).execute(B.getDefaultParent()):(v=new mxFastOrganicLayout(B),v.disableEdgeStyle=!1,v.forceConstant=180,v.execute(B.getDefaultParent()));G&&(u=new mxParallelEdgeLayout(B),u.spacing=30,u.execute(B.getDefaultParent()))}finally{B.getModel().endUpdate()}B.clearCellOverlays();I=[];b.editor.graph.getModel().beginUpdate();try{N=B.getModel().getChildren(B.getDefaultParent()),m=mxEvent.isAltDown(A)?m:b.editor.graph.getCenterInsertPoint(B.getBoundingBoxFromGeometry(N,!0)),I=b.editor.graph.importCells(N, +m.x,m.y),b.editor.graph.fireEvent(new mxEventObject("cellsInserted","cells",I))}finally{b.editor.graph.getModel().endUpdate()}b.editor.graph.setSelectionCells(I);b.editor.graph.scrollCellToVisible(b.editor.graph.getSelectionCell());B.destroy();E.parentNode.removeChild(E)}}}function l(){return"list"==z.value?"Person\n-name: String\n-birthDate: Date\n--\n+getName(): String\n+setName(String): void\n+isBirthday(): boolean\n\nAddress\n-street: String\n-city: String\n-state: String":"mermaid"==z.value? +"graph TD;\n A--\x3eB;\n A--\x3eC;\n B--\x3eD;\n C--\x3eD;":"table"==z.value?"CREATE TABLE Suppliers\n(\nsupplier_id int NOT NULL PRIMARY KEY,\nsupplier_name char(50) NOT NULL,\ncontact_name char(50),\n);\nCREATE TABLE Customers\n(\ncustomer_id int NOT NULL PRIMARY KEY,\ncustomer_name char(50) NOT NULL,\naddress char(50),\ncity char(50),\nstate char(25),\nzip_code char(10)\n);\n":"plantUmlPng"==z.value?"@startuml\nskinparam backgroundcolor transparent\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml": +"plantUmlSvg"==z.value||"plantUmlTxt"==z.value?"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml":";Example:\na->b\nb->edge label->c\nc->a\n"}var m=b.editor.graph.getFreeInsertPoint();d=document.createElement("div");d.style.textAlign="right";var x=document.createElement("textarea");x.style.boxSizing="border-box";x.style.resize= +"none";x.style.width="100%";x.style.height="354px";x.style.marginBottom="16px";var z=document.createElement("select");if("formatSql"==f||"mermaid"==f)z.style.display="none";var C=document.createElement("option");C.setAttribute("value","list");mxUtils.write(C,mxResources.get("list"));"plantUml"!=f&&z.appendChild(C);null!=f&&"fromText"!=f||C.setAttribute("selected","selected");C=document.createElement("option");C.setAttribute("value","table");mxUtils.write(C,mxResources.get("formatSql"));"formatSql"== +f&&(z.appendChild(C),C.setAttribute("selected","selected"));C=document.createElement("option");C.setAttribute("value","mermaid");mxUtils.write(C,mxResources.get("formatSql"));"mermaid"==f&&(z.appendChild(C),C.setAttribute("selected","selected"));C=document.createElement("option");C.setAttribute("value","diagram");mxUtils.write(C,mxResources.get("diagram"));var e=document.createElement("option");e.setAttribute("value","circle");mxUtils.write(e,mxResources.get("circle"));var g=document.createElement("option"); +g.setAttribute("value","horizontalFlow");mxUtils.write(g,mxResources.get("horizontalFlow"));var k=document.createElement("option");k.setAttribute("value","verticalFlow");mxUtils.write(k,mxResources.get("verticalFlow"));"plantUml"!=f&&(z.appendChild(C),z.appendChild(e),z.appendChild(g),z.appendChild(k));C=document.createElement("option");C.setAttribute("value","plantUmlSvg");mxUtils.write(C,mxResources.get("plantUml")+" 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Ra=!1,Ka=null;if(null!=na){sa.style.display="inline-flex";sa.style.justifyContent="center"; +sa.style.alignItems="center";ba=document.createElement("img");ba.setAttribute("src",na);ba.setAttribute("alt",da);ba.style.maxWidth=Fa+"px";ba.style.maxHeight=Ga+"px";Ka=ba;var Pa=na.replace(".drawio.xml","").replace(".drawio","").replace(".xml","");sa.appendChild(ba);ba.onerror=function(){this.src!=Pa?this.src=Pa:(this.src=Editor.errorImage,this.onerror=null)};mxEvent.addGestureListeners(sa,mxUtils.bind(this,function(La){N(sa,null,null,ja,ea,xa)}),null,null);mxEvent.addListener(sa,"dblclick",function(La){J(); +mxEvent.consume(La)})}else if(!ma&&null!=ja&&0<ja.length){var Qa=function(La){U.setAttribute("disabled","disabled");sa.style.backgroundColor="transparent";sa.style.border="1px solid 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8px",Oa.style.userSelect="none",Oa.style.borderRadius="3px",Oa.style.background="#ffffff",Oa.style.overflow="hidden",Oa.style.textOverflow="ellipsis",Oa.style.maxWidth= +Fa-34+"px",mxUtils.write(Oa,mxResources.get(ta,null,ta)),ma.appendChild(Oa),oa.appendChild(ma),na.appendChild(oa),da.appendChild(na),sa.appendChild(da),ba&&N(sa),mxEvent.addGestureListeners(sa,mxUtils.bind(this,function(La){N(sa,null,null,ja,ea)}),null,null),null!=ia?mxEvent.addListener(sa,"click",ia):(mxEvent.addListener(sa,"click",function(La){N(sa,null,null,ja,ea)}),mxEvent.addListener(sa,"dblclick",function(La){J();mxEvent.consume(La)}));if(null!=ja){var Sa=document.createElement("img");Sa.setAttribute("src", +Sidebar.prototype.searchImage);Sa.setAttribute("title",mxResources.get("preview"));Sa.className="geActiveButton";Sa.style.position="absolute";Sa.style.cursor="default";Sa.style.padding="8px";Sa.style.right="0px";Sa.style.top="0px";sa.appendChild(Sa);var Ua=!1;mxEvent.addGestureListeners(Sa,mxUtils.bind(this,function(La){Ua=b.sidebar.currentElt==sa}),null,null);mxEvent.addListener(Sa,"click",mxUtils.bind(this,function(La){Ua||ua(La,Sa);mxEvent.consume(La)}))}ca.appendChild(sa);return sa}function u(){function ja(ua, +sa){var Ja=mxResources.get(ua);null==Ja&&(Ja=ua.substring(0,1).toUpperCase()+ua.substring(1));18<Ja.length&&(Ja=Ja.substring(0,18)+"…");return Ja+" ("+sa.length+")"}function va(ua,sa,Ja){mxEvent.addListener(sa,"click",function(){pa!=sa&&(pa.style.backgroundColor="",pa=sa,pa.style.backgroundColor=x,ca.scrollTop=0,ca.innerText="",F=0,wa=Ja?Ma[ua][Ja]:Aa[ua],V=null,B(!1))})}Ca&&(Ca=!1,mxEvent.addListener(ca,"scroll",function(ua){ca.scrollTop+ca.clientHeight>=ca.scrollHeight&&(B(),mxEvent.consume(ua))})); +if(0<Da){var ta=document.createElement("div");ta.style.cssText="font-weight: bold;background: #f9f9f9;padding: 5px 0 5px 0;text-align: center;";mxUtils.write(ta,mxResources.get("custom"));la.appendChild(ta);for(var da in 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oa=document.createElement("li"),ma=document.createElement("div");ma.className="geTempTreeCaret";ma.setAttribute("title",ia);mxUtils.write(ma,ia);ea=ma;oa.appendChild(ma);ia=document.createElement("ul");ia.className="geTempTreeNested";ia.style.visibility="hidden";for(var xa in na){var Ea=document.createElement("li"),Ba=ja(xa,na[xa]);Ea.setAttribute("title",Ba);mxUtils.write(Ea,Ba);va(da,Ea,xa);ia.appendChild(Ea)}oa.appendChild(ia); +ba.className="geTempTree";ba.appendChild(oa);(function(ua,sa){mxEvent.addListener(sa,"click",function(){ua.style.visibility="visible";ua.classList.toggle("geTempTreeActive");ua.classList.toggle("geTempTreeNested")&&setTimeout(function(){ua.style.visibility="hidden"},550);sa.classList.toggle("geTempTreeCaret-down")})})(ia,ma)}else ba.style.cssText="display:block;cursor:pointer;padding:6px;white-space:nowrap;margin-bottom:-1px;overflow:hidden;text-overflow:ellipsis;user-select:none;transition: all 0.5s;", 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K=document.createElement("img");K.setAttribute("border","0");K.setAttribute("align","absmiddle");K.style.width="40px";K.style.height="40px";K.style.marginRight="10px";K.style.paddingBottom="4px";K.src=b.mode==App.MODE_GOOGLE?IMAGE_PATH+"/google-drive-logo.svg":b.mode==App.MODE_DROPBOX?IMAGE_PATH+"/dropbox-logo.svg":b.mode==App.MODE_ONEDRIVE? +IMAGE_PATH+"/onedrive-logo.svg":b.mode==App.MODE_GITHUB?IMAGE_PATH+"/github-logo.svg":b.mode==App.MODE_GITLAB?IMAGE_PATH+"/gitlab-logo.svg":b.mode==App.MODE_TRELLO?IMAGE_PATH+"/trello-logo.svg":b.mode==App.MODE_BROWSER?IMAGE_PATH+"/osa_database.png":IMAGE_PATH+"/osa_drive-harddisk.png";d||G||!f||M.appendChild(K);f&&mxUtils.write(M,(G?mxResources.get("name"):null==b.mode||b.mode==App.MODE_GOOGLE||b.mode==App.MODE_BROWSER?mxResources.get("diagramName"):mxResources.get("filename"))+":");K=".drawio"; 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"),ea.push(xa),ia=0;ia<ea.length;ia++){var ma= +ea[ia].toLowerCase();null==ta[ma]&&(ta[ma]=[]);ta[ma].push(na)}ta.__tagsList__=!0}var xa=[];da={};for(ba=ea=0;ba<oa.length;ba++)if(0<oa[ba].length){ma=ta[oa[ba]];var Ea={};xa=[];if(null!=ma)for(ia=0;ia<ma.length;ia++)na=ma[ia],0==ea==(null==da[na.url])&&(Ea[na.url]=!0,xa.push(na));da=Ea;ea++}ca.scrollTop=0;ca.innerText="";F=0;ta=document.createElement("div");ta.style.cssText="border: 1px solid #D3D3D3; padding: 6px; background: #F5F5F5;";mxUtils.write(ta,mxResources.get(0==xa.length?"noResultsFor": +"resultsFor",[va]));ca.appendChild(ta);null!=pa&&null==qa&&(pa.style.backgroundColor="",qa=pa,pa=ta);wa=xa;V=null;B(!1)}mxEvent.consume(ja)}}));mxEvent.addListener(ka,"keyup",mxUtils.bind(this,function(ja){""==ka.value?(ha.setAttribute("src",ra),ha.setAttribute("title",mxResources.get("search"))):(ha.setAttribute("src",Dialog.prototype.closeImage),ha.setAttribute("title",mxResources.get("reset")))}));A+=23;var la=document.createElement("div");la.style.cssText="position:absolute;left:30px;width:128px;top:"+ +A+"px;bottom:68px;margin-top:6px;overflow:auto;border:1px solid #d3d3d3;";mxEvent.addListener(ca,"scroll",function(){b.sidebar.hideTooltip()});var Fa=140,Ga=140,Aa={},Ma={},za={},Da=0,Ca=!0,pa=null,qa=null;Aa.basic=[{title:"blankDiagram",select:!0}];var wa=Aa.basic;if(!d){var Ha=function(){mxUtils.get(Ia,function(ja){if(!ya){ya=!0;ja=ja.getXml().documentElement.firstChild;for(var va={};null!=ja;){if("undefined"!==typeof ja.getAttribute)if("clibs"==ja.nodeName){for(var ta=ja.getAttribute("name"),da= +ja.getElementsByTagName("add"),ba=[],na=0;na<da.length;na++)ba.push(encodeURIComponent(mxUtils.getTextContent(da[na])));null!=ta&&0<ba.length&&(va[ta]=ba.join(";"))}else if(ba=ja.getAttribute("url"),null!=ba){da=ja.getAttribute("section");ta=ja.getAttribute("subsection");if(null==da&&(na=ba.indexOf("/"),da=ba.substring(0,na),null==ta)){var ea=ba.indexOf("/",na+1);-1<ea&&(ta=ba.substring(na+1,ea))}na=Aa[da];null==na&&(na=[],Aa[da]=na);ba=ja.getAttribute("clibs");null!=va[ba]&&(ba=va[ba]);ba={url:ja.getAttribute("url"), +libs:ja.getAttribute("libs"),title:ja.getAttribute("title"),tooltip:ja.getAttribute("name")||ja.getAttribute("url"),preview:ja.getAttribute("preview"),clibs:ba,tags:ja.getAttribute("tags")};na.push(ba);null!=ta&&(na=Ma[da],null==na&&(na={},Ma[da]=na),da=na[ta],null==da&&(da=[],na[ta]=da),da.push(ba))}ja=ja.nextSibling}P.stop();u()}})};I.appendChild(fa);I.appendChild(la);I.appendChild(ca);var ya=!1,Ia=g;/^https?:\/\//.test(Ia)&&!b.editor.isCorsEnabledForUrl(Ia)&&(Ia=PROXY_URL+"?url="+encodeURIComponent(Ia)); +P.spin(ca);null!=E?E(function(ja,va){za=ja;t=Da=va;Ha()},Ha):Ha();W=Aa}mxEvent.addListener(H,"keypress",function(ja){b.dialog.container.firstChild==I&&13==ja.keyCode&&J()});E=document.createElement("div");E.style.marginTop=d?"4px":"16px";E.style.textAlign="right";E.style.position="absolute";E.style.left="40px";E.style.bottom="24px";E.style.right="40px";d||b.isOffline()||!f||null!=c||l||(A=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://support.draw.io/display/DO/Creating+and+Opening+Files")}), +A.className="geBtn",E.appendChild(A));A=mxUtils.button(mxResources.get("cancel"),function(){null!=m&&m();b.hideDialog(!0)});A.className="geBtn";!b.editor.cancelFirst||l&&null==m||E.appendChild(A);d||"1"==urlParams.embed||l||mxClient.IS_ANDROID||mxClient.IS_IOS||"1"==urlParams.noDevice||(d=mxUtils.button(mxResources.get("fromTemplateUrl"),function(){var ja=new FilenameDialog(b,"",mxResources.get("create"),function(va){null!=va&&0<va.length&&b.editor.loadUrl(va,function(ta){S=ta;O=null;templateRealURl= +va;b.hideDialog();J()},function(ta){b.handleError(ta)})},mxResources.get("url"),null,null,null,!1);b.showDialog(ja.container,300,80,!0,!0);ja.init()}),d.className="geBtn",E.appendChild(d));Graph.fileSupport&&p&&(p=mxUtils.button(mxResources.get("import"),function(){if(null==b.newDlgFileInputElt){var ja=document.createElement("input");ja.setAttribute("multiple","multiple");ja.setAttribute("type","file");mxEvent.addListener(ja,"change",function(va){b.openFiles(ja.files,!0);ja.value=""});ja.style.display= +"none";document.body.appendChild(ja);b.newDlgFileInputElt=ja}b.newDlgFileInputElt.click()}),p.className="geBtn",E.appendChild(p));E.appendChild(U);b.editor.cancelFirst||null!=c||l&&null==m||E.appendChild(A);I.appendChild(E);this.container=I};NewDialog.tagsList={}; +var CreateDialog=function(b,d,f,c,l,m,x,z,C,e,g,k,n,q,p,A,E){function y(M,K,H,F){function P(){mxEvent.addListener(U,"click",function(){var D=H;if(x){var L=N.value,R=L.lastIndexOf(".");if(0>d.lastIndexOf(".")&&0>R){D=null!=D?D:I.value;var O="";D==App.MODE_GOOGLE?O=b.drive.extension:D==App.MODE_GITHUB?O=b.gitHub.extension:D==App.MODE_GITLAB?O=b.gitLab.extension:D==App.MODE_TRELLO?O=b.trello.extension:D==App.MODE_DROPBOX?O=b.dropbox.extension:D==App.MODE_ONEDRIVE?O=b.oneDrive.extension:D==App.MODE_DEVICE&& +(O=".drawio");0<=R&&(L=L.substring(0,R));N.value=L+O}}B(H)})}var U=document.createElement("a");U.style.overflow="hidden";var T=document.createElement("img");T.src=M;T.setAttribute("border","0");T.setAttribute("align","absmiddle");T.style.width="60px";T.style.height="60px";T.style.paddingBottom="6px";U.style.display="inline-block";U.className="geBaseButton";U.style.position="relative";U.style.margin="4px";U.style.padding="8px 8px 10px 8px";U.style.whiteSpace="nowrap";U.appendChild(T);U.style.color= +"gray";U.style.fontSize="11px";var V=document.createElement("div");U.appendChild(V);mxUtils.write(V,K);if(null!=F&&null==b[F]){T.style.visibility="hidden";mxUtils.setOpacity(V,10);var W=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});W.spin(U);var t=window.setTimeout(function(){null==b[F]&&(W.stop(),U.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(){null!=b[F]&&(window.clearTimeout(t), +mxUtils.setOpacity(V,100),T.style.visibility="",W.stop(),P())}))}else P();u.appendChild(U);++G==k&&(mxUtils.br(u),G=0)}function B(M){var K=N.value;if(null==M||null!=K&&0<K.length)E&&b.hideDialog(),f(K,M,N)}g="1"==urlParams.noDevice?!1:g;x=null!=x?x:!0;z=null!=z?z:!0;k=null!=k?k:4;E=null!=E?E:!0;m=document.createElement("div");m.style.whiteSpace="nowrap";null==c&&b.addLanguageMenu(m);var J=document.createElement("h2");mxUtils.write(J,l||mxResources.get("create"));J.style.marginTop="0px";J.style.marginBottom= +"24px";m.appendChild(J);mxUtils.write(m,mxResources.get("filename")+":");var N=document.createElement("input");N.setAttribute("value",d);N.style.width="200px";N.style.marginLeft="10px";N.style.marginBottom="20px";N.style.maxWidth="70%";this.init=function(){N.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?N.select():document.execCommand("selectAll",!1,null)};m.appendChild(N);null!=A&&(null!=b.editor.diagramFileTypes&&(l=FilenameDialog.createFileTypes(b,N,b.editor.diagramFileTypes), +l.style.marginLeft="6px",l.style.width="90px",m.appendChild(l)),m.appendChild(FilenameDialog.createTypeHint(b,N,A)));A=null;if("1"!=urlParams.noDevice&&null!=n&&null!=q&&"image/"==q.substring(0,6)&&("image/svg"!=q.substring(0,9)||mxClient.IS_SVG)){N.style.width="160px";l=document.createElement("img");var v=p?n:btoa(unescape(encodeURIComponent(n)));l.setAttribute("src","data:"+q+";base64,"+v);l.style.position="absolute";l.style.top="70px";l.style.right="100px";l.style.maxWidth="120px";l.style.maxHeight= +"80px";mxUtils.setPrefixedStyle(l.style,"transform","translate(50%,-50%)");m.appendChild(l);mxClient.IS_FF||null==navigator.clipboard||"image/png"!=q||(A=mxUtils.button(mxResources.get("copy"),function(M){M=b.base64ToBlob(v,"image/png");M=new ClipboardItem({"image/png":M,"text/html":new Blob(['<img src="data:'+q+";base64,"+v+'">'],{type:"text/html"})});navigator.clipboard.write([M]).then(mxUtils.bind(this,function(){b.alert(mxResources.get("copiedToClipboard"))}))["catch"](mxUtils.bind(this,function(K){b.handleError(K)}))}), +A.style.marginTop="6px",A.className="geBtn");C&&Editor.popupsAllowed&&(l.style.cursor="pointer",mxEvent.addGestureListeners(l,null,null,function(M){mxEvent.isPopupTrigger(M)||B("_blank")}))}mxUtils.br(m);var u=document.createElement("div");u.style.textAlign="center";var G=0;u.style.marginTop="6px";m.appendChild(u);var I=document.createElement("select");I.style.marginLeft="10px";b.isOfflineApp()||b.isOffline()||("function"===typeof window.DriveClient&&(n=document.createElement("option"),n.setAttribute("value", +App.MODE_GOOGLE),mxUtils.write(n,mxResources.get("googleDrive")),I.appendChild(n),y(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googleDrive"),App.MODE_GOOGLE,"drive")),"function"===typeof window.OneDriveClient&&(n=document.createElement("option"),n.setAttribute("value",App.MODE_ONEDRIVE),mxUtils.write(n,mxResources.get("oneDrive")),I.appendChild(n),b.mode==App.MODE_ONEDRIVE&&n.setAttribute("selected","selected"),y(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"),App.MODE_ONEDRIVE, +"oneDrive")),"function"===typeof window.DropboxClient&&(n=document.createElement("option"),n.setAttribute("value",App.MODE_DROPBOX),mxUtils.write(n,mxResources.get("dropbox")),I.appendChild(n),b.mode==App.MODE_DROPBOX&&n.setAttribute("selected","selected"),y(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox")),null!=b.gitHub&&(n=document.createElement("option"),n.setAttribute("value",App.MODE_GITHUB),mxUtils.write(n,mxResources.get("github")),I.appendChild(n),y(IMAGE_PATH+ +"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub")),null!=b.gitLab&&(n=document.createElement("option"),n.setAttribute("value",App.MODE_GITLAB),mxUtils.write(n,mxResources.get("gitlab")),I.appendChild(n),y(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab")),"function"===typeof window.TrelloClient&&(n=document.createElement("option"),n.setAttribute("value",App.MODE_TRELLO),mxUtils.write(n,mxResources.get("trello")),I.appendChild(n),y(IMAGE_PATH+"/trello-logo.svg", +mxResources.get("trello"),App.MODE_TRELLO,"trello")));if(!Editor.useLocalStorage||"device"==urlParams.storage||null!=b.getCurrentFile()&&"1"!=urlParams.noDevice)n=document.createElement("option"),n.setAttribute("value",App.MODE_DEVICE),mxUtils.write(n,mxResources.get("device")),I.appendChild(n),b.mode!=App.MODE_DEVICE&&z||n.setAttribute("selected","selected"),g&&y(IMAGE_PATH+"/osa_drive-harddisk.png",mxResources.get("device"),App.MODE_DEVICE);z&&isLocalStorage&&"0"!=urlParams.browser&&(z=document.createElement("option"), +z.setAttribute("value",App.MODE_BROWSER),mxUtils.write(z,mxResources.get("browser")),I.appendChild(z),b.mode==App.MODE_BROWSER&&z.setAttribute("selected","selected"),y(IMAGE_PATH+"/osa_database.png",mxResources.get("browser"),App.MODE_BROWSER));z=document.createElement("div");z.style.marginTop="26px";z.style.textAlign="center";null!=e&&(g=mxUtils.button(mxResources.get("help"),function(){b.openLink(e)}),g.className="geBtn",z.appendChild(g));g=mxUtils.button(mxResources.get(null!=c?"close":"cancel"), +function(){null!=c?c():(b.fileLoaded(null),b.hideDialog(),window.close(),window.location.href=b.getUrl())});g.className="geBtn";b.editor.cancelFirst&&null==c&&z.appendChild(g);null==c&&(n=mxUtils.button(mxResources.get("decideLater"),function(){B(null)}),n.className="geBtn",z.appendChild(n));C&&Editor.popupsAllowed&&(C=mxUtils.button(mxResources.get("openInNewWindow"),function(){B("_blank")}),C.className="geBtn",z.appendChild(C));CreateDialog.showDownloadButton&&(C=mxUtils.button(mxResources.get("download"), +function(){B("download")}),C.className="geBtn",z.appendChild(C),null!=A&&(C.style.marginTop="6px",z.style.marginTop="6px"));null!=A&&(mxUtils.br(z),z.appendChild(A));b.editor.cancelFirst&&null==c||z.appendChild(g);mxEvent.addListener(N,"keypress",function(M){13==M.keyCode?B(App.MODE_DEVICE):27==M.keyCode&&(b.fileLoaded(null),b.hideDialog(),window.close())});m.appendChild(z);this.container=m};CreateDialog.showDownloadButton="1"!=urlParams.noDevice; +var PopupDialog=function(b,d,f,c,l){l=null!=l?l:!0;var m=document.createElement("div");m.style.textAlign="left";m.style.height="100%";mxUtils.write(m,mxResources.get("fileOpenLocation"));mxUtils.br(m);mxUtils.br(m);var x=mxUtils.button(mxResources.get("openInThisWindow"),function(){l&&b.hideDialog();null!=c&&c()});x.className="geBtn";x.style.marginBottom="8px";x.style.width="280px";m.appendChild(x);mxUtils.br(m);var z=mxUtils.button(mxResources.get("openInNewWindow"),function(){l&&b.hideDialog(); +null!=f&&f();b.openLink(d,null,!0)});z.className="geBtn gePrimaryBtn";z.style.width=x.style.width;m.appendChild(z);mxUtils.br(m);mxUtils.br(m);mxUtils.write(m,mxResources.get("allowPopups"));this.container=m},ImageDialog=function(b,d,f,c,l,m,x,z){function C(){0<k.value.length?B.removeAttribute("disabled"):B.setAttribute("disabled","disabled")}m=null!=m?m:!0;var e=b.editor.graph,g=document.createElement("div");mxUtils.write(g,d);d=document.createElement("div");d.className="geTitle";d.style.backgroundColor= +"transparent";d.style.borderColor="transparent";d.style.whiteSpace="nowrap";d.style.textOverflow="clip";d.style.cursor="default";d.style.paddingRight="20px";var k=document.createElement("input");k.setAttribute("value",f);k.setAttribute("type","text");k.setAttribute("spellcheck","false");k.setAttribute("autocorrect","off");k.setAttribute("autocomplete","off");k.setAttribute("autocapitalize","off");k.style.marginTop="6px";k.style.width=(Graph.fileSupport?460:340)-20+"px";k.style.backgroundImage="url('"+ +Dialog.prototype.clearImage+"')";k.style.backgroundRepeat="no-repeat";k.style.backgroundPosition="100% 50%";k.style.paddingRight="14px";f=document.createElement("div");f.setAttribute("title",mxResources.get("reset"));f.style.position="relative";f.style.left="-16px";f.style.width="12px";f.style.height="14px";f.style.cursor="pointer";f.style.display="inline-block";f.style.top="3px";f.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(f,"click",function(){k.value="";k.focus()}); +d.appendChild(k);d.appendChild(f);g.appendChild(d);var n=z,q,p,A=function(J,N,v,u){var G="data:"==J.substring(0,5);!b.isOffline()||G&&"undefined"===typeof chrome?0<J.length&&b.spinner.spin(document.body,mxResources.get("inserting"))?b.loadImage(J,function(I){b.spinner.stop();b.hideDialog();var M=!1===u?1:null!=N&&null!=v?Math.max(N/I.width,v/I.height):Math.min(1,Math.min(520/I.width,520/I.height));m&&(J=b.convertDataUri(J));c(J,Math.round(Number(I.width)*M),Math.round(Number(I.height)*M),n,q,p)}, +function(){b.spinner.stop();c(null);b.showError(mxResources.get("error"),mxResources.get("fileNotFound"),mxResources.get("ok"))}):(b.hideDialog(),c(J,null,null,n,q,p)):(J=b.convertDataUri(J),N=null==N?120:N,v=null==v?100:v,b.hideDialog(),c(J,N,v,n,q,p))},E=function(J,N){if(null!=J){var v=l?null:e.getModel().getGeometry(e.getSelectionCell());null!=v?A(J,v.width,v.height,N):A(J,null,null,N)}else b.hideDialog(),c(null)};this.init=function(){k.focus();if(Graph.fileSupport){k.setAttribute("placeholder", +mxResources.get("dragImagesHere"));var J=g.parentNode,N=null;mxEvent.addListener(J,"dragleave",function(v){null!=N&&(N.parentNode.removeChild(N),N=null);v.stopPropagation();v.preventDefault()});mxEvent.addListener(J,"dragover",mxUtils.bind(this,function(v){null==N&&(!mxClient.IS_IE||10<document.documentMode)&&(N=b.highlightElement(J));v.stopPropagation();v.preventDefault()}));mxEvent.addListener(J,"drop",mxUtils.bind(this,function(v){null!=N&&(N.parentNode.removeChild(N),N=null);if(0<v.dataTransfer.files.length)b.importFiles(v.dataTransfer.files, +0,0,b.maxImageSize,function(G,I,M,K,H,F,P,U){E(G,U)},function(){},function(G){return"image/"==G.type.substring(0,6)},function(G){for(var I=0;I<G.length;I++)G[I]()},!mxEvent.isControlDown(v),null,null,!0);else if(0<=mxUtils.indexOf(v.dataTransfer.types,"text/uri-list")){var u=v.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)($|\?)/i.test(u)&&E(decodeURIComponent(u))}v.stopPropagation();v.preventDefault()}),!1)}};z=document.createElement("div");z.style.marginTop="14px";z.style.textAlign= +"center";f=mxUtils.button(mxResources.get("cancel"),function(){b.spinner.stop();b.hideDialog()});f.className="geBtn";b.editor.cancelFirst&&z.appendChild(f);ImageDialog.filePicked=function(J){J.action==google.picker.Action.PICKED&&null!=J.docs[0].thumbnails&&(J=J.docs[0].thumbnails[J.docs[0].thumbnails.length-1],null!=J&&(k.value=J.url));k.focus()};if(Graph.fileSupport){if(null==b.imgDlgFileInputElt){var y=document.createElement("input");y.setAttribute("multiple","multiple");y.setAttribute("type", +"file");mxEvent.addListener(y,"change",function(J){null!=y.files&&(b.importFiles(y.files,0,0,b.maxImageSize,function(N,v,u,G,I,M){E(N)},function(){},function(N){return"image/"==N.type.substring(0,6)},function(N){for(var v=0;v<N.length;v++)N[v]()},!0),y.type="",y.type="file",y.value="")});y.style.display="none";document.body.appendChild(y);b.imgDlgFileInputElt=y}d=mxUtils.button(mxResources.get("open"),function(){b.imgDlgFileInputElt.click()});d.className="geBtn";z.appendChild(d)}mxEvent.addListener(k, +"keypress",function(J){13==J.keyCode&&E(k.value)});var B=mxUtils.button(mxResources.get("crop"),function(){var J=new CropImageDialog(b,k.value,n,function(N,v,u){n=N;q=v;p=u});b.showDialog(J.container,300,390,!0,!0)});x&&(B.className="geBtn",z.appendChild(B));mxEvent.addListener(k,"change",function(J){n=null;C()});C();x=mxUtils.button(mxResources.get("apply"),function(){E(k.value)});x.className="geBtn gePrimaryBtn";z.appendChild(x);b.editor.cancelFirst||z.appendChild(f);Graph.fileSupport&&(z.style.marginTop= +"120px",g.style.backgroundImage="url('"+IMAGE_PATH+"/droptarget.png')",g.style.backgroundPosition="center 65%",g.style.backgroundRepeat="no-repeat",x=document.createElement("div"),x.style.position="absolute",x.style.width="420px",x.style.top="58%",x.style.textAlign="center",x.style.fontSize="18px",x.style.color="#a0c3ff",mxUtils.write(x,mxResources.get("dragImagesHere")),g.appendChild(x));g.appendChild(z);this.container=g},LinkDialog=function(b,d,f,c,l,m,x){function z(J,N,v){v=mxUtils.button("",v); +v.className="geBtn";v.setAttribute("title",N);N=document.createElement("img");N.style.height="26px";N.style.width="26px";N.setAttribute("src",J);v.style.minWidth="42px";v.style.verticalAlign="middle";v.appendChild(N);B.appendChild(v)}var C=document.createElement("div");C.style.height="100%";mxUtils.write(C,mxResources.get("editLink")+":");var e=document.createElement("div");e.className="geTitle";e.style.backgroundColor="transparent";e.style.borderColor="transparent";e.style.whiteSpace="nowrap";e.style.textOverflow= +"clip";e.style.cursor="default";e.style.paddingRight="20px";var g=document.createElement("input");g.setAttribute("placeholder",mxResources.get("dragUrlsHere"));g.setAttribute("type","text");g.style.marginTop="6px";g.style.width="97%";g.style.boxSizing="border-box";g.style.backgroundImage="url('"+Dialog.prototype.clearImage+"')";g.style.backgroundRepeat="no-repeat";g.style.backgroundPosition="100% 50%";g.style.paddingRight="14px";g.style.marginBottom="4px";var k=document.createElement("div");k.setAttribute("title", +mxResources.get("reset"));k.style.position="relative";k.style.left="-16px";k.style.width="12px";k.style.height="14px";k.style.cursor="pointer";k.style.display="inline-block";k.style.top="3px";k.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(k,"click",function(){g.value="";g.focus()});var n=document.createElement("input");n.style.cssText="margin-right:8px;margin-bottom:8px;";n.setAttribute("value","url");n.setAttribute("type","radio");n.setAttribute("name","geLinkDialogOption"); +var q=document.createElement("input");q.style.cssText="margin-right:8px;margin-bottom:8px;";q.setAttribute("value","url");q.setAttribute("type","radio");q.setAttribute("name","geLinkDialogOption");var p=document.createElement("select");p.style.width="520px";var A=document.createElement("input");A.setAttribute("type","checkbox");A.style.margin="0 6p 0 6px";null!=x&&(A.setAttribute("checked","checked"),A.defaultChecked=!0);x=null!=x?x:"_blank";A.setAttribute("title",x);m&&(g.style.width="340px");if(l&& +null!=b.pages){null!=d&&Graph.isPageLink(d)?(q.setAttribute("checked","checked"),q.defaultChecked=!0):(g.setAttribute("value",d),n.setAttribute("checked","checked"),n.defaultChecked=!0);e.appendChild(n);e.appendChild(g);e.appendChild(k);m&&(e.appendChild(A),mxUtils.write(e,mxResources.get("openInNewWindow")));mxUtils.br(e);e.appendChild(q);l=!1;for(m=0;m<b.pages.length;m++)k=document.createElement("option"),mxUtils.write(k,b.pages[m].getName()||mxResources.get("pageWithNumber",[m+1])),k.setAttribute("value", +"data:page/id,"+b.pages[m].getId()),d==k.getAttribute("value")&&(k.setAttribute("selected","selected"),l=!0),p.appendChild(k);if(!l&&q.checked){var E=document.createElement("option");mxUtils.write(E,mxResources.get("pageNotFound"));E.setAttribute("disabled","disabled");E.setAttribute("selected","selected");E.setAttribute("value","pageNotFound");p.appendChild(E);mxEvent.addListener(p,"change",function(){null==E.parentNode||E.selected||E.parentNode.removeChild(E)})}e.appendChild(p)}else g.setAttribute("value", +d),e.appendChild(g),e.appendChild(k);C.appendChild(e);var y=mxUtils.button(f,function(){b.hideDialog();c(q.checked?"pageNotFound"!==p.value?p.value:d:g.value,LinkDialog.selectedDocs,A.checked?x:null)});y.style.verticalAlign="middle";y.className="geBtn gePrimaryBtn";this.init=function(){q.checked?p.focus():(g.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?g.select():document.execCommand("selectAll",!1,null));mxEvent.addListener(p,"focus",function(){n.removeAttribute("checked");q.setAttribute("checked", +"checked");q.checked=!0});mxEvent.addListener(g,"focus",function(){q.removeAttribute("checked");n.setAttribute("checked","checked");n.checked=!0});if(Graph.fileSupport){var J=C.parentNode,N=null;mxEvent.addListener(J,"dragleave",function(v){null!=N&&(N.parentNode.removeChild(N),N=null);v.stopPropagation();v.preventDefault()});mxEvent.addListener(J,"dragover",mxUtils.bind(this,function(v){null==N&&(!mxClient.IS_IE||10<document.documentMode)&&(N=b.highlightElement(J));v.stopPropagation();v.preventDefault()})); +mxEvent.addListener(J,"drop",mxUtils.bind(this,function(v){null!=N&&(N.parentNode.removeChild(N),N=null);0<=mxUtils.indexOf(v.dataTransfer.types,"text/uri-list")&&(g.value=decodeURIComponent(v.dataTransfer.getData("text/uri-list")),n.setAttribute("checked","checked"),n.checked=!0,y.click());v.stopPropagation();v.preventDefault()}),!1)}};var B=document.createElement("div");B.style.marginTop="18px";B.style.textAlign="center";f=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/custom-links")}); +f.style.verticalAlign="middle";f.className="geBtn";B.appendChild(f);b.isOffline()&&!mxClient.IS_CHROMEAPP&&(f.style.display="none");f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});f.style.verticalAlign="middle";f.className="geBtn";b.editor.cancelFirst&&B.appendChild(f);LinkDialog.selectedDocs=null;LinkDialog.filePicked=function(J){if(J.action==google.picker.Action.PICKED){LinkDialog.selectedDocs=J.docs;var N=J.docs[0].url;"application/mxe"==J.docs[0].mimeType||null!=J.docs[0].mimeType&& +"application/vnd.jgraph."==J.docs[0].mimeType.substring(0,23)?N="https://www.draw.io/#G"+J.docs[0].id:"application/vnd.google-apps.folder"==J.docs[0].mimeType&&(N="https://drive.google.com/#folders/"+J.docs[0].id);g.value=N;g.focus()}else LinkDialog.selectedDocs=null;g.focus()};"undefined"!=typeof google&&"undefined"!=typeof google.picker&&null!=b.drive&&z(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googlePlus"),function(){b.spinner.spin(document.body,mxResources.get("authorizing"))&&b.drive.checkToken(mxUtils.bind(this, +function(){b.spinner.stop();if(null==b.linkPicker){var J=b.drive.createLinkPicker();b.linkPicker=J.setCallback(function(N){LinkDialog.filePicked(N)}).build()}b.linkPicker.setVisible(!0)}))});"undefined"!=typeof Dropbox&&"undefined"!=typeof Dropbox.choose&&z(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),function(){Dropbox.choose({linkType:"direct",cancel:function(){},success:function(J){g.value=J[0].link;g.focus()}})});null!=b.oneDrive&&z(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"), +function(){b.oneDrive.pickFile(function(J,N){g.value=N.value[0].webUrl;g.focus()},!0)});null!=b.gitHub&&z(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),function(){b.gitHub.pickFile(function(J){if(null!=J){J=J.split("/");var N=J[0],v=J[1],u=J[2];J=J.slice(3,J.length).join("/");g.value="https://github.com/"+N+"/"+v+"/blob/"+u+"/"+J;g.focus()}})});null!=b.gitLab&&z(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),function(){b.gitLab.pickFile(function(J){if(null!=J){J=J.split("/");var N= +J[0],v=J[1],u=J[2];J=J.slice(3,J.length).join("/");g.value=DRAWIO_GITLAB_URL+"/"+N+"/"+v+"/blob/"+u+"/"+J;g.focus()}})});mxEvent.addListener(g,"keypress",function(J){13==J.keyCode&&(b.hideDialog(),c(q.checked?p.value:g.value,LinkDialog.selectedDocs))});B.appendChild(y);b.editor.cancelFirst||B.appendChild(f);C.appendChild(B);this.container=C},FeedbackDialog=function(b,d,f,c){var l=document.createElement("div"),m=document.createElement("div");mxUtils.write(m,mxResources.get("sendYourFeedback"));m.style.fontSize= +"18px";m.style.marginBottom="18px";l.appendChild(m);m=document.createElement("div");mxUtils.write(m,mxResources.get("yourEmailAddress")+(f?"":" ("+mxResources.get("required")+")"));l.appendChild(m);var x=document.createElement("input");x.setAttribute("type","text");x.style.marginTop="6px";x.style.width="600px";var z=mxUtils.button(mxResources.get("sendMessage"),function(){var k=g.value+(e.checked?"\nDiagram:\n"+(null!=c?c:mxUtils.getXml(b.getXmlFileData())):"")+"\nuserAgent:\n"+navigator.userAgent+ +"\nappVersion:\n"+navigator.appVersion+"\nappName:\n"+navigator.appName+"\nplatform:\n"+navigator.platform;k.length>FeedbackDialog.maxAttachmentSize?b.alert(mxResources.get("drawingTooLarge")):(b.hideDialog(),b.spinner.spin(document.body)&&mxUtils.post(null!=FeedbackDialog.feedbackUrl?FeedbackDialog.feedbackUrl:"/email","email="+encodeURIComponent(x.value)+"&version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&body="+encodeURIComponent((null!=d?d:"Feedback")+ +":\n"+k),function(n){b.spinner.stop();200<=n.getStatus()&&299>=n.getStatus()?b.alert(mxResources.get("feedbackSent")):b.alert(mxResources.get("errorSendingFeedback"))},function(){b.spinner.stop();b.alert(mxResources.get("errorSendingFeedback"))}))});z.className="geBtn gePrimaryBtn";if(!f){z.setAttribute("disabled","disabled");var C=/^(([^<>()[\]\\.,;:\s@"]+(\.[^<>()[\]\\.,;:\s@"]+)*)|(".+"))@((\[[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\])|(([a-zA-Z\-0-9]+\.)+[a-zA-Z]{2,}))$/;mxEvent.addListener(x, +"change",function(){0<x.value.length&&0<C.test(x.value)?z.removeAttribute("disabled"):z.setAttribute("disabled","disabled")});mxEvent.addListener(x,"keyup",function(){0<x.value.length&&C.test(x.value)?z.removeAttribute("disabled"):z.setAttribute("disabled","disabled")})}l.appendChild(x);this.init=function(){x.focus()};var e=document.createElement("input");e.setAttribute("type","checkbox");e.setAttribute("checked","checked");e.defaultChecked=!0;f=document.createElement("p");f.style.marginTop="14px"; +f.appendChild(e);m=document.createElement("span");mxUtils.write(m," 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c=document.createElement("div"),l=document.createElement("h3");l.style.marginTop="0px";mxUtils.write(l,mxResources.get("revisionHistory"));c.appendChild(l);l=document.createElement("div");l.style.position="absolute";l.style.overflow="auto";l.style.width="170px";l.style.height="378px";c.appendChild(l);var m=document.createElement("div");m.style.position="absolute";m.style.border="1px solid lightGray";m.style.left="199px";m.style.width="470px";m.style.height="376px"; +m.style.overflow="hidden";var x=document.createElement("div");x.style.cssText="position:absolute;left:0;right:0;top:0;bottom:20px;text-align:center;transform:translate(0,50%);pointer-events:none;";m.appendChild(x);mxEvent.disableContextMenu(m);c.appendChild(m);var z=new Graph(m);z.setTooltips(!1);z.setEnabled(!1);z.setPanning(!0);z.panningHandler.ignoreCell=!0;z.panningHandler.useLeftButtonForPanning=!0;z.minFitScale=null;z.maxFitScale=null;z.centerZoom=!0;var C=0,e=null,g=0,k=z.getGlobalVariable; +z.getGlobalVariable=function(X){return"page"==X&&null!=e&&null!=e[g]?e[g].getAttribute("name"):"pagenumber"==X?g+1:"pagecount"==X?null!=e?e.length:1:k.apply(this,arguments)};z.getLinkForCell=function(){return null};Editor.MathJaxRender&&z.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(X,aa){b.editor.graph.mathEnabled&&Editor.MathJaxRender(z.container)}));var n={lines:11,length:15,width:6,radius:10,corners:1,rotate:0,direction:1,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.4,trail:60, +shadow:!1,hwaccel:!1,className:"spinner",zIndex:2E9,top:"50%",left:"50%"},q=new Spinner(n),p=b.getCurrentFile(),A=b.getXmlFileData(!0,!1,!0).getElementsByTagName("diagram"),E={};for(n=0;n<A.length;n++)E[A[n].getAttribute("id")]=A[n];var y=null,B=null,J=null,N=null,v=mxUtils.button("",function(){null!=J&&z.zoomIn()});v.className="geSprite geSprite-zoomin";v.setAttribute("title",mxResources.get("zoomIn"));v.style.outline="none";v.style.border="none";v.style.margin="2px";v.setAttribute("disabled","disabled"); +mxUtils.setOpacity(v,20);var u=mxUtils.button("",function(){null!=J&&z.zoomOut()});u.className="geSprite geSprite-zoomout";u.setAttribute("title",mxResources.get("zoomOut"));u.style.outline="none";u.style.border="none";u.style.margin="2px";u.setAttribute("disabled","disabled");mxUtils.setOpacity(u,20);var G=mxUtils.button("",function(){null!=J&&(z.maxFitScale=8,z.fit(8),z.center())});G.className="geSprite geSprite-fit";G.setAttribute("title",mxResources.get("fit"));G.style.outline="none";G.style.border= +"none";G.style.margin="2px";G.setAttribute("disabled","disabled");mxUtils.setOpacity(G,20);var I=mxUtils.button("",function(){null!=J&&(z.zoomActual(),z.center())});I.className="geSprite geSprite-actualsize";I.setAttribute("title",mxResources.get("actualSize"));I.style.outline="none";I.style.border="none";I.style.margin="2px";I.setAttribute("disabled","disabled");mxUtils.setOpacity(I,20);var M=mxUtils.button("",function(){});M.className="geSprite geSprite-middle";M.setAttribute("title",mxResources.get("compare")); +M.style.outline="none";M.style.border="none";M.style.margin="2px";mxUtils.setOpacity(M,60);var K=m.cloneNode(!1);K.style.pointerEvent="none";m.parentNode.appendChild(K);var H=new Graph(K);H.setTooltips(!1);H.setEnabled(!1);H.setPanning(!0);H.panningHandler.ignoreCell=!0;H.panningHandler.useLeftButtonForPanning=!0;H.minFitScale=null;H.maxFitScale=null;H.centerZoom=!0;mxEvent.addGestureListeners(M,function(X){X=E[e[C].getAttribute("id")];mxUtils.setOpacity(M,20);x.innerText="";null==X?mxUtils.write(x, 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pako?"&xml="+encodeURIComponent(X):"&data="+encodeURIComponent(Graph.compress(X)), +(new mxXmlRequest(SAVE_URL,"filename="+encodeURIComponent(aa)+"&format=xml"+X)).simulate(document,"_blank"))}});P.className="geBtn";P.setAttribute("disabled","disabled");var U=mxUtils.button(mxResources.get("restore"),function(X){null!=J&&null!=N&&(mxEvent.isShiftDown(X)?null!=J&&(X=b.getPagesForNode(J.documentElement),X=b.diffPages(b.pages,X),X=new TextareaDialog(b,mxResources.get("compare"),JSON.stringify(X,null,2),function(aa){if(0<aa.length)try{b.confirm(mxResources.get("areYouSure"),function(){p.patch([JSON.parse(aa)], +null,!0);b.hideDialog();b.hideDialog()})}catch(Y){b.handleError(Y)}},null,null,null,null,null,!0,null,mxResources.get("merge")),b.showDialog(X.container,620,460,!0,!0),X.init()):b.confirm(mxResources.get("areYouSure"),function(){null!=f?f(N):b.spinner.spin(document.body,mxResources.get("restoring"))&&p.save(!0,function(aa){b.spinner.stop();b.replaceFileData(N);b.hideDialog()},function(aa){b.spinner.stop();b.editor.setStatus("");b.handleError(aa,null!=aa?mxResources.get("errorSavingFile"):null)})}))}); +U.className="geBtn";U.setAttribute("disabled","disabled");U.setAttribute("title","Shift+Click for Diff");var T=document.createElement("select");T.setAttribute("disabled","disabled");T.style.maxWidth="80px";T.style.position="relative";T.style.top="-2px";T.style.verticalAlign="bottom";T.style.marginRight="6px";T.style.display="none";var V=null;mxEvent.addListener(T,"change",function(X){null!=V&&(V(X),mxEvent.consume(X))});var W=mxUtils.button(mxResources.get("edit"),function(){null!=J&&(window.openFile= +new OpenFile(function(){window.openFile=null}),window.openFile.setData(mxUtils.getXml(J.documentElement)),b.openLink(b.getUrl(),null,!0))});W.className="geBtn";W.setAttribute("disabled","disabled");null!=f&&(W.style.display="none");var t=mxUtils.button(mxResources.get("show"),function(){null!=B&&b.openLink(B.getUrl(T.selectedIndex))});t.className="geBtn gePrimaryBtn";t.setAttribute("disabled","disabled");null!=f&&(t.style.display="none",U.className="geBtn gePrimaryBtn");A=document.createElement("div"); +A.style.position="absolute";A.style.top="482px";A.style.width="640px";A.style.textAlign="right";var D=document.createElement("div");D.className="geToolbarContainer";D.style.backgroundColor="transparent";D.style.padding="2px";D.style.border="none";D.style.left="199px";D.style.top="442px";var L=null;if(null!=d&&0<d.length){m.style.cursor="move";var R=document.createElement("table");R.style.border="1px solid lightGray";R.style.borderCollapse="collapse";R.style.borderSpacing="0px";R.style.width="100%"; +var O=document.createElement("tbody"),Q=(new Date).toDateString();null!=b.currentPage&&null!=b.pages&&(C=mxUtils.indexOf(b.pages,b.currentPage));for(n=d.length-1;0<=n;n--){var S=function(X){var aa=new Date(X.modifiedDate),Y=null;if(0<=aa.getTime()){var Z=function(fa){q.stop();x.innerText="";var ka=mxUtils.parseXml(fa),ha=b.editor.extractGraphModel(ka.documentElement,!0);if(null!=ha){var ra=function(Fa){null!=Fa&&(Fa=la(Editor.parseDiagramNode(Fa)));return Fa},la=function(Fa){var Ga=Fa.getAttribute("background"); +if(null==Ga||""==Ga||Ga==mxConstants.NONE)Ga=z.defaultPageBackgroundColor;m.style.backgroundColor=Ga;(new mxCodec(Fa.ownerDocument)).decode(Fa,z.getModel());z.maxFitScale=1;z.fit(8);z.center();return Fa};T.style.display="none";T.innerText="";J=ka;N=fa;e=parseSelectFunction=null;g=0;if("mxfile"==ha.nodeName){ka=ha.getElementsByTagName("diagram");e=[];for(fa=0;fa<ka.length;fa++)e.push(ka[fa]);g=Math.min(C,e.length-1);0<e.length&&ra(e[g]);if(1<e.length)for(T.removeAttribute("disabled"),T.style.display= +"",fa=0;fa<e.length;fa++)ka=document.createElement("option"),mxUtils.write(ka,e[fa].getAttribute("name")||mxResources.get("pageWithNumber",[fa+1])),ka.setAttribute("value",fa),fa==g&&ka.setAttribute("selected","selected"),T.appendChild(ka);V=function(){try{var Fa=parseInt(T.value);g=C=Fa;ra(e[Fa])}catch(Ga){T.value=C,b.handleError(Ga)}}}else la(ha);fa=X.lastModifyingUserName;null!=fa&&20<fa.length&&(fa=fa.substring(0,20)+"...");F.innerText="";mxUtils.write(F,(null!=fa?fa+" ":"")+aa.toLocaleDateString()+ +" "+aa.toLocaleTimeString());F.setAttribute("title",Y.getAttribute("title"));v.removeAttribute("disabled");u.removeAttribute("disabled");G.removeAttribute("disabled");I.removeAttribute("disabled");M.removeAttribute("disabled");null!=p&&p.isRestricted()||(b.editor.graph.isEnabled()&&U.removeAttribute("disabled"),P.removeAttribute("disabled"),t.removeAttribute("disabled"),W.removeAttribute("disabled"));mxUtils.setOpacity(v,60);mxUtils.setOpacity(u,60);mxUtils.setOpacity(G,60);mxUtils.setOpacity(I,60); +mxUtils.setOpacity(M,60)}else T.style.display="none",T.innerText="",F.innerText="",mxUtils.write(F,mxResources.get("errorLoadingFile")),mxUtils.write(x,mxResources.get("errorLoadingFile"))};Y=document.createElement("tr");Y.style.borderBottom="1px solid lightGray";Y.style.fontSize="12px";Y.style.cursor="pointer";var ca=document.createElement("td");ca.style.padding="6px";ca.style.whiteSpace="nowrap";X==d[d.length-1]?mxUtils.write(ca,mxResources.get("current")):aa.toDateString()===Q?mxUtils.write(ca, +aa.toLocaleTimeString()):mxUtils.write(ca,aa.toLocaleDateString()+" "+aa.toLocaleTimeString());Y.appendChild(ca);Y.setAttribute("title",aa.toLocaleDateString()+" "+aa.toLocaleTimeString()+(null!=X.fileSize?" "+b.formatFileSize(parseInt(X.fileSize)):"")+(null!=X.lastModifyingUserName?" "+X.lastModifyingUserName:""));mxEvent.addListener(Y,"click",function(fa){B!=X&&(q.stop(),null!=y&&(y.style.backgroundColor=""),B=X,y=Y,y.style.backgroundColor=Editor.isDarkMode()?"#000000":"#ebf2f9",N=J=null,F.removeAttribute("title"), +F.innerText=mxResources.get("loading")+"...",m.style.backgroundColor=z.defaultPageBackgroundColor,x.innerText="",z.getModel().clear(),U.setAttribute("disabled","disabled"),P.setAttribute("disabled","disabled"),v.setAttribute("disabled","disabled"),u.setAttribute("disabled","disabled"),I.setAttribute("disabled","disabled"),G.setAttribute("disabled","disabled"),M.setAttribute("disabled","disabled"),W.setAttribute("disabled","disabled"),t.setAttribute("disabled","disabled"),T.setAttribute("disabled", +"disabled"),mxUtils.setOpacity(v,20),mxUtils.setOpacity(u,20),mxUtils.setOpacity(G,20),mxUtils.setOpacity(I,20),mxUtils.setOpacity(M,20),q.spin(m),X.getXml(function(ka){if(B==X)try{Z(ka)}catch(ha){F.innerText=mxResources.get("error")+": "+ha.message}},function(ka){q.stop();T.style.display="none";T.innerText="";F.innerText="";mxUtils.write(F,mxResources.get("errorLoadingFile"));mxUtils.write(x,mxResources.get("errorLoadingFile"))}),mxEvent.consume(fa))});mxEvent.addListener(Y,"dblclick",function(fa){t.click(); +window.getSelection?window.getSelection().removeAllRanges():document.selection&&document.selection.empty();mxEvent.consume(fa)},!1);O.appendChild(Y)}return Y}(d[n]);null!=S&&n==d.length-1&&(L=S)}R.appendChild(O);l.appendChild(R)}else null==p||null==b.drive&&p.constructor==window.DriveFile||null==b.dropbox&&p.constructor==window.DropboxFile?(m.style.display="none",D.style.display="none",mxUtils.write(l,mxResources.get("notAvailable"))):(m.style.display="none",D.style.display="none",mxUtils.write(l, +mxResources.get("noRevisions")));this.init=function(){null!=L&&L.click()};l=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});l.className="geBtn";D.appendChild(T);D.appendChild(v);D.appendChild(u);D.appendChild(I);D.appendChild(G);D.appendChild(M);b.editor.cancelFirst?(A.appendChild(l),A.appendChild(P),A.appendChild(W),A.appendChild(U),A.appendChild(t)):(A.appendChild(P),A.appendChild(W),A.appendChild(U),A.appendChild(t),A.appendChild(l));c.appendChild(A);c.appendChild(D);c.appendChild(F); +this.container=c},DraftDialog=function(b,d,f,c,l,m,x,z,C){var e=document.createElement("div"),g=document.createElement("div");g.style.marginTop="0px";g.style.whiteSpace="nowrap";g.style.overflow="auto";g.style.lineHeight="normal";mxUtils.write(g,d);e.appendChild(g);var k=document.createElement("select"),n=mxUtils.bind(this,function(){B=mxUtils.parseXml(C[k.value].data);J=b.editor.extractGraphModel(B.documentElement,!0);N=0;this.init()});if(null!=C){k.style.marginLeft="4px";for(d=0;d<C.length;d++){var q= +document.createElement("option");q.setAttribute("value",d);var p=new Date(C[d].created),A=new Date(C[d].modified);mxUtils.write(q,p.toLocaleDateString()+" "+p.toLocaleTimeString()+" - "+(p.toDateString(),A.toDateString(),A.toLocaleDateString())+" "+A.toLocaleTimeString());k.appendChild(q)}g.appendChild(k);mxEvent.addListener(k,"change",n)}null==f&&(f=C[0].data);var E=document.createElement("div");E.style.position="absolute";E.style.border="1px solid lightGray";E.style.marginTop="10px";E.style.left= +"40px";E.style.right="40px";E.style.top="46px";E.style.bottom="74px";E.style.overflow="hidden";mxEvent.disableContextMenu(E);e.appendChild(E);var y=new Graph(E);y.setEnabled(!1);y.setPanning(!0);y.panningHandler.ignoreCell=!0;y.panningHandler.useLeftButtonForPanning=!0;y.minFitScale=null;y.maxFitScale=null;y.centerZoom=!0;var B=mxUtils.parseXml(f),J=b.editor.extractGraphModel(B.documentElement,!0),N=0,v=null,u=y.getGlobalVariable;y.getGlobalVariable=function(I){return"page"==I&&null!=v&&null!=v[N]? +v[N].getAttribute("name"):"pagenumber"==I?N+1:"pagecount"==I?null!=v?v.length:1:u.apply(this,arguments)};y.getLinkForCell=function(){return null};f=mxUtils.button("",function(){y.zoomIn()});f.className="geSprite geSprite-zoomin";f.setAttribute("title",mxResources.get("zoomIn"));f.style.outline="none";f.style.border="none";f.style.margin="2px";mxUtils.setOpacity(f,60);g=mxUtils.button("",function(){y.zoomOut()});g.className="geSprite geSprite-zoomout";g.setAttribute("title",mxResources.get("zoomOut")); +g.style.outline="none";g.style.border="none";g.style.margin="2px";mxUtils.setOpacity(g,60);d=mxUtils.button("",function(){y.maxFitScale=8;y.fit(8);y.center()});d.className="geSprite geSprite-fit";d.setAttribute("title",mxResources.get("fit"));d.style.outline="none";d.style.border="none";d.style.margin="2px";mxUtils.setOpacity(d,60);q=mxUtils.button("",function(){y.zoomActual();y.center()});q.className="geSprite geSprite-actualsize";q.setAttribute("title",mxResources.get("actualSize"));q.style.outline= +"none";q.style.border="none";q.style.margin="2px";mxUtils.setOpacity(q,60);x=mxUtils.button(x||mxResources.get("discard"),function(){l.apply(this,[k.value,mxUtils.bind(this,function(){null!=k.parentNode&&(k.options[k.selectedIndex].parentNode.removeChild(k.options[k.selectedIndex]),0<k.options.length?(k.value=k.options[0].value,n()):b.hideDialog(!0))})])});x.className="geBtn";var G=document.createElement("select");G.style.maxWidth="80px";G.style.position="relative";G.style.top="-2px";G.style.verticalAlign= +"bottom";G.style.marginRight="6px";G.style.display="none";m=mxUtils.button(m||mxResources.get("edit"),function(){c.apply(this,[k.value])});m.className="geBtn gePrimaryBtn";p=document.createElement("div");p.style.position="absolute";p.style.bottom="30px";p.style.right="40px";p.style.textAlign="right";A=document.createElement("div");A.className="geToolbarContainer";A.style.cssText="box-shadow:none !important;background-color:transparent;padding:2px;border-style:none !important;bottom:30px;";this.init= +function(){function I(F){if(null!=F){var P=F.getAttribute("background");if(null==P||""==P||P==mxConstants.NONE)P=Editor.isDarkMode()?"transparent":"#ffffff";E.style.backgroundColor=P;(new mxCodec(F.ownerDocument)).decode(F,y.getModel());y.maxFitScale=1;y.fit(8);y.center()}return F}function M(F){null!=F&&(F=I(Editor.parseDiagramNode(F)));return F}mxEvent.addListener(G,"change",function(F){N=parseInt(G.value);M(v[N]);mxEvent.consume(F)});if("mxfile"==J.nodeName){var K=J.getElementsByTagName("diagram"); +v=[];for(var H=0;H<K.length;H++)v.push(K[H]);0<v.length&&M(v[N]);G.innerText="";if(1<v.length)for(G.style.display="",H=0;H<v.length;H++)K=document.createElement("option"),mxUtils.write(K,v[H].getAttribute("name")||mxResources.get("pageWithNumber",[H+1])),K.setAttribute("value",H),H==N&&K.setAttribute("selected","selected"),G.appendChild(K);else G.style.display="none"}else I(J)};A.appendChild(G);A.appendChild(f);A.appendChild(g);A.appendChild(q);A.appendChild(d);f=mxUtils.button(mxResources.get("cancel"), +function(){b.hideDialog(!0)});f.className="geBtn";z=null!=z?mxUtils.button(mxResources.get("ignore"),z):null;null!=z&&(z.className="geBtn");b.editor.cancelFirst?(p.appendChild(f),null!=z&&p.appendChild(z),p.appendChild(x),p.appendChild(m)):(p.appendChild(m),p.appendChild(x),null!=z&&p.appendChild(z),p.appendChild(f));e.appendChild(p);e.appendChild(A);this.container=e},FindWindow=function(b,d,f,c,l,m){function x(V,W,t,D){if("object"===typeof W.value&&null!=W.value.attributes){W=W.value.attributes; +for(var L=0;L<W.length;L++)if("label"!=W[L].nodeName){var R=mxUtils.trim(W[L].nodeValue.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();if(null==V&&(D&&0<=R.indexOf(t)||!D&&R.substring(0,t.length)===t)||null!=V&&V.test(R))return!0}}return!1}function z(){q&&v.value?(P.removeAttribute("disabled"),U.removeAttribute("disabled")):(P.setAttribute("disabled","disabled"),U.setAttribute("disabled","disabled"));v.value&&N.value?T.removeAttribute("disabled"):T.setAttribute("disabled","disabled")}function C(V, +W,t){H.innerText="";var D=g.model.getDescendants(g.model.getRoot()),L=N.value.toLowerCase(),R=u.checked?new RegExp(L):null,O=null;A=null;k!=L&&(k=L,n=null,p=!1);var Q=null==n;if(0<L.length){if(p){p=!1;for(var S,X=0;X<b.pages.length;X++)if(b.currentPage==b.pages[X]){S=X;break}V=(S+1)%b.pages.length;n=null;do p=!1,D=b.pages[V],g=b.createTemporaryGraph(g.getStylesheet()),b.updatePageRoot(D),g.model.setRoot(D.root),V=(V+1)%b.pages.length;while(!C(!0,W,t)&&V!=S);n&&(n=null,t?b.editor.graph.model.execute(new SelectPage(b, +D)):b.selectPage(D));p=!1;g=b.editor.graph;return C(!0,W,t)}for(X=0;X<D.length;X++){S=g.view.getState(D[X]);W&&null!=R&&(Q=Q||S==n);if(null!=S&&null!=S.cell.value&&(Q||null==O)&&(g.model.isVertex(S.cell)||g.model.isEdge(S.cell))){null!=S.style&&"1"==S.style.html?(I.innerHTML=g.sanitizeHtml(g.getLabel(S.cell)),label=mxUtils.extractTextWithWhitespace([I])):label=g.getLabel(S.cell);label=mxUtils.trim(label.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();var aa=0;W&&m&&null!=R&&S==n&&(label=label.substr(E), +aa=E);var Y=""==v.value,Z=Y;if(null==R&&(Z&&0<=label.indexOf(L)||!Z&&label.substring(0,L.length)===L||Y&&x(R,S.cell,L,Z))||null!=R&&(R.test(label)||Y&&x(R,S.cell,L,Z)))if(m&&(null!=R?(Y=label.match(R),null!=Y&&0<Y.length&&(A=Y[0].toLowerCase(),E=aa+Y.index+A.length)):(A=L,E=A.length)),Q){O=S;break}else null==O&&(O=S)}Q=Q||S==n}}if(null!=O){if(X==D.length&&G.checked)return n=null,p=!0,C(!0,W,t);n=O;g.scrollCellToVisible(n.cell);g.isEnabled()&&!g.isCellLocked(n.cell)?t||g.getSelectionCell()==n.cell&& +1==g.getSelectionCount()||g.setSelectionCell(n.cell):g.highlightCell(n.cell)}else{if(!V&&G.checked)return p=!0,C(!0,W,t);g.isEnabled()&&!t&&g.clearSelection()}q=null!=O;m&&!V&&z();return 0==L.length||null!=O}var e=b.actions.get("findReplace"),g=b.editor.graph,k=null,n=null,q=!1,p=!1,A=null,E=0,y=1,B=document.createElement("div");B.style.userSelect="none";B.style.overflow="hidden";B.style.padding="10px";B.style.height="100%";var J=m?"260px":"200px",N=document.createElement("input");N.setAttribute("placeholder", +mxResources.get("find"));N.setAttribute("type","text");N.style.marginTop="4px";N.style.marginBottom="6px";N.style.width=J;N.style.fontSize="12px";N.style.borderRadius="4px";N.style.padding="6px";B.appendChild(N);mxUtils.br(B);if(m){var v=document.createElement("input");v.setAttribute("placeholder",mxResources.get("replaceWith"));v.setAttribute("type","text");v.style.marginTop="4px";v.style.marginBottom="6px";v.style.width=J;v.style.fontSize="12px";v.style.borderRadius="4px";v.style.padding="6px"; +B.appendChild(v);mxUtils.br(B);mxEvent.addListener(v,"input",z)}var u=document.createElement("input");u.setAttribute("id","geFindWinRegExChck");u.setAttribute("type","checkbox");u.style.marginRight="4px";B.appendChild(u);J=document.createElement("label");J.setAttribute("for","geFindWinRegExChck");B.appendChild(J);mxUtils.write(J,mxResources.get("regularExpression"));B.appendChild(J);J=b.menus.createHelpLink("https://www.diagrams.net/doc/faq/find-shapes");J.style.position="relative";J.style.marginLeft= +"6px";J.style.top="-1px";B.appendChild(J);mxUtils.br(B);var G=document.createElement("input");G.setAttribute("id","geFindWinAllPagesChck");G.setAttribute("type","checkbox");G.style.marginRight="4px";B.appendChild(G);J=document.createElement("label");J.setAttribute("for","geFindWinAllPagesChck");B.appendChild(J);mxUtils.write(J,mxResources.get("allPages"));B.appendChild(J);var I=document.createElement("div");mxUtils.br(B);J=document.createElement("div");J.style.left="0px";J.style.right="0px";J.style.marginTop= +"6px";J.style.padding="0 6px 0 6px";J.style.textAlign="center";B.appendChild(J);var M=mxUtils.button(mxResources.get("reset"),function(){H.innerText="";N.value="";N.style.backgroundColor="";m&&(v.value="",z());k=n=null;p=!1;N.focus()});M.setAttribute("title",mxResources.get("reset"));M.style.float="none";M.style.width="120px";M.style.marginTop="6px";M.style.marginLeft="8px";M.style.overflow="hidden";M.style.textOverflow="ellipsis";M.className="geBtn";m||J.appendChild(M);var K=mxUtils.button(mxResources.get("find"), +function(){try{N.style.backgroundColor=C()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(V){b.handleError(V)}});K.setAttribute("title",mxResources.get("find")+" (Enter)");K.style.float="none";K.style.width="120px";K.style.marginTop="6px";K.style.marginLeft="8px";K.style.overflow="hidden";K.style.textOverflow="ellipsis";K.className="geBtn gePrimaryBtn";J.appendChild(K);var H=document.createElement("div");H.style.marginTop="10px";if(m){var F=function(V,W,t,D,L){if(null==L||"1"!=L.html)return D=V.toLowerCase().indexOf(W, +D),0>D?V:V.substr(0,D)+t+V.substr(D+W.length);var R=V;W=mxUtils.htmlEntities(W);L=[];var O=-1;for(V=V.replace(/<br>/ig,"\n");-1<(O=V.indexOf("<",O+1));)L.push(O);O=V.match(/<[^>]*>/g);V=V.replace(/<[^>]*>/g,"");D=V.toLowerCase().indexOf(W,D);if(0>D)return R;R=D+W.length;t=mxUtils.htmlEntities(t);V=V.substr(0,D)+t+V.substr(R);for(var Q=0,S=0;S<L.length;S++){if(L[S]-Q<D)V=V.substr(0,L[S])+O[S]+V.substr(L[S]);else{var X=L[S]-Q<R?D+Q:L[S]+(t.length-W.length);V=V.substr(0,X)+O[S]+V.substr(X)}Q+=O[S].length}return V.replace(/\n/g, +"<br>")},P=mxUtils.button(mxResources.get("replFind"),function(){try{if(null!=A&&null!=n&&v.value){var V=n.cell,W=g.getLabel(V);g.isCellEditable(V)&&g.model.setValue(V,F(W,A,v.value,E-A.length,g.getCurrentCellStyle(V)));N.style.backgroundColor=C(!1,!0)?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}}catch(t){b.handleError(t)}});P.setAttribute("title",mxResources.get("replFind"));P.style.float="none";P.style.width="120px";P.style.marginTop="6px";P.style.marginLeft="8px";P.style.overflow="hidden";P.style.textOverflow= +"ellipsis";P.className="geBtn gePrimaryBtn";P.setAttribute("disabled","disabled");J.appendChild(P);mxUtils.br(J);var U=mxUtils.button(mxResources.get("replace"),function(){try{if(null!=A&&null!=n&&v.value){var V=n.cell,W=g.getLabel(V);g.model.setValue(V,F(W,A,v.value,E-A.length,g.getCurrentCellStyle(V)));P.setAttribute("disabled","disabled");U.setAttribute("disabled","disabled")}}catch(t){b.handleError(t)}});U.setAttribute("title",mxResources.get("replace"));U.style.float="none";U.style.width="120px"; +U.style.marginTop="6px";U.style.marginLeft="8px";U.style.overflow="hidden";U.style.textOverflow="ellipsis";U.className="geBtn gePrimaryBtn";U.setAttribute("disabled","disabled");J.appendChild(U);var T=mxUtils.button(mxResources.get("replaceAll"),function(){H.innerText="";if(v.value){k=null;var V=b.currentPage,W=b.editor.graph.getSelectionCells();b.editor.graph.rendering=!1;g.getModel().beginUpdate();try{for(var t=0,D={};C(!1,!0,!0)&&100>t;){var L=n.cell,R=g.getLabel(L),O=D[L.id];if(O&&O.replAllMrk== +y&&O.replAllPos>=E)break;D[L.id]={replAllMrk:y,replAllPos:E};g.isCellEditable(L)&&(g.model.setValue(L,F(R,A,v.value,E-A.length,g.getCurrentCellStyle(L))),t++)}V!=b.currentPage&&b.editor.graph.model.execute(new SelectPage(b,V));mxUtils.write(H,mxResources.get("matchesRepl",[t]))}catch(Q){b.handleError(Q)}finally{g.getModel().endUpdate(),b.editor.graph.setSelectionCells(W),b.editor.graph.rendering=!0}y++}});T.setAttribute("title",mxResources.get("replaceAll"));T.style.float="none";T.style.width="120px"; +T.style.marginTop="6px";T.style.marginLeft="8px";T.style.overflow="hidden";T.style.textOverflow="ellipsis";T.className="geBtn gePrimaryBtn";T.setAttribute("disabled","disabled");J.appendChild(T);mxUtils.br(J);J.appendChild(M);M=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){this.window.setVisible(!1)}));M.setAttribute("title",mxResources.get("close"));M.style.float="none";M.style.width="120px";M.style.marginTop="6px";M.style.marginLeft="8px";M.style.overflow="hidden";M.style.textOverflow= +"ellipsis";M.className="geBtn";J.appendChild(M);mxUtils.br(J);J.appendChild(H)}else M.style.width="90px",K.style.width="90px";mxEvent.addListener(N,"keyup",function(V){if(91==V.keyCode||93==V.keyCode||17==V.keyCode)mxEvent.consume(V);else if(27==V.keyCode)e.funct();else if(k!=N.value.toLowerCase()||13==V.keyCode)try{N.style.backgroundColor=C()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(W){N.style.backgroundColor=Editor.isDarkMode()?"#ff0000":"#ffcfcf"}});mxEvent.addListener(B,"keydown",function(V){70== +V.keyCode&&b.keyHandler.isControlDown(V)&&!mxEvent.isShiftDown(V)&&(e.funct(),mxEvent.consume(V))});this.window=new mxWindow(mxResources.get("find")+(m?"/"+mxResources.get("replace"):""),B,d,f,c,l,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit();this.window.isVisible()?(N.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?N.select(): +document.execCommand("selectAll",!1,null),null!=b.pages&&1<b.pages.length?G.removeAttribute("disabled"):(G.checked=!1,G.setAttribute("disabled","disabled"))):g.container.focus()}));b.installResizeHandler(this,!1)},FreehandWindow=function(b,d,f,c,l,m){var x=b.editor.graph,z=document.createElement("div");z.style.textAlign="center";z.style.userSelect="none";z.style.overflow="hidden";z.style.height="100%";if(m){var C=document.createElement("input");C.setAttribute("id","geFreehandBrush");C.setAttribute("type", +"checkbox");C.checked=x.freehand.isPerfectFreehandMode();C.style.margin="10px 5px 0px 10px";C.style.float="left";z.appendChild(C);var e=document.createElement("label");e.setAttribute("for","geFreehandBrush");e.style.float="left";e.style.marginTop="10px";z.appendChild(e);mxUtils.write(e,mxResources.get("brush"));z.appendChild(e);mxUtils.br(z);var g=document.createElement("input");g.setAttribute("type","range");g.setAttribute("min","2");g.setAttribute("max","30");g.setAttribute("value",x.freehand.getBrushSize()); +g.style.width="90%";g.style.visibility="hidden";z.appendChild(g);mxUtils.br(z);e=function(){x.freehand.setPerfectFreehandMode(C.checked);g.style.visibility=C.checked?"visible":"hidden"};mxEvent.addListener(C,"change",e);e();mxEvent.addListener(g,"change",function(){x.freehand.setBrushSize(parseInt(this.value))})}var k=mxUtils.button(mxResources.get("startDrawing"),function(){x.freehand.isDrawing()?x.freehand.stopDrawing():x.freehand.startDrawing()});k.setAttribute("title",mxResources.get("startDrawing")); +k.style.marginTop=m?"5px":"10px";k.style.width="90%";k.style.boxSizing="border-box";k.style.overflow="hidden";k.style.textOverflow="ellipsis";k.style.textAlign="center";k.className="geBtn gePrimaryBtn";z.appendChild(k);this.window=new mxWindow(mxResources.get("freehand"),z,d,f,c,l,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);x.addListener("freehandStateChanged",mxUtils.bind(this,function(){k.innerText="";mxUtils.write(k, +mxResources.get(x.freehand.isDrawing()?"stopDrawing":"startDrawing"));k.setAttribute("title",mxResources.get(x.freehand.isDrawing()?"stopDrawing":"startDrawing"));k.className="geBtn"+(x.freehand.isDrawing()?"":" gePrimaryBtn")}));this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit()}));this.window.addListener("hide",mxUtils.bind(this,function(){x.freehand.isDrawing()&&x.freehand.stopDrawing()}));b.installResizeHandler(this,!1)},TagsWindow=function(b,d,f,c,l){var m=b.editor.graph, +x=b.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return this.window.isVisible()}),null,function(C,e){if(m.isEnabled()){var g=new FilenameDialog(b,"",mxResources.get("add"),function(k){b.hideDialog();if(null!=k&&0<k.length){k=k.split(" ");for(var n=[],q=0;q<k.length;q++){var p=mxUtils.trim(k[q]);""!=p&&0>mxUtils.indexOf(C,p)&&n.push(p)}0<n.length&&(m.isSelectionEmpty()?e(C.concat(n)):m.addTagsForCells(m.getSelectionCells(),n))}},mxResources.get("enterValue")+" ("+mxResources.get("tags")+ +")");b.showDialog(g.container,300,80,!0,!0);g.init()}}),z=x.div;this.window=new mxWindow(mxResources.get("tags"),z,d,f,c,l,!0,!0);this.window.minimumSize=new mxRectangle(0,0,212,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){x.refresh();this.window.fit()}));b.installResizeHandler(this,!0)},AuthDialog=function(b,d,f,c){var l=document.createElement("div");l.style.textAlign= +"center";var m=document.createElement("p");m.style.fontSize="16pt";m.style.padding="0px";m.style.margin="0px";m.style.color="gray";mxUtils.write(m,mxResources.get("authorizationRequired"));var x="Unknown",z=document.createElement("img");z.setAttribute("border","0");z.setAttribute("align","absmiddle");z.style.marginRight="10px";d==b.drive?(x=mxResources.get("googleDrive"),z.src=IMAGE_PATH+"/google-drive-logo-white.svg"):d==b.dropbox?(x=mxResources.get("dropbox"),z.src=IMAGE_PATH+"/dropbox-logo-white.svg"): +d==b.oneDrive?(x=mxResources.get("oneDrive"),z.src=IMAGE_PATH+"/onedrive-logo-white.svg"):d==b.gitHub?(x=mxResources.get("github"),z.src=IMAGE_PATH+"/github-logo-white.svg"):d==b.gitLab?(x=mxResources.get("gitlab"),z.src=IMAGE_PATH+"/gitlab-logo.svg",z.style.width="32px"):d==b.trello&&(x=mxResources.get("trello"),z.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizeThisAppIn",[x]));var C=document.createElement("input");C.setAttribute("type", +"checkbox");x=mxUtils.button(mxResources.get("authorize"),function(){c(C.checked)});x.insertBefore(z,x.firstChild);x.style.marginTop="6px";x.className="geBigButton";x.style.fontSize="18px";x.style.padding="14px";l.appendChild(m);l.appendChild(b);l.appendChild(x);f&&(f=document.createElement("p"),f.style.marginTop="20px",f.appendChild(C),m=document.createElement("span"),mxUtils.write(m," "+mxResources.get("rememberMe")),f.appendChild(m),l.appendChild(f),C.checked=!0,C.defaultChecked=!0,mxEvent.addListener(m, +"click",function(e){C.checked=!C.checked;mxEvent.consume(e)}));this.container=l},MoreShapesDialog=function(b,d,f){f=null!=f?f:b.sidebar.entries;var c=document.createElement("div"),l=[];if(null!=b.sidebar.customEntries)for(var m=0;m<b.sidebar.customEntries.length;m++){for(var x=b.sidebar.customEntries[m],z={title:b.getResource(x.title),entries:[]},C=0;C<x.entries.length;C++){var e=x.entries[C];z.entries.push({id:e.id,title:b.getResource(e.title),desc:b.getResource(e.desc),image:e.preview})}l.push(z)}for(m= +0;m<f.length;m++)if(null==b.sidebar.enabledLibraries)l.push(f[m]);else{z={title:f[m].title,entries:[]};for(C=0;C<f[m].entries.length;C++)0<=mxUtils.indexOf(b.sidebar.enabledLibraries,f[m].entries[C].id)&&z.entries.push(f[m].entries[C]);0<z.entries.length&&l.push(z)}f=l;if(d){m=mxUtils.bind(this,function(u){for(var G=0;G<u.length;G++)(function(I){var 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V=document.createElement("pre");V.style.boxSizing="border-box";V.style.fontFamily="inherit";V.style.margin="20px";V.style.right="0px";V.style.textAlign="left";mxUtils.write(V,H.desc);k.appendChild(V)}null!=H.imageCallback?H.imageCallback(k):null!=H.image?k.innerHTML+='<img border="0" src="'+H.image+'"/>':null==H.desc&&(k.style.padding="20px",k.style.color= +"rgb(179, 179, 179)",mxUtils.write(k,mxResources.get("noPreview")));null!=n&&(n.style.backgroundColor="");n=F;n.style.backgroundColor=Editor.isDarkMode()?"#000000":"#ebf2f9";null!=T&&mxEvent.consume(T)}};mxEvent.addListener(F,"click",U);mxEvent.addListener(F,"dblclick",function(T){P.checked=!P.checked;mxEvent.consume(T)});q.push(function(){return P.checked?H.id:null});0==G&&0==K&&U()})(I.entries[K])})(u[G])});C=document.createElement("div");C.className="geDialogTitle";mxUtils.write(C,mxResources.get("shapes")); +C.style.position="absolute";C.style.top="0px";C.style.left="0px";C.style.lineHeight="40px";C.style.height="40px";C.style.right="0px";var g=document.createElement("div"),k=document.createElement("div");g.style.position="absolute";g.style.top="40px";g.style.left="0px";g.style.width="202px";g.style.bottom="60px";g.style.overflow="auto";k.style.position="absolute";k.style.left="202px";k.style.right="0px";k.style.top="40px";k.style.bottom="60px";k.style.overflow="auto";k.style.borderLeft="1px solid rgb(211, 211, 211)"; +k.style.textAlign="center";var n=null,q=[],p=document.createElement("div");p.style.position="relative";p.style.left="0px";p.style.right="0px";m(f);c.style.padding="30px";c.appendChild(C);c.appendChild(g);c.appendChild(k);f=document.createElement("div");f.className="geDialogFooter";f.style.position="absolute";f.style.paddingRight="16px";f.style.color="gray";f.style.left="0px";f.style.right="0px";f.style.bottom="0px";f.style.height="60px";f.style.lineHeight="52px";var A=document.createElement("input"); +A.setAttribute("type","checkbox");A.style.position="relative";A.style.top="1px";A.checked=b.sidebar.sidebarTitles;A.defaultChecked=A.checked;f.appendChild(A);m=document.createElement("span");mxUtils.write(m," "+mxResources.get("labels"));m.style.paddingRight="20px";f.appendChild(m);mxEvent.addListener(m,"click",function(u){A.checked=!A.checked;mxEvent.consume(u)});var E=document.createElement("input");E.setAttribute("type","checkbox");if(isLocalStorage||mxClient.IS_CHROMEAPP)m=document.createElement("span"), +m.style.paddingRight="20px",m.appendChild(E),mxUtils.write(m," 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+document.createElement("table");m=document.createElement("tbody");c.style.height="100%";c.style.overflow="auto";C=document.createElement("tr");y.style.width="100%";d=document.createElement("td");l=document.createElement("td");x=document.createElement("td");var B=mxUtils.bind(this,function(u,G,I){var M=document.createElement("input");M.type="checkbox";y.appendChild(M);M.checked=b.sidebar.isEntryVisible(I);var K=document.createElement("span");mxUtils.write(K,G);G=document.createElement("div");G.style.display= +"block";G.appendChild(M);G.appendChild(K);mxEvent.addListener(K,"click",function(H){M.checked=!M.checked;mxEvent.consume(H)});u.appendChild(G);return function(){return M.checked?I:null}});C.appendChild(d);C.appendChild(l);C.appendChild(x);m.appendChild(C);y.appendChild(m);q=[];var J=0;for(m=0;m<f.length;m++)for(C=0;C<f[m].entries.length;C++)J++;var N=[d,l,x],v=0;for(m=0;m<f.length;m++)(function(u){for(var G=0;G<u.entries.length;G++){var I=u.entries[G];q.push(B(N[Math.floor(v/(J/3))],I.title,I.id)); +v++}})(f[m]);c.appendChild(y);f=document.createElement("div");f.style.marginTop="18px";f.style.textAlign="center";E=document.createElement("input");isLocalStorage&&(E.setAttribute("type","checkbox"),E.checked=!0,E.defaultChecked=!0,f.appendChild(E),m=document.createElement("span"),mxUtils.write(m," "+mxResources.get("rememberThisSetting")),f.appendChild(m),mxEvent.addListener(m,"click",function(u){E.checked=!E.checked;mxEvent.consume(u)}));c.appendChild(f);m=mxUtils.button(mxResources.get("cancel"), +function(){b.hideDialog()});m.className="geBtn";C=mxUtils.button(mxResources.get("apply"),function(){for(var u=["search"],G=0;G<q.length;G++){var I=q[G].apply(this,arguments);null!=I&&u.push(I)}b.sidebar.showEntries(0<u.length?u.join(";"):"",E.checked);b.hideDialog()});C.className="geBtn gePrimaryBtn";f=document.createElement("div");f.style.marginTop="26px";f.style.textAlign="right"}b.editor.cancelFirst?(f.appendChild(m),f.appendChild(C)):(f.appendChild(C),f.appendChild(m));c.appendChild(f);this.container= +c},PluginsDialog=function(b,d,f,c){function l(){C=!0;if(0==z.length)x.innerText=mxResources.get("noPlugins");else{x.innerText="";for(var p=0;p<z.length;p++){var A=document.createElement("span");A.style.whiteSpace="nowrap";var E=document.createElement("span");E.className="geSprite geSprite-delete";E.style.position="relative";E.style.cursor="pointer";E.style.top="5px";E.style.marginRight="4px";E.style.display="inline-block";A.appendChild(E);mxUtils.write(A,z[p]);x.appendChild(A);mxUtils.br(x);mxEvent.addListener(E, +"click",function(y){return function(){b.confirm(mxResources.get("delete")+' "'+z[y]+'"?',function(){null!=f&&f(z[y]);z.splice(y,1);l()})}}(p))}}}var m=document.createElement("div"),x=document.createElement("div");x.style.height="180px";x.style.overflow="auto";var z=mxSettings.getPlugins().slice(),C=!1;m.appendChild(x);l();C=!1;var e=mxUtils.button(mxResources.get("add"),null!=d?function(){d(function(p){p&&0>mxUtils.indexOf(z,p)&&z.push(p);l()})}:function(){var p=document.createElement("div"),A=document.createElement("span"); +A.style.marginTop="6px";mxUtils.write(A,mxResources.get("builtinPlugins")+": ");p.appendChild(A);var E=document.createElement("select");E.style.width="150px";for(A=0;A<App.publicPlugin.length;A++){var y=document.createElement("option");mxUtils.write(y,App.publicPlugin[A]);y.value=App.publicPlugin[A];E.appendChild(y)}p.appendChild(E);mxUtils.br(p);mxUtils.br(p);A=mxUtils.button(mxResources.get("custom")+"...",function(){var B=new FilenameDialog(b,"",mxResources.get("add"),function(J){b.hideDialog(); +if(null!=J&&0<J.length){J=J.split(";");for(var N=0;N<J.length;N++){var v=J[N],u=App.pluginRegistry[v];null!=u&&(v=u);0<v.length&&0>mxUtils.indexOf(z,v)&&z.push(v)}l()}},mxResources.get("enterValue")+" ("+mxResources.get("url")+")");b.showDialog(B.container,300,80,!0,!0);B.init()});A.className="geBtn";p=new CustomDialog(b,p,mxUtils.bind(this,function(){var B=App.pluginRegistry[E.value];0>mxUtils.indexOf(z,B)&&(z.push(B),l())}),null,null,null,A);b.showDialog(p.container,300,100,!0,!0)});e.className= +"geBtn";var g=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});g.className="geBtn";var k=mxUtils.button(c?mxResources.get("close"):mxResources.get("apply"),function(){C?(mxSettings.setPlugins(z),mxSettings.save(),b.hideDialog(),b.alert(mxResources.get("restartForChangeRequired"))):b.hideDialog()});k.className="geBtn gePrimaryBtn";var n=document.createElement("div");n.style.marginTop="14px";n.style.textAlign="right";var q=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/plugins")}); +q.className="geBtn";b.isOffline()&&!mxClient.IS_CHROMEAPP&&(q.style.display="none");n.appendChild(q);b.editor.cancelFirst?(c||n.appendChild(g),n.appendChild(e),n.appendChild(k)):(n.appendChild(e),n.appendChild(k),c||n.appendChild(g));m.appendChild(n);this.container=m},CropImageDialog=function(b,d,f,c){function l(){var u=E.checked,G=y.checked,I=q.geometry,M=C.width,K=C.height,H=(300-M)/2,F=(300-K)/2;I.x<H?(I.width-=H-I.x,I.x=H):I.x+I.width>H+M&&(I.width=H+M-I.x,I.x=Math.min(I.x,H+M));I.y<F?(I.height-= +F-I.y,I.y=F):I.y+I.height>F+K&&(I.height=F+K-I.y,I.y=Math.min(I.y,F+K));var P=(I.x-H)/M*100;M=100-(I.x+I.width-H)/M*100;H=(I.y-F)/K*100;I=100-(I.y+I.height-F)/K*100;return"inset("+mxUtils.format(H)+"% "+mxUtils.format(M)+"% "+mxUtils.format(I)+"% "+mxUtils.format(P)+"%"+(u?" round "+n+"%":G?" round 50%":"")+")"}function m(u){null!=g&&(!0!==u&&(g.model.setGeometry(q,k.clone()),n=5,J.value=n),g.model.setStyle(q,p+l()),g.selectAll(),B.style.visibility=E.checked?"visible":"hidden")}var x=document.createElement("div"), +z=document.createElement("div");z.style.height="300px";z.style.width="300px";z.style.display="inline-flex";z.style.justifyContent="center";z.style.alignItems="center";z.style.position="absolute";var C=document.createElement("img");C.onload=function(){function u(){g.model.setStyle(q,p+l())}g=new Graph(e);g.autoExtend=!1;g.autoScroll=!1;g.setGridEnabled(!1);g.setEnabled(!0);g.setPanning(!1);g.setConnectable(!1);g.getRubberband().setEnabled(!1);g.graphHandler.allowLivePreview=!1;var G=g.createVertexHandler; +g.createVertexHandler=function(){var R=G.apply(this,arguments);R.livePreview=!1;return R};if(null!=f)try{if("inset"==f.substring(0,5)){var I=q.geometry,M=C.width,K=C.height,H=(300-M)/2,F=(300-K)/2,P=f.match(/\(([^)]+)\)/)[1].split(/[ 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L=g.getSelectionModel().changeSelection;g.getSelectionModel().changeSelection=function(){L.call(this,[q],[q])}};C.onerror=function(){C.onload=null;C.src=Editor.errorImage};C.setAttribute("src",d);C.style.maxWidth="300px";C.style.maxHeight="300px";z.appendChild(C);x.appendChild(z);var e=document.createElement("div");e.style.width="300px";e.style.height="300px";e.style.overflow="hidden";e.style.backgroundColor="#fff9";x.appendChild(e); +var g=null,k=new mxGeometry(100,100,100,100),n=5,q=new mxCell("",k.clone(),""),p="shape=image;fillColor=none;rotatable=0;cloneable=0;deletable=0;image="+d.replace(";base64","")+";clipPath=",A=document.createElement("input");A.setAttribute("type","radio");A.setAttribute("id","croppingRect");A.setAttribute("name","croppingShape");A.setAttribute("checked","checked");A.style.margin="5px";x.appendChild(A);d=document.createElement("label");d.setAttribute("for","croppingRect");mxUtils.write(d,mxResources.get("rectangle")); +x.appendChild(d);var E=document.createElement("input");E.setAttribute("type","radio");E.setAttribute("id","croppingRounded");E.setAttribute("name","croppingShape");E.style.margin="5px";x.appendChild(E);d=document.createElement("label");d.setAttribute("for","croppingRounded");mxUtils.write(d,mxResources.get("rounded"));x.appendChild(d);var y=document.createElement("input");y.setAttribute("type","radio");y.setAttribute("id","croppingEllipse");y.setAttribute("name","croppingShape");y.style.margin="5px"; +x.appendChild(y);d=document.createElement("label");d.setAttribute("for","croppingEllipse");mxUtils.write(d,mxResources.get("ellipse"));x.appendChild(d);mxEvent.addListener(A,"change",m);mxEvent.addListener(E,"change",m);mxEvent.addListener(y,"change",m);var B=document.createElement("div");B.style.textAlign="center";B.style.visibility="hidden";var J=document.createElement("input");J.setAttribute("type","range");J.setAttribute("min","1");J.setAttribute("max","49");J.setAttribute("value",n);J.setAttribute("title", +mxResources.get("arcSize"));B.appendChild(J);x.appendChild(B);mxEvent.addListener(J,"change",function(){n=this.value;m(!0)});d=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});d.className="geBtn";z=mxUtils.button(mxResources.get("apply"),function(){c(l(),q.geometry.width,q.geometry.height);b.hideDialog()});z.className="geBtn gePrimaryBtn";var N=mxUtils.button(mxResources.get("reset"),function(){c(null,C.width,C.height);b.hideDialog()});N.className="geBtn";var v=document.createElement("div"); +v.style.marginTop="10px";v.style.textAlign="right";b.editor.cancelFirst?(v.appendChild(d),v.appendChild(N),v.appendChild(z)):(v.appendChild(N),v.appendChild(z),v.appendChild(d));x.appendChild(v);this.container=x},EditGeometryDialog=function(b,d){var f=b.editor.graph,c=1==d.length?f.getCellGeometry(d[0]):null,l=document.createElement("div"),m=document.createElement("table"),x=document.createElement("tbody"),z=document.createElement("tr"),C=document.createElement("td"),e=document.createElement("td"); +m.style.paddingLeft="6px";mxUtils.write(C,mxResources.get("relative")+":");var g=document.createElement("input");g.setAttribute("type","checkbox");null!=c&&c.relative&&(g.setAttribute("checked","checked"),g.defaultChecked=!0);this.init=function(){g.focus()};e.appendChild(g);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");e=document.createElement("td");mxUtils.write(C,mxResources.get("left")+":");var k=document.createElement("input"); +k.setAttribute("type","text");k.style.width="100px";k.value=null!=c?c.x:"";e.appendChild(k);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");e=document.createElement("td");mxUtils.write(C,mxResources.get("top")+":");var n=document.createElement("input");n.setAttribute("type","text");n.style.width="100px";n.value=null!=c?c.y:"";e.appendChild(n);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td"); +e=document.createElement("td");mxUtils.write(C,mxResources.get("dx")+":");var q=document.createElement("input");q.setAttribute("type","text");q.style.width="100px";q.value=null!=c&&null!=c.offset?c.offset.x:"";e.appendChild(q);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");e=document.createElement("td");mxUtils.write(C,mxResources.get("dy")+":");var p=document.createElement("input");p.setAttribute("type","text");p.style.width="100px"; +p.value=null!=c&&null!=c.offset?c.offset.y:"";e.appendChild(p);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");e=document.createElement("td");mxUtils.write(C,mxResources.get("width")+":");var A=document.createElement("input");A.setAttribute("type","text");A.style.width="100px";A.value=null!=c?c.width:"";e.appendChild(A);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");e= +document.createElement("td");mxUtils.write(C,mxResources.get("height")+":");var E=document.createElement("input");E.setAttribute("type","text");E.style.width="100px";E.value=null!=c?c.height:"";e.appendChild(E);z.appendChild(C);z.appendChild(e);x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");e=document.createElement("td");mxUtils.write(C,mxResources.get("rotation")+":");var y=document.createElement("input");y.setAttribute("type","text");y.style.width="100px";y.value= +1==d.length?mxUtils.getValue(f.getCellStyle(d[0]),mxConstants.STYLE_ROTATION,0):"";e.appendChild(y);z.appendChild(C);z.appendChild(e);x.appendChild(z);m.appendChild(x);l.appendChild(m);c=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});c.className="geBtn";var B=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();f.getModel().beginUpdate();try{for(var J=0;J<d.length;J++){var N=f.getCellGeometry(d[J]);null!=N&&(N=N.clone(),f.isCellMovable(d[J])&&(N.relative=g.checked, +0<mxUtils.trim(k.value).length&&(N.x=Number(k.value)),0<mxUtils.trim(n.value).length&&(N.y=Number(n.value)),0<mxUtils.trim(q.value).length&&(null==N.offset&&(N.offset=new mxPoint),N.offset.x=Number(q.value)),0<mxUtils.trim(p.value).length&&(null==N.offset&&(N.offset=new 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N||(N=!0,b.handleError({message:mxResources.get("fileExists")}));else{H= +!1;try{if(W=mxUtils.parseXml(G),"mxlibrary"==W.documentElement.nodeName){t=JSON.parse(mxUtils.getTextContent(W.documentElement));if(null!=t&&0<t.length)for(var aa=0;aa<t.length;aa++)null!=t[aa].xml?z(null,null,0,0,0,0,t[aa]):z(t[aa].data,null,0,0,t[aa].w,t[aa].h,null,"fixed",t[aa].title);H=!0}else if("mxfile"==W.documentElement.nodeName){var Y=W.documentElement.getElementsByTagName("diagram");for(aa=0;aa<Y.length;aa++){t=mxUtils.getTextContent(Y[aa]);O=b.stringToCells(Graph.decompress(t));var Z=b.editor.graph.getBoundingBoxFromGeometry(O); +z(null,null,0,0,0,0,{xml:t,w:Z.width,h:Z.height})}H=!0}}catch(ca){}H||(b.spinner.stop(),b.handleError({message:mxResources.get("errorLoadingFile")}))}}catch(ca){}return null}function C(G){G.dataTransfer.dropEffect=null!=E?"move":"copy";G.stopPropagation();G.preventDefault()}function 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function(I,M,K,H,F,P,U,T,V){null!=V&&(/(\.v(dx|sdx?))($|\?)/i.test(V.name)||/(\.vs(x|sx?))($|\?)/i.test(V.name))?b.importVisio(V,mxUtils.bind(this,function(W){z(W,M,K,H,F,P,U,"fixed",mxEvent.isAltDown(G)? +null:U.substring(0,U.lastIndexOf(".")).replace(/_/g," "))})):null!=V&&(new XMLHttpRequest).upload&&b.isRemoteFileFormat(I,V.name)?b.isExternalDataComms()?b.parseFile(V,mxUtils.bind(this,function(W){4==W.readyState&&(b.spinner.stop(),200<=W.status&&299>=W.status&&(z(W.responseText,M,K,H,F,P,U,"fixed",mxEvent.isAltDown(G)?null:U.substring(0,U.lastIndexOf(".")).replace(/_/g," ")),q.scrollTop=q.scrollHeight))})):(b.spinner.stop(),b.showError(mxResources.get("error"),mxResources.get("notInOffline"))): +(z(I,M,K,H,F,P,U,"fixed",mxEvent.isAltDown(G)?null:U.substring(0,U.lastIndexOf(".")).replace(/_/g," 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e=document.createElement("textarea");e.style.outline="none";e.style.resize="none";e.style.width=c-200+"px";e.style.height=l+"px";this.textarea=e;this.init=function(){e.focus();e.scrollTop=0};C.appendChild(e);z.appendChild(C);C=document.createElement("td");f=document.createElement("div");f.style.position="relative";f.style.border="1px solid gray";f.style.top= +"6px";f.style.width="200px";f.style.height=l+4+"px";f.style.overflow="hidden";f.style.marginBottom="16px";mxEvent.disableContextMenu(f);C.appendChild(f);var g=new Graph(f);g.setEnabled(!1);var k=b.editor.graph.cloneCell(d);g.addCells([k]);f=g.view.getState(k);var n="";null!=f.shape&&null!=f.shape.stencil&&(n=mxUtils.getPrettyXml(f.shape.stencil.desc));mxUtils.write(e,n||"");f=g.getGraphBounds();l=Math.min(160/f.width,(l-40)/f.height);g.view.scaleAndTranslate(l,20/l-f.x,20/l-f.y);z.appendChild(C); +x.appendChild(z);z=document.createElement("tr");C=document.createElement("td");C.setAttribute("colspan","2");C.style.paddingTop="2px";C.style.whiteSpace="nowrap";C.setAttribute("align","right");b.isOffline()||(l=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/shape-complex-create-edit")}),l.className="geBtn",C.appendChild(l));l=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});l.className="geBtn";b.editor.cancelFirst&&C.appendChild(l); +var q=function(p,A,E){var y=e.value,B=mxUtils.parseXml(y);y=mxUtils.getPrettyXml(B.documentElement);B=B.documentElement.getElementsByTagName("parsererror");if(null!=B&&0<B.length)b.showError(mxResources.get("error"),mxResources.get("containsValidationErrors"),mxResources.get("ok"));else if(E&&b.hideDialog(),B=!p.model.contains(A),!E||B||y!=n){y=Graph.compress(y);p.getModel().beginUpdate();try{if(B){var J=b.editor.graph.getFreeInsertPoint();A.geometry.x=J.x;A.geometry.y=J.y;p.addCell(A)}p.setCellStyles(mxConstants.STYLE_SHAPE, +"stencil("+y+")",[A])}catch(N){throw N;}finally{p.getModel().endUpdate()}B&&(p.setSelectionCell(A),p.scrollCellToVisible(A))}};f=mxUtils.button(mxResources.get("preview"),function(){q(g,k,!1)});f.className="geBtn";C.appendChild(f);f=mxUtils.button(mxResources.get("apply"),function(){q(b.editor.graph,d,!0)});f.className="geBtn gePrimaryBtn";C.appendChild(f);b.editor.cancelFirst||C.appendChild(l);z.appendChild(C);x.appendChild(z);m.appendChild(x);this.container=m},CustomDialog=function(b,d,f,c,l,m, +x,z,C,e,g){var k=document.createElement("div");k.appendChild(d);var n=document.createElement("div");n.style.marginTop="30px";n.style.textAlign="center";null!=x&&n.appendChild(x);b.isOffline()||null==m||(d=mxUtils.button(mxResources.get("help"),function(){b.openLink(m)}),d.className="geBtn",n.appendChild(d));C=mxUtils.button(C||mxResources.get("cancel"),function(){b.hideDialog();null!=c&&c()});C.className="geBtn";z&&(C.style.display="none");b.editor.cancelFirst&&n.appendChild(C);l=mxUtils.button(l|| +mxResources.get("ok"),mxUtils.bind(this,function(){e||b.hideDialog(null,null,this.container);if(null!=f){var q=f();if("string"===typeof q){b.showError(mxResources.get("error"),q);return}}e&&b.hideDialog(null,null,this.container)}));n.appendChild(l);l.className="geBtn gePrimaryBtn";b.editor.cancelFirst||n.appendChild(C);if(null!=g)for(z=0;z<g.length;z++)(function(q,p,A){q=mxUtils.button(q,function(E){p(E)});null!=A&&q.setAttribute("title",A);q.className="geBtn";n.appendChild(q)})(g[z][0],g[z][1],g[z][2]); 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Pa=document.createElement("div");Pa.className="geTempDlgDialogMask";T.appendChild(Pa);var Qa=b.sidebar.hideTooltip;b.sidebar.hideTooltip=function(){Pa&&(T.removeChild(Pa),Pa=null,Qa.apply(this,arguments),b.sidebar.hideTooltip=Qa)};mxEvent.addListener(Pa,"click",function(){b.sidebar.hideTooltip()})}}var Ba=null;if(qa||b.sidebar.currentElt== +ia)b.sidebar.hideTooltip();else{var ua=function(sa){qa&&b.sidebar.currentElt==ia&&Ea(sa,mxEvent.getClientX(ma),mxEvent.getClientY(ma));qa=!1;oa.src="/images/icon-search.svg"};b.sidebar.hideTooltip();b.sidebar.currentElt=ia;qa=!0;oa.src="/images/aui-wait.gif";ea.isExt?C(ea,ua,function(){A(mxResources.get("cantLoadPrev"));qa=!1;oa.src="/images/icon-search.svg"}):xa(ea.url,ua)}}function J(ea,ia,oa){if(null!=L){for(var ma=L.className.split(" "),xa=0;xa<ma.length;xa++)if(-1<ma[xa].indexOf("Active")){ma.splice(xa, +1);break}L.className=ma.join(" ")}null!=ea?(L=ea,L.className+=" 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Ba=document.createElement("tr"),ua=document.createElement("th");ua.style.width="50%";ua.innerText=mxResources.get("diagram");Ba.appendChild(ua);ua=document.createElement("th");ua.style.width="25%";ua.innerText=mxResources.get("changedBy");Ba.appendChild(ua);ua=document.createElement("th");ua.style.width="25%";ua.innerText=mxResources.get("lastModifiedOn");Ba.appendChild(ua);Ea.appendChild(Ba);ka.appendChild(Ea)}for(Ba=0;Ba<ea.length;Ba++){ea[Ba].isExternal= +!ia;var sa=ea[Ba].url,Ja=(ua=mxUtils.htmlEntities(ia?mxResources.get(ea[Ba].title,null,ea[Ba].title):ea[Ba].title))||ea[Ba].url,Na=ea[Ba].imgUrl,Ra=ea[Ba].changedBy||"",Ka="";ea[Ba].lastModifiedOn&&(Ka=b.timeSince(new Date(ea[Ba].lastModifiedOn)),null==Ka&&(Ka=mxResources.get("lessThanAMinute")),Ka=mxResources.get("timeAgo",[Ka],"{1} ago"));Na||(Na=TEMPLATE_PATH+"/"+sa.substring(0,sa.length-4)+".png");sa=oa?50:15;null!=ua&&ua.length>sa&&(ua=ua.substring(0,sa)+"…");if(oa){var Pa=document.createElement("tr"); 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ua=ia[Ba];ua=ma(Ba,ua);oa.className="geTemplateCatLink";oa.setAttribute("title",ua.fullLbl);oa.innerHTML=ua.lbl;Ea.appendChild(oa);xa(Ba,ua.lblOnly,oa, +null,!0)}oa=document.createElement("div");oa.style.cssText="font-weight: bold;background: #f9f9f9;padding: 5px 0 5px 0;text-align: center;margin-top: 10px;";mxUtils.write(oa,"draw.io");Ea.appendChild(oa)}for(Ba in ea){var sa=Ia[Ba],Ja=oa=document.createElement(sa?"ul":"div");ua=ea[Ba];ua=ma(Ba,ua);if(null!=sa){var Na=document.createElement("li"),Ra=document.createElement("div");Ra.className="geTempTreeCaret geTemplateCatLink geTemplateDrawioCatLink";Ra.style.padding="0";Ra.setAttribute("title",ua.fullLbl); +Ra.innerHTML=ua.lbl;Ja=Ra;Na.appendChild(Ra);var Ka=document.createElement("ul");Ka.className="geTempTreeNested";Ka.style.visibility="hidden";for(var Pa in sa){var 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K(ea){x&&(la.scrollTop=0,ka.innerText="",pa.spin(ka),W=!1,V=!0,ha.innerText=mxResources.get("recentDiag"),Y=null,x(ba,function(){A(mxResources.get("cannotLoad"));ba([])},ea?null:m))}function H(ea){if(""==ea)null!=D&&(D.click(),D=null);else{if(null==TemplatesDialog.tagsList[c]){var ia={};for(Ja in ya)for(var oa=ya[Ja],ma=0;ma<oa.length;ma++){var xa=oa[ma];if(null!=xa.tags)for(var Ea=xa.tags.toLowerCase().split(";"),Ba=0;Ba<Ea.length;Ba++)null== +ia[Ea[Ba]]&&(ia[Ea[Ba]]=[]),ia[Ea[Ba]].push(xa)}TemplatesDialog.tagsList[c]=ia}var ua=ea.toLowerCase().split(" ");ia=TemplatesDialog.tagsList[c];if(0<da&&null==ia.__tagsList__){for(Ja in ja)for(oa=ja[Ja],ma=0;ma<oa.length;ma++)for(xa=oa[ma],Ea=xa.title.split(" "),Ea.push(Ja),Ba=0;Ba<Ea.length;Ba++){var sa=Ea[Ba].toLowerCase();null==ia[sa]&&(ia[sa]=[]);ia[sa].push(xa)}ia.__tagsList__=!0}var Ja=[];oa={};for(ma=Ea=0;ma<ua.length;ma++)if(0<ua[ma].length){sa=ia[ua[ma]];var Na={};Ja=[];if(null!=sa)for(Ba= 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class="geTempDlgContent" style="width: 100%"><div class="geTempDlgNewDiagramCat"><div class="geTempDlgNewDiagramCatLbl">'+ +mxResources.get("newDiagram")+'</div><div class="geTempDlgNewDiagramCatList"></div><div class="geTempDlgNewDiagramCatFooter"><div class="geTempDlgShowAllBtn">'+mxResources.get("showMore")+'</div></div></div><div class="geTempDlgDiagramsList"><div class="geTempDlgDiagramsListHeader"><div class="geTempDlgDiagramsListTitle"></div><div class="geTempDlgDiagramsListBtns"><div class="geTempDlgRadioBtn geTempDlgRadioBtnLarge" data-id="myDiagramsBtn"><img src="/images/my-diagrams.svg" class="geTempDlgMyDiagramsBtnImg"> <span>'+ mxResources.get("myDiagrams")+'</span></div><div class="geTempDlgRadioBtn geTempDlgRadioBtnLarge geTempDlgRadioBtnActive" data-id="allDiagramsBtn"><img src="/images/all-diagrams-sel.svg" class="geTempDlgAllDiagramsBtnImg"> <span>'+mxResources.get("allDiagrams")+'</span></div><div class="geTempDlgSpacer"> </div><div class="geTempDlgRadioBtn 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Spinner({lines:12,length:10,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"50px",zIndex:2E9});mxEvent.addListener(M.querySelector(".geTempDlgBack"),"click",function(){B();da=!1;M.querySelector(".geTemplatesList").style.display="none";Da.style.width= -"100%";Ba.style.display="";Aa.style.minHeight="calc(100% - 280px)";ya.style.display=d?"":"none";ya.value="";ba=null;E(S)});mxEvent.addListener(M.querySelector(".geTempDlgRadioBtn[data-id=allDiagramsBtn]"),"click",function(){J(this,"geTempDlgAllDiagramsBtnImg","all-diagrams","myDiagramsBtn","geTempDlgMyDiagramsBtnImg","my-diagrams",!0)&&(S=!0,null==ba?E(S):I(ba))});mxEvent.addListener(M.querySelector(".geTempDlgRadioBtn[data-id=myDiagramsBtn]"),"click",function(){J(this,"geTempDlgMyDiagramsBtnImg", 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pa=!1,ka=!1,va={},La={},la={},xa=[],ta=1,wa=0;null!=l?l(function(aa,ia){la=aa;wa=ia;H()},H):H();mxUtils.get(m,function(aa){if(!ka){ka=!0;for(aa=aa.getXml().documentElement.firstChild;null!=aa;)"undefined"!== -typeof aa.getAttribute&&null!=aa.getAttribute("title")&&xa.push({img:aa.getAttribute("img"),libs:aa.getAttribute("libs"),clibs:aa.getAttribute("clibs"),title:aa.getAttribute("title")}),aa=aa.nextSibling;D(xa)}});var qa=function(aa,ia,ha){Ca.style.display="";Fa.stop();W=!1;if(X)X=!1;else if(ia)ja.innerHTML=ia;else{ha=ha||{};ia=0;for(var ma in ha)ia+=ha[ma].length;0==aa.length&&0==ia?ja.innerHTML=mxUtils.htmlEntities(mxResources.get("noDiagrams")):G(aa,!1,U,0==ia?null:ha)}};E(S);var fa=null;mxEvent.addListener(ya, 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-(v=mxResources.get("dropbox"),d.src=IMAGE_PATH+"/dropbox-logo-white.svg"):e==b.oneDrive?(v=mxResources.get("oneDrive"),d.src=IMAGE_PATH+"/onedrive-logo-white.svg"):e==b.gitHub?(v=mxResources.get("github"),d.src=IMAGE_PATH+"/github-logo-white.svg"):e==b.gitLab?(v=mxResources.get("gitlab"),d.src=IMAGE_PATH+"/gitlab-logo.svg"):e==b.trello&&(v=mxResources.get("trello"),d.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizedIn",[v],"You are now authorized in {1}")); -f=mxUtils.button(f,c);f.insertBefore(d,f.firstChild);f.style.marginTop="6px";f.className="geBigButton";f.style.fontSize="18px";f.style.padding="14px";m.appendChild(n);m.appendChild(b);m.appendChild(f);this.container=m},FontDialog=function(b,e,f,c,m){function n(K){this.style.border="";13==K.keyCode&&N.click()}var v=document.createElement("table"),d=document.createElement("tbody");v.style.marginTop="8px";var g=document.createElement("tr");var k=document.createElement("td");k.colSpan=2;k.style.whiteSpace= -"nowrap";k.style.fontSize="10pt";k.style.fontWeight="bold";var l=document.createElement("input");l.style.cssText="margin-right:8px;margin-bottom:8px;";l.setAttribute("value","sysfonts");l.setAttribute("type","radio");l.setAttribute("name","current-fontdialog");l.setAttribute("id","fontdialog-sysfonts");k.appendChild(l);var p=document.createElement("label");p.setAttribute("for","fontdialog-sysfonts");mxUtils.write(p,mxResources.get("sysFonts",null,"System Fonts"));k.appendChild(p);g.appendChild(k); -d.appendChild(g);g=document.createElement("tr");k=document.createElement("td");k.style.whiteSpace="nowrap";k.style.fontSize="10pt";k.style.width="120px";k.style.paddingLeft="15px";mxUtils.write(k,mxResources.get("fontname",null,"Font Name")+":");g.appendChild(k);var q=document.createElement("input");"s"==c&&q.setAttribute("value",e);q.style.marginLeft="4px";q.style.width="250px";q.className="dlg_fontName_s";k=document.createElement("td");k.appendChild(q);g.appendChild(k);d.appendChild(g);g=document.createElement("tr"); -k=document.createElement("td");k.colSpan=2;k.style.whiteSpace="nowrap";k.style.fontSize="10pt";k.style.fontWeight="bold";var y=document.createElement("input");y.style.cssText="margin-right:8px;margin-bottom:8px;";y.setAttribute("value","googlefonts");y.setAttribute("type","radio");y.setAttribute("name","current-fontdialog");y.setAttribute("id","fontdialog-googlefonts");k.appendChild(y);p=document.createElement("label");p.setAttribute("for","fontdialog-googlefonts");mxUtils.write(p,mxResources.get("googleFonts", -null,"Google Fonts"));k.appendChild(p);mxClient.IS_CHROMEAPP||b.isOffline()&&!EditorUi.isElectronApp||(p=b.menus.createHelpLink("https://fonts.google.com/"),p.getElementsByTagName("img")[0].setAttribute("valign","middle"),k.appendChild(p));g.appendChild(k);d.appendChild(g);g=document.createElement("tr");k=document.createElement("td");k.style.whiteSpace="nowrap";k.style.fontSize="10pt";k.style.width="120px";k.style.paddingLeft="15px";mxUtils.write(k,mxResources.get("fontname",null,"Font Name")+":"); -g.appendChild(k);var z=document.createElement("input");"g"==c&&z.setAttribute("value",e);z.style.marginLeft="4px";z.style.width="250px";z.className="dlg_fontName_g";k=document.createElement("td");k.appendChild(z);g.appendChild(k);d.appendChild(g);g=document.createElement("tr");k=document.createElement("td");k.colSpan=2;k.style.whiteSpace="nowrap";k.style.fontSize="10pt";k.style.fontWeight="bold";var A=document.createElement("input");A.style.cssText="margin-right:8px;margin-bottom:8px;";A.setAttribute("value", -"webfonts");A.setAttribute("type","radio");A.setAttribute("name","current-fontdialog");A.setAttribute("id","fontdialog-webfonts");k.appendChild(A);p=document.createElement("label");p.setAttribute("for","fontdialog-webfonts");mxUtils.write(p,mxResources.get("webfonts",null,"Web Fonts"));k.appendChild(p);g.appendChild(k);Editor.enableWebFonts&&d.appendChild(g);g=document.createElement("tr");k=document.createElement("td");k.style.whiteSpace="nowrap";k.style.fontSize="10pt";k.style.width="120px";k.style.paddingLeft= -"15px";mxUtils.write(k,mxResources.get("fontname",null,"Font Name")+":");g.appendChild(k);var B=document.createElement("input");"w"==c&&(Editor.enableWebFonts?B.setAttribute("value",e):q.setAttribute("value",e));B.style.marginLeft="4px";B.style.width="250px";B.className="dlg_fontName_w";k=document.createElement("td");k.appendChild(B);g.appendChild(k);Editor.enableWebFonts&&d.appendChild(g);g=document.createElement("tr");k=document.createElement("td");k.style.whiteSpace="nowrap";k.style.fontSize="10pt"; -k.style.width="120px";k.style.paddingLeft="15px";mxUtils.write(k,mxResources.get("fontUrl",null,"Font URL")+":");g.appendChild(k);var J=document.createElement("input");J.setAttribute("value",f||"");J.style.marginLeft="4px";J.style.width="250px";J.className="dlg_fontUrl";k=document.createElement("td");k.appendChild(J);g.appendChild(k);Editor.enableWebFonts&&d.appendChild(g);this.init=function(){var K=q;"g"==c?K=z:"w"==c&&Editor.enableWebFonts&&(K=B);K.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode? -K.select():document.execCommand("selectAll",!1,null)};g=document.createElement("tr");k=document.createElement("td");k.colSpan=2;k.style.paddingTop="20px";k.style.whiteSpace="nowrap";k.setAttribute("align","right");b.isOffline()||(e=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/blog/external-fonts")}),e.className="geBtn",k.appendChild(e));e=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();m()});e.className="geBtn";b.editor.cancelFirst&&k.appendChild(e); -var N=mxUtils.button(mxResources.get("apply"),function(){if(l.checked){var K=q.value;var u="s"}else if(y.checked){K=z.value;var x=Editor.GOOGLE_FONTS+encodeURIComponent(K).replace(/%20/g,"+");u="g"}else A.checked&&(K=B.value,x=J.value,u="w");var G=x;var D=u,F=/(ftp|http|https):\/\/(\w+:{0,1}\w*@)?(\S+)(:[0-9]+)?(\/|\/([\w#!:.?+=&%@!\-\/]))?/;null==K||0==K.length?(v.querySelector(".dlg_fontName_"+D).style.border="1px solid red",G=!1):"w"!=D||F.test(G)?G=!0:(v.querySelector(".dlg_fontUrl").style.border= -"1px solid red",G=!1);G&&(m(K,x,u),b.hideDialog())});N.className="geBtn gePrimaryBtn";mxEvent.addListener(q,"keypress",n);mxEvent.addListener(z,"keypress",n);mxEvent.addListener(B,"keypress",n);mxEvent.addListener(J,"keypress",n);mxEvent.addListener(q,"focus",function(){l.setAttribute("checked","checked");l.checked=!0});mxEvent.addListener(z,"focus",function(){y.setAttribute("checked","checked");y.checked=!0});mxEvent.addListener(B,"focus",function(){A.setAttribute("checked","checked");A.checked= -!0});mxEvent.addListener(J,"focus",function(){A.setAttribute("checked","checked");A.checked=!0});k.appendChild(N);b.editor.cancelFirst||k.appendChild(e);g.appendChild(k);d.appendChild(g);v.appendChild(d);this.container=v}; -function AspectDialog(b,e,f,c,m){this.aspect={pageId:e||(b.pages?b.pages[0].getId():null),layerIds:f||[]};e=document.createElement("div");var n=document.createElement("h5");n.style.margin="0 0 10px";mxUtils.write(n,mxResources.get("pages"));e.appendChild(n);f=document.createElement("div");f.className="geAspectDlgList";e.appendChild(f);n=document.createElement("h5");n.style.margin="0 0 10px";mxUtils.write(n,mxResources.get("layers"));e.appendChild(n);n=document.createElement("div");n.className="geAspectDlgList"; -e.appendChild(n);this.pagesContainer=f;this.layersContainer=n;this.ui=b;f=document.createElement("div");f.style.marginTop="16px";f.style.textAlign="center";n=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=m&&m()});n.className="geBtn";b.editor.cancelFirst&&f.appendChild(n);var v=mxUtils.button(mxResources.get("ok"),mxUtils.bind(this,function(){b.hideDialog();c({pageId:this.selectedPage,layerIds:Object.keys(this.selectedLayers)})}));f.appendChild(v);v.className="geBtn gePrimaryBtn"; -b.editor.cancelFirst||f.appendChild(n);v.setAttribute("disabled","disabled");this.okBtn=v;e.appendChild(f);this.container=e}AspectDialog.prototype.init=function(){var b=this.ui.getFileData(!0);if(this.ui.pages)for(b=0;b<this.ui.pages.length;b++){var e=this.ui.updatePageRoot(this.ui.pages[b]);this.createPageItem(e.getId(),e.getName(),e.node)}else this.createPageItem("1","Page-1",mxUtils.parseXml(b).documentElement)}; -AspectDialog.prototype.createViewer=function(b,e,f,c){mxEvent.disableContextMenu(b);b.style.userSelect="none";var m=new Graph(b);m.setTooltips(!1);m.setEnabled(!1);m.setPanning(!1);m.minFitScale=null;m.maxFitScale=null;m.centerZoom=!0;e="mxGraphModel"==e.nodeName?e:Editor.parseDiagramNode(e);if(null!=e){var n=e.getAttribute("background");if(null==n||""==n||n==mxConstants.NONE)n=null!=c?c:"#ffffff";b.style.backgroundColor=n;c=new mxCodec(e.ownerDocument);b=m.getModel();c.decode(e,b);e=b.getChildCount(b.root); -c=null==f;for(n=0;n<e;n++){var v=b.getChildAt(b.root,n);b.setVisible(v,c||f==v.id)}m.maxFitScale=1;m.fit(0);m.center()}return m}; -AspectDialog.prototype.createPageItem=function(b,e,f){var c=document.createElement("div");c.className="geAspectDlgListItem";c.setAttribute("data-page-id",b);c.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(e)+"</div>";this.pagesContainer.appendChild(c);var m=this.createViewer(c.childNodes[0],f);e=mxUtils.bind(this,function(){null!=this.selectedItem&&(this.selectedItem.className="geAspectDlgListItem");this.selectedItem=c; -this.selectedPage=b;c.className+=" geAspectDlgListItemSelected";this.layersContainer.innerText="";this.selectedLayers={};this.okBtn.setAttribute("disabled","disabled");var n=m.model;n=n.getChildCells(n.getRoot());for(var v=0;v<n.length;v++)this.createLayerItem(n[v],b,m,f)});mxEvent.addListener(c,"click",e);this.aspect.pageId==b&&e()}; -AspectDialog.prototype.createLayerItem=function(b,e,f,c){e=f.convertValueToString(b)||mxResources.get("background")||"Background";var m=document.createElement("div");m.setAttribute("data-layer-id",b.id);m.className="geAspectDlgListItem";m.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(e)+"</div>";this.layersContainer.appendChild(m);this.createViewer(m.childNodes[0],c,b.id);c=mxUtils.bind(this,function(){0<=m.className.indexOf("geAspectDlgListItemSelected")? -(m.className="geAspectDlgListItem",delete this.selectedLayers[b.id],mxUtils.isEmptyObject(this.selectedLayers)&&this.okBtn.setAttribute("disabled","disabled")):(m.className+=" geAspectDlgListItemSelected",this.selectedLayers[b.id]=!0,this.okBtn.removeAttribute("disabled"))});mxEvent.addListener(m,"click",c);-1!=this.aspect.layerIds.indexOf(b.id)&&c()}; -var FilePropertiesDialog=function(b){var e=document.createElement("table"),f=document.createElement("tbody");e.style.width="100%";e.style.marginTop="8px";var c=b.getCurrentFile();var m=null!=c&&null!=c.getTitle()?c.getTitle():b.defaultFilename;var n=function(){};if(/(\.png)$/i.test(m)){n=1;var v=0;m=b.fileNode;null!=m&&(m.hasAttribute("scale")&&(n=parseFloat(m.getAttribute("scale"))),m.hasAttribute("border")&&(v=parseInt(m.getAttribute("border"))));m=document.createElement("tr");var d=document.createElement("td"); -d.style.whiteSpace="nowrap";d.style.fontSize="10pt";d.style.width="120px";mxUtils.write(d,mxResources.get("zoom")+":");m.appendChild(d);var g=document.createElement("input");g.setAttribute("value",100*n+"%");g.style.marginLeft="4px";g.style.width="180px";d=document.createElement("td");d.style.whiteSpace="nowrap";d.appendChild(g);m.appendChild(d);f.appendChild(m);m=document.createElement("tr");d=document.createElement("td");d.style.whiteSpace="nowrap";d.style.fontSize="10pt";d.style.width="120px"; -mxUtils.write(d,mxResources.get("borderWidth")+":");m.appendChild(d);var k=document.createElement("input");k.setAttribute("value",v);k.style.marginLeft="4px";k.style.width="180px";d=document.createElement("td");d.style.whiteSpace="nowrap";d.appendChild(k);m.appendChild(d);f.appendChild(m);this.init=function(){g.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?g.select():document.execCommand("selectAll",!1,null)};n=function(){null!=b.fileNode&&(b.fileNode.setAttribute("scale",Math.max(0, -parseInt(g.value)/100)),b.fileNode.setAttribute("border",Math.max(0,parseInt(k.value))),null!=c&&c.fileChanged());b.hideDialog()}}else if(!/(\.html)$/i.test(m)&&!/(\.svg)$/i.test(m)){var l=null!=c?c.isCompressed():Editor.compressXml;m=document.createElement("tr");d=document.createElement("td");d.style.whiteSpace="nowrap";d.style.fontSize="10pt";d.style.width="120px";mxUtils.write(d,mxResources.get("compressed")+":");m.appendChild(d);var p=document.createElement("input");p.setAttribute("type","checkbox"); -l&&(p.setAttribute("checked","checked"),p.defaultChecked=!0);d=document.createElement("td");d.style.whiteSpace="nowrap";d.appendChild(p);m.appendChild(d);f.appendChild(m);this.init=function(){p.focus()};n=function(){null!=b.fileNode&&l!=p.checked&&(b.fileNode.setAttribute("compressed",p.checked?"true":"false"),null!=c&&c.fileChanged());b.hideDialog()}}if(null!=c&&c.isRealtimeOptional()){m=document.createElement("tr");d=document.createElement("td");d.style.whiteSpace="nowrap";d.style.fontSize="10pt"; -d.style.width="120px";mxUtils.write(d,mxResources.get("realtimeCollaboration")+":");m.appendChild(d);var q=document.createElement("input");q.setAttribute("type","checkbox");var y=c.isRealtimeEnabled();if(y="disabled"!=b.drive.getCustomProperty(c.desc,"collaboration"))q.setAttribute("checked","checked"),q.defaultChecked=!0;prevApply=n;n=function(){prevApply();b.hideDialog();q.checked!=y&&b.spinner.spin(document.body,mxResources.get("updatingDocument"))&&c.setRealtimeEnabled(q.checked,mxUtils.bind(this, -function(z){b.spinner.stop()}),mxUtils.bind(this,function(z){b.spinner.stop();b.showError(mxResources.get("error"),null!=z&&null!=z.error?z.error.message:mxResources.get("unknownError"),mxResources.get("ok"))}))};this.init=null!=this.init?this.init:function(){q.focus()};d=document.createElement("td");d.style.whiteSpace="nowrap";d.appendChild(q);d.appendChild(b.menus.createHelpLink("https://github.com/jgraph/drawio/discussions/2672"));m.appendChild(d);f.appendChild(m)}this.init=null!=this.init?this.init: -function(){};n=mxUtils.button(mxResources.get("apply"),n);n.className="geBtn gePrimaryBtn";m=document.createElement("tr");d=document.createElement("td");d.colSpan=2;d.style.paddingTop="20px";d.style.whiteSpace="nowrap";d.setAttribute("align","center");v=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});v.className="geBtn";b.editor.cancelFirst&&d.appendChild(v);d.appendChild(n);b.editor.cancelFirst||d.appendChild(v);m.appendChild(d);f.appendChild(m);e.appendChild(f);this.container= -e},ConnectionPointsDialog=function(b,e){function f(){null!=m&&m.destroy()}var c=document.createElement("div");c.style.userSelect="none";var m=null;this.init=function(){function n(P,I){P=new mxCell("",new mxGeometry(P,I,6,6),"shape=mxgraph.basic.x;fillColor=#29b6f2;strokeColor=#29b6f2;points=[];rotatable=0;resizable=0;connectable=0;editable=0;");P.vertex=!0;P.cp=!0;return p.addCell(P)}function v(P){P=p.getSelectionCells();p.deleteCells(P)}function d(){var P=parseInt(D.value)||0;P=0>P?0:100<P?100:P; -D.value=P;var I=parseInt(H.value)||0;I=0>I?0:100<I?100:I;H.value=I;var T=parseInt(F.value)||0,R=parseInt(E.value)||0;P=p.getConnectionPoint(z,new mxConnectionConstraint(new mxPoint(P/100,I/100),!1,null,T,R));I=p.getSelectionCell();if(null!=I){T=I.geometry.clone();R=p.view.scale;var M=p.view.translate;T.x=(P.x-3*R)/R-M.x;T.y=(P.y-3*R)/R-M.y;p.model.setGeometry(I,T)}}function g(P){var I=0,T=0,R=q.geometry,M=mxUtils.format((P.geometry.x+3-R.x)/R.width);P=mxUtils.format((P.geometry.y+3-R.y)/R.height); -0>M?(I=M*R.width,M=0):1<M&&(I=(M-1)*R.width,M=1);0>P?(T=P*R.height,P=0):1<P&&(T=(P-1)*R.height,P=1);return{x:M,y:P,dx:parseInt(I),dy:parseInt(T)}}function k(){if(1==p.getSelectionCount()){var P=p.getSelectionCell();P=g(P);D.value=100*P.x;H.value=100*P.y;F.value=P.dx;E.value=P.dy;G.style.visibility=""}else G.style.visibility="hidden"}var l=document.createElement("div");l.style.width="350px";l.style.height="350px";l.style.overflow="hidden";l.style.border="1px solid lightGray";l.style.boxSizing="border-box"; -mxEvent.disableContextMenu(l);c.appendChild(l);var p=new Graph(l);p.autoExtend=!1;p.autoScroll=!1;p.setGridEnabled(!1);p.setEnabled(!0);p.setPanning(!0);p.setConnectable(!1);p.setTooltips(!1);p.minFitScale=null;p.maxFitScale=null;p.centerZoom=!0;p.maxFitScale=2;l=e.geometry;var q=new mxCell(e.value,new mxGeometry(0,0,l.width,l.height),e.style+";rotatable=0;resizable=0;connectable=0;editable=0;movable=0;");q.vertex=!0;p.addCell(q);p.dblClick=function(P,I){if(null!=I&&I!=q)p.setSelectionCell(I);else{I= -mxUtils.convertPoint(p.container,mxEvent.getClientX(P),mxEvent.getClientY(P));mxEvent.consume(P);P=p.view.scale;var T=p.view.translate;p.setSelectionCell(n((I.x-3*P)/P-T.x,(I.y-3*P)/P-T.y))}};m=new mxKeyHandler(p);m.bindKey(46,v);m.bindKey(8,v);p.getRubberband().isForceRubberbandEvent=function(P){return 0==P.evt.button&&(null==P.getCell()||P.getCell()==q)};p.panningHandler.isForcePanningEvent=function(P){return 2==P.evt.button};var y=p.isCellSelectable;p.isCellSelectable=function(P){return P==q?!1: -y.apply(this,arguments)};p.getLinkForCell=function(){return null};var z=p.view.getState(q);l=p.getAllConnectionConstraints(z);for(var A=0;null!=l&&A<l.length;A++){var B=p.getConnectionPoint(z,l[A]);n(B.x-3,B.y-3)}p.fit(8);p.center();A=mxUtils.button("",function(){p.zoomIn()});A.className="geSprite geSprite-zoomin";A.setAttribute("title",mxResources.get("zoomIn"));A.style.position="relative";A.style.outline="none";A.style.border="none";A.style.margin="2px";A.style.cursor="pointer";A.style.top=mxClient.IS_FF? -"-6px":"0px";mxUtils.setOpacity(A,60);B=mxUtils.button("",function(){p.zoomOut()});B.className="geSprite geSprite-zoomout";B.setAttribute("title",mxResources.get("zoomOut"));B.style.position="relative";B.style.outline="none";B.style.border="none";B.style.margin="2px";B.style.cursor="pointer";B.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(B,60);var J=mxUtils.button("",function(){p.fit(8);p.center()});J.className="geSprite geSprite-fit";J.setAttribute("title",mxResources.get("fit"));J.style.position= -"relative";J.style.outline="none";J.style.border="none";J.style.margin="2px";J.style.cursor="pointer";J.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(J,60);var N=mxUtils.button("",function(){p.zoomActual();p.center()});N.className="geSprite geSprite-actualsize";N.setAttribute("title",mxResources.get("actualSize"));N.style.position="relative";N.style.outline="none";N.style.border="none";N.style.margin="2px";N.style.cursor="pointer";N.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(N, -60);var K=mxUtils.button("",v);K.className="geSprite geSprite-delete";K.setAttribute("title",mxResources.get("delete"));K.style.position="relative";K.style.outline="none";K.style.border="none";K.style.margin="2px";K.style.float="right";K.style.cursor="pointer";mxUtils.setOpacity(K,10);l=document.createElement("div");l.appendChild(A);l.appendChild(B);l.appendChild(N);l.appendChild(J);l.appendChild(K);c.appendChild(l);var u=document.createElement("input");u.setAttribute("type","number");u.setAttribute("min", -"1");u.setAttribute("value","1");u.style.width="45px";u.style.position="relative";u.style.top=mxClient.IS_FF?"0px":"-4px";u.style.margin="0 4px 0 4px";l.appendChild(u);var x=document.createElement("select");x.style.position="relative";x.style.top=mxClient.IS_FF?"0px":"-4px";B=["left","right","top","bottom"];for(A=0;A<B.length;A++)J=B[A],N=document.createElement("option"),mxUtils.write(N,mxResources.get(J)),N.value=J,x.appendChild(N);l.appendChild(x);A=mxUtils.button(mxResources.get("add"),function(){var P= -parseInt(u.value);P=1>P?1:100<P?100:P;u.value=P;for(var I=x.value,T=q.geometry,R=[],M=0;M<P;M++){switch(I){case "left":var W=T.x;var X=T.y+(M+1)*T.height/(P+1);break;case "right":W=T.x+T.width;X=T.y+(M+1)*T.height/(P+1);break;case "top":W=T.x+(M+1)*T.width/(P+1);X=T.y;break;case "bottom":W=T.x+(M+1)*T.width/(P+1),X=T.y+T.height}R.push(n(W-3,X-3))}p.setSelectionCells(R)});A.style.position="relative";A.style.marginLeft="8px";A.style.top=mxClient.IS_FF?"0px":"-4px";l.appendChild(A);var G=document.createElement("div"); -G.style.margin="4px 0px 8px 0px";G.style.whiteSpace="nowrap";G.style.height="24px";l=document.createElement("span");mxUtils.write(l,mxResources.get("dx"));G.appendChild(l);var D=document.createElement("input");D.setAttribute("type","number");D.setAttribute("min","0");D.setAttribute("max","100");D.style.width="45px";D.style.margin="0 4px 0 4px";G.appendChild(D);mxUtils.write(G,"%");var F=document.createElement("input");F.setAttribute("type","number");F.style.width="45px";F.style.margin="0 4px 0 4px"; -G.appendChild(F);mxUtils.write(G,"pt");l=document.createElement("span");mxUtils.write(l,mxResources.get("dy"));l.style.marginLeft="12px";G.appendChild(l);var H=document.createElement("input");H.setAttribute("type","number");H.setAttribute("min","0");H.setAttribute("max","100");H.style.width="45px";H.style.margin="0 4px 0 4px";G.appendChild(H);mxUtils.write(G,"%");var E=document.createElement("input");E.setAttribute("type","number");E.style.width="45px";E.style.margin="0 4px 0 4px";G.appendChild(E); -mxUtils.write(G,"pt");c.appendChild(G);k();p.getSelectionModel().addListener(mxEvent.CHANGE,function(){0<p.getSelectionCount()?mxUtils.setOpacity(K,60):mxUtils.setOpacity(K,10);k()});p.addListener(mxEvent.CELLS_MOVED,k);mxEvent.addListener(D,"change",d);mxEvent.addListener(H,"change",d);mxEvent.addListener(F,"change",d);mxEvent.addListener(E,"change",d);l=mxUtils.button(mxResources.get("cancel"),function(){f();b.hideDialog()});l.className="geBtn";A=mxUtils.button(mxResources.get("apply"),function(){var P= -p.model.cells,I=[],T=[],R;for(R in P){var M=P[R];M.cp&&T.push(g(M))}T.sort(function(W,X){return W.x!=X.x?W.x-X.x:W.y!=X.y?W.y-X.y:W.dx!=X.dx?W.dx-X.dx:W.dy-X.dy});for(P=0;P<T.length;P++)0<P&&T[P].x==T[P-1].x&&T[P].y==T[P-1].y&&T[P].dx==T[P-1].dx&&T[P].dy==T[P-1].dy||I.push("["+T[P].x+","+T[P].y+",0,"+T[P].dx+","+T[P].dy+"]");b.editor.graph.setCellStyles("points","["+I.join(",")+"]",[e]);f();b.hideDialog()});A.className="geBtn gePrimaryBtn";B=mxUtils.button(mxResources.get("reset"),function(){b.editor.graph.setCellStyles("points", -null,[e]);f();b.hideDialog()});B.className="geBtn";J=document.createElement("div");J.style.marginTop="10px";J.style.textAlign="right";b.editor.cancelFirst?(J.appendChild(l),J.appendChild(B),J.appendChild(A)):(J.appendChild(B),J.appendChild(A),J.appendChild(l));c.appendChild(J)};this.destroy=f;this.container=c};(function(){"undefined"!==typeof html4&&(html4.ATTRIBS["span::data-lucid-content"]=0,html4.ATTRIBS["span::data-lucid-type"]=0,html4.ATTRIBS["font::data-font-src"]=0);Editor.prototype.appName="diagrams.net";Editor.prototype.diagramFileTypes=[{description:"diagramXmlDesc",extension:"drawio",mimeType:"text/xml"},{description:"diagramPngDesc",extension:"png",mimeType:"image/png"},{description:"diagramSvgDesc",extension:"svg",mimeType:"image/svg"},{description:"diagramHtmlDesc",extension:"html",mimeType:"text/html"}, +(n?'<span class="geTempDlgLinkToDiagram geTempDlgLinkToDiagramHint">'+mxResources.get("linkToDiagramHint")+'</span><button class="geTempDlgLinkToDiagram geTempDlgLinkToDiagramBtn">'+mxResources.get("linkToDiagram")+"</button>":"")+(k?'<div class="geTempDlgOpenBtn">'+mxResources.get("open")+"</div>":"")+'<div class="geTempDlgCreateBtn">'+mxResources.get("create")+'</div><div class="geTempDlgCancelBtn">'+mxResources.get("cancel")+"</div></div>",T=document.createElement("div");T.innerHTML=U;T.className= +"geTemplateDlg";this.container=T;c=null!=c?c:TEMPLATE_PATH+"/index.xml";l=null!=l?l:NEW_DIAGRAM_CATS_PATH+"/index.xml";var V=!1,W=!1,t=null,D=null,L=null,R=null,O=!1,Q=!0,S=!1,X=[],aa=null,Y,Z,ca=!1,fa=T.querySelector(".geTempDlgShowAllBtn"),ka=T.querySelector(".geTempDlgDiagramsTiles"),ha=T.querySelector(".geTempDlgDiagramsListTitle"),ra=T.querySelector(".geTempDlgDiagramsListBtns"),la=T.querySelector(".geTempDlgContent"),Fa=T.querySelector(".geTempDlgDiagramsList"),Ga=T.querySelector(".geTempDlgNewDiagramCat"), +Aa=T.querySelector(".geTempDlgNewDiagramCatList"),Ma=T.querySelector(".geTempDlgCreateBtn"),za=T.querySelector(".geTempDlgOpenBtn"),Da=T.querySelector(".geTempDlgSearchBox"),Ca=T.querySelector(".geTempDlgErrMsg"),pa=new Spinner({lines:12,length:10,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"50px",zIndex:2E9});mxEvent.addListener(T.querySelector(".geTempDlgBack"),"click",function(){E();ca=!1;T.querySelector(".geTemplatesList").style.display="none";la.style.width= +"100%";Ga.style.display="";Fa.style.minHeight="calc(100% - 280px)";Da.style.display=z?"":"none";Da.value="";Y=null;K(Q)});mxEvent.addListener(T.querySelector(".geTempDlgRadioBtn[data-id=allDiagramsBtn]"),"click",function(){y(this,"geTempDlgAllDiagramsBtnImg","all-diagrams","myDiagramsBtn","geTempDlgMyDiagramsBtnImg","my-diagrams",!0)&&(Q=!0,null==Y?K(Q):F(Y))});mxEvent.addListener(T.querySelector(".geTempDlgRadioBtn[data-id=myDiagramsBtn]"),"click",function(){y(this,"geTempDlgMyDiagramsBtnImg","my-diagrams", +"allDiagramsBtn","geTempDlgAllDiagramsBtnImg","all-diagrams",!0)&&(Q=!1,null==Y?K(Q):F(Y))});mxEvent.addListener(T.querySelector(".geTempDlgRadioBtn[data-id=listBtn]"),"click",function(){y(this,"geTempDlgListBtnImg","list","tilesBtn","geTempDlgTilesBtnImg","tiles",!1)&&(S=!0,u(X,!1,S,aa))});mxEvent.addListener(T.querySelector(".geTempDlgRadioBtn[data-id=tilesBtn]"),"click",function(){y(this,"geTempDlgTilesBtnImg","tiles","listBtn","geTempDlgListBtnImg","list",!1)&&(S=!1,u(X,!1,S,aa))});var qa=!1; +mxEvent.addListener(fa,"click",function(){O?(Ga.style.height="280px",Aa.style.height="190px",fa.innerText=mxResources.get("showMore"),G(va)):(Ga.style.height="440px",Aa.style.height="355px",fa.innerText=mxResources.get("showLess"),G(va,!0));O=!O});var wa=!1,Ha=!1,ya={},Ia={},ja={},va=[],ta=1,da=0;null!=g?g(function(ea,ia){ja=ea;da=ia;M()},M):M();mxUtils.get(l,function(ea){if(!Ha){Ha=!0;for(ea=ea.getXml().documentElement.firstChild;null!=ea;)"undefined"!==typeof ea.getAttribute&&null!=ea.getAttribute("title")&& +va.push({img:ea.getAttribute("img"),libs:ea.getAttribute("libs"),clibs:ea.getAttribute("clibs"),title:ea.getAttribute("title")}),ea=ea.nextSibling;G(va)}});var ba=function(ea,ia,oa){ra.style.display="";pa.stop();V=!1;if(W)W=!1;else if(ia)ka.innerText=ia;else{oa=oa||{};ia=0;for(var ma in oa)ia+=oa[ma].length;0==ea.length&&0==ia?ka.innerText=mxResources.get("noDiagrams"):u(ea,!1,S,0==ia?null:oa)}};K(Q);var na=null;mxEvent.addListener(Da,"keyup",P);mxEvent.addListener(Da,"search",P);mxEvent.addListener(Da, +"input",P);mxEvent.addListener(Ma,"click",function(ea){N(!1,!1)});k&&mxEvent.addListener(za,"click",function(ea){N(!1,!0)});n&&mxEvent.addListener(T.querySelector(".geTempDlgLinkToDiagramBtn"),"click",function(ea){N(!0)});mxEvent.addListener(T.querySelector(".geTempDlgCancelBtn"),"click",function(){null!=f&&f();p||b.hideDialog(!0)})};TemplatesDialog.tagsList={}; +var BtnDialog=function(b,d,f,c){var l=document.createElement("div");l.style.textAlign="center";var m=document.createElement("p");m.style.fontSize="16pt";m.style.padding="0px";m.style.margin="0px";m.style.color="gray";mxUtils.write(m,mxResources.get("done"));var x="Unknown",z=document.createElement("img");z.setAttribute("border","0");z.setAttribute("align","absmiddle");z.style.marginRight="10px";d==b.drive?(x=mxResources.get("googleDrive"),z.src=IMAGE_PATH+"/google-drive-logo-white.svg"):d==b.dropbox? +(x=mxResources.get("dropbox"),z.src=IMAGE_PATH+"/dropbox-logo-white.svg"):d==b.oneDrive?(x=mxResources.get("oneDrive"),z.src=IMAGE_PATH+"/onedrive-logo-white.svg"):d==b.gitHub?(x=mxResources.get("github"),z.src=IMAGE_PATH+"/github-logo-white.svg"):d==b.gitLab?(x=mxResources.get("gitlab"),z.src=IMAGE_PATH+"/gitlab-logo.svg"):d==b.trello&&(x=mxResources.get("trello"),z.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizedIn",[x],"You are now authorized in {1}")); +f=mxUtils.button(f,c);f.insertBefore(z,f.firstChild);f.style.marginTop="6px";f.className="geBigButton";f.style.fontSize="18px";f.style.padding="14px";l.appendChild(m);l.appendChild(b);l.appendChild(f);this.container=l},FontDialog=function(b,d,f,c,l){function m(J){this.style.border="";13==J.keyCode&&B.click()}var x=document.createElement("table"),z=document.createElement("tbody");x.style.marginTop="8px";var C=document.createElement("tr");var e=document.createElement("td");e.colSpan=2;e.style.whiteSpace= +"nowrap";e.style.fontSize="10pt";e.style.fontWeight="bold";var g=document.createElement("input");g.style.cssText="margin-right:8px;margin-bottom:8px;";g.setAttribute("value","sysfonts");g.setAttribute("type","radio");g.setAttribute("name","current-fontdialog");g.setAttribute("id","fontdialog-sysfonts");e.appendChild(g);var k=document.createElement("label");k.setAttribute("for","fontdialog-sysfonts");mxUtils.write(k,mxResources.get("sysFonts",null,"System Fonts"));e.appendChild(k);C.appendChild(e); +z.appendChild(C);C=document.createElement("tr");e=document.createElement("td");e.style.whiteSpace="nowrap";e.style.fontSize="10pt";e.style.width="120px";e.style.paddingLeft="15px";mxUtils.write(e,mxResources.get("fontname",null,"Font Name")+":");C.appendChild(e);var n=document.createElement("input");"s"==c&&n.setAttribute("value",d);n.style.marginLeft="4px";n.style.width="250px";n.className="dlg_fontName_s";e=document.createElement("td");e.appendChild(n);C.appendChild(e);z.appendChild(C);C=document.createElement("tr"); +e=document.createElement("td");e.colSpan=2;e.style.whiteSpace="nowrap";e.style.fontSize="10pt";e.style.fontWeight="bold";var q=document.createElement("input");q.style.cssText="margin-right:8px;margin-bottom:8px;";q.setAttribute("value","googlefonts");q.setAttribute("type","radio");q.setAttribute("name","current-fontdialog");q.setAttribute("id","fontdialog-googlefonts");e.appendChild(q);k=document.createElement("label");k.setAttribute("for","fontdialog-googlefonts");mxUtils.write(k,mxResources.get("googleFonts", +null,"Google Fonts"));e.appendChild(k);mxClient.IS_CHROMEAPP||b.isOffline()&&!EditorUi.isElectronApp||(k=b.menus.createHelpLink("https://fonts.google.com/"),k.getElementsByTagName("img")[0].setAttribute("valign","middle"),e.appendChild(k));C.appendChild(e);z.appendChild(C);C=document.createElement("tr");e=document.createElement("td");e.style.whiteSpace="nowrap";e.style.fontSize="10pt";e.style.width="120px";e.style.paddingLeft="15px";mxUtils.write(e,mxResources.get("fontname",null,"Font Name")+":"); +C.appendChild(e);var p=document.createElement("input");"g"==c&&p.setAttribute("value",d);p.style.marginLeft="4px";p.style.width="250px";p.className="dlg_fontName_g";e=document.createElement("td");e.appendChild(p);C.appendChild(e);z.appendChild(C);C=document.createElement("tr");e=document.createElement("td");e.colSpan=2;e.style.whiteSpace="nowrap";e.style.fontSize="10pt";e.style.fontWeight="bold";var A=document.createElement("input");A.style.cssText="margin-right:8px;margin-bottom:8px;";A.setAttribute("value", +"webfonts");A.setAttribute("type","radio");A.setAttribute("name","current-fontdialog");A.setAttribute("id","fontdialog-webfonts");e.appendChild(A);k=document.createElement("label");k.setAttribute("for","fontdialog-webfonts");mxUtils.write(k,mxResources.get("webfonts",null,"Web Fonts"));e.appendChild(k);C.appendChild(e);Editor.enableWebFonts&&z.appendChild(C);C=document.createElement("tr");e=document.createElement("td");e.style.whiteSpace="nowrap";e.style.fontSize="10pt";e.style.width="120px";e.style.paddingLeft= +"15px";mxUtils.write(e,mxResources.get("fontname",null,"Font Name")+":");C.appendChild(e);var E=document.createElement("input");"w"==c&&(Editor.enableWebFonts?E.setAttribute("value",d):n.setAttribute("value",d));E.style.marginLeft="4px";E.style.width="250px";E.className="dlg_fontName_w";e=document.createElement("td");e.appendChild(E);C.appendChild(e);Editor.enableWebFonts&&z.appendChild(C);C=document.createElement("tr");e=document.createElement("td");e.style.whiteSpace="nowrap";e.style.fontSize="10pt"; +e.style.width="120px";e.style.paddingLeft="15px";mxUtils.write(e,mxResources.get("fontUrl",null,"Font URL")+":");C.appendChild(e);var y=document.createElement("input");y.setAttribute("value",f||"");y.style.marginLeft="4px";y.style.width="250px";y.className="dlg_fontUrl";e=document.createElement("td");e.appendChild(y);C.appendChild(e);Editor.enableWebFonts&&z.appendChild(C);this.init=function(){var J=n;"g"==c?J=p:"w"==c&&Editor.enableWebFonts&&(J=E);J.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode? +J.select():document.execCommand("selectAll",!1,null)};C=document.createElement("tr");e=document.createElement("td");e.colSpan=2;e.style.paddingTop="20px";e.style.whiteSpace="nowrap";e.setAttribute("align","right");b.isOffline()||(d=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/blog/external-fonts")}),d.className="geBtn",e.appendChild(d));d=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();l()});d.className="geBtn";b.editor.cancelFirst&&e.appendChild(d); +var B=mxUtils.button(mxResources.get("apply"),function(){if(g.checked){var J=n.value;var N="s"}else if(q.checked){J=p.value;var v=Editor.GOOGLE_FONTS+encodeURIComponent(J).replace(/%20/g,"+");N="g"}else A.checked&&(J=E.value,v=y.value,N="w");var u=v;var G=N,I=/(ftp|http|https):\/\/(\w+:{0,1}\w*@)?(\S+)(:[0-9]+)?(\/|\/([\w#!:.?+=&%@!\-\/]))?/;null==J||0==J.length?(x.querySelector(".dlg_fontName_"+G).style.border="1px solid red",u=!1):"w"!=G||I.test(u)?u=!0:(x.querySelector(".dlg_fontUrl").style.border= +"1px solid red",u=!1);u&&(l(J,v,N),b.hideDialog())});B.className="geBtn gePrimaryBtn";mxEvent.addListener(n,"keypress",m);mxEvent.addListener(p,"keypress",m);mxEvent.addListener(E,"keypress",m);mxEvent.addListener(y,"keypress",m);mxEvent.addListener(n,"focus",function(){g.setAttribute("checked","checked");g.checked=!0});mxEvent.addListener(p,"focus",function(){q.setAttribute("checked","checked");q.checked=!0});mxEvent.addListener(E,"focus",function(){A.setAttribute("checked","checked");A.checked= +!0});mxEvent.addListener(y,"focus",function(){A.setAttribute("checked","checked");A.checked=!0});e.appendChild(B);b.editor.cancelFirst||e.appendChild(d);C.appendChild(e);z.appendChild(C);x.appendChild(z);this.container=x}; +function AspectDialog(b,d,f,c,l){this.aspect={pageId:d||(b.pages?b.pages[0].getId():null),layerIds:f||[]};d=document.createElement("div");var m=document.createElement("h5");m.style.margin="0 0 10px";mxUtils.write(m,mxResources.get("pages"));d.appendChild(m);f=document.createElement("div");f.className="geAspectDlgList";d.appendChild(f);m=document.createElement("h5");m.style.margin="0 0 10px";mxUtils.write(m,mxResources.get("layers"));d.appendChild(m);m=document.createElement("div");m.className="geAspectDlgList"; +d.appendChild(m);this.pagesContainer=f;this.layersContainer=m;this.ui=b;f=document.createElement("div");f.style.marginTop="16px";f.style.textAlign="center";m=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=l&&l()});m.className="geBtn";b.editor.cancelFirst&&f.appendChild(m);var x=mxUtils.button(mxResources.get("ok"),mxUtils.bind(this,function(){b.hideDialog();c({pageId:this.selectedPage,layerIds:Object.keys(this.selectedLayers)})}));f.appendChild(x);x.className="geBtn gePrimaryBtn"; +b.editor.cancelFirst||f.appendChild(m);x.setAttribute("disabled","disabled");this.okBtn=x;d.appendChild(f);this.container=d}AspectDialog.prototype.init=function(){var b=this.ui.getFileData(!0);if(this.ui.pages)for(b=0;b<this.ui.pages.length;b++){var d=this.ui.updatePageRoot(this.ui.pages[b]);this.createPageItem(d.getId(),d.getName(),d.node)}else this.createPageItem("1","Page-1",mxUtils.parseXml(b).documentElement)}; +AspectDialog.prototype.createViewer=function(b,d,f,c){mxEvent.disableContextMenu(b);b.style.userSelect="none";var l=new Graph(b);l.setTooltips(!1);l.setEnabled(!1);l.setPanning(!1);l.minFitScale=null;l.maxFitScale=null;l.centerZoom=!0;d="mxGraphModel"==d.nodeName?d:Editor.parseDiagramNode(d);if(null!=d){var m=d.getAttribute("background");if(null==m||""==m||m==mxConstants.NONE)m=null!=c?c:"#ffffff";b.style.backgroundColor=m;c=new mxCodec(d.ownerDocument);b=l.getModel();c.decode(d,b);d=b.getChildCount(b.root); +c=null==f;for(m=0;m<d;m++){var x=b.getChildAt(b.root,m);b.setVisible(x,c||f==x.id)}l.maxFitScale=1;l.fit(0);l.center()}return l}; +AspectDialog.prototype.createPageItem=function(b,d,f){var c=document.createElement("div");c.className="geAspectDlgListItem";c.setAttribute("data-page-id",b);c.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(d)+"</div>";this.pagesContainer.appendChild(c);var l=this.createViewer(c.childNodes[0],f);d=mxUtils.bind(this,function(){null!=this.selectedItem&&(this.selectedItem.className="geAspectDlgListItem");this.selectedItem=c; +this.selectedPage=b;c.className+=" geAspectDlgListItemSelected";this.layersContainer.innerText="";this.selectedLayers={};this.okBtn.setAttribute("disabled","disabled");var m=l.model;m=m.getChildCells(m.getRoot());for(var x=0;x<m.length;x++)this.createLayerItem(m[x],b,l,f)});mxEvent.addListener(c,"click",d);this.aspect.pageId==b&&d()}; +AspectDialog.prototype.createLayerItem=function(b,d,f,c){d=f.convertValueToString(b)||mxResources.get("background")||"Background";var l=document.createElement("div");l.setAttribute("data-layer-id",b.id);l.className="geAspectDlgListItem";l.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(d)+"</div>";this.layersContainer.appendChild(l);this.createViewer(l.childNodes[0],c,b.id);c=mxUtils.bind(this,function(){0<=l.className.indexOf("geAspectDlgListItemSelected")? +(l.className="geAspectDlgListItem",delete this.selectedLayers[b.id],mxUtils.isEmptyObject(this.selectedLayers)&&this.okBtn.setAttribute("disabled","disabled")):(l.className+=" geAspectDlgListItemSelected",this.selectedLayers[b.id]=!0,this.okBtn.removeAttribute("disabled"))});mxEvent.addListener(l,"click",c);-1!=this.aspect.layerIds.indexOf(b.id)&&c()}; +var FilePropertiesDialog=function(b){var d=document.createElement("table"),f=document.createElement("tbody");d.style.width="100%";d.style.marginTop="8px";var c=b.getCurrentFile();var l=null!=c&&null!=c.getTitle()?c.getTitle():b.defaultFilename;var m=function(){};if(/(\.png)$/i.test(l)){m=1;var x=0;l=b.fileNode;null!=l&&(l.hasAttribute("scale")&&(m=parseFloat(l.getAttribute("scale"))),l.hasAttribute("border")&&(x=parseInt(l.getAttribute("border"))));l=document.createElement("tr");var z=document.createElement("td"); +z.style.whiteSpace="nowrap";z.style.fontSize="10pt";z.style.width="120px";mxUtils.write(z,mxResources.get("zoom")+":");l.appendChild(z);var C=document.createElement("input");C.setAttribute("value",100*m+"%");C.style.marginLeft="4px";C.style.width="180px";z=document.createElement("td");z.style.whiteSpace="nowrap";z.appendChild(C);l.appendChild(z);f.appendChild(l);l=document.createElement("tr");z=document.createElement("td");z.style.whiteSpace="nowrap";z.style.fontSize="10pt";z.style.width="120px"; +mxUtils.write(z,mxResources.get("borderWidth")+":");l.appendChild(z);var e=document.createElement("input");e.setAttribute("value",x);e.style.marginLeft="4px";e.style.width="180px";z=document.createElement("td");z.style.whiteSpace="nowrap";z.appendChild(e);l.appendChild(z);f.appendChild(l);this.init=function(){C.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?C.select():document.execCommand("selectAll",!1,null)};m=function(){null!=b.fileNode&&(b.fileNode.setAttribute("scale",Math.max(0, +parseInt(C.value)/100)),b.fileNode.setAttribute("border",Math.max(0,parseInt(e.value))),null!=c&&c.fileChanged());b.hideDialog()}}else if(!/(\.html)$/i.test(l)&&!/(\.svg)$/i.test(l)){var g=null!=c?c.isCompressed():Editor.compressXml;l=document.createElement("tr");z=document.createElement("td");z.style.whiteSpace="nowrap";z.style.fontSize="10pt";z.style.width="120px";mxUtils.write(z,mxResources.get("compressed")+":");l.appendChild(z);var k=document.createElement("input");k.setAttribute("type","checkbox"); +g&&(k.setAttribute("checked","checked"),k.defaultChecked=!0);z=document.createElement("td");z.style.whiteSpace="nowrap";z.appendChild(k);l.appendChild(z);f.appendChild(l);this.init=function(){k.focus()};m=function(){null!=b.fileNode&&g!=k.checked&&(b.fileNode.setAttribute("compressed",k.checked?"true":"false"),null!=c&&c.fileChanged());b.hideDialog()}}if(null!=c&&c.isRealtimeOptional()){l=document.createElement("tr");z=document.createElement("td");z.style.whiteSpace="nowrap";z.style.fontSize="10pt"; +z.style.width="120px";mxUtils.write(z,mxResources.get("realtimeCollaboration")+":");l.appendChild(z);var n=document.createElement("input");n.setAttribute("type","checkbox");var q=c.isRealtimeEnabled();if(q="disabled"!=b.drive.getCustomProperty(c.desc,"collaboration"))n.setAttribute("checked","checked"),n.defaultChecked=!0;prevApply=m;m=function(){prevApply();b.hideDialog();n.checked!=q&&b.spinner.spin(document.body,mxResources.get("updatingDocument"))&&c.setRealtimeEnabled(n.checked,mxUtils.bind(this, +function(p){b.spinner.stop()}),mxUtils.bind(this,function(p){b.spinner.stop();b.showError(mxResources.get("error"),null!=p&&null!=p.error?p.error.message:mxResources.get("unknownError"),mxResources.get("ok"))}))};this.init=null!=this.init?this.init:function(){n.focus()};z=document.createElement("td");z.style.whiteSpace="nowrap";z.appendChild(n);z.appendChild(b.menus.createHelpLink("https://github.com/jgraph/drawio/discussions/2672"));l.appendChild(z);f.appendChild(l)}this.init=null!=this.init?this.init: +function(){};m=mxUtils.button(mxResources.get("apply"),m);m.className="geBtn gePrimaryBtn";l=document.createElement("tr");z=document.createElement("td");z.colSpan=2;z.style.paddingTop="20px";z.style.whiteSpace="nowrap";z.setAttribute("align","center");x=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});x.className="geBtn";b.editor.cancelFirst&&z.appendChild(x);z.appendChild(m);b.editor.cancelFirst||z.appendChild(x);l.appendChild(z);f.appendChild(l);d.appendChild(f);this.container= +d},ConnectionPointsDialog=function(b,d){function f(){null!=l&&l.destroy()}var c=document.createElement("div");c.style.userSelect="none";var l=null;this.init=function(){function m(H,F){H=new mxCell("",new mxGeometry(H,F,6,6),"shape=mxgraph.basic.x;fillColor=#29b6f2;strokeColor=#29b6f2;points=[];rotatable=0;resizable=0;connectable=0;editable=0;");H.vertex=!0;H.cp=!0;return k.addCell(H)}function x(H){H=k.getSelectionCells();k.deleteCells(H)}function z(){var H=parseInt(G.value)||0;H=0>H?0:100<H?100:H; +G.value=H;var 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q=k.isCellSelectable;k.isCellSelectable=function(H){return H==n?!1: +q.apply(this,arguments)};k.getLinkForCell=function(){return null};var p=k.view.getState(n);g=k.getAllConnectionConstraints(p);for(var A=0;null!=g&&A<g.length;A++){var E=k.getConnectionPoint(p,g[A]);m(E.x-3,E.y-3)}k.fit(8);k.center();A=mxUtils.button("",function(){k.zoomIn()});A.className="geSprite geSprite-zoomin";A.setAttribute("title",mxResources.get("zoomIn"));A.style.position="relative";A.style.outline="none";A.style.border="none";A.style.margin="2px";A.style.cursor="pointer";A.style.top=mxClient.IS_FF? +"-6px":"0px";mxUtils.setOpacity(A,60);E=mxUtils.button("",function(){k.zoomOut()});E.className="geSprite geSprite-zoomout";E.setAttribute("title",mxResources.get("zoomOut"));E.style.position="relative";E.style.outline="none";E.style.border="none";E.style.margin="2px";E.style.cursor="pointer";E.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(E,60);var y=mxUtils.button("",function(){k.fit(8);k.center()});y.className="geSprite geSprite-fit";y.setAttribute("title",mxResources.get("fit"));y.style.position= +"relative";y.style.outline="none";y.style.border="none";y.style.margin="2px";y.style.cursor="pointer";y.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(y,60);var B=mxUtils.button("",function(){k.zoomActual();k.center()});B.className="geSprite geSprite-actualsize";B.setAttribute("title",mxResources.get("actualSize"));B.style.position="relative";B.style.outline="none";B.style.border="none";B.style.margin="2px";B.style.cursor="pointer";B.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(B, +60);var J=mxUtils.button("",x);J.className="geSprite 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+parseInt(N.value);H=1>H?1:100<H?100:H;N.value=H;for(var F=v.value,P=n.geometry,U=[],T=0;T<H;T++){switch(F){case "left":var V=P.x;var W=P.y+(T+1)*P.height/(H+1);break;case "right":V=P.x+P.width;W=P.y+(T+1)*P.height/(H+1);break;case "top":V=P.x+(T+1)*P.width/(H+1);W=P.y;break;case "bottom":V=P.x+(T+1)*P.width/(H+1),W=P.y+P.height}U.push(m(V-3,W-3))}k.setSelectionCells(U)});A.style.position="relative";A.style.marginLeft="8px";A.style.top=mxClient.IS_FF?"0px":"-4px";g.appendChild(A);var u=document.createElement("div"); +u.style.margin="4px 0px 8px 0px";u.style.whiteSpace="nowrap";u.style.height="24px";g=document.createElement("span");mxUtils.write(g,mxResources.get("dx"));u.appendChild(g);var G=document.createElement("input");G.setAttribute("type","number");G.setAttribute("min","0");G.setAttribute("max","100");G.style.width="45px";G.style.margin="0 4px 0 4px";u.appendChild(G);mxUtils.write(u,"%");var I=document.createElement("input");I.setAttribute("type","number");I.style.width="45px";I.style.margin="0 4px 0 4px"; +u.appendChild(I);mxUtils.write(u,"pt");g=document.createElement("span");mxUtils.write(g,mxResources.get("dy"));g.style.marginLeft="12px";u.appendChild(g);var M=document.createElement("input");M.setAttribute("type","number");M.setAttribute("min","0");M.setAttribute("max","100");M.style.width="45px";M.style.margin="0 4px 0 4px";u.appendChild(M);mxUtils.write(u,"%");var K=document.createElement("input");K.setAttribute("type","number");K.style.width="45px";K.style.margin="0 4px 0 4px";u.appendChild(K); 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{description:"diagramXmlDesc",extension:"xml",mimeType:"text/xml"}];Editor.prototype.libraryFileTypes=[{description:"Library (.drawiolib, .xml)",extensions:["drawiolib","xml"]}];Editor.prototype.fileExtensions=[{ext:"html",title:"filetypeHtml"},{ext:"png",title:"filetypePng"},{ext:"svg",title:"filetypeSvg"}];Editor.styles=[{},{commonStyle:{fontColor:"#5C5C5C",strokeColor:"#006658",fillColor:"#21C0A5"}},{commonStyle:{fontColor:"#095C86",strokeColor:"#AF45ED",fillColor:"#F694C1"},edgeStyle:{strokeColor:"#60E696"}}, {commonStyle:{fontColor:"#46495D",strokeColor:"#788AA3",fillColor:"#B2C9AB"}},{commonStyle:{fontColor:"#5AA9E6",strokeColor:"#FF6392",fillColor:"#FFE45E"}},{commonStyle:{fontColor:"#1D3557",strokeColor:"#457B9D",fillColor:"#A8DADC"},graph:{background:"#F1FAEE"}},{commonStyle:{fontColor:"#393C56",strokeColor:"#E07A5F",fillColor:"#F2CC8F"},graph:{background:"#F4F1DE",gridColor:"#D4D0C0"}},{commonStyle:{fontColor:"#143642",strokeColor:"#0F8B8D",fillColor:"#FAE5C7"},edgeStyle:{strokeColor:"#A8201A"}, graph:{background:"#DAD2D8",gridColor:"#ABA4A9"}},{commonStyle:{fontColor:"#FEFAE0",strokeColor:"#DDA15E",fillColor:"#BC6C25"},graph:{background:"#283618",gridColor:"#48632C"}},{commonStyle:{fontColor:"#E4FDE1",strokeColor:"#028090",fillColor:"#F45B69"},graph:{background:"#114B5F",gridColor:"#0B3240"}},{},{vertexStyle:{strokeColor:"#D0CEE2",fillColor:"#FAD9D5"},edgeStyle:{strokeColor:"#09555B"},commonStyle:{fontColor:"#1A1A1A"}},{vertexStyle:{strokeColor:"#BAC8D3",fillColor:"#09555B",fontColor:"#EEEEEE"}, edgeStyle:{strokeColor:"#0B4D6A"}},{vertexStyle:{strokeColor:"#D0CEE2",fillColor:"#5D7F99"},edgeStyle:{strokeColor:"#736CA8"},commonStyle:{fontColor:"#1A1A1A"}},{vertexStyle:{strokeColor:"#FFFFFF",fillColor:"#182E3E",fontColor:"#FFFFFF"},edgeStyle:{strokeColor:"#23445D"},graph:{background:"#FCE7CD",gridColor:"#CFBDA8"}},{vertexStyle:{strokeColor:"#FFFFFF",fillColor:"#F08E81"},edgeStyle:{strokeColor:"#182E3E"},commonStyle:{fontColor:"#1A1A1A"},graph:{background:"#B0E3E6",gridColor:"#87AEB0"}},{vertexStyle:{strokeColor:"#909090", fillColor:"#F5AB50"},edgeStyle:{strokeColor:"#182E3E"},commonStyle:{fontColor:"#1A1A1A"},graph:{background:"#EEEEEE"}},{vertexStyle:{strokeColor:"#EEEEEE",fillColor:"#56517E",fontColor:"#FFFFFF"},edgeStyle:{strokeColor:"#182E3E"},graph:{background:"#FAD9D5",gridColor:"#BFA6A3"}},{vertexStyle:{strokeColor:"#BAC8D3",fillColor:"#B1DDF0",fontColor:"#182E3E"},edgeStyle:{strokeColor:"#EEEEEE",fontColor:"#FFFFFF"},graph:{background:"#09555B",gridColor:"#13B4C2"}},{vertexStyle:{fillColor:"#EEEEEE",fontColor:"#1A1A1A"}, 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Fold",type:"bool",defVal:!1,isVisible:function(t,C){return 0<t.vertices.length&&C.editorUi.editor.graph.isContainer(t.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. 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Angle",type:"int",defVal:-41,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")&&0<t.vertices.length}},{name:"curveFitting",dispName:"Curve Fitting",type:"float",defVal:.95,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")}},{name:"simplification",dispName:"Simplification",type:"float",defVal:0,min:0,max:1,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough? +"1":"0")}},{name:"disableMultiStroke",dispName:"Disable Multi Stroke",type:"bool",defVal:!1,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")}},{name:"disableMultiStrokeFill",dispName:"Disable Multi Stroke Fill",type:"bool",defVal:!1,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")&&0<t.vertices.length}},{name:"dashOffset",dispName:"Dash Offset",type:"int",defVal:-1,isVisible:function(t,D){return"1"== +mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")&&0<t.vertices.length}},{name:"dashGap",dispName:"Dash Gap",type:"int",defVal:-1,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")&&0<t.vertices.length}},{name:"zigzagOffset",dispName:"ZigZag Offset",type:"int",defVal:-1,isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")&&0<t.vertices.length}},{name:"sketchStyle",dispName:"Sketch Style",type:"enum", +defVal:"rough",enumList:[{val:"rough",dispName:"Rough"},{val:"comic",dispName:"Comic"}],isVisible:function(t,D){return"1"==mxUtils.getValue(t.style,"sketch","1"==urlParams.rough?"1":"0")}}];Editor.commonEdgeProperties=[{type:"separator"},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"sourcePortConstraint",dispName:"Source Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"}, +{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"targetPortConstraint",dispName:"Target Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"jettySize",dispName:"Jetty Size",type:"int",min:0,defVal:"auto",allowAuto:!0,isVisible:function(t){return"orthogonalEdgeStyle"==mxUtils.getValue(t.style,mxConstants.STYLE_EDGE,null)}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"startFill",dispName:"Start Fill",type:"bool",defVal:!0},{name:"endFill",dispName:"End Fill",type:"bool",defVal:!0},{name:"perimeterSpacing",dispName:"Terminal Spacing",type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash", +dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump", +dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop Routing",type:"bool",defVal:!1},{name:"orthogonal",dispName:"Orthogonal",type:"bool",defVal:!1}].concat(Editor.commonProperties);Editor.commonVertexProperties=[{name:"colspan",dispName:"Colspan",type:"int",min:1,defVal:1,isVisible:function(t,D){D=D.editorUi.editor.graph;return 1==t.vertices.length&& +0==t.edges.length&&D.isTableCell(t.vertices[0])}},{name:"rowspan",dispName:"Rowspan",type:"int",min:1,defVal:1,isVisible:function(t,D){D=D.editorUi.editor.graph;return 1==t.vertices.length&&0==t.edges.length&&D.isTableCell(t.vertices[0])}},{type:"separator"},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",getDefaultValue:function(t,D){t=D.editorUi.editor.graph.getCellStyle(1==t.vertices.length&&0==t.edges.length?t.vertices[0]:null);return"1"==mxUtils.getValue(t,"resizeLastRow","0")}, +isVisible:function(t,D){D=D.editorUi.editor.graph;return 1==t.vertices.length&&0==t.edges.length&&D.isTable(t.vertices[0])}},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",getDefaultValue:function(t,D){t=D.editorUi.editor.graph.getCellStyle(1==t.vertices.length&&0==t.edges.length?t.vertices[0]:null);return"1"==mxUtils.getValue(t,"resizeLast","0")},isVisible:function(t,D){D=D.editorUi.editor.graph;return 1==t.vertices.length&&0==t.edges.length&&D.isTable(t.vertices[0])}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"overflow",dispName:"Text Overflow",defVal:"visible",type:"enum",enumList:[{val:"visible",dispName:"Visible"},{val:"hidden",dispName:"Hidden"},{val:"block",dispName:"Block"},{val:"fill",dispName:"Fill"},{val:"width",dispName:"Width"}]},{name:"noLabel",dispName:"Hide Label",type:"bool",defVal:!1},{name:"labelPadding",dispName:"Label Padding",type:"float", +defVal:0},{name:"direction",dispName:"Direction",type:"enum",defVal:"east",enumList:[{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraint",dispName:"Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraintRotation",dispName:"Rotate Constraint",type:"bool", +defVal:!1},{name:"connectable",dispName:"Connectable",type:"bool",getDefaultValue:function(t,D){return D.editorUi.editor.graph.isCellConnectable(0<t.vertices.length&&0==t.edges.length?t.vertices[0]:null)},isVisible:function(t,D){return 0<t.vertices.length&&0==t.edges.length}},{name:"allowArrows",dispName:"Allow Arrows",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"perimeter",dispName:"Perimeter",defVal:"none",type:"enum",enumList:[{val:"none",dispName:"None"}, +{val:"rectanglePerimeter",dispName:"Rectangle"},{val:"ellipsePerimeter",dispName:"Ellipse"},{val:"rhombusPerimeter",dispName:"Rhombus"},{val:"trianglePerimeter",dispName:"Triangle"},{val:"hexagonPerimeter2",dispName:"Hexagon"},{val:"lifelinePerimeter",dispName:"Lifeline"},{val:"orthogonalPerimeter",dispName:"Orthogonal"},{val:"backbonePerimeter",dispName:"Backbone"},{val:"calloutPerimeter",dispName:"Callout"},{val:"parallelogramPerimeter",dispName:"Parallelogram"},{val:"trapezoidPerimeter",dispName:"Trapezoid"}, +{val:"stepPerimeter",dispName:"Step"},{val:"centerPerimeter",dispName:"Center"}]},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"container",dispName:"Container",type:"bool",defVal:!1,isVisible:function(t,D){return 1==t.vertices.length&&0==t.edges.length}},{name:"dropTarget",dispName:"Drop Target",type:"bool",getDefaultValue:function(t,D){t=1==t.vertices.length&&0==t.edges.length?t.vertices[0]:null;D=D.editorUi.editor.graph;return null!=t&&(D.isSwimlane(t)||0<D.model.getChildCount(t))}, +isVisible:function(t,D){return 1==t.vertices.length&&0==t.edges.length}},{name:"collapsible",dispName:"Collapsible",type:"bool",getDefaultValue:function(t,D){var L=1==t.vertices.length&&0==t.edges.length?t.vertices[0]:null;D=D.editorUi.editor.graph;return null!=L&&(D.isContainer(L)&&"0"!=t.style.collapsible||!D.isContainer(L)&&"1"==t.style.collapsible)},isVisible:function(t,D){return 1==t.vertices.length&&0==t.edges.length}},{name:"recursiveResize",dispName:"Resize Children",type:"bool",defVal:!0, +isVisible:function(t,D){return 1==t.vertices.length&&0==t.edges.length&&!D.editorUi.editor.graph.isSwimlane(t.vertices[0])&&null==mxUtils.getValue(t.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(t,D){D=D.editorUi.editor.graph.model;return 0<t.vertices.length?D.isVertex(D.getParent(t.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog", +type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(t,D){t=0<t.vertices.length?D.editorUi.editor.graph.getCellGeometry(t.vertices[0]):null;return null!=t&&!t.relative}},{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed Width",type:"bool",defVal:!1},{name:"resizable", +dispName:"Resizable",type:"bool",defVal:!0},{name:"resizeWidth",dispName:"Resize Width",type:"bool",defVal:!1},{name:"resizeHeight",dispName:"Resize Height",type:"bool",defVal:!1},{name:"rotatable",dispName:"Rotatable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"treeFolding",dispName:"Tree Folding",type:"bool",defVal:!1},{name:"treeMoving",dispName:"Tree Moving",type:"bool",defVal:!1},{name:"pointerEvents", +dispName:"Pointer Events",type:"bool",defVal:!0,isVisible:function(t,D){var L=mxUtils.getValue(t.style,mxConstants.STYLE_FILLCOLOR,null);return D.editorUi.editor.graph.isSwimlane(t.vertices[0])||null==L||L==mxConstants.NONE||0==mxUtils.getValue(t.style,mxConstants.STYLE_FILL_OPACITY,100)||0==mxUtils.getValue(t.style,mxConstants.STYLE_OPACITY,100)||null!=t.style.pointerEvents}},{name:"moveCells",dispName:"Move Cells on Fold",type:"bool",defVal:!1,isVisible:function(t,D){return 0<t.vertices.length&& +D.editorUi.editor.graph.isContainer(t.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; +Editor.createRoughCanvas=function(t){var D=rough.canvas({getContext:function(){return t}});D.draw=function(L){var R=L.sets||[];L=L.options||this.getDefaultOptions();for(var O=0;O<R.length;O++){var Q=R[O];switch(Q.type){case "path":null!=L.stroke&&this._drawToContext(t,Q,L);break;case "fillPath":this._drawToContext(t,Q,L);break;case "fillSketch":this.fillSketch(t,Q,L)}}};D.fillSketch=function(L,R,O){var Q=t.state.strokeColor,S=t.state.strokeWidth,X=t.state.strokeAlpha,aa=t.state.dashed,Y=O.fillWeight; +0>Y&&(Y=O.strokeWidth/2);t.setStrokeAlpha(t.state.fillAlpha);t.setStrokeColor(O.fill||"");t.setStrokeWidth(Y);t.setDashed(!1);this._drawToContext(L,R,O);t.setDashed(aa);t.setStrokeWidth(S);t.setStrokeColor(Q);t.setStrokeAlpha(X)};D._drawToContext=function(L,R,O){L.begin();for(var Q=0;Q<R.ops.length;Q++){var S=R.ops[Q],X=S.data;switch(S.op){case "move":L.moveTo(X[0],X[1]);break;case "bcurveTo":L.curveTo(X[0],X[1],X[2],X[3],X[4],X[5]);break;case "lineTo":L.lineTo(X[0],X[1])}}L.end();"fillPath"===R.type&& +O.filled?L.fill():L.stroke()};return D};(function(){function t(Q,S,X){this.canvas=Q;this.rc=S;this.shape=X;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,t.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,t.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,t.prototype.rect);this.originalRoundrect=this.canvas.roundrect;this.canvas.roundrect= mxUtils.bind(this,t.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,t.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,t.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,t.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,t.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this, t.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,t.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,t.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,t.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,t.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke=mxUtils.bind(this,t.prototype.fillAndStroke); -this.path=[];this.passThrough=!1}t.prototype.moveOp="M";t.prototype.lineOp="L";t.prototype.quadOp="Q";t.prototype.curveOp="C";t.prototype.closeOp="Z";t.prototype.getStyle=function(S,U){var V=1;if(null!=this.shape.state){var Y=this.shape.state.cell.id;if(null!=Y)for(var ba=0;ba<Y.length;ba++)V=(V<<5)-V+Y.charCodeAt(ba)<<0}V={strokeWidth:this.canvas.state.strokeWidth,seed:V,preserveVertices:!0};Y=this.rc.getDefaultOptions();V.stroke=S?this.canvas.state.strokeColor===mxConstants.NONE?"transparent":this.canvas.state.strokeColor: -mxConstants.NONE;S=null;(V.filled=U)?(V.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,S=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):V.fill="";V.bowing=mxUtils.getValue(this.shape.style,"bowing",Y.bowing);V.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",Y.hachureAngle);V.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting",Y.curveFitting);V.roughness=mxUtils.getValue(this.shape.style,"jiggle", -Y.roughness);V.simplification=mxUtils.getValue(this.shape.style,"simplification",Y.simplification);V.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",Y.disableMultiStroke);V.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",Y.disableMultiStrokeFill);U=mxUtils.getValue(this.shape.style,"hachureGap",-1);V.hachureGap="auto"==U?-1:U;V.dashGap=mxUtils.getValue(this.shape.style,"dashGap",U);V.dashOffset=mxUtils.getValue(this.shape.style,"dashOffset", -U);V.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",U);U=mxUtils.getValue(this.shape.style,"fillWeight",-1);V.fillWeight="auto"==U?-1:U;U=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==U&&(U=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),U=null!=V.fill&&(null!=S||null!=U&&V.fill==U)?"solid":Y.fillStyle);V.fillStyle=U;return V};t.prototype.begin=function(){this.passThrough?this.originalBegin.apply(this.canvas, -arguments):this.path=[]};t.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};t.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var S=2;S<arguments.length;S+=2)this.lastX=arguments[S-1],this.lastY=arguments[S],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))};t.prototype.lineTo=function(S,U){this.passThrough?this.originalLineTo.apply(this.canvas,arguments):(this.addOp(this.lineOp, -S,U),this.lastX=S,this.lastY=U)};t.prototype.moveTo=function(S,U){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,S,U),this.lastX=S,this.lastY=U,this.firstX=S,this.firstY=U)};t.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};t.prototype.quadTo=function(S,U,V,Y){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,S,U,V,Y),this.lastX=V,this.lastY=Y)}; -t.prototype.curveTo=function(S,U,V,Y,ba,Z){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,S,U,V,Y,ba,Z),this.lastX=ba,this.lastY=Z)};t.prototype.arcTo=function(S,U,V,Y,ba,Z,da){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var ea=mxUtils.arcToCurves(this.lastX,this.lastY,S,U,V,Y,ba,Z,da);if(null!=ea)for(var ja=0;ja<ea.length;ja+=6)this.curveTo(ea[ja],ea[ja+1],ea[ja+2],ea[ja+3],ea[ja+4],ea[ja+5]);this.lastX=Z;this.lastY=da}};t.prototype.rect= -function(S,U,V,Y){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(S,U,V,Y,this.getStyle(!0,!0)))};t.prototype.ellipse=function(S,U,V,Y){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(S+V/2,U+Y/2,V,Y,this.getStyle(!0,!0)))};t.prototype.roundrect=function(S,U,V,Y,ba,Z){this.passThrough?this.originalRoundrect.apply(this.canvas,arguments):(this.begin(),this.moveTo(S+ -ba,U),this.lineTo(S+V-ba,U),this.quadTo(S+V,U,S+V,U+Z),this.lineTo(S+V,U+Y-Z),this.quadTo(S+V,U+Y,S+V-ba,U+Y),this.lineTo(S+ba,U+Y),this.quadTo(S,U+Y,S,U+Y-Z),this.lineTo(S,U+Z),this.quadTo(S,U,S+ba,U))};t.prototype.drawPath=function(S){if(0<this.path.length){this.passThrough=!0;try{this.rc.path(this.path.join(" "),S)}catch(V){}this.passThrough=!1}else if(null!=this.nextShape){for(var U in S)this.nextShape.options[U]=S[U];S.stroke!=mxConstants.NONE&&null!=S.stroke||delete this.nextShape.options.stroke; -S.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};t.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};t.prototype.fill=function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};t.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0, -!0))};t.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin;this.canvas.end=this.originalEnd; -this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(S){return new t(S,Editor.createRoughCanvas(S),this)};var C=mxShape.prototype.createHandJiggle;mxShape.prototype.createHandJiggle=function(S){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?C.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle","rough")?this.createComicCanvas(S): -this.createRoughCanvas(S)};var L=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(S,U,V,Y,ba){null!=S.handJiggle&&S.handJiggle.passThrough||L.apply(this,arguments)};var Q=mxShape.prototype.paint;mxShape.prototype.paint=function(S){var U=S.addTolerance,V=!0;null!=this.style&&(V="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=S.handJiggle&&S.handJiggle.constructor==t&&!this.outline){S.save();var Y=this.fill,ba=this.stroke;this.stroke= -this.fill=null;var Z=this.configurePointerEvents,da=S.setStrokeColor;S.setStrokeColor=function(){};var ea=S.setFillColor;S.setFillColor=function(){};V||null==Y||(this.configurePointerEvents=function(){});S.handJiggle.passThrough=!0;Q.apply(this,arguments);S.handJiggle.passThrough=!1;S.setFillColor=ea;S.setStrokeColor=da;this.configurePointerEvents=Z;this.stroke=ba;this.fill=Y;S.restore();V&&null!=Y&&(S.addTolerance=function(){})}Q.apply(this,arguments);S.addTolerance=U};var O=mxShape.prototype.paintGlassEffect; -mxShape.prototype.paintGlassEffect=function(S,U,V,Y,ba,Z){null!=S.handJiggle&&S.handJiggle.constructor==t?(S.handJiggle.passThrough=!0,O.apply(this,arguments),S.handJiggle.passThrough=!1):O.apply(this,arguments)}})();Editor.fastCompress=function(t){return null==t||0==t.length||"undefined"===typeof pako?t:Graph.arrayBufferToString(pako.deflateRaw(t))};Editor.fastDecompress=function(t){return null==t||0==t.length||"undefined"===typeof pako?t:pako.inflateRaw(Graph.stringToArrayBuffer(atob(t)),{to:"string"})}; -Editor.extractGraphModel=function(t,C,L){if(null!=t&&"undefined"!==typeof pako){var Q=t.ownerDocument.getElementsByTagName("div"),O=[];if(null!=Q&&0<Q.length)for(var S=0;S<Q.length;S++)if("mxgraph"==Q[S].getAttribute("class")){O.push(Q[S]);break}0<O.length&&(Q=O[0].getAttribute("data-mxgraph"),null!=Q?(O=JSON.parse(Q),null!=O&&null!=O.xml&&(t=mxUtils.parseXml(O.xml),t=t.documentElement)):(O=O[0].getElementsByTagName("div"),0<O.length&&(Q=mxUtils.getTextContent(O[0]),Q=Graph.decompress(Q,null,L),0< -Q.length&&(t=mxUtils.parseXml(Q),t=t.documentElement))))}if(null!=t&&"svg"==t.nodeName)if(Q=t.getAttribute("content"),null!=Q&&"<"!=Q.charAt(0)&&"%"!=Q.charAt(0)&&(Q=unescape(window.atob?atob(Q):Base64.decode(cont,Q))),null!=Q&&"%"==Q.charAt(0)&&(Q=decodeURIComponent(Q)),null!=Q&&0<Q.length)t=mxUtils.parseXml(Q).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==t||C||(O=null,"diagram"==t.nodeName?O=t:"mxfile"==t.nodeName&&(Q=t.getElementsByTagName("diagram"),0<Q.length&& -(O=Q[Math.max(0,Math.min(Q.length-1,urlParams.page||0))])),null!=O&&(t=Editor.parseDiagramNode(O,L)));null==t||"mxGraphModel"==t.nodeName||C&&"mxfile"==t.nodeName||(t=null);return t};Editor.parseDiagramNode=function(t,C){var L=mxUtils.trim(mxUtils.getTextContent(t)),Q=null;0<L.length?(t=Graph.decompress(L,null,C),null!=t&&0<t.length&&(Q=mxUtils.parseXml(t).documentElement)):(t=mxUtils.getChildNodes(t),0<t.length&&(Q=mxUtils.createXmlDocument(),Q.appendChild(Q.importNode(t[0],!0)),Q=Q.documentElement)); -return Q};Editor.getDiagramNodeXml=function(t){var C=mxUtils.getTextContent(t),L=null;0<C.length?L=Graph.decompress(C):null!=t.firstChild&&(L=mxUtils.getXml(t.firstChild));return L};Editor.extractGraphModelFromPdf=function(t){t=t.substring(t.indexOf(",")+1);t=window.atob&&!mxClient.IS_SF?atob(t):Base64.decode(t,!0);if("%PDF-1.7"==t.substring(0,8)){var C=t.indexOf("EmbeddedFile");if(-1<C){var L=t.indexOf("stream",C)+9;if(0<t.substring(C,L).indexOf("application#2Fvnd.jgraph.mxfile"))return C=t.indexOf("endstream", -L-1),pako.inflateRaw(Graph.stringToArrayBuffer(t.substring(L,C)),{to:"string"})}return null}L=null;C="";for(var Q=0,O=0,S=[],U=null;O<t.length;){var V=t.charCodeAt(O);O+=1;10!=V&&(C+=String.fromCharCode(V));V=="/Subject (%3Cmxfile".charCodeAt(Q)?Q++:Q=0;if(19==Q){var Y=t.indexOf("%3C%2Fmxfile%3E)",O)+15;O-=9;if(Y>O){L=t.substring(O,Y);break}}10==V&&("endobj"==C?U=null:"obj"==C.substring(C.length-3,C.length)||"xref"==C||"trailer"==C?(U=[],S[C.split(" ")[0]]=U):null!=U&&U.push(C),C="")}null==L&&(L= -Editor.extractGraphModelFromXref(S));null!=L&&(L=decodeURIComponent(L.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return L};Editor.extractGraphModelFromXref=function(t){var C=t.trailer,L=null;null!=C&&(C=/.* \/Info (\d+) (\d+) R/g.exec(C.join("\n")),null!=C&&0<C.length&&(C=t[C[1]],null!=C&&(C=/.* \/Subject (\d+) (\d+) R/g.exec(C.join("\n")),null!=C&&0<C.length&&(t=t[C[1]],null!=t&&(t=t.join("\n"),L=t.substring(1,t.length-1))))));return L};Editor.extractParserError=function(t,C){var L=null;t=null!= -t?t.getElementsByTagName("parsererror"):null;null!=t&&0<t.length&&(L=C||mxResources.get("invalidChars"),C=t[0].getElementsByTagName("div"),0<C.length&&(L=mxUtils.getTextContent(C[0])));return null!=L?mxUtils.trim(L):L};Editor.addRetryToError=function(t,C){null!=t&&(t=null!=t.error?t.error:t,null==t.retry&&(t.retry=C))};Editor.configure=function(t,C){if(null!=t){Editor.config=t;Editor.configVersion=t.version;Menus.prototype.defaultFonts=t.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors= +this.path=[];this.passThrough=!1}t.prototype.moveOp="M";t.prototype.lineOp="L";t.prototype.quadOp="Q";t.prototype.curveOp="C";t.prototype.closeOp="Z";t.prototype.getStyle=function(Q,S){var X=1;if(null!=this.shape.state){var aa=this.shape.state.cell.id;if(null!=aa)for(var Y=0;Y<aa.length;Y++)X=(X<<5)-X+aa.charCodeAt(Y)<<0}X={strokeWidth:this.canvas.state.strokeWidth,seed:X,preserveVertices:!0};aa=this.rc.getDefaultOptions();X.stroke=Q?this.canvas.state.strokeColor===mxConstants.NONE?"transparent": +this.canvas.state.strokeColor:mxConstants.NONE;Q=null;(X.filled=S)?(X.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,Q=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):X.fill="";X.bowing=mxUtils.getValue(this.shape.style,"bowing",aa.bowing);X.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",aa.hachureAngle);X.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting",aa.curveFitting);X.roughness=mxUtils.getValue(this.shape.style, +"jiggle",aa.roughness);X.simplification=mxUtils.getValue(this.shape.style,"simplification",aa.simplification);X.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",aa.disableMultiStroke);X.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",aa.disableMultiStrokeFill);S=mxUtils.getValue(this.shape.style,"hachureGap",-1);X.hachureGap="auto"==S?-1:S;X.dashGap=mxUtils.getValue(this.shape.style,"dashGap",S);X.dashOffset=mxUtils.getValue(this.shape.style, +"dashOffset",S);X.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",S);S=mxUtils.getValue(this.shape.style,"fillWeight",-1);X.fillWeight="auto"==S?-1:S;S=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==S&&(S=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),S=null!=X.fill&&(null!=Q||null!=S&&X.fill==S)?"solid":aa.fillStyle);X.fillStyle=S;return X};t.prototype.begin=function(){this.passThrough? +this.originalBegin.apply(this.canvas,arguments):this.path=[]};t.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};t.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var Q=2;Q<arguments.length;Q+=2)this.lastX=arguments[Q-1],this.lastY=arguments[Q],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))};t.prototype.lineTo=function(Q,S){this.passThrough?this.originalLineTo.apply(this.canvas, +arguments):(this.addOp(this.lineOp,Q,S),this.lastX=Q,this.lastY=S)};t.prototype.moveTo=function(Q,S){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,Q,S),this.lastX=Q,this.lastY=S,this.firstX=Q,this.firstY=S)};t.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};t.prototype.quadTo=function(Q,S,X,aa){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,Q, +S,X,aa),this.lastX=X,this.lastY=aa)};t.prototype.curveTo=function(Q,S,X,aa,Y,Z){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,Q,S,X,aa,Y,Z),this.lastX=Y,this.lastY=Z)};t.prototype.arcTo=function(Q,S,X,aa,Y,Z,ca){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var fa=mxUtils.arcToCurves(this.lastX,this.lastY,Q,S,X,aa,Y,Z,ca);if(null!=fa)for(var ka=0;ka<fa.length;ka+=6)this.curveTo(fa[ka],fa[ka+1],fa[ka+2],fa[ka+3],fa[ka+4],fa[ka+ +5]);this.lastX=Z;this.lastY=ca}};t.prototype.rect=function(Q,S,X,aa){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(Q,S,X,aa,this.getStyle(!0,!0)))};t.prototype.ellipse=function(Q,S,X,aa){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(Q+X/2,S+aa/2,X,aa,this.getStyle(!0,!0)))};t.prototype.roundrect=function(Q,S,X,aa,Y,Z){this.passThrough?this.originalRoundrect.apply(this.canvas, +arguments):(this.begin(),this.moveTo(Q+Y,S),this.lineTo(Q+X-Y,S),this.quadTo(Q+X,S,Q+X,S+Z),this.lineTo(Q+X,S+aa-Z),this.quadTo(Q+X,S+aa,Q+X-Y,S+aa),this.lineTo(Q+Y,S+aa),this.quadTo(Q,S+aa,Q,S+aa-Z),this.lineTo(Q,S+Z),this.quadTo(Q,S,Q+Y,S))};t.prototype.drawPath=function(Q){if(0<this.path.length){this.passThrough=!0;try{this.rc.path(this.path.join(" "),Q)}catch(X){}this.passThrough=!1}else if(null!=this.nextShape){for(var S in Q)this.nextShape.options[S]=Q[S];Q.stroke!=mxConstants.NONE&&null!=Q.stroke|| +delete this.nextShape.options.stroke;Q.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};t.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};t.prototype.fill=function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};t.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas, +arguments):this.drawPath(this.getStyle(!0,!0))};t.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin; +this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(Q){return new t(Q,Editor.createRoughCanvas(Q),this)};var D=mxShape.prototype.createHandJiggle;mxShape.prototype.createHandJiggle=function(Q){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?D.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle", +"rough")?this.createComicCanvas(Q):this.createRoughCanvas(Q)};var L=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(Q,S,X,aa,Y){null!=Q.handJiggle&&Q.handJiggle.passThrough||L.apply(this,arguments)};var R=mxShape.prototype.paint;mxShape.prototype.paint=function(Q){var S=Q.addTolerance,X=!0;null!=this.style&&(X="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=Q.handJiggle&&Q.handJiggle.constructor==t&&!this.outline){Q.save(); +var aa=this.fill,Y=this.stroke;this.stroke=this.fill=null;var Z=this.configurePointerEvents,ca=Q.setStrokeColor;Q.setStrokeColor=function(){};var fa=Q.setFillColor;Q.setFillColor=function(){};X||null==aa||(this.configurePointerEvents=function(){});Q.handJiggle.passThrough=!0;R.apply(this,arguments);Q.handJiggle.passThrough=!1;Q.setFillColor=fa;Q.setStrokeColor=ca;this.configurePointerEvents=Z;this.stroke=Y;this.fill=aa;Q.restore();X&&null!=aa&&(Q.addTolerance=function(){})}R.apply(this,arguments); +Q.addTolerance=S};var O=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(Q,S,X,aa,Y,Z){null!=Q.handJiggle&&Q.handJiggle.constructor==t?(Q.handJiggle.passThrough=!0,O.apply(this,arguments),Q.handJiggle.passThrough=!1):O.apply(this,arguments)}})();Editor.fastCompress=function(t){return null==t||0==t.length||"undefined"===typeof pako?t:Graph.arrayBufferToString(pako.deflateRaw(t))};Editor.fastDecompress=function(t){return null==t||0==t.length||"undefined"===typeof pako? +t:pako.inflateRaw(Graph.stringToArrayBuffer(atob(t)),{to:"string"})};Editor.extractGraphModel=function(t,D,L){if(null!=t&&"undefined"!==typeof pako){var R=t.ownerDocument.getElementsByTagName("div"),O=[];if(null!=R&&0<R.length)for(var Q=0;Q<R.length;Q++)if("mxgraph"==R[Q].getAttribute("class")){O.push(R[Q]);break}0<O.length&&(R=O[0].getAttribute("data-mxgraph"),null!=R?(O=JSON.parse(R),null!=O&&null!=O.xml&&(t=mxUtils.parseXml(O.xml),t=t.documentElement)):(O=O[0].getElementsByTagName("div"),0<O.length&& +(R=mxUtils.getTextContent(O[0]),R=Graph.decompress(R,null,L),0<R.length&&(t=mxUtils.parseXml(R),t=t.documentElement))))}if(null!=t&&"svg"==t.nodeName)if(R=t.getAttribute("content"),null!=R&&"<"!=R.charAt(0)&&"%"!=R.charAt(0)&&(R=unescape(window.atob?atob(R):Base64.decode(cont,R))),null!=R&&"%"==R.charAt(0)&&(R=decodeURIComponent(R)),null!=R&&0<R.length)t=mxUtils.parseXml(R).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==t||D||(O=null,"diagram"==t.nodeName?O=t:"mxfile"== +t.nodeName&&(R=t.getElementsByTagName("diagram"),0<R.length&&(O=R[Math.max(0,Math.min(R.length-1,urlParams.page||0))])),null!=O&&(t=Editor.parseDiagramNode(O,L)));null==t||"mxGraphModel"==t.nodeName||D&&"mxfile"==t.nodeName||(t=null);return t};Editor.parseDiagramNode=function(t,D){var L=mxUtils.trim(mxUtils.getTextContent(t)),R=null;0<L.length?(t=Graph.decompress(L,null,D),null!=t&&0<t.length&&(R=mxUtils.parseXml(t).documentElement)):(t=mxUtils.getChildNodes(t),0<t.length&&(R=mxUtils.createXmlDocument(), +R.appendChild(R.importNode(t[0],!0)),R=R.documentElement));return R};Editor.getDiagramNodeXml=function(t){var D=mxUtils.getTextContent(t),L=null;0<D.length?L=Graph.decompress(D):null!=t.firstChild&&(L=mxUtils.getXml(t.firstChild));return L};Editor.extractGraphModelFromPdf=function(t){t=t.substring(t.indexOf(",")+1);t=window.atob&&!mxClient.IS_SF?atob(t):Base64.decode(t,!0);if("%PDF-1.7"==t.substring(0,8)){var D=t.indexOf("EmbeddedFile");if(-1<D){var L=t.indexOf("stream",D)+9;if(0<t.substring(D,L).indexOf("application#2Fvnd.jgraph.mxfile"))return D= +t.indexOf("endstream",L-1),pako.inflateRaw(Graph.stringToArrayBuffer(t.substring(L,D)),{to:"string"})}return null}L=null;D="";for(var R=0,O=0,Q=[],S=null;O<t.length;){var X=t.charCodeAt(O);O+=1;10!=X&&(D+=String.fromCharCode(X));X=="/Subject (%3Cmxfile".charCodeAt(R)?R++:R=0;if(19==R){var aa=t.indexOf("%3C%2Fmxfile%3E)",O)+15;O-=9;if(aa>O){L=t.substring(O,aa);break}}10==X&&("endobj"==D?S=null:"obj"==D.substring(D.length-3,D.length)||"xref"==D||"trailer"==D?(S=[],Q[D.split(" ")[0]]=S):null!=S&&S.push(D), +D="")}null==L&&(L=Editor.extractGraphModelFromXref(Q));null!=L&&(L=decodeURIComponent(L.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return L};Editor.extractGraphModelFromXref=function(t){var D=t.trailer,L=null;null!=D&&(D=/.* \/Info (\d+) (\d+) R/g.exec(D.join("\n")),null!=D&&0<D.length&&(D=t[D[1]],null!=D&&(D=/.* \/Subject (\d+) (\d+) R/g.exec(D.join("\n")),null!=D&&0<D.length&&(t=t[D[1]],null!=t&&(t=t.join("\n"),L=t.substring(1,t.length-1))))));return L};Editor.extractParserError=function(t,D){var L= +null;t=null!=t?t.getElementsByTagName("parsererror"):null;null!=t&&0<t.length&&(L=D||mxResources.get("invalidChars"),D=t[0].getElementsByTagName("div"),0<D.length&&(L=mxUtils.getTextContent(D[0])));return null!=L?mxUtils.trim(L):L};Editor.addRetryToError=function(t,D){null!=t&&(t=null!=t.error?t.error:t,null==t.retry&&(t.retry=D))};Editor.configure=function(t,D){if(null!=t){Editor.config=t;Editor.configVersion=t.version;Menus.prototype.defaultFonts=t.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors= t.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=t.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=t.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes=t.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=t.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=t.autosaveDelay||DrawioFile.prototype.autosaveDelay; t.debug&&(urlParams.test="1");null!=t.templateFile&&(EditorUi.templateFile=t.templateFile);null!=t.styles&&(Array.isArray(t.styles)?Editor.styles=t.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=t.globalVars&&(Editor.globalVars=t.globalVars);null!=t.compressXml&&(Editor.compressXml=t.compressXml);null!=t.includeDiagram&&(Editor.defaultIncludeDiagram=t.includeDiagram);null!=t.simpleLabels&&(Editor.simpleLabels=t.simpleLabels);null!=t.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker= t.oneDriveInlinePicker);null!=t.darkColor&&(Editor.darkColor=t.darkColor);null!=t.lightColor&&(Editor.lightColor=t.lightColor);null!=t.settingsName&&(Editor.configurationKey="."+t.settingsName+"-configuration",Editor.settingsKey="."+t.settingsName+"-config",mxSettings.key=Editor.settingsKey);t.customFonts&&(Menus.prototype.defaultFonts=t.customFonts.concat(Menus.prototype.defaultFonts));t.customPresetColors&&(ColorDialog.prototype.presetColors=t.customPresetColors.concat(ColorDialog.prototype.presetColors)); -null!=t.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=t.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=t.css){var L=document.createElement("style");L.setAttribute("type","text/css");L.appendChild(document.createTextNode(t.css));var Q=document.getElementsByTagName("script")[0];Q.parentNode.insertBefore(L,Q)}null!=t.libraries&&(Sidebar.prototype.customEntries=t.libraries);null!=t.enabledLibraries&&(Array.isArray(t.enabledLibraries)?Sidebar.prototype.enabledLibraries= +null!=t.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=t.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=t.css){var L=document.createElement("style");L.setAttribute("type","text/css");L.appendChild(document.createTextNode(t.css));var R=document.getElementsByTagName("script")[0];R.parentNode.insertBefore(L,R)}null!=t.libraries&&(Sidebar.prototype.customEntries=t.libraries);null!=t.enabledLibraries&&(Array.isArray(t.enabledLibraries)?Sidebar.prototype.enabledLibraries= t.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=t.defaultLibraries&&(Sidebar.prototype.defaultEntries=t.defaultLibraries);null!=t.defaultCustomLibraries&&(Editor.defaultCustomLibraries=t.defaultCustomLibraries);null!=t.enableCustomLibraries&&(Editor.enableCustomLibraries=t.enableCustomLibraries);null!=t.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=t.defaultVertexStyle);null!=t.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=t.defaultEdgeStyle); null!=t.defaultPageVisible&&(Graph.prototype.defaultPageVisible=t.defaultPageVisible);null!=t.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=t.defaultGridEnabled);null!=t.zoomWheel&&(Graph.zoomWheel=t.zoomWheel);null!=t.zoomFactor&&(L=parseFloat(t.zoomFactor),!isNaN(L)&&1<L?Graph.prototype.zoomFactor=L:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=t.gridSteps&&(L=parseInt(t.gridSteps),!isNaN(L)&&0<L?mxGraphView.prototype.gridSteps=L:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps")); -null!=t.pageFormat&&(L=parseInt(t.pageFormat.width),Q=parseInt(t.pageFormat.height),!isNaN(L)&&0<L&&!isNaN(Q)&&0<Q?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,L,Q),mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));t.thumbWidth&&(Sidebar.prototype.thumbWidth=t.thumbWidth);t.thumbHeight&&(Sidebar.prototype.thumbHeight=t.thumbHeight);t.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml= +null!=t.pageFormat&&(L=parseInt(t.pageFormat.width),R=parseInt(t.pageFormat.height),!isNaN(L)&&0<L&&!isNaN(R)&&0<R?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,L,R),mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));t.thumbWidth&&(Sidebar.prototype.thumbWidth=t.thumbWidth);t.thumbHeight&&(Sidebar.prototype.thumbHeight=t.thumbHeight);t.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml= t.emptyLibraryXml);t.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=t.emptyDiagramXml);t.sidebarWidth&&(EditorUi.prototype.hsplitPosition=t.sidebarWidth);t.sidebarTitles&&(Sidebar.prototype.sidebarTitles=t.sidebarTitles);t.sidebarTitleSize&&(L=parseInt(t.sidebarTitleSize),!isNaN(L)&&0<L?Sidebar.prototype.sidebarTitleSize=L:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));t.fontCss&&("string"===typeof t.fontCss?Editor.configureFontCss(t.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss")); -null!=t.autosaveDelay&&(L=parseInt(t.autosaveDelay),!isNaN(L)&&0<L?DrawioFile.prototype.autosaveDelay=L:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay"));if(null!=t.plugins&&!C)for(App.initPluginCallback(),C=0;C<t.plugins.length;C++)mxscript(t.plugins[C]);null!=t.maxImageBytes&&(EditorUi.prototype.maxImageBytes=t.maxImageBytes);null!=t.maxImageSize&&(EditorUi.prototype.maxImageSize=t.maxImageSize);null!=t.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=t.shareCursorPosition); -null!=t.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=t.showRemoteCursors)}};Editor.configureFontCss=function(t){if(null!=t){Editor.prototype.fontCss=t;var C=document.getElementsByTagName("script")[0];if(null!=C&&null!=C.parentNode){var L=document.createElement("style");L.setAttribute("type","text/css");L.appendChild(document.createTextNode(t));C.parentNode.insertBefore(L,C);t=t.split("url(");for(L=1;L<t.length;L++){var Q=t[L].indexOf(")");Q=Editor.trimCssUrl(t[L].substring(0,Q));var O= -document.createElement("link");O.setAttribute("rel","preload");O.setAttribute("href",Q);O.setAttribute("as","font");O.setAttribute("crossorigin","");C.parentNode.insertBefore(O,C)}}}};Editor.trimCssUrl=function(t){return t.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(t){t=null!= -t?t:Editor.GUID_LENGTH;for(var C=[],L=0;L<t;L++)C.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return C.join("")};Editor.prototype.timeout=25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(t){t=null!=t&&"mxlibrary"!=t.nodeName?this.extractGraphModel(t):null;if(null!=t){var C=Editor.extractParserError(t, -mxResources.get("invalidOrMissingFile"));if(C)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[t],"cause",[C]),Error(mxResources.get("notADiagramFile")+" ("+C+")");if("mxGraphModel"==t.nodeName){C=t.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=C&&""!=C)C!=this.graph.currentStyle&&(L=null!=this.graph.themes?this.graph.themes[C]:mxUtils.load(STYLE_PATH+"/"+C+".xml").getDocumentElement(),null!=L&&(Q=new mxCodec(L.ownerDocument),Q.decode(L,this.graph.getStylesheet()))); -else{var L=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=L){var Q=new mxCodec(L.ownerDocument);Q.decode(L,this.graph.getStylesheet())}}this.graph.currentStyle=C;this.graph.mathEnabled="1"==urlParams.math||"1"==t.getAttribute("math");C=t.getAttribute("backgroundImage");null!=C?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(C)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&& -this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==t.getAttribute("shadow"),!1);if(C=t.getAttribute("extFonts"))try{for(C=C.split("|").map(function(O){O=O.split("^");return{name:O[0],url:O[1]}}),L=0;L<C.length;L++)this.graph.addExtFont(C[L].name,C[L].url)}catch(O){console.log("ExtFonts format error: "+O.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")|| -"Invalid data",toString:function(){return this.message}};};var e=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(t,C){t=null!=t?t:!0;var L=e.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&L.setAttribute("style",this.graph.currentStyle);var Q=this.graph.getBackgroundImageObject(this.graph.backgroundImage,C);null!=Q&&L.setAttribute("backgroundImage",JSON.stringify(Q));L.setAttribute("math",this.graph.mathEnabled?"1":"0");L.setAttribute("shadow", -this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(Q=this.graph.extFonts.map(function(O){return O.name+"^"+O.url}),L.setAttribute("extFonts",Q.join("|")));return L};Editor.prototype.isDataSvg=function(t){try{var C=mxUtils.parseXml(t).documentElement.getAttribute("content");if(null!=C&&(null!=C&&"<"!=C.charAt(0)&&"%"!=C.charAt(0)&&(C=unescape(window.atob?atob(C):Base64.decode(cont,C))),null!=C&&"%"==C.charAt(0)&&(C=decodeURIComponent(C)),null!=C&&0<C.length)){var L= -mxUtils.parseXml(C).documentElement;return"mxfile"==L.nodeName||"mxGraphModel"==L.nodeName}}catch(Q){}return!1};Editor.prototype.extractGraphModel=function(t,C,L){return Editor.extractGraphModel.apply(this,arguments)};var f=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform(); -f.apply(this,arguments)};var c=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){c.apply(this,arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(t,C){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){t=null!=t?t:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(O){try{MathJax.typesetClear([O]), -MathJax.typeset([O]),Editor.onMathJaxDone()}catch(S){MathJax.typesetClear([O]),null!=S.retry?S.retry.then(function(){MathJax.typesetPromise([O]).then(Editor.onMathJaxDone)}):null!=window.console&&console.log("Error in MathJax: "+S.toString())}};window.MathJax=null!=C?C:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var O=0;O<Editor.mathJaxQueue.length;O++)Editor.doMathJaxRender(Editor.mathJaxQueue[O])}}}; -Editor.MathJaxRender=function(O){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(O):Editor.mathJaxQueue.push(O)};Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var L=Editor.prototype.init;Editor.prototype.init=function(){L.apply(this,arguments);var O=mxUtils.bind(this,function(S,U){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE, -O);this.graph.addListener(mxEvent.REFRESH,O)};C=document.getElementsByTagName("script");if(null!=C&&0<C.length){var Q=document.createElement("script");Q.setAttribute("type","text/javascript");Q.setAttribute("src",t);C[0].parentNode.appendChild(Q)}}};Editor.prototype.csvToArray=function(t){if(0<t.length){var C="",L=[""],Q=0,O=!0,S;t=$jscomp.makeIterator(t);for(S=t.next();!S.done;S=t.next())S=S.value,'"'===S?(O&&S===C&&(L[Q]+=S),O=!O):","===S&&O?S=L[++Q]="":L[Q]+=S,C=S;return L}return[]};Editor.prototype.isCorsEnabledForUrl= -function(t){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||t.substring(0,window.location.origin.length)==window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp=new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(t)||"https://raw.githubusercontent.com/"===t.substring(0,34)||"https://fonts.googleapis.com/"===t.substring(0,29)||"https://fonts.gstatic.com/"===t.substring(0,26)};Editor.prototype.createImageUrlConverter= -function(){var t=new mxUrlConverter;t.updateBaseUrl();var C=t.convert,L=this;t.convert=function(Q){if(null!=Q){var O="http://"==Q.substring(0,7)||"https://"==Q.substring(0,8);O&&!navigator.onLine?Q=Editor.svgBrokenImage.src:!O||Q.substring(0,t.baseUrl.length)==t.baseUrl||L.crossOriginImages&&L.isCorsEnabledForUrl(Q)?"chrome-extension://"==Q.substring(0,19)||mxClient.IS_CHROMEAPP||(Q=C.apply(this,arguments)):Q=PROXY_URL+"?url="+encodeURIComponent(Q)}return Q};return t};Editor.createSvgDataUri=function(t){return"data:image/svg+xml;base64,"+ -btoa(unescape(encodeURIComponent(t)))};Editor.prototype.convertImageToDataUri=function(t,C){try{var L=!0,Q=window.setTimeout(mxUtils.bind(this,function(){L=!1;C(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(t))mxUtils.get(t,mxUtils.bind(this,function(S){window.clearTimeout(Q);L&&C(Editor.createSvgDataUri(S.getText()))}),function(){window.clearTimeout(Q);L&&C(Editor.svgBrokenImage.src)});else{var O=new Image;this.crossOriginImages&&(O.crossOrigin="anonymous");O.onload=function(){window.clearTimeout(Q); -if(L)try{var S=document.createElement("canvas"),U=S.getContext("2d");S.height=O.height;S.width=O.width;U.drawImage(O,0,0);C(S.toDataURL())}catch(V){C(Editor.svgBrokenImage.src)}};O.onerror=function(){window.clearTimeout(Q);L&&C(Editor.svgBrokenImage.src)};O.src=t}}catch(S){C(Editor.svgBrokenImage.src)}};Editor.prototype.convertImages=function(t,C,L,Q){null==Q&&(Q=this.createImageUrlConverter());var O=0,S=L||{};L=mxUtils.bind(this,function(U,V){U=t.getElementsByTagName(U);for(var Y=0;Y<U.length;Y++)mxUtils.bind(this, -function(ba){try{if(null!=ba){var Z=Q.convert(ba.getAttribute(V));if(null!=Z&&"data:"!=Z.substring(0,5)){var da=S[Z];null==da?(O++,this.convertImageToDataUri(Z,function(ea){null!=ea&&(S[Z]=ea,ba.setAttribute(V,ea));O--;0==O&&C(t)})):ba.setAttribute(V,da)}else null!=Z&&ba.setAttribute(V,Z)}}catch(ea){}})(U[Y])});L("image","xlink:href");L("img","src");0==O&&C(t)};Editor.base64Encode=function(t){for(var C="",L=0,Q=t.length,O,S,U;L<Q;){O=t.charCodeAt(L++)&255;if(L==Q){C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>> -2);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4);C+="==";break}S=t.charCodeAt(L++);if(L==Q){C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4|(S&240)>>4);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((S&15)<<2);C+="=";break}U=t.charCodeAt(L++);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>> -2);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4|(S&240)>>4);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((S&15)<<2|(U&192)>>6);C+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(U&63)}return C};Editor.prototype.loadUrl=function(t,C,L,Q,O,S,U,V){try{var Y=!U&&(Q||/(\.png)($|\?)/i.test(t)||/(\.jpe?g)($|\?)/i.test(t)||/(\.gif)($|\?)/i.test(t)||/(\.pdf)($|\?)/i.test(t));O=null!=O?O:!0;var ba=mxUtils.bind(this, -function(){mxUtils.get(t,mxUtils.bind(this,function(Z){if(200<=Z.getStatus()&&299>=Z.getStatus()){if(null!=C){var da=Z.getText();if(Y){if((9==document.documentMode||10==document.documentMode)&&"undefined"!==typeof window.mxUtilsBinaryToArray){Z=mxUtilsBinaryToArray(Z.request.responseBody).toArray();da=Array(Z.length);for(var ea=0;ea<Z.length;ea++)da[ea]=String.fromCharCode(Z[ea]);da=da.join("")}S=null!=S?S:"data:image/png;base64,";da=S+Editor.base64Encode(da)}C(da)}}else null!=L&&(0==Z.getStatus()? -L({message:mxResources.get("accessDenied")},Z):404==Z.getStatus()?L({code:Z.getStatus()},Z):L({message:mxResources.get("error")+" "+Z.getStatus()},Z))}),function(Z){null!=L&&L({message:mxResources.get("error")+" "+Z.getStatus()})},Y,this.timeout,function(){O&&null!=L&&L({code:App.ERROR_TIMEOUT,retry:ba})},V)});ba()}catch(Z){null!=L&&L(Z)}};Editor.prototype.absoluteCssFonts=function(t){var C=null;if(null!=t){var L=t.split("url(");if(0<L.length){C=[L[0]];t=window.location.pathname;var Q=null!=t?t.lastIndexOf("/"): --1;0<=Q&&(t=t.substring(0,Q+1));Q=document.getElementsByTagName("base");var O=null;null!=Q&&0<Q.length&&(O=Q[0].getAttribute("href"));for(var S=1;S<L.length;S++)if(Q=L[S].indexOf(")"),0<Q){var U=Editor.trimCssUrl(L[S].substring(0,Q));this.graph.isRelativeUrl(U)&&(U=null!=O?O+U:window.location.protocol+"//"+window.location.hostname+("/"==U.charAt(0)?"":t)+U);C.push('url("'+U+'"'+L[S].substring(Q))}else C.push(L[S])}else C=[t]}return null!=C?C.join(""):null};Editor.prototype.mapFontUrl=function(t,C, -L){/^https?:\/\//.test(C)&&!this.isCorsEnabledForUrl(C)&&(C=PROXY_URL+"?url="+encodeURIComponent(C));L(t,C)};Editor.prototype.embedCssFonts=function(t,C){var L=t.split("url("),Q=0;null==this.cachedFonts&&(this.cachedFonts={});var O=mxUtils.bind(this,function(){if(0==Q){for(var Y=[L[0]],ba=1;ba<L.length;ba++){var Z=L[ba].indexOf(")");Y.push('url("');Y.push(this.cachedFonts[Editor.trimCssUrl(L[ba].substring(0,Z))]);Y.push('"'+L[ba].substring(Z))}C(Y.join(""))}});if(0<L.length){for(t=1;t<L.length;t++){var S= -L[t].indexOf(")"),U=null,V=L[t].indexOf("format(",S);0<V&&(U=Editor.trimCssUrl(L[t].substring(V+7,L[t].indexOf(")",V))));mxUtils.bind(this,function(Y){if(null==this.cachedFonts[Y]){this.cachedFonts[Y]=Y;Q++;var ba="application/x-font-ttf";if("svg"==U||/(\.svg)($|\?)/i.test(Y))ba="image/svg+xml";else if("otf"==U||"embedded-opentype"==U||/(\.otf)($|\?)/i.test(Y))ba="application/x-font-opentype";else if("woff"==U||/(\.woff)($|\?)/i.test(Y))ba="application/font-woff";else if("woff2"==U||/(\.woff2)($|\?)/i.test(Y))ba= -"application/font-woff2";else if("eot"==U||/(\.eot)($|\?)/i.test(Y))ba="application/vnd.ms-fontobject";else if("sfnt"==U||/(\.sfnt)($|\?)/i.test(Y))ba="application/font-sfnt";this.mapFontUrl(ba,Y,mxUtils.bind(this,function(Z,da){this.loadUrl(da,mxUtils.bind(this,function(ea){this.cachedFonts[Y]=ea;Q--;O()}),mxUtils.bind(this,function(ea){Q--;O()}),!0,null,"data:"+Z+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(L[t].substring(0,S)),U)}O()}else C(t)};Editor.prototype.loadFonts=function(t){null!= -this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(C){this.resolvedFontCss=C;null!=t&&t()})):null!=t&&t()};Editor.prototype.createGoogleFontCache=function(){var t={},C;for(C in Graph.fontMapping)Graph.isCssFontUrl(C)&&(t[C]=Graph.fontMapping[C]);return t};Editor.prototype.embedExtFonts=function(t){var C=this.graph.getCustomFonts();if(0<C.length){var L=[],Q=0;null==this.cachedGoogleFonts&&(this.cachedGoogleFonts=this.createGoogleFontCache());for(var O= -mxUtils.bind(this,function(){0==Q&&this.embedCssFonts(L.join(""),t)}),S=0;S<C.length;S++)mxUtils.bind(this,function(U,V){Graph.isCssFontUrl(V)?null==this.cachedGoogleFonts[V]?(Q++,this.loadUrl(V,mxUtils.bind(this,function(Y){this.cachedGoogleFonts[V]=Y;L.push(Y+"\n");Q--;O()}),mxUtils.bind(this,function(Y){Q--;L.push("@import url("+V+");\n");O()}))):L.push(this.cachedGoogleFonts[V]+"\n"):L.push('@font-face {font-family: "'+U+'";src: url("'+V+'")}\n')})(C[S].name,C[S].url);O()}else t()};Editor.prototype.addMathCss= -function(t){t=t.getElementsByTagName("defs");if(null!=t&&0<t.length)for(var C=document.getElementsByTagName("style"),L=0;L<C.length;L++){var Q=mxUtils.getTextContent(C[L]);0>Q.indexOf("mxPageSelector")&&0<Q.indexOf("MathJax")&&t[0].appendChild(C[L].cloneNode(!0))}};Editor.prototype.addFontCss=function(t,C){C=null!=C?C:this.absoluteCssFonts(this.fontCss);if(null!=C){var L=t.getElementsByTagName("defs"),Q=t.ownerDocument;0==L.length?(L=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"defs"): -Q.createElement("defs"),null!=t.firstChild?t.insertBefore(L,t.firstChild):t.appendChild(L)):L=L[0];t=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"style"):Q.createElement("style");t.setAttribute("type","text/css");mxUtils.setTextContent(t,C);L.appendChild(t)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale=function(t,C,L){var Q=mxClient.IS_FF?8192:16384;return Math.min(L,Math.min(Q/t,Q/C))};Editor.prototype.exportToCanvas= -function(t,C,L,Q,O,S,U,V,Y,ba,Z,da,ea,ja,ca,Ca,Da,Aa){try{S=null!=S?S:!0;U=null!=U?U:!0;da=null!=da?da:this.graph;ea=null!=ea?ea:0;var Ba=Y?null:da.background;Ba==mxConstants.NONE&&(Ba=null);null==Ba&&(Ba=Q);null==Ba&&0==Y&&(Ba=Ca?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(da.getSvg(null,null,ea,ja,null,U,null,null,null,ba,null,Ca,Da,Aa),mxUtils.bind(this,function(na){try{var Ha=new Image;Ha.onload=mxUtils.bind(this,function(){try{var ya=function(){mxClient.IS_SF?window.setTimeout(function(){pa.drawImage(Ha, -0,0);t(Ia,na)},0):(pa.drawImage(Ha,0,0),t(Ia,na))},Ia=document.createElement("canvas"),Fa=parseInt(na.getAttribute("width")),Pa=parseInt(na.getAttribute("height"));V=null!=V?V:1;null!=C&&(V=S?Math.min(1,Math.min(3*C/(4*Pa),C/Fa)):C/Fa);V=this.getMaxCanvasScale(Fa,Pa,V);Fa=Math.ceil(V*Fa);Pa=Math.ceil(V*Pa);Ia.setAttribute("width",Fa);Ia.setAttribute("height",Pa);var pa=Ia.getContext("2d");null!=Ba&&(pa.beginPath(),pa.rect(0,0,Fa,Pa),pa.fillStyle=Ba,pa.fill());1!=V&&pa.scale(V,V);if(ca){var ka=da.view, -va=ka.scale;ka.scale=1;var La=btoa(unescape(encodeURIComponent(ka.createSvgGrid(ka.gridColor))));ka.scale=va;La="data:image/svg+xml;base64,"+La;var la=da.gridSize*ka.gridSteps*V,xa=da.getGraphBounds(),ta=ka.translate.x*va,wa=ka.translate.y*va,qa=ta+(xa.x-ta)/va-ea,fa=wa+(xa.y-wa)/va-ea,aa=new Image;aa.onload=function(){try{for(var ia=-Math.round(la-mxUtils.mod((ta-qa)*V,la)),ha=-Math.round(la-mxUtils.mod((wa-fa)*V,la));ia<Fa;ia+=la)for(var ma=ha;ma<Pa;ma+=la)pa.drawImage(aa,ia/V,ma/V);ya()}catch(ua){null!= -O&&O(ua)}};aa.onerror=function(ia){null!=O&&O(ia)};aa.src=La}else ya()}catch(ia){null!=O&&O(ia)}});Ha.onerror=function(ya){null!=O&&O(ya)};ba&&this.graph.addSvgShadow(na);this.graph.mathEnabled&&this.addMathCss(na);var Ja=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(na,this.resolvedFontCss),Ha.src=Editor.createSvgDataUri(mxUtils.getXml(na))}catch(ya){null!=O&&O(ya)}});this.embedExtFonts(mxUtils.bind(this,function(ya){try{null!=ya&&this.addFontCss(na,ya),this.loadFonts(Ja)}catch(Ia){null!= -O&&O(Ia)}}))}catch(ya){null!=O&&O(ya)}}),L,Z)}catch(na){null!=O&&O(na)}};Editor.crcTable=[];for(var m=0;256>m;m++)for(var n=m,v=0;8>v;v++)n=1==(n&1)?3988292384^n>>>1:n>>>1,Editor.crcTable[m]=n;Editor.updateCRC=function(t,C,L,Q){for(var O=0;O<Q;O++)t=Editor.crcTable[(t^C.charCodeAt(L+O))&255]^t>>>8;return t};Editor.crc32=function(t){for(var C=-1,L=0;L<t.length;L++)C=C>>>8^Editor.crcTable[(C^t.charCodeAt(L))&255];return(C^-1)>>>0};Editor.writeGraphModelToPng=function(t,C,L,Q,O){function S(Z,da){var ea= -Y;Y+=da;return Z.substring(ea,Y)}function U(Z){Z=S(Z,4);return Z.charCodeAt(3)+(Z.charCodeAt(2)<<8)+(Z.charCodeAt(1)<<16)+(Z.charCodeAt(0)<<24)}function V(Z){return String.fromCharCode(Z>>24&255,Z>>16&255,Z>>8&255,Z&255)}t=t.substring(t.indexOf(",")+1);t=window.atob?atob(t):Base64.decode(t,!0);var Y=0;if(S(t,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=O&&O();else if(S(t,4),"IHDR"!=S(t,4))null!=O&&O();else{S(t,17);O=t.substring(0,Y);do{var ba=U(t);if("IDAT"==S(t,4)){O= -t.substring(0,Y-8);"pHYs"==C&&"dpi"==L?(L=Math.round(Q/.0254),L=V(L)+V(L)+String.fromCharCode(1)):L=L+String.fromCharCode(0)+("zTXt"==C?String.fromCharCode(0):"")+Q;Q=4294967295;Q=Editor.updateCRC(Q,C,0,4);Q=Editor.updateCRC(Q,L,0,L.length);O+=V(L.length)+C+L+V(Q^4294967295);O+=t.substring(Y-8,t.length);break}O+=t.substring(Y-8,Y-4+ba);S(t,ba);S(t,4)}while(ba);return"data:image/png;base64,"+(window.btoa?btoa(O):Base64.encode(O,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats"; -var d=ColorDialog.addRecentColor;ColorDialog.addRecentColor=function(t,C){d.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var g=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){g.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(t,C){var L=null;null!=t.editor.graph.getModel().getParent(C)?L=C.getId():null!=t.currentPage&& -(L=t.currentPage.getId());return L});if(null!=window.StyleFormatPanel){var k=Format.prototype.init;Format.prototype.init=function(){k.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var l=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()||"1"==urlParams.embed||this.editorUi.editor.chromeless?l.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var t=this.editorUi.getCurrentFile(); -return"1"==urlParams.embed||null!=t&&t.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible=function(t){return!1};var p=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(t){t=p.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var C=this.editorUi,L=C.editor.graph,Q=this.createOption(mxResources.get("shadow"),function(){return L.shadowVisible},function(O){var S=new ChangePageSetup(C);S.ignoreColor=!0;S.ignoreImage= -!0;S.shadowVisible=O;L.model.execute(S)},{install:function(O){this.listener=function(){O(L.shadowVisible)};C.addListener("shadowVisibleChanged",this.listener)},destroy:function(){C.removeListener(this.listener)}});Editor.enableShadowOption||(Q.getElementsByTagName("input")[0].setAttribute("disabled","disabled"),mxUtils.setOpacity(Q,60));t.appendChild(Q)}return t};var q=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(t){t=q.apply(this,arguments);var C=this.editorUi, -L=C.editor.graph;if(L.isEnabled()){var Q=C.getCurrentFile();if(null!=Q&&Q.isAutosaveOptional()){var O=this.createOption(mxResources.get("autosave"),function(){return C.editor.autosave},function(U){C.editor.setAutosave(U);C.editor.autosave&&Q.isModified()&&Q.fileChanged()},{install:function(U){this.listener=function(){U(C.editor.autosave)};C.editor.addListener("autosaveChanged",this.listener)},destroy:function(){C.editor.removeListener(this.listener)}});t.appendChild(O)}}if(this.isMathOptionVisible()&& -L.isEnabled()&&"undefined"!==typeof MathJax){O=this.createOption(mxResources.get("mathematicalTypesetting"),function(){return L.mathEnabled},function(U){C.actions.get("mathematicalTypesetting").funct()},{install:function(U){this.listener=function(){U(L.mathEnabled)};C.addListener("mathEnabledChanged",this.listener)},destroy:function(){C.removeListener(this.listener)}});O.style.paddingTop="5px";t.appendChild(O);var S=C.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");S.style.position= -"relative";S.style.marginLeft="6px";S.style.top="2px";O.appendChild(S)}return t};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties= -[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth",dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent",type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double", -dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0},{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, -{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float",min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity", -type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties=[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize",dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle", -type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties=[{name:"size",dispName:"Fold Size",type:"float",min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, -{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"base",dispName:"Callout Width",type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float", -min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"}, -{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color",type:"color",defVal:null}];mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows", -type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); -mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double",type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0}, -{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"}, -{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height",type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties= -[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties= -[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40, -min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes=[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7", -stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff",stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000", -font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00",font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3", -stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"},{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"}, -{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties=function(t,C,L){if(null!=C){var Q=function(S){if(null!=S)if(L)for(var U=0;U<S.length;U++)C[S[U].name]=S[U];else for(var V in C){var Y=!1;for(U=0;U<S.length;U++)if(S[U].name==V&&S[U].type==C[V].type){Y=!0;break}Y||delete C[V]}},O=this.editorUi.editor.graph.view.getState(t); -null!=O&&null!=O.shape&&(O.shape.commonCustomPropAdded||(O.shape.commonCustomPropAdded=!0,O.shape.customProperties=O.shape.customProperties||[],O.cell.vertex?Array.prototype.push.apply(O.shape.customProperties,Editor.commonVertexProperties):Array.prototype.push.apply(O.shape.customProperties,Editor.commonEdgeProperties)),Q(O.shape.customProperties));t=t.getAttribute("customProperties");if(null!=t)try{Q(JSON.parse(t))}catch(S){}}};var y=StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init= -function(){var t=this.editorUi.getSelectionState();"image"!=t.style.shape&&!t.containsLabel&&0<t.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));y.apply(this,arguments);if(Editor.enableCustomProperties){for(var C={},L=t.vertices,Q=t.edges,O=0;O<L.length;O++)this.findCommonProperties(L[O],C,0==O);for(O=0;O<Q.length;O++)this.findCommonProperties(Q[O],C,0==L.length&&0==O);null!=Object.getOwnPropertyNames&&0<Object.getOwnPropertyNames(C).length&&this.container.appendChild(this.addProperties(this.createPanel(), -C,t))}};var z=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(t){this.addActions(t,["copyStyle","pasteStyle"]);return z.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed=!0;StyleFormatPanel.prototype.addProperties=function(t,C,L){function Q(pa,ka,va,La){da.getModel().beginUpdate();try{var la=[],xa=[];if(null!=va.index){for(var ta=[],wa=va.parentRow.nextSibling;wa&&wa.getAttribute("data-pName")==pa;)ta.push(wa.getAttribute("data-pValue")),wa=wa.nextSibling; -va.index<ta.length?null!=La?ta.splice(La,1):ta[va.index]=ka:ta.push(ka);null!=va.size&&ta.length>va.size&&(ta=ta.slice(0,va.size));ka=ta.join(",");null!=va.countProperty&&(da.setCellStyles(va.countProperty,ta.length,da.getSelectionCells()),la.push(va.countProperty),xa.push(ta.length))}da.setCellStyles(pa,ka,da.getSelectionCells());la.push(pa);xa.push(ka);if(null!=va.dependentProps)for(pa=0;pa<va.dependentProps.length;pa++){var qa=va.dependentPropsDefVal[pa],fa=va.dependentPropsVals[pa];if(fa.length> -ka)fa=fa.slice(0,ka);else for(var aa=fa.length;aa<ka;aa++)fa.push(qa);fa=fa.join(",");da.setCellStyles(va.dependentProps[pa],fa,da.getSelectionCells());la.push(va.dependentProps[pa]);xa.push(fa)}if("function"==typeof va.onChange)va.onChange(da,ka);Z.editorUi.fireEvent(new mxEventObject("styleChanged","keys",la,"values",xa,"cells",da.getSelectionCells()))}finally{da.getModel().endUpdate()}}function O(pa,ka,va){var La=mxUtils.getOffset(t,!0),la=mxUtils.getOffset(pa,!0);ka.style.position="absolute"; -ka.style.left=la.x-La.x+"px";ka.style.top=la.y-La.y+"px";ka.style.width=pa.offsetWidth+"px";ka.style.height=pa.offsetHeight-(va?4:0)+"px";ka.style.zIndex=5}function S(pa,ka,va){var La=document.createElement("div");La.style.width="32px";La.style.height="4px";La.style.margin="2px";La.style.border="1px solid black";La.style.background=ka&&"none"!=ka?ka:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(Z,function(la){this.editorUi.pickColor(ka,function(xa){La.style.background= -"none"==xa?"url('"+Dialog.prototype.noColorImage+"')":xa;Q(pa,xa,va)});mxEvent.consume(la)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(La);return btn}function U(pa,ka,va,La,la,xa,ta){null!=ka&&(ka=ka.split(","),ea.push({name:pa,values:ka,type:va,defVal:La,countProperty:la,parentRow:xa,isDeletable:!0,flipBkg:ta}));btn=mxUtils.button("+",mxUtils.bind(Z,function(wa){for(var qa=xa,fa=0;null!=qa.nextSibling;)if(qa.nextSibling.getAttribute("data-pName")== -pa)qa=qa.nextSibling,fa++;else break;var aa={type:va,parentRow:xa,index:fa,isDeletable:!0,defVal:La,countProperty:la};fa=ba(pa,"",aa,0==fa%2,ta);Q(pa,La,aa);qa.parentNode.insertBefore(fa,qa.nextSibling);mxEvent.consume(wa)}));btn.style.height="16px";btn.style.width="25px";btn.className="geColorBtn";return btn}function V(pa,ka,va,La,la,xa,ta){if(0<la){var wa=Array(la);ka=null!=ka?ka.split(","):[];for(var qa=0;qa<la;qa++)wa[qa]=null!=ka[qa]?ka[qa]:null!=La?La:"";ea.push({name:pa,values:wa,type:va,defVal:La, -parentRow:xa,flipBkg:ta,size:la})}return document.createElement("div")}function Y(pa,ka,va){var La=document.createElement("input");La.type="checkbox";La.checked="1"==ka;mxEvent.addListener(La,"change",function(){Q(pa,La.checked?"1":"0",va)});return La}function ba(pa,ka,va,La,la){var xa=va.dispName,ta=va.type,wa=document.createElement("tr");wa.className="gePropRow"+(la?"Dark":"")+(La?"Alt":"")+" gePropNonHeaderRow";wa.setAttribute("data-pName",pa);wa.setAttribute("data-pValue",ka);La=!1;null!=va.index&& -(wa.setAttribute("data-index",va.index),xa=(null!=xa?xa:"")+"["+va.index+"]",La=!0);var qa=document.createElement("td");qa.className="gePropRowCell";xa=mxResources.get(xa,null,xa);mxUtils.write(qa,xa);qa.setAttribute("title",xa);La&&(qa.style.textAlign="right");wa.appendChild(qa);qa=document.createElement("td");qa.className="gePropRowCell";if("color"==ta)qa.appendChild(S(pa,ka,va));else if("bool"==ta||"boolean"==ta)qa.appendChild(Y(pa,ka,va));else if("enum"==ta){var fa=va.enumList;for(la=0;la<fa.length;la++)if(xa= -fa[la],xa.val==ka){mxUtils.write(qa,mxResources.get(xa.dispName,null,xa.dispName));break}mxEvent.addListener(qa,"click",mxUtils.bind(Z,function(){var aa=document.createElement("select");O(qa,aa);for(var ia=0;ia<fa.length;ia++){var ha=fa[ia],ma=document.createElement("option");ma.value=mxUtils.htmlEntities(ha.val);mxUtils.write(ma,mxResources.get(ha.dispName,null,ha.dispName));aa.appendChild(ma)}aa.value=ka;t.appendChild(aa);mxEvent.addListener(aa,"change",function(){var ua=mxUtils.htmlEntities(aa.value); -Q(pa,ua,va)});aa.focus();mxEvent.addListener(aa,"blur",function(){t.removeChild(aa)})}))}else"dynamicArr"==ta?qa.appendChild(U(pa,ka,va.subType,va.subDefVal,va.countProperty,wa,la)):"staticArr"==ta?qa.appendChild(V(pa,ka,va.subType,va.subDefVal,va.size,wa,la)):"readOnly"==ta?(la=document.createElement("input"),la.setAttribute("readonly",""),la.value=ka,la.style.width="96px",la.style.borderWidth="0px",qa.appendChild(la)):(qa.innerHTML=mxUtils.htmlEntities(decodeURIComponent(ka)),mxEvent.addListener(qa, -"click",mxUtils.bind(Z,function(){function aa(){var ha=ia.value;ha=0==ha.length&&"string"!=ta?0:ha;va.allowAuto&&(null!=ha.trim&&"auto"==ha.trim().toLowerCase()?(ha="auto",ta="string"):(ha=parseFloat(ha),ha=isNaN(ha)?0:ha));null!=va.min&&ha<va.min?ha=va.min:null!=va.max&&ha>va.max&&(ha=va.max);ha=encodeURIComponent(("int"==ta?parseInt(ha):ha)+"");Q(pa,ha,va)}var ia=document.createElement("input");O(qa,ia,!0);ia.value=decodeURIComponent(ka);ia.className="gePropEditor";"int"!=ta&&"float"!=ta||va.allowAuto|| -(ia.type="number",ia.step="int"==ta?"1":"any",null!=va.min&&(ia.min=parseFloat(va.min)),null!=va.max&&(ia.max=parseFloat(va.max)));t.appendChild(ia);mxEvent.addListener(ia,"keypress",function(ha){13==ha.keyCode&&aa()});ia.focus();mxEvent.addListener(ia,"blur",function(){aa()})})));va.isDeletable&&(la=mxUtils.button("-",mxUtils.bind(Z,function(aa){Q(pa,"",va,va.index);mxEvent.consume(aa)})),la.style.height="16px",la.style.width="25px",la.style.float="right",la.className="geColorBtn",qa.appendChild(la)); -wa.appendChild(qa);return wa}var Z=this,da=this.editorUi.editor.graph,ea=[];t.style.position="relative";t.style.padding="0";var ja=document.createElement("table");ja.className="geProperties";ja.style.whiteSpace="nowrap";ja.style.width="100%";var ca=document.createElement("tr");ca.className="gePropHeader";var Ca=document.createElement("th");Ca.className="gePropHeaderCell";var Da=document.createElement("img");Da.src=Sidebar.prototype.expandedImage;Da.style.verticalAlign="middle";Ca.appendChild(Da); -mxUtils.write(Ca,mxResources.get("property"));ca.style.cursor="pointer";var Aa=function(){var pa=ja.querySelectorAll(".gePropNonHeaderRow");if(Z.editorUi.propertiesCollapsed){Da.src=Sidebar.prototype.collapsedImage;var ka="none";for(var va=t.childNodes.length-1;0<=va;va--)try{var La=t.childNodes[va],la=La.nodeName.toUpperCase();"INPUT"!=la&&"SELECT"!=la||t.removeChild(La)}catch(xa){}}else Da.src=Sidebar.prototype.expandedImage,ka="";for(va=0;va<pa.length;va++)pa[va].style.display=ka};mxEvent.addListener(ca, -"click",function(){Z.editorUi.propertiesCollapsed=!Z.editorUi.propertiesCollapsed;Aa()});ca.appendChild(Ca);Ca=document.createElement("th");Ca.className="gePropHeaderCell";Ca.innerHTML=mxResources.get("value");ca.appendChild(Ca);ja.appendChild(ca);var Ba=!1,na=!1;ca=null;1==L.vertices.length&&0==L.edges.length?ca=L.vertices[0].id:0==L.vertices.length&&1==L.edges.length&&(ca=L.edges[0].id);null!=ca&&ja.appendChild(ba("id",mxUtils.htmlEntities(ca),{dispName:"ID",type:"readOnly"},!0,!1));for(var Ha in C)if(ca= -C[Ha],"function"!=typeof ca.isVisible||ca.isVisible(L,this)){var Ja=null!=L.style[Ha]?mxUtils.htmlEntities(L.style[Ha]+""):null!=ca.getDefaultValue?ca.getDefaultValue(L,this):ca.defVal;if("separator"==ca.type)na=!na;else{if("staticArr"==ca.type)ca.size=parseInt(L.style[ca.sizeProperty]||C[ca.sizeProperty].defVal)||0;else if(null!=ca.dependentProps){var ya=ca.dependentProps,Ia=[],Fa=[];for(Ca=0;Ca<ya.length;Ca++){var Pa=L.style[ya[Ca]];Fa.push(C[ya[Ca]].subDefVal);Ia.push(null!=Pa?Pa.split(","):[])}ca.dependentPropsDefVal= -Fa;ca.dependentPropsVals=Ia}ja.appendChild(ba(Ha,Ja,ca,Ba,na));Ba=!Ba}}for(Ca=0;Ca<ea.length;Ca++)for(ca=ea[Ca],C=ca.parentRow,L=0;L<ca.values.length;L++)Ha=ba(ca.name,ca.values[L],{type:ca.type,parentRow:ca.parentRow,isDeletable:ca.isDeletable,index:L,defVal:ca.defVal,countProperty:ca.countProperty,size:ca.size},0==L%2,ca.flipBkg),C.parentNode.insertBefore(Ha,C.nextSibling),C=Ha;t.appendChild(ja);Aa();return t};StyleFormatPanel.prototype.addStyles=function(t){function C(ca){mxEvent.addListener(ca, -"mouseenter",function(){ca.style.opacity="1"});mxEvent.addListener(ca,"mouseleave",function(){ca.style.opacity="0.5"})}var L=this.editorUi,Q=L.editor.graph,O=document.createElement("div");O.style.whiteSpace="nowrap";O.style.paddingLeft="24px";O.style.paddingRight="20px";t.style.paddingLeft="16px";t.style.paddingBottom="6px";t.style.position="relative";t.appendChild(O);var S="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "), -U=document.createElement("div");U.style.whiteSpace="nowrap";U.style.position="relative";U.style.textAlign="center";U.style.width="210px";for(var V=[],Y=0;Y<this.defaultColorSchemes.length;Y++){var ba=document.createElement("div");ba.style.display="inline-block";ba.style.width="6px";ba.style.height="6px";ba.style.marginLeft="4px";ba.style.marginRight="3px";ba.style.borderRadius="3px";ba.style.cursor="pointer";ba.style.background="transparent";ba.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ca){mxEvent.addListener(ba, -"click",mxUtils.bind(this,function(){Z(ca)}))})(Y);V.push(ba);U.appendChild(ba)}var Z=mxUtils.bind(this,function(ca){null!=V[ca]&&(null!=this.format.currentScheme&&null!=V[this.format.currentScheme]&&(V[this.format.currentScheme].style.background="transparent"),this.format.currentScheme=ca,da(this.defaultColorSchemes[this.format.currentScheme]),V[this.format.currentScheme].style.background="#84d7ff")}),da=mxUtils.bind(this,function(ca){var Ca=mxUtils.bind(this,function(Aa){var Ba=mxUtils.button("", -mxUtils.bind(this,function(Ja){Q.getModel().beginUpdate();try{for(var ya=L.getSelectionState().cells,Ia=0;Ia<ya.length;Ia++){for(var Fa=Q.getModel().getStyle(ya[Ia]),Pa=0;Pa<S.length;Pa++)Fa=mxUtils.removeStylename(Fa,S[Pa]);var pa=Q.getModel().isVertex(ya[Ia])?Q.defaultVertexStyle:Q.defaultEdgeStyle;null!=Aa?(mxEvent.isShiftDown(Ja)||(Fa=""==Aa.fill?mxUtils.setStyle(Fa,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(Fa,mxConstants.STYLE_FILLCOLOR,Aa.fill||mxUtils.getValue(pa,mxConstants.STYLE_FILLCOLOR, -null)),Fa=mxUtils.setStyle(Fa,mxConstants.STYLE_GRADIENTCOLOR,Aa.gradient||mxUtils.getValue(pa,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown(Ja)||mxClient.IS_MAC&&mxEvent.isMetaDown(Ja)||!Q.getModel().isVertex(ya[Ia])||(Fa=mxUtils.setStyle(Fa,mxConstants.STYLE_FONTCOLOR,Aa.font||mxUtils.getValue(pa,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown(Ja)||(Fa=""==Aa.stroke?mxUtils.setStyle(Fa,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(Fa,mxConstants.STYLE_STROKECOLOR,Aa.stroke|| -mxUtils.getValue(pa,mxConstants.STYLE_STROKECOLOR,null)))):(Fa=mxUtils.setStyle(Fa,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(pa,mxConstants.STYLE_FILLCOLOR,"#ffffff")),Fa=mxUtils.setStyle(Fa,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(pa,mxConstants.STYLE_STROKECOLOR,"#000000")),Fa=mxUtils.setStyle(Fa,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(pa,mxConstants.STYLE_GRADIENTCOLOR,null)),Q.getModel().isVertex(ya[Ia])&&(Fa=mxUtils.setStyle(Fa,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(pa, -mxConstants.STYLE_FONTCOLOR,null))));Q.getModel().setStyle(ya[Ia],Fa)}}finally{Q.getModel().endUpdate()}}));Ba.className="geStyleButton";Ba.style.width="36px";Ba.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Ba.style.margin="0px 6px 6px 0px";if(null!=Aa){var na="1"==urlParams.sketch?"2px solid":"1px solid";null!=Aa.gradient?mxClient.IS_IE&&10>document.documentMode?Ba.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Aa.fill+"', EndColorStr='"+Aa.gradient+"', GradientType=0)": -Ba.style.backgroundImage="linear-gradient("+Aa.fill+" 0px,"+Aa.gradient+" 100%)":Aa.fill==mxConstants.NONE?Ba.style.background="url('"+Dialog.prototype.noColorImage+"')":Ba.style.backgroundColor=""==Aa.fill?mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff"):Aa.fill||mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Ba.style.border=Aa.stroke==mxConstants.NONE?na+" transparent": -""==Aa.stroke?na+" "+mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):na+" "+(Aa.stroke||mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Aa.title&&Ba.setAttribute("title",Aa.title)}else{na=mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var Ha=mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,"#000000");Ba.style.backgroundColor= -na;Ba.style.border="1px solid "+Ha}Ba.style.borderRadius="0";O.appendChild(Ba)});O.innerText="";for(var Da=0;Da<ca.length;Da++)0<Da&&0==mxUtils.mod(Da,4)&&mxUtils.br(O),Ca(ca[Da])});null==this.format.currentScheme?Z(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):Z(this.format.currentScheme);Y=10>=this.defaultColorSchemes.length?28:8;var ea=document.createElement("div");ea.style.cssText="position:absolute;left:10px;top:8px;bottom:"+Y+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; -mxEvent.addListener(ea,"click",mxUtils.bind(this,function(){Z(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var ja=document.createElement("div");ja.style.cssText="position:absolute;left:202px;top:8px;bottom:"+Y+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; -1<this.defaultColorSchemes.length&&(t.appendChild(ea),t.appendChild(ja));mxEvent.addListener(ja,"click",mxUtils.bind(this,function(){Z(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));C(ea);C(ja);da(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&t.appendChild(U);return t};StyleFormatPanel.prototype.addEditOps=function(t){var C=this.editorUi.getSelectionState(),L=this.editorUi.editor.graph,Q=null;1==C.cells.length&&(Q=mxUtils.button(mxResources.get("editStyle"), -mxUtils.bind(this,function(O){this.editorUi.actions.get("editStyle").funct()})),Q.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),Q.style.width="210px",Q.style.marginBottom="2px",t.appendChild(Q));L=1==C.cells.length?L.view.getState(C.cells[0]):null;null!=L&&null!=L.shape&&null!=L.shape.stencil?(C=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(O){this.editorUi.actions.get("editShape").funct()})),C.setAttribute("title", -mxResources.get("editShape")),C.style.marginBottom="2px",null==Q?C.style.width="210px":(Q.style.width="104px",C.style.width="104px",C.style.marginLeft="2px"),t.appendChild(C)):C.image&&0<C.cells.length&&(C=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(O){this.editorUi.actions.get("image").funct()})),C.setAttribute("title",mxResources.get("editImage")),C.style.marginBottom="2px",null==Q?C.style.width="210px":(Q.style.width="104px",C.style.width="104px",C.style.marginLeft="2px"), -t.appendChild(C));return t}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(t){return t.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(t){return Graph.isGoogleFontUrl(t)};Graph.createFontElement=function(t, -C){var L=Graph.fontMapping[C];null==L&&Graph.isCssFontUrl(C)?(t=document.createElement("link"),t.setAttribute("rel","stylesheet"),t.setAttribute("type","text/css"),t.setAttribute("charset","UTF-8"),t.setAttribute("href",C)):(null==L&&(L='@font-face {\nfont-family: "'+t+'";\nsrc: url("'+C+'");\n}'),t=document.createElement("style"),mxUtils.write(t,L));return t};Graph.addFont=function(t,C,L){if(null!=t&&0<t.length&&null!=C&&0<C.length){var Q=t.toLowerCase();if("helvetica"!=Q&&"arial"!=t&&"sans-serif"!= -Q){var O=Graph.customFontElements[Q];null!=O&&O.url!=C&&(O.elt.parentNode.removeChild(O.elt),O=null);null==O?(O=C,"http:"==C.substring(0,5)&&(O=PROXY_URL+"?url="+encodeURIComponent(C)),O={name:t,url:C,elt:Graph.createFontElement(t,O)},Graph.customFontElements[Q]=O,Graph.recentCustomFonts[Q]=O,C=document.getElementsByTagName("head")[0],null!=L&&("link"==O.elt.nodeName.toLowerCase()?(O.elt.onload=L,O.elt.onerror=L):L()),null!=C&&C.appendChild(O.elt)):null!=L&&L()}else null!=L&&L()}else null!=L&&L(); -return t};Graph.getFontUrl=function(t,C){t=Graph.customFontElements[t.toLowerCase()];null!=t&&(C=t.url);return C};Graph.processFontAttributes=function(t){t=t.getElementsByTagName("*");for(var C=0;C<t.length;C++){var L=t[C].getAttribute("data-font-src");if(null!=L){var Q="FONT"==t[C].nodeName?t[C].getAttribute("face"):t[C].style.fontFamily;null!=Q&&Graph.addFont(Q,L)}}};Graph.processFontStyle=function(t){if(null!=t){var C=mxUtils.getValue(t,"fontSource",null);if(null!=C){var L=mxUtils.getValue(t,mxConstants.STYLE_FONTFAMILY, -null);null!=L&&Graph.addFont(L,decodeURIComponent(C))}}return t};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= -urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var A=Graph.prototype.init;Graph.prototype.init=function(){function t(O){C=O}A.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var C=null;mxEvent.addListener(this.container,"mouseenter",t);mxEvent.addListener(this.container,"mousemove",t);mxEvent.addListener(this.container,"mouseleave",function(O){C=null});this.isMouseInsertPoint=function(){return null!=C};var L=this.getInsertPoint; -this.getInsertPoint=function(){return null!=C?this.getPointForEvent(C):L.apply(this,arguments)};var Q=this.layoutManager.getLayout;this.layoutManager.getLayout=function(O){var S=this.graph.getCellStyle(O);if(null!=S&&"rack"==S.childLayout){var U=new mxStackLayout(this.graph,!1);U.gridSize=null!=S.rackUnitSize?parseFloat(S.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;U.marginLeft=S.marginLeft||0;U.marginRight=S.marginRight||0;U.marginTop=S.marginTop||0;U.marginBottom= -S.marginBottom||0;U.allowGaps=S.allowGaps||0;U.horizontal="1"==mxUtils.getValue(S,"horizontalRack","0");U.resizeParent=!1;U.fill=!0;return U}return Q.apply(this,arguments)};this.updateGlobalUrlVariables()};var B=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(t,C){return Graph.processFontStyle(B.apply(this,arguments))};var J=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(t,C,L,Q,O,S,U,V,Y,ba,Z){J.apply(this,arguments);Graph.processFontAttributes(Z)}; -var N=mxText.prototype.redraw;mxText.prototype.redraw=function(){N.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(t,C,L){function Q(){for(var ca=U.getSelectionCells(),Ca=[],Da=0;Da<ca.length;Da++)U.isCellVisible(ca[Da])&&Ca.push(ca[Da]);U.setSelectionCells(Ca)}function O(ca){U.setHiddenTags(ca?[]:V.slice());Q();U.refresh()}function S(ca,Ca){ba.innerText="";if(0<ca.length){var Da=document.createElement("table"); -Da.setAttribute("cellpadding","2");Da.style.boxSizing="border-box";Da.style.tableLayout="fixed";Da.style.width="100%";var Aa=document.createElement("tbody");if(null!=ca&&0<ca.length)for(var Ba=0;Ba<ca.length;Ba++)(function(na){var Ha=0>mxUtils.indexOf(U.hiddenTags,na),Ja=document.createElement("tr"),ya=document.createElement("td");ya.style.align="center";ya.style.width="16px";var Ia=document.createElement("img");Ia.setAttribute("src",Ha?Editor.visibleImage:Editor.hiddenImage);Ia.setAttribute("title", -mxResources.get(Ha?"hideIt":"show",[na]));mxUtils.setOpacity(Ia,Ha?75:25);Ia.style.verticalAlign="middle";Ia.style.cursor="pointer";Ia.style.width="16px";if(C||Editor.isDarkMode())Ia.style.filter="invert(100%)";ya.appendChild(Ia);mxEvent.addListener(Ia,"click",function(Pa){mxEvent.isShiftDown(Pa)?O(0<=mxUtils.indexOf(U.hiddenTags,na)):(U.toggleHiddenTag(na),Q(),U.refresh());mxEvent.consume(Pa)});Ja.appendChild(ya);ya=document.createElement("td");ya.style.overflow="hidden";ya.style.whiteSpace="nowrap"; -ya.style.textOverflow="ellipsis";ya.style.verticalAlign="middle";ya.style.cursor="pointer";ya.setAttribute("title",na);a=document.createElement("a");mxUtils.write(a,na);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,Ha?100:40);ya.appendChild(a);mxEvent.addListener(ya,"click",function(Pa){if(mxEvent.isShiftDown(Pa)){O(!0);var pa=U.getCellsForTags([na],null,null,!0);U.isEnabled()?U.setSelectionCells(pa):U.highlightCells(pa)}else if(Ha&&0<U.hiddenTags.length)O(!0);else{pa= -V.slice();var ka=mxUtils.indexOf(pa,na);pa.splice(ka,1);U.setHiddenTags(pa);Q();U.refresh()}mxEvent.consume(Pa)});Ja.appendChild(ya);if(U.isEnabled()){ya=document.createElement("td");ya.style.verticalAlign="middle";ya.style.textAlign="center";ya.style.width="18px";if(null==Ca){ya.style.align="center";ya.style.width="16px";Ia=document.createElement("img");Ia.setAttribute("src",Editor.crossImage);Ia.setAttribute("title",mxResources.get("removeIt",[na]));mxUtils.setOpacity(Ia,Ha?75:25);Ia.style.verticalAlign= -"middle";Ia.style.cursor="pointer";Ia.style.width="16px";if(C||Editor.isDarkMode())Ia.style.filter="invert(100%)";mxEvent.addListener(Ia,"click",function(Pa){var pa=mxUtils.indexOf(V,na);0<=pa&&V.splice(pa,1);U.removeTagsForCells(U.model.getDescendants(U.model.getRoot()),[na]);U.refresh();mxEvent.consume(Pa)});ya.appendChild(Ia)}else{var Fa=document.createElement("input");Fa.setAttribute("type","checkbox");Fa.style.margin="0px";Fa.defaultChecked=null!=Ca&&0<=mxUtils.indexOf(Ca,na);Fa.checked=Fa.defaultChecked; -Fa.style.background="transparent";Fa.setAttribute("title",mxResources.get(Fa.defaultChecked?"removeIt":"add",[na]));mxEvent.addListener(Fa,"change",function(Pa){Fa.checked?U.addTagsForCells(U.getSelectionCells(),[na]):U.removeTagsForCells(U.getSelectionCells(),[na]);mxEvent.consume(Pa)});ya.appendChild(Fa)}Ja.appendChild(ya)}Aa.appendChild(Ja)})(ca[Ba]);Da.appendChild(Aa);ba.appendChild(Da)}}var U=this,V=U.hiddenTags.slice(),Y=document.createElement("div");Y.style.userSelect="none";Y.style.overflow= -"hidden";Y.style.padding="10px";Y.style.height="100%";var ba=document.createElement("div");ba.style.boxSizing="border-box";ba.style.borderRadius="4px";ba.style.userSelect="none";ba.style.overflow="auto";ba.style.position="absolute";ba.style.left="10px";ba.style.right="10px";ba.style.top="10px";ba.style.border=U.isEnabled()?"1px solid #808080":"none";ba.style.bottom=U.isEnabled()?"48px":"10px";Y.appendChild(ba);var Z=mxUtils.button(mxResources.get("reset"),function(ca){U.setHiddenTags([]);mxEvent.isShiftDown(ca)|| -(V=U.hiddenTags.slice());Q();U.refresh()});Z.setAttribute("title",mxResources.get("reset"));Z.className="geBtn";Z.style.margin="0 4px 0 0";var da=mxUtils.button(mxResources.get("add"),function(){null!=L&&L(V,function(ca){V=ca;ea()})});da.setAttribute("title",mxResources.get("add"));da.className="geBtn";da.style.margin="0";U.addListener(mxEvent.ROOT,function(){V=U.hiddenTags.slice()});var ea=mxUtils.bind(this,function(ca,Ca){if(t()){ca=U.getAllTags();for(Ca=0;Ca<ca.length;Ca++)0>mxUtils.indexOf(V, -ca[Ca])&&V.push(ca[Ca]);V.sort();U.isSelectionEmpty()?S(V):S(V,U.getCommonTagsForCells(U.getSelectionCells()))}});U.selectionModel.addListener(mxEvent.CHANGE,ea);U.model.addListener(mxEvent.CHANGE,ea);U.addListener(mxEvent.REFRESH,ea);var ja=document.createElement("div");ja.style.boxSizing="border-box";ja.style.whiteSpace="nowrap";ja.style.position="absolute";ja.style.overflow="hidden";ja.style.bottom="0px";ja.style.height="42px";ja.style.right="10px";ja.style.left="10px";U.isEnabled()&&(ja.appendChild(Z), -ja.appendChild(da),Y.appendChild(ja));return{div:Y,refresh:ea}};Graph.prototype.getCustomFonts=function(){var t=this.extFonts;t=null!=t?t.slice():[];for(var C in Graph.customFontElements){var L=Graph.customFontElements[C];t.push({name:L.name,url:L.url})}return t};Graph.prototype.setFont=function(t,C){Graph.addFont(t,C);document.execCommand("fontname",!1,t);if(null!=C){var L=this.cellEditor.textarea.getElementsByTagName("font");C=Graph.getFontUrl(t,C);for(var Q=0;Q<L.length;Q++)L[Q].getAttribute("face")== -t&&L[Q].getAttribute("data-font-src")!=C&&L[Q].setAttribute("data-font-src",C)}};var K=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return K.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var t=JSON.parse(decodeURIComponent(urlParams.vars));if(null!=t)for(var C in t)this.globalVars[C]= -t[C]}catch(L){null!=window.console&&console.log("Error in vars URL parameter: "+L)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var u=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(t){var C=u.apply(this,arguments);null==C&&null!=this.globalVars&&(C=this.globalVars[t]);return C};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var t=this.themes["default-style2"];this.defaultStylesheet= -(new mxCodec(t.ownerDocument)).decode(t)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var x=Graph.prototype.getSvg;Graph.prototype.getSvg=function(t,C,L,Q,O,S,U,V,Y,ba,Z,da,ea,ja){var ca=null,Ca=null,Da=null;da||null==this.themes||"darkTheme"!=this.defaultThemeName||(ca=this.stylesheet,Ca=this.shapeForegroundColor,Da=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName?"#000000":Editor.lightColor,this.shapeBackgroundColor= -"darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Aa=x.apply(this,arguments),Ba=this.getCustomFonts();if(Z&&0<Ba.length){var na=Aa.ownerDocument,Ha=null!=na.createElementNS?na.createElementNS(mxConstants.NS_SVG,"style"):na.createElement("style");null!=na.setAttributeNS?Ha.setAttributeNS("type","text/css"):Ha.setAttribute("type","text/css");for(var Ja="",ya="",Ia=0;Ia<Ba.length;Ia++){var Fa=Ba[Ia].name,Pa=Ba[Ia].url;Graph.isCssFontUrl(Pa)? -Ja+="@import url("+Pa+");\n":ya+='@font-face {\nfont-family: "'+Fa+'";\nsrc: url("'+Pa+'");\n}\n'}Ha.appendChild(na.createTextNode(Ja+ya));Aa.getElementsByTagName("defs")[0].appendChild(Ha)}this.mathEnabled&&(document.body.appendChild(Aa),Editor.MathJaxRender(Aa),Aa.parentNode.removeChild(Aa));null!=ca&&(this.shapeBackgroundColor=Da,this.shapeForegroundColor=Ca,this.stylesheet=ca,this.refresh());return Aa};var G=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy=function(t){G.apply(this, -arguments);null!=t.secondLabel&&(t.secondLabel.destroy(),t.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(t){return[t.shape,t.text,t.secondLabel,t.control]};var D=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){D.apply(this,arguments);this.enumerationState=0};var F=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(t){null!=t.shape&&this.redrawEnumerationState(t);return F.apply(this,arguments)}; -mxGraphView.prototype.createEnumerationValue=function(t){t=decodeURIComponent(mxUtils.getValue(t.style,"enumerateValue",""));""==t&&(t=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(t)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(t){var C="1"==mxUtils.getValue(t.style,"enumerate",0);C&&null==t.secondLabel?(t.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), -t.secondLabel.size=12,t.secondLabel.state=t,t.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(t,t.secondLabel)):C||null==t.secondLabel||(t.secondLabel.destroy(),t.secondLabel=null);C=t.secondLabel;if(null!=C){var L=t.view.scale,Q=this.createEnumerationValue(t);t=this.graph.model.isVertex(t.cell)?new mxRectangle(t.x+t.width-4*L,t.y+4*L,0,0):mxRectangle.fromPoint(t.view.getPoint(t));C.bounds.equals(t)&&C.value==Q&&C.scale==L||(C.bounds=t,C.value=Q,C.scale= -L,C.redraw())}};var H=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){H.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var t=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| -this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",t.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,t.ownerSVGElement))}};var E=Graph.prototype.refresh;Graph.prototype.refresh=function(){E.apply(this, -arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var P=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){P.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(t){"data:action/json,"==t.substring(0,17)&&(t=JSON.parse(t.substring(17)),null!= -t.actions&&this.executeCustomActions(t.actions))};Graph.prototype.executeCustomActions=function(t,C){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var L=!1,Q=0,O=0,S=mxUtils.bind(this,function(){L||(L=!0,this.model.beginUpdate())}),U=mxUtils.bind(this, -function(){L&&(L=!1,this.model.endUpdate())}),V=mxUtils.bind(this,function(){0<Q&&Q--;0==Q&&Y()}),Y=mxUtils.bind(this,function(){if(O<t.length){var ba=this.stoppingCustomActions,Z=t[O++],da=[];if(null!=Z.open)if(U(),this.isCustomLink(Z.open)){if(!this.customLinkClicked(Z.open))return}else this.openLink(Z.open);null==Z.wait||ba||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;V()}),Q++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, -""!=Z.wait?parseInt(Z.wait):1E3),U());null!=Z.opacity&&null!=Z.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(Z.opacity,!0)),Z.opacity.value);null!=Z.fadeIn&&(Q++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(Z.fadeIn,!0)),0,1,V,ba?0:Z.fadeIn.delay));null!=Z.fadeOut&&(Q++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(Z.fadeOut,!0)),1,0,V,ba?0:Z.fadeOut.delay));null!=Z.wipeIn&&(da=da.concat(this.createWipeAnimations(this.getCellsForAction(Z.wipeIn, -!0),!0)));null!=Z.wipeOut&&(da=da.concat(this.createWipeAnimations(this.getCellsForAction(Z.wipeOut,!0),!1)));null!=Z.toggle&&(S(),this.toggleCells(this.getCellsForAction(Z.toggle,!0)));if(null!=Z.show){S();var ea=this.getCellsForAction(Z.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(ea),1);this.setCellsVisible(ea,!0)}null!=Z.hide&&(S(),ea=this.getCellsForAction(Z.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(ea),0),this.setCellsVisible(ea,!1));null!=Z.toggleStyle&&null!=Z.toggleStyle.key&& -(S(),this.toggleCellStyles(Z.toggleStyle.key,null!=Z.toggleStyle.defaultValue?Z.toggleStyle.defaultValue:"0",this.getCellsForAction(Z.toggleStyle,!0)));null!=Z.style&&null!=Z.style.key&&(S(),this.setCellStyles(Z.style.key,Z.style.value,this.getCellsForAction(Z.style,!0)));ea=[];null!=Z.select&&this.isEnabled()&&(ea=this.getCellsForAction(Z.select),this.setSelectionCells(ea));null!=Z.highlight&&(ea=this.getCellsForAction(Z.highlight),this.highlightCells(ea,Z.highlight.color,Z.highlight.duration,Z.highlight.opacity)); -null!=Z.scroll&&(ea=this.getCellsForAction(Z.scroll));null!=Z.viewbox&&this.fitWindow(Z.viewbox,Z.viewbox.border);0<ea.length&&this.scrollCellToVisible(ea[0]);if(null!=Z.tags){ea=[];null!=Z.tags.hidden&&(ea=ea.concat(Z.tags.hidden));if(null!=Z.tags.visible)for(var ja=this.getAllTags(),ca=0;ca<ja.length;ca++)0>mxUtils.indexOf(Z.tags.visible,ja[ca])&&0>mxUtils.indexOf(ea,ja[ca])&&ea.push(ja[ca]);this.setHiddenTags(ea);this.refresh()}0<da.length&&(Q++,this.executeAnimations(da,V,ba?1:Z.steps,ba?0:Z.delay)); -0==Q?Y():U()}else this.stoppingCustomActions=this.executingCustomActions=!1,U(),null!=C&&C()});Y()}};Graph.prototype.doUpdateCustomLinksForCell=function(t,C){var L=this.getLinkForCell(C);null!=L&&"data:action/json,"==L.substring(0,17)&&this.setLinkForCell(C,this.updateCustomLink(t,L));if(this.isHtmlLabel(C)){var Q=document.createElement("div");Q.innerHTML=this.sanitizeHtml(this.getLabel(C));for(var O=Q.getElementsByTagName("a"),S=!1,U=0;U<O.length;U++)L=O[U].getAttribute("href"),null!=L&&"data:action/json,"== -L.substring(0,17)&&(O[U].setAttribute("href",this.updateCustomLink(t,L)),S=!0);S&&this.labelChanged(C,Q.innerHTML)}};Graph.prototype.updateCustomLink=function(t,C){if("data:action/json,"==C.substring(0,17))try{var L=JSON.parse(C.substring(17));null!=L.actions&&(this.updateCustomLinkActions(t,L.actions),C="data:action/json,"+JSON.stringify(L))}catch(Q){}return C};Graph.prototype.updateCustomLinkActions=function(t,C){for(var L=0;L<C.length;L++){var Q=C[L],O;for(O in Q)this.updateCustomLinkAction(t, -Q[O],"cells"),this.updateCustomLinkAction(t,Q[O],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(t,C,L){if(null!=C&&null!=C[L]){for(var Q=[],O=0;O<C[L].length;O++)if("*"==C[L][O])Q.push(C[L][O]);else{var S=t[C[L][O]];null!=S?""!=S&&Q.push(S):Q.push(C[L][O])}C[L]=Q}};Graph.prototype.getCellsForAction=function(t,C){C=this.getCellsById(t.cells).concat(this.getCellsForTags(t.tags,null,C));if(null!=t.excludeCells){for(var L=[],Q=0;Q<C.length;Q++)0>t.excludeCells.indexOf(C[Q].id)&&L.push(C[Q]); -C=L}return C};Graph.prototype.getCellsById=function(t){var C=[];if(null!=t)for(var L=0;L<t.length;L++)if("*"==t[L]){var Q=this.model.getRoot();C=C.concat(this.model.filterDescendants(function(S){return S!=Q},Q))}else{var O=this.model.getCell(t[L]);null!=O&&C.push(O)}return C};var I=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(t){return I.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(t))};Graph.prototype.setHiddenTags=function(t){this.hiddenTags=t;this.fireEvent(new mxEventObject("hiddenTagsChanged"))}; -Graph.prototype.toggleHiddenTag=function(t){var C=mxUtils.indexOf(this.hiddenTags,t);0>C?this.hiddenTags.push(t):0<=C&&this.hiddenTags.splice(C,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(t){if(null==t||0==t.length||0==this.hiddenTags.length)return!1;t=t.split(" ");if(t.length>this.hiddenTags.length)return!1;for(var C=0;C<t.length;C++)if(0>mxUtils.indexOf(this.hiddenTags,t[C]))return!1;return!0};Graph.prototype.getCellsForTags=function(t,C,L, -Q){var O=[];if(null!=t){C=null!=C?C:this.model.getDescendants(this.model.getRoot());for(var S=0,U={},V=0;V<t.length;V++)0<t[V].length&&(U[t[V]]=!0,S++);for(V=0;V<C.length;V++)if(L&&this.model.getParent(C[V])==this.model.root||this.model.isVertex(C[V])||this.model.isEdge(C[V])){var Y=this.getTagsForCell(C[V]),ba=!1;if(0<Y.length&&(Y=Y.split(" "),Y.length>=t.length)){for(var Z=ba=0;Z<Y.length&&ba<S;Z++)null!=U[Y[Z]]&&ba++;ba=ba==S}ba&&(1!=Q||this.isCellVisible(C[V]))&&O.push(C[V])}}return O};Graph.prototype.getAllTags= -function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(t){for(var C=null,L=[],Q=0;Q<t.length;Q++){var O=this.getTagsForCell(t[Q]);L=[];if(0<O.length){O=O.split(" ");for(var S={},U=0;U<O.length;U++)if(null==C||null!=C[O[U]])S[O[U]]=!0,L.push(O[U]);C=S}else return[]}return L};Graph.prototype.getTagsForCells=function(t){for(var C=[],L={},Q=0;Q<t.length;Q++){var O=this.getTagsForCell(t[Q]);if(0<O.length){O=O.split(" ");for(var S= -0;S<O.length;S++)null==L[O[S]]&&(L[O[S]]=!0,C.push(O[S]))}}return C};Graph.prototype.getTagsForCell=function(t){return this.getAttributeForCell(t,"tags","")};Graph.prototype.addTagsForCells=function(t,C){if(0<t.length&&0<C.length){this.model.beginUpdate();try{for(var L=0;L<t.length;L++){for(var Q=this.getTagsForCell(t[L]),O=Q.split(" "),S=!1,U=0;U<C.length;U++){var V=mxUtils.trim(C[U]);""!=V&&0>mxUtils.indexOf(O,V)&&(Q=0<Q.length?Q+" "+V:V,S=!0)}S&&this.setAttributeForCell(t[L],"tags",Q)}}finally{this.model.endUpdate()}}}; -Graph.prototype.removeTagsForCells=function(t,C){if(0<t.length&&0<C.length){this.model.beginUpdate();try{for(var L=0;L<t.length;L++){var Q=this.getTagsForCell(t[L]);if(0<Q.length){for(var O=Q.split(" "),S=!1,U=0;U<C.length;U++){var V=mxUtils.indexOf(O,C[U]);0<=V&&(O.splice(V,1),S=!0)}S&&this.setAttributeForCell(t[L],"tags",O.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(t){this.model.beginUpdate();try{for(var C=0;C<t.length;C++)this.model.setVisible(t[C],!this.model.isVisible(t[C]))}finally{this.model.endUpdate()}}; -Graph.prototype.setCellsVisible=function(t,C){this.model.beginUpdate();try{for(var L=0;L<t.length;L++)this.model.setVisible(t[L],C)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(t,C,L,Q){for(var O=0;O<t.length;O++)this.highlightCell(t[O],C,L,Q)};Graph.prototype.highlightCell=function(t,C,L,Q,O){C=null!=C?C:mxConstants.DEFAULT_VALID_COLOR;L=null!=L?L:1E3;t=this.view.getState(t);var S=null;null!=t&&(O=null!=O?O:4,O=Math.max(O+1,mxUtils.getValue(t.style,mxConstants.STYLE_STROKEWIDTH, -1)+O),S=new mxCellHighlight(this,C,O,!1),null!=Q&&(S.opacity=Q),S.highlight(t),window.setTimeout(function(){null!=S.shape&&(mxUtils.setPrefixedStyle(S.shape.node.style,"transition","all 1200ms ease-in-out"),S.shape.node.style.opacity=0);window.setTimeout(function(){S.destroy()},1200)},L));return S};Graph.prototype.addSvgShadow=function(t,C,L,Q){L=null!=L?L:!1;Q=null!=Q?Q:!0;var O=t.ownerDocument,S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"filter"):O.createElement("filter");S.setAttribute("id", -this.shadowId);var U=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):O.createElement("feGaussianBlur");U.setAttribute("in","SourceAlpha");U.setAttribute("stdDeviation",this.svgShadowBlur);U.setAttribute("result","blur");S.appendChild(U);U=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feOffset"):O.createElement("feOffset");U.setAttribute("in","blur");U.setAttribute("dx",this.svgShadowSize);U.setAttribute("dy",this.svgShadowSize);U.setAttribute("result", -"offsetBlur");S.appendChild(U);U=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feFlood"):O.createElement("feFlood");U.setAttribute("flood-color",this.svgShadowColor);U.setAttribute("flood-opacity",this.svgShadowOpacity);U.setAttribute("result","offsetColor");S.appendChild(U);U=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feComposite"):O.createElement("feComposite");U.setAttribute("in","offsetColor");U.setAttribute("in2","offsetBlur");U.setAttribute("operator","in"); -U.setAttribute("result","offsetBlur");S.appendChild(U);U=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feBlend"):O.createElement("feBlend");U.setAttribute("in","SourceGraphic");U.setAttribute("in2","offsetBlur");S.appendChild(U);U=t.getElementsByTagName("defs");0==U.length?(O=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"defs"):O.createElement("defs"),null!=t.firstChild?t.insertBefore(O,t.firstChild):t.appendChild(O)):O=U[0];O.appendChild(S);L||(C=null!=C?C:t.getElementsByTagName("g")[0], -null!=C&&(C.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(t.getAttribute("width")))&&Q&&(t.setAttribute("width",parseInt(t.getAttribute("width"))+6),t.setAttribute("height",parseInt(t.getAttribute("height"))+6),C=t.getAttribute("viewBox"),null!=C&&0<C.length&&(C=C.split(" "),3<C.length&&(w=parseFloat(C[2])+6,h=parseFloat(C[3])+6,t.setAttribute("viewBox",C[0]+" "+C[1]+" "+w+" "+h))))));return S};Graph.prototype.setShadowVisible=function(t,C){mxClient.IS_SVG&&!mxClient.IS_SF&&(C= -null!=C?C:!0,(this.shadowVisible=t)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),C&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer=function(){if(null==this.defaultParent){var t=this.model.getChildCount(this.model.root),C=0;do var L=this.model.getChildAt(this.model.root,C);while(C++<t&&"1"==mxUtils.getValue(this.getCellStyle(L),"locked","0"));null!=L&&this.setDefaultParent(L)}}; +null!=t.autosaveDelay&&(L=parseInt(t.autosaveDelay),!isNaN(L)&&0<L?DrawioFile.prototype.autosaveDelay=L:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay"));if(null!=t.plugins&&!D)for(App.initPluginCallback(),D=0;D<t.plugins.length;D++)mxscript(t.plugins[D]);null!=t.maxImageBytes&&(EditorUi.prototype.maxImageBytes=t.maxImageBytes);null!=t.maxImageSize&&(EditorUi.prototype.maxImageSize=t.maxImageSize);null!=t.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=t.shareCursorPosition); +null!=t.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=t.showRemoteCursors)}};Editor.configureFontCss=function(t){if(null!=t){Editor.prototype.fontCss=t;var D=document.getElementsByTagName("script")[0];if(null!=D&&null!=D.parentNode){var L=document.createElement("style");L.setAttribute("type","text/css");L.appendChild(document.createTextNode(t));D.parentNode.insertBefore(L,D);t=t.split("url(");for(L=1;L<t.length;L++){var R=t[L].indexOf(")");R=Editor.trimCssUrl(t[L].substring(0,R));var O= +document.createElement("link");O.setAttribute("rel","preload");O.setAttribute("href",R);O.setAttribute("as","font");O.setAttribute("crossorigin","");D.parentNode.insertBefore(O,D)}}}};Editor.trimCssUrl=function(t){return t.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(t){t=null!= +t?t:Editor.GUID_LENGTH;for(var D=[],L=0;L<t;L++)D.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return D.join("")};Editor.prototype.timeout=25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(t){t=null!=t&&"mxlibrary"!=t.nodeName?this.extractGraphModel(t):null;if(null!=t){var D=Editor.extractParserError(t, +mxResources.get("invalidOrMissingFile"));if(D)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[t],"cause",[D]),Error(mxResources.get("notADiagramFile")+" ("+D+")");if("mxGraphModel"==t.nodeName){D=t.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=D&&""!=D)D!=this.graph.currentStyle&&(L=null!=this.graph.themes?this.graph.themes[D]:mxUtils.load(STYLE_PATH+"/"+D+".xml").getDocumentElement(),null!=L&&(R=new mxCodec(L.ownerDocument),R.decode(L,this.graph.getStylesheet()))); +else{var L=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=L){var R=new mxCodec(L.ownerDocument);R.decode(L,this.graph.getStylesheet())}}this.graph.currentStyle=D;this.graph.mathEnabled="1"==urlParams.math||"1"==t.getAttribute("math");D=t.getAttribute("backgroundImage");null!=D?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(D)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&& +this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==t.getAttribute("shadow"),!1);if(D=t.getAttribute("extFonts"))try{for(D=D.split("|").map(function(O){O=O.split("^");return{name:O[0],url:O[1]}}),L=0;L<D.length;L++)this.graph.addExtFont(D[L].name,D[L].url)}catch(O){console.log("ExtFonts format error: "+O.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")|| +"Invalid data",toString:function(){return this.message}};};var d=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(t,D){t=null!=t?t:!0;var L=d.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&L.setAttribute("style",this.graph.currentStyle);var R=this.graph.getBackgroundImageObject(this.graph.backgroundImage,D);null!=R&&L.setAttribute("backgroundImage",JSON.stringify(R));L.setAttribute("math",this.graph.mathEnabled?"1":"0");L.setAttribute("shadow", +this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(R=this.graph.extFonts.map(function(O){return O.name+"^"+O.url}),L.setAttribute("extFonts",R.join("|")));return L};Editor.prototype.isDataSvg=function(t){try{var D=mxUtils.parseXml(t).documentElement.getAttribute("content");if(null!=D&&(null!=D&&"<"!=D.charAt(0)&&"%"!=D.charAt(0)&&(D=unescape(window.atob?atob(D):Base64.decode(cont,D))),null!=D&&"%"==D.charAt(0)&&(D=decodeURIComponent(D)),null!=D&&0<D.length)){var L= +mxUtils.parseXml(D).documentElement;return"mxfile"==L.nodeName||"mxGraphModel"==L.nodeName}}catch(R){}return!1};Editor.prototype.extractGraphModel=function(t,D,L){return Editor.extractGraphModel.apply(this,arguments)};var f=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform(); +f.apply(this,arguments)};var c=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){c.apply(this,arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(t,D){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){t=null!=t?t:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(O){try{MathJax.typesetClear([O]), +MathJax.typeset([O]),Editor.onMathJaxDone()}catch(Q){MathJax.typesetClear([O]),null!=Q.retry?Q.retry.then(function(){MathJax.typesetPromise([O]).then(Editor.onMathJaxDone)}):null!=window.console&&console.log("Error in MathJax: "+Q.toString())}};window.MathJax=null!=D?D:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var O=0;O<Editor.mathJaxQueue.length;O++)Editor.doMathJaxRender(Editor.mathJaxQueue[O])}}}; +Editor.MathJaxRender=function(O){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(O):Editor.mathJaxQueue.push(O)};Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var L=Editor.prototype.init;Editor.prototype.init=function(){L.apply(this,arguments);var O=mxUtils.bind(this,function(Q,S){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE, +O);this.graph.addListener(mxEvent.REFRESH,O)};D=document.getElementsByTagName("script");if(null!=D&&0<D.length){var R=document.createElement("script");R.setAttribute("type","text/javascript");R.setAttribute("src",t);D[0].parentNode.appendChild(R)}}};Editor.prototype.csvToArray=function(t){if(0<t.length){var D="",L=[""],R=0,O=!0,Q;t=$jscomp.makeIterator(t);for(Q=t.next();!Q.done;Q=t.next())Q=Q.value,'"'===Q?(O&&Q===D&&(L[R]+=Q),O=!O):","===Q&&O?Q=L[++R]="":L[R]+=Q,D=Q;return L}return[]};Editor.prototype.getProxiedUrl= +function(t){if(!this.isCorsEnabledForUrl(t)){var D=/(\.v(dx|sdx?))($|\?)/i.test(t)||/(\.vs(x|sx?))($|\?)/i.test(t);D=/\.png$/i.test(t)||/\.pdf$/i.test(t)||D;var L="t="+(new Date).getTime();t=PROXY_URL+"?url="+encodeURIComponent(t)+"&"+L+(D?"&base64=1":"")}return t};Editor.prototype.isCorsEnabledForUrl=function(t){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||t.substring(0,window.location.origin.length)==window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp= +new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(t)||"https://raw.githubusercontent.com/"===t.substring(0,34)||"https://fonts.googleapis.com/"===t.substring(0,29)||"https://fonts.gstatic.com/"===t.substring(0,26)};Editor.prototype.createImageUrlConverter=function(){var t=new mxUrlConverter;t.updateBaseUrl();var D=t.convert,L=this;t.convert=function(R){if(null!=R){var O="http://"==R.substring(0,7)||"https://"==R.substring(0,8);O&&!navigator.onLine? +R=Editor.svgBrokenImage.src:!O||R.substring(0,t.baseUrl.length)==t.baseUrl||L.crossOriginImages&&L.isCorsEnabledForUrl(R)?"chrome-extension://"==R.substring(0,19)||mxClient.IS_CHROMEAPP||(R=D.apply(this,arguments)):R=PROXY_URL+"?url="+encodeURIComponent(R)}return R};return t};Editor.createSvgDataUri=function(t){return"data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent(t)))};Editor.prototype.convertImageToDataUri=function(t,D){try{var L=!0,R=window.setTimeout(mxUtils.bind(this,function(){L= +!1;D(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(t))mxUtils.get(t,mxUtils.bind(this,function(Q){window.clearTimeout(R);L&&D(Editor.createSvgDataUri(Q.getText()))}),function(){window.clearTimeout(R);L&&D(Editor.svgBrokenImage.src)});else{var O=new Image;this.crossOriginImages&&(O.crossOrigin="anonymous");O.onload=function(){window.clearTimeout(R);if(L)try{var Q=document.createElement("canvas"),S=Q.getContext("2d");Q.height=O.height;Q.width=O.width;S.drawImage(O,0,0);D(Q.toDataURL())}catch(X){D(Editor.svgBrokenImage.src)}}; +O.onerror=function(){window.clearTimeout(R);L&&D(Editor.svgBrokenImage.src)};O.src=t}}catch(Q){D(Editor.svgBrokenImage.src)}};Editor.prototype.convertImages=function(t,D,L,R){null==R&&(R=this.createImageUrlConverter());var O=0,Q=L||{};L=mxUtils.bind(this,function(S,X){S=t.getElementsByTagName(S);for(var aa=0;aa<S.length;aa++)mxUtils.bind(this,function(Y){try{if(null!=Y){var Z=R.convert(Y.getAttribute(X));if(null!=Z&&"data:"!=Z.substring(0,5)){var ca=Q[Z];null==ca?(O++,this.convertImageToDataUri(Z, +function(fa){null!=fa&&(Q[Z]=fa,Y.setAttribute(X,fa));O--;0==O&&D(t)})):Y.setAttribute(X,ca)}else null!=Z&&Y.setAttribute(X,Z)}}catch(fa){}})(S[aa])});L("image","xlink:href");L("img","src");0==O&&D(t)};Editor.base64Encode=function(t){for(var D="",L=0,R=t.length,O,Q,S;L<R;){O=t.charCodeAt(L++)&255;if(L==R){D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4);D+="==";break}Q=t.charCodeAt(L++); +if(L==R){D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4|(Q&240)>>4);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&15)<<2);D+="=";break}S=t.charCodeAt(L++);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4|(Q&240)>>4);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q& +15)<<2|(S&192)>>6);D+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(S&63)}return D};Editor.prototype.loadUrl=function(t,D,L,R,O,Q,S,X){try{var aa=!S&&(R||/(\.png)($|\?)/i.test(t)||/(\.jpe?g)($|\?)/i.test(t)||/(\.gif)($|\?)/i.test(t)||/(\.pdf)($|\?)/i.test(t));O=null!=O?O:!0;var Y=mxUtils.bind(this,function(){mxUtils.get(t,mxUtils.bind(this,function(Z){if(200<=Z.getStatus()&&299>=Z.getStatus()){if(null!=D){var ca=Z.getText();if(aa){if((9==document.documentMode||10==document.documentMode)&& +"undefined"!==typeof window.mxUtilsBinaryToArray){Z=mxUtilsBinaryToArray(Z.request.responseBody).toArray();ca=Array(Z.length);for(var fa=0;fa<Z.length;fa++)ca[fa]=String.fromCharCode(Z[fa]);ca=ca.join("")}Q=null!=Q?Q:"data:image/png;base64,";ca=Q+Editor.base64Encode(ca)}D(ca)}}else null!=L&&(0==Z.getStatus()?L({message:mxResources.get("accessDenied")},Z):404==Z.getStatus()?L({code:Z.getStatus()},Z):L({message:mxResources.get("error")+" "+Z.getStatus()},Z))}),function(Z){null!=L&&L({message:mxResources.get("error")+ +" "+Z.getStatus()})},aa,this.timeout,function(){O&&null!=L&&L({code:App.ERROR_TIMEOUT,retry:Y})},X)});Y()}catch(Z){null!=L&&L(Z)}};Editor.prototype.absoluteCssFonts=function(t){var D=null;if(null!=t){var L=t.split("url(");if(0<L.length){D=[L[0]];t=window.location.pathname;var R=null!=t?t.lastIndexOf("/"):-1;0<=R&&(t=t.substring(0,R+1));R=document.getElementsByTagName("base");var O=null;null!=R&&0<R.length&&(O=R[0].getAttribute("href"));for(var Q=1;Q<L.length;Q++)if(R=L[Q].indexOf(")"),0<R){var S= +Editor.trimCssUrl(L[Q].substring(0,R));this.graph.isRelativeUrl(S)&&(S=null!=O?O+S:window.location.protocol+"//"+window.location.hostname+("/"==S.charAt(0)?"":t)+S);D.push('url("'+S+'"'+L[Q].substring(R))}else D.push(L[Q])}else D=[t]}return null!=D?D.join(""):null};Editor.prototype.mapFontUrl=function(t,D,L){/^https?:\/\//.test(D)&&!this.isCorsEnabledForUrl(D)&&(D=PROXY_URL+"?url="+encodeURIComponent(D));L(t,D)};Editor.prototype.embedCssFonts=function(t,D){var L=t.split("url("),R=0;null==this.cachedFonts&& +(this.cachedFonts={});var O=mxUtils.bind(this,function(){if(0==R){for(var aa=[L[0]],Y=1;Y<L.length;Y++){var Z=L[Y].indexOf(")");aa.push('url("');aa.push(this.cachedFonts[Editor.trimCssUrl(L[Y].substring(0,Z))]);aa.push('"'+L[Y].substring(Z))}D(aa.join(""))}});if(0<L.length){for(t=1;t<L.length;t++){var Q=L[t].indexOf(")"),S=null,X=L[t].indexOf("format(",Q);0<X&&(S=Editor.trimCssUrl(L[t].substring(X+7,L[t].indexOf(")",X))));mxUtils.bind(this,function(aa){if(null==this.cachedFonts[aa]){this.cachedFonts[aa]= +aa;R++;var Y="application/x-font-ttf";if("svg"==S||/(\.svg)($|\?)/i.test(aa))Y="image/svg+xml";else if("otf"==S||"embedded-opentype"==S||/(\.otf)($|\?)/i.test(aa))Y="application/x-font-opentype";else if("woff"==S||/(\.woff)($|\?)/i.test(aa))Y="application/font-woff";else if("woff2"==S||/(\.woff2)($|\?)/i.test(aa))Y="application/font-woff2";else if("eot"==S||/(\.eot)($|\?)/i.test(aa))Y="application/vnd.ms-fontobject";else if("sfnt"==S||/(\.sfnt)($|\?)/i.test(aa))Y="application/font-sfnt";this.mapFontUrl(Y, +aa,mxUtils.bind(this,function(Z,ca){this.loadUrl(ca,mxUtils.bind(this,function(fa){this.cachedFonts[aa]=fa;R--;O()}),mxUtils.bind(this,function(fa){R--;O()}),!0,null,"data:"+Z+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(L[t].substring(0,Q)),S)}O()}else D(t)};Editor.prototype.loadFonts=function(t){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(D){this.resolvedFontCss=D;null!=t&&t()})):null!=t&&t()};Editor.prototype.createGoogleFontCache= +function(){var t={},D;for(D in Graph.fontMapping)Graph.isCssFontUrl(D)&&(t[D]=Graph.fontMapping[D]);return t};Editor.prototype.embedExtFonts=function(t){var D=this.graph.getCustomFonts();if(0<D.length){var L=[],R=0;null==this.cachedGoogleFonts&&(this.cachedGoogleFonts=this.createGoogleFontCache());for(var O=mxUtils.bind(this,function(){0==R&&this.embedCssFonts(L.join(""),t)}),Q=0;Q<D.length;Q++)mxUtils.bind(this,function(S,X){Graph.isCssFontUrl(X)?null==this.cachedGoogleFonts[X]?(R++,this.loadUrl(X, +mxUtils.bind(this,function(aa){this.cachedGoogleFonts[X]=aa;L.push(aa+"\n");R--;O()}),mxUtils.bind(this,function(aa){R--;L.push("@import url("+X+");\n");O()}))):L.push(this.cachedGoogleFonts[X]+"\n"):L.push('@font-face {font-family: "'+S+'";src: url("'+X+'")}\n')})(D[Q].name,D[Q].url);O()}else t()};Editor.prototype.addMathCss=function(t){t=t.getElementsByTagName("defs");if(null!=t&&0<t.length)for(var D=document.getElementsByTagName("style"),L=0;L<D.length;L++){var R=mxUtils.getTextContent(D[L]);0> +R.indexOf("mxPageSelector")&&0<R.indexOf("MathJax")&&t[0].appendChild(D[L].cloneNode(!0))}};Editor.prototype.addFontCss=function(t,D){D=null!=D?D:this.absoluteCssFonts(this.fontCss);if(null!=D){var L=t.getElementsByTagName("defs"),R=t.ownerDocument;0==L.length?(L=null!=R.createElementNS?R.createElementNS(mxConstants.NS_SVG,"defs"):R.createElement("defs"),null!=t.firstChild?t.insertBefore(L,t.firstChild):t.appendChild(L)):L=L[0];t=null!=R.createElementNS?R.createElementNS(mxConstants.NS_SVG,"style"): +R.createElement("style");t.setAttribute("type","text/css");mxUtils.setTextContent(t,D);L.appendChild(t)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale=function(t,D,L){var R=mxClient.IS_FF?8192:16384;return Math.min(L,Math.min(R/t,R/D))};Editor.prototype.exportToCanvas=function(t,D,L,R,O,Q,S,X,aa,Y,Z,ca,fa,ka,ha,ra,la,Fa){try{Q=null!=Q?Q:!0;S=null!=S?S:!0;ca=null!=ca?ca:this.graph;fa=null!=fa?fa:0;var Ga=aa?null: +ca.background;Ga==mxConstants.NONE&&(Ga=null);null==Ga&&(Ga=R);null==Ga&&0==aa&&(Ga=ra?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(ca.getSvg(null,null,fa,ka,null,S,null,null,null,Y,null,ra,la,Fa),mxUtils.bind(this,function(Aa){try{var Ma=new Image;Ma.onload=mxUtils.bind(this,function(){try{var Da=function(){mxClient.IS_SF?window.setTimeout(function(){wa.drawImage(Ma,0,0);t(Ca,Aa)},0):(wa.drawImage(Ma,0,0),t(Ca,Aa))},Ca=document.createElement("canvas"),pa=parseInt(Aa.getAttribute("width")), +qa=parseInt(Aa.getAttribute("height"));X=null!=X?X:1;null!=D&&(X=Q?Math.min(1,Math.min(3*D/(4*qa),D/pa)):D/pa);X=this.getMaxCanvasScale(pa,qa,X);pa=Math.ceil(X*pa);qa=Math.ceil(X*qa);Ca.setAttribute("width",pa);Ca.setAttribute("height",qa);var wa=Ca.getContext("2d");null!=Ga&&(wa.beginPath(),wa.rect(0,0,pa,qa),wa.fillStyle=Ga,wa.fill());1!=X&&wa.scale(X,X);if(ha){var Ha=ca.view,ya=Ha.scale;Ha.scale=1;var Ia=btoa(unescape(encodeURIComponent(Ha.createSvgGrid(Ha.gridColor))));Ha.scale=ya;Ia="data:image/svg+xml;base64,"+ +Ia;var ja=ca.gridSize*Ha.gridSteps*X,va=ca.getGraphBounds(),ta=Ha.translate.x*ya,da=Ha.translate.y*ya,ba=ta+(va.x-ta)/ya-fa,na=da+(va.y-da)/ya-fa,ea=new Image;ea.onload=function(){try{for(var ia=-Math.round(ja-mxUtils.mod((ta-ba)*X,ja)),oa=-Math.round(ja-mxUtils.mod((da-na)*X,ja));ia<pa;ia+=ja)for(var ma=oa;ma<qa;ma+=ja)wa.drawImage(ea,ia/X,ma/X);Da()}catch(xa){null!=O&&O(xa)}};ea.onerror=function(ia){null!=O&&O(ia)};ea.src=Ia}else Da()}catch(ia){null!=O&&O(ia)}});Ma.onerror=function(Da){null!=O&& +O(Da)};Y&&this.graph.addSvgShadow(Aa);this.graph.mathEnabled&&this.addMathCss(Aa);var za=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(Aa,this.resolvedFontCss),Ma.src=Editor.createSvgDataUri(mxUtils.getXml(Aa))}catch(Da){null!=O&&O(Da)}});this.embedExtFonts(mxUtils.bind(this,function(Da){try{null!=Da&&this.addFontCss(Aa,Da),this.loadFonts(za)}catch(Ca){null!=O&&O(Ca)}}))}catch(Da){null!=O&&O(Da)}}),L,Z)}catch(Aa){null!=O&&O(Aa)}};Editor.crcTable=[];for(var l=0;256>l;l++)for(var m= +l,x=0;8>x;x++)m=1==(m&1)?3988292384^m>>>1:m>>>1,Editor.crcTable[l]=m;Editor.updateCRC=function(t,D,L,R){for(var O=0;O<R;O++)t=Editor.crcTable[(t^D.charCodeAt(L+O))&255]^t>>>8;return t};Editor.crc32=function(t){for(var D=-1,L=0;L<t.length;L++)D=D>>>8^Editor.crcTable[(D^t.charCodeAt(L))&255];return(D^-1)>>>0};Editor.writeGraphModelToPng=function(t,D,L,R,O){function Q(Z,ca){var fa=aa;aa+=ca;return Z.substring(fa,aa)}function S(Z){Z=Q(Z,4);return Z.charCodeAt(3)+(Z.charCodeAt(2)<<8)+(Z.charCodeAt(1)<< +16)+(Z.charCodeAt(0)<<24)}function X(Z){return String.fromCharCode(Z>>24&255,Z>>16&255,Z>>8&255,Z&255)}t=t.substring(t.indexOf(",")+1);t=window.atob?atob(t):Base64.decode(t,!0);var aa=0;if(Q(t,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=O&&O();else if(Q(t,4),"IHDR"!=Q(t,4))null!=O&&O();else{Q(t,17);O=t.substring(0,aa);do{var Y=S(t);if("IDAT"==Q(t,4)){O=t.substring(0,aa-8);"pHYs"==D&&"dpi"==L?(L=Math.round(R/.0254),L=X(L)+X(L)+String.fromCharCode(1)):L=L+String.fromCharCode(0)+ +("zTXt"==D?String.fromCharCode(0):"")+R;R=4294967295;R=Editor.updateCRC(R,D,0,4);R=Editor.updateCRC(R,L,0,L.length);O+=X(L.length)+D+L+X(R^4294967295);O+=t.substring(aa-8,t.length);break}O+=t.substring(aa-8,aa-4+Y);Q(t,Y);Q(t,4)}while(Y);return"data:image/png;base64,"+(window.btoa?btoa(O):Base64.encode(O,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var z=ColorDialog.addRecentColor;ColorDialog.addRecentColor=function(t,D){z.apply(this, +arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var C=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){C.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(t,D){var L=null;null!=t.editor.graph.getModel().getParent(D)?L=D.getId():null!=t.currentPage&&(L=t.currentPage.getId());return L});if(null!=window.StyleFormatPanel){var e=Format.prototype.init; +Format.prototype.init=function(){e.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var g=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()||"1"==urlParams.embed||this.editorUi.editor.chromeless?g.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var t=this.editorUi.getCurrentFile();return"1"==urlParams.embed||null!=t&&t.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible= +function(t){return!1};var k=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(t){t=k.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var D=this.editorUi,L=D.editor.graph,R=this.createOption(mxResources.get("shadow"),function(){return L.shadowVisible},function(O){var Q=new ChangePageSetup(D);Q.ignoreColor=!0;Q.ignoreImage=!0;Q.shadowVisible=O;L.model.execute(Q)},{install:function(O){this.listener=function(){O(L.shadowVisible)}; +D.addListener("shadowVisibleChanged",this.listener)},destroy:function(){D.removeListener(this.listener)}});Editor.enableShadowOption||(R.getElementsByTagName("input")[0].setAttribute("disabled","disabled"),mxUtils.setOpacity(R,60));t.appendChild(R)}return t};var n=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(t){t=n.apply(this,arguments);var D=this.editorUi,L=D.editor.graph;if(L.isEnabled()){var R=D.getCurrentFile();if(null!=R&&R.isAutosaveOptional()){var O= +this.createOption(mxResources.get("autosave"),function(){return D.editor.autosave},function(S){D.editor.setAutosave(S);D.editor.autosave&&R.isModified()&&R.fileChanged()},{install:function(S){this.listener=function(){S(D.editor.autosave)};D.editor.addListener("autosaveChanged",this.listener)},destroy:function(){D.editor.removeListener(this.listener)}});t.appendChild(O)}}if(this.isMathOptionVisible()&&L.isEnabled()&&"undefined"!==typeof MathJax){O=this.createOption(mxResources.get("mathematicalTypesetting"), +function(){return L.mathEnabled},function(S){D.actions.get("mathematicalTypesetting").funct()},{install:function(S){this.listener=function(){S(L.mathEnabled)};D.addListener("mathEnabledChanged",this.listener)},destroy:function(){D.removeListener(this.listener)}});O.style.paddingTop="5px";t.appendChild(O);var Q=D.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");Q.style.position="relative";Q.style.marginLeft="6px";Q.style.top="2px";O.appendChild(Q)}return t};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties= +[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth", +dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent",type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double",dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line", +type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0},{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize", +dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties= +[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float",min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties= +[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize",dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties= +[{name:"size",dispName:"Fold Size",type:"float",min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, +{name:"base",dispName:"Callout Width",type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position", +type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"},{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color", +type:"color",defVal:null}];mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows",type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); +mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double", +type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0},{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect", +type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"},{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height", +type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties= +[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0, +max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum", +defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40,min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes= +[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7",stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff", +stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000",font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00", +font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3",stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"}, +{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"},{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties= +function(t,D,L){if(null!=D){var R=function(Q){if(null!=Q)if(L)for(var S=0;S<Q.length;S++)D[Q[S].name]=Q[S];else for(var X in D){var aa=!1;for(S=0;S<Q.length;S++)if(Q[S].name==X&&Q[S].type==D[X].type){aa=!0;break}aa||delete D[X]}},O=this.editorUi.editor.graph.view.getState(t);null!=O&&null!=O.shape&&(O.shape.commonCustomPropAdded||(O.shape.commonCustomPropAdded=!0,O.shape.customProperties=O.shape.customProperties||[],O.cell.vertex?Array.prototype.push.apply(O.shape.customProperties,Editor.commonVertexProperties): +Array.prototype.push.apply(O.shape.customProperties,Editor.commonEdgeProperties)),R(O.shape.customProperties));t=t.getAttribute("customProperties");if(null!=t)try{R(JSON.parse(t))}catch(Q){}}};var q=StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init=function(){var t=this.editorUi.getSelectionState();"image"!=t.style.shape&&!t.containsLabel&&0<t.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));q.apply(this,arguments);if(Editor.enableCustomProperties){for(var D= +{},L=t.vertices,R=t.edges,O=0;O<L.length;O++)this.findCommonProperties(L[O],D,0==O);for(O=0;O<R.length;O++)this.findCommonProperties(R[O],D,0==L.length&&0==O);null!=Object.getOwnPropertyNames&&0<Object.getOwnPropertyNames(D).length&&this.container.appendChild(this.addProperties(this.createPanel(),D,t))}};var p=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(t){this.addActions(t,["copyStyle","pasteStyle"]);return p.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed= +!0;StyleFormatPanel.prototype.addProperties=function(t,D,L){function R(wa,Ha,ya,Ia){ca.getModel().beginUpdate();try{var ja=[],va=[];if(null!=ya.index){for(var ta=[],da=ya.parentRow.nextSibling;da&&da.getAttribute("data-pName")==wa;)ta.push(da.getAttribute("data-pValue")),da=da.nextSibling;ya.index<ta.length?null!=Ia?ta.splice(Ia,1):ta[ya.index]=Ha:ta.push(Ha);null!=ya.size&&ta.length>ya.size&&(ta=ta.slice(0,ya.size));Ha=ta.join(",");null!=ya.countProperty&&(ca.setCellStyles(ya.countProperty,ta.length, +ca.getSelectionCells()),ja.push(ya.countProperty),va.push(ta.length))}ca.setCellStyles(wa,Ha,ca.getSelectionCells());ja.push(wa);va.push(Ha);if(null!=ya.dependentProps)for(wa=0;wa<ya.dependentProps.length;wa++){var ba=ya.dependentPropsDefVal[wa],na=ya.dependentPropsVals[wa];if(na.length>Ha)na=na.slice(0,Ha);else for(var ea=na.length;ea<Ha;ea++)na.push(ba);na=na.join(",");ca.setCellStyles(ya.dependentProps[wa],na,ca.getSelectionCells());ja.push(ya.dependentProps[wa]);va.push(na)}if("function"==typeof ya.onChange)ya.onChange(ca, +Ha);Z.editorUi.fireEvent(new mxEventObject("styleChanged","keys",ja,"values",va,"cells",ca.getSelectionCells()))}finally{ca.getModel().endUpdate()}}function O(wa,Ha,ya){var Ia=mxUtils.getOffset(t,!0),ja=mxUtils.getOffset(wa,!0);Ha.style.position="absolute";Ha.style.left=ja.x-Ia.x+"px";Ha.style.top=ja.y-Ia.y+"px";Ha.style.width=wa.offsetWidth+"px";Ha.style.height=wa.offsetHeight-(ya?4:0)+"px";Ha.style.zIndex=5}function Q(wa,Ha,ya){var Ia=document.createElement("div");Ia.style.width="32px";Ia.style.height= +"4px";Ia.style.margin="2px";Ia.style.border="1px solid black";Ia.style.background=Ha&&"none"!=Ha?Ha:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(Z,function(ja){this.editorUi.pickColor(Ha,function(va){Ia.style.background="none"==va?"url('"+Dialog.prototype.noColorImage+"')":va;R(wa,va,ya)});mxEvent.consume(ja)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(Ia);return btn}function S(wa,Ha,ya,Ia,ja,va,ta){null!=Ha&&(Ha=Ha.split(","), +fa.push({name:wa,values:Ha,type:ya,defVal:Ia,countProperty:ja,parentRow:va,isDeletable:!0,flipBkg:ta}));btn=mxUtils.button("+",mxUtils.bind(Z,function(da){for(var ba=va,na=0;null!=ba.nextSibling;)if(ba.nextSibling.getAttribute("data-pName")==wa)ba=ba.nextSibling,na++;else break;var ea={type:ya,parentRow:va,index:na,isDeletable:!0,defVal:Ia,countProperty:ja};na=Y(wa,"",ea,0==na%2,ta);R(wa,Ia,ea);ba.parentNode.insertBefore(na,ba.nextSibling);mxEvent.consume(da)}));btn.style.height="16px";btn.style.width= +"25px";btn.className="geColorBtn";return btn}function X(wa,Ha,ya,Ia,ja,va,ta){if(0<ja){var da=Array(ja);Ha=null!=Ha?Ha.split(","):[];for(var ba=0;ba<ja;ba++)da[ba]=null!=Ha[ba]?Ha[ba]:null!=Ia?Ia:"";fa.push({name:wa,values:da,type:ya,defVal:Ia,parentRow:va,flipBkg:ta,size:ja})}return document.createElement("div")}function aa(wa,Ha,ya){var Ia=document.createElement("input");Ia.type="checkbox";Ia.checked="1"==Ha;mxEvent.addListener(Ia,"change",function(){R(wa,Ia.checked?"1":"0",ya)});return Ia}function Y(wa, +Ha,ya,Ia,ja){var va=ya.dispName,ta=ya.type,da=document.createElement("tr");da.className="gePropRow"+(ja?"Dark":"")+(Ia?"Alt":"")+" gePropNonHeaderRow";da.setAttribute("data-pName",wa);da.setAttribute("data-pValue",Ha);Ia=!1;null!=ya.index&&(da.setAttribute("data-index",ya.index),va=(null!=va?va:"")+"["+ya.index+"]",Ia=!0);var ba=document.createElement("td");ba.className="gePropRowCell";va=mxResources.get(va,null,va);mxUtils.write(ba,va);ba.setAttribute("title",va);Ia&&(ba.style.textAlign="right"); +da.appendChild(ba);ba=document.createElement("td");ba.className="gePropRowCell";if("color"==ta)ba.appendChild(Q(wa,Ha,ya));else if("bool"==ta||"boolean"==ta)ba.appendChild(aa(wa,Ha,ya));else if("enum"==ta){var na=ya.enumList;for(ja=0;ja<na.length;ja++)if(va=na[ja],va.val==Ha){mxUtils.write(ba,mxResources.get(va.dispName,null,va.dispName));break}mxEvent.addListener(ba,"click",mxUtils.bind(Z,function(){var ea=document.createElement("select");O(ba,ea);for(var ia=0;ia<na.length;ia++){var oa=na[ia],ma= +document.createElement("option");ma.value=mxUtils.htmlEntities(oa.val);mxUtils.write(ma,mxResources.get(oa.dispName,null,oa.dispName));ea.appendChild(ma)}ea.value=Ha;t.appendChild(ea);mxEvent.addListener(ea,"change",function(){var xa=mxUtils.htmlEntities(ea.value);R(wa,xa,ya)});ea.focus();mxEvent.addListener(ea,"blur",function(){t.removeChild(ea)})}))}else"dynamicArr"==ta?ba.appendChild(S(wa,Ha,ya.subType,ya.subDefVal,ya.countProperty,da,ja)):"staticArr"==ta?ba.appendChild(X(wa,Ha,ya.subType,ya.subDefVal, +ya.size,da,ja)):"readOnly"==ta?(ja=document.createElement("input"),ja.setAttribute("readonly",""),ja.value=Ha,ja.style.width="96px",ja.style.borderWidth="0px",ba.appendChild(ja)):(ba.innerHTML=mxUtils.htmlEntities(decodeURIComponent(Ha)),mxEvent.addListener(ba,"click",mxUtils.bind(Z,function(){function ea(){var oa=ia.value;oa=0==oa.length&&"string"!=ta?0:oa;ya.allowAuto&&(null!=oa.trim&&"auto"==oa.trim().toLowerCase()?(oa="auto",ta="string"):(oa=parseFloat(oa),oa=isNaN(oa)?0:oa));null!=ya.min&&oa< +ya.min?oa=ya.min:null!=ya.max&&oa>ya.max&&(oa=ya.max);oa=encodeURIComponent(("int"==ta?parseInt(oa):oa)+"");R(wa,oa,ya)}var ia=document.createElement("input");O(ba,ia,!0);ia.value=decodeURIComponent(Ha);ia.className="gePropEditor";"int"!=ta&&"float"!=ta||ya.allowAuto||(ia.type="number",ia.step="int"==ta?"1":"any",null!=ya.min&&(ia.min=parseFloat(ya.min)),null!=ya.max&&(ia.max=parseFloat(ya.max)));t.appendChild(ia);mxEvent.addListener(ia,"keypress",function(oa){13==oa.keyCode&&ea()});ia.focus();mxEvent.addListener(ia, +"blur",function(){ea()})})));ya.isDeletable&&(ja=mxUtils.button("-",mxUtils.bind(Z,function(ea){R(wa,"",ya,ya.index);mxEvent.consume(ea)})),ja.style.height="16px",ja.style.width="25px",ja.style.float="right",ja.className="geColorBtn",ba.appendChild(ja));da.appendChild(ba);return da}var Z=this,ca=this.editorUi.editor.graph,fa=[];t.style.position="relative";t.style.padding="0";var ka=document.createElement("table");ka.className="geProperties";ka.style.whiteSpace="nowrap";ka.style.width="100%";var ha= +document.createElement("tr");ha.className="gePropHeader";var ra=document.createElement("th");ra.className="gePropHeaderCell";var la=document.createElement("img");la.src=Sidebar.prototype.expandedImage;la.style.verticalAlign="middle";ra.appendChild(la);mxUtils.write(ra,mxResources.get("property"));ha.style.cursor="pointer";var Fa=function(){var wa=ka.querySelectorAll(".gePropNonHeaderRow");if(Z.editorUi.propertiesCollapsed){la.src=Sidebar.prototype.collapsedImage;var Ha="none";for(var ya=t.childNodes.length- +1;0<=ya;ya--)try{var Ia=t.childNodes[ya],ja=Ia.nodeName.toUpperCase();"INPUT"!=ja&&"SELECT"!=ja||t.removeChild(Ia)}catch(va){}}else la.src=Sidebar.prototype.expandedImage,Ha="";for(ya=0;ya<wa.length;ya++)wa[ya].style.display=Ha};mxEvent.addListener(ha,"click",function(){Z.editorUi.propertiesCollapsed=!Z.editorUi.propertiesCollapsed;Fa()});ha.appendChild(ra);ra=document.createElement("th");ra.className="gePropHeaderCell";ra.innerHTML=mxResources.get("value");ha.appendChild(ra);ka.appendChild(ha);var Ga= +!1,Aa=!1;ha=null;1==L.vertices.length&&0==L.edges.length?ha=L.vertices[0].id:0==L.vertices.length&&1==L.edges.length&&(ha=L.edges[0].id);null!=ha&&ka.appendChild(Y("id",mxUtils.htmlEntities(ha),{dispName:"ID",type:"readOnly"},!0,!1));for(var Ma in D)if(ha=D[Ma],"function"!=typeof ha.isVisible||ha.isVisible(L,this)){var za=null!=L.style[Ma]?mxUtils.htmlEntities(L.style[Ma]+""):null!=ha.getDefaultValue?ha.getDefaultValue(L,this):ha.defVal;if("separator"==ha.type)Aa=!Aa;else{if("staticArr"==ha.type)ha.size= +parseInt(L.style[ha.sizeProperty]||D[ha.sizeProperty].defVal)||0;else if(null!=ha.dependentProps){var Da=ha.dependentProps,Ca=[],pa=[];for(ra=0;ra<Da.length;ra++){var qa=L.style[Da[ra]];pa.push(D[Da[ra]].subDefVal);Ca.push(null!=qa?qa.split(","):[])}ha.dependentPropsDefVal=pa;ha.dependentPropsVals=Ca}ka.appendChild(Y(Ma,za,ha,Ga,Aa));Ga=!Ga}}for(ra=0;ra<fa.length;ra++)for(ha=fa[ra],D=ha.parentRow,L=0;L<ha.values.length;L++)Ma=Y(ha.name,ha.values[L],{type:ha.type,parentRow:ha.parentRow,isDeletable:ha.isDeletable, +index:L,defVal:ha.defVal,countProperty:ha.countProperty,size:ha.size},0==L%2,ha.flipBkg),D.parentNode.insertBefore(Ma,D.nextSibling),D=Ma;t.appendChild(ka);Fa();return t};StyleFormatPanel.prototype.addStyles=function(t){function D(ha){mxEvent.addListener(ha,"mouseenter",function(){ha.style.opacity="1"});mxEvent.addListener(ha,"mouseleave",function(){ha.style.opacity="0.5"})}var L=this.editorUi,R=L.editor.graph,O=document.createElement("div");O.style.whiteSpace="nowrap";O.style.paddingLeft="24px"; +O.style.paddingRight="20px";t.style.paddingLeft="16px";t.style.paddingBottom="6px";t.style.position="relative";t.appendChild(O);var Q="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "),S=document.createElement("div");S.style.whiteSpace="nowrap";S.style.position="relative";S.style.textAlign="center";S.style.width="210px";for(var X=[],aa=0;aa<this.defaultColorSchemes.length;aa++){var Y= +document.createElement("div");Y.style.display="inline-block";Y.style.width="6px";Y.style.height="6px";Y.style.marginLeft="4px";Y.style.marginRight="3px";Y.style.borderRadius="3px";Y.style.cursor="pointer";Y.style.background="transparent";Y.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ha){mxEvent.addListener(Y,"click",mxUtils.bind(this,function(){Z(ha)}))})(aa);X.push(Y);S.appendChild(Y)}var Z=mxUtils.bind(this,function(ha){null!=X[ha]&&(null!=this.format.currentScheme&&null!=X[this.format.currentScheme]&& +(X[this.format.currentScheme].style.background="transparent"),this.format.currentScheme=ha,ca(this.defaultColorSchemes[this.format.currentScheme]),X[this.format.currentScheme].style.background="#84d7ff")}),ca=mxUtils.bind(this,function(ha){var ra=mxUtils.bind(this,function(Fa){var Ga=mxUtils.button("",mxUtils.bind(this,function(za){R.getModel().beginUpdate();try{for(var Da=L.getSelectionState().cells,Ca=0;Ca<Da.length;Ca++){for(var pa=R.getModel().getStyle(Da[Ca]),qa=0;qa<Q.length;qa++)pa=mxUtils.removeStylename(pa, +Q[qa]);var wa=R.getModel().isVertex(Da[Ca])?R.defaultVertexStyle:R.defaultEdgeStyle;null!=Fa?(mxEvent.isShiftDown(za)||(pa=""==Fa.fill?mxUtils.setStyle(pa,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(pa,mxConstants.STYLE_FILLCOLOR,Fa.fill||mxUtils.getValue(wa,mxConstants.STYLE_FILLCOLOR,null)),pa=mxUtils.setStyle(pa,mxConstants.STYLE_GRADIENTCOLOR,Fa.gradient||mxUtils.getValue(wa,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown(za)||mxClient.IS_MAC&&mxEvent.isMetaDown(za)||!R.getModel().isVertex(Da[Ca])|| +(pa=mxUtils.setStyle(pa,mxConstants.STYLE_FONTCOLOR,Fa.font||mxUtils.getValue(wa,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown(za)||(pa=""==Fa.stroke?mxUtils.setStyle(pa,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(pa,mxConstants.STYLE_STROKECOLOR,Fa.stroke||mxUtils.getValue(wa,mxConstants.STYLE_STROKECOLOR,null)))):(pa=mxUtils.setStyle(pa,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(wa,mxConstants.STYLE_FILLCOLOR,"#ffffff")),pa=mxUtils.setStyle(pa,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(wa, +mxConstants.STYLE_STROKECOLOR,"#000000")),pa=mxUtils.setStyle(pa,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(wa,mxConstants.STYLE_GRADIENTCOLOR,null)),R.getModel().isVertex(Da[Ca])&&(pa=mxUtils.setStyle(pa,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(wa,mxConstants.STYLE_FONTCOLOR,null))));R.getModel().setStyle(Da[Ca],pa)}}finally{R.getModel().endUpdate()}}));Ga.className="geStyleButton";Ga.style.width="36px";Ga.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Ga.style.margin="0px 6px 6px 0px"; +if(null!=Fa){var Aa="1"==urlParams.sketch?"2px solid":"1px solid";null!=Fa.border&&(Aa=Fa.border);null!=Fa.gradient?mxClient.IS_IE&&10>document.documentMode?Ga.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Fa.fill+"', EndColorStr='"+Fa.gradient+"', GradientType=0)":Ga.style.backgroundImage="linear-gradient("+Fa.fill+" 0px,"+Fa.gradient+" 100%)":Fa.fill==mxConstants.NONE?Ga.style.background="url('"+Dialog.prototype.noColorImage+"')":Ga.style.backgroundColor=""==Fa.fill? +mxUtils.getValue(R.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff"):Fa.fill||mxUtils.getValue(R.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Ga.style.border=Fa.stroke==mxConstants.NONE?Aa+" transparent":""==Fa.stroke?Aa+" "+mxUtils.getValue(R.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):Aa+" "+(Fa.stroke||mxUtils.getValue(R.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR, +Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Fa.title&&Ga.setAttribute("title",Fa.title)}else{Aa=mxUtils.getValue(R.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var Ma=mxUtils.getValue(R.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,"#000000");Ga.style.backgroundColor=Aa;Ga.style.border="1px solid "+Ma}Ga.style.borderRadius="0";O.appendChild(Ga)});O.innerText="";for(var la=0;la<ha.length;la++)0<la&&0==mxUtils.mod(la,4)&&mxUtils.br(O),ra(ha[la])});null==this.format.currentScheme? +Z(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):Z(this.format.currentScheme);aa=10>=this.defaultColorSchemes.length?28:8;var fa=document.createElement("div");fa.style.cssText="position:absolute;left:10px;top:8px;bottom:"+aa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; +mxEvent.addListener(fa,"click",mxUtils.bind(this,function(){Z(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var ka=document.createElement("div");ka.style.cssText="position:absolute;left:202px;top:8px;bottom:"+aa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; +1<this.defaultColorSchemes.length&&(t.appendChild(fa),t.appendChild(ka));mxEvent.addListener(ka,"click",mxUtils.bind(this,function(){Z(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));D(fa);D(ka);ca(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&t.appendChild(S);return t};StyleFormatPanel.prototype.addEditOps=function(t){var D=this.editorUi.getSelectionState(),L=this.editorUi.editor.graph,R=null;1==D.cells.length&&(R=mxUtils.button(mxResources.get("editStyle"), +mxUtils.bind(this,function(O){this.editorUi.actions.get("editStyle").funct()})),R.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),R.style.width="210px",R.style.marginBottom="2px",t.appendChild(R));L=1==D.cells.length?L.view.getState(D.cells[0]):null;null!=L&&null!=L.shape&&null!=L.shape.stencil?(D=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(O){this.editorUi.actions.get("editShape").funct()})),D.setAttribute("title", +mxResources.get("editShape")),D.style.marginBottom="2px",null==R?D.style.width="210px":(R.style.width="104px",D.style.width="104px",D.style.marginLeft="2px"),t.appendChild(D)):D.image&&0<D.cells.length&&(D=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(O){this.editorUi.actions.get("image").funct()})),D.setAttribute("title",mxResources.get("editImage")),D.style.marginBottom="2px",null==R?D.style.width="210px":(R.style.width="104px",D.style.width="104px",D.style.marginLeft="2px"), +t.appendChild(D));return t}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(t){return t.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(t){return Graph.isGoogleFontUrl(t)};Graph.createFontElement=function(t, +D){var L=Graph.fontMapping[D];null==L&&Graph.isCssFontUrl(D)?(t=document.createElement("link"),t.setAttribute("rel","stylesheet"),t.setAttribute("type","text/css"),t.setAttribute("charset","UTF-8"),t.setAttribute("href",D)):(null==L&&(L='@font-face {\nfont-family: "'+t+'";\nsrc: url("'+D+'");\n}'),t=document.createElement("style"),mxUtils.write(t,L));return t};Graph.addFont=function(t,D,L){if(null!=t&&0<t.length&&null!=D&&0<D.length){var R=t.toLowerCase();if("helvetica"!=R&&"arial"!=t&&"sans-serif"!= +R){var O=Graph.customFontElements[R];null!=O&&O.url!=D&&(O.elt.parentNode.removeChild(O.elt),O=null);null==O?(O=D,"http:"==D.substring(0,5)&&(O=PROXY_URL+"?url="+encodeURIComponent(D)),O={name:t,url:D,elt:Graph.createFontElement(t,O)},Graph.customFontElements[R]=O,Graph.recentCustomFonts[R]=O,D=document.getElementsByTagName("head")[0],null!=L&&("link"==O.elt.nodeName.toLowerCase()?(O.elt.onload=L,O.elt.onerror=L):L()),null!=D&&D.appendChild(O.elt)):null!=L&&L()}else null!=L&&L()}else null!=L&&L(); +return t};Graph.getFontUrl=function(t,D){t=Graph.customFontElements[t.toLowerCase()];null!=t&&(D=t.url);return D};Graph.processFontAttributes=function(t){t=t.getElementsByTagName("*");for(var D=0;D<t.length;D++){var L=t[D].getAttribute("data-font-src");if(null!=L){var R="FONT"==t[D].nodeName?t[D].getAttribute("face"):t[D].style.fontFamily;null!=R&&Graph.addFont(R,L)}}};Graph.processFontStyle=function(t){if(null!=t){var D=mxUtils.getValue(t,"fontSource",null);if(null!=D){var L=mxUtils.getValue(t,mxConstants.STYLE_FONTFAMILY, +null);null!=L&&Graph.addFont(L,decodeURIComponent(D))}}return t};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= +urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var A=Graph.prototype.init;Graph.prototype.init=function(){function t(O){D=O}A.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var D=null;mxEvent.addListener(this.container,"mouseenter",t);mxEvent.addListener(this.container,"mousemove",t);mxEvent.addListener(this.container,"mouseleave",function(O){D=null});this.isMouseInsertPoint=function(){return null!=D};var L=this.getInsertPoint; +this.getInsertPoint=function(){return null!=D?this.getPointForEvent(D):L.apply(this,arguments)};var R=this.layoutManager.getLayout;this.layoutManager.getLayout=function(O){var Q=this.graph.getCellStyle(O);if(null!=Q&&"rack"==Q.childLayout){var S=new mxStackLayout(this.graph,!1);S.gridSize=null!=Q.rackUnitSize?parseFloat(Q.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;S.marginLeft=Q.marginLeft||0;S.marginRight=Q.marginRight||0;S.marginTop=Q.marginTop||0;S.marginBottom= +Q.marginBottom||0;S.allowGaps=Q.allowGaps||0;S.horizontal="1"==mxUtils.getValue(Q,"horizontalRack","0");S.resizeParent=!1;S.fill=!0;return S}return R.apply(this,arguments)};this.updateGlobalUrlVariables()};var E=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(t,D){return Graph.processFontStyle(E.apply(this,arguments))};var y=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(t,D,L,R,O,Q,S,X,aa,Y,Z){y.apply(this,arguments);Graph.processFontAttributes(Z)}; +var B=mxText.prototype.redraw;mxText.prototype.redraw=function(){B.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(t,D,L){function R(){for(var ha=S.getSelectionCells(),ra=[],la=0;la<ha.length;la++)S.isCellVisible(ha[la])&&ra.push(ha[la]);S.setSelectionCells(ra)}function O(ha){S.setHiddenTags(ha?[]:X.slice());R();S.refresh()}function Q(ha,ra){Y.innerText="";if(0<ha.length){var la=document.createElement("table"); +la.setAttribute("cellpadding","2");la.style.boxSizing="border-box";la.style.tableLayout="fixed";la.style.width="100%";var Fa=document.createElement("tbody");if(null!=ha&&0<ha.length)for(var Ga=0;Ga<ha.length;Ga++)(function(Aa){var Ma=0>mxUtils.indexOf(S.hiddenTags,Aa),za=document.createElement("tr"),Da=document.createElement("td");Da.style.align="center";Da.style.width="16px";var Ca=document.createElement("img");Ca.setAttribute("src",Ma?Editor.visibleImage:Editor.hiddenImage);Ca.setAttribute("title", +mxResources.get(Ma?"hideIt":"show",[Aa]));mxUtils.setOpacity(Ca,Ma?75:25);Ca.style.verticalAlign="middle";Ca.style.cursor="pointer";Ca.style.width="16px";if(D||Editor.isDarkMode())Ca.style.filter="invert(100%)";Da.appendChild(Ca);mxEvent.addListener(Ca,"click",function(qa){mxEvent.isShiftDown(qa)?O(0<=mxUtils.indexOf(S.hiddenTags,Aa)):(S.toggleHiddenTag(Aa),R(),S.refresh());mxEvent.consume(qa)});za.appendChild(Da);Da=document.createElement("td");Da.style.overflow="hidden";Da.style.whiteSpace="nowrap"; +Da.style.textOverflow="ellipsis";Da.style.verticalAlign="middle";Da.style.cursor="pointer";Da.setAttribute("title",Aa);a=document.createElement("a");mxUtils.write(a,Aa);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,Ma?100:40);Da.appendChild(a);mxEvent.addListener(Da,"click",function(qa){if(mxEvent.isShiftDown(qa)){O(!0);var wa=S.getCellsForTags([Aa],null,null,!0);S.isEnabled()?S.setSelectionCells(wa):S.highlightCells(wa)}else if(Ma&&0<S.hiddenTags.length)O(!0);else{wa= +X.slice();var Ha=mxUtils.indexOf(wa,Aa);wa.splice(Ha,1);S.setHiddenTags(wa);R();S.refresh()}mxEvent.consume(qa)});za.appendChild(Da);if(S.isEnabled()){Da=document.createElement("td");Da.style.verticalAlign="middle";Da.style.textAlign="center";Da.style.width="18px";if(null==ra){Da.style.align="center";Da.style.width="16px";Ca=document.createElement("img");Ca.setAttribute("src",Editor.crossImage);Ca.setAttribute("title",mxResources.get("removeIt",[Aa]));mxUtils.setOpacity(Ca,Ma?75:25);Ca.style.verticalAlign= +"middle";Ca.style.cursor="pointer";Ca.style.width="16px";if(D||Editor.isDarkMode())Ca.style.filter="invert(100%)";mxEvent.addListener(Ca,"click",function(qa){var wa=mxUtils.indexOf(X,Aa);0<=wa&&X.splice(wa,1);S.removeTagsForCells(S.model.getDescendants(S.model.getRoot()),[Aa]);S.refresh();mxEvent.consume(qa)});Da.appendChild(Ca)}else{var pa=document.createElement("input");pa.setAttribute("type","checkbox");pa.style.margin="0px";pa.defaultChecked=null!=ra&&0<=mxUtils.indexOf(ra,Aa);pa.checked=pa.defaultChecked; +pa.style.background="transparent";pa.setAttribute("title",mxResources.get(pa.defaultChecked?"removeIt":"add",[Aa]));mxEvent.addListener(pa,"change",function(qa){pa.checked?S.addTagsForCells(S.getSelectionCells(),[Aa]):S.removeTagsForCells(S.getSelectionCells(),[Aa]);mxEvent.consume(qa)});Da.appendChild(pa)}za.appendChild(Da)}Fa.appendChild(za)})(ha[Ga]);la.appendChild(Fa);Y.appendChild(la)}}var S=this,X=S.hiddenTags.slice(),aa=document.createElement("div");aa.style.userSelect="none";aa.style.overflow= +"hidden";aa.style.padding="10px";aa.style.height="100%";var Y=document.createElement("div");Y.style.boxSizing="border-box";Y.style.borderRadius="4px";Y.style.userSelect="none";Y.style.overflow="auto";Y.style.position="absolute";Y.style.left="10px";Y.style.right="10px";Y.style.top="10px";Y.style.border=S.isEnabled()?"1px solid #808080":"none";Y.style.bottom=S.isEnabled()?"48px":"10px";aa.appendChild(Y);var Z=mxUtils.button(mxResources.get("reset"),function(ha){S.setHiddenTags([]);mxEvent.isShiftDown(ha)|| +(X=S.hiddenTags.slice());R();S.refresh()});Z.setAttribute("title",mxResources.get("reset"));Z.className="geBtn";Z.style.margin="0 4px 0 0";var ca=mxUtils.button(mxResources.get("add"),function(){null!=L&&L(X,function(ha){X=ha;fa()})});ca.setAttribute("title",mxResources.get("add"));ca.className="geBtn";ca.style.margin="0";S.addListener(mxEvent.ROOT,function(){X=S.hiddenTags.slice()});var fa=mxUtils.bind(this,function(ha,ra){if(t()){ha=S.getAllTags();for(ra=0;ra<ha.length;ra++)0>mxUtils.indexOf(X, +ha[ra])&&X.push(ha[ra]);X.sort();S.isSelectionEmpty()?Q(X):Q(X,S.getCommonTagsForCells(S.getSelectionCells()))}});S.selectionModel.addListener(mxEvent.CHANGE,fa);S.model.addListener(mxEvent.CHANGE,fa);S.addListener(mxEvent.REFRESH,fa);var ka=document.createElement("div");ka.style.boxSizing="border-box";ka.style.whiteSpace="nowrap";ka.style.position="absolute";ka.style.overflow="hidden";ka.style.bottom="0px";ka.style.height="42px";ka.style.right="10px";ka.style.left="10px";S.isEnabled()&&(ka.appendChild(Z), +ka.appendChild(ca),aa.appendChild(ka));return{div:aa,refresh:fa}};Graph.prototype.getCustomFonts=function(){var t=this.extFonts;t=null!=t?t.slice():[];for(var D in Graph.customFontElements){var L=Graph.customFontElements[D];t.push({name:L.name,url:L.url})}return t};Graph.prototype.setFont=function(t,D){Graph.addFont(t,D);document.execCommand("fontname",!1,t);if(null!=D){var L=this.cellEditor.textarea.getElementsByTagName("font");D=Graph.getFontUrl(t,D);for(var R=0;R<L.length;R++)L[R].getAttribute("face")== +t&&L[R].getAttribute("data-font-src")!=D&&L[R].setAttribute("data-font-src",D)}};var J=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return J.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var t=JSON.parse(decodeURIComponent(urlParams.vars));if(null!=t)for(var D in t)this.globalVars[D]= +t[D]}catch(L){null!=window.console&&console.log("Error in vars URL parameter: "+L)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var N=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(t){var D=N.apply(this,arguments);null==D&&null!=this.globalVars&&(D=this.globalVars[t]);return D};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var t=this.themes["default-style2"];this.defaultStylesheet= +(new mxCodec(t.ownerDocument)).decode(t)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var v=Graph.prototype.getSvg;Graph.prototype.getSvg=function(t,D,L,R,O,Q,S,X,aa,Y,Z,ca,fa,ka){var ha=null,ra=null,la=null;ca||null==this.themes||"darkTheme"!=this.defaultThemeName||(ha=this.stylesheet,ra=this.shapeForegroundColor,la=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName?"#000000":Editor.lightColor,this.shapeBackgroundColor= +"darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Fa=v.apply(this,arguments),Ga=this.getCustomFonts();if(Z&&0<Ga.length){var Aa=Fa.ownerDocument,Ma=null!=Aa.createElementNS?Aa.createElementNS(mxConstants.NS_SVG,"style"):Aa.createElement("style");null!=Aa.setAttributeNS?Ma.setAttributeNS("type","text/css"):Ma.setAttribute("type","text/css");for(var za="",Da="",Ca=0;Ca<Ga.length;Ca++){var pa=Ga[Ca].name,qa=Ga[Ca].url;Graph.isCssFontUrl(qa)? +za+="@import url("+qa+");\n":Da+='@font-face {\nfont-family: "'+pa+'";\nsrc: url("'+qa+'");\n}\n'}Ma.appendChild(Aa.createTextNode(za+Da));Fa.getElementsByTagName("defs")[0].appendChild(Ma)}this.mathEnabled&&(document.body.appendChild(Fa),Editor.MathJaxRender(Fa),Fa.parentNode.removeChild(Fa));null!=ha&&(this.shapeBackgroundColor=la,this.shapeForegroundColor=ra,this.stylesheet=ha,this.refresh());return Fa};var u=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy=function(t){u.apply(this, +arguments);null!=t.secondLabel&&(t.secondLabel.destroy(),t.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(t){return[t.shape,t.text,t.secondLabel,t.control]};var G=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){G.apply(this,arguments);this.enumerationState=0};var I=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(t){null!=t.shape&&this.redrawEnumerationState(t);return I.apply(this,arguments)}; +mxGraphView.prototype.createEnumerationValue=function(t){t=decodeURIComponent(mxUtils.getValue(t.style,"enumerateValue",""));""==t&&(t=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(t)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(t){var D="1"==mxUtils.getValue(t.style,"enumerate",0);D&&null==t.secondLabel?(t.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), +t.secondLabel.size=12,t.secondLabel.state=t,t.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(t,t.secondLabel)):D||null==t.secondLabel||(t.secondLabel.destroy(),t.secondLabel=null);D=t.secondLabel;if(null!=D){var L=t.view.scale,R=this.createEnumerationValue(t);t=this.graph.model.isVertex(t.cell)?new mxRectangle(t.x+t.width-4*L,t.y+4*L,0,0):mxRectangle.fromPoint(t.view.getPoint(t));D.bounds.equals(t)&&D.value==R&&D.scale==L||(D.bounds=t,D.value=R,D.scale= +L,D.redraw())}};var M=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){M.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var t=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| +this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",t.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,t.ownerSVGElement))}};var K=Graph.prototype.refresh;Graph.prototype.refresh=function(){K.apply(this, +arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var H=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){H.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(t){"data:action/json,"==t.substring(0,17)&&(t=JSON.parse(t.substring(17)),null!= +t.actions&&this.executeCustomActions(t.actions))};Graph.prototype.executeCustomActions=function(t,D){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var L=!1,R=0,O=0,Q=mxUtils.bind(this,function(){L||(L=!0,this.model.beginUpdate())}),S=mxUtils.bind(this, +function(){L&&(L=!1,this.model.endUpdate())}),X=mxUtils.bind(this,function(){0<R&&R--;0==R&&aa()}),aa=mxUtils.bind(this,function(){if(O<t.length){var Y=this.stoppingCustomActions,Z=t[O++],ca=[];if(null!=Z.open)if(S(),this.isCustomLink(Z.open)){if(!this.customLinkClicked(Z.open))return}else this.openLink(Z.open);null==Z.wait||Y||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;X()}),R++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, +""!=Z.wait?parseInt(Z.wait):1E3),S());null!=Z.opacity&&null!=Z.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(Z.opacity,!0)),Z.opacity.value);null!=Z.fadeIn&&(R++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(Z.fadeIn,!0)),0,1,X,Y?0:Z.fadeIn.delay));null!=Z.fadeOut&&(R++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(Z.fadeOut,!0)),1,0,X,Y?0:Z.fadeOut.delay));null!=Z.wipeIn&&(ca=ca.concat(this.createWipeAnimations(this.getCellsForAction(Z.wipeIn, +!0),!0)));null!=Z.wipeOut&&(ca=ca.concat(this.createWipeAnimations(this.getCellsForAction(Z.wipeOut,!0),!1)));null!=Z.toggle&&(Q(),this.toggleCells(this.getCellsForAction(Z.toggle,!0)));if(null!=Z.show){Q();var fa=this.getCellsForAction(Z.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(fa),1);this.setCellsVisible(fa,!0)}null!=Z.hide&&(Q(),fa=this.getCellsForAction(Z.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(fa),0),this.setCellsVisible(fa,!1));null!=Z.toggleStyle&&null!=Z.toggleStyle.key&& +(Q(),this.toggleCellStyles(Z.toggleStyle.key,null!=Z.toggleStyle.defaultValue?Z.toggleStyle.defaultValue:"0",this.getCellsForAction(Z.toggleStyle,!0)));null!=Z.style&&null!=Z.style.key&&(Q(),this.setCellStyles(Z.style.key,Z.style.value,this.getCellsForAction(Z.style,!0)));fa=[];null!=Z.select&&this.isEnabled()&&(fa=this.getCellsForAction(Z.select),this.setSelectionCells(fa));null!=Z.highlight&&(fa=this.getCellsForAction(Z.highlight),this.highlightCells(fa,Z.highlight.color,Z.highlight.duration,Z.highlight.opacity)); +null!=Z.scroll&&(fa=this.getCellsForAction(Z.scroll));null!=Z.viewbox&&this.fitWindow(Z.viewbox,Z.viewbox.border);0<fa.length&&this.scrollCellToVisible(fa[0]);if(null!=Z.tags){fa=[];null!=Z.tags.hidden&&(fa=fa.concat(Z.tags.hidden));if(null!=Z.tags.visible)for(var ka=this.getAllTags(),ha=0;ha<ka.length;ha++)0>mxUtils.indexOf(Z.tags.visible,ka[ha])&&0>mxUtils.indexOf(fa,ka[ha])&&fa.push(ka[ha]);this.setHiddenTags(fa);this.refresh()}0<ca.length&&(R++,this.executeAnimations(ca,X,Y?1:Z.steps,Y?0:Z.delay)); +0==R?aa():S()}else this.stoppingCustomActions=this.executingCustomActions=!1,S(),null!=D&&D()});aa()}};Graph.prototype.doUpdateCustomLinksForCell=function(t,D){var L=this.getLinkForCell(D);null!=L&&"data:action/json,"==L.substring(0,17)&&this.setLinkForCell(D,this.updateCustomLink(t,L));if(this.isHtmlLabel(D)){var R=document.createElement("div");R.innerHTML=this.sanitizeHtml(this.getLabel(D));for(var O=R.getElementsByTagName("a"),Q=!1,S=0;S<O.length;S++)L=O[S].getAttribute("href"),null!=L&&"data:action/json,"== +L.substring(0,17)&&(O[S].setAttribute("href",this.updateCustomLink(t,L)),Q=!0);Q&&this.labelChanged(D,R.innerHTML)}};Graph.prototype.updateCustomLink=function(t,D){if("data:action/json,"==D.substring(0,17))try{var L=JSON.parse(D.substring(17));null!=L.actions&&(this.updateCustomLinkActions(t,L.actions),D="data:action/json,"+JSON.stringify(L))}catch(R){}return D};Graph.prototype.updateCustomLinkActions=function(t,D){for(var L=0;L<D.length;L++){var R=D[L],O;for(O in R)this.updateCustomLinkAction(t, +R[O],"cells"),this.updateCustomLinkAction(t,R[O],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(t,D,L){if(null!=D&&null!=D[L]){for(var R=[],O=0;O<D[L].length;O++)if("*"==D[L][O])R.push(D[L][O]);else{var Q=t[D[L][O]];null!=Q?""!=Q&&R.push(Q):R.push(D[L][O])}D[L]=R}};Graph.prototype.getCellsForAction=function(t,D){D=this.getCellsById(t.cells).concat(this.getCellsForTags(t.tags,null,D));if(null!=t.excludeCells){for(var L=[],R=0;R<D.length;R++)0>t.excludeCells.indexOf(D[R].id)&&L.push(D[R]); +D=L}return D};Graph.prototype.getCellsById=function(t){var D=[];if(null!=t)for(var L=0;L<t.length;L++)if("*"==t[L]){var R=this.model.getRoot();D=D.concat(this.model.filterDescendants(function(Q){return Q!=R},R))}else{var O=this.model.getCell(t[L]);null!=O&&D.push(O)}return D};var F=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(t){return F.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(t))};Graph.prototype.setHiddenTags=function(t){this.hiddenTags=t;this.fireEvent(new mxEventObject("hiddenTagsChanged"))}; +Graph.prototype.toggleHiddenTag=function(t){var D=mxUtils.indexOf(this.hiddenTags,t);0>D?this.hiddenTags.push(t):0<=D&&this.hiddenTags.splice(D,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(t){if(null==t||0==t.length||0==this.hiddenTags.length)return!1;t=t.split(" ");if(t.length>this.hiddenTags.length)return!1;for(var D=0;D<t.length;D++)if(0>mxUtils.indexOf(this.hiddenTags,t[D]))return!1;return!0};Graph.prototype.getCellsForTags=function(t,D,L, +R){var O=[];if(null!=t){D=null!=D?D:this.model.getDescendants(this.model.getRoot());for(var Q=0,S={},X=0;X<t.length;X++)0<t[X].length&&(S[t[X]]=!0,Q++);for(X=0;X<D.length;X++)if(L&&this.model.getParent(D[X])==this.model.root||this.model.isVertex(D[X])||this.model.isEdge(D[X])){var aa=this.getTagsForCell(D[X]),Y=!1;if(0<aa.length&&(aa=aa.split(" "),aa.length>=t.length)){for(var Z=Y=0;Z<aa.length&&Y<Q;Z++)null!=S[aa[Z]]&&Y++;Y=Y==Q}Y&&(1!=R||this.isCellVisible(D[X]))&&O.push(D[X])}}return O};Graph.prototype.getAllTags= +function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(t){for(var D=null,L=[],R=0;R<t.length;R++){var O=this.getTagsForCell(t[R]);L=[];if(0<O.length){O=O.split(" ");for(var Q={},S=0;S<O.length;S++)if(null==D||null!=D[O[S]])Q[O[S]]=!0,L.push(O[S]);D=Q}else return[]}return L};Graph.prototype.getTagsForCells=function(t){for(var D=[],L={},R=0;R<t.length;R++){var O=this.getTagsForCell(t[R]);if(0<O.length){O=O.split(" ");for(var Q= +0;Q<O.length;Q++)null==L[O[Q]]&&(L[O[Q]]=!0,D.push(O[Q]))}}return D};Graph.prototype.getTagsForCell=function(t){return this.getAttributeForCell(t,"tags","")};Graph.prototype.addTagsForCells=function(t,D){if(0<t.length&&0<D.length){this.model.beginUpdate();try{for(var L=0;L<t.length;L++){for(var R=this.getTagsForCell(t[L]),O=R.split(" "),Q=!1,S=0;S<D.length;S++){var X=mxUtils.trim(D[S]);""!=X&&0>mxUtils.indexOf(O,X)&&(R=0<R.length?R+" "+X:X,Q=!0)}Q&&this.setAttributeForCell(t[L],"tags",R)}}finally{this.model.endUpdate()}}}; +Graph.prototype.removeTagsForCells=function(t,D){if(0<t.length&&0<D.length){this.model.beginUpdate();try{for(var L=0;L<t.length;L++){var R=this.getTagsForCell(t[L]);if(0<R.length){for(var O=R.split(" "),Q=!1,S=0;S<D.length;S++){var X=mxUtils.indexOf(O,D[S]);0<=X&&(O.splice(X,1),Q=!0)}Q&&this.setAttributeForCell(t[L],"tags",O.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(t){this.model.beginUpdate();try{for(var D=0;D<t.length;D++)this.model.setVisible(t[D],!this.model.isVisible(t[D]))}finally{this.model.endUpdate()}}; +Graph.prototype.setCellsVisible=function(t,D){this.model.beginUpdate();try{for(var L=0;L<t.length;L++)this.model.setVisible(t[L],D)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(t,D,L,R){for(var O=0;O<t.length;O++)this.highlightCell(t[O],D,L,R)};Graph.prototype.highlightCell=function(t,D,L,R,O){D=null!=D?D:mxConstants.DEFAULT_VALID_COLOR;L=null!=L?L:1E3;t=this.view.getState(t);var Q=null;null!=t&&(O=null!=O?O:4,O=Math.max(O+1,mxUtils.getValue(t.style,mxConstants.STYLE_STROKEWIDTH, +1)+O),Q=new mxCellHighlight(this,D,O,!1),null!=R&&(Q.opacity=R),Q.highlight(t),window.setTimeout(function(){null!=Q.shape&&(mxUtils.setPrefixedStyle(Q.shape.node.style,"transition","all 1200ms ease-in-out"),Q.shape.node.style.opacity=0);window.setTimeout(function(){Q.destroy()},1200)},L));return Q};Graph.prototype.addSvgShadow=function(t,D,L,R){L=null!=L?L:!1;R=null!=R?R:!0;var O=t.ownerDocument,Q=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"filter"):O.createElement("filter");Q.setAttribute("id", +this.shadowId);var S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):O.createElement("feGaussianBlur");S.setAttribute("in","SourceAlpha");S.setAttribute("stdDeviation",this.svgShadowBlur);S.setAttribute("result","blur");Q.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feOffset"):O.createElement("feOffset");S.setAttribute("in","blur");S.setAttribute("dx",this.svgShadowSize);S.setAttribute("dy",this.svgShadowSize);S.setAttribute("result", +"offsetBlur");Q.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feFlood"):O.createElement("feFlood");S.setAttribute("flood-color",this.svgShadowColor);S.setAttribute("flood-opacity",this.svgShadowOpacity);S.setAttribute("result","offsetColor");Q.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feComposite"):O.createElement("feComposite");S.setAttribute("in","offsetColor");S.setAttribute("in2","offsetBlur");S.setAttribute("operator","in"); +S.setAttribute("result","offsetBlur");Q.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feBlend"):O.createElement("feBlend");S.setAttribute("in","SourceGraphic");S.setAttribute("in2","offsetBlur");Q.appendChild(S);S=t.getElementsByTagName("defs");0==S.length?(O=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"defs"):O.createElement("defs"),null!=t.firstChild?t.insertBefore(O,t.firstChild):t.appendChild(O)):O=S[0];O.appendChild(Q);L||(D=null!=D?D:t.getElementsByTagName("g")[0], +null!=D&&(D.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(t.getAttribute("width")))&&R&&(t.setAttribute("width",parseInt(t.getAttribute("width"))+6),t.setAttribute("height",parseInt(t.getAttribute("height"))+6),D=t.getAttribute("viewBox"),null!=D&&0<D.length&&(D=D.split(" "),3<D.length&&(w=parseFloat(D[2])+6,h=parseFloat(D[3])+6,t.setAttribute("viewBox",D[0]+" "+D[1]+" "+w+" "+h))))));return Q};Graph.prototype.setShadowVisible=function(t,D){mxClient.IS_SVG&&!mxClient.IS_SF&&(D= +null!=D?D:!0,(this.shadowVisible=t)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),D&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer=function(){if(null==this.defaultParent){var t=this.model.getChildCount(this.model.root),D=0;do var L=this.model.getChildAt(this.model.root,D);while(D++<t&&"1"==mxUtils.getValue(this.getCellStyle(L),"locked","0"));null!=L&&this.setDefaultParent(L)}}; mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.bpmn2=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.c4= [SHAPES_PATH+"/mxC4.js"];mxStencilRegistry.libraries.cisco19=[SHAPES_PATH+"/mxCisco19.js",STENCIL_PATH+"/cisco19.xml"];mxStencilRegistry.libraries.cisco_safe=[SHAPES_PATH+"/mxCiscoSafe.js",STENCIL_PATH+"/cisco_safe/architecture.xml",STENCIL_PATH+"/cisco_safe/business_icons.xml",STENCIL_PATH+"/cisco_safe/capability.xml",STENCIL_PATH+"/cisco_safe/design.xml",STENCIL_PATH+"/cisco_safe/iot_things_icons.xml",STENCIL_PATH+"/cisco_safe/people_places_things_icons.xml",STENCIL_PATH+"/cisco_safe/security_icons.xml", STENCIL_PATH+"/cisco_safe/technology_icons.xml",STENCIL_PATH+"/cisco_safe/threat.xml"];mxStencilRegistry.libraries.dfd=[SHAPES_PATH+"/mxDFD.js"];mxStencilRegistry.libraries.er=[SHAPES_PATH+"/er/mxER.js"];mxStencilRegistry.libraries.kubernetes=[SHAPES_PATH+"/mxKubernetes.js",STENCIL_PATH+"/kubernetes.xml"];mxStencilRegistry.libraries.flowchart=[SHAPES_PATH+"/mxFlowchart.js",STENCIL_PATH+"/flowchart.xml"];mxStencilRegistry.libraries.ios=[SHAPES_PATH+"/mockup/mxMockupiOS.js"];mxStencilRegistry.libraries.rackGeneral= @@ -11694,519 +11698,536 @@ mxStencilRegistry.libraries["mockup/navigation"]=[SHAPES_PATH+"/mockup/mxMockupN "/gmdl.xml"];mxStencilRegistry.libraries.gcp2=[SHAPES_PATH+"/mxGCP2.js",STENCIL_PATH+"/gcp2.xml"];mxStencilRegistry.libraries.ibm=[SHAPES_PATH+"/mxIBM.js",STENCIL_PATH+"/ibm.xml"];mxStencilRegistry.libraries.cabinets=[SHAPES_PATH+"/mxCabinets.js",STENCIL_PATH+"/cabinets.xml"];mxStencilRegistry.libraries.archimate=[SHAPES_PATH+"/mxArchiMate.js"];mxStencilRegistry.libraries.archimate3=[SHAPES_PATH+"/mxArchiMate3.js"];mxStencilRegistry.libraries.sysml=[SHAPES_PATH+"/mxSysML.js"];mxStencilRegistry.libraries.eip= [SHAPES_PATH+"/mxEip.js",STENCIL_PATH+"/eip.xml"];mxStencilRegistry.libraries.networks=[SHAPES_PATH+"/mxNetworks.js",STENCIL_PATH+"/networks.xml"];mxStencilRegistry.libraries.aws3d=[SHAPES_PATH+"/mxAWS3D.js",STENCIL_PATH+"/aws3d.xml"];mxStencilRegistry.libraries.aws4=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.aws4b=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.uml25=[SHAPES_PATH+"/mxUML25.js"];mxStencilRegistry.libraries.veeam= [STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam.xml"];mxStencilRegistry.libraries.veeam2=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam2.xml"];mxStencilRegistry.libraries.pid2inst=[SHAPES_PATH+"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors= -[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(t){var C=null;null!=t&&0<t.length&&("ER"==t.substring(0,2)?C="mxgraph.er":"sysML"==t.substring(0,5)&&(C="mxgraph.sysml"));return C};var T=mxMarker.createMarker;mxMarker.createMarker=function(t,C,L,Q,O,S,U,V,Y,ba){if(null!=L&&null==mxMarker.markers[L]){var Z=this.getPackageForType(L);null!=Z&&mxStencilRegistry.getStencil(Z)}return T.apply(this,arguments)};var R=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(t, -C,L,Q,O,S){"1"==mxUtils.getValue(C.style,"lineShape",null)&&t.setFillColor(mxUtils.getValue(C.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return R.apply(this,arguments)};PrintDialog.prototype.create=function(t,C){function L(){ea.value=Math.max(1,Math.min(V,Math.max(parseInt(ea.value),parseInt(da.value))));da.value=Math.max(1,Math.min(V,Math.min(parseInt(ea.value),parseInt(da.value))))}function Q(xa){function ta(Ea,Ka,Qa){var Na=Ea.useCssTransforms,Ra=Ea.currentTranslate,Xa=Ea.currentScale,Ma= -Ea.view.translate,Ta=Ea.view.scale;Ea.useCssTransforms&&(Ea.useCssTransforms=!1,Ea.currentTranslate=new mxPoint(0,0),Ea.currentScale=1,Ea.view.translate=new mxPoint(0,0),Ea.view.scale=1);var Ua=Ea.getGraphBounds(),Va=0,$a=0,Wa=La.get(),ab=1/Ea.pageScale,Za=Aa.checked;if(Za){ab=parseInt(ka.value);var gb=parseInt(va.value);ab=Math.min(Wa.height*gb/(Ua.height/Ea.view.scale),Wa.width*ab/(Ua.width/Ea.view.scale))}else ab=parseInt(Da.value)/(100*Ea.pageScale),isNaN(ab)&&(wa=1/Ea.pageScale,Da.value="100 %"); -Wa=mxRectangle.fromRectangle(Wa);Wa.width=Math.ceil(Wa.width*wa);Wa.height=Math.ceil(Wa.height*wa);ab*=wa;!Za&&Ea.pageVisible?(Ua=Ea.getPageLayout(),Va-=Ua.x*Wa.width,$a-=Ua.y*Wa.height):Za=!0;if(null==Ka){Ka=PrintDialog.createPrintPreview(Ea,ab,Wa,0,Va,$a,Za);Ka.pageSelector=!1;Ka.mathEnabled=!1;ja.checked&&(Ka.isCellVisible=function(Ya){return Ea.isCellSelected(Ya)});Va=t.getCurrentFile();null!=Va&&(Ka.title=Va.getTitle());var hb=Ka.writeHead;Ka.writeHead=function(Ya){hb.apply(this,arguments);mxClient.IS_GC&& -(Ya.writeln('<style type="text/css">'),Ya.writeln("@media print {"),Ya.writeln(".MathJax svg { shape-rendering: crispEdges; }"),Ya.writeln("}"),Ya.writeln("</style>"));null!=t.editor.fontCss&&(Ya.writeln('<style type="text/css">'),Ya.writeln(t.editor.fontCss),Ya.writeln("</style>"));for(var cb=Ea.getCustomFonts(),bb=0;bb<cb.length;bb++){var eb=cb[bb].name,db=cb[bb].url;Graph.isCssFontUrl(db)?Ya.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(db)+'" charset="UTF-8" type="text/css">'): -(Ya.writeln('<style type="text/css">'),Ya.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(eb)+'";\nsrc: url("'+mxUtils.htmlEntities(db)+'");\n}'),Ya.writeln("</style>"))}};if("undefined"!==typeof MathJax){var ib=Ka.renderPage;Ka.renderPage=function(Ya,cb,bb,eb,db,kb){var jb=mxClient.NO_FO,fb=ib.apply(this,arguments);mxClient.NO_FO=jb;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:fb.className="geDisableMathJax";return fb}}Va=null;$a=O.shapeForegroundColor;Za=O.shapeBackgroundColor; -Wa=O.enableFlowAnimation;O.enableFlowAnimation=!1;null!=O.themes&&"darkTheme"==O.defaultThemeName&&(Va=O.stylesheet,O.stylesheet=O.getDefaultStylesheet(),O.shapeForegroundColor="#000000",O.shapeBackgroundColor="#ffffff",O.refresh());Ka.open(null,null,Qa,!0);O.enableFlowAnimation=Wa;null!=Va&&(O.shapeForegroundColor=$a,O.shapeBackgroundColor=Za,O.stylesheet=Va,O.refresh())}else{Wa=Ea.background;if(null==Wa||""==Wa||Wa==mxConstants.NONE)Wa="#ffffff";Ka.backgroundColor=Wa;Ka.autoOrigin=Za;Ka.appendGraph(Ea, -ab,Va,$a,Qa,!0);Qa=Ea.getCustomFonts();if(null!=Ka.wnd)for(Va=0;Va<Qa.length;Va++)$a=Qa[Va].name,Za=Qa[Va].url,Graph.isCssFontUrl(Za)?Ka.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(Za)+'" charset="UTF-8" type="text/css">'):(Ka.wnd.document.writeln('<style type="text/css">'),Ka.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities($a)+'";\nsrc: url("'+mxUtils.htmlEntities(Za)+'");\n}'),Ka.wnd.document.writeln("</style>"))}Na&&(Ea.useCssTransforms=Na, -Ea.currentTranslate=Ra,Ea.currentScale=Xa,Ea.view.translate=Ma,Ea.view.scale=Ta);return Ka}var wa=parseInt(la.value)/100;isNaN(wa)&&(wa=1,la.value="100 %");wa*=.75;var qa=null,fa=O.shapeForegroundColor,aa=O.shapeBackgroundColor;null!=O.themes&&"darkTheme"==O.defaultThemeName&&(qa=O.stylesheet,O.stylesheet=O.getDefaultStylesheet(),O.shapeForegroundColor="#000000",O.shapeBackgroundColor="#ffffff",O.refresh());var ia=da.value,ha=ea.value,ma=!ba.checked,ua=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(t, -ba.checked,ia,ha,Aa.checked,ka.value,va.value,parseInt(Da.value)/100,parseInt(la.value)/100,La.get());else{ma&&(ma=ja.checked||ia==Y&&ha==Y);if(!ma&&null!=t.pages&&t.pages.length){var ra=0;ma=t.pages.length-1;ba.checked||(ra=parseInt(ia)-1,ma=parseInt(ha)-1);for(var za=ra;za<=ma;za++){var sa=t.pages[za];ia=sa==t.currentPage?O:null;if(null==ia){ia=t.createTemporaryGraph(O.stylesheet);ia.shapeForegroundColor=O.shapeForegroundColor;ia.shapeBackgroundColor=O.shapeBackgroundColor;ha=!0;ra=!1;var oa=null, -Ga=null;null==sa.viewState&&null==sa.root&&t.updatePageRoot(sa);null!=sa.viewState&&(ha=sa.viewState.pageVisible,ra=sa.viewState.mathEnabled,oa=sa.viewState.background,Ga=sa.viewState.backgroundImage,ia.extFonts=sa.viewState.extFonts);null!=Ga&&null!=Ga.originalSrc&&(Ga=t.createImageForPageLink(Ga.originalSrc,sa));ia.background=oa;ia.backgroundImage=null!=Ga?new mxImage(Ga.src,Ga.width,Ga.height,Ga.x,Ga.y):null;ia.pageVisible=ha;ia.mathEnabled=ra;var Oa=ia.getGraphBounds;ia.getGraphBounds=function(){var Ea= -Oa.apply(this,arguments),Ka=this.backgroundImage;if(null!=Ka&&null!=Ka.width&&null!=Ka.height){var Qa=this.view.translate,Na=this.view.scale;Ea=mxRectangle.fromRectangle(Ea);Ea.add(new mxRectangle((Qa.x+Ka.x)*Na,(Qa.y+Ka.y)*Na,Ka.width*Na,Ka.height*Na))}return Ea};var Sa=ia.getGlobalVariable;ia.getGlobalVariable=function(Ea){return"page"==Ea?sa.getName():"pagenumber"==Ea?za+1:"pagecount"==Ea?null!=t.pages?t.pages.length:1:Sa.apply(this,arguments)};document.body.appendChild(ia.container);t.updatePageRoot(sa); -ia.model.setRoot(sa.root)}ua=ta(ia,ua,za!=ma);ia!=O&&ia.container.parentNode.removeChild(ia.container)}}else ua=ta(O);null==ua?t.handleError({message:mxResources.get("errorUpdatingPreview")}):(ua.mathEnabled&&(ma=ua.wnd.document,xa&&(ua.wnd.IMMEDIATE_PRINT=!0),ma.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),ua.closeDocument(),!ua.mathEnabled&&xa&&PrintDialog.printPreview(ua));null!=qa&&(O.shapeForegroundColor=fa,O.shapeBackgroundColor=aa,O.stylesheet= -qa,O.refresh())}}var O=t.editor.graph,S=document.createElement("div"),U=document.createElement("h3");U.style.width="100%";U.style.textAlign="center";U.style.marginTop="0px";mxUtils.write(U,C||mxResources.get("print"));S.appendChild(U);var V=1,Y=1;U=document.createElement("div");U.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var ba=document.createElement("input");ba.style.cssText="margin-right:8px;margin-bottom:8px;";ba.setAttribute("value","all");ba.setAttribute("type", -"radio");ba.setAttribute("name","pages-printdialog");U.appendChild(ba);C=document.createElement("span");mxUtils.write(C,mxResources.get("printAllPages"));U.appendChild(C);mxUtils.br(U);var Z=ba.cloneNode(!0);ba.setAttribute("checked","checked");Z.setAttribute("value","range");U.appendChild(Z);C=document.createElement("span");mxUtils.write(C,mxResources.get("pages")+":");U.appendChild(C);var da=document.createElement("input");da.style.cssText="margin:0 8px 0 8px;";da.setAttribute("value","1");da.setAttribute("type", -"number");da.setAttribute("min","1");da.style.width="50px";U.appendChild(da);C=document.createElement("span");mxUtils.write(C,mxResources.get("to"));U.appendChild(C);var ea=da.cloneNode(!0);U.appendChild(ea);mxEvent.addListener(da,"focus",function(){Z.checked=!0});mxEvent.addListener(ea,"focus",function(){Z.checked=!0});mxEvent.addListener(da,"change",L);mxEvent.addListener(ea,"change",L);if(null!=t.pages&&(V=t.pages.length,null!=t.currentPage))for(C=0;C<t.pages.length;C++)if(t.currentPage==t.pages[C]){Y= -C+1;da.value=Y;ea.value=Y;break}da.setAttribute("max",V);ea.setAttribute("max",V);t.isPagesEnabled()?1<V&&(S.appendChild(U),Z.checked=!0):Z.checked=!0;mxUtils.br(U);var ja=document.createElement("input");ja.setAttribute("value","all");ja.setAttribute("type","radio");ja.style.marginRight="8px";O.isSelectionEmpty()&&ja.setAttribute("disabled","disabled");var ca=document.createElement("div");ca.style.marginBottom="10px";1==V?(ja.setAttribute("type","checkbox"),ja.style.marginBottom="12px",ca.appendChild(ja)): -(ja.setAttribute("name","pages-printdialog"),ja.style.marginBottom="8px",U.appendChild(ja));C=document.createElement("span");mxUtils.write(C,mxResources.get("selectionOnly"));ja.parentNode.appendChild(C);1==V&&mxUtils.br(ja.parentNode);var Ca=document.createElement("input");Ca.style.marginRight="8px";Ca.setAttribute("value","adjust");Ca.setAttribute("type","radio");Ca.setAttribute("name","printZoom");ca.appendChild(Ca);C=document.createElement("span");mxUtils.write(C,mxResources.get("adjustTo")); -ca.appendChild(C);var Da=document.createElement("input");Da.style.cssText="margin:0 8px 0 8px;";Da.setAttribute("value","100 %");Da.style.width="50px";ca.appendChild(Da);mxEvent.addListener(Da,"focus",function(){Ca.checked=!0});S.appendChild(ca);U=U.cloneNode(!1);var Aa=Ca.cloneNode(!0);Aa.setAttribute("value","fit");Ca.setAttribute("checked","checked");C=document.createElement("div");C.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";C.appendChild(Aa);U.appendChild(C);ca= -document.createElement("table");ca.style.display="inline-block";var Ba=document.createElement("tbody"),na=document.createElement("tr"),Ha=na.cloneNode(!0),Ja=document.createElement("td"),ya=Ja.cloneNode(!0),Ia=Ja.cloneNode(!0),Fa=Ja.cloneNode(!0),Pa=Ja.cloneNode(!0),pa=Ja.cloneNode(!0);Ja.style.textAlign="right";Fa.style.textAlign="right";mxUtils.write(Ja,mxResources.get("fitTo"));var ka=document.createElement("input");ka.style.cssText="margin:0 8px 0 8px;";ka.setAttribute("value","1");ka.setAttribute("min", -"1");ka.setAttribute("type","number");ka.style.width="40px";ya.appendChild(ka);C=document.createElement("span");mxUtils.write(C,mxResources.get("fitToSheetsAcross"));Ia.appendChild(C);mxUtils.write(Fa,mxResources.get("fitToBy"));var va=ka.cloneNode(!0);Pa.appendChild(va);mxEvent.addListener(ka,"focus",function(){Aa.checked=!0});mxEvent.addListener(va,"focus",function(){Aa.checked=!0});C=document.createElement("span");mxUtils.write(C,mxResources.get("fitToSheetsDown"));pa.appendChild(C);na.appendChild(Ja); -na.appendChild(ya);na.appendChild(Ia);Ha.appendChild(Fa);Ha.appendChild(Pa);Ha.appendChild(pa);Ba.appendChild(na);Ba.appendChild(Ha);ca.appendChild(Ba);U.appendChild(ca);S.appendChild(U);U=document.createElement("div");C=document.createElement("div");C.style.fontWeight="bold";C.style.marginBottom="12px";mxUtils.write(C,mxResources.get("paperSize"));U.appendChild(C);C=document.createElement("div");C.style.marginBottom="12px";var La=PageSetupDialog.addPageFormatPanel(C,"printdialog",t.editor.graph.pageFormat|| -mxConstants.PAGE_FORMAT_A4_PORTRAIT);U.appendChild(C);C=document.createElement("span");mxUtils.write(C,mxResources.get("pageScale"));U.appendChild(C);var la=document.createElement("input");la.style.cssText="margin:0 8px 0 8px;";la.setAttribute("value","100 %");la.style.width="60px";U.appendChild(la);S.appendChild(U);C=document.createElement("div");C.style.cssText="text-align:right;margin:48px 0 0 0;";U=mxUtils.button(mxResources.get("cancel"),function(){t.hideDialog()});U.className="geBtn";t.editor.cancelFirst&& -C.appendChild(U);t.isOffline()||(ca=mxUtils.button(mxResources.get("help"),function(){O.openLink("https://www.diagrams.net/doc/faq/print-diagram")}),ca.className="geBtn",C.appendChild(ca));PrintDialog.previewEnabled&&(ca=mxUtils.button(mxResources.get("preview"),function(){t.hideDialog();Q(!1)}),ca.className="geBtn",C.appendChild(ca));ca=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){t.hideDialog();Q(!0)});ca.className="geBtn gePrimaryBtn";C.appendChild(ca);t.editor.cancelFirst|| -C.appendChild(U);S.appendChild(C);this.container=S};var M=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute=function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var t=this.image;null!=t&&null!=t.src&&Graph.isPageLink(t.src)&&(t={originalSrc:t.src});this.page.viewState.backgroundImage=t}null!=this.format&&(this.page.viewState.pageFormat= -this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible=this.shadowVisible)}}else M.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible= -!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var W=document.createElement("canvas"),X=new Image;X.onload=function(){try{W.getContext("2d").drawImage(X,0,0);var t=W.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=t&&6<t.length}catch(C){}};X.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(t){}Editor.prototype.useCanvasForExport= -!1})();(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(e,f,c){c.ui=e.ui;return f};b.afterDecode=function(e,f,c){c.previousColor=c.color;c.previousImage=c.image;c.previousFormat=c.format;null!=c.foldingEnabled&&(c.foldingEnabled=!c.foldingEnabled);null!=c.mathEnabled&&(c.mathEnabled=!c.mathEnabled);null!=c.shadowVisible&&(c.shadowVisible=!c.shadowVisible);return c};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(e,f,c){c.ui=e.ui;return f};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.1";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(t){var D=null;null!=t&&0<t.length&&("ER"==t.substring(0,2)?D="mxgraph.er":"sysML"==t.substring(0,5)&&(D="mxgraph.sysml"));return D};var P=mxMarker.createMarker;mxMarker.createMarker=function(t,D,L,R,O,Q,S,X,aa,Y){if(null!=L&&null==mxMarker.markers[L]){var Z=this.getPackageForType(L);null!=Z&&mxStencilRegistry.getStencil(Z)}return P.apply(this,arguments)};var U=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(t, +D,L,R,O,Q){"1"==mxUtils.getValue(D.style,"lineShape",null)&&t.setFillColor(mxUtils.getValue(D.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return U.apply(this,arguments)};PrintDialog.prototype.create=function(t,D){function L(){fa.value=Math.max(1,Math.min(X,Math.max(parseInt(fa.value),parseInt(ca.value))));ca.value=Math.max(1,Math.min(X,Math.min(parseInt(fa.value),parseInt(ca.value))))}function R(va){function ta(Ka,Pa,Qa){var Oa=Ka.useCssTransforms,Sa=Ka.currentTranslate,Ua=Ka.currentScale,La= +Ka.view.translate,Ta=Ka.view.scale;Ka.useCssTransforms&&(Ka.useCssTransforms=!1,Ka.currentTranslate=new mxPoint(0,0),Ka.currentScale=1,Ka.view.translate=new mxPoint(0,0),Ka.view.scale=1);var Va=Ka.getGraphBounds(),Wa=0,$a=0,Xa=Ia.get(),ab=1/Ka.pageScale,Za=Fa.checked;if(Za){ab=parseInt(Ha.value);var gb=parseInt(ya.value);ab=Math.min(Xa.height*gb/(Va.height/Ka.view.scale),Xa.width*ab/(Va.width/Ka.view.scale))}else ab=parseInt(la.value)/(100*Ka.pageScale),isNaN(ab)&&(da=1/Ka.pageScale,la.value="100 %"); +Xa=mxRectangle.fromRectangle(Xa);Xa.width=Math.ceil(Xa.width*da);Xa.height=Math.ceil(Xa.height*da);ab*=da;!Za&&Ka.pageVisible?(Va=Ka.getPageLayout(),Wa-=Va.x*Xa.width,$a-=Va.y*Xa.height):Za=!0;if(null==Pa){Pa=PrintDialog.createPrintPreview(Ka,ab,Xa,0,Wa,$a,Za);Pa.pageSelector=!1;Pa.mathEnabled=!1;ka.checked&&(Pa.isCellVisible=function(Ya){return Ka.isCellSelected(Ya)});Wa=t.getCurrentFile();null!=Wa&&(Pa.title=Wa.getTitle());var hb=Pa.writeHead;Pa.writeHead=function(Ya){hb.apply(this,arguments);mxClient.IS_GC&& +(Ya.writeln('<style type="text/css">'),Ya.writeln("@media print {"),Ya.writeln(".MathJax svg { shape-rendering: crispEdges; }"),Ya.writeln("}"),Ya.writeln("</style>"));null!=t.editor.fontCss&&(Ya.writeln('<style type="text/css">'),Ya.writeln(t.editor.fontCss),Ya.writeln("</style>"));for(var cb=Ka.getCustomFonts(),bb=0;bb<cb.length;bb++){var eb=cb[bb].name,db=cb[bb].url;Graph.isCssFontUrl(db)?Ya.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(db)+'" charset="UTF-8" type="text/css">'): +(Ya.writeln('<style type="text/css">'),Ya.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(eb)+'";\nsrc: url("'+mxUtils.htmlEntities(db)+'");\n}'),Ya.writeln("</style>"))}};if("undefined"!==typeof MathJax){var ib=Pa.renderPage;Pa.renderPage=function(Ya,cb,bb,eb,db,kb){var jb=mxClient.NO_FO,fb=ib.apply(this,arguments);mxClient.NO_FO=jb;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:fb.className="geDisableMathJax";return fb}}Wa=null;$a=O.shapeForegroundColor;Za=O.shapeBackgroundColor; +Xa=O.enableFlowAnimation;O.enableFlowAnimation=!1;null!=O.themes&&"darkTheme"==O.defaultThemeName&&(Wa=O.stylesheet,O.stylesheet=O.getDefaultStylesheet(),O.shapeForegroundColor="#000000",O.shapeBackgroundColor="#ffffff",O.refresh());Pa.open(null,null,Qa,!0);O.enableFlowAnimation=Xa;null!=Wa&&(O.shapeForegroundColor=$a,O.shapeBackgroundColor=Za,O.stylesheet=Wa,O.refresh())}else{Xa=Ka.background;if(null==Xa||""==Xa||Xa==mxConstants.NONE)Xa="#ffffff";Pa.backgroundColor=Xa;Pa.autoOrigin=Za;Pa.appendGraph(Ka, +ab,Wa,$a,Qa,!0);Qa=Ka.getCustomFonts();if(null!=Pa.wnd)for(Wa=0;Wa<Qa.length;Wa++)$a=Qa[Wa].name,Za=Qa[Wa].url,Graph.isCssFontUrl(Za)?Pa.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(Za)+'" charset="UTF-8" type="text/css">'):(Pa.wnd.document.writeln('<style type="text/css">'),Pa.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities($a)+'";\nsrc: url("'+mxUtils.htmlEntities(Za)+'");\n}'),Pa.wnd.document.writeln("</style>"))}Oa&&(Ka.useCssTransforms=Oa, +Ka.currentTranslate=Sa,Ka.currentScale=Ua,Ka.view.translate=La,Ka.view.scale=Ta);return Pa}var da=parseInt(ja.value)/100;isNaN(da)&&(da=1,ja.value="100 %");da*=.75;var ba=null,na=O.shapeForegroundColor,ea=O.shapeBackgroundColor;null!=O.themes&&"darkTheme"==O.defaultThemeName&&(ba=O.stylesheet,O.stylesheet=O.getDefaultStylesheet(),O.shapeForegroundColor="#000000",O.shapeBackgroundColor="#ffffff",O.refresh());var ia=ca.value,oa=fa.value,ma=!Y.checked,xa=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(t, +Y.checked,ia,oa,Fa.checked,Ha.value,ya.value,parseInt(la.value)/100,parseInt(ja.value)/100,Ia.get());else{ma&&(ma=ka.checked||ia==aa&&oa==aa);if(!ma&&null!=t.pages&&t.pages.length){var Ea=0;ma=t.pages.length-1;Y.checked||(Ea=parseInt(ia)-1,ma=parseInt(oa)-1);for(var Ba=Ea;Ba<=ma;Ba++){var ua=t.pages[Ba];ia=ua==t.currentPage?O:null;if(null==ia){ia=t.createTemporaryGraph(O.stylesheet);ia.shapeForegroundColor=O.shapeForegroundColor;ia.shapeBackgroundColor=O.shapeBackgroundColor;oa=!0;Ea=!1;var sa=null, +Ja=null;null==ua.viewState&&null==ua.root&&t.updatePageRoot(ua);null!=ua.viewState&&(oa=ua.viewState.pageVisible,Ea=ua.viewState.mathEnabled,sa=ua.viewState.background,Ja=ua.viewState.backgroundImage,ia.extFonts=ua.viewState.extFonts);null!=Ja&&null!=Ja.originalSrc&&(Ja=t.createImageForPageLink(Ja.originalSrc,ua));ia.background=sa;ia.backgroundImage=null!=Ja?new mxImage(Ja.src,Ja.width,Ja.height,Ja.x,Ja.y):null;ia.pageVisible=oa;ia.mathEnabled=Ea;var Na=ia.getGraphBounds;ia.getGraphBounds=function(){var Ka= +Na.apply(this,arguments),Pa=this.backgroundImage;if(null!=Pa&&null!=Pa.width&&null!=Pa.height){var Qa=this.view.translate,Oa=this.view.scale;Ka=mxRectangle.fromRectangle(Ka);Ka.add(new mxRectangle((Qa.x+Pa.x)*Oa,(Qa.y+Pa.y)*Oa,Pa.width*Oa,Pa.height*Oa))}return Ka};var Ra=ia.getGlobalVariable;ia.getGlobalVariable=function(Ka){return"page"==Ka?ua.getName():"pagenumber"==Ka?Ba+1:"pagecount"==Ka?null!=t.pages?t.pages.length:1:Ra.apply(this,arguments)};document.body.appendChild(ia.container);t.updatePageRoot(ua); +ia.model.setRoot(ua.root)}xa=ta(ia,xa,Ba!=ma);ia!=O&&ia.container.parentNode.removeChild(ia.container)}}else xa=ta(O);null==xa?t.handleError({message:mxResources.get("errorUpdatingPreview")}):(xa.mathEnabled&&(ma=xa.wnd.document,va&&(xa.wnd.IMMEDIATE_PRINT=!0),ma.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),xa.closeDocument(),!xa.mathEnabled&&va&&PrintDialog.printPreview(xa));null!=ba&&(O.shapeForegroundColor=na,O.shapeBackgroundColor=ea,O.stylesheet= +ba,O.refresh())}}var O=t.editor.graph,Q=document.createElement("div"),S=document.createElement("h3");S.style.width="100%";S.style.textAlign="center";S.style.marginTop="0px";mxUtils.write(S,D||mxResources.get("print"));Q.appendChild(S);var X=1,aa=1;S=document.createElement("div");S.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var Y=document.createElement("input");Y.style.cssText="margin-right:8px;margin-bottom:8px;";Y.setAttribute("value","all");Y.setAttribute("type", +"radio");Y.setAttribute("name","pages-printdialog");S.appendChild(Y);D=document.createElement("span");mxUtils.write(D,mxResources.get("printAllPages"));S.appendChild(D);mxUtils.br(S);var Z=Y.cloneNode(!0);Y.setAttribute("checked","checked");Z.setAttribute("value","range");S.appendChild(Z);D=document.createElement("span");mxUtils.write(D,mxResources.get("pages")+":");S.appendChild(D);var ca=document.createElement("input");ca.style.cssText="margin:0 8px 0 8px;";ca.setAttribute("value","1");ca.setAttribute("type", +"number");ca.setAttribute("min","1");ca.style.width="50px";S.appendChild(ca);D=document.createElement("span");mxUtils.write(D,mxResources.get("to"));S.appendChild(D);var fa=ca.cloneNode(!0);S.appendChild(fa);mxEvent.addListener(ca,"focus",function(){Z.checked=!0});mxEvent.addListener(fa,"focus",function(){Z.checked=!0});mxEvent.addListener(ca,"change",L);mxEvent.addListener(fa,"change",L);if(null!=t.pages&&(X=t.pages.length,null!=t.currentPage))for(D=0;D<t.pages.length;D++)if(t.currentPage==t.pages[D]){aa= +D+1;ca.value=aa;fa.value=aa;break}ca.setAttribute("max",X);fa.setAttribute("max",X);t.isPagesEnabled()?1<X&&(Q.appendChild(S),Z.checked=!0):Z.checked=!0;mxUtils.br(S);var ka=document.createElement("input");ka.setAttribute("value","all");ka.setAttribute("type","radio");ka.style.marginRight="8px";O.isSelectionEmpty()&&ka.setAttribute("disabled","disabled");var ha=document.createElement("div");ha.style.marginBottom="10px";1==X?(ka.setAttribute("type","checkbox"),ka.style.marginBottom="12px",ha.appendChild(ka)): +(ka.setAttribute("name","pages-printdialog"),ka.style.marginBottom="8px",S.appendChild(ka));D=document.createElement("span");mxUtils.write(D,mxResources.get("selectionOnly"));ka.parentNode.appendChild(D);1==X&&mxUtils.br(ka.parentNode);var ra=document.createElement("input");ra.style.marginRight="8px";ra.setAttribute("value","adjust");ra.setAttribute("type","radio");ra.setAttribute("name","printZoom");ha.appendChild(ra);D=document.createElement("span");mxUtils.write(D,mxResources.get("adjustTo")); +ha.appendChild(D);var la=document.createElement("input");la.style.cssText="margin:0 8px 0 8px;";la.setAttribute("value","100 %");la.style.width="50px";ha.appendChild(la);mxEvent.addListener(la,"focus",function(){ra.checked=!0});Q.appendChild(ha);S=S.cloneNode(!1);var Fa=ra.cloneNode(!0);Fa.setAttribute("value","fit");ra.setAttribute("checked","checked");D=document.createElement("div");D.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";D.appendChild(Fa);S.appendChild(D);ha= +document.createElement("table");ha.style.display="inline-block";var Ga=document.createElement("tbody"),Aa=document.createElement("tr"),Ma=Aa.cloneNode(!0),za=document.createElement("td"),Da=za.cloneNode(!0),Ca=za.cloneNode(!0),pa=za.cloneNode(!0),qa=za.cloneNode(!0),wa=za.cloneNode(!0);za.style.textAlign="right";pa.style.textAlign="right";mxUtils.write(za,mxResources.get("fitTo"));var Ha=document.createElement("input");Ha.style.cssText="margin:0 8px 0 8px;";Ha.setAttribute("value","1");Ha.setAttribute("min", +"1");Ha.setAttribute("type","number");Ha.style.width="40px";Da.appendChild(Ha);D=document.createElement("span");mxUtils.write(D,mxResources.get("fitToSheetsAcross"));Ca.appendChild(D);mxUtils.write(pa,mxResources.get("fitToBy"));var ya=Ha.cloneNode(!0);qa.appendChild(ya);mxEvent.addListener(Ha,"focus",function(){Fa.checked=!0});mxEvent.addListener(ya,"focus",function(){Fa.checked=!0});D=document.createElement("span");mxUtils.write(D,mxResources.get("fitToSheetsDown"));wa.appendChild(D);Aa.appendChild(za); +Aa.appendChild(Da);Aa.appendChild(Ca);Ma.appendChild(pa);Ma.appendChild(qa);Ma.appendChild(wa);Ga.appendChild(Aa);Ga.appendChild(Ma);ha.appendChild(Ga);S.appendChild(ha);Q.appendChild(S);S=document.createElement("div");D=document.createElement("div");D.style.fontWeight="bold";D.style.marginBottom="12px";mxUtils.write(D,mxResources.get("paperSize"));S.appendChild(D);D=document.createElement("div");D.style.marginBottom="12px";var Ia=PageSetupDialog.addPageFormatPanel(D,"printdialog",t.editor.graph.pageFormat|| +mxConstants.PAGE_FORMAT_A4_PORTRAIT);S.appendChild(D);D=document.createElement("span");mxUtils.write(D,mxResources.get("pageScale"));S.appendChild(D);var ja=document.createElement("input");ja.style.cssText="margin:0 8px 0 8px;";ja.setAttribute("value","100 %");ja.style.width="60px";S.appendChild(ja);Q.appendChild(S);D=document.createElement("div");D.style.cssText="text-align:right;margin:48px 0 0 0;";S=mxUtils.button(mxResources.get("cancel"),function(){t.hideDialog()});S.className="geBtn";t.editor.cancelFirst&& +D.appendChild(S);t.isOffline()||(ha=mxUtils.button(mxResources.get("help"),function(){O.openLink("https://www.diagrams.net/doc/faq/print-diagram")}),ha.className="geBtn",D.appendChild(ha));PrintDialog.previewEnabled&&(ha=mxUtils.button(mxResources.get("preview"),function(){t.hideDialog();R(!1)}),ha.className="geBtn",D.appendChild(ha));ha=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){t.hideDialog();R(!0)});ha.className="geBtn gePrimaryBtn";D.appendChild(ha);t.editor.cancelFirst|| +D.appendChild(S);Q.appendChild(D);this.container=Q};var T=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute=function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var t=this.image;null!=t&&null!=t.src&&Graph.isPageLink(t.src)&&(t={originalSrc:t.src});this.page.viewState.backgroundImage=t}null!=this.format&&(this.page.viewState.pageFormat= +this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible=this.shadowVisible)}}else T.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible= +!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var V=document.createElement("canvas"),W=new Image;W.onload=function(){try{V.getContext("2d").drawImage(W,0,0);var t=V.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=t&&6<t.length}catch(D){}};W.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(t){}Editor.prototype.useCanvasForExport= +!1})();(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(d,f,c){c.ui=d.ui;return f};b.afterDecode=function(d,f,c){c.previousColor=c.color;c.previousImage=c.image;c.previousFormat=c.format;null!=c.foldingEnabled&&(c.foldingEnabled=!c.foldingEnabled);null!=c.mathEnabled&&(c.mathEnabled=!c.mathEnabled);null!=c.shadowVisible&&(c.shadowVisible=!c.shadowVisible);return c};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(d,f,c){c.ui=d.ui;return f};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.4";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, -mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(d,g,k,l,p,q,y){q=null!=q?q:0<=d.indexOf("NetworkError")||0<=d.indexOf("SecurityError")||0<=d.indexOf("NS_ERROR_FAILURE")||0<=d.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& 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Image).src=g+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=d?"&data="+encodeURIComponent(JSON.stringify(d)):"")}catch(k){}};EditorUi.sendReport= -function(d,g){if("1"==urlParams.dev)EditorUi.debug("sendReport",d);else if(EditorUi.enableLogging)try{g=null!=g?g:5E4,d.length>g&&(d=d.substring(0,g)+"\n...[SHORTENED]"),mxUtils.post("/email","version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&data="+encodeURIComponent(d))}catch(k){}};EditorUi.debug=function(){try{if(null!=window.console&&"1"==urlParams.test){for(var d=[(new Date).toISOString()],g=0;g<arguments.length;g++)d.push(arguments[g]);console.log.apply(console, -d)}}catch(k){}};EditorUi.removeChildNodes=function(d){for(;null!=d.firstChild;)d.removeChild(d.firstChild)};EditorUi.prototype.emptyDiagramXml='<mxGraphModel><root><mxCell id="0"/><mxCell id="1" 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"sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(e,g,k,n,q,p,A){p=null!=p?p:0<=e.indexOf("NetworkError")||0<=e.indexOf("SecurityError")||0<=e.indexOf("NS_ERROR_FAILURE")||0<=e.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& +"1"!=urlParams.dev)try{if(e!=EditorUi.lastErrorMessage&&(null==e||null==g||-1==e.indexOf("Script error")&&-1==e.indexOf("extension"))&&null!=e&&0>e.indexOf("DocumentClosedError")){EditorUi.lastErrorMessage=e;var E=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";q=null!=q?q:Error(e);(new Image).src=E+"/log?severity="+p+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(e)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(k)+(null!=n?":colno:"+ +encodeURIComponent(n):"")+(null!=q&&null!=q.stack?"&stack="+encodeURIComponent(q.stack):"")}}catch(y){}try{A||null==window.console||console.error(p,e,g,k,n,q)}catch(y){}};EditorUi.logEvent=function(e){if("1"==urlParams.dev)EditorUi.debug("logEvent",e);else if(EditorUi.enableLogging)try{var g=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=g+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=e?"&data="+encodeURIComponent(JSON.stringify(e)):"")}catch(k){}};EditorUi.sendReport= +function(e,g){if("1"==urlParams.dev)EditorUi.debug("sendReport",e);else if(EditorUi.enableLogging)try{g=null!=g?g:5E4,e.length>g&&(e=e.substring(0,g)+"\n...[SHORTENED]"),mxUtils.post("/email","version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&data="+encodeURIComponent(e))}catch(k){}};EditorUi.debug=function(){try{if(null!=window.console&&"1"==urlParams.test){for(var e=[(new Date).toISOString()],g=0;g<arguments.length;g++)e.push(arguments[g]);console.log.apply(console, +e)}}catch(k){}};EditorUi.removeChildNodes=function(e){for(;null!=e.firstChild;)e.removeChild(e.firstChild)};EditorUi.prototype.emptyDiagramXml='<mxGraphModel><root><mxCell id="0"/><mxCell id="1" parent="0"/></root></mxGraphModel>';EditorUi.prototype.emptyLibraryXml="<mxlibrary>[]</mxlibrary>";EditorUi.prototype.mode=null;EditorUi.prototype.timeout=Editor.prototype.timeout;EditorUi.prototype.sidebarFooterHeight=38;EditorUi.prototype.defaultCustomShapeStyle="shape=stencil(tZRtTsQgEEBPw1+DJR7AoN6DbWftpAgE0Ortd/jYRGq72R+YNE2YgTePloEJGWblgA18ZuKFDcMj5/Sm8boZq+BgjCX4pTyqk6ZlKROitwusOMXKQDODx5iy4pXxZ5qTHiFHawxB0JrQZH7lCabQ0Fr+XWC1/E8zcsT/gAi+Subo2/3Mh6d/oJb5nU1b5tW7r2knautaa3T+U32o7f7vZwpJkaNDLORJjcu7t59m2jXxqX9un+tt022acsfmoKaQZ+vhhswZtS6Ne/ThQGt0IV0N3Yyv6P3CeT9/tHO0XFI5cAE=);whiteSpace=wrap;html=1;"; EditorUi.prototype.maxBackgroundSize=1600;EditorUi.prototype.maxImageSize=520;EditorUi.prototype.maxTextWidth=520;EditorUi.prototype.resampleThreshold=1E5;EditorUi.prototype.maxImageBytes=1E6;EditorUi.prototype.maxBackgroundBytes=25E5;EditorUi.prototype.maxTextBytes=5E5;EditorUi.prototype.currentFile=null;EditorUi.prototype.printPdfExport=!1;EditorUi.prototype.pdfPageExport=!0;EditorUi.prototype.formatEnabled="0"!=urlParams.format;EditorUi.prototype.insertTemplateEnabled=!0;EditorUi.prototype.closableScratchpad= -!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var d=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!d.getContext||!d.getContext("2d"))}catch(p){}try{var g=document.createElement("canvas"),k=new Image;k.onload=function(){try{g.getContext("2d").drawImage(k,0,0);var p= -g.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=p&&6<p.length}catch(q){}};k.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(p){}try{g=document.createElement("canvas");g.width=g.height=1;var l=g.toDataURL("image/jpeg"); -EditorUi.prototype.jpgSupported=null!==l.match("image/jpeg")}catch(p){}})();EditorUi.prototype.openLink=function(d,g,k){return this.editor.graph.openLink(d,g,k)};EditorUi.prototype.showSplash=function(d){};EditorUi.prototype.getLocalData=function(d,g){g(localStorage.getItem(d))};EditorUi.prototype.setLocalData=function(d,g,k){localStorage.setItem(d,g);null!=k&&k()};EditorUi.prototype.removeLocalData=function(d,g){localStorage.removeItem(d);g()};EditorUi.prototype.setShareCursorPosition=function(d){this.shareCursorPosition= -d;this.fireEvent(new mxEventObject("shareCursorPositionChanged"))};EditorUi.prototype.isShareCursorPosition=function(){return this.shareCursorPosition};EditorUi.prototype.setShowRemoteCursors=function(d){this.showRemoteCursors=d;this.fireEvent(new mxEventObject("showRemoteCursorsChanged"))};EditorUi.prototype.isShowRemoteCursors=function(){return this.showRemoteCursors};EditorUi.prototype.setMathEnabled=function(d){this.editor.graph.mathEnabled=d;this.editor.updateGraphComponents();this.editor.graph.refresh(); -this.editor.graph.defaultMathEnabled=d;this.fireEvent(new mxEventObject("mathEnabledChanged"))};EditorUi.prototype.isMathEnabled=function(d){return this.editor.graph.mathEnabled};EditorUi.prototype.isOfflineApp=function(){return"1"==urlParams.offline};EditorUi.prototype.isOffline=function(d){return this.isOfflineApp()||!navigator.onLine||!d&&("1"==urlParams.stealth||"1"==urlParams.lockdown)};EditorUi.prototype.isExternalDataComms=function(){return"1"!=urlParams.offline&&!this.isOffline()&&!this.isOfflineApp()}; -EditorUi.prototype.createSpinner=function(d,g,k){var l=null==d||null==g;k=null!=k?k:24;var p=new Spinner({lines:12,length:k,width:Math.round(k/3),radius:Math.round(k/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),q=p.spin;p.spin=function(z,A){var B=!1;this.active||(q.call(this,z),this.active=!0,null!=A&&(l&&(g=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,d=document.body.clientWidth/2-2),B=document.createElement("div"), -B.style.position="absolute",B.style.whiteSpace="nowrap",B.style.background="#4B4243",B.style.color="white",B.style.fontFamily=Editor.defaultHtmlFont,B.style.fontSize="9pt",B.style.padding="6px",B.style.paddingLeft="10px",B.style.paddingRight="10px",B.style.zIndex=2E9,B.style.left=Math.max(0,d)+"px",B.style.top=Math.max(0,g+70)+"px",mxUtils.setPrefixedStyle(B.style,"borderRadius","6px"),mxUtils.setPrefixedStyle(B.style,"transform","translate(-50%,-50%)"),Editor.isDarkMode()||mxUtils.setPrefixedStyle(B.style, -"boxShadow","2px 2px 3px 0px #ddd"),"..."!=A.substring(A.length-3,A.length)&&"!"!=A.charAt(A.length-1)&&(A+="..."),B.innerHTML=A,z.appendChild(B),p.status=B),this.pause=mxUtils.bind(this,function(){var J=function(){};this.active&&(J=mxUtils.bind(this,function(){this.spin(z,A)}));this.stop();return J}),B=!0);return B};var y=p.stop;p.stop=function(){y.call(this);this.active=!1;null!=p.status&&null!=p.status.parentNode&&p.status.parentNode.removeChild(p.status);p.status=null};p.pause=function(){return function(){}}; -return p};EditorUi.prototype.isCompatibleString=function(d){try{var g=mxUtils.parseXml(d),k=this.editor.extractGraphModel(g.documentElement,!0);return null!=k&&0==k.getElementsByTagName("parsererror").length}catch(l){}return!1};EditorUi.prototype.isVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&& -3==d.charCodeAt(2)&&4==d.charCodeAt(3)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&&3==d.charCodeAt(2)&&6==d.charCodeAt(3))};EditorUi.prototype.isRemoteVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||60==d.charCodeAt(0)&&63==d.charCodeAt(1)&&120==d.charCodeAt(2)&&109==d.charCodeAt(3)&&108==d.charCodeAt(3))};var b=EditorUi.prototype.createKeyHandler; -EditorUi.prototype.createKeyHandler=function(d){var g=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var k=g.getFunction,l=this.editor.graph,p=this;g.getFunction=function(q){if(l.isSelectionEmpty()&&null!=p.pages&&0<p.pages.length){var y=p.getSelectedPageIndex();if(mxEvent.isShiftDown(q)){if(37==q.keyCode)return function(){0<y&&p.movePage(y,y-1)};if(38==q.keyCode)return function(){0<y&&p.movePage(y,0)};if(39==q.keyCode)return function(){y<p.pages.length-1&&p.movePage(y, -y+1)};if(40==q.keyCode)return function(){y<p.pages.length-1&&p.movePage(y,p.pages.length-1)}}else if(mxEvent.isControlDown(q)||mxClient.IS_MAC&&mxEvent.isMetaDown(q)){if(37==q.keyCode)return function(){0<y&&p.selectNextPage(!1)};if(38==q.keyCode)return function(){0<y&&p.selectPage(p.pages[0])};if(39==q.keyCode)return function(){y<p.pages.length-1&&p.selectNextPage(!0)};if(40==q.keyCode)return function(){y<p.pages.length-1&&p.selectPage(p.pages[p.pages.length-1])}}}return k.apply(this,arguments)}}return g}; -var e=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(d){var g=e.apply(this,arguments);if(null==g)try{var k=d.indexOf("<mxfile ");if(0<=k){var l=d.lastIndexOf("</mxfile>");l>k&&(g=d.substring(k,l+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}else{var p=mxUtils.parseXml(d),q=this.editor.extractGraphModel(p.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);g=null!= -q?mxUtils.getXml(q):""}}catch(y){}return g};EditorUi.prototype.validateFileData=function(d){if(null!=d&&0<d.length){var g=d.indexOf('<meta charset="utf-8">');0<=g&&(d=d.slice(0,g)+'<meta charset="utf-8"/>'+d.slice(g+23-1,d.length));d=Graph.zapGremlins(d)}return d};EditorUi.prototype.replaceFileData=function(d){d=this.validateFileData(d);d=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null;var g=null!=d?this.editor.extractGraphModel(d,!0):null;null!=g&&(d=g);if(null!=d){g=this.editor.graph; -g.model.beginUpdate();try{var k=null!=this.pages?this.pages.slice():null,l=d.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<l.length||1==l.length&&l[0].hasAttribute("name")){this.fileNode=d;this.pages=null!=this.pages?this.pages:[];for(var p=l.length-1;0<=p;p--){var q=this.updatePageRoot(new DiagramPage(l[p]));null==q.getName()&&q.setName(mxResources.get("pageWithNumber",[p+1]));g.model.execute(new ChangePage(this,q,0==p?q:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode= -d.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(d.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),g.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(d),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=k)for(p=0;p<k.length;p++)g.model.execute(new ChangePage(this,k[p],null))}finally{g.model.endUpdate()}}};EditorUi.prototype.createFileData= -function(d,g,k,l,p,q,y,z,A,B,J){g=null!=g?g:this.editor.graph;p=null!=p?p:!1;A=null!=A?A:!0;var N=null;if(null==k||k.getMode()==App.MODE_DEVICE||k.getMode()==App.MODE_BROWSER)var K="_blank";else N=K=l;if(null==d)return"";var u=d;if("mxfile"!=u.nodeName.toLowerCase()){if(J){var x=d.ownerDocument.createElement("diagram");x.setAttribute("id",Editor.guid());x.appendChild(d)}else{x=Graph.zapGremlins(mxUtils.getXml(d));u=Graph.compress(x);if(Graph.decompress(u)!=x)return x;x=d.ownerDocument.createElement("diagram"); -x.setAttribute("id",Editor.guid());mxUtils.setTextContent(x,u)}u=d.ownerDocument.createElement("mxfile");u.appendChild(x)}B?(u=u.cloneNode(!0),u.removeAttribute("modified"),u.removeAttribute("host"),u.removeAttribute("agent"),u.removeAttribute("etag"),u.removeAttribute("userAgent"),u.removeAttribute("version"),u.removeAttribute("editor"),u.removeAttribute("type")):(u.removeAttribute("userAgent"),u.removeAttribute("version"),u.removeAttribute("editor"),u.removeAttribute("pages"),u.removeAttribute("type"), -mxClient.IS_CHROMEAPP?u.setAttribute("host","Chrome"):EditorUi.isElectronApp?u.setAttribute("host","Electron"):u.setAttribute("host",window.location.hostname),u.setAttribute("modified",(new Date).toISOString()),u.setAttribute("agent",navigator.appVersion),u.setAttribute("version",EditorUi.VERSION),u.setAttribute("etag",Editor.guid()),d=null!=k?k.getMode():this.mode,null!=d&&u.setAttribute("type",d),1<u.getElementsByTagName("diagram").length&&null!=this.pages&&u.setAttribute("pages",this.pages.length)); -J=J?mxUtils.getPrettyXml(u):mxUtils.getXml(u);if(!q&&!p&&(y||null!=k&&/(\.html)$/i.test(k.getTitle())))J=this.getHtml2(mxUtils.getXml(u),g,null!=k?k.getTitle():null,K,N);else if(q||!p&&null!=k&&/(\.svg)$/i.test(k.getTitle()))null==k||k.getMode()!=App.MODE_DEVICE&&k.getMode()!=App.MODE_BROWSER||(l=null),J=this.getEmbeddedSvg(J,g,l,null,z,A,N);return J};EditorUi.prototype.getXmlFileData=function(d,g,k,l){d=null!=d?d:!0;g=null!=g?g:!1;k=null!=k?k:!Editor.compressXml;var p=this.editor.getGraphXml(d,l); -if(d&&null!=this.fileNode&&null!=this.currentPage)if(d=function(A){var B=A.getElementsByTagName("mxGraphModel");B=0<B.length?B[0]:null;null==B&&k?(B=mxUtils.trim(mxUtils.getTextContent(A)),A=A.cloneNode(!1),0<B.length&&(B=Graph.decompress(B),null!=B&&0<B.length&&A.appendChild(mxUtils.parseXml(B).documentElement))):null==B||k?A=A.cloneNode(!0):(A=A.cloneNode(!1),mxUtils.setTextContent(A,Graph.compressNode(B)));p.appendChild(A)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node, -Graph.compressNode(p)),p=this.fileNode.cloneNode(!1),g)d(this.currentPage.node);else for(g=0;g<this.pages.length;g++){var q=this.pages[g],y=q.node;if(q!=this.currentPage)if(q.needsUpdate){var z=new mxCodec(mxUtils.createXmlDocument());z=z.encode(new mxGraphModel(q.root));this.editor.graph.saveViewState(q.viewState,z,null,l);EditorUi.removeChildNodes(y);mxUtils.setTextContent(y,Graph.compressNode(z));delete q.needsUpdate}else l&&(this.updatePageRoot(q),null!=q.viewState.backgroundImage&&(null!=q.viewState.backgroundImage.originalSrc? -q.viewState.backgroundImage=this.createImageForPageLink(q.viewState.backgroundImage.originalSrc,q):Graph.isPageLink(q.viewState.backgroundImage.src)&&(q.viewState.backgroundImage=this.createImageForPageLink(q.viewState.backgroundImage.src,q))),null!=q.viewState.backgroundImage&&null!=q.viewState.backgroundImage.originalSrc&&(z=new mxCodec(mxUtils.createXmlDocument()),z=z.encode(new mxGraphModel(q.root)),this.editor.graph.saveViewState(q.viewState,z,null,l),y=y.cloneNode(!1),mxUtils.setTextContent(y, -Graph.compressNode(z))));d(y)}return p};EditorUi.prototype.anonymizeString=function(d,g){for(var k=[],l=0;l<d.length;l++){var p=d.charAt(l);0<=EditorUi.ignoredAnonymizedChars.indexOf(p)?k.push(p):isNaN(parseInt(p))?p.toLowerCase()!=p?k.push(String.fromCharCode(65+Math.round(25*Math.random()))):p.toUpperCase()!=p?k.push(String.fromCharCode(97+Math.round(25*Math.random()))):/\s/.test(p)?k.push(" "):k.push("?"):k.push(g?"0":Math.round(9*Math.random()))}return k.join("")};EditorUi.prototype.anonymizePatch= -function(d){if(null!=d[EditorUi.DIFF_INSERT])for(var g=0;g<d[EditorUi.DIFF_INSERT].length;g++)try{var k=mxUtils.parseXml(d[EditorUi.DIFF_INSERT][g].data).documentElement.cloneNode(!1);null!=k.getAttribute("name")&&k.setAttribute("name",this.anonymizeString(k.getAttribute("name")));d[EditorUi.DIFF_INSERT][g].data=mxUtils.getXml(k)}catch(q){d[EditorUi.DIFF_INSERT][g].data=q.message}if(null!=d[EditorUi.DIFF_UPDATE]){for(var l in d[EditorUi.DIFF_UPDATE]){var p=d[EditorUi.DIFF_UPDATE][l];null!=p.name&& -(p.name=this.anonymizeString(p.name));null!=p.cells&&(g=mxUtils.bind(this,function(q){var y=p.cells[q];if(null!=y){for(var z in y)null!=y[z].value&&(y[z].value="["+y[z].value.length+"]"),null!=y[z].xmlValue&&(y[z].xmlValue="["+y[z].xmlValue.length+"]"),null!=y[z].style&&(y[z].style="["+y[z].style.length+"]"),mxUtils.isEmptyObject(y[z])&&delete y[z];mxUtils.isEmptyObject(y)&&delete p.cells[q]}}),g(EditorUi.DIFF_INSERT),g(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(p.cells)&&delete p.cells);mxUtils.isEmptyObject(p)&& -delete d[EditorUi.DIFF_UPDATE][l]}mxUtils.isEmptyObject(d[EditorUi.DIFF_UPDATE])&&delete d[EditorUi.DIFF_UPDATE]}return d};EditorUi.prototype.anonymizeAttributes=function(d,g){if(null!=d.attributes)for(var k=0;k<d.attributes.length;k++)"as"!=d.attributes[k].name&&d.setAttribute(d.attributes[k].name,this.anonymizeString(d.attributes[k].value,g));if(null!=d.childNodes)for(k=0;k<d.childNodes.length;k++)this.anonymizeAttributes(d.childNodes[k],g)};EditorUi.prototype.anonymizeNode=function(d,g){g=d.getElementsByTagName("mxCell"); -for(var k=0;k<g.length;k++)null!=g[k].getAttribute("value")&&g[k].setAttribute("value","["+g[k].getAttribute("value").length+"]"),null!=g[k].getAttribute("xmlValue")&&g[k].setAttribute("xmlValue","["+g[k].getAttribute("xmlValue").length+"]"),null!=g[k].getAttribute("style")&&g[k].setAttribute("style","["+g[k].getAttribute("style").length+"]"),null!=g[k].parentNode&&"root"!=g[k].parentNode.nodeName&&null!=g[k].parentNode.parentNode&&(g[k].setAttribute("id",g[k].parentNode.getAttribute("id")),g[k].parentNode.parentNode.replaceChild(g[k], -g[k].parentNode));return d};EditorUi.prototype.synchronizeCurrentFile=function(d){var g=this.getCurrentFile();null!=g&&(g.savingFile?this.handleError({message:mxResources.get("busy")}):!d&&g.invalidChecksum?g.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(g.clearAutosave(),this.editor.setStatus(""),d?g.reloadFile(mxUtils.bind(this,function(){g.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(k){g.handleFileError(k,!0)})):g.synchronizeFile(mxUtils.bind(this, -function(){g.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(k){g.handleFileError(k,!0)}))))};EditorUi.prototype.getFileData=function(d,g,k,l,p,q,y,z,A,B,J){p=null!=p?p:!0;q=null!=q?q:!1;var N=this.editor.graph;if(g||!d&&null!=A&&/(\.svg)$/i.test(A.getTitle())){var K=null!=N.themes&&"darkTheme"==N.defaultThemeName;B=!1;if(K||null!=this.pages&&this.currentPage!=this.pages[0]){var u=N.getGlobalVariable;N=this.createTemporaryGraph(K?N.getDefaultStylesheet():N.getStylesheet()); -N.setBackgroundImage=this.editor.graph.setBackgroundImage;N.background=this.editor.graph.background;var x=this.pages[0];this.currentPage==x?N.setBackgroundImage(this.editor.graph.backgroundImage):null!=x.viewState&&null!=x.viewState&&N.setBackgroundImage(x.viewState.backgroundImage);N.getGlobalVariable=function(G){return"page"==G?x.getName():"pagenumber"==G?1:u.apply(this,arguments)};document.body.appendChild(N.container);N.model.setRoot(x.root)}}y=null!=y?y:this.getXmlFileData(p,q,B,J);A=null!=A? -A:this.getCurrentFile();d=this.createFileData(y,N,A,window.location.href,d,g,k,l,p,z,B);N!=this.editor.graph&&N.container.parentNode.removeChild(N.container);return d};EditorUi.prototype.getHtml=function(d,g,k,l,p,q){q=null!=q?q:!0;var y=null,z=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=g){y=q?g.getGraphBounds():g.getBoundingBox(g.getSelectionCells());var A=g.view.scale;q=Math.floor(y.x/A-g.view.translate.x);A=Math.floor(y.y/A-g.view.translate.y);y=g.background;null==p&&(g=this.getBasenames().join(";"), -0<g.length&&(z=EditorUi.drawHost+"/embed.js?s="+g));d.setAttribute("x0",q);d.setAttribute("y0",A)}null!=d&&(d.setAttribute("pan","1"),d.setAttribute("zoom","1"),d.setAttribute("resize","0"),d.setAttribute("fit","0"),d.setAttribute("border","20"),d.setAttribute("links","1"),null!=l&&d.setAttribute("edit",l));null!=p&&(p=p.replace(/&/g,"&"));d=null!=d?Graph.zapGremlins(mxUtils.getXml(d)):"";l=Graph.compress(d);Graph.decompress(l)!=d&&(l=encodeURIComponent(d));return(null==p?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n': -"")+"<!DOCTYPE html>\n<html"+(null!=p?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==p?null!=k?"<title>"+mxUtils.htmlEntities(k)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=p?'<meta http-equiv="refresh" content="0;URL=\''+p+"'\"/>\n":"")+"</head>\n<body"+(null==p&&null!=y&&y!=mxConstants.NONE?' style="background-color:'+y+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+l+"</div>\n</div>\n"+ -(null==p?'<script type="text/javascript" src="'+z+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+p+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(d,g,k,l,p){g=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=p&&(p=p.replace(/&/g,"&"));d={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled,resize:!0, -xml:Graph.zapGremlins(d),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(d.page=mxUtils.indexOf(this.pages,this.currentPage));return(null==p?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=p?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==p?null!=k?"<title>"+mxUtils.htmlEntities(k)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=p?'<meta http-equiv="refresh" content="0;URL=\''+ -p+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(d))+'"></div>\n'+(null==p?'<script type="text/javascript" src="'+g+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+p+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData= -function(d){d=this.validateFileData(d);this.pages=this.fileNode=this.currentPage=null;var g=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null,k=Editor.extractParserError(g,mxResources.get("invalidOrMissingFile"));if(k)throw EditorUi.debug("EditorUi.setFileData ParserError",[this],"data",[d],"node",[g],"cause",[k]),Error(mxResources.get("notADiagramFile")+" ("+k+")");d=null!=g?this.editor.extractGraphModel(g,!0):null;null!=d&&(g=d);if(null!=g&&"mxfile"==g.nodeName&&(d=g.getElementsByTagName("diagram"), -"0"!=urlParams.pages||1<d.length||1==d.length&&d[0].hasAttribute("name"))){k=null;this.fileNode=g;this.pages=[];for(var l=0;l<d.length;l++)null==d[l].getAttribute("id")&&d[l].setAttribute("id",l),g=new DiagramPage(d[l]),null==g.getName()&&g.setName(mxResources.get("pageWithNumber",[l+1])),this.pages.push(g),null!=urlParams["page-id"]&&g.getId()==urlParams["page-id"]&&(k=g);this.currentPage=null!=k?k:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];g=this.currentPage.node}"0"!= -urlParams.pages&&null==this.fileNode&&null!=g&&(this.fileNode=g.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(g.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(g);null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var p=urlParams["layer-ids"].split(" ");g={};for(l=0;l<p.length;l++)g[p[l]]=!0;var q=this.editor.graph.getModel(), -y=q.getChildren(q.root);for(l=0;l<y.length;l++){var z=y[l];q.setVisible(z,g[z.id]||!1)}}catch(A){}};EditorUi.prototype.getBaseFilename=function(d){var g=this.getCurrentFile();g=null!=g&&null!=g.getTitle()?g.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(g)||/(\.html)$/i.test(g)||/(\.svg)$/i.test(g)||/(\.png)$/i.test(g))g=g.substring(0,g.lastIndexOf("."));/(\.drawio)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf(".")));!d&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&& -0<this.currentPage.getName().length&&(g=g+"-"+this.currentPage.getName());return g};EditorUi.prototype.downloadFile=function(d,g,k,l,p,q,y,z,A,B,J,N){try{l=null!=l?l:this.editor.graph.isSelectionEmpty();var K=this.getBaseFilename("remoteSvg"==d?!1:!p),u=K+("xml"==d||"pdf"==d&&J?".drawio":"")+"."+d;if("xml"==d){var x=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,l,p,null,null,null,g);this.saveData(u,d,x,"text/xml")}else if("html"==d)x=this.getHtml2(this.getFileData(!0),this.editor.graph, -K),this.saveData(u,d,x,"text/html");else if("svg"!=d&&"xmlsvg"!=d||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"==d)u=K+".png";else if("jpeg"==d)u=K+".jpg";else if("remoteSvg"==d){u=K+".svg";d="svg";var G=parseInt(A);"string"===typeof z&&0<z.indexOf("%")&&(z=parseInt(z)/100);if(0<G){var D=this.editor.graph,F=D.getGraphBounds();var H=Math.ceil(F.width*z/D.view.scale+2*G);var E=Math.ceil(F.height*z/D.view.scale+2*G)}}this.saveRequest(u,d,mxUtils.bind(this,function(M,W){try{var X= -this.editor.graph.pageVisible;0==q&&(this.editor.graph.pageVisible=q);var t=this.createDownloadRequest(M,d,l,W,y,p,z,A,B,J,N,H,E);this.editor.graph.pageVisible=X;return t}catch(C){this.handleError(C)}}))}else{var P=null,I=mxUtils.bind(this,function(M){M.length<=MAX_REQUEST_SIZE?this.saveData(u,"svg",M,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(P)}))});if("svg"==d){var T=this.editor.graph.background; -if(y||T==mxConstants.NONE)T=null;var R=this.editor.graph.getSvg(T,null,null,null,null,l);k&&this.editor.graph.addSvgShadow(R);this.editor.convertImages(R,mxUtils.bind(this,mxUtils.bind(this,function(M){this.spinner.stop();I(Graph.xmlDeclaration+"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(M))})))}else u=K+".svg",P=this.getFileData(!1,!0,null,mxUtils.bind(this,function(M){this.spinner.stop();I(M)}),l)}}catch(M){this.handleError(M)}};EditorUi.prototype.createDownloadRequest=function(d,g,k,l,p,q,y,z,A, -B,J,N,K){var u=this.editor.graph,x=u.getGraphBounds();k=this.getFileData(!0,null,null,null,k,0==q?!1:"xmlpng"!=g,null,null,null,!1,"pdf"==g);var G="",D="";if(x.width*x.height>MAX_AREA||k.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")};B=B?"1":"0";"pdf"==g&&(null!=J?D="&from="+J.from+"&to="+J.to:0==q&&(D="&allPages=1"));"xmlpng"==g&&(B="1",g="png");if(("xmlpng"==g||"svg"==g)&&null!=this.pages&&null!=this.currentPage)for(q=0;q<this.pages.length;q++)if(this.pages[q]==this.currentPage){G= -"&from="+q;break}q=u.background;"png"!=g&&"pdf"!=g&&"svg"!=g||!p?p||null!=q&&q!=mxConstants.NONE||(q="#ffffff"):q=mxConstants.NONE;p={globalVars:u.getExportVariables()};A&&(p.grid={size:u.gridSize,steps:u.view.gridSteps,color:u.view.gridColor});Graph.translateDiagram&&(p.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+g+G+D+"&bg="+(null!=q?q:mxConstants.NONE)+"&base64="+l+"&embedXml="+B+"&xml="+encodeURIComponent(k)+(null!=d?"&filename="+encodeURIComponent(d):"")+ -"&extras="+encodeURIComponent(JSON.stringify(p))+(null!=y?"&scale="+y:"")+(null!=z?"&border="+z:"")+(N&&isFinite(N)?"&w="+N:"")+(K&&isFinite(K)?"&h="+K:""))};EditorUi.prototype.setMode=function(d,g){this.mode=d};EditorUi.prototype.loadDescriptor=function(d,g,k){var l=window.location.hash,p=mxUtils.bind(this,function(q){var y=null!=d.data?d.data:"";null!=q&&0<q.length&&(0<y.length&&(y+="\n"),y+=q);q=new LocalFile(this,"csv"!=d.format&&0<y.length?y:this.emptyDiagramXml,null!=urlParams.title?decodeURIComponent(urlParams.title): -this.defaultFilename,!0);q.getHash=function(){return l};this.fileLoaded(q);"csv"==d.format&&this.importCsv(y,mxUtils.bind(this,function(N){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=d.update){var z=null!=d.interval?parseInt(d.interval):6E4,A=null,B=mxUtils.bind(this,function(){var N=this.currentPage;mxUtils.post(d.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())),mxUtils.bind(this,function(K){N===this.currentPage&&(200<= -K.getStatus()&&300>=K.getStatus()?(this.updateDiagram(K.getText()),J()):this.handleError({message:mxResources.get("error")+" "+K.getStatus()}))}),mxUtils.bind(this,function(K){this.handleError(K)}))}),J=mxUtils.bind(this,function(){window.clearTimeout(A);A=window.setTimeout(B,z)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){J();B()}));J();B()}null!=g&&g()});null!=d.url&&0<d.url.length?this.editor.loadUrl(d.url,mxUtils.bind(this,function(q){p(q)}),mxUtils.bind(this,function(q){null!= -k&&k(q)})):p("")};EditorUi.prototype.updateDiagram=function(d){function g(E){var P=new mxCellOverlay(E.image||p.warningImage,E.tooltip,E.align,E.valign,E.offset);P.addListener(mxEvent.CLICK,function(I,T){l.alert(E.tooltip)});return P}var k=null,l=this;if(null!=d&&0<d.length&&(k=mxUtils.parseXml(d),d=null!=k?k.documentElement:null,null!=d&&"updates"==d.nodeName)){var p=this.editor.graph,q=p.getModel();q.beginUpdate();var y=null;try{for(d=d.firstChild;null!=d;){if("update"==d.nodeName){var z=q.getCell(d.getAttribute("id")); -if(null!=z){try{var A=d.getAttribute("value");if(null!=A){var B=mxUtils.parseXml(A).documentElement;if(null!=B)if("1"==B.getAttribute("replace-value"))q.setValue(z,B);else for(var J=B.attributes,N=0;N<J.length;N++)p.setAttributeForCell(z,J[N].nodeName,0<J[N].nodeValue.length?J[N].nodeValue:null)}}catch(E){null!=window.console&&console.log("Error in value for "+z.id+": "+E)}try{var K=d.getAttribute("style");null!=K&&p.model.setStyle(z,K)}catch(E){null!=window.console&&console.log("Error in style for "+ -z.id+": "+E)}try{var u=d.getAttribute("icon");if(null!=u){var x=0<u.length?JSON.parse(u):null;null!=x&&x.append||p.removeCellOverlays(z);null!=x&&p.addCellOverlay(z,g(x))}}catch(E){null!=window.console&&console.log("Error in icon for "+z.id+": "+E)}try{var G=d.getAttribute("geometry");if(null!=G){G=JSON.parse(G);var D=p.getCellGeometry(z);if(null!=D){D=D.clone();for(key in G){var F=parseFloat(G[key]);"dx"==key?D.x+=F:"dy"==key?D.y+=F:"dw"==key?D.width+=F:"dh"==key?D.height+=F:D[key]=parseFloat(G[key])}p.model.setGeometry(z, -D)}}}catch(E){null!=window.console&&console.log("Error in icon for "+z.id+": "+E)}}}else if("model"==d.nodeName){for(var H=d.firstChild;null!=H&&H.nodeType!=mxConstants.NODETYPE_ELEMENT;)H=H.nextSibling;null!=H&&(new mxCodec(d.firstChild)).decode(H,q)}else if("view"==d.nodeName){if(d.hasAttribute("scale")&&(p.view.scale=parseFloat(d.getAttribute("scale"))),d.hasAttribute("dx")||d.hasAttribute("dy"))p.view.translate=new mxPoint(parseFloat(d.getAttribute("dx")||0),parseFloat(d.getAttribute("dy")||0))}else"fit"== -d.nodeName&&(y=d.hasAttribute("max-scale")?parseFloat(d.getAttribute("max-scale")):1);d=d.nextSibling}}finally{q.endUpdate()}null!=y&&this.chromelessResize&&this.chromelessResize(!0,y)}return k};EditorUi.prototype.getCopyFilename=function(d,g){var k=null!=d&&null!=d.getTitle()?d.getTitle():this.defaultFilename;d="";var l=k.lastIndexOf(".");0<=l&&(d=k.substring(l),k=k.substring(0,l));if(g){g=k;var p=new Date;k=p.getFullYear();l=p.getMonth()+1;var q=p.getDate(),y=p.getHours(),z=p.getMinutes();p=p.getSeconds(); -k=g+(" "+(k+"-"+l+"-"+q+"-"+y+"-"+z+"-"+p))}return k=mxResources.get("copyOf",[k])+d};EditorUi.prototype.fileLoaded=function(d,g){var k=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var l=!1;this.hideDialog();null!=k&&(EditorUi.debug("File.closed",[k]),k.removeListener(this.descriptorChangedListener),k.close());this.editor.graph.model.clear();this.editor.undoManager.clear();var p=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null); -null!=k&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear();this.setBackgroundImage(null);!g&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename")));this.editor.setStatus("");this.updateUi();g||this.showSplash()});if(null!=d)try{mxClient.IS_SF&&"min"==uiTheme&&(this.diagramContainer.style.visibility= -"");this.openingFile=!0;this.setCurrentFile(d);d.addListener("descriptorChanged",this.descriptorChangedListener);d.addListener("contentChanged",this.descriptorChangedListener);d.open();delete this.openingFile;this.setGraphEnabled(!0);this.setMode(d.getMode());this.editor.graph.model.prefix=Editor.guid()+"-";this.editor.undoManager.clear();this.descriptorChanged();this.updateUi();d.isEditable()?d.isModified()?(d.addUnsavedStatus(),null!=d.backupPatch&&d.patch([d.backupPatch])):this.editor.setStatus(""): -this.editor.setStatus('<span class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</span>");!this.editor.isChromelessView()||this.editor.editable?(this.editor.graph.selectUnlockedLayer(),this.showLayersDialog(),this.restoreLibraries(),window.self!==window.top&&window.focus()):this.editor.graph.isLightboxView()&&this.lightboxFit();this.chromelessResize&&this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));l=!0;if(!this.isOffline()&&null!=d.getMode()){var q= -"1"==urlParams.sketch?"sketch":uiTheme;if(null==q)q="default";else if("sketch"==q||"min"==q)q+=Editor.isDarkMode()?"-dark":"-light";EditorUi.logEvent({category:d.getMode().toUpperCase()+"-OPEN-FILE-"+d.getHash(),action:"size_"+d.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+q})}EditorUi.debug("File.opened",[d]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg"));if(this.editor.editable&&this.mode==d.getMode()&&d.getMode()!=App.MODE_DEVICE&&null!= -d.getMode())try{this.addRecent({id:d.getHash(),title:d.getTitle(),mode:d.getMode()})}catch(y){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+1),mxSettings.save()}catch(y){}}catch(y){this.fileLoadedError=y;if(null!=d)try{d.close()}catch(z){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=d?d.getHash():"none"),action:"message_"+y.message,label:"stack_"+y.stack})}catch(z){}d=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body, -mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=k?this.fileLoaded(k)||p():p()});g?d():this.handleError(y,mxResources.get("errorLoadingFile"),d,!0,null,null,!0)}else p();return l};EditorUi.prototype.getHashValueForPages=function(d,g){var k=0,l=new mxGraphModel,p=new mxCodec;null!=g&&(g.byteCount=0,g.attrCount=0,g.eltCount=0,g.nodeCount=0);for(var q=0;q<d.length;q++){this.updatePageRoot(d[q]);var y=d[q].node.cloneNode(!1);y.removeAttribute("name");l.root=d[q].root; -var z=p.encode(l);this.editor.graph.saveViewState(d[q].viewState,z,!0);z.removeAttribute("pageWidth");z.removeAttribute("pageHeight");y.appendChild(z);null!=g&&(g.eltCount+=y.getElementsByTagName("*").length,g.nodeCount+=y.getElementsByTagName("mxCell").length);k=(k<<5)-k+this.hashValue(y,function(A,B,J,N){return!N||"mxGeometry"!=A.nodeName&&"mxPoint"!=A.nodeName||"x"!=B&&"y"!=B&&"width"!=B&&"height"!=B?N&&"mxCell"==A.nodeName&&"previous"==B?null:J:Math.round(J)},g)<<0}return k};EditorUi.prototype.hashValue= -function(d,g,k){var l=0;if(null!=d&&"object"===typeof d&&"number"===typeof d.nodeType&&"string"===typeof d.nodeName&&"function"===typeof d.getAttribute){null!=d.nodeName&&(l^=this.hashValue(d.nodeName,g,k));if(null!=d.attributes){null!=k&&(k.attrCount+=d.attributes.length);for(var p=0;p<d.attributes.length;p++){var q=d.attributes[p].name,y=null!=g?g(d,q,d.attributes[p].value,!0):d.attributes[p].value;null!=y&&(l^=this.hashValue(q,g,k)+this.hashValue(y,g,k))}}if(null!=d.childNodes)for(p=0;p<d.childNodes.length;p++)l= -(l<<5)-l+this.hashValue(d.childNodes[p],g,k)<<0}else if(null!=d&&"function"!==typeof d){d=String(d);g=0;null!=k&&(k.byteCount+=d.length);for(p=0;p<d.length;p++)g=(g<<5)-g+d.charCodeAt(p)<<0;l^=g}return l};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(d,g,k,l,p,q,y){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage||mxClient.IS_CHROMEAPP};EditorUi.prototype.toggleScratchpad=function(){this.isScratchpadEnabled()&& -(null==this.scratchpad?StorageFile.getFileContent(this,".scratchpad",mxUtils.bind(this,function(d){null==d&&(d=this.emptyLibraryXml);this.loadLibrary(new StorageLibrary(this,d,".scratchpad"))})):this.closeLibrary(this.scratchpad))};EditorUi.prototype.createLibraryDataFromImages=function(d){var g=mxUtils.createXmlDocument(),k=g.createElement("mxlibrary");mxUtils.setTextContent(k,JSON.stringify(d));g.appendChild(k);return mxUtils.getXml(g)};EditorUi.prototype.closeLibrary=function(d){null!=d&&(this.removeLibrarySidebar(d.getHash()), -d.constructor!=LocalLibrary&&mxSettings.removeCustomLibrary(d.getHash()),".scratchpad"==d.title&&(this.scratchpad=null))};EditorUi.prototype.removeLibrarySidebar=function(d){var g=this.sidebar.palettes[d];if(null!=g){for(var k=0;k<g.length;k++)g[k].parentNode.removeChild(g[k]);delete this.sidebar.palettes[d]}};EditorUi.prototype.repositionLibrary=function(d){var g=this.sidebar.container;if(null==d){var k=this.sidebar.palettes["L.scratchpad"];null==k&&(k=this.sidebar.palettes.search);null!=k&&(d=k[k.length- -1].nextSibling)}d=null!=d?d:g.firstChild.nextSibling.nextSibling;k=g.lastChild;var l=k.previousSibling;g.insertBefore(k,d);g.insertBefore(l,k)};EditorUi.prototype.loadLibrary=function(d,g){var k=mxUtils.parseXml(d.getData());if("mxlibrary"==k.documentElement.nodeName){var l=JSON.parse(mxUtils.getTextContent(k.documentElement));this.libraryLoaded(d,l,k.documentElement.getAttribute("title"),g)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(d){return""}; -EditorUi.prototype.libraryLoaded=function(d,g,k,l){if(null!=this.sidebar){d.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(d.getHash());".scratchpad"==d.title&&(this.scratchpad=d);var p=this.sidebar.palettes[d.getHash()];p=null!=p?p[p.length-1].nextSibling:null;this.removeLibrarySidebar(d.getHash());var q=null,y=mxUtils.bind(this,function(H,E){0==H.length&&d.isEditable()?(null==q&&(q=document.createElement("div"),q.className="geDropTarget",mxUtils.write(q,mxResources.get("dragElementsHere"))), -E.appendChild(q)):this.addLibraryEntries(H,E)});null!=this.sidebar&&null!=g&&this.sidebar.addEntries(g);null==k&&(k=d.getTitle(),null!=k&&/(\.xml)$/i.test(k)&&(k=k.substring(0,k.lastIndexOf("."))));var z=this.sidebar.addPalette(d.getHash(),k,null!=l?l:!0,mxUtils.bind(this,function(H){y(g,H)}));this.repositionLibrary(p);var A=z.parentNode.previousSibling;l=A.getAttribute("title");null!=l&&0<l.length&&".scratchpad"!=d.title&&A.setAttribute("title",this.getLibraryStorageHint(d)+"\n"+l);var B=document.createElement("div"); -B.style.position="absolute";B.style.right="0px";B.style.top="0px";B.style.padding="8px";B.style.backgroundColor="inherit";A.style.position="relative";var J=document.createElement("img");J.setAttribute("src",Editor.crossImage);J.setAttribute("title",mxResources.get("close"));J.setAttribute("valign","absmiddle");J.setAttribute("border","0");J.style.position="relative";J.style.top="2px";J.style.width="14px";J.style.cursor="pointer";J.style.margin="0 3px";Editor.isDarkMode()&&(J.style.filter="invert(100%)"); -var N=null;if(".scratchpad"!=d.title||this.closableScratchpad)B.appendChild(J),mxEvent.addListener(J,"click",mxUtils.bind(this,function(H){if(!mxEvent.isConsumed(H)){var E=mxUtils.bind(this,function(){this.closeLibrary(d)});null!=N?this.confirm(mxResources.get("allChangesLost"),null,E,mxResources.get("cancel"),mxResources.get("discardChanges")):E();mxEvent.consume(H)}}));if(d.isEditable()){var K=this.editor.graph,u=null,x=mxUtils.bind(this,function(H){this.showLibraryDialog(d.getTitle(),z,g,d,d.getMode()); -mxEvent.consume(H)}),G=mxUtils.bind(this,function(H){d.setModified(!0);d.isAutosave()?(null!=u&&null!=u.parentNode&&u.parentNode.removeChild(u),u=J.cloneNode(!1),u.setAttribute("src",Editor.spinImage),u.setAttribute("title",mxResources.get("saving")),u.style.cursor="default",u.style.marginRight="2px",u.style.marginTop="-2px",B.insertBefore(u,B.firstChild),A.style.paddingRight=18*B.childNodes.length+"px",this.saveLibrary(d.getTitle(),g,d,d.getMode(),!0,!0,function(){null!=u&&null!=u.parentNode&&(u.parentNode.removeChild(u), -A.style.paddingRight=18*B.childNodes.length+"px")})):null==N&&(N=J.cloneNode(!1),N.setAttribute("src",Editor.saveImage),N.setAttribute("title",mxResources.get("save")),B.insertBefore(N,B.firstChild),mxEvent.addListener(N,"click",mxUtils.bind(this,function(E){this.saveLibrary(d.getTitle(),g,d,d.getMode(),d.constructor==LocalLibrary,!0,function(){null==N||d.isModified()||(A.style.paddingRight=18*B.childNodes.length+"px",N.parentNode.removeChild(N),N=null)});mxEvent.consume(E)})),A.style.paddingRight= -18*B.childNodes.length+"px")}),D=mxUtils.bind(this,function(H,E,P,I){H=K.cloneCells(mxUtils.sortCells(K.model.getTopmostCells(H)));for(var T=0;T<H.length;T++){var R=K.getCellGeometry(H[T]);null!=R&&R.translate(-E.x,-E.y)}z.appendChild(this.sidebar.createVertexTemplateFromCells(H,E.width,E.height,I||"",!0,null,!1));H={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(H))),w:E.width,h:E.height};null!=I&&(H.title=I);g.push(H);G(P);null!=q&&null!=q.parentNode&&0<g.length&&(q.parentNode.removeChild(q), -q=null)}),F=mxUtils.bind(this,function(H){if(K.isSelectionEmpty())K.getRubberband().isActive()?(K.getRubberband().execute(H),K.getRubberband().reset()):this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var E=K.getSelectionCells(),P=K.view.getBounds(E),I=K.view.scale;P.x/=I;P.y/=I;P.width/=I;P.height/=I;P.x-=K.view.translate.x;P.y-=K.view.translate.y;D(E,P)}mxEvent.consume(H)});mxEvent.addGestureListeners(z,function(){},mxUtils.bind(this,function(H){K.isMouseDown&& -null!=K.panningManager&&null!=K.graphHandler.first&&(K.graphHandler.suspend(),null!=K.graphHandler.hint&&(K.graphHandler.hint.style.visibility="hidden"),z.style.backgroundColor="#f1f3f4",z.style.cursor="copy",K.panningManager.stop(),K.autoScroll=!1,mxEvent.consume(H))}),mxUtils.bind(this,function(H){K.isMouseDown&&null!=K.panningManager&&null!=K.graphHandler&&(z.style.backgroundColor="",z.style.cursor="default",this.sidebar.showTooltips=!0,K.panningManager.stop(),K.graphHandler.reset(),K.isMouseDown= -!1,K.autoScroll=!0,F(H),mxEvent.consume(H))}));mxEvent.addListener(z,"mouseleave",mxUtils.bind(this,function(H){K.isMouseDown&&null!=K.graphHandler.first&&(K.graphHandler.resume(),null!=K.graphHandler.hint&&(K.graphHandler.hint.style.visibility="visible"),z.style.backgroundColor="",z.style.cursor="",K.autoScroll=!0)}));Graph.fileSupport&&(mxEvent.addListener(z,"dragover",mxUtils.bind(this,function(H){z.style.backgroundColor="#f1f3f4";H.dataTransfer.dropEffect="copy";z.style.cursor="copy";this.sidebar.hideTooltip(); -H.stopPropagation();H.preventDefault()})),mxEvent.addListener(z,"drop",mxUtils.bind(this,function(H){z.style.cursor="";z.style.backgroundColor="";0<H.dataTransfer.files.length&&this.importFiles(H.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(E,P,I,T,R,M,W,X,t){if(null!=E&&"image/"==P.substring(0,6))E="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+this.convertDataUri(E),E=[new mxCell("",new mxGeometry(0,0,R,M),E)],E[0].vertex=!0, -D(E,new mxRectangle(0,0,R,M),H,mxEvent.isAltDown(H)?null:W.substring(0,W.lastIndexOf(".")).replace(/_/g," ")),null!=q&&null!=q.parentNode&&0<g.length&&(q.parentNode.removeChild(q),q=null);else{var C=!1,L=mxUtils.bind(this,function(Q,O){null!=Q&&"application/pdf"==O&&(O=Editor.extractGraphModelFromPdf(Q),null!=O&&0<O.length&&(Q=O));if(null!=Q)if(Q=mxUtils.parseXml(Q),"mxlibrary"==Q.documentElement.nodeName)try{var S=JSON.parse(mxUtils.getTextContent(Q.documentElement));y(S,z);g=g.concat(S);G(H);this.spinner.stop(); -C=!0}catch(ba){}else if("mxfile"==Q.documentElement.nodeName)try{var U=Q.documentElement.getElementsByTagName("diagram");for(S=0;S<U.length;S++){var V=this.stringToCells(Editor.getDiagramNodeXml(U[S])),Y=this.editor.graph.getBoundingBoxFromGeometry(V);D(V,new mxRectangle(0,0,Y.width,Y.height),H)}C=!0}catch(ba){null!=window.console&&console.log("error in drop handler:",ba)}C||(this.spinner.stop(),this.handleError({message:mxResources.get("errorLoadingFile")}));null!=q&&null!=q.parentNode&&0<g.length&& -(q.parentNode.removeChild(q),q=null)});null!=t&&null!=W&&(/(\.v(dx|sdx?))($|\?)/i.test(W)||/(\.vs(x|sx?))($|\?)/i.test(W))?this.importVisio(t,function(Q){L(Q,"text/xml")},null,W):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(E,W)&&null!=t?this.isExternalDataComms()?this.parseFile(t,mxUtils.bind(this,function(Q){4==Q.readyState&&(this.spinner.stop(),200<=Q.status&&299>=Q.status?L(Q.responseText,"text/xml"):this.handleError({message:mxResources.get(413==Q.status?"drawingTooLarge":"invalidOrMissingFile")}, -mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):L(E,P)}}));H.stopPropagation();H.preventDefault()})),mxEvent.addListener(z,"dragleave",function(H){z.style.cursor="";z.style.backgroundColor="";H.stopPropagation();H.preventDefault()}));J=J.cloneNode(!1);J.setAttribute("src",Editor.editImage);J.setAttribute("title",mxResources.get("edit"));B.insertBefore(J,B.firstChild);mxEvent.addListener(J,"click",x);mxEvent.addListener(z, -"dblclick",function(H){mxEvent.getSource(H)==z&&x(H)});l=J.cloneNode(!1);l.setAttribute("src",Editor.plusImage);l.setAttribute("title",mxResources.get("add"));B.insertBefore(l,B.firstChild);mxEvent.addListener(l,"click",F);this.isOffline()||".scratchpad"!=d.title||null==EditorUi.scratchpadHelpLink||(l=document.createElement("span"),l.setAttribute("title",mxResources.get("help")),l.style.cssText="color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(l,"?"),mxEvent.addGestureListeners(l, -mxUtils.bind(this,function(H){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(H)})),B.insertBefore(l,B.firstChild))}A.appendChild(B);A.style.paddingRight=18*B.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(d,g){for(var k=0;k<d.length;k++){var l=d[k],p=l.data;if(null!=p){p=this.convertDataUri(p);var q="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;";"fixed"==l.aspect&&(q+="aspect=fixed;");g.appendChild(this.sidebar.createVertexTemplate(q+ -"image="+p,l.w,l.h,"",l.title||"",!1,null,!0))}else null!=l.xml&&(p=this.stringToCells(Graph.decompress(l.xml)),0<p.length&&g.appendChild(this.sidebar.createVertexTemplateFromCells(p,l.w,l.h,l.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(d){return null!=d?d[mxLanguage]||d.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight=64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet", -STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground="rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight=41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor=Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName= -"darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor="#505759",BaseFormatPanel.prototype.buttonBackgroundColor=Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR="#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource= -"https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!==typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)),Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none",rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open", -startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid,Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders=new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(d,g,k,l,p,q,y){d=new ImageDialog(this,d,g,k,l,p,q,y);this.showDialog(d.container, -Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);d.init()};EditorUi.prototype.showBackgroundImageDialog=function(d,g){d=null!=d?d:mxUtils.bind(this,function(k,l){l||(k=new ChangePageSetup(this,null,k),k.ignoreColor=!0,this.editor.graph.model.execute(k))});d=new BackgroundImageDialog(this,d,g);this.showDialog(d.container,400,200,!0,!0);d.init()};EditorUi.prototype.showLibraryDialog=function(d,g,k,l,p){d=new LibraryDialog(this,d,g,k,l,p);this.showDialog(d.container,640,440,!0,!1,mxUtils.bind(this, -function(q){q&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));d.init()};var f=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(d){var g=f.apply(this,arguments);this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(k){this.editor.graph.isSelectionEmpty()&&g.refresh()}));return g};EditorUi.prototype.createSidebarFooterContainer=function(){var d=this.createDiv("geSidebarContainer geSidebarFooter");d.style.position="absolute";d.style.overflow= -"hidden";var g=document.createElement("a");g.className="geTitle";g.style.color="#DF6C0C";g.style.fontWeight="bold";g.style.height="100%";g.style.paddingTop="9px";g.innerHTML="<span>+</span>";var k=g.getElementsByTagName("span")[0];k.style.fontSize="18px";k.style.marginRight="5px";mxUtils.write(g,mxResources.get("moreShapes")+"...");mxEvent.addListener(g,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(l){l.preventDefault()}));mxEvent.addListener(g,"click",mxUtils.bind(this, -function(l){this.actions.get("shapes").funct();mxEvent.consume(l)}));d.appendChild(g);return d};EditorUi.prototype.handleError=function(d,g,k,l,p,q,y){var z=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},A=null!=d&&null!=d.error?d.error:d;if(null!=d&&("1"==urlParams.test||null!=d.stack)&&null!=d.message)try{y?null!=window.console&&console.error("EditorUi.handleError:",d):EditorUi.logError("Caught: "+(""==d.message&&null!=d.name)?d.name:d.message,d.filename,d.lineNumber, -d.columnNumber,d,"INFO")}catch(u){}if(null!=A||null!=g){y=mxUtils.htmlEntities(mxResources.get("unknownError"));var B=mxResources.get("ok"),J=null;g=null!=g?g:mxResources.get("error");if(null!=A){null!=A.retry&&(B=mxResources.get("cancel"),J=function(){z();A.retry()});if(404==A.code||404==A.status||403==A.code){y=403==A.code?null!=A.message?mxUtils.htmlEntities(A.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=p?p:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+(null!= -this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var N=null!=p?null:null!=q?q:window.location.hash;if(null!=N&&("#G"==N.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"==N.substring(0,45))&&(null!=d&&null!=d.error&&(null!=d.error.errors&&0<d.error.errors.length&&"fileAccess"==d.error.errors[0].reason||null!=d.error.data&&0<d.error.data.length&&"fileAccess"==d.error.data[0].reason)||404==A.code||404==A.status)){N="#U"==N.substring(0, -2)?N.substring(45,N.lastIndexOf("%26ex")):N.substring(2);this.showError(g,y,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+N);this.handleError(d,g,k,l,p)}),J,mxResources.get("changeUser"),mxUtils.bind(this,function(){function u(){F.innerText="";for(var H=0;H<x.length;H++){var E=document.createElement("option");mxUtils.write(E,x[H].displayName);E.value=H;F.appendChild(E);E=document.createElement("option");E.innerHTML=" "; -mxUtils.write(E,"<"+x[H].email+">");E.setAttribute("disabled","disabled");F.appendChild(E)}E=document.createElement("option");mxUtils.write(E,mxResources.get("addAccount"));E.value=x.length;F.appendChild(E)}var x=this.drive.getUsersList(),G=document.createElement("div"),D=document.createElement("span");D.style.marginTop="6px";mxUtils.write(D,mxResources.get("changeUser")+": ");G.appendChild(D);var F=document.createElement("select");F.style.width="200px";u();mxEvent.addListener(F,"change",mxUtils.bind(this, -function(){var H=F.value,E=x.length!=H;E&&this.drive.setUser(x[H]);this.drive.authorize(E,mxUtils.bind(this,function(){E||(x=this.drive.getUsersList(),u())}),mxUtils.bind(this,function(P){this.handleError(P)}),!0)}));G.appendChild(F);G=new CustomDialog(this,G,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1),!0)}));this.showDialog(G.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!=k&&k()}),480,150);return}}null!=A.message? -y=""==A.message&&null!=A.name?mxUtils.htmlEntities(A.name):mxUtils.htmlEntities(A.message):null!=A.response&&null!=A.response.error?y=mxUtils.htmlEntities(A.response.error):"undefined"!==typeof window.App&&(A.code==App.ERROR_TIMEOUT?y=mxUtils.htmlEntities(mxResources.get("timeout")):A.code==App.ERROR_BUSY?y=mxUtils.htmlEntities(mxResources.get("busy")):"string"===typeof A&&0<A.length&&(y=mxUtils.htmlEntities(A)))}var K=q=null;null!=A&&null!=A.helpLink?(q=mxResources.get("help"),K=mxUtils.bind(this, -function(){return this.editor.graph.openLink(A.helpLink)})):null!=A&&null!=A.ownerEmail&&(q=mxResources.get("contactOwner"),y+=mxUtils.htmlEntities(" ("+q+": "+A.ownerEmail+")"),K=mxUtils.bind(this,function(){return this.openLink("mailto:"+mxUtils.htmlEntities(A.ownerEmail))}));this.showError(g,y,B,k,J,null,null,q,K,null,null,null,l?k:null)}else null!=k&&k()};EditorUi.prototype.alert=function(d,g,k){d=new ErrorDialog(this,null,d,mxResources.get("ok"),g);this.showDialog(d.container,k||340,100,!0,!1); -d.init()};EditorUi.prototype.confirm=function(d,g,k,l,p,q){var y=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},z=Math.min(200,28*Math.ceil(d.length/50));d=new ConfirmDialog(this,d,function(){y();null!=g&&g()},function(){y();null!=k&&k()},l,p,null,null,null,null,z);this.showDialog(d.container,340,46+z,!0,q);d.init()};EditorUi.prototype.showBanner=function(d,g,k,l){var p=!1;if(!(this.bannerShowing||this["hideBanner"+d]||isLocalStorage&&null!=mxSettings.settings&&null!= -mxSettings.settings["close"+d])){var q=document.createElement("div");q.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(q.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(q.style,"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(q.style,"transition","all 1s ease");q.className="geBtn gePrimaryBtn"; -p=document.createElement("img");p.setAttribute("src",IMAGE_PATH+"/logo.png");p.setAttribute("border","0");p.setAttribute("align","absmiddle");p.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";q.appendChild(p);p=document.createElement("img");p.setAttribute("src",Dialog.prototype.closeImage);p.setAttribute("title",mxResources.get(l?"doNotShowAgain":"close"));p.setAttribute("border","0");p.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;"; -q.appendChild(p);mxUtils.write(q,g);document.body.appendChild(q);this.bannerShowing=!0;g=document.createElement("div");g.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var y=document.createElement("input");y.setAttribute("type","checkbox");y.setAttribute("id","geDoNotShowAgainCheckbox");y.style.marginRight="6px";if(!l){g.appendChild(y);var z=document.createElement("label");z.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(z,mxResources.get("doNotShowAgain"));g.appendChild(z); -q.style.paddingBottom="30px";q.appendChild(g)}var A=mxUtils.bind(this,function(){null!=q.parentNode&&(q.parentNode.removeChild(q),this.bannerShowing=!1,y.checked||l)&&(this["hideBanner"+d]=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings["close"+d]=Date.now(),mxSettings.save()))});mxEvent.addListener(p,"click",mxUtils.bind(this,function(J){mxEvent.consume(J);A()}));var B=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(q.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this, -function(){A()}),1E3)});mxEvent.addListener(q,"click",mxUtils.bind(this,function(J){var N=mxEvent.getSource(J);N!=y&&N!=z?(null!=k&&k(),A(),mxEvent.consume(J)):B()}));window.setTimeout(mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(q.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(B,3E4);p=!0}return p};EditorUi.prototype.setCurrentFile=function(d){null!=d&&(d.opened=new Date);this.currentFile=d};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas= -function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(d,g,k,l){d=d.toDataURL("image/"+k);if(null!=d&&6<d.length)null!=g&&(d=Editor.writeGraphModelToPng(d,"tEXt","mxfile",encodeURIComponent(g))),0<l&&(d=Editor.writeGraphModelToPng(d,"pHYs","dpi",l));else throw{message:mxResources.get("unknownError")};return d};EditorUi.prototype.saveCanvas=function(d,g,k,l,p){var q="jpeg"==k?"jpg":k;l=this.getBaseFilename(l)+(null!=g?".drawio":"")+"."+q;d=this.createImageDataUri(d, -g,k,p);this.saveData(l,q,d.substring(d.lastIndexOf(",")+1),"image/"+k,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&&"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&&7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(d,g){d=new TextareaDialog(this,d,g,null,null,mxResources.get("close"));this.showDialog(d.container,620,460, -!0,!0,null,null,null,null,!0);d.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(d,g,k,l,p,q){"text/xml"!=k||/(\.drawio)$/i.test(g)||/(\.xml)$/i.test(g)||/(\.svg)$/i.test(g)||/(\.html)$/i.test(g)||(g=g+"."+(null!=q?q:"drawio"));if(window.Blob&&navigator.msSaveOrOpenBlob)d=l?this.base64ToBlob(d,k):new Blob([d],{type:k}),navigator.msSaveOrOpenBlob(d,g);else if(mxClient.IS_IE)k=window.open("about:blank","_blank"),null==k?mxUtils.popup(d,!0):(k.document.write(d), -k.document.close(),k.document.execCommand("SaveAs",!0,g),k.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==k||"image/"!=k.substring(0,6)?this.showTextDialog(g+":",d):this.openInNewWindow(d,k,l);else{var y=document.createElement("a");q=(null==navigator.userAgent||0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof y.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var z=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);q=65==(z?parseInt(z[2],10): -!1)?!1:q}if(q||this.isOffline()){y.href=URL.createObjectURL(l?this.base64ToBlob(d,k):new Blob([d],{type:k}));q?y.download=g:y.setAttribute("target","_blank");document.body.appendChild(y);try{window.setTimeout(function(){URL.revokeObjectURL(y.href)},2E4),y.click(),y.parentNode.removeChild(y)}catch(A){}}else this.createEchoRequest(d,g,k,l,p).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(d,g,k,l,p,q){d="xml="+encodeURIComponent(d);return new mxXmlRequest(SAVE_URL,d+(null!= -k?"&mime="+k:"")+(null!=p?"&format="+p:"")+(null!=q?"&base64="+q:"")+(null!=g?"&filename="+encodeURIComponent(g):"")+(l?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(d,g){g=g||"";d=atob(d);for(var k=d.length,l=Math.ceil(k/1024),p=Array(l),q=0;q<l;++q){for(var y=1024*q,z=Math.min(y+1024,k),A=Array(z-y),B=0;y<z;++B,++y)A[B]=d[y].charCodeAt(0);p[q]=new Uint8Array(A)}return new Blob(p,{type:g})};EditorUi.prototype.saveLocalFile=function(d,g,k,l,p,q,y,z){q=null!=q?q:!1;y=null!=y?y:"vsdx"!= -p&&(!mxClient.IS_IOS||!navigator.standalone);p=this.getServiceCount(q);isLocalStorage&&p++;var A=4>=p?2:6<p?4:3;g=new CreateDialog(this,g,mxUtils.bind(this,function(B,J){try{if("_blank"==J)if(null!=k&&"image/"==k.substring(0,6))this.openInNewWindow(d,k,l);else if(null!=k&&"text/html"==k.substring(0,9)){var N=new EmbedDialog(this,d);this.showDialog(N.container,450,240,!0,!0);N.init()}else{var K=window.open("about:blank");null==K?mxUtils.popup(d,!0):(K.document.write("<pre>"+mxUtils.htmlEntities(d, -!1)+"</pre>"),K.document.close())}else J==App.MODE_DEVICE||"download"==J?this.doSaveLocalFile(d,B,k,l,null,z):null!=B&&0<B.length&&this.pickFolder(J,mxUtils.bind(this,function(u){try{this.exportFile(d,B,k,l,J,u)}catch(x){this.handleError(x)}}))}catch(u){this.handleError(u)}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,q,y,null,1<p,A,d,k,l);q=this.isServices(p)?p>A?390:280:160;this.showDialog(g.container,420,q,!0,!0);g.init()};EditorUi.prototype.openInNewWindow= -function(d,g,k){var l=window.open("about:blank");null==l||null==l.document?mxUtils.popup(d,!0):("image/svg+xml"!=g||mxClient.IS_SVG?"image/svg+xml"!=g||this.editor.graph.mathEnabled?(d=k?d:btoa(unescape(encodeURIComponent(d))),l.document.write('<html><img style="max-width:100%;" src="data:'+g+";base64,"+d+'"/></html>')):l.document.write("<html>"+d+"</html>"):l.document.write("<html><pre>"+mxUtils.htmlEntities(d,!1)+"</pre></html>"),l.document.close())};var c=EditorUi.prototype.addChromelessToolbarItems; -EditorUi.prototype.isChromelessImageExportEnabled=function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(d){if(null!=urlParams.tags){this.tagsDialog=this.tagsComponent=null;var g=d(mxUtils.bind(this,function(l){null==this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}), -!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position="",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding="4px",this.tagsComponent.div.style.overflow="auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily= -Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor="#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div,80)));if(null!=this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div; -mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var p=g.getBoundingClientRect();this.tagsDialog.style.left=p.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";p=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=p.zIndex;document.body.appendChild(this.tagsDialog); -this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(l)}),Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var l=this.editor.graph.getAllTags();g.style.display=0<l.length?"":"none"}))}c.apply(this,arguments);this.editor.addListener("tagsDialogShown",mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog= -null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container, -"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var k=d(mxUtils.bind(this,function(l){var p=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",p);null!=this.exportDialog&& -(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)p.apply(this);else{this.exportDialog=document.createElement("div");var q=k.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center";this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width= -"50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color="#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=q.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";q=mxUtils.getCurrentStyle(this.editor.graph.container);this.exportDialog.style.zIndex=q.zIndex;var y=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff", -speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});y.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this,function(z){y.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var A=this.createImageDataUri(z,null,"png");z=document.createElement("img");z.style.maxWidth="140px";z.style.maxHeight="140px";z.style.cursor="pointer";z.style.backgroundColor="white";z.setAttribute("title",mxResources.get("openInNewWindow")); -z.setAttribute("border","0");z.setAttribute("src",A);this.exportDialog.appendChild(z);mxEvent.addListener(z,"click",mxUtils.bind(this,function(){this.openInNewWindow(A.substring(A.indexOf(",")+1),"image/png",!0);p.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(z){this.spinner.stop();this.handleError(z)}),null,null,null,null,null,null,null,Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",p);document.body.appendChild(this.exportDialog)}mxEvent.consume(l)}), -Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(d,g,k,l,p){this.isLocalFileSave()?this.saveLocalFile(k,d,l,p,g):this.saveRequest(d,g,mxUtils.bind(this,function(q,y){return this.createEchoRequest(k,q,l,p,g,y)}),k,p,l)};EditorUi.prototype.saveRequest=function(d,g,k,l,p,q,y){y=null!=y?y:!mxClient.IS_IOS||!navigator.standalone;var z=this.getServiceCount(!1);isLocalStorage&&z++;var A=4>=z?2:6<z?4:3;d=new CreateDialog(this,d,mxUtils.bind(this,function(B,J){if("_blank"== -J||null!=B&&0<B.length){var N=k("_blank"==J?null:B,J==App.MODE_DEVICE||"download"==J||null==J||"_blank"==J?"0":"1");null!=N&&(J==App.MODE_DEVICE||"download"==J||"_blank"==J?N.simulate(document,"_blank"):this.pickFolder(J,mxUtils.bind(this,function(K){q=null!=q?q:"pdf"==g?"application/pdf":"image/"+g;if(null!=l)try{this.exportFile(l,B,q,!0,J,K)}catch(u){this.handleError(u)}else this.spinner.spin(document.body,mxResources.get("saving"))&&N.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<= -N.getStatus()&&299>=N.getStatus())try{this.exportFile(N.getText(),B,q,!0,J,K)}catch(u){this.handleError(u)}else this.handleError({message:mxResources.get("errorSavingFile")})}),function(u){this.spinner.stop();this.handleError(u)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,y,null,1<z,A,l,q,p);z=this.isServices(z)?4<z?390:280:160;this.showDialog(d.container,420,z,!0,!0);d.init()};EditorUi.prototype.isServices=function(d){return 1!= -d};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(d,g,k,l,p,q){};EditorUi.prototype.pickFolder=function(d,g,k){g(null)};EditorUi.prototype.exportSvg=function(d,g,k,l,p,q,y,z,A,B,J,N,K,u){if(this.spinner.spin(document.body,mxResources.get("export")))try{var x=this.editor.graph.isSelectionEmpty();k=null!=k?k:x;var G=g?null:this.editor.graph.background;G==mxConstants.NONE&&(G=null);null==G&&0==g&&(G=J?this.editor.graph.defaultPageBackgroundColor: -"#ffffff");var D=this.editor.graph.getSvg(G,d,y,z,null,k,null,null,"blank"==B?"_blank":"self"==B?"_top":null,null,!K,J,N);l&&this.editor.graph.addSvgShadow(D);var F=this.getBaseFilename()+(p?".drawio":"")+".svg";u=null!=u?u:mxUtils.bind(this,function(P){this.isLocalFileSave()||P.length<=MAX_REQUEST_SIZE?this.saveData(F,"svg",P,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(P)}))});var H=mxUtils.bind(this, -function(P){this.spinner.stop();p&&P.setAttribute("content",this.getFileData(!0,null,null,null,k,A,null,null,null,!1));u(Graph.xmlDeclaration+"\n"+(p?Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(P))});this.editor.graph.mathEnabled&&this.editor.addMathCss(D);var E=mxUtils.bind(this,function(P){q?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(P,H,this.thumbImageCache)):H(P)});K?this.embedFonts(D,E):(this.editor.addFontCss(D),E(D))}catch(P){this.handleError(P)}}; -EditorUi.prototype.addRadiobox=function(d,g,k,l,p,q,y){return this.addCheckbox(d,k,l,p,q,y,!0,g)};EditorUi.prototype.addCheckbox=function(d,g,k,l,p,q,y,z){q=null!=q?q:!0;var A=document.createElement("input");A.style.marginRight="8px";A.style.marginTop="16px";A.setAttribute("type",y?"radio":"checkbox");y="geCheckbox-"+Editor.guid();A.id=y;null!=z&&A.setAttribute("name",z);k&&(A.setAttribute("checked","checked"),A.defaultChecked=!0);l&&A.setAttribute("disabled","disabled");q&&(d.appendChild(A),k=document.createElement("label"), -mxUtils.write(k,g),k.setAttribute("for",y),d.appendChild(k),p||mxUtils.br(d));return A};EditorUi.prototype.addEditButton=function(d,g){var k=this.addCheckbox(d,mxResources.get("edit")+":",!0,null,!0);k.style.marginLeft="24px";var l=this.getCurrentFile(),p="";null!=l&&l.getMode()!=App.MODE_DEVICE&&l.getMode()!=App.MODE_BROWSER&&(p=window.location.href);var q=document.createElement("select");q.style.maxWidth="200px";q.style.width="auto";q.style.marginLeft="8px";q.style.marginRight="10px";q.className= -"geBtn";l=document.createElement("option");l.setAttribute("value","blank");mxUtils.write(l,mxResources.get("makeCopy"));q.appendChild(l);l=document.createElement("option");l.setAttribute("value","custom");mxUtils.write(l,mxResources.get("custom")+"...");q.appendChild(l);d.appendChild(q);mxEvent.addListener(q,"change",mxUtils.bind(this,function(){if("custom"==q.value){var y=new FilenameDialog(this,p,mxResources.get("ok"),function(z){null!=z?p=z:q.value="blank"},mxResources.get("url"),null,null,null, -null,function(){q.value="blank"});this.showDialog(y.container,300,80,!0,!1);y.init()}}));mxEvent.addListener(k,"change",mxUtils.bind(this,function(){k.checked&&(null==g||g.checked)?q.removeAttribute("disabled"):q.setAttribute("disabled","disabled")}));mxUtils.br(d);return{getLink:function(){return k.checked?"blank"===q.value?"_blank":p:null},getEditInput:function(){return k},getEditSelect:function(){return q}}};EditorUi.prototype.addLinkSection=function(d,g){function k(){var z=document.createElement("div"); -z.style.width="100%";z.style.height="100%";z.style.boxSizing="border-box";null!=q&&q!=mxConstants.NONE?(z.style.border="1px solid black",z.style.backgroundColor=q):(z.style.backgroundPosition="center center",z.style.backgroundRepeat="no-repeat",z.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");y.innerText="";y.appendChild(z)}mxUtils.write(d,mxResources.get("links")+":");var l=document.createElement("select");l.style.width="100px";l.style.padding="0px";l.style.marginLeft="8px";l.style.marginRight= -"10px";l.className="geBtn";var p=document.createElement("option");p.setAttribute("value","auto");mxUtils.write(p,mxResources.get("automatic"));l.appendChild(p);p=document.createElement("option");p.setAttribute("value","blank");mxUtils.write(p,mxResources.get("openInNewWindow"));l.appendChild(p);p=document.createElement("option");p.setAttribute("value","self");mxUtils.write(p,mxResources.get("openInThisWindow"));l.appendChild(p);g&&(g=document.createElement("option"),g.setAttribute("value","frame"), -mxUtils.write(g,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),l.appendChild(g));d.appendChild(l);mxUtils.write(d,mxResources.get("borderColor")+":");var q="#0000ff",y=null;y=mxUtils.button("",mxUtils.bind(this,function(z){this.pickColor(q||"none",function(A){q=A;k()});mxEvent.consume(z)}));k();y.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px";y.style.marginLeft="4px";y.style.height="22px";y.style.width="22px";y.style.position="relative";y.style.top=mxClient.IS_IE||mxClient.IS_IE11|| -mxClient.IS_EDGE?"6px":"1px";y.className="geColorBtn";d.appendChild(y);mxUtils.br(d);return{getColor:function(){return q},getTarget:function(){return l.value},focus:function(){l.focus()}}};EditorUi.prototype.createUrlParameters=function(d,g,k,l,p,q,y){y=null!=y?y:[];l&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||y.push("lightbox=1"),"auto"!=d&&y.push("target="+d),null!=g&&g!=mxConstants.NONE&&y.push("highlight="+("#"==g.charAt(0)?g.substring(1):g)),null!=p&&0<p.length&& -y.push("edit="+encodeURIComponent(p)),q&&y.push("layers=1"),this.editor.graph.foldingEnabled&&y.push("nav=1"));k&&null!=this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&y.push("page-id="+this.currentPage.getId());return y};EditorUi.prototype.createLink=function(d,g,k,l,p,q,y,z,A,B){A=this.createUrlParameters(d,g,k,l,p,q,A);d=this.getCurrentFile();g=!0;null!=y?k="#U"+encodeURIComponent(y):(d=this.getCurrentFile(),z||null==d||d.constructor!=window.DriveFile?k="#R"+encodeURIComponent(k? -this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))):(k="#"+d.getHash(),g=!1));g&&null!=d&&null!=d.getTitle()&&d.getTitle()!=this.defaultFilename&&A.push("title="+encodeURIComponent(d.getTitle()));B&&1<k.length&&(A.push("open="+k.substring(1)),k="");return(l&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+ -"/"+(0<A.length?"?"+A.join("&"):"")+k};EditorUi.prototype.createHtml=function(d,g,k,l,p,q,y,z,A,B,J,N){this.getBasenames();var K={};""!=p&&p!=mxConstants.NONE&&(K.highlight=p);"auto"!==l&&(K.target=l);B||(K.lightbox=!1);K.nav=this.editor.graph.foldingEnabled;k=parseInt(k);isNaN(k)||100==k||(K.zoom=k/100);k=[];y&&(k.push("pages"),K.resize=!0,null!=this.pages&&null!=this.currentPage&&(K.page=mxUtils.indexOf(this.pages,this.currentPage)));g&&(k.push("zoom"),K.resize=!0);z&&k.push("layers");A&&k.push("tags"); -0<k.length&&(B&&k.push("lightbox"),K.toolbar=k.join(" "));null!=J&&0<J.length&&(K.edit=J);null!=d?K.url=d:K.xml=this.getFileData(!0,null,null,null,null,!y);g='<div class="mxgraph" style="'+(q?"max-width:100%;":"")+(""!=k?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(K))+'"></div>';d=null!=d?"&fetch="+encodeURIComponent(d):"";N(g,'<script type="text/javascript" src="'+(0<d.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+ -"/embed2.js?")+d:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL:EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(d,g,k,l){var p=document.createElement("div");p.style.whiteSpace="nowrap";var q=document.createElement("h3");mxUtils.write(q,mxResources.get("html"));q.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";p.appendChild(q);var y=document.createElement("div"); -y.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var z=document.createElement("input");z.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";z.setAttribute("value","url");z.setAttribute("type","radio");z.setAttribute("name","type-embedhtmldialog");q=z.cloneNode(!0);q.setAttribute("value","copy");y.appendChild(q);var A=document.createElement("span");mxUtils.write(A,mxResources.get("includeCopyOfMyDiagram"));y.appendChild(A);mxUtils.br(y);y.appendChild(z); -A=document.createElement("span");mxUtils.write(A,mxResources.get("publicDiagramUrl"));y.appendChild(A);var B=this.getCurrentFile();null==k&&null!=B&&B.constructor==window.DriveFile&&(A=document.createElement("a"),A.style.paddingLeft="12px",A.style.color="gray",A.style.cursor="pointer",mxUtils.write(A,mxResources.get("share")),y.appendChild(A),mxEvent.addListener(A,"click",mxUtils.bind(this,function(){this.hideDialog();this.drive.showPermissions(B.getId())})));q.setAttribute("checked","checked");null== -k&&z.setAttribute("disabled","disabled");p.appendChild(y);var J=this.addLinkSection(p),N=this.addCheckbox(p,mxResources.get("zoom"),!0,null,!0);mxUtils.write(p,":");var K=document.createElement("input");K.setAttribute("type","text");K.style.marginRight="16px";K.style.width="60px";K.style.marginLeft="4px";K.style.marginRight="12px";K.value="100%";p.appendChild(K);var u=this.addCheckbox(p,mxResources.get("fit"),!0);y=null!=this.pages&&1<this.pages.length;var x=x=this.addCheckbox(p,mxResources.get("allPages"), -y,!y),G=this.addCheckbox(p,mxResources.get("layers"),!0),D=this.addCheckbox(p,mxResources.get("tags"),!0),F=this.addCheckbox(p,mxResources.get("lightbox"),!0),H=null;y=380;if(EditorUi.enableHtmlEditOption){H=this.addEditButton(p,F);var E=H.getEditInput();E.style.marginBottom="16px";y+=50;mxEvent.addListener(F,"change",function(){F.checked?E.removeAttribute("disabled"):E.setAttribute("disabled","disabled");E.checked&&F.checked?H.getEditSelect().removeAttribute("disabled"):H.getEditSelect().setAttribute("disabled", -"disabled")})}d=new CustomDialog(this,p,mxUtils.bind(this,function(){l(z.checked?k:null,N.checked,K.value,J.getTarget(),J.getColor(),u.checked,x.checked,G.checked,D.checked,F.checked,null!=H?H.getLink():null)}),null,d,g);this.showDialog(d.container,340,y,!0,!0);q.focus()};EditorUi.prototype.showPublishLinkDialog=function(d,g,k,l,p,q,y,z){var A=document.createElement("div");A.style.whiteSpace="nowrap";var B=document.createElement("h3");mxUtils.write(B,d||mxResources.get("link"));B.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px"; -A.appendChild(B);var J=this.getCurrentFile();d=0;if(null==J||J.constructor!=window.DriveFile||g)y=null!=y?y:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{d=80;y=null!=y?y:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram";B=document.createElement("div");B.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;";var N=document.createElement("div");N.style.whiteSpace="normal";mxUtils.write(N,mxResources.get("linkAccountRequired")); -B.appendChild(N);N=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(J.getId())}));N.style.marginTop="12px";N.className="geBtn";B.appendChild(N);A.appendChild(B);N=document.createElement("a");N.style.paddingLeft="12px";N.style.color="gray";N.style.fontSize="11px";N.style.cursor="pointer";mxUtils.write(N,mxResources.get("check"));B.appendChild(N);mxEvent.addListener(N,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&& -this.getPublicUrl(this.getCurrentFile(),mxUtils.bind(this,function(I){this.spinner.stop();I=new ErrorDialog(this,null,mxResources.get(null!=I?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(I.container,300,80,!0,!1);I.init()}))}))}var K=null,u=null;if(null!=k||null!=l)d+=30,mxUtils.write(A,mxResources.get("width")+":"),K=document.createElement("input"),K.setAttribute("type","text"),K.style.marginRight="16px",K.style.width="50px",K.style.marginLeft="6px",K.style.marginRight= -"16px",K.style.marginBottom="10px",K.value="100%",A.appendChild(K),mxUtils.write(A,mxResources.get("height")+":"),u=document.createElement("input"),u.setAttribute("type","text"),u.style.width="50px",u.style.marginLeft="6px",u.style.marginBottom="10px",u.value=l+"px",A.appendChild(u),mxUtils.br(A);var x=this.addLinkSection(A,q);k=null!=this.pages&&1<this.pages.length;var G=null;if(null==J||J.constructor!=window.DriveFile||g)G=this.addCheckbox(A,mxResources.get("allPages"),k,!k);var D=this.addCheckbox(A, -mxResources.get("lightbox"),!0,null,null,!q),F=this.addEditButton(A,D),H=F.getEditInput();q&&(H.style.marginLeft=D.style.marginLeft,D.style.display="none",d-=20);var E=this.addCheckbox(A,mxResources.get("layers"),!0);E.style.marginLeft=H.style.marginLeft;E.style.marginTop="8px";var P=this.addCheckbox(A,mxResources.get("tags"),!0);P.style.marginLeft=H.style.marginLeft;P.style.marginBottom="16px";P.style.marginTop="16px";mxEvent.addListener(D,"change",function(){D.checked?(E.removeAttribute("disabled"), -H.removeAttribute("disabled")):(E.setAttribute("disabled","disabled"),H.setAttribute("disabled","disabled"));H.checked&&D.checked?F.getEditSelect().removeAttribute("disabled"):F.getEditSelect().setAttribute("disabled","disabled")});g=new CustomDialog(this,A,mxUtils.bind(this,function(){p(x.getTarget(),x.getColor(),null==G?!0:G.checked,D.checked,F.getLink(),E.checked,null!=K?K.value:null,null!=u?u.value:null,P.checked)}),null,mxResources.get("create"),y,z);this.showDialog(g.container,340,300+d,!0, -!0);null!=K?(K.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?K.select():document.execCommand("selectAll",!1,null)):x.focus()};EditorUi.prototype.showRemoteExportDialog=function(d,g,k,l,p){var q=document.createElement("div");q.style.whiteSpace="nowrap";var y=document.createElement("h3");mxUtils.write(y,mxResources.get("image"));y.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+(p?"10":"4")+"px";q.appendChild(y);if(p){mxUtils.write(q,mxResources.get("zoom")+ -":");var z=document.createElement("input");z.setAttribute("type","text");z.style.marginRight="16px";z.style.width="60px";z.style.marginLeft="4px";z.style.marginRight="12px";z.value=this.lastExportZoom||"100%";q.appendChild(z);mxUtils.write(q,mxResources.get("borderWidth")+":");var A=document.createElement("input");A.setAttribute("type","text");A.style.marginRight="16px";A.style.width="60px";A.style.marginLeft="4px";A.value=this.lastExportBorder||"0";q.appendChild(A);mxUtils.br(q)}var B=this.addCheckbox(q, -mxResources.get("selectionOnly"),!1,this.editor.graph.isSelectionEmpty()),J=l?null:this.addCheckbox(q,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);y=this.editor.graph;var N=l?null:this.addCheckbox(q,mxResources.get("transparentBackground"),y.background==mxConstants.NONE||null==y.background);null!=N&&(N.style.marginBottom="16px");d=new CustomDialog(this,q,mxUtils.bind(this,function(){var K=parseInt(z.value)/100||1,u=parseInt(A.value)||0;k(!B.checked,null!=J?J.checked:!1, -null!=N?N.checked:!1,K,u)}),null,d,g);this.showDialog(d.container,300,(p?25:0)+(l?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(d,g,k,l,p,q,y,z,A){y=null!=y?y:Editor.defaultIncludeDiagram;var B=document.createElement("div");B.style.whiteSpace="nowrap";var J=this.editor.graph,N="jpeg"==z?220:300,K=document.createElement("h3");mxUtils.write(K,d);K.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px";B.appendChild(K);mxUtils.write(B,mxResources.get("zoom")+":"); -var u=document.createElement("input");u.setAttribute("type","text");u.style.marginRight="16px";u.style.width="60px";u.style.marginLeft="4px";u.style.marginRight="12px";u.value=this.lastExportZoom||"100%";B.appendChild(u);mxUtils.write(B,mxResources.get("borderWidth")+":");var x=document.createElement("input");x.setAttribute("type","text");x.style.marginRight="16px";x.style.width="60px";x.style.marginLeft="4px";x.value=this.lastExportBorder||"0";B.appendChild(x);mxUtils.br(B);var G=this.addCheckbox(B, -mxResources.get("selectionOnly"),!1,J.isSelectionEmpty()),D=document.createElement("input");D.style.marginTop="16px";D.style.marginRight="8px";D.style.marginLeft="24px";D.setAttribute("disabled","disabled");D.setAttribute("type","checkbox");var F=document.createElement("select");F.style.marginTop="16px";F.style.marginLeft="8px";d=["selectionOnly","diagram","page"];var H={};for(K=0;K<d.length;K++)if(!J.isSelectionEmpty()||"selectionOnly"!=d[K]){var E=document.createElement("option");mxUtils.write(E, -mxResources.get(d[K]));E.setAttribute("value",d[K]);F.appendChild(E);H[d[K]]=E}A?(mxUtils.write(B,mxResources.get("size")+":"),B.appendChild(F),mxUtils.br(B),N+=26,mxEvent.addListener(F,"change",function(){"selectionOnly"==F.value&&(G.checked=!0)})):q&&(B.appendChild(D),mxUtils.write(B,mxResources.get("crop")),mxUtils.br(B),N+=30,mxEvent.addListener(G,"change",function(){G.checked?D.removeAttribute("disabled"):D.setAttribute("disabled","disabled")}));J.isSelectionEmpty()?A&&(G.style.display="none", -G.nextSibling.style.display="none",G.nextSibling.nextSibling.style.display="none",N-=30):(F.value="diagram",D.setAttribute("checked","checked"),D.defaultChecked=!0,mxEvent.addListener(G,"change",function(){F.value=G.checked?"selectionOnly":"diagram"}));var P=this.addCheckbox(B,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=z),I=null;Editor.isDarkMode()&&(I=this.addCheckbox(B,mxResources.get("dark"),!0),N+=26);var T=this.addCheckbox(B,mxResources.get("shadow"),J.shadowVisible),R=null; -if("png"==z||"jpeg"==z)R=this.addCheckbox(B,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),N+=30;var M=this.addCheckbox(B,mxResources.get("includeCopyOfMyDiagram"),y,null,null,"jpeg"!=z);M.style.marginBottom="16px";var W=document.createElement("input");W.style.marginBottom="16px";W.style.marginRight="8px";W.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||W.setAttribute("disabled","disabled");var X=document.createElement("select");X.style.maxWidth= -"260px";X.style.marginLeft="8px";X.style.marginRight="10px";X.style.marginBottom="16px";X.className="geBtn";q=document.createElement("option");q.setAttribute("value","none");mxUtils.write(q,mxResources.get("noChange"));X.appendChild(q);q=document.createElement("option");q.setAttribute("value","embedFonts");mxUtils.write(q,mxResources.get("embedFonts"));X.appendChild(q);q=document.createElement("option");q.setAttribute("value","lblToSvg");mxUtils.write(q,mxResources.get("lblToSvg"));this.isOffline()|| -EditorUi.isElectronApp||X.appendChild(q);mxEvent.addListener(X,"change",mxUtils.bind(this,function(){"lblToSvg"==X.value?(W.checked=!0,W.setAttribute("disabled","disabled"),H.page.style.display="none","page"==F.value&&(F.value="diagram"),T.checked=!1,T.setAttribute("disabled","disabled"),C.style.display="inline-block",t.style.display="none"):"disabled"==W.getAttribute("disabled")&&(W.checked=!1,W.removeAttribute("disabled"),T.removeAttribute("disabled"),H.page.style.display="",C.style.display="none", -t.style.display="")}));g&&(B.appendChild(W),mxUtils.write(B,mxResources.get("embedImages")),mxUtils.br(B),mxUtils.write(B,mxResources.get("txtSettings")+":"),B.appendChild(X),mxUtils.br(B),N+=60);var t=document.createElement("select");t.style.maxWidth="260px";t.style.marginLeft="8px";t.style.marginRight="10px";t.className="geBtn";g=document.createElement("option");g.setAttribute("value","auto");mxUtils.write(g,mxResources.get("automatic"));t.appendChild(g);g=document.createElement("option");g.setAttribute("value", -"blank");mxUtils.write(g,mxResources.get("openInNewWindow"));t.appendChild(g);g=document.createElement("option");g.setAttribute("value","self");mxUtils.write(g,mxResources.get("openInThisWindow"));t.appendChild(g);var C=document.createElement("div");mxUtils.write(C,mxResources.get("LinksLost"));C.style.margin="7px";C.style.display="none";"svg"==z&&(mxUtils.write(B,mxResources.get("links")+":"),B.appendChild(t),B.appendChild(C),mxUtils.br(B),mxUtils.br(B),N+=50);k=new CustomDialog(this,B,mxUtils.bind(this, -function(){this.lastExportBorder=x.value;this.lastExportZoom=u.value;p(u.value,P.checked,!G.checked,T.checked,M.checked,W.checked,x.value,D.checked,!1,t.value,null!=R?R.checked:null,null!=I?I.checked:null,F.value,"embedFonts"==X.value,"lblToSvg"==X.value)}),null,k,l);this.showDialog(k.container,340,N,!0,!0,null,null,null,null,!0);u.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?u.select():document.execCommand("selectAll",!1,null)};EditorUi.prototype.showEmbedImageDialog=function(d, -g,k,l,p){var q=document.createElement("div");q.style.whiteSpace="nowrap";var y=this.editor.graph;if(null!=g){var z=document.createElement("h3");mxUtils.write(z,g);z.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";q.appendChild(z)}var A=this.addCheckbox(q,mxResources.get("fit"),!0),B=this.addCheckbox(q,mxResources.get("shadow"),y.shadowVisible&&l,!l),J=this.addCheckbox(q,k),N=this.addCheckbox(q,mxResources.get("lightbox"),!0),K=this.addEditButton(q,N),u=K.getEditInput(), -x=1<y.model.getChildCount(y.model.getRoot()),G=this.addCheckbox(q,mxResources.get("layers"),x,!x);G.style.marginLeft=u.style.marginLeft;G.style.marginBottom="12px";G.style.marginTop="8px";mxEvent.addListener(N,"change",function(){N.checked?(x&&G.removeAttribute("disabled"),u.removeAttribute("disabled")):(G.setAttribute("disabled","disabled"),u.setAttribute("disabled","disabled"));u.checked&&N.checked?K.getEditSelect().removeAttribute("disabled"):K.getEditSelect().setAttribute("disabled","disabled")}); -g=new CustomDialog(this,q,mxUtils.bind(this,function(){d(A.checked,B.checked,J.checked,N.checked,K.getLink(),G.checked)}),null,mxResources.get("embed"),p);this.showDialog(g.container,280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(d,g,k,l,p,q,y,z){function A(u){var x=" ",G="";l&&(x=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+ -EditorUi.lightboxHost+"/?client=1"+(null!=J?"&page="+J:"")+(p?"&edit=_blank":"")+(q?"&layers=1":"")+"');}})(this);\"",G+="cursor:pointer;");d&&(G+="max-width:100%;");var D="";k&&(D=' width="'+Math.round(B.width)+'" height="'+Math.round(B.height)+'"');y('<img src="'+u+'"'+D+(""!=G?' style="'+G+'"':"")+x+"/>")}var B=this.editor.graph.getGraphBounds(),J=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(u){var x=l?this.getFileData(!0):null;u= -this.createImageDataUri(u,x,"png");A(u)}),null,null,null,mxUtils.bind(this,function(u){z({message:mxResources.get("unknownError")})}),null,!0,k?2:1,null,g,null,null,Editor.defaultBorder);else if(g=this.getFileData(!0),B.width*B.height<=MAX_AREA&&g.length<=MAX_REQUEST_SIZE){var N="";k&&(N="&w="+Math.round(2*B.width)+"&h="+Math.round(2*B.height));var K=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(l?"1":"0")+N+"&xml="+encodeURIComponent(g));K.send(mxUtils.bind(this,function(){200<=K.getStatus()&& -299>=K.getStatus()?A("data:image/png;base64,"+K.getText()):z({message:mxResources.get("unknownError")})}))}else z({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(d,g,k,l,p,q,y){var z=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!k),A=z.getElementsByTagName("a");if(null!=A)for(var B=0;B<A.length;B++){var J=A[B].getAttribute("href");null!=J&&"#"==J.charAt(0)&&"_blank"==A[B].getAttribute("target")&&A[B].removeAttribute("target")}l&& -z.setAttribute("content",this.getFileData(!0));g&&this.editor.graph.addSvgShadow(z);if(k){var N=" ",K="";l&&(N="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(p?"&edit=_blank":"")+(q?"&layers=1": -"")+"');}})(this);\"",K+="cursor:pointer;");d&&(K+="max-width:100%;");this.editor.convertImages(z,mxUtils.bind(this,function(u){y('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(u))+'"'+(""!=K?' style="'+K+'"':"")+N+"/>")}))}else K="",l&&(g=this.getSelectedPageIndex(),z.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ -EditorUi.lightboxHost+"/?client=1"+(null!=g?"&page="+g:"")+(p?"&edit=_blank":"")+(q?"&layers=1":"")+"');}}})(this);"),K+="cursor:pointer;"),d&&(d=parseInt(z.getAttribute("width")),p=parseInt(z.getAttribute("height")),z.setAttribute("viewBox","-0.5 -0.5 "+d+" "+p),K+="max-width:100%;max-height:"+p+"px;",z.removeAttribute("height")),""!=K&&z.setAttribute("style",K),this.editor.addFontCss(z),this.editor.graph.mathEnabled&&this.editor.addMathCss(z),y(mxUtils.getXml(z))};EditorUi.prototype.timeSince=function(d){d= -Math.floor((new Date-d)/1E3);var g=Math.floor(d/31536E3);if(1<g)return g+" "+mxResources.get("years");g=Math.floor(d/2592E3);if(1<g)return g+" "+mxResources.get("months");g=Math.floor(d/86400);if(1<g)return g+" "+mxResources.get("days");g=Math.floor(d/3600);if(1<g)return g+" "+mxResources.get("hours");g=Math.floor(d/60);return 1<g?g+" "+mxResources.get("minutes"):1==g?g+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(d,g){if(null!=d){var k=null;if("diagram"==d.nodeName)k= -d;else if("mxfile"==d.nodeName){var l=d.getElementsByTagName("diagram");if(0<l.length){k=l[0];var p=g.getGlobalVariable;g.getGlobalVariable=function(q){return"page"==q?k.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==q?1:p.apply(this,arguments)}}}null!=k&&(d=Editor.parseDiagramNode(k))}l=this.editor.graph;try{this.editor.graph=g,this.editor.setGraphXml(d)}catch(q){}finally{this.editor.graph=l}return d};EditorUi.prototype.getPngFileProperties=function(d){var g=1,k=0;if(null!= -d){if(d.hasAttribute("scale")){var l=parseFloat(d.getAttribute("scale"));!isNaN(l)&&0<l&&(g=l)}d.hasAttribute("border")&&(l=parseInt(d.getAttribute("border")),!isNaN(l)&&0<l&&(k=l))}return{scale:g,border:k}};EditorUi.prototype.getEmbeddedPng=function(d,g,k,l,p){try{var q=this.editor.graph,y=null!=q.themes&&"darkTheme"==q.defaultThemeName,z=null;if(null!=k&&0<k.length)q=this.createTemporaryGraph(y?q.getDefaultStylesheet():q.getStylesheet()),document.body.appendChild(q.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(k).documentElement, -!0),q),z=k;else if(y||null!=this.pages&&this.currentPage!=this.pages[0]){q=this.createTemporaryGraph(y?q.getDefaultStylesheet():q.getStylesheet());var A=q.getGlobalVariable;q.setBackgroundImage=this.editor.graph.setBackgroundImage;var B=this.pages[0];this.currentPage==B?q.setBackgroundImage(this.editor.graph.backgroundImage):null!=B.viewState&&null!=B.viewState&&q.setBackgroundImage(B.viewState.backgroundImage);q.getGlobalVariable=function(J){return"page"==J?B.getName():"pagenumber"==J?1:A.apply(this, -arguments)};document.body.appendChild(q.container);q.model.setRoot(B.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(J){try{null==z&&(z=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var N=J.toDataURL("image/png");N=Editor.writeGraphModelToPng(N,"tEXt","mxfile",encodeURIComponent(z));d(N.substring(N.lastIndexOf(",")+1));q!=this.editor.graph&&q.container.parentNode.removeChild(q.container)}catch(K){null!=g&&g(K)}}),null,null,null,mxUtils.bind(this,function(J){null!=g&& -g(J)}),null,null,l,null,q.shadowVisible,null,q,p,null,null,null,"diagram",null)}catch(J){null!=g&&g(J)}};EditorUi.prototype.getEmbeddedSvg=function(d,g,k,l,p,q,y,z,A,B,J,N,K){z=null!=z?z:!0;J=null!=J?J:0;y=null!=A?A:g.background;y==mxConstants.NONE&&(y=null);q=g.getSvg(y,B,J,null,null,q,null,null,null,g.shadowVisible||N,null,K,"diagram");(g.shadowVisible||N)&&g.addSvgShadow(q,null,null,0==J);null!=d&&q.setAttribute("content",d);null!=k&&q.setAttribute("resource",k);var u=mxUtils.bind(this,function(x){x= -(l?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(x);null!=p&&p(x);return x});g.mathEnabled&&this.editor.addMathCss(q);if(null!=p)this.embedFonts(q,mxUtils.bind(this,function(x){z?this.editor.convertImages(x,mxUtils.bind(this,function(G){u(G)})):u(x)}));else return u(q)};EditorUi.prototype.embedFonts=function(d,g){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(d,this.editor.resolvedFontCss), -this.editor.embedExtFonts(mxUtils.bind(this,function(k){try{null!=k&&this.editor.addFontCss(d,k),g(d)}catch(l){g(d)}}))}catch(k){g(d)}}))};EditorUi.prototype.exportImage=function(d,g,k,l,p,q,y,z,A,B,J,N,K){A=null!=A?A:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var u=this.editor.graph.isSelectionEmpty();k=null!=k?k:u;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(x){this.spinner.stop();try{this.saveCanvas(x, -p?this.getFileData(!0,null,null,null,k,z):null,A,null==this.pages||0==this.pages.length,J)}catch(G){this.handleError(G)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)}),null,k,d||1,g,l,null,null,q,y,B,N,K)}catch(x){this.spinner.stop(),this.handleError(x)}}};EditorUi.prototype.isCorsEnabledForUrl=function(d){return this.editor.isCorsEnabledForUrl(d)};EditorUi.prototype.importXml=function(d,g,k,l,p,q,y){g=null!=g?g:0;k=null!=k?k:0;var z=[];try{var A= -this.editor.graph;if(null!=d&&0<d.length){A.model.beginUpdate();try{var B=mxUtils.parseXml(d);d={};var J=this.editor.extractGraphModel(B.documentElement,null!=this.pages);if(null!=J&&"mxfile"==J.nodeName&&null!=this.pages){var N=J.getElementsByTagName("diagram");if(1==N.length&&!q){if(J=Editor.parseDiagramNode(N[0]),null!=this.currentPage&&(d[N[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var K=N[0].getAttribute("name");null!=K&&""!=K&&this.editor.graph.model.execute(new RenamePage(this, -this.currentPage,K))}}else if(0<N.length){q=[];var u=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(d[N[0].getAttribute("id")]=this.pages[0].getId(),J=Editor.parseDiagramNode(N[0]),l=!1,u=1);for(;u<N.length;u++){var x=N[u].getAttribute("id");N[u].removeAttribute("id");var G=this.updatePageRoot(new DiagramPage(N[u]));d[x]=N[u].getAttribute("id");var D=this.pages.length;null==G.getName()&&G.setName(mxResources.get("pageWithNumber",[D+1]));A.model.execute(new ChangePage(this,G,G,D, -!0));q.push(G)}this.updatePageLinks(d,q)}}if(null!=J&&"mxGraphModel"===J.nodeName){z=A.importGraphModel(J,g,k,l);if(null!=z)for(u=0;u<z.length;u++)this.updatePageLinksForCell(d,z[u]);var F=A.parseBackgroundImage(J.getAttribute("backgroundImage"));if(null!=F&&null!=F.originalSrc){this.updateBackgroundPageLink(d,F);var H=new ChangePageSetup(this,null,F);H.ignoreColor=!0;A.model.execute(H)}}y&&this.insertHandler(z,null,null,A.defaultVertexStyle,A.defaultEdgeStyle,!1,!0)}finally{A.model.endUpdate()}}}catch(E){if(p)throw E; -this.handleError(E)}return z};EditorUi.prototype.updatePageLinks=function(d,g){for(var k=0;k<g.length;k++)this.updatePageLinksForCell(d,g[k].root),null!=g[k].viewState&&this.updateBackgroundPageLink(d,g[k].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(d,g){try{if(null!=g&&Graph.isPageLink(g.originalSrc)){var k=d[g.originalSrc.substring(g.originalSrc.indexOf(",")+1)];null!=k&&(g.originalSrc="data:page/id,"+k)}}catch(l){}};EditorUi.prototype.updatePageLinksForCell= -function(d,g){var k=document.createElement("div"),l=this.editor.graph,p=l.getLinkForCell(g);null!=p&&l.setLinkForCell(g,this.updatePageLink(d,p));if(l.isHtmlLabel(g)){k.innerHTML=l.sanitizeHtml(l.getLabel(g));for(var q=k.getElementsByTagName("a"),y=!1,z=0;z<q.length;z++)p=q[z].getAttribute("href"),null!=p&&(q[z].setAttribute("href",this.updatePageLink(d,p)),y=!0);y&&l.labelChanged(g,k.innerHTML)}for(z=0;z<l.model.getChildCount(g);z++)this.updatePageLinksForCell(d,l.model.getChildAt(g,z))};EditorUi.prototype.updatePageLink= -function(d,g){if(Graph.isPageLink(g)){var k=d[g.substring(g.indexOf(",")+1)];g=null!=k?"data:page/id,"+k:null}else if("data:action/json,"==g.substring(0,17))try{var l=JSON.parse(g.substring(17));if(null!=l.actions){for(var p=0;p<l.actions.length;p++){var q=l.actions[p];if(null!=q.open&&Graph.isPageLink(q.open)){var y=q.open.substring(q.open.indexOf(",")+1);k=d[y];null!=k?q.open="data:page/id,"+k:null==this.getPageById(y)&&delete q.open}}g="data:action/json,"+JSON.stringify(l)}}catch(z){}return g}; -EditorUi.prototype.isRemoteVisioFormat=function(d){return/(\.v(sd|dx))($|\?)/i.test(d)||/(\.vs(s|x))($|\?)/i.test(d)};EditorUi.prototype.importVisio=function(d,g,k,l,p){l=null!=l?l:d.name;k=null!=k?k:mxUtils.bind(this,function(y){this.handleError(y)});var q=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var y=this.isRemoteVisioFormat(l);try{var z="UNKNOWN-VISIO",A=l.lastIndexOf(".");if(0<=A&&A<l.length)z=l.substring(A+1).toUpperCase();else{var B=l.lastIndexOf("/");0<= -B&&B<l.length&&(l=l.substring(B+1))}EditorUi.logEvent({category:z+"-MS-IMPORT-FILE",action:"filename_"+l,label:y?"remote":"local"})}catch(N){}if(y)if(null==VSD_CONVERT_URL||this.isOffline())k({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{y=new FormData;y.append("file1",d,l);var J=new XMLHttpRequest;J.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(l)?"?stencil=1":""));J.responseType="blob";this.addRemoteServiceSecurityCheck(J); -null!=p&&J.setRequestHeader("x-convert-custom",p);J.onreadystatechange=mxUtils.bind(this,function(){if(4==J.readyState)if(200<=J.status&&299>=J.status)try{var N=J.response;if("text/xml"==N.type){var K=new FileReader;K.onload=mxUtils.bind(this,function(u){try{g(u.target.result)}catch(x){k({message:mxResources.get("errorLoadingFile")})}});K.readAsText(N)}else this.doImportVisio(N,g,k,l)}catch(u){k(u)}else try{""==J.responseType||"text"==J.responseType?k({message:J.responseText}):(K=new FileReader,K.onload= -function(){k({message:JSON.parse(K.result).Message})},K.readAsText(J.response))}catch(u){k({})}});J.send(y)}else try{this.doImportVisio(d,g,k,l)}catch(N){k(N)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?q():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",q))};EditorUi.prototype.importGraphML=function(d,g,k){k=null!=k?k:mxUtils.bind(this,function(p){this.handleError(p)}); -var l=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(d,g,k)}catch(p){k(p)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?l():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",l))};EditorUi.prototype.exportVisio=function(d){var g=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(d)|| -this.handleError({message:mxResources.get("unknownError")})}catch(k){this.handleError(k)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?g():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",g))};EditorUi.prototype.convertLucidChart=function(d,g,k){var l=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var p= -JSON.parse(d);g(LucidImporter.importState(p));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+d.length}),null!=window.console&&"1"==urlParams.test){var q=[(new Date).toISOString(),"convertLucidChart",p];null!=p.state&&q.push(JSON.parse(p.state));if(null!=p.svgThumbs)for(var y=0;y<p.svgThumbs.length;y++)q.push(Editor.createSvgDataUri(p.svgThumbs[y]));null!=p.thumb&&q.push(p.thumb);console.log.apply(console,q)}}catch(z){}}catch(z){null!=window.console&&console.error(z),k(z)}else k({message:mxResources.get("serviceUnavailableOrBlocked")})}); -"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(l,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",l)})})})}):mxscript("js/extensions.min.js",l))};EditorUi.prototype.generateMermaidImage=function(d, -g,k,l){var p=this,q=function(){try{this.loadingMermaid=!1,g=null!=g?g:mxUtils.clone(EditorUi.defaultMermaidConfig),g.securityLevel="strict",g.startOnLoad=!1,Editor.isDarkMode()&&(g.theme="dark"),mermaid.mermaidAPI.initialize(g),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),d,function(y){try{if(mxClient.IS_IE||mxClient.IS_IE11)y=y.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var z=mxUtils.parseXml(y).getElementsByTagName("svg"); -if(0<z.length){var A=parseFloat(z[0].getAttribute("width")),B=parseFloat(z[0].getAttribute("height"));if(isNaN(A)||isNaN(B))try{var J=z[0].getAttribute("viewBox").split(/\s+/);A=parseFloat(J[2]);B=parseFloat(J[3])}catch(N){A=A||100,B=B||100}k(p.convertDataUri(Editor.createSvgDataUri(y)),A,B)}else l({message:mxResources.get("invalidInput")})}catch(N){l(N)}})}catch(y){l(y)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?q():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", -q):mxscript("js/extensions.min.js",q))};EditorUi.prototype.generatePlantUmlImage=function(d,g,k,l){function p(z,A,B){c1=z>>2;c2=(z&3)<<4|A>>4;c3=(A&15)<<2|B>>6;c4=B&63;r="";r+=q(c1&63);r+=q(c2&63);r+=q(c3&63);return r+=q(c4&63)}function q(z){if(10>z)return String.fromCharCode(48+z);z-=10;if(26>z)return String.fromCharCode(65+z);z-=26;if(26>z)return String.fromCharCode(97+z);z-=26;return 0==z?"-":1==z?"_":"?"}var y=new XMLHttpRequest;y.open("GET",("txt"==g?PLANT_URL+"/txt/":"png"==g?PLANT_URL+"/png/": -PLANT_URL+"/svg/")+function(z){r="";for(i=0;i<z.length;i+=3)r=i+2==z.length?r+p(z.charCodeAt(i),z.charCodeAt(i+1),0):i+1==z.length?r+p(z.charCodeAt(i),0,0):r+p(z.charCodeAt(i),z.charCodeAt(i+1),z.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(d))),!0);"txt"!=g&&(y.responseType="blob");y.onload=function(z){if(200<=this.status&&300>this.status)if("txt"==g)k(this.response);else{var A=new FileReader;A.readAsDataURL(this.response);A.onloadend=function(B){var J=new Image;J.onload= -function(){try{var N=J.width,K=J.height;if(0==N&&0==K){var u=A.result,x=u.indexOf(","),G=decodeURIComponent(escape(atob(u.substring(x+1)))),D=mxUtils.parseXml(G).getElementsByTagName("svg");0<D.length&&(N=parseFloat(D[0].getAttribute("width")),K=parseFloat(D[0].getAttribute("height")))}k(A.result,N,K)}catch(F){l(F)}};J.src=A.result};A.onerror=function(B){l(B)}}else l(z)};y.onerror=function(z){l(z)};y.send()};EditorUi.prototype.insertAsPreText=function(d,g,k){var l=this.editor.graph,p=null;l.getModel().beginUpdate(); -try{p=l.insertVertex(null,null,"<pre>"+d+"</pre>",g,k,1,1,"text;html=1;align=left;verticalAlign=top;"),l.updateCellSize(p,!0)}finally{l.getModel().endUpdate()}return p};EditorUi.prototype.insertTextAt=function(d,g,k,l,p,q,y,z){q=null!=q?q:!0;y=null!=y?y:!0;if(null!=d)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(d.replace(/\s+/g," "),mxUtils.bind(this,function(K){4== -K.readyState&&200<=K.status&&299>=K.status&&this.editor.graph.setSelectionCells(this.insertTextAt(K.responseText,g,k,!0))}));else if("data:"==d.substring(0,5)||!this.isOffline()&&(p||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d))){var A=this.editor.graph;if("data:application/pdf;base64,"==d.substring(0,28)){var B=Editor.extractGraphModelFromPdf(d);if(null!=B&&0<B.length)return this.importXml(B,g,k,q,!0,z)}if(Editor.isPngDataUrl(d)&&(B=Editor.extractGraphModelFromPng(d),null!=B&&0<B.length))return this.importXml(B, -g,k,q,!0,z);if("data:image/svg+xml;"==d.substring(0,19))try{B=null;"data:image/svg+xml;base64,"==d.substring(0,26)?(B=d.substring(d.indexOf(",")+1),B=window.atob&&!mxClient.IS_SF?atob(B):Base64.decode(B,!0)):B=decodeURIComponent(d.substring(d.indexOf(",")+1));var J=this.importXml(B,g,k,q,!0,z);if(0<J.length)return J}catch(K){}this.loadImage(d,mxUtils.bind(this,function(K){if("data:"==d.substring(0,5))this.resizeImage(K,d,mxUtils.bind(this,function(G,D,F){A.setSelectionCell(A.insertVertex(null,null, -"",A.snap(g),A.snap(k),D,F,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(G)+";"))}),y,this.maxImageSize);else{var u=Math.min(1,Math.min(this.maxImageSize/K.width,this.maxImageSize/K.height)),x=Math.round(K.width*u);K=Math.round(K.height*u);A.setSelectionCell(A.insertVertex(null,null,"",A.snap(g),A.snap(k),x,K,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ -d+";"))}}),mxUtils.bind(this,function(){var K=null;A.getModel().beginUpdate();try{K=A.insertVertex(A.getDefaultParent(),null,d,A.snap(g),A.snap(k),1,1,"text;"+(l?"html=1;":"")),A.updateCellSize(K),A.fireEvent(new mxEventObject("textInserted","cells",[K]))}finally{A.getModel().endUpdate()}A.setSelectionCell(K)}))}else{d=Graph.zapGremlins(mxUtils.trim(d));if(this.isCompatibleString(d))return this.importXml(d,g,k,q,null,z);if(0<d.length)if(this.isLucidChartData(d))this.convertLucidChart(d,mxUtils.bind(this, -function(K){this.editor.graph.setSelectionCells(this.importXml(K,g,k,q,null,z))}),mxUtils.bind(this,function(K){this.handleError(K)}));else{A=this.editor.graph;p=null;A.getModel().beginUpdate();try{p=A.insertVertex(A.getDefaultParent(),null,"",A.snap(g),A.snap(k),1,1,"text;whiteSpace=wrap;"+(l?"html=1;":""));A.fireEvent(new mxEventObject("textInserted","cells",[p]));"<"==d.charAt(0)&&d.indexOf(">")==d.length-1&&(d=mxUtils.htmlEntities(d));d.length>this.maxTextBytes&&(d=d.substring(0,this.maxTextBytes)+ -"...");p.value=d;A.updateCellSize(p);if(0<this.maxTextWidth&&p.geometry.width>this.maxTextWidth){var N=A.getPreferredSizeForCell(p,this.maxTextWidth);p.geometry.width=N.width;p.geometry.height=N.height}Graph.isLink(p.value)&&A.setLinkForCell(p,p.value);p.geometry.width+=A.gridSize;p.geometry.height+=A.gridSize}finally{A.getModel().endUpdate()}return[p]}}return[]};EditorUi.prototype.formatFileSize=function(d){var g=-1;do d/=1024,g++;while(1024<d);return Math.max(d,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[g]}; -EditorUi.prototype.convertDataUri=function(d){if("data:"==d.substring(0,5)){var g=d.indexOf(";");0<g&&(d=d.substring(0,g)+d.substring(d.indexOf(",",g+1)))}return d};EditorUi.prototype.isRemoteFileFormat=function(d,g){return/("contentType":\s*"application\/gliffy\+json")/.test(d)};EditorUi.prototype.isLucidChartData=function(d){return null!=d&&('{"state":"{\\"Properties\\":'==d.substring(0,26)||'{"Properties":'==d.substring(0,14))};EditorUi.prototype.importLocalFile=function(d,g){if(d&&Graph.fileSupport){if(null== -this.importFileInputElt){var k=document.createElement("input");k.setAttribute("type","file");mxEvent.addListener(k,"change",mxUtils.bind(this,function(){null!=k.files&&(this.importFiles(k.files,null,null,this.maxImageSize),k.type="",k.type="file",k.value="")}));k.style.display="none";document.body.appendChild(k);this.importFileInputElt=k}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(y,z){StorageFile.listFiles(this, -"F",y,z)});window.openBrowserFile=mxUtils.bind(this,function(y,z,A){StorageFile.getFileContent(this,y,z,A)});window.deleteBrowserFile=mxUtils.bind(this,function(y,z,A){StorageFile.deleteFile(this,y,z,A)});if(!g){var l=Editor.useLocalStorage;Editor.useLocalStorage=!d}window.openFile=new OpenFile(mxUtils.bind(this,function(y){this.hideDialog(y)}));window.openFile.setConsumer(mxUtils.bind(this,function(y,z){null!=z&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(z)?(y=new Blob([y],{type:"application/octet-stream"}), -this.importVisio(y,mxUtils.bind(this,function(A){this.importXml(A,0,0,!0)}),null,z)):this.editor.graph.setSelectionCells(this.importXml(y,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!g){var p=this.dialog,q=p.close;this.dialog.close=mxUtils.bind(this,function(y){Editor.useLocalStorage=l;q.apply(p,arguments);y&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; -EditorUi.prototype.importZipFile=function(d,g,k){var l=this,p=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(d).then(function(q){if(mxUtils.isEmptyObject(q.files))k();else{var y=0,z,A=!1;q.forEach(function(B,J){B=J.name.toLowerCase();"diagram/diagram.xml"==B?(A=!0,J.async("string").then(function(N){0==N.indexOf("<mxfile ")?g(N):k()})):0==B.indexOf("versions/")&&(B=parseInt(B.substr(9)),B>y&&(y=B,z=J))});0<y?z.async("string").then(function(B){(new XMLHttpRequest).upload&& -l.isRemoteFileFormat(B,d.name)?l.isOffline()?l.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,k):l.parseFileData(B,mxUtils.bind(this,function(J){4==J.readyState&&(200<=J.status&&299>=J.status?g(J.responseText):k())}),d.name):k()}):A||k()}},function(q){k(q)}):k()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?p():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",p))};EditorUi.prototype.importFile=function(d,g,k,l,p,q,y,z,A,B,J,N){B=null!= -B?B:!0;var K=!1,u=null,x=mxUtils.bind(this,function(G){var D=null;null!=G&&"<mxlibrary"==G.substring(0,10)?this.loadLibrary(new LocalLibrary(this,G,y)):D=this.importXml(G,k,l,B,null,null!=N?mxEvent.isControlDown(N):null);null!=z&&z(D)});"image"==g.substring(0,5)?(A=!1,"image/png"==g.substring(0,9)&&(g=J?null:this.extractGraphModelFromPng(d),null!=g&&0<g.length&&(u=this.importXml(g,k,l,B,null,null!=N?mxEvent.isControlDown(N):null),A=!0)),A||(g=this.editor.graph,A=d.indexOf(";"),0<A&&(d=d.substring(0, -A)+d.substring(d.indexOf(",",A+1))),B&&g.isGridEnabled()&&(k=g.snap(k),l=g.snap(l)),u=[g.insertVertex(null,null,"",k,l,p,q,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+d+";")])):/(\.*<graphml )/.test(d)?(K=!0,this.importGraphML(d,x)):null!=A&&null!=y&&(/(\.v(dx|sdx?))($|\?)/i.test(y)||/(\.vs(x|sx?))($|\?)/i.test(y))?(K=!0,this.importVisio(A,x)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,y)?this.isOffline()? -this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(K=!0,p=mxUtils.bind(this,function(G){4==G.readyState&&(200<=G.status&&299>=G.status?x(G.responseText):null!=z&&z(null))}),null!=d?this.parseFileData(d,p,y):this.parseFile(A,p,y)):0==d.indexOf("PK")&&null!=A?(K=!0,this.importZipFile(A,x,mxUtils.bind(this,function(){u=this.insertTextAt(this.validateFileData(d),k,l,!0,null,B);z(u)}))):/(\.v(sd|dx))($|\?)/i.test(y)||/(\.vs(s|x))($|\?)/i.test(y)||(u=this.insertTextAt(this.validateFileData(d), -k,l,!0,null,B,null,null!=N?mxEvent.isControlDown(N):null));K||null==z||z(u);return u};EditorUi.prototype.importFiles=function(d,g,k,l,p,q,y,z,A,B,J,N,K){l=null!=l?l:this.maxImageSize;B=null!=B?B:this.maxImageBytes;var u=null!=g&&null!=k,x=!0;g=null!=g?g:0;k=null!=k?k:0;var G=!1;if(!mxClient.IS_CHROMEAPP&&null!=d)for(var D=J||this.resampleThreshold,F=0;F<d.length;F++)if("image/svg"!==d[F].type.substring(0,9)&&"image/"===d[F].type.substring(0,6)&&d[F].size>D){G=!0;break}var H=mxUtils.bind(this,function(){var E= -this.editor.graph,P=E.gridSize;p=null!=p?p:mxUtils.bind(this,function(X,t,C,L,Q,O,S,U,V){try{return null!=X&&"<mxlibrary"==X.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,X,S)),null):this.importFile(X,t,C,L,Q,O,S,U,V,u,N,K)}catch(Y){return this.handleError(Y),null}});q=null!=q?q:mxUtils.bind(this,function(X){E.setSelectionCells(X)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var I=d.length,T=I,R=[],M=mxUtils.bind(this,function(X,t){R[X]=t;if(0== ---T){this.spinner.stop();if(null!=z)z(R);else{var C=[];E.getModel().beginUpdate();try{for(X=0;X<R.length;X++){var L=R[X]();null!=L&&(C=C.concat(L))}}finally{E.getModel().endUpdate()}}q(C)}}),W=0;W<I;W++)mxUtils.bind(this,function(X){var t=d[X];if(null!=t){var C=new FileReader;C.onload=mxUtils.bind(this,function(L){if(null==y||y(t))if("image/"==t.type.substring(0,6))if("image/svg"==t.type.substring(0,9)){var Q=Graph.clipSvgDataUri(L.target.result),O=Q.indexOf(",");O=decodeURIComponent(escape(atob(Q.substring(O+ -1))));var S=mxUtils.parseXml(O);O=S.getElementsByTagName("svg");if(0<O.length){O=O[0];var U=N?null:O.getAttribute("content");null!=U&&"<"!=U.charAt(0)&&"%"!=U.charAt(0)&&(U=unescape(window.atob?atob(U):Base64.decode(U,!0)));null!=U&&"%"==U.charAt(0)&&(U=decodeURIComponent(U));null==U||"<mxfile "!==U.substring(0,8)&&"<mxGraphModel "!==U.substring(0,14)?M(X,mxUtils.bind(this,function(){try{if(null!=S){var ba=S.getElementsByTagName("svg");if(0<ba.length){var Z=ba[0],da=Z.getAttribute("width"),ea=Z.getAttribute("height"); -da=null!=da&&"%"!=da.charAt(da.length-1)?parseFloat(da):NaN;ea=null!=ea&&"%"!=ea.charAt(ea.length-1)?parseFloat(ea):NaN;var ja=Z.getAttribute("viewBox");if(null==ja||0==ja.length)Z.setAttribute("viewBox","0 0 "+da+" "+ea);else if(isNaN(da)||isNaN(ea)){var ca=ja.split(" ");3<ca.length&&(da=parseFloat(ca[2]),ea=parseFloat(ca[3]))}Q=Editor.createSvgDataUri(mxUtils.getXml(Z));var Ca=Math.min(1,Math.min(l/Math.max(1,da)),l/Math.max(1,ea)),Da=p(Q,t.type,g+X*P,k+X*P,Math.max(1,Math.round(da*Ca)),Math.max(1, -Math.round(ea*Ca)),t.name);if(isNaN(da)||isNaN(ea)){var Aa=new Image;Aa.onload=mxUtils.bind(this,function(){da=Math.max(1,Aa.width);ea=Math.max(1,Aa.height);Da[0].geometry.width=da;Da[0].geometry.height=ea;Z.setAttribute("viewBox","0 0 "+da+" "+ea);Q=Editor.createSvgDataUri(mxUtils.getXml(Z));var Ba=Q.indexOf(";");0<Ba&&(Q=Q.substring(0,Ba)+Q.substring(Q.indexOf(",",Ba+1)));E.setCellStyles("image",Q,[Da[0]])});Aa.src=Editor.createSvgDataUri(mxUtils.getXml(Z))}return Da}}}catch(Ba){}return null})): -M(X,mxUtils.bind(this,function(){return p(U,"text/xml",g+X*P,k+X*P,0,0,t.name)}))}else M(X,mxUtils.bind(this,function(){return null}))}else{O=!1;if("image/png"==t.type){var V=N?null:this.extractGraphModelFromPng(L.target.result);if(null!=V&&0<V.length){var Y=new Image;Y.src=L.target.result;M(X,mxUtils.bind(this,function(){return p(V,"text/xml",g+X*P,k+X*P,Y.width,Y.height,t.name)}));O=!0}}O||(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"), -mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(L.target.result,mxUtils.bind(this,function(ba){this.resizeImage(ba,L.target.result,mxUtils.bind(this,function(Z,da,ea){M(X,mxUtils.bind(this,function(){if(null!=Z&&Z.length<B){var ja=x&&this.isResampleImageSize(t.size,J)?Math.min(1,Math.min(l/da,l/ea)):1;return p(Z,t.type,g+X*P,k+X*P,Math.round(da*ja),Math.round(ea*ja),t.name)}this.handleError({message:mxResources.get("imageTooBig")}); -return null}))}),x,l,J,t.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else Q=L.target.result,p(Q,t.type,g+X*P,k+X*P,240,160,t.name,function(ba){M(X,function(){return ba})},t)});/(\.v(dx|sdx?))($|\?)/i.test(t.name)||/(\.vs(x|sx?))($|\?)/i.test(t.name)?p(null,t.type,g+X*P,k+X*P,240,160,t.name,function(L){M(X,function(){return L})},t):"image"==t.type.substring(0,5)||"application/pdf"==t.type?C.readAsDataURL(t):C.readAsText(t)}})(W)});if(G){G= -[];for(F=0;F<d.length;F++)G.push(d[F]);d=G;this.confirmImageResize(function(E){x=E;H()},A)}else H()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize=function(d,g){g=null!=g?g:!1;var k=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},l=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages(): -null,p=function(q,y){if(q||g)mxSettings.setResizeImages(q?y:null),mxSettings.save();k();d(y)};null==l||g?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(q){p(q,!0)},function(q){p(q,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200, -!0,!0):p(!1,l)};EditorUi.prototype.parseFile=function(d,g,k){k=null!=k?k:d.name;var l=new FileReader;l.onload=mxUtils.bind(this,function(){this.parseFileData(l.result,g,k)});l.readAsText(d)};EditorUi.prototype.parseFileData=function(d,g,k){var l=new XMLHttpRequest;l.open("POST",OPEN_URL);l.setRequestHeader("Content-Type","application/x-www-form-urlencoded");l.onreadystatechange=function(){g(l)};l.send("format=xml&filename="+encodeURIComponent(k)+"&data="+encodeURIComponent(d));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE", -action:"size_"+file.size})}catch(p){}};EditorUi.prototype.isResampleImageSize=function(d,g){g=null!=g?g:this.resampleThreshold;return d>g};EditorUi.prototype.resizeImage=function(d,g,k,l,p,q,y){p=null!=p?p:this.maxImageSize;var z=Math.max(1,d.width),A=Math.max(1,d.height);if(l&&this.isResampleImageSize(null!=y?y:g.length,q))try{var B=Math.max(z/p,A/p);if(1<B){var J=Math.round(z/B),N=Math.round(A/B),K=document.createElement("canvas");K.width=J;K.height=N;K.getContext("2d").drawImage(d,0,0,J,N);var u= -K.toDataURL();if(u.length<g.length){var x=document.createElement("canvas");x.width=J;x.height=N;var G=x.toDataURL();u!==G&&(g=u,z=J,A=N)}}}catch(D){}k(g,z,A)};EditorUi.prototype.extractGraphModelFromPng=function(d){return Editor.extractGraphModelFromPng(d)};EditorUi.prototype.loadImage=function(d,g,k){try{var l=new Image;l.onload=function(){l.width=0<l.width?l.width:120;l.height=0<l.height?l.height:120;g(l)};null!=k&&(l.onerror=k);l.src=d}catch(p){if(null!=k)k(p);else throw p;}};EditorUi.prototype.getDefaultSketchMode= -function(){var d="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:d)};var m=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&&this.doSetSketchMode(null!=mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles= -mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var d=this,g=this.editor.graph;Editor.isDarkMode()&&(g.view.defaultGridColor=mxGraphView.prototype.defaultDarkGridColor);Graph.touchStyle&&(g.panningHandler.isPanningTrigger=function(D){var F=D.getEvent();return null==D.getState()&&!mxEvent.isMouseEvent(F)&&!g.freehand.isDrawing()||mxEvent.isPopupTrigger(F)&&(null==D.getState()||mxEvent.isControlDown(F)||mxEvent.isShiftDown(F))});g.cellEditor.editPlantUmlData=function(D, -F,H){var E=JSON.parse(H);F=new TextareaDialog(d,mxResources.get("plantUml")+":",E.data,function(P){null!=P&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generatePlantUmlImage(P,E.format,function(I,T,R){d.spinner.stop();g.getModel().beginUpdate();try{if("txt"==E.format)g.labelChanged(D,"<pre>"+I+"</pre>"),g.updateCellSize(D,!0);else{g.setCellStyles("image",d.convertDataUri(I),[D]);var M=g.model.getGeometry(D);null!=M&&(M=M.clone(),M.width=T,M.height=R,g.cellsResized([D],[M],!1))}g.setAttributeForCell(D, -"plantUmlData",JSON.stringify({data:P,format:E.format}))}finally{g.getModel().endUpdate()}},function(I){d.handleError(I)})},null,null,400,220);d.showDialog(F.container,420,300,!0,!0);F.init()};g.cellEditor.editMermaidData=function(D,F,H){var E=JSON.parse(H);F=new TextareaDialog(d,mxResources.get("mermaid")+":",E.data,function(P){null!=P&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generateMermaidImage(P,E.config,function(I,T,R){d.spinner.stop();g.getModel().beginUpdate();try{g.setCellStyles("image", -I,[D]);var M=g.model.getGeometry(D);null!=M&&(M=M.clone(),M.width=Math.max(M.width,T),M.height=Math.max(M.height,R),g.cellsResized([D],[M],!1));g.setAttributeForCell(D,"mermaidData",JSON.stringify({data:P,config:E.config},null,2))}finally{g.getModel().endUpdate()}},function(I){d.handleError(I)})},null,null,400,220);d.showDialog(F.container,420,300,!0,!0);F.init()};var k=g.cellEditor.startEditing;g.cellEditor.startEditing=function(D,F){try{var H=this.graph.getAttributeForCell(D,"plantUmlData");if(null!= -H)this.editPlantUmlData(D,F,H);else if(H=this.graph.getAttributeForCell(D,"mermaidData"),null!=H)this.editMermaidData(D,F,H);else{var E=g.getCellStyle(D);"1"==mxUtils.getValue(E,"metaEdit","0")?d.showDataDialog(D):k.apply(this,arguments)}}catch(P){d.handleError(P)}};g.getLinkTitle=function(D){return d.getLinkTitle(D)};g.customLinkClicked=function(D){var F=!1;try{d.handleCustomLink(D),F=!0}catch(H){d.handleError(H)}return F};var l=g.parseBackgroundImage;g.parseBackgroundImage=function(D){var F=l.apply(this, -arguments);null!=F&&null!=F.src&&Graph.isPageLink(F.src)&&(F={originalSrc:F.src});return F};var p=g.setBackgroundImage;g.setBackgroundImage=function(D){null!=D&&null!=D.originalSrc&&(D=d.createImageForPageLink(D.originalSrc,d.currentPage,this));p.apply(this,arguments)};this.editor.addListener("pageRenamed",mxUtils.bind(this,function(){g.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){g.refreshBackgroundImage()}));this.editor.addListener("pagesPatched", -mxUtils.bind(this,function(D,F){D=null!=g.backgroundImage?g.backgroundImage.originalSrc:null;if(null!=D){var H=D.indexOf(",");if(0<H)for(D=D.substring(H+1),F=F.getProperty("patches"),H=0;H<F.length;H++)if(null!=F[H][EditorUi.DIFF_UPDATE]&&null!=F[H][EditorUi.DIFF_UPDATE][D]||null!=F[H][EditorUi.DIFF_REMOVE]&&0<=mxUtils.indexOf(F[H][EditorUi.DIFF_REMOVE],D)){g.refreshBackgroundImage();break}}}));var q=g.getBackgroundImageObject;g.getBackgroundImageObject=function(D,F){var H=q.apply(this,arguments); -if(null!=H&&null!=H.originalSrc)if(!F)H={src:H.originalSrc};else if(F&&null!=this.themes&&"darkTheme"==this.defaultThemeName){var E=this.stylesheet,P=this.shapeForegroundColor,I=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor="#000000";H=d.createImageForPageLink(H.originalSrc);this.shapeBackgroundColor=I;this.shapeForegroundColor=P;this.stylesheet=E}return H};var y=this.clearDefaultStyle;this.clearDefaultStyle=function(){y.apply(this, -arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog||(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders");if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl="https://app.diagrams.net/";var z=d.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(D){D=null!=D?D:"";"1"==urlParams.dev&&(D+=(0<D.length?"&":"?")+"dev=1");return z.apply(this,arguments)}; -var A=g.addClickHandler;g.addClickHandler=function(D,F,H){var E=F;F=function(P,I){if(null==I){var T=mxEvent.getSource(P);"a"==T.nodeName.toLowerCase()&&(I=T.getAttribute("href"))}null!=I&&g.isCustomLink(I)&&(mxEvent.isTouchEvent(P)||!mxEvent.isPopupTrigger(P))&&g.customLinkClicked(I)&&mxEvent.consume(P);null!=E&&E(P,I)};A.call(this,D,F,H)};m.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(g.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var B=Menus.prototype.addPopupMenuEditItems; -this.menus.addPopupMenuEditItems=function(D,F,H){d.editor.graph.isSelectionEmpty()?B.apply(this,arguments):d.menus.addMenuItems(D,"delete - cut copy copyAsImage - duplicate".split(" "),null,H)}}d.actions.get("print").funct=function(){d.showDialog((new PrintDialog(d)).container,360,null!=d.pages&&1<d.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var J=g.getExportVariables;g.getExportVariables=function(){var D=J.apply(this,arguments),F=d.getCurrentFile();null!= -F&&(D.filename=F.getTitle());D.pagecount=null!=d.pages?d.pages.length:1;D.page=null!=d.currentPage?d.currentPage.getName():"";D.pagenumber=null!=d.pages&&null!=d.currentPage?mxUtils.indexOf(d.pages,d.currentPage)+1:1;return D};var N=g.getGlobalVariable;g.getGlobalVariable=function(D){var F=d.getCurrentFile();return"filename"==D&&null!=F?F.getTitle():"page"==D&&null!=d.currentPage?d.currentPage.getName():"pagenumber"==D?null!=d.currentPage&&null!=d.pages?mxUtils.indexOf(d.pages,d.currentPage)+1:1: -"pagecount"==D?null!=d.pages?d.pages.length:1:N.apply(this,arguments)};var K=g.labelLinkClicked;g.labelLinkClicked=function(D,F,H){var E=F.getAttribute("href");if(null==E||!g.isCustomLink(E)||!mxEvent.isTouchEvent(H)&&mxEvent.isPopupTrigger(H))K.apply(this,arguments);else{if(!g.isEnabled()||null!=D&&g.isCellLocked(D.cell))g.customLinkClicked(E),g.getRubberband().reset();mxEvent.consume(H)}};this.editor.getOrCreateFilename=function(){var D=d.defaultFilename,F=d.getCurrentFile();null!=F&&(D=null!=F.getTitle()? -F.getTitle():D);return D};var u=this.actions.get("print");u.setEnabled(!mxClient.IS_IOS||!navigator.standalone);u.visible=u.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67,!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"insertRectangle"),this.keyHandler.bindAction(75, -!0,"insertEllipse",!0),this.altShiftActions[83]="synchronize",this.installImagePasteHandler(),this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&g.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(D){var F=g.cellEditor.text2,H=null;null!=F&&(mxEvent.addListener(F,"dragleave",function(E){null!=H&&(H.parentNode.removeChild(H),H=null);E.stopPropagation(); -E.preventDefault()}),mxEvent.addListener(F,"dragover",mxUtils.bind(this,function(E){null==H&&(!mxClient.IS_IE||10<document.documentMode)&&(H=this.highlightElement(F));E.stopPropagation();E.preventDefault()})),mxEvent.addListener(F,"drop",mxUtils.bind(this,function(E){null!=H&&(H.parentNode.removeChild(H),H=null);if(0<E.dataTransfer.files.length)this.importFiles(E.dataTransfer.files,0,0,this.maxImageSize,function(I,T,R,M,W,X){g.insertImage(I,W,X)},function(){},function(I){return"image/"==I.type.substring(0, -6)},function(I){for(var T=0;T<I.length;T++)I[T]()},mxEvent.isControlDown(E));else if(0<=mxUtils.indexOf(E.dataTransfer.types,"text/uri-list")){var P=E.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(P)?this.loadImage(decodeURIComponent(P),mxUtils.bind(this,function(I){var T=Math.max(1,I.width);I=Math.max(1,I.height);var R=this.maxImageSize;R=Math.min(1,Math.min(R/Math.max(1,T)),R/Math.max(1,I));g.insertImage(decodeURIComponent(P),T*R,I*R)})):document.execCommand("insertHTML", -!1,E.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(E.dataTransfer.types,"text/html")?document.execCommand("insertHTML",!1,E.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(E.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,E.dataTransfer.getData("text/plain"));E.stopPropagation();E.preventDefault()})))}));this.isSettingsEnabled()&&(u=this.editor.graph.view,u.setUnit(mxSettings.getUnit()),u.addListener("unitChanged",function(D,F){mxSettings.setUnit(F.getProperty("unit")); -mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode||"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,u.unit),this.refresh());if("1"==urlParams.styledev){u=document.getElementById("geFooter");null!=u&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type","text"),this.styleInput.style.position="absolute",this.styleInput.style.top="14px",this.styleInput.style.left= -"2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden",this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),u.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(D,F){0<this.editor.graph.getSelectionCount()?(D=this.editor.graph.getSelectionCell(), -D=this.editor.graph.getModel().getStyle(D),this.styleInput.value=D||"",this.styleInput.style.visibility="visible"):this.styleInput.style.visibility="hidden"})));var x=this.isSelectionAllowed;this.isSelectionAllowed=function(D){return mxEvent.getSource(D)==this.styleInput?!0:x.apply(this,arguments)}}u=document.getElementById("geInfo");null!=u&&u.parentNode.removeChild(u);if(Graph.fileSupport&&(!this.editor.chromeless||this.editor.editable)){var G=null;mxEvent.addListener(g.container,"dragleave",function(D){g.isEnabled()&& -(null!=G&&(G.parentNode.removeChild(G),G=null),D.stopPropagation(),D.preventDefault())});mxEvent.addListener(g.container,"dragover",mxUtils.bind(this,function(D){null==G&&(!mxClient.IS_IE||10<document.documentMode)&&(G=this.highlightElement(g.container));null!=this.sidebar&&this.sidebar.hideTooltip();D.stopPropagation();D.preventDefault()}));mxEvent.addListener(g.container,"drop",mxUtils.bind(this,function(D){null!=G&&(G.parentNode.removeChild(G),G=null);if(g.isEnabled()){var F=mxUtils.convertPoint(g.container, -mxEvent.getClientX(D),mxEvent.getClientY(D)),H=D.dataTransfer.files,E=g.view.translate,P=g.view.scale,I=F.x/P-E.x,T=F.y/P-E.y;if(0<H.length)F=1==H.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===H[0].type.substring(0,9)||"image/"!==H[0].type.substring(0,6)||/(\.drawio.png)$/i.test(H[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(D)||F)?(!mxEvent.isShiftDown(D)&&F&&null!=this.getCurrentFile()&&this.fileLoaded(null),this.openFiles(H,!0)):(mxEvent.isAltDown(D)&&(T=I=null),this.importFiles(H, -I,T,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(D),null,null,mxEvent.isShiftDown(D),D));else{mxEvent.isAltDown(D)&&(T=I=0);var R=0<=mxUtils.indexOf(D.dataTransfer.types,"text/uri-list")?D.dataTransfer.getData("text/uri-list"):null;H=this.extractGraphModelFromEvent(D,null!=this.pages);if(null!=H)g.setSelectionCells(this.importXml(H,I,T,!0));else if(0<=mxUtils.indexOf(D.dataTransfer.types,"text/html")){var M=D.dataTransfer.getData("text/html");H=document.createElement("div");H.innerHTML= -g.sanitizeHtml(M);var W=null;F=H.getElementsByTagName("img");null!=F&&1==F.length?(M=F[0].getAttribute("src"),null==M&&(M=F[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(M)||(W=!0)):(F=H.getElementsByTagName("a"),null!=F&&1==F.length?M=F[0].getAttribute("href"):(H=H.getElementsByTagName("pre"),null!=H&&1==H.length&&(M=mxUtils.getTextContent(H[0]))));var X=!0,t=mxUtils.bind(this,function(){g.setSelectionCells(this.insertTextAt(M,I,T,!0,W,null,X,mxEvent.isControlDown(D)))});W&&null!= -M&&M.length>this.resampleThreshold?this.confirmImageResize(function(C){X=C;t()},mxEvent.isControlDown(D)):t()}else null!=R&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(R)?this.loadImage(decodeURIComponent(R),mxUtils.bind(this,function(C){var L=Math.max(1,C.width);C=Math.max(1,C.height);var Q=this.maxImageSize;Q=Math.min(1,Math.min(Q/Math.max(1,L)),Q/Math.max(1,C));g.setSelectionCell(g.insertVertex(null,null,"",I,T,L*Q,C*Q,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ -R+";"))}),mxUtils.bind(this,function(C){g.setSelectionCells(this.insertTextAt(R,I,T,!0))})):0<=mxUtils.indexOf(D.dataTransfer.types,"text/plain")&&g.setSelectionCells(this.insertTextAt(D.dataTransfer.getData("text/plain"),I,T,!0))}}D.stopPropagation();D.preventDefault()}),!1)}g.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode();this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var d=this.editor.graph;d.container.addEventListener("paste", -mxUtils.bind(this,function(g){if(!mxEvent.isConsumed(g))try{for(var k=g.clipboardData||g.originalEvent.clipboardData,l=!1,p=0;p<k.types.length;p++)if("text/"===k.types[p].substring(0,5)){l=!0;break}if(!l){var q=k.items;for(index in q){var y=q[index];if("file"===y.kind){if(d.isEditing())this.importFiles([y.getAsFile()],0,0,this.maxImageSize,function(A,B,J,N,K,u){d.insertImage(A,K,u)},function(){},function(A){return"image/"==A.type.substring(0,6)},function(A){for(var B=0;B<A.length;B++)A[B]()});else{var z= -this.editor.graph.getInsertPoint();this.importFiles([y.getAsFile()],z.x,z.y,this.maxImageSize);mxEvent.consume(g)}break}}}}catch(A){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function d(){window.setTimeout(function(){k.innerHTML=" ";k.focus();document.execCommand("selectAll",!1,null)},0)}var g=this.editor.graph,k=document.createElement("div");k.setAttribute("autocomplete","off");k.setAttribute("autocorrect","off");k.setAttribute("autocapitalize","off");k.setAttribute("spellcheck", -"false");k.style.textRendering="optimizeSpeed";k.style.fontFamily="monospace";k.style.wordBreak="break-all";k.style.background="transparent";k.style.color="transparent";k.style.position="absolute";k.style.whiteSpace="nowrap";k.style.overflow="hidden";k.style.display="block";k.style.fontSize="1";k.style.zIndex="-1";k.style.resize="none";k.style.outline="none";k.style.width="1px";k.style.height="1px";mxUtils.setOpacity(k,0);k.contentEditable=!0;k.innerHTML=" ";var l=!1;this.keyHandler.bindControlKey(88, -null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(q){var y=mxEvent.getSource(q);null==g.container||!g.isEnabled()||g.isMouseDown||g.isEditing()||null!=this.dialog||"INPUT"==y.nodeName||"TEXTAREA"==y.nodeName||224!=q.keyCode&&(mxClient.IS_MAC||17!=q.keyCode)&&(!mxClient.IS_MAC||91!=q.keyCode&&93!=q.keyCode)||l||(k.style.left=g.container.scrollLeft+10+"px",k.style.top=g.container.scrollTop+10+"px", -g.container.appendChild(k),l=!0,k.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(q){var y=q.keyCode;window.setTimeout(mxUtils.bind(this,function(){!l||224!=y&&17!=y&&91!=y&&93!=y||(l=!1,g.isEditing()||null!=this.dialog||null==g.container||g.container.focus(),k.parentNode.removeChild(k),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(k,"copy",mxUtils.bind(this,function(q){if(g.isEnabled())try{mxClipboard.copy(g), -this.copyCells(k),d()}catch(y){this.handleError(y)}}));mxEvent.addListener(k,"cut",mxUtils.bind(this,function(q){if(g.isEnabled())try{mxClipboard.copy(g),this.copyCells(k,!0),d()}catch(y){this.handleError(y)}}));mxEvent.addListener(k,"paste",mxUtils.bind(this,function(q){g.isEnabled()&&!g.isCellLocked(g.getDefaultParent())&&(k.innerHTML=" ",k.focus(),null!=q.clipboardData&&this.pasteCells(q,k,!0,!0),mxEvent.isConsumed(q)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(q,k,!1, -!0)}),0))}),!0);var p=this.isSelectionAllowed;this.isSelectionAllowed=function(q){return mxEvent.getSource(q)==k?!0:p.apply(this,arguments)}};EditorUi.prototype.setSketchMode=function(d){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(d);null==urlParams.rough&&(mxSettings.settings.sketchMode=d,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};EditorUi.prototype.setPagesVisible= -function(d){Editor.pagesVisible!=d&&(Editor.pagesVisible=d,mxSettings.settings.pagesVisible=d,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(d,g){this.sidebar.sidebarTitles!=d&&(this.sidebar.sidebarTitles=d,this.sidebar.refresh(),this.isSettingsEnabled()&&g&&(mxSettings.settings.sidebarTitles=d,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen=function(d){Editor.inlineFullscreen!= -d&&(Editor.inlineFullscreen=d,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(d){if(Editor.sketchMode!=d){var g=function(l,p,q){null==l[p]&&(l[p]=q)},k=this.editor.graph; -Editor.sketchMode=d;this.menus.defaultFontSize=d?20:16;k.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);g(k.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);k.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);g(k.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);g(k.defaultEdgeStyle,"edgeStyle","none");g(k.defaultEdgeStyle,"rounded","0");g(k.defaultEdgeStyle,"curved","1");g(k.defaultEdgeStyle,"jettySize","auto");g(k.defaultEdgeStyle,"orthogonalLoop", -"1");g(k.defaultEdgeStyle,"endArrow","open");g(k.defaultEdgeStyle,"endSize","14");g(k.defaultEdgeStyle,"startSize","14");d&&(g(k.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),g(k.defaultVertexStyle,"fontSource",Editor.sketchFontSource),g(k.defaultVertexStyle,"hachureGap","4"),g(k.defaultVertexStyle,"sketch","1"),g(k.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),g(k.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),g(k.defaultEdgeStyle,"sketch","1"),g(k.defaultEdgeStyle,"hachureGap", -"4"),g(k.defaultEdgeStyle,"sourcePerimeterSpacing","8"),g(k.defaultEdgeStyle,"targetPerimeterSpacing","8"));k.currentVertexStyle=mxUtils.clone(k.defaultVertexStyle);k.currentEdgeStyle=mxUtils.clone(k.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(d){var g=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(d)){var k=d.indexOf(",");0<k&&(g=this.getPageById(d.substring(k+1)),g=null!=g?g.getName():mxResources.get("pageNotFound"))}else"data:"== -d.substring(0,5)&&(g=mxResources.get("action"));return g};EditorUi.prototype.handleCustomLink=function(d){if(Graph.isPageLink(d)){var g=d.indexOf(",");if(d=this.getPageById(d.substring(g+1)))this.selectPage(d);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(d)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)};EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible= -mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(d){d.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(d){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged", -mxUtils.bind(this,function(d,g){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(d=g.getProperty("customFonts"),this.menus.customFonts=d,mxSettings.setCustomFonts(d));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this,function(d,g){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget()); -mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(d,g){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor=mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1); -this.addListener("gridColorChanged",mxUtils.bind(this,function(d,g){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(d,g){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!=this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])), -this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth);mxSettings.save()})}};EditorUi.prototype.copyImage=function(d,g,k){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&& -this.editor.exportToCanvas(mxUtils.bind(this,function(l,p){try{this.spinner.stop();var q=this.createImageDataUri(l,g,"png"),y=parseInt(p.getAttribute("width")),z=parseInt(p.getAttribute("height"));this.writeImageToClipboard(q,y,z,mxUtils.bind(this,function(A){this.handleError(A)}))}catch(A){this.handleError(A)}}),null,null,null,mxUtils.bind(this,function(l){this.spinner.stop();this.handleError(l)}),null,null,null!=k?k:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE, -null,null,null,10,null,null,!1,null,0<d.length?d:null)}catch(l){this.handleError(l)}};EditorUi.prototype.writeImageToClipboard=function(d,g,k,l){var p=this.base64ToBlob(d.substring(d.indexOf(",")+1),"image/png");d=new ClipboardItem({"image/png":p,"text/html":new Blob(['<img src="'+d+'" width="'+g+'" height="'+k+'">'],{type:"text/html"})});navigator.clipboard.write([d])["catch"](l)};EditorUi.prototype.copyCells=function(d,g){var k=this.editor.graph;if(k.isSelectionEmpty())d.innerText="";else{var l= -mxUtils.sortCells(k.model.getTopmostCells(k.getSelectionCells())),p=mxUtils.getXml(k.encodeCells(l));mxUtils.setTextContent(d,encodeURIComponent(p));g?(k.removeCells(l,!1),k.lastPasteXml=null):(k.lastPasteXml=p,k.pasteCounter=0);d.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var d=null;if(Editor.enableNativeCipboard){var g=this.editor.graph;g.isSelectionEmpty()||(d=mxUtils.sortCells(g.getExportableCells(g.model.getTopmostCells(g.getSelectionCells()))), -g=mxUtils.getXml(g.encodeCells(d)),navigator.clipboard.writeText(g))}return d};EditorUi.prototype.pasteXml=function(d,g,k,l){var p=this.editor.graph,q=null;p.lastPasteXml==d?p.pasteCounter++:(p.lastPasteXml=d,p.pasteCounter=0);var y=p.pasteCounter*p.gridSize;if(k||this.isCompatibleString(d))q=this.importXml(d,y,y),p.setSelectionCells(q);else if(g&&1==p.getSelectionCount()){y=p.getStartEditingCell(p.getSelectionCell(),l);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d)&&"image"==p.getCurrentCellStyle(y)[mxConstants.STYLE_SHAPE])p.setCellStyles(mxConstants.STYLE_IMAGE, -d,[y]);else{p.model.beginUpdate();try{p.labelChanged(y,d),Graph.isLink(d)&&p.setLinkForCell(y,d)}finally{p.model.endUpdate()}}p.setSelectionCell(y)}else q=p.getInsertPoint(),p.isMouseInsertPoint()&&(y=0,p.lastPasteXml==d&&0<p.pasteCounter&&p.pasteCounter--),q=this.insertTextAt(d,q.x+y,q.y+y,!0),p.setSelectionCells(q);p.isSelectionEmpty()||(p.scrollCellToVisible(p.getSelectionCell()),null!=this.hoverIcons&&this.hoverIcons.update(p.view.getState(p.getSelectionCell())));return q};EditorUi.prototype.pasteCells= -function(d,g,k,l){if(!mxEvent.isConsumed(d)){var p=g,q=!1;if(k&&null!=d.clipboardData&&d.clipboardData.getData){var y=d.clipboardData.getData("text/plain"),z=!1;if(null!=y&&0<y.length&&"%3CmxGraphModel%3E"==y.substring(0,18))try{var A=decodeURIComponent(y);this.isCompatibleString(A)&&(z=!0,y=A)}catch(x){}z=z?null:d.clipboardData.getData("text/html");null!=z&&0<z.length?(p=this.parseHtmlData(z),q="text/plain"!=p.getAttribute("data-type")):null!=y&&0<y.length&&(p=document.createElement("div"),mxUtils.setTextContent(p, -z))}y=p.getElementsByTagName("span");if(null!=y&&0<y.length&&"application/vnd.lucid.chart.objects"===y[0].getAttribute("data-lucid-type"))k=y[0].getAttribute("data-lucid-content"),null!=k&&0<k.length&&(this.convertLucidChart(k,mxUtils.bind(this,function(x){var G=this.editor.graph;G.lastPasteXml==x?G.pasteCounter++:(G.lastPasteXml=x,G.pasteCounter=0);var D=G.pasteCounter*G.gridSize;G.setSelectionCells(this.importXml(x,D,D));G.scrollCellToVisible(G.getSelectionCell())}),mxUtils.bind(this,function(x){this.handleError(x)})), -mxEvent.consume(d));else{var B=q?p.innerHTML:mxUtils.trim(null==p.innerText?mxUtils.getTextContent(p):p.innerText),J=!1;try{var N=B.lastIndexOf("%3E");0<=N&&N<B.length-3&&(B=B.substring(0,N+3))}catch(x){}try{y=p.getElementsByTagName("span"),(A=null!=y&&0<y.length?mxUtils.trim(decodeURIComponent(y[0].textContent)):decodeURIComponent(B))&&(this.isCompatibleString(A)||0==A.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(J=!0,B=A)}catch(x){}try{if(null!=B&&0<B.length){if(0==B.substring(0, -20).replace(/\s/g,"").indexOf('{"isProtected":')){var K=mxUtils.bind(this,function(){try{B=(new MiroImporter).importMiroJson(JSON.parse(B)),this.pasteXml(B,l,J,d)}catch(x){console.log("Miro import error:",x)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",K):K()}else this.pasteXml(B,l,J,d);try{mxEvent.consume(d)}catch(x){}}else if(!k){var u=this.editor.graph;u.lastPasteXml=null;u.pasteCounter=0}}catch(x){this.handleError(x)}}}g.innerHTML=" "};EditorUi.prototype.addFileDropHandler= -function(d){if(Graph.fileSupport)for(var g=null,k=0;k<d.length;k++)mxEvent.addListener(d[k],"dragleave",function(l){null!=g&&(g.parentNode.removeChild(g),g=null);l.stopPropagation();l.preventDefault()}),mxEvent.addListener(d[k],"dragover",mxUtils.bind(this,function(l){(this.editor.graph.isEnabled()||"1"!=urlParams.embed)&&null==g&&(!mxClient.IS_IE||10<document.documentMode&&12>document.documentMode)&&(g=this.highlightElement());l.stopPropagation();l.preventDefault()})),mxEvent.addListener(d[k],"drop", -mxUtils.bind(this,function(l){null!=g&&(g.parentNode.removeChild(g),g=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<l.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(l.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(l)&&!mxEvent.isShiftDown(l)):this.openFiles(l.dataTransfer.files,!0);else{var p=this.extractGraphModelFromEvent(l);if(null==p){var q=null!=l.dataTransfer?l.dataTransfer:l.clipboardData;null!=q&&(10== -document.documentMode||11==document.documentMode?p=q.getData("Text"):(p=null,p=0<=mxUtils.indexOf(q.types,"text/uri-list")?l.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(q.types,"text/html")?q.getData("text/html"):null,null!=p&&0<p.length?(q=document.createElement("div"),q.innerHTML=this.editor.graph.sanitizeHtml(p),q=q.getElementsByTagName("img"),0<q.length&&(p=q[0].getAttribute("src"))):0<=mxUtils.indexOf(q.types,"text/plain")&&(p=q.getData("text/plain"))),null!=p&&(Editor.isPngDataUrl(p)? -(p=Editor.extractGraphModelFromPng(p),null!=p&&0<p.length&&this.openLocalFile(p,null,!0)):this.isRemoteFileFormat(p)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(p))).send(mxUtils.bind(this,function(y){200<=y.getStatus()&&299>=y.getStatus()&&this.openLocalFile(y.getText(),null,!0)})):/^https?:\/\//.test(p)&&(null==this.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(p):window.openWindow((mxClient.IS_CHROMEAPP? -EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(p)))))}else this.openLocalFile(p,null,!0)}l.stopPropagation();l.preventDefault()}))};EditorUi.prototype.highlightElement=function(d){var g=0,k=0;if(null==d){var l=document.body;var p=document.documentElement;var q=(l.clientWidth||p.clientWidth)-3;l=Math.max(l.clientHeight||0,p.clientHeight)-3}else g=d.offsetTop,k=d.offsetLeft,q=d.clientWidth,l=d.clientHeight;p=document.createElement("div");p.style.zIndex= -mxPopupMenu.prototype.zIndex+2;p.style.border="3px dotted rgb(254, 137, 12)";p.style.pointerEvents="none";p.style.position="absolute";p.style.top=g+"px";p.style.left=k+"px";p.style.width=Math.max(0,q-3)+"px";p.style.height=Math.max(0,l-3)+"px";null!=d&&d.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(p):document.body.appendChild(p);return p};EditorUi.prototype.stringToCells=function(d){d=mxUtils.parseXml(d);var g=this.editor.extractGraphModel(d.documentElement);d= -[];if(null!=g){var k=new mxCodec(g.ownerDocument),l=new mxGraphModel;k.decode(g,l);g=l.getChildAt(l.getRoot(),0);for(k=0;k<l.getChildCount(g);k++)d.push(l.getChildAt(g,k))}return d};EditorUi.prototype.openFileHandle=function(d,g,k,l,p){if(null!=g&&0<g.length){!this.useCanvasForExport&&/(\.png)$/i.test(g)?g=g.substring(0,g.length-4)+".drawio":/(\.pdf)$/i.test(g)&&(g=g.substring(0,g.length-4)+".drawio");var q=mxUtils.bind(this,function(z){g=0<=g.lastIndexOf(".")?g.substring(0,g.lastIndexOf("."))+".drawio": -g+".drawio";if("<mxlibrary"==z.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,l);try{this.loadLibrary(new LocalLibrary(this,z,g))}catch(A){this.handleError(A,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(z,g,l)});if(/(\.v(dx|sdx?))($|\?)/i.test(g)||/(\.vs(x|sx?))($|\?)/i.test(g))this.importVisio(k,mxUtils.bind(this,function(z){this.spinner.stop();q(z)}));else if(/(\.*<graphml )/.test(d))this.importGraphML(d, -mxUtils.bind(this,function(z){this.spinner.stop();q(z)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,g))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(k,mxUtils.bind(this,function(z){4==z.readyState&&(this.spinner.stop(),200<=z.status&&299>=z.status?q(z.responseText):this.handleError({message:mxResources.get(413==z.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})); -else if(this.isLucidChartData(d))/(\.json)$/i.test(g)&&(g=g.substring(0,g.length-5)+".drawio"),this.convertLucidChart(d,mxUtils.bind(this,function(z){this.spinner.stop();this.openLocalFile(z,g,l)}),mxUtils.bind(this,function(z){this.spinner.stop();this.handleError(z)}));else if("<mxlibrary"==d.substring(0,10)){this.spinner.stop();null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,l);try{this.loadLibrary(new LocalLibrary(this,d,k.name))}catch(z){this.handleError(z, -mxResources.get("errorLoadingFile"))}}else if(0==d.indexOf("PK"))this.importZipFile(k,mxUtils.bind(this,function(z){this.spinner.stop();q(z)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(d,g,l)}));else{if("image/png"==k.type.substring(0,9))d=this.extractGraphModelFromPng(d);else if("application/pdf"==k.type){var y=Editor.extractGraphModelFromPdf(d);null!=y&&(p=null,l=!0,d=y)}this.spinner.stop();this.openLocalFile(d,g,l,p,null!=p?k:null)}}};EditorUi.prototype.openFiles=function(d, -g){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var k=0;k<d.length;k++)mxUtils.bind(this,function(l){var p=new FileReader;p.onload=mxUtils.bind(this,function(q){try{this.openFileHandle(q.target.result,l.name,l,g)}catch(y){this.handleError(y)}});p.onerror=mxUtils.bind(this,function(q){this.spinner.stop();this.handleError(q);window.openFile=null});"image"!==l.type.substring(0,5)&&"application/pdf"!==l.type||"image/svg"===l.type.substring(0,9)?p.readAsText(l):p.readAsDataURL(l)})(d[k])}; -EditorUi.prototype.openLocalFile=function(d,g,k,l,p){var q=this.getCurrentFile(),y=mxUtils.bind(this,function(){window.openFile=null;if(null==g&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var z=mxUtils.parseXml(d);null!=z&&(this.editor.setGraphXml(z.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this,d,g||this.defaultFilename,k,l,p))});if(null!=d&&0<d.length)null==q||!q.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=l)?y():(mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp||null!=l)&&null!=q&&q.isModified()?this.confirm(mxResources.get("allChangesLost"),null,y,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(d,g),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!=q&&q.isModified()?this.confirm(mxResources.get("allChangesLost"),null,y,mxResources.get("cancel"),mxResources.get("discardChanges")):y()})));else throw Error(mxResources.get("notADiagramFile")); -};EditorUi.prototype.getBasenames=function(){var d={};if(null!=this.pages)for(var g=0;g<this.pages.length;g++)this.updatePageRoot(this.pages[g]),this.addBasenamesForCell(this.pages[g].root,d);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),d);g=[];for(var k in d)g.push(k);return g};EditorUi.prototype.addBasenamesForCell=function(d,g){function k(y){if(null!=y){var z=y.lastIndexOf(".");0<z&&(y=y.substring(z+1,y.length));null==g[y]&&(g[y]=!0)}}var l=this.editor.graph,p=l.getCellStyle(d); -k(mxStencilRegistry.getBasenameForStencil(p[mxConstants.STYLE_SHAPE]));l.model.isEdge(d)&&(k(mxMarker.getPackageForType(p[mxConstants.STYLE_STARTARROW])),k(mxMarker.getPackageForType(p[mxConstants.STYLE_ENDARROW])));p=l.model.getChildCount(d);for(var q=0;q<p;q++)this.addBasenamesForCell(l.model.getChildAt(d,q),g)};EditorUi.prototype.setGraphEnabled=function(d){this.diagramContainer.style.visibility=d?"":"hidden";this.formatContainer.style.visibility=d?"":"hidden";this.sidebarFooterContainer.style.display= -d?"":"none";this.sidebarContainer.style.display=d?"":"none";this.hsplit.style.display=d?"":"none";this.editor.graph.setEnabled(d);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=d?"":"hidden",this.ruler.vRuler.container.style.visibility=d?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=d?"":"hidden");d||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1),null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1), -null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!=window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var d=!1;this.installMessageHandler(mxUtils.bind(this,function(g, -k,l,p){d||(d=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==g||0==g.length)g=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,g,{}));this.mode=App.MODE_EMBED;this.setFileData(g);if(p)try{var q=this.editor.graph;q.setGridEnabled(!1);q.pageVisible=!1;var y=q.model.cells,z;for(z in y){var A=y[z];null!=A&&null!=A.style&&(A.style+=";sketch=1;"+(-1==A.style.indexOf("fontFamily=")||-1<A.style.indexOf("fontFamily=Helvetica;")?"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;": -""))}}catch(B){console.log(B)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=l?l:!1;this.updateUi();window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog=function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow? -this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(d,g){null!=d?d.getPublicUrl(g):g(null)};EditorUi.prototype.createLoadMessage=function(d){var g=this.editor.graph;return{event:d,pageVisible:g.pageVisible,translate:g.view.translate,bounds:g.getGraphBounds(),currentPage:this.getSelectedPageIndex(),scale:g.view.scale,page:g.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(d){var g=this.editor.graph; -g.isEditing()&&g.stopEditing(!g.isInvokesStopCellEditing());var k=window.opener||window.parent;if(this.editor.modified){var l=g.background;if(null==l||l==mxConstants.NONE)l=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null,null,null,null,null,null,null,!1),g,null,!0,mxUtils.bind(this,function(p){k.postMessage(JSON.stringify({event:"export",point:this.embedExitPoint,exit:null!=d?!d:!0,data:Editor.createSvgDataUri(p)}),"*")}),null,null,!0,l,1,this.embedExportBorder)}else d|| -k.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");d||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,g.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified=!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler=function(d){var g=null,k=!1,l=!1,p=null,q=mxUtils.bind(this,function(A,B){this.editor.modified&&"0"!=urlParams.modified?null!= -urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,q);mxEvent.addListener(window,"message",mxUtils.bind(this,function(A){if(A.source==(window.opener||window.parent)){var B=A.data,J=null,N=mxUtils.bind(this,function(V){if(null!=V&&"function"===typeof V.charAt&&"<"!=V.charAt(0))try{Editor.isPngDataUrl(V)?V=Editor.extractGraphModelFromPng(V):"data:image/svg+xml;base64,"==V.substring(0, -26)?V=atob(V.substring(26)):"data:image/svg+xml;utf8,"==V.substring(0,24)&&(V=V.substring(24)),null!=V&&("%"==V.charAt(0)?V=decodeURIComponent(V):"<"!=V.charAt(0)&&(V=Graph.decompress(V)))}catch(Y){}return V});if("json"==urlParams.proto){var K=!1;try{B=JSON.parse(B),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[A],"data",[B])}catch(V){B=null}try{if(null==B)return;if("dialog"==B.action){this.showError(null!=B.titleKey?mxResources.get(B.titleKey):B.title,null!=B.messageKey?mxResources.get(B.messageKey): -B.message,null!=B.buttonKey?mxResources.get(B.buttonKey):B.button);null!=B.modified&&(this.editor.modified=B.modified);return}if("layout"==B.action){this.executeLayouts(this.editor.graph.createLayouts(B.layouts));return}if("prompt"==B.action){this.spinner.stop();var u=new FilenameDialog(this,B.defaultValue||"",null!=B.okKey?mxResources.get(B.okKey):B.ok,function(V){null!=V?y.postMessage(JSON.stringify({event:"prompt",value:V,message:B}),"*"):y.postMessage(JSON.stringify({event:"prompt-cancel",message:B}), -"*")},null!=B.titleKey?mxResources.get(B.titleKey):B.title);this.showDialog(u.container,300,80,!0,!1);u.init();return}if("draft"==B.action){var x=N(B.xml);this.spinner.stop();u=new DraftDialog(this,mxResources.get("draftFound",[B.name||this.defaultFilename]),x,mxUtils.bind(this,function(){this.hideDialog();y.postMessage(JSON.stringify({event:"draft",result:"edit",message:B}),"*")}),mxUtils.bind(this,function(){this.hideDialog();y.postMessage(JSON.stringify({event:"draft",result:"discard",message:B}), -"*")}),B.editKey?mxResources.get(B.editKey):null,B.discardKey?mxResources.get(B.discardKey):null,B.ignore?mxUtils.bind(this,function(){this.hideDialog();y.postMessage(JSON.stringify({event:"draft",result:"ignore",message:B}),"*")}):null);this.showDialog(u.container,640,480,!0,!1,mxUtils.bind(this,function(V){V&&this.actions.get("exit").funct()}));try{u.init()}catch(V){y.postMessage(JSON.stringify({event:"draft",error:V.toString(),message:B}),"*")}return}if("template"==B.action){this.spinner.stop(); -var G=1==B.enableRecent,D=1==B.enableSearch,F=1==B.enableCustomTemp;if("1"==urlParams.newTempDlg&&!B.templatesOnly&&null!=B.callback){var H=this.getCurrentUser(),E=new TemplatesDialog(this,function(V,Y,ba){V=V||this.emptyDiagramXml;y.postMessage(JSON.stringify({event:"template",xml:V,blank:V==this.emptyDiagramXml,name:Y,tempUrl:ba.url,libs:ba.libs,builtIn:null!=ba.info&&null!=ba.info.custContentId,message:B}),"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=H? -H.id:null,G?mxUtils.bind(this,function(V,Y,ba){this.remoteInvoke("getRecentDiagrams",[ba],null,V,Y)}):null,D?mxUtils.bind(this,function(V,Y,ba,Z){this.remoteInvoke("searchDiagrams",[V,Z],null,Y,ba)}):null,mxUtils.bind(this,function(V,Y,ba){this.remoteInvoke("getFileContent",[V.url],null,Y,ba)}),null,F?mxUtils.bind(this,function(V){this.remoteInvoke("getCustomTemplates",null,null,V,function(){V({},0)})}):null,!1,!1,!0,!0);this.showDialog(E.container,window.innerWidth,window.innerHeight,!0,!1,null, -!1,!0);return}u=new NewDialog(this,!1,B.templatesOnly?!1:null!=B.callback,mxUtils.bind(this,function(V,Y,ba,Z){V=V||this.emptyDiagramXml;null!=B.callback?y.postMessage(JSON.stringify({event:"template",xml:V,blank:V==this.emptyDiagramXml,name:Y,tempUrl:ba,libs:Z,builtIn:!0,message:B}),"*"):(d(V,A,V!=this.emptyDiagramXml,B.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null,null,G?mxUtils.bind(this,function(V){this.remoteInvoke("getRecentDiagrams",[null],null, -V,function(){V(null,"Network Error!")})}):null,D?mxUtils.bind(this,function(V,Y){this.remoteInvoke("searchDiagrams",[V,null],null,Y,function(){Y(null,"Network Error!")})}):null,mxUtils.bind(this,function(V,Y,ba){y.postMessage(JSON.stringify({event:"template",docUrl:V,info:Y,name:ba}),"*")}),null,null,F?mxUtils.bind(this,function(V){this.remoteInvoke("getCustomTemplates",null,null,V,function(){V({},0)})}):null,1==B.withoutType);this.showDialog(u.container,620,460,!0,!1,mxUtils.bind(this,function(V){this.sidebar.hideTooltip(); -V&&this.actions.get("exit").funct()}));u.init();return}if("textContent"==B.action){var P=this.getDiagramTextContent();y.postMessage(JSON.stringify({event:"textContent",data:P,message:B}),"*");return}if("status"==B.action){null!=B.messageKey?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(B.messageKey))):null!=B.message&&this.editor.setStatus(mxUtils.htmlEntities(B.message));null!=B.modified&&(this.editor.modified=B.modified);return}if("spinner"==B.action){var I=null!=B.messageKey?mxResources.get(B.messageKey): -B.message;null==B.show||B.show?this.spinner.spin(document.body,I):this.spinner.stop();return}if("exit"==B.action){this.actions.get("exit").funct();return}if("viewport"==B.action){null!=B.viewport&&(this.embedViewport=B.viewport);return}if("snapshot"==B.action){this.sendEmbeddedSvgExport(!0);return}if("export"==B.action){if("png"==B.format||"xmlpng"==B.format){if(null==B.spin&&null==B.spinKey||this.spinner.spin(document.body,null!=B.spinKey?mxResources.get(B.spinKey):B.spin)){var T=null!=B.xml?B.xml: -this.getFileData(!0);this.editor.graph.setEnabled(!1);var R=this.editor.graph,M=mxUtils.bind(this,function(V){this.editor.graph.setEnabled(!0);this.spinner.stop();var Y=this.createLoadMessage("export");Y.format=B.format;Y.message=B;Y.data=V;Y.xml=T;y.postMessage(JSON.stringify(Y),"*")}),W=mxUtils.bind(this,function(V){null==V&&(V=Editor.blankImage);"xmlpng"==B.format&&(V=Editor.writeGraphModelToPng(V,"tEXt","mxfile",encodeURIComponent(T)));R!=this.editor.graph&&R.container.parentNode.removeChild(R.container); -M(V)}),X=B.pageId||(null!=this.pages?B.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var t=mxUtils.bind(this,function(){if(null!=this.pages&&this.currentPage.getId()!=X){var V=R.getGlobalVariable;R=this.createTemporaryGraph(R.getStylesheet());for(var Y,ba=0;ba<this.pages.length;ba++)if(this.pages[ba].getId()==X){Y=this.updatePageRoot(this.pages[ba]);break}null==Y&&(Y=this.currentPage);R.getGlobalVariable=function(ja){return"page"==ja?Y.getName():"pagenumber"== -ja?1:V.apply(this,arguments)};document.body.appendChild(R.container);R.model.setRoot(Y.root)}if(null!=B.layerIds){var Z=R.model,da=Z.getChildCells(Z.getRoot()),ea={};for(ba=0;ba<B.layerIds.length;ba++)ea[B.layerIds[ba]]=!0;for(ba=0;ba<da.length;ba++)Z.setVisible(da[ba],ea[da[ba].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(ja){W(ja.toDataURL("image/png"))}),B.width,null,B.background,mxUtils.bind(this,function(){W(null)}),null,null,B.scale,B.transparent,B.shadow,null,R,B.border,null, -B.grid,B.keepTheme)});null!=B.xml&&0<B.xml.length&&(k=!0,this.setFileData(T),k=!1);t()}else(new mxXmlRequest(EXPORT_URL,"format=png&embedXml="+("xmlpng"==B.format?"1":"0")+(null!=X?"&pageId="+X:"")+(null!=B.layerIds&&0<B.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:B.layerIds})):"")+(null!=B.scale?"&scale="+B.scale:"")+"&base64=1&xml="+encodeURIComponent(T))).send(mxUtils.bind(this,function(V){200<=V.getStatus()&&299>=V.getStatus()?M("data:image/png;base64,"+V.getText()): -W(null)}),mxUtils.bind(this,function(){W(null)}))}}else if(t=mxUtils.bind(this,function(){var V=this.createLoadMessage("export");V.message=B;if("html2"==B.format||"html"==B.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var Y=this.getXmlFileData();V.xml=mxUtils.getXml(Y);V.data=this.getFileData(null,null,!0,null,null,null,Y);V.format=B.format}else if("html"==B.format)Y=this.editor.getGraphXml(),V.data=this.getHtml(Y,this.editor.graph),V.xml=mxUtils.getXml(Y),V.format=B.format; -else{mxSvgCanvas2D.prototype.foAltText=null;Y=null!=B.background?B.background:this.editor.graph.background;Y==mxConstants.NONE&&(Y=null);V.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);V.format="svg";var ba=mxUtils.bind(this,function(Z){this.editor.graph.setEnabled(!0);this.spinner.stop();V.data=Editor.createSvgDataUri(Z);y.postMessage(JSON.stringify(V),"*")});if("xmlsvg"==B.format)(null==B.spin&&null==B.spinKey||this.spinner.spin(document.body,null!=B.spinKey?mxResources.get(B.spinKey): -B.spin))&&this.getEmbeddedSvg(V.xml,this.editor.graph,null,!0,ba,null,null,B.embedImages,Y,B.scale,B.border,B.shadow,B.keepTheme);else if(null==B.spin&&null==B.spinKey||this.spinner.spin(document.body,null!=B.spinKey?mxResources.get(B.spinKey):B.spin))this.editor.graph.setEnabled(!1),Y=this.editor.graph.getSvg(Y,B.scale,B.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||B.shadow,null,B.keepTheme),(this.editor.graph.shadowVisible||B.shadow)&&this.editor.graph.addSvgShadow(Y),this.embedFonts(Y, -mxUtils.bind(this,function(Z){B.embedImages||null==B.embedImages?this.editor.convertImages(Z,mxUtils.bind(this,function(da){ba(mxUtils.getXml(da))})):ba(mxUtils.getXml(Z))}));return}y.postMessage(JSON.stringify(V),"*")}),null!=B.xml&&0<B.xml.length){if(this.editor.graph.mathEnabled){var C=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){C.apply(this,arguments);t()}}k=!0;this.setFileData(B.xml);k=!1;this.editor.graph.mathEnabled||t()}else t();return}if("load"==B.action){K=B.toSketch;l=1==B.autosave; -this.hideDialog();null!=B.modified&&null==urlParams.modified&&(urlParams.modified=B.modified);null!=B.saveAndExit&&null==urlParams.saveAndExit&&(urlParams.saveAndExit=B.saveAndExit);null!=B.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=B.noSaveBtn);if(null!=B.rough){var L=Editor.sketchMode;this.doSetSketchMode(B.rough);L!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!=B.dark&&(L=Editor.darkMode,this.doSetDarkMode(B.dark),L!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged"))); -null!=B.border&&(this.embedExportBorder=B.border);null!=B.background&&(this.embedExportBackground=B.background);null!=B.viewport&&(this.embedViewport=B.viewport);this.embedExitPoint=null;if(null!=B.rect){var Q=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=B.rect.top+"px";this.diagramContainer.style.left=B.rect.left+"px";this.diagramContainer.style.height=B.rect.height+"px";this.diagramContainer.style.width=B.rect.width+"px";this.diagramContainer.style.bottom= -"";this.diagramContainer.style.right="";J=mxUtils.bind(this,function(){var V=this.editor.graph,Y=V.maxFitScale;V.maxFitScale=B.maxFitScale;V.fit(2*Q);V.maxFitScale=Y;V.container.scrollTop-=2*Q;V.container.scrollLeft-=2*Q;this.fireEvent(new mxEventObject("editInlineStart","data",[B]))})}null!=B.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=B.noExitBtn);null!=B.title&&null!=this.buttonContainer&&(x=document.createElement("span"),mxUtils.write(x,B.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan), -this.buttonContainer.appendChild(x),this.embedFilenameSpan=x);try{B.libs&&this.sidebar.showEntries(B.libs)}catch(V){}B=null!=B.xmlpng?this.extractGraphModelFromPng(B.xmlpng):null!=B.descriptor?B.descriptor:B.xml}else{if("merge"==B.action){var O=this.getCurrentFile();null!=O&&(x=N(B.xml),null!=x&&""!=x&&O.mergeFile(new LocalFile(this,x),function(){y.postMessage(JSON.stringify({event:"merge",message:B}),"*")},function(V){y.postMessage(JSON.stringify({event:"merge",message:B,error:V}),"*")}))}else"remoteInvokeReady"== -B.action?this.handleRemoteInvokeReady(y):"remoteInvoke"==B.action?this.handleRemoteInvoke(B,A.origin):"remoteInvokeResponse"==B.action?this.handleRemoteInvokeResponse(B):y.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(B)}),"*");return}}catch(V){this.handleError(V)}}var S=mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),U=mxUtils.bind(this,function(V,Y){k=!0;try{d(V, -Y,null,K)}catch(ba){this.handleError(ba)}k=!1;null!=urlParams.modified&&this.editor.setStatus("");p=S();l&&null==g&&(g=mxUtils.bind(this,function(ba,Z){ba=S();ba==p||k||(Z=this.createLoadMessage("autosave"),Z.xml=ba,(window.opener||window.parent).postMessage(JSON.stringify(Z),"*"));p=ba}),this.editor.graph.model.addListener(mxEvent.CHANGE,g),this.editor.graph.addListener("gridSizeChanged",g),this.editor.graph.addListener("shadowVisibleChanged",g),this.addListener("pageFormatChanged",g),this.addListener("pageScaleChanged", -g),this.addListener("backgroundColorChanged",g),this.addListener("backgroundImageChanged",g),this.addListener("foldingEnabledChanged",g),this.addListener("mathEnabledChanged",g),this.addListener("gridEnabledChanged",g),this.addListener("guidesEnabledChanged",g),this.addListener("pageViewChanged",g));if("1"==urlParams.returnbounds||"json"==urlParams.proto)Y=this.createLoadMessage("load"),Y.xml=V,y.postMessage(JSON.stringify(Y),"*");null!=J&&J()});null!=B&&"function"===typeof B.substring&&"data:application/vnd.visio;base64,"== -B.substring(0,34)?(N="0M8R4KGxGuE"==B.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(B.substring(B.indexOf(",")+1)),function(V){U(V,A)},mxUtils.bind(this,function(V){this.handleError(V)}),N)):null!=B&&"function"===typeof B.substring&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(B,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(B,mxUtils.bind(this,function(V){4==V.readyState&&200<=V.status&&299>=V.status&& -"<mxGraphModel"==V.responseText.substring(0,13)&&U(V.responseText,A)}),""):null!=B&&"function"===typeof B.substring&&this.isLucidChartData(B)?this.convertLucidChart(B,mxUtils.bind(this,function(V){U(V)}),mxUtils.bind(this,function(V){this.handleError(V)})):null==B||"object"!==typeof B||null==B.format||null==B.data&&null==B.url?(B=N(B),U(B,A)):this.loadDescriptor(B,mxUtils.bind(this,function(V){U(S(),A)}),mxUtils.bind(this,function(V){this.handleError(V,mxResources.get("errorLoadingFile"))}))}})); -var y=window.opener||window.parent;q="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";y.postMessage(q,"*");if("json"==urlParams.proto){var z=this.editor.graph.openLink;this.editor.graph.openLink=function(A,B,J){z.apply(this,arguments);y.postMessage(JSON.stringify({event:"openLink",href:A,target:B,allowOpener:J}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.menubar&&"1"!=urlParams.embedInline){var d=document.createElement("div");d.style.display= -"inline-block";d.style.position="absolute";d.style.paddingTop="atlas"==uiTheme||"1"==urlParams.atlas?"2px":"0px";d.style.paddingLeft="8px";d.style.paddingBottom="2px";var g=document.createElement("button");g.className="geBigButton";var k=g;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var l="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(g,l);g.setAttribute("title",l);mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})); -d.appendChild(g)}}else mxUtils.write(g,mxResources.get("save")),g.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),d.appendChild(g),"1"==urlParams.saveAndExit&&(g=document.createElement("a"),mxUtils.write(g,mxResources.get("saveAndExit")),g.setAttribute("title",mxResources.get("saveAndExit")),g.className="geBigButton geBigStandardButton",g.style.marginLeft="6px",mxEvent.addListener(g, -"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),d.appendChild(g),k=g);"1"!=urlParams.noExitBtn&&(g=document.createElement("a"),k="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(g,k),g.setAttribute("title",k),g.className="geBigButton geBigStandardButton",g.style.marginLeft="6px",mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),d.appendChild(g),k=g);k.style.marginRight="20px";this.toolbar.container.appendChild(d); -this.toolbar.staticElements.push(d);d.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"42px":"52px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this,function(d){this.importCsv(d)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/"));this.showDialog(this.importCsvDialog.container, -640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(d){var g=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();d()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?g():this.spinner.spin(document.body,mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js", -function(){mxscript("js/orgchart/mxOrgChartLayout.js",g)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",g))};EditorUi.prototype.importCsv=function(d,g){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(d,g)}))};EditorUi.prototype.doImportCsv=function(d,g){try{var k=d.split("\n"),l=[],p=[],q=[],y={};if(0<k.length){var z={},A=this.editor.graph,B=null,J=null,N=null,K=null,u=null,x=null,G=null,D="whiteSpace=wrap;html=1;",F=null,H=null,E="",P="auto",I="auto",T=!1,R=null,M=null, -W=40,X=40,t=100,C=0,L=function(){null!=g?g(La):(A.setSelectionCells(La),A.scrollCellToVisible(A.getSelectionCell()))},Q=A.getFreeInsertPoint(),O=Q.x,S=Q.y;Q=S;var U=null,V="auto";H=null;for(var Y=[],ba=null,Z=null,da=0;da<k.length&&"#"==k[da].charAt(0);){d=k[da].replace(/\r$/,"");for(da++;da<k.length&&"\\"==d.charAt(d.length-1)&&"#"==k[da].charAt(0);)d=d.substring(0,d.length-1)+mxUtils.trim(k[da].substring(1)),da++;if("#"!=d.charAt(1)){var ea=d.indexOf(":");if(0<ea){var ja=mxUtils.trim(d.substring(1, -ea)),ca=mxUtils.trim(d.substring(ea+1));"label"==ja?U=A.sanitizeHtml(ca):"labelname"==ja&&0<ca.length&&"-"!=ca?u=ca:"labels"==ja&&0<ca.length&&"-"!=ca?G=JSON.parse(ca):"style"==ja?J=ca:"parentstyle"==ja?D=ca:"unknownStyle"==ja&&"-"!=ca?x=ca:"stylename"==ja&&0<ca.length&&"-"!=ca?K=ca:"styles"==ja&&0<ca.length&&"-"!=ca?N=JSON.parse(ca):"vars"==ja&&0<ca.length&&"-"!=ca?B=JSON.parse(ca):"identity"==ja&&0<ca.length&&"-"!=ca?F=ca:"parent"==ja&&0<ca.length&&"-"!=ca?H=ca:"namespace"==ja&&0<ca.length&&"-"!= -ca?E=ca:"width"==ja?P=ca:"height"==ja?I=ca:"collapsed"==ja&&"-"!=ca?T="true"==ca:"left"==ja&&0<ca.length?R=ca:"top"==ja&&0<ca.length?M=ca:"ignore"==ja?Z=ca.split(","):"connect"==ja?Y.push(JSON.parse(ca)):"link"==ja?ba=ca:"padding"==ja?C=parseFloat(ca):"edgespacing"==ja?W=parseFloat(ca):"nodespacing"==ja?X=parseFloat(ca):"levelspacing"==ja?t=parseFloat(ca):"layout"==ja&&(V=ca)}}}if(null==k[da])throw Error(mxResources.get("invalidOrMissingFile"));var Ca=this.editor.csvToArray(k[da].replace(/\r$/,"")); -ea=d=null;ja=[];for(ca=0;ca<Ca.length;ca++)F==Ca[ca]&&(d=ca),H==Ca[ca]&&(ea=ca),ja.push(mxUtils.trim(Ca[ca]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==U&&(U="%"+ja[0]+"%");if(null!=Y)for(var Da=0;Da<Y.length;Da++)null==z[Y[Da].to]&&(z[Y[Da].to]={});F=[];for(ca=da+1;ca<k.length;ca++){var Aa=this.editor.csvToArray(k[ca].replace(/\r$/,""));if(null==Aa){var Ba=40<k[ca].length?k[ca].substring(0,40)+"...":k[ca];throw Error(Ba+" ("+ca+"):\n"+mxResources.get("containsValidationErrors")); -}0<Aa.length&&F.push(Aa)}A.model.beginUpdate();try{for(ca=0;ca<F.length;ca++){Aa=F[ca];var na=null,Ha=null!=d?E+Aa[d]:null;k=!1;null!=Ha&&(na=A.model.getCell(Ha),k=null==na||0<=mxUtils.indexOf(l,na));var Ja=new mxCell(U,new mxGeometry(O,Q,0,0),J||"whiteSpace=wrap;html=1;");Ja.collapsed=T;Ja.vertex=!0;Ja.id=Ha;null==na||k||A.model.setCollapsed(na,T);for(var ya=0;ya<Aa.length;ya++)A.setAttributeForCell(Ja,ja[ya],Aa[ya]),null==na||k||A.setAttributeForCell(na,ja[ya],Aa[ya]);if(null!=u&&null!=G){var Ia= -G[Ja.getAttribute(u)];null!=Ia&&(A.labelChanged(Ja,Ia),null==na||k||A.cellLabelChanged(na,Ia))}if(null!=K&&null!=N){var Fa=N[Ja.getAttribute(K)];null!=Fa&&(Ja.style=Fa)}A.setAttributeForCell(Ja,"placeholders","1");Ja.style=A.replacePlaceholders(Ja,Ja.style,B);null==na||k?A.fireEvent(new mxEventObject("cellsInserted","cells",[Ja])):(A.model.setStyle(na,Ja.style),0>mxUtils.indexOf(q,na)&&q.push(na),A.fireEvent(new mxEventObject("cellsInserted","cells",[na])));k=null!=na;na=Ja;if(!k)for(Da=0;Da<Y.length;Da++)z[Y[Da].to][na.getAttribute(Y[Da].to)]= -na;null!=ba&&"link"!=ba&&(A.setLinkForCell(na,na.getAttribute(ba)),A.setAttributeForCell(na,ba,null));var Pa=this.editor.graph.getPreferredSizeForCell(na);H=null!=ea?A.model.getCell(E+Aa[ea]):null;if(na.vertex){Ba=null!=H?0:O;da=null!=H?0:S;null!=R&&null!=na.getAttribute(R)&&(na.geometry.x=Ba+parseFloat(na.getAttribute(R)));null!=M&&null!=na.getAttribute(M)&&(na.geometry.y=da+parseFloat(na.getAttribute(M)));var pa="@"==P.charAt(0)?na.getAttribute(P.substring(1)):null;na.geometry.width=null!=pa&&"auto"!= -pa?parseFloat(na.getAttribute(P.substring(1))):"auto"==P||"auto"==pa?Pa.width+C:parseFloat(P);var ka="@"==I.charAt(0)?na.getAttribute(I.substring(1)):null;na.geometry.height=null!=ka&&"auto"!=ka?parseFloat(ka):"auto"==I||"auto"==ka?Pa.height+C:parseFloat(I);Q+=na.geometry.height+X}k?(null==y[Ha]&&(y[Ha]=[]),y[Ha].push(na)):(l.push(na),null!=H?(H.style=A.replacePlaceholders(H,D,B),A.addCell(na,H),p.push(H)):q.push(A.addCell(na)))}for(ca=0;ca<p.length;ca++)pa="@"==P.charAt(0)?p[ca].getAttribute(P.substring(1)): -null,ka="@"==I.charAt(0)?p[ca].getAttribute(I.substring(1)):null,"auto"!=P&&"auto"!=pa||"auto"!=I&&"auto"!=ka||A.updateGroupBounds([p[ca]],C,!0);var va=q.slice(),La=q.slice();for(Da=0;Da<Y.length;Da++){var la=Y[Da];for(ca=0;ca<l.length;ca++){na=l[ca];var xa=mxUtils.bind(this,function(sa,oa,Ga){var Oa=oa.getAttribute(Ga.from);if(null!=Oa&&""!=Oa){Oa=Oa.split(",");for(var Sa=0;Sa<Oa.length;Sa++){var Ea=z[Ga.to][Oa[Sa]];if(null==Ea&&null!=x){Ea=new mxCell(Oa[Sa],new mxGeometry(O,S,0,0),x);Ea.style=A.replacePlaceholders(oa, -Ea.style,B);var Ka=this.editor.graph.getPreferredSizeForCell(Ea);Ea.geometry.width=Ka.width+C;Ea.geometry.height=Ka.height+C;z[Ga.to][Oa[Sa]]=Ea;Ea.vertex=!0;Ea.id=Oa[Sa];q.push(A.addCell(Ea))}if(null!=Ea){Ka=Ga.label;null!=Ga.fromlabel&&(Ka=(oa.getAttribute(Ga.fromlabel)||"")+(Ka||""));null!=Ga.sourcelabel&&(Ka=A.replacePlaceholders(oa,Ga.sourcelabel,B)+(Ka||""));null!=Ga.tolabel&&(Ka=(Ka||"")+(Ea.getAttribute(Ga.tolabel)||""));null!=Ga.targetlabel&&(Ka=(Ka||"")+A.replacePlaceholders(Ea,Ga.targetlabel, -B));var Qa="target"==Ga.placeholders==!Ga.invert?Ea:sa;Qa=null!=Ga.style?A.replacePlaceholders(Qa,Ga.style,B):A.createCurrentEdgeStyle();Ka=A.insertEdge(null,null,Ka||"",Ga.invert?Ea:sa,Ga.invert?sa:Ea,Qa);if(null!=Ga.labels)for(Qa=0;Qa<Ga.labels.length;Qa++){var Na=Ga.labels[Qa],Ra=new mxCell(Na.label||Qa,new mxGeometry(null!=Na.x?Na.x:0,null!=Na.y?Na.y:0,0,0),"resizable=0;html=1;");Ra.vertex=!0;Ra.connectable=!1;Ra.geometry.relative=!0;null!=Na.placeholders&&(Ra.value=A.replacePlaceholders("target"== -Na.placeholders==!Ga.invert?Ea:sa,Ra.value,B));if(null!=Na.dx||null!=Na.dy)Ra.geometry.offset=new mxPoint(null!=Na.dx?Na.dx:0,null!=Na.dy?Na.dy:0);Ka.insert(Ra)}La.push(Ka);mxUtils.remove(Ga.invert?sa:Ea,va)}}}});xa(na,na,la);if(null!=y[na.id])for(ya=0;ya<y[na.id].length;ya++)xa(na,y[na.id][ya],la)}}if(null!=Z)for(ca=0;ca<l.length;ca++)for(na=l[ca],ya=0;ya<Z.length;ya++)A.setAttributeForCell(na,mxUtils.trim(Z[ya]),null);if(0<q.length){var ta=new mxParallelEdgeLayout(A);ta.spacing=W;ta.checkOverlap= -!0;var wa=function(){0<ta.spacing&&ta.execute(A.getDefaultParent());for(var sa=0;sa<q.length;sa++){var oa=A.getCellGeometry(q[sa]);oa.x=Math.round(A.snap(oa.x));oa.y=Math.round(A.snap(oa.y));"auto"==P&&(oa.width=Math.round(A.snap(oa.width)));"auto"==I&&(oa.height=Math.round(A.snap(oa.height)))}};if("["==V.charAt(0)){var qa=L;A.view.validate();this.executeLayouts(A.createLayouts(JSON.parse(V)),function(){wa();qa()});L=null}else if("circle"==V){var fa=new mxCircleLayout(A);fa.disableEdgeStyle=!1;fa.resetEdges= -!1;var aa=fa.isVertexIgnored;fa.isVertexIgnored=function(sa){return aa.apply(this,arguments)||0>mxUtils.indexOf(q,sa)};this.executeLayout(function(){fa.execute(A.getDefaultParent());wa()},!0,L);L=null}else if("horizontaltree"==V||"verticaltree"==V||"auto"==V&&La.length==2*q.length-1&&1==va.length){A.view.validate();var ia=new mxCompactTreeLayout(A,"horizontaltree"==V);ia.levelDistance=X;ia.edgeRouting=!1;ia.resetEdges=!1;this.executeLayout(function(){ia.execute(A.getDefaultParent(),0<va.length?va[0]: -null)},!0,L);L=null}else if("horizontalflow"==V||"verticalflow"==V||"auto"==V&&1==va.length){A.view.validate();var ha=new mxHierarchicalLayout(A,"horizontalflow"==V?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH);ha.intraCellSpacing=X;ha.parallelEdgeSpacing=W;ha.interRankCellSpacing=t;ha.disableEdgeStyle=!1;this.executeLayout(function(){ha.execute(A.getDefaultParent(),La);A.moveCells(La,O,S)},!0,L);L=null}else if("orgchart"==V){A.view.validate();var ma=new mxOrgChartLayout(A,2,t,X),ua=ma.isVertexIgnored; -ma.isVertexIgnored=function(sa){return ua.apply(this,arguments)||0>mxUtils.indexOf(q,sa)};this.executeLayout(function(){ma.execute(A.getDefaultParent());wa()},!0,L);L=null}else if("organic"==V||"auto"==V&&La.length>q.length){A.view.validate();var ra=new mxFastOrganicLayout(A);ra.forceConstant=3*X;ra.disableEdgeStyle=!1;ra.resetEdges=!1;var za=ra.isVertexIgnored;ra.isVertexIgnored=function(sa){return za.apply(this,arguments)||0>mxUtils.indexOf(q,sa)};this.executeLayout(function(){ra.execute(A.getDefaultParent()); -wa()},!0,L);L=null}}this.hideDialog()}finally{A.model.endUpdate()}null!=L&&L()}}catch(sa){this.handleError(sa)}};EditorUi.prototype.getSearch=function(d){var g="";if("1"!=urlParams.offline&&"1"!=urlParams.demo&&null!=d&&0<window.location.search.length){var k="?",l;for(l in urlParams)0>mxUtils.indexOf(d,l)&&null!=urlParams[l]&&(g+=k+l+"="+urlParams[l],k="&")}else g=window.location.search;return g};EditorUi.prototype.getUrl=function(d){d=null!=d?d:window.location.pathname;var g=0<d.indexOf("?")?1:0; -if("1"==urlParams.offline)d+=window.location.search;else{var k="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),l;for(l in urlParams)0>mxUtils.indexOf(k,l)&&(d=0==g?d+"?":d+"&",null!=urlParams[l]&&(d+=l+"="+urlParams[l],g++))}return d};EditorUi.prototype.showLinkDialog=function(d,g,k,l,p){d=new LinkDialog(this,d,g,k,!0,l,p);this.showDialog(d.container,560,130,!0,!0);d.init()};EditorUi.prototype.getServiceCount=function(d){var g=1;null==this.drive&& -"function"!==typeof window.DriveClient||g++;null==this.dropbox&&"function"!==typeof window.DropboxClient||g++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||g++;null!=this.gitHub&&g++;null!=this.gitLab&&g++;d&&isLocalStorage&&"1"==urlParams.browser&&g++;return g};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates();var d=this.getCurrentFile(),g=null!=d||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(g); -this.menus.get("viewZoom").setEnabled(g);var k=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==d||d.isRestricted());this.actions.get("makeCopy").setEnabled(!k);this.actions.get("print").setEnabled(!k);this.menus.get("exportAs").setEnabled(!k);this.menus.get("embed").setEnabled(!k);k="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(k);Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(k),this.menus.get("newLibrary").setEnabled(k)); -d="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=d&&d.isEditable();this.actions.get("image").setEnabled(g);this.actions.get("zoomIn").setEnabled(g);this.actions.get("zoomOut").setEnabled(g);this.actions.get("resetView").setEnabled(g);this.actions.get("undo").setEnabled(this.canUndo()&&d);this.actions.get("redo").setEnabled(this.canRedo()&&d);this.menus.get("edit").setEnabled(g);this.menus.get("view").setEnabled(g);this.menus.get("importFrom").setEnabled(d);this.menus.get("arrange").setEnabled(d); -null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(d),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(d));this.updateUserElement()};EditorUi.prototype.updateButtonContainer=function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck=function(){};EditorUi.prototype.isDiagramActive=function(){var d=this.getCurrentFile();return null!=d&&d.isEditable()|| -"1"==urlParams.embed&&this.editor.graph.isEnabled()};var n=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){n.apply(this,arguments);var d=this.editor.graph,g=this.getCurrentFile(),k=this.getSelectionState(),l=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(l);this.actions.get("autosave").setEnabled(null!=g&&g.isEditable()&&g.isAutosaveOptional());this.actions.get("guides").setEnabled(l);this.actions.get("editData").setEnabled(d.isEnabled());this.actions.get("shadowVisible").setEnabled(l); -this.actions.get("connectionArrows").setEnabled(l);this.actions.get("connectionPoints").setEnabled(l);this.actions.get("copyStyle").setEnabled(l&&!d.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(l&&0<k.cells.length);this.actions.get("editGeometry").setEnabled(0<k.vertices.length);this.actions.get("createShape").setEnabled(l);this.actions.get("createRevision").setEnabled(l);this.actions.get("moveToFolder").setEnabled(null!=g);this.actions.get("makeCopy").setEnabled(null!=g&&!g.isRestricted()); -this.actions.get("editDiagram").setEnabled(l&&(null==g||!g.isRestricted()));this.actions.get("publishLink").setEnabled(null!=g&&!g.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=g&&g.isRenamable()||"1"==urlParams.embed);this.actions.get("close").setEnabled(null!= -g);this.menus.get("publish").setEnabled(null!=g&&!g.isRestricted());g=this.actions.get("findReplace");g.setEnabled("hidden"!=this.diagramContainer.style.visibility);g.label=mxResources.get("find")+(d.isEnabled()?"/"+mxResources.get("replace"):"")+"...";d=d.view.getState(d.getSelectionCell());this.actions.get("editShape").setEnabled(l&&null!=d&&null!=d.shape&&null!=d.shape.stencil)};var v=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog), -this.exportDialog=null);v.apply(this,arguments)};null!=window.ExportDialog&&(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(d,g,k,l,p,q,y,z){var A=d.editor.graph;if("xml"==k)d.hideDialog(),d.saveData(g,"xml",mxUtils.getXml(d.editor.getGraphXml()),"text/xml");else if("svg"==k)d.hideDialog(),d.saveData(g,"svg",mxUtils.getXml(A.getSvg(l,p,q)),"image/svg+xml");else{var B=d.getFileData(!0,null,null,null,null,!0),J=A.getGraphBounds(),N=Math.floor(J.width*p/ -A.view.scale),K=Math.floor(J.height*p/A.view.scale);if(B.length<=MAX_REQUEST_SIZE&&N*K<MAX_AREA)if(d.hideDialog(),"png"!=k&&"jpg"!=k&&"jpeg"!=k||!d.isExportToCanvas()){var u={globalVars:A.getExportVariables()};z&&(u.grid={size:A.gridSize,steps:A.view.gridSteps,color:A.view.gridColor});d.saveRequest(g,k,function(x,G){return new mxXmlRequest(EXPORT_URL,"format="+k+"&base64="+(G||"0")+(null!=x?"&filename="+encodeURIComponent(x):"")+"&extras="+encodeURIComponent(JSON.stringify(u))+(0<y?"&dpi="+y:"")+ -"&bg="+(null!=l?l:"none")+"&w="+N+"&h="+K+"&border="+q+"&xml="+encodeURIComponent(B))})}else"png"==k?d.exportImage(p,null==l||"none"==l,!0,!1,!1,q,!0,!1,null,z,y):d.exportImage(p,!1,!0,!1,!1,q,!0,!1,"jpeg",z);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var d=this.editor.graph,g="";if(null!=this.pages)for(var k=0;k<this.pages.length;k++){var l=d;this.currentPage!=this.pages[k]&&(l=this.createTemporaryGraph(d.getStylesheet()), -this.updatePageRoot(this.pages[k]),l.model.setRoot(this.pages[k].root));g+=this.pages[k].getName()+" "+l.getIndexableText()+" "}else g=d.getIndexableText();this.editor.graph.setEnabled(!0);return g};EditorUi.prototype.showRemotelyStoredLibrary=function(d){var g={},k=document.createElement("div");k.style.whiteSpace="nowrap";var l=document.createElement("h3");mxUtils.write(l,mxUtils.htmlEntities(d));l.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";k.appendChild(l);var p= -document.createElement("div");p.style.cssText="border:1px solid lightGray;overflow: auto;height:300px";p.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var q={};try{var y=mxSettings.getCustomLibraries();for(d=0;d<y.length;d++){var z=y[d];if("R"==z.substring(0,1)){var A=JSON.parse(decodeURIComponent(z.substring(1)));q[A[0]]={id:A[0],title:A[1],downloadUrl:A[2]}}}}catch(B){}this.remoteInvoke("getCustomLibraries",null,null,function(B){p.innerText=""; -if(0==B.length)p.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+"</div>";else for(var J=0;J<B.length;J++){var N=B[J];q[N.id]&&(g[N.id]=N);var K=this.addCheckbox(p,N.title,q[N.id]);(function(u,x){mxEvent.addListener(x,"change",function(){this.checked?g[u.id]=u:delete g[u.id]})})(N,K)}},mxUtils.bind(this,function(B){p.innerText="";var J=document.createElement("div");J.style.padding="8px";J.style.textAlign="center";mxUtils.write(J, -mxResources.get("error")+": ");mxUtils.write(J,null!=B&&null!=B.message?B.message:mxResources.get("unknownError"));p.appendChild(J)}));k.appendChild(p);k=new CustomDialog(this,k,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var B=0,J;for(J in g)null==q[J]&&(B++,mxUtils.bind(this,function(N){this.remoteInvoke("getFileContent",[N.downloadUrl],null,mxUtils.bind(this,function(K){B--;0==B&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this,K,N))}catch(u){this.handleError(u, -mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){B--;0==B&&this.spinner.stop();this.handleError(null,mxResources.get("errorLoadingFile"))}))})(g[J]));for(J in q)g[J]||this.closeLibrary(new RemoteLibrary(this,null,q[J]));0==B&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(k.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1},getLocalStorageFile:{isAsync:!1, -allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]},setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(d){this.remoteWin=d;for(var g=0;g<this.remoteInvokeQueue.length;g++)d.postMessage(this.remoteInvokeQueue[g],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse=function(d){var g= -d.msgMarkers,k=this.remoteInvokeCallbacks[g.callbackId];if(null==k)throw Error("No callback for "+(null!=g?g.callbackId:"null"));d.error?k.error&&k.error(d.error.errResp):k.callback&&k.callback.apply(this,d.resp);this.remoteInvokeCallbacks[g.callbackId]=null};EditorUi.prototype.remoteInvoke=function(d,g,k,l,p){var q=!0,y=window.setTimeout(mxUtils.bind(this,function(){q=!1;p({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),z=mxUtils.bind(this,function(){window.clearTimeout(y); -q&&l.apply(this,arguments)}),A=mxUtils.bind(this,function(){window.clearTimeout(y);q&&p.apply(this,arguments)});k=k||{};k.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:z,error:A});d=JSON.stringify({event:"remoteInvoke",funtionName:d,functionArgs:g,msgMarkers:k});null!=this.remoteWin?this.remoteWin.postMessage(d,"*"):this.remoteInvokeQueue.push(d)};EditorUi.prototype.handleRemoteInvoke=function(d,g){var k=mxUtils.bind(this,function(B,J){var N={event:"remoteInvokeResponse", -msgMarkers:d.msgMarkers};null!=J?N.error={errResp:J}:null!=B&&(N.resp=B);this.remoteWin.postMessage(JSON.stringify(N),"*")});try{var l=d.funtionName,p=this.remoteInvokableFns[l];if(null!=p&&"function"===typeof this[l]){if(p.allowedDomains){for(var q=!1,y=0;y<p.allowedDomains.length;y++)if(g=="https://"+p.allowedDomains[y]){q=!0;break}if(!q){k(null,"Invalid Call: "+l+" is not allowed.");return}}var z=d.functionArgs;Array.isArray(z)||(z=[]);if(p.isAsync)z.push(function(){k(Array.prototype.slice.apply(arguments))}), -z.push(function(B){k(null,B||"Unkown Error")}),this[l].apply(this,z);else{var A=this[l].apply(this,z);k([A])}}else k(null,"Invalid Call: "+l+" is not found.")}catch(B){k(null,"Invalid Call: An error occurred, "+B.message)}};EditorUi.prototype.openDatabase=function(d,g){if(null==this.database){var k=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=k)try{var l=k.open("database",2);l.onupgradeneeded=function(p){try{var q=l.result;1>p.oldVersion&&q.createObjectStore("objects",{keyPath:"key"}); -2>p.oldVersion&&(q.createObjectStore("files",{keyPath:"title"}),q.createObjectStore("filesInfo",{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(y){null!=g&&g(y)}};l.onsuccess=mxUtils.bind(this,function(p){var q=l.result;this.database=q;EditorUi.migrateStorageFiles&&(StorageFile.migrate(q),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(y){if(!y|| -"1"==urlParams.forceMigration){var z=document.createElement("iframe");z.style.display="none";z.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(z);var A=!0,B=!1,J,N=0,K=mxUtils.bind(this,function(){B=!0;this.setDatabaseItem(".drawioMigrated3",!0);z.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),u=mxUtils.bind(this,function(){N++;x()}),x=mxUtils.bind(this,function(){try{if(N>= -J.length)K();else{var D=J[N];StorageFile.getFileContent(this,D,mxUtils.bind(this,function(F){null==F||".scratchpad"==D&&F==this.emptyLibraryXml?z.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[D]}),"*"):u()}),u)}}catch(F){console.log(F)}}),G=mxUtils.bind(this,function(D){try{this.setDatabaseItem(null,[{title:D.title,size:D.data.length,lastModified:Date.now(),type:D.isLib?"L":"F"},{title:D.title,data:D.data}],u,u,["filesInfo","files"])}catch(F){console.log(F)}}); -y=mxUtils.bind(this,function(D){try{if(D.source==z.contentWindow){var F={};try{F=JSON.parse(D.data)}catch(H){}"init"==F.event?(z.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),z.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=F.event||B||(A?null!=F.resp&&0<F.resp.length&&null!=F.resp[0]?(J=F.resp[0],A=!1,x()):K():null!=F.resp&&0<F.resp.length&&null!=F.resp[0]?G(F.resp[0]):u())}}catch(H){console.log(H)}}); -window.addEventListener("message",y)}})));d(q);q.onversionchange=function(){q.close()}});l.onerror=g;l.onblocked=function(){}}catch(p){null!=g&&g(p)}else null!=g&&g()}else d(this.database)};EditorUi.prototype.setDatabaseItem=function(d,g,k,l,p){this.openDatabase(mxUtils.bind(this,function(q){try{p=p||"objects";Array.isArray(p)||(p=[p],d=[d],g=[g]);var y=q.transaction(p,"readwrite");y.oncomplete=k;y.onerror=l;for(q=0;q<p.length;q++)y.objectStore(p[q]).put(null!=d&&null!=d[q]?{key:d[q],data:g[q]}:g[q])}catch(z){null!= -l&&l(z)}}),l)};EditorUi.prototype.removeDatabaseItem=function(d,g,k,l){this.openDatabase(mxUtils.bind(this,function(p){l=l||"objects";Array.isArray(l)||(l=[l],d=[d]);p=p.transaction(l,"readwrite");p.oncomplete=g;p.onerror=k;for(var q=0;q<l.length;q++)p.objectStore(l[q]).delete(d[q])}),k)};EditorUi.prototype.getDatabaseItem=function(d,g,k,l){this.openDatabase(mxUtils.bind(this,function(p){try{l=l||"objects";var q=p.transaction([l],"readonly").objectStore(l).get(d);q.onsuccess=function(){g(q.result)}; -q.onerror=k}catch(y){null!=k&&k(y)}}),k)};EditorUi.prototype.getDatabaseItems=function(d,g,k){this.openDatabase(mxUtils.bind(this,function(l){try{k=k||"objects";var p=l.transaction([k],"readonly").objectStore(k).openCursor(IDBKeyRange.lowerBound(0)),q=[];p.onsuccess=function(y){null==y.target.result?d(q):(q.push(y.target.result.value),y.target.result.continue())};p.onerror=g}catch(y){null!=g&&g(y)}}),g)};EditorUi.prototype.getDatabaseItemKeys=function(d,g,k){this.openDatabase(mxUtils.bind(this,function(l){try{k= -k||"objects";var p=l.transaction([k],"readonly").objectStore(k).getAllKeys();p.onsuccess=function(){d(p.result)};p.onerror=g}catch(q){null!=g&&g(q)}}),g)};EditorUi.prototype.commentsSupported=function(){var d=this.getCurrentFile();return null!=d?d.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsSaveNeeded(): -!1};EditorUi.prototype.getComments=function(d,g){var k=this.getCurrentFile();null!=k?k.getComments(d,g):d([])};EditorUi.prototype.addComment=function(d,g,k){var l=this.getCurrentFile();null!=l?l.addComment(d,g,k):g(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var d=this.getCurrentFile();return null!=d?d.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var d=this.getCurrentFile();return null!=d?d.canComment():!0};EditorUi.prototype.newComment=function(d,g){var k=this.getCurrentFile(); -return null!=k?k.newComment(d,g):new DrawioComment(this,null,d,Date.now(),Date.now(),!1,g)};EditorUi.prototype.isRevisionHistorySupported=function(){var d=this.getCurrentFile();return null!=d&&d.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(d,g){var k=this.getCurrentFile();null!=k&&k.getRevisions?k.getRevisions(d,g):g({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var d=this.getCurrentFile();return null!=d&&(d.constructor== -DriveFile&&d.isEditable()||d.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(d){d.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(d,g,k,l,p,q,y,z){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(d,g,k,l,p,q,y,z)};EditorUi.prototype.loadFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts");return this.editor.loadFonts(d)}; -EditorUi.prototype.createSvgDataUri=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(d)};EditorUi.prototype.embedCssFonts=function(d,g){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(d,g)};EditorUi.prototype.embedExtFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(d)};EditorUi.prototype.exportToCanvas=function(d,g,k,l,p,q,y,z,A,B,J,N,K,u,x,G){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas"); -return this.editor.exportToCanvas(d,g,k,l,p,q,y,z,A,B,J,N,K,u,x,G)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(d,g,k,l){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(d,g,k,l)};EditorUi.prototype.convertImageToDataUri=function(d,g){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri"); -return this.editor.convertImageToDataUri(d,g)};EditorUi.prototype.base64Encode=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(d)};EditorUi.prototype.updateCRC=function(d,g,k,l){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(d,g,k,l)};EditorUi.prototype.crc32=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(d)};EditorUi.prototype.writeGraphModelToPng=function(d,g,k,l,p){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng"); -return Editor.writeGraphModelToPng(d,g,k,l,p)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var d=[],g=0;g<localStorage.length;g++){var k=localStorage.key(g),l=localStorage.getItem(k);if(0<k.length&&(".scratchpad"==k||"."!=k.charAt(0))&&0<l.length){var p="<mxfile "===l.substring(0,8)||"<?xml"===l.substring(0,5)||"\x3c!--[if IE]>"===l.substring(0,12);l="<mxlibrary>"===l.substring(0,11);(p|| -l)&&d.push(k)}}return d};EditorUi.prototype.getLocalStorageFile=function(d){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var g=localStorage.getItem(d);return{title:d,data:g,isLib:"<mxlibrary>"===g.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); -var CommentsWindow=function(b,e,f,c,m,n){function v(){for(var H=N.getElementsByTagName("div"),E=0,P=0;P<H.length;P++)"none"!=H[P].style.display&&H[P].parentNode==N&&E++;K.style.display=0==E?"block":"none"}function d(H,E,P,I){function T(){E.removeChild(W);E.removeChild(X);M.style.display="block";R.style.display="block"}A={div:E,comment:H,saveCallback:P,deleteOnCancel:I};var R=E.querySelector(".geCommentTxt"),M=E.querySelector(".geCommentActionsList"),W=document.createElement("textarea");W.className= -"geCommentEditTxtArea";W.style.minHeight=R.offsetHeight+"px";W.value=H.content;E.insertBefore(W,R);var X=document.createElement("div");X.className="geCommentEditBtns";var t=mxUtils.button(mxResources.get("cancel"),function(){I?(E.parentNode.removeChild(E),v()):T();A=null});t.className="geCommentEditBtn";X.appendChild(t);var C=mxUtils.button(mxResources.get("save"),function(){R.innerText="";H.content=W.value;mxUtils.write(R,H.content);T();P(H);A=null});mxEvent.addListener(W,"keydown",mxUtils.bind(this, -function(L){mxEvent.isConsumed(L)||((mxEvent.isControlDown(L)||mxClient.IS_MAC&&mxEvent.isMetaDown(L))&&13==L.keyCode?(C.click(),mxEvent.consume(L)):27==L.keyCode&&(t.click(),mxEvent.consume(L)))}));C.focus();C.className="geCommentEditBtn gePrimaryBtn";X.appendChild(C);E.insertBefore(X,R);M.style.display="none";R.style.display="none";W.focus()}function g(H,E){E.innerText="";H=new Date(H.modifiedDate);var P=b.timeSince(H);null==P&&(P=mxResources.get("lessThanAMinute"));mxUtils.write(E,mxResources.get("timeAgo", -[P],"{1} ago"));E.setAttribute("title",H.toLocaleDateString()+" "+H.toLocaleTimeString())}function k(H){var E=document.createElement("img");E.className="geCommentBusyImg";E.src=IMAGE_PATH+"/spin.gif";H.appendChild(E);H.busyImg=E}function l(H){H.style.border="1px solid red";H.removeChild(H.busyImg)}function p(H){H.style.border="";H.removeChild(H.busyImg)}function q(H,E,P,I,T){function R(O,S,U){var V=document.createElement("li");V.className="geCommentAction";var Y=document.createElement("a");Y.className= -"geCommentActionLnk";mxUtils.write(Y,O);V.appendChild(Y);mxEvent.addListener(Y,"click",function(ba){S(ba,H);ba.preventDefault();mxEvent.consume(ba)});Q.appendChild(V);U&&(V.style.display="none")}function M(){function O(V){S.push(U);if(null!=V.replies)for(var Y=0;Y<V.replies.length;Y++)U=U.nextSibling,O(V.replies[Y])}var S=[],U=X;O(H);return{pdiv:U,replies:S}}function W(O,S,U,V,Y){function ba(){k(ja);H.addReply(ea,function(ca){ea.id=ca;H.replies.push(ea);p(ja);U&&U()},function(ca){Z();l(ja);b.handleError(ca, -null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))},V,Y)}function Z(){d(ea,ja,function(ca){ba()},!0)}var da=M().pdiv,ea=b.newComment(O,b.getCurrentUser());ea.pCommentId=H.id;null==H.replies&&(H.replies=[]);var ja=q(ea,H.replies,da,I+1);S?Z():ba()}if(T||!H.isResolved){K.style.display="none";var X=document.createElement("div");X.className="geCommentContainer";X.setAttribute("data-commentId",H.id);X.style.marginLeft=20*I+5+"px";H.isResolved&&!Editor.isDarkMode()&&(X.style.backgroundColor= -"ghostWhite");var t=document.createElement("div");t.className="geCommentHeader";var C=document.createElement("img");C.className="geCommentUserImg";C.src=H.user.pictureUrl||Editor.userImage;t.appendChild(C);C=document.createElement("div");C.className="geCommentHeaderTxt";t.appendChild(C);var L=document.createElement("div");L.className="geCommentUsername";mxUtils.write(L,H.user.displayName||"");C.appendChild(L);L=document.createElement("div");L.className="geCommentDate";L.setAttribute("data-commentId", -H.id);g(H,L);C.appendChild(L);X.appendChild(t);t=document.createElement("div");t.className="geCommentTxt";mxUtils.write(t,H.content||"");X.appendChild(t);H.isLocked&&(X.style.opacity="0.5");t=document.createElement("div");t.className="geCommentActions";var Q=document.createElement("ul");Q.className="geCommentActionsList";t.appendChild(Q);y||H.isLocked||0!=I&&!z||R(mxResources.get("reply"),function(){W("",!0)},H.isResolved);C=b.getCurrentUser();null==C||C.id!=H.user.id||y||H.isLocked||(R(mxResources.get("edit"), -function(){function O(){d(H,X,function(){k(X);H.editComment(H.content,function(){p(X)},function(S){l(X);O();b.handleError(S,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}O()},H.isResolved),R(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){k(X);H.deleteComment(function(O){if(!0===O){O=X.querySelector(".geCommentTxt");O.innerText="";mxUtils.write(O,mxResources.get("msgDeleted"));var S=X.querySelectorAll(".geCommentAction");for(O= -0;O<S.length;O++)S[O].parentNode.removeChild(S[O]);p(X);X.style.opacity="0.5"}else{S=M(H).replies;for(O=0;O<S.length;O++)N.removeChild(S[O]);for(O=0;O<E.length;O++)if(E[O]==H){E.splice(O,1);break}K.style.display=0==N.getElementsByTagName("div").length?"block":"none"}},function(O){l(X);b.handleError(O,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})},H.isResolved));y||H.isLocked||0!=I||R(H.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(O){function S(){var U= -O.target;U.innerText="";H.isResolved=!H.isResolved;mxUtils.write(U,H.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var V=H.isResolved?"none":"",Y=M(H).replies,ba=Editor.isDarkMode()?"transparent":H.isResolved?"ghostWhite":"white",Z=0;Z<Y.length;Z++){Y[Z].style.backgroundColor=ba;for(var da=Y[Z].querySelectorAll(".geCommentAction"),ea=0;ea<da.length;ea++)da[ea]!=U.parentNode&&(da[ea].style.display=V);G||(Y[Z].style.display="none")}v()}H.isResolved?W(mxResources.get("reOpened")+ -": ",!0,S,!1,!0):W(mxResources.get("markedAsResolved"),!1,S,!0)});X.appendChild(t);null!=P?N.insertBefore(X,P.nextSibling):N.appendChild(X);for(P=0;null!=H.replies&&P<H.replies.length;P++)t=H.replies[P],t.isResolved=H.isResolved,q(t,H.replies,null,I+1,T);null!=A&&(A.comment.id==H.id?(T=H.content,H.content=A.comment.content,d(H,X,A.saveCallback,A.deleteOnCancel),H.content=T):null==A.comment.id&&A.comment.pCommentId==H.id&&(N.appendChild(A.div),d(A.comment,A.div,A.saveCallback,A.deleteOnCancel)));return X}} -var y=!b.canComment(),z=b.canReplyToReplies(),A=null,B=document.createElement("div");B.className="geCommentsWin";B.style.background=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";var J=EditorUi.compactUi?"26px":"30px",N=document.createElement("div");N.className="geCommentsList";N.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";N.style.bottom=parseInt(J)+7+"px";B.appendChild(N);var K=document.createElement("span");K.style.cssText="display:none;padding-top:10px;text-align:center;"; -mxUtils.write(K,mxResources.get("noCommentsFound"));var u=document.createElement("div");u.className="geToolbarContainer geCommentsToolbar";u.style.height=J;u.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";u.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";J=document.createElement("a");J.className="geButton";if(!y){var x=J.cloneNode();x.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';x.setAttribute("title",mxResources.get("create")+ -"...");mxEvent.addListener(x,"click",function(H){function E(){d(P,I,function(T){k(I);b.addComment(T,function(R){T.id=R;D.push(T);p(I)},function(R){l(I);E();b.handleError(R,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var P=b.newComment("",b.getCurrentUser()),I=q(P,D,null,0);E();H.preventDefault();mxEvent.consume(H)});u.appendChild(x)}x=J.cloneNode();x.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';x.setAttribute("title",mxResources.get("showResolved")); -var G=!1;Editor.isDarkMode()&&(x.style.filter="invert(100%)");mxEvent.addListener(x,"click",function(H){this.className=(G=!G)?"geButton geCheckedBtn":"geButton";F();H.preventDefault();mxEvent.consume(H)});u.appendChild(x);b.commentsRefreshNeeded()&&(x=J.cloneNode(),x.innerHTML='<img src="'+IMAGE_PATH+'/update16.png" style="width: 16px; padding: 2px;">',x.setAttribute("title",mxResources.get("refresh")),Editor.isDarkMode()&&(x.style.filter="invert(100%)"),mxEvent.addListener(x,"click",function(H){F(); -H.preventDefault();mxEvent.consume(H)}),u.appendChild(x));b.commentsSaveNeeded()&&(J=J.cloneNode(),J.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',J.setAttribute("title",mxResources.get("save")),Editor.isDarkMode()&&(J.style.filter="invert(100%)"),mxEvent.addListener(J,"click",function(H){n();H.preventDefault();mxEvent.consume(H)}),u.appendChild(J));B.appendChild(u);var D=[],F=mxUtils.bind(this,function(){this.hasError=!1;if(null!=A)try{A.div=A.div.cloneNode(!0); -var H=A.div.querySelector(".geCommentEditTxtArea"),E=A.div.querySelector(".geCommentEditBtns");A.comment.content=H.value;H.parentNode.removeChild(H);E.parentNode.removeChild(E)}catch(P){b.handleError(P)}N.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+"...</div>";z=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(P){function I(T){if(null!=T){T.sort(function(M,W){return new Date(M.modifiedDate)- -new Date(W.modifiedDate)});for(var R=0;R<T.length;R++)I(T[R].replies)}}P.sort(function(T,R){return new Date(T.modifiedDate)-new Date(R.modifiedDate)});N.innerText="";N.appendChild(K);K.style.display="block";D=P;for(P=0;P<D.length;P++)I(D[P].replies),q(D[P],D,null,0,G);null!=A&&null==A.comment.id&&null==A.comment.pCommentId&&(N.appendChild(A.div),d(A.comment,A.div,A.saveCallback,A.deleteOnCancel))},mxUtils.bind(this,function(P){N.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(P&&P.message? -": "+P.message:""));this.hasError=!0})):N.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))});F();this.refreshComments=F;u=mxUtils.bind(this,function(){function H(R){var M=P[R.id];if(null!=M)for(g(R,M),M=0;null!=R.replies&&M<R.replies.length;M++)H(R.replies[M])}if(this.window.isVisible()){for(var E=N.querySelectorAll(".geCommentDate"),P={},I=0;I<E.length;I++){var T=E[I];P[T.getAttribute("data-commentId")]=T}for(I=0;I<D.length;I++)H(D[I])}});setInterval(u,6E4);this.refreshCommentsTime=u;this.window= -new mxWindow(mxResources.get("comments"),B,e,f,c,m,!0,!0);this.window.minimumSize=new mxRectangle(0,0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,e,f,c,m,n,v,d,g,k,l){var p=document.createElement("div");p.style.textAlign="center";l=null!=l?l:44;var q= -document.createElement("div");q.style.padding="6px";q.style.overflow="auto";q.style.maxHeight=l+"px";q.style.lineHeight="1.2em";mxUtils.write(q,e);p.appendChild(q);null!=k&&(q=document.createElement("div"),q.style.padding="6px 0 6px 0",e=document.createElement("img"),e.setAttribute("src",k),q.appendChild(e),p.appendChild(q));k=document.createElement("div");k.style.textAlign="center";k.style.whiteSpace="nowrap";var y=document.createElement("input");y.setAttribute("type","checkbox");n=mxUtils.button(n|| -mxResources.get("cancel"),function(){b.hideDialog();null!=c&&c(y.checked)});n.className="geBtn";null!=d&&(n.innerHTML=d+"<br>"+n.innerHTML,n.style.paddingBottom="8px",n.style.paddingTop="8px",n.style.height="auto",n.style.width="40%");b.editor.cancelFirst&&k.appendChild(n);var z=mxUtils.button(m||mxResources.get("ok"),function(){b.hideDialog();null!=f&&f(y.checked)});k.appendChild(z);null!=v?(z.innerHTML=v+"<br>"+z.innerHTML+"<br>",z.style.paddingBottom="8px",z.style.paddingTop="8px",z.style.height= -"auto",z.className="geBtn",z.style.width="40%"):z.className="geBtn gePrimaryBtn";b.editor.cancelFirst||k.appendChild(n);p.appendChild(k);g?(k.style.marginTop="10px",q=document.createElement("p"),q.style.marginTop="20px",q.style.marginBottom="0px",q.appendChild(y),m=document.createElement("span"),mxUtils.write(m," "+mxResources.get("rememberThisSetting")),q.appendChild(m),p.appendChild(q),mxEvent.addListener(m,"click",function(A){y.checked=!y.checked;mxEvent.consume(A)})):k.style.marginTop="12px"; -this.init=function(){z.focus()};this.container=p};EditorUi.DIFF_INSERT="i";EditorUi.DIFF_REMOVE="r";EditorUi.DIFF_UPDATE="u";EditorUi.transientViewStateProperties="defaultParent currentRoot scrollLeft scrollTop scale translate lastPasteXml pasteCounter".split(" ");EditorUi.prototype.viewStateProperties={background:!0,backgroundImage:!0,shadowVisible:!0,foldingEnabled:!0,pageScale:!0,mathEnabled:!0,pageFormat:!0,extFonts:!0}; -EditorUi.prototype.cellProperties={id:!0,value:!0,xmlValue:!0,vertex:!0,edge:!0,visible:!0,collapsed:!0,connectable:!0,parent:!0,children:!0,previous:!0,source:!0,target:!0,edges:!0,geometry:!0,style:!0,overlays:!0,mxObjectId:!0,mxTransient:!0};EditorUi.prototype.codec=new mxCodec;EditorUi.prototype.applyPatches=function(b,e,f,c,m){if(null!=e)for(var n=0;n<e.length;n++)null!=e[n]&&(b=this.patchPages(b,e[n],f,c,m));return b}; -EditorUi.prototype.patchPages=function(b,e,f,c,m){var n={},v=[],d={},g={},k={},l={};if(null!=c&&null!=c[EditorUi.DIFF_UPDATE])for(var p in c[EditorUi.DIFF_UPDATE])n[p]=c[EditorUi.DIFF_UPDATE][p];if(null!=e[EditorUi.DIFF_REMOVE])for(c=0;c<e[EditorUi.DIFF_REMOVE].length;c++)g[e[EditorUi.DIFF_REMOVE][c]]=!0;if(null!=e[EditorUi.DIFF_INSERT])for(c=0;c<e[EditorUi.DIFF_INSERT].length;c++)d[e[EditorUi.DIFF_INSERT][c].previous]=e[EditorUi.DIFF_INSERT][c];if(null!=e[EditorUi.DIFF_UPDATE])for(p in e[EditorUi.DIFF_UPDATE])c= -e[EditorUi.DIFF_UPDATE][p],null!=c.previous&&(l[c.previous]=p);if(null!=b){var q="";for(c=0;c<b.length;c++){var y=b[c].getId();k[y]=b[c];null!=l[q]||g[y]||null!=e[EditorUi.DIFF_UPDATE]&&null!=e[EditorUi.DIFF_UPDATE][y]&&null!=e[EditorUi.DIFF_UPDATE][y].previous||(l[q]=y);q=y}}var z={},A=mxUtils.bind(this,function(J){var N=null!=J?J.getId():"";if(null!=J&&!z[N]){z[N]=!0;v.push(J);var K=null!=e[EditorUi.DIFF_UPDATE]?e[EditorUi.DIFF_UPDATE][N]:null;null!=K&&(this.updatePageRoot(J),null!=K.name&&J.setName(K.name), -null!=K.view&&this.patchViewState(J,K.view),null!=K.cells&&this.patchPage(J,K.cells,n[J.getId()],m),!f||null==K.cells&&null==K.view||(J.needsUpdate=!0))}J=l[N];null!=J&&(delete l[N],A(k[J]));J=d[N];null!=J&&(delete d[N],B(J))}),B=mxUtils.bind(this,function(J){J=mxUtils.parseXml(J.data).documentElement;J=new DiagramPage(J);this.updatePageRoot(J);var N=k[J.getId()];null==N?A(J):(this.patchPage(N,this.diffPages([N],[J]),n[N.getId()],m),f&&(N.needsUpdate=!0))});A();for(p in l)A(k[l[p]]),delete l[p];for(p in d)B(d[p]), -delete d[p];return v};EditorUi.prototype.patchViewState=function(b,e){if(null!=b.viewState&&null!=e){b==this.currentPage&&(b.viewState=this.editor.graph.getViewState());for(var f in e)try{this.patchViewStateProperty(b,e,f)}catch(c){}b==this.currentPage&&this.editor.graph.setViewState(b.viewState,!0)}};EditorUi.prototype.patchViewStateProperty=function(b,e,f){b.viewState[f]=JSON.parse(e[f])}; -EditorUi.prototype.createParentLookup=function(b,e){function f(k){var l=c[k];null==l&&(l={inserted:[],moved:{}},c[k]=l);return l}var c={};if(null!=e[EditorUi.DIFF_INSERT])for(var m=0;m<e[EditorUi.DIFF_INSERT].length;m++){var n=e[EditorUi.DIFF_INSERT][m],v=null!=n.parent?n.parent:"",d=null!=n.previous?n.previous:"";f(v).inserted[d]=n}if(null!=e[EditorUi.DIFF_UPDATE])for(var g in e[EditorUi.DIFF_UPDATE])n=e[EditorUi.DIFF_UPDATE][g],null!=n.previous&&(v=n.parent,null==v&&(m=b.getCell(g),null!=m&&(m= -b.getParent(m),null!=m&&(v=m.getId()))),null!=v&&(f(v).moved[n.previous]=g));return c}; -EditorUi.prototype.patchPage=function(b,e,f,c){var m=b==this.currentPage?this.editor.graph.model:new mxGraphModel(b.root),n=this.createParentLookup(m,e);m.beginUpdate();try{var v=m.updateEdgeParent,d=new mxDictionary,g=[];m.updateEdgeParent=function(B,J){!d.get(B)&&c&&(d.put(B,!0),g.push(B))};var k=n[""],l=null!=k&&null!=k.inserted?k.inserted[""]:null,p=null;null!=l&&(p=this.getCellForJson(l));if(null==p){var q=null!=k&&null!=k.moved?k.moved[""]:null;null!=q&&(p=m.getCell(q))}null!=p&&(m.setRoot(p), -b.root=p);this.patchCellRecursive(b,m,m.root,n,e);if(null!=e[EditorUi.DIFF_REMOVE])for(var y=0;y<e[EditorUi.DIFF_REMOVE].length;y++){var z=m.getCell(e[EditorUi.DIFF_REMOVE][y]);null!=z&&m.remove(z)}if(null!=e[EditorUi.DIFF_UPDATE]){var A=null!=f&&null!=f.cells?f.cells[EditorUi.DIFF_UPDATE]:null;for(q in e[EditorUi.DIFF_UPDATE])this.patchCell(m,m.getCell(q),e[EditorUi.DIFF_UPDATE][q],null!=A?A[q]:null)}if(null!=e[EditorUi.DIFF_INSERT])for(y=0;y<e[EditorUi.DIFF_INSERT].length;y++)l=e[EditorUi.DIFF_INSERT][y], -z=m.getCell(l.id),null!=z&&(m.setTerminal(z,m.getCell(l.source),!0),m.setTerminal(z,m.getCell(l.target),!1));m.updateEdgeParent=v;if(c&&0<g.length)for(y=0;y<g.length;y++)m.contains(g[y])&&m.updateEdgeParent(g[y])}finally{m.endUpdate()}}; -EditorUi.prototype.patchCellRecursive=function(b,e,f,c,m){if(null!=f){var n=c[f.getId()],v=null!=n&&null!=n.inserted?n.inserted:{};n=null!=n&&null!=n.moved?n.moved:{};for(var d=0,g=e.getChildCount(f),k="",l=0;l<g;l++){var p=e.getChildAt(f,l).getId();null==n[k]&&(null==m[EditorUi.DIFF_UPDATE]||null==m[EditorUi.DIFF_UPDATE][p]||null==m[EditorUi.DIFF_UPDATE][p].previous&&null==m[EditorUi.DIFF_UPDATE][p].parent)&&(n[k]=p);k=p}g=mxUtils.bind(this,function(q,y){var z=null!=q?q.getId():"";null!=q&&y&&(y= -e.getCell(z),null!=y&&y!=q&&(q=null));null!=q&&(e.getChildAt(f,d)!=q&&e.add(f,q,d),this.patchCellRecursive(b,e,q,c,m),d++);return z});for(k=[null];0<k.length;)if(l=k.shift(),l=g(null!=l?l.child:null,null!=l?l.insert:!1),p=n[l],null!=p&&(delete n[l],k.push({child:e.getCell(p)})),p=v[l],null!=p&&(delete v[l],k.push({child:this.getCellForJson(p),insert:!0})),0==k.length){for(l in n)k.push({child:e.getCell(n[l])}),delete n[l];for(l in v)k.push({child:this.getCellForJson(v[l]),insert:!0}),delete v[l]}}}; -EditorUi.prototype.patchCell=function(b,e,f,c){if(null!=e&&null!=f){if(null==c||null==c.xmlValue&&(null==c.value||""==c.value))"value"in f?b.setValue(e,f.value):null!=f.xmlValue&&b.setValue(e,mxUtils.parseXml(f.xmlValue).documentElement);null!=c&&null!=c.style||null==f.style||b.setStyle(e,f.style);null!=f.visible&&b.setVisible(e,1==f.visible);null!=f.collapsed&&b.setCollapsed(e,1==f.collapsed);null!=f.vertex&&(e.vertex=1==f.vertex);null!=f.edge&&(e.edge=1==f.edge);null!=f.connectable&&(e.connectable= -1==f.connectable);null!=f.geometry&&b.setGeometry(e,this.codec.decode(mxUtils.parseXml(f.geometry).documentElement));null!=f.source&&b.setTerminal(e,b.getCell(f.source),!0);null!=f.target&&b.setTerminal(e,b.getCell(f.target),!1);for(var m in f)this.cellProperties[m]||(e[m]=f[m])}};EditorUi.prototype.getXmlForPages=function(b){b=this.getNodeForPages(b);var e=null;null!=b&&(e=mxUtils.getXml(b));return e}; -EditorUi.prototype.getNodeForPages=function(b){var e=null;if(null!=this.fileNode&&null!=b){e=this.fileNode.cloneNode(!1);for(var f=0;f<b.length;f++){var c=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b[f].root));this.editor.graph.saveViewState(b[f].viewState,c);var m=b[f].node.cloneNode(!1);m.appendChild(c);e.appendChild(m)}}return e};EditorUi.prototype.getPagesForXml=function(b){b=mxUtils.parseXml(b);return this.getPagesForNode(b.documentElement)}; -EditorUi.prototype.getPagesForNode=function(b,e){var f=this.editor.extractGraphModel(b,!0,!0);null!=f&&(b=f);e=b.getElementsByTagName(e||"diagram");f=[];if(0<e.length)for(b=0;b<e.length;b++){var c=new DiagramPage(e[b]);this.updatePageRoot(c,!0);f.push(c)}else"mxGraphModel"==b.nodeName&&(c=new DiagramPage(b.ownerDocument.createElement("diagram")),c.setName(mxResources.get("pageWithNumber",[1])),mxUtils.setTextContent(c.node,Graph.compressNode(b,!0)),f.push(c));return f}; -EditorUi.prototype.diffPages=function(b,e){var f=[],c=[],m={},n={},v={},d=null;if(null!=b&&null!=e){for(var g=0;g<e.length;g++)n[e[g].getId()]={page:e[g],prev:d},d=e[g];d=null;for(g=0;g<b.length;g++){var k=b[g].getId();e=n[k];if(null==e)c.push(k);else{var l=this.diffPage(b[g],e.page),p={};mxUtils.isEmptyObject(l)||(p.cells=l);l=this.diffViewState(b[g],e.page);mxUtils.isEmptyObject(l)||(p.view=l);if((null!=e.prev?null==d:null!=d)||null!=d&&null!=e.prev&&d.getId()!=e.prev.getId())p.previous=null!=e.prev? -e.prev.getId():"";null!=e.page.getName()&&b[g].getName()!=e.page.getName()&&(p.name=e.page.getName());mxUtils.isEmptyObject(p)||(v[k]=p)}delete n[b[g].getId()];d=b[g]}for(k in n)e=n[k],f.push({data:mxUtils.getXml(e.page.node),previous:null!=e.prev?e.prev.getId():""});mxUtils.isEmptyObject(v)||(m[EditorUi.DIFF_UPDATE]=v);0<c.length&&(m[EditorUi.DIFF_REMOVE]=c);0<f.length&&(m[EditorUi.DIFF_INSERT]=f)}return m}; -EditorUi.prototype.createCellLookup=function(b,e,f){f=null!=f?f:{};f[b.getId()]={cell:b,prev:e};var c=b.getChildCount();e=null;for(var m=0;m<c;m++){var n=b.getChildAt(m);this.createCellLookup(n,e,f);e=n}return f}; -EditorUi.prototype.diffCellRecursive=function(b,e,f,c,m){c=null!=c?c:{};var n=f[b.getId()];delete f[b.getId()];if(null==n)m.push(b.getId());else{var v=this.diffCell(b,n.cell);if(null!=v.parent||(null!=n.prev?null==e:null!=e)||null!=e&&null!=n.prev&&e.getId()!=n.prev.getId())v.previous=null!=n.prev?n.prev.getId():"";mxUtils.isEmptyObject(v)||(c[b.getId()]=v)}n=b.getChildCount();e=null;for(v=0;v<n;v++){var d=b.getChildAt(v);this.diffCellRecursive(d,e,f,c,m);e=d}return c}; -EditorUi.prototype.diffPage=function(b,e){var f=[],c=[],m={};this.updatePageRoot(b);this.updatePageRoot(e);e=this.createCellLookup(e.root);var n=this.diffCellRecursive(b.root,null,e,n,c),v;for(v in e)b=e[v],f.push(this.getJsonForCell(b.cell,b.prev));mxUtils.isEmptyObject(n)||(m[EditorUi.DIFF_UPDATE]=n);0<c.length&&(m[EditorUi.DIFF_REMOVE]=c);0<f.length&&(m[EditorUi.DIFF_INSERT]=f);return m}; -EditorUi.prototype.diffViewState=function(b,e){b=b.viewState;var f=e.viewState,c={};e==this.currentPage&&(f=this.editor.graph.getViewState());if(null!=b&&null!=f)for(var m in this.viewStateProperties)this.diffViewStateProperty(b,f,m,c);return c};EditorUi.prototype.diffViewStateProperty=function(b,e,f,c){b=JSON.stringify(this.getViewStateProperty(b,f));e=JSON.stringify(this.getViewStateProperty(e,f));b!=e&&(c[f]=e)}; -EditorUi.prototype.getViewStateProperty=function(b,e){b=b[e];"backgroundImage"==e&&null!=b&&null!=b.originalSrc?delete b.src:"extFonts"==e&&null==b&&(b=[]);return b}; -EditorUi.prototype.getCellForJson=function(b){var e=null!=b.geometry?this.codec.decode(mxUtils.parseXml(b.geometry).documentElement):null,f=b.value;null!=b.xmlValue&&(f=mxUtils.parseXml(b.xmlValue).documentElement);e=new mxCell(f,e,b.style);e.connectable=0!=b.connectable;e.collapsed=1==b.collapsed;e.visible=0!=b.visible;e.vertex=1==b.vertex;e.edge=1==b.edge;e.id=b.id;for(var c in b)this.cellProperties[c]||(e[c]=b[c]);return e}; -EditorUi.prototype.getJsonForCell=function(b,e){var f={id:b.getId()};b.vertex&&(f.vertex=1);b.edge&&(f.edge=1);b.connectable||(f.connectable=0);null!=b.parent&&(f.parent=b.parent.getId());null!=e&&(f.previous=e.getId());null!=b.source&&(f.source=b.source.getId());null!=b.target&&(f.target=b.target.getId());null!=b.style&&(f.style=b.style);null!=b.geometry&&(f.geometry=mxUtils.getXml(this.codec.encode(b.geometry)));b.collapsed&&(f.collapsed=1);b.visible||(f.visible=0);null!=b.value&&("object"===typeof b.value&& +!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var e=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!e.getContext||!e.getContext("2d"))}catch(q){}try{var g=document.createElement("canvas"),k=new Image;k.onload=function(){try{g.getContext("2d").drawImage(k,0,0);var q= +g.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=q&&6<q.length}catch(p){}};k.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}try{g=document.createElement("canvas");g.width=g.height=1;var n=g.toDataURL("image/jpeg"); +EditorUi.prototype.jpgSupported=null!==n.match("image/jpeg")}catch(q){}})();EditorUi.prototype.openLink=function(e,g,k){return this.editor.graph.openLink(e,g,k)};EditorUi.prototype.showSplash=function(e){};EditorUi.prototype.getLocalData=function(e,g){g(localStorage.getItem(e))};EditorUi.prototype.setLocalData=function(e,g,k){localStorage.setItem(e,g);null!=k&&k()};EditorUi.prototype.removeLocalData=function(e,g){localStorage.removeItem(e);g()};EditorUi.prototype.setShareCursorPosition=function(e){this.shareCursorPosition= +e;this.fireEvent(new mxEventObject("shareCursorPositionChanged"))};EditorUi.prototype.isShareCursorPosition=function(){return this.shareCursorPosition};EditorUi.prototype.setShowRemoteCursors=function(e){this.showRemoteCursors=e;this.fireEvent(new mxEventObject("showRemoteCursorsChanged"))};EditorUi.prototype.isShowRemoteCursors=function(){return this.showRemoteCursors};EditorUi.prototype.setMathEnabled=function(e){this.editor.graph.mathEnabled=e;this.editor.updateGraphComponents();this.editor.graph.refresh(); +this.editor.graph.defaultMathEnabled=e;this.fireEvent(new mxEventObject("mathEnabledChanged"))};EditorUi.prototype.isMathEnabled=function(e){return this.editor.graph.mathEnabled};EditorUi.prototype.isOfflineApp=function(){return"1"==urlParams.offline};EditorUi.prototype.isOffline=function(e){return this.isOfflineApp()||!navigator.onLine||!e&&("1"==urlParams.stealth||"1"==urlParams.lockdown)};EditorUi.prototype.isExternalDataComms=function(){return"1"!=urlParams.offline&&!this.isOffline()&&!this.isOfflineApp()}; +EditorUi.prototype.createSpinner=function(e,g,k){var n=null==e||null==g;k=null!=k?k:24;var q=new Spinner({lines:12,length:k,width:Math.round(k/3),radius:Math.round(k/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),p=q.spin;q.spin=function(E,y){var B=!1;this.active||(p.call(this,E),this.active=!0,null!=y&&(n&&(g=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,e=document.body.clientWidth/2-2),B=document.createElement("div"), +B.style.position="absolute",B.style.whiteSpace="nowrap",B.style.background="#4B4243",B.style.color="white",B.style.fontFamily=Editor.defaultHtmlFont,B.style.fontSize="9pt",B.style.padding="6px",B.style.paddingLeft="10px",B.style.paddingRight="10px",B.style.zIndex=2E9,B.style.left=Math.max(0,e)+"px",B.style.top=Math.max(0,g+70)+"px",mxUtils.setPrefixedStyle(B.style,"borderRadius","6px"),mxUtils.setPrefixedStyle(B.style,"transform","translate(-50%,-50%)"),Editor.isDarkMode()||mxUtils.setPrefixedStyle(B.style, +"boxShadow","2px 2px 3px 0px #ddd"),"..."!=y.substring(y.length-3,y.length)&&"!"!=y.charAt(y.length-1)&&(y+="..."),B.innerHTML=y,E.appendChild(B),q.status=B),this.pause=mxUtils.bind(this,function(){var J=function(){};this.active&&(J=mxUtils.bind(this,function(){this.spin(E,y)}));this.stop();return J}),B=!0);return B};var A=q.stop;q.stop=function(){A.call(this);this.active=!1;null!=q.status&&null!=q.status.parentNode&&q.status.parentNode.removeChild(q.status);q.status=null};q.pause=function(){return function(){}}; +return q};EditorUi.prototype.isCompatibleString=function(e){try{var g=mxUtils.parseXml(e),k=this.editor.extractGraphModel(g.documentElement,!0);return null!=k&&0==k.getElementsByTagName("parsererror").length}catch(n){}return!1};EditorUi.prototype.isVisioData=function(e){return 8<e.length&&(208==e.charCodeAt(0)&&207==e.charCodeAt(1)&&17==e.charCodeAt(2)&&224==e.charCodeAt(3)&&161==e.charCodeAt(4)&&177==e.charCodeAt(5)&&26==e.charCodeAt(6)&&225==e.charCodeAt(7)||80==e.charCodeAt(0)&&75==e.charCodeAt(1)&& +3==e.charCodeAt(2)&&4==e.charCodeAt(3)||80==e.charCodeAt(0)&&75==e.charCodeAt(1)&&3==e.charCodeAt(2)&&6==e.charCodeAt(3))};EditorUi.prototype.isRemoteVisioData=function(e){return 8<e.length&&(208==e.charCodeAt(0)&&207==e.charCodeAt(1)&&17==e.charCodeAt(2)&&224==e.charCodeAt(3)&&161==e.charCodeAt(4)&&177==e.charCodeAt(5)&&26==e.charCodeAt(6)&&225==e.charCodeAt(7)||60==e.charCodeAt(0)&&63==e.charCodeAt(1)&&120==e.charCodeAt(2)&&109==e.charCodeAt(3)&&108==e.charCodeAt(3))};var b=EditorUi.prototype.createKeyHandler; +EditorUi.prototype.createKeyHandler=function(e){var g=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var k=g.getFunction,n=this.editor.graph,q=this;g.getFunction=function(p){if(n.isSelectionEmpty()&&null!=q.pages&&0<q.pages.length){var A=q.getSelectedPageIndex();if(mxEvent.isShiftDown(p)){if(37==p.keyCode)return function(){0<A&&q.movePage(A,A-1)};if(38==p.keyCode)return function(){0<A&&q.movePage(A,0)};if(39==p.keyCode)return function(){A<q.pages.length-1&&q.movePage(A, +A+1)};if(40==p.keyCode)return function(){A<q.pages.length-1&&q.movePage(A,q.pages.length-1)}}else if(mxEvent.isControlDown(p)||mxClient.IS_MAC&&mxEvent.isMetaDown(p)){if(37==p.keyCode)return function(){0<A&&q.selectNextPage(!1)};if(38==p.keyCode)return function(){0<A&&q.selectPage(q.pages[0])};if(39==p.keyCode)return function(){A<q.pages.length-1&&q.selectNextPage(!0)};if(40==p.keyCode)return function(){A<q.pages.length-1&&q.selectPage(q.pages[q.pages.length-1])}}}return!(65<=p.keyCode&&90>=p.keyCode)|| +n.isSelectionEmpty()||mxEvent.isAltDown(p)||mxEvent.isShiftDown(p)||mxEvent.isControlDown(p)||mxClient.IS_MAC&&mxEvent.isMetaDown(p)?k.apply(this,arguments):null}}return g};var d=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(e){var g=d.apply(this,arguments);if(null==g)try{var k=e.indexOf("<mxfile ");if(0<=k){var n=e.lastIndexOf("</mxfile>");n>k&&(g=e.substring(k,n+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g, +""))}else{var q=mxUtils.parseXml(e),p=this.editor.extractGraphModel(q.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);g=null!=p?mxUtils.getXml(p):""}}catch(A){}return g};EditorUi.prototype.validateFileData=function(e){if(null!=e&&0<e.length){var g=e.indexOf('<meta charset="utf-8">');0<=g&&(e=e.slice(0,g)+'<meta charset="utf-8"/>'+e.slice(g+23-1,e.length));e=Graph.zapGremlins(e)}return e};EditorUi.prototype.replaceFileData=function(e){e=this.validateFileData(e); +e=null!=e&&0<e.length?mxUtils.parseXml(e).documentElement:null;var g=null!=e?this.editor.extractGraphModel(e,!0):null;null!=g&&(e=g);if(null!=e){g=this.editor.graph;g.model.beginUpdate();try{var k=null!=this.pages?this.pages.slice():null,n=e.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<n.length||1==n.length&&n[0].hasAttribute("name")){this.fileNode=e;this.pages=null!=this.pages?this.pages:[];for(var q=n.length-1;0<=q;q--){var p=this.updatePageRoot(new DiagramPage(n[q]));null==p.getName()&& +p.setName(mxResources.get("pageWithNumber",[q+1]));g.model.execute(new ChangePage(this,p,0==q?p:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode=e.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(e.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),g.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(e),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root); +if(null!=k)for(q=0;q<k.length;q++)g.model.execute(new ChangePage(this,k[q],null))}finally{g.model.endUpdate()}}};EditorUi.prototype.createFileData=function(e,g,k,n,q,p,A,E,y,B,J){g=null!=g?g:this.editor.graph;q=null!=q?q:!1;y=null!=y?y:!0;var N=null;if(null==k||k.getMode()==App.MODE_DEVICE||k.getMode()==App.MODE_BROWSER)var v="_blank";else N=v=n;if(null==e)return"";var u=e;if("mxfile"!=u.nodeName.toLowerCase()){if(J){var G=e.ownerDocument.createElement("diagram");G.setAttribute("id",Editor.guid()); +G.appendChild(e)}else{G=Graph.zapGremlins(mxUtils.getXml(e));u=Graph.compress(G);if(Graph.decompress(u)!=G)return G;G=e.ownerDocument.createElement("diagram");G.setAttribute("id",Editor.guid());mxUtils.setTextContent(G,u)}u=e.ownerDocument.createElement("mxfile");u.appendChild(G)}B?(u=u.cloneNode(!0),u.removeAttribute("modified"),u.removeAttribute("host"),u.removeAttribute("agent"),u.removeAttribute("etag"),u.removeAttribute("userAgent"),u.removeAttribute("version"),u.removeAttribute("editor"),u.removeAttribute("type")): +(u.removeAttribute("userAgent"),u.removeAttribute("version"),u.removeAttribute("editor"),u.removeAttribute("pages"),u.removeAttribute("type"),mxClient.IS_CHROMEAPP?u.setAttribute("host","Chrome"):EditorUi.isElectronApp?u.setAttribute("host","Electron"):u.setAttribute("host",window.location.hostname),u.setAttribute("modified",(new Date).toISOString()),u.setAttribute("agent",navigator.appVersion),u.setAttribute("version",EditorUi.VERSION),u.setAttribute("etag",Editor.guid()),e=null!=k?k.getMode():this.mode, +null!=e&&u.setAttribute("type",e),1<u.getElementsByTagName("diagram").length&&null!=this.pages&&u.setAttribute("pages",this.pages.length));J=J?mxUtils.getPrettyXml(u):mxUtils.getXml(u);if(!p&&!q&&(A||null!=k&&/(\.html)$/i.test(k.getTitle())))J=this.getHtml2(mxUtils.getXml(u),g,null!=k?k.getTitle():null,v,N);else if(p||!q&&null!=k&&/(\.svg)$/i.test(k.getTitle()))null==k||k.getMode()!=App.MODE_DEVICE&&k.getMode()!=App.MODE_BROWSER||(n=null),J=this.getEmbeddedSvg(J,g,n,null,E,y,N);return J};EditorUi.prototype.getXmlFileData= +function(e,g,k,n){e=null!=e?e:!0;g=null!=g?g:!1;k=null!=k?k:!Editor.compressXml;var q=this.editor.getGraphXml(e,n);if(e&&null!=this.fileNode&&null!=this.currentPage)if(e=function(y){var B=y.getElementsByTagName("mxGraphModel");B=0<B.length?B[0]:null;null==B&&k?(B=mxUtils.trim(mxUtils.getTextContent(y)),y=y.cloneNode(!1),0<B.length&&(B=Graph.decompress(B),null!=B&&0<B.length&&y.appendChild(mxUtils.parseXml(B).documentElement))):null==B||k?y=y.cloneNode(!0):(y=y.cloneNode(!1),mxUtils.setTextContent(y, +Graph.compressNode(B)));q.appendChild(y)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node,Graph.compressNode(q)),q=this.fileNode.cloneNode(!1),g)e(this.currentPage.node);else for(g=0;g<this.pages.length;g++){var p=this.pages[g],A=p.node;if(p!=this.currentPage)if(p.needsUpdate){var E=new mxCodec(mxUtils.createXmlDocument());E=E.encode(new mxGraphModel(p.root));this.editor.graph.saveViewState(p.viewState,E,null,n);EditorUi.removeChildNodes(A);mxUtils.setTextContent(A, +Graph.compressNode(E));delete p.needsUpdate}else n&&(this.updatePageRoot(p),null!=p.viewState.backgroundImage&&(null!=p.viewState.backgroundImage.originalSrc?p.viewState.backgroundImage=this.createImageForPageLink(p.viewState.backgroundImage.originalSrc,p):Graph.isPageLink(p.viewState.backgroundImage.src)&&(p.viewState.backgroundImage=this.createImageForPageLink(p.viewState.backgroundImage.src,p))),null!=p.viewState.backgroundImage&&null!=p.viewState.backgroundImage.originalSrc&&(E=new mxCodec(mxUtils.createXmlDocument()), +E=E.encode(new mxGraphModel(p.root)),this.editor.graph.saveViewState(p.viewState,E,null,n),A=A.cloneNode(!1),mxUtils.setTextContent(A,Graph.compressNode(E))));e(A)}return q};EditorUi.prototype.anonymizeString=function(e,g){for(var k=[],n=0;n<e.length;n++){var q=e.charAt(n);0<=EditorUi.ignoredAnonymizedChars.indexOf(q)?k.push(q):isNaN(parseInt(q))?q.toLowerCase()!=q?k.push(String.fromCharCode(65+Math.round(25*Math.random()))):q.toUpperCase()!=q?k.push(String.fromCharCode(97+Math.round(25*Math.random()))): +/\s/.test(q)?k.push(" "):k.push("?"):k.push(g?"0":Math.round(9*Math.random()))}return k.join("")};EditorUi.prototype.anonymizePatch=function(e){if(null!=e[EditorUi.DIFF_INSERT])for(var g=0;g<e[EditorUi.DIFF_INSERT].length;g++)try{var k=mxUtils.parseXml(e[EditorUi.DIFF_INSERT][g].data).documentElement.cloneNode(!1);null!=k.getAttribute("name")&&k.setAttribute("name",this.anonymizeString(k.getAttribute("name")));e[EditorUi.DIFF_INSERT][g].data=mxUtils.getXml(k)}catch(p){e[EditorUi.DIFF_INSERT][g].data= +p.message}if(null!=e[EditorUi.DIFF_UPDATE]){for(var n in e[EditorUi.DIFF_UPDATE]){var q=e[EditorUi.DIFF_UPDATE][n];null!=q.name&&(q.name=this.anonymizeString(q.name));null!=q.cells&&(g=mxUtils.bind(this,function(p){var A=q.cells[p];if(null!=A){for(var E in A)null!=A[E].value&&(A[E].value="["+A[E].value.length+"]"),null!=A[E].xmlValue&&(A[E].xmlValue="["+A[E].xmlValue.length+"]"),null!=A[E].style&&(A[E].style="["+A[E].style.length+"]"),mxUtils.isEmptyObject(A[E])&&delete A[E];mxUtils.isEmptyObject(A)&& +delete q.cells[p]}}),g(EditorUi.DIFF_INSERT),g(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(q.cells)&&delete q.cells);mxUtils.isEmptyObject(q)&&delete e[EditorUi.DIFF_UPDATE][n]}mxUtils.isEmptyObject(e[EditorUi.DIFF_UPDATE])&&delete e[EditorUi.DIFF_UPDATE]}return e};EditorUi.prototype.anonymizeAttributes=function(e,g){if(null!=e.attributes)for(var k=0;k<e.attributes.length;k++)"as"!=e.attributes[k].name&&e.setAttribute(e.attributes[k].name,this.anonymizeString(e.attributes[k].value,g));if(null!=e.childNodes)for(k= +0;k<e.childNodes.length;k++)this.anonymizeAttributes(e.childNodes[k],g)};EditorUi.prototype.anonymizeNode=function(e,g){g=e.getElementsByTagName("mxCell");for(var k=0;k<g.length;k++)null!=g[k].getAttribute("value")&&g[k].setAttribute("value","["+g[k].getAttribute("value").length+"]"),null!=g[k].getAttribute("xmlValue")&&g[k].setAttribute("xmlValue","["+g[k].getAttribute("xmlValue").length+"]"),null!=g[k].getAttribute("style")&&g[k].setAttribute("style","["+g[k].getAttribute("style").length+"]"),null!= +g[k].parentNode&&"root"!=g[k].parentNode.nodeName&&null!=g[k].parentNode.parentNode&&(g[k].setAttribute("id",g[k].parentNode.getAttribute("id")),g[k].parentNode.parentNode.replaceChild(g[k],g[k].parentNode));return e};EditorUi.prototype.synchronizeCurrentFile=function(e){var g=this.getCurrentFile();null!=g&&(g.savingFile?this.handleError({message:mxResources.get("busy")}):!e&&g.invalidChecksum?g.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(g.clearAutosave(), +this.editor.setStatus(""),e?g.reloadFile(mxUtils.bind(this,function(){g.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(k){g.handleFileError(k,!0)})):g.synchronizeFile(mxUtils.bind(this,function(){g.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(k){g.handleFileError(k,!0)}))))};EditorUi.prototype.getFileData=function(e,g,k,n,q,p,A,E,y,B,J){q=null!=q?q:!0;p=null!=p?p:!1;var N=this.editor.graph;if(g||!e&&null!=y&&/(\.svg)$/i.test(y.getTitle())){var v= +null!=N.themes&&"darkTheme"==N.defaultThemeName;B=!1;if(v||null!=this.pages&&this.currentPage!=this.pages[0]){var u=N.getGlobalVariable;N=this.createTemporaryGraph(v?N.getDefaultStylesheet():N.getStylesheet());N.setBackgroundImage=this.editor.graph.setBackgroundImage;N.background=this.editor.graph.background;var G=this.pages[0];this.currentPage==G?N.setBackgroundImage(this.editor.graph.backgroundImage):null!=G.viewState&&null!=G.viewState&&N.setBackgroundImage(G.viewState.backgroundImage);N.getGlobalVariable= +function(I){return"page"==I?G.getName():"pagenumber"==I?1:u.apply(this,arguments)};document.body.appendChild(N.container);N.model.setRoot(G.root)}}A=null!=A?A:this.getXmlFileData(q,p,B,J);y=null!=y?y:this.getCurrentFile();e=this.createFileData(A,N,y,window.location.href,e,g,k,n,q,E,B);N!=this.editor.graph&&N.container.parentNode.removeChild(N.container);return e};EditorUi.prototype.getHtml=function(e,g,k,n,q,p){p=null!=p?p:!0;var A=null,E=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=g){A= +p?g.getGraphBounds():g.getBoundingBox(g.getSelectionCells());var y=g.view.scale;p=Math.floor(A.x/y-g.view.translate.x);y=Math.floor(A.y/y-g.view.translate.y);A=g.background;null==q&&(g=this.getBasenames().join(";"),0<g.length&&(E=EditorUi.drawHost+"/embed.js?s="+g));e.setAttribute("x0",p);e.setAttribute("y0",y)}null!=e&&(e.setAttribute("pan","1"),e.setAttribute("zoom","1"),e.setAttribute("resize","0"),e.setAttribute("fit","0"),e.setAttribute("border","20"),e.setAttribute("links","1"),null!=n&&e.setAttribute("edit", +n));null!=q&&(q=q.replace(/&/g,"&"));e=null!=e?Graph.zapGremlins(mxUtils.getXml(e)):"";n=Graph.compress(e);Graph.decompress(n)!=e&&(n=encodeURIComponent(e));return(null==q?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=q?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==q?null!=k?"<title>"+mxUtils.htmlEntities(k)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=q?'<meta http-equiv="refresh" content="0;URL=\''+ +q+"'\"/>\n":"")+"</head>\n<body"+(null==q&&null!=A&&A!=mxConstants.NONE?' style="background-color:'+A+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+n+"</div>\n</div>\n"+(null==q?'<script type="text/javascript" src="'+E+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+q+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+ +"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(e,g,k,n,q){g=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=q&&(q=q.replace(/&/g,"&"));e={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled,resize:!0,xml:Graph.zapGremlins(e),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(e.page=mxUtils.indexOf(this.pages,this.currentPage));return(null==q?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n': +"")+"<!DOCTYPE html>\n<html"+(null!=q?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==q?null!=k?"<title>"+mxUtils.htmlEntities(k)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=q?'<meta http-equiv="refresh" content="0;URL=\''+q+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(e))+'"></div>\n'+(null==q?'<script type="text/javascript" src="'+ +g+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+q+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData=function(e){e=this.validateFileData(e);this.pages=this.fileNode=this.currentPage=null;var g=null!=e&&0<e.length?mxUtils.parseXml(e).documentElement:null,k=Editor.extractParserError(g,mxResources.get("invalidOrMissingFile"));if(k)throw EditorUi.debug("EditorUi.setFileData ParserError", +[this],"data",[e],"node",[g],"cause",[k]),Error(mxResources.get("notADiagramFile")+" ("+k+")");e=null!=g?this.editor.extractGraphModel(g,!0):null;null!=e&&(g=e);if(null!=g&&"mxfile"==g.nodeName&&(e=g.getElementsByTagName("diagram"),"0"!=urlParams.pages||1<e.length||1==e.length&&e[0].hasAttribute("name"))){k=null;this.fileNode=g;this.pages=[];for(var n=0;n<e.length;n++)null==e[n].getAttribute("id")&&e[n].setAttribute("id",n),g=new DiagramPage(e[n]),null==g.getName()&&g.setName(mxResources.get("pageWithNumber", +[n+1])),this.pages.push(g),null!=urlParams["page-id"]&&g.getId()==urlParams["page-id"]&&(k=g);this.currentPage=null!=k?k:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];g=this.currentPage.node}"0"!=urlParams.pages&&null==this.fileNode&&null!=g&&(this.fileNode=g.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(g.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(g); +null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var q=urlParams["layer-ids"].split(" ");g={};for(n=0;n<q.length;n++)g[q[n]]=!0;var p=this.editor.graph.getModel(),A=p.getChildren(p.root);for(n=0;n<A.length;n++){var E=A[n];p.setVisible(E,g[E.id]||!1)}}catch(y){}};EditorUi.prototype.getBaseFilename=function(e){var g=this.getCurrentFile();g=null!=g&&null!=g.getTitle()?g.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(g)||/(\.html)$/i.test(g)|| +/(\.svg)$/i.test(g)||/(\.png)$/i.test(g))g=g.substring(0,g.lastIndexOf("."));/(\.drawio)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf(".")));!e&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&&0<this.currentPage.getName().length&&(g=g+"-"+this.currentPage.getName());return g};EditorUi.prototype.downloadFile=function(e,g,k,n,q,p,A,E,y,B,J,N){try{n=null!=n?n:this.editor.graph.isSelectionEmpty();var v=this.getBaseFilename("remoteSvg"==e? +!1:!q),u=v+("xml"==e||"pdf"==e&&J?".drawio":"")+"."+e;if("xml"==e){var G=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,n,q,null,null,null,g);this.saveData(u,e,G,"text/xml")}else if("html"==e)G=this.getHtml2(this.getFileData(!0),this.editor.graph,v),this.saveData(u,e,G,"text/html");else if("svg"!=e&&"xmlsvg"!=e||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"==e)u=v+".png";else if("jpeg"==e)u=v+".jpg";else if("remoteSvg"==e){u=v+".svg";e="svg";var I=parseInt(y); +"string"===typeof E&&0<E.indexOf("%")&&(E=parseInt(E)/100);if(0<I){var M=this.editor.graph,K=M.getGraphBounds();var H=Math.ceil(K.width*E/M.view.scale+2*I);var F=Math.ceil(K.height*E/M.view.scale+2*I)}}this.saveRequest(u,e,mxUtils.bind(this,function(W,t){try{var D=this.editor.graph.pageVisible;0==p&&(this.editor.graph.pageVisible=p);var L=this.createDownloadRequest(W,e,n,t,A,q,E,y,B,J,N,H,F);this.editor.graph.pageVisible=D;return L}catch(R){this.handleError(R)}}))}else{var P=null,U=mxUtils.bind(this, +function(W){W.length<=MAX_REQUEST_SIZE?this.saveData(u,"svg",W,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(P)}))});if("svg"==e){var T=this.editor.graph.background;if(A||T==mxConstants.NONE)T=null;var V=this.editor.graph.getSvg(T,null,null,null,null,n);k&&this.editor.graph.addSvgShadow(V);this.editor.convertImages(V,mxUtils.bind(this,mxUtils.bind(this,function(W){this.spinner.stop();U(Graph.xmlDeclaration+ +"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(W))})))}else u=v+".svg",P=this.getFileData(!1,!0,null,mxUtils.bind(this,function(W){this.spinner.stop();U(W)}),n)}}catch(W){this.handleError(W)}};EditorUi.prototype.createDownloadRequest=function(e,g,k,n,q,p,A,E,y,B,J,N,v){var u=this.editor.graph,G=u.getGraphBounds();k=this.getFileData(!0,null,null,null,k,0==p?!1:"xmlpng"!=g,null,null,null,!1,"pdf"==g);var I="",M="";if(G.width*G.height>MAX_AREA||k.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")}; +B=B?"1":"0";"pdf"==g&&(null!=J?M="&from="+J.from+"&to="+J.to:0==p&&(M="&allPages=1"));"xmlpng"==g&&(B="1",g="png");if(("xmlpng"==g||"svg"==g)&&null!=this.pages&&null!=this.currentPage)for(p=0;p<this.pages.length;p++)if(this.pages[p]==this.currentPage){I="&from="+p;break}p=u.background;"png"!=g&&"pdf"!=g&&"svg"!=g||!q?q||null!=p&&p!=mxConstants.NONE||(p="#ffffff"):p=mxConstants.NONE;q={globalVars:u.getExportVariables()};y&&(q.grid={size:u.gridSize,steps:u.view.gridSteps,color:u.view.gridColor});Graph.translateDiagram&& +(q.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+g+I+M+"&bg="+(null!=p?p:mxConstants.NONE)+"&base64="+n+"&embedXml="+B+"&xml="+encodeURIComponent(k)+(null!=e?"&filename="+encodeURIComponent(e):"")+"&extras="+encodeURIComponent(JSON.stringify(q))+(null!=A?"&scale="+A:"")+(null!=E?"&border="+E:"")+(N&&isFinite(N)?"&w="+N:"")+(v&&isFinite(v)?"&h="+v:""))};EditorUi.prototype.setMode=function(e,g){this.mode=e};EditorUi.prototype.loadDescriptor=function(e,g,k){var n= +window.location.hash,q=mxUtils.bind(this,function(A){var E=null!=e.data?e.data:"";null!=A&&0<A.length&&(0<E.length&&(E+="\n"),E+=A);A=new LocalFile(this,"csv"!=e.format&&0<E.length?E:this.emptyDiagramXml,null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename,!0);A.getHash=function(){return n};this.fileLoaded(A);"csv"==e.format&&this.importCsv(E,mxUtils.bind(this,function(v){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=e.update){var y= +null!=e.interval?parseInt(e.interval):6E4,B=null,J=mxUtils.bind(this,function(){var v=this.currentPage;mxUtils.post(e.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())),mxUtils.bind(this,function(u){v===this.currentPage&&(200<=u.getStatus()&&300>=u.getStatus()?(this.updateDiagram(u.getText()),N()):this.handleError({message:mxResources.get("error")+" "+u.getStatus()}))}),mxUtils.bind(this,function(u){this.handleError(u)}))}),N=mxUtils.bind(this,function(){window.clearTimeout(B); +B=window.setTimeout(J,y)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){N();J()}));N();J()}null!=g&&g()});if(null!=e.url&&0<e.url.length){var p=e.url;if(/test\.draw\.io$/.test(window.location.hostname)||/app\.diagrams\.net$/.test(window.location.hostname))p=this.editor.getProxiedUrl(p);this.editor.loadUrl(p,mxUtils.bind(this,function(A){q(A)}),mxUtils.bind(this,function(A){null!=k&&k(A)}))}else q("")};EditorUi.prototype.updateDiagram=function(e){function g(F){var P=new mxCellOverlay(F.image|| +q.warningImage,F.tooltip,F.align,F.valign,F.offset);P.addListener(mxEvent.CLICK,function(U,T){n.alert(F.tooltip)});return P}var k=null,n=this;if(null!=e&&0<e.length&&(k=mxUtils.parseXml(e),e=null!=k?k.documentElement:null,null!=e&&"updates"==e.nodeName)){var q=this.editor.graph,p=q.getModel();p.beginUpdate();var A=null;try{for(e=e.firstChild;null!=e;){if("update"==e.nodeName){var E=p.getCell(e.getAttribute("id"));if(null!=E){try{var y=e.getAttribute("value");if(null!=y){var B=mxUtils.parseXml(y).documentElement; +if(null!=B)if("1"==B.getAttribute("replace-value"))p.setValue(E,B);else for(var J=B.attributes,N=0;N<J.length;N++)q.setAttributeForCell(E,J[N].nodeName,0<J[N].nodeValue.length?J[N].nodeValue:null)}}catch(F){null!=window.console&&console.log("Error in value for "+E.id+": "+F)}try{var v=e.getAttribute("style");null!=v&&q.model.setStyle(E,v)}catch(F){null!=window.console&&console.log("Error in style for "+E.id+": "+F)}try{var u=e.getAttribute("icon");if(null!=u){var G=0<u.length?JSON.parse(u):null;null!= +G&&G.append||q.removeCellOverlays(E);null!=G&&q.addCellOverlay(E,g(G))}}catch(F){null!=window.console&&console.log("Error in icon for "+E.id+": "+F)}try{var I=e.getAttribute("geometry");if(null!=I){I=JSON.parse(I);var M=q.getCellGeometry(E);if(null!=M){M=M.clone();for(key in I){var K=parseFloat(I[key]);"dx"==key?M.x+=K:"dy"==key?M.y+=K:"dw"==key?M.width+=K:"dh"==key?M.height+=K:M[key]=parseFloat(I[key])}q.model.setGeometry(E,M)}}}catch(F){null!=window.console&&console.log("Error in icon for "+E.id+ +": "+F)}}}else if("model"==e.nodeName){for(var H=e.firstChild;null!=H&&H.nodeType!=mxConstants.NODETYPE_ELEMENT;)H=H.nextSibling;null!=H&&(new mxCodec(e.firstChild)).decode(H,p)}else if("view"==e.nodeName){if(e.hasAttribute("scale")&&(q.view.scale=parseFloat(e.getAttribute("scale"))),e.hasAttribute("dx")||e.hasAttribute("dy"))q.view.translate=new mxPoint(parseFloat(e.getAttribute("dx")||0),parseFloat(e.getAttribute("dy")||0))}else"fit"==e.nodeName&&(A=e.hasAttribute("max-scale")?parseFloat(e.getAttribute("max-scale")): +1);e=e.nextSibling}}finally{p.endUpdate()}null!=A&&this.chromelessResize&&this.chromelessResize(!0,A)}return k};EditorUi.prototype.getCopyFilename=function(e,g){var k=null!=e&&null!=e.getTitle()?e.getTitle():this.defaultFilename;e="";var n=k.lastIndexOf(".");0<=n&&(e=k.substring(n),k=k.substring(0,n));if(g){g=k;var q=new Date;k=q.getFullYear();n=q.getMonth()+1;var p=q.getDate(),A=q.getHours(),E=q.getMinutes();q=q.getSeconds();k=g+(" "+(k+"-"+n+"-"+p+"-"+A+"-"+E+"-"+q))}return k=mxResources.get("copyOf", +[k])+e};EditorUi.prototype.fileLoaded=function(e,g){var k=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var n=!1;this.hideDialog();null!=k&&(EditorUi.debug("File.closed",[k]),k.removeListener(this.descriptorChangedListener),k.close());this.editor.graph.model.clear();this.editor.undoManager.clear();var q=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null);null!=k&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear(); +this.setBackgroundImage(null);!g&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename")));this.editor.setStatus("");this.updateUi();g||this.showSplash()});if(null!=e)try{mxClient.IS_SF&&"min"==uiTheme&&(this.diagramContainer.style.visibility="");this.openingFile=!0;this.setCurrentFile(e);e.addListener("descriptorChanged",this.descriptorChangedListener); +e.addListener("contentChanged",this.descriptorChangedListener);e.open();delete this.openingFile;this.setGraphEnabled(!0);this.setMode(e.getMode());this.editor.graph.model.prefix=Editor.guid()+"-";this.editor.undoManager.clear();this.descriptorChanged();this.updateUi();e.isEditable()?e.isModified()?(e.addUnsavedStatus(),null!=e.backupPatch&&e.patch([e.backupPatch])):this.editor.setStatus(""):this.editor.setStatus('<span class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</span>"); +!this.editor.isChromelessView()||this.editor.editable?(this.editor.graph.selectUnlockedLayer(),this.showLayersDialog(),this.restoreLibraries(),window.self!==window.top&&window.focus()):this.editor.graph.isLightboxView()&&this.lightboxFit();this.chromelessResize&&this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));n=!0;if(!this.isOffline()&&null!=e.getMode()){var p="1"==urlParams.sketch?"sketch":uiTheme;if(null==p)p="default";else if("sketch"==p||"min"==p)p+=Editor.isDarkMode()? +"-dark":"-light";EditorUi.logEvent({category:e.getMode().toUpperCase()+"-OPEN-FILE-"+e.getHash(),action:"size_"+e.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+p})}EditorUi.debug("File.opened",[e]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg"));if(this.editor.editable&&this.mode==e.getMode()&&e.getMode()!=App.MODE_DEVICE&&null!=e.getMode())try{this.addRecent({id:e.getHash(),title:e.getTitle(),mode:e.getMode()})}catch(A){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+ +1),mxSettings.save()}catch(A){}}catch(A){this.fileLoadedError=A;if(null!=e)try{e.close()}catch(E){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=e?e.getHash():"none"),action:"message_"+A.message,label:"stack_"+A.stack})}catch(E){}e=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body,mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=k?this.fileLoaded(k)||q():q()});g?e():this.handleError(A, +mxResources.get("errorLoadingFile"),e,!0,null,null,!0)}else q();return n};EditorUi.prototype.getHashValueForPages=function(e,g){var k=0,n=new mxGraphModel,q=new mxCodec;null!=g&&(g.byteCount=0,g.attrCount=0,g.eltCount=0,g.nodeCount=0);for(var p=0;p<e.length;p++){this.updatePageRoot(e[p]);var A=e[p].node.cloneNode(!1);A.removeAttribute("name");n.root=e[p].root;var E=q.encode(n);this.editor.graph.saveViewState(e[p].viewState,E,!0);E.removeAttribute("pageWidth");E.removeAttribute("pageHeight");A.appendChild(E); +null!=g&&(g.eltCount+=A.getElementsByTagName("*").length,g.nodeCount+=A.getElementsByTagName("mxCell").length);k=(k<<5)-k+this.hashValue(A,function(y,B,J,N){return!N||"mxGeometry"!=y.nodeName&&"mxPoint"!=y.nodeName||"x"!=B&&"y"!=B&&"width"!=B&&"height"!=B?N&&"mxCell"==y.nodeName&&"previous"==B?null:J:Math.round(J)},g)<<0}return k};EditorUi.prototype.hashValue=function(e,g,k){var n=0;if(null!=e&&"object"===typeof e&&"number"===typeof e.nodeType&&"string"===typeof e.nodeName&&"function"===typeof e.getAttribute){null!= +e.nodeName&&(n^=this.hashValue(e.nodeName,g,k));if(null!=e.attributes){null!=k&&(k.attrCount+=e.attributes.length);for(var q=0;q<e.attributes.length;q++){var p=e.attributes[q].name,A=null!=g?g(e,p,e.attributes[q].value,!0):e.attributes[q].value;null!=A&&(n^=this.hashValue(p,g,k)+this.hashValue(A,g,k))}}if(null!=e.childNodes)for(q=0;q<e.childNodes.length;q++)n=(n<<5)-n+this.hashValue(e.childNodes[q],g,k)<<0}else if(null!=e&&"function"!==typeof e){e=String(e);g=0;null!=k&&(k.byteCount+=e.length);for(q= +0;q<e.length;q++)g=(g<<5)-g+e.charCodeAt(q)<<0;n^=g}return n};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(e,g,k,n,q,p,A){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage||mxClient.IS_CHROMEAPP};EditorUi.prototype.toggleScratchpad=function(){this.isScratchpadEnabled()&&(null==this.scratchpad?StorageFile.getFileContent(this,".scratchpad",mxUtils.bind(this,function(e){null==e&&(e=this.emptyLibraryXml); +this.loadLibrary(new StorageLibrary(this,e,".scratchpad"))})):this.closeLibrary(this.scratchpad))};EditorUi.prototype.createLibraryDataFromImages=function(e){var g=mxUtils.createXmlDocument(),k=g.createElement("mxlibrary");mxUtils.setTextContent(k,JSON.stringify(e));g.appendChild(k);return mxUtils.getXml(g)};EditorUi.prototype.closeLibrary=function(e){null!=e&&(this.removeLibrarySidebar(e.getHash()),e.constructor!=LocalLibrary&&mxSettings.removeCustomLibrary(e.getHash()),".scratchpad"==e.title&&(this.scratchpad= +null))};EditorUi.prototype.removeLibrarySidebar=function(e){var g=this.sidebar.palettes[e];if(null!=g){for(var k=0;k<g.length;k++)g[k].parentNode.removeChild(g[k]);delete this.sidebar.palettes[e]}};EditorUi.prototype.repositionLibrary=function(e){var g=this.sidebar.container;if(null==e){var k=this.sidebar.palettes["L.scratchpad"];null==k&&(k=this.sidebar.palettes.search);null!=k&&(e=k[k.length-1].nextSibling)}e=null!=e?e:g.firstChild.nextSibling.nextSibling;k=g.lastChild;var n=k.previousSibling;g.insertBefore(k, +e);g.insertBefore(n,k)};EditorUi.prototype.loadLibrary=function(e,g){var k=mxUtils.parseXml(e.getData());if("mxlibrary"==k.documentElement.nodeName){var n=JSON.parse(mxUtils.getTextContent(k.documentElement));this.libraryLoaded(e,n,k.documentElement.getAttribute("title"),g)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(e){return""};EditorUi.prototype.libraryLoaded=function(e,g,k,n){if(null!=this.sidebar){e.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(e.getHash()); +".scratchpad"==e.title&&(this.scratchpad=e);var q=this.sidebar.palettes[e.getHash()];q=null!=q?q[q.length-1].nextSibling:null;this.removeLibrarySidebar(e.getHash());var p=null,A=mxUtils.bind(this,function(H,F){0==H.length&&e.isEditable()?(null==p&&(p=document.createElement("div"),p.className="geDropTarget",mxUtils.write(p,mxResources.get("dragElementsHere"))),F.appendChild(p)):this.addLibraryEntries(H,F)});null!=this.sidebar&&null!=g&&this.sidebar.addEntries(g);null==k&&(k=e.getTitle(),null!=k&&/(\.xml)$/i.test(k)&& +(k=k.substring(0,k.lastIndexOf("."))));var E=this.sidebar.addPalette(e.getHash(),k,null!=n?n:!0,mxUtils.bind(this,function(H){A(g,H)}));this.repositionLibrary(q);var y=E.parentNode.previousSibling;n=y.getAttribute("title");null!=n&&0<n.length&&".scratchpad"!=e.title&&y.setAttribute("title",this.getLibraryStorageHint(e)+"\n"+n);var B=document.createElement("div");B.style.position="absolute";B.style.right="0px";B.style.top="0px";B.style.padding="8px";B.style.backgroundColor="inherit";y.style.position= +"relative";var J=document.createElement("img");J.className="geAdaptiveAsset";J.setAttribute("src",Editor.crossImage);J.setAttribute("title",mxResources.get("close"));J.setAttribute("valign","absmiddle");J.setAttribute("border","0");J.style.position="relative";J.style.top="2px";J.style.width="14px";J.style.cursor="pointer";J.style.margin="0 3px";var N=null;if(".scratchpad"!=e.title||this.closableScratchpad)B.appendChild(J),mxEvent.addListener(J,"click",mxUtils.bind(this,function(H){if(!mxEvent.isConsumed(H)){var F= +mxUtils.bind(this,function(){this.closeLibrary(e)});null!=N?this.confirm(mxResources.get("allChangesLost"),null,F,mxResources.get("cancel"),mxResources.get("discardChanges")):F();mxEvent.consume(H)}}));if(e.isEditable()){var v=this.editor.graph,u=null,G=mxUtils.bind(this,function(H){this.showLibraryDialog(e.getTitle(),E,g,e,e.getMode());mxEvent.consume(H)}),I=mxUtils.bind(this,function(H){e.setModified(!0);e.isAutosave()?(null!=u&&null!=u.parentNode&&u.parentNode.removeChild(u),u=J.cloneNode(!1), +u.setAttribute("src",Editor.spinImage),u.setAttribute("title",mxResources.get("saving")),u.style.cursor="default",u.style.marginRight="2px",u.style.marginTop="-2px",B.insertBefore(u,B.firstChild),y.style.paddingRight=18*B.childNodes.length+"px",this.saveLibrary(e.getTitle(),g,e,e.getMode(),!0,!0,function(){null!=u&&null!=u.parentNode&&(u.parentNode.removeChild(u),y.style.paddingRight=18*B.childNodes.length+"px")})):null==N&&(N=J.cloneNode(!1),N.setAttribute("src",Editor.saveImage),N.setAttribute("title", +mxResources.get("save")),B.insertBefore(N,B.firstChild),mxEvent.addListener(N,"click",mxUtils.bind(this,function(F){this.saveLibrary(e.getTitle(),g,e,e.getMode(),e.constructor==LocalLibrary,!0,function(){null==N||e.isModified()||(y.style.paddingRight=18*B.childNodes.length+"px",N.parentNode.removeChild(N),N=null)});mxEvent.consume(F)})),y.style.paddingRight=18*B.childNodes.length+"px")}),M=mxUtils.bind(this,function(H,F,P,U){H=v.cloneCells(mxUtils.sortCells(v.model.getTopmostCells(H)));for(var T= +0;T<H.length;T++){var V=v.getCellGeometry(H[T]);null!=V&&V.translate(-F.x,-F.y)}E.appendChild(this.sidebar.createVertexTemplateFromCells(H,F.width,F.height,U||"",!0,null,!1));H={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(H))),w:F.width,h:F.height};null!=U&&(H.title=U);g.push(H);I(P);null!=p&&null!=p.parentNode&&0<g.length&&(p.parentNode.removeChild(p),p=null)}),K=mxUtils.bind(this,function(H){if(v.isSelectionEmpty())v.getRubberband().isActive()?(v.getRubberband().execute(H),v.getRubberband().reset()): +this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var F=v.getSelectionCells(),P=v.view.getBounds(F),U=v.view.scale;P.x/=U;P.y/=U;P.width/=U;P.height/=U;P.x-=v.view.translate.x;P.y-=v.view.translate.y;M(F,P)}mxEvent.consume(H)});mxEvent.addGestureListeners(E,function(){},mxUtils.bind(this,function(H){v.isMouseDown&&null!=v.panningManager&&null!=v.graphHandler.first&&(v.graphHandler.suspend(),null!=v.graphHandler.hint&&(v.graphHandler.hint.style.visibility= +"hidden"),E.style.backgroundColor="#f1f3f4",E.style.cursor="copy",v.panningManager.stop(),v.autoScroll=!1,mxEvent.consume(H))}),mxUtils.bind(this,function(H){v.isMouseDown&&null!=v.panningManager&&null!=v.graphHandler&&(E.style.backgroundColor="",E.style.cursor="default",this.sidebar.showTooltips=!0,v.panningManager.stop(),v.graphHandler.reset(),v.isMouseDown=!1,v.autoScroll=!0,K(H),mxEvent.consume(H))}));mxEvent.addListener(E,"mouseleave",mxUtils.bind(this,function(H){v.isMouseDown&&null!=v.graphHandler.first&& +(v.graphHandler.resume(),null!=v.graphHandler.hint&&(v.graphHandler.hint.style.visibility="visible"),E.style.backgroundColor="",E.style.cursor="",v.autoScroll=!0)}));Graph.fileSupport&&(mxEvent.addListener(E,"dragover",mxUtils.bind(this,function(H){E.style.backgroundColor="#f1f3f4";H.dataTransfer.dropEffect="copy";E.style.cursor="copy";this.sidebar.hideTooltip();H.stopPropagation();H.preventDefault()})),mxEvent.addListener(E,"drop",mxUtils.bind(this,function(H){E.style.cursor="";E.style.backgroundColor= +"";0<H.dataTransfer.files.length&&this.importFiles(H.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(F,P,U,T,V,W,t,D,L){if(null!=F&&"image/"==P.substring(0,6))F="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+this.convertDataUri(F),F=[new mxCell("",new mxGeometry(0,0,V,W),F)],F[0].vertex=!0,M(F,new mxRectangle(0,0,V,W),H,mxEvent.isAltDown(H)?null:t.substring(0,t.lastIndexOf(".")).replace(/_/g," ")),null!=p&&null!=p.parentNode&&0<g.length&& +(p.parentNode.removeChild(p),p=null);else{var R=!1,O=mxUtils.bind(this,function(Q,S){null!=Q&&"application/pdf"==S&&(S=Editor.extractGraphModelFromPdf(Q),null!=S&&0<S.length&&(Q=S));if(null!=Q)if(Q=mxUtils.parseXml(Q),"mxlibrary"==Q.documentElement.nodeName)try{var X=JSON.parse(mxUtils.getTextContent(Q.documentElement));A(X,E);g=g.concat(X);I(H);this.spinner.stop();R=!0}catch(ca){}else if("mxfile"==Q.documentElement.nodeName)try{var aa=Q.documentElement.getElementsByTagName("diagram");for(X=0;X<aa.length;X++){var Y= +this.stringToCells(Editor.getDiagramNodeXml(aa[X])),Z=this.editor.graph.getBoundingBoxFromGeometry(Y);M(Y,new mxRectangle(0,0,Z.width,Z.height),H)}R=!0}catch(ca){null!=window.console&&console.log("error in drop handler:",ca)}R||(this.spinner.stop(),this.handleError({message:mxResources.get("errorLoadingFile")}));null!=p&&null!=p.parentNode&&0<g.length&&(p.parentNode.removeChild(p),p=null)});null!=L&&null!=t&&(/(\.v(dx|sdx?))($|\?)/i.test(t)||/(\.vs(x|sx?))($|\?)/i.test(t))?this.importVisio(L,function(Q){O(Q, +"text/xml")},null,t):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(F,t)&&null!=L?this.isExternalDataComms()?this.parseFile(L,mxUtils.bind(this,function(Q){4==Q.readyState&&(this.spinner.stop(),200<=Q.status&&299>=Q.status?O(Q.responseText,"text/xml"):this.handleError({message:mxResources.get(413==Q.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):O(F,P)}})); +H.stopPropagation();H.preventDefault()})),mxEvent.addListener(E,"dragleave",function(H){E.style.cursor="";E.style.backgroundColor="";H.stopPropagation();H.preventDefault()}));J=J.cloneNode(!1);J.setAttribute("src",Editor.editImage);J.setAttribute("title",mxResources.get("edit"));B.insertBefore(J,B.firstChild);mxEvent.addListener(J,"click",G);mxEvent.addListener(E,"dblclick",function(H){mxEvent.getSource(H)==E&&G(H)});n=J.cloneNode(!1);n.setAttribute("src",Editor.plusImage);n.setAttribute("title", +mxResources.get("add"));B.insertBefore(n,B.firstChild);mxEvent.addListener(n,"click",K);this.isOffline()||".scratchpad"!=e.title||null==EditorUi.scratchpadHelpLink||(n=document.createElement("span"),n.setAttribute("title",mxResources.get("help")),n.style.cssText="color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(n,"?"),mxEvent.addGestureListeners(n,mxUtils.bind(this,function(H){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(H)})),B.insertBefore(n,B.firstChild))}y.appendChild(B); +y.style.paddingRight=18*B.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(e,g){for(var k=0;k<e.length;k++){var n=e[k],q=n.data;if(null!=q){q=this.convertDataUri(q);var p="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;";"fixed"==n.aspect&&(p+="aspect=fixed;");g.appendChild(this.sidebar.createVertexTemplate(p+"image="+q,n.w,n.h,"",n.title||"",!1,null,!0))}else null!=n.xml&&(q=this.stringToCells(Graph.decompress(n.xml)),0<q.length&&g.appendChild(this.sidebar.createVertexTemplateFromCells(q, +n.w,n.h,n.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(e){return null!=e?e[mxLanguage]||e.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight=64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet",STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground= +"rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight=41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor=Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName="darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor= +"#505759",BaseFormatPanel.prototype.buttonBackgroundColor=Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR="#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource="https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!== +typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)),Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none",rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open",startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid, +Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders=new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(e,g,k,n,q,p,A){e=new ImageDialog(this,e,g,k,n,q,p,A);this.showDialog(e.container,Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);e.init()};EditorUi.prototype.showBackgroundImageDialog=function(e,g){e=null!=e?e:mxUtils.bind(this,function(k,n){n||(k=new ChangePageSetup(this,null,k), +k.ignoreColor=!0,this.editor.graph.model.execute(k))});e=new BackgroundImageDialog(this,e,g);this.showDialog(e.container,400,200,!0,!0);e.init()};EditorUi.prototype.showLibraryDialog=function(e,g,k,n,q){e=new LibraryDialog(this,e,g,k,n,q);this.showDialog(e.container,640,440,!0,!1,mxUtils.bind(this,function(p){p&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));e.init()};var f=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(e){var g=f.apply(this,arguments); +this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(k){this.editor.graph.isSelectionEmpty()&&g.refresh()}));return g};EditorUi.prototype.createSidebarFooterContainer=function(){var e=this.createDiv("geSidebarContainer geSidebarFooter");e.style.position="absolute";e.style.overflow="hidden";var g=document.createElement("a");g.className="geTitle";g.style.color="#DF6C0C";g.style.fontWeight="bold";g.style.height="100%";g.style.paddingTop="9px";g.innerHTML="<span>+</span>";var k= +g.getElementsByTagName("span")[0];k.style.fontSize="18px";k.style.marginRight="5px";mxUtils.write(g,mxResources.get("moreShapes")+"...");mxEvent.addListener(g,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(n){n.preventDefault()}));mxEvent.addListener(g,"click",mxUtils.bind(this,function(n){this.actions.get("shapes").funct();mxEvent.consume(n)}));e.appendChild(g);return e};EditorUi.prototype.handleError=function(e,g,k,n,q,p,A){var E=null!=this.spinner&&null!=this.spinner.pause? +this.spinner.pause():function(){},y=null!=e&&null!=e.error?e.error:e;if(null!=e&&("1"==urlParams.test||null!=e.stack)&&null!=e.message)try{A?null!=window.console&&console.error("EditorUi.handleError:",e):EditorUi.logError("Caught: "+(""==e.message&&null!=e.name)?e.name:e.message,e.filename,e.lineNumber,e.columnNumber,e,"INFO")}catch(u){}if(null!=y||null!=g){A=mxUtils.htmlEntities(mxResources.get("unknownError"));var B=mxResources.get("ok"),J=null;g=null!=g?g:mxResources.get("error");if(null!=y){null!= +y.retry&&(B=mxResources.get("cancel"),J=function(){E();y.retry()});if(404==y.code||404==y.status||403==y.code){A=403==y.code?null!=y.message?mxUtils.htmlEntities(y.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=q?q:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+(null!=this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var N=null!=q?null:null!=p?p:window.location.hash;if(null!=N&&("#G"==N.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"== +N.substring(0,45))&&(null!=e&&null!=e.error&&(null!=e.error.errors&&0<e.error.errors.length&&"fileAccess"==e.error.errors[0].reason||null!=e.error.data&&0<e.error.data.length&&"fileAccess"==e.error.data[0].reason)||404==y.code||404==y.status)){N="#U"==N.substring(0,2)?N.substring(45,N.lastIndexOf("%26ex")):N.substring(2);this.showError(g,A,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+N);this.handleError(e,g,k,n,q)}), +J,mxResources.get("changeUser"),mxUtils.bind(this,function(){function u(){K.innerText="";for(var H=0;H<G.length;H++){var F=document.createElement("option");mxUtils.write(F,G[H].displayName);F.value=H;K.appendChild(F);F=document.createElement("option");F.innerHTML=" ";mxUtils.write(F,"<"+G[H].email+">");F.setAttribute("disabled","disabled");K.appendChild(F)}F=document.createElement("option");mxUtils.write(F,mxResources.get("addAccount"));F.value=G.length;K.appendChild(F)}var G=this.drive.getUsersList(), +I=document.createElement("div"),M=document.createElement("span");M.style.marginTop="6px";mxUtils.write(M,mxResources.get("changeUser")+": ");I.appendChild(M);var K=document.createElement("select");K.style.width="200px";u();mxEvent.addListener(K,"change",mxUtils.bind(this,function(){var H=K.value,F=G.length!=H;F&&this.drive.setUser(G[H]);this.drive.authorize(F,mxUtils.bind(this,function(){F||(G=this.drive.getUsersList(),u())}),mxUtils.bind(this,function(P){this.handleError(P)}),!0)}));I.appendChild(K); +I=new CustomDialog(this,I,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1),!0)}));this.showDialog(I.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!=k&&k()}),480,150);return}}null!=y.message?A=""==y.message&&null!=y.name?mxUtils.htmlEntities(y.name):mxUtils.htmlEntities(y.message):null!=y.response&&null!=y.response.error?A=mxUtils.htmlEntities(y.response.error):"undefined"!==typeof window.App&&(y.code==App.ERROR_TIMEOUT? +A=mxUtils.htmlEntities(mxResources.get("timeout")):y.code==App.ERROR_BUSY?A=mxUtils.htmlEntities(mxResources.get("busy")):"string"===typeof y&&0<y.length&&(A=mxUtils.htmlEntities(y)))}var v=p=null;null!=y&&null!=y.helpLink?(p=mxResources.get("help"),v=mxUtils.bind(this,function(){return this.editor.graph.openLink(y.helpLink)})):null!=y&&null!=y.ownerEmail&&(p=mxResources.get("contactOwner"),A+=mxUtils.htmlEntities(" ("+p+": "+y.ownerEmail+")"),v=mxUtils.bind(this,function(){return this.openLink("mailto:"+ +mxUtils.htmlEntities(y.ownerEmail))}));this.showError(g,A,B,k,J,null,null,p,v,null,null,null,n?k:null)}else null!=k&&k()};EditorUi.prototype.alert=function(e,g,k){e=new ErrorDialog(this,null,e,mxResources.get("ok"),g);this.showDialog(e.container,k||340,100,!0,!1);e.init()};EditorUi.prototype.confirm=function(e,g,k,n,q,p){var A=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},E=Math.min(200,28*Math.ceil(e.length/50));e=new ConfirmDialog(this,e,function(){A();null!=g&& +g()},function(){A();null!=k&&k()},n,q,null,null,null,null,E);this.showDialog(e.container,340,46+E,!0,p);e.init()};EditorUi.prototype.showBanner=function(e,g,k,n){var q=!1;if(!(this.bannerShowing||this["hideBanner"+e]||isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings["close"+e])){var p=document.createElement("div");p.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+ +mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(p.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(p.style,"transition","all 1s ease");p.className="geBtn gePrimaryBtn";q=document.createElement("img");q.setAttribute("src",IMAGE_PATH+"/logo.png");q.setAttribute("border","0");q.setAttribute("align","absmiddle");q.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";p.appendChild(q); +q=document.createElement("img");q.setAttribute("src",Dialog.prototype.closeImage);q.setAttribute("title",mxResources.get(n?"doNotShowAgain":"close"));q.setAttribute("border","0");q.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";p.appendChild(q);mxUtils.write(p,g);document.body.appendChild(p);this.bannerShowing=!0;g=document.createElement("div");g.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var A=document.createElement("input"); +A.setAttribute("type","checkbox");A.setAttribute("id","geDoNotShowAgainCheckbox");A.style.marginRight="6px";if(!n){g.appendChild(A);var E=document.createElement("label");E.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(E,mxResources.get("doNotShowAgain"));g.appendChild(E);p.style.paddingBottom="30px";p.appendChild(g)}var y=mxUtils.bind(this,function(){null!=p.parentNode&&(p.parentNode.removeChild(p),this.bannerShowing=!1,A.checked||n)&&(this["hideBanner"+e]=!0,isLocalStorage&&null!= +mxSettings.settings&&(mxSettings.settings["close"+e]=Date.now(),mxSettings.save()))});mxEvent.addListener(q,"click",mxUtils.bind(this,function(J){mxEvent.consume(J);y()}));var B=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){y()}),1E3)});mxEvent.addListener(p,"click",mxUtils.bind(this,function(J){var N=mxEvent.getSource(J);N!=A&&N!=E?(null!=k&&k(),y(),mxEvent.consume(J)):B()}));window.setTimeout(mxUtils.bind(this, +function(){mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(B,3E4);q=!0}return q};EditorUi.prototype.setCurrentFile=function(e){null!=e&&(e.opened=new Date);this.currentFile=e};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas=function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(e,g,k,n){e=e.toDataURL("image/"+k);if(null!=e&&6<e.length)null!=g&&(e=Editor.writeGraphModelToPng(e, +"tEXt","mxfile",encodeURIComponent(g))),0<n&&(e=Editor.writeGraphModelToPng(e,"pHYs","dpi",n));else throw{message:mxResources.get("unknownError")};return e};EditorUi.prototype.saveCanvas=function(e,g,k,n,q){var p="jpeg"==k?"jpg":k;n=this.getBaseFilename(n)+(null!=g?".drawio":"")+"."+p;e=this.createImageDataUri(e,g,k,q);this.saveData(n,p,e.substring(e.lastIndexOf(",")+1),"image/"+k,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&& +"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&&7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(e,g){e=new TextareaDialog(this,e,g,null,null,mxResources.get("close"));this.showDialog(e.container,620,460,!0,!0,null,null,null,null,!0);e.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(e,g,k,n,q,p){"text/xml"!=k||/(\.drawio)$/i.test(g)||/(\.xml)$/i.test(g)||/(\.svg)$/i.test(g)|| +/(\.html)$/i.test(g)||(g=g+"."+(null!=p?p:"drawio"));if(window.Blob&&navigator.msSaveOrOpenBlob)e=n?this.base64ToBlob(e,k):new Blob([e],{type:k}),navigator.msSaveOrOpenBlob(e,g);else if(mxClient.IS_IE)k=window.open("about:blank","_blank"),null==k?mxUtils.popup(e,!0):(k.document.write(e),k.document.close(),k.document.execCommand("SaveAs",!0,g),k.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==k||"image/"!=k.substring(0,6)?this.showTextDialog(g+":",e):this.openInNewWindow(e, +k,n);else{var A=document.createElement("a");p=(null==navigator.userAgent||0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof A.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var E=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);p=65==(E?parseInt(E[2],10):!1)?!1:p}if(p||this.isOffline()){A.href=URL.createObjectURL(n?this.base64ToBlob(e,k):new Blob([e],{type:k}));p?A.download=g:A.setAttribute("target","_blank");document.body.appendChild(A);try{window.setTimeout(function(){URL.revokeObjectURL(A.href)}, +2E4),A.click(),A.parentNode.removeChild(A)}catch(y){}}else this.createEchoRequest(e,g,k,n,q).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(e,g,k,n,q,p){e="xml="+encodeURIComponent(e);return new mxXmlRequest(SAVE_URL,e+(null!=k?"&mime="+k:"")+(null!=q?"&format="+q:"")+(null!=p?"&base64="+p:"")+(null!=g?"&filename="+encodeURIComponent(g):"")+(n?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(e,g){g=g||"";e=atob(e);for(var k=e.length,n=Math.ceil(k/1024),q=Array(n), +p=0;p<n;++p){for(var A=1024*p,E=Math.min(A+1024,k),y=Array(E-A),B=0;A<E;++B,++A)y[B]=e[A].charCodeAt(0);q[p]=new Uint8Array(y)}return new Blob(q,{type:g})};EditorUi.prototype.saveLocalFile=function(e,g,k,n,q,p,A,E){p=null!=p?p:!1;A=null!=A?A:"vsdx"!=q&&(!mxClient.IS_IOS||!navigator.standalone);q=this.getServiceCount(p);isLocalStorage&&q++;var y=4>=q?2:6<q?4:3;g=new CreateDialog(this,g,mxUtils.bind(this,function(B,J){try{if("_blank"==J)if(null!=k&&"image/"==k.substring(0,6))this.openInNewWindow(e, +k,n);else if(null!=k&&"text/html"==k.substring(0,9)){var N=new EmbedDialog(this,e);this.showDialog(N.container,450,240,!0,!0);N.init()}else{var v=window.open("about:blank");null==v?mxUtils.popup(e,!0):(v.document.write("<pre>"+mxUtils.htmlEntities(e,!1)+"</pre>"),v.document.close())}else J==App.MODE_DEVICE||"download"==J?this.doSaveLocalFile(e,B,k,n,null,E):null!=B&&0<B.length&&this.pickFolder(J,mxUtils.bind(this,function(u){try{this.exportFile(e,B,k,n,J,u)}catch(G){this.handleError(G)}}))}catch(u){this.handleError(u)}}), +mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,p,A,null,1<q,y,e,k,n);p=this.isServices(q)?q>y?390:280:160;this.showDialog(g.container,420,p,!0,!0);g.init()};EditorUi.prototype.openInNewWindow=function(e,g,k){var n=window.open("about:blank");null==n||null==n.document?mxUtils.popup(e,!0):("image/svg+xml"!=g||mxClient.IS_SVG?"image/svg+xml"!=g||k?(e=k?e:btoa(unescape(encodeURIComponent(e))),n.document.write('<html><img style="max-width:100%;" src="data:'+ +g+";base64,"+e+'"/></html>')):n.document.write("<html>"+e+"</html>"):n.document.write("<html><pre>"+mxUtils.htmlEntities(e,!1)+"</pre></html>"),n.document.close())};var c=EditorUi.prototype.addChromelessToolbarItems;EditorUi.prototype.isChromelessImageExportEnabled=function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(e){if(null!=urlParams.tags){this.tagsDialog= +this.tagsComponent=null;var g=e(mxUtils.bind(this,function(n){null==this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}),!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position="",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding= +"4px",this.tagsComponent.div.style.overflow="auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily=Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor="#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div, +80)));if(null!=this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div;mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var q=g.getBoundingClientRect();this.tagsDialog.style.left=q.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+ +4+"px";q=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=q.zIndex;document.body.appendChild(this.tagsDialog);this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(n)}),Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var n=this.editor.graph.getAllTags();g.style.display=0<n.length?"":"none"}))}c.apply(this,arguments);this.editor.addListener("tagsDialogShown", +mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&& +(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container,"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var k=e(mxUtils.bind(this, +function(n){var q=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",q);null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)q.apply(this);else{this.exportDialog=document.createElement("div");var p=k.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center"; +this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width="50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color="#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=p.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";p=mxUtils.getCurrentStyle(this.editor.graph.container); +this.exportDialog.style.zIndex=p.zIndex;var A=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});A.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this,function(E){A.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var y=this.createImageDataUri(E,null,"png");E=document.createElement("img");E.style.maxWidth="140px";E.style.maxHeight= +"140px";E.style.cursor="pointer";E.style.backgroundColor="white";E.setAttribute("title",mxResources.get("openInNewWindow"));E.setAttribute("border","0");E.setAttribute("src",y);this.exportDialog.appendChild(E);mxEvent.addListener(E,"click",mxUtils.bind(this,function(){this.openInNewWindow(y.substring(y.indexOf(",")+1),"image/png",!0);q.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(E){this.spinner.stop();this.handleError(E)}),null,null,null,null,null,null,null, +Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",q);document.body.appendChild(this.exportDialog)}mxEvent.consume(n)}),Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(e,g,k,n,q){this.isLocalFileSave()?this.saveLocalFile(k,e,n,q,g):this.saveRequest(e,g,mxUtils.bind(this,function(p,A){return this.createEchoRequest(k,p,n,q,g,A)}),k,q,n)};EditorUi.prototype.saveRequest=function(e,g,k,n,q,p,A){A=null!=A?A:!mxClient.IS_IOS||!navigator.standalone; +var E=this.getServiceCount(!1);isLocalStorage&&E++;var y=4>=E?2:6<E?4:3;e=new CreateDialog(this,e,mxUtils.bind(this,function(B,J){if("_blank"==J||null!=B&&0<B.length){var N=k("_blank"==J?null:B,J==App.MODE_DEVICE||"download"==J||null==J||"_blank"==J?"0":"1");null!=N&&(J==App.MODE_DEVICE||"download"==J||"_blank"==J?N.simulate(document,"_blank"):this.pickFolder(J,mxUtils.bind(this,function(v){p=null!=p?p:"pdf"==g?"application/pdf":"image/"+g;if(null!=n)try{this.exportFile(n,B,p,!0,J,v)}catch(u){this.handleError(u)}else this.spinner.spin(document.body, +mxResources.get("saving"))&&N.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<=N.getStatus()&&299>=N.getStatus())try{this.exportFile(N.getText(),B,p,!0,J,v)}catch(u){this.handleError(u)}else this.handleError({message:mxResources.get("errorSavingFile")})}),function(u){this.spinner.stop();this.handleError(u)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,A,null,1<E,y,n,p,q);E=this.isServices(E)?4<E?390:280:160;this.showDialog(e.container, +420,E,!0,!0);e.init()};EditorUi.prototype.isServices=function(e){return 1!=e};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(e,g,k,n,q,p){};EditorUi.prototype.pickFolder=function(e,g,k){g(null)};EditorUi.prototype.exportSvg=function(e,g,k,n,q,p,A,E,y,B,J,N,v,u){if(this.spinner.spin(document.body,mxResources.get("export")))try{var G=this.editor.graph.isSelectionEmpty();k=null!=k?k:G;var I=g?null:this.editor.graph.background;I==mxConstants.NONE&& +(I=null);null==I&&0==g&&(I=J?this.editor.graph.defaultPageBackgroundColor:"#ffffff");var M=this.editor.graph.getSvg(I,e,A,E,null,k,null,null,"blank"==B?"_blank":"self"==B?"_top":null,null,!v,J,N);n&&this.editor.graph.addSvgShadow(M);var K=this.getBaseFilename()+(q?".drawio":"")+".svg";u=null!=u?u:mxUtils.bind(this,function(P){this.isLocalFileSave()||P.length<=MAX_REQUEST_SIZE?this.saveData(K,"svg",P,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"), +mxUtils.bind(this,function(){mxUtils.popup(P)}))});var H=mxUtils.bind(this,function(P){this.spinner.stop();q&&P.setAttribute("content",this.getFileData(!0,null,null,null,k,y,null,null,null,!1));u(Graph.xmlDeclaration+"\n"+(q?Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(P))});this.editor.graph.mathEnabled&&this.editor.addMathCss(M);var F=mxUtils.bind(this,function(P){p?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(P,H,this.thumbImageCache)): +H(P)});v?this.embedFonts(M,F):(this.editor.addFontCss(M),F(M))}catch(P){this.handleError(P)}};EditorUi.prototype.addRadiobox=function(e,g,k,n,q,p,A){return this.addCheckbox(e,k,n,q,p,A,!0,g)};EditorUi.prototype.addCheckbox=function(e,g,k,n,q,p,A,E){p=null!=p?p:!0;var y=document.createElement("input");y.style.marginRight="8px";y.style.marginTop="16px";y.setAttribute("type",A?"radio":"checkbox");A="geCheckbox-"+Editor.guid();y.id=A;null!=E&&y.setAttribute("name",E);k&&(y.setAttribute("checked","checked"), +y.defaultChecked=!0);n&&y.setAttribute("disabled","disabled");p&&(e.appendChild(y),k=document.createElement("label"),mxUtils.write(k,g),k.setAttribute("for",A),e.appendChild(k),q||mxUtils.br(e));return y};EditorUi.prototype.addEditButton=function(e,g){var k=this.addCheckbox(e,mxResources.get("edit")+":",!0,null,!0);k.style.marginLeft="24px";var n=this.getCurrentFile(),q="";null!=n&&n.getMode()!=App.MODE_DEVICE&&n.getMode()!=App.MODE_BROWSER&&(q=window.location.href);var p=document.createElement("select"); +p.style.maxWidth="200px";p.style.width="auto";p.style.marginLeft="8px";p.style.marginRight="10px";p.className="geBtn";n=document.createElement("option");n.setAttribute("value","blank");mxUtils.write(n,mxResources.get("makeCopy"));p.appendChild(n);n=document.createElement("option");n.setAttribute("value","custom");mxUtils.write(n,mxResources.get("custom")+"...");p.appendChild(n);e.appendChild(p);mxEvent.addListener(p,"change",mxUtils.bind(this,function(){if("custom"==p.value){var A=new FilenameDialog(this, +q,mxResources.get("ok"),function(E){null!=E?q=E:p.value="blank"},mxResources.get("url"),null,null,null,null,function(){p.value="blank"});this.showDialog(A.container,300,80,!0,!1);A.init()}}));mxEvent.addListener(k,"change",mxUtils.bind(this,function(){k.checked&&(null==g||g.checked)?p.removeAttribute("disabled"):p.setAttribute("disabled","disabled")}));mxUtils.br(e);return{getLink:function(){return k.checked?"blank"===p.value?"_blank":q:null},getEditInput:function(){return k},getEditSelect:function(){return p}}}; +EditorUi.prototype.addLinkSection=function(e,g){function k(){var E=document.createElement("div");E.style.width="100%";E.style.height="100%";E.style.boxSizing="border-box";null!=p&&p!=mxConstants.NONE?(E.style.border="1px solid black",E.style.backgroundColor=p):(E.style.backgroundPosition="center center",E.style.backgroundRepeat="no-repeat",E.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");A.innerText="";A.appendChild(E)}mxUtils.write(e,mxResources.get("links")+":");var n=document.createElement("select"); +n.style.width="100px";n.style.padding="0px";n.style.marginLeft="8px";n.style.marginRight="10px";n.className="geBtn";var q=document.createElement("option");q.setAttribute("value","auto");mxUtils.write(q,mxResources.get("automatic"));n.appendChild(q);q=document.createElement("option");q.setAttribute("value","blank");mxUtils.write(q,mxResources.get("openInNewWindow"));n.appendChild(q);q=document.createElement("option");q.setAttribute("value","self");mxUtils.write(q,mxResources.get("openInThisWindow")); +n.appendChild(q);g&&(g=document.createElement("option"),g.setAttribute("value","frame"),mxUtils.write(g,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),n.appendChild(g));e.appendChild(n);mxUtils.write(e,mxResources.get("borderColor")+":");var p="#0000ff",A=null;A=mxUtils.button("",mxUtils.bind(this,function(E){this.pickColor(p||"none",function(y){p=y;k()});mxEvent.consume(E)}));k();A.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px";A.style.marginLeft="4px";A.style.height= +"22px";A.style.width="22px";A.style.position="relative";A.style.top=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_EDGE?"6px":"1px";A.className="geColorBtn";e.appendChild(A);mxUtils.br(e);return{getColor:function(){return p},getTarget:function(){return n.value},focus:function(){n.focus()}}};EditorUi.prototype.createUrlParameters=function(e,g,k,n,q,p,A){A=null!=A?A:[];n&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||A.push("lightbox=1"),"auto"!=e&&A.push("target="+e),null!= +g&&g!=mxConstants.NONE&&A.push("highlight="+("#"==g.charAt(0)?g.substring(1):g)),null!=q&&0<q.length&&A.push("edit="+encodeURIComponent(q)),p&&A.push("layers=1"),this.editor.graph.foldingEnabled&&A.push("nav=1"));k&&null!=this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&A.push("page-id="+this.currentPage.getId());return A};EditorUi.prototype.createLink=function(e,g,k,n,q,p,A,E,y,B){y=this.createUrlParameters(e,g,k,n,q,p,y);e=this.getCurrentFile();g=!0;null!=A?k="#U"+encodeURIComponent(A): +(e=this.getCurrentFile(),E||null==e||e.constructor!=window.DriveFile?k="#R"+encodeURIComponent(k?this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))):(k="#"+e.getHash(),g=!1));g&&null!=e&&null!=e.getTitle()&&e.getTitle()!=this.defaultFilename&&y.push("title="+encodeURIComponent(e.getTitle()));B&&1<k.length&&(y.push("open="+k.substring(1)),k="");return(n&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp|| +!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+"/"+(0<y.length?"?"+y.join("&"):"")+k};EditorUi.prototype.createHtml=function(e,g,k,n,q,p,A,E,y,B,J,N){this.getBasenames();var v={};""!=q&&q!=mxConstants.NONE&&(v.highlight=q);"auto"!==n&&(v.target=n);B||(v.lightbox=!1);v.nav=this.editor.graph.foldingEnabled;k=parseInt(k);isNaN(k)||100==k||(v.zoom=k/100);k=[];A&&(k.push("pages"),v.resize=!0,null!=this.pages&&null!=this.currentPage&&(v.page=mxUtils.indexOf(this.pages, +this.currentPage)));g&&(k.push("zoom"),v.resize=!0);E&&k.push("layers");y&&k.push("tags");0<k.length&&(B&&k.push("lightbox"),v.toolbar=k.join(" "));null!=J&&0<J.length&&(v.edit=J);null!=e?v.url=e:v.xml=this.getFileData(!0,null,null,null,null,!A);g='<div class="mxgraph" style="'+(p?"max-width:100%;":"")+(""!=k?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(v))+'"></div>';e=null!=e?"&fetch="+encodeURIComponent(e):"";N(g,'<script type="text/javascript" src="'+ +(0<e.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+"/embed2.js?")+e:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL:EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(e,g,k,n){var q=document.createElement("div");q.style.whiteSpace="nowrap";var p=document.createElement("h3");mxUtils.write(p,mxResources.get("html"));p.style.cssText= +"width:100%;text-align:center;margin-top:0px;margin-bottom:12px";q.appendChild(p);var A=document.createElement("div");A.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var E=document.createElement("input");E.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";E.setAttribute("value","url");E.setAttribute("type","radio");E.setAttribute("name","type-embedhtmldialog");p=E.cloneNode(!0);p.setAttribute("value","copy");A.appendChild(p);var y=document.createElement("span"); +mxUtils.write(y,mxResources.get("includeCopyOfMyDiagram"));A.appendChild(y);mxUtils.br(A);A.appendChild(E);y=document.createElement("span");mxUtils.write(y,mxResources.get("publicDiagramUrl"));A.appendChild(y);var B=this.getCurrentFile();null==k&&null!=B&&B.constructor==window.DriveFile&&(y=document.createElement("a"),y.style.paddingLeft="12px",y.style.color="gray",y.style.cursor="pointer",mxUtils.write(y,mxResources.get("share")),A.appendChild(y),mxEvent.addListener(y,"click",mxUtils.bind(this,function(){this.hideDialog(); +this.drive.showPermissions(B.getId())})));p.setAttribute("checked","checked");null==k&&E.setAttribute("disabled","disabled");q.appendChild(A);var J=this.addLinkSection(q),N=this.addCheckbox(q,mxResources.get("zoom"),!0,null,!0);mxUtils.write(q,":");var v=document.createElement("input");v.setAttribute("type","text");v.style.marginRight="16px";v.style.width="60px";v.style.marginLeft="4px";v.style.marginRight="12px";v.value="100%";q.appendChild(v);var u=this.addCheckbox(q,mxResources.get("fit"),!0); +A=null!=this.pages&&1<this.pages.length;var G=G=this.addCheckbox(q,mxResources.get("allPages"),A,!A),I=this.addCheckbox(q,mxResources.get("layers"),!0),M=this.addCheckbox(q,mxResources.get("tags"),!0),K=this.addCheckbox(q,mxResources.get("lightbox"),!0),H=null;A=380;if(EditorUi.enableHtmlEditOption){H=this.addEditButton(q,K);var F=H.getEditInput();F.style.marginBottom="16px";A+=50;mxEvent.addListener(K,"change",function(){K.checked?F.removeAttribute("disabled"):F.setAttribute("disabled","disabled"); +F.checked&&K.checked?H.getEditSelect().removeAttribute("disabled"):H.getEditSelect().setAttribute("disabled","disabled")})}e=new CustomDialog(this,q,mxUtils.bind(this,function(){n(E.checked?k:null,N.checked,v.value,J.getTarget(),J.getColor(),u.checked,G.checked,I.checked,M.checked,K.checked,null!=H?H.getLink():null)}),null,e,g);this.showDialog(e.container,340,A,!0,!0);p.focus()};EditorUi.prototype.showPublishLinkDialog=function(e,g,k,n,q,p,A,E){var y=document.createElement("div");y.style.whiteSpace= +"nowrap";var B=document.createElement("h3");mxUtils.write(B,e||mxResources.get("link"));B.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";y.appendChild(B);var J=this.getCurrentFile();e=0;if(null==J||J.constructor!=window.DriveFile||g)A=null!=A?A:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{e=80;A=null!=A?A:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram";B=document.createElement("div");B.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;"; +var N=document.createElement("div");N.style.whiteSpace="normal";mxUtils.write(N,mxResources.get("linkAccountRequired"));B.appendChild(N);N=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(J.getId())}));N.style.marginTop="12px";N.className="geBtn";B.appendChild(N);y.appendChild(B);N=document.createElement("a");N.style.paddingLeft="12px";N.style.color="gray";N.style.fontSize="11px";N.style.cursor="pointer";mxUtils.write(N,mxResources.get("check"));B.appendChild(N); +mxEvent.addListener(N,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&&this.getPublicUrl(this.getCurrentFile(),mxUtils.bind(this,function(U){this.spinner.stop();U=new ErrorDialog(this,null,mxResources.get(null!=U?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(U.container,300,80,!0,!1);U.init()}))}))}var v=null,u=null;if(null!=k||null!=n)e+=30,mxUtils.write(y,mxResources.get("width")+":"),v=document.createElement("input"), +v.setAttribute("type","text"),v.style.marginRight="16px",v.style.width="50px",v.style.marginLeft="6px",v.style.marginRight="16px",v.style.marginBottom="10px",v.value="100%",y.appendChild(v),mxUtils.write(y,mxResources.get("height")+":"),u=document.createElement("input"),u.setAttribute("type","text"),u.style.width="50px",u.style.marginLeft="6px",u.style.marginBottom="10px",u.value=n+"px",y.appendChild(u),mxUtils.br(y);var G=this.addLinkSection(y,p);k=null!=this.pages&&1<this.pages.length;var I=null; +if(null==J||J.constructor!=window.DriveFile||g)I=this.addCheckbox(y,mxResources.get("allPages"),k,!k);var M=this.addCheckbox(y,mxResources.get("lightbox"),!0,null,null,!p),K=this.addEditButton(y,M),H=K.getEditInput();p&&(H.style.marginLeft=M.style.marginLeft,M.style.display="none",e-=20);var F=this.addCheckbox(y,mxResources.get("layers"),!0);F.style.marginLeft=H.style.marginLeft;F.style.marginTop="8px";var P=this.addCheckbox(y,mxResources.get("tags"),!0);P.style.marginLeft=H.style.marginLeft;P.style.marginBottom= +"16px";P.style.marginTop="16px";mxEvent.addListener(M,"change",function(){M.checked?(F.removeAttribute("disabled"),H.removeAttribute("disabled")):(F.setAttribute("disabled","disabled"),H.setAttribute("disabled","disabled"));H.checked&&M.checked?K.getEditSelect().removeAttribute("disabled"):K.getEditSelect().setAttribute("disabled","disabled")});g=new CustomDialog(this,y,mxUtils.bind(this,function(){q(G.getTarget(),G.getColor(),null==I?!0:I.checked,M.checked,K.getLink(),F.checked,null!=v?v.value:null, +null!=u?u.value:null,P.checked)}),null,mxResources.get("create"),A,E);this.showDialog(g.container,340,300+e,!0,!0);null!=v?(v.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?v.select():document.execCommand("selectAll",!1,null)):G.focus()};EditorUi.prototype.showRemoteExportDialog=function(e,g,k,n,q){var p=document.createElement("div");p.style.whiteSpace="nowrap";var A=document.createElement("h3");mxUtils.write(A,mxResources.get("image"));A.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+ +(q?"10":"4")+"px";p.appendChild(A);if(q){mxUtils.write(p,mxResources.get("zoom")+":");var E=document.createElement("input");E.setAttribute("type","text");E.style.marginRight="16px";E.style.width="60px";E.style.marginLeft="4px";E.style.marginRight="12px";E.value=this.lastExportZoom||"100%";p.appendChild(E);mxUtils.write(p,mxResources.get("borderWidth")+":");var y=document.createElement("input");y.setAttribute("type","text");y.style.marginRight="16px";y.style.width="60px";y.style.marginLeft="4px";y.value= +this.lastExportBorder||"0";p.appendChild(y);mxUtils.br(p)}var B=this.addCheckbox(p,mxResources.get("selectionOnly"),!1,this.editor.graph.isSelectionEmpty()),J=n?null:this.addCheckbox(p,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);A=this.editor.graph;var N=n?null:this.addCheckbox(p,mxResources.get("transparentBackground"),A.background==mxConstants.NONE||null==A.background);null!=N&&(N.style.marginBottom="16px");e=new CustomDialog(this,p,mxUtils.bind(this,function(){var v= +parseInt(E.value)/100||1,u=parseInt(y.value)||0;k(!B.checked,null!=J?J.checked:!1,null!=N?N.checked:!1,v,u)}),null,e,g);this.showDialog(e.container,300,(q?25:0)+(n?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(e,g,k,n,q,p,A,E,y){A=null!=A?A:Editor.defaultIncludeDiagram;var B=document.createElement("div");B.style.whiteSpace="nowrap";var J=this.editor.graph,N="jpeg"==E?220:300,v=document.createElement("h3");mxUtils.write(v,e);v.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px"; +B.appendChild(v);mxUtils.write(B,mxResources.get("zoom")+":");var u=document.createElement("input");u.setAttribute("type","text");u.style.marginRight="16px";u.style.width="60px";u.style.marginLeft="4px";u.style.marginRight="12px";u.value=this.lastExportZoom||"100%";B.appendChild(u);mxUtils.write(B,mxResources.get("borderWidth")+":");var G=document.createElement("input");G.setAttribute("type","text");G.style.marginRight="16px";G.style.width="60px";G.style.marginLeft="4px";G.value=this.lastExportBorder|| +"0";B.appendChild(G);mxUtils.br(B);var I=this.addCheckbox(B,mxResources.get("selectionOnly"),!1,J.isSelectionEmpty()),M=document.createElement("input");M.style.marginTop="16px";M.style.marginRight="8px";M.style.marginLeft="24px";M.setAttribute("disabled","disabled");M.setAttribute("type","checkbox");var K=document.createElement("select");K.style.marginTop="16px";K.style.marginLeft="8px";e=["selectionOnly","diagram","page"];var H={};for(v=0;v<e.length;v++)if(!J.isSelectionEmpty()||"selectionOnly"!= +e[v]){var F=document.createElement("option");mxUtils.write(F,mxResources.get(e[v]));F.setAttribute("value",e[v]);K.appendChild(F);H[e[v]]=F}y?(mxUtils.write(B,mxResources.get("size")+":"),B.appendChild(K),mxUtils.br(B),N+=26,mxEvent.addListener(K,"change",function(){"selectionOnly"==K.value&&(I.checked=!0)})):p&&(B.appendChild(M),mxUtils.write(B,mxResources.get("crop")),mxUtils.br(B),N+=30,mxEvent.addListener(I,"change",function(){I.checked?M.removeAttribute("disabled"):M.setAttribute("disabled", +"disabled")}));J.isSelectionEmpty()?y&&(I.style.display="none",I.nextSibling.style.display="none",I.nextSibling.nextSibling.style.display="none",N-=30):(K.value="diagram",M.setAttribute("checked","checked"),M.defaultChecked=!0,mxEvent.addListener(I,"change",function(){K.value=I.checked?"selectionOnly":"diagram"}));var P=this.addCheckbox(B,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=E),U=null;Editor.isDarkMode()&&(U=this.addCheckbox(B,mxResources.get("dark"),!0),N+=26);var T=this.addCheckbox(B, +mxResources.get("shadow"),J.shadowVisible),V=null;if("png"==E||"jpeg"==E)V=this.addCheckbox(B,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),N+=30;var W=this.addCheckbox(B,mxResources.get("includeCopyOfMyDiagram"),A,null,null,"jpeg"!=E);W.style.marginBottom="16px";var t=document.createElement("input");t.style.marginBottom="16px";t.style.marginRight="8px";t.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||t.setAttribute("disabled","disabled");var D= +document.createElement("select");D.style.maxWidth="260px";D.style.marginLeft="8px";D.style.marginRight="10px";D.style.marginBottom="16px";D.className="geBtn";p=document.createElement("option");p.setAttribute("value","none");mxUtils.write(p,mxResources.get("noChange"));D.appendChild(p);p=document.createElement("option");p.setAttribute("value","embedFonts");mxUtils.write(p,mxResources.get("embedFonts"));D.appendChild(p);p=document.createElement("option");p.setAttribute("value","lblToSvg");mxUtils.write(p, +mxResources.get("lblToSvg"));this.isOffline()||EditorUi.isElectronApp||D.appendChild(p);mxEvent.addListener(D,"change",mxUtils.bind(this,function(){"lblToSvg"==D.value?(t.checked=!0,t.setAttribute("disabled","disabled"),H.page.style.display="none","page"==K.value&&(K.value="diagram"),T.checked=!1,T.setAttribute("disabled","disabled"),R.style.display="inline-block",L.style.display="none"):"disabled"==t.getAttribute("disabled")&&(t.checked=!1,t.removeAttribute("disabled"),T.removeAttribute("disabled"), +H.page.style.display="",R.style.display="none",L.style.display="")}));g&&(B.appendChild(t),mxUtils.write(B,mxResources.get("embedImages")),mxUtils.br(B),mxUtils.write(B,mxResources.get("txtSettings")+":"),B.appendChild(D),mxUtils.br(B),N+=60);var L=document.createElement("select");L.style.maxWidth="260px";L.style.marginLeft="8px";L.style.marginRight="10px";L.className="geBtn";g=document.createElement("option");g.setAttribute("value","auto");mxUtils.write(g,mxResources.get("automatic"));L.appendChild(g); +g=document.createElement("option");g.setAttribute("value","blank");mxUtils.write(g,mxResources.get("openInNewWindow"));L.appendChild(g);g=document.createElement("option");g.setAttribute("value","self");mxUtils.write(g,mxResources.get("openInThisWindow"));L.appendChild(g);var R=document.createElement("div");mxUtils.write(R,mxResources.get("LinksLost"));R.style.margin="7px";R.style.display="none";"svg"==E&&(mxUtils.write(B,mxResources.get("links")+":"),B.appendChild(L),B.appendChild(R),mxUtils.br(B), +mxUtils.br(B),N+=50);k=new CustomDialog(this,B,mxUtils.bind(this,function(){this.lastExportBorder=G.value;this.lastExportZoom=u.value;q(u.value,P.checked,!I.checked,T.checked,W.checked,t.checked,G.value,M.checked,!1,L.value,null!=V?V.checked:null,null!=U?U.checked:null,K.value,"embedFonts"==D.value,"lblToSvg"==D.value)}),null,k,n);this.showDialog(k.container,340,N,!0,!0,null,null,null,null,!0);u.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?u.select():document.execCommand("selectAll", +!1,null)};EditorUi.prototype.showEmbedImageDialog=function(e,g,k,n,q){var p=document.createElement("div");p.style.whiteSpace="nowrap";var A=this.editor.graph;if(null!=g){var E=document.createElement("h3");mxUtils.write(E,g);E.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";p.appendChild(E)}var y=this.addCheckbox(p,mxResources.get("fit"),!0),B=this.addCheckbox(p,mxResources.get("shadow"),A.shadowVisible&&n,!n),J=this.addCheckbox(p,k),N=this.addCheckbox(p,mxResources.get("lightbox"), +!0),v=this.addEditButton(p,N),u=v.getEditInput(),G=1<A.model.getChildCount(A.model.getRoot()),I=this.addCheckbox(p,mxResources.get("layers"),G,!G);I.style.marginLeft=u.style.marginLeft;I.style.marginBottom="12px";I.style.marginTop="8px";mxEvent.addListener(N,"change",function(){N.checked?(G&&I.removeAttribute("disabled"),u.removeAttribute("disabled")):(I.setAttribute("disabled","disabled"),u.setAttribute("disabled","disabled"));u.checked&&N.checked?v.getEditSelect().removeAttribute("disabled"):v.getEditSelect().setAttribute("disabled", +"disabled")});g=new CustomDialog(this,p,mxUtils.bind(this,function(){e(y.checked,B.checked,J.checked,N.checked,v.getLink(),I.checked)}),null,mxResources.get("embed"),q);this.showDialog(g.container,280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(e,g,k,n,q,p,A,E){function y(u){var G=" ",I="";n&&(G=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=J?"&page="+J:"")+(q?"&edit=_blank":"")+(p?"&layers=1":"")+"');}})(this);\"",I+="cursor:pointer;");e&&(I+="max-width:100%;");var M="";k&&(M=' width="'+Math.round(B.width)+'" height="'+Math.round(B.height)+'"');A('<img src="'+u+'"'+M+(""!=I?' style="'+I+'"':"")+G+"/>")}var B=this.editor.graph.getGraphBounds(),J=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(u){var G=n?this.getFileData(!0):null;u= +this.createImageDataUri(u,G,"png");y(u)}),null,null,null,mxUtils.bind(this,function(u){E({message:mxResources.get("unknownError")})}),null,!0,k?2:1,null,g,null,null,Editor.defaultBorder);else if(g=this.getFileData(!0),B.width*B.height<=MAX_AREA&&g.length<=MAX_REQUEST_SIZE){var N="";k&&(N="&w="+Math.round(2*B.width)+"&h="+Math.round(2*B.height));var v=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(n?"1":"0")+N+"&xml="+encodeURIComponent(g));v.send(mxUtils.bind(this,function(){200<=v.getStatus()&& +299>=v.getStatus()?y("data:image/png;base64,"+v.getText()):E({message:mxResources.get("unknownError")})}))}else E({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(e,g,k,n,q,p,A){var E=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!k),y=E.getElementsByTagName("a");if(null!=y)for(var B=0;B<y.length;B++){var J=y[B].getAttribute("href");null!=J&&"#"==J.charAt(0)&&"_blank"==y[B].getAttribute("target")&&y[B].removeAttribute("target")}n&& +E.setAttribute("content",this.getFileData(!0));g&&this.editor.graph.addSvgShadow(E);if(k){var N=" ",v="";n&&(N="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(q?"&edit=_blank":"")+(p?"&layers=1": +"")+"');}})(this);\"",v+="cursor:pointer;");e&&(v+="max-width:100%;");this.editor.convertImages(E,mxUtils.bind(this,function(u){A('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(u))+'"'+(""!=v?' style="'+v+'"':"")+N+"/>")}))}else v="",n&&(g=this.getSelectedPageIndex(),E.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=g?"&page="+g:"")+(q?"&edit=_blank":"")+(p?"&layers=1":"")+"');}}})(this);"),v+="cursor:pointer;"),e&&(e=parseInt(E.getAttribute("width")),q=parseInt(E.getAttribute("height")),E.setAttribute("viewBox","-0.5 -0.5 "+e+" "+q),v+="max-width:100%;max-height:"+q+"px;",E.removeAttribute("height")),""!=v&&E.setAttribute("style",v),this.editor.addFontCss(E),this.editor.graph.mathEnabled&&this.editor.addMathCss(E),A(mxUtils.getXml(E))};EditorUi.prototype.timeSince=function(e){e= +Math.floor((new Date-e)/1E3);var g=Math.floor(e/31536E3);if(1<g)return g+" "+mxResources.get("years");g=Math.floor(e/2592E3);if(1<g)return g+" "+mxResources.get("months");g=Math.floor(e/86400);if(1<g)return g+" "+mxResources.get("days");g=Math.floor(e/3600);if(1<g)return g+" "+mxResources.get("hours");g=Math.floor(e/60);return 1<g?g+" "+mxResources.get("minutes"):1==g?g+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(e,g){if(null!=e){var k=null;if("diagram"==e.nodeName)k= +e;else if("mxfile"==e.nodeName){var n=e.getElementsByTagName("diagram");if(0<n.length){k=n[0];var q=g.getGlobalVariable;g.getGlobalVariable=function(p){return"page"==p?k.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==p?1:q.apply(this,arguments)}}}null!=k&&(e=Editor.parseDiagramNode(k))}n=this.editor.graph;try{this.editor.graph=g,this.editor.setGraphXml(e)}catch(p){}finally{this.editor.graph=n}return e};EditorUi.prototype.getPngFileProperties=function(e){var g=1,k=0;if(null!= +e){if(e.hasAttribute("scale")){var n=parseFloat(e.getAttribute("scale"));!isNaN(n)&&0<n&&(g=n)}e.hasAttribute("border")&&(n=parseInt(e.getAttribute("border")),!isNaN(n)&&0<n&&(k=n))}return{scale:g,border:k}};EditorUi.prototype.getEmbeddedPng=function(e,g,k,n,q){try{var p=this.editor.graph,A=null!=p.themes&&"darkTheme"==p.defaultThemeName,E=null;if(null!=k&&0<k.length)p=this.createTemporaryGraph(A?p.getDefaultStylesheet():p.getStylesheet()),document.body.appendChild(p.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(k).documentElement, +!0),p),E=k;else if(A||null!=this.pages&&this.currentPage!=this.pages[0]){p=this.createTemporaryGraph(A?p.getDefaultStylesheet():p.getStylesheet());var y=p.getGlobalVariable;p.setBackgroundImage=this.editor.graph.setBackgroundImage;var B=this.pages[0];this.currentPage==B?p.setBackgroundImage(this.editor.graph.backgroundImage):null!=B.viewState&&null!=B.viewState&&p.setBackgroundImage(B.viewState.backgroundImage);p.getGlobalVariable=function(J){return"page"==J?B.getName():"pagenumber"==J?1:y.apply(this, +arguments)};document.body.appendChild(p.container);p.model.setRoot(B.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(J){try{null==E&&(E=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var N=J.toDataURL("image/png");N=Editor.writeGraphModelToPng(N,"tEXt","mxfile",encodeURIComponent(E));e(N.substring(N.lastIndexOf(",")+1));p!=this.editor.graph&&p.container.parentNode.removeChild(p.container)}catch(v){null!=g&&g(v)}}),null,null,null,mxUtils.bind(this,function(J){null!=g&& +g(J)}),null,null,n,null,p.shadowVisible,null,p,q,null,null,null,"diagram",null)}catch(J){null!=g&&g(J)}};EditorUi.prototype.getEmbeddedSvg=function(e,g,k,n,q,p,A,E,y,B,J,N,v){E=null!=E?E:!0;J=null!=J?J:0;A=null!=y?y:g.background;A==mxConstants.NONE&&(A=null);p=g.getSvg(A,B,J,null,null,p,null,null,null,g.shadowVisible||N,null,v,"diagram");(g.shadowVisible||N)&&g.addSvgShadow(p,null,null,0==J);null!=e&&p.setAttribute("content",e);null!=k&&p.setAttribute("resource",k);var u=mxUtils.bind(this,function(G){G= +(n?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(G);null!=q&&q(G);return G});g.mathEnabled&&this.editor.addMathCss(p);if(null!=q)this.embedFonts(p,mxUtils.bind(this,function(G){E?this.editor.convertImages(G,mxUtils.bind(this,function(I){u(I)})):u(G)}));else return u(p)};EditorUi.prototype.embedFonts=function(e,g){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(e,this.editor.resolvedFontCss), +this.editor.embedExtFonts(mxUtils.bind(this,function(k){try{null!=k&&this.editor.addFontCss(e,k),g(e)}catch(n){g(e)}}))}catch(k){g(e)}}))};EditorUi.prototype.exportImage=function(e,g,k,n,q,p,A,E,y,B,J,N,v){y=null!=y?y:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var u=this.editor.graph.isSelectionEmpty();k=null!=k?k:u;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(G){this.spinner.stop();try{this.saveCanvas(G, +q?this.getFileData(!0,null,null,null,k,E):null,y,null==this.pages||0==this.pages.length,J)}catch(I){this.handleError(I)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(G){this.spinner.stop();this.handleError(G)}),null,k,e||1,g,n,null,null,p,A,B,N,v)}catch(G){this.spinner.stop(),this.handleError(G)}}};EditorUi.prototype.isCorsEnabledForUrl=function(e){return this.editor.isCorsEnabledForUrl(e)};EditorUi.prototype.importXml=function(e,g,k,n,q,p,A){g=null!=g?g:0;k=null!=k?k:0;var E=[];try{var y= +this.editor.graph;if(null!=e&&0<e.length){y.model.beginUpdate();try{var B=mxUtils.parseXml(e);e={};var J=this.editor.extractGraphModel(B.documentElement,null!=this.pages);if(null!=J&&"mxfile"==J.nodeName&&null!=this.pages){var N=J.getElementsByTagName("diagram");if(1==N.length&&!p){if(J=Editor.parseDiagramNode(N[0]),null!=this.currentPage&&(e[N[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var v=N[0].getAttribute("name");null!=v&&""!=v&&this.editor.graph.model.execute(new RenamePage(this, +this.currentPage,v))}}else if(0<N.length){p=[];var u=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(e[N[0].getAttribute("id")]=this.pages[0].getId(),J=Editor.parseDiagramNode(N[0]),n=!1,u=1);for(;u<N.length;u++){var G=N[u].getAttribute("id");N[u].removeAttribute("id");var I=this.updatePageRoot(new DiagramPage(N[u]));e[G]=N[u].getAttribute("id");var M=this.pages.length;null==I.getName()&&I.setName(mxResources.get("pageWithNumber",[M+1]));y.model.execute(new ChangePage(this,I,I,M, +!0));p.push(I)}this.updatePageLinks(e,p)}}if(null!=J&&"mxGraphModel"===J.nodeName){E=y.importGraphModel(J,g,k,n);if(null!=E)for(u=0;u<E.length;u++)this.updatePageLinksForCell(e,E[u]);var K=y.parseBackgroundImage(J.getAttribute("backgroundImage"));if(null!=K&&null!=K.originalSrc){this.updateBackgroundPageLink(e,K);var H=new ChangePageSetup(this,null,K);H.ignoreColor=!0;y.model.execute(H)}}A&&this.insertHandler(E,null,null,y.defaultVertexStyle,y.defaultEdgeStyle,!1,!0)}finally{y.model.endUpdate()}}}catch(F){if(q)throw F; +this.handleError(F)}return E};EditorUi.prototype.updatePageLinks=function(e,g){for(var k=0;k<g.length;k++)this.updatePageLinksForCell(e,g[k].root),null!=g[k].viewState&&this.updateBackgroundPageLink(e,g[k].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(e,g){try{if(null!=g&&Graph.isPageLink(g.originalSrc)){var k=e[g.originalSrc.substring(g.originalSrc.indexOf(",")+1)];null!=k&&(g.originalSrc="data:page/id,"+k)}}catch(n){}};EditorUi.prototype.updatePageLinksForCell= +function(e,g){var k=document.createElement("div"),n=this.editor.graph,q=n.getLinkForCell(g);null!=q&&n.setLinkForCell(g,this.updatePageLink(e,q));if(n.isHtmlLabel(g)){k.innerHTML=n.sanitizeHtml(n.getLabel(g));for(var p=k.getElementsByTagName("a"),A=!1,E=0;E<p.length;E++)q=p[E].getAttribute("href"),null!=q&&(p[E].setAttribute("href",this.updatePageLink(e,q)),A=!0);A&&n.labelChanged(g,k.innerHTML)}for(E=0;E<n.model.getChildCount(g);E++)this.updatePageLinksForCell(e,n.model.getChildAt(g,E))};EditorUi.prototype.updatePageLink= +function(e,g){if(Graph.isPageLink(g)){var k=e[g.substring(g.indexOf(",")+1)];g=null!=k?"data:page/id,"+k:null}else if("data:action/json,"==g.substring(0,17))try{var n=JSON.parse(g.substring(17));if(null!=n.actions){for(var q=0;q<n.actions.length;q++){var p=n.actions[q];if(null!=p.open&&Graph.isPageLink(p.open)){var A=p.open.substring(p.open.indexOf(",")+1);k=e[A];null!=k?p.open="data:page/id,"+k:null==this.getPageById(A)&&delete p.open}}g="data:action/json,"+JSON.stringify(n)}}catch(E){}return g}; +EditorUi.prototype.isRemoteVisioFormat=function(e){return/(\.v(sd|dx))($|\?)/i.test(e)||/(\.vs(s|x))($|\?)/i.test(e)};EditorUi.prototype.importVisio=function(e,g,k,n,q){n=null!=n?n:e.name;k=null!=k?k:mxUtils.bind(this,function(A){this.handleError(A)});var p=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var A=this.isRemoteVisioFormat(n);try{var E="UNKNOWN-VISIO",y=n.lastIndexOf(".");if(0<=y&&y<n.length)E=n.substring(y+1).toUpperCase();else{var B=n.lastIndexOf("/");0<= +B&&B<n.length&&(n=n.substring(B+1))}EditorUi.logEvent({category:E+"-MS-IMPORT-FILE",action:"filename_"+n,label:A?"remote":"local"})}catch(N){}if(A)if(null==VSD_CONVERT_URL||this.isOffline())k({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{A=new FormData;A.append("file1",e,n);var J=new XMLHttpRequest;J.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(n)?"?stencil=1":""));J.responseType="blob";this.addRemoteServiceSecurityCheck(J); +null!=q&&J.setRequestHeader("x-convert-custom",q);J.onreadystatechange=mxUtils.bind(this,function(){if(4==J.readyState)if(200<=J.status&&299>=J.status)try{var N=J.response;if("text/xml"==N.type){var v=new FileReader;v.onload=mxUtils.bind(this,function(u){try{g(u.target.result)}catch(G){k({message:mxResources.get("errorLoadingFile")})}});v.readAsText(N)}else this.doImportVisio(N,g,k,n)}catch(u){k(u)}else try{""==J.responseType||"text"==J.responseType?k({message:J.responseText}):(v=new FileReader,v.onload= +function(){k({message:JSON.parse(v.result).Message})},v.readAsText(J.response))}catch(u){k({})}});J.send(A)}else try{this.doImportVisio(e,g,k,n)}catch(N){k(N)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?p():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",p))};EditorUi.prototype.importGraphML=function(e,g,k){k=null!=k?k:mxUtils.bind(this,function(q){this.handleError(q)}); +var n=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(e,g,k)}catch(q){k(q)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?n():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",n))};EditorUi.prototype.exportVisio=function(e){var g=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(e)|| +this.handleError({message:mxResources.get("unknownError")})}catch(k){this.handleError(k)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?g():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",g))};EditorUi.prototype.convertLucidChart=function(e,g,k){var n=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var q= +JSON.parse(e);g(LucidImporter.importState(q));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+e.length}),null!=window.console&&"1"==urlParams.test){var p=[(new Date).toISOString(),"convertLucidChart",q];null!=q.state&&p.push(JSON.parse(q.state));if(null!=q.svgThumbs)for(var A=0;A<q.svgThumbs.length;A++)p.push(Editor.createSvgDataUri(q.svgThumbs[A]));null!=q.thumb&&p.push(q.thumb);console.log.apply(console,p)}}catch(E){}}catch(E){null!=window.console&&console.error(E),k(E)}else k({message:mxResources.get("serviceUnavailableOrBlocked")})}); +"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(n,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",n)})})})}):mxscript("js/extensions.min.js",n))};EditorUi.prototype.generateMermaidImage=function(e, +g,k,n){var q=this,p=function(){try{this.loadingMermaid=!1,g=null!=g?g:mxUtils.clone(EditorUi.defaultMermaidConfig),g.securityLevel="strict",g.startOnLoad=!1,Editor.isDarkMode()&&(g.theme="dark"),mermaid.mermaidAPI.initialize(g),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),e,function(A){try{if(mxClient.IS_IE||mxClient.IS_IE11)A=A.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var E=mxUtils.parseXml(A).getElementsByTagName("svg"); +if(0<E.length){var y=parseFloat(E[0].getAttribute("width")),B=parseFloat(E[0].getAttribute("height"));if(isNaN(y)||isNaN(B))try{var J=E[0].getAttribute("viewBox").split(/\s+/);y=parseFloat(J[2]);B=parseFloat(J[3])}catch(N){y=y||100,B=B||100}k(q.convertDataUri(Editor.createSvgDataUri(A)),y,B)}else n({message:mxResources.get("invalidInput")})}catch(N){n(N)}})}catch(A){n(A)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?p():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", +p):mxscript("js/extensions.min.js",p))};EditorUi.prototype.generatePlantUmlImage=function(e,g,k,n){function q(E,y,B){c1=E>>2;c2=(E&3)<<4|y>>4;c3=(y&15)<<2|B>>6;c4=B&63;r="";r+=p(c1&63);r+=p(c2&63);r+=p(c3&63);return r+=p(c4&63)}function p(E){if(10>E)return String.fromCharCode(48+E);E-=10;if(26>E)return String.fromCharCode(65+E);E-=26;if(26>E)return String.fromCharCode(97+E);E-=26;return 0==E?"-":1==E?"_":"?"}var A=new XMLHttpRequest;A.open("GET",("txt"==g?PLANT_URL+"/txt/":"png"==g?PLANT_URL+"/png/": +PLANT_URL+"/svg/")+function(E){r="";for(i=0;i<E.length;i+=3)r=i+2==E.length?r+q(E.charCodeAt(i),E.charCodeAt(i+1),0):i+1==E.length?r+q(E.charCodeAt(i),0,0):r+q(E.charCodeAt(i),E.charCodeAt(i+1),E.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(e))),!0);"txt"!=g&&(A.responseType="blob");A.onload=function(E){if(200<=this.status&&300>this.status)if("txt"==g)k(this.response);else{var y=new FileReader;y.readAsDataURL(this.response);y.onloadend=function(B){var J=new Image;J.onload= +function(){try{var N=J.width,v=J.height;if(0==N&&0==v){var u=y.result,G=u.indexOf(","),I=decodeURIComponent(escape(atob(u.substring(G+1)))),M=mxUtils.parseXml(I).getElementsByTagName("svg");0<M.length&&(N=parseFloat(M[0].getAttribute("width")),v=parseFloat(M[0].getAttribute("height")))}k(y.result,N,v)}catch(K){n(K)}};J.src=y.result};y.onerror=function(B){n(B)}}else n(E)};A.onerror=function(E){n(E)};A.send()};EditorUi.prototype.insertAsPreText=function(e,g,k){var n=this.editor.graph,q=null;n.getModel().beginUpdate(); +try{q=n.insertVertex(null,null,"<pre>"+e+"</pre>",g,k,1,1,"text;html=1;align=left;verticalAlign=top;"),n.updateCellSize(q,!0)}finally{n.getModel().endUpdate()}return q};EditorUi.prototype.insertTextAt=function(e,g,k,n,q,p,A,E){p=null!=p?p:!0;A=null!=A?A:!0;if(null!=e)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(e))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(e.replace(/\s+/g," "),mxUtils.bind(this,function(v){4== +v.readyState&&200<=v.status&&299>=v.status&&this.editor.graph.setSelectionCells(this.insertTextAt(v.responseText,g,k,!0))}));else if("data:"==e.substring(0,5)||!this.isOffline()&&(q||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(e))){var y=this.editor.graph;if("data:application/pdf;base64,"==e.substring(0,28)){var B=Editor.extractGraphModelFromPdf(e);if(null!=B&&0<B.length)return this.importXml(B,g,k,p,!0,E)}if(Editor.isPngDataUrl(e)&&(B=Editor.extractGraphModelFromPng(e),null!=B&&0<B.length))return this.importXml(B, +g,k,p,!0,E);if("data:image/svg+xml;"==e.substring(0,19))try{B=null;"data:image/svg+xml;base64,"==e.substring(0,26)?(B=e.substring(e.indexOf(",")+1),B=window.atob&&!mxClient.IS_SF?atob(B):Base64.decode(B,!0)):B=decodeURIComponent(e.substring(e.indexOf(",")+1));var J=this.importXml(B,g,k,p,!0,E);if(0<J.length)return J}catch(v){}this.loadImage(e,mxUtils.bind(this,function(v){if("data:"==e.substring(0,5))this.resizeImage(v,e,mxUtils.bind(this,function(I,M,K){y.setSelectionCell(y.insertVertex(null,null, +"",y.snap(g),y.snap(k),M,K,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(I)+";"))}),A,this.maxImageSize);else{var u=Math.min(1,Math.min(this.maxImageSize/v.width,this.maxImageSize/v.height)),G=Math.round(v.width*u);v=Math.round(v.height*u);y.setSelectionCell(y.insertVertex(null,null,"",y.snap(g),y.snap(k),G,v,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ +e+";"))}}),mxUtils.bind(this,function(){var v=null;y.getModel().beginUpdate();try{v=y.insertVertex(y.getDefaultParent(),null,e,y.snap(g),y.snap(k),1,1,"text;"+(n?"html=1;":"")),y.updateCellSize(v),y.fireEvent(new mxEventObject("textInserted","cells",[v]))}finally{y.getModel().endUpdate()}y.setSelectionCell(v)}))}else{e=Graph.zapGremlins(mxUtils.trim(e));if(this.isCompatibleString(e))return this.importXml(e,g,k,p,null,E);if(0<e.length)if(this.isLucidChartData(e))this.convertLucidChart(e,mxUtils.bind(this, +function(v){this.editor.graph.setSelectionCells(this.importXml(v,g,k,p,null,E))}),mxUtils.bind(this,function(v){this.handleError(v)}));else{y=this.editor.graph;q=null;y.getModel().beginUpdate();try{q=y.insertVertex(y.getDefaultParent(),null,"",y.snap(g),y.snap(k),1,1,"text;whiteSpace=wrap;"+(n?"html=1;":""));y.fireEvent(new mxEventObject("textInserted","cells",[q]));"<"==e.charAt(0)&&e.indexOf(">")==e.length-1&&(e=mxUtils.htmlEntities(e));e.length>this.maxTextBytes&&(e=e.substring(0,this.maxTextBytes)+ +"...");q.value=e;y.updateCellSize(q);if(0<this.maxTextWidth&&q.geometry.width>this.maxTextWidth){var N=y.getPreferredSizeForCell(q,this.maxTextWidth);q.geometry.width=N.width;q.geometry.height=N.height}Graph.isLink(q.value)&&y.setLinkForCell(q,q.value);q.geometry.width+=y.gridSize;q.geometry.height+=y.gridSize}finally{y.getModel().endUpdate()}return[q]}}return[]};EditorUi.prototype.formatFileSize=function(e){var g=-1;do e/=1024,g++;while(1024<e);return Math.max(e,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[g]}; +EditorUi.prototype.convertDataUri=function(e){if("data:"==e.substring(0,5)){var g=e.indexOf(";");0<g&&(e=e.substring(0,g)+e.substring(e.indexOf(",",g+1)))}return e};EditorUi.prototype.isRemoteFileFormat=function(e,g){return/("contentType":\s*"application\/gliffy\+json")/.test(e)};EditorUi.prototype.isLucidChartData=function(e){return null!=e&&('{"state":"{\\"Properties\\":'==e.substring(0,26)||'{"Properties":'==e.substring(0,14))};EditorUi.prototype.importLocalFile=function(e,g){if(e&&Graph.fileSupport){if(null== +this.importFileInputElt){var k=document.createElement("input");k.setAttribute("type","file");mxEvent.addListener(k,"change",mxUtils.bind(this,function(){null!=k.files&&(this.importFiles(k.files,null,null,this.maxImageSize),k.type="",k.type="file",k.value="")}));k.style.display="none";document.body.appendChild(k);this.importFileInputElt=k}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(A,E){StorageFile.listFiles(this, +"F",A,E)});window.openBrowserFile=mxUtils.bind(this,function(A,E,y){StorageFile.getFileContent(this,A,E,y)});window.deleteBrowserFile=mxUtils.bind(this,function(A,E,y){StorageFile.deleteFile(this,A,E,y)});if(!g){var n=Editor.useLocalStorage;Editor.useLocalStorage=!e}window.openFile=new OpenFile(mxUtils.bind(this,function(A){this.hideDialog(A)}));window.openFile.setConsumer(mxUtils.bind(this,function(A,E){null!=E&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(E)?(A=new Blob([A],{type:"application/octet-stream"}), +this.importVisio(A,mxUtils.bind(this,function(y){this.importXml(y,0,0,!0)}),null,E)):this.editor.graph.setSelectionCells(this.importXml(A,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!g){var q=this.dialog,p=q.close;this.dialog.close=mxUtils.bind(this,function(A){Editor.useLocalStorage=n;p.apply(q,arguments);A&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; +EditorUi.prototype.importZipFile=function(e,g,k){var n=this,q=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(e).then(function(p){if(mxUtils.isEmptyObject(p.files))k();else{var A=0,E,y=!1;p.forEach(function(B,J){B=J.name.toLowerCase();"diagram/diagram.xml"==B?(y=!0,J.async("string").then(function(N){0==N.indexOf("<mxfile ")?g(N):k()})):0==B.indexOf("versions/")&&(B=parseInt(B.substr(9)),B>A&&(A=B,E=J))});0<A?E.async("string").then(function(B){(new XMLHttpRequest).upload&& +n.isRemoteFileFormat(B,e.name)?n.isOffline()?n.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,k):n.parseFileData(B,mxUtils.bind(this,function(J){4==J.readyState&&(200<=J.status&&299>=J.status?g(J.responseText):k())}),e.name):k()}):y||k()}},function(p){k(p)}):k()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?q():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",q))};EditorUi.prototype.importFile=function(e,g,k,n,q,p,A,E,y,B,J,N){B=null!= +B?B:!0;var v=!1,u=null,G=mxUtils.bind(this,function(I){var M=null;null!=I&&"<mxlibrary"==I.substring(0,10)?this.loadLibrary(new LocalLibrary(this,I,A)):M=this.importXml(I,k,n,B,null,null!=N?mxEvent.isControlDown(N):null);null!=E&&E(M)});"image"==g.substring(0,5)?(y=!1,"image/png"==g.substring(0,9)&&(g=J?null:this.extractGraphModelFromPng(e),null!=g&&0<g.length&&(u=this.importXml(g,k,n,B,null,null!=N?mxEvent.isControlDown(N):null),y=!0)),y||(g=this.editor.graph,y=e.indexOf(";"),0<y&&(e=e.substring(0, +y)+e.substring(e.indexOf(",",y+1))),B&&g.isGridEnabled()&&(k=g.snap(k),n=g.snap(n)),u=[g.insertVertex(null,null,"",k,n,q,p,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+e+";")])):/(\.*<graphml )/.test(e)?(v=!0,this.importGraphML(e,G)):null!=y&&null!=A&&(/(\.v(dx|sdx?))($|\?)/i.test(A)||/(\.vs(x|sx?))($|\?)/i.test(A))?(v=!0,this.importVisio(y,G)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(e,A)?this.isOffline()? +this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(v=!0,q=mxUtils.bind(this,function(I){4==I.readyState&&(200<=I.status&&299>=I.status?G(I.responseText):null!=E&&E(null))}),null!=e?this.parseFileData(e,q,A):this.parseFile(y,q,A)):0==e.indexOf("PK")&&null!=y?(v=!0,this.importZipFile(y,G,mxUtils.bind(this,function(){u=this.insertTextAt(this.validateFileData(e),k,n,!0,null,B);E(u)}))):/(\.v(sd|dx))($|\?)/i.test(A)||/(\.vs(s|x))($|\?)/i.test(A)||(u=this.insertTextAt(this.validateFileData(e), +k,n,!0,null,B,null,null!=N?mxEvent.isControlDown(N):null));v||null==E||E(u);return u};EditorUi.prototype.importFiles=function(e,g,k,n,q,p,A,E,y,B,J,N,v){n=null!=n?n:this.maxImageSize;B=null!=B?B:this.maxImageBytes;var u=null!=g&&null!=k,G=!0;g=null!=g?g:0;k=null!=k?k:0;var I=!1;if(!mxClient.IS_CHROMEAPP&&null!=e)for(var M=J||this.resampleThreshold,K=0;K<e.length;K++)if("image/svg"!==e[K].type.substring(0,9)&&"image/"===e[K].type.substring(0,6)&&e[K].size>M){I=!0;break}var H=mxUtils.bind(this,function(){var F= +this.editor.graph,P=F.gridSize;q=null!=q?q:mxUtils.bind(this,function(D,L,R,O,Q,S,X,aa,Y){try{return null!=D&&"<mxlibrary"==D.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,D,X)),null):this.importFile(D,L,R,O,Q,S,X,aa,Y,u,N,v)}catch(Z){return this.handleError(Z),null}});p=null!=p?p:mxUtils.bind(this,function(D){F.setSelectionCells(D)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var U=e.length,T=U,V=[],W=mxUtils.bind(this,function(D,L){V[D]=L;if(0== +--T){this.spinner.stop();if(null!=E)E(V);else{var R=[];F.getModel().beginUpdate();try{for(D=0;D<V.length;D++){var O=V[D]();null!=O&&(R=R.concat(O))}}finally{F.getModel().endUpdate()}}p(R)}}),t=0;t<U;t++)mxUtils.bind(this,function(D){var L=e[D];if(null!=L){var R=new FileReader;R.onload=mxUtils.bind(this,function(O){if(null==A||A(L))if("image/"==L.type.substring(0,6))if("image/svg"==L.type.substring(0,9)){var Q=Graph.clipSvgDataUri(O.target.result),S=Q.indexOf(",");S=decodeURIComponent(escape(atob(Q.substring(S+ +1))));var X=mxUtils.parseXml(S);S=X.getElementsByTagName("svg");if(0<S.length){S=S[0];var aa=N?null:S.getAttribute("content");null!=aa&&"<"!=aa.charAt(0)&&"%"!=aa.charAt(0)&&(aa=unescape(window.atob?atob(aa):Base64.decode(aa,!0)));null!=aa&&"%"==aa.charAt(0)&&(aa=decodeURIComponent(aa));null==aa||"<mxfile "!==aa.substring(0,8)&&"<mxGraphModel "!==aa.substring(0,14)?W(D,mxUtils.bind(this,function(){try{if(null!=X){var ca=X.getElementsByTagName("svg");if(0<ca.length){var fa=ca[0],ka=fa.getAttribute("width"), +ha=fa.getAttribute("height");ka=null!=ka&&"%"!=ka.charAt(ka.length-1)?parseFloat(ka):NaN;ha=null!=ha&&"%"!=ha.charAt(ha.length-1)?parseFloat(ha):NaN;var ra=fa.getAttribute("viewBox");if(null==ra||0==ra.length)fa.setAttribute("viewBox","0 0 "+ka+" "+ha);else if(isNaN(ka)||isNaN(ha)){var la=ra.split(" ");3<la.length&&(ka=parseFloat(la[2]),ha=parseFloat(la[3]))}Q=Editor.createSvgDataUri(mxUtils.getXml(fa));var Fa=Math.min(1,Math.min(n/Math.max(1,ka)),n/Math.max(1,ha)),Ga=q(Q,L.type,g+D*P,k+D*P,Math.max(1, +Math.round(ka*Fa)),Math.max(1,Math.round(ha*Fa)),L.name);if(isNaN(ka)||isNaN(ha)){var Aa=new Image;Aa.onload=mxUtils.bind(this,function(){ka=Math.max(1,Aa.width);ha=Math.max(1,Aa.height);Ga[0].geometry.width=ka;Ga[0].geometry.height=ha;fa.setAttribute("viewBox","0 0 "+ka+" "+ha);Q=Editor.createSvgDataUri(mxUtils.getXml(fa));var Ma=Q.indexOf(";");0<Ma&&(Q=Q.substring(0,Ma)+Q.substring(Q.indexOf(",",Ma+1)));F.setCellStyles("image",Q,[Ga[0]])});Aa.src=Editor.createSvgDataUri(mxUtils.getXml(fa))}return Ga}}}catch(Ma){}return null})): +W(D,mxUtils.bind(this,function(){return q(aa,"text/xml",g+D*P,k+D*P,0,0,L.name)}))}else W(D,mxUtils.bind(this,function(){return null}))}else{S=!1;if("image/png"==L.type){var Y=N?null:this.extractGraphModelFromPng(O.target.result);if(null!=Y&&0<Y.length){var Z=new Image;Z.src=O.target.result;W(D,mxUtils.bind(this,function(){return q(Y,"text/xml",g+D*P,k+D*P,Z.width,Z.height,L.name)}));S=!0}}S||(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"), +mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(O.target.result,mxUtils.bind(this,function(ca){this.resizeImage(ca,O.target.result,mxUtils.bind(this,function(fa,ka,ha){W(D,mxUtils.bind(this,function(){if(null!=fa&&fa.length<B){var ra=G&&this.isResampleImageSize(L.size,J)?Math.min(1,Math.min(n/ka,n/ha)):1;return q(fa,L.type,g+D*P,k+D*P,Math.round(ka*ra),Math.round(ha*ra),L.name)}this.handleError({message:mxResources.get("imageTooBig")}); +return null}))}),G,n,J,L.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else Q=O.target.result,q(Q,L.type,g+D*P,k+D*P,240,160,L.name,function(ca){W(D,function(){return ca})},L)});/(\.v(dx|sdx?))($|\?)/i.test(L.name)||/(\.vs(x|sx?))($|\?)/i.test(L.name)?q(null,L.type,g+D*P,k+D*P,240,160,L.name,function(O){W(D,function(){return O})},L):"image"==L.type.substring(0,5)||"application/pdf"==L.type?R.readAsDataURL(L):R.readAsText(L)}})(t)});if(I){I= +[];for(K=0;K<e.length;K++)I.push(e[K]);e=I;this.confirmImageResize(function(F){G=F;H()},y)}else H()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize=function(e,g){g=null!=g?g:!1;var k=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},n=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages(): +null,q=function(p,A){if(p||g)mxSettings.setResizeImages(p?A:null),mxSettings.save();k();e(A)};null==n||g?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(p){q(p,!0)},function(p){q(p,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200, +!0,!0):q(!1,n)};EditorUi.prototype.parseFile=function(e,g,k){k=null!=k?k:e.name;var n=new FileReader;n.onload=mxUtils.bind(this,function(){this.parseFileData(n.result,g,k)});n.readAsText(e)};EditorUi.prototype.parseFileData=function(e,g,k){var n=new XMLHttpRequest;n.open("POST",OPEN_URL);n.setRequestHeader("Content-Type","application/x-www-form-urlencoded");n.onreadystatechange=function(){g(n)};n.send("format=xml&filename="+encodeURIComponent(k)+"&data="+encodeURIComponent(e));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE", +action:"size_"+file.size})}catch(q){}};EditorUi.prototype.isResampleImageSize=function(e,g){g=null!=g?g:this.resampleThreshold;return e>g};EditorUi.prototype.resizeImage=function(e,g,k,n,q,p,A){q=null!=q?q:this.maxImageSize;var E=Math.max(1,e.width),y=Math.max(1,e.height);if(n&&this.isResampleImageSize(null!=A?A:g.length,p))try{var B=Math.max(E/q,y/q);if(1<B){var J=Math.round(E/B),N=Math.round(y/B),v=document.createElement("canvas");v.width=J;v.height=N;v.getContext("2d").drawImage(e,0,0,J,N);var u= +v.toDataURL();if(u.length<g.length){var G=document.createElement("canvas");G.width=J;G.height=N;var I=G.toDataURL();u!==I&&(g=u,E=J,y=N)}}}catch(M){}k(g,E,y)};EditorUi.prototype.extractGraphModelFromPng=function(e){return Editor.extractGraphModelFromPng(e)};EditorUi.prototype.loadImage=function(e,g,k){try{var n=new Image;n.onload=function(){n.width=0<n.width?n.width:120;n.height=0<n.height?n.height:120;g(n)};null!=k&&(n.onerror=k);n.src=e}catch(q){if(null!=k)k(q);else throw q;}};EditorUi.prototype.getDefaultSketchMode= +function(){var e="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:e)};var l=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&&this.doSetSketchMode(null!=mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles= +mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var e=this,g=this.editor.graph;Graph.touchStyle&&(g.panningHandler.isPanningTrigger=function(M){var K=M.getEvent();return null==M.getState()&&!mxEvent.isMouseEvent(K)&&!g.freehand.isDrawing()||mxEvent.isPopupTrigger(K)&&(null==M.getState()||mxEvent.isControlDown(K)||mxEvent.isShiftDown(K))});g.cellEditor.editPlantUmlData=function(M,K,H){var F=JSON.parse(H);K=new TextareaDialog(e,mxResources.get("plantUml")+":",F.data, +function(P){null!=P&&e.spinner.spin(document.body,mxResources.get("inserting"))&&e.generatePlantUmlImage(P,F.format,function(U,T,V){e.spinner.stop();g.getModel().beginUpdate();try{if("txt"==F.format)g.labelChanged(M,"<pre>"+U+"</pre>"),g.updateCellSize(M,!0);else{g.setCellStyles("image",e.convertDataUri(U),[M]);var W=g.model.getGeometry(M);null!=W&&(W=W.clone(),W.width=T,W.height=V,g.cellsResized([M],[W],!1))}g.setAttributeForCell(M,"plantUmlData",JSON.stringify({data:P,format:F.format}))}finally{g.getModel().endUpdate()}}, +function(U){e.handleError(U)})},null,null,400,220);e.showDialog(K.container,420,300,!0,!0);K.init()};g.cellEditor.editMermaidData=function(M,K,H){var F=JSON.parse(H);K=new TextareaDialog(e,mxResources.get("mermaid")+":",F.data,function(P){null!=P&&e.spinner.spin(document.body,mxResources.get("inserting"))&&e.generateMermaidImage(P,F.config,function(U,T,V){e.spinner.stop();g.getModel().beginUpdate();try{g.setCellStyles("image",U,[M]);var W=g.model.getGeometry(M);null!=W&&(W=W.clone(),W.width=Math.max(W.width, +T),W.height=Math.max(W.height,V),g.cellsResized([M],[W],!1));g.setAttributeForCell(M,"mermaidData",JSON.stringify({data:P,config:F.config},null,2))}finally{g.getModel().endUpdate()}},function(U){e.handleError(U)})},null,null,400,220);e.showDialog(K.container,420,300,!0,!0);K.init()};var k=g.cellEditor.startEditing;g.cellEditor.startEditing=function(M,K){try{var H=this.graph.getAttributeForCell(M,"plantUmlData");if(null!=H)this.editPlantUmlData(M,K,H);else if(H=this.graph.getAttributeForCell(M,"mermaidData"), +null!=H)this.editMermaidData(M,K,H);else{var F=g.getCellStyle(M);"1"==mxUtils.getValue(F,"metaEdit","0")?e.showDataDialog(M):k.apply(this,arguments)}}catch(P){e.handleError(P)}};g.getLinkTitle=function(M){return e.getLinkTitle(M)};g.customLinkClicked=function(M){var K=!1;try{e.handleCustomLink(M),K=!0}catch(H){e.handleError(H)}return K};var n=g.parseBackgroundImage;g.parseBackgroundImage=function(M){var K=n.apply(this,arguments);null!=K&&null!=K.src&&Graph.isPageLink(K.src)&&(K={originalSrc:K.src}); +return K};var q=g.setBackgroundImage;g.setBackgroundImage=function(M){null!=M&&null!=M.originalSrc&&(M=e.createImageForPageLink(M.originalSrc,e.currentPage,this));q.apply(this,arguments)};this.editor.addListener("pageRenamed",mxUtils.bind(this,function(){g.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){g.refreshBackgroundImage()}));this.editor.addListener("pagesPatched",mxUtils.bind(this,function(M,K){M=null!=g.backgroundImage?g.backgroundImage.originalSrc: +null;if(null!=M){var H=M.indexOf(",");if(0<H)for(M=M.substring(H+1),K=K.getProperty("patches"),H=0;H<K.length;H++)if(null!=K[H][EditorUi.DIFF_UPDATE]&&null!=K[H][EditorUi.DIFF_UPDATE][M]||null!=K[H][EditorUi.DIFF_REMOVE]&&0<=mxUtils.indexOf(K[H][EditorUi.DIFF_REMOVE],M)){g.refreshBackgroundImage();break}}}));var p=g.getBackgroundImageObject;g.getBackgroundImageObject=function(M,K){var H=p.apply(this,arguments);if(null!=H&&null!=H.originalSrc)if(!K)H={src:H.originalSrc};else if(K&&null!=this.themes&& +"darkTheme"==this.defaultThemeName){var F=this.stylesheet,P=this.shapeForegroundColor,U=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor="#000000";H=e.createImageForPageLink(H.originalSrc);this.shapeBackgroundColor=U;this.shapeForegroundColor=P;this.stylesheet=F}return H};var A=this.clearDefaultStyle;this.clearDefaultStyle=function(){A.apply(this,arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog|| +(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders");if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl="https://app.diagrams.net/";var E=e.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(M){M=null!=M?M:"";"1"==urlParams.dev&&(M+=(0<M.length?"&":"?")+"dev=1");return E.apply(this,arguments)};var y=g.addClickHandler;g.addClickHandler=function(M,K,H){var F=K; +K=function(P,U){if(null==U){var T=mxEvent.getSource(P);"a"==T.nodeName.toLowerCase()&&(U=T.getAttribute("href"))}null!=U&&g.isCustomLink(U)&&(mxEvent.isTouchEvent(P)||!mxEvent.isPopupTrigger(P))&&g.customLinkClicked(U)&&mxEvent.consume(P);null!=F&&F(P,U)};y.call(this,M,K,H)};l.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(g.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var B=Menus.prototype.addPopupMenuEditItems;this.menus.addPopupMenuEditItems=function(M,K,H){e.editor.graph.isSelectionEmpty()? +B.apply(this,arguments):e.menus.addMenuItems(M,"delete - cut copy copyAsImage - duplicate".split(" "),null,H)}}e.actions.get("print").funct=function(){e.showDialog((new PrintDialog(e)).container,360,null!=e.pages&&1<e.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var J=g.getExportVariables;g.getExportVariables=function(){var M=J.apply(this,arguments),K=e.getCurrentFile();null!=K&&(M.filename=K.getTitle());M.pagecount=null!=e.pages?e.pages.length:1;M.page=null!= +e.currentPage?e.currentPage.getName():"";M.pagenumber=null!=e.pages&&null!=e.currentPage?mxUtils.indexOf(e.pages,e.currentPage)+1:1;return M};var N=g.getGlobalVariable;g.getGlobalVariable=function(M){var K=e.getCurrentFile();return"filename"==M&&null!=K?K.getTitle():"page"==M&&null!=e.currentPage?e.currentPage.getName():"pagenumber"==M?null!=e.currentPage&&null!=e.pages?mxUtils.indexOf(e.pages,e.currentPage)+1:1:"pagecount"==M?null!=e.pages?e.pages.length:1:N.apply(this,arguments)};var v=g.labelLinkClicked; +g.labelLinkClicked=function(M,K,H){var F=K.getAttribute("href");if(null==F||!g.isCustomLink(F)||!mxEvent.isTouchEvent(H)&&mxEvent.isPopupTrigger(H))v.apply(this,arguments);else{if(!g.isEnabled()||null!=M&&g.isCellLocked(M.cell))g.customLinkClicked(F),g.getRubberband().reset();mxEvent.consume(H)}};this.editor.getOrCreateFilename=function(){var M=e.defaultFilename,K=e.getCurrentFile();null!=K&&(M=null!=K.getTitle()?K.getTitle():M);return M};var u=this.actions.get("print");u.setEnabled(!mxClient.IS_IOS|| +!navigator.standalone);u.visible=u.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67,!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"tags"),this.keyHandler.bindAction(65,!1,"insertText"),this.keyHandler.bindAction(83,!1,"insertNote"),this.keyHandler.bindAction(68, +!1,"insertRectangle"),this.keyHandler.bindAction(70,!1,"insertEllipse"),this.keyHandler.bindAction(67,!1,"insertEdge"),this.keyHandler.bindAction(88,!1,"insertFreehand"),this.altShiftActions[83]="synchronize",this.installImagePasteHandler(),this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&g.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(M){var K= +g.cellEditor.text2,H=null;null!=K&&(mxEvent.addListener(K,"dragleave",function(F){null!=H&&(H.parentNode.removeChild(H),H=null);F.stopPropagation();F.preventDefault()}),mxEvent.addListener(K,"dragover",mxUtils.bind(this,function(F){null==H&&(!mxClient.IS_IE||10<document.documentMode)&&(H=this.highlightElement(K));F.stopPropagation();F.preventDefault()})),mxEvent.addListener(K,"drop",mxUtils.bind(this,function(F){null!=H&&(H.parentNode.removeChild(H),H=null);if(0<F.dataTransfer.files.length)this.importFiles(F.dataTransfer.files, +0,0,this.maxImageSize,function(U,T,V,W,t,D){g.insertImage(U,t,D)},function(){},function(U){return"image/"==U.type.substring(0,6)},function(U){for(var T=0;T<U.length;T++)U[T]()},mxEvent.isControlDown(F));else if(0<=mxUtils.indexOf(F.dataTransfer.types,"text/uri-list")){var P=F.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(P)?this.loadImage(decodeURIComponent(P),mxUtils.bind(this,function(U){var T=Math.max(1,U.width);U=Math.max(1,U.height);var V=this.maxImageSize;V=Math.min(1, +Math.min(V/Math.max(1,T)),V/Math.max(1,U));g.insertImage(decodeURIComponent(P),T*V,U*V)})):document.execCommand("insertHTML",!1,F.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(F.dataTransfer.types,"text/html")?document.execCommand("insertHTML",!1,F.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(F.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,F.dataTransfer.getData("text/plain"));F.stopPropagation();F.preventDefault()})))}));this.isSettingsEnabled()&&(u= +this.editor.graph.view,u.setUnit(mxSettings.getUnit()),u.addListener("unitChanged",function(M,K){mxSettings.setUnit(K.getProperty("unit"));mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode||"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,u.unit),this.refresh());if("1"==urlParams.styledev){u=document.getElementById("geFooter");null!=u&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type", +"text"),this.styleInput.style.position="absolute",this.styleInput.style.top="14px",this.styleInput.style.left="2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden",this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),u.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this, +function(M,K){0<this.editor.graph.getSelectionCount()?(M=this.editor.graph.getSelectionCell(),M=this.editor.graph.getModel().getStyle(M),this.styleInput.value=M||"",this.styleInput.style.visibility="visible"):this.styleInput.style.visibility="hidden"})));var G=this.isSelectionAllowed;this.isSelectionAllowed=function(M){return mxEvent.getSource(M)==this.styleInput?!0:G.apply(this,arguments)}}u=document.getElementById("geInfo");null!=u&&u.parentNode.removeChild(u);if(Graph.fileSupport&&(!this.editor.chromeless|| +this.editor.editable)){var I=null;mxEvent.addListener(g.container,"dragleave",function(M){g.isEnabled()&&(null!=I&&(I.parentNode.removeChild(I),I=null),M.stopPropagation(),M.preventDefault())});mxEvent.addListener(g.container,"dragover",mxUtils.bind(this,function(M){null==I&&(!mxClient.IS_IE||10<document.documentMode)&&(I=this.highlightElement(g.container));null!=this.sidebar&&this.sidebar.hideTooltip();M.stopPropagation();M.preventDefault()}));mxEvent.addListener(g.container,"drop",mxUtils.bind(this, +function(M){null!=I&&(I.parentNode.removeChild(I),I=null);if(g.isEnabled()){var K=mxUtils.convertPoint(g.container,mxEvent.getClientX(M),mxEvent.getClientY(M)),H=M.dataTransfer.files,F=g.view.translate,P=g.view.scale,U=K.x/P-F.x,T=K.y/P-F.y;if(0<H.length)K=1==H.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===H[0].type.substring(0,9)||"image/"!==H[0].type.substring(0,6)||/(\.drawio.png)$/i.test(H[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(M)||K)?(!mxEvent.isShiftDown(M)&&K&&null!= +this.getCurrentFile()&&this.fileLoaded(null),this.openFiles(H,!0)):(mxEvent.isAltDown(M)&&(T=U=null),this.importFiles(H,U,T,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(M),null,null,mxEvent.isShiftDown(M),M));else{mxEvent.isAltDown(M)&&(T=U=0);var V=0<=mxUtils.indexOf(M.dataTransfer.types,"text/uri-list")?M.dataTransfer.getData("text/uri-list"):null;H=this.extractGraphModelFromEvent(M,null!=this.pages);if(null!=H)g.setSelectionCells(this.importXml(H,U,T,!0));else if(0<=mxUtils.indexOf(M.dataTransfer.types, +"text/html")){var W=M.dataTransfer.getData("text/html");H=document.createElement("div");H.innerHTML=g.sanitizeHtml(W);var t=null;K=H.getElementsByTagName("img");null!=K&&1==K.length?(W=K[0].getAttribute("src"),null==W&&(W=K[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(W)||(t=!0)):(K=H.getElementsByTagName("a"),null!=K&&1==K.length?W=K[0].getAttribute("href"):(H=H.getElementsByTagName("pre"),null!=H&&1==H.length&&(W=mxUtils.getTextContent(H[0]))));var D=!0,L=mxUtils.bind(this, +function(){g.setSelectionCells(this.insertTextAt(W,U,T,!0,t,null,D,mxEvent.isControlDown(M)))});t&&null!=W&&W.length>this.resampleThreshold?this.confirmImageResize(function(R){D=R;L()},mxEvent.isControlDown(M)):L()}else null!=V&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(V)?this.loadImage(decodeURIComponent(V),mxUtils.bind(this,function(R){var O=Math.max(1,R.width);R=Math.max(1,R.height);var Q=this.maxImageSize;Q=Math.min(1,Math.min(Q/Math.max(1,O)),Q/Math.max(1,R));g.setSelectionCell(g.insertVertex(null, +null,"",U,T,O*Q,R*Q,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+V+";"))}),mxUtils.bind(this,function(R){g.setSelectionCells(this.insertTextAt(V,U,T,!0))})):0<=mxUtils.indexOf(M.dataTransfer.types,"text/plain")&&g.setSelectionCells(this.insertTextAt(M.dataTransfer.getData("text/plain"),U,T,!0))}}M.stopPropagation();M.preventDefault()}),!1)}g.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode(); +u=mxUtils.bind(this,function(){g.refresh();g.view.validateBackground();this.updateTabContainer()});this.addListener("darkModeChanged",u);this.addListener("sketchModeChanged",u);"dark"==uiTheme?(this.doSetDarkMode(!0),this.fireEvent(new mxEventObject("darkModeChanged"))):"min"==uiTheme&&"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches); +this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var e=this.editor.graph;e.container.addEventListener("paste",mxUtils.bind(this,function(g){if(!mxEvent.isConsumed(g))try{for(var k=g.clipboardData||g.originalEvent.clipboardData,n=!1,q=0;q<k.types.length;q++)if("text/"===k.types[q].substring(0,5)){n=!0;break}if(!n){var p=k.items;for(index in p){var A=p[index];if("file"===A.kind){if(e.isEditing())this.importFiles([A.getAsFile()],0,0,this.maxImageSize, +function(y,B,J,N,v,u){e.insertImage(y,v,u)},function(){},function(y){return"image/"==y.type.substring(0,6)},function(y){for(var B=0;B<y.length;B++)y[B]()});else{var E=this.editor.graph.getInsertPoint();this.importFiles([A.getAsFile()],E.x,E.y,this.maxImageSize);mxEvent.consume(g)}break}}}}catch(y){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function e(){window.setTimeout(function(){k.innerHTML=" ";k.focus();document.execCommand("selectAll",!1,null)},0)}var g=this.editor.graph, +k=document.createElement("div");k.setAttribute("autocomplete","off");k.setAttribute("autocorrect","off");k.setAttribute("autocapitalize","off");k.setAttribute("spellcheck","false");k.style.textRendering="optimizeSpeed";k.style.fontFamily="monospace";k.style.wordBreak="break-all";k.style.background="transparent";k.style.color="transparent";k.style.position="absolute";k.style.whiteSpace="nowrap";k.style.overflow="hidden";k.style.display="block";k.style.fontSize="1";k.style.zIndex="-1";k.style.resize= +"none";k.style.outline="none";k.style.width="1px";k.style.height="1px";mxUtils.setOpacity(k,0);k.contentEditable=!0;k.innerHTML=" ";var n=!1;this.keyHandler.bindControlKey(88,null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(p){var A=mxEvent.getSource(p);null==g.container||!g.isEnabled()||g.isMouseDown||g.isEditing()||null!=this.dialog||"INPUT"==A.nodeName||"TEXTAREA"==A.nodeName||224!=p.keyCode&& +(mxClient.IS_MAC||17!=p.keyCode)&&(!mxClient.IS_MAC||91!=p.keyCode&&93!=p.keyCode)||n||(k.style.left=g.container.scrollLeft+10+"px",k.style.top=g.container.scrollTop+10+"px",g.container.appendChild(k),n=!0,k.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(p){var A=p.keyCode;window.setTimeout(mxUtils.bind(this,function(){!n||224!=A&&17!=A&&91!=A&&93!=A||(n=!1,g.isEditing()||null!=this.dialog||null==g.container||g.container.focus(), +k.parentNode.removeChild(k),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(k,"copy",mxUtils.bind(this,function(p){if(g.isEnabled())try{mxClipboard.copy(g),this.copyCells(k),e()}catch(A){this.handleError(A)}}));mxEvent.addListener(k,"cut",mxUtils.bind(this,function(p){if(g.isEnabled())try{mxClipboard.copy(g),this.copyCells(k,!0),e()}catch(A){this.handleError(A)}}));mxEvent.addListener(k,"paste",mxUtils.bind(this,function(p){g.isEnabled()&&!g.isCellLocked(g.getDefaultParent())&& +(k.innerHTML=" ",k.focus(),null!=p.clipboardData&&this.pasteCells(p,k,!0,!0),mxEvent.isConsumed(p)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(p,k,!1,!0)}),0))}),!0);var q=this.isSelectionAllowed;this.isSelectionAllowed=function(p){return mxEvent.getSource(p)==k?!0:q.apply(this,arguments)}};EditorUi.prototype.setCurrentTheme=function(e,g){mxSettings.setUi(e);this.doSetCurrentTheme(e);this.fireEvent(new mxEventObject("currentThemeChanged"));g||this.alert(mxResources.get("restartForChangeRequired"))}; +EditorUi.prototype.doSetCurrentTheme=function(e){Editor.currentTheme!=e&&(Editor.currentTheme=e)};EditorUi.prototype.setSketchMode=function(e){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(e);null==urlParams.rough&&(mxSettings.settings.sketchMode=e,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+ +(Editor.isDarkMode()?"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": +"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }html body .geToolbarContainer a div { color: "+(Editor.isDarkMode()?"#707070":Editor.darkColor)+" }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()? +"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ +(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ +(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ +(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ +(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};EditorUi.prototype.setDarkMode=function(e){this.doSetDarkMode(e);null==urlParams.dark&&(mxSettings.settings.darkMode=e,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))};var m=document.createElement("link");m.setAttribute("rel","stylesheet");m.setAttribute("href",STYLE_PATH+"/dark.css"); +m.setAttribute("charset","UTF-8");m.setAttribute("type","text/css");EditorUi.prototype.doSetDarkMode=function(e){if(Editor.darkMode!=e){var g=this.editor.graph;Editor.darkMode=e;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";g.view.defaultGridColor=Editor.isDarkMode()?mxGraphView.prototype.defaultDarkGridColor:mxGraphView.prototype.defaultGridColor;g.view.gridColor=g.view.defaultGridColor;g.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor: +"#ffffff";g.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";g.shapeBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"#ffffff";g.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";g.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";g.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";g.loadStylesheet();null!=this.actions.layersWindow&& +(e=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null,e&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=g.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor= +g.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=g.shapeBackgroundColor;Graph.prototype.shapeForegroundColor=g.shapeForegroundColor;Graph.prototype.defaultThemeName=g.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor: +"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;null!=Editor.styleElt&&(Editor.styleElt.innerHTML=Editor.createMinimalCss());Editor.isDarkMode()?null==m.parentNode&&document.getElementsByTagName("head")[0].appendChild(m):null!=m.parentNode&&m.parentNode.removeChild(m)}}; +EditorUi.prototype.setPagesVisible=function(e){Editor.pagesVisible!=e&&(Editor.pagesVisible=e,mxSettings.settings.pagesVisible=e,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(e,g){this.sidebar.sidebarTitles!=e&&(this.sidebar.sidebarTitles=e,this.sidebar.refresh(),this.isSettingsEnabled()&&g&&(mxSettings.settings.sidebarTitles=e,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen= +function(e){Editor.inlineFullscreen!=e&&(Editor.inlineFullscreen=e,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(e){if(Editor.sketchMode!=e){var g=function(n,q,p){null== +n[q]&&(n[q]=p)},k=this.editor.graph;Editor.sketchMode=e;this.menus.defaultFontSize=e?20:16;k.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);g(k.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);k.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);g(k.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);g(k.defaultEdgeStyle,"edgeStyle","none");g(k.defaultEdgeStyle,"rounded","0");g(k.defaultEdgeStyle,"curved","1");g(k.defaultEdgeStyle,"jettySize","auto"); +g(k.defaultEdgeStyle,"orthogonalLoop","1");g(k.defaultEdgeStyle,"endArrow","open");g(k.defaultEdgeStyle,"endSize","14");g(k.defaultEdgeStyle,"startSize","14");e&&(g(k.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),g(k.defaultVertexStyle,"fontSource",Editor.sketchFontSource),g(k.defaultVertexStyle,"hachureGap","4"),g(k.defaultVertexStyle,"sketch","1"),g(k.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),g(k.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),g(k.defaultEdgeStyle, +"sketch","1"),g(k.defaultEdgeStyle,"hachureGap","4"),g(k.defaultEdgeStyle,"sourcePerimeterSpacing","8"),g(k.defaultEdgeStyle,"targetPerimeterSpacing","8"));k.currentVertexStyle=mxUtils.clone(k.defaultVertexStyle);k.currentEdgeStyle=mxUtils.clone(k.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(e){var g=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(e)){var k=e.indexOf(",");0<k&&(g=this.getPageById(e.substring(k+1)),g=null!=g?g.getName(): +mxResources.get("pageNotFound"))}else"data:"==e.substring(0,5)&&(g=mxResources.get("action"));return g};EditorUi.prototype.handleCustomLink=function(e){if(Graph.isPageLink(e)){var g=e.indexOf(",");if(e=this.getPageById(e.substring(g+1)))this.selectPage(e);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(e)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)}; +EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible=mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(e){e.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(e){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[], +"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged",mxUtils.bind(this,function(e,g){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(e=g.getProperty("customFonts"),this.menus.customFonts=e,mxSettings.setCustomFonts(e));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this, +function(e,g){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget());mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(e,g){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor= +mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1);this.addListener("gridColorChanged",mxUtils.bind(this,function(e,g){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(e,g){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!= +this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])),this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth); +mxSettings.save()})}};EditorUi.prototype.copyImage=function(e,g,k){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&&this.editor.exportToCanvas(mxUtils.bind(this,function(n,q){try{this.spinner.stop();var p=this.createImageDataUri(n,g,"png"),A=parseInt(q.getAttribute("width")),E=parseInt(q.getAttribute("height"));this.writeImageToClipboard(p,A,E,mxUtils.bind(this,function(y){this.handleError(y)}))}catch(y){this.handleError(y)}}),null,null,null,mxUtils.bind(this, +function(n){this.spinner.stop();this.handleError(n)}),null,null,null!=k?k:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE,null,null,null,10,null,null,!1,null,0<e.length?e:null)}catch(n){this.handleError(n)}};EditorUi.prototype.writeImageToClipboard=function(e,g,k,n){var q=this.base64ToBlob(e.substring(e.indexOf(",")+1),"image/png");e=new ClipboardItem({"image/png":q,"text/html":new Blob(['<img src="'+e+'" width="'+g+'" height="'+k+'">'],{type:"text/html"})});navigator.clipboard.write([e])["catch"](n)}; +EditorUi.prototype.copyCells=function(e,g){var k=this.editor.graph;if(k.isSelectionEmpty())e.innerText="";else{var n=mxUtils.sortCells(k.model.getTopmostCells(k.getSelectionCells())),q=mxUtils.getXml(k.encodeCells(n));mxUtils.setTextContent(e,encodeURIComponent(q));g?(k.removeCells(n,!1),k.lastPasteXml=null):(k.lastPasteXml=q,k.pasteCounter=0);e.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var e=null;if(Editor.enableNativeCipboard){var g=this.editor.graph; +g.isSelectionEmpty()||(e=mxUtils.sortCells(g.getExportableCells(g.model.getTopmostCells(g.getSelectionCells()))),g=mxUtils.getXml(g.encodeCells(e)),navigator.clipboard.writeText(g))}return e};EditorUi.prototype.pasteXml=function(e,g,k,n){var q=this.editor.graph,p=null;q.lastPasteXml==e?q.pasteCounter++:(q.lastPasteXml=e,q.pasteCounter=0);var A=q.pasteCounter*q.gridSize;if(k||this.isCompatibleString(e))p=this.importXml(e,A,A),q.setSelectionCells(p);else if(g&&1==q.getSelectionCount()){A=q.getStartEditingCell(q.getSelectionCell(), +n);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(e)&&"image"==q.getCurrentCellStyle(A)[mxConstants.STYLE_SHAPE])q.setCellStyles(mxConstants.STYLE_IMAGE,e,[A]);else{q.model.beginUpdate();try{q.labelChanged(A,e),Graph.isLink(e)&&q.setLinkForCell(A,e)}finally{q.model.endUpdate()}}q.setSelectionCell(A)}else p=q.getInsertPoint(),q.isMouseInsertPoint()&&(A=0,q.lastPasteXml==e&&0<q.pasteCounter&&q.pasteCounter--),p=this.insertTextAt(e,p.x+A,p.y+A,!0),q.setSelectionCells(p);q.isSelectionEmpty()||(q.scrollCellToVisible(q.getSelectionCell()), +null!=this.hoverIcons&&this.hoverIcons.update(q.view.getState(q.getSelectionCell())));return p};EditorUi.prototype.pasteCells=function(e,g,k,n){if(!mxEvent.isConsumed(e)){var q=g,p=!1;if(k&&null!=e.clipboardData&&e.clipboardData.getData){var A=e.clipboardData.getData("text/plain"),E=!1;if(null!=A&&0<A.length&&"%3CmxGraphModel%3E"==A.substring(0,18))try{var y=decodeURIComponent(A);this.isCompatibleString(y)&&(E=!0,A=y)}catch(G){}E=E?null:e.clipboardData.getData("text/html");null!=E&&0<E.length?(q= +this.parseHtmlData(E),p="text/plain"!=q.getAttribute("data-type")):null!=A&&0<A.length&&(q=document.createElement("div"),mxUtils.setTextContent(q,E))}A=q.getElementsByTagName("span");if(null!=A&&0<A.length&&"application/vnd.lucid.chart.objects"===A[0].getAttribute("data-lucid-type"))k=A[0].getAttribute("data-lucid-content"),null!=k&&0<k.length&&(this.convertLucidChart(k,mxUtils.bind(this,function(G){var I=this.editor.graph;I.lastPasteXml==G?I.pasteCounter++:(I.lastPasteXml=G,I.pasteCounter=0);var M= +I.pasteCounter*I.gridSize;I.setSelectionCells(this.importXml(G,M,M));I.scrollCellToVisible(I.getSelectionCell())}),mxUtils.bind(this,function(G){this.handleError(G)})),mxEvent.consume(e));else{var B=p?q.innerHTML:mxUtils.trim(null==q.innerText?mxUtils.getTextContent(q):q.innerText),J=!1;try{var N=B.lastIndexOf("%3E");0<=N&&N<B.length-3&&(B=B.substring(0,N+3))}catch(G){}try{A=q.getElementsByTagName("span"),(y=null!=A&&0<A.length?mxUtils.trim(decodeURIComponent(A[0].textContent)):decodeURIComponent(B))&& +(this.isCompatibleString(y)||0==y.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(J=!0,B=y)}catch(G){}try{if(null!=B&&0<B.length){if(0==B.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":')){var v=mxUtils.bind(this,function(){try{B=(new MiroImporter).importMiroJson(JSON.parse(B)),this.pasteXml(B,n,J,e)}catch(G){console.log("Miro import error:",G)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",v):v()}else this.pasteXml(B,n,J,e);try{mxEvent.consume(e)}catch(G){}}else if(!k){var u= +this.editor.graph;u.lastPasteXml=null;u.pasteCounter=0}}catch(G){this.handleError(G)}}}g.innerHTML=" "};EditorUi.prototype.addFileDropHandler=function(e){if(Graph.fileSupport)for(var g=null,k=0;k<e.length;k++)mxEvent.addListener(e[k],"dragleave",function(n){null!=g&&(g.parentNode.removeChild(g),g=null);n.stopPropagation();n.preventDefault()}),mxEvent.addListener(e[k],"dragover",mxUtils.bind(this,function(n){(this.editor.graph.isEnabled()||"1"!=urlParams.embed)&&null==g&&(!mxClient.IS_IE||10< +document.documentMode&&12>document.documentMode)&&(g=this.highlightElement());n.stopPropagation();n.preventDefault()})),mxEvent.addListener(e[k],"drop",mxUtils.bind(this,function(n){null!=g&&(g.parentNode.removeChild(g),g=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<n.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(n.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(n)&&!mxEvent.isShiftDown(n)):this.openFiles(n.dataTransfer.files, +!0);else{var q=this.extractGraphModelFromEvent(n);if(null==q){var p=null!=n.dataTransfer?n.dataTransfer:n.clipboardData;null!=p&&(10==document.documentMode||11==document.documentMode?q=p.getData("Text"):(q=null,q=0<=mxUtils.indexOf(p.types,"text/uri-list")?n.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(p.types,"text/html")?p.getData("text/html"):null,null!=q&&0<q.length?(p=document.createElement("div"),p.innerHTML=this.editor.graph.sanitizeHtml(q),p=p.getElementsByTagName("img"),0<p.length&& +(q=p[0].getAttribute("src"))):0<=mxUtils.indexOf(p.types,"text/plain")&&(q=p.getData("text/plain"))),null!=q&&(Editor.isPngDataUrl(q)?(q=Editor.extractGraphModelFromPng(q),null!=q&&0<q.length&&this.openLocalFile(q,null,!0)):this.isRemoteFileFormat(q)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(q))).send(mxUtils.bind(this,function(A){200<=A.getStatus()&&299>=A.getStatus()&&this.openLocalFile(A.getText(), +null,!0)})):/^https?:\/\//.test(q)&&(null==this.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(q):window.openWindow((mxClient.IS_CHROMEAPP?EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(q)))))}else this.openLocalFile(q,null,!0)}n.stopPropagation();n.preventDefault()}))};EditorUi.prototype.highlightElement=function(e){var g=0,k=0;if(null==e){var n=document.body;var q=document.documentElement;var p=(n.clientWidth||q.clientWidth)-3;n= +Math.max(n.clientHeight||0,q.clientHeight)-3}else g=e.offsetTop,k=e.offsetLeft,p=e.clientWidth,n=e.clientHeight;q=document.createElement("div");q.style.zIndex=mxPopupMenu.prototype.zIndex+2;q.style.border="3px dotted rgb(254, 137, 12)";q.style.pointerEvents="none";q.style.position="absolute";q.style.top=g+"px";q.style.left=k+"px";q.style.width=Math.max(0,p-3)+"px";q.style.height=Math.max(0,n-3)+"px";null!=e&&e.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(q):document.body.appendChild(q); +return q};EditorUi.prototype.stringToCells=function(e){e=mxUtils.parseXml(e);var g=this.editor.extractGraphModel(e.documentElement);e=[];if(null!=g){var k=new mxCodec(g.ownerDocument),n=new mxGraphModel;k.decode(g,n);g=n.getChildAt(n.getRoot(),0);for(k=0;k<n.getChildCount(g);k++)e.push(n.getChildAt(g,k))}return e};EditorUi.prototype.openFileHandle=function(e,g,k,n,q){if(null!=g&&0<g.length){!this.useCanvasForExport&&/(\.png)$/i.test(g)?g=g.substring(0,g.length-4)+".drawio":/(\.pdf)$/i.test(g)&&(g= +g.substring(0,g.length-4)+".drawio");var p=mxUtils.bind(this,function(E){g=0<=g.lastIndexOf(".")?g.substring(0,g.lastIndexOf("."))+".drawio":g+".drawio";if("<mxlibrary"==E.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,n);try{this.loadLibrary(new LocalLibrary(this,E,g))}catch(y){this.handleError(y,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(E,g,n)});if(/(\.v(dx|sdx?))($|\?)/i.test(g)||/(\.vs(x|sx?))($|\?)/i.test(g))this.importVisio(k, +mxUtils.bind(this,function(E){this.spinner.stop();p(E)}));else if(/(\.*<graphml )/.test(e))this.importGraphML(e,mxUtils.bind(this,function(E){this.spinner.stop();p(E)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(e,g))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(k,mxUtils.bind(this,function(E){4==E.readyState&&(this.spinner.stop(),200<=E.status&&299>=E.status?p(E.responseText):this.handleError({message:mxResources.get(413== +E.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))}));else if(this.isLucidChartData(e))/(\.json)$/i.test(g)&&(g=g.substring(0,g.length-5)+".drawio"),this.convertLucidChart(e,mxUtils.bind(this,function(E){this.spinner.stop();this.openLocalFile(E,g,n)}),mxUtils.bind(this,function(E){this.spinner.stop();this.handleError(E)}));else if("<mxlibrary"==e.substring(0,10)){this.spinner.stop();null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml, +this.defaultFilename,n);try{this.loadLibrary(new LocalLibrary(this,e,k.name))}catch(E){this.handleError(E,mxResources.get("errorLoadingFile"))}}else if(0==e.indexOf("PK"))this.importZipFile(k,mxUtils.bind(this,function(E){this.spinner.stop();p(E)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(e,g,n)}));else{if("image/png"==k.type.substring(0,9))e=this.extractGraphModelFromPng(e);else if("application/pdf"==k.type){var A=Editor.extractGraphModelFromPdf(e);null!=A&&(q=null,n=!0, +e=A)}this.spinner.stop();this.openLocalFile(e,g,n,q,null!=q?k:null)}}};EditorUi.prototype.openFiles=function(e,g){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var k=0;k<e.length;k++)mxUtils.bind(this,function(n){var q=new FileReader;q.onload=mxUtils.bind(this,function(p){try{this.openFileHandle(p.target.result,n.name,n,g)}catch(A){this.handleError(A)}});q.onerror=mxUtils.bind(this,function(p){this.spinner.stop();this.handleError(p);window.openFile=null});"image"!==n.type.substring(0, +5)&&"application/pdf"!==n.type||"image/svg"===n.type.substring(0,9)?q.readAsText(n):q.readAsDataURL(n)})(e[k])};EditorUi.prototype.openLocalFile=function(e,g,k,n,q){var p=this.getCurrentFile(),A=mxUtils.bind(this,function(){window.openFile=null;if(null==g&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var E=mxUtils.parseXml(e);null!=E&&(this.editor.setGraphXml(E.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this,e,g||this.defaultFilename,k,n,q))});if(null!= +e&&0<e.length)null==p||!p.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=n)?A():(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=n)&&null!=p&&p.isModified()?this.confirm(mxResources.get("allChangesLost"),null,A,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(e,g),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!=p&&p.isModified()?this.confirm(mxResources.get("allChangesLost"), +null,A,mxResources.get("cancel"),mxResources.get("discardChanges")):A()})));else throw Error(mxResources.get("notADiagramFile"));};EditorUi.prototype.getBasenames=function(){var e={};if(null!=this.pages)for(var g=0;g<this.pages.length;g++)this.updatePageRoot(this.pages[g]),this.addBasenamesForCell(this.pages[g].root,e);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),e);g=[];for(var k in e)g.push(k);return g};EditorUi.prototype.addBasenamesForCell=function(e,g){function k(A){if(null!= +A){var E=A.lastIndexOf(".");0<E&&(A=A.substring(E+1,A.length));null==g[A]&&(g[A]=!0)}}var n=this.editor.graph,q=n.getCellStyle(e);k(mxStencilRegistry.getBasenameForStencil(q[mxConstants.STYLE_SHAPE]));n.model.isEdge(e)&&(k(mxMarker.getPackageForType(q[mxConstants.STYLE_STARTARROW])),k(mxMarker.getPackageForType(q[mxConstants.STYLE_ENDARROW])));q=n.model.getChildCount(e);for(var p=0;p<q;p++)this.addBasenamesForCell(n.model.getChildAt(e,p),g)};EditorUi.prototype.setGraphEnabled=function(e){this.diagramContainer.style.visibility= +e?"":"hidden";this.formatContainer.style.visibility=e?"":"hidden";this.sidebarFooterContainer.style.display=e?"":"none";this.sidebarContainer.style.display=e?"":"none";this.hsplit.style.display=e?"":"none";this.editor.graph.setEnabled(e);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=e?"":"hidden",this.ruler.vRuler.container.style.visibility=e?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=e?"":"hidden");e||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1), +null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1),null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!=window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var e= +!1;this.installMessageHandler(mxUtils.bind(this,function(g,k,n,q){e||(e=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==g||0==g.length)g=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,g,{}));this.mode=App.MODE_EMBED;this.setFileData(g);if(q)try{var p=this.editor.graph;p.setGridEnabled(!1);p.pageVisible=!1;var A=p.model.cells,E;for(E in A){var y=A[E];null!=y&&null!=y.style&&(y.style+=";sketch=1;"+(-1==y.style.indexOf("fontFamily=")||-1<y.style.indexOf("fontFamily=Helvetica;")? +"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;":""))}}catch(B){console.log(B)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=n?n:!1;this.updateUi();window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog= +function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow?this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(e,g){null!=e?e.getPublicUrl(g):g(null)};EditorUi.prototype.createLoadMessage=function(e){var g=this.editor.graph;return{event:e,pageVisible:g.pageVisible,translate:g.view.translate,bounds:g.getGraphBounds(),currentPage:this.getSelectedPageIndex(), +scale:g.view.scale,page:g.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(e){var g=this.editor.graph;g.isEditing()&&g.stopEditing(!g.isInvokesStopCellEditing());var k=window.opener||window.parent;if(this.editor.modified){var n=g.background;if(null==n||n==mxConstants.NONE)n=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null,null,null,null,null,null,null,!1),g,null,!0,mxUtils.bind(this,function(q){k.postMessage(JSON.stringify({event:"export", +point:this.embedExitPoint,exit:null!=e?!e:!0,data:Editor.createSvgDataUri(q)}),"*")}),null,null,!0,n,1,this.embedExportBorder)}else e||k.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");e||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,g.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified=!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler= +function(e){var g=null,k=!1,n=!1,q=null,p=mxUtils.bind(this,function(y,B){this.editor.modified&&"0"!=urlParams.modified?null!=urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,p);mxEvent.addListener(window,"message",mxUtils.bind(this,function(y){if(y.source==(window.opener||window.parent)){var B=y.data,J=null,N=mxUtils.bind(this,function(Y){if(null!=Y&&"function"===typeof Y.charAt&& +"<"!=Y.charAt(0))try{Editor.isPngDataUrl(Y)?Y=Editor.extractGraphModelFromPng(Y):"data:image/svg+xml;base64,"==Y.substring(0,26)?Y=atob(Y.substring(26)):"data:image/svg+xml;utf8,"==Y.substring(0,24)&&(Y=Y.substring(24)),null!=Y&&("%"==Y.charAt(0)?Y=decodeURIComponent(Y):"<"!=Y.charAt(0)&&(Y=Graph.decompress(Y)))}catch(Z){}return Y});if("json"==urlParams.proto){var v=!1;try{B=JSON.parse(B),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[y],"data",[B])}catch(Y){B=null}try{if(null==B)return; +if("dialog"==B.action){this.showError(null!=B.titleKey?mxResources.get(B.titleKey):B.title,null!=B.messageKey?mxResources.get(B.messageKey):B.message,null!=B.buttonKey?mxResources.get(B.buttonKey):B.button);null!=B.modified&&(this.editor.modified=B.modified);return}if("layout"==B.action){this.executeLayouts(this.editor.graph.createLayouts(B.layouts));return}if("prompt"==B.action){this.spinner.stop();var u=new FilenameDialog(this,B.defaultValue||"",null!=B.okKey?mxResources.get(B.okKey):B.ok,function(Y){null!= +Y?A.postMessage(JSON.stringify({event:"prompt",value:Y,message:B}),"*"):A.postMessage(JSON.stringify({event:"prompt-cancel",message:B}),"*")},null!=B.titleKey?mxResources.get(B.titleKey):B.title);this.showDialog(u.container,300,80,!0,!1);u.init();return}if("draft"==B.action){var G=N(B.xml);this.spinner.stop();u=new DraftDialog(this,mxResources.get("draftFound",[B.name||this.defaultFilename]),G,mxUtils.bind(this,function(){this.hideDialog();A.postMessage(JSON.stringify({event:"draft",result:"edit", +message:B}),"*")}),mxUtils.bind(this,function(){this.hideDialog();A.postMessage(JSON.stringify({event:"draft",result:"discard",message:B}),"*")}),B.editKey?mxResources.get(B.editKey):null,B.discardKey?mxResources.get(B.discardKey):null,B.ignore?mxUtils.bind(this,function(){this.hideDialog();A.postMessage(JSON.stringify({event:"draft",result:"ignore",message:B}),"*")}):null);this.showDialog(u.container,640,480,!0,!1,mxUtils.bind(this,function(Y){Y&&this.actions.get("exit").funct()}));try{u.init()}catch(Y){A.postMessage(JSON.stringify({event:"draft", +error:Y.toString(),message:B}),"*")}return}if("template"==B.action){this.spinner.stop();var I=1==B.enableRecent,M=1==B.enableSearch,K=1==B.enableCustomTemp;if("1"==urlParams.newTempDlg&&!B.templatesOnly&&null!=B.callback){var H=this.getCurrentUser(),F=new TemplatesDialog(this,function(Y,Z,ca){Y=Y||this.emptyDiagramXml;A.postMessage(JSON.stringify({event:"template",xml:Y,blank:Y==this.emptyDiagramXml,name:Z,tempUrl:ca.url,libs:ca.libs,builtIn:null!=ca.info&&null!=ca.info.custContentId,message:B}), +"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=H?H.id:null,I?mxUtils.bind(this,function(Y,Z,ca){this.remoteInvoke("getRecentDiagrams",[ca],null,Y,Z)}):null,M?mxUtils.bind(this,function(Y,Z,ca,fa){this.remoteInvoke("searchDiagrams",[Y,fa],null,Z,ca)}):null,mxUtils.bind(this,function(Y,Z,ca){this.remoteInvoke("getFileContent",[Y.url],null,Z,ca)}),null,K?mxUtils.bind(this,function(Y){this.remoteInvoke("getCustomTemplates",null,null,Y,function(){Y({},0)})}):null, +!1,!1,!0,!0);this.showDialog(F.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0);return}u=new NewDialog(this,!1,B.templatesOnly?!1:null!=B.callback,mxUtils.bind(this,function(Y,Z,ca,fa){Y=Y||this.emptyDiagramXml;null!=B.callback?A.postMessage(JSON.stringify({event:"template",xml:Y,blank:Y==this.emptyDiagramXml,name:Z,tempUrl:ca,libs:fa,builtIn:!0,message:B}),"*"):(e(Y,y,Y!=this.emptyDiagramXml,B.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null, +null,I?mxUtils.bind(this,function(Y){this.remoteInvoke("getRecentDiagrams",[null],null,Y,function(){Y(null,"Network Error!")})}):null,M?mxUtils.bind(this,function(Y,Z){this.remoteInvoke("searchDiagrams",[Y,null],null,Z,function(){Z(null,"Network Error!")})}):null,mxUtils.bind(this,function(Y,Z,ca){A.postMessage(JSON.stringify({event:"template",docUrl:Y,info:Z,name:ca}),"*")}),null,null,K?mxUtils.bind(this,function(Y){this.remoteInvoke("getCustomTemplates",null,null,Y,function(){Y({},0)})}):null,1== +B.withoutType);this.showDialog(u.container,620,460,!0,!1,mxUtils.bind(this,function(Y){this.sidebar.hideTooltip();Y&&this.actions.get("exit").funct()}));u.init();return}if("textContent"==B.action){var P=this.getDiagramTextContent();A.postMessage(JSON.stringify({event:"textContent",data:P,message:B}),"*");return}if("status"==B.action){null!=B.messageKey?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(B.messageKey))):null!=B.message&&this.editor.setStatus(mxUtils.htmlEntities(B.message)); +null!=B.modified&&(this.editor.modified=B.modified);return}if("spinner"==B.action){var U=null!=B.messageKey?mxResources.get(B.messageKey):B.message;null==B.show||B.show?this.spinner.spin(document.body,U):this.spinner.stop();return}if("exit"==B.action){this.actions.get("exit").funct();return}if("viewport"==B.action){null!=B.viewport&&(this.embedViewport=B.viewport);return}if("snapshot"==B.action){this.sendEmbeddedSvgExport(!0);return}if("export"==B.action){if("png"==B.format||"xmlpng"==B.format){if(null== +B.spin&&null==B.spinKey||this.spinner.spin(document.body,null!=B.spinKey?mxResources.get(B.spinKey):B.spin)){var T=null!=B.xml?B.xml:this.getFileData(!0);this.editor.graph.setEnabled(!1);var V=this.editor.graph,W=mxUtils.bind(this,function(Y){this.editor.graph.setEnabled(!0);this.spinner.stop();var Z=this.createLoadMessage("export");Z.format=B.format;Z.message=B;Z.data=Y;Z.xml=T;A.postMessage(JSON.stringify(Z),"*")}),t=mxUtils.bind(this,function(Y){null==Y&&(Y=Editor.blankImage);"xmlpng"==B.format&& +(Y=Editor.writeGraphModelToPng(Y,"tEXt","mxfile",encodeURIComponent(T)));V!=this.editor.graph&&V.container.parentNode.removeChild(V.container);W(Y)}),D=B.pageId||(null!=this.pages?B.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var L=mxUtils.bind(this,function(){if(null!=this.pages&&this.currentPage.getId()!=D){var Y=V.getGlobalVariable;V=this.createTemporaryGraph(V.getStylesheet());for(var Z,ca=0;ca<this.pages.length;ca++)if(this.pages[ca].getId()== +D){Z=this.updatePageRoot(this.pages[ca]);break}null==Z&&(Z=this.currentPage);V.getGlobalVariable=function(ra){return"page"==ra?Z.getName():"pagenumber"==ra?1:Y.apply(this,arguments)};document.body.appendChild(V.container);V.model.setRoot(Z.root)}if(null!=B.layerIds){var fa=V.model,ka=fa.getChildCells(fa.getRoot()),ha={};for(ca=0;ca<B.layerIds.length;ca++)ha[B.layerIds[ca]]=!0;for(ca=0;ca<ka.length;ca++)fa.setVisible(ka[ca],ha[ka[ca].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(ra){t(ra.toDataURL("image/png"))}), +B.width,null,B.background,mxUtils.bind(this,function(){t(null)}),null,null,B.scale,B.transparent,B.shadow,null,V,B.border,null,B.grid,B.keepTheme)});null!=B.xml&&0<B.xml.length&&(k=!0,this.setFileData(T),k=!1);L()}else(new mxXmlRequest(EXPORT_URL,"format=png&embedXml="+("xmlpng"==B.format?"1":"0")+(null!=D?"&pageId="+D:"")+(null!=B.layerIds&&0<B.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:B.layerIds})):"")+(null!=B.scale?"&scale="+B.scale:"")+"&base64=1&xml="+encodeURIComponent(T))).send(mxUtils.bind(this, +function(Y){200<=Y.getStatus()&&299>=Y.getStatus()?W("data:image/png;base64,"+Y.getText()):t(null)}),mxUtils.bind(this,function(){t(null)}))}}else if(L=mxUtils.bind(this,function(){var Y=this.createLoadMessage("export");Y.message=B;if("html2"==B.format||"html"==B.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var Z=this.getXmlFileData();Y.xml=mxUtils.getXml(Z);Y.data=this.getFileData(null,null,!0,null,null,null,Z);Y.format=B.format}else if("html"==B.format)Z=this.editor.getGraphXml(), +Y.data=this.getHtml(Z,this.editor.graph),Y.xml=mxUtils.getXml(Z),Y.format=B.format;else{mxSvgCanvas2D.prototype.foAltText=null;Z=null!=B.background?B.background:this.editor.graph.background;Z==mxConstants.NONE&&(Z=null);Y.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);Y.format="svg";var ca=mxUtils.bind(this,function(fa){this.editor.graph.setEnabled(!0);this.spinner.stop();Y.data=Editor.createSvgDataUri(fa);A.postMessage(JSON.stringify(Y),"*")});if("xmlsvg"==B.format)(null==B.spin&& +null==B.spinKey||this.spinner.spin(document.body,null!=B.spinKey?mxResources.get(B.spinKey):B.spin))&&this.getEmbeddedSvg(Y.xml,this.editor.graph,null,!0,ca,null,null,B.embedImages,Z,B.scale,B.border,B.shadow,B.keepTheme);else if(null==B.spin&&null==B.spinKey||this.spinner.spin(document.body,null!=B.spinKey?mxResources.get(B.spinKey):B.spin))this.editor.graph.setEnabled(!1),Z=this.editor.graph.getSvg(Z,B.scale,B.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||B.shadow,null,B.keepTheme), +(this.editor.graph.shadowVisible||B.shadow)&&this.editor.graph.addSvgShadow(Z),this.embedFonts(Z,mxUtils.bind(this,function(fa){B.embedImages||null==B.embedImages?this.editor.convertImages(fa,mxUtils.bind(this,function(ka){ca(mxUtils.getXml(ka))})):ca(mxUtils.getXml(fa))}));return}A.postMessage(JSON.stringify(Y),"*")}),null!=B.xml&&0<B.xml.length){if(this.editor.graph.mathEnabled){var R=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){R.apply(this,arguments);L()}}k=!0;this.setFileData(B.xml); +k=!1;this.editor.graph.mathEnabled||L()}else L();return}if("load"==B.action){v=B.toSketch;n=1==B.autosave;this.hideDialog();null!=B.modified&&null==urlParams.modified&&(urlParams.modified=B.modified);null!=B.saveAndExit&&null==urlParams.saveAndExit&&(urlParams.saveAndExit=B.saveAndExit);null!=B.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=B.noSaveBtn);if(null!=B.rough){var O=Editor.sketchMode;this.doSetSketchMode(B.rough);O!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!= +B.dark&&(O=Editor.darkMode,this.doSetDarkMode(B.dark),O!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged")));null!=B.border&&(this.embedExportBorder=B.border);null!=B.background&&(this.embedExportBackground=B.background);null!=B.viewport&&(this.embedViewport=B.viewport);this.embedExitPoint=null;if(null!=B.rect){var Q=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=B.rect.top+"px";this.diagramContainer.style.left=B.rect.left+ +"px";this.diagramContainer.style.height=B.rect.height+"px";this.diagramContainer.style.width=B.rect.width+"px";this.diagramContainer.style.bottom="";this.diagramContainer.style.right="";J=mxUtils.bind(this,function(){var Y=this.editor.graph,Z=Y.maxFitScale;Y.maxFitScale=B.maxFitScale;Y.fit(2*Q);Y.maxFitScale=Z;Y.container.scrollTop-=2*Q;Y.container.scrollLeft-=2*Q;this.fireEvent(new mxEventObject("editInlineStart","data",[B]))})}null!=B.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=B.noExitBtn); +null!=B.title&&null!=this.buttonContainer&&(G=document.createElement("span"),mxUtils.write(G,B.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan),this.buttonContainer.appendChild(G),this.embedFilenameSpan=G);try{B.libs&&this.sidebar.showEntries(B.libs)}catch(Y){}B=null!=B.xmlpng?this.extractGraphModelFromPng(B.xmlpng):null!=B.descriptor?B.descriptor:B.xml}else{if("merge"==B.action){var S=this.getCurrentFile();null!=S&&(G=N(B.xml),null!=G&&""!= +G&&S.mergeFile(new LocalFile(this,G),function(){A.postMessage(JSON.stringify({event:"merge",message:B}),"*")},function(Y){A.postMessage(JSON.stringify({event:"merge",message:B,error:Y}),"*")}))}else"remoteInvokeReady"==B.action?this.handleRemoteInvokeReady(A):"remoteInvoke"==B.action?this.handleRemoteInvoke(B,y.origin):"remoteInvokeResponse"==B.action?this.handleRemoteInvokeResponse(B):A.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(B)}),"*");return}}catch(Y){this.handleError(Y)}}var X= +mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),aa=mxUtils.bind(this,function(Y,Z){k=!0;try{e(Y,Z,null,v)}catch(ca){this.handleError(ca)}k=!1;null!=urlParams.modified&&this.editor.setStatus("");q=X();n&&null==g&&(g=mxUtils.bind(this,function(ca,fa){ca=X();ca==q||k||(fa=this.createLoadMessage("autosave"),fa.xml=ca,(window.opener||window.parent).postMessage(JSON.stringify(fa),"*"));q=ca}), +this.editor.graph.model.addListener(mxEvent.CHANGE,g),this.editor.graph.addListener("gridSizeChanged",g),this.editor.graph.addListener("shadowVisibleChanged",g),this.addListener("pageFormatChanged",g),this.addListener("pageScaleChanged",g),this.addListener("backgroundColorChanged",g),this.addListener("backgroundImageChanged",g),this.addListener("foldingEnabledChanged",g),this.addListener("mathEnabledChanged",g),this.addListener("gridEnabledChanged",g),this.addListener("guidesEnabledChanged",g),this.addListener("pageViewChanged", +g));if("1"==urlParams.returnbounds||"json"==urlParams.proto)Z=this.createLoadMessage("load"),Z.xml=Y,A.postMessage(JSON.stringify(Z),"*");null!=J&&J()});null!=B&&"function"===typeof B.substring&&"data:application/vnd.visio;base64,"==B.substring(0,34)?(N="0M8R4KGxGuE"==B.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(B.substring(B.indexOf(",")+1)),function(Y){aa(Y,y)},mxUtils.bind(this,function(Y){this.handleError(Y)}),N)):null!=B&&"function"===typeof B.substring&&(new XMLHttpRequest).upload&& +this.isRemoteFileFormat(B,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(B,mxUtils.bind(this,function(Y){4==Y.readyState&&200<=Y.status&&299>=Y.status&&"<mxGraphModel"==Y.responseText.substring(0,13)&&aa(Y.responseText,y)}),""):null!=B&&"function"===typeof B.substring&&this.isLucidChartData(B)?this.convertLucidChart(B,mxUtils.bind(this,function(Y){aa(Y)}),mxUtils.bind(this,function(Y){this.handleError(Y)})):null==B||"object"!==typeof B|| +null==B.format||null==B.data&&null==B.url?(B=N(B),aa(B,y)):this.loadDescriptor(B,mxUtils.bind(this,function(Y){aa(X(),y)}),mxUtils.bind(this,function(Y){this.handleError(Y,mxResources.get("errorLoadingFile"))}))}}));var A=window.opener||window.parent;p="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";A.postMessage(p,"*");if("json"==urlParams.proto){var E=this.editor.graph.openLink;this.editor.graph.openLink=function(y,B,J){E.apply(this,arguments);A.postMessage(JSON.stringify({event:"openLink", +href:y,target:B,allowOpener:J}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.menubar&&"1"!=urlParams.embedInline){var e=document.createElement("div");e.style.display="inline-block";e.style.position="absolute";e.style.paddingTop="2px";e.style.paddingLeft="8px";e.style.paddingBottom="2px";var g=document.createElement("button");g.className="geBigButton";var k=g;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var n="1"==urlParams.publishClose?mxResources.get("publish"): +mxResources.get("saveAndExit");mxUtils.write(g,n);g.setAttribute("title",n);mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));e.appendChild(g)}}else mxUtils.write(g,mxResources.get("save")),g.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),e.appendChild(g),"1"==urlParams.saveAndExit&&(g=document.createElement("a"),mxUtils.write(g, +mxResources.get("saveAndExit")),g.setAttribute("title",mxResources.get("saveAndExit")),g.className="geBigButton geBigStandardButton",g.style.marginLeft="6px",mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),e.appendChild(g),k=g);"1"!=urlParams.noExitBtn&&(g=document.createElement("a"),k="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(g,k),g.setAttribute("title",k),g.className="geBigButton geBigStandardButton", +g.style.marginLeft="6px",mxEvent.addListener(g,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),e.appendChild(g),k=g);k.style.marginRight="20px";this.toolbar.container.appendChild(e);this.toolbar.staticElements.push(e);e.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"62px":"72px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this, +function(e){this.importCsv(e)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/"));this.showDialog(this.importCsvDialog.container,640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(e){var g=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();e()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?g():this.spinner.spin(document.body, +mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",g)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",g))};EditorUi.prototype.importCsv=function(e,g){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(e,g)}))};EditorUi.prototype.doImportCsv=function(e, +g){try{var k=e.split("\n"),n=[],q=[],p=[],A={};if(0<k.length){var E={},y=this.editor.graph,B=null,J=null,N=null,v=null,u=null,G=null,I=null,M="whiteSpace=wrap;html=1;",K=null,H=null,F="",P="auto",U="auto",T=!1,V=null,W=null,t=40,D=40,L=100,R=0,O=function(){null!=g?g(va):(y.setSelectionCells(va),y.scrollCellToVisible(y.getSelectionCell()))},Q=y.getFreeInsertPoint(),S=Q.x,X=Q.y;Q=X;var aa=null,Y="auto";H=null;for(var Z=[],ca=null,fa=null,ka=0;ka<k.length&&"#"==k[ka].charAt(0);){e=k[ka].replace(/\r$/, +"");for(ka++;ka<k.length&&"\\"==e.charAt(e.length-1)&&"#"==k[ka].charAt(0);)e=e.substring(0,e.length-1)+mxUtils.trim(k[ka].substring(1)),ka++;if("#"!=e.charAt(1)){var ha=e.indexOf(":");if(0<ha){var ra=mxUtils.trim(e.substring(1,ha)),la=mxUtils.trim(e.substring(ha+1));"label"==ra?aa=y.sanitizeHtml(la):"labelname"==ra&&0<la.length&&"-"!=la?u=la:"labels"==ra&&0<la.length&&"-"!=la?I=JSON.parse(la):"style"==ra?J=la:"parentstyle"==ra?M=la:"unknownStyle"==ra&&"-"!=la?G=la:"stylename"==ra&&0<la.length&&"-"!= +la?v=la:"styles"==ra&&0<la.length&&"-"!=la?N=JSON.parse(la):"vars"==ra&&0<la.length&&"-"!=la?B=JSON.parse(la):"identity"==ra&&0<la.length&&"-"!=la?K=la:"parent"==ra&&0<la.length&&"-"!=la?H=la:"namespace"==ra&&0<la.length&&"-"!=la?F=la:"width"==ra?P=la:"height"==ra?U=la:"collapsed"==ra&&"-"!=la?T="true"==la:"left"==ra&&0<la.length?V=la:"top"==ra&&0<la.length?W=la:"ignore"==ra?fa=la.split(","):"connect"==ra?Z.push(JSON.parse(la)):"link"==ra?ca=la:"padding"==ra?R=parseFloat(la):"edgespacing"==ra?t=parseFloat(la): +"nodespacing"==ra?D=parseFloat(la):"levelspacing"==ra?L=parseFloat(la):"layout"==ra&&(Y=la)}}}if(null==k[ka])throw Error(mxResources.get("invalidOrMissingFile"));var Fa=this.editor.csvToArray(k[ka].replace(/\r$/,""));ha=e=null;ra=[];for(la=0;la<Fa.length;la++)K==Fa[la]&&(e=la),H==Fa[la]&&(ha=la),ra.push(mxUtils.trim(Fa[la]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==aa&&(aa="%"+ra[0]+"%");if(null!=Z)for(var Ga=0;Ga<Z.length;Ga++)null==E[Z[Ga].to]&&(E[Z[Ga].to]={});K=[]; +for(la=ka+1;la<k.length;la++){var Aa=this.editor.csvToArray(k[la].replace(/\r$/,""));if(null==Aa){var Ma=40<k[la].length?k[la].substring(0,40)+"...":k[la];throw Error(Ma+" ("+la+"):\n"+mxResources.get("containsValidationErrors"));}0<Aa.length&&K.push(Aa)}y.model.beginUpdate();try{for(la=0;la<K.length;la++){Aa=K[la];var za=null,Da=null!=e?F+Aa[e]:null;k=!1;null!=Da&&(za=y.model.getCell(Da),k=null==za||0<=mxUtils.indexOf(n,za));var Ca=new mxCell(aa,new mxGeometry(S,Q,0,0),J||"whiteSpace=wrap;html=1;"); +Ca.collapsed=T;Ca.vertex=!0;Ca.id=Da;null==za||k||y.model.setCollapsed(za,T);for(var pa=0;pa<Aa.length;pa++)y.setAttributeForCell(Ca,ra[pa],Aa[pa]),null==za||k||y.setAttributeForCell(za,ra[pa],Aa[pa]);if(null!=u&&null!=I){var qa=I[Ca.getAttribute(u)];null!=qa&&(y.labelChanged(Ca,qa),null==za||k||y.cellLabelChanged(za,qa))}if(null!=v&&null!=N){var wa=N[Ca.getAttribute(v)];null!=wa&&(Ca.style=wa)}y.setAttributeForCell(Ca,"placeholders","1");Ca.style=y.replacePlaceholders(Ca,Ca.style,B);null==za||k? +y.fireEvent(new mxEventObject("cellsInserted","cells",[Ca])):(y.model.setStyle(za,Ca.style),0>mxUtils.indexOf(p,za)&&p.push(za),y.fireEvent(new mxEventObject("cellsInserted","cells",[za])));k=null!=za;za=Ca;if(!k)for(Ga=0;Ga<Z.length;Ga++)E[Z[Ga].to][za.getAttribute(Z[Ga].to)]=za;null!=ca&&"link"!=ca&&(y.setLinkForCell(za,za.getAttribute(ca)),y.setAttributeForCell(za,ca,null));var Ha=this.editor.graph.getPreferredSizeForCell(za);H=null!=ha?y.model.getCell(F+Aa[ha]):null;if(za.vertex){Ma=null!=H?0: +S;ka=null!=H?0:X;null!=V&&null!=za.getAttribute(V)&&(za.geometry.x=Ma+parseFloat(za.getAttribute(V)));null!=W&&null!=za.getAttribute(W)&&(za.geometry.y=ka+parseFloat(za.getAttribute(W)));var ya="@"==P.charAt(0)?za.getAttribute(P.substring(1)):null;za.geometry.width=null!=ya&&"auto"!=ya?parseFloat(za.getAttribute(P.substring(1))):"auto"==P||"auto"==ya?Ha.width+R:parseFloat(P);var Ia="@"==U.charAt(0)?za.getAttribute(U.substring(1)):null;za.geometry.height=null!=Ia&&"auto"!=Ia?parseFloat(Ia):"auto"== +U||"auto"==Ia?Ha.height+R:parseFloat(U);Q+=za.geometry.height+D}k?(null==A[Da]&&(A[Da]=[]),A[Da].push(za)):(n.push(za),null!=H?(H.style=y.replacePlaceholders(H,M,B),y.addCell(za,H),q.push(H)):p.push(y.addCell(za)))}for(la=0;la<q.length;la++)ya="@"==P.charAt(0)?q[la].getAttribute(P.substring(1)):null,Ia="@"==U.charAt(0)?q[la].getAttribute(U.substring(1)):null,"auto"!=P&&"auto"!=ya||"auto"!=U&&"auto"!=Ia||y.updateGroupBounds([q[la]],R,!0);var ja=p.slice(),va=p.slice();for(Ga=0;Ga<Z.length;Ga++){var ta= +Z[Ga];for(la=0;la<n.length;la++){za=n[la];var da=mxUtils.bind(this,function(Ja,Na,Ra){var Ka=Na.getAttribute(Ra.from);if(null!=Ka&&""!=Ka){Ka=Ka.split(",");for(var Pa=0;Pa<Ka.length;Pa++){var Qa=E[Ra.to][Ka[Pa]];if(null==Qa&&null!=G){Qa=new mxCell(Ka[Pa],new mxGeometry(S,X,0,0),G);Qa.style=y.replacePlaceholders(Na,Qa.style,B);var Oa=this.editor.graph.getPreferredSizeForCell(Qa);Qa.geometry.width=Oa.width+R;Qa.geometry.height=Oa.height+R;E[Ra.to][Ka[Pa]]=Qa;Qa.vertex=!0;Qa.id=Ka[Pa];p.push(y.addCell(Qa))}if(null!= +Qa){Oa=Ra.label;null!=Ra.fromlabel&&(Oa=(Na.getAttribute(Ra.fromlabel)||"")+(Oa||""));null!=Ra.sourcelabel&&(Oa=y.replacePlaceholders(Na,Ra.sourcelabel,B)+(Oa||""));null!=Ra.tolabel&&(Oa=(Oa||"")+(Qa.getAttribute(Ra.tolabel)||""));null!=Ra.targetlabel&&(Oa=(Oa||"")+y.replacePlaceholders(Qa,Ra.targetlabel,B));var Sa="target"==Ra.placeholders==!Ra.invert?Qa:Ja;Sa=null!=Ra.style?y.replacePlaceholders(Sa,Ra.style,B):y.createCurrentEdgeStyle();Oa=y.insertEdge(null,null,Oa||"",Ra.invert?Qa:Ja,Ra.invert? +Ja:Qa,Sa);if(null!=Ra.labels)for(Sa=0;Sa<Ra.labels.length;Sa++){var Ua=Ra.labels[Sa],La=new mxCell(Ua.label||Sa,new mxGeometry(null!=Ua.x?Ua.x:0,null!=Ua.y?Ua.y:0,0,0),"resizable=0;html=1;");La.vertex=!0;La.connectable=!1;La.geometry.relative=!0;null!=Ua.placeholders&&(La.value=y.replacePlaceholders("target"==Ua.placeholders==!Ra.invert?Qa:Ja,La.value,B));if(null!=Ua.dx||null!=Ua.dy)La.geometry.offset=new mxPoint(null!=Ua.dx?Ua.dx:0,null!=Ua.dy?Ua.dy:0);Oa.insert(La)}va.push(Oa);mxUtils.remove(Ra.invert? +Ja:Qa,ja)}}}});da(za,za,ta);if(null!=A[za.id])for(pa=0;pa<A[za.id].length;pa++)da(za,A[za.id][pa],ta)}}if(null!=fa)for(la=0;la<n.length;la++)for(za=n[la],pa=0;pa<fa.length;pa++)y.setAttributeForCell(za,mxUtils.trim(fa[pa]),null);if(0<p.length){var ba=new mxParallelEdgeLayout(y);ba.spacing=t;ba.checkOverlap=!0;var na=function(){0<ba.spacing&&ba.execute(y.getDefaultParent());for(var Ja=0;Ja<p.length;Ja++){var Na=y.getCellGeometry(p[Ja]);Na.x=Math.round(y.snap(Na.x));Na.y=Math.round(y.snap(Na.y));"auto"== +P&&(Na.width=Math.round(y.snap(Na.width)));"auto"==U&&(Na.height=Math.round(y.snap(Na.height)))}};if("["==Y.charAt(0)){var ea=O;y.view.validate();this.executeLayouts(y.createLayouts(JSON.parse(Y)),function(){na();ea()});O=null}else if("circle"==Y){var ia=new mxCircleLayout(y);ia.disableEdgeStyle=!1;ia.resetEdges=!1;var oa=ia.isVertexIgnored;ia.isVertexIgnored=function(Ja){return oa.apply(this,arguments)||0>mxUtils.indexOf(p,Ja)};this.executeLayout(function(){ia.execute(y.getDefaultParent());na()}, +!0,O);O=null}else if("horizontaltree"==Y||"verticaltree"==Y||"auto"==Y&&va.length==2*p.length-1&&1==ja.length){y.view.validate();var ma=new mxCompactTreeLayout(y,"horizontaltree"==Y);ma.levelDistance=D;ma.edgeRouting=!1;ma.resetEdges=!1;this.executeLayout(function(){ma.execute(y.getDefaultParent(),0<ja.length?ja[0]:null)},!0,O);O=null}else if("horizontalflow"==Y||"verticalflow"==Y||"auto"==Y&&1==ja.length){y.view.validate();var xa=new mxHierarchicalLayout(y,"horizontalflow"==Y?mxConstants.DIRECTION_WEST: +mxConstants.DIRECTION_NORTH);xa.intraCellSpacing=D;xa.parallelEdgeSpacing=t;xa.interRankCellSpacing=L;xa.disableEdgeStyle=!1;this.executeLayout(function(){xa.execute(y.getDefaultParent(),va);y.moveCells(va,S,X)},!0,O);O=null}else if("orgchart"==Y){y.view.validate();var Ea=new mxOrgChartLayout(y,2,L,D),Ba=Ea.isVertexIgnored;Ea.isVertexIgnored=function(Ja){return Ba.apply(this,arguments)||0>mxUtils.indexOf(p,Ja)};this.executeLayout(function(){Ea.execute(y.getDefaultParent());na()},!0,O);O=null}else if("organic"== +Y||"auto"==Y&&va.length>p.length){y.view.validate();var ua=new mxFastOrganicLayout(y);ua.forceConstant=3*D;ua.disableEdgeStyle=!1;ua.resetEdges=!1;var sa=ua.isVertexIgnored;ua.isVertexIgnored=function(Ja){return sa.apply(this,arguments)||0>mxUtils.indexOf(p,Ja)};this.executeLayout(function(){ua.execute(y.getDefaultParent());na()},!0,O);O=null}}this.hideDialog()}finally{y.model.endUpdate()}null!=O&&O()}}catch(Ja){this.handleError(Ja)}};EditorUi.prototype.getSearch=function(e){var g="";if("1"!=urlParams.offline&& +"1"!=urlParams.demo&&null!=e&&0<window.location.search.length){var k="?",n;for(n in urlParams)0>mxUtils.indexOf(e,n)&&null!=urlParams[n]&&(g+=k+n+"="+urlParams[n],k="&")}else g=window.location.search;return g};EditorUi.prototype.getUrl=function(e){e=null!=e?e:window.location.pathname;var g=0<e.indexOf("?")?1:0;if("1"==urlParams.offline)e+=window.location.search;else{var k="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),n;for(n in urlParams)0>mxUtils.indexOf(k, +n)&&(e=0==g?e+"?":e+"&",null!=urlParams[n]&&(e+=n+"="+urlParams[n],g++))}return e};EditorUi.prototype.showLinkDialog=function(e,g,k,n,q){e=new LinkDialog(this,e,g,k,!0,n,q);this.showDialog(e.container,560,130,!0,!0);e.init()};EditorUi.prototype.getServiceCount=function(e){var g=1;null==this.drive&&"function"!==typeof window.DriveClient||g++;null==this.dropbox&&"function"!==typeof window.DropboxClient||g++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||g++;null!=this.gitHub&&g++;null!= +this.gitLab&&g++;e&&isLocalStorage&&"1"==urlParams.browser&&g++;return g};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates();var e=this.getCurrentFile(),g=null!=e||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(g);this.menus.get("viewZoom").setEnabled(g);var k=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==e||e.isRestricted());this.actions.get("makeCopy").setEnabled(!k);this.actions.get("print").setEnabled(!k); +this.menus.get("exportAs").setEnabled(!k);this.menus.get("embed").setEnabled(!k);k="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(k);Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(k),this.menus.get("newLibrary").setEnabled(k));e="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=e&&e.isEditable();this.actions.get("image").setEnabled(g);this.actions.get("zoomIn").setEnabled(g);this.actions.get("zoomOut").setEnabled(g);this.actions.get("resetView").setEnabled(g); +this.actions.get("undo").setEnabled(this.canUndo()&&e);this.actions.get("redo").setEnabled(this.canRedo()&&e);this.menus.get("edit").setEnabled(g);this.menus.get("view").setEnabled(g);this.menus.get("importFrom").setEnabled(e);this.menus.get("arrange").setEnabled(e);null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(e),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(e));this.updateUserElement()};EditorUi.prototype.updateButtonContainer= +function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck=function(){};EditorUi.prototype.isDiagramActive=function(){var e=this.getCurrentFile();return null!=e&&e.isEditable()||"1"==urlParams.embed&&this.editor.graph.isEnabled()};var x=EditorUi.prototype.createSidebar;EditorUi.prototype.createSidebar=function(e){var g=x.apply(this,arguments);this.addListener("darkModeChanged",mxUtils.bind(this,function(){g.refresh()})); +this.addListener("sketchModeChanged",mxUtils.bind(this,function(){g.refresh()}));return g};var z=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){z.apply(this,arguments);var e=this.editor.graph,g=this.getCurrentFile(),k=this.getSelectionState(),n=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(n);this.actions.get("autosave").setEnabled(null!=g&&g.isEditable()&&g.isAutosaveOptional());this.actions.get("guides").setEnabled(n);this.actions.get("editData").setEnabled(e.isEnabled()); +this.actions.get("shadowVisible").setEnabled(n);this.actions.get("connectionArrows").setEnabled(n);this.actions.get("connectionPoints").setEnabled(n);this.actions.get("copyStyle").setEnabled(n&&!e.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(n&&0<k.cells.length);this.actions.get("editGeometry").setEnabled(0<k.vertices.length);this.actions.get("createShape").setEnabled(n);this.actions.get("createRevision").setEnabled(n);this.actions.get("moveToFolder").setEnabled(null!=g);this.actions.get("makeCopy").setEnabled(null!= +g&&!g.isRestricted());this.actions.get("editDiagram").setEnabled(n&&(null==g||!g.isRestricted()));this.actions.get("publishLink").setEnabled(null!=g&&!g.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=g&&g.isRenamable()||"1"== +urlParams.embed);this.actions.get("close").setEnabled(null!=g);this.menus.get("publish").setEnabled(null!=g&&!g.isRestricted());g=this.actions.get("findReplace");g.setEnabled("hidden"!=this.diagramContainer.style.visibility);g.label=mxResources.get("find")+(e.isEnabled()?"/"+mxResources.get("replace"):"")+"...";e=e.view.getState(e.getSelectionCell());this.actions.get("editShape").setEnabled(n&&null!=e&&null!=e.shape&&null!=e.shape.stencil)};var C=EditorUi.prototype.destroy;EditorUi.prototype.destroy= +function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null);C.apply(this,arguments)};null!=window.ExportDialog&&(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(e,g,k,n,q,p,A,E){var y=e.editor.graph;if("xml"==k)e.hideDialog(),e.saveData(g,"xml",mxUtils.getXml(e.editor.getGraphXml()),"text/xml");else if("svg"==k)e.hideDialog(),e.saveData(g,"svg",mxUtils.getXml(y.getSvg(n,q,p)),"image/svg+xml"); +else{var B=e.getFileData(!0,null,null,null,null,!0),J=y.getGraphBounds(),N=Math.floor(J.width*q/y.view.scale),v=Math.floor(J.height*q/y.view.scale);if(B.length<=MAX_REQUEST_SIZE&&N*v<MAX_AREA)if(e.hideDialog(),"png"!=k&&"jpg"!=k&&"jpeg"!=k||!e.isExportToCanvas()){var u={globalVars:y.getExportVariables()};E&&(u.grid={size:y.gridSize,steps:y.view.gridSteps,color:y.view.gridColor});e.saveRequest(g,k,function(G,I){return new mxXmlRequest(EXPORT_URL,"format="+k+"&base64="+(I||"0")+(null!=G?"&filename="+ +encodeURIComponent(G):"")+"&extras="+encodeURIComponent(JSON.stringify(u))+(0<A?"&dpi="+A:"")+"&bg="+(null!=n?n:"none")+"&w="+N+"&h="+v+"&border="+p+"&xml="+encodeURIComponent(B))})}else"png"==k?e.exportImage(q,null==n||"none"==n,!0,!1,!1,p,!0,!1,null,E,A):e.exportImage(q,!1,!0,!1,!1,p,!0,!1,"jpeg",E);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var e=this.editor.graph,g="";if(null!=this.pages)for(var k= +0;k<this.pages.length;k++){var n=e;this.currentPage!=this.pages[k]&&(n=this.createTemporaryGraph(e.getStylesheet()),this.updatePageRoot(this.pages[k]),n.model.setRoot(this.pages[k].root));g+=this.pages[k].getName()+" "+n.getIndexableText()+" "}else g=e.getIndexableText();this.editor.graph.setEnabled(!0);return g};EditorUi.prototype.showRemotelyStoredLibrary=function(e){var g={},k=document.createElement("div");k.style.whiteSpace="nowrap";var n=document.createElement("h3");mxUtils.write(n,mxUtils.htmlEntities(e)); +n.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";k.appendChild(n);var q=document.createElement("div");q.style.cssText="border:1px solid lightGray;overflow: auto;height:300px";q.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var p={};try{var A=mxSettings.getCustomLibraries();for(e=0;e<A.length;e++){var E=A[e];if("R"==E.substring(0,1)){var y=JSON.parse(decodeURIComponent(E.substring(1)));p[y[0]]={id:y[0],title:y[1],downloadUrl:y[2]}}}}catch(B){}this.remoteInvoke("getCustomLibraries", +null,null,function(B){q.innerText="";if(0==B.length)q.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+"</div>";else for(var J=0;J<B.length;J++){var N=B[J];p[N.id]&&(g[N.id]=N);var v=this.addCheckbox(q,N.title,p[N.id]);(function(u,G){mxEvent.addListener(G,"change",function(){this.checked?g[u.id]=u:delete g[u.id]})})(N,v)}},mxUtils.bind(this,function(B){q.innerText="";var J=document.createElement("div");J.style.padding="8px"; +J.style.textAlign="center";mxUtils.write(J,mxResources.get("error")+": ");mxUtils.write(J,null!=B&&null!=B.message?B.message:mxResources.get("unknownError"));q.appendChild(J)}));k.appendChild(q);k=new CustomDialog(this,k,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var B=0,J;for(J in g)null==p[J]&&(B++,mxUtils.bind(this,function(N){this.remoteInvoke("getFileContent",[N.downloadUrl],null,mxUtils.bind(this,function(v){B--;0==B&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this, +v,N))}catch(u){this.handleError(u,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){B--;0==B&&this.spinner.stop();this.handleError(null,mxResources.get("errorLoadingFile"))}))})(g[J]));for(J in p)g[J]||this.closeLibrary(new RemoteLibrary(this,null,p[J]));0==B&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(k.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1}, +getLocalStorageFile:{isAsync:!1,allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]},setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(e){this.remoteWin=e;for(var g=0;g<this.remoteInvokeQueue.length;g++)e.postMessage(this.remoteInvokeQueue[g],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse= +function(e){var g=e.msgMarkers,k=this.remoteInvokeCallbacks[g.callbackId];if(null==k)throw Error("No callback for "+(null!=g?g.callbackId:"null"));e.error?k.error&&k.error(e.error.errResp):k.callback&&k.callback.apply(this,e.resp);this.remoteInvokeCallbacks[g.callbackId]=null};EditorUi.prototype.remoteInvoke=function(e,g,k,n,q){var p=!0,A=window.setTimeout(mxUtils.bind(this,function(){p=!1;q({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),E=mxUtils.bind(this,function(){window.clearTimeout(A); +p&&n.apply(this,arguments)}),y=mxUtils.bind(this,function(){window.clearTimeout(A);p&&q.apply(this,arguments)});k=k||{};k.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:E,error:y});e=JSON.stringify({event:"remoteInvoke",funtionName:e,functionArgs:g,msgMarkers:k});null!=this.remoteWin?this.remoteWin.postMessage(e,"*"):this.remoteInvokeQueue.push(e)};EditorUi.prototype.handleRemoteInvoke=function(e,g){var k=mxUtils.bind(this,function(B,J){var N={event:"remoteInvokeResponse", +msgMarkers:e.msgMarkers};null!=J?N.error={errResp:J}:null!=B&&(N.resp=B);this.remoteWin.postMessage(JSON.stringify(N),"*")});try{var n=e.funtionName,q=this.remoteInvokableFns[n];if(null!=q&&"function"===typeof this[n]){if(q.allowedDomains){for(var p=!1,A=0;A<q.allowedDomains.length;A++)if(g=="https://"+q.allowedDomains[A]){p=!0;break}if(!p){k(null,"Invalid Call: "+n+" is not allowed.");return}}var E=e.functionArgs;Array.isArray(E)||(E=[]);if(q.isAsync)E.push(function(){k(Array.prototype.slice.apply(arguments))}), +E.push(function(B){k(null,B||"Unkown Error")}),this[n].apply(this,E);else{var y=this[n].apply(this,E);k([y])}}else k(null,"Invalid Call: "+n+" is not found.")}catch(B){k(null,"Invalid Call: An error occurred, "+B.message)}};EditorUi.prototype.openDatabase=function(e,g){if(null==this.database){var k=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=k)try{var n=k.open("database",2);n.onupgradeneeded=function(q){try{var p=n.result;1>q.oldVersion&&p.createObjectStore("objects",{keyPath:"key"}); +2>q.oldVersion&&(p.createObjectStore("files",{keyPath:"title"}),p.createObjectStore("filesInfo",{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(A){null!=g&&g(A)}};n.onsuccess=mxUtils.bind(this,function(q){var p=n.result;this.database=p;EditorUi.migrateStorageFiles&&(StorageFile.migrate(p),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(A){if(!A|| +"1"==urlParams.forceMigration){var E=document.createElement("iframe");E.style.display="none";E.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(E);var y=!0,B=!1,J,N=0,v=mxUtils.bind(this,function(){B=!0;this.setDatabaseItem(".drawioMigrated3",!0);E.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),u=mxUtils.bind(this,function(){N++;G()}),G=mxUtils.bind(this,function(){try{if(N>= +J.length)v();else{var M=J[N];StorageFile.getFileContent(this,M,mxUtils.bind(this,function(K){null==K||".scratchpad"==M&&K==this.emptyLibraryXml?E.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[M]}),"*"):u()}),u)}}catch(K){console.log(K)}}),I=mxUtils.bind(this,function(M){try{this.setDatabaseItem(null,[{title:M.title,size:M.data.length,lastModified:Date.now(),type:M.isLib?"L":"F"},{title:M.title,data:M.data}],u,u,["filesInfo","files"])}catch(K){console.log(K)}}); +A=mxUtils.bind(this,function(M){try{if(M.source==E.contentWindow){var K={};try{K=JSON.parse(M.data)}catch(H){}"init"==K.event?(E.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),E.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=K.event||B||(y?null!=K.resp&&0<K.resp.length&&null!=K.resp[0]?(J=K.resp[0],y=!1,G()):v():null!=K.resp&&0<K.resp.length&&null!=K.resp[0]?I(K.resp[0]):u())}}catch(H){console.log(H)}}); +window.addEventListener("message",A)}})));e(p);p.onversionchange=function(){p.close()}});n.onerror=g;n.onblocked=function(){}}catch(q){null!=g&&g(q)}else null!=g&&g()}else e(this.database)};EditorUi.prototype.setDatabaseItem=function(e,g,k,n,q){this.openDatabase(mxUtils.bind(this,function(p){try{q=q||"objects";Array.isArray(q)||(q=[q],e=[e],g=[g]);var A=p.transaction(q,"readwrite");A.oncomplete=k;A.onerror=n;for(p=0;p<q.length;p++)A.objectStore(q[p]).put(null!=e&&null!=e[p]?{key:e[p],data:g[p]}:g[p])}catch(E){null!= +n&&n(E)}}),n)};EditorUi.prototype.removeDatabaseItem=function(e,g,k,n){this.openDatabase(mxUtils.bind(this,function(q){n=n||"objects";Array.isArray(n)||(n=[n],e=[e]);q=q.transaction(n,"readwrite");q.oncomplete=g;q.onerror=k;for(var p=0;p<n.length;p++)q.objectStore(n[p]).delete(e[p])}),k)};EditorUi.prototype.getDatabaseItem=function(e,g,k,n){this.openDatabase(mxUtils.bind(this,function(q){try{n=n||"objects";var p=q.transaction([n],"readonly").objectStore(n).get(e);p.onsuccess=function(){g(p.result)}; +p.onerror=k}catch(A){null!=k&&k(A)}}),k)};EditorUi.prototype.getDatabaseItems=function(e,g,k){this.openDatabase(mxUtils.bind(this,function(n){try{k=k||"objects";var q=n.transaction([k],"readonly").objectStore(k).openCursor(IDBKeyRange.lowerBound(0)),p=[];q.onsuccess=function(A){null==A.target.result?e(p):(p.push(A.target.result.value),A.target.result.continue())};q.onerror=g}catch(A){null!=g&&g(A)}}),g)};EditorUi.prototype.getDatabaseItemKeys=function(e,g,k){this.openDatabase(mxUtils.bind(this,function(n){try{k= +k||"objects";var q=n.transaction([k],"readonly").objectStore(k).getAllKeys();q.onsuccess=function(){e(q.result)};q.onerror=g}catch(p){null!=g&&g(p)}}),g)};EditorUi.prototype.commentsSupported=function(){var e=this.getCurrentFile();return null!=e?e.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var e=this.getCurrentFile();return null!=e?e.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var e=this.getCurrentFile();return null!=e?e.commentsSaveNeeded(): +!1};EditorUi.prototype.getComments=function(e,g){var k=this.getCurrentFile();null!=k?k.getComments(e,g):e([])};EditorUi.prototype.addComment=function(e,g,k){var n=this.getCurrentFile();null!=n?n.addComment(e,g,k):g(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var e=this.getCurrentFile();return null!=e?e.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var e=this.getCurrentFile();return null!=e?e.canComment():!0};EditorUi.prototype.newComment=function(e,g){var k=this.getCurrentFile(); +return null!=k?k.newComment(e,g):new DrawioComment(this,null,e,Date.now(),Date.now(),!1,g)};EditorUi.prototype.isRevisionHistorySupported=function(){var e=this.getCurrentFile();return null!=e&&e.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(e,g){var k=this.getCurrentFile();null!=k&&k.getRevisions?k.getRevisions(e,g):g({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var e=this.getCurrentFile();return null!=e&&(e.constructor== +DriveFile&&e.isEditable()||e.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(e){e.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(e,g,k,n,q,p,A,E){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(e,g,k,n,q,p,A,E)};EditorUi.prototype.loadFonts=function(e){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts");return this.editor.loadFonts(e)}; +EditorUi.prototype.createSvgDataUri=function(e){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(e)};EditorUi.prototype.embedCssFonts=function(e,g){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(e,g)};EditorUi.prototype.embedExtFonts=function(e){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(e)};EditorUi.prototype.exportToCanvas=function(e,g,k,n,q,p,A,E,y,B,J,N,v,u,G,I){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas"); +return this.editor.exportToCanvas(e,g,k,n,q,p,A,E,y,B,J,N,v,u,G,I)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(e,g,k,n){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(e,g,k,n)};EditorUi.prototype.convertImageToDataUri=function(e,g){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri"); +return this.editor.convertImageToDataUri(e,g)};EditorUi.prototype.base64Encode=function(e){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(e)};EditorUi.prototype.updateCRC=function(e,g,k,n){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(e,g,k,n)};EditorUi.prototype.crc32=function(e){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(e)};EditorUi.prototype.writeGraphModelToPng=function(e,g,k,n,q){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng"); +return Editor.writeGraphModelToPng(e,g,k,n,q)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var e=[],g=0;g<localStorage.length;g++){var k=localStorage.key(g),n=localStorage.getItem(k);if(0<k.length&&(".scratchpad"==k||"."!=k.charAt(0))&&0<n.length){var q="<mxfile "===n.substring(0,8)||"<?xml"===n.substring(0,5)||"\x3c!--[if IE]>"===n.substring(0,12);n="<mxlibrary>"===n.substring(0,11);(q|| +n)&&e.push(k)}}return e};EditorUi.prototype.getLocalStorageFile=function(e){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var g=localStorage.getItem(e);return{title:e,data:g,isLib:"<mxlibrary>"===g.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); +var CommentsWindow=function(b,d,f,c,l,m){function x(){for(var M=B.getElementsByTagName("div"),K=0,H=0;H<M.length;H++)"none"!=M[H].style.display&&M[H].parentNode==B&&K++;J.style.display=0==K?"block":"none"}function z(M,K,H,F){function P(){K.removeChild(V);K.removeChild(W);T.style.display="block";U.style.display="block"}A={div:K,comment:M,saveCallback:H,deleteOnCancel:F};var U=K.querySelector(".geCommentTxt"),T=K.querySelector(".geCommentActionsList"),V=document.createElement("textarea");V.className= +"geCommentEditTxtArea";V.style.minHeight=U.offsetHeight+"px";V.value=M.content;K.insertBefore(V,U);var W=document.createElement("div");W.className="geCommentEditBtns";var t=mxUtils.button(mxResources.get("cancel"),function(){F?(K.parentNode.removeChild(K),x()):P();A=null});t.className="geCommentEditBtn";W.appendChild(t);var D=mxUtils.button(mxResources.get("save"),function(){U.innerText="";M.content=V.value;mxUtils.write(U,M.content);P();H(M);A=null});mxEvent.addListener(V,"keydown",mxUtils.bind(this, +function(L){mxEvent.isConsumed(L)||((mxEvent.isControlDown(L)||mxClient.IS_MAC&&mxEvent.isMetaDown(L))&&13==L.keyCode?(D.click(),mxEvent.consume(L)):27==L.keyCode&&(t.click(),mxEvent.consume(L)))}));D.focus();D.className="geCommentEditBtn gePrimaryBtn";W.appendChild(D);K.insertBefore(W,U);T.style.display="none";U.style.display="none";V.focus()}function C(M,K){K.innerText="";M=new Date(M.modifiedDate);var H=b.timeSince(M);null==H&&(H=mxResources.get("lessThanAMinute"));mxUtils.write(K,mxResources.get("timeAgo", +[H],"{1} ago"));K.setAttribute("title",M.toLocaleDateString()+" "+M.toLocaleTimeString())}function e(M){var K=document.createElement("img");K.className="geCommentBusyImg";K.src=IMAGE_PATH+"/spin.gif";M.appendChild(K);M.busyImg=K}function g(M){M.style.border="1px solid red";M.removeChild(M.busyImg)}function k(M){M.style.border="";M.removeChild(M.busyImg)}function n(M,K,H,F,P){function U(O,Q,S){var X=document.createElement("li");X.className="geCommentAction";var aa=document.createElement("a");aa.className= +"geCommentActionLnk";mxUtils.write(aa,O);X.appendChild(aa);mxEvent.addListener(aa,"click",function(Y){Q(Y,M);Y.preventDefault();mxEvent.consume(Y)});R.appendChild(X);S&&(X.style.display="none")}function T(){function O(X){Q.push(S);if(null!=X.replies)for(var aa=0;aa<X.replies.length;aa++)S=S.nextSibling,O(X.replies[aa])}var Q=[],S=W;O(M);return{pdiv:S,replies:Q}}function V(O,Q,S,X,aa){function Y(){e(ka);M.addReply(fa,function(ha){fa.id=ha;M.replies.push(fa);k(ka);S&&S()},function(ha){Z();g(ka);b.handleError(ha, +null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))},X,aa)}function Z(){z(fa,ka,function(ha){Y()},!0)}var ca=T().pdiv,fa=b.newComment(O,b.getCurrentUser());fa.pCommentId=M.id;null==M.replies&&(M.replies=[]);var ka=n(fa,M.replies,ca,F+1);Q?Z():Y()}if(P||!M.isResolved){J.style.display="none";var W=document.createElement("div");W.className="geCommentContainer";W.setAttribute("data-commentId",M.id);W.style.marginLeft=20*F+5+"px";M.isResolved&&!Editor.isDarkMode()&&(W.style.backgroundColor= +"ghostWhite");var t=document.createElement("div");t.className="geCommentHeader";var D=document.createElement("img");D.className="geCommentUserImg";D.src=M.user.pictureUrl||Editor.userImage;t.appendChild(D);D=document.createElement("div");D.className="geCommentHeaderTxt";t.appendChild(D);var L=document.createElement("div");L.className="geCommentUsername";mxUtils.write(L,M.user.displayName||"");D.appendChild(L);L=document.createElement("div");L.className="geCommentDate";L.setAttribute("data-commentId", +M.id);C(M,L);D.appendChild(L);W.appendChild(t);t=document.createElement("div");t.className="geCommentTxt";mxUtils.write(t,M.content||"");W.appendChild(t);M.isLocked&&(W.style.opacity="0.5");t=document.createElement("div");t.className="geCommentActions";var R=document.createElement("ul");R.className="geCommentActionsList";t.appendChild(R);q||M.isLocked||0!=F&&!p||U(mxResources.get("reply"),function(){V("",!0)},M.isResolved);D=b.getCurrentUser();null==D||D.id!=M.user.id||q||M.isLocked||(U(mxResources.get("edit"), +function(){function O(){z(M,W,function(){e(W);M.editComment(M.content,function(){k(W)},function(Q){g(W);O();b.handleError(Q,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}O()},M.isResolved),U(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){e(W);M.deleteComment(function(O){if(!0===O){O=W.querySelector(".geCommentTxt");O.innerText="";mxUtils.write(O,mxResources.get("msgDeleted"));var Q=W.querySelectorAll(".geCommentAction");for(O= +0;O<Q.length;O++)Q[O].parentNode.removeChild(Q[O]);k(W);W.style.opacity="0.5"}else{Q=T(M).replies;for(O=0;O<Q.length;O++)B.removeChild(Q[O]);for(O=0;O<K.length;O++)if(K[O]==M){K.splice(O,1);break}J.style.display=0==B.getElementsByTagName("div").length?"block":"none"}},function(O){g(W);b.handleError(O,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})},M.isResolved));q||M.isLocked||0!=F||U(M.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(O){function Q(){var S= +O.target;S.innerText="";M.isResolved=!M.isResolved;mxUtils.write(S,M.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var X=M.isResolved?"none":"",aa=T(M).replies,Y=Editor.isDarkMode()?"transparent":M.isResolved?"ghostWhite":"white",Z=0;Z<aa.length;Z++){aa[Z].style.backgroundColor=Y;for(var ca=aa[Z].querySelectorAll(".geCommentAction"),fa=0;fa<ca.length;fa++)ca[fa]!=S.parentNode&&(ca[fa].style.display=X);u||(aa[Z].style.display="none")}x()}M.isResolved?V(mxResources.get("reOpened")+ +": ",!0,Q,!1,!0):V(mxResources.get("markedAsResolved"),!1,Q,!0)});W.appendChild(t);null!=H?B.insertBefore(W,H.nextSibling):B.appendChild(W);for(H=0;null!=M.replies&&H<M.replies.length;H++)t=M.replies[H],t.isResolved=M.isResolved,n(t,M.replies,null,F+1,P);null!=A&&(A.comment.id==M.id?(P=M.content,M.content=A.comment.content,z(M,W,A.saveCallback,A.deleteOnCancel),M.content=P):null==A.comment.id&&A.comment.pCommentId==M.id&&(B.appendChild(A.div),z(A.comment,A.div,A.saveCallback,A.deleteOnCancel)));return W}} +var q=!b.canComment(),p=b.canReplyToReplies(),A=null,E=document.createElement("div");E.className="geCommentsWin";E.style.background=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";var y=EditorUi.compactUi?"26px":"30px",B=document.createElement("div");B.className="geCommentsList";B.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";B.style.bottom=parseInt(y)+7+"px";E.appendChild(B);var J=document.createElement("span");J.style.cssText="display:none;padding-top:10px;text-align:center;"; +mxUtils.write(J,mxResources.get("noCommentsFound"));var N=document.createElement("div");N.className="geToolbarContainer geCommentsToolbar";N.style.height=y;N.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";N.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";y=document.createElement("a");y.className="geButton";if(!q){var v=y.cloneNode();v.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';v.setAttribute("title",mxResources.get("create")+ +"...");mxEvent.addListener(v,"click",function(M){function K(){z(H,F,function(P){e(F);b.addComment(P,function(U){P.id=U;G.push(P);k(F)},function(U){g(F);K();b.handleError(U,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var H=b.newComment("",b.getCurrentUser()),F=n(H,G,null,0);K();M.preventDefault();mxEvent.consume(M)});N.appendChild(v)}v=y.cloneNode();v.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';v.setAttribute("title",mxResources.get("showResolved")); +v.className="geAdaptiveAsset";var u=!1;mxEvent.addListener(v,"click",function(M){this.className=(u=!u)?"geButton geCheckedBtn":"geButton";I();M.preventDefault();mxEvent.consume(M)});N.appendChild(v);b.commentsRefreshNeeded()&&(v=y.cloneNode(),v.innerHTML='<img src="'+IMAGE_PATH+'/update16.png" style="width: 16px; padding: 2px;">',v.setAttribute("title",mxResources.get("refresh")),v.className="geAdaptiveAsset",mxEvent.addListener(v,"click",function(M){I();M.preventDefault();mxEvent.consume(M)}),N.appendChild(v)); +b.commentsSaveNeeded()&&(y=y.cloneNode(),y.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',y.setAttribute("title",mxResources.get("save")),y.className="geAdaptiveAsset",mxEvent.addListener(y,"click",function(M){m();M.preventDefault();mxEvent.consume(M)}),N.appendChild(y));E.appendChild(N);var G=[],I=mxUtils.bind(this,function(){this.hasError=!1;if(null!=A)try{A.div=A.div.cloneNode(!0);var M=A.div.querySelector(".geCommentEditTxtArea"),K=A.div.querySelector(".geCommentEditBtns"); +A.comment.content=M.value;M.parentNode.removeChild(M);K.parentNode.removeChild(K)}catch(H){b.handleError(H)}B.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+"...</div>";p=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(H){function F(P){if(null!=P){P.sort(function(T,V){return new Date(T.modifiedDate)-new Date(V.modifiedDate)});for(var U=0;U<P.length;U++)F(P[U].replies)}} +H.sort(function(P,U){return new Date(P.modifiedDate)-new Date(U.modifiedDate)});B.innerText="";B.appendChild(J);J.style.display="block";G=H;for(H=0;H<G.length;H++)F(G[H].replies),n(G[H],G,null,0,u);null!=A&&null==A.comment.id&&null==A.comment.pCommentId&&(B.appendChild(A.div),z(A.comment,A.div,A.saveCallback,A.deleteOnCancel))},mxUtils.bind(this,function(H){B.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(H&&H.message?": "+H.message:""));this.hasError=!0})):B.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))}); +I();this.refreshComments=I;N=mxUtils.bind(this,function(){function M(U){var T=H[U.id];if(null!=T)for(C(U,T),T=0;null!=U.replies&&T<U.replies.length;T++)M(U.replies[T])}if(this.window.isVisible()){for(var K=B.querySelectorAll(".geCommentDate"),H={},F=0;F<K.length;F++){var P=K[F];H[P.getAttribute("data-commentId")]=P}for(F=0;F<G.length;F++)M(G[F])}});setInterval(N,6E4);this.refreshCommentsTime=N;this.window=new mxWindow(mxResources.get("comments"),E,d,f,c,l,!0,!0);this.window.minimumSize=new mxRectangle(0, +0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,d,f,c,l,m,x,z,C,e,g){var k=document.createElement("div");k.style.textAlign="center";g=null!=g?g:44;var n=document.createElement("div");n.style.padding="6px";n.style.overflow="auto";n.style.maxHeight=g+ +"px";n.style.lineHeight="1.2em";mxUtils.write(n,d);k.appendChild(n);null!=e&&(n=document.createElement("div"),n.style.padding="6px 0 6px 0",d=document.createElement("img"),d.setAttribute("src",e),n.appendChild(d),k.appendChild(n));e=document.createElement("div");e.style.textAlign="center";e.style.whiteSpace="nowrap";var q=document.createElement("input");q.setAttribute("type","checkbox");m=mxUtils.button(m||mxResources.get("cancel"),function(){b.hideDialog();null!=c&&c(q.checked)});m.className="geBtn"; +null!=z&&(m.innerHTML=z+"<br>"+m.innerHTML,m.style.paddingBottom="8px",m.style.paddingTop="8px",m.style.height="auto",m.style.width="40%");b.editor.cancelFirst&&e.appendChild(m);var p=mxUtils.button(l||mxResources.get("ok"),function(){b.hideDialog();null!=f&&f(q.checked)});e.appendChild(p);null!=x?(p.innerHTML=x+"<br>"+p.innerHTML+"<br>",p.style.paddingBottom="8px",p.style.paddingTop="8px",p.style.height="auto",p.className="geBtn",p.style.width="40%"):p.className="geBtn gePrimaryBtn";b.editor.cancelFirst|| +e.appendChild(m);k.appendChild(e);C?(e.style.marginTop="10px",n=document.createElement("p"),n.style.marginTop="20px",n.style.marginBottom="0px",n.appendChild(q),l=document.createElement("span"),mxUtils.write(l," "+mxResources.get("rememberThisSetting")),n.appendChild(l),k.appendChild(n),mxEvent.addListener(l,"click",function(A){q.checked=!q.checked;mxEvent.consume(A)})):e.style.marginTop="12px";this.init=function(){p.focus()};this.container=k};EditorUi.DIFF_INSERT="i";EditorUi.DIFF_REMOVE="r";EditorUi.DIFF_UPDATE="u";EditorUi.transientViewStateProperties="defaultParent currentRoot scrollLeft scrollTop scale translate lastPasteXml pasteCounter".split(" ");EditorUi.prototype.viewStateProperties={background:!0,backgroundImage:!0,shadowVisible:!0,foldingEnabled:!0,pageScale:!0,mathEnabled:!0,pageFormat:!0,extFonts:!0}; +EditorUi.prototype.cellProperties={id:!0,value:!0,xmlValue:!0,vertex:!0,edge:!0,visible:!0,collapsed:!0,connectable:!0,parent:!0,children:!0,previous:!0,source:!0,target:!0,edges:!0,geometry:!0,style:!0,overlays:!0,mxObjectId:!0,mxTransient:!0};EditorUi.prototype.codec=new mxCodec;EditorUi.prototype.applyPatches=function(b,d,f,c,l){if(null!=d)for(var m=0;m<d.length;m++)null!=d[m]&&(b=this.patchPages(b,d[m],f,c,l));return b}; +EditorUi.prototype.patchPages=function(b,d,f,c,l){var m={},x=[],z={},C={},e={},g={};if(null!=c&&null!=c[EditorUi.DIFF_UPDATE])for(var k in c[EditorUi.DIFF_UPDATE])m[k]=c[EditorUi.DIFF_UPDATE][k];if(null!=d[EditorUi.DIFF_REMOVE])for(c=0;c<d[EditorUi.DIFF_REMOVE].length;c++)C[d[EditorUi.DIFF_REMOVE][c]]=!0;if(null!=d[EditorUi.DIFF_INSERT])for(c=0;c<d[EditorUi.DIFF_INSERT].length;c++)z[d[EditorUi.DIFF_INSERT][c].previous]=d[EditorUi.DIFF_INSERT][c];if(null!=d[EditorUi.DIFF_UPDATE])for(k in d[EditorUi.DIFF_UPDATE])c= +d[EditorUi.DIFF_UPDATE][k],null!=c.previous&&(g[c.previous]=k);if(null!=b){var n="";for(c=0;c<b.length;c++){var q=b[c].getId();e[q]=b[c];null!=g[n]||C[q]||null!=d[EditorUi.DIFF_UPDATE]&&null!=d[EditorUi.DIFF_UPDATE][q]&&null!=d[EditorUi.DIFF_UPDATE][q].previous||(g[n]=q);n=q}}var p={},A=mxUtils.bind(this,function(y){var B=null!=y?y.getId():"";if(null!=y&&!p[B]){p[B]=!0;x.push(y);var J=null!=d[EditorUi.DIFF_UPDATE]?d[EditorUi.DIFF_UPDATE][B]:null;null!=J&&(this.updatePageRoot(y),null!=J.name&&y.setName(J.name), +null!=J.view&&this.patchViewState(y,J.view),null!=J.cells&&this.patchPage(y,J.cells,m[y.getId()],l),!f||null==J.cells&&null==J.view||(y.needsUpdate=!0))}y=g[B];null!=y&&(delete g[B],A(e[y]));y=z[B];null!=y&&(delete z[B],E(y))}),E=mxUtils.bind(this,function(y){y=mxUtils.parseXml(y.data).documentElement;y=new DiagramPage(y);this.updatePageRoot(y);var B=e[y.getId()];null==B?A(y):(this.patchPage(B,this.diffPages([B],[y]),m[B.getId()],l),f&&(B.needsUpdate=!0))});A();for(k in g)A(e[g[k]]),delete g[k];for(k in z)E(z[k]), +delete z[k];return x};EditorUi.prototype.patchViewState=function(b,d){if(null!=b.viewState&&null!=d){b==this.currentPage&&(b.viewState=this.editor.graph.getViewState());for(var f in d)try{this.patchViewStateProperty(b,d,f)}catch(c){}b==this.currentPage&&this.editor.graph.setViewState(b.viewState,!0)}};EditorUi.prototype.patchViewStateProperty=function(b,d,f){b.viewState[f]=JSON.parse(d[f])}; +EditorUi.prototype.createParentLookup=function(b,d){function f(e){var g=c[e];null==g&&(g={inserted:[],moved:{}},c[e]=g);return g}var c={};if(null!=d[EditorUi.DIFF_INSERT])for(var l=0;l<d[EditorUi.DIFF_INSERT].length;l++){var m=d[EditorUi.DIFF_INSERT][l],x=null!=m.parent?m.parent:"",z=null!=m.previous?m.previous:"";f(x).inserted[z]=m}if(null!=d[EditorUi.DIFF_UPDATE])for(var C in d[EditorUi.DIFF_UPDATE])m=d[EditorUi.DIFF_UPDATE][C],null!=m.previous&&(x=m.parent,null==x&&(l=b.getCell(C),null!=l&&(l= +b.getParent(l),null!=l&&(x=l.getId()))),null!=x&&(f(x).moved[m.previous]=C));return c}; +EditorUi.prototype.patchPage=function(b,d,f,c){var l=b==this.currentPage?this.editor.graph.model:new mxGraphModel(b.root),m=this.createParentLookup(l,d);l.beginUpdate();try{var x=l.updateEdgeParent,z=new mxDictionary,C=[];l.updateEdgeParent=function(E,y){!z.get(E)&&c&&(z.put(E,!0),C.push(E))};var e=m[""],g=null!=e&&null!=e.inserted?e.inserted[""]:null,k=null;null!=g&&(k=this.getCellForJson(g));if(null==k){var n=null!=e&&null!=e.moved?e.moved[""]:null;null!=n&&(k=l.getCell(n))}null!=k&&(l.setRoot(k), +b.root=k);this.patchCellRecursive(b,l,l.root,m,d);if(null!=d[EditorUi.DIFF_REMOVE])for(var q=0;q<d[EditorUi.DIFF_REMOVE].length;q++){var p=l.getCell(d[EditorUi.DIFF_REMOVE][q]);null!=p&&l.remove(p)}if(null!=d[EditorUi.DIFF_UPDATE]){var A=null!=f&&null!=f.cells?f.cells[EditorUi.DIFF_UPDATE]:null;for(n in d[EditorUi.DIFF_UPDATE])this.patchCell(l,l.getCell(n),d[EditorUi.DIFF_UPDATE][n],null!=A?A[n]:null)}if(null!=d[EditorUi.DIFF_INSERT])for(q=0;q<d[EditorUi.DIFF_INSERT].length;q++)g=d[EditorUi.DIFF_INSERT][q], +p=l.getCell(g.id),null!=p&&(l.setTerminal(p,l.getCell(g.source),!0),l.setTerminal(p,l.getCell(g.target),!1));l.updateEdgeParent=x;if(c&&0<C.length)for(q=0;q<C.length;q++)l.contains(C[q])&&l.updateEdgeParent(C[q])}finally{l.endUpdate()}}; +EditorUi.prototype.patchCellRecursive=function(b,d,f,c,l){if(null!=f){var m=c[f.getId()],x=null!=m&&null!=m.inserted?m.inserted:{};m=null!=m&&null!=m.moved?m.moved:{};for(var z=0,C=d.getChildCount(f),e="",g=0;g<C;g++){var k=d.getChildAt(f,g).getId();null==m[e]&&(null==l[EditorUi.DIFF_UPDATE]||null==l[EditorUi.DIFF_UPDATE][k]||null==l[EditorUi.DIFF_UPDATE][k].previous&&null==l[EditorUi.DIFF_UPDATE][k].parent)&&(m[e]=k);e=k}C=mxUtils.bind(this,function(n,q){var p=null!=n?n.getId():"";null!=n&&q&&(q= +d.getCell(p),null!=q&&q!=n&&(n=null));null!=n&&(d.getChildAt(f,z)!=n&&d.add(f,n,z),this.patchCellRecursive(b,d,n,c,l),z++);return p});for(e=[null];0<e.length;)if(g=e.shift(),g=C(null!=g?g.child:null,null!=g?g.insert:!1),k=m[g],null!=k&&(delete m[g],e.push({child:d.getCell(k)})),k=x[g],null!=k&&(delete x[g],e.push({child:this.getCellForJson(k),insert:!0})),0==e.length){for(g in m)e.push({child:d.getCell(m[g])}),delete m[g];for(g in x)e.push({child:this.getCellForJson(x[g]),insert:!0}),delete x[g]}}}; +EditorUi.prototype.patchCell=function(b,d,f,c){if(null!=d&&null!=f){if(null==c||null==c.xmlValue&&(null==c.value||""==c.value))"value"in f?b.setValue(d,f.value):null!=f.xmlValue&&b.setValue(d,mxUtils.parseXml(f.xmlValue).documentElement);null!=c&&null!=c.style||null==f.style||b.setStyle(d,f.style);null!=f.visible&&b.setVisible(d,1==f.visible);null!=f.collapsed&&b.setCollapsed(d,1==f.collapsed);null!=f.vertex&&(d.vertex=1==f.vertex);null!=f.edge&&(d.edge=1==f.edge);null!=f.connectable&&(d.connectable= +1==f.connectable);null!=f.geometry&&b.setGeometry(d,this.codec.decode(mxUtils.parseXml(f.geometry).documentElement));null!=f.source&&b.setTerminal(d,b.getCell(f.source),!0);null!=f.target&&b.setTerminal(d,b.getCell(f.target),!1);for(var l in f)this.cellProperties[l]||(d[l]=f[l])}};EditorUi.prototype.getXmlForPages=function(b){b=this.getNodeForPages(b);var d=null;null!=b&&(d=mxUtils.getXml(b));return d}; +EditorUi.prototype.getNodeForPages=function(b){var d=null;if(null!=this.fileNode&&null!=b){d=this.fileNode.cloneNode(!1);for(var f=0;f<b.length;f++){var c=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b[f].root));this.editor.graph.saveViewState(b[f].viewState,c);var l=b[f].node.cloneNode(!1);l.appendChild(c);d.appendChild(l)}}return d};EditorUi.prototype.getPagesForXml=function(b){b=mxUtils.parseXml(b);return this.getPagesForNode(b.documentElement)}; +EditorUi.prototype.getPagesForNode=function(b,d){var f=this.editor.extractGraphModel(b,!0,!0);null!=f&&(b=f);d=b.getElementsByTagName(d||"diagram");f=[];if(0<d.length)for(b=0;b<d.length;b++){var c=new DiagramPage(d[b]);this.updatePageRoot(c,!0);f.push(c)}else"mxGraphModel"==b.nodeName&&(c=new DiagramPage(b.ownerDocument.createElement("diagram")),c.setName(mxResources.get("pageWithNumber",[1])),mxUtils.setTextContent(c.node,Graph.compressNode(b,!0)),f.push(c));return f}; +EditorUi.prototype.diffPages=function(b,d){var f=[],c=[],l={},m={},x={},z=null;if(null!=b&&null!=d){for(var C=0;C<d.length;C++)m[d[C].getId()]={page:d[C],prev:z},z=d[C];z=null;for(C=0;C<b.length;C++){var e=b[C].getId();d=m[e];if(null==d)c.push(e);else{var g=this.diffPage(b[C],d.page),k={};mxUtils.isEmptyObject(g)||(k.cells=g);g=this.diffViewState(b[C],d.page);mxUtils.isEmptyObject(g)||(k.view=g);if((null!=d.prev?null==z:null!=z)||null!=z&&null!=d.prev&&z.getId()!=d.prev.getId())k.previous=null!=d.prev? +d.prev.getId():"";null!=d.page.getName()&&b[C].getName()!=d.page.getName()&&(k.name=d.page.getName());mxUtils.isEmptyObject(k)||(x[e]=k)}delete m[b[C].getId()];z=b[C]}for(e in m)d=m[e],f.push({data:mxUtils.getXml(d.page.node),previous:null!=d.prev?d.prev.getId():""});mxUtils.isEmptyObject(x)||(l[EditorUi.DIFF_UPDATE]=x);0<c.length&&(l[EditorUi.DIFF_REMOVE]=c);0<f.length&&(l[EditorUi.DIFF_INSERT]=f)}return l}; +EditorUi.prototype.createCellLookup=function(b,d,f){f=null!=f?f:{};f[b.getId()]={cell:b,prev:d};var c=b.getChildCount();d=null;for(var l=0;l<c;l++){var m=b.getChildAt(l);this.createCellLookup(m,d,f);d=m}return f}; +EditorUi.prototype.diffCellRecursive=function(b,d,f,c,l){c=null!=c?c:{};var m=f[b.getId()];delete f[b.getId()];if(null==m)l.push(b.getId());else{var x=this.diffCell(b,m.cell);if(null!=x.parent||(null!=m.prev?null==d:null!=d)||null!=d&&null!=m.prev&&d.getId()!=m.prev.getId())x.previous=null!=m.prev?m.prev.getId():"";mxUtils.isEmptyObject(x)||(c[b.getId()]=x)}m=b.getChildCount();d=null;for(x=0;x<m;x++){var z=b.getChildAt(x);this.diffCellRecursive(z,d,f,c,l);d=z}return c}; +EditorUi.prototype.diffPage=function(b,d){var f=[],c=[],l={};this.updatePageRoot(b);this.updatePageRoot(d);d=this.createCellLookup(d.root);var m=this.diffCellRecursive(b.root,null,d,m,c),x;for(x in d)b=d[x],f.push(this.getJsonForCell(b.cell,b.prev));mxUtils.isEmptyObject(m)||(l[EditorUi.DIFF_UPDATE]=m);0<c.length&&(l[EditorUi.DIFF_REMOVE]=c);0<f.length&&(l[EditorUi.DIFF_INSERT]=f);return l}; +EditorUi.prototype.diffViewState=function(b,d){b=b.viewState;var f=d.viewState,c={};d==this.currentPage&&(f=this.editor.graph.getViewState());if(null!=b&&null!=f)for(var l in this.viewStateProperties)this.diffViewStateProperty(b,f,l,c);return c};EditorUi.prototype.diffViewStateProperty=function(b,d,f,c){b=JSON.stringify(this.getViewStateProperty(b,f));d=JSON.stringify(this.getViewStateProperty(d,f));b!=d&&(c[f]=d)}; +EditorUi.prototype.getViewStateProperty=function(b,d){b=b[d];"backgroundImage"==d&&null!=b&&null!=b.originalSrc?delete b.src:"extFonts"==d&&null==b&&(b=[]);return b}; +EditorUi.prototype.getCellForJson=function(b){var d=null!=b.geometry?this.codec.decode(mxUtils.parseXml(b.geometry).documentElement):null,f=b.value;null!=b.xmlValue&&(f=mxUtils.parseXml(b.xmlValue).documentElement);d=new mxCell(f,d,b.style);d.connectable=0!=b.connectable;d.collapsed=1==b.collapsed;d.visible=0!=b.visible;d.vertex=1==b.vertex;d.edge=1==b.edge;d.id=b.id;for(var c in b)this.cellProperties[c]||(d[c]=b[c]);return d}; +EditorUi.prototype.getJsonForCell=function(b,d){var f={id:b.getId()};b.vertex&&(f.vertex=1);b.edge&&(f.edge=1);b.connectable||(f.connectable=0);null!=b.parent&&(f.parent=b.parent.getId());null!=d&&(f.previous=d.getId());null!=b.source&&(f.source=b.source.getId());null!=b.target&&(f.target=b.target.getId());null!=b.style&&(f.style=b.style);null!=b.geometry&&(f.geometry=mxUtils.getXml(this.codec.encode(b.geometry)));b.collapsed&&(f.collapsed=1);b.visible||(f.visible=0);null!=b.value&&("object"===typeof b.value&& "number"===typeof b.value.nodeType&&"string"===typeof b.value.nodeName&&"function"===typeof b.value.getAttribute?f.xmlValue=mxUtils.getXml(b.value):f.value=b.value);for(var c in b)this.cellProperties[c]||"function"===typeof b[c]||(f[c]=b[c]);return f}; -EditorUi.prototype.diffCell=function(b,e){function f(v){return null!=v&&"object"===typeof v&&"number"===typeof v.nodeType&&"string"===typeof v.nodeName&&"function"===typeof v.getAttribute}var c={};b.vertex!=e.vertex&&(c.vertex=e.vertex?1:0);b.edge!=e.edge&&(c.edge=e.edge?1:0);b.connectable!=e.connectable&&(c.connectable=e.connectable?1:0);if((null!=b.parent?null==e.parent:null!=e.parent)||null!=b.parent&&null!=e.parent&&b.parent.getId()!=e.parent.getId())c.parent=null!=e.parent?e.parent.getId():""; -if((null!=b.source?null==e.source:null!=e.source)||null!=b.source&&null!=e.source&&b.source.getId()!=e.source.getId())c.source=null!=e.source?e.source.getId():"";if((null!=b.target?null==e.target:null!=e.target)||null!=b.target&&null!=e.target&&b.target.getId()!=e.target.getId())c.target=null!=e.target?e.target.getId():"";f(b.value)&&f(e.value)?b.value.isEqualNode(e.value)||(c.xmlValue=mxUtils.getXml(e.value)):b.value!=e.value&&(f(e.value)?c.xmlValue=mxUtils.getXml(e.value):c.value=null!=e.value? -e.value:null);b.style!=e.style&&(c.style=e.style);b.visible!=e.visible&&(c.visible=e.visible?1:0);b.collapsed!=e.collapsed&&(c.collapsed=e.collapsed?1:0);if(!this.isObjectEqual(b.geometry,e.geometry,new mxGeometry)){var m=this.codec.encode(e.geometry);null!=m&&(c.geometry=mxUtils.getXml(m))}for(var n in b)this.cellProperties[n]||"function"===typeof b[n]||"function"===typeof e[n]||b[n]==e[n]||(c[n]=void 0===e[n]?null:e[n]);for(n in e)n in b||this.cellProperties[n]||"function"===typeof b[n]||"function"=== -typeof e[n]||b[n]==e[n]||(c[n]=void 0===e[n]?null:e[n]);return c};EditorUi.prototype.isObjectEqual=function(b,e,f){if(null==b&&null==e)return!0;if(null!=b?null==e:null!=e)return!1;var c=function(m,n){return null==f||f[m]!=n?!0===n?1:n:void 0};return JSON.stringify(b,c)==JSON.stringify(e,c)};var mxSettings={currentVersion:18,defaultFormatWidth:600>screen.width?"0":"240",key:Editor.settingsKey,getLanguage:function(){return mxSettings.settings.language},setLanguage:function(b){mxSettings.settings.language=b},getUi:function(){return mxSettings.settings.ui},setUi:function(b){var e=localStorage.getItem(".drawio-config");e=null==e?mxSettings.getDefaults():JSON.parse(e);e.ui=b;delete e.isNew;e.version=mxSettings.currentVersion;localStorage.setItem(".drawio-config",JSON.stringify(e))},getShowStartScreen:function(){return mxSettings.settings.showStartScreen}, -setShowStartScreen:function(b){mxSettings.settings.showStartScreen=b},getGridColor:function(b){return b?mxSettings.settings.darkGridColor:mxSettings.settings.gridColor},setGridColor:function(b,e){e?mxSettings.settings.darkGridColor=b:mxSettings.settings.gridColor=b},getAutosave:function(){return mxSettings.settings.autosave},setAutosave:function(b){mxSettings.settings.autosave=b},getResizeImages:function(){return mxSettings.settings.resizeImages},setResizeImages:function(b){mxSettings.settings.resizeImages= -b},getOpenCounter:function(){return mxSettings.settings.openCounter},setOpenCounter:function(b){mxSettings.settings.openCounter=b},setCustomFonts:function(b){mxSettings.settings.customFonts=b},getCustomFonts:function(){for(var b=mxSettings.settings.customFonts||[],e=0;e<b.length;e++)"string"===typeof b[e]&&(b[e]={name:b[e],url:null});return b},getLibraries:function(){return mxSettings.settings.libraries},setLibraries:function(b){mxSettings.settings.libraries=b},addCustomLibrary:function(b){mxSettings.load(); -Array.isArray(mxSettings.settings.customLibraries)||(mxSettings.settings.customLibraries=[]);0>mxUtils.indexOf(mxSettings.settings.customLibraries,b)&&("L.scratchpad"===b?mxSettings.settings.customLibraries.splice(0,0,b):mxSettings.settings.customLibraries.push(b));mxSettings.save()},removeCustomLibrary:function(b){mxSettings.load();mxUtils.remove(b,mxSettings.settings.customLibraries);mxSettings.save()},getCustomLibraries:function(){return mxSettings.settings.customLibraries},getPlugins:function(){return mxSettings.settings.plugins}, -setPlugins:function(b){mxSettings.settings.plugins=b},getRecentColors:function(){return mxSettings.settings.recentColors},setRecentColors:function(b){mxSettings.settings.recentColors=b},getFormatWidth:function(){return parseInt(mxSettings.settings.formatWidth)},setFormatWidth:function(b){mxSettings.settings.formatWidth=b},isCreateTarget:function(){return mxSettings.settings.createTarget},setCreateTarget:function(b){mxSettings.settings.createTarget=b},getPageFormat:function(){return mxSettings.settings.pageFormat}, -setPageFormat:function(b){mxSettings.settings.pageFormat=b},getUnit:function(){return mxSettings.settings.unit||mxConstants.POINTS},setUnit:function(b){mxSettings.settings.unit=b},isRulerOn:function(){return mxSettings.settings.isRulerOn},setRulerOn:function(b){mxSettings.settings.isRulerOn=b},getDraftSaveDelay:function(){return mxSettings.settings.draftSaveDelay},setDraftSaveDelay:function(b){mxSettings.settings.draftSaveDelay=b},getDefaults:function(){return{language:"",configVersion:Editor.configVersion, -customFonts:[],libraries:Sidebar.prototype.defaultEntries,customLibraries:Editor.defaultCustomLibraries,plugins:[],recentColors:[],formatWidth:mxSettings.defaultFormatWidth,createTarget:"1"==urlParams.sketch,pageFormat:mxGraph.prototype.pageFormat,search:!0,showStartScreen:!0,gridColor:mxGraphView.prototype.defaultGridColor,darkGridColor:mxGraphView.prototype.defaultDarkGridColor,autosave:!EditorUi.isElectronApp,resizeImages:null,openCounter:0,version:mxSettings.currentVersion,isNew:!0,unit:mxConstants.POINTS, -isRulerOn:!1}},init:function(){mxSettings.settings=mxSettings.getDefaults()},save:function(){if(isLocalStorage&&"undefined"!==typeof JSON)try{delete mxSettings.settings.isNew,mxSettings.settings.version=mxSettings.currentVersion,localStorage.setItem(mxSettings.key,JSON.stringify(mxSettings.settings))}catch(b){}},load:function(){isLocalStorage&&"undefined"!==typeof JSON&&mxSettings.parse(localStorage.getItem(mxSettings.key));null==mxSettings.settings&&mxSettings.init()},parse:function(b){b=null!=b? -JSON.parse(b):null;null==b||b.configVersion!=Editor.configVersion||null!=Editor.config&&Editor.config.override?(mxSettings.settings=null,mxSettings.init()):(mxSettings.settings=b,null==mxSettings.settings.plugins&&(mxSettings.settings.plugins=[]),null==mxSettings.settings.recentColors&&(mxSettings.settings.recentColors=[]),null==mxSettings.settings.customFonts&&(mxSettings.settings.customFonts=[]),null==mxSettings.settings.libraries&&(mxSettings.settings.libraries=Sidebar.prototype.defaultEntries), -null==mxSettings.settings.customLibraries&&(mxSettings.settings.customLibraries=Editor.defaultCustomLibraries),null==mxSettings.settings.ui&&(mxSettings.settings.ui=""),null==mxSettings.settings.formatWidth&&(mxSettings.settings.formatWidth=mxSettings.defaultFormatWidth),null!=mxSettings.settings.lastAlert&&delete mxSettings.settings.lastAlert,null==mxSettings.settings.createTarget&&(mxSettings.settings.createTarget=!1),null==mxSettings.settings.pageFormat&&(mxSettings.settings.pageFormat=mxGraph.prototype.pageFormat), -null==mxSettings.settings.search&&(mxSettings.settings.search=!0),null==mxSettings.settings.showStartScreen&&(mxSettings.settings.showStartScreen=!0),null==mxSettings.settings.gridColor&&(mxSettings.settings.gridColor=mxGraphView.prototype.defaultGridColor),null==mxSettings.settings.darkGridColor&&(mxSettings.settings.darkGridColor=mxGraphView.prototype.defaultDarkGridColor),null==mxSettings.settings.autosave?mxSettings.settings.autosave=!EditorUi.isElectronApp:EditorUi.isElectronApp&&null==localStorage.getItem("._autoSaveTrans_")&& -(localStorage.setItem("._autoSaveTrans_","1"),mxSettings.settings.autosave=!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); -this.ui.editor.addListener("autosaveChanged",this.autosaveListener);this.visibleListener=mxUtils.bind(this,function(){"hidden"==document.visibilityState?this.isConnected()&&this.stop():this.start()});mxEvent.addListener(document,"visibilitychange",this.visibleListener);this.activityListener=mxUtils.bind(this,function(e){this.lastActivity=Date.now();this.start()});mxEvent.addListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener);mxEvent.addListener(document,"keypress", -this.activityListener);mxEvent.addListener(window,"focus",this.activityListener);!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.addListener(document,"touchstart",this.activityListener),mxEvent.addListener(document,"touchmove",this.activityListener));this.file.addListener("realtimeMessage",this.activityListener);this.pusherErrorListener=mxUtils.bind(this,function(e){null!=e.error&&null!=e.error.data&&4004===e.error.data.code&&EditorUi.logError("Error: Pusher Limit",null,this.file.getId())});this.connectionListener= -mxUtils.bind(this,function(){this.updateOnlineState();this.updateStatus();if(this.isConnected())if(this.announced)this.fileChangedNotify();else{var e=this.file.getCurrentUser(),f={a:"join"};null!=e&&(f.name=encodeURIComponent(e.displayName),f.uid=e.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(f))));this.file.stats.msgSent++;this.announced=!0}});this.changeListener=mxUtils.bind(this,function(e){this.file.stats.msgReceived++; -this.lastActivity=Date.now();if(this.enabled&&!this.file.inConflictState&&!this.file.redirectDialogShowing)try{var f=this.stringToObject(e);null!=f&&(EditorUi.debug("DrawioFileSync.message",[this],f,e.length,"bytes"),f.v>DrawioFileSync.PROTOCOL?this.file.redirectToNewApp(mxUtils.bind(this,function(){})):f.v===DrawioFileSync.PROTOCOL&&null!=f.d&&this.handleMessageData(f.d))}catch(c){this.isConnected()&&this.fileChangedNotify()}})};DrawioFileSync.PROTOCOL=6;DrawioFileSync.ENABLE_SOCKETS="0"!=urlParams.sockets; +EditorUi.prototype.diffCell=function(b,d){function f(x){return null!=x&&"object"===typeof x&&"number"===typeof x.nodeType&&"string"===typeof x.nodeName&&"function"===typeof x.getAttribute}var c={};b.vertex!=d.vertex&&(c.vertex=d.vertex?1:0);b.edge!=d.edge&&(c.edge=d.edge?1:0);b.connectable!=d.connectable&&(c.connectable=d.connectable?1:0);if((null!=b.parent?null==d.parent:null!=d.parent)||null!=b.parent&&null!=d.parent&&b.parent.getId()!=d.parent.getId())c.parent=null!=d.parent?d.parent.getId():""; +if((null!=b.source?null==d.source:null!=d.source)||null!=b.source&&null!=d.source&&b.source.getId()!=d.source.getId())c.source=null!=d.source?d.source.getId():"";if((null!=b.target?null==d.target:null!=d.target)||null!=b.target&&null!=d.target&&b.target.getId()!=d.target.getId())c.target=null!=d.target?d.target.getId():"";f(b.value)&&f(d.value)?b.value.isEqualNode(d.value)||(c.xmlValue=mxUtils.getXml(d.value)):b.value!=d.value&&(f(d.value)?c.xmlValue=mxUtils.getXml(d.value):c.value=null!=d.value? +d.value:null);b.style!=d.style&&(c.style=d.style);b.visible!=d.visible&&(c.visible=d.visible?1:0);b.collapsed!=d.collapsed&&(c.collapsed=d.collapsed?1:0);if(!this.isObjectEqual(b.geometry,d.geometry,new mxGeometry)){var l=this.codec.encode(d.geometry);null!=l&&(c.geometry=mxUtils.getXml(l))}for(var m in b)this.cellProperties[m]||"function"===typeof b[m]||"function"===typeof d[m]||b[m]==d[m]||(c[m]=void 0===d[m]?null:d[m]);for(m in d)m in b||this.cellProperties[m]||"function"===typeof b[m]||"function"=== +typeof d[m]||b[m]==d[m]||(c[m]=void 0===d[m]?null:d[m]);return c};EditorUi.prototype.isObjectEqual=function(b,d,f){if(null==b&&null==d)return!0;if(null!=b?null==d:null!=d)return!1;var c=function(l,m){return null==f||f[l]!=m?!0===m?1:m:void 0};return JSON.stringify(b,c)==JSON.stringify(d,c)};var mxSettings={currentVersion:18,defaultFormatWidth:600>screen.width?"0":"240",key:Editor.settingsKey,getLanguage:function(){return mxSettings.settings.language},setLanguage:function(b){mxSettings.settings.language=b},isMainSettings:function(){return".drawio-config"==mxSettings.key},getMainSettings:function(){var b=localStorage.getItem(".drawio-config");null==b?(b=mxSettings.getDefaults(),delete b.isNew):(b=JSON.parse(b),b.version=mxSettings.currentVersion);return b},getUi:function(){return mxSettings.isMainSettings()? +mxSettings.settings.ui:mxSettings.getMainSettings().ui},setUi:function(b){if(mxSettings.isMainSettings()){mxSettings.settings.ui=b;if("kennedy"==b||""==b)mxSettings.settings.darkMode=!1;mxSettings.save()}else{var d=mxSettings.getMainSettings();d.ui=b;"kennedy"==b&&(d.darkMode=!1);localStorage.setItem(".drawio-config",JSON.stringify(d))}},getShowStartScreen:function(){return mxSettings.settings.showStartScreen},setShowStartScreen:function(b){mxSettings.settings.showStartScreen=b},getGridColor:function(b){return b? +mxSettings.settings.darkGridColor:mxSettings.settings.gridColor},setGridColor:function(b,d){d?mxSettings.settings.darkGridColor=b:mxSettings.settings.gridColor=b},getAutosave:function(){return mxSettings.settings.autosave},setAutosave:function(b){mxSettings.settings.autosave=b},getResizeImages:function(){return mxSettings.settings.resizeImages},setResizeImages:function(b){mxSettings.settings.resizeImages=b},getOpenCounter:function(){return mxSettings.settings.openCounter},setOpenCounter:function(b){mxSettings.settings.openCounter= +b},setCustomFonts:function(b){mxSettings.settings.customFonts=b},getCustomFonts:function(){for(var b=mxSettings.settings.customFonts||[],d=0;d<b.length;d++)"string"===typeof b[d]&&(b[d]={name:b[d],url:null});return b},getLibraries:function(){return mxSettings.settings.libraries},setLibraries:function(b){mxSettings.settings.libraries=b},addCustomLibrary:function(b){mxSettings.load();Array.isArray(mxSettings.settings.customLibraries)||(mxSettings.settings.customLibraries=[]);0>mxUtils.indexOf(mxSettings.settings.customLibraries, +b)&&("L.scratchpad"===b?mxSettings.settings.customLibraries.splice(0,0,b):mxSettings.settings.customLibraries.push(b));mxSettings.save()},removeCustomLibrary:function(b){mxSettings.load();mxUtils.remove(b,mxSettings.settings.customLibraries);mxSettings.save()},getCustomLibraries:function(){return mxSettings.settings.customLibraries},getPlugins:function(){return mxSettings.settings.plugins},setPlugins:function(b){mxSettings.settings.plugins=b},getRecentColors:function(){return mxSettings.settings.recentColors}, +setRecentColors:function(b){mxSettings.settings.recentColors=b},getFormatWidth:function(){return parseInt(mxSettings.settings.formatWidth)},setFormatWidth:function(b){mxSettings.settings.formatWidth=b},isCreateTarget:function(){return mxSettings.settings.createTarget},setCreateTarget:function(b){mxSettings.settings.createTarget=b},getPageFormat:function(){return mxSettings.settings.pageFormat},setPageFormat:function(b){mxSettings.settings.pageFormat=b},getUnit:function(){return mxSettings.settings.unit|| +mxConstants.POINTS},setUnit:function(b){mxSettings.settings.unit=b},isRulerOn:function(){return mxSettings.settings.isRulerOn},setRulerOn:function(b){mxSettings.settings.isRulerOn=b},getDraftSaveDelay:function(){return mxSettings.settings.draftSaveDelay},setDraftSaveDelay:function(b){mxSettings.settings.draftSaveDelay=b},getDefaults:function(){return{language:"",configVersion:Editor.configVersion,customFonts:[],libraries:Sidebar.prototype.defaultEntries,customLibraries:Editor.defaultCustomLibraries, +plugins:[],recentColors:[],formatWidth:mxSettings.defaultFormatWidth,createTarget:"1"==urlParams.sketch,pageFormat:mxGraph.prototype.pageFormat,search:!0,showStartScreen:!0,gridColor:mxGraphView.prototype.defaultGridColor,darkGridColor:mxGraphView.prototype.defaultDarkGridColor,autosave:!EditorUi.isElectronApp,resizeImages:null,openCounter:0,version:mxSettings.currentVersion,isNew:!0,unit:mxConstants.POINTS,isRulerOn:!1}},init:function(){mxSettings.settings=mxSettings.getDefaults()},save:function(){if(isLocalStorage&& +"undefined"!==typeof JSON)try{delete mxSettings.settings.isNew,mxSettings.settings.version=mxSettings.currentVersion,localStorage.setItem(mxSettings.key,JSON.stringify(mxSettings.settings))}catch(b){}},load:function(){isLocalStorage&&"undefined"!==typeof JSON&&mxSettings.parse(localStorage.getItem(mxSettings.key));null==mxSettings.settings&&mxSettings.init()},parse:function(b){b=null!=b?JSON.parse(b):null;null==b||b.configVersion!=Editor.configVersion||null!=Editor.config&&Editor.config.override? +(mxSettings.settings=null,mxSettings.init()):(mxSettings.settings=b,null==mxSettings.settings.plugins&&(mxSettings.settings.plugins=[]),null==mxSettings.settings.recentColors&&(mxSettings.settings.recentColors=[]),null==mxSettings.settings.customFonts&&(mxSettings.settings.customFonts=[]),null==mxSettings.settings.libraries&&(mxSettings.settings.libraries=Sidebar.prototype.defaultEntries),null==mxSettings.settings.customLibraries&&(mxSettings.settings.customLibraries=Editor.defaultCustomLibraries), +null==mxSettings.settings.ui&&(mxSettings.settings.ui=""),null==mxSettings.settings.formatWidth&&(mxSettings.settings.formatWidth=mxSettings.defaultFormatWidth),null!=mxSettings.settings.lastAlert&&delete mxSettings.settings.lastAlert,null==mxSettings.settings.createTarget&&(mxSettings.settings.createTarget=!1),null==mxSettings.settings.pageFormat&&(mxSettings.settings.pageFormat=mxGraph.prototype.pageFormat),null==mxSettings.settings.search&&(mxSettings.settings.search=!0),null==mxSettings.settings.showStartScreen&& +(mxSettings.settings.showStartScreen=!0),null==mxSettings.settings.gridColor&&(mxSettings.settings.gridColor=mxGraphView.prototype.defaultGridColor),null==mxSettings.settings.darkGridColor&&(mxSettings.settings.darkGridColor=mxGraphView.prototype.defaultDarkGridColor),null==mxSettings.settings.autosave?mxSettings.settings.autosave=!EditorUi.isElectronApp:EditorUi.isElectronApp&&null==localStorage.getItem("._autoSaveTrans_")&&(localStorage.setItem("._autoSaveTrans_","1"),mxSettings.settings.autosave= +!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); +this.ui.editor.addListener("autosaveChanged",this.autosaveListener);this.visibleListener=mxUtils.bind(this,function(){"hidden"==document.visibilityState?this.isConnected()&&this.stop():this.start()});mxEvent.addListener(document,"visibilitychange",this.visibleListener);this.activityListener=mxUtils.bind(this,function(d){this.lastActivity=Date.now();this.start()});mxEvent.addListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener);mxEvent.addListener(document,"keypress", +this.activityListener);mxEvent.addListener(window,"focus",this.activityListener);!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.addListener(document,"touchstart",this.activityListener),mxEvent.addListener(document,"touchmove",this.activityListener));this.file.addListener("realtimeMessage",this.activityListener);this.pusherErrorListener=mxUtils.bind(this,function(d){null!=d.error&&null!=d.error.data&&4004===d.error.data.code&&EditorUi.logError("Error: Pusher Limit",null,this.file.getId())});this.connectionListener= +mxUtils.bind(this,function(){this.updateOnlineState();this.updateStatus();if(this.isConnected())if(this.announced)this.fileChangedNotify();else{var d=this.file.getCurrentUser(),f={a:"join"};null!=d&&(f.name=encodeURIComponent(d.displayName),f.uid=d.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(f))));this.file.stats.msgSent++;this.announced=!0}});this.changeListener=mxUtils.bind(this,function(d){this.file.stats.msgReceived++; +this.lastActivity=Date.now();if(this.enabled&&!this.file.inConflictState&&!this.file.redirectDialogShowing)try{var f=this.stringToObject(d);null!=f&&(EditorUi.debug("DrawioFileSync.message",[this],f,d.length,"bytes"),f.v>DrawioFileSync.PROTOCOL?this.file.redirectToNewApp(mxUtils.bind(this,function(){})):f.v===DrawioFileSync.PROTOCOL&&null!=f.d&&this.handleMessageData(f.d))}catch(c){this.isConnected()&&this.fileChangedNotify()}})};DrawioFileSync.PROTOCOL=6;DrawioFileSync.ENABLE_SOCKETS="0"!=urlParams.sockets; mxUtils.extend(DrawioFileSync,mxEventSource);DrawioFileSync.prototype.maxCacheEntrySize=1E6;DrawioFileSync.prototype.maxSyncMessageSize=9E3;DrawioFileSync.prototype.syncSendMessageDelay=300;DrawioFileSync.prototype.syncReceiveMessageDelay=50;DrawioFileSync.prototype.cleanupDelay=12E3;DrawioFileSync.prototype.syncChangeCounter=0;DrawioFileSync.prototype.enabled=!0;DrawioFileSync.prototype.updateStatusInterval=1E4;DrawioFileSync.prototype.channelId=null;DrawioFileSync.prototype.channel=null; DrawioFileSync.prototype.catchupRetryCount=0;DrawioFileSync.prototype.maxCatchupRetries=15;DrawioFileSync.prototype.maxCacheReadyRetries=1;DrawioFileSync.prototype.cacheReadyDelay=700;DrawioFileSync.prototype.maxOptimisticRetries=6;DrawioFileSync.prototype.inactivityTimeoutSeconds=1800;DrawioFileSync.prototype.lastActivity=null; DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId=this.file.getChannelId());null==this.key&&(this.key=this.file.getChannelKey());if(null==this.pusher&&null!=this.channelId&&"hidden"!=document.visibilityState){this.pusher=this.ui.getPusher();if(null!=this.pusher){try{null!=this.pusher.connection&&this.pusher.connection.bind("error",this.pusherErrorListener)}catch(b){}try{this.pusher.connect(),this.channel=this.pusher.subscribe(this.channelId),EditorUi.debug("DrawioFileSync.start", @@ -12214,1075 +12235,1059 @@ DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId= DrawioFileSync.prototype.updateRealtime=function(){this.isValidState()&&(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()&&this.isRealtimeActive()?this.file.isRealtime()||this.initRealtime():this.file.isRealtime()&&this.resetRealtime(),DrawioFileSync.ENABLE_SOCKETS&&this.file.isRealtime()&&null==this.p2pCollab&&null!=this.channelId?(this.p2pCollab=new P2PCollab(this.ui,this,this.channelId),this.p2pCollab.joinFile()):this.file.isRealtime()||null==this.p2pCollab||(this.p2pCollab.destroy(), this.p2pCollab=null))};DrawioFileSync.prototype.initRealtime=function(){this.file.theirPages=this.ui.clonePages(this.ui.pages);this.file.ownPages=this.ui.clonePages(this.ui.pages);this.snapshot=this.file.ownPages};DrawioFileSync.prototype.resetRealtime=function(){var b=this.file.getShadowPages();null!=b&&(b=this.ui.diffPages(b,this.file.ownPages),this.file.patch([b]));this.sendLocalChanges();this.cleanup();this.file.theirPages=null;this.snapshot=this.file.ownPages=null}; DrawioFileSync.prototype.isConnected=function(){return null!=this.pusher&&null!=this.pusher.connection?"connected"==this.pusher.connection.state:!1}; -DrawioFileSync.prototype.updateOnlineState=function(){if("1"!=urlParams.embedRT){var b=mxUtils.bind(this,function(c){mxEvent.addListener(c,"click",mxUtils.bind(this,function(m){if(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()){m=this.file.getRealtimeState();var n=mxResources.get("disconnected");this.file.invalidChecksum?n=mxResources.get("error")+": "+mxResources.get("checksum"):this.ui.isOffline(!0)||!this.isConnected()?n=mxResources.get("offline"):1==m&&(n=mxResources.get("online")); -this.ui.showError(mxResources.get("realtimeCollaboration"),mxUtils.htmlEntities(n))}else this.enabled=!this.enabled,this.ui.updateButtonContainer(),this.resetUpdateStatusThread(),this.updateOnlineState(),this.updateStatus(),!this.file.inConflictState&&this.enabled&&this.fileChangedNotify()}))});if(null!=this.ui.toolbarContainer&&null==this.collaboratorsElement){var e=document.createElement("a");e.className="geButton";e.style.position="absolute";e.style.display="inline-block";e.style.verticalAlign= -"bottom";e.style.color="#666";e.style.top="6px";e.style.right="atlas"!=uiTheme?"70px":"50px";e.style.padding="2px";e.style.fontSize="8pt";e.style.verticalAlign="middle";e.style.textDecoration="none";e.style.backgroundPosition="center center";e.style.backgroundRepeat="no-repeat";e.style.backgroundSize="16px 16px";e.style.width="16px";e.style.height="16px";mxUtils.setOpacity(e,60);"dark"==uiTheme&&(e.style.filter="invert(100%)");mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this, -function(c){c.preventDefault()}));b(e);this.ui.toolbarContainer.appendChild(e);this.collaboratorsElement=e}if(null!=this.collaboratorsElement){this.collaboratorsElement.style.display="inline-block";var f=Editor.cloudImage;b="";this.enabled?this.file.invalidChecksum?(b=mxResources.get("error")+": "+mxResources.get("checksum"),f=Editor.syncProblemImage):this.ui.isOffline(!0)||!this.isConnected()?(b=mxResources.get("offline"),f=Editor.cloudOffImage):(b=mxResources.get("online"),this.file.isRealtimeEnabled()&& -this.file.isRealtimeSupported()&&(e=this.file.getRealtimeError(),f=this.file.getRealtimeState(),b=mxResources.get("realtimeCollaboration"),1==f?(this.collaboratorsElement.style.display="none",f=Editor.syncImage):(f=Editor.syncProblemImage,b=null!=e&&null!=e.message?b+(" ("+e.message+")"):b+(" ("+mxResources.get("disconnected")+")")))):(b=mxResources.get("disconnected"),f=Editor.cloudOffImage);this.collaboratorsElement.setAttribute("title",b);this.collaboratorsElement.style.backgroundImage="url("+ -f+")"}}}; -DrawioFileSync.prototype.updateStatus=function(){this.isConnected()&&null!=this.lastActivity&&(Date.now()-this.lastActivity)/1E3>this.inactivityTimeoutSeconds&&this.stop();if(!(this.file.isModified()||this.file.inConflictState||null!=this.file.autosaveThread||this.file.savingFile||this.file.redirectDialogShowing))if(this.enabled&&null!=this.ui.statusContainer){var b=this.ui.timeSince(new Date(this.lastModified));null==b&&(b=mxResources.get("lessThanAMinute"));var e=this.file.isRevisionHistorySupported(),f= -this.lastMessage;this.lastMessage=null;null!=f&&40<f.length&&(f=f.substring(0,40)+"...");b=mxResources.get("lastChange",[b]);this.ui.editor.setStatus('<div title="'+mxUtils.htmlEntities(b)+'">'+mxUtils.htmlEntities(b)+"</div>"+(this.file.isEditable()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</div>")+(this.isConnected()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("disconnected"))+"</div>")+(null!=f?' <span title="'+mxUtils.htmlEntities(f)+ -'">('+mxUtils.htmlEntities(f)+")</span>":""));f=this.ui.statusContainer.getElementsByTagName("div");0<f.length&&e&&(f[0].style.display="inline-block",e&&(f[0].style.cursor="pointer",f[0].style.textDecoration="underline",mxEvent.addListener(f[0],"click",mxUtils.bind(this,function(){this.ui.actions.get("revisionHistory").funct()}))));e=this.ui.statusContainer.getElementsByTagName("span");if(0<e.length){var c=e[0];c.style.opacity="0";mxUtils.setPrefixedStyle(c.style,"transition","all 0.2s ease");window.setTimeout(mxUtils.bind(this, +DrawioFileSync.prototype.updateOnlineState=function(){if("1"!=urlParams.embedRT){var b=mxUtils.bind(this,function(c){mxEvent.addListener(c,"click",mxUtils.bind(this,function(l){if(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()){l=this.file.getRealtimeState();var m=mxResources.get("disconnected");this.file.invalidChecksum?m=mxResources.get("error")+": "+mxResources.get("checksum"):this.ui.isOffline(!0)||!this.isConnected()?m=mxResources.get("offline"):1==l&&(m=mxResources.get("online")); +this.ui.showError(mxResources.get("realtimeCollaboration"),mxUtils.htmlEntities(m))}else this.enabled=!this.enabled,this.ui.updateButtonContainer(),this.resetUpdateStatusThread(),this.updateOnlineState(),this.updateStatus(),!this.file.inConflictState&&this.enabled&&this.fileChangedNotify()}))});if(null!=this.ui.toolbarContainer&&null==this.collaboratorsElement){var d=document.createElement("a");d.className="geButton geAdaptiveAsset";d.style.position="absolute";d.style.display="inline-block";d.style.verticalAlign= +"bottom";d.style.color="#666";d.style.top="6px";d.style.right="atlas"!=uiTheme?"90px":"50px";d.style.padding="2px";d.style.fontSize="8pt";d.style.verticalAlign="middle";d.style.textDecoration="none";d.style.backgroundPosition="center center";d.style.backgroundRepeat="no-repeat";d.style.backgroundSize="16px 16px";d.style.width="16px";d.style.height="16px";mxUtils.setOpacity(d,60);mxEvent.addListener(d,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()})); +b(d);this.ui.toolbarContainer.appendChild(d);this.collaboratorsElement=d}if(null!=this.collaboratorsElement){this.collaboratorsElement.style.display="inline-block";var f=Editor.cloudImage;b="";this.enabled?this.file.invalidChecksum?(b=mxResources.get("error")+": "+mxResources.get("checksum"),f=Editor.syncProblemImage):this.ui.isOffline(!0)||!this.isConnected()?(b=mxResources.get("offline"),f=Editor.cloudOffImage):(b=mxResources.get("online"),this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()&& +(d=this.file.getRealtimeError(),f=this.file.getRealtimeState(),b=mxResources.get("realtimeCollaboration"),1==f?(this.collaboratorsElement.style.display="none",f=Editor.syncImage):(f=Editor.syncProblemImage,b=null!=d&&null!=d.message?b+(" ("+d.message+")"):b+(" ("+mxResources.get("disconnected")+")")))):(b=mxResources.get("disconnected"),f=Editor.cloudOffImage);this.collaboratorsElement.setAttribute("title",b);this.collaboratorsElement.style.backgroundImage="url("+f+")"}}}; +DrawioFileSync.prototype.updateStatus=function(){this.isConnected()&&null!=this.lastActivity&&(Date.now()-this.lastActivity)/1E3>this.inactivityTimeoutSeconds&&this.stop();if(!(this.file.isModified()||this.file.inConflictState||null!=this.file.autosaveThread||this.file.savingFile||this.file.redirectDialogShowing))if(this.enabled&&null!=this.ui.statusContainer){var b=this.ui.timeSince(new Date(this.lastModified));null==b&&(b=mxResources.get("lessThanAMinute"));var d=this.file.isRevisionHistorySupported(), +f=this.lastMessage;this.lastMessage=null;null!=f&&40<f.length&&(f=f.substring(0,40)+"...");b=mxResources.get("lastChange",[b]);this.ui.editor.setStatus('<div title="'+mxUtils.htmlEntities(b)+'">'+mxUtils.htmlEntities(b)+"</div>"+(this.file.isEditable()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</div>")+(this.isConnected()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("disconnected"))+"</div>")+(null!=f?' <span title="'+mxUtils.htmlEntities(f)+ +'">('+mxUtils.htmlEntities(f)+")</span>":""));f=this.ui.statusContainer.getElementsByTagName("div");0<f.length&&d&&(f[0].style.display="inline-block",d&&(f[0].style.cursor="pointer",f[0].style.textDecoration="underline",mxEvent.addListener(f[0],"click",mxUtils.bind(this,function(){this.ui.actions.get("revisionHistory").funct()}))));d=this.ui.statusContainer.getElementsByTagName("span");if(0<d.length){var c=d[0];c.style.opacity="0";mxUtils.setPrefixedStyle(c.style,"transition","all 0.2s ease");window.setTimeout(mxUtils.bind(this, function(){mxUtils.setOpacity(c,100);mxUtils.setPrefixedStyle(c.style,"transition","all 1s ease");window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(c,0);window.setTimeout(mxUtils.bind(this,function(){this.updateStatus()}),1E3)}),this.updateStatusInterval/2)}),0)}this.resetUpdateStatusThread()}else this.file.addAllSavedStatus()}; DrawioFileSync.prototype.resetUpdateStatusThread=function(){null!=this.updateStatusThread&&window.clearInterval(this.updateStatusThread);null!=this.channel&&(this.updateStatusThread=window.setInterval(mxUtils.bind(this,function(){this.updateStatus()}),this.updateStatusInterval))};DrawioFileSync.prototype.installListeners=function(){null!=this.pusher&&null!=this.pusher.connection&&this.pusher.connection.bind("state_change",this.connectionListener);null!=this.channel&&this.channel.bind("changed",this.changeListener)}; -DrawioFileSync.prototype.handleMessageData=function(b){if("desc"==b.a)this.file.savingFile||this.reloadDescriptor();else if("join"==b.a||"leave"==b.a)"join"==b.a&&this.file.stats.joined++,null!=b.name&&(this.lastMessage=mxResources.get("join"==b.a?"userJoined":"userLeft",[decodeURIComponent(b.name)]),this.resetUpdateStatusThread(),this.updateStatus());else if("change"==b.a)this.receiveRemoteChanges(b);else if(null!=b.m){var e=new Date(b.m);if(null==this.lastMessageModified||this.lastMessageModified< -e)this.lastMessageModified=e,this.fileChangedNotify(b)}};DrawioFileSync.prototype.isValidState=function(){return this.ui.getCurrentFile()==this.file&&this.file.sync==this&&!this.file.invalidChecksum&&!this.file.redirectDialogShowing}; -DrawioFileSync.prototype.optimisticSync=function(b){null==this.reloadThread&&(b=null!=b?b:0,b<this.maxOptimisticRetries&&(this.reloadThread=window.setTimeout(mxUtils.bind(this,function(){this.file.getLatestVersion(mxUtils.bind(this,function(e){this.reloadThread=null;if(null!=e){var f=this.file.getCurrentRevisionId(),c=e.getCurrentRevisionId();f==c?this.optimisticSync(b+1):this.file.mergeFile(e,mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus()}))}}), +DrawioFileSync.prototype.handleMessageData=function(b){if("desc"==b.a)this.file.savingFile||this.reloadDescriptor();else if("join"==b.a||"leave"==b.a)"join"==b.a&&this.file.stats.joined++,null!=b.name&&(this.lastMessage=mxResources.get("join"==b.a?"userJoined":"userLeft",[decodeURIComponent(b.name)]),this.resetUpdateStatusThread(),this.updateStatus());else if("change"==b.a)this.receiveRemoteChanges(b);else if(null!=b.m){var d=new Date(b.m);if(null==this.lastMessageModified||this.lastMessageModified< +d)this.lastMessageModified=d,this.fileChangedNotify(b)}};DrawioFileSync.prototype.isValidState=function(){return this.ui.getCurrentFile()==this.file&&this.file.sync==this&&!this.file.invalidChecksum&&!this.file.redirectDialogShowing}; +DrawioFileSync.prototype.optimisticSync=function(b){null==this.reloadThread&&(b=null!=b?b:0,b<this.maxOptimisticRetries&&(this.reloadThread=window.setTimeout(mxUtils.bind(this,function(){this.file.getLatestVersion(mxUtils.bind(this,function(d){this.reloadThread=null;if(null!=d){var f=this.file.getCurrentRevisionId(),c=d.getCurrentRevisionId();f==c?this.optimisticSync(b+1):this.file.mergeFile(d,mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus()}))}}), mxUtils.bind(this,function(){this.reloadThread=null}))}),(b+1)*this.file.optimisticSyncDelay)),EditorUi.debug("DrawioFileSync.optimisticSync",[this],"attempt",b,"of",this.maxOptimisticRetries))}; -DrawioFileSync.prototype.fileChangedNotify=function(b){if(this.isValidState())if(this.file.savingFile)this.remoteFileChanged=!0;else if(null!=b&&"optimistic"==b.type)this.optimisticSync();else var e=this.fileChanged(mxUtils.bind(this,function(f){this.updateStatus()}),mxUtils.bind(this,function(f){this.file.handleFileError(f)}),mxUtils.bind(this,function(){return!this.file.savingFile&&this.notifyThread!=e}),!0)}; +DrawioFileSync.prototype.fileChangedNotify=function(b){if(this.isValidState())if(this.file.savingFile)this.remoteFileChanged=!0;else if(null!=b&&"optimistic"==b.type)this.optimisticSync();else var d=this.fileChanged(mxUtils.bind(this,function(f){this.updateStatus()}),mxUtils.bind(this,function(f){this.file.handleFileError(f)}),mxUtils.bind(this,function(){return!this.file.savingFile&&this.notifyThread!=d}),!0)}; DrawioFileSync.prototype.localFileChanged=function(){this.file.isRealtime()&&(window.clearTimeout(this.triggerSendThread),this.localFileWasChanged=!0,this.scheduleCleanup(!0),this.triggerSendThread=window.setTimeout(mxUtils.bind(this,function(){this.sendLocalChanges()}),Math.min(this.file.autosaveDelay,this.syncSendMessageDelay-20)))}; -DrawioFileSync.prototype.doSendLocalChanges=function(b){if(!this.file.ignorePatches(b)){var e=this.clientId+"."+this.syncChangeCounter++;e={a:"change",c:b,id:e,t:Date.now()};e=encodeURIComponent(this.objectToString(this.createMessage(e)));var f=!1;null!=this.p2pCollab?this.p2pCollab.sendDiff(e):"1"==urlParams.dev&&(0==this.maxSyncMessageSize||e.length<this.maxSyncMessageSize)?mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+e):f=!0;EditorUi.debug("DrawioFileSync.doSendLocalChanges",[this], -"changes",b,e.length,"bytes",f?"(skipped)":"")}}; -DrawioFileSync.prototype.receiveRemoteChanges=function(b){this.file.ignorePatches(b.c)||(null==this.receivedData?(this.receivedData=[b],window.setTimeout(mxUtils.bind(this,function(){if(this.ui.getCurrentFile()==this.file)if(1==this.receivedData.length)this.doReceiveRemoteChanges(this.receivedData[0].c);else{this.receivedData.sort(function(m,n){return m.id<n.id?-1:m.id>n.id?1:0});for(var e=null,f=0;f<this.receivedData.length;f++){var c=JSON.stringify(this.receivedData[f].c);c!=e&&this.doReceiveRemoteChanges(this.receivedData[f].c); -e=c}}this.receivedData=null}),this.syncReceiveMessageDelay)):this.receivedData.push(b))};DrawioFileSync.prototype.scheduleCleanup=function(b){b?null!=this.cleanupThread&&this.scheduleCleanup():(window.clearTimeout(this.cleanupThread),this.cleanupThread=window.setTimeout(mxUtils.bind(this,function(){this.cleanupThread=null;this.cleanup(null,mxUtils.bind(this,function(e){this.file.handleFileError(e)}))}),this.cleanupDelay))}; -DrawioFileSync.prototype.cleanup=function(b,e,f){window.clearTimeout(this.cleanupThread);if(this.isValidState()&&!this.file.inConflictState&&this.file.isRealtime()&&!this.file.isModified()){var c=[this.ui.diffPages(this.ui.pages,this.file.ownPages)];this.file.theirPages=this.ui.clonePages(this.file.ownPages);this.file.ignorePatches(c)||this.file.patch(c);EditorUi.debug("DrawioFileSync.cleanup",[this],"patches",c,"checkFile",f);f?this.file.getLatestVersion(mxUtils.bind(this,function(m){try{if(this.isValidState()&& -!this.file.inConflictState&&this.file.isRealtime()){var n=this.ui.getPagesForXml(m.data);c=[this.ui.diffPages(this.ui.pages,n),this.ui.diffPages(n,this.file.ownPages)];this.file.ignorePatches(c)||this.file.patch(c);EditorUi.debug("DrawioFileSync.cleanup",[this],"newFile",m,"patches",c)}null!=b&&b()}catch(v){null!=e&&e(v)}}),e):null!=b&&b()}else null!=b&&(b(),EditorUi.debug("DrawioFileSync.cleanup",[this],"checkFile",f,"modified",this.file.isModified()))}; +DrawioFileSync.prototype.doSendLocalChanges=function(b){if(!this.file.ignorePatches(b)){var d=this.clientId+"."+this.syncChangeCounter++;d={a:"change",c:b,id:d,t:Date.now()};d=encodeURIComponent(this.objectToString(this.createMessage(d)));var f=!1;null!=this.p2pCollab?this.p2pCollab.sendDiff(d):"1"==urlParams.dev&&(0==this.maxSyncMessageSize||d.length<this.maxSyncMessageSize)?mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+d):f=!0;EditorUi.debug("DrawioFileSync.doSendLocalChanges",[this], +"changes",b,d.length,"bytes",f?"(skipped)":"")}}; +DrawioFileSync.prototype.receiveRemoteChanges=function(b){this.file.ignorePatches(b.c)||(null==this.receivedData?(this.receivedData=[b],window.setTimeout(mxUtils.bind(this,function(){if(this.ui.getCurrentFile()==this.file)if(1==this.receivedData.length)this.doReceiveRemoteChanges(this.receivedData[0].c);else{this.receivedData.sort(function(l,m){return l.id<m.id?-1:l.id>m.id?1:0});for(var d=null,f=0;f<this.receivedData.length;f++){var c=JSON.stringify(this.receivedData[f].c);c!=d&&this.doReceiveRemoteChanges(this.receivedData[f].c); +d=c}}this.receivedData=null}),this.syncReceiveMessageDelay)):this.receivedData.push(b))};DrawioFileSync.prototype.scheduleCleanup=function(b){b?null!=this.cleanupThread&&this.scheduleCleanup():(window.clearTimeout(this.cleanupThread),this.cleanupThread=window.setTimeout(mxUtils.bind(this,function(){this.cleanupThread=null;this.cleanup(null,mxUtils.bind(this,function(d){this.file.handleFileError(d)}))}),this.cleanupDelay))}; +DrawioFileSync.prototype.cleanup=function(b,d,f){window.clearTimeout(this.cleanupThread);if(this.isValidState()&&!this.file.inConflictState&&this.file.isRealtime()&&!this.file.isModified()){var c=[this.ui.diffPages(this.ui.pages,this.file.ownPages)];this.file.theirPages=this.ui.clonePages(this.file.ownPages);this.file.ignorePatches(c)||this.file.patch(c);EditorUi.debug("DrawioFileSync.cleanup",[this],"patches",c,"checkFile",f);f?this.file.getLatestVersion(mxUtils.bind(this,function(l){try{if(this.isValidState()&& +!this.file.inConflictState&&this.file.isRealtime()){var m=this.ui.getPagesForXml(l.data);c=[this.ui.diffPages(this.ui.pages,m),this.ui.diffPages(m,this.file.ownPages)];this.file.ignorePatches(c)||this.file.patch(c);EditorUi.debug("DrawioFileSync.cleanup",[this],"newFile",l,"patches",c)}null!=b&&b()}catch(x){null!=d&&d(x)}}),d):null!=b&&b()}else null!=b&&(b(),EditorUi.debug("DrawioFileSync.cleanup",[this],"checkFile",f,"modified",this.file.isModified()))}; DrawioFileSync.prototype.extractLocal=function(b){return mxUtils.isEmptyObject(b)?{}:this.ui.diffPages(this.file.theirPages,this.ui.patchPages(this.ui.clonePages(this.file.theirPages),b))}; -DrawioFileSync.prototype.extractRemove=function(b){var e={};null!=b[EditorUi.DIFF_REMOVE]&&(e[EditorUi.DIFF_REMOVE]=b[EditorUi.DIFF_REMOVE]);if(null!=b[EditorUi.DIFF_UPDATE])for(var f in b[EditorUi.DIFF_UPDATE]){var c=b[EditorUi.DIFF_UPDATE][f];if(null!=c.cells&&null!=c.cells[EditorUi.DIFF_REMOVE]){null==e[EditorUi.DIFF_UPDATE]&&(e[EditorUi.DIFF_UPDATE]={});e[EditorUi.DIFF_UPDATE][f]={};var m=e[EditorUi.DIFF_UPDATE][f];m.cells={};m.cells[EditorUi.DIFF_REMOVE]=c.cells[EditorUi.DIFF_REMOVE]}}return e}; -DrawioFileSync.prototype.patchRealtime=function(b,e,f){var c=null;if(this.file.isRealtime()){c=this.extractRemove(this.ui.diffPages(this.file.getShadowPages(),this.ui.pages));var m=this.extractRemove(this.extractLocal(c)),n=(null==f?b:b.concat(f)).concat([m]);this.file.ownPages=this.ui.applyPatches(this.file.ownPages,n,!0,e);mxUtils.isEmptyObject(m)?this.scheduleCleanup():this.file.fileChanged(!1);EditorUi.debug("DrawioFileSync.patchRealtime",[this],"patches",b,"backup",e,"own",f,"all",c,"local", -m,"applied",n)}return c};DrawioFileSync.prototype.isRealtimeActive=function(){return this.ui.editor.autosave}; -DrawioFileSync.prototype.sendLocalChanges=function(){try{if(this.file.isRealtime()&&this.localFileWasChanged){var b=this.ui.clonePages(this.ui.pages),e=this.ui.diffPages(this.snapshot,b);this.file.ownPages=this.ui.patchPages(this.file.ownPages,e,!0);this.snapshot=b;this.isRealtimeActive()&&this.doSendLocalChanges([e])}this.localFileWasChanged=!1}catch(f){b=this.file.getCurrentUser(),b=null!=b?b.id:"unknown",EditorUi.logError("Error in sendLocalChanges",null,this.file.getMode()+"."+this.file.getId(), +DrawioFileSync.prototype.extractRemove=function(b){var d={};null!=b[EditorUi.DIFF_REMOVE]&&(d[EditorUi.DIFF_REMOVE]=b[EditorUi.DIFF_REMOVE]);if(null!=b[EditorUi.DIFF_UPDATE])for(var f in b[EditorUi.DIFF_UPDATE]){var c=b[EditorUi.DIFF_UPDATE][f];if(null!=c.cells&&null!=c.cells[EditorUi.DIFF_REMOVE]){null==d[EditorUi.DIFF_UPDATE]&&(d[EditorUi.DIFF_UPDATE]={});d[EditorUi.DIFF_UPDATE][f]={};var l=d[EditorUi.DIFF_UPDATE][f];l.cells={};l.cells[EditorUi.DIFF_REMOVE]=c.cells[EditorUi.DIFF_REMOVE]}}return d}; +DrawioFileSync.prototype.patchRealtime=function(b,d,f){var c=null;if(this.file.isRealtime()){c=this.extractRemove(this.ui.diffPages(this.file.getShadowPages(),this.ui.pages));var l=this.extractRemove(this.extractLocal(c)),m=(null==f?b:b.concat(f)).concat([l]);this.file.ownPages=this.ui.applyPatches(this.file.ownPages,m,!0,d);mxUtils.isEmptyObject(l)?this.scheduleCleanup():this.file.fileChanged(!1);EditorUi.debug("DrawioFileSync.patchRealtime",[this],"patches",b,"backup",d,"own",f,"all",c,"local", +l,"applied",m)}return c};DrawioFileSync.prototype.isRealtimeActive=function(){return this.ui.editor.autosave}; +DrawioFileSync.prototype.sendLocalChanges=function(){try{if(this.file.isRealtime()&&this.localFileWasChanged){var b=this.ui.clonePages(this.ui.pages),d=this.ui.diffPages(this.snapshot,b);this.file.ownPages=this.ui.patchPages(this.file.ownPages,d,!0);this.snapshot=b;this.isRealtimeActive()&&this.doSendLocalChanges([d])}this.localFileWasChanged=!1}catch(f){b=this.file.getCurrentUser(),b=null!=b?b.id:"unknown",EditorUi.logError("Error in sendLocalChanges",null,this.file.getMode()+"."+this.file.getId(), b,f)}};DrawioFileSync.prototype.doReceiveRemoteChanges=function(b){this.file.isRealtime()&&this.isRealtimeActive()&&(this.sendLocalChanges(),this.file.patch(b),this.file.theirPages=this.ui.applyPatches(this.file.theirPages,b),this.scheduleCleanup(),EditorUi.debug("DrawioFileSync.doReceiveRemoteChanges",[this],"changes",b))}; -DrawioFileSync.prototype.merge=function(b,e,f,c,m,n){try{this.file.stats.merged++;this.lastModified=new Date;var v=this.file.getDescriptorRevisionId(f);if(!this.file.ignorePatches(b)){this.sendLocalChanges();var d=this.file.getShadowPages();this.file.backupPatch=this.file.isModified()&&!this.file.isRealtime()?this.ui.diffPages(d,this.ui.pages):null;var g=this.file.isRealtime()?this.ui.diffPages(d,this.file.ownPages):null;d=this.ui.applyPatches(d,b);var k=null==e?null:this.ui.getHashValueForPages(d); -this.file.setShadowPages(d);EditorUi.debug("DrawioFileSync.merge",[this],"patches",b,"backup",this.file.backupPatch,"pending",g,"checksum",e,"current",k,"valid",e==k,"attempt",this.catchupRetryCount,"of",this.maxCatchupRetries,"from",this.file.getCurrentRevisionId(),"to",v,"etag",this.file.getDescriptorEtag(f));if(null!=e&&e!=k){var l=this.ui.hashValue(v),p=this.ui.hashValue(this.file.getCurrentRevisionId());this.file.checksumError(m,b,"From: "+p+"\nTo: "+l+"\nChecksum: "+e+"\nCurrent: "+k,v,"merge"); -"1"==urlParams.test&&EditorUi.debug("DrawioFileSync.merge.checksumError",[this],"data",[this.file.data,this.file.createData(),this.ui.getXmlForPages(d)]);return}null==this.patchRealtime(b,null,g)&&this.file.patch(b,DrawioFile.LAST_WRITE_WINS?this.file.backupPatch:null)}this.file.invalidChecksum=!1;this.file.inConflictState=!1;this.file.patchDescriptor(this.file.getDescriptor(),f);this.file.backupPatch=null;null!=c&&c(!0)}catch(z){this.file.inConflictState=!0;this.file.invalidChecksum=!0;this.file.descriptorChanged(); -null!=m&&m(z);try{if(this.file.errorReportsEnabled)p=this.ui.hashValue(this.file.getCurrentRevisionId()),l=this.ui.hashValue(v),this.file.sendErrorReport("Error in merge","From: "+p+"\nTo: "+l+"\nChecksum: "+e+"\nPatches:\n"+this.file.compressReportData(JSON.stringify(b,null,2)),z);else{var q=this.file.getCurrentUser(),y=null!=q?q.id:"unknown";EditorUi.logError("Error in merge",null,this.file.getMode()+"."+this.file.getId(),y,z)}}catch(A){}}}; -DrawioFileSync.prototype.fileChanged=function(b,e,f,c){var m=window.setTimeout(mxUtils.bind(this,function(){null!=f&&f()||(EditorUi.debug("DrawioFileSync.fileChanged",[this],"lazy",c,"valid",this.isValidState()),this.isValidState()?this.file.loadPatchDescriptor(mxUtils.bind(this,function(n){null!=f&&f()||(this.isValidState()?this.catchup(n,b,e,f):null!=e&&e())}),e):null!=e&&e())}),c?this.cacheReadyDelay:0);return this.notifyThread=m}; +DrawioFileSync.prototype.merge=function(b,d,f,c,l,m){try{this.file.stats.merged++;this.lastModified=new Date;var x=this.file.getDescriptorRevisionId(f);if(!this.file.ignorePatches(b)){this.sendLocalChanges();var z=this.file.getShadowPages();this.file.backupPatch=this.file.isModified()&&!this.file.isRealtime()?this.ui.diffPages(z,this.ui.pages):null;var C=this.file.isRealtime()?this.ui.diffPages(z,this.file.ownPages):null;z=this.ui.applyPatches(z,b);var e=null==d?null:this.ui.getHashValueForPages(z); +this.file.setShadowPages(z);EditorUi.debug("DrawioFileSync.merge",[this],"patches",b,"backup",this.file.backupPatch,"pending",C,"checksum",d,"current",e,"valid",d==e,"attempt",this.catchupRetryCount,"of",this.maxCatchupRetries,"from",this.file.getCurrentRevisionId(),"to",x,"etag",this.file.getDescriptorEtag(f));if(null!=d&&d!=e){var g=this.ui.hashValue(x),k=this.ui.hashValue(this.file.getCurrentRevisionId());this.file.checksumError(l,b,"From: "+k+"\nTo: "+g+"\nChecksum: "+d+"\nCurrent: "+e,x,"merge"); +"1"==urlParams.test&&EditorUi.debug("DrawioFileSync.merge.checksumError",[this],"data",[this.file.data,this.file.createData(),this.ui.getXmlForPages(z)]);return}null==this.patchRealtime(b,null,C)&&this.file.patch(b,DrawioFile.LAST_WRITE_WINS?this.file.backupPatch:null)}this.file.invalidChecksum=!1;this.file.inConflictState=!1;this.file.patchDescriptor(this.file.getDescriptor(),f);this.file.backupPatch=null;null!=c&&c(!0)}catch(p){this.file.inConflictState=!0;this.file.invalidChecksum=!0;this.file.descriptorChanged(); +null!=l&&l(p);try{if(this.file.errorReportsEnabled)k=this.ui.hashValue(this.file.getCurrentRevisionId()),g=this.ui.hashValue(x),this.file.sendErrorReport("Error in merge","From: "+k+"\nTo: "+g+"\nChecksum: "+d+"\nPatches:\n"+this.file.compressReportData(JSON.stringify(b,null,2)),p);else{var n=this.file.getCurrentUser(),q=null!=n?n.id:"unknown";EditorUi.logError("Error in merge",null,this.file.getMode()+"."+this.file.getId(),q,p)}}catch(A){}}}; +DrawioFileSync.prototype.fileChanged=function(b,d,f,c){var l=window.setTimeout(mxUtils.bind(this,function(){null!=f&&f()||(EditorUi.debug("DrawioFileSync.fileChanged",[this],"lazy",c,"valid",this.isValidState()),this.isValidState()?this.file.loadPatchDescriptor(mxUtils.bind(this,function(m){null!=f&&f()||(this.isValidState()?this.catchup(m,b,d,f):null!=d&&d())}),d):null!=d&&d())}),c?this.cacheReadyDelay:0);return this.notifyThread=l}; DrawioFileSync.prototype.reloadDescriptor=function(){this.file.loadDescriptor(mxUtils.bind(this,function(b){null!=b?(this.file.setDescriptorRevisionId(b,this.file.getCurrentRevisionId()),this.updateDescriptor(b),this.fileChangedNotify()):(this.file.inConflictState=!0,this.file.handleFileError())}),mxUtils.bind(this,function(b){this.file.inConflictState=!0;this.file.handleFileError(b)}))}; DrawioFileSync.prototype.updateDescriptor=function(b){this.file.setDescriptor(b);this.file.descriptorChanged();this.start()}; -DrawioFileSync.prototype.catchup=function(b,e,f,c){if(null!=b&&(null==c||!c())){var m=this.file.getCurrentRevisionId(),n=this.file.getDescriptorRevisionId(b);EditorUi.debug("DrawioFileSync.catchup",[this],"desc",[b],"from",m,"to",n,"valid",this.isValidState());if(m==n)this.file.patchDescriptor(this.file.getDescriptor(),b),null!=e&&e(!0);else if(this.isValidState()){var v=this.file.getDescriptorSecret(b);if(null==v||"1"==urlParams.lockdown)this.reload(e,f,c);else{var d=0,g=!1,k=mxUtils.bind(this,function(){if(null== -c||!c())if(m!=this.file.getCurrentRevisionId())null!=e&&e(!0);else if(this.isValidState()){this.scheduleCleanup(!0);var l=!0,p=window.setTimeout(mxUtils.bind(this,function(){l=!1;this.reload(e,f,c)}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&from="+encodeURIComponent(m)+"&to="+encodeURIComponent(n)+(null!=v?"&secret="+encodeURIComponent(v):""),mxUtils.bind(this,function(q){this.file.stats.bytesReceived+=q.getText().length;window.clearTimeout(p);if(l&& -(null==c||!c()))if(m!=this.file.getCurrentRevisionId())null!=e&&e(!0);else if(this.isValidState()){var y=null,z=[];EditorUi.debug("DrawioFileSync.doCatchup",[this],"req",[q],"status",q.getStatus(),"cacheReadyRetryCount",d,"maxCacheReadyRetries",this.maxCacheReadyRetries);if(200<=q.getStatus()&&299>=q.getStatus()&&0<q.getText().length)try{var A=JSON.parse(q.getText());if(null!=A&&0<A.length)for(var B=0;B<A.length;B++){var J=this.stringToObject(A[B]);if(J.v>DrawioFileSync.PROTOCOL){g=!0;z=[];break}else if(J.v=== -DrawioFileSync.PROTOCOL&&null!=J.d)y=J.d.checksum,z.push(J.d.patch);else{g=!0;z=[];break}}EditorUi.debug("DrawioFileSync.doCatchup",[this],"response",[A],"failed",g,"temp",z,"checksum",y)}catch(N){z=[],null!=window.console&&"1"==urlParams.test&&console.log(N)}try{0<z.length?(this.file.stats.cacheHits++,this.merge(z,y,b,e,f,c)):d<=this.maxCacheReadyRetries-1&&!g&&401!=q.getStatus()&&503!=q.getStatus()&&410!=q.getStatus()?(d++,this.file.stats.cacheMiss++,window.setTimeout(k,(d+1)*this.cacheReadyDelay)): -(this.file.stats.cacheFail++,this.reload(e,f,c))}catch(N){null!=f&&f(N)}}else null!=f&&f()}))}else null!=f&&f()});window.setTimeout(k,this.cacheReadyDelay)}}else null!=f&&f()}};DrawioFileSync.prototype.reload=function(b,e,f,c){this.file.updateFile(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus();this.start();null!=b&&b()}),mxUtils.bind(this,function(m){null!=e&&e(m)}),f,c)}; -DrawioFileSync.prototype.descriptorChanged=function(b){this.lastModified=this.file.getLastModifiedDate();if(null!=this.channelId){var e=this.objectToString(this.createMessage({a:"desc",m:this.lastModified.getTime()})),f=this.file.getCurrentRevisionId(),c=this.objectToString({});mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(b)+"&to="+encodeURIComponent(f)+"&msg="+encodeURIComponent(e)+"&data="+encodeURIComponent(c));this.file.stats.bytesSent+=c.length;this.file.stats.msgSent++; +DrawioFileSync.prototype.catchup=function(b,d,f,c){if(null!=b&&(null==c||!c())){var l=this.file.getCurrentRevisionId(),m=this.file.getDescriptorRevisionId(b);EditorUi.debug("DrawioFileSync.catchup",[this],"desc",[b],"from",l,"to",m,"valid",this.isValidState());if(l==m)this.file.patchDescriptor(this.file.getDescriptor(),b),null!=d&&d(!0);else if(this.isValidState()){var x=this.file.getDescriptorSecret(b);if(null==x||"1"==urlParams.lockdown)this.reload(d,f,c);else{var z=0,C=!1,e=mxUtils.bind(this,function(){if(null== +c||!c())if(l!=this.file.getCurrentRevisionId())null!=d&&d(!0);else if(this.isValidState()){this.scheduleCleanup(!0);var g=!0,k=window.setTimeout(mxUtils.bind(this,function(){g=!1;this.reload(d,f,c)}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&from="+encodeURIComponent(l)+"&to="+encodeURIComponent(m)+(null!=x?"&secret="+encodeURIComponent(x):""),mxUtils.bind(this,function(n){this.file.stats.bytesReceived+=n.getText().length;window.clearTimeout(k);if(g&& +(null==c||!c()))if(l!=this.file.getCurrentRevisionId())null!=d&&d(!0);else if(this.isValidState()){var q=null,p=[];EditorUi.debug("DrawioFileSync.doCatchup",[this],"req",[n],"status",n.getStatus(),"cacheReadyRetryCount",z,"maxCacheReadyRetries",this.maxCacheReadyRetries);if(200<=n.getStatus()&&299>=n.getStatus()&&0<n.getText().length)try{var A=JSON.parse(n.getText());if(null!=A&&0<A.length)for(var E=0;E<A.length;E++){var y=this.stringToObject(A[E]);if(y.v>DrawioFileSync.PROTOCOL){C=!0;p=[];break}else if(y.v=== +DrawioFileSync.PROTOCOL&&null!=y.d)q=y.d.checksum,p.push(y.d.patch);else{C=!0;p=[];break}}EditorUi.debug("DrawioFileSync.doCatchup",[this],"response",[A],"failed",C,"temp",p,"checksum",q)}catch(B){p=[],null!=window.console&&"1"==urlParams.test&&console.log(B)}try{0<p.length?(this.file.stats.cacheHits++,this.merge(p,q,b,d,f,c)):z<=this.maxCacheReadyRetries-1&&!C&&401!=n.getStatus()&&503!=n.getStatus()&&410!=n.getStatus()?(z++,this.file.stats.cacheMiss++,window.setTimeout(e,(z+1)*this.cacheReadyDelay)): +(this.file.stats.cacheFail++,this.reload(d,f,c))}catch(B){null!=f&&f(B)}}else null!=f&&f()}))}else null!=f&&f()});window.setTimeout(e,this.cacheReadyDelay)}}else null!=f&&f()}};DrawioFileSync.prototype.reload=function(b,d,f,c){this.file.updateFile(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus();this.start();null!=b&&b()}),mxUtils.bind(this,function(l){null!=d&&d(l)}),f,c)}; +DrawioFileSync.prototype.descriptorChanged=function(b){this.lastModified=this.file.getLastModifiedDate();if(null!=this.channelId){var d=this.objectToString(this.createMessage({a:"desc",m:this.lastModified.getTime()})),f=this.file.getCurrentRevisionId(),c=this.objectToString({});mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(b)+"&to="+encodeURIComponent(f)+"&msg="+encodeURIComponent(d)+"&data="+encodeURIComponent(c));this.file.stats.bytesSent+=c.length;this.file.stats.msgSent++; EditorUi.debug("DrawioFileSync.descriptorChanged",[this],"from",b,"to",f)}this.updateStatus()};DrawioFileSync.prototype.objectToString=function(b){b=Graph.compress(JSON.stringify(b));null!=this.key&&"undefined"!==typeof CryptoJS&&(b=CryptoJS.AES.encrypt(b,this.key).toString());return b};DrawioFileSync.prototype.stringToObject=function(b){null!=this.key&&"undefined"!==typeof CryptoJS&&(b=CryptoJS.AES.decrypt(b,this.key).toString(CryptoJS.enc.Utf8));return JSON.parse(Graph.decompress(b))}; -DrawioFileSync.prototype.createToken=function(b,e,f){var c=!0,m=window.setTimeout(mxUtils.bind(this,function(){c=!1;f({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&secret="+encodeURIComponent(b),mxUtils.bind(this,function(n){window.clearTimeout(m);c&&(200<=n.getStatus()&&299>=n.getStatus()?e(n.getText()):f({code:n.getStatus(),message:"Token Error "+n.getStatus()}))}))}; +DrawioFileSync.prototype.createToken=function(b,d,f){var c=!0,l=window.setTimeout(mxUtils.bind(this,function(){c=!1;f({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&secret="+encodeURIComponent(b),mxUtils.bind(this,function(m){window.clearTimeout(l);c&&(200<=m.getStatus()&&299>=m.getStatus()?d(m.getText()):f({code:m.getStatus(),message:"Token Error "+m.getStatus()}))}))}; DrawioFileSync.prototype.fileSaving=function(){if(this.file.isOptimisticSync()){var b=this.objectToString(this.createMessage({m:(new Date).getTime(),type:"optimistic"}));mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(b),function(){})}EditorUi.debug("DrawioFileSync.fileSaving",[this],"optimistic",this.file.isOptimisticSync())};DrawioFileSync.prototype.fileDataUpdated=function(){this.scheduleCleanup(!0);EditorUi.debug("DrawioFileSync.fileDataUpdated",[this])}; -DrawioFileSync.prototype.fileSaved=function(b,e,f,c,m){this.lastModified=this.file.getLastModifiedDate();this.resetUpdateStatusThread();this.catchupRetryCount=0;if(!this.ui.isOffline(!0)&&!this.file.inConflictState&&!this.file.redirectDialogShowing&&(this.start(),null!=this.channelId)){var n=this.objectToString(this.createMessage({m:this.lastModified.getTime()})),v=this.file.getDescriptorSecret(this.file.getDescriptor()),d=this.file.getDescriptorRevisionId(e),g=this.file.getCurrentRevisionId();if(null== -v||null==m||"1"==urlParams.lockdown)this.file.stats.msgSent++,mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(n),function(){}),null!=f&&f(),EditorUi.debug("DrawioFileSync.fileSaved",[this],"from",d,"to",g,"etag",this.file.getCurrentEtag());else{var k=this.ui.diffPages(this.file.getShadowPages(),b);e=this.file.getDescriptorSecret(e);var l=this.ui.getHashValueForPages(b),p=this.objectToString(this.createMessage({patch:k,checksum:l}));this.file.stats.bytesSent+=p.length; -this.file.stats.msgSent++;var q=!0,y=window.setTimeout(mxUtils.bind(this,function(){q=!1;c({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(d)+"&to="+encodeURIComponent(g)+"&msg="+encodeURIComponent(n)+(null!=v?"&secret="+encodeURIComponent(v):"")+(null!=e?"&last-secret="+encodeURIComponent(e):"")+(p.length<this.maxCacheEntrySize?"&data="+encodeURIComponent(p):"")+(null!=m?"&token="+encodeURIComponent(m): -""),mxUtils.bind(this,function(z){window.clearTimeout(y);q&&(200<=z.getStatus()&&299>=z.getStatus()?null!=f&&f():c({code:z.getStatus(),message:z.getStatus()}))}));EditorUi.debug("DrawioFileSync.fileSaved",[this],"diff",k,p.length,"bytes","from",d,"to",g,"etag",this.file.getCurrentEtag(),"checksum",l)}}this.file.setShadowPages(b);this.scheduleCleanup()}; +DrawioFileSync.prototype.fileSaved=function(b,d,f,c,l){this.lastModified=this.file.getLastModifiedDate();this.resetUpdateStatusThread();this.catchupRetryCount=0;if(!this.ui.isOffline(!0)&&!this.file.inConflictState&&!this.file.redirectDialogShowing&&(this.start(),null!=this.channelId)){var m=this.objectToString(this.createMessage({m:this.lastModified.getTime()})),x=this.file.getDescriptorSecret(this.file.getDescriptor()),z=this.file.getDescriptorRevisionId(d),C=this.file.getCurrentRevisionId();if(null== +x||null==l||"1"==urlParams.lockdown)this.file.stats.msgSent++,mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(m),function(){}),null!=f&&f(),EditorUi.debug("DrawioFileSync.fileSaved",[this],"from",z,"to",C,"etag",this.file.getCurrentEtag());else{var e=this.ui.diffPages(this.file.getShadowPages(),b);d=this.file.getDescriptorSecret(d);var g=this.ui.getHashValueForPages(b),k=this.objectToString(this.createMessage({patch:e,checksum:g}));this.file.stats.bytesSent+=k.length; +this.file.stats.msgSent++;var n=!0,q=window.setTimeout(mxUtils.bind(this,function(){n=!1;c({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(z)+"&to="+encodeURIComponent(C)+"&msg="+encodeURIComponent(m)+(null!=x?"&secret="+encodeURIComponent(x):"")+(null!=d?"&last-secret="+encodeURIComponent(d):"")+(k.length<this.maxCacheEntrySize?"&data="+encodeURIComponent(k):"")+(null!=l?"&token="+encodeURIComponent(l): +""),mxUtils.bind(this,function(p){window.clearTimeout(q);n&&(200<=p.getStatus()&&299>=p.getStatus()?null!=f&&f():c({code:p.getStatus(),message:p.getStatus()}))}));EditorUi.debug("DrawioFileSync.fileSaved",[this],"diff",e,k.length,"bytes","from",z,"to",C,"etag",this.file.getCurrentEtag(),"checksum",g)}}this.file.setShadowPages(b);this.scheduleCleanup()}; DrawioFileSync.prototype.getIdParameters=function(){var b="id="+this.channelId;null!=this.pusher&&null!=this.pusher.connection&&null!=this.pusher.connection.socket_id&&(b+="&sid="+this.pusher.connection.socket_id);return b};DrawioFileSync.prototype.createMessage=function(b){return{v:DrawioFileSync.PROTOCOL,d:b,c:this.clientId}}; -DrawioFileSync.prototype.fileConflict=function(b,e,f){this.catchupRetryCount++;EditorUi.debug("DrawioFileSync.fileConflict",[this],"desc",[b],"catchupRetryCount",this.catchupRetryCount,"maxCatchupRetries",this.maxCatchupRetries);this.catchupRetryCount<this.maxCatchupRetries?(this.file.stats.conflicts++,null!=b?this.catchup(b,e,f):this.fileChanged(e,f)):(this.file.stats.timeouts++,this.catchupRetryCount=0,null!=f&&f({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")}))}; +DrawioFileSync.prototype.fileConflict=function(b,d,f){this.catchupRetryCount++;EditorUi.debug("DrawioFileSync.fileConflict",[this],"desc",[b],"catchupRetryCount",this.catchupRetryCount,"maxCatchupRetries",this.maxCatchupRetries);this.catchupRetryCount<this.maxCatchupRetries?(this.file.stats.conflicts++,null!=b?this.catchup(b,d,f):this.fileChanged(d,f)):(this.file.stats.timeouts++,this.catchupRetryCount=0,null!=f&&f({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")}))}; DrawioFileSync.prototype.stop=function(){null!=this.pusher&&(EditorUi.debug("DrawioFileSync.stop",[this]),null!=this.pusher.connection&&(this.pusher.connection.unbind("state_change",this.connectionListener),this.pusher.connection.unbind("error",this.pusherErrorListener)),null!=this.channel&&(this.channel.unbind("changed",this.changeListener),this.channel=null),this.pusher.disconnect(),this.pusher=null);this.updateOnlineState();this.updateStatus()}; -DrawioFileSync.prototype.destroy=function(){if(null!=this.channelId){var b=this.file.getCurrentUser(),e={a:"leave"};null!=b&&(e.name=encodeURIComponent(b.displayName),e.uid=b.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(e))));this.file.stats.msgSent++}this.stop();null!=this.onlineListener&&(mxEvent.removeListener(window,"online",this.onlineListener),this.onlineListener=null);null!=this.autosaveListener&&(this.ui.editor.addListener("autosaveChanged", +DrawioFileSync.prototype.destroy=function(){if(null!=this.channelId){var b=this.file.getCurrentUser(),d={a:"leave"};null!=b&&(d.name=encodeURIComponent(b.displayName),d.uid=b.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(d))));this.file.stats.msgSent++}this.stop();null!=this.onlineListener&&(mxEvent.removeListener(window,"online",this.onlineListener),this.onlineListener=null);null!=this.autosaveListener&&(this.ui.editor.addListener("autosaveChanged", this.autosaveListener),this.autosaveListener=null);null!=this.visibleListener&&(mxEvent.removeListener(document,"visibilitychange",this.visibleListener),this.visibleListener=null);null!=this.activityListener&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener),mxEvent.removeListener(document,"keypress",this.activityListener),mxEvent.removeListener(window,"focus",this.activityListener),!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.removeListener(document, "touchstart",this.activityListener),mxEvent.removeListener(document,"touchmove",this.activityListener)),this.activityListener=null);null!=this.collaboratorsElement&&(this.collaboratorsElement.parentNode.removeChild(this.collaboratorsElement),this.collaboratorsElement=null);null!=this.p2pCollab&&this.p2pCollab.destroy()};Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; Graph.prototype.defaultThemes.darkTheme=Graph.prototype.defaultThemes["default-style2"];function mxAsyncCanvas(b){mxAbstractCanvas2D.call(this);this.htmlCanvas=b;b.images=b.images||[];b.subCanvas=b.subCanvas||[]}mxUtils.extend(mxAsyncCanvas,mxAbstractCanvas2D);mxAsyncCanvas.prototype.htmlCanvas=null;mxAsyncCanvas.prototype.canvasIndex=0;mxAsyncCanvas.prototype.waitCounter=0;mxAsyncCanvas.prototype.onComplete=null;mxAsyncCanvas.prototype.incWaitCounter=function(){this.waitCounter++}; -mxAsyncCanvas.prototype.decWaitCounter=function(){this.waitCounter--;0==this.waitCounter&&null!=this.onComplete&&(this.onComplete(),this.onComplete=null)};mxAsyncCanvas.prototype.updateFont=function(){var b="";(this.state.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD&&(b+="bold ");(this.state.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC&&(b+="italic ");this.ctx.font=b+this.state.fontSize+"px "+this.state.fontFamily};mxAsyncCanvas.prototype.rotate=function(b,e,f,c,m){}; +mxAsyncCanvas.prototype.decWaitCounter=function(){this.waitCounter--;0==this.waitCounter&&null!=this.onComplete&&(this.onComplete(),this.onComplete=null)};mxAsyncCanvas.prototype.updateFont=function(){var b="";(this.state.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD&&(b+="bold ");(this.state.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC&&(b+="italic ");this.ctx.font=b+this.state.fontSize+"px "+this.state.fontFamily};mxAsyncCanvas.prototype.rotate=function(b,d,f,c,l){}; mxAsyncCanvas.prototype.setAlpha=function(b){this.state.alpha=b};mxAsyncCanvas.prototype.setFontColor=function(b){this.state.fontColor=b};mxAsyncCanvas.prototype.setFontBackgroundColor=function(b){b==mxConstants.NONE&&(b=null);this.state.fontBackgroundColor=b};mxAsyncCanvas.prototype.setFontBorderColor=function(b){b==mxConstants.NONE&&(b=null);this.state.fontBorderColor=b};mxAsyncCanvas.prototype.setFontSize=function(b){this.state.fontSize=b}; -mxAsyncCanvas.prototype.setFontFamily=function(b){this.state.fontFamily=b};mxAsyncCanvas.prototype.setFontStyle=function(b){this.state.fontStyle=b};mxAsyncCanvas.prototype.rect=function(b,e,f,c){};mxAsyncCanvas.prototype.roundrect=function(b,e,f,c,m,n){};mxAsyncCanvas.prototype.ellipse=function(b,e,f,c){};mxAsyncCanvas.prototype.rewriteImageSource=function(b){if("http://"==b.substring(0,7)||"https://"==b.substring(0,8))b="/proxy?url="+encodeURIComponent(b);return b}; -mxAsyncCanvas.prototype.image=function(b,e,f,c,m,n,v,d){m=this.rewriteImageSource(m);b=this.htmlCanvas.images[m];null==b&&(b=new Image,b.onload=mxUtils.bind(this,function(){this.decWaitCounter()}),b.onerror=mxUtils.bind(this,function(){this.decWaitCounter()}),this.incWaitCounter(),this.htmlCanvas.images[m]=b,b.src=m)};mxAsyncCanvas.prototype.fill=function(){};mxAsyncCanvas.prototype.stroke=function(){};mxAsyncCanvas.prototype.fillAndStroke=function(){}; -mxAsyncCanvas.prototype.text=function(b,e,f,c,m,n,v,d,g,k,l,p){if(null!=m&&0!=m.length&&(b=this.state.scale,"html"==g&&"function"===typeof html2canvas)){this.incWaitCounter();var q=this.canvasIndex++;html2canvas(m,{onrendered:mxUtils.bind(this,function(y){this.htmlCanvas.subCanvas[q]=y;this.decWaitCounter()}),scale:b,logging:!0})}};mxAsyncCanvas.prototype.finish=function(b){0==this.waitCounter?b():this.onComplete=b};function mxJsCanvas(b){mxAbstractCanvas2D.call(this);this.ctx=b.getContext("2d");this.ctx.textBaseline="top";this.ctx.fillStyle="rgba(255,255,255,0)";this.ctx.strokeStyle="rgba(0, 0, 0, 0)";this.M_RAD_PER_DEG=Math.PI/180;this.images=null==this.images?[]:this.images;this.subCanvas=null==this.subCanvas?[]:this.subCanvas}mxUtils.extend(mxJsCanvas,mxAbstractCanvas2D);mxJsCanvas.prototype.ctx=null;mxJsCanvas.prototype.waitCounter=0;mxJsCanvas.prototype.onComplete=null;mxJsCanvas.prototype.images=null; -mxJsCanvas.prototype.subCanvas=null;mxJsCanvas.prototype.canvasIndex=0;mxJsCanvas.prototype.hexToRgb=function(b){b=b.replace(/^#?([a-f\d])([a-f\d])([a-f\d])$/i,function(e,f,c,m){return f+f+c+c+m+m});return(b=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(b))?{r:parseInt(b[1],16),g:parseInt(b[2],16),b:parseInt(b[3],16)}:null};mxJsCanvas.prototype.incWaitCounter=function(){this.waitCounter++}; +mxAsyncCanvas.prototype.setFontFamily=function(b){this.state.fontFamily=b};mxAsyncCanvas.prototype.setFontStyle=function(b){this.state.fontStyle=b};mxAsyncCanvas.prototype.rect=function(b,d,f,c){};mxAsyncCanvas.prototype.roundrect=function(b,d,f,c,l,m){};mxAsyncCanvas.prototype.ellipse=function(b,d,f,c){};mxAsyncCanvas.prototype.rewriteImageSource=function(b){if("http://"==b.substring(0,7)||"https://"==b.substring(0,8))b="/proxy?url="+encodeURIComponent(b);return b}; +mxAsyncCanvas.prototype.image=function(b,d,f,c,l,m,x,z){l=this.rewriteImageSource(l);b=this.htmlCanvas.images[l];null==b&&(b=new Image,b.onload=mxUtils.bind(this,function(){this.decWaitCounter()}),b.onerror=mxUtils.bind(this,function(){this.decWaitCounter()}),this.incWaitCounter(),this.htmlCanvas.images[l]=b,b.src=l)};mxAsyncCanvas.prototype.fill=function(){};mxAsyncCanvas.prototype.stroke=function(){};mxAsyncCanvas.prototype.fillAndStroke=function(){}; +mxAsyncCanvas.prototype.text=function(b,d,f,c,l,m,x,z,C,e,g,k){if(null!=l&&0!=l.length&&(b=this.state.scale,"html"==C&&"function"===typeof html2canvas)){this.incWaitCounter();var n=this.canvasIndex++;html2canvas(l,{onrendered:mxUtils.bind(this,function(q){this.htmlCanvas.subCanvas[n]=q;this.decWaitCounter()}),scale:b,logging:!0})}};mxAsyncCanvas.prototype.finish=function(b){0==this.waitCounter?b():this.onComplete=b};function mxJsCanvas(b){mxAbstractCanvas2D.call(this);this.ctx=b.getContext("2d");this.ctx.textBaseline="top";this.ctx.fillStyle="rgba(255,255,255,0)";this.ctx.strokeStyle="rgba(0, 0, 0, 0)";this.M_RAD_PER_DEG=Math.PI/180;this.images=null==this.images?[]:this.images;this.subCanvas=null==this.subCanvas?[]:this.subCanvas}mxUtils.extend(mxJsCanvas,mxAbstractCanvas2D);mxJsCanvas.prototype.ctx=null;mxJsCanvas.prototype.waitCounter=0;mxJsCanvas.prototype.onComplete=null;mxJsCanvas.prototype.images=null; +mxJsCanvas.prototype.subCanvas=null;mxJsCanvas.prototype.canvasIndex=0;mxJsCanvas.prototype.hexToRgb=function(b){b=b.replace(/^#?([a-f\d])([a-f\d])([a-f\d])$/i,function(d,f,c,l){return f+f+c+c+l+l});return(b=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(b))?{r:parseInt(b[1],16),g:parseInt(b[2],16),b:parseInt(b[3],16)}:null};mxJsCanvas.prototype.incWaitCounter=function(){this.waitCounter++}; mxJsCanvas.prototype.decWaitCounter=function(){this.waitCounter--;0==this.waitCounter&&null!=this.onComplete&&(this.onComplete(),this.onComplete=null)};mxJsCanvas.prototype.updateFont=function(){var b="";(this.state.fontStyle&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD&&(b+="bold ");(this.state.fontStyle&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC&&(b+="italic ");this.ctx.font=b+this.state.fontSize+"px "+this.state.fontFamily}; -mxJsCanvas.prototype.save=function(){this.states.push(this.state);this.state=mxUtils.clone(this.state);this.ctx.save()};mxJsCanvas.prototype.restore=function(){this.state=this.states.pop();this.ctx.restore()};mxJsCanvas.prototype.scale=function(b){this.state.scale*=b;this.state.strokeWidth*=b;this.ctx.scale(b,b)};mxJsCanvas.prototype.translate=function(b,e){this.state.dx+=b;this.state.dy+=e;this.ctx.translate(b,e)}; -mxJsCanvas.prototype.rotate=function(b,e,f,c,m){c-=this.state.dx;m-=this.state.dy;this.ctx.translate(c,m);(e||f)&&this.ctx.scale(e?-1:1,f?-1:1);this.ctx.rotate(b*this.M_RAD_PER_DEG);this.ctx.translate(-c,-m)};mxJsCanvas.prototype.setAlpha=function(b){this.state.alpha=b;this.ctx.globalAlpha=b};mxJsCanvas.prototype.setFillColor=function(b){b==mxConstants.NONE&&(b=null);this.state.fillColor=b;this.state.gradientColor=null;this.ctx.fillStyle=b}; -mxJsCanvas.prototype.setGradient=function(b,e,f,c,m,n,v,d,g){f=this.ctx.createLinearGradient(0,c,0,c+n);c=this.state;c.fillColor=b;c.fillAlpha=null!=d?d:1;c.gradientColor=e;c.gradientAlpha=null!=g?g:1;c.gradientDirection=v;b=this.hexToRgb(b);e=this.hexToRgb(e);null!=b&&f.addColorStop(0,"rgba("+b.r+","+b.g+","+b.b+","+c.fillAlpha+")");null!=e&&f.addColorStop(1,"rgba("+e.r+","+e.g+","+e.b+","+c.gradientAlpha+")");this.ctx.fillStyle=f}; -mxJsCanvas.prototype.setStrokeColor=function(b){null!=b&&(b==mxConstants.NONE?(this.state.strokeColor=null,this.ctx.strokeStyle="rgba(0, 0, 0, 0)"):(this.ctx.strokeStyle=b,this.state.strokeColor=b))};mxJsCanvas.prototype.setStrokeWidth=function(b){this.ctx.lineWidth=b};mxJsCanvas.prototype.setDashed=function(b){if(this.state.dashed=b){b=this.state.dashPattern.split(" ");for(var e=0;e<b.length;e++)b[e]=parseInt(b[e],10);this.setLineDash(b)}else this.setLineDash([0])}; -mxJsCanvas.prototype.setLineDash=function(b){try{"function"===typeof this.ctx.setLineDash&&this.ctx.setLineDash(b)}catch(e){}};mxJsCanvas.prototype.setDashPattern=function(b){this.state.dashPattern=b;if(this.state.dashed){b=b.split(" ");for(var e=0;e<b.length;e++)b[e]=parseInt(b[e],10);this.ctx.setLineDash(b)}};mxJsCanvas.prototype.setLineCap=function(b){this.ctx.lineCap=b};mxJsCanvas.prototype.setLineJoin=function(b){this.ctx.lineJoin=b}; +mxJsCanvas.prototype.save=function(){this.states.push(this.state);this.state=mxUtils.clone(this.state);this.ctx.save()};mxJsCanvas.prototype.restore=function(){this.state=this.states.pop();this.ctx.restore()};mxJsCanvas.prototype.scale=function(b){this.state.scale*=b;this.state.strokeWidth*=b;this.ctx.scale(b,b)};mxJsCanvas.prototype.translate=function(b,d){this.state.dx+=b;this.state.dy+=d;this.ctx.translate(b,d)}; +mxJsCanvas.prototype.rotate=function(b,d,f,c,l){c-=this.state.dx;l-=this.state.dy;this.ctx.translate(c,l);(d||f)&&this.ctx.scale(d?-1:1,f?-1:1);this.ctx.rotate(b*this.M_RAD_PER_DEG);this.ctx.translate(-c,-l)};mxJsCanvas.prototype.setAlpha=function(b){this.state.alpha=b;this.ctx.globalAlpha=b};mxJsCanvas.prototype.setFillColor=function(b){b==mxConstants.NONE&&(b=null);this.state.fillColor=b;this.state.gradientColor=null;this.ctx.fillStyle=b}; +mxJsCanvas.prototype.setGradient=function(b,d,f,c,l,m,x,z,C){f=this.ctx.createLinearGradient(0,c,0,c+m);c=this.state;c.fillColor=b;c.fillAlpha=null!=z?z:1;c.gradientColor=d;c.gradientAlpha=null!=C?C:1;c.gradientDirection=x;b=this.hexToRgb(b);d=this.hexToRgb(d);null!=b&&f.addColorStop(0,"rgba("+b.r+","+b.g+","+b.b+","+c.fillAlpha+")");null!=d&&f.addColorStop(1,"rgba("+d.r+","+d.g+","+d.b+","+c.gradientAlpha+")");this.ctx.fillStyle=f}; +mxJsCanvas.prototype.setStrokeColor=function(b){null!=b&&(b==mxConstants.NONE?(this.state.strokeColor=null,this.ctx.strokeStyle="rgba(0, 0, 0, 0)"):(this.ctx.strokeStyle=b,this.state.strokeColor=b))};mxJsCanvas.prototype.setStrokeWidth=function(b){this.ctx.lineWidth=b};mxJsCanvas.prototype.setDashed=function(b){if(this.state.dashed=b){b=this.state.dashPattern.split(" ");for(var d=0;d<b.length;d++)b[d]=parseInt(b[d],10);this.setLineDash(b)}else this.setLineDash([0])}; +mxJsCanvas.prototype.setLineDash=function(b){try{"function"===typeof this.ctx.setLineDash&&this.ctx.setLineDash(b)}catch(d){}};mxJsCanvas.prototype.setDashPattern=function(b){this.state.dashPattern=b;if(this.state.dashed){b=b.split(" ");for(var d=0;d<b.length;d++)b[d]=parseInt(b[d],10);this.ctx.setLineDash(b)}};mxJsCanvas.prototype.setLineCap=function(b){this.ctx.lineCap=b};mxJsCanvas.prototype.setLineJoin=function(b){this.ctx.lineJoin=b}; mxJsCanvas.prototype.setMiterLimit=function(b){this.ctx.lineJoin=b};mxJsCanvas.prototype.setFontColor=function(b){this.ctx.fillStyle=b};mxJsCanvas.prototype.setFontBackgroundColor=function(b){b==mxConstants.NONE&&(b=null);this.state.fontBackgroundColor=b};mxJsCanvas.prototype.setFontBorderColor=function(b){b==mxConstants.NONE&&(b=null);this.state.fontBorderColor=b};mxJsCanvas.prototype.setFontSize=function(b){this.state.fontSize=b}; mxJsCanvas.prototype.setFontFamily=function(b){this.state.fontFamily=b};mxJsCanvas.prototype.setFontStyle=function(b){this.state.fontStyle=b};mxJsCanvas.prototype.setShadow=function(b){(this.state.shadow=b)?(this.setShadowOffset(this.state.shadowDx,this.state.shadowDy),this.setShadowAlpha(this.state.shadowAlpha)):(this.ctx.shadowColor="transparent",this.ctx.shadowBlur=0,this.ctx.shadowOffsetX=0,this.ctx.shadowOffsetY=0)}; -mxJsCanvas.prototype.setShadowColor=function(b){if(null==b||b==mxConstants.NONE)b=null,this.ctx.shadowColor="transparent";this.state.shadowColor=b;if(this.state.shadow&&null!=b){var e=null!=this.state.shadowAlpha?this.state.shadowAlpha:1;b=this.hexToRgb(b);this.ctx.shadowColor="rgba("+b.r+","+b.g+","+b.b+","+e+")"}};mxJsCanvas.prototype.setShadowAlpha=function(b){this.state.shadowAlpha=b;this.setShadowColor(this.state.shadowColor)}; -mxJsCanvas.prototype.setShadowOffset=function(b,e){this.state.shadowDx=b;this.state.shadowDy=e;this.state.shadow&&(this.ctx.shadowOffsetX=b,this.ctx.shadowOffsetY=e)};mxJsCanvas.prototype.moveTo=function(b,e){this.ctx.moveTo(b,e);this.lastMoveX=b;this.lastMoveY=e};mxJsCanvas.prototype.lineTo=function(b,e){this.ctx.lineTo(b,e);this.lastMoveX=b;this.lastMoveY=e};mxJsCanvas.prototype.quadTo=function(b,e,f,c){this.ctx.quadraticCurveTo(b,e,f,c);this.lastMoveX=f;this.lastMoveY=c}; -mxJsCanvas.prototype.arcTo=function(b,e,f,c,m,n,v){b=mxUtils.arcToCurves(this.lastMoveX,this.lastMoveY,b,e,f,c,m,n,v);if(null!=b)for(e=0;e<b.length;e+=6)this.curveTo(b[e],b[e+1],b[e+2],b[e+3],b[e+4],b[e+5])};mxJsCanvas.prototype.curveTo=function(b,e,f,c,m,n){this.ctx.bezierCurveTo(b,e,f,c,m,n);this.lastMoveX=m;this.lastMoveY=n};mxJsCanvas.prototype.rect=function(b,e,f,c){this.begin();this.moveTo(b,e);this.lineTo(b+f,e);this.lineTo(b+f,e+c);this.lineTo(b,e+c);this.close()}; -mxJsCanvas.prototype.roundrect=function(b,e,f,c,m,n){this.begin();this.moveTo(b+m,e);this.lineTo(b+f-m,e);this.quadTo(b+f,e,b+f,e+n);this.lineTo(b+f,e+c-n);this.quadTo(b+f,e+c,b+f-m,e+c);this.lineTo(b+m,e+c);this.quadTo(b,e+c,b,e+c-n);this.lineTo(b,e+n);this.quadTo(b,e,b+m,e)};mxJsCanvas.prototype.ellipse=function(b,e,f,c){this.ctx.save();this.ctx.translate(b+f/2,e+c/2);this.ctx.scale(f/2,c/2);this.ctx.beginPath();this.ctx.arc(0,0,1,0,2*Math.PI,!1);this.ctx.restore()}; +mxJsCanvas.prototype.setShadowColor=function(b){if(null==b||b==mxConstants.NONE)b=null,this.ctx.shadowColor="transparent";this.state.shadowColor=b;if(this.state.shadow&&null!=b){var d=null!=this.state.shadowAlpha?this.state.shadowAlpha:1;b=this.hexToRgb(b);this.ctx.shadowColor="rgba("+b.r+","+b.g+","+b.b+","+d+")"}};mxJsCanvas.prototype.setShadowAlpha=function(b){this.state.shadowAlpha=b;this.setShadowColor(this.state.shadowColor)}; +mxJsCanvas.prototype.setShadowOffset=function(b,d){this.state.shadowDx=b;this.state.shadowDy=d;this.state.shadow&&(this.ctx.shadowOffsetX=b,this.ctx.shadowOffsetY=d)};mxJsCanvas.prototype.moveTo=function(b,d){this.ctx.moveTo(b,d);this.lastMoveX=b;this.lastMoveY=d};mxJsCanvas.prototype.lineTo=function(b,d){this.ctx.lineTo(b,d);this.lastMoveX=b;this.lastMoveY=d};mxJsCanvas.prototype.quadTo=function(b,d,f,c){this.ctx.quadraticCurveTo(b,d,f,c);this.lastMoveX=f;this.lastMoveY=c}; +mxJsCanvas.prototype.arcTo=function(b,d,f,c,l,m,x){b=mxUtils.arcToCurves(this.lastMoveX,this.lastMoveY,b,d,f,c,l,m,x);if(null!=b)for(d=0;d<b.length;d+=6)this.curveTo(b[d],b[d+1],b[d+2],b[d+3],b[d+4],b[d+5])};mxJsCanvas.prototype.curveTo=function(b,d,f,c,l,m){this.ctx.bezierCurveTo(b,d,f,c,l,m);this.lastMoveX=l;this.lastMoveY=m};mxJsCanvas.prototype.rect=function(b,d,f,c){this.begin();this.moveTo(b,d);this.lineTo(b+f,d);this.lineTo(b+f,d+c);this.lineTo(b,d+c);this.close()}; +mxJsCanvas.prototype.roundrect=function(b,d,f,c,l,m){this.begin();this.moveTo(b+l,d);this.lineTo(b+f-l,d);this.quadTo(b+f,d,b+f,d+m);this.lineTo(b+f,d+c-m);this.quadTo(b+f,d+c,b+f-l,d+c);this.lineTo(b+l,d+c);this.quadTo(b,d+c,b,d+c-m);this.lineTo(b,d+m);this.quadTo(b,d,b+l,d)};mxJsCanvas.prototype.ellipse=function(b,d,f,c){this.ctx.save();this.ctx.translate(b+f/2,d+c/2);this.ctx.scale(f/2,c/2);this.ctx.beginPath();this.ctx.arc(0,0,1,0,2*Math.PI,!1);this.ctx.restore()}; mxJsCanvas.prototype.rewriteImageSource=function(b){if("http://"==b.substring(0,7)||"https://"==b.substring(0,8))b="/proxy?url="+encodeURIComponent(b);return b}; -mxJsCanvas.prototype.image=function(b,e,f,c,m,n,v,d){m=this.rewriteImageSource(m);m=this.images[m];if(null!=m&&0<m.height&&0<m.width){var g=this.ctx;g.save();if(n){n=m.width;var k=m.height,l=Math.min(f/n,c/k);b+=(f-n*l)/2;e+=(c-k*l)/2;f=n*l;c=k*l}v&&(g.translate(2*b+f,0),g.scale(-1,1));d&&(g.translate(0,2*e+c),g.scale(1,-1));g.drawImage(m,b,e,f,c);g.restore()}};mxJsCanvas.prototype.begin=function(){this.ctx.beginPath()};mxJsCanvas.prototype.close=function(){this.ctx.closePath()}; -mxJsCanvas.prototype.fill=function(){this.ctx.fill()};mxJsCanvas.prototype.stroke=function(){this.ctx.stroke()};mxJsCanvas.prototype.fillAndStroke=function(){if(this.state.shadow){this.ctx.stroke();this.ctx.fill();var b=this.ctx.shadowColor,e=this.ctx.shadowOffsetX,f=this.ctx.shadowOffsetY;this.ctx.shadowColor="transparent";this.ctx.shadowOffsetX=0;this.ctx.shadowOffsetY=0;this.ctx.stroke();this.ctx.shadowColor=b;this.ctx.shadowOffsetX=e;this.ctx.shadowOffsetY=f}else this.ctx.fill(),this.ctx.stroke()}; -mxJsCanvas.prototype.text=function(b,e,f,c,m,n,v,d,g,k,l,p){if(null!=m&&0!=m.length){f=this.state.scale;0!=p&&(this.ctx.translate(Math.round(b),Math.round(e)),this.ctx.rotate(p*Math.PI/180),this.ctx.translate(Math.round(-b),Math.round(-e)));if("html"==g){m=this.subCanvas[this.canvasIndex++];g=m.height;p=m.width;switch(v){case mxConstants.ALIGN_MIDDLE:e-=g/2/f;break;case mxConstants.ALIGN_BOTTOM:e-=g/f}switch(n){case mxConstants.ALIGN_CENTER:b-=p/2/f;break;case mxConstants.ALIGN_RIGHT:b-=p/f}this.ctx.save(); -if(null!=this.state.fontBackgroundColor||null!=this.state.fontBorderColor)null!=this.state.fontBackgroundColor&&(this.ctx.fillStyle=this.state.fontBackgroundColor,this.ctx.fillRect(Math.round(b)-.5,Math.round(e)-.5,Math.round(m.width/f),Math.round(m.height/f))),null!=this.state.fontBorderColor&&(this.ctx.strokeStyle=this.state.fontBorderColor,this.ctx.lineWidth=1,this.ctx.strokeRect(Math.round(b)-.5,Math.round(e)-.5,Math.round(m.width/f),Math.round(m.height/f)));this.ctx.scale(1/f,1/f);this.ctx.drawImage(m, -Math.round(b*f),Math.round(e*f))}else{this.ctx.save();this.updateFont();p=document.createElement("div");p.innerHTML=m;p.style.position="absolute";p.style.top="-9999px";p.style.left="-9999px";p.style.fontFamily=this.state.fontFamily;p.style.fontWeight="bold";p.style.fontSize=this.state.fontSize+"pt";document.body.appendChild(p);g=[p.offsetWidth,p.offsetHeight];document.body.removeChild(p);m=m.split("\n");p=g[1];this.ctx.textBaseline="top";g=e;switch(v){case mxConstants.ALIGN_MIDDLE:this.ctx.textBaseline= -"middle";e-=(m.length-1)*p/2;g=e-this.state.fontSize/2;break;case mxConstants.ALIGN_BOTTOM:this.ctx.textBaseline="alphabetic",e-=p*(m.length-1),g=e-this.state.fontSize}v=[];p=[];for(f=0;f<m.length;f++)p[f]=b,v[f]=this.ctx.measureText(m[f]).width,null!=n&&n!=mxConstants.ALIGN_LEFT&&(p[f]-=v[f],n==mxConstants.ALIGN_CENTER&&(p[f]+=v[f]/2));if(null!=this.state.fontBackgroundColor||null!=this.state.fontBorderColor){b=p[0];n=v[0];for(f=1;f<m.length;f++)b=Math.min(b,p[f]),n=Math.max(n,v[f]);this.ctx.save(); -b=Math.round(b)-.5;g=Math.round(g)-.5;null!=this.state.fontBackgroundColor&&(this.ctx.fillStyle=this.state.fontBackgroundColor,this.ctx.fillRect(b,g,n,this.state.fontSize*mxConstants.LINE_HEIGHT*m.length));null!=this.state.fontBorderColor&&(this.ctx.strokeStyle=this.state.fontBorderColor,this.ctx.lineWidth=1,this.ctx.strokeRect(b,g,n,this.state.fontSize*mxConstants.LINE_HEIGHT*m.length));this.ctx.restore()}for(f=0;f<m.length;f++)this.ctx.fillText(m[f],p[f],e),e+=this.state.fontSize*mxConstants.LINE_HEIGHT}this.ctx.restore()}}; -mxJsCanvas.prototype.getCanvas=function(){return canvas};mxJsCanvas.prototype.finish=function(b){0==this.waitCounter?b():this.onComplete=b};DrawioClient=function(b,e){mxEventSource.call(this);this.ui=b;this.cookieName=e;this.token=this.getPersistentToken()};mxUtils.extend(DrawioClient,mxEventSource);DrawioClient.prototype.token=null;DrawioClient.prototype.user=null;DrawioClient.prototype.setUser=function(b){this.user=b;this.fireEvent(new mxEventObject("userChanged"))};DrawioClient.prototype.getUser=function(){return this.user}; +mxJsCanvas.prototype.image=function(b,d,f,c,l,m,x,z){l=this.rewriteImageSource(l);l=this.images[l];if(null!=l&&0<l.height&&0<l.width){var C=this.ctx;C.save();if(m){m=l.width;var e=l.height,g=Math.min(f/m,c/e);b+=(f-m*g)/2;d+=(c-e*g)/2;f=m*g;c=e*g}x&&(C.translate(2*b+f,0),C.scale(-1,1));z&&(C.translate(0,2*d+c),C.scale(1,-1));C.drawImage(l,b,d,f,c);C.restore()}};mxJsCanvas.prototype.begin=function(){this.ctx.beginPath()};mxJsCanvas.prototype.close=function(){this.ctx.closePath()}; +mxJsCanvas.prototype.fill=function(){this.ctx.fill()};mxJsCanvas.prototype.stroke=function(){this.ctx.stroke()};mxJsCanvas.prototype.fillAndStroke=function(){if(this.state.shadow){this.ctx.stroke();this.ctx.fill();var b=this.ctx.shadowColor,d=this.ctx.shadowOffsetX,f=this.ctx.shadowOffsetY;this.ctx.shadowColor="transparent";this.ctx.shadowOffsetX=0;this.ctx.shadowOffsetY=0;this.ctx.stroke();this.ctx.shadowColor=b;this.ctx.shadowOffsetX=d;this.ctx.shadowOffsetY=f}else this.ctx.fill(),this.ctx.stroke()}; +mxJsCanvas.prototype.text=function(b,d,f,c,l,m,x,z,C,e,g,k){if(null!=l&&0!=l.length){f=this.state.scale;0!=k&&(this.ctx.translate(Math.round(b),Math.round(d)),this.ctx.rotate(k*Math.PI/180),this.ctx.translate(Math.round(-b),Math.round(-d)));if("html"==C){l=this.subCanvas[this.canvasIndex++];C=l.height;k=l.width;switch(x){case mxConstants.ALIGN_MIDDLE:d-=C/2/f;break;case mxConstants.ALIGN_BOTTOM:d-=C/f}switch(m){case mxConstants.ALIGN_CENTER:b-=k/2/f;break;case mxConstants.ALIGN_RIGHT:b-=k/f}this.ctx.save(); +if(null!=this.state.fontBackgroundColor||null!=this.state.fontBorderColor)null!=this.state.fontBackgroundColor&&(this.ctx.fillStyle=this.state.fontBackgroundColor,this.ctx.fillRect(Math.round(b)-.5,Math.round(d)-.5,Math.round(l.width/f),Math.round(l.height/f))),null!=this.state.fontBorderColor&&(this.ctx.strokeStyle=this.state.fontBorderColor,this.ctx.lineWidth=1,this.ctx.strokeRect(Math.round(b)-.5,Math.round(d)-.5,Math.round(l.width/f),Math.round(l.height/f)));this.ctx.scale(1/f,1/f);this.ctx.drawImage(l, +Math.round(b*f),Math.round(d*f))}else{this.ctx.save();this.updateFont();k=document.createElement("div");k.innerHTML=l;k.style.position="absolute";k.style.top="-9999px";k.style.left="-9999px";k.style.fontFamily=this.state.fontFamily;k.style.fontWeight="bold";k.style.fontSize=this.state.fontSize+"pt";document.body.appendChild(k);C=[k.offsetWidth,k.offsetHeight];document.body.removeChild(k);l=l.split("\n");k=C[1];this.ctx.textBaseline="top";C=d;switch(x){case mxConstants.ALIGN_MIDDLE:this.ctx.textBaseline= +"middle";d-=(l.length-1)*k/2;C=d-this.state.fontSize/2;break;case mxConstants.ALIGN_BOTTOM:this.ctx.textBaseline="alphabetic",d-=k*(l.length-1),C=d-this.state.fontSize}x=[];k=[];for(f=0;f<l.length;f++)k[f]=b,x[f]=this.ctx.measureText(l[f]).width,null!=m&&m!=mxConstants.ALIGN_LEFT&&(k[f]-=x[f],m==mxConstants.ALIGN_CENTER&&(k[f]+=x[f]/2));if(null!=this.state.fontBackgroundColor||null!=this.state.fontBorderColor){b=k[0];m=x[0];for(f=1;f<l.length;f++)b=Math.min(b,k[f]),m=Math.max(m,x[f]);this.ctx.save(); +b=Math.round(b)-.5;C=Math.round(C)-.5;null!=this.state.fontBackgroundColor&&(this.ctx.fillStyle=this.state.fontBackgroundColor,this.ctx.fillRect(b,C,m,this.state.fontSize*mxConstants.LINE_HEIGHT*l.length));null!=this.state.fontBorderColor&&(this.ctx.strokeStyle=this.state.fontBorderColor,this.ctx.lineWidth=1,this.ctx.strokeRect(b,C,m,this.state.fontSize*mxConstants.LINE_HEIGHT*l.length));this.ctx.restore()}for(f=0;f<l.length;f++)this.ctx.fillText(l[f],k[f],d),d+=this.state.fontSize*mxConstants.LINE_HEIGHT}this.ctx.restore()}}; +mxJsCanvas.prototype.getCanvas=function(){return canvas};mxJsCanvas.prototype.finish=function(b){0==this.waitCounter?b():this.onComplete=b};DrawioClient=function(b,d){mxEventSource.call(this);this.ui=b;this.cookieName=d;this.token=this.getPersistentToken()};mxUtils.extend(DrawioClient,mxEventSource);DrawioClient.prototype.token=null;DrawioClient.prototype.user=null;DrawioClient.prototype.setUser=function(b){this.user=b;this.fireEvent(new mxEventObject("userChanged"))};DrawioClient.prototype.getUser=function(){return this.user}; DrawioClient.prototype.clearPersistentToken=function(){if(isLocalStorage)localStorage.removeItem("."+this.cookieName),sessionStorage.removeItem("."+this.cookieName);else if("undefined"!=typeof Storage){var b=new Date;b.setYear(b.getFullYear()-1);document.cookie=this.cookieName+"=; expires="+b.toUTCString()}}; -DrawioClient.prototype.getPersistentToken=function(b){var e=null;isLocalStorage&&(e=localStorage.getItem("."+this.cookieName),null==e&&b&&(e=sessionStorage.getItem("."+this.cookieName)));if(null==e&&"undefined"!=typeof Storage){var f=document.cookie;b=this.cookieName+"=";var c=f.indexOf(b);0<=c&&(c+=b.length,e=f.indexOf(";",c),0>e?e=f.length:postCookie=f.substring(e),e=f.substring(c,e),e=0<e.length?e:null,null!=e&&isLocalStorage&&(f=new Date,f.setYear(f.getFullYear()-1),document.cookie=b+"; expires="+ -f.toUTCString(),localStorage.setItem("."+this.cookieName,e)))}return e};DrawioClient.prototype.setPersistentToken=function(b,e){try{if(null!=b)if(isLocalStorage)e?sessionStorage.setItem("."+this.cookieName,b):localStorage.setItem("."+this.cookieName,b);else{if("undefined"!=typeof Storage){var f=new Date;f.setYear(f.getFullYear()+10);var c=this.cookieName+"="+b+"; path=/"+(e?"":"; expires="+f.toUTCString());"https"==document.location.protocol.toLowerCase()&&(c+=";secure");document.cookie=c}}else this.clearPersistentToken()}catch(m){this.ui.handleError(m)}};DrawioUser=function(b,e,f,c,m){this.id=b;this.email=e;this.displayName=f;this.pictureUrl=c;this.locale=m};DriveFile=function(b,e,f){DrawioFile.call(this,b,e);this.desc=f};mxUtils.extend(DriveFile,DrawioFile);DriveFile.prototype.saveDelay=0;DriveFile.prototype.allChangesSavedKey="allChangesSavedInDrive";DriveFile.prototype.getSize=function(){return this.desc.fileSize};DriveFile.prototype.isRestricted=function(){return null!=this.desc.userPermission&&null!=this.desc.labels&&"reader"==this.desc.userPermission.role&&this.desc.labels.restricted}; +DrawioClient.prototype.getPersistentToken=function(b){var d=null;isLocalStorage&&(d=localStorage.getItem("."+this.cookieName),null==d&&b&&(d=sessionStorage.getItem("."+this.cookieName)));if(null==d&&"undefined"!=typeof Storage){var f=document.cookie;b=this.cookieName+"=";var c=f.indexOf(b);0<=c&&(c+=b.length,d=f.indexOf(";",c),0>d?d=f.length:postCookie=f.substring(d),d=f.substring(c,d),d=0<d.length?d:null,null!=d&&isLocalStorage&&(f=new Date,f.setYear(f.getFullYear()-1),document.cookie=b+"; expires="+ +f.toUTCString(),localStorage.setItem("."+this.cookieName,d)))}return d};DrawioClient.prototype.setPersistentToken=function(b,d){try{if(null!=b)if(isLocalStorage)d?sessionStorage.setItem("."+this.cookieName,b):localStorage.setItem("."+this.cookieName,b);else{if("undefined"!=typeof Storage){var f=new Date;f.setYear(f.getFullYear()+10);var c=this.cookieName+"="+b+"; path=/"+(d?"":"; expires="+f.toUTCString());"https"==document.location.protocol.toLowerCase()&&(c+=";secure");document.cookie=c}}else this.clearPersistentToken()}catch(l){this.ui.handleError(l)}};DrawioUser=function(b,d,f,c,l){this.id=b;this.email=d;this.displayName=f;this.pictureUrl=c;this.locale=l};DriveFile=function(b,d,f){DrawioFile.call(this,b,d);this.desc=f};mxUtils.extend(DriveFile,DrawioFile);DriveFile.prototype.saveDelay=0;DriveFile.prototype.allChangesSavedKey="allChangesSavedInDrive";DriveFile.prototype.getSize=function(){return this.desc.fileSize};DriveFile.prototype.isRestricted=function(){return null!=this.desc.userPermission&&null!=this.desc.labels&&"reader"==this.desc.userPermission.role&&this.desc.labels.restricted}; DriveFile.prototype.isConflict=function(b){return null!=b&&null!=b.error&&412==b.error.code};DriveFile.prototype.getCurrentUser=function(){return null!=this.ui.drive?this.ui.drive.user:null};DriveFile.prototype.getMode=function(){return App.MODE_GOOGLE}; -DriveFile.prototype.getPublicUrl=function(b){this.ui.drive.executeRequest({url:"/files/"+this.desc.id+"/permissions?supportsAllDrives=true"},mxUtils.bind(this,function(e){if(null!=e&&null!=e.items)for(var f=0;f<e.items.length;f++)if("anyoneWithLink"===e.items[f].id||"anyone"===e.items[f].id){b(this.desc.webContentLink);return}b(null)}),mxUtils.bind(this,function(){b(null)}))};DriveFile.prototype.isAutosaveOptional=function(){return!0}; -DriveFile.prototype.isRenamable=function(){return this.isEditable()&&DrawioFile.prototype.isEditable.apply(this,arguments)};DriveFile.prototype.isMovable=function(){return this.isEditable()};DriveFile.prototype.isTrashed=function(){return this.desc.labels.trashed};DriveFile.prototype.save=function(b,e,f,c,m){DrawioFile.prototype.save.apply(this,[b,mxUtils.bind(this,function(){this.saveFile(null,b,e,f,c,m)}),f,c,m])}; -DriveFile.prototype.saveFile=function(b,e,f,c,m,n){try{this.isEditable()?this.savingFile||(this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.createSecret(mxUtils.bind(this,function(v,d){var g=mxUtils.bind(this,function(k,l){try{var p=this.desc;null!=this.sync&&this.sync.fileSaving();this.ui.drive.saveFile(this,l,mxUtils.bind(this,function(q,y){try{this.savingFile=!1,0!=q?(this.setModified(this.getShadowModified()),e&&(this.lastAutosaveRevision=(new Date).getTime()),this.autosaveDelay= -Math.round(Math.min(1E4,Math.max(DriveFile.prototype.autosaveDelay,this.saveDelay))),this.desc=q,null!=d?this.fileSaved(y,p,mxUtils.bind(this,function(){this.contentChanged();null!=f&&f(q)}),c,d):null!=f&&f(q)):null!=c&&c(q)}catch(z){if(this.savingFile=!1,null!=c)c(z);else throw z;}}),mxUtils.bind(this,function(q,y){try{this.savingFile=!1,this.isConflict(q)?(this.inConflictState=!0,null!=this.sync?(this.savingFile=!0,this.sync.fileConflict(y,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this, -function(){this.updateFileData();this.setShadowModified(!1);g(k,!0)}),100+500*Math.random())}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}))):null!=c&&c()):null!=c&&c(q)}catch(z){if(this.savingFile=!1,null!=c)c(z);else throw z;}}),m,m,k,null,v)}catch(q){if(this.savingFile=!1,null!=c)c(q);else throw q;}});g(n,e)}))):null!=f&&f()}catch(v){if(null!=c)c(v);else throw v;}}; -DriveFile.prototype.copyFile=function(b,e){this.isRestricted()?DrawioFile.prototype.copyFile.apply(this,arguments):this.makeCopy(mxUtils.bind(this,function(){if(this.ui.spinner.spin(document.body,mxResources.get("saving")))try{this.save(!0,b,e)}catch(f){e(f)}}),e,!0)}; -DriveFile.prototype.makeCopy=function(b,e,f){this.ui.spinner.spin(document.body,mxResources.get("saving"))&&this.saveAs(this.ui.getCopyFilename(this,f),mxUtils.bind(this,function(c){this.desc=c;this.ui.spinner.stop();this.setModified(!1);this.backupPatch=null;this.inConflictState=this.invalidChecksum=!1;this.descriptorChanged();b()}),mxUtils.bind(this,function(){this.ui.spinner.stop();null!=e&&e()}))};DriveFile.prototype.saveAs=function(b,e,f){this.ui.drive.copyFile(this.getId(),b,e,f)}; -DriveFile.prototype.rename=function(b,e,f){var c=this.getCurrentRevisionId();this.ui.drive.renameFile(this.getId(),b,mxUtils.bind(this,function(m){this.hasSameExtension(b,this.getTitle())?(this.desc=m,this.descriptorChanged(),null!=this.sync&&this.sync.descriptorChanged(c),null!=e&&e(m)):(this.desc=m,null!=this.sync&&this.sync.descriptorChanged(c),this.save(!0,e,f))}),f)}; -DriveFile.prototype.move=function(b,e,f){this.ui.drive.moveFile(this.getId(),b,mxUtils.bind(this,function(c){this.desc=c;this.descriptorChanged();null!=e&&e(c)}),f)};DriveFile.prototype.share=function(){this.ui.drive.showPermissions(this.getId())};DriveFile.prototype.getTitle=function(){return this.desc.title};DriveFile.prototype.getHash=function(){return"G"+this.getId()};DriveFile.prototype.getId=function(){return this.desc.id}; +DriveFile.prototype.getPublicUrl=function(b){this.ui.drive.executeRequest({url:"/files/"+this.desc.id+"/permissions?supportsAllDrives=true"},mxUtils.bind(this,function(d){if(null!=d&&null!=d.items)for(var f=0;f<d.items.length;f++)if("anyoneWithLink"===d.items[f].id||"anyone"===d.items[f].id){b(this.desc.webContentLink);return}b(null)}),mxUtils.bind(this,function(){b(null)}))};DriveFile.prototype.isAutosaveOptional=function(){return!0}; +DriveFile.prototype.isRenamable=function(){return this.isEditable()&&DrawioFile.prototype.isEditable.apply(this,arguments)};DriveFile.prototype.isMovable=function(){return this.isEditable()};DriveFile.prototype.isTrashed=function(){return this.desc.labels.trashed};DriveFile.prototype.save=function(b,d,f,c,l){DrawioFile.prototype.save.apply(this,[b,mxUtils.bind(this,function(){this.saveFile(null,b,d,f,c,l)}),f,c,l])}; +DriveFile.prototype.saveFile=function(b,d,f,c,l,m){try{this.isEditable()?this.savingFile||(this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.createSecret(mxUtils.bind(this,function(x,z){var C=mxUtils.bind(this,function(e,g){try{var k=this.desc;null!=this.sync&&this.sync.fileSaving();this.ui.drive.saveFile(this,g,mxUtils.bind(this,function(n,q){try{this.savingFile=!1,0!=n?(this.setModified(this.getShadowModified()),d&&(this.lastAutosaveRevision=(new Date).getTime()),this.autosaveDelay= +Math.round(Math.min(1E4,Math.max(DriveFile.prototype.autosaveDelay,this.saveDelay))),this.desc=n,null!=z?this.fileSaved(q,k,mxUtils.bind(this,function(){this.contentChanged();null!=f&&f(n)}),c,z):null!=f&&f(n)):null!=c&&c(n)}catch(p){if(this.savingFile=!1,null!=c)c(p);else throw p;}}),mxUtils.bind(this,function(n,q){try{this.savingFile=!1,this.isConflict(n)?(this.inConflictState=!0,null!=this.sync?(this.savingFile=!0,this.sync.fileConflict(q,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this, +function(){this.updateFileData();this.setShadowModified(!1);C(e,!0)}),100+500*Math.random())}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}))):null!=c&&c()):null!=c&&c(n)}catch(p){if(this.savingFile=!1,null!=c)c(p);else throw p;}}),l,l,e,null,x)}catch(n){if(this.savingFile=!1,null!=c)c(n);else throw n;}});C(m,d)}))):null!=f&&f()}catch(x){if(null!=c)c(x);else throw x;}}; +DriveFile.prototype.copyFile=function(b,d){this.isRestricted()?DrawioFile.prototype.copyFile.apply(this,arguments):this.makeCopy(mxUtils.bind(this,function(){if(this.ui.spinner.spin(document.body,mxResources.get("saving")))try{this.save(!0,b,d)}catch(f){d(f)}}),d,!0)}; +DriveFile.prototype.makeCopy=function(b,d,f){this.ui.spinner.spin(document.body,mxResources.get("saving"))&&this.saveAs(this.ui.getCopyFilename(this,f),mxUtils.bind(this,function(c){this.desc=c;this.ui.spinner.stop();this.setModified(!1);this.backupPatch=null;this.inConflictState=this.invalidChecksum=!1;this.descriptorChanged();b()}),mxUtils.bind(this,function(){this.ui.spinner.stop();null!=d&&d()}))};DriveFile.prototype.saveAs=function(b,d,f){this.ui.drive.copyFile(this.getId(),b,d,f)}; +DriveFile.prototype.rename=function(b,d,f){var c=this.getCurrentRevisionId();this.ui.drive.renameFile(this.getId(),b,mxUtils.bind(this,function(l){this.hasSameExtension(b,this.getTitle())?(this.desc=l,this.descriptorChanged(),null!=this.sync&&this.sync.descriptorChanged(c),null!=d&&d(l)):(this.desc=l,null!=this.sync&&this.sync.descriptorChanged(c),this.save(!0,d,f))}),f)}; +DriveFile.prototype.move=function(b,d,f){this.ui.drive.moveFile(this.getId(),b,mxUtils.bind(this,function(c){this.desc=c;this.descriptorChanged();null!=d&&d(c)}),f)};DriveFile.prototype.share=function(){this.ui.drive.showPermissions(this.getId())};DriveFile.prototype.getTitle=function(){return this.desc.title};DriveFile.prototype.getHash=function(){return"G"+this.getId()};DriveFile.prototype.getId=function(){return this.desc.id}; DriveFile.prototype.isEditable=function(){return DrawioFile.prototype.isEditable.apply(this,arguments)&&this.desc.editable};DriveFile.prototype.isSyncSupported=function(){return!0};DriveFile.prototype.isRealtimeSupported=function(){return!0};DriveFile.prototype.isRealtimeOptional=function(){return null!=this.sync&&this.sync.isConnected()}; -DriveFile.prototype.setRealtimeEnabled=function(b,e,f){null!=this.sync?this.ui.drive.executeRequest({url:"/files/"+this.getId()+"/properties?alt=json&supportsAllDrives=true",method:"POST",contentType:"application/json; charset=UTF-8",params:{key:"collaboration",value:b?"enabled":"0"!=urlParams["fast-sync"]?"disabled":""}},mxUtils.bind(this,function(){this.loadDescriptor(mxUtils.bind(this,function(c){null!=c?(this.sync.descriptorChanged(this.getCurrentEtag()),this.sync.updateDescriptor(c),e()):f()}), -f)}),f):f()};DriveFile.prototype.isRealtimeEnabled=function(){var b=this.ui.drive.getCustomProperty(this.desc,"collaboration");return DrawioFile.prototype.isRealtimeEnabled.apply(this,arguments)&&"disabled"!=b||"enabled"==b};DriveFile.prototype.isRevisionHistorySupported=function(){return!0}; -DriveFile.prototype.getRevisions=function(b,e){this.ui.drive.executeRequest({url:"/files/"+this.getId()+"/revisions"},mxUtils.bind(this,function(f){for(var c=0;c<f.items.length;c++)mxUtils.bind(this,function(m){m.title=m.originalFilename;m.getXml=mxUtils.bind(this,function(n,v){this.ui.drive.getXmlFile(m,mxUtils.bind(this,function(d){n(d.getData())}),v)});m.getUrl=mxUtils.bind(this,function(n){return this.ui.getUrl(window.location.pathname+"?rev="+m.id+"&chrome=0&nav=1&layers=1&edit=_blank"+(null!= -n?"&page="+n:""))+window.location.hash})})(f.items[c]);b(f.items)}),e)};DriveFile.prototype.getLatestVersion=function(b,e){this.ui.drive.getFile(this.getId(),b,e,!0)};DriveFile.prototype.getChannelId=function(){var b=this.ui.drive.getCustomProperty(this.desc,"channel");null!=b&&(b="G-"+this.getId()+"."+b);return b};DriveFile.prototype.getChannelKey=function(){return this.ui.drive.getCustomProperty(this.desc,"key")};DriveFile.prototype.getLastModifiedDate=function(){return new Date(this.desc.modifiedDate)}; -DriveFile.prototype.getDescriptor=function(){return this.desc};DriveFile.prototype.setDescriptor=function(b){this.desc=b};DriveFile.prototype.getDescriptorSecret=function(b){return this.ui.drive.getCustomProperty(b,"secret")};DriveFile.prototype.setDescriptorRevisionId=function(b,e){b.headRevisionId=e};DriveFile.prototype.getDescriptorRevisionId=function(b){return b.headRevisionId};DriveFile.prototype.getDescriptorEtag=function(b){return b.etag}; -DriveFile.prototype.setDescriptorEtag=function(b,e){b.etag=e};DriveFile.prototype.loadPatchDescriptor=function(b,e){this.ui.drive.executeRequest({url:"/files/"+this.getId()+"?supportsAllDrives=true&fields="+this.ui.drive.catchupFields},mxUtils.bind(this,function(f){b(f)}),e)};DriveFile.prototype.patchDescriptor=function(b,e){b.headRevisionId=e.headRevisionId;b.modifiedDate=e.modifiedDate;DrawioFile.prototype.patchDescriptor.apply(this,arguments)}; -DriveFile.prototype.loadDescriptor=function(b,e){this.ui.drive.loadDescriptor(this.getId(),b,e)};DriveFile.prototype.commentsSupported=function(){return!0}; -DriveFile.prototype.getComments=function(b,e){function f(m,n,v){if(n.deleted)return null;v=new DriveComment(m,n.commentId||n.replyId,n.content,n.modifiedDate,n.createdDate,"resolved"==n.status,n.author.isAuthenticatedUser?c:new DrawioUser(n.author.permissionId,n.author.emailAddress,n.author.displayName,n.author.picture.url),v);for(var d=0;null!=n.replies&&d<n.replies.length;d++)v.addReplyDirect(f(m,n.replies[d],n.commentId));return v}var c=this.ui.getCurrentUser();this.ui.drive.executeRequest({url:"/files/"+ -this.getId()+"/comments"},mxUtils.bind(this,function(m){for(var n=[],v=0;v<m.items.length;v++){var d=f(this,m.items[v]);null!=d&&n.push(d)}b(n)}),e)};DriveFile.prototype.addComment=function(b,e,f){b={content:b.content};this.ui.drive.executeRequest({url:"/files/"+this.getId()+"/comments",method:"POST",params:b},mxUtils.bind(this,function(c){e(c.commentId)}),f)};DriveFile.prototype.canReplyToReplies=function(){return!1};DriveFile.prototype.canComment=function(){return this.desc.canComment}; -DriveFile.prototype.newComment=function(b,e){return new DriveComment(this,null,b,Date.now(),Date.now(),!1,e)};DriveLibrary=function(b,e,f){DriveFile.call(this,b,e,f)};mxUtils.extend(DriveLibrary,DriveFile);DriveLibrary.prototype.isAutosave=function(){return!0};DriveLibrary.prototype.save=function(b,e,f){this.ui.drive.saveFile(this,b,mxUtils.bind(this,function(c){this.desc=c;null!=e&&e(c)}),f)};DriveLibrary.prototype.open=function(){};(function(){var b=null,e={};window.DriveClient=function(f,c){null==c&&null!=window.urlParams&&"1"==window.urlParams.extAuth&&(c=!0);mxEventSource.call(this);DrawioClient.call(this,f,"gDriveAuthInfo");this.isExtAuth=c;this.ui=f;this.xmlMimeType="application/vnd.jgraph.mxfile";this.mimeType="application/vnd.jgraph.mxfile.realtime";this.ui.editor.chromeless&&!this.ui.editor.editable&&"1"!=urlParams.rt&&"1"!=urlParams.extAuth?(this.cookieName="gDriveViewerAuthInfo",this.token=this.getPersistentToken(), +DriveFile.prototype.setRealtimeEnabled=function(b,d,f){null!=this.sync?this.ui.drive.executeRequest({url:"/files/"+this.getId()+"/properties?alt=json&supportsAllDrives=true",method:"POST",contentType:"application/json; charset=UTF-8",params:{key:"collaboration",value:b?"enabled":"0"!=urlParams["fast-sync"]?"disabled":""}},mxUtils.bind(this,function(){this.loadDescriptor(mxUtils.bind(this,function(c){null!=c?(this.sync.descriptorChanged(this.getCurrentEtag()),this.sync.updateDescriptor(c),d()):f()}), +f)}),f):f()};DriveFile.prototype.isRealtimeEnabled=function(){var b=this.ui.drive.getCustomProperty(this.desc,"collaboration");return DrawioFile.prototype.isRealtimeEnabled.apply(this,arguments)&&"disabled"!=b||Editor.enableRealtime&&"enabled"==b};DriveFile.prototype.isRevisionHistorySupported=function(){return!0}; +DriveFile.prototype.getRevisions=function(b,d){this.ui.drive.executeRequest({url:"/files/"+this.getId()+"/revisions"},mxUtils.bind(this,function(f){for(var c=0;c<f.items.length;c++)mxUtils.bind(this,function(l){l.title=l.originalFilename;l.getXml=mxUtils.bind(this,function(m,x){this.ui.drive.getXmlFile(l,mxUtils.bind(this,function(z){m(z.getData())}),x)});l.getUrl=mxUtils.bind(this,function(m){return this.ui.getUrl(window.location.pathname+"?rev="+l.id+"&chrome=0&nav=1&layers=1&edit=_blank"+(null!= +m?"&page="+m:""))+window.location.hash})})(f.items[c]);b(f.items)}),d)};DriveFile.prototype.getLatestVersion=function(b,d){this.ui.drive.getFile(this.getId(),b,d,!0)};DriveFile.prototype.getChannelId=function(){var b=this.ui.drive.getCustomProperty(this.desc,"channel");null!=b&&(b="G-"+this.getId()+"."+b);return b};DriveFile.prototype.getChannelKey=function(){return this.ui.drive.getCustomProperty(this.desc,"key")};DriveFile.prototype.getLastModifiedDate=function(){return new Date(this.desc.modifiedDate)}; +DriveFile.prototype.getDescriptor=function(){return this.desc};DriveFile.prototype.setDescriptor=function(b){this.desc=b};DriveFile.prototype.getDescriptorSecret=function(b){return this.ui.drive.getCustomProperty(b,"secret")};DriveFile.prototype.setDescriptorRevisionId=function(b,d){b.headRevisionId=d};DriveFile.prototype.getDescriptorRevisionId=function(b){return b.headRevisionId};DriveFile.prototype.getDescriptorEtag=function(b){return b.etag}; +DriveFile.prototype.setDescriptorEtag=function(b,d){b.etag=d};DriveFile.prototype.loadPatchDescriptor=function(b,d){this.ui.drive.executeRequest({url:"/files/"+this.getId()+"?supportsAllDrives=true&fields="+this.ui.drive.catchupFields},mxUtils.bind(this,function(f){b(f)}),d)};DriveFile.prototype.patchDescriptor=function(b,d){b.headRevisionId=d.headRevisionId;b.modifiedDate=d.modifiedDate;DrawioFile.prototype.patchDescriptor.apply(this,arguments)}; +DriveFile.prototype.loadDescriptor=function(b,d){this.ui.drive.loadDescriptor(this.getId(),b,d)};DriveFile.prototype.commentsSupported=function(){return!0}; +DriveFile.prototype.getComments=function(b,d){function f(l,m,x){if(m.deleted)return null;x=new DriveComment(l,m.commentId||m.replyId,m.content,m.modifiedDate,m.createdDate,"resolved"==m.status,m.author.isAuthenticatedUser?c:new DrawioUser(m.author.permissionId,m.author.emailAddress,m.author.displayName,m.author.picture.url),x);for(var z=0;null!=m.replies&&z<m.replies.length;z++)x.addReplyDirect(f(l,m.replies[z],m.commentId));return x}var c=this.ui.getCurrentUser();this.ui.drive.executeRequest({url:"/files/"+ +this.getId()+"/comments"},mxUtils.bind(this,function(l){for(var m=[],x=0;x<l.items.length;x++){var z=f(this,l.items[x]);null!=z&&m.push(z)}b(m)}),d)};DriveFile.prototype.addComment=function(b,d,f){b={content:b.content};this.ui.drive.executeRequest({url:"/files/"+this.getId()+"/comments",method:"POST",params:b},mxUtils.bind(this,function(c){d(c.commentId)}),f)};DriveFile.prototype.canReplyToReplies=function(){return!1};DriveFile.prototype.canComment=function(){return this.desc.canComment}; +DriveFile.prototype.newComment=function(b,d){return new DriveComment(this,null,b,Date.now(),Date.now(),!1,d)};DriveLibrary=function(b,d,f){DriveFile.call(this,b,d,f)};mxUtils.extend(DriveLibrary,DriveFile);DriveLibrary.prototype.isAutosave=function(){return!0};DriveLibrary.prototype.save=function(b,d,f){this.ui.drive.saveFile(this,b,mxUtils.bind(this,function(c){this.desc=c;null!=d&&d(c)}),f)};DriveLibrary.prototype.open=function(){};(function(){var b=null,d={};window.DriveClient=function(f,c){null==c&&null!=window.urlParams&&"1"==window.urlParams.extAuth&&(c=!0);mxEventSource.call(this);DrawioClient.call(this,f,"gDriveAuthInfo");this.isExtAuth=c;this.ui=f;this.xmlMimeType="application/vnd.jgraph.mxfile";this.mimeType="application/vnd.jgraph.mxfile.realtime";this.ui.editor.chromeless&&!this.ui.editor.editable&&"1"!=urlParams.rt&&"1"!=urlParams.extAuth?(this.cookieName="gDriveViewerAuthInfo",this.token=this.getPersistentToken(), this.appId=window.DRAWIO_GOOGLE_VIEWER_APP_ID||"850530949725",this.clientId=window.DRAWIO_GOOGLE_VIEWER_CLIENT_ID||"850530949725.apps.googleusercontent.com",this.scopes=["https://www.googleapis.com/auth/drive.readonly","https://www.googleapis.com/auth/userinfo.profile"]):(this.appId=window.DRAWIO_GOOGLE_APP_ID||"671128082532",this.clientId=window.DRAWIO_GOOGLE_CLIENT_ID||"671128082532-jhphbq6d0e1gnsus9mn7vf8a6fjn10mp.apps.googleusercontent.com");this.mimeTypes=this.xmlMimeType+",application/mxe,application/mxr,application/vnd.jgraph.mxfile.realtime,application/vnd.jgraph.mxfile.rtlegacy"; f=JSON.parse(this.token);null!=f&&null!=f.current&&(this.userId=f.current.userId,this.authCalled=!1)};mxUtils.extend(DriveClient,mxEventSource);mxUtils.extend(DriveClient,DrawioClient);DriveClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+"/google";DriveClient.prototype.GDriveBaseUrl="https://www.googleapis.com/drive/v2";DriveClient.prototype.scopes=["https://www.googleapis.com/auth/drive.file","https://www.googleapis.com/auth/drive.install","https://www.googleapis.com/auth/userinfo.profile"]; DriveClient.prototype.allFields="kind,id,parents,headRevisionId,etag,title,mimeType,modifiedDate,editable,copyable,canComment,labels,properties,downloadUrl,webContentLink,userPermission,fileSize";DriveClient.prototype.catchupFields="etag,headRevisionId,modifiedDate,properties(key,value)";DriveClient.prototype.enableThumbnails=!0;DriveClient.prototype.thumbnailWidth=1E3;DriveClient.prototype.maxThumbnailSize=2E6;DriveClient.prototype.placeholderThumbnail="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".replace(/\+/g, "-").replace(/\//g,"_");DriveClient.prototype.placeholderMimeType="image/png";DriveClient.prototype.libraryMimeType="application/vnd.jgraph.mxlibrary";DriveClient.prototype.newAppHostname="www.draw.io";DriveClient.prototype.extension=".drawio";DriveClient.prototype.tokenRefreshInterval=0;DriveClient.prototype.lastTokenRefresh=0;DriveClient.prototype.maxRetries=5;DriveClient.prototype.staleEtagMaxRetries=3;DriveClient.prototype.coolOff=1E3;DriveClient.prototype.mimeTypeCheckCoolOff=6E4;DriveClient.prototype.user= null;DriveClient.prototype.sameWinAuthMode=!1;DriveClient.prototype.sameWinRedirectUrl=null;DriveClient.prototype.setUser=function(f){this.user=f;null==this.user?(this.userId=null,null!=this.tokenRefreshThread&&(window.clearTimeout(this.tokenRefreshThread),this.tokenRefreshThread=null)):this.userId=f.id;this.fireEvent(new mxEventObject("userChanged"))};DriveClient.prototype.setUserId=function(f){this.userId=f;null!=this.user&&this.user.id!=this.userId&&(this.user=null)};DriveClient.prototype.getUser= -function(){return this.user};DriveClient.prototype.getUsersList=function(){var f=[],c=JSON.parse(this.getPersistentToken(!0)),m=null;if(null!=c){null!=c.current&&(m=c.current.userId,f.push(c[m].user),f[0].isCurrent=!0);for(var n in c)"current"!=n&&n!=m&&f.push(c[n].user)}return f};DriveClient.prototype.logout=function(){this.ui.editor.loadUrl(this.redirectUri+"?doLogout=1&userId="+this.userId+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken(); -this.setUser(null);b=null};DriveClient.prototype.execute=function(f){var c=mxUtils.bind(this,function(m){this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(n,v){this.authorize(!1,mxUtils.bind(this,function(){null!=v&&v();f()}),mxUtils.bind(this,function(d){var g=null!=d.message?d.message:mxResources.get("cannotLogin");null!=d&&null!=d.error&&403==d.error.code&&null!=d.error.data&&0<d.error.data.length&&"domainPolicy"==d.error.data[0].reason&&(g=d.error.message);this.logout();this.ui.showError(mxResources.get("error"), -g,mxResources.get("help"),mxUtils.bind(this,function(){this.ui.openLink("https://www.diagrams.net/doc/faq/gsuite-authorisation-troubleshoot")}),null,mxResources.get("ok"))}),n)}))});this.authorize(!0,f,c)};DriveClient.prototype.executeRequest=function(f,c,m){try{var n=!0,v=null,d=0;null!=this.requestThread&&window.clearTimeout(this.requestThread);var g=mxUtils.bind(this,function(){try{this.requestThread=null;this.currentRequest=f;null!=v&&window.clearTimeout(v);v=window.setTimeout(mxUtils.bind(this, -function(){n=!1;null!=m&&m({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout"),retry:g})}),this.ui.timeout);var k=null,l=!1;"string"===typeof f.params?k=f.params:null!=f.params&&(k=JSON.stringify(f.params),l=!0);var p=f.fullUrl||this.GDriveBaseUrl+f.url;l&&(p+=(0<p.indexOf("?")?"&":"?")+"alt=json");var q=new mxXmlRequest(p,k,f.method||"GET");q.setRequestHeaders=mxUtils.bind(this,function(y,z){if(null!=f.headers)for(var A in f.headers)y.setRequestHeader(A,f.headers[A]);else null!=f.contentType? -y.setRequestHeader("Content-Type",f.contentType):l&&y.setRequestHeader("Content-Type","application/json");y.setRequestHeader("Authorization","Bearer "+b)});q.send(mxUtils.bind(this,function(y){try{if(window.clearTimeout(v),n){try{var z=JSON.parse(y.getText())}catch(J){z=null}if(200<=y.getStatus()&&299>=y.getStatus())null!=c&&c(z);else{var A=null!=z&&null!=z.error?null!=z.error.data?z.error.data:z.error.errors:null,B=null!=A&&0<A.length?A[0].reason:null;null==m||null==z||null==z.error||-1!=z.error.code&& -(403!=z.error.code||"domainPolicy"!=B&&"The requested mime type change is forbidden."!=z.error.message)?null!=z&&null!=z.error&&(401==z.error.code||403==z.error.code&&"rateLimitExceeded"!=B)?403==z.error.code&&this.retryAuth||401==z.error.code&&this.retryAuth&&"authError"==B?(null!=m&&m(z),this.retryAuth=!1):(this.retryAuth=!0,this.execute(g)):null!=z&&null!=z.error&&412!=z.error.code&&404!=z.error.code&&400!=z.error.code&&this.currentRequest==f&&d<this.maxRetries?(d++,this.requestThread=window.setTimeout(g, -Math.round(Math.pow(2,d)*(1+.1*(Math.random()-.5))*this.coolOff))):null!=m&&m(z):m(z)}}}catch(J){if(null!=m)m(J);else throw J;}}))}catch(y){if(null!=m)m(y);else throw y;}});null!=b&&this.authCalled?g():this.execute(g)}catch(k){if(null!=m)m(k);else throw k;}};DriveClient.prototype.createAuthWin=function(f){return window.open(f?f:"about:blank","gdauth",["width=525,height=525","top="+(window.screenY+Math.max(window.outerHeight-525,0)/2),"left="+(window.screenX+Math.max(window.outerWidth-525,0)/2),"status=no,resizable=yes,toolbar=no,menubar=no,scrollbars=yes"].join())}; -DriveClient.prototype.authorize=function(f,c,m,n,v){this.isExtAuth&&!f?window.parent.driveAuth(mxUtils.bind(this,function(d){this.updateAuthInfo(d,!0,!0,c,m)}),m):(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(d){200<=d.getStatus()&&299>=d.getStatus()?this.authorizeStep2(d.getText(),f,c,m,n,v):null!=m&&m(d)}),m)};DriveClient.prototype.updateAuthInfo=function(f,c,m,n,v){b=f.access_token;delete f.access_token;f.expires=Date.now()+1E3*parseInt(f.expires_in); -f.remember=c;this.resetTokenRefresh(f);this.authCalled=!0;if(m||null==this.user){var d=JSON.stringify(f);this.updateUser(mxUtils.bind(this,function(){var g=JSON.parse(d);this.setPersistentToken(g,!c);null!=n&&n()}),v)}else null!=n&&(this.setPersistentToken(f,!c),n())};DriveClient.prototype.authorizeStep2=function(f,c,m,n,v,d){try{null!=this.ui.stateArg&&null!=this.ui.stateArg.userId&&(this.userId=this.ui.stateArg.userId,null!=this.user&&this.user.id!=this.userId&&(this.user=null));if(null==this.userId){var g= -JSON.parse(this.getPersistentToken(!0));g&&null!=g.current&&(this.userId=g.current.userId)}if(c&&null==this.userId)null!=n&&n();else if(c)(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+f)+"&userId="+this.userId,null,"GET")).send(mxUtils.bind(this,function(l){200<=l.getStatus()&&299>=l.getStatus()?(l=JSON.parse(l.getText()),this.updateAuthInfo(l,!0,!1,m,n)):(0!=l.getStatus()&&this.logout(),null!=n&&n(l))}),n);else{var k= -"https://accounts.google.com/o/oauth2/v2/auth?client_id="+this.clientId+"&redirect_uri="+encodeURIComponent(this.redirectUri)+"&response_type=code&include_granted_scopes=true"+(v?"&access_type=offline&prompt=consent%20select_account":"")+"&scope="+encodeURIComponent(this.scopes.join(" "))+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+f+(this.sameWinRedirectUrl?"&redirect="+this.sameWinRedirectUrl:""));this.sameWinAuthMode?(window.location.assign(k), -d=null):null==d?d=this.createAuthWin(k):d.location=k;null!=d?(window.onGoogleDriveCallback=mxUtils.bind(this,function(l,p){window.onGoogleDriveCallback=null;try{null==l?null!=n&&n({message:mxResources.get("accessDenied")}):this.updateAuthInfo(l,v,!0,m,n)}catch(q){null!=n&&n(q)}finally{null!=p&&p.close()}}),d.focus()):null!=n&&n({message:mxResources.get("allowPopups")})}}catch(l){if(null!=n)n(l);else throw l;}};DriveClient.prototype.resetTokenRefresh=function(f){null!=this.tokenRefreshThread&&(window.clearTimeout(this.tokenRefreshThread), +function(){return this.user};DriveClient.prototype.getUsersList=function(){var f=[],c=JSON.parse(this.getPersistentToken(!0)),l=null;if(null!=c){null!=c.current&&(l=c.current.userId,f.push(c[l].user),f[0].isCurrent=!0);for(var m in c)"current"!=m&&m!=l&&f.push(c[m].user)}return f};DriveClient.prototype.logout=function(){this.ui.editor.loadUrl(this.redirectUri+"?doLogout=1&userId="+this.userId+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken(); +this.setUser(null);b=null};DriveClient.prototype.execute=function(f){var c=mxUtils.bind(this,function(l){this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(m,x){this.authorize(!1,mxUtils.bind(this,function(){null!=x&&x();f()}),mxUtils.bind(this,function(z){var C=null!=z.message?z.message:mxResources.get("cannotLogin");null!=z&&null!=z.error&&403==z.error.code&&null!=z.error.data&&0<z.error.data.length&&"domainPolicy"==z.error.data[0].reason&&(C=z.error.message);this.logout();this.ui.showError(mxResources.get("error"), +C,mxResources.get("help"),mxUtils.bind(this,function(){this.ui.openLink("https://www.diagrams.net/doc/faq/gsuite-authorisation-troubleshoot")}),null,mxResources.get("ok"))}),m)}))});this.authorize(!0,f,c)};DriveClient.prototype.executeRequest=function(f,c,l){try{var m=!0,x=null,z=0;null!=this.requestThread&&window.clearTimeout(this.requestThread);var C=mxUtils.bind(this,function(){try{this.requestThread=null;this.currentRequest=f;null!=x&&window.clearTimeout(x);x=window.setTimeout(mxUtils.bind(this, +function(){m=!1;null!=l&&l({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout"),retry:C})}),this.ui.timeout);var e=null,g=!1;"string"===typeof f.params?e=f.params:null!=f.params&&(e=JSON.stringify(f.params),g=!0);var k=f.fullUrl||this.GDriveBaseUrl+f.url;g&&(k+=(0<k.indexOf("?")?"&":"?")+"alt=json");var n=new mxXmlRequest(k,e,f.method||"GET");n.setRequestHeaders=mxUtils.bind(this,function(q,p){if(null!=f.headers)for(var A in f.headers)q.setRequestHeader(A,f.headers[A]);else null!=f.contentType? +q.setRequestHeader("Content-Type",f.contentType):g&&q.setRequestHeader("Content-Type","application/json");q.setRequestHeader("Authorization","Bearer "+b)});n.send(mxUtils.bind(this,function(q){try{if(window.clearTimeout(x),m){try{var p=JSON.parse(q.getText())}catch(y){p=null}if(200<=q.getStatus()&&299>=q.getStatus())null!=c&&c(p);else{var A=null!=p&&null!=p.error?null!=p.error.data?p.error.data:p.error.errors:null,E=null!=A&&0<A.length?A[0].reason:null;null==l||null==p||null==p.error||-1!=p.error.code&& +(403!=p.error.code||"domainPolicy"!=E&&"The requested mime type change is forbidden."!=p.error.message)?null!=p&&null!=p.error&&(401==p.error.code||403==p.error.code&&"rateLimitExceeded"!=E)?403==p.error.code&&this.retryAuth||401==p.error.code&&this.retryAuth&&"authError"==E?(null!=l&&l(p),this.retryAuth=!1):(this.retryAuth=!0,this.execute(C)):null!=p&&null!=p.error&&412!=p.error.code&&404!=p.error.code&&400!=p.error.code&&this.currentRequest==f&&z<this.maxRetries?(z++,this.requestThread=window.setTimeout(C, +Math.round(Math.pow(2,z)*(1+.1*(Math.random()-.5))*this.coolOff))):null!=l&&l(p):l(p)}}}catch(y){if(null!=l)l(y);else throw y;}}))}catch(q){if(null!=l)l(q);else throw q;}});null!=b&&this.authCalled?C():this.execute(C)}catch(e){if(null!=l)l(e);else throw e;}};DriveClient.prototype.createAuthWin=function(f){return window.open(f?f:"about:blank","gdauth",["width=525,height=525","top="+(window.screenY+Math.max(window.outerHeight-525,0)/2),"left="+(window.screenX+Math.max(window.outerWidth-525,0)/2),"status=no,resizable=yes,toolbar=no,menubar=no,scrollbars=yes"].join())}; +DriveClient.prototype.authorize=function(f,c,l,m,x){this.isExtAuth&&!f?window.parent.driveAuth(mxUtils.bind(this,function(z){this.updateAuthInfo(z,!0,!0,c,l)}),l):(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(z){200<=z.getStatus()&&299>=z.getStatus()?this.authorizeStep2(z.getText(),f,c,l,m,x):null!=l&&l(z)}),l)};DriveClient.prototype.updateAuthInfo=function(f,c,l,m,x){b=f.access_token;delete f.access_token;f.expires=Date.now()+1E3*parseInt(f.expires_in); +f.remember=c;this.resetTokenRefresh(f);this.authCalled=!0;if(l||null==this.user){var z=JSON.stringify(f);this.updateUser(mxUtils.bind(this,function(){var C=JSON.parse(z);this.setPersistentToken(C,!c);null!=m&&m()}),x)}else null!=m&&(this.setPersistentToken(f,!c),m())};DriveClient.prototype.authorizeStep2=function(f,c,l,m,x,z){try{null!=this.ui.stateArg&&null!=this.ui.stateArg.userId&&(this.userId=this.ui.stateArg.userId,null!=this.user&&this.user.id!=this.userId&&(this.user=null));if(null==this.userId){var C= +JSON.parse(this.getPersistentToken(!0));C&&null!=C.current&&(this.userId=C.current.userId)}if(c&&null==this.userId)null!=m&&m();else if(c)(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+f)+"&userId="+this.userId,null,"GET")).send(mxUtils.bind(this,function(g){200<=g.getStatus()&&299>=g.getStatus()?(g=JSON.parse(g.getText()),this.updateAuthInfo(g,!0,!1,l,m)):(0!=g.getStatus()&&this.logout(),null!=m&&m(g))}),m);else{var e= +"https://accounts.google.com/o/oauth2/v2/auth?client_id="+this.clientId+"&redirect_uri="+encodeURIComponent(this.redirectUri)+"&response_type=code&include_granted_scopes=true"+(x?"&access_type=offline&prompt=consent%20select_account":"")+"&scope="+encodeURIComponent(this.scopes.join(" "))+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+f+(this.sameWinRedirectUrl?"&redirect="+this.sameWinRedirectUrl:""));this.sameWinAuthMode?(window.location.assign(e), +z=null):null==z?z=this.createAuthWin(e):z.location=e;null!=z?(window.onGoogleDriveCallback=mxUtils.bind(this,function(g,k){window.onGoogleDriveCallback=null;try{null==g?null!=m&&m({message:mxResources.get("accessDenied")}):this.updateAuthInfo(g,x,!0,l,m)}catch(n){null!=m&&m(n)}finally{null!=k&&k.close()}}),z.focus()):null!=m&&m({message:mxResources.get("allowPopups")})}}catch(g){if(null!=m)m(g);else throw g;}};DriveClient.prototype.resetTokenRefresh=function(f){null!=this.tokenRefreshThread&&(window.clearTimeout(this.tokenRefreshThread), this.tokenRefreshThread=null);null!=f&&null==f.error&&0<f.expires_in&&(this.tokenRefreshInterval=1E3*parseInt(f.expires_in),this.lastTokenRefresh=(new Date).getTime(),this.tokenRefreshThread=window.setTimeout(mxUtils.bind(this,function(){this.authorize(!0,mxUtils.bind(this,function(){}),mxUtils.bind(this,function(){}))}),900*f.expires_in))};DriveClient.prototype.checkToken=function(f){var c=0<this.lastTokenRefresh;(new Date).getTime()-this.lastTokenRefresh>this.tokenRefreshInterval||null==this.tokenRefreshThread? -this.execute(mxUtils.bind(this,function(){f();c&&this.fireEvent(new mxEventObject("disconnected"))})):f()};DriveClient.prototype.updateUser=function(f,c){try{var m={Authorization:"Bearer "+b};this.ui.editor.loadUrl("https://www.googleapis.com/oauth2/v2/userinfo?alt=json",mxUtils.bind(this,function(n){var v=JSON.parse(n);this.executeRequest({url:"/about"},mxUtils.bind(this,function(d){var g=mxResources.get("notAvailable"),k=g,l=null;null!=d&&null!=d.user&&(g=d.user.emailAddress,k=d.user.displayName, -l=null!=d.user.picture?d.user.picture.url:null);this.setUser(new DrawioUser(v.id,g,k,l,v.locale));this.userId=v.id;null!=f&&f()}),c)}),c,null,null,null,null,m)}catch(n){if(null!=c)c(n);else throw n;}};DriveClient.prototype.copyFile=function(f,c,m,n){null!=f&&null!=c&&this.executeRequest({url:"/files/"+f+"/copy?fields="+encodeURIComponent(this.allFields)+"&supportsAllDrives=true&enforceSingleParent=true",method:"POST",params:{title:c,properties:[{key:"channel",value:Editor.guid()}]}},m,n)};DriveClient.prototype.renameFile= -function(f,c,m,n){null!=f&&null!=c&&this.executeRequest(this.createDriveRequest(f,{title:c}),m,n)};DriveClient.prototype.moveFile=function(f,c,m,n){null!=f&&null!=c&&this.executeRequest(this.createDriveRequest(f,{parents:[{kind:"drive#fileLink",id:c}]}),m,n)};DriveClient.prototype.createDriveRequest=function(f,c){return{url:"/files/"+f+"?uploadType=multipart&supportsAllDrives=true",method:"PUT",contentType:"application/json; charset=UTF-8",params:c}};DriveClient.prototype.getLibrary=function(f,c, -m){return this.getFile(f,c,m,!0,!0)};DriveClient.prototype.loadDescriptor=function(f,c,m,n){this.executeRequest({url:"/files/"+f+"?supportsAllDrives=true&fields="+(null!=n?n:this.allFields)},c,m)};DriveClient.prototype.listFiles=function(f,c,m,n,v){this.executeRequest({url:"/files?supportsAllDrives=true&includeItemsFromAllDrives=true&q="+encodeURIComponent("(mimeType contains '"+this.xmlMimeType+"') "+(f?" and (title contains '"+f+"')":"")+(c?" and (modifiedDate > '"+c.toISOString()+"')":"")+(m?" and ('me' in owners)": -""))+"&orderBy=modifiedDate desc,title"},n,v)};DriveClient.prototype.getCustomProperty=function(f,c){f=f.properties;var m=null;if(null!=f)for(var n=0;n<f.length;n++)if(f[n].key==c){m=f[n].value;break}return m};DriveClient.prototype.getFile=function(f,c,m,n,v){n=null!=n?n:!1;v=null!=v?v:!1;null!=urlParams.rev?this.executeRequest({url:"/files/"+f+"/revisions/"+urlParams.rev+"?supportsAllDrives=true"},mxUtils.bind(this,function(d){d.title=d.originalFilename;d.headRevisionId=d.id;d.id=f;this.getXmlFile(d, -c,m)}),m):this.loadDescriptor(f,mxUtils.bind(this,function(d){try{if(null!=this.user){var g=/\.png$/i.test(d.title);/\.v(dx|sdx?)$/i.test(d.title)||/\.gliffy$/i.test(d.title)||!this.ui.useCanvasForExport&&g?this.ui.convertFile(d.downloadUrl,d.title,d.mimeType,this.extension,c,m,null,{Authorization:"Bearer "+b}):n||v||d.mimeType==this.libraryMimeType||d.mimeType==this.xmlMimeType?this.getXmlFile(d,c,m,!0,v):this.getXmlFile(d,c,m)}else m({message:mxResources.get("loggedOut")})}catch(k){if(null!=m)m(k); -else throw k;}}),m)};DriveClient.prototype.isGoogleRealtimeMimeType=function(f){return null!=f&&"application/vnd.jgraph.mxfile."==f.substring(0,30)};DriveClient.prototype.getXmlFile=function(f,c,m,n,v){try{var d={Authorization:"Bearer "+b},g=f.downloadUrl;if(null==g)null!=m&&m({message:mxResources.get("exportOptionsDisabledDetails")});else{var k=0,l=mxUtils.bind(this,function(){this.ui.editor.loadUrl(g,mxUtils.bind(this,function(p){try{if(null==p)m({message:mxResources.get("invalidOrMissingFile")}); -else if(f.mimeType==this.libraryMimeType||v)f.mimeType!=this.libraryMimeType||v?c(new DriveLibrary(this.ui,p,f)):m({message:mxResources.get("notADiagramFile")});else{var q=!1;if(/\.png$/i.test(f.title)){var y=p.lastIndexOf(",");if(0<y){var z=this.ui.extractGraphModelFromPng(p);if(null!=z&&0<z.length)p=z;else try{z=p.substring(y+1);var A=!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(z):atob(z),B=this.ui.editor.extractGraphModel(mxUtils.parseXml(A).documentElement,!0);null==B||0<B.getElementsByTagName("parsererror").length? -q=!0:p=A}catch(J){q=!0}}}else/\.pdf$/i.test(f.title)?(z=Editor.extractGraphModelFromPdf(p),null!=z&&0<z.length&&(q=!0,p=z)):"data:image/png;base64,PG14ZmlsZS"==p.substring(0,32)&&(A=p.substring(22),p=window.atob&&!mxClient.IS_SF?atob(A):Base64.decode(A));Graph.fileSupport&&(new XMLHttpRequest).upload&&this.ui.isRemoteFileFormat(p,g)?this.ui.parseFileData(p,mxUtils.bind(this,function(J){try{4==J.readyState&&(200<=J.status&&299>=J.status?c(new LocalFile(this.ui,J.responseText,f.title+this.extension, -!0)):null!=m&&m({message:mxResources.get("errorLoadingFile")}))}catch(N){if(null!=m)m(N);else throw N;}}),f.title):c(q?new LocalFile(this.ui,p,f.title,!0):new DriveFile(this.ui,p,f))}}catch(J){if(null!=m)m(J);else throw J;}}),mxUtils.bind(this,function(p,q){if(k<this.maxRetries&&null!=q&&403==q.getStatus())k++,window.setTimeout(l,2*k*this.coolOff*(1+.1*(Math.random()-.5)));else if(null!=m)m(p);else throw p;}),null!=f.mimeType&&"image/"==f.mimeType.substring(0,6)&&"image/svg"!=f.mimeType.substring(0, -9)||/\.png$/i.test(f.title)||/\.jpe?g$/i.test(f.title)||/\.pdf$/i.test(f.title),null,null,null,d)});l()}}catch(p){if(null!=m)m(p);else throw p;}};DriveClient.prototype.saveFile=function(f,c,m,n,v,d,g,k,l){try{var p=0;f.saveLevel=1;var q=mxUtils.bind(this,function(D){if(null!=n)n(D);else throw D;try{if(!f.isConflict(D)){var F="sl_"+f.saveLevel+"-error_"+(f.getErrorMessage(D)||"unknown");null!=D&&null!=D.error&&null!=D.error.code&&(F+="-code_"+D.error.code);EditorUi.logEvent({category:"ERROR-SAVE-FILE-"+ -f.getHash()+"-rev_"+f.desc.headRevisionId+"-mod_"+f.desc.modifiedDate+"-size_"+f.getSize()+"-mime_"+f.desc.mimeType+(this.ui.editor.autosave?"":"-nosave")+(f.isAutosave()?"":"-noauto")+(f.changeListenerEnabled?"":"-nolisten")+(f.inConflictState?"-conflict":"")+(f.invalidChecksum?"-invalid":""),action:F,label:(null!=this.user?"user_"+this.user.id:"nouser")+(null!=f.sync?"-client_"+f.sync.clientId:"-nosync")})}}catch(H){}}),y=mxUtils.bind(this,function(D){q(D);try{EditorUi.logError(D.message,null,null, -D)}catch(F){}});if(f.isEditable()&&null!=f.desc){var z=(new Date).getTime(),A=f.desc.etag,B=f.desc.modifiedDate,J=f.desc.headRevisionId,N=this.ui.useCanvasForExport&&/(\.png)$/i.test(f.getTitle());d=null!=d?d:!1;var K=null,u=!1,x={mimeType:f.desc.mimeType,title:f.getTitle()};if(this.isGoogleRealtimeMimeType(x.mimeType))x.mimeType=this.xmlMimeType,K=f.desc,u=c=!0;else if("application/octet-stream"==x.mimeType||"1"==urlParams["override-mime"]&&x.mimeType!=this.xmlMimeType)x.mimeType=this.xmlMimeType; -var G=mxUtils.bind(this,function(D,F,H){try{f.saveLevel=3;f.constructor==DriveFile&&(null==k&&(k=[]),null==f.getChannelId()&&k.push({key:"channel",value:Editor.guid(32)}),null==f.getChannelKey()&&k.push({key:"key",value:Editor.guid(32)}),k.push({key:"secret",value:null!=l?l:Editor.guid(32)}));H||(null!=D||d||(D=this.placeholderThumbnail,F=this.placeholderMimeType),null!=D&&null!=F&&(x.thumbnail={image:D,mimeType:F}));var E=f.getData(),P=mxUtils.bind(this,function(R){try{if(f.saveDelay=(new Date).getTime()- -z,f.saveLevel=11,null==R)q({message:mxResources.get("errorSavingFile")+": Empty response"});else{var M=(new Date(R.modifiedDate)).getTime()-(new Date(B)).getTime();if(0>=M||A==R.etag||c&&J==R.headRevisionId){f.saveLevel=12;var W=[];0>=M&&W.push("invalid modified time");A==R.etag&&W.push("stale etag");c&&J==R.headRevisionId&&W.push("stale revision");var X=W.join(", ");q({message:mxResources.get("errorSavingFile")+": "+X},R);try{EditorUi.logError("Critical: Error saving to Google Drive "+f.desc.id, -null,"from-"+J+"."+B+"-"+this.ui.hashValue(A)+"-to-"+R.headRevisionId+"."+R.modifiedDate+"-"+this.ui.hashValue(R.etag)+(0<X.length?"-errors-"+X:""),"user-"+(null!=this.user?this.user.id:"nouser")+(null!=f.sync?"-client_"+f.sync.clientId:"-nosync"))}catch(t){}}else if(f.saveLevel=null,m(R,E),null!=K){this.executeRequest({url:"/files/"+K.id+"/revisions/"+K.headRevisionId+"?supportsAllDrives=true"},mxUtils.bind(this,mxUtils.bind(this,function(t){t.pinned=!0;this.executeRequest({url:"/files/"+K.id+"/revisions/"+ -K.headRevisionId,method:"PUT",params:t})})));try{EditorUi.logEvent({category:f.convertedFrom+"-CONVERT-FILE-"+f.getHash(),action:"from_"+K.id+"."+K.headRevisionId+"-to_"+f.desc.id+"."+f.desc.headRevisionId,label:null!=this.user?"user_"+this.user.id:"nouser"+(null!=f.sync?"-client_"+f.sync.clientId:"nosync")})}catch(t){}}}}catch(t){y(t)}}),I=mxUtils.bind(this,function(R,M){f.saveLevel=4;try{null!=k&&(x.properties=k);var W=g||f.constructor!=DriveFile||"manual"!=DrawioFile.SYNC&&"auto"!=DrawioFile.SYNC? -null:f.getCurrentEtag(),X=mxUtils.bind(this,function(L){f.saveLevel=5;try{var Q=f.desc.mimeType!=this.xmlMimeType&&f.desc.mimeType!=this.mimeType&&f.desc.mimeType!=this.libraryMimeType,O=!0,S=null;try{S=window.setTimeout(mxUtils.bind(this,function(){O=!1;q({code:App.ERROR_TIMEOUT})}),5*this.ui.timeout)}catch(U){}this.executeRequest(this.createUploadRequest(f.getId(),x,R,c||L||Q,M,L?null:W,u),mxUtils.bind(this,function(U){window.clearTimeout(S);O&&P(U)}),mxUtils.bind(this,function(U){window.clearTimeout(S); -if(O){f.saveLevel=6;try{f.isConflict(U)?this.executeRequest({url:"/files/"+f.getId()+"?supportsAllDrives=true&fields="+this.catchupFields},mxUtils.bind(this,function(V){f.saveLevel=7;try{if(null!=V&&V.etag==W)if(p<this.staleEtagMaxRetries){p++;var Y=2*p*this.coolOff*(1+.1*(Math.random()-.5));window.setTimeout(t,Y);"1"==urlParams.test&&EditorUi.debug("DriveClient: Stale Etag Detected","retry",p,"delay",Y)}else{t(!0);try{EditorUi.logEvent({category:"STALE-ETAG-SAVE-FILE-"+f.getHash(),action:"rev_"+ -f.desc.headRevisionId+"-mod_"+f.desc.modifiedDate+"-size_"+f.getSize()+"-mime_"+f.desc.mimeType+(this.ui.editor.autosave?"":"-nosave")+(f.isAutosave()?"":"-noauto")+(f.changeListenerEnabled?"":"-nolisten")+(f.inConflictState?"-conflict":"")+(f.invalidChecksum?"-invalid":""),label:(null!=this.user?"user_"+this.user.id:"nouser")+(null!=f.sync?"-client_"+f.sync.clientId:"-nosync")})}catch(ba){}}else"1"==urlParams.test&&V.headRevisionId==J&&EditorUi.debug("DriveClient: Remote Etag Changed","local",W, -"remote",V.etag,"rev",f.desc.headRevisionId,"response",[V],"file",[f]),q(U,V)}catch(ba){y(ba)}}),mxUtils.bind(this,function(){q(U)})):q(U)}catch(V){y(V)}}}))}catch(U){y(U)}}),t=mxUtils.bind(this,function(L){f.saveLevel=9;if(L||null==W)X(L);else{var Q=!0,O=null;try{O=window.setTimeout(mxUtils.bind(this,function(){Q=!1;q({code:App.ERROR_TIMEOUT})}),3*this.ui.timeout)}catch(S){}this.executeRequest({url:"/files/"+f.getId()+"?supportsAllDrives=true&fields="+this.catchupFields},mxUtils.bind(this,function(S){window.clearTimeout(O); -if(Q){f.saveLevel=10;try{null!=S&&S.headRevisionId==J?("1"==urlParams.test&&W!=S.etag&&EditorUi.debug("DriveClient: Preflight Etag Update","from",W,"to",S.etag,"rev",f.desc.headRevisionId,"response",[S],"file",[f]),W=S.etag,X(L)):q({error:{code:412}},S)}catch(U){y(U)}}}),mxUtils.bind(this,function(S){window.clearTimeout(O);Q&&(f.saveLevel=11,q(S))}))}});if(N&&null==D){f.saveLevel=8;var C=new Image;C.onload=mxUtils.bind(this,function(){try{var L=this.thumbnailWidth/C.width,Q=document.createElement("canvas"); -Q.width=this.thumbnailWidth;Q.height=Math.floor(C.height*L);Q.getContext("2d").drawImage(C,0,0,Q.width,Q.height);var O=Q.toDataURL();O=O.substring(O.indexOf(",")+1).replace(/\+/g,"-").replace(/\//g,"_");x.thumbnail={image:O,mimeType:"image/png"};t(!1)}catch(S){try{t(!1)}catch(U){y(U)}}});C.src="data:image/png;base64,"+R}else t(!1)}catch(L){y(L)}});if(N){var T=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(R){I(R,!0)}),q,this.ui.getCurrentFile()!=f? -E:null,T.scale,T.border)}else I(E,!1)}catch(R){y(R)}});try{f.saveLevel=2,(d||N||f.constructor==DriveLibrary||!this.enableThumbnails||"0"==urlParams.thumb||null!=x.mimeType&&"application/vnd.jgraph.mxfile"!=x.mimeType.substring(0,29)||!this.ui.getThumbnail(this.thumbnailWidth,mxUtils.bind(this,function(D){try{var F=null;try{null!=D&&(F=D.toDataURL("image/png")),null!=F&&(F=F.length>this.maxThumbnailSize?null:F.substring(F.indexOf(",")+1).replace(/\+/g,"-").replace(/\//g,"_"))}catch(H){F=null}G(F,"image/png")}catch(H){y(H)}})))&& -G(null,null,f.constructor!=DriveLibrary)}catch(D){y(D)}}else this.ui.editor.graph.reset(),q({message:mxResources.get("readOnly")})}catch(D){y(D)}};DriveClient.prototype.insertFile=function(f,c,m,n,v,d,g){d=null!=d?d:this.xmlMimeType;f={mimeType:d,title:f};null!=m&&(f.parents=[{kind:"drive#fileLink",id:m}]);this.executeRequest(this.createUploadRequest(null,f,c,!1,g),mxUtils.bind(this,function(k){d==this.libraryMimeType?n(new DriveLibrary(this.ui,c,k)):0==k?null!=v&&v({message:mxResources.get("errorSavingFile")}): -n(new DriveFile(this.ui,c,k))}),v)};DriveClient.prototype.createUploadRequest=function(f,c,m,n,v,d,g){v=null!=v?v:!1;var k={"Content-Type":'multipart/mixed; boundary="-------314159265358979323846"'};null!=d&&(k["If-Match"]=d);f={fullUrl:"https://content.googleapis.com/upload/drive/v2/files"+(null!=f?"/"+f:"")+"?uploadType=multipart&supportsAllDrives=true&enforceSingleParent=true&fields="+this.allFields,method:null!=f?"PUT":"POST",headers:k,params:"\r\n---------314159265358979323846\r\nContent-Type: application/json\r\n\r\n"+ -JSON.stringify(c)+"\r\n---------314159265358979323846\r\nContent-Type: application/octect-stream\r\nContent-Transfer-Encoding: base64\r\n\r\n"+(null!=m?v?m:!window.btoa||mxClient.IS_IE||mxClient.IS_IE11?Base64.encode(m):Graph.base64EncodeUnicode(m):"")+"\r\n---------314159265358979323846--"};n||(f.fullUrl+="&newRevision=false");g&&(f.fullUrl+="&pinned=true");return f};DriveClient.prototype.createLinkPicker=function(){var f=e.linkPicker;if(null==f||e.linkPickerToken!=b){e.linkPickerToken=b;f=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0).setSelectFolderEnabled(!0); -var c=(new google.picker.DocsView).setIncludeFolders(!0).setSelectFolderEnabled(!0),m=(new google.picker.DocsView).setIncludeFolders(!0).setEnableDrives(!0).setSelectFolderEnabled(!0);f=(new google.picker.PickerBuilder).setAppId(this.appId).setLocale(mxLanguage).setOAuthToken(e.linkPickerToken).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(f).addView(c).addView(m).addView(google.picker.ViewId.RECENTLY_PICKED)}return f};DriveClient.prototype.pickFile=function(f,c,m){this.filePickerCallback= -null!=f?f:mxUtils.bind(this,function(n){this.ui.loadFile("G"+n)});this.filePicked=mxUtils.bind(this,function(n){n.action==google.picker.Action.PICKED&&this.filePickerCallback(n.docs[0].id,n.docs[0])});this.ui.spinner.spin(document.body,mxResources.get("authorizing"))&&this.execute(mxUtils.bind(this,function(){try{this.ui.spinner.stop();var n=c?"genericPicker":"filePicker",v=mxUtils.bind(this,function(q){"picker modal-dialog-bg picker-dialog-bg"==mxEvent.getSource(q).className&&(mxEvent.removeListener(document, -"click",v),this[n].setVisible(!1),m&&m())});if(null==e[n]||e[n+"Token"]!=b){e[n+"Token"]=b;var d=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0),g=(new google.picker.DocsView).setIncludeFolders(!0),k=(new google.picker.DocsView).setEnableDrives(!0).setIncludeFolders(!0),l=(new google.picker.DocsUploadView).setIncludeFolders(!0);c?(d.setMimeTypes("*/*"),g.setMimeTypes("*/*"),k.setMimeTypes("*/*")):(d.setMimeTypes(this.mimeTypes),g.setMimeTypes(this.mimeTypes), -k.setMimeTypes(this.mimeTypes));e[n]=(new google.picker.PickerBuilder).setOAuthToken(e[n+"Token"]).setLocale(mxLanguage).setAppId(this.appId).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(d).addView(g).addView(k).addView(google.picker.ViewId.RECENTLY_PICKED).addView(l);if(urlParams.gPickerSize){var p=urlParams.gPickerSize.split(",");e[n]=e[n].setSize(p[0],p[1])}urlParams.topBaseUrl&&(e[n]=e[n].setOrigin(decodeURIComponent(urlParams.topBaseUrl)));e[n]=e[n].setCallback(mxUtils.bind(this, -function(q){if(q.action==google.picker.Action.PICKED||q.action==google.picker.Action.CANCEL)mxEvent.removeListener(document,"click",v),m&&q.action==google.picker.Action.CANCEL&&m();q.action==google.picker.Action.PICKED&&this.filePicked(q)})).build()}mxEvent.addListener(document,"click",v);e[n].setVisible(!0)}catch(q){this.ui.spinner.stop(),this.ui.handleError(q)}}))};DriveClient.prototype.pickFolder=function(f,c){this.folderPickerCallback=f;var m=mxUtils.bind(this,function(){try{this.ui.spinner.spin(document.body, -mxResources.get("authorizing"))&&this.execute(mxUtils.bind(this,function(){try{this.ui.spinner.stop();var n=mxUtils.bind(this,function(l){"picker modal-dialog-bg picker-dialog-bg"==mxEvent.getSource(l).className&&(mxEvent.removeListener(document,"click",n),e.folderPicker.setVisible(!1))});if(null==e.folderPicker||e.folderPickerToken!=b){e.folderPickerToken=b;var v=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0).setSelectFolderEnabled(!0).setMimeTypes("application/vnd.google-apps.folder"), -d=(new google.picker.DocsView).setIncludeFolders(!0).setSelectFolderEnabled(!0).setMimeTypes("application/vnd.google-apps.folder"),g=(new google.picker.DocsView).setIncludeFolders(!0).setEnableDrives(!0).setSelectFolderEnabled(!0).setMimeTypes("application/vnd.google-apps.folder");e.folderPicker=(new google.picker.PickerBuilder).setSelectableMimeTypes("application/vnd.google-apps.folder").setOAuthToken(e.folderPickerToken).setLocale(mxLanguage).setAppId(this.appId).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(v).addView(d).addView(g).addView(google.picker.ViewId.RECENTLY_PICKED).setTitle(mxResources.get("pickFolder")); -if(urlParams.gPickerSize){var k=urlParams.gPickerSize.split(",");e.folderPicker=e.folderPicker.setSize(k[0],k[1])}urlParams.topBaseUrl&&(e.folderPicker=e.folderPicker.setOrigin(decodeURIComponent(urlParams.topBaseUrl)));e.folderPicker=e.folderPicker.setCallback(mxUtils.bind(this,function(l){l.action!=google.picker.Action.PICKED&&l.action!=google.picker.Action.CANCEL||mxEvent.removeListener(document,"click",n);this.folderPickerCallback(l)})).build()}mxEvent.addListener(document,"click",n);e.folderPicker.setVisible(!0)}catch(l){this.ui.spinner.stop(), -this.ui.handleError(l)}}))}catch(n){this.ui.handleError(n)}});c?m():this.ui.confirm(mxResources.get("useRootFolder"),mxUtils.bind(this,function(){this.folderPickerCallback({action:google.picker.Action.PICKED,docs:[{type:"folder",id:"root"}]})}),mxUtils.bind(this,function(){m()}),mxResources.get("yes"),mxResources.get("noPickFolder")+"...",!0)};DriveClient.prototype.pickLibrary=function(f){this.filePickerCallback=f;this.filePicked=mxUtils.bind(this,function(c){c.action==google.picker.Action.PICKED? -this.filePickerCallback(c.docs[0].id):c.action==google.picker.Action.CANCEL&&null==this.ui.getCurrentFile()&&this.ui.showSplash()});this.ui.spinner.spin(document.body,mxResources.get("authorizing"))&&this.execute(mxUtils.bind(this,function(){try{this.ui.spinner.stop();var c=mxUtils.bind(this,function(k){"picker modal-dialog-bg picker-dialog-bg"==mxEvent.getSource(k).className&&(mxEvent.removeListener(document,"click",c),e.libraryPicker.setVisible(!1))});if(null==e.libraryPicker||e.libraryPickerToken!= -b){e.libraryPickerToken=b;var m=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0).setMimeTypes(this.libraryMimeType+",application/xml,text/plain,application/octet-stream"),n=(new google.picker.DocsView).setIncludeFolders(!0).setMimeTypes(this.libraryMimeType+",application/xml,text/plain,application/octet-stream"),v=(new google.picker.DocsView).setEnableDrives(!0).setIncludeFolders(!0).setMimeTypes(this.libraryMimeType+",application/xml,text/plain,application/octet-stream"), -d=(new google.picker.DocsUploadView).setIncludeFolders(!0);e.libraryPicker=(new google.picker.PickerBuilder).setOAuthToken(e.libraryPickerToken).setLocale(mxLanguage).setAppId(this.appId).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(m).addView(n).addView(v).addView(google.picker.ViewId.RECENTLY_PICKED).addView(d);if(urlParams.gPickerSize){var g=urlParams.gPickerSize.split(",");e.libraryPicker=e.libraryPicker.setSize(g[0],g[1])}urlParams.topBaseUrl&&(e.libraryPicker=e.libraryPicker.setOrigin(decodeURIComponent(urlParams.topBaseUrl))); -e.libraryPicker=e.libraryPicker.setCallback(mxUtils.bind(this,function(k){k.action!=google.picker.Action.PICKED&&k.action!=google.picker.Action.CANCEL||mxEvent.removeListener(document,"click",c);k.action==google.picker.Action.PICKED&&this.filePicked(k)})).build()}mxEvent.addListener(document,"click",c);e.libraryPicker.setVisible(!0)}catch(k){this.ui.spinner.stop(),this.ui.handleError(k)}}))};DriveClient.prototype.showPermissions=function(f){var c=mxUtils.bind(this,function(){var m=new ConfirmDialog(this.ui, -mxResources.get("googleSharingNotAvailable"),mxUtils.bind(this,function(){this.ui.editor.graph.openLink("https://drive.google.com/open?id="+f)}),null,mxResources.get("open"),null,null,null,null,IMAGE_PATH+"/google-share.png");this.ui.showDialog(m.container,360,190,!0,!0);m.init()});this.sharingFailed?c():this.checkToken(mxUtils.bind(this,function(){try{var m=new gapi.drive.share.ShareClient(this.appId);m.setOAuthToken(b);m.setItemIds([f]);m.showSettingsDialog();"MutationObserver"in window&&(null!= -this.sharingObserver&&(this.sharingObserver.disconnect(),this.sharingObserver=null),this.sharingObserver=new MutationObserver(mxUtils.bind(this,function(n){for(var v=!1,d=0;d<n.length;d++)for(var g=0;g<n[d].addedNodes.length;g++){var k=n[d].addedNodes[g];"BUTTON"==k.nodeName&&"ok"==k.getAttribute("name")&&null!=k.parentNode&&null!=k.parentNode.parentNode&&"dialog"==k.parentNode.parentNode.getAttribute("role")?(this.sharingFailed=!0,k.click(),c(),v=!0):"DIV"==k.nodeName&&"shr-q-shr-r-shr-xb"==k.className&& -(v=!0)}v&&(this.sharingObserver.disconnect(),this.sharingObserver=null)})),this.sharingObserver.observe(document,{childList:!0,subtree:!0}))}catch(n){this.ui.handleError(n)}}))};DriveClient.prototype.clearPersistentToken=function(){var f=JSON.parse(this.getPersistentToken(!0))||{};delete f.current;delete f[this.userId];for(var c in f){f.current={userId:c,expires:0};break}DrawioClient.prototype.setPersistentToken.call(this,JSON.stringify(f))};DriveClient.prototype.setPersistentToken=function(f,c){var m= -JSON.parse(this.getPersistentToken(!0))||{};f.userId=this.userId;m.current=f;m[this.userId]={user:this.user};DrawioClient.prototype.setPersistentToken.call(this,JSON.stringify(m),c)}})();DropboxFile=function(b,e,f){DrawioFile.call(this,b,e);this.stat=f};mxUtils.extend(DropboxFile,DrawioFile);DropboxFile.prototype.getId=function(){return this.stat.path_display.substring(1)};DropboxFile.prototype.getHash=function(){return"D"+encodeURIComponent(this.getId())};DropboxFile.prototype.getMode=function(){return App.MODE_DROPBOX};DropboxFile.prototype.isAutosaveOptional=function(){return!0};DropboxFile.prototype.getTitle=function(){return this.stat.name}; +this.execute(mxUtils.bind(this,function(){f();c&&this.fireEvent(new mxEventObject("disconnected"))})):f()};DriveClient.prototype.updateUser=function(f,c){try{var l={Authorization:"Bearer "+b};this.ui.editor.loadUrl("https://www.googleapis.com/oauth2/v2/userinfo?alt=json",mxUtils.bind(this,function(m){var x=JSON.parse(m);this.executeRequest({url:"/about"},mxUtils.bind(this,function(z){var C=mxResources.get("notAvailable"),e=C,g=null;null!=z&&null!=z.user&&(C=z.user.emailAddress,e=z.user.displayName, +g=null!=z.user.picture?z.user.picture.url:null);this.setUser(new DrawioUser(x.id,C,e,g,x.locale));this.userId=x.id;null!=f&&f()}),c)}),c,null,null,null,null,l)}catch(m){if(null!=c)c(m);else throw m;}};DriveClient.prototype.copyFile=function(f,c,l,m){null!=f&&null!=c&&this.executeRequest({url:"/files/"+f+"/copy?fields="+encodeURIComponent(this.allFields)+"&supportsAllDrives=true&enforceSingleParent=true",method:"POST",params:{title:c,properties:[{key:"channel",value:Editor.guid()}]}},l,m)};DriveClient.prototype.renameFile= +function(f,c,l,m){null!=f&&null!=c&&this.executeRequest(this.createDriveRequest(f,{title:c}),l,m)};DriveClient.prototype.moveFile=function(f,c,l,m){null!=f&&null!=c&&this.executeRequest(this.createDriveRequest(f,{parents:[{kind:"drive#fileLink",id:c}]}),l,m)};DriveClient.prototype.createDriveRequest=function(f,c){return{url:"/files/"+f+"?uploadType=multipart&supportsAllDrives=true",method:"PUT",contentType:"application/json; charset=UTF-8",params:c}};DriveClient.prototype.getLibrary=function(f,c, +l){return this.getFile(f,c,l,!0,!0)};DriveClient.prototype.loadDescriptor=function(f,c,l,m){this.executeRequest({url:"/files/"+f+"?supportsAllDrives=true&fields="+(null!=m?m:this.allFields)},c,l)};DriveClient.prototype.listFiles=function(f,c,l,m,x){this.executeRequest({url:"/files?supportsAllDrives=true&includeItemsFromAllDrives=true&q="+encodeURIComponent("(mimeType contains '"+this.xmlMimeType+"') "+(f?" and (title contains '"+f+"')":"")+(c?" and (modifiedDate > '"+c.toISOString()+"')":"")+(l?" and ('me' in owners)": +""))+"&orderBy=modifiedDate desc,title"},m,x)};DriveClient.prototype.getCustomProperty=function(f,c){f=f.properties;var l=null;if(null!=f)for(var m=0;m<f.length;m++)if(f[m].key==c){l=f[m].value;break}return l};DriveClient.prototype.getFile=function(f,c,l,m,x){m=null!=m?m:!1;x=null!=x?x:!1;null!=urlParams.rev?this.executeRequest({url:"/files/"+f+"/revisions/"+urlParams.rev+"?supportsAllDrives=true"},mxUtils.bind(this,function(z){z.title=z.originalFilename;z.headRevisionId=z.id;z.id=f;this.getXmlFile(z, +c,l)}),l):this.loadDescriptor(f,mxUtils.bind(this,function(z){try{if(null!=this.user){var C=/\.png$/i.test(z.title);/\.v(dx|sdx?)$/i.test(z.title)||/\.gliffy$/i.test(z.title)||!this.ui.useCanvasForExport&&C?this.ui.convertFile(z.downloadUrl,z.title,z.mimeType,this.extension,c,l,null,{Authorization:"Bearer "+b}):m||x||z.mimeType==this.libraryMimeType||z.mimeType==this.xmlMimeType?this.getXmlFile(z,c,l,!0,x):this.getXmlFile(z,c,l)}else l({message:mxResources.get("loggedOut")})}catch(e){if(null!=l)l(e); +else throw e;}}),l)};DriveClient.prototype.isGoogleRealtimeMimeType=function(f){return null!=f&&"application/vnd.jgraph.mxfile."==f.substring(0,30)};DriveClient.prototype.getXmlFile=function(f,c,l,m,x){try{var z={Authorization:"Bearer "+b},C=f.downloadUrl;if(null==C)null!=l&&l({message:mxResources.get("exportOptionsDisabledDetails")});else{var e=0,g=mxUtils.bind(this,function(){this.ui.editor.loadUrl(C,mxUtils.bind(this,function(k){try{if(null==k)l({message:mxResources.get("invalidOrMissingFile")}); +else if(f.mimeType==this.libraryMimeType||x)f.mimeType!=this.libraryMimeType||x?c(new DriveLibrary(this.ui,k,f)):l({message:mxResources.get("notADiagramFile")});else{var n=!1;if(/\.png$/i.test(f.title)){var q=k.lastIndexOf(",");if(0<q){var p=this.ui.extractGraphModelFromPng(k);if(null!=p&&0<p.length)k=p;else try{p=k.substring(q+1);var A=!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(p):atob(p),E=this.ui.editor.extractGraphModel(mxUtils.parseXml(A).documentElement,!0);null==E||0<E.getElementsByTagName("parsererror").length? +n=!0:k=A}catch(y){n=!0}}}else/\.pdf$/i.test(f.title)?(p=Editor.extractGraphModelFromPdf(k),null!=p&&0<p.length&&(n=!0,k=p)):"data:image/png;base64,PG14ZmlsZS"==k.substring(0,32)&&(A=k.substring(22),k=window.atob&&!mxClient.IS_SF?atob(A):Base64.decode(A));Graph.fileSupport&&(new XMLHttpRequest).upload&&this.ui.isRemoteFileFormat(k,C)?this.ui.parseFileData(k,mxUtils.bind(this,function(y){try{4==y.readyState&&(200<=y.status&&299>=y.status?c(new LocalFile(this.ui,y.responseText,f.title+this.extension, +!0)):null!=l&&l({message:mxResources.get("errorLoadingFile")}))}catch(B){if(null!=l)l(B);else throw B;}}),f.title):c(n?new LocalFile(this.ui,k,f.title,!0):new DriveFile(this.ui,k,f))}}catch(y){if(null!=l)l(y);else throw y;}}),mxUtils.bind(this,function(k,n){if(e<this.maxRetries&&null!=n&&403==n.getStatus())e++,window.setTimeout(g,2*e*this.coolOff*(1+.1*(Math.random()-.5)));else if(null!=l)l(k);else throw k;}),null!=f.mimeType&&"image/"==f.mimeType.substring(0,6)&&"image/svg"!=f.mimeType.substring(0, +9)||/\.png$/i.test(f.title)||/\.jpe?g$/i.test(f.title)||/\.pdf$/i.test(f.title),null,null,null,z)});g()}}catch(k){if(null!=l)l(k);else throw k;}};DriveClient.prototype.saveFile=function(f,c,l,m,x,z,C,e,g){try{var k=0;f.saveLevel=1;var n=mxUtils.bind(this,function(G){if(null!=m)m(G);else throw G;try{if(!f.isConflict(G)){var I="sl_"+f.saveLevel+"-error_"+(f.getErrorMessage(G)||"unknown");null!=G&&null!=G.error&&null!=G.error.code&&(I+="-code_"+G.error.code);EditorUi.logEvent({category:"ERROR-SAVE-FILE-"+ +f.getHash()+"-rev_"+f.desc.headRevisionId+"-mod_"+f.desc.modifiedDate+"-size_"+f.getSize()+"-mime_"+f.desc.mimeType+(this.ui.editor.autosave?"":"-nosave")+(f.isAutosave()?"":"-noauto")+(f.changeListenerEnabled?"":"-nolisten")+(f.inConflictState?"-conflict":"")+(f.invalidChecksum?"-invalid":""),action:I,label:(null!=this.user?"user_"+this.user.id:"nouser")+(null!=f.sync?"-client_"+f.sync.clientId:"-nosync")})}}catch(M){}}),q=mxUtils.bind(this,function(G){n(G);try{EditorUi.logError(G.message,null,null, +G)}catch(I){}});if(f.isEditable()&&null!=f.desc){var p=(new Date).getTime(),A=f.desc.etag,E=f.desc.modifiedDate,y=f.desc.headRevisionId,B=this.ui.useCanvasForExport&&/(\.png)$/i.test(f.getTitle());z=null!=z?z:!1;var J=null,N=!1,v={mimeType:f.desc.mimeType,title:f.getTitle()};if(this.isGoogleRealtimeMimeType(v.mimeType))v.mimeType=this.xmlMimeType,J=f.desc,N=c=!0;else if("application/octet-stream"==v.mimeType||"1"==urlParams["override-mime"]&&v.mimeType!=this.xmlMimeType)v.mimeType=this.xmlMimeType; +var u=mxUtils.bind(this,function(G,I,M){try{f.saveLevel=3;f.constructor==DriveFile&&(null==e&&(e=[]),null==f.getChannelId()&&e.push({key:"channel",value:Editor.guid(32)}),null==f.getChannelKey()&&e.push({key:"key",value:Editor.guid(32)}),e.push({key:"secret",value:null!=g?g:Editor.guid(32)}));M||(null!=G||z||(G=this.placeholderThumbnail,I=this.placeholderMimeType),null!=G&&null!=I&&(v.thumbnail={image:G,mimeType:I}));var K=f.getData(),H=mxUtils.bind(this,function(U){try{if(f.saveDelay=(new Date).getTime()- +p,f.saveLevel=11,null==U)n({message:mxResources.get("errorSavingFile")+": Empty response"});else{var T=(new Date(U.modifiedDate)).getTime()-(new Date(E)).getTime();if(0>=T||A==U.etag||c&&y==U.headRevisionId){f.saveLevel=12;var V=[];0>=T&&V.push("invalid modified time");A==U.etag&&V.push("stale etag");c&&y==U.headRevisionId&&V.push("stale revision");var W=V.join(", ");n({message:mxResources.get("errorSavingFile")+": "+W},U);try{EditorUi.logError("Critical: Error saving to Google Drive "+f.desc.id, +null,"from-"+y+"."+E+"-"+this.ui.hashValue(A)+"-to-"+U.headRevisionId+"."+U.modifiedDate+"-"+this.ui.hashValue(U.etag)+(0<W.length?"-errors-"+W:""),"user-"+(null!=this.user?this.user.id:"nouser")+(null!=f.sync?"-client_"+f.sync.clientId:"-nosync"))}catch(t){}}else if(f.saveLevel=null,l(U,K),null!=J){this.executeRequest({url:"/files/"+J.id+"/revisions/"+J.headRevisionId+"?supportsAllDrives=true"},mxUtils.bind(this,mxUtils.bind(this,function(t){t.pinned=!0;this.executeRequest({url:"/files/"+J.id+"/revisions/"+ +J.headRevisionId,method:"PUT",params:t})})));try{EditorUi.logEvent({category:f.convertedFrom+"-CONVERT-FILE-"+f.getHash(),action:"from_"+J.id+"."+J.headRevisionId+"-to_"+f.desc.id+"."+f.desc.headRevisionId,label:null!=this.user?"user_"+this.user.id:"nouser"+(null!=f.sync?"-client_"+f.sync.clientId:"nosync")})}catch(t){}}}}catch(t){q(t)}}),F=mxUtils.bind(this,function(U,T){f.saveLevel=4;try{null!=e&&(v.properties=e);var V=C||f.constructor!=DriveFile||"manual"!=DrawioFile.SYNC&&"auto"!=DrawioFile.SYNC? +null:f.getCurrentEtag(),W=mxUtils.bind(this,function(L){f.saveLevel=5;try{var R=f.desc.mimeType!=this.xmlMimeType&&f.desc.mimeType!=this.mimeType&&f.desc.mimeType!=this.libraryMimeType,O=!0,Q=null;try{Q=window.setTimeout(mxUtils.bind(this,function(){O=!1;n({code:App.ERROR_TIMEOUT})}),5*this.ui.timeout)}catch(S){}this.executeRequest(this.createUploadRequest(f.getId(),v,U,c||L||R,T,L?null:V,N),mxUtils.bind(this,function(S){window.clearTimeout(Q);O&&H(S)}),mxUtils.bind(this,function(S){window.clearTimeout(Q); +if(O){f.saveLevel=6;try{f.isConflict(S)?this.executeRequest({url:"/files/"+f.getId()+"?supportsAllDrives=true&fields="+this.catchupFields},mxUtils.bind(this,function(X){f.saveLevel=7;try{if(null!=X&&X.etag==V)if(k<this.staleEtagMaxRetries){k++;var aa=2*k*this.coolOff*(1+.1*(Math.random()-.5));window.setTimeout(t,aa);"1"==urlParams.test&&EditorUi.debug("DriveClient: Stale Etag Detected","retry",k,"delay",aa)}else{t(!0);try{EditorUi.logEvent({category:"STALE-ETAG-SAVE-FILE-"+f.getHash(),action:"rev_"+ +f.desc.headRevisionId+"-mod_"+f.desc.modifiedDate+"-size_"+f.getSize()+"-mime_"+f.desc.mimeType+(this.ui.editor.autosave?"":"-nosave")+(f.isAutosave()?"":"-noauto")+(f.changeListenerEnabled?"":"-nolisten")+(f.inConflictState?"-conflict":"")+(f.invalidChecksum?"-invalid":""),label:(null!=this.user?"user_"+this.user.id:"nouser")+(null!=f.sync?"-client_"+f.sync.clientId:"-nosync")})}catch(Y){}}else"1"==urlParams.test&&X.headRevisionId==y&&EditorUi.debug("DriveClient: Remote Etag Changed","local",V,"remote", +X.etag,"rev",f.desc.headRevisionId,"response",[X],"file",[f]),n(S,X)}catch(Y){q(Y)}}),mxUtils.bind(this,function(){n(S)})):n(S)}catch(X){q(X)}}}))}catch(S){q(S)}}),t=mxUtils.bind(this,function(L){f.saveLevel=9;if(L||null==V)W(L);else{var R=!0,O=null;try{O=window.setTimeout(mxUtils.bind(this,function(){R=!1;n({code:App.ERROR_TIMEOUT})}),3*this.ui.timeout)}catch(Q){}this.executeRequest({url:"/files/"+f.getId()+"?supportsAllDrives=true&fields="+this.catchupFields},mxUtils.bind(this,function(Q){window.clearTimeout(O); +if(R){f.saveLevel=10;try{null!=Q&&Q.headRevisionId==y?("1"==urlParams.test&&V!=Q.etag&&EditorUi.debug("DriveClient: Preflight Etag Update","from",V,"to",Q.etag,"rev",f.desc.headRevisionId,"response",[Q],"file",[f]),V=Q.etag,W(L)):n({error:{code:412}},Q)}catch(S){q(S)}}}),mxUtils.bind(this,function(Q){window.clearTimeout(O);R&&(f.saveLevel=11,n(Q))}))}});if(B&&null==G){f.saveLevel=8;var D=new Image;D.onload=mxUtils.bind(this,function(){try{var L=this.thumbnailWidth/D.width,R=document.createElement("canvas"); +R.width=this.thumbnailWidth;R.height=Math.floor(D.height*L);R.getContext("2d").drawImage(D,0,0,R.width,R.height);var O=R.toDataURL();O=O.substring(O.indexOf(",")+1).replace(/\+/g,"-").replace(/\//g,"_");v.thumbnail={image:O,mimeType:"image/png"};t(!1)}catch(Q){try{t(!1)}catch(S){q(S)}}});D.src="data:image/png;base64,"+U}else t(!1)}catch(L){q(L)}});if(B){var P=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(U){F(U,!0)}),n,this.ui.getCurrentFile()!=f? +K:null,P.scale,P.border)}else F(K,!1)}catch(U){q(U)}});try{f.saveLevel=2,(z||B||f.constructor==DriveLibrary||!this.enableThumbnails||"0"==urlParams.thumb||null!=v.mimeType&&"application/vnd.jgraph.mxfile"!=v.mimeType.substring(0,29)||!this.ui.getThumbnail(this.thumbnailWidth,mxUtils.bind(this,function(G){try{var I=null;try{null!=G&&(I=G.toDataURL("image/png")),null!=I&&(I=I.length>this.maxThumbnailSize?null:I.substring(I.indexOf(",")+1).replace(/\+/g,"-").replace(/\//g,"_"))}catch(M){I=null}u(I,"image/png")}catch(M){q(M)}})))&& +u(null,null,f.constructor!=DriveLibrary)}catch(G){q(G)}}else this.ui.editor.graph.reset(),n({message:mxResources.get("readOnly")})}catch(G){q(G)}};DriveClient.prototype.insertFile=function(f,c,l,m,x,z,C){z=null!=z?z:this.xmlMimeType;f={mimeType:z,title:f};null!=l&&(f.parents=[{kind:"drive#fileLink",id:l}]);this.executeRequest(this.createUploadRequest(null,f,c,!1,C),mxUtils.bind(this,function(e){z==this.libraryMimeType?m(new DriveLibrary(this.ui,c,e)):0==e?null!=x&&x({message:mxResources.get("errorSavingFile")}): +m(new DriveFile(this.ui,c,e))}),x)};DriveClient.prototype.createUploadRequest=function(f,c,l,m,x,z,C){x=null!=x?x:!1;var e={"Content-Type":'multipart/mixed; boundary="-------314159265358979323846"'};null!=z&&(e["If-Match"]=z);f={fullUrl:"https://content.googleapis.com/upload/drive/v2/files"+(null!=f?"/"+f:"")+"?uploadType=multipart&supportsAllDrives=true&enforceSingleParent=true&fields="+this.allFields,method:null!=f?"PUT":"POST",headers:e,params:"\r\n---------314159265358979323846\r\nContent-Type: application/json\r\n\r\n"+ +JSON.stringify(c)+"\r\n---------314159265358979323846\r\nContent-Type: application/octect-stream\r\nContent-Transfer-Encoding: base64\r\n\r\n"+(null!=l?x?l:!window.btoa||mxClient.IS_IE||mxClient.IS_IE11?Base64.encode(l):Graph.base64EncodeUnicode(l):"")+"\r\n---------314159265358979323846--"};m||(f.fullUrl+="&newRevision=false");C&&(f.fullUrl+="&pinned=true");return f};DriveClient.prototype.createLinkPicker=function(){var f=d.linkPicker;if(null==f||d.linkPickerToken!=b){d.linkPickerToken=b;f=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0).setSelectFolderEnabled(!0); +var c=(new google.picker.DocsView).setIncludeFolders(!0).setSelectFolderEnabled(!0),l=(new google.picker.DocsView).setIncludeFolders(!0).setEnableDrives(!0).setSelectFolderEnabled(!0);f=(new google.picker.PickerBuilder).setAppId(this.appId).setLocale(mxLanguage).setOAuthToken(d.linkPickerToken).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(f).addView(c).addView(l).addView(google.picker.ViewId.RECENTLY_PICKED)}return f};DriveClient.prototype.pickFile=function(f,c,l){this.filePickerCallback= +null!=f?f:mxUtils.bind(this,function(m){this.ui.loadFile("G"+m)});this.filePicked=mxUtils.bind(this,function(m){m.action==google.picker.Action.PICKED&&this.filePickerCallback(m.docs[0].id,m.docs[0])});this.ui.spinner.spin(document.body,mxResources.get("authorizing"))&&this.execute(mxUtils.bind(this,function(){try{this.ui.spinner.stop();var m=c?"genericPicker":"filePicker",x=mxUtils.bind(this,function(n){"picker modal-dialog-bg picker-dialog-bg"==mxEvent.getSource(n).className&&(mxEvent.removeListener(document, +"click",x),this[m].setVisible(!1),l&&l())});if(null==d[m]||d[m+"Token"]!=b){d[m+"Token"]=b;var z=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0),C=(new google.picker.DocsView).setIncludeFolders(!0),e=(new google.picker.DocsView).setEnableDrives(!0).setIncludeFolders(!0),g=(new google.picker.DocsUploadView).setIncludeFolders(!0);c?(z.setMimeTypes("*/*"),C.setMimeTypes("*/*"),e.setMimeTypes("*/*")):(z.setMimeTypes(this.mimeTypes),C.setMimeTypes(this.mimeTypes), +e.setMimeTypes(this.mimeTypes));d[m]=(new google.picker.PickerBuilder).setOAuthToken(d[m+"Token"]).setLocale(mxLanguage).setAppId(this.appId).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(z).addView(C).addView(e).addView(google.picker.ViewId.RECENTLY_PICKED).addView(g);if(urlParams.gPickerSize){var k=urlParams.gPickerSize.split(",");d[m]=d[m].setSize(k[0],k[1])}urlParams.topBaseUrl&&(d[m]=d[m].setOrigin(decodeURIComponent(urlParams.topBaseUrl)));d[m]=d[m].setCallback(mxUtils.bind(this, +function(n){if(n.action==google.picker.Action.PICKED||n.action==google.picker.Action.CANCEL)mxEvent.removeListener(document,"click",x),l&&n.action==google.picker.Action.CANCEL&&l();n.action==google.picker.Action.PICKED&&this.filePicked(n)})).build()}mxEvent.addListener(document,"click",x);d[m].setVisible(!0)}catch(n){this.ui.spinner.stop(),this.ui.handleError(n)}}))};DriveClient.prototype.pickFolder=function(f,c){this.folderPickerCallback=f;var l=mxUtils.bind(this,function(){try{this.ui.spinner.spin(document.body, +mxResources.get("authorizing"))&&this.execute(mxUtils.bind(this,function(){try{this.ui.spinner.stop();var m=mxUtils.bind(this,function(g){"picker modal-dialog-bg picker-dialog-bg"==mxEvent.getSource(g).className&&(mxEvent.removeListener(document,"click",m),d.folderPicker.setVisible(!1))});if(null==d.folderPicker||d.folderPickerToken!=b){d.folderPickerToken=b;var x=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0).setSelectFolderEnabled(!0).setMimeTypes("application/vnd.google-apps.folder"), +z=(new google.picker.DocsView).setIncludeFolders(!0).setSelectFolderEnabled(!0).setMimeTypes("application/vnd.google-apps.folder"),C=(new google.picker.DocsView).setIncludeFolders(!0).setEnableDrives(!0).setSelectFolderEnabled(!0).setMimeTypes("application/vnd.google-apps.folder");d.folderPicker=(new google.picker.PickerBuilder).setSelectableMimeTypes("application/vnd.google-apps.folder").setOAuthToken(d.folderPickerToken).setLocale(mxLanguage).setAppId(this.appId).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(x).addView(z).addView(C).addView(google.picker.ViewId.RECENTLY_PICKED).setTitle(mxResources.get("pickFolder")); +if(urlParams.gPickerSize){var e=urlParams.gPickerSize.split(",");d.folderPicker=d.folderPicker.setSize(e[0],e[1])}urlParams.topBaseUrl&&(d.folderPicker=d.folderPicker.setOrigin(decodeURIComponent(urlParams.topBaseUrl)));d.folderPicker=d.folderPicker.setCallback(mxUtils.bind(this,function(g){g.action!=google.picker.Action.PICKED&&g.action!=google.picker.Action.CANCEL||mxEvent.removeListener(document,"click",m);this.folderPickerCallback(g)})).build()}mxEvent.addListener(document,"click",m);d.folderPicker.setVisible(!0)}catch(g){this.ui.spinner.stop(), +this.ui.handleError(g)}}))}catch(m){this.ui.handleError(m)}});c?l():this.ui.confirm(mxResources.get("useRootFolder"),mxUtils.bind(this,function(){this.folderPickerCallback({action:google.picker.Action.PICKED,docs:[{type:"folder",id:"root"}]})}),mxUtils.bind(this,function(){l()}),mxResources.get("yes"),mxResources.get("noPickFolder")+"...",!0)};DriveClient.prototype.pickLibrary=function(f){this.filePickerCallback=f;this.filePicked=mxUtils.bind(this,function(c){c.action==google.picker.Action.PICKED? +this.filePickerCallback(c.docs[0].id):c.action==google.picker.Action.CANCEL&&null==this.ui.getCurrentFile()&&this.ui.showSplash()});this.ui.spinner.spin(document.body,mxResources.get("authorizing"))&&this.execute(mxUtils.bind(this,function(){try{this.ui.spinner.stop();var c=mxUtils.bind(this,function(e){"picker modal-dialog-bg picker-dialog-bg"==mxEvent.getSource(e).className&&(mxEvent.removeListener(document,"click",c),d.libraryPicker.setVisible(!1))});if(null==d.libraryPicker||d.libraryPickerToken!= +b){d.libraryPickerToken=b;var l=(new google.picker.DocsView(google.picker.ViewId.FOLDERS)).setParent("root").setIncludeFolders(!0).setMimeTypes(this.libraryMimeType+",application/xml,text/plain,application/octet-stream"),m=(new google.picker.DocsView).setIncludeFolders(!0).setMimeTypes(this.libraryMimeType+",application/xml,text/plain,application/octet-stream"),x=(new google.picker.DocsView).setEnableDrives(!0).setIncludeFolders(!0).setMimeTypes(this.libraryMimeType+",application/xml,text/plain,application/octet-stream"), +z=(new google.picker.DocsUploadView).setIncludeFolders(!0);d.libraryPicker=(new google.picker.PickerBuilder).setOAuthToken(d.libraryPickerToken).setLocale(mxLanguage).setAppId(this.appId).enableFeature(google.picker.Feature.SUPPORT_DRIVES).addView(l).addView(m).addView(x).addView(google.picker.ViewId.RECENTLY_PICKED).addView(z);if(urlParams.gPickerSize){var C=urlParams.gPickerSize.split(",");d.libraryPicker=d.libraryPicker.setSize(C[0],C[1])}urlParams.topBaseUrl&&(d.libraryPicker=d.libraryPicker.setOrigin(decodeURIComponent(urlParams.topBaseUrl))); +d.libraryPicker=d.libraryPicker.setCallback(mxUtils.bind(this,function(e){e.action!=google.picker.Action.PICKED&&e.action!=google.picker.Action.CANCEL||mxEvent.removeListener(document,"click",c);e.action==google.picker.Action.PICKED&&this.filePicked(e)})).build()}mxEvent.addListener(document,"click",c);d.libraryPicker.setVisible(!0)}catch(e){this.ui.spinner.stop(),this.ui.handleError(e)}}))};DriveClient.prototype.showPermissions=function(f){var c=mxUtils.bind(this,function(){var l=new ConfirmDialog(this.ui, +mxResources.get("googleSharingNotAvailable"),mxUtils.bind(this,function(){this.ui.editor.graph.openLink("https://drive.google.com/open?id="+f)}),null,mxResources.get("open"),null,null,null,null,IMAGE_PATH+"/google-share.png");this.ui.showDialog(l.container,360,190,!0,!0);l.init()});this.sharingFailed?c():this.checkToken(mxUtils.bind(this,function(){try{var l=new gapi.drive.share.ShareClient(this.appId);l.setOAuthToken(b);l.setItemIds([f]);l.showSettingsDialog();"MutationObserver"in window&&(null!= +this.sharingObserver&&(this.sharingObserver.disconnect(),this.sharingObserver=null),this.sharingObserver=new MutationObserver(mxUtils.bind(this,function(m){for(var x=!1,z=0;z<m.length;z++)for(var C=0;C<m[z].addedNodes.length;C++){var e=m[z].addedNodes[C];"BUTTON"==e.nodeName&&"ok"==e.getAttribute("name")&&null!=e.parentNode&&null!=e.parentNode.parentNode&&"dialog"==e.parentNode.parentNode.getAttribute("role")?(this.sharingFailed=!0,e.click(),c(),x=!0):"DIV"==e.nodeName&&"shr-q-shr-r-shr-xb"==e.className&& +(x=!0)}x&&(this.sharingObserver.disconnect(),this.sharingObserver=null)})),this.sharingObserver.observe(document,{childList:!0,subtree:!0}))}catch(m){this.ui.handleError(m)}}))};DriveClient.prototype.clearPersistentToken=function(){var f=JSON.parse(this.getPersistentToken(!0))||{};delete f.current;delete f[this.userId];for(var c in f){f.current={userId:c,expires:0};break}DrawioClient.prototype.setPersistentToken.call(this,JSON.stringify(f))};DriveClient.prototype.setPersistentToken=function(f,c){var l= +JSON.parse(this.getPersistentToken(!0))||{};f.userId=this.userId;l.current=f;l[this.userId]={user:this.user};DrawioClient.prototype.setPersistentToken.call(this,JSON.stringify(l),c)}})();DropboxFile=function(b,d,f){DrawioFile.call(this,b,d);this.stat=f};mxUtils.extend(DropboxFile,DrawioFile);DropboxFile.prototype.getId=function(){return this.stat.path_display.substring(1)};DropboxFile.prototype.getHash=function(){return"D"+encodeURIComponent(this.getId())};DropboxFile.prototype.getMode=function(){return App.MODE_DROPBOX};DropboxFile.prototype.isAutosaveOptional=function(){return!0};DropboxFile.prototype.getTitle=function(){return this.stat.name}; DropboxFile.prototype.isRenamable=function(){return!0};DropboxFile.prototype.getSize=function(){return this.stat.size};DropboxFile.prototype.isRevisionHistorySupported=function(){return!0}; -DropboxFile.prototype.getRevisions=function(b,e){var f=this.ui.dropbox.client.filesListRevisions({path:this.stat.path_lower,limit:100});f.then(mxUtils.bind(this,function(c){try{for(var m=[],n=c.entries.length-1;0<=n;n--)mxUtils.bind(this,function(v){m.push({modifiedDate:v.client_modified,fileSize:v.size,getXml:mxUtils.bind(this,function(d,g){this.ui.dropbox.readFile({path:this.stat.path_lower,rev:v.rev},d,g)}),getUrl:mxUtils.bind(this,function(d){return this.ui.getUrl(window.location.pathname+"?rev="+ -v.rev+"&chrome=0&nav=1&layers=1&edit=_blank"+(null!=d?"&page="+d:""))+window.location.hash})})})(c.entries[n]);b(m)}catch(v){e(v)}}));f["catch"](function(c){e(c)})};DropboxFile.prototype.getLatestVersion=function(b,e){this.ui.dropbox.getFile(this.getId(),b,e)};DropboxFile.prototype.updateDescriptor=function(b){this.stat=b.stat};DropboxFile.prototype.save=function(b,e,f,c,m){this.doSave(this.getTitle(),b,e,f,c,m)};DropboxFile.prototype.saveAs=function(b,e,f){this.doSave(b,!1,e,f)}; -DropboxFile.prototype.doSave=function(b,e,f,c,m,n){var v=this.stat.name;this.stat.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.stat.name=v;this.saveFile(b,e,f,c,m,n)}),c,m,n])}; -DropboxFile.prototype.saveFile=function(b,e,f,c){this.isEditable()?this.savingFile?null!=c&&c({code:App.ERROR_BUSY}):(e=mxUtils.bind(this,function(m){if(m)try{this.savingFileTime=new Date;this.setShadowModified(!1);this.savingFile=!0;var n=mxUtils.bind(this,function(d){var g=this.stat.path_display.lastIndexOf("/");g=1<g?this.stat.path_display.substring(1,g+1):null;this.ui.dropbox.saveFile(b,d,mxUtils.bind(this,function(k){this.setModified(this.getShadowModified());this.savingFile=!1;this.stat=k;this.contentChanged(); -null!=f&&f()}),mxUtils.bind(this,function(k){this.savingFile=!1;null!=c&&c(k)}),g)});if(this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle())){var v=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(d){n(this.ui.base64ToBlob(d,"image/png"))}),c,this.ui.getCurrentFile()!=this?this.getData():null,v.scale,v.border)}else n(this.getData())}catch(d){if(this.savingFile=!1,null!=c)c(d);else throw d;}else null!=c&&c()}),this.getTitle()==b?e(!0):this.ui.dropbox.checkExists(b, -e)):null!=f&&f()};DropboxFile.prototype.rename=function(b,e,f){this.ui.dropbox.renameFile(this,b,mxUtils.bind(this,function(c){this.hasSameExtension(b,this.getTitle())?(this.stat=c,this.descriptorChanged(),null!=e&&e()):(this.stat=c,this.descriptorChanged(),this.save(!0,e,f))}),f)};DropboxLibrary=function(b,e,f){DropboxFile.call(this,b,e,f)};mxUtils.extend(DropboxLibrary,DropboxFile);DropboxLibrary.prototype.isAutosave=function(){return!0};DropboxLibrary.prototype.doSave=function(b,e,f){this.saveFile(b,!1,e,f)};DropboxLibrary.prototype.open=function(){};(function(){var b=null;window.DropboxClient=function(e){DrawioClient.call(this,e,"dbauth");this.client=new Dropbox({clientId:this.clientId})};mxUtils.extend(DropboxClient,DrawioClient);DropboxClient.prototype.appPath="/drawio-diagrams/";DropboxClient.prototype.extension=".drawio";DropboxClient.prototype.writingFile=!1;DropboxClient.prototype.maxRetries=4;DropboxClient.prototype.clientId=window.DRAWIO_DROPBOX_ID;DropboxClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+ -"/dropbox";DropboxClient.prototype.logout=function(){this.ui.editor.loadUrl(this.redirectUri+"?doLogout=1&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken();this.setUser(null);b=null;this.client.authTokenRevoke().then(mxUtils.bind(this,function(){this.client.setAccessToken(null)}))};DropboxClient.prototype.updateUser=function(e,f,c){var m=!0,n=window.setTimeout(mxUtils.bind(this,function(){m=!1;f({code:App.ERROR_TIMEOUT})}),this.ui.timeout), -v=this.client.usersGetCurrentAccount();v.then(mxUtils.bind(this,function(d){window.clearTimeout(n);m&&(this.setUser(new DrawioUser(d.account_id,d.email,d.name.display_name)),e())}));v["catch"](mxUtils.bind(this,function(d){window.clearTimeout(n);m&&(null==d||401!==d.status||c?f({message:mxResources.get("accessDenied")}):(this.setUser(null),this.client.setAccessToken(null),b=null,this.authenticate(mxUtils.bind(this,function(){this.updateUser(e,f,!0)}),f)))}))};DropboxClient.prototype.authenticate= -function(e,f){(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?this.authenticateStep2(c.getText(),e,f):null!=f&&f(c)}),f)};DropboxClient.prototype.authenticateStep2=function(e,f,c){if(null==window.onDropboxCallback){var m=mxUtils.bind(this,function(){var n=!0;null!=this.getPersistentToken(!0)?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+ -"&token="+e),null,"GET")).send(mxUtils.bind(this,function(v){200<=v.getStatus()&&299>=v.getStatus()?(b=JSON.parse(v.getText()).access_token,this.client.setAccessToken(b),this.setUser(null),f()):(this.clearPersistentToken(),this.setUser(null),b=null,this.client.setAccessToken(null),401==v.getStatus()?m():c({message:mxResources.get("accessDenied"),retry:m}))}),c):this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(v,d){null!=window.open("https://www.dropbox.com/oauth2/authorize?client_id="+this.clientId+ -(v?"&token_access_type=offline":"")+"&redirect_uri="+encodeURIComponent(this.redirectUri)+"&response_type=code&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+e),"dbauth")?window.onDropboxCallback=mxUtils.bind(this,function(g,k){if(n){window.onDropboxCallback=null;n=!1;try{null==g?c({message:mxResources.get("accessDenied"),retry:m}):(null!=d&&d(),b=g.access_token,this.client.setAccessToken(b),this.setUser(null),v&&this.setPersistentToken("remembered"), -f())}catch(l){c(l)}finally{null!=k&&k.close()}}else null!=k&&k.close()}):c({message:mxResources.get("serviceUnavailableOrBlocked"),retry:m})}),mxUtils.bind(this,function(){n&&(window.onDropboxCallback=null,n=!1,c({message:mxResources.get("accessDenied"),retry:m}))}))});m()}else c({code:App.ERROR_BUSY})};DropboxClient.prototype.executePromise=function(e,f,c){var m=mxUtils.bind(this,function(v){var d=!0,g=window.setTimeout(mxUtils.bind(this,function(){d=!1;c({code:App.ERROR_TIMEOUT,retry:n})}),this.ui.timeout), -k=e();k.then(mxUtils.bind(this,function(l){window.clearTimeout(g);d&&null!=f&&f(l)}));k["catch"](mxUtils.bind(this,function(l){window.clearTimeout(g);d&&(null==l||500!=l.status&&400!=l.status&&401!=l.status?c({message:mxResources.get("error")+" "+l.status}):(this.setUser(null),this.client.setAccessToken(null),b=null,v?c({message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){n(!0)},c)})}):this.authenticate(function(){m(!0)},c)))}))}),n=mxUtils.bind(this, -function(v){null==this.user?this.updateUser(function(){n(!0)},c,v):m(v)});null==b?this.authenticate(function(){n(!0)},c):n(!1)};DropboxClient.prototype.getLibrary=function(e,f,c){this.getFile(e,f,c,!0)};DropboxClient.prototype.getFile=function(e,f,c,m){m=null!=m?m:!1;var n=/\.png$/i.test(e);if(/^https:\/\//i.test(e)||/\.v(dx|sdx?)$/i.test(e)||/\.gliffy$/i.test(e)||/\.pdf$/i.test(e)||!this.ui.useCanvasForExport&&n){var v=mxUtils.bind(this,function(){var d=e.split("/");this.ui.convertFile(e,0<d.length? -d[d.length-1]:e,null,this.extension,f,c)});null!=b?v():this.authenticate(v,c)}else v={path:"/"+e},null!=urlParams.rev&&(v.rev=urlParams.rev),this.readFile(v,mxUtils.bind(this,function(d,g){var k=null;if(0<(n?d.lastIndexOf(","):-1)){var l=this.ui.extractGraphModelFromPng(d);null!=l&&0<l.length?d=l:k=new LocalFile(this,d,e,!0)}f(null!=k?k:m?new DropboxLibrary(this.ui,d,g):new DropboxFile(this.ui,d,g))}),c,n)};DropboxClient.prototype.readFile=function(e,f,c,m){var n=mxUtils.bind(this,function(d){var g= -!0,k=window.setTimeout(mxUtils.bind(this,function(){g=!1;c({code:App.ERROR_TIMEOUT})}),this.ui.timeout),l=this.client.filesGetMetadata({path:"/"+e.path.substring(1),include_deleted:!1});l.then(mxUtils.bind(this,function(p){}));l["catch"](function(p){window.clearTimeout(k);g&&null!=p&&409==p.status&&(g=!1,c({message:mxResources.get("fileNotFound")}))});l=this.client.filesDownload(e);l.then(mxUtils.bind(this,function(p){window.clearTimeout(k);if(g){g=!1;try{var q=new FileReader;q.onload=mxUtils.bind(this, -function(y){f(q.result,p)});m?q.readAsDataURL(p.fileBlob):q.readAsText(p.fileBlob)}catch(y){c(y)}}}));l["catch"](mxUtils.bind(this,function(p){window.clearTimeout(k);g&&(g=!1,null==p||500!=p.status&&400!=p.status&&401!=p.status?c({message:mxResources.get("error")+" "+p.status}):(this.client.setAccessToken(null),this.setUser(null),b=null,d?c({message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){v(!0)},c)})}):this.authenticate(function(){n(!0)},c)))}))}), -v=mxUtils.bind(this,function(d){null==this.user?this.updateUser(function(){v(!0)},c,d):n(d)});null==b?this.authenticate(function(){v(!0)},c):v(!1)};DropboxClient.prototype.checkExists=function(e,f,c){var m=mxUtils.bind(this,function(){return this.client.filesGetMetadata({path:"/"+e.toLowerCase(),include_deleted:!1})});this.executePromise(m,mxUtils.bind(this,function(n){c?f(!1,!0,n):this.ui.confirm(mxResources.get("replaceIt",[e]),function(){f(!0,!0,n)},function(){f(!1,!0,n)})}),function(n){f(!0,!1)})}; -DropboxClient.prototype.renameFile=function(e,f,c,m){if(/[\\\/:\?\*"\|]/.test(f))m({message:mxResources.get("dropboxCharsNotAllowed")});else{if(null!=e&&null!=f){var n=e.stat.path_display.substring(1),v=n.lastIndexOf("/");0<v&&(f=n.substring(0,v+1)+f)}null!=e&&null!=f&&e.stat.path_lower.substring(1)!==f.toLowerCase()?this.checkExists(f,mxUtils.bind(this,function(d,g,k){d?(d=mxUtils.bind(this,function(l){l=mxUtils.bind(this,function(){return this.client.filesMove({from_path:e.stat.path_display,to_path:"/"+ -f,autorename:!1})});this.executePromise(l,c,m)}),g&&k.path_lower.substring(1)!==f.toLowerCase()?(g=mxUtils.bind(this,function(){return this.client.filesDelete({path:"/"+f.toLowerCase()})}),this.executePromise(g,d,m)):d()):m()})):m({message:mxResources.get("invalidName")})}};DropboxClient.prototype.insertLibrary=function(e,f,c,m){this.insertFile(e,f,c,m,!0)};DropboxClient.prototype.insertFile=function(e,f,c,m,n){n=null!=n?n:!1;this.checkExists(e,mxUtils.bind(this,function(v){v?this.saveFile(e,f,mxUtils.bind(this, -function(d){n?c(new DropboxLibrary(this.ui,f,d)):c(new DropboxFile(this.ui,f,d))}),m):m()}))};DropboxClient.prototype.saveFile=function(e,f,c,m,n){if(/[\\\/:\?\*"\|]/.test(e))m({message:mxResources.get("dropboxCharsNotAllowed")});else if(15E7<=f.length)m({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(f.length)+" / 150 MB)"});else{n=null!=n?n:"";var v=mxUtils.bind(this,function(){return this.client.filesUpload({path:"/"+n+e,mode:{".tag":"overwrite"},mute:!0,contents:new Blob([f], -{type:"text/plain"})})});this.executePromise(v,c,m)}};DropboxClient.prototype.pickLibrary=function(e){Dropbox.choose({linkType:"direct",cancel:mxUtils.bind(this,function(){}),success:mxUtils.bind(this,function(f){if(this.ui.spinner.spin(document.body,mxResources.get("loading"))){var c=mxUtils.bind(this,function(v){this.ui.spinner.stop();this.ui.handleError(v)}),m=f[0].link.indexOf(this.appPath);if(0<m){var n=decodeURIComponent(f[0].link.substring(m+this.appPath.length-1));this.readFile({path:n},mxUtils.bind(this, -function(v,d){if(null!=d&&d.id==f[0].id)try{this.ui.spinner.stop(),e(n.substring(1),new DropboxLibrary(this.ui,v,d))}catch(g){this.ui.handleError(g)}else this.createLibrary(f[0],e,c)}),c)}else this.createLibrary(f[0],e,c)}})})};DropboxClient.prototype.createLibrary=function(e,f,c){this.ui.confirm(mxResources.get("note")+": "+mxResources.get("fileWillBeSavedInAppFolder",[e.name]),mxUtils.bind(this,function(){this.ui.editor.loadUrl(e.link,mxUtils.bind(this,function(m){this.insertFile(e.name,m,mxUtils.bind(this, -function(n){try{this.ui.spinner.stop(),f(n.getHash().substring(1),n)}catch(v){c(v)}}),c,!0)}),c)}),mxUtils.bind(this,function(){this.ui.spinner.stop()}))};DropboxClient.prototype.pickFile=function(e,f){null!=Dropbox.choose?(e=null!=e?e:mxUtils.bind(this,function(c,m){this.ui.loadFile(null!=c?"D"+encodeURIComponent(c):m.getHash(),null,m)}),Dropbox.choose({linkType:"direct",cancel:mxUtils.bind(this,function(){}),success:mxUtils.bind(this,function(c){if(this.ui.spinner.spin(document.body,mxResources.get("loading")))if(f)this.ui.spinner.stop(), -e(c[0].link);else{var m=mxUtils.bind(this,function(k){this.ui.spinner.stop();this.ui.handleError(k)}),n=mxUtils.bind(this,function(k,l){this.ui.spinner.stop();e(k,l)}),v=/\.png$/i.test(c[0].name);if(/\.vsdx$/i.test(c[0].name)||/\.gliffy$/i.test(c[0].name)||!this.ui.useCanvasForExport&&v)n(c[0].link);else{var d=c[0].link.indexOf(this.appPath);if(0<d){var g=decodeURIComponent(c[0].link.substring(d+this.appPath.length-1));this.readFile({path:g},mxUtils.bind(this,function(k,l){if(null!=l&&l.id==c[0].id){var p= -v?k.lastIndexOf(","):-1;this.ui.spinner.stop();var q=null;0<p&&(p=this.ui.extractGraphModelFromPng(k),null!=p&&0<p.length?k=p:q=new LocalFile(this,k,g,!0));e(g.substring(1),null!=q?q:new DropboxFile(this.ui,k,l))}else this.createFile(c[0],n,m)}),m,v)}else this.createFile(c[0],n,m)}}})})):this.ui.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})};DropboxClient.prototype.createFile=function(e,f,c){var m=/(\.png)$/i.test(e.name);this.ui.editor.loadUrl(e.link,mxUtils.bind(this,function(n){null!= -n&&0<n.length?this.ui.confirm(mxResources.get("note")+": "+mxResources.get("fileWillBeSavedInAppFolder",[e.name]),mxUtils.bind(this,function(){var v=m?n.lastIndexOf(","):-1;0<v&&(v=this.ui.extractGraphModelFromPng(n.substring(v+1)),null!=v&&0<v.length&&(n=v));this.insertFile(e.name,n,mxUtils.bind(this,function(d){f(e.name,d)}),c)}),mxUtils.bind(this,function(){this.ui.spinner.stop()})):(this.ui.spinner.stop(),c({message:mxResources.get("errorLoadingFile")}))}),c,m)}})();OneDriveFile=function(b,e,f){DrawioFile.call(this,b,e);this.meta=f};mxUtils.extend(OneDriveFile,DrawioFile);OneDriveFile.prototype.autosaveDelay=500;OneDriveFile.prototype.isRealtimeSupported=function(){return!0}; -OneDriveFile.prototype.share=function(){var b=this.meta.webUrl;b=b.substring(0,b.lastIndexOf("/"));if(null!=this.meta.parentReference)try{if("personal"==this.meta.parentReference.driveType)b="https://onedrive.live.com/?cid="+encodeURIComponent(this.meta.parentReference.driveId)+"&id="+encodeURIComponent(this.meta.id);else if("documentLibrary"==this.meta.parentReference.driveType){var e=this.meta.parentReference.path;e=e.substring(e.indexOf("/root:")+6);var f=this.meta.webUrl;b=f.substring(0,f.length- -e.length-this.meta.name.length-(0<e.length?1:0));f=f.substring(f.indexOf("/",8));b=b+"/Forms/AllItems.aspx?id="+f+"&parent="+f.substring(0,f.lastIndexOf("/"))}else if("business"==this.meta.parentReference.driveType){b=this.meta["@microsoft.graph.downloadUrl"];var c=b.indexOf("/_layouts/15/download.aspx?");e=f=this.meta.webUrl;f=f.substring(8);f=f.substring(f.indexOf("/"));e=e.substring(0,e.lastIndexOf("/"));e=e.substring(e.indexOf("/",8));b=b.substring(0,c)+"/_layouts/15/onedrive.aspx?id="+f+"&parent="+ -e}}catch(m){}this.ui.editor.graph.openLink(b)};OneDriveFile.prototype.getId=function(){return this.getIdOf(this.meta)};OneDriveFile.prototype.getParentId=function(){return this.getIdOf(this.meta,!0)};OneDriveFile.prototype.getIdOf=function(b,e){return(null!=b.parentReference&&null!=b.parentReference.driveId?b.parentReference.driveId+"/":"")+(null!=e?b.parentReference.id:b.id+(b.folder&&b.folder.isRoot?"/root":""))}; +DropboxFile.prototype.getRevisions=function(b,d){var f=this.ui.dropbox.client.filesListRevisions({path:this.stat.path_lower,limit:100});f.then(mxUtils.bind(this,function(c){try{for(var l=[],m=c.entries.length-1;0<=m;m--)mxUtils.bind(this,function(x){l.push({modifiedDate:x.client_modified,fileSize:x.size,getXml:mxUtils.bind(this,function(z,C){this.ui.dropbox.readFile({path:this.stat.path_lower,rev:x.rev},z,C)}),getUrl:mxUtils.bind(this,function(z){return this.ui.getUrl(window.location.pathname+"?rev="+ +x.rev+"&chrome=0&nav=1&layers=1&edit=_blank"+(null!=z?"&page="+z:""))+window.location.hash})})})(c.entries[m]);b(l)}catch(x){d(x)}}));f["catch"](function(c){d(c)})};DropboxFile.prototype.getLatestVersion=function(b,d){this.ui.dropbox.getFile(this.getId(),b,d)};DropboxFile.prototype.updateDescriptor=function(b){this.stat=b.stat};DropboxFile.prototype.save=function(b,d,f,c,l){this.doSave(this.getTitle(),b,d,f,c,l)};DropboxFile.prototype.saveAs=function(b,d,f){this.doSave(b,!1,d,f)}; +DropboxFile.prototype.doSave=function(b,d,f,c,l,m){var x=this.stat.name;this.stat.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.stat.name=x;this.saveFile(b,d,f,c,l,m)}),c,l,m])}; +DropboxFile.prototype.saveFile=function(b,d,f,c){this.isEditable()?this.savingFile?null!=c&&c({code:App.ERROR_BUSY}):(d=mxUtils.bind(this,function(l){if(l)try{this.savingFileTime=new Date;this.setShadowModified(!1);this.savingFile=!0;var m=mxUtils.bind(this,function(z){var C=this.stat.path_display.lastIndexOf("/");C=1<C?this.stat.path_display.substring(1,C+1):null;this.ui.dropbox.saveFile(b,z,mxUtils.bind(this,function(e){this.setModified(this.getShadowModified());this.savingFile=!1;this.stat=e;this.contentChanged(); +null!=f&&f()}),mxUtils.bind(this,function(e){this.savingFile=!1;null!=c&&c(e)}),C)});if(this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle())){var x=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(z){m(this.ui.base64ToBlob(z,"image/png"))}),c,this.ui.getCurrentFile()!=this?this.getData():null,x.scale,x.border)}else m(this.getData())}catch(z){if(this.savingFile=!1,null!=c)c(z);else throw z;}else null!=c&&c()}),this.getTitle()==b?d(!0):this.ui.dropbox.checkExists(b, +d)):null!=f&&f()};DropboxFile.prototype.rename=function(b,d,f){this.ui.dropbox.renameFile(this,b,mxUtils.bind(this,function(c){this.hasSameExtension(b,this.getTitle())?(this.stat=c,this.descriptorChanged(),null!=d&&d()):(this.stat=c,this.descriptorChanged(),this.save(!0,d,f))}),f)};DropboxLibrary=function(b,d,f){DropboxFile.call(this,b,d,f)};mxUtils.extend(DropboxLibrary,DropboxFile);DropboxLibrary.prototype.isAutosave=function(){return!0};DropboxLibrary.prototype.doSave=function(b,d,f){this.saveFile(b,!1,d,f)};DropboxLibrary.prototype.open=function(){};(function(){var b=null;window.DropboxClient=function(d){DrawioClient.call(this,d,"dbauth");this.client=new Dropbox({clientId:this.clientId})};mxUtils.extend(DropboxClient,DrawioClient);DropboxClient.prototype.appPath="/drawio-diagrams/";DropboxClient.prototype.extension=".drawio";DropboxClient.prototype.writingFile=!1;DropboxClient.prototype.maxRetries=4;DropboxClient.prototype.clientId=window.DRAWIO_DROPBOX_ID;DropboxClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+ +"/dropbox";DropboxClient.prototype.logout=function(){this.ui.editor.loadUrl(this.redirectUri+"?doLogout=1&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken();this.setUser(null);b=null;this.client.authTokenRevoke().then(mxUtils.bind(this,function(){this.client.setAccessToken(null)}))};DropboxClient.prototype.updateUser=function(d,f,c){var l=!0,m=window.setTimeout(mxUtils.bind(this,function(){l=!1;f({code:App.ERROR_TIMEOUT})}),this.ui.timeout), +x=this.client.usersGetCurrentAccount();x.then(mxUtils.bind(this,function(z){window.clearTimeout(m);l&&(this.setUser(new DrawioUser(z.account_id,z.email,z.name.display_name)),d())}));x["catch"](mxUtils.bind(this,function(z){window.clearTimeout(m);l&&(null==z||401!==z.status||c?f({message:mxResources.get("accessDenied")}):(this.setUser(null),this.client.setAccessToken(null),b=null,this.authenticate(mxUtils.bind(this,function(){this.updateUser(d,f,!0)}),f)))}))};DropboxClient.prototype.authenticate= +function(d,f){(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?this.authenticateStep2(c.getText(),d,f):null!=f&&f(c)}),f)};DropboxClient.prototype.authenticateStep2=function(d,f,c){if(null==window.onDropboxCallback){var l=mxUtils.bind(this,function(){var m=!0;null!=this.getPersistentToken(!0)?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+ +"&token="+d),null,"GET")).send(mxUtils.bind(this,function(x){200<=x.getStatus()&&299>=x.getStatus()?(b=JSON.parse(x.getText()).access_token,this.client.setAccessToken(b),this.setUser(null),f()):(this.clearPersistentToken(),this.setUser(null),b=null,this.client.setAccessToken(null),401==x.getStatus()?l():c({message:mxResources.get("accessDenied"),retry:l}))}),c):this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(x,z){null!=window.open("https://www.dropbox.com/oauth2/authorize?client_id="+this.clientId+ +(x?"&token_access_type=offline":"")+"&redirect_uri="+encodeURIComponent(this.redirectUri)+"&response_type=code&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+d),"dbauth")?window.onDropboxCallback=mxUtils.bind(this,function(C,e){if(m){window.onDropboxCallback=null;m=!1;try{null==C?c({message:mxResources.get("accessDenied"),retry:l}):(null!=z&&z(),b=C.access_token,this.client.setAccessToken(b),this.setUser(null),x&&this.setPersistentToken("remembered"), +f())}catch(g){c(g)}finally{null!=e&&e.close()}}else null!=e&&e.close()}):c({message:mxResources.get("serviceUnavailableOrBlocked"),retry:l})}),mxUtils.bind(this,function(){m&&(window.onDropboxCallback=null,m=!1,c({message:mxResources.get("accessDenied"),retry:l}))}))});l()}else c({code:App.ERROR_BUSY})};DropboxClient.prototype.executePromise=function(d,f,c){var l=mxUtils.bind(this,function(x){var z=!0,C=window.setTimeout(mxUtils.bind(this,function(){z=!1;c({code:App.ERROR_TIMEOUT,retry:m})}),this.ui.timeout), +e=d();e.then(mxUtils.bind(this,function(g){window.clearTimeout(C);z&&null!=f&&f(g)}));e["catch"](mxUtils.bind(this,function(g){window.clearTimeout(C);z&&(null==g||500!=g.status&&400!=g.status&&401!=g.status?c({message:mxResources.get("error")+" "+g.status}):(this.setUser(null),this.client.setAccessToken(null),b=null,x?c({message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){m(!0)},c)})}):this.authenticate(function(){l(!0)},c)))}))}),m=mxUtils.bind(this, +function(x){null==this.user?this.updateUser(function(){m(!0)},c,x):l(x)});null==b?this.authenticate(function(){m(!0)},c):m(!1)};DropboxClient.prototype.getLibrary=function(d,f,c){this.getFile(d,f,c,!0)};DropboxClient.prototype.getFile=function(d,f,c,l){l=null!=l?l:!1;var m=/\.png$/i.test(d);if(/^https:\/\//i.test(d)||/\.v(dx|sdx?)$/i.test(d)||/\.gliffy$/i.test(d)||/\.pdf$/i.test(d)||!this.ui.useCanvasForExport&&m){var x=mxUtils.bind(this,function(){var z=d.split("/");this.ui.convertFile(d,0<z.length? +z[z.length-1]:d,null,this.extension,f,c)});null!=b?x():this.authenticate(x,c)}else x={path:"/"+d},null!=urlParams.rev&&(x.rev=urlParams.rev),this.readFile(x,mxUtils.bind(this,function(z,C){var e=null;if(0<(m?z.lastIndexOf(","):-1)){var g=this.ui.extractGraphModelFromPng(z);null!=g&&0<g.length?z=g:e=new LocalFile(this,z,d,!0)}f(null!=e?e:l?new DropboxLibrary(this.ui,z,C):new DropboxFile(this.ui,z,C))}),c,m)};DropboxClient.prototype.readFile=function(d,f,c,l){var m=mxUtils.bind(this,function(z){var C= +!0,e=window.setTimeout(mxUtils.bind(this,function(){C=!1;c({code:App.ERROR_TIMEOUT})}),this.ui.timeout),g=this.client.filesGetMetadata({path:"/"+d.path.substring(1),include_deleted:!1});g.then(mxUtils.bind(this,function(k){}));g["catch"](function(k){window.clearTimeout(e);C&&null!=k&&409==k.status&&(C=!1,c({message:mxResources.get("fileNotFound")}))});g=this.client.filesDownload(d);g.then(mxUtils.bind(this,function(k){window.clearTimeout(e);if(C){C=!1;try{var n=new FileReader;n.onload=mxUtils.bind(this, +function(q){f(n.result,k)});l?n.readAsDataURL(k.fileBlob):n.readAsText(k.fileBlob)}catch(q){c(q)}}}));g["catch"](mxUtils.bind(this,function(k){window.clearTimeout(e);C&&(C=!1,null==k||500!=k.status&&400!=k.status&&401!=k.status?c({message:mxResources.get("error")+" "+k.status}):(this.client.setAccessToken(null),this.setUser(null),b=null,z?c({message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){x(!0)},c)})}):this.authenticate(function(){m(!0)},c)))}))}), +x=mxUtils.bind(this,function(z){null==this.user?this.updateUser(function(){x(!0)},c,z):m(z)});null==b?this.authenticate(function(){x(!0)},c):x(!1)};DropboxClient.prototype.checkExists=function(d,f,c){var l=mxUtils.bind(this,function(){return this.client.filesGetMetadata({path:"/"+d.toLowerCase(),include_deleted:!1})});this.executePromise(l,mxUtils.bind(this,function(m){c?f(!1,!0,m):this.ui.confirm(mxResources.get("replaceIt",[d]),function(){f(!0,!0,m)},function(){f(!1,!0,m)})}),function(m){f(!0,!1)})}; +DropboxClient.prototype.renameFile=function(d,f,c,l){if(/[\\\/:\?\*"\|]/.test(f))l({message:mxResources.get("dropboxCharsNotAllowed")});else{if(null!=d&&null!=f){var m=d.stat.path_display.substring(1),x=m.lastIndexOf("/");0<x&&(f=m.substring(0,x+1)+f)}null!=d&&null!=f&&d.stat.path_lower.substring(1)!==f.toLowerCase()?this.checkExists(f,mxUtils.bind(this,function(z,C,e){z?(z=mxUtils.bind(this,function(g){g=mxUtils.bind(this,function(){return this.client.filesMove({from_path:d.stat.path_display,to_path:"/"+ +f,autorename:!1})});this.executePromise(g,c,l)}),C&&e.path_lower.substring(1)!==f.toLowerCase()?(C=mxUtils.bind(this,function(){return this.client.filesDelete({path:"/"+f.toLowerCase()})}),this.executePromise(C,z,l)):z()):l()})):l({message:mxResources.get("invalidName")})}};DropboxClient.prototype.insertLibrary=function(d,f,c,l){this.insertFile(d,f,c,l,!0)};DropboxClient.prototype.insertFile=function(d,f,c,l,m){m=null!=m?m:!1;this.checkExists(d,mxUtils.bind(this,function(x){x?this.saveFile(d,f,mxUtils.bind(this, +function(z){m?c(new DropboxLibrary(this.ui,f,z)):c(new DropboxFile(this.ui,f,z))}),l):l()}))};DropboxClient.prototype.saveFile=function(d,f,c,l,m){if(/[\\\/:\?\*"\|]/.test(d))l({message:mxResources.get("dropboxCharsNotAllowed")});else if(15E7<=f.length)l({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(f.length)+" / 150 MB)"});else{m=null!=m?m:"";var x=mxUtils.bind(this,function(){return this.client.filesUpload({path:"/"+m+d,mode:{".tag":"overwrite"},mute:!0,contents:new Blob([f], +{type:"text/plain"})})});this.executePromise(x,c,l)}};DropboxClient.prototype.pickLibrary=function(d){Dropbox.choose({linkType:"direct",cancel:mxUtils.bind(this,function(){}),success:mxUtils.bind(this,function(f){if(this.ui.spinner.spin(document.body,mxResources.get("loading"))){var c=mxUtils.bind(this,function(x){this.ui.spinner.stop();this.ui.handleError(x)}),l=f[0].link.indexOf(this.appPath);if(0<l){var m=decodeURIComponent(f[0].link.substring(l+this.appPath.length-1));this.readFile({path:m},mxUtils.bind(this, +function(x,z){if(null!=z&&z.id==f[0].id)try{this.ui.spinner.stop(),d(m.substring(1),new DropboxLibrary(this.ui,x,z))}catch(C){this.ui.handleError(C)}else this.createLibrary(f[0],d,c)}),c)}else this.createLibrary(f[0],d,c)}})})};DropboxClient.prototype.createLibrary=function(d,f,c){this.ui.confirm(mxResources.get("note")+": "+mxResources.get("fileWillBeSavedInAppFolder",[d.name]),mxUtils.bind(this,function(){this.ui.editor.loadUrl(d.link,mxUtils.bind(this,function(l){this.insertFile(d.name,l,mxUtils.bind(this, +function(m){try{this.ui.spinner.stop(),f(m.getHash().substring(1),m)}catch(x){c(x)}}),c,!0)}),c)}),mxUtils.bind(this,function(){this.ui.spinner.stop()}))};DropboxClient.prototype.pickFile=function(d,f){null!=Dropbox.choose?(d=null!=d?d:mxUtils.bind(this,function(c,l){this.ui.loadFile(null!=c?"D"+encodeURIComponent(c):l.getHash(),null,l)}),Dropbox.choose({linkType:"direct",cancel:mxUtils.bind(this,function(){}),success:mxUtils.bind(this,function(c){if(this.ui.spinner.spin(document.body,mxResources.get("loading")))if(f)this.ui.spinner.stop(), +d(c[0].link);else{var l=mxUtils.bind(this,function(e){this.ui.spinner.stop();this.ui.handleError(e)}),m=mxUtils.bind(this,function(e,g){this.ui.spinner.stop();d(e,g)}),x=/\.png$/i.test(c[0].name);if(/\.vsdx$/i.test(c[0].name)||/\.gliffy$/i.test(c[0].name)||!this.ui.useCanvasForExport&&x)m(c[0].link);else{var z=c[0].link.indexOf(this.appPath);if(0<z){var C=decodeURIComponent(c[0].link.substring(z+this.appPath.length-1));this.readFile({path:C},mxUtils.bind(this,function(e,g){if(null!=g&&g.id==c[0].id){var k= +x?e.lastIndexOf(","):-1;this.ui.spinner.stop();var n=null;0<k&&(k=this.ui.extractGraphModelFromPng(e),null!=k&&0<k.length?e=k:n=new LocalFile(this,e,C,!0));d(C.substring(1),null!=n?n:new DropboxFile(this.ui,e,g))}else this.createFile(c[0],m,l)}),l,x)}else this.createFile(c[0],m,l)}}})})):this.ui.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})};DropboxClient.prototype.createFile=function(d,f,c){var l=/(\.png)$/i.test(d.name);this.ui.editor.loadUrl(d.link,mxUtils.bind(this,function(m){null!= +m&&0<m.length?this.ui.confirm(mxResources.get("note")+": "+mxResources.get("fileWillBeSavedInAppFolder",[d.name]),mxUtils.bind(this,function(){var x=l?m.lastIndexOf(","):-1;0<x&&(x=this.ui.extractGraphModelFromPng(m.substring(x+1)),null!=x&&0<x.length&&(m=x));this.insertFile(d.name,m,mxUtils.bind(this,function(z){f(d.name,z)}),c)}),mxUtils.bind(this,function(){this.ui.spinner.stop()})):(this.ui.spinner.stop(),c({message:mxResources.get("errorLoadingFile")}))}),c,l)}})();OneDriveFile=function(b,d,f){DrawioFile.call(this,b,d);this.meta=f};mxUtils.extend(OneDriveFile,DrawioFile);OneDriveFile.prototype.autosaveDelay=500;OneDriveFile.prototype.isRealtimeSupported=function(){return!0}; +OneDriveFile.prototype.share=function(){var b=this.meta.webUrl;b=b.substring(0,b.lastIndexOf("/"));if(null!=this.meta.parentReference)try{if("personal"==this.meta.parentReference.driveType)b="https://onedrive.live.com/?cid="+encodeURIComponent(this.meta.parentReference.driveId)+"&id="+encodeURIComponent(this.meta.id);else if("documentLibrary"==this.meta.parentReference.driveType){var d=this.meta.parentReference.path;d=d.substring(d.indexOf("/root:")+6);var f=this.meta.webUrl;b=f.substring(0,f.length- +d.length-this.meta.name.length-(0<d.length?1:0));f=f.substring(f.indexOf("/",8));b=b+"/Forms/AllItems.aspx?id="+f+"&parent="+f.substring(0,f.lastIndexOf("/"))}else if("business"==this.meta.parentReference.driveType){b=this.meta["@microsoft.graph.downloadUrl"];var c=b.indexOf("/_layouts/15/download.aspx?");d=f=this.meta.webUrl;f=f.substring(8);f=f.substring(f.indexOf("/"));d=d.substring(0,d.lastIndexOf("/"));d=d.substring(d.indexOf("/",8));b=b.substring(0,c)+"/_layouts/15/onedrive.aspx?id="+f+"&parent="+ +d}}catch(l){}this.ui.editor.graph.openLink(b)};OneDriveFile.prototype.getId=function(){return this.getIdOf(this.meta)};OneDriveFile.prototype.getParentId=function(){return this.getIdOf(this.meta,!0)};OneDriveFile.prototype.getIdOf=function(b,d){return(null!=b.parentReference&&null!=b.parentReference.driveId?b.parentReference.driveId+"/":"")+(null!=d?b.parentReference.id:b.id+(b.folder&&b.folder.isRoot?"/root":""))}; OneDriveFile.prototype.getChannelId=function(){return"W-"+DrawioFile.prototype.getChannelId.apply(this,arguments)};OneDriveFile.prototype.getHash=function(){return"W"+encodeURIComponent(this.getId())};OneDriveFile.prototype.getMode=function(){return App.MODE_ONEDRIVE};OneDriveFile.prototype.isAutosaveOptional=function(){return!0};OneDriveFile.prototype.getTitle=function(){return this.meta.name};OneDriveFile.prototype.isRenamable=function(){return!0};OneDriveFile.prototype.isOptimisticSync=function(){return!0}; OneDriveFile.prototype.isSyncEnabled=function(){return!0};OneDriveFile.prototype.isSyncSupported=function(){return!0};OneDriveFile.prototype.getSize=function(){return this.meta.size};OneDriveFile.prototype.isConflict=function(b){return null!=b&&(412==b.getStatus()||409==b.getStatus())};OneDriveFile.prototype.getCurrentUser=function(){return null!=this.ui.oneDrive?this.ui.oneDrive.user:null}; -OneDriveFile.prototype.loadDescriptor=function(b,e){this.ui.oneDrive.executeRequest(this.ui.oneDrive.getItemURL(this.getId()),mxUtils.bind(this,function(f){200<=f.getStatus()&&299>=f.getStatus()?b(JSON.parse(f.getText())):null!=e&&e()}),e)};OneDriveFile.prototype.getLatestVersion=function(b,e){this.ui.oneDrive.getFile(this.getId(),b,e)};OneDriveFile.prototype.getDescriptor=function(){return this.meta};OneDriveFile.prototype.setDescriptor=function(b){this.meta=b}; -OneDriveFile.prototype.getDescriptorEtag=function(b){return b.eTag};OneDriveFile.prototype.setDescriptorEtag=function(b,e){b.eTag=e};OneDriveFile.prototype.loadPatchDescriptor=function(b,e){var f=this.ui.oneDrive.getItemURL(this.getId());this.ui.oneDrive.executeRequest(f+"?select=etag,file",mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?b(JSON.parse(c.getText())):e(this.ui.oneDrive.parseRequestText(c))}),e)}; -OneDriveFile.prototype.getChannelKey=function(){return"undefined"!==typeof CryptoJS?CryptoJS.MD5(this.meta.createdDateTime+(null!=this.meta.createdBy&&null!=this.meta.createdBy.user?this.meta.createdBy.user.id:"")).toString():null};OneDriveFile.prototype.getLastModifiedDate=function(){return new Date(this.meta.lastModifiedDateTime)};OneDriveFile.prototype.save=function(b,e,f,c,m){this.doSave(this.getTitle(),b,e,f,c,m)};OneDriveFile.prototype.saveAs=function(b,e,f){this.doSave(b,!1,e,f)}; -OneDriveFile.prototype.doSave=function(b,e,f,c,m,n){var v=this.meta.name;this.meta.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.meta.name=v;this.saveFile(b,e,f,c,m,n)}),c,m,n])}; -OneDriveFile.prototype.saveFile=function(b,e,f,c,m,n){if(!this.isEditable())null!=f&&f();else if(!this.savingFile)if(this.getTitle()==b){var v=mxUtils.bind(this,function(){try{this.savingFileTime=new Date;this.setShadowModified(!1);this.savingFile=!0;var d=n||this.constructor!=OneDriveFile||"manual"!=DrawioFile.SYNC&&"auto"!=DrawioFile.SYNC?null:this.getCurrentEtag(),g=this.meta;null!=this.sync&&this.sync.fileSaving();this.ui.oneDrive.saveFile(this,mxUtils.bind(this,function(k,l){this.setModified(this.getShadowModified()); -this.savingFile=!1;this.meta=k;this.fileSaved(l,g,mxUtils.bind(this,function(){this.contentChanged();null!=f&&f()}),c)}),mxUtils.bind(this,function(k,l){try{this.savingFile=!1,this.isConflict(l)?(this.inConflictState=!0,null!=this.sync?(this.savingFile=!0,this.sync.fileConflict(null,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){this.updateFileData();v()}),100+500*Math.random())}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}))):null!=c&&c()):null!=c&& -c(k)}catch(p){if(this.savingFile=!1,null!=c)c(p);else throw p;}}),d)}catch(k){if(this.savingFile=!1,null!=c)c(k);else throw k;}});v()}else this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.ui.oneDrive.insertFile(b,this.getData(),mxUtils.bind(this,function(d){this.setModified(this.getShadowModified());this.savingFile=!1;null!=f&&f();this.ui.fileLoaded(d)}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}))}; -OneDriveFile.prototype.rename=function(b,e,f){var c=this.getCurrentRevisionId();this.ui.oneDrive.renameFile(this,b,mxUtils.bind(this,function(m){this.hasSameExtension(b,this.getTitle())?(this.meta=m,this.descriptorChanged(),null!=this.sync&&this.sync.descriptorChanged(c),null!=e&&e(m)):(this.meta=m,null!=this.sync&&this.sync.descriptorChanged(c),this.save(!0,e,f))}),f)}; -OneDriveFile.prototype.move=function(b,e,f){this.ui.oneDrive.moveFile(this.getId(),b,mxUtils.bind(this,function(c){this.meta=c;this.descriptorChanged();null!=e&&e(c)}),f)};OneDriveLibrary=function(b,e,f){OneDriveFile.call(this,b,e,f)};mxUtils.extend(OneDriveLibrary,OneDriveFile);OneDriveLibrary.prototype.isAutosave=function(){return!0};OneDriveLibrary.prototype.save=function(b,e,f){this.ui.oneDrive.saveFile(this,mxUtils.bind(this,function(c){this.desc=c;null!=e&&e(c)}),f)};OneDriveLibrary.prototype.open=function(){};(function(){var b=null;window.OneDriveClient=function(e,f,c,m){null==f&&null!=window.urlParams&&"1"==window.urlParams.extAuth&&(f=!0);null==c&&(c=null!=window.Editor?Editor.oneDriveInlinePicker:!0);null==m&&null!=window.urlParams&&"1"==window.urlParams.noLogoutOD&&(m=!0);DrawioClient.call(this,e,f?"oneDriveExtAuthInfo":"oneDriveAuthInfo");this.isExtAuth=f;this.inlinePicker=c;this.noLogout=m;e=JSON.parse(this.token);null!=e&&(this.endpointHint=null!=e.endpointHint?e.endpointHint.replace("/Documents", -"/_layouts/15/onedrive.aspx"):e.endpointHint)};mxUtils.extend(OneDriveClient,DrawioClient);OneDriveClient.prototype.clientId=window.DRAWIO_MSGRAPH_CLIENT_ID||("test.draw.io"==window.location.hostname?"95e4b4ed-ed5c-4a05-935b-b411b4562ef2":"24b129a6-117b-4394-bdc8-3b9955e5cdef");OneDriveClient.prototype.clientId="app.diagrams.net"==window.location.hostname?"b5ff67d6-3155-4fca-965a-59a3655c4476":OneDriveClient.prototype.clientId;OneDriveClient.prototype.clientId="viewer.diagrams.net"==window.location.hostname? +OneDriveFile.prototype.loadDescriptor=function(b,d){this.ui.oneDrive.executeRequest(this.ui.oneDrive.getItemURL(this.getId()),mxUtils.bind(this,function(f){200<=f.getStatus()&&299>=f.getStatus()?b(JSON.parse(f.getText())):null!=d&&d()}),d)};OneDriveFile.prototype.getLatestVersion=function(b,d){this.ui.oneDrive.getFile(this.getId(),b,d)};OneDriveFile.prototype.getDescriptor=function(){return this.meta};OneDriveFile.prototype.setDescriptor=function(b){this.meta=b}; +OneDriveFile.prototype.getDescriptorEtag=function(b){return b.eTag};OneDriveFile.prototype.setDescriptorEtag=function(b,d){b.eTag=d};OneDriveFile.prototype.loadPatchDescriptor=function(b,d){var f=this.ui.oneDrive.getItemURL(this.getId());this.ui.oneDrive.executeRequest(f+"?select=etag,file",mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?b(JSON.parse(c.getText())):d(this.ui.oneDrive.parseRequestText(c))}),d)}; +OneDriveFile.prototype.getChannelKey=function(){return"undefined"!==typeof CryptoJS?CryptoJS.MD5(this.meta.createdDateTime+(null!=this.meta.createdBy&&null!=this.meta.createdBy.user?this.meta.createdBy.user.id:"")).toString():null};OneDriveFile.prototype.getLastModifiedDate=function(){return new Date(this.meta.lastModifiedDateTime)};OneDriveFile.prototype.save=function(b,d,f,c,l){this.doSave(this.getTitle(),b,d,f,c,l)};OneDriveFile.prototype.saveAs=function(b,d,f){this.doSave(b,!1,d,f)}; +OneDriveFile.prototype.doSave=function(b,d,f,c,l,m){var x=this.meta.name;this.meta.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.meta.name=x;this.saveFile(b,d,f,c,l,m)}),c,l,m])}; +OneDriveFile.prototype.saveFile=function(b,d,f,c,l,m){if(!this.isEditable())null!=f&&f();else if(!this.savingFile)if(this.getTitle()==b){var x=mxUtils.bind(this,function(){try{this.savingFileTime=new Date;this.setShadowModified(!1);this.savingFile=!0;var z=m||this.constructor!=OneDriveFile||"manual"!=DrawioFile.SYNC&&"auto"!=DrawioFile.SYNC?null:this.getCurrentEtag(),C=this.meta;null!=this.sync&&this.sync.fileSaving();this.ui.oneDrive.saveFile(this,mxUtils.bind(this,function(e,g){this.setModified(this.getShadowModified()); +this.savingFile=!1;this.meta=e;this.fileSaved(g,C,mxUtils.bind(this,function(){this.contentChanged();null!=f&&f()}),c)}),mxUtils.bind(this,function(e,g){try{this.savingFile=!1,this.isConflict(g)?(this.inConflictState=!0,null!=this.sync?(this.savingFile=!0,this.sync.fileConflict(null,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){this.updateFileData();x()}),100+500*Math.random())}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}))):null!=c&&c()):null!=c&& +c(e)}catch(k){if(this.savingFile=!1,null!=c)c(k);else throw k;}}),z)}catch(e){if(this.savingFile=!1,null!=c)c(e);else throw e;}});x()}else this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.ui.oneDrive.insertFile(b,this.getData(),mxUtils.bind(this,function(z){this.setModified(this.getShadowModified());this.savingFile=!1;null!=f&&f();this.ui.fileLoaded(z)}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}))}; +OneDriveFile.prototype.rename=function(b,d,f){var c=this.getCurrentRevisionId();this.ui.oneDrive.renameFile(this,b,mxUtils.bind(this,function(l){this.hasSameExtension(b,this.getTitle())?(this.meta=l,this.descriptorChanged(),null!=this.sync&&this.sync.descriptorChanged(c),null!=d&&d(l)):(this.meta=l,null!=this.sync&&this.sync.descriptorChanged(c),this.save(!0,d,f))}),f)}; +OneDriveFile.prototype.move=function(b,d,f){this.ui.oneDrive.moveFile(this.getId(),b,mxUtils.bind(this,function(c){this.meta=c;this.descriptorChanged();null!=d&&d(c)}),f)};OneDriveLibrary=function(b,d,f){OneDriveFile.call(this,b,d,f)};mxUtils.extend(OneDriveLibrary,OneDriveFile);OneDriveLibrary.prototype.isAutosave=function(){return!0};OneDriveLibrary.prototype.save=function(b,d,f){this.ui.oneDrive.saveFile(this,mxUtils.bind(this,function(c){this.desc=c;null!=d&&d(c)}),f)};OneDriveLibrary.prototype.open=function(){};(function(){var b=null;window.OneDriveClient=function(d,f,c,l){null==f&&null!=window.urlParams&&"1"==window.urlParams.extAuth&&(f=!0);null==c&&(c=null!=window.Editor?Editor.oneDriveInlinePicker:!0);null==l&&null!=window.urlParams&&"1"==window.urlParams.noLogoutOD&&(l=!0);DrawioClient.call(this,d,f?"oneDriveExtAuthInfo":"oneDriveAuthInfo");this.isExtAuth=f;this.inlinePicker=c;this.noLogout=l;d=JSON.parse(this.token);null!=d&&(this.endpointHint=null!=d.endpointHint?d.endpointHint.replace("/Documents", +"/_layouts/15/onedrive.aspx"):d.endpointHint)};mxUtils.extend(OneDriveClient,DrawioClient);OneDriveClient.prototype.clientId=window.DRAWIO_MSGRAPH_CLIENT_ID||("test.draw.io"==window.location.hostname?"95e4b4ed-ed5c-4a05-935b-b411b4562ef2":"24b129a6-117b-4394-bdc8-3b9955e5cdef");OneDriveClient.prototype.clientId="app.diagrams.net"==window.location.hostname?"b5ff67d6-3155-4fca-965a-59a3655c4476":OneDriveClient.prototype.clientId;OneDriveClient.prototype.clientId="viewer.diagrams.net"==window.location.hostname? "417a451a-a343-4788-b6c1-901e63182565":OneDriveClient.prototype.clientId;OneDriveClient.prototype.scopes="user.read files.readwrite.all sites.read.all";OneDriveClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+"/microsoft";OneDriveClient.prototype.pickerRedirectUri=window.location.protocol+"//"+window.location.host+"/onedrive3.html";OneDriveClient.prototype.defEndpointHint="api.onedrive.com";OneDriveClient.prototype.endpointHint=OneDriveClient.prototype.defEndpointHint; -OneDriveClient.prototype.extension=".drawio";OneDriveClient.prototype.baseUrl="https://graph.microsoft.com/v1.0";OneDriveClient.prototype.emptyFn=function(){};OneDriveClient.prototype.invalidFilenameRegExs=[/[~"#%\*:<>\?\/\\{\|}]/,/^\.lock$/i,/^CON$/i,/^PRN$/i,/^AUX$/i,/^NUL$/i,/^COM\d$/i,/^LPT\d$/i,/^desktop\.ini$/i,/_vti_/i];OneDriveClient.prototype.isValidFilename=function(e){if(null==e||""===e)return!1;for(var f=0;f<this.invalidFilenameRegExs.length;f++)if(this.invalidFilenameRegExs[f].test(e))return!1; -return!0};OneDriveClient.prototype.get=function(e,f,c){e=new mxXmlRequest(e,null,"GET");e.setRequestHeaders=mxUtils.bind(this,function(m,n){m.setRequestHeader("Authorization","Bearer "+b)});e.send(f,c);return e};OneDriveClient.prototype.updateUser=function(e,f,c){var m=!0,n=window.setTimeout(mxUtils.bind(this,function(){m=!1;f({code:App.ERROR_TIMEOUT})}),this.ui.timeout);this.get(this.baseUrl+"/me",mxUtils.bind(this,function(v){window.clearTimeout(n);m&&(200>v.getStatus()||300<=v.getStatus()?c?f({message:mxResources.get("accessDenied")}): -(this.logout(),this.authenticate(mxUtils.bind(this,function(){this.updateUser(e,f,!0)}),f)):(v=JSON.parse(v.getText()),this.setUser(new DrawioUser(v.id,v.mail,v.displayName)),e()))}),mxUtils.bind(this,function(v){window.clearTimeout(n);m&&f(v)}))};OneDriveClient.prototype.resetTokenRefresh=function(e){null!=this.tokenRefreshThread&&(window.clearTimeout(this.tokenRefreshThread),this.tokenRefreshThread=null);0<e&&(this.tokenRefreshInterval=1E3*e,this.tokenRefreshThread=window.setTimeout(mxUtils.bind(this, -function(){this.authenticate(this.emptyFn,this.emptyFn,!0)}),900*e))};OneDriveClient.prototype.authenticate=function(e,f,c){if(this.isExtAuth)window.parent.oneDriveAuth(mxUtils.bind(this,function(m){this.updateAuthInfo(m,!0,null==this.endpointHint,e,f)}),f,null!=window.urlParams&&"1"==urlParams.odAuthCancellable);else(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(m){200<=m.getStatus()&&299>=m.getStatus()?this.authenticateStep2(m.getText(),e,f,c):null!= -f&&f(m)}),f)};OneDriveClient.prototype.updateAuthInfo=function(e,f,c,m,n){c&&this.setUser(null);b=e.access_token;delete e.access_token;e.expiresOn=Date.now()+1E3*e.expires_in;this.tokenExpiresOn=e.expiresOn;e.remember=f;this.setPersistentToken(JSON.stringify(e),!f);this.resetTokenRefresh(e.expires_in);c?this.getAccountTypeAndEndpoint(mxUtils.bind(this,function(){m()}),n):m()};OneDriveClient.prototype.authenticateStep2=function(e,f,c,m){if(null==window.onOneDriveCallback){var n=mxUtils.bind(this,function(){var v= -!0,d=JSON.parse(this.getPersistentToken(!0));null!=d?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+e),null,"GET")).send(mxUtils.bind(this,function(g){200<=g.getStatus()&&299>=g.getStatus()?this.updateAuthInfo(JSON.parse(g.getText()),d.remember,!1,f,c):(this.clearPersistentToken(),this.setUser(null),b=null,401!=g.getStatus()&&400!=g.getStatus()||m?c({message:mxResources.get("accessDenied"),retry:n}):n())}),c):this.ui.showAuthDialog(this, -!0,mxUtils.bind(this,function(g,k){var l="https://login.microsoftonline.com/common/oauth2/v2.0/authorize?client_id="+this.clientId+"&response_type=code&redirect_uri="+encodeURIComponent(this.redirectUri)+"&scope="+encodeURIComponent(this.scopes+(g?" offline_access":""))+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+e);l=window.open(l,"odauth",["width=525,height=525","top="+(window.screenY+Math.max(window.outerHeight-525,0)/2),"left="+(window.screenX+ -Math.max(window.outerWidth-525,0)/2),"status=no,resizable=yes,toolbar=no,menubar=no,scrollbars=yes"].join());null!=l&&(window.onOneDriveCallback=mxUtils.bind(this,function(p,q){if(v){window.onOneDriveCallback=null;v=!1;try{null==p?c({message:mxResources.get("accessDenied"),retry:n}):(null!=k&&k(),this.updateAuthInfo(p,g,!0,f,c))}catch(y){c(y)}finally{null!=q&&q.close()}}else null!=q&&q.close()}),l.focus())}),mxUtils.bind(this,function(){v&&(window.onOneDriveCallback=null,v=!1,c({message:mxResources.get("accessDenied"), -retry:n}))}))});n()}else c({code:App.ERROR_BUSY})};OneDriveClient.prototype.getAccountTypeAndEndpoint=function(e,f){this.get(this.baseUrl+"/me/drive/root",mxUtils.bind(this,function(c){try{if(200<=c.getStatus()&&299>=c.getStatus()){var m=JSON.parse(c.getText());0<m.webUrl.indexOf(".sharepoint.com")?this.endpointHint=m.webUrl.replace("/Documents","/_layouts/15/onedrive.aspx"):this.endpointHint=this.defEndpointHint;var n=JSON.parse(this.getPersistentToken(!0));null!=n&&(n.endpointHint=this.endpointHint, -this.setPersistentToken(JSON.stringify(n),!n.remember));e();return}}catch(v){}f({message:mxResources.get("unknownError")+" (Code: "+c.getStatus()+")"})}),f)};OneDriveClient.prototype.executeRequest=function(e,f,c){var m=mxUtils.bind(this,function(n){var v=!0,d=window.setTimeout(mxUtils.bind(this,function(){v=!1;c({code:App.ERROR_TIMEOUT,retry:m})}),this.ui.timeout);this.get(e,mxUtils.bind(this,function(g){window.clearTimeout(d);v&&(200<=g.getStatus()&&299>=g.getStatus()||404==g.getStatus()?(null== -this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0),f(g)):n||401!==g.getStatus()&&400!==g.getStatus()?c(this.parseRequestText(g)):this.authenticate(function(){m(!0)},c,n))}),mxUtils.bind(this,function(g){window.clearTimeout(d);v&&c(g)}))});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(function(){m(!0)},c):m(!1)};OneDriveClient.prototype.checkToken=function(e,f){null==b||null==this.tokenRefreshThread||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(e,null!=f?f:this.emptyFn): -e()};OneDriveClient.prototype.getItemRef=function(e){var f=e.split("/");return 1<f.length?{driveId:f[0],id:f[1]}:{id:e}};OneDriveClient.prototype.getItemURL=function(e,f){var c=e.split("/");return 1<c.length?(e=c[1],(f?"":this.baseUrl)+"/drives/"+c[0]+("root"==e?"/root":"/items/"+e)):(f?"":this.baseUrl)+"/me/drive/items/"+e};OneDriveClient.prototype.getLibrary=function(e,f,c){this.getFile(e,f,c,!1,!0)};OneDriveClient.prototype.removeExtraHtmlContent=function(e){var f=e.lastIndexOf('<html><head><META HTTP-EQUIV="Content-Type" CONTENT="text/html; charset=utf-8"><meta name="Robots" '); -0<f&&(e=e.substring(0,f));return e};OneDriveClient.prototype.getFile=function(e,f,c,m,n){n=null!=n?n:!1;this.executeRequest(this.getItemURL(e),mxUtils.bind(this,function(v){if(200<=v.getStatus()&&299>=v.getStatus()){var d=JSON.parse(v.getText()),g=/\.png$/i.test(d.name);if(/\.v(dx|sdx?)$/i.test(d.name)||/\.gliffy$/i.test(d.name)||/\.pdf$/i.test(d.name)||!this.ui.useCanvasForExport&&g)this.ui.convertFile(d["@microsoft.graph.downloadUrl"],d.name,null!=d.file?d.file.mimeType:null,this.extension,f,c); -else{var k=!0,l=window.setTimeout(mxUtils.bind(this,function(){k=!1;c({code:App.ERROR_TIMEOUT})}),this.ui.timeout);this.ui.editor.loadUrl(d["@microsoft.graph.downloadUrl"],mxUtils.bind(this,function(p){try{if(window.clearTimeout(l),k){/\.html$/i.test(d.name)&&(p=this.removeExtraHtmlContent(p));var q=null;if(0<(g?p.lastIndexOf(","):-1)){var y=this.ui.extractGraphModelFromPng(p);null!=y&&0<y.length?p=y:q=new LocalFile(this.ui,p,d.name,!0)}else if("data:image/png;base64,PG14ZmlsZS"==p.substring(0,32)){var z= -p.substring(22);p=window.atob&&!mxClient.IS_SF?atob(z):Base64.decode(z)}Graph.fileSupport&&(new XMLHttpRequest).upload&&this.ui.isRemoteFileFormat(p,d["@microsoft.graph.downloadUrl"])?this.ui.parseFileData(p,mxUtils.bind(this,function(A){try{4==A.readyState&&(200<=A.status&&299>=A.status?f(new LocalFile(this.ui,A.responseText,d.name+this.extension,!0)):null!=c&&c({message:mxResources.get("errorLoadingFile")}))}catch(B){if(null!=c)c(B);else throw B;}}),d.name):null!=q?f(q):n?f(new OneDriveLibrary(this.ui, -p,d)):f(new OneDriveFile(this.ui,p,d))}}catch(A){if(null!=c)c(A);else throw A;}}),mxUtils.bind(this,function(p){window.clearTimeout(l);k&&c(this.parseRequestText(p))}),g||null!=d.file&&null!=d.file.mimeType&&("image/"==d.file.mimeType.substring(0,6)&&"image/svg"!=d.file.mimeType.substring(0,9)||"application/pdf"==d.file.mimeType))}}else this.isExtAuth?c({message:mxResources.get("fileNotFoundOrDenied"),ownerEmail:null!=window.urlParams?urlParams.ownerEml:null}):c(this.parseRequestText(v))}),c)};OneDriveClient.prototype.renameFile= -function(e,f,c,m){null!=e&&null!=f&&(this.isValidFilename(f)?this.checkExists(e.getParentId(),f,!1,mxUtils.bind(this,function(n){n?this.writeFile(this.getItemURL(e.getId()),JSON.stringify({name:f}),"PATCH","application/json",c,m):m()})):m({message:this.invalidFilenameRegExs[0].test(f)?mxResources.get("oneDriveCharsNotAllowed"):mxResources.get("oneDriveInvalidDeviceName")}))};OneDriveClient.prototype.moveFile=function(e,f,c,m){f=this.getItemRef(f);var n=this.getItemRef(e);f.driveId!=n.driveId?m({message:mxResources.get("cannotMoveOneDrive", -null,"Moving a file between accounts is not supported yet.")}):this.writeFile(this.getItemURL(e),JSON.stringify({parentReference:f}),"PATCH","application/json",c,m)};OneDriveClient.prototype.insertLibrary=function(e,f,c,m,n){this.insertFile(e,f,c,m,!0,n)};OneDriveClient.prototype.insertFile=function(e,f,c,m,n,v){this.isValidFilename(e)?(n=null!=n?n:!1,this.checkExists(v,e,!0,mxUtils.bind(this,function(d){if(d){d="/me/drive/root";null!=v&&(d=this.getItemURL(v,!0));var g=mxUtils.bind(this,function(k){n? -c(new OneDriveLibrary(this.ui,f,k)):c(new OneDriveFile(this.ui,f,k))});d=this.baseUrl+d+"/children/"+encodeURIComponent(e)+"/content";4E6<=f.length?this.writeFile(d,"","PUT",null,mxUtils.bind(this,function(k){this.writeLargeFile(this.getItemURL(k.id),f,g,m)}),m):this.writeFile(d,f,"PUT",null,g,m)}else m()}))):m({message:this.invalidFilenameRegExs[0].test(e)?mxResources.get("oneDriveCharsNotAllowed"):mxResources.get("oneDriveInvalidDeviceName")})};OneDriveClient.prototype.checkExists=function(e,f, -c,m){var n="/me/drive/root";null!=e&&(n=this.getItemURL(e,!0));this.executeRequest(this.baseUrl+n+"/children/"+encodeURIComponent(f),mxUtils.bind(this,function(v){404==v.getStatus()?m(!0):c?(this.ui.spinner.stop(),this.ui.confirm(mxResources.get("replaceIt",[f]),function(){m(!0)},function(){m(!1)})):(this.ui.spinner.stop(),this.ui.showError(mxResources.get("error"),mxResources.get("fileExists"),mxResources.get("ok"),function(){m(!1)}))}),function(v){m(!1)},!0)};OneDriveClient.prototype.saveFile=function(e, -f,c,m){try{var n=e.getData(),v=mxUtils.bind(this,function(g){var k=mxUtils.bind(this,function(p){f(p,n)}),l=this.getItemURL(e.getId());4E6<=g.length?this.writeLargeFile(l,g,k,c,m):this.writeFile(l+"/content/",g,"PUT",null,k,c,m)});if(this.ui.useCanvasForExport&&/(\.png)$/i.test(e.meta.name)){var d=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(g){v(this.ui.base64ToBlob(g,"image/png"))}),c,this.ui.getCurrentFile()!=e?n:null,d.scale,d.border)}else v(n)}catch(g){c(g)}}; -OneDriveClient.prototype.writeLargeFile=function(e,f,c,m,n){try{if(null!=f){var v=mxUtils.bind(this,function(g,k,l){try{l=l||0;var p=!0,q=null;q=window.setTimeout(mxUtils.bind(this,function(){p=!1;m({code:App.ERROR_TIMEOUT})}),this.ui.timeout);var y=f.substr(k,4194304),z=new mxXmlRequest(g,y,"PUT");z.setRequestHeaders=mxUtils.bind(this,function(A,B){A.setRequestHeader("Content-Length",y.length);A.setRequestHeader("Content-Range","bytes "+k+"-"+(k+y.length-1)+"/"+f.length)});z.send(mxUtils.bind(this, -function(A){window.clearTimeout(q);if(p){var B=A.getStatus();200<=B&&299>=B?(B=k+y.length,B==f.length?c(JSON.parse(A.getText())):v(g,B,l)):500<=B&&599>=B&&2>l?(l++,v(g,k,l)):m(this.parseRequestText(A),A)}}),mxUtils.bind(this,function(A){window.clearTimeout(q);p&&m(this.parseRequestText(A))}))}catch(A){m(A)}}),d=mxUtils.bind(this,function(g){try{var k=!0,l=null;try{l=window.setTimeout(mxUtils.bind(this,function(){k=!1;m({code:App.ERROR_TIMEOUT})}),this.ui.timeout)}catch(q){}var p=new mxXmlRequest(e+ -"/createUploadSession","{}","POST");p.setRequestHeaders=mxUtils.bind(this,function(q,y){q.setRequestHeader("Content-Type","application/json");q.setRequestHeader("Authorization","Bearer "+b);null!=n&&q.setRequestHeader("If-Match",n)});p.send(mxUtils.bind(this,function(q){window.clearTimeout(l);k&&(200<=q.getStatus()&&299>=q.getStatus()?(q=JSON.parse(q.getText()),v(q.uploadUrl,0)):g||401!==q.getStatus()?m(this.parseRequestText(q),q):this.authenticate(function(){d(!0)},m,g))}),mxUtils.bind(this,function(q){window.clearTimeout(l); -k&&m(this.parseRequestText(q))}))}catch(q){m(q)}});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(function(){d(!0)},m):d(!1)}else m({message:mxResources.get("unknownError")})}catch(g){m(g)}};OneDriveClient.prototype.writeFile=function(e,f,c,m,n,v,d){try{if(null!=e&&null!=f){var g=mxUtils.bind(this,function(k){try{var l=!0,p=null;try{p=window.setTimeout(mxUtils.bind(this,function(){l=!1;v({code:App.ERROR_TIMEOUT})}),this.ui.timeout)}catch(y){}var q=new mxXmlRequest(e,f,c);q.setRequestHeaders= -mxUtils.bind(this,function(y,z){y.setRequestHeader("Content-Type",m||" ");y.setRequestHeader("Authorization","Bearer "+b);null!=d&&y.setRequestHeader("If-Match",d)});q.send(mxUtils.bind(this,function(y){window.clearTimeout(p);l&&(200<=y.getStatus()&&299>=y.getStatus()?(null==this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0),n(JSON.parse(y.getText()))):k||401!==y.getStatus()?v(this.parseRequestText(y),y):this.authenticate(function(){g(!0)},v,k))}),mxUtils.bind(this,function(y){window.clearTimeout(p); -l&&v(this.parseRequestText(y))}))}catch(y){v(y)}});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(function(){g(!0)},v):g(!1)}else v({message:mxResources.get("unknownError")})}catch(k){v(k)}};OneDriveClient.prototype.parseRequestText=function(e){var f={message:mxResources.get("unknownError")};try{f=JSON.parse(e.getText()),f.status=e.getStatus(),f.error&&(f.error.status=f.status,f.error.code=f.status)}catch(c){}return f};OneDriveClient.prototype.pickLibrary=function(e){this.pickFile(function(f){e(f)})}; -OneDriveClient.prototype.createInlinePicker=function(e,f,c){return mxUtils.bind(this,function(){var m=null,n=document.createElement("div");n.style.position="relative";var v=new CustomDialog(this.ui,n,mxUtils.bind(this,function(){var d=m.getSelectedItem();if(null!=d)if(f&&"object"==typeof d.folder)e({value:[d]});else{if(!d.folder){var g=OneDriveFile.prototype.getIdOf(d);this.executeRequest(this.getItemURL(g),mxUtils.bind(this,function(k){200<=k.getStatus()&&299>=k.getStatus()&&(k=JSON.parse(k.getText()), -e(g,{value:[k]}))}),null)}}else return mxResources.get("invalidSel",null,"Invalid selection")}),null,mxResources.get(f?"save":"open"),null,null,null,null,!0);this.ui.showDialog(v.container,550,500,!0,!0);n.style.width=v.container.parentNode.style.width;n.style.height=parseInt(v.container.parentNode.style.height)-60+"px";m=new mxODPicker(n,null,mxUtils.bind(this,function(d,g,k){this.executeRequest(this.baseUrl+d,function(l){g(JSON.parse(l.getText()))},k)}),mxUtils.bind(this,function(d,g,k,l){this.executeRequest(this.baseUrl+ -"/drives/"+g+"/items/"+d,function(p){k(JSON.parse(p.getText()))},l)}),null,null,function(d){f?e({value:[d]}):e(OneDriveFile.prototype.getIdOf(d))},mxUtils.bind(this,function(d){this.ui.showError(mxResources.get("error"),d)}),f,null,null,null,null,c)})};OneDriveClient.prototype.pickFolder=function(e,f){var c=mxUtils.bind(this,function(n){this.ui.showError(mxResources.get("error"),n&&n.message?n.message:n)}),m=mxUtils.bind(this,function(n){var v=this.inlinePicker?this.createInlinePicker(e,!0):mxUtils.bind(this, -function(){OneDrive.save({clientId:this.clientId,action:"query",openInNewWindow:!0,advanced:{endpointHint:mxClient.IS_IE11?null:this.endpointHint,redirectUri:this.pickerRedirectUri,queryParameters:"select=id,name,parentReference",accessToken:b,isConsumerAccount:!1},success:mxUtils.bind(this,function(d){e(d);mxClient.IS_IE11&&(b=d.accessToken)}),cancel:mxUtils.bind(this,function(){}),error:c})});n?v():this.ui.confirm(mxResources.get("useRootFolder"),mxUtils.bind(this,function(){e({value:[{id:"root", -name:"root",parentReference:{driveId:"me"}}]})}),v,mxResources.get("yes"),mxResources.get("noPickFolder")+"...",!0);null==this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0)});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(mxUtils.bind(this,function(){m(!1)}),c):m(f)};OneDriveClient.prototype.pickFile=function(e,f){e=null!=e?e:mxUtils.bind(this,function(n){this.ui.loadFile("W"+encodeURIComponent(n))});var c=mxUtils.bind(this,function(n){this.ui.showError(mxResources.get("error"), -n&&n.message?n.message:n)}),m=this.inlinePicker?this.createInlinePicker(e,null,f):mxUtils.bind(this,function(){OneDrive.open({clientId:this.clientId,action:"query",multiSelect:!1,advanced:{endpointHint:mxClient.IS_IE11?null:this.endpointHint,redirectUri:this.pickerRedirectUri,queryParameters:"select=id,name,parentReference,webUrl",accessToken:b,isConsumerAccount:!1},success:mxUtils.bind(this,function(n){null!=n&&null!=n.value&&0<n.value.length&&(mxClient.IS_IE11&&(b=n.accessToken),e(OneDriveFile.prototype.getIdOf(n.value[0]), -n))}),cancel:mxUtils.bind(this,function(){}),error:c});null==this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0)});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(mxUtils.bind(this,function(){this.inlinePicker?m():this.ui.showDialog((new BtnDialog(this.ui,this,mxResources.get("open"),mxUtils.bind(this,function(){this.ui.hideDialog();m()}))).container,300,140,!0,!0)}),c):m()};OneDriveClient.prototype.logout=function(){if(isLocalStorage){var e=localStorage.getItem("odpickerv7cache"); -null!=e&&'{"odsdkLoginHint":{'==e.substring(0,19)&&localStorage.removeItem("odpickerv7cache")}window.open("https://login.microsoftonline.com/common/oauth2/v2.0/logout","logout","width=525,height=525,status=no,resizable=yes,toolbar=no,menubar=no,scrollbars=yes");this.ui.editor.loadUrl(this.redirectUri+"?doLogout=1&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken();this.setUser(null);b=null}})();GitHubFile=function(b,e,f){DrawioFile.call(this,b,e);this.meta=f;this.peer=this.ui.gitHub};mxUtils.extend(GitHubFile,DrawioFile);GitHubFile.prototype.share=function(){this.ui.editor.graph.openLink("https://github.com/"+encodeURIComponent(this.meta.org)+"/"+encodeURIComponent(this.meta.repo)+"/settings/access")}; +OneDriveClient.prototype.extension=".drawio";OneDriveClient.prototype.baseUrl="https://graph.microsoft.com/v1.0";OneDriveClient.prototype.emptyFn=function(){};OneDriveClient.prototype.invalidFilenameRegExs=[/[~"#%\*:<>\?\/\\{\|}]/,/^\.lock$/i,/^CON$/i,/^PRN$/i,/^AUX$/i,/^NUL$/i,/^COM\d$/i,/^LPT\d$/i,/^desktop\.ini$/i,/_vti_/i];OneDriveClient.prototype.isValidFilename=function(d){if(null==d||""===d)return!1;for(var f=0;f<this.invalidFilenameRegExs.length;f++)if(this.invalidFilenameRegExs[f].test(d))return!1; +return!0};OneDriveClient.prototype.get=function(d,f,c){d=new mxXmlRequest(d,null,"GET");d.setRequestHeaders=mxUtils.bind(this,function(l,m){l.setRequestHeader("Authorization","Bearer "+b)});d.send(f,c);return d};OneDriveClient.prototype.updateUser=function(d,f,c){var l=!0,m=window.setTimeout(mxUtils.bind(this,function(){l=!1;f({code:App.ERROR_TIMEOUT})}),this.ui.timeout);this.get(this.baseUrl+"/me",mxUtils.bind(this,function(x){window.clearTimeout(m);l&&(200>x.getStatus()||300<=x.getStatus()?c?f({message:mxResources.get("accessDenied")}): +(this.logout(),this.authenticate(mxUtils.bind(this,function(){this.updateUser(d,f,!0)}),f)):(x=JSON.parse(x.getText()),this.setUser(new DrawioUser(x.id,x.mail,x.displayName)),d()))}),mxUtils.bind(this,function(x){window.clearTimeout(m);l&&f(x)}))};OneDriveClient.prototype.resetTokenRefresh=function(d){null!=this.tokenRefreshThread&&(window.clearTimeout(this.tokenRefreshThread),this.tokenRefreshThread=null);0<d&&(this.tokenRefreshInterval=1E3*d,this.tokenRefreshThread=window.setTimeout(mxUtils.bind(this, +function(){this.authenticate(this.emptyFn,this.emptyFn,!0)}),900*d))};OneDriveClient.prototype.authenticate=function(d,f,c){if(this.isExtAuth)window.parent.oneDriveAuth(mxUtils.bind(this,function(l){this.updateAuthInfo(l,!0,null==this.endpointHint,d,f)}),f,null!=window.urlParams&&"1"==urlParams.odAuthCancellable);else(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(l){200<=l.getStatus()&&299>=l.getStatus()?this.authenticateStep2(l.getText(),d,f,c):null!= +f&&f(l)}),f)};OneDriveClient.prototype.updateAuthInfo=function(d,f,c,l,m){c&&this.setUser(null);b=d.access_token;delete d.access_token;d.expiresOn=Date.now()+1E3*d.expires_in;this.tokenExpiresOn=d.expiresOn;d.remember=f;this.setPersistentToken(JSON.stringify(d),!f);this.resetTokenRefresh(d.expires_in);c?this.getAccountTypeAndEndpoint(mxUtils.bind(this,function(){l()}),m):l()};OneDriveClient.prototype.authenticateStep2=function(d,f,c,l){if(null==window.onOneDriveCallback){var m=mxUtils.bind(this,function(){var x= +!0,z=JSON.parse(this.getPersistentToken(!0));null!=z?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+d),null,"GET")).send(mxUtils.bind(this,function(C){200<=C.getStatus()&&299>=C.getStatus()?this.updateAuthInfo(JSON.parse(C.getText()),z.remember,!1,f,c):(this.clearPersistentToken(),this.setUser(null),b=null,401!=C.getStatus()&&400!=C.getStatus()||l?c({message:mxResources.get("accessDenied"),retry:m}):m())}),c):this.ui.showAuthDialog(this, +!0,mxUtils.bind(this,function(C,e){var g="https://login.microsoftonline.com/common/oauth2/v2.0/authorize?client_id="+this.clientId+"&response_type=code&redirect_uri="+encodeURIComponent(this.redirectUri)+"&scope="+encodeURIComponent(this.scopes+(C?" offline_access":""))+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+d);g=window.open(g,"odauth",["width=525,height=525","top="+(window.screenY+Math.max(window.outerHeight-525,0)/2),"left="+(window.screenX+ +Math.max(window.outerWidth-525,0)/2),"status=no,resizable=yes,toolbar=no,menubar=no,scrollbars=yes"].join());null!=g&&(window.onOneDriveCallback=mxUtils.bind(this,function(k,n){if(x){window.onOneDriveCallback=null;x=!1;try{null==k?c({message:mxResources.get("accessDenied"),retry:m}):(null!=e&&e(),this.updateAuthInfo(k,C,!0,f,c))}catch(q){c(q)}finally{null!=n&&n.close()}}else null!=n&&n.close()}),g.focus())}),mxUtils.bind(this,function(){x&&(window.onOneDriveCallback=null,x=!1,c({message:mxResources.get("accessDenied"), +retry:m}))}))});m()}else c({code:App.ERROR_BUSY})};OneDriveClient.prototype.getAccountTypeAndEndpoint=function(d,f){this.get(this.baseUrl+"/me/drive/root",mxUtils.bind(this,function(c){try{if(200<=c.getStatus()&&299>=c.getStatus()){var l=JSON.parse(c.getText());0<l.webUrl.indexOf(".sharepoint.com")?this.endpointHint=l.webUrl.replace("/Documents","/_layouts/15/onedrive.aspx"):this.endpointHint=this.defEndpointHint;var m=JSON.parse(this.getPersistentToken(!0));null!=m&&(m.endpointHint=this.endpointHint, +this.setPersistentToken(JSON.stringify(m),!m.remember));d();return}}catch(x){}f({message:mxResources.get("unknownError")+" (Code: "+c.getStatus()+")"})}),f)};OneDriveClient.prototype.executeRequest=function(d,f,c){var l=mxUtils.bind(this,function(m){var x=!0,z=window.setTimeout(mxUtils.bind(this,function(){x=!1;c({code:App.ERROR_TIMEOUT,retry:l})}),this.ui.timeout);this.get(d,mxUtils.bind(this,function(C){window.clearTimeout(z);x&&(200<=C.getStatus()&&299>=C.getStatus()||404==C.getStatus()?(null== +this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0),f(C)):m||401!==C.getStatus()&&400!==C.getStatus()?c(this.parseRequestText(C)):this.authenticate(function(){l(!0)},c,m))}),mxUtils.bind(this,function(C){window.clearTimeout(z);x&&c(C)}))});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(function(){l(!0)},c):l(!1)};OneDriveClient.prototype.checkToken=function(d,f){null==b||null==this.tokenRefreshThread||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(d,null!=f?f:this.emptyFn): +d()};OneDriveClient.prototype.getItemRef=function(d){var f=d.split("/");return 1<f.length?{driveId:f[0],id:f[1]}:{id:d}};OneDriveClient.prototype.getItemURL=function(d,f){var c=d.split("/");return 1<c.length?(d=c[1],(f?"":this.baseUrl)+"/drives/"+c[0]+("root"==d?"/root":"/items/"+d)):(f?"":this.baseUrl)+"/me/drive/items/"+d};OneDriveClient.prototype.getLibrary=function(d,f,c){this.getFile(d,f,c,!1,!0)};OneDriveClient.prototype.removeExtraHtmlContent=function(d){var f=d.lastIndexOf('<html><head><META HTTP-EQUIV="Content-Type" CONTENT="text/html; charset=utf-8"><meta name="Robots" '); +0<f&&(d=d.substring(0,f));return d};OneDriveClient.prototype.getFile=function(d,f,c,l,m){m=null!=m?m:!1;this.executeRequest(this.getItemURL(d),mxUtils.bind(this,function(x){if(200<=x.getStatus()&&299>=x.getStatus()){var z=JSON.parse(x.getText()),C=/\.png$/i.test(z.name);if(/\.v(dx|sdx?)$/i.test(z.name)||/\.gliffy$/i.test(z.name)||/\.pdf$/i.test(z.name)||!this.ui.useCanvasForExport&&C)this.ui.convertFile(z["@microsoft.graph.downloadUrl"],z.name,null!=z.file?z.file.mimeType:null,this.extension,f,c); +else{var e=!0,g=window.setTimeout(mxUtils.bind(this,function(){e=!1;c({code:App.ERROR_TIMEOUT})}),this.ui.timeout);this.ui.editor.loadUrl(z["@microsoft.graph.downloadUrl"],mxUtils.bind(this,function(k){try{if(window.clearTimeout(g),e){/\.html$/i.test(z.name)&&(k=this.removeExtraHtmlContent(k));var n=null;if(0<(C?k.lastIndexOf(","):-1)){var q=this.ui.extractGraphModelFromPng(k);null!=q&&0<q.length?k=q:n=new LocalFile(this.ui,k,z.name,!0)}else if("data:image/png;base64,PG14ZmlsZS"==k.substring(0,32)){var p= +k.substring(22);k=window.atob&&!mxClient.IS_SF?atob(p):Base64.decode(p)}Graph.fileSupport&&(new XMLHttpRequest).upload&&this.ui.isRemoteFileFormat(k,z["@microsoft.graph.downloadUrl"])?this.ui.parseFileData(k,mxUtils.bind(this,function(A){try{4==A.readyState&&(200<=A.status&&299>=A.status?f(new LocalFile(this.ui,A.responseText,z.name+this.extension,!0)):null!=c&&c({message:mxResources.get("errorLoadingFile")}))}catch(E){if(null!=c)c(E);else throw E;}}),z.name):null!=n?f(n):m?f(new OneDriveLibrary(this.ui, +k,z)):f(new OneDriveFile(this.ui,k,z))}}catch(A){if(null!=c)c(A);else throw A;}}),mxUtils.bind(this,function(k){window.clearTimeout(g);e&&c(this.parseRequestText(k))}),C||null!=z.file&&null!=z.file.mimeType&&("image/"==z.file.mimeType.substring(0,6)&&"image/svg"!=z.file.mimeType.substring(0,9)||"application/pdf"==z.file.mimeType))}}else this.isExtAuth?c({message:mxResources.get("fileNotFoundOrDenied"),ownerEmail:null!=window.urlParams?urlParams.ownerEml:null}):c(this.parseRequestText(x))}),c)};OneDriveClient.prototype.renameFile= +function(d,f,c,l){null!=d&&null!=f&&(this.isValidFilename(f)?this.checkExists(d.getParentId(),f,!1,mxUtils.bind(this,function(m){m?this.writeFile(this.getItemURL(d.getId()),JSON.stringify({name:f}),"PATCH","application/json",c,l):l()})):l({message:this.invalidFilenameRegExs[0].test(f)?mxResources.get("oneDriveCharsNotAllowed"):mxResources.get("oneDriveInvalidDeviceName")}))};OneDriveClient.prototype.moveFile=function(d,f,c,l){f=this.getItemRef(f);var m=this.getItemRef(d);f.driveId!=m.driveId?l({message:mxResources.get("cannotMoveOneDrive", +null,"Moving a file between accounts is not supported yet.")}):this.writeFile(this.getItemURL(d),JSON.stringify({parentReference:f}),"PATCH","application/json",c,l)};OneDriveClient.prototype.insertLibrary=function(d,f,c,l,m){this.insertFile(d,f,c,l,!0,m)};OneDriveClient.prototype.insertFile=function(d,f,c,l,m,x){this.isValidFilename(d)?(m=null!=m?m:!1,this.checkExists(x,d,!0,mxUtils.bind(this,function(z){if(z){z="/me/drive/root";null!=x&&(z=this.getItemURL(x,!0));var C=mxUtils.bind(this,function(e){m? +c(new OneDriveLibrary(this.ui,f,e)):c(new OneDriveFile(this.ui,f,e))});z=this.baseUrl+z+"/children/"+encodeURIComponent(d)+"/content";4E6<=f.length?this.writeFile(z,"","PUT",null,mxUtils.bind(this,function(e){this.writeLargeFile(this.getItemURL(e.id),f,C,l)}),l):this.writeFile(z,f,"PUT",null,C,l)}else l()}))):l({message:this.invalidFilenameRegExs[0].test(d)?mxResources.get("oneDriveCharsNotAllowed"):mxResources.get("oneDriveInvalidDeviceName")})};OneDriveClient.prototype.checkExists=function(d,f, +c,l){var m="/me/drive/root";null!=d&&(m=this.getItemURL(d,!0));this.executeRequest(this.baseUrl+m+"/children/"+encodeURIComponent(f),mxUtils.bind(this,function(x){404==x.getStatus()?l(!0):c?(this.ui.spinner.stop(),this.ui.confirm(mxResources.get("replaceIt",[f]),function(){l(!0)},function(){l(!1)})):(this.ui.spinner.stop(),this.ui.showError(mxResources.get("error"),mxResources.get("fileExists"),mxResources.get("ok"),function(){l(!1)}))}),function(x){l(!1)},!0)};OneDriveClient.prototype.saveFile=function(d, +f,c,l){try{var m=d.getData(),x=mxUtils.bind(this,function(C){var e=mxUtils.bind(this,function(k){f(k,m)}),g=this.getItemURL(d.getId());4E6<=C.length?this.writeLargeFile(g,C,e,c,l):this.writeFile(g+"/content/",C,"PUT",null,e,c,l)});if(this.ui.useCanvasForExport&&/(\.png)$/i.test(d.meta.name)){var z=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(C){x(this.ui.base64ToBlob(C,"image/png"))}),c,this.ui.getCurrentFile()!=d?m:null,z.scale,z.border)}else x(m)}catch(C){c(C)}}; +OneDriveClient.prototype.writeLargeFile=function(d,f,c,l,m){try{if(null!=f){var x=mxUtils.bind(this,function(C,e,g){try{g=g||0;var k=!0,n=null;n=window.setTimeout(mxUtils.bind(this,function(){k=!1;l({code:App.ERROR_TIMEOUT})}),this.ui.timeout);var q=f.substr(e,4194304),p=new mxXmlRequest(C,q,"PUT");p.setRequestHeaders=mxUtils.bind(this,function(A,E){A.setRequestHeader("Content-Length",q.length);A.setRequestHeader("Content-Range","bytes "+e+"-"+(e+q.length-1)+"/"+f.length)});p.send(mxUtils.bind(this, +function(A){window.clearTimeout(n);if(k){var E=A.getStatus();200<=E&&299>=E?(E=e+q.length,E==f.length?c(JSON.parse(A.getText())):x(C,E,g)):500<=E&&599>=E&&2>g?(g++,x(C,e,g)):l(this.parseRequestText(A),A)}}),mxUtils.bind(this,function(A){window.clearTimeout(n);k&&l(this.parseRequestText(A))}))}catch(A){l(A)}}),z=mxUtils.bind(this,function(C){try{var e=!0,g=null;try{g=window.setTimeout(mxUtils.bind(this,function(){e=!1;l({code:App.ERROR_TIMEOUT})}),this.ui.timeout)}catch(n){}var k=new mxXmlRequest(d+ +"/createUploadSession","{}","POST");k.setRequestHeaders=mxUtils.bind(this,function(n,q){n.setRequestHeader("Content-Type","application/json");n.setRequestHeader("Authorization","Bearer "+b);null!=m&&n.setRequestHeader("If-Match",m)});k.send(mxUtils.bind(this,function(n){window.clearTimeout(g);e&&(200<=n.getStatus()&&299>=n.getStatus()?(n=JSON.parse(n.getText()),x(n.uploadUrl,0)):C||401!==n.getStatus()?l(this.parseRequestText(n),n):this.authenticate(function(){z(!0)},l,C))}),mxUtils.bind(this,function(n){window.clearTimeout(g); +e&&l(this.parseRequestText(n))}))}catch(n){l(n)}});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(function(){z(!0)},l):z(!1)}else l({message:mxResources.get("unknownError")})}catch(C){l(C)}};OneDriveClient.prototype.writeFile=function(d,f,c,l,m,x,z){try{if(null!=d&&null!=f){var C=mxUtils.bind(this,function(e){try{var g=!0,k=null;try{k=window.setTimeout(mxUtils.bind(this,function(){g=!1;x({code:App.ERROR_TIMEOUT})}),this.ui.timeout)}catch(q){}var n=new mxXmlRequest(d,f,c);n.setRequestHeaders= +mxUtils.bind(this,function(q,p){q.setRequestHeader("Content-Type",l||" ");q.setRequestHeader("Authorization","Bearer "+b);null!=z&&q.setRequestHeader("If-Match",z)});n.send(mxUtils.bind(this,function(q){window.clearTimeout(k);g&&(200<=q.getStatus()&&299>=q.getStatus()?(null==this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0),m(JSON.parse(q.getText()))):e||401!==q.getStatus()?x(this.parseRequestText(q),q):this.authenticate(function(){C(!0)},x,e))}),mxUtils.bind(this,function(q){window.clearTimeout(k); +g&&x(this.parseRequestText(q))}))}catch(q){x(q)}});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(function(){C(!0)},x):C(!1)}else x({message:mxResources.get("unknownError")})}catch(e){x(e)}};OneDriveClient.prototype.parseRequestText=function(d){var f={message:mxResources.get("unknownError")};try{f=JSON.parse(d.getText()),f.status=d.getStatus(),f.error&&(f.error.status=f.status,f.error.code=f.status)}catch(c){}return f};OneDriveClient.prototype.pickLibrary=function(d){this.pickFile(function(f){d(f)})}; +OneDriveClient.prototype.createInlinePicker=function(d,f,c){return mxUtils.bind(this,function(){var l=null,m=document.createElement("div");m.style.position="relative";var x=new CustomDialog(this.ui,m,mxUtils.bind(this,function(){var z=l.getSelectedItem();if(null!=z)if(f&&"object"==typeof z.folder)d({value:[z]});else{if(!z.folder){var C=OneDriveFile.prototype.getIdOf(z);this.executeRequest(this.getItemURL(C),mxUtils.bind(this,function(e){200<=e.getStatus()&&299>=e.getStatus()&&(e=JSON.parse(e.getText()), +d(C,{value:[e]}))}),null)}}else return mxResources.get("invalidSel",null,"Invalid selection")}),null,mxResources.get(f?"save":"open"),null,null,null,null,!0);this.ui.showDialog(x.container,550,500,!0,!0);m.style.width=x.container.parentNode.style.width;m.style.height=parseInt(x.container.parentNode.style.height)-60+"px";l=new mxODPicker(m,null,mxUtils.bind(this,function(z,C,e,g){this.executeRequest(g?z:this.baseUrl+z,function(k){C(JSON.parse(k.getText()))},e)}),mxUtils.bind(this,function(z,C,e,g){this.executeRequest(this.baseUrl+ +"/drives/"+C+"/items/"+z,function(k){e(JSON.parse(k.getText()))},g)}),null,null,function(z){f?d({value:[z]}):d(OneDriveFile.prototype.getIdOf(z))},mxUtils.bind(this,function(z){this.ui.showError(mxResources.get("error"),z)}),f,null,null,null,null,c)})};OneDriveClient.prototype.pickFolder=function(d,f){var c=mxUtils.bind(this,function(m){this.ui.showError(mxResources.get("error"),m&&m.message?m.message:m)}),l=mxUtils.bind(this,function(m){var x=this.inlinePicker?this.createInlinePicker(d,!0):mxUtils.bind(this, +function(){OneDrive.save({clientId:this.clientId,action:"query",openInNewWindow:!0,advanced:{endpointHint:mxClient.IS_IE11?null:this.endpointHint,redirectUri:this.pickerRedirectUri,queryParameters:"select=id,name,parentReference",accessToken:b,isConsumerAccount:!1},success:mxUtils.bind(this,function(z){d(z);mxClient.IS_IE11&&(b=z.accessToken)}),cancel:mxUtils.bind(this,function(){}),error:c})});m?x():this.ui.confirm(mxResources.get("useRootFolder"),mxUtils.bind(this,function(){d({value:[{id:"root", +name:"root",parentReference:{driveId:"me"}}]})}),x,mxResources.get("yes"),mxResources.get("noPickFolder")+"...",!0);null==this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0)});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(mxUtils.bind(this,function(){l(!1)}),c):l(f)};OneDriveClient.prototype.pickFile=function(d,f){d=null!=d?d:mxUtils.bind(this,function(m){this.ui.loadFile("W"+encodeURIComponent(m))});var c=mxUtils.bind(this,function(m){this.ui.showError(mxResources.get("error"), +m&&m.message?m.message:m)}),l=this.inlinePicker?this.createInlinePicker(d,null,f):mxUtils.bind(this,function(){OneDrive.open({clientId:this.clientId,action:"query",multiSelect:!1,advanced:{endpointHint:mxClient.IS_IE11?null:this.endpointHint,redirectUri:this.pickerRedirectUri,queryParameters:"select=id,name,parentReference,webUrl",accessToken:b,isConsumerAccount:!1},success:mxUtils.bind(this,function(m){null!=m&&null!=m.value&&0<m.value.length&&(mxClient.IS_IE11&&(b=m.accessToken),d(OneDriveFile.prototype.getIdOf(m.value[0]), +m))}),cancel:mxUtils.bind(this,function(){}),error:c});null==this.user&&this.updateUser(this.emptyFn,this.emptyFn,!0)});null==b||6E4>this.tokenExpiresOn-Date.now()?this.authenticate(mxUtils.bind(this,function(){this.inlinePicker?l():this.ui.showDialog((new BtnDialog(this.ui,this,mxResources.get("open"),mxUtils.bind(this,function(){this.ui.hideDialog();l()}))).container,300,140,!0,!0)}),c):l()};OneDriveClient.prototype.logout=function(){if(isLocalStorage){var d=localStorage.getItem("odpickerv7cache"); +null!=d&&'{"odsdkLoginHint":{'==d.substring(0,19)&&localStorage.removeItem("odpickerv7cache")}window.open("https://login.microsoftonline.com/common/oauth2/v2.0/logout","logout","width=525,height=525,status=no,resizable=yes,toolbar=no,menubar=no,scrollbars=yes");this.ui.editor.loadUrl(this.redirectUri+"?doLogout=1&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken();this.setUser(null);b=null}})();GitHubFile=function(b,d,f){DrawioFile.call(this,b,d);this.meta=f;this.peer=this.ui.gitHub};mxUtils.extend(GitHubFile,DrawioFile);GitHubFile.prototype.share=function(){this.ui.editor.graph.openLink("https://github.com/"+encodeURIComponent(this.meta.org)+"/"+encodeURIComponent(this.meta.repo)+"/settings/access")}; GitHubFile.prototype.getId=function(){return encodeURIComponent(this.meta.org)+"/"+(null!=this.meta.repo?encodeURIComponent(this.meta.repo)+"/"+(null!=this.meta.ref?this.meta.ref+(null!=this.meta.path?"/"+this.meta.path:""):""):"")};GitHubFile.prototype.getHash=function(){return encodeURIComponent("H"+this.getId())}; -GitHubFile.prototype.getPublicUrl=function(b){null!=this.meta.download_url?mxUtils.get(this.meta.download_url,mxUtils.bind(this,function(e){b(200<=e.getStatus()&&299>=e.getStatus()?this.meta.download_url:null)}),mxUtils.bind(this,function(){b(null)})):b(null)};GitHubFile.prototype.isConflict=function(b){return null!=b&&409==b.status};GitHubFile.prototype.getMode=function(){return App.MODE_GITHUB};GitHubFile.prototype.isAutosave=function(){return!1};GitHubFile.prototype.getTitle=function(){return this.meta.name}; -GitHubFile.prototype.isRenamable=function(){return!1};GitHubFile.prototype.getLatestVersion=function(b,e){this.peer.getFile(this.getId(),b,e)};GitHubFile.prototype.isCompressedStorage=function(){return!1};GitHubFile.prototype.getDescriptor=function(){return this.meta};GitHubFile.prototype.setDescriptor=function(b){this.meta=b};GitHubFile.prototype.getDescriptorEtag=function(b){return b.sha};GitHubFile.prototype.setDescriptorEtag=function(b,e){b.sha=e}; -GitHubFile.prototype.save=function(b,e,f,c,m,n){this.doSave(this.getTitle(),e,f,c,m,n)};GitHubFile.prototype.saveAs=function(b,e,f){this.doSave(b,e,f)};GitHubFile.prototype.doSave=function(b,e,f,c,m,n){var v=this.meta.name;this.meta.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.meta.name=v;this.saveFile(b,!1,e,f,c,m,n)}),f,c,m])}; -GitHubFile.prototype.saveFile=function(b,e,f,c,m,n,v){if(this.isEditable())if(this.savingFile)null!=c&&c({code:App.ERROR_BUSY});else{var d=mxUtils.bind(this,function(g){if(this.getTitle()==b)try{this.savingFileTime=new Date;this.setShadowModified(!1);this.savingFile=!0;var k=this.getCurrentEtag(),l=this.data;this.peer.saveFile(this,mxUtils.bind(this,function(p){this.setModified(this.getShadowModified());this.savingFile=!1;this.setDescriptorEtag(this.meta,p);this.fileSaved(l,k,mxUtils.bind(this,function(){this.contentChanged(); -null!=f&&f()}),c)}),mxUtils.bind(this,function(p){this.savingFile=!1;this.isConflict(p)?(this.inConflictState=!0,null!=c&&c({commitMessage:g})):null!=c&&c(p)}),n,g)}catch(p){if(this.savingFile=!1,null!=c)c(p);else throw p;}else this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.ui.pickFolder(this.getMode(),mxUtils.bind(this,function(p){this.peer.insertFile(b,this.getData(),mxUtils.bind(this,function(q){this.setModified(this.getShadowModified());this.savingFile=!1;null!= -f&&f();this.ui.fileLoaded(q)}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}),!1,p,g)}))});null!=v?d(v):this.peer.showCommitDialog(this.meta.name,null==this.getDescriptorEtag(this.meta)||this.meta.isNew,mxUtils.bind(this,function(g){d(g)}),c)}else null!=f&&f()};GitHubLibrary=function(b,e,f){GitHubFile.call(this,b,e,f)};mxUtils.extend(GitHubLibrary,GitHubFile);GitHubLibrary.prototype.doSave=function(b,e,f){this.saveFile(b,!1,e,f)};GitHubLibrary.prototype.open=function(){};(function(){var b=null;window.GitHubClient=function(e,f){DrawioClient.call(this,e,f||"ghauth")};mxUtils.extend(GitHubClient,DrawioClient);GitHubClient.prototype.clientId="test.draw.io"==window.location.hostname?"Iv1.1218f5567fbc258a":window.DRAWIO_GITHUB_ID;GitHubClient.prototype.extension=".drawio";GitHubClient.prototype.baseUrl=DRAWIO_GITHUB_API_URL;GitHubClient.prototype.baseHostUrl=DRAWIO_GITHUB_URL;GitHubClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+"/github2"; -GitHubClient.prototype.maxFileSize=1E6;GitHubClient.prototype.authToken="token";GitHubClient.prototype.setToken=function(e){b=e};GitHubClient.prototype.updateUser=function(e,f,c){var m=!0,n=window.setTimeout(mxUtils.bind(this,function(){m=!1;f({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout),v=new mxXmlRequest(this.baseUrl+"/user",null,"GET"),d=this.authToken+" "+b;v.setRequestHeaders=function(g,k){g.setRequestHeader("Authorization",d)};v.send(mxUtils.bind(this,function(){window.clearTimeout(n); -m&&(401===v.getStatus()?c?f({message:mxResources.get("accessDenied")}):(this.logout(),this.authenticate(mxUtils.bind(this,function(){this.updateUser(e,f,!0)}),f)):200>v.getStatus()||300<=v.getStatus()?f({message:mxResources.get("accessDenied")}):(this.setUser(this.createUser(JSON.parse(v.getText()))),e()))}),f)};GitHubClient.prototype.createUser=function(e){return new DrawioUser(e.id,e.email,e.name)};GitHubClient.prototype.authenticate=function(e,f){(new mxXmlRequest(this.redirectUri+"?getState=1", -null,"GET")).send(mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?this.authenticateStep2(c.getText(),e,f):null!=f&&f(c)}),f)};GitHubClient.prototype.authenticateStep2=function(e,f,c){if(null==window.onGitHubCallback){var m=mxUtils.bind(this,function(){var n=!0;null!=this.getPersistentToken(!0)?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+e),null,"GET")).send(mxUtils.bind(this,function(v){200<= -v.getStatus()&&299>=v.getStatus()?(b=JSON.parse(v.getText()).access_token,this.setUser(null),f()):(this.clearPersistentToken(),this.setUser(null),b=null,401==v.getStatus()?m():c({message:mxResources.get("accessDenied"),retry:m}))}),c):this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(v,d){null!=window.open(this.baseHostUrl+"/login/oauth/authorize?client_id="+this.clientId+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+e),"ghauth")?window.onGitHubCallback= -mxUtils.bind(this,function(g,k){n?(window.onGitHubCallback=null,n=!1,null==g?c({message:mxResources.get("accessDenied"),retry:m}):(null!=d&&d(),b=g.access_token,this.setUser(null),v&&this.setPersistentToken("remembered"),f(),null!=k&&k.close())):null!=k&&k.close()}):c({message:mxResources.get("serviceUnavailableOrBlocked"),retry:m})}),mxUtils.bind(this,function(){n&&(window.onGitHubCallback=null,n=!1,c({message:mxResources.get("accessDenied"),retry:m}))}))});m()}else c({code:App.ERROR_BUSY})};GitHubClient.prototype.getErrorMessage= -function(e,f){try{var c=JSON.parse(e.getText());null!=c&&null!=c.message&&(f=c.message)}catch(m){}return f};GitHubClient.prototype.showAuthorizeDialog=function(e,f){this.ui.showError(mxResources.get("accessDenied"),mxResources.get("authorizationRequired"),mxResources.get("help"),mxUtils.bind(this,function(){this.ui.openLink("https://www.diagrams.net/blog/single-repository-diagrams")}),e,mxResources.get("authorize"),mxUtils.bind(this,function(){this.ui.openLink("test.draw.io"==window.location.hostname? -"https://github.com/apps/diagrams-net-app-test":"https://github.com/apps/draw-io-app")}),mxResources.get("cancel"),f,480,null,!1)};GitHubClient.prototype.executeRequest=function(e,f,c,m,n){var v=mxUtils.bind(this,function(g){var k=!0,l=window.setTimeout(mxUtils.bind(this,function(){k=!1;c({code:App.ERROR_TIMEOUT,retry:d})}),this.ui.timeout),p=this.authToken+" "+b;e.setRequestHeaders=function(q,y){q.setRequestHeader("Authorization",p)};e.send(mxUtils.bind(this,function(){window.clearTimeout(l);var q= -mxUtils.bind(this,function(){var A=this.ui.spinner.pause();this.showAuthorizeDialog(mxUtils.bind(this,function(){A();d()}),mxUtils.bind(this,function(){this.ui.hideDialog();c({name:"AbortError"})}))});if(k)if(200<=e.getStatus()&&299>=e.getStatus()||m&&404==e.getStatus())f(e);else if(401===e.getStatus())g?c({code:e.getStatus(),message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){d(!0)},c)})}):this.authenticate(function(){v(!0)},c);else if(403===e.getStatus()){var y= -!1;try{var z=JSON.parse(e.getText());null!=z&&"Resource not accessible by integration"==z.message?q():(null!=z&&null!=z.errors&&0<z.errors.length&&(y="too_large"==z.errors[0].code),c({message:mxResources.get(y?"drawingTooLarge":"forbidden")}))}catch(A){c({message:mxResources.get(y?"drawingTooLarge":"forbidden")})}}else 404===e.getStatus()?n?c({code:e.getStatus(),message:this.getErrorMessage(e,mxResources.get("fileNotFound"))}):q():409===e.getStatus()?c({code:e.getStatus(),status:409}):c({code:e.getStatus(), -message:this.getErrorMessage(e,mxResources.get("error")+" "+e.getStatus())})}),mxUtils.bind(this,function(q){window.clearTimeout(l);k&&c(q)}))}),d=mxUtils.bind(this,function(g){null==this.user?this.updateUser(function(){d(!0)},c,g):v(g)});null==b?this.authenticate(function(){d(!0)},c):d(!1)};GitHubClient.prototype.getLibrary=function(e,f,c){this.getFile(e,f,c,!0)};GitHubClient.prototype.getSha=function(e,f,c,m,n,v,d){var g="&t="+(new Date).getTime();e=new mxXmlRequest(this.baseUrl+"/repos/"+e+"/"+ -f+"/contents/"+c+"?ref="+m+g,null,"HEAD");this.executeRequest(e,mxUtils.bind(this,function(k){try{n(k.request.getResponseHeader("Etag").match(/"([^"]+)"/)[1])}catch(l){v(l)}}),v,null,d)};GitHubClient.prototype.getFile=function(e,f,c,m,n){m=null!=m?m:!1;var v=e.split("/"),d=v[0],g=v[1],k=v[2];e=v.slice(3,v.length).join("/");v=/\.png$/i.test(e);if(!n&&(/\.v(dx|sdx?)$/i.test(e)||/\.gliffy$/i.test(e)||/\.pdf$/i.test(e)||!this.ui.useCanvasForExport&&v))if(null!=b){n=this.baseUrl+"/repos/"+d+"/"+g+"/contents/"+ -e+"?ref="+k;var l={Authorization:"token "+b};v=e.split("/");this.ui.convertFile(n,0<v.length?v[v.length-1]:e,null,this.extension,f,c,null,l)}else c({message:mxResources.get("accessDenied")});else v="&t="+(new Date).getTime(),e=new mxXmlRequest(this.baseUrl+"/repos/"+d+"/"+g+"/contents/"+e+"?ref="+k+v,null,"GET"),this.executeRequest(e,mxUtils.bind(this,function(p){try{f(this.createGitHubFile(d,g,k,JSON.parse(p.getText()),m))}catch(q){c(q)}}),c)};GitHubClient.prototype.createGitHubFile=function(e,f, -c,m,n){e={org:e,repo:f,ref:c,name:m.name,path:m.path,sha:m.sha,html_url:m.html_url,download_url:m.download_url};f=m.content;"base64"===m.encoding&&(/\.jpe?g$/i.test(m.name)?f="data:image/jpeg;base64,"+f:/\.gif$/i.test(m.name)?f="data:image/gif;base64,"+f:/\.png$/i.test(m.name)?(m=this.ui.extractGraphModelFromPng(f),f=null!=m&&0<m.length?m:"data:image/png;base64,"+f):f=Base64.decode(f));return n?new GitHubLibrary(this.ui,f,e):new GitHubFile(this.ui,f,e)};GitHubClient.prototype.insertLibrary=function(e, -f,c,m,n){this.insertFile(e,f,c,m,!0,n,!1)};GitHubClient.prototype.insertFile=function(e,f,c,m,n,v,d){n=null!=n?n:!1;v=v.split("/");var g=v[0],k=v[1],l=v[2],p=v.slice(3,v.length).join("/");0<p.length&&(p+="/");p+=e;this.checkExists(g+"/"+k+"/"+l+"/"+p,!0,mxUtils.bind(this,function(q,y){q?n?(d||(f=Base64.encode(f)),this.showCommitDialog(e,!0,mxUtils.bind(this,function(z){this.writeFile(g,k,l,p,z,f,y,mxUtils.bind(this,function(A){try{var B=JSON.parse(A.getText());c(this.createGitHubFile(g,k,l,B.content, -n))}catch(J){m(J)}}),m)}),m)):c(new GitHubFile(this.ui,f,{org:g,repo:k,ref:l,name:e,path:p,sha:y,isNew:!0})):m()}))};GitHubClient.prototype.showCommitDialog=function(e,f,c,m){var n=this.ui.spinner.pause();e=new FilenameDialog(this.ui,mxResources.get(f?"addedFile":"updateFile",[e]),mxResources.get("ok"),mxUtils.bind(this,function(v){n();c(v)}),mxResources.get("commitMessage"),null,null,null,null,mxUtils.bind(this,function(){m()}),null,280);this.ui.showDialog(e.container,400,80,!0,!1);e.init()};GitHubClient.prototype.writeFile= -function(e,f,c,m,n,v,d,g,k){v.length>=this.maxFileSize?k({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(v.length)+" / 1 MB)"}):(c={path:m,branch:decodeURIComponent(c),message:n,content:v},null!=d&&(c.sha=d),e=new mxXmlRequest(this.baseUrl+"/repos/"+e+"/"+f+"/contents/"+m,JSON.stringify(c),"PUT"),this.executeRequest(e,mxUtils.bind(this,function(l){g(l)}),mxUtils.bind(this,function(l){404==l.code&&(l.helpLink=this.baseHostUrl+"/settings/connections/applications/"+this.clientId, -l.code=null);k(l)})))};GitHubClient.prototype.checkExists=function(e,f,c){var m=e.split("/"),n=m[0],v=m[1],d=m[2];e=m.slice(3,m.length).join("/");this.getSha(n,v,e,d,mxUtils.bind(this,function(g){if(f){var k=this.ui.spinner.pause();this.ui.confirm(mxResources.get("replaceIt",[e]),function(){k();c(!0,g)},function(){k();c(!1)})}else this.ui.spinner.stop(),this.ui.showError(mxResources.get("error"),mxResources.get("fileExists"),mxResources.get("ok"),function(){c(!1)})}),mxUtils.bind(this,function(g){c(!0)}), -!0)};GitHubClient.prototype.saveFile=function(e,f,c,m,n){var v=e.meta.org,d=e.meta.repo,g=e.meta.ref,k=e.meta.path,l=mxUtils.bind(this,function(q,y){this.writeFile(v,d,g,k,n,y,q,mxUtils.bind(this,function(z){delete e.meta.isNew;f(JSON.parse(z.getText()).content.sha)}),mxUtils.bind(this,function(z){c(z)}))}),p=mxUtils.bind(this,function(){if(this.ui.useCanvasForExport&&/(\.png)$/i.test(k)){var q=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(y){l(e.meta.sha, -y)}),c,this.ui.getCurrentFile()!=e?e.getData():null,q.scale,q.border)}else l(e.meta.sha,Base64.encode(e.getData()))});m?this.getSha(v,d,k,g,mxUtils.bind(this,function(q){e.meta.sha=q;p()}),c):p()};GitHubClient.prototype.pickLibrary=function(e){this.pickFile(e)};GitHubClient.prototype.pickFolder=function(e){this.showGitHubDialog(!1,e)};GitHubClient.prototype.pickFile=function(e){e=null!=e?e:mxUtils.bind(this,function(f){this.ui.loadFile("H"+encodeURIComponent(f))});this.showGitHubDialog(!0,e)};GitHubClient.prototype.showGitHubDialog= -function(e,f){var c=null,m=null,n=null,v=null,d=document.createElement("div");d.style.whiteSpace="nowrap";d.style.overflow="hidden";d.style.height="304px";var g=document.createElement("h3");mxUtils.write(g,mxResources.get(e?"selectFile":"selectFolder"));g.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";d.appendChild(g);var k=document.createElement("div");k.style.whiteSpace="nowrap";k.style.border="1px solid lightgray";k.style.boxSizing="border-box";k.style.padding="4px"; -k.style.overflow="auto";k.style.lineHeight="1.2em";k.style.height="274px";d.appendChild(k);var l=document.createElement("div");l.style.textOverflow="ellipsis";l.style.boxSizing="border-box";l.style.overflow="hidden";l.style.padding="4px";l.style.width="100%";var p=new CustomDialog(this.ui,d,mxUtils.bind(this,function(){f(c+"/"+m+"/"+encodeURIComponent(n)+"/"+v)}),null,null,"https://www.diagrams.net/blog/single-repository-diagrams",null,null,null,null,[[mxResources.get("refresh"),mxUtils.bind(this, -function(){K()})],[mxResources.get("authorize"),mxUtils.bind(this,function(){this.ui.openLink("test.draw.io"==window.location.hostname?"https://github.com/apps/diagrams-net-app-test":"https://github.com/apps/draw-io-app")})]]);this.ui.showDialog(p.container,420,370,!0,!0);e&&p.okButton.parentNode.removeChild(p.okButton);var q=mxUtils.bind(this,function(u,x,G,D){var F=document.createElement("a");F.setAttribute("title",u);F.style.cursor="pointer";mxUtils.write(F,u);mxEvent.addListener(F,"click",x); -D&&(F.style.textDecoration="underline");null!=G&&(u=l.cloneNode(),u.style.padding=G,u.appendChild(F),F=u);return F}),y=mxUtils.bind(this,function(u){var x=document.createElement("div");x.style.marginBottom="8px";x.appendChild(q(c+"/"+m,mxUtils.bind(this,function(){v=null;K()}),null,!0));u||(mxUtils.write(x," / "),x.appendChild(q(decodeURIComponent(n),mxUtils.bind(this,function(){v=null;N()}),null,!0)));if(null!=v&&0<v.length){var G=v.split("/");for(u=0;u<G.length;u++)(function(D){mxUtils.write(x, -" / ");x.appendChild(q(G[D],mxUtils.bind(this,function(){v=G.slice(0,D+1).join("/");J()}),null,!0))})(u)}k.appendChild(x)}),z=mxUtils.bind(this,function(u){this.ui.handleError(u,null,mxUtils.bind(this,function(){this.ui.spinner.stop();null!=this.getUser()?(v=n=m=c=null,K()):this.ui.hideDialog()}),null,{})}),A=null,B=null,J=mxUtils.bind(this,function(u){null==u&&(k.innerText="",u=1);var x=new mxXmlRequest(this.baseUrl+"/repos/"+c+"/"+m+"/contents/"+v+"?ref="+encodeURIComponent(n)+"&per_page=100&page="+ -u,null,"GET");this.ui.spinner.spin(k,mxResources.get("loading"));p.okButton.removeAttribute("disabled");null!=B&&(mxEvent.removeListener(k,"scroll",B),B=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var G=mxUtils.bind(this,function(){J(u+1)});mxEvent.addListener(A,"click",G);this.executeRequest(x,mxUtils.bind(this,function(D){this.ui.spinner.stop();1==u&&(y(), -k.appendChild(q("../ [Up]",mxUtils.bind(this,function(){if(""==v)v=null,K();else{var P=v.split("/");v=P.slice(0,P.length-1).join("/");J()}}),"4px")));var F=JSON.parse(D.getText());if(null==F||0==F.length)mxUtils.write(k,mxResources.get("noFiles"));else{var H=!0,E=0;D=mxUtils.bind(this,function(P){for(var I=0;I<F.length;I++)mxUtils.bind(this,function(T,R){if(P==("dir"==T.type)){R=l.cloneNode();R.style.backgroundColor=H?Editor.isDarkMode()?"#000000":"#eeeeee":"";H=!H;var M=document.createElement("img"); -M.src=IMAGE_PATH+"/"+("dir"==T.type?"folder.png":"file.png");M.setAttribute("align","absmiddle");M.style.marginRight="4px";M.style.marginTop="-4px";M.width=20;R.appendChild(M);R.appendChild(q(T.name+("dir"==T.type?"/":""),mxUtils.bind(this,function(){"dir"==T.type?(v=T.path,J()):e&&"file"==T.type&&(this.ui.hideDialog(),f(c+"/"+m+"/"+encodeURIComponent(n)+"/"+T.path))})));k.appendChild(R);E++}})(F[I],I)});D(!0);e&&D(!1)}}),z,!0)}),N=mxUtils.bind(this,function(u,x){null==u&&(k.innerText="",u=1);var G= -new mxXmlRequest(this.baseUrl+"/repos/"+c+"/"+m+"/branches?per_page=100&page="+u,null,"GET");p.okButton.setAttribute("disabled","disabled");this.ui.spinner.spin(k,mxResources.get("loading"));null!=B&&(mxEvent.removeListener(k,"scroll",B),B=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var D=mxUtils.bind(this,function(){N(u+1)});mxEvent.addListener(A,"click", -D);this.executeRequest(G,mxUtils.bind(this,function(F){this.ui.spinner.stop();1==u&&(y(!0),k.appendChild(q("../ [Up]",mxUtils.bind(this,function(){v=null;K()}),"4px")));F=JSON.parse(F.getText());if(null==F||0==F.length)mxUtils.write(k,mxResources.get("noFiles"));else if(1==F.length&&x)n=F[0].name,v="",J();else{for(var H=0;H<F.length;H++)mxUtils.bind(this,function(E,P){var I=l.cloneNode();I.style.backgroundColor=0==P%2?Editor.isDarkMode()?"#000000":"#eeeeee":"";I.appendChild(q(E.name,mxUtils.bind(this, -function(){n=E.name;v="";J()})));k.appendChild(I)})(F[H],H);100==F.length&&(k.appendChild(A),B=function(){k.scrollTop>=k.scrollHeight-k.offsetHeight&&D()},mxEvent.addListener(k,"scroll",B))}}),z)}),K=mxUtils.bind(this,function(u){null==u&&(k.innerText="",u=1);var x=new mxXmlRequest(this.baseUrl+"/user/repos?per_page=100&page="+u,null,"GET");p.okButton.setAttribute("disabled","disabled");this.ui.spinner.spin(k,mxResources.get("loading"));null!=B&&mxEvent.removeListener(k,"scroll",B);null!=A&&null!= -A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var G=mxUtils.bind(this,function(){K(u+1)});mxEvent.addListener(A,"click",G);this.executeRequest(x,mxUtils.bind(this,function(D){this.ui.spinner.stop();D=JSON.parse(D.getText());if(null==D||0==D.length)mxUtils.write(k,mxResources.get("noFiles"));else{1==u&&(k.appendChild(q(mxResources.get("enterValue")+"...",mxUtils.bind(this,function(){var H= -new FilenameDialog(this.ui,"org/repo/ref",mxResources.get("ok"),mxUtils.bind(this,function(E){if(null!=E){var P=E.split("/");if(1<P.length){E=P[0];var I=P[1];3>P.length?(c=E,m=I,v=n=null,N()):this.ui.spinner.spin(k,mxResources.get("loading"))&&(P=encodeURIComponent(P.slice(2,P.length).join("/")),this.getFile(E+"/"+I+"/"+P,mxUtils.bind(this,function(T){this.ui.spinner.stop();c=T.meta.org;m=T.meta.repo;n=decodeURIComponent(T.meta.ref);v="";J()}),mxUtils.bind(this,function(T){this.ui.spinner.stop(); -this.ui.handleError({message:mxResources.get("fileNotFound")})})))}else this.ui.spinner.stop(),this.ui.handleError({message:mxResources.get("invalidName")})}}),mxResources.get("enterValue"));this.ui.showDialog(H.container,300,80,!0,!1);H.init()}))),mxUtils.br(k),mxUtils.br(k));for(var F=0;F<D.length;F++)mxUtils.bind(this,function(H,E){var P=l.cloneNode();P.style.backgroundColor=0==E%2?Editor.isDarkMode()?"#000000":"#eeeeee":"";P.appendChild(q(H.full_name,mxUtils.bind(this,function(){c=H.owner.login; -m=H.name;v="";N(null,!0)})));k.appendChild(P)})(D[F],F)}100==D.length&&(k.appendChild(A),B=function(){k.scrollTop>=k.scrollHeight-k.offsetHeight&&G()},mxEvent.addListener(k,"scroll",B))}),z)});K()};GitHubClient.prototype.logout=function(){this.clearPersistentToken();this.setUser(null);b=null}})();TrelloFile=function(b,e,f){DrawioFile.call(this,b,e);this.meta=f;this.saveNeededCounter=0};mxUtils.extend(TrelloFile,DrawioFile);TrelloFile.prototype.getHash=function(){return"T"+encodeURIComponent(this.meta.compoundId)};TrelloFile.prototype.getMode=function(){return App.MODE_TRELLO};TrelloFile.prototype.isAutosave=function(){return!0};TrelloFile.prototype.getTitle=function(){return this.meta.name};TrelloFile.prototype.isRenamable=function(){return!1};TrelloFile.prototype.getSize=function(){return this.meta.bytes}; -TrelloFile.prototype.save=function(b,e,f){this.doSave(this.getTitle(),e,f)};TrelloFile.prototype.saveAs=function(b,e,f){this.doSave(b,e,f)};TrelloFile.prototype.doSave=function(b,e,f){var c=this.meta.name;this.meta.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.meta.name=c;this.saveFile(b,!1,e,f)}),f])}; -TrelloFile.prototype.saveFile=function(b,e,f,c){this.isEditable()?this.savingFile?null!=c&&(this.saveNeededCounter++,c({code:App.ERROR_BUSY})):(this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.getTitle()==b?this.ui.trello.saveFile(this,mxUtils.bind(this,function(m){this.setModified(this.getShadowModified());this.savingFile=!1;this.meta=m;this.contentChanged();null!=f&&f();0<this.saveNeededCounter&&(this.saveNeededCounter--,this.saveFile(b,e,f,c))}),mxUtils.bind(this, -function(m){this.savingFile=!1;null!=c&&c(m)})):this.ui.pickFolder(App.MODE_TRELLO,mxUtils.bind(this,function(m){this.ui.trello.insertFile(b,this.getData(),mxUtils.bind(this,function(n){this.savingFile=!1;null!=f&&f();this.ui.fileLoaded(n);0<this.saveNeededCounter&&(this.saveNeededCounter--,this.saveFile(b,e,f,c))}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}),!1,m)}))):null!=f&&f()};TrelloLibrary=function(b,e,f){TrelloFile.call(this,b,e,f)};mxUtils.extend(TrelloLibrary,TrelloFile);TrelloLibrary.prototype.doSave=function(b,e,f){this.saveFile(b,!1,e,f)};TrelloLibrary.prototype.open=function(){};TrelloClient=function(b){DrawioClient.call(this,b,"tauth");Trello.setKey(this.key)};mxUtils.extend(TrelloClient,DrawioClient);TrelloClient.prototype.key="e89d109082298ce91f6576f82f458551";TrelloClient.prototype.baseUrl="https://api.trello.com/1/";TrelloClient.prototype.SEPARATOR="|$|";TrelloClient.prototype.maxFileSize=1E7;TrelloClient.prototype.extension=".xml"; -TrelloClient.prototype.authenticate=function(b,e,f){f&&this.logout();f=mxUtils.bind(this,function(c,m){Trello.authorize({type:"popup",name:"draw.io",scope:{read:"true",write:"true"},expiration:c?"never":"1hour",success:function(){null!=m&&m();b()},error:function(){null!=m&&m();null!=e&&e(mxResources.get("loggedOut"))}})});this.isAuthorized()?f(!0):this.ui.showAuthDialog(this,!0,f)};TrelloClient.prototype.getLibrary=function(b,e,f){this.getFile(b,e,f,!1,!0)}; -TrelloClient.prototype.getFile=function(b,e,f,c,m){m=null!=m?m:!1;var n=mxUtils.bind(this,function(){var v=b.split(this.SEPARATOR),d=!0,g=window.setTimeout(mxUtils.bind(this,function(){d=!1;f({code:App.ERROR_TIMEOUT,retry:n})}),this.ui.timeout);Trello.cards.get(v[0]+"/attachments/"+v[1],mxUtils.bind(this,function(k){window.clearTimeout(g);if(d){var l=/\.png$/i.test(k.name),p={Authorization:'OAuth oauth_consumer_key="'+Trello.key()+'", oauth_token="'+Trello.token()+'"'};/\.v(dx|sdx?)$/i.test(k.name)|| -/\.gliffy$/i.test(k.name)||!this.ui.useCanvasForExport&&l?this.ui.convertFile(PROXY_URL+"?url="+encodeURIComponent(k.url),k.name,k.mimeType,this.extension,e,f,null,p):(d=!0,g=window.setTimeout(mxUtils.bind(this,function(){d=!1;f({code:App.ERROR_TIMEOUT})}),this.ui.timeout),this.ui.editor.loadUrl(PROXY_URL+"?url="+encodeURIComponent(k.url),mxUtils.bind(this,function(q){window.clearTimeout(g);if(d){k.compoundId=b;if(0<(l?q.lastIndexOf(","):-1)){var y=this.ui.extractGraphModelFromPng(q);null!=y&&0<y.length&& -(q=y)}m?e(new TrelloLibrary(this.ui,q,k)):e(new TrelloFile(this.ui,q,k))}}),mxUtils.bind(this,function(q,y){window.clearTimeout(g);d&&(401==y.status?this.authenticate(n,f,!0):f())}),l||null!=k.mimeType&&"image/"==k.mimeType.substring(0,6),null,null,null,p))}}),mxUtils.bind(this,function(k){window.clearTimeout(g);d&&(null!=k&&401==k.status?this.authenticate(n,f,!0):f())}))});this.authenticate(n,f)};TrelloClient.prototype.insertLibrary=function(b,e,f,c,m){this.insertFile(b,e,f,c,!0,m)}; -TrelloClient.prototype.insertFile=function(b,e,f,c,m,n){m=null!=m?m:!1;var v=mxUtils.bind(this,function(){var d=mxUtils.bind(this,function(g){this.writeFile(b,g,n,mxUtils.bind(this,function(k){m?f(new TrelloLibrary(this.ui,e,k)):f(new TrelloFile(this.ui,e,k))}),c)});this.ui.useCanvasForExport&&/(\.png)$/i.test(b)?this.ui.getEmbeddedPng(mxUtils.bind(this,function(g){d(this.ui.base64ToBlob(g,"image/png"))}),c,e):d(e)});this.authenticate(v,c)}; -TrelloClient.prototype.saveFile=function(b,e,f){var c=b.meta.compoundId.split(this.SEPARATOR),m=mxUtils.bind(this,function(v){this.writeFile(b.meta.name,v,c[0],function(d){Trello.del("cards/"+c[0]+"/attachments/"+c[1],mxUtils.bind(this,function(){e(d)}),mxUtils.bind(this,function(g){null!=g&&401==g.status?this.authenticate(n,f,!0):f()}))},f)}),n=mxUtils.bind(this,function(){this.ui.useCanvasForExport&&/(\.png)$/i.test(b.meta.name)?this.ui.getEmbeddedPng(mxUtils.bind(this,function(v){m(this.ui.base64ToBlob(v, -"image/png"))}),f,this.ui.getCurrentFile()!=b?b.getData():null):m(b.getData())});this.authenticate(n,f)}; -TrelloClient.prototype.writeFile=function(b,e,f,c,m){if(null!=b&&null!=e)if(e.length>=this.maxFileSize)m({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(e.length)+" / 10 MB)"});else{var n=mxUtils.bind(this,function(){var v=!0,d=window.setTimeout(mxUtils.bind(this,function(){v=!1;m({code:App.ERROR_TIMEOUT,retry:n})}),this.ui.timeout),g=new FormData;g.append("key",Trello.key());g.append("token",Trello.token());g.append("file","string"===typeof e?new Blob([e]):e,b);g.append("name", -b);var k=new XMLHttpRequest;k.responseType="json";k.onreadystatechange=mxUtils.bind(this,function(){if(4===k.readyState&&(window.clearTimeout(d),v))if(200==k.status){var l=k.response;l.compoundId=f+this.SEPARATOR+l.id;c(l)}else 401==k.status?this.authenticate(n,m,!0):m()});k.open("POST",this.baseUrl+"cards/"+f+"/attachments");k.send(g)});this.authenticate(n,m)}else m({message:mxResources.get("unknownError")})};TrelloClient.prototype.pickLibrary=function(b){this.pickFile(b)}; -TrelloClient.prototype.pickFolder=function(b){this.authenticate(mxUtils.bind(this,function(){this.showTrelloDialog(!1,b)}),mxUtils.bind(this,function(e){this.ui.showError(mxResources.get("error"),e)}))};TrelloClient.prototype.pickFile=function(b,e){b=null!=b?b:mxUtils.bind(this,function(f){this.ui.loadFile("T"+encodeURIComponent(f))});this.authenticate(mxUtils.bind(this,function(){this.showTrelloDialog(!0,b)}),mxUtils.bind(this,function(f){this.ui.showError(mxResources.get("error"),f,mxResources.get("ok"))}))}; -TrelloClient.prototype.showTrelloDialog=function(b,e){var f=null,c="@me",m=0,n=document.createElement("div");n.style.whiteSpace="nowrap";n.style.overflow="hidden";n.style.height="224px";var v=document.createElement("h3");mxUtils.write(v,b?mxResources.get("selectFile"):mxResources.get("selectCard"));v.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";n.appendChild(v);var d=document.createElement("div");d.style.whiteSpace="nowrap";d.style.overflow="auto";d.style.height= -"194px";n.appendChild(d);n=new CustomDialog(this.ui,n);this.ui.showDialog(n.container,340,290,!0,!0);n.okButton.parentNode.removeChild(n.okButton);var g=mxUtils.bind(this,function(z,A,B){m++;var J=document.createElement("div");J.style="width:100%;text-overflow:ellipsis;overflow:hidden;vertical-align:middle;padding:2px 0 2px 0;background:"+(0==m%2?Editor.isDarkMode()?"#000":"#eee":Editor.isDarkMode()?"":"#fff");var N=document.createElement("a");N.style.cursor="pointer";if(null!=B){var K=document.createElement("img"); -K.src=B.url;K.width=B.width;K.height=B.height;K.style="border: 1px solid black;margin:5px;vertical-align:middle";N.appendChild(K)}mxUtils.write(N,z);mxEvent.addListener(N,"click",A);J.appendChild(N);return J}),k=mxUtils.bind(this,function(z){this.ui.handleError(z,null,mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.hideDialog()}))}),l=mxUtils.bind(this,function(){m=0;d.innerText="";this.ui.spinner.spin(d,mxResources.get("loading"));var z=mxUtils.bind(this,function(){Trello.cards.get(f+ -"/attachments",{fields:"id,name,previews"},mxUtils.bind(this,function(A){this.ui.spinner.stop();d.appendChild(g("../ [Up]",mxUtils.bind(this,function(){y()})));mxUtils.br(d);null==A||0==A.length?mxUtils.write(d,mxResources.get("noFiles")):mxUtils.bind(this,function(){for(var B=0;B<A.length;B++)mxUtils.bind(this,function(J){d.appendChild(g(J.name,mxUtils.bind(this,function(){this.ui.hideDialog();e(f+this.SEPARATOR+J.id)}),null!=J.previews?J.previews[0]:null))})(A[B])})()}),mxUtils.bind(this,function(A){401== -A.status?this.authenticate(z,k,!0):null!=k&&k(A)}))});z()}),p=null,q=null,y=mxUtils.bind(this,function(z){null==z&&(m=0,d.innerText="",z=1);this.ui.spinner.spin(d,mxResources.get("loading"));null!=p&&null!=p.parentNode&&p.parentNode.removeChild(p);p=document.createElement("a");p.style.display="block";p.style.cursor="pointer";mxUtils.write(p,mxResources.get("more")+"...");var A=mxUtils.bind(this,function(){mxEvent.removeListener(d,"scroll",q);y(z+1)});mxEvent.addListener(p,"click",A);var B=mxUtils.bind(this, -function(){Trello.get("search",{query:""==mxUtils.trim(c)?"is:open":c,cards_limit:100,cards_page:z-1},mxUtils.bind(this,function(J){this.ui.spinner.stop();J=null!=J?J.cards:null;if(null==J||0==J.length)mxUtils.write(d,mxResources.get("noFiles"));else{1==z&&(d.appendChild(g(mxResources.get("filterCards")+"...",mxUtils.bind(this,function(){var K=new FilenameDialog(this.ui,c,mxResources.get("ok"),mxUtils.bind(this,function(u){null!=u&&(c=u,y())}),mxResources.get("filterCards"),null,null,"http://help.trello.com/article/808-searching-for-cards-all-boards"); -this.ui.showDialog(K.container,300,80,!0,!1);K.init()}))),mxUtils.br(d));for(var N=0;N<J.length;N++)mxUtils.bind(this,function(K){d.appendChild(g(K.name,mxUtils.bind(this,function(){b?(f=K.id,l()):(this.ui.hideDialog(),e(K.id))})))})(J[N]);100==J.length&&(d.appendChild(p),q=function(){d.scrollTop>=d.scrollHeight-d.offsetHeight&&A()},mxEvent.addListener(d,"scroll",q))}}),mxUtils.bind(this,function(J){401==J.status?this.authenticate(B,k,!0):null!=k&&k({message:J.responseText})}))});B()});y()}; -TrelloClient.prototype.isAuthorized=function(){try{return null!=localStorage.trello_token}catch(b){}return!1};TrelloClient.prototype.logout=function(){localStorage.removeItem("trello_token");Trello.deauthorize()};GitLabFile=function(b,e,f){GitHubFile.call(this,b,e,f);this.peer=this.ui.gitLab};mxUtils.extend(GitLabFile,GitHubFile);GitLabFile.prototype.share=function(){this.ui.editor.graph.openLink(DRAWIO_GITLAB_URL+"/"+encodeURIComponent(this.meta.org)+"/"+encodeURIComponent(this.meta.repo)+"/-/project_members")}; +GitHubFile.prototype.getPublicUrl=function(b){null!=this.meta.download_url?mxUtils.get(this.meta.download_url,mxUtils.bind(this,function(d){b(200<=d.getStatus()&&299>=d.getStatus()?this.meta.download_url:null)}),mxUtils.bind(this,function(){b(null)})):b(null)};GitHubFile.prototype.isConflict=function(b){return null!=b&&409==b.status};GitHubFile.prototype.getMode=function(){return App.MODE_GITHUB};GitHubFile.prototype.isAutosave=function(){return!1};GitHubFile.prototype.getTitle=function(){return this.meta.name}; +GitHubFile.prototype.isRenamable=function(){return!1};GitHubFile.prototype.getLatestVersion=function(b,d){this.peer.getFile(this.getId(),b,d)};GitHubFile.prototype.isCompressedStorage=function(){return!1};GitHubFile.prototype.getDescriptor=function(){return this.meta};GitHubFile.prototype.setDescriptor=function(b){this.meta=b};GitHubFile.prototype.getDescriptorEtag=function(b){return b.sha};GitHubFile.prototype.setDescriptorEtag=function(b,d){b.sha=d}; +GitHubFile.prototype.save=function(b,d,f,c,l,m){this.doSave(this.getTitle(),d,f,c,l,m)};GitHubFile.prototype.saveAs=function(b,d,f){this.doSave(b,d,f)};GitHubFile.prototype.doSave=function(b,d,f,c,l,m){var x=this.meta.name;this.meta.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.meta.name=x;this.saveFile(b,!1,d,f,c,l,m)}),f,c,l])}; +GitHubFile.prototype.saveFile=function(b,d,f,c,l,m,x){if(this.isEditable())if(this.savingFile)null!=c&&c({code:App.ERROR_BUSY});else{var z=mxUtils.bind(this,function(C){if(this.getTitle()==b)try{this.savingFileTime=new Date;this.setShadowModified(!1);this.savingFile=!0;var e=this.getCurrentEtag(),g=this.data;this.peer.saveFile(this,mxUtils.bind(this,function(k){this.setModified(this.getShadowModified());this.savingFile=!1;this.setDescriptorEtag(this.meta,k);this.fileSaved(g,e,mxUtils.bind(this,function(){this.contentChanged(); +null!=f&&f()}),c)}),mxUtils.bind(this,function(k){this.savingFile=!1;this.isConflict(k)?(this.inConflictState=!0,null!=c&&c({commitMessage:C})):null!=c&&c(k)}),m,C)}catch(k){if(this.savingFile=!1,null!=c)c(k);else throw k;}else this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.ui.pickFolder(this.getMode(),mxUtils.bind(this,function(k){this.peer.insertFile(b,this.getData(),mxUtils.bind(this,function(n){this.setModified(this.getShadowModified());this.savingFile=!1;null!= +f&&f();this.ui.fileLoaded(n)}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}),!1,k,C)}))});null!=x?z(x):this.peer.showCommitDialog(this.meta.name,null==this.getDescriptorEtag(this.meta)||this.meta.isNew,mxUtils.bind(this,function(C){z(C)}),c)}else null!=f&&f()};GitHubLibrary=function(b,d,f){GitHubFile.call(this,b,d,f)};mxUtils.extend(GitHubLibrary,GitHubFile);GitHubLibrary.prototype.doSave=function(b,d,f){this.saveFile(b,!1,d,f)};GitHubLibrary.prototype.open=function(){};(function(){var b=null;window.GitHubClient=function(d,f){DrawioClient.call(this,d,f||"ghauth")};mxUtils.extend(GitHubClient,DrawioClient);GitHubClient.prototype.clientId="test.draw.io"==window.location.hostname?"Iv1.1218f5567fbc258a":window.DRAWIO_GITHUB_ID;GitHubClient.prototype.extension=".drawio";GitHubClient.prototype.baseUrl=DRAWIO_GITHUB_API_URL;GitHubClient.prototype.baseHostUrl=DRAWIO_GITHUB_URL;GitHubClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+"/github2"; +GitHubClient.prototype.maxFileSize=1E6;GitHubClient.prototype.authToken="token";GitHubClient.prototype.setToken=function(d){b=d};GitHubClient.prototype.updateUser=function(d,f,c){var l=!0,m=window.setTimeout(mxUtils.bind(this,function(){l=!1;f({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout),x=new mxXmlRequest(this.baseUrl+"/user",null,"GET"),z=this.authToken+" "+b;x.setRequestHeaders=function(C,e){C.setRequestHeader("Authorization",z)};x.send(mxUtils.bind(this,function(){window.clearTimeout(m); +l&&(401===x.getStatus()?c?f({message:mxResources.get("accessDenied")}):(this.logout(),this.authenticate(mxUtils.bind(this,function(){this.updateUser(d,f,!0)}),f)):200>x.getStatus()||300<=x.getStatus()?f({message:mxResources.get("accessDenied")}):(this.setUser(this.createUser(JSON.parse(x.getText()))),d()))}),f)};GitHubClient.prototype.createUser=function(d){return new DrawioUser(d.id,d.email,d.name)};GitHubClient.prototype.authenticate=function(d,f){(new mxXmlRequest(this.redirectUri+"?getState=1", +null,"GET")).send(mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?this.authenticateStep2(c.getText(),d,f):null!=f&&f(c)}),f)};GitHubClient.prototype.authenticateStep2=function(d,f,c){if(null==window.onGitHubCallback){var l=mxUtils.bind(this,function(){var m=!0;null!=this.getPersistentToken(!0)?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+d),null,"GET")).send(mxUtils.bind(this,function(x){200<= +x.getStatus()&&299>=x.getStatus()?(b=JSON.parse(x.getText()).access_token,this.setUser(null),f()):(this.clearPersistentToken(),this.setUser(null),b=null,401==x.getStatus()?l():c({message:mxResources.get("accessDenied"),retry:l}))}),c):this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(x,z){null!=window.open(this.baseHostUrl+"/login/oauth/authorize?client_id="+this.clientId+"&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+d),"ghauth")?window.onGitHubCallback= +mxUtils.bind(this,function(C,e){m?(window.onGitHubCallback=null,m=!1,null==C?c({message:mxResources.get("accessDenied"),retry:l}):(null!=z&&z(),b=C.access_token,this.setUser(null),x&&this.setPersistentToken("remembered"),f(),null!=e&&e.close())):null!=e&&e.close()}):c({message:mxResources.get("serviceUnavailableOrBlocked"),retry:l})}),mxUtils.bind(this,function(){m&&(window.onGitHubCallback=null,m=!1,c({message:mxResources.get("accessDenied"),retry:l}))}))});l()}else c({code:App.ERROR_BUSY})};GitHubClient.prototype.getErrorMessage= +function(d,f){try{var c=JSON.parse(d.getText());null!=c&&null!=c.message&&(f=c.message)}catch(l){}return f};GitHubClient.prototype.showAuthorizeDialog=function(d,f){this.ui.showError(mxResources.get("accessDenied"),mxResources.get("authorizationRequired"),mxResources.get("help"),mxUtils.bind(this,function(){this.ui.openLink("https://www.diagrams.net/blog/single-repository-diagrams")}),d,mxResources.get("authorize"),mxUtils.bind(this,function(){this.ui.openLink("test.draw.io"==window.location.hostname? +"https://github.com/apps/diagrams-net-app-test":"https://github.com/apps/draw-io-app")}),mxResources.get("cancel"),f,480,null,!1)};GitHubClient.prototype.executeRequest=function(d,f,c,l,m){var x=mxUtils.bind(this,function(C){var e=!0,g=window.setTimeout(mxUtils.bind(this,function(){e=!1;c({code:App.ERROR_TIMEOUT,retry:z})}),this.ui.timeout),k=this.authToken+" "+b;d.setRequestHeaders=function(n,q){n.setRequestHeader("Authorization",k)};d.send(mxUtils.bind(this,function(){window.clearTimeout(g);var n= +mxUtils.bind(this,function(){var A=this.ui.spinner.pause();this.showAuthorizeDialog(mxUtils.bind(this,function(){A();z()}),mxUtils.bind(this,function(){this.ui.hideDialog();c({name:"AbortError"})}))});if(e)if(200<=d.getStatus()&&299>=d.getStatus()||l&&404==d.getStatus())f(d);else if(401===d.getStatus())C?c({code:d.getStatus(),message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){z(!0)},c)})}):this.authenticate(function(){x(!0)},c);else if(403===d.getStatus()){var q= +!1;try{var p=JSON.parse(d.getText());null!=p&&"Resource not accessible by integration"==p.message?n():(null!=p&&null!=p.errors&&0<p.errors.length&&(q="too_large"==p.errors[0].code),c({message:mxResources.get(q?"drawingTooLarge":"forbidden")}))}catch(A){c({message:mxResources.get(q?"drawingTooLarge":"forbidden")})}}else 404===d.getStatus()?m?c({code:d.getStatus(),message:this.getErrorMessage(d,mxResources.get("fileNotFound"))}):n():409===d.getStatus()?c({code:d.getStatus(),status:409}):c({code:d.getStatus(), +message:this.getErrorMessage(d,mxResources.get("error")+" "+d.getStatus())})}),mxUtils.bind(this,function(n){window.clearTimeout(g);e&&c(n)}))}),z=mxUtils.bind(this,function(C){null==this.user?this.updateUser(function(){z(!0)},c,C):x(C)});null==b?this.authenticate(function(){z(!0)},c):z(!1)};GitHubClient.prototype.getLibrary=function(d,f,c){this.getFile(d,f,c,!0)};GitHubClient.prototype.getSha=function(d,f,c,l,m,x,z){var C="&t="+(new Date).getTime();d=new mxXmlRequest(this.baseUrl+"/repos/"+d+"/"+ +f+"/contents/"+c+"?ref="+l+C,null,"HEAD");this.executeRequest(d,mxUtils.bind(this,function(e){try{m(e.request.getResponseHeader("Etag").match(/"([^"]+)"/)[1])}catch(g){x(g)}}),x,null,z)};GitHubClient.prototype.getFile=function(d,f,c,l,m){l=null!=l?l:!1;var x=d.split("/"),z=x[0],C=x[1],e=x[2];d=x.slice(3,x.length).join("/");x=/\.png$/i.test(d);if(!m&&(/\.v(dx|sdx?)$/i.test(d)||/\.gliffy$/i.test(d)||/\.pdf$/i.test(d)||!this.ui.useCanvasForExport&&x))if(null!=b){m=this.baseUrl+"/repos/"+z+"/"+C+"/contents/"+ +d+"?ref="+e;var g={Authorization:"token "+b};x=d.split("/");this.ui.convertFile(m,0<x.length?x[x.length-1]:d,null,this.extension,f,c,null,g)}else c({message:mxResources.get("accessDenied")});else x="&t="+(new Date).getTime(),d=new mxXmlRequest(this.baseUrl+"/repos/"+z+"/"+C+"/contents/"+d+"?ref="+e+x,null,"GET"),this.executeRequest(d,mxUtils.bind(this,function(k){try{f(this.createGitHubFile(z,C,e,JSON.parse(k.getText()),l))}catch(n){c(n)}}),c)};GitHubClient.prototype.createGitHubFile=function(d,f, +c,l,m){d={org:d,repo:f,ref:c,name:l.name,path:l.path,sha:l.sha,html_url:l.html_url,download_url:l.download_url};f=l.content;"base64"===l.encoding&&(/\.jpe?g$/i.test(l.name)?f="data:image/jpeg;base64,"+f:/\.gif$/i.test(l.name)?f="data:image/gif;base64,"+f:/\.png$/i.test(l.name)?(l=this.ui.extractGraphModelFromPng(f),f=null!=l&&0<l.length?l:"data:image/png;base64,"+f):f=Base64.decode(f));return m?new GitHubLibrary(this.ui,f,d):new GitHubFile(this.ui,f,d)};GitHubClient.prototype.insertLibrary=function(d, +f,c,l,m){this.insertFile(d,f,c,l,!0,m,!1)};GitHubClient.prototype.insertFile=function(d,f,c,l,m,x,z){m=null!=m?m:!1;x=x.split("/");var C=x[0],e=x[1],g=x[2],k=x.slice(3,x.length).join("/");0<k.length&&(k+="/");k+=d;this.checkExists(C+"/"+e+"/"+g+"/"+k,!0,mxUtils.bind(this,function(n,q){n?m?(z||(f=Base64.encode(f)),this.showCommitDialog(d,!0,mxUtils.bind(this,function(p){this.writeFile(C,e,g,k,p,f,q,mxUtils.bind(this,function(A){try{var E=JSON.parse(A.getText());c(this.createGitHubFile(C,e,g,E.content, +m))}catch(y){l(y)}}),l)}),l)):c(new GitHubFile(this.ui,f,{org:C,repo:e,ref:g,name:d,path:k,sha:q,isNew:!0})):l()}))};GitHubClient.prototype.showCommitDialog=function(d,f,c,l){var m=this.ui.spinner.pause();d=new FilenameDialog(this.ui,mxResources.get(f?"addedFile":"updateFile",[d]),mxResources.get("ok"),mxUtils.bind(this,function(x){m();c(x)}),mxResources.get("commitMessage"),null,null,null,null,mxUtils.bind(this,function(){l()}),null,280);this.ui.showDialog(d.container,400,80,!0,!1);d.init()};GitHubClient.prototype.writeFile= +function(d,f,c,l,m,x,z,C,e){x.length>=this.maxFileSize?e({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(x.length)+" / 1 MB)"}):(c={path:l,branch:decodeURIComponent(c),message:m,content:x},null!=z&&(c.sha=z),d=new mxXmlRequest(this.baseUrl+"/repos/"+d+"/"+f+"/contents/"+l,JSON.stringify(c),"PUT"),this.executeRequest(d,mxUtils.bind(this,function(g){C(g)}),mxUtils.bind(this,function(g){404==g.code&&(g.helpLink=this.baseHostUrl+"/settings/connections/applications/"+this.clientId, +g.code=null);e(g)})))};GitHubClient.prototype.checkExists=function(d,f,c){var l=d.split("/"),m=l[0],x=l[1],z=l[2];d=l.slice(3,l.length).join("/");this.getSha(m,x,d,z,mxUtils.bind(this,function(C){if(f){var e=this.ui.spinner.pause();this.ui.confirm(mxResources.get("replaceIt",[d]),function(){e();c(!0,C)},function(){e();c(!1)})}else this.ui.spinner.stop(),this.ui.showError(mxResources.get("error"),mxResources.get("fileExists"),mxResources.get("ok"),function(){c(!1)})}),mxUtils.bind(this,function(C){c(!0)}), +!0)};GitHubClient.prototype.saveFile=function(d,f,c,l,m){var x=d.meta.org,z=d.meta.repo,C=d.meta.ref,e=d.meta.path,g=mxUtils.bind(this,function(n,q){this.writeFile(x,z,C,e,m,q,n,mxUtils.bind(this,function(p){delete d.meta.isNew;f(JSON.parse(p.getText()).content.sha)}),mxUtils.bind(this,function(p){c(p)}))}),k=mxUtils.bind(this,function(){if(this.ui.useCanvasForExport&&/(\.png)$/i.test(e)){var n=this.ui.getPngFileProperties(this.ui.fileNode);this.ui.getEmbeddedPng(mxUtils.bind(this,function(q){g(d.meta.sha, +q)}),c,this.ui.getCurrentFile()!=d?d.getData():null,n.scale,n.border)}else g(d.meta.sha,Base64.encode(d.getData()))});l?this.getSha(x,z,e,C,mxUtils.bind(this,function(n){d.meta.sha=n;k()}),c):k()};GitHubClient.prototype.pickLibrary=function(d){this.pickFile(d)};GitHubClient.prototype.pickFolder=function(d){this.showGitHubDialog(!1,d)};GitHubClient.prototype.pickFile=function(d){d=null!=d?d:mxUtils.bind(this,function(f){this.ui.loadFile("H"+encodeURIComponent(f))});this.showGitHubDialog(!0,d)};GitHubClient.prototype.showGitHubDialog= +function(d,f){var c=null,l=null,m=null,x=null,z=document.createElement("div");z.style.whiteSpace="nowrap";z.style.overflow="hidden";z.style.height="304px";var C=document.createElement("h3");mxUtils.write(C,mxResources.get(d?"selectFile":"selectFolder"));C.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";z.appendChild(C);var e=document.createElement("div");e.style.whiteSpace="nowrap";e.style.border="1px solid lightgray";e.style.boxSizing="border-box";e.style.padding="4px"; +e.style.overflow="auto";e.style.lineHeight="1.2em";e.style.height="274px";z.appendChild(e);var g=document.createElement("div");g.style.textOverflow="ellipsis";g.style.boxSizing="border-box";g.style.overflow="hidden";g.style.padding="4px";g.style.width="100%";var k=new CustomDialog(this.ui,z,mxUtils.bind(this,function(){f(c+"/"+l+"/"+encodeURIComponent(m)+"/"+x)}),null,null,"https://www.diagrams.net/blog/single-repository-diagrams",null,null,null,null,[[mxResources.get("refresh"),mxUtils.bind(this, +function(){J()})],[mxResources.get("authorize"),mxUtils.bind(this,function(){this.ui.openLink("test.draw.io"==window.location.hostname?"https://github.com/apps/diagrams-net-app-test":"https://github.com/apps/draw-io-app")})]]);this.ui.showDialog(k.container,420,370,!0,!0);d&&k.okButton.parentNode.removeChild(k.okButton);var n=mxUtils.bind(this,function(N,v,u,G){var I=document.createElement("a");I.setAttribute("title",N);I.style.cursor="pointer";mxUtils.write(I,N);mxEvent.addListener(I,"click",v); +G&&(I.style.textDecoration="underline");null!=u&&(N=g.cloneNode(),N.style.padding=u,N.appendChild(I),I=N);return I}),q=mxUtils.bind(this,function(N){var v=document.createElement("div");v.style.marginBottom="8px";v.appendChild(n(c+"/"+l,mxUtils.bind(this,function(){x=null;J()}),null,!0));N||(mxUtils.write(v," / "),v.appendChild(n(decodeURIComponent(m),mxUtils.bind(this,function(){x=null;B()}),null,!0)));if(null!=x&&0<x.length){var u=x.split("/");for(N=0;N<u.length;N++)(function(G){mxUtils.write(v, +" / ");v.appendChild(n(u[G],mxUtils.bind(this,function(){x=u.slice(0,G+1).join("/");y()}),null,!0))})(N)}e.appendChild(v)}),p=mxUtils.bind(this,function(N){this.ui.handleError(N,null,mxUtils.bind(this,function(){this.ui.spinner.stop();null!=this.getUser()?(x=m=l=c=null,J()):this.ui.hideDialog()}),null,{})}),A=null,E=null,y=mxUtils.bind(this,function(N){null==N&&(e.innerText="",N=1);var v=new mxXmlRequest(this.baseUrl+"/repos/"+c+"/"+l+"/contents/"+x+"?ref="+encodeURIComponent(m)+"&per_page=100&page="+ +N,null,"GET");this.ui.spinner.spin(e,mxResources.get("loading"));k.okButton.removeAttribute("disabled");null!=E&&(mxEvent.removeListener(e,"scroll",E),E=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var u=mxUtils.bind(this,function(){y(N+1)});mxEvent.addListener(A,"click",u);this.executeRequest(v,mxUtils.bind(this,function(G){this.ui.spinner.stop();1==N&&(q(), +e.appendChild(n("../ [Up]",mxUtils.bind(this,function(){if(""==x)x=null,J();else{var H=x.split("/");x=H.slice(0,H.length-1).join("/");y()}}),"4px")));var I=JSON.parse(G.getText());if(null==I||0==I.length)mxUtils.write(e,mxResources.get("noFiles"));else{var M=!0,K=0;G=mxUtils.bind(this,function(H){for(var F=0;F<I.length;F++)mxUtils.bind(this,function(P,U){if(H==("dir"==P.type)){U=g.cloneNode();U.style.backgroundColor=M?Editor.isDarkMode()?"#000000":"#eeeeee":"";M=!M;var T=document.createElement("img"); +T.src=IMAGE_PATH+"/"+("dir"==P.type?"folder.png":"file.png");T.setAttribute("align","absmiddle");T.style.marginRight="4px";T.style.marginTop="-4px";T.width=20;U.appendChild(T);U.appendChild(n(P.name+("dir"==P.type?"/":""),mxUtils.bind(this,function(){"dir"==P.type?(x=P.path,y()):d&&"file"==P.type&&(this.ui.hideDialog(),f(c+"/"+l+"/"+encodeURIComponent(m)+"/"+P.path))})));e.appendChild(U);K++}})(I[F],F)});G(!0);d&&G(!1)}}),p,!0)}),B=mxUtils.bind(this,function(N,v){null==N&&(e.innerText="",N=1);var u= +new mxXmlRequest(this.baseUrl+"/repos/"+c+"/"+l+"/branches?per_page=100&page="+N,null,"GET");k.okButton.setAttribute("disabled","disabled");this.ui.spinner.spin(e,mxResources.get("loading"));null!=E&&(mxEvent.removeListener(e,"scroll",E),E=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var G=mxUtils.bind(this,function(){B(N+1)});mxEvent.addListener(A,"click", +G);this.executeRequest(u,mxUtils.bind(this,function(I){this.ui.spinner.stop();1==N&&(q(!0),e.appendChild(n("../ [Up]",mxUtils.bind(this,function(){x=null;J()}),"4px")));I=JSON.parse(I.getText());if(null==I||0==I.length)mxUtils.write(e,mxResources.get("noFiles"));else if(1==I.length&&v)m=I[0].name,x="",y();else{for(var M=0;M<I.length;M++)mxUtils.bind(this,function(K,H){var F=g.cloneNode();F.style.backgroundColor=0==H%2?Editor.isDarkMode()?"#000000":"#eeeeee":"";F.appendChild(n(K.name,mxUtils.bind(this, +function(){m=K.name;x="";y()})));e.appendChild(F)})(I[M],M);100==I.length&&(e.appendChild(A),E=function(){e.scrollTop>=e.scrollHeight-e.offsetHeight&&G()},mxEvent.addListener(e,"scroll",E))}}),p)}),J=mxUtils.bind(this,function(N){null==N&&(e.innerText="",N=1);var v=new mxXmlRequest(this.baseUrl+"/user/repos?per_page=100&page="+N,null,"GET");k.okButton.setAttribute("disabled","disabled");this.ui.spinner.spin(e,mxResources.get("loading"));null!=E&&mxEvent.removeListener(e,"scroll",E);null!=A&&null!= +A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var u=mxUtils.bind(this,function(){J(N+1)});mxEvent.addListener(A,"click",u);this.executeRequest(v,mxUtils.bind(this,function(G){this.ui.spinner.stop();G=JSON.parse(G.getText());if(null==G||0==G.length)mxUtils.write(e,mxResources.get("noFiles"));else{1==N&&(e.appendChild(n(mxResources.get("enterValue")+"...",mxUtils.bind(this,function(){var M= +new FilenameDialog(this.ui,"org/repo/ref",mxResources.get("ok"),mxUtils.bind(this,function(K){if(null!=K){var H=K.split("/");if(1<H.length){K=H[0];var F=H[1];3>H.length?(c=K,l=F,x=m=null,B()):this.ui.spinner.spin(e,mxResources.get("loading"))&&(H=encodeURIComponent(H.slice(2,H.length).join("/")),this.getFile(K+"/"+F+"/"+H,mxUtils.bind(this,function(P){this.ui.spinner.stop();c=P.meta.org;l=P.meta.repo;m=decodeURIComponent(P.meta.ref);x="";y()}),mxUtils.bind(this,function(P){this.ui.spinner.stop(); +this.ui.handleError({message:mxResources.get("fileNotFound")})})))}else this.ui.spinner.stop(),this.ui.handleError({message:mxResources.get("invalidName")})}}),mxResources.get("enterValue"));this.ui.showDialog(M.container,300,80,!0,!1);M.init()}))),mxUtils.br(e),mxUtils.br(e));for(var I=0;I<G.length;I++)mxUtils.bind(this,function(M,K){var H=g.cloneNode();H.style.backgroundColor=0==K%2?Editor.isDarkMode()?"#000000":"#eeeeee":"";H.appendChild(n(M.full_name,mxUtils.bind(this,function(){c=M.owner.login; +l=M.name;x="";B(null,!0)})));e.appendChild(H)})(G[I],I)}100==G.length&&(e.appendChild(A),E=function(){e.scrollTop>=e.scrollHeight-e.offsetHeight&&u()},mxEvent.addListener(e,"scroll",E))}),p)});J()};GitHubClient.prototype.logout=function(){this.clearPersistentToken();this.setUser(null);b=null}})();TrelloFile=function(b,d,f){DrawioFile.call(this,b,d);this.meta=f;this.saveNeededCounter=0};mxUtils.extend(TrelloFile,DrawioFile);TrelloFile.prototype.getHash=function(){return"T"+encodeURIComponent(this.meta.compoundId)};TrelloFile.prototype.getMode=function(){return App.MODE_TRELLO};TrelloFile.prototype.isAutosave=function(){return!0};TrelloFile.prototype.getTitle=function(){return this.meta.name};TrelloFile.prototype.isRenamable=function(){return!1};TrelloFile.prototype.getSize=function(){return this.meta.bytes}; +TrelloFile.prototype.save=function(b,d,f){this.doSave(this.getTitle(),d,f)};TrelloFile.prototype.saveAs=function(b,d,f){this.doSave(b,d,f)};TrelloFile.prototype.doSave=function(b,d,f){var c=this.meta.name;this.meta.name=b;DrawioFile.prototype.save.apply(this,[null,mxUtils.bind(this,function(){this.meta.name=c;this.saveFile(b,!1,d,f)}),f])}; +TrelloFile.prototype.saveFile=function(b,d,f,c){this.isEditable()?this.savingFile?null!=c&&(this.saveNeededCounter++,c({code:App.ERROR_BUSY})):(this.savingFileTime=new Date,this.setShadowModified(!1),this.savingFile=!0,this.getTitle()==b?this.ui.trello.saveFile(this,mxUtils.bind(this,function(l){this.setModified(this.getShadowModified());this.savingFile=!1;this.meta=l;this.contentChanged();null!=f&&f();0<this.saveNeededCounter&&(this.saveNeededCounter--,this.saveFile(b,d,f,c))}),mxUtils.bind(this, +function(l){this.savingFile=!1;null!=c&&c(l)})):this.ui.pickFolder(App.MODE_TRELLO,mxUtils.bind(this,function(l){this.ui.trello.insertFile(b,this.getData(),mxUtils.bind(this,function(m){this.savingFile=!1;null!=f&&f();this.ui.fileLoaded(m);0<this.saveNeededCounter&&(this.saveNeededCounter--,this.saveFile(b,d,f,c))}),mxUtils.bind(this,function(){this.savingFile=!1;null!=c&&c()}),!1,l)}))):null!=f&&f()};TrelloLibrary=function(b,d,f){TrelloFile.call(this,b,d,f)};mxUtils.extend(TrelloLibrary,TrelloFile);TrelloLibrary.prototype.doSave=function(b,d,f){this.saveFile(b,!1,d,f)};TrelloLibrary.prototype.open=function(){};TrelloClient=function(b){DrawioClient.call(this,b,"tauth");Trello.setKey(this.key)};mxUtils.extend(TrelloClient,DrawioClient);TrelloClient.prototype.key="e89d109082298ce91f6576f82f458551";TrelloClient.prototype.baseUrl="https://api.trello.com/1/";TrelloClient.prototype.SEPARATOR="|$|";TrelloClient.prototype.maxFileSize=1E7;TrelloClient.prototype.extension=".xml"; +TrelloClient.prototype.authenticate=function(b,d,f){f&&this.logout();f=mxUtils.bind(this,function(c,l){Trello.authorize({type:"popup",name:"draw.io",scope:{read:"true",write:"true"},expiration:c?"never":"1hour",success:function(){null!=l&&l();b()},error:function(){null!=l&&l();null!=d&&d(mxResources.get("loggedOut"))}})});this.isAuthorized()?f(!0):this.ui.showAuthDialog(this,!0,f)};TrelloClient.prototype.getLibrary=function(b,d,f){this.getFile(b,d,f,!1,!0)}; +TrelloClient.prototype.getFile=function(b,d,f,c,l){l=null!=l?l:!1;var m=mxUtils.bind(this,function(){var x=b.split(this.SEPARATOR),z=!0,C=window.setTimeout(mxUtils.bind(this,function(){z=!1;f({code:App.ERROR_TIMEOUT,retry:m})}),this.ui.timeout);Trello.cards.get(x[0]+"/attachments/"+x[1],mxUtils.bind(this,function(e){window.clearTimeout(C);if(z){var g=/\.png$/i.test(e.name),k={Authorization:'OAuth oauth_consumer_key="'+Trello.key()+'", oauth_token="'+Trello.token()+'"'};/\.v(dx|sdx?)$/i.test(e.name)|| +/\.gliffy$/i.test(e.name)||!this.ui.useCanvasForExport&&g?this.ui.convertFile(PROXY_URL+"?url="+encodeURIComponent(e.url),e.name,e.mimeType,this.extension,d,f,null,k):(z=!0,C=window.setTimeout(mxUtils.bind(this,function(){z=!1;f({code:App.ERROR_TIMEOUT})}),this.ui.timeout),this.ui.editor.loadUrl(PROXY_URL+"?url="+encodeURIComponent(e.url),mxUtils.bind(this,function(n){window.clearTimeout(C);if(z){e.compoundId=b;if(0<(g?n.lastIndexOf(","):-1)){var q=this.ui.extractGraphModelFromPng(n);null!=q&&0<q.length&& +(n=q)}l?d(new TrelloLibrary(this.ui,n,e)):d(new TrelloFile(this.ui,n,e))}}),mxUtils.bind(this,function(n,q){window.clearTimeout(C);z&&(401==q.status?this.authenticate(m,f,!0):f())}),g||null!=e.mimeType&&"image/"==e.mimeType.substring(0,6),null,null,null,k))}}),mxUtils.bind(this,function(e){window.clearTimeout(C);z&&(null!=e&&401==e.status?this.authenticate(m,f,!0):f())}))});this.authenticate(m,f)};TrelloClient.prototype.insertLibrary=function(b,d,f,c,l){this.insertFile(b,d,f,c,!0,l)}; +TrelloClient.prototype.insertFile=function(b,d,f,c,l,m){l=null!=l?l:!1;var x=mxUtils.bind(this,function(){var z=mxUtils.bind(this,function(C){this.writeFile(b,C,m,mxUtils.bind(this,function(e){l?f(new TrelloLibrary(this.ui,d,e)):f(new TrelloFile(this.ui,d,e))}),c)});this.ui.useCanvasForExport&&/(\.png)$/i.test(b)?this.ui.getEmbeddedPng(mxUtils.bind(this,function(C){z(this.ui.base64ToBlob(C,"image/png"))}),c,d):z(d)});this.authenticate(x,c)}; +TrelloClient.prototype.saveFile=function(b,d,f){var c=b.meta.compoundId.split(this.SEPARATOR),l=mxUtils.bind(this,function(x){this.writeFile(b.meta.name,x,c[0],function(z){Trello.del("cards/"+c[0]+"/attachments/"+c[1],mxUtils.bind(this,function(){d(z)}),mxUtils.bind(this,function(C){null!=C&&401==C.status?this.authenticate(m,f,!0):f()}))},f)}),m=mxUtils.bind(this,function(){this.ui.useCanvasForExport&&/(\.png)$/i.test(b.meta.name)?this.ui.getEmbeddedPng(mxUtils.bind(this,function(x){l(this.ui.base64ToBlob(x, +"image/png"))}),f,this.ui.getCurrentFile()!=b?b.getData():null):l(b.getData())});this.authenticate(m,f)}; +TrelloClient.prototype.writeFile=function(b,d,f,c,l){if(null!=b&&null!=d)if(d.length>=this.maxFileSize)l({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(d.length)+" / 10 MB)"});else{var m=mxUtils.bind(this,function(){var x=!0,z=window.setTimeout(mxUtils.bind(this,function(){x=!1;l({code:App.ERROR_TIMEOUT,retry:m})}),this.ui.timeout),C=new FormData;C.append("key",Trello.key());C.append("token",Trello.token());C.append("file","string"===typeof d?new Blob([d]):d,b);C.append("name", +b);var e=new XMLHttpRequest;e.responseType="json";e.onreadystatechange=mxUtils.bind(this,function(){if(4===e.readyState&&(window.clearTimeout(z),x))if(200==e.status){var g=e.response;g.compoundId=f+this.SEPARATOR+g.id;c(g)}else 401==e.status?this.authenticate(m,l,!0):l()});e.open("POST",this.baseUrl+"cards/"+f+"/attachments");e.send(C)});this.authenticate(m,l)}else l({message:mxResources.get("unknownError")})};TrelloClient.prototype.pickLibrary=function(b){this.pickFile(b)}; +TrelloClient.prototype.pickFolder=function(b){this.authenticate(mxUtils.bind(this,function(){this.showTrelloDialog(!1,b)}),mxUtils.bind(this,function(d){this.ui.showError(mxResources.get("error"),d)}))};TrelloClient.prototype.pickFile=function(b,d){b=null!=b?b:mxUtils.bind(this,function(f){this.ui.loadFile("T"+encodeURIComponent(f))});this.authenticate(mxUtils.bind(this,function(){this.showTrelloDialog(!0,b)}),mxUtils.bind(this,function(f){this.ui.showError(mxResources.get("error"),f,mxResources.get("ok"))}))}; +TrelloClient.prototype.showTrelloDialog=function(b,d){var f=null,c="@me",l=0,m=document.createElement("div");m.style.whiteSpace="nowrap";m.style.overflow="hidden";m.style.height="224px";var x=document.createElement("h3");mxUtils.write(x,b?mxResources.get("selectFile"):mxResources.get("selectCard"));x.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";m.appendChild(x);var z=document.createElement("div");z.style.whiteSpace="nowrap";z.style.overflow="auto";z.style.height= +"194px";m.appendChild(z);m=new CustomDialog(this.ui,m);this.ui.showDialog(m.container,340,290,!0,!0);m.okButton.parentNode.removeChild(m.okButton);var C=mxUtils.bind(this,function(p,A,E){l++;var y=document.createElement("div");y.style="width:100%;text-overflow:ellipsis;overflow:hidden;vertical-align:middle;padding:2px 0 2px 0;background:"+(0==l%2?Editor.isDarkMode()?"#000":"#eee":Editor.isDarkMode()?"":"#fff");var B=document.createElement("a");B.style.cursor="pointer";if(null!=E){var J=document.createElement("img"); +J.src=E.url;J.width=E.width;J.height=E.height;J.style="border: 1px solid black;margin:5px;vertical-align:middle";B.appendChild(J)}mxUtils.write(B,p);mxEvent.addListener(B,"click",A);y.appendChild(B);return y}),e=mxUtils.bind(this,function(p){this.ui.handleError(p,null,mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.hideDialog()}))}),g=mxUtils.bind(this,function(){l=0;z.innerText="";this.ui.spinner.spin(z,mxResources.get("loading"));var p=mxUtils.bind(this,function(){Trello.cards.get(f+ +"/attachments",{fields:"id,name,previews"},mxUtils.bind(this,function(A){this.ui.spinner.stop();z.appendChild(C("../ [Up]",mxUtils.bind(this,function(){q()})));mxUtils.br(z);null==A||0==A.length?mxUtils.write(z,mxResources.get("noFiles")):mxUtils.bind(this,function(){for(var E=0;E<A.length;E++)mxUtils.bind(this,function(y){z.appendChild(C(y.name,mxUtils.bind(this,function(){this.ui.hideDialog();d(f+this.SEPARATOR+y.id)}),null!=y.previews?y.previews[0]:null))})(A[E])})()}),mxUtils.bind(this,function(A){401== +A.status?this.authenticate(p,e,!0):null!=e&&e(A)}))});p()}),k=null,n=null,q=mxUtils.bind(this,function(p){null==p&&(l=0,z.innerText="",p=1);this.ui.spinner.spin(z,mxResources.get("loading"));null!=k&&null!=k.parentNode&&k.parentNode.removeChild(k);k=document.createElement("a");k.style.display="block";k.style.cursor="pointer";mxUtils.write(k,mxResources.get("more")+"...");var A=mxUtils.bind(this,function(){mxEvent.removeListener(z,"scroll",n);q(p+1)});mxEvent.addListener(k,"click",A);var E=mxUtils.bind(this, +function(){Trello.get("search",{query:""==mxUtils.trim(c)?"is:open":c,cards_limit:100,cards_page:p-1},mxUtils.bind(this,function(y){this.ui.spinner.stop();y=null!=y?y.cards:null;if(null==y||0==y.length)mxUtils.write(z,mxResources.get("noFiles"));else{1==p&&(z.appendChild(C(mxResources.get("filterCards")+"...",mxUtils.bind(this,function(){var J=new FilenameDialog(this.ui,c,mxResources.get("ok"),mxUtils.bind(this,function(N){null!=N&&(c=N,q())}),mxResources.get("filterCards"),null,null,"http://help.trello.com/article/808-searching-for-cards-all-boards"); +this.ui.showDialog(J.container,300,80,!0,!1);J.init()}))),mxUtils.br(z));for(var B=0;B<y.length;B++)mxUtils.bind(this,function(J){z.appendChild(C(J.name,mxUtils.bind(this,function(){b?(f=J.id,g()):(this.ui.hideDialog(),d(J.id))})))})(y[B]);100==y.length&&(z.appendChild(k),n=function(){z.scrollTop>=z.scrollHeight-z.offsetHeight&&A()},mxEvent.addListener(z,"scroll",n))}}),mxUtils.bind(this,function(y){401==y.status?this.authenticate(E,e,!0):null!=e&&e({message:y.responseText})}))});E()});q()}; +TrelloClient.prototype.isAuthorized=function(){try{return null!=localStorage.trello_token}catch(b){}return!1};TrelloClient.prototype.logout=function(){localStorage.removeItem("trello_token");Trello.deauthorize()};GitLabFile=function(b,d,f){GitHubFile.call(this,b,d,f);this.peer=this.ui.gitLab};mxUtils.extend(GitLabFile,GitHubFile);GitLabFile.prototype.share=function(){this.ui.editor.graph.openLink(DRAWIO_GITLAB_URL+"/"+encodeURIComponent(this.meta.org)+"/"+encodeURIComponent(this.meta.repo)+"/-/project_members")}; GitLabFile.prototype.getId=function(){return this.meta.org+"/"+(null!=this.meta.repo?encodeURIComponent(this.meta.repo)+"/"+(null!=this.meta.ref?this.meta.ref+(null!=this.meta.path?"/"+this.meta.path:""):""):"")};GitLabFile.prototype.getHash=function(){return encodeURIComponent("A"+this.getId())};GitLabFile.prototype.isConflict=function(b){return null!=b&&400==b.status};GitLabFile.prototype.getMode=function(){return App.MODE_GITLAB};GitLabFile.prototype.getDescriptorEtag=function(b){return b.last_commit_id}; -GitLabFile.prototype.setDescriptorEtag=function(b,e){b.last_commit_id=e};GitLabLibrary=function(b,e,f){GitLabFile.call(this,b,e,f)};mxUtils.extend(GitLabLibrary,GitLabFile);GitLabLibrary.prototype.doSave=function(b,e,f){this.saveFile(b,!1,e,f)};GitLabLibrary.prototype.open=function(){};(function(){var b=null;window.GitLabClient=function(e){GitHubClient.call(this,e,"gitlabauth")};mxUtils.extend(GitLabClient,GitHubClient);GitLabClient.prototype.clientId=DRAWIO_GITLAB_ID;GitLabClient.prototype.scope="api%20read_repository%20write_repository";GitLabClient.prototype.baseUrl=DRAWIO_GITLAB_URL+"/api/v4";GitLabClient.prototype.maxFileSize=1E7;GitLabClient.prototype.authToken="Bearer";GitLabClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+"/gitlab";GitLabClient.prototype.authenticate= -function(e,f){(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?this.authenticateStep2(c.getText(),e,f):null!=f&&f(c)}),f)};GitLabClient.prototype.authenticateStep2=function(e,f,c){if(null==window.onGitLabCallback){var m=mxUtils.bind(this,function(){var n=!0;null!=this.getPersistentToken(!0)?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+ -e),null,"GET")).send(mxUtils.bind(this,function(v){200<=v.getStatus()&&299>=v.getStatus()?(b=JSON.parse(v.getText()).access_token,this.setToken(b),this.setUser(null),f()):(this.clearPersistentToken(),this.setUser(null),b=null,this.setToken(null),401==v.getStatus()?m():c({message:mxResources.get("accessDenied"),retry:m}))}),c):this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(v,d){null!=window.open(DRAWIO_GITLAB_URL+"/oauth/authorize?client_id="+this.clientId+"&scope="+this.scope+"&redirect_uri="+ -encodeURIComponent(this.redirectUri)+"&response_type=code&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+e),"gitlabauth")?window.onGitLabCallback=mxUtils.bind(this,function(g,k){n?(window.onGitLabCallback=null,n=!1,null==g?c({message:mxResources.get("accessDenied"),retry:m}):(null!=d&&d(),b=g.access_token,this.setToken(b),this.setUser(null),v&&this.setPersistentToken("remembered"),f(),null!=k&&k.close())):null!=k&&k.close()}):c({message:mxResources.get("serviceUnavailableOrBlocked"), -retry:m})}),mxUtils.bind(this,function(){n&&(window.onGitLabCallback=null,n=!1,c({message:mxResources.get("accessDenied"),retry:m}))}))});m()}else c({code:App.ERROR_BUSY})};GitLabClient.prototype.executeRequest=function(e,f,c,m){var n=mxUtils.bind(this,function(d){var g=!0,k=window.setTimeout(mxUtils.bind(this,function(){g=!1;c({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout),l=this.authToken+" "+b;e.setRequestHeaders=function(p,q){p.setRequestHeader("Authorization", -l);p.setRequestHeader("PRIVATE_TOKEN",l);p.setRequestHeader("Content-Type","application/json")};e.send(mxUtils.bind(this,function(){window.clearTimeout(k);if(g)if(200<=e.getStatus()&&299>=e.getStatus()||m&&404==e.getStatus())f(e);else if(401===e.getStatus())d?c({message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){v(!0)},c)})}):this.authenticate(function(){n(!0)},c);else if(403===e.getStatus()){var p=!1;try{var q=JSON.parse(e.getText());null!=q&& -null!=q.errors&&0<q.errors.length&&(p="too_large"==q.errors[0].code)}catch(y){}c({message:mxResources.get(p?"drawingTooLarge":"forbidden")})}else 404===e.getStatus()?c({message:this.getErrorMessage(e,mxResources.get("fileNotFound"))}):400===e.getStatus()?c({status:400}):c({status:e.getStatus(),message:this.getErrorMessage(e,mxResources.get("error")+" "+e.getStatus())})}),mxUtils.bind(this,function(p){window.clearTimeout(k);g&&c(p)}))}),v=mxUtils.bind(this,function(d){null==this.user?this.updateUser(function(){v(!0)}, -c,d):n(d)});null==b?this.authenticate(function(){v(!0)},c):v(!1)};GitLabClient.prototype.getRefIndex=function(e,f,c,m,n,v){if(null!=n)c(e,n);else{var d=e.length-2,g=mxUtils.bind(this,function(){if(2>d)m({message:mxResources.get("fileNotFound")});else{var k=Math.max(d-1,0),l=e.slice(0,k).join("/");k=e[k];var p=e[d],q=e.slice(d+1,e.length).join("/");l=this.baseUrl+"/projects/"+encodeURIComponent(l+"/"+k)+"/repository/"+(f?v?"branches?per_page=1&page=1&ref="+p:"tree?path="+q+"&ref="+p:"files/"+encodeURIComponent(q)+ -"?ref="+p);var y=new mxXmlRequest(l,null,"HEAD");this.executeRequest(y,mxUtils.bind(this,function(){200==y.getStatus()?c(e,d):m({message:mxResources.get("fileNotFound")})}),mxUtils.bind(this,function(){404==y.getStatus()?(d--,g()):m({message:mxResources.get("fileNotFound")})}))}});g()}};GitLabClient.prototype.getFile=function(e,f,c,m,n,v){m=null!=m?m:!1;this.getRefIndex(e.split("/"),!1,mxUtils.bind(this,function(d,g){var k=Math.max(g-1,0),l=d.slice(0,k).join("/"),p=d[k],q=d[g];e=d.slice(g+1,d.length).join("/"); -d=/\.png$/i.test(e);if(!n&&(/\.v(dx|sdx?)$/i.test(e)||/\.gliffy$/i.test(e)||/\.pdf$/i.test(e)||!this.ui.useCanvasForExport&&d))if(null!=b){k="&t="+(new Date).getTime();var y=this.baseUrl+"/projects/"+encodeURIComponent(l+"/"+p)+"/repository/files/"+encodeURIComponent(e)+"?ref="+q;d=e.split("/");this.ui.convertFile(y+k,0<d.length?d[d.length-1]:e,null,this.extension,f,c,mxUtils.bind(this,function(z,A,B){z=new mxXmlRequest(z,null,"GET");this.executeRequest(z,mxUtils.bind(this,function(J){try{A(this.getFileContent(JSON.parse(J.getText())))}catch(N){B(N)}}), -B)}))}else c({message:mxResources.get("accessDenied")});else k="&t="+(new Date).getTime(),y=this.baseUrl+"/projects/"+encodeURIComponent(l+"/"+p)+"/repository/files/"+encodeURIComponent(e)+"?ref="+q,d=new mxXmlRequest(y+k,null,"GET"),this.executeRequest(d,mxUtils.bind(this,function(z){try{f(this.createGitLabFile(l,p,q,JSON.parse(z.getText()),m,g))}catch(A){c(A)}}),c)}),c,v)};GitLabClient.prototype.getFileContent=function(e){var f=e.file_name,c=e.content;"base64"===e.encoding&&(/\.jpe?g$/i.test(f)? -c="data:image/jpeg;base64,"+c:/\.gif$/i.test(f)?c="data:image/gif;base64,"+c:/\.pdf$/i.test(f)?c="data:application/pdf;base64,"+c:/\.png$/i.test(f)?(e=this.ui.extractGraphModelFromPng(c),c=null!=e&&0<e.length?e:"data:image/png;base64,"+c):c=Base64.decode(c));return c};GitLabClient.prototype.createGitLabFile=function(e,f,c,m,n,v){var d=DRAWIO_GITLAB_URL+"/";e={org:e,repo:f,ref:c,name:m.file_name,path:m.file_path,html_url:d+e+"/"+f+"/blob/"+c+"/"+m.file_path,download_url:d+e+"/"+f+"/raw/"+c+"/"+m.file_path+ -"?inline=false",last_commit_id:m.last_commit_id,refPos:v};m=this.getFileContent(m);return n?new GitLabLibrary(this.ui,m,e):new GitLabFile(this.ui,m,e)};GitLabClient.prototype.insertFile=function(e,f,c,m,n,v,d){n=null!=n?n:!1;v=v.split("/");this.getRefIndex(v,!0,mxUtils.bind(this,function(g,k){var l=Math.max(k-1,0),p=g.slice(0,l).join("/"),q=g[l],y=g[k];path=g.slice(k+1,g.length).join("/");0<path.length&&(path+="/");path+=e;this.checkExists(p+"/"+q+"/"+y+"/"+path,!0,mxUtils.bind(this,function(z,A){z? -n?(d||(f=Base64.encode(f)),this.showCommitDialog(e,!0,mxUtils.bind(this,function(B){this.writeFile(p,q,y,path,B,f,A,mxUtils.bind(this,function(J){try{var N=JSON.parse(J.getText());c(this.createGitLabFile(p,q,y,null!=N.content?N.content:N,n,k))}catch(K){m(K)}}),m)}),m)):(z=DRAWIO_GITLAB_URL+"/",c(new GitLabFile(this.ui,f,{org:p,repo:q,ref:y,name:e,path:path,html_url:z+p+"/"+q+"/blob/"+y+"/"+path,download_url:z+p+"/"+q+"/raw/"+y+"/"+path+"?inline=false",refPos:k,last_commit_id:A,isNew:!0}))):m()}))}), -m,null,4>=v.length)};GitLabClient.prototype.checkExists=function(e,f,c){this.getFile(e,mxUtils.bind(this,function(m){if(f){var n=this.ui.spinner.pause();this.ui.confirm(mxResources.get("replaceIt",[e]),function(){n();c(!0,m.getCurrentEtag())},function(){n();c(!1)})}else this.ui.spinner.stop(),this.ui.showError(mxResources.get("error"),mxResources.get("fileExists"),mxResources.get("ok"),function(){c(!1)})}),mxUtils.bind(this,function(m){c(!0)}),null,!0)};GitLabClient.prototype.writeFile=function(e, -f,c,m,n,v,d,g,k){if(v.length>=this.maxFileSize)k({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(v.length)+" / 10 MB)"});else{var l="POST";c={path:encodeURIComponent(m),branch:decodeURIComponent(c),commit_message:n,content:v,encoding:"base64"};null!=d&&(c.last_commit_id=d,l="PUT");e=this.baseUrl+"/projects/"+encodeURIComponent(e+"/"+f)+"/repository/files/"+encodeURIComponent(m);l=new mxXmlRequest(e,JSON.stringify(c),l);this.executeRequest(l,mxUtils.bind(this,function(p){g(p)}), -k)}};GitLabClient.prototype.saveFile=function(e,f,c,m,n){var v=e.meta.org,d=e.meta.repo,g=e.meta.ref,k=e.meta.path,l=mxUtils.bind(this,function(q,y){this.writeFile(v,d,g,k,n,y,q,mxUtils.bind(this,function(z){delete e.meta.isNew;this.getFile(v+"/"+d+"/"+g+"/"+k,mxUtils.bind(this,function(A){A.getData()==e.getData()?f(A.getCurrentEtag()):f({content:e.getCurrentEtag()})}),c,null,null,e.meta.refPos)}),c)}),p=mxUtils.bind(this,function(){if(this.ui.useCanvasForExport&&/(\.png)$/i.test(k)){var q=this.ui.getPngFileProperties(this.ui.fileNode); -this.ui.getEmbeddedPng(mxUtils.bind(this,function(y){l(e.meta.last_commit_id,y)}),c,this.ui.getCurrentFile()!=e?e.getData():null,q.scale,q.border)}else l(e.meta.last_commit_id,Base64.encode(e.getData()))});m?this.getFile(v+"/"+d+"/"+g+"/"+k,mxUtils.bind(this,function(q){e.meta.last_commit_id=q.meta.last_commit_id;p()}),c):p()};GitLabClient.prototype.pickFolder=function(e){this.showGitLabDialog(!1,e)};GitLabClient.prototype.pickFile=function(e){e=null!=e?e:mxUtils.bind(this,function(f){this.ui.loadFile("A"+ -encodeURIComponent(f))});this.showGitLabDialog(!0,e)};GitLabClient.prototype.showGitLabDialog=function(e,f){var c=null,m=null,n=null,v=null,d=document.createElement("div");d.style.whiteSpace="nowrap";d.style.overflow="hidden";d.style.height="304px";var g=document.createElement("h3");mxUtils.write(g,mxResources.get(e?"selectFile":"selectFolder"));g.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";d.appendChild(g);var k=document.createElement("div");k.style.whiteSpace= -"nowrap";k.style.border="1px solid lightgray";k.style.boxSizing="border-box";k.style.padding="4px";k.style.overflow="auto";k.style.lineHeight="1.2em";k.style.height="274px";d.appendChild(k);var l=document.createElement("div");l.style.textOverflow="ellipsis";l.style.boxSizing="border-box";l.style.overflow="hidden";l.style.padding="4px";l.style.width="100%";var p=new CustomDialog(this.ui,d,mxUtils.bind(this,function(){f(c+"/"+m+"/"+encodeURIComponent(n)+"/"+v)}));this.ui.showDialog(p.container,420, -370,!0,!0);e&&p.okButton.parentNode.removeChild(p.okButton);var q=mxUtils.bind(this,function(u,x,G,D){var F=document.createElement("a");F.setAttribute("title",u);F.style.cursor="pointer";mxUtils.write(F,u);mxEvent.addListener(F,"click",x);D&&(F.style.textDecoration="underline");null!=G&&(u=l.cloneNode(),u.style.padding=G,u.appendChild(F),F=u);return F}),y=mxUtils.bind(this,function(u){var x=document.createElement("div");x.style.marginBottom="8px";x.appendChild(q(c+"/"+m,mxUtils.bind(this,function(){v= -null;K()}),null,!0));u||(mxUtils.write(x," / "),x.appendChild(q(decodeURIComponent(n),mxUtils.bind(this,function(){v=null;N()}),null,!0)));if(null!=v&&0<v.length){var G=v.split("/");for(u=0;u<G.length;u++)(function(D){mxUtils.write(x," / ");x.appendChild(q(G[D],mxUtils.bind(this,function(){v=G.slice(0,D+1).join("/");J()}),null,!0))})(u)}k.appendChild(x)}),z=mxUtils.bind(this,function(u){this.ui.handleError(u,null,mxUtils.bind(this,function(){this.ui.spinner.stop();null!=this.getUser()?(v=n=m=c=null, -K()):this.ui.hideDialog()}))}),A=null,B=null,J=mxUtils.bind(this,function(u){null==u&&(k.innerText="",u=1);var x=new mxXmlRequest(this.baseUrl+"/projects/"+encodeURIComponent(c+"/"+m)+"/repository/tree?path="+v+"&ref="+n+"&per_page=100&page="+u,null,"GET");this.ui.spinner.spin(k,mxResources.get("loading"));p.okButton.removeAttribute("disabled");null!=B&&(mxEvent.removeListener(k,"scroll",B),B=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display= -"block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var G=mxUtils.bind(this,function(){J(u+1)});mxEvent.addListener(A,"click",G);this.executeRequest(x,mxUtils.bind(this,function(D){this.ui.spinner.stop();1==u&&(y(!n),k.appendChild(q("../ [Up]",mxUtils.bind(this,function(){if(""==v)v=null,K();else{var P=v.split("/");v=P.slice(0,P.length-1).join("/");J()}}),"4px")));var F=JSON.parse(D.getText());if(null==F||0==F.length)mxUtils.write(k,mxResources.get("noFiles"));else{var H= -!0,E=0;D=mxUtils.bind(this,function(P){for(var I=0;I<F.length;I++)mxUtils.bind(this,function(T){if(P==("tree"==T.type)){var R=l.cloneNode();R.style.backgroundColor=H?Editor.isDarkMode()?"#000000":"#eeeeee":"";H=!H;var M=document.createElement("img");M.src=IMAGE_PATH+"/"+("tree"==T.type?"folder.png":"file.png");M.setAttribute("align","absmiddle");M.style.marginRight="4px";M.style.marginTop="-4px";M.width=20;R.appendChild(M);R.appendChild(q(T.name+("tree"==T.type?"/":""),mxUtils.bind(this,function(){"tree"== -T.type?(v=T.path,J()):e&&"blob"==T.type&&(this.ui.hideDialog(),f(c+"/"+m+"/"+n+"/"+T.path))})));k.appendChild(R);E++}})(F[I])});D(!0);e&&D(!1);100==E&&(k.appendChild(A),B=function(){k.scrollTop>=k.scrollHeight-k.offsetHeight&&G()},mxEvent.addListener(k,"scroll",B))}}),z,!0)}),N=mxUtils.bind(this,function(u,x){null==u&&(k.innerText="",u=1);var G=new mxXmlRequest(this.baseUrl+"/projects/"+encodeURIComponent(c+"/"+m)+"/repository/branches?per_page=100&page="+u,null,"GET");p.okButton.setAttribute("disabled", -"disabled");this.ui.spinner.spin(k,mxResources.get("loading"));null!=B&&(mxEvent.removeListener(k,"scroll",B),B=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var D=mxUtils.bind(this,function(){N(u+1)});mxEvent.addListener(A,"click",D);this.executeRequest(G,mxUtils.bind(this,function(F){this.ui.spinner.stop();1==u&&(y(!0),k.appendChild(q("../ [Up]",mxUtils.bind(this, -function(){v=null;K()}),"4px")));F=JSON.parse(F.getText());if(null==F||0==F.length)mxUtils.write(k,mxResources.get("noFiles"));else if(1==F.length&&x)n=F[0].name,v="",J();else{for(var H=0;H<F.length;H++)mxUtils.bind(this,function(E,P){var I=l.cloneNode();I.style.backgroundColor=0==P%2?Editor.isDarkMode()?"#000000":"#eeeeee":"";I.appendChild(q(E.name,mxUtils.bind(this,function(){n=encodeURIComponent(E.name);v="";J()})));k.appendChild(I)})(F[H],H);100==F.length&&(k.appendChild(A),B=function(){k.scrollTop>= -k.scrollHeight-k.offsetHeight&&D()},mxEvent.addListener(k,"scroll",B))}}),z)});p.okButton.setAttribute("disabled","disabled");this.ui.spinner.spin(k,mxResources.get("loading"));var K=mxUtils.bind(this,function(u){var x=this.ui.spinner,G=0;this.ui.spinner.stop();var D=function(){x.spin(k,mxResources.get("loading"));G+=1},F=function(){--G;0===G&&x.stop()};null==u&&(k.innerText="",u=1);null!=B&&(mxEvent.removeListener(k,"scroll",B),B=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a"); -A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var H=mxUtils.bind(this,function(){0===G&&K(u+1)});mxEvent.addListener(A,"click",H);var E=mxUtils.bind(this,function(I){D();var T=new mxXmlRequest(this.baseUrl+"/groups?per_page=100",null,"GET");this.executeRequest(T,mxUtils.bind(this,function(R){I(JSON.parse(R.getText()));F()}),z)}),P=mxUtils.bind(this,function(I,T){D();var R=new mxXmlRequest(this.baseUrl+"/groups/"+I.id+"/projects?per_page=100",null, -"GET");this.executeRequest(R,mxUtils.bind(this,function(M){T(I,JSON.parse(M.getText()));F()}),z)});E(mxUtils.bind(this,function(I){if(null==this.user)mxUtils.write(k,mxResources.get("loggedOut"));else{D();var T=new mxXmlRequest(this.baseUrl+"/users/"+this.user.id+"/projects?per_page=100&page="+u,null,"GET");this.executeRequest(T,mxUtils.bind(this,function(R){R=JSON.parse(R.getText());if(null!=R&&0!=R.length||null!=I&&0!=I.length){1==u&&(k.appendChild(q(mxResources.get("enterValue")+"...",mxUtils.bind(this, -function(){if(0===G){var X=new FilenameDialog(this.ui,"org/repo/ref",mxResources.get("ok"),mxUtils.bind(this,function(t){null!=t&&(t=t.split("/"),1<t.length?(c=t[0],m=t[1],n=v=null,2<t.length?(n=encodeURIComponent(t.slice(2,t.length).join("/")),J()):N(null,!0)):(this.ui.spinner.stop(),this.ui.handleError({message:mxResources.get("invalidName")})))}),mxResources.get("enterValue"));this.ui.showDialog(X.container,300,80,!0,!1);X.init()}}))),mxUtils.br(k),mxUtils.br(k));for(var M=!0,W=0;W<R.length;W++)mxUtils.bind(this, -function(X){var t=l.cloneNode();t.style.backgroundColor=M?Editor.isDarkMode()?"#000000":"#eeeeee":"";M=!M;t.appendChild(q(X.name_with_namespace,mxUtils.bind(this,function(){0===G&&(c=X.owner.username,m=X.path,v="",N(null,!0))})));k.appendChild(t)})(R[W]);for(W=0;W<I.length;W++)D(),P(I[W],mxUtils.bind(this,function(X,t){F();for(var C=0;C<t.length;C++){var L=l.cloneNode();L.style.backgroundColor=M?"dark"==uiTheme?"#000000":"#eeeeee":"";M=!M;mxUtils.bind(this,function(Q){L.appendChild(q(Q.name_with_namespace, -mxUtils.bind(this,function(){0===G&&(c=X.full_path,m=Q.path,v="",N(null,!0))})));k.appendChild(L)})(t[C])}}));F()}else F(),mxUtils.write(k,mxResources.get("noFiles"));100==R.length&&(k.appendChild(A),B=function(){k.scrollTop>=k.scrollHeight-k.offsetHeight&&H()},mxEvent.addListener(k,"scroll",B))}),z)}}))});b?this.user?K():this.updateUser(function(){K()},z,!0):this.authenticate(mxUtils.bind(this,function(){this.updateUser(function(){K()},z,!0)}),z)};GitLabClient.prototype.logout=function(){this.ui.editor.loadUrl(this.redirectUri+ -"?doLogout=1&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken();this.setUser(null);b=null;this.setToken(null)}})();DrawioComment=function(b,e,f,c,m,n,v){this.file=b;this.id=e;this.content=f;this.modifiedDate=c;this.createdDate=m;this.isResolved=n;this.user=v;this.replies=[]};DrawioComment.prototype.addReplyDirect=function(b){null!=b&&this.replies.push(b)};DrawioComment.prototype.addReply=function(b,e,f,c,m){e()};DrawioComment.prototype.editComment=function(b,e,f){e()};DrawioComment.prototype.deleteComment=function(b,e){b()};DriveComment=function(b,e,f,c,m,n,v,d){DrawioComment.call(this,b,e,f,c,m,n,v);this.pCommentId=d};mxUtils.extend(DriveComment,DrawioComment);DriveComment.prototype.addReply=function(b,e,f,c,m){b={content:b.content};c?b.verb="resolve":m&&(b.verb="reopen");this.file.ui.drive.executeRequest({url:"/files/"+this.file.getId()+"/comments/"+this.id+"/replies",params:b,method:"POST"},mxUtils.bind(this,function(n){e(n.replyId)}),f)}; -DriveComment.prototype.editComment=function(b,e,f){this.content=b;b={content:b};this.file.ui.drive.executeRequest(this.pCommentId?{url:"/files/"+this.file.getId()+"/comments/"+this.pCommentId+"/replies/"+this.id,params:b,method:"PATCH"}:{url:"/files/"+this.file.getId()+"/comments/"+this.id,params:b,method:"PATCH"},e,f)}; -DriveComment.prototype.deleteComment=function(b,e){this.file.ui.drive.executeRequest(this.pCommentId?{url:"/files/"+this.file.getId()+"/comments/"+this.pCommentId+"/replies/"+this.id,method:"DELETE"}:{url:"/files/"+this.file.getId()+"/comments/"+this.id,method:"DELETE"},b,e)};function mxODPicker(b,e,f,c,m,n,v,d,g,k,l,p,q,y){function z(S,U){U=U||document;return U.querySelector(S)}function A(S,U,V){if(null==S["@microsoft.graph.downloadUrl"])if(null==S.parentReference)V();else{c(S.id,S.parentReference.driveId,function(Z){A(Z,U,V)},V);return}var Y=new XMLHttpRequest;Y.open("GET",S["@microsoft.graph.downloadUrl"]);var ba=S.file?"image/png"==S.file.mimeType:!1;Y.onreadystatechange=function(){if(4==this.readyState){if(200<=this.status&&299>=this.status)try{var Z=Y.responseText; -ba&&(Z="data:image/png;base64,"+Editor.base64Encode(Z),Z=Editor.extractGraphModelFromPng(Z));var da=mxUtils.parseXml(Z),ea="mxlibrary"==da.documentElement.nodeName?da.documentElement:Editor.extractGraphModel(da.documentElement);if(null!=ea){U(ea.ownerDocument);return}}catch(ja){}V()}};ba&&Y.overrideMimeType&&Y.overrideMimeType("text/plain; charset=x-user-defined");Y.send()}function B(){p&&null!=P?E.exportToCanvas(function(S){S=EditorUi.prototype.createImageDataUri(S,null,"png");v(I,S);n(I)},400,null, -null,function(S){console.log(S)},600,null,null,null,null,null,P):(v(I,void 0),n(I))}function J(S){function U(V){L.style.background="transparent";L.innerText="";var Y=document.createElement("div");Y.className="odPreviewStatus";mxUtils.write(Y,V);L.appendChild(Y);H.stop()}if(null!=L)if(L.style.background="transparent",L.innerText="",null==S||S.folder||/\.drawiolib$/.test(S.name))U(mxResources.get("noPreview"));else try{null!=S.remoteItem&&(S=S.remoteItem),X=S,H.spin(L),A(S,function(V){H.stop();if(X== -S)if("mxlibrary"==V.documentElement.nodeName)U(mxResources.get("noPreview"));else{var Y=V.getElementsByTagName("diagram");P=AspectDialog.prototype.createViewer(L,0==Y.length?V.documentElement:Y[0],null,"transparent")}},function(){I=null;U(mxResources.get("notADiagramFile"))})}catch(V){I=null,U(mxResources.get("notADiagramFile"))}}function N(){var S=z(".odFilesBreadcrumb");if(null!=S){S.innerText="";for(var U=0;U<M.length-1;U++){var V=document.createElement("span");V.className="odBCFolder";V.innerHTML= 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Ia=Ba[ya];if(1!=ea||!Ia.webUrl||0<Ia.webUrl.indexOf("sharepoint.com/sites/")|| -0>Ia.webUrl.indexOf("sharepoint.com/")){var Fa=Ia.displayName||Ia.name,Pa=mxUtils.htmlEntities(Ia.description||Fa);ea&&(Ia.folder=2==ea?{isRoot:!0}:!0);var pa=null!=Ia.folder;if(!g||pa){var ka=document.createElement("tr");ka.className=Ja++%2?"odOddRow":"odEvenRow";var va=document.createElement("td");va.style.width="36px";var La=document.createElement("img");La.src="/images/"+(pa?"folder.png":"file.png");La.className="odFileImg";va.appendChild(La);ka.appendChild(va);va=document.createElement("td"); -pa=document.createElement("div");pa.className="odFileTitle";pa.innerHTML=mxUtils.htmlEntities(Fa);pa.setAttribute("title",Pa);va.appendChild(pa);ka.appendChild(va);na.appendChild(ka);null==Ha&&(Ha=ka,Ha.className+=" 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"shared":Ca="/me/drive/sharedWithMe";M=[{name:mxResources.get("sharedWithMe",null,"Shared With Me"),driveId:S}];break;case "sharepoint":Ca="/sites?search=";M=[{name:mxResources.get("sharepointSites",null,"Sharepoint Sites"),driveId:S}];ea=1;break;case "site":M.push({name:Y,driveId:S,folderId:U,siteId:V});Ca="/sites/"+V+"/drives";ea=2;break;case "subsite":M.push({name:Y,driveId:S, -folderId:U,siteId:V});Ca="/drives/"+V+(U?"/items/"+U:"/root")+"/children";break;case "search":S=T;M=[{driveId:S,name:mxResources.get("back",null,"Back")}];ba=encodeURIComponent(ba.replace(/'/g,"\\'"));Ca=S?"/drives/"+S+"/root/search(q='"+ba+"')":"/me/drive/root/search(q='"+ba+"')";break;default:null==U?M=[{driveId:S}]:M.push({name:Y,driveId:S,folderId:U}),Ca=(S?"/drives/"+S:"/me/drive")+(U?"/items/"+U:"/root")+"/children"}ea||(Ca+=(0<Ca.indexOf("?")?"&":"?")+"select=id,name,description,parentReference,file,createdBy,lastModifiedBy,lastModifiedDateTime,size,folder,remoteItem,@microsoft.graph.downloadUrl"); -f(Ca,function(Ba){if(da){clearTimeout(ja);Ba=Ba.value||[];for(var na=y||ea?Ba:[],Ha=0;!ea&&!y&&Ha<Ba.length;Ha++){var Ja=Ba[Ha],ya=Ja.file?Ja.file.mimeType:null;(Ja.folder||"text/html"==ya||"text/xml"==ya||"application/xml"==ya||"image/png"==ya||/\.svg$/.test(Ja.name)||/\.html$/.test(Ja.name)||/\.xml$/.test(Ja.name)||/\.png$/.test(Ja.name)||/\.drawio$/.test(Ja.name)||/\.drawiolib$/.test(Ja.name))&&na.push(Ja)}Z(na)}},function(Ba){if(da){clearTimeout(ja);var na=null;try{na=JSON.parse(Ba.responseText).error.message}catch(Ha){}d(mxResources.get("errorFetchingFolder", -null,"Error fetching folder items")+(null!=na?" 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-mxUtils.htmlEntities(mxResources.get("sharepoint"))+'</div></div><div class="odFilesSec"><div class="searchBar" style="display:none"><input type="search" id="odSearchBox" placeholder="'+mxUtils.htmlEntities(mxResources.get("search"))+'"></div><div class="odFilesBreadcrumb"></div><div id="refreshOD" class="odRefreshButton"><img src="/images/update32.png" width="16" height="16" title="'+mxUtils.htmlEntities(mxResources.get("refresh"))+'Refresh" border="0"/></div><div class="odFilesList"></div></div>'+ -D+(k?'<div id="odBackBtn" class="odLinkBtn">< '+mxUtils.htmlEntities(mxResources.get("back"))+"</div>":"")+(l?'<button id="odSubmitBtn" class="odSubmitBtn">'+mxUtils.htmlEntities(mxResources.get(g?"save":"open"))+"</button>":"");var F=null!=window.Editor&&null!=Editor.isDarkMode&&Editor.isDarkMode();F=".odCatsList *, .odFilesSec * { user-select: none; }.odCatsList {\tbox-sizing: border-box;\tposition:absolute;\ttop:0px;\tbottom:50%;\twidth:30%;\tborder: 1px solid 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5px;\twidth: 100%; text-align: center;}.odBCFolder {\tcursor: pointer;\tcolor: #0432ff;}.odPreviewStatus {\tposition:absolute;\ttext-align:center;\twidth:100%;\ttop:50%;\ttransform: translateY(-50%);\tfont-size:13px;\topacity:0.5;}.odPreview { position:absolute;\t overflow:hidden;\t border: 1px solid #CCCCCC; bottom:0px; top: 50%; left:0px; right:0px;}.odLinkBtn { position: absolute;\tfont-size: 12px;\tcursor: pointer;\tcolor: #6D6D6D;\tleft: 5px;\tbottom: 3px;}.odSubmitBtn { position: absolute;\tcolor: #333;\tright: 5px;\tbottom: 5px;}"; -var H=new Spinner({left:"50%",lines:12,length:8,width:3,radius:5,rotate:0,color:"#000",speed:1,trail:60,shadow:!1,hwaccel:!1,className:"spinner",zIndex:2E9}),E=new Editor,P=null,I=null,T=null,R=!1,M=[],W=null,X=null;this.getSelectedItem=function(){null!=I&&n(I);return I};if(null==z("#mxODPickerCss")){var t=document.head||document.getElementsByTagName("head")[0],C=document.createElement("style");t.appendChild(C);C.type="text/css";C.id="mxODPickerCss";C.appendChild(document.createTextNode(F))}b.innerHTML= -D;var L=z(".odPreview"),Q=z("#odFiles");b=function(S,U){U=U||document;return U.querySelectorAll(S)}(".odCatListTitle");for(D=0;D<b.length;D++)b[D].addEventListener("click",function(){I=X=null;if(!R)switch(x(this),this.id){case "odFiles":u();break;case "odRecent":u("recent");break;case "odShared":u("shared");break;case "odSharepoint":u("sharepoint")}});var O=null;z("#odSearchBox").addEventListener("keyup",function(S){var U=this;null!=O&&clearTimeout(O);13==S.keyCode?G(U.value):O=setTimeout(function(){G(U.value)}, -500)});z("#refreshOD").addEventListener("click",function(){null!=W&&(e(null),u.apply(this,W))});k&&z("#odBackBtn").addEventListener("click",k);l&&z("#odSubmitBtn").addEventListener("click",B);null!=q?(k=q.pop(),"sharepoint"==q[0].driveId&&x(z("#odSharepoint")),M=q,u(k.driveId,k.folderId,k.siteId,k.name)):u()};App=function(b,e,f){EditorUi.call(this,b,e,null!=f?f:"1"==urlParams.lightbox||"min"==uiTheme&&"0"!=urlParams.chrome);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||(window.onunload=mxUtils.bind(this,function(){var c=this.getCurrentFile();if(null!=c&&c.isModified()){var m={category:"DISCARD-FILE-"+c.getHash(),action:(c.savingFile?"saving":"")+(c.savingFile&&null!=c.savingFileTime?"_"+Math.round((Date.now()-c.savingFileTime.getTime())/1E3):"")+(null!=c.saveLevel?"-sl_"+c.saveLevel:"")+"-age_"+(null!= +GitLabFile.prototype.setDescriptorEtag=function(b,d){b.last_commit_id=d};GitLabLibrary=function(b,d,f){GitLabFile.call(this,b,d,f)};mxUtils.extend(GitLabLibrary,GitLabFile);GitLabLibrary.prototype.doSave=function(b,d,f){this.saveFile(b,!1,d,f)};GitLabLibrary.prototype.open=function(){};(function(){var b=null;window.GitLabClient=function(d){GitHubClient.call(this,d,"gitlabauth")};mxUtils.extend(GitLabClient,GitHubClient);GitLabClient.prototype.clientId=DRAWIO_GITLAB_ID;GitLabClient.prototype.scope="api%20read_repository%20write_repository";GitLabClient.prototype.baseUrl=DRAWIO_GITLAB_URL+"/api/v4";GitLabClient.prototype.maxFileSize=1E7;GitLabClient.prototype.authToken="Bearer";GitLabClient.prototype.redirectUri=window.location.protocol+"//"+window.location.host+"/gitlab";GitLabClient.prototype.authenticate= +function(d,f){(new mxXmlRequest(this.redirectUri+"?getState=1",null,"GET")).send(mxUtils.bind(this,function(c){200<=c.getStatus()&&299>=c.getStatus()?this.authenticateStep2(c.getText(),d,f):null!=f&&f(c)}),f)};GitLabClient.prototype.authenticateStep2=function(d,f,c){if(null==window.onGitLabCallback){var l=mxUtils.bind(this,function(){var m=!0;null!=this.getPersistentToken(!0)?(new mxXmlRequest(this.redirectUri+"?state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+ +d),null,"GET")).send(mxUtils.bind(this,function(x){200<=x.getStatus()&&299>=x.getStatus()?(b=JSON.parse(x.getText()).access_token,this.setToken(b),this.setUser(null),f()):(this.clearPersistentToken(),this.setUser(null),b=null,this.setToken(null),401==x.getStatus()?l():c({message:mxResources.get("accessDenied"),retry:l}))}),c):this.ui.showAuthDialog(this,!0,mxUtils.bind(this,function(x,z){null!=window.open(DRAWIO_GITLAB_URL+"/oauth/authorize?client_id="+this.clientId+"&scope="+this.scope+"&redirect_uri="+ +encodeURIComponent(this.redirectUri)+"&response_type=code&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname+"&token="+d),"gitlabauth")?window.onGitLabCallback=mxUtils.bind(this,function(C,e){m?(window.onGitLabCallback=null,m=!1,null==C?c({message:mxResources.get("accessDenied"),retry:l}):(null!=z&&z(),b=C.access_token,this.setToken(b),this.setUser(null),x&&this.setPersistentToken("remembered"),f(),null!=e&&e.close())):null!=e&&e.close()}):c({message:mxResources.get("serviceUnavailableOrBlocked"), +retry:l})}),mxUtils.bind(this,function(){m&&(window.onGitLabCallback=null,m=!1,c({message:mxResources.get("accessDenied"),retry:l}))}))});l()}else c({code:App.ERROR_BUSY})};GitLabClient.prototype.executeRequest=function(d,f,c,l){var m=mxUtils.bind(this,function(z){var C=!0,e=window.setTimeout(mxUtils.bind(this,function(){C=!1;c({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout),g=this.authToken+" "+b;d.setRequestHeaders=function(k,n){k.setRequestHeader("Authorization", +g);k.setRequestHeader("PRIVATE_TOKEN",g);k.setRequestHeader("Content-Type","application/json")};d.send(mxUtils.bind(this,function(){window.clearTimeout(e);if(C)if(200<=d.getStatus()&&299>=d.getStatus()||l&&404==d.getStatus())f(d);else if(401===d.getStatus())z?c({message:mxResources.get("accessDenied"),retry:mxUtils.bind(this,function(){this.authenticate(function(){x(!0)},c)})}):this.authenticate(function(){m(!0)},c);else if(403===d.getStatus()){var k=!1;try{var n=JSON.parse(d.getText());null!=n&& +null!=n.errors&&0<n.errors.length&&(k="too_large"==n.errors[0].code)}catch(q){}c({message:mxResources.get(k?"drawingTooLarge":"forbidden")})}else 404===d.getStatus()?c({message:this.getErrorMessage(d,mxResources.get("fileNotFound"))}):400===d.getStatus()?c({status:400}):c({status:d.getStatus(),message:this.getErrorMessage(d,mxResources.get("error")+" "+d.getStatus())})}),mxUtils.bind(this,function(k){window.clearTimeout(e);C&&c(k)}))}),x=mxUtils.bind(this,function(z){null==this.user?this.updateUser(function(){x(!0)}, +c,z):m(z)});null==b?this.authenticate(function(){x(!0)},c):x(!1)};GitLabClient.prototype.getRefIndex=function(d,f,c,l,m,x){if(null!=m)c(d,m);else{var z=d.length-2,C=mxUtils.bind(this,function(){if(2>z)l({message:mxResources.get("fileNotFound")});else{var e=Math.max(z-1,0),g=d.slice(0,e).join("/");e=d[e];var k=d[z],n=d.slice(z+1,d.length).join("/");g=this.baseUrl+"/projects/"+encodeURIComponent(g+"/"+e)+"/repository/"+(f?x?"branches?per_page=1&page=1&ref="+k:"tree?path="+n+"&ref="+k:"files/"+encodeURIComponent(n)+ +"?ref="+k);var q=new mxXmlRequest(g,null,"HEAD");this.executeRequest(q,mxUtils.bind(this,function(){200==q.getStatus()?c(d,z):l({message:mxResources.get("fileNotFound")})}),mxUtils.bind(this,function(){404==q.getStatus()?(z--,C()):l({message:mxResources.get("fileNotFound")})}))}});C()}};GitLabClient.prototype.getFile=function(d,f,c,l,m,x){l=null!=l?l:!1;this.getRefIndex(d.split("/"),!1,mxUtils.bind(this,function(z,C){var e=Math.max(C-1,0),g=z.slice(0,e).join("/"),k=z[e],n=z[C];d=z.slice(C+1,z.length).join("/"); +z=/\.png$/i.test(d);if(!m&&(/\.v(dx|sdx?)$/i.test(d)||/\.gliffy$/i.test(d)||/\.pdf$/i.test(d)||!this.ui.useCanvasForExport&&z))if(null!=b){e="&t="+(new Date).getTime();var q=this.baseUrl+"/projects/"+encodeURIComponent(g+"/"+k)+"/repository/files/"+encodeURIComponent(d)+"?ref="+n;z=d.split("/");this.ui.convertFile(q+e,0<z.length?z[z.length-1]:d,null,this.extension,f,c,mxUtils.bind(this,function(p,A,E){p=new mxXmlRequest(p,null,"GET");this.executeRequest(p,mxUtils.bind(this,function(y){try{A(this.getFileContent(JSON.parse(y.getText())))}catch(B){E(B)}}), +E)}))}else c({message:mxResources.get("accessDenied")});else e="&t="+(new Date).getTime(),q=this.baseUrl+"/projects/"+encodeURIComponent(g+"/"+k)+"/repository/files/"+encodeURIComponent(d)+"?ref="+n,z=new mxXmlRequest(q+e,null,"GET"),this.executeRequest(z,mxUtils.bind(this,function(p){try{f(this.createGitLabFile(g,k,n,JSON.parse(p.getText()),l,C))}catch(A){c(A)}}),c)}),c,x)};GitLabClient.prototype.getFileContent=function(d){var f=d.file_name,c=d.content;"base64"===d.encoding&&(/\.jpe?g$/i.test(f)? +c="data:image/jpeg;base64,"+c:/\.gif$/i.test(f)?c="data:image/gif;base64,"+c:/\.pdf$/i.test(f)?c="data:application/pdf;base64,"+c:/\.png$/i.test(f)?(d=this.ui.extractGraphModelFromPng(c),c=null!=d&&0<d.length?d:"data:image/png;base64,"+c):c=Base64.decode(c));return c};GitLabClient.prototype.createGitLabFile=function(d,f,c,l,m,x){var z=DRAWIO_GITLAB_URL+"/";d={org:d,repo:f,ref:c,name:l.file_name,path:l.file_path,html_url:z+d+"/"+f+"/blob/"+c+"/"+l.file_path,download_url:z+d+"/"+f+"/raw/"+c+"/"+l.file_path+ +"?inline=false",last_commit_id:l.last_commit_id,refPos:x};l=this.getFileContent(l);return m?new GitLabLibrary(this.ui,l,d):new GitLabFile(this.ui,l,d)};GitLabClient.prototype.insertFile=function(d,f,c,l,m,x,z){m=null!=m?m:!1;x=x.split("/");this.getRefIndex(x,!0,mxUtils.bind(this,function(C,e){var g=Math.max(e-1,0),k=C.slice(0,g).join("/"),n=C[g],q=C[e];path=C.slice(e+1,C.length).join("/");0<path.length&&(path+="/");path+=d;this.checkExists(k+"/"+n+"/"+q+"/"+path,!0,mxUtils.bind(this,function(p,A){p? +m?(z||(f=Base64.encode(f)),this.showCommitDialog(d,!0,mxUtils.bind(this,function(E){this.writeFile(k,n,q,path,E,f,A,mxUtils.bind(this,function(y){try{var B=JSON.parse(y.getText());c(this.createGitLabFile(k,n,q,null!=B.content?B.content:B,m,e))}catch(J){l(J)}}),l)}),l)):(p=DRAWIO_GITLAB_URL+"/",c(new GitLabFile(this.ui,f,{org:k,repo:n,ref:q,name:d,path:path,html_url:p+k+"/"+n+"/blob/"+q+"/"+path,download_url:p+k+"/"+n+"/raw/"+q+"/"+path+"?inline=false",refPos:e,last_commit_id:A,isNew:!0}))):l()}))}), +l,null,4>=x.length)};GitLabClient.prototype.checkExists=function(d,f,c){this.getFile(d,mxUtils.bind(this,function(l){if(f){var m=this.ui.spinner.pause();this.ui.confirm(mxResources.get("replaceIt",[d]),function(){m();c(!0,l.getCurrentEtag())},function(){m();c(!1)})}else this.ui.spinner.stop(),this.ui.showError(mxResources.get("error"),mxResources.get("fileExists"),mxResources.get("ok"),function(){c(!1)})}),mxUtils.bind(this,function(l){c(!0)}),null,!0)};GitLabClient.prototype.writeFile=function(d, +f,c,l,m,x,z,C,e){if(x.length>=this.maxFileSize)e({message:mxResources.get("drawingTooLarge")+" ("+this.ui.formatFileSize(x.length)+" / 10 MB)"});else{var g="POST";c={path:encodeURIComponent(l),branch:decodeURIComponent(c),commit_message:m,content:x,encoding:"base64"};null!=z&&(c.last_commit_id=z,g="PUT");d=this.baseUrl+"/projects/"+encodeURIComponent(d+"/"+f)+"/repository/files/"+encodeURIComponent(l);g=new mxXmlRequest(d,JSON.stringify(c),g);this.executeRequest(g,mxUtils.bind(this,function(k){C(k)}), +e)}};GitLabClient.prototype.saveFile=function(d,f,c,l,m){var x=d.meta.org,z=d.meta.repo,C=d.meta.ref,e=d.meta.path,g=mxUtils.bind(this,function(n,q){this.writeFile(x,z,C,e,m,q,n,mxUtils.bind(this,function(p){delete d.meta.isNew;this.getFile(x+"/"+z+"/"+C+"/"+e,mxUtils.bind(this,function(A){A.getData()==d.getData()?f(A.getCurrentEtag()):f({content:d.getCurrentEtag()})}),c,null,null,d.meta.refPos)}),c)}),k=mxUtils.bind(this,function(){if(this.ui.useCanvasForExport&&/(\.png)$/i.test(e)){var n=this.ui.getPngFileProperties(this.ui.fileNode); +this.ui.getEmbeddedPng(mxUtils.bind(this,function(q){g(d.meta.last_commit_id,q)}),c,this.ui.getCurrentFile()!=d?d.getData():null,n.scale,n.border)}else g(d.meta.last_commit_id,Base64.encode(d.getData()))});l?this.getFile(x+"/"+z+"/"+C+"/"+e,mxUtils.bind(this,function(n){d.meta.last_commit_id=n.meta.last_commit_id;k()}),c):k()};GitLabClient.prototype.pickFolder=function(d){this.showGitLabDialog(!1,d)};GitLabClient.prototype.pickFile=function(d){d=null!=d?d:mxUtils.bind(this,function(f){this.ui.loadFile("A"+ +encodeURIComponent(f))});this.showGitLabDialog(!0,d)};GitLabClient.prototype.showGitLabDialog=function(d,f){var c=null,l=null,m=null,x=null,z=document.createElement("div");z.style.whiteSpace="nowrap";z.style.overflow="hidden";z.style.height="304px";var C=document.createElement("h3");mxUtils.write(C,mxResources.get(d?"selectFile":"selectFolder"));C.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";z.appendChild(C);var e=document.createElement("div");e.style.whiteSpace= +"nowrap";e.style.border="1px solid lightgray";e.style.boxSizing="border-box";e.style.padding="4px";e.style.overflow="auto";e.style.lineHeight="1.2em";e.style.height="274px";z.appendChild(e);var g=document.createElement("div");g.style.textOverflow="ellipsis";g.style.boxSizing="border-box";g.style.overflow="hidden";g.style.padding="4px";g.style.width="100%";var k=new CustomDialog(this.ui,z,mxUtils.bind(this,function(){f(c+"/"+l+"/"+encodeURIComponent(m)+"/"+x)}));this.ui.showDialog(k.container,420, +370,!0,!0);d&&k.okButton.parentNode.removeChild(k.okButton);var n=mxUtils.bind(this,function(N,v,u,G){var I=document.createElement("a");I.setAttribute("title",N);I.style.cursor="pointer";mxUtils.write(I,N);mxEvent.addListener(I,"click",v);G&&(I.style.textDecoration="underline");null!=u&&(N=g.cloneNode(),N.style.padding=u,N.appendChild(I),I=N);return I}),q=mxUtils.bind(this,function(N){var v=document.createElement("div");v.style.marginBottom="8px";v.appendChild(n(c+"/"+l,mxUtils.bind(this,function(){x= +null;J()}),null,!0));N||(mxUtils.write(v," / "),v.appendChild(n(decodeURIComponent(m),mxUtils.bind(this,function(){x=null;B()}),null,!0)));if(null!=x&&0<x.length){var u=x.split("/");for(N=0;N<u.length;N++)(function(G){mxUtils.write(v," / ");v.appendChild(n(u[G],mxUtils.bind(this,function(){x=u.slice(0,G+1).join("/");y()}),null,!0))})(N)}e.appendChild(v)}),p=mxUtils.bind(this,function(N){this.ui.handleError(N,null,mxUtils.bind(this,function(){this.ui.spinner.stop();null!=this.getUser()?(x=m=l=c=null, +J()):this.ui.hideDialog()}))}),A=null,E=null,y=mxUtils.bind(this,function(N){null==N&&(e.innerText="",N=1);var v=new mxXmlRequest(this.baseUrl+"/projects/"+encodeURIComponent(c+"/"+l)+"/repository/tree?path="+x+"&ref="+m+"&per_page=100&page="+N,null,"GET");this.ui.spinner.spin(e,mxResources.get("loading"));k.okButton.removeAttribute("disabled");null!=E&&(mxEvent.removeListener(e,"scroll",E),E=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display= +"block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var u=mxUtils.bind(this,function(){y(N+1)});mxEvent.addListener(A,"click",u);this.executeRequest(v,mxUtils.bind(this,function(G){this.ui.spinner.stop();1==N&&(q(!m),e.appendChild(n("../ [Up]",mxUtils.bind(this,function(){if(""==x)x=null,J();else{var H=x.split("/");x=H.slice(0,H.length-1).join("/");y()}}),"4px")));var I=JSON.parse(G.getText());if(null==I||0==I.length)mxUtils.write(e,mxResources.get("noFiles"));else{var M= +!0,K=0;G=mxUtils.bind(this,function(H){for(var F=0;F<I.length;F++)mxUtils.bind(this,function(P){if(H==("tree"==P.type)){var U=g.cloneNode();U.style.backgroundColor=M?Editor.isDarkMode()?"#000000":"#eeeeee":"";M=!M;var T=document.createElement("img");T.src=IMAGE_PATH+"/"+("tree"==P.type?"folder.png":"file.png");T.setAttribute("align","absmiddle");T.style.marginRight="4px";T.style.marginTop="-4px";T.width=20;U.appendChild(T);U.appendChild(n(P.name+("tree"==P.type?"/":""),mxUtils.bind(this,function(){"tree"== +P.type?(x=P.path,y()):d&&"blob"==P.type&&(this.ui.hideDialog(),f(c+"/"+l+"/"+m+"/"+P.path))})));e.appendChild(U);K++}})(I[F])});G(!0);d&&G(!1);100==K&&(e.appendChild(A),E=function(){e.scrollTop>=e.scrollHeight-e.offsetHeight&&u()},mxEvent.addListener(e,"scroll",E))}}),p,!0)}),B=mxUtils.bind(this,function(N,v){null==N&&(e.innerText="",N=1);var u=new mxXmlRequest(this.baseUrl+"/projects/"+encodeURIComponent(c+"/"+l)+"/repository/branches?per_page=100&page="+N,null,"GET");k.okButton.setAttribute("disabled", +"disabled");this.ui.spinner.spin(e,mxResources.get("loading"));null!=E&&(mxEvent.removeListener(e,"scroll",E),E=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a");A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var G=mxUtils.bind(this,function(){B(N+1)});mxEvent.addListener(A,"click",G);this.executeRequest(u,mxUtils.bind(this,function(I){this.ui.spinner.stop();1==N&&(q(!0),e.appendChild(n("../ [Up]",mxUtils.bind(this, +function(){x=null;J()}),"4px")));I=JSON.parse(I.getText());if(null==I||0==I.length)mxUtils.write(e,mxResources.get("noFiles"));else if(1==I.length&&v)m=I[0].name,x="",y();else{for(var M=0;M<I.length;M++)mxUtils.bind(this,function(K,H){var F=g.cloneNode();F.style.backgroundColor=0==H%2?Editor.isDarkMode()?"#000000":"#eeeeee":"";F.appendChild(n(K.name,mxUtils.bind(this,function(){m=encodeURIComponent(K.name);x="";y()})));e.appendChild(F)})(I[M],M);100==I.length&&(e.appendChild(A),E=function(){e.scrollTop>= +e.scrollHeight-e.offsetHeight&&G()},mxEvent.addListener(e,"scroll",E))}}),p)});k.okButton.setAttribute("disabled","disabled");this.ui.spinner.spin(e,mxResources.get("loading"));var J=mxUtils.bind(this,function(N){var v=this.ui.spinner,u=0;this.ui.spinner.stop();var G=function(){v.spin(e,mxResources.get("loading"));u+=1},I=function(){--u;0===u&&v.stop()};null==N&&(e.innerText="",N=1);null!=E&&(mxEvent.removeListener(e,"scroll",E),E=null);null!=A&&null!=A.parentNode&&A.parentNode.removeChild(A);A=document.createElement("a"); +A.style.display="block";A.style.cursor="pointer";mxUtils.write(A,mxResources.get("more")+"...");var M=mxUtils.bind(this,function(){0===u&&J(N+1)});mxEvent.addListener(A,"click",M);var K=mxUtils.bind(this,function(F){G();var P=new mxXmlRequest(this.baseUrl+"/groups?per_page=100",null,"GET");this.executeRequest(P,mxUtils.bind(this,function(U){F(JSON.parse(U.getText()));I()}),p)}),H=mxUtils.bind(this,function(F,P){G();var U=new mxXmlRequest(this.baseUrl+"/groups/"+F.id+"/projects?per_page=100",null, +"GET");this.executeRequest(U,mxUtils.bind(this,function(T){P(F,JSON.parse(T.getText()));I()}),p)});K(mxUtils.bind(this,function(F){if(null==this.user)mxUtils.write(e,mxResources.get("loggedOut"));else{G();var P=new mxXmlRequest(this.baseUrl+"/users/"+this.user.id+"/projects?per_page=100&page="+N,null,"GET");this.executeRequest(P,mxUtils.bind(this,function(U){U=JSON.parse(U.getText());if(null!=U&&0!=U.length||null!=F&&0!=F.length){1==N&&(e.appendChild(n(mxResources.get("enterValue")+"...",mxUtils.bind(this, +function(){if(0===u){var W=new FilenameDialog(this.ui,"org/repo/ref",mxResources.get("ok"),mxUtils.bind(this,function(t){null!=t&&(t=t.split("/"),1<t.length?(c=t[0],l=t[1],m=x=null,2<t.length?(m=encodeURIComponent(t.slice(2,t.length).join("/")),y()):B(null,!0)):(this.ui.spinner.stop(),this.ui.handleError({message:mxResources.get("invalidName")})))}),mxResources.get("enterValue"));this.ui.showDialog(W.container,300,80,!0,!1);W.init()}}))),mxUtils.br(e),mxUtils.br(e));for(var T=!0,V=0;V<U.length;V++)mxUtils.bind(this, +function(W){var t=g.cloneNode();t.style.backgroundColor=T?Editor.isDarkMode()?"#000000":"#eeeeee":"";T=!T;t.appendChild(n(W.name_with_namespace,mxUtils.bind(this,function(){0===u&&(c=W.owner.username,l=W.path,x="",B(null,!0))})));e.appendChild(t)})(U[V]);for(V=0;V<F.length;V++)G(),H(F[V],mxUtils.bind(this,function(W,t){I();for(var D=0;D<t.length;D++){var L=g.cloneNode();L.style.backgroundColor=T?Editor.isDarkMode()?"#000000":"#eeeeee":"";T=!T;mxUtils.bind(this,function(R){L.appendChild(n(R.name_with_namespace, +mxUtils.bind(this,function(){0===u&&(c=W.full_path,l=R.path,x="",B(null,!0))})));e.appendChild(L)})(t[D])}}));I()}else I(),mxUtils.write(e,mxResources.get("noFiles"));100==U.length&&(e.appendChild(A),E=function(){e.scrollTop>=e.scrollHeight-e.offsetHeight&&M()},mxEvent.addListener(e,"scroll",E))}),p)}}))});b?this.user?J():this.updateUser(function(){J()},p,!0):this.authenticate(mxUtils.bind(this,function(){this.updateUser(function(){J()},p,!0)}),p)};GitLabClient.prototype.logout=function(){this.ui.editor.loadUrl(this.redirectUri+ +"?doLogout=1&state="+encodeURIComponent("cId="+this.clientId+"&domain="+window.location.hostname));this.clearPersistentToken();this.setUser(null);b=null;this.setToken(null)}})();DrawioComment=function(b,d,f,c,l,m,x){this.file=b;this.id=d;this.content=f;this.modifiedDate=c;this.createdDate=l;this.isResolved=m;this.user=x;this.replies=[]};DrawioComment.prototype.addReplyDirect=function(b){null!=b&&this.replies.push(b)};DrawioComment.prototype.addReply=function(b,d,f,c,l){d()};DrawioComment.prototype.editComment=function(b,d,f){d()};DrawioComment.prototype.deleteComment=function(b,d){b()};DriveComment=function(b,d,f,c,l,m,x,z){DrawioComment.call(this,b,d,f,c,l,m,x);this.pCommentId=z};mxUtils.extend(DriveComment,DrawioComment);DriveComment.prototype.addReply=function(b,d,f,c,l){b={content:b.content};c?b.verb="resolve":l&&(b.verb="reopen");this.file.ui.drive.executeRequest({url:"/files/"+this.file.getId()+"/comments/"+this.id+"/replies",params:b,method:"POST"},mxUtils.bind(this,function(m){d(m.replyId)}),f)}; +DriveComment.prototype.editComment=function(b,d,f){this.content=b;b={content:b};this.file.ui.drive.executeRequest(this.pCommentId?{url:"/files/"+this.file.getId()+"/comments/"+this.pCommentId+"/replies/"+this.id,params:b,method:"PATCH"}:{url:"/files/"+this.file.getId()+"/comments/"+this.id,params:b,method:"PATCH"},d,f)}; +DriveComment.prototype.deleteComment=function(b,d){this.file.ui.drive.executeRequest(this.pCommentId?{url:"/files/"+this.file.getId()+"/comments/"+this.pCommentId+"/replies/"+this.id,method:"DELETE"}:{url:"/files/"+this.file.getId()+"/comments/"+this.id,method:"DELETE"},b,d)};function mxODPicker(b,d,f,c,l,m,x,z,C,e,g,k,n,q){function p(Q,S){S=S||document;return S.querySelector(Q)}function A(Q,S,X){if(null==Q["@microsoft.graph.downloadUrl"])if(null==Q.parentReference)X();else{c(Q.id,Q.parentReference.driveId,function(Z){A(Z,S,X)},X);return}var aa=new XMLHttpRequest;aa.open("GET",Q["@microsoft.graph.downloadUrl"]);var Y=Q.file?"image/png"==Q.file.mimeType:!1;aa.onreadystatechange=function(){if(4==this.readyState){if(200<=this.status&&299>=this.status)try{var Z=aa.responseText; +Y&&(Z="data:image/png;base64,"+Editor.base64Encode(Z),Z=Editor.extractGraphModelFromPng(Z));var ca=mxUtils.parseXml(Z),fa="mxlibrary"==ca.documentElement.nodeName?ca.documentElement:Editor.extractGraphModel(ca.documentElement);if(null!=fa){S(fa.ownerDocument);return}}catch(ka){}X()}};Y&&aa.overrideMimeType&&aa.overrideMimeType("text/plain; charset=x-user-defined");aa.send()}function E(){k&&null!=H?K.exportToCanvas(function(Q){Q=EditorUi.prototype.createImageDataUri(Q,null,"png");x(F,Q);m(F)},400, +null,null,function(Q){console.log(Q)},600,null,null,null,null,null,H):(x(F,void 0),m(F))}function y(Q){function S(X){L.style.background="transparent";L.innerText="";var aa=document.createElement("div");aa.className="odPreviewStatus";mxUtils.write(aa,X);L.appendChild(aa);M.stop()}if(null!=L)if(L.style.background="transparent",L.innerText="",null==Q||Q.folder||/\.drawiolib$/.test(Q.name))S(mxResources.get("noPreview"));else try{null!=Q.remoteItem&&(Q=Q.remoteItem),W=Q,M.spin(L),A(Q,function(X){M.stop(); +if(W==Q)if("mxlibrary"==X.documentElement.nodeName)S(mxResources.get("noPreview"));else{var aa=X.getElementsByTagName("diagram");H=AspectDialog.prototype.createViewer(L,0==aa.length?X.documentElement:aa[0],null,"transparent")}},function(){F=null;S(mxResources.get("notADiagramFile"))})}catch(X){F=null,S(mxResources.get("notADiagramFile"))}}function B(){var Q=p(".odFilesBreadcrumb");if(null!=Q){Q.innerText="";for(var S=0;S<T.length-1;S++){var X=document.createElement("span");X.className="odBCFolder"; +X.innerHTML=mxUtils.htmlEntities(T[S].name||mxResources.get("home"));Q.appendChild(X);(function(Y,Z){X.addEventListener("click",function(){d(null);T=T.slice(0,Z);N(Y.driveId,Y.folderId,Y.siteId,Y.name)})})(T[S],S);var aa=document.createElement("span");aa.innerHTML=" > ";Q.appendChild(aa)}null!=T[T.length-1]&&(S=document.createElement("span"),S.innerHTML=mxUtils.htmlEntities(1==T.length?mxResources.get("officeSelDiag"):T[T.length-1].name||mxResources.get("home")),Q.appendChild(S))}}function J(){if(null!= +F&&!U)if("sharepoint"==P)N("site",null,F.id,F.displayName);else if("site"==P)N("subsite",null,F.id,F.name);else{var Q=F.folder;F=F.remoteItem?F.remoteItem:F;var S=(F.parentReference?F.parentReference.driveId:null)||P,X=F.id;Q?N(S,X,null,F.name):E()}}function N(Q,S,X,aa,Y){function Z(za){M.stop();var Da=document.createElement("table");Da.className="odFileListGrid";for(var Ca=null,pa=0,qa=0;null!=za&&qa<za.length;qa++){var wa=za[qa];if(1!=ka||!wa.webUrl||0<wa.webUrl.indexOf("sharepoint.com/sites/")|| +0>wa.webUrl.indexOf("sharepoint.com/")){var Ha=wa.displayName||wa.name,ya=mxUtils.htmlEntities(wa.description||Ha);ka&&(wa.folder=2==ka?{isRoot:!0}:!0);var Ia=null!=wa.folder;if(!C||Ia){var ja=document.createElement("tr");ja.className=pa++%2?"odOddRow":"odEvenRow";var va=document.createElement("td");va.style.width="36px";var ta=document.createElement("img");ta.src="/images/"+(Ia?"folder.png":"file.png");ta.className="odFileImg";va.appendChild(ta);ja.appendChild(va);va=document.createElement("td"); +Ia=document.createElement("div");Ia.className="odFileTitle";Ia.innerHTML=mxUtils.htmlEntities(Ha);Ia.setAttribute("title",ya);va.appendChild(Ia);ja.appendChild(va);Da.appendChild(ja);null==Ca&&(Ca=ja,Ca.className+=" odRowSelected",F=wa,P=Q,q||d(F));(function(da,ba){ja.addEventListener("dblclick",J);ja.addEventListener("click",function(){Ca!=ba&&(Ca.className=Ca.className.replace("odRowSelected",""),Ca=ba,Ca.className+=" odRowSelected",F=da,P=Q,q||d(F))})})(wa,ja)}}}0==pa?(za=document.createElement("div"), +za.className="odEmptyFolder",za.innerHTML=mxUtils.htmlEntities(mxResources.get("folderEmpty",null,"Folder is empty!")),ra.appendChild(za)):ra.appendChild(Da);B();U=!1}function ca(za){f(za?za:Aa,function(Da){if(fa){var Ca=Da.value||[];if(q||ka)Array.prototype.push.apply(Ma,Ca);else for(var pa=0;pa<Ca.length;pa++){var qa=Ca[pa],wa=qa.file?qa.file.mimeType:null;(qa.folder||"text/html"==wa||"text/xml"==wa||"application/xml"==wa||"image/png"==wa||/\.svg$/.test(qa.name)||/\.html$/.test(qa.name)||/\.xml$/.test(qa.name)|| +/\.png$/.test(qa.name)||/\.drawio$/.test(qa.name)||/\.drawiolib$/.test(qa.name))&&Ma.push(qa)}Da["@odata.nextLink"]&&1E3>Ma.length?ca(Da["@odata.nextLink"]):(clearTimeout(ha),Z(Ma))}},function(Da){if(fa){clearTimeout(ha);var Ca=null;try{Ca=JSON.parse(Da.responseText).error.message}catch(pa){}z(mxResources.get("errorFetchingFolder",null,"Error fetching folder items")+(null!=Ca?" ("+Ca+")":""));U=!1;M.stop()}},null!=za)}if(!U){p(".odCatsList").style.display="block";p(".odFilesSec").style.display="block"; +null!=L&&(L.innerText="",L.style.top="50%");var fa=U=!0,ka=0;V=arguments;var ha=setTimeout(function(){U=fa=!1;M.stop();z(mxResources.get("timeout"))},2E4),ra=p(".odFilesList");ra.innerText="";M.spin(ra);switch(Q){case "recent":T=[{name:mxResources.get("recent",null,"Recent"),driveId:Q}];var la=l()||{},Fa=[],Ga;for(Ga in la)Fa.push(la[Ga]);clearTimeout(ha);Z(Fa);return;case "shared":var Aa="/me/drive/sharedWithMe";T=[{name:mxResources.get("sharedWithMe",null,"Shared With Me"),driveId:Q}];break;case "sharepoint":Aa= +"/sites?search=";T=[{name:mxResources.get("sharepointSites",null,"Sharepoint Sites"),driveId:Q}];ka=1;break;case "site":T.push({name:aa,driveId:Q,folderId:S,siteId:X});Aa="/sites/"+X+"/drives";ka=2;break;case "subsite":T.push({name:aa,driveId:Q,folderId:S,siteId:X});Aa="/drives/"+X+(S?"/items/"+S:"/root")+"/children";break;case "search":Q=P;T=[{driveId:Q,name:mxResources.get("back",null,"Back")}];Y=encodeURIComponent(Y.replace(/'/g,"\\'"));Aa=Q?"/drives/"+Q+"/root/search(q='"+Y+"')":"/me/drive/root/search(q='"+ +Y+"')";break;default:null==S?T=[{driveId:Q}]:T.push({name:aa,driveId:Q,folderId:S}),Aa=(Q?"/drives/"+Q:"/me/drive")+(S?"/items/"+S:"/root")+"/children"}ka||(Aa+=(0<Aa.indexOf("?")?"&":"?")+"select=id,name,description,parentReference,file,createdBy,lastModifiedBy,lastModifiedDateTime,size,folder,remoteItem,@microsoft.graph.downloadUrl");var Ma=[];ca()}}function v(Q){R.className=R.className.replace("odCatSelected","");R=Q;R.className+=" odCatSelected"}function u(Q){U||(O=null,N("search",null,null,null, +Q))}var G="";null==d&&(d=y,G='<div style="text-align: center;" class="odPreview"></div>');null==l&&(l=function(){var Q=null;try{Q=JSON.parse(localStorage.getItem("mxODPickerRecentList"))}catch(S){}return Q});null==m&&(m=function(Q){if(null!=Q){var S=l()||{};delete Q["@microsoft.graph.downloadUrl"];S[Q.id]=Q;localStorage.setItem("mxODPickerRecentList",JSON.stringify(S))}});G='<div class="odCatsList"><div class="odCatsListLbl">OneDrive</div><div id="odFiles" class="odCatListTitle odCatSelected">'+mxUtils.htmlEntities(mxResources.get("files"))+ +'</div><div id="odRecent" class="odCatListTitle">'+mxUtils.htmlEntities(mxResources.get("recent"))+'</div><div id="odShared" class="odCatListTitle">'+mxUtils.htmlEntities(mxResources.get("shared"))+'</div><div id="odSharepoint" class="odCatListTitle">'+mxUtils.htmlEntities(mxResources.get("sharepoint"))+'</div></div><div class="odFilesSec"><div class="searchBar" style="display:none"><input type="search" id="odSearchBox" placeholder="'+mxUtils.htmlEntities(mxResources.get("search"))+'"></div><div class="odFilesBreadcrumb"></div><div id="refreshOD" class="odRefreshButton"><img src="/images/update32.png" width="16" height="16" title="'+ +mxUtils.htmlEntities(mxResources.get("refresh"))+'Refresh" border="0"/></div><div class="odFilesList"></div></div>'+G+(e?'<div id="odBackBtn" class="odLinkBtn">< '+mxUtils.htmlEntities(mxResources.get("back"))+"</div>":"")+(g?'<button id="odSubmitBtn" class="odSubmitBtn">'+mxUtils.htmlEntities(mxResources.get(C?"save":"open"))+"</button>":"");var I=null!=window.Editor&&null!=Editor.isDarkMode&&Editor.isDarkMode();I=".odCatsList *, .odFilesSec * { user-select: none; }.odCatsList {\tbox-sizing: border-box;\tposition:absolute;\ttop:0px;\tbottom:50%;\twidth:30%;\tborder: 1px solid #CCCCCC;\tborder-bottom:none;\tdisplay: inline-block;\toverflow-x: hidden;\toverflow-y: auto;}.odCatsListLbl {\theight: 17px;\tcolor: #6D6D6D;\tfont-size: 14px;\tfont-weight: bold;\tline-height: 17px;\tmargin: 10px 0 3px 5px;}.odFilesSec {\tbox-sizing: border-box;\tposition:absolute;\tleft:30%;\ttop:0px;\tbottom:50%;\twidth: 70%;\tborder: 1px solid #CCCCCC;\tborder-left:none;\tborder-bottom:none;\tdisplay: inline-block;\toverflow: hidden;}.odFilesBreadcrumb {\tbox-sizing: border-box;\tposition:absolute;\tmin-height: 32px;\tleft:0px;\tright:20px;\ttext-overflow:ellipsis;\toverflow:hidden;\tfont-size: 13px;\tcolor: #6D6D6D;\tpadding: 5px;}.odRefreshButton {\tbox-sizing: border-box;\tposition:absolute;\tright:0px;\ttop:0px;\tpadding: 4px;\tmargin: 1px;\theight:24px;\tcursor:default;}.odRefreshButton>img {\topacity:0.5;}.odRefreshButton:hover {\tbackground-color:#ddd;\tborder-radius:50%;}.odRefreshButton:active {\topacity:0.7;}.odFilesList {\tbox-sizing: border-box;\tposition:absolute;\ttop:32px;\tbottom:0px;\twidth: 100%;\toverflow-x: hidden;\toverflow-y: auto;}.odFileImg {\twidth: 24px;\tpadding-left: 5px;\tpadding-right: 5px;}.odFileTitle {\tcursor: default;\tfont-weight: normal;\tcolor: #666666 !important;\twidth: calc(100% - 20px);\twhite-space: nowrap;\toverflow: hidden;\ttext-overflow: ellipsis;}.odFileListGrid {\twidth: 100%;\twhite-space: nowrap;\tfont-size: 13px; box-sizing: border-box; border-spacing: 0;}.odOddRow {"+ +(I?"":"\tbackground-color: #eeeeee;")+"}.odEvenRow {"+(I?"":"\tbackground-color: #FFFFFF;")+"}.odRowSelected {\tbackground-color: #cadfff;}.odCatListTitle {\tbox-sizing: border-box;\theight: 17px;\tcursor: default;\tcolor: #666666;\tfont-size: 14px;\tline-height: 17px;\tmargin: 5px 0 5px 0px; padding-left: 10px;}.odCatSelected {\tfont-weight: bold;\tbackground-color: #cadfff;}.odEmptyFolder {\theight: 17px;\tcolor: #6D6D6D;\tfont-size: 14px;\tfont-weight: bold;\tline-height: 17px;\tmargin: 10px 0 3px 5px;\twidth: 100%; text-align: center;}.odBCFolder {\tcursor: pointer;\tcolor: #0432ff;}.odPreviewStatus {\tposition:absolute;\ttext-align:center;\twidth:100%;\ttop:50%;\ttransform: translateY(-50%);\tfont-size:13px;\topacity:0.5;}.odPreview { position:absolute;\t overflow:hidden;\t border: 1px solid #CCCCCC; bottom:0px; top: 50%; left:0px; right:0px;}.odLinkBtn { position: absolute;\tfont-size: 12px;\tcursor: pointer;\tcolor: #6D6D6D;\tleft: 5px;\tbottom: 3px;}.odSubmitBtn { position: absolute;\tcolor: #333;\tright: 5px;\tbottom: 5px;}"; +var M=new Spinner({left:"50%",lines:12,length:8,width:3,radius:5,rotate:0,color:"#000",speed:1,trail:60,shadow:!1,hwaccel:!1,className:"spinner",zIndex:2E9}),K=new Editor,H=null,F=null,P=null,U=!1,T=[],V=null,W=null;this.getSelectedItem=function(){null!=F&&m(F);return F};if(null==p("#mxODPickerCss")){var t=document.head||document.getElementsByTagName("head")[0],D=document.createElement("style");t.appendChild(D);D.type="text/css";D.id="mxODPickerCss";D.appendChild(document.createTextNode(I))}b.innerHTML= +G;var L=p(".odPreview"),R=p("#odFiles");b=function(Q,S){S=S||document;return S.querySelectorAll(Q)}(".odCatListTitle");for(G=0;G<b.length;G++)b[G].addEventListener("click",function(){F=W=null;if(!U)switch(v(this),this.id){case "odFiles":N();break;case "odRecent":N("recent");break;case "odShared":N("shared");break;case "odSharepoint":N("sharepoint")}});var O=null;p("#odSearchBox").addEventListener("keyup",function(Q){var S=this;null!=O&&clearTimeout(O);13==Q.keyCode?u(S.value):O=setTimeout(function(){u(S.value)}, +500)});p("#refreshOD").addEventListener("click",function(){null!=V&&(d(null),N.apply(this,V))});e&&p("#odBackBtn").addEventListener("click",e);g&&p("#odSubmitBtn").addEventListener("click",E);null!=n?(e=n.pop(),"sharepoint"==n[0].driveId&&v(p("#odSharepoint")),T=n,N(e.driveId,e.folderId,e.siteId,e.name)):N()};App=function(b,d,f){EditorUi.call(this,b,d,null!=f?f:"1"==urlParams.lightbox||"min"==uiTheme&&"0"!=urlParams.chrome);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||(window.onunload=mxUtils.bind(this,function(){var c=this.getCurrentFile();if(null!=c&&c.isModified()){var l={category:"DISCARD-FILE-"+c.getHash(),action:(c.savingFile?"saving":"")+(c.savingFile&&null!=c.savingFileTime?"_"+Math.round((Date.now()-c.savingFileTime.getTime())/1E3):"")+(null!=c.saveLevel?"-sl_"+c.saveLevel:"")+"-age_"+(null!= c.ageStart?Math.round((Date.now()-c.ageStart.getTime())/1E3):"x")+(this.editor.autosave?"":"-nosave")+(c.isAutosave()?"":"-noauto")+"-open_"+(null!=c.opened?Math.round((Date.now()-c.opened.getTime())/1E3):"x")+"-save_"+(null!=c.lastSaved?Math.round((Date.now()-c.lastSaved.getTime())/1E3):"x")+"-change_"+(null!=c.lastChanged?Math.round((Date.now()-c.lastChanged.getTime())/1E3):"x")+"-alive_"+Math.round((Date.now()-App.startTime.getTime())/1E3),label:null!=c.sync?"client_"+c.sync.clientId:"nosync"}; -c.constructor==DriveFile&&null!=c.desc&&null!=this.drive&&(m.label+=(null!=this.drive.user?"-user_"+this.drive.user.id:"-nouser")+"-rev_"+c.desc.headRevisionId+"-mod_"+c.desc.modifiedDate+"-size_"+c.getSize()+"-mime_"+c.desc.mimeType);EditorUi.logEvent(m)}}));this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(){var c=this.getCurrentFile();null!=c&&EditorUi.logEvent({category:(this.editor.autosave?"ON":"OFF")+"-AUTOSAVE-FILE-"+c.getHash(),action:"changed",label:"autosave_"+(this.editor.autosave? +c.constructor==DriveFile&&null!=c.desc&&null!=this.drive&&(l.label+=(null!=this.drive.user?"-user_"+this.drive.user.id:"-nouser")+"-rev_"+c.desc.headRevisionId+"-mod_"+c.desc.modifiedDate+"-size_"+c.getSize()+"-mime_"+c.desc.mimeType);EditorUi.logEvent(l)}}));this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(){var c=this.getCurrentFile();null!=c&&EditorUi.logEvent({category:(this.editor.autosave?"ON":"OFF")+"-AUTOSAVE-FILE-"+c.getHash(),action:"changed",label:"autosave_"+(this.editor.autosave? "on":"off")})}));mxClient.IS_SVG?mxGraph.prototype.warningImage.src="data:image/png;base64,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": -(new Image).src=mxGraph.prototype.warningImage.src;window.openWindow=mxUtils.bind(this,function(c,m,n){if("1"==urlParams.openInSameWin||navigator.standalone)n();else{var v=null;try{v=window.open(c)}catch(d){}null==v||void 0===v?this.showDialog((new PopupDialog(this,c,m,n)).container,320,140,!0,!0):null!=m&&m()}});this.updateDocumentTitle();this.updateUi();window.showOpenAlert=mxUtils.bind(this,function(c){null!=window.openFile&&window.openFile.cancel(!0);this.handleError(c)});this.editor.chromeless&& +(new Image).src=mxGraph.prototype.warningImage.src;window.openWindow=mxUtils.bind(this,function(c,l,m){if("1"==urlParams.openInSameWin||navigator.standalone)m();else{var x=null;try{x=window.open(c)}catch(z){}null==x||void 0===x?this.showDialog((new PopupDialog(this,c,l,m)).container,320,140,!0,!0):null!=l&&l()}});this.updateDocumentTitle();this.updateUi();window.showOpenAlert=mxUtils.bind(this,function(c){null!=window.openFile&&window.openFile.cancel(!0);this.handleError(c)});this.editor.chromeless&& !this.editor.editable||this.addFileDropHandler([document]);if(null!=App.DrawPlugins){for(b=0;b<App.DrawPlugins.length;b++)try{App.DrawPlugins[b](this)}catch(c){null!=window.console&&console.log("Plugin Error:",c,App.DrawPlugins[b])}finally{App.embedModePluginsCount--,this.initializeEmbedMode()}window.Draw.loadPlugin=mxUtils.bind(this,function(c){try{c(this)}finally{App.embedModePluginsCount--,this.initializeEmbedMode()}});setTimeout(mxUtils.bind(this,function(){0<App.embedModePluginsCount&&(App.embedModePluginsCount= 0,this.initializeEmbedMode())}),5E3)}this.load()};App.ERROR_TIMEOUT="timeout";App.ERROR_BUSY="busy";App.ERROR_UNKNOWN="unknown";App.MODE_GOOGLE="google";App.MODE_DROPBOX="dropbox";App.MODE_ONEDRIVE="onedrive";App.MODE_GITHUB="github";App.MODE_GITLAB="gitlab";App.MODE_DEVICE="device";App.MODE_BROWSER="browser";App.MODE_TRELLO="trello";App.MODE_EMBED="embed";App.MODE_ATLAS="atlas";App.DROPBOX_APPKEY=window.DRAWIO_DROPBOX_ID;App.DROPBOX_URL=window.DRAWIO_BASE_URL+"/js/dropbox/Dropbox-sdk.min.js"; App.DROPINS_URL="https://www.dropbox.com/static/api/2/dropins.js";App.ONEDRIVE_URL=mxClient.IS_IE11?"https://js.live.net/v7.2/OneDrive.js":window.DRAWIO_BASE_URL+"/js/onedrive/OneDrive.js";App.TRELLO_URL="https://api.trello.com/1/client.js";App.TRELLO_JQUERY_URL=window.DRAWIO_BASE_URL+"/js/jquery/jquery-3.6.0.min.js";App.PUSHER_KEY="1e756b07a690c5bdb054";App.PUSHER_CLUSTER="eu";App.PUSHER_URL="https://js.pusher.com/7.0.3/pusher.min.js";App.SIMPLE_PEER_URL=window.DRAWIO_BASE_URL+"/js/simplepeer/simplepeer9.10.0.min.js"; App.GOOGLE_APIS="drive-share";App.startTime=new Date; App.pluginRegistry={"4xAKTrabTpTzahoLthkwPNUn":"plugins/explore.js",ex:"plugins/explore.js",p1:"plugins/p1.js",ac:"plugins/connect.js",acj:"plugins/connectJira.js",ac148:"plugins/cConf-1-4-8.js",ac148cmnt:"plugins/cConf-comments.js",voice:"plugins/voice.js",tips:"plugins/tooltips.js",svgdata:"plugins/svgdata.js",electron:"plugins/electron.js",number:"plugins/number.js",sql:"plugins/sql.js",props:"plugins/props.js",text:"plugins/text.js",anim:"plugins/animation.js",update:"plugins/update.js",trees:"plugins/trees/trees.js", "import":"plugins/import.js",replay:"plugins/replay.js",anon:"plugins/anonymize.js",tr:"plugins/trello.js",f5:"plugins/rackF5.js",tickets:"plugins/tickets.js",flow:"plugins/flow.js",webcola:"plugins/webcola/webcola.js",rnd:"plugins/random.js",page:"plugins/page.js",gd:"plugins/googledrive.js",tags:"plugins/tags.js"};App.publicPlugin="ex voice tips svgdata number sql props text anim update trees replay anon tickets flow webcola tags".split(" "); -App.loadScripts=function(b,e){for(var f=b.length,c=0;c<b.length;c++)mxscript(b[c],function(){0==--f&&null!=e&&e()})}; -App.getStoredMode=function(){var b=null;null==b&&isLocalStorage&&(b=localStorage.getItem(".mode"));if(null==b&&"undefined"!=typeof Storage){for(var e=document.cookie.split(";"),f=0;f<e.length;f++){var c=mxUtils.trim(e[f]);if("MODE="==c.substring(0,5)){b=c.substring(5);break}}null!=b&&isLocalStorage&&(e=new Date,e.setYear(e.getFullYear()-1),document.cookie="MODE=; expires="+e.toUTCString(),localStorage.setItem(".mode",b))}return b}; +App.loadScripts=function(b,d){for(var f=b.length,c=0;c<b.length;c++)mxscript(b[c],function(){0==--f&&null!=d&&d()})}; +App.getStoredMode=function(){var b=null;null==b&&isLocalStorage&&(b=localStorage.getItem(".mode"));if(null==b&&"undefined"!=typeof Storage){for(var d=document.cookie.split(";"),f=0;f<d.length;f++){var c=mxUtils.trim(d[f]);if("MODE="==c.substring(0,5)){b=c.substring(5);break}}null!=b&&isLocalStorage&&(d=new Date,d.setYear(d.getFullYear()-1),document.cookie="MODE=; expires="+d.toUTCString(),localStorage.setItem(".mode",b))}return b}; (function(){mxClient.IS_CHROMEAPP||("1"!=urlParams.offline&&("db.draw.io"==window.location.hostname&&null==urlParams.mode&&(urlParams.mode="dropbox"),App.mode=urlParams.mode),null==App.mode&&(App.mode=App.getStoredMode()),null!=window.mxscript&&"1"!=urlParams.embed&&("function"===typeof window.DriveClient&&("0"!=urlParams.gapi&&isSvgBrowser&&(null==document.documentMode||10<=document.documentMode)?App.mode==App.MODE_GOOGLE||null!=urlParams.state&&""==window.location.hash||null!=window.location.hash&& "#G"==window.location.hash.substring(0,2)?mxscript("https://apis.google.com/js/api.js"):"0"!=urlParams.chrome||null!=window.location.hash&&"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"===window.location.hash.substring(0,45)||(window.DriveClient=null):window.DriveClient=null),"function"===typeof window.DropboxClient&&("0"!=urlParams.db&&isSvgBrowser&&(null==document.documentMode||9<document.documentMode)?App.mode==App.MODE_DROPBOX||null!=window.location.hash&&"#D"==window.location.hash.substring(0, 2)?mxscript(App.DROPBOX_URL,function(){mxscript(App.DROPINS_URL,null,"dropboxjs",App.DROPBOX_APPKEY,!0)}):"0"==urlParams.chrome&&(window.DropboxClient=null):window.DropboxClient=null),"function"===typeof window.OneDriveClient&&("0"!=urlParams.od&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode)?App.mode==App.MODE_ONEDRIVE||null!=window.location.hash&&"#W"==window.location.hash.substring(0,2)?mxscript(App.ONEDRIVE_URL):"0"==urlParams.chrome&&(window.OneDriveClient= null):window.OneDriveClient=null),"function"===typeof window.TrelloClient&&("1"==urlParams.tr&&isSvgBrowser&&!mxClient.IS_IE11&&(null==document.documentMode||10<=document.documentMode)?App.mode==App.MODE_TRELLO||null!=window.location.hash&&"#T"==window.location.hash.substring(0,2)?mxscript(App.TRELLO_JQUERY_URL,function(){mxscript(App.TRELLO_URL)}):"0"==urlParams.chrome&&(window.TrelloClient=null):window.TrelloClient=null)))})(); -App.clearServiceWorker=function(b,e){navigator.serviceWorker.getRegistrations().then(function(f){if(null!=f&&0<f.length){for(var c=0;c<f.length;c++)f[c].unregister();null!=b&&b()}})["catch"](function(){null!=e&&e()})}; -App.main=function(b,e){function f(l){mxUtils.getAll("1"!=urlParams.dev?[l]:[l,STYLE_PATH+"/default.xml"],function(p){function q(){var K=null!=e?e():new App(new Editor("0"==urlParams.chrome||"min"==uiTheme,null,null,null,"0"!=urlParams.chrome));if(null!=window.mxscript){if("function"===typeof window.DropboxClient&&null==window.Dropbox&&null!=window.DrawDropboxClientCallback&&("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&isSvgBrowser&&(null==document.documentMode|| +App.clearServiceWorker=function(b,d){navigator.serviceWorker.getRegistrations().then(function(f){if(null!=f&&0<f.length){for(var c=0;c<f.length;c++)f[c].unregister();null!=b&&b()}})["catch"](function(){null!=d&&d()})}; +App.main=function(b,d){function f(g){mxUtils.getAll("1"!=urlParams.dev?[g]:[g,STYLE_PATH+"/default.xml"],function(k){function n(){var J=null!=d?d():new App(new Editor("0"==urlParams.chrome||"min"==uiTheme,null,null,null,"0"!=urlParams.chrome));if(null!=window.mxscript){if("function"===typeof window.DropboxClient&&null==window.Dropbox&&null!=window.DrawDropboxClientCallback&&("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&isSvgBrowser&&(null==document.documentMode|| 9<document.documentMode))mxscript(App.DROPBOX_URL,function(){mxscript(App.DROPINS_URL,function(){DrawDropboxClientCallback()},"dropboxjs",App.DROPBOX_APPKEY)});else if("undefined"===typeof window.Dropbox||"undefined"===typeof window.Dropbox.choose)window.DropboxClient=null;"function"===typeof window.OneDriveClient&&"undefined"===typeof OneDrive&&null!=window.DrawOneDriveClientCallback&&("1"!=urlParams.embed&&"0"!=urlParams.od||"1"==urlParams.embed&&"1"==urlParams.od)&&(null==navigator.userAgent|| 0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode)?mxscript(App.ONEDRIVE_URL,window.DrawOneDriveClientCallback):"undefined"===typeof window.OneDrive&&(window.OneDriveClient=null);"function"===typeof window.TrelloClient&&!mxClient.IS_IE11&&"undefined"===typeof window.Trello&&null!=window.DrawTrelloClientCallback&&"1"==urlParams.tr&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode)?mxscript(App.TRELLO_JQUERY_URL,function(){mxscript(App.TRELLO_URL, -function(){DrawTrelloClientCallback()})}):"undefined"===typeof window.Trello&&(window.TrelloClient=null)}null!=b&&b(K);"0"!=urlParams.chrome&&"1"==urlParams.test&&(EditorUi.debug("App.start",[K,(new Date).getTime()-t0.getTime()+"ms"]),null!=urlParams["export"]&&EditorUi.debug("Export:",EXPORT_URL))}mxResources.parse(p[0].getText());if(isLocalStorage&&null!=localStorage&&null!=window.location.hash&&"#_CONFIG_"==window.location.hash.substring(0,9))try{var y=function(K){if(null!=K)for(var u=0;u<K.length;u++)if(!z[K[u]])throw Error(mxResources.get("invalidInput")+ -' "'+K[u])+'"';return!0},z={},A;for(A in App.pluginRegistry)z[App.pluginRegistry[A]]=!0;var B=JSON.parse(Graph.decompress(window.location.hash.substring(9)));if(null!=B&&y(B.plugins)){EditorUi.debug("Setting configuration",JSON.stringify(B));if(null!=B.merge){var J=localStorage.getItem(Editor.configurationKey);if(null!=J)try{var N=JSON.parse(J);for(A in B.merge)N[A]=B.merge[A];B=N}catch(K){window.location.hash="",alert(K)}else B=B.merge}confirm(mxResources.get("configLinkWarn"))&&confirm(mxResources.get("configLinkConfirm"))&& -(localStorage.setItem(Editor.configurationKey,JSON.stringify(B)),window.location.hash="",window.location.reload())}window.location.hash=""}catch(K){window.location.hash="",alert(K)}1<p.length&&(Graph.prototype.defaultThemes["default-style2"]=p[1].getDocumentElement(),Graph.prototype.defaultThemes.darkTheme=p[1].getDocumentElement());"1"==urlParams.dev||EditorUi.isElectronApp?q():(mxStencilRegistry.allowEval=!1,App.loadScripts(["js/shapes-14-6-5.min.js","js/stencils.min.js","js/extensions.min.js"], 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m=document.getElementById("geInfo");null!=m&&m.parentNode.removeChild(m)}null!=document.referrer&&"aws3"==urlParams.libs&&"https://aws.amazon.com/architecture/icons/"==document.referrer.substring(0,42)&&(urlParams.libs="aws4");if(null!=window.mxscript){if("1"==urlParams.dev&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&null!=CryptoJS&&App.mode!=App.MODE_DROPBOX&& -App.mode!=App.MODE_TRELLO){m=document.getElementsByTagName("script");if(null!=m&&0<m.length){var n=mxUtils.getTextContent(m[0]);"1f536e2400baaa30261b8c3976d6fe06"!=CryptoJS.MD5(n).toString()&&(console.log("Change bootstrap script MD5 in the previous line:",CryptoJS.MD5(n).toString()),alert("[Dev] Bootstrap script change requires update of CSP"))}null!=m&&1<m.length&&(n=mxUtils.getTextContent(m[m.length-1]),"d53805dd6f0bbba2da4966491ca0a505"!=CryptoJS.MD5(n).toString()&&(console.log("Change main script MD5 in the previous line:", -CryptoJS.MD5(n).toString()),alert("[Dev] Main script change requires update of 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-null!=v&&(m=v.plugins)}catch(l){}v=urlParams.p;App.initPluginCallback();null!=v&&App.loadPlugins(v.split(";"));if(null!=m&&0<m.length&&"0"!=urlParams.plugins){v=window.location.protocol+"//"+window.location.host;n=!0;for(var d=0;d<m.length&&n;d++)"/"!=m[d].charAt(0)&&m[d].substring(0,v.length)!=v&&(n=!1);if(n||mxUtils.confirm(mxResources.replacePlaceholders("The page has requested to load the following plugin(s):\n \n {1}\n \n Would you like to load these plugin(s) now?\n \n NOTE : Only allow plugins to run if you fully understand the security implications of doing so.\n", -[m.join("\n")]).replace(/\\n/g,"\n")))for(d=0;d<m.length;d++)try{null==App.pluginsLoaded[m[d]]&&(App.pluginsLoaded[m[d]]=!0,App.embedModePluginsCount++,"/"==m[d].charAt(0)&&(m[d]=PLUGINS_BASE_PATH+m[d]),mxscript(m[d]))}catch(l){}}}"function"===typeof window.DriveClient&&"undefined"===typeof gapi&&("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&isSvgBrowser&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode)?mxscript("https://apis.google.com/js/api.js?onload=DrawGapiClientCallback", -null,null,null,mxClient.IS_SVG):"undefined"===typeof window.gapi&&(window.DriveClient=null)}"0"!=urlParams.math&&Editor.initMath();if("1"==urlParams.configure){var g=window.opener||window.parent,k=function(l){if(l.source==g)try{var p=JSON.parse(l.data);null!=p&&"configure"==p.action&&(mxEvent.removeListener(window,"message",k),Editor.configure(p.config,!0),mxSettings.load(),p.colorSchemeMeta&&mxmeta("color-scheme","dark light"),c())}catch(q){null!=window.console&&console.log("Error in configure message: "+ -q,l.data)}};mxEvent.addListener(window,"message",k);g.postMessage(JSON.stringify({event:"configure"}),"*")}else{if(null==Editor.config){if(null!=window.DRAWIO_CONFIG)try{EditorUi.debug("Using global configuration",window.DRAWIO_CONFIG),Editor.configure(window.DRAWIO_CONFIG),mxSettings.load()}catch(l){null!=window.console&&console.error(l)}if(isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&(m=localStorage.getItem(Editor.configurationKey),null!=m))try{m=JSON.parse(m),null!=m&&(EditorUi.debug("Using local configuration", -m),Editor.configure(m),mxSettings.load())}catch(l){null!=window.console&&console.error(l)}}c()}}else document.body.innerHTML='<div style="margin-top:10%;text-align:center;">Stand-alone mode not allowed for this domain.</div>'};mxUtils.extend(App,EditorUi);App.prototype.defaultUserPicture=IMAGE_PATH+"/default-user.jpg";App.prototype.shareImage="data:image/png;base64,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"; -App.prototype.chevronUpImage=mxClient.IS_SVG?"data:image/png;base64,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": -IMAGE_PATH+"/chevron-up.png"; -App.prototype.chevronDownImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ -"/chevron-down.png"; -App.prototype.formatShowImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ -"/format-show.png"; -App.prototype.formatHideImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAMAAAAoLQ9TAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAyJpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYwIDYxLjEzNDc3NywgMjAxMC8wMi8xMi0xNzozMjowMCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNSBNYWNpbnRvc2giIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6ODdCREY5REI1NkQ3MTFFNTkyNjNEMTA5NjgwODUyRTgiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6ODdCREY5REM1NkQ3MTFFNTkyNjNEMTA5NjgwODUyRTgiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo4N0JERjlEOTU2RDcxMUU1OTI2M0QxMDk2ODA4NTJFOCIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo4N0JERjlEQTU2RDcxMUU1OTI2M0QxMDk2ODA4NTJFOCIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/PqjT9SMAAAAGUExURQAAAP///6XZn90AAAACdFJOU/8A5bcwSgAAAB9JREFUeNpiYEQDDEQJMMABTAAmNdAC6A4j0XMAAQYAcbwA1Xvj1CgAAAAASUVORK5CYII=":IMAGE_PATH+ -"/format-hide.png";App.prototype.fullscreenImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQAQMAAAAlPW0iAAAABlBMVEUAAAAAAAClZ7nPAAAAAXRSTlMAQObYZgAAABpJREFUCNdjgAAbGxAy4AEh5gNwBBGByoIBAIueBd12TUjqAAAAAElFTkSuQmCC":IMAGE_PATH+"/fullscreen.png";App.prototype.warnInterval=3E5;App.prototype.compactMode=!1;App.prototype.fullscreenMode=!1;"1"!=urlParams.embed?App.prototype.menubarHeight=64:App.prototype.footerHeight=0; -App.initPluginCallback=function(){null==App.DrawPlugins&&(App.DrawPlugins=[],window.Draw={},window.Draw.loadPlugin=function(b){App.DrawPlugins.push(b)})};App.pluginsLoaded={};App.embedModePluginsCount=0; -App.loadPlugins=function(b,e){EditorUi.debug("Loading plugins",b);for(var f=0;f<b.length;f++)if(null!=b[f]&&0<b[f].length)try{var c=PLUGINS_BASE_PATH+App.pluginRegistry[b[f]];null!=c?null==App.pluginsLoaded[c]&&(App.pluginsLoaded[c]=!0,App.embedModePluginsCount++,"undefined"===typeof window.drawDevUrl?e?mxinclude(c):mxscript(c):e?mxinclude(c):mxscript(drawDevUrl+c)):null!=window.console&&console.log("Unknown plugin:",b[f])}catch(m){null!=window.console&&console.log("Error loading plugin:",b[f],m)}}; +function(){DrawTrelloClientCallback()})}):"undefined"===typeof window.Trello&&(window.TrelloClient=null)}null!=b&&b(J);"0"!=urlParams.chrome&&"1"==urlParams.test&&(EditorUi.debug("App.start",[J,(new Date).getTime()-t0.getTime()+"ms"]),null!=urlParams["export"]&&EditorUi.debug("Export:",EXPORT_URL))}mxResources.parse(k[0].getText());if(isLocalStorage&&null!=localStorage&&null!=window.location.hash&&"#_CONFIG_"==window.location.hash.substring(0,9))try{var q=function(J){if(null!=J)for(var N=0;N<J.length;N++)if(!p[J[N]])throw Error(mxResources.get("invalidInput")+ +' "'+J[N])+'"';return!0},p={},A;for(A in App.pluginRegistry)p[App.pluginRegistry[A]]=!0;var E=JSON.parse(Graph.decompress(window.location.hash.substring(9)));if(null!=E&&q(E.plugins)){EditorUi.debug("Setting configuration",JSON.stringify(E));if(null!=E.merge){var y=localStorage.getItem(Editor.configurationKey);if(null!=y)try{var B=JSON.parse(y);for(A in E.merge)B[A]=E.merge[A];E=B}catch(J){window.location.hash="",alert(J)}else E=E.merge}confirm(mxResources.get("configLinkWarn"))&&confirm(mxResources.get("configLinkConfirm"))&& +(localStorage.setItem(Editor.configurationKey,JSON.stringify(E)),window.location.hash="",window.location.reload())}window.location.hash=""}catch(J){window.location.hash="",alert(J)}1<k.length&&(Graph.prototype.defaultThemes["default-style2"]=k[1].getDocumentElement(),Graph.prototype.defaultThemes.darkTheme=k[1].getDocumentElement());"1"==urlParams.dev||EditorUi.isElectronApp?n():(mxStencilRegistry.allowEval=!1,App.loadScripts(["js/shapes-14-6-5.min.js","js/stencils.min.js","js/extensions.min.js"], +n))},function(k){k=document.getElementById("geStatus");null!=k&&(k.innerHTML="Error loading page. <a>Please try refreshing.</a>",k.getElementsByTagName("a")[0].onclick=function(){mxLanguage="en";f(mxResources.getDefaultBundle(RESOURCE_BASE,mxLanguage)||mxResources.getSpecialBundle(RESOURCE_BASE,mxLanguage))})})}function c(){try{if(null!=mxSettings.settings){document.body.style.backgroundColor="atlas"!=uiTheme&&"kennedy"!=uiTheme&&(Editor.isDarkMode()||mxSettings.settings.darkMode)?Editor.darkColor: +"#ffffff";if(null!=mxSettings.settings.autosaveDelay){var g=parseInt(mxSettings.settings.autosaveDelay);!isNaN(g)&&0<g?(DrawioFile.prototype.autosaveDelay=g,EditorUi.debug("Setting autosaveDelay",g)):EditorUi.debug("Invalid autosaveDelay",g)}null!=mxSettings.settings.defaultEdgeLength&&(g=parseInt(mxSettings.settings.defaultEdgeLength),!isNaN(g)&&0<g?(Graph.prototype.defaultEdgeLength=g,EditorUi.debug("Using defaultEdgeLength",g)):EditorUi.debug("Invalid defaultEdgeLength",g))}}catch(n){null!=window.console&& +console.error(n)}if(null!=Menus.prototype.defaultFonts)for(g=0;g<Menus.prototype.defaultFonts.length;g++){var k=Menus.prototype.defaultFonts[g];"string"!==typeof k&&null!=k.fontFamily&&null!=k.fontUrl&&Graph.addFont(k.fontFamily,k.fontUrl)}mxResources.loadDefaultBundle=!1;f(mxResources.getDefaultBundle(RESOURCE_BASE,mxLanguage)||mxResources.getSpecialBundle(RESOURCE_BASE,mxLanguage))}window.onerror=function(g,k,n,q,p){EditorUi.logError("Global: "+(null!=g?g:""),k,n,q,p,null,!0)};if(window.top!=window.self|| +"import.diagrams.net"!==window.location.hostname&&"ac.draw.io"!==window.location.hostname&&"aj.draw.io"!==window.location.hostname){if("1"==urlParams.embed||"1"==urlParams.lightbox){var l=document.getElementById("geInfo");null!=l&&l.parentNode.removeChild(l)}null!=document.referrer&&"aws3"==urlParams.libs&&"https://aws.amazon.com/architecture/icons/"==document.referrer.substring(0,42)&&(urlParams.libs="aws4");if(null!=window.mxscript){if("1"==urlParams.dev&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&& +null!=CryptoJS&&App.mode!=App.MODE_DROPBOX&&App.mode!=App.MODE_TRELLO){l=document.getElementsByTagName("script");if(null!=l&&0<l.length){var m=mxUtils.getTextContent(l[0]);"1f536e2400baaa30261b8c3976d6fe06"!=CryptoJS.MD5(m).toString()&&(console.log("Change bootstrap script MD5 in the previous line:",CryptoJS.MD5(m).toString()),alert("[Dev] Bootstrap script change requires update of CSP"))}null!=l&&1<l.length&&(m=mxUtils.getTextContent(l[l.length-1]),"d53805dd6f0bbba2da4966491ca0a505"!=CryptoJS.MD5(m).toString()&& +(console.log("Change main script MD5 in the previous line:",CryptoJS.MD5(m).toString()),alert("[Dev] Main script change requires update of CSP")))}try{Editor.enableServiceWorker&&("0"==urlParams.offline||/www\.draw\.io$/.test(window.location.hostname)||"1"!=urlParams.offline&&"1"==urlParams.dev)?App.clearServiceWorker(function(){"0"==urlParams.offline&&alert("Cache cleared")}):Editor.enableServiceWorker&&navigator.serviceWorker.register("/service-worker.js")}catch(g){null!=window.console&&console.error(g)}!("ArrayBuffer"in +window)||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"auto"!=DrawioFile.SYNC||"1"==urlParams.embed&&"1"!=urlParams.embedRT||"1"==urlParams.local||"0"==urlParams.chrome&&"1"!=urlParams.rt||"1"==urlParams.stealth||"1"==urlParams.offline||(mxscript(App.PUSHER_URL),"1"==urlParams["fast-sync"]&&mxscript(App.SIMPLE_PEER_URL));if("0"!=urlParams.plugins&&"1"!=urlParams.offline){l=null!=mxSettings.settings?mxSettings.getPlugins():null;if(null==mxSettings.settings&&isLocalStorage&&"undefined"!==typeof JSON)try{var x= +JSON.parse(localStorage.getItem(mxSettings.key));null!=x&&(l=x.plugins)}catch(g){}x=urlParams.p;App.initPluginCallback();null!=x&&App.loadPlugins(x.split(";"));if(null!=l&&0<l.length&&"0"!=urlParams.plugins){x=window.location.protocol+"//"+window.location.host;m=!0;for(var z=0;z<l.length&&m;z++)"/"!=l[z].charAt(0)&&l[z].substring(0,x.length)!=x&&(m=!1);if(m||mxUtils.confirm(mxResources.replacePlaceholders("The page has requested to load the following plugin(s):\n \n {1}\n \n Would you like to load these plugin(s) now?\n \n NOTE : Only allow plugins to run if you fully understand the security implications of doing so.\n", +[l.join("\n")]).replace(/\\n/g,"\n")))for(z=0;z<l.length;z++)try{null==App.pluginsLoaded[l[z]]&&(App.pluginsLoaded[l[z]]=!0,App.embedModePluginsCount++,"/"==l[z].charAt(0)&&(l[z]=PLUGINS_BASE_PATH+l[z]),mxscript(l[z]))}catch(g){}}}"function"===typeof window.DriveClient&&"undefined"===typeof gapi&&("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&isSvgBrowser&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode)?mxscript("https://apis.google.com/js/api.js?onload=DrawGapiClientCallback", +null,null,null,mxClient.IS_SVG):"undefined"===typeof window.gapi&&(window.DriveClient=null)}"0"!=urlParams.math&&Editor.initMath();if("1"==urlParams.configure){var C=window.opener||window.parent,e=function(g){if(g.source==C)try{var k=JSON.parse(g.data);null!=k&&"configure"==k.action&&(mxEvent.removeListener(window,"message",e),Editor.configure(k.config,!0),mxSettings.load(),k.colorSchemeMeta&&mxmeta("color-scheme","dark light"),c())}catch(n){null!=window.console&&console.log("Error in configure message: "+ +n,g.data)}};mxEvent.addListener(window,"message",e);C.postMessage(JSON.stringify({event:"configure"}),"*")}else{if(null==Editor.config){if(null!=window.DRAWIO_CONFIG)try{EditorUi.debug("Using global configuration",window.DRAWIO_CONFIG),Editor.configure(window.DRAWIO_CONFIG),mxSettings.load()}catch(g){null!=window.console&&console.error(g)}if(isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&(l=localStorage.getItem(Editor.configurationKey),null!=l))try{l=JSON.parse(l),null!=l&&(EditorUi.debug("Using local configuration", +l),Editor.configure(l),mxSettings.load())}catch(g){null!=window.console&&console.error(g)}}c()}}else document.body.innerHTML='<div style="margin-top:10%;text-align:center;">Stand-alone mode not allowed for this domain.</div>'};mxUtils.extend(App,EditorUi);App.prototype.defaultUserPicture=IMAGE_PATH+"/default-user.jpg";App.prototype.shareImage="data:image/png;base64,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"; +App.prototype.chevronUpImage="data:image/png;base64,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"; +App.prototype.chevronDownImage="data:image/png;base64,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"; +App.prototype.formatShowImage="data:image/png;base64,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"; +App.prototype.formatHideImage="data:image/png;base64,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"; +App.prototype.warnInterval=3E5;App.prototype.compactMode=!1;App.prototype.fullscreenMode=!1;"1"!=urlParams.embed?App.prototype.menubarHeight=64:App.prototype.footerHeight=0;App.initPluginCallback=function(){null==App.DrawPlugins&&(App.DrawPlugins=[],window.Draw={},window.Draw.loadPlugin=function(b){App.DrawPlugins.push(b)})};App.pluginsLoaded={};App.embedModePluginsCount=0; +App.loadPlugins=function(b,d){EditorUi.debug("Loading plugins",b);for(var f=0;f<b.length;f++)if(null!=b[f]&&0<b[f].length)try{var c=PLUGINS_BASE_PATH+App.pluginRegistry[b[f]];null!=c?null==App.pluginsLoaded[c]&&(App.pluginsLoaded[c]=!0,App.embedModePluginsCount++,"undefined"===typeof window.drawDevUrl?d?mxinclude(c):mxscript(c):d?mxinclude(c):mxscript(drawDevUrl+c)):null!=window.console&&console.log("Unknown plugin:",b[f])}catch(l){null!=window.console&&console.log("Error loading plugin:",b[f],l)}}; App.prototype.initializeEmbedMode=function(){"1"==urlParams.embed&&("app.diagrams.net"==window.location.hostname&&this.showBanner("EmbedDeprecationFooter","app.diagrams.net will stop working for embed mode. Please use embed.diagrams.net."),0<App.embedModePluginsCount||this.initEmbedDone||(this.initEmbedDone=!0,EditorUi.prototype.initializeEmbedMode.apply(this,arguments)))}; App.prototype.initializeViewerMode=function(){var b=window.opener||window.parent;null!=b&&this.editor.graph.addListener(mxEvent.SIZE,mxUtils.bind(this,function(){b.postMessage(JSON.stringify(this.createLoadMessage("size")),"*")}))}; App.prototype.init=function(){EditorUi.prototype.init.apply(this,arguments);this.defaultLibraryName=mxResources.get("untitledLibrary");this.descriptorChangedListener=mxUtils.bind(this,this.descriptorChanged);this.gitHub=mxClient.IS_IE&&10!=document.documentMode&&!mxClient.IS_IE11&&!mxClient.IS_EDGE||"0"==urlParams.gh||"1"==urlParams.embed&&"1"!=urlParams.gh?null:new GitHubClient(this);null!=this.gitHub&&this.gitHub.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})); this.gitLab=mxClient.IS_IE&&10!=document.documentMode&&!mxClient.IS_IE11&&!mxClient.IS_EDGE||"0"==urlParams.gl||"1"==urlParams.embed&&"1"!=urlParams.gl?null:new GitLabClient(this);null!=this.gitLab&&this.gitLab.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()}));if("1"!=urlParams.embed||"1"==urlParams.od){var b=mxUtils.bind(this,function(){"undefined"!==typeof OneDrive?(this.oneDrive=new OneDriveClient(this),this.oneDrive.addListener("userChanged", -mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.oneDrive))):null==window.DrawOneDriveClientCallback&&(window.DrawOneDriveClientCallback=b)});b()}if("1"!=urlParams.embed||"1"==urlParams.tr){var e=mxUtils.bind(this,function(){if("undefined"!==typeof window.Trello)try{this.trello=new TrelloClient(this),this.trello.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})), -this.fireEvent(new mxEventObject("clientLoaded","client",this.trello))}catch(n){null!=window.console&&console.error(n)}else null==window.DrawTrelloClientCallback&&(window.DrawTrelloClientCallback=e)});e()}if("1"!=urlParams.embed||"1"==urlParams.gapi){var f=mxUtils.bind(this,function(){if("undefined"!==typeof gapi){var n=mxUtils.bind(this,function(){this.drive=new DriveClient(this);this.drive.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries();this.checkLicense()})); -this.fireEvent(new mxEventObject("clientLoaded","client",this.drive))});null!=window.DrawGapiClientCallback?(gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,n),window.DrawGapiClientCallback=null):n()}else null==window.DrawGapiClientCallback&&(window.DrawGapiClientCallback=f)});f()}if("1"!=urlParams.embed||"1"==urlParams.db){var c=mxUtils.bind(this,function(){if("function"===typeof Dropbox&&"undefined"!==typeof Dropbox.choose){window.DrawDropboxClientCallback=null;try{this.dropbox=new DropboxClient(this), -this.dropbox.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.dropbox))}catch(n){null!=window.console&&console.error(n)}}else null==window.DrawDropboxClientCallback&&(window.DrawDropboxClientCallback=c)});c()}if("1"!=urlParams.embed){if(this.bg=this.createBackground(),document.body.appendChild(this.bg),this.diagramContainer.style.visibility="hidden",this.formatContainer.style.visibility= -"hidden",this.hsplit.style.display="none",this.sidebarContainer.style.display="none",this.sidebarFooterContainer.style.display="none","1"==urlParams.local?this.setMode(App.MODE_DEVICE):this.mode=App.mode,"serviceWorker"in navigator&&!this.editor.isChromelessView()&&(mxClient.IS_ANDROID||mxClient.IS_IOS)&&window.addEventListener("beforeinstallprompt",mxUtils.bind(this,function(n){this.showBanner("AddToHomeScreenFooter",mxResources.get("installApp"),function(){n.prompt()})})),mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp||this.isOffline()||mxClient.IS_ANDROID||mxClient.IS_IOS||null!=urlParams.open||this.editor.chromeless&&!this.editor.editable||this.editor.addListener("fileLoaded",mxUtils.bind(this,function(){var n=this.getCurrentFile();n=null!=n?n.getMode():null;"1"==urlParams.extAuth||n!=App.MODE_DEVICE&&n!=App.MODE_BROWSER?"1"!=urlParams.embed&&this.getServiceName():this.showDownloadDesktopBanner()})),!(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"1"==urlParams.embed||"auto"!=DrawioFile.SYNC|| -"1"==urlParams.local||"1"==urlParams.stealth||this.isOffline()||this.editor.chromeless&&!this.editor.editable)){var m=window.setTimeout(mxUtils.bind(this,function(){DrawioFile.SYNC="manual";var n=this.getCurrentFile();null!=n&&null!=n.sync&&(n.sync.destroy(),n.sync=null,n=mxUtils.htmlEntities(mxResources.get("timeout")),this.editor.setStatus('<div title="'+n+'" class="geStatusAlert">'+n+"</div>"));EditorUi.logEvent({category:"TIMEOUT-CACHE-CHECK",action:"timeout",label:408})}),Editor.cacheTimeout); -(new Date).getTime();mxUtils.get(EditorUi.cacheUrl+"?alive",mxUtils.bind(this,function(n){window.clearTimeout(m)}))}}else null!=this.menubar&&(this.menubar.container.style.paddingTop="0px");this.updateHeader();null!=this.menubar&&(this.buttonContainer=document.createElement("div"),this.buttonContainer.style.display="inline-block",this.buttonContainer.style.paddingRight="48px",this.buttonContainer.style.position="absolute",this.buttonContainer.style.right="0px",this.menubar.container.appendChild(this.buttonContainer)); -"atlas"!=uiTheme&&"1"!=urlParams.atlas||null==this.menubar||(null!=this.toggleElement&&(this.toggleElement.click(),this.toggleElement.style.display="none"),this.icon=document.createElement("img"),this.icon.setAttribute("src",IMAGE_PATH+"/logo-flat-small.png"),this.icon.setAttribute("title",mxResources.get("draw.io")),this.icon.style.padding="1"==urlParams.atlas?"7px":"6px",this.icon.style.cursor="pointer",mxEvent.addListener(this.icon,"click",mxUtils.bind(this,function(n){this.appIconClicked(n)})), +mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.oneDrive))):null==window.DrawOneDriveClientCallback&&(window.DrawOneDriveClientCallback=b)});b()}if("1"!=urlParams.embed||"1"==urlParams.tr){var d=mxUtils.bind(this,function(){if("undefined"!==typeof window.Trello)try{this.trello=new TrelloClient(this),this.trello.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})), +this.fireEvent(new mxEventObject("clientLoaded","client",this.trello))}catch(m){null!=window.console&&console.error(m)}else null==window.DrawTrelloClientCallback&&(window.DrawTrelloClientCallback=d)});d()}if("1"!=urlParams.embed||"1"==urlParams.gapi){var f=mxUtils.bind(this,function(){if("undefined"!==typeof gapi){var m=mxUtils.bind(this,function(){this.drive=new DriveClient(this);this.drive.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries();this.checkLicense()})); +this.fireEvent(new mxEventObject("clientLoaded","client",this.drive))});null!=window.DrawGapiClientCallback?(gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,m),window.DrawGapiClientCallback=null):m()}else null==window.DrawGapiClientCallback&&(window.DrawGapiClientCallback=f)});f()}if("1"!=urlParams.embed||"1"==urlParams.db){var c=mxUtils.bind(this,function(){if("function"===typeof Dropbox&&"undefined"!==typeof Dropbox.choose){window.DrawDropboxClientCallback=null;try{this.dropbox=new DropboxClient(this), +this.dropbox.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.dropbox))}catch(m){null!=window.console&&console.error(m)}}else null==window.DrawDropboxClientCallback&&(window.DrawDropboxClientCallback=c)});c()}if("1"!=urlParams.embed){if(this.bg=this.createBackground(),document.body.appendChild(this.bg),this.diagramContainer.style.visibility="hidden",this.formatContainer.style.visibility= +"hidden",this.hsplit.style.display="none",this.sidebarContainer.style.display="none",this.sidebarFooterContainer.style.display="none","1"==urlParams.local?this.setMode(App.MODE_DEVICE):this.mode=App.mode,"serviceWorker"in navigator&&!this.editor.isChromelessView()&&(mxClient.IS_ANDROID||mxClient.IS_IOS)&&window.addEventListener("beforeinstallprompt",mxUtils.bind(this,function(m){this.showBanner("AddToHomeScreenFooter",mxResources.get("installApp"),function(){m.prompt()})})),mxClient.IS_CHROMEAPP|| +EditorUi.isElectronApp||this.isOffline()||mxClient.IS_ANDROID||mxClient.IS_IOS||null!=urlParams.open||this.editor.chromeless&&!this.editor.editable||this.editor.addListener("fileLoaded",mxUtils.bind(this,function(){var m=this.getCurrentFile();m=null!=m?m.getMode():null;"1"==urlParams.extAuth||m!=App.MODE_DEVICE&&m!=App.MODE_BROWSER?"1"!=urlParams.embed&&this.getServiceName():this.showDownloadDesktopBanner()})),!(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"1"==urlParams.embed||"auto"!=DrawioFile.SYNC|| +"1"==urlParams.local||"1"==urlParams.stealth||this.isOffline()||this.editor.chromeless&&!this.editor.editable)){var l=window.setTimeout(mxUtils.bind(this,function(){DrawioFile.SYNC="manual";var m=this.getCurrentFile();null!=m&&null!=m.sync&&(m.sync.destroy(),m.sync=null,m=mxUtils.htmlEntities(mxResources.get("timeout")),this.editor.setStatus('<div title="'+m+'" class="geStatusAlert">'+m+"</div>"));EditorUi.logEvent({category:"TIMEOUT-CACHE-CHECK",action:"timeout",label:408})}),Editor.cacheTimeout); +(new Date).getTime();mxUtils.get(EditorUi.cacheUrl+"?alive",mxUtils.bind(this,function(m){window.clearTimeout(l)}))}}else null!=this.menubar&&(this.menubar.container.style.paddingTop="0px");this.updateHeader();null!=this.menubar&&(this.buttonContainer=document.createElement("div"),this.buttonContainer.style.display="inline-block",this.buttonContainer.style.paddingRight="48px",this.buttonContainer.style.position="absolute",this.buttonContainer.style.right="0px",this.menubar.container.appendChild(this.buttonContainer)); +"atlas"!=uiTheme&&"1"!=urlParams.atlas||null==this.menubar||(null!=this.toggleElement&&(this.toggleElement.click(),this.toggleElement.style.display="none"),this.icon=document.createElement("img"),this.icon.setAttribute("src",IMAGE_PATH+"/logo-flat-small.png"),this.icon.setAttribute("title",mxResources.get("draw.io")),this.icon.style.padding="1"==urlParams.atlas?"7px":"6px",this.icon.style.cursor="pointer",mxEvent.addListener(this.icon,"click",mxUtils.bind(this,function(m){this.appIconClicked(m)})), this.menubar.container.insertBefore(this.icon,this.menubar.container.firstChild));this.editor.graph.isViewer()&&this.initializeViewerMode()};App.prototype.scheduleSanityCheck=function(){mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=this.sanityCheckThread||(this.sanityCheckThread=window.setTimeout(mxUtils.bind(this,function(){this.sanityCheckThread=null;this.sanityCheck()}),this.warnInterval))}; App.prototype.stopSanityCheck=function(){null!=this.sanityCheckThread&&(window.clearTimeout(this.sanityCheckThread),this.sanityCheckThread=null)}; -App.prototype.sanityCheck=function(){var b=this.getCurrentFile();if(null!=b&&b.isModified()&&b.isAutosave()&&b.isOverdue()){var e={category:"WARN-FILE-"+b.getHash(),action:(b.savingFile?"saving":"")+(b.savingFile&&null!=b.savingFileTime?"_"+Math.round((Date.now()-b.savingFileTime.getTime())/1E3):"")+(null!=b.saveLevel?"-sl_"+b.saveLevel:"")+"-age_"+(null!=b.ageStart?Math.round((Date.now()-b.ageStart.getTime())/1E3):"x")+(this.editor.autosave?"":"-nosave")+(b.isAutosave()?"":"-noauto")+"-open_"+(null!= -b.opened?Math.round((Date.now()-b.opened.getTime())/1E3):"x")+"-save_"+(null!=b.lastSaved?Math.round((Date.now()-b.lastSaved.getTime())/1E3):"x")+"-change_"+(null!=b.lastChanged?Math.round((Date.now()-b.lastChanged.getTime())/1E3):"x")+"-alive_"+Math.round((Date.now()-App.startTime.getTime())/1E3),label:null!=b.sync?"client_"+b.sync.clientId:"nosync"};b.constructor==DriveFile&&null!=b.desc&&null!=this.drive&&(e.label+=(null!=this.drive.user?"-user_"+this.drive.user.id:"-nouser")+"-rev_"+b.desc.headRevisionId+ -"-mod_"+b.desc.modifiedDate+"-size_"+b.getSize()+"-mime_"+b.desc.mimeType);EditorUi.logEvent(e);e=mxResources.get("ensureDataSaved");null!=b.lastSaved&&(e=this.timeSince(b.lastSaved),null==e&&(e=mxResources.get("lessThanAMinute")),e=mxResources.get("lastSaved",[e]));this.spinner.stop();this.showError(mxResources.get("unsavedChanges"),e,mxResources.get("ignore"),mxUtils.bind(this,function(){this.hideDialog()}),null,mxResources.get("save"),mxUtils.bind(this,function(){this.stopSanityCheck();this.actions.get(null!= +App.prototype.sanityCheck=function(){var b=this.getCurrentFile();if(null!=b&&b.isModified()&&b.isAutosave()&&b.isOverdue()){var d={category:"WARN-FILE-"+b.getHash(),action:(b.savingFile?"saving":"")+(b.savingFile&&null!=b.savingFileTime?"_"+Math.round((Date.now()-b.savingFileTime.getTime())/1E3):"")+(null!=b.saveLevel?"-sl_"+b.saveLevel:"")+"-age_"+(null!=b.ageStart?Math.round((Date.now()-b.ageStart.getTime())/1E3):"x")+(this.editor.autosave?"":"-nosave")+(b.isAutosave()?"":"-noauto")+"-open_"+(null!= +b.opened?Math.round((Date.now()-b.opened.getTime())/1E3):"x")+"-save_"+(null!=b.lastSaved?Math.round((Date.now()-b.lastSaved.getTime())/1E3):"x")+"-change_"+(null!=b.lastChanged?Math.round((Date.now()-b.lastChanged.getTime())/1E3):"x")+"-alive_"+Math.round((Date.now()-App.startTime.getTime())/1E3),label:null!=b.sync?"client_"+b.sync.clientId:"nosync"};b.constructor==DriveFile&&null!=b.desc&&null!=this.drive&&(d.label+=(null!=this.drive.user?"-user_"+this.drive.user.id:"-nouser")+"-rev_"+b.desc.headRevisionId+ +"-mod_"+b.desc.modifiedDate+"-size_"+b.getSize()+"-mime_"+b.desc.mimeType);EditorUi.logEvent(d);d=mxResources.get("ensureDataSaved");null!=b.lastSaved&&(d=this.timeSince(b.lastSaved),null==d&&(d=mxResources.get("lessThanAMinute")),d=mxResources.get("lastSaved",[d]));this.spinner.stop();this.showError(mxResources.get("unsavedChanges"),d,mxResources.get("ignore"),mxUtils.bind(this,function(){this.hideDialog()}),null,mxResources.get("save"),mxUtils.bind(this,function(){this.stopSanityCheck();this.actions.get(null!= this.mode&&b.isEditable()?"save":"saveAs").funct()}),null,null,360,120,null,mxUtils.bind(this,function(){this.scheduleSanityCheck()}))}};App.prototype.isDriveDomain=function(){return"0"!=urlParams.drive&&("test.draw.io"==window.location.hostname||"www.draw.io"==window.location.hostname||"drive.draw.io"==window.location.hostname||"app.diagrams.net"==window.location.hostname||"jgraph.github.io"==window.location.hostname)}; App.prototype.getPusher=function(){null==this.pusher&&"function"===typeof window.Pusher&&(this.pusher=new Pusher(App.PUSHER_KEY,{cluster:App.PUSHER_CLUSTER,encrypted:!0}));return this.pusher};App.prototype.showNameChangeBanner=function(){this.showBanner("DiagramsFooter","draw.io is now diagrams.net",mxUtils.bind(this,function(){this.openLink("https://www.diagrams.net/blog/move-diagrams-net")}))}; App.prototype.showNameConfBanner=function(){this.showBanner("ConfFooter","Try draw.io for Confluence",mxUtils.bind(this,function(){this.openLink("https://marketplace.atlassian.com/apps/1210933/draw-io-diagrams-for-confluence")}),!0)};App.prototype.showDownloadDesktopBanner=function(){this.showBanner("DesktopFooter",mxResources.get("downloadDesktop"),mxUtils.bind(this,function(){this.openLink("https://get.diagrams.net/")}))}; App.prototype.showRatingBanner=function(){if(!(this.bannerShowing||this.hideBannerratingFooter||isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings.closeratingFooter)){var b=document.createElement("div");b.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(b.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(b.style, -"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(b.style,"transition","all 1s ease");b.className="geBtn gePrimaryBtn";var e=document.createElement("img");e.setAttribute("src",Dialog.prototype.closeImage);e.setAttribute("title",mxResources.get("close"));e.setAttribute("border","0");e.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";b.appendChild(e);mxUtils.write(b,"Please rate us");document.body.appendChild(b);var f=document.createElement("img"); +"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(b.style,"transition","all 1s ease");b.className="geBtn gePrimaryBtn";var d=document.createElement("img");d.setAttribute("src",Dialog.prototype.closeImage);d.setAttribute("title",mxResources.get("close"));d.setAttribute("border","0");d.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";b.appendChild(d);mxUtils.write(b,"Please rate us");document.body.appendChild(b);var f=document.createElement("img"); f.setAttribute("border","0");f.setAttribute("align","absmiddle");f.setAttribute("title","1 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b.appendChild(f);var c=document.createElement("img");c.setAttribute("border","0");c.setAttribute("align","absmiddle");c.setAttribute("title","2 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Date).getTime(),mxUtils.bind(this,function(m){try{if(200<=m.getStatus()&&299>=m.getStatus()){var n=m.getText();if(0<n.length){var v=JSON.parse(n);null!=v&&this.handleLicense(v, -c)}}}catch(d){}}))}};App.prototype.handleLicense=function(b,e){null!=b&&null!=b.plugins&&App.loadPlugins(b.plugins.split(";"),!0)};App.prototype.getEditBlankXml=function(){var b=this.getCurrentFile();return null!=b&&this.editor.isChromelessView()&&this.editor.graph.isLightboxView()?b.getData():this.getFileData(!0)};App.prototype.updateActionStates=function(){EditorUi.prototype.updateActionStates.apply(this,arguments);this.actions.get("revisionHistory").setEnabled(this.isRevisionHistoryEnabled())}; -App.prototype.addRecent=function(b){if(isLocalStorage&&null!=localStorage){var e=this.getRecent();if(null==e)e=[];else for(var 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+b.appendChild(m);this.bannerShowing=!0;var x=mxUtils.bind(this,function(){null!=b.parentNode&&(b.parentNode.removeChild(b),this.bannerShowing=!1,this.hideBannerratingFooter=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings.closeratingFooter=Date.now(),mxSettings.save()))});mxEvent.addListener(d,"click",mxUtils.bind(this,function(z){mxEvent.consume(z);x()}));mxEvent.addListener(f,"click",mxUtils.bind(this,function(z){mxEvent.consume(z);x()}));mxEvent.addListener(c,"click",mxUtils.bind(this, +function(z){mxEvent.consume(z);x()}));mxEvent.addListener(l,"click",mxUtils.bind(this,function(z){mxEvent.consume(z);x()}));mxEvent.addListener(m,"click",mxUtils.bind(this,function(z){mxEvent.consume(z);window.open("https://marketplace.atlassian.com/apps/1210933/draw-io-diagrams-for-confluence?hosting=datacenter&tab=reviews");x()}));d=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(b.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){x()}),1E3)});window.setTimeout(mxUtils.bind(this, +function(){mxUtils.setPrefixedStyle(b.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(d,6E4)}}; +App.prototype.checkLicense=function(){var b=this.drive.getUser(),d=null!=b?b.email:null;if(!this.isOffline()&&!this.editor.chromeless&&null!=d&&null!=b.id){var f=d.lastIndexOf("@"),c=0<=f?d.substring(f+1):"";b=Editor.crc32(b.id);mxUtils.post("/license","domain="+encodeURIComponent(c)+"&id="+encodeURIComponent(b)+"&ts="+(new Date).getTime(),mxUtils.bind(this,function(l){try{if(200<=l.getStatus()&&299>=l.getStatus()){var m=l.getText();if(0<m.length){var x=JSON.parse(m);null!=x&&this.handleLicense(x, +c)}}}catch(z){}}))}};App.prototype.handleLicense=function(b,d){null!=b&&null!=b.plugins&&App.loadPlugins(b.plugins.split(";"),!0)};App.prototype.getEditBlankXml=function(){var b=this.getCurrentFile();return null!=b&&this.editor.isChromelessView()&&this.editor.graph.isLightboxView()?b.getData():this.getFileData(!0)};App.prototype.updateActionStates=function(){EditorUi.prototype.updateActionStates.apply(this,arguments);this.actions.get("revisionHistory").setEnabled(this.isRevisionHistoryEnabled())}; +App.prototype.addRecent=function(b){if(isLocalStorage&&null!=localStorage){var d=this.getRecent();if(null==d)d=[];else for(var f=0;f<d.length;f++)d[f].id==b.id&&d.splice(f,1);null!=d&&(d.unshift(b),d=d.slice(0,10),localStorage.setItem(".recent",JSON.stringify(d)))}};App.prototype.getRecent=function(){if(isLocalStorage&&null!=localStorage){try{var b=localStorage.getItem(".recent");if(null!=b)return JSON.parse(b)}catch(d){}return null}}; +App.prototype.resetRecent=function(b){if(isLocalStorage&&null!=localStorage)try{localStorage.removeItem(".recent")}catch(d){}}; App.prototype.onBeforeUnload=function(){if("1"==urlParams.embed&&this.editor.modified)return mxResources.get("allChangesLost");var b=this.getCurrentFile();if(null!=b)if(b.constructor!=LocalFile||""!=b.getHash()||b.isModified()||"1"==urlParams.nowarn||this.isDiagramEmpty()||null!=urlParams.url||this.editor.isChromelessView()||null!=b.fileHandle){if(b.isModified())return mxResources.get("allChangesLost");b.close(!0)}else return mxResources.get("ensureDataSaved")}; -App.prototype.updateDocumentTitle=function(){if(!this.editor.graph.isLightboxView()){var b=this.editor.appName,e=this.getCurrentFile();this.isOfflineApp()&&(b+=" app");null!=e&&(b=(null!=e.getTitle()?e.getTitle():this.defaultFilename)+" - "+b);document.title!=b&&(document.title=b,b=this.editor.graph,b.invalidateDescendantsWithPlaceholders(b.model.getRoot()),b.view.validate())}}; -App.prototype.getThumbnail=function(b,e){var f=!1;try{var c=!0,m=window.setTimeout(mxUtils.bind(this,function(){c=!1;e(null)}),this.timeout),n=mxUtils.bind(this,function(F){window.clearTimeout(m);c&&e(F)});null==this.thumbImageCache&&(this.thumbImageCache={});var v=this.editor.graph,d=v.backgroundImage,g=null!=v.themes&&"darkTheme"==v.defaultThemeName;if(null!=this.pages&&(g||this.currentPage!=this.pages[0])){var k=v.getGlobalVariable;v=this.createTemporaryGraph(v.getStylesheet());v.setBackgroundImage= -this.editor.graph.setBackgroundImage;var l=this.pages[0];this.currentPage==l?v.setBackgroundImage(d):null!=l.viewState&&null!=l.viewState&&(d=l.viewState.backgroundImage,v.setBackgroundImage(d));v.getGlobalVariable=function(F){return"page"==F?l.getName():"pagenumber"==F?1:k.apply(this,arguments)};v.getGlobalVariable=k;document.body.appendChild(v.container);v.model.setRoot(l.root)}if(mxClient.IS_CHROMEAPP||this.useCanvasForExport)this.editor.exportToCanvas(mxUtils.bind(this,function(F){try{v!=this.editor.graph&& -null!=v.container.parentNode&&v.container.parentNode.removeChild(v.container)}catch(H){F=null}n(F)}),b,this.thumbImageCache,"#ffffff",function(){n()},null,null,null,null,null,null,v,null,null,null,null,"diagram",null),f=!0;else if(this.canvasSupported&&null!=this.getCurrentFile()){var p=document.createElement("canvas"),q=v.getGraphBounds(),y=v.view.translate,z=v.view.scale;null!=d&&(q=mxRectangle.fromRectangle(q),q.add(new mxRectangle((y.x+d.x)*z,(y.y+d.y)*z,d.width*z,d.height*z)));var A=b/q.width; -A=Math.min(1,Math.min(3*b/(4*q.height),A));var B=Math.floor(q.x),J=Math.floor(q.y);p.setAttribute("width",Math.ceil(A*(q.width+4)));p.setAttribute("height",Math.ceil(A*(q.height+4)));var N=p.getContext("2d");N.scale(A,A);N.translate(-B,-J);var K=v.background;if(null==K||""==K||K==mxConstants.NONE)K="#ffffff";N.save();N.fillStyle=K;N.fillRect(B,J,Math.ceil(q.width+4),Math.ceil(q.height+4));N.restore();if(null!=d){var u=new Image;u.src=d.src;N.drawImage(u,d.x*A,d.y*A,d.width*A,d.height*A)}var x=new mxJsCanvas(p), -G=new mxAsyncCanvas(this.thumbImageCache);x.images=this.thumbImageCache.images;var D=new mxImageExport;D.drawShape=function(F,H){F.shape instanceof mxShape&&F.shape.checkBounds()&&(H.save(),H.translate(.5,.5),F.shape.paint(H),H.translate(-.5,-.5),H.restore())};D.drawText=function(F,H){};D.drawState(v.getView().getState(v.model.root),G);G.finish(mxUtils.bind(this,function(){try{D.drawState(v.getView().getState(v.model.root),x),v!=this.editor.graph&&null!=v.container.parentNode&&v.container.parentNode.removeChild(v.container)}catch(F){p= -null}n(p)}));f=!0}}catch(F){f=!1,null!=v&&v!=this.editor.graph&&null!=v.container.parentNode&&v.container.parentNode.removeChild(v.container)}f||window.clearTimeout(m);return f};App.prototype.createBackground=function(){var b=this.createDiv("background");b.style.position="absolute";b.style.background="white";b.style.left="0px";b.style.top="0px";b.style.bottom="0px";b.style.right="0px";mxUtils.setOpacity(b,100);return b}; -(function(){var b=EditorUi.prototype.setMode;App.prototype.setMode=function(e,f){b.apply(this,arguments);null!=this.mode&&(Editor.useLocalStorage=this.mode==App.MODE_BROWSER);if(null!=this.appIcon){var c=this.getCurrentFile();e=null!=c?c.getMode():e;e==App.MODE_GOOGLE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("googleDrive")])),this.appIcon.style.cursor="pointer"):e==App.MODE_DROPBOX?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("dropbox")])), -this.appIcon.style.cursor="pointer"):e==App.MODE_ONEDRIVE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("oneDrive")])),this.appIcon.style.cursor="pointer"):(this.appIcon.removeAttribute("title"),this.appIcon.style.cursor=e==App.MODE_DEVICE?"pointer":"default")}if(f)try{if(isLocalStorage)localStorage.setItem(".mode",e);else if("undefined"!=typeof Storage){var m=new Date;m.setYear(m.getFullYear()+1);document.cookie="MODE="+e+"; expires="+m.toUTCString()}}catch(n){}}})(); -App.prototype.appIconClicked=function(b){if(mxEvent.isAltDown(b))this.showSplash(!0);else{var e=this.getCurrentFile(),f=null!=e?e.getMode():null;f==App.MODE_GOOGLE?null!=e&&null!=e.desc&&null!=e.desc.parents&&0<e.desc.parents.length&&!mxEvent.isShiftDown(b)?this.openLink("https://drive.google.com/drive/folders/"+e.desc.parents[0].id):null!=e&&null!=e.getId()?this.openLink("https://drive.google.com/open?id="+e.getId()):this.openLink("https://drive.google.com/?authuser=0"):f==App.MODE_ONEDRIVE?null!= -e&&null!=e.meta&&null!=e.meta.webUrl?(f=e.meta.webUrl,e=encodeURIComponent(e.meta.name),f.substring(f.length-e.length,f.length)==e&&(f=f.substring(0,f.length-e.length)),this.openLink(f)):this.openLink("https://onedrive.live.com/"):f==App.MODE_DROPBOX?null!=e&&null!=e.stat&&null!=e.stat.path_display?(f="https://www.dropbox.com/home/Apps/drawio"+e.stat.path_display,mxEvent.isShiftDown(b)||(f=f.substring(0,f.length-e.stat.name.length)),this.openLink(f)):this.openLink("https://www.dropbox.com/"):f==App.MODE_TRELLO? -this.openLink("https://trello.com/"):f==App.MODE_GITHUB?null!=e&&e.constructor==GitHubFile?this.openLink(e.meta.html_url):this.openLink("https://github.com/"):f==App.MODE_GITLAB?null!=e&&e.constructor==GitLabFile?this.openLink(e.meta.html_url):this.openLink(DRAWIO_GITLAB_URL):f==App.MODE_DEVICE&&this.openLink("https://get.draw.io/")}mxEvent.consume(b)}; -App.prototype.clearMode=function(){if(isLocalStorage)localStorage.removeItem(".mode");else if("undefined"!=typeof Storage){var b=new Date;b.setYear(b.getFullYear()-1);document.cookie="MODE=; expires="+b.toUTCString()}};App.prototype.getDiagramId=function(){var b=window.location.hash;null!=b&&0<b.length&&(b=b.substring(1));if(null!=b&&1<b.length&&"T"==b.charAt(0)){var e=b.indexOf("#");0<e&&(b=b.substring(0,e))}return b}; -App.prototype.open=function(){try{if(null!=window.opener){var b=urlParams.create;null!=b&&(b=decodeURIComponent(b));if(null!=b&&0<b.length&&"http://"!=b.substring(0,7)&&"https://"!=b.substring(0,8)){var e=mxUtils.parseXml(window.opener[b]);this.editor.setGraphXml(e.documentElement)}else null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(f,c,m){this.spinner.stop();null==c&&(c=urlParams.title,m=!0,c=null!=c?decodeURIComponent(c):this.defaultFilename);0<(this.useCanvasForExport? --1:".png"==c.substring(c.length-4))&&(c=c.substring(0,c.length-4)+".drawio");this.fileLoaded(mxClient.IS_IOS?new StorageFile(this,f,c):new LocalFile(this,f,c,m))}))}}catch(f){}};App.prototype.loadGapi=function(b){"undefined"!==typeof gapi&&gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,b)}; +App.prototype.updateDocumentTitle=function(){if(!this.editor.graph.isLightboxView()){var b=this.editor.appName,d=this.getCurrentFile();this.isOfflineApp()&&(b+=" app");null!=d&&(b=(null!=d.getTitle()?d.getTitle():this.defaultFilename)+" - "+b);document.title!=b&&(document.title=b,b=this.editor.graph,b.invalidateDescendantsWithPlaceholders(b.model.getRoot()),b.view.validate())}}; +App.prototype.getThumbnail=function(b,d){var f=!1;try{var c=!0,l=window.setTimeout(mxUtils.bind(this,function(){c=!1;d(null)}),this.timeout),m=mxUtils.bind(this,function(I){window.clearTimeout(l);c&&d(I)});null==this.thumbImageCache&&(this.thumbImageCache={});var x=this.editor.graph,z=x.backgroundImage,C=null!=x.themes&&"darkTheme"==x.defaultThemeName;if(null!=this.pages&&(C||this.currentPage!=this.pages[0])){var e=x.getGlobalVariable;x=this.createTemporaryGraph(x.getStylesheet());x.setBackgroundImage= +this.editor.graph.setBackgroundImage;var g=this.pages[0];this.currentPage==g?x.setBackgroundImage(z):null!=g.viewState&&null!=g.viewState&&(z=g.viewState.backgroundImage,x.setBackgroundImage(z));x.getGlobalVariable=function(I){return"page"==I?g.getName():"pagenumber"==I?1:e.apply(this,arguments)};x.getGlobalVariable=e;document.body.appendChild(x.container);x.model.setRoot(g.root)}if(mxClient.IS_CHROMEAPP||this.useCanvasForExport)this.editor.exportToCanvas(mxUtils.bind(this,function(I){try{x!=this.editor.graph&& +null!=x.container.parentNode&&x.container.parentNode.removeChild(x.container)}catch(M){I=null}m(I)}),b,this.thumbImageCache,"#ffffff",function(){m()},null,null,null,null,null,null,x,null,null,null,null,"diagram",null),f=!0;else if(this.canvasSupported&&null!=this.getCurrentFile()){var k=document.createElement("canvas"),n=x.getGraphBounds(),q=x.view.translate,p=x.view.scale;null!=z&&(n=mxRectangle.fromRectangle(n),n.add(new mxRectangle((q.x+z.x)*p,(q.y+z.y)*p,z.width*p,z.height*p)));var A=b/n.width; +A=Math.min(1,Math.min(3*b/(4*n.height),A));var E=Math.floor(n.x),y=Math.floor(n.y);k.setAttribute("width",Math.ceil(A*(n.width+4)));k.setAttribute("height",Math.ceil(A*(n.height+4)));var B=k.getContext("2d");B.scale(A,A);B.translate(-E,-y);var J=x.background;if(null==J||""==J||J==mxConstants.NONE)J="#ffffff";B.save();B.fillStyle=J;B.fillRect(E,y,Math.ceil(n.width+4),Math.ceil(n.height+4));B.restore();if(null!=z){var N=new Image;N.src=z.src;B.drawImage(N,z.x*A,z.y*A,z.width*A,z.height*A)}var v=new mxJsCanvas(k), +u=new mxAsyncCanvas(this.thumbImageCache);v.images=this.thumbImageCache.images;var G=new mxImageExport;G.drawShape=function(I,M){I.shape instanceof mxShape&&I.shape.checkBounds()&&(M.save(),M.translate(.5,.5),I.shape.paint(M),M.translate(-.5,-.5),M.restore())};G.drawText=function(I,M){};G.drawState(x.getView().getState(x.model.root),u);u.finish(mxUtils.bind(this,function(){try{G.drawState(x.getView().getState(x.model.root),v),x!=this.editor.graph&&null!=x.container.parentNode&&x.container.parentNode.removeChild(x.container)}catch(I){k= +null}m(k)}));f=!0}}catch(I){f=!1,null!=x&&x!=this.editor.graph&&null!=x.container.parentNode&&x.container.parentNode.removeChild(x.container)}f||window.clearTimeout(l);return f};App.prototype.createBackground=function(){var b=this.createDiv("background");b.style.position="absolute";b.style.background="white";b.style.left="0px";b.style.top="0px";b.style.bottom="0px";b.style.right="0px";mxUtils.setOpacity(b,100);return b}; +(function(){var b=EditorUi.prototype.setMode;App.prototype.setMode=function(d,f){b.apply(this,arguments);null!=this.mode&&(Editor.useLocalStorage=this.mode==App.MODE_BROWSER);if(null!=this.appIcon){var c=this.getCurrentFile();d=null!=c?c.getMode():d;d==App.MODE_GOOGLE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("googleDrive")])),this.appIcon.style.cursor="pointer"):d==App.MODE_DROPBOX?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("dropbox")])), +this.appIcon.style.cursor="pointer"):d==App.MODE_ONEDRIVE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("oneDrive")])),this.appIcon.style.cursor="pointer"):(this.appIcon.removeAttribute("title"),this.appIcon.style.cursor=d==App.MODE_DEVICE?"pointer":"default")}if(f)try{if(isLocalStorage)localStorage.setItem(".mode",d);else if("undefined"!=typeof Storage){var l=new Date;l.setYear(l.getFullYear()+1);document.cookie="MODE="+d+"; expires="+l.toUTCString()}}catch(m){}}})(); +App.prototype.appIconClicked=function(b){if(mxEvent.isAltDown(b))this.showSplash(!0);else{var d=this.getCurrentFile(),f=null!=d?d.getMode():null;f==App.MODE_GOOGLE?null!=d&&null!=d.desc&&null!=d.desc.parents&&0<d.desc.parents.length&&!mxEvent.isShiftDown(b)?this.openLink("https://drive.google.com/drive/folders/"+d.desc.parents[0].id):null!=d&&null!=d.getId()?this.openLink("https://drive.google.com/open?id="+d.getId()):this.openLink("https://drive.google.com/?authuser=0"):f==App.MODE_ONEDRIVE?null!= +d&&null!=d.meta&&null!=d.meta.webUrl?(f=d.meta.webUrl,d=encodeURIComponent(d.meta.name),f.substring(f.length-d.length,f.length)==d&&(f=f.substring(0,f.length-d.length)),this.openLink(f)):this.openLink("https://onedrive.live.com/"):f==App.MODE_DROPBOX?null!=d&&null!=d.stat&&null!=d.stat.path_display?(f="https://www.dropbox.com/home/Apps/drawio"+d.stat.path_display,mxEvent.isShiftDown(b)||(f=f.substring(0,f.length-d.stat.name.length)),this.openLink(f)):this.openLink("https://www.dropbox.com/"):f==App.MODE_TRELLO? +this.openLink("https://trello.com/"):f==App.MODE_GITHUB?null!=d&&d.constructor==GitHubFile?this.openLink(d.meta.html_url):this.openLink("https://github.com/"):f==App.MODE_GITLAB?null!=d&&d.constructor==GitLabFile?this.openLink(d.meta.html_url):this.openLink(DRAWIO_GITLAB_URL):f==App.MODE_DEVICE&&this.openLink("https://get.draw.io/")}mxEvent.consume(b)}; +App.prototype.clearMode=function(){if(isLocalStorage)localStorage.removeItem(".mode");else if("undefined"!=typeof Storage){var b=new Date;b.setYear(b.getFullYear()-1);document.cookie="MODE=; expires="+b.toUTCString()}};App.prototype.getDiagramId=function(){var b=window.location.hash;null!=b&&0<b.length&&(b=b.substring(1));if(null!=b&&1<b.length&&"T"==b.charAt(0)){var d=b.indexOf("#");0<d&&(b=b.substring(0,d))}return b}; +App.prototype.open=function(){try{if(null!=window.opener){var b=urlParams.create;null!=b&&(b=decodeURIComponent(b));if(null!=b&&0<b.length&&"http://"!=b.substring(0,7)&&"https://"!=b.substring(0,8)){var d=mxUtils.parseXml(window.opener[b]);this.editor.setGraphXml(d.documentElement)}else null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(f,c,l){this.spinner.stop();null==c&&(c=urlParams.title,l=!0,c=null!=c?decodeURIComponent(c):this.defaultFilename);0<(this.useCanvasForExport? +-1:".png"==c.substring(c.length-4))&&(c=c.substring(0,c.length-4)+".drawio");this.fileLoaded(mxClient.IS_IOS?new StorageFile(this,f,c):new LocalFile(this,f,c,l))}))}}catch(f){}};App.prototype.loadGapi=function(b){"undefined"!==typeof gapi&&gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,b)}; App.prototype.load=function(){if("1"!=urlParams.embed){if(this.spinner.spin(document.body,mxResources.get("starting"))){try{this.stateArg=null!=urlParams.state&&null!=this.drive?JSON.parse(decodeURIComponent(urlParams.state)):null}catch(b){}this.editor.graph.setEnabled(null!=this.getCurrentFile());null!=window.location.hash&&0!=window.location.hash.length||null==this.drive||null==this.stateArg||null==this.stateArg.userId||this.drive.setUserId(this.stateArg.userId);null!=urlParams.fileId?(window.location.hash= "G"+urlParams.fileId,window.location.search=this.getSearch(["fileId"])):null==this.drive?(this.mode==App.MODE_GOOGLE&&(this.mode=null),this.start()):this.loadGapi(mxUtils.bind(this,function(){this.start()}))}}else this.restoreLibraries(),"1"==urlParams.gapi&&this.loadGapi(function(){})}; -App.prototype.showRefreshDialog=function(b,e){this.showingRefreshDialog||(this.showingRefreshDialog=!0,this.showError(b||mxResources.get("externalChanges"),e||mxResources.get("redirectToNewApp"),mxResources.get("refresh"),mxUtils.bind(this,function(){var f=this.getCurrentFile();null!=f&&f.setModified(!1);this.spinner.spin(document.body,mxResources.get("connecting"));this.editor.graph.setEnabled(!1);window.location.reload()}),null,null,null,null,null,340,180),null!=this.dialog&&null!=this.dialog.container&& +App.prototype.showRefreshDialog=function(b,d){this.showingRefreshDialog||(this.showingRefreshDialog=!0,this.showError(b||mxResources.get("externalChanges"),d||mxResources.get("redirectToNewApp"),mxResources.get("refresh"),mxUtils.bind(this,function(){var f=this.getCurrentFile();null!=f&&f.setModified(!1);this.spinner.spin(document.body,mxResources.get("connecting"));this.editor.graph.setEnabled(!1);window.location.reload()}),null,null,null,null,null,340,180),null!=this.dialog&&null!=this.dialog.container&& (b=this.createRealtimeNotice(),b.style.left="0",b.style.right="0",b.style.borderRadius="0",b.style.borderLeftStyle="none",b.style.borderRightStyle="none",b.style.marginBottom="26px",b.style.padding="8px 0 8px 0",this.dialog.container.appendChild(b)))}; -App.prototype.showAlert=function(b){if(null!=b&&0<b.length){var e=document.createElement("div");e.className="geAlert";e.style.zIndex=2E9;e.style.left="50%";e.style.top="-100%";e.style.maxWidth="80%";e.style.width="max-content";e.style.whiteSpace="pre-wrap";mxUtils.setPrefixedStyle(e.style,"transform","translate(-50%,0%)");mxUtils.setPrefixedStyle(e.style,"transition","all 1s ease");e.innerHTML=b;b=document.createElement("a");b.className="geAlertLink";b.style.textAlign="right";b.style.marginTop="20px"; -b.style.display="block";b.setAttribute("title",mxResources.get("close"));b.innerHTML=mxResources.get("close");e.appendChild(b);mxEvent.addListener(b,"click",function(f){null!=e.parentNode&&(e.parentNode.removeChild(e),mxEvent.consume(f))});document.body.appendChild(e);window.setTimeout(function(){e.style.top="30px"},10);window.setTimeout(function(){mxUtils.setPrefixedStyle(e.style,"transition","all 2s ease");e.style.opacity="0";window.setTimeout(function(){null!=e.parentNode&&e.parentNode.removeChild(e)}, +App.prototype.showAlert=function(b){if(null!=b&&0<b.length){var d=document.createElement("div");d.className="geAlert";d.style.zIndex=2E9;d.style.left="50%";d.style.top="-100%";d.style.maxWidth="80%";d.style.width="max-content";d.style.whiteSpace="pre-wrap";mxUtils.setPrefixedStyle(d.style,"transform","translate(-50%,0%)");mxUtils.setPrefixedStyle(d.style,"transition","all 1s ease");d.innerHTML=b;b=document.createElement("a");b.className="geAlertLink";b.style.textAlign="right";b.style.marginTop="20px"; +b.style.display="block";b.setAttribute("title",mxResources.get("close"));b.innerHTML=mxResources.get("close");d.appendChild(b);mxEvent.addListener(b,"click",function(f){null!=d.parentNode&&(d.parentNode.removeChild(d),mxEvent.consume(f))});document.body.appendChild(d);window.setTimeout(function(){d.style.top="30px"},10);window.setTimeout(function(){mxUtils.setPrefixedStyle(d.style,"transition","all 2s ease");d.style.opacity="0";window.setTimeout(function(){null!=d.parentNode&&d.parentNode.removeChild(d)}, 2E3)},15E3)}}; -App.prototype.start=function(){null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);this.restoreLibraries();this.spinner.stop();try{var b=this;window.onerror=function(n,v,d,g,k){"ResizeObserver loop limit exceeded"!=n&&(EditorUi.logError("Uncaught: "+(null!=n?n:""),v,d,g,k,null,!0),b.handleError({message:n},mxResources.get("unknownError"),null,null,null,null,!0))};if("1"!=urlParams.client&&"1"!=urlParams.embed){try{isLocalStorage&&window.addEventListener("storage",mxUtils.bind(this, -function(n){var v=this.getCurrentFile();EditorUi.debug("storage event",[n],[v]);null!=v&&".draft-alive-check"==n.key&&null!=n.newValue&&null!=v.draftId&&(this.draftAliveCheck=n.newValue,v.saveDraft())})),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()||null!=urlParams.open||!/www\.draw\.io$/.test(window.location.hostname)||this.editor.chromeless&&!this.editor.editable||this.showNameChangeBanner()}catch(n){}mxEvent.addListener(window,"hashchange",mxUtils.bind(this,function(n){try{this.hideDialog(); -var v=this.getDiagramId(),d=this.getCurrentFile();null!=d&&d.getHash()==v||this.loadFile(v,!0)}catch(g){null!=document.body&&this.handleError(g,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var k=this.getCurrentFile();window.location.hash=null!=k?k.getHash():""}))}}))}if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.desc)try{this.loadDescriptor(JSON.parse(Graph.decompress(urlParams.desc)),null,mxUtils.bind(this,function(n){this.handleError(n,mxResources.get("errorLoadingFile"))}))}catch(n){this.handleError(n, -mxResources.get("errorLoadingFile"))}else if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.url)this.loadFile("U"+urlParams.url,!0);else if(null==this.getCurrentFile()){var e=mxUtils.bind(this,function(){if("1"==urlParams.client&&(null==window.location.hash||0==window.location.hash.length||"#P"==window.location.hash.substring(0,2))){var n=mxUtils.bind(this,function(g){Editor.isPngDataUrl(g)&&(g=Editor.extractGraphModelFromPng(g));var k=urlParams.title;k=null!=k?decodeURIComponent(k): -this.defaultFilename;g=new LocalFile(this,g,k,!0);null!=window.location.hash&&"#P"==window.location.hash.substring(0,2)&&(g.getHash=function(){return window.location.hash.substring(1)});this.fileLoaded(g);this.getCurrentFile().setModified(!this.editor.chromeless)}),v=window.opener||window.parent;if(v!=window){var d=urlParams.create;null!=d?n(v[decodeURIComponent(d)]):(d=urlParams.data,null!=d?n(decodeURIComponent(d)):this.installMessageHandler(mxUtils.bind(this,function(g,k){k.source==v&&n(g)})))}}else if(null== -this.dialog)if("1"==urlParams.demo)d=Editor.useLocalStorage,this.createFile(this.defaultFilename,null,null,null,null,null,null,!0),Editor.useLocalStorage=d;else{d=!1;try{d=null!=window.opener&&null!=window.opener.openFile}catch(g){}d?this.spinner.spin(document.body,mxResources.get("loading")):(d=this.getDiagramId(),!EditorUi.enableDrafts||null!=urlParams.mode||"draw.io"!=this.getServiceName()||null!=d&&0!=d.length||this.editor.isChromelessView()?null!=d&&0<d.length?this.loadFile(d,null,null,mxUtils.bind(this, -function(){var g=decodeURIComponent(urlParams.viewbox||"");if(""!=g)try{var k=JSON.parse(g);this.editor.graph.fitWindow(k,k.border)}catch(l){console.error(l)}})):"0"!=urlParams.splash||null!=urlParams.mode?this.loadFile():EditorUi.isElectronApp||this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0):this.checkDrafts())}}),f=decodeURIComponent(urlParams.create||"");if((null==window.location.hash||1>=window.location.hash.length)&&null!=f&&0<f.length&&this.spinner.spin(document.body, -mxResources.get("loading"))){var c=mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("reconnecting"))&&(window.location.search=this.getSearch(["create","title"]))}),m=mxUtils.bind(this,function(n){this.spinner.stop();if("0"!=urlParams.splash){this.fileLoaded(new LocalFile(this,n,null));this.editor.graph.setEnabled(!1);this.mode=urlParams.mode;var v=urlParams.title;v=null!=v?decodeURIComponent(v):this.defaultFilename;n=this.getServiceCount(!0);isLocalStorage&&n++;var d=4>= -n?2:6<n?4:3;v=new CreateDialog(this,v,mxUtils.bind(this,function(g,k){if(null==k){this.hideDialog();var l=Editor.useLocalStorage;this.createFile(0<g.length?g:this.defaultFilename,this.getFileData(),null,null,null,!0,null,!0);Editor.useLocalStorage=l}else this.pickFolder(k,mxUtils.bind(this,function(p){this.createFile(g,this.getFileData(!0),null,k,null,!0,p)}))}),null,null,null,null,"1"==urlParams.browser,null,null,!0,d,null,null,null,this.editor.fileExtensions);this.showDialog(v.container,420,n>d? -390:280,!0,!1,mxUtils.bind(this,function(g){g&&null==this.getCurrentFile()&&this.showSplash()}));v.init()}});f=decodeURIComponent(f);if("http://"!=f.substring(0,7)&&"https://"!=f.substring(0,8))try{null!=window.opener&&null!=window.opener[f]?m(window.opener[f]):this.handleError(null,mxResources.get("errorLoadingFile"))}catch(n){this.handleError(n,mxResources.get("errorLoadingFile"))}else this.loadTemplate(f,function(n){m(n)},mxUtils.bind(this,function(n){this.handleError(n,mxResources.get("errorLoadingFile"), +App.prototype.start=function(){null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);this.restoreLibraries();this.spinner.stop();try{var b=this;window.onerror=function(m,x,z,C,e){"ResizeObserver loop limit exceeded"!=m&&(EditorUi.logError("Uncaught: "+(null!=m?m:""),x,z,C,e,null,!0),b.handleError({message:m},mxResources.get("unknownError"),null,null,null,null,!0))};if("1"!=urlParams.client&&"1"!=urlParams.embed){try{isLocalStorage&&window.addEventListener("storage",mxUtils.bind(this, +function(m){var x=this.getCurrentFile();EditorUi.debug("storage event",[m],[x]);null!=x&&".draft-alive-check"==m.key&&null!=m.newValue&&null!=x.draftId&&(this.draftAliveCheck=m.newValue,x.saveDraft())})),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()||null!=urlParams.open||!/www\.draw\.io$/.test(window.location.hostname)||this.editor.chromeless&&!this.editor.editable||this.showNameChangeBanner()}catch(m){}mxEvent.addListener(window,"hashchange",mxUtils.bind(this,function(m){try{this.hideDialog(); +var x=this.getDiagramId(),z=this.getCurrentFile();null!=z&&z.getHash()==x||this.loadFile(x,!0)}catch(C){null!=document.body&&this.handleError(C,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var e=this.getCurrentFile();window.location.hash=null!=e?e.getHash():""}))}}))}if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.desc)try{this.loadDescriptor(JSON.parse(Graph.decompress(urlParams.desc)),null,mxUtils.bind(this,function(m){this.handleError(m,mxResources.get("errorLoadingFile"))}))}catch(m){this.handleError(m, +mxResources.get("errorLoadingFile"))}else if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.url)this.loadFile("U"+urlParams.url,!0);else if(null==this.getCurrentFile()){var d=mxUtils.bind(this,function(){if("1"==urlParams.client&&(null==window.location.hash||0==window.location.hash.length||"#P"==window.location.hash.substring(0,2))){var m=mxUtils.bind(this,function(C){Editor.isPngDataUrl(C)&&(C=Editor.extractGraphModelFromPng(C));var e=urlParams.title;e=null!=e?decodeURIComponent(e): +this.defaultFilename;C=new LocalFile(this,C,e,!0);null!=window.location.hash&&"#P"==window.location.hash.substring(0,2)&&(C.getHash=function(){return window.location.hash.substring(1)});this.fileLoaded(C);this.getCurrentFile().setModified(!this.editor.chromeless)}),x=window.opener||window.parent;if(x!=window){var z=urlParams.create;null!=z?m(x[decodeURIComponent(z)]):(z=urlParams.data,null!=z?m(decodeURIComponent(z)):this.installMessageHandler(mxUtils.bind(this,function(C,e){e.source==x&&m(C)})))}}else if(null== +this.dialog)if("1"==urlParams.demo)z=Editor.useLocalStorage,this.createFile(this.defaultFilename,null,null,null,null,null,null,!0),Editor.useLocalStorage=z;else{z=!1;try{z=null!=window.opener&&null!=window.opener.openFile}catch(C){}z?this.spinner.spin(document.body,mxResources.get("loading")):(z=this.getDiagramId(),!EditorUi.enableDrafts||null!=urlParams.mode||"draw.io"!=this.getServiceName()||null!=z&&0!=z.length||this.editor.isChromelessView()?null!=z&&0<z.length?this.loadFile(z,null,null,mxUtils.bind(this, +function(){var C=decodeURIComponent(urlParams.viewbox||"");if(""!=C)try{var e=JSON.parse(C);this.editor.graph.fitWindow(e,e.border)}catch(g){console.error(g)}})):"0"!=urlParams.splash||null!=urlParams.mode?this.loadFile():EditorUi.isElectronApp||this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0):this.checkDrafts())}}),f=decodeURIComponent(urlParams.create||"");if((null==window.location.hash||1>=window.location.hash.length)&&null!=f&&0<f.length&&this.spinner.spin(document.body, +mxResources.get("loading"))){var c=mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("reconnecting"))&&(window.location.search=this.getSearch(["create","title"]))}),l=mxUtils.bind(this,function(m){this.spinner.stop();if("0"!=urlParams.splash){this.fileLoaded(new LocalFile(this,m,null));this.editor.graph.setEnabled(!1);this.mode=urlParams.mode;var x=urlParams.title;x=null!=x?decodeURIComponent(x):this.defaultFilename;m=this.getServiceCount(!0);isLocalStorage&&m++;var z=4>= +m?2:6<m?4:3;x=new CreateDialog(this,x,mxUtils.bind(this,function(C,e){if(null==e){this.hideDialog();var g=Editor.useLocalStorage;this.createFile(0<C.length?C:this.defaultFilename,this.getFileData(),null,null,null,!0,null,!0);Editor.useLocalStorage=g}else this.pickFolder(e,mxUtils.bind(this,function(k){this.createFile(C,this.getFileData(!0),null,e,null,!0,k)}))}),null,null,null,null,"1"==urlParams.browser,null,null,!0,z,null,null,null,this.editor.fileExtensions);this.showDialog(x.container,420,m>z? +390:280,!0,!1,mxUtils.bind(this,function(C){C&&null==this.getCurrentFile()&&this.showSplash()}));x.init()}});f=decodeURIComponent(f);if("http://"!=f.substring(0,7)&&"https://"!=f.substring(0,8))try{null!=window.opener&&null!=window.opener[f]?l(window.opener[f]):this.handleError(null,mxResources.get("errorLoadingFile"))}catch(m){this.handleError(m,mxResources.get("errorLoadingFile"))}else this.loadTemplate(f,function(m){l(m)},mxUtils.bind(this,function(m){this.handleError(m,mxResources.get("errorLoadingFile"), c)}))}else(null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.state&&null!=this.stateArg&&"open"==this.stateArg.action?null!=this.stateArg.ids&&(window.history&&window.history.replaceState&&window.history.replaceState(null,null,window.location.pathname+this.getSearch(["state"])),window.location.hash="G"+this.stateArg.ids[0]):(null==window.location.hash||1>=window.location.hash.length)&&null!=this.drive&&null!=this.stateArg&&"create"==this.stateArg.action?(window.history&& window.history.replaceState&&window.history.replaceState(null,null,window.location.pathname+this.getSearch(["state"])),this.setMode(App.MODE_GOOGLE),"0"==urlParams.splash?this.createFile(null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename):this.actions.get("new").funct()):(null!=urlParams.open&&window.history&&window.history.replaceState&&(window.history.replaceState(null,null,window.location.pathname+this.getSearch(["open","sketch"])),window.location.hash=urlParams.open), -e())}}catch(n){this.handleError(n)}};App.prototype.loadDraft=function(b,e){this.createFile(this.defaultFilename,b,null,null,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){var f=this.getCurrentFile();null!=f&&(f.fileChanged(),null!=e&&e())}),0)}),null,null,!0)}; -App.prototype.filterDrafts=function(b,e,f){function c(){f(m)}var m=[];try{this.getDatabaseItems(mxUtils.bind(this,function(n){EditorUi.debug("App.filterDrafts",[this],"items",n);for(var v=0;v<n.length;v++)try{var d=n[v].key;if(null!=d&&".draft_"==d.substring(0,7)){var g=JSON.parse(n[v].data);null!=g&&"draft"==g.type&&g.aliveCheck!=e&&(null==b&&null==g.fileObject||null!=g.fileObject&&g.fileObject.path==b)&&(g.key=d,m.push(g))}}catch(k){}c()},c))}catch(n){c()}}; -App.prototype.checkDrafts=function(){try{var b=Editor.guid();localStorage.setItem(".draft-alive-check",b);window.setTimeout(mxUtils.bind(this,function(){localStorage.removeItem(".draft-alive-check");this.filterDrafts(null,b,mxUtils.bind(this,function(e){if(1==e.length)this.loadDraft(e[0].data,mxUtils.bind(this,function(){this.removeDatabaseItem(e[0].key)}));else if(1<e.length){var f=new Date(e[0].modified);f=new DraftDialog(this,1<e.length?mxResources.get("selectDraft"):mxResources.get("draftFound", -[f.toLocaleDateString()+" "+f.toLocaleTimeString()]),1<e.length?null:e[0].data,mxUtils.bind(this,function(c){this.hideDialog();c=""!=c?c:0;this.loadDraft(e[c].data,mxUtils.bind(this,function(){this.removeDatabaseItem(e[c].key)}))}),mxUtils.bind(this,function(c,m){c=""!=c?c:0;this.confirm(mxResources.get("areYouSure"),null,mxUtils.bind(this,function(){this.removeDatabaseItem(e[c].key);null!=m&&m()}),mxResources.get("no"),mxResources.get("yes"))}),null,null,null,1<e.length?e:null);this.showDialog(f.container, -640,480,!0,!1,mxUtils.bind(this,function(c){"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}));f.init()}else"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}))}),0)}catch(e){}}; -App.prototype.showSplash=function(b){if("1"!=urlParams.noFileMenu){var e=this.getServiceCount(!0),f=mxUtils.bind(this,function(){var m=new SplashDialog(this);this.showDialog(m.container,340,mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?200:230,!0,!0,mxUtils.bind(this,function(n){n&&!mxClient.IS_CHROMEAPP&&(n=Editor.useLocalStorage,this.createFile(this.defaultFilename+(EditorUi.isElectronApp?".drawio":""),null,null,null,null,null,null,"1"!=urlParams.local),Editor.useLocalStorage=n)}),!0)});if(this.editor.isChromelessView())this.handleError({message:mxResources.get("noFileSelected")}, -mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){this.showSplash()}));else if(mxClient.IS_CHROMEAPP||null!=this.mode&&!b)null==urlParams.create&&f();else{b=4==e?2:3;var c=new StorageDialog(this,mxUtils.bind(this,function(){this.hideDialog();f()}),b);this.showDialog(c.container,3>b?200:300,3<e?320:210,!0,!1)}}}; -App.prototype.addLanguageMenu=function(b,e){var f=null;null!=this.menus.get("language")&&(f=document.createElement("div"),f.setAttribute("title",mxResources.get("language")),f.className="geIcon geSprite geSprite-globe",f.style.position="absolute",f.style.cursor="pointer",f.style.bottom="20px",f.style.right="20px",e&&(f.style.direction="rtl",f.style.textAlign="right",f.style.right="24px",e=document.createElement("span"),e.style.display="inline-block",e.style.fontSize="12px",e.style.margin="5px 24px 0 0", -e.style.color="gray",e.style.userSelect="none",mxUtils.write(e,mxResources.get("language")),f.appendChild(e)),mxEvent.addListener(f,"click",mxUtils.bind(this,function(c){this.editor.graph.popupMenuHandler.hideMenu();var m=new mxPopupMenu(this.menus.get("language").funct);m.div.className+=" geMenubarMenu";m.smartSeparators=!0;m.showDisabled=!0;m.autoExpand=!0;m.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(m,arguments);m.destroy()});var n=mxUtils.getOffset(f);m.popup(n.x, -n.y+f.offsetHeight,null,c);this.setCurrentMenu(m)})),b.appendChild(f));return f}; -App.prototype.loadFileSystemEntry=function(b,e,f){f=null!=f?f:mxUtils.bind(this,function(c){this.handleError(c)});try{b.getFile().then(mxUtils.bind(this,function(c){var m=new FileReader;m.onload=mxUtils.bind(this,function(n){try{if(null!=e){var v=n.target.result;"image/png"==c.type&&(v=this.extractGraphModelFromPng(v));e(new LocalFile(this,v,c.name,null,b,c))}else this.openFileHandle(n.target.result,c.name,c,!1,b)}catch(d){f(d)}});m.onerror=f;"image"!==c.type.substring(0,5)&&"application/pdf"!==c.type|| -"image/svg"===c.type.substring(0,9)?m.readAsText(c):m.readAsDataURL(c)}),f)}catch(c){f(c)}}; -App.prototype.createFileSystemOptions=function(b){var e=[],f=null;if(null!=b){var c=b.lastIndexOf(".");0<c&&(f=b.substring(c+1))}for(c=0;c<this.editor.diagramFileTypes.length;c++){var m={description:mxResources.get(this.editor.diagramFileTypes[c].description)+(mxClient.IS_MAC?" (."+this.editor.diagramFileTypes[c].extension+")":""),accept:{}};m.accept[this.editor.diagramFileTypes[c].mimeType]=["."+this.editor.diagramFileTypes[c].extension];this.editor.diagramFileTypes[c].extension==f?e.splice(0,0, -m):this.editor.diagramFileTypes[c].extension==f?e.splice(0,0,m):e.push(m)}return{types:e,fileName:b}};App.prototype.showSaveFilePicker=function(b,e,f){e=null!=e?e:mxUtils.bind(this,function(c){"AbortError"!=c.name&&this.handleError(c)});f=null!=f?f:this.createFileSystemOptions();window.showSaveFilePicker(f).then(mxUtils.bind(this,function(c){null!=c&&c.getFile().then(mxUtils.bind(this,function(m){b(c,m)}),e)}),e)}; -App.prototype.pickFile=function(b){try{if(b=null!=b?b:this.mode,b==App.MODE_GOOGLE)null!=this.drive&&"undefined"!=typeof google&&"undefined"!=typeof google.picker?this.drive.pickFile():this.openLink("https://drive.google.com");else{var e=this.getPeerForMode(b);if(null!=e)e.pickFile();else if(b==App.MODE_DEVICE&&EditorUi.nativeFileSupport)window.showOpenFilePicker().then(mxUtils.bind(this,function(v){null!=v&&0<v.length&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.loadFileSystemEntry(v[0])}), -mxUtils.bind(this,function(v){"AbortError"!=v.name&&this.handleError(v)}));else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.openFileInputElt){var f=document.createElement("input");f.setAttribute("type","file");mxEvent.addListener(f,"change",mxUtils.bind(this,function(){null!=f.files&&(this.openFiles(f.files),f.type="",f.type="file",f.value="")}));f.style.display="none";document.body.appendChild(f);this.openFileInputElt=f}this.openFileInputElt.click()}else{this.hideDialog();window.openNew= -null!=this.getCurrentFile()&&!this.isDiagramEmpty();window.baseUrl=this.getUrl();window.openKey="open";window.listBrowserFiles=mxUtils.bind(this,function(v,d){StorageFile.listFiles(this,"F",v,d)});window.openBrowserFile=mxUtils.bind(this,function(v,d,g){StorageFile.getFileContent(this,v,d,g)});window.deleteBrowserFile=mxUtils.bind(this,function(v,d,g){StorageFile.deleteFile(this,v,d,g)});var c=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;this.openFile();window.openFile.setConsumer(mxUtils.bind(this, -function(v,d){var g=mxUtils.bind(this,function(){this.useCanvasForExport||".png"!=d.substring(d.length-4)||(d=d.substring(0,d.length-4)+".drawio");this.fileLoaded(b==App.MODE_BROWSER?new StorageFile(this,v,d):new LocalFile(this,v,d))}),k=this.getCurrentFile();null!=k&&k.isModified()?this.confirm(mxResources.get("allChangesLost"),null,g,mxResources.get("cancel"),mxResources.get("discardChanges")):g()}));var m=this.dialog,n=m.close;this.dialog.close=mxUtils.bind(this,function(v){Editor.useLocalStorage= -c;n.apply(m,arguments);null==this.getCurrentFile()&&this.showSplash()})}}}catch(v){this.handleError(v)}}; -App.prototype.pickLibrary=function(b){b=null!=b?b:this.mode;if(b==App.MODE_GOOGLE||b==App.MODE_DROPBOX||b==App.MODE_ONEDRIVE||b==App.MODE_GITHUB||b==App.MODE_GITLAB||b==App.MODE_TRELLO){var e=b==App.MODE_GOOGLE?this.drive:b==App.MODE_ONEDRIVE?this.oneDrive:b==App.MODE_GITHUB?this.gitHub:b==App.MODE_GITLAB?this.gitLab:b==App.MODE_TRELLO?this.trello:this.dropbox;null!=e&&e.pickLibrary(mxUtils.bind(this,function(m,n){if(null!=n)try{this.loadLibrary(n)}catch(v){this.handleError(v,mxResources.get("errorLoadingFile"))}else this.spinner.spin(document.body, -mxResources.get("loading"))&&e.getLibrary(m,mxUtils.bind(this,function(v){this.spinner.stop();try{this.loadLibrary(v)}catch(d){this.handleError(d,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(v){this.handleError(v,null!=v?mxResources.get("errorLoadingFile"):null)}))}))}else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.libFileInputElt){var f=document.createElement("input");f.setAttribute("type","file");mxEvent.addListener(f,"change",mxUtils.bind(this,function(){if(null!= -f.files){for(var m=0;m<f.files.length;m++)mxUtils.bind(this,function(n){var v=new FileReader;v.onload=mxUtils.bind(this,function(d){try{this.loadLibrary(new LocalLibrary(this,d.target.result,n.name))}catch(g){this.handleError(g,mxResources.get("errorLoadingFile"))}});v.readAsText(n)})(f.files[m]);f.type="";f.type="file";f.value=""}}));f.style.display="none";document.body.appendChild(f);this.libFileInputElt=f}this.libFileInputElt.click()}else{window.openNew=!1;window.openKey="open";window.listBrowserFiles= -mxUtils.bind(this,function(m,n){StorageFile.listFiles(this,"L",m,n)});window.openBrowserFile=mxUtils.bind(this,function(m,n,v){StorageFile.getFileContent(this,m,n,v)});window.deleteBrowserFile=mxUtils.bind(this,function(m,n,v){StorageFile.deleteFile(this,m,n,v)});var c=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;window.openFile=new OpenFile(mxUtils.bind(this,function(m){this.hideDialog(m)}));window.openFile.setConsumer(mxUtils.bind(this,function(m,n){try{this.loadLibrary(b== -App.MODE_BROWSER?new StorageLibrary(this,m,n):new LocalLibrary(this,m,n))}catch(v){this.handleError(v,mxResources.get("errorLoadingFile"))}}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){Editor.useLocalStorage=c;window.openFile=null})}}; -App.prototype.saveLibrary=function(b,e,f,c,m,n,v){try{c=null!=c?c:this.mode;m=null!=m?m:!1;n=null!=n?n:!1;var d=this.createLibraryDataFromImages(e),g=mxUtils.bind(this,function(p){this.spinner.stop();null!=v&&v();this.handleError(p,null!=p?mxResources.get("errorSavingFile"):null)});null==f&&c==App.MODE_DEVICE&&(f=new LocalLibrary(this,d,b));if(null==f)this.pickFolder(c,mxUtils.bind(this,function(p){c==App.MODE_GOOGLE&&null!=this.drive&&this.spinner.spin(document.body,mxResources.get("inserting"))? -this.drive.insertFile(b,d,p,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,e)}),g,this.drive.libraryMimeType):c==App.MODE_GITHUB&&null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitHub.insertLibrary(b,d,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,e)}),g,p):c==App.MODE_GITLAB&&null!=this.gitLab&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitLab.insertLibrary(b, -d,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,e)}),g,p):c==App.MODE_TRELLO&&null!=this.trello&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.trello.insertLibrary(b,d,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,e)}),g,p):c==App.MODE_DROPBOX&&null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.dropbox.insertLibrary(b,d,mxUtils.bind(this,function(q){this.spinner.stop(); -this.hideDialog(!0);this.libraryLoaded(q,e)}),g,p):c==App.MODE_ONEDRIVE&&null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.oneDrive.insertLibrary(b,d,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,e)}),g,p):c==App.MODE_BROWSER?(p=mxUtils.bind(this,function(){var q=new StorageLibrary(this,d,b);q.saveFile(b,!1,mxUtils.bind(this,function(){this.hideDialog(!0);this.libraryLoaded(q,e)}),g)}),null==localStorage.getItem(b)? -p():this.confirm(mxResources.get("replaceIt",[b]),p)):this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})}));else if(m||this.spinner.spin(document.body,mxResources.get("saving"))){f.setData(d);var k=mxUtils.bind(this,function(){f.save(!0,mxUtils.bind(this,function(p){this.spinner.stop();this.hideDialog(!0);n||this.libraryLoaded(f,e);null!=v&&v()}),g)});if(b!=f.getTitle()){var l=f.getHash();f.rename(b,mxUtils.bind(this,function(p){f.constructor!=LocalLibrary&&l!=f.getHash()&& -(mxSettings.removeCustomLibrary(l),mxSettings.addCustomLibrary(f.getHash()));this.removeLibrarySidebar(l);k()}),g)}else k()}}catch(p){this.handleError(p)}}; -App.prototype.saveFile=function(b,e){var f=this.getCurrentFile();if(null!=f){var c=mxUtils.bind(this,function(){EditorUi.enableDrafts&&f.removeDraft();this.getCurrentFile()==f||f.isModified()||(f.getMode()!=App.MODE_DEVICE?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("allChangesSaved"))):this.editor.setStatus(""));null!=e&&e()});if(b||null==f.getTitle()||null!=f.invalidFileHandle||null==this.mode)if(null!=f&&f.constructor==LocalFile&&null!=f.fileHandle)this.showSaveFilePicker(mxUtils.bind(this, -function(g,k){f.invalidFileHandle=null;f.fileHandle=g;f.title=k.name;f.desc=k;this.save(k.name,c)}),null,this.createFileSystemOptions(f.getTitle()));else{var m=null!=f.getTitle()?f.getTitle():this.defaultFilename,n=!mxClient.IS_IOS||!navigator.standalone,v=this.mode;b=this.getServiceCount(!0);isLocalStorage&&b++;var d=4>=b?2:6<b?4:3;m=new CreateDialog(this,m,mxUtils.bind(this,function(g,k,l){null!=g&&0<g.length&&(/(\.pdf)$/i.test(g)?this.confirm(mxResources.get("didYouMeanToExportToPdf"),mxUtils.bind(this, -function(){this.hideDialog();this.actions.get("exportPdf").funct()}),mxUtils.bind(this,function(){l.value=g.split(".").slice(0,-1).join(".");l.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?l.select():document.execCommand("selectAll",!1,null)}),mxResources.get("yes"),mxResources.get("no")):(this.hideDialog(),null==v&&k==App.MODE_DEVICE?null!=f&&EditorUi.nativeFileSupport?this.showSaveFilePicker(mxUtils.bind(this,function(p,q){f.fileHandle=p;f.mode=App.MODE_DEVICE;f.title=q.name; -f.desc=q;this.setMode(App.MODE_DEVICE);this.save(q.name,c)}),mxUtils.bind(this,function(p){"AbortError"!=p.name&&this.handleError(p)}),this.createFileSystemOptions(g)):(this.setMode(App.MODE_DEVICE),this.save(g,c)):"download"==k?(new LocalFile(this,null,g)).save():"_blank"==k?(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(this.getFileData(!0)),this.openLink(this.getUrl(window.location.pathname),null,!0)):v!=k?this.pickFolder(k,mxUtils.bind(this,function(p){this.createFile(g, -this.getFileData(/(\.xml)$/i.test(g)||0>g.indexOf(".")||/(\.drawio)$/i.test(g),/(\.svg)$/i.test(g),/(\.html)$/i.test(g)),null,k,c,null==this.mode,p)})):null!=k&&this.save(g,c)))}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),null,null,n,null,!0,d,null,null,null,this.editor.fileExtensions,!1);this.showDialog(m.container,420,b>d?390:280,!0,!0);m.init()}else this.save(f.getTitle(),c)}}; -App.prototype.loadTemplate=function(b,e,f,c,m){var n=!1,v=b,d=null!=c?c:b,g=/(\.v(dx|sdx?))($|\?)/i.test(d)||/(\.vs(x|sx?))($|\?)/i.test(d);c=/\.png$/i.test(d)||/\.pdf$/i.test(d);this.editor.isCorsEnabledForUrl(v)||(n=c||g,v="t="+(new Date).getTime(),v=PROXY_URL+"?url="+encodeURIComponent(b)+"&"+v+(n?"&base64=1":""));this.editor.loadUrl(v,mxUtils.bind(this,function(k){try{var l=n?!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(k):atob(k):k;if(g||this.isVisioData(l))g||(d=m?this.isRemoteVisioData(l)? -"raw.vss":"raw.vssx":this.isRemoteVisioData(l)?"raw.vsd":"raw.vsdx"),this.importVisio(this.base64ToBlob(k.substring(k.indexOf(",")+1)),function(p){e(p)},f,d);else if((new XMLHttpRequest).upload&&this.isRemoteFileFormat(l,d))this.isExternalDataComms()?this.parseFileData(l,mxUtils.bind(this,function(p){4==p.readyState&&200<=p.status&&299>=p.status&&"<mxGraphModel"==p.responseText.substring(0,13)&&e(p.responseText)}),b):this.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,f); -else if(this.isLucidChartData(l))this.convertLucidChart(l,mxUtils.bind(this,function(p){e(p)}),mxUtils.bind(this,function(p){f(p)}));else{if(/(\.png)($|\?)/i.test(d)||Editor.isPngData(l))l=Editor.extractGraphModelFromPng(k);e(l)}}catch(p){f(p)}}),f,/(\.png)($|\?)/i.test(d)||/(\.v(dx|sdx?))($|\?)/i.test(d)||/(\.vs(x|sx?))($|\?)/i.test(d),null,null,n)}; +d())}}catch(m){this.handleError(m)}};App.prototype.loadDraft=function(b,d){this.createFile(this.defaultFilename,b,null,null,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){var f=this.getCurrentFile();null!=f&&(f.fileChanged(),null!=d&&d())}),0)}),null,null,!0)}; +App.prototype.filterDrafts=function(b,d,f){function c(){f(l)}var l=[];try{this.getDatabaseItems(mxUtils.bind(this,function(m){EditorUi.debug("App.filterDrafts",[this],"items",m);for(var x=0;x<m.length;x++)try{var z=m[x].key;if(null!=z&&".draft_"==z.substring(0,7)){var C=JSON.parse(m[x].data);null!=C&&"draft"==C.type&&C.aliveCheck!=d&&(null==b&&null==C.fileObject||null!=C.fileObject&&C.fileObject.path==b)&&(C.key=z,l.push(C))}}catch(e){}c()},c))}catch(m){c()}}; +App.prototype.checkDrafts=function(){try{var b=Editor.guid();localStorage.setItem(".draft-alive-check",b);window.setTimeout(mxUtils.bind(this,function(){localStorage.removeItem(".draft-alive-check");this.filterDrafts(null,b,mxUtils.bind(this,function(d){if(1==d.length)this.loadDraft(d[0].data,mxUtils.bind(this,function(){this.removeDatabaseItem(d[0].key)}));else if(1<d.length){var f=new Date(d[0].modified);f=new DraftDialog(this,1<d.length?mxResources.get("selectDraft"):mxResources.get("draftFound", +[f.toLocaleDateString()+" "+f.toLocaleTimeString()]),1<d.length?null:d[0].data,mxUtils.bind(this,function(c){this.hideDialog();c=""!=c?c:0;this.loadDraft(d[c].data,mxUtils.bind(this,function(){this.removeDatabaseItem(d[c].key)}))}),mxUtils.bind(this,function(c,l){c=""!=c?c:0;this.confirm(mxResources.get("areYouSure"),null,mxUtils.bind(this,function(){this.removeDatabaseItem(d[c].key);null!=l&&l()}),mxResources.get("no"),mxResources.get("yes"))}),null,null,null,1<d.length?d:null);this.showDialog(f.container, +640,480,!0,!1,mxUtils.bind(this,function(c){"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}));f.init()}else"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}))}),0)}catch(d){}}; +App.prototype.showSplash=function(b){if("1"!=urlParams.noFileMenu){var d=this.getServiceCount(!0),f=mxUtils.bind(this,function(){var l=new SplashDialog(this);this.showDialog(l.container,340,mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?200:230,!0,!0,mxUtils.bind(this,function(m){m&&!mxClient.IS_CHROMEAPP&&(m=Editor.useLocalStorage,this.createFile(this.defaultFilename+(EditorUi.isElectronApp?".drawio":""),null,null,null,null,null,null,"1"!=urlParams.local),Editor.useLocalStorage=m)}),!0)});if(this.editor.isChromelessView())this.handleError({message:mxResources.get("noFileSelected")}, +mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){this.showSplash()}));else if(mxClient.IS_CHROMEAPP||null!=this.mode&&!b)null==urlParams.create&&f();else{b=4==d?2:3;var c=new StorageDialog(this,mxUtils.bind(this,function(){this.hideDialog();f()}),b);this.showDialog(c.container,3>b?200:300,3<d?320:210,!0,!1)}}}; +App.prototype.addLanguageMenu=function(b,d){var f=null;null!=this.menus.get("language")&&(f=document.createElement("div"),f.setAttribute("title",mxResources.get("language")),f.className="geIcon geSprite geSprite-globe",f.style.position="absolute",f.style.cursor="pointer",f.style.bottom="20px",f.style.right="20px",d&&(f.style.direction="rtl",f.style.textAlign="right",f.style.right="24px",d=document.createElement("span"),d.style.display="inline-block",d.style.fontSize="12px",d.style.margin="5px 24px 0 0", +d.style.color="gray",d.style.userSelect="none",mxUtils.write(d,mxResources.get("language")),f.appendChild(d)),mxEvent.addListener(f,"click",mxUtils.bind(this,function(c){this.editor.graph.popupMenuHandler.hideMenu();var l=new mxPopupMenu(this.menus.get("language").funct);l.div.className+=" geMenubarMenu";l.smartSeparators=!0;l.showDisabled=!0;l.autoExpand=!0;l.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(l,arguments);l.destroy()});var m=mxUtils.getOffset(f);l.popup(m.x, +m.y+f.offsetHeight,null,c);this.setCurrentMenu(l)})),b.appendChild(f));return f}; +App.prototype.loadFileSystemEntry=function(b,d,f){f=null!=f?f:mxUtils.bind(this,function(c){this.handleError(c)});try{b.getFile().then(mxUtils.bind(this,function(c){var l=new FileReader;l.onload=mxUtils.bind(this,function(m){try{if(null!=d){var x=m.target.result;"image/png"==c.type&&(x=this.extractGraphModelFromPng(x));d(new LocalFile(this,x,c.name,null,b,c))}else this.openFileHandle(m.target.result,c.name,c,!1,b)}catch(z){f(z)}});l.onerror=f;"image"!==c.type.substring(0,5)&&"application/pdf"!==c.type|| +"image/svg"===c.type.substring(0,9)?l.readAsText(c):l.readAsDataURL(c)}),f)}catch(c){f(c)}}; +App.prototype.createFileSystemOptions=function(b){var d=[],f=null;if(null!=b){var c=b.lastIndexOf(".");0<c&&(f=b.substring(c+1))}for(c=0;c<this.editor.diagramFileTypes.length;c++){var l={description:mxResources.get(this.editor.diagramFileTypes[c].description)+(mxClient.IS_MAC?" (."+this.editor.diagramFileTypes[c].extension+")":""),accept:{}};l.accept[this.editor.diagramFileTypes[c].mimeType]=["."+this.editor.diagramFileTypes[c].extension];this.editor.diagramFileTypes[c].extension==f?d.splice(0,0, +l):this.editor.diagramFileTypes[c].extension==f?d.splice(0,0,l):d.push(l)}return{types:d,fileName:b}};App.prototype.showSaveFilePicker=function(b,d,f){d=null!=d?d:mxUtils.bind(this,function(c){"AbortError"!=c.name&&this.handleError(c)});f=null!=f?f:this.createFileSystemOptions();window.showSaveFilePicker(f).then(mxUtils.bind(this,function(c){null!=c&&c.getFile().then(mxUtils.bind(this,function(l){b(c,l)}),d)}),d)}; +App.prototype.pickFile=function(b){try{if(b=null!=b?b:this.mode,b==App.MODE_GOOGLE)null!=this.drive&&"undefined"!=typeof google&&"undefined"!=typeof google.picker?this.drive.pickFile():this.openLink("https://drive.google.com");else{var d=this.getPeerForMode(b);if(null!=d)d.pickFile();else if(b==App.MODE_DEVICE&&EditorUi.nativeFileSupport)window.showOpenFilePicker().then(mxUtils.bind(this,function(x){null!=x&&0<x.length&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.loadFileSystemEntry(x[0])}), +mxUtils.bind(this,function(x){"AbortError"!=x.name&&this.handleError(x)}));else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.openFileInputElt){var f=document.createElement("input");f.setAttribute("type","file");mxEvent.addListener(f,"change",mxUtils.bind(this,function(){null!=f.files&&(this.openFiles(f.files),f.type="",f.type="file",f.value="")}));f.style.display="none";document.body.appendChild(f);this.openFileInputElt=f}this.openFileInputElt.click()}else{this.hideDialog();window.openNew= +null!=this.getCurrentFile()&&!this.isDiagramEmpty();window.baseUrl=this.getUrl();window.openKey="open";window.listBrowserFiles=mxUtils.bind(this,function(x,z){StorageFile.listFiles(this,"F",x,z)});window.openBrowserFile=mxUtils.bind(this,function(x,z,C){StorageFile.getFileContent(this,x,z,C)});window.deleteBrowserFile=mxUtils.bind(this,function(x,z,C){StorageFile.deleteFile(this,x,z,C)});var c=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;this.openFile();window.openFile.setConsumer(mxUtils.bind(this, +function(x,z){var C=mxUtils.bind(this,function(){this.useCanvasForExport||".png"!=z.substring(z.length-4)||(z=z.substring(0,z.length-4)+".drawio");this.fileLoaded(b==App.MODE_BROWSER?new StorageFile(this,x,z):new LocalFile(this,x,z))}),e=this.getCurrentFile();null!=e&&e.isModified()?this.confirm(mxResources.get("allChangesLost"),null,C,mxResources.get("cancel"),mxResources.get("discardChanges")):C()}));var l=this.dialog,m=l.close;this.dialog.close=mxUtils.bind(this,function(x){Editor.useLocalStorage= +c;m.apply(l,arguments);null==this.getCurrentFile()&&this.showSplash()})}}}catch(x){this.handleError(x)}}; +App.prototype.pickLibrary=function(b){b=null!=b?b:this.mode;if(b==App.MODE_GOOGLE||b==App.MODE_DROPBOX||b==App.MODE_ONEDRIVE||b==App.MODE_GITHUB||b==App.MODE_GITLAB||b==App.MODE_TRELLO){var d=b==App.MODE_GOOGLE?this.drive:b==App.MODE_ONEDRIVE?this.oneDrive:b==App.MODE_GITHUB?this.gitHub:b==App.MODE_GITLAB?this.gitLab:b==App.MODE_TRELLO?this.trello:this.dropbox;null!=d&&d.pickLibrary(mxUtils.bind(this,function(l,m){if(null!=m)try{this.loadLibrary(m)}catch(x){this.handleError(x,mxResources.get("errorLoadingFile"))}else this.spinner.spin(document.body, +mxResources.get("loading"))&&d.getLibrary(l,mxUtils.bind(this,function(x){this.spinner.stop();try{this.loadLibrary(x)}catch(z){this.handleError(z,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(x){this.handleError(x,null!=x?mxResources.get("errorLoadingFile"):null)}))}))}else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.libFileInputElt){var f=document.createElement("input");f.setAttribute("type","file");mxEvent.addListener(f,"change",mxUtils.bind(this,function(){if(null!= +f.files){for(var l=0;l<f.files.length;l++)mxUtils.bind(this,function(m){var x=new FileReader;x.onload=mxUtils.bind(this,function(z){try{this.loadLibrary(new LocalLibrary(this,z.target.result,m.name))}catch(C){this.handleError(C,mxResources.get("errorLoadingFile"))}});x.readAsText(m)})(f.files[l]);f.type="";f.type="file";f.value=""}}));f.style.display="none";document.body.appendChild(f);this.libFileInputElt=f}this.libFileInputElt.click()}else{window.openNew=!1;window.openKey="open";window.listBrowserFiles= +mxUtils.bind(this,function(l,m){StorageFile.listFiles(this,"L",l,m)});window.openBrowserFile=mxUtils.bind(this,function(l,m,x){StorageFile.getFileContent(this,l,m,x)});window.deleteBrowserFile=mxUtils.bind(this,function(l,m,x){StorageFile.deleteFile(this,l,m,x)});var c=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;window.openFile=new OpenFile(mxUtils.bind(this,function(l){this.hideDialog(l)}));window.openFile.setConsumer(mxUtils.bind(this,function(l,m){try{this.loadLibrary(b== +App.MODE_BROWSER?new StorageLibrary(this,l,m):new LocalLibrary(this,l,m))}catch(x){this.handleError(x,mxResources.get("errorLoadingFile"))}}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){Editor.useLocalStorage=c;window.openFile=null})}}; +App.prototype.saveLibrary=function(b,d,f,c,l,m,x){try{c=null!=c?c:this.mode;l=null!=l?l:!1;m=null!=m?m:!1;var z=this.createLibraryDataFromImages(d),C=mxUtils.bind(this,function(k){this.spinner.stop();null!=x&&x();this.handleError(k,null!=k?mxResources.get("errorSavingFile"):null)});null==f&&c==App.MODE_DEVICE&&(f=new LocalLibrary(this,z,b));if(null==f)this.pickFolder(c,mxUtils.bind(this,function(k){c==App.MODE_GOOGLE&&null!=this.drive&&this.spinner.spin(document.body,mxResources.get("inserting"))? +this.drive.insertFile(b,z,k,mxUtils.bind(this,function(n){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(n,d)}),C,this.drive.libraryMimeType):c==App.MODE_GITHUB&&null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitHub.insertLibrary(b,z,mxUtils.bind(this,function(n){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(n,d)}),C,k):c==App.MODE_GITLAB&&null!=this.gitLab&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitLab.insertLibrary(b, +z,mxUtils.bind(this,function(n){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(n,d)}),C,k):c==App.MODE_TRELLO&&null!=this.trello&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.trello.insertLibrary(b,z,mxUtils.bind(this,function(n){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(n,d)}),C,k):c==App.MODE_DROPBOX&&null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.dropbox.insertLibrary(b,z,mxUtils.bind(this,function(n){this.spinner.stop(); +this.hideDialog(!0);this.libraryLoaded(n,d)}),C,k):c==App.MODE_ONEDRIVE&&null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.oneDrive.insertLibrary(b,z,mxUtils.bind(this,function(n){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(n,d)}),C,k):c==App.MODE_BROWSER?(k=mxUtils.bind(this,function(){var n=new StorageLibrary(this,z,b);n.saveFile(b,!1,mxUtils.bind(this,function(){this.hideDialog(!0);this.libraryLoaded(n,d)}),C)}),null==localStorage.getItem(b)? +k():this.confirm(mxResources.get("replaceIt",[b]),k)):this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})}));else if(l||this.spinner.spin(document.body,mxResources.get("saving"))){f.setData(z);var e=mxUtils.bind(this,function(){f.save(!0,mxUtils.bind(this,function(k){this.spinner.stop();this.hideDialog(!0);m||this.libraryLoaded(f,d);null!=x&&x()}),C)});if(b!=f.getTitle()){var g=f.getHash();f.rename(b,mxUtils.bind(this,function(k){f.constructor!=LocalLibrary&&g!=f.getHash()&& +(mxSettings.removeCustomLibrary(g),mxSettings.addCustomLibrary(f.getHash()));this.removeLibrarySidebar(g);e()}),C)}else e()}}catch(k){this.handleError(k)}}; +App.prototype.saveFile=function(b,d){var f=this.getCurrentFile();if(null!=f){var c=mxUtils.bind(this,function(){EditorUi.enableDrafts&&f.removeDraft();this.getCurrentFile()==f||f.isModified()||(f.getMode()!=App.MODE_DEVICE?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("allChangesSaved"))):this.editor.setStatus(""));null!=d&&d()});if(b||null==f.getTitle()||null!=f.invalidFileHandle||null==this.mode)if(null!=f&&f.constructor==LocalFile&&null!=f.fileHandle)this.showSaveFilePicker(mxUtils.bind(this, +function(C,e){f.invalidFileHandle=null;f.fileHandle=C;f.title=e.name;f.desc=e;this.save(e.name,c)}),null,this.createFileSystemOptions(f.getTitle()));else{var l=null!=f.getTitle()?f.getTitle():this.defaultFilename,m=!mxClient.IS_IOS||!navigator.standalone,x=this.mode;b=this.getServiceCount(!0);isLocalStorage&&b++;var z=4>=b?2:6<b?4:3;l=new CreateDialog(this,l,mxUtils.bind(this,function(C,e,g){null!=C&&0<C.length&&(/(\.pdf)$/i.test(C)?this.confirm(mxResources.get("didYouMeanToExportToPdf"),mxUtils.bind(this, +function(){this.hideDialog();this.actions.get("exportPdf").funct()}),mxUtils.bind(this,function(){g.value=C.split(".").slice(0,-1).join(".");g.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?g.select():document.execCommand("selectAll",!1,null)}),mxResources.get("yes"),mxResources.get("no")):(this.hideDialog(),null==x&&e==App.MODE_DEVICE?null!=f&&EditorUi.nativeFileSupport?this.showSaveFilePicker(mxUtils.bind(this,function(k,n){f.fileHandle=k;f.mode=App.MODE_DEVICE;f.title=n.name; +f.desc=n;this.setMode(App.MODE_DEVICE);this.save(n.name,c)}),mxUtils.bind(this,function(k){"AbortError"!=k.name&&this.handleError(k)}),this.createFileSystemOptions(C)):(this.setMode(App.MODE_DEVICE),this.save(C,c)):"download"==e?(new LocalFile(this,null,C)).save():"_blank"==e?(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(this.getFileData(!0)),this.openLink(this.getUrl(window.location.pathname),null,!0)):x!=e?this.pickFolder(e,mxUtils.bind(this,function(k){this.createFile(C, +this.getFileData(/(\.xml)$/i.test(C)||0>C.indexOf(".")||/(\.drawio)$/i.test(C),/(\.svg)$/i.test(C),/(\.html)$/i.test(C)),null,e,c,null==this.mode,k)})):null!=e&&this.save(C,c)))}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),null,null,m,null,!0,z,null,null,null,this.editor.fileExtensions,!1);this.showDialog(l.container,420,b>z?390:280,!0,!0);l.init()}else this.save(f.getTitle(),c)}}; +App.prototype.loadTemplate=function(b,d,f,c,l){var m=!1,x=b,z=null!=c?c:b,C=/(\.v(dx|sdx?))($|\?)/i.test(z)||/(\.vs(x|sx?))($|\?)/i.test(z);c=/\.png$/i.test(z)||/\.pdf$/i.test(z);this.editor.isCorsEnabledForUrl(x)||(m=c||C,x="t="+(new Date).getTime(),x=PROXY_URL+"?url="+encodeURIComponent(b)+"&"+x+(m?"&base64=1":""));this.editor.loadUrl(x,mxUtils.bind(this,function(e){try{var g=m?!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(e):atob(e):e;if(C||this.isVisioData(g))C||(z=l?this.isRemoteVisioData(g)? +"raw.vss":"raw.vssx":this.isRemoteVisioData(g)?"raw.vsd":"raw.vsdx"),this.importVisio(this.base64ToBlob(e.substring(e.indexOf(",")+1)),function(k){d(k)},f,z);else if((new XMLHttpRequest).upload&&this.isRemoteFileFormat(g,z))this.isExternalDataComms()?this.parseFileData(g,mxUtils.bind(this,function(k){4==k.readyState&&200<=k.status&&299>=k.status&&"<mxGraphModel"==k.responseText.substring(0,13)&&d(k.responseText)}),b):this.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,f); +else if(this.isLucidChartData(g))this.convertLucidChart(g,mxUtils.bind(this,function(k){d(k)}),mxUtils.bind(this,function(k){f(k)}));else{if(/(\.png)($|\?)/i.test(z)||Editor.isPngData(g))g=Editor.extractGraphModelFromPng(e);d(g)}}catch(k){f(k)}}),f,/(\.png)($|\?)/i.test(z)||/(\.v(dx|sdx?))($|\?)/i.test(z)||/(\.vs(x|sx?))($|\?)/i.test(z),null,null,m)}; App.prototype.getPeerForMode=function(b){return b==App.MODE_GOOGLE?this.drive:b==App.MODE_GITHUB?this.gitHub:b==App.MODE_GITLAB?this.gitLab:b==App.MODE_DROPBOX?this.dropbox:b==App.MODE_ONEDRIVE?this.oneDrive:b==App.MODE_TRELLO?this.trello:null}; -App.prototype.createFile=function(b,e,f,c,m,n,v,d,g){c=d?null:null!=c?c:this.mode;if(null!=b&&this.spinner.spin(document.body,mxResources.get("inserting"))){e=null!=e?e:this.emptyDiagramXml;var k=mxUtils.bind(this,function(){this.spinner.stop()}),l=mxUtils.bind(this,function(p){k();null==p&&null==this.getCurrentFile()&&null==this.dialog?this.showSplash():null!=p&&this.handleError(p)});try{c==App.MODE_GOOGLE&&null!=this.drive?(null==v&&null!=this.stateArg&&null!=this.stateArg.folderId&&(v=this.stateArg.folderId), -this.drive.insertFile(b,e,v,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l)):c==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.insertFile(b,e,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l,!1,v):c==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.insertFile(b,e,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l,!1,v):c==App.MODE_TRELLO&&null!=this.trello?this.trello.insertFile(b,e,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l, -!1,v):c==App.MODE_DROPBOX&&null!=this.dropbox?this.dropbox.insertFile(b,e,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l):c==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.insertFile(b,e,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l,!1,v):c==App.MODE_BROWSER?StorageFile.insertFile(this,b,e,mxUtils.bind(this,function(p){k();this.fileCreated(p,f,n,m,g)}),l):!d&&c==App.MODE_DEVICE&&EditorUi.nativeFileSupport?(k(),this.showSaveFilePicker(mxUtils.bind(this, -function(p,q){var y=new LocalFile(this,e,q.name,null,p,q);y.saveFile(q.name,!1,mxUtils.bind(this,function(){this.fileCreated(y,f,n,m,g)}),l,!0)}),mxUtils.bind(this,function(p){"AbortError"!=p.name&&l(p)}),this.createFileSystemOptions(b))):(k(),this.fileCreated(new LocalFile(this,e,b,null==c),f,n,m,g))}catch(p){k(),this.handleError(p)}}}; -App.prototype.fileCreated=function(b,e,f,c,m){var n=window.location.pathname;null!=e&&0<e.length&&(n+="?libs="+e);null!=m&&0<m.length&&(n+="?clibs="+m);n=this.getUrl(n);b.getMode()!=App.MODE_DEVICE&&(n+="#"+b.getHash());if(this.spinner.spin(document.body,mxResources.get("inserting"))){var v=b.getData();v=0<v.length?this.editor.extractGraphModel(mxUtils.parseXml(v).documentElement,!0):null;var d=window.location.protocol+"//"+window.location.hostname+n,g=v,k=null;null!=v&&/\.svg$/i.test(b.getTitle())&& -(k=this.createTemporaryGraph(this.editor.graph.getStylesheet()),document.body.appendChild(k.container),g=this.decodeNodeIntoGraph(g,k));b.setData(this.createFileData(v,k,b,d));null!=k&&k.container.parentNode.removeChild(k.container);var l=mxUtils.bind(this,function(){this.spinner.stop()}),p=mxUtils.bind(this,function(){l();var q=this.getCurrentFile();null==f&&null!=q&&(f=!q.isModified()&&null==q.getMode());var y=mxUtils.bind(this,function(){window.openFile=null;this.fileLoaded(b);f&&b.addAllSavedStatus(); -null!=e&&this.sidebar.showEntries(e);if(null!=m){for(var A=[],B=m.split(";"),J=0;J<B.length;J++)A.push(decodeURIComponent(B[J]));this.loadLibraries(A)}}),z=mxUtils.bind(this,function(){f||null==q||!q.isModified()?y():this.confirm(mxResources.get("allChangesLost"),null,y,mxResources.get("cancel"),mxResources.get("discardChanges"))});null!=c&&c();null==f||f?z():(b.constructor==LocalFile&&(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(b.getData(),b.getTitle(), -null==b.getMode())),null!=c&&c(),window.openWindow(n,null,z))});b.constructor==LocalFile?p():b.saveFile(b.getTitle(),!1,mxUtils.bind(this,function(){p()}),mxUtils.bind(this,function(q){l();null!=q&&"AbortError"==q.name||this.handleError(q)}))}}; -App.prototype.loadFile=function(b,e,f,c,m){if("1"==urlParams.openInSameWin||navigator.standalone)e=!0;this.hideDialog();var n=mxUtils.bind(this,function(){if(null==b||0==b.length)this.editor.setStatus(""),this.fileLoaded(null);else if(this.spinner.spin(document.body,mxResources.get("loading")))if("L"==b.charAt(0))if(this.spinner.stop(),isLocalStorage){var g=mxUtils.bind(this,function(y){this.handleError(y,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var z=this.getCurrentFile(); -window.location.hash=null!=z?z.getHash():""}))});b=decodeURIComponent(b.substring(1));StorageFile.getFileContent(this,b,mxUtils.bind(this,function(y){null!=y?(this.fileLoaded(new StorageFile(this,y,b)),null!=c&&c()):g({message:mxResources.get("fileNotFound")})}),g)}else this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var y=this.getCurrentFile();window.location.hash=null!=y?y.getHash():""}));else if(null!=f)this.spinner.stop(), -this.fileLoaded(f),null!=c&&c();else if("S"==b.charAt(0))this.spinner.stop(),this.alert("[Deprecation] #S is no longer supported, go to https://app.diagrams.net/?desc="+b.substring(1).substring(0,10),mxUtils.bind(this,function(){window.location.href="https://app.diagrams.net/?desc="+b.substring(1)}));else if("R"==b.charAt(0)){this.spinner.stop();var k=decodeURIComponent(b.substring(1));"<"!=k.charAt(0)&&(k=Graph.decompress(k));k=new LocalFile(this,k,null!=urlParams.title?decodeURIComponent(urlParams.title): -this.defaultFilename,!0);k.getHash=function(){return b};this.fileLoaded(k);null!=c&&c()}else if("E"==b.charAt(0))null==this.getCurrentFile()?this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile")):this.remoteInvoke("getDraftFileContent",null,null,mxUtils.bind(this,function(y,z){this.spinner.stop();this.fileLoaded(new EmbedFile(this,y,z));null!=c&&c()}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, -mxResources.get("errorLoadingFile"))}));else if("U"==b.charAt(0)){var l=decodeURIComponent(b.substring(1)),p=mxUtils.bind(this,function(){if("https://drive.google.com/uc?id="!=l.substring(0,31)||null==this.drive&&"function"!==typeof window.DriveClient)return!1;this.hideDialog();var y=mxUtils.bind(this,function(){this.spinner.stop();if(null!=this.drive){var z=l.substring(31,l.lastIndexOf("&ex"));this.loadFile("G"+z,e,null,mxUtils.bind(this,function(){var A=this.getCurrentFile();null!=A&&this.editor.chromeless&& -!this.editor.editable&&(A.getHash=function(){return"G"+z},window.location.hash="#"+A.getHash());null!=c&&c()}));return!0}return!1});!y()&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.addListener("clientLoaded",y);return!0});this.loadTemplate(l,mxUtils.bind(this,function(y){this.spinner.stop();if(null!=y&&0<y.length){var z=this.defaultFilename;if(null==urlParams.title&&"1"!=urlParams.notitle){var A=l,B=l.lastIndexOf("."),J=A.lastIndexOf("/");B>J&&0<J&&(A=A.substring(J+1,B),B=l.substring(B), -this.useCanvasForExport||".png"!=B||(B=".drawio"),".svg"===B||".xml"===B||".html"===B||".png"===B||".drawio"===B)&&(z=A+B)}y=new LocalFile(this,y,null!=urlParams.title?decodeURIComponent(urlParams.title):z,!0);y.getHash=function(){return b};this.fileLoaded(y,!0)?null!=c&&c():p()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}else p()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}),mxUtils.bind(this, -function(){p()||(this.spinner.stop(),this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile")))}),null!=urlParams["template-filename"]?decodeURIComponent(urlParams["template-filename"]):null)}else if(k=null,"G"==b.charAt(0)?k=this.drive:"D"==b.charAt(0)?k=this.dropbox:"W"==b.charAt(0)?k=this.oneDrive:"H"==b.charAt(0)?k=this.gitHub:"A"==b.charAt(0)?k=this.gitLab:"T"==b.charAt(0)&&(k=this.trello),null==k)this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, -mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var y=this.getCurrentFile();window.location.hash=null!=y?y.getHash():""}));else{var q=b.charAt(0);b=decodeURIComponent(b.substring(1));k.getFile(b,mxUtils.bind(this,function(y){this.spinner.stop();this.fileLoaded(y);var z=this.getCurrentFile();null==z?(window.location.hash="",this.showSplash()):this.editor.chromeless&&!this.editor.editable?(z.getHash=function(){return q+b},window.location.hash="#"+z.getHash()):y==z&&null==y.getMode()&& -(y=mxResources.get("copyCreated"),this.editor.setStatus('<div title="'+y+'" class="geStatusAlert">'+y+"</div>"));null!=c&&c()}),mxUtils.bind(this,function(y){null!=window.console&&null!=y&&console.log("error in loadFile:",b,y);var z=mxUtils.bind(this,function(){var A=this.getCurrentFile();null==A?(window.location.hash="",this.showSplash()):window.location.hash="#"+A.getHash()});null==y||"AbortError"!=y.name?this.handleError(y,null!=y?mxResources.get("errorLoadingFile"):null,z,null,null,"#"+q+b):z()}))}}), -v=this.getCurrentFile(),d=mxUtils.bind(this,function(){m||null==v||!v.isModified()?n():this.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){null!=v&&(window.location.hash=v.getHash())}),n,mxResources.get("cancel"),mxResources.get("discardChanges"))});null==b||0==b.length?d():null==v||e?d():this.showDialog((new PopupDialog(this,this.getUrl()+"#"+b,null,d)).container,320,140,!0,!0)}; -App.prototype.getLibraryStorageHint=function(b){var e=b.getTitle();b.constructor!=LocalLibrary&&(e+="\n"+b.getHash());b.constructor==DriveLibrary?e+=" ("+mxResources.get("googleDrive")+")":b.constructor==GitHubLibrary?e+=" ("+mxResources.get("github")+")":b.constructor==TrelloLibrary?e+=" ("+mxResources.get("trello")+")":b.constructor==DropboxLibrary?e+=" ("+mxResources.get("dropbox")+")":b.constructor==OneDriveLibrary?e+=" ("+mxResources.get("oneDrive")+")":b.constructor==StorageLibrary?e+=" ("+ -mxResources.get("browser")+")":b.constructor==LocalLibrary&&(e+=" ("+mxResources.get("device")+")");return e};App.prototype.restoreLibraries=function(){function b(f){for(var c=0;c<f.length;c++)""!=f[c]&&0>mxUtils.indexOf(e,f[c])&&e.push(f[c])}var e=[];b(mxSettings.getCustomLibraries());b((urlParams.clibs||"").split(";"));this.loadLibraries(e)}; -App.prototype.loadLibraries=function(b,e){if(null!=this.sidebar){null==this.loadedLibraries&&(this.loadedLibraries={});var f=mxUtils.bind(this,function(k,l){l||mxSettings.removeCustomLibrary(k);delete this.loadedLibraries[k]}),c=0,m=[],n=0<b.length&&"L.scratchpad"==b[0]?1:0,v=mxUtils.bind(this,function(){if(0==c){if(null!=b)for(var k=b.length-1;0<=k;k--)null!=m[k]&&this.loadLibrary(m[k],k<=n);null!=e&&e()}});if(null!=b)for(var d=0;d<b.length;d++){var g=encodeURIComponent(decodeURIComponent(b[d])); -mxUtils.bind(this,function(k,l){if(null!=k&&0<k.length&&null==this.loadedLibraries[k]&&null==this.sidebar.palettes[k]){this.loadedLibraries[k]=!0;c++;var p=mxUtils.bind(this,function(J){m[l]=J;c--;v()}),q=mxUtils.bind(this,function(J){f(k,J);c--;v()}),y=k.substring(0,1);if("L"==y)(isLocalStorage||mxClient.IS_CHROMEAPP)&&window.setTimeout(mxUtils.bind(this,function(){try{var J=decodeURIComponent(k.substring(1));StorageFile.getFileContent(this,J,mxUtils.bind(this,function(N){".scratchpad"==J&&null== -N&&(N=this.emptyLibraryXml);null!=N?p(new StorageLibrary(this,N,J)):q()}),q)}catch(N){q()}}),0);else if("U"==y){var z=decodeURIComponent(k.substring(1));this.isOffline()||this.loadTemplate(z,mxUtils.bind(this,function(J){null!=J&&0<J.length?p(new UrlLibrary(this,J,z)):q()}),function(){q()},null,!0)}else if("R"==y){y=decodeURIComponent(k.substring(1));try{y=JSON.parse(y);var A={id:y[0],title:y[1],downloadUrl:y[2]};this.remoteInvoke("getFileContent",[A.downloadUrl],null,mxUtils.bind(this,function(J){try{p(new RemoteLibrary(this, -J,A))}catch(N){q()}}),function(){q()})}catch(J){q()}}else if("S"==y&&null!=this.loadDesktopLib)try{this.loadDesktopLib(decodeURIComponent(k.substring(1)),function(J){p(J)},q)}catch(J){q()}else{var B=null;"G"==y?null!=this.drive&&null!=this.drive.user&&(B=this.drive):"H"==y?null!=this.gitHub&&null!=this.gitHub.getUser()&&(B=this.gitHub):"T"==y?null!=this.trello&&this.trello.isAuthorized()&&(B=this.trello):"D"==y?null!=this.dropbox&&null!=this.dropbox.getUser()&&(B=this.dropbox):"W"==y&&null!=this.oneDrive&& -null!=this.oneDrive.getUser()&&(B=this.oneDrive);null!=B?B.getLibrary(decodeURIComponent(k.substring(1)),mxUtils.bind(this,function(J){try{p(J)}catch(N){q()}}),function(J){q()}):q(!0)}}})(g,d)}v()}}; +App.prototype.createFile=function(b,d,f,c,l,m,x,z,C){c=z?null:null!=c?c:this.mode;if(null!=b&&this.spinner.spin(document.body,mxResources.get("inserting"))){d=null!=d?d:this.emptyDiagramXml;var e=mxUtils.bind(this,function(){this.spinner.stop()}),g=mxUtils.bind(this,function(k){e();null==k&&null==this.getCurrentFile()&&null==this.dialog?this.showSplash():null!=k&&this.handleError(k)});try{c==App.MODE_GOOGLE&&null!=this.drive?(null==x&&null!=this.stateArg&&null!=this.stateArg.folderId&&(x=this.stateArg.folderId), +this.drive.insertFile(b,d,x,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g)):c==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.insertFile(b,d,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g,!1,x):c==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.insertFile(b,d,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g,!1,x):c==App.MODE_TRELLO&&null!=this.trello?this.trello.insertFile(b,d,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g, +!1,x):c==App.MODE_DROPBOX&&null!=this.dropbox?this.dropbox.insertFile(b,d,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g):c==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.insertFile(b,d,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g,!1,x):c==App.MODE_BROWSER?StorageFile.insertFile(this,b,d,mxUtils.bind(this,function(k){e();this.fileCreated(k,f,m,l,C)}),g):!z&&c==App.MODE_DEVICE&&EditorUi.nativeFileSupport?(e(),this.showSaveFilePicker(mxUtils.bind(this, +function(k,n){var q=new LocalFile(this,d,n.name,null,k,n);q.saveFile(n.name,!1,mxUtils.bind(this,function(){this.fileCreated(q,f,m,l,C)}),g,!0)}),mxUtils.bind(this,function(k){"AbortError"!=k.name&&g(k)}),this.createFileSystemOptions(b))):(e(),this.fileCreated(new LocalFile(this,d,b,null==c),f,m,l,C))}catch(k){e(),this.handleError(k)}}}; +App.prototype.fileCreated=function(b,d,f,c,l){var m=window.location.pathname;null!=d&&0<d.length&&(m+="?libs="+d);null!=l&&0<l.length&&(m+="?clibs="+l);m=this.getUrl(m);b.getMode()!=App.MODE_DEVICE&&(m+="#"+b.getHash());if(this.spinner.spin(document.body,mxResources.get("inserting"))){var x=b.getData();x=0<x.length?this.editor.extractGraphModel(mxUtils.parseXml(x).documentElement,!0):null;var z=window.location.protocol+"//"+window.location.hostname+m,C=x,e=null;null!=x&&/\.svg$/i.test(b.getTitle())&& +(e=this.createTemporaryGraph(this.editor.graph.getStylesheet()),document.body.appendChild(e.container),C=this.decodeNodeIntoGraph(C,e));b.setData(this.createFileData(x,e,b,z));null!=e&&e.container.parentNode.removeChild(e.container);var g=mxUtils.bind(this,function(){this.spinner.stop()}),k=mxUtils.bind(this,function(){g();var n=this.getCurrentFile();null==f&&null!=n&&(f=!n.isModified()&&null==n.getMode());var q=mxUtils.bind(this,function(){window.openFile=null;this.fileLoaded(b);f&&b.addAllSavedStatus(); +null!=d&&this.sidebar.showEntries(d);if(null!=l){for(var A=[],E=l.split(";"),y=0;y<E.length;y++)A.push(decodeURIComponent(E[y]));this.loadLibraries(A)}}),p=mxUtils.bind(this,function(){f||null==n||!n.isModified()?q():this.confirm(mxResources.get("allChangesLost"),null,q,mxResources.get("cancel"),mxResources.get("discardChanges"))});null!=c&&c();null==f||f?p():(b.constructor==LocalFile&&(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(b.getData(),b.getTitle(), +null==b.getMode())),null!=c&&c(),window.openWindow(m,null,p))});b.constructor==LocalFile?k():b.saveFile(b.getTitle(),!1,mxUtils.bind(this,function(){k()}),mxUtils.bind(this,function(n){g();null!=n&&"AbortError"==n.name||this.handleError(n)}))}}; +App.prototype.loadFile=function(b,d,f,c,l){if("1"==urlParams.openInSameWin||navigator.standalone)d=!0;this.hideDialog();var m=mxUtils.bind(this,function(){if(null==b||0==b.length)this.editor.setStatus(""),this.fileLoaded(null);else if(this.spinner.spin(document.body,mxResources.get("loading")))if("L"==b.charAt(0))if(this.spinner.stop(),isLocalStorage){var C=mxUtils.bind(this,function(q){this.handleError(q,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var p=this.getCurrentFile(); +window.location.hash=null!=p?p.getHash():""}))});b=decodeURIComponent(b.substring(1));StorageFile.getFileContent(this,b,mxUtils.bind(this,function(q){null!=q?(this.fileLoaded(new StorageFile(this,q,b)),null!=c&&c()):C({message:mxResources.get("fileNotFound")})}),C)}else this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var q=this.getCurrentFile();window.location.hash=null!=q?q.getHash():""}));else if(null!=f)this.spinner.stop(), +this.fileLoaded(f),null!=c&&c();else if("S"==b.charAt(0))this.spinner.stop(),this.alert("[Deprecation] #S is no longer supported, go to https://app.diagrams.net/?desc="+b.substring(1).substring(0,10),mxUtils.bind(this,function(){window.location.href="https://app.diagrams.net/?desc="+b.substring(1)}));else if("R"==b.charAt(0)){this.spinner.stop();var e=decodeURIComponent(b.substring(1));"<"!=e.charAt(0)&&(e=Graph.decompress(e));e=new LocalFile(this,e,null!=urlParams.title?decodeURIComponent(urlParams.title): +this.defaultFilename,!0);e.getHash=function(){return b};this.fileLoaded(e);null!=c&&c()}else if("E"==b.charAt(0))null==this.getCurrentFile()?this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile")):this.remoteInvoke("getDraftFileContent",null,null,mxUtils.bind(this,function(q,p){this.spinner.stop();this.fileLoaded(new EmbedFile(this,q,p));null!=c&&c()}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, +mxResources.get("errorLoadingFile"))}));else if("U"==b.charAt(0)){var g=decodeURIComponent(b.substring(1)),k=mxUtils.bind(this,function(){if("https://drive.google.com/uc?id="!=g.substring(0,31)||null==this.drive&&"function"!==typeof window.DriveClient)return!1;this.hideDialog();var q=mxUtils.bind(this,function(){this.spinner.stop();if(null!=this.drive){var p=g.substring(31,g.lastIndexOf("&ex"));this.loadFile("G"+p,d,null,mxUtils.bind(this,function(){var A=this.getCurrentFile();null!=A&&this.editor.chromeless&& +!this.editor.editable&&(A.getHash=function(){return"G"+p},window.location.hash="#"+A.getHash());null!=c&&c()}));return!0}return!1});!q()&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.addListener("clientLoaded",q);return!0});this.loadTemplate(g,mxUtils.bind(this,function(q){this.spinner.stop();if(null!=q&&0<q.length){var p=this.defaultFilename;if(null==urlParams.title&&"1"!=urlParams.notitle){var A=g,E=g.lastIndexOf("."),y=A.lastIndexOf("/");E>y&&0<y&&(A=A.substring(y+1,E),E=g.substring(E), +this.useCanvasForExport||".png"!=E||(E=".drawio"),".svg"===E||".xml"===E||".html"===E||".png"===E||".drawio"===E)&&(p=A+E)}q=new LocalFile(this,q,null!=urlParams.title?decodeURIComponent(urlParams.title):p,!0);q.getHash=function(){return b};this.fileLoaded(q,!0)?null!=c&&c():k()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}else k()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}),mxUtils.bind(this, +function(){k()||(this.spinner.stop(),this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile")))}),null!=urlParams["template-filename"]?decodeURIComponent(urlParams["template-filename"]):null)}else if(e=null,"G"==b.charAt(0)?e=this.drive:"D"==b.charAt(0)?e=this.dropbox:"W"==b.charAt(0)?e=this.oneDrive:"H"==b.charAt(0)?e=this.gitHub:"A"==b.charAt(0)?e=this.gitLab:"T"==b.charAt(0)&&(e=this.trello),null==e)this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, +mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var q=this.getCurrentFile();window.location.hash=null!=q?q.getHash():""}));else{var n=b.charAt(0);b=decodeURIComponent(b.substring(1));e.getFile(b,mxUtils.bind(this,function(q){this.spinner.stop();this.fileLoaded(q);var p=this.getCurrentFile();null==p?(window.location.hash="",this.showSplash()):this.editor.chromeless&&!this.editor.editable?(p.getHash=function(){return n+b},window.location.hash="#"+p.getHash()):q==p&&null==q.getMode()&& +(q=mxResources.get("copyCreated"),this.editor.setStatus('<div title="'+q+'" class="geStatusAlert">'+q+"</div>"));null!=c&&c()}),mxUtils.bind(this,function(q){null!=window.console&&null!=q&&console.log("error in loadFile:",b,q);var p=mxUtils.bind(this,function(){var A=this.getCurrentFile();null==A?(window.location.hash="",this.showSplash()):window.location.hash="#"+A.getHash()});null==q||"AbortError"!=q.name?this.handleError(q,null!=q?mxResources.get("errorLoadingFile"):null,p,null,null,"#"+n+b):p()}))}}), +x=this.getCurrentFile(),z=mxUtils.bind(this,function(){l||null==x||!x.isModified()?m():this.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){null!=x&&(window.location.hash=x.getHash())}),m,mxResources.get("cancel"),mxResources.get("discardChanges"))});null==b||0==b.length?z():null==x||d?z():this.showDialog((new PopupDialog(this,this.getUrl()+"#"+b,null,z)).container,320,140,!0,!0)}; +App.prototype.getLibraryStorageHint=function(b){var d=b.getTitle();b.constructor!=LocalLibrary&&(d+="\n"+b.getHash());b.constructor==DriveLibrary?d+=" ("+mxResources.get("googleDrive")+")":b.constructor==GitHubLibrary?d+=" ("+mxResources.get("github")+")":b.constructor==TrelloLibrary?d+=" ("+mxResources.get("trello")+")":b.constructor==DropboxLibrary?d+=" ("+mxResources.get("dropbox")+")":b.constructor==OneDriveLibrary?d+=" ("+mxResources.get("oneDrive")+")":b.constructor==StorageLibrary?d+=" ("+ +mxResources.get("browser")+")":b.constructor==LocalLibrary&&(d+=" ("+mxResources.get("device")+")");return d};App.prototype.restoreLibraries=function(){function b(f){for(var c=0;c<f.length;c++)""!=f[c]&&0>mxUtils.indexOf(d,f[c])&&d.push(f[c])}var d=[];b(mxSettings.getCustomLibraries());b((urlParams.clibs||"").split(";"));this.loadLibraries(d)}; +App.prototype.loadLibraries=function(b,d){if(null!=this.sidebar){null==this.loadedLibraries&&(this.loadedLibraries={});var f=mxUtils.bind(this,function(e,g){g||mxSettings.removeCustomLibrary(e);delete this.loadedLibraries[e]}),c=0,l=[],m=0<b.length&&"L.scratchpad"==b[0]?1:0,x=mxUtils.bind(this,function(){if(0==c){if(null!=b)for(var e=b.length-1;0<=e;e--)null!=l[e]&&this.loadLibrary(l[e],e<=m);null!=d&&d()}});if(null!=b)for(var z=0;z<b.length;z++){var C=encodeURIComponent(decodeURIComponent(b[z])); +mxUtils.bind(this,function(e,g){if(null!=e&&0<e.length&&null==this.loadedLibraries[e]&&null==this.sidebar.palettes[e]){this.loadedLibraries[e]=!0;c++;var k=mxUtils.bind(this,function(y){l[g]=y;c--;x()}),n=mxUtils.bind(this,function(y){f(e,y);c--;x()}),q=e.substring(0,1);if("L"==q)(isLocalStorage||mxClient.IS_CHROMEAPP)&&window.setTimeout(mxUtils.bind(this,function(){try{var y=decodeURIComponent(e.substring(1));StorageFile.getFileContent(this,y,mxUtils.bind(this,function(B){".scratchpad"==y&&null== +B&&(B=this.emptyLibraryXml);null!=B?k(new StorageLibrary(this,B,y)):n()}),n)}catch(B){n()}}),0);else if("U"==q){var p=decodeURIComponent(e.substring(1));this.isOffline()||this.loadTemplate(p,mxUtils.bind(this,function(y){null!=y&&0<y.length?k(new UrlLibrary(this,y,p)):n()}),function(){n()},null,!0)}else if("R"==q){q=decodeURIComponent(e.substring(1));try{q=JSON.parse(q);var A={id:q[0],title:q[1],downloadUrl:q[2]};this.remoteInvoke("getFileContent",[A.downloadUrl],null,mxUtils.bind(this,function(y){try{k(new RemoteLibrary(this, +y,A))}catch(B){n()}}),function(){n()})}catch(y){n()}}else if("S"==q&&null!=this.loadDesktopLib)try{this.loadDesktopLib(decodeURIComponent(e.substring(1)),function(y){k(y)},n)}catch(y){n()}else{var E=null;"G"==q?null!=this.drive&&null!=this.drive.user&&(E=this.drive):"H"==q?null!=this.gitHub&&null!=this.gitHub.getUser()&&(E=this.gitHub):"T"==q?null!=this.trello&&this.trello.isAuthorized()&&(E=this.trello):"D"==q?null!=this.dropbox&&null!=this.dropbox.getUser()&&(E=this.dropbox):"W"==q&&null!=this.oneDrive&& +null!=this.oneDrive.getUser()&&(E=this.oneDrive);null!=E?E.getLibrary(decodeURIComponent(e.substring(1)),mxUtils.bind(this,function(y){try{k(y)}catch(B){n()}}),function(y){n()}):n(!0)}}})(C,z)}x()}}; App.prototype.updateButtonContainer=function(){if(null!=this.buttonContainer){var b=this.getCurrentFile();"1"==urlParams.embed&&("atlas"==uiTheme||"1"==urlParams.atlas?(this.buttonContainer.style.paddingRight="12px",this.buttonContainer.style.paddingTop="6px",this.buttonContainer.style.right="1"==urlParams.noLangIcon?"0":"25px"):"min"!=uiTheme&&(this.buttonContainer.style.paddingRight="38px",this.buttonContainer.style.paddingTop="6px"));this.commentsSupported()&&"1"!=urlParams.sketch?null==this.commentButton&& -(this.commentButton=document.createElement("a"),this.commentButton.setAttribute("title",mxResources.get("comments")),this.commentButton.className="geToolbarButton",this.commentButton.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;float:left;cursor:pointer;width:24px;height:24px;background-size:24px 24px;background-position:center center;background-repeat:no-repeat;background-image:url("+Editor.commentImage+");","atlas"==uiTheme?(this.commentButton.style.marginRight= -"10px",this.commentButton.style.marginTop="-3px"):this.commentButton.style.marginTop="min"==uiTheme?"1px":"1"==urlParams.atlas?"-2px":"-5px",mxEvent.addListener(this.commentButton,"click",mxUtils.bind(this,function(){this.actions.get("comments").funct()})),this.buttonContainer.appendChild(this.commentButton),"dark"==uiTheme||"atlas"==uiTheme)&&(this.commentButton.style.filter="invert(100%)"):null!=this.commentButton&&(this.commentButton.parentNode.removeChild(this.commentButton),this.commentButton= -null);"1"==urlParams.embed||"draw.io"!=this.getServiceName()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()?null!=urlParams.notif&&this.fetchAndShowNotification(urlParams.notif):(null!=b?null==this.shareButton&&(this.shareButton=document.createElement("div"),this.shareButton.className="geBtn gePrimaryBtn",this.shareButton.style.display="inline-block",this.shareButton.style.backgroundColor="#F2931E",this.shareButton.style.borderColor="#F08705",this.shareButton.style.backgroundImage= -"none",this.shareButton.style.padding="2px 10px 0 10px",this.shareButton.style.marginTop="-10px",this.shareButton.style.height="28px",this.shareButton.style.lineHeight="28px",this.shareButton.style.minWidth="0px",this.shareButton.style.cssFloat="right",this.shareButton.setAttribute("title",mxResources.get("share")),b=document.createElement("img"),b.setAttribute("src",this.shareImage),b.setAttribute("align","absmiddle"),b.style.marginRight="4px",b.style.marginTop="-3px",this.shareButton.appendChild(b), -Editor.isDarkMode()||"atlas"==uiTheme||(this.shareButton.style.color="black",b.style.filter="invert(100%)"),mxUtils.write(this.shareButton,mxResources.get("share")),mxEvent.addListener(this.shareButton,"click",mxUtils.bind(this,function(){this.actions.get("share").funct()})),this.buttonContainer.appendChild(this.shareButton)):null!=this.shareButton&&(this.shareButton.parentNode.removeChild(this.shareButton),this.shareButton=null),"1"!=urlParams.extAuth&&this.fetchAndShowNotification("online",this.mode))}}; -App.prototype.fetchAndShowNotification=function(b,e){if(!this.fetchingNotif){b=b||"online";var f=null,c=mxUtils.bind(this,function(m){m=m.filter(function(g){return!g.targets||-1<g.targets.indexOf(b)||null!=e&&-1<g.targets.indexOf(e)});for(var n=b+"NotifReadTS",v=isLocalStorage?parseInt(localStorage.getItem(n)):!0,d=0;d<m.length;d++)m[d].isNew=!v||m[d].timestamp>v;this.showNotification(m,n)});try{isLocalStorage&&(f=JSON.parse(localStorage.getItem(".notifCache")))}catch(m){}null==f||f.ts+864E5<Date.now()? -(this.fetchingNotif=!0,mxUtils.get(NOTIFICATIONS_URL,mxUtils.bind(this,function(m){200<=m.getStatus()&&299>=m.getStatus()&&(m=JSON.parse(m.getText()),m.sort(function(n,v){return v.timestamp-n.timestamp}),isLocalStorage&&localStorage.setItem(".notifCache",JSON.stringify({ts:Date.now(),notifs:m})),this.fetchingNotif=!1,c(m))}))):c(f.notifs)}}; -App.prototype.showNotification=function(b,e){function f(k){var l=document.querySelector(".geNotification-count");null!=l&&(l.innerHTML=k,l.style.display=0==k?"none":"",l=document.querySelector(".geNotification-bell"),l.style.animation=0==k?"none":"",l.className="geNotification-bell"+(0==k?" geNotification-bellOff":""),document.querySelector(".geBell-rad").style.animation=0==k?"none":"")}var c=b.length;if("min"==uiTheme)for(var m=c=0;m<b.length;m++)b[m].isNew&&c++;if(0==c)null!=this.notificationBtn&& -(this.notificationBtn.style.display="none",this.editor.fireEvent(new mxEventObject("statusChanged")));else{var n=mxUtils.bind(this,function(){this.notificationWin.style.display="none";for(var k=this.notificationWin.querySelectorAll(".circle.active"),l=0;l<k.length;l++)k[l].className="circle";isLocalStorage&&b[0]&&localStorage.setItem(e,b[0].timestamp)});if(null==this.notificationBtn){this.notificationBtn=document.createElement("div");this.notificationBtn.className="geNotification-box";"min"==uiTheme? -(this.notificationBtn.style.width="30px",this.notificationBtn.style.top="4px"):"1"==urlParams.atlas&&(this.notificationBtn.style.top="2px");c=document.createElement("span");c.className="geNotification-count";this.notificationBtn.appendChild(c);c=document.createElement("div");c.className="geNotification-bell";c.style.opacity="min"==uiTheme?"0.5":"";m=document.createElement("span");m.className="geBell-top";c.appendChild(m);m=document.createElement("span");m.className="geBell-middle";c.appendChild(m); -m=document.createElement("span");m.className="geBell-bottom";c.appendChild(m);m=document.createElement("span");m.className="geBell-rad";c.appendChild(m);this.notificationBtn.appendChild(c);this.buttonContainer.insertBefore(this.notificationBtn,this.buttonContainer.firstChild);this.notificationWin=document.createElement("div");this.notificationWin.className="geNotifPanel";this.notificationWin.style.display="none";document.body.appendChild(this.notificationWin);m=document.createElement("div");m.className= -"header";c=document.createElement("span");c.className="title";c.textContent=mxResources.get("notifications");m.appendChild(c);c=document.createElement("span");c.className="closeBtn";c.textContent="x";m.appendChild(c);this.notificationWin.appendChild(m);m=document.createElement("div");m.className="notifications clearfix";var v=document.createElement("div");v.setAttribute("id","geNotifList");v.style.position="relative";m.appendChild(v);this.notificationWin.appendChild(m);mxEvent.addListener(this.notificationBtn, -"click",mxUtils.bind(this,function(){if("none"==this.notificationWin.style.display){this.notificationWin.style.display="";document.querySelector(".notifications").scrollTop=0;var k=this.notificationBtn.getBoundingClientRect();this.notificationWin.style.top=k.top+this.notificationBtn.clientHeight+"px";this.notificationWin.style.left=k.right-this.notificationWin.clientWidth+"px";f(0)}else n()}));mxEvent.addListener(c,"click",n)}else this.notificationBtn.style.display="";var d=0,g=document.getElementById("geNotifList"); -if(null!=g){g.innerHTML='<div class="line"></div>';for(m=0;m<b.length;m++)(function(k,l){l.isNew&&d++;var p=document.createElement("div");p.className="notification";k=k.timeSince(new Date(l.timestamp));null==k&&(k=mxResources.get("lessThanAMinute"));p.innerHTML='<div class="circle'+(l.isNew?" active":"")+'"></div><span class="time">'+mxUtils.htmlEntities(mxResources.get("timeAgo",[k],"{1} ago"))+"</span><p>"+mxUtils.htmlEntities(l.content)+"</p>";l.link&&mxEvent.addListener(p,"click",function(){window.open(l.link, -"notifWin")});g.appendChild(p)})(this,b[m]);f(d)}}}; -App.prototype.save=function(b,e){var f=this.getCurrentFile();if(null!=f&&this.spinner.spin(document.body,mxResources.get("saving"))){this.editor.setStatus("");this.editor.graph.isEditing()&&this.editor.graph.stopEditing();var c=mxUtils.bind(this,function(){f.handleFileSuccess(!0);null!=e&&e()}),m=mxUtils.bind(this,function(n){f.isModified()&&Editor.addRetryToError(n,mxUtils.bind(this,function(){this.save(b,e)}));f.handleFileError(n,null==n||"AbortError"!=n.name)});try{b==f.getTitle()?f.save(!0,c, -m):f.saveAs(b,c,m)}catch(n){m(n)}}}; -App.prototype.pickFolder=function(b,e,f,c,m){f=null!=f?f:!0;var n=this.spinner.pause();f&&b==App.MODE_GOOGLE&&null!=this.drive?this.drive.pickFolder(mxUtils.bind(this,function(v){n();if(v.action==google.picker.Action.PICKED){var d=null;null!=v.docs&&0<v.docs.length&&"folder"==v.docs[0].type&&(d=v.docs[0].id);e(d)}}),m):f&&b==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.pickFolder(mxUtils.bind(this,function(v){n();null!=v&&null!=v.value&&0<v.value.length&&(v=OneDriveFile.prototype.getIdOf(v.value[0]), -e(v))}),c):f&&b==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.pickFolder(mxUtils.bind(this,function(v){n();e(v)})):f&&b==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.pickFolder(mxUtils.bind(this,function(v){n();e(v)})):f&&b==App.MODE_TRELLO&&null!=this.trello?this.trello.pickFolder(mxUtils.bind(this,function(v){n();e(v)})):EditorUi.prototype.pickFolder.apply(this,arguments)}; -App.prototype.exportFile=function(b,e,f,c,m,n){m==App.MODE_DROPBOX?null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.dropbox.insertFile(e,c?this.base64ToBlob(b,f):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(v){this.spinner.stop();this.handleError(v)})):m==App.MODE_GOOGLE?null!=this.drive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.drive.insertFile(e,b,n,mxUtils.bind(this,function(v){this.spinner.stop()}), -mxUtils.bind(this,function(v){this.spinner.stop();this.handleError(v)}),f,c):m==App.MODE_ONEDRIVE?null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.oneDrive.insertFile(e,c?this.base64ToBlob(b,f):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(v){this.spinner.stop();this.handleError(v)}),!1,n):m==App.MODE_GITHUB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitHub.insertFile(e,b,mxUtils.bind(this, -function(){this.spinner.stop()}),mxUtils.bind(this,function(v){this.spinner.stop();this.handleError(v)}),!0,n,c):m==App.MODE_GITLAB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitLab.insertFile(e,b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(v){this.spinner.stop();this.handleError(v)}),!0,n,c):m==App.MODE_TRELLO?null!=this.trello&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.trello.insertFile(e,c?this.base64ToBlob(b, -f):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(v){this.spinner.stop();this.handleError(v)}),!1,n):m==App.MODE_BROWSER&&(f=mxUtils.bind(this,function(){localStorage.setItem(e,b)}),null==localStorage.getItem(e)?f():this.confirm(mxResources.get("replaceIt",[e]),f))}; -App.prototype.descriptorChanged=function(){var b=this.getCurrentFile();if(null!=b){if(null!=this.fname){this.fnameWrapper.style.display="block";this.fname.innerText="";var e=null!=b.getTitle()?b.getTitle():this.defaultFilename;mxUtils.write(this.fname,e);this.fname.setAttribute("title",e+" - "+mxResources.get("rename"))}e=this.editor.graph;var f=b.isEditable()&&!b.invalidChecksum;e.isEnabled()&&!f&&e.reset();e.setEnabled(f);null==urlParams.rev&&(this.updateDocumentTitle(),e=b.getHash(),0<e.length? -window.location.hash=e:0<window.location.hash.length&&(window.location.hash=""))}this.updateUi();null==this.format||null!=b&&this.fileEditable==b.isEditable()||!this.editor.graph.isSelectionEmpty()||(this.format.refresh(),this.fileEditable=null!=b?b.isEditable():null);this.fireEvent(new mxEventObject("fileDescriptorChanged","file",b))}; -App.prototype.showAuthDialog=function(b,e,f,c){var m=this.spinner.pause();this.showDialog((new AuthDialog(this,b,e,mxUtils.bind(this,function(n){try{null!=f&&f(n,mxUtils.bind(this,function(){this.hideDialog();m()}))}catch(v){this.editor.setStatus(mxUtils.htmlEntities(v.message))}}))).container,300,e?180:140,!0,!0,mxUtils.bind(this,function(n){null!=c&&c(n);n&&null==this.getCurrentFile()&&null==this.dialog&&this.showSplash()}))}; -App.prototype.convertFile=function(b,e,f,c,m,n,v,d){var g=e;/\.svg$/i.test(g)||(g=g.substring(0,e.lastIndexOf("."))+c);var k=!1;null!=this.gitHub&&b.substring(0,this.gitHub.baseUrl.length)==this.gitHub.baseUrl&&(k=!0);if(/\.v(dx|sdx?)$/i.test(e)&&Graph.fileSupport&&(new XMLHttpRequest).upload&&"string"===typeof(new XMLHttpRequest).responseType){var l=new XMLHttpRequest;l.open("GET",b,!0);k||(l.responseType="blob");if(d)for(var p in d)l.setRequestHeader(p,d[p]);l.onload=mxUtils.bind(this,function(){if(200<= -l.status&&299>=l.status){var y=null;k?(y=JSON.parse(l.responseText),y=this.base64ToBlob(y.content,"application/octet-stream")):y=new Blob([l.response],{type:"application/octet-stream"});this.importVisio(y,mxUtils.bind(this,function(z){m(new LocalFile(this,z,g,!0))}),n,e)}else null!=n&&n({message:mxResources.get("errorLoadingFile")})});l.onerror=n;l.send()}else{var q=mxUtils.bind(this,function(y){try{if(/\.pdf$/i.test(e)){var z=Editor.extractGraphModelFromPdf(y);null!=z&&0<z.length&&m(new LocalFile(this, -z,g,!0))}else/\.png$/i.test(e)?(z=this.extractGraphModelFromPng(y),null!=z?m(new LocalFile(this,z,g,!0)):m(new LocalFile(this,y,e,!0))):Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(y,b)?this.parseFileData(y,mxUtils.bind(this,function(A){4==A.readyState&&(200<=A.status&&299>=A.status?m(new LocalFile(this,A.responseText,g,!0)):null!=n&&n({message:mxResources.get("errorLoadingFile")}))}),e):m(new LocalFile(this,y,g,!0))}catch(A){null!=n&&n(A)}});f=/\.png$/i.test(e)||/\.jpe?g$/i.test(e)|| -/\.pdf$/i.test(e)||null!=f&&"image/"==f.substring(0,6);k?mxUtils.get(b,mxUtils.bind(this,function(y){if(200<=y.getStatus()&&299>=y.getStatus()){if(null!=m){y=JSON.parse(y.getText());var z=y.content;"base64"===y.encoding&&(z=/\.png$/i.test(e)?"data:image/png;base64,"+z:/\.pdf$/i.test(e)?"data:application/pdf;base64,"+z:!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(z):atob(z));q(z)}}else null!=n&&n({code:App.ERROR_UNKNOWN})}),function(){null!=n&&n({code:App.ERROR_UNKNOWN})},!1,this.timeout, -function(){null!=n&&n({code:App.ERROR_TIMEOUT,retry:fn})},d):null!=v?v(b,q,n,f):this.editor.loadUrl(b,q,n,f,null,null,null,d)}}; -App.prototype.updateHeader=function(){if(null!=this.menubar){this.appIcon=document.createElement("a");this.appIcon.style.display="block";this.appIcon.style.position="absolute";this.appIcon.style.width="32px";this.appIcon.style.height=this.menubarHeight-28+"px";this.appIcon.style.margin="14px 0px 8px 16px";this.appIcon.style.opacity="0.85";this.appIcon.style.borderRadius="3px";"dark"!=uiTheme&&(this.appIcon.style.backgroundColor="#f08705");mxEvent.disableContextMenu(this.appIcon);mxEvent.addListener(this.appIcon, -"click",mxUtils.bind(this,function(c){this.appIconClicked(c)}));var b=mxClient.IS_SVG?"dark"==uiTheme?"url(data:image/svg+xml;base64,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)": -"url(data:image/svg+xml;base64,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)": -"url('"+IMAGE_PATH+"/logo-white.png')";this.appIcon.style.backgroundImage=b;this.appIcon.style.backgroundPosition="center center";this.appIcon.style.backgroundSize="100% 100%";this.appIcon.style.backgroundRepeat="no-repeat";mxUtils.setPrefixedStyle(this.appIcon.style,"transition","all 125ms linear");mxEvent.addListener(this.appIcon,"mouseover",mxUtils.bind(this,function(){var c=this.getCurrentFile();null!=c&&(c=c.getMode(),c==App.MODE_GOOGLE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/google-drive-logo-white.svg)", -this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_DROPBOX?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/dropbox-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_ONEDRIVE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/onedrive-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_GITHUB?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/github-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_GITLAB? -(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/gitlab-logo-white.svg)",this.appIcon.style.backgroundSize="100% 100%"):c==App.MODE_TRELLO&&(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/trello-logo-white-orange.svg)",this.appIcon.style.backgroundSize="70% 70%"))}));mxEvent.addListener(this.appIcon,"mouseout",mxUtils.bind(this,function(){this.appIcon.style.backgroundImage=b;this.appIcon.style.backgroundSize="90% 90%"}));"1"!=urlParams.embed&&this.menubarContainer.appendChild(this.appIcon); -this.fnameWrapper=document.createElement("div");this.fnameWrapper.style.position="absolute";this.fnameWrapper.style.right="120px";this.fnameWrapper.style.left="60px";this.fnameWrapper.style.top="9px";this.fnameWrapper.style.height="26px";this.fnameWrapper.style.display="none";this.fnameWrapper.style.overflow="hidden";this.fnameWrapper.style.textOverflow="ellipsis";this.fname=document.createElement("a");this.fname.setAttribute("title",mxResources.get("rename"));this.fname.className="geItem";this.fname.style.padding= -"2px 8px 2px 8px";this.fname.style.display="inline";this.fname.style.fontSize="18px";this.fname.style.whiteSpace="nowrap";mxEvent.addListener(this.fname,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()}));mxEvent.addListener(this.fname,"click",mxUtils.bind(this,function(c){var m=this.getCurrentFile();null!=m&&m.isRenamable()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(),this.actions.get("rename").funct());mxEvent.consume(c)}));this.fnameWrapper.appendChild(this.fname); -"1"!=urlParams.embed&&(this.menubarContainer.appendChild(this.fnameWrapper),this.menubar.container.style.position="absolute",this.menubar.container.style.paddingLeft="59px",this.toolbar.container.style.paddingLeft="16px",this.menubar.container.style.boxSizing="border-box",this.menubar.container.style.top="34px");this.toggleFormatElement=document.createElement("a");this.toggleFormatElement.setAttribute("title",mxResources.get("formatPanel")+" ("+Editor.ctrlKey+"+Shift+P)");this.toggleFormatElement.style.position= -"absolute";this.toggleFormatElement.style.display="inline-block";this.toggleFormatElement.style.top="atlas"==uiTheme?"8px":"6px";this.toggleFormatElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"30px":"10px";this.toggleFormatElement.style.padding="2px";this.toggleFormatElement.style.fontSize="14px";this.toggleFormatElement.className="atlas"!=uiTheme?"geButton":"";this.toggleFormatElement.style.width="16px";this.toggleFormatElement.style.height="16px";this.toggleFormatElement.style.backgroundPosition= -"50% 50%";this.toggleFormatElement.style.backgroundRepeat="no-repeat";this.toolbarContainer.appendChild(this.toggleFormatElement);"dark"==uiTheme&&(this.toggleFormatElement.style.filter="invert(100%)");mxEvent.addListener(this.toggleFormatElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()}));mxEvent.addListener(this.toggleFormatElement,"click",mxUtils.bind(this,function(c){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"formatPanel"});this.actions.get("formatPanel").funct(); -mxEvent.consume(c)}));var e=mxUtils.bind(this,function(){this.toggleFormatElement.style.backgroundImage=0<this.formatWidth?"url('"+this.formatShowImage+"')":"url('"+this.formatHideImage+"')"});this.addListener("formatWidthChanged",e);e();this.fullscreenElement=document.createElement("a");this.fullscreenElement.setAttribute("title",mxResources.get("fullscreen"));this.fullscreenElement.style.position="absolute";this.fullscreenElement.style.display="inline-block";this.fullscreenElement.style.top="atlas"== -uiTheme?"8px":"6px";this.fullscreenElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"50px":"30px";this.fullscreenElement.style.padding="2px";this.fullscreenElement.style.fontSize="14px";this.fullscreenElement.className="atlas"!=uiTheme?"geButton":"";this.fullscreenElement.style.width="16px";this.fullscreenElement.style.height="16px";this.fullscreenElement.style.backgroundPosition="50% 50%";this.fullscreenElement.style.backgroundRepeat="no-repeat";this.fullscreenElement.style.backgroundImage= -"url('"+this.fullscreenImage+"')";this.toolbarContainer.appendChild(this.fullscreenElement);mxEvent.addListener(this.fullscreenElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()}));"atlas"==uiTheme&&(mxUtils.setOpacity(this.toggleFormatElement,70),mxUtils.setOpacity(this.fullscreenElement,70));var f=this.hsplitPosition;"dark"==uiTheme&&(this.fullscreenElement.style.filter="invert(100%)");mxEvent.addListener(this.fullscreenElement,"click",mxUtils.bind(this, -function(c){var m=this.fullscreenMode;EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"fullscreen",currentstate:m});"atlas"!=uiTheme&&"1"!=urlParams.embed&&this.toggleCompactMode(m);m||(f=this.hsplitPosition);this.hsplitPosition=m?f:0;this.toggleFormatPanel(m);this.fullscreenMode=!m;mxEvent.consume(c)}));"1"!=urlParams.embed&&(this.toggleElement=document.createElement("a"),this.toggleElement.setAttribute("title",mxResources.get("collapseExpand")),this.toggleElement.className="geButton",this.toggleElement.style.position= -"absolute",this.toggleElement.style.display="inline-block",this.toggleElement.style.width="16px",this.toggleElement.style.height="16px",this.toggleElement.style.color="#666",this.toggleElement.style.top="atlas"==uiTheme?"8px":"6px",this.toggleElement.style.right="10px",this.toggleElement.style.padding="2px",this.toggleElement.style.fontSize="14px",this.toggleElement.style.textDecoration="none",this.toggleElement.style.backgroundImage="url('"+this.chevronUpImage+"')",this.toggleElement.style.backgroundPosition= -"50% 50%",this.toggleElement.style.backgroundRepeat="no-repeat","dark"==uiTheme&&(this.toggleElement.style.filter="invert(100%)"),mxEvent.addListener(this.toggleElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()})),mxEvent.addListener(this.toggleElement,"click",mxUtils.bind(this,function(c){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"toggleUI"});this.toggleCompactMode();mxEvent.consume(c)})),"atlas"!=uiTheme&&this.toolbarContainer.appendChild(this.toggleElement), -!mxClient.IS_FF&&740>=screen.height&&"undefined"!==typeof this.toggleElement.click&&window.setTimeout(mxUtils.bind(this,function(){this.toggleElement.click()}),0))}}; +(this.commentButton=document.createElement("a"),this.commentButton.setAttribute("title",mxResources.get("comments")),this.commentButton.className="geToolbarButton geAdaptiveAsset",this.commentButton.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;float:left;cursor:pointer;width:24px;height:24px;background-size:24px 24px;background-position:center center;background-repeat:no-repeat;background-image:url("+Editor.commentImage+");","atlas"==uiTheme?(this.commentButton.style.marginRight= +"10px",this.commentButton.style.marginTop="-3px"):this.commentButton.style.marginTop="min"==uiTheme?"1px":"1"==urlParams.atlas?"-2px":"-5px",mxEvent.addListener(this.commentButton,"click",mxUtils.bind(this,function(){this.actions.get("comments").funct()})),this.buttonContainer.appendChild(this.commentButton),"atlas"==uiTheme&&(this.commentButton.style.filter="invert(100%)")):null!=this.commentButton&&(this.commentButton.parentNode.removeChild(this.commentButton),this.commentButton=null);"1"==urlParams.embed|| +"draw.io"!=this.getServiceName()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()?null!=urlParams.notif&&this.fetchAndShowNotification(urlParams.notif):(null!=b?null==this.shareButton&&(this.shareButton=document.createElement("div"),this.shareButton.className="geBtn gePrimaryBtn",this.shareButton.style.display="inline-block",this.shareButton.style.backgroundColor="#F2931E",this.shareButton.style.borderColor="#F08705",this.shareButton.style.backgroundImage="none",this.shareButton.style.padding= +"2px 10px 0 10px",this.shareButton.style.marginTop="-10px",this.shareButton.style.height="28px",this.shareButton.style.lineHeight="28px",this.shareButton.style.minWidth="0px",this.shareButton.style.cssFloat="right",this.shareButton.setAttribute("title",mxResources.get("share")),b=document.createElement("img"),b.className="geInverseAdaptiveAsset",b.setAttribute("src",this.shareImage),b.setAttribute("align","absmiddle"),b.style.marginRight="4px",b.style.marginTop="-3px",this.shareButton.appendChild(b), +"atlas"!=uiTheme&&(this.shareButton.style.color="black",b.style.filter="invert(100%)"),mxUtils.write(this.shareButton,mxResources.get("share")),mxEvent.addListener(this.shareButton,"click",mxUtils.bind(this,function(){this.actions.get("share").funct()})),this.buttonContainer.appendChild(this.shareButton)):null!=this.shareButton&&(this.shareButton.parentNode.removeChild(this.shareButton),this.shareButton=null),"1"!=urlParams.extAuth&&this.fetchAndShowNotification("online",this.mode))}}; +App.prototype.fetchAndShowNotification=function(b,d){if(!this.fetchingNotif){b=b||"online";var f=null,c=mxUtils.bind(this,function(l){l=l.filter(function(C){return!C.targets||-1<C.targets.indexOf(b)||null!=d&&-1<C.targets.indexOf(d)});for(var m=b+"NotifReadTS",x=isLocalStorage?parseInt(localStorage.getItem(m)):!0,z=0;z<l.length;z++)l[z].isNew=!x||l[z].timestamp>x;this.showNotification(l,m)});try{isLocalStorage&&(f=JSON.parse(localStorage.getItem(".notifCache")))}catch(l){}null==f||f.ts+864E5<Date.now()? +(this.fetchingNotif=!0,mxUtils.get(NOTIFICATIONS_URL,mxUtils.bind(this,function(l){200<=l.getStatus()&&299>=l.getStatus()&&(l=JSON.parse(l.getText()),l.sort(function(m,x){return x.timestamp-m.timestamp}),isLocalStorage&&localStorage.setItem(".notifCache",JSON.stringify({ts:Date.now(),notifs:l})),this.fetchingNotif=!1,c(l))}))):c(f.notifs)}}; +App.prototype.showNotification=function(b,d){function f(e){var g=document.querySelector(".geNotification-count");null!=g&&(g.innerHTML=e,g.style.display=0==e?"none":"",g=document.querySelector(".geNotification-bell"),g.style.animation=0==e?"none":"",g.className="geNotification-bell"+(0==e?" geNotification-bellOff":""),document.querySelector(".geBell-rad").style.animation=0==e?"none":"")}var c=b.length;if("min"==uiTheme)for(var l=c=0;l<b.length;l++)b[l].isNew&&c++;if(0==c)null!=this.notificationBtn&& +(this.notificationBtn.style.display="none",this.editor.fireEvent(new mxEventObject("statusChanged")));else{var m=mxUtils.bind(this,function(){this.notificationWin.style.display="none";for(var e=this.notificationWin.querySelectorAll(".circle.active"),g=0;g<e.length;g++)e[g].className="circle";isLocalStorage&&b[0]&&localStorage.setItem(d,b[0].timestamp)});if(null==this.notificationBtn){this.notificationBtn=document.createElement("div");this.notificationBtn.className="geNotification-box";"min"==uiTheme? +(this.notificationBtn.style.width="30px",this.notificationBtn.style.top="4px"):"1"==urlParams.atlas&&(this.notificationBtn.style.top="2px");c=document.createElement("span");c.className="geNotification-count";this.notificationBtn.appendChild(c);c=document.createElement("div");c.className="geNotification-bell";c.style.opacity="min"==uiTheme?"0.5":"";l=document.createElement("span");l.className="geBell-top";c.appendChild(l);l=document.createElement("span");l.className="geBell-middle";c.appendChild(l); +l=document.createElement("span");l.className="geBell-bottom";c.appendChild(l);l=document.createElement("span");l.className="geBell-rad";c.appendChild(l);this.notificationBtn.appendChild(c);this.buttonContainer.insertBefore(this.notificationBtn,this.buttonContainer.firstChild);this.notificationWin=document.createElement("div");this.notificationWin.className="geNotifPanel";this.notificationWin.style.display="none";document.body.appendChild(this.notificationWin);l=document.createElement("div");l.className= +"header";c=document.createElement("span");c.className="title";c.textContent=mxResources.get("notifications");l.appendChild(c);c=document.createElement("span");c.className="closeBtn";c.textContent="x";l.appendChild(c);this.notificationWin.appendChild(l);l=document.createElement("div");l.className="notifications clearfix";var x=document.createElement("div");x.setAttribute("id","geNotifList");x.style.position="relative";l.appendChild(x);this.notificationWin.appendChild(l);mxEvent.addListener(this.notificationBtn, +"click",mxUtils.bind(this,function(){if("none"==this.notificationWin.style.display){this.notificationWin.style.display="";document.querySelector(".notifications").scrollTop=0;var e=this.notificationBtn.getBoundingClientRect();this.notificationWin.style.top=e.top+this.notificationBtn.clientHeight+"px";this.notificationWin.style.left=e.right-this.notificationWin.clientWidth+"px";f(0)}else m()}));mxEvent.addListener(c,"click",m)}else this.notificationBtn.style.display="";var z=0,C=document.getElementById("geNotifList"); +if(null!=C){C.innerHTML='<div class="line"></div>';for(l=0;l<b.length;l++)(function(e,g){g.isNew&&z++;var k=document.createElement("div");k.className="notification";e=e.timeSince(new Date(g.timestamp));null==e&&(e=mxResources.get("lessThanAMinute"));k.innerHTML='<div class="circle'+(g.isNew?" active":"")+'"></div><span class="time">'+mxUtils.htmlEntities(mxResources.get("timeAgo",[e],"{1} ago"))+"</span><p>"+mxUtils.htmlEntities(g.content)+"</p>";g.link&&mxEvent.addListener(k,"click",function(){window.open(g.link, +"notifWin")});C.appendChild(k)})(this,b[l]);f(z)}}}; +App.prototype.save=function(b,d){var f=this.getCurrentFile();if(null!=f&&this.spinner.spin(document.body,mxResources.get("saving"))){this.editor.setStatus("");this.editor.graph.isEditing()&&this.editor.graph.stopEditing();var c=mxUtils.bind(this,function(){f.handleFileSuccess(!0);null!=d&&d()}),l=mxUtils.bind(this,function(m){f.isModified()&&Editor.addRetryToError(m,mxUtils.bind(this,function(){this.save(b,d)}));f.handleFileError(m,null==m||"AbortError"!=m.name)});try{b==f.getTitle()?f.save(!0,c, +l):f.saveAs(b,c,l)}catch(m){l(m)}}}; +App.prototype.pickFolder=function(b,d,f,c,l){f=null!=f?f:!0;var m=this.spinner.pause();f&&b==App.MODE_GOOGLE&&null!=this.drive?this.drive.pickFolder(mxUtils.bind(this,function(x){m();if(x.action==google.picker.Action.PICKED){var z=null;null!=x.docs&&0<x.docs.length&&"folder"==x.docs[0].type&&(z=x.docs[0].id);d(z)}}),l):f&&b==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.pickFolder(mxUtils.bind(this,function(x){m();null!=x&&null!=x.value&&0<x.value.length&&(x=OneDriveFile.prototype.getIdOf(x.value[0]), +d(x))}),c):f&&b==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.pickFolder(mxUtils.bind(this,function(x){m();d(x)})):f&&b==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.pickFolder(mxUtils.bind(this,function(x){m();d(x)})):f&&b==App.MODE_TRELLO&&null!=this.trello?this.trello.pickFolder(mxUtils.bind(this,function(x){m();d(x)})):EditorUi.prototype.pickFolder.apply(this,arguments)}; +App.prototype.exportFile=function(b,d,f,c,l,m){l==App.MODE_DROPBOX?null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.dropbox.insertFile(d,c?this.base64ToBlob(b,f):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)})):l==App.MODE_GOOGLE?null!=this.drive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.drive.insertFile(d,b,m,mxUtils.bind(this,function(x){this.spinner.stop()}), +mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)}),f,c):l==App.MODE_ONEDRIVE?null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.oneDrive.insertFile(d,c?this.base64ToBlob(b,f):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)}),!1,m):l==App.MODE_GITHUB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitHub.insertFile(d,b,mxUtils.bind(this, +function(){this.spinner.stop()}),mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)}),!0,m,c):l==App.MODE_GITLAB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitLab.insertFile(d,b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)}),!0,m,c):l==App.MODE_TRELLO?null!=this.trello&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.trello.insertFile(d,c?this.base64ToBlob(b, +f):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(x){this.spinner.stop();this.handleError(x)}),!1,m):l==App.MODE_BROWSER&&(f=mxUtils.bind(this,function(){localStorage.setItem(d,b)}),null==localStorage.getItem(d)?f():this.confirm(mxResources.get("replaceIt",[d]),f))}; +App.prototype.descriptorChanged=function(){var b=this.getCurrentFile();if(null!=b){if(null!=this.fname){this.fnameWrapper.style.display="block";this.fname.innerText="";var d=null!=b.getTitle()?b.getTitle():this.defaultFilename;mxUtils.write(this.fname,d);this.fname.setAttribute("title",d+" - "+mxResources.get("rename"))}d=this.editor.graph;var f=b.isEditable()&&!b.invalidChecksum;d.isEnabled()&&!f&&d.reset();d.setEnabled(f);null==urlParams.rev&&(this.updateDocumentTitle(),d=b.getHash(),0<d.length? +window.location.hash=d:0<window.location.hash.length&&(window.location.hash=""))}this.updateUi();null==this.format||null!=b&&this.fileEditable==b.isEditable()||!this.editor.graph.isSelectionEmpty()||(this.format.refresh(),this.fileEditable=null!=b?b.isEditable():null);this.fireEvent(new mxEventObject("fileDescriptorChanged","file",b))}; +App.prototype.showAuthDialog=function(b,d,f,c){var l=this.spinner.pause();this.showDialog((new AuthDialog(this,b,d,mxUtils.bind(this,function(m){try{null!=f&&f(m,mxUtils.bind(this,function(){this.hideDialog();l()}))}catch(x){this.editor.setStatus(mxUtils.htmlEntities(x.message))}}))).container,300,d?180:140,!0,!0,mxUtils.bind(this,function(m){null!=c&&c(m);m&&null==this.getCurrentFile()&&null==this.dialog&&this.showSplash()}))}; +App.prototype.convertFile=function(b,d,f,c,l,m,x,z){var C=d;/\.svg$/i.test(C)||(C=C.substring(0,d.lastIndexOf("."))+c);var e=!1;null!=this.gitHub&&b.substring(0,this.gitHub.baseUrl.length)==this.gitHub.baseUrl&&(e=!0);if(/\.v(dx|sdx?)$/i.test(d)&&Graph.fileSupport&&(new XMLHttpRequest).upload&&"string"===typeof(new XMLHttpRequest).responseType){var g=new XMLHttpRequest;g.open("GET",b,!0);e||(g.responseType="blob");if(z)for(var k in z)g.setRequestHeader(k,z[k]);g.onload=mxUtils.bind(this,function(){if(200<= +g.status&&299>=g.status){var q=null;e?(q=JSON.parse(g.responseText),q=this.base64ToBlob(q.content,"application/octet-stream")):q=new Blob([g.response],{type:"application/octet-stream"});this.importVisio(q,mxUtils.bind(this,function(p){l(new LocalFile(this,p,C,!0))}),m,d)}else null!=m&&m({message:mxResources.get("errorLoadingFile")})});g.onerror=m;g.send()}else{var n=mxUtils.bind(this,function(q){try{if(/\.pdf$/i.test(d)){var p=Editor.extractGraphModelFromPdf(q);null!=p&&0<p.length&&l(new LocalFile(this, +p,C,!0))}else/\.png$/i.test(d)?(p=this.extractGraphModelFromPng(q),null!=p?l(new LocalFile(this,p,C,!0)):l(new LocalFile(this,q,d,!0))):Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(q,b)?this.parseFileData(q,mxUtils.bind(this,function(A){4==A.readyState&&(200<=A.status&&299>=A.status?l(new LocalFile(this,A.responseText,C,!0)):null!=m&&m({message:mxResources.get("errorLoadingFile")}))}),d):l(new LocalFile(this,q,C,!0))}catch(A){null!=m&&m(A)}});f=/\.png$/i.test(d)||/\.jpe?g$/i.test(d)|| +/\.pdf$/i.test(d)||null!=f&&"image/"==f.substring(0,6);e?mxUtils.get(b,mxUtils.bind(this,function(q){if(200<=q.getStatus()&&299>=q.getStatus()){if(null!=l){q=JSON.parse(q.getText());var p=q.content;"base64"===q.encoding&&(p=/\.png$/i.test(d)?"data:image/png;base64,"+p:/\.pdf$/i.test(d)?"data:application/pdf;base64,"+p:!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(p):atob(p));n(p)}}else null!=m&&m({code:App.ERROR_UNKNOWN})}),function(){null!=m&&m({code:App.ERROR_UNKNOWN})},!1,this.timeout, +function(){null!=m&&m({code:App.ERROR_TIMEOUT,retry:fn})},z):null!=x?x(b,n,m,f):this.editor.loadUrl(b,n,m,f,null,null,null,z)}}; +App.prototype.updateHeader=function(){if(null!=this.menubar){var b="url("+Editor.logoImage+")";this.appIcon=document.createElement("a");this.appIcon.style.display="block";this.appIcon.style.position="absolute";this.appIcon.style.width="32px";this.appIcon.style.height=this.menubarHeight-28+"px";this.appIcon.style.margin="14px 0px 8px 16px";this.appIcon.style.opacity="0.85";this.appIcon.style.borderRadius="3px";this.appIcon.style.backgroundPosition="center center";this.appIcon.style.backgroundSize= +"100% 100%";this.appIcon.style.backgroundRepeat="no-repeat";this.appIcon.style.backgroundImage=b;mxEvent.disableContextMenu(this.appIcon);mxEvent.addListener(this.appIcon,"click",mxUtils.bind(this,function(c){this.appIconClicked(c)}));var d=mxUtils.bind(this,function(){this.appIcon.style.backgroundColor=Editor.isDarkMode()?"":"#f08705"});this.addListener("darkModeChanged",d);d();mxUtils.setPrefixedStyle(this.appIcon.style,"transition","all 125ms linear");mxEvent.addListener(this.appIcon,"mouseover", +mxUtils.bind(this,function(){var c=this.getCurrentFile();null!=c&&(c=c.getMode(),c==App.MODE_GOOGLE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/google-drive-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_DROPBOX?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/dropbox-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_ONEDRIVE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/onedrive-logo-white.svg)",this.appIcon.style.backgroundSize= +"70% 70%"):c==App.MODE_GITHUB?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/github-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):c==App.MODE_GITLAB?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/gitlab-logo-white.svg)",this.appIcon.style.backgroundSize="100% 100%"):c==App.MODE_TRELLO&&(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/trello-logo-white-orange.svg)",this.appIcon.style.backgroundSize="70% 70%"))}));mxEvent.addListener(this.appIcon,"mouseout", +mxUtils.bind(this,function(){this.appIcon.style.backgroundImage=b;this.appIcon.style.backgroundSize="90% 90%"}));"1"!=urlParams.embed&&this.menubarContainer.appendChild(this.appIcon);this.fnameWrapper=document.createElement("div");this.fnameWrapper.style.position="absolute";this.fnameWrapper.style.right="120px";this.fnameWrapper.style.left="60px";this.fnameWrapper.style.top="9px";this.fnameWrapper.style.height="26px";this.fnameWrapper.style.display="none";this.fnameWrapper.style.overflow="hidden"; +this.fnameWrapper.style.textOverflow="ellipsis";this.fname=document.createElement("a");this.fname.setAttribute("title",mxResources.get("rename"));this.fname.className="geItem";this.fname.style.padding="2px 8px 2px 8px";this.fname.style.display="inline";this.fname.style.fontSize="18px";this.fname.style.whiteSpace="nowrap";mxEvent.addListener(this.fname,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()}));mxEvent.addListener(this.fname,"click",mxUtils.bind(this, +function(c){var l=this.getCurrentFile();null!=l&&l.isRenamable()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(),this.actions.get("rename").funct());mxEvent.consume(c)}));this.fnameWrapper.appendChild(this.fname);"1"!=urlParams.embed&&(this.menubarContainer.appendChild(this.fnameWrapper),this.menubar.container.style.position="absolute",this.menubar.container.style.paddingLeft="59px",this.toolbar.container.style.paddingLeft="16px",this.menubar.container.style.boxSizing="border-box", +this.menubar.container.style.top="34px");this.toggleFormatElement=document.createElement("a");this.toggleFormatElement.setAttribute("title",mxResources.get("formatPanel")+" ("+Editor.ctrlKey+"+Shift+P)");this.toggleFormatElement.style.position="absolute";this.toggleFormatElement.style.display="inline-block";this.toggleFormatElement.style.top="atlas"==uiTheme?"8px":"6px";this.toggleFormatElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"30px":"10px";this.toggleFormatElement.style.padding= +"2px";this.toggleFormatElement.style.fontSize="14px";this.toggleFormatElement.className="atlas"!=uiTheme?"geButton geAdaptiveAsset":"";this.toggleFormatElement.style.width="16px";this.toggleFormatElement.style.height="16px";this.toggleFormatElement.style.backgroundPosition="50% 50%";this.toggleFormatElement.style.backgroundRepeat="no-repeat";this.toolbarContainer.appendChild(this.toggleFormatElement);mxEvent.addListener(this.toggleFormatElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this, +function(c){c.preventDefault()}));mxEvent.addListener(this.toggleFormatElement,"click",mxUtils.bind(this,function(c){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"formatPanel"});this.actions.get("formatPanel").funct();mxEvent.consume(c)}));d=mxUtils.bind(this,function(){this.toggleFormatElement.style.backgroundImage=0<this.formatWidth?"url('"+this.formatShowImage+"')":"url('"+this.formatHideImage+"')"});this.addListener("formatWidthChanged",d);d();this.fullscreenElement=document.createElement("a"); +this.fullscreenElement.setAttribute("title",mxResources.get("fullscreen"));this.fullscreenElement.style.position="absolute";this.fullscreenElement.style.display="inline-block";this.fullscreenElement.style.top="atlas"==uiTheme?"8px":"6px";this.fullscreenElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"50px":"30px";this.fullscreenElement.style.padding="2px";this.fullscreenElement.style.fontSize="14px";this.fullscreenElement.className="atlas"!=uiTheme?"geButton geAdaptiveAsset":"";this.fullscreenElement.style.width= +"16px";this.fullscreenElement.style.height="16px";this.fullscreenElement.style.backgroundPosition="50% 50%";this.fullscreenElement.style.backgroundSize="16px 16px";this.fullscreenElement.style.backgroundRepeat="no-repeat";this.fullscreenElement.style.backgroundImage="url('"+Editor.fullscreenImage+"')";this.toolbarContainer.appendChild(this.fullscreenElement);mxEvent.addListener(this.fullscreenElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()})); +"atlas"!=uiTheme&&(this.darkModeElement=document.createElement("a"),this.darkModeElement.setAttribute("title",mxResources.get("theme")),this.darkModeElement.style.position="absolute",this.darkModeElement.style.display="inline-block",this.darkModeElement.style.top="atlas"==uiTheme?"8px":"6px",this.darkModeElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"70px":"50px",this.darkModeElement.style.padding="2px",this.darkModeElement.style.fontSize="14px",this.darkModeElement.className="atlas"!= +uiTheme?"geButton geAdaptiveAsset":"",this.darkModeElement.style.width="16px",this.darkModeElement.style.height="16px",this.darkModeElement.style.backgroundPosition="50% 50%",this.darkModeElement.style.backgroundSize="16px 16px",this.darkModeElement.style.backgroundRepeat="no-repeat",this.toolbarContainer.appendChild(this.darkModeElement),d=mxUtils.bind(this,function(){this.darkModeElement.style.backgroundImage="url('"+(Editor.isDarkMode()?Editor.lightModeImage:Editor.darkModeImage)+"')"}),this.addListener("darkModeChanged", +d),d(),mxEvent.addListener(this.darkModeElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){this.actions.get("toggleDarkMode").funct();c.preventDefault()})));"atlas"==uiTheme&&(mxUtils.setOpacity(this.toggleFormatElement,70),mxUtils.setOpacity(this.fullscreenElement,70));var f=this.hsplitPosition;mxEvent.addListener(this.fullscreenElement,"click",mxUtils.bind(this,function(c){var l=this.fullscreenMode;EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"fullscreen", +currentstate:l});"atlas"!=uiTheme&&"1"!=urlParams.embed&&this.toggleCompactMode(l);l||(f=this.hsplitPosition);this.hsplitPosition=l?f:0;this.toggleFormatPanel(l);this.fullscreenMode=!l;mxEvent.consume(c)}));"1"!=urlParams.embed&&(this.toggleElement=document.createElement("a"),this.toggleElement.setAttribute("title",mxResources.get("collapseExpand")),this.toggleElement.className="geButton geAdaptiveAsset",this.toggleElement.style.position="absolute",this.toggleElement.style.display="inline-block", +this.toggleElement.style.width="16px",this.toggleElement.style.height="16px",this.toggleElement.style.color="#666",this.toggleElement.style.top="atlas"==uiTheme?"8px":"6px",this.toggleElement.style.right="10px",this.toggleElement.style.padding="2px",this.toggleElement.style.fontSize="14px",this.toggleElement.style.textDecoration="none",this.toggleElement.style.backgroundImage="url('"+this.chevronUpImage+"')",this.toggleElement.style.backgroundPosition="50% 50%",this.toggleElement.style.backgroundRepeat= +"no-repeat",mxEvent.addListener(this.toggleElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(c){c.preventDefault()})),mxEvent.addListener(this.toggleElement,"click",mxUtils.bind(this,function(c){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"toggleUI"});this.toggleCompactMode();mxEvent.consume(c)})),"atlas"!=uiTheme&&this.toolbarContainer.appendChild(this.toggleElement),!mxClient.IS_FF&&740>=screen.height&&"undefined"!==typeof this.toggleElement.click&&window.setTimeout(mxUtils.bind(this, +function(){this.toggleElement.click()}),0))}}; App.prototype.toggleCompactMode=function(b){(b=null!=b?b:this.compactMode)?(this.menubar.container.style.position="absolute",this.menubar.container.style.paddingLeft="59px",this.menubar.container.style.paddingTop="",this.menubar.container.style.paddingBottom="",this.menubar.container.style.top="34px",this.toolbar.container.style.paddingLeft="16px",this.buttonContainer.style.visibility="visible",this.appIcon.style.display="block",this.fnameWrapper.style.display="block",this.fnameWrapper.style.visibility= "visible",this.menubarHeight=App.prototype.menubarHeight,this.refresh(),this.toggleElement.style.backgroundImage="url('"+this.chevronUpImage+"')"):(this.menubar.container.style.position="relative",this.menubar.container.style.paddingLeft="4px",this.menubar.container.style.paddingTop="0px",this.menubar.container.style.paddingBottom="0px",this.menubar.container.style.top="0px",this.toolbar.container.style.paddingLeft="8px",this.buttonContainer.style.visibility="hidden",this.appIcon.style.display="none", this.fnameWrapper.style.display="none",this.fnameWrapper.style.visibility="hidden",this.menubarHeight=EditorUi.prototype.menubarHeight,this.refresh(),this.toggleElement.style.backgroundImage="url('"+this.chevronDownImage+"')");this.compactMode=!b}; App.prototype.updateUserElement=function(){if(null!=this.drive&&null!=this.drive.getUser()||null!=this.oneDrive&&null!=this.oneDrive.getUser()||null!=this.dropbox&&null!=this.dropbox.getUser()||null!=this.gitHub&&null!=this.gitHub.getUser()||null!=this.gitLab&&null!=this.gitLab.getUser()||null!=this.trello&&this.trello.isAuthorized()){null==this.userElement&&(this.userElement=document.createElement("a"),this.userElement.className="geItem",this.userElement.style.position="absolute",this.userElement.style.fontSize= "8pt",this.userElement.style.top="atlas"==uiTheme?"8px":"2px",this.userElement.style.right="30px",this.userElement.style.margin="4px",this.userElement.style.padding="2px",this.userElement.style.paddingRight="16px",this.userElement.style.verticalAlign="middle",this.userElement.style.backgroundImage="url("+IMAGE_PATH+"/expanded.gif)",this.userElement.style.backgroundPosition="100% 60%",this.userElement.style.backgroundRepeat="no-repeat",this.menubarContainer.appendChild(this.userElement),mxEvent.addListener(this.userElement, -mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(e){e.preventDefault()})),mxEvent.addListener(this.userElement,"click",mxUtils.bind(this,function(e){if(null==this.userPanel){var f=document.createElement("div");f.className="geDialog";f.style.position="absolute";f.style.top=this.userElement.clientTop+this.userElement.clientHeight+6+"px";f.style.zIndex=5;f.style.right="36px";f.style.padding="0px";f.style.cursor="default";f.style.minWidth="300px";this.userPanel=f}if(null!=this.userPanel.parentNode)this.userPanel.parentNode.removeChild(this.userPanel); -else{var c=!1;this.userPanel.innerText="";f=document.createElement("img");f.setAttribute("src",Dialog.prototype.closeImage);f.setAttribute("title",mxResources.get("close"));f.className="geDialogClose";f.style.top="8px";f.style.right="8px";mxEvent.addListener(f,"click",mxUtils.bind(this,function(){null!=this.userPanel.parentNode&&this.userPanel.parentNode.removeChild(this.userPanel)}));this.userPanel.appendChild(f);if(null!=this.drive){var m=this.drive.getUsersList();if(0<m.length){var n=mxUtils.bind(this, -function(g,k){var l=this.getCurrentFile();null!=l&&l.constructor==DriveFile?(this.spinner.spin(document.body,k),this.fileLoaded(null),window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();g()}),2E3)):g()});f=mxUtils.bind(this,function(g){var k=document.createElement("tr");k.setAttribute("title","User ID: "+g.id);var l=document.createElement("td");l.setAttribute("valig","middle");l.style.height="59px";l.style.width="66px";var p=document.createElement("img");p.setAttribute("width","50"); -p.setAttribute("height","50");p.setAttribute("border","0");p.setAttribute("src",null!=g.pictureUrl?g.pictureUrl:this.defaultUserPicture);p.style.borderRadius="50%";p.style.margin="4px 8px 0 8px";l.appendChild(p);k.appendChild(l);l=document.createElement("td");l.setAttribute("valign","middle");l.style.whiteSpace="nowrap";l.style.paddingTop="4px";l.style.maxWidth="0";l.style.overflow="hidden";l.style.textOverflow="ellipsis";mxUtils.write(l,g.displayName+(g.isCurrent&&1<m.length?" ("+mxResources.get("default")+ -")":""));null!=g.email&&(mxUtils.br(l),p=document.createElement("small"),p.style.color="gray",mxUtils.write(p,g.email),l.appendChild(p));p=document.createElement("div");p.style.marginTop="4px";var q=document.createElement("i");mxUtils.write(q,mxResources.get("googleDrive"));p.appendChild(q);l.appendChild(p);k.appendChild(l);g.isCurrent||(k.style.cursor="pointer",k.style.opacity="0.3",mxEvent.addListener(k,"click",mxUtils.bind(this,function(y){n(mxUtils.bind(this,function(){this.stateArg=null;this.drive.setUser(g); -this.drive.authorize(!0,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(z){this.handleError(z)}),!0)}),mxResources.get("closingFile")+"...");mxEvent.consume(y)})));return k});c=!0;var v=document.createElement("table");v.style.borderSpacing="0";v.style.fontSize="10pt";v.style.width="100%";v.style.padding="10px";for(var d=0;d<m.length;d++)v.appendChild(f(m[d]));this.userPanel.appendChild(v);f=document.createElement("div");f.style.textAlign= -"left";f.style.padding="10px";f.style.whiteSpace="nowrap";f.style.borderTop="1px solid rgb(224, 224, 224)";v=mxUtils.button(mxResources.get("signOut"),mxUtils.bind(this,function(){this.confirm(mxResources.get("areYouSure"),mxUtils.bind(this,function(){n(mxUtils.bind(this,function(){this.stateArg=null;this.drive.logout();this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxResources.get("signOut"))}))}));v.className="geBtn";v.style.float="right";f.appendChild(v);v=mxUtils.button(mxResources.get("addAccount"), -mxUtils.bind(this,function(){var g=this.drive.createAuthWin();g.blur();window.focus();n(mxUtils.bind(this,function(){this.stateArg=null;this.drive.authorize(!1,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(k){this.handleError(k)}),!0,g)}),mxResources.get("closingFile")+"...")}));v.className="geBtn";v.style.margin="0px";f.appendChild(v);this.userPanel.appendChild(f)}}f=mxUtils.bind(this,function(g,k,l,p){if(null!=g){c&&this.userPanel.appendChild(document.createElement("hr")); -c=!0;var q=document.createElement("table");q.style.borderSpacing="0";q.style.fontSize="10pt";q.style.width="100%";q.style.padding="10px";var y=document.createElement("tbody"),z=document.createElement("tr"),A=document.createElement("td");A.setAttribute("valig","top");A.style.width="40px";if(null!=k){var B=document.createElement("img");B.setAttribute("width","40");B.setAttribute("height","40");B.setAttribute("border","0");B.setAttribute("src",k);B.style.marginRight="6px";A.appendChild(B)}z.appendChild(A); -A=document.createElement("td");A.setAttribute("valign","middle");A.style.whiteSpace="nowrap";A.style.maxWidth="0";A.style.overflow="hidden";A.style.textOverflow="ellipsis";mxUtils.write(A,g.displayName);null!=g.email&&(mxUtils.br(A),k=document.createElement("small"),k.style.color="gray",mxUtils.write(k,g.email),A.appendChild(k));null!=p&&(g=document.createElement("div"),g.style.marginTop="4px",k=document.createElement("i"),mxUtils.write(k,p),g.appendChild(k),A.appendChild(g));z.appendChild(A);y.appendChild(z); -q.appendChild(y);this.userPanel.appendChild(q);g=document.createElement("div");g.style.textAlign="center";g.style.padding="10px";g.style.whiteSpace="nowrap";null!=l&&(l=mxUtils.button(mxResources.get("signOut"),l),l.className="geBtn",g.appendChild(l));this.userPanel.appendChild(g)}});null!=this.dropbox&&f(this.dropbox.getUser(),IMAGE_PATH+"/dropbox-logo.svg",mxUtils.bind(this,function(){var g=this.getCurrentFile();if(null!=g&&g.constructor==DropboxFile){var k=mxUtils.bind(this,function(){this.dropbox.logout(); -window.location.hash=""});g.isModified()?this.confirm(mxResources.get("allChangesLost"),null,k,mxResources.get("cancel"),mxResources.get("discardChanges")):k()}else this.dropbox.logout()}),mxResources.get("dropbox"));null!=this.oneDrive&&f(this.oneDrive.getUser(),IMAGE_PATH+"/onedrive-logo.svg",this.oneDrive.noLogout?null:mxUtils.bind(this,function(){var g=this.getCurrentFile();if(null!=g&&g.constructor==OneDriveFile){var k=mxUtils.bind(this,function(){this.oneDrive.logout();window.location.hash= -""});g.isModified()?this.confirm(mxResources.get("allChangesLost"),null,k,mxResources.get("cancel"),mxResources.get("discardChanges")):k()}else this.oneDrive.logout()}),mxResources.get("oneDrive"));null!=this.gitHub&&f(this.gitHub.getUser(),IMAGE_PATH+"/github-logo.svg",mxUtils.bind(this,function(){var g=this.getCurrentFile();if(null!=g&&g.constructor==GitHubFile){var k=mxUtils.bind(this,function(){this.gitHub.logout();window.location.hash=""});g.isModified()?this.confirm(mxResources.get("allChangesLost"), -null,k,mxResources.get("cancel"),mxResources.get("discardChanges")):k()}else this.gitHub.logout()}),mxResources.get("github"));null!=this.gitLab&&f(this.gitLab.getUser(),IMAGE_PATH+"/gitlab-logo.svg",mxUtils.bind(this,function(){var g=this.getCurrentFile();if(null!=g&&g.constructor==GitLabFile){var k=mxUtils.bind(this,function(){this.gitLab.logout();window.location.hash=""});g.isModified()?this.confirm(mxResources.get("allChangesLost"),null,k,mxResources.get("cancel"),mxResources.get("discardChanges")): -k()}else this.gitLab.logout()}),mxResources.get("gitlab"));null!=this.trello&&f(this.trello.getUser(),IMAGE_PATH+"/trello-logo.svg",mxUtils.bind(this,function(){var g=this.getCurrentFile();if(null!=g&&g.constructor==TrelloFile){var k=mxUtils.bind(this,function(){this.trello.logout();window.location.hash=""});g.isModified()?this.confirm(mxResources.get("allChangesLost"),null,k,mxResources.get("cancel"),mxResources.get("discardChanges")):k()}else this.trello.logout()}),mxResources.get("trello"));c|| -(f=document.createElement("div"),f.style.textAlign="center",f.style.padding="10px",f.innerHTML=mxResources.get("notConnected"),this.userPanel.appendChild(f));f=document.createElement("div");f.style.textAlign="center";f.style.padding="10px";f.style.background=Editor.isDarkMode()?"":"whiteSmoke";f.style.borderTop="1px solid #e0e0e0";f.style.whiteSpace="nowrap";"1"==urlParams.sketch?(v=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.actions.get("share").funct()})),v.className= -"geBtn",f.appendChild(v),this.commentsSupported()&&(v=mxUtils.button(mxResources.get("comments"),mxUtils.bind(this,function(){this.actions.get("comments").funct()})),v.className="geBtn",f.appendChild(v),this.userPanel.appendChild(f))):(v=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){mxEvent.isConsumed(e)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})),v.className="geBtn",f.appendChild(v));this.userPanel.appendChild(f); -"min"==uiTheme&&(d=this.getCurrentFile(),null!=d&&d.isRealtimeEnabled()&&d.isRealtimeSupported()&&(f=f.cloneNode(!1),f.style.fontSize="9pt",v=d.getRealtimeError(),d=d.getRealtimeState(),mxUtils.write(f,mxResources.get("realtimeCollaboration")+": "+(1==d?mxResources.get("online"):null!=v&&null!=v.message?v.message:mxResources.get("disconnected"))),this.userPanel.appendChild(f)));document.body.appendChild(this.userPanel)}mxEvent.consume(e)})),mxEvent.addListener(document.body,"click",mxUtils.bind(this, -function(e){mxEvent.isConsumed(e)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})));var b=null;null!=this.drive&&null!=this.drive.getUser()?b=this.drive.getUser():null!=this.oneDrive&&null!=this.oneDrive.getUser()?b=this.oneDrive.getUser():null!=this.dropbox&&null!=this.dropbox.getUser()?b=this.dropbox.getUser():null!=this.gitHub&&null!=this.gitHub.getUser()?b=this.gitHub.getUser():null!=this.gitLab&&null!=this.gitLab.getUser()&&(b=this.gitLab.getUser()); +mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()})),mxEvent.addListener(this.userElement,"click",mxUtils.bind(this,function(d){if(null==this.userPanel){var f=document.createElement("div");f.className="geDialog";f.style.position="absolute";f.style.top=this.userElement.clientTop+this.userElement.clientHeight+6+"px";f.style.zIndex=5;f.style.right="36px";f.style.padding="0px";f.style.cursor="default";f.style.minWidth="300px";this.userPanel=f}if(null!=this.userPanel.parentNode)this.userPanel.parentNode.removeChild(this.userPanel); +else{var c=!1;this.userPanel.innerText="";f=document.createElement("img");f.setAttribute("src",Dialog.prototype.closeImage);f.setAttribute("title",mxResources.get("close"));f.className="geDialogClose";f.style.top="8px";f.style.right="8px";mxEvent.addListener(f,"click",mxUtils.bind(this,function(){null!=this.userPanel.parentNode&&this.userPanel.parentNode.removeChild(this.userPanel)}));this.userPanel.appendChild(f);if(null!=this.drive){var l=this.drive.getUsersList();if(0<l.length){var m=mxUtils.bind(this, +function(C,e){var g=this.getCurrentFile();null!=g&&g.constructor==DriveFile?(this.spinner.spin(document.body,e),this.fileLoaded(null),window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();C()}),2E3)):C()});f=mxUtils.bind(this,function(C){var e=document.createElement("tr");e.setAttribute("title","User ID: "+C.id);var g=document.createElement("td");g.setAttribute("valig","middle");g.style.height="59px";g.style.width="66px";var k=document.createElement("img");k.setAttribute("width","50"); +k.setAttribute("height","50");k.setAttribute("border","0");k.setAttribute("src",null!=C.pictureUrl?C.pictureUrl:this.defaultUserPicture);k.style.borderRadius="50%";k.style.margin="4px 8px 0 8px";g.appendChild(k);e.appendChild(g);g=document.createElement("td");g.setAttribute("valign","middle");g.style.whiteSpace="nowrap";g.style.paddingTop="4px";g.style.maxWidth="0";g.style.overflow="hidden";g.style.textOverflow="ellipsis";mxUtils.write(g,C.displayName+(C.isCurrent&&1<l.length?" ("+mxResources.get("default")+ +")":""));null!=C.email&&(mxUtils.br(g),k=document.createElement("small"),k.style.color="gray",mxUtils.write(k,C.email),g.appendChild(k));k=document.createElement("div");k.style.marginTop="4px";var n=document.createElement("i");mxUtils.write(n,mxResources.get("googleDrive"));k.appendChild(n);g.appendChild(k);e.appendChild(g);C.isCurrent||(e.style.cursor="pointer",e.style.opacity="0.3",mxEvent.addListener(e,"click",mxUtils.bind(this,function(q){m(mxUtils.bind(this,function(){this.stateArg=null;this.drive.setUser(C); +this.drive.authorize(!0,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(p){this.handleError(p)}),!0)}),mxResources.get("closingFile")+"...");mxEvent.consume(q)})));return e});c=!0;var x=document.createElement("table");x.style.borderSpacing="0";x.style.fontSize="10pt";x.style.width="100%";x.style.padding="10px";for(var z=0;z<l.length;z++)x.appendChild(f(l[z]));this.userPanel.appendChild(x);f=document.createElement("div");f.style.textAlign= +"left";f.style.padding="10px";f.style.whiteSpace="nowrap";f.style.borderTop="1px solid rgb(224, 224, 224)";x=mxUtils.button(mxResources.get("signOut"),mxUtils.bind(this,function(){this.confirm(mxResources.get("areYouSure"),mxUtils.bind(this,function(){m(mxUtils.bind(this,function(){this.stateArg=null;this.drive.logout();this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxResources.get("signOut"))}))}));x.className="geBtn";x.style.float="right";f.appendChild(x);x=mxUtils.button(mxResources.get("addAccount"), +mxUtils.bind(this,function(){var C=this.drive.createAuthWin();C.blur();window.focus();m(mxUtils.bind(this,function(){this.stateArg=null;this.drive.authorize(!1,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(e){this.handleError(e)}),!0,C)}),mxResources.get("closingFile")+"...")}));x.className="geBtn";x.style.margin="0px";f.appendChild(x);this.userPanel.appendChild(f)}}f=mxUtils.bind(this,function(C,e,g,k){if(null!=C){c&&this.userPanel.appendChild(document.createElement("hr")); +c=!0;var n=document.createElement("table");n.style.borderSpacing="0";n.style.fontSize="10pt";n.style.width="100%";n.style.padding="10px";var q=document.createElement("tbody"),p=document.createElement("tr"),A=document.createElement("td");A.setAttribute("valig","top");A.style.width="40px";if(null!=e){var E=document.createElement("img");E.setAttribute("width","40");E.setAttribute("height","40");E.setAttribute("border","0");E.setAttribute("src",e);E.style.marginRight="6px";A.appendChild(E)}p.appendChild(A); +A=document.createElement("td");A.setAttribute("valign","middle");A.style.whiteSpace="nowrap";A.style.maxWidth="0";A.style.overflow="hidden";A.style.textOverflow="ellipsis";mxUtils.write(A,C.displayName);null!=C.email&&(mxUtils.br(A),e=document.createElement("small"),e.style.color="gray",mxUtils.write(e,C.email),A.appendChild(e));null!=k&&(C=document.createElement("div"),C.style.marginTop="4px",e=document.createElement("i"),mxUtils.write(e,k),C.appendChild(e),A.appendChild(C));p.appendChild(A);q.appendChild(p); +n.appendChild(q);this.userPanel.appendChild(n);C=document.createElement("div");C.style.textAlign="center";C.style.padding="10px";C.style.whiteSpace="nowrap";null!=g&&(g=mxUtils.button(mxResources.get("signOut"),g),g.className="geBtn",C.appendChild(g));this.userPanel.appendChild(C)}});null!=this.dropbox&&f(this.dropbox.getUser(),IMAGE_PATH+"/dropbox-logo.svg",mxUtils.bind(this,function(){var C=this.getCurrentFile();if(null!=C&&C.constructor==DropboxFile){var e=mxUtils.bind(this,function(){this.dropbox.logout(); +window.location.hash=""});C.isModified()?this.confirm(mxResources.get("allChangesLost"),null,e,mxResources.get("cancel"),mxResources.get("discardChanges")):e()}else this.dropbox.logout()}),mxResources.get("dropbox"));null!=this.oneDrive&&f(this.oneDrive.getUser(),IMAGE_PATH+"/onedrive-logo.svg",this.oneDrive.noLogout?null:mxUtils.bind(this,function(){var C=this.getCurrentFile();if(null!=C&&C.constructor==OneDriveFile){var e=mxUtils.bind(this,function(){this.oneDrive.logout();window.location.hash= +""});C.isModified()?this.confirm(mxResources.get("allChangesLost"),null,e,mxResources.get("cancel"),mxResources.get("discardChanges")):e()}else this.oneDrive.logout()}),mxResources.get("oneDrive"));null!=this.gitHub&&f(this.gitHub.getUser(),IMAGE_PATH+"/github-logo.svg",mxUtils.bind(this,function(){var C=this.getCurrentFile();if(null!=C&&C.constructor==GitHubFile){var e=mxUtils.bind(this,function(){this.gitHub.logout();window.location.hash=""});C.isModified()?this.confirm(mxResources.get("allChangesLost"), +null,e,mxResources.get("cancel"),mxResources.get("discardChanges")):e()}else this.gitHub.logout()}),mxResources.get("github"));null!=this.gitLab&&f(this.gitLab.getUser(),IMAGE_PATH+"/gitlab-logo.svg",mxUtils.bind(this,function(){var C=this.getCurrentFile();if(null!=C&&C.constructor==GitLabFile){var e=mxUtils.bind(this,function(){this.gitLab.logout();window.location.hash=""});C.isModified()?this.confirm(mxResources.get("allChangesLost"),null,e,mxResources.get("cancel"),mxResources.get("discardChanges")): +e()}else this.gitLab.logout()}),mxResources.get("gitlab"));null!=this.trello&&f(this.trello.getUser(),IMAGE_PATH+"/trello-logo.svg",mxUtils.bind(this,function(){var C=this.getCurrentFile();if(null!=C&&C.constructor==TrelloFile){var e=mxUtils.bind(this,function(){this.trello.logout();window.location.hash=""});C.isModified()?this.confirm(mxResources.get("allChangesLost"),null,e,mxResources.get("cancel"),mxResources.get("discardChanges")):e()}else this.trello.logout()}),mxResources.get("trello"));c|| +(f=document.createElement("div"),f.style.textAlign="center",f.style.padding="10px",f.innerHTML=mxResources.get("notConnected"),this.userPanel.appendChild(f));f=document.createElement("div");f.style.textAlign="center";f.style.padding="10px";f.style.background=Editor.isDarkMode()?"":"whiteSmoke";f.style.borderTop="1px solid #e0e0e0";f.style.whiteSpace="nowrap";"1"==urlParams.sketch?(x=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.actions.get("share").funct()})),x.className= +"geBtn",f.appendChild(x),this.commentsSupported()&&(x=mxUtils.button(mxResources.get("comments"),mxUtils.bind(this,function(){this.actions.get("comments").funct()})),x.className="geBtn",f.appendChild(x),this.userPanel.appendChild(f))):(x=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){mxEvent.isConsumed(d)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})),x.className="geBtn",f.appendChild(x));this.userPanel.appendChild(f); +"min"==uiTheme&&(z=this.getCurrentFile(),null!=z&&z.isRealtimeEnabled()&&z.isRealtimeSupported()&&(f=f.cloneNode(!1),f.style.fontSize="9pt",x=z.getRealtimeError(),z=z.getRealtimeState(),mxUtils.write(f,mxResources.get("realtimeCollaboration")+": "+(1==z?mxResources.get("online"):null!=x&&null!=x.message?x.message:mxResources.get("disconnected"))),this.userPanel.appendChild(f)));document.body.appendChild(this.userPanel)}mxEvent.consume(d)})),mxEvent.addListener(document.body,"click",mxUtils.bind(this, +function(d){mxEvent.isConsumed(d)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})));var b=null;null!=this.drive&&null!=this.drive.getUser()?b=this.drive.getUser():null!=this.oneDrive&&null!=this.oneDrive.getUser()?b=this.oneDrive.getUser():null!=this.dropbox&&null!=this.dropbox.getUser()?b=this.dropbox.getUser():null!=this.gitHub&&null!=this.gitHub.getUser()?b=this.gitHub.getUser():null!=this.gitLab&&null!=this.gitLab.getUser()&&(b=this.gitLab.getUser()); null!=b?(this.userElement.innerText="",560<screen.width&&(mxUtils.write(this.userElement,b.displayName),this.userElement.style.display="block")):this.userElement.style.display="none"}else null!=this.userElement&&(this.userElement.parentNode.removeChild(this.userElement),this.userElement=null)}; App.prototype.getCurrentUser=function(){var b=null;null!=this.drive&&null!=this.drive.getUser()?b=this.drive.getUser():null!=this.oneDrive&&null!=this.oneDrive.getUser()?b=this.oneDrive.getUser():null!=this.dropbox&&null!=this.dropbox.getUser()?b=this.dropbox.getUser():null!=this.gitHub&&null!=this.gitHub.getUser()&&(b=this.gitHub.getUser());return b};var editorResetGraph=Editor.prototype.resetGraph; Editor.prototype.resetGraph=function(){editorResetGraph.apply(this,arguments);null==this.graph.defaultPageFormat&&(this.graph.pageFormat=mxSettings.getPageFormat())};(function(){var b=mxPopupMenu.prototype.showMenu;mxPopupMenu.prototype.showMenu=function(){this.div.style.overflowY="auto";this.div.style.overflowX="hidden";this.div.style.maxHeight=Math.max(document.body.clientHeight,document.documentElement.clientHeight)-(EditorUi.isElectronApp?50:10)+"px";b.apply(this,arguments)};Menus.prototype.createHelpLink=function(f){var c=document.createElement("span");c.setAttribute("title",mxResources.get("help"));c.style.cssText="color:blue;text-decoration:underline;margin-left:8px;cursor:help;"; -var m=document.createElement("img");mxUtils.setOpacity(m,50);m.style.height="16px";m.style.width="16px";m.setAttribute("border","0");m.setAttribute("valign","bottom");m.setAttribute("src",Editor.helpImage);c.appendChild(m);mxEvent.addGestureListeners(c,mxUtils.bind(this,function(n){this.editorUi.hideCurrentMenu();this.editorUi.openLink(f);mxEvent.consume(n)}));return c};Menus.prototype.addLinkToItem=function(f,c){null!=f&&f.firstChild.nextSibling.appendChild(this.createHelpLink(c))};var e=Menus.prototype.init; -Menus.prototype.init=function(){function f(u,x,G){this.ui=u;this.previousExtFonts=this.extFonts=x;this.prevCustomFonts=this.customFonts=G}e.apply(this,arguments);var c=this.editorUi,m=c.editor.graph,n=mxUtils.bind(m,m.isEnabled),v=("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&mxClient.IS_SVG&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode),d=("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&mxClient.IS_SVG&& -(null==document.documentMode||9<document.documentMode),g=("www.draw.io"==window.location.hostname||"test.draw.io"==window.location.hostname||"drive.draw.io"==window.location.hostname||"app.diagrams.net"==window.location.hostname)&&("1"!=urlParams.embed&&"0"!=urlParams.od||"1"==urlParams.embed&&"1"==urlParams.od)&&!mxClient.IS_IOS&&(0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode),k="1"==urlParams.tr&&mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode);mxClient.IS_SVG|| -c.isOffline()||((new Image).src=IMAGE_PATH+"/help.png");"1"==urlParams.noFileMenu&&(this.defaultMenuItems=this.defaultMenuItems.filter(function(u){return"file"!=u}));c.actions.addAction("new...",function(){var u=c.isOffline();if(u||"1"!=urlParams.newTempDlg||c.mode!=App.MODE_GOOGLE){var x=new NewDialog(c,u,!(c.mode==App.MODE_DEVICE&&"chooseFileSystemEntries"in window));c.showDialog(x.container,u?350:620,u?70:460,!0,!0,function(D){c.sidebar.hideTooltip();D&&null==c.getCurrentFile()&&c.showSplash()}); -x.init()}else{var G=function(D){return{id:D.id,isExt:!0,url:D.downloadUrl,title:D.title,imgUrl:D.thumbnailLink,changedBy:D.lastModifyingUserName,lastModifiedOn:D.modifiedDate}};u=new TemplatesDialog(c,function(D,F,H){var E=H.libs,P=H.clibs;c.pickFolder(c.mode,function(I){c.createFile(F,D,null!=E&&0<E.length?E:null,null,function(){c.hideDialog()},null,I,null,null!=P&&0<P.length?P:null)},null==c.stateArg||null==c.stateArg.folderId)},null,null,null,"user",function(D,F,H){var E=new Date;E.setDate(E.getDate()- -7);c.drive.listFiles(null,E,H?!0:!1,function(P){for(var I=[],T=0;T<P.items.length;T++)I.push(G(P.items[T]));D(I)},F)},function(D,F,H,E){c.drive.listFiles(D,null,E?!0:!1,function(P){for(var 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EmbedDialog(c,c.createLink(u,x,G,D,F,H,null,!0,E));c.showDialog(u.container,450,240,!0,!0);u.init()})}));c.actions.put("exportHtml",new Action(mxResources.get("formatHtmlEmbedded")+"...",function(){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(), -function(u){c.spinner.stop();c.showHtmlDialog(mxResources.get("export"),null,u,function(x,G,D,F,H,E,P,I,T,R,M){c.createHtml(x,G,D,F,H,E,P,I,T,R,M,mxUtils.bind(this,function(W,X){var t=c.getBaseFilename(P);W='\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n<!DOCTYPE html>\n<html>\n<head>\n<title>'+mxUtils.htmlEntities(t)+'</title>\n<meta charset="utf-8"/>\n</head>\n<body>'+W+"\n"+X+"\n</body>\n</html>";c.saveData(t+(".drawio"==t.substring(t.lenth-7)?"":".drawio")+ -".html","html",W,"text/html")}))})})}));c.actions.put("exportPdf",new Action(mxResources.get("formatPdf")+"...",function(){if(EditorUi.isElectronApp||!c.isOffline()&&!c.printPdfExport){var 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R=document.createElement("span");mxUtils.write(R,mxResources.get("to"));x.appendChild(R);var M=T.cloneNode(!0);x.appendChild(M);mxEvent.addListener(T,"focus",function(){I.checked=!0});mxEvent.addListener(M,"focus",function(){I.checked=!0});mxEvent.addListener(T,"change",E);mxEvent.addListener(M,"change",E);if(null!=c.pages&&(F=c.pages.length,null!=c.currentPage))for(E= -0;E<c.pages.length;E++)if(c.currentPage==c.pages[E]){H=E+1;T.value=H;M.value=H;break}T.setAttribute("max",F);M.setAttribute("max",F);mxUtils.br(x);var W=c.addRadiobox(x,"pages",mxResources.get("selectionOnly"),!1,m.isSelectionEmpty()),X=c.addCheckbox(x,mxResources.get("crop"),!1,!0),t=c.addCheckbox(x,mxResources.get("grid"),!1,!1);mxEvent.addListener(P,"change",D);mxEvent.addListener(I,"change",D);mxEvent.addListener(W,"change",D);G+=64}else W=c.addCheckbox(x,mxResources.get("selectionOnly"),!1,m.isSelectionEmpty()), 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Action(mxResources.get("formatSvg")+"...",function(){c.showExportDialog(mxResources.get("formatSvg"),!0,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this, -function(u,x,G,D,F,H,E,P,I,T,R,M,W,X,t){I=parseInt(u);!isNaN(I)&&0<I&&(t?c.downloadFile("remoteSvg",null,null,G,null,P,x,u,E,null,F):c.exportSvg(I/100,x,G,D,F,H,E,!P,!1,T,M,W,X))}),!0,null,"svg",!0)}));c.actions.put("exportPng",new Action(mxResources.get("formatPng")+"...",function(){c.isExportToCanvas()?c.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(u,x,G,D,F,H,E,P,I,T,R,M,W){u=parseInt(u);!isNaN(u)&& 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G=(u=m.isEnabled()&&(null==x||!mxEvent.isShiftDown(x)))?"findReplace":"find";x=G+"Window";if(null==this[x]){var D=u?"min"==uiTheme?330:300:240;this[x]=new FindWindow(c,document.body.offsetWidth-(D+20),100,D,u?"min"==uiTheme?304:288:170,u);this[x].window.addListener("show",function(){c.fireEvent(new mxEventObject(G))});this[x].window.addListener("hide",function(){c.fireEvent(new mxEventObject(G))}); -this[x].window.setVisible(!0)}else this[x].window.setVisible(!this[x].window.isVisible())}),null,null,Editor.ctrlKey+"+F");l.setToggleAction(!0);l.setSelectedCallback(mxUtils.bind(this,function(){var u=m.isEnabled()?"findReplaceWindow":"findWindow";return null!=this[u]&&this[u].window.isVisible()}));c.actions.put("exportVsdx",new Action(mxResources.get("formatVsdx")+" (beta)...",function(){var u=null==c.pages||1>=c.pages.length;if(u)c.exportVisio();else{var x=document.createElement("div");x.style.whiteSpace= -"nowrap";var G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatVsdx"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";x.appendChild(G);var D=c.addCheckbox(x,mxResources.get("allPages"),!u,u);D.style.marginBottom="16px";u=new CustomDialog(c,x,mxUtils.bind(this,function(){c.exportVisio(!D.checked)}),null,mxResources.get("export"));c.showDialog(u.container,300,130,!0,!0)}}));isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&c.actions.addAction("configuration...", -function(){var u=document.createElement("input");u.setAttribute("type","checkbox");u.style.marginRight="4px";u.checked=mxSettings.getShowStartScreen();u.defaultChecked=u.checked;if(c.isSettingsEnabled()&&"1"==urlParams.sketch){var x=document.createElement("span");x.style["float"]="right";x.style.cursor="pointer";x.style.userSelect="none";x.style.marginTop="-4px";x.appendChild(u);mxUtils.write(x,mxResources.get("showStartScreen"));mxEvent.addListener(x,"click",function(F){mxEvent.getSource(F)!=u&& -(u.checked=!u.checked)});header=x}var G=localStorage.getItem(Editor.configurationKey);x=[[mxResources.get("reset"),function(F,H){c.confirm(mxResources.get("areYouSure"),function(){try{mxEvent.isShiftDown(F)?(localStorage.removeItem(Editor.settingsKey),localStorage.removeItem(".drawio-config")):(localStorage.removeItem(Editor.configurationKey),c.hideDialog(),c.alert(mxResources.get("restartForChangeRequired")))}catch(E){c.handleError(E)}})},"Shift+Click to Reset Settings"]];var D=c.actions.get("plugins"); -null!=D&&"1"==urlParams.sketch&&x.push([mxResources.get("plugins"),D.funct]);EditorUi.isElectronApp||x.push([mxResources.get("share"),function(F,H){if(0<H.value.length)try{var E=JSON.parse(H.value),P=window.location.protocol+"//"+window.location.host+"/"+c.getSearch()+"#_CONFIG_"+Graph.compress(JSON.stringify(E)),I=new EmbedDialog(c,P);c.showDialog(I.container,450,240,!0);I.init()}catch(T){c.handleError(T)}else c.handleError({message:mxResources.get("invalidInput")})}]);x=new TextareaDialog(c,mxResources.get("configuration")+ -":",null!=G?JSON.stringify(JSON.parse(G),null,2):"",function(F){if(null!=F)try{if(null!=u.parentNode&&(mxSettings.setShowStartScreen(u.checked),mxSettings.save()),F==G)c.hideDialog();else{if(0<F.length){var H=JSON.parse(F);localStorage.setItem(Editor.configurationKey,JSON.stringify(H))}else localStorage.removeItem(Editor.configurationKey);c.hideDialog();c.alert(mxResources.get("restartForChangeRequired"))}}catch(E){c.handleError(E)}},null,null,null,null,null,!0,null,null,"https://www.diagrams.net/doc/faq/configure-diagram-editor", -x,u.parentNode);c.showDialog(x.container,620,460,!0,!1);x.init()});if(mxClient.IS_CHROMEAPP||isLocalStorage){this.put("language",new Menu(mxUtils.bind(this,function(u,x){var G=mxUtils.bind(this,function(F){var H=""==F?mxResources.get("automatic"):mxLanguageMap[F],E=null;""!=H&&(E=u.addItem(H,null,mxUtils.bind(this,function(){mxSettings.setLanguage(F);mxSettings.save();mxClient.language=F;mxResources.loadDefaultBundle=!1;mxResources.add(RESOURCE_BASE);c.alert(mxResources.get("restartForChangeRequired"))}), -x),(F==mxLanguage||""==F&&null==mxLanguage)&&u.addCheckmark(E,Editor.checkmarkImage));return E});G("");u.addSeparator(x);for(var D in mxLanguageMap)G(D)})));var y=Menus.prototype.createMenubar;Menus.prototype.createMenubar=function(u){var x=y.apply(this,arguments);if(null!=x&&"1"!=urlParams.noLangIcon){var G=this.get("language");if(null!=G){G=x.addMenu("",G.funct);G.setAttribute("title",mxResources.get("language"));G.style.width="16px";G.style.paddingTop="2px";G.style.paddingLeft="4px";G.style.zIndex= -"1";G.style.position="absolute";G.style.display="block";G.style.cursor="pointer";G.style.right="17px";"atlas"==uiTheme?(G.style.top="6px",G.style.right="15px"):G.style.top="min"==uiTheme?"2px":"0px";var D=document.createElement("div");D.style.backgroundImage="url("+Editor.globeImage+")";D.style.backgroundPosition="center center";D.style.backgroundRepeat="no-repeat";D.style.backgroundSize="19px 19px";D.style.position="absolute";D.style.height="19px";D.style.width="19px";D.style.marginTop="2px";D.style.zIndex= -"1";G.appendChild(D);mxUtils.setOpacity(G,40);"1"==urlParams.winCtrls&&(G.style.right="95px",G.style.width="19px",G.style.height="19px",G.style.webkitAppRegion="no-drag",D.style.webkitAppRegion="no-drag");if("atlas"==uiTheme||"dark"==uiTheme)G.style.opacity="0.85",G.style.filter="invert(100%)";document.body.appendChild(G);x.langIcon=G}}return x}}c.customLayoutConfig=[{layout:"mxHierarchicalLayout",config:{orientation:"west",intraCellSpacing:30,interRankCellSpacing:100,interHierarchySpacing:60,parallelEdgeSpacing:10}}]; -c.actions.addAction("runLayout",function(){var u=new TextareaDialog(c,"Run Layouts:",JSON.stringify(c.customLayoutConfig,null,2),function(x){if(0<x.length)try{var G=JSON.parse(x);c.executeLayouts(m.createLayouts(G));c.customLayoutConfig=G;c.hideDialog()}catch(D){c.handleError(D)}},null,null,null,null,function(x,G){var D=mxUtils.button(mxResources.get("copy"),function(){try{var F=G.value;G.value=JSON.stringify(JSON.parse(F));G.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?G.select(): -document.execCommand("selectAll",!1,null);document.execCommand("copy");c.alert(mxResources.get("copiedToClipboard"));G.value=F}catch(H){c.handleError(H)}});D.setAttribute("title","copy");D.className="geBtn";x.appendChild(D)},!0,null,null,"https://www.diagrams.net/doc/faq/apply-layouts");c.showDialog(u.container,620,460,!0,!0);u.init()});l=this.get("layout");var z=l.funct;l.funct=function(u,x){z.apply(this,arguments);u.addItem(mxResources.get("orgChart"),null,function(){var G=null,D=20,F=20,H=function(){if("undefined"!== -typeof mxOrgChartLayout&&null!=G){var X=c.editor.graph,t=new mxOrgChartLayout(X,G,D,F),C=X.getDefaultParent();1<X.model.getChildCount(X.getSelectionCell())&&(C=X.getSelectionCell());t.execute(C)}},E=document.createElement("div"),P=document.createElement("div");P.style.marginTop="6px";P.style.display="inline-block";P.style.width="140px";mxUtils.write(P,mxResources.get("orgChartType")+": ");E.appendChild(P);var I=document.createElement("select");I.style.width="200px";I.style.boxSizing="border-box"; -P=[mxResources.get("linear"),mxResources.get("hanger2"),mxResources.get("hanger4"),mxResources.get("fishbone1"),mxResources.get("fishbone2"),mxResources.get("1ColumnLeft"),mxResources.get("1ColumnRight"),mxResources.get("smart")];for(var T=0;T<P.length;T++){var R=document.createElement("option");mxUtils.write(R,P[T]);R.value=T;2==T&&R.setAttribute("selected","selected");I.appendChild(R)}mxEvent.addListener(I,"change",function(){G=I.value});E.appendChild(I);P=document.createElement("div");P.style.marginTop= -"6px";P.style.display="inline-block";P.style.width="140px";mxUtils.write(P,mxResources.get("parentChildSpacing")+": ");E.appendChild(P);var M=document.createElement("input");M.type="number";M.value=D;M.style.width="200px";M.style.boxSizing="border-box";E.appendChild(M);mxEvent.addListener(M,"change",function(){D=M.value});P=document.createElement("div");P.style.marginTop="6px";P.style.display="inline-block";P.style.width="140px";mxUtils.write(P,mxResources.get("siblingSpacing")+": ");E.appendChild(P); -var W=document.createElement("input");W.type="number";W.value=F;W.style.width="200px";W.style.boxSizing="border-box";E.appendChild(W);mxEvent.addListener(W,"change",function(){F=W.value});E=new CustomDialog(c,E,function(){null==G&&(G=2);c.loadOrgChartLayouts(H)});c.showDialog(E.container,355,140,!0,!0)},x,null,n());u.addSeparator(x);u.addItem(mxResources.get("parallels"),null,mxUtils.bind(this,function(){var G=new mxParallelEdgeLayout(m);G.checkOverlap=!0;c.prompt(mxResources.get("spacing"),G.spacing, -mxUtils.bind(this,function(D){G.spacing=D;c.executeLayout(function(){G.execute(m.getDefaultParent(),m.isSelectionEmpty()?null:m.getSelectionCells())},!1)}))}),x);u.addSeparator(x);c.menus.addMenuItem(u,"runLayout",x,null,null,mxResources.get("apply")+"...")};this.put("help",new Menu(mxUtils.bind(this,function(u,x){if(!mxClient.IS_CHROMEAPP&&c.isOffline())this.addMenuItems(u,["about"],x);else{var G=u.addItem("Search:",null,null,x,null,null,!1);G.style.backgroundColor=Editor.isDarkMode()?"#505759": -"whiteSmoke";G.style.cursor="default";var D=document.createElement("input");D.setAttribute("type","text");D.setAttribute("size","25");D.style.marginLeft="8px";mxEvent.addListener(D,"keydown",mxUtils.bind(this,function(F){var H=mxUtils.trim(D.value);13==F.keyCode&&0<H.length?(this.editorUi.openLink("https://www.diagrams.net/search?src="+(EditorUi.isElectronApp?"DESKTOP":encodeURIComponent(location.host))+"&search="+encodeURIComponent(H)),D.value="",EditorUi.logEvent({category:"SEARCH-HELP",action:"search", -label:H}),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0)):27==F.keyCode&&(D.value="")}));G.firstChild.nextSibling.appendChild(D);mxEvent.addGestureListeners(D,function(F){document.activeElement!=D&&D.focus();mxEvent.consume(F)},function(F){mxEvent.consume(F)},function(F){mxEvent.consume(F)});window.setTimeout(function(){D.focus()},0);EditorUi.isElectronApp?(c.actions.addAction("website...",function(){c.openLink("https://www.diagrams.net")}),c.actions.addAction("check4Updates", -function(){c.checkForUpdates()}),this.addMenuItems(u,"- keyboardShortcuts quickStart website support -".split(" "),x),"1"!=urlParams.disableUpdate&&this.addMenuItems(u,["check4Updates"],x),this.addMenuItems(u,["openDevTools","-","about"],x)):this.addMenuItems(u,"- keyboardShortcuts quickStart support - about".split(" "),x)}"1"==urlParams.test&&(u.addSeparator(x),this.addSubmenu("testDevelop",u,x))})));mxResources.parse("diagramLanguage=Diagram Language");c.actions.addAction("diagramLanguage...",function(){var u= -prompt("Language Code",Graph.diagramLanguage||"");null!=u&&(Graph.diagramLanguage=0<u.length?u:null,m.refresh())});if("1"==urlParams.test){mxResources.parse("testDevelop=Develop");mxResources.parse("showBoundingBox=Show bounding box");mxResources.parse("createSidebarEntry=Create Sidebar Entry");mxResources.parse("testCheckFile=Check File");mxResources.parse("testDiff=Diff/Sync");mxResources.parse("testInspectPages=Check Pages");mxResources.parse("testFixPages=Fix Pages");mxResources.parse("testInspect=Inspect"); -mxResources.parse("testShowConsole=Show Console");mxResources.parse("testXmlImageExport=XML Image Export");mxResources.parse("testOptimize=Remove Inline Images");c.actions.addAction("createSidebarEntry",mxUtils.bind(this,function(){if(!m.isSelectionEmpty()){var u=m.cloneCells(m.getSelectionCells()),x=m.getBoundingBoxFromGeometry(u);u=m.moveCells(u,-x.x,-x.y);c.showTextDialog("Create Sidebar Entry","this.addDataEntry('tag1 tag2', "+x.width+", "+x.height+", 'The Title', '"+Graph.compress(mxUtils.getXml(m.encodeCells(u)))+ -"'),")}}));c.actions.addAction("showBoundingBox",mxUtils.bind(this,function(){var u=m.getGraphBounds(),x=m.view.translate,G=m.view.scale;m.insertVertex(m.getDefaultParent(),null,"",u.x/G-x.x,u.y/G-x.y,u.width/G,u.height/G,"fillColor=none;strokeColor=red;")}));c.actions.addAction("testCheckFile",mxUtils.bind(this,function(){var u=null!=c.pages&&null!=c.getCurrentFile()?c.getCurrentFile().getAnonymizedXmlForPages(c.pages):"";u=new TextareaDialog(c,"Paste Data:",u,function(x){if(0<x.length)try{var G= -function(P){function I(O){if(null==Q[O]){if(Q[O]=!0,null!=M[O]){for(;0<M[O].length;){var S=M[O].pop();I(S)}delete M[O]}}else mxLog.debug(T+": Visited: "+O)}var T=P.parentNode.id,R=P.childNodes;P={};for(var M={},W=null,X={},t=0;t<R.length;t++){var C=R[t];if(null!=C.id&&0<C.id.length)if(null==P[C.id]){P[C.id]=C.id;var L=C.getAttribute("parent");null==L?null!=W?mxLog.debug(T+": Multiple roots: "+C.id):W=C.id:(null==M[L]&&(M[L]=[]),M[L].push(C.id))}else X[C.id]=C.id}R=Object.keys(X);0<R.length?(R=T+": "+ -R.length+" Duplicates: "+R.join(", "),mxLog.debug(R+" (see console)")):mxLog.debug(T+": Checked");var Q={};null==W?mxLog.debug(T+": No root"):(I(W),Object.keys(Q).length!=Object.keys(P).length&&(mxLog.debug(T+": Invalid tree: (see console)"),console.log(T+": Invalid tree",M)))};"<"!=x.charAt(0)&&(x=Graph.decompress(x),mxLog.debug("See console for uncompressed XML"),console.log("xml",x));var D=mxUtils.parseXml(x),F=c.getPagesForNode(D.documentElement,"mxGraphModel");if(null!=F&&0<F.length)try{var H= -c.getHashValueForPages(F);mxLog.debug("Checksum: ",H)}catch(P){mxLog.debug("Error: ",P.message)}else mxLog.debug("No pages found for checksum");var E=D.getElementsByTagName("root");for(x=0;x<E.length;x++)G(E[x]);mxLog.show()}catch(P){c.handleError(P),null!=window.console&&console.error(P)}});c.showDialog(u.container,620,460,!0,!0);u.init()}));var A=null;c.actions.addAction("testDiff",mxUtils.bind(this,function(){if(null!=c.pages){var u=new TextareaDialog(c,"Diff/Sync:","",function(x){var G=c.getCurrentFile(); -if(0<x.length&&null!=G)try{var D=JSON.parse(x);G.patch([D],null,!0);c.hideDialog()}catch(F){c.handleError(F)}},null,"Close",null,null,null,!0,null,"Patch",null,[["Snapshot",function(x,G){A=c.getPagesForXml(c.getFileData(!0));u.textarea.value="Snapshot updated "+(new Date).toLocaleString()+" Checksum "+c.getHashValueForPages(A)}],["Diff",function(x,G){try{u.textarea.value=JSON.stringify(c.diffPages(A,c.pages),null,2)}catch(D){c.handleError(D)}}]]);null==A?(A=c.getPagesForXml(c.getFileData(!0)),u.textarea.value= -"Snapshot created "+(new Date).toLocaleString()+" Checksum "+c.getHashValueForPages(A)):u.textarea.value=JSON.stringify(c.diffPages(A,c.pages),null,2);c.showDialog(u.container,620,460,!0,!0);u.init()}else c.alert("No pages")}));c.actions.addAction("testInspectPages",mxUtils.bind(this,function(){var u=c.getCurrentFile();console.log("editorUi",c,"file",u);if(null!=u&&u.isRealtime()){console.log("Checksum ownPages",c.getHashValueForPages(u.ownPages));console.log("Checksum theirPages",c.getHashValueForPages(u.theirPages)); -console.log("diff ownPages/theirPages",c.diffPages(u.ownPages,u.theirPages));var x=u.getShadowPages();null!=x&&(console.log("Checksum shadowPages",c.getHashValueForPages(x)),console.log("diff shadowPages/ownPages",c.diffPages(x,u.ownPages)),console.log("diff ownPages/shadowPages",c.diffPages(u.ownPages,x)),console.log("diff theirPages/shadowPages",c.diffPages(u.theirPages,x)));null!=u.sync&&null!=u.sync.snapshot&&(console.log("Checksum snapshot",c.getHashValueForPages(u.sync.snapshot)),console.log("diff ownPages/snapshot", -c.diffPages(u.ownPages,u.sync.snapshot)),console.log("diff theirPages/snapshot",c.diffPages(u.theirPages,u.sync.snapshot)),null!=c.pages&&console.log("diff snapshot/actualPages",c.diffPages(u.sync.snapshot,c.pages)));null!=c.pages&&(console.log("diff ownPages/actualPages",c.diffPages(u.ownPages,c.pages)),console.log("diff theirPages/actualPages",c.diffPages(u.theirPages,c.pages)))}null!=u&&console.log("Shadow pages",[c.getXmlForPages(u.getShadowPages())]);null!=c.pages&&console.log("Checksum actualPages", -c.getHashValueForPages(c.pages))}));c.actions.addAction("testFixPages",mxUtils.bind(this,function(){console.log("editorUi",c);var u=c.getCurrentFile();null!=u&&u.isRealtime()&&null!=u.shadowPages&&(console.log("patching actualPages to shadowPages",u.patch([c.diffPages(u.shadowPages,c.pages)])),u.ownPages=c.clonePages(c.pages),u.theirPages=c.clonePages(c.pages),u.shadowPages=c.clonePages(c.pages),null!=u.sync&&(u.sync.snapshot=c.clonePages(c.pages)))}));c.actions.addAction("testOptimize",mxUtils.bind(this, -function(){m.model.beginUpdate();try{var u=m.model.cells,x=0,G=[],D=[],F;for(F in u){var H=u[F],E=m.getCurrentCellStyle(H)[mxConstants.STYLE_IMAGE];null!=E&&"data:"==E.substring(0,5)&&(null==G[E]&&(G[E]=(G[E]||0)+1,x++),D.push(H))}m.setCellStyles(mxConstants.STYLE_IMAGE,null,D);console.log("Removed",x,"image(s) from",D.length,"cell(s): ",[D,G])}finally{m.model.endUpdate()}}));c.actions.addAction("testInspect",mxUtils.bind(this,function(){console.log(c,m.getModel())}));c.actions.addAction("testXmlImageExport", -mxUtils.bind(this,function(){var u=new mxImageExport,x=m.getGraphBounds(),G=m.view.scale,D=mxUtils.createXmlDocument(),F=D.createElement("output");D.appendChild(F);D=new mxXmlCanvas2D(F);D.translate(Math.floor((1-x.x)/G),Math.floor((1-x.y)/G));D.scale(1/G);var H=0,E=D.save;D.save=function(){H++;E.apply(this,arguments)};var P=D.restore;D.restore=function(){H--;P.apply(this,arguments)};var I=u.drawShape;u.drawShape=function(T){mxLog.debug("entering shape",T,H);I.apply(this,arguments);mxLog.debug("leaving shape", -T,H)};u.drawState(m.getView().getState(m.model.root),D);mxLog.show();mxLog.debug(mxUtils.getXml(F));mxLog.debug("stateCounter",H)}));c.actions.addAction("testShowConsole",function(){mxLog.isVisible()?mxLog.window.fit():mxLog.show();mxLog.window.div.style.zIndex=mxPopupMenu.prototype.zIndex-2});this.put("testDevelop",new Menu(mxUtils.bind(this,function(u,x){this.addMenuItems(u,"createSidebarEntry showBoundingBox - testInspectPages testFixPages - testCheckFile testDiff - testInspect testOptimize - testXmlImageExport - testShowConsole".split(" "), -x)})))}c.actions.addAction("shapes...",function(){mxClient.IS_CHROMEAPP||!c.isOffline()?c.showDialog((new MoreShapesDialog(c,!0)).container,640,isLocalStorage?mxClient.IS_IOS?480:460:440,!0,!0):c.showDialog((new MoreShapesDialog(c,!1)).container,360,isLocalStorage?mxClient.IS_IOS?300:280:260,!0,!0)});c.actions.put("createShape",new Action(mxResources.get("shape")+"...",function(u){m.isEnabled()&&(u=new mxCell("",new mxGeometry(0,0,120,120),c.defaultCustomShapeStyle),u.vertex=!0,u=new EditShapeDialog(c, -u,mxResources.get("editShape")+":",630,400),c.showDialog(u.container,640,480,!0,!1),u.init())})).isEnabled=n;c.actions.put("embedHtml",new Action(mxResources.get("html")+"...",function(){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(u){c.spinner.stop();c.showHtmlDialog(mxResources.get("create"),"https://www.diagrams.net/doc/faq/embed-html-options",u,function(x,G,D,F,H,E,P,I,T,R,M){c.createHtml(x,G,D,F,H,E,P,I,T,R,M,mxUtils.bind(this,function(W, -X){var t=new EmbedDialog(c,W+"\n"+X,null,null,function(){var C=window.open(),L=C.document;if(null!=L){"CSS1Compat"===document.compatMode&&L.writeln("<!DOCTYPE html>");L.writeln("<html>");L.writeln("<head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head>');L.writeln("<body>");L.writeln(W);var Q=mxClient.IS_IE||mxClient.IS_EDGE||null!=document.documentMode;Q&&L.writeln(X);L.writeln("</body>");L.writeln("</html>");L.close();if(!Q){var O=C.document.createElement("div"); -O.marginLeft="26px";O.marginTop="26px";mxUtils.write(O,mxResources.get("updatingDocument"));Q=C.document.createElement("img");Q.setAttribute("src",window.location.protocol+"//"+window.location.hostname+"/"+IMAGE_PATH+"/spin.gif");Q.style.marginLeft="6px";O.appendChild(Q);C.document.body.insertBefore(O,C.document.body.firstChild);window.setTimeout(function(){var S=document.createElement("script");S.type="text/javascript";S.src=/<script.*?src="(.*?)"/.exec(X)[1];L.body.appendChild(S);O.parentNode.removeChild(O)}, -20)}}else c.handleError({message:mxResources.get("errorUpdatingPreview")})});c.showDialog(t.container,450,240,!0,!0);t.init()}))})})}));c.actions.put("liveImage",new Action("Live image...",function(){var u=c.getCurrentFile();null!=u&&c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(x){c.spinner.stop();null!=x?(x=new EmbedDialog(c,'<img src="'+(u.constructor!=DriveFile?x:"https://drive.google.com/uc?id="+u.getId())+'"/>'),c.showDialog(x.container, -450,240,!0,!0),x.init()):c.handleError({message:mxResources.get("invalidPublicUrl")})})}));c.actions.put("embedImage",new Action(mxResources.get("image")+"...",function(){c.showEmbedImageDialog(function(u,x,G,D,F,H){c.spinner.spin(document.body,mxResources.get("loading"))&&c.createEmbedImage(u,x,G,D,F,H,function(E){c.spinner.stop();E=new EmbedDialog(c,E);c.showDialog(E.container,450,240,!0,!0);E.init()},function(E){c.spinner.stop();c.handleError(E)})},mxResources.get("image"),mxResources.get("retina"), -c.isExportToCanvas())}));c.actions.put("embedSvg",new Action(mxResources.get("formatSvg")+"...",function(){c.showEmbedImageDialog(function(u,x,G,D,F,H){c.spinner.spin(document.body,mxResources.get("loading"))&&c.createEmbedSvg(u,x,G,D,F,H,function(E){c.spinner.stop();E=new EmbedDialog(c,E);c.showDialog(E.container,450,240,!0,!0);E.init()},function(E){c.spinner.stop();c.handleError(E)})},mxResources.get("formatSvg"),mxResources.get("image"),!0,"https://www.diagrams.net/doc/faq/embed-svg.html")})); -c.actions.put("embedIframe",new Action(mxResources.get("iframe")+"...",function(){var u=m.getGraphBounds();c.showPublishLinkDialog(mxResources.get("iframe"),null,"100%",Math.ceil(u.height/m.view.scale)+2,function(x,G,D,F,H,E,P,I,T){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(R){c.spinner.stop();var M=[];T&&M.push("tags=%7B%7D");R=new EmbedDialog(c,'<iframe frameborder="0" style="width:'+P+";height:"+I+';" src="'+c.createLink(x,G,D,F,H,E,R,null, -M)+'"></iframe>');c.showDialog(R.container,450,240,!0,!0);R.init()})},!0)}));c.actions.put("embedNotion",new Action(mxResources.get("notion")+"...",function(){var u=document.createElement("div");u.style.position="absolute";u.style.bottom="30px";u.style.textAlign="center";u.style.width="100%";u.style.left="0px";var x=document.createElement("a");x.setAttribute("href","javascript:void(0);");x.setAttribute("target","_blank");x.style.cursor="pointer";mxUtils.write(x,mxResources.get("getNotionChromeExtension")); -u.appendChild(x);mxEvent.addListener(x,"click",function(G){c.openLink("https://chrome.google.com/webstore/detail/drawio-for-notion/plhaalebpkihaccllnkdaokdoeaokmle");mxEvent.consume(G)});c.showPublishLinkDialog(mxResources.get("notion"),null,null,null,function(G,D,F,H,E,P,I,T,R){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(M){c.spinner.stop();var W=["border=0"];R&&W.push("tags=%7B%7D");M=new EmbedDialog(c,c.createLink(G,D,F,H,E,P,M,null,W,!0)); -c.showDialog(M.container,450,240,!0,!0);M.init()})},!0,"https://www.diagrams.net/blog/drawio-notion",u)}));c.actions.put("publishLink",new Action(mxResources.get("link")+"...",function(){c.showPublishLinkDialog(null,null,null,null,function(u,x,G,D,F,H,E,P,I){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(T){c.spinner.stop();var R=[];I&&R.push("tags=%7B%7D");T=new EmbedDialog(c,c.createLink(u,x,G,D,F,H,T,null,R));c.showDialog(T.container,450,240, -!0,!0);T.init()})})}));c.actions.addAction("microsoftOffice...",function(){c.openLink("https://office.draw.io")});c.actions.addAction("googleDocs...",function(){c.openLink("http://docsaddon.draw.io")});c.actions.addAction("googleSlides...",function(){c.openLink("https://slidesaddon.draw.io")});c.actions.addAction("googleSheets...",function(){c.openLink("https://sheetsaddon.draw.io")});c.actions.addAction("googleSites...",function(){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(), -function(u){c.spinner.stop();u=new GoogleSitesDialog(c,u);c.showDialog(u.container,420,256,!0,!0);u.init()})});if(isLocalStorage||mxClient.IS_CHROMEAPP)l=c.actions.addAction("scratchpad",function(){c.toggleScratchpad()}),l.setToggleAction(!0),l.setSelectedCallback(function(){return null!=c.scratchpad}),"0"!=urlParams.plugins&&c.actions.addAction("plugins...",function(){c.showDialog((new PluginsDialog(c)).container,380,240,!0,!1)});l=c.actions.addAction("search",function(){var u=c.sidebar.isEntryVisible("search"); -c.sidebar.showPalette("search",!u);isLocalStorage&&(mxSettings.settings.search=!u,mxSettings.save())});l.label=mxResources.get("searchShapes");l.setToggleAction(!0);l.setSelectedCallback(function(){return c.sidebar.isEntryVisible("search")});"1"==urlParams.embed&&(c.actions.get("save").funct=function(u){m.isEditing()&&m.stopEditing();var x="0"!=urlParams.pages||null!=c.pages&&1<c.pages.length?c.getFileData(!0):mxUtils.getXml(c.editor.getGraphXml());if("json"==urlParams.proto){var G=c.createLoadMessage("save"); -G.xml=x;u&&(G.exit=!0);x=JSON.stringify(G)}(window.opener||window.parent).postMessage(x,"*");"0"!=urlParams.modified&&"1"!=urlParams.keepmodified&&(c.editor.modified=!1,c.editor.setStatus(""));u=c.getCurrentFile();null==u||u.constructor==EmbedFile||u.constructor==LocalFile&&null==u.mode||c.saveFile()},c.actions.addAction("saveAndExit",function(){"1"==urlParams.toSvg?c.sendEmbeddedSvgExport():c.actions.get("save").funct(!0)}).label="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit"), -c.actions.addAction("exit",function(){if("1"==urlParams.embedInline)c.sendEmbeddedSvgExport();else{var u=function(){c.editor.modified=!1;var x="json"==urlParams.proto?JSON.stringify({event:"exit",modified:c.editor.modified}):"";(window.opener||window.parent).postMessage(x,"*")};c.editor.modified?c.confirm(mxResources.get("allChangesLost"),null,u,mxResources.get("cancel"),mxResources.get("discardChanges")):u()}}));this.put("exportAs",new Menu(mxUtils.bind(this,function(u,x){c.isExportToCanvas()?(this.addMenuItems(u, -["exportPng"],x),c.jpgSupported&&this.addMenuItems(u,["exportJpg"],x)):c.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(u,["exportPng","exportJpg"],x);this.addMenuItems(u,["exportSvg","-"],x);c.isOffline()||c.printPdfExport?this.addMenuItems(u,["exportPdf"],x):c.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(u,["exportPdf"],x);mxClient.IS_IE||"undefined"===typeof VsdxExport&&c.isOffline()||this.addMenuItems(u,["exportVsdx"],x);this.addMenuItems(u,["-", -"exportHtml","exportXml","exportUrl"],x);c.isOffline()||(u.addSeparator(x),this.addMenuItem(u,"export",x).firstChild.nextSibling.innerHTML=mxResources.get("advanced")+"...")})));this.put("importFrom",new Menu(mxUtils.bind(this,function(u,x){function G(H){H.pickFile(function(E){c.spinner.spin(document.body,mxResources.get("loading"))&&H.getFile(E,function(P){var I="data:image/"==P.getData().substring(0,11)?F(P.getTitle()):"text/xml";/\.svg$/i.test(P.getTitle())&&!c.editor.isDataSvg(P.getData())&&(P.setData(Editor.createSvgDataUri(P.getData())), -I="image/svg+xml");D(P.getData(),I,P.getTitle())},function(P){c.handleError(P,null!=P?mxResources.get("errorLoadingFile"):null)},H==c.drive)},!0)}var D=mxUtils.bind(this,function(H,E,P){var I=m.view,T=m.getGraphBounds(),R=m.snap(Math.ceil(Math.max(0,T.x/I.scale-I.translate.x)+4*m.gridSize)),M=m.snap(Math.ceil(Math.max(0,(T.y+T.height)/I.scale-I.translate.y)+4*m.gridSize));"data:image/"==H.substring(0,11)?c.loadImage(H,mxUtils.bind(this,function(W){var X=!0,t=mxUtils.bind(this,function(){c.resizeImage(W, -H,mxUtils.bind(this,function(C,L,Q){C=X?Math.min(1,Math.min(c.maxImageSize/L,c.maxImageSize/Q)):1;c.importFile(H,E,R,M,Math.round(L*C),Math.round(Q*C),P,function(O){c.spinner.stop();m.setSelectionCells(O);m.scrollCellToVisible(m.getSelectionCell())})}),X)});H.length>c.resampleThreshold?c.confirmImageResize(function(C){X=C;t()}):t()}),mxUtils.bind(this,function(){c.handleError({message:mxResources.get("cannotOpenFile")})})):c.importFile(H,E,R,M,0,0,P,function(W){c.spinner.stop();m.setSelectionCells(W); -m.scrollCellToVisible(m.getSelectionCell())})}),F=mxUtils.bind(this,function(H){var E="text/xml";/\.png$/i.test(H)?E="image/png":/\.jpe?g$/i.test(H)?E="image/jpg":/\.gif$/i.test(H)?E="image/gif":/\.pdf$/i.test(H)&&(E="application/pdf");return E});"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=c.drive?u.addItem(mxResources.get("googleDrive")+"...",null,function(){G(c.drive)},x):v&&"function"===typeof window.DriveClient&&u.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+ -"...)",null,function(){},x,null,!1));null!=c.oneDrive?u.addItem(mxResources.get("oneDrive")+"...",null,function(){G(c.oneDrive)},x):g&&"function"===typeof window.OneDriveClient&&u.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);null!=c.dropbox?u.addItem(mxResources.get("dropbox")+"...",null,function(){G(c.dropbox)},x):d&&"function"===typeof window.DropboxClient&&u.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null, -function(){},x,null,!1);u.addSeparator(x);null!=c.gitHub&&u.addItem(mxResources.get("github")+"...",null,function(){G(c.gitHub)},x);null!=c.gitLab&&u.addItem(mxResources.get("gitlab")+"...",null,function(){G(c.gitLab)},x);null!=c.trello?u.addItem(mxResources.get("trello")+"...",null,function(){G(c.trello)},x):k&&"function"===typeof window.TrelloClient&&u.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);u.addSeparator(x);isLocalStorage&&"0"!=urlParams.browser&& -u.addItem(mxResources.get("browser")+"...",null,function(){c.importLocalFile(!1)},x);"1"!=urlParams.noDevice&&u.addItem(mxResources.get("device")+"...",null,function(){c.importLocalFile(!0)},x);c.isOffline()||(u.addSeparator(x),u.addItem(mxResources.get("url")+"...",null,function(){var H=new FilenameDialog(c,"",mxResources.get("import"),function(E){if(null!=E&&0<E.length&&c.spinner.spin(document.body,mxResources.get("loading"))){var P=/(\.png)($|\?)/i.test(E)?"image/png":"text/xml";c.editor.loadUrl(PROXY_URL+ -"?url="+encodeURIComponent(E),function(I){D(I,P,E)},function(){c.spinner.stop();c.handleError(null,mxResources.get("errorLoadingFile"))},"image/png"==P)}},mxResources.get("url"));c.showDialog(H.container,300,80,!0,!0);H.init()},x))}))).isEnabled=n;this.put("theme",new Menu(mxUtils.bind(this,function(u,x){var G="1"==urlParams.sketch?"sketch":mxSettings.getUi(),D=u.addItem(mxResources.get("automatic"),null,function(){mxSettings.setUi("");c.alert(mxResources.get("restartForChangeRequired"))},x);"kennedy"!= -G&&"atlas"!=G&&"dark"!=G&&"min"!=G&&"sketch"!=G&&u.addCheckmark(D,Editor.checkmarkImage);u.addSeparator(x);D=u.addItem(mxResources.get("default"),null,function(){mxSettings.setUi("kennedy");c.alert(mxResources.get("restartForChangeRequired"))},x);"kennedy"==G&&u.addCheckmark(D,Editor.checkmarkImage);D=u.addItem(mxResources.get("minimal"),null,function(){mxSettings.setUi("min");c.alert(mxResources.get("restartForChangeRequired"))},x);"min"==G&&u.addCheckmark(D,Editor.checkmarkImage);D=u.addItem(mxResources.get("atlas"), -null,function(){mxSettings.setUi("atlas");c.alert(mxResources.get("restartForChangeRequired"))},x);"atlas"==G&&u.addCheckmark(D,Editor.checkmarkImage);if("dark"==G||!mxClient.IS_IE&&!mxClient.IS_IE11)D=u.addItem(mxResources.get("dark"),null,function(){mxSettings.setUi("dark");c.alert(mxResources.get("restartForChangeRequired"))},x),"dark"==G&&u.addCheckmark(D,Editor.checkmarkImage);u.addSeparator(x);D=u.addItem(mxResources.get("sketch"),null,function(){mxSettings.setUi("sketch");c.alert(mxResources.get("restartForChangeRequired"))}, -x);"sketch"==G&&u.addCheckmark(D,Editor.checkmarkImage)})));l=this.editorUi.actions.addAction("rename...",mxUtils.bind(this,function(){var u=this.editorUi.getCurrentFile();if(null!=u)if(u.constructor==LocalFile&&null!=u.fileHandle)c.showSaveFilePicker(mxUtils.bind(c,function(G,D){u.invalidFileHandle=null;u.fileHandle=G;u.title=D.name;u.desc=D;c.save(D.name)}),null,c.createFileSystemOptions(u.getTitle()));else{var x=null!=u.getTitle()?u.getTitle():this.editorUi.defaultFilename;x=new FilenameDialog(this.editorUi, -x,mxResources.get("rename"),mxUtils.bind(this,function(G){null!=G&&0<G.length&&null!=u&&G!=u.getTitle()&&this.editorUi.spinner.spin(document.body,mxResources.get("renaming"))&&u.rename(G,mxUtils.bind(this,function(D){this.editorUi.spinner.stop()}),mxUtils.bind(this,function(D){this.editorUi.handleError(D,null!=D?mxResources.get("errorRenamingFile"):null)}))}),u.constructor==DriveFile||u.constructor==StorageFile?mxResources.get("diagramName"):null,function(G){if(null!=G&&0<G.length)return!0;c.showError(mxResources.get("error"), -mxResources.get("invalidName"),mxResources.get("ok"));return!1},null,null,null,null,c.editor.fileExtensions);this.editorUi.showDialog(x.container,340,96,!0,!0);x.init()}}));l.isEnabled=function(){return this.enabled&&n.apply(this,arguments)};l.visible="1"!=urlParams.embed;c.actions.addAction("makeCopy...",mxUtils.bind(this,function(){var u=c.getCurrentFile();if(null!=u){var x=c.getCopyFilename(u);u.constructor==DriveFile?(x=new CreateDialog(c,x,mxUtils.bind(this,function(G,D){"_blank"==D?c.editor.editAsNew(c.getFileData(), -G):("download"==D&&(D=App.MODE_GOOGLE),null!=G&&0<G.length&&(D==App.MODE_GOOGLE?c.spinner.spin(document.body,mxResources.get("saving"))&&u.saveAs(G,mxUtils.bind(this,function(F){u.desc=F;u.save(!1,mxUtils.bind(this,function(){c.spinner.stop();u.setModified(!1);u.addAllSavedStatus()}),mxUtils.bind(this,function(H){c.handleError(H)}))}),mxUtils.bind(this,function(F){c.handleError(F)})):c.createFile(G,c.getFileData(!0),null,D)))}),mxUtils.bind(this,function(){c.hideDialog()}),mxResources.get("makeCopy"), -mxResources.get("create"),null,null,!0,null,!0,null,null,null,null,c.editor.fileExtensions),c.showDialog(x.container,420,380,!0,!0),x.init()):c.editor.editAsNew(this.editorUi.getFileData(!0),x)}}));c.actions.put("openFolder",new Action(mxResources.get("openIt",[mxResources.get("folder")])+"...",function(u,x){c.appIconClicked(x)}));c.actions.addAction("moveToFolder...",mxUtils.bind(this,function(){var u=c.getCurrentFile();if(u.getMode()==App.MODE_GOOGLE||u.getMode()==App.MODE_ONEDRIVE){var x=!1;if(u.getMode()== -App.MODE_GOOGLE&&null!=u.desc.parents)for(var G=0;G<u.desc.parents.length;G++)if(u.desc.parents[G].isRoot){x=!0;break}c.pickFolder(u.getMode(),mxUtils.bind(this,function(D){c.spinner.spin(document.body,mxResources.get("moving"))&&u.move(D,mxUtils.bind(this,function(F){c.spinner.stop()}),mxUtils.bind(this,function(F){c.handleError(F)}))}),null,!0,x)}}));this.put("publish",new Menu(mxUtils.bind(this,function(u,x){this.addMenuItems(u,["publishLink"],x)})));c.actions.put("useOffline",new Action(mxResources.get("useOffline")+ -"...",function(){c.openLink("https://app.draw.io/")}));this.editorUi.actions.addAction("share...",mxUtils.bind(this,function(){try{var u=c.getCurrentFile();null!=u&&u.share()}catch(x){c.handleError(x)}}));this.put("embed",new Menu(mxUtils.bind(this,function(u,x){var G=c.getCurrentFile();null==G||G.getMode()!=App.MODE_GOOGLE&&G.getMode()!=App.MODE_GITHUB||!/(\.png)$/i.test(G.getTitle())||this.addMenuItems(u,["liveImage","-"],x);this.addMenuItems(u,["embedImage","embedSvg","-","embedHtml"],x);navigator.standalone|| -c.isOffline()||this.addMenuItems(u,["embedIframe"],x);"1"==urlParams.embed||c.isOffline()||this.addMenuItems(u,"- googleDocs googleSlides googleSheets - microsoftOffice - embedNotion".split(" "),x)})));c.addInsertItem=function(u,x,G,D){("plantUml"!=D||EditorUi.enablePlantUml&&!c.isOffline())&&u.addItem(G,null,mxUtils.bind(this,function(){if("fromText"==D||"formatSql"==D||"plantUml"==D||"mermaid"==D){var F=new ParseDialog(c,G,D);c.showDialog(F.container,620,420,!0,!1);c.dialog.container.style.overflow= -"auto"}else F=new CreateGraphDialog(c,G,D),c.showDialog(F.container,620,420,!0,!1);F.init()}),x,null,n())};var B=function(u,x,G,D){var F=new mxCell(u,new mxGeometry(0,0,x,G),D);F.vertex=!0;u=m.getCenterInsertPoint(m.getBoundingBoxFromGeometry([F],!0));F.geometry.x=u.x;F.geometry.y=u.y;m.getModel().beginUpdate();try{F=m.addCell(F),m.fireEvent(new mxEventObject("cellsInserted","cells",[F]))}finally{m.getModel().endUpdate()}m.scrollCellToVisible(F);m.setSelectionCell(F);m.container.focus();m.editAfterInsert&& -m.startEditing(F);window.setTimeout(function(){null!=c.hoverIcons&&c.hoverIcons.update(m.view.getState(F))},0);return F};c.actions.put("insertText",new Action(mxResources.get("text"),function(){m.isEnabled()&&!m.isCellLocked(m.getDefaultParent())&&m.startEditingAtCell(B("Text",40,20,"text;html=1;resizable=0;autosize=1;align=center;verticalAlign=middle;points=[];fillColor=none;strokeColor=none;rounded=0;"))}),null,null,Editor.ctrlKey+"+Shift+X").isEnabled=n;c.actions.put("insertRectangle",new Action(mxResources.get("rectangle"), -function(){m.isEnabled()&&!m.isCellLocked(m.getDefaultParent())&&B("",120,60,"whiteSpace=wrap;html=1;")}),null,null,Editor.ctrlKey+"+K").isEnabled=n;c.actions.put("insertEllipse",new Action(mxResources.get("ellipse"),function(){m.isEnabled()&&!m.isCellLocked(m.getDefaultParent())&&B("",80,80,"ellipse;whiteSpace=wrap;html=1;")}),null,null,Editor.ctrlKey+"+Shift+K").isEnabled=n;c.actions.put("insertRhombus",new Action(mxResources.get("rhombus"),function(){m.isEnabled()&&!m.isCellLocked(m.getDefaultParent())&& -B("",80,80,"rhombus;whiteSpace=wrap;html=1;")})).isEnabled=n;c.addInsertMenuItems=mxUtils.bind(this,function(u,x,G){for(var D=0;D<G.length;D++)"-"==G[D]?u.addSeparator(x):c.addInsertItem(u,x,mxResources.get(G[D])+"...",G[D])});this.put("insert",new Menu(mxUtils.bind(this,function(u,x){this.addMenuItems(u,"insertRectangle insertEllipse insertRhombus - insertText insertLink - createShape insertFreehand - insertImage".split(" "),x);c.insertTemplateEnabled&&!c.isOffline()&&this.addMenuItems(u,["insertTemplate"], -x);u.addSeparator(x);this.addSubmenu("insertLayout",u,x,mxResources.get("layout"));this.addSubmenu("insertAdvanced",u,x,mxResources.get("advanced"))})));this.put("insertLayout",new Menu(mxUtils.bind(this,function(u,x){c.addInsertMenuItems(u,x,"horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "))})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(u,x){c.addInsertMenuItems(u,x,["fromText","plantUml","mermaid","-","formatSql"]);u.addItem(mxResources.get("csv")+ -"...",null,function(){c.showImportCsvDialog()},x,null,n())})));this.put("openRecent",new Menu(function(u,x){var G=c.getRecent();if(null!=G){for(var D=0;D<G.length;D++)(function(F){var H=F.mode;H==App.MODE_GOOGLE?H="googleDrive":H==App.MODE_ONEDRIVE&&(H="oneDrive");u.addItem(F.title+" ("+mxResources.get(H)+")",null,function(){c.loadFile(F.id)},x)})(G[D]);u.addSeparator(x)}u.addItem(mxResources.get("reset"),null,function(){c.resetRecent()},x)}));this.put("openFrom",new Menu(function(u,x){null!=c.drive? -u.addItem(mxResources.get("googleDrive")+"...",null,function(){c.pickFile(App.MODE_GOOGLE)},x):v&&"function"===typeof window.DriveClient&&u.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);null!=c.oneDrive?u.addItem(mxResources.get("oneDrive")+"...",null,function(){c.pickFile(App.MODE_ONEDRIVE)},x):g&&"function"===typeof window.OneDriveClient&&u.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x, -null,!1);null!=c.dropbox?u.addItem(mxResources.get("dropbox")+"...",null,function(){c.pickFile(App.MODE_DROPBOX)},x):d&&"function"===typeof window.DropboxClient&&u.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);u.addSeparator(x);null!=c.gitHub&&u.addItem(mxResources.get("github")+"...",null,function(){c.pickFile(App.MODE_GITHUB)},x);null!=c.gitLab&&u.addItem(mxResources.get("gitlab")+"...",null,function(){c.pickFile(App.MODE_GITLAB)},x);null!= -c.trello?u.addItem(mxResources.get("trello")+"...",null,function(){c.pickFile(App.MODE_TRELLO)},x):k&&"function"===typeof window.TrelloClient&&u.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);u.addSeparator(x);isLocalStorage&&"0"!=urlParams.browser&&u.addItem(mxResources.get("browser")+"...",null,function(){c.pickFile(App.MODE_BROWSER)},x);"1"!=urlParams.noDevice&&u.addItem(mxResources.get("device")+"...",null,function(){c.pickFile(App.MODE_DEVICE)}, -x);c.isOffline()||(u.addSeparator(x),u.addItem(mxResources.get("url")+"...",null,function(){var G=new FilenameDialog(c,"",mxResources.get("open"),function(D){null!=D&&0<D.length&&(null==c.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(D):window.openWindow((mxClient.IS_CHROMEAPP?"https://www.draw.io/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(D)))},mxResources.get("url"));c.showDialog(G.container,300,80,!0,!0);G.init()},x))}));Editor.enableCustomLibraries&& -(this.put("newLibrary",new Menu(function(u,x){"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=c.drive?u.addItem(mxResources.get("googleDrive")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_GOOGLE)},x):v&&"function"===typeof window.DriveClient&&u.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1));null!=c.oneDrive?u.addItem(mxResources.get("oneDrive")+"...",null,function(){c.showLibraryDialog(null, -null,null,null,App.MODE_ONEDRIVE)},x):g&&"function"===typeof window.OneDriveClient&&u.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);null!=c.dropbox?u.addItem(mxResources.get("dropbox")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_DROPBOX)},x):d&&"function"===typeof window.DropboxClient&&u.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);u.addSeparator(x);null!= -c.gitHub&&u.addItem(mxResources.get("github")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_GITHUB)},x);null!=c.gitLab&&u.addItem(mxResources.get("gitlab")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_GITLAB)},x);null!=c.trello?u.addItem(mxResources.get("trello")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_TRELLO)},x):k&&"function"===typeof window.TrelloClient&&u.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+ -"...)",null,function(){},x,null,!1);u.addSeparator(x);isLocalStorage&&"0"!=urlParams.browser&&u.addItem(mxResources.get("browser")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_BROWSER)},x);"1"!=urlParams.noDevice&&u.addItem(mxResources.get("device")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_DEVICE)},x)})),this.put("openLibraryFrom",new Menu(function(u,x){"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=c.drive?u.addItem(mxResources.get("googleDrive")+ -"...",null,function(){c.pickLibrary(App.MODE_GOOGLE)},x):v&&"function"===typeof window.DriveClient&&u.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1));null!=c.oneDrive?u.addItem(mxResources.get("oneDrive")+"...",null,function(){c.pickLibrary(App.MODE_ONEDRIVE)},x):g&&"function"===typeof window.OneDriveClient&&u.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);null!=c.dropbox?u.addItem(mxResources.get("dropbox")+ -"...",null,function(){c.pickLibrary(App.MODE_DROPBOX)},x):d&&"function"===typeof window.DropboxClient&&u.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);u.addSeparator(x);null!=c.gitHub&&u.addItem(mxResources.get("github")+"...",null,function(){c.pickLibrary(App.MODE_GITHUB)},x);null!=c.gitLab&&u.addItem(mxResources.get("gitlab")+"...",null,function(){c.pickLibrary(App.MODE_GITLAB)},x);null!=c.trello?u.addItem(mxResources.get("trello")+"...", -null,function(){c.pickLibrary(App.MODE_TRELLO)},x):k&&"function"===typeof window.TrelloClient&&u.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},x,null,!1);u.addSeparator(x);isLocalStorage&&"0"!=urlParams.browser&&u.addItem(mxResources.get("browser")+"...",null,function(){c.pickLibrary(App.MODE_BROWSER)},x);"1"!=urlParams.noDevice&&u.addItem(mxResources.get("device")+"...",null,function(){c.pickLibrary(App.MODE_DEVICE)},x);c.isOffline()||(u.addSeparator(x), -u.addItem(mxResources.get("url")+"...",null,function(){var G=new FilenameDialog(c,"",mxResources.get("open"),function(D){if(null!=D&&0<D.length&&c.spinner.spin(document.body,mxResources.get("loading"))){var F=D;c.editor.isCorsEnabledForUrl(D)||(F=PROXY_URL+"?url="+encodeURIComponent(D));mxUtils.get(F,function(H){if(200<=H.getStatus()&&299>=H.getStatus()){c.spinner.stop();try{c.loadLibrary(new UrlLibrary(this,H.getText(),D))}catch(E){c.handleError(E,mxResources.get("errorLoadingFile"))}}else c.spinner.stop(), -c.handleError(null,mxResources.get("errorLoadingFile"))},function(){c.spinner.stop();c.handleError(null,mxResources.get("errorLoadingFile"))})}},mxResources.get("url"));c.showDialog(G.container,300,80,!0,!0);G.init()},x));"1"==urlParams.confLib&&(u.addSeparator(x),u.addItem(mxResources.get("confluenceCloud")+"...",null,function(){c.showRemotelyStoredLibrary(mxResources.get("libraries"))},x))})));this.put("edit",new Menu(mxUtils.bind(this,function(u,x){this.addMenuItems(u,"undo redo - cut copy copyAsImage paste delete - duplicate - findReplace - editData editTooltip - editStyle editGeometry - edit - editLink openLink - selectVertices selectEdges selectAll selectNone - lockUnlock".split(" "))}))); -l=c.actions.addAction("comments",mxUtils.bind(this,function(){if(null==this.commentsWindow)this.commentsWindow=new CommentsWindow(c,document.body.offsetWidth-380,120,300,350),this.commentsWindow.window.addListener("show",function(){c.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.addListener("hide",function(){c.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.setVisible(!0),c.fireEvent(new mxEventObject("comments"));else{var u=!this.commentsWindow.window.isVisible(); -this.commentsWindow.window.setVisible(u);this.commentsWindow.refreshCommentsTime();u&&this.commentsWindow.hasError&&this.commentsWindow.refreshComments()}}));l.setToggleAction(!0);l.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.commentsWindow&&this.commentsWindow.window.isVisible()}));c.editor.addListener("fileLoaded",mxUtils.bind(this,function(){null!=this.commentsWindow&&(this.commentsWindow.destroy(),this.commentsWindow=null)}));l=this.get("viewPanels");var J=l.funct;l.funct= -function(u,x){J.apply(this,arguments);c.menus.addMenuItems(u,["tags"],x);c.commentsSupported()&&c.menus.addMenuItems(u,["comments"],x)};this.put("view",new Menu(mxUtils.bind(this,function(u,x){this.addMenuItems(u,(null!=this.editorUi.format?["formatPanel"]:[]).concat(["outline","layers","tags"]).concat(c.commentsSupported()?["comments","-"]:["-"]));this.addMenuItems(u,["-","search"],x);if(isLocalStorage||mxClient.IS_CHROMEAPP){var G=this.addMenuItem(u,"scratchpad",x);(!c.isOffline()||mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp)&&this.addLinkToItem(G,"https://www.diagrams.net/doc/faq/scratchpad")}this.addMenuItems(u,["shapes","-","pageView","pageScale"]);this.addSubmenu("units",u,x);this.addMenuItems(u,"- scrollbars tooltips ruler - grid guides".split(" "),x);mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode)&&this.addMenuItem(u,"shadowVisible",x);this.addMenuItems(u,"- connectionArrows connectionPoints - resetView zoomIn zoomOut".split(" "),x);"1"!=urlParams.sketch&&this.addMenuItems(u, -["-","fullscreen"],x)})));if(EditorUi.isElectronApp){var N="1"==urlParams.enableSpellCheck;l=c.actions.addAction("spellCheck",function(){c.toggleSpellCheck();N=!N;c.alert(mxResources.get("restartForChangeRequired"))});l.setToggleAction(!0);l.setSelectedCallback(function(){return N});var K="1"==urlParams.enableStoreBkp;l=c.actions.addAction("autoBkp",function(){c.toggleStoreBkp();K=!K});l.setToggleAction(!0);l.setSelectedCallback(function(){return K});c.actions.addAction("openDevTools",function(){c.openDevTools()}); -c.actions.addAction("drafts...",function(){var u=new FilenameDialog(c,EditorUi.draftSaveDelay/1E3+"",mxResources.get("apply"),mxUtils.bind(this,function(x){x=parseInt(x);0<=x&&(EditorUi.draftSaveDelay=1E3*x,EditorUi.enableDrafts=0<x,mxSettings.setDraftSaveDelay(x),mxSettings.save())}),mxResources.get("draftSaveInt"),null,null,null,null,null,null,50,250);c.showDialog(u.container,320,80,!0,!0);u.init()})}this.put("extras",new Menu(mxUtils.bind(this,function(u,x){"1"==urlParams.noLangIcon&&(this.addSubmenu("language", -u,x),u.addSeparator(x));"1"!=urlParams.embed&&(this.addSubmenu("theme",u,x),u.addSeparator(x));if("undefined"!==typeof MathJax){var G=this.addMenuItem(u,"mathematicalTypesetting",x);(!c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(G,"https://www.diagrams.net/doc/faq/math-typesetting")}EditorUi.isElectronApp&&this.addMenuItems(u,["spellCheck","autoBkp","drafts"],x);this.addMenuItems(u,["copyConnect","collapseExpand","-"],x);"1"!=urlParams.embed&&(G=c.getCurrentFile(), -null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()&&this.addMenuItems(u,["showRemoteCursors","shareCursor"],x),this.addMenuItems(u,["autosave"],x));u.addSeparator(x);!c.isOfflineApp()&&isLocalStorage&&this.addMenuItem(u,"plugins",x);this.addMenuItems(u,["-","editDiagram"],x);Graph.translateDiagram&&this.addMenuItems(u,["diagramLanguage"]);u.addSeparator(x);"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&this.addMenuItems(u,["showStartScreen"],x);this.addMenuItems(u,["configuration"], -x);u.addSeparator(x);"1"==urlParams.newTempDlg&&(c.actions.addAction("templates",function(){function D(H){return{id:H.id,isExt:!0,url:H.downloadUrl,title:H.title,imgUrl:H.thumbnailLink,changedBy:H.lastModifyingUserName,lastModifiedOn:H.modifiedDate}}var F=new TemplatesDialog(c,function(H){console.log(arguments)},null,null,null,"user",function(H,E,P){var I=new Date;I.setDate(I.getDate()-7);c.drive.listFiles(null,I,P?!0:!1,function(T){for(var R=[],M=0;M<T.items.length;M++)R.push(D(T.items[M]));H(R)}, -E)},function(H,E,P,I){c.drive.listFiles(H,null,I?!0:!1,function(T){for(var R=[],M=0;M<T.items.length;M++)R.push(D(T.items[M]));E(R)},P)},function(H,E,P){c.drive.getFile(H.id,function(I){E(I.data)},P)},null,function(H){H({Test:[]},1)},!0,!1);c.showDialog(F.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}),this.addMenuItem(u,"templates",x))})));this.put("file",new Menu(mxUtils.bind(this,function(u,x){if("1"==urlParams.embed)this.addSubmenu("importFrom",u,x),this.addSubmenu("exportAs", -u,x),this.addSubmenu("embed",u,x),"1"==urlParams.libraries&&(this.addMenuItems(u,["-"],x),this.addSubmenu("newLibrary",u,x),this.addSubmenu("openLibraryFrom",u,x)),c.isRevisionHistorySupported()&&this.addMenuItems(u,["-","revisionHistory"],x),this.addMenuItems(u,["-","pageSetup","print","-","rename"],x),"1"!=urlParams.embedInline&&("1"==urlParams.noSaveBtn?"0"!=urlParams.saveAndExit&&this.addMenuItems(u,["saveAndExit"],x):(this.addMenuItems(u,["save"],x),"1"==urlParams.saveAndExit&&this.addMenuItems(u, -["saveAndExit"],x))),"1"!=urlParams.noExitBtn&&this.addMenuItems(u,["exit"],x);else{var G=this.editorUi.getCurrentFile();if(null!=G&&G.constructor==DriveFile){G.isRestricted()&&this.addMenuItems(u,["exportOptionsDisabled"],x);this.addMenuItems(u,["save","-","share"],x);var D=this.addMenuItem(u,"synchronize",x);(!c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(D,"https://www.diagrams.net/doc/faq/synchronize");u.addSeparator(x)}else this.addMenuItems(u,["new"],x);this.addSubmenu("openFrom", -u,x);isLocalStorage&&this.addSubmenu("openRecent",u,x);null!=G&&G.constructor==DriveFile?this.addMenuItems(u,["new","-","rename","makeCopy","moveToFolder"],x):(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null==G||G.constructor==LocalFile&&null==G.fileHandle||(u.addSeparator(x),D=this.addMenuItem(u,"synchronize",x),(!c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(D,"https://www.diagrams.net/doc/faq/synchronize")),this.addMenuItems(u,["-","save","saveAs","-"],x), -mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=c.getServiceName()||c.isOfflineApp()||null==G||this.addMenuItems(u,["share","-"],x),this.addMenuItems(u,["rename"],x),c.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(u,["upload"],x):(this.addMenuItems(u,["makeCopy"],x),null!=G&&G.constructor==OneDriveFile&&this.addMenuItems(u,["moveToFolder"],x)));u.addSeparator(x);this.addSubmenu("importFrom",u,x);this.addSubmenu("exportAs",u,x);u.addSeparator(x); -this.addSubmenu("embed",u,x);this.addSubmenu("publish",u,x);u.addSeparator(x);this.addSubmenu("newLibrary",u,x);this.addSubmenu("openLibraryFrom",u,x);c.isRevisionHistorySupported()&&this.addMenuItems(u,["-","revisionHistory"],x);null!=G&&null!=c.fileNode&&"1"!=urlParams.embedInline&&(D=null!=G.getTitle()?G.getTitle():c.defaultFilename,(G.constructor==DriveFile&&null!=G.sync&&G.sync.isConnected()||!/(\.html)$/i.test(D)&&!/(\.svg)$/i.test(D))&&this.addMenuItems(u,["-","properties"]));this.addMenuItems(u, -["-","pageSetup"],x);mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(u,["print"],x);this.addMenuItems(u,["-","close"])}})));f.prototype.execute=function(){var u=this.ui.editor.graph;this.customFonts=this.prevCustomFonts;this.prevCustomFonts=this.ui.menus.customFonts;this.ui.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts));this.extFonts=this.previousExtFonts;for(var x=u.extFonts,G=0;null!=x&&G<x.length;G++){var D=document.getElementById("extFont_"+x[G].name); -null!=D&&D.parentNode.removeChild(D)}u.extFonts=[];for(G=0;null!=this.previousExtFonts&&G<this.previousExtFonts.length;G++)this.ui.editor.graph.addExtFont(this.previousExtFonts[G].name,this.previousExtFonts[G].url);this.previousExtFonts=x};this.put("fontFamily",new Menu(mxUtils.bind(this,function(u,x){for(var G=mxUtils.bind(this,function(M,W,X,t,C){var L=c.editor.graph;t=this.styleChange(u,t||M,"1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY], -"1"!=urlParams["ext-fonts"]?[M,null!=W?encodeURIComponent(W):null,null]:[M],null,x,function(){"1"!=urlParams["ext-fonts"]?L.setFont(M,W):(document.execCommand("fontname",!1,M),L.addExtFont(M,W));c.fireEvent(new mxEventObject("styleChanged","keys","1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY],"values","1"!=urlParams["ext-fonts"]?[M,null!=W?encodeURIComponent(W):null,null]:[M],"cells",[L.cellEditor.getEditingCell()]))},function(){L.updateLabelElements(L.getSelectionCells(), -function(Q){Q.removeAttribute("face");Q.style.fontFamily=null;"PRE"==Q.nodeName&&L.replaceElement(Q,"div")});"1"==urlParams["ext-fonts"]&&L.addExtFont(M,W)});X&&(X=document.createElement("span"),X.className="geSprite geSprite-delete",X.style.cursor="pointer",X.style.display="inline-block",t.firstChild.nextSibling.nextSibling.appendChild(X),mxEvent.addListener(X,mxClient.IS_POINTER?"pointerup":"mouseup",mxUtils.bind(this,function(Q){if("1"!=urlParams["ext-fonts"]){delete Graph.recentCustomFonts[M.toLowerCase()]; -for(var O=0;O<this.customFonts.length;O++)if(this.customFonts[O].name==M&&this.customFonts[O].url==W){this.customFonts.splice(O,1);c.fireEvent(new mxEventObject("customFontsChanged"));break}}else{var S=mxUtils.clone(this.editorUi.editor.graph.extFonts);if(null!=S&&0<S.length)for(O=0;O<S.length;O++)if(S[O].name==M){S.splice(O,1);break}var U=mxUtils.clone(this.customFonts);for(O=0;O<U.length;O++)if(U[O].name==M){U.splice(O,1);break}O=new f(this.editorUi,S,U);this.editorUi.editor.graph.model.execute(O)}this.editorUi.hideCurrentMenu(); -mxEvent.consume(Q)})));Graph.addFont(M,W);t.firstChild.nextSibling.style.fontFamily=M;null!=C&&t.setAttribute("title",C)}),D={},F=0;F<this.defaultFonts.length;F++){var H=this.defaultFonts[F];"string"===typeof H?G(H):null!=H.fontFamily&&null!=H.fontUrl&&(D[encodeURIComponent(H.fontFamily)+"@"+encodeURIComponent(H.fontUrl)]=!0,G(H.fontFamily,H.fontUrl))}u.addSeparator(x);if("1"!=urlParams["ext-fonts"]){H=function(M){var W=encodeURIComponent(M.name)+(null==M.url?"":"@"+encodeURIComponent(M.url));if(!D[W]){for(var X= -M.name,t=0;null!=P[X.toLowerCase()];)X=M.name+" ("+ ++t+")";null==E[W]&&(I.push({name:M.name,url:M.url,label:X,title:M.url}),P[X.toLowerCase()]=M,E[W]=M)}};var E={},P={},I=[];for(F=0;F<this.customFonts.length;F++)H(this.customFonts[F]);for(var T in Graph.recentCustomFonts)H(Graph.recentCustomFonts[T]);I.sort(function(M,W){return M.label<W.label?-1:M.label>W.label?1:0});if(0<I.length){for(F=0;F<I.length;F++)G(I[F].name,I[F].url,!0,I[F].label,I[F].url);u.addSeparator(x)}u.addItem(mxResources.get("reset"), -null,mxUtils.bind(this,function(){Graph.recentCustomFonts={};this.customFonts=[];c.fireEvent(new mxEventObject("customFontsChanged"))}),x);u.addSeparator(x)}else{T=this.editorUi.editor.graph.extFonts;if(null!=T&&0<T.length){H={};var R=!1;for(F=0;F<this.customFonts.length;F++)H[this.customFonts[F].name]=!0;for(F=0;F<T.length;F++)H[T[F].name]||(this.customFonts.push(T[F]),R=!0);R&&this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts))}if(0<this.customFonts.length){for(F= -0;F<this.customFonts.length;F++)T=this.customFonts[F].name,H=this.customFonts[F].url,G(T,H,!0),this.editorUi.editor.graph.addExtFont(T,H,!0);u.addSeparator(x);u.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){var M=new f(this.editorUi,[],[]);c.editor.graph.model.execute(M)}),x);u.addSeparator(x)}}u.addItem(mxResources.get("custom")+"...",null,mxUtils.bind(this,function(){var M=this.editorUi.editor.graph,W=M.getStylesheet().getDefaultVertexStyle()[mxConstants.STYLE_FONTFAMILY],X= -"s",t=null;if("1"!=urlParams["ext-fonts"]&&M.isEditing()){var C=M.getSelectedEditingElement();null!=C&&(C=mxUtils.getCurrentStyle(C),null!=C&&(W=Graph.stripQuotes(C.fontFamily),t=Graph.getFontUrl(W,null),null!=t&&(Graph.isGoogleFontUrl(t)?(t=null,X="g"):X="w")))}else C=M.getView().getState(M.getSelectionCell()),null!=C&&(W=C.style[mxConstants.STYLE_FONTFAMILY]||W,"1"!=urlParams["ext-fonts"]?(C=C.style.fontSource,null!=C&&(C=decodeURIComponent(C),Graph.isGoogleFontUrl(C)?X="g":(X="w",t=C))):(X=C.style.FType|| -X,"w"==X&&(t=this.editorUi.editor.graph.extFonts,C=null,null!=t&&(C=t.find(function(Q){return Q.name==W})),t=null!=C?C.url:mxResources.get("urlNotFound",null,"URL not found"))));null!=t&&t.substring(0,PROXY_URL.length)==PROXY_URL&&(t=decodeURIComponent(t.substr((PROXY_URL+"?url=").length)));var L=null;document.activeElement==M.cellEditor.textarea&&(L=M.cellEditor.saveSelection());X=new FontDialog(this.editorUi,W,t,X,mxUtils.bind(this,function(Q,O,S){null!=L&&(M.cellEditor.restoreSelection(L),L=null); -if(null!=Q&&0<Q.length)if("1"!=urlParams["ext-fonts"]&&M.isEditing())M.setFont(Q,O);else{M.getModel().beginUpdate();try{M.stopEditing(!1);"1"!=urlParams["ext-fonts"]?(M.setCellStyles(mxConstants.STYLE_FONTFAMILY,Q),M.setCellStyles("fontSource",null!=O?encodeURIComponent(O):null),M.setCellStyles("FType",null)):(M.setCellStyles(mxConstants.STYLE_FONTFAMILY,Q),"s"!=S&&(M.setCellStyles("FType",S),0==O.indexOf("http://")&&(O=PROXY_URL+"?url="+encodeURIComponent(O)),this.editorUi.editor.graph.addExtFont(Q, -O)));S=!0;for(var U=0;U<this.customFonts.length;U++)if(this.customFonts[U].name==Q){S=!1;break}S&&(this.customFonts.push({name:Q,url:O}),this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts)))}finally{M.getModel().endUpdate()}}}));this.editorUi.showDialog(X.container,380,Editor.enableWebFonts?250:180,!0,!0);X.init()}),x,null,!0)})))}})();function DiagramPage(b,e){this.node=b;null!=e?this.node.setAttribute("id",e):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; -DiagramPage.prototype.setName=function(b){null==b?this.node.removeAttribute("name"):this.node.setAttribute("name",b)};function RenamePage(b,e,f){this.ui=b;this.page=e;this.previous=this.name=f}RenamePage.prototype.execute=function(){var b=this.page.getName();this.page.setName(this.previous);this.name=this.previous;this.previous=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageRenamed"))}; -function MovePage(b,e,f){this.ui=b;this.oldIndex=e;this.newIndex=f}MovePage.prototype.execute=function(){this.ui.pages.splice(this.newIndex,0,this.ui.pages.splice(this.oldIndex,1)[0]);var b=this.oldIndex;this.oldIndex=this.newIndex;this.newIndex=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageMoved"))}; -function SelectPage(b,e,f){this.ui=b;this.previousPage=this.page=e;this.neverShown=!0;null!=e&&(this.neverShown=null==e.viewState,this.ui.updatePageRoot(e),null!=f&&(e.viewState=f,this.neverShown=!1))} -SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var e=this.ui.editor,f=e.graph,c=Graph.compressNode(e.getGraphXml(!0));mxUtils.setTextContent(b.node,c);b.viewState=f.getViewState();b.root=f.model.root;null!=b.model&&b.model.rootChanged(b.root);f.view.clear(b.root,!0);f.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;f.model.prefix=Editor.guid()+"-";f.model.rootChanged(b.root); -f.setViewState(b.viewState);f.gridEnabled=f.gridEnabled&&(!this.ui.editor.isChromelessView()||"1"==urlParams.grid);e.updateGraphComponents();f.view.validate();f.blockMathRender=!0;f.sizeDidChange();f.blockMathRender=!1;this.neverShown&&(this.neverShown=!1,f.selectUnlockedLayer());e.graph.fireEvent(new mxEventObject(mxEvent.ROOT));e.fireEvent(new mxEventObject("pageSelected","change",this))}}; -function ChangePage(b,e,f,c,m){SelectPage.call(this,b,f);this.relatedPage=e;this.index=c;this.previousIndex=null;this.noSelect=m}mxUtils.extend(ChangePage,SelectPage); +var l=document.createElement("img");mxUtils.setOpacity(l,50);l.style.height="16px";l.style.width="16px";l.setAttribute("border","0");l.setAttribute("valign","bottom");l.setAttribute("src",Editor.helpImage);c.appendChild(l);mxEvent.addGestureListeners(c,mxUtils.bind(this,function(m){this.editorUi.hideCurrentMenu();this.editorUi.openLink(f);mxEvent.consume(m)}));return c};Menus.prototype.addLinkToItem=function(f,c){null!=f&&f.firstChild.nextSibling.appendChild(this.createHelpLink(c))};var d=Menus.prototype.init; +Menus.prototype.init=function(){function f(v,u,G){this.ui=v;this.previousExtFonts=this.extFonts=u;this.prevCustomFonts=this.customFonts=G}d.apply(this,arguments);var c=this.editorUi,l=c.editor.graph,m=mxUtils.bind(l,l.isEnabled),x=("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&mxClient.IS_SVG&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode),z=("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&mxClient.IS_SVG&& +(null==document.documentMode||9<document.documentMode),C=("www.draw.io"==window.location.hostname||"test.draw.io"==window.location.hostname||"drive.draw.io"==window.location.hostname||"app.diagrams.net"==window.location.hostname)&&("1"!=urlParams.embed&&"0"!=urlParams.od||"1"==urlParams.embed&&"1"==urlParams.od)&&!mxClient.IS_IOS&&(0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode),e="1"==urlParams.tr&&mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode);mxClient.IS_SVG|| +c.isOffline()||((new Image).src=IMAGE_PATH+"/help.png");"1"==urlParams.noFileMenu&&(this.defaultMenuItems=this.defaultMenuItems.filter(function(v){return"file"!=v}));c.actions.addAction("new...",function(){var v=c.isOffline();if(v||"1"!=urlParams.newTempDlg||c.mode!=App.MODE_GOOGLE){var u=new NewDialog(c,v,!(c.mode==App.MODE_DEVICE&&"chooseFileSystemEntries"in window));c.showDialog(u.container,v?350:620,v?70:460,!0,!0,function(I){c.sidebar.hideTooltip();I&&null==c.getCurrentFile()&&c.showSplash()}); +u.init()}else{var G=function(I){return{id:I.id,isExt:!0,url:I.downloadUrl,title:I.title,imgUrl:I.thumbnailLink,changedBy:I.lastModifyingUserName,lastModifiedOn:I.modifiedDate}};v=new TemplatesDialog(c,function(I,M,K){var H=K.libs,F=K.clibs;c.pickFolder(c.mode,function(P){c.createFile(M,I,null!=H&&0<H.length?H:null,null,function(){c.hideDialog()},null,P,null,null!=F&&0<F.length?F:null)},null==c.stateArg||null==c.stateArg.folderId)},null,null,null,"user",function(I,M,K){var H=new Date;H.setDate(H.getDate()- +7);c.drive.listFiles(null,H,K?!0:!1,function(F){for(var P=[],U=0;U<F.items.length;U++)P.push(G(F.items[U]));I(P)},M)},function(I,M,K,H){c.drive.listFiles(I,null,H?!0:!1,function(F){for(var P=[],U=0;U<F.items.length;U++)P.push(G(F.items[U]));M(P)},K)},function(I,M,K){c.drive.getFile(I.id,function(H){M(H.data)},K)},null,null,!1,!1);c.showDialog(v.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}});c.actions.put("insertTemplate",new Action(mxResources.get("template")+"...",function(){if(l.isEnabled()&& +!l.isCellLocked(l.getDefaultParent())){var v=new NewDialog(c,null,!1,function(u){c.hideDialog();if(null!=u){var G=c.editor.graph.getFreeInsertPoint();l.setSelectionCells(c.importXml(u,Math.max(G.x,20),Math.max(G.y,20),!0,null,null,!0));l.scrollCellToVisible(l.getSelectionCell())}},null,null,null,null,null,null,null,null,null,null,!1,mxResources.get("insert"));c.showDialog(v.container,620,460,!0,!0,function(){c.sidebar.hideTooltip()});v.init()}})).isEnabled=m;var g=c.actions.addAction("shareCursor", +function(){c.setShareCursorPosition(!c.isShareCursorPosition())});g.setToggleAction(!0);g.setSelectedCallback(function(){return c.isShareCursorPosition()});g=c.actions.addAction("showRemoteCursors",function(){c.setShowRemoteCursors(!c.isShowRemoteCursors())});g.setToggleAction(!0);g.setSelectedCallback(function(){return c.isShowRemoteCursors()});g=c.actions.addAction("points",function(){c.editor.graph.view.setUnit(mxConstants.POINTS)});g.setToggleAction(!0);g.setSelectedCallback(function(){return c.editor.graph.view.unit== +mxConstants.POINTS});g=c.actions.addAction("inches",function(){c.editor.graph.view.setUnit(mxConstants.INCHES)});g.setToggleAction(!0);g.setSelectedCallback(function(){return c.editor.graph.view.unit==mxConstants.INCHES});g=c.actions.addAction("millimeters",function(){c.editor.graph.view.setUnit(mxConstants.MILLIMETERS)});g.setToggleAction(!0);g.setSelectedCallback(function(){return c.editor.graph.view.unit==mxConstants.MILLIMETERS});g=c.actions.addAction("meters",function(){c.editor.graph.view.setUnit(mxConstants.METERS)}); +g.setToggleAction(!0);g.setSelectedCallback(function(){return c.editor.graph.view.unit==mxConstants.METERS});this.put("units",new Menu(mxUtils.bind(this,function(v,u){this.addMenuItems(v,["points","inches","millimeters","meters"],u)})));g=c.actions.addAction("ruler",function(){mxSettings.setRulerOn(!mxSettings.isRulerOn());mxSettings.save();null!=c.ruler?(c.ruler.destroy(),c.ruler=null):c.ruler=new mxDualRuler(c,c.editor.graph.view.unit);c.refresh()});g.setEnabled(c.canvasSupported&&9!=document.documentMode); +g.setToggleAction(!0);g.setSelectedCallback(function(){return null!=c.ruler});g=c.actions.addAction("fullscreen",function(){"1"==urlParams.embedInline?c.setInlineFullscreen(!Editor.inlineFullscreen):null==document.fullscreenElement?document.body.requestFullscreen():document.exitFullscreen()});g.visible="1"==urlParams.embedInline||window==window.top&&document.fullscreenEnabled&&null!=document.body.requestFullscreen;g.setToggleAction(!0);g.setSelectedCallback(function(){return"1"==urlParams.embedInline? +Editor.inlineFullscreen:null!=document.fullscreenElement});g=c.actions.put("toggleDarkMode",new Action(mxResources.get("dark"),function(v){c.setDarkMode(!Editor.isDarkMode());v=mxSettings.getUi();"atlas"!=v&&"min"!=v&&"sketch"!=v&&c.setCurrentTheme(Editor.isDarkMode()?"dark":"kennedy",!0)}));g.setToggleAction(!0);g.setSelectedCallback(function(){return Editor.isDarkMode()});g.isEnabled=function(){return"atlas"!=mxSettings.getUi()};c.actions.addAction("properties...",function(){var v=new FilePropertiesDialog(c); +c.showDialog(v.container,320,120,!0,!0);v.init()}).isEnabled=m;window.mxFreehand&&(c.actions.put("insertFreehand",new Action(mxResources.get("freehand")+"...",function(){if(l.isEnabled()){if(null==this.freehandWindow){var v=!mxClient.IS_IE&&!mxClient.IS_IE11;this.freehandWindow=new FreehandWindow(c,document.body.offsetWidth-420,102,176,v?120:84,v)}l.freehand.isDrawing()?l.freehand.stopDrawing():l.freehand.startDrawing();this.freehandWindow.window.setVisible(l.freehand.isDrawing())}},null,null,"X")).isEnabled= +function(){return m()&&mxClient.IS_SVG});c.actions.put("exportXml",new Action(mxResources.get("formatXml")+"...",function(){var v=document.createElement("div");v.style.whiteSpace="nowrap";var u=null==c.pages||1>=c.pages.length,G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatXml"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";v.appendChild(G);var I=c.addCheckbox(v,mxResources.get("selectionOnly"),!1,l.isSelectionEmpty()),M=c.addCheckbox(v,mxResources.get("compressed"), +!0),K=c.addCheckbox(v,mxResources.get("allPages"),!u,u);K.style.marginBottom="16px";mxEvent.addListener(I,"change",function(){I.checked?K.setAttribute("disabled","disabled"):K.removeAttribute("disabled")});v=new CustomDialog(c,v,mxUtils.bind(this,function(){c.downloadFile("xml",!M.checked,null,!I.checked,u||!K.checked)}),null,mxResources.get("export"));c.showDialog(v.container,300,200,!0,!0)}));Editor.enableExportUrl&&c.actions.put("exportUrl",new Action(mxResources.get("url")+"...",function(){c.showPublishLinkDialog(mxResources.get("url"), +!0,null,null,function(v,u,G,I,M,K,H,F,P){H=[];P&&H.push("tags=%7B%7D");v=new EmbedDialog(c,c.createLink(v,u,G,I,M,K,null,!0,H));c.showDialog(v.container,450,240,!0,!0);v.init()})}));c.actions.put("exportHtml",new Action(mxResources.get("formatHtmlEmbedded")+"...",function(){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(v){c.spinner.stop();c.showHtmlDialog(mxResources.get("export"),null,v,function(u,G,I,M,K,H,F,P,U,T,V){c.createHtml(u,G,I,M,K, +H,F,P,U,T,V,mxUtils.bind(this,function(W,t){var D=c.getBaseFilename(F);W='\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n<!DOCTYPE html>\n<html>\n<head>\n<title>'+mxUtils.htmlEntities(D)+'</title>\n<meta charset="utf-8"/>\n</head>\n<body>'+W+"\n"+t+"\n</body>\n</html>";c.saveData(D+(".drawio"==D.substring(D.lenth-7)?"":".drawio")+".html","html",W,"text/html")}))})})}));c.actions.put("exportPdf",new Action(mxResources.get("formatPdf")+"...",function(){if(EditorUi.isElectronApp|| +!c.isOffline()&&!c.printPdfExport){var v=null==c.pages||1>=c.pages.length,u=document.createElement("div");u.style.whiteSpace="nowrap";var G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatPdf"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";u.appendChild(G);var I=function(){F!=this&&this.checked?(t.removeAttribute("disabled"),t.checked=!l.pageVisible):(t.setAttribute("disabled","disabled"),t.checked=!1)};G=200;var M=1,K=null;if(c.pdfPageExport&& +!v){var H=function(){V.value=Math.max(1,Math.min(M,Math.max(parseInt(V.value),parseInt(U.value))));U.value=Math.max(1,Math.min(M,Math.min(parseInt(V.value),parseInt(U.value))))},F=c.addRadiobox(u,"pages",mxResources.get("allPages"),!0),P=c.addRadiobox(u,"pages",mxResources.get("pages")+":",!1,null,!0),U=document.createElement("input");U.style.cssText="margin:0 8px 0 8px;";U.setAttribute("value","1");U.setAttribute("type","number");U.setAttribute("min","1");U.style.width="50px";u.appendChild(U);var T= +document.createElement("span");mxUtils.write(T,mxResources.get("to"));u.appendChild(T);var V=U.cloneNode(!0);u.appendChild(V);mxEvent.addListener(U,"focus",function(){P.checked=!0});mxEvent.addListener(V,"focus",function(){P.checked=!0});mxEvent.addListener(U,"change",H);mxEvent.addListener(V,"change",H);if(null!=c.pages&&(M=c.pages.length,null!=c.currentPage))for(H=0;H<c.pages.length;H++)if(c.currentPage==c.pages[H]){K=H+1;U.value=K;V.value=K;break}U.setAttribute("max",M);V.setAttribute("max",M); +mxUtils.br(u);var W=c.addRadiobox(u,"pages",mxResources.get("selectionOnly"),!1,l.isSelectionEmpty()),t=c.addCheckbox(u,mxResources.get("crop"),!1,!0),D=c.addCheckbox(u,mxResources.get("grid"),!1,!1);mxEvent.addListener(F,"change",I);mxEvent.addListener(P,"change",I);mxEvent.addListener(W,"change",I);G+=64}else W=c.addCheckbox(u,mxResources.get("selectionOnly"),!1,l.isSelectionEmpty()),t=c.addCheckbox(u,mxResources.get("crop"),!l.pageVisible||!c.pdfPageExport,!c.pdfPageExport),D=c.addCheckbox(u,mxResources.get("grid"), +!1,!1),c.pdfPageExport||mxEvent.addListener(W,"change",I);I=!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&"draw.io"==c.getServiceName();var L=null,R=null;if(EditorUi.isElectronApp||I)R=c.addCheckbox(u,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram),G+=30;I&&(L=c.addCheckbox(u,mxResources.get("transparentBackground"),!1),G+=30);u=new CustomDialog(c,u,mxUtils.bind(this,function(){var O=null;if(!v){O=parseInt(U.value);var Q=parseInt(V.value);O=F.checked||O==K&&Q==K?null:{from:Math.max(0, +Math.min(M-1,O-1)),to:Math.max(0,Math.min(M-1,Q-1))}}c.downloadFile("pdf",null,null,!W.checked,v?!0:!F.checked&&null==O,!t.checked,null!=L&&L.checked,null,null,D.checked,null!=R&&R.checked,O)}),null,mxResources.get("export"));c.showDialog(u.container,300,G,!0,!0)}else c.showDialog((new PrintDialog(c,mxResources.get("formatPdf"))).container,360,null!=c.pages&&1<c.pages.length&&(c.editor.editable||"1"!=urlParams["hide-pages"])?470:390,!0,!0)}));c.actions.addAction("open...",function(){c.pickFile()}); +c.actions.addAction("close",function(){function v(){null!=u&&u.removeDraft();c.fileLoaded(null)}var u=c.getCurrentFile();null!=u&&u.isModified()?c.confirm(mxResources.get("allChangesLost"),null,v,mxResources.get("cancel"),mxResources.get("discardChanges")):v()});c.actions.addAction("editShape...",mxUtils.bind(this,function(){l.getSelectionCells();if(1==l.getSelectionCount()){var v=l.getSelectionCell(),u=l.view.getState(v);null!=u&&null!=u.shape&&null!=u.shape.stencil&&(v=new EditShapeDialog(c,v,mxResources.get("editShape")+ +":",630,400),c.showDialog(v.container,640,480,!0,!1),v.init())}}));c.actions.addAction("revisionHistory...",function(){c.isRevisionHistorySupported()?c.spinner.spin(document.body,mxResources.get("loading"))&&c.getRevisions(mxUtils.bind(this,function(v,u){c.spinner.stop();v=new RevisionDialog(c,v,u);c.showDialog(v.container,640,480,!0,!0);v.init()}),mxUtils.bind(this,function(v){c.handleError(v)})):c.showError(mxResources.get("error"),mxResources.get("notAvailable"),mxResources.get("ok"))});c.actions.addAction("createRevision", +function(){c.actions.get("save").funct()},null,null,Editor.ctrlKey+"+S");g=c.actions.addAction("synchronize",function(){c.synchronizeCurrentFile("none"==DrawioFile.SYNC)},null,null,"Alt+Shift+S");"none"==DrawioFile.SYNC&&(g.label=mxResources.get("refresh"));c.actions.addAction("upload...",function(){var v=c.getCurrentFile();null!=v&&(window.drawdata=c.getFileData(),v=null!=v.getTitle()?v.getTitle():c.defaultFilename,c.openLink(window.location.protocol+"//"+window.location.host+"/?create=drawdata&"+ +(c.mode==App.MODE_DROPBOX?"mode=dropbox&":"")+"title="+encodeURIComponent(v),null,!0))});"undefined"!==typeof MathJax&&(g=c.actions.addAction("mathematicalTypesetting",function(){var v=new ChangePageSetup(c);v.ignoreColor=!0;v.ignoreImage=!0;v.mathEnabled=!c.isMathEnabled();l.model.execute(v)}),g.setToggleAction(!0),g.setSelectedCallback(function(){return c.isMathEnabled()}),g.isEnabled=m);isLocalStorage&&(g=c.actions.addAction("showStartScreen",function(){mxSettings.setShowStartScreen(!mxSettings.getShowStartScreen()); +mxSettings.save()}),g.setToggleAction(!0),g.setSelectedCallback(function(){return mxSettings.getShowStartScreen()}));var k=c.actions.addAction("autosave",function(){c.editor.setAutosave(!c.editor.autosave)});k.setToggleAction(!0);k.setSelectedCallback(function(){return k.isEnabled()&&c.editor.autosave});c.actions.addAction("editGeometry...",function(){for(var v=l.getSelectionCells(),u=[],G=0;G<v.length;G++)l.getModel().isVertex(v[G])&&u.push(v[G]);0<u.length&&(v=new EditGeometryDialog(c,u),c.showDialog(v.container, +200,270,!0,!0),v.init())},null,null,Editor.ctrlKey+"+Shift+M");var n=null;c.actions.addAction("copyStyle",function(){l.isEnabled()&&!l.isSelectionEmpty()&&(n=l.copyStyle(l.getSelectionCell()))},null,null,Editor.ctrlKey+"+Shift+C");c.actions.addAction("pasteStyle",function(){l.isEnabled()&&!l.isSelectionEmpty()&&null!=n&&l.pasteStyle(n,l.getSelectionCells())},null,null,Editor.ctrlKey+"+Shift+V");c.actions.put("pageBackgroundImage",new Action(mxResources.get("backgroundImage")+"...",function(){if(!c.isOffline()){var v= +new BackgroundImageDialog(c,function(u){c.setBackgroundImage(u)});c.showDialog(v.container,400,170,!0,!0);v.init()}}));c.actions.put("exportSvg",new Action(mxResources.get("formatSvg")+"...",function(){c.showExportDialog(mxResources.get("formatSvg"),!0,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(v,u,G,I,M,K,H,F,P,U,T,V,W,t,D){P=parseInt(v);!isNaN(P)&&0<P&&(D?c.downloadFile("remoteSvg",null,null,G,null,F,u,v,H,null,M):c.exportSvg(P/100,u,G, +I,M,K,H,!F,!1,U,V,W,t))}),!0,null,"svg",!0)}));c.actions.put("exportPng",new Action(mxResources.get("formatPng")+"...",function(){c.isExportToCanvas()?c.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(v,u,G,I,M,K,H,F,P,U,T,V,W){v=parseInt(v);!isNaN(v)&&0<v&&c.exportImage(v/100,u,G,I,M,H,!F,!1,null,T,null,V,W)}),!0,Editor.defaultIncludeDiagram,"png",!0):c.isOffline()||mxClient.IS_IOS&&navigator.standalone|| +c.showRemoteExportDialog(mxResources.get("export"),null,mxUtils.bind(this,function(v,u,G,I,M){c.downloadFile(u?"xmlpng":"png",null,null,v,null,null,G,I,M)}),!1,!0)}));c.actions.put("exportJpg",new Action(mxResources.get("formatJpg")+"...",function(){c.isExportToCanvas()?c.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(v,u,G,I,M,K,H,F,P,U,T,V,W){v=parseInt(v);!isNaN(v)&&0<v&&c.exportImage(v/100,!1, +G,I,!1,H,!F,!1,"jpeg",T,null,V,W)}),!0,!1,"jpeg",!0):c.isOffline()||mxClient.IS_IOS&&navigator.standalone||c.showRemoteExportDialog(mxResources.get("export"),null,mxUtils.bind(this,function(v,u,G,I,M){c.downloadFile("jpeg",null,null,v,null,null,null,I,M)}),!0,!0)}));g=c.actions.addAction("copyAsImage",mxUtils.bind(this,function(){var v=mxUtils.sortCells(l.model.getTopmostCells(l.getSelectionCells())),u=mxUtils.getXml(0==v.length?c.editor.getGraphXml():l.encodeCells(v));c.copyImage(v,u)}));g.visible= +Editor.enableNativeCipboard&&c.isExportToCanvas()&&!mxClient.IS_SF;g=c.actions.put("shadowVisible",new Action(mxResources.get("shadow"),function(){l.setShadowVisible(!l.shadowVisible)}));g.setToggleAction(!0);g.setSelectedCallback(function(){return l.shadowVisible});c.actions.put("about",new Action(mxResources.get("about")+" "+EditorUi.VERSION+"...",function(){c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?c.alert(c.editor.appName+" "+EditorUi.VERSION):c.openLink("https://www.diagrams.net/")})); +c.actions.addAction("support...",function(){EditorUi.isElectronApp?c.openLink("https://github.com/jgraph/drawio-desktop/wiki/Getting-Support"):c.openLink("https://github.com/jgraph/drawio/wiki/Getting-Support")});c.actions.addAction("exportOptionsDisabled...",function(){c.handleError({message:mxResources.get("exportOptionsDisabledDetails")},mxResources.get("exportOptionsDisabled"))});c.actions.addAction("keyboardShortcuts...",function(){!mxClient.IS_SVG||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp? +c.openLink("https://viewer.diagrams.net/#Uhttps%3A%2F%2Fviewer.diagrams.net%2Fshortcuts.svg"):c.openLink("shortcuts.svg")});c.actions.addAction("feedback...",function(){var v=new FeedbackDialog(c);c.showDialog(v.container,610,360,!0,!1);v.init()});c.actions.addAction("quickStart...",function(){c.openLink("https://www.youtube.com/watch?v=Z0D96ZikMkc")});g=c.actions.addAction("tags",mxUtils.bind(this,function(){null==this.tagsWindow?(this.tagsWindow=new TagsWindow(c,document.body.offsetWidth-400,60, +212,200),this.tagsWindow.window.addListener("show",mxUtils.bind(this,function(){c.fireEvent(new mxEventObject("tags"))})),this.tagsWindow.window.addListener("hide",function(){c.fireEvent(new mxEventObject("tags"))}),this.tagsWindow.window.setVisible(!0),c.fireEvent(new mxEventObject("tags"))):this.tagsWindow.window.setVisible(!this.tagsWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+K");g.setToggleAction(!0);g.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.tagsWindow&& +this.tagsWindow.window.isVisible()}));g=c.actions.addAction("findReplace...",mxUtils.bind(this,function(v,u){var G=(v=l.isEnabled()&&(null==u||!mxEvent.isShiftDown(u)))?"findReplace":"find";u=G+"Window";if(null==this[u]){var I=v?"min"==uiTheme?330:300:240;this[u]=new FindWindow(c,document.body.offsetWidth-(I+20),100,I,v?"min"==uiTheme?304:288:170,v);this[u].window.addListener("show",function(){c.fireEvent(new mxEventObject(G))});this[u].window.addListener("hide",function(){c.fireEvent(new mxEventObject(G))}); +this[u].window.setVisible(!0)}else this[u].window.setVisible(!this[u].window.isVisible())}),null,null,Editor.ctrlKey+"+F");g.setToggleAction(!0);g.setSelectedCallback(mxUtils.bind(this,function(){var v=l.isEnabled()?"findReplaceWindow":"findWindow";return null!=this[v]&&this[v].window.isVisible()}));c.actions.put("exportVsdx",new Action(mxResources.get("formatVsdx")+" (beta)...",function(){var v=null==c.pages||1>=c.pages.length;if(v)c.exportVisio();else{var u=document.createElement("div");u.style.whiteSpace= +"nowrap";var G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatVsdx"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";u.appendChild(G);var I=c.addCheckbox(u,mxResources.get("allPages"),!v,v);I.style.marginBottom="16px";v=new CustomDialog(c,u,mxUtils.bind(this,function(){c.exportVisio(!I.checked)}),null,mxResources.get("export"));c.showDialog(v.container,300,130,!0,!0)}}));isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&c.actions.addAction("configuration...", +function(){var v=document.createElement("input");v.setAttribute("type","checkbox");v.style.marginRight="4px";v.checked=mxSettings.getShowStartScreen();v.defaultChecked=v.checked;if(c.isSettingsEnabled()&&"1"==urlParams.sketch){var u=document.createElement("span");u.style["float"]="right";u.style.cursor="pointer";u.style.userSelect="none";u.style.marginTop="-4px";u.appendChild(v);mxUtils.write(u,mxResources.get("showStartScreen"));mxEvent.addListener(u,"click",function(M){mxEvent.getSource(M)!=v&& +(v.checked=!v.checked)});header=u}var G=localStorage.getItem(Editor.configurationKey);u=[[mxResources.get("reset"),function(M,K){c.confirm(mxResources.get("areYouSure"),function(){try{mxEvent.isShiftDown(M)?(localStorage.removeItem(Editor.settingsKey),localStorage.removeItem(".drawio-config")):(localStorage.removeItem(Editor.configurationKey),c.hideDialog(),c.alert(mxResources.get("restartForChangeRequired")))}catch(H){c.handleError(H)}})},"Shift+Click to Reset Settings"]];var I=c.actions.get("plugins"); +null!=I&&"1"==urlParams.sketch&&u.push([mxResources.get("plugins"),I.funct]);EditorUi.isElectronApp||u.push([mxResources.get("share"),function(M,K){if(0<K.value.length)try{var H=JSON.parse(K.value),F=window.location.protocol+"//"+window.location.host+"/"+c.getSearch()+"#_CONFIG_"+Graph.compress(JSON.stringify(H)),P=new EmbedDialog(c,F);c.showDialog(P.container,450,240,!0);P.init()}catch(U){c.handleError(U)}else c.handleError({message:mxResources.get("invalidInput")})}]);u=new TextareaDialog(c,mxResources.get("configuration")+ +":",null!=G?JSON.stringify(JSON.parse(G),null,2):"",function(M){if(null!=M)try{if(null!=v.parentNode&&(mxSettings.setShowStartScreen(v.checked),mxSettings.save()),M==G)c.hideDialog();else{if(0<M.length){var K=JSON.parse(M);localStorage.setItem(Editor.configurationKey,JSON.stringify(K))}else localStorage.removeItem(Editor.configurationKey);c.hideDialog();c.alert(mxResources.get("restartForChangeRequired"))}}catch(H){c.handleError(H)}},null,null,null,null,null,!0,null,null,"https://www.diagrams.net/doc/faq/configure-diagram-editor", +u,v.parentNode);c.showDialog(u.container,620,460,!0,!1);u.init()});if(mxClient.IS_CHROMEAPP||isLocalStorage){this.put("language",new Menu(mxUtils.bind(this,function(v,u){var G=mxUtils.bind(this,function(M){var K=""==M?mxResources.get("automatic"):mxLanguageMap[M],H=null;""!=K&&(H=v.addItem(K,null,mxUtils.bind(this,function(){mxSettings.setLanguage(M);mxSettings.save();mxClient.language=M;mxResources.loadDefaultBundle=!1;mxResources.add(RESOURCE_BASE);c.alert(mxResources.get("restartForChangeRequired"))}), +u),(M==mxLanguage||""==M&&null==mxLanguage)&&v.addCheckmark(H,Editor.checkmarkImage));return H});G("");v.addSeparator(u);for(var I in mxLanguageMap)G(I)})));var q=Menus.prototype.createMenubar;Menus.prototype.createMenubar=function(v){var u=q.apply(this,arguments);if(null!=u&&"1"!=urlParams.noLangIcon){var G=this.get("language");if(null!=G){G=u.addMenu("",G.funct);G.setAttribute("title",mxResources.get("language"));G.className="geAdaptiveAsset";G.style.width="16px";G.style.paddingTop="2px";G.style.paddingLeft= +"4px";G.style.zIndex="1";G.style.position="absolute";G.style.display="block";G.style.cursor="pointer";G.style.right="17px";"atlas"==uiTheme?(G.style.top="6px",G.style.right="15px"):G.style.top="min"==uiTheme?"2px":"0px";var I=document.createElement("div");I.style.backgroundImage="url("+Editor.globeImage+")";I.style.backgroundPosition="center center";I.style.backgroundRepeat="no-repeat";I.style.backgroundSize="19px 19px";I.style.position="absolute";I.style.height="19px";I.style.width="19px";I.style.marginTop= +"2px";I.style.zIndex="1";G.appendChild(I);mxUtils.setOpacity(G,40);"1"==urlParams.winCtrls&&(G.style.right="95px",G.style.width="19px",G.style.height="19px",G.style.webkitAppRegion="no-drag",I.style.webkitAppRegion="no-drag");"atlas"==uiTheme&&(G.style.opacity="0.85",G.style.filter="invert(100%)");document.body.appendChild(G);u.langIcon=G}}return u}}c.customLayoutConfig=[{layout:"mxHierarchicalLayout",config:{orientation:"west",intraCellSpacing:30,interRankCellSpacing:100,interHierarchySpacing:60, +parallelEdgeSpacing:10}}];c.actions.addAction("runLayout",function(){var v=new TextareaDialog(c,"Run Layouts:",JSON.stringify(c.customLayoutConfig,null,2),function(u){if(0<u.length)try{var G=JSON.parse(u);c.executeLayouts(l.createLayouts(G));c.customLayoutConfig=G;c.hideDialog()}catch(I){c.handleError(I)}},null,null,null,null,function(u,G){var I=mxUtils.button(mxResources.get("copy"),function(){try{var M=G.value;G.value=JSON.stringify(JSON.parse(M));G.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode? +G.select():document.execCommand("selectAll",!1,null);document.execCommand("copy");c.alert(mxResources.get("copiedToClipboard"));G.value=M}catch(K){c.handleError(K)}});I.setAttribute("title","copy");I.className="geBtn";u.appendChild(I)},!0,null,null,"https://www.diagrams.net/doc/faq/apply-layouts");c.showDialog(v.container,620,460,!0,!0);v.init()});g=this.get("layout");var p=g.funct;g.funct=function(v,u){p.apply(this,arguments);v.addItem(mxResources.get("orgChart"),null,function(){var G=null,I=20, +M=20,K=function(){if("undefined"!==typeof mxOrgChartLayout&&null!=G){var t=c.editor.graph,D=new mxOrgChartLayout(t,G,I,M),L=t.getDefaultParent();1<t.model.getChildCount(t.getSelectionCell())&&(L=t.getSelectionCell());D.execute(L)}},H=document.createElement("div"),F=document.createElement("div");F.style.marginTop="6px";F.style.display="inline-block";F.style.width="140px";mxUtils.write(F,mxResources.get("orgChartType")+": ");H.appendChild(F);var P=document.createElement("select");P.style.width="200px"; +P.style.boxSizing="border-box";F=[mxResources.get("linear"),mxResources.get("hanger2"),mxResources.get("hanger4"),mxResources.get("fishbone1"),mxResources.get("fishbone2"),mxResources.get("1ColumnLeft"),mxResources.get("1ColumnRight"),mxResources.get("smart")];for(var U=0;U<F.length;U++){var T=document.createElement("option");mxUtils.write(T,F[U]);T.value=U;2==U&&T.setAttribute("selected","selected");P.appendChild(T)}mxEvent.addListener(P,"change",function(){G=P.value});H.appendChild(P);F=document.createElement("div"); +F.style.marginTop="6px";F.style.display="inline-block";F.style.width="140px";mxUtils.write(F,mxResources.get("parentChildSpacing")+": ");H.appendChild(F);var V=document.createElement("input");V.type="number";V.value=I;V.style.width="200px";V.style.boxSizing="border-box";H.appendChild(V);mxEvent.addListener(V,"change",function(){I=V.value});F=document.createElement("div");F.style.marginTop="6px";F.style.display="inline-block";F.style.width="140px";mxUtils.write(F,mxResources.get("siblingSpacing")+ +": ");H.appendChild(F);var W=document.createElement("input");W.type="number";W.value=M;W.style.width="200px";W.style.boxSizing="border-box";H.appendChild(W);mxEvent.addListener(W,"change",function(){M=W.value});H=new CustomDialog(c,H,function(){null==G&&(G=2);c.loadOrgChartLayouts(K)});c.showDialog(H.container,355,140,!0,!0)},u,null,m());v.addSeparator(u);v.addItem(mxResources.get("parallels"),null,mxUtils.bind(this,function(){var G=new mxParallelEdgeLayout(l);G.checkOverlap=!0;c.prompt(mxResources.get("spacing"), +G.spacing,mxUtils.bind(this,function(I){G.spacing=I;c.executeLayout(function(){G.execute(l.getDefaultParent(),l.isSelectionEmpty()?null:l.getSelectionCells())},!1)}))}),u);v.addSeparator(u);c.menus.addMenuItem(v,"runLayout",u,null,null,mxResources.get("apply")+"...")};this.put("help",new Menu(mxUtils.bind(this,function(v,u){if(!mxClient.IS_CHROMEAPP&&c.isOffline())this.addMenuItems(v,["about"],u);else{var G=v.addItem("Search:",null,null,u,null,null,!1);G.style.backgroundColor=Editor.isDarkMode()? +"#505759":"whiteSmoke";G.style.cursor="default";var I=document.createElement("input");I.setAttribute("type","text");I.setAttribute("size","25");I.style.marginLeft="8px";mxEvent.addListener(I,"keydown",mxUtils.bind(this,function(M){var K=mxUtils.trim(I.value);13==M.keyCode&&0<K.length?(this.editorUi.openLink("https://www.diagrams.net/search?src="+(EditorUi.isElectronApp?"DESKTOP":encodeURIComponent(location.host))+"&search="+encodeURIComponent(K)),I.value="",EditorUi.logEvent({category:"SEARCH-HELP", +action:"search",label:K}),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0)):27==M.keyCode&&(I.value="")}));G.firstChild.nextSibling.appendChild(I);mxEvent.addGestureListeners(I,function(M){document.activeElement!=I&&I.focus();mxEvent.consume(M)},function(M){mxEvent.consume(M)},function(M){mxEvent.consume(M)});window.setTimeout(function(){I.focus()},0);EditorUi.isElectronApp?(c.actions.addAction("website...",function(){c.openLink("https://www.diagrams.net")}),c.actions.addAction("check4Updates", +function(){c.checkForUpdates()}),this.addMenuItems(v,"- keyboardShortcuts quickStart website support -".split(" "),u),"1"!=urlParams.disableUpdate&&this.addMenuItems(v,["check4Updates"],u),this.addMenuItems(v,["openDevTools","-","about"],u)):this.addMenuItems(v,"- keyboardShortcuts quickStart support - about".split(" "),u)}"1"==urlParams.test&&(v.addSeparator(u),this.addSubmenu("testDevelop",v,u))})));mxResources.parse("diagramLanguage=Diagram Language");c.actions.addAction("diagramLanguage...",function(){var v= +prompt("Language Code",Graph.diagramLanguage||"");null!=v&&(Graph.diagramLanguage=0<v.length?v:null,l.refresh())});if("1"==urlParams.test){mxResources.parse("testDevelop=Develop");mxResources.parse("showBoundingBox=Show bounding box");mxResources.parse("createSidebarEntry=Create Sidebar Entry");mxResources.parse("testCheckFile=Check File");mxResources.parse("testDiff=Diff/Sync");mxResources.parse("testInspectPages=Check Pages");mxResources.parse("testFixPages=Fix Pages");mxResources.parse("testInspect=Inspect"); +mxResources.parse("testShowConsole=Show Console");mxResources.parse("testXmlImageExport=XML Image Export");mxResources.parse("testOptimize=Remove Inline Images");c.actions.addAction("createSidebarEntry",mxUtils.bind(this,function(){if(!l.isSelectionEmpty()){var v=l.cloneCells(l.getSelectionCells()),u=l.getBoundingBoxFromGeometry(v);v=l.moveCells(v,-u.x,-u.y);c.showTextDialog("Create Sidebar Entry","this.addDataEntry('tag1 tag2', "+u.width+", "+u.height+", 'The Title', '"+Graph.compress(mxUtils.getXml(l.encodeCells(v)))+ +"'),")}}));c.actions.addAction("showBoundingBox",mxUtils.bind(this,function(){var v=l.getGraphBounds(),u=l.view.translate,G=l.view.scale;l.insertVertex(l.getDefaultParent(),null,"",v.x/G-u.x,v.y/G-u.y,v.width/G,v.height/G,"fillColor=none;strokeColor=red;")}));c.actions.addAction("testCheckFile",mxUtils.bind(this,function(){var v=null!=c.pages&&null!=c.getCurrentFile()?c.getCurrentFile().getAnonymizedXmlForPages(c.pages):"";v=new TextareaDialog(c,"Paste Data:",v,function(u){if(0<u.length)try{var G= +function(F){function P(Q){if(null==O[Q]){if(O[Q]=!0,null!=V[Q]){for(;0<V[Q].length;){var S=V[Q].pop();P(S)}delete V[Q]}}else mxLog.debug(U+": Visited: "+Q)}var U=F.parentNode.id,T=F.childNodes;F={};for(var V={},W=null,t={},D=0;D<T.length;D++){var L=T[D];if(null!=L.id&&0<L.id.length)if(null==F[L.id]){F[L.id]=L.id;var R=L.getAttribute("parent");null==R?null!=W?mxLog.debug(U+": Multiple roots: "+L.id):W=L.id:(null==V[R]&&(V[R]=[]),V[R].push(L.id))}else t[L.id]=L.id}T=Object.keys(t);0<T.length?(T=U+": "+ +T.length+" Duplicates: "+T.join(", "),mxLog.debug(T+" (see console)")):mxLog.debug(U+": Checked");var O={};null==W?mxLog.debug(U+": No root"):(P(W),Object.keys(O).length!=Object.keys(F).length&&(mxLog.debug(U+": Invalid tree: (see console)"),console.log(U+": Invalid tree",V)))};"<"!=u.charAt(0)&&(u=Graph.decompress(u),mxLog.debug("See console for uncompressed XML"),console.log("xml",u));var I=mxUtils.parseXml(u),M=c.getPagesForNode(I.documentElement,"mxGraphModel");if(null!=M&&0<M.length)try{var K= +c.getHashValueForPages(M);mxLog.debug("Checksum: ",K)}catch(F){mxLog.debug("Error: ",F.message)}else mxLog.debug("No pages found for checksum");var H=I.getElementsByTagName("root");for(u=0;u<H.length;u++)G(H[u]);mxLog.show()}catch(F){c.handleError(F),null!=window.console&&console.error(F)}});c.showDialog(v.container,620,460,!0,!0);v.init()}));var A=null;c.actions.addAction("testDiff",mxUtils.bind(this,function(){if(null!=c.pages){var v=new TextareaDialog(c,"Diff/Sync:","",function(u){var G=c.getCurrentFile(); +if(0<u.length&&null!=G)try{var I=JSON.parse(u);G.patch([I],null,!0);c.hideDialog()}catch(M){c.handleError(M)}},null,"Close",null,null,null,!0,null,"Patch",null,[["Snapshot",function(u,G){A=c.getPagesForXml(c.getFileData(!0));v.textarea.value="Snapshot updated "+(new Date).toLocaleString()+" Checksum "+c.getHashValueForPages(A)}],["Diff",function(u,G){try{v.textarea.value=JSON.stringify(c.diffPages(A,c.pages),null,2)}catch(I){c.handleError(I)}}]]);null==A?(A=c.getPagesForXml(c.getFileData(!0)),v.textarea.value= +"Snapshot created "+(new Date).toLocaleString()+" Checksum "+c.getHashValueForPages(A)):v.textarea.value=JSON.stringify(c.diffPages(A,c.pages),null,2);c.showDialog(v.container,620,460,!0,!0);v.init()}else c.alert("No pages")}));c.actions.addAction("testInspectPages",mxUtils.bind(this,function(){var v=c.getCurrentFile();console.log("editorUi",c,"file",v);if(null!=v&&v.isRealtime()){console.log("Checksum ownPages",c.getHashValueForPages(v.ownPages));console.log("Checksum theirPages",c.getHashValueForPages(v.theirPages)); +console.log("diff ownPages/theirPages",c.diffPages(v.ownPages,v.theirPages));var u=v.getShadowPages();null!=u&&(console.log("Checksum shadowPages",c.getHashValueForPages(u)),console.log("diff shadowPages/ownPages",c.diffPages(u,v.ownPages)),console.log("diff ownPages/shadowPages",c.diffPages(v.ownPages,u)),console.log("diff theirPages/shadowPages",c.diffPages(v.theirPages,u)));null!=v.sync&&null!=v.sync.snapshot&&(console.log("Checksum snapshot",c.getHashValueForPages(v.sync.snapshot)),console.log("diff ownPages/snapshot", +c.diffPages(v.ownPages,v.sync.snapshot)),console.log("diff theirPages/snapshot",c.diffPages(v.theirPages,v.sync.snapshot)),null!=c.pages&&console.log("diff snapshot/actualPages",c.diffPages(v.sync.snapshot,c.pages)));null!=c.pages&&(console.log("diff ownPages/actualPages",c.diffPages(v.ownPages,c.pages)),console.log("diff theirPages/actualPages",c.diffPages(v.theirPages,c.pages)))}null!=v&&console.log("Shadow pages",[c.getXmlForPages(v.getShadowPages())]);null!=c.pages&&console.log("Checksum actualPages", +c.getHashValueForPages(c.pages))}));c.actions.addAction("testFixPages",mxUtils.bind(this,function(){console.log("editorUi",c);var v=c.getCurrentFile();null!=v&&v.isRealtime()&&null!=v.shadowPages&&(console.log("patching actualPages to shadowPages",v.patch([c.diffPages(v.shadowPages,c.pages)])),v.ownPages=c.clonePages(c.pages),v.theirPages=c.clonePages(c.pages),v.shadowPages=c.clonePages(c.pages),null!=v.sync&&(v.sync.snapshot=c.clonePages(c.pages)))}));c.actions.addAction("testOptimize",mxUtils.bind(this, +function(){l.model.beginUpdate();try{var v=l.model.cells,u=0,G=[],I=[],M;for(M in v){var K=v[M],H=l.getCurrentCellStyle(K)[mxConstants.STYLE_IMAGE];null!=H&&"data:"==H.substring(0,5)&&(null==G[H]&&(G[H]=(G[H]||0)+1,u++),I.push(K))}l.setCellStyles(mxConstants.STYLE_IMAGE,null,I);console.log("Removed",u,"image(s) from",I.length,"cell(s): ",[I,G])}finally{l.model.endUpdate()}}));c.actions.addAction("testInspect",mxUtils.bind(this,function(){console.log(c,l.getModel())}));c.actions.addAction("testXmlImageExport", +mxUtils.bind(this,function(){var v=new mxImageExport,u=l.getGraphBounds(),G=l.view.scale,I=mxUtils.createXmlDocument(),M=I.createElement("output");I.appendChild(M);I=new mxXmlCanvas2D(M);I.translate(Math.floor((1-u.x)/G),Math.floor((1-u.y)/G));I.scale(1/G);var K=0,H=I.save;I.save=function(){K++;H.apply(this,arguments)};var F=I.restore;I.restore=function(){K--;F.apply(this,arguments)};var P=v.drawShape;v.drawShape=function(U){mxLog.debug("entering shape",U,K);P.apply(this,arguments);mxLog.debug("leaving shape", +U,K)};v.drawState(l.getView().getState(l.model.root),I);mxLog.show();mxLog.debug(mxUtils.getXml(M));mxLog.debug("stateCounter",K)}));c.actions.addAction("testShowConsole",function(){mxLog.isVisible()?mxLog.window.fit():mxLog.show();mxLog.window.div.style.zIndex=mxPopupMenu.prototype.zIndex-2});this.put("testDevelop",new Menu(mxUtils.bind(this,function(v,u){this.addMenuItems(v,"createSidebarEntry showBoundingBox - testInspectPages testFixPages - testCheckFile testDiff - testInspect testOptimize - testXmlImageExport - testShowConsole".split(" "), +u)})))}c.actions.addAction("shapes...",function(){mxClient.IS_CHROMEAPP||!c.isOffline()?c.showDialog((new MoreShapesDialog(c,!0)).container,640,isLocalStorage?mxClient.IS_IOS?480:460:440,!0,!0):c.showDialog((new MoreShapesDialog(c,!1)).container,360,isLocalStorage?mxClient.IS_IOS?300:280:260,!0,!0)});c.actions.put("createShape",new Action(mxResources.get("shape")+"...",function(v){l.isEnabled()&&(v=new mxCell("",new mxGeometry(0,0,120,120),c.defaultCustomShapeStyle),v.vertex=!0,v=new EditShapeDialog(c, +v,mxResources.get("editShape")+":",630,400),c.showDialog(v.container,640,480,!0,!1),v.init())})).isEnabled=m;c.actions.put("embedHtml",new Action(mxResources.get("html")+"...",function(){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(v){c.spinner.stop();c.showHtmlDialog(mxResources.get("create"),"https://www.diagrams.net/doc/faq/embed-html-options",v,function(u,G,I,M,K,H,F,P,U,T,V){c.createHtml(u,G,I,M,K,H,F,P,U,T,V,mxUtils.bind(this,function(W, +t){var D=new EmbedDialog(c,W+"\n"+t,null,null,function(){var L=window.open(),R=L.document;if(null!=R){"CSS1Compat"===document.compatMode&&R.writeln("<!DOCTYPE html>");R.writeln("<html>");R.writeln("<head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head>');R.writeln("<body>");R.writeln(W);var O=mxClient.IS_IE||mxClient.IS_EDGE||null!=document.documentMode;O&&R.writeln(t);R.writeln("</body>");R.writeln("</html>");R.close();if(!O){var Q=L.document.createElement("div"); +Q.marginLeft="26px";Q.marginTop="26px";mxUtils.write(Q,mxResources.get("updatingDocument"));O=L.document.createElement("img");O.setAttribute("src",window.location.protocol+"//"+window.location.hostname+"/"+IMAGE_PATH+"/spin.gif");O.style.marginLeft="6px";Q.appendChild(O);L.document.body.insertBefore(Q,L.document.body.firstChild);window.setTimeout(function(){var S=document.createElement("script");S.type="text/javascript";S.src=/<script.*?src="(.*?)"/.exec(t)[1];R.body.appendChild(S);Q.parentNode.removeChild(Q)}, +20)}}else c.handleError({message:mxResources.get("errorUpdatingPreview")})});c.showDialog(D.container,450,240,!0,!0);D.init()}))})})}));c.actions.put("liveImage",new Action("Live image...",function(){var v=c.getCurrentFile();null!=v&&c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(u){c.spinner.stop();null!=u?(u=new EmbedDialog(c,'<img src="'+(v.constructor!=DriveFile?u:"https://drive.google.com/uc?id="+v.getId())+'"/>'),c.showDialog(u.container, +450,240,!0,!0),u.init()):c.handleError({message:mxResources.get("invalidPublicUrl")})})}));c.actions.put("embedImage",new Action(mxResources.get("image")+"...",function(){c.showEmbedImageDialog(function(v,u,G,I,M,K){c.spinner.spin(document.body,mxResources.get("loading"))&&c.createEmbedImage(v,u,G,I,M,K,function(H){c.spinner.stop();H=new EmbedDialog(c,H);c.showDialog(H.container,450,240,!0,!0);H.init()},function(H){c.spinner.stop();c.handleError(H)})},mxResources.get("image"),mxResources.get("retina"), +c.isExportToCanvas())}));c.actions.put("embedSvg",new Action(mxResources.get("formatSvg")+"...",function(){c.showEmbedImageDialog(function(v,u,G,I,M,K){c.spinner.spin(document.body,mxResources.get("loading"))&&c.createEmbedSvg(v,u,G,I,M,K,function(H){c.spinner.stop();H=new EmbedDialog(c,H);c.showDialog(H.container,450,240,!0,!0);H.init()},function(H){c.spinner.stop();c.handleError(H)})},mxResources.get("formatSvg"),mxResources.get("image"),!0,"https://www.diagrams.net/doc/faq/embed-svg.html")})); +c.actions.put("embedIframe",new Action(mxResources.get("iframe")+"...",function(){var v=l.getGraphBounds();c.showPublishLinkDialog(mxResources.get("iframe"),null,"100%",Math.ceil(v.height/l.view.scale)+2,function(u,G,I,M,K,H,F,P,U){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(T){c.spinner.stop();var V=[];U&&V.push("tags=%7B%7D");T=new EmbedDialog(c,'<iframe frameborder="0" style="width:'+F+";height:"+P+';" src="'+c.createLink(u,G,I,M,K,H,T,null, +V)+'"></iframe>');c.showDialog(T.container,450,240,!0,!0);T.init()})},!0)}));c.actions.put("embedNotion",new Action(mxResources.get("notion")+"...",function(){var v=document.createElement("div");v.style.position="absolute";v.style.bottom="30px";v.style.textAlign="center";v.style.width="100%";v.style.left="0px";var u=document.createElement("a");u.setAttribute("href","javascript:void(0);");u.setAttribute("target","_blank");u.style.cursor="pointer";mxUtils.write(u,mxResources.get("getNotionChromeExtension")); +v.appendChild(u);mxEvent.addListener(u,"click",function(G){c.openLink("https://chrome.google.com/webstore/detail/drawio-for-notion/plhaalebpkihaccllnkdaokdoeaokmle");mxEvent.consume(G)});c.showPublishLinkDialog(mxResources.get("notion"),null,null,null,function(G,I,M,K,H,F,P,U,T){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(V){c.spinner.stop();var W=["border=0"];T&&W.push("tags=%7B%7D");V=new EmbedDialog(c,c.createLink(G,I,M,K,H,F,V,null,W,!0)); +c.showDialog(V.container,450,240,!0,!0);V.init()})},!0,"https://www.diagrams.net/blog/drawio-notion",v)}));c.actions.put("publishLink",new Action(mxResources.get("link")+"...",function(){c.showPublishLinkDialog(null,null,null,null,function(v,u,G,I,M,K,H,F,P){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(),function(U){c.spinner.stop();var T=[];P&&T.push("tags=%7B%7D");U=new EmbedDialog(c,c.createLink(v,u,G,I,M,K,U,null,T));c.showDialog(U.container,450,240, +!0,!0);U.init()})})}));c.actions.addAction("microsoftOffice...",function(){c.openLink("https://office.draw.io")});c.actions.addAction("googleDocs...",function(){c.openLink("http://docsaddon.draw.io")});c.actions.addAction("googleSlides...",function(){c.openLink("https://slidesaddon.draw.io")});c.actions.addAction("googleSheets...",function(){c.openLink("https://sheetsaddon.draw.io")});c.actions.addAction("googleSites...",function(){c.spinner.spin(document.body,mxResources.get("loading"))&&c.getPublicUrl(c.getCurrentFile(), +function(v){c.spinner.stop();v=new GoogleSitesDialog(c,v);c.showDialog(v.container,420,256,!0,!0);v.init()})});if(isLocalStorage||mxClient.IS_CHROMEAPP)g=c.actions.addAction("scratchpad",function(){c.toggleScratchpad()}),g.setToggleAction(!0),g.setSelectedCallback(function(){return null!=c.scratchpad}),"0"!=urlParams.plugins&&c.actions.addAction("plugins...",function(){c.showDialog((new PluginsDialog(c)).container,380,240,!0,!1)});g=c.actions.addAction("search",function(){var v=c.sidebar.isEntryVisible("search"); +c.sidebar.showPalette("search",!v);isLocalStorage&&(mxSettings.settings.search=!v,mxSettings.save())});g.label=mxResources.get("searchShapes");g.setToggleAction(!0);g.setSelectedCallback(function(){return c.sidebar.isEntryVisible("search")});"1"==urlParams.embed&&(c.actions.get("save").funct=function(v){l.isEditing()&&l.stopEditing();var u="0"!=urlParams.pages||null!=c.pages&&1<c.pages.length?c.getFileData(!0):mxUtils.getXml(c.editor.getGraphXml());if("json"==urlParams.proto){var G=c.createLoadMessage("save"); +G.xml=u;v&&(G.exit=!0);u=JSON.stringify(G)}(window.opener||window.parent).postMessage(u,"*");"0"!=urlParams.modified&&"1"!=urlParams.keepmodified&&(c.editor.modified=!1,c.editor.setStatus(""));v=c.getCurrentFile();null==v||v.constructor==EmbedFile||v.constructor==LocalFile&&null==v.mode||c.saveFile()},c.actions.addAction("saveAndExit",function(){"1"==urlParams.toSvg?c.sendEmbeddedSvgExport():c.actions.get("save").funct(!0)}).label="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit"), +c.actions.addAction("exit",function(){if("1"==urlParams.embedInline)c.sendEmbeddedSvgExport();else{var v=function(){c.editor.modified=!1;var u="json"==urlParams.proto?JSON.stringify({event:"exit",modified:c.editor.modified}):"";(window.opener||window.parent).postMessage(u,"*")};c.editor.modified?c.confirm(mxResources.get("allChangesLost"),null,v,mxResources.get("cancel"),mxResources.get("discardChanges")):v()}}));this.put("exportAs",new Menu(mxUtils.bind(this,function(v,u){c.isExportToCanvas()?(this.addMenuItems(v, +["exportPng"],u),c.jpgSupported&&this.addMenuItems(v,["exportJpg"],u)):c.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(v,["exportPng","exportJpg"],u);this.addMenuItems(v,["exportSvg","-"],u);c.isOffline()||c.printPdfExport?this.addMenuItems(v,["exportPdf"],u):c.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(v,["exportPdf"],u);mxClient.IS_IE||"undefined"===typeof VsdxExport&&c.isOffline()||this.addMenuItems(v,["exportVsdx"],u);this.addMenuItems(v,["-", +"exportHtml","exportXml","exportUrl"],u);c.isOffline()||(v.addSeparator(u),this.addMenuItem(v,"export",u).firstChild.nextSibling.innerHTML=mxResources.get("advanced")+"...")})));this.put("importFrom",new Menu(mxUtils.bind(this,function(v,u){function G(K){K.pickFile(function(H){c.spinner.spin(document.body,mxResources.get("loading"))&&K.getFile(H,function(F){var P="data:image/"==F.getData().substring(0,11)?M(F.getTitle()):"text/xml";/\.svg$/i.test(F.getTitle())&&!c.editor.isDataSvg(F.getData())&&(F.setData(Editor.createSvgDataUri(F.getData())), +P="image/svg+xml");I(F.getData(),P,F.getTitle())},function(F){c.handleError(F,null!=F?mxResources.get("errorLoadingFile"):null)},K==c.drive)},!0)}var I=mxUtils.bind(this,function(K,H,F){var P=l.view,U=l.getGraphBounds(),T=l.snap(Math.ceil(Math.max(0,U.x/P.scale-P.translate.x)+4*l.gridSize)),V=l.snap(Math.ceil(Math.max(0,(U.y+U.height)/P.scale-P.translate.y)+4*l.gridSize));"data:image/"==K.substring(0,11)?c.loadImage(K,mxUtils.bind(this,function(W){var t=!0,D=mxUtils.bind(this,function(){c.resizeImage(W, +K,mxUtils.bind(this,function(L,R,O){L=t?Math.min(1,Math.min(c.maxImageSize/R,c.maxImageSize/O)):1;c.importFile(K,H,T,V,Math.round(R*L),Math.round(O*L),F,function(Q){c.spinner.stop();l.setSelectionCells(Q);l.scrollCellToVisible(l.getSelectionCell())})}),t)});K.length>c.resampleThreshold?c.confirmImageResize(function(L){t=L;D()}):D()}),mxUtils.bind(this,function(){c.handleError({message:mxResources.get("cannotOpenFile")})})):c.importFile(K,H,T,V,0,0,F,function(W){c.spinner.stop();l.setSelectionCells(W); +l.scrollCellToVisible(l.getSelectionCell())})}),M=mxUtils.bind(this,function(K){var H="text/xml";/\.png$/i.test(K)?H="image/png":/\.jpe?g$/i.test(K)?H="image/jpg":/\.gif$/i.test(K)?H="image/gif":/\.pdf$/i.test(K)&&(H="application/pdf");return H});"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=c.drive?v.addItem(mxResources.get("googleDrive")+"...",null,function(){G(c.drive)},u):x&&"function"===typeof window.DriveClient&&v.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+ +"...)",null,function(){},u,null,!1));null!=c.oneDrive?v.addItem(mxResources.get("oneDrive")+"...",null,function(){G(c.oneDrive)},u):C&&"function"===typeof window.OneDriveClient&&v.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);null!=c.dropbox?v.addItem(mxResources.get("dropbox")+"...",null,function(){G(c.dropbox)},u):z&&"function"===typeof window.DropboxClient&&v.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null, +function(){},u,null,!1);v.addSeparator(u);null!=c.gitHub&&v.addItem(mxResources.get("github")+"...",null,function(){G(c.gitHub)},u);null!=c.gitLab&&v.addItem(mxResources.get("gitlab")+"...",null,function(){G(c.gitLab)},u);null!=c.trello?v.addItem(mxResources.get("trello")+"...",null,function(){G(c.trello)},u):e&&"function"===typeof window.TrelloClient&&v.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);v.addSeparator(u);isLocalStorage&&"0"!=urlParams.browser&& +v.addItem(mxResources.get("browser")+"...",null,function(){c.importLocalFile(!1)},u);"1"!=urlParams.noDevice&&v.addItem(mxResources.get("device")+"...",null,function(){c.importLocalFile(!0)},u);c.isOffline()||(v.addSeparator(u),v.addItem(mxResources.get("url")+"...",null,function(){var K=new FilenameDialog(c,"",mxResources.get("import"),function(H){if(null!=H&&0<H.length&&c.spinner.spin(document.body,mxResources.get("loading"))){var F=/(\.png)($|\?)/i.test(H)?"image/png":"text/xml";c.editor.loadUrl(PROXY_URL+ +"?url="+encodeURIComponent(H),function(P){I(P,F,H)},function(){c.spinner.stop();c.handleError(null,mxResources.get("errorLoadingFile"))},"image/png"==F)}},mxResources.get("url"));c.showDialog(K.container,300,80,!0,!0);K.init()},u))}))).isEnabled=m;this.put("theme",new Menu(mxUtils.bind(this,function(v,u){var G="1"==urlParams.sketch?"sketch":mxSettings.getUi(),I=v.addItem(mxResources.get("automatic"),null,function(){c.setCurrentTheme("")},u);"kennedy"!=G&&"atlas"!=G&&"dark"!=G&&"min"!=G&&"sketch"!= +G&&v.addCheckmark(I,Editor.checkmarkImage);v.addSeparator(u);I=v.addItem(mxResources.get("default"),null,function(){c.setCurrentTheme("kennedy")},u);"kennedy"!=G&&"dark"!=G||v.addCheckmark(I,Editor.checkmarkImage);I=v.addItem(mxResources.get("minimal"),null,function(){c.setCurrentTheme("min")},u);"min"==G&&v.addCheckmark(I,Editor.checkmarkImage);I=v.addItem(mxResources.get("atlas"),null,function(){c.setCurrentTheme("atlas")},u);"atlas"==G&&v.addCheckmark(I,Editor.checkmarkImage);I=v.addItem(mxResources.get("sketch"), +null,function(){c.setCurrentTheme("sketch")},u);"sketch"==G&&v.addCheckmark(I,Editor.checkmarkImage);v.addSeparator(u);("1"!=urlParams.embedInline&&Editor.isDarkMode()||!mxClient.IS_IE&&!mxClient.IS_IE11)&&this.addMenuItems(v,["toggleDarkMode"],u)})));g=this.editorUi.actions.addAction("rename...",mxUtils.bind(this,function(){var v=this.editorUi.getCurrentFile();if(null!=v)if(v.constructor==LocalFile&&null!=v.fileHandle)c.showSaveFilePicker(mxUtils.bind(c,function(G,I){v.invalidFileHandle=null;v.fileHandle= +G;v.title=I.name;v.desc=I;c.save(I.name)}),null,c.createFileSystemOptions(v.getTitle()));else{var u=null!=v.getTitle()?v.getTitle():this.editorUi.defaultFilename;u=new FilenameDialog(this.editorUi,u,mxResources.get("rename"),mxUtils.bind(this,function(G){null!=G&&0<G.length&&null!=v&&G!=v.getTitle()&&this.editorUi.spinner.spin(document.body,mxResources.get("renaming"))&&v.rename(G,mxUtils.bind(this,function(I){this.editorUi.spinner.stop()}),mxUtils.bind(this,function(I){this.editorUi.handleError(I, +null!=I?mxResources.get("errorRenamingFile"):null)}))}),v.constructor==DriveFile||v.constructor==StorageFile?mxResources.get("diagramName"):null,function(G){if(null!=G&&0<G.length)return!0;c.showError(mxResources.get("error"),mxResources.get("invalidName"),mxResources.get("ok"));return!1},null,null,null,null,c.editor.fileExtensions);this.editorUi.showDialog(u.container,340,96,!0,!0);u.init()}}));g.isEnabled=function(){return this.enabled&&m.apply(this,arguments)};g.visible="1"!=urlParams.embed;c.actions.addAction("makeCopy...", +mxUtils.bind(this,function(){var v=c.getCurrentFile();if(null!=v){var u=c.getCopyFilename(v);v.constructor==DriveFile?(u=new CreateDialog(c,u,mxUtils.bind(this,function(G,I){"_blank"==I?c.editor.editAsNew(c.getFileData(),G):("download"==I&&(I=App.MODE_GOOGLE),null!=G&&0<G.length&&(I==App.MODE_GOOGLE?c.spinner.spin(document.body,mxResources.get("saving"))&&v.saveAs(G,mxUtils.bind(this,function(M){v.desc=M;v.save(!1,mxUtils.bind(this,function(){c.spinner.stop();v.setModified(!1);v.addAllSavedStatus()}), +mxUtils.bind(this,function(K){c.handleError(K)}))}),mxUtils.bind(this,function(M){c.handleError(M)})):c.createFile(G,c.getFileData(!0),null,I)))}),mxUtils.bind(this,function(){c.hideDialog()}),mxResources.get("makeCopy"),mxResources.get("create"),null,null,!0,null,!0,null,null,null,null,c.editor.fileExtensions),c.showDialog(u.container,420,380,!0,!0),u.init()):c.editor.editAsNew(this.editorUi.getFileData(!0),u)}}));c.actions.put("openFolder",new Action(mxResources.get("openIt",[mxResources.get("folder")])+ +"...",function(v,u){c.appIconClicked(u)}));c.actions.addAction("moveToFolder...",mxUtils.bind(this,function(){var v=c.getCurrentFile();if(v.getMode()==App.MODE_GOOGLE||v.getMode()==App.MODE_ONEDRIVE){var u=!1;if(v.getMode()==App.MODE_GOOGLE&&null!=v.desc.parents)for(var G=0;G<v.desc.parents.length;G++)if(v.desc.parents[G].isRoot){u=!0;break}c.pickFolder(v.getMode(),mxUtils.bind(this,function(I){c.spinner.spin(document.body,mxResources.get("moving"))&&v.move(I,mxUtils.bind(this,function(M){c.spinner.stop()}), +mxUtils.bind(this,function(M){c.handleError(M)}))}),null,!0,u)}}));this.put("publish",new Menu(mxUtils.bind(this,function(v,u){this.addMenuItems(v,["publishLink"],u)})));c.actions.put("useOffline",new Action(mxResources.get("useOffline")+"...",function(){c.openLink("https://app.draw.io/")}));this.editorUi.actions.addAction("share...",mxUtils.bind(this,function(){try{var v=c.getCurrentFile();null!=v&&v.share()}catch(u){c.handleError(u)}}));this.put("embed",new Menu(mxUtils.bind(this,function(v,u){var G= +c.getCurrentFile();null==G||G.getMode()!=App.MODE_GOOGLE&&G.getMode()!=App.MODE_GITHUB||!/(\.png)$/i.test(G.getTitle())||this.addMenuItems(v,["liveImage","-"],u);this.addMenuItems(v,["embedImage","embedSvg","-","embedHtml"],u);navigator.standalone||c.isOffline()||this.addMenuItems(v,["embedIframe"],u);"1"==urlParams.embed||c.isOffline()||this.addMenuItems(v,"- googleDocs googleSlides googleSheets - microsoftOffice - embedNotion".split(" "),u)})));c.addInsertItem=function(v,u,G,I){("plantUml"!=I|| +EditorUi.enablePlantUml&&!c.isOffline())&&v.addItem(G,null,mxUtils.bind(this,function(){if("fromText"==I||"formatSql"==I||"plantUml"==I||"mermaid"==I){var M=new ParseDialog(c,G,I);c.showDialog(M.container,620,420,!0,!1);c.dialog.container.style.overflow="auto"}else M=new CreateGraphDialog(c,G,I),c.showDialog(M.container,620,420,!0,!1);M.init()}),u,null,m())};var E=function(v){l.getModel().beginUpdate();try{v=l.addCell(v),l.fireEvent(new mxEventObject("cellsInserted","cells",[v]))}finally{l.getModel().endUpdate()}l.scrollCellToVisible(v); +l.setSelectionCell(v);l.container.focus();l.editAfterInsert&&l.startEditing(v);window.setTimeout(function(){null!=c.hoverIcons&&c.hoverIcons.update(l.view.getState(v))},0);return v},y=function(v,u,G,I,M){v=new mxCell(v,new mxGeometry(0,0,u,G),I);v.vertex=!0;null==M&&(M=l.getCenterInsertPoint(l.getBoundingBoxFromGeometry([v],!0)));v.geometry.x=M.x;v.geometry.y=M.y;return E(v)};c.actions.put("insertText",new Action(mxResources.get("text"),function(v){l.isEnabled()&&!l.isCellLocked(l.getDefaultParent())&& +l.startEditingAtCell(y("Text",40,20,"text;html=1;resizable=0;autosize=1;align=center;verticalAlign=middle;points=[];fillColor=none;strokeColor=none;rounded=0;",null==v||mxEvent.isControlDown(v)||mxEvent.isMetaDown(v)?null:l.getInsertPoint()))},null,null,Editor.ctrlKey+"+Shift+X/A")).isEnabled=m;c.actions.put("insertRectangle",new Action(mxResources.get("rectangle"),function(v){l.isEnabled()&&!l.isCellLocked(l.getDefaultParent())&&y("",120,60,"whiteSpace=wrap;html=1;",null==v||mxEvent.isControlDown(v)|| +mxEvent.isMetaDown(v)?null:l.getInsertPoint())},null,null,"D")).isEnabled=m;c.actions.put("insertNote",new Action(mxResources.get("note"),function(v){l.isEnabled()&&!l.isCellLocked(l.getDefaultParent())&&y("",140,160,"shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;fontColor=#000000;darkOpacity=0.05;fillColor=#FFF9B2;strokeColor=none;fillStyle=solid;direction=west;gradientDirection=north;gradientColor=#FFF2A1;shadow=1;size=20;pointerEvents=1;",null==v||mxEvent.isControlDown(v)||mxEvent.isMetaDown(v)? +null:l.getInsertPoint())},null,null,"S")).isEnabled=m;c.actions.put("insertEllipse",new Action(mxResources.get("ellipse"),function(v){l.isEnabled()&&!l.isCellLocked(l.getDefaultParent())&&y("",80,80,"ellipse;whiteSpace=wrap;html=1;",null==v||mxEvent.isControlDown(v)||mxEvent.isMetaDown(v)?null:l.getInsertPoint())},null,null,"F")).isEnabled=m;c.actions.put("insertRhombus",new Action(mxResources.get("rhombus"),function(v){l.isEnabled()&&!l.isCellLocked(l.getDefaultParent())&&y("",80,80,"rhombus;whiteSpace=wrap;html=1;", +null==v||mxEvent.isControlDown(v)||mxEvent.isMetaDown(v)?null:l.getInsertPoint())})).isEnabled=m;c.actions.put("insertEdge",new Action(mxResources.get("line"),function(v){if(l.isEnabled()&&!l.isCellLocked(l.getDefaultParent())){var u=l.defaultEdgeLength;v=null==v||mxEvent.isControlDown(v)||mxEvent.isMetaDown(v)?null:l.getInsertPoint();null==v&&(v=l.getCenterInsertPoint(l.getBoundingBoxFromGeometry([G],!0)));var G=new mxCell("",new mxGeometry(0,0,u,0),"edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;"); +G.geometry.setTerminalPoint(v,!0);G.geometry.setTerminalPoint(new mxPoint(v.x+G.geometry.width,v.y),!1);G.geometry.points=[];G.geometry.relative=!0;G.edge=!0;E(G)}},null,null,"C")).isEnabled=m;c.addInsertMenuItems=mxUtils.bind(this,function(v,u,G){for(var I=0;I<G.length;I++)"-"==G[I]?v.addSeparator(u):c.addInsertItem(v,u,mxResources.get(G[I])+"...",G[I])});this.put("insert",new Menu(mxUtils.bind(this,function(v,u){this.addMenuItems(v,"insertRectangle insertEllipse insertRhombus - insertEdge insertNote - insertText insertLink - createShape insertFreehand - insertImage".split(" "), +u);c.insertTemplateEnabled&&!c.isOffline()&&this.addMenuItems(v,["insertTemplate"],u);v.addSeparator(u);this.addSubmenu("insertLayout",v,u,mxResources.get("layout"));this.addSubmenu("insertAdvanced",v,u,mxResources.get("advanced"))})));this.put("insertLayout",new Menu(mxUtils.bind(this,function(v,u){c.addInsertMenuItems(v,u,"horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "))})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(v,u){c.addInsertMenuItems(v, +u,["fromText","plantUml","mermaid","-","formatSql"]);v.addItem(mxResources.get("csv")+"...",null,function(){c.showImportCsvDialog()},u,null,m())})));this.put("openRecent",new Menu(function(v,u){var G=c.getRecent();if(null!=G){for(var I=0;I<G.length;I++)(function(M){var K=M.mode;K==App.MODE_GOOGLE?K="googleDrive":K==App.MODE_ONEDRIVE&&(K="oneDrive");v.addItem(M.title+" ("+mxResources.get(K)+")",null,function(){c.loadFile(M.id)},u)})(G[I]);v.addSeparator(u)}v.addItem(mxResources.get("reset"),null,function(){c.resetRecent()}, +u)}));this.put("openFrom",new Menu(function(v,u){null!=c.drive?v.addItem(mxResources.get("googleDrive")+"...",null,function(){c.pickFile(App.MODE_GOOGLE)},u):x&&"function"===typeof window.DriveClient&&v.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);null!=c.oneDrive?v.addItem(mxResources.get("oneDrive")+"...",null,function(){c.pickFile(App.MODE_ONEDRIVE)},u):C&&"function"===typeof window.OneDriveClient&&v.addItem(mxResources.get("oneDrive")+ +" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);null!=c.dropbox?v.addItem(mxResources.get("dropbox")+"...",null,function(){c.pickFile(App.MODE_DROPBOX)},u):z&&"function"===typeof window.DropboxClient&&v.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);v.addSeparator(u);null!=c.gitHub&&v.addItem(mxResources.get("github")+"...",null,function(){c.pickFile(App.MODE_GITHUB)},u);null!=c.gitLab&&v.addItem(mxResources.get("gitlab")+ +"...",null,function(){c.pickFile(App.MODE_GITLAB)},u);null!=c.trello?v.addItem(mxResources.get("trello")+"...",null,function(){c.pickFile(App.MODE_TRELLO)},u):e&&"function"===typeof window.TrelloClient&&v.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);v.addSeparator(u);isLocalStorage&&"0"!=urlParams.browser&&v.addItem(mxResources.get("browser")+"...",null,function(){c.pickFile(App.MODE_BROWSER)},u);"1"!=urlParams.noDevice&&v.addItem(mxResources.get("device")+ +"...",null,function(){c.pickFile(App.MODE_DEVICE)},u);c.isOffline()||(v.addSeparator(u),v.addItem(mxResources.get("url")+"...",null,function(){var G=new FilenameDialog(c,"",mxResources.get("open"),function(I){null!=I&&0<I.length&&(null==c.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(I):window.openWindow((mxClient.IS_CHROMEAPP?"https://www.draw.io/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(I)))},mxResources.get("url"));c.showDialog(G.container,300, +80,!0,!0);G.init()},u))}));Editor.enableCustomLibraries&&(this.put("newLibrary",new Menu(function(v,u){"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=c.drive?v.addItem(mxResources.get("googleDrive")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_GOOGLE)},u):x&&"function"===typeof window.DriveClient&&v.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1));null!=c.oneDrive?v.addItem(mxResources.get("oneDrive")+ +"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_ONEDRIVE)},u):C&&"function"===typeof window.OneDriveClient&&v.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);null!=c.dropbox?v.addItem(mxResources.get("dropbox")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_DROPBOX)},u):z&&"function"===typeof window.DropboxClient&&v.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){}, +u,null,!1);v.addSeparator(u);null!=c.gitHub&&v.addItem(mxResources.get("github")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_GITHUB)},u);null!=c.gitLab&&v.addItem(mxResources.get("gitlab")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_GITLAB)},u);null!=c.trello?v.addItem(mxResources.get("trello")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_TRELLO)},u):e&&"function"===typeof window.TrelloClient&&v.addItem(mxResources.get("trello")+ +" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);v.addSeparator(u);isLocalStorage&&"0"!=urlParams.browser&&v.addItem(mxResources.get("browser")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_BROWSER)},u);"1"!=urlParams.noDevice&&v.addItem(mxResources.get("device")+"...",null,function(){c.showLibraryDialog(null,null,null,null,App.MODE_DEVICE)},u)})),this.put("openLibraryFrom",new Menu(function(v,u){"undefined"!=typeof google&&"undefined"!=typeof google.picker&& +(null!=c.drive?v.addItem(mxResources.get("googleDrive")+"...",null,function(){c.pickLibrary(App.MODE_GOOGLE)},u):x&&"function"===typeof window.DriveClient&&v.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1));null!=c.oneDrive?v.addItem(mxResources.get("oneDrive")+"...",null,function(){c.pickLibrary(App.MODE_ONEDRIVE)},u):C&&"function"===typeof window.OneDriveClient&&v.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)", +null,function(){},u,null,!1);null!=c.dropbox?v.addItem(mxResources.get("dropbox")+"...",null,function(){c.pickLibrary(App.MODE_DROPBOX)},u):z&&"function"===typeof window.DropboxClient&&v.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);v.addSeparator(u);null!=c.gitHub&&v.addItem(mxResources.get("github")+"...",null,function(){c.pickLibrary(App.MODE_GITHUB)},u);null!=c.gitLab&&v.addItem(mxResources.get("gitlab")+"...",null,function(){c.pickLibrary(App.MODE_GITLAB)}, +u);null!=c.trello?v.addItem(mxResources.get("trello")+"...",null,function(){c.pickLibrary(App.MODE_TRELLO)},u):e&&"function"===typeof window.TrelloClient&&v.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},u,null,!1);v.addSeparator(u);isLocalStorage&&"0"!=urlParams.browser&&v.addItem(mxResources.get("browser")+"...",null,function(){c.pickLibrary(App.MODE_BROWSER)},u);"1"!=urlParams.noDevice&&v.addItem(mxResources.get("device")+"...",null,function(){c.pickLibrary(App.MODE_DEVICE)}, +u);c.isOffline()||(v.addSeparator(u),v.addItem(mxResources.get("url")+"...",null,function(){var G=new FilenameDialog(c,"",mxResources.get("open"),function(I){if(null!=I&&0<I.length&&c.spinner.spin(document.body,mxResources.get("loading"))){var M=I;c.editor.isCorsEnabledForUrl(I)||(M=PROXY_URL+"?url="+encodeURIComponent(I));mxUtils.get(M,function(K){if(200<=K.getStatus()&&299>=K.getStatus()){c.spinner.stop();try{c.loadLibrary(new UrlLibrary(this,K.getText(),I))}catch(H){c.handleError(H,mxResources.get("errorLoadingFile"))}}else c.spinner.stop(), +c.handleError(null,mxResources.get("errorLoadingFile"))},function(){c.spinner.stop();c.handleError(null,mxResources.get("errorLoadingFile"))})}},mxResources.get("url"));c.showDialog(G.container,300,80,!0,!0);G.init()},u));"1"==urlParams.confLib&&(v.addSeparator(u),v.addItem(mxResources.get("confluenceCloud")+"...",null,function(){c.showRemotelyStoredLibrary(mxResources.get("libraries"))},u))})));this.put("edit",new Menu(mxUtils.bind(this,function(v,u){this.addMenuItems(v,"undo redo - cut copy copyAsImage paste delete - duplicate - findReplace - editData editTooltip - editStyle editGeometry - edit - editLink openLink - selectVertices selectEdges selectAll selectNone - lockUnlock".split(" "))}))); +g=c.actions.addAction("comments",mxUtils.bind(this,function(){if(null==this.commentsWindow)this.commentsWindow=new CommentsWindow(c,document.body.offsetWidth-380,120,300,350),this.commentsWindow.window.addListener("show",function(){c.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.addListener("hide",function(){c.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.setVisible(!0),c.fireEvent(new mxEventObject("comments"));else{var v=!this.commentsWindow.window.isVisible(); +this.commentsWindow.window.setVisible(v);this.commentsWindow.refreshCommentsTime();v&&this.commentsWindow.hasError&&this.commentsWindow.refreshComments()}}));g.setToggleAction(!0);g.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.commentsWindow&&this.commentsWindow.window.isVisible()}));c.editor.addListener("fileLoaded",mxUtils.bind(this,function(){null!=this.commentsWindow&&(this.commentsWindow.destroy(),this.commentsWindow=null)}));g=this.get("viewPanels");var B=g.funct;g.funct= +function(v,u){B.apply(this,arguments);c.menus.addMenuItems(v,["tags"],u);c.commentsSupported()&&c.menus.addMenuItems(v,["comments"],u)};this.put("view",new Menu(mxUtils.bind(this,function(v,u){this.addMenuItems(v,(null!=this.editorUi.format?["formatPanel"]:[]).concat(["outline","layers","tags"]).concat(c.commentsSupported()?["comments","-"]:["-"]));this.addMenuItems(v,["-","search"],u);if(isLocalStorage||mxClient.IS_CHROMEAPP){var G=this.addMenuItem(v,"scratchpad",u);(!c.isOffline()||mxClient.IS_CHROMEAPP|| +EditorUi.isElectronApp)&&this.addLinkToItem(G,"https://www.diagrams.net/doc/faq/scratchpad")}this.addMenuItems(v,["shapes","-","pageView","pageScale"]);this.addSubmenu("units",v,u);this.addMenuItems(v,"- scrollbars tooltips ruler - grid guides".split(" "),u);mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode)&&this.addMenuItem(v,"shadowVisible",u);this.addMenuItems(v,"- connectionArrows connectionPoints - resetView zoomIn zoomOut".split(" "),u);"1"!=urlParams.sketch&&this.addMenuItems(v, +["-","fullscreen"],u)})));if(EditorUi.isElectronApp){var J="1"==urlParams.enableSpellCheck;g=c.actions.addAction("spellCheck",function(){c.toggleSpellCheck();J=!J;c.alert(mxResources.get("restartForChangeRequired"))});g.setToggleAction(!0);g.setSelectedCallback(function(){return J});var N="1"==urlParams.enableStoreBkp;g=c.actions.addAction("autoBkp",function(){c.toggleStoreBkp();N=!N});g.setToggleAction(!0);g.setSelectedCallback(function(){return N});c.actions.addAction("openDevTools",function(){c.openDevTools()}); +c.actions.addAction("drafts...",function(){var v=new FilenameDialog(c,EditorUi.draftSaveDelay/1E3+"",mxResources.get("apply"),mxUtils.bind(this,function(u){u=parseInt(u);0<=u&&(EditorUi.draftSaveDelay=1E3*u,EditorUi.enableDrafts=0<u,mxSettings.setDraftSaveDelay(u),mxSettings.save())}),mxResources.get("draftSaveInt"),null,null,null,null,null,null,50,250);c.showDialog(v.container,320,80,!0,!0);v.init()})}this.put("extras",new Menu(mxUtils.bind(this,function(v,u){"1"==urlParams.noLangIcon&&(this.addSubmenu("language", +v,u),v.addSeparator(u));"1"!=urlParams.embed&&(this.addSubmenu("theme",v,u),v.addSeparator(u));if("undefined"!==typeof MathJax){var G=this.addMenuItem(v,"mathematicalTypesetting",u);(!c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(G,"https://www.diagrams.net/doc/faq/math-typesetting")}EditorUi.isElectronApp&&this.addMenuItems(v,["spellCheck","autoBkp","drafts"],u);this.addMenuItems(v,["copyConnect","collapseExpand","-"],u);"1"!=urlParams.embed&&(G=c.getCurrentFile(), +null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()&&this.addMenuItems(v,["showRemoteCursors","shareCursor"],u),this.addMenuItems(v,["autosave"],u));v.addSeparator(u);!c.isOfflineApp()&&isLocalStorage&&this.addMenuItem(v,"plugins",u);this.addMenuItems(v,["-","editDiagram"],u);Graph.translateDiagram&&this.addMenuItems(v,["diagramLanguage"]);v.addSeparator(u);"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&this.addMenuItems(v,["showStartScreen"],u);this.addMenuItems(v,["configuration"], +u);v.addSeparator(u);"1"==urlParams.newTempDlg&&(c.actions.addAction("templates",function(){function I(K){return{id:K.id,isExt:!0,url:K.downloadUrl,title:K.title,imgUrl:K.thumbnailLink,changedBy:K.lastModifyingUserName,lastModifiedOn:K.modifiedDate}}var M=new TemplatesDialog(c,function(K){console.log(arguments)},null,null,null,"user",function(K,H,F){var P=new Date;P.setDate(P.getDate()-7);c.drive.listFiles(null,P,F?!0:!1,function(U){for(var T=[],V=0;V<U.items.length;V++)T.push(I(U.items[V]));K(T)}, +H)},function(K,H,F,P){c.drive.listFiles(K,null,P?!0:!1,function(U){for(var T=[],V=0;V<U.items.length;V++)T.push(I(U.items[V]));H(T)},F)},function(K,H,F){c.drive.getFile(K.id,function(P){H(P.data)},F)},null,function(K){K({Test:[]},1)},!0,!1);c.showDialog(M.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}),this.addMenuItem(v,"templates",u))})));this.put("file",new Menu(mxUtils.bind(this,function(v,u){if("1"==urlParams.embed)this.addSubmenu("importFrom",v,u),this.addSubmenu("exportAs", +v,u),this.addSubmenu("embed",v,u),"1"==urlParams.libraries&&(this.addMenuItems(v,["-"],u),this.addSubmenu("newLibrary",v,u),this.addSubmenu("openLibraryFrom",v,u)),c.isRevisionHistorySupported()&&this.addMenuItems(v,["-","revisionHistory"],u),this.addMenuItems(v,["-","pageSetup","print","-","rename"],u),"1"!=urlParams.embedInline&&("1"==urlParams.noSaveBtn?"0"!=urlParams.saveAndExit&&this.addMenuItems(v,["saveAndExit"],u):(this.addMenuItems(v,["save"],u),"1"==urlParams.saveAndExit&&this.addMenuItems(v, +["saveAndExit"],u))),"1"!=urlParams.noExitBtn&&this.addMenuItems(v,["exit"],u);else{var G=this.editorUi.getCurrentFile();if(null!=G&&G.constructor==DriveFile){G.isRestricted()&&this.addMenuItems(v,["exportOptionsDisabled"],u);this.addMenuItems(v,["save","-","share"],u);var I=this.addMenuItem(v,"synchronize",u);(!c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(I,"https://www.diagrams.net/doc/faq/synchronize");v.addSeparator(u)}else this.addMenuItems(v,["new"],u);this.addSubmenu("openFrom", +v,u);isLocalStorage&&this.addSubmenu("openRecent",v,u);null!=G&&G.constructor==DriveFile?this.addMenuItems(v,"new - rename makeCopy openFolder moveToFolder".split(" "),u):(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null==G||G.constructor==LocalFile&&null==G.fileHandle||(v.addSeparator(u),I=this.addMenuItem(v,"synchronize",u),(!c.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(I,"https://www.diagrams.net/doc/faq/synchronize")),this.addMenuItems(v,["-","save","saveAs", +"-"],u),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=c.getServiceName()||c.isOfflineApp()||null==G||this.addMenuItems(v,["share","-"],u),this.addMenuItems(v,["rename"],u),c.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(v,["upload"],u):(this.addMenuItems(v,["makeCopy"],u),null!=G&&G.constructor==OneDriveFile&&this.addMenuItems(v,["moveToFolder"],u)));v.addSeparator(u);this.addSubmenu("importFrom",v,u);this.addSubmenu("exportAs",v,u); +v.addSeparator(u);this.addSubmenu("embed",v,u);this.addSubmenu("publish",v,u);v.addSeparator(u);this.addSubmenu("newLibrary",v,u);this.addSubmenu("openLibraryFrom",v,u);c.isRevisionHistorySupported()&&this.addMenuItems(v,["-","revisionHistory"],u);null!=G&&null!=c.fileNode&&"1"!=urlParams.embedInline&&(I=null!=G.getTitle()?G.getTitle():c.defaultFilename,(G.constructor==DriveFile&&null!=G.sync&&G.sync.isConnected()||!/(\.html)$/i.test(I)&&!/(\.svg)$/i.test(I))&&this.addMenuItems(v,["-","properties"])); +this.addMenuItems(v,["-","pageSetup"],u);mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(v,["print"],u);this.addMenuItems(v,["-","close"])}})));f.prototype.execute=function(){var v=this.ui.editor.graph;this.customFonts=this.prevCustomFonts;this.prevCustomFonts=this.ui.menus.customFonts;this.ui.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts));this.extFonts=this.previousExtFonts;for(var u=v.extFonts,G=0;null!=u&&G<u.length;G++){var I=document.getElementById("extFont_"+ +u[G].name);null!=I&&I.parentNode.removeChild(I)}v.extFonts=[];for(G=0;null!=this.previousExtFonts&&G<this.previousExtFonts.length;G++)this.ui.editor.graph.addExtFont(this.previousExtFonts[G].name,this.previousExtFonts[G].url);this.previousExtFonts=u};this.put("fontFamily",new Menu(mxUtils.bind(this,function(v,u){for(var G=mxUtils.bind(this,function(V,W,t,D,L){var R=c.editor.graph;D=this.styleChange(v,D||V,"1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY], +"1"!=urlParams["ext-fonts"]?[V,null!=W?encodeURIComponent(W):null,null]:[V],null,u,function(){"1"!=urlParams["ext-fonts"]?R.setFont(V,W):(document.execCommand("fontname",!1,V),R.addExtFont(V,W));c.fireEvent(new mxEventObject("styleChanged","keys","1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY],"values","1"!=urlParams["ext-fonts"]?[V,null!=W?encodeURIComponent(W):null,null]:[V],"cells",[R.cellEditor.getEditingCell()]))},function(){R.updateLabelElements(R.getSelectionCells(), +function(O){O.removeAttribute("face");O.style.fontFamily=null;"PRE"==O.nodeName&&R.replaceElement(O,"div")});"1"==urlParams["ext-fonts"]&&R.addExtFont(V,W)});t&&(t=document.createElement("span"),t.className="geSprite geSprite-delete",t.style.cursor="pointer",t.style.display="inline-block",D.firstChild.nextSibling.nextSibling.appendChild(t),mxEvent.addListener(t,mxClient.IS_POINTER?"pointerup":"mouseup",mxUtils.bind(this,function(O){if("1"!=urlParams["ext-fonts"]){delete Graph.recentCustomFonts[V.toLowerCase()]; +for(var Q=0;Q<this.customFonts.length;Q++)if(this.customFonts[Q].name==V&&this.customFonts[Q].url==W){this.customFonts.splice(Q,1);c.fireEvent(new mxEventObject("customFontsChanged"));break}}else{var S=mxUtils.clone(this.editorUi.editor.graph.extFonts);if(null!=S&&0<S.length)for(Q=0;Q<S.length;Q++)if(S[Q].name==V){S.splice(Q,1);break}var X=mxUtils.clone(this.customFonts);for(Q=0;Q<X.length;Q++)if(X[Q].name==V){X.splice(Q,1);break}Q=new f(this.editorUi,S,X);this.editorUi.editor.graph.model.execute(Q)}this.editorUi.hideCurrentMenu(); +mxEvent.consume(O)})));Graph.addFont(V,W);D.firstChild.nextSibling.style.fontFamily=V;null!=L&&D.setAttribute("title",L)}),I={},M=0;M<this.defaultFonts.length;M++){var K=this.defaultFonts[M];"string"===typeof K?G(K):null!=K.fontFamily&&null!=K.fontUrl&&(I[encodeURIComponent(K.fontFamily)+"@"+encodeURIComponent(K.fontUrl)]=!0,G(K.fontFamily,K.fontUrl))}v.addSeparator(u);if("1"!=urlParams["ext-fonts"]){K=function(V){var W=encodeURIComponent(V.name)+(null==V.url?"":"@"+encodeURIComponent(V.url));if(!I[W]){for(var t= +V.name,D=0;null!=F[t.toLowerCase()];)t=V.name+" ("+ ++D+")";null==H[W]&&(P.push({name:V.name,url:V.url,label:t,title:V.url}),F[t.toLowerCase()]=V,H[W]=V)}};var H={},F={},P=[];for(M=0;M<this.customFonts.length;M++)K(this.customFonts[M]);for(var U in Graph.recentCustomFonts)K(Graph.recentCustomFonts[U]);P.sort(function(V,W){return V.label<W.label?-1:V.label>W.label?1:0});if(0<P.length){for(M=0;M<P.length;M++)G(P[M].name,P[M].url,!0,P[M].label,P[M].url);v.addSeparator(u)}v.addItem(mxResources.get("reset"), +null,mxUtils.bind(this,function(){Graph.recentCustomFonts={};this.customFonts=[];c.fireEvent(new mxEventObject("customFontsChanged"))}),u);v.addSeparator(u)}else{U=this.editorUi.editor.graph.extFonts;if(null!=U&&0<U.length){K={};var T=!1;for(M=0;M<this.customFonts.length;M++)K[this.customFonts[M].name]=!0;for(M=0;M<U.length;M++)K[U[M].name]||(this.customFonts.push(U[M]),T=!0);T&&this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts))}if(0<this.customFonts.length){for(M= +0;M<this.customFonts.length;M++)U=this.customFonts[M].name,K=this.customFonts[M].url,G(U,K,!0),this.editorUi.editor.graph.addExtFont(U,K,!0);v.addSeparator(u);v.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){var V=new f(this.editorUi,[],[]);c.editor.graph.model.execute(V)}),u);v.addSeparator(u)}}v.addItem(mxResources.get("custom")+"...",null,mxUtils.bind(this,function(){var V=this.editorUi.editor.graph,W=V.getStylesheet().getDefaultVertexStyle()[mxConstants.STYLE_FONTFAMILY],t= +"s",D=null;if("1"!=urlParams["ext-fonts"]&&V.isEditing()){var L=V.getSelectedEditingElement();null!=L&&(L=mxUtils.getCurrentStyle(L),null!=L&&(W=Graph.stripQuotes(L.fontFamily),D=Graph.getFontUrl(W,null),null!=D&&(Graph.isGoogleFontUrl(D)?(D=null,t="g"):t="w")))}else L=V.getView().getState(V.getSelectionCell()),null!=L&&(W=L.style[mxConstants.STYLE_FONTFAMILY]||W,"1"!=urlParams["ext-fonts"]?(L=L.style.fontSource,null!=L&&(L=decodeURIComponent(L),Graph.isGoogleFontUrl(L)?t="g":(t="w",D=L))):(t=L.style.FType|| +t,"w"==t&&(D=this.editorUi.editor.graph.extFonts,L=null,null!=D&&(L=D.find(function(O){return O.name==W})),D=null!=L?L.url:mxResources.get("urlNotFound",null,"URL not found"))));null!=D&&D.substring(0,PROXY_URL.length)==PROXY_URL&&(D=decodeURIComponent(D.substr((PROXY_URL+"?url=").length)));var R=null;document.activeElement==V.cellEditor.textarea&&(R=V.cellEditor.saveSelection());t=new FontDialog(this.editorUi,W,D,t,mxUtils.bind(this,function(O,Q,S){null!=R&&(V.cellEditor.restoreSelection(R),R=null); +if(null!=O&&0<O.length)if("1"!=urlParams["ext-fonts"]&&V.isEditing())V.setFont(O,Q);else{V.getModel().beginUpdate();try{V.stopEditing(!1);"1"!=urlParams["ext-fonts"]?(V.setCellStyles(mxConstants.STYLE_FONTFAMILY,O),V.setCellStyles("fontSource",null!=Q?encodeURIComponent(Q):null),V.setCellStyles("FType",null)):(V.setCellStyles(mxConstants.STYLE_FONTFAMILY,O),"s"!=S&&(V.setCellStyles("FType",S),0==Q.indexOf("http://")&&(Q=PROXY_URL+"?url="+encodeURIComponent(Q)),this.editorUi.editor.graph.addExtFont(O, +Q)));S=!0;for(var X=0;X<this.customFonts.length;X++)if(this.customFonts[X].name==O){S=!1;break}S&&(this.customFonts.push({name:O,url:Q}),this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts)))}finally{V.getModel().endUpdate()}}}));this.editorUi.showDialog(t.container,380,Editor.enableWebFonts?250:180,!0,!0);t.init()}),u,null,!0)})))}})();function DiagramPage(b,d){this.node=b;null!=d?this.node.setAttribute("id",d):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; +DiagramPage.prototype.setName=function(b){null==b?this.node.removeAttribute("name"):this.node.setAttribute("name",b)};function RenamePage(b,d,f){this.ui=b;this.page=d;this.previous=this.name=f}RenamePage.prototype.execute=function(){var b=this.page.getName();this.page.setName(this.previous);this.name=this.previous;this.previous=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageRenamed"))}; +function MovePage(b,d,f){this.ui=b;this.oldIndex=d;this.newIndex=f}MovePage.prototype.execute=function(){this.ui.pages.splice(this.newIndex,0,this.ui.pages.splice(this.oldIndex,1)[0]);var b=this.oldIndex;this.oldIndex=this.newIndex;this.newIndex=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageMoved"))}; +function SelectPage(b,d,f){this.ui=b;this.previousPage=this.page=d;this.neverShown=!0;null!=d&&(this.neverShown=null==d.viewState,this.ui.updatePageRoot(d),null!=f&&(d.viewState=f,this.neverShown=!1))} +SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var d=this.ui.editor,f=d.graph,c=Graph.compressNode(d.getGraphXml(!0));mxUtils.setTextContent(b.node,c);b.viewState=f.getViewState();b.root=f.model.root;null!=b.model&&b.model.rootChanged(b.root);f.view.clear(b.root,!0);f.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;f.model.prefix=Editor.guid()+"-";f.model.rootChanged(b.root); +f.setViewState(b.viewState);f.gridEnabled=f.gridEnabled&&(!this.ui.editor.isChromelessView()||"1"==urlParams.grid);d.updateGraphComponents();f.view.validate();f.blockMathRender=!0;f.sizeDidChange();f.blockMathRender=!1;this.neverShown&&(this.neverShown=!1,f.selectUnlockedLayer());d.graph.fireEvent(new mxEventObject(mxEvent.ROOT));d.fireEvent(new mxEventObject("pageSelected","change",this))}}; +function ChangePage(b,d,f,c,l){SelectPage.call(this,b,f);this.relatedPage=d;this.index=c;this.previousIndex=null;this.noSelect=l}mxUtils.extend(ChangePage,SelectPage); ChangePage.prototype.execute=function(){this.ui.editor.fireEvent(new mxEventObject("beforePageChange","change",this));this.previousIndex=this.index;if(null==this.index){var b=mxUtils.indexOf(this.ui.pages,this.relatedPage);this.ui.pages.splice(b,1);this.index=b}else this.ui.pages.splice(this.index,0,this.relatedPage),this.index=null;this.noSelect||SelectPage.prototype.execute.apply(this,arguments)};EditorUi.prototype.tabContainerHeight=38;EditorUi.prototype.getSelectedPageIndex=function(){return this.getPageIndex(this.currentPage)}; -EditorUi.prototype.getPageIndex=function(b){var e=null;if(null!=this.pages&&null!=b)for(var f=0;f<this.pages.length;f++)if(this.pages[f]==b){e=f;break}return e};EditorUi.prototype.getPageById=function(b,e){e=null!=e?e:this.pages;if(null!=e)for(var f=0;f<e.length;f++)if(e[f].getId()==b)return e[f];return null}; -EditorUi.prototype.createImageForPageLink=function(b,e,f){var c=b.indexOf(","),m=null;0<c&&(c=this.getPageById(b.substring(c+1)),null!=c&&c!=e&&(m=this.getImageForPage(c,e,f),m.originalSrc=b));null==m&&(m={originalSrc:b});return m}; -EditorUi.prototype.getImageForPage=function(b,e,f){f=null!=f?f:this.editor.graph;var c=f.getGlobalVariable,m=this.createTemporaryGraph(f.getStylesheet());m.defaultPageBackgroundColor=f.defaultPageBackgroundColor;m.shapeBackgroundColor=f.shapeBackgroundColor;m.shapeForegroundColor=f.shapeForegroundColor;var n=this.getPageIndex(null!=e?e:this.currentPage);m.getGlobalVariable=function(d){return"pagenumber"==d?n+1:"page"==d&&null!=e?e.getName():c.apply(this,arguments)};document.body.appendChild(m.container); -this.updatePageRoot(b);m.model.setRoot(b.root);b=Graph.foreignObjectWarningText;Graph.foreignObjectWarningText="";f=m.getSvg(null,null,null,null,null,null,null,null,null,null,null,!0);var v=m.getGraphBounds();document.body.removeChild(m.container);Graph.foreignObjectWarningText=b;return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(f)),v.width,v.height,v.x,v.y)}; -EditorUi.prototype.initPages=function(){if(!this.editor.graph.standalone){this.actions.addAction("previousPage",mxUtils.bind(this,function(){this.selectNextPage(!1)}));this.actions.addAction("nextPage",mxUtils.bind(this,function(){this.selectNextPage(!0)}));this.isPagesEnabled()&&(this.keyHandler.bindAction(33,!0,"previousPage",!0),this.keyHandler.bindAction(34,!0,"nextPage",!0));var b=this.editor.graph,e=b.view.validateBackground;b.view.validateBackground=mxUtils.bind(this,function(){if(null!=this.tabContainer){var m= -this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";m!=this.tabContainer.style.height&&this.refresh(!1)}e.apply(b.view,arguments)});var f=null,c=mxUtils.bind(this,function(){this.updateTabContainer();var m=this.currentPage;null!=m&&m!=f&&(null==m.viewState||null==m.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& -(b.container.scrollLeft=0,b.container.scrollTop=0,this.chromelessResize())):(b.container.scrollLeft=b.view.translate.x*b.view.scale+m.viewState.scrollLeft,b.container.scrollTop=b.view.translate.y*b.view.scale+m.viewState.scrollTop),f=m);null!=this.actions.layersWindow&&this.actions.layersWindow.refreshLayers();"undefined"===typeof Editor.MathJaxClear||this.editor.graph.mathEnabled&&null!=this.editor||Editor.MathJaxClear()});this.editor.graph.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(m, -n){m=n.getProperty("edit").changes;for(n=0;n<m.length;n++)if(m[n]instanceof SelectPage||m[n]instanceof RenamePage||m[n]instanceof MovePage||m[n]instanceof mxRootChange){c();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; -EditorUi.prototype.restoreViewState=function(b,e,f){b=null!=b?this.getPageById(b.getId()):null;var c=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,e):(c.setViewState(e),this.editor.updateGraphComponents(),c.view.revalidate(),c.sizeDidChange()),c.container.scrollLeft=c.view.translate.x*c.view.scale+e.scrollLeft,c.container.scrollTop=c.view.translate.y*c.view.scale+e.scrollTop,c.restoreSelection(f))}; -Graph.prototype.createViewState=function(b){var e=b.getAttribute("page"),f=parseFloat(b.getAttribute("pageScale")),c=parseFloat(b.getAttribute("pageWidth")),m=parseFloat(b.getAttribute("pageHeight")),n=b.getAttribute("background"),v=this.parseBackgroundImage(b.getAttribute("backgroundImage")),d=b.getAttribute("extFonts");if(d)try{d=d.split("|").map(function(g){g=g.split("^");return{name:g[0],url:g[1]}})}catch(g){console.log("ExtFonts format error: "+g.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), -gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=e?"0"!=e:this.defaultPageVisible,background:null!=n&&0<n.length?n:null,backgroundImage:v,pageScale:isNaN(f)?mxGraph.prototype.pageScale:f,pageFormat:isNaN(c)||isNaN(m)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: -mxSettings.getPageFormat():new mxRectangle(0,0,c,m),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:d||[]}}; -Graph.prototype.saveViewState=function(b,e,f,c){f||(e.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),e.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),e.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),e.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),e.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),e.setAttribute("connect",null==b||b.connect?"1":"0"),e.setAttribute("arrows",null==b||b.arrows?"1":"0"),e.setAttribute("fold", -null==b||b.foldingEnabled?"1":"0"));e.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);f=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=f&&(e.setAttribute("pageWidth",f.width),e.setAttribute("pageHeight",f.height));null!=b&&(null!=b.background&&e.setAttribute("background",b.background),c=this.getBackgroundImageObject(b.backgroundImage,c),null!=c&&e.setAttribute("backgroundImage", -JSON.stringify(c)));e.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");e.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&e.setAttribute("extFonts",b.extFonts.map(function(m){return m.name+"^"+m.url}).join("|"))}; +EditorUi.prototype.getPageIndex=function(b){var d=null;if(null!=this.pages&&null!=b)for(var f=0;f<this.pages.length;f++)if(this.pages[f]==b){d=f;break}return d};EditorUi.prototype.getPageById=function(b,d){d=null!=d?d:this.pages;if(null!=d)for(var f=0;f<d.length;f++)if(d[f].getId()==b)return d[f];return null}; +EditorUi.prototype.createImageForPageLink=function(b,d,f){var c=b.indexOf(","),l=null;0<c&&(c=this.getPageById(b.substring(c+1)),null!=c&&c!=d&&(l=this.getImageForPage(c,d,f),l.originalSrc=b));null==l&&(l={originalSrc:b});return l}; +EditorUi.prototype.getImageForPage=function(b,d,f){f=null!=f?f:this.editor.graph;var c=f.getGlobalVariable,l=this.createTemporaryGraph(f.getStylesheet());l.defaultPageBackgroundColor=f.defaultPageBackgroundColor;l.shapeBackgroundColor=f.shapeBackgroundColor;l.shapeForegroundColor=f.shapeForegroundColor;var m=this.getPageIndex(null!=d?d:this.currentPage);l.getGlobalVariable=function(z){return"pagenumber"==z?m+1:"page"==z&&null!=d?d.getName():c.apply(this,arguments)};document.body.appendChild(l.container); +this.updatePageRoot(b);l.model.setRoot(b.root);b=Graph.foreignObjectWarningText;Graph.foreignObjectWarningText="";f=l.getSvg(null,null,null,null,null,null,null,null,null,null,null,!0);var x=l.getGraphBounds();document.body.removeChild(l.container);Graph.foreignObjectWarningText=b;return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(f)),x.width,x.height,x.x,x.y)}; +EditorUi.prototype.initPages=function(){if(!this.editor.graph.standalone){this.actions.addAction("previousPage",mxUtils.bind(this,function(){this.selectNextPage(!1)}));this.actions.addAction("nextPage",mxUtils.bind(this,function(){this.selectNextPage(!0)}));this.isPagesEnabled()&&(this.keyHandler.bindAction(33,!0,"previousPage",!0),this.keyHandler.bindAction(34,!0,"nextPage",!0));var b=this.editor.graph,d=b.view.validateBackground;b.view.validateBackground=mxUtils.bind(this,function(){if(null!=this.tabContainer){var l= +this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";l!=this.tabContainer.style.height&&this.refresh(!1)}d.apply(b.view,arguments)});var f=null,c=mxUtils.bind(this,function(){this.updateTabContainer();var l=this.currentPage;null!=l&&l!=f&&(null==l.viewState||null==l.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& +(b.container.scrollLeft=0,b.container.scrollTop=0,this.chromelessResize())):(b.container.scrollLeft=b.view.translate.x*b.view.scale+l.viewState.scrollLeft,b.container.scrollTop=b.view.translate.y*b.view.scale+l.viewState.scrollTop),f=l);null!=this.actions.layersWindow&&this.actions.layersWindow.refreshLayers();"undefined"===typeof Editor.MathJaxClear||this.editor.graph.mathEnabled&&null!=this.editor||Editor.MathJaxClear()});this.editor.graph.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(l, +m){l=m.getProperty("edit").changes;for(m=0;m<l.length;m++)if(l[m]instanceof SelectPage||l[m]instanceof RenamePage||l[m]instanceof MovePage||l[m]instanceof mxRootChange){c();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; +EditorUi.prototype.restoreViewState=function(b,d,f){b=null!=b?this.getPageById(b.getId()):null;var c=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,d):(c.setViewState(d),this.editor.updateGraphComponents(),c.view.revalidate(),c.sizeDidChange()),c.container.scrollLeft=c.view.translate.x*c.view.scale+d.scrollLeft,c.container.scrollTop=c.view.translate.y*c.view.scale+d.scrollTop,c.restoreSelection(f))}; +Graph.prototype.createViewState=function(b){var d=b.getAttribute("page"),f=parseFloat(b.getAttribute("pageScale")),c=parseFloat(b.getAttribute("pageWidth")),l=parseFloat(b.getAttribute("pageHeight")),m=b.getAttribute("background"),x=this.parseBackgroundImage(b.getAttribute("backgroundImage")),z=b.getAttribute("extFonts");if(z)try{z=z.split("|").map(function(C){C=C.split("^");return{name:C[0],url:C[1]}})}catch(C){console.log("ExtFonts format error: "+C.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), +gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=d?"0"!=d:this.defaultPageVisible,background:null!=m&&0<m.length?m:null,backgroundImage:x,pageScale:isNaN(f)?mxGraph.prototype.pageScale:f,pageFormat:isNaN(c)||isNaN(l)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: +mxSettings.getPageFormat():new mxRectangle(0,0,c,l),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:z||[]}}; +Graph.prototype.saveViewState=function(b,d,f,c){f||(d.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),d.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),d.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),d.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),d.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),d.setAttribute("connect",null==b||b.connect?"1":"0"),d.setAttribute("arrows",null==b||b.arrows?"1":"0"),d.setAttribute("fold", +null==b||b.foldingEnabled?"1":"0"));d.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);f=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=f&&(d.setAttribute("pageWidth",f.width),d.setAttribute("pageHeight",f.height));null!=b&&(null!=b.background&&d.setAttribute("background",b.background),c=this.getBackgroundImageObject(b.backgroundImage,c),null!=c&&d.setAttribute("backgroundImage", +JSON.stringify(c)));d.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");d.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&d.setAttribute("extFonts",b.extFonts.map(function(l){return l.name+"^"+l.url}).join("|"))}; Graph.prototype.getViewState=function(){return{defaultParent:this.defaultParent,currentRoot:this.view.currentRoot,gridEnabled:this.gridEnabled,gridSize:this.gridSize,guidesEnabled:this.graphHandler.guidesEnabled,foldingEnabled:this.foldingEnabled,shadowVisible:this.shadowVisible,scrollbars:this.scrollbars,pageVisible:this.pageVisible,background:this.background,backgroundImage:this.backgroundImage,pageScale:this.pageScale,pageFormat:this.pageFormat,tooltips:this.tooltipHandler.isEnabled(),connect:this.connectionHandler.isEnabled(), arrows:this.connectionArrowsEnabled,scale:this.view.scale,scrollLeft:this.container.scrollLeft-this.view.translate.x*this.view.scale,scrollTop:this.container.scrollTop-this.view.translate.y*this.view.scale,translate:this.view.translate.clone(),lastPasteXml:this.lastPasteXml,pasteCounter:this.pasteCounter,mathEnabled:this.mathEnabled,hiddenTags:this.hiddenTags,extFonts:this.extFonts}}; -Graph.prototype.setViewState=function(b,e){if(null!=b){this.lastPasteXml=b.lastPasteXml;this.pasteCounter=b.pasteCounter||0;this.mathEnabled=b.mathEnabled;this.gridEnabled=b.gridEnabled;this.gridSize=b.gridSize;this.graphHandler.guidesEnabled=b.guidesEnabled;this.foldingEnabled=b.foldingEnabled;this.setShadowVisible(b.shadowVisible,!1);this.scrollbars=b.scrollbars;this.pageVisible=!this.isViewer()&&b.pageVisible;this.background=b.background;this.pageScale=b.pageScale;this.pageFormat=b.pageFormat; -this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var f=this.extFonts;this.extFonts=b.extFonts||[];if(e&&null!=f)for(e=0;e<f.length;e++){var c=document.getElementById("extFont_"+f[e].name);null!=c&&c.parentNode.removeChild(c)}for(e=0;e<this.extFonts.length;e++)this.addExtFont(this.extFonts[e].name,this.extFonts[e].url, +Graph.prototype.setViewState=function(b,d){if(null!=b){this.lastPasteXml=b.lastPasteXml;this.pasteCounter=b.pasteCounter||0;this.mathEnabled=b.mathEnabled;this.gridEnabled=b.gridEnabled;this.gridSize=b.gridSize;this.graphHandler.guidesEnabled=b.guidesEnabled;this.foldingEnabled=b.foldingEnabled;this.setShadowVisible(b.shadowVisible,!1);this.scrollbars=b.scrollbars;this.pageVisible=!this.isViewer()&&b.pageVisible;this.background=b.background;this.pageScale=b.pageScale;this.pageFormat=b.pageFormat; +this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var f=this.extFonts;this.extFonts=b.extFonts||[];if(d&&null!=f)for(d=0;d<f.length;d++){var c=document.getElementById("extFont_"+f[d].name);null!=c&&c.parentNode.removeChild(c)}for(d=0;d<this.extFonts.length;d++)this.addExtFont(this.extFonts[d].name,this.extFonts[d].url, !0);this.view.scale=null!=b.scale?b.scale:1;null==this.view.currentRoot||this.model.contains(this.view.currentRoot)||(this.view.currentRoot=null);null==this.defaultParent||this.model.contains(this.defaultParent)||(this.setDefaultParent(null),this.selectUnlockedLayer());null!=b.translate&&(this.view.translate=b.translate)}else this.view.currentRoot=null,this.view.scale=1,this.gridEnabled=this.defaultGridEnabled,this.gridSize=mxGraph.prototype.gridSize,this.pageScale=mxGraph.prototype.pageScale,this.pageFormat= "undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat(),this.pageVisible=this.defaultPageVisible,this.backgroundImage=this.background=null,this.scrollbars=this.defaultScrollbars,this.foldingEnabled=this.graphHandler.guidesEnabled=!0,this.setShadowVisible(!1,!1),this.defaultParent=null,this.setTooltips(!0),this.setConnectable(!0),this.lastPasteXml=null,this.pasteCounter=0,this.mathEnabled=this.defaultMathEnabled,this.connectionArrowsEnabled= !0,this.hiddenTags=[],this.extFonts=[];this.preferPageSize=this.pageBreaksVisible=this.pageVisible;this.fireEvent(new mxEventObject("viewStateChanged","state",b))}; -Graph.prototype.addExtFont=function(b,e,f){if(b&&e){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:e});var c="extFont_"+b;if(null==document.getElementById(c))if(0==e.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",e,null,c);else{document.getElementsByTagName("head");var m=document.createElement("style");m.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+e+'");\n}'));m.setAttribute("id",c);document.getElementsByTagName("head")[0].appendChild(m)}if(!f){null== -this.extFonts&&(this.extFonts=[]);f=this.extFonts;c=!0;for(m=0;m<f.length;m++)if(f[m].name==b){c=!1;break}c&&this.extFonts.push({name:b,url:e})}}}; -EditorUi.prototype.updatePageRoot=function(b,e){if(null==b.root){e=this.editor.extractGraphModel(b.node,null,e);var f=Editor.extractParserError(e);if(f)throw Error(f);null!=e?(b.graphModelNode=e,b.viewState=this.editor.graph.createViewState(e),f=new mxCodec(e.ownerDocument),b.root=f.decode(e).root):b.root=this.editor.graph.model.createRoot()}else if(null==b.viewState){if(null==b.graphModelNode){e=this.editor.extractGraphModel(b.node);if(f=Editor.extractParserError(e))throw Error(f);null!=e&&(b.graphModelNode= -e)}null!=b.graphModelNode&&(b.viewState=this.editor.graph.createViewState(b.graphModelNode))}return b}; -EditorUi.prototype.selectPage=function(b,e,f){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e=null!=e?e:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var c=this.editor.graph.model.createUndoableEdit();c.ignoreEdit=!0;var m=new SelectPage(this,b,f);m.execute();c.add(m);c.notify();this.editor.graph.tooltipHandler.hide();e||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",c))}}catch(n){this.handleError(n)}}; -EditorUi.prototype.selectNextPage=function(b){var e=this.currentPage;null!=e&&null!=this.pages&&(e=mxUtils.indexOf(this.pages,e),b?this.selectPage(this.pages[mxUtils.mod(e+1,this.pages.length)]):b||this.selectPage(this.pages[mxUtils.mod(e-1,this.pages.length)]))}; -EditorUi.prototype.insertPage=function(b,e){this.editor.graph.isEnabled()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1),b=null!=b?b:this.createPage(null,this.createPageId()),e=null!=e?e:this.pages.length,e=new ChangePage(this,b,b,e),this.editor.graph.model.execute(e));return b};EditorUi.prototype.createPageId=function(){do var b=Editor.guid();while(null!=this.getPageById(b));return b}; -EditorUi.prototype.createPage=function(b,e){e=new DiagramPage(this.fileNode.ownerDocument.createElement("diagram"),e);e.setName(null!=b?b:this.createPageName());this.initDiagramNode(e);return e};EditorUi.prototype.createPageName=function(){for(var b={},e=0;e<this.pages.length;e++){var f=this.pages[e].getName();null!=f&&0<f.length&&(b[f]=f)}e=this.pages.length;do f=mxResources.get("pageWithNumber",[++e]);while(null!=b[f]);return f}; -EditorUi.prototype.removePage=function(b){try{var e=this.editor.graph,f=mxUtils.indexOf(this.pages,b);if(e.isEnabled()&&0<=f){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e.model.beginUpdate();try{var c=this.currentPage;c==b&&1<this.pages.length?(f==this.pages.length-1?f--:f++,c=this.pages[f]):1>=this.pages.length&&(c=this.insertPage(),e.model.execute(new RenamePage(this,c,mxResources.get("pageWithNumber",[1]))));e.model.execute(new ChangePage(this,b,c))}finally{e.model.endUpdate()}}}catch(m){this.handleError(m)}return b}; -EditorUi.prototype.duplicatePage=function(b,e){var f=null;try{var c=this.editor.graph;if(c.isEnabled()){c.isEditing()&&c.stopEditing();var m=b.node.cloneNode(!1);m.removeAttribute("id");var n={},v=c.createCellLookup([c.model.root]);f=new DiagramPage(m);f.root=c.cloneCell(c.model.root,null,n);var d=new mxGraphModel;d.prefix=Editor.guid()+"-";d.setRoot(f.root);c.updateCustomLinks(c.createCellMapping(n,v),[f.root]);f.viewState=b==this.currentPage?c.getViewState():b.viewState;this.initDiagramNode(f); -f.viewState.scale=1;f.viewState.scrollLeft=null;f.viewState.scrollTop=null;f.viewState.currentRoot=null;f.viewState.defaultParent=null;f.setName(e);f=this.insertPage(f,mxUtils.indexOf(this.pages,b)+1)}}catch(g){this.handleError(g)}return f};EditorUi.prototype.initDiagramNode=function(b){var e=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,e);mxUtils.setTextContent(b.node,Graph.compressNode(e))}; -EditorUi.prototype.clonePages=function(b){for(var e=[],f=0;f<b.length;f++)e.push(this.clonePage(b[f]));return e};EditorUi.prototype.clonePage=function(b){this.updatePageRoot(b);var e=new DiagramPage(b.node.cloneNode(!0)),f=b==this.currentPage?this.editor.graph.getViewState():b.viewState;e.viewState=mxUtils.clone(f,EditorUi.transientViewStateProperties);e.root=this.editor.graph.model.cloneCell(b.root,null,!0);return e}; -EditorUi.prototype.renamePage=function(b){if(this.editor.graph.isEnabled()){var e=new FilenameDialog(this,b.getName(),mxResources.get("rename"),mxUtils.bind(this,function(f){null!=f&&0<f.length&&this.editor.graph.model.execute(new RenamePage(this,b,f))}),mxResources.get("rename"));this.showDialog(e.container,300,80,!0,!0);e.init()}return b};EditorUi.prototype.movePage=function(b,e){this.editor.graph.model.execute(new MovePage(this,b,e))}; +Graph.prototype.addExtFont=function(b,d,f){if(b&&d){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:d});var c="extFont_"+b;if(null==document.getElementById(c))if(0==d.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",d,null,c);else{document.getElementsByTagName("head");var l=document.createElement("style");l.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+d+'");\n}'));l.setAttribute("id",c);document.getElementsByTagName("head")[0].appendChild(l)}if(!f){null== +this.extFonts&&(this.extFonts=[]);f=this.extFonts;c=!0;for(l=0;l<f.length;l++)if(f[l].name==b){c=!1;break}c&&this.extFonts.push({name:b,url:d})}}}; +EditorUi.prototype.updatePageRoot=function(b,d){if(null==b.root){d=this.editor.extractGraphModel(b.node,null,d);var f=Editor.extractParserError(d);if(f)throw Error(f);null!=d?(b.graphModelNode=d,b.viewState=this.editor.graph.createViewState(d),f=new mxCodec(d.ownerDocument),b.root=f.decode(d).root):b.root=this.editor.graph.model.createRoot()}else if(null==b.viewState){if(null==b.graphModelNode){d=this.editor.extractGraphModel(b.node);if(f=Editor.extractParserError(d))throw Error(f);null!=d&&(b.graphModelNode= +d)}null!=b.graphModelNode&&(b.viewState=this.editor.graph.createViewState(b.graphModelNode))}return b}; +EditorUi.prototype.selectPage=function(b,d,f){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);d=null!=d?d:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var c=this.editor.graph.model.createUndoableEdit();c.ignoreEdit=!0;var l=new SelectPage(this,b,f);l.execute();c.add(l);c.notify();this.editor.graph.tooltipHandler.hide();d||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",c))}}catch(m){this.handleError(m)}}; +EditorUi.prototype.selectNextPage=function(b){var d=this.currentPage;null!=d&&null!=this.pages&&(d=mxUtils.indexOf(this.pages,d),b?this.selectPage(this.pages[mxUtils.mod(d+1,this.pages.length)]):b||this.selectPage(this.pages[mxUtils.mod(d-1,this.pages.length)]))}; +EditorUi.prototype.insertPage=function(b,d){this.editor.graph.isEnabled()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1),b=null!=b?b:this.createPage(null,this.createPageId()),d=null!=d?d:this.pages.length,d=new ChangePage(this,b,b,d),this.editor.graph.model.execute(d));return b};EditorUi.prototype.createPageId=function(){do var b=Editor.guid();while(null!=this.getPageById(b));return b}; +EditorUi.prototype.createPage=function(b,d){d=new DiagramPage(this.fileNode.ownerDocument.createElement("diagram"),d);d.setName(null!=b?b:this.createPageName());this.initDiagramNode(d);return d};EditorUi.prototype.createPageName=function(){for(var b={},d=0;d<this.pages.length;d++){var f=this.pages[d].getName();null!=f&&0<f.length&&(b[f]=f)}d=this.pages.length;do f=mxResources.get("pageWithNumber",[++d]);while(null!=b[f]);return f}; +EditorUi.prototype.removePage=function(b){try{var d=this.editor.graph,f=mxUtils.indexOf(this.pages,b);if(d.isEnabled()&&0<=f){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);d.model.beginUpdate();try{var c=this.currentPage;c==b&&1<this.pages.length?(f==this.pages.length-1?f--:f++,c=this.pages[f]):1>=this.pages.length&&(c=this.insertPage(),d.model.execute(new RenamePage(this,c,mxResources.get("pageWithNumber",[1]))));d.model.execute(new ChangePage(this,b,c))}finally{d.model.endUpdate()}}}catch(l){this.handleError(l)}return b}; +EditorUi.prototype.duplicatePage=function(b,d){var f=null;try{var c=this.editor.graph;if(c.isEnabled()){c.isEditing()&&c.stopEditing();var l=b.node.cloneNode(!1);l.removeAttribute("id");var m={},x=c.createCellLookup([c.model.root]);f=new DiagramPage(l);f.root=c.cloneCell(c.model.root,null,m);var z=new mxGraphModel;z.prefix=Editor.guid()+"-";z.setRoot(f.root);c.updateCustomLinks(c.createCellMapping(m,x),[f.root]);f.viewState=b==this.currentPage?c.getViewState():b.viewState;this.initDiagramNode(f); +f.viewState.scale=1;f.viewState.scrollLeft=null;f.viewState.scrollTop=null;f.viewState.currentRoot=null;f.viewState.defaultParent=null;f.setName(d);f=this.insertPage(f,mxUtils.indexOf(this.pages,b)+1)}}catch(C){this.handleError(C)}return f};EditorUi.prototype.initDiagramNode=function(b){var d=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,d);mxUtils.setTextContent(b.node,Graph.compressNode(d))}; +EditorUi.prototype.clonePages=function(b){for(var d=[],f=0;f<b.length;f++)d.push(this.clonePage(b[f]));return d};EditorUi.prototype.clonePage=function(b){this.updatePageRoot(b);var d=new DiagramPage(b.node.cloneNode(!0)),f=b==this.currentPage?this.editor.graph.getViewState():b.viewState;d.viewState=mxUtils.clone(f,EditorUi.transientViewStateProperties);d.root=this.editor.graph.model.cloneCell(b.root,null,!0);return d}; +EditorUi.prototype.renamePage=function(b){if(this.editor.graph.isEnabled()){var d=new FilenameDialog(this,b.getName(),mxResources.get("rename"),mxUtils.bind(this,function(f){null!=f&&0<f.length&&this.editor.graph.model.execute(new RenamePage(this,b,f))}),mxResources.get("rename"));this.showDialog(d.container,300,80,!0,!0);d.init()}return b};EditorUi.prototype.movePage=function(b,d){this.editor.graph.model.execute(new MovePage(this,b,d))}; EditorUi.prototype.createTabContainer=function(){var b=document.createElement("div");b.className="geTabContainer";b.style.position="absolute";b.style.whiteSpace="nowrap";b.style.overflow="hidden";b.style.height="0px";return b}; -EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,e=document.createElement("div");e.style.position="relative";e.style.display="inline-block";e.style.verticalAlign="top";e.style.height=this.tabContainer.style.height;e.style.whiteSpace="nowrap";e.style.overflow="hidden";e.style.fontSize="13px";e.style.marginLeft="30px";for(var f=this.editor.isChromelessView()?29:59,c=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-f)/this.pages.length)+ -1),m=null,n=0;n<this.pages.length;n++)mxUtils.bind(this,function(k,l){this.pages[k]==this.currentPage?(l.className="geActivePage",l.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):l.className="geInactivePage";l.setAttribute("draggable","true");mxEvent.addListener(l,"dragstart",mxUtils.bind(this,function(p){b.isEnabled()?(mxClient.IS_FF&&p.dataTransfer.setData("Text","<diagram/>"),m=k):mxEvent.consume(p)}));mxEvent.addListener(l,"dragend",mxUtils.bind(this,function(p){m=null;p.stopPropagation(); -p.preventDefault()}));mxEvent.addListener(l,"dragover",mxUtils.bind(this,function(p){null!=m&&(p.dataTransfer.dropEffect="move");p.stopPropagation();p.preventDefault()}));mxEvent.addListener(l,"drop",mxUtils.bind(this,function(p){null!=m&&k!=m&&this.movePage(m,k);p.stopPropagation();p.preventDefault()}));e.appendChild(l)})(n,this.createTabForPage(this.pages[n],c,this.pages[n]!=this.currentPage,n+1));this.tabContainer.innerText="";this.tabContainer.appendChild(e);c=this.createPageMenuTab();this.tabContainer.appendChild(c); -c=null;this.isPageInsertTabVisible()&&(c=this.createPageInsertTab(),this.tabContainer.appendChild(c));if(e.clientWidth>this.tabContainer.clientWidth-f){null!=c&&(c.style.position="absolute",c.style.right="0px",e.style.marginRight="30px");var v=this.createControlTab(4," ❮ ");v.style.position="absolute";v.style.right=this.editor.chromeless?"29px":"55px";v.style.fontSize="13pt";this.tabContainer.appendChild(v);var d=this.createControlTab(4," ❯");d.style.position="absolute"; -d.style.right=this.editor.chromeless?"0px":"29px";d.style.fontSize="13pt";this.tabContainer.appendChild(d);var g=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));e.style.width=g+"px";mxEvent.addListener(v,"click",mxUtils.bind(this,function(k){e.scrollLeft-=Math.max(20,g-20);mxUtils.setOpacity(v,0<e.scrollLeft?100:50);mxUtils.setOpacity(d,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(k)}));mxUtils.setOpacity(v,0<e.scrollLeft?100:50);mxUtils.setOpacity(d, -e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.addListener(d,"click",mxUtils.bind(this,function(k){e.scrollLeft+=Math.max(20,g-20);mxUtils.setOpacity(v,0<e.scrollLeft?100:50);mxUtils.setOpacity(d,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(k)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; -EditorUi.prototype.createTab=function(b){var e=document.createElement("div");e.style.display="inline-block";e.style.whiteSpace="nowrap";e.style.boxSizing="border-box";e.style.position="relative";e.style.overflow="hidden";e.style.textAlign="center";e.style.marginLeft="-1px";e.style.height=this.tabContainer.clientHeight+"px";e.style.padding="12px 4px 8px 4px";e.style.border=Editor.isDarkMode()?"1px solid #505759":"1px solid #e8eaed";e.style.borderTopStyle="none";e.style.borderBottomStyle="none";e.style.backgroundColor= -this.tabContainer.style.backgroundColor;e.style.cursor="move";e.style.color="gray";b&&(mxEvent.addListener(e,"mouseenter",mxUtils.bind(this,function(f){this.editor.graph.isMouseDown||(e.style.backgroundColor=Editor.isDarkMode()?"black":"#e8eaed",mxEvent.consume(f))})),mxEvent.addListener(e,"mouseleave",mxUtils.bind(this,function(f){e.style.backgroundColor=this.tabContainer.style.backgroundColor;mxEvent.consume(f)})));return e}; -EditorUi.prototype.createControlTab=function(b,e,f){f=this.createTab(null!=f?f:!0);f.style.lineHeight=this.tabContainerHeight+"px";f.style.paddingTop=b+"px";f.style.cursor="pointer";f.style.width="30px";f.innerHTML=e;null!=f.firstChild&&null!=f.firstChild.style&&mxUtils.setOpacity(f.firstChild,40);return f};EditorUi.prototype.getShortPageName=function(b){b=b.getName();36<b.length&&(b=b.substring(0,34)+"...");return b}; -EditorUi.prototype.createPageMenuTab=function(b,e){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var f=b.getElementsByTagName("div")[0];f.style.display="inline-block";f.style.marginTop="5px";f.style.width="21px";f.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(c){this.editor.graph.popupMenuHandler.hideMenu(); -var m=new mxPopupMenu(mxUtils.bind(this,function(d,g){var k=mxUtils.bind(this,function(){for(var y=0;y<this.pages.length;y++)mxUtils.bind(this,function(z){var A=d.addItem(this.getShortPageName(this.pages[z]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[z])}),g),B=this.pages[z].getId();A.setAttribute("title",this.pages[z].getName()+" ("+(z+1)+"/"+this.pages.length+")"+(null!=B?" ["+B+"]":""));this.pages[z]==this.currentPage&&d.addCheckmark(A,Editor.checkmarkImage)})(y)}),l=mxUtils.bind(this, -function(){d.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),g)});e||k();if(this.editor.graph.isEnabled()){e||(d.addSeparator(g),l());var p=this.currentPage;if(null!=p){d.addSeparator(g);var q=this.getShortPageName(p);d.addItem(mxResources.get("removeIt",[q]),null,mxUtils.bind(this,function(){this.removePage(p)}),g);d.addItem(mxResources.get("renameIt",[q]),null,mxUtils.bind(this,function(){this.renamePage(p,p.getName())}),g);e||d.addSeparator(g);d.addItem(mxResources.get("duplicateIt", -[q]),null,mxUtils.bind(this,function(){this.duplicatePage(p,mxResources.get("copyOf",[p.getName()]))}),g)}}e&&(d.addSeparator(g),l(),d.addSeparator(g),k())}));m.div.className+=" geMenubarMenu";m.smartSeparators=!0;m.showDisabled=!0;m.autoExpand=!0;m.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(m,arguments);m.destroy()});var n=mxEvent.getClientX(c),v=mxEvent.getClientY(c);m.popup(n,v,null,c);this.setCurrentMenu(m);mxEvent.consume(c)}));return b}; -EditorUi.prototype.createPageInsertTab=function(){var b=this.createControlTab(4,'<div class="geSprite geSprite-plus"></div>');b.setAttribute("title",mxResources.get("insertPage"));mxEvent.addListener(b,"click",mxUtils.bind(this,function(f){this.insertPage();mxEvent.consume(f)}));var e=b.getElementsByTagName("div")[0];e.style.display="inline-block";e.style.width="21px";e.style.height="21px";return b}; -EditorUi.prototype.createTabForPage=function(b,e,f,c){f=this.createTab(f);var m=b.getName()||mxResources.get("untitled"),n=b.getId();f.setAttribute("title",m+(null!=n?" ("+n+")":"")+" ["+c+"]");mxUtils.write(f,m);f.style.maxWidth=e+"px";f.style.width=e+"px";this.addTabListeners(b,f);42<e&&(f.style.textOverflow="ellipsis");return f}; -EditorUi.prototype.addTabListeners=function(b,e){mxEvent.disableContextMenu(e);var f=this.editor.graph;mxEvent.addListener(e,"dblclick",mxUtils.bind(this,function(n){this.renamePage(b);mxEvent.consume(n)}));var c=!1,m=!1;mxEvent.addGestureListeners(e,mxUtils.bind(this,function(n){c=null!=this.currentMenu;m=b==this.currentPage;f.isMouseDown||m||this.selectPage(b)}),null,mxUtils.bind(this,function(n){if(f.isEnabled()&&!f.isMouseDown&&(mxEvent.isTouchEvent(n)&&m||mxEvent.isPopupTrigger(n))){f.popupMenuHandler.hideMenu(); -this.hideCurrentMenu();if(!mxEvent.isTouchEvent(n)||!c){var v=new mxPopupMenu(this.createPageMenu(b));v.div.className+=" geMenubarMenu";v.smartSeparators=!0;v.showDisabled=!0;v.autoExpand=!0;v.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(v,arguments);this.resetCurrentMenu();v.destroy()});var d=mxEvent.getClientX(n),g=mxEvent.getClientY(n);v.popup(d,g,null,n);this.setCurrentMenu(v,e)}mxEvent.consume(n)}}))}; -EditorUi.prototype.getLinkForPage=function(b,e,f){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var c=this.getCurrentFile();if(null!=c&&c.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var m=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));m+=(0==m.length?"?":"&")+"page-id="+b.getId();null!=e&&(m+="&"+e.join("&"));return(f&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? -EditorUi.drawHost:"https://"+window.location.host)+"/"+m+"#"+c.getHash()}}return null}; -EditorUi.prototype.createPageMenu=function(b,e){return mxUtils.bind(this,function(f,c){var m=this.editor.graph;f.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),c);f.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),c);f.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,e)}),c);null!=this.getLinkForPage(b)&&(f.addSeparator(c),f.addItem(mxResources.get("link"), -null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(n,v,d,g,k,l){n=this.createUrlParameters(n,v,d,g,k,l);d||n.push("hide-pages=1");m.isSelectionEmpty()||(d=m.getBoundingBox(m.getSelectionCells()),v=m.view.translate,k=m.view.scale,d.width/=k,d.height/=k,d.x=d.x/k-v.x,d.y=d.y/k-v.y,n.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(d.x),y:Math.round(d.y),width:Math.round(d.width),height:Math.round(d.height),border:100})))); -g=new EmbedDialog(this,this.getLinkForPage(b,n,g));this.showDialog(g.container,450,240,!0,!0);g.init()}))})));f.addSeparator(c);f.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),c);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(f.addSeparator(c),f.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, -!0,!0))}),c))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(e,f,c){c.ui=e.ui;return f};b.afterDecode=function(e,f,c){e=c.oldIndex;c.oldIndex=c.newIndex;c.newIndex=e;return c};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(e,f,c){c.ui=e.ui;return f};b.afterDecode=function(e,f,c){e=c.previous;c.previous=c.name;c.name=e;return c};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(e,f,c){c.setAttribute("relatedPage",f.relatedPage.getId());null==f.index&&(c.setAttribute("name",f.relatedPage.getName()),null!=f.relatedPage.viewState&&c.setAttribute("viewState",JSON.stringify(f.relatedPage.viewState,function(m,n){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,m)?n:void 0})),null!=f.relatedPage.root&&e.encodeCell(f.relatedPage.root, -c));return c};b.beforeDecode=function(e,f,c){c.ui=e.ui;c.relatedPage=c.ui.getPageById(f.getAttribute("relatedPage"));if(null==c.relatedPage){var m=f.ownerDocument.createElement("diagram");m.setAttribute("id",f.getAttribute("relatedPage"));m.setAttribute("name",f.getAttribute("name"));c.relatedPage=new DiagramPage(m);m=f.getAttribute("viewState");null!=m&&(c.relatedPage.viewState=JSON.parse(m),f.removeAttribute("viewState"));f=f.cloneNode(!0);m=f.firstChild;if(null!=m)for(c.relatedPage.root=e.decodeCell(m, -!1),c=m.nextSibling,m.parentNode.removeChild(m),m=c;null!=m;){c=m.nextSibling;if(m.nodeType==mxConstants.NODETYPE_ELEMENT){var n=m.getAttribute("id");null==e.lookup(n)&&e.decodeCell(m)}m.parentNode.removeChild(m);m=c}}return f};b.afterDecode=function(e,f,c){c.index=c.previousIndex;return c};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(c,m,n,v,d){m=null!=m?m:!1;null==n&&(n=this.getFoldableCells(this.getSelectionCells(),c));this.stopEditing();this.model.beginUpdate();try{for(var g=n.slice(),k=0;k<n.length;k++)"1"==mxUtils.getValue(this.getCurrentCellStyle(n[k]),"treeFolding","0")&&this.foldTreeCell(c,n[k]);n=g;n=b.apply(this,arguments)}finally{this.model.endUpdate()}return n};Graph.prototype.foldTreeCell= -function(c,m){this.model.beginUpdate();try{var n=[];this.traverse(m,!0,mxUtils.bind(this,function(d,g){var k=null!=g&&this.isTreeEdge(g);k&&n.push(g);d==m||null!=g&&!k||n.push(d);return(null==g||k)&&(d==m||!this.model.isCollapsed(d))}));this.model.setCollapsed(m,c);for(var v=0;v<n.length;v++)this.model.setVisible(n[v],!c)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(c){return!this.isEdgeIgnored(c)};Graph.prototype.getTreeEdges=function(c,m,n,v,d,g){return this.model.filterCells(this.getEdges(c, -m,n,v,d,g),mxUtils.bind(this,function(k){return this.isTreeEdge(k)}))};Graph.prototype.getIncomingTreeEdges=function(c,m){return this.getTreeEdges(c,m,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(c,m){return this.getTreeEdges(c,m,!1,!0,!1)};var e=EditorUi.prototype.init;EditorUi.prototype.init=function(){e.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function c(I){return A.isVertex(I)&&n(I)}function m(I){var T= -!1;null!=I&&(T="1"==z.getCurrentCellStyle(I).treeMoving);return T}function n(I){var T=!1;null!=I&&(I=A.getParent(I),T=z.view.getState(I),T="tree"==(null!=T?T.style:z.getCellStyle(I)).containerType);return T}function v(I){var T=!1;null!=I&&(I=A.getParent(I),T=z.view.getState(I),z.view.getState(I),T=null!=(null!=T?T.style:z.getCellStyle(I)).childLayout);return T}function d(I){I=z.view.getState(I);if(null!=I){var T=z.getIncomingTreeEdges(I.cell);if(0<T.length&&(T=z.view.getState(T[0]),null!=T&&(T=T.absolutePoints, -null!=T&&0<T.length&&(T=T[T.length-1],null!=T)))){if(T.y==I.y&&Math.abs(T.x-I.getCenterX())<I.width/2)return mxConstants.DIRECTION_SOUTH;if(T.y==I.y+I.height&&Math.abs(T.x-I.getCenterX())<I.width/2)return mxConstants.DIRECTION_NORTH;if(T.x>I.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function g(I,T){T=null!=T?T:!0;z.model.beginUpdate();try{var R=z.model.getParent(I),M=z.getIncomingTreeEdges(I),W=z.cloneCells([M[0],I]);z.model.setTerminal(W[0],z.model.getTerminal(M[0], -!0),!0);var X=d(I),t=R.geometry;X==mxConstants.DIRECTION_SOUTH||X==mxConstants.DIRECTION_NORTH?W[1].geometry.x+=T?I.geometry.width+10:-W[1].geometry.width-10:W[1].geometry.y+=T?I.geometry.height+10:-W[1].geometry.height-10;z.view.currentRoot!=R&&(W[1].geometry.x-=t.x,W[1].geometry.y-=t.y);var C=z.view.getState(I),L=z.view.scale;if(null!=C){var Q=mxRectangle.fromRectangle(C);X==mxConstants.DIRECTION_SOUTH||X==mxConstants.DIRECTION_NORTH?Q.x+=(T?I.geometry.width+10:-W[1].geometry.width-10)*L:Q.y+=(T? -I.geometry.height+10:-W[1].geometry.height-10)*L;var O=z.getOutgoingTreeEdges(z.model.getTerminal(M[0],!0));if(null!=O){for(var S=X==mxConstants.DIRECTION_SOUTH||X==mxConstants.DIRECTION_NORTH,U=t=M=0;U<O.length;U++){var V=z.model.getTerminal(O[U],!1);if(X==d(V)){var Y=z.view.getState(V);V!=I&&null!=Y&&(S&&T!=Y.getCenterX()<C.getCenterX()||!S&&T!=Y.getCenterY()<C.getCenterY())&&mxUtils.intersects(Q,Y)&&(M=10+Math.max(M,(Math.min(Q.x+Q.width,Y.x+Y.width)-Math.max(Q.x,Y.x))/L),t=10+Math.max(t,(Math.min(Q.y+ -Q.height,Y.y+Y.height)-Math.max(Q.y,Y.y))/L))}}S?t=0:M=0;for(U=0;U<O.length;U++)if(V=z.model.getTerminal(O[U],!1),X==d(V)&&(Y=z.view.getState(V),V!=I&&null!=Y&&(S&&T!=Y.getCenterX()<C.getCenterX()||!S&&T!=Y.getCenterY()<C.getCenterY()))){var ba=[];z.traverse(Y.cell,!0,function(Z,da){var ea=null!=da&&z.isTreeEdge(da);ea&&ba.push(da);(null==da||ea)&&ba.push(Z);return null==da||ea});z.moveCells(ba,(T?1:-1)*M,(T?1:-1)*t)}}}return z.addCells(W,R)}finally{z.model.endUpdate()}}function k(I){z.model.beginUpdate(); -try{var T=d(I),R=z.getIncomingTreeEdges(I),M=z.cloneCells([R[0],I]);z.model.setTerminal(R[0],M[1],!1);z.model.setTerminal(M[0],M[1],!0);z.model.setTerminal(M[0],I,!1);var W=z.model.getParent(I),X=W.geometry,t=[];z.view.currentRoot!=W&&(M[1].geometry.x-=X.x,M[1].geometry.y-=X.y);z.traverse(I,!0,function(Q,O){var S=null!=O&&z.isTreeEdge(O);S&&t.push(O);(null==O||S)&&t.push(Q);return null==O||S});var C=I.geometry.width+40,L=I.geometry.height+40;T==mxConstants.DIRECTION_SOUTH?C=0:T==mxConstants.DIRECTION_NORTH? -(C=0,L=-L):T==mxConstants.DIRECTION_WEST?(C=-C,L=0):T==mxConstants.DIRECTION_EAST&&(L=0);z.moveCells(t,C,L);return z.addCells(M,W)}finally{z.model.endUpdate()}}function l(I,T){z.model.beginUpdate();try{var R=z.model.getParent(I),M=z.getIncomingTreeEdges(I),W=d(I);0==M.length&&(M=[z.createEdge(R,null,"",null,null,z.createCurrentEdgeStyle())],W=T);var X=z.cloneCells([M[0],I]);z.model.setTerminal(X[0],I,!0);if(null==z.model.getTerminal(X[0],!1)){z.model.setTerminal(X[0],X[1],!1);var t=z.getCellStyle(X[1]).newEdgeStyle; -if(null!=t)try{var C=JSON.parse(t),L;for(L in C)z.setCellStyles(L,C[L],[X[0]]),"edgeStyle"==L&&"elbowEdgeStyle"==C[L]&&z.setCellStyles("elbow",W==mxConstants.DIRECTION_SOUTH||W==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[X[0]])}catch(Y){}}M=z.getOutgoingTreeEdges(I);var Q=R.geometry;T=[];z.view.currentRoot==R&&(Q=new mxRectangle);for(t=0;t<M.length;t++){var O=z.model.getTerminal(M[t],!1);null!=O&&T.push(O)}var S=z.view.getBounds(T),U=z.view.translate,V=z.view.scale;W==mxConstants.DIRECTION_SOUTH? -(X[1].geometry.x=null==S?I.geometry.x+(I.geometry.width-X[1].geometry.width)/2:(S.x+S.width)/V-U.x-Q.x+10,X[1].geometry.y+=X[1].geometry.height-Q.y+40):W==mxConstants.DIRECTION_NORTH?(X[1].geometry.x=null==S?I.geometry.x+(I.geometry.width-X[1].geometry.width)/2:(S.x+S.width)/V-U.x+-Q.x+10,X[1].geometry.y-=X[1].geometry.height+Q.y+40):(X[1].geometry.x=W==mxConstants.DIRECTION_WEST?X[1].geometry.x-(X[1].geometry.width+Q.x+40):X[1].geometry.x+(X[1].geometry.width-Q.x+40),X[1].geometry.y=null==S?I.geometry.y+ -(I.geometry.height-X[1].geometry.height)/2:(S.y+S.height)/V-U.y+-Q.y+10);return z.addCells(X,R)}finally{z.model.endUpdate()}}function p(I,T,R){I=z.getOutgoingTreeEdges(I);R=z.view.getState(R);var M=[];if(null!=R&&null!=I){for(var W=0;W<I.length;W++){var X=z.view.getState(z.model.getTerminal(I[W],!1));null!=X&&(!T&&Math.min(X.x+X.width,R.x+R.width)>=Math.max(X.x,R.x)||T&&Math.min(X.y+X.height,R.y+R.height)>=Math.max(X.y,R.y))&&M.push(X)}M.sort(function(t,C){return T?t.x+t.width-C.x-C.width:t.y+t.height- -C.y-C.height})}return M}function q(I,T){var R=d(I),M=T==mxConstants.DIRECTION_EAST||T==mxConstants.DIRECTION_WEST;(R==mxConstants.DIRECTION_EAST||R==mxConstants.DIRECTION_WEST)==M&&R!=T?y.actions.get("selectParent").funct():R==T?(T=z.getOutgoingTreeEdges(I),null!=T&&0<T.length&&z.setSelectionCell(z.model.getTerminal(T[0],!1))):(R=z.getIncomingTreeEdges(I),null!=R&&0<R.length&&(M=p(z.model.getTerminal(R[0],!0),M,I),I=z.view.getState(I),null!=I&&(I=mxUtils.indexOf(M,I),0<=I&&(I+=T==mxConstants.DIRECTION_NORTH|| -T==mxConstants.DIRECTION_WEST?-1:1,0<=I&&I<=M.length-1&&z.setSelectionCell(M[I].cell)))))}var y=this,z=y.editor.graph,A=z.getModel(),B=y.menus.createPopupMenu;y.menus.createPopupMenu=function(I,T,R){B.apply(this,arguments);if(1==z.getSelectionCount()){T=z.getSelectionCell();var M=z.getOutgoingTreeEdges(T);I.addSeparator();0<M.length&&(c(z.getSelectionCell())&&this.addMenuItems(I,["selectChildren"],null,R),this.addMenuItems(I,["selectDescendants"],null,R));c(z.getSelectionCell())?(I.addSeparator(), -0<z.getIncomingTreeEdges(T).length&&this.addMenuItems(I,["selectSiblings","selectParent"],null,R)):0<z.model.getEdgeCount(T)&&this.addMenuItems(I,["selectConnections"],null,R)}};y.actions.addAction("selectChildren",function(){if(z.isEnabled()&&1==z.getSelectionCount()){var I=z.getSelectionCell();I=z.getOutgoingTreeEdges(I);if(null!=I){for(var T=[],R=0;R<I.length;R++)T.push(z.model.getTerminal(I[R],!1));z.setSelectionCells(T)}}},null,null,"Alt+Shift+X");y.actions.addAction("selectSiblings",function(){if(z.isEnabled()&& -1==z.getSelectionCount()){var I=z.getSelectionCell();I=z.getIncomingTreeEdges(I);if(null!=I&&0<I.length&&(I=z.getOutgoingTreeEdges(z.model.getTerminal(I[0],!0)),null!=I)){for(var T=[],R=0;R<I.length;R++)T.push(z.model.getTerminal(I[R],!1));z.setSelectionCells(T)}}},null,null,"Alt+Shift+S");y.actions.addAction("selectParent",function(){if(z.isEnabled()&&1==z.getSelectionCount()){var I=z.getSelectionCell();I=z.getIncomingTreeEdges(I);null!=I&&0<I.length&&z.setSelectionCell(z.model.getTerminal(I[0], -!0))}},null,null,"Alt+Shift+P");y.actions.addAction("selectDescendants",function(I,T){I=z.getSelectionCell();if(z.isEnabled()&&z.model.isVertex(I)){if(null!=T&&mxEvent.isAltDown(T))z.setSelectionCells(z.model.getTreeEdges(I,null==T||!mxEvent.isShiftDown(T),null==T||!mxEvent.isControlDown(T)));else{var R=[];z.traverse(I,!0,function(M,W){var X=null!=W&&z.isTreeEdge(W);X&&R.push(W);null!=W&&!X||null!=T&&mxEvent.isShiftDown(T)||R.push(M);return null==W||X})}z.setSelectionCells(R)}},null,null,"Alt+Shift+D"); -var J=z.removeCells;z.removeCells=function(I,T){T=null!=T?T:!0;null==I&&(I=this.getDeletableCells(this.getSelectionCells()));T&&(I=this.getDeletableCells(this.addAllEdges(I)));for(var R=[],M=0;M<I.length;M++){var W=I[M];A.isEdge(W)&&n(W)&&(R.push(W),W=A.getTerminal(W,!1));if(c(W)){var X=[];z.traverse(W,!0,function(t,C){var L=null!=C&&z.isTreeEdge(C);L&&X.push(C);(null==C||L)&&X.push(t);return null==C||L});0<X.length&&(R=R.concat(X),W=z.getIncomingTreeEdges(I[M]),I=I.concat(W))}else null!=W&&R.push(I[M])}I= -R;return J.apply(this,arguments)};y.hoverIcons.getStateAt=function(I,T,R){return c(I.cell)?null:this.graph.view.getState(this.graph.getCellAt(T,R))};var N=z.duplicateCells;z.duplicateCells=function(I,T){I=null!=I?I:this.getSelectionCells();for(var R=I.slice(0),M=0;M<R.length;M++){var W=z.view.getState(R[M]);if(null!=W&&c(W.cell)){var X=z.getIncomingTreeEdges(W.cell);for(W=0;W<X.length;W++)mxUtils.remove(X[W],I)}}this.model.beginUpdate();try{var t=N.call(this,I,T);if(t.length==I.length)for(M=0;M<I.length;M++)if(c(I[M])){var C= -z.getIncomingTreeEdges(t[M]);X=z.getIncomingTreeEdges(I[M]);if(0==C.length&&0<X.length){var L=this.cloneCell(X[0]);this.addEdge(L,z.getDefaultParent(),this.model.getTerminal(X[0],!0),t[M])}}}finally{this.model.endUpdate()}return t};var K=z.moveCells;z.moveCells=function(I,T,R,M,W,X,t){var C=null;this.model.beginUpdate();try{var L=W,Q=this.getCurrentCellStyle(W);if(null!=I&&c(W)&&"1"==mxUtils.getValue(Q,"treeFolding","0")){for(var O=0;O<I.length;O++)if(c(I[O])||z.model.isEdge(I[O])&&null==z.model.getTerminal(I[O], -!0)){W=z.model.getParent(I[O]);break}if(null!=L&&W!=L&&null!=this.view.getState(I[0])){var S=z.getIncomingTreeEdges(I[0]);if(0<S.length){var U=z.view.getState(z.model.getTerminal(S[0],!0));if(null!=U){var V=z.view.getState(L);null!=V&&(T=(V.getCenterX()-U.getCenterX())/z.view.scale,R=(V.getCenterY()-U.getCenterY())/z.view.scale)}}}}C=K.apply(this,arguments);if(null!=C&&null!=I&&C.length==I.length)for(O=0;O<C.length;O++)if(this.model.isEdge(C[O]))c(L)&&0>mxUtils.indexOf(C,this.model.getTerminal(C[O], -!0))&&this.model.setTerminal(C[O],L,!0);else if(c(I[O])&&(S=z.getIncomingTreeEdges(I[O]),0<S.length))if(!M)c(L)&&0>mxUtils.indexOf(I,this.model.getTerminal(S[0],!0))&&this.model.setTerminal(S[0],L,!0);else if(0==z.getIncomingTreeEdges(C[O]).length){Q=L;if(null==Q||Q==z.model.getParent(I[O]))Q=z.model.getTerminal(S[0],!0);M=this.cloneCell(S[0]);this.addEdge(M,z.getDefaultParent(),Q,C[O])}}finally{this.model.endUpdate()}return C};if(null!=y.sidebar){var u=y.sidebar.dropAndConnect;y.sidebar.dropAndConnect= -function(I,T,R,M){var W=z.model,X=null;W.beginUpdate();try{if(X=u.apply(this,arguments),c(I))for(var t=0;t<X.length;t++)if(W.isEdge(X[t])&&null==W.getTerminal(X[t],!0)){W.setTerminal(X[t],I,!0);var C=z.getCellGeometry(X[t]);C.points=null;null!=C.getTerminalPoint(!0)&&C.setTerminalPoint(null,!0)}}finally{W.endUpdate()}return X}}var x={88:y.actions.get("selectChildren"),84:y.actions.get("selectSubtree"),80:y.actions.get("selectParent"),83:y.actions.get("selectSiblings")},G=y.onKeyDown;y.onKeyDown=function(I){try{if(z.isEnabled()&& -!z.isEditing()&&c(z.getSelectionCell())&&1==z.getSelectionCount()){var T=null;0<z.getIncomingTreeEdges(z.getSelectionCell()).length&&(9==I.which?T=mxEvent.isShiftDown(I)?k(z.getSelectionCell()):l(z.getSelectionCell()):13==I.which&&(T=g(z.getSelectionCell(),!mxEvent.isShiftDown(I))));if(null!=T&&0<T.length)1==T.length&&z.model.isEdge(T[0])?z.setSelectionCell(z.model.getTerminal(T[0],!1)):z.setSelectionCell(T[T.length-1]),null!=y.hoverIcons&&y.hoverIcons.update(z.view.getState(z.getSelectionCell())), -z.startEditingAtCell(z.getSelectionCell()),mxEvent.consume(I);else if(mxEvent.isAltDown(I)&&mxEvent.isShiftDown(I)){var R=x[I.keyCode];null!=R&&(R.funct(I),mxEvent.consume(I))}else 37==I.keyCode?(q(z.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(I)):38==I.keyCode?(q(z.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(I)):39==I.keyCode?(q(z.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(I)):40==I.keyCode&&(q(z.getSelectionCell(),mxConstants.DIRECTION_SOUTH), -mxEvent.consume(I))}}catch(M){y.handleError(M)}mxEvent.isConsumed(I)||G.apply(this,arguments)};var D=z.connectVertex;z.connectVertex=function(I,T,R,M,W,X,t){var C=z.getIncomingTreeEdges(I);if(c(I)){var L=d(I),Q=L==mxConstants.DIRECTION_EAST||L==mxConstants.DIRECTION_WEST,O=T==mxConstants.DIRECTION_EAST||T==mxConstants.DIRECTION_WEST;return L==T||0==C.length?l(I,T):Q==O?k(I):g(I,T!=mxConstants.DIRECTION_NORTH&&T!=mxConstants.DIRECTION_WEST)}return D.apply(this,arguments)};z.getSubtree=function(I){var T= -[I];!m(I)&&!c(I)||v(I)||z.traverse(I,!0,function(R,M){var W=null!=M&&z.isTreeEdge(M);W&&0>mxUtils.indexOf(T,M)&&T.push(M);(null==M||W)&&0>mxUtils.indexOf(T,R)&&T.push(R);return null==M||W});return T};var F=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){F.apply(this,arguments);(m(this.state.cell)||c(this.state.cell))&&!v(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title", -"Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height="24px",this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(I){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(I),mxEvent.getClientY(I),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(I); -this.graph.isMouseDown=!0;y.hoverIcons.reset();mxEvent.consume(I)})))};var H=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){H.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var E=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(I){E.apply(this, -arguments);null!=this.moveHandle&&(this.moveHandle.style.display=I?"":"none")};var P=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(I,T){P.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var f=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var c=f.apply(this,arguments),m=this.graph;return c.concat([this.addEntry("tree container", -function(){var n=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");n.vertex=!0;var v=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');v.vertex=!0;var d=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -d.vertex=!0;var g=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");g.geometry.relative=!0;g.edge=!0;v.insertEdge(g,!0);d.insertEdge(g,!1);n.insert(g);n.insert(v);n.insert(d);return sb.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var n=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;"); -n.vertex=!0;var v=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');v.vertex=!0;var d=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -d.vertex=!0;var g=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");g.geometry.relative=!0;g.edge=!0;v.insertEdge(g,!0);d.insertEdge(g,!1);var k=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -k.vertex=!0;var l=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");l.geometry.relative=!0;l.edge=!0;v.insertEdge(l,!0);k.insertEdge(l,!1);var p=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -p.vertex=!0;var q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");q.geometry.relative=!0;q.edge=!0;v.insertEdge(q,!0);p.insertEdge(q,!1);var y=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -y.vertex=!0;var z=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");z.geometry.relative=!0;z.edge=!0;v.insertEdge(z,!0);y.insertEdge(z,!1);n.insert(g);n.insert(l);n.insert(q);n.insert(z);n.insert(v);n.insert(d);n.insert(k);n.insert(p);n.insert(y);return sb.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var n=new mxCell("Central Idea", -new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;');n.vertex=!0;return sb.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var n=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -n.vertex=!0;var v=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");v.geometry.setTerminalPoint(new mxPoint(-40,40),!0);v.geometry.relative=!0;v.edge=!0;n.insertEdge(v,!1);return sb.createVertexTemplateFromCells([n,v],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var n=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -n.vertex=!0;var v=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");v.geometry.setTerminalPoint(new mxPoint(-40,40),!0);v.geometry.relative=!0;v.edge=!0;n.insertEdge(v,!1);return sb.createVertexTemplateFromCells([n,v],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree orgchart organization division",function(){var n=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -n.vertex=!0;var v=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');m.setAttributeForCell(v,"treeRoot","1");v.vertex=!0;var d=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -d.vertex=!0;var g=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");g.geometry.relative=!0;g.edge=!0;v.insertEdge(g,!0);d.insertEdge(g,!1);var k=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');k.vertex=!0;var l=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -l.geometry.relative=!0;l.edge=!0;v.insertEdge(l,!0);k.insertEdge(l,!1);n.insert(g);n.insert(l);n.insert(v);n.insert(d);n.insert(k);return sb.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree root",function(){var n=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');m.setAttributeForCell(n,"treeRoot", -"1");n.vertex=!0;return sb.createVertexTemplateFromCells([n],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree division",function(){var n=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');n.vertex=!0;var v=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -v.geometry.setTerminalPoint(new mxPoint(0,0),!0);v.geometry.relative=!0;v.edge=!0;n.insertEdge(v,!1);return sb.createVertexTemplateFromCells([n,v],n.geometry.width,n.geometry.height,n.value)}),this.addEntry("tree sub sections",function(){var n=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");n.vertex=!0;var v=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); -v.geometry.setTerminalPoint(new mxPoint(110,-40),!0);v.geometry.relative=!0;v.edge=!0;n.insertEdge(v,!1);var d=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");d.vertex=!0;var g=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");g.geometry.setTerminalPoint(new mxPoint(110,-40),!0);g.geometry.relative= -!0;g.edge=!0;d.insertEdge(g,!1);return sb.createVertexTemplateFromCells([v,g,n,d],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; -EditorUi.initMinimalTheme=function(){function b(x,G){if(EditorUi.windowed){var D=x.editor.graph;D.popupMenuHandler.hideMenu();if(null==x.formatWindow){G="1"==urlParams.sketch?Math.max(10,x.diagramContainer.clientWidth-241):Math.max(10,x.diagramContainer.clientWidth-248);var F="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;D="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,D.container.clientHeight-10);x.formatWindow=new n(x,mxResources.get("format"),G,F,240,D,function(E){var P= -x.createFormat(E);P.init();x.addListener("darkModeChanged",mxUtils.bind(this,function(){P.refresh()}));return P});x.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){x.formatWindow.window.fit()}));x.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else x.formatWindow.window.setVisible(null!=G?G:!x.formatWindow.window.isVisible())}else{if(null==x.formatElt){x.formatElt=m();var H=x.createFormat(x.formatElt);H.init();x.formatElt.style.border="none";x.formatElt.style.width= -"240px";x.formatElt.style.borderLeft="1px solid gray";x.formatElt.style.right="0px";x.addListener("darkModeChanged",mxUtils.bind(this,function(){H.refresh()}))}D=x.diagramContainer.parentNode;null!=x.formatElt.parentNode?(x.formatElt.parentNode.removeChild(x.formatElt),D.style.right="0px"):(D.parentNode.appendChild(x.formatElt),D.style.right=x.formatElt.style.width)}}function e(x,G){function D(P,I){var T=x.menus.get(P);P=E.addMenu(I,mxUtils.bind(this,function(){T.funct.apply(this,arguments)}));P.style.cssText= -"position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;";P.className="geTitle";G.appendChild(P);return P}var F=document.createElement("div");F.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";F.className="geTitle";var H=document.createElement("span");H.style.fontSize="18px";H.style.marginRight="5px"; -H.innerHTML="+";F.appendChild(H);mxUtils.write(F,mxResources.get("moreShapes"));G.appendChild(F);mxEvent.addListener(F,"click",function(){x.actions.get("shapes").funct()});var E=new Menubar(x,G);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?F.style.bottom="0":null!=x.actions.get("newLibrary")?(F=document.createElement("div"),F.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;", -F.className="geTitle",H=document.createElement("span"),H.style.cssText="position:relative;top:6px;",mxUtils.write(H,mxResources.get("newLibrary")),F.appendChild(H),G.appendChild(F),mxEvent.addListener(F,"click",x.actions.get("newLibrary").funct),F=document.createElement("div"),F.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",F.className="geTitle",H=document.createElement("span"), -H.style.cssText="position:relative;top:6px;",mxUtils.write(H,mxResources.get("openLibrary")),F.appendChild(H),G.appendChild(F),mxEvent.addListener(F,"click",x.actions.get("openLibrary").funct)):(F=D("newLibrary",mxResources.get("newLibrary")),F.style.boxSizing="border-box",F.style.paddingRight="6px",F.style.paddingLeft="6px",F.style.height="32px",F.style.left="0",F=D("openLibraryFrom",mxResources.get("openLibraryFrom")),F.style.borderLeft="1px solid lightgray",F.style.boxSizing="border-box",F.style.paddingRight= -"6px",F.style.paddingLeft="6px",F.style.height="32px",F.style.left="50%");G.appendChild(x.sidebar.container);G.style.overflow="hidden"}function f(x,G){if(EditorUi.windowed){var D=x.editor.graph;D.popupMenuHandler.hideMenu();if(null==x.sidebarWindow){G=Math.min(D.container.clientWidth-10,218);var F="1"==urlParams.embedInline?650:Math.min(D.container.clientHeight-40,650);x.sidebarWindow=new n(x,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline?66:10,"1"==urlParams.sketch&& -"1"!=urlParams.embedInline?Math.max(30,(D.container.clientHeight-F)/2):56,G-6,F-6,function(H){e(x,H)});x.sidebarWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){x.sidebarWindow.window.fit()}));x.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);x.sidebarWindow.window.setVisible(!0);isLocalStorage&&x.getLocalData("sidebar",function(H){x.sidebar.showEntries(H,null,!0)});x.restoreLibraries()}else x.sidebarWindow.window.setVisible(null!=G?G:!x.sidebarWindow.window.isVisible())}else null== -x.sidebarElt&&(x.sidebarElt=m(),e(x,x.sidebarElt),x.sidebarElt.style.border="none",x.sidebarElt.style.width="210px",x.sidebarElt.style.borderRight="1px solid gray"),D=x.diagramContainer.parentNode,null!=x.sidebarElt.parentNode?(x.sidebarElt.parentNode.removeChild(x.sidebarElt),D.style.left="0px"):(D.parentNode.appendChild(x.sidebarElt),D.style.left=x.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format||"undefined"===typeof window.Menus)window.uiTheme= -null;else{var c=0;try{c=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(x){}var m=function(){var x=document.createElement("div");x.className="geSidebarContainer";x.style.position="absolute";x.style.width="100%";x.style.height="100%";x.style.border="1px solid whiteSmoke";x.style.overflowX="hidden";x.style.overflowY="auto";return x},n=function(x,G,D,F,H,E,P){var I=m();P(I);this.window=new mxWindow(G,I,D,F,H,E,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1); -this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);x.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(T){null==T&&(T=window.event);return null!=T&&x.isSelectionAllowed(T)}))};Editor.checkmarkImage=Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src; -mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>'); -mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity= -"0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor="#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID; -EditorUi.prototype.setDarkMode=function(x){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetDarkMode(x);null==urlParams.dark&&(mxSettings.settings.darkMode=x,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))}),0)};var v=document.createElement("link");v.setAttribute("rel","stylesheet");v.setAttribute("href",STYLE_PATH+"/dark.css");v.setAttribute("charset","UTF-8");v.setAttribute("type", -"text/css");EditorUi.prototype.doSetDarkMode=function(x){if(Editor.darkMode!=x){var G=this.editor.graph;Editor.darkMode=x;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";G.view.gridColor=Editor.isDarkMode()?G.view.defaultDarkGridColor:G.view.defaultGridColor;G.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";G.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";G.shapeBackgroundColor=Editor.isDarkMode()?Editor.darkColor: -"#ffffff";G.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";G.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";G.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";G.loadStylesheet();null!=this.actions.layersWindow&&(x=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(), -this.actions.layersWindow=null,x&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=G.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor=G.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=G.shapeBackgroundColor;Graph.prototype.shapeForegroundColor= -G.shapeForegroundColor;Graph.prototype.defaultThemeName=G.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor:"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG? -Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;d.innerHTML=Editor.createMinimalCss();Editor.darkMode?null==v.parentNode&&document.getElementsByTagName("head")[0].appendChild(v):null!=v.parentNode&&v.parentNode.removeChild(v)}};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+(Editor.isDarkMode()? -"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": -"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()?"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ -(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ -(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ -(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ -(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};var d=document.createElement("style");d.type="text/css";d.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(d);Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var g=EditorUi.prototype.updateTabContainer; -EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");g.apply(this,arguments)};var k=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){k.apply(this,arguments);this.menus.get("save").setEnabled(null!=this.getCurrentFile()||"1"==urlParams.embed)};var l=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(x, -G){null!=G.shortcut&&900>c&&!mxClient.IS_IOS?x.firstChild.nextSibling.setAttribute("title",G.shortcut):l.apply(this,arguments)};var p=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){p.apply(this,arguments);if(null!=this.userElement){var x=this.userElement;x.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+x.style.display;x.className="geToolbarButton";x.innerText="";x.style.backgroundImage="url("+Editor.userImage+")";x.style.backgroundPosition="center center"; -x.style.backgroundRepeat="no-repeat";x.style.backgroundSize="24px 24px";x.style.height="24px";x.style.width="24px";x.style.cssFloat="right";x.setAttribute("title",mxResources.get("changeUser"));if("none"!=x.style.display){x.style.display="inline-block";var G=this.getCurrentFile();if(null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()){var D=document.createElement("img");D.setAttribute("border","0");D.style.position="absolute";D.style.left="18px";D.style.top="2px";D.style.width="12px";D.style.height= -"12px";var F=G.getRealtimeError();G=G.getRealtimeState();var H=mxResources.get("realtimeCollaboration");1==G?(D.src=Editor.syncImage,H+=" ("+mxResources.get("online")+")"):(D.src=Editor.syncProblemImage,H=null!=F&&null!=F.message?H+(" ("+F.message+")"):H+(" ("+mxResources.get("disconnected")+")"));D.setAttribute("title",H);x.style.paddingRight="4px";x.appendChild(D)}}}};var q=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){q.apply(this,arguments);if(null!=this.shareButton){var x= -this.shareButton;x.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";x.className="geToolbarButton";x.innerText="";x.style.backgroundImage="url("+Editor.shareImage+")";x.style.backgroundPosition="center center";x.style.backgroundRepeat="no-repeat";x.style.backgroundSize="24px 24px";x.style.height="24px";x.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&&(this.buttonContainer.style.marginTop= -"-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var x=document.createElement("div");x.style.display="inline-block";x.style.position="relative";x.style.marginTop="6px";x.style.marginRight="4px";var G=document.createElement("a");G.className="geMenuItem gePrimaryBtn";G.style.marginLeft="8px";G.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var D="1"==urlParams.publishClose? -mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(G,D);G.setAttribute("title",D);mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));x.appendChild(G)}}else mxUtils.write(G,mxResources.get("save")),G.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),x.appendChild(G),"1"==urlParams.saveAndExit&&(G=document.createElement("a"), -mxUtils.write(G,mxResources.get("saveAndExit")),G.setAttribute("title",mxResources.get("saveAndExit")),G.className="geMenuItem",G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),x.appendChild(G));"1"!=urlParams.noExitBtn&&(G=document.createElement("a"),D="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(G,D),G.setAttribute("title",D),G.className="geMenuItem", -G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),x.appendChild(G));this.buttonContainer.appendChild(x);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var y=Sidebar.prototype.getTooltipOffset;Sidebar.prototype.getTooltipOffset=function(x,G){if(null==this.editorUi.sidebarWindow||mxUtils.isAncestorNode(this.editorUi.picker,x)){var D=mxUtils.getOffset(this.editorUi.picker); -D.x+=this.editorUi.picker.offsetWidth+4;D.y+=x.offsetTop-G.height/2+16;return D}var F=y.apply(this,arguments);D=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);F.x+=D.x-16;F.y+=D.y;return F};var z=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(x,G,D){var F=this.editorUi.editor.graph;x.smartSeparators=!0;z.apply(this,arguments);"1"==urlParams.sketch?F.isEnabled()&&(x.addSeparator(),1==F.getSelectionCount()&&this.addMenuItems(x,["-","lockUnlock"],null,D)):1==F.getSelectionCount()? -(F.isCellFoldable(F.getSelectionCell())&&this.addMenuItems(x,F.isCellCollapsed(G)?["expand"]:["collapse"],null,D),this.addMenuItems(x,["collapsible","-","lockUnlock","enterGroup"],null,D),x.addSeparator(),this.addSubmenu("layout",x)):F.isSelectionEmpty()&&F.isEnabled()?(x.addSeparator(),this.addMenuItems(x,["editData"],null,D),x.addSeparator(),this.addSubmenu("layout",x),this.addSubmenu("insert",x),this.addMenuItems(x,["-","exitGroup"],null,D)):F.isEnabled()&&this.addMenuItems(x,["-","lockUnlock"], -null,D)};var A=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(x,G,D){A.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(x,["copyAsImage"],null,D)};EditorUi.prototype.toggleFormatPanel=function(x){null!=this.formatWindow?this.formatWindow.window.setVisible(null!=x?x:!this.formatWindow.window.isVisible()):b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var B=EditorUi.prototype.destroy;EditorUi.prototype.destroy= -function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1),this.actions.outlineWindow.window.destroy(),this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1), -this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow=null);null!=this.menus.findReplaceWindow&&(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow= -null);B.apply(this,arguments)};var J=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(x){J.apply(this,arguments);if(x){var G=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=G&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0);null!=this.formatWindow&&(1E3<=G||"1"==urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1), -null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var N=Menus.prototype.init;Menus.prototype.init=function(){N.apply(this,arguments);var x=this.editorUi,G=x.editor.graph;x.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";x.actions.get("createShape").label=mxResources.get("shape")+"...";x.actions.get("outline").label=mxResources.get("outline")+"...";x.actions.get("layers").label=mxResources.get("layers")+"..."; -x.actions.get("tags").label=mxResources.get("tags")+"...";x.actions.get("comments").label=mxResources.get("comments")+"...";var D=x.actions.put("toggleDarkMode",new Action(mxResources.get("dark"),function(R){x.setDarkMode(!Editor.darkMode)}));D.setToggleAction(!0);D.setSelectedCallback(function(){return Editor.isDarkMode()});D=x.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"),function(R){x.setSketchMode(!Editor.sketchMode)}));D.setToggleAction(!0);D.setSelectedCallback(function(){return Editor.sketchMode}); -D=x.actions.put("togglePagesVisible",new Action(mxResources.get("pages"),function(R){x.setPagesVisible(!Editor.pagesVisible)}));D.setToggleAction(!0);D.setSelectedCallback(function(){return Editor.pagesVisible});x.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){G.popupMenuHandler.hideMenu();x.showImportCsvDialog()}));x.actions.put("importText",new Action(mxResources.get("text")+"...",function(){var R=new ParseDialog(x,"Insert from Text");x.showDialog(R.container,620,420, -!0,!1);R.init()}));x.actions.put("formatSql",new Action(mxResources.get("formatSql")+"...",function(){var R=new ParseDialog(x,"Insert from Text","formatSql");x.showDialog(R.container,620,420,!0,!1);R.init()}));x.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){f(x)},null,null,Editor.ctrlKey+"+Shift+K"));x.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(x)})).shortcut=x.actions.get("formatPanel").shortcut; -EditorUi.enablePlantUml&&!x.isOffline()&&x.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var R=new ParseDialog(x,mxResources.get("plantUml")+"...","plantUml");x.showDialog(R.container,620,420,!0,!1);R.init()}));x.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var R=new ParseDialog(x,mxResources.get("mermaid")+"...","mermaid");x.showDialog(R.container,620,420,!0,!1);R.init()}));var F=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this, -function(R,M){var W=this.editorUi.editor.graph,X=W.getSelectionCell();F.call(this,R,X,null,M);this.addMenuItems(R,["editTooltip"],M);W.model.isVertex(X)&&this.addMenuItems(R,["editGeometry"],M);this.addMenuItems(R,["-","edit"],M)})));this.addPopupMenuCellEditItems=function(R,M,W,X){R.addSeparator();this.addSubmenu("editCell",R,X,mxResources.get("edit"))};this.put("file",new Menu(mxUtils.bind(this,function(R,M){var W=x.getCurrentFile();x.menus.addMenuItems(R,["new"],M);x.menus.addSubmenu("openFrom", -R,M);isLocalStorage&&this.addSubmenu("openRecent",R,M);R.addSeparator(M);null!=W&&W.constructor==DriveFile?x.menus.addMenuItems(R,["save","rename","makeCopy","moveToFolder"],M):(x.menus.addMenuItems(R,["save","saveAs","-","rename"],M),x.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(R,["upload"],M):x.menus.addMenuItems(R,["makeCopy"],M));R.addSeparator(M);null!=W&&(W.isRevisionHistorySupported()&&x.menus.addMenuItems(R,["revisionHistory"],M),W.constructor== -DriveFile&&x.menus.addMenuItems(R,["openFolder"],M),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||W.constructor==LocalFile&&null==W.fileHandle||x.menus.addMenuItems(R,["synchronize"],M));x.menus.addMenuItems(R,["autosave"],M);if(null!=W){R.addSeparator(M);"1"==urlParams.sketch&&x.commentsSupported()&&x.menus.addMenuItems(R,["comments"],M);if(null!=x.fileNode&&"1"!=urlParams.embedInline){var X=null!=W.getTitle()?W.getTitle():x.defaultFilename;(W.constructor==DriveFile&&null!=W.sync&&W.sync.isConnected()|| -!/(\.html)$/i.test(X)&&!/(\.svg)$/i.test(X))&&this.addMenuItems(R,["properties"],M)}W.constructor==DriveFile&&x.menus.addMenuItems(R,["share"],M)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(R,M){var W=x.getCurrentFile();x.menus.addSubmenu("extras",R,M,mxResources.get("preferences"));R.addSeparator(M);if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)x.menus.addMenuItems(R,"new open - synchronize - save saveAs -".split(" "),M);else if("1"==urlParams.embed||x.mode==App.MODE_ATLAS){"1"!= -urlParams.noSaveBtn&&"1"!=urlParams.embedInline&&x.menus.addMenuItems(R,["-","save"],M);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||x.mode==App.MODE_ATLAS)x.menus.addMenuItems(R,["saveAndExit"],M),null!=W&&W.isRevisionHistorySupported()&&x.menus.addMenuItems(R,["revisionHistory"],M);R.addSeparator(M)}else x.mode==App.MODE_ATLAS?x.menus.addMenuItems(R,["save","synchronize","-"],M):"1"!=urlParams.noFileMenu&&("1"!=urlParams.sketch?(x.menus.addMenuItems(R,["new"], -M),x.menus.addSubmenu("openFrom",R,M),isLocalStorage&&this.addSubmenu("openRecent",R,M),R.addSeparator(M),null!=W&&(W.constructor==DriveFile&&x.menus.addMenuItems(R,["share"],M),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||W.constructor==LocalFile||x.menus.addMenuItems(R,["synchronize"],M)),R.addSeparator(M),x.menus.addSubmenu("save",R,M)):x.menus.addSubmenu("file",R,M));x.menus.addSubmenu("exportAs",R,M);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?x.menus.addMenuItems(R,["import"],M):"1"!=urlParams.noFileMenu&& -x.menus.addSubmenu("importFrom",R,M);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!x.commentsSupported()||x.menus.addMenuItems(R,["-","comments"],M);x.menus.addMenuItems(R,"- findReplace layers tags - pageSetup".split(" "),M);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||x.menus.addMenuItems(R,["print"],M);"1"!=urlParams.sketch&&null!=W&&null!=x.fileNode&&"1"!=urlParams.embedInline&&(W=null!=W.getTitle()?W.getTitle():x.defaultFilename,/(\.html)$/i.test(W)|| -/(\.svg)$/i.test(W)||this.addMenuItems(R,["-","properties"]));R.addSeparator(M);x.menus.addSubmenu("help",R,M);"1"==urlParams.embed||x.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||x.mode==App.MODE_ATLAS)&&x.menus.addMenuItems(R,["-","exit"],M):"1"!=urlParams.noFileMenu&&x.menus.addMenuItems(R,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this,function(R,M){var W=x.getCurrentFile();null!=W&&W.constructor==DriveFile?x.menus.addMenuItems(R,["save","makeCopy","-","rename","moveToFolder"], -M):(x.menus.addMenuItems(R,["save","saveAs","-","rename"],M),x.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(R,["upload"],M):x.menus.addMenuItems(R,["makeCopy"],M));x.menus.addMenuItems(R,["-","autosave"],M);null!=W&&W.isRevisionHistorySupported()&&x.menus.addMenuItems(R,["-","revisionHistory"],M)})));var H=this.get("exportAs");this.put("exportAs",new Menu(mxUtils.bind(this,function(R,M){H.funct(R,M);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp|| -x.menus.addMenuItems(R,["publishLink"],M);x.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(R.addSeparator(M),x.menus.addSubmenu("embed",R,M))})));var E=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(R,M){x.menus.addInsertTableCellItem(R,M)})));if("1"==urlParams.sketch){var P=this.get("units");this.put("units",new Menu(mxUtils.bind(this,function(R,M){P.funct(R,M);this.addMenuItems(R,["-","pageScale","-","ruler"],M)})))}this.put("extras",new Menu(mxUtils.bind(this,function(R, -M){null!=E&&x.menus.addSubmenu("language",R,M);"1"!=urlParams.embed&&"1"!=urlParams.extAuth&&x.mode!=App.MODE_ATLAS&&x.menus.addSubmenu("theme",R,M);x.menus.addSubmenu("units",R,M);R.addSeparator(M);"1"!=urlParams.sketch&&x.menus.addMenuItems(R,"pageScale ruler scrollbars - tooltips copyConnect collapseExpand".split(" "),M);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&&"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&x.mode!=App.MODE_ATLAS&&x.menus.addMenuItems(R,["-","showStartScreen", -"search","scratchpad"],M);R.addSeparator(M);"1"==urlParams.sketch?x.menus.addMenuItems(R,"configuration - copyConnect collapseExpand tooltips -".split(" "),M):(x.mode!=App.MODE_ATLAS&&x.menus.addMenuItem(R,"configuration",M),!x.isOfflineApp()&&isLocalStorage&&x.mode!=App.MODE_ATLAS&&x.menus.addMenuItem(R,"plugins",M));EditorUi.isElectronApp&&x.menus.addMenuItems(R,["-","spellCheck","autoBkp","drafts","-"],M);var W=x.getCurrentFile();null!=W&&W.isRealtimeEnabled()&&W.isRealtimeSupported()&&this.addMenuItems(R, -["-","showRemoteCursors","shareCursor","-"],M);R.addSeparator(M);("1"!=urlParams.embedInline&&Editor.isDarkMode()||!mxClient.IS_IE&&!mxClient.IS_IE11)&&this.addMenuItems(R,["toggleDarkMode"],M);R.addSeparator(M)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(R,M){x.menus.addMenuItems(R,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "),M)})));mxUtils.bind(this,function(){var R=this.get("insert"),M=R.funct;R.funct=function(W,X){"1"==urlParams.sketch? -(x.insertTemplateEnabled&&!x.isOffline()&&x.menus.addMenuItems(W,["insertTemplate"],X),x.menus.addMenuItems(W,["insertImage","insertLink","-"],X),x.menus.addSubmenu("insertAdvanced",W,X,mxResources.get("advanced")),x.menus.addSubmenu("layout",W,X)):(M.apply(this,arguments),x.menus.addSubmenu("table",W,X))}})();var I="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "),T=function(R,M,W,X){R.addItem(W,null,mxUtils.bind(this,function(){var t=new CreateGraphDialog(x, -W,X);x.showDialog(t.container,620,420,!0,!1);t.init()}),M)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(R,M){for(var W=0;W<I.length;W++)"-"==I[W]?R.addSeparator(M):T(R,M,mxResources.get(I[W])+"...",I[W])})))};EditorUi.prototype.installFormatToolbar=function(x){var G=this.editor.graph,D=document.createElement("div");D.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;"; -G.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(F,H){0<G.getSelectionCount()?(x.appendChild(D),D.innerHTML="Selected: "+G.getSelectionCount()):null!=D.parentNode&&D.parentNode.removeChild(D)}))};var K=!1;EditorUi.prototype.initFormatWindow=function(){if(!K&&null!=this.formatWindow){K=!0;this.formatWindow.window.setClosable(!1);var x=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){x.apply(this,arguments);this.minimized?(this.div.style.width= -"90px",this.table.style.width="90px",this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(G){mxEvent.getSource(G)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var u=EditorUi.prototype.init;EditorUi.prototype.init=function(){function x(fa, -aa,ia){var ha=E.menus.get(fa),ma=R.addMenu(mxResources.get(fa),mxUtils.bind(this,function(){ha.funct.apply(this,arguments)}),T);ma.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";ma.style.display="inline-block";ma.style.boxSizing="border-box";ma.style.top="6px";ma.style.marginRight="6px";ma.style.height="30px";ma.style.paddingTop="6px";ma.style.paddingBottom="6px";ma.style.cursor="pointer";ma.setAttribute("title",mxResources.get(fa));E.menus.menuCreated(ha,ma,"geMenuItem");null!=ia? -(ma.style.backgroundImage="url("+ia+")",ma.style.backgroundPosition="center center",ma.style.backgroundRepeat="no-repeat",ma.style.backgroundSize="24px 24px",ma.style.width="34px",ma.innerText=""):aa||(ma.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",ma.style.backgroundPosition="right 6px center",ma.style.backgroundRepeat="no-repeat",ma.style.paddingRight="22px");return ma}function G(fa,aa,ia,ha,ma,ua){var ra=document.createElement("a");ra.className="1"==urlParams.sketch?"geToolbarButton": -"geMenuItem";ra.style.display="inline-block";ra.style.boxSizing="border-box";ra.style.height="30px";ra.style.padding="6px";ra.style.position="relative";ra.style.verticalAlign="top";ra.style.top="0px";"1"==urlParams.sketch&&(ra.style.borderStyle="none",ra.style.boxShadow="none",ra.style.padding="6px",ra.style.margin="0px");null!=E.statusContainer?I.insertBefore(ra,E.statusContainer):I.appendChild(ra);null!=ua?(ra.style.backgroundImage="url("+ua+")",ra.style.backgroundPosition="center center",ra.style.backgroundRepeat= -"no-repeat",ra.style.backgroundSize="24px 24px",ra.style.width="34px"):mxUtils.write(ra,fa);mxEvent.addListener(ra,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(za){za.preventDefault()}));mxEvent.addListener(ra,"click",function(za){"disabled"!=ra.getAttribute("disabled")&&aa(za);mxEvent.consume(za)});null==ia&&(ra.style.marginRight="4px");null!=ha&&ra.setAttribute("title",ha);null!=ma&&(fa=function(){ma.isEnabled()?(ra.removeAttribute("disabled"),ra.style.cursor="pointer"): -(ra.setAttribute("disabled","disabled"),ra.style.cursor="default")},ma.addListener("stateChanged",fa),P.addListener("enabledChanged",fa),fa());return ra}function D(fa,aa,ia){ia=document.createElement("div");ia.className="geMenuItem";ia.style.display="inline-block";ia.style.verticalAlign="top";ia.style.marginRight="6px";ia.style.padding="0 4px 0 4px";ia.style.height="30px";ia.style.position="relative";ia.style.top="0px";"1"==urlParams.sketch&&(ia.style.boxShadow="none");for(var ha=0;ha<fa.length;ha++)null!= -fa[ha]&&("1"==urlParams.sketch&&(fa[ha].style.padding="10px 8px",fa[ha].style.width="30px"),fa[ha].style.margin="0px",fa[ha].style.boxShadow="none",ia.appendChild(fa[ha]));null!=aa&&mxUtils.setOpacity(ia,aa);null!=E.statusContainer&&"1"!=urlParams.sketch?I.insertBefore(ia,E.statusContainer):I.appendChild(ia);return ia}function F(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(S.style.left=58>O.offsetTop-O.offsetHeight/2?"70px":"10px");else{for(var fa=I.firstChild;null!=fa;){var aa=fa.nextSibling; -"geMenuItem"!=fa.className&&"geItem"!=fa.className||fa.parentNode.removeChild(fa);fa=aa}T=I.firstChild;c=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;fa=1E3>c||"1"==urlParams.sketch;var ia=null;fa||(ia=x("diagram"));aa=fa?x("diagram",null,Editor.menuImage):null;null!=aa&&(ia=aa);D([ia,G(mxResources.get("shapes"),E.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),E.actions.get("image"),fa?Editor.shapesImage:null),G(mxResources.get("format"),E.actions.get("toggleFormat").funct, -null,mxResources.get("format")+" ("+E.actions.get("formatPanel").shortcut+")",E.actions.get("image"),fa?Editor.formatImage:null)],fa?60:null);aa=x("insert",!0,fa?L:null);D([aa,G(mxResources.get("delete"),E.actions.get("delete").funct,null,mxResources.get("delete"),E.actions.get("delete"),fa?Editor.trashImage:null)],fa?60:null);411<=c&&(D([Ha,Ja],60),520<=c&&D([va,640<=c?G("",Da.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +)",Da,Editor.zoomInImage):null,640<=c?G("",Aa.funct,!0,mxResources.get("zoomOut")+ -" ("+Editor.ctrlKey+" -)",Aa,Editor.zoomOutImage):null],60))}null!=ia&&(mxEvent.disableContextMenu(ia),mxEvent.addGestureListeners(ia,mxUtils.bind(this,function(ha){(mxEvent.isShiftDown(ha)||mxEvent.isAltDown(ha)||mxEvent.isMetaDown(ha)||mxEvent.isControlDown(ha)||mxEvent.isPopupTrigger(ha))&&E.appIconClicked(ha)}),null,null));aa=E.menus.get("language");null!=aa&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&600<=c&&"1"!=urlParams.sketch?(null==la&&(aa=R.addMenu("",aa.funct),aa.setAttribute("title", -mxResources.get("language")),aa.className="geToolbarButton",aa.style.backgroundImage="url("+Editor.globeImage+")",aa.style.backgroundPosition="center center",aa.style.backgroundRepeat="no-repeat",aa.style.backgroundSize="24px 24px",aa.style.position="absolute",aa.style.height="24px",aa.style.width="24px",aa.style.zIndex="1",aa.style.right="8px",aa.style.cursor="pointer",aa.style.top="1"==urlParams.embed?"12px":"11px",I.appendChild(aa),la=aa),E.buttonContainer.style.paddingRight="34px"):(E.buttonContainer.style.paddingRight= -"4px",null!=la&&(la.parentNode.removeChild(la),la=null))}u.apply(this,arguments);"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches);var H=document.createElement("div");H.style.cssText="position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";H.style.bottom="1"!=urlParams.embed|| -"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(H);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&&1E3<=c||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])f(this,!0),null!= -this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var E=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==E.embedViewport)mxUtils.fit(this.div);else{var fa=parseInt(this.div.offsetLeft),aa=parseInt(this.div.offsetWidth),ia=E.embedViewport.x+E.embedViewport.width,ha=parseInt(this.div.offsetTop),ma=parseInt(this.div.offsetHeight),ua=E.embedViewport.y+E.embedViewport.height; -this.div.style.left=Math.max(E.embedViewport.x,Math.min(fa,ia-aa))+"px";this.div.style.top=Math.max(E.embedViewport.y,Math.min(ha,ua-ma))+"px";this.div.style.height=Math.min(E.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(E.embedViewport.width,parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&&("1"==urlParams.sketch||1E3<=c)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(), 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fa=E.getCurrentFile();if(null!= -fa&&null!=fa.getTitle()){var aa=fa.getMode();"google"==aa?aa="googleDrive":"github"==aa?aa="gitHub":"gitlab"==aa?aa="gitLab":"onedrive"==aa&&(aa="oneDrive");aa=mxResources.get(aa);I.setAttribute("title",fa.getTitle()+(null!=aa?" ("+aa+")":""))}else I.removeAttribute("title")};E.setStatusText(E.editor.getStatus());I.appendChild(E.statusContainer);E.buttonContainer=document.createElement("div");E.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;"; -I.appendChild(E.buttonContainer);E.menubarContainer=E.buttonContainer;E.tabContainer=document.createElement("div");E.tabContainer.className="geTabContainer";E.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;";H=E.diagramContainer.parentNode;var X=document.createElement("div");X.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";E.diagramContainer.style.top="1"==urlParams.sketch? -"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){X.style.top="20px";E.titlebar=document.createElement("div");E.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var t=document.createElement("div");t.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;";E.titlebar.appendChild(t);H.appendChild(E.titlebar)}t= -E.menus.get("viewZoom");var C=t.funct;t.funct=function(fa,aa){C.apply(this,arguments);E.menus.addMenuItems(fa,["-","outline","-","fullscreen","toggleDarkMode"],aa)};var L="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,Q="1"==urlParams.sketch?document.createElement("div"):null,O="1"==urlParams.sketch?document.createElement("div"):null,S="1"==urlParams.sketch?document.createElement("div"):null,U=mxUtils.bind(this,function(){null!=this.sidebar&&this.sidebar.refresh();P.refresh();P.view.validateBackground()}); -E.addListener("darkModeChanged",U);E.addListener("sketchModeChanged",U);var V=mxUtils.bind(this,function(){if(Editor.inlineFullscreen)S.style.left="10px",S.style.top="10px",O.style.left="10px",O.style.top="60px",Q.style.top="10px",Q.style.right="12px",Q.style.left="",E.diagramContainer.setAttribute("data-bounds",E.diagramContainer.style.top+" "+E.diagramContainer.style.left+" "+E.diagramContainer.style.width+" "+E.diagramContainer.style.height),E.diagramContainer.style.top="0px",E.diagramContainer.style.left= 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fa=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(fa.x+fa.width+4,fa.y)});E.addListener("editInlineStart",U);"1"==urlParams.embedInline&& -E.addListener("darkModeChanged",U);E.addListener("editInlineStop",mxUtils.bind(this,function(fa){E.diagramContainer.style.width="10px";E.diagramContainer.style.height="10px";E.diagramContainer.style.border="";E.bottomResizer.style.visibility="hidden";E.rightResizer.style.visibility="hidden";S.style.visibility="hidden";Q.style.visibility="hidden";O.style.display="none"}));if(null!=E.hoverIcons){var Y=E.hoverIcons.update;E.hoverIcons.update=function(){P.freehand.isDrawing()||Y.apply(this,arguments)}}if(null!= -P.freehand){var ba=P.freehand.createStyle;P.freehand.createStyle=function(fa){return ba.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){O.className="geToolbarContainer";Q.className="geToolbarContainer";S.className="geToolbarContainer";I.className="geToolbarContainer";E.picker=O;var Z=!1;"1"!=urlParams.embed&&"atlassian"!=E.getServiceName()&&(mxEvent.addListener(I,"mouseenter",function(){E.statusContainer.style.display="inline-block"}),mxEvent.addListener(I,"mouseleave",function(){Z|| -(E.statusContainer.style.display="none")}));var da=mxUtils.bind(this,function(fa){null!=E.notificationBtn&&(null!=fa?E.notificationBtn.setAttribute("title",fa):E.notificationBtn.removeAttribute("title"))});I.style.visibility=20>I.clientWidth?"hidden":"";E.editor.addListener("statusChanged",mxUtils.bind(this,function(){E.setStatusText(E.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=E.getServiceName())if(E.statusContainer.style.display="inline-block",Z=!0,1==E.statusContainer.children.length&& -""==E.editor.getStatus())I.style.visibility="hidden";else{if(0==E.statusContainer.children.length||1==E.statusContainer.children.length&&"function"===typeof E.statusContainer.firstChild.getAttribute&&null==E.statusContainer.firstChild.getAttribute("class")){var fa=null!=E.statusContainer.firstChild&&"function"===typeof E.statusContainer.firstChild.getAttribute?E.statusContainer.firstChild.getAttribute("title"):E.editor.getStatus();da(fa);var aa=E.getCurrentFile();aa=null!=aa?aa.savingStatusKey:DrawioFile.prototype.savingStatusKey; -fa==mxResources.get(aa)+"..."?(E.statusContainer.innerHTML='<img title="'+mxUtils.htmlEntities(mxResources.get(aa))+'..."src="'+Editor.tailSpin+'">',E.statusContainer.style.display="inline-block",Z=!0):6<E.buttonContainer.clientWidth&&(E.statusContainer.style.display="none",Z=!1)}else E.statusContainer.style.display="inline-block",da(null),Z=!0;I.style.visibility=20>I.clientWidth&&!Z?"hidden":""}}));ka=x("diagram",null,Editor.menuImage);ka.style.boxShadow="none";ka.style.padding="6px";ka.style.margin= 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ea=document.createElement("a");ea.style.padding="0px";ea.style.boxShadow="none";ea.className="geMenuItem";ea.style.display="inline-block";ea.style.width="40px";ea.style.height="12px";ea.style.marginBottom="-2px";ea.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")";ea.style.backgroundPosition= -"top center";ea.style.backgroundRepeat="no-repeat";ea.setAttribute("title","Minimize");var ja=!1,ca=mxUtils.bind(this,function(){O.innerText="";if(!ja){var fa=function(ha,ma,ua){ha=G("",ha.funct,null,ma,ha,ua);ha.style.width="40px";ha.style.opacity="0.7";return aa(ha,null,"pointer")},aa=function(ha,ma,ua){null!=ma&&ha.setAttribute("title",ma);ha.style.cursor=null!=ua?ua:"default";ha.style.margin="2px 0px";O.appendChild(ha);mxUtils.br(O);return ha};aa(E.sidebar.createVertexTemplate("text;strokeColor=none;fillColor=none;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;", -60,30,"Text",mxResources.get("text"),!0,!1,null,!0,!0),mxResources.get("text")+" 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ka=R.addMenu("100%",t.funct);ka.setAttribute("title",mxResources.get("zoom"));ka.innerHTML="100%";ka.style.display="inline-block";ka.style.color="inherit";ka.style.cursor="pointer";ka.style.textAlign="center";ka.style.whiteSpace="nowrap";ka.style.paddingRight="10px";ka.style.textDecoration="none";ka.style.verticalAlign="top"; -ka.style.padding="6px 0";ka.style.fontSize="14px";ka.style.width="40px";ka.style.opacity="0.4";Q.appendChild(ka);t=G("",Da.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +/Alt+Mousewheel)",Da,Editor.zoomInImage);Q.appendChild(t);"1"==urlParams.embedInline&&(t=E.actions.get("exit"),Q.appendChild(G("",t.funct,null,mxResources.get("exit"),t,Editor.closeImage)));E.tabContainer.style.visibility="hidden";I.style.cssText="position:absolute;right:14px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px 0px 6px 6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;"; -S.style.cssText="position:absolute;left:10px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;";Q.style.cssText="position:absolute;right:14px;bottom:14px;height:28px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px;white-space:nowrap;user-select:none;";X.appendChild(S);X.appendChild(Q);O.style.cssText="position:absolute;left:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px 6px 4px 6px;white-space:nowrap;transform:translate(0, -50%);top:50%;user-select:none;"; -mxClient.IS_POINTER&&(O.style.touchAction="none");X.appendChild(O);window.setTimeout(function(){mxUtils.setPrefixedStyle(O.style,"transition","transform .3s ease-out")},0);"1"==urlParams["format-toolbar"]&&this.installFormatToolbar(X)}else{var va=G("",Ca,!0,mxResources.get("fit")+" 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center";ka.style.backgroundRepeat="no-repeat";X.appendChild(ka)}(function(fa){mxEvent.addListener(fa,"click",Ca);var aa=mxUtils.bind(this,function(){fa.innerText="";mxUtils.write(fa,Math.round(100*E.editor.graph.view.scale)+"%")});E.editor.graph.view.addListener(mxEvent.EVENT_SCALE,aa);E.editor.addListener("resetGraphView",aa);E.editor.addListener("pageSelected", -aa)})(ka);var La=E.setGraphEnabled;E.setGraphEnabled=function(){La.apply(this,arguments);null!=this.tabContainer&&(ka.style.visibility=this.tabContainer.style.visibility,this.diagramContainer.style.bottom="hidden"!=this.tabContainer.style.visibility&&null==Q?this.tabContainerHeight+"px":"0px")}}X.appendChild(I);X.appendChild(E.diagramContainer);H.appendChild(X);E.updateTabContainer();!EditorUi.windowed&&("1"==urlParams.sketch||1E3<=c)&&"1"!=urlParams.embedInline&&b(this,!0);null==Q&&X.appendChild(E.tabContainer); -var la=null;F();mxEvent.addListener(window,"resize",function(){F();null!=E.sidebarWindow&&E.sidebarWindow.window.fit();null!=E.formatWindow&&E.formatWindow.window.fit();null!=E.actions.outlineWindow&&E.actions.outlineWindow.window.fit();null!=E.actions.layersWindow&&E.actions.layersWindow.window.fit();null!=E.menus.tagsWindow&&E.menus.tagsWindow.window.fit();null!=E.menus.findWindow&&E.menus.findWindow.window.fit();null!=E.menus.findReplaceWindow&&E.menus.findReplaceWindow.window.fit()});if("1"== -urlParams.embedInline){document.body.style.cursor="text";O.style.transform="";mxEvent.addGestureListeners(E.diagramContainer.parentNode,function(fa){mxEvent.getSource(fa)==E.diagramContainer.parentNode&&(E.embedExitPoint=new mxPoint(mxEvent.getClientX(fa),mxEvent.getClientY(fa)),E.sendEmbeddedSvgExport())});H=document.createElement("div");H.style.position="absolute";H.style.width="10px";H.style.height="10px";H.style.borderRadius="5px";H.style.border="1px solid gray";H.style.background="#ffffff";H.style.cursor= -"row-resize";E.diagramContainer.parentNode.appendChild(H);E.bottomResizer=H;var xa=null,ta=null,wa=null,qa=null;mxEvent.addGestureListeners(H,function(fa){qa=parseInt(E.diagramContainer.style.height);ta=mxEvent.getClientY(fa);P.popupMenuHandler.hideMenu();mxEvent.consume(fa)});H=H.cloneNode(!1);H.style.cursor="col-resize";E.diagramContainer.parentNode.appendChild(H);E.rightResizer=H;mxEvent.addGestureListeners(H,function(fa){wa=parseInt(E.diagramContainer.style.width);xa=mxEvent.getClientX(fa);P.popupMenuHandler.hideMenu(); -mxEvent.consume(fa)});mxEvent.addGestureListeners(document.body,null,function(fa){var aa=!1;null!=xa&&(E.diagramContainer.style.width=Math.max(20,wa+mxEvent.getClientX(fa)-xa)+"px",aa=!0);null!=ta&&(E.diagramContainer.style.height=Math.max(20,qa+mxEvent.getClientY(fa)-ta)+"px",aa=!0);aa&&((window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:E.diagramContainer.getBoundingClientRect()}),"*"),V(),E.refresh())},function(fa){null==xa&&null== -ta||mxEvent.consume(fa);ta=xa=null});this.diagramContainer.style.borderRadius="4px";document.body.style.backgroundColor="transparent";E.bottomResizer.style.visibility="hidden";E.rightResizer.style.visibility="hidden";S.style.visibility="hidden";Q.style.visibility="hidden";O.style.display="none"}"1"==urlParams.prefetchFonts&&E.editor.loadFonts()}}}; -(function(){var b=!1;"min"!=uiTheme||b||mxClient.IS_CHROMEAPP||(EditorUi.initMinimalTheme(),b=!0);var e=EditorUi.initTheme;EditorUi.initTheme=function(){e.apply(this,arguments);"min"!=uiTheme||b||(this.initMinimalTheme(),b=!0)}})();(function(){var b=mxGuide.prototype.move;mxGuide.prototype.move=function(c,m,n,v){var d=m.y,g=m.x,k=!1,l=!1;if(null!=this.states&&null!=c&&null!=m){var p=this,q=new mxCellState,y=this.graph.getView().scale,z=Math.max(2,this.getGuideTolerance()/2);q.x=c.x+g;q.y=c.y+d;q.width=c.width;q.height=c.height;for(var A=[],B=[],J=0;J<this.states.length;J++){var N=this.states[J];N instanceof mxCellState&&(v||!this.graph.isCellSelected(N.cell))&&((q.x>=N.x&&q.x<=N.x+N.width||N.x>=q.x&&N.x<=q.x+q.width)&&(q.y> -N.y+N.height+4||q.y+q.height+4<N.y)?A.push(N):(q.y>=N.y&&q.y<=N.y+N.height||N.y>=q.y&&N.y<=q.y+q.height)&&(q.x>N.x+N.width+4||q.x+q.width+4<N.x)&&B.push(N))}var K=0,u=0,x=N=0,G=0,D=0,F=0,H=0,E=5*y;if(1<A.length){A.push(q);A.sort(function(R,M){return R.y-M.y});var P=!1;J=q==A[0];y=q==A[A.length-1];if(!J&&!y)for(J=1;J<A.length-1;J++)if(q==A[J]){y=A[J-1];J=A[J+1];N=u=x=(J.y-y.y-y.height-q.height)/2;break}for(J=0;J<A.length-1;J++){y=A[J];var I=A[J+1],T=q==y||q==I;I=I.y-y.y-y.height;P|=q==y;if(0==u&&0== -K)u=I,K=1;else if(Math.abs(u-I)<=(T||1==J&&P?z:0))K+=1;else if(1<K&&P){A=A.slice(0,J+1);break}else if(3<=A.length-J&&!P)K=0,N=u=0!=x?x:0,A.splice(0,0==J?1:J),J=-1;else break;0!=N||T||(u=N=I)}3==A.length&&A[1]==q&&(N=0)}if(1<B.length){B.push(q);B.sort(function(R,M){return R.x-M.x});P=!1;J=q==B[0];y=q==B[B.length-1];if(!J&&!y)for(J=1;J<B.length-1;J++)if(q==B[J]){y=B[J-1];J=B[J+1];F=D=H=(J.x-y.x-y.width-q.width)/2;break}for(J=0;J<B.length-1;J++){y=B[J];I=B[J+1];T=q==y||q==I;I=I.x-y.x-y.width;P|=q==y; -if(0==D&&0==G)D=I,G=1;else if(Math.abs(D-I)<=(T||1==J&&P?z:0))G+=1;else if(1<G&&P){B=B.slice(0,J+1);break}else if(3<=B.length-J&&!P)G=0,F=D=0!=H?H:0,B.splice(0,0==J?1:J),J=-1;else break;0!=F||T||(D=F=I)}3==B.length&&B[1]==q&&(F=0)}z=function(R,M,W,X){var t=[];if(X){X=E;var C=0}else X=0,C=E;t.push(new mxPoint(R.x-X,R.y-C));t.push(new mxPoint(R.x+X,R.y+C));t.push(R);t.push(M);t.push(new mxPoint(M.x-X,M.y-C));t.push(new mxPoint(M.x+X,M.y+C));if(null!=W)return W.points=t,W;R=new mxPolyline(t,mxConstants.GUIDE_COLOR, -mxConstants.GUIDE_STROKEWIDTH);R.dialect=mxConstants.DIALECT_SVG;R.pointerEvents=!1;R.init(p.graph.getView().getOverlayPane());return R};D=function(R,M){if(R&&null!=p.guidesArrHor)for(R=0;R<p.guidesArrHor.length;R++)p.guidesArrHor[R].node.style.visibility="hidden";if(M&&null!=p.guidesArrVer)for(R=0;R<p.guidesArrVer.length;R++)p.guidesArrVer[R].node.style.visibility="hidden"};if(1<G&&G==B.length-1){G=[];H=p.guidesArrHor;k=[];g=0;J=B[0]==q?1:0;P=B[J].y+B[J].height;if(0<F)for(J=0;J<B.length-1;J++)y= -B[J],I=B[J+1],q==y?(g=I.x-y.width-F,k.push(new mxPoint(g+y.width+E,P)),k.push(new mxPoint(I.x-E,P))):q==I?(k.push(new mxPoint(y.x+y.width+E,P)),g=y.x+y.width+F,k.push(new mxPoint(g-E,P))):(k.push(new mxPoint(y.x+y.width+E,P)),k.push(new mxPoint(I.x-E,P)));else y=B[0],J=B[2],g=y.x+y.width+(J.x-y.x-y.width-q.width)/2,k.push(new mxPoint(y.x+y.width+E,P)),k.push(new mxPoint(g-E,P)),k.push(new mxPoint(g+q.width+E,P)),k.push(new mxPoint(J.x-E,P));for(J=0;J<k.length;J+=2)B=k[J],F=k[J+1],B=z(B,F,null!=H? -H[J/2]:null),B.node.style.visibility="visible",B.redraw(),G.push(B);for(J=k.length/2;null!=H&&J<H.length;J++)H[J].destroy();p.guidesArrHor=G;g-=c.x;k=!0}else D(!0);if(1<K&&K==A.length-1){G=[];H=p.guidesArrVer;l=[];d=0;J=A[0]==q?1:0;K=A[J].x+A[J].width;if(0<N)for(J=0;J<A.length-1;J++)y=A[J],I=A[J+1],q==y?(d=I.y-y.height-N,l.push(new mxPoint(K,d+y.height+E)),l.push(new mxPoint(K,I.y-E))):q==I?(l.push(new mxPoint(K,y.y+y.height+E)),d=y.y+y.height+N,l.push(new mxPoint(K,d-E))):(l.push(new mxPoint(K,y.y+ -y.height+E)),l.push(new mxPoint(K,I.y-E)));else y=A[0],J=A[2],d=y.y+y.height+(J.y-y.y-y.height-q.height)/2,l.push(new mxPoint(K,y.y+y.height+E)),l.push(new mxPoint(K,d-E)),l.push(new mxPoint(K,d+q.height+E)),l.push(new mxPoint(K,J.y-E));for(J=0;J<l.length;J+=2)B=l[J],F=l[J+1],B=z(B,F,null!=H?H[J/2]:null,!0),B.node.style.visibility="visible",B.redraw(),G.push(B);for(J=l.length/2;null!=H&&J<H.length;J++)H[J].destroy();p.guidesArrVer=G;d-=c.y;l=!0}else D(!1,!0)}if(k||l)return q=new mxPoint(g,d),A=b.call(this, -c,q,n,v),k&&!l?q.y=A.y:l&&!k&&(q.x=A.x),A.y!=q.y&&null!=this.guideY&&null!=this.guideY.node&&(this.guideY.node.style.visibility="hidden"),A.x!=q.x&&null!=this.guideX&&null!=this.guideX.node&&(this.guideX.node.style.visibility="hidden"),q;D(!0,!0);return b.apply(this,arguments)};var e=mxGuide.prototype.setVisible;mxGuide.prototype.setVisible=function(c){e.call(this,c);var m=this.guidesArrVer,n=this.guidesArrHor;if(null!=m)for(var v=0;v<m.length;v++)m[v].node.style.visibility=c?"visible":"hidden";if(null!= -n)for(v=0;v<n.length;v++)n[v].node.style.visibility=c?"visible":"hidden"};var f=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){f.call(this);var c=this.guidesArrVer,m=this.guidesArrHor;if(null!=c){for(var n=0;n<c.length;n++)c[n].destroy();this.guidesArrVer=null}if(null!=m){for(n=0;n<m.length;n++)m[n].destroy();this.guidesArrHor=null}}})();function mxRuler(b,e,f,c){function m(){var K=b.diagramContainer;p.style.top=K.offsetTop-g+"px";p.style.left=K.offsetLeft-g+"px";p.style.width=(f?0:K.offsetWidth)+g+"px";p.style.height=(f?K.offsetHeight:0)+g+"px"}function n(K,u,x){if(null!=v)return K;var G;return function(){var D=this,F=arguments,H=x&&!G;clearTimeout(G);G=setTimeout(function(){G=null;x||K.apply(D,F)},u);H&&K.apply(D,F)}}var v=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||window.msRequestAnimationFrame, -d=window.cancelAnimationFrame||window.mozCancelAnimationFrame,g=this.RULER_THICKNESS,k=this;this.unit=e;var l=Editor.isDarkMode()?{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"},p=document.createElement("div");p.style.position="absolute";this.updateStyle=mxUtils.bind(this,function(){l=Editor.isDarkMode()? -{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"};p.style.background=l.bkgClr;p.style[f?"borderRight":"borderBottom"]="0.5px solid "+l.strokeClr;p.style.borderLeft="0.5px solid "+l.strokeClr});this.updateStyle();document.body.appendChild(p);mxEvent.disableContextMenu(p);this.editorUiRefresh=b.refresh;b.refresh= -function(K){k.editorUiRefresh.apply(b,arguments);m()};m();var q=document.createElement("canvas");q.width=p.offsetWidth;q.height=p.offsetHeight;p.style.overflow="hidden";q.style.position="relative";p.appendChild(q);var y=q.getContext("2d");this.ui=b;var z=b.editor.graph;this.graph=z;this.container=p;this.canvas=q;var A=function(K,u,x,G,D){K=Math.round(K);u=Math.round(u);x=Math.round(x);G=Math.round(G);y.beginPath();y.moveTo(K+.5,u+.5);y.lineTo(x+.5,G+.5);y.stroke();D&&(f?(y.save(),y.translate(K,u), -y.rotate(-Math.PI/2),y.fillText(D,0,0),y.restore()):y.fillText(D,K,u))},B=function(){y.clearRect(0,0,q.width,q.height);y.beginPath();y.lineWidth=.7;y.strokeStyle=l.strokeClr;y.setLineDash([]);y.font="9px Arial";y.textAlign="center";var K=z.view.scale,u=z.view.getBackgroundPageBounds(),x=z.view.translate,G=z.pageVisible;x=G?g+(f?u.y-z.container.scrollTop:u.x-z.container.scrollLeft):g+(f?x.y*K-z.container.scrollTop:x.x*K-z.container.scrollLeft);var D=0;G&&(D=z.getPageLayout(),D=f?D.y*z.pageFormat.height: -D.x*z.pageFormat.width);var F;switch(k.unit){case mxConstants.POINTS:var H=F=10;var E=[3,5,5,5,5,10,5,5,5,5];break;case mxConstants.MILLIMETERS:F=10;H=mxConstants.PIXELS_PER_MM;E=[5,3,3,3,3,6,3,3,3,3];break;case mxConstants.METERS:F=20;H=mxConstants.PIXELS_PER_MM;E=[5,3,3,3,3,6,3,3,3,3,10,3,3,3,3,6,3,3,3,3];break;case mxConstants.INCHES:F=.5>=K||4<=K?8:16,H=mxConstants.PIXELS_PER_INCH/F,E=[5,3,5,3,7,3,5,3,7,3,5,3,7,3,5,3]}var P=H;2<=K?P=H/(2*Math.floor(K/2)):.5>=K&&(P=H*Math.floor(1/K/2)*(k.unit== -mxConstants.MILLIMETERS?2:1));H=null;u=G?Math.min(x+(f?u.height:u.width),f?q.height:q.width):f?q.height:q.width;if(G)if(y.fillStyle=l.outBkgClr,f){var I=x-g;0<I&&y.fillRect(0,g,g,I);u<q.height&&y.fillRect(0,u,g,q.height)}else I=x-g,0<I&&y.fillRect(g,0,I,g),u<q.width&&y.fillRect(u,0,q.width,g);y.fillStyle=l.fontClr;for(G=G?x:x%(P*K);G<=u;G+=P*K)if(I=Math.round((G-x)/K/P),!(G<g||I==H)){H=I;var T=null;0==I%F&&(T=k.formatText(D+I*P)+"");f?A(g-E[Math.abs(I)%F],G,g,G,T):A(G,g-E[Math.abs(I)%F],G,g,T)}y.lineWidth= -1;A(f?0:g,f?g:0,g,g);y.fillStyle=l.cornerClr;y.fillRect(0,0,g,g)},J=-1,N=function(){null!=v?(null!=d&&d(J),J=v(B)):B()};this.drawRuler=N;this.sizeListener=e=n(function(){var K=z.container;f?(K=K.offsetHeight+g,q.height!=K&&(q.height=K,p.style.height=K+"px",N())):(K=K.offsetWidth+g,q.width!=K&&(q.width=K,p.style.width=K+"px",N()))},10);this.pageListener=function(){N()};this.scrollListener=c=n(function(){var K=f?z.container.scrollTop:z.container.scrollLeft;k.lastScroll!=K&&(k.lastScroll=K,N())},10); -this.unitListener=function(K,u){k.setUnit(u.getProperty("unit"))};z.addListener(mxEvent.SIZE,e);z.container.addEventListener("scroll",c);z.view.addListener("unitChanged",this.unitListener);b.addListener("pageViewChanged",this.pageListener);b.addListener("pageScaleChanged",this.pageListener);b.addListener("pageFormatChanged",this.pageListener);this.setStyle=function(K){l=K;p.style.background=l.bkgClr;B()};this.origGuideMove=mxGuide.prototype.move;mxGuide.prototype.move=function(K,u,x,G){if(f&&4<K.height|| -!f&&4<K.width){if(null!=k.guidePart)try{y.putImageData(k.guidePart.imgData1,k.guidePart.x1,k.guidePart.y1),y.putImageData(k.guidePart.imgData2,k.guidePart.x2,k.guidePart.y2),y.putImageData(k.guidePart.imgData3,k.guidePart.x3,k.guidePart.y3)}catch(X){}var D=k.origGuideMove.apply(this,arguments);try{y.lineWidth=.5;y.strokeStyle=l.guideClr;y.setLineDash([2]);if(f){var F=K.y+D.y+g-this.graph.container.scrollTop;var H=0;var E=F+K.height/2;var P=g/2;var I=F+K.height;var T=0;var R=y.getImageData(H,F-1,g, -3);A(H,F,g,F);F--;var M=y.getImageData(P,E-1,g,3);A(P,E,g,E);E--;var W=y.getImageData(T,I-1,g,3);A(T,I,g,I);I--}else F=0,H=K.x+D.x+g-this.graph.container.scrollLeft,E=g/2,P=H+K.width/2,I=0,T=H+K.width,R=y.getImageData(H-1,F,3,g),A(H,F,H,g),H--,M=y.getImageData(P-1,E,3,g),A(P,E,P,g),P--,W=y.getImageData(T-1,I,3,g),A(T,I,T,g),T--;if(null==k.guidePart||k.guidePart.x1!=H||k.guidePart.y1!=F)k.guidePart={imgData1:R,x1:H,y1:F,imgData2:M,x2:P,y2:E,imgData3:W,x3:T,y3:I}}catch(X){}}else D=k.origGuideMove.apply(this, -arguments);return D};this.origGuideDestroy=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){var K=k.origGuideDestroy.apply(this,arguments);if(null!=k.guidePart)try{y.putImageData(k.guidePart.imgData1,k.guidePart.x1,k.guidePart.y1),y.putImageData(k.guidePart.imgData2,k.guidePart.x2,k.guidePart.y2),y.putImageData(k.guidePart.imgData3,k.guidePart.x3,k.guidePart.y3),k.guidePart=null}catch(u){}return K}}mxRuler.prototype.RULER_THICKNESS=14;mxRuler.prototype.unit=mxConstants.POINTS; +EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,d=document.createElement("div");d.style.position="relative";d.style.display="inline-block";d.style.verticalAlign="top";d.style.height=this.tabContainer.style.height;d.style.whiteSpace="nowrap";d.style.overflow="hidden";d.style.fontSize="13px";d.style.marginLeft="30px";for(var f=this.editor.isChromelessView()?29:59,c=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-f)/this.pages.length)+ +1),l=null,m=0;m<this.pages.length;m++)mxUtils.bind(this,function(e,g){this.pages[e]==this.currentPage?(g.className="geActivePage",g.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):g.className="geInactivePage";g.setAttribute("draggable","true");mxEvent.addListener(g,"dragstart",mxUtils.bind(this,function(k){b.isEnabled()?(mxClient.IS_FF&&k.dataTransfer.setData("Text","<diagram/>"),l=e):mxEvent.consume(k)}));mxEvent.addListener(g,"dragend",mxUtils.bind(this,function(k){l=null;k.stopPropagation(); +k.preventDefault()}));mxEvent.addListener(g,"dragover",mxUtils.bind(this,function(k){null!=l&&(k.dataTransfer.dropEffect="move");k.stopPropagation();k.preventDefault()}));mxEvent.addListener(g,"drop",mxUtils.bind(this,function(k){null!=l&&e!=l&&this.movePage(l,e);k.stopPropagation();k.preventDefault()}));d.appendChild(g)})(m,this.createTabForPage(this.pages[m],c,this.pages[m]!=this.currentPage,m+1));this.tabContainer.innerText="";this.tabContainer.appendChild(d);c=this.createPageMenuTab();this.tabContainer.appendChild(c); +c=null;this.isPageInsertTabVisible()&&(c=this.createPageInsertTab(),this.tabContainer.appendChild(c));if(d.clientWidth>this.tabContainer.clientWidth-f){null!=c&&(c.style.position="absolute",c.style.right="0px",d.style.marginRight="30px");var x=this.createControlTab(4," ❮ ");x.style.position="absolute";x.style.right=this.editor.chromeless?"29px":"55px";x.style.fontSize="13pt";this.tabContainer.appendChild(x);var z=this.createControlTab(4," ❯");z.style.position="absolute"; +z.style.right=this.editor.chromeless?"0px":"29px";z.style.fontSize="13pt";this.tabContainer.appendChild(z);var C=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));d.style.width=C+"px";mxEvent.addListener(x,"click",mxUtils.bind(this,function(e){d.scrollLeft-=Math.max(20,C-20);mxUtils.setOpacity(x,0<d.scrollLeft?100:50);mxUtils.setOpacity(z,d.scrollLeft<d.scrollWidth-d.clientWidth?100:50);mxEvent.consume(e)}));mxUtils.setOpacity(x,0<d.scrollLeft?100:50);mxUtils.setOpacity(z, +d.scrollLeft<d.scrollWidth-d.clientWidth?100:50);mxEvent.addListener(z,"click",mxUtils.bind(this,function(e){d.scrollLeft+=Math.max(20,C-20);mxUtils.setOpacity(x,0<d.scrollLeft?100:50);mxUtils.setOpacity(z,d.scrollLeft<d.scrollWidth-d.clientWidth?100:50);mxEvent.consume(e)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; +EditorUi.prototype.createTab=function(b){var d=document.createElement("div");d.style.display="inline-block";d.style.whiteSpace="nowrap";d.style.boxSizing="border-box";d.style.position="relative";d.style.overflow="hidden";d.style.textAlign="center";d.style.marginLeft="-1px";d.style.height=this.tabContainer.clientHeight+"px";d.style.padding="12px 4px 8px 4px";d.style.border=Editor.isDarkMode()?"1px solid #505759":"1px solid #e8eaed";d.style.borderTopStyle="none";d.style.borderBottomStyle="none";d.style.backgroundColor= +this.tabContainer.style.backgroundColor;d.style.cursor="move";d.style.color="gray";b&&(mxEvent.addListener(d,"mouseenter",mxUtils.bind(this,function(f){this.editor.graph.isMouseDown||(d.style.backgroundColor=Editor.isDarkMode()?"black":"#e8eaed",mxEvent.consume(f))})),mxEvent.addListener(d,"mouseleave",mxUtils.bind(this,function(f){d.style.backgroundColor=this.tabContainer.style.backgroundColor;mxEvent.consume(f)})));return d}; +EditorUi.prototype.createControlTab=function(b,d,f){f=this.createTab(null!=f?f:!0);f.style.lineHeight=this.tabContainerHeight+"px";f.style.paddingTop=b+"px";f.style.cursor="pointer";f.style.width="30px";f.innerHTML=d;null!=f.firstChild&&null!=f.firstChild.style&&mxUtils.setOpacity(f.firstChild,40);return f};EditorUi.prototype.getShortPageName=function(b){b=b.getName();36<b.length&&(b=b.substring(0,34)+"...");return b}; +EditorUi.prototype.createPageMenuTab=function(b,d){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var f=b.getElementsByTagName("div")[0];f.style.display="inline-block";f.style.marginTop="5px";f.style.width="21px";f.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(c){this.editor.graph.popupMenuHandler.hideMenu(); +var l=new mxPopupMenu(mxUtils.bind(this,function(z,C){var e=mxUtils.bind(this,function(){for(var q=0;q<this.pages.length;q++)mxUtils.bind(this,function(p){var A=z.addItem(this.getShortPageName(this.pages[p]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[p])}),C),E=this.pages[p].getId();A.setAttribute("title",this.pages[p].getName()+" ("+(p+1)+"/"+this.pages.length+")"+(null!=E?" ["+E+"]":""));this.pages[p]==this.currentPage&&z.addCheckmark(A,Editor.checkmarkImage)})(q)}),g=mxUtils.bind(this, +function(){z.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),C)});d||e();if(this.editor.graph.isEnabled()){d||(z.addSeparator(C),g());var k=this.currentPage;if(null!=k){z.addSeparator(C);var n=this.getShortPageName(k);z.addItem(mxResources.get("removeIt",[n]),null,mxUtils.bind(this,function(){this.removePage(k)}),C);z.addItem(mxResources.get("renameIt",[n]),null,mxUtils.bind(this,function(){this.renamePage(k,k.getName())}),C);d||z.addSeparator(C);z.addItem(mxResources.get("duplicateIt", +[n]),null,mxUtils.bind(this,function(){this.duplicatePage(k,mxResources.get("copyOf",[k.getName()]))}),C)}}d&&(z.addSeparator(C),g(),z.addSeparator(C),e())}));l.div.className+=" geMenubarMenu";l.smartSeparators=!0;l.showDisabled=!0;l.autoExpand=!0;l.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(l,arguments);l.destroy()});var m=mxEvent.getClientX(c),x=mxEvent.getClientY(c);l.popup(m,x,null,c);this.setCurrentMenu(l);mxEvent.consume(c)}));return b}; +EditorUi.prototype.createPageInsertTab=function(){var b=this.createControlTab(4,'<div class="geSprite geSprite-plus"></div>');b.setAttribute("title",mxResources.get("insertPage"));mxEvent.addListener(b,"click",mxUtils.bind(this,function(f){this.insertPage();mxEvent.consume(f)}));var d=b.getElementsByTagName("div")[0];d.style.display="inline-block";d.style.width="21px";d.style.height="21px";return b}; +EditorUi.prototype.createTabForPage=function(b,d,f,c){f=this.createTab(f);var l=b.getName()||mxResources.get("untitled"),m=b.getId();f.setAttribute("title",l+(null!=m?" ("+m+")":"")+" ["+c+"]");mxUtils.write(f,l);f.style.maxWidth=d+"px";f.style.width=d+"px";this.addTabListeners(b,f);42<d&&(f.style.textOverflow="ellipsis");return f}; +EditorUi.prototype.addTabListeners=function(b,d){mxEvent.disableContextMenu(d);var f=this.editor.graph;mxEvent.addListener(d,"dblclick",mxUtils.bind(this,function(m){this.renamePage(b);mxEvent.consume(m)}));var c=!1,l=!1;mxEvent.addGestureListeners(d,mxUtils.bind(this,function(m){c=null!=this.currentMenu;l=b==this.currentPage;f.isMouseDown||l||this.selectPage(b)}),null,mxUtils.bind(this,function(m){if(f.isEnabled()&&!f.isMouseDown&&(mxEvent.isTouchEvent(m)&&l||mxEvent.isPopupTrigger(m))){f.popupMenuHandler.hideMenu(); +this.hideCurrentMenu();if(!mxEvent.isTouchEvent(m)||!c){var x=new mxPopupMenu(this.createPageMenu(b));x.div.className+=" geMenubarMenu";x.smartSeparators=!0;x.showDisabled=!0;x.autoExpand=!0;x.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(x,arguments);this.resetCurrentMenu();x.destroy()});var z=mxEvent.getClientX(m),C=mxEvent.getClientY(m);x.popup(z,C,null,m);this.setCurrentMenu(x,d)}mxEvent.consume(m)}}))}; +EditorUi.prototype.getLinkForPage=function(b,d,f){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var c=this.getCurrentFile();if(null!=c&&c.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var l=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));l+=(0==l.length?"?":"&")+"page-id="+b.getId();null!=d&&(l+="&"+d.join("&"));return(f&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? +EditorUi.drawHost:"https://"+window.location.host)+"/"+l+"#"+c.getHash()}}return null}; +EditorUi.prototype.createPageMenu=function(b,d){return mxUtils.bind(this,function(f,c){var l=this.editor.graph;f.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),c);f.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),c);f.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,d)}),c);null!=this.getLinkForPage(b)&&(f.addSeparator(c),f.addItem(mxResources.get("link"), +null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(m,x,z,C,e,g){m=this.createUrlParameters(m,x,z,C,e,g);z||m.push("hide-pages=1");l.isSelectionEmpty()||(z=l.getBoundingBox(l.getSelectionCells()),x=l.view.translate,e=l.view.scale,z.width/=e,z.height/=e,z.x=z.x/e-x.x,z.y=z.y/e-x.y,m.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(z.x),y:Math.round(z.y),width:Math.round(z.width),height:Math.round(z.height),border:100})))); +C=new EmbedDialog(this,this.getLinkForPage(b,m,C));this.showDialog(C.container,450,240,!0,!0);C.init()}))})));f.addSeparator(c);f.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),c);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(f.addSeparator(c),f.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, +!0,!0))}),c))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(d,f,c){c.ui=d.ui;return f};b.afterDecode=function(d,f,c){d=c.oldIndex;c.oldIndex=c.newIndex;c.newIndex=d;return c};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(d,f,c){c.ui=d.ui;return f};b.afterDecode=function(d,f,c){d=c.previous;c.previous=c.name;c.name=d;return c};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(d,f,c){c.setAttribute("relatedPage",f.relatedPage.getId());null==f.index&&(c.setAttribute("name",f.relatedPage.getName()),null!=f.relatedPage.viewState&&c.setAttribute("viewState",JSON.stringify(f.relatedPage.viewState,function(l,m){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,l)?m:void 0})),null!=f.relatedPage.root&&d.encodeCell(f.relatedPage.root, +c));return c};b.beforeDecode=function(d,f,c){c.ui=d.ui;c.relatedPage=c.ui.getPageById(f.getAttribute("relatedPage"));if(null==c.relatedPage){var l=f.ownerDocument.createElement("diagram");l.setAttribute("id",f.getAttribute("relatedPage"));l.setAttribute("name",f.getAttribute("name"));c.relatedPage=new DiagramPage(l);l=f.getAttribute("viewState");null!=l&&(c.relatedPage.viewState=JSON.parse(l),f.removeAttribute("viewState"));f=f.cloneNode(!0);l=f.firstChild;if(null!=l)for(c.relatedPage.root=d.decodeCell(l, +!1),c=l.nextSibling,l.parentNode.removeChild(l),l=c;null!=l;){c=l.nextSibling;if(l.nodeType==mxConstants.NODETYPE_ELEMENT){var m=l.getAttribute("id");null==d.lookup(m)&&d.decodeCell(l)}l.parentNode.removeChild(l);l=c}}return f};b.afterDecode=function(d,f,c){c.index=c.previousIndex;return c};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(c,l,m,x,z){l=null!=l?l:!1;null==m&&(m=this.getFoldableCells(this.getSelectionCells(),c));this.stopEditing();this.model.beginUpdate();try{for(var C=m.slice(),e=0;e<m.length;e++)"1"==mxUtils.getValue(this.getCurrentCellStyle(m[e]),"treeFolding","0")&&this.foldTreeCell(c,m[e]);m=C;m=b.apply(this,arguments)}finally{this.model.endUpdate()}return m};Graph.prototype.foldTreeCell= +function(c,l){this.model.beginUpdate();try{var m=[];this.traverse(l,!0,mxUtils.bind(this,function(z,C){var e=null!=C&&this.isTreeEdge(C);e&&m.push(C);z==l||null!=C&&!e||m.push(z);return(null==C||e)&&(z==l||!this.model.isCollapsed(z))}));this.model.setCollapsed(l,c);for(var x=0;x<m.length;x++)this.model.setVisible(m[x],!c)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(c){return!this.isEdgeIgnored(c)};Graph.prototype.getTreeEdges=function(c,l,m,x,z,C){return this.model.filterCells(this.getEdges(c, +l,m,x,z,C),mxUtils.bind(this,function(e){return this.isTreeEdge(e)}))};Graph.prototype.getIncomingTreeEdges=function(c,l){return this.getTreeEdges(c,l,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(c,l){return this.getTreeEdges(c,l,!1,!0,!1)};var d=EditorUi.prototype.init;EditorUi.prototype.init=function(){d.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function c(F){return A.isVertex(F)&&m(F)}function l(F){var P= +!1;null!=F&&(P="1"==p.getCurrentCellStyle(F).treeMoving);return P}function m(F){var P=!1;null!=F&&(F=A.getParent(F),P=p.view.getState(F),P="tree"==(null!=P?P.style:p.getCellStyle(F)).containerType);return P}function x(F){var P=!1;null!=F&&(F=A.getParent(F),P=p.view.getState(F),p.view.getState(F),P=null!=(null!=P?P.style:p.getCellStyle(F)).childLayout);return P}function z(F){F=p.view.getState(F);if(null!=F){var P=p.getIncomingTreeEdges(F.cell);if(0<P.length&&(P=p.view.getState(P[0]),null!=P&&(P=P.absolutePoints, +null!=P&&0<P.length&&(P=P[P.length-1],null!=P)))){if(P.y==F.y&&Math.abs(P.x-F.getCenterX())<F.width/2)return mxConstants.DIRECTION_SOUTH;if(P.y==F.y+F.height&&Math.abs(P.x-F.getCenterX())<F.width/2)return mxConstants.DIRECTION_NORTH;if(P.x>F.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function C(F,P){P=null!=P?P:!0;p.model.beginUpdate();try{var U=p.model.getParent(F),T=p.getIncomingTreeEdges(F),V=p.cloneCells([T[0],F]);p.model.setTerminal(V[0],p.model.getTerminal(T[0], +!0),!0);var W=z(F),t=U.geometry;W==mxConstants.DIRECTION_SOUTH||W==mxConstants.DIRECTION_NORTH?V[1].geometry.x+=P?F.geometry.width+10:-V[1].geometry.width-10:V[1].geometry.y+=P?F.geometry.height+10:-V[1].geometry.height-10;p.view.currentRoot!=U&&(V[1].geometry.x-=t.x,V[1].geometry.y-=t.y);var D=p.view.getState(F),L=p.view.scale;if(null!=D){var R=mxRectangle.fromRectangle(D);W==mxConstants.DIRECTION_SOUTH||W==mxConstants.DIRECTION_NORTH?R.x+=(P?F.geometry.width+10:-V[1].geometry.width-10)*L:R.y+=(P? +F.geometry.height+10:-V[1].geometry.height-10)*L;var O=p.getOutgoingTreeEdges(p.model.getTerminal(T[0],!0));if(null!=O){for(var Q=W==mxConstants.DIRECTION_SOUTH||W==mxConstants.DIRECTION_NORTH,S=t=T=0;S<O.length;S++){var X=p.model.getTerminal(O[S],!1);if(W==z(X)){var aa=p.view.getState(X);X!=F&&null!=aa&&(Q&&P!=aa.getCenterX()<D.getCenterX()||!Q&&P!=aa.getCenterY()<D.getCenterY())&&mxUtils.intersects(R,aa)&&(T=10+Math.max(T,(Math.min(R.x+R.width,aa.x+aa.width)-Math.max(R.x,aa.x))/L),t=10+Math.max(t, +(Math.min(R.y+R.height,aa.y+aa.height)-Math.max(R.y,aa.y))/L))}}Q?t=0:T=0;for(S=0;S<O.length;S++)if(X=p.model.getTerminal(O[S],!1),W==z(X)&&(aa=p.view.getState(X),X!=F&&null!=aa&&(Q&&P!=aa.getCenterX()<D.getCenterX()||!Q&&P!=aa.getCenterY()<D.getCenterY()))){var Y=[];p.traverse(aa.cell,!0,function(Z,ca){var fa=null!=ca&&p.isTreeEdge(ca);fa&&Y.push(ca);(null==ca||fa)&&Y.push(Z);return null==ca||fa});p.moveCells(Y,(P?1:-1)*T,(P?1:-1)*t)}}}return p.addCells(V,U)}finally{p.model.endUpdate()}}function e(F){p.model.beginUpdate(); +try{var P=z(F),U=p.getIncomingTreeEdges(F),T=p.cloneCells([U[0],F]);p.model.setTerminal(U[0],T[1],!1);p.model.setTerminal(T[0],T[1],!0);p.model.setTerminal(T[0],F,!1);var V=p.model.getParent(F),W=V.geometry,t=[];p.view.currentRoot!=V&&(T[1].geometry.x-=W.x,T[1].geometry.y-=W.y);p.traverse(F,!0,function(R,O){var Q=null!=O&&p.isTreeEdge(O);Q&&t.push(O);(null==O||Q)&&t.push(R);return null==O||Q});var D=F.geometry.width+40,L=F.geometry.height+40;P==mxConstants.DIRECTION_SOUTH?D=0:P==mxConstants.DIRECTION_NORTH? +(D=0,L=-L):P==mxConstants.DIRECTION_WEST?(D=-D,L=0):P==mxConstants.DIRECTION_EAST&&(L=0);p.moveCells(t,D,L);return p.addCells(T,V)}finally{p.model.endUpdate()}}function g(F,P){p.model.beginUpdate();try{var U=p.model.getParent(F),T=p.getIncomingTreeEdges(F),V=z(F);0==T.length&&(T=[p.createEdge(U,null,"",null,null,p.createCurrentEdgeStyle())],V=P);var W=p.cloneCells([T[0],F]);p.model.setTerminal(W[0],F,!0);if(null==p.model.getTerminal(W[0],!1)){p.model.setTerminal(W[0],W[1],!1);var t=p.getCellStyle(W[1]).newEdgeStyle; +if(null!=t)try{var D=JSON.parse(t),L;for(L in D)p.setCellStyles(L,D[L],[W[0]]),"edgeStyle"==L&&"elbowEdgeStyle"==D[L]&&p.setCellStyles("elbow",V==mxConstants.DIRECTION_SOUTH||V==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[W[0]])}catch(aa){}}T=p.getOutgoingTreeEdges(F);var R=U.geometry;P=[];p.view.currentRoot==U&&(R=new mxRectangle);for(t=0;t<T.length;t++){var O=p.model.getTerminal(T[t],!1);null!=O&&P.push(O)}var Q=p.view.getBounds(P),S=p.view.translate,X=p.view.scale;V==mxConstants.DIRECTION_SOUTH? +(W[1].geometry.x=null==Q?F.geometry.x+(F.geometry.width-W[1].geometry.width)/2:(Q.x+Q.width)/X-S.x-R.x+10,W[1].geometry.y+=W[1].geometry.height-R.y+40):V==mxConstants.DIRECTION_NORTH?(W[1].geometry.x=null==Q?F.geometry.x+(F.geometry.width-W[1].geometry.width)/2:(Q.x+Q.width)/X-S.x+-R.x+10,W[1].geometry.y-=W[1].geometry.height+R.y+40):(W[1].geometry.x=V==mxConstants.DIRECTION_WEST?W[1].geometry.x-(W[1].geometry.width+R.x+40):W[1].geometry.x+(W[1].geometry.width-R.x+40),W[1].geometry.y=null==Q?F.geometry.y+ +(F.geometry.height-W[1].geometry.height)/2:(Q.y+Q.height)/X-S.y+-R.y+10);return p.addCells(W,U)}finally{p.model.endUpdate()}}function k(F,P,U){F=p.getOutgoingTreeEdges(F);U=p.view.getState(U);var T=[];if(null!=U&&null!=F){for(var V=0;V<F.length;V++){var W=p.view.getState(p.model.getTerminal(F[V],!1));null!=W&&(!P&&Math.min(W.x+W.width,U.x+U.width)>=Math.max(W.x,U.x)||P&&Math.min(W.y+W.height,U.y+U.height)>=Math.max(W.y,U.y))&&T.push(W)}T.sort(function(t,D){return P?t.x+t.width-D.x-D.width:t.y+t.height- +D.y-D.height})}return T}function n(F,P){var U=z(F),T=P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST;(U==mxConstants.DIRECTION_EAST||U==mxConstants.DIRECTION_WEST)==T&&U!=P?q.actions.get("selectParent").funct():U==P?(P=p.getOutgoingTreeEdges(F),null!=P&&0<P.length&&p.setSelectionCell(p.model.getTerminal(P[0],!1))):(U=p.getIncomingTreeEdges(F),null!=U&&0<U.length&&(T=k(p.model.getTerminal(U[0],!0),T,F),F=p.view.getState(F),null!=F&&(F=mxUtils.indexOf(T,F),0<=F&&(F+=P==mxConstants.DIRECTION_NORTH|| +P==mxConstants.DIRECTION_WEST?-1:1,0<=F&&F<=T.length-1&&p.setSelectionCell(T[F].cell)))))}var q=this,p=q.editor.graph,A=p.getModel(),E=q.menus.createPopupMenu;q.menus.createPopupMenu=function(F,P,U){E.apply(this,arguments);if(1==p.getSelectionCount()){P=p.getSelectionCell();var T=p.getOutgoingTreeEdges(P);F.addSeparator();0<T.length&&(c(p.getSelectionCell())&&this.addMenuItems(F,["selectChildren"],null,U),this.addMenuItems(F,["selectDescendants"],null,U));c(p.getSelectionCell())?(F.addSeparator(), +0<p.getIncomingTreeEdges(P).length&&this.addMenuItems(F,["selectSiblings","selectParent"],null,U)):0<p.model.getEdgeCount(P)&&this.addMenuItems(F,["selectConnections"],null,U)}};q.actions.addAction("selectChildren",function(){if(p.isEnabled()&&1==p.getSelectionCount()){var F=p.getSelectionCell();F=p.getOutgoingTreeEdges(F);if(null!=F){for(var P=[],U=0;U<F.length;U++)P.push(p.model.getTerminal(F[U],!1));p.setSelectionCells(P)}}},null,null,"Alt+Shift+X");q.actions.addAction("selectSiblings",function(){if(p.isEnabled()&& +1==p.getSelectionCount()){var F=p.getSelectionCell();F=p.getIncomingTreeEdges(F);if(null!=F&&0<F.length&&(F=p.getOutgoingTreeEdges(p.model.getTerminal(F[0],!0)),null!=F)){for(var P=[],U=0;U<F.length;U++)P.push(p.model.getTerminal(F[U],!1));p.setSelectionCells(P)}}},null,null,"Alt+Shift+S");q.actions.addAction("selectParent",function(){if(p.isEnabled()&&1==p.getSelectionCount()){var F=p.getSelectionCell();F=p.getIncomingTreeEdges(F);null!=F&&0<F.length&&p.setSelectionCell(p.model.getTerminal(F[0], +!0))}},null,null,"Alt+Shift+P");q.actions.addAction("selectDescendants",function(F,P){F=p.getSelectionCell();if(p.isEnabled()&&p.model.isVertex(F)){if(null!=P&&mxEvent.isAltDown(P))p.setSelectionCells(p.model.getTreeEdges(F,null==P||!mxEvent.isShiftDown(P),null==P||!mxEvent.isControlDown(P)));else{var U=[];p.traverse(F,!0,function(T,V){var W=null!=V&&p.isTreeEdge(V);W&&U.push(V);null!=V&&!W||null!=P&&mxEvent.isShiftDown(P)||U.push(T);return null==V||W})}p.setSelectionCells(U)}},null,null,"Alt+Shift+D"); +var y=p.removeCells;p.removeCells=function(F,P){P=null!=P?P:!0;null==F&&(F=this.getDeletableCells(this.getSelectionCells()));P&&(F=this.getDeletableCells(this.addAllEdges(F)));for(var U=[],T=0;T<F.length;T++){var V=F[T];A.isEdge(V)&&m(V)&&(U.push(V),V=A.getTerminal(V,!1));if(c(V)){var W=[];p.traverse(V,!0,function(t,D){var L=null!=D&&p.isTreeEdge(D);L&&W.push(D);(null==D||L)&&W.push(t);return null==D||L});0<W.length&&(U=U.concat(W),V=p.getIncomingTreeEdges(F[T]),F=F.concat(V))}else null!=V&&U.push(F[T])}F= +U;return y.apply(this,arguments)};q.hoverIcons.getStateAt=function(F,P,U){return c(F.cell)?null:this.graph.view.getState(this.graph.getCellAt(P,U))};var B=p.duplicateCells;p.duplicateCells=function(F,P){F=null!=F?F:this.getSelectionCells();for(var U=F.slice(0),T=0;T<U.length;T++){var V=p.view.getState(U[T]);if(null!=V&&c(V.cell)){var W=p.getIncomingTreeEdges(V.cell);for(V=0;V<W.length;V++)mxUtils.remove(W[V],F)}}this.model.beginUpdate();try{var t=B.call(this,F,P);if(t.length==F.length)for(T=0;T<F.length;T++)if(c(F[T])){var D= +p.getIncomingTreeEdges(t[T]);W=p.getIncomingTreeEdges(F[T]);if(0==D.length&&0<W.length){var L=this.cloneCell(W[0]);this.addEdge(L,p.getDefaultParent(),this.model.getTerminal(W[0],!0),t[T])}}}finally{this.model.endUpdate()}return t};var J=p.moveCells;p.moveCells=function(F,P,U,T,V,W,t){var D=null;this.model.beginUpdate();try{var L=V,R=this.getCurrentCellStyle(V);if(null!=F&&c(V)&&"1"==mxUtils.getValue(R,"treeFolding","0")){for(var O=0;O<F.length;O++)if(c(F[O])||p.model.isEdge(F[O])&&null==p.model.getTerminal(F[O], +!0)){V=p.model.getParent(F[O]);break}if(null!=L&&V!=L&&null!=this.view.getState(F[0])){var Q=p.getIncomingTreeEdges(F[0]);if(0<Q.length){var S=p.view.getState(p.model.getTerminal(Q[0],!0));if(null!=S){var X=p.view.getState(L);null!=X&&(P=(X.getCenterX()-S.getCenterX())/p.view.scale,U=(X.getCenterY()-S.getCenterY())/p.view.scale)}}}}D=J.apply(this,arguments);if(null!=D&&null!=F&&D.length==F.length)for(O=0;O<D.length;O++)if(this.model.isEdge(D[O]))c(L)&&0>mxUtils.indexOf(D,this.model.getTerminal(D[O], +!0))&&this.model.setTerminal(D[O],L,!0);else if(c(F[O])&&(Q=p.getIncomingTreeEdges(F[O]),0<Q.length))if(!T)c(L)&&0>mxUtils.indexOf(F,this.model.getTerminal(Q[0],!0))&&this.model.setTerminal(Q[0],L,!0);else if(0==p.getIncomingTreeEdges(D[O]).length){R=L;if(null==R||R==p.model.getParent(F[O]))R=p.model.getTerminal(Q[0],!0);T=this.cloneCell(Q[0]);this.addEdge(T,p.getDefaultParent(),R,D[O])}}finally{this.model.endUpdate()}return D};if(null!=q.sidebar){var N=q.sidebar.dropAndConnect;q.sidebar.dropAndConnect= +function(F,P,U,T){var V=p.model,W=null;V.beginUpdate();try{if(W=N.apply(this,arguments),c(F))for(var t=0;t<W.length;t++)if(V.isEdge(W[t])&&null==V.getTerminal(W[t],!0)){V.setTerminal(W[t],F,!0);var D=p.getCellGeometry(W[t]);D.points=null;null!=D.getTerminalPoint(!0)&&D.setTerminalPoint(null,!0)}}finally{V.endUpdate()}return W}}var v={88:q.actions.get("selectChildren"),84:q.actions.get("selectSubtree"),80:q.actions.get("selectParent"),83:q.actions.get("selectSiblings")},u=q.onKeyDown;q.onKeyDown=function(F){try{if(p.isEnabled()&& +!p.isEditing()&&c(p.getSelectionCell())&&1==p.getSelectionCount()){var P=null;0<p.getIncomingTreeEdges(p.getSelectionCell()).length&&(9==F.which?P=mxEvent.isShiftDown(F)?e(p.getSelectionCell()):g(p.getSelectionCell()):13==F.which&&(P=C(p.getSelectionCell(),!mxEvent.isShiftDown(F))));if(null!=P&&0<P.length)1==P.length&&p.model.isEdge(P[0])?p.setSelectionCell(p.model.getTerminal(P[0],!1)):p.setSelectionCell(P[P.length-1]),null!=q.hoverIcons&&q.hoverIcons.update(p.view.getState(p.getSelectionCell())), +p.startEditingAtCell(p.getSelectionCell()),mxEvent.consume(F);else if(mxEvent.isAltDown(F)&&mxEvent.isShiftDown(F)){var U=v[F.keyCode];null!=U&&(U.funct(F),mxEvent.consume(F))}else 37==F.keyCode?(n(p.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(F)):38==F.keyCode?(n(p.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(F)):39==F.keyCode?(n(p.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(F)):40==F.keyCode&&(n(p.getSelectionCell(),mxConstants.DIRECTION_SOUTH), +mxEvent.consume(F))}}catch(T){q.handleError(T)}mxEvent.isConsumed(F)||u.apply(this,arguments)};var G=p.connectVertex;p.connectVertex=function(F,P,U,T,V,W,t){var D=p.getIncomingTreeEdges(F);if(c(F)){var L=z(F),R=L==mxConstants.DIRECTION_EAST||L==mxConstants.DIRECTION_WEST,O=P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST;return L==P||0==D.length?g(F,P):R==O?e(F):C(F,P!=mxConstants.DIRECTION_NORTH&&P!=mxConstants.DIRECTION_WEST)}return G.apply(this,arguments)};p.getSubtree=function(F){var P= +[F];!l(F)&&!c(F)||x(F)||p.traverse(F,!0,function(U,T){var V=null!=T&&p.isTreeEdge(T);V&&0>mxUtils.indexOf(P,T)&&P.push(T);(null==T||V)&&0>mxUtils.indexOf(P,U)&&P.push(U);return null==T||V});return P};var I=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){I.apply(this,arguments);(l(this.state.cell)||c(this.state.cell))&&!x(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title", +"Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height="24px",this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(F){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(F),mxEvent.getClientY(F),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(F); +this.graph.isMouseDown=!0;q.hoverIcons.reset();mxEvent.consume(F)})))};var M=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){M.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var K=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(F){K.apply(this, +arguments);null!=this.moveHandle&&(this.moveHandle.style.display=F?"":"none")};var H=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(F,P){H.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var f=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var c=f.apply(this,arguments),l=this.graph;return c.concat([this.addEntry("tree container", +function(){var m=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");m.vertex=!0;var x=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');x.vertex=!0;var z=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +z.vertex=!0;var C=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");C.geometry.relative=!0;C.edge=!0;x.insertEdge(C,!0);z.insertEdge(C,!1);m.insert(C);m.insert(x);m.insert(z);return sb.createVertexTemplateFromCells([m],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var m=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;"); +m.vertex=!0;var x=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');x.vertex=!0;var z=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +z.vertex=!0;var C=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");C.geometry.relative=!0;C.edge=!0;x.insertEdge(C,!0);z.insertEdge(C,!1);var e=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +e.vertex=!0;var g=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");g.geometry.relative=!0;g.edge=!0;x.insertEdge(g,!0);e.insertEdge(g,!1);var k=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +k.vertex=!0;var n=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");n.geometry.relative=!0;n.edge=!0;x.insertEdge(n,!0);k.insertEdge(n,!1);var q=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +q.vertex=!0;var p=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");p.geometry.relative=!0;p.edge=!0;x.insertEdge(p,!0);q.insertEdge(p,!1);m.insert(C);m.insert(g);m.insert(n);m.insert(p);m.insert(x);m.insert(z);m.insert(e);m.insert(k);m.insert(q);return sb.createVertexTemplateFromCells([m],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var m=new mxCell("Central Idea", +new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;');m.vertex=!0;return sb.createVertexTemplateFromCells([m],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var m=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +m.vertex=!0;var x=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");x.geometry.setTerminalPoint(new mxPoint(-40,40),!0);x.geometry.relative=!0;x.edge=!0;m.insertEdge(x,!1);return sb.createVertexTemplateFromCells([m,x],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var m=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +m.vertex=!0;var x=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");x.geometry.setTerminalPoint(new mxPoint(-40,40),!0);x.geometry.relative=!0;x.edge=!0;m.insertEdge(x,!1);return sb.createVertexTemplateFromCells([m,x],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree orgchart organization division",function(){var m=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +m.vertex=!0;var x=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');l.setAttributeForCell(x,"treeRoot","1");x.vertex=!0;var z=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +z.vertex=!0;var C=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");C.geometry.relative=!0;C.edge=!0;x.insertEdge(C,!0);z.insertEdge(C,!1);var e=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');e.vertex=!0;var g=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +g.geometry.relative=!0;g.edge=!0;x.insertEdge(g,!0);e.insertEdge(g,!1);m.insert(C);m.insert(g);m.insert(x);m.insert(z);m.insert(e);return sb.createVertexTemplateFromCells([m],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree root",function(){var m=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');l.setAttributeForCell(m,"treeRoot", +"1");m.vertex=!0;return sb.createVertexTemplateFromCells([m],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree division",function(){var m=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');m.vertex=!0;var x=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +x.geometry.setTerminalPoint(new mxPoint(0,0),!0);x.geometry.relative=!0;x.edge=!0;m.insertEdge(x,!1);return sb.createVertexTemplateFromCells([m,x],m.geometry.width,m.geometry.height,m.value)}),this.addEntry("tree sub sections",function(){var m=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");m.vertex=!0;var x=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); +x.geometry.setTerminalPoint(new mxPoint(110,-40),!0);x.geometry.relative=!0;x.edge=!0;m.insertEdge(x,!1);var z=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");z.vertex=!0;var C=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");C.geometry.setTerminalPoint(new mxPoint(110,-40),!0);C.geometry.relative= +!0;C.edge=!0;z.insertEdge(C,!1);return sb.createVertexTemplateFromCells([x,C,m,z],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; +EditorUi.initMinimalTheme=function(){function b(y,B){if(EditorUi.windowed){var J=y.editor.graph;J.popupMenuHandler.hideMenu();if(null==y.formatWindow){B="1"==urlParams.sketch?Math.max(10,y.diagramContainer.clientWidth-241):Math.max(10,y.diagramContainer.clientWidth-248);var N="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;J="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,J.container.clientHeight-10);y.formatWindow=new WrapperWindow(y,mxResources.get("format"),B,N,240,J, +function(v){v=y.createFormat(v);v.init();return v});y.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){y.formatWindow.window.fit()}));y.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else y.formatWindow.window.setVisible(null!=B?B:!y.formatWindow.window.isVisible())}else null==y.formatElt&&(y.formatElt=y.createSidebarContainer(),y.createFormat(y.formatElt).init(),y.formatElt.style.border="none",y.formatElt.style.width="240px",y.formatElt.style.borderLeft="1px solid gray", +y.formatElt.style.right="0px"),J=y.diagramContainer.parentNode,null!=y.formatElt.parentNode?(y.formatElt.parentNode.removeChild(y.formatElt),J.style.right="0px"):(J.parentNode.appendChild(y.formatElt),J.style.right=y.formatElt.style.width)}function d(y,B){function J(G,I){var M=y.menus.get(G);G=u.addMenu(I,mxUtils.bind(this,function(){M.funct.apply(this,arguments)}));G.style.cssText="position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;"; +G.className="geTitle";B.appendChild(G);return G}var N=document.createElement("div");N.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";N.className="geTitle";var v=document.createElement("span");v.style.fontSize="18px";v.style.marginRight="5px";v.innerHTML="+";N.appendChild(v);mxUtils.write(N,mxResources.get("moreShapes"));B.appendChild(N);mxEvent.addListener(N,"click",function(){y.actions.get("shapes").funct()}); +var u=new Menubar(y,B);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?N.style.bottom="0":null!=y.actions.get("newLibrary")?(N=document.createElement("div"),N.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;",N.className="geTitle",v=document.createElement("span"),v.style.cssText="position:relative;top:6px;",mxUtils.write(v,mxResources.get("newLibrary")),N.appendChild(v), +B.appendChild(N),mxEvent.addListener(N,"click",y.actions.get("newLibrary").funct),N=document.createElement("div"),N.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",N.className="geTitle",v=document.createElement("span"),v.style.cssText="position:relative;top:6px;",mxUtils.write(v,mxResources.get("openLibrary")),N.appendChild(v),B.appendChild(N),mxEvent.addListener(N, +"click",y.actions.get("openLibrary").funct)):(N=J("newLibrary",mxResources.get("newLibrary")),N.style.boxSizing="border-box",N.style.paddingRight="6px",N.style.paddingLeft="6px",N.style.height="32px",N.style.left="0",N=J("openLibraryFrom",mxResources.get("openLibraryFrom")),N.style.borderLeft="1px solid lightgray",N.style.boxSizing="border-box",N.style.paddingRight="6px",N.style.paddingLeft="6px",N.style.height="32px",N.style.left="50%");B.appendChild(y.sidebar.container);B.style.overflow="hidden"} +function f(y,B){if(EditorUi.windowed){var J=y.editor.graph;J.popupMenuHandler.hideMenu();if(null==y.sidebarWindow){B=Math.min(J.container.clientWidth-10,218);var N="1"==urlParams.embedInline?650:Math.min(J.container.clientHeight-40,650);y.sidebarWindow=new WrapperWindow(y,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline?66:10,"1"==urlParams.sketch&&"1"!=urlParams.embedInline?Math.max(30,(J.container.clientHeight-N)/2):56,B-6,N-6,function(v){d(y,v)});y.sidebarWindow.window.addListener(mxEvent.SHOW, +mxUtils.bind(this,function(){y.sidebarWindow.window.fit()}));y.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);y.sidebarWindow.window.setVisible(!0);isLocalStorage&&y.getLocalData("sidebar",function(v){y.sidebar.showEntries(v,null,!0)});y.restoreLibraries()}else y.sidebarWindow.window.setVisible(null!=B?B:!y.sidebarWindow.window.isVisible())}else null==y.sidebarElt&&(y.sidebarElt=y.createSidebarContainer(),d(y,y.sidebarElt),y.sidebarElt.style.border="none",y.sidebarElt.style.width="210px", +y.sidebarElt.style.borderRight="1px solid gray"),J=y.diagramContainer.parentNode,null!=y.sidebarElt.parentNode?(y.sidebarElt.parentNode.removeChild(y.sidebarElt),J.style.left="0px"):(J.parentNode.appendChild(y.sidebarElt),J.style.left=y.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format||"undefined"===typeof window.Menus)window.uiTheme=null;else{var c=0;try{c=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(y){}Editor.checkmarkImage= +Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src;mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src; +mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>');mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR= +"#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor= +"#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID;Editor.styleElt=document.createElement("style");Editor.styleElt.type="text/css";Editor.styleElt.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(Editor.styleElt); +Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var l=EditorUi.prototype.updateTabContainer;EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");l.apply(this,arguments)};var m=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){m.apply(this,arguments);this.menus.get("save").setEnabled(null!= +this.getCurrentFile()||"1"==urlParams.embed)};var x=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(y,B){null!=B.shortcut&&900>c&&!mxClient.IS_IOS?y.firstChild.nextSibling.setAttribute("title",B.shortcut):x.apply(this,arguments)};var z=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){z.apply(this,arguments);if(null!=this.userElement){var y=this.userElement;y.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+y.style.display;y.className= +"geToolbarButton";y.innerText="";y.style.backgroundImage="url("+Editor.userImage+")";y.style.backgroundPosition="center center";y.style.backgroundRepeat="no-repeat";y.style.backgroundSize="24px 24px";y.style.height="24px";y.style.width="24px";y.style.cssFloat="right";y.setAttribute("title",mxResources.get("changeUser"));if("none"!=y.style.display){y.style.display="inline-block";var B=this.getCurrentFile();if(null!=B&&B.isRealtimeEnabled()&&B.isRealtimeSupported()){var J=document.createElement("img"); +J.setAttribute("border","0");J.style.position="absolute";J.style.left="18px";J.style.top="2px";J.style.width="12px";J.style.height="12px";var N=B.getRealtimeError();B=B.getRealtimeState();var v=mxResources.get("realtimeCollaboration");1==B?(J.src=Editor.syncImage,v+=" ("+mxResources.get("online")+")"):(J.src=Editor.syncProblemImage,v=null!=N&&null!=N.message?v+(" ("+N.message+")"):v+(" ("+mxResources.get("disconnected")+")"));J.setAttribute("title",v);y.style.paddingRight="4px";y.appendChild(J)}}}}; +var C=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){C.apply(this,arguments);if(null!=this.shareButton){var y=this.shareButton;y.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";y.className="geToolbarButton";y.innerText="";y.style.backgroundImage="url("+Editor.shareImage+")";y.style.backgroundPosition="center center";y.style.backgroundRepeat="no-repeat";y.style.backgroundSize="24px 24px";y.style.height= +"24px";y.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&&(this.buttonContainer.style.marginTop="-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var y=document.createElement("div");y.style.display="inline-block";y.style.position="relative";y.style.marginTop="6px";y.style.marginRight="4px";var B=document.createElement("a");B.className= +"geMenuItem gePrimaryBtn";B.style.marginLeft="8px";B.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var J="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(B,J);B.setAttribute("title",J);mxEvent.addListener(B,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));y.appendChild(B)}}else mxUtils.write(B,mxResources.get("save")),B.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+ +"+S)"),mxEvent.addListener(B,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),y.appendChild(B),"1"==urlParams.saveAndExit&&(B=document.createElement("a"),mxUtils.write(B,mxResources.get("saveAndExit")),B.setAttribute("title",mxResources.get("saveAndExit")),B.className="geMenuItem",B.style.marginLeft="6px",B.style.padding="6px",mxEvent.addListener(B,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),y.appendChild(B));"1"!=urlParams.noExitBtn&&(B= +document.createElement("a"),J="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(B,J),B.setAttribute("title",J),B.className="geMenuItem",B.style.marginLeft="6px",B.style.padding="6px",mxEvent.addListener(B,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),y.appendChild(B));this.buttonContainer.appendChild(y);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var e=Sidebar.prototype.getTooltipOffset; +Sidebar.prototype.getTooltipOffset=function(y,B){if(null==this.editorUi.sidebarWindow||mxUtils.isAncestorNode(this.editorUi.picker,y)){var J=mxUtils.getOffset(this.editorUi.picker);J.x+=this.editorUi.picker.offsetWidth+4;J.y+=y.offsetTop-B.height/2+16;return J}var N=e.apply(this,arguments);J=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);N.x+=J.x-16;N.y+=J.y;return N};var g=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(y,B,J){var N=this.editorUi.editor.graph; +y.smartSeparators=!0;g.apply(this,arguments);"1"==urlParams.sketch?N.isEnabled()&&(y.addSeparator(),1==N.getSelectionCount()&&this.addMenuItems(y,["-","lockUnlock"],null,J)):1==N.getSelectionCount()?(N.isCellFoldable(N.getSelectionCell())&&this.addMenuItems(y,N.isCellCollapsed(B)?["expand"]:["collapse"],null,J),this.addMenuItems(y,["collapsible","-","lockUnlock","enterGroup"],null,J),y.addSeparator(),this.addSubmenu("layout",y)):N.isSelectionEmpty()&&N.isEnabled()?(y.addSeparator(),this.addMenuItems(y, +["editData"],null,J),y.addSeparator(),this.addSubmenu("layout",y),this.addSubmenu("insert",y),this.addMenuItems(y,["-","exitGroup"],null,J)):N.isEnabled()&&this.addMenuItems(y,["-","lockUnlock"],null,J)};var k=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(y,B,J){k.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(y,["copyAsImage"],null,J)};EditorUi.prototype.toggleFormatPanel=function(y){null!=this.formatWindow?this.formatWindow.window.setVisible(null!= +y?y:!this.formatWindow.window.isVisible()):b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var n=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1), +this.actions.outlineWindow.window.destroy(),this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow= +null);null!=this.menus.findReplaceWindow&&(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow=null);n.apply(this,arguments)};var q=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(y){q.apply(this,arguments);if(y){var B=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=B&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0); +null!=this.formatWindow&&(1E3<=B||"1"==urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1),null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var p=Menus.prototype.init;Menus.prototype.init=function(){p.apply(this,arguments);var y=this.editorUi,B=y.editor.graph;y.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";y.actions.get("createShape").label= +mxResources.get("shape")+"...";y.actions.get("outline").label=mxResources.get("outline")+"...";y.actions.get("layers").label=mxResources.get("layers")+"...";y.actions.get("tags").label=mxResources.get("tags")+"...";y.actions.get("comments").label=mxResources.get("comments")+"...";var J=y.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"),function(K){y.setSketchMode(!Editor.sketchMode)}));J.setToggleAction(!0);J.setSelectedCallback(function(){return Editor.sketchMode});J=y.actions.put("togglePagesVisible", +new Action(mxResources.get("pages"),function(K){y.setPagesVisible(!Editor.pagesVisible)}));J.setToggleAction(!0);J.setSelectedCallback(function(){return Editor.pagesVisible});y.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){B.popupMenuHandler.hideMenu();y.showImportCsvDialog()}));y.actions.put("importText",new Action(mxResources.get("text")+"...",function(){var K=new ParseDialog(y,"Insert from Text");y.showDialog(K.container,620,420,!0,!1);K.init()}));y.actions.put("formatSql", +new Action(mxResources.get("formatSql")+"...",function(){var K=new ParseDialog(y,"Insert from Text","formatSql");y.showDialog(K.container,620,420,!0,!1);K.init()}));y.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){f(y)},null,null,Editor.ctrlKey+"+Shift+K"));y.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(y)})).shortcut=y.actions.get("formatPanel").shortcut;EditorUi.enablePlantUml&&!y.isOffline()&& +y.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var K=new ParseDialog(y,mxResources.get("plantUml")+"...","plantUml");y.showDialog(K.container,620,420,!0,!1);K.init()}));y.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var K=new ParseDialog(y,mxResources.get("mermaid")+"...","mermaid");y.showDialog(K.container,620,420,!0,!1);K.init()}));var N=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this,function(K,H){var F= +this.editorUi.editor.graph,P=F.getSelectionCell();N.call(this,K,P,null,H);this.addMenuItems(K,["editTooltip"],H);F.model.isVertex(P)&&this.addMenuItems(K,["editGeometry"],H);this.addMenuItems(K,["-","edit"],H)})));this.addPopupMenuCellEditItems=function(K,H,F,P){K.addSeparator();this.addSubmenu("editCell",K,P,mxResources.get("edit"))};this.put("file",new Menu(mxUtils.bind(this,function(K,H){var F=y.getCurrentFile();y.menus.addMenuItems(K,["new"],H);y.menus.addSubmenu("openFrom",K,H);isLocalStorage&& +this.addSubmenu("openRecent",K,H);K.addSeparator(H);null!=F&&F.constructor==DriveFile?y.menus.addMenuItems(K,["save","rename","makeCopy","moveToFolder"],H):(y.menus.addMenuItems(K,["save","saveAs","-","rename"],H),y.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(K,["upload"],H):y.menus.addMenuItems(K,["makeCopy"],H));K.addSeparator(H);null!=F&&(F.isRevisionHistorySupported()&&y.menus.addMenuItems(K,["revisionHistory"],H),F.constructor==DriveFile&& +y.menus.addMenuItems(K,["openFolder"],H),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||F.constructor==LocalFile&&null==F.fileHandle||y.menus.addMenuItems(K,["synchronize"],H));y.menus.addMenuItems(K,["autosave"],H);if(null!=F){K.addSeparator(H);"1"==urlParams.sketch&&y.commentsSupported()&&y.menus.addMenuItems(K,["comments"],H);if(null!=y.fileNode&&"1"!=urlParams.embedInline){var P=null!=F.getTitle()?F.getTitle():y.defaultFilename;(F.constructor==DriveFile&&null!=F.sync&&F.sync.isConnected()||!/(\.html)$/i.test(P)&& +!/(\.svg)$/i.test(P))&&this.addMenuItems(K,["properties"],H)}F.constructor==DriveFile&&y.menus.addMenuItems(K,["share"],H)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(K,H){var F=y.getCurrentFile();y.menus.addSubmenu("extras",K,H,mxResources.get("preferences"));K.addSeparator(H);if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)y.menus.addMenuItems(K,"new open - synchronize - save saveAs -".split(" "),H);else if("1"==urlParams.embed||y.mode==App.MODE_ATLAS){"1"!=urlParams.noSaveBtn&& +"1"!=urlParams.embedInline&&y.menus.addMenuItems(K,["-","save"],H);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||y.mode==App.MODE_ATLAS)y.menus.addMenuItems(K,["saveAndExit"],H),null!=F&&F.isRevisionHistorySupported()&&y.menus.addMenuItems(K,["revisionHistory"],H);K.addSeparator(H)}else y.mode==App.MODE_ATLAS?y.menus.addMenuItems(K,["save","synchronize","-"],H):"1"!=urlParams.noFileMenu&&("1"!=urlParams.sketch?(y.menus.addMenuItems(K,["new"],H),y.menus.addSubmenu("openFrom", +K,H),isLocalStorage&&this.addSubmenu("openRecent",K,H),K.addSeparator(H),null!=F&&(F.constructor==DriveFile&&y.menus.addMenuItems(K,["share"],H),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||F.constructor==LocalFile||y.menus.addMenuItems(K,["synchronize"],H)),K.addSeparator(H),y.menus.addSubmenu("save",K,H)):y.menus.addSubmenu("file",K,H));y.menus.addSubmenu("exportAs",K,H);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?y.menus.addMenuItems(K,["import"],H):"1"!=urlParams.noFileMenu&&y.menus.addSubmenu("importFrom", +K,H);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!y.commentsSupported()||y.menus.addMenuItems(K,["-","comments"],H);y.menus.addMenuItems(K,"- findReplace layers tags - pageSetup".split(" "),H);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||y.menus.addMenuItems(K,["print"],H);"1"!=urlParams.sketch&&null!=F&&null!=y.fileNode&&"1"!=urlParams.embedInline&&(F=null!=F.getTitle()?F.getTitle():y.defaultFilename,/(\.html)$/i.test(F)||/(\.svg)$/i.test(F)||this.addMenuItems(K, +["-","properties"]));K.addSeparator(H);y.menus.addSubmenu("help",K,H);"1"==urlParams.embed||y.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||y.mode==App.MODE_ATLAS)&&y.menus.addMenuItems(K,["-","exit"],H):"1"!=urlParams.noFileMenu&&y.menus.addMenuItems(K,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this,function(K,H){var F=y.getCurrentFile();null!=F&&F.constructor==DriveFile?y.menus.addMenuItems(K,["save","makeCopy","-","rename","moveToFolder"],H):(y.menus.addMenuItems(K,["save","saveAs", +"-","rename"],H),y.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(K,["upload"],H):y.menus.addMenuItems(K,["makeCopy"],H));y.menus.addMenuItems(K,["-","autosave"],H);null!=F&&F.isRevisionHistorySupported()&&y.menus.addMenuItems(K,["-","revisionHistory"],H)})));var v=this.get("exportAs");this.put("exportAs",new Menu(mxUtils.bind(this,function(K,H){v.funct(K,H);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||y.menus.addMenuItems(K,["publishLink"],H); +y.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(K.addSeparator(H),y.menus.addSubmenu("embed",K,H))})));var u=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(K,H){y.menus.addInsertTableCellItem(K,H)})));var G=this.get("units");this.put("units",new Menu(mxUtils.bind(this,function(K,H){G.funct(K,H);this.addMenuItems(K,["-","pageScale","-","ruler"],H)})));this.put("extras",new Menu(mxUtils.bind(this,function(K,H){null!=u&&y.menus.addSubmenu("language",K,H);"1"!=urlParams.embed&& +"1"!=urlParams.extAuth&&y.mode!=App.MODE_ATLAS&&y.menus.addSubmenu("theme",K,H);y.menus.addSubmenu("units",K,H);K.addSeparator(H);"1"!=urlParams.sketch&&y.menus.addMenuItems(K,["scrollbars","-","tooltips","copyConnect","collapseExpand"],H);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&&"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&y.mode!=App.MODE_ATLAS&&y.menus.addMenuItems(K,["-","showStartScreen","search","scratchpad"],H);K.addSeparator(H);"1"==urlParams.sketch&&y.menus.addMenuItems(K, +["copyConnect","collapseExpand","tooltips","-"],H);EditorUi.isElectronApp&&y.menus.addMenuItems(K,["-","spellCheck","autoBkp","drafts","-"],H);var F=y.getCurrentFile();null!=F&&F.isRealtimeEnabled()&&F.isRealtimeSupported()&&this.addMenuItems(K,["-","showRemoteCursors","shareCursor","-"],H);Graph.translateDiagram&&y.menus.addMenuItems(K,["diagramLanguage"],H);y.mode!=App.MODE_ATLAS&&y.menus.addMenuItem(K,"configuration",H);"1"!=urlParams.sketch&&!y.isOfflineApp()&&isLocalStorage&&y.mode!=App.MODE_ATLAS&& +y.menus.addMenuItem(K,"plugins",H);K.addSeparator(H)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(K,H){y.menus.addMenuItems(K,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "),H)})));mxUtils.bind(this,function(){var K=this.get("insert"),H=K.funct;K.funct=function(F,P){"1"==urlParams.sketch?(y.menus.addMenuItems(F,["toggleShapes"],P),y.menus.addSubmenu("table",F,P),F.addSeparator(P),y.insertTemplateEnabled&&!y.isOffline()&&y.menus.addMenuItems(F, +["insertTemplate"],P),y.menus.addMenuItems(F,["insertImage","insertLink","-"],P),y.menus.addSubmenu("insertAdvanced",F,P,mxResources.get("advanced")),y.menus.addSubmenu("layout",F,P)):(H.apply(this,arguments),y.menus.addSubmenu("table",F,P))}})();var I="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "),M=function(K,H,F,P){K.addItem(F,null,mxUtils.bind(this,function(){var U=new CreateGraphDialog(y,F,P);y.showDialog(U.container,620,420,!0,!1);U.init()}), +H)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(K,H){for(var F=0;F<I.length;F++)"-"==I[F]?K.addSeparator(H):M(K,H,mxResources.get(I[F])+"...",I[F])})))};EditorUi.prototype.installFormatToolbar=function(y){var B=this.editor.graph,J=document.createElement("div");J.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;";B.getSelectionModel().addListener(mxEvent.CHANGE, +mxUtils.bind(this,function(N,v){0<B.getSelectionCount()?(y.appendChild(J),J.innerHTML="Selected: "+B.getSelectionCount()):null!=J.parentNode&&J.parentNode.removeChild(J)}))};var A=!1;EditorUi.prototype.initFormatWindow=function(){if(!A&&null!=this.formatWindow){A=!0;this.formatWindow.window.setClosable(!1);var y=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){y.apply(this,arguments);this.minimized?(this.div.style.width="90px",this.table.style.width="90px", +this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(B){mxEvent.getSource(B)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var E=EditorUi.prototype.init;EditorUi.prototype.init=function(){function y(da,ba,na){var ea=u.menus.get(da), +ia=K.addMenu(mxResources.get(da),mxUtils.bind(this,function(){ea.funct.apply(this,arguments)}),M);ia.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";ia.style.display="inline-block";ia.style.boxSizing="border-box";ia.style.top="6px";ia.style.marginRight="6px";ia.style.height="30px";ia.style.paddingTop="6px";ia.style.paddingBottom="6px";ia.style.cursor="pointer";ia.setAttribute("title",mxResources.get(da));u.menus.menuCreated(ea,ia,"geMenuItem");null!=na?(ia.style.backgroundImage="url("+ +na+")",ia.style.backgroundPosition="center center",ia.style.backgroundRepeat="no-repeat",ia.style.backgroundSize="24px 24px",ia.style.width="34px",ia.innerText=""):ba||(ia.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",ia.style.backgroundPosition="right 6px center",ia.style.backgroundRepeat="no-repeat",ia.style.paddingRight="22px");return ia}function B(da,ba,na,ea,ia,oa){var ma=document.createElement("a");ma.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";ma.style.display= +"inline-block";ma.style.boxSizing="border-box";ma.style.height="30px";ma.style.padding="6px";ma.style.position="relative";ma.style.verticalAlign="top";ma.style.top="0px";"1"==urlParams.sketch&&(ma.style.borderStyle="none",ma.style.boxShadow="none",ma.style.padding="6px",ma.style.margin="0px");null!=u.statusContainer?I.insertBefore(ma,u.statusContainer):I.appendChild(ma);null!=oa?(ma.style.backgroundImage="url("+oa+")",ma.style.backgroundPosition="center center",ma.style.backgroundRepeat="no-repeat", +ma.style.backgroundSize="24px 24px",ma.style.width="34px"):mxUtils.write(ma,da);mxEvent.addListener(ma,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(xa){xa.preventDefault()}));mxEvent.addListener(ma,"click",function(xa){"disabled"!=ma.getAttribute("disabled")&&ba(xa);mxEvent.consume(xa)});null==na&&(ma.style.marginRight="4px");null!=ea&&ma.setAttribute("title",ea);null!=ia&&(da=function(){ia.isEnabled()?(ma.removeAttribute("disabled"),ma.style.cursor="pointer"):(ma.setAttribute("disabled", +"disabled"),ma.style.cursor="default")},ia.addListener("stateChanged",da),G.addListener("enabledChanged",da),da());return ma}function J(da,ba,na){na=document.createElement("div");na.className="geMenuItem";na.style.display="inline-block";na.style.verticalAlign="top";na.style.marginRight="6px";na.style.padding="0 4px 0 4px";na.style.height="30px";na.style.position="relative";na.style.top="0px";"1"==urlParams.sketch&&(na.style.boxShadow="none");for(var ea=0;ea<da.length;ea++)null!=da[ea]&&("1"==urlParams.sketch&& +(da[ea].style.padding="10px 8px",da[ea].style.width="30px"),da[ea].style.margin="0px",da[ea].style.boxShadow="none",na.appendChild(da[ea]));null!=ba&&mxUtils.setOpacity(na,ba);null!=u.statusContainer&&"1"!=urlParams.sketch?I.insertBefore(na,u.statusContainer):I.appendChild(na);return na}function N(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(D.style.left=58>t.offsetTop-t.offsetHeight/2?"70px":"10px");else{for(var da=I.firstChild;null!=da;){var ba=da.nextSibling;"geMenuItem"!=da.className&& +"geItem"!=da.className||da.parentNode.removeChild(da);da=ba}M=I.firstChild;c=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;da=1E3>c||"1"==urlParams.sketch;var na=null;da||(na=y("diagram"));ba=da?y("diagram",null,Editor.menuImage):null;null!=ba&&(na=ba);J([na,B(mxResources.get("shapes"),u.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),u.actions.get("image"),da?Editor.shapesImage:null),B(mxResources.get("format"),u.actions.get("toggleFormat").funct, +null,mxResources.get("format")+" ("+u.actions.get("formatPanel").shortcut+")",u.actions.get("image"),da?Editor.formatImage:null)],da?60:null);ba=y("insert",!0,da?V:null);J([ba,B(mxResources.get("delete"),u.actions.get("delete").funct,null,mxResources.get("delete"),u.actions.get("delete"),da?Editor.trashImage:null)],da?60:null);411<=c&&(J([Ga,Aa],60),520<=c&&J([wa,640<=c?B("",ha.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +)",ha,Editor.zoomInImage):null,640<=c?B("",ra.funct,!0,mxResources.get("zoomOut")+ +" ("+Editor.ctrlKey+" -)",ra,Editor.zoomOutImage):null],60))}null!=na&&(mxEvent.disableContextMenu(na),mxEvent.addGestureListeners(na,mxUtils.bind(this,function(ea){(mxEvent.isShiftDown(ea)||mxEvent.isAltDown(ea)||mxEvent.isMetaDown(ea)||mxEvent.isControlDown(ea)||mxEvent.isPopupTrigger(ea))&&u.appIconClicked(ea)}),null,null));ba=u.menus.get("language");null!=ba&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&600<=c&&"1"!=urlParams.sketch?(null==ya&&(ba=K.addMenu("",ba.funct),ba.setAttribute("title", +mxResources.get("language")),ba.className="geToolbarButton",ba.style.backgroundImage="url("+Editor.globeImage+")",ba.style.backgroundPosition="center center",ba.style.backgroundRepeat="no-repeat",ba.style.backgroundSize="24px 24px",ba.style.position="absolute",ba.style.height="24px",ba.style.width="24px",ba.style.zIndex="1",ba.style.right="8px",ba.style.cursor="pointer",ba.style.top="1"==urlParams.embed?"12px":"11px",I.appendChild(ba),ya=ba),u.buttonContainer.style.paddingRight="34px"):(u.buttonContainer.style.paddingRight= +"4px",null!=ya&&(ya.parentNode.removeChild(ya),ya=null))}E.apply(this,arguments);var v=document.createElement("div");v.style.cssText="position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";v.style.bottom="1"!=urlParams.embed||"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(v);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version|| +0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&&1E3<=c||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])f(this,!0),null!=this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var u=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==u.embedViewport)mxUtils.fit(this.div); +else{var da=parseInt(this.div.offsetLeft),ba=parseInt(this.div.offsetWidth),na=u.embedViewport.x+u.embedViewport.width,ea=parseInt(this.div.offsetTop),ia=parseInt(this.div.offsetHeight),oa=u.embedViewport.y+u.embedViewport.height;this.div.style.left=Math.max(u.embedViewport.x,Math.min(da,na-ba))+"px";this.div.style.top=Math.max(u.embedViewport.y,Math.min(ea,oa-ia))+"px";this.div.style.height=Math.min(u.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(u.embedViewport.width, +parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&&("1"==urlParams.sketch||1E3<=c)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(),v=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>c||708>v)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));u=this;var G=u.editor.graph; +u.toolbar=this.createToolbar(u.createDiv("geToolbar"));u.defaultLibraryName=mxResources.get("untitledLibrary");var I=document.createElement("div");I.className="geMenubarContainer";var M=null,K=new Menubar(u,I);u.statusContainer=u.createStatusContainer();u.statusContainer.style.position="relative";u.statusContainer.style.maxWidth="";u.statusContainer.style.marginTop="7px";u.statusContainer.style.marginLeft="6px";u.statusContainer.style.color="gray";u.statusContainer.style.cursor="default";var H=u.hideCurrentMenu; +u.hideCurrentMenu=function(){H.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()};var F=u.descriptorChanged;u.descriptorChanged=function(){F.apply(this,arguments);var da=u.getCurrentFile();if(null!=da&&null!=da.getTitle()){var ba=da.getMode();"google"==ba?ba="googleDrive":"github"==ba?ba="gitHub":"gitlab"==ba?ba="gitLab":"onedrive"==ba&&(ba="oneDrive");ba=mxResources.get(ba);I.setAttribute("title",da.getTitle()+(null!=ba?" ("+ba+")":""))}else I.removeAttribute("title")};u.setStatusText(u.editor.getStatus()); +I.appendChild(u.statusContainer);u.buttonContainer=document.createElement("div");u.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;";I.appendChild(u.buttonContainer);u.menubarContainer=u.buttonContainer;u.tabContainer=document.createElement("div");u.tabContainer.className="geTabContainer";u.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;"; +v=u.diagramContainer.parentNode;var P=document.createElement("div");P.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";u.diagramContainer.style.top="1"==urlParams.sketch?"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){P.style.top="20px";u.titlebar=document.createElement("div");u.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var U=document.createElement("div"); +U.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;";u.titlebar.appendChild(U);v.appendChild(u.titlebar)}U=u.menus.get("viewZoom");var T=U.funct;U.funct=function(da,ba){T.apply(this,arguments);u.menus.addMenuItems(da,["outline","-","fullscreen","toggleDarkMode"],ba)};var V="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,W="1"==urlParams.sketch?document.createElement("div"): +null,t="1"==urlParams.sketch?document.createElement("div"):null,D="1"==urlParams.sketch?document.createElement("div"):null,L=mxUtils.bind(this,function(){if(Editor.inlineFullscreen)D.style.left="10px",D.style.top="10px",t.style.left="10px",t.style.top="60px",W.style.top="10px",W.style.right="12px",W.style.left="",u.diagramContainer.setAttribute("data-bounds",u.diagramContainer.style.top+" "+u.diagramContainer.style.left+" "+u.diagramContainer.style.width+" "+u.diagramContainer.style.height),u.diagramContainer.style.top= +"0px",u.diagramContainer.style.left="0px",u.diagramContainer.style.bottom="0px",u.diagramContainer.style.right="0px",u.diagramContainer.style.width="",u.diagramContainer.style.height="";else{var da=u.diagramContainer.getAttribute("data-bounds");if(null!=da){u.diagramContainer.style.background="transparent";u.diagramContainer.removeAttribute("data-bounds");var ba=G.getGraphBounds();da=da.split(" ");u.diagramContainer.style.top=da[0];u.diagramContainer.style.left=da[1];u.diagramContainer.style.width= +ba.width+50+"px";u.diagramContainer.style.height=ba.height+46+"px";u.diagramContainer.style.bottom="";u.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:u.diagramContainer.getBoundingClientRect()}),"*");u.refresh()}D.style.left=u.diagramContainer.offsetLeft+"px";D.style.top=u.diagramContainer.offsetTop-D.offsetHeight-4+"px";t.style.display="";t.style.left=u.diagramContainer.offsetLeft-t.offsetWidth-4+"px";t.style.top=u.diagramContainer.offsetTop+ +"px";W.style.left=u.diagramContainer.offsetLeft+u.diagramContainer.offsetWidth-W.offsetWidth+"px";W.style.top=D.style.top;W.style.right="";u.bottomResizer.style.left=u.diagramContainer.offsetLeft+(u.diagramContainer.offsetWidth-u.bottomResizer.offsetWidth)/2+"px";u.bottomResizer.style.top=u.diagramContainer.offsetTop+u.diagramContainer.offsetHeight-u.bottomResizer.offsetHeight/2-1+"px";u.rightResizer.style.left=u.diagramContainer.offsetLeft+u.diagramContainer.offsetWidth-u.rightResizer.offsetWidth/ +2-1+"px";u.rightResizer.style.top=u.diagramContainer.offsetTop+(u.diagramContainer.offsetHeight-u.bottomResizer.offsetHeight)/2+"px"}u.bottomResizer.style.visibility=Editor.inlineFullscreen?"hidden":"";u.rightResizer.style.visibility=u.bottomResizer.style.visibility;I.style.display="none";D.style.visibility="";W.style.visibility=""}),R=u.actions.get("fullscreen"),O=B("",R.funct,null,mxResources.get(""),R,Editor.fullscreenImage),Q=mxUtils.bind(this,function(){O.style.backgroundImage="url("+(Editor.inlineFullscreen? +Editor.fullscreenExitImage:Editor.fullscreenImage)+")";this.diagramContainer.style.background=Editor.inlineFullscreen?Editor.isDarkMode()?Editor.darkColor:"#ffffff":"transparent";L()});R=mxUtils.bind(this,function(){b(u,!0);u.initFormatWindow();var da=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(da.x+da.width+4,da.y);Q()});u.addListener("inlineFullscreenChanged",Q);u.addListener("editInlineStart",R);"1"==urlParams.embedInline&&u.addListener("darkModeChanged", +R);u.addListener("editInlineStop",mxUtils.bind(this,function(da){u.diagramContainer.style.width="10px";u.diagramContainer.style.height="10px";u.diagramContainer.style.border="";u.bottomResizer.style.visibility="hidden";u.rightResizer.style.visibility="hidden";D.style.visibility="hidden";W.style.visibility="hidden";t.style.display="none"}));if(null!=u.hoverIcons){var S=u.hoverIcons.update;u.hoverIcons.update=function(){G.freehand.isDrawing()||S.apply(this,arguments)}}if(null!=G.freehand){var X=G.freehand.createStyle; +G.freehand.createStyle=function(da){return X.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){t.className="geToolbarContainer";W.className="geToolbarContainer";D.className="geToolbarContainer";I.className="geToolbarContainer";u.picker=t;var aa=!1;"1"!=urlParams.embed&&"atlassian"!=u.getServiceName()&&(mxEvent.addListener(I,"mouseenter",function(){u.statusContainer.style.display="inline-block"}),mxEvent.addListener(I,"mouseleave",function(){aa||(u.statusContainer.style.display="none")})); +var Y=mxUtils.bind(this,function(da){null!=u.notificationBtn&&(null!=da?u.notificationBtn.setAttribute("title",da):u.notificationBtn.removeAttribute("title"))});I.style.visibility=20>I.clientWidth?"hidden":"";u.editor.addListener("statusChanged",mxUtils.bind(this,function(){u.setStatusText(u.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=u.getServiceName())if(u.statusContainer.style.display="inline-block",aa=!0,1==u.statusContainer.children.length&&""==u.editor.getStatus())I.style.visibility= +"hidden";else{if(0==u.statusContainer.children.length||1==u.statusContainer.children.length&&"function"===typeof u.statusContainer.firstChild.getAttribute&&null==u.statusContainer.firstChild.getAttribute("class")){var da=null!=u.statusContainer.firstChild&&"function"===typeof u.statusContainer.firstChild.getAttribute?u.statusContainer.firstChild.getAttribute("title"):u.editor.getStatus();Y(da);var ba=u.getCurrentFile();ba=null!=ba?ba.savingStatusKey:DrawioFile.prototype.savingStatusKey;da==mxResources.get(ba)+ +"..."?(u.statusContainer.innerHTML='<img title="'+mxUtils.htmlEntities(mxResources.get(ba))+'..."src="'+Editor.tailSpin+'">',u.statusContainer.style.display="inline-block",aa=!0):6<u.buttonContainer.clientWidth&&(u.statusContainer.style.display="none",aa=!1)}else u.statusContainer.style.display="inline-block",Y(null),aa=!0;I.style.visibility=20>I.clientWidth&&!aa?"hidden":""}}));qa=y("diagram",null,Editor.menuImage);qa.style.boxShadow="none";qa.style.padding="6px";qa.style.margin="0px";D.appendChild(qa); 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+var la=u.actions.get("undo"),Fa=u.actions.get("redo"),Ga=B("",la.funct,null,mxResources.get("undo")+" ("+la.shortcut+")",la,Editor.undoImage),Aa=B("",Fa.funct,null,mxResources.get("redo")+" ("+Fa.shortcut+")",Fa,Editor.redoImage);if(null!=W){R=function(){pa.style.display=null!=u.pages&&("0"!=urlParams.pages||1<u.pages.length||Editor.pagesVisible)?"inline-block":"none"};var Ma=function(){pa.innerText="";if(null!=u.currentPage){mxUtils.write(pa,u.currentPage.getName());var da=null!=u.pages?u.pages.length: +1,ba=u.getPageIndex(u.currentPage);ba=null!=ba?ba+1:1;var na=u.currentPage.getId();pa.setAttribute("title",u.currentPage.getName()+" ("+ba+"/"+da+")"+(null!=na?" 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0";qa.style.fontSize= +"14px";qa.style.width="40px";qa.style.opacity="0.4";W.appendChild(qa);U=B("",ha.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +/Alt+Mousewheel)",ha,Editor.zoomInImage);W.appendChild(U);"1"==urlParams.embedInline?(W.appendChild(O),U=u.actions.get("exit"),W.appendChild(B("",U.funct,null,mxResources.get("exit"),U,Editor.closeImage))):O.parentNode.removeChild(O);u.tabContainer.style.visibility="hidden";I.style.cssText="position:absolute;right:14px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px 0px 6px 6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;"; +D.style.cssText="position:absolute;left:10px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;border-bottom:1px solid 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center";qa.style.backgroundRepeat="no-repeat";P.appendChild(qa)}(function(da){mxEvent.addListener(da,"click",ka);var ba=mxUtils.bind(this,function(){da.innerText="";mxUtils.write(da,Math.round(100*u.editor.graph.view.scale)+"%")});u.editor.graph.view.addListener(mxEvent.EVENT_SCALE,ba);u.editor.addListener("resetGraphView",ba);u.editor.addListener("pageSelected", +ba)})(qa);var Ha=u.setGraphEnabled;u.setGraphEnabled=function(){Ha.apply(this,arguments);null!=this.tabContainer&&(qa.style.visibility=this.tabContainer.style.visibility,this.diagramContainer.style.bottom="hidden"!=this.tabContainer.style.visibility&&null==W?this.tabContainerHeight+"px":"0px")}}P.appendChild(I);P.appendChild(u.diagramContainer);v.appendChild(P);u.updateTabContainer();!EditorUi.windowed&&("1"==urlParams.sketch||1E3<=c)&&"1"!=urlParams.embedInline&&b(this,!0);null==W&&P.appendChild(u.tabContainer); +var ya=null;N();mxEvent.addListener(window,"resize",function(){N();null!=u.sidebarWindow&&u.sidebarWindow.window.fit();null!=u.formatWindow&&u.formatWindow.window.fit();null!=u.actions.outlineWindow&&u.actions.outlineWindow.window.fit();null!=u.actions.layersWindow&&u.actions.layersWindow.window.fit();null!=u.menus.tagsWindow&&u.menus.tagsWindow.window.fit();null!=u.menus.findWindow&&u.menus.findWindow.window.fit();null!=u.menus.findReplaceWindow&&u.menus.findReplaceWindow.window.fit()});if("1"== +urlParams.embedInline){document.body.style.cursor="text";t.style.transform="";mxEvent.addGestureListeners(u.diagramContainer.parentNode,function(da){mxEvent.getSource(da)==u.diagramContainer.parentNode&&(u.embedExitPoint=new mxPoint(mxEvent.getClientX(da),mxEvent.getClientY(da)),u.sendEmbeddedSvgExport())});v=document.createElement("div");v.style.position="absolute";v.style.width="10px";v.style.height="10px";v.style.borderRadius="5px";v.style.border="1px solid gray";v.style.background="#ffffff";v.style.cursor= +"row-resize";u.diagramContainer.parentNode.appendChild(v);u.bottomResizer=v;var Ia=null,ja=null,va=null,ta=null;mxEvent.addGestureListeners(v,function(da){ta=parseInt(u.diagramContainer.style.height);ja=mxEvent.getClientY(da);G.popupMenuHandler.hideMenu();mxEvent.consume(da)});v=v.cloneNode(!1);v.style.cursor="col-resize";u.diagramContainer.parentNode.appendChild(v);u.rightResizer=v;mxEvent.addGestureListeners(v,function(da){va=parseInt(u.diagramContainer.style.width);Ia=mxEvent.getClientX(da);G.popupMenuHandler.hideMenu(); +mxEvent.consume(da)});mxEvent.addGestureListeners(document.body,null,function(da){var ba=!1;null!=Ia&&(u.diagramContainer.style.width=Math.max(20,va+mxEvent.getClientX(da)-Ia)+"px",ba=!0);null!=ja&&(u.diagramContainer.style.height=Math.max(20,ta+mxEvent.getClientY(da)-ja)+"px",ba=!0);ba&&((window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:u.diagramContainer.getBoundingClientRect()}),"*"),L(),u.refresh())},function(da){null==Ia&&null== +ja||mxEvent.consume(da);ja=Ia=null});this.diagramContainer.style.borderRadius="4px";document.body.style.backgroundColor="transparent";u.bottomResizer.style.visibility="hidden";u.rightResizer.style.visibility="hidden";D.style.visibility="hidden";W.style.visibility="hidden";t.style.display="none"}"1"==urlParams.prefetchFonts&&u.editor.loadFonts()}}}; +(function(){var b=!1;"min"!=uiTheme||b||mxClient.IS_CHROMEAPP||(EditorUi.initMinimalTheme(),b=!0);var d=EditorUi.initTheme;EditorUi.initTheme=function(){d.apply(this,arguments);"min"!=uiTheme||b||(this.initMinimalTheme(),b=!0)}})();(function(){var b=mxGuide.prototype.move;mxGuide.prototype.move=function(c,l,m,x){var z=l.y,C=l.x,e=!1,g=!1;if(null!=this.states&&null!=c&&null!=l){var k=this,n=new mxCellState,q=this.graph.getView().scale,p=Math.max(2,this.getGuideTolerance()/2);n.x=c.x+C;n.y=c.y+z;n.width=c.width;n.height=c.height;for(var A=[],E=[],y=0;y<this.states.length;y++){var B=this.states[y];B instanceof mxCellState&&(x||!this.graph.isCellSelected(B.cell))&&((n.x>=B.x&&n.x<=B.x+B.width||B.x>=n.x&&B.x<=n.x+n.width)&&(n.y> +B.y+B.height+4||n.y+n.height+4<B.y)?A.push(B):(n.y>=B.y&&n.y<=B.y+B.height||B.y>=n.y&&B.y<=n.y+n.height)&&(n.x>B.x+B.width+4||n.x+n.width+4<B.x)&&E.push(B))}var J=0,N=0,v=B=0,u=0,G=0,I=0,M=0,K=5*q;if(1<A.length){A.push(n);A.sort(function(U,T){return U.y-T.y});var H=!1;y=n==A[0];q=n==A[A.length-1];if(!y&&!q)for(y=1;y<A.length-1;y++)if(n==A[y]){q=A[y-1];y=A[y+1];B=N=v=(y.y-q.y-q.height-n.height)/2;break}for(y=0;y<A.length-1;y++){q=A[y];var F=A[y+1],P=n==q||n==F;F=F.y-q.y-q.height;H|=n==q;if(0==N&&0== +J)N=F,J=1;else if(Math.abs(N-F)<=(P||1==y&&H?p:0))J+=1;else if(1<J&&H){A=A.slice(0,y+1);break}else if(3<=A.length-y&&!H)J=0,B=N=0!=v?v:0,A.splice(0,0==y?1:y),y=-1;else break;0!=B||P||(N=B=F)}3==A.length&&A[1]==n&&(B=0)}if(1<E.length){E.push(n);E.sort(function(U,T){return U.x-T.x});H=!1;y=n==E[0];q=n==E[E.length-1];if(!y&&!q)for(y=1;y<E.length-1;y++)if(n==E[y]){q=E[y-1];y=E[y+1];I=G=M=(y.x-q.x-q.width-n.width)/2;break}for(y=0;y<E.length-1;y++){q=E[y];F=E[y+1];P=n==q||n==F;F=F.x-q.x-q.width;H|=n==q; +if(0==G&&0==u)G=F,u=1;else if(Math.abs(G-F)<=(P||1==y&&H?p:0))u+=1;else if(1<u&&H){E=E.slice(0,y+1);break}else if(3<=E.length-y&&!H)u=0,I=G=0!=M?M:0,E.splice(0,0==y?1:y),y=-1;else break;0!=I||P||(G=I=F)}3==E.length&&E[1]==n&&(I=0)}p=function(U,T,V,W){var t=[];if(W){W=K;var D=0}else W=0,D=K;t.push(new mxPoint(U.x-W,U.y-D));t.push(new mxPoint(U.x+W,U.y+D));t.push(U);t.push(T);t.push(new mxPoint(T.x-W,T.y-D));t.push(new mxPoint(T.x+W,T.y+D));if(null!=V)return V.points=t,V;U=new mxPolyline(t,mxConstants.GUIDE_COLOR, +mxConstants.GUIDE_STROKEWIDTH);U.dialect=mxConstants.DIALECT_SVG;U.pointerEvents=!1;U.init(k.graph.getView().getOverlayPane());return U};G=function(U,T){if(U&&null!=k.guidesArrHor)for(U=0;U<k.guidesArrHor.length;U++)k.guidesArrHor[U].node.style.visibility="hidden";if(T&&null!=k.guidesArrVer)for(U=0;U<k.guidesArrVer.length;U++)k.guidesArrVer[U].node.style.visibility="hidden"};if(1<u&&u==E.length-1){u=[];M=k.guidesArrHor;e=[];C=0;y=E[0]==n?1:0;H=E[y].y+E[y].height;if(0<I)for(y=0;y<E.length-1;y++)q= +E[y],F=E[y+1],n==q?(C=F.x-q.width-I,e.push(new mxPoint(C+q.width+K,H)),e.push(new mxPoint(F.x-K,H))):n==F?(e.push(new mxPoint(q.x+q.width+K,H)),C=q.x+q.width+I,e.push(new mxPoint(C-K,H))):(e.push(new mxPoint(q.x+q.width+K,H)),e.push(new mxPoint(F.x-K,H)));else q=E[0],y=E[2],C=q.x+q.width+(y.x-q.x-q.width-n.width)/2,e.push(new mxPoint(q.x+q.width+K,H)),e.push(new mxPoint(C-K,H)),e.push(new mxPoint(C+n.width+K,H)),e.push(new mxPoint(y.x-K,H));for(y=0;y<e.length;y+=2)E=e[y],I=e[y+1],E=p(E,I,null!=M? +M[y/2]:null),E.node.style.visibility="visible",E.redraw(),u.push(E);for(y=e.length/2;null!=M&&y<M.length;y++)M[y].destroy();k.guidesArrHor=u;C-=c.x;e=!0}else G(!0);if(1<J&&J==A.length-1){u=[];M=k.guidesArrVer;g=[];z=0;y=A[0]==n?1:0;J=A[y].x+A[y].width;if(0<B)for(y=0;y<A.length-1;y++)q=A[y],F=A[y+1],n==q?(z=F.y-q.height-B,g.push(new mxPoint(J,z+q.height+K)),g.push(new mxPoint(J,F.y-K))):n==F?(g.push(new mxPoint(J,q.y+q.height+K)),z=q.y+q.height+B,g.push(new mxPoint(J,z-K))):(g.push(new mxPoint(J,q.y+ +q.height+K)),g.push(new mxPoint(J,F.y-K)));else q=A[0],y=A[2],z=q.y+q.height+(y.y-q.y-q.height-n.height)/2,g.push(new mxPoint(J,q.y+q.height+K)),g.push(new mxPoint(J,z-K)),g.push(new mxPoint(J,z+n.height+K)),g.push(new mxPoint(J,y.y-K));for(y=0;y<g.length;y+=2)E=g[y],I=g[y+1],E=p(E,I,null!=M?M[y/2]:null,!0),E.node.style.visibility="visible",E.redraw(),u.push(E);for(y=g.length/2;null!=M&&y<M.length;y++)M[y].destroy();k.guidesArrVer=u;z-=c.y;g=!0}else G(!1,!0)}if(e||g)return n=new mxPoint(C,z),A=b.call(this, +c,n,m,x),e&&!g?n.y=A.y:g&&!e&&(n.x=A.x),A.y!=n.y&&null!=this.guideY&&null!=this.guideY.node&&(this.guideY.node.style.visibility="hidden"),A.x!=n.x&&null!=this.guideX&&null!=this.guideX.node&&(this.guideX.node.style.visibility="hidden"),n;G(!0,!0);return b.apply(this,arguments)};var d=mxGuide.prototype.setVisible;mxGuide.prototype.setVisible=function(c){d.call(this,c);var l=this.guidesArrVer,m=this.guidesArrHor;if(null!=l)for(var x=0;x<l.length;x++)l[x].node.style.visibility=c?"visible":"hidden";if(null!= +m)for(x=0;x<m.length;x++)m[x].node.style.visibility=c?"visible":"hidden"};var f=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){f.call(this);var c=this.guidesArrVer,l=this.guidesArrHor;if(null!=c){for(var m=0;m<c.length;m++)c[m].destroy();this.guidesArrVer=null}if(null!=l){for(m=0;m<l.length;m++)l[m].destroy();this.guidesArrHor=null}}})();function mxRuler(b,d,f,c){function l(){var J=b.diagramContainer;k.style.top=J.offsetTop-C+"px";k.style.left=J.offsetLeft-C+"px";k.style.width=(f?0:J.offsetWidth)+C+"px";k.style.height=(f?J.offsetHeight:0)+C+"px"}function m(J,N,v){if(null!=x)return J;var u;return function(){var G=this,I=arguments,M=v&&!u;clearTimeout(u);u=setTimeout(function(){u=null;v||J.apply(G,I)},N);M&&J.apply(G,I)}}var x=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||window.msRequestAnimationFrame, +z=window.cancelAnimationFrame||window.mozCancelAnimationFrame,C=this.RULER_THICKNESS,e=this;this.unit=d;var g=Editor.isDarkMode()?{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"},k=document.createElement("div");k.style.position="absolute";this.updateStyle=mxUtils.bind(this,function(){g=Editor.isDarkMode()? +{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"};k.style.background=g.bkgClr;k.style[f?"borderRight":"borderBottom"]="0.5px solid "+g.strokeClr;k.style.borderLeft="0.5px solid "+g.strokeClr});this.updateStyle();document.body.appendChild(k);mxEvent.disableContextMenu(k);this.editorUiRefresh=b.refresh;b.refresh= +function(J){e.editorUiRefresh.apply(b,arguments);l()};l();var n=document.createElement("canvas");n.width=k.offsetWidth;n.height=k.offsetHeight;k.style.overflow="hidden";n.style.position="relative";k.appendChild(n);var q=n.getContext("2d");this.ui=b;var p=b.editor.graph;this.graph=p;this.container=k;this.canvas=n;var A=function(J,N,v,u,G){J=Math.round(J);N=Math.round(N);v=Math.round(v);u=Math.round(u);q.beginPath();q.moveTo(J+.5,N+.5);q.lineTo(v+.5,u+.5);q.stroke();G&&(f?(q.save(),q.translate(J,N), +q.rotate(-Math.PI/2),q.fillText(G,0,0),q.restore()):q.fillText(G,J,N))},E=function(){q.clearRect(0,0,n.width,n.height);q.beginPath();q.lineWidth=.7;q.strokeStyle=g.strokeClr;q.setLineDash([]);q.font="9px Arial";q.textAlign="center";var J=p.view.scale,N=p.view.getBackgroundPageBounds(),v=p.view.translate,u=p.pageVisible;v=u?C+(f?N.y-p.container.scrollTop:N.x-p.container.scrollLeft):C+(f?v.y*J-p.container.scrollTop:v.x*J-p.container.scrollLeft);var G=0;u&&(G=p.getPageLayout(),G=f?G.y*p.pageFormat.height: +G.x*p.pageFormat.width);var I;switch(e.unit){case mxConstants.POINTS:var M=I=10;var K=[3,5,5,5,5,10,5,5,5,5];break;case mxConstants.MILLIMETERS:I=10;M=mxConstants.PIXELS_PER_MM;K=[5,3,3,3,3,6,3,3,3,3];break;case mxConstants.METERS:I=20;M=mxConstants.PIXELS_PER_MM;K=[5,3,3,3,3,6,3,3,3,3,10,3,3,3,3,6,3,3,3,3];break;case mxConstants.INCHES:I=.5>=J||4<=J?8:16,M=mxConstants.PIXELS_PER_INCH/I,K=[5,3,5,3,7,3,5,3,7,3,5,3,7,3,5,3]}var H=M;2<=J?H=M/(2*Math.floor(J/2)):.5>=J&&(H=M*Math.floor(1/J/2)*(e.unit== +mxConstants.MILLIMETERS?2:1));M=null;N=u?Math.min(v+(f?N.height:N.width),f?n.height:n.width):f?n.height:n.width;if(u)if(q.fillStyle=g.outBkgClr,f){var F=v-C;0<F&&q.fillRect(0,C,C,F);N<n.height&&q.fillRect(0,N,C,n.height)}else F=v-C,0<F&&q.fillRect(C,0,F,C),N<n.width&&q.fillRect(N,0,n.width,C);q.fillStyle=g.fontClr;for(u=u?v:v%(H*J);u<=N;u+=H*J)if(F=Math.round((u-v)/J/H),!(u<C||F==M)){M=F;var P=null;0==F%I&&(P=e.formatText(G+F*H)+"");f?A(C-K[Math.abs(F)%I],u,C,u,P):A(u,C-K[Math.abs(F)%I],u,C,P)}q.lineWidth= +1;A(f?0:C,f?C:0,C,C);q.fillStyle=g.cornerClr;q.fillRect(0,0,C,C)},y=-1,B=function(){null!=x?(null!=z&&z(y),y=x(E)):E()};this.drawRuler=B;this.sizeListener=d=m(function(){var J=p.container;f?(J=J.offsetHeight+C,n.height!=J&&(n.height=J,k.style.height=J+"px",B())):(J=J.offsetWidth+C,n.width!=J&&(n.width=J,k.style.width=J+"px",B()))},10);this.pageListener=function(){B()};this.scrollListener=c=m(function(){var J=f?p.container.scrollTop:p.container.scrollLeft;e.lastScroll!=J&&(e.lastScroll=J,B())},10); +this.unitListener=function(J,N){e.setUnit(N.getProperty("unit"))};p.addListener(mxEvent.SIZE,d);p.container.addEventListener("scroll",c);p.view.addListener("unitChanged",this.unitListener);b.addListener("pageViewChanged",this.pageListener);b.addListener("pageScaleChanged",this.pageListener);b.addListener("pageFormatChanged",this.pageListener);this.setStyle=function(J){g=J;k.style.background=g.bkgClr;E()};this.origGuideMove=mxGuide.prototype.move;mxGuide.prototype.move=function(J,N,v,u){if(f&&4<J.height|| +!f&&4<J.width){if(null!=e.guidePart)try{q.putImageData(e.guidePart.imgData1,e.guidePart.x1,e.guidePart.y1),q.putImageData(e.guidePart.imgData2,e.guidePart.x2,e.guidePart.y2),q.putImageData(e.guidePart.imgData3,e.guidePart.x3,e.guidePart.y3)}catch(W){}var G=e.origGuideMove.apply(this,arguments);try{q.lineWidth=.5;q.strokeStyle=g.guideClr;q.setLineDash([2]);if(f){var I=J.y+G.y+C-this.graph.container.scrollTop;var M=0;var K=I+J.height/2;var H=C/2;var F=I+J.height;var P=0;var U=q.getImageData(M,I-1,C, +3);A(M,I,C,I);I--;var T=q.getImageData(H,K-1,C,3);A(H,K,C,K);K--;var V=q.getImageData(P,F-1,C,3);A(P,F,C,F);F--}else I=0,M=J.x+G.x+C-this.graph.container.scrollLeft,K=C/2,H=M+J.width/2,F=0,P=M+J.width,U=q.getImageData(M-1,I,3,C),A(M,I,M,C),M--,T=q.getImageData(H-1,K,3,C),A(H,K,H,C),H--,V=q.getImageData(P-1,F,3,C),A(P,F,P,C),P--;if(null==e.guidePart||e.guidePart.x1!=M||e.guidePart.y1!=I)e.guidePart={imgData1:U,x1:M,y1:I,imgData2:T,x2:H,y2:K,imgData3:V,x3:P,y3:F}}catch(W){}}else G=e.origGuideMove.apply(this, +arguments);return G};this.origGuideDestroy=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){var J=e.origGuideDestroy.apply(this,arguments);if(null!=e.guidePart)try{q.putImageData(e.guidePart.imgData1,e.guidePart.x1,e.guidePart.y1),q.putImageData(e.guidePart.imgData2,e.guidePart.x2,e.guidePart.y2),q.putImageData(e.guidePart.imgData3,e.guidePart.x3,e.guidePart.y3),e.guidePart=null}catch(N){}return J}}mxRuler.prototype.RULER_THICKNESS=14;mxRuler.prototype.unit=mxConstants.POINTS; mxRuler.prototype.setUnit=function(b){this.unit=b;this.drawRuler()};mxRuler.prototype.formatText=function(b){switch(this.unit){case mxConstants.POINTS:return Math.round(b);case mxConstants.MILLIMETERS:return(b/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(b/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(b/mxConstants.PIXELS_PER_INCH).toFixed(2)}}; mxRuler.prototype.destroy=function(){this.ui.refresh=this.editorUiRefresh;mxGuide.prototype.move=this.origGuideMove;mxGuide.prototype.destroy=this.origGuideDestroy;this.graph.removeListener(this.sizeListener);this.graph.container.removeEventListener("scroll",this.scrollListener);this.graph.view.removeListener("unitChanged",this.unitListener);this.ui.removeListener("pageViewChanged",this.pageListener);this.ui.removeListener("pageScaleChanged",this.pageListener);this.ui.removeListener("pageFormatChanged", this.pageListener);null!=this.container&&this.container.parentNode.removeChild(this.container)}; -function mxDualRuler(b,e){var f=new mxPoint(mxRuler.prototype.RULER_THICKNESS,mxRuler.prototype.RULER_THICKNESS);this.editorUiGetDiagContOffset=b.getDiagramContainerOffset;b.getDiagramContainerOffset=function(){return f};this.editorUiRefresh=b.refresh;this.ui=b;this.origGuideMove=mxGuide.prototype.move;this.origGuideDestroy=mxGuide.prototype.destroy;this.vRuler=new mxRuler(b,e,!0);this.hRuler=new mxRuler(b,e,!1,!0);e=mxUtils.bind(this,function(c){var m=!1;mxEvent.addGestureListeners(c,mxUtils.bind(this, -function(n){m=null!=b.currentMenu;mxEvent.consume(n)}),null,mxUtils.bind(this,function(n){if(b.editor.graph.isEnabled()&&!b.editor.graph.isMouseDown&&(mxEvent.isTouchEvent(n)||mxEvent.isPopupTrigger(n))){b.editor.graph.popupMenuHandler.hideMenu();b.hideCurrentMenu();if(!mxEvent.isTouchEvent(n)||!m){var v=new mxPopupMenu(mxUtils.bind(this,function(k,l){b.menus.addMenuItems(k,["points","inches","millimeters","meters"],l)}));v.div.className+=" geMenubarMenu";v.smartSeparators=!0;v.showDisabled=!0;v.autoExpand= -!0;v.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(v,arguments);b.resetCurrentMenu();v.destroy()});var d=mxEvent.getClientX(n),g=mxEvent.getClientY(n);v.popup(d,g,null,n);b.setCurrentMenu(v,c)}mxEvent.consume(n)}}))});e(this.hRuler.container);e(this.vRuler.container);this.vRuler.drawRuler();this.hRuler.drawRuler()}mxDualRuler.prototype.updateStyle=function(){this.vRuler.updateStyle();this.hRuler.updateStyle();this.vRuler.drawRuler();this.hRuler.drawRuler()}; -mxDualRuler.prototype.setUnit=function(b){this.vRuler.setUnit(b);this.hRuler.setUnit(b)};mxDualRuler.prototype.setStyle=function(b){this.vRuler.setStyle(b);this.hRuler.setStyle(b)};mxDualRuler.prototype.destroy=function(){this.vRuler.destroy();this.hRuler.destroy();this.ui.refresh=this.editorUiRefresh;mxGuide.prototype.move=this.origGuideMove;mxGuide.prototype.destroy=this.origGuideDestroy;this.ui.getDiagramContainerOffset=this.editorUiGetDiagContOffset};function mxFreehand(b){var e=null!=b.view&&null!=b.view.canvas?b.view.canvas.ownerSVGElement:null;if(null!=b.container&&null!=e){b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){this.stopDrawing()}));var f=mxFreehand.prototype.NORMAL_SMOOTHING,c=null,m=[],n,v=[],d,g=!1,k=!0,l=!0,p=!0,q=!0,y=[],z=!1,A=!0,B=!1,J={size:12,thinning:.5,smoothing:.5,streamline:.5,start:{taper:0,cap:!0},end:{taper:0,cap:!0}},N=!1;this.setClosedPath=function(E){g=E};this.setAutoClose=function(E){k=E};this.setAutoInsert= -function(E){l=E};this.setAutoScroll=function(E){p=E};this.setOpenFill=function(E){q=E};this.setStopClickEnabled=function(E){A=E};this.setSelectInserted=function(E){B=E};this.setSmoothing=function(E){f=E};this.setPerfectFreehandMode=function(E){N=E};this.setBrushSize=function(E){J.size=E};this.getBrushSize=function(){return J.size};var K=function(E){z=E;b.getRubberband().setEnabled(!E);b.graphHandler.setSelectEnabled(!E);b.graphHandler.setMoveEnabled(!E);b.container.style.cursor=E?"crosshair":"";b.fireEvent(new mxEventObject("freehandStateChanged"))}; -this.startDrawing=function(){K(!0)};this.isDrawing=function(){return z};var u=mxUtils.bind(this,function(E){if(c){var P=d.length,I=A&&0<v.length&&null!=d&&2>d.length;I||v.push.apply(v,d);d=[];v.push(null);m.push(c);c=null;(I||l)&&this.stopDrawing();l&&2<=P&&this.startDrawing();mxEvent.consume(E)}}),x=new mxCell;x.edge=!0;var G=function(){var E=b.getCurrentCellStyle(x);E=mxUtils.getValue(b.currentVertexStyle,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(E,mxConstants.STYLE_STROKECOLOR,"#000"));"default"== -E&&(E=b.shapeForegroundColor);return E};this.createStyle=function(E){var P=";fillColor=none;";N&&(P=";lineShape=1;");return mxConstants.STYLE_SHAPE+"="+E+P};this.stopDrawing=function(){if(0<m.length){if(N){for(var E=[],P=0;P<v.length;P++)null!=v[P]&&E.push([v[P].x,v[P].y]);E=PerfectFreehand.getStroke(E,J);v=[];for(P=0;P<E.length;P++)v.push({x:E[P][0],y:E[P][1]});v.push(null)}E=v[0].x;var I=v[0].x,T=v[0].y,R=v[0].y;for(P=1;P<v.length;P++)null!=v[P]&&(E=Math.max(E,v[P].x),I=Math.min(I,v[P].x),T=Math.max(T, -v[P].y),R=Math.min(R,v[P].y));E-=I;T-=R;if(0<E&&0<T){var M=100/E,W=100/T;v.map(function(Q){if(null==Q)return Q;Q.x=(Q.x-I)*M;Q.y=(Q.y-R)*W;return Q});var X='<shape strokewidth="inherit"><foreground>',t=0;for(P=0;P<v.length;P++){var C=v[P];if(null==C){C=!1;t=v[t];var L=v[P-1];!g&&k&&(C=t.x-L.x,L=t.y-L.y,C=Math.sqrt(C*C+L*L)<=b.tolerance);if(g||C)X+='<line x="'+t.x.toFixed(2)+'" y="'+t.y.toFixed(2)+'"/>';X+="</path>"+(q||g||C?"<fillstroke/>":"<stroke/>");t=P+1}else X=P==t?X+('<path><move x="'+C.x.toFixed(2)+ -'" y="'+C.y.toFixed(2)+'"/>'):X+('<line x="'+C.x.toFixed(2)+'" y="'+C.y.toFixed(2)+'"/>')}X+="</foreground></shape>";if(b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){P=this.createStyle("stencil("+Graph.compress(X)+")");X=b.view.scale;t=b.view.translate;P=new mxCell("",new mxGeometry(I/X-t.x,R/X-t.y,E/X,T/X),P);P.vertex=1;b.model.beginUpdate();try{P=b.addCell(P),b.fireEvent(new mxEventObject("cellsInserted","cells",[P])),b.fireEvent(new mxEventObject("freehandInserted","cell",P))}finally{b.model.endUpdate()}B&& -b.setSelectionCells([P])}}for(P=0;P<m.length;P++)m[P].parentNode.removeChild(m[P]);c=null;m=[];v=[]}K(!1)};b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(E,P){E=P.getProperty("eventName");P=P.getProperty("event");E==mxEvent.MOUSE_MOVE&&z&&(null!=P.sourceState&&P.sourceState.setCursor("crosshair"),P.consume())}));b.addMouseListener({mouseDown:mxUtils.bind(this,function(E,P){if(b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())&&(E=P.getEvent(),z&&!mxEvent.isPopupTrigger(E)&&!mxEvent.isMultiTouchEvent(E))){var I= -parseFloat(b.currentVertexStyle[mxConstants.STYLE_STROKEWIDTH]||1);I=Math.max(1,I*b.view.scale);var T=G();c=document.createElementNS("http://www.w3.org/2000/svg","path");c.setAttribute("fill",N?T:"none");c.setAttribute("stroke",T);c.setAttribute("stroke-width",I);"1"==b.currentVertexStyle[mxConstants.STYLE_DASHED]&&(T=b.currentVertexStyle[mxConstants.STYLE_DASH_PATTERN]||"3 3",T=T.split(" ").map(function(R){return parseFloat(R)*I}).join(" "),c.setAttribute("stroke-dasharray",T));y=[];E=D(E);F(E); -n="M"+E.x+" "+E.y;v.push(E);d=[];c.setAttribute("d",N?PerfectFreehand.getSvgPathFromStroke([[E.x,E.y]],J):n);e.appendChild(c);P.consume()}}),mouseMove:mxUtils.bind(this,function(E,P){if(c&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){E=P.getEvent();E=D(E);F(E);var I=H(0);if(I)if(v.push(I),N){var T=[];for(I=0;I<v.length;I++)T.push([v[I].x,v[I].y]);d=[];for(var R=2;R<y.length;R+=2)I=H(R),T.push([I.x,I.y]),d.push(I);c.setAttribute("d",PerfectFreehand.getSvgPathFromStroke(T,J))}else{n+=" L"+ -I.x+" "+I.y;T="";d=[];for(R=2;R<y.length;R+=2)I=H(R),T+=" L"+I.x+" "+I.y,d.push(I);c.setAttribute("d",n+T)}p&&(I=b.view.translate,b.scrollRectToVisible((new mxRectangle(E.x-I.x,E.y-I.y)).grow(20)));P.consume()}}),mouseUp:mxUtils.bind(this,function(E,P){c&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())&&(u(P.getEvent()),P.consume())})});var D=function(E){return mxUtils.convertPoint(b.container,mxEvent.getClientX(E),mxEvent.getClientY(E))},F=function(E){for(y.push(E);y.length>f;)y.shift()},H= -function(E){var P=y.length;if(1===P%2||P>=f){var I=0,T=0,R,M=0;for(R=E;R<P;R++)M++,E=y[R],I+=E.x,T+=E.y;return{x:I/M,y:T/M}}return null}}}mxFreehand.prototype.NO_SMOOTHING=1;mxFreehand.prototype.MILD_SMOOTHING=4;mxFreehand.prototype.NORMAL_SMOOTHING=8;mxFreehand.prototype.VERY_SMOOTH_SMOOTHING=12;mxFreehand.prototype.SUPER_SMOOTH_SMOOTHING=16;mxFreehand.prototype.HYPER_SMOOTH_SMOOTHING=20;function P2PCollab(b,e,f){function c(M,W){if(!H){var X=e.file.getCurrentUser();if(F&&null!=X&&null!=X.email&&(W=JSON.stringify({from:u,id:A,type:M,sessionId:e.clientId,userId:X.id,username:X.displayName,data:W,protocol:DrawioFileSync.PROTOCOL,editor:EditorUi.VERSION}),E&&"cursor"!=M&&EditorUi.debug("P2PCollab: sending to socket server",[W]),A++,M=!E&&("cursor"==M||"selectionChange"==M),D&&!M&&R("message",W),M))for(p2pId in G)G[p2pId].send(W)}}function m(M){if(b.shareCursorPosition&&!l.isMouseDown){var W= -mxUtils.getOffset(l.container),X=l.view.translate,t=l.view.scale,C=null!=b.currentPage?b.currentPage.getId():null;c("cursor",{pageId:C,x:Math.round((M.getX()-W.x+l.container.scrollLeft)/t-X.x),y:Math.round((M.getY()-W.y+l.container.scrollTop)/t-X.y)})}}function n(M,W){var X=null!=b.currentPage?b.currentPage.getId():null;if(null!=M&&null!=M.cursor&&null!=M.lastCursor)if(null!=M.lastCursor.hide||!b.isShowRemoteCursors()||null!=M.lastCursor.pageId&&M.lastCursor.pageId!=X)M.cursor.style.display="none"; -else{X=function(){var S=Math.max(l.container.scrollLeft,Math.min(l.container.scrollLeft+l.container.clientWidth-M.cursor.clientWidth,L)),U=Math.max(l.container.scrollTop-22,Math.min(l.container.scrollTop+l.container.clientHeight-M.cursor.clientHeight,Q));O.style.opacity=S!=L||U!=Q?0:1;M.cursor.style.left=S+"px";M.cursor.style.top=U+"px";M.cursor.style.display=""};var t=l.view.translate,C=l.view.scale,L=(t.x+M.lastCursor.x)*C+8,Q=(t.y+M.lastCursor.y)*C-12,O=M.cursor.getElementsByTagName("img")[0]; -W?(mxUtils.setPrefixedStyle(M.cursor.style,"transition","all 600ms ease-out"),mxUtils.setPrefixedStyle(O.style,"transition","all 600ms ease-out"),window.setTimeout(X,0)):(mxUtils.setPrefixedStyle(M.cursor.style,"transition",null),mxUtils.setPrefixedStyle(O.style,"transition",null),X())}}function v(M,W){function X(){if(null==z[C]){var Y=K[C];null==Y&&(Y=p%y.length,K[C]=Y,p++);var ba=y[Y];Y=11<Y?"black":"white";z[C]={cursor:document.createElement("div"),color:ba,selection:{}};J[W]=C;L=z[C].cursor;L.style.pointerEvents= -"none";L.style.position="absolute";L.style.display="none";L.style.opacity="0.9";var Z=document.createElement("img");mxUtils.setPrefixedStyle(Z.style,"transform","rotate(-45deg)translateX(-14px)");Z.setAttribute("src",Graph.createSvgImage(8,12,'<path d="M 4 0 L 8 12 L 4 10 L 0 12 Z" stroke="'+ba+'" fill="'+ba+'"/>').src);Z.style.width="10px";L.appendChild(Z);Z=document.createElement("div");Z.style.backgroundColor=ba;Z.style.color=Y;Z.style.fontSize="9pt";Z.style.padding="3px 7px";Z.style.marginTop= -"8px";Z.style.borderRadius="10px";Z.style.maxWidth="100px";Z.style.overflow="hidden";Z.style.textOverflow="ellipsis";Z.style.whiteSpace="nowrap";mxUtils.write(Z,t);L.appendChild(Z);b.diagramContainer.appendChild(L)}else L=z[C].cursor;Q=z[C].selection}if(!H){M=JSON.parse(M);E&&"cursor"!=M.type&&EditorUi.debug("P2PCollab: msg received",[M]);if(null!=W){if(M.from==u||B[M.from]>=M.id){EditorUi.debug("P2PCollab: Dropped Message",M,u,B[M.from]);return}B[M.from]=M.id}var t=M.username?M.username:"Anonymous", -C=M.sessionId,L,Q;null!=z[C]&&(clearTimeout(z[C].inactiveTO),z[C].inactiveTO=setTimeout(function(){g(null,C)},12E4));var O=M.data;switch(M.type){case "cursor":X();z[C].lastCursor=O;n(z[C],!0);break;case "diff":try{M=e.stringToObject(decodeURIComponent(O.patch)),e.receiveRemoteChanges(M.d)}catch(Y){EditorUi.debug("P2PCollab: Diff msg error",Y)}break;case "selectionChange":if("0"!=urlParams["remote-selection"]){var S=null!=b.currentPage?b.currentPage.getId():null;if(null==S||null!=O.pageId&&O.pageId== -S){X();for(S=0;S<O.removed.length;S++){var U=O.removed[S];if(null!=U){var V=Q[U];delete Q[U];null!=V&&V.destroy()}}for(S=0;S<O.added.length;S++)U=O.added[S],null!=U&&(V=l.model.getCell(U),null!=V&&(Q[U]=l.highlightCell(V,z[C].color,6E4,70,3)))}}}e.file.fireEvent(new mxEventObject("realtimeMessage","message",M))}}function d(M,W){if(!E&&SimplePeer.WEBRTC_SUPPORT){var X=new SimplePeer({initiator:W,config:{iceServers:[{urls:"stun:54.89.235.160:3478"}]}});X.on("signal",function(t){R("sendSignal",{to:M, -from:u,signal:t})});X.on("error",function(t){delete x[M];EditorUi.debug("P2PCollab: p2p socket error",t);!H&&W&&X.destroyed&&N[M]&&(EditorUi.debug("P2PCollab: p2p socket reconnecting",M),d(M,!0))});X.on("connect",function(){delete x[M];null==G[M]||G[M].destroyed?(G[M]=X,N[M]=!0,EditorUi.debug("P2PCollab: p2p socket connected",M)):(X.noP2PMapDel=!0,X.destroy(),EditorUi.debug("P2PCollab: p2p socket duplicate",M))});X.on("close",function(){X.noP2PMapDel||(EditorUi.debug("P2PCollab: p2p socket closed", -M),k(J[M]),delete G[M])});X.on("data",v);return x[M]=X}}function g(M,W){k(W||J[M]);null!=M&&(delete J[M],N[M]=!1)}function k(M){var W=z[M];if(null!=W){var X=W.selection,t;for(t in X)null!=X[t]&&X[t].destroy();null!=W.cursor&&null!=W.cursor.parentNode&&W.cursor.parentNode.removeChild(W.cursor);clearTimeout(W.inactiveTO);delete z[M]}}var l=b.editor.graph,p=0,q=null,y="#e6194b #3cb44b #4363d8 #f58231 #911eb4 #f032e6 #469990 #9A6324 #800000 #808000 #000075 #a9a9a9 #ffe119 #42d4f4 #bfef45 #fabed4 #dcbeff #fffac8 #aaffc3 #ffd8b1".split(" "), -z={},A=1,B={},J={},N={},K={},u,x={},G={},D=!0,F=!1,H=!1,E="0"!=urlParams["no-p2p"],P=!1,I=0,T=null,R=mxUtils.bind(this,function(M,W){if(!H)try{null!=q?(q.send(JSON.stringify({action:M,msg:W})),E||EditorUi.debug("P2PCollab: sending to socket server",[M],[W])):this.joinFile(!0)}catch(X){T=X,e.file.fireEvent(new mxEventObject("realtimeStateChanged")),EditorUi.debug("P2PCollab:","sendReply error",arguments,X)}});this.sendMessage=c;this.sendDiff=function(M){this.sendMessage("diff",{patch:M})};this.getState= -function(){return null!=q?q.readyState:3};this.getLastError=function(){return T};this.mouseListeners={startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(M,W){},mouseMove:function(M,W){var X,t=-1;return function(){clearTimeout(X);var C=this,L=arguments,Q=function(){X=null;t=Date.now();M.apply(C,L)};Date.now()-t>W?Q():X=setTimeout(Q,W)}}(function(M,W){m(W)},200),mouseUp:function(M,W){m(W)}};l.addMouseListener(this.mouseListeners);this.shareCursorPositionListener=function(){b.isShareCursorPosition()|| -c("cursor",{hide:!0})};b.addListener("shareCursorPositionChanged",this.shareCursorPositionListener);this.selectionChangeListener=function(M,W){M=function(C){return null!=C?C.id:null};var X=null!=b.currentPage?b.currentPage.getId():null,t=W.getProperty("added");W=W.getProperty("removed");c("selectionChange",{pageId:X,removed:t?t.map(M):[],added:W?W.map(M):[]})};l.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionChangeListener);this.cursorHandler=mxUtils.bind(this,function(){for(var M in z)n(z[M])}); -mxEvent.addListener(l.container,"scroll",this.cursorHandler);l.getView().addListener(mxEvent.SCALE,this.cursorHandler);l.getView().addListener(mxEvent.TRANSLATE,this.cursorHandler);l.getView().addListener(mxEvent.SCALE_AND_TRANSLATE,this.cursorHandler);b.addListener("showRemoteCursorsChanged",this.cursorHandler);b.editor.addListener("pageSelected",this.cursorHandler);this.joinFile=function(M){if(!H)try{P&&(EditorUi.debug("P2PCollab: joinInProgress on",P),T="busy");P=++I;try{null!=q&&(EditorUi.debug("P2PCollab: force closing socket on", -q.joinId),q.close(1E3),q=null)}catch(t){EditorUi.debug("P2PCollab: closing socket error",t)}var W=new WebSocket(window.RT_WEBSOCKET_URL+"?id="+f);W.addEventListener("open",function(t){q=W;q.joinId=P;P=!1;e.file.fireEvent(new mxEventObject("realtimeStateChanged"));EditorUi.debug("P2PCollab: open socket",q.joinId);M&&e.scheduleCleanup()});W.addEventListener("message",mxUtils.bind(this,function(t){E||EditorUi.debug("P2PCollab: msg received",[t]);var C=JSON.parse(t.data);E&&"message"!=C.action&&EditorUi.debug("P2PCollab: msg received", -[t]);switch(C.action){case "message":v(C.msg,C.from);break;case "clientsList":t=C.msg;u=t.cId;F=!0;for(C=0;C<t.list.length;C++)d(t.list[C],!0);break;case "signal":t=C.msg;E||(x[t.from]?C=x[t.from]:(C=d(t.from,!1),D=!0),C.signal(t.signal));break;case "newClient":D=!0;break;case "clientLeft":g(C.msg);break;case "sendSignalFailed":t=C.msg,EditorUi.debug("P2PCollab: signal failed (socket not found on server)",t),delete x[t.to],N[t.to]=!1}}));var X=!1;W.addEventListener("close",mxUtils.bind(this,function(t){EditorUi.debug("P2PCollab: WebSocket closed", -W.joinId,"reconnecting",t.code,t.reason);EditorUi.debug("P2PCollab: closing socket on",W.joinId);H||1E3==t.code||I!=W.joinId||(P==I&&(EditorUi.debug("P2PCollab: joinInProgress in close on",W.joinId),P=!1),X||(EditorUi.debug("P2PCollab: calling rejoin on",W.joinId),X=!0,this.joinFile(!0)));e.file.fireEvent(new mxEventObject("realtimeStateChanged"))}));W.addEventListener("error",mxUtils.bind(this,function(t){EditorUi.debug("P2PCollab: WebSocket error, reconnecting",t);EditorUi.debug("P2PCollab: error socket on", -W.joinId);H||I!=W.joinId||(P==I&&(EditorUi.debug("P2PCollab: joinInProgress in error on",W.joinId),P=!1),X||(EditorUi.debug("P2PCollab: calling rejoin on",W.joinId),X=!0,this.joinFile(!0)));e.file.fireEvent(new mxEventObject("realtimeStateChanged"))}));e.file.fireEvent(new mxEventObject("realtimeStateChanged"))}catch(t){T=t,e.file.fireEvent(new mxEventObject("realtimeStateChanged"))}};this.destroy=function(){if(!H){EditorUi.debug("P2PCollab: destroyed");H=!0;for(sessionId in z)k(sessionId);null!= -this.mouseListeners&&l.removeMouseListener(this.mouseListeners);null!=this.selectionChangeListener&&l.getSelectionModel().removeListener(this.selectionChangeListener);null!=this.shareCursorPositionListener&&b.removeListener(this.shareCursorPositionListener);null!=this.cursorHandler&&(mxEvent.removeListener(l.container,"scroll",this.cursorHandler),l.getView().removeListener(mxEvent.SCALE,this.cursorHandler),l.getView().removeListener(mxEvent.TRANSLATE,this.cursorHandler),l.getView().removeListener(mxEvent.SCALE_AND_TRANSLATE, -this.cursorHandler),b.editor.removeListener("pageSelected",this.cursorHandler),b.removeListener(this.cursorHandler));null!=q&&(q.close(1E3),q=null);for(var M in G)null!=G[M]&&G[M].destroy();e.file.fireEvent(new mxEventObject("realtimeStateChanged"))}}}; +function mxDualRuler(b,d){var f=new mxPoint(mxRuler.prototype.RULER_THICKNESS,mxRuler.prototype.RULER_THICKNESS);this.editorUiGetDiagContOffset=b.getDiagramContainerOffset;b.getDiagramContainerOffset=function(){return f};this.editorUiRefresh=b.refresh;this.ui=b;this.origGuideMove=mxGuide.prototype.move;this.origGuideDestroy=mxGuide.prototype.destroy;this.vRuler=new mxRuler(b,d,!0);this.hRuler=new mxRuler(b,d,!1,!0);d=mxUtils.bind(this,function(c){var l=!1;mxEvent.addGestureListeners(c,mxUtils.bind(this, +function(m){l=null!=b.currentMenu;mxEvent.consume(m)}),null,mxUtils.bind(this,function(m){if(b.editor.graph.isEnabled()&&!b.editor.graph.isMouseDown&&(mxEvent.isTouchEvent(m)||mxEvent.isPopupTrigger(m))){b.editor.graph.popupMenuHandler.hideMenu();b.hideCurrentMenu();if(!mxEvent.isTouchEvent(m)||!l){var x=new mxPopupMenu(mxUtils.bind(this,function(e,g){b.menus.addMenuItems(e,["points","inches","millimeters","meters"],g)}));x.div.className+=" geMenubarMenu";x.smartSeparators=!0;x.showDisabled=!0;x.autoExpand= +!0;x.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(x,arguments);b.resetCurrentMenu();x.destroy()});var z=mxEvent.getClientX(m),C=mxEvent.getClientY(m);x.popup(z,C,null,m);b.setCurrentMenu(x,c)}mxEvent.consume(m)}}))});d(this.hRuler.container);d(this.vRuler.container);this.vRuler.drawRuler();this.hRuler.drawRuler()}mxDualRuler.prototype.updateStyle=function(){this.vRuler.updateStyle();this.hRuler.updateStyle();this.vRuler.drawRuler();this.hRuler.drawRuler()}; +mxDualRuler.prototype.setUnit=function(b){this.vRuler.setUnit(b);this.hRuler.setUnit(b)};mxDualRuler.prototype.setStyle=function(b){this.vRuler.setStyle(b);this.hRuler.setStyle(b)};mxDualRuler.prototype.destroy=function(){this.vRuler.destroy();this.hRuler.destroy();this.ui.refresh=this.editorUiRefresh;mxGuide.prototype.move=this.origGuideMove;mxGuide.prototype.destroy=this.origGuideDestroy;this.ui.getDiagramContainerOffset=this.editorUiGetDiagContOffset};function mxFreehand(b){var d=null!=b.view&&null!=b.view.canvas?b.view.canvas.ownerSVGElement:null;if(null!=b.container&&null!=d){b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){this.stopDrawing()}));var f=mxFreehand.prototype.NORMAL_SMOOTHING,c=null,l=[],m,x=[],z,C=!1,e=!0,g=!0,k=!0,n=!0,q=[],p=!1,A=!0,E=!1,y={size:5,thinning:.5,smoothing:.5,streamline:.5,start:{taper:0,cap:!0},end:{taper:0,cap:!0}},B=!0;this.setClosedPath=function(K){C=K};this.setAutoClose=function(K){e=K};this.setAutoInsert= +function(K){g=K};this.setAutoScroll=function(K){k=K};this.setOpenFill=function(K){n=K};this.setStopClickEnabled=function(K){A=K};this.setSelectInserted=function(K){E=K};this.setSmoothing=function(K){f=K};this.setPerfectFreehandMode=function(K){B=K};this.isPerfectFreehandMode=function(){return B};this.setBrushSize=function(K){y.size=K};this.getBrushSize=function(){return y.size};var J=function(K){p=K;b.getRubberband().setEnabled(!K);b.graphHandler.setSelectEnabled(!K);b.graphHandler.setMoveEnabled(!K); +b.container.style.cursor=K?"crosshair":"";b.fireEvent(new mxEventObject("freehandStateChanged"))};this.startDrawing=function(){J(!0)};this.isDrawing=function(){return p};var N=mxUtils.bind(this,function(K){if(c){var H=z.length,F=A&&0<x.length&&null!=z&&2>z.length;F||x.push.apply(x,z);z=[];x.push(null);l.push(c);c=null;(F||g)&&this.stopDrawing();g&&2<=H&&this.startDrawing();mxEvent.consume(K)}}),v=new mxCell;v.edge=!0;var u=function(){var K=b.getCurrentCellStyle(v);K=mxUtils.getValue(b.currentVertexStyle, +mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(K,mxConstants.STYLE_STROKECOLOR,"#000"));"default"==K&&(K=b.shapeForegroundColor);return K};this.createStyle=function(K){var H=";fillColor=none;";B&&(H=";lineShape=1;");return mxConstants.STYLE_SHAPE+"="+K+H};this.stopDrawing=function(){if(0<l.length){if(B){for(var K=[],H=0;H<x.length;H++)null!=x[H]&&K.push([x[H].x,x[H].y]);K=PerfectFreehand.getStroke(K,y);x=[];for(H=0;H<K.length;H++)x.push({x:K[H][0],y:K[H][1]});x.push(null)}K=x[0].x;var F=x[0].x,P= +x[0].y,U=x[0].y;for(H=1;H<x.length;H++)null!=x[H]&&(K=Math.max(K,x[H].x),F=Math.min(F,x[H].x),P=Math.max(P,x[H].y),U=Math.min(U,x[H].y));K-=F;P-=U;if(0<K&&0<P){var T=100/K,V=100/P;x.map(function(R){if(null==R)return R;R.x=(R.x-F)*T;R.y=(R.y-U)*V;return R});var W='<shape strokewidth="inherit"><foreground>',t=0;for(H=0;H<x.length;H++){var D=x[H];if(null==D){D=!1;t=x[t];var L=x[H-1];!C&&e&&(D=t.x-L.x,L=t.y-L.y,D=Math.sqrt(D*D+L*L)<=b.tolerance);if(C||D)W+='<line x="'+t.x.toFixed(2)+'" y="'+t.y.toFixed(2)+ +'"/>';W+="</path>"+(n||C||D?"<fillstroke/>":"<stroke/>");t=H+1}else W=H==t?W+('<path><move x="'+D.x.toFixed(2)+'" y="'+D.y.toFixed(2)+'"/>'):W+('<line x="'+D.x.toFixed(2)+'" y="'+D.y.toFixed(2)+'"/>')}W+="</foreground></shape>";if(b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){H=this.createStyle("stencil("+Graph.compress(W)+")");W=b.view.scale;t=b.view.translate;H=new mxCell("",new mxGeometry(F/W-t.x,U/W-t.y,K/W,P/W),H);H.vertex=1;b.model.beginUpdate();try{H=b.addCell(H),b.fireEvent(new mxEventObject("cellsInserted", +"cells",[H])),b.fireEvent(new mxEventObject("freehandInserted","cell",H))}finally{b.model.endUpdate()}E&&b.setSelectionCells([H])}}for(H=0;H<l.length;H++)l[H].parentNode.removeChild(l[H]);c=null;l=[];x=[]}J(!1)};b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(K,H){K=H.getProperty("eventName");H=H.getProperty("event");K==mxEvent.MOUSE_MOVE&&p&&(null!=H.sourceState&&H.sourceState.setCursor("crosshair"),H.consume())}));b.addMouseListener({mouseDown:mxUtils.bind(this,function(K,H){if(b.isEnabled()&& +!b.isCellLocked(b.getDefaultParent())&&(K=H.getEvent(),p&&!mxEvent.isPopupTrigger(K)&&!mxEvent.isMultiTouchEvent(K))){var F=parseFloat(b.currentVertexStyle[mxConstants.STYLE_STROKEWIDTH]||1);F=Math.max(1,F*b.view.scale);var P=u();c=document.createElementNS("http://www.w3.org/2000/svg","path");c.setAttribute("fill",B?P:"none");c.setAttribute("stroke",P);c.setAttribute("stroke-width",F);"1"==b.currentVertexStyle[mxConstants.STYLE_DASHED]&&(P=b.currentVertexStyle[mxConstants.STYLE_DASH_PATTERN]||"3 3", +P=P.split(" ").map(function(U){return parseFloat(U)*F}).join(" "),c.setAttribute("stroke-dasharray",P));q=[];K=G(K);I(K);m="M"+K.x+" "+K.y;x.push(K);z=[];c.setAttribute("d",B?PerfectFreehand.getSvgPathFromStroke([[K.x,K.y]],y):m);d.appendChild(c);H.consume()}}),mouseMove:mxUtils.bind(this,function(K,H){if(c&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){K=H.getEvent();K=G(K);I(K);var F=M(0);if(F)if(x.push(F),B){var P=[];for(F=0;F<x.length;F++)P.push([x[F].x,x[F].y]);z=[];for(var U=2;U<q.length;U+= +2)F=M(U),P.push([F.x,F.y]),z.push(F);c.setAttribute("d",PerfectFreehand.getSvgPathFromStroke(P,y))}else{m+=" L"+F.x+" "+F.y;P="";z=[];for(U=2;U<q.length;U+=2)F=M(U),P+=" L"+F.x+" "+F.y,z.push(F);c.setAttribute("d",m+P)}k&&(F=b.view.translate,b.scrollRectToVisible((new mxRectangle(K.x-F.x,K.y-F.y)).grow(20)));H.consume()}}),mouseUp:mxUtils.bind(this,function(K,H){c&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())&&(N(H.getEvent()),H.consume())})});var G=function(K){return mxUtils.convertPoint(b.container, +mxEvent.getClientX(K),mxEvent.getClientY(K))},I=function(K){for(q.push(K);q.length>f;)q.shift()},M=function(K){var H=q.length;if(1===H%2||H>=f){var F=0,P=0,U,T=0;for(U=K;U<H;U++)T++,K=q[U],F+=K.x,P+=K.y;return{x:F/T,y:P/T}}return null}}}mxFreehand.prototype.NO_SMOOTHING=1;mxFreehand.prototype.MILD_SMOOTHING=4;mxFreehand.prototype.NORMAL_SMOOTHING=8;mxFreehand.prototype.VERY_SMOOTH_SMOOTHING=12;mxFreehand.prototype.SUPER_SMOOTH_SMOOTHING=16;mxFreehand.prototype.HYPER_SMOOTH_SMOOTHING=20;function P2PCollab(b,d,f){function c(T,V){if(!M){var W=d.file.getCurrentUser();if(I&&null!=W&&null!=W.email&&(V=JSON.stringify({from:N,id:A,type:T,sessionId:d.clientId,userId:W.id,username:W.displayName,data:V,protocol:DrawioFileSync.PROTOCOL,editor:EditorUi.VERSION}),K&&"cursor"!=T&&EditorUi.debug("P2PCollab: sending to socket server",[V]),A++,T=!K&&("cursor"==T||"selectionChange"==T),G&&!T&&U("message",V),T))for(p2pId in u)u[p2pId].send(V)}}function l(T){if(b.shareCursorPosition&&!g.isMouseDown){var V= +mxUtils.getOffset(g.container),W=g.view.translate,t=g.view.scale,D=null!=b.currentPage?b.currentPage.getId():null;c("cursor",{pageId:D,x:Math.round((T.getX()-V.x+g.container.scrollLeft)/t-W.x),y:Math.round((T.getY()-V.y+g.container.scrollTop)/t-W.y)})}}function m(T,V){var W=null!=b.currentPage?b.currentPage.getId():null;if(null!=T&&null!=T.cursor&&null!=T.lastCursor)if(null!=T.lastCursor.hide||!b.isShowRemoteCursors()||null!=T.lastCursor.pageId&&T.lastCursor.pageId!=W)T.cursor.style.display="none"; +else{W=function(){var Q=Math.max(g.container.scrollLeft,Math.min(g.container.scrollLeft+g.container.clientWidth-T.cursor.clientWidth,L)),S=Math.max(g.container.scrollTop-22,Math.min(g.container.scrollTop+g.container.clientHeight-T.cursor.clientHeight,R));O.style.opacity=Q!=L||S!=R?0:1;T.cursor.style.left=Q+"px";T.cursor.style.top=S+"px";T.cursor.style.display=""};var t=g.view.translate,D=g.view.scale,L=(t.x+T.lastCursor.x)*D+8,R=(t.y+T.lastCursor.y)*D-12,O=T.cursor.getElementsByTagName("img")[0]; +V?(mxUtils.setPrefixedStyle(T.cursor.style,"transition","all 600ms ease-out"),mxUtils.setPrefixedStyle(O.style,"transition","all 600ms ease-out"),window.setTimeout(W,0)):(mxUtils.setPrefixedStyle(T.cursor.style,"transition",null),mxUtils.setPrefixedStyle(O.style,"transition",null),W())}}function x(T,V){function W(){if(null==p[D]){var aa=J[D];null==aa&&(aa=k%q.length,J[D]=aa,k++);var Y=q[aa];aa=11<aa?"black":"white";p[D]={cursor:document.createElement("div"),color:Y,selection:{}};y[V]=D;L=p[D].cursor; +L.style.pointerEvents="none";L.style.position="absolute";L.style.display="none";L.style.opacity="0.9";var Z=document.createElement("img");mxUtils.setPrefixedStyle(Z.style,"transform","rotate(-45deg)translateX(-14px)");Z.setAttribute("src",Graph.createSvgImage(8,12,'<path d="M 4 0 L 8 12 L 4 10 L 0 12 Z" stroke="'+Y+'" fill="'+Y+'"/>').src);Z.style.width="10px";L.appendChild(Z);Z=document.createElement("div");Z.style.backgroundColor=Y;Z.style.color=aa;Z.style.fontSize="9pt";Z.style.padding="3px 7px"; +Z.style.marginTop="8px";Z.style.borderRadius="10px";Z.style.maxWidth="100px";Z.style.overflow="hidden";Z.style.textOverflow="ellipsis";Z.style.whiteSpace="nowrap";mxUtils.write(Z,t);L.appendChild(Z);b.diagramContainer.appendChild(L)}else L=p[D].cursor;R=p[D].selection}if(!M){T=JSON.parse(T);K&&"cursor"!=T.type&&EditorUi.debug("P2PCollab: msg received",[T]);if(null!=V){if(T.from==N||E[T.from]>=T.id){EditorUi.debug("P2PCollab: Dropped Message",T,N,E[T.from]);return}E[T.from]=T.id}var t=T.username?T.username: +"Anonymous",D=T.sessionId,L,R;null!=p[D]&&(clearTimeout(p[D].inactiveTO),p[D].inactiveTO=setTimeout(function(){C(null,D)},12E4));var O=T.data;switch(T.type){case "cursor":W();p[D].lastCursor=O;m(p[D],!0);break;case "diff":try{T=d.stringToObject(decodeURIComponent(O.patch)),d.receiveRemoteChanges(T.d)}catch(aa){EditorUi.debug("P2PCollab: Diff msg error",aa)}break;case "selectionChange":if("0"!=urlParams["remote-selection"]){var Q=null!=b.currentPage?b.currentPage.getId():null;if(null==Q||null!=O.pageId&& +O.pageId==Q){W();for(Q=0;Q<O.removed.length;Q++){var S=O.removed[Q];if(null!=S){var X=R[S];delete R[S];null!=X&&X.destroy()}}for(Q=0;Q<O.added.length;Q++)S=O.added[Q],null!=S&&(X=g.model.getCell(S),null!=X&&(R[S]=g.highlightCell(X,p[D].color,6E4,70,3)))}}}d.file.fireEvent(new mxEventObject("realtimeMessage","message",T))}}function z(T,V){if(!K&&SimplePeer.WEBRTC_SUPPORT){var W=new SimplePeer({initiator:V,config:{iceServers:[{urls:"stun:54.89.235.160:3478"}]}});W.on("signal",function(t){U("sendSignal", +{to:T,from:N,signal:t})});W.on("error",function(t){delete v[T];EditorUi.debug("P2PCollab: p2p socket error",t);!M&&V&&W.destroyed&&B[T]&&(EditorUi.debug("P2PCollab: p2p socket reconnecting",T),z(T,!0))});W.on("connect",function(){delete v[T];null==u[T]||u[T].destroyed?(u[T]=W,B[T]=!0,EditorUi.debug("P2PCollab: p2p socket connected",T)):(W.noP2PMapDel=!0,W.destroy(),EditorUi.debug("P2PCollab: p2p socket duplicate",T))});W.on("close",function(){W.noP2PMapDel||(EditorUi.debug("P2PCollab: p2p socket closed", +T),e(y[T]),delete u[T])});W.on("data",x);return v[T]=W}}function C(T,V){e(V||y[T]);null!=T&&(delete y[T],B[T]=!1)}function e(T){var V=p[T];if(null!=V){var W=V.selection,t;for(t in W)null!=W[t]&&W[t].destroy();null!=V.cursor&&null!=V.cursor.parentNode&&V.cursor.parentNode.removeChild(V.cursor);clearTimeout(V.inactiveTO);delete p[T]}}var g=b.editor.graph,k=0,n=null,q="#e6194b #3cb44b #4363d8 #f58231 #911eb4 #f032e6 #469990 #9A6324 #800000 #808000 #000075 #a9a9a9 #ffe119 #42d4f4 #bfef45 #fabed4 #dcbeff #fffac8 #aaffc3 #ffd8b1".split(" "), +p={},A=1,E={},y={},B={},J={},N,v={},u={},G=!0,I=!1,M=!1,K="0"!=urlParams["no-p2p"],H=!1,F=0,P=null,U=mxUtils.bind(this,function(T,V){if(!M)try{null!=n?(n.send(JSON.stringify({action:T,msg:V})),K||EditorUi.debug("P2PCollab: sending to socket server",[T],[V])):this.joinFile(!0)}catch(W){P=W,d.file.fireEvent(new mxEventObject("realtimeStateChanged")),EditorUi.debug("P2PCollab:","sendReply error",arguments,W)}});this.sendMessage=c;this.sendDiff=function(T){this.sendMessage("diff",{patch:T})};this.getState= +function(){return null!=n?n.readyState:3};this.getLastError=function(){return P};this.mouseListeners={startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(T,V){},mouseMove:function(T,V){var W,t=-1;return function(){clearTimeout(W);var D=this,L=arguments,R=function(){W=null;t=Date.now();T.apply(D,L)};Date.now()-t>V?R():W=setTimeout(R,V)}}(function(T,V){l(V)},200),mouseUp:function(T,V){l(V)}};g.addMouseListener(this.mouseListeners);this.shareCursorPositionListener=function(){b.isShareCursorPosition()|| +c("cursor",{hide:!0})};b.addListener("shareCursorPositionChanged",this.shareCursorPositionListener);this.selectionChangeListener=function(T,V){T=function(D){return null!=D?D.id:null};var W=null!=b.currentPage?b.currentPage.getId():null,t=V.getProperty("added");V=V.getProperty("removed");c("selectionChange",{pageId:W,removed:t?t.map(T):[],added:V?V.map(T):[]})};g.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionChangeListener);this.cursorHandler=mxUtils.bind(this,function(){for(var T in p)m(p[T])}); +mxEvent.addListener(g.container,"scroll",this.cursorHandler);g.getView().addListener(mxEvent.SCALE,this.cursorHandler);g.getView().addListener(mxEvent.TRANSLATE,this.cursorHandler);g.getView().addListener(mxEvent.SCALE_AND_TRANSLATE,this.cursorHandler);b.addListener("showRemoteCursorsChanged",this.cursorHandler);b.editor.addListener("pageSelected",this.cursorHandler);this.joinFile=function(T){if(!M)try{H&&(EditorUi.debug("P2PCollab: joinInProgress on",H),P="busy");H=++F;try{null!=n&&(EditorUi.debug("P2PCollab: force closing socket on", +n.joinId),n.close(1E3),n=null)}catch(t){EditorUi.debug("P2PCollab: closing socket error",t)}var V=new WebSocket(window.RT_WEBSOCKET_URL+"?id="+f);V.addEventListener("open",function(t){n=V;n.joinId=H;H=!1;d.file.fireEvent(new mxEventObject("realtimeStateChanged"));EditorUi.debug("P2PCollab: open socket",n.joinId);T&&d.scheduleCleanup()});V.addEventListener("message",mxUtils.bind(this,function(t){K||EditorUi.debug("P2PCollab: msg received",[t]);var D=JSON.parse(t.data);K&&"message"!=D.action&&EditorUi.debug("P2PCollab: msg received", +[t]);switch(D.action){case "message":x(D.msg,D.from);break;case "clientsList":t=D.msg;N=t.cId;I=!0;for(D=0;D<t.list.length;D++)z(t.list[D],!0);break;case "signal":t=D.msg;K||(v[t.from]?D=v[t.from]:(D=z(t.from,!1),G=!0),D.signal(t.signal));break;case "newClient":G=!0;break;case "clientLeft":C(D.msg);break;case "sendSignalFailed":t=D.msg,EditorUi.debug("P2PCollab: signal failed (socket not found on server)",t),delete v[t.to],B[t.to]=!1}}));var W=!1;V.addEventListener("close",mxUtils.bind(this,function(t){EditorUi.debug("P2PCollab: WebSocket closed", +V.joinId,"reconnecting",t.code,t.reason);EditorUi.debug("P2PCollab: closing socket on",V.joinId);M||1E3==t.code||F!=V.joinId||(H==F&&(EditorUi.debug("P2PCollab: joinInProgress in close on",V.joinId),H=!1),W||(EditorUi.debug("P2PCollab: calling rejoin on",V.joinId),W=!0,this.joinFile(!0)));d.file.fireEvent(new mxEventObject("realtimeStateChanged"))}));V.addEventListener("error",mxUtils.bind(this,function(t){EditorUi.debug("P2PCollab: WebSocket error, reconnecting",t);EditorUi.debug("P2PCollab: error socket on", +V.joinId);M||F!=V.joinId||(H==F&&(EditorUi.debug("P2PCollab: joinInProgress in error on",V.joinId),H=!1),W||(EditorUi.debug("P2PCollab: calling rejoin on",V.joinId),W=!0,this.joinFile(!0)));d.file.fireEvent(new mxEventObject("realtimeStateChanged"))}));d.file.fireEvent(new mxEventObject("realtimeStateChanged"))}catch(t){P=t,d.file.fireEvent(new mxEventObject("realtimeStateChanged"))}};this.destroy=function(){if(!M){EditorUi.debug("P2PCollab: destroyed");M=!0;for(sessionId in p)e(sessionId);null!= +this.mouseListeners&&g.removeMouseListener(this.mouseListeners);null!=this.selectionChangeListener&&g.getSelectionModel().removeListener(this.selectionChangeListener);null!=this.shareCursorPositionListener&&b.removeListener(this.shareCursorPositionListener);null!=this.cursorHandler&&(mxEvent.removeListener(g.container,"scroll",this.cursorHandler),g.getView().removeListener(mxEvent.SCALE,this.cursorHandler),g.getView().removeListener(mxEvent.TRANSLATE,this.cursorHandler),g.getView().removeListener(mxEvent.SCALE_AND_TRANSLATE, +this.cursorHandler),b.editor.removeListener("pageSelected",this.cursorHandler),b.removeListener(this.cursorHandler));null!=n&&(n.close(1E3),n=null);for(var T in u)null!=u[T]&&u[T].destroy();d.file.fireEvent(new mxEventObject("realtimeStateChanged"))}}}; diff --git a/src/main/webapp/js/diagramly/App.js b/src/main/webapp/js/diagramly/App.js index e5aac7b4..d85b7062 100644 --- a/src/main/webapp/js/diagramly/App.js +++ b/src/main/webapp/js/diagramly/App.js @@ -1040,8 +1040,10 @@ App.main = function(callback, createUi) { if (mxSettings.settings != null) { - document.body.style.backgroundColor = (uiTheme == 'dark' || - mxSettings.settings.darkMode) ? Editor.darkColor : '#ffffff'; + document.body.style.backgroundColor = (uiTheme != 'atlas' && + uiTheme != 'kennedy' && (Editor.isDarkMode() || + mxSettings.settings.darkMode)) ? + Editor.darkColor : '#ffffff'; if (mxSettings.settings.autosaveDelay != null) { @@ -1214,31 +1216,10 @@ App.prototype.defaultUserPicture = IMAGE_PATH + '/default-user.jpg'; * */ App.prototype.shareImage = 'data:image/png;base64,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'; - -/** - * - */ -App.prototype.chevronUpImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/chevron-up.png' : 'data:image/png;base64,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'; - -/** - * - */ -App.prototype.chevronDownImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/chevron-down.png' : 'data:image/png;base64,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'; - -/** - * - */ -App.prototype.formatShowImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/format-show.png' : 'data:image/png;base64,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'; - -/** - * - */ -App.prototype.formatHideImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/format-hide.png' : 'data:image/png;base64,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'; - -/** - * - */ -App.prototype.fullscreenImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/fullscreen.png' : 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQAQMAAAAlPW0iAAAABlBMVEUAAAAAAAClZ7nPAAAAAXRSTlMAQObYZgAAABpJREFUCNdjgAAbGxAy4AEh5gNwBBGByoIBAIueBd12TUjqAAAAAElFTkSuQmCC'; +App.prototype.chevronUpImage = 'data:image/png;base64,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'; +App.prototype.chevronDownImage = 'data:image/png;base64,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'; +App.prototype.formatShowImage = 'data:image/png;base64,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'; +App.prototype.formatHideImage = 'data:image/png;base64,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'; /** * Interval to show dialog for unsaved data if autosave is on. @@ -5760,7 +5741,7 @@ App.prototype.updateButtonContainer = function() { this.commentButton = document.createElement('a'); this.commentButton.setAttribute('title', mxResources.get('comments')); - this.commentButton.className = 'geToolbarButton'; + this.commentButton.className = 'geToolbarButton geAdaptiveAsset'; this.commentButton.style.cssText = 'display:inline-block;position:relative;box-sizing:border-box;' + 'margin-right:4px;float:left;cursor:pointer;width:24px;height:24px;background-size:24px 24px;' + 'background-position:center center;background-repeat:no-repeat;background-image:' + @@ -5791,7 +5772,7 @@ App.prototype.updateButtonContainer = function() this.buttonContainer.appendChild(this.commentButton); - if (uiTheme == 'dark' || uiTheme == 'atlas') + if (uiTheme == 'atlas') { this.commentButton.style.filter = 'invert(100%)'; } @@ -5813,7 +5794,7 @@ App.prototype.updateButtonContainer = function() if (this.shareButton == null) { this.shareButton = document.createElement('div'); - this.shareButton.className = 'geBtn gePrimaryBtn'; + this.shareButton.className = 'geBtn gePrimaryBtn';// geAdaptiveAsset'; this.shareButton.style.display = 'inline-block'; this.shareButton.style.backgroundColor = '#F2931E'; this.shareButton.style.borderColor = '#F08705'; @@ -5827,13 +5808,14 @@ App.prototype.updateButtonContainer = function() this.shareButton.setAttribute('title', mxResources.get('share')); var icon = document.createElement('img'); + icon.className = 'geInverseAdaptiveAsset'; icon.setAttribute('src', this.shareImage); icon.setAttribute('align', 'absmiddle'); icon.style.marginRight = '4px'; icon.style.marginTop = '-3px'; this.shareButton.appendChild(icon); - if (!Editor.isDarkMode() && uiTheme != 'atlas') + if (uiTheme != 'atlas') { this.shareButton.style.color = 'black'; icon.style.filter = 'invert(100%)'; @@ -5855,7 +5837,7 @@ App.prototype.updateButtonContainer = function() this.shareButton = null; } - //Fetch notifications + // Fetch notifications if (urlParams['extAuth'] != '1') //Disable notification with external auth (e.g, Teams app) { this.fetchAndShowNotification('online', this.mode); @@ -6713,6 +6695,7 @@ App.prototype.updateHeader = function() { if (this.menubar != null) { + var logo = 'url(' + Editor.logoImage + ')'; this.appIcon = document.createElement('a'); this.appIcon.style.display = 'block'; this.appIcon.style.position = 'absolute'; @@ -6720,13 +6703,12 @@ App.prototype.updateHeader = function() this.appIcon.style.height = (this.menubarHeight - 28) + 'px'; this.appIcon.style.margin = '14px 0px 8px 16px'; this.appIcon.style.opacity = '0.85'; - this.appIcon.style.borderRadius = '3px'; - - if (uiTheme != 'dark') - { - this.appIcon.style.backgroundColor = '#f08705'; - } - + this.appIcon.style.borderRadius = '3px'; + this.appIcon.style.backgroundPosition = 'center center'; + this.appIcon.style.backgroundSize = '100% 100%'; + this.appIcon.style.backgroundRepeat = 'no-repeat'; + this.appIcon.style.backgroundImage = logo; + mxEvent.disableContextMenu(this.appIcon); mxEvent.addListener(this.appIcon, 'click', mxUtils.bind(this, function(evt) @@ -6734,19 +6716,16 @@ App.prototype.updateHeader = function() this.appIconClicked(evt); })); - // LATER: Use Alpha image loader in IE6 - // NOTE: This uses the diagram bit of the old logo as it looks better in this case - //this.appIcon.style.filter = 'progid:DXImageTransform.Microsoft.AlphaImageLoader(src=' + IMAGE_PATH + '/logo-white.png,sizingMethod=\'scale\')'; - var logo = (!mxClient.IS_SVG) ? 'url(\'' + IMAGE_PATH + '/logo-white.png\')' : - ((uiTheme == 'dark') ? 'url(data:image/svg+xml;base64,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)' : - 'url(data:image/svg+xml;base64,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)'); - this.appIcon.style.backgroundImage = logo; - this.appIcon.style.backgroundPosition = 'center center'; - this.appIcon.style.backgroundSize = '100% 100%'; - this.appIcon.style.backgroundRepeat = 'no-repeat'; - + var updateBackgorund = mxUtils.bind(this, function() + { + this.appIcon.style.backgroundColor = (!Editor.isDarkMode()) ? '#f08705' : ''; + }); + + this.addListener('darkModeChanged', updateBackgorund); + updateBackgorund(); + mxUtils.setPrefixedStyle(this.appIcon.style, 'transition', 'all 125ms linear'); - + mxEvent.addListener(this.appIcon, 'mouseover', mxUtils.bind(this, function() { var file = this.getCurrentFile(); @@ -6865,18 +6844,13 @@ App.prototype.updateHeader = function() this.toggleFormatElement.style.right = (uiTheme != 'atlas' && urlParams['embed'] != '1') ? '30px' : '10px'; this.toggleFormatElement.style.padding = '2px'; this.toggleFormatElement.style.fontSize = '14px'; - this.toggleFormatElement.className = (uiTheme != 'atlas') ? 'geButton' : ''; + this.toggleFormatElement.className = (uiTheme != 'atlas') ? 'geButton geAdaptiveAsset' : ''; this.toggleFormatElement.style.width = '16px'; this.toggleFormatElement.style.height = '16px'; this.toggleFormatElement.style.backgroundPosition = '50% 50%'; this.toggleFormatElement.style.backgroundRepeat = 'no-repeat'; this.toolbarContainer.appendChild(this.toggleFormatElement); - if (uiTheme == 'dark') - { - this.toggleFormatElement.style.filter = 'invert(100%)'; - } - // Prevents focus mxEvent.addListener(this.toggleFormatElement, (mxClient.IS_POINTER) ? 'pointerdown' : 'mousedown', mxUtils.bind(this, function(evt) @@ -6916,12 +6890,13 @@ App.prototype.updateHeader = function() this.fullscreenElement.style.right = (uiTheme != 'atlas' && urlParams['embed'] != '1') ? '50px' : '30px'; this.fullscreenElement.style.padding = '2px'; this.fullscreenElement.style.fontSize = '14px'; - this.fullscreenElement.className = (uiTheme != 'atlas') ? 'geButton' : ''; + this.fullscreenElement.className = (uiTheme != 'atlas') ? 'geButton geAdaptiveAsset' : ''; this.fullscreenElement.style.width = '16px'; this.fullscreenElement.style.height = '16px'; this.fullscreenElement.style.backgroundPosition = '50% 50%'; + this.fullscreenElement.style.backgroundSize = '16px 16px'; this.fullscreenElement.style.backgroundRepeat = 'no-repeat'; - this.fullscreenElement.style.backgroundImage = 'url(\'' + this.fullscreenImage + '\')'; + this.fullscreenElement.style.backgroundImage = 'url(\'' + Editor.fullscreenImage + '\')'; this.toolbarContainer.appendChild(this.fullscreenElement); // Prevents focus @@ -6930,6 +6905,42 @@ App.prototype.updateHeader = function() { evt.preventDefault(); })); + + if (uiTheme != 'atlas') + { + this.darkModeElement = document.createElement('a'); + this.darkModeElement.setAttribute('title', mxResources.get('theme')); + this.darkModeElement.style.position = 'absolute'; + this.darkModeElement.style.display = 'inline-block'; + this.darkModeElement.style.top = (uiTheme == 'atlas') ? '8px' : '6px'; + this.darkModeElement.style.right = (uiTheme != 'atlas' && urlParams['embed'] != '1') ? '70px' : '50px'; + this.darkModeElement.style.padding = '2px'; + this.darkModeElement.style.fontSize = '14px'; + this.darkModeElement.className = (uiTheme != 'atlas') ? 'geButton geAdaptiveAsset' : ''; + this.darkModeElement.style.width = '16px'; + this.darkModeElement.style.height = '16px'; + this.darkModeElement.style.backgroundPosition = '50% 50%'; + this.darkModeElement.style.backgroundSize = '16px 16px'; + this.darkModeElement.style.backgroundRepeat = 'no-repeat'; + this.toolbarContainer.appendChild(this.darkModeElement); + + var updateDarkModeElement = mxUtils.bind(this, function() + { + this.darkModeElement.style.backgroundImage = 'url(\'' + ((Editor.isDarkMode()) ? + Editor.lightModeImage : Editor.darkModeImage) + '\')'; + }); + + this.addListener('darkModeChanged', updateDarkModeElement); + updateDarkModeElement(); + + // Prevents focus + mxEvent.addListener(this.darkModeElement, (mxClient.IS_POINTER) ? 'pointerdown' : 'mousedown', + mxUtils.bind(this, function(evt) + { + this.actions.get('toggleDarkMode').funct(); + evt.preventDefault(); + })); + } // Some style changes in Atlas theme if (uiTheme == 'atlas') @@ -6939,11 +6950,6 @@ App.prototype.updateHeader = function() } var initialPosition = this.hsplitPosition; - - if (uiTheme == 'dark') - { - this.fullscreenElement.style.filter = 'invert(100%)'; - } mxEvent.addListener(this.fullscreenElement, 'click', mxUtils.bind(this, function(evt) { @@ -6975,7 +6981,7 @@ App.prototype.updateHeader = function() { this.toggleElement = document.createElement('a'); this.toggleElement.setAttribute('title', mxResources.get('collapseExpand')); - this.toggleElement.className = 'geButton'; + this.toggleElement.className = 'geButton geAdaptiveAsset'; this.toggleElement.style.position = 'absolute'; this.toggleElement.style.display = 'inline-block'; this.toggleElement.style.width = '16px'; @@ -6991,11 +6997,6 @@ App.prototype.updateHeader = function() this.toggleElement.style.backgroundPosition = '50% 50%'; this.toggleElement.style.backgroundRepeat = 'no-repeat'; - if (uiTheme == 'dark') - { - this.toggleElement.style.filter = 'invert(100%)'; - } - // Prevents focus mxEvent.addListener(this.toggleElement, (mxClient.IS_POINTER) ? 'pointerdown' : 'mousedown', mxUtils.bind(this, function(evt) diff --git a/src/main/webapp/js/diagramly/Devel.js b/src/main/webapp/js/diagramly/Devel.js index 167bdb4b..713ff7b2 100644 --- a/src/main/webapp/js/diagramly/Devel.js +++ b/src/main/webapp/js/diagramly/Devel.js @@ -34,8 +34,8 @@ if (!mxIsElectron && location.protocol !== 'http:') '; '; var styleHashes = '\'sha256-JjkxVHHCCVO0nllPD6hU8bBYSlsikA8TM/o3fhr0bas=\' ' + // index.html - '\'sha256-n7MQa9ugStEzmwW3N23DAsRjWYRO3S9iffzNWjwLZc4=\' ' + // Minimal.js/Light - '\'sha256-ZK1F2paY4WDLYRp1tMs3Ryv4k3NYaqRXyWmk1o5KXzI=\' ' + // Minimal.js/Dark + '\'sha256-4pUt7OuaoLNo5uDuX+AclpTryPwhRX6uqZWQH/jtOvE=\' ' + // Minimal.js/Light + '\'sha256-C26P0UwTt9j3PuMuqZ6wTb7DL6A9c0DoJcT8e2atugc=\' ' + // Minimal.js/Dark '\'sha256-7kY8ozVqKLIIBwZ24dhdmZkM26PsOlZmEi72RhmZKoM=\' ' + // mxTooltipHandler.js '\'sha256-kuk5TvxZ/Kwuobo4g6uasb1xRQwr1+nfa1A3YGePO7U=\' ' + // MathJax '\'sha256-ByOXYIXIkfNC3flUR/HoxR4Ak0pjOEF1q8XmtuIa6po=\' ' + // purify.min.js diff --git a/src/main/webapp/js/diagramly/Dialogs.js b/src/main/webapp/js/diagramly/Dialogs.js index 2d4a7ab2..2098debf 100644 --- a/src/main/webapp/js/diagramly/Dialogs.js +++ b/src/main/webapp/js/diagramly/Dialogs.js @@ -892,16 +892,12 @@ var EmbedDialog = function(editorUi, result, timeout, ignoreSize, previewFn, tit }); var img = document.createElement('img'); + img.className = 'geAdaptiveAsset'; img.setAttribute('src', Editor.mailImage); img.setAttribute('width', '18'); img.setAttribute('height', '18'); img.setAttribute('border', '0'); img.style.marginBottom = '5px' - - if (Editor.isDarkMode()) - { - img.style.filter = 'invert(100%)'; - } emailBtn.appendChild(img); emailBtn.style.verticalAlign = 'bottom'; @@ -2930,11 +2926,11 @@ var NewDialog = function(editorUi, compact, showName, callback, createOnly, canc if (errorMsg) { - div.innerHTML = errorMsg; + div.innerText = errorMsg; } else if (docList.length == 0 && importListsCount == 0) { - div.innerHTML = mxUtils.htmlEntities(mxResources.get('noDiagrams', null, 'No Diagrams Found')); + div.innerText = mxResources.get('noDiagrams', null, 'No Diagrams Found'); } else { @@ -2988,7 +2984,7 @@ var NewDialog = function(editorUi, compact, showName, callback, createOnly, canc { var searchTab = document.createElement('span'); searchTab.style.marginLeft = '10px'; - searchTab.innerHTML = mxUtils.htmlEntities(mxResources.get('search') + ':'); + searchTab.innerText = mxResources.get('search') + ':'; tabs.appendChild(searchTab); var searchInput = document.createElement('input'); @@ -3182,16 +3178,11 @@ var NewDialog = function(editorUi, compact, showName, callback, createOnly, canc function addButton(url, libs, title, tooltip, select, imgUrl, infoObj, onClick, preview, noImg, clibs) { var elt = document.createElement('div'); - elt.className = 'geTemplate'; + elt.className = 'geTemplate geAdaptiveAsset'; elt.style.position = 'relative'; elt.style.height = w + 'px'; elt.style.width = h + 'px'; var xmlData = null, realUrl = url; - - if (Editor.isDarkMode()) - { - elt.style.filter = 'invert(100%)'; - } if (title != null) { @@ -6401,7 +6392,7 @@ var RevisionDialog = function(editorUi, revs, restoreFn) currentXml = null; fileInfo.removeAttribute('title'); - fileInfo.innerHTML = mxUtils.htmlEntities(mxResources.get('loading') + '...'); + fileInfo.innerText = mxResources.get('loading') + '...'; container.style.backgroundColor = graph.defaultPageBackgroundColor; errorNode.innerText = ''; graph.getModel().clear(); @@ -6436,8 +6427,7 @@ var RevisionDialog = function(editorUi, revs, restoreFn) } catch (e) { - fileInfo.innerHTML = mxUtils.htmlEntities( - mxResources.get('error') + ': ' + e.message); + fileInfo.innerText = mxResources.get('error') + ': ' + e.message; } } }, function(err) @@ -7633,6 +7623,7 @@ var FreehandWindow = function(editorUi, x, y, w, h, withBrush) var brushInput = document.createElement('input'); brushInput.setAttribute('id', 'geFreehandBrush'); brushInput.setAttribute('type', 'checkbox'); + brushInput.checked = graph.freehand.isPerfectFreehandMode(); brushInput.style.margin = '10px 5px 0px 10px'; brushInput.style.float = 'left'; div.appendChild(brushInput); @@ -7656,11 +7647,14 @@ var FreehandWindow = function(editorUi, x, y, w, h, withBrush) div.appendChild(brushSize); mxUtils.br(div); - mxEvent.addListener(brushInput, 'change', function() + var updateBrushState = function() { - graph.freehand.setPerfectFreehandMode(this.checked) - brushSize.style.visibility = this.checked? 'visible' : 'hidden'; - }); + graph.freehand.setPerfectFreehandMode(brushInput.checked) + brushSize.style.visibility = brushInput.checked? 'visible' : 'hidden'; + }; + + mxEvent.addListener(brushInput, 'change', updateBrushState); + updateBrushState(); mxEvent.addListener(brushSize, 'change', function() { @@ -8386,7 +8380,7 @@ var PluginsDialog = function(editorUi, addFn, delFn, closeOnly) if (plugins.length == 0) { - inner.innerHTML = mxUtils.htmlEntities(mxResources.get('noPlugins')); + inner.innerText = mxResources.get('noPlugins'); } else { @@ -10462,7 +10456,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, function showError(msg) { - errMsg.innerHTML = mxUtils.htmlEntities(msg); + errMsg.innerText = msg; errMsg.style.display = 'block'; setTimeout(function() @@ -10824,7 +10818,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, function toggleButtons(isTemplate) { - createBtn.innerHTML = mxUtils.htmlEntities(mxResources.get(inTempScreen || isTemplate? 'create' : 'copy')); + createBtn.innerText = mxResources.get(inTempScreen || isTemplate? 'create' : 'copy'); var opemDisplay = isTemplate? 'none' : ''; @@ -10866,15 +10860,15 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, var hrow = document.createElement('tr'); var th = document.createElement('th'); th.style.width = "50%"; - th.innerHTML = mxUtils.htmlEntities(mxResources.get('diagram')); + th.innerText = mxResources.get('diagram'); hrow.appendChild(th); th = document.createElement('th'); th.style.width = "25%"; - th.innerHTML = mxUtils.htmlEntities(mxResources.get('changedBy')); + th.innerText = mxResources.get('changedBy'); hrow.appendChild(th); th = document.createElement('th'); th.style.width = "25%"; - th.innerHTML = mxUtils.htmlEntities(mxResources.get('lastModifiedOn')); + th.innerText = mxResources.get('lastModifiedOn'); hrow.appendChild(th); grid.appendChild(hrow); diagramsTiles.appendChild(grid); @@ -10890,7 +10884,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, diagrams[i].title); var tooltip = title || diagrams[i].url; var imgUrl = diagrams[i].imgUrl; - var changedBy = mxUtils.htmlEntities(diagrams[i].changedBy || ""); + var changedBy = diagrams[i].changedBy || ''; var lastModifiedOn = ''; if (diagrams[i].lastModifiedOn) @@ -10902,7 +10896,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, str = mxResources.get('lessThanAMinute'); } - lastModifiedOn = mxUtils.htmlEntities(mxResources.get('timeAgo', [str], '{1} ago')); + lastModifiedOn = mxResources.get('timeAgo', [str], '{1} ago'); } if (!imgUrl) @@ -10937,10 +10931,10 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, td.appendChild(titleSpan); row.appendChild(td); td = document.createElement('td'); - td.innerHTML = changedBy; + td.innerText = changedBy; row.appendChild(td); td = document.createElement('td'); - td.innerHTML = lastModifiedOn; + td.innerText = lastModifiedOn; row.appendChild(td); grid.appendChild(row); @@ -11057,7 +11051,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, { var header = document.createElement('div'); header.className = 'geTempDlgImportCat'; - header.innerHTML = mxResources.get(cat, null, cat); + header.innerText = mxResources.get(cat, null, cat); diagramsTiles.appendChild(header); fillDiagramsList(catList, isTemplate, asList, null, true); } @@ -11066,7 +11060,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, function fillNewDiagramCats(newDiagramCats, showAll) { - newDiagramCatList.innerHTML = ""; + newDiagramCatList.innerText = ''; swapActiveItem(); var oneRowCount = Math.floor(newDiagramCatList.offsetWidth / 150) - 1; var catCount = !showAll && newDiagramCats.length > oneRowCount ? oneRowCount : newDiagramCats.length; @@ -11135,12 +11129,12 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, entry.setAttribute('title', label); var imgDiv = document.createElement('div'); imgDiv.className = "geTempDlgNewDiagramCatItemImg"; - imgDiv.innerHTML = '...'; + imgDiv.innerText = '...'; imgDiv.style.fontSize = '32px'; entry.appendChild(imgDiv); var lblDiv = document.createElement('div'); lblDiv.className = "geTempDlgNewDiagramCatItemLbl"; - lblDiv.innerHTML = label; + lblDiv.innerText = label; entry.appendChild(lblDiv); newDiagramCatList.appendChild(entry); @@ -11181,14 +11175,14 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, { newDiagramCat.style.height = "280px"; newDiagramCatList.style.height = "190px"; - showAllBtn.innerHTML = mxUtils.htmlEntities(mxResources.get('showMore')); + showAllBtn.innerText = mxResources.get('showMore'); fillNewDiagramCats(newDiagramCats); } else { newDiagramCat.style.height = "440px"; newDiagramCatList.style.height = "355px"; - showAllBtn.innerHTML = mxUtils.htmlEntities(mxResources.get('showLess')); + showAllBtn.innerText = mxResources.get('showLess'); fillNewDiagramCats(newDiagramCats, true); } @@ -11539,7 +11533,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, if (errorMsg) { - diagramsTiles.innerHTML = errorMsg; + diagramsTiles.innerText = errorMsg; } else { @@ -11553,7 +11547,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, if (list.length == 0 && importListsCount == 0) { - diagramsTiles.innerHTML = mxUtils.htmlEntities(mxResources.get('noDiagrams')); + diagramsTiles.innerText = mxResources.get('noDiagrams'); } else { @@ -11571,7 +11565,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, spinner.spin(diagramsTiles); cancelPendingCall = false; callInitiated = true; - diagramsListTitle.innerHTML = mxUtils.htmlEntities(mxResources.get('recentDiag')); + diagramsListTitle.innerText = mxResources.get('recentDiag'); lastSearchStr = null; recentDocsCallback(extDiagramsCallback, function() { @@ -11698,7 +11692,7 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, if (results.length == 0) { - diagramsListTitle.innerHTML = mxResources.get('noResultsFor', [searchTerms]); + diagramsListTitle.innerText = mxResources.get('noResultsFor', [searchTerms]); } else { @@ -11713,8 +11707,8 @@ var TemplatesDialog = function(editorUi, callback, cancelCallback, deselectTempCat(); tempDlgContent.scrollTop = 0; diagramsTiles.innerText = ''; - diagramsListTitle.innerHTML = mxUtils.htmlEntities(mxResources.get('searchResults')) + - ' "' + mxUtils.htmlEntities(searchStr) + '"'; + diagramsListTitle.innerText = mxResources.get('searchResults') + + ' "' + searchStr + '"'; delayTimer = null; if (inTempScreen) diff --git a/src/main/webapp/js/diagramly/DrawioFile.js b/src/main/webapp/js/diagramly/DrawioFile.js index 7a86f512..7277eb32 100644 --- a/src/main/webapp/js/diagramly/DrawioFile.js +++ b/src/main/webapp/js/diagramly/DrawioFile.js @@ -1358,7 +1358,7 @@ DrawioFile.prototype.isRealtimeSupported = function() */ DrawioFile.prototype.isRealtimeEnabled = function() { - return urlParams['fast-sync'] != '0'; + return Editor.enableRealtime && urlParams['fast-sync'] != '0'; }; /** diff --git a/src/main/webapp/js/diagramly/DrawioFileSync.js b/src/main/webapp/js/diagramly/DrawioFileSync.js index 335eeb1d..63cfd0e6 100644 --- a/src/main/webapp/js/diagramly/DrawioFileSync.js +++ b/src/main/webapp/js/diagramly/DrawioFileSync.js @@ -488,13 +488,13 @@ DrawioFileSync.prototype.updateOnlineState = function() if (this.ui.toolbarContainer != null && this.collaboratorsElement == null) { var elt = document.createElement('a'); - elt.className = 'geButton'; + elt.className = 'geButton geAdaptiveAsset'; elt.style.position = 'absolute'; elt.style.display = 'inline-block'; elt.style.verticalAlign = 'bottom'; elt.style.color = '#666'; elt.style.top = '6px'; - elt.style.right = (uiTheme != 'atlas') ? '70px' : '50px'; + elt.style.right = (uiTheme != 'atlas') ? '90px' : '50px'; elt.style.padding = '2px'; elt.style.fontSize = '8pt'; elt.style.verticalAlign = 'middle'; @@ -506,11 +506,6 @@ DrawioFileSync.prototype.updateOnlineState = function() elt.style.height = '16px'; mxUtils.setOpacity(elt, 60); - if (uiTheme == 'dark') - { - elt.style.filter = 'invert(100%)'; - } - // Prevents focus mxEvent.addListener(elt, (mxClient.IS_POINTER) ? 'pointerdown' : 'mousedown', mxUtils.bind(this, function(evt) diff --git a/src/main/webapp/js/diagramly/DriveFile.js b/src/main/webapp/js/diagramly/DriveFile.js index f79d8277..14611e4d 100644 --- a/src/main/webapp/js/diagramly/DriveFile.js +++ b/src/main/webapp/js/diagramly/DriveFile.js @@ -603,7 +603,7 @@ DriveFile.prototype.isRealtimeEnabled = function() var collab = this.ui.drive.getCustomProperty(this.desc, 'collaboration'); return (DrawioFile.prototype.isRealtimeEnabled.apply(this, arguments) && - collab != 'disabled') || collab == 'enabled'; + collab != 'disabled') || (Editor.enableRealtime && collab == 'enabled'); }; /** diff --git a/src/main/webapp/js/diagramly/Editor.js b/src/main/webapp/js/diagramly/Editor.js index 5ebef947..e34b330d 100644 --- a/src/main/webapp/js/diagramly/Editor.js +++ b/src/main/webapp/js/diagramly/Editor.js @@ -101,117 +101,32 @@ /** * */ + Editor.logoImage = 'data:image/svg+xml;base64,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'; Editor.saveImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHZpZXdCb3g9IjAgMCAyNCAyNCIgZmlsbD0iYmxhY2siIHdpZHRoPSIxOHB4IiBoZWlnaHQ9IjE4cHgiPjxwYXRoIGQ9Ik0wIDBoMjR2MjRIMHoiIGZpbGw9Im5vbmUiLz48cGF0aCBkPSJNMTkgMTJ2N0g1di03SDN2N2MwIDEuMS45IDIgMiAyaDE0YzEuMSAwIDItLjkgMi0ydi03aC0yem0tNiAuNjdsMi41OS0yLjU4TDE3IDExLjVsLTUgNS01LTUgMS40MS0xLjQxTDExIDEyLjY3VjNoMnoiLz48L3N2Zz4='; - - /** - * - */ - Editor.smallPlusImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/plus.png' : 'data:image/png;base64,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'; - - /** - * - */ - Editor.spinImage = (!mxClient.IS_SVG) ? IMAGE_PATH + '/spin.gif' : 'data:image/gif;base64,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'; - - /** - * - */ Editor.globeImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.commentImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMjEuOTkgNGMwLTEuMS0uODktMi0xLjk5LTJINGMtMS4xIDAtMiAuOS0yIDJ2MTJjMCAxLjEuOSAyIDIgMmgxNGw0IDQtLjAxLTE4ek0xOCAxNEg2di0yaDEydjJ6bTAtM0g2VjloMTJ2MnptMC0zSDZWNmgxMnYyeiIvPjxwYXRoIGQ9Ik0wIDBoMjR2MjRIMHoiIGZpbGw9Im5vbmUiLz48L3N2Zz4='; - - /** - * - */ Editor.userImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTIgMTJjMi4yMSAwIDQtMS43OSA0LTRzLTEuNzktNC00LTQtNCAxLjc5LTQgNCAxLjc5IDQgNCA0em0wIDJjLTIuNjcgMC04IDEuMzQtOCA0djJoMTZ2LTJjMC0yLjY2LTUuMzMtNC04LTR6Ii8+PC9zdmc+'; - - /** - * - */ Editor.shareImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.syncImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTIgNFYxTDggNWw0IDRWNmMzLjMxIDAgNiAyLjY5IDYgNiAwIDEuMDEtLjI1IDEuOTctLjcgMi44bDEuNDYgMS40NkMxOS41NCAxNS4wMyAyMCAxMy41NyAyMCAxMmMwLTQuNDItMy41OC04LTgtOHptMCAxNGMtMy4zMSAwLTYtMi42OS02LTYgMC0xLjAxLjI1LTEuOTcuNy0yLjhMNS4yNCA3Ljc0QzQuNDYgOC45NyA0IDEwLjQzIDQgMTJjMCA0LjQyIDMuNTggOCA4IDh2M2w0LTQtNC00djN6Ii8+PC9zdmc+'; - - /** - * - */ Editor.cloudImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.cloudOffImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.syncDisabledImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.calendarImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.syncProblemImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ - Editor.drawLogoImage = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.tailSpin = 'data:image/svg+xml;base64,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'; - - /** - * - */ Editor.mailImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTIyIDZjMC0xLjEtLjktMi0yLTJINGMtMS4xIDAtMiAuOS0yIDJ2MTJjMCAxLjEuOSAyIDIgMmgxNmMxLjEgMCAyLS45IDItMlY2em0tMiAwbC04IDQuOTlMNCA2aDE2em0wIDEySDRWOGw4IDUgOC01djEweiIvPjwvc3ZnPg=='; - - /** - * Used in the GraphViewer lightbox. - */ - Editor.tweetImage = IMAGE_PATH + '/tweet.png'; - - /** - * Used in the GraphViewer lightbox. - */ - Editor.facebookImage = IMAGE_PATH + '/facebook.png'; - - /** - * - */ - Editor.blankImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACklEQVR4nGMAAQAABQABDQottAAAAABJRU5ErkJggg=='; - - /** - * - */ - Editor.hiResImage = (mxClient.IS_SVG) ? 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAAA+CAMAAACLMWy1AAAAh1BMVEUAAABMTExERERBQUFBQUFFRUVAQEBCQkJAQEA6OjpDQ0NKSkpBQUFBQUFERERERERBQUFCQkJCQkJCQkJJSUlBQUFCQkJDQ0NDQ0NCQkJDQ0NBQUFBQUFCQkJBQUFCQkJCQkJDQ0NCQkJHR0dBQUFCQkJCQkJAQEBCQkJDQ0NAQEBERERCQkIk1hS2AAAAKnRSTlMAAjj96BL7PgQFRwfu3TYazKuVjRXl1V1DPCn1uLGjnWNVIgy9hU40eGqPkM38AAACG0lEQVRYw+2X63KbMBCFzwZblgGDceN74muatpLe//m6MHV3gHGFAv2RjM94MAbxzdnVsQbBDKwH8AH8MDAyafzjqYeyOG04XE7RS8nIRDXg6BlT+rA0nmtAPh+NQRDxIASIMG44rAMrGunBgHwy3uUldxggIStGKp2f+DQc2O4h4eQsX3O2IFB/oEbsjOKbStnjAEA+zJ0ylZTbgvoDn8xNyn6Dbj5Kd4GsNpABa6duQPfSdEj88TgMAhKuCWjAkgmFXPLnsD0pWd3OFGdrMugQII/eOMPEiGOzqPMIeWrcSoMCg71W1pXBPvCP+gS/OdXqQ3uW23+93XGWLl/OaBb805bNcBPoEIcVJsnHzcxpZH86u5KZ9gDby5dQCcnKqdbke4ItI4Tzd7IW9hZQt4EO6GG9b9sYuuK9Wwn8TIr2xKbF2+3Nhr+qxChJ/AI6pIfCu4z4Zowp4ZUNihz79vewzctnHDwTvQO/hCdFBzrUGDOPn2Y/F8YKT4oOATLvlhOznzmBSdFBJWtc58y7r+UVFOCQczy3wpN6pegDqHtsCPTGvH9JuTO0Dyg8icldYPk+RB6g8Aofj4m2EKBvtTmUPD9xDd1pPcSReV2U5iD/ik2yrngtvvqBfPzOvKiDTKTsCdoHZJ7pLLffgTwlJ5vJdtJV2/jiAYaLvLGhMAEDO5QcDg2M/jOw/8Zn+K3ZwJvHT7ZffgC/NvA3zcybTeIfE4EAAAAASUVORK5CYII=' : IMAGE_PATH + '/img-hi-res.png'; - - /** - * - */ - Editor.loResImage = (mxClient.IS_SVG) ? 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAAA+CAMAAACLMWy1AAAAS1BMVEVAQEAAAAA1NTVBQUFDQ0NDQ0NFRUVERERBQUFBQUFBQUFAQEBBQUFBQUFCQkJCQkJCQkJBQUFCQkJDQ0NDQ0NCQkJCQkJCQkJGRkb5/XqTAAAAGXRSTlP+AAWODlASCsesX+Lc2LyWe3pwa1tCPjohjSJfoAAAAI1JREFUWMPt1MkKhTAMRuG0anvneXr/J71nUypKcdqI/N8yhLMKMZE1CahnClDQzMPB44ED3EgeCubgDWnWQMHpwTtKwTe+UHD4sJ94wbUEHHFGhILlYDeSnsQeabeCgsPBgB0MOZZ9oGA5GJFiJSfUULAfjLjARrhCwX7wh2YCDwVbwZkUBKqFFJRN+wOcwSgR2sREcgAAAABJRU5ErkJggg==' : IMAGE_PATH + '/img-lo-res.png'; - - /** - * - */ Editor.cameraImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE0LjEyIDRsMS44MyAySDIwdjEySDRWNmg0LjA1bDEuODMtMmg0LjI0TTE1IDJIOUw3LjE3IDRINGMtMS4xIDAtMiAuOS0yIDJ2MTJjMCAxLjEuOSAyIDIgMmgxNmMxLjEgMCAyLS45IDItMlY2YzAtMS4xLS45LTItMi0yaC0zLjE3TDE1IDJ6bS0zIDdjMS42NSAwIDMgMS4zNSAzIDNzLTEuMzUgMy0zIDMtMy0xLjM1LTMtMyAxLjM1LTMgMy0zbTAtMmMtMi43NiAwLTUgMi4yNC01IDVzMi4yNCA1IDUgNSA1LTIuMjQgNS01LTIuMjQtNS01LTV6Ii8+PC9zdmc+'; - - /** - * - */ Editor.tagsImage = 'data:image/svg+xml;base64,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'; + Editor.darkModeImage = 'data:image/svg+xml;base64,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'; + Editor.lightModeImage = 'data:image/svg+xml;base64,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'; + Editor.spinImage = 'data:image/gif;base64,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'; + Editor.errorImage = 'data:image/gif;base64,R0lGODlhEAAQAPcAAADGAIQAAISEhP8AAP///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////yH5BAEAAAAALAAAAAAQABAAAAhoAAEIFBigYMGBCAkGGMCQ4cGECxtKHBAAYUQCEzFSHLiQgMeGHjEGEAAg4oCQJz86LCkxpEqHAkwyRClxpEyXGmGaREmTIsmOL1GO/DkzI0yOE2sKIMlRJsWhCQHENDiUaVSpS5cmDAgAOw=='; + Editor.smallPlusImage = 'data:image/png;base64,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'; + Editor.hiResImage = 'data:image/png;base64,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'; + Editor.loResImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAAA+CAMAAACLMWy1AAAAS1BMVEVAQEAAAAA1NTVBQUFDQ0NDQ0NFRUVERERBQUFBQUFBQUFAQEBBQUFBQUFCQkJCQkJCQkJBQUFCQkJDQ0NDQ0NCQkJCQkJCQkJGRkb5/XqTAAAAGXRSTlP+AAWODlASCsesX+Lc2LyWe3pwa1tCPjohjSJfoAAAAI1JREFUWMPt1MkKhTAMRuG0anvneXr/J71nUypKcdqI/N8yhLMKMZE1CahnClDQzMPB44ED3EgeCubgDWnWQMHpwTtKwTe+UHD4sJ94wbUEHHFGhILlYDeSnsQeabeCgsPBgB0MOZZ9oGA5GJFiJSfUULAfjLjARrhCwX7wh2YCDwVbwZkUBKqFFJRN+wOcwSgR2sREcgAAAABJRU5ErkJggg=='; + Editor.blankImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAYAAAAfFcSJAAAACklEQVR4nGMAAQAABQABDQottAAAAABJRU5ErkJggg=='; + Editor.facebookImage = IMAGE_PATH + '/facebook.png'; + Editor.tweetImage = IMAGE_PATH + '/tweet.png'; /** * Broken image symbol for offline SVG. @@ -221,8 +136,7 @@ /** * Error image for not found images */ - Editor.errorImage = 'data:image/gif;base64,R0lGODlhEAAQAPcAAADGAIQAAISEhP8AAP///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////yH5BAEAAAAALAAAAAAQABAAAAhoAAEIFBigYMGBCAkGGMCQ4cGECxtKHBAAYUQCEzFSHLiQgMeGHjEGEAAg4oCQJz86LCkxpEqHAkwyRClxpEyXGmGaREmTIsmOL1GO/DkzI0yOE2sKIMlRJsWhCQHENDiUaVSpS5cmDAgAOw=='; - + /** * Error image for not found images */ @@ -278,6 +192,11 @@ Editor.enableExportUrl = true; /** + * Disables fast real time collaboration while keeping slower real time collaboration enabled. + */ + Editor.enableRealtime = false; + + /** * Specifies if XML files should be compressed. Default is true. */ Editor.compressXml = true; @@ -2593,6 +2512,25 @@ }; /** + * Returns an URL that is proxied if the given URL is blocked. + */ + Editor.prototype.getProxiedUrl = function(url) + { + if (!this.isCorsEnabledForUrl(url)) + { + var isVisioFilename = /(\.v(dx|sdx?))($|\?)/i.test(url) || + /(\.vs(x|sx?))($|\?)/i.test(url); + var binary = /\.png$/i.test(url) || /\.pdf$/i.test(url); + var base64 = binary || isVisioFilename; + var nocache = 't=' + new Date().getTime(); + url = PROXY_URL + '?url=' + encodeURIComponent(url) + + '&' + nocache + ((base64) ? '&base64=1' : ''); + } + + return url; + }; + + /** * Returns true if the given URL is known to have CORS headers and is * allowed by CSP. */ @@ -5346,6 +5284,11 @@ { var b = (urlParams['sketch'] == '1') ? '2px solid' : '1px solid'; + if (colorset['border'] != null) + { + b = colorset['border']; + } + if (colorset['gradient'] != null) { if (mxClient.IS_IE && (document.documentMode < 10)) diff --git a/src/main/webapp/js/diagramly/EditorUi.js b/src/main/webapp/js/diagramly/EditorUi.js index 8bbdfec0..8c3252f5 100644 --- a/src/main/webapp/js/diagramly/EditorUi.js +++ b/src/main/webapp/js/diagramly/EditorUi.js @@ -883,8 +883,18 @@ } } - - return keyHandlerGetFunction.apply(this, arguments); + + // Ignores normal keystrokes as shortcuts if cells are selected (eg. A/S/D/F) + if (evt.keyCode >= 65 && evt.keyCode <= 90 && !graph.isSelectionEmpty() && + !mxEvent.isAltDown(evt) && !mxEvent.isShiftDown(evt) && + !mxEvent.isControlDown(evt) && !(mxClient.IS_MAC && mxEvent.isMetaDown(evt))) + { + return null; + } + else + { + return keyHandlerGetFunction.apply(this, arguments); + } }; } @@ -2285,9 +2295,17 @@ if (desc.url != null && desc.url.length > 0) { - // Cannot use proxy here as it will block unknown text content + var url = desc.url; + + // Bypass proxy if no CSP is used as it blocks unknown text content + if ((/test\.draw\.io$/.test(window.location.hostname)) || + (/app\.diagrams\.net$/.test(window.location.hostname))) + { + url = this.editor.getProxiedUrl(url); + } + // LATER: Remove cache-control header - this.editor.loadUrl(desc.url, mxUtils.bind(this, function(data) + this.editor.loadUrl(url, mxUtils.bind(this, function(data) { loadData(data); }), mxUtils.bind(this, function(err) @@ -3258,6 +3276,7 @@ var btnWidth = 18; var btn = document.createElement('img'); + btn.className = 'geAdaptiveAsset'; btn.setAttribute('src', Editor.crossImage); btn.setAttribute('title', mxResources.get('close')); btn.setAttribute('valign', 'absmiddle'); @@ -3267,11 +3286,6 @@ btn.style.width = '14px'; btn.style.cursor = 'pointer'; btn.style.margin = '0 3px'; - - if (Editor.isDarkMode()) - { - btn.style.filter = 'invert(100%)'; - } var saveBtn = null; @@ -4723,20 +4737,17 @@ { if (mimeType == 'image/svg+xml' && !mxClient.IS_SVG) { - // KNOWN: Output is scaled in Chrome on macOS win.document.write('<html><pre>' + mxUtils.htmlEntities(data, false) + '</pre></html>'); win.document.close(); } else { - if (mimeType == 'image/svg+xml' && !this.editor.graph.mathEnabled) + if (mimeType == 'image/svg+xml' && !base64Encoded) { - // KNOWN: Double escape and MathJax preview broken win.document.write('<html>'+ data + '</html>'); } else { - // KNOWN: External fonts only work with data URIs var temp = (base64Encoded) ? data : btoa(unescape(encodeURIComponent(data))); win.document.write('<html><img style="max-width:100%;" src="data:' + @@ -9334,11 +9345,6 @@ var ui = this; var graph = this.editor.graph; - if (Editor.isDarkMode()) - { - graph.view.defaultGridColor = mxGraphView.prototype.defaultDarkGridColor; - } - // Stops panning while freehand is active if (Graph.touchStyle) { @@ -9850,8 +9856,13 @@ this.keyHandler.bindAction(86, true, 'pasteStyle', true); // Ctrl+Shift+V this.keyHandler.bindAction(77, true, 'editGeometry', true); // Ctrl+Shift+M this.keyHandler.bindAction(88, true, 'insertText', true); // Ctrl+Shift+X - this.keyHandler.bindAction(75, true, 'insertRectangle'); // Ctrl+K - this.keyHandler.bindAction(75, true, 'insertEllipse', true); // Ctrl+Shift+K + this.keyHandler.bindAction(75, true, 'tags'); // Ctrl+K + this.keyHandler.bindAction(65, false, 'insertText'); // A + this.keyHandler.bindAction(83, false, 'insertNote'); // S + this.keyHandler.bindAction(68, false, 'insertRectangle'); // D + this.keyHandler.bindAction(70, false, 'insertEllipse'); // F + this.keyHandler.bindAction(67, false, 'insertEdge'); // C + this.keyHandler.bindAction(88, false, 'insertFreehand'); // X this.altShiftActions[83] = 'synchronize'; // Alt+Shift+S this.installImagePasteHandler(); @@ -10264,7 +10275,31 @@ { this.initializeEmbedMode(); } - + + var themeChangeListener = mxUtils.bind(this, function() + { + graph.refresh(); + graph.view.validateBackground(); + this.updateTabContainer(); + }); + + this.addListener('darkModeChanged', themeChangeListener); + this.addListener('sketchModeChanged', themeChangeListener); + + if (uiTheme == 'dark') + { + this.doSetDarkMode(true); + this.fireEvent(new mxEventObject('darkModeChanged')); + } + else if (uiTheme == 'min' && urlParams['embedInline'] != '1') + { + this.doSetDarkMode((urlParams['dark'] != null) ? + urlParams['dark'] == 1 && !mxClient.IS_IE && + !mxClient.IS_IE11 : ((mxSettings.settings.darkMode != null) ? + mxSettings.settings.darkMode : (window.matchMedia && + window.matchMedia('(prefers-color-scheme: dark)').matches))); + } + this.installSettings(); }; @@ -10531,6 +10566,33 @@ }; /** + * Sets the current UI theme. Possible values are null, "kennedy" and "sketch". + */ + EditorUi.prototype.setCurrentTheme = function(value, noRestart) + { + mxSettings.setUi(value); + this.doSetCurrentTheme(value); + this.fireEvent(new mxEventObject('currentThemeChanged')); + + if (!noRestart) + { + this.alert(mxResources.get('restartForChangeRequired')); + } + }; + + /** + * Changes the current UI theme. + */ + EditorUi.prototype.doSetCurrentTheme = function(value) + { + if (Editor.currentTheme != value) + { + Editor.currentTheme = value; + // TODO: Change theme at runtime + } + }; + + /** * Overrides image dialog to add image search and Google+. */ EditorUi.prototype.setSketchMode = function(value) @@ -10555,6 +10617,219 @@ }; /** + * Dynamic change of dark mode. + */ + Editor.createMinimalCss = function() + { + return '* { -webkit-font-smoothing: antialiased; }' + + 'html body td.mxWindowTitle > div > img { padding: 8px 4px; }' + + // Dark mode styles + (Editor.isDarkMode() ? + 'html body td.mxWindowTitle > div > img { margin: -4px; }' + + 'html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, ' + + 'html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,' + + 'html body .geMenubarContainer .geToolbarButton { filter: invert(1); }' + + 'html body div.geToolbarContainer a.geInverted { filter: none; }' + + 'html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }' + + 'html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }' + + 'html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }' + + 'html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }' + + 'html body .mxCellEditor { color: #f0f0f0; }' + : + // Non-dark mode styles + 'html body div.geToolbarContainer a.geInverted { filter: invert(1); }' + + 'html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }' + ) + + // End of custom styles + 'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }' + + 'html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }' + + 'html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }' + + 'html body .geSidebarContainer *:not(svg *) { font-size:9pt; }' + + 'html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }' + + 'table.mxWindow * :not(svg *) { font-size:13px; }' + + 'html body .mxWindow { z-index: 3; }' + + 'html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }' + + 'html body button.geBtn:active { opacity: 0.6; }' + + 'html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }' + + 'html body a.geMenuItem[disabled] { opacity: 0.2; }' + + 'html body a.geMenuItem[disabled]:active { opacity: 0.2; }' + + 'html body div.geActivePage { opacity: 0.7; }' + + 'html body a.geMenuItem:active { opacity: 0.2; }' + + 'html body .geToolbarButton { opacity: 0.3; }' + + 'html body .geToolbarButton:active { opacity: 0.15; }' + + 'html body .geStatus:active { opacity: 0.5; }' + + '.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }' + + 'html body .geMenubarContainer .geStatus { margin-top: 0px !important; }' + + 'html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }' + + 'html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }' + + 'html body .mxWindow input[type="checkbox"] {padding: 0px; }' + + 'div.geDialog { border-radius: 5px; }' + + 'html body div.geDialog button.geBigButton { color: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; border: none !important; }' + + 'html body .geToolbarContainer a div { color: ' + (Editor.isDarkMode() ? '#707070' : Editor.darkColor) + ' }' + + '.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }' + + 'html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }' + + 'html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: ' + (Editor.isDarkMode() ? '#cccccc' : '#353535') + ' !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }' + + 'html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }' + + 'html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }' + + 'div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }' + + 'div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }' + + 'html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }' + + 'html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }' + + '.geBtn button { min-width:72px !important; }' + + 'div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } ' + + 'html body div.geToolbarContainer a.geColorBtn { margin: 2px; } ' + + 'html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }' + + '.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }' + + '.mxWindow div button.geStyleButton { box-sizing: border-box; }' + + 'table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }' + + 'td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }' + + 'html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); ' + (EditorUi.isElectronApp? 'app-region: no-drag; ' : '') + '}' + + // Styling for Minimal + '.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; }' + + '.geToolbarContainer { background: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + '; }' + + 'div.geSidebarContainer { background-color: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + '; }' + + 'div.geSidebarContainer .geTitle { background-color: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fdfdfd') + '; }' + + 'div.mxWindow td.mxWindowPane button { background-image: none; float: none; }' + + 'td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }' + + 'div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; }' + + 'div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}' + + 'div.mxWindow *:not(svg *) { font-family: inherit !important; }' + + // Minimal Style UI + 'html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }' + + 'html div.geInactivePage { background: ' + (Editor.isDarkMode() ? Editor.darkColor : 'rgb(249, 249, 249)') + ' !important; color: #A0A0A0 !important; } ' + + 'html div.geActivePage { background: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; ' + (Editor.isDarkMode() ? '' : 'color: #353535 !important; } ') + + 'html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } ' + + 'html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } ' + + 'html table.mxPopupMenu td.mxPopupMenuItem { color: ' + (Editor.isDarkMode() ? '#cccccc' : '#353535') + '; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }' + + 'html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: ' + (Editor.isDarkMode() ? '#000000' : '#29b6f2') + '; }' + + 'html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: ' + (Editor.isDarkMode() ? '#cccccc' : '#ffffff') + ' !important; }' + + 'html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }' + + 'html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }' + + 'html body td.mxWindowTitle { padding-right: 14px; }' + + 'html td.mxWindowTitle div { top: 0px !important; }' + + // Fixes checkbox and radio size on iOS + ((mxClient.IS_IOS) ? 'html input[type=checkbox], html input[type=radio] { height:12px; }' : '') + + ((urlParams['sketch'] == '1') ? 'a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }' : ''); + }; + + /** + * Dynamic change of dark mode. + */ + EditorUi.prototype.setDarkMode = function(value) + { + this.doSetDarkMode(value); + + // Persist setting + if (urlParams['dark'] == null) + { + mxSettings.settings.darkMode = value; + mxSettings.save(); + } + + this.fireEvent(new mxEventObject('darkModeChanged')); + }; + + /** + * Links to dark.css + */ + var darkStyle = document.createElement('link'); + darkStyle.setAttribute('rel', 'stylesheet'); + darkStyle.setAttribute('href', STYLE_PATH + '/dark.css'); + darkStyle.setAttribute('charset', 'UTF-8'); + darkStyle.setAttribute('type', 'text/css'); + + /** + * Dynamic change of dark mode. + */ + EditorUi.prototype.doSetDarkMode = function(value) + { + if (Editor.darkMode != value) + { + var graph = this.editor.graph; + Editor.darkMode = value; + + // Sets instance vars and graph stylesheet + this.spinner.opts.color = Editor.isDarkMode() ? '#c0c0c0' : '#000'; + graph.view.defaultGridColor = Editor.isDarkMode() ? + mxGraphView.prototype.defaultDarkGridColor : mxGraphView.prototype.defaultGridColor; + graph.view.gridColor = graph.view.defaultGridColor; + graph.defaultPageBackgroundColor = (urlParams['embedInline'] == '1') ? 'transparent' : + Editor.isDarkMode() ? Editor.darkColor : '#ffffff'; + graph.defaultPageBorderColor = Editor.isDarkMode() ? '#505759' : '#ffffff'; + graph.shapeBackgroundColor = Editor.isDarkMode() ? Editor.darkColor : '#ffffff'; + graph.shapeForegroundColor = Editor.isDarkMode() ? Editor.lightColor : '#000000'; + graph.defaultThemeName = Editor.isDarkMode() ? 'darkTheme' : 'default-style2'; + graph.graphHandler.previewColor = Editor.isDarkMode() ? '#cccccc' : 'black'; + document.body.style.backgroundColor = (urlParams['embedInline'] == '1') ? 'transparent' : + (Editor.isDarkMode() ? Editor.darkColor : '#ffffff'); + graph.loadStylesheet(); + + // Destroys windows with code for dark mode + if (this.actions.layersWindow != null) + { + var wasVisible = this.actions.layersWindow.window.isVisible(); + + this.actions.layersWindow.window.setVisible(false); + this.actions.layersWindow.destroy(); + this.actions.layersWindow = null; + + if (wasVisible) + { + window.setTimeout(this.actions.get('layers').funct, 0); + } + } + + if (this.menus.commentsWindow != null) + { + this.menus.commentsWindow.window.setVisible(false); + this.menus.commentsWindow.destroy(); + this.menus.commentsWindow = null; + } + + if (this.ruler != null) + { + this.ruler.updateStyle(); + } + + // Sets global vars + Graph.prototype.defaultPageBackgroundColor = graph.defaultPageBackgroundColor; + Graph.prototype.defaultPageBorderColor = graph.defaultPageBorderColor; + Graph.prototype.shapeBackgroundColor = graph.shapeBackgroundColor; + Graph.prototype.shapeForegroundColor = graph.shapeForegroundColor; + Graph.prototype.defaultThemeName = graph.defaultThemeName; + StyleFormatPanel.prototype.defaultStrokeColor = Editor.isDarkMode() ? '#cccccc' : 'black'; + BaseFormatPanel.prototype.buttonBackgroundColor = Editor.isDarkMode() ? Editor.darkColor : 'white'; + Format.inactiveTabBackgroundColor = Editor.isDarkMode() ? 'black' : '#f0f0f0'; + Dialog.backdropColor = Editor.isDarkMode() ? Editor.darkColor : 'white'; + mxConstants.DROP_TARGET_COLOR = Editor.isDarkMode() ? '#00ff00' : '#0000FF'; + Editor.helpImage = (Editor.isDarkMode() && mxClient.IS_SVG) ? + Editor.darkHelpImage : Editor.lightHelpImage; + Editor.checkmarkImage = (Editor.isDarkMode() && mxClient.IS_SVG) ? + Editor.darkCheckmarkImage : Editor.lightCheckmarkImage; + + // Updates CSS + if (Editor.styleElt != null) + { + Editor.styleElt.innerHTML = Editor.createMinimalCss(); + } + + // Adds or removes link to CSS + if (Editor.isDarkMode()) + { + if (darkStyle.parentNode == null) + { + var head = document.getElementsByTagName('head')[0]; + head.appendChild(darkStyle); + } + } + else if (darkStyle.parentNode != null) + { + darkStyle.parentNode.removeChild(darkStyle); + } + } + }; + + /** * Changes Editor.pagesVisible. */ EditorUi.prototype.setPagesVisible = function(value) @@ -13134,7 +13409,7 @@ var div = document.createElement('div'); div.style.display = 'inline-block'; div.style.position = 'absolute'; - div.style.paddingTop = (uiTheme == 'atlas' || urlParams['atlas'] == '1') ? '2px' : '0px'; + div.style.paddingTop = '2px'; div.style.paddingLeft = '8px'; div.style.paddingBottom = '2px'; @@ -13210,7 +13485,7 @@ this.toolbar.container.appendChild(div); this.toolbar.staticElements.push(div); - div.style.right = (uiTheme == 'atlas' || urlParams['atlas'] == '1') ? '42px' : '52px'; + div.style.right = (uiTheme == 'atlas' || urlParams['atlas'] == '1') ? '62px' : '72px'; } }; @@ -14308,7 +14583,28 @@ return (file != null && file.isEditable()) || (urlParams['embed'] == '1' && this.editor.graph.isEnabled()); }; - + + /** + * Extends sidebar construction to add listeners for theme changes. + */ + var editorUiCreateSidebar = EditorUi.prototype.createSidebar; + EditorUi.prototype.createSidebar = function(container) + { + var result = editorUiCreateSidebar.apply(this, arguments); + + this.addListener('darkModeChanged', mxUtils.bind(this, function() + { + result.refresh(); + })); + + this.addListener('sketchModeChanged', mxUtils.bind(this, function() + { + result.refresh(); + })); + + return result; + }; + /** * Updates action states depending on the selection. */ @@ -16042,13 +16338,9 @@ var CommentsWindow = function(editorUi, x, y, w, h, saveCallback) var resolvedLink = link.cloneNode(); resolvedLink.innerHTML = '<img src="' + IMAGE_PATH + '/check.png" style="width: 16px; padding: 2px;">'; resolvedLink.setAttribute('title', mxResources.get('showResolved')); + resolvedLink.className = 'geAdaptiveAsset'; var resolvedChecked = false; - if (Editor.isDarkMode()) - { - resolvedLink.style.filter = 'invert(100%)'; - } - mxEvent.addListener(resolvedLink, 'click', function(evt) { resolvedChecked = !resolvedChecked; @@ -16067,11 +16359,7 @@ var CommentsWindow = function(editorUi, x, y, w, h, saveCallback) var refreshLink = link.cloneNode(); refreshLink.innerHTML = '<img src="' + IMAGE_PATH + '/update16.png" style="width: 16px; padding: 2px;">'; refreshLink.setAttribute('title', mxResources.get('refresh')); - - if (Editor.isDarkMode()) - { - refreshLink.style.filter = 'invert(100%)'; - } + refreshLink.className = 'geAdaptiveAsset'; mxEvent.addListener(refreshLink, 'click', function(evt) { @@ -16089,11 +16377,7 @@ var CommentsWindow = function(editorUi, x, y, w, h, saveCallback) var saveLink = link.cloneNode(); saveLink.innerHTML = '<img src="' + IMAGE_PATH + '/save.png" style="width: 20px; padding: 2px;">'; saveLink.setAttribute('title', mxResources.get('save')); - - if (Editor.isDarkMode()) - { - saveLink.style.filter = 'invert(100%)'; - } + saveLink.className = 'geAdaptiveAsset'; mxEvent.addListener(saveLink, 'click', function(evt) { diff --git a/src/main/webapp/js/diagramly/ElectronApp.js b/src/main/webapp/js/diagramly/ElectronApp.js index 87421fb8..eecc5b10 100644 --- a/src/main/webapp/js/diagramly/ElectronApp.js +++ b/src/main/webapp/js/diagramly/ElectronApp.js @@ -325,6 +325,12 @@ mxStencilRegistry.allowEval = false; electron.sendMessage('isModified-result', reply); }); + electron.registerMsgListener('removeDraft', () => + { + editorUi.getCurrentFile().removeDraft(); + electron.sendMessage('draftRemoved', {}); + }); + // Adds support for libraries this.actions.addAction('newLibrary...', mxUtils.bind(this, function() { diff --git a/src/main/webapp/js/diagramly/Embed.js b/src/main/webapp/js/diagramly/Embed.js index 851af615..c23518c6 100644 --- a/src/main/webapp/js/diagramly/Embed.js +++ b/src/main/webapp/js/diagramly/Embed.js @@ -591,25 +591,25 @@ } else { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url); + graph.container.innerText = 'Cannot load ' + url; } } catch (e) { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url) + ': ' + mxUtils.htmlEntities(e.message); + graph.container.innerText = 'Cannot load ' + url + ': ' + e.message; } }); xhr.onerror = function() { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url); + graph.container.innerText = 'Cannot load ' + url; }; xhr.send(); } catch (e) { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url) + ': ' + mxUtils.htmlEntities(e.message); + graph.container.innerText = 'Cannot load ' + url + ': ' + e.message; } } else @@ -759,7 +759,7 @@ }); // Do not use HTML entity to avoid problems with XHTML - button.innerHTML = '...'; + button.innerText = '...'; } function show() diff --git a/src/main/webapp/js/diagramly/GitLabClient.js b/src/main/webapp/js/diagramly/GitLabClient.js index 33c4aa83..220b83c3 100644 --- a/src/main/webapp/js/diagramly/GitLabClient.js +++ b/src/main/webapp/js/diagramly/GitLabClient.js @@ -1334,7 +1334,7 @@ GitLabClient.prototype.showGitLabDialog = function(showFiles, fn) { var temp = listItem.cloneNode(); temp.style.backgroundColor = (gray) ? - ((uiTheme == 'dark') ? '#000000' : '#eeeeee') : ''; + ((Editor.isDarkMode()) ? '#000000' : '#eeeeee') : ''; gray = !gray; (mxUtils.bind(this, function(project) diff --git a/src/main/webapp/js/diagramly/GraphViewer.js b/src/main/webapp/js/diagramly/GraphViewer.js index 501dd8c4..a62084b4 100644 --- a/src/main/webapp/js/diagramly/GraphViewer.js +++ b/src/main/webapp/js/diagramly/GraphViewer.js @@ -2082,7 +2082,7 @@ GraphViewer.processElements = function(classname) } catch (e) { - div.innerHTML = e.message; + div.innerText = e.message; if (window.console != null) { diff --git a/src/main/webapp/js/diagramly/Init.js b/src/main/webapp/js/diagramly/Init.js index 8f938e31..a31164e9 100644 --- a/src/main/webapp/js/diagramly/Init.js +++ b/src/main/webapp/js/diagramly/Init.js @@ -181,6 +181,33 @@ if (window.mxLanguages == null) window.mxLanguages.push(lang); } } + + // Uses browser language if supported + if (window.mxLanguage == null && + (window.location.hostname == 'test.draw.io' || + window.location.hostname == 'www.draw.io' || + window.location.hostname == 'viewer.diagrams.net' || + window.location.hostname == 'embed.diagrams.net' || + window.location.hostname == 'app.diagrams.net' || + window.location.hostname == 'jgraph.github.io')) + { + var lang = navigator.language; + + if (lang != null) + { + var dash = lang.indexOf('-'); + + if (dash > 0) + { + lang = lang.substring(0, dash); + } + + if (window.mxLanguages.indexOf(lang) >= 0) + { + window.mxLanguage = lang; + } + } + } } //Disable Google Drive when running in a WebView (e.g, MS Teams App) Since auth doesn't work with disallowd_useragent @@ -294,7 +321,11 @@ window.uiTheme = window.uiTheme || (function() urlParams['sketch'] = '1'; ui = 'min'; } - + else if (urlParams['dark'] == '1' && (ui == '' || ui == 'kennedy')) + { + ui = 'dark'; + } + return ui; })(); diff --git a/src/main/webapp/js/diagramly/Menus.js b/src/main/webapp/js/diagramly/Menus.js index a3ecae78..814c5de5 100644 --- a/src/main/webapp/js/diagramly/Menus.js +++ b/src/main/webapp/js/diagramly/Menus.js @@ -287,16 +287,37 @@ } } }); + fullscreenAction.visible = urlParams['embedInline'] == '1' || (window == window.top && document.fullscreenEnabled && document.body.requestFullscreen != null); fullscreenAction.setToggleAction(true); + fullscreenAction.setSelectedCallback(function() { return urlParams['embedInline'] == '1' ? Editor.inlineFullscreen : document.fullscreenElement != null; }); + + var toggleDarkModeAction = editorUi.actions.put('toggleDarkMode', new Action(mxResources.get('dark'), function(e) + { + editorUi.setDarkMode(!Editor.isDarkMode()); + var theme = mxSettings.getUi(); + + if (theme != 'atlas' && theme != 'min' && theme != 'sketch') + { + editorUi.setCurrentTheme((!Editor.isDarkMode()) ? 'kennedy' : 'dark', true); + } + })); + + toggleDarkModeAction.setToggleAction(true); + toggleDarkModeAction.setSelectedCallback(function() { return Editor.isDarkMode(); }); + + toggleDarkModeAction.isEnabled = function() + { + return mxSettings.getUi() != 'atlas'; + }; editorUi.actions.addAction('properties...', function() { @@ -328,7 +349,7 @@ this.freehandWindow.window.setVisible(graph.freehand.isDrawing()); } - })).isEnabled = function() + }, null, null, 'X')).isEnabled = function() { return isGraphEnabled() && mxClient.IS_SVG; }; @@ -958,7 +979,7 @@ { this.tagsWindow.window.setVisible(!this.tagsWindow.window.isVisible()); } - })); + }), null, null, Editor.ctrlKey + '+K'); action.setToggleAction(true); action.setSelectedCallback(mxUtils.bind(this, function() { return this.tagsWindow != null && this.tagsWindow.window.isVisible(); })); @@ -1233,6 +1254,7 @@ { var elt = menubar.addMenu('', langMenu.funct); elt.setAttribute('title', mxResources.get('language')); + elt.className = 'geAdaptiveAsset'; elt.style.width = '16px'; elt.style.paddingTop = '2px'; elt.style.paddingLeft = '4px'; @@ -1278,7 +1300,7 @@ icon.style.webkitAppRegion = 'no-drag'; } - if (uiTheme == 'atlas' || uiTheme == 'dark') + if (uiTheme == 'atlas') { elt.style.opacity = '0.85'; elt.style.filter = 'invert(100%)'; @@ -2852,8 +2874,7 @@ var item = menu.addItem(mxResources.get('automatic'), null, function() { - mxSettings.setUi(''); - editorUi.alert(mxResources.get('restartForChangeRequired')); + editorUi.setCurrentTheme(''); }, parent); if (theme != 'kennedy' && theme != 'atlas' && @@ -2867,19 +2888,17 @@ item = menu.addItem(mxResources.get('default'), null, function() { - mxSettings.setUi('kennedy'); - editorUi.alert(mxResources.get('restartForChangeRequired')); + editorUi.setCurrentTheme('kennedy'); }, parent); - if (theme == 'kennedy') + if (theme == 'kennedy' || theme == 'dark') { menu.addCheckmark(item, Editor.checkmarkImage); } item = menu.addItem(mxResources.get('minimal'), null, function() { - mxSettings.setUi('min'); - editorUi.alert(mxResources.get('restartForChangeRequired')); + editorUi.setCurrentTheme('min'); }, parent); if (theme == 'min') @@ -2889,8 +2908,7 @@ item = menu.addItem(mxResources.get('atlas'), null, function() { - mxSettings.setUi('atlas'); - editorUi.alert(mxResources.get('restartForChangeRequired')); + editorUi.setCurrentTheme('atlas'); }, parent); if (theme == 'atlas') @@ -2898,32 +2916,23 @@ menu.addCheckmark(item, Editor.checkmarkImage); } - if (theme == 'dark' || (!mxClient.IS_IE && !mxClient.IS_IE11)) - { - item = menu.addItem(mxResources.get('dark'), null, function() - { - mxSettings.setUi('dark'); - editorUi.alert(mxResources.get('restartForChangeRequired')); - }, parent); - - if (theme == 'dark') - { - menu.addCheckmark(item, Editor.checkmarkImage); - } - } - - menu.addSeparator(parent); - item = menu.addItem(mxResources.get('sketch'), null, function() { - mxSettings.setUi('sketch'); - editorUi.alert(mxResources.get('restartForChangeRequired')); + editorUi.setCurrentTheme('sketch'); }, parent); if (theme == 'sketch') { menu.addCheckmark(item, Editor.checkmarkImage); } + + menu.addSeparator(parent); + + if (urlParams['embedInline'] != '1' && Editor.isDarkMode() || + (!mxClient.IS_IE && !mxClient.IS_IE11)) + { + this.addMenuItems(menu, ['toggleDarkMode'], parent); + } }))); var renameAction = this.editorUi.actions.addAction('rename...', mxUtils.bind(this, function() @@ -3177,16 +3186,9 @@ }), parent, null, isGraphEnabled()); } }; - - var insertVertex = function(value, w, h, style) - { - var cell = new mxCell(value, new mxGeometry(0, 0, w, h), style); - cell.vertex = true; - var pt = graph.getCenterInsertPoint(graph.getBoundingBoxFromGeometry([cell], true)); - cell.geometry.x = pt.x; - cell.geometry.y = pt.y; - + var insertCell = function(cell) + { graph.getModel().beginUpdate(); try { @@ -3219,38 +3221,101 @@ return cell; }; - editorUi.actions.put('insertText', new Action(mxResources.get('text'), function() + var insertVertex = function(value, w, h, style, pt) + { + var cell = new mxCell(value, new mxGeometry(0, 0, w, h), style); + cell.vertex = true; + + if (pt == null) + { + pt = graph.getCenterInsertPoint(graph.getBoundingBoxFromGeometry([cell], true)); + } + + cell.geometry.x = pt.x; + cell.geometry.y = pt.y; + + return insertCell(cell); + }; + + var insertEdge = function(value, length, style, pt) + { + if (pt == null) + { + pt = graph.getCenterInsertPoint(graph.getBoundingBoxFromGeometry([cell], true)); + } + + var cell = new mxCell('', new mxGeometry(0, 0, length, 0), style); + cell.geometry.setTerminalPoint(pt, true); + cell.geometry.setTerminalPoint(new mxPoint(pt.x + cell.geometry.width, pt.y), false); + cell.geometry.points = []; + cell.geometry.relative = true; + cell.edge = true; + + return insertCell(cell); + }; + + editorUi.actions.put('insertText', new Action(mxResources.get('text'), function(evt) { if (graph.isEnabled() && !graph.isCellLocked(graph.getDefaultParent())) { graph.startEditingAtCell(insertVertex('Text', 40, 20, 'text;html=1;resizable=0;autosize=1;' + - 'align=center;verticalAlign=middle;points=[];fillColor=none;strokeColor=none;rounded=0;')); + 'align=center;verticalAlign=middle;points=[];fillColor=none;strokeColor=none;rounded=0;', + (evt != null && !mxEvent.isControlDown(evt) && !mxEvent.isMetaDown(evt)) ? + graph.getInsertPoint() : null)); } - }), null, null, Editor.ctrlKey + '+Shift+X').isEnabled = isGraphEnabled; + }, null, null, Editor.ctrlKey + '+Shift+X/A')).isEnabled = isGraphEnabled; - editorUi.actions.put('insertRectangle', new Action(mxResources.get('rectangle'), function() + editorUi.actions.put('insertRectangle', new Action(mxResources.get('rectangle'), function(evt) { if (graph.isEnabled() && !graph.isCellLocked(graph.getDefaultParent())) { - insertVertex('', 120, 60, 'whiteSpace=wrap;html=1;'); + insertVertex('', 120, 60, 'whiteSpace=wrap;html=1;', (evt != null && + !mxEvent.isControlDown(evt) && !mxEvent.isMetaDown(evt)) ? + graph.getInsertPoint() : null); } - }), null, null, Editor.ctrlKey + '+K').isEnabled = isGraphEnabled; + }, null, null, 'D')).isEnabled = isGraphEnabled; + + editorUi.actions.put('insertNote', new Action(mxResources.get('note'), function(evt) + { + if (graph.isEnabled() && !graph.isCellLocked(graph.getDefaultParent())) + { + insertVertex('', 140, 160, 'shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;' + + 'fontColor=#000000;darkOpacity=0.05;fillColor=#FFF9B2;strokeColor=none;fillStyle=solid;' + + 'direction=west;gradientDirection=north;gradientColor=#FFF2A1;shadow=1;size=20;pointerEvents=1;', + (evt != null && !mxEvent.isControlDown(evt) && !mxEvent.isMetaDown(evt)) ? + graph.getInsertPoint() : null); + } + }, null, null, 'S')).isEnabled = isGraphEnabled; - editorUi.actions.put('insertEllipse', new Action(mxResources.get('ellipse'), function() + editorUi.actions.put('insertEllipse', new Action(mxResources.get('ellipse'), function(evt) { if (graph.isEnabled() && !graph.isCellLocked(graph.getDefaultParent())) { - insertVertex('', 80, 80, 'ellipse;whiteSpace=wrap;html=1;'); + insertVertex('', 80, 80, 'ellipse;whiteSpace=wrap;html=1;', (evt != null && + !mxEvent.isControlDown(evt) && !mxEvent.isMetaDown(evt)) ? + graph.getInsertPoint() : null); } - }), null, null, Editor.ctrlKey + '+Shift+K').isEnabled = isGraphEnabled; + }, null, null, 'F')).isEnabled = isGraphEnabled; - editorUi.actions.put('insertRhombus', new Action(mxResources.get('rhombus'), function() + editorUi.actions.put('insertRhombus', new Action(mxResources.get('rhombus'), function(evt) { if (graph.isEnabled() && !graph.isCellLocked(graph.getDefaultParent())) { - insertVertex('', 80, 80, 'rhombus;whiteSpace=wrap;html=1;'); + insertVertex('', 80, 80, 'rhombus;whiteSpace=wrap;html=1;', (evt != null && + !mxEvent.isControlDown(evt) && !mxEvent.isMetaDown(evt)) ? + graph.getInsertPoint() : null); } })).isEnabled = isGraphEnabled; + + editorUi.actions.put('insertEdge', new Action(mxResources.get('line'), function(evt) + { + if (graph.isEnabled() && !graph.isCellLocked(graph.getDefaultParent())) + { + insertEdge('', graph.defaultEdgeLength, 'edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;', + (evt != null && !mxEvent.isControlDown(evt) && !mxEvent.isMetaDown(evt)) ? + graph.getInsertPoint() : null); + } + }, null, null, 'C')).isEnabled = isGraphEnabled; editorUi.addInsertMenuItems = mxUtils.bind(this, function(menu, parent, methods) { @@ -3269,9 +3334,9 @@ this.put('insert', new Menu(mxUtils.bind(this, function(menu, parent) { - this.addMenuItems(menu, ['insertRectangle', 'insertEllipse', - 'insertRhombus', '-', 'insertText', 'insertLink', '-', - 'createShape', 'insertFreehand', '-', 'insertImage'], parent); + this.addMenuItems(menu, ['insertRectangle', 'insertEllipse', 'insertRhombus', + '-', 'insertEdge', 'insertNote', '-', 'insertText', 'insertLink', + '-', 'createShape', 'insertFreehand', '-', 'insertImage'], parent); if (editorUi.insertTemplateEnabled && !editorUi.isOffline()) { @@ -4101,8 +4166,8 @@ if (file != null && file.constructor == DriveFile) { - this.addMenuItems(menu, ['new', '-', 'rename', - 'makeCopy', 'moveToFolder'], parent); + this.addMenuItems(menu, ['new', '-', 'rename', 'makeCopy', + 'openFolder', 'moveToFolder'], parent); } else { diff --git a/src/main/webapp/js/diagramly/Minimal.js b/src/main/webapp/js/diagramly/Minimal.js index fb6e19e1..80369afe 100644 --- a/src/main/webapp/js/diagramly/Minimal.js +++ b/src/main/webapp/js/diagramly/Minimal.js @@ -27,53 +27,6 @@ EditorUi.initMinimalTheme = function() // ignore } - var createSidebarContainer = function() - { - var div = document.createElement('div'); - div.className = 'geSidebarContainer'; - div.style.position = 'absolute'; - div.style.width = '100%'; - div.style.height = '100%'; - div.style.border = '1px solid whiteSmoke'; - div.style.overflowX = 'hidden'; - div.style.overflowY = 'auto'; - - return div; - }; - - /** - * - */ - var WrapperWindow = function(editorUi, title, x, y, w, h, fn) - { - var div = createSidebarContainer(); - fn(div); - - this.window = new mxWindow(title, div, x, y, w, h, true, true); - this.window.destroyOnClose = false; - this.window.setMaximizable(false); - this.window.setResizable(true); - this.window.setClosable(true); - this.window.setVisible(true); - - editorUi.installResizeHandler(this, true); - - // Workaround for text selection starting in Safari - // when dragging shapes outside of window - if (mxClient.IS_SF) - { - this.window.div.onselectstart = mxUtils.bind(this, function(evt) - { - if (evt == null) - { - evt = window.event; - } - - return (evt != null && editorUi.isSelectionAllowed(evt)); - }); - } - }; - function toggleFormat(ui, visible) { if (EditorUi.windowed) @@ -96,11 +49,6 @@ EditorUi.initMinimalTheme = function() { var format = ui.createFormat(container); format.init(); - - ui.addListener('darkModeChanged', mxUtils.bind(this, function() - { - format.refresh(); - })); return format; }); @@ -122,18 +70,13 @@ EditorUi.initMinimalTheme = function() { if (ui.formatElt == null) { - ui.formatElt = createSidebarContainer(); + ui.formatElt = ui.createSidebarContainer(); var format = ui.createFormat(ui.formatElt); format.init(); ui.formatElt.style.border = 'none'; ui.formatElt.style.width = '240px'; ui.formatElt.style.borderLeft = '1px solid gray'; ui.formatElt.style.right = '0px'; - - ui.addListener('darkModeChanged', mxUtils.bind(this, function() - { - format.refresh(); - })); } var wrapper = ui.diagramContainer.parentNode; @@ -296,7 +239,7 @@ EditorUi.initMinimalTheme = function() { if (ui.sidebarElt == null) { - ui.sidebarElt = createSidebarContainer(); + ui.sidebarElt = ui.createSidebarContainer(); createSidebar(ui, ui.sidebarElt); ui.sidebarElt.style.border = 'none'; ui.sidebarElt.style.width = '210px'; @@ -320,8 +263,6 @@ EditorUi.initMinimalTheme = function() // Changes colors for some UI elements var fill = '#29b6f2'; - var stroke = '#ffffff'; - Editor.checkmarkImage = Graph.createSvgImage(22, 18, '<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="' + fill + '"/>').src; mxWindow.prototype.closeImage = Graph.createSvgImage(18, 10, '<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src; mxWindow.prototype.minimizeImage = Graph.createSvgImage(14, 10, '<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src; @@ -334,10 +275,8 @@ EditorUi.initMinimalTheme = function() mxConstants.VERTEX_SELECTION_COLOR = '#C0C0C0'; mxConstants.EDGE_SELECTION_COLOR = '#C0C0C0'; mxConstants.CONNECT_HANDLE_FILLCOLOR = '#cee7ff'; - mxConstants.DEFAULT_VALID_COLOR = fill; mxConstants.GUIDE_COLOR = '#C0C0C0'; - mxConstants.HIGHLIGHT_STROKEWIDTH = 5; mxConstants.HIGHLIGHT_OPACITY = 35; mxConstants.OUTLINE_COLOR = '#29b6f2'; @@ -359,225 +298,14 @@ EditorUi.initMinimalTheme = function() EditorUi.prototype.footerHeight = 0; Graph.prototype.editAfterInsert = urlParams['sketch'] != '1' && !mxClient.IS_IOS && !mxClient.IS_ANDROID; - - /** - * Dynamic change of dark mode. - */ - EditorUi.prototype.setDarkMode = function(value) - { - if (this.spinner.spin(document.body, mxResources.get('working') + '...')) - { - window.setTimeout(mxUtils.bind(this, function() - { - this.spinner.stop(); - this.doSetDarkMode(value); - - // Persist setting - if (urlParams['dark'] == null) - { - mxSettings.settings.darkMode = value; - mxSettings.save(); - } - - this.fireEvent(new mxEventObject('darkModeChanged')); - }), 0); - } - }; /** - * Links to dark.css - */ - var darkStyle = document.createElement('link'); - darkStyle.setAttribute('rel', 'stylesheet'); - darkStyle.setAttribute('href', STYLE_PATH + '/dark.css'); - darkStyle.setAttribute('charset', 'UTF-8'); - darkStyle.setAttribute('type', 'text/css'); - - /** - * Dynamic change of dark mode. - */ - EditorUi.prototype.doSetDarkMode = function(value) - { - if (Editor.darkMode != value) - { - var graph = this.editor.graph; - Editor.darkMode = value; - - // Sets instance vars and graph stylesheet - this.spinner.opts.color = Editor.isDarkMode() ? '#c0c0c0' : '#000'; - graph.view.gridColor = Editor.isDarkMode() ? graph.view.defaultDarkGridColor : graph.view.defaultGridColor; - graph.defaultPageBackgroundColor = (urlParams['embedInline'] == '1') ? 'transparent' : - Editor.isDarkMode() ? Editor.darkColor : '#ffffff'; - graph.defaultPageBorderColor = Editor.isDarkMode() ? '#505759' : '#ffffff'; - graph.shapeBackgroundColor = Editor.isDarkMode() ? Editor.darkColor : '#ffffff'; - graph.shapeForegroundColor = Editor.isDarkMode() ? Editor.lightColor : '#000000'; - graph.defaultThemeName = Editor.isDarkMode() ? 'darkTheme' : 'default-style2'; - graph.graphHandler.previewColor = Editor.isDarkMode() ? '#cccccc' : 'black'; - document.body.style.backgroundColor = (urlParams['embedInline'] == '1') ? 'transparent' : - (Editor.isDarkMode() ? Editor.darkColor : '#ffffff'); - graph.loadStylesheet(); - - // Destroys windows with code for dark mode - if (this.actions.layersWindow != null) - { - var wasVisible = this.actions.layersWindow.window.isVisible(); - - this.actions.layersWindow.window.setVisible(false); - this.actions.layersWindow.destroy(); - this.actions.layersWindow = null; - - if (wasVisible) - { - window.setTimeout(this.actions.get('layers').funct, 0); - } - } - - if (this.menus.commentsWindow != null) - { - this.menus.commentsWindow.window.setVisible(false); - this.menus.commentsWindow.destroy(); - this.menus.commentsWindow = null; - } - - if (this.ruler != null) - { - this.ruler.updateStyle(); - } - - // Sets global vars - Graph.prototype.defaultPageBackgroundColor = graph.defaultPageBackgroundColor; - Graph.prototype.defaultPageBorderColor = graph.defaultPageBorderColor; - Graph.prototype.shapeBackgroundColor = graph.shapeBackgroundColor; - Graph.prototype.shapeForegroundColor = graph.shapeForegroundColor; - Graph.prototype.defaultThemeName = graph.defaultThemeName; - StyleFormatPanel.prototype.defaultStrokeColor = Editor.isDarkMode() ? '#cccccc' : 'black'; - BaseFormatPanel.prototype.buttonBackgroundColor = Editor.isDarkMode() ? Editor.darkColor : 'white'; - Format.inactiveTabBackgroundColor = Editor.isDarkMode() ? 'black' : '#f0f0f0'; - Dialog.backdropColor = Editor.isDarkMode() ? Editor.darkColor : 'white'; - mxConstants.DROP_TARGET_COLOR = Editor.isDarkMode() ? '#00ff00' : '#0000FF'; - Editor.helpImage = (Editor.isDarkMode() && mxClient.IS_SVG) ? - Editor.darkHelpImage : Editor.lightHelpImage; - Editor.checkmarkImage = (Editor.isDarkMode() && mxClient.IS_SVG) ? - Editor.darkCheckmarkImage : Editor.lightCheckmarkImage; - - // Updates CSS - styleElt.innerHTML = Editor.createMinimalCss(); - - // Adds or removes link to CSS - if (Editor.darkMode) - { - if (darkStyle.parentNode == null) - { - var head = document.getElementsByTagName('head')[0]; - head.appendChild(darkStyle); - } - } - else if (darkStyle.parentNode != null) - { - darkStyle.parentNode.removeChild(darkStyle); - } - } - }; - - /** - * Dynamic change of dark mode. + * Creates inline CSS element. */ - Editor.createMinimalCss = function() - { - return '* { -webkit-font-smoothing: antialiased; }' + - 'html body td.mxWindowTitle > div > img { padding: 8px 4px; }' + - // Dark mode styles - (Editor.isDarkMode() ? - 'html body td.mxWindowTitle > div > img { margin: -4px; }' + - 'html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, ' + - 'html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,' + - 'html body .geMenubarContainer .geToolbarButton { filter: invert(1); }' + - 'html body div.geToolbarContainer a.geInverted { filter: none; }' + - 'html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }' + - 'html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }' + - 'html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }' + - 'html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }' + - 'html body .mxCellEditor { color: #f0f0f0; }' - : - // Non-dark mode styles - 'html body div.geToolbarContainer a.geInverted { filter: invert(1); }' + - 'html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }' - ) + - // End of custom styles - 'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }' + - 'html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }' + - 'html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }' + - 'html body .geSidebarContainer *:not(svg *) { font-size:9pt; }' + - 'html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }' + - 'table.mxWindow * :not(svg *) { font-size:13px; }' + - 'html body .mxWindow { z-index: 3; }' + - 'html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }' + - 'html body button.geBtn:active { opacity: 0.6; }' + - 'html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }' + - 'html body a.geMenuItem[disabled] { opacity: 0.2; }' + - 'html body a.geMenuItem[disabled]:active { opacity: 0.2; }' + - 'html body div.geActivePage { opacity: 0.7; }' + - 'html body a.geMenuItem:active { opacity: 0.2; }' + - 'html body .geToolbarButton { opacity: 0.3; }' + - 'html body .geToolbarButton:active { opacity: 0.15; }' + - 'html body .geStatus:active { opacity: 0.5; }' + - '.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }' + - 'html body .geMenubarContainer .geStatus { margin-top: 0px !important; }' + - 'html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }' + - 'html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }' + - 'html body .mxWindow input[type="checkbox"] {padding: 0px; }' + - 'div.geDialog { border-radius: 5px; }' + - 'html body div.geDialog button.geBigButton { color: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; border: none !important; }' + - '.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }' + - 'html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }' + - 'html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: ' + (Editor.isDarkMode() ? '#cccccc' : '#353535') + ' !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }' + - 'html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }' + - 'html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }' + - 'div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }' + - 'div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }' + - 'html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }' + - 'html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }' + - '.geBtn button { min-width:72px !important; }' + - 'div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } ' + - 'html body div.geToolbarContainer a.geColorBtn { margin: 2px; } ' + - 'html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }' + - '.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }' + - '.mxWindow div button.geStyleButton { box-sizing: border-box; }' + - 'table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }' + - 'td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }' + - 'html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); ' + (EditorUi.isElectronApp? 'app-region: no-drag; ' : '') + '}' + - // Styling for Minimal - '.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; }' + - '.geToolbarContainer { background: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + '; }' + - 'div.geSidebarContainer { background-color: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + '; }' + - 'div.geSidebarContainer .geTitle { background-color: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fdfdfd') + '; }' + - 'div.mxWindow td.mxWindowPane button { background-image: none; float: none; }' + - 'td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }' + - 'div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; }' + - 'div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}' + - 'div.mxWindow *:not(svg *) { font-family: inherit !important; }' + - // Minimal Style UI - 'html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }' + - 'html div.geInactivePage { background: ' + (Editor.isDarkMode() ? Editor.darkColor : 'rgb(249, 249, 249)') + ' !important; color: #A0A0A0 !important; } ' + - 'html div.geActivePage { background: ' + (Editor.isDarkMode() ? Editor.darkColor : '#fff') + ' !important; ' + (Editor.isDarkMode() ? '' : 'color: #353535 !important; } ') + - 'html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } ' + - 'html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } ' + - 'html table.mxPopupMenu td.mxPopupMenuItem { color: ' + (Editor.isDarkMode() ? '#cccccc' : '#353535') + '; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }' + - 'html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: ' + (Editor.isDarkMode() ? '#000000' : '#29b6f2') + '; }' + - 'html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: ' + (Editor.isDarkMode() ? '#cccccc' : '#ffffff') + ' !important; }' + - 'html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }' + - 'html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }' + - 'html body td.mxWindowTitle { padding-right: 14px; }' + - 'html td.mxWindowTitle div { top: 0px !important; }' + - // Fixes checkbox and radio size on iOS - ((mxClient.IS_IOS) ? 'html input[type=checkbox], html input[type=radio] { height:12px; }' : '') + - ((urlParams['sketch'] == '1') ? 'a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }' : ''); - }; - - var styleElt = document.createElement('style') - styleElt.type = 'text/css'; - styleElt.innerHTML = Editor.createMinimalCss(); - document.getElementsByTagName('head')[0].appendChild(styleElt); + Editor.styleElt = document.createElement('style') + Editor.styleElt.type = 'text/css'; + Editor.styleElt.innerHTML = Editor.createMinimalCss(); + document.getElementsByTagName('head')[0].appendChild(Editor.styleElt); /** * Sets the XML node for the current diagram. @@ -1051,14 +779,6 @@ EditorUi.initMinimalTheme = function() ui.actions.get('tags').label = mxResources.get('tags') + '...'; ui.actions.get('comments').label = mxResources.get('comments') + '...'; - var toggleDarkModeAction = ui.actions.put('toggleDarkMode', new Action(mxResources.get('dark'), function(e) - { - ui.setDarkMode(!Editor.darkMode); - })); - - toggleDarkModeAction.setToggleAction(true); - toggleDarkModeAction.setSelectedCallback(function() { return Editor.isDarkMode(); }); - var toggleSketchModeAction = ui.actions.put('toggleSketchMode', new Action(mxResources.get('sketch'), function(e) { ui.setSketchMode(!Editor.sketchMode); @@ -1427,16 +1147,13 @@ EditorUi.initMinimalTheme = function() ui.menus.addInsertTableCellItem(menu, parent); }))); - if (urlParams['sketch'] == '1') + var unitsMenu = this.get('units'); + + this.put('units', new Menu(mxUtils.bind(this, function(menu, parent) { - var unitsMenu = this.get('units'); - - this.put('units', new Menu(mxUtils.bind(this, function(menu, parent) - { - unitsMenu.funct(menu, parent); - this.addMenuItems(menu, ['-', 'pageScale', '-', 'ruler'], parent); - }))); - } + unitsMenu.funct(menu, parent); + this.addMenuItems(menu, ['-', 'pageScale', '-', 'ruler'], parent); + }))); // Extras menu is labelled preferences but keeps ID for extensions this.put('extras', new Menu(mxUtils.bind(this, function(menu, parent) @@ -1456,8 +1173,8 @@ EditorUi.initMinimalTheme = function() if (urlParams['sketch'] != '1') { - ui.menus.addMenuItems(menu, ['pageScale', 'ruler', 'scrollbars', '-', - 'tooltips', 'copyConnect', 'collapseExpand'], parent); + ui.menus.addMenuItems(menu, ['scrollbars', '-', 'tooltips', + 'copyConnect', 'collapseExpand'], parent); } if (urlParams['embedInline'] != '1' && urlParams['sketch'] != '1' && urlParams['embed'] != '1' && @@ -1470,21 +1187,8 @@ EditorUi.initMinimalTheme = function() if (urlParams['sketch'] == '1') { - ui.menus.addMenuItems(menu, ['configuration', '-', - 'copyConnect', 'collapseExpand', 'tooltips', - '-'], parent); - } - else - { - if (ui.mode != App.MODE_ATLAS) - { - ui.menus.addMenuItem(menu, 'configuration', parent); - } - - if (!ui.isOfflineApp() && isLocalStorage && ui.mode != App.MODE_ATLAS) - { - ui.menus.addMenuItem(menu, 'plugins', parent); - } + ui.menus.addMenuItems(menu, ['copyConnect', + 'collapseExpand', 'tooltips', '-'], parent); } if (EditorUi.isElectronApp) @@ -1501,15 +1205,25 @@ EditorUi.initMinimalTheme = function() this.addMenuItems(menu, ['-', 'showRemoteCursors', 'shareCursor', '-'], parent); } + + if (Graph.translateDiagram) + { + ui.menus.addMenuItems(menu, ['diagramLanguage'], parent); + } - menu.addSeparator(parent); - - if (urlParams['embedInline'] != '1' && Editor.isDarkMode() || - (!mxClient.IS_IE && !mxClient.IS_IE11)) + if (ui.mode != App.MODE_ATLAS) { - this.addMenuItems(menu, ['toggleDarkMode'], parent); + ui.menus.addMenuItem(menu, 'configuration', parent); } + if (urlParams['sketch'] != '1') + { + if (!ui.isOfflineApp() && isLocalStorage && ui.mode != App.MODE_ATLAS) + { + ui.menus.addMenuItem(menu, 'plugins', parent); + } + } + // Adds trailing separator in case new plugin entries are added menu.addSeparator(parent); }))); @@ -1529,6 +1243,10 @@ EditorUi.initMinimalTheme = function() { if (urlParams['sketch'] == '1') { + ui.menus.addMenuItems(menu, ['toggleShapes'], parent); + ui.menus.addSubmenu('table', menu, parent); + menu.addSeparator(parent); + if (ui.insertTemplateEnabled && !ui.isOffline()) { ui.menus.addMenuItems(menu, ['insertTemplate'], parent); @@ -1648,16 +1366,7 @@ EditorUi.initMinimalTheme = function() EditorUi.prototype.init = function() { editorUiInit.apply(this, arguments); - - if (urlParams['embedInline'] != '1') - { - this.doSetDarkMode((urlParams['dark'] != null) ? - urlParams['dark'] == 1 && !mxClient.IS_IE && - !mxClient.IS_IE11 : ((mxSettings.settings.darkMode != null) ? - mxSettings.settings.darkMode : (window.matchMedia && - window.matchMedia('(prefers-color-scheme: dark)').matches))); - } - + var div = document.createElement('div'); div.style.cssText = 'position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;'; div.style.bottom = (urlParams['embed'] != '1' || urlParams['libraries'] == '1') ? '63px' : '32px'; @@ -2043,7 +1752,7 @@ EditorUi.initMinimalTheme = function() viewZoomMenu.funct = function(menu, parent) { viewZoomMenuFunct.apply(this, arguments); - ui.menus.addMenuItems(menu, ['-', 'outline', '-', 'fullscreen', 'toggleDarkMode'], parent); + ui.menus.addMenuItems(menu, ['outline', '-', 'fullscreen', 'toggleDarkMode'], parent); }; var insertImage = (urlParams['sketch'] != '1') ? Editor.plusImage : Editor.shapesImage; @@ -2051,20 +1760,6 @@ EditorUi.initMinimalTheme = function() var picker = (urlParams['sketch'] == '1') ? document.createElement('div') : null; var toolbar = (urlParams['sketch'] == '1') ? document.createElement('div') : null; - var refreshSidebar = mxUtils.bind(this, function() - { - if (this.sidebar != null) - { - this.sidebar.refresh(); - } - - graph.refresh(); - graph.view.validateBackground(); - }); - - ui.addListener('darkModeChanged', refreshSidebar); - ui.addListener('sketchModeChanged', refreshSidebar); - var inlineSizeChanged = mxUtils.bind(this, function() { if (Editor.inlineFullscreen) @@ -2153,14 +1848,28 @@ EditorUi.initMinimalTheme = function() footer.style.visibility = ''; }); + var fullscreenAction = ui.actions.get('fullscreen'); + var fullscreenElt = addMenuItem('', fullscreenAction.funct, null, mxResources.get(''), fullscreenAction, Editor.fullscreenImage); + + var inlineFullscreenChanged = mxUtils.bind(this, function() + { + fullscreenElt.style.backgroundImage = 'url(' + ((!Editor.inlineFullscreen) ? + Editor.fullscreenImage : Editor.fullscreenExitImage) + ')'; + this.diagramContainer.style.background = (Editor.inlineFullscreen) ? + (Editor.isDarkMode() ? Editor.darkColor : '#ffffff') : 'transparent'; + inlineSizeChanged(); + }); + var editInlineStart = mxUtils.bind(this, function() { toggleFormat(ui, true); ui.initFormatWindow(); var r = this.diagramContainer.getBoundingClientRect(); this.formatWindow.window.setLocation(r.x + r.width + 4, r.y); + inlineFullscreenChanged(); }); + ui.addListener('inlineFullscreenChanged', inlineFullscreenChanged); ui.addListener('editInlineStart', editInlineStart); if (urlParams['embedInline'] == '1') @@ -2357,7 +2066,21 @@ EditorUi.initMinimalTheme = function() if (!collapsed) { - function addElt(elt, title, cursor) + function addKey(elt, key) + { + elt.style.position = 'relative'; + elt.style.overflow = 'visible'; + + var div = document.createElement('div'); + div.style.position = 'absolute'; + div.style.left = '34px'; + div.style.top = '28px'; + div.style.fontSize = '8px'; + mxUtils.write(div, key); + elt.appendChild(div); + }; + + function addElt(elt, title, cursor, key) { if (title != null) { @@ -2368,23 +2091,30 @@ EditorUi.initMinimalTheme = function() elt.style.margin = '2px 0px'; picker.appendChild(elt); mxUtils.br(picker); + + if (key != null) + { + addKey(elt, key); + } return elt; }; // Append sidebar elements addElt(ui.sidebar.createVertexTemplate('text;strokeColor=none;fillColor=none;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;', - 60, 30, 'Text', mxResources.get('text'), true, false, null, true, true), mxResources.get('text') + - ' (' + Editor.ctrlKey + '+Shift+X' + ')'); + 60, 30, 'Text', mxResources.get('text') + ' (A)', true, false, null, true, true), + mxResources.get('text') + ' (A)', null, 'A'); addElt(ui.sidebar.createVertexTemplate('shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;' + 'fontColor=#000000;darkOpacity=0.05;fillColor=#FFF9B2;strokeColor=none;fillStyle=solid;' + 'direction=west;gradientDirection=north;gradientColor=#FFF2A1;shadow=1;size=20;pointerEvents=1;', - 140, 160, '', mxResources.get('note'), true, false, null, true), mxResources.get('note')); - addElt(ui.sidebar.createVertexTemplate('rounded=0;whiteSpace=wrap;html=1;', 160, 80, - '', mxResources.get('rectangle'), true, false, null, true), mxResources.get('rectangle') + - ' (' + Editor.ctrlKey + '+K' + ')'); - addElt(ui.sidebar.createVertexTemplate('ellipse;whiteSpace=wrap;html=1;', 160, 100, - '', mxResources.get('ellipse'), true, false, null, true), mxResources.get('ellipse')); + 140, 160, '', mxResources.get('note') + ' (S)', true, false, null, true), + mxResources.get('note') + ' (S)', null, 'S'); + addElt(ui.sidebar.createVertexTemplate('rounded=0;whiteSpace=wrap;html=1;', 160, 80, '', + mxResources.get('rectangle') + ' (D)', true, false, null, true), + mxResources.get('rectangle') + ' (D)', null, 'D'); + addElt(ui.sidebar.createVertexTemplate('ellipse;whiteSpace=wrap;html=1;', 160, 100, '', + mxResources.get('ellipse') + ' (F)', true, false, null, true), + mxResources.get('ellipse') + ' (F)', null, 'F'); (function() { @@ -2398,8 +2128,8 @@ EditorUi.initMinimalTheme = function() addElt(ui.sidebar.createEdgeTemplateFromCells([cell], cell.geometry.width, cell.geometry.height, - mxResources.get('line'), true, null, true, false), - mxResources.get('line')); + mxResources.get('line') + ' (C)', true, null, true, false), + mxResources.get('line') + ' (C)', null, 'C'); cell = cell.clone(); cell.style = edgeStyle + 'shape=flexArrow;rounded=1;startSize=8;endSize=8;'; @@ -2407,40 +2137,30 @@ EditorUi.initMinimalTheme = function() cell.geometry.setTerminalPoint(new mxPoint(0, 20), true); cell.geometry.setTerminalPoint(new mxPoint(cell.geometry.width, 20), false); - var elt = addElt(ui.sidebar.createEdgeTemplateFromCells([cell], + addElt(ui.sidebar.createEdgeTemplateFromCells([cell], cell.geometry.width, 40, mxResources.get('arrow'), true, null, true, false), mxResources.get('arrow')); - elt.style.borderBottom = '1px solid ' + (Editor.isDarkMode() ? '#505050' : 'lightgray'); - elt.style.paddingBottom = '14px'; - elt.style.marginBottom = '14px'; })(); - function addAction(action, label, image) + function addAction(action, label, image, key) { var elt = addMenuItem('', action.funct, null, label, action, image); elt.style.width = '40px'; + elt.style.height = '34px'; elt.style.opacity = '0.7'; - return addElt(elt, null, 'pointer'); + return addElt(elt, null, 'pointer', key); }; - addAction(ui.actions.get('insertFreehand'), mxResources.get('freehand'), Editor.freehandImage); - var toggleShapesAction = ui.actions.get('toggleShapes'); - addAction(toggleShapesAction, mxResources.get('shapes') + ' (' + toggleShapesAction.shortcut + ')', insertImage); - - elt = addMenu('table', null, Editor.calendarImage); - elt.style.boxShadow = 'none'; - elt.style.opacity = '0.7'; - elt.style.padding = '6px'; - elt.style.margin = '0px'; - elt.style.width = '37px'; - addElt(elt, null, 'pointer'); + addAction(ui.actions.get('insertFreehand'), mxResources.get('freehand') + ' (X)', + Editor.freehandImage, 'X'); elt = addMenu('insert', null, Editor.plusImage); elt.style.boxShadow = 'none'; elt.style.opacity = '0.7'; elt.style.padding = '6px'; elt.style.margin = '0px'; + elt.style.height = '34px'; elt.style.width = '37px'; addElt(elt, null, 'pointer'); } @@ -2502,16 +2222,17 @@ EditorUi.initMinimalTheme = function() { var fitFunction = function(evt) { - if (mxEvent.isShiftDown(evt)) + if (mxEvent.isAltDown(evt)) { ui.hideCurrentMenu(); - ui.actions.get('smartFit').funct(); + ui.actions.get('customZoom').funct(); mxEvent.consume(evt); } - else if (mxEvent.isAltDown(evt)) + // geItem is a dropdown menu, geMenuItem is a button in the toolbar + else if (mxEvent.getSource(evt).className != 'geItem' || mxEvent.isShiftDown(evt)) { ui.hideCurrentMenu(); - ui.actions.get('customZoom').funct(); + ui.actions.get('smartFit').funct(); mxEvent.consume(evt); } }; @@ -2519,7 +2240,6 @@ EditorUi.initMinimalTheme = function() var zoomInAction = ui.actions.get('zoomIn'); var zoomOutAction = ui.actions.get('zoomOut'); var resetViewAction = ui.actions.get('resetView'); - var fullscreenAction = ui.actions.get('fullscreen'); var undoAction = ui.actions.get('undo'); var redoAction = ui.actions.get('redo'); var undoElt = addMenuItem('', undoAction.funct, null, mxResources.get('undo') + ' (' + undoAction.shortcut + ')', undoAction, Editor.undoImage); @@ -2640,11 +2360,16 @@ EditorUi.initMinimalTheme = function() if (urlParams['embedInline'] == '1') { + footer.appendChild(fullscreenElt); var exitAction = ui.actions.get('exit'); footer.appendChild(addMenuItem('', exitAction.funct, null, mxResources.get('exit'), exitAction, Editor.closeImage)); } + else + { + fullscreenElt.parentNode.removeChild(fullscreenElt); + } ui.tabContainer.style.visibility = 'hidden'; menubar.style.cssText = 'position:absolute;right:14px;top:10px;height:30px;z-index:1;border-radius:4px;' + diff --git a/src/main/webapp/js/diagramly/OneDriveClient.js b/src/main/webapp/js/diagramly/OneDriveClient.js index 8095f3a2..f2e58a97 100644 --- a/src/main/webapp/js/diagramly/OneDriveClient.js +++ b/src/main/webapp/js/diagramly/OneDriveClient.js @@ -1334,9 +1334,9 @@ OneDriveClient.prototype.createInlinePicker = function(fn, foldersOnly, acceptAl div.style.width = dlg.container.parentNode.style.width; div.style.height = (parseInt(dlg.container.parentNode.style.height) - 60) + 'px'; - odPicker = new mxODPicker(div, null, mxUtils.bind(this, function(url, success, error) + odPicker = new mxODPicker(div, null, mxUtils.bind(this, function(url, success, error, isAbsUrl) { - this.executeRequest(this.baseUrl + url, function(req) + this.executeRequest(isAbsUrl? url : this.baseUrl + url, function(req) { success(JSON.parse(req.getText())); }, error); diff --git a/src/main/webapp/js/diagramly/Pages.js b/src/main/webapp/js/diagramly/Pages.js index 0ca9afb9..fde88d55 100644 --- a/src/main/webapp/js/diagramly/Pages.js +++ b/src/main/webapp/js/diagramly/Pages.js @@ -588,7 +588,7 @@ Graph.prototype.createViewState = function(node) return { gridEnabled: node.getAttribute('grid') != '0', - //gridColor: node.getAttribute('gridColor') || mxSettings.getGridColor(uiTheme == 'dark'), + //gridColor: node.getAttribute('gridColor') || mxSettings.getGridColor(Editor.isDarkMode()), gridSize: parseFloat(node.getAttribute('gridSize')) || mxGraph.prototype.gridSize, guidesEnabled: node.getAttribute('guides') != '0', foldingEnabled: node.getAttribute('fold') != '0', diff --git a/src/main/webapp/js/diagramly/Settings.js b/src/main/webapp/js/diagramly/Settings.js index dddc4357..15dd4d39 100644 --- a/src/main/webapp/js/diagramly/Settings.js +++ b/src/main/webapp/js/diagramly/Settings.js @@ -25,29 +25,57 @@ var mxSettings = { mxSettings.settings.language = lang; }, - getUi: function() + isMainSettings: function() { - return mxSettings.settings.ui; + return mxSettings.key == '.drawio-config'; }, - setUi: function(ui) + getMainSettings: function() { - // Writes to main configuration var value = localStorage.getItem('.drawio-config'); - + if (value == null) { value = mxSettings.getDefaults(); + delete value.isNew; } else { value = JSON.parse(value); + value.version = mxSettings.currentVersion; + } + + return value; + }, + getUi: function() + { + return (mxSettings.isMainSettings()) ? mxSettings.settings.ui : + mxSettings.getMainSettings().ui; + }, + setUi: function(ui) + { + if (mxSettings.isMainSettings()) + { + mxSettings.settings.ui = ui; + + if (ui == 'kennedy' || ui == '') + { + mxSettings.settings.darkMode = false; + } + + mxSettings.save(); + } + else + { + var value = mxSettings.getMainSettings(); + value.ui = ui; + + if (ui == 'kennedy') + { + value.darkMode = false; + } + + localStorage.setItem('.drawio-config', JSON.stringify(value)); } - - value.ui = ui; - - delete value.isNew; - value.version = mxSettings.currentVersion; - localStorage.setItem('.drawio-config', JSON.stringify(value)); }, getShowStartScreen: function() { diff --git a/src/main/webapp/js/diagramly/mxFreehand.js b/src/main/webapp/js/diagramly/mxFreehand.js index d4975100..d8105b26 100644 --- a/src/main/webapp/js/diagramly/mxFreehand.js +++ b/src/main/webapp/js/diagramly/mxFreehand.js @@ -31,7 +31,7 @@ function mxFreehand(graph) var stopClickEnabled = true; var selectInserted = false; var perfectFreehandOptions = { - size: 12, + size: 5, thinning: 0.5, smoothing: 0.5, streamline: 0.5, @@ -47,7 +47,8 @@ function mxFreehand(graph) cap: true } }; - var perfectFreehandMode = false; + + var perfectFreehandMode = true; this.setClosedPath = function(isClosed)//TODO add closed settings { @@ -94,6 +95,11 @@ function mxFreehand(graph) perfectFreehandMode = value; }; + this.isPerfectFreehandMode = function() + { + return perfectFreehandMode; + }; + this.setBrushSize = function(value) { perfectFreehandOptions.size = value; diff --git a/src/main/webapp/js/diagramly/sidebar/Sidebar-Arrows2.js b/src/main/webapp/js/diagramly/sidebar/Sidebar-Arrows2.js index cfaf78d2..744c70c1 100644 --- a/src/main/webapp/js/diagramly/sidebar/Sidebar-Arrows2.js +++ b/src/main/webapp/js/diagramly/sidebar/Sidebar-Arrows2.js @@ -69,8 +69,8 @@ 100, 100, '', 'Jump-In Arrow', null, null, this.getTagsForStencil(gn, 'arrow', dt + 'jump in').join(' ')), this.createVertexTemplateEntry(s + 'uTurnArrow;dy=11;arrowHead=43;dx2=25;', 100, 100, '', 'U Turn Arrow', null, null, this.getTagsForStencil(gn, 'arrow', dt + 'u turn uturn').join(' ')), - this.createEdgeTemplateEntry('shape=mxgraph.arrows2.wedgeArrow;html=1;fillColor=#000000;bendable=0;', 100, 100, '', 'Wedge Arrow', null, this.getTagsForStencil(gn, 'wedge arrow', dt).join(' ')), - this.createEdgeTemplateEntry('shape=mxgraph.arrows2.wedgeArrowDashed;html=1;bendable=0;', 100, 100, '', 'Wedge Arrow Dashed', null, this.getTagsForStencil(gn, 'wedge arrow dashed', dt).join(' ')) + this.createEdgeTemplateEntry('shape=mxgraph.arrows2.wedgeArrow;html=1;bendable=0;startWidth=50;fillColor=default;defaultFillColor=invert;defaultGradientColor=invert;', 100, 100, '', 'Wedge Arrow', null, this.getTagsForStencil(gn, 'wedge arrow', dt).join(' ')), + this.createEdgeTemplateEntry('shape=mxgraph.arrows2.wedgeArrowDashed2;html=1;bendable=0;startWidth=50;stepSize=15;', 100, 100, '', 'Wedge Arrow Dashed', null, this.getTagsForStencil(gn, 'wedge arrow dashed', dt).join(' ')) ]; this.addPalette('arrows2', mxResources.get('arrows'), false, mxUtils.bind(this, function(content) diff --git a/src/main/webapp/js/embed.dev.js b/src/main/webapp/js/embed.dev.js index 8c7476df..a5a74d43 100644 --- a/src/main/webapp/js/embed.dev.js +++ b/src/main/webapp/js/embed.dev.js @@ -591,25 +591,25 @@ } else { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url); + graph.container.innerText = 'Cannot load ' + url; } } catch (e) { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url) + ': ' + mxUtils.htmlEntities(e.message); + graph.container.innerText = 'Cannot load ' + url + ': ' + e.message; } }); xhr.onerror = function() { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url); + graph.container.innerText = 'Cannot load ' + url; }; xhr.send(); } catch (e) { - graph.container.innerHTML = 'Cannot load ' + mxUtils.htmlEntities(url) + ': ' + mxUtils.htmlEntities(e.message); + graph.container.innerText = 'Cannot load ' + url + ': ' + e.message; } } else @@ -759,7 +759,7 @@ }); // Do not use HTML entity to avoid problems with XHTML - button.innerHTML = '...'; + button.innerText = '...'; } function show() diff --git a/src/main/webapp/js/extensions.min.js b/src/main/webapp/js/extensions.min.js index 548b1f48..a68afc2d 100644 --- a/src/main/webapp/js/extensions.min.js +++ b/src/main/webapp/js/extensions.min.js @@ -1730,7 +1730,7 @@ https://github.com/nodeca/pako/blob/main/LICENSE !function(e){if("object"==typeof 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E+="\n\0",E+=A(S,2),E+=u.magic,E+=A(a,2),E+=A(o,2),E+=A(x.crc32,4),E+=A(x.compressedSize,4),E+=A(x.uncompressedSize,4),E+=A(f.length,2),E+=A(b.length,2),{fileRecord:R.LOCAL_FILE_HEADER+E+f+b,dirRecord:R.CENTRAL_FILE_HEADER+A(C,2)+E+A(p.length,2)+"\0\0\0\0"+A(z,4)+A(n,4)+f+b+p}}var I=e("../utils"),i=e("../stream/GenericWorker"),O=e("../utf8"),B=e("../crc32"),R=e("../signature");function s(e,t,r,n){i.call(this,"ZipFileWorker"),this.bytesWritten=0,this.zipComment=t,this.zipPlatform=r,this.encodeFileName=n,this.streamFiles=e,this.accumulate=!1,this.contentBuffer=[],this.dirRecords=[],this.currentSourceOffset=0,this.entriesCount=0,this.currentFile=null,this._sources=[]}I.inherits(s,i),s.prototype.push=function(e){var t=e.meta.percent||0,r=this.entriesCount,n=this._sources.length;this.accumulate?this.contentBuffer.push(e):(this.bytesWritten+=e.data.length,i.prototype.push.call(this,{data:e.data,meta:{currentFile:this.currentFile,percent:r?(t+100*(r-n-1))/r:100}}))},s.prototype.openedSource=function(e){this.currentSourceOffset=this.bytesWritten,this.currentFile=e.file.name;var t=this.streamFiles&&!e.file.dir;if(t){var r=n(e,t,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:r.fileRecord,meta:{percent:0}})}else this.accumulate=!0},s.prototype.closedSource=function(e){this.accumulate=!1;var t=this.streamFiles&&!e.file.dir,r=n(e,t,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(r.dirRecord),t)this.push({data:function(e){return R.DATA_DESCRIPTOR+A(e.crc32,4)+A(e.compressedSize,4)+A(e.uncompressedSize,4)}(e),meta:{percent:100}});else for(this.push({data:r.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},s.prototype.flush=function(){for(var e=this.bytesWritten,t=0;t<this.dirRecords.length;t++)this.push({data:this.dirRecords[t],meta:{percent:100}});var r=this.bytesWritten-e,n=function(e,t,r,n,i){var s=I.transformTo("string",i(n));return R.CENTRAL_DIRECTORY_END+"\0\0\0\0"+A(e,2)+A(e,2)+A(t,4)+A(r,4)+A(s.length,2)+s}(this.dirRecords.length,r,e,this.zipComment,this.encodeFileName);this.push({data:n,meta:{percent:100}})},s.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},s.prototype.registerPrevious=function(e){this._sources.push(e);var t=this;return e.on("data",function(e){t.processChunk(e)}),e.on("end",function(){t.closedSource(t.previous.streamInfo),t._sources.length?t.prepareNextSource():t.end()}),e.on("error",function(e){t.error(e)}),this},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},s.prototype.error=function(e){var t=this._sources;if(!i.prototype.error.call(this,e))return!1;for(var r=0;r<t.length;r++)try{t[r].error(e)}catch(e){}return!0},s.prototype.lock=function(){i.prototype.lock.call(this);for(var e=this._sources,t=0;t<e.length;t++)e[t].lock()},t.exports=s},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(e,t,r){"use strict";var u=e("../compressions"),n=e("./ZipFileWorker");r.generateWorker=function(e,a,t){var o=new n(a.streamFiles,t,a.platform,a.encodeFileName),h=0;try{e.forEach(function(e,t){h++;var r=function(e,t){var r=e||t,n=u[r];if(!n)throw new Error(r+" is not a valid compression method !");return n}(t.options.compression,a.compression),n=t.options.compressionOptions||a.compressionOptions||{},i=t.dir,s=t.date;t._compressWorker(r,n).withStreamInfo("file",{name:e,dir:i,date:s,comment:t.comment||"",unixPermissions:t.unixPermissions,dosPermissions:t.dosPermissions}).pipe(o)}),o.entriesCount=h}catch(e){o.error(e)}return o}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(e,t,r){"use strict";function n(){if(!(this instanceof n))return new n;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files=Object.create(null),this.comment=null,this.root="",this.clone=function(){var e=new n;for(var t in this)"function"!=typeof this[t]&&(e[t]=this[t]);return e}}(n.prototype=e("./object")).loadAsync=e("./load"),n.support=e("./support"),n.defaults=e("./defaults"),n.version="3.10.0",n.loadAsync=function(e,t){return(new n).loadAsync(e,t)},n.external=e("./external"),t.exports=n},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(e,t,r){"use strict";var u=e("./utils"),i=e("./external"),n=e("./utf8"),s=e("./zipEntries"),a=e("./stream/Crc32Probe"),l=e("./nodejsUtils");function f(n){return new i.Promise(function(e,t){var r=n.decompressed.getContentWorker().pipe(new a);r.on("error",function(e){t(e)}).on("end",function(){r.streamInfo.crc32!==n.decompressed.crc32?t(new Error("Corrupted zip : CRC32 mismatch")):e()}).resume()})}t.exports=function(e,o){var h=this;return o=u.extend(o||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:n.utf8decode}),l.isNode&&l.isStream(e)?i.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):u.prepareContent("the loaded zip file",e,!0,o.optimizedBinaryString,o.base64).then(function(e){var t=new s(o);return t.load(e),t}).then(function(e){var t=[i.Promise.resolve(e)],r=e.files;if(o.checkCRC32)for(var n=0;n<r.length;n++)t.push(f(r[n]));return i.Promise.all(t)}).then(function(e){for(var t=e.shift(),r=t.files,n=0;n<r.length;n++){var i=r[n],s=i.fileNameStr,a=u.resolve(i.fileNameStr);h.file(a,i.decompressed,{binary:!0,optimizedBinaryString:!0,date:i.date,dir:i.dir,comment:i.fileCommentStr.length?i.fileCommentStr:null,unixPermissions:i.unixPermissions,dosPermissions:i.dosPermissions,createFolders:o.createFolders}),i.dir||(h.file(a).unsafeOriginalName=s)}return t.zipComment.length&&(h.comment=t.zipComment),h})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(e,t,r){"use strict";var n=e("../utils"),i=e("../stream/GenericWorker");function s(e,t){i.call(this,"Nodejs stream input adapter for "+e),this._upstreamEnded=!1,this._bindStream(t)}n.inherits(s,i),s.prototype._bindStream=function(e){var t=this;(this._stream=e).pause(),e.on("data",function(e){t.push({data:e,meta:{percent:0}})}).on("error",function(e){t.isPaused?this.generatedError=e:t.error(e)}).on("end",function(){t.isPaused?t._upstreamEnded=!0:t.end()})},s.prototype.pause=function(){return!!i.prototype.pause.call(this)&&(this._stream.pause(),!0)},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},t.exports=s},{"../stream/GenericWorker":28,"../utils":32}],13:[function(e,t,r){"use strict";var i=e("readable-stream").Readable;function n(e,t,r){i.call(this,t),this._helper=e;var n=this;e.on("data",function(e,t){n.push(e)||n._helper.pause(),r&&r(t)}).on("error",function(e){n.emit("error",e)}).on("end",function(){n.push(null)})}e("../utils").inherits(n,i),n.prototype._read=function(){this._helper.resume()},t.exports=n},{"../utils":32,"readable-stream":16}],14:[function(e,t,r){"use strict";t.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(e,t){if(Buffer.from&&Buffer.from!==Uint8Array.from)return Buffer.from(e,t);if("number"==typeof e)throw new Error('The "data" argument must not be a number');return new Buffer(e,t)},allocBuffer:function(e){if(Buffer.alloc)return Buffer.alloc(e);var t=new Buffer(e);return t.fill(0),t},isBuffer:function(e){return Buffer.isBuffer(e)},isStream:function(e){return e&&"function"==typeof e.on&&"function"==typeof e.pause&&"function"==typeof e.resume}}},{}],15:[function(e,t,r){"use strict";function s(e,t,r){var n,i=u.getTypeOf(t),s=u.extend(r||{},f);s.date=s.date||new Date,null!==s.compression&&(s.compression=s.compression.toUpperCase()),"string"==typeof s.unixPermissions&&(s.unixPermissions=parseInt(s.unixPermissions,8)),s.unixPermissions&&16384&s.unixPermissions&&(s.dir=!0),s.dosPermissions&&16&s.dosPermissions&&(s.dir=!0),s.dir&&(e=g(e)),s.createFolders&&(n=_(e))&&b.call(this,n,!0);var a="string"===i&&!1===s.binary&&!1===s.base64;r&&void 0!==r.binary||(s.binary=!a),(t instanceof c&&0===t.uncompressedSize||s.dir||!t||0===t.length)&&(s.base64=!1,s.binary=!0,t="",s.compression="STORE",i="string");var o=null;o=t instanceof c||t instanceof l?t:p.isNode&&p.isStream(t)?new m(e,t):u.prepareContent(e,t,s.binary,s.optimizedBinaryString,s.base64);var h=new d(e,o,s);this.files[e]=h}var i=e("./utf8"),u=e("./utils"),l=e("./stream/GenericWorker"),a=e("./stream/StreamHelper"),f=e("./defaults"),c=e("./compressedObject"),d=e("./zipObject"),o=e("./generate"),p=e("./nodejsUtils"),m=e("./nodejs/NodejsStreamInputAdapter"),_=function(e){"/"===e.slice(-1)&&(e=e.substring(0,e.length-1));var t=e.lastIndexOf("/");return 0<t?e.substring(0,t):""},g=function(e){return"/"!==e.slice(-1)&&(e+="/"),e},b=function(e,t){return t=void 0!==t?t:f.createFolders,e=g(e),this.files[e]||s.call(this,e,null,{dir:!0,createFolders:t}),this.files[e]};function h(e){return"[object RegExp]"===Object.prototype.toString.call(e)}var n={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(e){var t,r,n;for(t in this.files)n=this.files[t],(r=t.slice(this.root.length,t.length))&&t.slice(0,this.root.length)===this.root&&e(r,n)},filter:function(r){var n=[];return this.forEach(function(e,t){r(e,t)&&n.push(t)}),n},file:function(e,t,r){if(1!==arguments.length)return e=this.root+e,s.call(this,e,t,r),this;if(h(e)){var n=e;return this.filter(function(e,t){return!t.dir&&n.test(e)})}var i=this.files[this.root+e];return i&&!i.dir?i:null},folder:function(r){if(!r)return this;if(h(r))return this.filter(function(e,t){return t.dir&&r.test(e)});var e=this.root+r,t=b.call(this,e),n=this.clone();return n.root=t.name,n},remove:function(r){r=this.root+r;var e=this.files[r];if(e||("/"!==r.slice(-1)&&(r+="/"),e=this.files[r]),e&&!e.dir)delete this.files[r];else for(var t=this.filter(function(e,t){return t.name.slice(0,r.length)===r}),n=0;n<t.length;n++)delete this.files[t[n].name];return this},generate:function(e){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(e){var t,r={};try{if((r=u.extend(e||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:i.utf8encode})).type=r.type.toLowerCase(),r.compression=r.compression.toUpperCase(),"binarystring"===r.type&&(r.type="string"),!r.type)throw new Error("No output type specified.");u.checkSupport(r.type),"darwin"!==r.platform&&"freebsd"!==r.platform&&"linux"!==r.platform&&"sunos"!==r.platform||(r.platform="UNIX"),"win32"===r.platform&&(r.platform="DOS");var n=r.comment||this.comment||"";t=o.generateWorker(this,r,n)}catch(e){(t=new l("error")).error(e)}return new a(t,r.type||"string",r.mimeType)},generateAsync:function(e,t){return this.generateInternalStream(e).accumulate(t)},generateNodeStream:function(e,t){return(e=e||{}).type||(e.type="nodebuffer"),this.generateInternalStream(e).toNodejsStream(t)}};t.exports=n},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(e,t,r){t.exports=e("stream")},{stream:void 0}],17:[function(e,t,r){"use strict";var n=e("./DataReader");function i(e){n.call(this,e);for(var t=0;t<this.data.length;t++)e[t]=255&e[t]}e("../utils").inherits(i,n),i.prototype.byteAt=function(e){return this.data[this.zero+e]},i.prototype.lastIndexOfSignature=function(e){for(var t=e.charCodeAt(0),r=e.charCodeAt(1),n=e.charCodeAt(2),i=e.charCodeAt(3),s=this.length-4;0<=s;--s)if(this.data[s]===t&&this.data[s+1]===r&&this.data[s+2]===n&&this.data[s+3]===i)return s-this.zero;return-1},i.prototype.readAndCheckSignature=function(e){var t=e.charCodeAt(0),r=e.charCodeAt(1),n=e.charCodeAt(2),i=e.charCodeAt(3),s=this.readData(4);return t===s[0]&&r===s[1]&&n===s[2]&&i===s[3]},i.prototype.readData=function(e){if(this.checkOffset(e),0===e)return[];var t=this.data.slice(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./DataReader":18}],18:[function(e,t,r){"use strict";var n=e("../utils");function i(e){this.data=e,this.length=e.length,this.index=0,this.zero=0}i.prototype={checkOffset:function(e){this.checkIndex(this.index+e)},checkIndex:function(e){if(this.length<this.zero+e||e<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+e+"). Corrupted zip ?")},setIndex:function(e){this.checkIndex(e),this.index=e},skip:function(e){this.setIndex(this.index+e)},byteAt:function(e){},readInt:function(e){var t,r=0;for(this.checkOffset(e),t=this.index+e-1;t>=this.index;t--)r=(r<<8)+this.byteAt(t);return this.index+=e,r},readString:function(e){return n.transformTo("string",this.readData(e))},readData:function(e){},lastIndexOfSignature:function(e){},readAndCheckSignature:function(e){},readDate:function(){var e=this.readInt(4);return new Date(Date.UTC(1980+(e>>25&127),(e>>21&15)-1,e>>16&31,e>>11&31,e>>5&63,(31&e)<<1))}},t.exports=i},{"../utils":32}],19:[function(e,t,r){"use strict";var n=e("./Uint8ArrayReader");function i(e){n.call(this,e)}e("../utils").inherits(i,n),i.prototype.readData=function(e){this.checkOffset(e);var t=this.data.slice(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(e,t,r){"use strict";var n=e("./DataReader");function i(e){n.call(this,e)}e("../utils").inherits(i,n),i.prototype.byteAt=function(e){return this.data.charCodeAt(this.zero+e)},i.prototype.lastIndexOfSignature=function(e){return this.data.lastIndexOf(e)-this.zero},i.prototype.readAndCheckSignature=function(e){return e===this.readData(4)},i.prototype.readData=function(e){this.checkOffset(e);var t=this.data.slice(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./DataReader":18}],21:[function(e,t,r){"use strict";var n=e("./ArrayReader");function i(e){n.call(this,e)}e("../utils").inherits(i,n),i.prototype.readData=function(e){if(this.checkOffset(e),0===e)return new Uint8Array(0);var t=this.data.subarray(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./ArrayReader":17}],22:[function(e,t,r){"use strict";var n=e("../utils"),i=e("../support"),s=e("./ArrayReader"),a=e("./StringReader"),o=e("./NodeBufferReader"),h=e("./Uint8ArrayReader");t.exports=function(e){var t=n.getTypeOf(e);return n.checkSupport(t),"string"!==t||i.uint8array?"nodebuffer"===t?new o(e):i.uint8array?new h(n.transformTo("uint8array",e)):new s(n.transformTo("array",e)):new a(e)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(e,t,r){"use strict";r.LOCAL_FILE_HEADER="PK",r.CENTRAL_FILE_HEADER="PK",r.CENTRAL_DIRECTORY_END="PK",r.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",r.ZIP64_CENTRAL_DIRECTORY_END="PK",r.DATA_DESCRIPTOR="PK\b"},{}],24:[function(e,t,r){"use strict";var n=e("./GenericWorker"),i=e("../utils");function s(e){n.call(this,"ConvertWorker to "+e),this.destType=e}i.inherits(s,n),s.prototype.processChunk=function(e){this.push({data:i.transformTo(this.destType,e.data),meta:e.meta})},t.exports=s},{"../utils":32,"./GenericWorker":28}],25:[function(e,t,r){"use strict";var n=e("./GenericWorker"),i=e("../crc32");function s(){n.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}e("../utils").inherits(s,n),s.prototype.processChunk=function(e){this.streamInfo.crc32=i(e.data,this.streamInfo.crc32||0),this.push(e)},t.exports=s},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(e,t,r){"use strict";var n=e("../utils"),i=e("./GenericWorker");function s(e){i.call(this,"DataLengthProbe for "+e),this.propName=e,this.withStreamInfo(e,0)}n.inherits(s,i),s.prototype.processChunk=function(e){if(e){var t=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=t+e.data.length}i.prototype.processChunk.call(this,e)},t.exports=s},{"../utils":32,"./GenericWorker":28}],27:[function(e,t,r){"use strict";var n=e("../utils"),i=e("./GenericWorker");function s(e){i.call(this,"DataWorker");var t=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,e.then(function(e){t.dataIsReady=!0,t.data=e,t.max=e&&e.length||0,t.type=n.getTypeOf(e),t.isPaused||t._tickAndRepeat()},function(e){t.error(e)})}n.inherits(s,i),s.prototype.cleanUp=function(){i.prototype.cleanUp.call(this),this.data=null},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,n.delay(this._tickAndRepeat,[],this)),!0)},s.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(n.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},s.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var e=null,t=Math.min(this.max,this.index+16384);if(this.index>=this.max)return this.end();switch(this.type){case"string":e=this.data.substring(this.index,t);break;case"uint8array":e=this.data.subarray(this.index,t);break;case"array":case"nodebuffer":e=this.data.slice(this.index,t)}return this.index=t,this.push({data:e,meta:{percent:this.max?this.index/this.max*100:0}})},t.exports=s},{"../utils":32,"./GenericWorker":28}],28:[function(e,t,r){"use strict";function n(e){this.name=e||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}n.prototype={push:function(e){this.emit("data",e)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(e){this.emit("error",e)}return!0},error:function(e){return!this.isFinished&&(this.isPaused?this.generatedError=e:(this.isFinished=!0,this.emit("error",e),this.previous&&this.previous.error(e),this.cleanUp()),!0)},on:function(e,t){return this._listeners[e].push(t),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(e,t){if(this._listeners[e])for(var r=0;r<this._listeners[e].length;r++)this._listeners[e][r].call(this,t)},pipe:function(e){return e.registerPrevious(this)},registerPrevious:function(e){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=e.streamInfo,this.mergeStreamInfo(),this.previous=e;var t=this;return e.on("data",function(e){t.processChunk(e)}),e.on("end",function(){t.end()}),e.on("error",function(e){t.error(e)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;var e=this.isPaused=!1;return this.generatedError&&(this.error(this.generatedError),e=!0),this.previous&&this.previous.resume(),!e},flush:function(){},processChunk:function(e){this.push(e)},withStreamInfo:function(e,t){return this.extraStreamInfo[e]=t,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var e in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(e)&&(this.streamInfo[e]=this.extraStreamInfo[e])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var e="Worker "+this.name;return this.previous?this.previous+" -> "+e:e}},t.exports=n},{}],29:[function(e,t,r){"use strict";var h=e("../utils"),i=e("./ConvertWorker"),s=e("./GenericWorker"),u=e("../base64"),n=e("../support"),a=e("../external"),o=null;if(n.nodestream)try{o=e("../nodejs/NodejsStreamOutputAdapter")}catch(e){}function l(e,o){return new a.Promise(function(t,r){var n=[],i=e._internalType,s=e._outputType,a=e._mimeType;e.on("data",function(e,t){n.push(e),o&&o(t)}).on("error",function(e){n=[],r(e)}).on("end",function(){try{var e=function(e,t,r){switch(e){case"blob":return h.newBlob(h.transformTo("arraybuffer",t),r);case"base64":return u.encode(t);default:return h.transformTo(e,t)}}(s,function(e,t){var r,n=0,i=null,s=0;for(r=0;r<t.length;r++)s+=t[r].length;switch(e){case"string":return t.join("");case"array":return Array.prototype.concat.apply([],t);case"uint8array":for(i=new Uint8Array(s),r=0;r<t.length;r++)i.set(t[r],n),n+=t[r].length;return i;case"nodebuffer":return Buffer.concat(t);default:throw new Error("concat : unsupported type '"+e+"'")}}(i,n),a);t(e)}catch(e){r(e)}n=[]}).resume()})}function f(e,t,r){var n=t;switch(t){case"blob":case"arraybuffer":n="uint8array";break;case"base64":n="string"}try{this._internalType=n,this._outputType=t,this._mimeType=r,h.checkSupport(n),this._worker=e.pipe(new i(n)),e.lock()}catch(e){this._worker=new s("error"),this._worker.error(e)}}f.prototype={accumulate:function(e){return l(this,e)},on:function(e,t){var r=this;return"data"===e?this._worker.on(e,function(e){t.call(r,e.data,e.meta)}):this._worker.on(e,function(){h.delay(t,arguments,r)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(e){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new o(this,{objectMode:"nodebuffer"!==this._outputType},e)}},t.exports=f},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(e,t,r){"use strict";if(r.base64=!0,r.array=!0,r.string=!0,r.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,r.nodebuffer="undefined"!=typeof Buffer,r.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)r.blob=!1;else{var n=new ArrayBuffer(0);try{r.blob=0===new Blob([n],{type:"application/zip"}).size}catch(e){try{var i=new(self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder);i.append(n),r.blob=0===i.getBlob("application/zip").size}catch(e){r.blob=!1}}}try{r.nodestream=!!e("readable-stream").Readable}catch(e){r.nodestream=!1}},{"readable-stream":16}],31:[function(e,t,s){"use strict";for(var o=e("./utils"),h=e("./support"),r=e("./nodejsUtils"),n=e("./stream/GenericWorker"),u=new Array(256),i=0;i<256;i++)u[i]=252<=i?6:248<=i?5:240<=i?4:224<=i?3:192<=i?2:1;u[254]=u[254]=1;function a(){n.call(this,"utf-8 decode"),this.leftOver=null}function l(){n.call(this,"utf-8 encode")}s.utf8encode=function(e){return h.nodebuffer?r.newBufferFrom(e,"utf-8"):function(e){var t,r,n,i,s,a=e.length,o=0;for(i=0;i<a;i++)55296==(64512&(r=e.charCodeAt(i)))&&i+1<a&&56320==(64512&(n=e.charCodeAt(i+1)))&&(r=65536+(r-55296<<10)+(n-56320),i++),o+=r<128?1:r<2048?2:r<65536?3:4;for(t=h.uint8array?new Uint8Array(o):new Array(o),i=s=0;s<o;i++)55296==(64512&(r=e.charCodeAt(i)))&&i+1<a&&56320==(64512&(n=e.charCodeAt(i+1)))&&(r=65536+(r-55296<<10)+(n-56320),i++),r<128?t[s++]=r:(r<2048?t[s++]=192|r>>>6:(r<65536?t[s++]=224|r>>>12:(t[s++]=240|r>>>18,t[s++]=128|r>>>12&63),t[s++]=128|r>>>6&63),t[s++]=128|63&r);return t}(e)},s.utf8decode=function(e){return h.nodebuffer?o.transformTo("nodebuffer",e).toString("utf-8"):function(e){var t,r,n,i,s=e.length,a=new Array(2*s);for(t=r=0;t<s;)if((n=e[t++])<128)a[r++]=n;else if(4<(i=u[n]))a[r++]=65533,t+=i-1;else{for(n&=2===i?31:3===i?15:7;1<i&&t<s;)n=n<<6|63&e[t++],i--;1<i?a[r++]=65533:n<65536?a[r++]=n:(n-=65536,a[r++]=55296|n>>10&1023,a[r++]=56320|1023&n)}return a.length!==r&&(a.subarray?a=a.subarray(0,r):a.length=r),o.applyFromCharCode(a)}(e=o.transformTo(h.uint8array?"uint8array":"array",e))},o.inherits(a,n),a.prototype.processChunk=function(e){var t=o.transformTo(h.uint8array?"uint8array":"array",e.data);if(this.leftOver&&this.leftOver.length){if(h.uint8array){var r=t;(t=new Uint8Array(r.length+this.leftOver.length)).set(this.leftOver,0),t.set(r,this.leftOver.length)}else t=this.leftOver.concat(t);this.leftOver=null}var n=function(e,t){var r;for((t=t||e.length)>e.length&&(t=e.length),r=t-1;0<=r&&128==(192&e[r]);)r--;return r<0?t:0===r?t:r+u[e[r]]>t?r:t}(t),i=t;n!==t.length&&(h.uint8array?(i=t.subarray(0,n),this.leftOver=t.subarray(n,t.length)):(i=t.slice(0,n),this.leftOver=t.slice(n,t.length))),this.push({data:s.utf8decode(i),meta:e.meta})},a.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:s.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},s.Utf8DecodeWorker=a,o.inherits(l,n),l.prototype.processChunk=function(e){this.push({data:s.utf8encode(e.data),meta:e.meta})},s.Utf8EncodeWorker=l},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(e,t,a){"use strict";var o=e("./support"),h=e("./base64"),r=e("./nodejsUtils"),u=e("./external");function n(e){return e}function l(e,t){for(var r=0;r<e.length;++r)t[r]=255&e.charCodeAt(r);return t}e("setimmediate"),a.newBlob=function(t,r){a.checkSupport("blob");try{return new Blob([t],{type:r})}catch(e){try{var n=new(self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder);return n.append(t),n.getBlob(r)}catch(e){throw new Error("Bug : can't construct the Blob.")}}};var i={stringifyByChunk:function(e,t,r){var n=[],i=0,s=e.length;if(s<=r)return String.fromCharCode.apply(null,e);for(;i<s;)"array"===t||"nodebuffer"===t?n.push(String.fromCharCode.apply(null,e.slice(i,Math.min(i+r,s)))):n.push(String.fromCharCode.apply(null,e.subarray(i,Math.min(i+r,s)))),i+=r;return n.join("")},stringifyByChar:function(e){for(var t="",r=0;r<e.length;r++)t+=String.fromCharCode(e[r]);return t},applyCanBeUsed:{uint8array:function(){try{return o.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(e){return!1}}(),nodebuffer:function(){try{return o.nodebuffer&&1===String.fromCharCode.apply(null,r.allocBuffer(1)).length}catch(e){return!1}}()}};function s(e){var t=65536,r=a.getTypeOf(e),n=!0;if("uint8array"===r?n=i.applyCanBeUsed.uint8array:"nodebuffer"===r&&(n=i.applyCanBeUsed.nodebuffer),n)for(;1<t;)try{return i.stringifyByChunk(e,r,t)}catch(e){t=Math.floor(t/2)}return i.stringifyByChar(e)}function f(e,t){for(var r=0;r<e.length;r++)t[r]=e[r];return t}a.applyFromCharCode=s;var c={};c.string={string:n,array:function(e){return l(e,new Array(e.length))},arraybuffer:function(e){return c.string.uint8array(e).buffer},uint8array:function(e){return l(e,new Uint8Array(e.length))},nodebuffer:function(e){return l(e,r.allocBuffer(e.length))}},c.array={string:s,array:n,arraybuffer:function(e){return new Uint8Array(e).buffer},uint8array:function(e){return new Uint8Array(e)},nodebuffer:function(e){return r.newBufferFrom(e)}},c.arraybuffer={string:function(e){return s(new Uint8Array(e))},array:function(e){return f(new Uint8Array(e),new Array(e.byteLength))},arraybuffer:n,uint8array:function(e){return new Uint8Array(e)},nodebuffer:function(e){return r.newBufferFrom(new Uint8Array(e))}},c.uint8array={string:s,array:function(e){return f(e,new Array(e.length))},arraybuffer:function(e){return e.buffer},uint8array:n,nodebuffer:function(e){return r.newBufferFrom(e)}},c.nodebuffer={string:s,array:function(e){return f(e,new Array(e.length))},arraybuffer:function(e){return c.nodebuffer.uint8array(e).buffer},uint8array:function(e){return f(e,new Uint8Array(e.length))},nodebuffer:n},a.transformTo=function(e,t){if(t=t||"",!e)return t;a.checkSupport(e);var r=a.getTypeOf(t);return c[r][e](t)},a.resolve=function(e){for(var t=e.split("/"),r=[],n=0;n<t.length;n++){var i=t[n];"."===i||""===i&&0!==n&&n!==t.length-1||(".."===i?r.pop():r.push(i))}return r.join("/")},a.getTypeOf=function(e){return"string"==typeof e?"string":"[object Array]"===Object.prototype.toString.call(e)?"array":o.nodebuffer&&r.isBuffer(e)?"nodebuffer":o.uint8array&&e instanceof Uint8Array?"uint8array":o.arraybuffer&&e instanceof ArrayBuffer?"arraybuffer":void 0},a.checkSupport=function(e){if(!o[e.toLowerCase()])throw new Error(e+" is not supported by this platform")},a.MAX_VALUE_16BITS=65535,a.MAX_VALUE_32BITS=-1,a.pretty=function(e){var t,r,n="";for(r=0;r<(e||"").length;r++)n+="\\x"+((t=e.charCodeAt(r))<16?"0":"")+t.toString(16).toUpperCase();return n},a.delay=function(e,t,r){setImmediate(function(){e.apply(r||null,t||[])})},a.inherits=function(e,t){function r(){}r.prototype=t.prototype,e.prototype=new r},a.extend=function(){var e,t,r={};for(e=0;e<arguments.length;e++)for(t in arguments[e])arguments[e].hasOwnProperty(t)&&void 0===r[t]&&(r[t]=arguments[e][t]);return r},a.prepareContent=function(r,e,n,i,s){return u.Promise.resolve(e).then(function(n){return o.blob&&(n instanceof Blob||-1!==["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(n)))&&"undefined"!=typeof FileReader?new u.Promise(function(t,r){var e=new FileReader;e.onload=function(e){t(e.target.result)},e.onerror=function(e){r(e.target.error)},e.readAsArrayBuffer(n)}):n}).then(function(e){var t=a.getTypeOf(e);return t?("arraybuffer"===t?e=a.transformTo("uint8array",e):"string"===t&&(s?e=h.decode(e):n&&!0!==i&&(e=function(e){return l(e,o.uint8array?new Uint8Array(e.length):new Array(e.length))}(e))),e):u.Promise.reject(new Error("Can't read the data of '"+r+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,setimmediate:54}],33:[function(e,t,r){"use strict";var n=e("./reader/readerFor"),i=e("./utils"),s=e("./signature"),a=e("./zipEntry"),o=(e("./utf8"),e("./support"));function h(e){this.files=[],this.loadOptions=e}h.prototype={checkSignature:function(e){if(!this.reader.readAndCheckSignature(e)){this.reader.index-=4;var t=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+i.pretty(t)+", expected "+i.pretty(e)+")")}},isSignature:function(e,t){var r=this.reader.index;this.reader.setIndex(e);var n=this.reader.readString(4)===t;return this.reader.setIndex(r),n},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var e=this.reader.readData(this.zipCommentLength),t=o.uint8array?"uint8array":"array",r=i.transformTo(t,e);this.zipComment=this.loadOptions.decodeFileName(r)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var e,t,r,n=this.zip64EndOfCentralSize-44;0<n;)e=this.reader.readInt(2),t=this.reader.readInt(4),r=this.reader.readData(t),this.zip64ExtensibleData[e]={id:e,length:t,value:r}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),1<this.disksCount)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var e,t;for(e=0;e<this.files.length;e++)t=this.files[e],this.reader.setIndex(t.localHeaderOffset),this.checkSignature(s.LOCAL_FILE_HEADER),t.readLocalPart(this.reader),t.handleUTF8(),t.processAttributes()},readCentralDir:function(){var e;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(s.CENTRAL_FILE_HEADER);)(e=new a({zip64:this.zip64},this.loadOptions)).readCentralPart(this.reader),this.files.push(e);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var e=this.reader.lastIndexOfSignature(s.CENTRAL_DIRECTORY_END);if(e<0)throw!this.isSignature(0,s.LOCAL_FILE_HEADER)?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory");this.reader.setIndex(e);var t=e;if(this.checkSignature(s.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===i.MAX_VALUE_16BITS||this.diskWithCentralDirStart===i.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===i.MAX_VALUE_16BITS||this.centralDirRecords===i.MAX_VALUE_16BITS||this.centralDirSize===i.MAX_VALUE_32BITS||this.centralDirOffset===i.MAX_VALUE_32BITS){if(this.zip64=!0,(e=this.reader.lastIndexOfSignature(s.ZIP64_CENTRAL_DIRECTORY_LOCATOR))<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(e),this.checkSignature(s.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,s.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(s.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(s.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var r=this.centralDirOffset+this.centralDirSize;this.zip64&&(r+=20,r+=12+this.zip64EndOfCentralSize);var n=t-r;if(0<n)this.isSignature(t,s.CENTRAL_FILE_HEADER)||(this.reader.zero=n);else if(n<0)throw new Error("Corrupted zip: missing "+Math.abs(n)+" bytes.")},prepareReader:function(e){this.reader=n(e)},load:function(e){this.prepareReader(e),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},t.exports=h},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(e,t,r){"use strict";var n=e("./reader/readerFor"),s=e("./utils"),i=e("./compressedObject"),a=e("./crc32"),o=e("./utf8"),h=e("./compressions"),u=e("./support");function l(e,t){this.options=e,this.loadOptions=t}l.prototype={isEncrypted:function(){return 1==(1&this.bitFlag)},useUTF8:function(){return 2048==(2048&this.bitFlag)},readLocalPart:function(e){var t,r;if(e.skip(22),this.fileNameLength=e.readInt(2),r=e.readInt(2),this.fileName=e.readData(this.fileNameLength),e.skip(r),-1===this.compressedSize||-1===this.uncompressedSize)throw new Error("Bug or corrupted zip : didn't get enough information from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(null===(t=function(e){for(var t in h)if(h.hasOwnProperty(t)&&h[t].magic===e)return h[t];return null}(this.compressionMethod)))throw new Error("Corrupted zip : compression "+s.pretty(this.compressionMethod)+" unknown (inner file : "+s.transformTo("string",this.fileName)+")");this.decompressed=new i(this.compressedSize,this.uncompressedSize,this.crc32,t,e.readData(this.compressedSize))},readCentralPart:function(e){this.versionMadeBy=e.readInt(2),e.skip(2),this.bitFlag=e.readInt(2),this.compressionMethod=e.readString(2),this.date=e.readDate(),this.crc32=e.readInt(4),this.compressedSize=e.readInt(4),this.uncompressedSize=e.readInt(4);var t=e.readInt(2);if(this.extraFieldsLength=e.readInt(2),this.fileCommentLength=e.readInt(2),this.diskNumberStart=e.readInt(2),this.internalFileAttributes=e.readInt(2),this.externalFileAttributes=e.readInt(4),this.localHeaderOffset=e.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");e.skip(t),this.readExtraFields(e),this.parseZIP64ExtraField(e),this.fileComment=e.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var e=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),0==e&&(this.dosPermissions=63&this.externalFileAttributes),3==e&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(e){if(this.extraFields[1]){var t=n(this.extraFields[1].value);this.uncompressedSize===s.MAX_VALUE_32BITS&&(this.uncompressedSize=t.readInt(8)),this.compressedSize===s.MAX_VALUE_32BITS&&(this.compressedSize=t.readInt(8)),this.localHeaderOffset===s.MAX_VALUE_32BITS&&(this.localHeaderOffset=t.readInt(8)),this.diskNumberStart===s.MAX_VALUE_32BITS&&(this.diskNumberStart=t.readInt(4))}},readExtraFields:function(e){var t,r,n,i=e.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});e.index+4<i;)t=e.readInt(2),r=e.readInt(2),n=e.readData(r),this.extraFields[t]={id:t,length:r,value:n};e.setIndex(i)},handleUTF8:function(){var e=u.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=o.utf8decode(this.fileName),this.fileCommentStr=o.utf8decode(this.fileComment);else{var t=this.findExtraFieldUnicodePath();if(null!==t)this.fileNameStr=t;else{var r=s.transformTo(e,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(r)}var n=this.findExtraFieldUnicodeComment();if(null!==n)this.fileCommentStr=n;else{var i=s.transformTo(e,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(i)}}},findExtraFieldUnicodePath:function(){var e=this.extraFields[28789];if(e){var t=n(e.value);return 1!==t.readInt(1)?null:a(this.fileName)!==t.readInt(4)?null:o.utf8decode(t.readData(e.length-5))}return null},findExtraFieldUnicodeComment:function(){var e=this.extraFields[25461];if(e){var t=n(e.value);return 1!==t.readInt(1)?null:a(this.fileComment)!==t.readInt(4)?null:o.utf8decode(t.readData(e.length-5))}return null}},t.exports=l},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(e,t,r){"use strict";function n(e,t,r){this.name=e,this.dir=r.dir,this.date=r.date,this.comment=r.comment,this.unixPermissions=r.unixPermissions,this.dosPermissions=r.dosPermissions,this._data=t,this._dataBinary=r.binary,this.options={compression:r.compression,compressionOptions:r.compressionOptions}}var s=e("./stream/StreamHelper"),i=e("./stream/DataWorker"),a=e("./utf8"),o=e("./compressedObject"),h=e("./stream/GenericWorker");n.prototype={internalStream:function(e){var t=null,r="string";try{if(!e)throw new Error("No output type specified.");var n="string"===(r=e.toLowerCase())||"text"===r;"binarystring"!==r&&"text"!==r||(r="string"),t=this._decompressWorker();var i=!this._dataBinary;i&&!n&&(t=t.pipe(new a.Utf8EncodeWorker)),!i&&n&&(t=t.pipe(new a.Utf8DecodeWorker))}catch(e){(t=new h("error")).error(e)}return new s(t,r,"")},async:function(e,t){return this.internalStream(e).accumulate(t)},nodeStream:function(e,t){return this.internalStream(e||"nodebuffer").toNodejsStream(t)},_compressWorker:function(e,t){if(this._data instanceof o&&this._data.compression.magic===e.magic)return this._data.getCompressedWorker();var r=this._decompressWorker();return this._dataBinary||(r=r.pipe(new a.Utf8EncodeWorker)),o.createWorkerFrom(r,e,t)},_decompressWorker:function(){return this._data instanceof o?this._data.getContentWorker():this._data instanceof h?this._data:new i(this._data)}};for(var u=["asText","asBinary","asNodeBuffer","asUint8Array","asArrayBuffer"],l=function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade 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4===n?(r=a.deflateEnd(this.strm),this.onEnd(r),this.ended=!0,r===l):2!==n||(this.onEnd(l),!(i.avail_out=0))},p.prototype.onData=function(e){this.chunks.push(e)},p.prototype.onEnd=function(e){e===l&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=o.flattenChunks(this.chunks)),this.chunks=[],this.err=e,this.msg=this.strm.msg},r.Deflate=p,r.deflate=n,r.deflateRaw=function(e,t){return(t=t||{}).raw=!0,n(e,t)},r.gzip=function(e,t){return(t=t||{}).gzip=!0,n(e,t)}},{"./utils/common":41,"./utils/strings":42,"./zlib/deflate":46,"./zlib/messages":51,"./zlib/zstream":53}],40:[function(e,t,r){"use strict";var c=e("./zlib/inflate"),d=e("./utils/common"),p=e("./utils/strings"),m=e("./zlib/constants"),n=e("./zlib/messages"),i=e("./zlib/zstream"),s=e("./zlib/gzheader"),_=Object.prototype.toString;function a(e){if(!(this instanceof a))return new a(e);this.options=d.assign({chunkSize:16384,windowBits:0,to:""},e||{});var 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c.Buf16(2*s+1),D(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function G(e){var t;return e&&e.state?(e.total_in=e.total_out=0,e.data_type=i,(t=e.state).pending=0,t.pending_out=0,t.wrap<0&&(t.wrap=-t.wrap),t.status=t.wrap?C:E,e.adler=2===t.wrap?0:1,t.last_flush=l,u._tr_init(t),m):R(e,_)}function K(e){var t=G(e);return t===m&&function(e){e.window_size=2*e.w_size,D(e.head),e.max_lazy_match=h[e.level].max_lazy,e.good_match=h[e.level].good_length,e.nice_match=h[e.level].nice_length,e.max_chain_length=h[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=x-1,e.match_available=0,e.ins_h=0}(e.state),t}function Y(e,t,r,n,i,s){if(!e)return _;var a=1;if(t===g&&(t=6),n<0?(a=0,n=-n):15<n&&(a=2,n-=16),i<1||y<i||r!==v||n<8||15<n||t<0||9<t||s<0||b<s)return R(e,_);8===n&&(n=9);var o=new H;return(e.state=o).strm=e,o.wrap=a,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+x-1)/x),o.window=new c.Buf8(2*o.w_size),o.head=new c.Buf16(o.hash_size),o.prev=new c.Buf16(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new c.Buf8(o.pending_buf_size),o.d_buf=1*o.lit_bufsize,o.l_buf=3*o.lit_bufsize,o.level=t,o.strategy=s,o.method=r,K(e)}h=[new M(0,0,0,0,function(e,t){var r=65535;for(r>e.pending_buf_size-5&&(r=e.pending_buf_size-5);;){if(e.lookahead<=1){if(j(e),0===e.lookahead&&t===l)return A;if(0===e.lookahead)break}e.strstart+=e.lookahead,e.lookahead=0;var n=e.block_start+r;if((0===e.strstart||e.strstart>=n)&&(e.lookahead=e.strstart-n,e.strstart=n,N(e,!1),0===e.strm.avail_out))return A;if(e.strstart-e.block_start>=e.w_size-z&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):(e.strstart>e.block_start&&(N(e,!1),e.strm.avail_out),A)}),new M(4,4,8,4,Z),new M(4,5,16,8,Z),new M(4,6,32,32,Z),new M(4,4,16,16,W),new M(8,16,32,32,W),new M(8,16,128,128,W),new M(8,32,128,256,W),new M(32,128,258,1024,W),new M(32,258,258,4096,W)],r.deflateInit=function(e,t){return Y(e,t,v,15,8,0)},r.deflateInit2=Y,r.deflateReset=K,r.deflateResetKeep=G,r.deflateSetHeader=function(e,t){return e&&e.state?2!==e.state.wrap?_:(e.state.gzhead=t,m):_},r.deflate=function(e,t){var r,n,i,s;if(!e||!e.state||5<t||t<0)return e?R(e,_):_;if(n=e.state,!e.output||!e.input&&0!==e.avail_in||666===n.status&&t!==f)return R(e,0===e.avail_out?-5:_);if(n.strm=e,r=n.last_flush,n.last_flush=t,n.status===C)if(2===n.wrap)e.adler=0,U(n,31),U(n,139),U(n,8),n.gzhead?(U(n,(n.gzhead.text?1:0)+(n.gzhead.hcrc?2:0)+(n.gzhead.extra?4:0)+(n.gzhead.name?8:0)+(n.gzhead.comment?16:0)),U(n,255&n.gzhead.time),U(n,n.gzhead.time>>8&255),U(n,n.gzhead.time>>16&255),U(n,n.gzhead.time>>24&255),U(n,9===n.level?2:2<=n.strategy||n.level<2?4:0),U(n,255&n.gzhead.os),n.gzhead.extra&&n.gzhead.extra.length&&(U(n,255&n.gzhead.extra.length),U(n,n.gzhead.extra.length>>8&255)),n.gzhead.hcrc&&(e.adler=p(e.adler,n.pending_buf,n.pending,0)),n.gzindex=0,n.status=69):(U(n,0),U(n,0),U(n,0),U(n,0),U(n,0),U(n,9===n.level?2:2<=n.strategy||n.level<2?4:0),U(n,3),n.status=E);else{var 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A;if(0===e.lookahead)break}if(e.match_length=0,e.lookahead>=x&&0<e.strstart&&(n=a[i=e.strstart-1])===a[++i]&&n===a[++i]&&n===a[++i]){s=e.strstart+S;do{}while(n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&i<s);e.match_length=S-(s-i),e.match_length>e.lookahead&&(e.match_length=e.lookahead)}if(e.match_length>=x?(r=u._tr_tally(e,1,e.match_length-x),e.lookahead-=e.match_length,e.strstart+=e.match_length,e.match_length=0):(r=u._tr_tally(e,0,e.window[e.strstart]),e.lookahead--,e.strstart++),r&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):e.last_lit&&(N(e,!1),0===e.strm.avail_out)?A:I}(n,t):h[n.level].func(n,t);if(o!==O&&o!==B||(n.status=666),o===A||o===O)return 0===e.avail_out&&(n.last_flush=-1),m;if(o===I&&(1===t?u._tr_align(n):5!==t&&(u._tr_stored_block(n,0,0,!1),3===t&&(D(n.head),0===n.lookahead&&(n.strstart=0,n.block_start=0,n.insert=0))),F(e),0===e.avail_out))return n.last_flush=-1,m}return t!==f?m:n.wrap<=0?1:(2===n.wrap?(U(n,255&e.adler),U(n,e.adler>>8&255),U(n,e.adler>>16&255),U(n,e.adler>>24&255),U(n,255&e.total_in),U(n,e.total_in>>8&255),U(n,e.total_in>>16&255),U(n,e.total_in>>24&255)):(P(n,e.adler>>>16),P(n,65535&e.adler)),F(e),0<n.wrap&&(n.wrap=-n.wrap),0!==n.pending?m:1)},r.deflateEnd=function(e){var t;return e&&e.state?(t=e.state.status)!==C&&69!==t&&73!==t&&91!==t&&103!==t&&t!==E&&666!==t?R(e,_):(e.state=null,t===E?R(e,-3):m):_},r.deflateSetDictionary=function(e,t){var r,n,i,s,a,o,h,u,l=t.length;if(!e||!e.state)return _;if(2===(s=(r=e.state).wrap)||1===s&&r.status!==C||r.lookahead)return _;for(1===s&&(e.adler=d(e.adler,t,l,0)),r.wrap=0,l>=r.w_size&&(0===s&&(D(r.head),r.strstart=0,r.block_start=0,r.insert=0),u=new c.Buf8(r.w_size),c.arraySet(u,t,l-r.w_size,r.w_size,0),t=u,l=r.w_size),a=e.avail_in,o=e.next_in,h=e.input,e.avail_in=l,e.next_in=0,e.input=t,j(r);r.lookahead>=x;){for(n=r.strstart,i=r.lookahead-(x-1);r.ins_h=(r.ins_h<<r.hash_shift^r.window[n+x-1])&r.hash_mask,r.prev[n&r.w_mask]=r.head[r.ins_h],r.head[r.ins_h]=n,n++,--i;);r.strstart=n,r.lookahead=x-1,j(r)}return r.strstart+=r.lookahead,r.block_start=r.strstart,r.insert=r.lookahead,r.lookahead=0,r.match_length=r.prev_length=x-1,r.match_available=0,e.next_in=o,e.input=h,e.avail_in=a,r.wrap=s,m},r.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(e,t,r){"use strict";t.exports=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1}},{}],48:[function(e,t,r){"use strict";t.exports=function(e,t){var r,n,i,s,a,o,h,u,l,f,c,d,p,m,_,g,b,v,y,w,k,x,S,z,C;r=e.state,n=e.next_in,z=e.input,i=n+(e.avail_in-5),s=e.next_out,C=e.output,a=s-(t-e.avail_out),o=s+(e.avail_out-257),h=r.dmax,u=r.wsize,l=r.whave,f=r.wnext,c=r.window,d=r.hold,p=r.bits,m=r.lencode,_=r.distcode,g=(1<<r.lenbits)-1,b=(1<<r.distbits)-1;e:do{p<15&&(d+=z[n++]<<p,p+=8,d+=z[n++]<<p,p+=8),v=m[d&g];t:for(;;){if(d>>>=y=v>>>24,p-=y,0===(y=v>>>16&255))C[s++]=65535&v;else{if(!(16&y)){if(0==(64&y)){v=m[(65535&v)+(d&(1<<y)-1)];continue t}if(32&y){r.mode=12;break e}e.msg="invalid literal/length code",r.mode=30;break e}w=65535&v,(y&=15)&&(p<y&&(d+=z[n++]<<p,p+=8),w+=d&(1<<y)-1,d>>>=y,p-=y),p<15&&(d+=z[n++]<<p,p+=8,d+=z[n++]<<p,p+=8),v=_[d&b];r:for(;;){if(d>>>=y=v>>>24,p-=y,!(16&(y=v>>>16&255))){if(0==(64&y)){v=_[(65535&v)+(d&(1<<y)-1)];continue r}e.msg="invalid distance code",r.mode=30;break e}if(k=65535&v,p<(y&=15)&&(d+=z[n++]<<p,(p+=8)<y&&(d+=z[n++]<<p,p+=8)),h<(k+=d&(1<<y)-1)){e.msg="invalid distance too far back",r.mode=30;break e}if(d>>>=y,p-=y,(y=s-a)<k){if(l<(y=k-y)&&r.sane){e.msg="invalid distance too far back",r.mode=30;break e}if(S=c,(x=0)===f){if(x+=u-y,y<w){for(w-=y;C[s++]=c[x++],--y;);x=s-k,S=C}}else if(f<y){if(x+=u+f-y,(y-=f)<w){for(w-=y;C[s++]=c[x++],--y;);if(x=0,f<w){for(w-=y=f;C[s++]=c[x++],--y;);x=s-k,S=C}}}else if(x+=f-y,y<w){for(w-=y;C[s++]=c[x++],--y;);x=s-k,S=C}for(;2<w;)C[s++]=S[x++],C[s++]=S[x++],C[s++]=S[x++],w-=3;w&&(C[s++]=S[x++],1<w&&(C[s++]=S[x++]))}else{for(x=s-k;C[s++]=C[x++],C[s++]=C[x++],C[s++]=C[x++],2<(w-=3););w&&(C[s++]=C[x++],1<w&&(C[s++]=C[x++]))}break}}break}}while(n<i&&s<o);n-=w=p>>3,d&=(1<<(p-=w<<3))-1,e.next_in=n,e.next_out=s,e.avail_in=n<i?i-n+5:5-(n-i),e.avail_out=s<o?o-s+257:257-(s-o),r.hold=d,r.bits=p}},{}],49:[function(e,t,r){"use strict";var I=e("../utils/common"),O=e("./adler32"),B=e("./crc32"),R=e("./inffast"),T=e("./inftrees"),D=1,F=2,N=0,U=-2,P=1,n=852,i=592;function L(e){return(e>>>24&255)+(e>>>8&65280)+((65280&e)<<8)+((255&e)<<24)}function s(){this.mode=0,this.last=!1,this.wrap=0,this.havedict=!1,this.flags=0,this.dmax=0,this.check=0,this.total=0,this.head=null,this.wbits=0,this.wsize=0,this.whave=0,this.wnext=0,this.window=null,this.hold=0,this.bits=0,this.length=0,this.offset=0,this.extra=0,this.lencode=null,this.distcode=null,this.lenbits=0,this.distbits=0,this.ncode=0,this.nlen=0,this.ndist=0,this.have=0,this.next=null,this.lens=new I.Buf16(320),this.work=new I.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function a(e){var t;return e&&e.state?(t=e.state,e.total_in=e.total_out=t.total=0,e.msg="",t.wrap&&(e.adler=1&t.wrap),t.mode=P,t.last=0,t.havedict=0,t.dmax=32768,t.head=null,t.hold=0,t.bits=0,t.lencode=t.lendyn=new I.Buf32(n),t.distcode=t.distdyn=new I.Buf32(i),t.sane=1,t.back=-1,N):U}function o(e){var t;return e&&e.state?((t=e.state).wsize=0,t.whave=0,t.wnext=0,a(e)):U}function h(e,t){var r,n;return e&&e.state?(n=e.state,t<0?(r=0,t=-t):(r=1+(t>>4),t<48&&(t&=15)),t&&(t<8||15<t)?U:(null!==n.window&&n.wbits!==t&&(n.window=null),n.wrap=r,n.wbits=t,o(e))):U}function u(e,t){var r,n;return e?(n=new s,(e.state=n).window=null,(r=h(e,t))!==N&&(e.state=null),r):U}var l,f,c=!0;function j(e){if(c){var t;for(l=new I.Buf32(512),f=new I.Buf32(32),t=0;t<144;)e.lens[t++]=8;for(;t<256;)e.lens[t++]=9;for(;t<280;)e.lens[t++]=7;for(;t<288;)e.lens[t++]=8;for(T(D,e.lens,0,288,l,0,e.work,{bits:9}),t=0;t<32;)e.lens[t++]=5;T(F,e.lens,0,32,f,0,e.work,{bits:5}),c=!1}e.lencode=l,e.lenbits=9,e.distcode=f,e.distbits=5}function Z(e,t,r,n){var i,s=e.state;return null===s.window&&(s.wsize=1<<s.wbits,s.wnext=0,s.whave=0,s.window=new I.Buf8(s.wsize)),n>=s.wsize?(I.arraySet(s.window,t,r-s.wsize,s.wsize,0),s.wnext=0,s.whave=s.wsize):(n<(i=s.wsize-s.wnext)&&(i=n),I.arraySet(s.window,t,r-n,i,s.wnext),(n-=i)?(I.arraySet(s.window,t,r-n,n,0),s.wnext=n,s.whave=s.wsize):(s.wnext+=i,s.wnext===s.wsize&&(s.wnext=0),s.whave<s.wsize&&(s.whave+=i))),0}r.inflateReset=o,r.inflateReset2=h,r.inflateResetKeep=a,r.inflateInit=function(e){return u(e,15)},r.inflateInit2=u,r.inflate=function(e,t){var r,n,i,s,a,o,h,u,l,f,c,d,p,m,_,g,b,v,y,w,k,x,S,z,C=0,E=new I.Buf8(4),A=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!e||!e.state||!e.output||!e.input&&0!==e.avail_in)return U;12===(r=e.state).mode&&(r.mode=13),a=e.next_out,i=e.output,h=e.avail_out,s=e.next_in,n=e.input,o=e.avail_in,u=r.hold,l=r.bits,f=o,c=h,x=N;e:for(;;)switch(r.mode){case P:if(0===r.wrap){r.mode=13;break}for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(2&r.wrap&&35615===u){E[r.check=0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0),l=u=0,r.mode=2;break}if(r.flags=0,r.head&&(r.head.done=!1),!(1&r.wrap)||(((255&u)<<8)+(u>>8))%31){e.msg="incorrect header check",r.mode=30;break}if(8!=(15&u)){e.msg="unknown compression method",r.mode=30;break}if(l-=4,k=8+(15&(u>>>=4)),0===r.wbits)r.wbits=k;else if(k>r.wbits){e.msg="invalid window size",r.mode=30;break}r.dmax=1<<k,e.adler=r.check=1,r.mode=512&u?10:12,l=u=0;break;case 2:for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(r.flags=u,8!=(255&r.flags)){e.msg="unknown compression method",r.mode=30;break}if(57344&r.flags){e.msg="unknown header flags set",r.mode=30;break}r.head&&(r.head.text=u>>8&1),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0,r.mode=3;case 3:for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.head&&(r.head.time=u),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,E[2]=u>>>16&255,E[3]=u>>>24&255,r.check=B(r.check,E,4,0)),l=u=0,r.mode=4;case 4:for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.head&&(r.head.xflags=255&u,r.head.os=u>>8),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0,r.mode=5;case 5:if(1024&r.flags){for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.length=u,r.head&&(r.head.extra_len=u),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0}else r.head&&(r.head.extra=null);r.mode=6;case 6:if(1024&r.flags&&(o<(d=r.length)&&(d=o),d&&(r.head&&(k=r.head.extra_len-r.length,r.head.extra||(r.head.extra=new Array(r.head.extra_len)),I.arraySet(r.head.extra,n,s,d,k)),512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,r.length-=d),r.length))break e;r.length=0,r.mode=7;case 7:if(2048&r.flags){if(0===o)break e;for(d=0;k=n[s+d++],r.head&&k&&r.length<65536&&(r.head.name+=String.fromCharCode(k)),k&&d<o;);if(512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,k)break e}else r.head&&(r.head.name=null);r.length=0,r.mode=8;case 8:if(4096&r.flags){if(0===o)break e;for(d=0;k=n[s+d++],r.head&&k&&r.length<65536&&(r.head.comment+=String.fromCharCode(k)),k&&d<o;);if(512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,k)break e}else r.head&&(r.head.comment=null);r.mode=9;case 9:if(512&r.flags){for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u!==(65535&r.check)){e.msg="header crc mismatch",r.mode=30;break}l=u=0}r.head&&(r.head.hcrc=r.flags>>9&1,r.head.done=!0),e.adler=r.check=0,r.mode=12;break;case 10:for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}e.adler=r.check=L(u),l=u=0,r.mode=11;case 11:if(0===r.havedict)return e.next_out=a,e.avail_out=h,e.next_in=s,e.avail_in=o,r.hold=u,r.bits=l,2;e.adler=r.check=1,r.mode=12;case 12:if(5===t||6===t)break e;case 13:if(r.last){u>>>=7&l,l-=7&l,r.mode=27;break}for(;l<3;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}switch(r.last=1&u,l-=1,3&(u>>>=1)){case 0:r.mode=14;break;case 1:if(j(r),r.mode=20,6!==t)break;u>>>=2,l-=2;break e;case 2:r.mode=17;break;case 3:e.msg="invalid block type",r.mode=30}u>>>=2,l-=2;break;case 14:for(u>>>=7&l,l-=7&l;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if((65535&u)!=(u>>>16^65535)){e.msg="invalid stored block lengths",r.mode=30;break}if(r.length=65535&u,l=u=0,r.mode=15,6===t)break e;case 15:r.mode=16;case 16:if(d=r.length){if(o<d&&(d=o),h<d&&(d=h),0===d)break e;I.arraySet(i,n,s,d,a),o-=d,s+=d,h-=d,a+=d,r.length-=d;break}r.mode=12;break;case 17:for(;l<14;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(r.nlen=257+(31&u),u>>>=5,l-=5,r.ndist=1+(31&u),u>>>=5,l-=5,r.ncode=4+(15&u),u>>>=4,l-=4,286<r.nlen||30<r.ndist){e.msg="too many length or distance symbols",r.mode=30;break}r.have=0,r.mode=18;case 18:for(;r.have<r.ncode;){for(;l<3;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.lens[A[r.have++]]=7&u,u>>>=3,l-=3}for(;r.have<19;)r.lens[A[r.have++]]=0;if(r.lencode=r.lendyn,r.lenbits=7,S={bits:r.lenbits},x=T(0,r.lens,0,19,r.lencode,0,r.work,S),r.lenbits=S.bits,x){e.msg="invalid code lengths set",r.mode=30;break}r.have=0,r.mode=19;case 19:for(;r.have<r.nlen+r.ndist;){for(;g=(C=r.lencode[u&(1<<r.lenbits)-1])>>>16&255,b=65535&C,!((_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(b<16)u>>>=_,l-=_,r.lens[r.have++]=b;else{if(16===b){for(z=_+2;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u>>>=_,l-=_,0===r.have){e.msg="invalid bit length repeat",r.mode=30;break}k=r.lens[r.have-1],d=3+(3&u),u>>>=2,l-=2}else if(17===b){for(z=_+3;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}l-=_,k=0,d=3+(7&(u>>>=_)),u>>>=3,l-=3}else{for(z=_+7;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}l-=_,k=0,d=11+(127&(u>>>=_)),u>>>=7,l-=7}if(r.have+d>r.nlen+r.ndist){e.msg="invalid bit length 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e&&e.state?0!==(r=e.state).wrap&&11!==r.mode?U:11===r.mode&&O(1,t,n,0)!==r.check?-3:Z(e,t,n,n)?(r.mode=31,-4):(r.havedict=1,N):U},r.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(e,t,r){"use strict";var D=e("../utils/common"),F=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],N=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],U=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],P=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];t.exports=function(e,t,r,n,i,s,a,o){var h,u,l,f,c,d,p,m,_,g=o.bits,b=0,v=0,y=0,w=0,k=0,x=0,S=0,z=0,C=0,E=0,A=null,I=0,O=new D.Buf16(16),B=new 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r,n,i,s,a,o,h=t.dyn_tree,u=t.max_code,l=t.stat_desc.static_tree,f=t.stat_desc.has_stree,c=t.stat_desc.extra_bits,d=t.stat_desc.extra_base,p=t.stat_desc.max_length,m=0;for(s=0;s<=g;s++)e.bl_count[s]=0;for(h[2*e.heap[e.heap_max]+1]=0,r=e.heap_max+1;r<_;r++)p<(s=h[2*h[2*(n=e.heap[r])+1]+1]+1)&&(s=p,m++),h[2*n+1]=s,u<n||(e.bl_count[s]++,a=0,d<=n&&(a=c[n-d]),o=h[2*n],e.opt_len+=o*(s+a),f&&(e.static_len+=o*(l[2*n+1]+a)));if(0!==m){do{for(s=p-1;0===e.bl_count[s];)s--;e.bl_count[s]--,e.bl_count[s+1]+=2,e.bl_count[p]--,m-=2}while(0<m);for(s=p;0!==s;s--)for(n=e.bl_count[s];0!==n;)u<(i=e.heap[--r])||(h[2*i+1]!==s&&(e.opt_len+=(s-h[2*i+1])*h[2*i],h[2*i+1]=s),n--)}}(e,t),Z(s,u,e.bl_count)}function X(e,t,r){var n,i,s=-1,a=t[1],o=0,h=7,u=4;for(0===a&&(h=138,u=3),t[2*(r+1)+1]=65535,n=0;n<=r;n++)i=a,a=t[2*(n+1)+1],++o<h&&i===a||(o<u?e.bl_tree[2*i]+=o:0!==i?(i!==s&&e.bl_tree[2*i]++,e.bl_tree[2*b]++):o<=10?e.bl_tree[2*v]++:e.bl_tree[2*y]++,s=i,u=(o=0)===a?(h=138,3):i===a?(h=6,3):(h=7,4))}function 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You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),19;case 1:return 8;case 2:return 9;case 3:return 10;case 4:return 11;case 5:return this.begin("type_directive"),20;case 6:return this.popState(),this.begin("arg_directive"),17;case 7:return this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 25}},rules:[/^(?:%%\{)/,/^(?:.*direction\s+TB[^\n]*)/,/^(?:.*direction\s+BT[^\n]*)/,/^(?:.*direction\s+RL[^\n]*)/,/^(?:.*direction\s+LR[^\n]*)/,/^(?:((?:(?!\}%%)[^:.])*))/,/^(?::)/,/^(?:\}%%)/,/^(?:((?:(?!\}%%).|\n)*))/,/^(?:%%(?!\{)*[^\n]*(\r?\n?)+)/,/^(?:%%[^\n]*(\r?\n)*)/,/^(?:accTitle\s*:\s*)/,/^(?:(?!\n||)*[^\n]*)/,/^(?:accDescr\s*:\s*)/,/^(?:(?!\n||)*[^\n]*)/,/^(?:accDescr\s*\{\s*)/,/^(?:[\}])/,/^(?:[^\}]*)/,/^(?:\s*(\r?\n)+)/,/^(?:\s+)/,/^(?:classDiagram-v2\b)/,/^(?:classDiagram\b)/,/^(?:[{])/,/^(?:$)/,/^(?:[{])/,/^(?:[}])/,/^(?:[\n])/,/^(?:[^{}\n]*)/,/^(?:class\b)/,/^(?:cssClass\b)/,/^(?:callback\b)/,/^(?:link\b)/,/^(?:click\b)/,/^(?:<<)/,/^(?:>>)/,/^(?:[~])/,/^(?:[~])/,/^(?:[^~]*)/,/^(?:["])/,/^(?:["])/,/^(?:[^"]*)/,/^(?:[`])/,/^(?:[`])/,/^(?:[^`]+)/,/^(?:href[\s]+["])/,/^(?:["])/,/^(?:[^"]*)/,/^(?:call[\s]+)/,/^(?:\([\s]*\))/,/^(?:\()/,/^(?:[^(]*)/,/^(?:\))/,/^(?:[^)]*)/,/^(?:_self\b)/,/^(?:_blank\b)/,/^(?:_parent\b)/,/^(?:_top\b)/,/^(?:\s*<\|)/,/^(?:\s*\|>)/,/^(?:\s*>)/,/^(?:\s*<)/,/^(?:\s*\*)/,/^(?:\s*o\b)/,/^(?:--)/,/^(?:\.\.)/,/^(?::{1}[^:\n;]+)/,/^(?::{3})/,/^(?:-)/,/^(?:\.)/,/^(?:\+)/,/^(?:%)/,/^(?:=)/,/^(?:=)/,/^(?:\w+)/,/^(?:[!"#$%&'*+,-.`?\\/])/,/^(?:[0-9]+)/,/^(?:[\u00AA\u00B5\u00BA\u00C0-\u00D6\u00D8-\u00F6]|[\u00F8-\u02C1\u02C6-\u02D1\u02E0-\u02E4\u02EC\u02EE\u0370-\u0374\u0376\u0377]|[\u037A-\u037D\u0386\u0388-\u038A\u038C\u038E-\u03A1\u03A3-\u03F5]|[\u03F7-\u0481\u048A-\u0527\u0531-\u0556\u0559\u0561-\u0587\u05D0-\u05EA]|[\u05F0-\u05F2\u0620-\u064A\u066E\u066F\u0671-\u06D3\u06D5\u06E5\u06E6\u06EE]|[\u06EF\u06FA-\u06FC\u06FF\u0710\u0712-\u072F\u074D-\u07A5\u07B1\u07CA-\u07EA]|[\u07F4\u07F5\u07FA\u0800-\u0815\u081A\u0824\u0828\u0840-\u0858\u08A0]|[\u08A2-\u08AC\u0904-\u0939\u093D\u0950\u0958-\u0961\u0971-\u0977]|[\u0979-\u097F\u0985-\u098C\u098F\u0990\u0993-\u09A8\u09AA-\u09B0\u09B2]|[\u09B6-\u09B9\u09BD\u09CE\u09DC\u09DD\u09DF-\u09E1\u09F0\u09F1\u0A05-\u0A0A]|[\u0A0F\u0A10\u0A13-\u0A28\u0A2A-\u0A30\u0A32\u0A33\u0A35\u0A36\u0A38\u0A39]|[\u0A59-\u0A5C\u0A5E\u0A72-\u0A74\u0A85-\u0A8D\u0A8F-\u0A91\u0A93-\u0AA8]|[\u0AAA-\u0AB0\u0AB2\u0AB3\u0AB5-\u0AB9\u0ABD\u0AD0\u0AE0\u0AE1\u0B05-\u0B0C]|[\u0B0F\u0B10\u0B13-\u0B28\u0B2A-\u0B30\u0B32\u0B33\u0B35-\u0B39\u0B3D\u0B5C]|[\u0B5D\u0B5F-\u0B61\u0B71\u0B83\u0B85-\u0B8A\u0B8E-\u0B90\u0B92-\u0B95\u0B99]|[\u0B9A\u0B9C\u0B9E\u0B9F\u0BA3\u0BA4\u0BA8-\u0BAA\u0BAE-\u0BB9\u0BD0]|[\u0C05-\u0C0C\u0C0E-\u0C10\u0C12-\u0C28\u0C2A-\u0C33\u0C35-\u0C39\u0C3D]|[\u0C58\u0C59\u0C60\u0C61\u0C85-\u0C8C\u0C8E-\u0C90\u0C92-\u0CA8\u0CAA-\u0CB3]|[\u0CB5-\u0CB9\u0CBD\u0CDE\u0CE0\u0CE1\u0CF1\u0CF2\u0D05-\u0D0C\u0D0E-\u0D10]|[\u0D12-\u0D3A\u0D3D\u0D4E\u0D60\u0D61\u0D7A-\u0D7F\u0D85-\u0D96\u0D9A-\u0DB1]|[\u0DB3-\u0DBB\u0DBD\u0DC0-\u0DC6\u0E01-\u0E30\u0E32\u0E33\u0E40-\u0E46\u0E81]|[\u0E82\u0E84\u0E87\u0E88\u0E8A\u0E8D\u0E94-\u0E97\u0E99-\u0E9F\u0EA1-\u0EA3]|[\u0EA5\u0EA7\u0EAA\u0EAB\u0EAD-\u0EB0\u0EB2\u0EB3\u0EBD\u0EC0-\u0EC4\u0EC6]|[\u0EDC-\u0EDF\u0F00\u0F40-\u0F47\u0F49-\u0F6C\u0F88-\u0F8C\u1000-\u102A]|[\u103F\u1050-\u1055\u105A-\u105D\u1061\u1065\u1066\u106E-\u1070\u1075-\u1081]|[\u108E\u10A0-\u10C5\u10C7\u10CD\u10D0-\u10FA\u10FC-\u1248\u124A-\u124D]|[\u1250-\u1256\u1258\u125A-\u125D\u1260-\u1288\u128A-\u128D\u1290-\u12B0]|[\u12B2-\u12B5\u12B8-\u12BE\u12C0\u12C2-\u12C5\u12C8-\u12D6\u12D8-\u1310]|[\u1312-\u1315\u1318-\u135A\u1380-\u138F\u13A0-\u13F4\u1401-\u166C]|[\u166F-\u167F\u1681-\u169A\u16A0-\u16EA\u1700-\u170C\u170E-\u1711]|[\u1720-\u1731\u1740-\u1751\u1760-\u176C\u176E-\u1770\u1780-\u17B3\u17D7]|[\u17DC\u1820-\u1877\u1880-\u18A8\u18AA\u18B0-\u18F5\u1900-\u191C]|[\u1950-\u196D\u1970-\u1974\u1980-\u19AB\u19C1-\u19C7\u1A00-\u1A16]|[\u1A20-\u1A54\u1AA7\u1B05-\u1B33\u1B45-\u1B4B\u1B83-\u1BA0\u1BAE\u1BAF]|[\u1BBA-\u1BE5\u1C00-\u1C23\u1C4D-\u1C4F\u1C5A-\u1C7D\u1CE9-\u1CEC]|[\u1CEE-\u1CF1\u1CF5\u1CF6\u1D00-\u1DBF\u1E00-\u1F15\u1F18-\u1F1D]|[\u1F20-\u1F45\u1F48-\u1F4D\u1F50-\u1F57\u1F59\u1F5B\u1F5D\u1F5F-\u1F7D]|[\u1F80-\u1FB4\u1FB6-\u1FBC\u1FBE\u1FC2-\u1FC4\u1FC6-\u1FCC\u1FD0-\u1FD3]|[\u1FD6-\u1FDB\u1FE0-\u1FEC\u1FF2-\u1FF4\u1FF6-\u1FFC\u2071\u207F]|[\u2090-\u209C\u2102\u2107\u210A-\u2113\u2115\u2119-\u211D\u2124\u2126\u2128]|[\u212A-\u212D\u212F-\u2139\u213C-\u213F\u2145-\u2149\u214E\u2183\u2184]|[\u2C00-\u2C2E\u2C30-\u2C5E\u2C60-\u2CE4\u2CEB-\u2CEE\u2CF2\u2CF3]|[\u2D00-\u2D25\u2D27\u2D2D\u2D30-\u2D67\u2D6F\u2D80-\u2D96\u2DA0-\u2DA6]|[\u2DA8-\u2DAE\u2DB0-\u2DB6\u2DB8-\u2DBE\u2DC0-\u2DC6\u2DC8-\u2DCE]|[\u2DD0-\u2DD6\u2DD8-\u2DDE\u2E2F\u3005\u3006\u3031-\u3035\u303B\u303C]|[\u3041-\u3096\u309D-\u309F\u30A1-\u30FA\u30FC-\u30FF\u3105-\u312D]|[\u3131-\u318E\u31A0-\u31BA\u31F0-\u31FF\u3400-\u4DB5\u4E00-\u9FCC]|[\uA000-\uA48C\uA4D0-\uA4FD\uA500-\uA60C\uA610-\uA61F\uA62A\uA62B]|[\uA640-\uA66E\uA67F-\uA697\uA6A0-\uA6E5\uA717-\uA71F\uA722-\uA788]|[\uA78B-\uA78E\uA790-\uA793\uA7A0-\uA7AA\uA7F8-\uA801\uA803-\uA805]|[\uA807-\uA80A\uA80C-\uA822\uA840-\uA873\uA882-\uA8B3\uA8F2-\uA8F7\uA8FB]|[\uA90A-\uA925\uA930-\uA946\uA960-\uA97C\uA984-\uA9B2\uA9CF\uAA00-\uAA28]|[\uAA40-\uAA42\uAA44-\uAA4B\uAA60-\uAA76\uAA7A\uAA80-\uAAAF\uAAB1\uAAB5]|[\uAAB6\uAAB9-\uAABD\uAAC0\uAAC2\uAADB-\uAADD\uAAE0-\uAAEA\uAAF2-\uAAF4]|[\uAB01-\uAB06\uAB09-\uAB0E\uAB11-\uAB16\uAB20-\uAB26\uAB28-\uAB2E]|[\uABC0-\uABE2\uAC00-\uD7A3\uD7B0-\uD7C6\uD7CB-\uD7FB\uF900-\uFA6D]|[\uFA70-\uFAD9\uFB00-\uFB06\uFB13-\uFB17\uFB1D\uFB1F-\uFB28\uFB2A-\uFB36]|[\uFB38-\uFB3C\uFB3E\uFB40\uFB41\uFB43\uFB44\uFB46-\uFBB1\uFBD3-\uFD3D]|[\uFD50-\uFD8F\uFD92-\uFDC7\uFDF0-\uFDFB\uFE70-\uFE74\uFE76-\uFEFC]|[\uFF21-\uFF3A\uFF41-\uFF5A\uFF66-\uFFBE\uFFC2-\uFFC7\uFFCA-\uFFCF]|[\uFFD2-\uFFD7\uFFDA-\uFFDC])/,/^(?:\s)/,/^(?:$)/],conditions:{acc_descr_multiline:{rules:[16,17],inclusive:!1},acc_descr:{rules:[14],inclusive:!1},acc_title:{rules:[12],inclusive:!1},arg_directive:{rules:[7,8],inclusive:!1},type_directive:{rules:[6,7],inclusive:!1},open_directive:{rules:[5],inclusive:!1},callback_args:{rules:[51,52],inclusive:!1},callback_name:{rules:[48,49,50],inclusive:!1},href:{rules:[45,46],inclusive:!1},struct:{rules:[23,24,25,26,27],inclusive:!1},generic:{rules:[36,37],inclusive:!1},bqstring:{rules:[42,43],inclusive:!1},string:{rules:[39,40],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,13,15,18,19,20,21,22,28,29,30,31,32,33,34,35,38,41,44,47,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78],inclusive:!0}}};function z(){this.yy={}}return j.lexer=U,z.prototype=j,j.Parser=z,new z}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,48],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],u=[1,24],l=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[1,44],g=[30,45,46],y=[4,6,9,11,23,25,27,29,30,48],m=[41,42,43,44],v=[22,36],b=[1,62],_={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,attribute:31,attributeType:32,attributeName:33,attributeKeyType:34,attributeComment:35,ATTRIBUTE_WORD:36,ATTRIBUTE_KEY:37,COMMENT:38,cardinality:39,relType:40,ZERO_OR_ONE:41,ZERO_OR_MORE:42,ONE_OR_MORE:43,ONLY_ONE:44,NON_IDENTIFYING:45,IDENTIFYING:46,WORD:47,open_directive:48,type_directive:49,arg_directive:50,close_directive:51,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",36:"ATTRIBUTE_WORD",37:"ATTRIBUTE_KEY",38:"COMMENT",41:"ZERO_OR_ONE",42:"ZERO_OR_MORE",43:"ONE_OR_MORE",44:"ONLY_ONE",45:"NON_IDENTIFYING",46:"IDENTIFYING",47:"WORD",48:"open_directive",49:"type_directive",50:"arg_directive",51:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[21,1],[21,2],[31,2],[31,3],[31,3],[31,4],[32,1],[33,1],[34,1],[35,1],[18,3],[39,1],[39,1],[39,1],[39,1],[40,1],[40,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:break;case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:case 20:case 27:case 28:case 29:case 39:this.$=a[s];break;case 12:r.addEntity(a[s-4]),r.addEntity(a[s-2]),r.addRelationship(a[s-4],a[s],a[s-2],a[s-3]);break;case 13:r.addEntity(a[s-3]),r.addAttributes(a[s-3],a[s-1]);break;case 14:r.addEntity(a[s-2]);break;case 15:r.addEntity(a[s]);break;case 16:case 17:this.$=a[s].trim(),r.setTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 21:this.$=[a[s]];break;case 22:a[s].push(a[s-1]),this.$=a[s];break;case 23:this.$={attributeType:a[s-1],attributeName:a[s]};break;case 24:this.$={attributeType:a[s-2],attributeName:a[s-1],attributeKeyType:a[s]};break;case 25:this.$={attributeType:a[s-2],attributeName:a[s-1],attributeComment:a[s]};break;case 26:this.$={attributeType:a[s-3],attributeName:a[s-2],attributeKeyType:a[s-1],attributeComment:a[s]};break;case 30:case 38:this.$=a[s].replace(/"/g,"");break;case 31:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 32:this.$=r.Cardinality.ZERO_OR_ONE;break;case 33:this.$=r.Cardinality.ZERO_OR_MORE;break;case 34:this.$=r.Cardinality.ONE_OR_MORE;break;case 35:this.$=r.Cardinality.ONLY_ONE;break;case 36:this.$=r.Identification.NON_IDENTIFYING;break;case 37:this.$=r.Identification.IDENTIFYING;break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,48:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,48:n},{13:8,49:[1,9]},{49:[2,40]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,48:n},{1:[2,2]},{14:22,15:[1,23],51:u},t([15,51],[2,41]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,48:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,39:28,20:[1,27],41:l,42:h,43:f,44:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t([6,9,11,15,20,23,25,27,29,30,41,42,43,44,48],[2,20]),{11:[1,36]},{16:37,50:[1,38]},{11:[2,43]},t(r,[2,5]),{17:39,30:c},{21:40,22:[1,41],31:42,32:43,36:p},{40:45,45:[1,46],46:[1,47]},t(g,[2,32]),t(g,[2,33]),t(g,[2,34]),t(g,[2,35]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),t(y,[2,9]),{14:48,51:u},{51:[2,42]},{15:[1,49]},{22:[1,50]},t(r,[2,14]),{21:51,22:[2,21],31:42,32:43,36:p},{33:52,36:[1,53]},{36:[2,27]},{39:54,41:l,42:h,43:f,44:d},t(m,[2,36]),t(m,[2,37]),{11:[1,55]},{19:56,30:[1,58],47:[1,57]},t(r,[2,13]),{22:[2,22]},t(v,[2,23],{34:59,35:60,37:[1,61],38:b}),t([22,36,37,38],[2,28]),{30:[2,31]},t(y,[2,10]),t(r,[2,12]),t(r,[2,38]),t(r,[2,39]),t(v,[2,24],{35:63,38:b}),t(v,[2,25]),t([22,36,38],[2,29]),t(v,[2,30]),t(v,[2,26])],defaultActions:{5:[2,40],7:[2,2],24:[2,43],38:[2,42],44:[2,27],51:[2,22],54:[2,31]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),48;case 8:return this.begin("type_directive"),49;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),51;case 11:return 50;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 47;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 37;case 22:return 36;case 23:return 38;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 41;case 28:case 32:return 42;case 29:case 33:return 43;case 30:return 44;case 34:case 36:case 37:return 45;case 35:return 46;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:(?:PK)|(?:FK))/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 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108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],u=[1,20],l=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],v=[1,33],b=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:u,18:l,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:v},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:u,18:l,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(b,[2,24]),{31:46,42:v},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(b,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),39;case 1:return this.begin("type_directive"),40;case 2:return this.popState(),this.begin("arg_directive"),32;case 3:return this.popState(),this.popState(),42;case 4:return 41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function w(){this.yy={}}return _.lexer=x,w.prototype=_,_.Parser=w,new w}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,19,21,23,24,26,28,31,34,47,51],u=[8,14,19,21,23,24,26,28,31,34],l=[8,13,14,19,21,23,24,26,28,31,34],h=[1,26],f=[6,8,14,47,51],d=[8,14,51],p=[1,61],g=[1,62],y=[1,63],m=[8,14,32,38,39,51],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,acc_title:19,acc_title_value:20,acc_descr:21,acc_descr_value:22,acc_descr_multiline_value:23,section:24,branchStatement:25,CHECKOUT:26,ID:27,BRANCH:28,ORDER:29,NUM:30,MERGE:31,COMMIT_TAG:32,STR:33,COMMIT:34,commit_arg:35,COMMIT_TYPE:36,commitType:37,COMMIT_ID:38,COMMIT_MSG:39,NORMAL:40,REVERSE:41,HIGHLIGHT:42,openDirective:43,typeDirective:44,closeDirective:45,argDirective:46,open_directive:47,type_directive:48,arg_directive:49,close_directive:50,";":51,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",19:"acc_title",20:"acc_title_value",21:"acc_descr",22:"acc_descr_value",23:"acc_descr_multiline_value",24:"section",26:"CHECKOUT",27:"ID",28:"BRANCH",29:"ORDER",30:"NUM",31:"MERGE",32:"COMMIT_TAG",33:"STR",34:"COMMIT",36:"COMMIT_TYPE",38:"COMMIT_ID",39:"COMMIT_MSG",40:"NORMAL",41:"REVERSE",42:"HIGHLIGHT",47:"open_directive",48:"type_directive",49:"arg_directive",50:"close_directive",51:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[25,2],[25,4],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[35,0],[35,1],[37,1],[37,1],[37,1],[5,3],[5,5],[43,1],[44,1],[46,1],[45,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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33:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 34:r.commit("",a[s-2],a[s],"");break;case 35:r.commit("",a[s],a[s-2],"");break;case 36:r.commit("",a[s-4],a[s-2],a[s]);break;case 37:r.commit("",a[s-4],a[s],a[s-2]);break;case 38:r.commit("",a[s-2],a[s-4],a[s]);break;case 39:r.commit("",a[s],a[s-4],a[s-2]);break;case 40:r.commit("",a[s],a[s-2],a[s-4]);break;case 41:r.commit("",a[s-2],a[s],a[s-4]);break;case 42:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 43:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 44:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 45:r.commit(a[s-2],"",a[s],"");break;case 46:r.commit(a[s],"",a[s-2],"");break;case 47:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 48:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 49:r.commit(a[s-4],"",a[s-2],a[s]);break;case 50:r.commit(a[s-4],"",a[s],a[s-2]);break;case 51:r.commit(a[s-2],"",a[s-4],a[s]);break;case 52:r.commit(a[s],"",a[s-4],a[s-2]);break;case 53:r.commit(a[s],"",a[s-2],a[s-4]);break;case 54:r.commit(a[s-2],"",a[s],a[s-4]);break;case 55:r.commit(a[s-4],a[s],a[s-2],"");break;case 56:r.commit(a[s-4],a[s-2],a[s],"");break;case 57:r.commit(a[s-2],a[s],a[s-4],"");break;case 58:r.commit(a[s],a[s-2],a[s-4],"");break;case 59:r.commit(a[s],a[s-4],a[s-2],"");break;case 60:r.commit(a[s-2],a[s-4],a[s],"");break;case 61:r.commit(a[s-4],a[s],r.commitType.NORMAL,a[s-2]);break;case 62:r.commit(a[s-4],a[s-2],r.commitType.NORMAL,a[s]);break;case 63:r.commit(a[s-2],a[s],r.commitType.NORMAL,a[s-4]);break;case 64:r.commit(a[s],a[s-2],r.commitType.NORMAL,a[s-4]);break;case 65:r.commit(a[s],a[s-4],r.commitType.NORMAL,a[s-2]);break;case 66:r.commit(a[s-2],a[s-4],r.commitType.NORMAL,a[s]);break;case 67:r.commit(a[s-6],a[s-4],a[s-2],a[s]);break;case 68:r.commit(a[s-6],a[s-4],a[s],a[s-2]);break;case 69:r.commit(a[s-6],a[s-2],a[s-4],a[s]);break;case 70:r.commit(a[s-6],a[s],a[s-4],a[s-2]);break;case 71:r.commit(a[s-6],a[s-2],a[s],a[s-4]);break;case 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101:r.parseDirective("}%%","close_directive","gitGraph")}},table:[{3:1,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{1:[3]},{3:10,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{3:11,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{7:12,8:o,9:[1,13],10:[1,14],11:15,14:s},t(c,[2,102]),t(c,[2,103]),t(c,[2,104]),{44:17,48:[1,18]},{48:[2,98]},{1:[2,1]},{1:[2,2]},{8:[1,19]},{7:20,8:o,11:15,14:s},{9:[1,21]},t(u,[2,10],{12:22,13:[1,23]}),t(l,[2,9]),{9:[1,25],45:24,50:h},t([9,50],[2,99]),{1:[2,3]},{8:[1,27]},{7:28,8:o,11:15,14:s},{8:[2,7],14:[1,31],15:29,16:30,17:32,18:33,19:[1,34],21:[1,35],23:[1,36],24:[1,37],25:38,26:[1,39],28:[1,42],31:[1,41],34:[1,40]},t(l,[2,8]),t(f,[2,96]),{46:43,49:[1,44]},t(f,[2,101]),{1:[2,4]},{8:[1,45]},t(u,[2,11]),{4:46,8:n,14:r,51:a},t(u,[2,13]),t(d,[2,14]),t(d,[2,15]),{20:[1,47]},{22:[1,48]},t(d,[2,18]),t(d,[2,19]),t(d,[2,20]),{27:[1,49]},t(d,[2,91],{35:50,32:[1,51],33:[1,55],36:[1,52],38:[1,53],39:[1,54]}),{27:[1,56]},{27:[1,57]},{45:58,50:h},{50:[2,100]},{1:[2,5]},t(u,[2,12]),t(d,[2,16]),t(d,[2,17]),t(d,[2,21]),t(d,[2,26]),{33:[1,59]},{37:60,40:p,41:g,42:y},{33:[1,64]},{33:[1,65]},t(d,[2,92]),t(d,[2,24],{32:[1,66]}),t(d,[2,22],{29:[1,67]}),t(f,[2,97]),t(d,[2,27],{36:[1,68],38:[1,69],39:[1,70]}),t(d,[2,28],{32:[1,71],38:[1,72],39:[1,73]}),t(m,[2,93]),t(m,[2,94]),t(m,[2,95]),t(d,[2,31],{32:[1,74],36:[1,75],39:[1,76]}),t(d,[2,42],{32:[1,77],36:[1,78],38:[1,79]}),{33:[1,80]},{30:[1,81]},{37:82,40:p,41:g,42:y},{33:[1,83]},{33:[1,84]},{33:[1,85]},{33:[1,86]},{33:[1,87]},{33:[1,88]},{37:89,40:p,41:g,42:y},{33:[1,90]},{33:[1,91]},{37:92,40:p,41:g,42:y},{33:[1,93]},t(d,[2,25]),t(d,[2,23]),t(d,[2,29],{38:[1,94],39:[1,95]}),t(d,[2,33],{36:[1,96],39:[1,97]}),t(d,[2,43],{36:[1,98],38:[1,99]}),t(d,[2,30],{38:[1,100],39:[1,101]}),t(d,[2,35],{32:[1,102],39:[1,103]}),t(d,[2,46],{32:[1,104],38:[1,105]}),t(d,[2,32],{36:[1,106],39:[1,107]}),t(d,[2,34],{32:[1,108],39:[1,109]}),t(d,[2,47],{32:[1,111],36:[1,110]}),t(d,[2,44],{36:[1,112],38:[1,113]}),t(d,[2,45],{32:[1,114],38:[1,115]}),t(d,[2,48],{32:[1,117],36:[1,116]}),{33:[1,118]},{33:[1,119]},{37:120,40:p,41:g,42:y},{33:[1,121]},{37:122,40:p,41:g,42:y},{33:[1,123]},{33:[1,124]},{33:[1,125]},{33:[1,126]},{33:[1,127]},{33:[1,128]},{33:[1,129]},{37:130,40:p,41:g,42:y},{33:[1,131]},{33:[1,132]},{33:[1,133]},{37:134,40:p,41:g,42:y},{33:[1,135]},{37:136,40:p,41:g,42:y},{33:[1,137]},{33:[1,138]},{33:[1,139]},{37:140,40:p,41:g,42:y},{33:[1,141]},t(d,[2,40],{39:[1,142]}),t(d,[2,53],{38:[1,143]}),t(d,[2,41],{39:[1,144]}),t(d,[2,64],{36:[1,145]}),t(d,[2,54],{38:[1,146]}),t(d,[2,63],{36:[1,147]}),t(d,[2,39],{39:[1,148]}),t(d,[2,52],{38:[1,149]}),t(d,[2,38],{39:[1,150]}),t(d,[2,58],{32:[1,151]}),t(d,[2,51],{38:[1,152]}),t(d,[2,57],{32:[1,153]}),t(d,[2,37],{39:[1,154]}),t(d,[2,65],{36:[1,155]}),t(d,[2,36],{39:[1,156]}),t(d,[2,59],{32:[1,157]}),t(d,[2,60],{32:[1,158]}),t(d,[2,66],{36:[1,159]}),t(d,[2,50],{38:[1,160]}),t(d,[2,61],{36:[1,161]}),t(d,[2,49],{38:[1,162]}),t(d,[2,55],{32:[1,163]}),t(d,[2,56],{32:[1,164]}),t(d,[2,62],{36:[1,165]}),{33:[1,166]},{33:[1,167]},{33:[1,168]},{37:169,40:p,41:g,42:y},{33:[1,170]},{37:171,40:p,41:g,42:y},{33:[1,172]},{33:[1,173]},{33:[1,174]},{33:[1,175]},{33:[1,176]},{33:[1,177]},{33:[1,178]},{37:179,40:p,41:g,42:y},{33:[1,180]},{33:[1,181]},{33:[1,182]},{37:183,40:p,41:g,42:y},{33:[1,184]},{37:185,40:p,41:g,42:y},{33:[1,186]},{33:[1,187]},{33:[1,188]},{37:189,40:p,41:g,42:y},t(d,[2,81]),t(d,[2,82]),t(d,[2,79]),t(d,[2,80]),t(d,[2,84]),t(d,[2,83]),t(d,[2,88]),t(d,[2,87]),t(d,[2,86]),t(d,[2,85]),t(d,[2,90]),t(d,[2,89]),t(d,[2,78]),t(d,[2,77]),t(d,[2,76]),t(d,[2,75]),t(d,[2,73]),t(d,[2,74]),t(d,[2,72]),t(d,[2,71]),t(d,[2,70]),t(d,[2,69]),t(d,[2,67]),t(d,[2,68])],defaultActions:{9:[2,98],10:[2,1],11:[2,2],19:[2,3],27:[2,4],44:[2,100],45:[2,5]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},b={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),47;case 1:return this.begin("type_directive"),48;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),50;case 4:return 49;case 5:return this.begin("acc_title"),19;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),21;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 34:case 37:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 34;case 18:return 38;case 19:return 36;case 20:return 39;case 21:return 40;case 22:return 41;case 23:return 42;case 24:return 32;case 25:return 28;case 26:return 29;case 27:return 31;case 28:return 26;case 29:case 30:return 10;case 31:return 9;case 32:return"CARET";case 33:this.begin("options");break;case 35:return 13;case 36:this.begin("string");break;case 38:return 33;case 39:return 30;case 40:return 27;case 41:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[34,35],inclusive:!1},string:{rules:[37,38],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,36,39,40,41],inclusive:!0}}};function _(){this.yy={}}return v.lexer=b,_.prototype=v,v.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],u=[26,27,28],l=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],v=[6,26,27,28,29],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setPieTitle(this.$);break;case 11:this.$=a[s].trim(),r.setTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(u,l,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(u,[2,13]),t(u,[2,14]),t(u,[2,15]),t(u,l,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(v,[2,16]),{25:34,31:[1,35]},t(v,[2,24]),t(o,[2,7]),t(u,[2,9]),t(u,[2,10]),t(u,[2,11]),t(u,[2,12]),{23:36,32:m},{32:[2,23]},t(v,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return b.lexer=_,x.prototype=b,b.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],u=[1,26],l=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],v=[1,36],b=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],w=[1,57],k=[1,58],T=[1,59],C=[1,60],E=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],B=[1,72],L=[1,73],O=[1,75],I=[1,79],R=[1,80],F=[1,77],P=[1,78],Y=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],j={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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51:return 62;case 52:this.begin("string");break;case 54:return"qString";case 55:return e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function z(){this.yy={}}return j.lexer=U,z.prototype=j,j.Parser=z,new z}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],u=[1,19],l=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],v=[1,34],b=[1,35],_=[1,36],x=[1,37],w=[1,38],k=[1,41],T=[1,42],C=[1,43],E=[1,44],S=[1,45],A=[1,46],M=[1,49],N=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,48,49,54,55,56,57,65,75],D=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,49,54,55,56,57,65,75],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,48,49,54,55,56,57,65,75],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,54,55,56,57,65,75],O=[63,64,65],I=[1,114],R=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,48,49,54,55,56,57,65,75],F={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,and:47,else:48,note:49,placement:50,text2:51,over:52,actor_pair:53,links:54,link:55,properties:56,details:57,spaceList:58,",":59,left_of:60,right_of:61,signaltype:62,"+":63,"-":64,ACTOR:65,SOLID_OPEN_ARROW:66,DOTTED_OPEN_ARROW:67,SOLID_ARROW:68,DOTTED_ARROW:69,SOLID_CROSS:70,DOTTED_CROSS:71,SOLID_POINT:72,DOTTED_POINT:73,TXT:74,open_directive:75,type_directive:76,arg_directive:77,close_directive:78,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"and",48:"else",49:"note",52:"over",54:"links",55:"link",56:"properties",57:"details",59:",",60:"left_of",61:"right_of",63:"+",64:"-",65:"ACTOR",66:"SOLID_OPEN_ARROW",67:"DOTTED_OPEN_ARROW",68:"SOLID_ARROW",69:"DOTTED_ARROW",70:"SOLID_CROSS",71:"DOTTED_CROSS",72:"SOLID_POINT",73:"DOTTED_POINT",74:"TXT",75:"open_directive",76:"type_directive",77:"arg_directive",78:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[58,2],[58,1],[53,3],[53,1],[50,1],[50,1],[21,5],[21,5],[21,4],[17,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[51,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 52:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 40:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 42:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 43:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 44:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 45:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 46:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 47:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 48:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-2],a[s]];break;case 53:this.$=r.PLACEMENT.LEFTOF;break;case 54:this.$=r.PLACEMENT.RIGHTOF;break;case 55:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 56:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 57:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 58:this.$={type:"addParticipant",actor:a[s]};break;case 59:this.$=r.LINETYPE.SOLID_OPEN;break;case 60:this.$=r.LINETYPE.DOTTED_OPEN;break;case 61:this.$=r.LINETYPE.SOLID;break;case 62:this.$=r.LINETYPE.DOTTED;break;case 63:this.$=r.LINETYPE.SOLID_CROSS;break;case 64:this.$=r.LINETYPE.DOTTED_CROSS;break;case 65:this.$=r.LINETYPE.SOLID_POINT;break;case 66:this.$=r.LINETYPE.DOTTED_POINT;break;case 67:this.$=r.parseMessage(a[s].trim().substring(1));break;case 68:r.parseDirective("%%{","open_directive");break;case 69:r.parseDirective(a[s],"type_directive");break;case 70:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 71:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,75:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,75:i},{3:9,4:e,5:n,6:4,7:r,11:6,75:i},{3:10,4:e,5:n,6:4,7:r,11:6,75:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,49,54,55,56,57,65,75],a,{8:11}),{12:12,76:[1,13]},{76:[2,68]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{13:47,14:[1,48],78:M},t([14,78],[2,69]),t(N,[2,6]),{6:39,10:50,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},t(N,[2,8]),t(N,[2,9]),{17:51,65:A},{17:52,65:A},{5:[1,53]},{5:[1,56],23:[1,54],24:[1,55]},{17:57,65:A},{17:58,65:A},{5:[1,59]},{5:[1,60]},{5:[1,61]},{5:[1,62]},{5:[1,63]},t(N,[2,28]),t(N,[2,29]),{35:[1,64]},{37:[1,65]},t(N,[2,32]),{19:[1,66]},{19:[1,67]},{19:[1,68]},{19:[1,69]},{19:[1,70]},t(N,[2,38]),{62:71,66:[1,72],67:[1,73],68:[1,74],69:[1,75],70:[1,76],71:[1,77],72:[1,78],73:[1,79]},{50:80,52:[1,81],60:[1,82],61:[1,83]},{17:84,65:A},{17:85,65:A},{17:86,65:A},{17:87,65:A},t([5,18,59,66,67,68,69,70,71,72,73,74],[2,58]),{5:[1,88]},{15:89,77:[1,90]},{5:[2,71]},t(N,[2,7]),{5:[1,92],18:[1,91]},{5:[1,94],18:[1,93]},t(N,[2,16]),{5:[1,96],23:[1,95]},{5:[1,97]},t(N,[2,20]),{5:[1,98]},{5:[1,99]},t(N,[2,23]),t(N,[2,24]),t(N,[2,25]),t(N,[2,26]),t(N,[2,27]),t(N,[2,30]),t(N,[2,31]),t(D,a,{8:100}),t(D,a,{8:101}),t(D,a,{8:102}),t(B,a,{44:103,8:104}),t(L,a,{46:105,8:106}),{17:109,63:[1,107],64:[1,108],65:A},t(O,[2,59]),t(O,[2,60]),t(O,[2,61]),t(O,[2,62]),t(O,[2,63]),t(O,[2,64]),t(O,[2,65]),t(O,[2,66]),{17:110,65:A},{17:112,53:111,65:A},{65:[2,53]},{65:[2,54]},{51:113,74:I},{51:115,74:I},{51:116,74:I},{51:117,74:I},t(R,[2,10]),{13:118,78:M},{78:[2,70]},{19:[1,119]},t(N,[2,13]),{19:[1,120]},t(N,[2,15]),{5:[1,121]},t(N,[2,18]),t(N,[2,19]),t(N,[2,21]),t(N,[2,22]),{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,122],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,123],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,124],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{40:[1,125]},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,41],41:b,42:_,43:x,45:w,48:[1,126],49:k,54:T,55:C,56:E,57:S,65:A,75:i},{40:[1,127]},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,39],41:b,42:_,43:x,45:w,47:[1,128],49:k,54:T,55:C,56:E,57:S,65:A,75:i},{17:129,65:A},{17:130,65:A},{51:131,74:I},{51:132,74:I},{51:133,74:I},{59:[1,134],74:[2,52]},{5:[2,45]},{5:[2,67]},{5:[2,46]},{5:[2,47]},{5:[2,48]},{5:[1,135]},{5:[1,136]},{5:[1,137]},t(N,[2,17]),t(N,[2,33]),t(N,[2,34]),t(N,[2,35]),t(N,[2,36]),{19:[1,138]},t(N,[2,37]),{19:[1,139]},{51:140,74:I},{51:141,74:I},{5:[2,57]},{5:[2,43]},{5:[2,44]},{17:142,65:A},t(R,[2,11]),t(N,[2,12]),t(N,[2,14]),t(B,a,{8:104,44:143}),t(L,a,{8:106,46:144}),{5:[2,55]},{5:[2,56]},{74:[2,51]},{40:[2,42]},{40:[2,40]}],defaultActions:{7:[2,68],8:[2,1],9:[2,2],10:[2,3],49:[2,71],82:[2,53],83:[2,54],90:[2,70],113:[2,45],114:[2,67],115:[2,46],116:[2,47],117:[2,48],131:[2,57],132:[2,43],133:[2,44],140:[2,55],141:[2,56],142:[2,51],143:[2,42],144:[2,40]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},P={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),75;case 1:return this.begin("type_directive"),76;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),78;case 4:return 77;case 5:case 49:case 62:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),65;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),48;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),47;case 24:return this.popState(),19;case 25:return 40;case 26:return 60;case 27:return 61;case 28:return 54;case 29:return 55;case 30:return 56;case 31:return 57;case 32:return 52;case 33:return 49;case 34:return this.begin("ID"),25;case 35:return this.begin("ID"),26;case 36:return 32;case 37:return 33;case 38:return this.begin("acc_title"),34;case 39:return this.popState(),"acc_title_value";case 40:return this.begin("acc_descr"),36;case 41:return this.popState(),"acc_descr_value";case 42:this.begin("acc_descr_multiline");break;case 43:this.popState();break;case 44:return"acc_descr_multiline_value";case 45:return 7;case 46:return 22;case 47:return 24;case 48:return 59;case 50:return e.yytext=e.yytext.trim(),65;case 51:return 68;case 52:return 69;case 53:return 66;case 54:return 67;case 55:return 70;case 56:return 71;case 57:return 72;case 58:return 73;case 59:return 74;case 60:return 63;case 61:return 64;case 63:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[43,44],inclusive:!1},acc_descr:{rules:[41],inclusive:!1},acc_title:{rules:[39],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,24],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,25,26,27,28,29,30,31,32,33,34,35,36,37,38,40,42,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63],inclusive:!0}}};function Y(){this.yy={}}return F.lexer=P,Y.prototype=F,F.Parser=Y,new Y}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],u=[1,20],l=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],v=[1,30],b=[1,31],_=[1,32],x=[1,35],w=[1,36],k=[1,37],T=[1,38],C=[1,34],E=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],u=a[s-2].trim();if(a[s].match(":")){var l=a[s].split(":");c=l[0],u=[u,l[1]]}this.$={stmt:"state",id:c,type:"default",description:u};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},{38:39,39:[1,40],53:E},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:u,17:l,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:C},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:E},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},B={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<<fork>>)/i,/^(?:.*<<join>>)/i,/^(?:.*<<choice>>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function L(){this.yy={}}return D.lexer=B,L.prototype=D,D.Parser=L,new L}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],u=[1,20],l=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 11:r.setTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 12:this.$=a[s].trim(),r.setTitle(this.$);break;case 13:case 14:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 15:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 16:r.addTask(a[s-1],a[s]),this.$="task";break;case 18:r.parseDirective("%%{","open_directive");break;case 19:r.parseDirective(a[s],"type_directive");break;case 20:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:u,26:n},{1:[2,2]},{14:22,15:[1,23],29:l},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:u,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:l},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},d={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". 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function")}(this,t),this.background="#f4f4f4",this.darkMode=!1,this.primaryColor="#fff4dd",this.noteBkgColor="#fff5ad",this.noteTextColor="#333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.primaryTextColor=this.primaryTextColor||(this.darkMode?"#eee":"#333"),this.secondaryColor=this.secondaryColor||sv(this.primaryColor,{h:-120}),this.tertiaryColor=this.tertiaryColor||sv(this.primaryColor,{h:180,l:5}),this.primaryBorderColor=this.primaryBorderColor||dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=this.secondaryBorderColor||dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=this.tertiaryBorderColor||dv(this.tertiaryColor,this.darkMode),this.noteBorderColor=this.noteBorderColor||dv(this.noteBkgColor,this.darkMode),this.noteBkgColor=this.noteBkgColor||"#fff5ad",this.noteTextColor=this.noteTextColor||"#333",this.secondaryTextColor=this.secondaryTextColor||uv(this.secondaryColor),this.tertiaryTextColor=this.tertiaryTextColor||uv(this.tertiaryColor),this.lineColor=this.lineColor||uv(this.background),this.textColor=this.textColor||this.primaryTextColor,this.nodeBkg=this.nodeBkg||this.primaryColor,this.mainBkg=this.mainBkg||this.primaryColor,this.nodeBorder=this.nodeBorder||this.primaryBorderColor,this.clusterBkg=this.clusterBkg||this.tertiaryColor,this.clusterBorder=this.clusterBorder||this.tertiaryBorderColor,this.defaultLinkColor=this.defaultLinkColor||this.lineColor,this.titleColor=this.titleColor||this.tertiaryTextColor,this.edgeLabelBackground=this.edgeLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.nodeTextColor=this.nodeTextColor||this.primaryTextColor,this.actorBorder=this.actorBorder||this.primaryBorderColor,this.actorBkg=this.actorBkg||this.mainBkg,this.actorTextColor=this.actorTextColor||this.primaryTextColor,this.actorLineColor=this.actorLineColor||"grey",this.labelBoxBkgColor=this.labelBoxBkgColor||this.actorBkg,this.signalColor=this.signalColor||this.textColor,this.signalTextColor=this.signalTextColor||this.textColor,this.labelBoxBorderColor=this.labelBoxBorderColor||this.actorBorder,this.labelTextColor=this.labelTextColor||this.actorTextColor,this.loopTextColor=this.loopTextColor||this.actorTextColor,this.activationBorderColor=this.activationBorderColor||hv(this.secondaryColor,10),this.activationBkgColor=this.activationBkgColor||this.secondaryColor,this.sequenceNumberColor=this.sequenceNumberColor||uv(this.lineColor),this.sectionBkgColor=this.sectionBkgColor||this.tertiaryColor,this.altSectionBkgColor=this.altSectionBkgColor||"white",this.sectionBkgColor=this.sectionBkgColor||this.secondaryColor,this.sectionBkgColor2=this.sectionBkgColor2||this.primaryColor,this.excludeBkgColor=this.excludeBkgColor||"#eeeeee",this.taskBorderColor=this.taskBorderColor||this.primaryBorderColor,this.taskBkgColor=this.taskBkgColor||this.primaryColor,this.activeTaskBorderColor=this.activeTaskBorderColor||this.primaryColor,this.activeTaskBkgColor=this.activeTaskBkgColor||fv(this.primaryColor,23),this.gridColor=this.gridColor||"lightgrey",this.doneTaskBkgColor=this.doneTaskBkgColor||"lightgrey",this.doneTaskBorderColor=this.doneTaskBorderColor||"grey",this.critBorderColor=this.critBorderColor||"#ff8888",this.critBkgColor=this.critBkgColor||"red",this.todayLineColor=this.todayLineColor||"red",this.taskTextColor=this.taskTextColor||this.textColor,this.taskTextOutsideColor=this.taskTextOutsideColor||this.textColor,this.taskTextLightColor=this.taskTextLightColor||this.textColor,this.taskTextColor=this.taskTextColor||this.primaryTextColor,this.taskTextDarkColor=this.taskTextDarkColor||this.textColor,this.taskTextClickableColor=this.taskTextClickableColor||"#003163",this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||this.tertiaryColor,this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.specialStateColor=this.lineColor,this.classText=this.classText||this.textColor,this.fillType0=this.fillType0||this.primaryColor,this.fillType1=this.fillType1||this.secondaryColor,this.fillType2=this.fillType2||sv(this.primaryColor,{h:64}),this.fillType3=this.fillType3||sv(this.secondaryColor,{h:64}),this.fillType4=this.fillType4||sv(this.primaryColor,{h:-64}),this.fillType5=this.fillType5||sv(this.secondaryColor,{h:-64}),this.fillType6=this.fillType6||sv(this.primaryColor,{h:128}),this.fillType7=this.fillType7||sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||sv(this.primaryColor,{l:-10}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-10}),this.pie6=this.pie6||sv(this.tertiaryColor,{l:-10}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-20}),this.pie11=this.pie11||sv(this.primaryColor,{h:-60,l:-20}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-10}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.branchLabelColor=this.branchLabelColor||(this.darkMode?"black":this.labelTextColor),this.gitBranchLabel0=this.gitBranchLabel0||this.branchLabelColor,this.gitBranchLabel1=this.gitBranchLabel1||this.branchLabelColor,this.gitBranchLabel2=this.gitBranchLabel2||this.branchLabelColor,this.gitBranchLabel3=this.gitBranchLabel3||this.branchLabelColor,this.gitBranchLabel4=this.gitBranchLabel4||this.branchLabelColor,this.gitBranchLabel5=this.gitBranchLabel5||this.branchLabelColor,this.gitBranchLabel6=this.gitBranchLabel6||this.branchLabelColor,this.gitBranchLabel7=this.gitBranchLabel7||this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===pv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&gv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function mv(t){return mv="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},mv(t)}function vv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var bv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#333",this.primaryColor="#1f2020",this.secondaryColor=fv(this.primaryColor,16),this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=uv(this.background),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.mainBkg="#1f2020",this.secondBkg="calculated",this.mainContrastColor="lightgrey",this.darkTextColor=fv(uv("#323D47"),10),this.lineColor="calculated",this.border1="#81B1DB",this.border2=cv(255,255,255,.25),this.arrowheadColor="calculated",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#181818",this.textColor="#ccc",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#F9FFFE",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="calculated",this.activationBkgColor="calculated",this.sequenceNumberColor="black",this.sectionBkgColor=hv("#EAE8D9",30),this.altSectionBkgColor="calculated",this.sectionBkgColor2="#EAE8D9",this.taskBorderColor=cv(255,255,255,70),this.taskBkgColor="calculated",this.taskTextColor="calculated",this.taskTextLightColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor=cv(255,255,255,50),this.activeTaskBkgColor="#81B1DB",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="grey",this.critBorderColor="#E83737",this.critBkgColor="#E83737",this.taskTextDarkColor="calculated",this.todayLineColor="#DB5757",this.labelColor="calculated",this.errorBkgColor="#a44141",this.errorTextColor="#ddd"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=fv(this.mainBkg,16),this.lineColor=this.mainContrastColor,this.arrowheadColor=this.mainContrastColor,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.edgeLabelBackground=fv(this.labelBackground,25),this.actorBorder=this.border1,this.actorBkg=this.mainBkg,this.actorTextColor=this.mainContrastColor,this.actorLineColor=this.mainContrastColor,this.signalColor=this.mainContrastColor,this.signalTextColor=this.mainContrastColor,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.mainContrastColor,this.loopTextColor=this.mainContrastColor,this.noteBorderColor=this.secondaryBorderColor,this.noteBkgColor=this.secondBkg,this.noteTextColor=this.secondaryTextColor,this.activationBorderColor=this.border1,this.activationBkgColor=this.secondBkg,this.altSectionBkgColor=this.background,this.taskBkgColor=fv(this.mainBkg,23),this.taskTextColor=this.darkTextColor,this.taskTextLightColor=this.mainContrastColor,this.taskTextOutsideColor=this.taskTextLightColor,this.gridColor=this.mainContrastColor,this.doneTaskBkgColor=this.mainContrastColor,this.taskTextDarkColor=this.darkTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#555",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#f4f4f4",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#0b0000",this.pie2=this.pie2||"#4d1037",this.pie3=this.pie3||"#3f5258",this.pie4=this.pie4||"#4f2f1b",this.pie5=this.pie5||"#6e0a0a",this.pie6=this.pie6||"#3b0048",this.pie7=this.pie7||"#995a01",this.pie8=this.pie8||"#154706",this.pie9=this.pie9||"#161722",this.pie10=this.pie10||"#00296f",this.pie11=this.pie11||"#01629c",this.pie12=this.pie12||"#010029",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.classText=this.primaryTextColor,this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=fv(this.secondaryColor,20),this.git1=fv(this.pie2||this.secondaryColor,20),this.git2=fv(this.pie3||this.tertiaryColor,20),this.git3=fv(this.pie4||sv(this.primaryColor,{h:-30}),20),this.git4=fv(this.pie5||sv(this.primaryColor,{h:-60}),20),this.git5=fv(this.pie6||sv(this.primaryColor,{h:-90}),10),this.git6=fv(this.pie7||sv(this.primaryColor,{h:60}),10),this.git7=fv(this.pie8||sv(this.primaryColor,{h:120}),20),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===mv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&vv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function _v(t){return _v="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_v(t)}function xv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var wv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#ECECFF",this.secondaryColor=sv(this.primaryColor,{h:120}),this.secondaryColor="#ffffde",this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.background="white",this.mainBkg="#ECECFF",this.secondBkg="#ffffde",this.lineColor="#333333",this.border1="#9370DB",this.border2="#aaaa33",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#e8e8e8",this.textColor="#333",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="calculated",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="calculated",this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor="calculated",this.taskTextOutsideColor=this.taskTextDarkColor,this.taskTextClickableColor="calculated",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBorderColor="calculated",this.critBkgColor="calculated",this.todayLineColor="calculated",this.sectionBkgColor=cv(102,102,255,.49),this.altSectionBkgColor="white",this.sectionBkgColor2="#fff400",this.taskBorderColor="#534fbc",this.taskBkgColor="#8a90dd",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="#534fbc",this.activeTaskBkgColor="#bfc7ff",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222",this.updateColors()}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.textColor,this.edgeLabelBackground=this.labelBackground,this.actorBorder=fv(this.border1,23),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.signalColor=this.textColor,this.signalTextColor=this.textColor,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||sv(this.tertiaryColor,{l:-40}),this.pie4=this.pie4||sv(this.primaryColor,{l:-10}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-30}),this.pie6=this.pie6||sv(this.tertiaryColor,{l:-20}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-20}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-40}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:-40}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-40}),this.pie11=this.pie11||sv(this.primaryColor,{h:-90,l:-40}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-30}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.labelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||hv(uv(this.git0),25),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.gitBranchLabel0=this.gitBranchLabel0||uv(this.labelTextColor),this.gitBranchLabel1=this.gitBranchLabel1||this.labelTextColor,this.gitBranchLabel2=this.gitBranchLabel2||this.labelTextColor,this.gitBranchLabel3=this.gitBranchLabel3||uv(this.labelTextColor),this.gitBranchLabel4=this.gitBranchLabel4||this.labelTextColor,this.gitBranchLabel5=this.gitBranchLabel5||this.labelTextColor,this.gitBranchLabel6=this.gitBranchLabel6||this.labelTextColor,this.gitBranchLabel7=this.gitBranchLabel7||this.labelTextColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===_v(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&xv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function kv(t){return kv="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},kv(t)}function Tv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Cv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#cde498",this.secondaryColor="#cdffb2",this.background="white",this.mainBkg="#cde498",this.secondBkg="#cdffb2",this.lineColor="green",this.border1="#13540c",this.border2="#6eaa49",this.arrowheadColor="green",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.tertiaryColor=fv("#cde498",10),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.primaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#333",this.edgeLabelBackground="#e8e8e8",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="#333",this.signalTextColor="#333",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="#326932",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="#6eaa49",this.altSectionBkgColor="white",this.sectionBkgColor2="#6eaa49",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="#487e3a",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.actorBorder=hv(this.mainBkg,20),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskBorderColor=this.border1,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||sv(this.primaryColor,{l:-30}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-30}),this.pie6=this.pie6||sv(this.tertiaryColor,{h:40,l:-40}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-50}),this.pie11=this.pie11||sv(this.primaryColor,{h:-60,l:-50}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-50}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===kv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Tv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Ev(t){return Ev="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ev(t)}function Sv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Av=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.primaryColor="#eee",this.contrast="#707070",this.secondaryColor=fv(this.contrast,55),this.background="#ffffff",this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.mainBkg="#eee",this.secondBkg="calculated",this.lineColor="#666",this.border1="#999",this.border2="calculated",this.note="#ffa",this.text="#333",this.critical="#d42",this.done="#bbb",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="white",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="calculated",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="white",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBkgColor="calculated",this.critBorderColor="calculated",this.todayLineColor="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return 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n=x_(e.label,e.labelStyle),r=t.insert("g").attr("class","edgeLabel"),i=r.insert("g").attr("class","label");i.node().appendChild(n);var a,o=n.getBBox();if(zm(wb().flowchart.htmlLabels)){var s=n.children[0],c=au(n);o=s.getBoundingClientRect(),c.attr("width",o.width),c.attr("height",o.height)}if(i.attr("transform","translate("+-o.width/2+", "+-o.height/2+")"),K_[e.id]=r,e.width=o.width,e.height=o.height,e.startLabelLeft){var u=x_(e.startLabelLeft,e.labelStyle),l=t.insert("g").attr("class","edgeTerminals"),h=l.insert("g").attr("class","inner");a=h.node().appendChild(u);var f=u.getBBox();h.attr("transform","translate("+-f.width/2+", "+-f.height/2+")"),J_[e.id]||(J_[e.id]={}),J_[e.id].startLeft=l,ex(a,e.startLabelLeft)}if(e.startLabelRight){var d=x_(e.startLabelRight,e.labelStyle),p=t.insert("g").attr("class","edgeTerminals"),g=p.insert("g").attr("class","inner");a=p.node().appendChild(d),g.node().appendChild(d);var y=d.getBBox();g.attr("transform","translate("+-y.width/2+", "+-y.height/2+")"),J_[e.id]||(J_[e.id]={}),J_[e.id].startRight=p,ex(a,e.startLabelRight)}if(e.endLabelLeft){var m=x_(e.endLabelLeft,e.labelStyle),v=t.insert("g").attr("class","edgeTerminals"),b=v.insert("g").attr("class","inner");a=b.node().appendChild(m);var _=m.getBBox();b.attr("transform","translate("+-_.width/2+", "+-_.height/2+")"),v.node().appendChild(m),J_[e.id]||(J_[e.id]={}),J_[e.id].endLeft=v,ex(a,e.endLabelLeft)}if(e.endLabelRight){var x=x_(e.endLabelRight,e.labelStyle),w=t.insert("g").attr("class","edgeTerminals"),k=w.insert("g").attr("class","inner");a=k.node().appendChild(x);var T=x.getBBox();k.attr("transform","translate("+-T.width/2+", "+-T.height/2+")"),w.node().appendChild(x),J_[e.id]||(J_[e.id]={}),J_[e.id].endRight=w,ex(a,e.endLabelRight)}};function ex(t,e){wb().flowchart.htmlLabels&&t&&(t.style.width=9*e.length+"px",t.style.height="12px")}var nx=function(t,e){o.info("Moving label abc78 ",t.id,t.label,K_[t.id]);var n=e.updatedPath?e.updatedPath:e.originalPath;if(t.label){var r=K_[t.id],i=t.x,a=t.y;if(n){var s=db.calcLabelPosition(n);o.info("Moving label from (",i,",",a,") to (",s.x,",",s.y,") abc78")}r.attr("transform","translate("+i+", "+a+")")}if(t.startLabelLeft){var c=J_[t.id].startLeft,u=t.x,l=t.y;if(n){var h=db.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_left",n);u=h.x,l=h.y}c.attr("transform","translate("+u+", "+l+")")}if(t.startLabelRight){var f=J_[t.id].startRight,d=t.x,p=t.y;if(n){var g=db.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_right",n);d=g.x,p=g.y}f.attr("transform","translate("+d+", "+p+")")}if(t.endLabelLeft){var y=J_[t.id].endLeft,m=t.x,v=t.y;if(n){var b=db.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_left",n);m=b.x,v=b.y}y.attr("transform","translate("+m+", "+v+")")}if(t.endLabelRight){var _=J_[t.id].endRight,x=t.x,w=t.y;if(n){var k=db.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_right",n);x=k.x,w=k.y}_.attr("transform","translate("+x+", "+w+")")}},rx=function(t,e){o.warn("abc88 cutPathAtIntersect",t,e);var n=[],r=t[0],i=!1;return t.forEach((function(t){if(o.info("abc88 checking point",t,e),function(t,e){var n=t.x,r=t.y,i=Math.abs(e.x-n),a=Math.abs(e.y-r),o=t.width/2,s=t.height/2;return i>=o||a>=s}(e,t)||i)o.warn("abc88 outside",t,r),r=t,i||n.push(t);else{var a=function(t,e,n){o.warn("intersection calc abc89:\n outsidePoint: ".concat(JSON.stringify(e),"\n insidePoint : ").concat(JSON.stringify(n),"\n node : x:").concat(t.x," y:").concat(t.y," w:").concat(t.width," h:").concat(t.height));var r=t.x,i=t.y,a=Math.abs(r-n.x),s=t.width/2,c=n.x<e.x?s-a:s+a,u=t.height/2,l=Math.abs(e.y-n.y),h=Math.abs(e.x-n.x);if(Math.abs(i-e.y)*s>Math.abs(r-e.x)*u){var f=n.y<e.y?e.y-u-i:i-u-e.y;c=h*f/l;var d={x:n.x<e.x?n.x+c:n.x-h+c,y:n.y<e.y?n.y+l-f:n.y-l+f};return 0===c&&(d.x=e.x,d.y=e.y),0===h&&(d.x=e.x),0===l&&(d.y=e.y),o.warn("abc89 topp/bott calc, Q ".concat(l,", q ").concat(f,", R ").concat(h,", r ").concat(c),d),d}var p=l*(c=n.x<e.x?e.x-s-r:r-s-e.x)/h,g=n.x<e.x?n.x+h-c:n.x-h+c,y=n.y<e.y?n.y+p:n.y-p;return o.warn("sides calc abc89, Q ".concat(l,", q ").concat(p,", R ").concat(h,", r ").concat(c),{_x:g,_y:y}),0===c&&(g=e.x,y=e.y),0===h&&(g=e.x),0===l&&(y=e.y),{x:g,y}}(e,r,t);o.warn("abc88 inside",t,r,a),o.warn("abc88 intersection",a);var s=!1;n.forEach((function(t){s=s||t.x===a.x&&t.y===a.y})),n.find((function(t){return t.x===a.x&&t.y===a.y}))?o.warn("abc88 no intersect",a,n):n.push(a),i=!0}})),o.warn("abc88 returning points",n),n},ix=function t(e,n,r,i){o.info("Graph in recursive render: XXX",t_().json.write(n),i);var a=n.graph().rankdir;o.trace("Dir in recursive render - dir:",a);var s=e.insert("g").attr("class","root");n.nodes()?o.info("Recursive render XXX",n.nodes()):o.info("No nodes found for",n),n.edges().length>0&&o.trace("Recursive edges",n.edge(n.edges()[0]));var c=s.insert("g").attr("class","clusters"),u=s.insert("g").attr("class","edgePaths"),l=s.insert("g").attr("class","edgeLabels"),h=s.insert("g").attr("class","nodes");n.nodes().forEach((function(e){var s=n.node(e);if(void 0!==i){var c=JSON.parse(JSON.stringify(i.clusterData));o.info("Setting data for cluster XXX (",e,") ",c,i),n.setNode(i.id,c),n.parent(e)||(o.trace("Setting parent",e,i.id),n.setParent(e,i.id,c))}if(o.info("(Insert) Node XXX"+e+": "+JSON.stringify(n.node(e))),s&&s.clusterNode){o.info("Cluster identified",e,s.width,n.node(e));var u=t(h,s.graph,r,n.node(e)),l=u.elem;k_(s,l),s.diff=u.diff||0,o.info("Node bounds (abc123)",e,s,s.width,s.x,s.y),function(t,e){G_[e.id]=t}(l,s),o.warn("Recursive render complete ",l,s)}else n.children(e).length>0?(o.info("Cluster - the non recursive path XXX",e,s.id,s,n),o.info(D_(s.id,n)),C_[s.id]={id:D_(s.id,n),node:s}):(o.info("Node - the non recursive path",e,s.id,s),function(t,e,n){var r,i,a;e.link?("sandbox"===wb().securityLevel?a="_top":e.linkTarget&&(a=e.linkTarget||"_blank"),r=t.insert("svg:a").attr("xlink:href",e.link).attr("target",a),i=V_[e.shape](r,e,n)):r=i=V_[e.shape](t,e,n),e.tooltip&&i.attr("title",e.tooltip),e.class&&i.attr("class","node default "+e.class),G_[e.id]=r,e.haveCallback&&G_[e.id].attr("class",G_[e.id].attr("class")+" clickable")}(h,n.node(e),a))})),n.edges().forEach((function(t){var e=n.edge(t.v,t.w,t.name);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t)),o.info("Edge "+t.v+" -> "+t.w+": ",t," ",JSON.stringify(n.edge(t))),o.info("Fix",C_,"ids:",t.v,t.w,"Translateing: ",C_[t.v],C_[t.w]),tx(l,e)})),n.edges().forEach((function(t){o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t))})),o.info("#############################################"),o.info("### Layout ###"),o.info("#############################################"),o.info(n),Kb().layout(n),o.info("Graph after layout:",t_().json.write(n));var f=0;return R_(n).forEach((function(t){var e=n.node(t);o.info("Position "+t+": "+JSON.stringify(n.node(t))),o.info("Position "+t+": ("+e.x,","+e.y,") width: ",e.width," height: ",e.height),e&&e.clusterNode?X_(e):n.children(t).length>0?(function(t,e){o.trace("Inserting cluster");var n=e.shape||"rect";Q_[e.id]=Z_[n](t,e)}(c,e),C_[e.id].node=e):X_(e)})),n.edges().forEach((function(t){var e=n.edge(t);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(e),e);var i=function(t,e,n,r,i,a){var s=n.points,c=!1,u=a.node(e.v),l=a.node(e.w);o.info("abc88 InsertEdge: ",n),l.intersect&&u.intersect&&((s=s.slice(1,n.points.length-1)).unshift(u.intersect(s[0])),o.info("Last point",s[s.length-1],l,l.intersect(s[s.length-1])),s.push(l.intersect(s[s.length-1]))),n.toCluster&&(o.info("to cluster abc88",r[n.toCluster]),s=rx(n.points,r[n.toCluster].node),c=!0),n.fromCluster&&(o.info("from cluster abc88",r[n.fromCluster]),s=rx(s.reverse(),r[n.fromCluster].node).reverse(),c=!0);var h,f=s.filter((function(t){return!Number.isNaN(t.y)}));h=("graph"===i||"flowchart"===i)&&n.curve||Vu;var d,p=Uu().x((function(t){return t.x})).y((function(t){return t.y})).curve(h);switch(n.thickness){case"normal":d="edge-thickness-normal";break;case"thick":d="edge-thickness-thick";break;default:d=""}switch(n.pattern){case"solid":d+=" edge-pattern-solid";break;case"dotted":d+=" edge-pattern-dotted";break;case"dashed":d+=" edge-pattern-dashed"}var g=t.append("path").attr("d",p(f)).attr("id",n.id).attr("class"," "+d+(n.classes?" 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m={};return c&&(m.updatedPath=s),m.originalPath=n.points,m}(u,t,e,C_,r,n);nx(e,i)})),n.nodes().forEach((function(t){var e=n.node(t);o.info(t,e.type,e.diff),"group"===e.type&&(f=e.diff)})),{elem:s,diff:f}},ax=function(t,e,n,r,i){b_(t,n,r,i),G_={},K_={},J_={},Q_={},E_={},S_={},C_={},o.warn("Graph at first:",t_().json.write(e)),L_(e),o.warn("Graph after:",t_().json.write(e)),ix(t,e,r)};e_.parser.yy=Zb;var ox={dividerMargin:10,padding:5,textHeight:10};function sx(t){var e;switch(t){case 0:e="aggregation";break;case 1:e="extension";break;case 2:e="composition";break;case 3:e="dependency";break;default:e="none"}return e}var cx={},ux=[],lx=function(t){return void 0===cx[t]&&(cx[t]={attributes:[]},o.info("Added new entity :",t)),cx[t]};const hx={Cardinality:{ZERO_OR_ONE:"ZERO_OR_ONE",ZERO_OR_MORE:"ZERO_OR_MORE",ONE_OR_MORE:"ONE_OR_MORE",ONLY_ONE:"ONLY_ONE"},Identification:{NON_IDENTIFYING:"NON_IDENTIFYING",IDENTIFYING:"IDENTIFYING"},parseDirective:function(t,e,n){UE.parseDirective(this,t,e,n)},getConfig:function(){return wb().er},addEntity:lx,addAttributes:function(t,e){var n,r=lx(t);for(n=e.length-1;n>=0;n--)r.attributes.push(e[n]),o.debug("Added attribute ",e[n].attributeName)},getEntities:function(){return cx},addRelationship:function(t,e,n,r){var i={entityA:t,roleA:e,entityB:n,relSpec:r};ux.push(i),o.debug("Added new relationship :",i)},getRelationships:function(){return ux},clear:function(){cx={},ux=[],Mb()},setTitle:Nb,getTitle:Db,setAccDescription:Bb,getAccDescription:Lb};var fx=n(5890),dx=n.n(fx),px={ONLY_ONE_START:"ONLY_ONE_START",ONLY_ONE_END:"ONLY_ONE_END",ZERO_OR_ONE_START:"ZERO_OR_ONE_START",ZERO_OR_ONE_END:"ZERO_OR_ONE_END",ONE_OR_MORE_START:"ONE_OR_MORE_START",ONE_OR_MORE_END:"ONE_OR_MORE_END",ZERO_OR_MORE_START:"ZERO_OR_MORE_START",ZERO_OR_MORE_END:"ZERO_OR_MORE_END"};const gx=px;var yx={},mx=function(t){return(t.entityA+t.roleA+t.entityB).replace(/\s/g,"")},vx=0;const bx=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)yx[e[n]]=t[e[n]]},_x=function(t,e){o.info("Drawing ER diagram"),hx.clear();var n=dx().parser;n.yy=hx;var r,i=wb().securityLevel;"sandbox"===i&&(r=au("#i"+e));var a=au("sandbox"===i?r.nodes()[0].contentDocument.body:"body");"sandbox"===i?r.nodes()[0].contentDocument:document;try{n.parse(t)}catch(t){o.debug("Parsing failed")}var s,c=a.select("[id='".concat(e,"']"));(function(t,e){var n;t.append("defs").append("marker").attr("id",px.ONLY_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 L9,18 M15,0 L15,18"),t.append("defs").append("marker").attr("id",px.ONLY_ONE_END).attr("refX",18).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M3,0 L3,18 M9,0 L9,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",30).attr("markerHeight",18).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",21).attr("cy",9).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 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9,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_MORE_START).attr("refX",18).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",48).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M0,18 Q18,0 36,18 Q18,36 0,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_MORE_END).attr("refX",39).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",9).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M21,18 Q39,0 57,18 Q39,36 21,18")})(c,yx),s=new(t_().Graph)({multigraph:!0,directed:!0,compound:!1}).setGraph({rankdir:yx.layoutDirection,marginx:20,marginy:20,nodesep:100,edgesep:100,ranksep:100}).setDefaultEdgeLabel((function(){return{}}));var u=function(t,e,n){var 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r=t[n],i="default";r.classes.length>0&&(i=r.classes.join(" "));var c,u=Jv(r.styles),l=void 0!==r.text?r.text:r.id;if(zm(wb().flowchart.htmlLabels)){var h={label:l.replace(/fa[lrsb]?:fa-[\w-]+/g,(function(t){return"<i class='".concat(t.replace(":"," "),"'></i>")}))};(c=tw()(a,h).node()).parentNode.removeChild(c)}else{var f=s.createElementNS("http://www.w3.org/2000/svg","text");f.setAttribute("style",u.labelStyle.replace("color:","fill:"));for(var d=l.split($m.lineBreakRegex),p=0;p<d.length;p++){var g=s.createElementNS("http://www.w3.org/2000/svg","tspan");g.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),g.setAttribute("dy","1em"),g.setAttribute("x","1"),g.textContent=d[p],f.appendChild(g)}c=f}var 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mw={};const vw=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)mw[e[n]]=t[e[n]]},bw=function(t,e){o.info("Drawing flowchart"),Gx.clear(),Gx.setGen("gen-2");var n=Zx().parser;n.yy=Gx,n.parse(t);var r=Gx.getDirection();void 0===r&&(r="TD");var i,a=wb().flowchart,s=a.nodeSpacing||50,c=a.rankSpacing||50,u=wb().securityLevel;"sandbox"===u&&(i=au("#i"+e));var l,h=au("sandbox"===u?i.nodes()[0].contentDocument.body:"body"),f="sandbox"===u?i.nodes()[0].contentDocument:document,d=new(t_().Graph)({multigraph:!0,compound:!0}).setGraph({rankdir:r,nodesep:s,ranksep:c,marginx:8,marginy:8}).setDefaultEdgeLabel((function(){return{}})),p=Gx.getSubGraphs();o.info("Subgraphs - ",p);for(var g=p.length-1;g>=0;g--)l=p[g],o.info("Subgraph - ",l),Gx.addVertex(l.id,l.title,"group",void 0,l.classes,l.dir);var y=Gx.getVertices(),m=Gx.getEdges();o.info(m);var v=0;for(v=p.length-1;v>=0;v--){l=p[v],ou("cluster").append("text");for(var b=0;b<l.nodes.length;b++)o.info("Setting up 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t.height||0})).reduce((function(t,e){return t+e})))+(0===this.messages.length?0:this.messages.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))+(0===this.notes.length?0:this.notes.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))},clear:function(){this.actors=[],this.loops=[],this.messages=[],this.notes=[]},addActor:function(t){this.actors.push(t)},addLoop:function(t){this.loops.push(t)},addMessage:function(t){this.messages.push(t)},addNote:function(t){this.notes.push(t)},lastActor:function(){return this.actors[this.actors.length-1]},lastLoop:function(){return this.loops[this.loops.length-1]},lastMessage:function(){return this.messages[this.messages.length-1]},lastNote:function(){return this.notes[this.notes.length-1]},actors:[],loops:[],messages:[],notes:[]},init:function(){this.sequenceItems=[],this.activations=[],this.models.clear(),this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 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i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(dC.data,"startx",i,Math.min),this.updateVal(dC.data,"starty",o,Math.min),this.updateVal(dC.data,"stopx",a,Math.max),this.updateVal(dC.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},newActivation:function(t,e,n){var r=n[t.from.actor],i=_C(t.from.actor).length||0,a=r.x+r.width/2+(i-1)*fC.activationWidth/2;this.activations.push({startx:a,starty:this.verticalPos+2,stopx:a+fC.activationWidth,stopy:void 0,actor:t.from.actor,anchored:JT(e)})},endActivation:function(t){var e=this.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);return this.activations.splice(e,1)[0]},createLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;return{startx:void 0,starty:this.verticalPos,stopx:void 0,stopy:void 0,title:t.message,wrap:t.wrap,width:t.width,height:0,fill:e}},newLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;this.sequenceItems.push(this.createLoop(t,e))},endLoop:function(){return this.sequenceItems.pop()},addSectionToLoop:function(t){var e=this.sequenceItems.pop();e.sections=e.sections||[],e.sectionTitles=e.sectionTitles||[],e.sections.push({y:dC.getVerticalPos(),height:0}),e.sectionTitles.push(t),this.sequenceItems.push(e)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return{bounds:this.data,models:this.models}}},pC=function(t){return{fontFamily:t.messageFontFamily,fontSize:t.messageFontSize,fontWeight:t.messageFontWeight}},gC=function(t){return{fontFamily:t.noteFontFamily,fontSize:t.noteFontSize,fontWeight:t.noteFontWeight}},yC=function(t){return{fontFamily:t.actorFontFamily,fontSize:t.actorFontSize,fontWeight:t.actorFontWeight}},mC=function(t,e,n,r,i,a){if(!0===i.hideUnusedParticipants){var o=new Set;a.forEach((function(t){o.add(t.from),o.add(t.to)})),n=n.filter((function(t){return o.has(t)}))}for(var s=0,c=0,u=0,l=0;l<n.length;l++){var h=e[n[l]];h.width=h.width||fC.width,h.height=Math.max(h.height||fC.height,fC.height),h.margin=h.margin||fC.actorMargin,h.x=s+c,h.y=r;var f=QT(t,h,fC);u=Math.max(u,f),dC.insert(h.x,r,h.x+h.width,h.height),s+=h.width,c+=h.margin,dC.models.addActor(h)}dC.bumpVerticalPos(u)},vC=function(t,e,n,r){for(var i=0,a=0,o=0;o<n.length;o++){var s=e[n[o]],c=kC(s),u=KT(t,s,c,fC,fC.forceMenus,r);u.height>i&&(i=u.height),u.width+s.x>a&&(a=u.width+s.x)}return{maxHeight:i,maxWidth:a}},bC=function(t){rb(fC,t),t.fontFamily&&(fC.actorFontFamily=fC.noteFontFamily=fC.messageFontFamily=t.fontFamily),t.fontSize&&(fC.actorFontSize=fC.noteFontSize=fC.messageFontSize=t.fontSize),t.fontWeight&&(fC.actorFontWeight=fC.noteFontWeight=fC.messageFontWeight=t.fontWeight)},_C=function(t){return dC.activations.filter((function(e){return e.actor===t}))},xC=function(t,e){var n=e[t],r=_C(t);return[r.reduce((function(t,e){return Math.min(t,e.startx)}),n.x+n.width/2),r.reduce((function(t,e){return Math.max(t,e.stopx)}),n.x+n.width/2)]};function wC(t,e,n,r,i){dC.bumpVerticalPos(n);var a=r;if(e.id&&e.message&&t[e.id]){var s=t[e.id].width,c=pC(fC);e.message=db.wrapLabel("[".concat(e.message,"]"),s-2*fC.wrapPadding,c),e.width=s,e.wrap=!0;var u=db.calculateTextDimensions(e.message,c),l=Math.max(u.height,fC.labelBoxHeight);a=r+l,o.debug("".concat(l," - ").concat(e.message))}i(e),dC.bumpVerticalPos(a)}var kC=function(t){var e=0,n=yC(fC);for(var r in t.links){var i=db.calculateTextDimensions(r,n).width+2*fC.wrapPadding+2*fC.boxMargin;e<i&&(e=i)}return e};const TC={bounds:dC,drawActors:mC,drawActorsPopup:vC,setConf:bC,draw:function(t,e){fC=wb().sequence;var n,r=wb().securityLevel;"sandbox"===r&&(n=au("#i"+e));var i=au("sandbox"===r?n.nodes()[0].contentDocument.body:"body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;dT.parser.yy.clear(),dT.parser.yy.setWrap(fC.wrap),dT.parser.parse(t+"\n"),dC.init(),o.debug("C:".concat(JSON.stringify(fC,null,2)));var s="sandbox"===r?i.select('[id="'.concat(e,'"]')):au('[id="'.concat(e,'"]')),c=dT.parser.yy.getActors(),u=dT.parser.yy.getActorKeys(),l=dT.parser.yy.getMessages(),h=dT.parser.yy.getDiagramTitle(),f=function(t,e){var n={};return e.forEach((function(e){if(t[e.to]&&t[e.from]){var r=t[e.to];if(e.placement===dT.parser.yy.PLACEMENT.LEFTOF&&!r.prevActor)return;if(e.placement===dT.parser.yy.PLACEMENT.RIGHTOF&&!r.nextActor)return;var i=void 0!==e.placement,a=!i,o=i?gC(fC):pC(fC),s=e.wrap?db.wrapLabel(e.message,fC.width-2*fC.wrapPadding,o):e.message,c=db.calculateTextDimensions(s,o).width+2*fC.wrapPadding;a&&e.from===r.nextActor?n[e.to]=Math.max(n[e.to]||0,c):a&&e.from===r.prevActor?n[e.from]=Math.max(n[e.from]||0,c):a&&e.from===e.to?(n[e.from]=Math.max(n[e.from]||0,c/2),n[e.to]=Math.max(n[e.to]||0,c/2)):e.placement===dT.parser.yy.PLACEMENT.RIGHTOF?n[e.from]=Math.max(n[e.from]||0,c):e.placement===dT.parser.yy.PLACEMENT.LEFTOF?n[r.prevActor]=Math.max(n[r.prevActor]||0,c):e.placement===dT.parser.yy.PLACEMENT.OVER&&(r.prevActor&&(n[r.prevActor]=Math.max(n[r.prevActor]||0,c/2)),r.nextActor&&(n[e.from]=Math.max(n[e.from]||0,c/2)))}})),o.debug("maxMessageWidthPerActor:",n),n}(c,l);fC.height=function(t,e){var n=0;for(var r in Object.keys(t).forEach((function(e){var r=t[e];r.wrap&&(r.description=db.wrapLabel(r.description,fC.width-2*fC.wrapPadding,yC(fC)));var i=db.calculateTextDimensions(r.description,yC(fC));r.width=r.wrap?fC.width:Math.max(fC.width,i.width+2*fC.wrapPadding),r.height=r.wrap?Math.max(i.height,fC.height):fC.height,n=Math.max(n,r.height)})),e){var i=t[r];if(i){var a=t[i.nextActor];if(a){var o=e[r]+fC.actorMargin-i.width/2-a.width/2;i.margin=Math.max(o,fC.actorMargin)}}}return Math.max(n,fC.height)}(c,f),cC(s),sC(s),uC(s),mC(s,c,u,0,fC,l);var d=function(t,e){var n,r,i,a={},s=[];return t.forEach((function(t){switch(t.id=db.random({length:10}),t.type){case dT.parser.yy.LINETYPE.LOOP_START:case dT.parser.yy.LINETYPE.ALT_START:case dT.parser.yy.LINETYPE.OPT_START:case dT.parser.yy.LINETYPE.PAR_START:s.push({id:t.id,msg:t.message,from:Number.MAX_SAFE_INTEGER,to:Number.MIN_SAFE_INTEGER,width:0});break;case dT.parser.yy.LINETYPE.ALT_ELSE:case dT.parser.yy.LINETYPE.PAR_AND:t.message&&(n=s.pop(),a[n.id]=n,a[t.id]=n,s.push(n));break;case dT.parser.yy.LINETYPE.LOOP_END:case dT.parser.yy.LINETYPE.ALT_END:case dT.parser.yy.LINETYPE.OPT_END:case dT.parser.yy.LINETYPE.PAR_END:n=s.pop(),a[n.id]=n;break;case dT.parser.yy.LINETYPE.ACTIVE_START:var c=e[t.from?t.from.actor:t.to.actor],u=_C(t.from?t.from.actor:t.to.actor).length,l=c.x+c.width/2+(u-1)*fC.activationWidth/2,h={startx:l,stopx:l+fC.activationWidth,actor:t.from.actor,enabled:!0};dC.activations.push(h);break;case dT.parser.yy.LINETYPE.ACTIVE_END:var f=dC.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);delete dC.activations.splice(f,1)[0]}void 0!==t.placement?(r=function(t,e){var n=e[t.from].x,r=e[t.to].x,i=t.wrap&&t.message,a=db.calculateTextDimensions(i?db.wrapLabel(t.message,fC.width,gC(fC)):t.message,gC(fC)),s={width:i?fC.width:Math.max(fC.width,a.width+2*fC.noteMargin),height:0,startx:e[t.from].x,stopx:0,starty:0,stopy:0,message:t.message};return t.placement===dT.parser.yy.PLACEMENT.RIGHTOF?(s.width=i?Math.max(fC.width,a.width):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*fC.noteMargin),s.startx=n+(e[t.from].width+fC.actorMargin)/2):t.placement===dT.parser.yy.PLACEMENT.LEFTOF?(s.width=i?Math.max(fC.width,a.width+2*fC.noteMargin):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*fC.noteMargin),s.startx=n-s.width+(e[t.from].width-fC.actorMargin)/2):t.to===t.from?(a=db.calculateTextDimensions(i?db.wrapLabel(t.message,Math.max(fC.width,e[t.from].width),gC(fC)):t.message,gC(fC)),s.width=i?Math.max(fC.width,e[t.from].width):Math.max(e[t.from].width,fC.width,a.width+2*fC.noteMargin),s.startx=n+(e[t.from].width-s.width)/2):(s.width=Math.abs(n+e[t.from].width/2-(r+e[t.to].width/2))+fC.actorMargin,s.startx=n<r?n+e[t.from].width/2-fC.actorMargin/2:r+e[t.to].width/2-fC.actorMargin/2),i&&(s.message=db.wrapLabel(t.message,s.width-2*fC.wrapPadding,gC(fC))),o.debug("NM:[".concat(s.startx,",").concat(s.stopx,",").concat(s.starty,",").concat(s.stopy,":").concat(s.width,",").concat(s.height,"=").concat(t.message,"]")),s}(t,e),t.noteModel=r,s.forEach((function(t){(n=t).from=Math.min(n.from,r.startx),n.to=Math.max(n.to,r.startx+r.width),n.width=Math.max(n.width,Math.abs(n.from-n.to))-fC.labelBoxWidth}))):(i=function(t,e){var n=!1;if([dT.parser.yy.LINETYPE.SOLID_OPEN,dT.parser.yy.LINETYPE.DOTTED_OPEN,dT.parser.yy.LINETYPE.SOLID,dT.parser.yy.LINETYPE.DOTTED,dT.parser.yy.LINETYPE.SOLID_CROSS,dT.parser.yy.LINETYPE.DOTTED_CROSS,dT.parser.yy.LINETYPE.SOLID_POINT,dT.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(n=!0),!n)return{};var r=xC(t.from,e),i=xC(t.to,e),a=r[0]<=i[0]?1:0,o=r[0]<i[0]?0:1,s=r.concat(i),c=Math.abs(i[o]-r[a]);t.wrap&&t.message&&(t.message=db.wrapLabel(t.message,Math.max(c+2*fC.wrapPadding,fC.width),pC(fC)));var u=db.calculateTextDimensions(t.message,pC(fC));return{width:Math.max(t.wrap?0:u.width+2*fC.wrapPadding,c+2*fC.wrapPadding,fC.width),height:0,startx:r[a],stopx:i[o],starty:0,stopy:0,message:t.message,type:t.type,wrap:t.wrap,fromBounds:Math.min.apply(null,s),toBounds:Math.max.apply(null,s)}}(t,e),t.msgModel=i,i.startx&&i.stopx&&s.length>0&&s.forEach((function(r){if(n=r,i.startx===i.stopx){var a=e[t.from],o=e[t.to];n.from=Math.min(a.x-i.width/2,a.x-a.width/2,n.from),n.to=Math.max(o.x+i.width/2,o.x+a.width/2,n.to),n.width=Math.max(n.width,Math.abs(n.to-n.from))-fC.labelBoxWidth}else n.from=Math.min(i.startx,n.from),n.to=Math.max(i.stopx,n.to),n.width=Math.max(n.width,i.width)-fC.labelBoxWidth})))})),dC.activations=[],o.debug("Loop type widths:",a),a}(l,c);rC(s),oC(s),iC(s),aC(s);var p=1,g=1,y=Array();l.forEach((function(t){var e,n,r;switch(t.type){case dT.parser.yy.LINETYPE.NOTE:n=t.noteModel,function(t,e){dC.bumpVerticalPos(fC.boxMargin),e.height=fC.boxMargin,e.starty=dC.getVerticalPos();var n=hC();n.x=e.startx,n.y=e.starty,n.width=e.width||fC.width,n.class="note";var r=t.append("g"),i=ZT(r,n),a=lC();a.x=e.startx,a.y=e.starty,a.width=n.width,a.dy="1em",a.text=e.message,a.class="noteText",a.fontFamily=fC.noteFontFamily,a.fontSize=fC.noteFontSize,a.fontWeight=fC.noteFontWeight,a.anchor=fC.noteAlign,a.textMargin=fC.noteMargin,a.valign=fC.noteAlign;var o=zT(r,a),s=Math.round(o.map((function(t){return(t._groups||t)[0][0].getBBox().height})).reduce((function(t,e){return t+e})));i.attr("height",s+2*fC.noteMargin),e.height+=s+2*fC.noteMargin,dC.bumpVerticalPos(s+2*fC.noteMargin),e.stopy=e.starty+s+2*fC.noteMargin,e.stopx=e.startx+n.width,dC.insert(e.startx,e.starty,e.stopx,e.stopy),dC.models.addNote(e)}(s,n);break;case dT.parser.yy.LINETYPE.ACTIVE_START:dC.newActivation(t,s,c);break;case dT.parser.yy.LINETYPE.ACTIVE_END:!function(t,e){var n=dC.endActivation(t);n.starty+18>e&&(n.starty=e-6,e+=12),tC(s,n,e,fC,_C(t.from.actor).length),dC.insert(n.startx,e-10,n.stopx,e)}(t,dC.getVerticalPos());break;case dT.parser.yy.LINETYPE.LOOP_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.LOOP_END:e=dC.endLoop(),eC(s,e,"loop",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.RECT_START:wC(d,t,fC.boxMargin,fC.boxMargin,(function(t){return dC.newLoop(void 0,t.message)}));break;case dT.parser.yy.LINETYPE.RECT_END:e=dC.endLoop(),nC(s,e),dC.models.addLoop(e),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos());break;case dT.parser.yy.LINETYPE.OPT_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.OPT_END:e=dC.endLoop(),eC(s,e,"opt",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.ALT_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.ALT_ELSE:wC(d,t,fC.boxMargin+fC.boxTextMargin,fC.boxMargin,(function(t){return dC.addSectionToLoop(t)}));break;case dT.parser.yy.LINETYPE.ALT_END:e=dC.endLoop(),eC(s,e,"alt",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.PAR_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.PAR_AND:wC(d,t,fC.boxMargin+fC.boxTextMargin,fC.boxMargin,(function(t){return dC.addSectionToLoop(t)}));break;case dT.parser.yy.LINETYPE.PAR_END:e=dC.endLoop(),eC(s,e,"par",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.AUTONUMBER:p=t.message.start||p,g=t.message.step||g,t.message.visible?dT.parser.yy.enableSequenceNumbers():dT.parser.yy.disableSequenceNumbers();break;default:try{(r=t.msgModel).starty=dC.getVerticalPos(),r.sequenceIndex=p,r.sequenceVisible=dT.parser.yy.showSequenceNumbers();var i=function(t,e){dC.bumpVerticalPos(10);var n,r=e.startx,i=e.stopx,a=e.message,o=$m.splitBreaks(a).length,s=db.calculateTextDimensions(a,pC(fC)),c=s.height/o;e.height+=c,dC.bumpVerticalPos(c);var u=s.height-10,l=s.width;if(r===i){n=dC.getVerticalPos()+u,fC.rightAngles||(u+=fC.boxMargin,n=dC.getVerticalPos()+u),u+=30;var h=Math.max(l/2,fC.width/2);dC.insert(r-h,dC.getVerticalPos()-10+u,i+h,dC.getVerticalPos()+30+u)}else u+=fC.boxMargin,n=dC.getVerticalPos()+u,dC.insert(r,n-10,i,n);return dC.bumpVerticalPos(u),e.height+=u,e.stopy=e.starty+e.height,dC.insert(e.fromBounds,e.starty,e.toBounds,e.stopy),n}(0,r);y.push({messageModel:r,lineStarty:i}),dC.models.addMessage(r)}catch(t){o.error("error while drawing message",t)}}[dT.parser.yy.LINETYPE.SOLID_OPEN,dT.parser.yy.LINETYPE.DOTTED_OPEN,dT.parser.yy.LINETYPE.SOLID,dT.parser.yy.LINETYPE.DOTTED,dT.parser.yy.LINETYPE.SOLID_CROSS,dT.parser.yy.LINETYPE.DOTTED_CROSS,dT.parser.yy.LINETYPE.SOLID_POINT,dT.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(p+=g)})),y.forEach((function(t){return function(t,e,n){var r=e.startx,i=e.stopx,a=e.starty,o=e.message,s=e.type,c=e.sequenceIndex,u=e.sequenceVisible,l=db.calculateTextDimensions(o,pC(fC)),h=lC();h.x=r,h.y=a+10,h.width=i-r,h.class="messageText",h.dy="1em",h.text=o,h.fontFamily=fC.messageFontFamily,h.fontSize=fC.messageFontSize,h.fontWeight=fC.messageFontWeight,h.anchor=fC.messageAlign,h.valign=fC.messageAlign,h.textMargin=fC.wrapPadding,h.tspan=!1,zT(t,h);var f,d=l.width;r===i?f=fC.rightAngles?t.append("path").attr("d","M ".concat(r,",").concat(n," H ").concat(r+Math.max(fC.width/2,d/2)," V ").concat(n+25," H ").concat(r)):t.append("path").attr("d","M "+r+","+n+" C "+(r+60)+","+(n-10)+" "+(r+60)+","+(n+30)+" "+r+","+(n+20)):((f=t.append("line")).attr("x1",r),f.attr("y1",n),f.attr("x2",i),f.attr("y2",n)),s===dT.parser.yy.LINETYPE.DOTTED||s===dT.parser.yy.LINETYPE.DOTTED_CROSS||s===dT.parser.yy.LINETYPE.DOTTED_POINT||s===dT.parser.yy.LINETYPE.DOTTED_OPEN?(f.style("stroke-dasharray","3, 3"),f.attr("class","messageLine1")):f.attr("class","messageLine0");var p="";fC.arrowMarkerAbsolute&&(p=(p=(p=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),f.attr("stroke-width",2),f.attr("stroke","none"),f.style("fill","none"),s!==dT.parser.yy.LINETYPE.SOLID&&s!==dT.parser.yy.LINETYPE.DOTTED||f.attr("marker-end","url("+p+"#arrowhead)"),s!==dT.parser.yy.LINETYPE.SOLID_POINT&&s!==dT.parser.yy.LINETYPE.DOTTED_POINT||f.attr("marker-end","url("+p+"#filled-head)"),s!==dT.parser.yy.LINETYPE.SOLID_CROSS&&s!==dT.parser.yy.LINETYPE.DOTTED_CROSS||f.attr("marker-end","url("+p+"#crosshead)"),(u||fC.showSequenceNumbers)&&(f.attr("marker-start","url("+p+"#sequencenumber)"),t.append("text").attr("x",r).attr("y",n+4).attr("font-family","sans-serif").attr("font-size","12px").attr("text-anchor","middle").attr("textLength","16px").attr("class","sequenceNumber").text(c))}(s,t.messageModel,t.lineStarty)})),fC.mirrorActors&&(dC.bumpVerticalPos(2*fC.boxMargin),mC(s,c,u,dC.getVerticalPos(),fC,l),dC.bumpVerticalPos(fC.boxMargin),HT(s,dC.getVerticalPos()));var m=vC(s,c,u,a),v=dC.getBounds().bounds;o.debug("For line height fix Querying: #"+e+" .actor-line"),ou("#"+e+" .actor-line").attr("y2",v.stopy);var b=v.stopy-v.starty;b<m.maxHeight&&(b=m.maxHeight);var _=b+2*fC.diagramMarginY;fC.mirrorActors&&(_=_-fC.boxMargin+fC.bottomMarginAdj);var x=v.stopx-v.startx;x<m.maxWidth&&(x=m.maxWidth);var w=x+2*fC.diagramMarginX;h&&s.append("text").text(h).attr("x",(v.stopx-v.startx)/2-2*fC.diagramMarginX).attr("y",-25),lb(s,_,w,fC.useMaxWidth);var k=h?40:0;s.attr("viewBox",v.startx-fC.diagramMarginX+" -"+(fC.diagramMarginY+k)+" "+w+" "+(_+k)),f_(dT.parser.yy,s,e),o.debug("models:",dC.models)}};var CC=n(3584),EC=n.n(CC);function SC(t){return SC="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},SC(t)}var AC=function(t){return JSON.parse(JSON.stringify(t))},MC=[],NC=function t(e,n,r){if("relation"===n.stmt)t(e,n.state1,!0),t(e,n.state2,!1);else if("state"===n.stmt&&"[*]"===n.id&&(n.id=r?e.id+"_start":e.id+"_end",n.start=r),n.doc){var i=[],a=0,o=[];for(a=0;a<n.doc.length;a++)if("divider"===n.doc[a].type){var s=AC(n.doc[a]);s.doc=AC(o),i.push(s),o=[]}else o.push(n.doc[a]);if(i.length>0&&o.length>0){var c={stmt:"state",id:eb(),type:"divider",doc:AC(o)};i.push(AC(c)),n.doc=i}n.doc.forEach((function(e){return t(n,e,!0)}))}},DC={root:{relations:[],states:{},documents:{}}},BC=DC.root,LC=0,OC=function(t,e,n,r,i){void 0===BC.states[t]?BC.states[t]={id:t,descriptions:[],type:e,doc:n,note:i}:(BC.states[t].doc||(BC.states[t].doc=n),BC.states[t].type||(BC.states[t].type=e)),r&&(o.info("Adding state ",t,r),"string"==typeof r&&FC(t,r.trim()),"object"===SC(r)&&r.forEach((function(e){return 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++PC},setDirection:function(t){jC=t},cleanupLabel:function(t){return":"===t.substring(0,1)?t.substr(2).trim():t.trim()},lineType:{LINE:0,DOTTED_LINE:1},relationType:{AGGREGATION:0,EXTENSION:1,COMPOSITION:2,DEPENDENCY:3},logDocuments:function(){o.info("Documents = ",DC)},getRootDoc:function(){return MC},setRootDoc:function(t){o.info("Setting root doc",t),MC=t},getRootDocV2:function(){return NC({id:"root"},{id:"root",doc:MC},!0),{id:"root",doc:MC}},extract:function(t){var e;e=t.doc?t.doc:t,o.info(e),IC(),o.info("Extract",e),e.forEach((function(t){"state"===t.stmt&&OC(t.id,t.type,t.doc,t.description,t.note),"relation"===t.stmt&&RC(t.state1.id,t.state2.id,t.description)}))},trimColon:function(t){return t&&":"===t[0]?t.substr(1).trim():t.trim()},getTitle:Db,setTitle:Nb,getAccDescription:Lb,setAccDescription:Bb};var zC={};function $C(t,e){(null==e||e>t.length)&&(e=t.length);for(var n=0,r=new Array(e);n<e;n++)r[n]=t[n];return r}var qC,HC=function(t,e,n){var r,i=wb().state.padding,a=2*wb().state.padding,o=t.node().getBBox(),s=o.width,c=o.x,u=t.append("text").attr("x",0).attr("y",wb().state.titleShift).attr("font-size",wb().state.fontSize).attr("class","state-title").text(e.id),l=u.node().getBBox().width+a,h=Math.max(l,s);h===s&&(h+=a);var f=t.node().getBBox();e.doc,r=c-i,l>s&&(r=(s-h)/2+i),Math.abs(c-f.x)<i&&l>s&&(r=c-(l-s)/2);var d=1-wb().state.textHeight;return t.insert("rect",":first-child").attr("x",r).attr("y",d).attr("class",n?"alt-composit":"composit").attr("width",h).attr("height",f.height+wb().state.textHeight+wb().state.titleShift+1).attr("rx","0"),u.attr("x",r+i),l<=s&&u.attr("x",c+(h-a)/2-l/2+i),t.insert("rect",":first-child").attr("x",r).attr("y",wb().state.titleShift-wb().state.textHeight-wb().state.padding).attr("width",h).attr("height",3*wb().state.textHeight).attr("rx",wb().state.radius),t.insert("rect",":first-child").attr("x",r).attr("y",wb().state.titleShift-wb().state.textHeight-wb().state.padding).attr("width",h).attr("height",f.height+3+2*wb().state.textHeight).attr("rx",wb().state.radius),t},WC=function(t,e){e.attr("class","state-note");var n=e.append("rect").attr("x",0).attr("y",wb().state.padding),r=function(t,e,n,r){var i=0,a=r.append("text");a.style("text-anchor","start"),a.attr("class","noteText");var o,s=t.replace(/\r\n/g,"<br/>"),c=(s=s.replace(/\n/g,"<br/>")).split($m.lineBreakRegex),u=1.25*wb().state.noteMargin,l=function(t,e){var n="undefined"!=typeof Symbol&&t[Symbol.iterator]||t["@@iterator"];if(!n){if(Array.isArray(t)||(n=function(t,e){if(t){if("string"==typeof t)return $C(t,e);var n=Object.prototype.toString.call(t).slice(8,-1);return"Object"===n&&t.constructor&&(n=t.constructor.name),"Map"===n||"Set"===n?Array.from(t):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?$C(t,e):void 0}}(t))||e&&t&&"number"==typeof t.length){n&&(t=n);var r=0,i=function(){};return{s:i,n:function(){return r>=t.length?{done:!0}:{done:!1,value:t[r++]}},e:function(t){throw t},f:i}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}var a,o=!0,s=!1;return{s:function(){n=n.call(t)},n:function(){var t=n.next();return o=t.done,t},e:function(t){s=!0,a=t},f:function(){try{o||null==n.return||n.return()}finally{if(s)throw a}}}}(c);try{for(l.s();!(o=l.n()).done;){var h=o.value.trim();if(h.length>0){var f=a.append("tspan");f.text(h),0===u&&(u+=f.node().getBBox().height),i+=u,f.attr("x",0+wb().state.noteMargin),f.attr("y",0+i+1.25*wb().state.noteMargin)}}}catch(t){l.e(t)}finally{l.f()}return{textWidth:a.node().getBBox().width,textHeight:i}}(t,0,0,e.append("g")),i=r.textWidth,a=r.textHeight;return n.attr("height",a+2*wb().state.noteMargin),n.attr("width",i+2*wb().state.noteMargin),n},VC=function(t,e){var n=e.id,r={id:n,label:e.id,width:0,height:0},i=t.append("g").attr("id",n).attr("class","stateGroup");"start"===e.type&&function(t){t.append("circle").attr("class","start-state").attr("r",wb().state.sizeUnit).attr("cx",wb().state.padding+wb().state.sizeUnit).attr("cy",wb().state.padding+wb().state.sizeUnit)}(i),"end"===e.type&&function(t){t.append("circle").attr("class","end-state-outer").attr("r",wb().state.sizeUnit+wb().state.miniPadding).attr("cx",wb().state.padding+wb().state.sizeUnit+wb().state.miniPadding).attr("cy",wb().state.padding+wb().state.sizeUnit+wb().state.miniPadding),t.append("circle").attr("class","end-state-inner").attr("r",wb().state.sizeUnit).attr("cx",wb().state.padding+wb().state.sizeUnit+2).attr("cy",wb().state.padding+wb().state.sizeUnit+2)}(i),"fork"!==e.type&&"join"!==e.type||function(t,e){var n=wb().state.forkWidth,r=wb().state.forkHeight;if(e.parentId){var 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n=t.append("text").attr("x",2*wb().state.padding).attr("y",wb().state.textHeight+1.3*wb().state.padding).attr("font-size",wb().state.fontSize).attr("class","state-title").text(e.descriptions[0]).node().getBBox(),r=n.height,i=t.append("text").attr("x",wb().state.padding).attr("y",r+.4*wb().state.padding+wb().state.dividerMargin+wb().state.textHeight).attr("class","state-description"),a=!0,o=!0;e.descriptions.forEach((function(t){a||(function(t,e,n){var r=t.append("tspan").attr("x",2*wb().state.padding).text(e);n||r.attr("dy",wb().state.textHeight)}(i,t,o),o=!1),a=!1}));var s=t.append("line").attr("x1",wb().state.padding).attr("y1",wb().state.padding+r+wb().state.dividerMargin/2).attr("y2",wb().state.padding+r+wb().state.dividerMargin/2).attr("class","descr-divider"),c=i.node().getBBox(),u=Math.max(c.width,n.width);s.attr("x2",u+3*wb().state.padding),t.insert("rect",":first-child").attr("x",wb().state.padding).attr("y",wb().state.padding).attr("width",u+2*wb().state.padding).attr("height",c.height+r+2*wb().state.padding).attr("rx",wb().state.radius)}(i,e);var a,o=i.node().getBBox();return r.width=o.width+2*wb().state.padding,r.height=o.height+2*wb().state.padding,a=r,zC[n]=a,r},GC=0;CC.parser.yy=UC;var XC={},ZC=function t(e,n,r,i,a,s){var c,u=new(t_().Graph)({compound:!0,multigraph:!0}),l=!0;for(c=0;c<e.length;c++)if("relation"===e[c].stmt){l=!1;break}r?u.setGraph({rankdir:"LR",multigraph:!0,compound:!0,ranker:"tight-tree",ranksep:l?1:qC.edgeLengthFactor,nodeSep:l?1:50,isMultiGraph:!0}):u.setGraph({rankdir:"TB",multigraph:!0,compound:!0,ranksep:l?1:qC.edgeLengthFactor,nodeSep:l?1:50,ranker:"tight-tree",isMultiGraph:!0}),u.setDefaultEdgeLabel((function(){return{}})),UC.extract(e);for(var h=UC.getStates(),f=UC.getRelations(),d=Object.keys(h),p=0;p<d.length;p++){var g=h[d[p]];r&&(g.parentId=r);var y=void 0;if(g.doc){var m=n.append("g").attr("id",g.id).attr("class","stateGroup");y=t(g.doc,m,g.id,!i,a,s);var v=(m=HC(m,g,i)).node().getBBox();y.width=v.width,y.height=v.height+qC.padding/2,XC[g.id]={y:qC.compositTitleSize}}else y=VC(n,g);if(g.note){var b={descriptions:[],id:g.id+"-note",note:g.note,type:"note"},_=VC(n,b);"left 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e=t.parentElement,n=0,r=0;e&&(e.parentElement&&(n=e.parentElement.getBBox().width),r=parseInt(e.getAttribute("data-x-shift"),10),Number.isNaN(r)&&(r=0)),t.setAttribute("x1",0-r+8),t.setAttribute("x2",n-r-8)}))):o.debug("No Node "+t+": "+JSON.stringify(u.node(t)))}));var k=w.getBBox();u.edges().forEach((function(t){void 0!==t&&void 0!==u.edge(t)&&(o.debug("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(u.edge(t))),function(t,e,n){e.points=e.points.filter((function(t){return!Number.isNaN(t.y)}));var r=e.points,i=Uu().x((function(t){return t.x})).y((function(t){return t.y})).curve(Vu),a=t.append("path").attr("d",i(r)).attr("id","edge"+GC).attr("class","transition"),s="";if(wb().state.arrowMarkerAbsolute&&(s=(s=(s=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),a.attr("marker-end","url("+s+"#"+function(t){switch(t){case UC.relationType.AGGREGATION:return"aggregation";case UC.relationType.EXTENSION:return"extension";case UC.relationType.COMPOSITION:return"composition";case UC.relationType.DEPENDENCY:return"dependency"}}(UC.relationType.DEPENDENCY)+"End)"),void 0!==n.title){for(var c=t.append("g").attr("class","stateLabel"),u=db.calcLabelPosition(e.points),l=u.x,h=u.y,f=$m.getRows(n.title),d=0,p=[],g=0,y=0,m=0;m<=f.length;m++){var v=c.append("text").attr("text-anchor","middle").text(f[m]).attr("x",l).attr("y",h+d),b=v.node().getBBox();if(g=Math.max(g,b.width),y=Math.min(y,b.x),o.info(b.x,l,h+d),0===d){var _=v.node().getBBox();d=_.height,o.info("Title height",d,h)}p.push(v)}var x=d*f.length;if(f.length>1){var w=(f.length-1)*d*.5;p.forEach((function(t,e){return t.attr("y",h+e*d-w)})),x=d*f.length}var k=c.node().getBBox();c.insert("rect",":first-child").attr("class","box").attr("x",l-g/2-wb().state.padding/2).attr("y",h-x/2-wb().state.padding/2-3.5).attr("width",g+wb().state.padding).attr("height",x+wb().state.padding),o.info(k)}GC++}(n,u.edge(t),u.edge(t).relation))})),k=w.getBBox();var T={id:r||"root",label:r||"root",width:0,height:0};return T.width=k.width+2*qC.padding,T.height=k.height+2*qC.padding,o.debug("Doc rendered",T,u),T};const QC=function(t,e){qC=wb().state;var n,r=wb().securityLevel;"sandbox"===r&&(n=au("#i"+e));var i=au("sandbox"===r?n.nodes()[0].contentDocument.body:"body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;CC.parser.yy.clear(),CC.parser.parse(t),o.debug("Rendering diagram "+t);var s=i.select("[id='".concat(e,"']"));s.append("defs").append("marker").attr("id","dependencyEnd").attr("refX",19).attr("refY",7).attr("markerWidth",20).attr("markerHeight",28).attr("orient","auto").append("path").attr("d","M 19,7 L9,13 L14,7 L9,1 Z"),new(t_().Graph)({multigraph:!0,compound:!0,rankdir:"RL"}).setDefaultEdgeLabel((function(){return{}}));var c=UC.getRootDoc();ZC(c,s,void 0,!1,i,a);var u=qC.padding,l=s.node().getBBox(),h=l.width+2*u,f=l.height+2*u;lb(s,f,1.75*h,qC.useMaxWidth),s.attr("viewBox","".concat(l.x-qC.padding," ").concat(l.y-qC.padding," ")+h+" "+f),f_(CC.parser.yy,s,e)};var KC={},JC={},tE=function(t,e,n,r){if("root"!==n.id){var i="rect";!0===n.start&&(i="start"),!1===n.start&&(i="end"),"default"!==n.type&&(i=n.type),JC[n.id]||(JC[n.id]={id:n.id,shape:i,description:$m.sanitizeText(n.id,wb()),classes:"statediagram-state"}),n.description&&(Array.isArray(JC[n.id].description)?(JC[n.id].shape="rectWithTitle",JC[n.id].description.push(n.description)):JC[n.id].description.length>0?(JC[n.id].shape="rectWithTitle",JC[n.id].description===n.id?JC[n.id].description=[n.description]:JC[n.id].description=[JC[n.id].description,n.description]):(JC[n.id].shape="rect",JC[n.id].description=n.description),JC[n.id].description=$m.sanitizeTextOrArray(JC[n.id].description,wb())),1===JC[n.id].description.length&&"rectWithTitle"===JC[n.id].shape&&(JC[n.id].shape="rect"),!JC[n.id].type&&n.doc&&(o.info("Setting cluster for ",n.id,rE(n)),JC[n.id].type="group",JC[n.id].dir=rE(n),JC[n.id].shape="divider"===n.type?"divider":"roundedWithTitle",JC[n.id].classes=JC[n.id].classes+" "+(r?"statediagram-cluster 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1;\n}\n\n#extensionEnd, .extension {\n fill: ").concat(t.lineColor," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationStart, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationEnd, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n.edgeTerminals {\n font-size: 11px;\n}\n\n")},LE=function(t){return".label {\n font-family: ".concat(t.fontFamily,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n .cluster-label text {\n fill: ").concat(t.titleColor,";\n }\n .cluster-label span {\n color: ").concat(t.titleColor,";\n }\n\n .label text,span {\n fill: ").concat(t.nodeTextColor||t.textColor,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n\n .node rect,\n .node circle,\n .node ellipse,\n .node polygon,\n .node path {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n stroke-width: 1px;\n }\n\n .node .label {\n text-align: center;\n }\n .node.clickable {\n cursor: pointer;\n }\n\n .arrowheadPath {\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 2.0px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n background-color: ").concat(t.edgeLabelBackground,";\n fill: ").concat(t.edgeLabelBackground,";\n }\n text-align: center;\n }\n\n .cluster rect {\n fill: ").concat(t.clusterBkg,";\n stroke: ").concat(t.clusterBorder,";\n stroke-width: 1px;\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n .cluster span {\n color: ").concat(t.titleColor,";\n }\n /* .cluster div {\n color: ").concat(t.titleColor,";\n } */\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: ").concat(t.fontFamily,";\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n")},OE=function(t){return"\ndefs #statediagram-barbEnd {\n fill: ".concat(t.transitionColor,";\n stroke: ").concat(t.transitionColor,";\n }\ng.stateGroup text {\n fill: ").concat(t.nodeBorder,";\n stroke: none;\n font-size: 10px;\n}\ng.stateGroup text {\n fill: ").concat(t.textColor,";\n stroke: none;\n font-size: 10px;\n\n}\ng.stateGroup .state-title {\n font-weight: bolder;\n fill: ").concat(t.stateLabelColor,";\n}\n\ng.stateGroup rect {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n}\n\ng.stateGroup line {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n\n.transition {\n stroke: ").concat(t.transitionColor,";\n stroke-width: 1;\n fill: none;\n}\n\n.stateGroup .composit {\n fill: ").concat(t.background,";\n border-bottom: 1px\n}\n\n.stateGroup 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").concat(t.innerEndBackground,";\n stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n.end-state-inner {\n fill: ").concat(t.compositeBackground||t.background,";\n // stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n\n.node rect {\n fill: ").concat(t.stateBkg||t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n.node polygon {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";;\n stroke-width: 1px;\n}\n#statediagram-barbEnd {\n fill: ").concat(t.lineColor,";\n}\n\n.statediagram-cluster rect {\n fill: ").concat(t.compositeTitleBackground,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n\n.cluster-label, .nodeLabel {\n color: ").concat(t.stateLabelColor,";\n}\n\n.statediagram-cluster rect.outer {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state .divider {\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n}\n\n.statediagram-state .title-state {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-cluster.statediagram-cluster .inner {\n fill: ").concat(t.compositeBackground||t.background,";\n}\n.statediagram-cluster.statediagram-cluster-alt .inner {\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.statediagram-cluster .inner {\n rx:0;\n ry:0;\n}\n\n.statediagram-state rect.basic {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state rect.divider {\n stroke-dasharray: 10,10;\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.note-edge {\n stroke-dasharray: 5;\n}\n\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n\n.statediagram-note text {\n fill: ").concat(t.noteTextColor,";\n}\n\n.statediagram-note .nodeLabel {\n color: ").concat(t.noteTextColor,";\n}\n.statediagram .edgeLabel {\n color: red; // ").concat(t.noteTextColor,";\n}\n\n#dependencyStart, #dependencyEnd {\n fill: ").concat(t.lineColor,";\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n")};var IE={flowchart:LE,"flowchart-v2":LE,sequence:function(t){return".actor {\n stroke: ".concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n\n text.actor > tspan {\n fill: ").concat(t.actorTextColor,";\n stroke: none;\n }\n\n .actor-line {\n stroke: ").concat(t.actorLineColor,";\n }\n\n .messageLine0 {\n stroke-width: 1.5;\n stroke-dasharray: none;\n stroke: ").concat(t.signalColor,";\n }\n\n .messageLine1 {\n stroke-width: 1.5;\n stroke-dasharray: 2, 2;\n stroke: ").concat(t.signalColor,";\n }\n\n #arrowhead path {\n fill: ").concat(t.signalColor,";\n stroke: ").concat(t.signalColor,";\n }\n\n .sequenceNumber {\n fill: ").concat(t.sequenceNumberColor,";\n }\n\n #sequencenumber {\n fill: ").concat(t.signalColor,";\n }\n\n #crosshead path {\n fill: ").concat(t.signalColor,";\n stroke: 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").concat(t.activationBorderColor,";\n }\n\n .activation2 {\n fill: ").concat(t.activationBkgColor,";\n stroke: ").concat(t.activationBorderColor,";\n }\n\n .actorPopupMenu {\n position: absolute;\n }\n\n .actorPopupMenuPanel {\n position: absolute;\n fill: ").concat(t.actorBkg,";\n box-shadow: 0px 8px 16px 0px rgba(0,0,0,0.2);\n filter: drop-shadow(3px 5px 2px rgb(0 0 0 / 0.4));\n}\n .actor-man line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n .actor-man circle, line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n stroke-width: 2px;\n }\n")},gantt:function(t){return'\n .mermaid-main-font {\n font-family: "trebuchet ms", verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n .exclude-range {\n fill: '.concat(t.excludeBkgColor,";\n }\n\n .section {\n stroke: none;\n opacity: 0.2;\n }\n\n .section0 {\n fill: ").concat(t.sectionBkgColor,";\n }\n\n .section2 {\n fill: ").concat(t.sectionBkgColor2,";\n }\n\n .section1,\n .section3 {\n fill: ").concat(t.altSectionBkgColor,";\n opacity: 0.2;\n }\n\n .sectionTitle0 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle1 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle2 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle3 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle {\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n // text-height: 14px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n\n /* Grid and axis */\n\n .grid .tick {\n stroke: ").concat(t.gridColor,";\n opacity: 0.8;\n shape-rendering: crispEdges;\n text {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.textColor,";\n }\n }\n\n .grid path {\n stroke-width: 0;\n }\n\n\n /* Today line */\n\n .today {\n fill: none;\n stroke: ").concat(t.todayLineColor,";\n stroke-width: 2px;\n }\n\n\n /* Task styling */\n\n /* Default task */\n\n .task {\n stroke-width: 2;\n }\n\n .taskText {\n text-anchor: middle;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n\n // .taskText:not([font-size]) {\n // font-size: ").concat(t.ganttFontSize,";\n // }\n\n .taskTextOutsideRight {\n fill: ").concat(t.taskTextDarkColor,";\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n .taskTextOutsideLeft {\n fill: ").concat(t.taskTextDarkColor,";\n text-anchor: end;\n // font-size: ").concat(t.ganttFontSize,";\n }\n\n /* Special case clickable */\n .task.clickable {\n cursor: pointer;\n }\n .taskText.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n .taskTextOutsideLeft.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n .taskTextOutsideRight.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n /* Specific task settings for the sections*/\n\n .taskText0,\n .taskText1,\n .taskText2,\n .taskText3 {\n fill: ").concat(t.taskTextColor,";\n }\n\n .task0,\n .task1,\n .task2,\n .task3 {\n fill: ").concat(t.taskBkgColor,";\n stroke: ").concat(t.taskBorderColor,";\n }\n\n .taskTextOutside0,\n .taskTextOutside2\n {\n fill: ").concat(t.taskTextOutsideColor,";\n }\n\n .taskTextOutside1,\n .taskTextOutside3 {\n fill: ").concat(t.taskTextOutsideColor,";\n }\n\n\n /* Active task */\n\n .active0,\n .active1,\n .active2,\n .active3 {\n fill: ").concat(t.activeTaskBkgColor,";\n stroke: ").concat(t.activeTaskBorderColor,";\n }\n\n .activeText0,\n .activeText1,\n .activeText2,\n .activeText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Completed task */\n\n .done0,\n .done1,\n .done2,\n .done3 {\n stroke: ").concat(t.doneTaskBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneText0,\n .doneText1,\n .doneText2,\n .doneText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Tasks on the critical line */\n\n .crit0,\n .crit1,\n .crit2,\n .crit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.critBkgColor,";\n stroke-width: 2;\n }\n\n .activeCrit0,\n .activeCrit1,\n .activeCrit2,\n .activeCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.activeTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneCrit0,\n .doneCrit1,\n .doneCrit2,\n .doneCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n cursor: pointer;\n shape-rendering: crispEdges;\n }\n\n .milestone {\n transform: rotate(45deg) scale(0.8,0.8);\n }\n\n .milestoneText {\n font-style: italic;\n }\n .doneCritText0,\n .doneCritText1,\n .doneCritText2,\n .doneCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .activeCritText0,\n .activeCritText1,\n .activeCritText2,\n .activeCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .titleText {\n text-anchor: middle;\n font-size: 18px;\n fill: ").concat(t.textColor," ;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n")},classDiagram:BE,"classDiagram-v2":BE,class:BE,stateDiagram:OE,state:OE,gitGraph:function(t){return"\n .commit-id,\n .commit-msg,\n .branch-label {\n fill: lightgrey;\n color: lightgrey;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n ".concat([0,1,2,3,4,5,6,7].map((function(e){return"\n .branch-label".concat(e," { fill: ").concat(t["gitBranchLabel"+e],"; }\n .commit").concat(e," { stroke: ").concat(t["git"+e],"; fill: ").concat(t["git"+e],"; }\n .commit-highlight").concat(e," { stroke: ").concat(t["gitInv"+e],"; fill: ").concat(t["gitInv"+e],"; }\n .label").concat(e," { fill: ").concat(t["git"+e],"; }\n .arrow").concat(e," { stroke: 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}\n")},info:function(){return""},pie:function(t){return"\n .pieCircle{\n stroke: ".concat(t.pieStrokeColor,";\n stroke-width : ").concat(t.pieStrokeWidth,";\n opacity : ").concat(t.pieOpacity,";\n }\n .pieTitleText {\n text-anchor: middle;\n font-size: ").concat(t.pieTitleTextSize,";\n fill: ").concat(t.pieTitleTextColor,";\n font-family: ").concat(t.fontFamily,";\n }\n .slice {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.pieSectionTextColor,";\n font-size:").concat(t.pieSectionTextSize,";\n // fill: white;\n }\n .legend text {\n fill: ").concat(t.pieLegendTextColor,";\n font-family: ").concat(t.fontFamily,";\n font-size: ").concat(t.pieLegendTextSize,";\n }\n")},er:function(t){return"\n .entityBox {\n fill: ".concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n }\n\n .attributeBoxOdd {\n fill: #ffffff;\n stroke: ").concat(t.nodeBorder,";\n }\n\n .attributeBoxEven {\n fill: #f2f2f2;\n stroke: ").concat(t.nodeBorder,";\n }\n\n .relationshipLabelBox {\n fill: 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").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1.5px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n }\n text-align: center;\n }\n\n .cluster rect {\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n\n .task-type-0, .section-type-0 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType0):"",";\n }\n .task-type-1, .section-type-1 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType1):"",";\n }\n .task-type-2, .section-type-2 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType2):"",";\n }\n .task-type-3, .section-type-3 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType3):"",";\n }\n .task-type-4, .section-type-4 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType4):"",";\n }\n .task-type-5, .section-type-5 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType5):"",";\n }\n .task-type-6, .section-type-6 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType6):"",";\n }\n .task-type-7, .section-type-7 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType7):"",";\n }\n\n .actor-0 {\n ").concat(t.actor0?"fill: ".concat(t.actor0):"",";\n }\n .actor-1 {\n ").concat(t.actor1?"fill: ".concat(t.actor1):"",";\n }\n .actor-2 {\n ").concat(t.actor2?"fill: ".concat(t.actor2):"",";\n }\n .actor-3 {\n ").concat(t.actor3?"fill: ".concat(t.actor3):"",";\n }\n .actor-4 {\n ").concat(t.actor4?"fill: ".concat(t.actor4):"",";\n }\n .actor-5 {\n ").concat(t.actor5?"fill: ".concat(t.actor5):"",";\n }\n\n }\n")},requirement:function(t){return"\n\n marker {\n fill: ".concat(t.relationColor,";\n stroke: ").concat(t.relationColor,";\n }\n\n marker.cross {\n stroke: ").concat(t.lineColor,";\n }\n\n svg {\n font-family: ").concat(t.fontFamily,";\n font-size: ").concat(t.fontSize,";\n }\n\n .reqBox {\n fill: ").concat(t.requirementBackground,";\n fill-opacity: 100%;\n stroke: ").concat(t.requirementBorderColor,";\n stroke-width: ").concat(t.requirementBorderSize,";\n }\n \n .reqTitle, .reqLabel{\n fill: ").concat(t.requirementTextColor,";\n }\n .reqLabelBox {\n fill: ").concat(t.relationLabelBackground,";\n fill-opacity: 100%;\n }\n\n .req-title-line {\n stroke: ").concat(t.requirementBorderColor,";\n stroke-width: ").concat(t.requirementBorderSize,";\n }\n .relationshipLine {\n stroke: ").concat(t.relationColor,";\n stroke-width: 1;\n }\n .relationshipLabel {\n fill: ").concat(t.relationLabelColor,";\n }\n\n")}};function RE(t){return RE="function"==typeof Symbol&&"symbol"==typeof 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Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(hb);const Zb=wb(Xb);var Qb=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(hb);const Kb=wb(Qb);var Jb=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(hb);const t_=wb(Jb);var e_=new 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Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(hb);const p_=wb(d_);var g_=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(hb);const y_=wb(g_);var m_=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(hb);const v_=wb(m_);var b_=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(hb);const __=wb(b_);var x_=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(hb);const w_=wb(x_);function k_(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", 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i=x(t)?t:_e(t),a=x(e)?e:_e(e);return!!(this.isValid()&&i.isValid()&&a.isValid())&&("("===(r=r||"()")[0]?this.isAfter(i,n):!this.isBefore(i,n))&&(")"===r[1]?this.isBefore(a,n):!this.isAfter(a,n))},on.isSame=function(t,e){var n,r=x(t)?t:_e(t);return!(!this.isValid()||!r.isValid())&&("millisecond"===(e=I(e)||"millisecond")?this.valueOf()===r.valueOf():(n=r.valueOf(),this.clone().startOf(e).valueOf()<=n&&n<=this.clone().endOf(e).valueOf()))},on.isSameOrAfter=function(t,e){return this.isSame(t,e)||this.isAfter(t,e)},on.isSameOrBefore=function(t,e){return this.isSame(t,e)||this.isBefore(t,e)},on.isValid=function(){return g(this)},on.lang=He,on.locale=qe,on.localeData=We,on.max=we,on.min=xe,on.parsingFlags=function(){return f({},p(this))},on.set=function(t,e){if("object"==typeof t)for(var n=function(t){var e=[];for(var n in t)e.push({unit:n,priority:F[n]});return e.sort((function(t,e){return t.priority-e.priority})),e}(t=R(t)),r=0;r<n.length;r++)this[n[r].unit](t[n[r].unit]);else if(N(this[t=I(t)]))return this[t](e);return this},on.startOf=function(t){var e;if(void 0===(t=I(t))||"millisecond"===t||!this.isValid())return this;var n=this._isUTC?Ze:Xe;switch(t){case"year":e=n(this.year(),0,1);break;case"quarter":e=n(this.year(),this.month()-this.month()%3,1);break;case"month":e=n(this.year(),this.month(),1);break;case"week":e=n(this.year(),this.month(),this.date()-this.weekday());break;case"isoWeek":e=n(this.year(),this.month(),this.date()-(this.isoWeekday()-1));break;case"day":case"date":e=n(this.year(),this.month(),this.date());break;case"hour":e=this._d.valueOf(),e-=Ge(e+(this._isUTC?0:6e4*this.utcOffset()),36e5);break;case"minute":e=this._d.valueOf(),e-=Ge(e,6e4);break;case"second":e=this._d.valueOf(),e-=Ge(e,1e3)}return this._d.setTime(e),i.updateOffset(this,!0),this},on.subtract=ze,on.toArray=function(){var t=this;return[t.year(),t.month(),t.date(),t.hour(),t.minute(),t.second(),t.millisecond()]},on.toObject=function(){var t=this;return{years:t.year(),months:t.month(),date:t.date(),hours:t.hours(),minutes:t.minutes(),seconds:t.seconds(),milliseconds:t.milliseconds()}},on.toDate=function(){return new Date(this.valueOf())},on.toISOString=function(t){if(!this.isValid())return null;var e=!0!==t,n=e?this.clone().utc():this;return n.year()<0||9999<n.year()?H(n,e?"YYYYYY-MM-DD[T]HH:mm:ss.SSS[Z]":"YYYYYY-MM-DD[T]HH:mm:ss.SSSZ"):N(Date.prototype.toISOString)?e?this.toDate().toISOString():new Date(this.valueOf()+60*this.utcOffset()*1e3).toISOString().replace("Z",H(n,"Z")):H(n,e?"YYYY-MM-DD[T]HH:mm:ss.SSS[Z]":"YYYY-MM-DD[T]HH:mm:ss.SSSZ")},on.inspect=function(){if(!this.isValid())return"moment.invalid(/* "+this._i+" */)";var t="moment",e="";this.isLocal()||(t=0===this.utcOffset()?"moment.utc":"moment.parseZone",e="Z");var n="["+t+'("]',r=0<=this.year()&&this.year()<=9999?"YYYY":"YYYYYY",i=e+'[")]';return this.format(n+r+"-MM-DD[T]HH:mm:ss.SSS"+i)},on.toJSON=function(){return this.isValid()?this.toISOString():null},on.toString=function(){return this.clone().locale("en").format("ddd MMM DD YYYY HH:mm:ss [GMT]ZZ")},on.unix=function(){return Math.floor(this.valueOf()/1e3)},on.valueOf=function(){return this._d.valueOf()-6e4*(this._offset||0)},on.creationData=function(){return{input:this._i,format:this._f,locale:this._locale,isUTC:this._isUTC,strict:this._strict}},on.year=bt,on.isLeapYear=function(){return mt(this.year())},on.weekYear=function(t){return Ke.call(this,t,this.week(),this.weekday(),this.localeData()._week.dow,this.localeData()._week.doy)},on.isoWeekYear=function(t){return Ke.call(this,t,this.isoWeek(),this.isoWeekday(),1,4)},on.quarter=on.quarters=function(t){return null==t?Math.ceil((this.month()+1)/3):this.month(3*(t-1)+this.month()%3)},on.month=At,on.daysInMonth=function(){return kt(this.year(),this.month())},on.week=on.weeks=function(t){var e=this.localeData().week(this);return null==t?e:this.add(7*(t-e),"d")},on.isoWeek=on.isoWeeks=function(t){var e=It(this,1,4).week;return null==t?e:this.add(7*(t-e),"d")},on.weeksInYear=function(){var t=this.localeData()._week;return Rt(this.year(),t.dow,t.doy)},on.isoWeeksInYear=function(){return Rt(this.year(),1,4)},on.date=Je,on.day=on.days=function(t){if(!this.isValid())return null!=t?this:NaN;var e,n,r=this._isUTC?this._d.getUTCDay():this._d.getDay();return null!=t?(e=t,n=this.localeData(),t="string"!=typeof e?e:isNaN(e)?"number"==typeof(e=n.weekdaysParse(e))?e:null:parseInt(e,10),this.add(t-r,"d")):r},on.weekday=function(t){if(!this.isValid())return null!=t?this:NaN;var e=(this.day()+7-this.localeData()._week.dow)%7;return null==t?e:this.add(t-e,"d")},on.isoWeekday=function(t){if(!this.isValid())return null!=t?this:NaN;if(null==t)return this.day()||7;var e,n,r=(e=t,n=this.localeData(),"string"==typeof e?n.weekdaysParse(e)%7||7:isNaN(e)?null:e);return this.day(this.day()%7?r:r-7)},on.dayOfYear=function(t){var e=Math.round((this.clone().startOf("day")-this.clone().startOf("year"))/864e5)+1;return null==t?e:this.add(t-e,"d")},on.hour=on.hours=Xt,on.minute=on.minutes=tn,on.second=on.seconds=nn,on.millisecond=on.milliseconds=an,on.utcOffset=function(t,e,n){var r,a=this._offset||0;if(!this.isValid())return null!=t?this:NaN;if(null==t)return this._isUTC?a:Be(this);if("string"==typeof t){if(null===(t=Ne(st,t)))return this}else Math.abs(t)<16&&!n&&(t*=60);return!this._isUTC&&e&&(r=Be(this)),this._offset=t,this._isUTC=!0,null!=r&&this.add(r,"m"),a!==t&&(!e||this._changeInProgress?je(this,Re(t-a,"m"),1,!1):this._changeInProgress||(this._changeInProgress=!0,i.updateOffset(this,!0),this._changeInProgress=null)),this},on.utc=function(t){return this.utcOffset(0,t)},on.local=function(t){return this._isUTC&&(this.utcOffset(0,t),this._isUTC=!1,t&&this.subtract(Be(this),"m")),this},on.parseZone=function(){if(null!=this._tzm)this.utcOffset(this._tzm,!1,!0);else if("string"==typeof this._i){var t=Ne(ot,this._i);null!=t?this.utcOffset(t):this.utcOffset(0,!0)}return this},on.hasAlignedHourOffset=function(t){return!!this.isValid()&&(t=t?_e(t).utcOffset():0,(this.utcOffset()-t)%60==0)},on.isDST=function(){return this.utcOffset()>this.clone().month(0).utcOffset()||this.utcOffset()>this.clone().month(5).utcOffset()},on.isLocal=function(){return!!this.isValid()&&!this._isUTC},on.isUtcOffset=function(){return!!this.isValid()&&this._isUTC},on.isUtc=Le,on.isUTC=Le,on.zoneAbbr=function(){return this._isUTC?"UTC":""},on.zoneName=function(){return this._isUTC?"Coordinated Universal Time":""},on.dates=E("dates accessor is deprecated. 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t?a(this._monthsShort)?this._monthsShort[t.month()]:this._monthsShort[Tt.test(e)?"format":"standalone"][t.month()]:a(this._monthsShort)?this._monthsShort:this._monthsShort.standalone},cn.monthsParse=function(t,e,n){var r,i,a;if(this._monthsParseExact)return function(t,e,n){var r,i,a,o=t.toLocaleLowerCase();if(!this._monthsParse)for(this._monthsParse=[],this._longMonthsParse=[],this._shortMonthsParse=[],r=0;r<12;++r)a=d([2e3,r]),this._shortMonthsParse[r]=this.monthsShort(a,"").toLocaleLowerCase(),this._longMonthsParse[r]=this.months(a,"").toLocaleLowerCase();return n?"MMM"===e?-1!==(i=vt.call(this._shortMonthsParse,o))?i:null:-1!==(i=vt.call(this._longMonthsParse,o))?i:null:"MMM"===e?-1!==(i=vt.call(this._shortMonthsParse,o))||-1!==(i=vt.call(this._longMonthsParse,o))?i:null:-1!==(i=vt.call(this._longMonthsParse,o))||-1!==(i=vt.call(this._shortMonthsParse,o))?i:null}.call(this,t,e,n);for(this._monthsParse||(this._monthsParse=[],this._longMonthsParse=[],this._shortMonthsParse=[]),r=0;r<12;r++){if(i=d([2e3,r]),n&&!this._longMonthsParse[r]&&(this._longMonthsParse[r]=new RegExp("^"+this.months(i,"").replace(".","")+"$","i"),this._shortMonthsParse[r]=new RegExp("^"+this.monthsShort(i,"").replace(".","")+"$","i")),n||this._monthsParse[r]||(a="^"+this.months(i,"")+"|^"+this.monthsShort(i,""),this._monthsParse[r]=new RegExp(a.replace(".",""),"i")),n&&"MMMM"===e&&this._longMonthsParse[r].test(t))return r;if(n&&"MMM"===e&&this._shortMonthsParse[r].test(t))return r;if(!n&&this._monthsParse[r].test(t))return r}},cn.monthsRegex=function(t){return this._monthsParseExact?(h(this,"_monthsRegex")||Dt.call(this),t?this._monthsStrictRegex:this._monthsRegex):(h(this,"_monthsRegex")||(this._monthsRegex=Nt),this._monthsStrictRegex&&t?this._monthsStrictRegex:this._monthsRegex)},cn.monthsShortRegex=function(t){return this._monthsParseExact?(h(this,"_monthsRegex")||Dt.call(this),t?this._monthsShortStrictRegex:this._monthsShortRegex):(h(this,"_monthsShortRegex")||(this._monthsShortRegex=Mt),this._monthsShortStrictRegex&&t?this._monthsShortStrictRegex:this._monthsShortRegex)},cn.week=function(t){return It(t,this._week.dow,this._week.doy).week},cn.firstDayOfYear=function(){return this._week.doy},cn.firstDayOfWeek=function(){return this._week.dow},cn.weekdays=function(t,e){var 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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45:return this.begin("component_ext_queue"),console.log("begin component_ext_queue"),73;case 46:return this.begin("component_ext_db"),console.log("begin component_ext_db"),72;case 47:return this.begin("component_ext"),console.log("begin component_ext"),71;case 48:return this.begin("component_queue"),console.log("begin component_queue"),70;case 49:return this.begin("component_db"),console.log("begin component_db"),69;case 50:return this.begin("component"),console.log("begin component"),68;case 51:case 52:return this.begin("node"),console.log("begin node"),49;case 53:return this.begin("node_l"),console.log("begin node_l"),50;case 54:return this.begin("node_r"),console.log("begin node_r"),51;case 55:return this.begin("rel"),console.log("begin rel"),74;case 56:return this.begin("birel"),console.log("begin birel"),75;case 57:case 58:return this.begin("rel_u"),console.log("begin rel_u"),76;case 59:case 60:return this.begin("rel_d"),console.log("begin rel_d"),77;case 61:case 62:return this.begin("rel_l"),console.log("begin rel_l"),78;case 63:case 64:return this.begin("rel_r"),console.log("begin rel_r"),79;case 65:return this.begin("rel_b"),console.log("begin rel_b"),80;case 66:return this.begin("rel_index"),console.log("begin rel_index"),81;case 67:return this.begin("update_el_style"),console.log("begin update_el_style"),82;case 68:return this.begin("update_rel_style"),console.log("begin update_rel_style"),83;case 69:return this.begin("update_layout_config"),console.log("begin update_layout_config"),84;case 70:return"EOF_IN_STRUCT";case 71:return console.log("begin attribute with ATTRIBUTE_EMPTY"),this.begin("attribute"),"ATTRIBUTE_EMPTY";case 72:console.log("begin attribute"),this.begin("attribute");break;case 73:console.log("STOP attribute"),this.popState(),console.log("STOP diagram"),this.popState();break;case 74:return console.log(",,"),90;case 75:console.log(",");break;case 76:return console.log("ATTRIBUTE_EMPTY"),90;case 77:console.log("begin string"),this.begin("string");break;case 78:console.log("STOP string"),this.popState();break;case 79:return console.log("STR"),"STR";case 80:console.log("begin string_kv"),this.begin("string_kv");break;case 81:return console.log("STR_KEY"),this.begin("string_kv_key"),"STR_KEY";case 82:console.log("begin string_kv_value"),this.popState(),this.begin("string_kv_value");break;case 83:return console.log("STR_VALUE"),"STR_VALUE";case 84:console.log("STOP string_kv_value"),this.popState(),this.popState();break;case 85:return console.log("not STR"),"STR";case 86:return console.log("begin boundary block"),"LBRACE";case 87:return console.log("STOP boundary block"),"RBRACE";case 88:return"SPACE";case 89:return"EOL";case 90:return 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mt(){this.yy={}}return gt.lexer=yt,mt.prototype=gt,gt.Parser=mt,new mt}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(555).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},1362:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return 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40:r.addClass(a[s-5]),r.setCssClass(a[s-5],a[s-3]),r.addMembers(a[s-5],a[s-1]);break;case 41:r.addAnnotation(a[s],a[s-2]);break;case 42:this.$=[a[s]];break;case 43:a[s].push(a[s-1]),this.$=a[s];break;case 44:case 46:case 47:break;case 45:r.addMember(a[s-1],r.cleanupLabel(a[s]));break;case 48:this.$={id1:a[s-2],id2:a[s],relation:a[s-1],relationTitle1:"none",relationTitle2:"none"};break;case 49:this.$={id1:a[s-3],id2:a[s],relation:a[s-1],relationTitle1:a[s-2],relationTitle2:"none"};break;case 50:this.$={id1:a[s-3],id2:a[s],relation:a[s-2],relationTitle1:"none",relationTitle2:a[s-1]};break;case 51:this.$={id1:a[s-4],id2:a[s],relation:a[s-2],relationTitle1:a[s-3],relationTitle2:a[s-1]};break;case 52:this.$={type1:a[s-2],type2:a[s],lineType:a[s-1]};break;case 53:this.$={type1:"none",type2:a[s],lineType:a[s-1]};break;case 54:this.$={type1:a[s-1],type2:"none",lineType:a[s]};break;case 55:this.$={type1:"none",type2:"none",lineType:a[s]};break;case 56:this.$=r.relationType.AGGREGATION;break;case 57:this.$=r.relationType.EXTENSION;break;case 58:this.$=r.relationType.COMPOSITION;break;case 59:this.$=r.relationType.DEPENDENCY;break;case 60:this.$=r.lineType.LINE;break;case 61:this.$=r.lineType.DOTTED_LINE;break;case 62:case 68:this.$=a[s-2],r.setClickEvent(a[s-1],a[s]);break;case 63:case 69:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 64:case 72:this.$=a[s-2],r.setLink(a[s-1],a[s]);break;case 65:case 73:this.$=a[s-3],r.setLink(a[s-2],a[s-1],a[s]);break;case 66:case 74:this.$=a[s-3],r.setLink(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 67:case 75:this.$=a[s-4],r.setLink(a[s-3],a[s-2],a[s]),r.setTooltip(a[s-3],a[s-1]);break;case 70:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 71:this.$=a[s-4],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setTooltip(a[s-3],a[s]);break;case 76:r.setCssClass(a[s-1],a[s])}},table:[{3:1,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[3]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{3:14,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[2,9]},t(c,[2,5]),t(c,[2,6]),t(c,[2,7]),t(c,[2,8]),{14:15,20:[1,16]},{16:[1,17]},{20:[2,12]},{1:[2,4]},{15:18,17:[1,19],22:l},t([17,22],[2,13]),{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:21,26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:k,85:w,86:T},{16:[1,49]},{18:50,21:[1,51]},{16:[2,15]},{25:[1,52]},{16:[1,53],25:[2,17]},t(E,[2,25],{32:[1,54]}),t(E,[2,27]),t(E,[2,28]),t(E,[2,29]),t(E,[2,30]),t(E,[2,31]),t(E,[2,32]),t(E,[2,33]),{39:[1,55]},{41:[1,56]},t(E,[2,36]),t(E,[2,44],{52:57,54:60,55:61,32:[1,59],53:[1,58],56:C,57:S,58:A,59:M,60:N,61:D}),{27:68,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,46]),t(E,[2,47]),{28:69,83:x,84:k,85:w},{27:70,28:43,29:44,83:x,84:k,85:w,86:T},{27:71,28:43,29:44,83:x,84:k,85:w,86:T},{27:72,28:43,29:44,83:x,84:k,85:w,86:T},{53:[1,73]},t(O,[2,20],{28:43,29:44,27:74,30:[1,75],83:x,84:k,85:w,86:T}),t(O,[2,21],{30:[1,76]}),t(B,[2,90]),t(B,[2,91]),t(B,[2,92]),t([16,25,30,32,44,45,53,56,57,58,59,60,61,66,68],[2,93]),t(L,[2,10]),{15:77,22:l},{22:[2,14]},{1:[2,16]},{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:78,25:[2,18],26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:k,85:w,86:T},t(E,[2,26]),t(E,[2,34]),t(E,[2,35]),{27:79,28:43,29:44,53:[1,80],83:x,84:k,85:w,86:T},{52:81,54:60,55:61,56:C,57:S,58:A,59:M,60:N,61:D},t(E,[2,45]),{55:82,60:N,61:D},t(I,[2,55],{54:83,56:C,57:S,58:A,59:M}),t(F,[2,56]),t(F,[2,57]),t(F,[2,58]),t(F,[2,59]),t(R,[2,60]),t(R,[2,61]),t(E,[2,37],{44:[1,84],45:[1,85]}),{49:[1,86]},{53:[1,87]},{53:[1,88]},{66:[1,89],68:[1,90]},{28:91,83:x,84:k,85:w},t(O,[2,22]),t(O,[2,23]),t(O,[2,24]),{16:[1,92]},{25:[2,19]},t(P,[2,48]),{27:93,28:43,29:44,83:x,84:k,85:w,86:T},{27:94,28:43,29:44,53:[1,95],83:x,84:k,85:w,86:T},t(I,[2,54],{54:96,56:C,57:S,58:A,59:M}),t(I,[2,53]),{28:97,83:x,84:k,85:w},{46:98,50:j},{27:100,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,62],{53:[1,101]}),t(E,[2,64],{53:[1,103],64:[1,102]}),t(E,[2,68],{53:[1,104],67:[1,105]}),t(E,[2,72],{53:[1,107],64:[1,106]}),t(E,[2,76]),t(L,[2,11]),t(P,[2,50]),t(P,[2,49]),{27:108,28:43,29:44,83:x,84:k,85:w,86:T},t(I,[2,52]),t(E,[2,38],{45:[1,109]}),{47:[1,110]},{46:111,47:[2,42],50:j},t(E,[2,41]),t(E,[2,63]),t(E,[2,65]),t(E,[2,66],{64:[1,112]}),t(E,[2,69]),t(E,[2,70],{53:[1,113]}),t(E,[2,73]),t(E,[2,74],{64:[1,114]}),t(P,[2,51]),{46:115,50:j},t(E,[2,39]),{47:[2,43]},t(E,[2,67]),t(E,[2,71]),t(E,[2,75]),{47:[1,116]},t(E,[2,40])],defaultActions:{2:[2,1],3:[2,2],4:[2,3],6:[2,9],13:[2,12],14:[2,4],20:[2,15],51:[2,14],52:[2,16],78:[2,19],111:[2,43]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),19;case 1:return 8;case 2:return 9;case 3:return 10;case 4:return 11;case 5:return this.begin("type_directive"),20;case 6:return this.popState(),this.begin("arg_directive"),17;case 7:return this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 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U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,49],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],l=[1,24],u=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[6,9,11,15,20,23,25,27,29,30,42,43,44,45,49],g=[1,45],y=[30,46,47],m=[4,6,9,11,23,25,27,29,30,49],v=[42,43,44,45],b=[22,37],_=[1,64],x={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,".":31,attribute:32,attributeType:33,attributeName:34,attributeKeyType:35,attributeComment:36,ATTRIBUTE_WORD:37,ATTRIBUTE_KEY:38,COMMENT:39,cardinality:40,relType:41,ZERO_OR_ONE:42,ZERO_OR_MORE:43,ONE_OR_MORE:44,ONLY_ONE:45,NON_IDENTIFYING:46,IDENTIFYING:47,WORD:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",31:".",37:"ATTRIBUTE_WORD",38:"ATTRIBUTE_KEY",39:"COMMENT",42:"ZERO_OR_ONE",43:"ZERO_OR_MORE",44:"ONE_OR_MORE",45:"ONLY_ONE",46:"NON_IDENTIFYING",47:"IDENTIFYING",48:"WORD",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[17,3],[21,1],[21,2],[32,2],[32,3],[32,3],[32,4],[33,1],[34,1],[35,1],[36,1],[18,3],[40,1],[40,1],[40,1],[40,1],[41,1],[41,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var 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27:this.$={attributeType:a[s-3],attributeName:a[s-2],attributeKeyType:a[s-1],attributeComment:a[s]};break;case 31:case 39:this.$=a[s].replace(/"/g,"");break;case 32:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 33:this.$=r.Cardinality.ZERO_OR_ONE;break;case 34:this.$=r.Cardinality.ZERO_OR_MORE;break;case 35:this.$=r.Cardinality.ONE_OR_MORE;break;case 36:this.$=r.Cardinality.ONLY_ONE;break;case 37:this.$=r.Identification.NON_IDENTIFYING;break;case 38:this.$=r.Identification.IDENTIFYING;break;case 41:r.parseDirective("%%{","open_directive");break;case 42:r.parseDirective(a[s],"type_directive");break;case 43:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 44:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,49:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,49:n},{13:8,50:[1,9]},{50:[2,41]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},{1:[2,2]},{14:22,15:[1,23],52:l},t([15,52],[2,42]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,40:28,20:[1,27],42:u,43:h,44:f,45:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t(p,[2,20],{31:[1,36]}),{11:[1,37]},{16:38,51:[1,39]},{11:[2,44]},t(r,[2,5]),{17:40,30:c},{21:41,22:[1,42],32:43,33:44,37:g},{41:46,46:[1,47],47:[1,48]},t(y,[2,33]),t(y,[2,34]),t(y,[2,35]),t(y,[2,36]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),{17:49,30:c},t(m,[2,9]),{14:50,52:l},{52:[2,43]},{15:[1,51]},{22:[1,52]},t(r,[2,14]),{21:53,22:[2,22],32:43,33:44,37:g},{34:54,37:[1,55]},{37:[2,28]},{40:56,42:u,43:h,44:f,45:d},t(v,[2,37]),t(v,[2,38]),t(p,[2,21]),{11:[1,57]},{19:58,30:[1,60],48:[1,59]},t(r,[2,13]),{22:[2,23]},t(b,[2,24],{35:61,36:62,38:[1,63],39:_}),t([22,37,38,39],[2,29]),{30:[2,32]},t(m,[2,10]),t(r,[2,12]),t(r,[2,39]),t(r,[2,40]),t(b,[2,25],{36:65,39:_}),t(b,[2,26]),t([22,37,39],[2,30]),t(b,[2,31]),t(b,[2,27])],defaultActions:{5:[2,41],7:[2,2],24:[2,44],39:[2,43],45:[2,28],53:[2,23],56:[2,32]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},k={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),49;case 8:return this.begin("type_directive"),50;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),52;case 11:return 51;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 48;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 38;case 22:return 37;case 23:return 39;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 42;case 28:case 32:return 43;case 29:case 33:return 44;case 30:return 45;case 34:case 36:case 37:return 46;case 35:return 47;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:\b((?:PK)|(?:FK))\b)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 52:case 53:return this.popState(),26;case 54:return 118;case 55:return 119;case 56:return 120;case 57:return 121;case 58:return 105;case 59:return 111;case 60:return 53;case 61:return 67;case 62:return 52;case 63:return 20;case 64:return 106;case 65:return 126;case 66:case 67:case 68:return 82;case 69:case 70:case 71:return 81;case 72:return 59;case 73:return 60;case 74:return 61;case 75:return 62;case 76:return 63;case 77:return 64;case 78:return 65;case 79:return 69;case 80:return 70;case 81:return 55;case 82:return 56;case 83:return 109;case 84:return 112;case 85:return 127;case 86:return 124;case 87:return 113;case 88:case 89:return 125;case 90:return 114;case 91:return 73;case 92:return 92;case 93:return"SEP";case 94:return 91;case 95:return 66;case 96:return 75;case 97:return 74;case 98:return 77;case 99:return 76;case 100:return 122;case 101:return 123;case 102:return 68;case 103:return 57;case 104:return 58;case 105:return 40;case 106:return 41;case 107:return 71;case 108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],v=[1,33],b=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:v},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(b,[2,24]),{31:46,42:v},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(b,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". 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41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function k(){this.yy={}}return _.lexer=x,k.prototype=_,_.Parser=k,new k}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,20,22,24,25,27,29,32,35,37,49,53],l=[8,14,20,22,24,25,27,29,32,35,37],u=[8,13,14,20,22,24,25,27,29,32,35,37],h=[1,26],f=[6,8,14,49,53],d=[8,14,53],p=[1,64],g=[1,65],y=[1,66],m=[8,14,33,36,41,53],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,cherryPickStatement:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,branchStatement:26,CHECKOUT:27,ID:28,BRANCH:29,ORDER:30,NUM:31,CHERRY_PICK:32,COMMIT_ID:33,STR:34,MERGE:35,COMMIT_TAG:36,COMMIT:37,commit_arg:38,COMMIT_TYPE:39,commitType:40,COMMIT_MSG:41,NORMAL:42,REVERSE:43,HIGHLIGHT:44,openDirective:45,typeDirective:46,closeDirective:47,argDirective:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,";":53,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"CHECKOUT",28:"ID",29:"BRANCH",30:"ORDER",31:"NUM",32:"CHERRY_PICK",33:"COMMIT_ID",34:"STR",35:"MERGE",36:"COMMIT_TAG",37:"COMMIT",39:"COMMIT_TYPE",41:"COMMIT_MSG",42:"NORMAL",43:"REVERSE",44:"HIGHLIGHT",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive",53:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[26,2],[26,4],[19,3],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[38,0],[38,1],[40,1],[40,1],[40,1],[5,3],[5,5],[45,1],[46,1],[48,1],[47,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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35:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 36:r.commit("",a[s-2],a[s],"");break;case 37:r.commit("",a[s],a[s-2],"");break;case 38:r.commit("",a[s-4],a[s-2],a[s]);break;case 39:r.commit("",a[s-4],a[s],a[s-2]);break;case 40:r.commit("",a[s-2],a[s-4],a[s]);break;case 41:r.commit("",a[s],a[s-4],a[s-2]);break;case 42:r.commit("",a[s],a[s-2],a[s-4]);break;case 43:r.commit("",a[s-2],a[s],a[s-4]);break;case 44:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 45:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 46:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 47:r.commit(a[s-2],"",a[s],"");break;case 48:r.commit(a[s],"",a[s-2],"");break;case 49:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 50:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 51:r.commit(a[s-4],"",a[s-2],a[s]);break;case 52:r.commit(a[s-4],"",a[s],a[s-2]);break;case 53:r.commit(a[s-2],"",a[s-4],a[s]);break;case 54:r.commit(a[s],"",a[s-4],a[s-2]);break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},b={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),49;case 1:return this.begin("type_directive"),50;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),52;case 4:return 51;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 35:case 38:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 37;case 18:return 33;case 19:return 39;case 20:return 41;case 21:return 42;case 22:return 43;case 23:return 44;case 24:return 36;case 25:return 29;case 26:return 30;case 27:return 35;case 28:return 32;case 29:return 27;case 30:case 31:return 10;case 32:return 9;case 33:return"CARET";case 34:this.begin("options");break;case 36:return 13;case 37:this.begin("string");break;case 39:return 34;case 40:return 31;case 41:return 28;case 42:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:cherry-pick\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[35,36],inclusive:!1},string:{rules:[38,39],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,37,40,41,42],inclusive:!0}}};function _(){this.yy={}}return v.lexer=b,_.prototype=v,v.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],l=[26,27,28],u=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],v=[6,26,27,28,29],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setDiagramTitle(this.$);break;case 11:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(l,u,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(l,[2,13]),t(l,[2,14]),t(l,[2,15]),t(l,u,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(v,[2,16]),{25:34,31:[1,35]},t(v,[2,24]),t(o,[2,7]),t(l,[2,9]),t(l,[2,10]),t(l,[2,11]),t(l,[2,12]),{23:36,32:m},{32:[2,23]},t(v,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return b.lexer=_,x.prototype=b,b.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],l=[1,26],u=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],v=[1,36],b=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],k=[1,57],w=[1,58],T=[1,59],E=[1,60],C=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],O=[1,72],B=[1,73],L=[1,75],I=[1,79],F=[1,80],R=[1,77],P=[1,78],j=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],z={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 52:this.$=r.Relationships.TRACES}},table:[{3:1,4:2,6:e,9:4,14:n,16:r,18:i,19:a},{1:[3]},{3:10,4:2,5:[1,9],6:e,9:4,14:n,16:r,18:i,19:a},{5:[1,11]},{10:12,20:[1,13]},{15:[1,14]},{17:[1,15]},t(o,[2,8]),{20:[2,9]},{3:16,4:2,6:e,9:4,14:n,16:r,18:i,19:a},{1:[2,2]},{4:21,5:s,7:17,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{11:34,12:[1,35],22:v},t([12,22],[2,10]),t(o,[2,6]),t(o,[2,7]),{1:[2,1]},{8:[1,37]},{4:21,5:s,7:38,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:39,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:40,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:41,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:42,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{27:43,71:[1,44],72:[1,45]},{54:46,71:[1,47],72:[1,48]},{60:[1,49],62:[1,50]},t(b,[2,26]),t(b,[2,27]),t(b,[2,28]),t(b,[2,29]),t(b,[2,30]),t(b,[2,31]),t(_,[2,55]),t(_,[2,56]),t(o,[2,4]),{13:51,21:[1,52]},t(o,[2,12]),{1:[2,3]},{8:[2,14]},{8:[2,15]},{8:[2,16]},{8:[2,17]},{8:[2,18]},{28:[1,53]},{28:[2,53]},{28:[2,54]},{28:[1,54]},{28:[2,59]},{28:[2,60]},{61:55,64:x,65:k,66:w,67:T,68:E,69:C,70:S},{61:63,64:x,65:k,66:w,67:T,68:E,69:C,70:S},{11:64,22:v},{22:[2,11]},{5:[1,65]},{5:[1,66]},{62:[1,67]},t(A,[2,46]),t(A,[2,47]),t(A,[2,48]),t(A,[2,49]),t(A,[2,50]),t(A,[2,51]),t(A,[2,52]),{63:[1,68]},t(o,[2,5]),{5:M,29:69,30:N,33:D,35:O,37:B,39:L},{5:I,39:F,55:76,56:R,58:P},{32:81,71:y,72:m},{32:82,71:y,72:m},t(j,[2,19]),{31:[1,83]},{31:[1,84]},{31:[1,85]},{31:[1,86]},{5:M,29:87,30:N,33:D,35:O,37:B,39:L},t(j,[2,25]),t(j,[2,39]),{31:[1,88]},{31:[1,89]},{5:I,39:F,55:90,56:R,58:P},t(j,[2,43]),t(j,[2,44]),t(j,[2,45]),{32:91,71:y,72:m},{34:92,71:[1,93],72:[1,94]},{36:95,46:[1,96],47:[1,97],48:[1,98]},{38:99,49:[1,100],50:[1,101],51:[1,102],52:[1,103]},t(j,[2,24]),{57:104,71:[1,105],72:[1,106]},{59:107,71:[1,108],72:[1,109]},t(j,[2,42]),{5:[1,110]},{5:[1,111]},{5:[2,57]},{5:[2,58]},{5:[1,112]},{5:[2,32]},{5:[2,33]},{5:[2,34]},{5:[1,113]},{5:[2,35]},{5:[2,36]},{5:[2,37]},{5:[2,38]},{5:[1,114]},{5:[2,61]},{5:[2,62]},{5:[1,115]},{5:[2,63]},{5:[2,64]},{5:M,29:116,30:N,33:D,35:O,37:B,39:L},{5:M,29:117,30:N,33:D,35:O,37:B,39:L},{5:M,29:118,30:N,33:D,35:O,37:B,39:L},{5:M,29:119,30:N,33:D,35:O,37:B,39:L},{5:I,39:F,55:120,56:R,58:P},{5:I,39:F,55:121,56:R,58:P},t(j,[2,20]),t(j,[2,21]),t(j,[2,22]),t(j,[2,23]),t(j,[2,40]),t(j,[2,41])],defaultActions:{8:[2,9],10:[2,2],16:[2,1],37:[2,3],38:[2,14],39:[2,15],40:[2,16],41:[2,17],42:[2,18],44:[2,53],45:[2,54],47:[2,59],48:[2,60],52:[2,11],93:[2,57],94:[2,58],96:[2,32],97:[2,33],98:[2,34],100:[2,35],101:[2,36],102:[2,37],103:[2,38],105:[2,61],106:[2,62],108:[2,63],109:[2,64]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". 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21;case 5:return"title";case 6:return this.begin("acc_title"),14;case 7:return this.popState(),"acc_title_value";case 8:return this.begin("acc_descr"),16;case 9:return this.popState(),"acc_descr_value";case 10:this.begin("acc_descr_multiline");break;case 11:case 53:this.popState();break;case 12:return"acc_descr_multiline_value";case 13:return 5;case 14:case 15:case 16:break;case 17:return 8;case 18:return 6;case 19:return 28;case 20:return 39;case 21:return 31;case 22:return 30;case 23:return 33;case 24:return 35;case 25:return 37;case 26:return 40;case 27:return 41;case 28:return 42;case 29:return 43;case 30:return 44;case 31:return 45;case 32:return 46;case 33:return 47;case 34:return 48;case 35:return 49;case 36:return 50;case 37:return 51;case 38:return 52;case 39:return 53;case 40:return 64;case 41:return 65;case 42:return 66;case 43:return 67;case 44:return 68;case 45:return 69;case 46:return 70;case 47:return 56;case 48:return 58;case 49:return 60;case 50:return 63;case 51:return 62;case 52:this.begin("string");break;case 54:return"qString";case 55:return e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],l=[1,19],u=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],v=[1,34],b=[1,35],_=[1,36],x=[1,37],k=[1,38],w=[1,39],T=[1,40],E=[1,43],C=[1,44],S=[1,45],A=[1,46],M=[1,47],N=[1,48],D=[1,51],O=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,53,58,59,60,61,69,79],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,52,53,58,59,60,61,69,79],I=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,51,53,58,59,60,61,69,79],F=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,53,58,59,60,61,69,79],R=[67,68,69],P=[1,121],j=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],z={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,critical:47,option_sections:48,break:49,option:50,and:51,else:52,note:53,placement:54,text2:55,over:56,actor_pair:57,links:58,link:59,properties:60,details:61,spaceList:62,",":63,left_of:64,right_of:65,signaltype:66,"+":67,"-":68,ACTOR:69,SOLID_OPEN_ARROW:70,DOTTED_OPEN_ARROW:71,SOLID_ARROW:72,DOTTED_ARROW:73,SOLID_CROSS:74,DOTTED_CROSS:75,SOLID_POINT:76,DOTTED_POINT:77,TXT:78,open_directive:79,type_directive:80,arg_directive:81,close_directive:82,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"critical",49:"break",50:"option",51:"and",52:"else",53:"note",56:"over",58:"links",59:"link",60:"properties",61:"details",63:",",64:"left_of",65:"right_of",67:"+",68:"-",69:"ACTOR",70:"SOLID_OPEN_ARROW",71:"DOTTED_OPEN_ARROW",72:"SOLID_ARROW",73:"DOTTED_ARROW",74:"SOLID_CROSS",75:"DOTTED_CROSS",76:"SOLID_POINT",77:"DOTTED_POINT",78:"TXT",79:"open_directive",80:"type_directive",81:"arg_directive",82:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[48,1],[48,4],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[62,2],[62,1],[57,3],[57,1],[54,1],[54,1],[21,5],[21,5],[21,4],[17,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[55,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 56:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 38:a[s-1].unshift({type:"criticalStart",criticalText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.CRITICAL_START}),a[s-1].push({type:"criticalEnd",signalType:r.LINETYPE.CRITICAL_END}),this.$=a[s-1];break;case 39:a[s-1].unshift({type:"breakStart",breakText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_START}),a[s-1].push({type:"breakEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_END}),this.$=a[s-1];break;case 42:this.$=a[s-3].concat([{type:"option",optionText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.CRITICAL_OPTION},a[s]]);break;case 44:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 46:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 47:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 48:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 49:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 50:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 52:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 55:this.$=[a[s-2],a[s]];break;case 57:this.$=r.PLACEMENT.LEFTOF;break;case 58:this.$=r.PLACEMENT.RIGHTOF;break;case 59:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 60:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 61:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 62:this.$={type:"addParticipant",actor:a[s]};break;case 63:this.$=r.LINETYPE.SOLID_OPEN;break;case 64:this.$=r.LINETYPE.DOTTED_OPEN;break;case 65:this.$=r.LINETYPE.SOLID;break;case 66:this.$=r.LINETYPE.DOTTED;break;case 67:this.$=r.LINETYPE.SOLID_CROSS;break;case 68:this.$=r.LINETYPE.DOTTED_CROSS;break;case 69:this.$=r.LINETYPE.SOLID_POINT;break;case 70:this.$=r.LINETYPE.DOTTED_POINT;break;case 71:this.$=r.parseMessage(a[s].trim().substring(1));break;case 72:r.parseDirective("%%{","open_directive");break;case 73:r.parseDirective(a[s],"type_directive");break;case 74:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 75:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,79:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,79:i},{3:9,4:e,5:n,6:4,7:r,11:6,79:i},{3:10,4:e,5:n,6:4,7:r,11:6,79:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,47,49,53,58,59,60,61,69,79],a,{8:11}),{12:12,80:[1,13]},{80:[2,72]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{13:49,14:[1,50],82:D},t([14,82],[2,73]),t(O,[2,6]),{6:41,10:52,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},t(O,[2,8]),t(O,[2,9]),{17:53,69:N},{17:54,69:N},{5:[1,55]},{5:[1,58],23:[1,56],24:[1,57]},{17:59,69:N},{17:60,69:N},{5:[1,61]},{5:[1,62]},{5:[1,63]},{5:[1,64]},{5:[1,65]},t(O,[2,28]),t(O,[2,29]),{35:[1,66]},{37:[1,67]},t(O,[2,32]),{19:[1,68]},{19:[1,69]},{19:[1,70]},{19:[1,71]},{19:[1,72]},{19:[1,73]},{19:[1,74]},t(O,[2,40]),{66:75,70:[1,76],71:[1,77],72:[1,78],73:[1,79],74:[1,80],75:[1,81],76:[1,82],77:[1,83]},{54:84,56:[1,85],64:[1,86],65:[1,87]},{17:88,69:N},{17:89,69:N},{17:90,69:N},{17:91,69:N},t([5,18,63,70,71,72,73,74,75,76,77,78],[2,62]),{5:[1,92]},{15:93,81:[1,94]},{5:[2,75]},t(O,[2,7]),{5:[1,96],18:[1,95]},{5:[1,98],18:[1,97]},t(O,[2,16]),{5:[1,100],23:[1,99]},{5:[1,101]},t(O,[2,20]),{5:[1,102]},{5:[1,103]},t(O,[2,23]),t(O,[2,24]),t(O,[2,25]),t(O,[2,26]),t(O,[2,27]),t(O,[2,30]),t(O,[2,31]),t(B,a,{8:104}),t(B,a,{8:105}),t(B,a,{8:106}),t(L,a,{44:107,8:108}),t(I,a,{46:109,8:110}),t(F,a,{48:111,8:112}),t(B,a,{8:113}),{17:116,67:[1,114],68:[1,115],69:N},t(R,[2,63]),t(R,[2,64]),t(R,[2,65]),t(R,[2,66]),t(R,[2,67]),t(R,[2,68]),t(R,[2,69]),t(R,[2,70]),{17:117,69:N},{17:119,57:118,69:N},{69:[2,57]},{69:[2,58]},{55:120,78:P},{55:122,78:P},{55:123,78:P},{55:124,78:P},t(j,[2,10]),{13:125,82:D},{82:[2,74]},{19:[1,126]},t(O,[2,13]),{19:[1,127]},t(O,[2,15]),{5:[1,128]},t(O,[2,18]),t(O,[2,19]),t(O,[2,21]),t(O,[2,22]),{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,129],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,130],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,131],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,132]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,45],41:b,42:_,43:x,45:k,47:w,49:T,52:[1,133],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,134]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,43],41:b,42:_,43:x,45:k,47:w,49:T,51:[1,135],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,136]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,41],41:b,42:_,43:x,45:k,47:w,49:T,50:[1,137],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,138],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{17:139,69:N},{17:140,69:N},{55:141,78:P},{55:142,78:P},{55:143,78:P},{63:[1,144],78:[2,56]},{5:[2,49]},{5:[2,71]},{5:[2,50]},{5:[2,51]},{5:[2,52]},{5:[1,145]},{5:[1,146]},{5:[1,147]},t(O,[2,17]),t(O,[2,33]),t(O,[2,34]),t(O,[2,35]),t(O,[2,36]),{19:[1,148]},t(O,[2,37]),{19:[1,149]},t(O,[2,38]),{19:[1,150]},t(O,[2,39]),{55:151,78:P},{55:152,78:P},{5:[2,61]},{5:[2,47]},{5:[2,48]},{17:153,69:N},t(j,[2,11]),t(O,[2,12]),t(O,[2,14]),t(L,a,{8:108,44:154}),t(I,a,{8:110,46:155}),t(F,a,{8:112,48:156}),{5:[2,59]},{5:[2,60]},{78:[2,55]},{40:[2,46]},{40:[2,44]},{40:[2,42]}],defaultActions:{7:[2,72],8:[2,1],9:[2,2],10:[2,3],51:[2,75],86:[2,57],87:[2,58],94:[2,74],120:[2,49],121:[2,71],122:[2,50],123:[2,51],124:[2,52],141:[2,61],142:[2,47],143:[2,48],151:[2,59],152:[2,60],153:[2,55],154:[2,46],155:[2,44],156:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),79;case 1:return this.begin("type_directive"),80;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),82;case 4:return 81;case 5:case 52:case 65:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),69;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),52;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),51;case 24:return this.begin("LINE"),47;case 25:return this.begin("LINE"),50;case 26:return this.begin("LINE"),49;case 27:return this.popState(),19;case 28:return 40;case 29:return 64;case 30:return 65;case 31:return 58;case 32:return 59;case 33:return 60;case 34:return 61;case 35:return 56;case 36:return 53;case 37:return this.begin("ID"),25;case 38:return this.begin("ID"),26;case 39:return 32;case 40:return 33;case 41:return this.begin("acc_title"),34;case 42:return this.popState(),"acc_title_value";case 43:return this.begin("acc_descr"),36;case 44:return this.popState(),"acc_descr_value";case 45:this.begin("acc_descr_multiline");break;case 46:this.popState();break;case 47:return"acc_descr_multiline_value";case 48:return 7;case 49:return 22;case 50:return 24;case 51:return 63;case 53:return e.yytext=e.yytext.trim(),69;case 54:return 72;case 55:return 73;case 56:return 70;case 57:return 71;case 58:return 74;case 59:return 75;case 60:return 76;case 61:return 77;case 62:return 78;case 63:return 67;case 64:return 68;case 66:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:critical\b)/i,/^(?:option\b)/i,/^(?:break\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[46,47],inclusive:!1},acc_descr:{rules:[44],inclusive:!1},acc_title:{rules:[42],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,27],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,24,25,26,28,29,30,31,32,33,34,35,36,37,38,39,40,41,43,45,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],v=[1,30],b=[1,31],_=[1,32],x=[1,35],k=[1,36],w=[1,37],T=[1,38],E=[1,34],C=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],l=a[s-2].trim();if(a[s].match(":")){var u=a[s].split(":");c=u[0],l=[l,u[1]]}this.$={stmt:"state",id:c,type:"default",description:l};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},{38:39,39:[1,40],53:C},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:E},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:C},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},O={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<<fork>>)/i,/^(?:.*<<join>>)/i,/^(?:.*<<choice>>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function B(){this.yy={}}return D.lexer=O,B.prototype=D,D.Parser=B,new B}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 11:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 12:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 13:case 14:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 15:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 16:r.addTask(a[s-1],a[s]),this.$="task";break;case 18:r.parseDirective("%%{","open_directive");break;case 19:r.parseDirective(a[s],"type_directive");break;case 20:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},{1:[2,2]},{14:22,15:[1,23],29:u},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:u},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},d={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),26;case 1:return this.begin("type_directive"),27;case 2:return this.popState(),this.begin("arg_directive"),15;case 3:return this.popState(),this.popState(),29;case 4:return 28;case 5:case 6:case 8:case 9:break;case 7:return 11;case 10:return 4;case 11:return 17;case 12:return this.begin("acc_title"),18;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),20;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:return 23;case 20:return 24;case 21:return 25;case 22:return 15;case 23:return 6;case 24:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:journey\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{open_directive:{rules:[1],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,11,12,14,16,19,20,21,22,23,24],inclusive:!0}}};function p(){this.yy={}}return f.lexer=d,p.prototype=f,f.Parser=p,new p}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return 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${lt.lang.round(r)})`}},bt=vt,_t={format:{keyword:mt,hex:dt,rgb:bt,rgba:bt,hsl:gt,hsla:gt},parse:t=>{if("string"!=typeof t)return t;const e=dt.parse(t)||bt.parse(t)||gt.parse(t)||mt.parse(t);if(e)return e;throw new Error(`Unsupported color format: "${t}"`)},stringify:t=>!t.changed&&t.color?t.color:t.type.is(2)||void 0===t.data.r?gt.stringify(t):t.a<1||!Number.isInteger(t.r)||!Number.isInteger(t.g)||!Number.isInteger(t.b)?bt.stringify(t):dt.stringify(t)},xt=(t,e)=>{const n=_t.parse(t);for(const t in e)n[t]=lt.channel.clamp[t](e[t]);return _t.stringify(n)},kt=(t,e)=>{const n=_t.parse(t),r={};for(const t in e)e[t]&&(r[t]=n[t]+e[t]);return xt(t,r)},wt=(t,e,n=0,r=1)=>{if("number"!=typeof t)return xt(t,{a:e});const i=ht.set({r:lt.channel.clamp.r(t),g:lt.channel.clamp.g(e),b:lt.channel.clamp.b(n),a:lt.channel.clamp.a(r)});return _t.stringify(i)},Tt=(t,e=100)=>{const n=_t.parse(t);return n.r=255-n.r,n.g=255-n.g,n.b=255-n.b,((t,e,n=50)=>{const{r,g:i,b:a,a:o}=_t.parse(t),{r:s,g:c,b:l,a:u}=_t.parse(e),h=n/100,f=2*h-1,d=o-u,p=((f*d==-1?f:(f+d)/(1+f*d))+1)/2,g=1-p;return wt(r*p+s*g,i*p+c*g,a*p+l*g,o*h+u*(1-h))})(n,t,e)},Et=(t,e,n)=>{const r=_t.parse(t),i=r[e],a=lt.channel.clamp[e](i+n);return i!==a&&(r[e]=a),_t.stringify(r)},Ct=(t,e)=>Et(t,"l",-e),St=(t,e)=>Et(t,"l",e);var At=function(t,e){return kt(t,e?{s:-40,l:10}:{s:-40,l:-10})};function Mt(t){return Mt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Mt(t)}function Nt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Dt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.darkMode=!1,this.primaryColor="#fff4dd",this.noteBkgColor="#fff5ad",this.noteTextColor="#333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.primaryTextColor=this.primaryTextColor||(this.darkMode?"#eee":"#333"),this.secondaryColor=this.secondaryColor||kt(this.primaryColor,{h:-120}),this.tertiaryColor=this.tertiaryColor||kt(this.primaryColor,{h:180,l:5}),this.primaryBorderColor=this.primaryBorderColor||At(this.primaryColor,this.darkMode),this.secondaryBorderColor=this.secondaryBorderColor||At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=this.tertiaryBorderColor||At(this.tertiaryColor,this.darkMode),this.noteBorderColor=this.noteBorderColor||At(this.noteBkgColor,this.darkMode),this.noteBkgColor=this.noteBkgColor||"#fff5ad",this.noteTextColor=this.noteTextColor||"#333",this.secondaryTextColor=this.secondaryTextColor||Tt(this.secondaryColor),this.tertiaryTextColor=this.tertiaryTextColor||Tt(this.tertiaryColor),this.lineColor=this.lineColor||Tt(this.background),this.textColor=this.textColor||this.primaryTextColor,this.nodeBkg=this.nodeBkg||this.primaryColor,this.mainBkg=this.mainBkg||this.primaryColor,this.nodeBorder=this.nodeBorder||this.primaryBorderColor,this.clusterBkg=this.clusterBkg||this.tertiaryColor,this.clusterBorder=this.clusterBorder||this.tertiaryBorderColor,this.defaultLinkColor=this.defaultLinkColor||this.lineColor,this.titleColor=this.titleColor||this.tertiaryTextColor,this.edgeLabelBackground=this.edgeLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.nodeTextColor=this.nodeTextColor||this.primaryTextColor,this.actorBorder=this.actorBorder||this.primaryBorderColor,this.actorBkg=this.actorBkg||this.mainBkg,this.actorTextColor=this.actorTextColor||this.primaryTextColor,this.actorLineColor=this.actorLineColor||"grey",this.labelBoxBkgColor=this.labelBoxBkgColor||this.actorBkg,this.signalColor=this.signalColor||this.textColor,this.signalTextColor=this.signalTextColor||this.textColor,this.labelBoxBorderColor=this.labelBoxBorderColor||this.actorBorder,this.labelTextColor=this.labelTextColor||this.actorTextColor,this.loopTextColor=this.loopTextColor||this.actorTextColor,this.activationBorderColor=this.activationBorderColor||Ct(this.secondaryColor,10),this.activationBkgColor=this.activationBkgColor||this.secondaryColor,this.sequenceNumberColor=this.sequenceNumberColor||Tt(this.lineColor),this.sectionBkgColor=this.sectionBkgColor||this.tertiaryColor,this.altSectionBkgColor=this.altSectionBkgColor||"white",this.sectionBkgColor=this.sectionBkgColor||this.secondaryColor,this.sectionBkgColor2=this.sectionBkgColor2||this.primaryColor,this.excludeBkgColor=this.excludeBkgColor||"#eeeeee",this.taskBorderColor=this.taskBorderColor||this.primaryBorderColor,this.taskBkgColor=this.taskBkgColor||this.primaryColor,this.activeTaskBorderColor=this.activeTaskBorderColor||this.primaryColor,this.activeTaskBkgColor=this.activeTaskBkgColor||St(this.primaryColor,23),this.gridColor=this.gridColor||"lightgrey",this.doneTaskBkgColor=this.doneTaskBkgColor||"lightgrey",this.doneTaskBorderColor=this.doneTaskBorderColor||"grey",this.critBorderColor=this.critBorderColor||"#ff8888",this.critBkgColor=this.critBkgColor||"red",this.todayLineColor=this.todayLineColor||"red",this.taskTextColor=this.taskTextColor||this.textColor,this.taskTextOutsideColor=this.taskTextOutsideColor||this.textColor,this.taskTextLightColor=this.taskTextLightColor||this.textColor,this.taskTextColor=this.taskTextColor||this.primaryTextColor,this.taskTextDarkColor=this.taskTextDarkColor||this.textColor,this.taskTextClickableColor=this.taskTextClickableColor||"#003163",this.personBorder=this.personBorder||this.primaryBorderColor,this.personBkg=this.personBkg||this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||this.tertiaryColor,this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.specialStateColor=this.lineColor,this.classText=this.classText||this.textColor,this.fillType0=this.fillType0||this.primaryColor,this.fillType1=this.fillType1||this.secondaryColor,this.fillType2=this.fillType2||kt(this.primaryColor,{h:64}),this.fillType3=this.fillType3||kt(this.secondaryColor,{h:64}),this.fillType4=this.fillType4||kt(this.primaryColor,{h:-64}),this.fillType5=this.fillType5||kt(this.secondaryColor,{h:-64}),this.fillType6=this.fillType6||kt(this.primaryColor,{h:128}),this.fillType7=this.fillType7||kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||kt(this.primaryColor,{l:-10}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-10}),this.pie6=this.pie6||kt(this.tertiaryColor,{l:-10}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-20}),this.pie11=this.pie11||kt(this.primaryColor,{h:-60,l:-20}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-10}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.branchLabelColor=this.branchLabelColor||(this.darkMode?"black":this.labelTextColor),this.gitBranchLabel0=this.gitBranchLabel0||this.branchLabelColor,this.gitBranchLabel1=this.gitBranchLabel1||this.branchLabelColor,this.gitBranchLabel2=this.gitBranchLabel2||this.branchLabelColor,this.gitBranchLabel3=this.gitBranchLabel3||this.branchLabelColor,this.gitBranchLabel4=this.gitBranchLabel4||this.branchLabelColor,this.gitBranchLabel5=this.gitBranchLabel5||this.branchLabelColor,this.gitBranchLabel6=this.gitBranchLabel6||this.branchLabelColor,this.gitBranchLabel7=this.gitBranchLabel7||this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Mt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Nt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Ot(t){return Ot="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ot(t)}function Bt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Lt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#333",this.primaryColor="#1f2020",this.secondaryColor=St(this.primaryColor,16),this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=Tt(this.background),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.mainBkg="#1f2020",this.secondBkg="calculated",this.mainContrastColor="lightgrey",this.darkTextColor=St(Tt("#323D47"),10),this.lineColor="calculated",this.border1="#81B1DB",this.border2=wt(255,255,255,.25),this.arrowheadColor="calculated",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#181818",this.textColor="#ccc",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#F9FFFE",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="calculated",this.activationBkgColor="calculated",this.sequenceNumberColor="black",this.sectionBkgColor=Ct("#EAE8D9",30),this.altSectionBkgColor="calculated",this.sectionBkgColor2="#EAE8D9",this.taskBorderColor=wt(255,255,255,70),this.taskBkgColor="calculated",this.taskTextColor="calculated",this.taskTextLightColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor=wt(255,255,255,50),this.activeTaskBkgColor="#81B1DB",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="grey",this.critBorderColor="#E83737",this.critBkgColor="#E83737",this.taskTextDarkColor="calculated",this.todayLineColor="#DB5757",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="calculated",this.errorBkgColor="#a44141",this.errorTextColor="#ddd"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=St(this.mainBkg,16),this.lineColor=this.mainContrastColor,this.arrowheadColor=this.mainContrastColor,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.edgeLabelBackground=St(this.labelBackground,25),this.actorBorder=this.border1,this.actorBkg=this.mainBkg,this.actorTextColor=this.mainContrastColor,this.actorLineColor=this.mainContrastColor,this.signalColor=this.mainContrastColor,this.signalTextColor=this.mainContrastColor,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.mainContrastColor,this.loopTextColor=this.mainContrastColor,this.noteBorderColor=this.secondaryBorderColor,this.noteBkgColor=this.secondBkg,this.noteTextColor=this.secondaryTextColor,this.activationBorderColor=this.border1,this.activationBkgColor=this.secondBkg,this.altSectionBkgColor=this.background,this.taskBkgColor=St(this.mainBkg,23),this.taskTextColor=this.darkTextColor,this.taskTextLightColor=this.mainContrastColor,this.taskTextOutsideColor=this.taskTextLightColor,this.gridColor=this.mainContrastColor,this.doneTaskBkgColor=this.mainContrastColor,this.taskTextDarkColor=this.darkTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#555",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#f4f4f4",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#0b0000",this.pie2=this.pie2||"#4d1037",this.pie3=this.pie3||"#3f5258",this.pie4=this.pie4||"#4f2f1b",this.pie5=this.pie5||"#6e0a0a",this.pie6=this.pie6||"#3b0048",this.pie7=this.pie7||"#995a01",this.pie8=this.pie8||"#154706",this.pie9=this.pie9||"#161722",this.pie10=this.pie10||"#00296f",this.pie11=this.pie11||"#01629c",this.pie12=this.pie12||"#010029",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.classText=this.primaryTextColor,this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=St(this.secondaryColor,20),this.git1=St(this.pie2||this.secondaryColor,20),this.git2=St(this.pie3||this.tertiaryColor,20),this.git3=St(this.pie4||kt(this.primaryColor,{h:-30}),20),this.git4=St(this.pie5||kt(this.primaryColor,{h:-60}),20),this.git5=St(this.pie6||kt(this.primaryColor,{h:-90}),10),this.git6=St(this.pie7||kt(this.primaryColor,{h:60}),10),this.git7=St(this.pie8||kt(this.primaryColor,{h:120}),20),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Ot(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Bt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function It(t){return It="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},It(t)}function Ft(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Rt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#ECECFF",this.secondaryColor=kt(this.primaryColor,{h:120}),this.secondaryColor="#ffffde",this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.background="white",this.mainBkg="#ECECFF",this.secondBkg="#ffffde",this.lineColor="#333333",this.border1="#9370DB",this.border2="#aaaa33",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#e8e8e8",this.textColor="#333",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="calculated",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="calculated",this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor="calculated",this.taskTextOutsideColor=this.taskTextDarkColor,this.taskTextClickableColor="calculated",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBorderColor="calculated",this.critBkgColor="calculated",this.todayLineColor="calculated",this.sectionBkgColor=wt(102,102,255,.49),this.altSectionBkgColor="white",this.sectionBkgColor2="#fff400",this.taskBorderColor="#534fbc",this.taskBkgColor="#8a90dd",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="#534fbc",this.activeTaskBkgColor="#bfc7ff",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222",this.updateColors()}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.textColor,this.edgeLabelBackground=this.labelBackground,this.actorBorder=St(this.border1,23),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.signalColor=this.textColor,this.signalTextColor=this.textColor,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||kt(this.tertiaryColor,{l:-40}),this.pie4=this.pie4||kt(this.primaryColor,{l:-10}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-30}),this.pie6=this.pie6||kt(this.tertiaryColor,{l:-20}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-20}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-40}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:-40}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-40}),this.pie11=this.pie11||kt(this.primaryColor,{h:-90,l:-40}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-30}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.labelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Ct(Tt(this.git0),25),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.gitBranchLabel0=this.gitBranchLabel0||Tt(this.labelTextColor),this.gitBranchLabel1=this.gitBranchLabel1||this.labelTextColor,this.gitBranchLabel2=this.gitBranchLabel2||this.labelTextColor,this.gitBranchLabel3=this.gitBranchLabel3||Tt(this.labelTextColor),this.gitBranchLabel4=this.gitBranchLabel4||this.labelTextColor,this.gitBranchLabel5=this.gitBranchLabel5||this.labelTextColor,this.gitBranchLabel6=this.gitBranchLabel6||this.labelTextColor,this.gitBranchLabel7=this.gitBranchLabel7||this.labelTextColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===It(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Ft(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Pt(t){return Pt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Pt(t)}function jt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var zt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#cde498",this.secondaryColor="#cdffb2",this.background="white",this.mainBkg="#cde498",this.secondBkg="#cdffb2",this.lineColor="green",this.border1="#13540c",this.border2="#6eaa49",this.arrowheadColor="green",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.tertiaryColor=St("#cde498",10),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.primaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#333",this.edgeLabelBackground="#e8e8e8",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="#333",this.signalTextColor="#333",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="#326932",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="#6eaa49",this.altSectionBkgColor="white",this.sectionBkgColor2="#6eaa49",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="#487e3a",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.actorBorder=Ct(this.mainBkg,20),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskBorderColor=this.border1,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||kt(this.primaryColor,{l:-30}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-30}),this.pie6=this.pie6||kt(this.tertiaryColor,{h:40,l:-40}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-50}),this.pie11=this.pie11||kt(this.primaryColor,{h:-60,l:-50}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-50}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Pt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&jt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Yt(t){return Yt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Yt(t)}function Ut(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var $t=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.primaryColor="#eee",this.contrast="#707070",this.secondaryColor=St(this.contrast,55),this.background="#ffffff",this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.mainBkg="#eee",this.secondBkg="calculated",this.lineColor="#666",this.border1="#999",this.border2="calculated",this.note="#ffa",this.text="#333",this.critical="#d42",this.done="#bbb",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="white",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="calculated",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="white",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBkgColor="calculated",this.critBorderColor="calculated",this.todayLineColor="calculated",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=St(this.contrast,55),this.border2=this.contrast,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.text,this.actorBorder=St(this.border1,23),this.actorBkg=this.mainBkg,this.actorTextColor=this.text,this.actorLineColor=this.lineColor,this.signalColor=this.text,this.signalTextColor=this.text,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.text,this.loopTextColor=this.text,this.noteBorderColor="#999",this.noteBkgColor="#666",this.noteTextColor="#fff",this.sectionBkgColor=St(this.contrast,30),this.sectionBkgColor2=St(this.contrast,30),this.taskBorderColor=Ct(this.contrast,10),this.taskBkgColor=this.contrast,this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor=this.text,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.gridColor=St(this.border1,30),this.doneTaskBkgColor=this.done,this.doneTaskBorderColor=this.lineColor,this.critBkgColor=this.critical,this.critBorderColor=Ct(this.critBkgColor,10),this.todayLineColor=this.critBkgColor,this.transitionColor=this.transitionColor||"#000",this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f4f4f4",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.stateBorder=this.stateBorder||"#000",this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#222",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#F4F4F4",this.pie2=this.pie2||"#555",this.pie3=this.pie3||"#BBB",this.pie4=this.pie4||"#777",this.pie5=this.pie5||"#999",this.pie6=this.pie6||"#DDD",this.pie7=this.pie7||"#FFF",this.pie8=this.pie8||"#DDD",this.pie9=this.pie9||"#BBB",this.pie10=this.pie10||"#999",this.pie11=this.pie11||"#777",this.pie12=this.pie12||"#555",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=Ct(this.pie1,25)||this.primaryColor,this.git1=this.pie2||this.secondaryColor,this.git2=this.pie3||this.tertiaryColor,this.git3=this.pie4||kt(this.primaryColor,{h:-30}),this.git4=this.pie5||kt(this.primaryColor,{h:-60}),this.git5=this.pie6||kt(this.primaryColor,{h:-90}),this.git6=this.pie7||kt(this.primaryColor,{h:60}),this.git7=this.pie8||kt(this.primaryColor,{h:120}),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.branchLabelColor=this.branchLabelColor||this.labelTextColor,this.gitBranchLabel0=this.branchLabelColor,this.gitBranchLabel1="white",this.gitBranchLabel2=this.branchLabelColor,this.gitBranchLabel3="white",this.gitBranchLabel4=this.branchLabelColor,this.gitBranchLabel5=this.branchLabelColor,this.gitBranchLabel6=this.branchLabelColor,this.gitBranchLabel7=this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Yt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Ut(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();const Wt={base:{getThemeVariables:function(t){var e=new Dt;return e.calculate(t),e}},dark:{getThemeVariables:function(t){var e=new Lt;return e.calculate(t),e}},default:{getThemeVariables:function(t){var e=new Rt;return e.calculate(t),e}},forest:{getThemeVariables:function(t){var e=new zt;return e.calculate(t),e}},neutral:{getThemeVariables:function(t){var e=new $t;return e.calculate(t),e}}};function qt(t){return function(t){if(Array.isArray(t))return Vt(t)}(t)||function(t){if("undefined"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t["@@iterator"])return Array.from(t)}(t)||function(t,e){if(t){if("string"==typeof t)return Vt(t,e);var n=Object.prototype.toString.call(t).slice(8,-1);return"Object"===n&&t.constructor&&(n=t.constructor.name),"Map"===n||"Set"===n?Array.from(t):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?Vt(t,e):void 0}}(t)||function(){throw new TypeError("Invalid attempt to spread non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}()}function Vt(t,e){(null==e||e>t.length)&&(e=t.length);for(var n=0,r=new Array(e);n<e;n++)r[n]=t[n];return r}function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var Gt={theme:"default",themeVariables:Wt.default.getThemeVariables(),themeCSS:void 0,maxTextSize:5e4,darkMode:!1,fontFamily:'"trebuchet ms", verdana, arial, sans-serif;',logLevel:5,securityLevel:"strict",startOnLoad:!0,arrowMarkerAbsolute:!1,secure:["secure","securityLevel","startOnLoad","maxTextSize"],deterministicIds:!1,deterministicIDSeed:void 0,flowchart:{diagramPadding:8,htmlLabels:!0,nodeSpacing:50,rankSpacing:50,curve:"basis",padding:15,useMaxWidth:!0,defaultRenderer:"dagre-d3"},sequence:{hideUnusedParticipants:!1,activationWidth:10,diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35,messageAlign:"center",mirrorActors:!0,forceMenus:!1,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1,actorFontSize:14,actorFontFamily:'"Open Sans", sans-serif',actorFontWeight:400,noteFontSize:14,noteFontFamily:'"trebuchet ms", verdana, arial, sans-serif',noteFontWeight:400,noteAlign:"center",messageFontSize:16,messageFontFamily:'"trebuchet ms", verdana, arial, sans-serif',messageFontWeight:400,wrap:!1,wrapPadding:10,labelBoxWidth:50,labelBoxHeight:20,messageFont:function(){return{fontFamily:this.messageFontFamily,fontSize:this.messageFontSize,fontWeight:this.messageFontWeight}},noteFont:function(){return{fontFamily:this.noteFontFamily,fontSize:this.noteFontSize,fontWeight:this.noteFontWeight}},actorFont:function(){return{fontFamily:this.actorFontFamily,fontSize:this.actorFontSize,fontWeight:this.actorFontWeight}}},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,rightPadding:75,leftPadding:75,gridLineStartPadding:35,fontSize:11,sectionFontSize:11,numberSectionStyles:4,axisFormat:"%Y-%m-%d",useMaxWidth:!0,topAxis:!1,useWidth:void 0},journey:{diagramMarginX:50,diagramMarginY:10,leftMargin:150,width:150,height:50,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35,messageAlign:"center",bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,taskFontSize:14,taskFontFamily:'"Open Sans", sans-serif',taskMargin:50,activationWidth:10,textPlacement:"fo",actorColours:["#8FBC8F","#7CFC00","#00FFFF","#20B2AA","#B0E0E6","#FFFFE0"],sectionFills:["#191970","#8B008B","#4B0082","#2F4F4F","#800000","#8B4513","#00008B"],sectionColours:["#fff"]},class:{arrowMarkerAbsolute:!1,useMaxWidth:!0,defaultRenderer:"dagre-wrapper"},state:{dividerMargin:10,sizeUnit:5,padding:8,textHeight:10,titleShift:-15,noteMargin:10,forkWidth:70,forkHeight:7,miniPadding:2,fontSizeFactor:5.02,fontSize:24,labelHeight:16,edgeLengthFactor:"20",compositTitleSize:35,radius:5,useMaxWidth:!0,defaultRenderer:"dagre-wrapper"},er:{diagramPadding:20,layoutDirection:"TB",minEntityWidth:100,minEntityHeight:75,entityPadding:15,stroke:"gray",fill:"honeydew",fontSize:12,useMaxWidth:!0},pie:{useWidth:void 0,useMaxWidth:!0},requirement:{useWidth:void 0,useMaxWidth:!0,rect_fill:"#f9f9f9",text_color:"#333",rect_border_size:"0.5px",rect_border_color:"#bbb",rect_min_width:200,rect_min_height:200,fontSize:14,rect_padding:10,line_height:20},gitGraph:{diagramPadding:8,nodeLabel:{width:75,height:100,x:-25,y:0},mainBranchName:"main",mainBranchOrder:0,showCommitLabel:!0,showBranches:!0,rotateCommitLabel:!0},c4:{useWidth:void 0,diagramMarginX:50,diagramMarginY:10,c4ShapeMargin:50,c4ShapePadding:20,width:216,height:60,boxMargin:10,useMaxWidth:!0,c4ShapeInRow:4,nextLinePaddingX:0,c4BoundaryInRow:2,personFontSize:14,personFontFamily:'"Open Sans", sans-serif',personFontWeight:"normal",external_personFontSize:14,external_personFontFamily:'"Open Sans", sans-serif',external_personFontWeight:"normal",systemFontSize:14,systemFontFamily:'"Open Sans", sans-serif',systemFontWeight:"normal",external_systemFontSize:14,external_systemFontFamily:'"Open Sans", sans-serif',external_systemFontWeight:"normal",system_dbFontSize:14,system_dbFontFamily:'"Open 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r=e.bgColor?e.bgColor:n[e.typeC4Shape.text+"_bg_color"],i=e.borderColor?e.borderColor:n[e.typeC4Shape.text+"_border_color"],a=e.fontColor?e.fontColor:"#FFFFFF",o="data:image/png;base64,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";switch(e.typeC4Shape.text){case"person":o="data:image/png;base64,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";break;case"external_person":o="data:image/png;base64,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"}var s=t.append("g");s.attr("class","person-man");var c={x:0,y:0,fill:"#EDF2AE",stroke:"#666",width:100,anchor:"start",height:100,rx:0,ry:0};switch(e.typeC4Shape.text){case"person":case"external_person":case"system":case"external_system":case"container":case"external_container":case"component":case"external_component":c.x=e.x,c.y=e.y,c.fill=r,c.width=e.width,c.height=e.height,c.style="stroke:"+i+";stroke-width:0.5;",c.rx=2.5,c.ry=2.5,bn(s,c);break;case"system_db":case"external_system_db":case"container_db":case"external_container_db":case"component_db":case"external_component_db":s.append("path").attr("fill",r).attr("stroke-width","0.5").attr("stroke",i).attr("d","Mstartx,startyc0,-10 half,-10 half,-10c0,0 half,0 half,10l0,heightc0,10 -half,10 -half,10c0,0 -half,0 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p=n.messageFont();_n(n)(s.label.text,i,Math.min(s.startPoint.x,s.endPoint.x)+Math.abs(s.endPoint.x-s.startPoint.x)/2+u,Math.min(s.startPoint.y,s.endPoint.y)+Math.abs(s.endPoint.y-s.startPoint.y)/2+h,s.label.width,s.label.height,{fill:c},p),s.techn&&""!==s.techn.text&&(p=n.messageFont(),_n(n)("["+s.techn.text+"]",i,Math.min(s.startPoint.x,s.endPoint.x)+Math.abs(s.endPoint.x-s.startPoint.x)/2+u,Math.min(s.startPoint.y,s.endPoint.y)+Math.abs(s.endPoint.y-s.startPoint.y)/2+n.messageFontSize+5+h,Math.max(s.label.width,s.techn.width),s.techn.height,{fill:c,"font-style":"italic"},p))}}catch(t){o.e(t)}finally{o.f()}};Z.N;var wn=n(2536),Tn=n.n(wn);function En(t,e,n){if(void 0!==e.insert){var r=t.getAccTitle(),i=t.getAccDescription();e.attr("role","img").attr("aria-labelledby","chart-title-"+n+" chart-desc-"+n),e.insert("desc",":first-child").attr("id","chart-desc-"+n).text(i),e.insert("title",":first-child").attr("id","chart-title-"+n).text(r)}}function 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Mn(t,[{key:"setData",value:function(t,e,n,r){this.nextData.startx=this.data.startx=t,this.nextData.stopx=this.data.stopx=e,this.nextData.starty=this.data.starty=n,this.nextData.stopy=this.data.stopy=r}},{key:"updateVal",value:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])}},{key:"insert",value:function(t){this.nextData.cnt=this.nextData.cnt+1;var e=this.nextData.startx===this.nextData.stopx?this.nextData.stopx+t.margin:this.nextData.stopx+2*t.margin,n=e+t.width,r=this.nextData.starty+2*t.margin,i=r+t.height;(e>=this.data.widthLimit||n>=this.data.widthLimit||this.nextData.cnt>On)&&(e=this.nextData.startx+t.margin+Ln.nextLinePaddingX,r=this.nextData.stopy+2*t.margin,this.nextData.stopx=n=e+t.width,this.nextData.starty=this.nextData.stopy,this.nextData.stopy=i=r+t.height,this.nextData.cnt=1),t.x=e,t.y=r,this.updateVal(this.data,"startx",e,Math.min),this.updateVal(this.data,"starty",r,Math.min),this.updateVal(this.data,"stopx",n,Math.max),this.updateVal(this.data,"stopy",i,Math.max),this.updateVal(this.nextData,"startx",e,Math.min),this.updateVal(this.nextData,"starty",r,Math.min),this.updateVal(this.nextData,"stopx",n,Math.max),this.updateVal(this.nextData,"stopy",i,Math.max)}},{key:"init",value:function(){this.name="",this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0,widthLimit:void 0},this.nextData={startx:void 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n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.height+e.padding,o=i.width+a/4+e.padding,s=r.insert("rect",":first-child").attr("style",e.style).attr("rx",a/2).attr("ry",a/2).attr("x",-o/2).attr("y",-a/2).attr("width",o).attr("height",a);return Ir(e,s),e.intersect=function(t){return ni(e,t)},r},hexagon:function(t,e){var n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.height+e.padding,o=a/4,s=i.width+2*o+e.padding,c=[{x:o,y:0},{x:s-o,y:0},{x:s,y:-a/2},{x:s-o,y:-a},{x:o,y:-a},{x:0,y:-a/2}],l=Fr(r,s,a,c);return l.attr("style",e.style),Ir(e,l),e.intersect=function(t){return ei(e,c,t)},r},rect_left_inv_arrow:function(t,e){var n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.width+e.padding,o=i.height+e.padding,s=[{x:-o/2,y:0},{x:a,y:0},{x:a,y:-o},{x:-o/2,y:-o},{x:0,y:-o/2}];return Fr(r,a,o,s).attr("style",e.style),e.width=a+o,e.height=o,e.intersect=function(t){return ei(e,s,t)},r},lean_right:function(t,e){var n=Lr(t,e,void 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n},r},start:function(t,e){var n=t.insert("g").attr("class","node default").attr("id",e.domId||e.id),r=n.insert("circle",":first-child");return r.attr("class","state-start").attr("r",7).attr("width",14).attr("height",14),Ir(e,r),e.intersect=function(t){return ti(e,7,t)},n},end:function(t,e){var n=t.insert("g").attr("class","node default").attr("id",e.domId||e.id),r=n.insert("circle",":first-child"),i=n.insert("circle",":first-child");return i.attr("class","state-start").attr("r",7).attr("width",14).attr("height",14),r.attr("class","state-end").attr("r",5).attr("width",10).attr("height",10),Ir(e,i),e.intersect=function(t){return ti(e,7,t)},n},note:function(t,e){var n=Lr(t,e,"node "+e.classes,!0),r=n.shapeSvg,i=n.bbox,a=n.halfPadding;o.info("Classes = ",e.classes);var s=r.insert("rect",":first-child");return 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i=t.insert("g").attr("class",n).attr("id",e.domId||e.id),a=i.insert("rect",":first-child"),o=i.insert("line"),s=i.insert("line"),c=0,u=4,h=i.insert("g").attr("class","label"),f=0,d=e.classData.annotations&&e.classData.annotations[0],p=e.classData.annotations[0]?"«"+e.classData.annotations[0]+"»":"",g=h.node().appendChild(Br(p,e.labelStyle,!0,!0)),y=g.getBBox();if(ot(je().flowchart.htmlLabels)){var m=g.children[0],v=(0,l.select)(g);y=m.getBoundingClientRect(),v.attr("width",y.width),v.attr("height",y.height)}e.classData.annotations[0]&&(u+=y.height+4,c+=y.width);var b=e.classData.id;void 0!==e.classData.type&&""!==e.classData.type&&(je().flowchart.htmlLabels?b+="<"+e.classData.type+">":b+="<"+e.classData.type+">");var _=h.node().appendChild(Br(b,e.labelStyle,!0,!0));(0,l.select)(_).attr("class","classTitle");var x=_.getBBox();if(ot(je().flowchart.htmlLabels)){var 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n=t.insert("g").attr("class",e.classes).attr("id",e.id),r=n.insert("rect",":first-child"),i=n.insert("g").attr("class","cluster-label"),a=n.append("rect"),o=i.node().appendChild(Br(e.labelText,e.labelStyle,void 0,!0)),s=o.getBBox();if(ot(je().flowchart.htmlLabels)){var c=o.children[0],u=(0,l.select)(o);s=c.getBoundingClientRect(),u.attr("width",s.width),u.attr("height",s.height)}s=o.getBBox();var h=0*e.padding,f=h/2,d=e.width<=s.width+e.padding?s.width+e.padding:e.width;e.width<=s.width+e.padding?e.diff=(s.width+0*e.padding-e.width)/2:e.diff=-e.padding/2,r.attr("class","outer").attr("x",e.x-d/2-f).attr("y",e.y-e.height/2-f).attr("width",d+h).attr("height",e.height+h),a.attr("class","inner").attr("x",e.x-d/2-f).attr("y",e.y-e.height/2-f+s.height-1).attr("width",d+h).attr("height",e.height+h-s.height-3),i.attr("transform","translate("+(e.x-s.width/2)+", "+(e.y-e.height/2-e.padding/3+(ot(je().flowchart.htmlLabels)?5:3))+")");var p=r.node().getBBox();return e.height=p.height,e.intersect=function(t){return Jr(e,t)},n},noteGroup:function(t,e){var n=t.insert("g").attr("class","note-cluster").attr("id",e.id),r=n.insert("rect",":first-child"),i=0*e.padding,a=i/2;r.attr("rx",e.rx).attr("ry",e.ry).attr("x",e.x-e.width/2-a).attr("y",e.y-e.height/2-a).attr("width",e.width+i).attr("height",e.height+i).attr("fill","none");var o=r.node().getBBox();return e.width=o.width,e.height=o.height,e.intersect=function(t){return Jr(e,t)},n},divider:function(t,e){var n=t.insert("g").attr("class",e.classes).attr("id",e.id),r=n.insert("rect",":first-child"),i=0*e.padding,a=i/2;r.attr("class","divider").attr("x",e.x-e.width/2-a).attr("y",e.y-e.height/2).attr("width",e.width+i).attr("height",e.height+i);var o=r.node().getBBox();return e.width=o.width,e.height=o.height,e.diff=-e.padding/2,e.intersect=function(t){return Jr(e,t)},n}},ui={},hi={},fi={},di=function(t,e){var n=Br(e.label,e.labelStyle),r=t.insert("g").attr("class","edgeLabel"),i=r.insert("g").attr("class","label");i.node().appendChild(n);var a,o=n.getBBox();if(ot(je().flowchart.htmlLabels)){var s=n.children[0],c=(0,l.select)(n);o=s.getBoundingClientRect(),c.attr("width",o.width),c.attr("height",o.height)}if(i.attr("transform","translate("+-o.width/2+", "+-o.height/2+")"),hi[e.id]=r,e.width=o.width,e.height=o.height,e.startLabelLeft){var u=Br(e.startLabelLeft,e.labelStyle),h=t.insert("g").attr("class","edgeTerminals"),f=h.insert("g").attr("class","inner");a=f.node().appendChild(u);var d=u.getBBox();f.attr("transform","translate("+-d.width/2+", "+-d.height/2+")"),fi[e.id]||(fi[e.id]={}),fi[e.id].startLeft=h,pi(a,e.startLabelLeft)}if(e.startLabelRight){var p=Br(e.startLabelRight,e.labelStyle),g=t.insert("g").attr("class","edgeTerminals"),y=g.insert("g").attr("class","inner");a=g.node().appendChild(p),y.node().appendChild(p);var m=p.getBBox();y.attr("transform","translate("+-m.width/2+", "+-m.height/2+")"),fi[e.id]||(fi[e.id]={}),fi[e.id].startRight=g,pi(a,e.startLabelRight)}if(e.endLabelLeft){var v=Br(e.endLabelLeft,e.labelStyle),b=t.insert("g").attr("class","edgeTerminals"),_=b.insert("g").attr("class","inner");a=_.node().appendChild(v);var x=v.getBBox();_.attr("transform","translate("+-x.width/2+", "+-x.height/2+")"),b.node().appendChild(v),fi[e.id]||(fi[e.id]={}),fi[e.id].endLeft=b,pi(a,e.endLabelLeft)}if(e.endLabelRight){var k=Br(e.endLabelRight,e.labelStyle),w=t.insert("g").attr("class","edgeTerminals"),T=w.insert("g").attr("class","inner");a=T.node().appendChild(k);var E=k.getBBox();T.attr("transform","translate("+-E.width/2+", "+-E.height/2+")"),w.node().appendChild(k),fi[e.id]||(fi[e.id]={}),fi[e.id].endRight=w,pi(a,e.endLabelRight)}};function pi(t,e){je().flowchart.htmlLabels&&t&&(t.style.width=9*e.length+"px",t.style.height="12px")}var gi=function(t,e){o.info("Moving label abc78 ",t.id,t.label,hi[t.id]);var n=e.updatedPath?e.updatedPath:e.originalPath;if(t.label){var r=hi[t.id],i=t.x,a=t.y;if(n){var s=Ne.calcLabelPosition(n);o.info("Moving label from (",i,",",a,") to (",s.x,",",s.y,") abc78")}r.attr("transform","translate("+i+", "+a+")")}if(t.startLabelLeft){var c=fi[t.id].startLeft,l=t.x,u=t.y;if(n){var h=Ne.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_left",n);l=h.x,u=h.y}c.attr("transform","translate("+l+", "+u+")")}if(t.startLabelRight){var f=fi[t.id].startRight,d=t.x,p=t.y;if(n){var g=Ne.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_right",n);d=g.x,p=g.y}f.attr("transform","translate("+d+", "+p+")")}if(t.endLabelLeft){var y=fi[t.id].endLeft,m=t.x,v=t.y;if(n){var b=Ne.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_left",n);m=b.x,v=b.y}y.attr("transform","translate("+m+", "+v+")")}if(t.endLabelRight){var _=fi[t.id].endRight,x=t.x,k=t.y;if(n){var w=Ne.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_right",n);x=w.x,k=w.y}_.attr("transform","translate("+x+", "+k+")")}},yi=function(t,e){o.warn("abc88 cutPathAtIntersect",t,e);var n=[],r=t[0],i=!1;return t.forEach((function(t){if(o.info("abc88 checking point",t,e),function(t,e){var n=t.x,r=t.y,i=Math.abs(e.x-n),a=Math.abs(e.y-r),o=t.width/2,s=t.height/2;return i>=o||a>=s}(e,t)||i)o.warn("abc88 outside",t,r),r=t,i||n.push(t);else{var a=function(t,e,n){o.warn("intersection calc abc89:\n outsidePoint: ".concat(JSON.stringify(e),"\n insidePoint : ").concat(JSON.stringify(n),"\n node : x:").concat(t.x," y:").concat(t.y," w:").concat(t.width," h:").concat(t.height));var r=t.x,i=t.y,a=Math.abs(r-n.x),s=t.width/2,c=n.x<e.x?s-a:s+a,l=t.height/2,u=Math.abs(e.y-n.y),h=Math.abs(e.x-n.x);if(Math.abs(i-e.y)*s>Math.abs(r-e.x)*l){var f=n.y<e.y?e.y-l-i:i-l-e.y;c=h*f/u;var d={x:n.x<e.x?n.x+c:n.x-h+c,y:n.y<e.y?n.y+u-f:n.y-u+f};return 0===c&&(d.x=e.x,d.y=e.y),0===h&&(d.x=e.x),0===u&&(d.y=e.y),o.warn("abc89 topp/bott calc, Q ".concat(u,", q ").concat(f,", R ").concat(h,", r ").concat(c),d),d}var p=u*(c=n.x<e.x?e.x-s-r:r-s-e.x)/h,g=n.x<e.x?n.x+h-c:n.x-h+c,y=n.y<e.y?n.y+p:n.y-p;return o.warn("sides calc abc89, Q ".concat(u,", q ").concat(p,", R ").concat(h,", r ").concat(c),{_x:g,_y:y}),0===c&&(g=e.x,y=e.y),0===h&&(g=e.x),0===u&&(y=e.y),{x:g,y}}(e,r,t);o.warn("abc88 inside",t,r,a),o.warn("abc88 intersection",a);var s=!1;n.forEach((function(t){s=s||t.x===a.x&&t.y===a.y})),n.find((function(t){return t.x===a.x&&t.y===a.y}))?o.warn("abc88 no intersect",a,n):n.push(a),i=!0}})),o.warn("abc88 returning points",n),n},mi=function t(e,n,r,i){o.info("Graph in recursive render: XXX",dr().json.write(n),i);var a=n.graph().rankdir;o.trace("Dir in recursive render - dir:",a);var s=e.insert("g").attr("class","root");n.nodes()?o.info("Recursive render XXX",n.nodes()):o.info("No nodes found for",n),n.edges().length>0&&o.trace("Recursive edges",n.edge(n.edges()[0]));var c=s.insert("g").attr("class","clusters"),u=s.insert("g").attr("class","edgePaths"),h=s.insert("g").attr("class","edgeLabels"),f=s.insert("g").attr("class","nodes");n.nodes().forEach((function(e){var s=n.node(e);if(void 0!==i){var c=JSON.parse(JSON.stringify(i.clusterData));o.info("Setting data for cluster XXX (",e,") ",c,i),n.setNode(i.id,c),n.parent(e)||(o.trace("Setting parent",e,i.id),n.setParent(e,i.id,c))}if(o.info("(Insert) Node XXX"+e+": "+JSON.stringify(n.node(e))),s&&s.clusterNode){o.info("Cluster identified",e,s.width,n.node(e));var l=t(f,s.graph,r,n.node(e)),u=l.elem;Ir(s,u),s.diff=l.diff||0,o.info("Node bounds (abc123)",e,s,s.width,s.x,s.y),function(t,e){si[e.id]=t}(u,s),o.warn("Recursive render complete ",u,s)}else n.children(e).length>0?(o.info("Cluster - the non recursive path XXX",e,s.id,s,n),o.info($r(s.id,n)),Rr[s.id]={id:$r(s.id,n),node:s}):(o.info("Node - the non recursive path",e,s.id,s),function(t,e,n){var r,i,a;e.link?("sandbox"===je().securityLevel?a="_top":e.linkTarget&&(a=e.linkTarget||"_blank"),r=t.insert("svg:a").attr("xlink:href",e.link).attr("target",a),i=oi[e.shape](r,e,n)):r=i=oi[e.shape](t,e,n),e.tooltip&&i.attr("title",e.tooltip),e.class&&i.attr("class","node default "+e.class),si[e.id]=r,e.haveCallback&&si[e.id].attr("class",si[e.id].attr("class")+" clickable")}(f,n.node(e),a))})),n.edges().forEach((function(t){var e=n.edge(t.v,t.w,t.name);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t)),o.info("Edge "+t.v+" -> "+t.w+": ",t," ",JSON.stringify(n.edge(t))),o.info("Fix",Rr,"ids:",t.v,t.w,"Translateing: ",Rr[t.v],Rr[t.w]),di(h,e)})),n.edges().forEach((function(t){o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t))})),o.info("#############################################"),o.info("### Layout ###"),o.info("#############################################"),o.info(n),hr().layout(n),o.info("Graph after layout:",dr().json.write(n));var d=0;return Gr(n).forEach((function(t){var e=n.node(t);o.info("Position "+t+": "+JSON.stringify(n.node(t))),o.info("Position "+t+": ("+e.x,","+e.y,") width: ",e.width," height: ",e.height),e&&e.clusterNode?ci(e):n.children(t).length>0?(function(t,e){o.trace("Inserting cluster");var n=e.shape||"rect";ui[e.id]=li[n](t,e)}(c,e),Rr[e.id].node=e):ci(e)})),n.edges().forEach((function(t){var e=n.edge(t);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(e),e);var i=function(t,e,n,r,i,a){var s=n.points,c=!1,u=a.node(e.v),h=a.node(e.w);o.info("abc88 InsertEdge: ",n),h.intersect&&u.intersect&&((s=s.slice(1,n.points.length-1)).unshift(u.intersect(s[0])),o.info("Last point",s[s.length-1],h,h.intersect(s[s.length-1])),s.push(h.intersect(s[s.length-1]))),n.toCluster&&(o.info("to cluster abc88",r[n.toCluster]),s=yi(n.points,r[n.toCluster].node),c=!0),n.fromCluster&&(o.info("from cluster abc88",r[n.fromCluster]),s=yi(s.reverse(),r[n.fromCluster].node).reverse(),c=!0);var f,d=s.filter((function(t){return!Number.isNaN(t.y)}));f=("graph"===i||"flowchart"===i)&&n.curve||l.curveBasis;var p,g=(0,l.line)().x((function(t){return t.x})).y((function(t){return t.y})).curve(f);switch(n.thickness){case"normal":p="edge-thickness-normal";break;case"thick":p="edge-thickness-thick";break;default:p=""}switch(n.pattern){case"solid":p+=" edge-pattern-solid";break;case"dotted":p+=" edge-pattern-dotted";break;case"dashed":p+=" edge-pattern-dashed"}var y=t.append("path").attr("d",g(d)).attr("id",n.id).attr("class"," "+p+(n.classes?" "+n.classes:"")).attr("style",n.style),m="";switch(je().state.arrowMarkerAbsolute&&(m=(m=(m=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),o.info("arrowTypeStart",n.arrowTypeStart),o.info("arrowTypeEnd",n.arrowTypeEnd),n.arrowTypeStart){case"arrow_cross":y.attr("marker-start","url("+m+"#"+i+"-crossStart)");break;case"arrow_point":y.attr("marker-start","url("+m+"#"+i+"-pointStart)");break;case"arrow_barb":y.attr("marker-start","url("+m+"#"+i+"-barbStart)");break;case"arrow_circle":y.attr("marker-start","url("+m+"#"+i+"-circleStart)");break;case"aggregation":y.attr("marker-start","url("+m+"#"+i+"-aggregationStart)");break;case"extension":y.attr("marker-start","url("+m+"#"+i+"-extensionStart)");break;case"composition":y.attr("marker-start","url("+m+"#"+i+"-compositionStart)");break;case"dependency":y.attr("marker-start","url("+m+"#"+i+"-dependencyStart)")}switch(n.arrowTypeEnd){case"arrow_cross":y.attr("marker-end","url("+m+"#"+i+"-crossEnd)");break;case"arrow_point":y.attr("marker-end","url("+m+"#"+i+"-pointEnd)");break;case"arrow_barb":y.attr("marker-end","url("+m+"#"+i+"-barbEnd)");break;case"arrow_circle":y.attr("marker-end","url("+m+"#"+i+"-circleEnd)");break;case"aggregation":y.attr("marker-end","url("+m+"#"+i+"-aggregationEnd)");break;case"extension":y.attr("marker-end","url("+m+"#"+i+"-extensionEnd)");break;case"composition":y.attr("marker-end","url("+m+"#"+i+"-compositionEnd)");break;case"dependency":y.attr("marker-end","url("+m+"#"+i+"-dependencyEnd)")}var v={};return c&&(v.updatedPath=s),v.originalPath=n.points,v}(u,t,e,Rr,r,n);gi(e,i)})),n.nodes().forEach((function(t){var e=n.node(t);o.info(t,e.type,e.diff),"group"===e.type&&(d=e.diff)})),{elem:s,diff:d}},vi=function(t,e,n,r,i){Dr(t,n,r,i),si={},hi={},fi={},ui={},Pr={},jr={},Rr={},o.warn("Graph at first:",dr().json.write(e)),qr(e),o.warn("Graph after:",dr().json.write(e)),mi(t,e,r)};pr.parser.yy=lr;var bi={dividerMargin:10,padding:5,textHeight:10};function _i(t){var e;switch(t){case 0:e="aggregation";break;case 1:e="extension";break;case 2:e="composition";break;case 3:e="dependency";break;default:e="none"}return e}var xi={},ki=[],wi=function(t){return void 0===xi[t]&&(xi[t]={attributes:[]},o.info("Added new entity :",t)),xi[t]};const Ti={Cardinality:{ZERO_OR_ONE:"ZERO_OR_ONE",ZERO_OR_MORE:"ZERO_OR_MORE",ONE_OR_MORE:"ONE_OR_MORE",ONLY_ONE:"ONLY_ONE"},Identification:{NON_IDENTIFYING:"NON_IDENTIFYING",IDENTIFYING:"IDENTIFYING"},parseDirective:function(t,e,n){Jl.parseDirective(this,t,e,n)},getConfig:function(){return je().er},addEntity:wi,addAttributes:function(t,e){var n,r=wi(t);for(n=e.length-1;n>=0;n--)r.attributes.push(e[n]),o.debug("Added attribute ",e[n].attributeName)},getEntities:function(){return xi},addRelationship:function(t,e,n,r){var i={entityA:t,roleA:e,entityB:n,relSpec:r};ki.push(i),o.debug("Added new relationship :",i)},getRelationships:function(){return ki},clear:function(){xi={},ki=[],He()},setAccTitle:Ge,getAccTitle:Xe,setAccDescription:Ze,getAccDescription:Ke};var Ei=n(5890),Ci=n.n(Ei),Si={ONLY_ONE_START:"ONLY_ONE_START",ONLY_ONE_END:"ONLY_ONE_END",ZERO_OR_ONE_START:"ZERO_OR_ONE_START",ZERO_OR_ONE_END:"ZERO_OR_ONE_END",ONE_OR_MORE_START:"ONE_OR_MORE_START",ONE_OR_MORE_END:"ONE_OR_MORE_END",ZERO_OR_MORE_START:"ZERO_OR_MORE_START",ZERO_OR_MORE_END:"ZERO_OR_MORE_END"};const Ai=Si;var Mi={},Ni=function(t){return(t.entityA+t.roleA+t.entityB).replace(/\s/g,"")},Di=0;const Oi=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)Mi[e[n]]=t[e[n]]},Bi=function(t,e){o.info("Drawing ER diagram"),Ti.clear();var n=Ci().parser;n.yy=Ti;var r,i=je().securityLevel;"sandbox"===i&&(r=(0,l.select)("#i"+e));var a="sandbox"===i?(0,l.select)(r.nodes()[0].contentDocument.body):(0,l.select)("body");"sandbox"===i?r.nodes()[0].contentDocument:document;try{n.parse(t)}catch(t){o.debug("Parsing failed")}var s,c=a.select("[id='".concat(e,"']"));(function(t,e){var n;t.append("defs").append("marker").attr("id",Si.ONLY_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 L9,18 M15,0 L15,18"),t.append("defs").append("marker").attr("id",Si.ONLY_ONE_END).attr("refX",18).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M3,0 L3,18 M9,0 L9,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",30).attr("markerHeight",18).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",21).attr("cy",9).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 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9,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_MORE_START).attr("refX",18).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",48).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M0,18 Q18,0 36,18 Q18,36 0,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_MORE_END).attr("refX",39).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",9).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M21,18 Q39,0 57,18 Q39,36 21,18")})(c,Mi),s=new(dr().Graph)({multigraph:!0,directed:!0,compound:!1}).setGraph({rankdir:Mi.layoutDirection,marginx:20,marginy:20,nodesep:100,edgesep:100,ranksep:100}).setDefaultEdgeLabel((function(){return{}}));var u,h,f=function(t,e,n){var r;return Object.keys(e).forEach((function(i){var a=t.append("g").attr("id",i);r=void 0===r?i:r;var o="entity-"+i,s=a.append("text").attr("class","er entityLabel").attr("id",o).attr("x",0).attr("y",0).attr("dominant-baseline","middle").attr("text-anchor","middle").attr("style","font-family: "+je().fontFamily+"; font-size: "+Mi.fontSize+"px").text(i),c=function(t,e,n){var r=Mi.entityPadding/3,i=Mi.entityPadding/3,a=.85*Mi.fontSize,o=e.node().getBBox(),s=[],c=!1,l=!1,u=0,h=0,f=0,d=0,p=o.height+2*r,g=1;n.forEach((function(t){void 0!==t.attributeKeyType&&(c=!0),void 0!==t.attributeComment&&(l=!0)})),n.forEach((function(n){var i="".concat(e.node().id,"-attr-").concat(g),o=0,y=t.append("text").attr("class","er entityLabel").attr("id","".concat(i,"-type")).attr("x",0).attr("y",0).attr("dominant-baseline","middle").attr("text-anchor","left").attr("style","font-family: "+je().fontFamily+"; font-size: "+a+"px").text(n.attributeType),m=t.append("text").attr("class","er 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".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",o).attr("y",_).attr("width",h+2*i+b).attr("height",e.height+2*r),p=parseFloat(s.attr("x"))+parseFloat(s.attr("width"));if(c){e.kn.attr("transform","translate("+(p+i)+","+n+")");var g=t.insert("rect","#"+e.kn.node().id).attr("class","er ".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",p).attr("y",_).attr("width",f+2*i+b).attr("height",e.height+2*r);p=parseFloat(g.attr("x"))+parseFloat(g.attr("width"))}l&&(e.cn.attr("transform","translate("+(p+i)+","+n+")"),t.insert("rect","#"+e.cn.node().id).attr("class","er ".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",p).attr("y",_).attr("width",d+2*i+b).attr("height",e.height+2*r)),_+=e.height+2*r,x="attributeBoxOdd"==x?"attributeBoxEven":"attributeBoxOdd"}))}else 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t.height||0})).reduce((function(t,e){return t+e})))+(0===this.messages.length?0:this.messages.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))+(0===this.notes.length?0:this.notes.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))},clear:function(){this.actors=[],this.loops=[],this.messages=[],this.notes=[]},addActor:function(t){this.actors.push(t)},addLoop:function(t){this.loops.push(t)},addMessage:function(t){this.messages.push(t)},addNote:function(t){this.notes.push(t)},lastActor:function(){return this.actors[this.actors.length-1]},lastLoop:function(){return this.loops[this.loops.length-1]},lastMessage:function(){return this.messages[this.messages.length-1]},lastNote:function(){return this.notes[this.notes.length-1]},actors:[],loops:[],messages:[],notes:[]},init:function(){this.sequenceItems=[],this.activations=[],this.models.clear(),this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},this.verticalPos=0,Dc(Cs.parser.yy.getConfig())},updateVal:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])},updateBounds:function(t,e,n,r){var i=this,a=0;function o(o){return function(s){a++;var c=i.sequenceItems.length-a+1;i.updateVal(s,"starty",e-c*Tc.boxMargin,Math.min),i.updateVal(s,"stopy",r+c*Tc.boxMargin,Math.max),i.updateVal(Ec.data,"startx",t-c*Tc.boxMargin,Math.min),i.updateVal(Ec.data,"stopx",n+c*Tc.boxMargin,Math.max),"activation"!==o&&(i.updateVal(s,"startx",t-c*Tc.boxMargin,Math.min),i.updateVal(s,"stopx",n+c*Tc.boxMargin,Math.max),i.updateVal(Ec.data,"starty",e-c*Tc.boxMargin,Math.min),i.updateVal(Ec.data,"stopy",r+c*Tc.boxMargin,Math.max))}}this.sequenceItems.forEach(o()),this.activations.forEach(o("activation"))},insert:function(t,e,n,r){var i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(Ec.data,"startx",i,Math.min),this.updateVal(Ec.data,"starty",o,Math.min),this.updateVal(Ec.data,"stopx",a,Math.max),this.updateVal(Ec.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},newActivation:function(t,e,n){var r=n[t.from.actor],i=Oc(t.from.actor).length||0,a=r.x+r.width/2+(i-1)*Tc.activationWidth/2;this.activations.push({startx:a,starty:this.verticalPos+2,stopx:a+Tc.activationWidth,stopy:void 0,actor:t.from.actor,anchored:hc(e)})},endActivation:function(t){var e=this.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);return this.activations.splice(e,1)[0]},createLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;return{startx:void 0,starty:this.verticalPos,stopx:void 0,stopy:void 0,title:t.message,wrap:t.wrap,width:t.width,height:0,fill:e}},newLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;this.sequenceItems.push(this.createLoop(t,e))},endLoop:function(){return this.sequenceItems.pop()},addSectionToLoop:function(t){var e=this.sequenceItems.pop();e.sections=e.sections||[],e.sectionTitles=e.sectionTitles||[],e.sections.push({y:Ec.getVerticalPos(),height:0}),e.sectionTitles.push(t),this.sequenceItems.push(e)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return{bounds:this.data,models:this.models}}},Cc=function(t){return{fontFamily:t.messageFontFamily,fontSize:t.messageFontSize,fontWeight:t.messageFontWeight}},Sc=function(t){return{fontFamily:t.noteFontFamily,fontSize:t.noteFontSize,fontWeight:t.noteFontWeight}},Ac=function(t){return{fontFamily:t.actorFontFamily,fontSize:t.actorFontSize,fontWeight:t.actorFontWeight}},Mc=function(t,e,n,r,i,a){if(!0===i.hideUnusedParticipants){var o=new Set;a.forEach((function(t){o.add(t.from),o.add(t.to)})),n=n.filter((function(t){return o.has(t)}))}for(var s=0,c=0,l=0,u=0;u<n.length;u++){var h=e[n[u]];h.width=h.width||Tc.width,h.height=Math.max(h.height||Tc.height,Tc.height),h.margin=h.margin||Tc.actorMargin,h.x=s+c,h.y=r;var f=lc(t,h,Tc);l=Math.max(l,f),Ec.insert(h.x,r,h.x+h.width,h.height),s+=h.width,c+=h.margin,Ec.models.addActor(h)}Ec.bumpVerticalPos(l)},Nc=function(t,e,n,r){for(var i=0,a=0,o=0;o<n.length;o++){var s=e[n[o]],c=Ic(s),l=uc(t,s,c,Tc,Tc.forceMenus,r);l.height>i&&(i=l.height),l.width+s.x>a&&(a=l.width+s.x)}return{maxHeight:i,maxWidth:a}},Dc=function(t){ve(Tc,t),t.fontFamily&&(Tc.actorFontFamily=Tc.noteFontFamily=Tc.messageFontFamily=t.fontFamily),t.fontSize&&(Tc.actorFontSize=Tc.noteFontSize=Tc.messageFontSize=t.fontSize),t.fontWeight&&(Tc.actorFontWeight=Tc.noteFontWeight=Tc.messageFontWeight=t.fontWeight)},Oc=function(t){return Ec.activations.filter((function(e){return e.actor===t}))},Bc=function(t,e){var n=e[t],r=Oc(t);return[r.reduce((function(t,e){return Math.min(t,e.startx)}),n.x+n.width/2),r.reduce((function(t,e){return Math.max(t,e.stopx)}),n.x+n.width/2)]};function Lc(t,e,n,r,i){Ec.bumpVerticalPos(n);var a=r;if(e.id&&e.message&&t[e.id]){var s=t[e.id].width,c=Cc(Tc);e.message=Ne.wrapLabel("[".concat(e.message,"]"),s-2*Tc.wrapPadding,c),e.width=s,e.wrap=!0;var l=Ne.calculateTextDimensions(e.message,c),u=Math.max(l.height,Tc.labelBoxHeight);a=r+u,o.debug("".concat(u," - ").concat(e.message))}i(e),Ec.bumpVerticalPos(a)}var Ic=function(t){var e=0,n=Ac(Tc);for(var r in t.links){var i=Ne.calculateTextDimensions(r,n).width+2*Tc.wrapPadding+2*Tc.boxMargin;e<i&&(e=i)}return e};const Fc={bounds:Ec,drawActors:Mc,drawActorsPopup:Nc,setConf:Dc,draw:function(t,e){Tc=je().sequence;var n,r=je().securityLevel;"sandbox"===r&&(n=(0,l.select)("#i"+e));var i="sandbox"===r?(0,l.select)(n.nodes()[0].contentDocument.body):(0,l.select)("body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;Cs.parser.yy.clear(),Cs.parser.yy.setWrap(Tc.wrap),Cs.parser.parse(t+"\n"),Ec.init(),o.debug("C:".concat(JSON.stringify(Tc,null,2)));var s="sandbox"===r?i.select('[id="'.concat(e,'"]')):(0,l.select)('[id="'.concat(e,'"]')),c=Cs.parser.yy.getActors(),u=Cs.parser.yy.getActorKeys(),h=Cs.parser.yy.getMessages(),f=Cs.parser.yy.getDiagramTitle(),d=function(t,e){var n={};return e.forEach((function(e){if(t[e.to]&&t[e.from]){var r=t[e.to];if(e.placement===Cs.parser.yy.PLACEMENT.LEFTOF&&!r.prevActor)return;if(e.placement===Cs.parser.yy.PLACEMENT.RIGHTOF&&!r.nextActor)return;var i=void 0!==e.placement,a=!i,o=i?Sc(Tc):Cc(Tc),s=e.wrap?Ne.wrapLabel(e.message,Tc.width-2*Tc.wrapPadding,o):e.message,c=Ne.calculateTextDimensions(s,o).width+2*Tc.wrapPadding;a&&e.from===r.nextActor?n[e.to]=Math.max(n[e.to]||0,c):a&&e.from===r.prevActor?n[e.from]=Math.max(n[e.from]||0,c):a&&e.from===e.to?(n[e.from]=Math.max(n[e.from]||0,c/2),n[e.to]=Math.max(n[e.to]||0,c/2)):e.placement===Cs.parser.yy.PLACEMENT.RIGHTOF?n[e.from]=Math.max(n[e.from]||0,c):e.placement===Cs.parser.yy.PLACEMENT.LEFTOF?n[r.prevActor]=Math.max(n[r.prevActor]||0,c):e.placement===Cs.parser.yy.PLACEMENT.OVER&&(r.prevActor&&(n[r.prevActor]=Math.max(n[r.prevActor]||0,c/2)),r.nextActor&&(n[e.from]=Math.max(n[e.from]||0,c/2)))}})),o.debug("maxMessageWidthPerActor:",n),n}(c,h);Tc.height=function(t,e){var n=0;for(var r in Object.keys(t).forEach((function(e){var r=t[e];r.wrap&&(r.description=Ne.wrapLabel(r.description,Tc.width-2*Tc.wrapPadding,Ac(Tc)));var i=Ne.calculateTextDimensions(r.description,Ac(Tc));r.width=r.wrap?Tc.width:Math.max(Tc.width,i.width+2*Tc.wrapPadding),r.height=r.wrap?Math.max(i.height,Tc.height):Tc.height,n=Math.max(n,r.height)})),e){var i=t[r];if(i){var a=t[i.nextActor];if(a){var o=e[r]+Tc.actorMargin-i.width/2-a.width/2;i.margin=Math.max(o,Tc.actorMargin)}}}return Math.max(n,Tc.height)}(c,d),_c(s),bc(s),xc(s),Mc(s,c,u,0,Tc,h);var p=function(t,e){var n,r,i,a={},s=[];return t.forEach((function(t){switch(t.id=Ne.random({length:10}),t.type){case Cs.parser.yy.LINETYPE.LOOP_START:case Cs.parser.yy.LINETYPE.ALT_START:case Cs.parser.yy.LINETYPE.OPT_START:case Cs.parser.yy.LINETYPE.PAR_START:case Cs.parser.yy.LINETYPE.CRITICAL_START:case Cs.parser.yy.LINETYPE.BREAK_START:s.push({id:t.id,msg:t.message,from:Number.MAX_SAFE_INTEGER,to:Number.MIN_SAFE_INTEGER,width:0});break;case Cs.parser.yy.LINETYPE.ALT_ELSE:case Cs.parser.yy.LINETYPE.PAR_AND:case Cs.parser.yy.LINETYPE.CRITICAL_OPTION:t.message&&(n=s.pop(),a[n.id]=n,a[t.id]=n,s.push(n));break;case Cs.parser.yy.LINETYPE.LOOP_END:case Cs.parser.yy.LINETYPE.ALT_END:case Cs.parser.yy.LINETYPE.OPT_END:case Cs.parser.yy.LINETYPE.PAR_END:case Cs.parser.yy.LINETYPE.CRITICAL_END:case Cs.parser.yy.LINETYPE.BREAK_END:n=s.pop(),a[n.id]=n;break;case Cs.parser.yy.LINETYPE.ACTIVE_START:var c=e[t.from?t.from.actor:t.to.actor],l=Oc(t.from?t.from.actor:t.to.actor).length,u=c.x+c.width/2+(l-1)*Tc.activationWidth/2,h={startx:u,stopx:u+Tc.activationWidth,actor:t.from.actor,enabled:!0};Ec.activations.push(h);break;case Cs.parser.yy.LINETYPE.ACTIVE_END:var f=Ec.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);delete Ec.activations.splice(f,1)[0]}void 0!==t.placement?(r=function(t,e){var n=e[t.from].x,r=e[t.to].x,i=t.wrap&&t.message,a=Ne.calculateTextDimensions(i?Ne.wrapLabel(t.message,Tc.width,Sc(Tc)):t.message,Sc(Tc)),s={width:i?Tc.width:Math.max(Tc.width,a.width+2*Tc.noteMargin),height:0,startx:e[t.from].x,stopx:0,starty:0,stopy:0,message:t.message};return t.placement===Cs.parser.yy.PLACEMENT.RIGHTOF?(s.width=i?Math.max(Tc.width,a.width):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*Tc.noteMargin),s.startx=n+(e[t.from].width+Tc.actorMargin)/2):t.placement===Cs.parser.yy.PLACEMENT.LEFTOF?(s.width=i?Math.max(Tc.width,a.width+2*Tc.noteMargin):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*Tc.noteMargin),s.startx=n-s.width+(e[t.from].width-Tc.actorMargin)/2):t.to===t.from?(a=Ne.calculateTextDimensions(i?Ne.wrapLabel(t.message,Math.max(Tc.width,e[t.from].width),Sc(Tc)):t.message,Sc(Tc)),s.width=i?Math.max(Tc.width,e[t.from].width):Math.max(e[t.from].width,Tc.width,a.width+2*Tc.noteMargin),s.startx=n+(e[t.from].width-s.width)/2):(s.width=Math.abs(n+e[t.from].width/2-(r+e[t.to].width/2))+Tc.actorMargin,s.startx=n<r?n+e[t.from].width/2-Tc.actorMargin/2:r+e[t.to].width/2-Tc.actorMargin/2),i&&(s.message=Ne.wrapLabel(t.message,s.width-2*Tc.wrapPadding,Sc(Tc))),o.debug("NM:[".concat(s.startx,",").concat(s.stopx,",").concat(s.starty,",").concat(s.stopy,":").concat(s.width,",").concat(s.height,"=").concat(t.message,"]")),s}(t,e),t.noteModel=r,s.forEach((function(t){(n=t).from=Math.min(n.from,r.startx),n.to=Math.max(n.to,r.startx+r.width),n.width=Math.max(n.width,Math.abs(n.from-n.to))-Tc.labelBoxWidth}))):(i=function(t,e){var n=!1;if([Cs.parser.yy.LINETYPE.SOLID_OPEN,Cs.parser.yy.LINETYPE.DOTTED_OPEN,Cs.parser.yy.LINETYPE.SOLID,Cs.parser.yy.LINETYPE.DOTTED,Cs.parser.yy.LINETYPE.SOLID_CROSS,Cs.parser.yy.LINETYPE.DOTTED_CROSS,Cs.parser.yy.LINETYPE.SOLID_POINT,Cs.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(n=!0),!n)return{};var r=Bc(t.from,e),i=Bc(t.to,e),a=r[0]<=i[0]?1:0,o=r[0]<i[0]?0:1,s=r.concat(i),c=Math.abs(i[o]-r[a]);t.wrap&&t.message&&(t.message=Ne.wrapLabel(t.message,Math.max(c+2*Tc.wrapPadding,Tc.width),Cc(Tc)));var l=Ne.calculateTextDimensions(t.message,Cc(Tc));return{width:Math.max(t.wrap?0:l.width+2*Tc.wrapPadding,c+2*Tc.wrapPadding,Tc.width),height:0,startx:r[a],stopx:i[o],starty:0,stopy:0,message:t.message,type:t.type,wrap:t.wrap,fromBounds:Math.min.apply(null,s),toBounds:Math.max.apply(null,s)}}(t,e),t.msgModel=i,i.startx&&i.stopx&&s.length>0&&s.forEach((function(r){if(n=r,i.startx===i.stopx){var a=e[t.from],o=e[t.to];n.from=Math.min(a.x-i.width/2,a.x-a.width/2,n.from),n.to=Math.max(o.x+i.width/2,o.x+a.width/2,n.to),n.width=Math.max(n.width,Math.abs(n.to-n.from))-Tc.labelBoxWidth}else n.from=Math.min(i.startx,n.from),n.to=Math.max(i.stopx,n.to),n.width=Math.max(n.width,i.width)-Tc.labelBoxWidth})))})),Ec.activations=[],o.debug("Loop type widths:",a),a}(h,c);gc(s),vc(s),yc(s),mc(s);var g=1,y=1,m=Array();h.forEach((function(t){var e,n,r;switch(t.type){case Cs.parser.yy.LINETYPE.NOTE:n=t.noteModel,function(t,e){Ec.bumpVerticalPos(Tc.boxMargin),e.height=Tc.boxMargin,e.starty=Ec.getVerticalPos();var n=wc();n.x=e.startx,n.y=e.starty,n.width=e.width||Tc.width,n.class="note";var r=t.append("g"),i=cc(r,n),a=kc();a.x=e.startx,a.y=e.starty,a.width=n.width,a.dy="1em",a.text=e.message,a.class="noteText",a.fontFamily=Tc.noteFontFamily,a.fontSize=Tc.noteFontSize,a.fontWeight=Tc.noteFontWeight,a.anchor=Tc.noteAlign,a.textMargin=Tc.noteMargin,a.valign=Tc.noteAlign;var o=tc(r,a),s=Math.round(o.map((function(t){return(t._groups||t)[0][0].getBBox().height})).reduce((function(t,e){return t+e})));i.attr("height",s+2*Tc.noteMargin),e.height+=s+2*Tc.noteMargin,Ec.bumpVerticalPos(s+2*Tc.noteMargin),e.stopy=e.starty+s+2*Tc.noteMargin,e.stopx=e.startx+n.width,Ec.insert(e.startx,e.starty,e.stopx,e.stopy),Ec.models.addNote(e)}(s,n);break;case Cs.parser.yy.LINETYPE.ACTIVE_START:Ec.newActivation(t,s,c);break;case Cs.parser.yy.LINETYPE.ACTIVE_END:!function(t,e){var n=Ec.endActivation(t);n.starty+18>e&&(n.starty=e-6,e+=12),fc(s,n,e,Tc,Oc(t.from.actor).length),Ec.insert(n.startx,e-10,n.stopx,e)}(t,Ec.getVerticalPos());break;case Cs.parser.yy.LINETYPE.LOOP_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.LOOP_END:e=Ec.endLoop(),dc(s,e,"loop",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.RECT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin,(function(t){return Ec.newLoop(void 0,t.message)}));break;case Cs.parser.yy.LINETYPE.RECT_END:e=Ec.endLoop(),pc(s,e),Ec.models.addLoop(e),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos());break;case Cs.parser.yy.LINETYPE.OPT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.OPT_END:e=Ec.endLoop(),dc(s,e,"opt",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.ALT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.ALT_ELSE:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.ALT_END:e=Ec.endLoop(),dc(s,e,"alt",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.PAR_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.PAR_AND:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.PAR_END:e=Ec.endLoop(),dc(s,e,"par",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.AUTONUMBER:g=t.message.start||g,y=t.message.step||y,t.message.visible?Cs.parser.yy.enableSequenceNumbers():Cs.parser.yy.disableSequenceNumbers();break;case Cs.parser.yy.LINETYPE.CRITICAL_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.CRITICAL_OPTION:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.CRITICAL_END:e=Ec.endLoop(),dc(s,e,"critical",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.BREAK_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.BREAK_END:e=Ec.endLoop(),dc(s,e,"break",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;default:try{(r=t.msgModel).starty=Ec.getVerticalPos(),r.sequenceIndex=g,r.sequenceVisible=Cs.parser.yy.showSequenceNumbers();var i=function(t,e){Ec.bumpVerticalPos(10);var n,r=e.startx,i=e.stopx,a=e.message,o=st.splitBreaks(a).length,s=Ne.calculateTextDimensions(a,Cc(Tc)),c=s.height/o;e.height+=c,Ec.bumpVerticalPos(c);var l=s.height-10,u=s.width;if(r===i){n=Ec.getVerticalPos()+l,Tc.rightAngles||(l+=Tc.boxMargin,n=Ec.getVerticalPos()+l),l+=30;var h=Math.max(u/2,Tc.width/2);Ec.insert(r-h,Ec.getVerticalPos()-10+l,i+h,Ec.getVerticalPos()+30+l)}else l+=Tc.boxMargin,n=Ec.getVerticalPos()+l,Ec.insert(r,n-10,i,n);return Ec.bumpVerticalPos(l),e.height+=l,e.stopy=e.starty+e.height,Ec.insert(e.fromBounds,e.starty,e.toBounds,e.stopy),n}(0,r);m.push({messageModel:r,lineStarty:i}),Ec.models.addMessage(r)}catch(t){o.error("error while drawing message",t)}}[Cs.parser.yy.LINETYPE.SOLID_OPEN,Cs.parser.yy.LINETYPE.DOTTED_OPEN,Cs.parser.yy.LINETYPE.SOLID,Cs.parser.yy.LINETYPE.DOTTED,Cs.parser.yy.LINETYPE.SOLID_CROSS,Cs.parser.yy.LINETYPE.DOTTED_CROSS,Cs.parser.yy.LINETYPE.SOLID_POINT,Cs.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(g+=y)})),m.forEach((function(t){return function(t,e,n){var r=e.startx,i=e.stopx,a=e.starty,o=e.message,s=e.type,c=e.sequenceIndex,l=e.sequenceVisible,u=Ne.calculateTextDimensions(o,Cc(Tc)),h=kc();h.x=r,h.y=a+10,h.width=i-r,h.class="messageText",h.dy="1em",h.text=o,h.fontFamily=Tc.messageFontFamily,h.fontSize=Tc.messageFontSize,h.fontWeight=Tc.messageFontWeight,h.anchor=Tc.messageAlign,h.valign=Tc.messageAlign,h.textMargin=Tc.wrapPadding,h.tspan=!1,tc(t,h);var f,d=u.width;r===i?f=Tc.rightAngles?t.append("path").attr("d","M ".concat(r,",").concat(n," H ").concat(r+Math.max(Tc.width/2,d/2)," V ").concat(n+25," H ").concat(r)):t.append("path").attr("d","M "+r+","+n+" C "+(r+60)+","+(n-10)+" "+(r+60)+","+(n+30)+" "+r+","+(n+20)):((f=t.append("line")).attr("x1",r),f.attr("y1",n),f.attr("x2",i),f.attr("y2",n)),s===Cs.parser.yy.LINETYPE.DOTTED||s===Cs.parser.yy.LINETYPE.DOTTED_CROSS||s===Cs.parser.yy.LINETYPE.DOTTED_POINT||s===Cs.parser.yy.LINETYPE.DOTTED_OPEN?(f.style("stroke-dasharray","3, 3"),f.attr("class","messageLine1")):f.attr("class","messageLine0");var p="";Tc.arrowMarkerAbsolute&&(p=(p=(p=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),f.attr("stroke-width",2),f.attr("stroke","none"),f.style("fill","none"),s!==Cs.parser.yy.LINETYPE.SOLID&&s!==Cs.parser.yy.LINETYPE.DOTTED||f.attr("marker-end","url("+p+"#arrowhead)"),s!==Cs.parser.yy.LINETYPE.SOLID_POINT&&s!==Cs.parser.yy.LINETYPE.DOTTED_POINT||f.attr("marker-end","url("+p+"#filled-head)"),s!==Cs.parser.yy.LINETYPE.SOLID_CROSS&&s!==Cs.parser.yy.LINETYPE.DOTTED_CROSS||f.attr("marker-end","url("+p+"#crosshead)"),(l||Tc.showSequenceNumbers)&&(f.attr("marker-start","url("+p+"#sequencenumber)"),t.append("text").attr("x",r).attr("y",n+4).attr("font-family","sans-serif").attr("font-size","12px").attr("text-anchor","middle").attr("class","sequenceNumber").text(c))}(s,t.messageModel,t.lineStarty)})),Tc.mirrorActors&&(Ec.bumpVerticalPos(2*Tc.boxMargin),Mc(s,c,u,Ec.getVerticalPos(),Tc,h),Ec.bumpVerticalPos(Tc.boxMargin),rc(s,Ec.getVerticalPos()));var v=Nc(s,c,u,a),b=Ec.getBounds().bounds;o.debug("For line height fix Querying: #"+e+" .actor-line"),(0,l.selectAll)("#"+e+" .actor-line").attr("y2",b.stopy);var _=b.stopy-b.starty;_<v.maxHeight&&(_=v.maxHeight);var x=_+2*Tc.diagramMarginY;Tc.mirrorActors&&(x=x-Tc.boxMargin+Tc.bottomMarginAdj);var k=b.stopx-b.startx;k<v.maxWidth&&(k=v.maxWidth);var w=k+2*Tc.diagramMarginX;f&&s.append("text").text(f).attr("x",(b.stopx-b.startx)/2-2*Tc.diagramMarginX).attr("y",-25),Ce(s,x,w,Tc.useMaxWidth);var T=f?40:0;s.attr("viewBox",b.startx-Tc.diagramMarginX+" -"+(Tc.diagramMarginY+T)+" "+w+" "+(x+T)),En(Cs.parser.yy,s,e),o.debug("models:",Ec.models)}};var Rc=n(3584),Pc=n.n(Rc);function jc(t){return jc="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},jc(t)}var zc=function(t){return JSON.parse(JSON.stringify(t))},Yc=[],Uc=function 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T=c.node().getBBox();c.insert("rect",":first-child").attr("class","box").attr("x",h-y/2-je().state.padding/2).attr("y",f-k/2-je().state.padding/2-3.5).attr("width",y+je().state.padding).attr("height",k+je().state.padding),o.info(T)}ol++}(n,u.edge(t),u.edge(t).relation))})),T=w.getBBox();var E={id:r||"root",label:r||"root",width:0,height:0};return E.width=T.width+2*nl.padding,E.height=T.height+2*nl.padding,o.debug("Doc rendered",E,u),E};const ll=function(t,e){nl=je().state;var n,r=je().securityLevel;"sandbox"===r&&(n=(0,l.select)("#i"+e));var i="sandbox"===r?(0,l.select)(n.nodes()[0].contentDocument.body):(0,l.select)("body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;Rc.parser.yy.clear(),Rc.parser.parse(t),o.debug("Rendering diagram "+t);var s=i.select("[id='".concat(e,"']"));s.append("defs").append("marker").attr("id","dependencyEnd").attr("refX",19).attr("refY",7).attr("markerWidth",20).attr("markerHeight",28).attr("orient","auto").append("path").attr("d","M 19,7 L9,13 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i="rect";!0===n.start&&(i="start"),!1===n.start&&(i="end"),"default"!==n.type&&(i=n.type),hl[n.id]||(hl[n.id]={id:n.id,shape:i,description:st.sanitizeText(n.id,je()),classes:"statediagram-state"}),n.description&&(Array.isArray(hl[n.id].description)?(hl[n.id].shape="rectWithTitle",hl[n.id].description.push(n.description)):hl[n.id].description.length>0?(hl[n.id].shape="rectWithTitle",hl[n.id].description===n.id?hl[n.id].description=[n.description]:hl[n.id].description=[hl[n.id].description,n.description]):(hl[n.id].shape="rect",hl[n.id].description=n.description),hl[n.id].description=st.sanitizeTextOrArray(hl[n.id].description,je())),1===hl[n.id].description.length&&"rectWithTitle"===hl[n.id].shape&&(hl[n.id].shape="rect"),!hl[n.id].type&&n.doc&&(o.info("Setting cluster for ",n.id,gl(n)),hl[n.id].type="group",hl[n.id].dir=gl(n),hl[n.id].shape="divider"===n.type?"divider":"roundedWithTitle",hl[n.id].classes=hl[n.id].classes+" "+(r?"statediagram-cluster 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je().journey},clear:function(){_l.length=0,xl.length=0,bl="",kl.length=0,He()},setDiagramTitle:Qe,getDiagramTitle:Je,setAccTitle:Ge,getAccTitle:Xe,setAccDescription:Ze,getAccDescription:Ke,addSection:function(t){bl=t,_l.push(t)},getSections:function(){return _l},getTasks:function(){for(var t=wl(),e=0;!t&&e<100;)t=wl(),e++;return xl.push.apply(xl,kl),xl},addTask:function(t,e){var n=e.substr(1).split(":"),r=0,i=[];1===n.length?(r=Number(n[0]),i=[]):(r=Number(n[0]),i=n[1].split(","));var a=i.map((function(t){return t.trim()})),o={section:bl,type:bl,people:a,task:t,score:r};kl.push(o)},addTaskOrg:function(t){var e={section:bl,type:bl,description:t,task:t,classes:[]};xl.push(e)},getActors:function(){return t=[],xl.forEach((function(e){e.people&&t.push.apply(t,ml(e.people))})),ml(new Set(t)).sort();var t}};var El=n(9763),Cl=n.n(El),Sl=function(t,e){var n=t.append("rect");return n.attr("x",e.x),n.attr("y",e.y),n.attr("fill",e.fill),n.attr("stroke",e.stroke),n.attr("width",e.width),n.attr("height",e.height),n.attr("rx",e.rx),n.attr("ry",e.ry),void 0!==e.class&&n.attr("class",e.class),n},Al=function(t,e){var n=t.append("circle");return n.attr("cx",e.cx),n.attr("cy",e.cy),n.attr("class","actor-"+e.pos),n.attr("fill",e.fill),n.attr("stroke",e.stroke),n.attr("r",e.r),void 0!==n.class&&n.attr("class",n.class),void 0!==e.title&&n.append("title").text(e.title),n},Ml=-1,Nl=function(){function t(t,e,n,i,a,o,s,c){r(e.append("text").attr("x",n+a/2).attr("y",i+o/2+5).style("font-color",c).style("text-anchor","middle").text(t),s)}function e(t,e,n,i,a,o,s,c,l){for(var u=c.taskFontSize,h=c.taskFontFamily,f=t.split(/<br\s*\/?>/gi),d=0;d<f.length;d++){var 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r=t.append("g"),i={x:0,y:0,width:100,anchor:"start",height:100,rx:0,ry:0};i.x=e.x,i.y=e.y,i.fill=e.fill,i.width=n.width,i.height=n.height,i.class="journey-section section-type-"+e.num,i.rx=3,i.ry=3,Sl(r,i),Nl(n)(e.text,r,i.x,i.y,i.width,i.height,{class:"journey-section section-type-"+e.num},n,e.colour)},Bl=function(t,e){var n=e.text.replace(/<br\s*\/?>/gi," "),r=t.append("text");r.attr("x",e.x),r.attr("y",e.y),r.attr("class","legend"),r.style("text-anchor",e.anchor),void 0!==e.class&&r.attr("class",e.class);var i=r.append("tspan");return i.attr("x",e.x+2*e.textMargin),i.text(n),r},Ll=function(t,e,n){var r,i,a,o=e.x+n.width/2,s=t.append("g");Ml++,s.append("line").attr("id","task"+Ml).attr("x1",o).attr("y1",e.y).attr("x2",o).attr("y2",450).attr("class","task-line").attr("stroke-width","1px").attr("stroke-dasharray","4 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e=(0,l.arc)().startAngle(3*Math.PI/2).endAngle(Math.PI/2*5).innerRadius(7.5).outerRadius(15/2.2);t.append("path").attr("class","mouth").attr("d",e).attr("transform","translate("+i.cx+","+(i.cy+7)+")")}(a):function(t){t.append("line").attr("class","mouth").attr("stroke",2).attr("x1",i.cx-5).attr("y1",i.cy+7).attr("x2",i.cx+5).attr("y2",i.cy+7).attr("class","mouth").attr("stroke-width","1px").attr("stroke","#666")}(a);var c={x:0,y:0,width:100,anchor:"start",height:100,rx:0,ry:0};c.x=e.x,c.y=e.y,c.fill=e.fill,c.width=n.width,c.height=n.height,c.class="task task-type-"+e.num,c.rx=3,c.ry=3,Sl(s,c);var u=e.x+14;e.people.forEach((function(t){var n=e.actors[t].color,r={cx:u,cy:e.y,r:7,fill:n,stroke:"#000",title:t,pos:e.actors[t].position};Al(s,r),u+=10})),Nl(n)(e.task,s,c.x,c.y,c.width,c.height,{class:"task"},n,e.colour)};El.parser.yy=Tl;var Il={},Fl=je().journey,Rl=je().journey.leftMargin,Pl={data:{startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},verticalPos:0,sequenceItems:[],init:function(){this.sequenceItems=[],this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},this.verticalPos=0},updateVal:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])},updateBounds:function(t,e,n,r){var i=je().journey,a=this,o=0;this.sequenceItems.forEach((function(s){o++;var c=a.sequenceItems.length-o+1;a.updateVal(s,"starty",e-c*i.boxMargin,Math.min),a.updateVal(s,"stopy",r+c*i.boxMargin,Math.max),a.updateVal(Pl.data,"startx",t-c*i.boxMargin,Math.min),a.updateVal(Pl.data,"stopx",n+c*i.boxMargin,Math.max),a.updateVal(s,"startx",t-c*i.boxMargin,Math.min),a.updateVal(s,"stopx",n+c*i.boxMargin,Math.max),a.updateVal(Pl.data,"starty",e-c*i.boxMargin,Math.min),a.updateVal(Pl.data,"stopy",r+c*i.boxMargin,Math.max)}))},insert:function(t,e,n,r){var i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(Pl.data,"startx",i,Math.min),this.updateVal(Pl.data,"starty",o,Math.min),this.updateVal(Pl.data,"stopx",a,Math.max),this.updateVal(Pl.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return this.data}},jl=Fl.sectionFills,zl=Fl.sectionColours;const Yl=function(t){Object.keys(t).forEach((function(e){Fl[e]=t[e]}))},Ul=function(t,e){var n=je().journey;El.parser.yy.clear(),El.parser.parse(t+"\n");var r,i=je().securityLevel;"sandbox"===i&&(r=(0,l.select)("#i"+e));var a="sandbox"===i?(0,l.select)(r.nodes()[0].contentDocument.body):(0,l.select)("body");"sandbox"===i?r.nodes()[0].contentDocument:document,Pl.init();var o=a.select("#"+e);o.attr("xmlns:xlink","http://www.w3.org/1999/xlink"),o.append("defs").append("marker").attr("id","arrowhead").attr("refX",5).attr("refY",2).attr("markerWidth",6).attr("markerHeight",4).attr("orient","auto").append("path").attr("d","M 0,0 V 4 L6,2 Z");var s=El.parser.yy.getTasks(),c=El.parser.yy.getDiagramTitle(),u=El.parser.yy.getActors();for(var h in Il)delete Il[h];var f=0;u.forEach((function(t){Il[t]={color:n.actorColours[f%n.actorColours.length],position:f},f++})),function(t){var e=je().journey,n=60;Object.keys(Il).forEach((function(r){var i=Il[r].color,a={cx:20,cy:n,r:7,fill:i,stroke:"#000",pos:Il[r].position};Dl(t,a);var o={x:40,y:n+7,fill:"#666",text:r,textMargin:5|e.boxTextMargin};Bl(t,o),n+=20}))}(o),Pl.insert(0,0,Rl,50*Object.keys(Il).length),function(t,e,n){for(var r=je().journey,i="",a=n+(2*r.height+r.diagramMarginY),o=0,s="#CCC",c="black",l=0,u=0;u<e.length;u++){var h=e[u];if(i!==h.section){s=jl[o%jl.length],l=o%jl.length,c=zl[o%zl.length];var f={x:u*r.taskMargin+u*r.width+Rl,y:50,text:h.section,fill:s,num:l,colour:c};Ol(t,f,r),i=h.section,o++}var d=h.people.reduce((function(t,e){return Il[e]&&(t[e]=Il[e]),t}),{});h.x=u*r.taskMargin+u*r.width+Rl,h.y=a,h.width=r.diagramMarginX,h.height=r.diagramMarginY,h.colour=c,h.fill=s,h.num=l,h.actors=d,Ll(t,h,r),Pl.insert(h.x,h.y,h.x+h.width+r.taskMargin,450)}}(o,s,0);var d=Pl.getBounds();c&&o.append("text").text(c).attr("x",Rl).attr("font-size","4ex").attr("font-weight","bold").attr("y",25);var p=d.stopy-d.starty+2*n.diagramMarginY,g=Rl+d.stopx+2*n.diagramMarginX;Ce(o,p,g,n.useMaxWidth),o.append("line").attr("x1",Rl).attr("y1",4*n.height).attr("x2",g-Rl-4).attr("y2",4*n.height).attr("stroke-width",4).attr("stroke","black").attr("marker-end","url(#arrowhead)");var y=c?70:0;o.attr("viewBox","".concat(d.startx," -25 ").concat(g," ").concat(p+y)),o.attr("preserveAspectRatio","xMinYMin meet"),o.attr("height",p+y+25),En(El.parser.yy,o,e)};var $l={};const Wl=function(t){return"g.classGroup 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1;\n}\n\n#extensionEnd, .extension {\n fill: ").concat(t.lineColor," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationStart, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationEnd, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n.edgeTerminals {\n font-size: 11px;\n}\n\n")},ql=function(t){return".label {\n font-family: ".concat(t.fontFamily,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n .cluster-label text {\n fill: ").concat(t.titleColor,";\n }\n .cluster-label span {\n color: ").concat(t.titleColor,";\n }\n\n .label text,span {\n fill: ").concat(t.nodeTextColor||t.textColor,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n\n .node rect,\n .node circle,\n .node ellipse,\n .node polygon,\n .node path {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n stroke-width: 1px;\n }\n\n .node .label {\n text-align: center;\n }\n .node.clickable {\n cursor: pointer;\n }\n\n .arrowheadPath {\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 2.0px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n background-color: ").concat(t.edgeLabelBackground,";\n fill: ").concat(t.edgeLabelBackground,";\n }\n text-align: center;\n }\n\n .cluster rect {\n fill: ").concat(t.clusterBkg,";\n stroke: ").concat(t.clusterBorder,";\n stroke-width: 1px;\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n .cluster span {\n color: ").concat(t.titleColor,";\n }\n /* .cluster div {\n color: ").concat(t.titleColor,";\n } */\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: ").concat(t.fontFamily,";\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n")},Vl=function(t){return"\ndefs #statediagram-barbEnd {\n fill: ".concat(t.transitionColor,";\n stroke: ").concat(t.transitionColor,";\n }\ng.stateGroup text {\n fill: ").concat(t.nodeBorder,";\n stroke: none;\n font-size: 10px;\n}\ng.stateGroup text {\n fill: ").concat(t.textColor,";\n stroke: none;\n font-size: 10px;\n\n}\ng.stateGroup .state-title {\n font-weight: bolder;\n fill: ").concat(t.stateLabelColor,";\n}\n\ng.stateGroup rect {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n}\n\ng.stateGroup line {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n\n.transition {\n stroke: ").concat(t.transitionColor,";\n stroke-width: 1;\n fill: none;\n}\n\n.stateGroup .composit {\n fill: ").concat(t.background,";\n border-bottom: 1px\n}\n\n.stateGroup .alt-composit {\n fill: #e0e0e0;\n border-bottom: 1px\n}\n\n.state-note {\n stroke: ").concat(t.noteBorderColor,";\n fill: ").concat(t.noteBkgColor,";\n\n text {\n fill: ").concat(t.noteTextColor,";\n stroke: none;\n font-size: 10px;\n }\n}\n\n.stateLabel .box {\n stroke: none;\n stroke-width: 0;\n fill: ").concat(t.mainBkg,";\n opacity: 0.5;\n}\n\n.edgeLabel .label rect {\n fill: ").concat(t.labelBackgroundColor,";\n opacity: 0.5;\n}\n.edgeLabel .label text {\n fill: ").concat(t.transitionLabelColor||t.tertiaryTextColor,";\n}\n.label div .edgeLabel {\n color: ").concat(t.transitionLabelColor||t.tertiaryTextColor,";\n}\n\n.stateLabel text {\n fill: ").concat(t.stateLabelColor,";\n font-size: 10px;\n font-weight: bold;\n}\n\n.node circle.state-start {\n fill: ").concat(t.specialStateColor,";\n stroke: ").concat(t.specialStateColor,";\n}\n\n.node .fork-join {\n fill: ").concat(t.specialStateColor,";\n stroke: ").concat(t.specialStateColor,";\n}\n\n.node circle.state-end {\n fill: ").concat(t.innerEndBackground,";\n stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n.end-state-inner {\n fill: ").concat(t.compositeBackground||t.background,";\n // stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n\n.node rect {\n fill: ").concat(t.stateBkg||t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n.node polygon {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";;\n stroke-width: 1px;\n}\n#statediagram-barbEnd {\n fill: ").concat(t.lineColor,";\n}\n\n.statediagram-cluster rect {\n fill: ").concat(t.compositeTitleBackground,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n\n.cluster-label, .nodeLabel {\n color: ").concat(t.stateLabelColor,";\n}\n\n.statediagram-cluster rect.outer {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state .divider {\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n}\n\n.statediagram-state .title-state {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-cluster.statediagram-cluster .inner {\n fill: ").concat(t.compositeBackground||t.background,";\n}\n.statediagram-cluster.statediagram-cluster-alt .inner {\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.statediagram-cluster .inner {\n rx:0;\n ry:0;\n}\n\n.statediagram-state rect.basic {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state rect.divider {\n stroke-dasharray: 10,10;\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.note-edge {\n stroke-dasharray: 5;\n}\n\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n\n.statediagram-note text {\n fill: ").concat(t.noteTextColor,";\n}\n\n.statediagram-note .nodeLabel {\n color: ").concat(t.noteTextColor,";\n}\n.statediagram .edgeLabel {\n 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").concat(t.activationBorderColor,";\n }\n\n .activation2 {\n fill: ").concat(t.activationBkgColor,";\n stroke: ").concat(t.activationBorderColor,";\n }\n\n .actorPopupMenu {\n position: absolute;\n }\n\n .actorPopupMenuPanel {\n position: absolute;\n fill: ").concat(t.actorBkg,";\n box-shadow: 0px 8px 16px 0px rgba(0,0,0,0.2);\n filter: drop-shadow(3px 5px 2px rgb(0 0 0 / 0.4));\n}\n .actor-man line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n .actor-man circle, line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n stroke-width: 2px;\n }\n")},gantt:function(t){return'\n .mermaid-main-font {\n font-family: "trebuchet ms", verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n .exclude-range {\n fill: '.concat(t.excludeBkgColor,";\n }\n\n .section {\n stroke: none;\n opacity: 0.2;\n }\n\n .section0 {\n fill: ").concat(t.sectionBkgColor,";\n }\n\n .section2 {\n fill: ").concat(t.sectionBkgColor2,";\n }\n\n .section1,\n .section3 {\n fill: ").concat(t.altSectionBkgColor,";\n opacity: 0.2;\n }\n\n .sectionTitle0 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle1 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle2 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle3 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle {\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n // text-height: 14px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n\n /* Grid and axis */\n\n .grid .tick {\n stroke: ").concat(t.gridColor,";\n opacity: 0.8;\n shape-rendering: crispEdges;\n text {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.textColor,";\n }\n }\n\n .grid path {\n stroke-width: 0;\n }\n\n\n /* Today line */\n\n .today {\n fill: none;\n stroke: ").concat(t.todayLineColor,";\n stroke-width: 2px;\n }\n\n\n /* Task styling */\n\n /* Default task */\n\n .task {\n stroke-width: 2;\n }\n\n 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stroke-width: 2;\n }\n\n .doneText0,\n .doneText1,\n .doneText2,\n .doneText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Tasks on the critical line */\n\n .crit0,\n .crit1,\n .crit2,\n .crit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.critBkgColor,";\n stroke-width: 2;\n }\n\n .activeCrit0,\n .activeCrit1,\n .activeCrit2,\n .activeCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.activeTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneCrit0,\n .doneCrit1,\n .doneCrit2,\n .doneCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n cursor: pointer;\n shape-rendering: crispEdges;\n }\n\n .milestone {\n transform: rotate(45deg) scale(0.8,0.8);\n }\n\n .milestoneText {\n font-style: italic;\n }\n .doneCritText0,\n .doneCritText1,\n .doneCritText2,\n .doneCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .activeCritText0,\n .activeCritText1,\n 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{\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1.5px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n }\n text-align: center;\n }\n\n .cluster rect {\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n\n .task-type-0, .section-type-0 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType0):"",";\n }\n .task-type-1, .section-type-1 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType1):"",";\n }\n 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e={},n=[],r=0,i=t.length;r<i;++r)Object.prototype.hasOwnProperty.call(e,t[r])||(e[t[r]]=!0,n.push(t[r]));return n}(p),u.sort((function(t,e){var n=t.startTime,r=e.startTime,i=0;return n>r?i=1:n<r&&(i=-1),i})),function(t,r,a){var o=n.barHeight,c=o+n.barGap,u=n.topPadding,h=n.leftPadding;(0,l.scaleLinear)().domain([0,p.length]).range(["#00B9FA","#F95002"]).interpolate(l.interpolateHcl),function(t,e,r,a,o,s,c,l){var u=s.reduce((function(t,e){var n=e.startTime;return t?Math.min(t,n):n}),0),h=s.reduce((function(t,e){var n=e.endTime;return t?Math.max(t,n):n}),0),p=po.parser.yy.getDateFormat();if(u&&h){for(var g=[],y=null,m=i()(u);m.valueOf()<=h;)po.parser.yy.isInvalidDate(m,p,c,l)?y?y.end=m.clone():y={start:m.clone(),end:m.clone()}:y&&(g.push(y),y=null),m.add(1,"d");f.append("g").selectAll("rect").data(g).enter().append("rect").attr("id",(function(t){return"exclude-"+t.start.format("YYYY-MM-DD")})).attr("x",(function(t){return 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a=s.createElementNS("http://www.w3.org/2000/svg","tspan");a.setAttribute("alignment-baseline","central"),a.setAttribute("x","10"),i>0&&a.setAttribute("dy","1em"),a.textContent=e[i],r.appendChild(a)}return r})).attr("x",10).attr("y",(function(n,a){if(!(a>0))return n[1]*t/2+e;for(var o=0;o<a;o++)return i+=r[a-1][1],n[1]*t/2+i*t+e})).attr("font-size",n.sectionFontSize).attr("font-size",n.sectionFontSize).attr("class",(function(t){for(var e=0;e<p.length;e++)if(t[0]===p[e])return"sectionTitle sectionTitle"+e%n.numberSectionStyles;return"sectionTitle"}))}(c,u),function(t,e,r,i){var a=uo.getTodayMarker();if("off"!==a){var o=f.append("g").attr("class","today"),s=new 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i,a=n.nodeSpacing||50,s=n.rankSpacing||50,c=new(dr().Graph)({multigraph:!0,compound:!0}).setGraph({rankdir:lr.getDirection(),nodesep:a,ranksep:s,marginx:8,marginy:8}).setDefaultEdgeLabel((function(){return{}})),u=lr.getClasses(),h=lr.getRelations();o.info(h),function(t,e){var n=Object.keys(t);o.info("keys:",n),o.info(t),n.forEach((function(n){var r=t[n],i="";r.cssClasses.length>0&&(i=i+" "+r.cssClasses.join(" "));var a,s,c={labelStyle:""},l=void 0!==r.text?r.text:r.id;r.type,s="class_box",e.setNode(r.id,{labelStyle:c.labelStyle,shape:s,labelText:(a=l,st.sanitizeText(a,je())),classData:r,rx:0,ry:0,class:i,style:c.style,id:r.id,domId:r.domId,haveCallback:r.haveCallback,link:r.link,width:"group"===r.type?500:void 0,type:r.type,padding:je().flowchart.padding}),o.info("setNode",{labelStyle:c.labelStyle,shape:s,labelText:l,rx:0,ry:0,class:i,style:c.style,id:r.id,width:"group"===r.type?500:void 0,type:r.type,padding:je().flowchart.padding})}))}(u,c),function(t,e){var n=0;t.forEach((function(r){n++;var i={classes:"relation"};i.pattern=1==r.relation.lineType?"dashed":"solid",i.id="id"+n,"arrow_open"===r.type?i.arrowhead="none":i.arrowhead="normal",o.info(i,r),i.startLabelRight="none"===r.relationTitle1?"":r.relationTitle1,i.endLabelLeft="none"===r.relationTitle2?"":r.relationTitle2,i.arrowTypeStart=_i(r.relation.type1),i.arrowTypeEnd=_i(r.relation.type2);var a="",s="";if(void 0!==r.style){var c=pe(r.style);a=c.style,s=c.labelStyle}else a="fill:none";i.style=a,i.labelStyle=s,void 0!==r.interpolate?i.curve=fe(r.interpolate,l.curveLinear):void 0!==t.defaultInterpolate?i.curve=fe(t.defaultInterpolate,l.curveLinear):i.curve=fe(bi.curve,l.curveLinear),r.text=r.title,void 0===r.text?void 0!==r.style&&(i.arrowheadStyle="fill: #333"):(i.arrowheadStyle="fill: #333",i.labelpos="c",je().flowchart.htmlLabels?(i.labelType="html",i.label='<span class="edgeLabel">'+r.text+"</span>"):(i.labelType="text",i.label=r.text.replace(st.lineBreakRegex,"\n"),void 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c=this._ids[s],l=t[2*c],u=t[2*c+1];if(s>0&&Math.abs(l-a)<=ps&&Math.abs(u-o)<=ps)continue;if(a=l,o=u,c===f||c===d||c===p)continue;let h=0;for(let t=0,e=this._hashKey(l,u);t<this._hashSize&&(h=i[(e+t)%this._hashSize],-1===h||h===n[h]);t++);h=e[h];let g,y=h;for(;g=n[y],ds(l,u,t[2*y],t[2*y+1],t[2*g],t[2*g+1])>=0;)if(y=g,y===h){y=-1;break}if(-1===y)continue;let m=this._addTriangle(y,c,n[y],-1,-1,r[y]);r[c]=this._legalize(m+2),r[y]=m,T++;let v=n[y];for(;g=n[v],ds(l,u,t[2*v],t[2*v+1],t[2*g],t[2*g+1])<0;)m=this._addTriangle(v,c,g,r[c],-1,r[v]),r[c]=this._legalize(m+2),n[v]=v,T--,v=g;if(y===h)for(;g=e[y],ds(l,u,t[2*g],t[2*g+1],t[2*y],t[2*y+1])<0;)m=this._addTriangle(g,c,y,-1,r[y],r[g]),this._legalize(m+2),r[g]=m,n[y]=y,T--,y=g;this._hullStart=e[c]=y,n[y]=e[v]=c,n[c]=v,i[this._hashKey(l,u)]=c,i[this._hashKey(t[2*y],t[2*y+1])]=y}this.hull=new Uint32Array(T);for(let t=0,e=this._hullStart;t<T;t++)this.hull[t]=e,e=n[e];this.triangles=this._triangles.subarray(0,this.trianglesLen),this.halfedges=this._halfedges.subarray(0,this.trianglesLen)}_hashKey(t,e){return Math.floor(function(t,e){const n=t/(Math.abs(t)+Math.abs(e));return(e>0?3-n:1+n)/4}(t-this._cx,e-this._cy)*this._hashSize)%this._hashSize}_legalize(t){const{_triangles:e,_halfedges:n,coords:r}=this;let i=0,a=0;for(;;){const o=n[t],s=t-t%3;if(a=s+(t+2)%3,-1===o){if(0===i)break;t=gs[--i];continue}const c=o-o%3,l=s+(t+1)%3,u=c+(o+2)%3,h=e[a],f=e[t],d=e[l],p=e[u];if(vs(r[2*h],r[2*h+1],r[2*f],r[2*f+1],r[2*d],r[2*d+1],r[2*p],r[2*p+1])){e[t]=p,e[o]=h;const r=n[u];if(-1===r){let e=this._hullStart;do{if(this._hullTri[e]===u){this._hullTri[e]=t;break}e=this._hullPrev[e]}while(e!==this._hullStart)}this._link(t,r),this._link(o,n[a]),this._link(a,u);const s=c+(o+1)%3;i<gs.length&&(gs[i++]=s)}else{if(0===i)break;t=gs[--i]}}return 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0,r=this._clip(t);if(null===r||!r.length)return;e.moveTo(r[0],r[1]);let i=r.length;for(;r[0]===r[i-2]&&r[1]===r[i-1]&&i>1;)i-=2;for(let t=2;t<i;t+=2)r[t]===r[t-2]&&r[t+1]===r[t-1]||e.lineTo(r[t],r[t+1]);return e.closePath(),n&&n.value()}*cellPolygons(){const{delaunay:{points:t}}=this;for(let e=0,n=t.length/2;e<n;++e){const t=this.cellPolygon(e);t&&(t.index=e,yield t)}}cellPolygon(t){const e=new Cs;return this.renderCell(t,e),e.value()}_renderSegment(t,e,n,r,i){let a;const o=this._regioncode(t,e),s=this._regioncode(n,r);0===o&&0===s?(i.moveTo(t,e),i.lineTo(n,r)):(a=this._clipSegment(t,e,n,r,o,s))&&(i.moveTo(a[0],a[1]),i.lineTo(a[2],a[3]))}contains(t,e,n){return(e=+e)==e&&(n=+n)==n&&this.delaunay._step(t,e,n)===t}*neighbors(t){const e=this._clip(t);if(e)for(const n of this.delaunay.neighbors(t)){const t=this._clip(n);if(t)t:for(let r=0,i=e.length;r<i;r+=2)for(let a=0,o=t.length;a<o;a+=2)if(e[r]==t[a]&&e[r+1]==t[a+1]&&e[(r+2)%i]==t[(a+o-2)%o]&&e[(r+3)%i]==t[(a+o-1)%o]){yield n;break t}}}_cell(t){const{circumcenters:e,delaunay:{inedges:n,halfedges:r,triangles:i}}=this,a=n[t];if(-1===a)return null;const o=[];let s=a;do{const n=Math.floor(s/3);if(o.push(e[2*n],e[2*n+1]),s=s%3==2?s-2:s+1,i[s]!==t)break;s=r[s]}while(s!==a&&-1!==s);return o}_clip(t){if(0===t&&1===this.delaunay.hull.length)return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];const e=this._cell(t);if(null===e)return null;const{vectors:n}=this,r=4*t;return n[r]||n[r+1]?this._clipInfinite(t,e,n[r],n[r+1],n[r+2],n[r+3]):this._clipFinite(t,e)}_clipFinite(t,e){const n=e.length;let r,i,a,o,s=null,c=e[n-2],l=e[n-1],u=this._regioncode(c,l),h=0;for(let f=0;f<n;f+=2)if(r=c,i=l,c=e[f],l=e[f+1],a=u,u=this._regioncode(c,l),0===a&&0===u)o=h,h=0,s?s.push(c,l):s=[c,l];else{let e,n,f,d,p;if(0===a){if(null===(e=this._clipSegment(r,i,c,l,a,u)))continue;[n,f,d,p]=e}else{if(null===(e=this._clipSegment(c,l,r,i,u,a)))continue;[d,p,n,f]=e,o=h,h=this._edgecode(n,f),o&&h&&this._edge(t,o,h,s,s.length),s?s.push(n,f):s=[n,f]}o=h,h=this._edgecode(d,p),o&&h&&this._edge(t,o,h,s,s.length),s?s.push(d,p):s=[d,p]}if(s)o=h,h=this._edgecode(s[0],s[1]),o&&h&&this._edge(t,o,h,s,s.length);else if(this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2))return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];return s}_clipSegment(t,e,n,r,i,a){for(;;){if(0===i&&0===a)return[t,e,n,r];if(i&a)return null;let o,s,c=i||a;8&c?(o=t+(n-t)*(this.ymax-e)/(r-e),s=this.ymax):4&c?(o=t+(n-t)*(this.ymin-e)/(r-e),s=this.ymin):2&c?(s=e+(r-e)*(this.xmax-t)/(n-t),o=this.xmax):(s=e+(r-e)*(this.xmin-t)/(n-t),o=this.xmin),i?(t=o,e=s,i=this._regioncode(t,e)):(n=o,r=s,a=this._regioncode(n,r))}}_clipInfinite(t,e,n,r,i,a){let o,s=Array.from(e);if((o=this._project(s[0],s[1],n,r))&&s.unshift(o[0],o[1]),(o=this._project(s[s.length-2],s[s.length-1],i,a))&&s.push(o[0],o[1]),s=this._clipFinite(t,s))for(let e,n=0,r=s.length,i=this._edgecode(s[r-2],s[r-1]);n<r;n+=2)e=i,i=this._edgecode(s[n],s[n+1]),e&&i&&(n=this._edge(t,e,i,s,n),r=s.length);else this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2)&&(s=[this.xmin,this.ymin,this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax]);return s}_edge(t,e,n,r,i){for(;e!==n;){let n,a;switch(e){case 5:e=4;continue;case 4:e=6,n=this.xmax,a=this.ymin;break;case 6:e=2;continue;case 2:e=10,n=this.xmax,a=this.ymax;break;case 10:e=8;continue;case 8:e=9,n=this.xmin,a=this.ymax;break;case 9:e=1;continue;case 1:e=5,n=this.xmin,a=this.ymin}r[i]===n&&r[i+1]===a||!this.contains(t,n,a)||(r.splice(i,0,n,a),i+=2)}if(r.length>4)for(let t=0;t<r.length;t+=2){const e=(t+2)%r.length,n=(t+4)%r.length;(r[t]===r[e]&&r[e]===r[n]||r[t+1]===r[e+1]&&r[e+1]===r[n+1])&&(r.splice(e,2),t-=2)}return i}_project(t,e,n,r){let i,a,o,s=1/0;if(r<0){if(e<=this.ymin)return null;(i=(this.ymin-e)/r)<s&&(o=this.ymin,a=t+(s=i)*n)}else if(r>0){if(e>=this.ymax)return null;(i=(this.ymax-e)/r)<s&&(o=this.ymax,a=t+(s=i)*n)}if(n>0){if(t>=this.xmax)return null;(i=(this.xmax-t)/n)<s&&(a=this.xmax,o=e+(s=i)*r)}else if(n<0){if(t<=this.xmin)return null;(i=(this.xmin-t)/n)<s&&(a=this.xmin,o=e+(s=i)*r)}return[a,o]}_edgecode(t,e){return(t===this.xmin?1:t===this.xmax?2:0)|(e===this.ymin?4:e===this.ymax?8:0)}_regioncode(t,e){return(t<this.xmin?1:t>this.xmax?2:0)|(e<this.ymin?4:e>this.ymax?8:0)}}const As=2*Math.PI,Ms=Math.pow;function Ns(t){return t[0]}function Ds(t){return t[1]}function Os(t,e,n){return[t+Math.sin(t+e)*n,e+Math.cos(t-e)*n]}class Bs{static from(t,e=Ns,n=Ds,r){return new Bs("length"in t?function(t,e,n,r){const i=t.length,a=new Float64Array(2*i);for(let o=0;o<i;++o){const i=t[o];a[2*o]=e.call(r,i,o,t),a[2*o+1]=n.call(r,i,o,t)}return a}(t,e,n,r):Float64Array.from(function*(t,e,n,r){let i=0;for(const a of t)yield e.call(r,a,i,t),yield n.call(r,a,i,t),++i}(t,e,n,r)))}constructor(t){this._delaunator=new ys(t),this.inedges=new Int32Array(t.length/2),this._hullIndex=new Int32Array(t.length/2),this.points=this._delaunator.coords,this._init()}update(){return this._delaunator.update(),this._init(),this}_init(){const t=this._delaunator,e=this.points;if(t.hull&&t.hull.length>2&&function(t){const{triangles:e,coords:n}=t;for(let t=0;t<e.length;t+=3){const r=2*e[t],i=2*e[t+1],a=2*e[t+2];if((n[a]-n[r])*(n[i+1]-n[r+1])-(n[i]-n[r])*(n[a+1]-n[r+1])>1e-10)return!1}return!0}(t)){this.collinear=Int32Array.from({length:e.length/2},((t,e)=>e)).sort(((t,n)=>e[2*t]-e[2*n]||e[2*t+1]-e[2*n+1]));const t=this.collinear[0],n=this.collinear[this.collinear.length-1],r=[e[2*t],e[2*t+1],e[2*n],e[2*n+1]],i=1e-8*Math.hypot(r[3]-r[1],r[2]-r[0]);for(let t=0,n=e.length/2;t<n;++t){const 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Array(3).concat("ef8a62f7f7f767a9cf","ca0020f4a58292c5de0571b0","ca0020f4a582f7f7f792c5de0571b0","b2182bef8a62fddbc7d1e5f067a9cf2166ac","b2182bef8a62fddbc7f7f7f7d1e5f067a9cf2166ac","b2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac","b2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac","67001fb2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac053061","67001fb2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac053061").map(Q_);const bx=lx(vx);var _x=new Array(3).concat("ef8a62ffffff999999","ca0020f4a582bababa404040","ca0020f4a582ffffffbababa404040","b2182bef8a62fddbc7e0e0e09999994d4d4d","b2182bef8a62fddbc7ffffffe0e0e09999994d4d4d","b2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d","b2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d","67001fb2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d1a1a1a","67001fb2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d1a1a1a").map(Q_);const xx=lx(_x);var kx=new Array(3).concat("fc8d59ffffbf91bfdb","d7191cfdae61abd9e92c7bb6","d7191cfdae61ffffbfabd9e92c7bb6","d73027fc8d59fee090e0f3f891bfdb4575b4","d73027fc8d59fee090ffffbfe0f3f891bfdb4575b4","d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4","d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4","a50026d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4313695","a50026d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4313695").map(Q_);const wx=lx(kx);var Tx=new Array(3).concat("fc8d59ffffbf91cf60","d7191cfdae61a6d96a1a9641","d7191cfdae61ffffbfa6d96a1a9641","d73027fc8d59fee08bd9ef8b91cf601a9850","d73027fc8d59fee08bffffbfd9ef8b91cf601a9850","d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850","d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850","a50026d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850006837","a50026d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850006837").map(Q_);const Ex=lx(Tx);var Cx=new Array(3).concat("fc8d59ffffbf99d594","d7191cfdae61abdda42b83ba","d7191cfdae61ffffbfabdda42b83ba","d53e4ffc8d59fee08be6f59899d5943288bd","d53e4ffc8d59fee08bffffbfe6f59899d5943288bd","d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd","d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd","9e0142d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd5e4fa2","9e0142d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd5e4fa2").map(Q_);const Sx=lx(Cx);var Ax=new Array(3).concat("e5f5f999d8c92ca25f","edf8fbb2e2e266c2a4238b45","edf8fbb2e2e266c2a42ca25f006d2c","edf8fbccece699d8c966c2a42ca25f006d2c","edf8fbccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45006d2c00441b").map(Q_);const Mx=lx(Ax);var Nx=new Array(3).concat("e0ecf49ebcda8856a7","edf8fbb3cde38c96c688419d","edf8fbb3cde38c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d810f7c4d004b").map(Q_);const Dx=lx(Nx);var Ox=new Array(3).concat("e0f3dba8ddb543a2ca","f0f9e8bae4bc7bccc42b8cbe","f0f9e8bae4bc7bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe0868ac084081").map(Q_);const Bx=lx(Ox);var Lx=new Array(3).concat("fee8c8fdbb84e34a33","fef0d9fdcc8afc8d59d7301f","fef0d9fdcc8afc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301fb300007f0000").map(Q_);const Ix=lx(Lx);var Fx=new Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(Q_);const Rx=lx(Fx);var Px=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(Q_);const jx=lx(Px);var zx=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(Q_);const Yx=lx(zx);var Ux=new Array(3).concat("fde0ddfa9fb5c51b8a","feebe2fbb4b9f768a1ae017e","feebe2fbb4b9f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a017749006a").map(Q_);const $x=lx(Ux);var Wx=new Array(3).concat("edf8b17fcdbb2c7fb8","ffffcca1dab441b6c4225ea8","ffffcca1dab441b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea8253494081d58").map(Q_);const qx=lx(Wx);var Vx=new Array(3).concat("f7fcb9addd8e31a354","ffffccc2e69978c679238443","ffffccc2e69978c67931a354006837","ffffccd9f0a3addd8e78c67931a354006837","ffffccd9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443006837004529").map(Q_);const Hx=lx(Vx);var Gx=new Array(3).concat("fff7bcfec44fd95f0e","ffffd4fed98efe9929cc4c02","ffffd4fed98efe9929d95f0e993404","ffffd4fee391fec44ffe9929d95f0e993404","ffffd4fee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c02993404662506").map(Q_);const Xx=lx(Gx);var Zx=new Array(3).concat("ffeda0feb24cf03b20","ffffb2fecc5cfd8d3ce31a1c","ffffb2fecc5cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cbd0026800026").map(Q_);const Kx=lx(Zx);var Qx=new Array(3).concat("deebf79ecae13182bd","eff3ffbdd7e76baed62171b5","eff3ffbdd7e76baed63182bd08519c","eff3ffc6dbef9ecae16baed63182bd08519c","eff3ffc6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b508519c08306b").map(Q_);const Jx=lx(Qx);var tk=new Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(Q_);const ek=lx(tk);var nk=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(Q_);const rk=lx(nk);var ik=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(Q_);const ak=lx(ik);var ok=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(Q_);const sk=lx(ok);var ck=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(Q_);const lk=lx(ck);function uk(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", "+Math.max(0,Math.min(255,Math.round(81.24+t*(442.36-t*(2482.43-t*(6167.24-t*(6614.94-2475.67*t)))))))+")"}const hk=fy(Uo(300,.5,0),Uo(-240,.5,1));var fk=fy(Uo(-100,.75,.35),Uo(80,1.5,.8)),dk=fy(Uo(260,.75,.35),Uo(80,1.5,.8)),pk=Uo();function gk(t){(t<0||t>1)&&(t-=Math.floor(t));var e=Math.abs(t-.5);return pk.h=360*t-100,pk.s=1.5-1.5*e,pk.l=.8-.9*e,pk+""}var yk=ir(),mk=Math.PI/3,vk=2*Math.PI/3;function bk(t){var e;return t=(.5-t)*Math.PI,yk.r=255*(e=Math.sin(t))*e,yk.g=255*(e=Math.sin(t+mk))*e,yk.b=255*(e=Math.sin(t+vk))*e,yk+""}function _k(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(34.61+t*(1172.33-t*(10793.56-t*(33300.12-t*(38394.49-14825.05*t)))))))+", "+Math.max(0,Math.min(255,Math.round(23.31+t*(557.33+t*(1225.33-t*(3574.96-t*(1073.77+707.56*t)))))))+", "+Math.max(0,Math.min(255,Math.round(27.2+t*(3211.1-t*(15327.97-t*(27814-t*(22569.18-6838.66*t)))))))+")"}function xk(t){var e=t.length;return function(n){return 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oE(t,{sourceEvent:this.sourceEvent,target:y,type:t,transform:this.that.__zoom,dispatch:f}),e)}},y.wheelDelta=function(t){return arguments.length?(o="function"==typeof t?t:aE(+t),y):o},y.filter=function(t){return arguments.length?(r="function"==typeof t?t:aE(!!t),y):r},y.touchable=function(t){return arguments.length?(s="function"==typeof t?t:aE(!!t),y):s},y.extent=function(t){return arguments.length?(i="function"==typeof t?t:aE([[+t[0][0],+t[0][1]],[+t[1][0],+t[1][1]]]),y):i},y.scaleExtent=function(t){return arguments.length?(c[0]=+t[0],c[1]=+t[1],y):[c[0],c[1]]},y.translateExtent=function(t){return arguments.length?(l[0][0]=+t[0][0],l[1][0]=+t[1][0],l[0][1]=+t[0][1],l[1][1]=+t[1][1],y):[[l[0][0],l[0][1]],[l[1][0],l[1][1]]]},y.constrain=function(t){return arguments.length?(a=t,y):a},y.duration=function(t){return arguments.length?(u=+t,y):u},y.interpolate=function(t){return arguments.length?(h=t,y):h},y.on=function(){var t=f.on.apply(f,arguments);return t===f?y:t},y.clickDistance=function(t){return arguments.length?(p=(t=+t)*t,y):Math.sqrt(p)},y.tapDistance=function(t){return arguments.length?(g=+t,y):g},y}lE.prototype=sE.prototype}},e={};function n(r){var i=e[r];if(void 0!==i)return i.exports;var a=e[r]={id:r,loaded:!1,exports:{}};return t[r].call(a.exports,a,a.exports,n),a.loaded=!0,a.exports}n.c=e,n.n=t=>{var e=t&&t.__esModule?()=>t.default:()=>t;return n.d(e,{a:e}),e},n.d=(t,e)=>{for(var r in e)n.o(e,r)&&!n.o(t,r)&&Object.defineProperty(t,r,{enumerable:!0,get:e[r]})},n.g=function(){if("object"==typeof globalThis)return globalThis;try{return this||new Function("return this")()}catch(t){if("object"==typeof window)return window}}(),n.o=(t,e)=>Object.prototype.hasOwnProperty.call(t,e),n.r=t=>{"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(t,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(t,"__esModule",{value:!0})},n.nmd=t=>(t.paths=[],t.children||(t.children=[]),t);var r=n(n.s=4505);return r.default})())); //# sourceMappingURL=mermaid.min.js.map /** * @version : 15.6.0 - Bridge.NET diff --git a/src/main/webapp/js/grapheditor/Actions.js b/src/main/webapp/js/grapheditor/Actions.js index 623a64ce..1f713326 100644 --- a/src/main/webapp/js/grapheditor/Actions.js +++ b/src/main/webapp/js/grapheditor/Actions.js @@ -1726,32 +1726,37 @@ Actions.prototype.init = function() { graph.setCellStyles(mxConstants.STYLE_SHAPE, null, cells); } + + if (clipPath == null) + { + graph.setCellStyles(mxConstants.STYLE_CLIP_PATH, null, cells); //Reset clip path + } - if (graph.getSelectionCount() == 1) - { - if (w != null && h != null) - { - var cell = cells[0]; - var geo = graph.getModel().getGeometry(cell); - - if (geo != null) - { - geo = geo.clone(); - geo.width = w; - geo.height = h; - graph.getModel().setGeometry(cell, geo); - } + if (w != null && h != null) + { + for (var i = 0; i < cells.length; i++) + { + var cell = cells[i]; - if (clipPath != null) + if (graph.getCurrentCellStyle(cell)['expand'] != '0') { - applyClipPath(cell, clipPath, cW, cH, graph); + var geo = graph.getModel().getGeometry(cell); + + if (geo != null) + { + geo = geo.clone(); + geo.width = w; + geo.height = h; + graph.getModel().setGeometry(cell, geo); + } } - else + + if (clipPath != null) { - graph.setCellStyles(mxConstants.STYLE_CLIP_PATH, null, cells); //Reset clip path + applyClipPath(cell, clipPath, cW, cH, graph); } - } - } + } + } } finally { diff --git a/src/main/webapp/js/grapheditor/Dialogs.js b/src/main/webapp/js/grapheditor/Dialogs.js index fab4006e..9f9f5416 100644 --- a/src/main/webapp/js/grapheditor/Dialogs.js +++ b/src/main/webapp/js/grapheditor/Dialogs.js @@ -845,11 +845,14 @@ var ExportDialog = function(editorUi) mxUtils.write(jpgOption, mxResources.get('formatJpg')); imageFormatSelect.appendChild(jpgOption); - var pdfOption = document.createElement('option'); - pdfOption.setAttribute('value', 'pdf'); - mxUtils.write(pdfOption, mxResources.get('formatPdf')); - imageFormatSelect.appendChild(pdfOption); - + if (!editorUi.printPdfExport) + { + var pdfOption = document.createElement('option'); + pdfOption.setAttribute('value', 'pdf'); + mxUtils.write(pdfOption, mxResources.get('formatPdf')); + imageFormatSelect.appendChild(pdfOption); + } + var svgOption = document.createElement('option'); svgOption.setAttribute('value', 'svg'); mxUtils.write(svgOption, mxResources.get('formatSvg')); @@ -1500,7 +1503,8 @@ var EditDataDialog = function(ui, cell) for (var i = 0; i < attrs.length; i++) { - if ((isLayer || attrs[i].nodeName != 'label') && attrs[i].nodeName != 'placeholders') + if ((attrs[i].nodeName != 'label' || Graph.translateDiagram || + isLayer) && attrs[i].nodeName != 'placeholders') { temp.push({name: attrs[i].nodeName, value: attrs[i].nodeValue}); } diff --git a/src/main/webapp/js/grapheditor/Editor.js b/src/main/webapp/js/grapheditor/Editor.js index 63a96fc1..8fc51539 100644 --- a/src/main/webapp/js/grapheditor/Editor.js +++ b/src/main/webapp/js/grapheditor/Editor.js @@ -105,30 +105,12 @@ Editor.useLocalStorage = typeof(Storage) != 'undefined' && mxClient.IS_IOS; /** * */ -Editor.rowMoveImage = (mxClient.IS_SVG) ? 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAAEBAMAAACw6DhOAAAAGFBMVEUzMzP///9tbW1QUFCKiopBQUF8fHxfX1/IXlmXAAAAFElEQVQImWNgNVdzYBAUFBRggLMAEzYBy29kEPgAAAAASUVORK5CYII=' : - IMAGE_PATH + '/thumb_horz.png'; - -/** - * Sets the default font size. - */ -Editor.lightCheckmarkImage = (mxClient.IS_SVG) ? 'data:image/gif;base64,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' : - IMAGE_PATH + '/checkmark.gif'; - -/** - * - */ -Editor.darkHelpImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAMAAAAoLQ9TAAAAP1BMVEUAAAD///////////////////////////////////////////////////////////////////////////////9Du/pqAAAAFXRSTlMAT30qCJRBboyDZyCgRzUUdF46MJlgXETgAAAAeklEQVQY022O2w4DIQhEQUURda/9/28tUO2+7CQS5sgQ4F1RapX78YUwRqQjTU8ILqQfKerTKTvACJ4nLX3krt+8aS82oI8aQC4KavRgtvEW/mDvsICgA03PSGRr79MqX1YPNIxzjyqtw8ZnnRo4t5a5undtJYRywau+ds4Cyza3E6YAAAAASUVORK5CYII='; - -/** - * - */ +Editor.rowMoveImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAAEBAMAAACw6DhOAAAAGFBMVEUzMzP///9tbW1QUFCKiopBQUF8fHxfX1/IXlmXAAAAFElEQVQImWNgNVdzYBAUFBRggLMAEzYBy29kEPgAAAAASUVORK5CYII='; +Editor.lightCheckmarkImage = 'data:image/gif;base64,R0lGODlhFQAVAMQfAGxsbHx8fIqKioaGhvb29nJycvr6+sDAwJqamltbW5OTk+np6YGBgeTk5Ly8vJiYmP39/fLy8qWlpa6ursjIyOLi4vj4+N/f3+3t7fT09LCwsHZ2dubm5r6+vmZmZv///yH/C1hNUCBEYXRhWE1QPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS4wLWMwNjAgNjEuMTM0Nzc3LCAyMDEwLzAyLzEyLTE3OjMyOjAwICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ1M1IFdpbmRvd3MiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6OEY4NTZERTQ5QUFBMTFFMUE5MTVDOTM5MUZGMTE3M0QiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6OEY4NTZERTU5QUFBMTFFMUE5MTVDOTM5MUZGMTE3M0QiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo4Rjg1NkRFMjlBQUExMUUxQTkxNUM5MzkxRkYxMTczRCIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo4Rjg1NkRFMzlBQUExMUUxQTkxNUM5MzkxRkYxMTczRCIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/PgH//v38+/r5+Pf29fTz8vHw7+7t7Ovq6ejn5uXk4+Lh4N/e3dzb2tnY19bV1NPS0dDPzs3My8rJyMfGxcTDwsHAv769vLu6ubi3trW0s7KxsK+urayrqqmop6alpKOioaCfnp2cm5qZmJeWlZSTkpGQj46NjIuKiYiHhoWEg4KBgH9+fXx7enl4d3Z1dHNycXBvbm1sa2ppaGdmZWRjYmFgX15dXFtaWVhXVlVUU1JRUE9OTUxLSklIR0ZFRENCQUA/Pj08Ozo5ODc2NTQzMjEwLy4tLCsqKSgnJiUkIyIhIB8eHRwbGhkYFxYVFBMSERAPDg0MCwoJCAcGBQQDAgEAACH5BAEAAB8ALAAAAAAVABUAAAVI4CeOZGmeaKqubKtylktSgCOLRyLd3+QJEJnh4VHcMoOfYQXQLBcBD4PA6ngGlIInEHEhPOANRkaIFhq8SuHCE1Hb8Lh8LgsBADs='; Editor.darkCheckmarkImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAVCAMAAACeyVWkAAAARVBMVEUAAACZmZkICAgEBASNjY2Dg4MYGBiTk5N5eXl1dXVmZmZQUFBCQkI3NzceHh4MDAykpKSJiYl+fn5sbGxaWlo/Pz8SEhK96uPlAAAAAXRSTlMAQObYZgAAAE5JREFUGNPFzTcSgDAQQ1HJGUfy/Y9K7V1qeOUfzQifCQZai1XHaz11LFysbDbzgDSSWMZiETz3+b8yNUc/MMsktxuC8XQBSncdLwz+8gCCggGXzBcozAAAAABJRU5ErkJggg=='; - -/** - * - */ -Editor.menuImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTMgMThoMTh2LTJIM3Yyem0wLTVoMTh2LTJIM3Yyem0wLTd2MmgxOFY2SDN6Ii8+PC9zdmc+'; +Editor.darkHelpImage = 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAMAAAAoLQ9TAAAAP1BMVEUAAAD///////////////////////////////////////////////////////////////////////////////9Du/pqAAAAFXRSTlMAT30qCJRBboyDZyCgRzUUdF46MJlgXETgAAAAeklEQVQY022O2w4DIQhEQUURda/9/28tUO2+7CQS5sgQ4F1RapX78YUwRqQjTU8ILqQfKerTKTvACJ4nLX3krt+8aS82oI8aQC4KavRgtvEW/mDvsICgA03PSGRr79MqX1YPNIxzjyqtw8ZnnRo4t5a5undtJYRywau+ds4Cyza3E6YAAAAASUVORK5CYII='; Editor.lightHelpImage = 'data:image/svg+xml;base64,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'; +Editor.menuImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTMgMThoMTh2LTJIM3Yyem0wLTVoMTh2LTJIM3Yyem0wLTd2MmgxOFY2SDN6Ii8+PC9zdmc+'; Editor.moveImage = 'data:image/svg+xml;base64,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'; Editor.zoomInImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTUuNSAxNGgtLjc5bC0uMjgtLjI3QzE1LjQxIDEyLjU5IDE2IDExLjExIDE2IDkuNSAxNiA1LjkxIDEzLjA5IDMgOS41IDNTMyA1LjkxIDMgOS41IDUuOTEgMTYgOS41IDE2YzEuNjEgMCAzLjA5LS41OSA0LjIzLTEuNTdsLjI3LjI4di43OWw1IDQuOTlMMjAuNDkgMTlsLTQuOTktNXptLTYgMEM3LjAxIDE0IDUgMTEuOTkgNSA5LjVTNy4wMSA1IDkuNSA1IDE0IDcuMDEgMTQgOS41IDExLjk5IDE0IDkuNSAxNHptMi41LTRoLTJ2Mkg5di0ySDdWOWgyVjdoMXYyaDJ2MXoiLz48L3N2Zz4='; Editor.zoomOutImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTUuNSAxNGgtLjc5bC0uMjgtLjI3QzE1LjQxIDEyLjU5IDE2IDExLjExIDE2IDkuNSAxNiA1LjkxIDEzLjA5IDMgOS41IDNTMyA1LjkxIDMgOS41IDUuOTEgMTYgOS41IDE2YzEuNjEgMCAzLjA5LS41OSA0LjIzLTEuNTdsLjI3LjI4di43OWw1IDQuOTlMMjAuNDkgMTlsLTQuOTktNXptLTYgMEM3LjAxIDE0IDUgMTEuOTkgNSA5LjVTNy4wMSA1IDkuNSA1IDE0IDcuMDEgMTQgOS41IDExLjk5IDE0IDkuNSAxNHpNNyA5aDV2MUg3eiIvPjwvc3ZnPg=='; @@ -163,6 +145,8 @@ Editor.undoImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My Editor.redoImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTguNCAxMC42QzE2LjU1IDguOTkgMTQuMTUgOCAxMS41IDhjLTQuNjUgMC04LjU4IDMuMDMtOS45NiA3LjIyTDMuOSAxNmMxLjA1LTMuMTkgNC4wNS01LjUgNy42LTUuNSAxLjk1IDAgMy43My43MiA1LjEyIDEuODhMMTMgMTZoOVY3bC0zLjYgMy42eiIvPjwvc3ZnPg=='; Editor.outlineImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPjxwYXRoIGQ9Ik0yMC41IDNsLS4xNi4wM0wxNSA1LjEgOSAzIDMuMzYgNC45Yy0uMjEuMDctLjM2LjI1LS4zNi40OFYyMC41YzAgLjI4LjIyLjUuNS41bC4xNi0uMDNMOSAxOC45bDYgMi4xIDUuNjQtMS45Yy4yMS0uMDcuMzYtLjI1LjM2LS40OFYzLjVjMC0uMjgtLjIyLS41LS41LS41ek0xNSAxOWwtNi0yLjExVjVsNiAyLjExVjE5eiIvPjwvc3ZnPg=='; Editor.saveImage = 'data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4='; +Editor.helpImage = Editor.lightHelpImage; +Editor.checkmarkImage = Editor.lightCheckmarkImage; /** * All fill styles supported by rough.js. @@ -235,12 +219,25 @@ Editor.darkMode = false; /** * Dynamic change of dark mode for minimal and sketch theme. */ +Editor.currentTheme = uiTheme; + +/** + * Dynamic change of dark mode for minimal and sketch theme. + */ Editor.darkColor = '#2a2a2a'; /** * Dynamic change of dark mode for minimal and sketch theme. */ Editor.lightColor = '#f0f0f0'; + +/** + * Returns the current state of the dark mode. + */ +Editor.isDarkMode = function(value) +{ + return Editor.darkMode; +}; /** * Returns true if the given URL is a PNG data URL. @@ -334,24 +331,6 @@ Editor.extractGraphModelFromPng = function(data) }; /** - * Dynamic change of dark mode. - */ -Editor.isDarkMode = function(value) -{ - return Editor.darkMode || uiTheme == 'dark'; -}; - -/** - * Images below are for lightbox and embedding toolbars. - */ -Editor.helpImage = (Editor.isDarkMode() && mxClient.IS_SVG) ? Editor.darkHelpImage : Editor.lightHelpImage; - -/** - * Images below are for lightbox and embedding toolbars. - */ -Editor.checkmarkImage = (Editor.isDarkMode() && mxClient.IS_SVG) ? Editor.darkCheckmarkImage : Editor.lightCheckmarkImage; - -/** * Editor inherits from mxEventSource */ mxUtils.extend(Editor, mxEventSource); @@ -2469,6 +2448,39 @@ FilenameDialog.createFileTypes = function(editorUi, nameInput, types) }; /** + * + */ +var WrapperWindow = function(editorUi, title, x, y, w, h, fn) +{ + var div = editorUi.createSidebarContainer(); + fn(div); + + this.window = new mxWindow(title, div, x, y, w, h, true, true); + this.window.destroyOnClose = false; + this.window.setMaximizable(false); + this.window.setResizable(true); + this.window.setClosable(true); + this.window.setVisible(true); + + editorUi.installResizeHandler(this, true); + + // Workaround for text selection starting in Safari + // when dragging shapes outside of window + if (mxClient.IS_SF) + { + this.window.div.onselectstart = mxUtils.bind(this, function(evt) + { + if (evt == null) + { + evt = window.event; + } + + return (evt != null && editorUi.isSelectionAllowed(evt)); + }); + } +}; + +/** * Static overrides */ (function() diff --git a/src/main/webapp/js/grapheditor/EditorUi.js b/src/main/webapp/js/grapheditor/EditorUi.js index 91e06d29..f542c2c4 100644 --- a/src/main/webapp/js/grapheditor/EditorUi.js +++ b/src/main/webapp/js/grapheditor/EditorUi.js @@ -2023,6 +2023,7 @@ EditorUi.prototype.updateCssForMarker = function(markerDiv, prefix, shape, marke if (src != null) { var img = document.createElement('img'); + img.className = 'geAdaptiveAsset'; img.style.position = 'absolute'; img.style.marginTop = '0.5px'; img.setAttribute('src', src); @@ -2032,11 +2033,6 @@ EditorUi.prototype.updateCssForMarker = function(markerDiv, prefix, shape, marke { mxUtils.setPrefixedStyle(img.style, 'transform', 'scaleX(-1)'); } - - if (Editor.isDarkMode()) - { - img.style.filter = 'invert(100%)'; - } markerDiv.appendChild(img); } @@ -4447,6 +4443,23 @@ EditorUi.prototype.createDivs = function() /** * Hook for sidebar footer container. This implementation returns null. */ +EditorUi.prototype.createSidebarContainer = function() +{ + var div = document.createElement('div'); + div.className = 'geSidebarContainer'; + div.style.position = 'absolute'; + div.style.width = '100%'; + div.style.height = '100%'; + div.style.border = '1px solid whiteSmoke'; + div.style.overflowX = 'hidden'; + div.style.overflowY = 'auto'; + + return div; +}; + +/** + * Hook for sidebar footer container. This implementation returns null. + */ EditorUi.prototype.createSidebarFooterContainer = function() { return null; @@ -5805,7 +5818,7 @@ EditorUi.prototype.createKeyHandler = function(editor) { if (action.isEnabled()) { - action.funct(); + action.funct.apply(this, arguments); } }; diff --git a/src/main/webapp/js/grapheditor/Format.js b/src/main/webapp/js/grapheditor/Format.js index 80bcd5af..8af1c452 100644 --- a/src/main/webapp/js/grapheditor/Format.js +++ b/src/main/webapp/js/grapheditor/Format.js @@ -55,28 +55,23 @@ Format.doubleBlockFilledMarkerImage = Graph.createSvgImage(20, 22, '<path transf */ Format.processMenuIcon = function(elt, transform) { - var imgs = elt.getElementsByTagName('img'); - - if (imgs.length > 0) - { - if (Editor.isDarkMode()) - { - imgs[0].style.filter = 'invert(100%)'; - } - - imgs[0].className = 'geIcon'; - imgs[0].style.padding = '0px'; - imgs[0].style.margin = '0 0 0 2px'; - - if (transform != null) - { - mxUtils.setPrefixedStyle(imgs[0].style, 'transform', transform); - } - } - - return elt; + var imgs = elt.getElementsByTagName('img'); + + if (imgs.length > 0) + { + imgs[0].className = 'geIcon geAdaptiveAsset'; + imgs[0].style.padding = '0px'; + imgs[0].style.margin = '0 0 0 2px'; + + if (transform != null) + { + mxUtils.setPrefixedStyle(imgs[0].style, 'transform', transform); + } + } + + return elt; }; - + /** * Returns information about the current selection. */ @@ -98,6 +93,16 @@ Format.prototype.currentIndex = 0; Format.prototype.showCloseButton = true; /** + * Returns information about the current selection. + */ +Format.prototype.rounded = false; + +/** + * Returns information about the current selection. + */ +Format.prototype.curved = false; + +/** * Adds the label menu items to the given menu and parent. */ Format.prototype.init = function() @@ -119,7 +124,8 @@ Format.prototype.init = function() editor.addListener('autosaveChanged', this.update); graph.addListener(mxEvent.ROOT, this.update); ui.addListener('styleChanged', this.update); - + ui.addListener('darkModeChanged', this.update); + this.refresh(); }; @@ -4479,13 +4485,8 @@ StyleFormatPanel.prototype.addFill = function(container) mxEvent.consume(evt); }); - var defs = (ss.vertices.length >= 1) ? - graph.stylesheet.getDefaultVertexStyle() : - graph.stylesheet.getDefaultEdgeStyle(); - - var gradientPanel = this.createCellColorOption(mxResources.get('gradient'), mxConstants.STYLE_GRADIENTCOLOR, - (defs[mxConstants.STYLE_GRADIENTCOLOR] != null) ? defs[mxConstants.STYLE_GRADIENTCOLOR] : '#ffffff', - function(color) + var gradientPanel = this.createCellColorOption(mxResources.get('gradient'), + mxConstants.STYLE_GRADIENTCOLOR, 'default', function(color) { if (color == null || color == mxConstants.NONE) { @@ -4498,7 +4499,7 @@ StyleFormatPanel.prototype.addFill = function(container) }, function(color) { graph.updateCellStyles({'gradientColor': color}, graph.getSelectionCells()); - }); + }, graph.getDefaultColor(ss.style, mxConstants.STYLE_GRADIENTCOLOR, graph.shapeForegroundColor, graph.shapeBackgroundColor)); var fillKey = (ss.style.shape == 'image') ? mxConstants.STYLE_IMAGE_BACKGROUND : mxConstants.STYLE_FILLCOLOR; @@ -4506,7 +4507,7 @@ StyleFormatPanel.prototype.addFill = function(container) fillKey, 'default', null, mxUtils.bind(this, function(color) { graph.setCellStyles(fillKey, color, ss.cells); - }), graph.shapeBackgroundColor); + }), graph.getDefaultColor(ss.style, fillKey, graph.shapeBackgroundColor, graph.shapeForegroundColor)); fillPanel.style.fontWeight = 'bold'; var tmpColor = mxUtils.getValue(ss.style, fillKey, null); @@ -5643,10 +5644,6 @@ DiagramStylePanel.prototype.addView = function(div) div.style.whiteSpace = 'normal'; - var sketch = graph.currentVertexStyle['sketch'] == '1' && graph.currentEdgeStyle['sketch'] == '1'; - var rounded = graph.currentVertexStyle['rounded'] == '1'; - var curved = graph.currentEdgeStyle['curved'] == '1'; - var opts = document.createElement('div'); opts.style.marginRight = '16px'; div.style.paddingTop = '8px'; @@ -5672,36 +5669,12 @@ DiagramStylePanel.prototype.addView = function(div) left.appendChild(this.createOption(mxResources.get('sketch'), function() { - return (urlParams['sketch'] == '1') ? Editor.sketchMode : sketch; + return Editor.sketchMode; }, function(checked) { - if (urlParams['sketch'] == '1') - { - ui.setSketchMode(!Editor.sketchMode); - - //if (evt == null || !mxEvent.isShiftDown(evt)) - { - graph.updateCellStyles({'sketch': (checked) ? '1' : null}, - graph.getVerticesAndEdges()); - } - } - else - { - sketch = checked; - - if (checked) - { - graph.currentEdgeStyle['sketch'] = '1'; - graph.currentVertexStyle['sketch'] = '1'; - } - else - { - delete graph.currentEdgeStyle['sketch']; - delete graph.currentVertexStyle['sketch']; - } - - graph.updateCellStyles({'sketch': (checked) ? '1' : null}, graph.getVerticesAndEdges()); - } + graph.updateCellStyles({'sketch': (checked) ? '1' : null}, + graph.getVerticesAndEdges()); + ui.setSketchMode(!Editor.sketchMode); }, null, function(div) { div.style.width = 'auto'; @@ -5710,15 +5683,17 @@ DiagramStylePanel.prototype.addView = function(div) row.appendChild(right); tbody.appendChild(row); table.appendChild(tbody); - + // Rounded - right.appendChild(this.createOption(mxResources.get('rounded'), function() + right.appendChild(this.createOption(mxResources.get('rounded'), mxUtils.bind(this, function() { - return rounded; - }, function(checked) + return this.format.rounded; + }), mxUtils.bind(this, function(checked) { - rounded = checked; - + this.format.rounded = checked; + graph.updateCellStyles({'rounded': (checked) ? '1' : '0'}, + graph.getVerticesAndEdges()); + if (checked) { graph.currentEdgeStyle['rounded'] = '1'; @@ -5729,13 +5704,11 @@ DiagramStylePanel.prototype.addView = function(div) delete graph.currentEdgeStyle['rounded']; delete graph.currentVertexStyle['rounded']; } - - graph.updateCellStyles({'rounded': (checked) ? '1' : '0'}, graph.getVerticesAndEdges()); - }, null, function(div) + }), null, function(div) { div.style.width = 'auto'; })); - + // Curved left = left.cloneNode(false); right = right.cloneNode(false); @@ -5744,12 +5717,14 @@ DiagramStylePanel.prototype.addView = function(div) row.appendChild(right); tbody.appendChild(row); - left.appendChild(this.createOption(mxResources.get('curved'), function() + left.appendChild(this.createOption(mxResources.get('curved'), mxUtils.bind(this, function() { - return curved; - }, function(checked) + return this.format.curved; + }), mxUtils.bind(this, function(checked) { - curved = checked; + this.format.curved = checked; + graph.updateCellStyles({'curved': (checked) ? '1' : null}, + graph.getVerticesAndEdges(false, true)); if (checked) { @@ -5759,9 +5734,7 @@ DiagramStylePanel.prototype.addView = function(div) { delete graph.currentEdgeStyle['curved']; } - - graph.updateCellStyles({'curved': (checked) ? '1' : null}, graph.getVerticesAndEdges(false, true)); - }, null, function(div) + }), null, function(div) { div.style.width = 'auto'; })); @@ -5871,14 +5844,17 @@ DiagramStylePanel.prototype.addView = function(div) var btn = mxUtils.button(mxResources.get('reset'), mxUtils.bind(this, function(evt) { var all = graph.getVerticesAndEdges(true, true); - + this.format.rounded = false; + this.format.curved = false; + if (all.length > 0) { model.beginUpdate(); try { graph.updateCellStyles({'sketch': null, 'rounded': null}, all); - graph.updateCellStyles({'curved': null}, graph.getVerticesAndEdges(false, true)); + graph.updateCellStyles({'curved': null, 'rounded': '0'}, + graph.getVerticesAndEdges(false, true)); } finally { @@ -5887,6 +5863,7 @@ DiagramStylePanel.prototype.addView = function(div) } ui.clearDefaultStyle(); + ui.setSketchMode(false); })); btn.setAttribute('title', mxResources.get('reset')); @@ -6017,42 +5994,6 @@ DiagramStylePanel.prototype.addView = function(div) applyStyle(vertexStyle, graph.currentVertexStyle); applyStyle(edgeStyle, graph.currentEdgeStyle); - if (urlParams['sketch'] == '1') - { - sketch = Editor.sketchMode; - } - - if (sketch) - { - graph.currentEdgeStyle['sketch'] = '1'; - graph.currentVertexStyle['sketch'] = '1'; - } - else - { - graph.currentEdgeStyle['sketch'] = '0'; - graph.currentVertexStyle['sketch'] = '0'; - } - - if (rounded) - { - graph.currentVertexStyle['rounded'] = '1'; - graph.currentEdgeStyle['rounded'] = '1'; - } - else - { - graph.currentVertexStyle['rounded'] = '0'; - graph.currentEdgeStyle['rounded'] = '1'; - } - - if (curved) - { - graph.currentEdgeStyle['curved'] = '1'; - } - else - { - graph.currentEdgeStyle['curved'] = '0'; - } - model.beginUpdate(); try { @@ -6205,6 +6146,7 @@ DiagramStylePanel.prototype.addView = function(div) if (pageCount < 15) { var left = document.createElement('div'); + left.style.className = 'geAdaptiveAsset'; left.style.position = 'absolute'; left.style.left = '0px'; left.style.top = '0px'; @@ -6219,11 +6161,6 @@ DiagramStylePanel.prototype.addView = function(div) left.style.backgroundSize = '24px 24px'; left.style.backgroundImage = 'url(' + Editor.previousImage + ')'; - if (Editor.isDarkMode()) - { - left.style.filter = 'invert(100%)'; - } - var right = left.cloneNode(false); right.style.backgroundImage = 'url(' + Editor.nextImage + ')'; right.style.left = ''; @@ -6272,13 +6209,13 @@ DiagramStylePanel.prototype.addView = function(div) */ DiagramStylePanel.prototype.destroy = function() { - BaseFormatPanel.prototype.destroy.apply(this, arguments); - - if (this.darkModeChangedListener) - { - this.editorUi.removeListener(this.darkModeChangedListener); - this.darkModeChangedListener = null; - } + BaseFormatPanel.prototype.destroy.apply(this, arguments); + + if (this.darkModeChangedListener) + { + this.editorUi.removeListener(this.darkModeChangedListener); + this.darkModeChangedListener = null; + } }; /** diff --git a/src/main/webapp/js/grapheditor/Graph.js b/src/main/webapp/js/grapheditor/Graph.js index 4e7f1f1d..ca727274 100644 --- a/src/main/webapp/js/grapheditor/Graph.js +++ b/src/main/webapp/js/grapheditor/Graph.js @@ -2271,7 +2271,8 @@ Graph.prototype.init = function(container) (this.model.isVertex(state.cell) || mxUtils.getValue(state.style, mxConstants.STYLE_SHAPE, null) == 'arrow' || mxUtils.getValue(state.style, mxConstants.STYLE_SHAPE, null) == 'filledEdge' || - mxUtils.getValue(state.style, mxConstants.STYLE_SHAPE, null) == 'flexArrow'); + mxUtils.getValue(state.style, mxConstants.STYLE_SHAPE, null) == 'flexArrow' || + mxUtils.getValue(state.style, mxConstants.STYLE_SHAPE, null) == 'mxgraph.arrows2.wedgeArrow'); }; /** @@ -4696,14 +4697,15 @@ Graph.prototype.replaceDefaultColors = function(cell, style) var bg = mxUtils.hex2rgb(this.shapeBackgroundColor); var fg = mxUtils.hex2rgb(this.shapeForegroundColor); - this.replaceDefaultColor(style, mxConstants.STYLE_FONTCOLOR, fg); - this.replaceDefaultColor(style, mxConstants.STYLE_FILLCOLOR, bg); - this.replaceDefaultColor(style, mxConstants.STYLE_STROKECOLOR, fg); - this.replaceDefaultColor(style, mxConstants.STYLE_IMAGE_BORDER, fg); - this.replaceDefaultColor(style, mxConstants.STYLE_IMAGE_BACKGROUND, bg); - this.replaceDefaultColor(style, mxConstants.STYLE_LABEL_BORDERCOLOR, fg); - this.replaceDefaultColor(style, mxConstants.STYLE_SWIMLANE_FILLCOLOR, bg); - this.replaceDefaultColor(style, mxConstants.STYLE_LABEL_BACKGROUNDCOLOR, bg); + this.replaceDefaultColor(style, mxConstants.STYLE_FONTCOLOR, fg, bg); + this.replaceDefaultColor(style, mxConstants.STYLE_FILLCOLOR, bg, fg); + this.replaceDefaultColor(style, mxConstants.STYLE_GRADIENTCOLOR, fg, bg); + this.replaceDefaultColor(style, mxConstants.STYLE_STROKECOLOR, fg, bg); + this.replaceDefaultColor(style, mxConstants.STYLE_IMAGE_BORDER, fg, bg); + this.replaceDefaultColor(style, mxConstants.STYLE_IMAGE_BACKGROUND, bg, fg); + this.replaceDefaultColor(style, mxConstants.STYLE_LABEL_BORDERCOLOR, fg, bg); + this.replaceDefaultColor(style, mxConstants.STYLE_SWIMLANE_FILLCOLOR, bg, fg); + this.replaceDefaultColor(style, mxConstants.STYLE_LABEL_BACKGROUNDCOLOR, bg, fg); } return style; @@ -4712,15 +4714,30 @@ Graph.prototype.replaceDefaultColors = function(cell, style) /** * Replaces the colors for the given key. */ -Graph.prototype.replaceDefaultColor = function(style, key, value) +Graph.prototype.replaceDefaultColor = function(style, key, value, inverseValue) { if (style != null && style[key] == 'default' && value != null) { - style[key] = value; + style[key] = this.getDefaultColor(style, key, value, inverseValue); } }; /** + * Replaces the colors for the given key. + */ +Graph.prototype.getDefaultColor = function(style, key, defaultValue, inverseDefaultValue) +{ + var temp = 'default' + key.charAt(0).toUpperCase() + key.substring(1); + + if (style[temp] == 'invert') + { + defaultValue = inverseDefaultValue; + } + + return defaultValue; +}; + +/** * Disables alternate width persistence for stack layout parents */ Graph.prototype.updateAlternateBounds = function(cell, geo, willCollapse) @@ -5164,7 +5181,9 @@ Graph.prototype.getTooltipForCell = function(cell) for (var i = 0; i < attrs.length; i++) { - if (mxUtils.indexOf(ignored, attrs[i].nodeName) < 0 && attrs[i].nodeValue.length > 0) + if (((Graph.translateDiagram && attrs[i].nodeName == 'label') || + mxUtils.indexOf(ignored, attrs[i].nodeName) < 0) && + attrs[i].nodeValue.length > 0) { temp.push({name: attrs[i].nodeName, value: attrs[i].nodeValue}); } @@ -13827,6 +13846,7 @@ if (typeof mxVertexHandler !== 'undefined') if (this.graph.isEnabled() && typeof this.graph.editLink === 'function') { var changeLink = document.createElement('img'); + changeLink.className = 'geAdaptiveAsset'; changeLink.setAttribute('src', Editor.editImage); changeLink.setAttribute('title', mxResources.get('editLink')); changeLink.setAttribute('width', '11'); @@ -13834,12 +13854,6 @@ if (typeof mxVertexHandler !== 'undefined') changeLink.style.marginLeft = '10px'; changeLink.style.marginBottom = '-1px'; changeLink.style.cursor = 'pointer'; - - if (Editor.isDarkMode()) - { - changeLink.style.filter = 'invert(100%)'; - } - this.linkHint.appendChild(changeLink); mxEvent.addListener(changeLink, 'click', mxUtils.bind(this, function(evt) diff --git a/src/main/webapp/js/grapheditor/Menus.js b/src/main/webapp/js/grapheditor/Menus.js index bbbe4837..1289b895 100644 --- a/src/main/webapp/js/grapheditor/Menus.js +++ b/src/main/webapp/js/grapheditor/Menus.js @@ -284,27 +284,39 @@ Menus.prototype.init = function() if (shape != 'arrow') { - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], [null, null, null], 'geIcon geSprite geSprite-straight', parent, true).setAttribute('title', mxResources.get('straight')); - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['orthogonalEdgeStyle', null, null], 'geIcon geSprite geSprite-orthogonal', parent, true).setAttribute('title', mxResources.get('orthogonal')); - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['elbowEdgeStyle', null, null, null], 'geIcon geSprite geSprite-horizontalelbow', parent, true).setAttribute('title', mxResources.get('simple')); - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['elbowEdgeStyle', 'vertical', null, null], 'geIcon geSprite geSprite-verticalelbow', parent, true).setAttribute('title', mxResources.get('simple')); - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['isometricEdgeStyle', null, null, null], 'geIcon geSprite geSprite-horizontalisometric', parent, true).setAttribute('title', mxResources.get('isometric')); - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['isometricEdgeStyle', 'vertical', null, null], 'geIcon geSprite geSprite-verticalisometric', parent, true).setAttribute('title', mxResources.get('isometric')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + [null, null, null], 'geIcon geSprite geSprite-straight', parent, true).setAttribute('title', mxResources.get('straight')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['orthogonalEdgeStyle', null, null], 'geIcon geSprite geSprite-orthogonal', parent, true).setAttribute('title', mxResources.get('orthogonal')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['elbowEdgeStyle', null, null, null], 'geIcon geSprite geSprite-horizontalelbow', parent, true).setAttribute('title', mxResources.get('simple')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['elbowEdgeStyle', 'vertical', null, null], 'geIcon geSprite geSprite-verticalelbow', parent, true).setAttribute('title', mxResources.get('simple')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['isometricEdgeStyle', null, null, null], 'geIcon geSprite geSprite-horizontalisometric', parent, true).setAttribute('title', mxResources.get('isometric')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_ELBOW, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['isometricEdgeStyle', 'vertical', null, null], 'geIcon geSprite geSprite-verticalisometric', parent, true).setAttribute('title', mxResources.get('isometric')); if (shape == 'connector') { - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['orthogonalEdgeStyle', '1', null], 'geIcon geSprite geSprite-curved', parent, true).setAttribute('title', mxResources.get('curved')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['orthogonalEdgeStyle', '1', null], 'geIcon geSprite geSprite-curved', parent, true).setAttribute('title', mxResources.get('curved')); } - this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], ['entityRelationEdgeStyle', null, null], 'geIcon geSprite geSprite-entity', parent, true).setAttribute('title', mxResources.get('entityRelation')); + this.edgeStyleChange(menu, '', [mxConstants.STYLE_EDGE, mxConstants.STYLE_CURVED, mxConstants.STYLE_NOEDGESTYLE], + ['entityRelationEdgeStyle', null, null], 'geIcon geSprite geSprite-entity', parent, true).setAttribute('title', mxResources.get('entityRelation')); } menu.addSeparator(parent); - this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], [null, null, null, null], 'geIcon geSprite geSprite-connection', parent, true, null, true).setAttribute('title', mxResources.get('line')); - this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], ['link', null, null, null], 'geIcon geSprite geSprite-linkedge', parent, true, null, true).setAttribute('title', mxResources.get('link')); - this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], ['flexArrow', null, null, null], 'geIcon geSprite geSprite-arrow', parent, true, null, true).setAttribute('title', mxResources.get('arrow')); - this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], ['arrow', null, null, null], 'geIcon geSprite geSprite-simplearrow', parent, true, null, true).setAttribute('title', mxResources.get('simpleArrow')); + this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], + [null, null, null, null], 'geIcon geSprite geSprite-connection', parent, true, null, true).setAttribute('title', mxResources.get('line')); + this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], + ['link', null, null, null], 'geIcon geSprite geSprite-linkedge', parent, true, null, true).setAttribute('title', mxResources.get('link')); + this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], + ['flexArrow', null, null, null], 'geIcon geSprite geSprite-arrow', parent, true, null, true).setAttribute('title', mxResources.get('arrow')); + this.styleChange(menu, '', [mxConstants.STYLE_SHAPE, mxConstants.STYLE_STARTSIZE, mxConstants.STYLE_ENDSIZE, 'width'], + ['arrow', null, null, null], 'geIcon geSprite geSprite-simplearrow', parent, true, null, true).setAttribute('title', mxResources.get('simpleArrow')); } }))); this.put('layout', new Menu(mxUtils.bind(this, function(menu, parent) @@ -826,8 +838,6 @@ Menus.prototype.addInsertTableItem = function(menu, insertFn, parent, showOption if (td != null && graph.cellEditor.textarea != null) { - var row2 = graph.getParentByName(td, 'TR'); - // To find the new link, we create a list of all existing links first // LATER: Refactor for reuse with code for finding inserted image below var tmp = graph.cellEditor.textarea.getElementsByTagName('table'); @@ -894,6 +904,15 @@ Menus.prototype.addInsertTableItem = function(menu, insertFn, parent, showOption var elt2 = menu.addItem('', null, null, parent, null, null, null, true); elt2.firstChild.style.fontSize = Menus.prototype.defaultFontSize + 'px'; + + // Hide empty rows in menu item + var tds = elt2.getElementsByTagName('td'); + + if (tds.length > 1) + { + tds[1].style.display = 'none'; + tds[2].style.display = 'none'; + } function createPicker(rows, cols) { diff --git a/src/main/webapp/js/grapheditor/Shapes.js b/src/main/webapp/js/grapheditor/Shapes.js index 1f317970..679b6228 100644 --- a/src/main/webapp/js/grapheditor/Shapes.js +++ b/src/main/webapp/js/grapheditor/Shapes.js @@ -3095,7 +3095,7 @@ // Registers the link shape mxCellRenderer.registerShape('link', LinkShape); - + // Generic arrow function FlexArrowShape() { @@ -5826,14 +5826,14 @@ return function(state) { return [createHandle(state, ['size'], function(bounds) - { - var size = Math.max(0, Math.min(bounds.height * 0.5, parseFloat(mxUtils.getValue(this.state.style, 'size', defaultValue)))); - - return new mxPoint(bounds.x, bounds.y + size); - }, function(bounds, pt) - { - this.state.style['size'] = Math.max(0, pt.y - bounds.y); - }, true)]; + { + var size = Math.max(0, Math.min(bounds.height * 0.5, parseFloat(mxUtils.getValue(this.state.style, 'size', defaultValue)))); + + return new mxPoint(bounds.x, bounds.y + size); + }, function(bounds, pt) + { + this.state.style['size'] = Math.max(0, pt.y - bounds.y); + }, true)]; } }; @@ -5855,6 +5855,23 @@ }; }; + function createWedgeHandleFunction(defaultValue, spacing) + { + return function(state) + { + return [createEdgeHandle(state, ['startWidth'], true, function(dist, nx, ny, p0, p1) + { + var w = mxUtils.getNumber(state.style, 'startWidth', defaultValue) * state.view.scale + spacing; + + return new mxPoint(p0.x + nx * dist / 4 + ny * w / 2, p0.y + ny * dist / 4 - nx * w / 2); + }, function(dist, nx, ny, p0, p1, pt) + { + var w = Math.sqrt(mxUtils.ptSegDistSq(p0.x, p0.y, p1.x, p1.y, pt.x, pt.y)); + state.style['startWidth'] = Math.round(w * 2) / state.view.scale - spacing; + })]; + }; + }; + function createEdgeHandle(state, keys, start, getPosition, setPosition) { return createHandle(state, keys, function(bounds) @@ -6374,7 +6391,10 @@ }, false)]; }, 'singleArrow': createArrowHandleFunction(1), - 'doubleArrow': createArrowHandleFunction(0.5), + 'doubleArrow': createArrowHandleFunction(0.5), + 'mxgraph.arrows2.wedgeArrow': createWedgeHandleFunction(20, 20), + 'mxgraph.arrows2.wedgeArrowDashed': createWedgeHandleFunction(20, 20), + 'mxgraph.arrows2.wedgeArrowDashed2': createWedgeHandleFunction(20, 20), 'folder': function(state) { return [createHandle(state, ['tabWidth', 'tabHeight'], function(bounds) diff --git a/src/main/webapp/js/integrate.min.js b/src/main/webapp/js/integrate.min.js index 264b7cb3..06f568cb 100644 --- a/src/main/webapp/js/integrate.min.js +++ b/src/main/webapp/js/integrate.min.js @@ -458,18 +458,19 @@ window.RT_WEBSOCKET_URL=window.RT_WEBSOCKET_URL||"wss://"+("test.draw.io"==windo 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Editor.zoomInImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTUuNSAxNGgtLjc5bC0uMjgtLjI3QzE1LjQxIDEyLjU5IDE2IDExLjExIDE2IDkuNSAxNiA1LjkxIDEzLjA5IDMgOS41IDNTMyA1LjkxIDMgOS41IDUuOTEgMTYgOS41IDE2YzEuNjEgMCAzLjA5LS41OSA0LjIzLTEuNTdsLjI3LjI4di43OWw1IDQuOTlMMjAuNDkgMTlsLTQuOTktNXptLTYgMEM3LjAxIDE0IDUgMTEuOTkgNSA5LjVTNy4wMSA1IDkuNSA1IDE0IDcuMDEgMTQgOS41IDExLjk5IDE0IDkuNSAxNHptMi41LTRoLTJ2Mkg5di0ySDdWOWgyVjdoMXYyaDJ2MXoiLz48L3N2Zz4="; 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Editor.fullscreenImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMyA1djRoMlY1aDRWM0g1Yy0xLjEgMC0yIC45LTIgMnptMiAxMEgzdjRjMCAxLjEuOSAyIDIgMmg0di0ySDV2LTR6bTE0IDRoLTR2Mmg0YzEuMSAwIDItLjkgMi0ydi00aC0ydjR6bTAtMTZoLTR2Mmg0djRoMlY1YzAtMS4xLS45LTItMi0yeiIvPjwvc3ZnPg==";Editor.fullscreenExitImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTUgMTZoM3YzaDJ2LTVINXYyem0zLThINXYyaDVWNUg4djN6bTYgMTFoMnYtM2gzdi0yaC01djV6bTItMTFWNWgtMnY1aDVWOGgtM3oiLz48L3N2Zz4="; @@ -2341,14 +2341,15 @@ Editor.darkImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5v Editor.lightImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGVuYWJsZS1iYWNrZ3JvdW5kPSJuZXcgMCAwIDI0IDI0IiBoZWlnaHQ9IjI0cHgiIHZpZXdCb3g9IjAgMCAyNCAyNCIgd2lkdGg9IjI0cHgiIGZpbGw9IiMwMDAwMDAiPjxyZWN0IGZpbGw9Im5vbmUiIGhlaWdodD0iMjQiIHdpZHRoPSIyNCIvPjxwYXRoIGQ9Ik0xMiw5YzEuNjUsMCwzLDEuMzUsMywzcy0xLjM1LDMtMywzcy0zLTEuMzUtMy0zUzEwLjM1LDksMTIsOSBNMTIsN2MtMi43NiwwLTUsMi4yNC01LDVzMi4yNCw1LDUsNXM1LTIuMjQsNS01IFMxNC43Niw3LDEyLDdMMTIsN3ogTTIsMTNsMiwwYzAuNTUsMCwxLTAuNDUsMS0xcy0wLjQ1LTEtMS0xbC0yLDBjLTAuNTUsMC0xLDAuNDUtMSwxUzEuNDUsMTMsMiwxM3ogTTIwLDEzbDIsMGMwLjU1LDAsMS0wLjQ1LDEtMSBzLTAuNDUtMS0xLTFsLTIsMGMtMC41NSwwLTEsMC40NS0xLDFTMTkuNDUsMTMsMjAsMTN6IE0xMSwydjJjMCwwLjU1LDAuNDUsMSwxLDFzMS0wLjQ1LDEtMVYyYzAtMC41NS0wLjQ1LTEtMS0xUzExLDEuNDUsMTEsMnogTTExLDIwdjJjMCwwLjU1LDAuNDUsMSwxLDFzMS0wLjQ1LDEtMXYtMmMwLTAuNTUtMC40NS0xLTEtMUMxMS40NSwxOSwxMSwxOS40NSwxMSwyMHogTTUuOTksNC41OGMtMC4zOS0wLjM5LTEuMDMtMC4zOS0xLjQxLDAgYy0wLjM5LDAuMzktMC4zOSwxLjAzLDAsMS40MWwxLjA2LDEuMDZjMC4zOSwwLjM5LDEuMDMsMC4zOSwxLjQxLDBzMC4zOS0xLjAzLDAtMS40MUw1Ljk5LDQuNTh6IE0xOC4zNiwxNi45NSBjLTAuMzktMC4zOS0xLjAzLTAuMzktMS40MSwwYy0wLjM5LDAuMzktMC4zOSwxLjAzLDAsMS40MWwxLjA2LDEuMDZjMC4zOSwwLjM5LDEuMDMsMC4zOSwxLjQxLDBjMC4zOS0wLjM5LDAuMzktMS4wMywwLTEuNDEgTDE4LjM2LDE2Ljk1eiBNMTkuNDIsNS45OWMwLjM5LTAuMzksMC4zOS0xLjAzLDAtMS40MWMtMC4zOS0wLjM5LTEuMDMtMC4zOS0xLjQxLDBsLTEuMDYsMS4wNmMtMC4zOSwwLjM5LTAuMzksMS4wMywwLDEuNDEgczEuMDMsMC4zOSwxLjQxLDBMMTkuNDIsNS45OXogTTcuMDUsMTguMzZjMC4zOS0wLjM5LDAuMzktMS4wMywwLTEuNDFjLTAuMzktMC4zOS0xLjAzLTAuMzktMS40MSwwbC0xLjA2LDEuMDYgYy0wLjM5LDAuMzktMC4zOSwxLjAzLDAsMS40MXMxLjAzLDAuMzksMS40MSwwTDcuMDUsMTguMzZ6Ii8+PC9zdmc+"; Editor.undoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTIuNSA4Yy0yLjY1IDAtNS4wNS45OS02LjkgMi42TDIgN3Y5aDlsLTMuNjItMy42MmMxLjM5LTEuMTYgMy4xNi0xLjg4IDUuMTItMS44OCAzLjU0IDAgNi41NSAyLjMxIDcuNiA1LjVsMi4zNy0uNzhDMjEuMDggMTEuMDMgMTcuMTUgOCAxMi41IDh6Ii8+PC9zdmc+";Editor.redoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTguNCAxMC42QzE2LjU1IDguOTkgMTQuMTUgOCAxMS41IDhjLTQuNjUgMC04LjU4IDMuMDMtOS45NiA3LjIyTDMuOSAxNmMxLjA1LTMuMTkgNC4wNS01LjUgNy42LTUuNSAxLjk1IDAgMy43My43MiA1LjEyIDEuODhMMTMgMTZoOVY3bC0zLjYgMy42eiIvPjwvc3ZnPg=="; Editor.outlineImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPjxwYXRoIGQ9Ik0yMC41IDNsLS4xNi4wM0wxNSA1LjEgOSAzIDMuMzYgNC45Yy0uMjEuMDctLjM2LjI1LS4zNi40OFYyMC41YzAgLjI4LjIyLjUuNS41bC4xNi0uMDNMOSAxOC45bDYgMi4xIDUuNjQtMS45Yy4yMS0uMDcuMzYtLjI1LjM2LS40OFYzLjVjMC0uMjgtLjIyLS41LS41LS41ek0xNSAxOWwtNi0yLjExVjVsNiAyLjExVjE5eiIvPjwvc3ZnPg=="; -Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4="; +Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4=";Editor.helpImage=Editor.lightHelpImage;Editor.checkmarkImage=Editor.lightCheckmarkImage; Editor.roughFillStyles=[{val:"auto",dispName:"Auto"},{val:"hachure",dispName:"Hachure"},{val:"solid",dispName:"Solid"},{val:"zigzag",dispName:"ZigZag"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}]; Editor.fillStyles=[{val:"auto",dispName:"Auto"},{val:"hatch",dispName:"Hatch"},{val:"solid",dispName:"Solid"},{val:"dots",dispName:"Dots"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}];Editor.themes=null;Editor.ctrlKey=mxClient.IS_MAC?"Cmd":"Ctrl";Editor.hintOffset=20;Editor.shapePickerHoverDelay=300;Editor.fitWindowBorders=null;Editor.popupsAllowed=null!=window.urlParams?"1"!=urlParams.noDevice:!0;Editor.simpleLabels=!1; -Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isPngDataUrl=function(a){return null!=a&&"data:image/png;"==a.substring(0,15)};Editor.isPngData=function(a){return 8<a.length&&137==a.charCodeAt(0)&&80==a.charCodeAt(1)&&78==a.charCodeAt(2)&&71==a.charCodeAt(3)&&13==a.charCodeAt(4)&&10==a.charCodeAt(5)&&26==a.charCodeAt(6)&&10==a.charCodeAt(7)}; +Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.currentTheme=uiTheme;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isDarkMode=function(a){return Editor.darkMode};Editor.isPngDataUrl=function(a){return null!=a&&"data:image/png;"==a.substring(0,15)}; +Editor.isPngData=function(a){return 8<a.length&&137==a.charCodeAt(0)&&80==a.charCodeAt(1)&&78==a.charCodeAt(2)&&71==a.charCodeAt(3)&&13==a.charCodeAt(4)&&10==a.charCodeAt(5)&&26==a.charCodeAt(6)&&10==a.charCodeAt(7)}; Editor.extractGraphModelFromPng=function(a){var b=null;try{var f=a.substring(a.indexOf(",")+1),e=window.atob&&!mxClient.IS_SF?atob(f):Base64.decode(f,!0);EditorUi.parsePng(e,mxUtils.bind(this,function(g,d,k){g=e.substring(g+8,g+8+k);"zTXt"==d?(k=g.indexOf(String.fromCharCode(0)),"mxGraphModel"==g.substring(0,k)&&(g=pako.inflateRaw(Graph.stringToArrayBuffer(g.substring(k+2)),{to:"string"}).replace(/\+/g," "),null!=g&&0<g.length&&(b=g))):"tEXt"==d&&(g=g.split(String.fromCharCode(0)),1<g.length&&("mxGraphModel"== -g[0]||"mxfile"==g[0])&&(b=g[1]));if(null!=b||"IDAT"==d)return!0}))}catch(g){}null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));return b};Editor.isDarkMode=function(a){return Editor.darkMode||"dark"==uiTheme};Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;mxUtils.extend(Editor,mxEventSource); -Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif";Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0; -Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless};Editor.prototype.setAutosave=function(a){this.autosave=a;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(a){return this.editBlankUrl+a}; +g[0]||"mxfile"==g[0])&&(b=g[1]));if(null!=b||"IDAT"==d)return!0}))}catch(g){}null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));null!=b&&"%"==b.charAt(0)&&(b=decodeURIComponent(b));return b};mxUtils.extend(Editor,mxEventSource);Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif"; +Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0;Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless}; +Editor.prototype.setAutosave=function(a){this.autosave=a;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(a){return this.editBlankUrl+a}; Editor.prototype.editAsNew=function(a,b){b=null!=b?"?title="+encodeURIComponent(b):"";null!=urlParams.ui&&(b+=(0<b.length?"&":"?")+"ui="+urlParams.ui);if("undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)){var f=null,e=mxUtils.bind(this,function(g){"ready"==g.data&&g.source==f&&(mxEvent.removeListener(window,"message",e),f.postMessage(a,"*"))});mxEvent.addListener(window,"message",e);f=this.graph.openLink(this.getEditBlankUrl(b+(0<b.length?"&":"?")+"client=1"), null,!0)}else this.graph.openLink(this.getEditBlankUrl(b)+"#R"+encodeURIComponent(a))};Editor.prototype.createGraph=function(a,b){a=new Graph(null,b,null,null,a);a.transparentBackground=!1;var f=a.isCssTransformsSupported,e=this;a.isCssTransformsSupported=function(){return f.apply(this,arguments)&&(!e.chromeless||!mxClient.IS_SF)};this.chromeless||(a.isBlankLink=function(g){return!this.isExternalProtocol(g)});return a}; Editor.prototype.resetGraph=function(){this.graph.gridEnabled=this.graph.defaultGridEnabled&&(!this.isChromelessView()||"1"==urlParams.grid);this.graph.graphHandler.guidesEnabled=!0;this.graph.setTooltips(!0);this.graph.setConnectable(!0);this.graph.foldingEnabled=!0;this.graph.scrollbars=this.graph.defaultScrollbars;this.graph.pageVisible=this.graph.defaultPageVisible;this.graph.pageBreaksVisible=this.graph.pageVisible;this.graph.preferPageSize=this.graph.pageBreaksVisible;this.graph.background= @@ -2365,103 +2366,104 @@ Editor.prototype.setFilename=function(a){this.filename=a}; Editor.prototype.createUndoManager=function(){var a=this.graph,b=new mxUndoManager;this.undoListener=function(e,g){b.undoableEditHappened(g.getProperty("edit"))};var f=mxUtils.bind(this,function(e,g){this.undoListener.apply(this,arguments)});a.getModel().addListener(mxEvent.UNDO,f);a.getView().addListener(mxEvent.UNDO,f);f=function(e,g){e=a.getSelectionCellsForChanges(g.getProperty("edit").changes,function(k){return!(k instanceof mxChildChange)});if(0<e.length){a.getModel();g=[];for(var d=0;d<e.length;d++)null!= a.view.getState(e[d])&&g.push(e[d]);a.setSelectionCells(g)}};b.addListener(mxEvent.UNDO,f);b.addListener(mxEvent.REDO,f);return b};Editor.prototype.initStencilRegistry=function(){};Editor.prototype.destroy=function(){null!=this.graph&&(this.graph.destroy(),this.graph=null)};OpenFile=function(a){this.consumer=this.producer=null;this.done=a;this.args=null};OpenFile.prototype.setConsumer=function(a){this.consumer=a;this.execute()};OpenFile.prototype.setData=function(){this.args=arguments;this.execute()}; OpenFile.prototype.error=function(a){this.cancel(!0);mxUtils.alert(a)};OpenFile.prototype.execute=function(){null!=this.consumer&&null!=this.args&&(this.cancel(!1),this.consumer.apply(this,this.args))};OpenFile.prototype.cancel=function(a){null!=this.done&&this.done(null!=a?a:!0)}; -function Dialog(a,b,f,e,g,d,k,m,u,n,r){var x=u?57:0,B=f,C=e,F=u?0:64,I=Editor.inlineFullscreen||null==a.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(a.embedViewport);null==a.embedViewport&&null!=window.innerHeight&&(I.height=window.innerHeight);var D=I.height,N=Math.max(1,Math.round((I.width-f-F)/2)),S=Math.max(1,Math.round((D-e-a.footerHeight)/3));b.style.maxHeight="100%";f=null!=document.body?Math.min(f,document.body.scrollWidth-F):f;e=Math.min(e,D-F);0<a.dialogs.length&&(this.zIndex+= -2*a.dialogs.length);null==this.bg&&(this.bg=a.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=D+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));I=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=I.x+"px";this.bg.style.top=I.y+"px";N+=I.x;S+=I.y;Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", -S+=a.embedViewport.y,N+=a.embedViewport.x);g&&document.body.appendChild(this.bg);var T=a.createDiv(u?"geTransDialog":"geDialog");g=this.getPosition(N,S,f,e);N=g.x;S=g.y;T.style.width=f+"px";T.style.height=e+"px";T.style.left=N+"px";T.style.top=S+"px";T.style.zIndex=this.zIndex;T.appendChild(b);document.body.appendChild(T);!m&&b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");b.style.overflowX="hidden";if(d&&(d=document.createElement("img"),d.setAttribute("src",Dialog.prototype.closeImage), -d.setAttribute("title",mxResources.get("close")),d.className="geDialogClose",d.style.top=S+14+"px",d.style.left=N+f+38-x+"px",d.style.zIndex=this.zIndex,mxEvent.addListener(d,"click",mxUtils.bind(this,function(){a.hideDialog(!0)})),document.body.appendChild(d),this.dialogImg=d,!r)){var P=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(Z){P=!0}),null,mxUtils.bind(this,function(Z){P&&(a.hideDialog(!0),P=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=n){var Z=n(); -null!=Z&&(B=f=Z.w,C=e=Z.h)}Z=mxUtils.getDocumentSize();D=Z.height;this.bg.style.height=D+"px";Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");N=Math.max(1,Math.round((Z.width-f-F)/2));S=Math.max(1,Math.round((D-e-a.footerHeight)/3));f=null!=document.body?Math.min(B,document.body.scrollWidth-F):B;e=Math.min(C,D-F);Z=this.getPosition(N,S,f,e);N=Z.x;S=Z.y;T.style.left=N+"px";T.style.top=S+"px";T.style.width=f+"px";T.style.height=e+"px";!m&& -b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=S+14+"px",this.dialogImg.style.left=N+f+38-x+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=k;this.container=T;a.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; +function Dialog(a,b,f,e,g,d,k,n,u,m,r){var x=u?57:0,B=f,D=e,F=u?0:64,J=Editor.inlineFullscreen||null==a.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(a.embedViewport);null==a.embedViewport&&null!=window.innerHeight&&(J.height=window.innerHeight);var C=J.height,O=Math.max(1,Math.round((J.width-f-F)/2)),R=Math.max(1,Math.round((C-e-a.footerHeight)/3));b.style.maxHeight="100%";f=null!=document.body?Math.min(f,document.body.scrollWidth-F):f;e=Math.min(e,C-F);0<a.dialogs.length&&(this.zIndex+= +2*a.dialogs.length);null==this.bg&&(this.bg=a.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=C+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));J=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=J.x+"px";this.bg.style.top=J.y+"px";O+=J.x;R+=J.y;Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", +R+=a.embedViewport.y,O+=a.embedViewport.x);g&&document.body.appendChild(this.bg);var T=a.createDiv(u?"geTransDialog":"geDialog");g=this.getPosition(O,R,f,e);O=g.x;R=g.y;T.style.width=f+"px";T.style.height=e+"px";T.style.left=O+"px";T.style.top=R+"px";T.style.zIndex=this.zIndex;T.appendChild(b);document.body.appendChild(T);!n&&b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");b.style.overflowX="hidden";if(d&&(d=document.createElement("img"),d.setAttribute("src",Dialog.prototype.closeImage), +d.setAttribute("title",mxResources.get("close")),d.className="geDialogClose",d.style.top=R+14+"px",d.style.left=O+f+38-x+"px",d.style.zIndex=this.zIndex,mxEvent.addListener(d,"click",mxUtils.bind(this,function(){a.hideDialog(!0)})),document.body.appendChild(d),this.dialogImg=d,!r)){var Q=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(aa){Q=!0}),null,mxUtils.bind(this,function(aa){Q&&(a.hideDialog(!0),Q=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=m){var aa=m(); +null!=aa&&(B=f=aa.w,D=e=aa.h)}aa=mxUtils.getDocumentSize();C=aa.height;this.bg.style.height=C+"px";Editor.inlineFullscreen||null==a.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");O=Math.max(1,Math.round((aa.width-f-F)/2));R=Math.max(1,Math.round((C-e-a.footerHeight)/3));f=null!=document.body?Math.min(B,document.body.scrollWidth-F):B;e=Math.min(D,C-F);aa=this.getPosition(O,R,f,e);O=aa.x;R=aa.y;T.style.left=O+"px";T.style.top=R+"px";T.style.width=f+"px";T.style.height=e+ +"px";!n&&b.clientHeight>T.clientHeight-F&&(b.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=R+14+"px",this.dialogImg.style.left=O+f+38-x+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=k;this.container=T;a.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; Dialog.prototype.noColorImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAMAAAAoLQ9TAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAyBpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYwIDYxLjEzNDc3NywgMjAxMC8wMi8xMi0xNzozMjowMCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNSBXaW5kb3dzIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOkEzRDlBMUUwODYxMTExRTFCMzA4RDdDMjJBMEMxRDM3IiB4bXBNTTpEb2N1bWVudElEPSJ4bXAuZGlkOkEzRDlBMUUxODYxMTExRTFCMzA4RDdDMjJBMEMxRDM3Ij4gPHhtcE1NOkRlcml2ZWRGcm9tIHN0UmVmOmluc3RhbmNlSUQ9InhtcC5paWQ6QTNEOUExREU4NjExMTFFMUIzMDhEN0MyMkEwQzFEMzciIHN0UmVmOmRvY3VtZW50SUQ9InhtcC5kaWQ6QTNEOUExREY4NjExMTFFMUIzMDhEN0MyMkEwQzFEMzciLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5xh3fmAAAABlBMVEX////MzMw46qqDAAAAGElEQVR42mJggAJGKGAYIIGBth8KAAIMAEUQAIElnLuQAAAAAElFTkSuQmCC":IMAGE_PATH+ "/nocolor.png";Dialog.prototype.closeImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJAQMAAADaX5RTAAAABlBMVEV7mr3///+wksspAAAAAnRSTlP/AOW3MEoAAAAdSURBVAgdY9jXwCDDwNDRwHCwgeExmASygSL7GgB12QiqNHZZIwAAAABJRU5ErkJggg==":IMAGE_PATH+"/close.png"; Dialog.prototype.clearImage=mxClient.IS_SVG?"data:image/gif;base64,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":IMAGE_PATH+ "/clear.gif";Dialog.prototype.bgOpacity=80;Dialog.prototype.getPosition=function(a,b){return new mxPoint(a,b)};Dialog.prototype.close=function(a,b){if(null!=this.onDialogClose){if(0==this.onDialogClose(a,b))return!1;this.onDialogClose=null}null!=this.dialogImg&&(this.dialogImg.parentNode.removeChild(this.dialogImg),this.dialogImg=null);null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);mxEvent.removeListener(window,"resize",this.resizeListener);this.container.parentNode.removeChild(this.container)}; -var ErrorDialog=function(a,b,f,e,g,d,k,m,u,n,r){u=null!=u?u:!0;var x=document.createElement("div");x.style.textAlign="center";if(null!=b){var B=document.createElement("div");B.style.padding="0px";B.style.margin="0px";B.style.fontSize="18px";B.style.paddingBottom="16px";B.style.marginBottom="10px";B.style.borderBottom="1px solid #c0c0c0";B.style.color="gray";B.style.whiteSpace="nowrap";B.style.textOverflow="ellipsis";B.style.overflow="hidden";mxUtils.write(B,b);B.setAttribute("title",b);x.appendChild(B)}b= -document.createElement("div");b.style.lineHeight="1.2em";b.style.padding="6px";b.innerHTML=f;x.appendChild(b);f=document.createElement("div");f.style.marginTop="12px";f.style.textAlign="center";null!=d&&(b=mxUtils.button(mxResources.get("tryAgain"),function(){a.hideDialog();d()}),b.className="geBtn",f.appendChild(b),f.style.textAlign="center");null!=n&&(n=mxUtils.button(n,function(){null!=r&&r()}),n.className="geBtn",f.appendChild(n));var C=mxUtils.button(e,function(){u&&a.hideDialog();null!=g&&g()}); -C.className="geBtn";f.appendChild(C);null!=k&&(e=mxUtils.button(k,function(){u&&a.hideDialog();null!=m&&m()}),e.className="geBtn gePrimaryBtn",f.appendChild(e));this.init=function(){C.focus()};x.appendChild(f);this.container=x},PrintDialog=function(a,b){this.create(a,b)}; -PrintDialog.prototype.create=function(a){function b(C){var F=k.checked||n.checked,I=parseInt(x.value)/100;isNaN(I)&&(I=1,x.value="100%");I*=.75;var D=f.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,N=1/f.pageScale;if(F){var S=k.checked?1:parseInt(r.value);isNaN(S)||(N=mxUtils.getScaleForPageCount(S,f,D))}f.getGraphBounds();var T=S=0;D=mxRectangle.fromRectangle(D);D.width=Math.ceil(D.width*I);D.height=Math.ceil(D.height*I);N*=I;!F&&f.pageVisible?(I=f.getPageLayout(),S-=I.x*D.width,T-=I.y*D.height): -F=!0;F=PrintDialog.createPrintPreview(f,N,D,0,S,T,F);F.open();C&&PrintDialog.printPreview(F)}var f=a.editor.graph,e=document.createElement("table");e.style.width="100%";e.style.height="100%";var g=document.createElement("tbody");var d=document.createElement("tr");var k=document.createElement("input");k.setAttribute("type","checkbox");var m=document.createElement("td");m.setAttribute("colspan","2");m.style.fontSize="10pt";m.appendChild(k);var u=document.createElement("span");mxUtils.write(u," "+mxResources.get("fitPage")); -m.appendChild(u);mxEvent.addListener(u,"click",function(C){k.checked=!k.checked;n.checked=!k.checked;mxEvent.consume(C)});mxEvent.addListener(k,"change",function(){n.checked=!k.checked});d.appendChild(m);g.appendChild(d);d=d.cloneNode(!1);var n=document.createElement("input");n.setAttribute("type","checkbox");m=document.createElement("td");m.style.fontSize="10pt";m.appendChild(n);u=document.createElement("span");mxUtils.write(u," "+mxResources.get("posterPrint")+":");m.appendChild(u);mxEvent.addListener(u, -"click",function(C){n.checked=!n.checked;k.checked=!n.checked;mxEvent.consume(C)});d.appendChild(m);var r=document.createElement("input");r.setAttribute("value","1");r.setAttribute("type","number");r.setAttribute("min","1");r.setAttribute("size","4");r.setAttribute("disabled","disabled");r.style.width="50px";m=document.createElement("td");m.style.fontSize="10pt";m.appendChild(r);mxUtils.write(m," "+mxResources.get("pages")+" (max)");d.appendChild(m);g.appendChild(d);mxEvent.addListener(n,"change", -function(){n.checked?r.removeAttribute("disabled"):r.setAttribute("disabled","disabled");k.checked=!n.checked});d=d.cloneNode(!1);m=document.createElement("td");mxUtils.write(m,mxResources.get("pageScale")+":");d.appendChild(m);m=document.createElement("td");var x=document.createElement("input");x.setAttribute("value","100 %");x.setAttribute("size","5");x.style.width="50px";m.appendChild(x);d.appendChild(m);g.appendChild(d);d=document.createElement("tr");m=document.createElement("td");m.colSpan=2; -m.style.paddingTop="20px";m.setAttribute("align","right");u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});u.className="geBtn";a.editor.cancelFirst&&m.appendChild(u);if(PrintDialog.previewEnabled){var B=mxUtils.button(mxResources.get("preview"),function(){a.hideDialog();b(!1)});B.className="geBtn";m.appendChild(B)}B=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){a.hideDialog();b(!0)});B.className="geBtn gePrimaryBtn";m.appendChild(B);a.editor.cancelFirst|| -m.appendChild(u);d.appendChild(m);g.appendChild(d);e.appendChild(g);this.container=e};PrintDialog.printPreview=function(a){try{if(null!=a.wnd){var b=function(){a.wnd.focus();a.wnd.print();a.wnd.close()};mxClient.IS_GC?window.setTimeout(b,500):b()}}catch(f){}}; -PrintDialog.createPrintPreview=function(a,b,f,e,g,d,k){b=new mxPrintPreview(a,b,f,e,g,d);b.title=mxResources.get("preview");b.printBackgroundImage=!0;b.autoOrigin=k;a=a.background;if(null==a||""==a||a==mxConstants.NONE)a="#ffffff";b.backgroundColor=a;var m=b.writeHead;b.writeHead=function(u){m.apply(this,arguments);u.writeln('<style type="text/css">');u.writeln("@media screen {");u.writeln(" body > div { padding:30px;box-sizing:content-box; }");u.writeln("}");u.writeln("</style>")};return b}; +var ErrorDialog=function(a,b,f,e,g,d,k,n,u,m,r){u=null!=u?u:!0;var x=document.createElement("div");x.style.textAlign="center";if(null!=b){var B=document.createElement("div");B.style.padding="0px";B.style.margin="0px";B.style.fontSize="18px";B.style.paddingBottom="16px";B.style.marginBottom="10px";B.style.borderBottom="1px solid #c0c0c0";B.style.color="gray";B.style.whiteSpace="nowrap";B.style.textOverflow="ellipsis";B.style.overflow="hidden";mxUtils.write(B,b);B.setAttribute("title",b);x.appendChild(B)}b= +document.createElement("div");b.style.lineHeight="1.2em";b.style.padding="6px";b.innerHTML=f;x.appendChild(b);f=document.createElement("div");f.style.marginTop="12px";f.style.textAlign="center";null!=d&&(b=mxUtils.button(mxResources.get("tryAgain"),function(){a.hideDialog();d()}),b.className="geBtn",f.appendChild(b),f.style.textAlign="center");null!=m&&(m=mxUtils.button(m,function(){null!=r&&r()}),m.className="geBtn",f.appendChild(m));var D=mxUtils.button(e,function(){u&&a.hideDialog();null!=g&&g()}); +D.className="geBtn";f.appendChild(D);null!=k&&(e=mxUtils.button(k,function(){u&&a.hideDialog();null!=n&&n()}),e.className="geBtn gePrimaryBtn",f.appendChild(e));this.init=function(){D.focus()};x.appendChild(f);this.container=x},PrintDialog=function(a,b){this.create(a,b)}; +PrintDialog.prototype.create=function(a){function b(D){var F=k.checked||m.checked,J=parseInt(x.value)/100;isNaN(J)&&(J=1,x.value="100%");J*=.75;var C=f.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,O=1/f.pageScale;if(F){var R=k.checked?1:parseInt(r.value);isNaN(R)||(O=mxUtils.getScaleForPageCount(R,f,C))}f.getGraphBounds();var T=R=0;C=mxRectangle.fromRectangle(C);C.width=Math.ceil(C.width*J);C.height=Math.ceil(C.height*J);O*=J;!F&&f.pageVisible?(J=f.getPageLayout(),R-=J.x*C.width,T-=J.y*C.height): +F=!0;F=PrintDialog.createPrintPreview(f,O,C,0,R,T,F);F.open();D&&PrintDialog.printPreview(F)}var f=a.editor.graph,e=document.createElement("table");e.style.width="100%";e.style.height="100%";var g=document.createElement("tbody");var d=document.createElement("tr");var k=document.createElement("input");k.setAttribute("type","checkbox");var n=document.createElement("td");n.setAttribute("colspan","2");n.style.fontSize="10pt";n.appendChild(k);var u=document.createElement("span");mxUtils.write(u," "+mxResources.get("fitPage")); +n.appendChild(u);mxEvent.addListener(u,"click",function(D){k.checked=!k.checked;m.checked=!k.checked;mxEvent.consume(D)});mxEvent.addListener(k,"change",function(){m.checked=!k.checked});d.appendChild(n);g.appendChild(d);d=d.cloneNode(!1);var m=document.createElement("input");m.setAttribute("type","checkbox");n=document.createElement("td");n.style.fontSize="10pt";n.appendChild(m);u=document.createElement("span");mxUtils.write(u," "+mxResources.get("posterPrint")+":");n.appendChild(u);mxEvent.addListener(u, +"click",function(D){m.checked=!m.checked;k.checked=!m.checked;mxEvent.consume(D)});d.appendChild(n);var r=document.createElement("input");r.setAttribute("value","1");r.setAttribute("type","number");r.setAttribute("min","1");r.setAttribute("size","4");r.setAttribute("disabled","disabled");r.style.width="50px";n=document.createElement("td");n.style.fontSize="10pt";n.appendChild(r);mxUtils.write(n," "+mxResources.get("pages")+" (max)");d.appendChild(n);g.appendChild(d);mxEvent.addListener(m,"change", +function(){m.checked?r.removeAttribute("disabled"):r.setAttribute("disabled","disabled");k.checked=!m.checked});d=d.cloneNode(!1);n=document.createElement("td");mxUtils.write(n,mxResources.get("pageScale")+":");d.appendChild(n);n=document.createElement("td");var x=document.createElement("input");x.setAttribute("value","100 %");x.setAttribute("size","5");x.style.width="50px";n.appendChild(x);d.appendChild(n);g.appendChild(d);d=document.createElement("tr");n=document.createElement("td");n.colSpan=2; +n.style.paddingTop="20px";n.setAttribute("align","right");u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});u.className="geBtn";a.editor.cancelFirst&&n.appendChild(u);if(PrintDialog.previewEnabled){var B=mxUtils.button(mxResources.get("preview"),function(){a.hideDialog();b(!1)});B.className="geBtn";n.appendChild(B)}B=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){a.hideDialog();b(!0)});B.className="geBtn gePrimaryBtn";n.appendChild(B);a.editor.cancelFirst|| +n.appendChild(u);d.appendChild(n);g.appendChild(d);e.appendChild(g);this.container=e};PrintDialog.printPreview=function(a){try{if(null!=a.wnd){var b=function(){a.wnd.focus();a.wnd.print();a.wnd.close()};mxClient.IS_GC?window.setTimeout(b,500):b()}}catch(f){}}; +PrintDialog.createPrintPreview=function(a,b,f,e,g,d,k){b=new mxPrintPreview(a,b,f,e,g,d);b.title=mxResources.get("preview");b.printBackgroundImage=!0;b.autoOrigin=k;a=a.background;if(null==a||""==a||a==mxConstants.NONE)a="#ffffff";b.backgroundColor=a;var n=b.writeHead;b.writeHead=function(u){n.apply(this,arguments);u.writeln('<style type="text/css">');u.writeln("@media screen {");u.writeln(" body > div { padding:30px;box-sizing:content-box; }");u.writeln("}");u.writeln("</style>")};return b}; PrintDialog.previewEnabled=!0; -var PageSetupDialog=function(a){function b(){null==r||r==mxConstants.NONE?(n.style.backgroundColor="",n.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(n.style.backgroundColor=r,n.style.backgroundImage="")}function f(){var D=F;null!=D&&Graph.isPageLink(D.src)&&(D=a.createImageForPageLink(D.src,null));null!=D&&null!=D.src?(C.setAttribute("src",D.src),C.style.display=""):(C.removeAttribute("src"),C.style.display="none")}var e=a.editor.graph,g=document.createElement("table");g.style.width= -"100%";g.style.height="100%";var d=document.createElement("tbody");var k=document.createElement("tr");var m=document.createElement("td");m.style.verticalAlign="top";m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("paperSize")+":");k.appendChild(m);m=document.createElement("td");m.style.verticalAlign="top";m.style.fontSize="10pt";var u=PageSetupDialog.addPageFormatPanel(m,"pagesetupdialog",e.pageFormat);k.appendChild(m);d.appendChild(k);k=document.createElement("tr");m=document.createElement("td"); -mxUtils.write(m,mxResources.get("background")+":");k.appendChild(m);m=document.createElement("td");m.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var n=document.createElement("button");n.style.width="22px";n.style.height="22px";n.style.cursor="pointer";n.style.marginRight="20px";n.style.backgroundPosition="center center";n.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(n.style.position="relative",n.style.top="-6px");var r=e.background;b();mxEvent.addListener(n, -"click",function(D){a.pickColor(r||"none",function(N){r=N;b()});mxEvent.consume(D)});m.appendChild(n);mxUtils.write(m,mxResources.get("gridSize")+":");var x=document.createElement("input");x.setAttribute("type","number");x.setAttribute("min","0");x.style.width="40px";x.style.marginLeft="6px";x.value=e.getGridSize();m.appendChild(x);mxEvent.addListener(x,"change",function(){var D=parseInt(x.value);x.value=Math.max(1,isNaN(D)?e.getGridSize():D)});k.appendChild(m);d.appendChild(k);k=document.createElement("tr"); -m=document.createElement("td");mxUtils.write(m,mxResources.get("image")+":");k.appendChild(m);m=document.createElement("td");var B=document.createElement("button");B.className="geBtn";B.style.margin="0px";mxUtils.write(B,mxResources.get("change")+"...");var C=document.createElement("img");C.setAttribute("valign","middle");C.style.verticalAlign="middle";C.style.border="1px solid lightGray";C.style.borderRadius="4px";C.style.marginRight="14px";C.style.maxWidth="100px";C.style.cursor="pointer";C.style.height= -"60px";C.style.padding="4px";var F=e.backgroundImage,I=function(D){a.showBackgroundImageDialog(function(N,S){S||(F=N,f())},F);mxEvent.consume(D)};mxEvent.addListener(B,"click",I);mxEvent.addListener(C,"click",I);f();m.appendChild(C);m.appendChild(B);k.appendChild(m);d.appendChild(k);k=document.createElement("tr");m=document.createElement("td");m.colSpan=2;m.style.paddingTop="16px";m.setAttribute("align","right");B=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});B.className="geBtn"; -a.editor.cancelFirst&&m.appendChild(B);I=mxUtils.button(mxResources.get("apply"),function(){a.hideDialog();var D=parseInt(x.value);isNaN(D)||e.gridSize===D||e.setGridSize(D);D=new ChangePageSetup(a,r,F,u.get());D.ignoreColor=e.background==r;D.ignoreImage=(null!=e.backgroundImage?e.backgroundImage.src:null)===(null!=F?F.src:null);e.pageFormat.width==D.previousFormat.width&&e.pageFormat.height==D.previousFormat.height&&D.ignoreColor&&D.ignoreImage||e.model.execute(D)});I.className="geBtn gePrimaryBtn"; -m.appendChild(I);a.editor.cancelFirst||m.appendChild(B);k.appendChild(m);d.appendChild(k);g.appendChild(d);this.container=g}; -PageSetupDialog.addPageFormatPanel=function(a,b,f,e){function g(Z,U,V){if(V||x!=document.activeElement&&B!=document.activeElement){Z=!1;for(U=0;U<F.length;U++)V=F[U],S?"custom"==V.key&&(m.value=V.key,S=!1):null!=V.format&&("a4"==V.key?826==f.width?(f=mxRectangle.fromRectangle(f),f.width=827):826==f.height&&(f=mxRectangle.fromRectangle(f),f.height=827):"a5"==V.key&&(584==f.width?(f=mxRectangle.fromRectangle(f),f.width=583):584==f.height&&(f=mxRectangle.fromRectangle(f),f.height=583)),f.width==V.format.width&& -f.height==V.format.height?(m.value=V.key,d.setAttribute("checked","checked"),d.defaultChecked=!0,d.checked=!0,k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1,Z=!0):f.width==V.format.height&&f.height==V.format.width&&(m.value=V.key,d.removeAttribute("checked"),d.defaultChecked=!1,d.checked=!1,k.setAttribute("checked","checked"),k.defaultChecked=!0,Z=k.checked=!0));Z?(u.style.display="",r.style.display="none"):(x.value=f.width/100,B.value=f.height/100,d.setAttribute("checked","checked"), -m.value="custom",u.style.display="none",r.style.display="")}}b="format-"+b;var d=document.createElement("input");d.setAttribute("name",b);d.setAttribute("type","radio");d.setAttribute("value","portrait");var k=document.createElement("input");k.setAttribute("name",b);k.setAttribute("type","radio");k.setAttribute("value","landscape");var m=document.createElement("select");m.style.marginBottom="8px";m.style.borderRadius="4px";m.style.border="1px solid rgb(160, 160, 160)";m.style.width="206px";var u= -document.createElement("div");u.style.marginLeft="4px";u.style.width="210px";u.style.height="24px";d.style.marginRight="6px";u.appendChild(d);b=document.createElement("span");b.style.maxWidth="100px";mxUtils.write(b,mxResources.get("portrait"));u.appendChild(b);k.style.marginLeft="10px";k.style.marginRight="6px";u.appendChild(k);var n=document.createElement("span");n.style.width="100px";mxUtils.write(n,mxResources.get("landscape"));u.appendChild(n);var r=document.createElement("div");r.style.marginLeft= -"4px";r.style.width="210px";r.style.height="24px";var x=document.createElement("input");x.setAttribute("size","7");x.style.textAlign="right";r.appendChild(x);mxUtils.write(r," in x ");var B=document.createElement("input");B.setAttribute("size","7");B.style.textAlign="right";r.appendChild(B);mxUtils.write(r," in");u.style.display="none";r.style.display="none";for(var C={},F=PageSetupDialog.getFormats(),I=0;I<F.length;I++){var D=F[I];C[D.key]=D;var N=document.createElement("option");N.setAttribute("value", -D.key);mxUtils.write(N,D.title);m.appendChild(N)}var S=!1;g();a.appendChild(m);mxUtils.br(a);a.appendChild(u);a.appendChild(r);var T=f,P=function(Z,U){Z=C[m.value];null!=Z.format?(x.value=Z.format.width/100,B.value=Z.format.height/100,r.style.display="none",u.style.display=""):(u.style.display="none",r.style.display="");Z=parseFloat(x.value);if(isNaN(Z)||0>=Z)x.value=f.width/100;Z=parseFloat(B.value);if(isNaN(Z)||0>=Z)B.value=f.height/100;Z=new mxRectangle(0,0,Math.floor(100*parseFloat(x.value)), -Math.floor(100*parseFloat(B.value)));"custom"!=m.value&&k.checked&&(Z=new mxRectangle(0,0,Z.height,Z.width));U&&S||Z.width==T.width&&Z.height==T.height||(T=Z,null!=e&&e(T))};mxEvent.addListener(b,"click",function(Z){d.checked=!0;P(Z);mxEvent.consume(Z)});mxEvent.addListener(n,"click",function(Z){k.checked=!0;P(Z);mxEvent.consume(Z)});mxEvent.addListener(x,"blur",P);mxEvent.addListener(x,"click",P);mxEvent.addListener(B,"blur",P);mxEvent.addListener(B,"click",P);mxEvent.addListener(k,"change",P);mxEvent.addListener(d, -"change",P);mxEvent.addListener(m,"change",function(Z){S="custom"==m.value;P(Z,!0)});P();return{set:function(Z){f=Z;g(null,null,!0)},get:function(){return T},widthInput:x,heightInput:B}}; +var PageSetupDialog=function(a){function b(){null==r||r==mxConstants.NONE?(m.style.backgroundColor="",m.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(m.style.backgroundColor=r,m.style.backgroundImage="")}function f(){var C=F;null!=C&&Graph.isPageLink(C.src)&&(C=a.createImageForPageLink(C.src,null));null!=C&&null!=C.src?(D.setAttribute("src",C.src),D.style.display=""):(D.removeAttribute("src"),D.style.display="none")}var e=a.editor.graph,g=document.createElement("table");g.style.width= +"100%";g.style.height="100%";var d=document.createElement("tbody");var k=document.createElement("tr");var n=document.createElement("td");n.style.verticalAlign="top";n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("paperSize")+":");k.appendChild(n);n=document.createElement("td");n.style.verticalAlign="top";n.style.fontSize="10pt";var u=PageSetupDialog.addPageFormatPanel(n,"pagesetupdialog",e.pageFormat);k.appendChild(n);d.appendChild(k);k=document.createElement("tr");n=document.createElement("td"); +mxUtils.write(n,mxResources.get("background")+":");k.appendChild(n);n=document.createElement("td");n.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var m=document.createElement("button");m.style.width="22px";m.style.height="22px";m.style.cursor="pointer";m.style.marginRight="20px";m.style.backgroundPosition="center center";m.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(m.style.position="relative",m.style.top="-6px");var r=e.background;b();mxEvent.addListener(m, +"click",function(C){a.pickColor(r||"none",function(O){r=O;b()});mxEvent.consume(C)});n.appendChild(m);mxUtils.write(n,mxResources.get("gridSize")+":");var x=document.createElement("input");x.setAttribute("type","number");x.setAttribute("min","0");x.style.width="40px";x.style.marginLeft="6px";x.value=e.getGridSize();n.appendChild(x);mxEvent.addListener(x,"change",function(){var C=parseInt(x.value);x.value=Math.max(1,isNaN(C)?e.getGridSize():C)});k.appendChild(n);d.appendChild(k);k=document.createElement("tr"); +n=document.createElement("td");mxUtils.write(n,mxResources.get("image")+":");k.appendChild(n);n=document.createElement("td");var B=document.createElement("button");B.className="geBtn";B.style.margin="0px";mxUtils.write(B,mxResources.get("change")+"...");var D=document.createElement("img");D.setAttribute("valign","middle");D.style.verticalAlign="middle";D.style.border="1px solid lightGray";D.style.borderRadius="4px";D.style.marginRight="14px";D.style.maxWidth="100px";D.style.cursor="pointer";D.style.height= +"60px";D.style.padding="4px";var F=e.backgroundImage,J=function(C){a.showBackgroundImageDialog(function(O,R){R||(F=O,f())},F);mxEvent.consume(C)};mxEvent.addListener(B,"click",J);mxEvent.addListener(D,"click",J);f();n.appendChild(D);n.appendChild(B);k.appendChild(n);d.appendChild(k);k=document.createElement("tr");n=document.createElement("td");n.colSpan=2;n.style.paddingTop="16px";n.setAttribute("align","right");B=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});B.className="geBtn"; +a.editor.cancelFirst&&n.appendChild(B);J=mxUtils.button(mxResources.get("apply"),function(){a.hideDialog();var C=parseInt(x.value);isNaN(C)||e.gridSize===C||e.setGridSize(C);C=new ChangePageSetup(a,r,F,u.get());C.ignoreColor=e.background==r;C.ignoreImage=(null!=e.backgroundImage?e.backgroundImage.src:null)===(null!=F?F.src:null);e.pageFormat.width==C.previousFormat.width&&e.pageFormat.height==C.previousFormat.height&&C.ignoreColor&&C.ignoreImage||e.model.execute(C)});J.className="geBtn gePrimaryBtn"; +n.appendChild(J);a.editor.cancelFirst||n.appendChild(B);k.appendChild(n);d.appendChild(k);g.appendChild(d);this.container=g}; +PageSetupDialog.addPageFormatPanel=function(a,b,f,e){function g(aa,S,P){if(P||x!=document.activeElement&&B!=document.activeElement){aa=!1;for(S=0;S<F.length;S++)P=F[S],R?"custom"==P.key&&(n.value=P.key,R=!1):null!=P.format&&("a4"==P.key?826==f.width?(f=mxRectangle.fromRectangle(f),f.width=827):826==f.height&&(f=mxRectangle.fromRectangle(f),f.height=827):"a5"==P.key&&(584==f.width?(f=mxRectangle.fromRectangle(f),f.width=583):584==f.height&&(f=mxRectangle.fromRectangle(f),f.height=583)),f.width==P.format.width&& +f.height==P.format.height?(n.value=P.key,d.setAttribute("checked","checked"),d.defaultChecked=!0,d.checked=!0,k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1,aa=!0):f.width==P.format.height&&f.height==P.format.width&&(n.value=P.key,d.removeAttribute("checked"),d.defaultChecked=!1,d.checked=!1,k.setAttribute("checked","checked"),k.defaultChecked=!0,aa=k.checked=!0));aa?(u.style.display="",r.style.display="none"):(x.value=f.width/100,B.value=f.height/100,d.setAttribute("checked","checked"), +n.value="custom",u.style.display="none",r.style.display="")}}b="format-"+b;var d=document.createElement("input");d.setAttribute("name",b);d.setAttribute("type","radio");d.setAttribute("value","portrait");var k=document.createElement("input");k.setAttribute("name",b);k.setAttribute("type","radio");k.setAttribute("value","landscape");var n=document.createElement("select");n.style.marginBottom="8px";n.style.borderRadius="4px";n.style.border="1px solid rgb(160, 160, 160)";n.style.width="206px";var u= +document.createElement("div");u.style.marginLeft="4px";u.style.width="210px";u.style.height="24px";d.style.marginRight="6px";u.appendChild(d);b=document.createElement("span");b.style.maxWidth="100px";mxUtils.write(b,mxResources.get("portrait"));u.appendChild(b);k.style.marginLeft="10px";k.style.marginRight="6px";u.appendChild(k);var m=document.createElement("span");m.style.width="100px";mxUtils.write(m,mxResources.get("landscape"));u.appendChild(m);var r=document.createElement("div");r.style.marginLeft= +"4px";r.style.width="210px";r.style.height="24px";var x=document.createElement("input");x.setAttribute("size","7");x.style.textAlign="right";r.appendChild(x);mxUtils.write(r," in x ");var B=document.createElement("input");B.setAttribute("size","7");B.style.textAlign="right";r.appendChild(B);mxUtils.write(r," in");u.style.display="none";r.style.display="none";for(var D={},F=PageSetupDialog.getFormats(),J=0;J<F.length;J++){var C=F[J];D[C.key]=C;var O=document.createElement("option");O.setAttribute("value", +C.key);mxUtils.write(O,C.title);n.appendChild(O)}var R=!1;g();a.appendChild(n);mxUtils.br(a);a.appendChild(u);a.appendChild(r);var T=f,Q=function(aa,S){aa=D[n.value];null!=aa.format?(x.value=aa.format.width/100,B.value=aa.format.height/100,r.style.display="none",u.style.display=""):(u.style.display="none",r.style.display="");aa=parseFloat(x.value);if(isNaN(aa)||0>=aa)x.value=f.width/100;aa=parseFloat(B.value);if(isNaN(aa)||0>=aa)B.value=f.height/100;aa=new mxRectangle(0,0,Math.floor(100*parseFloat(x.value)), +Math.floor(100*parseFloat(B.value)));"custom"!=n.value&&k.checked&&(aa=new mxRectangle(0,0,aa.height,aa.width));S&&R||aa.width==T.width&&aa.height==T.height||(T=aa,null!=e&&e(T))};mxEvent.addListener(b,"click",function(aa){d.checked=!0;Q(aa);mxEvent.consume(aa)});mxEvent.addListener(m,"click",function(aa){k.checked=!0;Q(aa);mxEvent.consume(aa)});mxEvent.addListener(x,"blur",Q);mxEvent.addListener(x,"click",Q);mxEvent.addListener(B,"blur",Q);mxEvent.addListener(B,"click",Q);mxEvent.addListener(k,"change", +Q);mxEvent.addListener(d,"change",Q);mxEvent.addListener(n,"change",function(aa){R="custom"==n.value;Q(aa,!0)});Q();return{set:function(aa){f=aa;g(null,null,!0)},get:function(){return T},widthInput:x,heightInput:B}}; PageSetupDialog.getFormats=function(){return[{key:"letter",title:'US-Letter (8,5" x 11")',format:mxConstants.PAGE_FORMAT_LETTER_PORTRAIT},{key:"legal",title:'US-Legal (8,5" x 14")',format:new mxRectangle(0,0,850,1400)},{key:"tabloid",title:'US-Tabloid (11" x 17")',format:new mxRectangle(0,0,1100,1700)},{key:"executive",title:'US-Executive (7" x 10")',format:new mxRectangle(0,0,700,1E3)},{key:"a0",title:"A0 (841 mm x 1189 mm)",format:new mxRectangle(0,0,3300,4681)},{key:"a1",title:"A1 (594 mm x 841 mm)", format:new mxRectangle(0,0,2339,3300)},{key:"a2",title:"A2 (420 mm x 594 mm)",format:new mxRectangle(0,0,1654,2336)},{key:"a3",title:"A3 (297 mm x 420 mm)",format:new mxRectangle(0,0,1169,1654)},{key:"a4",title:"A4 (210 mm x 297 mm)",format:mxConstants.PAGE_FORMAT_A4_PORTRAIT},{key:"a5",title:"A5 (148 mm x 210 mm)",format:new mxRectangle(0,0,583,827)},{key:"a6",title:"A6 (105 mm x 148 mm)",format:new mxRectangle(0,0,413,583)},{key:"a7",title:"A7 (74 mm x 105 mm)",format:new mxRectangle(0,0,291,413)}, {key:"b4",title:"B4 (250 mm x 353 mm)",format:new mxRectangle(0,0,980,1390)},{key:"b5",title:"B5 (176 mm x 250 mm)",format:new mxRectangle(0,0,690,980)},{key:"16-9",title:"16:9 (1600 x 900)",format:new mxRectangle(0,0,900,1600)},{key:"16-10",title:"16:10 (1920 x 1200)",format:new mxRectangle(0,0,1200,1920)},{key:"4-3",title:"4:3 (1600 x 1200)",format:new mxRectangle(0,0,1200,1600)},{key:"custom",title:mxResources.get("custom"),format:null}]}; -var FilenameDialog=function(a,b,f,e,g,d,k,m,u,n,r,x,B){u=null!=u?u:!0;var C=document.createElement("table"),F=document.createElement("tbody");C.style.position="absolute";C.style.top="30px";C.style.left="20px";var I=document.createElement("tr");var D=document.createElement("td");D.style.textOverflow="ellipsis";D.style.textAlign="right";D.style.maxWidth=(B?B+15:100)+"px";D.style.fontSize="10pt";D.style.width=(B?B:84)+"px";mxUtils.write(D,(g||mxResources.get("filename"))+":");I.appendChild(D);var N= -document.createElement("input");N.setAttribute("value",b||"");N.style.marginLeft="4px";N.style.width=null!=x?x+"px":"180px";var S=mxUtils.button(f,function(){if(null==d||d(N.value))u&&a.hideDialog(),e(N.value)});S.className="geBtn gePrimaryBtn";this.init=function(){if(null!=g||null==k)if(N.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?N.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var T=C.parentNode;if(null!=T){var P=null;mxEvent.addListener(T,"dragleave", -function(Z){null!=P&&(P.style.backgroundColor="",P=null);Z.stopPropagation();Z.preventDefault()});mxEvent.addListener(T,"dragover",mxUtils.bind(this,function(Z){null==P&&(!mxClient.IS_IE||10<document.documentMode)&&(P=N,P.style.backgroundColor="#ebf2f9");Z.stopPropagation();Z.preventDefault()}));mxEvent.addListener(T,"drop",mxUtils.bind(this,function(Z){null!=P&&(P.style.backgroundColor="",P=null);0<=mxUtils.indexOf(Z.dataTransfer.types,"text/uri-list")&&(N.value=decodeURIComponent(Z.dataTransfer.getData("text/uri-list")), -S.click());Z.stopPropagation();Z.preventDefault()}))}}};D=document.createElement("td");D.style.whiteSpace="nowrap";D.appendChild(N);I.appendChild(D);if(null!=g||null==k)F.appendChild(I),null!=r&&(D.appendChild(FilenameDialog.createTypeHint(a,N,r)),null!=a.editor.diagramFileTypes&&(I=document.createElement("tr"),D=document.createElement("td"),D.style.textOverflow="ellipsis",D.style.textAlign="right",D.style.maxWidth="100px",D.style.fontSize="10pt",D.style.width="84px",mxUtils.write(D,mxResources.get("type")+ -":"),I.appendChild(D),D=document.createElement("td"),D.style.whiteSpace="nowrap",I.appendChild(D),b=FilenameDialog.createFileTypes(a,N,a.editor.diagramFileTypes),b.style.marginLeft="4px",b.style.width="198px",D.appendChild(b),N.style.width=null!=x?x-40+"px":"190px",I.appendChild(D),F.appendChild(I)));null!=k&&(I=document.createElement("tr"),D=document.createElement("td"),D.colSpan=2,D.appendChild(k),I.appendChild(D),F.appendChild(I));I=document.createElement("tr");D=document.createElement("td");D.colSpan= -2;D.style.paddingTop=null!=r?"12px":"20px";D.style.whiteSpace="nowrap";D.setAttribute("align","right");r=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=n&&n()});r.className="geBtn";a.editor.cancelFirst&&D.appendChild(r);null!=m&&(x=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(m)}),x.className="geBtn",D.appendChild(x));mxEvent.addListener(N,"keypress",function(T){13==T.keyCode&&S.click()});D.appendChild(S);a.editor.cancelFirst||D.appendChild(r); -I.appendChild(D);F.appendChild(I);C.appendChild(F);this.container=C};FilenameDialog.filenameHelpLink=null; +var FilenameDialog=function(a,b,f,e,g,d,k,n,u,m,r,x,B){u=null!=u?u:!0;var D=document.createElement("table"),F=document.createElement("tbody");D.style.position="absolute";D.style.top="30px";D.style.left="20px";var J=document.createElement("tr");var C=document.createElement("td");C.style.textOverflow="ellipsis";C.style.textAlign="right";C.style.maxWidth=(B?B+15:100)+"px";C.style.fontSize="10pt";C.style.width=(B?B:84)+"px";mxUtils.write(C,(g||mxResources.get("filename"))+":");J.appendChild(C);var O= +document.createElement("input");O.setAttribute("value",b||"");O.style.marginLeft="4px";O.style.width=null!=x?x+"px":"180px";var R=mxUtils.button(f,function(){if(null==d||d(O.value))u&&a.hideDialog(),e(O.value)});R.className="geBtn gePrimaryBtn";this.init=function(){if(null!=g||null==k)if(O.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?O.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var T=D.parentNode;if(null!=T){var Q=null;mxEvent.addListener(T,"dragleave", +function(aa){null!=Q&&(Q.style.backgroundColor="",Q=null);aa.stopPropagation();aa.preventDefault()});mxEvent.addListener(T,"dragover",mxUtils.bind(this,function(aa){null==Q&&(!mxClient.IS_IE||10<document.documentMode)&&(Q=O,Q.style.backgroundColor="#ebf2f9");aa.stopPropagation();aa.preventDefault()}));mxEvent.addListener(T,"drop",mxUtils.bind(this,function(aa){null!=Q&&(Q.style.backgroundColor="",Q=null);0<=mxUtils.indexOf(aa.dataTransfer.types,"text/uri-list")&&(O.value=decodeURIComponent(aa.dataTransfer.getData("text/uri-list")), +R.click());aa.stopPropagation();aa.preventDefault()}))}}};C=document.createElement("td");C.style.whiteSpace="nowrap";C.appendChild(O);J.appendChild(C);if(null!=g||null==k)F.appendChild(J),null!=r&&(C.appendChild(FilenameDialog.createTypeHint(a,O,r)),null!=a.editor.diagramFileTypes&&(J=document.createElement("tr"),C=document.createElement("td"),C.style.textOverflow="ellipsis",C.style.textAlign="right",C.style.maxWidth="100px",C.style.fontSize="10pt",C.style.width="84px",mxUtils.write(C,mxResources.get("type")+ +":"),J.appendChild(C),C=document.createElement("td"),C.style.whiteSpace="nowrap",J.appendChild(C),b=FilenameDialog.createFileTypes(a,O,a.editor.diagramFileTypes),b.style.marginLeft="4px",b.style.width="198px",C.appendChild(b),O.style.width=null!=x?x-40+"px":"190px",J.appendChild(C),F.appendChild(J)));null!=k&&(J=document.createElement("tr"),C=document.createElement("td"),C.colSpan=2,C.appendChild(k),J.appendChild(C),F.appendChild(J));J=document.createElement("tr");C=document.createElement("td");C.colSpan= +2;C.style.paddingTop=null!=r?"12px":"20px";C.style.whiteSpace="nowrap";C.setAttribute("align","right");r=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=m&&m()});r.className="geBtn";a.editor.cancelFirst&&C.appendChild(r);null!=n&&(x=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(n)}),x.className="geBtn",C.appendChild(x));mxEvent.addListener(O,"keypress",function(T){13==T.keyCode&&R.click()});C.appendChild(R);a.editor.cancelFirst||C.appendChild(r); +J.appendChild(C);F.appendChild(J);D.appendChild(F);this.container=D};FilenameDialog.filenameHelpLink=null; FilenameDialog.createTypeHint=function(a,b,f){var e=document.createElement("img");e.style.backgroundPosition="center bottom";e.style.backgroundRepeat="no-repeat";e.style.margin="2px 0 0 4px";e.style.verticalAlign="top";e.style.cursor="pointer";e.style.height="16px";e.style.width="16px";mxUtils.setOpacity(e,70);var g=function(){e.setAttribute("src",Editor.helpImage);e.setAttribute("title",mxResources.get("help"));for(var d=0;d<f.length;d++)if(0<f[d].ext.length&&b.value.toLowerCase().substring(b.value.length- f[d].ext.length-1)=="."+f[d].ext){e.setAttribute("title",mxResources.get(f[d].title));break}};mxEvent.addListener(b,"keyup",g);mxEvent.addListener(b,"change",g);mxEvent.addListener(e,"click",function(d){var k=e.getAttribute("title");e.getAttribute("src")==Editor.helpImage?a.editor.graph.openLink(FilenameDialog.filenameHelpLink):""!=k&&a.showError(null,k,mxResources.get("help"),function(){a.editor.graph.openLink(FilenameDialog.filenameHelpLink)},null,mxResources.get("ok"),null,null,null,340,90);mxEvent.consume(d)}); g();return e}; FilenameDialog.createFileTypes=function(a,b,f){var e=document.createElement("select");for(a=0;a<f.length;a++){var g=document.createElement("option");g.setAttribute("value",a);mxUtils.write(g,mxResources.get(f[a].description)+" (."+f[a].extension+")");e.appendChild(g)}mxEvent.addListener(e,"change",function(d){d=f[e.value].extension;var k=b.value.lastIndexOf(".drawio.");k=0<k?k:b.value.lastIndexOf(".");"drawio"!=d&&(d="drawio."+d);b.value=0<k?b.value.substring(0,k+1)+d:b.value+"."+d;"createEvent"in -document?(d=document.createEvent("HTMLEvents"),d.initEvent("change",!1,!0),b.dispatchEvent(d)):b.fireEvent("onchange")});a=function(d){d=b.value.toLowerCase();for(var k=0,m=0;m<f.length;m++){var u=f[m].extension,n=null;"drawio"!=u&&(n=u,u=".drawio."+u);if(d.substring(d.length-u.length-1)=="."+u||null!=n&&d.substring(d.length-n.length-1)=="."+n){k=m;break}}e.value=k};mxEvent.addListener(b,"change",a);mxEvent.addListener(b,"keyup",a);a();return e}; -(function(){mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph;if(null!=k.container&&!k.transparentBackground){if(k.pageVisible){var m=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var u=k.container.firstChild;null!=u&&u.nodeType!=mxConstants.NODETYPE_ELEMENT;)u=u.nextSibling;null!=u&&(this.backgroundPageShape=this.createBackgroundPageShape(m),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, -this.backgroundPageShape.init(k.container),u.style.position="absolute",k.container.insertBefore(this.backgroundPageShape.node,u),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(n){k.dblClick(n)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(n){k.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(n))}),mxUtils.bind(this,function(n){null!= -k.tooltipHandler&&k.tooltipHandler.isHideOnHover()&&k.tooltipHandler.hide();k.isMouseDown&&!mxEvent.isConsumed(n)&&k.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(n))}),mxUtils.bind(this,function(n){k.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(n))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=m,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; -mxGraphView.prototype.validateBackgroundStyles=function(){var k=this.graph,m=null==k.background||k.background==mxConstants.NONE?k.defaultPageBackgroundColor:k.background,u=null!=m&&this.gridColor!=m.toLowerCase()?this.gridColor:"#ffffff",n="none",r="";if(k.isGridEnabled()||k.gridVisible){r=10;mxClient.IS_SVG?(n=unescape(encodeURIComponent(this.createSvgGrid(u))),n=window.btoa?btoa(n):Base64.encode(n,!0),n="url(data:image/svg+xml;base64,"+n+")",r=k.gridSize*this.scale*this.gridSteps):n="url("+this.gridImage+ -")";var x=u=0;null!=k.view.backgroundPageShape&&(x=this.getBackgroundPageBounds(),u=1+x.x,x=1+x.y);r=-Math.round(r-mxUtils.mod(this.translate.x*this.scale-u,r))+"px "+-Math.round(r-mxUtils.mod(this.translate.y*this.scale-x,r))+"px"}u=k.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);null!=k.view.backgroundPageShape?(k.view.backgroundPageShape.node.style.backgroundPosition=r,k.view.backgroundPageShape.node.style.backgroundImage=n,k.view.backgroundPageShape.node.style.backgroundColor=m,k.view.backgroundPageShape.node.style.borderColor= -k.defaultPageBorderColor,k.container.className="geDiagramContainer geDiagramBackdrop",u.style.backgroundImage="none",u.style.backgroundColor=""):(k.container.className="geDiagramContainer",u.style.backgroundPosition=r,u.style.backgroundColor=m,u.style.backgroundImage=n)};mxGraphView.prototype.createSvgGrid=function(k){for(var m=this.graph.gridSize*this.scale;m<this.minGridSize;)m*=2;for(var u=this.gridSteps*m,n=[],r=1;r<this.gridSteps;r++){var x=r*m;n.push("M 0 "+x+" L "+u+" "+x+" M "+x+" 0 L "+x+ -" "+u)}return'<svg width="'+u+'" height="'+u+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+u+'" height="'+u+'" patternUnits="userSpaceOnUse"><path d="'+n.join(" ")+'" fill="none" stroke="'+k+'" opacity="0.2" stroke-width="1"/><path d="M '+u+" 0 L 0 0 0 "+u+'" fill="none" stroke="'+k+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var a=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,m){a.apply(this,arguments); -if(null!=this.shiftPreview1){var u=this.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);var n=this.gridSize*this.view.scale*this.view.gridSteps;n=-Math.round(n-mxUtils.mod(this.view.translate.x*this.view.scale+k,n))+"px "+-Math.round(n-mxUtils.mod(this.view.translate.y*this.view.scale+m,n))+"px";u.style.backgroundPosition=n}};mxGraph.prototype.updatePageBreaks=function(k,m,u){var n=this.view.scale,r=this.view.translate,x=this.pageFormat,B=n*this.pageScale,C=this.view.getBackgroundPageBounds(); -m=C.width;u=C.height;var F=new mxRectangle(n*r.x,n*r.y,x.width*B,x.height*B),I=(k=k&&Math.min(F.width,F.height)>this.minPageBreakDist)?Math.ceil(u/F.height)-1:0,D=k?Math.ceil(m/F.width)-1:0,N=C.x+m,S=C.y+u;null==this.horizontalPageBreaks&&0<I&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<D&&(this.verticalPageBreaks=[]);k=mxUtils.bind(this,function(T){if(null!=T){for(var P=T==this.horizontalPageBreaks?I:D,Z=0;Z<=P;Z++){var U=T==this.horizontalPageBreaks?[new mxPoint(Math.round(C.x), -Math.round(C.y+(Z+1)*F.height)),new mxPoint(Math.round(N),Math.round(C.y+(Z+1)*F.height))]:[new mxPoint(Math.round(C.x+(Z+1)*F.width),Math.round(C.y)),new mxPoint(Math.round(C.x+(Z+1)*F.width),Math.round(S))];null!=T[Z]?(T[Z].points=U,T[Z].redraw()):(U=new mxPolyline(U,this.pageBreakColor),U.dialect=this.dialect,U.isDashed=this.pageBreakDashed,U.pointerEvents=!1,U.init(this.view.backgroundPane),U.redraw(),T[Z]=U)}for(Z=P;Z<T.length;Z++)T[Z].destroy();T.splice(P,T.length-P)}});k(this.horizontalPageBreaks); -k(this.verticalPageBreaks)};var b=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(k,m,u){for(var n=0;n<m.length;n++){if(this.graph.isTableCell(m[n])||this.graph.isTableRow(m[n]))return!1;if(this.graph.getModel().isVertex(m[n])){var r=this.graph.getCellGeometry(m[n]);if(null!=r&&r.relative)return!1}}return b.apply(this,arguments)};var f=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var k= -f.apply(this,arguments);k.intersects=mxUtils.bind(this,function(m,u){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(k,arguments)});return k};mxGraphView.prototype.createBackgroundPageShape=function(k){return new mxRectangleShape(k,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var k=this.getGraphBounds(),m=0<k.width?k.x/this.scale-this.translate.x:0,u=0<k.height?k.y/this.scale-this.translate.y:0,n=this.graph.pageFormat, -r=this.graph.pageScale,x=n.width*r;n=n.height*r;r=Math.floor(Math.min(0,m)/x);var B=Math.floor(Math.min(0,u)/n);return new mxRectangle(this.scale*(this.translate.x+r*x),this.scale*(this.translate.y+B*n),this.scale*(Math.ceil(Math.max(1,m+k.width/this.scale)/x)-r)*x,this.scale*(Math.ceil(Math.max(1,u+k.height/this.scale)/n)-B)*n)};var e=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,m){e.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| -this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=k+"px",this.view.backgroundPageShape.node.style.marginTop=m+"px")};var g=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(k,m,u,n,r,x){var B=g.apply(this,arguments);null==x||x||mxEvent.addListener(B,"mousedown",function(C){mxEvent.consume(C)});return B};var d=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= -function(k,m,u){var n=this.graph.model.getParent(k);if(m){var r=this.graph.model.isEdge(k)?null:this.graph.getCellGeometry(k);r=!this.graph.model.isEdge(n)&&!this.graph.isSiblingSelected(k)&&(null!=r&&r.relative||!this.graph.isContainer(n)||this.graph.isPart(k))}else if(r=d.apply(this,arguments),this.graph.isTableCell(k)||this.graph.isTableRow(k))r=n,this.graph.isTable(r)||(r=this.graph.model.getParent(r)),r=!this.graph.selectionCellsHandler.isHandled(r)||this.graph.isCellSelected(r)&&this.graph.isToggleEvent(u.getEvent())|| -this.graph.isCellSelected(k)&&!this.graph.isToggleEvent(u.getEvent())||this.graph.isTableCell(k)&&this.graph.isCellSelected(n);return r};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(k){k=k.getCell();for(var m=this.graph.getModel(),u=m.getParent(k),n=this.graph.view.getState(u),r=this.graph.isCellSelected(k);null!=n&&(m.isVertex(u)||m.isEdge(u));){var x=this.graph.isCellSelected(u);r=r||x;if(x||!r&&(this.graph.isTableCell(k)||this.graph.isTableRow(k)))k=u;u=m.getParent(u)}return k}})();EditorUi=function(a,b,f){mxEventSource.call(this);this.destroyFunctions=[];this.editor=a||new Editor;this.container=b||document.body;var e=this.editor.graph;e.lightbox=f;var g=e.getGraphBounds;e.getGraphBounds=function(){var G=g.apply(this,arguments),K=this.backgroundImage;if(null!=K&&null!=K.width&&null!=K.height){var Q=this.view.translate,ba=this.view.scale;G=mxRectangle.fromRectangle(G);G.add(new mxRectangle((Q.x+K.x)*ba,(Q.y+K.y)*ba,K.width*ba,K.height*ba))}return G};e.useCssTransforms&&(this.lazyZoomDelay= -0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(G,K){this.clearSelectionState()});e.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); +document?(d=document.createEvent("HTMLEvents"),d.initEvent("change",!1,!0),b.dispatchEvent(d)):b.fireEvent("onchange")});a=function(d){d=b.value.toLowerCase();for(var k=0,n=0;n<f.length;n++){var u=f[n].extension,m=null;"drawio"!=u&&(m=u,u=".drawio."+u);if(d.substring(d.length-u.length-1)=="."+u||null!=m&&d.substring(d.length-m.length-1)=="."+m){k=n;break}}e.value=k};mxEvent.addListener(b,"change",a);mxEvent.addListener(b,"keyup",a);a();return e}; +var WrapperWindow=function(a,b,f,e,g,d,k){var n=a.createSidebarContainer();k(n);this.window=new mxWindow(b,n,f,e,g,d,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);a.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(u){null==u&&(u=window.event);return null!=u&&a.isSelectionAllowed(u)}))}; +(function(){mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph;if(null!=k.container&&!k.transparentBackground){if(k.pageVisible){var n=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var u=k.container.firstChild;null!=u&&u.nodeType!=mxConstants.NODETYPE_ELEMENT;)u=u.nextSibling;null!=u&&(this.backgroundPageShape=this.createBackgroundPageShape(n),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, +this.backgroundPageShape.init(k.container),u.style.position="absolute",k.container.insertBefore(this.backgroundPageShape.node,u),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(m){k.dblClick(m)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(m){k.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(m))}),mxUtils.bind(this,function(m){null!= +k.tooltipHandler&&k.tooltipHandler.isHideOnHover()&&k.tooltipHandler.hide();k.isMouseDown&&!mxEvent.isConsumed(m)&&k.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(m))}),mxUtils.bind(this,function(m){k.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(m))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=n,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; +mxGraphView.prototype.validateBackgroundStyles=function(){var k=this.graph,n=null==k.background||k.background==mxConstants.NONE?k.defaultPageBackgroundColor:k.background,u=null!=n&&this.gridColor!=n.toLowerCase()?this.gridColor:"#ffffff",m="none",r="";if(k.isGridEnabled()||k.gridVisible){r=10;mxClient.IS_SVG?(m=unescape(encodeURIComponent(this.createSvgGrid(u))),m=window.btoa?btoa(m):Base64.encode(m,!0),m="url(data:image/svg+xml;base64,"+m+")",r=k.gridSize*this.scale*this.gridSteps):m="url("+this.gridImage+ +")";var x=u=0;null!=k.view.backgroundPageShape&&(x=this.getBackgroundPageBounds(),u=1+x.x,x=1+x.y);r=-Math.round(r-mxUtils.mod(this.translate.x*this.scale-u,r))+"px "+-Math.round(r-mxUtils.mod(this.translate.y*this.scale-x,r))+"px"}u=k.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);null!=k.view.backgroundPageShape?(k.view.backgroundPageShape.node.style.backgroundPosition=r,k.view.backgroundPageShape.node.style.backgroundImage=m,k.view.backgroundPageShape.node.style.backgroundColor=n,k.view.backgroundPageShape.node.style.borderColor= +k.defaultPageBorderColor,k.container.className="geDiagramContainer geDiagramBackdrop",u.style.backgroundImage="none",u.style.backgroundColor=""):(k.container.className="geDiagramContainer",u.style.backgroundPosition=r,u.style.backgroundColor=n,u.style.backgroundImage=m)};mxGraphView.prototype.createSvgGrid=function(k){for(var n=this.graph.gridSize*this.scale;n<this.minGridSize;)n*=2;for(var u=this.gridSteps*n,m=[],r=1;r<this.gridSteps;r++){var x=r*n;m.push("M 0 "+x+" L "+u+" "+x+" M "+x+" 0 L "+x+ +" "+u)}return'<svg width="'+u+'" height="'+u+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+u+'" height="'+u+'" patternUnits="userSpaceOnUse"><path d="'+m.join(" ")+'" fill="none" stroke="'+k+'" opacity="0.2" stroke-width="1"/><path d="M '+u+" 0 L 0 0 0 "+u+'" fill="none" stroke="'+k+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var a=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,n){a.apply(this,arguments); +if(null!=this.shiftPreview1){var u=this.view.canvas;null!=u.ownerSVGElement&&(u=u.ownerSVGElement);var m=this.gridSize*this.view.scale*this.view.gridSteps;m=-Math.round(m-mxUtils.mod(this.view.translate.x*this.view.scale+k,m))+"px "+-Math.round(m-mxUtils.mod(this.view.translate.y*this.view.scale+n,m))+"px";u.style.backgroundPosition=m}};mxGraph.prototype.updatePageBreaks=function(k,n,u){var m=this.view.scale,r=this.view.translate,x=this.pageFormat,B=m*this.pageScale,D=this.view.getBackgroundPageBounds(); +n=D.width;u=D.height;var F=new mxRectangle(m*r.x,m*r.y,x.width*B,x.height*B),J=(k=k&&Math.min(F.width,F.height)>this.minPageBreakDist)?Math.ceil(u/F.height)-1:0,C=k?Math.ceil(n/F.width)-1:0,O=D.x+n,R=D.y+u;null==this.horizontalPageBreaks&&0<J&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<C&&(this.verticalPageBreaks=[]);k=mxUtils.bind(this,function(T){if(null!=T){for(var Q=T==this.horizontalPageBreaks?J:C,aa=0;aa<=Q;aa++){var S=T==this.horizontalPageBreaks?[new mxPoint(Math.round(D.x), +Math.round(D.y+(aa+1)*F.height)),new mxPoint(Math.round(O),Math.round(D.y+(aa+1)*F.height))]:[new mxPoint(Math.round(D.x+(aa+1)*F.width),Math.round(D.y)),new mxPoint(Math.round(D.x+(aa+1)*F.width),Math.round(R))];null!=T[aa]?(T[aa].points=S,T[aa].redraw()):(S=new mxPolyline(S,this.pageBreakColor),S.dialect=this.dialect,S.isDashed=this.pageBreakDashed,S.pointerEvents=!1,S.init(this.view.backgroundPane),S.redraw(),T[aa]=S)}for(aa=Q;aa<T.length;aa++)T[aa].destroy();T.splice(Q,T.length-Q)}});k(this.horizontalPageBreaks); +k(this.verticalPageBreaks)};var b=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(k,n,u){for(var m=0;m<n.length;m++){if(this.graph.isTableCell(n[m])||this.graph.isTableRow(n[m]))return!1;if(this.graph.getModel().isVertex(n[m])){var r=this.graph.getCellGeometry(n[m]);if(null!=r&&r.relative)return!1}}return b.apply(this,arguments)};var f=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var k= +f.apply(this,arguments);k.intersects=mxUtils.bind(this,function(n,u){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(k,arguments)});return k};mxGraphView.prototype.createBackgroundPageShape=function(k){return new mxRectangleShape(k,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var k=this.getGraphBounds(),n=0<k.width?k.x/this.scale-this.translate.x:0,u=0<k.height?k.y/this.scale-this.translate.y:0,m=this.graph.pageFormat, +r=this.graph.pageScale,x=m.width*r;m=m.height*r;r=Math.floor(Math.min(0,n)/x);var B=Math.floor(Math.min(0,u)/m);return new mxRectangle(this.scale*(this.translate.x+r*x),this.scale*(this.translate.y+B*m),this.scale*(Math.ceil(Math.max(1,n+k.width/this.scale)/x)-r)*x,this.scale*(Math.ceil(Math.max(1,u+k.height/this.scale)/m)-B)*m)};var e=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(k,n){e.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| +this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=k+"px",this.view.backgroundPageShape.node.style.marginTop=n+"px")};var g=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(k,n,u,m,r,x){var B=g.apply(this,arguments);null==x||x||mxEvent.addListener(B,"mousedown",function(D){mxEvent.consume(D)});return B};var d=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= +function(k,n,u){var m=this.graph.model.getParent(k);if(n){var r=this.graph.model.isEdge(k)?null:this.graph.getCellGeometry(k);r=!this.graph.model.isEdge(m)&&!this.graph.isSiblingSelected(k)&&(null!=r&&r.relative||!this.graph.isContainer(m)||this.graph.isPart(k))}else if(r=d.apply(this,arguments),this.graph.isTableCell(k)||this.graph.isTableRow(k))r=m,this.graph.isTable(r)||(r=this.graph.model.getParent(r)),r=!this.graph.selectionCellsHandler.isHandled(r)||this.graph.isCellSelected(r)&&this.graph.isToggleEvent(u.getEvent())|| +this.graph.isCellSelected(k)&&!this.graph.isToggleEvent(u.getEvent())||this.graph.isTableCell(k)&&this.graph.isCellSelected(m);return r};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(k){k=k.getCell();for(var n=this.graph.getModel(),u=n.getParent(k),m=this.graph.view.getState(u),r=this.graph.isCellSelected(k);null!=m&&(n.isVertex(u)||n.isEdge(u));){var x=this.graph.isCellSelected(u);r=r||x;if(x||!r&&(this.graph.isTableCell(k)||this.graph.isTableRow(k)))k=u;u=n.getParent(u)}return k}})();EditorUi=function(a,b,f){mxEventSource.call(this);this.destroyFunctions=[];this.editor=a||new Editor;this.container=b||document.body;var e=this.editor.graph;e.lightbox=f;var g=e.getGraphBounds;e.getGraphBounds=function(){var G=g.apply(this,arguments),M=this.backgroundImage;if(null!=M&&null!=M.width&&null!=M.height){var U=this.view.translate,ba=this.view.scale;G=mxRectangle.fromRectangle(G);G.add(new mxRectangle((U.x+M.x)*ba,(U.y+M.y)*ba,M.width*ba,M.height*ba))}return G};e.useCssTransforms&&(this.lazyZoomDelay= +0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(G,M){this.clearSelectionState()});e.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); e.getModel().addListener(mxEvent.CHANGE,this.selectionStateListener);e.addListener(mxEvent.EDITING_STARTED,this.selectionStateListener);e.addListener(mxEvent.EDITING_STOPPED,this.selectionStateListener);e.getView().addListener("unitChanged",this.selectionStateListener);this.editor.chromeless&&!this.editor.editable&&(this.footerHeight=0,e.isEnabled=function(){return!1},e.panningHandler.isForcePanningEvent=function(G){return!mxEvent.isPopupTrigger(G.getEvent())});this.actions=new Actions(this);this.menus= this.createMenus();if(!e.standalone){var d="rounded shadow glass dashed dashPattern labelBackgroundColor labelBorderColor comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle pointerEvents".split(" "),k="shape edgeStyle curved rounded elbow jumpStyle jumpSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "), -m="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),u=!1,n=!1;this.setDefaultStyle=function(G){try{var K=e.getCellStyle(G,!1),Q=[],ba=[],la;for(la in K)Q.push(K[la]),ba.push(la);e.getModel().isEdge(G)?e.currentEdgeStyle={}:e.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ba,"values",Q,"cells",[G]));e.getModel().isEdge(G)?n=!0:u=!0}catch(ra){this.handleError(ra)}};this.clearDefaultStyle=function(){e.currentEdgeStyle= -mxUtils.clone(e.defaultEdgeStyle);e.currentVertexStyle=mxUtils.clone(e.defaultVertexStyle);u=n=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var r=["fontFamily","fontSource","fontSize","fontColor"];for(b=0;b<r.length;b++)0>mxUtils.indexOf(d,r[b])&&d.push(r[b]);var x="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),B=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], -["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(b=0;b<B.length;b++)for(f=0;f<B[b].length;f++)d.push(B[b][f]);for(b=0;b<k.length;b++)0>mxUtils.indexOf(d,k[b])&&d.push(k[b]);var C=function(G,K,Q,ba,la,ra,X){ba=null!=ba?ba:e.currentVertexStyle;la=null!=la?la:e.currentEdgeStyle;ra=null!=ra?ra:!0;Q=null!=Q?Q:e.getModel();if(X){X=[];for(var ca=0;ca<G.length;ca++)X=X.concat(Q.getDescendants(G[ca]));G=X}Q.beginUpdate();try{for(ca=0;ca<G.length;ca++){var oa= -G[ca];if(K)var ta=["fontSize","fontFamily","fontColor"];else{var Ka=Q.getStyle(oa),Ha=null!=Ka?Ka.split(";"):[];ta=d.slice();for(var va=0;va<Ha.length;va++){var Ca=Ha[va],sa=Ca.indexOf("=");if(0<=sa){var Da=Ca.substring(0,sa),Ua=mxUtils.indexOf(ta,Da);0<=Ua&&ta.splice(Ua,1);for(X=0;X<B.length;X++){var db=B[X];if(0<=mxUtils.indexOf(db,Da))for(var Ta=0;Ta<db.length;Ta++){var $a=mxUtils.indexOf(ta,db[Ta]);0<=$a&&ta.splice($a,1)}}}}}var Xa=Q.isEdge(oa);X=Xa?la:ba;var Va=Q.getStyle(oa);for(va=0;va<ta.length;va++){Da= -ta[va];var Ya=X[Da];null!=Ya&&"edgeStyle"!=Da&&("shape"!=Da||Xa)&&(!Xa||ra||0>mxUtils.indexOf(m,Da))&&(Va=mxUtils.setStyle(Va,Da,Ya))}Editor.simpleLabels&&(Va=mxUtils.setStyle(mxUtils.setStyle(Va,"html",null),"whiteSpace",null));Q.setStyle(oa,Va)}}finally{Q.endUpdate()}return G};e.addListener("cellsInserted",function(G,K){C(K.getProperty("cells"),null,null,null,null,!0,!0)});e.addListener("textInserted",function(G,K){C(K.getProperty("cells"),!0)});this.insertHandler=C;this.createDivs();this.createUi(); +n="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),u=!1,m=!1;this.setDefaultStyle=function(G){try{var M=e.getCellStyle(G,!1),U=[],ba=[],la;for(la in M)U.push(M[la]),ba.push(la);e.getModel().isEdge(G)?e.currentEdgeStyle={}:e.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ba,"values",U,"cells",[G]));e.getModel().isEdge(G)?m=!0:u=!0}catch(ra){this.handleError(ra)}};this.clearDefaultStyle=function(){e.currentEdgeStyle= +mxUtils.clone(e.defaultEdgeStyle);e.currentVertexStyle=mxUtils.clone(e.defaultVertexStyle);u=m=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var r=["fontFamily","fontSource","fontSize","fontColor"];for(b=0;b<r.length;b++)0>mxUtils.indexOf(d,r[b])&&d.push(r[b]);var x="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),B=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], +["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(b=0;b<B.length;b++)for(f=0;f<B[b].length;f++)d.push(B[b][f]);for(b=0;b<k.length;b++)0>mxUtils.indexOf(d,k[b])&&d.push(k[b]);var D=function(G,M,U,ba,la,ra,Y){ba=null!=ba?ba:e.currentVertexStyle;la=null!=la?la:e.currentEdgeStyle;ra=null!=ra?ra:!0;U=null!=U?U:e.getModel();if(Y){Y=[];for(var da=0;da<G.length;da++)Y=Y.concat(U.getDescendants(G[da]));G=Y}U.beginUpdate();try{for(da=0;da<G.length;da++){var pa= +G[da];if(M)var wa=["fontSize","fontFamily","fontColor"];else{var Ka=U.getStyle(pa),Ha=null!=Ka?Ka.split(";"):[];wa=d.slice();for(var ua=0;ua<Ha.length;ua++){var Ca=Ha[ua],qa=Ca.indexOf("=");if(0<=qa){var Da=Ca.substring(0,qa),Ua=mxUtils.indexOf(wa,Da);0<=Ua&&wa.splice(Ua,1);for(Y=0;Y<B.length;Y++){var db=B[Y];if(0<=mxUtils.indexOf(db,Da))for(var Ta=0;Ta<db.length;Ta++){var $a=mxUtils.indexOf(wa,db[Ta]);0<=$a&&wa.splice($a,1)}}}}}var Ya=U.isEdge(pa);Y=Ya?la:ba;var Va=U.getStyle(pa);for(ua=0;ua<wa.length;ua++){Da= +wa[ua];var Za=Y[Da];null!=Za&&"edgeStyle"!=Da&&("shape"!=Da||Ya)&&(!Ya||ra||0>mxUtils.indexOf(n,Da))&&(Va=mxUtils.setStyle(Va,Da,Za))}Editor.simpleLabels&&(Va=mxUtils.setStyle(mxUtils.setStyle(Va,"html",null),"whiteSpace",null));U.setStyle(pa,Va)}}finally{U.endUpdate()}return G};e.addListener("cellsInserted",function(G,M){D(M.getProperty("cells"),null,null,null,null,!0,!0)});e.addListener("textInserted",function(G,M){D(M.getProperty("cells"),!0)});this.insertHandler=D;this.createDivs();this.createUi(); this.refresh();var F=mxUtils.bind(this,function(G){null==G&&(G=window.event);return e.isEditing()||null!=G&&this.isSelectionAllowed(G)});this.container==document.body&&(this.menubarContainer.onselectstart=F,this.menubarContainer.onmousedown=F,this.toolbarContainer.onselectstart=F,this.toolbarContainer.onmousedown=F,this.diagramContainer.onselectstart=F,this.diagramContainer.onmousedown=F,this.sidebarContainer.onselectstart=F,this.sidebarContainer.onmousedown=F,this.formatContainer.onselectstart=F, -this.formatContainer.onmousedown=F,this.footerContainer.onselectstart=F,this.footerContainer.onmousedown=F,null!=this.tabContainer&&(this.tabContainer.onselectstart=F));!this.editor.chromeless||this.editor.editable?(b=function(G){if(null!=G){var K=mxEvent.getSource(G);if("A"==K.nodeName)for(;null!=K;){if("geHint"==K.className)return!0;K=K.parentNode}}return F(G)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", -b):this.diagramContainer.oncontextmenu=b):e.panningHandler.usePopupTrigger=!1;e.init(this.diagramContainer);mxClient.IS_SVG&&null!=e.view.getDrawPane()&&(b=e.view.getDrawPane().ownerSVGElement,null!=b&&(b.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=e.graphHandler){var I=e.graphHandler.start;e.graphHandler.start=function(){null!=ea.hoverIcons&&ea.hoverIcons.reset();I.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(G){var K= -mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(G)-K.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(G)-K.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var D=!1,N=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(G,K){return D||N.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(G){32!=G.which||e.isEditing()?mxEvent.isConsumed(G)|| -27!=G.keyCode||this.hideDialog(null,!0):(D=!0,this.hoverIcons.reset(),e.container.style.cursor="move",e.isEditing()||mxEvent.getSource(G)!=e.container||mxEvent.consume(G))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(G){e.container.style.cursor="";D=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var S=e.panningHandler.isForcePanningEvent;e.panningHandler.isForcePanningEvent=function(G){return S.apply(this,arguments)||D||mxEvent.isMouseEvent(G.getEvent())&& -(this.usePopupTrigger||!mxEvent.isPopupTrigger(G.getEvent()))&&(!mxEvent.isControlDown(G.getEvent())&&mxEvent.isRightMouseButton(G.getEvent())||mxEvent.isMiddleMouseButton(G.getEvent()))};var T=e.cellEditor.isStopEditingEvent;e.cellEditor.isStopEditingEvent=function(G){return T.apply(this,arguments)||13==G.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(G)||mxClient.IS_MAC&&mxEvent.isMetaDown(G)||mxClient.IS_SF&&mxEvent.isShiftDown(G))};var P=e.isZoomWheelEvent;e.isZoomWheelEvent=function(){return D|| -P.apply(this,arguments)};var Z=!1,U=null,V=null,aa=null,ia=mxUtils.bind(this,function(){if(null!=this.toolbar&&Z!=e.cellEditor.isContentEditing()){for(var G=this.toolbar.container.firstChild,K=[];null!=G;){var Q=G.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,G)&&(G.parentNode.removeChild(G),K.push(G));G=Q}G=this.toolbar.fontMenu;Q=this.toolbar.sizeMenu;if(null==aa)this.toolbar.createTextToolbar();else{for(var ba=0;ba<aa.length;ba++)this.toolbar.container.appendChild(aa[ba]);this.toolbar.fontMenu= -U;this.toolbar.sizeMenu=V}Z=e.cellEditor.isContentEditing();U=G;V=Q;aa=K}}),ea=this,qa=e.cellEditor.startEditing;e.cellEditor.startEditing=function(){qa.apply(this,arguments);ia();if(e.cellEditor.isContentEditing()){var G=!1,K=function(){G||(G=!0,window.setTimeout(function(){var Q=e.getSelectedEditingElement();null!=Q&&(Q=mxUtils.getCurrentStyle(Q),null!=Q&&null!=ea.toolbar&&(ea.toolbar.setFontName(Graph.stripQuotes(Q.fontFamily)),ea.toolbar.setFontSize(parseInt(Q.fontSize))));G=!1},0))};mxEvent.addListener(e.cellEditor.textarea, -"input",K);mxEvent.addListener(e.cellEditor.textarea,"touchend",K);mxEvent.addListener(e.cellEditor.textarea,"mouseup",K);mxEvent.addListener(e.cellEditor.textarea,"keyup",K);K()}};var O=e.cellEditor.stopEditing;e.cellEditor.stopEditing=function(G,K){try{O.apply(this,arguments),ia()}catch(Q){ea.handleError(Q)}};e.container.setAttribute("tabindex","0");e.container.style.cursor="default";if(window.self===window.top&&null!=e.container.parentNode)try{e.container.focus()}catch(G){}var R=e.fireMouseEvent; -e.fireMouseEvent=function(G,K,Q){G==mxEvent.MOUSE_DOWN&&this.container.focus();R.apply(this,arguments)};e.popupMenuHandler.autoExpand=!0;null!=this.menus&&(e.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(G,K,Q){this.menus.createPopupMenu(G,K,Q)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(G){e.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(a);this.getKeyHandler=function(){return keyHandler};e.connectionHandler.addListener(mxEvent.CONNECT,function(G, -K){var Q=[K.getProperty("cell")];K.getProperty("terminalInserted")&&(Q.push(K.getProperty("terminal")),window.setTimeout(function(){null!=ea.hoverIcons&&ea.hoverIcons.update(e.view.getState(Q[Q.length-1]))},0));C(Q)});this.addListener("styleChanged",mxUtils.bind(this,function(G,K){var Q=K.getProperty("cells"),ba=G=!1;if(0<Q.length)for(var la=0;la<Q.length&&(G=e.getModel().isVertex(Q[la])||G,!(ba=e.getModel().isEdge(Q[la])||ba)||!G);la++);else ba=G=!0;G=G&&!u;ba=ba&&!n;Q=K.getProperty("keys");K=K.getProperty("values"); -for(la=0;la<Q.length;la++){var ra=0<=mxUtils.indexOf(r,Q[la]);if("strokeColor"!=Q[la]||null!=K[la]&&"none"!=K[la])if(0<=mxUtils.indexOf(k,Q[la]))ba||0<=mxUtils.indexOf(x,Q[la])?null==K[la]?delete e.currentEdgeStyle[Q[la]]:e.currentEdgeStyle[Q[la]]=K[la]:G&&0<=mxUtils.indexOf(d,Q[la])&&(null==K[la]?delete e.currentVertexStyle[Q[la]]:e.currentVertexStyle[Q[la]]=K[la]);else if(0<=mxUtils.indexOf(d,Q[la])){if(G||ra)null==K[la]?delete e.currentVertexStyle[Q[la]]:e.currentVertexStyle[Q[la]]=K[la];if(ba|| -ra||0<=mxUtils.indexOf(x,Q[la]))null==K[la]?delete e.currentEdgeStyle[Q[la]]:e.currentEdgeStyle[Q[la]]=K[la]}}null!=this.toolbar&&(this.toolbar.setFontName(e.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(e.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==e.currentEdgeStyle.edgeStyle&&"1"==e.currentEdgeStyle.curved?"geSprite geSprite-curved": +this.formatContainer.onmousedown=F,this.footerContainer.onselectstart=F,this.footerContainer.onmousedown=F,null!=this.tabContainer&&(this.tabContainer.onselectstart=F));!this.editor.chromeless||this.editor.editable?(b=function(G){if(null!=G){var M=mxEvent.getSource(G);if("A"==M.nodeName)for(;null!=M;){if("geHint"==M.className)return!0;M=M.parentNode}}return F(G)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", +b):this.diagramContainer.oncontextmenu=b):e.panningHandler.usePopupTrigger=!1;e.init(this.diagramContainer);mxClient.IS_SVG&&null!=e.view.getDrawPane()&&(b=e.view.getDrawPane().ownerSVGElement,null!=b&&(b.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=e.graphHandler){var J=e.graphHandler.start;e.graphHandler.start=function(){null!=fa.hoverIcons&&fa.hoverIcons.reset();J.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(G){var M= +mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(G)-M.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(G)-M.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var C=!1,O=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(G,M){return C||O.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(G){32!=G.which||e.isEditing()?mxEvent.isConsumed(G)|| +27!=G.keyCode||this.hideDialog(null,!0):(C=!0,this.hoverIcons.reset(),e.container.style.cursor="move",e.isEditing()||mxEvent.getSource(G)!=e.container||mxEvent.consume(G))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(G){e.container.style.cursor="";C=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var R=e.panningHandler.isForcePanningEvent;e.panningHandler.isForcePanningEvent=function(G){return R.apply(this,arguments)||C||mxEvent.isMouseEvent(G.getEvent())&& +(this.usePopupTrigger||!mxEvent.isPopupTrigger(G.getEvent()))&&(!mxEvent.isControlDown(G.getEvent())&&mxEvent.isRightMouseButton(G.getEvent())||mxEvent.isMiddleMouseButton(G.getEvent()))};var T=e.cellEditor.isStopEditingEvent;e.cellEditor.isStopEditingEvent=function(G){return T.apply(this,arguments)||13==G.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(G)||mxClient.IS_MAC&&mxEvent.isMetaDown(G)||mxClient.IS_SF&&mxEvent.isShiftDown(G))};var Q=e.isZoomWheelEvent;e.isZoomWheelEvent=function(){return C|| +Q.apply(this,arguments)};var aa=!1,S=null,P=null,X=null,ha=mxUtils.bind(this,function(){if(null!=this.toolbar&&aa!=e.cellEditor.isContentEditing()){for(var G=this.toolbar.container.firstChild,M=[];null!=G;){var U=G.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,G)&&(G.parentNode.removeChild(G),M.push(G));G=U}G=this.toolbar.fontMenu;U=this.toolbar.sizeMenu;if(null==X)this.toolbar.createTextToolbar();else{for(var ba=0;ba<X.length;ba++)this.toolbar.container.appendChild(X[ba]);this.toolbar.fontMenu= +S;this.toolbar.sizeMenu=P}aa=e.cellEditor.isContentEditing();S=G;P=U;X=M}}),fa=this,sa=e.cellEditor.startEditing;e.cellEditor.startEditing=function(){sa.apply(this,arguments);ha();if(e.cellEditor.isContentEditing()){var G=!1,M=function(){G||(G=!0,window.setTimeout(function(){var U=e.getSelectedEditingElement();null!=U&&(U=mxUtils.getCurrentStyle(U),null!=U&&null!=fa.toolbar&&(fa.toolbar.setFontName(Graph.stripQuotes(U.fontFamily)),fa.toolbar.setFontSize(parseInt(U.fontSize))));G=!1},0))};mxEvent.addListener(e.cellEditor.textarea, +"input",M);mxEvent.addListener(e.cellEditor.textarea,"touchend",M);mxEvent.addListener(e.cellEditor.textarea,"mouseup",M);mxEvent.addListener(e.cellEditor.textarea,"keyup",M);M()}};var K=e.cellEditor.stopEditing;e.cellEditor.stopEditing=function(G,M){try{K.apply(this,arguments),ha()}catch(U){fa.handleError(U)}};e.container.setAttribute("tabindex","0");e.container.style.cursor="default";if(window.self===window.top&&null!=e.container.parentNode)try{e.container.focus()}catch(G){}var V=e.fireMouseEvent; +e.fireMouseEvent=function(G,M,U){G==mxEvent.MOUSE_DOWN&&this.container.focus();V.apply(this,arguments)};e.popupMenuHandler.autoExpand=!0;null!=this.menus&&(e.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(G,M,U){this.menus.createPopupMenu(G,M,U)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(G){e.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(a);this.getKeyHandler=function(){return keyHandler};e.connectionHandler.addListener(mxEvent.CONNECT,function(G, +M){var U=[M.getProperty("cell")];M.getProperty("terminalInserted")&&(U.push(M.getProperty("terminal")),window.setTimeout(function(){null!=fa.hoverIcons&&fa.hoverIcons.update(e.view.getState(U[U.length-1]))},0));D(U)});this.addListener("styleChanged",mxUtils.bind(this,function(G,M){var U=M.getProperty("cells"),ba=G=!1;if(0<U.length)for(var la=0;la<U.length&&(G=e.getModel().isVertex(U[la])||G,!(ba=e.getModel().isEdge(U[la])||ba)||!G);la++);else ba=G=!0;G=G&&!u;ba=ba&&!m;U=M.getProperty("keys");M=M.getProperty("values"); +for(la=0;la<U.length;la++){var ra=0<=mxUtils.indexOf(r,U[la]);if("strokeColor"!=U[la]||null!=M[la]&&"none"!=M[la])if(0<=mxUtils.indexOf(k,U[la]))ba||0<=mxUtils.indexOf(x,U[la])?null==M[la]?delete e.currentEdgeStyle[U[la]]:e.currentEdgeStyle[U[la]]=M[la]:G&&0<=mxUtils.indexOf(d,U[la])&&(null==M[la]?delete e.currentVertexStyle[U[la]]:e.currentVertexStyle[U[la]]=M[la]);else if(0<=mxUtils.indexOf(d,U[la])){if(G||ra)null==M[la]?delete e.currentVertexStyle[U[la]]:e.currentVertexStyle[U[la]]=M[la];if(ba|| +ra||0<=mxUtils.indexOf(x,U[la]))null==M[la]?delete e.currentEdgeStyle[U[la]]:e.currentEdgeStyle[U[la]]=M[la]}}null!=this.toolbar&&(this.toolbar.setFontName(e.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(e.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==e.currentEdgeStyle.edgeStyle&&"1"==e.currentEdgeStyle.curved?"geSprite geSprite-curved": "straight"==e.currentEdgeStyle.edgeStyle||"none"==e.currentEdgeStyle.edgeStyle||null==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-straight":"entityRelationEdgeStyle"==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-entity":"elbowEdgeStyle"==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==e.currentEdgeStyle.elbow?"verticalelbow":"horizontalelbow"):"isometricEdgeStyle"==e.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==e.currentEdgeStyle.elbow?"verticalisometric":"horizontalisometric"): -"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==e.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==e.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==e.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(a=mxUtils.bind(this,function(){var G=e.currentVertexStyle.fontFamily||"Helvetica",K=String(e.currentVertexStyle.fontSize|| -"12"),Q=e.getView().getState(e.getSelectionCell());null!=Q&&(G=Q.style[mxConstants.STYLE_FONTFAMILY]||G,K=Q.style[mxConstants.STYLE_FONTSIZE]||K,10<G.length&&(G=G.substring(0,8)+"..."));this.toolbar.setFontName(G);this.toolbar.setFontSize(K)}),e.getSelectionModel().addListener(mxEvent.CHANGE,a),e.getModel().addListener(mxEvent.CHANGE,a));e.addListener(mxEvent.CELLS_ADDED,function(G,K){G=K.getProperty("cells");K=K.getProperty("parent");null!=K&&e.getModel().isLayer(K)&&!e.isCellVisible(K)&&null!=G&& -0<G.length&&e.getModel().setVisible(K,!0)});this.gestureHandler=mxUtils.bind(this,function(G){null!=this.currentMenu&&mxEvent.getSource(G)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler);this.orientationChangeHandler=mxUtils.bind(this,function(){this.refresh()}); +"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==e.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==e.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==e.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(a=mxUtils.bind(this,function(){var G=e.currentVertexStyle.fontFamily||"Helvetica",M=String(e.currentVertexStyle.fontSize|| +"12"),U=e.getView().getState(e.getSelectionCell());null!=U&&(G=U.style[mxConstants.STYLE_FONTFAMILY]||G,M=U.style[mxConstants.STYLE_FONTSIZE]||M,10<G.length&&(G=G.substring(0,8)+"..."));this.toolbar.setFontName(G);this.toolbar.setFontSize(M)}),e.getSelectionModel().addListener(mxEvent.CHANGE,a),e.getModel().addListener(mxEvent.CHANGE,a));e.addListener(mxEvent.CELLS_ADDED,function(G,M){G=M.getProperty("cells");M=M.getProperty("parent");null!=M&&e.getModel().isLayer(M)&&!e.isCellVisible(M)&&null!=G&& +0<G.length&&e.getModel().setVisible(M,!0)});this.gestureHandler=mxUtils.bind(this,function(G){null!=this.currentMenu&&mxEvent.getSource(G)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler);this.orientationChangeHandler=mxUtils.bind(this,function(){this.refresh()}); mxEvent.addListener(window,"orientationchange",this.orientationChangeHandler);mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&(this.scrollHandler=mxUtils.bind(this,function(){window.scrollTo(0,0)}),mxEvent.addListener(window,"scroll",this.scrollHandler));this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.resetScrollbars()}));this.addListener("gridEnabledChanged",mxUtils.bind(this,function(){e.view.validateBackground()}));this.addListener("backgroundColorChanged", mxUtils.bind(this,function(){e.view.validateBackground()}));e.addListener("gridSizeChanged",mxUtils.bind(this,function(){e.isGridEnabled()&&e.view.validateBackground()}));this.editor.resetGraph()}this.init();e.standalone||this.open()};EditorUi.compactUi=!0; -EditorUi.parsePng=function(a,b,f){function e(m,u){var n=d;d+=u;return m.substring(n,d)}function g(m){m=e(m,4);return m.charCodeAt(3)+(m.charCodeAt(2)<<8)+(m.charCodeAt(1)<<16)+(m.charCodeAt(0)<<24)}var d=0;if(e(a,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=f&&f();else if(e(a,4),"IHDR"!=e(a,4))null!=f&&f();else{e(a,17);do{f=g(a);var k=e(a,4);if(null!=b&&b(d-8,k,f))break;value=e(a,f);e(a,4);if("IEND"==k)break}while(f)}};mxUtils.extend(EditorUi,mxEventSource); +EditorUi.parsePng=function(a,b,f){function e(n,u){var m=d;d+=u;return n.substring(m,d)}function g(n){n=e(n,4);return n.charCodeAt(3)+(n.charCodeAt(2)<<8)+(n.charCodeAt(1)<<16)+(n.charCodeAt(0)<<24)}var d=0;if(e(a,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=f&&f();else if(e(a,4),"IHDR"!=e(a,4))null!=f&&f();else{e(a,17);do{f=g(a);var k=e(a,4);if(null!=b&&b(d-8,k,f))break;value=e(a,f);e(a,4);if("IEND"==k)break}while(f)}};mxUtils.extend(EditorUi,mxEventSource); EditorUi.prototype.splitSize=mxClient.IS_TOUCH||mxClient.IS_POINTER?12:8;EditorUi.prototype.menubarHeight=30;EditorUi.prototype.formatEnabled=!0;EditorUi.prototype.formatWidth=240;EditorUi.prototype.toolbarHeight=38;EditorUi.prototype.footerHeight=28;EditorUi.prototype.sidebarFooterHeight=34;EditorUi.prototype.hsplitPosition=640>=screen.width?118:"large"!=urlParams["sidebar-entries"]?212:240;EditorUi.prototype.allowAnimation=!0;EditorUi.prototype.lightboxMaxFitScale=2; EditorUi.prototype.lightboxVerticalDivider=4;EditorUi.prototype.hsplitClickEnabled=!1; EditorUi.prototype.init=function(){var a=this.editor.graph;if(!a.standalone){"0"!=urlParams["shape-picker"]&&this.installShapePicker();mxEvent.addListener(a.container,"scroll",mxUtils.bind(this,function(){a.tooltipHandler.hide();null!=a.connectionHandler&&null!=a.connectionHandler.constraintHandler&&a.connectionHandler.constraintHandler.reset()}));a.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){a.tooltipHandler.hide();var e=a.getRubberband();null!=e&&e.cancel()}));mxEvent.addListener(a.container, @@ -2469,23 +2471,23 @@ EditorUi.prototype.init=function(){var a=this.editor.graph;if(!a.standalone){"0" arguments);f.updateActionStates()};a.editLink=f.actions.get("editLink").funct;this.updateActionStates();this.initClipboard();this.initCanvas();null!=this.format&&this.format.init()}};EditorUi.prototype.clearSelectionState=function(){this.selectionState=null};EditorUi.prototype.getSelectionState=function(){null==this.selectionState&&(this.selectionState=this.createSelectionState());return this.selectionState}; EditorUi.prototype.createSelectionState=function(){for(var a=this.editor.graph,b=a.getSelectionCells(),f=this.initSelectionState(),e=!0,g=0;g<b.length;g++){var d=a.getCurrentCellStyle(b[g]);"0"!=mxUtils.getValue(d,mxConstants.STYLE_EDITABLE,"1")&&(this.updateSelectionStateForCell(f,b[g],b,e),e=!1)}this.updateSelectionStateForTableCells(f);return f}; EditorUi.prototype.initSelectionState=function(){return{vertices:[],edges:[],cells:[],x:null,y:null,width:null,height:null,style:{},containsImage:!1,containsLabel:!1,fill:!0,glass:!0,rounded:!0,autoSize:!1,image:!0,shadow:!0,lineJumps:!0,resizable:!0,table:!1,cell:!1,row:!1,movable:!0,rotatable:!0,stroke:!0,swimlane:!1,unlocked:this.editor.graph.isEnabled(),connections:!1}}; -EditorUi.prototype.updateSelectionStateForTableCells=function(a){if(1<a.cells.length&&a.cell){for(var b=mxUtils.sortCells(a.cells),f=this.editor.graph.model,e=f.getParent(b[0]),g=f.getParent(e),d=e.getIndex(b[0]),k=g.getIndex(e),m=null,u=1,n=1,r=0,x=k<g.getChildCount()-1?f.getChildAt(f.getChildAt(g,k+1),d):null;r<b.length-1;){var B=b[++r];null==x||x!=B||null!=m&&u!=m||(m=u,u=0,n++,e=f.getParent(x),x=k+n<g.getChildCount()?f.getChildAt(f.getChildAt(g,k+n),d):null);var C=this.editor.graph.view.getState(B); -if(B==f.getChildAt(e,d+u)&&null!=C&&1==mxUtils.getValue(C.style,"colspan",1)&&1==mxUtils.getValue(C.style,"rowspan",1))u++;else break}r==n*u-1&&(a.mergeCell=b[0],a.colspan=u,a.rowspan=n)}}; +EditorUi.prototype.updateSelectionStateForTableCells=function(a){if(1<a.cells.length&&a.cell){for(var b=mxUtils.sortCells(a.cells),f=this.editor.graph.model,e=f.getParent(b[0]),g=f.getParent(e),d=e.getIndex(b[0]),k=g.getIndex(e),n=null,u=1,m=1,r=0,x=k<g.getChildCount()-1?f.getChildAt(f.getChildAt(g,k+1),d):null;r<b.length-1;){var B=b[++r];null==x||x!=B||null!=n&&u!=n||(n=u,u=0,m++,e=f.getParent(x),x=k+m<g.getChildCount()?f.getChildAt(f.getChildAt(g,k+m),d):null);var D=this.editor.graph.view.getState(B); +if(B==f.getChildAt(e,d+u)&&null!=D&&1==mxUtils.getValue(D.style,"colspan",1)&&1==mxUtils.getValue(D.style,"rowspan",1))u++;else break}r==m*u-1&&(a.mergeCell=b[0],a.colspan=u,a.rowspan=m)}}; EditorUi.prototype.updateSelectionStateForCell=function(a,b,f,e){f=this.editor.graph;a.cells.push(b);if(f.getModel().isVertex(b)){a.connections=0<f.model.getEdgeCount(b);a.unlocked=a.unlocked&&!f.isCellLocked(b);a.resizable=a.resizable&&f.isCellResizable(b);a.rotatable=a.rotatable&&f.isCellRotatable(b);a.movable=a.movable&&f.isCellMovable(b)&&!f.isTableRow(b)&&!f.isTableCell(b);a.swimlane=a.swimlane||f.isSwimlane(b);a.table=a.table||f.isTable(b);a.cell=a.cell||f.isTableCell(b);a.row=a.row||f.isTableRow(b); a.vertices.push(b);var g=f.getCellGeometry(b);if(null!=g&&(0<g.width?null==a.width?a.width=g.width:a.width!=g.width&&(a.width=""):a.containsLabel=!0,0<g.height?null==a.height?a.height=g.height:a.height!=g.height&&(a.height=""):a.containsLabel=!0,!g.relative||null!=g.offset)){var d=g.relative?g.offset.x:g.x;g=g.relative?g.offset.y:g.y;null==a.x?a.x=d:a.x!=d&&(a.x="");null==a.y?a.y=g:a.y!=g&&(a.y="")}}else f.getModel().isEdge(b)&&(a.edges.push(b),a.connections=!0,a.resizable=!1,a.rotatable=!1,a.movable= !1);b=f.view.getState(b);null!=b&&(a.autoSize=a.autoSize||f.isAutoSizeState(b),a.glass=a.glass&&f.isGlassState(b),a.rounded=a.rounded&&f.isRoundedState(b),a.lineJumps=a.lineJumps&&f.isLineJumpState(b),a.image=a.image&&f.isImageState(b),a.shadow=a.shadow&&f.isShadowState(b),a.fill=a.fill&&f.isFillState(b),a.stroke=a.stroke&&f.isStrokeState(b),d=mxUtils.getValue(b.style,mxConstants.STYLE_SHAPE,null),a.containsImage=a.containsImage||"image"==d,f.mergeStyle(b.style,a.style,e))}; -EditorUi.prototype.installShapePicker=function(){var a=this.editor.graph,b=this;a.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(u,n){"mouseDown"==n.getProperty("eventName")&&b.hideShapePicker()}));var f=mxUtils.bind(this,function(){b.hideShapePicker(!0)});a.addListener("wheel",f);a.addListener(mxEvent.ESCAPE,f);a.view.addListener(mxEvent.SCALE,f);a.view.addListener(mxEvent.SCALE_AND_TRANSLATE,f);a.getSelectionModel().addListener(mxEvent.CHANGE,f);var e=a.popupMenuHandler.isMenuShowing; -a.popupMenuHandler.isMenuShowing=function(){return e.apply(this,arguments)||null!=b.shapePicker};var g=a.dblClick;a.dblClick=function(u,n){if(this.isEnabled())if(null!=n||null==b.sidebar||mxEvent.isShiftDown(u)||a.isCellLocked(a.getDefaultParent()))g.apply(this,arguments);else{var r=mxUtils.convertPoint(this.container,mxEvent.getClientX(u),mxEvent.getClientY(u));mxEvent.consume(u);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.x,r.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", -f);var d=this.hoverIcons.drag;this.hoverIcons.drag=function(){b.hideShapePicker();d.apply(this,arguments)};var k=this.hoverIcons.execute;this.hoverIcons.execute=function(u,n,r){var x=r.getEvent();this.graph.isCloneEvent(x)||mxEvent.isShiftDown(x)?k.apply(this,arguments):this.graph.connectVertex(u.cell,n,this.graph.defaultEdgeLength,x,null,null,mxUtils.bind(this,function(B,C,F){var I=a.getCompositeParent(u.cell);B=a.getCellGeometry(I);for(r.consume();null!=I&&a.model.isVertex(I)&&null!=B&&B.relative;)cell= -I,I=a.model.getParent(cell),B=a.getCellGeometry(I);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.getGraphX(),r.getGraphY(),I,mxUtils.bind(this,function(D){F(D);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(D))}),n)}),30)}),mxUtils.bind(this,function(B){this.graph.selectCellsForConnectVertex(B,x,this)}))};var m=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(u,n){null!=m&&window.clearTimeout(m);m=window.setTimeout(mxUtils.bind(this,function(){var r= -n.getProperty("arrow"),x=n.getProperty("direction"),B=n.getProperty("event");r=r.getBoundingClientRect();var C=mxUtils.getOffset(a.container),F=a.container.scrollLeft+r.x-C.x;C=a.container.scrollTop+r.y-C.y;var I=a.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),D=b.showShapePicker(F,C,I,mxUtils.bind(this,function(N){null!=N&&a.connectVertex(I,x,a.defaultEdgeLength,B,!0,!0,function(S,T,P){P(N);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(N))}, -function(S){a.selectCellsForConnectVertex(S)},B,this.hoverIcons)}),x,!0);this.centerShapePicker(D,r,F,C,x);mxUtils.setOpacity(D,30);mxEvent.addListener(D,"mouseenter",function(){mxUtils.setOpacity(D,100)});mxEvent.addListener(D,"mouseleave",function(){b.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(u,n){null!=m&&window.clearTimeout(m)}))}}; +EditorUi.prototype.installShapePicker=function(){var a=this.editor.graph,b=this;a.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(u,m){"mouseDown"==m.getProperty("eventName")&&b.hideShapePicker()}));var f=mxUtils.bind(this,function(){b.hideShapePicker(!0)});a.addListener("wheel",f);a.addListener(mxEvent.ESCAPE,f);a.view.addListener(mxEvent.SCALE,f);a.view.addListener(mxEvent.SCALE_AND_TRANSLATE,f);a.getSelectionModel().addListener(mxEvent.CHANGE,f);var e=a.popupMenuHandler.isMenuShowing; +a.popupMenuHandler.isMenuShowing=function(){return e.apply(this,arguments)||null!=b.shapePicker};var g=a.dblClick;a.dblClick=function(u,m){if(this.isEnabled())if(null!=m||null==b.sidebar||mxEvent.isShiftDown(u)||a.isCellLocked(a.getDefaultParent()))g.apply(this,arguments);else{var r=mxUtils.convertPoint(this.container,mxEvent.getClientX(u),mxEvent.getClientY(u));mxEvent.consume(u);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.x,r.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", +f);var d=this.hoverIcons.drag;this.hoverIcons.drag=function(){b.hideShapePicker();d.apply(this,arguments)};var k=this.hoverIcons.execute;this.hoverIcons.execute=function(u,m,r){var x=r.getEvent();this.graph.isCloneEvent(x)||mxEvent.isShiftDown(x)?k.apply(this,arguments):this.graph.connectVertex(u.cell,m,this.graph.defaultEdgeLength,x,null,null,mxUtils.bind(this,function(B,D,F){var J=a.getCompositeParent(u.cell);B=a.getCellGeometry(J);for(r.consume();null!=J&&a.model.isVertex(J)&&null!=B&&B.relative;)cell= +J,J=a.model.getParent(cell),B=a.getCellGeometry(J);window.setTimeout(mxUtils.bind(this,function(){b.showShapePicker(r.getGraphX(),r.getGraphY(),J,mxUtils.bind(this,function(C){F(C);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(C))}),m)}),30)}),mxUtils.bind(this,function(B){this.graph.selectCellsForConnectVertex(B,x,this)}))};var n=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(u,m){null!=n&&window.clearTimeout(n);n=window.setTimeout(mxUtils.bind(this,function(){var r= +m.getProperty("arrow"),x=m.getProperty("direction"),B=m.getProperty("event");r=r.getBoundingClientRect();var D=mxUtils.getOffset(a.container),F=a.container.scrollLeft+r.x-D.x;D=a.container.scrollTop+r.y-D.y;var J=a.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),C=b.showShapePicker(F,D,J,mxUtils.bind(this,function(O){null!=O&&a.connectVertex(J,x,a.defaultEdgeLength,B,!0,!0,function(R,T,Q){Q(O);null!=b.hoverIcons&&b.hoverIcons.update(a.view.getState(O))}, +function(R){a.selectCellsForConnectVertex(R)},B,this.hoverIcons)}),x,!0);this.centerShapePicker(C,r,F,D,x);mxUtils.setOpacity(C,30);mxEvent.addListener(C,"mouseenter",function(){mxUtils.setOpacity(C,100)});mxEvent.addListener(C,"mouseleave",function(){b.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(u,m){null!=n&&window.clearTimeout(n)}))}}; EditorUi.prototype.centerShapePicker=function(a,b,f,e,g){if(g==mxConstants.DIRECTION_EAST||g==mxConstants.DIRECTION_WEST)a.style.width="40px";var d=a.getBoundingClientRect();g==mxConstants.DIRECTION_NORTH?(f-=d.width/2-10,e-=d.height+6):g==mxConstants.DIRECTION_SOUTH?(f-=d.width/2-10,e+=b.height+6):g==mxConstants.DIRECTION_WEST?(f-=d.width+6,e-=d.height/2-10):g==mxConstants.DIRECTION_EAST&&(f+=b.width+6,e-=d.height/2-10);a.style.left=f+"px";a.style.top=e+"px"}; EditorUi.prototype.showShapePicker=function(a,b,f,e,g,d){a=this.createShapePicker(a,b,f,e,g,mxUtils.bind(this,function(){this.hideShapePicker()}),this.getCellsForShapePicker(f,d),d);null!=a&&(null==this.hoverIcons||d||this.hoverIcons.reset(),d=this.editor.graph,d.popupMenuHandler.hideMenu(),d.tooltipHandler.hideTooltip(),this.hideCurrentMenu(),this.hideShapePicker(),this.shapePickerCallback=e,this.shapePicker=a);return a}; -EditorUi.prototype.createShapePicker=function(a,b,f,e,g,d,k,m){var u=null;if(null!=k&&0<k.length){var n=this,r=this.editor.graph;u=document.createElement("div");g=r.view.getState(f);var x=null==f||null!=g&&r.isTransparentState(g)?null:r.copyStyle(f);f=6>k.length?35*k.length:140;u.className="geToolbarContainer geSidebarContainer";u.style.cssText="position:absolute;left:"+a+"px;top:"+b+"px;width:"+f+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ -mxPopupMenu.prototype.zIndex+1+";";m||mxUtils.setPrefixedStyle(u.style,"transform","translate(-22px,-22px)");null!=r.background&&r.background!=mxConstants.NONE&&(u.style.backgroundColor=r.background);r.container.appendChild(u);f=mxUtils.bind(this,function(B){var C=document.createElement("a");C.className="geItem";C.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";u.appendChild(C);null!=x&&"1"!=urlParams.sketch? -this.sidebar.graph.pasteStyle(x,[B]):n.insertHandler([B],""!=B.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([B],25,25,C,null,!0,!1,B.geometry.width,B.geometry.height);mxEvent.addListener(C,"click",function(){var F=r.cloneCell(B);if(null!=e)e(F);else{F.geometry.x=r.snap(Math.round(a/r.view.scale)-r.view.translate.x-B.geometry.width/2);F.geometry.y=r.snap(Math.round(b/r.view.scale)-r.view.translate.y-B.geometry.height/2);r.model.beginUpdate();try{r.addCell(F)}finally{r.model.endUpdate()}r.setSelectionCell(F); -r.scrollCellToVisible(F);r.startEditingAtCell(F);null!=n.hoverIcons&&n.hoverIcons.update(r.view.getState(F))}null!=d&&d()})});for(g=0;g<(m?Math.min(k.length,4):k.length);g++)f(k[g]);k=u.offsetTop+u.clientHeight-(r.container.scrollTop+r.container.offsetHeight);0<k&&(u.style.top=Math.max(r.container.scrollTop+22,b-k)+"px");k=u.offsetLeft+u.clientWidth-(r.container.scrollLeft+r.container.offsetWidth);0<k&&(u.style.left=Math.max(r.container.scrollLeft+22,a-k)+"px")}return u}; +EditorUi.prototype.createShapePicker=function(a,b,f,e,g,d,k,n){var u=null;if(null!=k&&0<k.length){var m=this,r=this.editor.graph;u=document.createElement("div");g=r.view.getState(f);var x=null==f||null!=g&&r.isTransparentState(g)?null:r.copyStyle(f);f=6>k.length?35*k.length:140;u.className="geToolbarContainer geSidebarContainer";u.style.cssText="position:absolute;left:"+a+"px;top:"+b+"px;width:"+f+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ +mxPopupMenu.prototype.zIndex+1+";";n||mxUtils.setPrefixedStyle(u.style,"transform","translate(-22px,-22px)");null!=r.background&&r.background!=mxConstants.NONE&&(u.style.backgroundColor=r.background);r.container.appendChild(u);f=mxUtils.bind(this,function(B){var D=document.createElement("a");D.className="geItem";D.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";u.appendChild(D);null!=x&&"1"!=urlParams.sketch? +this.sidebar.graph.pasteStyle(x,[B]):m.insertHandler([B],""!=B.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([B],25,25,D,null,!0,!1,B.geometry.width,B.geometry.height);mxEvent.addListener(D,"click",function(){var F=r.cloneCell(B);if(null!=e)e(F);else{F.geometry.x=r.snap(Math.round(a/r.view.scale)-r.view.translate.x-B.geometry.width/2);F.geometry.y=r.snap(Math.round(b/r.view.scale)-r.view.translate.y-B.geometry.height/2);r.model.beginUpdate();try{r.addCell(F)}finally{r.model.endUpdate()}r.setSelectionCell(F); +r.scrollCellToVisible(F);r.startEditingAtCell(F);null!=m.hoverIcons&&m.hoverIcons.update(r.view.getState(F))}null!=d&&d()})});for(g=0;g<(n?Math.min(k.length,4):k.length);g++)f(k[g]);k=u.offsetTop+u.clientHeight-(r.container.scrollTop+r.container.offsetHeight);0<k&&(u.style.top=Math.max(r.container.scrollTop+22,b-k)+"px");k=u.offsetLeft+u.clientWidth-(r.container.scrollLeft+r.container.offsetWidth);0<k&&(u.style.left=Math.max(r.container.scrollLeft+22,a-k)+"px")}return u}; EditorUi.prototype.getCellsForShapePicker=function(a,b){b=mxUtils.bind(this,function(f,e,g,d){return this.editor.graph.createVertex(null,null,d||"",0,0,e||120,g||60,f,!1)});return[null!=a?this.editor.graph.cloneCell(a):b("text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;",40,20,"Text"),b("whiteSpace=wrap;html=1;"),b("ellipse;whiteSpace=wrap;html=1;"),b("rhombus;whiteSpace=wrap;html=1;",80,80),b("rounded=1;whiteSpace=wrap;html=1;"),b("shape=parallelogram;perimeter=parallelogramPerimeter;whiteSpace=wrap;html=1;fixedSize=1;"), b("shape=trapezoid;perimeter=trapezoidPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,60),b("shape=hexagon;perimeter=hexagonPerimeter2;whiteSpace=wrap;html=1;fixedSize=1;",120,80),b("shape=step;perimeter=stepPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,80),b("shape=process;whiteSpace=wrap;html=1;backgroundOutline=1;"),b("triangle;whiteSpace=wrap;html=1;",60,80),b("shape=document;whiteSpace=wrap;html=1;boundedLbl=1;",120,80),b("shape=tape;whiteSpace=wrap;html=1;",120,100),b("ellipse;shape=cloud;whiteSpace=wrap;html=1;", 120,80),b("shape=singleArrow;whiteSpace=wrap;html=1;arrowWidth=0.4;arrowSize=0.4;",80,60),b("shape=waypoint;sketch=0;size=6;pointerEvents=1;points=[];fillColor=none;resizable=0;rotatable=0;perimeter=centerPerimeter;snapToPoint=1;",40,40)]};EditorUi.prototype.hideShapePicker=function(a){null!=this.shapePicker&&(this.shapePicker.parentNode.removeChild(this.shapePicker),this.shapePicker=null,a||null==this.shapePickerCallback||this.shapePickerCallback(),this.shapePickerCallback=null)}; @@ -2493,51 +2495,51 @@ EditorUi.prototype.onKeyDown=function(a){var b=this.editor.graph;if(9==a.which&& g.parentNode.nodeName)}f?document.execCommand(mxEvent.isShiftDown(a)?"outdent":"indent",!1,null):mxEvent.isShiftDown(a)?b.stopEditing(!1):b.cellEditor.insertTab(b.cellEditor.isContentEditing()?null:4)}catch(d){}else mxEvent.isAltDown(a)?b.selectParentCell():b.selectCell(!mxEvent.isShiftDown(a));mxEvent.consume(a)}}; EditorUi.prototype.onKeyPress=function(a){var b=this.editor.graph;!this.isImmediateEditingEvent(a)||b.isEditing()||b.isSelectionEmpty()||0===a.which||27===a.which||mxEvent.isAltDown(a)||mxEvent.isControlDown(a)||mxEvent.isMetaDown(a)||(b.escape(),b.startEditing(),mxClient.IS_FF&&(b=b.cellEditor,null!=b.textarea&&(b.textarea.innerHTML=String.fromCharCode(a.which),a=document.createRange(),a.selectNodeContents(b.textarea),a.collapse(!1),b=window.getSelection(),b.removeAllRanges(),b.addRange(a))))}; EditorUi.prototype.isImmediateEditingEvent=function(a){return!0}; -EditorUi.prototype.updateCssForMarker=function(a,b,f,e,g){a.style.verticalAlign="top";a.style.height="21px";a.style.width="21px";a.innerText="";"flexArrow"==f?a.className=null!=e&&e!=mxConstants.NONE?"geSprite geSprite-"+b+"blocktrans":"geSprite geSprite-noarrow":(f=this.getImageForMarker(e,g),null!=f?(e=document.createElement("img"),e.style.position="absolute",e.style.marginTop="0.5px",e.setAttribute("src",f),a.className="","end"==b&&mxUtils.setPrefixedStyle(e.style,"transform","scaleX(-1)"),Editor.isDarkMode()&& -(e.style.filter="invert(100%)"),a.appendChild(e)):(a.className="geSprite geSprite-noarrow",a.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),a.style.backgroundImage="none",a.style.verticalAlign="top",a.style.marginTop="4px",a.style.fontSize="10px",a.style.filter="none",a.style.color=this.defaultStrokeColor,a.nextSibling.style.marginTop="0px"))}; +EditorUi.prototype.updateCssForMarker=function(a,b,f,e,g){a.style.verticalAlign="top";a.style.height="21px";a.style.width="21px";a.innerText="";"flexArrow"==f?a.className=null!=e&&e!=mxConstants.NONE?"geSprite geSprite-"+b+"blocktrans":"geSprite geSprite-noarrow":(f=this.getImageForMarker(e,g),null!=f?(e=document.createElement("img"),e.className="geAdaptiveAsset",e.style.position="absolute",e.style.marginTop="0.5px",e.setAttribute("src",f),a.className="","end"==b&&mxUtils.setPrefixedStyle(e.style, +"transform","scaleX(-1)"),a.appendChild(e)):(a.className="geSprite geSprite-noarrow",a.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),a.style.backgroundImage="none",a.style.verticalAlign="top",a.style.marginTop="4px",a.style.fontSize="10px",a.style.filter="none",a.style.color=this.defaultStrokeColor,a.nextSibling.style.marginTop="0px"))}; EditorUi.prototype.getImageForMarker=function(a,b){var f=null;a==mxConstants.ARROW_CLASSIC?f="1"!=b?Format.classicMarkerImage.src:Format.classicFilledMarkerImage.src:a==mxConstants.ARROW_CLASSIC_THIN?f="1"!=b?Format.classicThinMarkerImage.src:Format.openThinFilledMarkerImage.src:a==mxConstants.ARROW_OPEN?f=Format.openFilledMarkerImage.src:a==mxConstants.ARROW_OPEN_THIN?f=Format.openThinFilledMarkerImage.src:a==mxConstants.ARROW_BLOCK?f="1"!=b?Format.blockMarkerImage.src:Format.blockFilledMarkerImage.src: a==mxConstants.ARROW_BLOCK_THIN?f="1"!=b?Format.blockThinMarkerImage.src:Format.blockThinFilledMarkerImage.src:a==mxConstants.ARROW_OVAL?f="1"!=b?Format.ovalMarkerImage.src:Format.ovalFilledMarkerImage.src:a==mxConstants.ARROW_DIAMOND?f="1"!=b?Format.diamondMarkerImage.src:Format.diamondFilledMarkerImage.src:a==mxConstants.ARROW_DIAMOND_THIN?f="1"!=b?Format.diamondThinMarkerImage.src:Format.diamondThinFilledMarkerImage.src:"doubleBlock"==a?f="1"!=b?Format.doubleBlockMarkerImage.src:Format.doubleBlockFilledMarkerImage.src: "box"==a?f=Format.boxMarkerImage.src:"halfCircle"==a?f=Format.halfCircleMarkerImage.src:"openAsync"==a?f=Format.openAsyncFilledMarkerImage.src:"async"==a?f="1"!=b?Format.asyncMarkerImage.src:Format.asyncFilledMarkerImage.src:"dash"==a?f=Format.dashMarkerImage.src:"baseDash"==a?f=Format.baseDashMarkerImage.src:"cross"==a?f=Format.crossMarkerImage.src:"circle"==a?f=Format.circleMarkerImage.src:"circlePlus"==a?f=Format.circlePlusMarkerImage.src:"ERone"==a?f=Format.EROneMarkerImage.src:"ERmandOne"==a? f=Format.ERmandOneMarkerImage.src:"ERmany"==a?f=Format.ERmanyMarkerImage.src:"ERoneToMany"==a?f=Format.ERoneToManyMarkerImage.src:"ERzeroToOne"==a?f=Format.ERzeroToOneMarkerImage.src:"ERzeroToMany"==a&&(f=Format.ERzeroToManyMarkerImage.src);return f};EditorUi.prototype.createMenus=function(){return null}; EditorUi.prototype.updatePasteActionStates=function(){var a=this.editor.graph,b=this.actions.get("paste"),f=this.actions.get("pasteHere");b.setEnabled(this.editor.graph.cellEditor.isContentEditing()||(!mxClient.IS_FF&&null!=navigator.clipboard||!mxClipboard.isEmpty())&&a.isEnabled()&&!a.isCellLocked(a.getDefaultParent()));f.setEnabled(b.isEnabled())}; -EditorUi.prototype.initClipboard=function(){var a=this,b=mxClipboard.cut;mxClipboard.cut=function(d){d.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):b.apply(this,arguments);a.updatePasteActionStates()};mxClipboard.copy=function(d){var k=null;if(d.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{k=k||d.getSelectionCells();k=d.getExportableCells(d.model.getTopmostCells(k));for(var m={},u=d.createCellLookup(k),n=d.cloneCells(k,null,m),r=new mxGraphModel,x=r.getChildAt(r.getRoot(), -0),B=0;B<n.length;B++){r.add(x,n[B]);var C=d.view.getState(k[B]);if(null!=C){var F=d.getCellGeometry(n[B]);null!=F&&F.relative&&!r.isEdge(k[B])&&null==u[mxObjectIdentity.get(r.getParent(k[B]))]&&(F.offset=null,F.relative=!1,F.x=C.x/C.view.scale-C.view.translate.x,F.y=C.y/C.view.scale-C.view.translate.y)}}d.updateCustomLinks(d.createCellMapping(m,u),n);mxClipboard.insertCount=1;mxClipboard.setCells(n)}a.updatePasteActionStates();return k};var f=mxClipboard.paste;mxClipboard.paste=function(d){var k= +EditorUi.prototype.initClipboard=function(){var a=this,b=mxClipboard.cut;mxClipboard.cut=function(d){d.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):b.apply(this,arguments);a.updatePasteActionStates()};mxClipboard.copy=function(d){var k=null;if(d.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{k=k||d.getSelectionCells();k=d.getExportableCells(d.model.getTopmostCells(k));for(var n={},u=d.createCellLookup(k),m=d.cloneCells(k,null,n),r=new mxGraphModel,x=r.getChildAt(r.getRoot(), +0),B=0;B<m.length;B++){r.add(x,m[B]);var D=d.view.getState(k[B]);if(null!=D){var F=d.getCellGeometry(m[B]);null!=F&&F.relative&&!r.isEdge(k[B])&&null==u[mxObjectIdentity.get(r.getParent(k[B]))]&&(F.offset=null,F.relative=!1,F.x=D.x/D.view.scale-D.view.translate.x,F.y=D.y/D.view.scale-D.view.translate.y)}}d.updateCustomLinks(d.createCellMapping(n,u),m);mxClipboard.insertCount=1;mxClipboard.setCells(m)}a.updatePasteActionStates();return k};var f=mxClipboard.paste;mxClipboard.paste=function(d){var k= null;d.cellEditor.isContentEditing()?document.execCommand("paste",!1,null):k=f.apply(this,arguments);a.updatePasteActionStates();return k};var e=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){e.apply(this,arguments);a.updatePasteActionStates()};var g=this.editor.graph.cellEditor.stopEditing;this.editor.graph.cellEditor.stopEditing=function(d,k){g.apply(this,arguments);a.updatePasteActionStates()};this.updatePasteActionStates()}; EditorUi.prototype.lazyZoomDelay=20;EditorUi.prototype.wheelZoomDelay=400;EditorUi.prototype.buttonZoomDelay=600; -EditorUi.prototype.initCanvas=function(){var a=this.editor.graph;a.timerAutoScroll=!0;a.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((a.container.offsetWidth-34)/a.view.scale)),Math.max(0,Math.round((a.container.offsetHeight-34)/a.view.scale)))};a.view.getBackgroundPageBounds=function(){var G=this.graph.getPageLayout(),K=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+G.x*K.width),this.scale*(this.translate.y+G.y*K.height),this.scale*G.width*K.width, -this.scale*G.height*K.height)};a.getPreferredPageSize=function(G,K,Q){G=this.getPageLayout();K=this.getPageSize();return new mxRectangle(0,0,G.width*K.width,G.height*K.height)};var b=null,f=this;if(this.editor.isChromelessView()){this.chromelessResize=b=mxUtils.bind(this,function(G,K,Q,ba){if(null!=a.container&&!a.isViewer()){Q=null!=Q?Q:0;ba=null!=ba?ba:0;var la=a.pageVisible?a.view.getBackgroundPageBounds():a.getGraphBounds(),ra=mxUtils.hasScrollbars(a.container),X=a.view.translate,ca=a.view.scale, -oa=mxRectangle.fromRectangle(la);oa.x=oa.x/ca-X.x;oa.y=oa.y/ca-X.y;oa.width/=ca;oa.height/=ca;X=a.container.scrollTop;var ta=a.container.scrollLeft,Ka=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)Ka+=3;var Ha=a.container.offsetWidth-Ka;Ka=a.container.offsetHeight-Ka;G=G?Math.max(.3,Math.min(K||1,Ha/oa.width)):ca;K=(Ha-G*oa.width)/2/G;var va=0==this.lightboxVerticalDivider?0:(Ka-G*oa.height)/this.lightboxVerticalDivider/G;ra&&(K=Math.max(K,0),va=Math.max(va, -0));if(ra||la.width<Ha||la.height<Ka)a.view.scaleAndTranslate(G,Math.floor(K-oa.x),Math.floor(va-oa.y)),a.container.scrollTop=X*G/ca,a.container.scrollLeft=ta*G/ca;else if(0!=Q||0!=ba)la=a.view.translate,a.view.setTranslate(Math.floor(la.x+Q/ca),Math.floor(la.y+ba/ca))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var e=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",e);this.destroyFunctions.push(function(){mxEvent.removeListener(window, +EditorUi.prototype.initCanvas=function(){var a=this.editor.graph;a.timerAutoScroll=!0;a.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((a.container.offsetWidth-34)/a.view.scale)),Math.max(0,Math.round((a.container.offsetHeight-34)/a.view.scale)))};a.view.getBackgroundPageBounds=function(){var G=this.graph.getPageLayout(),M=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+G.x*M.width),this.scale*(this.translate.y+G.y*M.height),this.scale*G.width*M.width, +this.scale*G.height*M.height)};a.getPreferredPageSize=function(G,M,U){G=this.getPageLayout();M=this.getPageSize();return new mxRectangle(0,0,G.width*M.width,G.height*M.height)};var b=null,f=this;if(this.editor.isChromelessView()){this.chromelessResize=b=mxUtils.bind(this,function(G,M,U,ba){if(null!=a.container&&!a.isViewer()){U=null!=U?U:0;ba=null!=ba?ba:0;var la=a.pageVisible?a.view.getBackgroundPageBounds():a.getGraphBounds(),ra=mxUtils.hasScrollbars(a.container),Y=a.view.translate,da=a.view.scale, +pa=mxRectangle.fromRectangle(la);pa.x=pa.x/da-Y.x;pa.y=pa.y/da-Y.y;pa.width/=da;pa.height/=da;Y=a.container.scrollTop;var wa=a.container.scrollLeft,Ka=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)Ka+=3;var Ha=a.container.offsetWidth-Ka;Ka=a.container.offsetHeight-Ka;G=G?Math.max(.3,Math.min(M||1,Ha/pa.width)):da;M=(Ha-G*pa.width)/2/G;var ua=0==this.lightboxVerticalDivider?0:(Ka-G*pa.height)/this.lightboxVerticalDivider/G;ra&&(M=Math.max(M,0),ua=Math.max(ua, +0));if(ra||la.width<Ha||la.height<Ka)a.view.scaleAndTranslate(G,Math.floor(M-pa.x),Math.floor(ua-pa.y)),a.container.scrollTop=Y*G/da,a.container.scrollLeft=wa*G/da;else if(0!=U||0!=ba)la=a.view.translate,a.view.setTranslate(Math.floor(la.x+U/da),Math.floor(la.y+ba/da))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var e=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",e);this.destroyFunctions.push(function(){mxEvent.removeListener(window, "resize",e)});this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.chromelessResize(!0)}));this.actions.get("zoomIn").funct=mxUtils.bind(this,function(G){a.zoomIn();this.chromelessResize(!1)});this.actions.get("zoomOut").funct=mxUtils.bind(this,function(G){a.zoomOut();this.chromelessResize(!1)});if("0"!=urlParams.toolbar){var g=JSON.parse(decodeURIComponent(urlParams["toolbar-config"]||"{}"));this.chromelessToolbar=document.createElement("div");this.chromelessToolbar.style.position= "fixed";this.chromelessToolbar.style.overflow="hidden";this.chromelessToolbar.style.boxSizing="border-box";this.chromelessToolbar.style.whiteSpace="nowrap";this.chromelessToolbar.style.padding="10px 10px 8px 10px";this.chromelessToolbar.style.left=a.isViewer()?"0":"50%";mxClient.IS_IE||mxClient.IS_IE11?(this.chromelessToolbar.style.backgroundColor="#ffffff",this.chromelessToolbar.style.border="3px solid black"):this.chromelessToolbar.style.backgroundColor="#000000";mxUtils.setPrefixedStyle(this.chromelessToolbar.style, -"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var d=mxUtils.bind(this,function(){var G=mxUtils.getCurrentStyle(a.container);a.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=G?parseInt(G["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",d);d();var k=0;d=mxUtils.bind(this,function(G,K,Q){k++; -var ba=document.createElement("span");ba.style.paddingLeft="8px";ba.style.paddingRight="8px";ba.style.cursor="pointer";mxEvent.addListener(ba,"click",G);null!=Q&&ba.setAttribute("title",Q);G=document.createElement("img");G.setAttribute("border","0");G.setAttribute("src",K);G.style.width="36px";G.style.filter="invert(100%)";ba.appendChild(G);this.chromelessToolbar.appendChild(ba);return ba});null!=g.backBtn&&d(mxUtils.bind(this,function(G){window.location.href=g.backBtn.url;mxEvent.consume(G)}),Editor.backImage, -mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var m=d(mxUtils.bind(this,function(G){this.actions.get("previousPage").funct();mxEvent.consume(G)}),Editor.previousImage,mxResources.get("previousPage")),u=document.createElement("div");u.style.fontFamily=Editor.defaultHtmlFont;u.style.display="inline-block";u.style.verticalAlign="top";u.style.fontWeight="bold";u.style.marginTop="8px";u.style.fontSize="14px";u.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff";this.chromelessToolbar.appendChild(u); -var n=d(mxUtils.bind(this,function(G){this.actions.get("nextPage").funct();mxEvent.consume(G)}),Editor.nextImage,mxResources.get("nextPage")),r=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(u.innerText="",mxUtils.write(u,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});m.style.paddingLeft="0px";m.style.paddingRight="4px";n.style.paddingLeft="4px";n.style.paddingRight="0px";var x=mxUtils.bind(this,function(){null!=this.pages&& -1<this.pages.length&&null!=this.currentPage?(n.style.display="",m.style.display="",u.style.display="inline-block"):(n.style.display="none",m.style.display="none",u.style.display="none");r()});this.editor.addListener("resetGraphView",x);this.editor.addListener("pageSelected",r)}d(mxUtils.bind(this,function(G){this.actions.get("zoomOut").funct();mxEvent.consume(G)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){this.actions.get("zoomIn").funct(); -mxEvent.consume(G)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){a.isLightboxView()?(1==a.view.scale?this.lightboxFit():a.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(G)}),Editor.zoomFitImage,mxResources.get("fit"));var B=null,C=null,F=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=C&&(window.clearTimeout(C),C=null);B=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, -0);B=null;C=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";C=null}),600)}),G||200)}),I=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=C&&(window.clearTimeout(C),C=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,G||30)});if("1"==urlParams.layers){this.layersDialog=null;var D=d(mxUtils.bind(this,function(G){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), -this.layersDialog=null;else{this.layersDialog=a.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var K=D.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= -"4px 2px 4px 2px";this.layersDialog.style.left=K.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));K=mxUtils.getCurrentStyle(this.editor.graph.container); -this.layersDialog.style.zIndex=K.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(G)}),Editor.layersImage,mxResources.get("layers")),N=a.getModel();N.addListener(mxEvent.CHANGE,function(){D.style.display=1<N.getChildCount(N.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(d);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||d(mxUtils.bind(this,function(G){null!= -this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):a.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(G)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(x=0;x<this.lightboxToolbarActions.length;x++){var S=this.lightboxToolbarActions[x];S.elem=d(S.fn,S.icon,S.tooltip)}null!=g.refreshBtn&&d(mxUtils.bind(this,function(G){g.refreshBtn.url?window.location.href=g.refreshBtn.url: +"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var d=mxUtils.bind(this,function(){var G=mxUtils.getCurrentStyle(a.container);a.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=G?parseInt(G["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",d);d();var k=0;d=mxUtils.bind(this,function(G,M,U){k++; +var ba=document.createElement("span");ba.style.paddingLeft="8px";ba.style.paddingRight="8px";ba.style.cursor="pointer";mxEvent.addListener(ba,"click",G);null!=U&&ba.setAttribute("title",U);G=document.createElement("img");G.setAttribute("border","0");G.setAttribute("src",M);G.style.width="36px";G.style.filter="invert(100%)";ba.appendChild(G);this.chromelessToolbar.appendChild(ba);return ba});null!=g.backBtn&&d(mxUtils.bind(this,function(G){window.location.href=g.backBtn.url;mxEvent.consume(G)}),Editor.backImage, +mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var n=d(mxUtils.bind(this,function(G){this.actions.get("previousPage").funct();mxEvent.consume(G)}),Editor.previousImage,mxResources.get("previousPage")),u=document.createElement("div");u.style.fontFamily=Editor.defaultHtmlFont;u.style.display="inline-block";u.style.verticalAlign="top";u.style.fontWeight="bold";u.style.marginTop="8px";u.style.fontSize="14px";u.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff";this.chromelessToolbar.appendChild(u); +var m=d(mxUtils.bind(this,function(G){this.actions.get("nextPage").funct();mxEvent.consume(G)}),Editor.nextImage,mxResources.get("nextPage")),r=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(u.innerText="",mxUtils.write(u,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});n.style.paddingLeft="0px";n.style.paddingRight="4px";m.style.paddingLeft="4px";m.style.paddingRight="0px";var x=mxUtils.bind(this,function(){null!=this.pages&& +1<this.pages.length&&null!=this.currentPage?(m.style.display="",n.style.display="",u.style.display="inline-block"):(m.style.display="none",n.style.display="none",u.style.display="none");r()});this.editor.addListener("resetGraphView",x);this.editor.addListener("pageSelected",r)}d(mxUtils.bind(this,function(G){this.actions.get("zoomOut").funct();mxEvent.consume(G)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){this.actions.get("zoomIn").funct(); +mxEvent.consume(G)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");d(mxUtils.bind(this,function(G){a.isLightboxView()?(1==a.view.scale?this.lightboxFit():a.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(G)}),Editor.zoomFitImage,mxResources.get("fit"));var B=null,D=null,F=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=D&&(window.clearTimeout(D),D=null);B=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, +0);B=null;D=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";D=null}),600)}),G||200)}),J=mxUtils.bind(this,function(G){null!=B&&(window.clearTimeout(B),B=null);null!=D&&(window.clearTimeout(D),D=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,G||30)});if("1"==urlParams.layers){this.layersDialog=null;var C=d(mxUtils.bind(this,function(G){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), +this.layersDialog=null;else{this.layersDialog=a.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var M=C.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= +"4px 2px 4px 2px";this.layersDialog.style.left=M.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));M=mxUtils.getCurrentStyle(this.editor.graph.container); +this.layersDialog.style.zIndex=M.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(G)}),Editor.layersImage,mxResources.get("layers")),O=a.getModel();O.addListener(mxEvent.CHANGE,function(){C.style.display=1<O.getChildCount(O.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(d);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||d(mxUtils.bind(this,function(G){null!= +this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):a.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(G)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(x=0;x<this.lightboxToolbarActions.length;x++){var R=this.lightboxToolbarActions[x];R.elem=d(R.fn,R.icon,R.tooltip)}null!=g.refreshBtn&&d(mxUtils.bind(this,function(G){g.refreshBtn.url?window.location.href=g.refreshBtn.url: window.location.reload();mxEvent.consume(G)}),Editor.refreshImage,mxResources.get("refresh",null,"Refresh"));null!=g.fullscreenBtn&&window.self!==window.top&&d(mxUtils.bind(this,function(G){g.fullscreenBtn.url?a.openLink(g.fullscreenBtn.url):a.openLink(window.location.href);mxEvent.consume(G)}),Editor.fullscreenImage,mxResources.get("openInNewWindow",null,"Open in New Window"));(g.closeBtn&&window.self===window.top||a.lightbox&&("1"==urlParams.close||this.container!=document.body))&&d(mxUtils.bind(this, function(G){"1"==urlParams.close||g.closeBtn?window.close():(this.destroy(),mxEvent.consume(G))}),Editor.closeImage,mxResources.get("close")+" (Escape)");this.chromelessToolbar.style.display="none";a.isViewer()||mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transform","translate(-50%,0)");a.container.appendChild(this.chromelessToolbar);mxEvent.addListener(a.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(G){mxEvent.isTouchEvent(G)||(mxEvent.isShiftDown(G)|| -I(30),F())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(G){mxEvent.consume(G)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(G){a.tooltipHandler.resetTimer();a.tooltipHandler.hideTooltip();mxEvent.isShiftDown(G)?F():I(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(G){mxEvent.isShiftDown(G)?F():I(100);mxEvent.consume(G)}));mxEvent.addListener(this.chromelessToolbar, -"mouseleave",mxUtils.bind(this,function(G){mxEvent.isTouchEvent(G)||I(30)}));var T=a.getTolerance();a.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(G,K){this.startX=K.getGraphX();this.startY=K.getGraphY();this.scrollLeft=a.container.scrollLeft;this.scrollTop=a.container.scrollTop},mouseMove:function(G,K){},mouseUp:function(G,K){mxEvent.isTouchEvent(K.getEvent())&&Math.abs(this.scrollLeft-a.container.scrollLeft)<T&&Math.abs(this.scrollTop-a.container.scrollTop)<T&& -Math.abs(this.startX-K.getGraphX())<T&&Math.abs(this.startY-K.getGraphY())<T&&(0<parseFloat(f.chromelessToolbar.style.opacity||0)?F():I(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var P=a.view.validate;a.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var G=this.graph.getPagePadding(),K=this.graph.getPageSize();this.translate.x=G.x-(this.x0||0)*K.width;this.translate.y=G.y-(this.y0||0)*K.height}P.apply(this, -arguments)};if(!a.isViewer()){var Z=a.sizeDidChange;a.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var G=this.getPageLayout(),K=this.getPagePadding(),Q=this.getPageSize(),ba=Math.ceil(2*K.x+G.width*Q.width),la=Math.ceil(2*K.y+G.height*Q.height),ra=a.minimumGraphSize;if(null==ra||ra.width!=ba||ra.height!=la)a.minimumGraphSize=new mxRectangle(0,0,ba,la);ba=K.x-G.x*Q.width;K=K.y-G.y*Q.height;this.autoTranslate||this.view.translate.x==ba&&this.view.translate.y== -K?Z.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=G.x,this.view.y0=G.y,G=a.view.translate.x,Q=a.view.translate.y,a.view.setTranslate(ba,K),a.container.scrollLeft+=Math.round((ba-G)*a.view.scale),a.container.scrollTop+=Math.round((K-Q)*a.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var U=a.view.getBackgroundPane(),V=a.view.getDrawPane();a.cumulativeZoomFactor=1;var aa=null,ia=null,ea=null,qa=null,O=null,R=function(G){null!= -aa&&window.clearTimeout(aa);0<=G&&window.setTimeout(function(){if(!a.isMouseDown||qa)aa=window.setTimeout(mxUtils.bind(this,function(){a.isFastZoomEnabled()&&(null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform",null)),V.style.transformOrigin="",U.style.transformOrigin="",mxClient.IS_SF?(V.style.transform="scale(1)", -U.style.transform="scale(1)",window.setTimeout(function(){V.style.transform="";U.style.transform=""},0)):(V.style.transform="",U.style.transform=""),a.view.getDecoratorPane().style.opacity="",a.view.getOverlayPane().style.opacity="");var K=new mxPoint(a.container.scrollLeft,a.container.scrollTop),Q=mxUtils.getOffset(a.container),ba=a.view.scale,la=0,ra=0;null!=ia&&(la=a.container.offsetWidth/2-ia.x+Q.x,ra=a.container.offsetHeight/2-ia.y+Q.y);a.zoom(a.cumulativeZoomFactor,null,a.isFastZoomEnabled()? -20:null);a.view.scale!=ba&&(null!=ea&&(la+=K.x-ea.x,ra+=K.y-ea.y),null!=b&&f.chromelessResize(!1,null,la*(a.cumulativeZoomFactor-1),ra*(a.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(a.container)||0==la&&0==ra||(a.container.scrollLeft-=la*(a.cumulativeZoomFactor-1),a.container.scrollTop-=ra*(a.cumulativeZoomFactor-1)));null!=O&&V.setAttribute("filter",O);a.cumulativeZoomFactor=1;O=qa=ia=ea=aa=null}),null!=G?G:a.isFastZoomEnabled()?f.wheelZoomDelay:f.lazyZoomDelay)},0)};a.lazyZoom=function(G,K, -Q,ba){ba=null!=ba?ba:this.zoomFactor;(K=K||!a.scrollbars)&&(ia=new mxPoint(a.container.offsetLeft+a.container.clientWidth/2,a.container.offsetTop+a.container.clientHeight/2));G?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale- -.05)/this.view.scale:(this.cumulativeZoomFactor/=ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;a.isFastZoomEnabled()&&(null==O&&""!=V.getAttribute("filter")&&(O=V.getAttribute("filter"),V.removeAttribute("filter")),ea=new mxPoint(a.container.scrollLeft,a.container.scrollTop),G=K||null==ia?a.container.scrollLeft+a.container.clientWidth/ -2:ia.x+a.container.scrollLeft-a.container.offsetLeft,ba=K||null==ia?a.container.scrollTop+a.container.clientHeight/2:ia.y+a.container.scrollTop-a.container.offsetTop,V.style.transformOrigin=G+"px "+ba+"px",V.style.transform="scale("+this.cumulativeZoomFactor+")",U.style.transformOrigin=G+"px "+ba+"px",U.style.transform="scale("+this.cumulativeZoomFactor+")",null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(G=a.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(G.style, -"transform-origin",(K||null==ia?a.container.clientWidth/2+a.container.scrollLeft-G.offsetLeft+"px":ia.x+a.container.scrollLeft-G.offsetLeft-a.container.offsetLeft+"px")+" "+(K||null==ia?a.container.clientHeight/2+a.container.scrollTop-G.offsetTop+"px":ia.y+a.container.scrollTop-G.offsetTop-a.container.offsetTop+"px")),mxUtils.setPrefixedStyle(G.style,"transform","scale("+this.cumulativeZoomFactor+")")),a.view.getDecoratorPane().style.opacity="0",a.view.getOverlayPane().style.opacity="0",null!=f.hoverIcons&& -f.hoverIcons.reset());R(a.isFastZoomEnabled()?Q:0)};mxEvent.addGestureListeners(a.container,function(G){null!=aa&&window.clearTimeout(aa)},null,function(G){1!=a.cumulativeZoomFactor&&R(0)});mxEvent.addListener(a.container,"scroll",function(G){null==aa||a.isMouseDown||1==a.cumulativeZoomFactor||R(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(G,K,Q,ba,la){a.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!a.scrollbars&&!Q&&a.isScrollWheelEvent(G))Q= -a.view.getTranslate(),ba=40/a.view.scale,mxEvent.isShiftDown(G)?a.view.setTranslate(Q.x+(K?-ba:ba),Q.y):a.view.setTranslate(Q.x,Q.y+(K?ba:-ba));else if(Q||a.isZoomWheelEvent(G))for(var ra=mxEvent.getSource(G);null!=ra;){if(ra==a.container)return a.tooltipHandler.hideTooltip(),ia=null!=ba&&null!=la?new mxPoint(ba,la):new mxPoint(mxEvent.getClientX(G),mxEvent.getClientY(G)),qa=Q,Q=a.zoomFactor,ba=null,G.ctrlKey&&null!=G.deltaY&&40>Math.abs(G.deltaY)&&Math.round(G.deltaY)!=G.deltaY?Q=1+Math.abs(G.deltaY)/ -20*(Q-1):null!=G.movementY&&"pointermove"==G.type&&(Q=1+Math.max(1,Math.abs(G.movementY))/20*(Q-1),ba=-1),a.lazyZoom(K,null,ba,Q),mxEvent.consume(G),!1;ra=ra.parentNode}}),a.container);a.panningHandler.zoomGraph=function(G){a.cumulativeZoomFactor=G.scale;a.lazyZoom(0<G.scale,!0);mxEvent.consume(G)}};EditorUi.prototype.addChromelessToolbarItems=function(a){a(mxUtils.bind(this,function(b){this.actions.get("print").funct();mxEvent.consume(b)}),Editor.printImage,mxResources.get("print"))}; +J(30),F())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(G){mxEvent.consume(G)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(G){a.tooltipHandler.resetTimer();a.tooltipHandler.hideTooltip();mxEvent.isShiftDown(G)?F():J(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(G){mxEvent.isShiftDown(G)?F():J(100);mxEvent.consume(G)}));mxEvent.addListener(this.chromelessToolbar, +"mouseleave",mxUtils.bind(this,function(G){mxEvent.isTouchEvent(G)||J(30)}));var T=a.getTolerance();a.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(G,M){this.startX=M.getGraphX();this.startY=M.getGraphY();this.scrollLeft=a.container.scrollLeft;this.scrollTop=a.container.scrollTop},mouseMove:function(G,M){},mouseUp:function(G,M){mxEvent.isTouchEvent(M.getEvent())&&Math.abs(this.scrollLeft-a.container.scrollLeft)<T&&Math.abs(this.scrollTop-a.container.scrollTop)<T&& +Math.abs(this.startX-M.getGraphX())<T&&Math.abs(this.startY-M.getGraphY())<T&&(0<parseFloat(f.chromelessToolbar.style.opacity||0)?F():J(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var Q=a.view.validate;a.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var G=this.graph.getPagePadding(),M=this.graph.getPageSize();this.translate.x=G.x-(this.x0||0)*M.width;this.translate.y=G.y-(this.y0||0)*M.height}Q.apply(this, +arguments)};if(!a.isViewer()){var aa=a.sizeDidChange;a.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var G=this.getPageLayout(),M=this.getPagePadding(),U=this.getPageSize(),ba=Math.ceil(2*M.x+G.width*U.width),la=Math.ceil(2*M.y+G.height*U.height),ra=a.minimumGraphSize;if(null==ra||ra.width!=ba||ra.height!=la)a.minimumGraphSize=new mxRectangle(0,0,ba,la);ba=M.x-G.x*U.width;M=M.y-G.y*U.height;this.autoTranslate||this.view.translate.x==ba&&this.view.translate.y== +M?aa.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=G.x,this.view.y0=G.y,G=a.view.translate.x,U=a.view.translate.y,a.view.setTranslate(ba,M),a.container.scrollLeft+=Math.round((ba-G)*a.view.scale),a.container.scrollTop+=Math.round((M-U)*a.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var S=a.view.getBackgroundPane(),P=a.view.getDrawPane();a.cumulativeZoomFactor=1;var X=null,ha=null,fa=null,sa=null,K=null,V=function(G){null!= +X&&window.clearTimeout(X);0<=G&&window.setTimeout(function(){if(!a.isMouseDown||sa)X=window.setTimeout(mxUtils.bind(this,function(){a.isFastZoomEnabled()&&(null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(a.view.backgroundPageShape.node.style,"transform",null)),P.style.transformOrigin="",S.style.transformOrigin="",mxClient.IS_SF?(P.style.transform="scale(1)",S.style.transform= +"scale(1)",window.setTimeout(function(){P.style.transform="";S.style.transform=""},0)):(P.style.transform="",S.style.transform=""),a.view.getDecoratorPane().style.opacity="",a.view.getOverlayPane().style.opacity="");var M=new mxPoint(a.container.scrollLeft,a.container.scrollTop),U=mxUtils.getOffset(a.container),ba=a.view.scale,la=0,ra=0;null!=ha&&(la=a.container.offsetWidth/2-ha.x+U.x,ra=a.container.offsetHeight/2-ha.y+U.y);a.zoom(a.cumulativeZoomFactor,null,a.isFastZoomEnabled()?20:null);a.view.scale!= +ba&&(null!=fa&&(la+=M.x-fa.x,ra+=M.y-fa.y),null!=b&&f.chromelessResize(!1,null,la*(a.cumulativeZoomFactor-1),ra*(a.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(a.container)||0==la&&0==ra||(a.container.scrollLeft-=la*(a.cumulativeZoomFactor-1),a.container.scrollTop-=ra*(a.cumulativeZoomFactor-1)));null!=K&&P.setAttribute("filter",K);a.cumulativeZoomFactor=1;K=sa=ha=fa=X=null}),null!=G?G:a.isFastZoomEnabled()?f.wheelZoomDelay:f.lazyZoomDelay)},0)};a.lazyZoom=function(G,M,U,ba){ba=null!=ba?ba:this.zoomFactor; +(M=M||!a.scrollbars)&&(ha=new mxPoint(a.container.offsetLeft+a.container.clientWidth/2,a.container.offsetTop+a.container.clientHeight/2));G?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale-.05)/this.view.scale:(this.cumulativeZoomFactor/= +ba,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;a.isFastZoomEnabled()&&(null==K&&""!=P.getAttribute("filter")&&(K=P.getAttribute("filter"),P.removeAttribute("filter")),fa=new mxPoint(a.container.scrollLeft,a.container.scrollTop),G=M||null==ha?a.container.scrollLeft+a.container.clientWidth/2:ha.x+a.container.scrollLeft-a.container.offsetLeft, +ba=M||null==ha?a.container.scrollTop+a.container.clientHeight/2:ha.y+a.container.scrollTop-a.container.offsetTop,P.style.transformOrigin=G+"px "+ba+"px",P.style.transform="scale("+this.cumulativeZoomFactor+")",S.style.transformOrigin=G+"px "+ba+"px",S.style.transform="scale("+this.cumulativeZoomFactor+")",null!=a.view.backgroundPageShape&&null!=a.view.backgroundPageShape.node&&(G=a.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(G.style,"transform-origin",(M||null==ha?a.container.clientWidth/ +2+a.container.scrollLeft-G.offsetLeft+"px":ha.x+a.container.scrollLeft-G.offsetLeft-a.container.offsetLeft+"px")+" "+(M||null==ha?a.container.clientHeight/2+a.container.scrollTop-G.offsetTop+"px":ha.y+a.container.scrollTop-G.offsetTop-a.container.offsetTop+"px")),mxUtils.setPrefixedStyle(G.style,"transform","scale("+this.cumulativeZoomFactor+")")),a.view.getDecoratorPane().style.opacity="0",a.view.getOverlayPane().style.opacity="0",null!=f.hoverIcons&&f.hoverIcons.reset());V(a.isFastZoomEnabled()? +U:0)};mxEvent.addGestureListeners(a.container,function(G){null!=X&&window.clearTimeout(X)},null,function(G){1!=a.cumulativeZoomFactor&&V(0)});mxEvent.addListener(a.container,"scroll",function(G){null==X||a.isMouseDown||1==a.cumulativeZoomFactor||V(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(G,M,U,ba,la){a.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!a.scrollbars&&!U&&a.isScrollWheelEvent(G))U=a.view.getTranslate(),ba=40/a.view.scale,mxEvent.isShiftDown(G)? +a.view.setTranslate(U.x+(M?-ba:ba),U.y):a.view.setTranslate(U.x,U.y+(M?ba:-ba));else if(U||a.isZoomWheelEvent(G))for(var ra=mxEvent.getSource(G);null!=ra;){if(ra==a.container)return a.tooltipHandler.hideTooltip(),ha=null!=ba&&null!=la?new mxPoint(ba,la):new mxPoint(mxEvent.getClientX(G),mxEvent.getClientY(G)),sa=U,U=a.zoomFactor,ba=null,G.ctrlKey&&null!=G.deltaY&&40>Math.abs(G.deltaY)&&Math.round(G.deltaY)!=G.deltaY?U=1+Math.abs(G.deltaY)/20*(U-1):null!=G.movementY&&"pointermove"==G.type&&(U=1+Math.max(1, +Math.abs(G.movementY))/20*(U-1),ba=-1),a.lazyZoom(M,null,ba,U),mxEvent.consume(G),!1;ra=ra.parentNode}}),a.container);a.panningHandler.zoomGraph=function(G){a.cumulativeZoomFactor=G.scale;a.lazyZoom(0<G.scale,!0);mxEvent.consume(G)}};EditorUi.prototype.addChromelessToolbarItems=function(a){a(mxUtils.bind(this,function(b){this.actions.get("print").funct();mxEvent.consume(b)}),Editor.printImage,mxResources.get("print"))}; EditorUi.prototype.isPagesEnabled=function(){return this.editor.editable||"1"!=urlParams["hide-pages"]};EditorUi.prototype.createTemporaryGraph=function(a){return Graph.createOffscreenGraph(a)};EditorUi.prototype.addChromelessClickHandler=function(){var a=urlParams.highlight;null!=a&&0<a.length&&(a="#"+a);this.editor.graph.addClickHandler(a)}; EditorUi.prototype.toggleFormatPanel=function(a){a=null!=a?a:0==this.formatWidth;null!=this.format&&(this.formatWidth=a?240:0,this.formatContainer.style.display=a?"":"none",this.refresh(),this.format.refresh(),this.fireEvent(new mxEventObject("formatWidthChanged")))}; EditorUi.prototype.lightboxFit=function(a){if(this.isDiagramEmpty())this.editor.graph.view.setScale(1);else{var b=urlParams.border,f=60;null!=b&&(f=parseInt(b));this.editor.graph.maxFitScale=this.lightboxMaxFitScale;this.editor.graph.fit(f,null,null,null,null,null,a);this.editor.graph.maxFitScale=null}};EditorUi.prototype.isDiagramEmpty=function(){var a=this.editor.graph.getModel();return 1==a.getChildCount(a.root)&&0==a.getChildCount(a.getChildAt(a.root,0))}; @@ -2554,7 +2556,7 @@ a.scrollTileSize.height*a.view.scale))/4)));a.container.scrollLeft=Math.floor(Ma EditorUi.prototype.setPageVisible=function(a){var b=this.editor.graph,f=mxUtils.hasScrollbars(b.container),e=0,g=0;f&&(e=b.view.translate.x*b.view.scale-b.container.scrollLeft,g=b.view.translate.y*b.view.scale-b.container.scrollTop);b.pageVisible=a;b.pageBreaksVisible=a;b.preferPageSize=a;b.view.validateBackground();if(f){var d=b.getSelectionCells();b.clearSelection();b.setSelectionCells(d)}b.sizeDidChange();f&&(b.container.scrollLeft=b.view.translate.x*b.view.scale-e,b.container.scrollTop=b.view.translate.y* b.view.scale-g);b.defaultPageVisible=a;this.fireEvent(new mxEventObject("pageViewChanged"))}; EditorUi.prototype.installResizeHandler=function(a,b,f){b&&(a.window.setSize=function(g,d){if(!this.minimized){var k=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight;g=Math.min(g,(window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth)-this.getX());d=Math.min(d,k-this.getY())}mxWindow.prototype.setSize.apply(this,arguments)});a.window.setLocation=function(g,d){var k=window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth, -m=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,u=parseInt(this.div.style.width),n=parseInt(this.div.style.height);g=Math.max(0,Math.min(g,k-u));d=Math.max(0,Math.min(d,m-n));this.getX()==g&&this.getY()==d||mxWindow.prototype.setLocation.apply(this,arguments);b&&!this.minimized&&this.setSize(u,n)};var e=mxUtils.bind(this,function(){var g=a.window.getX(),d=a.window.getY();a.window.setLocation(g,d)});mxEvent.addListener(window,"resize",e);a.destroy=function(){mxEvent.removeListener(window, +n=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,u=parseInt(this.div.style.width),m=parseInt(this.div.style.height);g=Math.max(0,Math.min(g,k-u));d=Math.max(0,Math.min(d,n-m));this.getX()==g&&this.getY()==d||mxWindow.prototype.setLocation.apply(this,arguments);b&&!this.minimized&&this.setSize(u,m)};var e=mxUtils.bind(this,function(){var g=a.window.getX(),d=a.window.getY();a.window.setLocation(g,d)});mxEvent.addListener(window,"resize",e);a.destroy=function(){mxEvent.removeListener(window, "resize",e);a.window.destroy();null!=f&&f()}};function ChangeGridColor(a,b){this.ui=a;this.color=b}ChangeGridColor.prototype.execute=function(){var a=this.ui.editor.graph.view.gridColor;this.ui.setGridColor(this.color);this.color=a};(function(){var a=new mxObjectCodec(new ChangeGridColor,["ui"]);mxCodecRegistry.register(a)})(); function ChangePageSetup(a,b,f,e,g){this.ui=a;this.previousColor=this.color=b;this.previousImage=this.image=f;this.previousFormat=this.format=e;this.previousPageScale=this.pageScale=g;this.ignoreImage=this.ignoreColor=!1} ChangePageSetup.prototype.execute=function(){var a=this.ui.editor.graph;if(!this.ignoreColor){this.color=this.previousColor;var b=a.background;this.ui.setBackgroundColor(this.previousColor);this.previousColor=b}if(!this.ignoreImage){this.image=this.previousImage;b=a.backgroundImage;var f=this.previousImage;null!=f&&null!=f.src&&"data:page/id,"==f.src.substring(0,13)&&(f=this.ui.createImageForPageLink(f.src,this.ui.currentPage));this.ui.setBackgroundImage(f);this.previousImage=b}null!=this.previousFormat&& @@ -2564,7 +2566,7 @@ EditorUi.prototype.setBackgroundColor=function(a){this.editor.graph.background=a EditorUi.prototype.setPageFormat=function(a,b){b=null!=b?b:"1"==urlParams.sketch;this.editor.graph.pageFormat=a;b||(this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct());this.fireEvent(new mxEventObject("pageFormatChanged"))}; EditorUi.prototype.setPageScale=function(a){this.editor.graph.pageScale=a;this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct();this.fireEvent(new mxEventObject("pageScaleChanged"))};EditorUi.prototype.setGridColor=function(a){this.editor.graph.view.gridColor=a;this.editor.graph.view.validateBackground();this.fireEvent(new mxEventObject("gridColorChanged"))}; EditorUi.prototype.addUndoListener=function(){var a=this.actions.get("undo"),b=this.actions.get("redo"),f=this.editor.undoManager,e=mxUtils.bind(this,function(){a.setEnabled(this.canUndo());b.setEnabled(this.canRedo())});f.addListener(mxEvent.ADD,e);f.addListener(mxEvent.UNDO,e);f.addListener(mxEvent.REDO,e);f.addListener(mxEvent.CLEAR,e);var g=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){g.apply(this,arguments);e()};var d=this.editor.graph.cellEditor.stopEditing; -this.editor.graph.cellEditor.stopEditing=function(k,m){d.apply(this,arguments);e()};e()}; +this.editor.graph.cellEditor.stopEditing=function(k,n){d.apply(this,arguments);e()};e()}; EditorUi.prototype.updateActionStates=function(){for(var a=this.editor.graph,b=this.getSelectionState(),f=a.isEnabled()&&!a.isCellLocked(a.getDefaultParent()),e="cut copy bold italic underline delete duplicate editStyle editTooltip editLink backgroundColor borderColor edit toFront toBack solid dashed pasteSize dotted fillColor gradientColor shadow fontColor formattedText rounded toggleRounded strokeColor sharp snapToGrid".split(" "),g=0;g<e.length;g++)this.actions.get(e[g]).setEnabled(0<b.cells.length); this.actions.get("grid").setEnabled(!this.editor.chromeless||this.editor.editable);this.actions.get("pasteSize").setEnabled(null!=this.copiedSize&&0<b.vertices.length);this.actions.get("pasteData").setEnabled(null!=this.copiedValue&&0<b.cells.length);this.actions.get("setAsDefaultStyle").setEnabled(1==a.getSelectionCount());this.actions.get("lockUnlock").setEnabled(!a.isSelectionEmpty());this.actions.get("bringForward").setEnabled(1==b.cells.length);this.actions.get("sendBackward").setEnabled(1== b.cells.length);this.actions.get("rotation").setEnabled(1==b.vertices.length);this.actions.get("wordWrap").setEnabled(1==b.vertices.length);this.actions.get("autosize").setEnabled(1==b.vertices.length);this.actions.get("copySize").setEnabled(1==b.vertices.length);this.actions.get("clearWaypoints").setEnabled(b.connections);this.actions.get("curved").setEnabled(0<b.edges.length);this.actions.get("turn").setEnabled(0<b.cells.length);this.actions.get("group").setEnabled(!b.row&&!b.cell&&(1<b.cells.length|| @@ -2574,31 +2576,32 @@ this.actions.get("selectAll").setEnabled(f);this.actions.get("selectNone").setEn 1<b.vertices.length);this.menus.get("align").setEnabled(b.unlocked&&0<b.cells.length);this.updatePasteActionStates()};EditorUi.prototype.zeroOffset=new mxPoint(0,0);EditorUi.prototype.getDiagramContainerOffset=function(){return this.zeroOffset}; EditorUi.prototype.refresh=function(a){a=null!=a?a:!0;var b=this.container.clientWidth,f=this.container.clientHeight;this.container==document.body&&(b=document.body.clientWidth||document.documentElement.clientWidth,f=document.documentElement.clientHeight);var e=0;mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&window.innerHeight!=document.documentElement.clientHeight&&(e=document.documentElement.clientHeight-window.innerHeight,window.scrollTo(0,0));var g=Math.max(0,Math.min(this.hsplitPosition, b-this.splitSize-20));b=0;null!=this.menubar&&(this.menubarContainer.style.height=this.menubarHeight+"px",b+=this.menubarHeight);null!=this.toolbar&&(this.toolbarContainer.style.top=this.menubarHeight+"px",this.toolbarContainer.style.height=this.toolbarHeight+"px",b+=this.toolbarHeight);0<b&&(b+=1);var d=0;if(null!=this.sidebarFooterContainer){var k=this.footerHeight+e;d=Math.max(0,Math.min(f-b-k,this.sidebarFooterHeight));this.sidebarFooterContainer.style.width=g+"px";this.sidebarFooterContainer.style.height= -d+"px";this.sidebarFooterContainer.style.bottom=k+"px"}f=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=b+"px";this.sidebarContainer.style.width=g+"px";this.formatContainer.style.top=b+"px";this.formatContainer.style.width=f+"px";this.formatContainer.style.display=null!=this.format?"":"none";k=this.getDiagramContainerOffset();var m=null!=this.hsplit.parentNode?g+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; -this.hsplit.style.bottom=this.footerHeight+e+"px";this.hsplit.style.left=g+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=m+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=e+"px");g=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+e+"px",this.tabContainer.style.right=f+"px",g=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+d+e+"px";this.formatContainer.style.bottom= -this.footerHeight+e+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=m+k.x+"px",this.diagramContainer.style.top=b+k.y+"px",this.diagramContainer.style.right=f+"px",this.diagramContainer.style.bottom=this.footerHeight+e+g+"px");a&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; +d+"px";this.sidebarFooterContainer.style.bottom=k+"px"}f=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=b+"px";this.sidebarContainer.style.width=g+"px";this.formatContainer.style.top=b+"px";this.formatContainer.style.width=f+"px";this.formatContainer.style.display=null!=this.format?"":"none";k=this.getDiagramContainerOffset();var n=null!=this.hsplit.parentNode?g+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; +this.hsplit.style.bottom=this.footerHeight+e+"px";this.hsplit.style.left=g+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=n+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=e+"px");g=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+e+"px",this.tabContainer.style.right=f+"px",g=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+d+e+"px";this.formatContainer.style.bottom= +this.footerHeight+e+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=n+k.x+"px",this.diagramContainer.style.top=b+k.y+"px",this.diagramContainer.style.right=f+"px",this.diagramContainer.style.bottom=this.footerHeight+e+g+"px");a&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; EditorUi.prototype.createDivs=function(){this.menubarContainer=this.createDiv("geMenubarContainer");this.toolbarContainer=this.createDiv("geToolbarContainer");this.sidebarContainer=this.createDiv("geSidebarContainer");this.formatContainer=this.createDiv("geSidebarContainer geFormatContainer");this.diagramContainer=this.createDiv("geDiagramContainer");this.footerContainer=this.createDiv("geFooterContainer");this.hsplit=this.createDiv("geHsplit");this.hsplit.setAttribute("title",mxResources.get("collapseExpand")); this.menubarContainer.style.top="0px";this.menubarContainer.style.left="0px";this.menubarContainer.style.right="0px";this.toolbarContainer.style.left="0px";this.toolbarContainer.style.right="0px";this.sidebarContainer.style.left="0px";this.formatContainer.style.right="0px";this.formatContainer.style.zIndex="1";this.diagramContainer.style.right=(null!=this.format?this.formatWidth:0)+"px";this.footerContainer.style.left="0px";this.footerContainer.style.right="0px";this.footerContainer.style.bottom= -"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; +"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()}; +EditorUi.prototype.createSidebarContainer=function(){var a=document.createElement("div");a.className="geSidebarContainer";a.style.position="absolute";a.style.width="100%";a.style.height="100%";a.style.border="1px solid whiteSmoke";a.style.overflowX="hidden";a.style.overflowY="auto";return a};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; EditorUi.prototype.createUi=function(){this.menubar=this.editor.chromeless?null:this.menus.createMenubar(this.createDiv("geMenubar"));null!=this.menubar&&this.menubarContainer.appendChild(this.menubar.container);null!=this.menubar&&(this.statusContainer=this.createStatusContainer(),this.editor.addListener("statusChanged",mxUtils.bind(this,function(){this.setStatusText(this.editor.getStatus())})),this.setStatusText(this.editor.getStatus()),this.menubar.container.appendChild(this.statusContainer),this.container.appendChild(this.menubarContainer)); this.sidebar=this.editor.chromeless?null:this.createSidebar(this.sidebarContainer);null!=this.sidebar&&this.container.appendChild(this.sidebarContainer);this.format=this.editor.chromeless||!this.formatEnabled?null:this.createFormat(this.formatContainer);null!=this.format&&this.container.appendChild(this.formatContainer);var a=this.editor.chromeless?null:this.createFooter();null!=a&&(this.footerContainer.appendChild(a),this.container.appendChild(this.footerContainer));null!=this.sidebar&&this.sidebarFooterContainer&& this.container.appendChild(this.sidebarFooterContainer);this.container.appendChild(this.diagramContainer);null!=this.container&&null!=this.tabContainer&&this.container.appendChild(this.tabContainer);this.toolbar=this.editor.chromeless?null:this.createToolbar(this.createDiv("geToolbar"));null!=this.toolbar&&(this.toolbarContainer.appendChild(this.toolbar.container),this.container.appendChild(this.toolbarContainer));null!=this.sidebar&&(this.container.appendChild(this.hsplit),this.addSplitHandler(this.hsplit, !0,0,mxUtils.bind(this,function(b){this.hsplitPosition=b;this.refresh()})))};EditorUi.prototype.createStatusContainer=function(){var a=document.createElement("a");a.className="geItem geStatus";return a};EditorUi.prototype.setStatusText=function(a){this.statusContainer.innerHTML=a;0==this.statusContainer.getElementsByTagName("div").length&&(this.statusContainer.innerText="",a=this.createStatusDiv(a),this.statusContainer.appendChild(a))}; EditorUi.prototype.createStatusDiv=function(a){var b=document.createElement("div");b.setAttribute("title",a);b.innerHTML=a;return b};EditorUi.prototype.createToolbar=function(a){return new Toolbar(this,a)};EditorUi.prototype.createSidebar=function(a){return new Sidebar(this,a)};EditorUi.prototype.createFormat=function(a){return new Format(this,a)};EditorUi.prototype.createFooter=function(){return this.createDiv("geFooter")}; EditorUi.prototype.createDiv=function(a){var b=document.createElement("div");b.className=a;return b}; -EditorUi.prototype.addSplitHandler=function(a,b,f,e){function g(x){if(null!=k){var B=new mxPoint(mxEvent.getClientX(x),mxEvent.getClientY(x));e(Math.max(0,m+(b?B.x-k.x:k.y-B.y)-f));mxEvent.consume(x);m!=r()&&(u=!0,n=null)}}function d(x){g(x);k=m=null}var k=null,m=null,u=!0,n=null;mxClient.IS_POINTER&&(a.style.touchAction="none");var r=mxUtils.bind(this,function(){var x=parseInt(b?a.style.left:a.style.bottom);b||(x=x+f-this.footerHeight);return x});mxEvent.addGestureListeners(a,function(x){k=new mxPoint(mxEvent.getClientX(x), -mxEvent.getClientY(x));m=r();u=!1;mxEvent.consume(x)});mxEvent.addListener(a,"click",mxUtils.bind(this,function(x){if(!u&&this.hsplitClickEnabled){var B=null!=n?n-f:0;n=r();e(B);mxEvent.consume(x)}}));mxEvent.addGestureListeners(document,null,g,d);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,g,d)})}; +EditorUi.prototype.addSplitHandler=function(a,b,f,e){function g(x){if(null!=k){var B=new mxPoint(mxEvent.getClientX(x),mxEvent.getClientY(x));e(Math.max(0,n+(b?B.x-k.x:k.y-B.y)-f));mxEvent.consume(x);n!=r()&&(u=!0,m=null)}}function d(x){g(x);k=n=null}var k=null,n=null,u=!0,m=null;mxClient.IS_POINTER&&(a.style.touchAction="none");var r=mxUtils.bind(this,function(){var x=parseInt(b?a.style.left:a.style.bottom);b||(x=x+f-this.footerHeight);return x});mxEvent.addGestureListeners(a,function(x){k=new mxPoint(mxEvent.getClientX(x), +mxEvent.getClientY(x));n=r();u=!1;mxEvent.consume(x)});mxEvent.addListener(a,"click",mxUtils.bind(this,function(x){if(!u&&this.hsplitClickEnabled){var B=null!=m?m-f:0;m=r();e(B);mxEvent.consume(x)}}));mxEvent.addGestureListeners(document,null,g,d);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,g,d)})}; EditorUi.prototype.prompt=function(a,b,f){a=new FilenameDialog(this,b,mxResources.get("apply"),function(e){f(parseFloat(e))},a);this.showDialog(a.container,300,80,!0,!0);a.init()}; EditorUi.prototype.handleError=function(a,b,f,e,g){a=null!=a&&null!=a.error?a.error:a;if(null!=a||null!=b){g=mxUtils.htmlEntities(mxResources.get("unknownError"));var d=mxResources.get("ok");b=null!=b?b:mxResources.get("error");null!=a&&null!=a.message&&(g=mxUtils.htmlEntities(a.message));this.showError(b,g,d,f,null,null,null,null,null,null,null,null,e?f:null)}else null!=f&&f()}; -EditorUi.prototype.showError=function(a,b,f,e,g,d,k,m,u,n,r,x,B){a=new ErrorDialog(this,a,b,f||mxResources.get("ok"),e,g,d,k,x,m,u);b=Math.ceil(null!=b?b.length/50:1);this.showDialog(a.container,n||340,r||100+20*b,!0,!1,B);a.init()};EditorUi.prototype.showDialog=function(a,b,f,e,g,d,k,m,u,n){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,a,b,f,e,g,d,k,m,u,n);this.dialogs.push(this.dialog)}; +EditorUi.prototype.showError=function(a,b,f,e,g,d,k,n,u,m,r,x,B){a=new ErrorDialog(this,a,b,f||mxResources.get("ok"),e,g,d,k,x,n,u);b=Math.ceil(null!=b?b.length/50:1);this.showDialog(a.container,m||340,r||100+20*b,!0,!1,B);a.init()};EditorUi.prototype.showDialog=function(a,b,f,e,g,d,k,n,u,m){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,a,b,f,e,g,d,k,n,u,m);this.dialogs.push(this.dialog)}; EditorUi.prototype.hideDialog=function(a,b,f){null!=this.dialogs&&0<this.dialogs.length&&(null==f||f==this.dialog.container.firstChild)&&(f=this.dialogs.pop(),0==f.close(a,b)?this.dialogs.push(f):(this.dialog=0<this.dialogs.length?this.dialogs[this.dialogs.length-1]:null,this.editor.fireEvent(new mxEventObject("hideDialog")),null==this.dialog&&"hidden"!=this.editor.graph.container.style.visibility&&window.setTimeout(mxUtils.bind(this,function(){this.editor.graph.isEditing()&&null!=this.editor.graph.cellEditor.textarea? this.editor.graph.cellEditor.textarea.focus():(mxUtils.clearSelection(),this.editor.graph.container.focus())}),0)))};EditorUi.prototype.ctrlEnter=function(){var a=this.editor.graph;if(a.isEnabled())try{for(var b=a.getSelectionCells(),f=new mxDictionary,e=[],g=0;g<b.length;g++){var d=a.isTableCell(b[g])?a.model.getParent(b[g]):b[g];null==d||f.get(d)||(f.put(d,!0),e.push(d))}a.setSelectionCells(a.duplicateCells(e,!1))}catch(k){this.handleError(k)}}; EditorUi.prototype.pickColor=function(a,b){var f=this.editor.graph,e=f.cellEditor.saveSelection(),g=230+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));a=new ColorDialog(this,mxUtils.rgba2hex(a)||"none",function(d){f.cellEditor.restoreSelection(e);b(d)},function(){f.cellEditor.restoreSelection(e)});this.showDialog(a.container,230,g,!0,!1);a.init()}; EditorUi.prototype.openFile=function(){window.openFile=new OpenFile(mxUtils.bind(this,function(a){this.hideDialog(a)}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:320,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null})}; EditorUi.prototype.extractGraphModelFromHtml=function(a){var b=null;try{var f=a.indexOf("<mxGraphModel ");if(0<=f){var e=a.lastIndexOf("</mxGraphModel>");e>f&&(b=a.substring(f,e+21).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}}catch(g){}return b}; EditorUi.prototype.readGraphModelFromClipboard=function(a){this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(b){null!=b?a(b):this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(f){if(null!=f){var e=decodeURIComponent(f);this.isCompatibleString(e)&&(f=e)}a(f)}),"text")}),"html")}; -EditorUi.prototype.readGraphModelFromClipboardWithType=function(a,b){navigator.clipboard.read().then(mxUtils.bind(this,function(f){if(null!=f&&0<f.length&&"html"==b&&0<=mxUtils.indexOf(f[0].types,"text/html"))f[0].getType("text/html").then(mxUtils.bind(this,function(e){e.text().then(mxUtils.bind(this,function(g){try{var d=this.parseHtmlData(g),k="text/plain"!=d.getAttribute("data-type")?d.innerHTML:mxUtils.trim(null==d.innerText?mxUtils.getTextContent(d):d.innerText);try{var m=k.lastIndexOf("%3E"); -0<=m&&m<k.length-3&&(k=k.substring(0,m+3))}catch(r){}try{var u=d.getElementsByTagName("span"),n=null!=u&&0<u.length?mxUtils.trim(decodeURIComponent(u[0].textContent)):decodeURIComponent(k);this.isCompatibleString(n)&&(k=n)}catch(r){}}catch(r){}a(this.isCompatibleString(k)?k:null)}))["catch"](function(g){a(null)})}))["catch"](function(e){a(null)});else if(null!=f&&0<f.length&&"text"==b&&0<=mxUtils.indexOf(f[0].types,"text/plain"))f[0].getType("text/plain").then(function(e){e.text().then(function(g){a(g)})["catch"](function(){a(null)})})["catch"](function(){a(null)}); +EditorUi.prototype.readGraphModelFromClipboardWithType=function(a,b){navigator.clipboard.read().then(mxUtils.bind(this,function(f){if(null!=f&&0<f.length&&"html"==b&&0<=mxUtils.indexOf(f[0].types,"text/html"))f[0].getType("text/html").then(mxUtils.bind(this,function(e){e.text().then(mxUtils.bind(this,function(g){try{var d=this.parseHtmlData(g),k="text/plain"!=d.getAttribute("data-type")?d.innerHTML:mxUtils.trim(null==d.innerText?mxUtils.getTextContent(d):d.innerText);try{var n=k.lastIndexOf("%3E"); +0<=n&&n<k.length-3&&(k=k.substring(0,n+3))}catch(r){}try{var u=d.getElementsByTagName("span"),m=null!=u&&0<u.length?mxUtils.trim(decodeURIComponent(u[0].textContent)):decodeURIComponent(k);this.isCompatibleString(m)&&(k=m)}catch(r){}}catch(r){}a(this.isCompatibleString(k)?k:null)}))["catch"](function(g){a(null)})}))["catch"](function(e){a(null)});else if(null!=f&&0<f.length&&"text"==b&&0<=mxUtils.indexOf(f[0].types,"text/plain"))f[0].getType("text/plain").then(function(e){e.text().then(function(g){a(g)})["catch"](function(){a(null)})})["catch"](function(){a(null)}); else a(null)}))["catch"](function(f){a(null)})}; EditorUi.prototype.parseHtmlData=function(a){var b=null;if(null!=a&&0<a.length){var f="<meta "==a.substring(0,6);b=document.createElement("div");b.innerHTML=(f?'<meta charset="utf-8">':"")+this.editor.graph.sanitizeHtml(a);asHtml=!0;a=b.getElementsByTagName("style");if(null!=a)for(;0<a.length;)a[0].parentNode.removeChild(a[0]);null!=b.firstChild&&b.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&null!=b.firstChild.nextSibling&&b.firstChild.nextSibling.nodeType==mxConstants.NODETYPE_ELEMENT&&"META"== b.firstChild.nodeName&&"A"==b.firstChild.nextSibling.nodeName&&null==b.firstChild.nextSibling.nextSibling&&(a=null==b.firstChild.nextSibling.innerText?mxUtils.getTextContent(b.firstChild.nextSibling):b.firstChild.nextSibling.innerText,a==b.firstChild.nextSibling.getAttribute("href")&&(mxUtils.setTextContent(b,a),asHtml=!1));f=f&&null!=b.firstChild?b.firstChild.nextSibling:b.firstChild;null!=f&&null==f.nextSibling&&f.nodeType==mxConstants.NODETYPE_ELEMENT&&"IMG"==f.nodeName?(a=f.getAttribute("src"), @@ -2614,17 +2617,17 @@ EditorUi.prototype.showDataDialog=function(a){null!=a&&(a=new EditDataDialog(thi EditorUi.prototype.showBackgroundImageDialog=function(a,b){a=null!=a?a:mxUtils.bind(this,function(e){e=new ChangePageSetup(this,null,e);e.ignoreColor=!0;this.editor.graph.model.execute(e)});var f=mxUtils.prompt(mxResources.get("backgroundImage"),null!=b?b.src:"");null!=f&&0<f.length?(b=new Image,b.onload=function(){a(new mxImage(f,b.width,b.height),!1)},b.onerror=function(){a(null,!0);mxUtils.alert(mxResources.get("fileNotFound"))},b.src=f):a(null)}; EditorUi.prototype.setBackgroundImage=function(a){this.editor.graph.setBackgroundImage(a);this.editor.graph.view.validateBackgroundImage();this.fireEvent(new mxEventObject("backgroundImageChanged"))};EditorUi.prototype.confirm=function(a,b,f){mxUtils.confirm(a)?null!=b&&b():null!=f&&f()};EditorUi.prototype.createOutline=function(a){var b=new mxOutline(this.editor.graph);mxEvent.addListener(window,"resize",function(){b.update(!1)});return b}; EditorUi.prototype.altShiftActions={67:"clearWaypoints",65:"connectionArrows",76:"editLink",80:"connectionPoints",84:"editTooltip",86:"pasteSize",88:"copySize",66:"copyData",69:"pasteData"}; -EditorUi.prototype.createKeyHandler=function(a){function b(x,B,C){if(!e.isSelectionEmpty()&&e.isEnabled()){B=null!=B?B:1;var F=e.getCompositeParents(e.getSelectionCells()),I=0<F.length?F[0]:null;if(null!=I)if(C){e.getModel().beginUpdate();try{for(I=0;I<F.length;I++)if(e.getModel().isVertex(F[I])&&e.isCellResizable(F[I])){var D=e.getCellGeometry(F[I]);null!=D&&(D=D.clone(),37==x?D.width=Math.max(0,D.width-B):38==x?D.height=Math.max(0,D.height-B):39==x?D.width+=B:40==x&&(D.height+=B),e.getModel().setGeometry(F[I], -D))}}finally{e.getModel().endUpdate()}}else{D=e.model.getParent(I);var N=e.getView().scale;C=null;1==e.getSelectionCount()&&e.model.isVertex(I)&&null!=e.layoutManager&&!e.isCellLocked(I)&&(C=e.layoutManager.getLayout(D));if(null!=C&&C.constructor==mxStackLayout)B=D.getIndex(I),37==x||38==x?e.model.add(D,I,Math.max(0,B-1)):(39==x||40==x)&&e.model.add(D,I,Math.min(e.model.getChildCount(D),B+1));else{var S=e.graphHandler;null!=S&&(null==S.first&&S.start(I,0,0,F),null!=S.first&&(I=F=0,37==x?F=-B:38== -x?I=-B:39==x?F=B:40==x&&(I=B),S.currentDx+=F*N,S.currentDy+=I*N,S.checkPreview(),S.updatePreview()),null!=k&&window.clearTimeout(k),k=window.setTimeout(function(){if(null!=S.first){var T=S.roundLength(S.currentDx/N),P=S.roundLength(S.currentDy/N);S.moveCells(S.cells,T,P);S.reset()}},400))}}}}var f=this,e=this.editor.graph,g=new mxKeyHandler(e),d=g.isEventIgnored;g.isEventIgnored=function(x){return!(mxEvent.isShiftDown(x)&&9==x.keyCode)&&(!this.isControlDown(x)||mxEvent.isShiftDown(x)||90!=x.keyCode&& -89!=x.keyCode&&188!=x.keyCode&&190!=x.keyCode&&85!=x.keyCode)&&(66!=x.keyCode&&73!=x.keyCode||!this.isControlDown(x)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&d.apply(this,arguments)};g.isEnabledForEvent=function(x){return!mxEvent.isConsumed(x)&&this.isGraphEvent(x)&&this.isEnabled()&&(null==f.dialogs||0==f.dialogs.length)};g.isControlDown=function(x){return mxEvent.isControlDown(x)||mxClient.IS_MAC&&x.metaKey};var k=null,m={37:mxConstants.DIRECTION_WEST,38:mxConstants.DIRECTION_NORTH, -39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},u=g.getFunction;mxKeyHandler.prototype.getFunction=function(x){if(e.isEnabled()){if(mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){var B=f.actions.get(f.altShiftActions[x.keyCode]);if(null!=B)return B.funct}if(null!=m[x.keyCode]&&!e.isSelectionEmpty())if(!this.isControlDown(x)&&mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){if(e.model.isVertex(e.getSelectionCell()))return function(){var C=e.connectVertex(e.getSelectionCell(),m[x.keyCode], -e.defaultEdgeLength,x,!0);null!=C&&0<C.length&&(1==C.length&&e.model.isEdge(C[0])?e.setSelectionCell(e.model.getTerminal(C[0],!1)):e.setSelectionCell(C[C.length-1]),e.scrollCellToVisible(e.getSelectionCell()),null!=f.hoverIcons&&f.hoverIcons.update(e.view.getState(e.getSelectionCell())))}}else return this.isControlDown(x)?function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null,!0)}:function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null)}}return u.apply(this,arguments)};g.bindAction=mxUtils.bind(this, -function(x,B,C,F){var I=this.actions.get(C);null!=I&&(C=function(){I.isEnabled()&&I.funct()},B?F?g.bindControlShiftKey(x,C):g.bindControlKey(x,C):F?g.bindShiftKey(x,C):g.bindKey(x,C))});var n=this,r=g.escape;g.escape=function(x){r.apply(this,arguments)};g.enter=function(){};g.bindControlShiftKey(36,function(){e.exitGroup()});g.bindControlShiftKey(35,function(){e.enterGroup()});g.bindShiftKey(36,function(){e.home()});g.bindKey(35,function(){e.refresh()});g.bindAction(107,!0,"zoomIn");g.bindAction(109, -!0,"zoomOut");g.bindAction(80,!0,"print");g.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)g.bindControlKey(36,function(){e.isEnabled()&&e.foldCells(!0)}),g.bindControlKey(35,function(){e.isEnabled()&&e.foldCells(!1)}),g.bindControlKey(13,function(){n.ctrlEnter()}),g.bindAction(8,!1,"delete"),g.bindAction(8,!0,"deleteAll"),g.bindAction(8,!1,"deleteLabels",!0),g.bindAction(46,!1,"delete"),g.bindAction(46,!0,"deleteAll"),g.bindAction(46,!1,"deleteLabels",!0),g.bindAction(36, -!1,"resetView"),g.bindAction(72,!0,"fitWindow",!0),g.bindAction(74,!0,"fitPage"),g.bindAction(74,!0,"fitTwoPages",!0),g.bindAction(48,!0,"customZoom"),g.bindAction(82,!0,"turn"),g.bindAction(82,!0,"clearDefaultStyle",!0),g.bindAction(83,!0,"save"),g.bindAction(83,!0,"saveAs",!0),g.bindAction(65,!0,"selectAll"),g.bindAction(65,!0,"selectNone",!0),g.bindAction(73,!0,"selectVertices",!0),g.bindAction(69,!0,"selectEdges",!0),g.bindAction(69,!0,"editStyle"),g.bindAction(66,!0,"bold"),g.bindAction(66,!0, -"toBack",!0),g.bindAction(70,!0,"toFront",!0),g.bindAction(68,!0,"duplicate"),g.bindAction(68,!0,"setAsDefaultStyle",!0),g.bindAction(90,!0,"undo"),g.bindAction(89,!0,"autosize",!0),g.bindAction(88,!0,"cut"),g.bindAction(67,!0,"copy"),g.bindAction(86,!0,"paste"),g.bindAction(71,!0,"group"),g.bindAction(77,!0,"editData"),g.bindAction(71,!0,"grid",!0),g.bindAction(73,!0,"italic"),g.bindAction(76,!0,"lockUnlock"),g.bindAction(76,!0,"layers",!0),g.bindAction(80,!0,"formatPanel",!0),g.bindAction(85,!0, -"underline"),g.bindAction(85,!0,"ungroup",!0),g.bindAction(190,!0,"superscript"),g.bindAction(188,!0,"subscript"),g.bindAction(13,!1,"keyPressEnter"),g.bindKey(113,function(){e.isEnabled()&&e.startEditingAtCell()});mxClient.IS_WIN?g.bindAction(89,!0,"redo"):g.bindAction(90,!0,"redo",!0);return g}; +EditorUi.prototype.createKeyHandler=function(a){function b(x,B,D){if(!e.isSelectionEmpty()&&e.isEnabled()){B=null!=B?B:1;var F=e.getCompositeParents(e.getSelectionCells()),J=0<F.length?F[0]:null;if(null!=J)if(D){e.getModel().beginUpdate();try{for(J=0;J<F.length;J++)if(e.getModel().isVertex(F[J])&&e.isCellResizable(F[J])){var C=e.getCellGeometry(F[J]);null!=C&&(C=C.clone(),37==x?C.width=Math.max(0,C.width-B):38==x?C.height=Math.max(0,C.height-B):39==x?C.width+=B:40==x&&(C.height+=B),e.getModel().setGeometry(F[J], +C))}}finally{e.getModel().endUpdate()}}else{C=e.model.getParent(J);var O=e.getView().scale;D=null;1==e.getSelectionCount()&&e.model.isVertex(J)&&null!=e.layoutManager&&!e.isCellLocked(J)&&(D=e.layoutManager.getLayout(C));if(null!=D&&D.constructor==mxStackLayout)B=C.getIndex(J),37==x||38==x?e.model.add(C,J,Math.max(0,B-1)):(39==x||40==x)&&e.model.add(C,J,Math.min(e.model.getChildCount(C),B+1));else{var R=e.graphHandler;null!=R&&(null==R.first&&R.start(J,0,0,F),null!=R.first&&(J=F=0,37==x?F=-B:38== +x?J=-B:39==x?F=B:40==x&&(J=B),R.currentDx+=F*O,R.currentDy+=J*O,R.checkPreview(),R.updatePreview()),null!=k&&window.clearTimeout(k),k=window.setTimeout(function(){if(null!=R.first){var T=R.roundLength(R.currentDx/O),Q=R.roundLength(R.currentDy/O);R.moveCells(R.cells,T,Q);R.reset()}},400))}}}}var f=this,e=this.editor.graph,g=new mxKeyHandler(e),d=g.isEventIgnored;g.isEventIgnored=function(x){return!(mxEvent.isShiftDown(x)&&9==x.keyCode)&&(!this.isControlDown(x)||mxEvent.isShiftDown(x)||90!=x.keyCode&& +89!=x.keyCode&&188!=x.keyCode&&190!=x.keyCode&&85!=x.keyCode)&&(66!=x.keyCode&&73!=x.keyCode||!this.isControlDown(x)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&d.apply(this,arguments)};g.isEnabledForEvent=function(x){return!mxEvent.isConsumed(x)&&this.isGraphEvent(x)&&this.isEnabled()&&(null==f.dialogs||0==f.dialogs.length)};g.isControlDown=function(x){return mxEvent.isControlDown(x)||mxClient.IS_MAC&&x.metaKey};var k=null,n={37:mxConstants.DIRECTION_WEST,38:mxConstants.DIRECTION_NORTH, +39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},u=g.getFunction;mxKeyHandler.prototype.getFunction=function(x){if(e.isEnabled()){if(mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){var B=f.actions.get(f.altShiftActions[x.keyCode]);if(null!=B)return B.funct}if(null!=n[x.keyCode]&&!e.isSelectionEmpty())if(!this.isControlDown(x)&&mxEvent.isShiftDown(x)&&mxEvent.isAltDown(x)){if(e.model.isVertex(e.getSelectionCell()))return function(){var D=e.connectVertex(e.getSelectionCell(),n[x.keyCode], +e.defaultEdgeLength,x,!0);null!=D&&0<D.length&&(1==D.length&&e.model.isEdge(D[0])?e.setSelectionCell(e.model.getTerminal(D[0],!1)):e.setSelectionCell(D[D.length-1]),e.scrollCellToVisible(e.getSelectionCell()),null!=f.hoverIcons&&f.hoverIcons.update(e.view.getState(e.getSelectionCell())))}}else return this.isControlDown(x)?function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null,!0)}:function(){b(x.keyCode,mxEvent.isShiftDown(x)?e.gridSize:null)}}return u.apply(this,arguments)};g.bindAction=mxUtils.bind(this, +function(x,B,D,F){var J=this.actions.get(D);null!=J&&(D=function(){J.isEnabled()&&J.funct.apply(this,arguments)},B?F?g.bindControlShiftKey(x,D):g.bindControlKey(x,D):F?g.bindShiftKey(x,D):g.bindKey(x,D))});var m=this,r=g.escape;g.escape=function(x){r.apply(this,arguments)};g.enter=function(){};g.bindControlShiftKey(36,function(){e.exitGroup()});g.bindControlShiftKey(35,function(){e.enterGroup()});g.bindShiftKey(36,function(){e.home()});g.bindKey(35,function(){e.refresh()});g.bindAction(107,!0,"zoomIn"); +g.bindAction(109,!0,"zoomOut");g.bindAction(80,!0,"print");g.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)g.bindControlKey(36,function(){e.isEnabled()&&e.foldCells(!0)}),g.bindControlKey(35,function(){e.isEnabled()&&e.foldCells(!1)}),g.bindControlKey(13,function(){m.ctrlEnter()}),g.bindAction(8,!1,"delete"),g.bindAction(8,!0,"deleteAll"),g.bindAction(8,!1,"deleteLabels",!0),g.bindAction(46,!1,"delete"),g.bindAction(46,!0,"deleteAll"),g.bindAction(46,!1,"deleteLabels", +!0),g.bindAction(36,!1,"resetView"),g.bindAction(72,!0,"fitWindow",!0),g.bindAction(74,!0,"fitPage"),g.bindAction(74,!0,"fitTwoPages",!0),g.bindAction(48,!0,"customZoom"),g.bindAction(82,!0,"turn"),g.bindAction(82,!0,"clearDefaultStyle",!0),g.bindAction(83,!0,"save"),g.bindAction(83,!0,"saveAs",!0),g.bindAction(65,!0,"selectAll"),g.bindAction(65,!0,"selectNone",!0),g.bindAction(73,!0,"selectVertices",!0),g.bindAction(69,!0,"selectEdges",!0),g.bindAction(69,!0,"editStyle"),g.bindAction(66,!0,"bold"), +g.bindAction(66,!0,"toBack",!0),g.bindAction(70,!0,"toFront",!0),g.bindAction(68,!0,"duplicate"),g.bindAction(68,!0,"setAsDefaultStyle",!0),g.bindAction(90,!0,"undo"),g.bindAction(89,!0,"autosize",!0),g.bindAction(88,!0,"cut"),g.bindAction(67,!0,"copy"),g.bindAction(86,!0,"paste"),g.bindAction(71,!0,"group"),g.bindAction(77,!0,"editData"),g.bindAction(71,!0,"grid",!0),g.bindAction(73,!0,"italic"),g.bindAction(76,!0,"lockUnlock"),g.bindAction(76,!0,"layers",!0),g.bindAction(80,!0,"formatPanel",!0), +g.bindAction(85,!0,"underline"),g.bindAction(85,!0,"ungroup",!0),g.bindAction(190,!0,"superscript"),g.bindAction(188,!0,"subscript"),g.bindAction(13,!1,"keyPressEnter"),g.bindKey(113,function(){e.isEnabled()&&e.startEditingAtCell()});mxClient.IS_WIN?g.bindAction(89,!0,"redo"):g.bindAction(90,!0,"redo",!0);return g}; EditorUi.prototype.destroy=function(){var a=this.editor.graph;null!=a&&null!=this.selectionStateListener&&(a.getSelectionModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),a.getModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),a.removeListener(mxEvent.EDITING_STARTED,this.selectionStateListener),a.removeListener(mxEvent.EDITING_STOPPED,this.selectionStateListener),a.getView().removeListener("unitChanged",this.selectionStateListener),this.selectionStateListener=null); null!=this.editor&&(this.editor.destroy(),this.editor=null);null!=this.menubar&&(this.menubar.destroy(),this.menubar=null);null!=this.toolbar&&(this.toolbar.destroy(),this.toolbar=null);null!=this.sidebar&&(this.sidebar.destroy(),this.sidebar=null);null!=this.keyHandler&&(this.keyHandler.destroy(),this.keyHandler=null);null!=this.keydownHandler&&(mxEvent.removeListener(document,"keydown",this.keydownHandler),this.keydownHandler=null);null!=this.keyupHandler&&(mxEvent.removeListener(document,"keyup", this.keyupHandler),this.keyupHandler=null);null!=this.resizeHandler&&(mxEvent.removeListener(window,"resize",this.resizeHandler),this.resizeHandler=null);null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null);null!=this.orientationChangeHandler&&(mxEvent.removeListener(window,"orientationchange",this.orientationChangeHandler),this.orientationChangeHandler=null);null!=this.scrollHandler&&(mxEvent.removeListener(window,"scroll",this.scrollHandler), @@ -2644,14 +2647,14 @@ Sidebar.prototype.searchImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgo "large"!=urlParams["sidebar-entries"]&&(Sidebar.prototype.thumbPadding=5<=document.documentMode?0:1,Sidebar.prototype.thumbBorder=1,Sidebar.prototype.thumbWidth=32,Sidebar.prototype.thumbHeight=30,Sidebar.prototype.minThumbStrokeWidth=1.3,Sidebar.prototype.thumbAntiAlias=!0);Sidebar.prototype.sidebarTitleSize=8;Sidebar.prototype.sidebarTitles=!1;Sidebar.prototype.tooltipTitles=!0;Sidebar.prototype.maxTooltipWidth=400;Sidebar.prototype.maxTooltipHeight=400;Sidebar.prototype.addStencilsToIndex=!0; Sidebar.prototype.defaultImageWidth=80;Sidebar.prototype.defaultImageHeight=80;Sidebar.prototype.tooltipMouseDown=null;Sidebar.prototype.refresh=function(){this.graph.stylesheet.styles=mxUtils.clone(this.editorUi.editor.graph.stylesheet.styles);this.container.innerText="";this.palettes={};this.init()}; Sidebar.prototype.getTooltipOffset=function(a,b){b=b.height+2*this.tooltipBorder;return new mxPoint(this.container.offsetWidth+this.editorUi.splitSize+10+this.editorUi.container.offsetLeft,Math.min(Math.max(document.body.clientHeight||0,document.documentElement.clientHeight)-b-20,Math.max(0,this.editorUi.container.offsetTop+this.container.offsetTop+a.offsetTop-this.container.scrollTop-b/2+16)))}; -Sidebar.prototype.createTooltip=function(a,b,f,e,g,d,k,m,u,n,r){r=null!=r?r:!0;this.tooltipMouseDown=u;null==this.tooltip&&(this.tooltip=document.createElement("div"),this.tooltip.className="geSidebarTooltip",this.tooltip.style.userSelect="none",this.tooltip.style.zIndex=mxPopupMenu.prototype.zIndex-1,document.body.appendChild(this.tooltip),mxEvent.addMouseWheelListener(mxUtils.bind(this,function(x){this.hideTooltip()}),this.tooltip),this.graph2=new Graph(this.tooltip,null,null,this.editorUi.editor.graph.getStylesheet()), +Sidebar.prototype.createTooltip=function(a,b,f,e,g,d,k,n,u,m,r){r=null!=r?r:!0;this.tooltipMouseDown=u;null==this.tooltip&&(this.tooltip=document.createElement("div"),this.tooltip.className="geSidebarTooltip",this.tooltip.style.userSelect="none",this.tooltip.style.zIndex=mxPopupMenu.prototype.zIndex-1,document.body.appendChild(this.tooltip),mxEvent.addMouseWheelListener(mxUtils.bind(this,function(x){this.hideTooltip()}),this.tooltip),this.graph2=new Graph(this.tooltip,null,null,this.editorUi.editor.graph.getStylesheet()), this.graph2.resetViewOnRootChange=!1,this.graph2.foldingEnabled=!1,this.graph2.gridEnabled=!1,this.graph2.autoScroll=!1,this.graph2.setTooltips(!1),this.graph2.setConnectable(!1),this.graph2.setPanning(!1),this.graph2.setEnabled(!1),this.graph2.openLink=mxUtils.bind(this,function(){this.hideTooltip()}),mxEvent.addGestureListeners(this.tooltip,mxUtils.bind(this,function(x){null!=this.tooltipMouseDown&&this.tooltipMouseDown(x);window.setTimeout(mxUtils.bind(this,function(){null!=this.tooltipCloseImage&& "none"!=this.tooltipCloseImage.style.display||this.hideTooltip()}),0)}),null,mxUtils.bind(this,function(x){this.hideTooltip()})),mxClient.IS_SVG||(this.graph2.view.canvas.style.position="relative"),u=document.createElement("img"),u.setAttribute("src",Dialog.prototype.closeImage),u.setAttribute("title",mxResources.get("close")),u.style.position="absolute",u.style.cursor="default",u.style.padding="8px",u.style.right="2px",u.style.top="2px",this.tooltip.appendChild(u),this.tooltipCloseImage=u,mxEvent.addListener(u, -"click",mxUtils.bind(this,function(x){this.hideTooltip();mxEvent.consume(x)})));this.tooltipCloseImage.style.display=n?"":"none";this.graph2.model.clear();this.graph2.view.setTranslate(this.tooltipBorder,this.tooltipBorder);this.graph2.view.scale=!m&&(f>this.maxTooltipWidth||e>this.maxTooltipHeight)?Math.round(100*Math.min(this.maxTooltipWidth/f,this.maxTooltipHeight/e))/100:1;this.tooltip.style.display="block";this.graph2.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject; -b=this.graph2.cloneCells(b);this.editorUi.insertHandler(b,null,this.graph2.model,r?null:this.editorUi.editor.graph.defaultVertexStyle,r?null:this.editorUi.editor.graph.defaultEdgeStyle,r,!0);this.graph2.addCells(b);mxClient.NO_FO=d;r=this.graph2.getGraphBounds();m&&0<f&&0<e&&(r.width>f||r.height>e)?(f=Math.round(100*Math.min(f/r.width,e/r.height))/100,mxClient.NO_FO?(this.graph2.view.setScale(Math.round(100*Math.min(this.maxTooltipWidth/r.width,this.maxTooltipHeight/r.height))/100),r=this.graph2.getGraphBounds()): -(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="scale("+f+")",this.graph2.view.getDrawPane().ownerSVGElement.style.transformOrigin="0 0",r.width*=f,r.height*=f)):mxClient.NO_FO||(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="");f=r.width+2*this.tooltipBorder+4;e=r.height+2*this.tooltipBorder;this.tooltip.style.overflow="visible";this.tooltip.style.width=f+"px";m=f;this.tooltipTitles&&null!=g&&0<g.length?(null==this.tooltipTitle?(this.tooltipTitle=document.createElement("div"), -this.tooltipTitle.style.borderTop="1px solid gray",this.tooltipTitle.style.textAlign="center",this.tooltipTitle.style.width="100%",this.tooltipTitle.style.overflow="hidden",this.tooltipTitle.style.position="absolute",this.tooltipTitle.style.paddingTop="6px",this.tooltipTitle.style.bottom="6px",this.tooltip.appendChild(this.tooltipTitle)):this.tooltipTitle.innerText="",this.tooltipTitle.style.display="",mxUtils.write(this.tooltipTitle,g),m=Math.min(this.maxTooltipWidth,Math.max(f,this.tooltipTitle.scrollWidth+ -4)),g=this.tooltipTitle.offsetHeight+10,e+=g,mxClient.IS_SVG?this.tooltipTitle.style.marginTop=2-g+"px":(e-=6,this.tooltipTitle.style.top=e-g+"px")):null!=this.tooltipTitle&&null!=this.tooltipTitle.parentNode&&(this.tooltipTitle.style.display="none");m>f&&(this.tooltip.style.width=m+"px");this.tooltip.style.height=e+"px";g=-Math.round(r.x-this.tooltipBorder)+(m>f?(m-f)/2:0);f=-Math.round(r.y-this.tooltipBorder);k=null!=k?k:this.getTooltipOffset(a,r);a=k.x;k=k.y;mxClient.IS_SVG?0!=g||0!=f?this.graph2.view.canvas.setAttribute("transform", +"click",mxUtils.bind(this,function(x){this.hideTooltip();mxEvent.consume(x)})));this.tooltipCloseImage.style.display=m?"":"none";this.graph2.model.clear();this.graph2.view.setTranslate(this.tooltipBorder,this.tooltipBorder);this.graph2.view.scale=!n&&(f>this.maxTooltipWidth||e>this.maxTooltipHeight)?Math.round(100*Math.min(this.maxTooltipWidth/f,this.maxTooltipHeight/e))/100:1;this.tooltip.style.display="block";this.graph2.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject; +b=this.graph2.cloneCells(b);this.editorUi.insertHandler(b,null,this.graph2.model,r?null:this.editorUi.editor.graph.defaultVertexStyle,r?null:this.editorUi.editor.graph.defaultEdgeStyle,r,!0);this.graph2.addCells(b);mxClient.NO_FO=d;r=this.graph2.getGraphBounds();n&&0<f&&0<e&&(r.width>f||r.height>e)?(f=Math.round(100*Math.min(f/r.width,e/r.height))/100,mxClient.NO_FO?(this.graph2.view.setScale(Math.round(100*Math.min(this.maxTooltipWidth/r.width,this.maxTooltipHeight/r.height))/100),r=this.graph2.getGraphBounds()): +(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="scale("+f+")",this.graph2.view.getDrawPane().ownerSVGElement.style.transformOrigin="0 0",r.width*=f,r.height*=f)):mxClient.NO_FO||(this.graph2.view.getDrawPane().ownerSVGElement.style.transform="");f=r.width+2*this.tooltipBorder+4;e=r.height+2*this.tooltipBorder;this.tooltip.style.overflow="visible";this.tooltip.style.width=f+"px";n=f;this.tooltipTitles&&null!=g&&0<g.length?(null==this.tooltipTitle?(this.tooltipTitle=document.createElement("div"), +this.tooltipTitle.style.borderTop="1px solid gray",this.tooltipTitle.style.textAlign="center",this.tooltipTitle.style.width="100%",this.tooltipTitle.style.overflow="hidden",this.tooltipTitle.style.position="absolute",this.tooltipTitle.style.paddingTop="6px",this.tooltipTitle.style.bottom="6px",this.tooltip.appendChild(this.tooltipTitle)):this.tooltipTitle.innerText="",this.tooltipTitle.style.display="",mxUtils.write(this.tooltipTitle,g),n=Math.min(this.maxTooltipWidth,Math.max(f,this.tooltipTitle.scrollWidth+ +4)),g=this.tooltipTitle.offsetHeight+10,e+=g,mxClient.IS_SVG?this.tooltipTitle.style.marginTop=2-g+"px":(e-=6,this.tooltipTitle.style.top=e-g+"px")):null!=this.tooltipTitle&&null!=this.tooltipTitle.parentNode&&(this.tooltipTitle.style.display="none");n>f&&(this.tooltip.style.width=n+"px");this.tooltip.style.height=e+"px";g=-Math.round(r.x-this.tooltipBorder)+(n>f?(n-f)/2:0);f=-Math.round(r.y-this.tooltipBorder);k=null!=k?k:this.getTooltipOffset(a,r);a=k.x;k=k.y;mxClient.IS_SVG?0!=g||0!=f?this.graph2.view.canvas.setAttribute("transform", "translate("+g+","+f+")"):this.graph2.view.canvas.removeAttribute("transform"):(this.graph2.view.drawPane.style.left=g+"px",this.graph2.view.drawPane.style.top=f+"px");this.tooltip.style.position="absolute";this.tooltip.style.left=a+"px";this.tooltip.style.top=k+"px";mxUtils.fit(this.tooltip);this.lastCreated=Date.now()}; Sidebar.prototype.showTooltip=function(a,b,f,e,g,d){if(this.enableTooltips&&this.showTooltips&&this.currentElt!=a){null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null);var k=mxUtils.bind(this,function(){this.createTooltip(a,b,f,e,g,d)});null!=this.tooltip&&"none"!=this.tooltip.style.display?k():this.thread=window.setTimeout(k,this.tooltipDelay);this.currentElt=a}}; Sidebar.prototype.hideTooltip=function(){null!=this.thread&&(window.clearTimeout(this.thread),this.thread=null);null!=this.tooltip&&(this.tooltip.style.display="none",this.currentElt=null);this.tooltipMouseDown=null};Sidebar.prototype.addDataEntry=function(a,b,f,e,g){return this.addEntry(a,mxUtils.bind(this,function(){return this.createVertexTemplateFromData(g,b,f,e)}))}; @@ -2659,18 +2662,18 @@ Sidebar.prototype.addEntries=function(a){for(var b=0;b<a.length;b++)mxUtils.bind mxUtils.bind(this,function(){var d=this.editorUi.stringToCells(Graph.decompress(f.xml));return this.createVertexTemplateFromCells(d,f.w,f.h,f.title||"",!0,!1,!0)}))})(a[b])};Sidebar.prototype.setCurrentSearchEntryLibrary=function(a,b){this.currentSearchEntryLibrary=null!=a?{id:a,lib:b}:null}; Sidebar.prototype.addEntry=function(a,b){if(null!=this.taglist&&null!=a&&0<a.length){null!=this.currentSearchEntryLibrary&&(b.parentLibraries=[this.currentSearchEntryLibrary]);a=a.toLowerCase().replace(/[\/,\(\)]/g," ").split(" ");for(var f=[],e={},g=0;g<a.length;g++){null==e[a[g]]&&(e[a[g]]=!0,f.push(a[g]));var d=a[g].replace(/\.*\d*$/,"");d!=a[g]&&null==e[d]&&(e[d]=!0,f.push(d))}for(g=0;g<f.length;g++)this.addEntryForTag(f[g],b)}return b}; Sidebar.prototype.addEntryForTag=function(a,b){if(null!=a&&1<a.length){var f=this.taglist[a];"object"!==typeof f&&(f={entries:[]},this.taglist[a]=f);f.entries.push(b)}}; -Sidebar.prototype.searchEntries=function(a,b,f,e,g){if(null!=this.taglist&&null!=a){var d=a.toLowerCase().split(" ");g=new mxDictionary;var k=(f+1)*b;a=[];for(var m=0,u=0;u<d.length;u++)if(0<d[u].length){var n=this.taglist[d[u]],r=new mxDictionary;if(null!=n){var x=n.entries;a=[];for(var B=0;B<x.length;B++)if(n=x[B],0==m==(null==g.get(n))&&(r.put(n,n),a.push(n),u==d.length-1&&a.length==k)){e(a.slice(f*b,k),k,!0,d);return}}else a=[];g=r;m++}g=a.length;e(a.slice(f*b,(f+1)*b),g,!1,d)}else e([],null, +Sidebar.prototype.searchEntries=function(a,b,f,e,g){if(null!=this.taglist&&null!=a){var d=a.toLowerCase().split(" ");g=new mxDictionary;var k=(f+1)*b;a=[];for(var n=0,u=0;u<d.length;u++)if(0<d[u].length){var m=this.taglist[d[u]],r=new mxDictionary;if(null!=m){var x=m.entries;a=[];for(var B=0;B<x.length;B++)if(m=x[B],0==n==(null==g.get(m))&&(r.put(m,m),a.push(m),u==d.length-1&&a.length==k)){e(a.slice(f*b,k),k,!0,d);return}}else a=[];g=r;n++}g=a.length;e(a.slice(f*b,(f+1)*b),g,!1,d)}else e([],null, null,d)};Sidebar.prototype.filterTags=function(a){if(null!=a){a=a.split(" ");for(var b=[],f={},e=0;e<a.length;e++)null==f[a[e]]&&(f[a[e]]="1",b.push(a[e]));return b.join(" ")}return null};Sidebar.prototype.cloneCell=function(a,b){a=a.clone();null!=b&&(a.value=b);return a};Sidebar.prototype.showPopupMenuForEntry=function(a,b,f){}; Sidebar.prototype.addSearchPalette=function(a){var b=document.createElement("div");b.style.visibility="hidden";this.container.appendChild(b);var f=document.createElement("div");f.className="geSidebar";f.style.boxSizing="border-box";f.style.overflow="hidden";f.style.width="100%";f.style.padding="8px";f.style.paddingTop="14px";f.style.paddingBottom="0px";a||(f.style.display="none");var e=document.createElement("div");e.style.whiteSpace="nowrap";e.style.textOverflow="clip";e.style.paddingBottom="8px"; e.style.cursor="default";var g=document.createElement("input");g.setAttribute("placeholder",mxResources.get("searchShapes"));g.setAttribute("type","text");g.style.fontSize="12px";g.style.overflow="hidden";g.style.boxSizing="border-box";g.style.border="solid 1px #d5d5d5";g.style.borderRadius="4px";g.style.width="100%";g.style.outline="none";g.style.padding="6px";g.style.paddingRight="20px";e.appendChild(g);var d=document.createElement("img");d.setAttribute("src",Sidebar.prototype.searchImage);d.setAttribute("title", -mxResources.get("search"));d.style.position="relative";d.style.left="-18px";d.style.top="1px";d.style.background="url('"+this.editorUi.editor.transparentImage+"')";e.appendChild(d);f.appendChild(e);var k=document.createElement("center"),m=mxUtils.button(mxResources.get("moreResults"),function(){I()});m.style.display="none";m.style.lineHeight="normal";m.style.fontSize="12px";m.style.padding="6px 12px 6px 12px";m.style.marginTop="4px";m.style.marginBottom="8px";k.style.paddingTop="4px";k.style.paddingBottom= -"4px";k.appendChild(m);f.appendChild(k);var u="",n=!1,r=!1,x=0,B={},C=12,F=mxUtils.bind(this,function(){n=!1;this.currentSearch=null;for(var D=f.firstChild;null!=D;){var N=D.nextSibling;D!=e&&D!=k&&D.parentNode.removeChild(D);D=N}});mxEvent.addListener(d,"click",function(){d.getAttribute("src")==Dialog.prototype.closeImage&&(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search")),m.style.display="none",u=g.value="",F());g.focus()});var I=mxUtils.bind(this, -function(){C=4*Math.max(1,Math.floor(this.container.clientWidth/(this.thumbWidth+10)));this.hideTooltip();if(""!=g.value){if(null!=k.parentNode&&(u!=g.value&&(F(),u=g.value,B={},r=!1,x=0),!n&&!r)){m.setAttribute("disabled","true");m.style.display="";m.style.cursor="wait";m.innerHTML=mxResources.get("loading")+"...";n=!0;var D={};this.currentSearch=D;this.searchEntries(u,C,x,mxUtils.bind(this,function(N,S,T,P){if(this.currentSearch==D){N=null!=N?N:[];n=!1;x++;this.insertSearchHint(f,u,C,x,N,S,T,P); -0==N.length&&1==x&&(u="");null!=k.parentNode&&k.parentNode.removeChild(k);for(S=0;S<N.length;S++)mxUtils.bind(this,function(Z){try{var U=Z();null==B[U.innerHTML]?(B[U.innerHTML]=null!=Z.parentLibraries?Z.parentLibraries.slice():[],f.appendChild(U)):null!=Z.parentLibraries&&(B[U.innerHTML]=B[U.innerHTML].concat(Z.parentLibraries));mxEvent.addGestureListeners(U,null,null,mxUtils.bind(this,function(V){var aa=B[U.innerHTML];mxEvent.isPopupTrigger(V)&&this.showPopupMenuForEntry(U,aa,V)}));mxEvent.disableContextMenu(U)}catch(V){}})(N[S]); -T?(m.removeAttribute("disabled"),m.innerHTML=mxResources.get("moreResults")):(m.innerHTML=mxResources.get("reset"),m.style.display="none",r=!0);m.style.cursor="";f.appendChild(k)}}),mxUtils.bind(this,function(){m.style.cursor=""}))}}else F(),u=g.value="",B={},m.style.display="none",r=!1,g.focus()});this.searchShapes=function(D){g.value=D;I()};mxEvent.addListener(g,"keydown",mxUtils.bind(this,function(D){13==D.keyCode&&(I(),mxEvent.consume(D))}));mxEvent.addListener(g,"keyup",mxUtils.bind(this,function(D){""== -g.value?(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search"))):(d.setAttribute("src",Dialog.prototype.closeImage),d.setAttribute("title",mxResources.get("reset")));""==g.value?(r=!0,m.style.display="none"):g.value!=u?(m.style.display="none",r=!1):n||(m.style.display=r?"none":"")}));mxEvent.addListener(g,"mousedown",function(D){D.stopPropagation&&D.stopPropagation();D.cancelBubble=!0});mxEvent.addListener(g,"selectstart",function(D){D.stopPropagation&& -D.stopPropagation();D.cancelBubble=!0});a=document.createElement("div");a.appendChild(f);this.container.appendChild(a);this.palettes.search=[b,a]}; -Sidebar.prototype.insertSearchHint=function(a,b,f,e,g,d,k,m){0==g.length&&1==e&&(f=document.createElement("div"),f.className="geTitle",f.style.cssText="background-color:transparent;border-color:transparent;color:gray;padding:6px 0px 0px 0px !important;margin:4px 8px 4px 8px;text-align:center;cursor:default !important",mxUtils.write(f,mxResources.get("noResultsFor",[b])),a.appendChild(f))}; +mxResources.get("search"));d.style.position="relative";d.style.left="-18px";d.style.top="1px";d.style.background="url('"+this.editorUi.editor.transparentImage+"')";e.appendChild(d);f.appendChild(e);var k=document.createElement("center"),n=mxUtils.button(mxResources.get("moreResults"),function(){J()});n.style.display="none";n.style.lineHeight="normal";n.style.fontSize="12px";n.style.padding="6px 12px 6px 12px";n.style.marginTop="4px";n.style.marginBottom="8px";k.style.paddingTop="4px";k.style.paddingBottom= +"4px";k.appendChild(n);f.appendChild(k);var u="",m=!1,r=!1,x=0,B={},D=12,F=mxUtils.bind(this,function(){m=!1;this.currentSearch=null;for(var C=f.firstChild;null!=C;){var O=C.nextSibling;C!=e&&C!=k&&C.parentNode.removeChild(C);C=O}});mxEvent.addListener(d,"click",function(){d.getAttribute("src")==Dialog.prototype.closeImage&&(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search")),n.style.display="none",u=g.value="",F());g.focus()});var J=mxUtils.bind(this, +function(){D=4*Math.max(1,Math.floor(this.container.clientWidth/(this.thumbWidth+10)));this.hideTooltip();if(""!=g.value){if(null!=k.parentNode&&(u!=g.value&&(F(),u=g.value,B={},r=!1,x=0),!m&&!r)){n.setAttribute("disabled","true");n.style.display="";n.style.cursor="wait";n.innerHTML=mxResources.get("loading")+"...";m=!0;var C={};this.currentSearch=C;this.searchEntries(u,D,x,mxUtils.bind(this,function(O,R,T,Q){if(this.currentSearch==C){O=null!=O?O:[];m=!1;x++;this.insertSearchHint(f,u,D,x,O,R,T,Q); +0==O.length&&1==x&&(u="");null!=k.parentNode&&k.parentNode.removeChild(k);for(R=0;R<O.length;R++)mxUtils.bind(this,function(aa){try{var S=aa();null==B[S.innerHTML]?(B[S.innerHTML]=null!=aa.parentLibraries?aa.parentLibraries.slice():[],f.appendChild(S)):null!=aa.parentLibraries&&(B[S.innerHTML]=B[S.innerHTML].concat(aa.parentLibraries));mxEvent.addGestureListeners(S,null,null,mxUtils.bind(this,function(P){var X=B[S.innerHTML];mxEvent.isPopupTrigger(P)&&this.showPopupMenuForEntry(S,X,P)}));mxEvent.disableContextMenu(S)}catch(P){}})(O[R]); +T?(n.removeAttribute("disabled"),n.innerHTML=mxResources.get("moreResults")):(n.innerHTML=mxResources.get("reset"),n.style.display="none",r=!0);n.style.cursor="";f.appendChild(k)}}),mxUtils.bind(this,function(){n.style.cursor=""}))}}else F(),u=g.value="",B={},n.style.display="none",r=!1,g.focus()});this.searchShapes=function(C){g.value=C;J()};mxEvent.addListener(g,"keydown",mxUtils.bind(this,function(C){13==C.keyCode&&(J(),mxEvent.consume(C))}));mxEvent.addListener(g,"keyup",mxUtils.bind(this,function(C){""== +g.value?(d.setAttribute("src",Sidebar.prototype.searchImage),d.setAttribute("title",mxResources.get("search"))):(d.setAttribute("src",Dialog.prototype.closeImage),d.setAttribute("title",mxResources.get("reset")));""==g.value?(r=!0,n.style.display="none"):g.value!=u?(n.style.display="none",r=!1):m||(n.style.display=r?"none":"")}));mxEvent.addListener(g,"mousedown",function(C){C.stopPropagation&&C.stopPropagation();C.cancelBubble=!0});mxEvent.addListener(g,"selectstart",function(C){C.stopPropagation&& +C.stopPropagation();C.cancelBubble=!0});a=document.createElement("div");a.appendChild(f);this.container.appendChild(a);this.palettes.search=[b,a]}; +Sidebar.prototype.insertSearchHint=function(a,b,f,e,g,d,k,n){0==g.length&&1==e&&(f=document.createElement("div"),f.className="geTitle",f.style.cssText="background-color:transparent;border-color:transparent;color:gray;padding:6px 0px 0px 0px !important;margin:4px 8px 4px 8px;text-align:center;cursor:default !important",mxUtils.write(f,mxResources.get("noResultsFor",[b])),a.appendChild(f))}; Sidebar.prototype.addGeneralPalette=function(a){this.setCurrentSearchEntryLibrary("general","general");var b=this,f=parseInt(this.editorUi.editor.graph.defaultVertexStyle.fontSize);f=isNaN(f)?"":"fontSize="+Math.min(16,f)+";";var e=new mxCell("List Item",new mxGeometry(0,0,80,30),"text;strokeColor=none;fillColor=none;align=left;verticalAlign=middle;spacingLeft=4;spacingRight=4;overflow=hidden;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;rotatable=0;"+f);e.vertex=!0;f=[this.createVertexTemplateEntry("rounded=0;whiteSpace=wrap;html=1;", 120,60,"","Rectangle",null,null,"rect rectangle box"),this.createVertexTemplateEntry("rounded=1;whiteSpace=wrap;html=1;",120,60,"","Rounded Rectangle",null,null,"rounded rect rectangle box"),this.createVertexTemplateEntry("text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;",60,30,"Text","Text",null,null,"text textbox textarea label"),this.createVertexTemplateEntry("text;html=1;strokeColor=none;fillColor=none;spacing=5;spacingTop=-20;whiteSpace=wrap;overflow=hidden;rounded=0;", 190,120,"<h1>Heading</h1><p>Lorem ipsum dolor sit amet, consectetur adipisicing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua.</p>","Textbox",null,null,"text textbox textarea"),this.createVertexTemplateEntry("ellipse;whiteSpace=wrap;html=1;",120,80,"","Ellipse",null,null,"oval ellipse state"),this.createVertexTemplateEntry("whiteSpace=wrap;html=1;aspect=fixed;",80,80,"","Square",null,null,"square"),this.createVertexTemplateEntry("ellipse;whiteSpace=wrap;html=1;aspect=fixed;", @@ -2759,14 +2762,14 @@ k.geometry.setTerminalPoint(new mxPoint(15,90),!1);k.geometry.relative=!0;k.edge k.geometry.setTerminalPoint(new mxPoint(60,100),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!0);return b.createVertexTemplateFromCells([d,k],120,100,"Activity")}),this.addEntry("uml activity composite state",function(){var d=new mxCell("Composite State",new mxGeometry(0,0,160,60),"swimlane;fontStyle=1;align=center;verticalAlign=middle;childLayout=stackLayout;horizontal=1;startSize=30;horizontalStack=0;resizeParent=0;resizeLast=1;container=0;fontColor=#000000;collapsible=0;rounded=1;arcSize=30;strokeColor=#ff0000;fillColor=#ffffc0;swimlaneFillColor=#ffffc0;dropTarget=0;"); d.vertex=!0;var k=new mxCell("Subtitle",new mxGeometry(0,0,200,26),"text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;spacingLeft=4;spacingRight=4;whiteSpace=wrap;overflow=hidden;rotatable=0;fontColor=#000000;");k.vertex=!0;d.insert(k);k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(80,120),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k, !0);return b.createVertexTemplateFromCells([d,k],160,120,"Composite State")}),this.addEntry("uml activity condition",function(){var d=new mxCell("Condition",new mxGeometry(0,0,80,40),"rhombus;whiteSpace=wrap;html=1;fillColor=#ffffc0;strokeColor=#ff0000;");d.vertex=!0;var k=new mxCell("no",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(180,20),!1);k.geometry.relative= -!0;k.geometry.x=-1;k.edge=!0;d.insertEdge(k,!0);var m=new mxCell("yes",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;verticalAlign=top;endArrow=open;endSize=8;strokeColor=#ff0000;");m.geometry.setTerminalPoint(new mxPoint(40,100),!1);m.geometry.relative=!0;m.geometry.x=-1;m.edge=!0;d.insertEdge(m,!0);return b.createVertexTemplateFromCells([d,k,m],180,100,"Condition")}),this.addEntry("uml activity fork join",function(){var d=new mxCell("",new mxGeometry(0,0,200,10),"shape=line;html=1;strokeWidth=6;strokeColor=#ff0000;"); +!0;k.geometry.x=-1;k.edge=!0;d.insertEdge(k,!0);var n=new mxCell("yes",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;verticalAlign=top;endArrow=open;endSize=8;strokeColor=#ff0000;");n.geometry.setTerminalPoint(new mxPoint(40,100),!1);n.geometry.relative=!0;n.geometry.x=-1;n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d,k,n],180,100,"Condition")}),this.addEntry("uml activity fork join",function(){var d=new mxCell("",new mxGeometry(0,0,200,10),"shape=line;html=1;strokeWidth=6;strokeColor=#ff0000;"); d.vertex=!0;var k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;verticalAlign=bottom;endArrow=open;endSize=8;strokeColor=#ff0000;");k.geometry.setTerminalPoint(new mxPoint(100,80),!1);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!0);return b.createVertexTemplateFromCells([d,k],200,80,"Fork/Join")}),this.createVertexTemplateEntry("ellipse;html=1;shape=endState;fillColor=#000000;strokeColor=#ff0000;",30,30,"","End",null,null,"uml activity state end"),this.createVertexTemplateEntry("shape=umlLifeline;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;outlineConnect=0;", 100,300,":Object","Lifeline",null,null,"uml sequence participant lifeline"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlActor;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",20,300,"","Actor Lifeline",null,null,"uml sequence participant lifeline actor"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlBoundary;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", 50,300,"","Boundary Lifeline",null,null,"uml sequence participant lifeline boundary"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlEntity;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;",40,300,"","Entity Lifeline",null,null,"uml sequence participant lifeline entity"),this.createVertexTemplateEntry("shape=umlLifeline;participant=umlControl;perimeter=lifelinePerimeter;whiteSpace=wrap;html=1;container=1;collapsible=0;recursiveResize=0;verticalAlign=top;spacingTop=36;outlineConnect=0;", 40,300,"","Control Lifeline",null,null,"uml sequence participant lifeline control"),this.createVertexTemplateEntry("shape=umlFrame;whiteSpace=wrap;html=1;",300,200,"frame","Frame",null,null,"uml sequence frame"),this.createVertexTemplateEntry("shape=umlDestroy;whiteSpace=wrap;html=1;strokeWidth=3;",30,30,"","Destruction",null,null,"uml sequence destruction destroy"),this.addEntry("uml sequence invoke invocation call activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;startArrow=oval;endArrow=block;startSize=8;");k.geometry.setTerminalPoint(new mxPoint(-60,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,80,"Found Message")}),this.addEntry("uml sequence invoke call delegation synchronous invocation activation",function(){var d=new mxCell("",new mxGeometry(0,0,10,80),"html=1;points=[];perimeter=orthogonalPerimeter;"); -d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var m=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");m.geometry.setTerminalPoint(new mxPoint(-70,76),!1);m.geometry.relative=!0;m.edge=!0;d.insertEdge(m,!0);return b.createVertexTemplateFromCells([d, -k,m],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0,0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative= +d.vertex=!0;var k=new mxCell("dispatch",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=block;entryX=0;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(-70,0),!0);k.geometry.relative=!0;k.edge=!0;d.insertEdge(k,!1);var n=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;exitX=0;exitY=0.95;");n.geometry.setTerminalPoint(new mxPoint(-70,76),!1);n.geometry.relative=!0;n.edge=!0;d.insertEdge(n,!0);return b.createVertexTemplateFromCells([d, +k,n],10,80,"Synchronous Invocation")}),this.addEntry("uml sequence self call recursion delegation activation",function(){var d=new mxCell("",new mxGeometry(-5,20,10,40),"html=1;points=[];perimeter=orthogonalPerimeter;");d.vertex=!0;var k=new mxCell("self call",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;html=1;align=left;spacingLeft=2;endArrow=block;rounded=0;entryX=1;entryY=0;");k.geometry.setTerminalPoint(new mxPoint(0,0),!0);k.geometry.points=[new mxPoint(30,0)];k.geometry.relative= !0;k.edge=!0;d.insertEdge(k,!1);return b.createVertexTemplateFromCells([d,k],10,60,"Self Call")}),this.addEntry("uml sequence invoke call delegation callback activation",function(){return b.createVertexTemplateFromData("xZRNT8MwDIZ/Ta6oaymD47rBTkiTuMAxW6wmIm0q19s6fj1OE3V0Y2iCA4dK8euP2I+riGxedUuUjX52CqzIHkU2R+conKpuDtaKNDFKZAuRpgl/In264J303qSRCDVdk5CGhJ20WwhKEFo62ChoqritxURkReNMTa2X80LkC68AmgoIkEWHpF3pamlXR7WIFwASdBeb7KXY4RIc5+KBQ/ZGkY4RYY5Egyl1zLqLmmyDXQ6Zx4n5EIf+HkB2BmAjrV3LzftPIPw4hgNn1pQ1a2tH5Cp2QK1miG7vNeu4iJe4pdeY2BtvbCQDGlAljMCQxBJotJ8rWCFYSWY3LvUdmZi68rvkkLiU6QnL1m1xAzHoBOdw61WEb88II9AW67/ydQ2wq1Cy1aAGvOrFfPh6997qDA3g+dxzv3nIL6MPU/8T+kMw8+m4QPgdfrEJNo8PSQj/+s58Ag==", 10,60,"Callback")}),this.createVertexTemplateEntry("html=1;points=[];perimeter=orthogonalPerimeter;",10,80,"","Activation",null,null,"uml sequence activation"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=oval;startFill=1;endArrow=block;startSize=8;",60,0,"dispatch","Found Message 1",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;startArrow=circle;startFill=1;endArrow=open;startSize=6;endSize=8;",80,0,"dispatch", "Found Message 2",null,"uml sequence message call invoke dispatch"),this.createEdgeTemplateEntry("html=1;verticalAlign=bottom;endArrow=block;",80,0,"dispatch","Message",null,"uml sequence message call invoke dispatch"),this.addEntry("uml sequence return message",function(){var d=new mxCell("return",new mxGeometry(0,0,0,0),"html=1;verticalAlign=bottom;endArrow=open;dashed=1;endSize=8;");d.geometry.setTerminalPoint(new mxPoint(80,0),!0);d.geometry.setTerminalPoint(new mxPoint(0,0),!1);d.geometry.relative= @@ -2779,109 +2782,109 @@ d.geometry.setTerminalPoint(new mxPoint(0,0),!0);d.geometry.setTerminalPoint(new 0,"Use","Dependency",null,"uml dependency use"),this.createEdgeTemplateEntry("endArrow=block;endSize=16;endFill=0;html=1;",160,0,"Extends","Generalization",null,"uml generalization extend"),this.createEdgeTemplateEntry("endArrow=block;startArrow=block;endFill=1;startFill=1;html=1;",160,0,"","Association 2",null,"uml association"),this.createEdgeTemplateEntry("endArrow=open;startArrow=circlePlus;endFill=0;startFill=0;endSize=8;html=1;",160,0,"","Inner Class",null,"uml inner class"),this.createEdgeTemplateEntry("endArrow=open;startArrow=cross;endFill=0;startFill=0;endSize=8;startSize=10;html=1;", 160,0,"","Terminate",null,"uml terminate"),this.createEdgeTemplateEntry("endArrow=block;dashed=1;endFill=0;endSize=12;html=1;",160,0,"","Implementation",null,"uml realization implementation"),this.createEdgeTemplateEntry("endArrow=diamondThin;endFill=0;endSize=24;html=1;",160,0,"","Aggregation 2",null,"uml aggregation"),this.createEdgeTemplateEntry("endArrow=diamondThin;endFill=1;endSize=24;html=1;",160,0,"","Composition 2",null,"uml composition"),this.createEdgeTemplateEntry("endArrow=open;endFill=1;endSize=12;html=1;", 160,0,"","Association 3",null,"uml association")];this.addPaletteFunctions("uml",mxResources.get("uml"),a||!1,g);this.setCurrentSearchEntryLibrary()};Sidebar.prototype.createTitle=function(a){var b=document.createElement("a");b.setAttribute("title",mxResources.get("sidebarTooltip"));b.className="geTitle";mxUtils.write(b,a);return b}; -Sidebar.prototype.createThumb=function(a,b,f,e,g,d,k){this.graph.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject;this.graph.view.scaleAndTranslate(1,0,0);this.graph.addCells(a);a=this.graph.getGraphBounds();var m=Math.floor(100*Math.min((b-2*this.thumbBorder)/a.width,(f-2*this.thumbBorder)/a.height))/100;this.graph.view.scaleAndTranslate(m,Math.floor((b-a.width*m)/2/m-a.x),Math.floor((f-a.height*m)/2/m-a.y));this.graph.dialect!=mxConstants.DIALECT_SVG|| -mxClient.NO_FO||null==this.graph.view.getCanvas().ownerSVGElement?(m=this.graph.container.cloneNode(!1),m.innerHTML=this.graph.container.innerHTML):m=this.graph.view.getCanvas().ownerSVGElement.cloneNode(!0);this.graph.getModel().clear();mxClient.NO_FO=d;m.style.position="relative";m.style.overflow="hidden";m.style.left=this.thumbBorder+"px";m.style.top=this.thumbBorder+"px";m.style.width=b+"px";m.style.height=f+"px";m.style.visibility="";m.style.minWidth="";m.style.minHeight="";e.appendChild(m); +Sidebar.prototype.createThumb=function(a,b,f,e,g,d,k){this.graph.labelsVisible=null==d||d;d=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject;this.graph.view.scaleAndTranslate(1,0,0);this.graph.addCells(a);a=this.graph.getGraphBounds();var n=Math.floor(100*Math.min((b-2*this.thumbBorder)/a.width,(f-2*this.thumbBorder)/a.height))/100;this.graph.view.scaleAndTranslate(n,Math.floor((b-a.width*n)/2/n-a.x),Math.floor((f-a.height*n)/2/n-a.y));this.graph.dialect!=mxConstants.DIALECT_SVG|| +mxClient.NO_FO||null==this.graph.view.getCanvas().ownerSVGElement?(n=this.graph.container.cloneNode(!1),n.innerHTML=this.graph.container.innerHTML):n=this.graph.view.getCanvas().ownerSVGElement.cloneNode(!0);this.graph.getModel().clear();mxClient.NO_FO=d;n.style.position="relative";n.style.overflow="hidden";n.style.left=this.thumbBorder+"px";n.style.top=this.thumbBorder+"px";n.style.width=b+"px";n.style.height=f+"px";n.style.visibility="";n.style.minWidth="";n.style.minHeight="";e.appendChild(n); this.sidebarTitles&&null!=g&&0!=k&&(e.style.height=this.thumbHeight+0+this.sidebarTitleSize+8+"px",b=document.createElement("div"),b.style.color=Editor.isDarkMode()?"#A0A0A0":"#303030",b.style.fontSize=this.sidebarTitleSize+"px",b.style.textAlign="center",b.style.whiteSpace="nowrap",b.style.overflow="hidden",b.style.textOverflow="ellipsis",mxClient.IS_IE&&(b.style.height=this.sidebarTitleSize+12+"px"),b.style.paddingTop="4px",mxUtils.write(b,g),e.appendChild(b));return a}; Sidebar.prototype.createSection=function(a){return mxUtils.bind(this,function(){var b=document.createElement("div");b.setAttribute("title",a);b.style.textOverflow="ellipsis";b.style.whiteSpace="nowrap";b.style.textAlign="center";b.style.overflow="hidden";b.style.width="100%";b.style.padding="14px 0";mxUtils.write(b,a);return b})}; -Sidebar.prototype.createItem=function(a,b,f,e,g,d,k,m){m=null!=m?m:!0;var u=document.createElement("a");u.className="geItem";u.style.overflow="hidden";var n=2*this.thumbBorder;u.style.width=this.thumbWidth+n+"px";u.style.height=this.thumbHeight+n+"px";u.style.padding=this.thumbPadding+"px";mxEvent.addListener(u,"click",function(x){mxEvent.consume(x)});n=a;a=this.graph.cloneCells(a);this.editorUi.insertHandler(n,null,this.graph.model,this.editorUi.editor.graph.defaultVertexStyle,this.editorUi.editor.graph.defaultEdgeStyle, -!0,!0);this.createThumb(n,this.thumbWidth,this.thumbHeight,u,b,f,e,g,d);var r=new mxRectangle(0,0,g,d);1<a.length||a[0].vertex?(e=this.createDragSource(u,this.createDropHandler(a,!0,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a),e.isGuidesEnabled=mxUtils.bind(this,function(){return this.editorUi.editor.graph.graphHandler.guidesEnabled})):null!=a[0]&&a[0].edge&&(e=this.createDragSource(u,this.createDropHandler(a,!1,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a)); -!mxClient.IS_IOS&&m&&mxEvent.addGestureListeners(u,null,mxUtils.bind(this,function(x){mxEvent.isMouseEvent(x)&&this.showTooltip(u,a,r.width,r.height,b,f)}));return u}; -Sidebar.prototype.updateShapes=function(a,b){var f=this.editorUi.editor.graph,e=f.getCellStyle(a),g=[];f.model.beginUpdate();try{for(var d=f.getModel().getStyle(a),k="shadow dashed dashPattern fontFamily fontSize fontColor align startFill startSize endFill endSize strokeColor strokeWidth fillColor gradientColor html part noEdgeStyle edgeStyle elbow childLayout recursiveResize container collapsible connectable comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "),m= -0;m<b.length;m++){var u=b[m];if(f.getModel().isVertex(u)==f.getModel().isVertex(a)||f.getModel().isEdge(u)==f.getModel().isEdge(a)){var n=f.getCellStyle(b[m],!1);f.getModel().setStyle(u,d);if("1"==mxUtils.getValue(n,"composite","0"))for(var r=f.model.getChildCount(u);0<=r;r--)f.model.remove(f.model.getChildAt(u,r));"umlLifeline"==n[mxConstants.STYLE_SHAPE]&&"umlLifeline"!=e[mxConstants.STYLE_SHAPE]&&(f.setCellStyles(mxConstants.STYLE_SHAPE,"umlLifeline",[u]),f.setCellStyles("participant",e[mxConstants.STYLE_SHAPE], -[u]));for(r=0;r<k.length;r++){var x=n[k[r]];null!=x&&f.setCellStyles(k[r],x,[u])}g.push(u)}}}finally{f.model.endUpdate()}return g}; -Sidebar.prototype.createDropHandler=function(a,b,f,e){f=null!=f?f:!0;return mxUtils.bind(this,function(g,d,k,m,u,n){for(n=n?null:mxEvent.isTouchEvent(d)||mxEvent.isPenEvent(d)?document.elementFromPoint(mxEvent.getClientX(d),mxEvent.getClientY(d)):mxEvent.getSource(d);null!=n&&n!=this.container;)n=n.parentNode;if(null==n&&g.isEnabled()){a=g.getImportableCells(a);if(0<a.length){g.stopEditing();n=null==k||mxEvent.isAltDown(d)?!1:g.isValidDropTarget(k,a,d);var r=null;null==k||n||(k=null);if(!g.isCellLocked(k|| -g.getDefaultParent())){g.model.beginUpdate();try{m=Math.round(m);u=Math.round(u);if(b&&g.isSplitTarget(k,a,d)){var x=g.view.scale,B=g.view.translate,C=(m+B.x)*x,F=(u+B.y)*x,I=g.cloneCells(a);g.splitEdge(k,I,null,m-e.width/2,u-e.height/2,C,F);r=I}else 0<a.length&&(r=g.importCells(a,m,u,k));if(null!=g.layoutManager){var D=g.layoutManager.getLayout(k);if(null!=D)for(x=g.view.scale,B=g.view.translate,C=(m+B.x)*x,F=(u+B.y)*x,k=0;k<r.length;k++)D.moveCell(r[k],C,F)}!f||null!=d&&mxEvent.isShiftDown(d)|| -g.fireEvent(new mxEventObject("cellsInserted","cells",r))}catch(N){this.editorUi.handleError(N)}finally{g.model.endUpdate()}null!=r&&0<r.length&&(g.scrollCellToVisible(r[0]),g.setSelectionCells(r));g.editAfterInsert&&null!=d&&mxEvent.isMouseEvent(d)&&null!=r&&1==r.length&&window.setTimeout(function(){g.startEditing(r[0])},0)}}mxEvent.consume(d)}})}; +Sidebar.prototype.createItem=function(a,b,f,e,g,d,k,n){n=null!=n?n:!0;var u=document.createElement("a");u.className="geItem";u.style.overflow="hidden";var m=2*this.thumbBorder;u.style.width=this.thumbWidth+m+"px";u.style.height=this.thumbHeight+m+"px";u.style.padding=this.thumbPadding+"px";mxEvent.addListener(u,"click",function(x){mxEvent.consume(x)});m=a;a=this.graph.cloneCells(a);this.editorUi.insertHandler(m,null,this.graph.model,this.editorUi.editor.graph.defaultVertexStyle,this.editorUi.editor.graph.defaultEdgeStyle, +!0,!0);this.createThumb(m,this.thumbWidth,this.thumbHeight,u,b,f,e,g,d);var r=new mxRectangle(0,0,g,d);1<a.length||a[0].vertex?(e=this.createDragSource(u,this.createDropHandler(a,!0,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a),e.isGuidesEnabled=mxUtils.bind(this,function(){return this.editorUi.editor.graph.graphHandler.guidesEnabled})):null!=a[0]&&a[0].edge&&(e=this.createDragSource(u,this.createDropHandler(a,!1,k,r),this.createDragPreview(g,d),a,r),this.addClickHandler(u,e,a)); +!mxClient.IS_IOS&&n&&mxEvent.addGestureListeners(u,null,mxUtils.bind(this,function(x){mxEvent.isMouseEvent(x)&&this.showTooltip(u,a,r.width,r.height,b,f)}));return u}; +Sidebar.prototype.updateShapes=function(a,b){var f=this.editorUi.editor.graph,e=f.getCellStyle(a),g=[];f.model.beginUpdate();try{for(var d=f.getModel().getStyle(a),k="shadow dashed dashPattern fontFamily fontSize fontColor align startFill startSize endFill endSize strokeColor strokeWidth fillColor gradientColor html part noEdgeStyle edgeStyle elbow childLayout recursiveResize container collapsible connectable comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "),n= +0;n<b.length;n++){var u=b[n];if(f.getModel().isVertex(u)==f.getModel().isVertex(a)||f.getModel().isEdge(u)==f.getModel().isEdge(a)){var m=f.getCellStyle(b[n],!1);f.getModel().setStyle(u,d);if("1"==mxUtils.getValue(m,"composite","0"))for(var r=f.model.getChildCount(u);0<=r;r--)f.model.remove(f.model.getChildAt(u,r));"umlLifeline"==m[mxConstants.STYLE_SHAPE]&&"umlLifeline"!=e[mxConstants.STYLE_SHAPE]&&(f.setCellStyles(mxConstants.STYLE_SHAPE,"umlLifeline",[u]),f.setCellStyles("participant",e[mxConstants.STYLE_SHAPE], +[u]));for(r=0;r<k.length;r++){var x=m[k[r]];null!=x&&f.setCellStyles(k[r],x,[u])}g.push(u)}}}finally{f.model.endUpdate()}return g}; +Sidebar.prototype.createDropHandler=function(a,b,f,e){f=null!=f?f:!0;return mxUtils.bind(this,function(g,d,k,n,u,m){for(m=m?null:mxEvent.isTouchEvent(d)||mxEvent.isPenEvent(d)?document.elementFromPoint(mxEvent.getClientX(d),mxEvent.getClientY(d)):mxEvent.getSource(d);null!=m&&m!=this.container;)m=m.parentNode;if(null==m&&g.isEnabled()){a=g.getImportableCells(a);if(0<a.length){g.stopEditing();m=null==k||mxEvent.isAltDown(d)?!1:g.isValidDropTarget(k,a,d);var r=null;null==k||m||(k=null);if(!g.isCellLocked(k|| +g.getDefaultParent())){g.model.beginUpdate();try{n=Math.round(n);u=Math.round(u);if(b&&g.isSplitTarget(k,a,d)){var x=g.view.scale,B=g.view.translate,D=(n+B.x)*x,F=(u+B.y)*x,J=g.cloneCells(a);g.splitEdge(k,J,null,n-e.width/2,u-e.height/2,D,F);r=J}else 0<a.length&&(r=g.importCells(a,n,u,k));if(null!=g.layoutManager){var C=g.layoutManager.getLayout(k);if(null!=C)for(x=g.view.scale,B=g.view.translate,D=(n+B.x)*x,F=(u+B.y)*x,k=0;k<r.length;k++)C.moveCell(r[k],D,F)}!f||null!=d&&mxEvent.isShiftDown(d)|| +g.fireEvent(new mxEventObject("cellsInserted","cells",r))}catch(O){this.editorUi.handleError(O)}finally{g.model.endUpdate()}null!=r&&0<r.length&&(g.scrollCellToVisible(r[0]),g.setSelectionCells(r));g.editAfterInsert&&null!=d&&mxEvent.isMouseEvent(d)&&null!=r&&1==r.length&&window.setTimeout(function(){g.startEditing(r[0])},0)}}mxEvent.consume(d)}})}; Sidebar.prototype.createDragPreview=function(a,b){var f=document.createElement("div");f.className="geDragPreview";f.style.width=a+"px";f.style.height=b+"px";return f}; -Sidebar.prototype.dropAndConnect=function(a,b,f,e,g){var d=this.getDropAndConnectGeometry(a,b[e],f,b),k=[];if(null!=d){var m=this.editorUi.editor.graph,u=null;m.model.beginUpdate();try{var n=m.getCellGeometry(a),r=m.getCellGeometry(b[e]),x=m.model.getParent(a),B=!0;if(null!=m.layoutManager){var C=m.layoutManager.getLayout(x);null!=C&&C.constructor==mxStackLayout&&(B=!1)}k=m.model.isEdge(a)?null:m.view.getState(x);var F=C=0;if(null!=k){var I=k.origin;C=I.x;F=I.y;var D=d.getTerminalPoint(!1);null!= -D&&(D.x+=I.x,D.y+=I.y)}var N=!m.isTableRow(a)&&!m.isTableCell(a)&&(m.model.isEdge(a)||null!=n&&!n.relative&&B),S=m.getCellAt((d.x+C+m.view.translate.x)*m.view.scale,(d.y+F+m.view.translate.y)*m.view.scale,null,null,null,function(Z,U,V){return!m.isContainer(Z.cell)});if(null!=S&&S!=x)k=m.view.getState(S),null!=k&&(I=k.origin,x=S,N=!0,m.model.isEdge(a)||(d.x-=I.x-C,d.y-=I.y-F));else if(!B||m.isTableRow(a)||m.isTableCell(a))d.x+=C,d.y+=F;C=r.x;F=r.y;m.model.isEdge(b[e])&&(F=C=0);k=b=m.importCells(b, -d.x-(N?C:0),d.y-(N?F:0),N?x:null);if(m.model.isEdge(a))m.model.setTerminal(a,b[e],f==mxConstants.DIRECTION_NORTH);else if(m.model.isEdge(b[e])){m.model.setTerminal(b[e],a,!0);var T=m.getCellGeometry(b[e]);T.points=null;if(null!=T.getTerminalPoint(!1))T.setTerminalPoint(d.getTerminalPoint(!1),!1);else if(N&&m.model.isVertex(x)){var P=m.view.getState(x);I=P.cell!=m.view.currentRoot?P.origin:new mxPoint(0,0);m.cellsMoved(b,I.x,I.y,null,null,!0)}}else r=m.getCellGeometry(b[e]),C=d.x-Math.round(r.x),F= -d.y-Math.round(r.y),d.x=Math.round(r.x),d.y=Math.round(r.y),m.model.setGeometry(b[e],d),m.cellsMoved(b,C,F,null,null,!0),k=b.slice(),u=1==k.length?k[0]:null,b.push(m.insertEdge(null,null,"",a,b[e],m.createCurrentEdgeStyle()));null!=g&&mxEvent.isShiftDown(g)||m.fireEvent(new mxEventObject("cellsInserted","cells",b))}catch(Z){this.editorUi.handleError(Z)}finally{m.model.endUpdate()}m.editAfterInsert&&null!=g&&mxEvent.isMouseEvent(g)&&null!=u&&window.setTimeout(function(){m.startEditing(u)},0)}return k}; -Sidebar.prototype.getDropAndConnectGeometry=function(a,b,f,e){var g=this.editorUi.editor.graph,d=g.view,k=1<e.length,m=g.getCellGeometry(a);e=g.getCellGeometry(b);null!=m&&null!=e&&(e=e.clone(),g.model.isEdge(a)?(a=g.view.getState(a),m=a.absolutePoints,b=m[0],g=m[m.length-1],f==mxConstants.DIRECTION_NORTH?(e.x=b.x/d.scale-d.translate.x-e.width/2,e.y=b.y/d.scale-d.translate.y-e.height/2):(e.x=g.x/d.scale-d.translate.x-e.width/2,e.y=g.y/d.scale-d.translate.y-e.height/2)):(m.relative&&(a=g.view.getState(a), -m=m.clone(),m.x=(a.x-d.translate.x)/d.scale,m.y=(a.y-d.translate.y)/d.scale),d=g.defaultEdgeLength,g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=e.getTerminalPoint(!1)?(b=e.getTerminalPoint(!0),g=e.getTerminalPoint(!1),d=g.x-b.x,b=g.y-b.y,d=Math.sqrt(d*d+b*b),e.x=m.getCenterX(),e.y=m.getCenterY(),e.width=1,e.height=1,f==mxConstants.DIRECTION_NORTH?(e.height=d,e.y=m.y-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1)):f==mxConstants.DIRECTION_EAST?(e.width=d,e.x=m.x+m.width,e.setTerminalPoint(new mxPoint(e.x+ -e.width,e.y),!1)):f==mxConstants.DIRECTION_SOUTH?(e.height=d,e.y=m.y+m.height,e.setTerminalPoint(new mxPoint(e.x,e.y+e.height),!1)):f==mxConstants.DIRECTION_WEST&&(e.width=d,e.x=m.x-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1))):(!k&&45<e.width&&45<e.height&&45<m.width&&45<m.height&&(e.width*=m.height/e.height,e.height=m.height),e.x=m.x+m.width/2-e.width/2,e.y=m.y+m.height/2-e.height/2,f==mxConstants.DIRECTION_NORTH?e.y=e.y-m.height/2-e.height/2-d:f==mxConstants.DIRECTION_EAST?e.x=e.x+m.width/2+ -e.width/2+d:f==mxConstants.DIRECTION_SOUTH?e.y=e.y+m.height/2+e.height/2+d:f==mxConstants.DIRECTION_WEST&&(e.x=e.x-m.width/2-e.width/2-d),g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=b.getTerminal(!1)&&(m=g.getCellGeometry(b.getTerminal(!1)),null!=m&&(f==mxConstants.DIRECTION_NORTH?(e.x-=m.getCenterX(),e.y-=m.getCenterY()+m.height/2):f==mxConstants.DIRECTION_EAST?(e.x-=m.getCenterX()-m.width/2,e.y-=m.getCenterY()):f==mxConstants.DIRECTION_SOUTH?(e.x-=m.getCenterX(),e.y-=m.getCenterY()-m.height/ -2):f==mxConstants.DIRECTION_WEST&&(e.x-=m.getCenterX()+m.width/2,e.y-=m.getCenterY()))))));return e};Sidebar.prototype.isDropStyleEnabled=function(a,b){var f=!0;null!=b&&1==a.length&&(a=this.graph.getCellStyle(a[b]),null!=a&&(f=mxUtils.getValue(a,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(a,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE));return f}; +Sidebar.prototype.dropAndConnect=function(a,b,f,e,g){var d=this.getDropAndConnectGeometry(a,b[e],f,b),k=[];if(null!=d){var n=this.editorUi.editor.graph,u=null;n.model.beginUpdate();try{var m=n.getCellGeometry(a),r=n.getCellGeometry(b[e]),x=n.model.getParent(a),B=!0;if(null!=n.layoutManager){var D=n.layoutManager.getLayout(x);null!=D&&D.constructor==mxStackLayout&&(B=!1)}k=n.model.isEdge(a)?null:n.view.getState(x);var F=D=0;if(null!=k){var J=k.origin;D=J.x;F=J.y;var C=d.getTerminalPoint(!1);null!= +C&&(C.x+=J.x,C.y+=J.y)}var O=!n.isTableRow(a)&&!n.isTableCell(a)&&(n.model.isEdge(a)||null!=m&&!m.relative&&B),R=n.getCellAt((d.x+D+n.view.translate.x)*n.view.scale,(d.y+F+n.view.translate.y)*n.view.scale,null,null,null,function(aa,S,P){return!n.isContainer(aa.cell)});if(null!=R&&R!=x)k=n.view.getState(R),null!=k&&(J=k.origin,x=R,O=!0,n.model.isEdge(a)||(d.x-=J.x-D,d.y-=J.y-F));else if(!B||n.isTableRow(a)||n.isTableCell(a))d.x+=D,d.y+=F;D=r.x;F=r.y;n.model.isEdge(b[e])&&(F=D=0);k=b=n.importCells(b, +d.x-(O?D:0),d.y-(O?F:0),O?x:null);if(n.model.isEdge(a))n.model.setTerminal(a,b[e],f==mxConstants.DIRECTION_NORTH);else if(n.model.isEdge(b[e])){n.model.setTerminal(b[e],a,!0);var T=n.getCellGeometry(b[e]);T.points=null;if(null!=T.getTerminalPoint(!1))T.setTerminalPoint(d.getTerminalPoint(!1),!1);else if(O&&n.model.isVertex(x)){var Q=n.view.getState(x);J=Q.cell!=n.view.currentRoot?Q.origin:new mxPoint(0,0);n.cellsMoved(b,J.x,J.y,null,null,!0)}}else r=n.getCellGeometry(b[e]),D=d.x-Math.round(r.x),F= +d.y-Math.round(r.y),d.x=Math.round(r.x),d.y=Math.round(r.y),n.model.setGeometry(b[e],d),n.cellsMoved(b,D,F,null,null,!0),k=b.slice(),u=1==k.length?k[0]:null,b.push(n.insertEdge(null,null,"",a,b[e],n.createCurrentEdgeStyle()));null!=g&&mxEvent.isShiftDown(g)||n.fireEvent(new mxEventObject("cellsInserted","cells",b))}catch(aa){this.editorUi.handleError(aa)}finally{n.model.endUpdate()}n.editAfterInsert&&null!=g&&mxEvent.isMouseEvent(g)&&null!=u&&window.setTimeout(function(){n.startEditing(u)},0)}return k}; +Sidebar.prototype.getDropAndConnectGeometry=function(a,b,f,e){var g=this.editorUi.editor.graph,d=g.view,k=1<e.length,n=g.getCellGeometry(a);e=g.getCellGeometry(b);null!=n&&null!=e&&(e=e.clone(),g.model.isEdge(a)?(a=g.view.getState(a),n=a.absolutePoints,b=n[0],g=n[n.length-1],f==mxConstants.DIRECTION_NORTH?(e.x=b.x/d.scale-d.translate.x-e.width/2,e.y=b.y/d.scale-d.translate.y-e.height/2):(e.x=g.x/d.scale-d.translate.x-e.width/2,e.y=g.y/d.scale-d.translate.y-e.height/2)):(n.relative&&(a=g.view.getState(a), +n=n.clone(),n.x=(a.x-d.translate.x)/d.scale,n.y=(a.y-d.translate.y)/d.scale),d=g.defaultEdgeLength,g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=e.getTerminalPoint(!1)?(b=e.getTerminalPoint(!0),g=e.getTerminalPoint(!1),d=g.x-b.x,b=g.y-b.y,d=Math.sqrt(d*d+b*b),e.x=n.getCenterX(),e.y=n.getCenterY(),e.width=1,e.height=1,f==mxConstants.DIRECTION_NORTH?(e.height=d,e.y=n.y-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1)):f==mxConstants.DIRECTION_EAST?(e.width=d,e.x=n.x+n.width,e.setTerminalPoint(new mxPoint(e.x+ +e.width,e.y),!1)):f==mxConstants.DIRECTION_SOUTH?(e.height=d,e.y=n.y+n.height,e.setTerminalPoint(new mxPoint(e.x,e.y+e.height),!1)):f==mxConstants.DIRECTION_WEST&&(e.width=d,e.x=n.x-d,e.setTerminalPoint(new mxPoint(e.x,e.y),!1))):(!k&&45<e.width&&45<e.height&&45<n.width&&45<n.height&&(e.width*=n.height/e.height,e.height=n.height),e.x=n.x+n.width/2-e.width/2,e.y=n.y+n.height/2-e.height/2,f==mxConstants.DIRECTION_NORTH?e.y=e.y-n.height/2-e.height/2-d:f==mxConstants.DIRECTION_EAST?e.x=e.x+n.width/2+ +e.width/2+d:f==mxConstants.DIRECTION_SOUTH?e.y=e.y+n.height/2+e.height/2+d:f==mxConstants.DIRECTION_WEST&&(e.x=e.x-n.width/2-e.width/2-d),g.model.isEdge(b)&&null!=e.getTerminalPoint(!0)&&null!=b.getTerminal(!1)&&(n=g.getCellGeometry(b.getTerminal(!1)),null!=n&&(f==mxConstants.DIRECTION_NORTH?(e.x-=n.getCenterX(),e.y-=n.getCenterY()+n.height/2):f==mxConstants.DIRECTION_EAST?(e.x-=n.getCenterX()-n.width/2,e.y-=n.getCenterY()):f==mxConstants.DIRECTION_SOUTH?(e.x-=n.getCenterX(),e.y-=n.getCenterY()-n.height/ +2):f==mxConstants.DIRECTION_WEST&&(e.x-=n.getCenterX()+n.width/2,e.y-=n.getCenterY()))))));return e};Sidebar.prototype.isDropStyleEnabled=function(a,b){var f=!0;null!=b&&1==a.length&&(a=this.graph.getCellStyle(a[b]),null!=a&&(f=mxUtils.getValue(a,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(a,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE));return f}; Sidebar.prototype.isDropStyleTargetIgnored=function(a){return this.graph.isSwimlane(a.cell)||this.graph.isTableCell(a.cell)||this.graph.isTableRow(a.cell)||this.graph.isTable(a.cell)}; -Sidebar.prototype.createDragSource=function(a,b,f,e,g){function d(ca,oa){var ta=mxUtils.createImage(ca.src);ta.style.width=ca.width+"px";ta.style.height=ca.height+"px";null!=oa&&ta.setAttribute("title",oa);mxUtils.setOpacity(ta,ca==this.refreshTarget?30:20);ta.style.position="absolute";ta.style.cursor="crosshair";return ta}function k(ca,oa,ta,Ka){null!=Ka.parentNode&&(mxUtils.contains(ta,ca,oa)?(mxUtils.setOpacity(Ka,100),R=Ka):mxUtils.setOpacity(Ka,Ka==aa?30:20));return ta}for(var m=this.editorUi, -u=m.editor.graph,n=null,r=null,x=this,B=0;B<e.length&&(null==r&&u.model.isVertex(e[B])?r=B:null==n&&u.model.isEdge(e[B])&&null==u.model.getTerminal(e[B],!0)&&(n=B),null==r||null==n);B++);var C=this.isDropStyleEnabled(e,r),F=mxUtils.makeDraggable(a,u,mxUtils.bind(this,function(ca,oa,ta,Ka,Ha){null!=this.updateThread&&window.clearTimeout(this.updateThread);if(null!=e&&null!=S&&R==aa){var va=ca.isCellSelected(S.cell)?ca.getSelectionCells():[S.cell];va=this.updateShapes(ca.model.isEdge(S.cell)?e[0]:e[r], -va);ca.setSelectionCells(va)}else null!=e&&null!=R&&null!=D&&R!=aa?(va=ca.model.isEdge(D.cell)||null==n?r:n,ca.setSelectionCells(this.dropAndConnect(D.cell,e,O,va,oa))):b.apply(this,arguments);null!=this.editorUi.hoverIcons&&this.editorUi.hoverIcons.update(ca.view.getState(ca.getSelectionCell()))}),f,0,0,u.autoscroll,!0,!0);u.addListener(mxEvent.ESCAPE,function(ca,oa){F.isActive()&&F.reset()});var I=F.mouseDown;F.mouseDown=function(ca){mxEvent.isPopupTrigger(ca)||mxEvent.isMultiTouchEvent(ca)||u.isCellLocked(u.getDefaultParent())|| -(u.stopEditing(),I.apply(this,arguments))};var D=null,N=null,S=null,T=!1,P=d(this.triangleUp,mxResources.get("connect")),Z=d(this.triangleRight,mxResources.get("connect")),U=d(this.triangleDown,mxResources.get("connect")),V=d(this.triangleLeft,mxResources.get("connect")),aa=d(this.refreshTarget,mxResources.get("replace")),ia=null,ea=d(this.roundDrop),qa=d(this.roundDrop),O=mxConstants.DIRECTION_NORTH,R=null,G=F.createPreviewElement;F.createPreviewElement=function(ca){var oa=G.apply(this,arguments); -mxClient.IS_SVG&&(oa.style.pointerEvents="none");this.previewElementWidth=oa.style.width;this.previewElementHeight=oa.style.height;return oa};var K=F.dragEnter;F.dragEnter=function(ca,oa){null!=m.hoverIcons&&m.hoverIcons.setDisplay("none");K.apply(this,arguments)};var Q=F.dragExit;F.dragExit=function(ca,oa){null!=m.hoverIcons&&m.hoverIcons.setDisplay("");Q.apply(this,arguments)};F.dragOver=function(ca,oa){mxDragSource.prototype.dragOver.apply(this,arguments);null!=this.currentGuide&&null!=R&&this.currentGuide.hide(); -if(null!=this.previewElement){var ta=ca.view;if(null!=S&&R==aa)this.previewElement.style.display=ca.model.isEdge(S.cell)?"none":"",this.previewElement.style.left=S.x+"px",this.previewElement.style.top=S.y+"px",this.previewElement.style.width=S.width+"px",this.previewElement.style.height=S.height+"px";else if(null!=D&&null!=R){null!=F.currentHighlight&&null!=F.currentHighlight.state&&F.currentHighlight.hide();var Ka=ca.model.isEdge(D.cell)||null==n?r:n,Ha=x.getDropAndConnectGeometry(D.cell,e[Ka],O, -e),va=ca.model.isEdge(D.cell)?null:ca.getCellGeometry(D.cell),Ca=ca.getCellGeometry(e[Ka]),sa=ca.model.getParent(D.cell),Da=ta.translate.x*ta.scale,Ua=ta.translate.y*ta.scale;null!=va&&!va.relative&&ca.model.isVertex(sa)&&sa!=ta.currentRoot&&(Ua=ta.getState(sa),Da=Ua.x,Ua=Ua.y);va=Ca.x;Ca=Ca.y;ca.model.isEdge(e[Ka])&&(Ca=va=0);this.previewElement.style.left=(Ha.x-va)*ta.scale+Da+"px";this.previewElement.style.top=(Ha.y-Ca)*ta.scale+Ua+"px";1==e.length&&(this.previewElement.style.width=Ha.width*ta.scale+ -"px",this.previewElement.style.height=Ha.height*ta.scale+"px");this.previewElement.style.display=""}else null!=F.currentHighlight.state&&ca.model.isEdge(F.currentHighlight.state.cell)?(this.previewElement.style.left=Math.round(parseInt(this.previewElement.style.left)-g.width*ta.scale/2)+"px",this.previewElement.style.top=Math.round(parseInt(this.previewElement.style.top)-g.height*ta.scale/2)+"px"):(this.previewElement.style.width=this.previewElementWidth,this.previewElement.style.height=this.previewElementHeight, -this.previewElement.style.display="")}};var ba=(new Date).getTime(),la=0,ra=null,X=this.editorUi.editor.graph.getCellStyle(e[0]);F.getDropTarget=mxUtils.bind(this,function(ca,oa,ta,Ka){var Ha=mxEvent.isAltDown(Ka)||null==e?null:ca.getCellAt(oa,ta,null,null,null,function(Ua,db,Ta){return ca.isContainer(Ua.cell)});if(null!=Ha&&!this.graph.isCellConnectable(Ha)&&!this.graph.model.isEdge(Ha)){var va=this.graph.getModel().getParent(Ha);this.graph.getModel().isVertex(va)&&this.graph.isCellConnectable(va)&& -(Ha=va)}ca.isCellLocked(Ha)&&(Ha=null);var Ca=ca.view.getState(Ha);va=R=null;ra!=Ca?(ba=(new Date).getTime(),la=0,ra=Ca,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=Ca&&(this.updateThread=window.setTimeout(function(){null==R&&(ra=Ca,F.getDropTarget(ca,oa,ta,Ka))},this.dropTargetDelay+10))):la=(new Date).getTime()-ba;if(C&&2500>la&&null!=Ca&&!mxEvent.isShiftDown(Ka)&&(mxUtils.getValue(Ca.style,mxConstants.STYLE_SHAPE)!=mxUtils.getValue(X,mxConstants.STYLE_SHAPE)&&(mxUtils.getValue(Ca.style, -mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_GRADIENTCOLOR,mxConstants.NONE)!=mxConstants.NONE)||"image"==mxUtils.getValue(X,mxConstants.STYLE_SHAPE)||1500<la||ca.model.isEdge(Ca.cell))&&la>this.dropTargetDelay&&!this.isDropStyleTargetIgnored(Ca)&&(ca.model.isVertex(Ca.cell)&&null!=r||ca.model.isEdge(Ca.cell)&&ca.model.isEdge(e[0]))){if(ca.isCellEditable(Ca.cell)){S= -Ca;var sa=ca.model.isEdge(Ca.cell)?ca.view.getPoint(Ca):new mxPoint(Ca.getCenterX(),Ca.getCenterY());sa=new mxRectangle(sa.x-this.refreshTarget.width/2,sa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height);aa.style.left=Math.floor(sa.x)+"px";aa.style.top=Math.floor(sa.y)+"px";null==ia&&(ca.container.appendChild(aa),ia=aa.parentNode);k(oa,ta,sa,aa)}}else null==S||!mxUtils.contains(S,oa,ta)||1500<la&&!mxEvent.isShiftDown(Ka)?(S=null,null!=ia&&(aa.parentNode.removeChild(aa), -ia=null)):null!=S&&null!=ia&&(sa=ca.model.isEdge(S.cell)?ca.view.getPoint(S):new mxPoint(S.getCenterX(),S.getCenterY()),sa=new mxRectangle(sa.x-this.refreshTarget.width/2,sa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height),k(oa,ta,sa,aa));if(T&&null!=D&&!mxEvent.isAltDown(Ka)&&null==R){va=mxRectangle.fromRectangle(D);if(ca.model.isEdge(D.cell)){var Da=D.absolutePoints;null!=ea.parentNode&&(sa=Da[0],va.add(k(oa,ta,new mxRectangle(sa.x-this.roundDrop.width/2,sa.y-this.roundDrop.height/ -2,this.roundDrop.width,this.roundDrop.height),ea)));null!=qa.parentNode&&(Da=Da[Da.length-1],va.add(k(oa,ta,new mxRectangle(Da.x-this.roundDrop.width/2,Da.y-this.roundDrop.height/2,this.roundDrop.width,this.roundDrop.height),qa)))}else sa=mxRectangle.fromRectangle(D),null!=D.shape&&null!=D.shape.boundingBox&&(sa=mxRectangle.fromRectangle(D.shape.boundingBox)),sa.grow(this.graph.tolerance),sa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(D.cell),null!=Da&&(sa.x-= -Da.horizontalOffset/2,sa.y-=Da.verticalOffset/2,sa.width+=Da.horizontalOffset,sa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!=Da.rotationShape.boundingBox&&sa.add(Da.rotationShape.boundingBox)),va.add(k(oa,ta,new mxRectangle(D.getCenterX()-this.triangleUp.width/2,sa.y-this.triangleUp.height,this.triangleUp.width,this.triangleUp.height),P)),va.add(k(oa,ta,new mxRectangle(sa.x+ -sa.width,D.getCenterY()-this.triangleRight.height/2,this.triangleRight.width,this.triangleRight.height),Z)),va.add(k(oa,ta,new mxRectangle(D.getCenterX()-this.triangleDown.width/2,sa.y+sa.height,this.triangleDown.width,this.triangleDown.height),U)),va.add(k(oa,ta,new mxRectangle(sa.x-this.triangleLeft.width,D.getCenterY()-this.triangleLeft.height/2,this.triangleLeft.width,this.triangleLeft.height),V));null!=va&&va.grow(10)}O=mxConstants.DIRECTION_NORTH;R==Z?O=mxConstants.DIRECTION_EAST:R==U||R==qa? -O=mxConstants.DIRECTION_SOUTH:R==V&&(O=mxConstants.DIRECTION_WEST);null!=S&&R==aa&&(Ca=S);sa=(null==r||ca.isCellConnectable(e[r]))&&(ca.model.isEdge(Ha)&&null!=r||ca.model.isVertex(Ha)&&ca.isCellConnectable(Ha));if(null!=D&&5E3<=la||D!=Ca&&(null==va||!mxUtils.contains(va,oa,ta)||500<la&&null==R&&sa))if(T=!1,D=5E3>la&&la>this.dropTargetDelay||ca.model.isEdge(Ha)?Ca:null,null!=D&&sa){va=[ea,qa,P,Z,U,V];for(sa=0;sa<va.length;sa++)null!=va[sa].parentNode&&va[sa].parentNode.removeChild(va[sa]);ca.model.isEdge(Ha)? -(Da=Ca.absolutePoints,null!=Da&&(sa=Da[0],Da=Da[Da.length-1],va=ca.tolerance,new mxRectangle(oa-va,ta-va,2*va,2*va),ea.style.left=Math.floor(sa.x-this.roundDrop.width/2)+"px",ea.style.top=Math.floor(sa.y-this.roundDrop.height/2)+"px",qa.style.left=Math.floor(Da.x-this.roundDrop.width/2)+"px",qa.style.top=Math.floor(Da.y-this.roundDrop.height/2)+"px",null==ca.model.getTerminal(Ha,!0)&&ca.container.appendChild(ea),null==ca.model.getTerminal(Ha,!1)&&ca.container.appendChild(qa))):(sa=mxRectangle.fromRectangle(Ca), -null!=Ca.shape&&null!=Ca.shape.boundingBox&&(sa=mxRectangle.fromRectangle(Ca.shape.boundingBox)),sa.grow(this.graph.tolerance),sa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(Ca.cell),null!=Da&&(sa.x-=Da.horizontalOffset/2,sa.y-=Da.verticalOffset/2,sa.width+=Da.horizontalOffset,sa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!= -Da.rotationShape.boundingBox&&sa.add(Da.rotationShape.boundingBox)),P.style.left=Math.floor(Ca.getCenterX()-this.triangleUp.width/2)+"px",P.style.top=Math.floor(sa.y-this.triangleUp.height)+"px",Z.style.left=Math.floor(sa.x+sa.width)+"px",Z.style.top=Math.floor(Ca.getCenterY()-this.triangleRight.height/2)+"px",U.style.left=P.style.left,U.style.top=Math.floor(sa.y+sa.height)+"px",V.style.left=Math.floor(sa.x-this.triangleLeft.width)+"px",V.style.top=Z.style.top,"eastwest"!=Ca.style.portConstraint&& -(ca.container.appendChild(P),ca.container.appendChild(U)),ca.container.appendChild(Z),ca.container.appendChild(V));null!=Ca&&(N=ca.selectionCellsHandler.getHandler(Ca.cell),null!=N&&null!=N.setHandlesVisible&&N.setHandlesVisible(!1));T=!0}else for(va=[ea,qa,P,Z,U,V],sa=0;sa<va.length;sa++)null!=va[sa].parentNode&&va[sa].parentNode.removeChild(va[sa]);T||null==N||N.setHandlesVisible(!0);Ha=mxEvent.isAltDown(Ka)&&!mxEvent.isShiftDown(Ka)||null!=S&&R==aa?null:mxDragSource.prototype.getDropTarget.apply(this, -arguments);va=ca.getModel();if(null!=Ha&&(null!=R||!ca.isSplitTarget(Ha,e,Ka))){for(;null!=Ha&&!ca.isValidDropTarget(Ha,e,Ka)&&va.isVertex(va.getParent(Ha));)Ha=va.getParent(Ha);null!=Ha&&(ca.view.currentRoot==Ha||!ca.isValidRoot(Ha)&&0==ca.getModel().getChildCount(Ha)||ca.isCellLocked(Ha)||va.isEdge(Ha)||!ca.isValidDropTarget(Ha,e,Ka))&&(Ha=null)}ca.isCellLocked(Ha)&&(Ha=null);return Ha});F.stopDrag=function(){mxDragSource.prototype.stopDrag.apply(this,arguments);for(var ca=[ea,qa,aa,P,Z,U,V],oa= -0;oa<ca.length;oa++)null!=ca[oa].parentNode&&ca[oa].parentNode.removeChild(ca[oa]);null!=D&&null!=N&&N.reset();R=ia=S=D=N=null};return F}; +Sidebar.prototype.createDragSource=function(a,b,f,e,g){function d(da,pa){var wa=mxUtils.createImage(da.src);wa.style.width=da.width+"px";wa.style.height=da.height+"px";null!=pa&&wa.setAttribute("title",pa);mxUtils.setOpacity(wa,da==this.refreshTarget?30:20);wa.style.position="absolute";wa.style.cursor="crosshair";return wa}function k(da,pa,wa,Ka){null!=Ka.parentNode&&(mxUtils.contains(wa,da,pa)?(mxUtils.setOpacity(Ka,100),V=Ka):mxUtils.setOpacity(Ka,Ka==X?30:20));return wa}for(var n=this.editorUi, +u=n.editor.graph,m=null,r=null,x=this,B=0;B<e.length&&(null==r&&u.model.isVertex(e[B])?r=B:null==m&&u.model.isEdge(e[B])&&null==u.model.getTerminal(e[B],!0)&&(m=B),null==r||null==m);B++);var D=this.isDropStyleEnabled(e,r),F=mxUtils.makeDraggable(a,u,mxUtils.bind(this,function(da,pa,wa,Ka,Ha){null!=this.updateThread&&window.clearTimeout(this.updateThread);if(null!=e&&null!=R&&V==X){var ua=da.isCellSelected(R.cell)?da.getSelectionCells():[R.cell];ua=this.updateShapes(da.model.isEdge(R.cell)?e[0]:e[r], +ua);da.setSelectionCells(ua)}else null!=e&&null!=V&&null!=C&&V!=X?(ua=da.model.isEdge(C.cell)||null==m?r:m,da.setSelectionCells(this.dropAndConnect(C.cell,e,K,ua,pa))):b.apply(this,arguments);null!=this.editorUi.hoverIcons&&this.editorUi.hoverIcons.update(da.view.getState(da.getSelectionCell()))}),f,0,0,u.autoscroll,!0,!0);u.addListener(mxEvent.ESCAPE,function(da,pa){F.isActive()&&F.reset()});var J=F.mouseDown;F.mouseDown=function(da){mxEvent.isPopupTrigger(da)||mxEvent.isMultiTouchEvent(da)||u.isCellLocked(u.getDefaultParent())|| +(u.stopEditing(),J.apply(this,arguments))};var C=null,O=null,R=null,T=!1,Q=d(this.triangleUp,mxResources.get("connect")),aa=d(this.triangleRight,mxResources.get("connect")),S=d(this.triangleDown,mxResources.get("connect")),P=d(this.triangleLeft,mxResources.get("connect")),X=d(this.refreshTarget,mxResources.get("replace")),ha=null,fa=d(this.roundDrop),sa=d(this.roundDrop),K=mxConstants.DIRECTION_NORTH,V=null,G=F.createPreviewElement;F.createPreviewElement=function(da){var pa=G.apply(this,arguments); +mxClient.IS_SVG&&(pa.style.pointerEvents="none");this.previewElementWidth=pa.style.width;this.previewElementHeight=pa.style.height;return pa};var M=F.dragEnter;F.dragEnter=function(da,pa){null!=n.hoverIcons&&n.hoverIcons.setDisplay("none");M.apply(this,arguments)};var U=F.dragExit;F.dragExit=function(da,pa){null!=n.hoverIcons&&n.hoverIcons.setDisplay("");U.apply(this,arguments)};F.dragOver=function(da,pa){mxDragSource.prototype.dragOver.apply(this,arguments);null!=this.currentGuide&&null!=V&&this.currentGuide.hide(); +if(null!=this.previewElement){var wa=da.view;if(null!=R&&V==X)this.previewElement.style.display=da.model.isEdge(R.cell)?"none":"",this.previewElement.style.left=R.x+"px",this.previewElement.style.top=R.y+"px",this.previewElement.style.width=R.width+"px",this.previewElement.style.height=R.height+"px";else if(null!=C&&null!=V){null!=F.currentHighlight&&null!=F.currentHighlight.state&&F.currentHighlight.hide();var Ka=da.model.isEdge(C.cell)||null==m?r:m,Ha=x.getDropAndConnectGeometry(C.cell,e[Ka],K, +e),ua=da.model.isEdge(C.cell)?null:da.getCellGeometry(C.cell),Ca=da.getCellGeometry(e[Ka]),qa=da.model.getParent(C.cell),Da=wa.translate.x*wa.scale,Ua=wa.translate.y*wa.scale;null!=ua&&!ua.relative&&da.model.isVertex(qa)&&qa!=wa.currentRoot&&(Ua=wa.getState(qa),Da=Ua.x,Ua=Ua.y);ua=Ca.x;Ca=Ca.y;da.model.isEdge(e[Ka])&&(Ca=ua=0);this.previewElement.style.left=(Ha.x-ua)*wa.scale+Da+"px";this.previewElement.style.top=(Ha.y-Ca)*wa.scale+Ua+"px";1==e.length&&(this.previewElement.style.width=Ha.width*wa.scale+ +"px",this.previewElement.style.height=Ha.height*wa.scale+"px");this.previewElement.style.display=""}else null!=F.currentHighlight.state&&da.model.isEdge(F.currentHighlight.state.cell)?(this.previewElement.style.left=Math.round(parseInt(this.previewElement.style.left)-g.width*wa.scale/2)+"px",this.previewElement.style.top=Math.round(parseInt(this.previewElement.style.top)-g.height*wa.scale/2)+"px"):(this.previewElement.style.width=this.previewElementWidth,this.previewElement.style.height=this.previewElementHeight, +this.previewElement.style.display="")}};var ba=(new Date).getTime(),la=0,ra=null,Y=this.editorUi.editor.graph.getCellStyle(e[0]);F.getDropTarget=mxUtils.bind(this,function(da,pa,wa,Ka){var Ha=mxEvent.isAltDown(Ka)||null==e?null:da.getCellAt(pa,wa,null,null,null,function(Ua,db,Ta){return da.isContainer(Ua.cell)});if(null!=Ha&&!this.graph.isCellConnectable(Ha)&&!this.graph.model.isEdge(Ha)){var ua=this.graph.getModel().getParent(Ha);this.graph.getModel().isVertex(ua)&&this.graph.isCellConnectable(ua)&& +(Ha=ua)}da.isCellLocked(Ha)&&(Ha=null);var Ca=da.view.getState(Ha);ua=V=null;ra!=Ca?(ba=(new Date).getTime(),la=0,ra=Ca,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=Ca&&(this.updateThread=window.setTimeout(function(){null==V&&(ra=Ca,F.getDropTarget(da,pa,wa,Ka))},this.dropTargetDelay+10))):la=(new Date).getTime()-ba;if(D&&2500>la&&null!=Ca&&!mxEvent.isShiftDown(Ka)&&(mxUtils.getValue(Ca.style,mxConstants.STYLE_SHAPE)!=mxUtils.getValue(Y,mxConstants.STYLE_SHAPE)&&(mxUtils.getValue(Ca.style, +mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE)!=mxConstants.NONE||mxUtils.getValue(Ca.style,mxConstants.STYLE_GRADIENTCOLOR,mxConstants.NONE)!=mxConstants.NONE)||"image"==mxUtils.getValue(Y,mxConstants.STYLE_SHAPE)||1500<la||da.model.isEdge(Ca.cell))&&la>this.dropTargetDelay&&!this.isDropStyleTargetIgnored(Ca)&&(da.model.isVertex(Ca.cell)&&null!=r||da.model.isEdge(Ca.cell)&&da.model.isEdge(e[0]))){if(da.isCellEditable(Ca.cell)){R= +Ca;var qa=da.model.isEdge(Ca.cell)?da.view.getPoint(Ca):new mxPoint(Ca.getCenterX(),Ca.getCenterY());qa=new mxRectangle(qa.x-this.refreshTarget.width/2,qa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height);X.style.left=Math.floor(qa.x)+"px";X.style.top=Math.floor(qa.y)+"px";null==ha&&(da.container.appendChild(X),ha=X.parentNode);k(pa,wa,qa,X)}}else null==R||!mxUtils.contains(R,pa,wa)||1500<la&&!mxEvent.isShiftDown(Ka)?(R=null,null!=ha&&(X.parentNode.removeChild(X),ha= +null)):null!=R&&null!=ha&&(qa=da.model.isEdge(R.cell)?da.view.getPoint(R):new mxPoint(R.getCenterX(),R.getCenterY()),qa=new mxRectangle(qa.x-this.refreshTarget.width/2,qa.y-this.refreshTarget.height/2,this.refreshTarget.width,this.refreshTarget.height),k(pa,wa,qa,X));if(T&&null!=C&&!mxEvent.isAltDown(Ka)&&null==V){ua=mxRectangle.fromRectangle(C);if(da.model.isEdge(C.cell)){var Da=C.absolutePoints;null!=fa.parentNode&&(qa=Da[0],ua.add(k(pa,wa,new mxRectangle(qa.x-this.roundDrop.width/2,qa.y-this.roundDrop.height/ +2,this.roundDrop.width,this.roundDrop.height),fa)));null!=sa.parentNode&&(Da=Da[Da.length-1],ua.add(k(pa,wa,new mxRectangle(Da.x-this.roundDrop.width/2,Da.y-this.roundDrop.height/2,this.roundDrop.width,this.roundDrop.height),sa)))}else qa=mxRectangle.fromRectangle(C),null!=C.shape&&null!=C.shape.boundingBox&&(qa=mxRectangle.fromRectangle(C.shape.boundingBox)),qa.grow(this.graph.tolerance),qa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(C.cell),null!=Da&&(qa.x-= +Da.horizontalOffset/2,qa.y-=Da.verticalOffset/2,qa.width+=Da.horizontalOffset,qa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!=Da.rotationShape.boundingBox&&qa.add(Da.rotationShape.boundingBox)),ua.add(k(pa,wa,new mxRectangle(C.getCenterX()-this.triangleUp.width/2,qa.y-this.triangleUp.height,this.triangleUp.width,this.triangleUp.height),Q)),ua.add(k(pa,wa,new mxRectangle(qa.x+ +qa.width,C.getCenterY()-this.triangleRight.height/2,this.triangleRight.width,this.triangleRight.height),aa)),ua.add(k(pa,wa,new mxRectangle(C.getCenterX()-this.triangleDown.width/2,qa.y+qa.height,this.triangleDown.width,this.triangleDown.height),S)),ua.add(k(pa,wa,new mxRectangle(qa.x-this.triangleLeft.width,C.getCenterY()-this.triangleLeft.height/2,this.triangleLeft.width,this.triangleLeft.height),P));null!=ua&&ua.grow(10)}K=mxConstants.DIRECTION_NORTH;V==aa?K=mxConstants.DIRECTION_EAST:V==S||V== +sa?K=mxConstants.DIRECTION_SOUTH:V==P&&(K=mxConstants.DIRECTION_WEST);null!=R&&V==X&&(Ca=R);qa=(null==r||da.isCellConnectable(e[r]))&&(da.model.isEdge(Ha)&&null!=r||da.model.isVertex(Ha)&&da.isCellConnectable(Ha));if(null!=C&&5E3<=la||C!=Ca&&(null==ua||!mxUtils.contains(ua,pa,wa)||500<la&&null==V&&qa))if(T=!1,C=5E3>la&&la>this.dropTargetDelay||da.model.isEdge(Ha)?Ca:null,null!=C&&qa){ua=[fa,sa,Q,aa,S,P];for(qa=0;qa<ua.length;qa++)null!=ua[qa].parentNode&&ua[qa].parentNode.removeChild(ua[qa]);da.model.isEdge(Ha)? +(Da=Ca.absolutePoints,null!=Da&&(qa=Da[0],Da=Da[Da.length-1],ua=da.tolerance,new mxRectangle(pa-ua,wa-ua,2*ua,2*ua),fa.style.left=Math.floor(qa.x-this.roundDrop.width/2)+"px",fa.style.top=Math.floor(qa.y-this.roundDrop.height/2)+"px",sa.style.left=Math.floor(Da.x-this.roundDrop.width/2)+"px",sa.style.top=Math.floor(Da.y-this.roundDrop.height/2)+"px",null==da.model.getTerminal(Ha,!0)&&da.container.appendChild(fa),null==da.model.getTerminal(Ha,!1)&&da.container.appendChild(sa))):(qa=mxRectangle.fromRectangle(Ca), +null!=Ca.shape&&null!=Ca.shape.boundingBox&&(qa=mxRectangle.fromRectangle(Ca.shape.boundingBox)),qa.grow(this.graph.tolerance),qa.grow(HoverIcons.prototype.arrowSpacing),Da=this.graph.selectionCellsHandler.getHandler(Ca.cell),null!=Da&&(qa.x-=Da.horizontalOffset/2,qa.y-=Da.verticalOffset/2,qa.width+=Da.horizontalOffset,qa.height+=Da.verticalOffset,null!=Da.rotationShape&&null!=Da.rotationShape.node&&"hidden"!=Da.rotationShape.node.style.visibility&&"none"!=Da.rotationShape.node.style.display&&null!= +Da.rotationShape.boundingBox&&qa.add(Da.rotationShape.boundingBox)),Q.style.left=Math.floor(Ca.getCenterX()-this.triangleUp.width/2)+"px",Q.style.top=Math.floor(qa.y-this.triangleUp.height)+"px",aa.style.left=Math.floor(qa.x+qa.width)+"px",aa.style.top=Math.floor(Ca.getCenterY()-this.triangleRight.height/2)+"px",S.style.left=Q.style.left,S.style.top=Math.floor(qa.y+qa.height)+"px",P.style.left=Math.floor(qa.x-this.triangleLeft.width)+"px",P.style.top=aa.style.top,"eastwest"!=Ca.style.portConstraint&& +(da.container.appendChild(Q),da.container.appendChild(S)),da.container.appendChild(aa),da.container.appendChild(P));null!=Ca&&(O=da.selectionCellsHandler.getHandler(Ca.cell),null!=O&&null!=O.setHandlesVisible&&O.setHandlesVisible(!1));T=!0}else for(ua=[fa,sa,Q,aa,S,P],qa=0;qa<ua.length;qa++)null!=ua[qa].parentNode&&ua[qa].parentNode.removeChild(ua[qa]);T||null==O||O.setHandlesVisible(!0);Ha=mxEvent.isAltDown(Ka)&&!mxEvent.isShiftDown(Ka)||null!=R&&V==X?null:mxDragSource.prototype.getDropTarget.apply(this, +arguments);ua=da.getModel();if(null!=Ha&&(null!=V||!da.isSplitTarget(Ha,e,Ka))){for(;null!=Ha&&!da.isValidDropTarget(Ha,e,Ka)&&ua.isVertex(ua.getParent(Ha));)Ha=ua.getParent(Ha);null!=Ha&&(da.view.currentRoot==Ha||!da.isValidRoot(Ha)&&0==da.getModel().getChildCount(Ha)||da.isCellLocked(Ha)||ua.isEdge(Ha)||!da.isValidDropTarget(Ha,e,Ka))&&(Ha=null)}da.isCellLocked(Ha)&&(Ha=null);return Ha});F.stopDrag=function(){mxDragSource.prototype.stopDrag.apply(this,arguments);for(var da=[fa,sa,X,Q,aa,S,P],pa= +0;pa<da.length;pa++)null!=da[pa].parentNode&&da[pa].parentNode.removeChild(da[pa]);null!=C&&null!=O&&O.reset();V=ha=R=C=O=null};return F}; Sidebar.prototype.itemClicked=function(a,b,f,e){e=this.editorUi.editor.graph;e.container.focus();if(mxEvent.isAltDown(f)&&1==e.getSelectionCount()&&e.model.isVertex(e.getSelectionCell())){b=null;for(var g=0;g<a.length&&null==b;g++)e.model.isVertex(a[g])&&(b=g);null!=b&&(e.setSelectionCells(this.dropAndConnect(e.getSelectionCell(),a,mxEvent.isMetaDown(f)||mxEvent.isControlDown(f)?mxEvent.isShiftDown(f)?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH:mxEvent.isShiftDown(f)?mxConstants.DIRECTION_EAST: mxConstants.DIRECTION_SOUTH,b,f)),e.scrollCellToVisible(e.getSelectionCell()))}else mxEvent.isShiftDown(f)&&!e.isSelectionEmpty()?(f=e.getEditableCells(e.getSelectionCells()),this.updateShapes(a[0],f),e.scrollCellToVisible(f)):(a=mxEvent.isAltDown(f)?e.getFreeInsertPoint():e.getCenterInsertPoint(e.getBoundingBoxFromGeometry(a,!0)),b.drop(e,f,null,a.x,a.y,!0))}; -Sidebar.prototype.addClickHandler=function(a,b,f){var e=b.mouseDown,g=b.mouseMove,d=b.mouseUp,k=this.editorUi.editor.graph.tolerance,m=null,u=this;b.mouseDown=function(n){e.apply(this,arguments);m=new mxPoint(mxEvent.getClientX(n),mxEvent.getClientY(n));null!=this.dragElement&&(this.dragElement.style.display="none",mxUtils.setOpacity(a,50))};b.mouseMove=function(n){null!=this.dragElement&&"none"==this.dragElement.style.display&&null!=m&&(Math.abs(m.x-mxEvent.getClientX(n))>k||Math.abs(m.y-mxEvent.getClientY(n))> -k)&&(this.dragElement.style.display="",mxUtils.setOpacity(a,100));g.apply(this,arguments)};b.mouseUp=function(n){try{mxEvent.isPopupTrigger(n)||null!=this.currentGraph||null==this.dragElement||"none"!=this.dragElement.style.display||u.itemClicked(f,b,n,a),d.apply(b,arguments),mxUtils.setOpacity(a,100),m=null,u.currentElt=a}catch(r){b.reset(),u.editorUi.handleError(r)}}}; -Sidebar.prototype.createVertexTemplateEntry=function(a,b,f,e,g,d,k,m){null!=m&&null!=g&&(m+=" "+g);m=null!=m&&0<m.length?m:null!=g?g.toLowerCase():"";return this.addEntry(m,mxUtils.bind(this,function(){return this.createVertexTemplate(a,b,f,e,g,d,k)}))};Sidebar.prototype.createVertexTemplate=function(a,b,f,e,g,d,k,m,u){a=[new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a)];a[0].vertex=!0;return this.createVertexTemplateFromCells(a,b,f,g,d,k,m,u)}; -Sidebar.prototype.createVertexTemplateFromData=function(a,b,f,e,g,d,k,m){a=mxUtils.parseXml(Graph.decompress(a));var u=new mxCodec(a),n=new mxGraphModel;u.decode(a.documentElement,n);a=this.graph.cloneCells(n.root.getChildAt(0).children);return this.createVertexTemplateFromCells(a,b,f,e,g,d,k,m)};Sidebar.prototype.createVertexTemplateFromCells=function(a,b,f,e,g,d,k,m){return this.createItem(a,e,g,d,b,f,k,m)}; -Sidebar.prototype.createEdgeTemplateEntry=function(a,b,f,e,g,d,k,m,u){k=null!=k&&0<k.length?k:g.toLowerCase();return this.addEntry(k,mxUtils.bind(this,function(){return this.createEdgeTemplate(a,b,f,e,g,d,m,u)}))}; -Sidebar.prototype.createEdgeTemplate=function(a,b,f,e,g,d,k,m){a=new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a);a.geometry.setTerminalPoint(new mxPoint(0,f),!0);a.geometry.setTerminalPoint(new mxPoint(b,0),!1);a.geometry.relative=!0;a.edge=!0;return this.createEdgeTemplateFromCells([a],b,f,g,d,k,m)};Sidebar.prototype.createEdgeTemplateFromCells=function(a,b,f,e,g,d,k,m){return this.createItem(a,e,g,null!=m?m:!0,b,f,d,k)}; +Sidebar.prototype.addClickHandler=function(a,b,f){var e=b.mouseDown,g=b.mouseMove,d=b.mouseUp,k=this.editorUi.editor.graph.tolerance,n=null,u=this;b.mouseDown=function(m){e.apply(this,arguments);n=new mxPoint(mxEvent.getClientX(m),mxEvent.getClientY(m));null!=this.dragElement&&(this.dragElement.style.display="none",mxUtils.setOpacity(a,50))};b.mouseMove=function(m){null!=this.dragElement&&"none"==this.dragElement.style.display&&null!=n&&(Math.abs(n.x-mxEvent.getClientX(m))>k||Math.abs(n.y-mxEvent.getClientY(m))> +k)&&(this.dragElement.style.display="",mxUtils.setOpacity(a,100));g.apply(this,arguments)};b.mouseUp=function(m){try{mxEvent.isPopupTrigger(m)||null!=this.currentGraph||null==this.dragElement||"none"!=this.dragElement.style.display||u.itemClicked(f,b,m,a),d.apply(b,arguments),mxUtils.setOpacity(a,100),n=null,u.currentElt=a}catch(r){b.reset(),u.editorUi.handleError(r)}}}; +Sidebar.prototype.createVertexTemplateEntry=function(a,b,f,e,g,d,k,n){null!=n&&null!=g&&(n+=" "+g);n=null!=n&&0<n.length?n:null!=g?g.toLowerCase():"";return this.addEntry(n,mxUtils.bind(this,function(){return this.createVertexTemplate(a,b,f,e,g,d,k)}))};Sidebar.prototype.createVertexTemplate=function(a,b,f,e,g,d,k,n,u){a=[new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a)];a[0].vertex=!0;return this.createVertexTemplateFromCells(a,b,f,g,d,k,n,u)}; +Sidebar.prototype.createVertexTemplateFromData=function(a,b,f,e,g,d,k,n){a=mxUtils.parseXml(Graph.decompress(a));var u=new mxCodec(a),m=new mxGraphModel;u.decode(a.documentElement,m);a=this.graph.cloneCells(m.root.getChildAt(0).children);return this.createVertexTemplateFromCells(a,b,f,e,g,d,k,n)};Sidebar.prototype.createVertexTemplateFromCells=function(a,b,f,e,g,d,k,n){return this.createItem(a,e,g,d,b,f,k,n)}; +Sidebar.prototype.createEdgeTemplateEntry=function(a,b,f,e,g,d,k,n,u){k=null!=k&&0<k.length?k:g.toLowerCase();return this.addEntry(k,mxUtils.bind(this,function(){return this.createEdgeTemplate(a,b,f,e,g,d,n,u)}))}; +Sidebar.prototype.createEdgeTemplate=function(a,b,f,e,g,d,k,n){a=new mxCell(null!=e?e:"",new mxGeometry(0,0,b,f),a);a.geometry.setTerminalPoint(new mxPoint(0,f),!0);a.geometry.setTerminalPoint(new mxPoint(b,0),!1);a.geometry.relative=!0;a.edge=!0;return this.createEdgeTemplateFromCells([a],b,f,g,d,k,n)};Sidebar.prototype.createEdgeTemplateFromCells=function(a,b,f,e,g,d,k,n){return this.createItem(a,e,g,null!=n?n:!0,b,f,d,k)}; Sidebar.prototype.addPaletteFunctions=function(a,b,f,e){this.addPalette(a,b,f,mxUtils.bind(this,function(g){for(var d=0;d<e.length;d++)g.appendChild(e[d](g))}))}; Sidebar.prototype.addPalette=function(a,b,f,e){b=this.createTitle(b);this.container.appendChild(b);var g=document.createElement("div");g.className="geSidebar";mxClient.IS_POINTER&&(g.style.touchAction="none");f?(e(g),e=null):g.style.display="none";this.addFoldingHandler(b,g,e);f=document.createElement("div");f.appendChild(g);this.container.appendChild(f);null!=a&&(this.palettes[a]=[b,f]);return g}; Sidebar.prototype.addFoldingHandler=function(a,b,f){var e=!1;if(!mxClient.IS_IE||8<=document.documentMode)a.style.backgroundImage="none"==b.style.display?"url('"+this.collapsedImage+"')":"url('"+this.expandedImage+"')";a.style.backgroundRepeat="no-repeat";a.style.backgroundPosition="0% 50%";mxEvent.addListener(a,"click",mxUtils.bind(this,function(g){if("none"==b.style.display){if(e)b.style.display="block";else if(e=!0,null!=f){a.style.cursor="wait";var d=a.innerHTML;a.innerHTML=mxResources.get("loading")+ "...";window.setTimeout(function(){b.style.display="block";a.style.cursor="";a.innerHTML=d;var k=mxClient.NO_FO;mxClient.NO_FO=Editor.prototype.originalNoForeignObject;f(b,a);mxClient.NO_FO=k},mxClient.IS_FF?20:0)}else b.style.display="block";a.style.backgroundImage="url('"+this.expandedImage+"')"}else a.style.backgroundImage="url('"+this.collapsedImage+"')",b.style.display="none";mxEvent.consume(g)}));mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(g){g.preventDefault()}))}; Sidebar.prototype.removePalette=function(a){var b=this.palettes[a];if(null!=b){this.palettes[a]=null;for(a=0;a<b.length;a++)this.container.removeChild(b[a]);return!0}return!1}; -Sidebar.prototype.addImagePalette=function(a,b,f,e,g,d,k){for(var m=[],u=0;u<g.length;u++)mxUtils.bind(this,function(n,r,x){if(null==x){x=n.lastIndexOf("/");var B=n.lastIndexOf(".");x=n.substring(0<=x?x+1:0,0<=B?B:n.length).replace(/[-_]/g," ")}m.push(this.createVertexTemplateEntry("image;html=1;image="+f+n+e,this.defaultImageWidth,this.defaultImageHeight,"",r,null!=r,null,this.filterTags(x)))})(g[u],null!=d?d[u]:null,null!=k?k[g[u]]:null);this.addPaletteFunctions(a,b,!1,m)}; +Sidebar.prototype.addImagePalette=function(a,b,f,e,g,d,k){for(var n=[],u=0;u<g.length;u++)mxUtils.bind(this,function(m,r,x){if(null==x){x=m.lastIndexOf("/");var B=m.lastIndexOf(".");x=m.substring(0<=x?x+1:0,0<=B?B:m.length).replace(/[-_]/g," ")}n.push(this.createVertexTemplateEntry("image;html=1;image="+f+m+e,this.defaultImageWidth,this.defaultImageHeight,"",r,null!=r,null,this.filterTags(x)))})(g[u],null!=d?d[u]:null,null!=k?k[g[u]]:null);this.addPaletteFunctions(a,b,!1,n)}; Sidebar.prototype.getTagsForStencil=function(a,b,f){a=a.split(".");for(var e=1;e<a.length;e++)a[e]=a[e].replace(/_/g," ");a.push(b.replace(/_/g," "));null!=f&&a.push(f);return a.slice(1,a.length)}; -Sidebar.prototype.addStencilPalette=function(a,b,f,e,g,d,k,m,u,n){k=null!=k?k:1;if(this.addStencilsToIndex){var r=[];if(null!=u)for(n=0;n<u.length;n++)r.push(u[n]);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(x,B,C,F,I){if(null==g||0>mxUtils.indexOf(g,B)){C=this.getTagsForStencil(x,B);var D=null!=m?m[B]:null;null!=D&&C.push(D);r.push(this.createVertexTemplateEntry("shape="+x+B.toLowerCase()+e,Math.round(F*k),Math.round(I*k),"",B.replace(/_/g," "),null,null,this.filterTags(C.join(" "))))}}), -!0,!0);this.addPaletteFunctions(a,b,!1,r)}else this.addPalette(a,b,!1,mxUtils.bind(this,function(x){null==e&&(e="");null!=d&&d.call(this,x);if(null!=u)for(var B=0;B<u.length;B++)u[B](x);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(C,F,I,D,N){(null==g||0>mxUtils.indexOf(g,F))&&x.appendChild(this.createVertexTemplate("shape="+C+F.toLowerCase()+e,Math.round(D*k),Math.round(N*k),"",F.replace(/_/g," "),!0))}),!0)}))}; +Sidebar.prototype.addStencilPalette=function(a,b,f,e,g,d,k,n,u,m){k=null!=k?k:1;if(this.addStencilsToIndex){var r=[];if(null!=u)for(m=0;m<u.length;m++)r.push(u[m]);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(x,B,D,F,J){if(null==g||0>mxUtils.indexOf(g,B)){D=this.getTagsForStencil(x,B);var C=null!=n?n[B]:null;null!=C&&D.push(C);r.push(this.createVertexTemplateEntry("shape="+x+B.toLowerCase()+e,Math.round(F*k),Math.round(J*k),"",B.replace(/_/g," "),null,null,this.filterTags(D.join(" "))))}}), +!0,!0);this.addPaletteFunctions(a,b,!1,r)}else this.addPalette(a,b,!1,mxUtils.bind(this,function(x){null==e&&(e="");null!=d&&d.call(this,x);if(null!=u)for(var B=0;B<u.length;B++)u[B](x);mxStencilRegistry.loadStencilSet(f,mxUtils.bind(this,function(D,F,J,C,O){(null==g||0>mxUtils.indexOf(g,F))&&x.appendChild(this.createVertexTemplate("shape="+D+F.toLowerCase()+e,Math.round(C*k),Math.round(O*k),"",F.replace(/_/g," "),!0))}),!0)}))}; Sidebar.prototype.destroy=function(){null!=this.graph&&(null!=this.graph.container&&null!=this.graph.container.parentNode&&this.graph.container.parentNode.removeChild(this.graph.container),this.graph.destroy(),this.graph=null);null!=this.pointerUpHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointerup":"mouseup",this.pointerUpHandler),this.pointerUpHandler=null);null!=this.pointerDownHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointerdown":"mousedown",this.pointerDownHandler), this.pointerDownHandler=null);null!=this.pointerMoveHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.pointerMoveHandler),this.pointerMoveHandler=null);null!=this.pointerOutHandler&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointerout":"mouseout",this.pointerOutHandler),this.pointerOutHandler=null)};(function(){var a=[["nbsp","160"],["shy","173"]],b=mxUtils.parseXml;mxUtils.parseXml=function(f){for(var e=0;e<a.length;e++)f=f.replace(new RegExp("&"+a[e][0]+";","g"),"&#"+a[e][1]+";");return b(f)}})(); Date.prototype.toISOString||function(){function a(b){b=String(b);1===b.length&&(b="0"+b);return b}Date.prototype.toISOString=function(){return this.getUTCFullYear()+"-"+a(this.getUTCMonth()+1)+"-"+a(this.getUTCDate())+"T"+a(this.getUTCHours())+":"+a(this.getUTCMinutes())+":"+a(this.getUTCSeconds())+"."+String((this.getUTCMilliseconds()/1E3).toFixed(3)).slice(2,5)+"Z"}}();Date.now||(Date.now=function(){return(new Date).getTime()}); Uint8Array.from||(Uint8Array.from=function(){var a=Object.prototype.toString,b=function(e){return"function"===typeof e||"[object Function]"===a.call(e)},f=Math.pow(2,53)-1;return function(e){var g=Object(e);if(null==e)throw new TypeError("Array.from requires an array-like object - not null or undefined");var d=1<arguments.length?arguments[1]:void 0,k;if("undefined"!==typeof d){if(!b(d))throw new TypeError("Array.from: when provided, the second argument must be a function");2<arguments.length&&(k= -arguments[2])}var m=Number(g.length);m=isNaN(m)?0:0!==m&&isFinite(m)?(0<m?1:-1)*Math.floor(Math.abs(m)):m;m=Math.min(Math.max(m,0),f);for(var u=b(this)?Object(new this(m)):Array(m),n=0,r;n<m;)r=g[n],u[n]=d?"undefined"===typeof k?d(r,n):d.call(k,r,n):r,n+=1;u.length=m;return u}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; +arguments[2])}var n=Number(g.length);n=isNaN(n)?0:0!==n&&isFinite(n)?(0<n?1:-1)*Math.floor(Math.abs(n)):n;n=Math.min(Math.max(n,0),f);for(var u=b(this)?Object(new this(n)):Array(n),m=0,r;m<n;)r=g[m],u[m]=d?"undefined"===typeof k?d(r,m):d.call(k,r,m):r,m+=1;u.length=n;return u}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; mxConstants.VML_SHADOWCOLOR="#d0d0d0";mxCodec.allowlist="mxStylesheet Array mxGraphModel mxCell mxGeometry mxRectangle mxPoint mxChildChange mxRootChange mxTerminalChange mxValueChange mxStyleChange mxGeometryChange mxCollapseChange mxVisibleChange mxCellAttributeChange".split(" ");mxGraph.prototype.pageBreakColor="#c0c0c0";mxGraph.prototype.pageScale=1; (function(){try{if(null!=navigator&&null!=navigator.language){var a=navigator.language.toLowerCase();mxGraph.prototype.pageFormat="en-us"===a||"en-ca"===a||"es-mx"===a?mxConstants.PAGE_FORMAT_LETTER_PORTRAIT:mxConstants.PAGE_FORMAT_A4_PORTRAIT}}catch(b){}})();mxText.prototype.baseSpacingTop=5;mxText.prototype.baseSpacingBottom=1;mxGraphModel.prototype.ignoreRelativeEdgeParent=!1; mxGraphView.prototype.gridImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhCgAKAJEAAAAAAP///8zMzP///yH5BAEAAAMALAAAAAAKAAoAAAIJ1I6py+0Po2wFADs=":IMAGE_PATH+"/grid.gif";mxGraphView.prototype.gridSteps=4;mxGraphView.prototype.minGridSize=4;mxGraphView.prototype.defaultGridColor="#d0d0d0";mxGraphView.prototype.defaultDarkGridColor="#6e6e6e";mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultGridColor;mxGraphView.prototype.unit=mxConstants.POINTS; mxGraphView.prototype.setUnit=function(a){this.unit!=a&&(this.unit=a,this.fireEvent(new mxEventObject("unitChanged","unit",a)))};mxSvgCanvas2D.prototype.foAltText="[Not supported by viewer]";mxShape.prototype.getConstraints=function(a,b,f){return null}; mxImageShape.prototype.getImageDataUri=function(){var a=this.image;if("data:image/svg+xml;base64,"==a.substring(0,26)&&null!=this.style&&"1"==mxUtils.getValue(this.style,"clipSvg","0")){if(null==this.clippedSvg||this.clippedImage!=a)this.clippedSvg=Graph.clipSvgDataUri(a,!0),this.clippedImage=a;a=this.clippedSvg}return a}; -Graph=function(a,b,f,e,g,d){mxGraph.call(this,a,b,f,e);this.themes=g||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=d?d:!1;a=this.baseUrl;b=a.indexOf("//");this.domainPathUrl=this.domainUrl="";0<b&&(b=a.indexOf("/",b+2),0<b&&(this.domainUrl=a.substring(0,b)),b=a.lastIndexOf("/"),0<b&&(this.domainPathUrl=a.substring(0,b+1)));this.isHtmlLabel=function(O){O=this.getCurrentCellStyle(O); -return null!=O?"1"==O.html||"wrap"==O[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var k=null,m=null,u=null,n=null,r=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(O,R){if("mouseDown"==R.getProperty("eventName")&&this.isEnabled()){O=R.getProperty("event");var G=O.getState();R=this.view.scale;if(!mxEvent.isAltDown(O.getEvent())&&null!=G)if(this.model.isEdge(G.cell))if(k=new mxPoint(O.getGraphX(),O.getGraphY()),r=this.isCellSelected(G.cell),u=G,m=O,null!=G.text&&null!= -G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,O.getGraphX(),O.getGraphY()))n=mxEvent.LABEL_HANDLE;else{var K=this.selectionCellsHandler.getHandler(G.cell);null!=K&&null!=K.bends&&0<K.bends.length&&(n=K.getHandleForEvent(O))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(O.getEvent())&&(K=this.selectionCellsHandler.getHandler(G.cell),null==K||null==K.getHandleForEvent(O))){var Q=new mxRectangle(O.getGraphX()-1,O.getGraphY()-1),ba=mxEvent.isTouchEvent(O.getEvent())?mxShape.prototype.svgStrokeTolerance- -1:(mxShape.prototype.svgStrokeTolerance+2)/2;K=ba+2;Q.grow(ba);if(this.isTableCell(G.cell)&&!this.isCellSelected(G.cell)&&!(mxUtils.contains(G,O.getGraphX()-K,O.getGraphY()-K)&&mxUtils.contains(G,O.getGraphX()-K,O.getGraphY()+K)&&mxUtils.contains(G,O.getGraphX()+K,O.getGraphY()+K)&&mxUtils.contains(G,O.getGraphX()+K,O.getGraphY()-K))){var la=this.model.getParent(G.cell);K=this.model.getParent(la);if(!this.isCellSelected(K)){ba*=R;var ra=2*ba;if(this.model.getChildAt(K,0)!=la&&mxUtils.intersects(Q, -new mxRectangle(G.x,G.y-ba,G.width,ra))||this.model.getChildAt(la,0)!=G.cell&&mxUtils.intersects(Q,new mxRectangle(G.x-ba,G.y,ra,G.height))||mxUtils.intersects(Q,new mxRectangle(G.x,G.y+G.height-ba,G.width,ra))||mxUtils.intersects(Q,new mxRectangle(G.x+G.width-ba,G.y,ra,G.height)))la=this.selectionCellsHandler.isHandled(K),this.selectCellForEvent(K,O.getEvent()),K=this.selectionCellsHandler.getHandler(K),null!=K&&(ba=K.getHandleForEvent(O),null!=ba&&(K.start(O.getGraphX(),O.getGraphY(),ba),K.blockDelayedSelection= -!la,O.consume()))}}for(;!O.isConsumed()&&null!=G&&(this.isTableCell(G.cell)||this.isTableRow(G.cell)||this.isTable(G.cell));)this.isSwimlane(G.cell)&&(K=this.getActualStartSize(G.cell),(0<K.x||0<K.width)&&mxUtils.intersects(Q,new mxRectangle(G.x+(K.x-K.width-1)*R+(0==K.x?G.width:0),G.y,1,G.height))||(0<K.y||0<K.height)&&mxUtils.intersects(Q,new mxRectangle(G.x,G.y+(K.y-K.height-1)*R+(0==K.y?G.height:0),G.width,1)))&&(this.selectCellForEvent(G.cell,O.getEvent()),K=this.selectionCellsHandler.getHandler(G.cell), -null!=K&&(ba=mxEvent.CUSTOM_HANDLE-K.customHandles.length+1,K.start(O.getGraphX(),O.getGraphY(),ba),O.consume())),G=this.view.getState(this.model.getParent(G.cell))}}}));this.addMouseListener({mouseDown:function(O,R){},mouseMove:mxUtils.bind(this,function(O,R){O=this.selectionCellsHandler.handlers.map;for(var G in O)if(null!=O[G].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(R.getEvent())){var K=this.tolerance;if(null!=k&&null!=u&&null!=m){if(G=u,Math.abs(k.x- -R.getGraphX())>K||Math.abs(k.y-R.getGraphY())>K){var Q=this.selectionCellsHandler.getHandler(G.cell);null==Q&&this.model.isEdge(G.cell)&&(Q=this.createHandler(G));if(null!=Q&&null!=Q.bends&&0<Q.bends.length){O=Q.getHandleForEvent(m);var ba=this.view.getEdgeStyle(G);K=ba==mxEdgeStyle.EntityRelation;r||n!=mxEvent.LABEL_HANDLE||(O=n);if(K&&0!=O&&O!=Q.bends.length-1&&O!=mxEvent.LABEL_HANDLE)!K||null==G.visibleSourceState&&null==G.visibleTargetState||(this.graphHandler.reset(),R.consume());else if(O== -mxEvent.LABEL_HANDLE||0==O||null!=G.visibleSourceState||O==Q.bends.length-1||null!=G.visibleTargetState)K||O==mxEvent.LABEL_HANDLE||(K=G.absolutePoints,null!=K&&(null==ba&&null==O||ba==mxEdgeStyle.OrthConnector)&&(O=n,null==O&&(O=new mxRectangle(k.x,k.y),O.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(O,K[0].x,K[0].y)?O=0:mxUtils.contains(O,K[K.length-1].x,K[K.length-1].y)?O=Q.bends.length-1:null!=ba&&(2==K.length||3==K.length&&(0==Math.round(K[0].x-K[1].x)&&0==Math.round(K[1].x- -K[2].x)||0==Math.round(K[0].y-K[1].y)&&0==Math.round(K[1].y-K[2].y)))?O=2:(O=mxUtils.findNearestSegment(G,k.x,k.y),O=null==ba?mxEvent.VIRTUAL_HANDLE-O:O+1))),null==O&&(O=mxEvent.VIRTUAL_HANDLE)),Q.start(R.getGraphX(),R.getGraphX(),O),R.consume(),this.graphHandler.reset()}null!=Q&&(this.selectionCellsHandler.isHandlerActive(Q)?this.isCellSelected(G.cell)||(this.selectionCellsHandler.handlers.put(G.cell,Q),this.selectCellForEvent(G.cell,R.getEvent())):this.isCellSelected(G.cell)||Q.destroy());r=!1; -k=m=u=n=null}}else if(G=R.getState(),null!=G&&this.isCellEditable(G.cell)){Q=null;if(this.model.isEdge(G.cell)){if(O=new mxRectangle(R.getGraphX(),R.getGraphY()),O.grow(mxEdgeHandler.prototype.handleImage.width/2),K=G.absolutePoints,null!=K)if(null!=G.text&&null!=G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,R.getGraphX(),R.getGraphY()))Q="move";else if(mxUtils.contains(O,K[0].x,K[0].y)||mxUtils.contains(O,K[K.length-1].x,K[K.length-1].y))Q="pointer";else if(null!=G.visibleSourceState|| -null!=G.visibleTargetState)O=this.view.getEdgeStyle(G),Q="crosshair",O!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(G)&&(R=mxUtils.findNearestSegment(G,R.getGraphX(),R.getGraphY()),R<K.length-1&&0<=R&&(Q=0==Math.round(K[R].x-K[R+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(R.getEvent())){K=mxShape.prototype.svgStrokeTolerance/2;O=new mxRectangle(R.getGraphX(),R.getGraphY());O.grow(K);if(this.isTableCell(G.cell)&&(R=this.model.getParent(G.cell),K=this.model.getParent(R),!this.isCellSelected(K)))if(mxUtils.intersects(O, -new mxRectangle(G.x,G.y-2,G.width,4))&&this.model.getChildAt(K,0)!=R||mxUtils.intersects(O,new mxRectangle(G.x,G.y+G.height-2,G.width,4)))Q="row-resize";else if(mxUtils.intersects(O,new mxRectangle(G.x-2,G.y,4,G.height))&&this.model.getChildAt(R,0)!=G.cell||mxUtils.intersects(O,new mxRectangle(G.x+G.width-2,G.y,4,G.height)))Q="col-resize";for(R=G;null==Q&&null!=R&&(this.isTableCell(R.cell)||this.isTableRow(R.cell)||this.isTable(R.cell));)this.isSwimlane(R.cell)&&(K=this.getActualStartSize(R.cell), -ba=this.view.scale,(0<K.x||0<K.width)&&mxUtils.intersects(O,new mxRectangle(R.x+(K.x-K.width-1)*ba+(0==K.x?R.width*ba:0),R.y,1,R.height))?Q="col-resize":(0<K.y||0<K.height)&&mxUtils.intersects(O,new mxRectangle(R.x,R.y+(K.y-K.height-1)*ba+(0==K.y?R.height:0),R.width,1))&&(Q="row-resize")),R=this.view.getState(this.model.getParent(R.cell))}null!=Q&&G.setCursor(Q)}}}),mouseUp:mxUtils.bind(this,function(O,R){n=k=m=u=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(O){var R= -mxCellRenderer.prototype.getLabelValue.apply(this,arguments);O.view.graph.isHtmlLabel(O.cell)&&(R=1!=O.style.html?mxUtils.htmlEntities(R,!1):O.view.graph.sanitizeHtml(R));return R};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0);this.allowAutoPanning=!0;this.constrainChildren=this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid= -!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(O,R){return!1};this.alternateEdgeStyle="vertical";null==e&&this.loadStylesheet();var x=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var O=x.apply(this,arguments);if(this.graph.pageVisible){var R=[],G=this.graph.pageFormat,K=this.graph.pageScale,Q=G.width*K;G=G.height*K;K=this.graph.view.translate;for(var ba=this.graph.view.scale,la= -this.graph.getPageLayout(),ra=0;ra<la.width;ra++)R.push(new mxRectangle(((la.x+ra)*Q+K.x)*ba,(la.y*G+K.y)*ba,Q*ba,G*ba));for(ra=1;ra<la.height;ra++)R.push(new mxRectangle((la.x*Q+K.x)*ba,((la.y+ra)*G+K.y)*ba,Q*ba,G*ba));O=R.concat(O)}return O};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor=function(O,R){return null==O.cell?"#ffa500":mxConstants.GUIDE_COLOR};this.graphHandler.createPreviewShape=function(O){this.previewColor="#000000"==this.graph.background? -"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var B=this.graphHandler.getCells;this.graphHandler.getCells=function(O){for(var R=B.apply(this,arguments),G=new mxDictionary,K=[],Q=0;Q<R.length;Q++){var ba=this.graph.isTableCell(O)&&this.graph.isTableCell(R[Q])&&this.graph.isCellSelected(R[Q])?this.graph.model.getParent(R[Q]):this.graph.isTableRow(O)&&this.graph.isTableRow(R[Q])&&this.graph.isCellSelected(R[Q])?R[Q]:this.graph.getCompositeParent(R[Q]); -null==ba||G.get(ba)||(G.put(ba,!0),K.push(ba))}return K};var C=this.graphHandler.start;this.graphHandler.start=function(O,R,G,K){var Q=!1;this.graph.isTableCell(O)&&(this.graph.isCellSelected(O)?Q=!0:O=this.graph.model.getParent(O));Q||this.graph.isTableRow(O)&&this.graph.isCellSelected(O)||(O=this.graph.getCompositeParent(O));C.apply(this,arguments)};this.connectionHandler.createTargetVertex=function(O,R){R=this.graph.getCompositeParent(R);return mxConnectionHandler.prototype.createTargetVertex.apply(this, -arguments)};var F=new mxRubberband(this);this.getRubberband=function(){return F};var I=(new Date).getTime(),D=0,N=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var O=this.currentState;N.apply(this,arguments);O!=this.currentState?(I=(new Date).getTime(),D=0):D=(new Date).getTime()-I};var S=this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent=function(O){return mxEvent.isShiftDown(O.getEvent())&&mxEvent.isAltDown(O.getEvent())?!1:null!= -this.currentState&&O.getState()==this.currentState&&2E3<D||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&S.apply(this,arguments)};var T=this.isToggleEvent;this.isToggleEvent=function(O){return T.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(O)};var P=F.isForceRubberbandEvent;F.isForceRubberbandEvent=function(O){return P.apply(this,arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(O.getEvent())||mxUtils.hasScrollbars(this.graph.container)&& -mxClient.IS_FF&&mxClient.IS_WIN&&null==O.getState()&&mxEvent.isTouchEvent(O.getEvent())};var Z=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(Z=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END,mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor=Z)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(O){return mxEvent.isMouseEvent(O.getEvent())}; -var U=this.click;this.click=function(O){var R=null==O.state&&null!=O.sourceState&&this.isCellLocked(O.sourceState.cell);if(this.isEnabled()&&!R||O.isConsumed())return U.apply(this,arguments);var G=R?O.sourceState.cell:O.getCell();null!=G&&(G=this.getClickableLinkForCell(G),null!=G&&(this.isCustomLink(G)?this.customLinkClicked(G):this.openLink(G)));this.isEnabled()&&R&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(O){return O.sourceState};var V=this.tooltipHandler.show;this.tooltipHandler.show= -function(){V.apply(this,arguments);if(null!=this.div)for(var O=this.div.getElementsByTagName("a"),R=0;R<O.length;R++)null!=O[R].getAttribute("href")&&null==O[R].getAttribute("target")&&O[R].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(O){return O.sourceState};this.getCursorForMouseEvent=function(O){var R=null==O.state&&null!=O.sourceState&&this.isCellLocked(O.sourceState.cell);return this.getCursorForCell(R?O.sourceState.cell:O.getCell())};var aa=this.getCursorForCell; -this.getCursorForCell=function(O){if(!this.isEnabled()||this.isCellLocked(O)){if(null!=this.getClickableLinkForCell(O))return"pointer";if(this.isCellLocked(O))return"default"}return aa.apply(this,arguments)};this.selectRegion=function(O,R){var G=mxEvent.isAltDown(R)?O:null;O=this.getCells(O.x,O.y,O.width,O.height,null,null,G,function(K){return"1"==mxUtils.getValue(K.style,"locked","0")},!0);if(this.isToggleEvent(R))for(G=0;G<O.length;G++)this.selectCellForEvent(O[G],R);else this.selectCellsForEvent(O, -R);return O};var ia=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(O,R,G){return this.graph.isCellSelected(O)?!1:ia.apply(this,arguments)};this.isCellLocked=function(O){for(;null!=O;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(O),"locked","0"))return!0;O=this.model.getParent(O)}return!1};var ea=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(O,R){"mouseDown"==R.getProperty("eventName")&&(O=R.getProperty("event").getState(), -ea=null==O||this.isSelectionEmpty()||this.isCellSelected(O.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(O,R){if(!mxEvent.isMultiTouchEvent(R)){O=R.getProperty("event");var G=R.getProperty("cell");null==G?(O=mxUtils.convertPoint(this.container,mxEvent.getClientX(O),mxEvent.getClientY(O)),F.start(O.x,O.y)):null!=ea?this.addSelectionCells(ea):1<this.getSelectionCount()&&this.isCellSelected(G)&&this.removeSelectionCell(G);ea=null;R.consume()}})); -this.connectionHandler.selectCells=function(O,R){this.graph.setSelectionCell(R||O)};this.connectionHandler.constraintHandler.isStateIgnored=function(O,R){var G=O.view.graph;return R&&(G.isCellSelected(O.cell)||G.isTableRow(O.cell)&&G.selectionCellsHandler.isHandled(G.model.getParent(O.cell)))};this.selectionModel.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var O=this.connectionHandler.constraintHandler;null!=O.currentFocus&&O.isStateIgnored(O.currentFocus,!0)&&(O.currentFocus=null,O.constraints= -null,O.destroyIcons());O.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var qa=this.updateMouseEvent;this.updateMouseEvent=function(O){O=qa.apply(this,arguments);null!=O.state&&this.isCellLocked(O.getCell())&&(O.state=null);return O}}this.currentTranslate=new mxPoint(0,0)};Graph.touchStyle=mxClient.IS_TOUCH||mxClient.IS_FF&&mxClient.IS_WIN||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints||null==window.urlParams||"1"==urlParams.touch; +Graph=function(a,b,f,e,g,d){mxGraph.call(this,a,b,f,e);this.themes=g||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=d?d:!1;a=this.baseUrl;b=a.indexOf("//");this.domainPathUrl=this.domainUrl="";0<b&&(b=a.indexOf("/",b+2),0<b&&(this.domainUrl=a.substring(0,b)),b=a.lastIndexOf("/"),0<b&&(this.domainPathUrl=a.substring(0,b+1)));this.isHtmlLabel=function(K){K=this.getCurrentCellStyle(K); +return null!=K?"1"==K.html||"wrap"==K[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var k=null,n=null,u=null,m=null,r=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(K,V){if("mouseDown"==V.getProperty("eventName")&&this.isEnabled()){K=V.getProperty("event");var G=K.getState();V=this.view.scale;if(!mxEvent.isAltDown(K.getEvent())&&null!=G)if(this.model.isEdge(G.cell))if(k=new mxPoint(K.getGraphX(),K.getGraphY()),r=this.isCellSelected(G.cell),u=G,n=K,null!=G.text&&null!= +G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,K.getGraphX(),K.getGraphY()))m=mxEvent.LABEL_HANDLE;else{var M=this.selectionCellsHandler.getHandler(G.cell);null!=M&&null!=M.bends&&0<M.bends.length&&(m=M.getHandleForEvent(K))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(K.getEvent())&&(M=this.selectionCellsHandler.getHandler(G.cell),null==M||null==M.getHandleForEvent(K))){var U=new mxRectangle(K.getGraphX()-1,K.getGraphY()-1),ba=mxEvent.isTouchEvent(K.getEvent())?mxShape.prototype.svgStrokeTolerance- +1:(mxShape.prototype.svgStrokeTolerance+2)/2;M=ba+2;U.grow(ba);if(this.isTableCell(G.cell)&&!this.isCellSelected(G.cell)&&!(mxUtils.contains(G,K.getGraphX()-M,K.getGraphY()-M)&&mxUtils.contains(G,K.getGraphX()-M,K.getGraphY()+M)&&mxUtils.contains(G,K.getGraphX()+M,K.getGraphY()+M)&&mxUtils.contains(G,K.getGraphX()+M,K.getGraphY()-M))){var la=this.model.getParent(G.cell);M=this.model.getParent(la);if(!this.isCellSelected(M)){ba*=V;var ra=2*ba;if(this.model.getChildAt(M,0)!=la&&mxUtils.intersects(U, +new mxRectangle(G.x,G.y-ba,G.width,ra))||this.model.getChildAt(la,0)!=G.cell&&mxUtils.intersects(U,new mxRectangle(G.x-ba,G.y,ra,G.height))||mxUtils.intersects(U,new mxRectangle(G.x,G.y+G.height-ba,G.width,ra))||mxUtils.intersects(U,new mxRectangle(G.x+G.width-ba,G.y,ra,G.height)))la=this.selectionCellsHandler.isHandled(M),this.selectCellForEvent(M,K.getEvent()),M=this.selectionCellsHandler.getHandler(M),null!=M&&(ba=M.getHandleForEvent(K),null!=ba&&(M.start(K.getGraphX(),K.getGraphY(),ba),M.blockDelayedSelection= +!la,K.consume()))}}for(;!K.isConsumed()&&null!=G&&(this.isTableCell(G.cell)||this.isTableRow(G.cell)||this.isTable(G.cell));)this.isSwimlane(G.cell)&&(M=this.getActualStartSize(G.cell),(0<M.x||0<M.width)&&mxUtils.intersects(U,new mxRectangle(G.x+(M.x-M.width-1)*V+(0==M.x?G.width:0),G.y,1,G.height))||(0<M.y||0<M.height)&&mxUtils.intersects(U,new mxRectangle(G.x,G.y+(M.y-M.height-1)*V+(0==M.y?G.height:0),G.width,1)))&&(this.selectCellForEvent(G.cell,K.getEvent()),M=this.selectionCellsHandler.getHandler(G.cell), +null!=M&&(ba=mxEvent.CUSTOM_HANDLE-M.customHandles.length+1,M.start(K.getGraphX(),K.getGraphY(),ba),K.consume())),G=this.view.getState(this.model.getParent(G.cell))}}}));this.addMouseListener({mouseDown:function(K,V){},mouseMove:mxUtils.bind(this,function(K,V){K=this.selectionCellsHandler.handlers.map;for(var G in K)if(null!=K[G].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(V.getEvent())){var M=this.tolerance;if(null!=k&&null!=u&&null!=n){if(G=u,Math.abs(k.x- +V.getGraphX())>M||Math.abs(k.y-V.getGraphY())>M){var U=this.selectionCellsHandler.getHandler(G.cell);null==U&&this.model.isEdge(G.cell)&&(U=this.createHandler(G));if(null!=U&&null!=U.bends&&0<U.bends.length){K=U.getHandleForEvent(n);var ba=this.view.getEdgeStyle(G);M=ba==mxEdgeStyle.EntityRelation;r||m!=mxEvent.LABEL_HANDLE||(K=m);if(M&&0!=K&&K!=U.bends.length-1&&K!=mxEvent.LABEL_HANDLE)!M||null==G.visibleSourceState&&null==G.visibleTargetState||(this.graphHandler.reset(),V.consume());else if(K== +mxEvent.LABEL_HANDLE||0==K||null!=G.visibleSourceState||K==U.bends.length-1||null!=G.visibleTargetState)M||K==mxEvent.LABEL_HANDLE||(M=G.absolutePoints,null!=M&&(null==ba&&null==K||ba==mxEdgeStyle.OrthConnector)&&(K=m,null==K&&(K=new mxRectangle(k.x,k.y),K.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(K,M[0].x,M[0].y)?K=0:mxUtils.contains(K,M[M.length-1].x,M[M.length-1].y)?K=U.bends.length-1:null!=ba&&(2==M.length||3==M.length&&(0==Math.round(M[0].x-M[1].x)&&0==Math.round(M[1].x- +M[2].x)||0==Math.round(M[0].y-M[1].y)&&0==Math.round(M[1].y-M[2].y)))?K=2:(K=mxUtils.findNearestSegment(G,k.x,k.y),K=null==ba?mxEvent.VIRTUAL_HANDLE-K:K+1))),null==K&&(K=mxEvent.VIRTUAL_HANDLE)),U.start(V.getGraphX(),V.getGraphX(),K),V.consume(),this.graphHandler.reset()}null!=U&&(this.selectionCellsHandler.isHandlerActive(U)?this.isCellSelected(G.cell)||(this.selectionCellsHandler.handlers.put(G.cell,U),this.selectCellForEvent(G.cell,V.getEvent())):this.isCellSelected(G.cell)||U.destroy());r=!1; +k=n=u=m=null}}else if(G=V.getState(),null!=G&&this.isCellEditable(G.cell)){U=null;if(this.model.isEdge(G.cell)){if(K=new mxRectangle(V.getGraphX(),V.getGraphY()),K.grow(mxEdgeHandler.prototype.handleImage.width/2),M=G.absolutePoints,null!=M)if(null!=G.text&&null!=G.text.boundingBox&&mxUtils.contains(G.text.boundingBox,V.getGraphX(),V.getGraphY()))U="move";else if(mxUtils.contains(K,M[0].x,M[0].y)||mxUtils.contains(K,M[M.length-1].x,M[M.length-1].y))U="pointer";else if(null!=G.visibleSourceState|| +null!=G.visibleTargetState)K=this.view.getEdgeStyle(G),U="crosshair",K!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(G)&&(V=mxUtils.findNearestSegment(G,V.getGraphX(),V.getGraphY()),V<M.length-1&&0<=V&&(U=0==Math.round(M[V].x-M[V+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(V.getEvent())){M=mxShape.prototype.svgStrokeTolerance/2;K=new mxRectangle(V.getGraphX(),V.getGraphY());K.grow(M);if(this.isTableCell(G.cell)&&(V=this.model.getParent(G.cell),M=this.model.getParent(V),!this.isCellSelected(M)))if(mxUtils.intersects(K, +new mxRectangle(G.x,G.y-2,G.width,4))&&this.model.getChildAt(M,0)!=V||mxUtils.intersects(K,new mxRectangle(G.x,G.y+G.height-2,G.width,4)))U="row-resize";else if(mxUtils.intersects(K,new mxRectangle(G.x-2,G.y,4,G.height))&&this.model.getChildAt(V,0)!=G.cell||mxUtils.intersects(K,new mxRectangle(G.x+G.width-2,G.y,4,G.height)))U="col-resize";for(V=G;null==U&&null!=V&&(this.isTableCell(V.cell)||this.isTableRow(V.cell)||this.isTable(V.cell));)this.isSwimlane(V.cell)&&(M=this.getActualStartSize(V.cell), +ba=this.view.scale,(0<M.x||0<M.width)&&mxUtils.intersects(K,new mxRectangle(V.x+(M.x-M.width-1)*ba+(0==M.x?V.width*ba:0),V.y,1,V.height))?U="col-resize":(0<M.y||0<M.height)&&mxUtils.intersects(K,new mxRectangle(V.x,V.y+(M.y-M.height-1)*ba+(0==M.y?V.height:0),V.width,1))&&(U="row-resize")),V=this.view.getState(this.model.getParent(V.cell))}null!=U&&G.setCursor(U)}}}),mouseUp:mxUtils.bind(this,function(K,V){m=k=n=u=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(K){var V= +mxCellRenderer.prototype.getLabelValue.apply(this,arguments);K.view.graph.isHtmlLabel(K.cell)&&(V=1!=K.style.html?mxUtils.htmlEntities(V,!1):K.view.graph.sanitizeHtml(V));return V};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0);this.allowAutoPanning=!0;this.constrainChildren=this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid= +!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(K,V){return!1};this.alternateEdgeStyle="vertical";null==e&&this.loadStylesheet();var x=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var K=x.apply(this,arguments);if(this.graph.pageVisible){var V=[],G=this.graph.pageFormat,M=this.graph.pageScale,U=G.width*M;G=G.height*M;M=this.graph.view.translate;for(var ba=this.graph.view.scale,la= +this.graph.getPageLayout(),ra=0;ra<la.width;ra++)V.push(new mxRectangle(((la.x+ra)*U+M.x)*ba,(la.y*G+M.y)*ba,U*ba,G*ba));for(ra=1;ra<la.height;ra++)V.push(new mxRectangle((la.x*U+M.x)*ba,((la.y+ra)*G+M.y)*ba,U*ba,G*ba));K=V.concat(K)}return K};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor=function(K,V){return null==K.cell?"#ffa500":mxConstants.GUIDE_COLOR};this.graphHandler.createPreviewShape=function(K){this.previewColor="#000000"==this.graph.background? +"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var B=this.graphHandler.getCells;this.graphHandler.getCells=function(K){for(var V=B.apply(this,arguments),G=new mxDictionary,M=[],U=0;U<V.length;U++){var ba=this.graph.isTableCell(K)&&this.graph.isTableCell(V[U])&&this.graph.isCellSelected(V[U])?this.graph.model.getParent(V[U]):this.graph.isTableRow(K)&&this.graph.isTableRow(V[U])&&this.graph.isCellSelected(V[U])?V[U]:this.graph.getCompositeParent(V[U]); +null==ba||G.get(ba)||(G.put(ba,!0),M.push(ba))}return M};var D=this.graphHandler.start;this.graphHandler.start=function(K,V,G,M){var U=!1;this.graph.isTableCell(K)&&(this.graph.isCellSelected(K)?U=!0:K=this.graph.model.getParent(K));U||this.graph.isTableRow(K)&&this.graph.isCellSelected(K)||(K=this.graph.getCompositeParent(K));D.apply(this,arguments)};this.connectionHandler.createTargetVertex=function(K,V){V=this.graph.getCompositeParent(V);return mxConnectionHandler.prototype.createTargetVertex.apply(this, +arguments)};var F=new mxRubberband(this);this.getRubberband=function(){return F};var J=(new Date).getTime(),C=0,O=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var K=this.currentState;O.apply(this,arguments);K!=this.currentState?(J=(new Date).getTime(),C=0):C=(new Date).getTime()-J};var R=this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent=function(K){return mxEvent.isShiftDown(K.getEvent())&&mxEvent.isAltDown(K.getEvent())?!1:null!= +this.currentState&&K.getState()==this.currentState&&2E3<C||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&R.apply(this,arguments)};var T=this.isToggleEvent;this.isToggleEvent=function(K){return T.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(K)};var Q=F.isForceRubberbandEvent;F.isForceRubberbandEvent=function(K){return Q.apply(this,arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(K.getEvent())||mxUtils.hasScrollbars(this.graph.container)&& +mxClient.IS_FF&&mxClient.IS_WIN&&null==K.getState()&&mxEvent.isTouchEvent(K.getEvent())};var aa=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(aa=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END,mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor=aa)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(K){return mxEvent.isMouseEvent(K.getEvent())}; +var S=this.click;this.click=function(K){var V=null==K.state&&null!=K.sourceState&&this.isCellLocked(K.sourceState.cell);if(this.isEnabled()&&!V||K.isConsumed())return S.apply(this,arguments);var G=V?K.sourceState.cell:K.getCell();null!=G&&(G=this.getClickableLinkForCell(G),null!=G&&(this.isCustomLink(G)?this.customLinkClicked(G):this.openLink(G)));this.isEnabled()&&V&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(K){return K.sourceState};var P=this.tooltipHandler.show;this.tooltipHandler.show= +function(){P.apply(this,arguments);if(null!=this.div)for(var K=this.div.getElementsByTagName("a"),V=0;V<K.length;V++)null!=K[V].getAttribute("href")&&null==K[V].getAttribute("target")&&K[V].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(K){return K.sourceState};this.getCursorForMouseEvent=function(K){var V=null==K.state&&null!=K.sourceState&&this.isCellLocked(K.sourceState.cell);return this.getCursorForCell(V?K.sourceState.cell:K.getCell())};var X=this.getCursorForCell; +this.getCursorForCell=function(K){if(!this.isEnabled()||this.isCellLocked(K)){if(null!=this.getClickableLinkForCell(K))return"pointer";if(this.isCellLocked(K))return"default"}return X.apply(this,arguments)};this.selectRegion=function(K,V){var G=mxEvent.isAltDown(V)?K:null;K=this.getCells(K.x,K.y,K.width,K.height,null,null,G,function(M){return"1"==mxUtils.getValue(M.style,"locked","0")},!0);if(this.isToggleEvent(V))for(G=0;G<K.length;G++)this.selectCellForEvent(K[G],V);else this.selectCellsForEvent(K, +V);return K};var ha=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(K,V,G){return this.graph.isCellSelected(K)?!1:ha.apply(this,arguments)};this.isCellLocked=function(K){for(;null!=K;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(K),"locked","0"))return!0;K=this.model.getParent(K)}return!1};var fa=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(K,V){"mouseDown"==V.getProperty("eventName")&&(K=V.getProperty("event").getState(), +fa=null==K||this.isSelectionEmpty()||this.isCellSelected(K.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(K,V){if(!mxEvent.isMultiTouchEvent(V)){K=V.getProperty("event");var G=V.getProperty("cell");null==G?(K=mxUtils.convertPoint(this.container,mxEvent.getClientX(K),mxEvent.getClientY(K)),F.start(K.x,K.y)):null!=fa?this.addSelectionCells(fa):1<this.getSelectionCount()&&this.isCellSelected(G)&&this.removeSelectionCell(G);fa=null;V.consume()}})); +this.connectionHandler.selectCells=function(K,V){this.graph.setSelectionCell(V||K)};this.connectionHandler.constraintHandler.isStateIgnored=function(K,V){var G=K.view.graph;return V&&(G.isCellSelected(K.cell)||G.isTableRow(K.cell)&&G.selectionCellsHandler.isHandled(G.model.getParent(K.cell)))};this.selectionModel.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var K=this.connectionHandler.constraintHandler;null!=K.currentFocus&&K.isStateIgnored(K.currentFocus,!0)&&(K.currentFocus=null,K.constraints= +null,K.destroyIcons());K.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var sa=this.updateMouseEvent;this.updateMouseEvent=function(K){K=sa.apply(this,arguments);null!=K.state&&this.isCellLocked(K.getCell())&&(K.state=null);return K}}this.currentTranslate=new mxPoint(0,0)};Graph.touchStyle=mxClient.IS_TOUCH||mxClient.IS_FF&&mxClient.IS_WIN||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints||null==window.urlParams||"1"==urlParams.touch; Graph.fileSupport=null!=window.File&&null!=window.FileReader&&null!=window.FileList&&(null==window.urlParams||"0"!=urlParams.filesupport);Graph.translateDiagram="1"==urlParams["translate-diagram"];Graph.diagramLanguage=null!=urlParams["diagram-language"]?urlParams["diagram-language"]:mxClient.language;Graph.lineJumpsEnabled=!0;Graph.defaultJumpSize=6;Graph.zoomWheel=!1;Graph.minTableColumnWidth=20;Graph.minTableRowHeight=20;Graph.foreignObjectWarningText="Text is not SVG - cannot display"; Graph.foreignObjectWarningLink="https://www.diagrams.net/doc/faq/svg-export-text-problems";Graph.xmlDeclaration='<?xml version="1.0" encoding="UTF-8"?>';Graph.svgDoctype='<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">';Graph.svgFileComment="\x3c!-- Do not edit this file with editors other than diagrams.net --\x3e";Graph.pasteStyles="rounded shadow dashed dashPattern fontFamily fontSource fontSize fontColor fontStyle align verticalAlign strokeColor strokeWidth fillColor gradientColor swimlaneFillColor textOpacity gradientDirection glass labelBackgroundColor labelBorderColor opacity spacing spacingTop spacingLeft spacingBottom spacingRight endFill endArrow endSize targetPerimeterSpacing startFill startArrow startSize sourcePerimeterSpacing arcSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle".split(" "); Graph.layoutNames="mxHierarchicalLayout mxCircleLayout mxCompactTreeLayout mxEdgeLabelLayout mxFastOrganicLayout mxParallelEdgeLayout mxPartitionLayout mxRadialTreeLayout mxStackLayout".split(" "); @@ -2899,34 +2902,34 @@ Graph.setTransitionForNodes=function(a,b){for(var f=0;f<a.length;f++)mxUtils.set Graph.sanitizeHtml=function(a,b){return Graph.domPurify(a,!1)};Graph.sanitizeLink=function(a){var b=document.createElement("a");b.setAttribute("href",a);Graph.sanitizeNode(b);return b.getAttribute("href")};Graph.sanitizeNode=function(a){return Graph.domPurify(a,!0)};DOMPurify.addHook("afterSanitizeAttributes",function(a){"use"==a.nodeName&&a.hasAttribute("xlink:href")&&!a.getAttribute("xlink:href").match(/^#/)&&a.remove()}); Graph.domPurify=function(a,b){window.DOM_PURIFY_CONFIG.IN_PLACE=b;return DOMPurify.sanitize(a,window.DOM_PURIFY_CONFIG)}; Graph.clipSvgDataUri=function(a,b){if(!mxClient.IS_IE&&!mxClient.IS_IE11&&null!=a&&"data:image/svg+xml;base64,"==a.substring(0,26))try{var f=document.createElement("div");f.style.position="absolute";f.style.visibility="hidden";var e=decodeURIComponent(escape(atob(a.substring(26)))),g=e.indexOf("<svg");if(0<=g){f.innerHTML=Graph.sanitizeHtml(e.substring(g));var d=f.getElementsByTagName("svg");if(0<d.length){if(b||null!=d[0].getAttribute("preserveAspectRatio")){document.body.appendChild(f);try{e=b= -1;var k=d[0].getAttribute("width"),m=d[0].getAttribute("height");k=null!=k&&"%"!=k.charAt(k.length-1)?parseFloat(k):NaN;m=null!=m&&"%"!=m.charAt(m.length-1)?parseFloat(m):NaN;var u=d[0].getAttribute("viewBox");if(null!=u&&!isNaN(k)&&!isNaN(m)){var n=u.split(" ");4<=u.length&&(b=parseFloat(n[2])/k,e=parseFloat(n[3])/m)}var r=d[0].getBBox();0<r.width&&0<r.height&&(f.getElementsByTagName("svg")[0].setAttribute("viewBox",r.x+" "+r.y+" "+r.width+" "+r.height),f.getElementsByTagName("svg")[0].setAttribute("width", +1;var k=d[0].getAttribute("width"),n=d[0].getAttribute("height");k=null!=k&&"%"!=k.charAt(k.length-1)?parseFloat(k):NaN;n=null!=n&&"%"!=n.charAt(n.length-1)?parseFloat(n):NaN;var u=d[0].getAttribute("viewBox");if(null!=u&&!isNaN(k)&&!isNaN(n)){var m=u.split(" ");4<=u.length&&(b=parseFloat(m[2])/k,e=parseFloat(m[3])/n)}var r=d[0].getBBox();0<r.width&&0<r.height&&(f.getElementsByTagName("svg")[0].setAttribute("viewBox",r.x+" "+r.y+" "+r.width+" "+r.height),f.getElementsByTagName("svg")[0].setAttribute("width", r.width/b),f.getElementsByTagName("svg")[0].setAttribute("height",r.height/e))}catch(x){}finally{document.body.removeChild(f)}}a=Editor.createSvgDataUri(mxUtils.getXml(d[0]))}}}catch(x){}return a};Graph.stripQuotes=function(a){null!=a&&("'"==a.charAt(0)&&(a=a.substring(1)),"'"==a.charAt(a.length-1)&&(a=a.substring(0,a.length-1)),'"'==a.charAt(0)&&(a=a.substring(1)),'"'==a.charAt(a.length-1)&&(a=a.substring(0,a.length-1)));return a}; Graph.createRemoveIcon=function(a,b){var f=document.createElement("img");f.setAttribute("src",Dialog.prototype.clearImage);f.setAttribute("title",a);f.setAttribute("width","13");f.setAttribute("height","10");f.style.marginLeft="4px";f.style.marginBottom="-1px";f.style.cursor="pointer";mxEvent.addListener(f,"click",b);return f};Graph.isPageLink=function(a){return null!=a&&"data:page/id,"==a.substring(0,13)};Graph.isLink=function(a){return null!=a&&Graph.linkPattern.test(a)}; Graph.linkPattern=RegExp("^(https?:\\/\\/)?((([a-z\\d]([a-z\\d-]*[a-z\\d])*)\\.)+[a-z]{2,}|((\\d{1,3}\\.){3}\\d{1,3}))(\\:\\d+)?(\\/[-a-z\\d%_.~+]*)*(\\?[;&a-z\\d%_.~+=-]*)?(\\#[-a-z\\d_]*)?$","i");mxUtils.extend(Graph,mxGraph);Graph.prototype.minFitScale=null;Graph.prototype.maxFitScale=null;Graph.prototype.linkPolicy="frame"==urlParams.target?"blank":urlParams.target||"auto";Graph.prototype.linkTarget="frame"==urlParams.target?"_self":"_blank";Graph.prototype.linkRelation="nofollow noopener noreferrer"; Graph.prototype.defaultScrollbars=!0;Graph.prototype.defaultPageVisible=!0;Graph.prototype.defaultGridEnabled="0"!=urlParams.grid;Graph.prototype.lightbox=!1;Graph.prototype.defaultPageBackgroundColor="#ffffff";Graph.prototype.defaultPageBorderColor="#ffffff";Graph.prototype.shapeForegroundColor="#000000";Graph.prototype.shapeBackgroundColor="#ffffff";Graph.prototype.scrollTileSize=new mxRectangle(0,0,400,400);Graph.prototype.transparentBackground=!0;Graph.prototype.selectParentAfterDelete=!1; Graph.prototype.defaultEdgeLength=80;Graph.prototype.edgeMode=!1;Graph.prototype.connectionArrowsEnabled=!0;Graph.prototype.placeholderPattern=RegExp("%(date{.*}|[^%^{^}^ ^\"^ '^=^;]+)%","g");Graph.prototype.absoluteUrlPattern=RegExp("^(?:[a-z]+:)?//","i");Graph.prototype.defaultThemeName="default";Graph.prototype.defaultThemes={};Graph.prototype.baseUrl=null!=urlParams.base?decodeURIComponent(urlParams.base):(window!=window.top?document.referrer:document.location.toString()).split("#")[0]; Graph.prototype.editAfterInsert=!1;Graph.prototype.builtInProperties=["label","tooltip","placeholders","placeholder"];Graph.prototype.standalone=!1;Graph.prototype.enableFlowAnimation=!1;Graph.prototype.roundableShapes="label rectangle internalStorage corner parallelogram swimlane triangle trapezoid ext step tee process link rhombus offPageConnector loopLimit hexagon manualInput card curlyBracket singleArrow callout doubleArrow flexArrow umlLifeline".split(" "); -Graph.prototype.init=function(a){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(f,e){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var g=f.view.graph.tolerance,d=!0,k=null,m=mxUtils.bind(this,function(r){d=!0;k=new mxPoint(mxEvent.getClientX(r),mxEvent.getClientY(r))}),u=mxUtils.bind(this,function(r){d=d&&null!=k&&Math.abs(k.x-mxEvent.getClientX(r))<g&&Math.abs(k.y-mxEvent.getClientY(r))<g}),n=mxUtils.bind(this,function(r){if(d)for(var x=mxEvent.getSource(r);null!= -x&&x!=e.node;){if("a"==x.nodeName.toLowerCase()){f.view.graph.labelLinkClicked(f,x,r);break}x=x.parentNode}});mxEvent.addGestureListeners(e.node,m,u,n);mxEvent.addListener(e.node,"click",function(r){mxEvent.consume(r)})};if(null!=this.tooltipHandler){var b=this.tooltipHandler.init;this.tooltipHandler.init=function(){b.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(f){var e=mxEvent.getSource(f);"A"==e.nodeName&&(e=e.getAttribute("href"),null!= +Graph.prototype.init=function(a){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(f,e){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var g=f.view.graph.tolerance,d=!0,k=null,n=mxUtils.bind(this,function(r){d=!0;k=new mxPoint(mxEvent.getClientX(r),mxEvent.getClientY(r))}),u=mxUtils.bind(this,function(r){d=d&&null!=k&&Math.abs(k.x-mxEvent.getClientX(r))<g&&Math.abs(k.y-mxEvent.getClientY(r))<g}),m=mxUtils.bind(this,function(r){if(d)for(var x=mxEvent.getSource(r);null!= +x&&x!=e.node;){if("a"==x.nodeName.toLowerCase()){f.view.graph.labelLinkClicked(f,x,r);break}x=x.parentNode}});mxEvent.addGestureListeners(e.node,n,u,m);mxEvent.addListener(e.node,"click",function(r){mxEvent.consume(r)})};if(null!=this.tooltipHandler){var b=this.tooltipHandler.init;this.tooltipHandler.init=function(){b.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(f){var e=mxEvent.getSource(f);"A"==e.nodeName&&(e=e.getAttribute("href"),null!= e&&this.graph.isCustomLink(e)&&(mxEvent.isTouchEvent(f)||!mxEvent.isPopupTrigger(f))&&this.graph.customLinkClicked(e)&&mxEvent.consume(f))}))}}this.addListener(mxEvent.SIZE,mxUtils.bind(this,function(f,e){null!=this.container&&this.flowAnimationStyle&&(f=this.flowAnimationStyle.getAttribute("id"),this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(f))}));this.initLayoutManager()}; (function(){Graph.prototype.useCssTransforms=!1;Graph.prototype.currentScale=1;Graph.prototype.currentTranslate=new mxPoint(0,0);Graph.prototype.isFillState=function(k){return!this.isSpecialColor(k.style[mxConstants.STYLE_FILLCOLOR])&&"1"!=mxUtils.getValue(k.style,"lineShape",null)&&(this.model.isVertex(k.cell)||"arrow"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)||"filledEdge"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)||"flexArrow"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE, -null))};Graph.prototype.isStrokeState=function(k){return!this.isSpecialColor(k.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(k){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],k)};Graph.prototype.isGlassState=function(k){k=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"rectangle"==k||"internalStorage"==k||"ext"==k||"umlLifeline"==k||"swimlane"==k||"process"==k};Graph.prototype.isRoundedState= -function(k){return null!=k.shape?k.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(k){var m=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(k.style,mxConstants.STYLE_CURVED,!1)&&("connector"==m||"filledEdge"==m)};Graph.prototype.isAutoSizeState=function(k){return"1"==mxUtils.getValue(k.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(k){k= -mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"image"==k};Graph.prototype.isShadowState=function(k){return"image"!=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(k,m){k=null!=k?k:!0;m=null!=m?m:!0;var u=this.model;return u.filterDescendants(function(n){return k&&u.isVertex(n)||m&&u.isEdge(n)},u.getRoot())};Graph.prototype.getCommonStyle=function(k){for(var m={},u=0;u<k.length;u++){var n=this.view.getState(k[u]);this.mergeStyle(n.style, -m,0==u)}return m};Graph.prototype.mergeStyle=function(k,m,u){if(null!=k){var n={},r;for(r in k){var x=k[r];null!=x&&(n[r]=!0,null==m[r]&&u?m[r]=x:m[r]!=x&&delete m[r])}for(r in m)n[r]||delete m[r]}};Graph.prototype.getStartEditingCell=function(k,m){m=this.getCellStyle(k);m=parseInt(mxUtils.getValue(m,mxConstants.STYLE_STARTSIZE,0));this.isTable(k)&&(!this.isSwimlane(k)||0==m)&&""==this.getLabel(k)&&0<this.model.getChildCount(k)&&(k=this.model.getChildAt(k,0),m=this.getCellStyle(k),m=parseInt(mxUtils.getValue(m, -mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(k)&&(!this.isSwimlane(k)||0==m)&&""==this.getLabel(k)&&0<this.model.getChildCount(k))for(m=0;m<this.model.getChildCount(k);m++){var u=this.model.getChildAt(k,m);if(this.isCellEditable(u)){k=u;break}}return k};Graph.prototype.copyStyle=function(k){return this.getCellStyle(k,!1)};Graph.prototype.pasteStyle=function(k,m,u){u=null!=u?u:Graph.pasteStyles;Graph.removeKeys(k,function(n){return 0>mxUtils.indexOf(u,n)});this.updateCellStyles(k,m)};Graph.prototype.updateCellStyles= -function(k,m){this.model.beginUpdate();try{for(var u=0;u<m.length;u++)if(this.model.isVertex(m[u])||this.model.isEdge(m[u])){var n=this.getCellStyle(m[u],!1),r;for(r in k){var x=k[r];n[r]!=x&&this.setCellStyles(r,x,[m[u]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&&(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect== -mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(k,m,u,n,r,x){this.useCssTransforms&&(k=k/this.currentScale-this.currentTranslate.x,m=m/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(k,m,u,n,r,x){n=null!=n?n:!0;r=null!=r?r:!0;null==u&&(u=this.getCurrentRoot(),null==u&&(u=this.getModel().getRoot()));if(null!=u)for(var B=this.model.getChildCount(u)-1;0<= -B;B--){var C=this.model.getChildAt(u,B),F=this.getScaledCellAt(k,m,C,n,r,x);if(null!=F)return F;if(this.isCellVisible(C)&&(r&&this.model.isEdge(C)||n&&this.model.isVertex(C))&&(F=this.view.getState(C),null!=F&&(null==x||!x(F,k,m))&&this.intersects(F,k,m)))return C}return null};Graph.prototype.isRecursiveVertexResize=function(k){return!this.isSwimlane(k.cell)&&0<this.model.getChildCount(k.cell)&&!this.isCellCollapsed(k.cell)&&"1"==mxUtils.getValue(k.style,"recursiveResize","1")&&null==mxUtils.getValue(k.style, -"childLayout",null)};Graph.prototype.getAbsoluteParent=function(k){for(var m=this.getCellGeometry(k);null!=m&&m.relative;)k=this.getModel().getParent(k),m=this.getCellGeometry(k);return k};Graph.prototype.isPart=function(k){return"1"==mxUtils.getValue(this.getCurrentCellStyle(k),"part","0")||this.isTableCell(k)||this.isTableRow(k)};Graph.prototype.getCompositeParents=function(k){for(var m=new mxDictionary,u=[],n=0;n<k.length;n++){var r=this.getCompositeParent(k[n]);this.isTableCell(r)&&(r=this.graph.model.getParent(r)); -this.isTableRow(r)&&(r=this.graph.model.getParent(r));null==r||m.get(r)||(m.put(r,!0),u.push(r))}return u};Graph.prototype.getCompositeParent=function(k){for(;this.isPart(k);){var m=this.model.getParent(k);if(!this.model.isVertex(m))break;k=m}return k};Graph.prototype.filterSelectionCells=function(k){var m=this.getSelectionCells();if(null!=k){for(var u=[],n=0;n<m.length;n++)k(m[n])||u.push(m[n]);m=u}return m};var a=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(k){if(this.useCssTransforms){var m= -this.currentScale,u=this.currentTranslate;k=new mxRectangle((k.x+2*u.x)*m-u.x,(k.y+2*u.y)*m-u.y,k.width*m,k.height*m)}a.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(k){k=this.strokeWidth;this.graph.useCssTransforms&&(k/=this.graph.currentScale);return k};mxGraphView.prototype.getGraphBounds=function(){var k=this.graphBounds;if(this.graph.useCssTransforms){var m=this.graph.currentTranslate,u=this.graph.currentScale;k=new mxRectangle((k.x+m.x)*u,(k.y+m.y)*u,k.width*u,k.height* -u)}return k};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var b=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(k){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y=this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);b.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(), -this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var f=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(k){k=f.apply(this,arguments);for(var m=[],u=0;u<k.length;u++)this.isTableRow(k[u])||this.isTableCell(k[u])||m.push(k[u]);return m};var e=mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(k){k=e.apply(this,arguments);for(var m=[],u=0;u<k.length;u++)this.isTable(k[u])|| -this.isTableRow(k[u])||this.isTableCell(k[u])||m.push(k[u]);return m};Graph.prototype.updateCssTransform=function(){var k=this.view.getDrawPane();if(null!=k)if(k=k.parentNode,this.useCssTransforms){var m=k.getAttribute("transform");k.setAttribute("transformOrigin","0 0");var u=Math.round(100*this.currentScale)/100;k.setAttribute("transform","scale("+u+","+u+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");m!=k.getAttribute("transform")&& -this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",k.getAttribute("transform"))}else k.removeAttribute("transformOrigin"),k.removeAttribute("transform")};var g=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph.useCssTransforms,m=this.scale,u=this.translate;k&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);g.apply(this,arguments);k&&(this.scale=m,this.translate=u)};var d=mxGraph.prototype.updatePageBreaks; -mxGraph.prototype.updatePageBreaks=function(k,m,u){var n=this.useCssTransforms,r=this.view.scale,x=this.view.translate;n&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);d.apply(this,arguments);n&&(this.view.scale=r,this.view.translate=x,this.useCssTransforms=!0)}})();Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1}; -Graph.prototype.labelLinkClicked=function(a,b,f){b=b.getAttribute("href");if(null!=b&&!this.isCustomLink(b)&&(mxEvent.isLeftMouseButton(f)&&!mxEvent.isPopupTrigger(f)||mxEvent.isTouchEvent(f))){if(!this.isEnabled()||this.isCellLocked(a.cell))a=this.isBlankLink(b)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(b),a);mxEvent.consume(f)}}; +null)||"mxgraph.arrows2.wedgeArrow"==mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isStrokeState=function(k){return!this.isSpecialColor(k.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(k){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],k)};Graph.prototype.isGlassState=function(k){k=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"rectangle"==k|| +"internalStorage"==k||"ext"==k||"umlLifeline"==k||"swimlane"==k||"process"==k};Graph.prototype.isRoundedState=function(k){return null!=k.shape?k.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(k){var n=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(k.style,mxConstants.STYLE_CURVED,!1)&&("connector"==n||"filledEdge"==n)};Graph.prototype.isAutoSizeState=function(k){return"1"== +mxUtils.getValue(k.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(k){k=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null);return"label"==k||"image"==k};Graph.prototype.isShadowState=function(k){return"image"!=mxUtils.getValue(k.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(k,n){k=null!=k?k:!0;n=null!=n?n:!0;var u=this.model;return u.filterDescendants(function(m){return k&&u.isVertex(m)||n&&u.isEdge(m)},u.getRoot())};Graph.prototype.getCommonStyle= +function(k){for(var n={},u=0;u<k.length;u++){var m=this.view.getState(k[u]);this.mergeStyle(m.style,n,0==u)}return n};Graph.prototype.mergeStyle=function(k,n,u){if(null!=k){var m={},r;for(r in k){var x=k[r];null!=x&&(m[r]=!0,null==n[r]&&u?n[r]=x:n[r]!=x&&delete n[r])}for(r in n)m[r]||delete n[r]}};Graph.prototype.getStartEditingCell=function(k,n){n=this.getCellStyle(k);n=parseInt(mxUtils.getValue(n,mxConstants.STYLE_STARTSIZE,0));this.isTable(k)&&(!this.isSwimlane(k)||0==n)&&""==this.getLabel(k)&& +0<this.model.getChildCount(k)&&(k=this.model.getChildAt(k,0),n=this.getCellStyle(k),n=parseInt(mxUtils.getValue(n,mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(k)&&(!this.isSwimlane(k)||0==n)&&""==this.getLabel(k)&&0<this.model.getChildCount(k))for(n=0;n<this.model.getChildCount(k);n++){var u=this.model.getChildAt(k,n);if(this.isCellEditable(u)){k=u;break}}return k};Graph.prototype.copyStyle=function(k){return this.getCellStyle(k,!1)};Graph.prototype.pasteStyle=function(k,n,u){u=null!=u?u:Graph.pasteStyles; +Graph.removeKeys(k,function(m){return 0>mxUtils.indexOf(u,m)});this.updateCellStyles(k,n)};Graph.prototype.updateCellStyles=function(k,n){this.model.beginUpdate();try{for(var u=0;u<n.length;u++)if(this.model.isVertex(n[u])||this.model.isEdge(n[u])){var m=this.getCellStyle(n[u],!1),r;for(r in k){var x=k[r];m[r]!=x&&this.setCellStyles(r,x,[n[u]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&& +(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect==mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(k,n,u,m,r,x){this.useCssTransforms&&(k=k/this.currentScale-this.currentTranslate.x,n=n/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(k,n,u,m,r,x){m=null!=m?m:!0;r=null!=r?r:!0; +null==u&&(u=this.getCurrentRoot(),null==u&&(u=this.getModel().getRoot()));if(null!=u)for(var B=this.model.getChildCount(u)-1;0<=B;B--){var D=this.model.getChildAt(u,B),F=this.getScaledCellAt(k,n,D,m,r,x);if(null!=F)return F;if(this.isCellVisible(D)&&(r&&this.model.isEdge(D)||m&&this.model.isVertex(D))&&(F=this.view.getState(D),null!=F&&(null==x||!x(F,k,n))&&this.intersects(F,k,n)))return D}return null};Graph.prototype.isRecursiveVertexResize=function(k){return!this.isSwimlane(k.cell)&&0<this.model.getChildCount(k.cell)&& +!this.isCellCollapsed(k.cell)&&"1"==mxUtils.getValue(k.style,"recursiveResize","1")&&null==mxUtils.getValue(k.style,"childLayout",null)};Graph.prototype.getAbsoluteParent=function(k){for(var n=this.getCellGeometry(k);null!=n&&n.relative;)k=this.getModel().getParent(k),n=this.getCellGeometry(k);return k};Graph.prototype.isPart=function(k){return"1"==mxUtils.getValue(this.getCurrentCellStyle(k),"part","0")||this.isTableCell(k)||this.isTableRow(k)};Graph.prototype.getCompositeParents=function(k){for(var n= +new mxDictionary,u=[],m=0;m<k.length;m++){var r=this.getCompositeParent(k[m]);this.isTableCell(r)&&(r=this.graph.model.getParent(r));this.isTableRow(r)&&(r=this.graph.model.getParent(r));null==r||n.get(r)||(n.put(r,!0),u.push(r))}return u};Graph.prototype.getCompositeParent=function(k){for(;this.isPart(k);){var n=this.model.getParent(k);if(!this.model.isVertex(n))break;k=n}return k};Graph.prototype.filterSelectionCells=function(k){var n=this.getSelectionCells();if(null!=k){for(var u=[],m=0;m<n.length;m++)k(n[m])|| +u.push(n[m]);n=u}return n};var a=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(k){if(this.useCssTransforms){var n=this.currentScale,u=this.currentTranslate;k=new mxRectangle((k.x+2*u.x)*n-u.x,(k.y+2*u.y)*n-u.y,k.width*n,k.height*n)}a.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(k){k=this.strokeWidth;this.graph.useCssTransforms&&(k/=this.graph.currentScale);return k};mxGraphView.prototype.getGraphBounds=function(){var k=this.graphBounds; +if(this.graph.useCssTransforms){var n=this.graph.currentTranslate,u=this.graph.currentScale;k=new mxRectangle((k.x+n.x)*u,(k.y+n.y)*u,k.width*u,k.height*u)}return k};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var b=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(k){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y= +this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);b.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(),this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var f=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(k){k=f.apply(this,arguments);for(var n=[],u=0;u<k.length;u++)this.isTableRow(k[u])||this.isTableCell(k[u])||n.push(k[u]);return n};var e= +mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(k){k=e.apply(this,arguments);for(var n=[],u=0;u<k.length;u++)this.isTable(k[u])||this.isTableRow(k[u])||this.isTableCell(k[u])||n.push(k[u]);return n};Graph.prototype.updateCssTransform=function(){var k=this.view.getDrawPane();if(null!=k)if(k=k.parentNode,this.useCssTransforms){var n=k.getAttribute("transform");k.setAttribute("transformOrigin","0 0");var u=Math.round(100*this.currentScale)/100;k.setAttribute("transform", +"scale("+u+","+u+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");n!=k.getAttribute("transform")&&this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",k.getAttribute("transform"))}else k.removeAttribute("transformOrigin"),k.removeAttribute("transform")};var g=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var k=this.graph.useCssTransforms,n=this.scale,u=this.translate; +k&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);g.apply(this,arguments);k&&(this.scale=n,this.translate=u)};var d=mxGraph.prototype.updatePageBreaks;mxGraph.prototype.updatePageBreaks=function(k,n,u){var m=this.useCssTransforms,r=this.view.scale,x=this.view.translate;m&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);d.apply(this,arguments);m&&(this.view.scale=r,this.view.translate=x,this.useCssTransforms=!0)}})(); +Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1};Graph.prototype.labelLinkClicked=function(a,b,f){b=b.getAttribute("href");if(null!=b&&!this.isCustomLink(b)&&(mxEvent.isLeftMouseButton(f)&&!mxEvent.isPopupTrigger(f)||mxEvent.isTouchEvent(f))){if(!this.isEnabled()||this.isCellLocked(a.cell))a=this.isBlankLink(b)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(b),a);mxEvent.consume(f)}}; Graph.prototype.openLink=function(a,b,f){var e=window;try{if(a=Graph.sanitizeLink(a),null!=a)if("_self"==b&&window!=window.top)window.location.href=a;else if(a.substring(0,this.baseUrl.length)==this.baseUrl&&"#"==a.charAt(this.baseUrl.length)&&"_top"==b&&window==window.top){var g=a.split("#")[1];window.location.hash=="#"+g&&(window.location.hash="");window.location.hash=g}else e=window.open(a,null!=b?b:"_blank"),null==e||f||(e.opener=null)}catch(d){}return e}; Graph.prototype.getLinkTitle=function(a){return a.substring(a.lastIndexOf("/")+1)};Graph.prototype.isCustomLink=function(a){return"data:"==a.substring(0,5)};Graph.prototype.customLinkClicked=function(a){return!1};Graph.prototype.isExternalProtocol=function(a){return"mailto:"===a.substring(0,7)};Graph.prototype.isBlankLink=function(a){return!this.isExternalProtocol(a)&&("blank"===this.linkPolicy||"self"!==this.linkPolicy&&!this.isRelativeUrl(a)&&a.substring(0,this.domainUrl.length)!==this.domainUrl)}; Graph.prototype.isRelativeUrl=function(a){return null!=a&&!this.absoluteUrlPattern.test(a)&&"data:"!==a.substring(0,5)&&!this.isExternalProtocol(a)};Graph.prototype.getAbsoluteUrl=function(a){null!=a&&this.isRelativeUrl(a)&&(a="#"==a.charAt(0)?this.baseUrl+a:"/"==a.charAt(0)?this.domainUrl+a:this.domainPathUrl+a);return a}; @@ -2939,10 +2942,10 @@ Graph.prototype.createLayouts=function(a){for(var b=[],f=0;f<a.length;f++)if(0<= Graph.prototype.getDataForCells=function(a){for(var b=[],f=0;f<a.length;f++){var e=null!=a[f].value?a[f].value.attributes:null,g={};g.id=a[f].id;if(null!=e)for(var d=0;d<e.length;d++)g[e[d].nodeName]=e[d].nodeValue;else g.label=this.convertValueToString(a[f]);b.push(g)}return b}; Graph.prototype.getNodesForCells=function(a){for(var b=[],f=0;f<a.length;f++){var e=this.view.getState(a[f]);if(null!=e){for(var g=this.cellRenderer.getShapesForState(e),d=0;d<g.length;d++)null!=g[d]&&null!=g[d].node&&b.push(g[d].node);null!=e.control&&null!=e.control.node&&b.push(e.control.node)}}return b}; Graph.prototype.createWipeAnimations=function(a,b){for(var f=[],e=0;e<a.length;e++){var g=this.view.getState(a[e]);null!=g&&null!=g.shape&&(this.model.isEdge(g.cell)&&null!=g.absolutePoints&&1<g.absolutePoints.length?f.push(this.createEdgeWipeAnimation(g,b)):this.model.isVertex(g.cell)&&null!=g.shape.bounds&&f.push(this.createVertexWipeAnimation(g,b)))}return f}; -Graph.prototype.createEdgeWipeAnimation=function(a,b){var f=a.absolutePoints.slice(),e=a.segments,g=a.length,d=f.length;return{execute:mxUtils.bind(this,function(k,m){if(null!=a.shape){var u=[f[0]];m=k/m;b||(m=1-m);for(var n=g*m,r=1;r<d;r++)if(n<=e[r-1]){u.push(new mxPoint(f[r-1].x+(f[r].x-f[r-1].x)*n/e[r-1],f[r-1].y+(f[r].y-f[r-1].y)*n/e[r-1]));break}else n-=e[r-1],u.push(f[r]);a.shape.points=u;a.shape.redraw();0==k&&Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),1);null!=a.text&&null!= -a.text.node&&(a.text.node.style.opacity=m)}}),stop:mxUtils.bind(this,function(){null!=a.shape&&(a.shape.points=f,a.shape.redraw(),null!=a.text&&null!=a.text.node&&(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}}; +Graph.prototype.createEdgeWipeAnimation=function(a,b){var f=a.absolutePoints.slice(),e=a.segments,g=a.length,d=f.length;return{execute:mxUtils.bind(this,function(k,n){if(null!=a.shape){var u=[f[0]];n=k/n;b||(n=1-n);for(var m=g*n,r=1;r<d;r++)if(m<=e[r-1]){u.push(new mxPoint(f[r-1].x+(f[r].x-f[r-1].x)*m/e[r-1],f[r-1].y+(f[r].y-f[r-1].y)*m/e[r-1]));break}else m-=e[r-1],u.push(f[r]);a.shape.points=u;a.shape.redraw();0==k&&Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),1);null!=a.text&&null!= +a.text.node&&(a.text.node.style.opacity=n)}}),stop:mxUtils.bind(this,function(){null!=a.shape&&(a.shape.points=f,a.shape.redraw(),null!=a.text&&null!=a.text.node&&(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}}; Graph.prototype.createVertexWipeAnimation=function(a,b){var f=new mxRectangle.fromRectangle(a.shape.bounds);return{execute:mxUtils.bind(this,function(e,g){null!=a.shape&&(g=e/g,b||(g=1-g),a.shape.bounds=new mxRectangle(f.x,f.y,f.width*g,f.height),a.shape.redraw(),0==e&&Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),1),null!=a.text&&null!=a.text.node&&(a.text.node.style.opacity=g))}),stop:mxUtils.bind(this,function(){null!=a.shape&&(a.shape.bounds=f,a.shape.redraw(),null!=a.text&&null!=a.text.node&& -(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}};Graph.prototype.executeAnimations=function(a,b,f,e){f=null!=f?f:30;e=null!=e?e:30;var g=null,d=0,k=mxUtils.bind(this,function(){if(d==f||this.stoppingCustomActions){window.clearInterval(g);for(var m=0;m<a.length;m++)a[m].stop();null!=b&&b()}else for(m=0;m<a.length;m++)a[m].execute(d,f);d++});g=window.setInterval(k,e);k()}; +(a.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([a.cell]),b?1:0))})}};Graph.prototype.executeAnimations=function(a,b,f,e){f=null!=f?f:30;e=null!=e?e:30;var g=null,d=0,k=mxUtils.bind(this,function(){if(d==f||this.stoppingCustomActions){window.clearInterval(g);for(var n=0;n<a.length;n++)a[n].stop();null!=b&&b()}else for(n=0;n<a.length;n++)a[n].execute(d,f);d++});g=window.setInterval(k,e);k()}; Graph.prototype.getPageSize=function(){return this.pageVisible?new mxRectangle(0,0,this.pageFormat.width*this.pageScale,this.pageFormat.height*this.pageScale):this.scrollTileSize}; Graph.prototype.getPageLayout=function(){var a=this.getPageSize(),b=this.getGraphBounds();if(0==b.width||0==b.height)return new mxRectangle(0,0,1,1);var f=Math.floor(Math.ceil(b.x/this.view.scale-this.view.translate.x)/a.width),e=Math.floor(Math.ceil(b.y/this.view.scale-this.view.translate.y)/a.height);return new mxRectangle(f,e,Math.ceil((Math.floor((b.x+b.width)/this.view.scale)-this.view.translate.x)/a.width)-f,Math.ceil((Math.floor((b.y+b.height)/this.view.scale)-this.view.translate.y)/a.height)- e)};Graph.prototype.sanitizeHtml=function(a,b){return Graph.sanitizeHtml(a,b)};Graph.prototype.updatePlaceholders=function(){var a=!1,b;for(b in this.model.cells){var f=this.model.cells[b];this.isReplacePlaceholders(f)&&(this.view.invalidate(f,!1,!1),a=!0)}a&&this.view.validate()};Graph.prototype.isReplacePlaceholders=function(a){return null!=a.value&&"object"==typeof a.value&&"1"==a.value.getAttribute("placeholders")}; @@ -2952,38 +2955,38 @@ Graph.prototype.getLabel=function(a){var b=mxGraph.prototype.getLabel.apply(this Graph.prototype.setGridSize=function(a){this.gridSize=a;this.fireEvent(new mxEventObject("gridSizeChanged"))};Graph.prototype.setDefaultParent=function(a){this.defaultParent=a;this.fireEvent(new mxEventObject("defaultParentChanged"))};Graph.prototype.getClickableLinkForCell=function(a){do{var b=this.getLinkForCell(a);if(null!=b)return b;a=this.model.getParent(a)}while(null!=a);return null}; Graph.prototype.getGlobalVariable=function(a){var b=null;"date"==a?b=(new Date).toLocaleDateString():"time"==a?b=(new Date).toLocaleTimeString():"timestamp"==a?b=(new Date).toLocaleString():"date{"==a.substring(0,5)&&(a=a.substring(5,a.length-1),b=this.formatDate(new Date,a));return b}; Graph.prototype.formatDate=function(a,b,f){null==this.dateFormatCache&&(this.dateFormatCache={i18n:{dayNames:"Sun Mon Tue Wed Thu Fri Sat Sunday Monday Tuesday Wednesday Thursday Friday Saturday".split(" "),monthNames:"Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec January February March April May June July August September October November December".split(" ")},masks:{"default":"ddd mmm dd yyyy HH:MM:ss",shortDate:"m/d/yy",mediumDate:"mmm d, yyyy",longDate:"mmmm d, yyyy",fullDate:"dddd, mmmm d, yyyy", -shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var e=this.dateFormatCache,g=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,d=/[^-+\dA-Z]/g,k=function(N,S){N=String(N);for(S=S||2;N.length<S;)N="0"+N;return N};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(a)|| -/\d/.test(a)||(b=a,a=void 0);a=a?new Date(a):new Date;if(isNaN(a))throw SyntaxError("invalid date");b=String(e.masks[b]||b||e.masks["default"]);"UTC:"==b.slice(0,4)&&(b=b.slice(4),f=!0);var m=f?"getUTC":"get",u=a[m+"Date"](),n=a[m+"Day"](),r=a[m+"Month"](),x=a[m+"FullYear"](),B=a[m+"Hours"](),C=a[m+"Minutes"](),F=a[m+"Seconds"]();m=a[m+"Milliseconds"]();var I=f?0:a.getTimezoneOffset(),D={d:u,dd:k(u),ddd:e.i18n.dayNames[n],dddd:e.i18n.dayNames[n+7],m:r+1,mm:k(r+1),mmm:e.i18n.monthNames[r],mmmm:e.i18n.monthNames[r+ -12],yy:String(x).slice(2),yyyy:x,h:B%12||12,hh:k(B%12||12),H:B,HH:k(B),M:C,MM:k(C),s:F,ss:k(F),l:k(m,3),L:k(99<m?Math.round(m/10):m),t:12>B?"a":"p",tt:12>B?"am":"pm",T:12>B?"A":"P",TT:12>B?"AM":"PM",Z:f?"UTC":(String(a).match(g)||[""]).pop().replace(d,""),o:(0<I?"-":"+")+k(100*Math.floor(Math.abs(I)/60)+Math.abs(I)%60,4),S:["th","st","nd","rd"][3<u%10?0:(10!=u%100-u%10)*u%10]};return b.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(N){return N in D?D[N]:N.slice(1, -N.length-1)})};Graph.prototype.getLayerForCells=function(a){var b=null;if(0<a.length){for(b=a[0];!this.model.isLayer(b);)b=this.model.getParent(b);for(var f=1;f<a.length;f++)if(!this.model.isAncestor(b,a[f])){b=null;break}}return b}; -Graph.prototype.createLayersDialog=function(a,b){var f=document.createElement("div");f.style.position="absolute";for(var e=this.getModel(),g=e.getChildCount(e.root),d=0;d<g;d++)mxUtils.bind(this,function(k){function m(){e.isVisible(k)?(r.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(n,75)):(r.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(n,25))}var u=this.convertValueToString(k)||mxResources.get("background")||"Background",n=document.createElement("div");n.style.overflow= -"hidden";n.style.textOverflow="ellipsis";n.style.padding="2px";n.style.whiteSpace="nowrap";n.style.cursor="pointer";n.setAttribute("title",mxResources.get(e.isVisible(k)?"hideIt":"show",[u]));var r=document.createElement("img");r.setAttribute("draggable","false");r.setAttribute("align","absmiddle");r.setAttribute("border","0");r.style.position="relative";r.style.width="16px";r.style.padding="0px 6px 0 4px";b&&(r.style.filter="invert(100%)",r.style.top="-2px");n.appendChild(r);mxUtils.write(n,u);f.appendChild(n); -mxEvent.addListener(n,"click",function(){e.setVisible(k,!e.isVisible(k));m();null!=a&&a(k)});m()})(e.getChildAt(e.root,d));return f}; -Graph.prototype.replacePlaceholders=function(a,b,f,e){e=[];if(null!=b){for(var g=0;match=this.placeholderPattern.exec(b);){var d=match[0];if(2<d.length&&"%label%"!=d&&"%tooltip%"!=d){var k=null;if(match.index>g&&"%"==b.charAt(match.index-1))k=d.substring(1);else{var m=d.substring(1,d.length-1);if("id"==m)k=a.id;else if(0>m.indexOf("{"))for(var u=a;null==k&&null!=u;)null!=u.value&&"object"==typeof u.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=u.getAttribute(m+"_"+Graph.diagramLanguage)), -null==k&&(k=u.hasAttribute(m)?null!=u.getAttribute(m)?u.getAttribute(m):"":null)),u=this.model.getParent(u);null==k&&(k=this.getGlobalVariable(m));null==k&&null!=f&&(k=f[m])}e.push(b.substring(g,match.index)+(null!=k?k:d));g=match.index+d.length}}e.push(b.substring(g))}return e.join("")};Graph.prototype.restoreSelection=function(a){if(null!=a&&0<a.length){for(var b=[],f=0;f<a.length;f++){var e=this.model.getCell(a[f].id);null!=e&&b.push(e)}this.setSelectionCells(b)}else this.clearSelection()}; +shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var e=this.dateFormatCache,g=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,d=/[^-+\dA-Z]/g,k=function(O,R){O=String(O);for(R=R||2;O.length<R;)O="0"+O;return O};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(a)|| +/\d/.test(a)||(b=a,a=void 0);a=a?new Date(a):new Date;if(isNaN(a))throw SyntaxError("invalid date");b=String(e.masks[b]||b||e.masks["default"]);"UTC:"==b.slice(0,4)&&(b=b.slice(4),f=!0);var n=f?"getUTC":"get",u=a[n+"Date"](),m=a[n+"Day"](),r=a[n+"Month"](),x=a[n+"FullYear"](),B=a[n+"Hours"](),D=a[n+"Minutes"](),F=a[n+"Seconds"]();n=a[n+"Milliseconds"]();var J=f?0:a.getTimezoneOffset(),C={d:u,dd:k(u),ddd:e.i18n.dayNames[m],dddd:e.i18n.dayNames[m+7],m:r+1,mm:k(r+1),mmm:e.i18n.monthNames[r],mmmm:e.i18n.monthNames[r+ +12],yy:String(x).slice(2),yyyy:x,h:B%12||12,hh:k(B%12||12),H:B,HH:k(B),M:D,MM:k(D),s:F,ss:k(F),l:k(n,3),L:k(99<n?Math.round(n/10):n),t:12>B?"a":"p",tt:12>B?"am":"pm",T:12>B?"A":"P",TT:12>B?"AM":"PM",Z:f?"UTC":(String(a).match(g)||[""]).pop().replace(d,""),o:(0<J?"-":"+")+k(100*Math.floor(Math.abs(J)/60)+Math.abs(J)%60,4),S:["th","st","nd","rd"][3<u%10?0:(10!=u%100-u%10)*u%10]};return b.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(O){return O in C?C[O]:O.slice(1, +O.length-1)})};Graph.prototype.getLayerForCells=function(a){var b=null;if(0<a.length){for(b=a[0];!this.model.isLayer(b);)b=this.model.getParent(b);for(var f=1;f<a.length;f++)if(!this.model.isAncestor(b,a[f])){b=null;break}}return b}; +Graph.prototype.createLayersDialog=function(a,b){var f=document.createElement("div");f.style.position="absolute";for(var e=this.getModel(),g=e.getChildCount(e.root),d=0;d<g;d++)mxUtils.bind(this,function(k){function n(){e.isVisible(k)?(r.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(m,75)):(r.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(m,25))}var u=this.convertValueToString(k)||mxResources.get("background")||"Background",m=document.createElement("div");m.style.overflow= +"hidden";m.style.textOverflow="ellipsis";m.style.padding="2px";m.style.whiteSpace="nowrap";m.style.cursor="pointer";m.setAttribute("title",mxResources.get(e.isVisible(k)?"hideIt":"show",[u]));var r=document.createElement("img");r.setAttribute("draggable","false");r.setAttribute("align","absmiddle");r.setAttribute("border","0");r.style.position="relative";r.style.width="16px";r.style.padding="0px 6px 0 4px";b&&(r.style.filter="invert(100%)",r.style.top="-2px");m.appendChild(r);mxUtils.write(m,u);f.appendChild(m); +mxEvent.addListener(m,"click",function(){e.setVisible(k,!e.isVisible(k));n();null!=a&&a(k)});n()})(e.getChildAt(e.root,d));return f}; +Graph.prototype.replacePlaceholders=function(a,b,f,e){e=[];if(null!=b){for(var g=0;match=this.placeholderPattern.exec(b);){var d=match[0];if(2<d.length&&"%label%"!=d&&"%tooltip%"!=d){var k=null;if(match.index>g&&"%"==b.charAt(match.index-1))k=d.substring(1);else{var n=d.substring(1,d.length-1);if("id"==n)k=a.id;else if(0>n.indexOf("{"))for(var u=a;null==k&&null!=u;)null!=u.value&&"object"==typeof u.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=u.getAttribute(n+"_"+Graph.diagramLanguage)), +null==k&&(k=u.hasAttribute(n)?null!=u.getAttribute(n)?u.getAttribute(n):"":null)),u=this.model.getParent(u);null==k&&(k=this.getGlobalVariable(n));null==k&&null!=f&&(k=f[n])}e.push(b.substring(g,match.index)+(null!=k?k:d));g=match.index+d.length}}e.push(b.substring(g))}return e.join("")};Graph.prototype.restoreSelection=function(a){if(null!=a&&0<a.length){for(var b=[],f=0;f<a.length;f++){var e=this.model.getCell(a[f].id);null!=e&&b.push(e)}this.setSelectionCells(b)}else this.clearSelection()}; Graph.prototype.selectCellForEvent=function(a,b){mxEvent.isShiftDown(b)&&!this.isSelectionEmpty()&&this.selectTableRange(this.getSelectionCell(),a)||mxGraph.prototype.selectCellForEvent.apply(this,arguments)}; -Graph.prototype.selectTableRange=function(a,b){var f=!1;if(this.isTableCell(a)&&this.isTableCell(b)){var e=this.model.getParent(a),g=this.model.getParent(e),d=this.model.getParent(b);if(g==this.model.getParent(d)){a=e.getIndex(a);e=g.getIndex(e);var k=d.getIndex(b),m=g.getIndex(d);d=Math.max(e,m);b=Math.min(a,k);a=Math.max(a,k);k=[];for(e=Math.min(e,m);e<=d;e++){m=this.model.getChildAt(g,e);for(var u=b;u<=a;u++)k.push(this.model.getChildAt(m,u))}0<k.length&&(1<k.length||1<this.getSelectionCount()|| +Graph.prototype.selectTableRange=function(a,b){var f=!1;if(this.isTableCell(a)&&this.isTableCell(b)){var e=this.model.getParent(a),g=this.model.getParent(e),d=this.model.getParent(b);if(g==this.model.getParent(d)){a=e.getIndex(a);e=g.getIndex(e);var k=d.getIndex(b),n=g.getIndex(d);d=Math.max(e,n);b=Math.min(a,k);a=Math.max(a,k);k=[];for(e=Math.min(e,n);e<=d;e++){n=this.model.getChildAt(g,e);for(var u=b;u<=a;u++)k.push(this.model.getChildAt(n,u))}0<k.length&&(1<k.length||1<this.getSelectionCount()|| !this.isCellSelected(k[0]))&&(this.setSelectionCells(k),f=!0)}}return f}; Graph.prototype.snapCellsToGrid=function(a,b){this.getModel().beginUpdate();try{for(var f=0;f<a.length;f++){var e=a[f],g=this.getCellGeometry(e);if(null!=g){g=g.clone();if(this.getModel().isVertex(e))g.x=Math.round(g.x/b)*b,g.y=Math.round(g.y/b)*b,g.width=Math.round(g.width/b)*b,g.height=Math.round(g.height/b)*b;else if(this.getModel().isEdge(e)&&null!=g.points)for(var d=0;d<g.points.length;d++)g.points[d].x=Math.round(g.points[d].x/b)*b,g.points[d].y=Math.round(g.points[d].y/b)*b;this.getModel().setGeometry(e, g)}}}finally{this.getModel().endUpdate()}};Graph.prototype.selectCellsForConnectVertex=function(a,b,f){2==a.length&&this.model.isVertex(a[1])?(this.setSelectionCell(a[1]),this.scrollCellToVisible(a[1]),null!=f&&(mxEvent.isTouchEvent(b)?f.update(f.getState(this.view.getState(a[1]))):f.reset())):this.setSelectionCells(a)}; Graph.prototype.isCloneConnectSource=function(a){var b=null;null!=this.layoutManager&&(b=this.layoutManager.getLayout(this.model.getParent(a)));return this.isTableRow(a)||this.isTableCell(a)||null!=b&&b.constructor==mxStackLayout}; -Graph.prototype.connectVertex=function(a,b,f,e,g,d,k,m){d=d?d:!1;if(a.geometry.relative&&this.model.isEdge(a.parent))return[];for(;a.geometry.relative&&this.model.isVertex(a.parent);)a=a.parent;var u=this.isCloneConnectSource(a),n=u?a:this.getCompositeParent(a),r=a.geometry.relative&&null!=a.parent.geometry?new mxPoint(a.parent.geometry.width*a.geometry.x,a.parent.geometry.height*a.geometry.y):new mxPoint(n.geometry.x,n.geometry.y);b==mxConstants.DIRECTION_NORTH?(r.x+=n.geometry.width/2,r.y-=f):b== -mxConstants.DIRECTION_SOUTH?(r.x+=n.geometry.width/2,r.y+=n.geometry.height+f):(r.x=b==mxConstants.DIRECTION_WEST?r.x-f:r.x+(n.geometry.width+f),r.y+=n.geometry.height/2);var x=this.view.getState(this.model.getParent(a));f=this.view.scale;var B=this.view.translate;n=B.x*f;B=B.y*f;null!=x&&this.model.isVertex(x.cell)&&(n=x.x,B=x.y);this.model.isVertex(a.parent)&&a.geometry.relative&&(r.x+=a.parent.geometry.x,r.y+=a.parent.geometry.y);d=d?null:(new mxRectangle(n+r.x*f,B+r.y*f)).grow(40*f);d=null!=d? -this.getCells(0,0,0,0,null,null,d,null,!0):null;x=this.view.getState(a);var C=null,F=null;if(null!=d){d=d.reverse();for(var I=0;I<d.length;I++)if(!this.isCellLocked(d[I])&&!this.model.isEdge(d[I])&&d[I]!=a)if(!this.model.isAncestor(a,d[I])&&this.isContainer(d[I])&&(null==C||d[I]==this.model.getParent(a)))C=d[I];else if(null==F&&this.isCellConnectable(d[I])&&!this.model.isAncestor(d[I],a)&&!this.isSwimlane(d[I])){var D=this.view.getState(d[I]);null==x||null==D||mxUtils.intersects(x,D)||(F=d[I])}}var N= -!mxEvent.isShiftDown(e)||mxEvent.isControlDown(e)||g;N&&("1"!=urlParams.sketch||g)&&(b==mxConstants.DIRECTION_NORTH?r.y-=a.geometry.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=a.geometry.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-a.geometry.width/2:r.x+a.geometry.width/2);var S=[],T=F;F=C;g=mxUtils.bind(this,function(P){if(null==k||null!=P||null==F&&u){this.model.beginUpdate();try{if(null==T&&N){var Z=this.getAbsoluteParent(null!=P?P:a);Z=u?a:this.getCompositeParent(Z);T=null!=P?P:this.duplicateCells([Z], -!1)[0];null!=P&&this.addCells([T],this.model.getParent(a),null,null,null,!0);var U=this.getCellGeometry(T);null!=U&&(null!=P&&"1"==urlParams.sketch&&(b==mxConstants.DIRECTION_NORTH?r.y-=U.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=U.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-U.width/2:r.x+U.width/2),U.x=r.x-U.width/2,U.y=r.y-U.height/2);null!=C?(this.addCells([T],C,null,null,null,!0),F=null):N&&!u&&this.addCells([T],this.getDefaultParent(),null,null,null,!0)}var V=mxEvent.isControlDown(e)&& -mxEvent.isShiftDown(e)&&N||null==F&&u?null:this.insertEdge(this.model.getParent(a),null,"",a,T,this.createCurrentEdgeStyle());if(null!=V&&this.connectionHandler.insertBeforeSource){var aa=null;for(P=a;null!=P.parent&&null!=P.geometry&&P.geometry.relative&&P.parent!=V.parent;)P=this.model.getParent(P);null!=P&&null!=P.parent&&P.parent==V.parent&&(aa=P.parent.getIndex(P),this.model.add(P.parent,V,aa))}null==F&&null!=T&&null!=a.parent&&u&&b==mxConstants.DIRECTION_WEST&&(aa=a.parent.getIndex(a),this.model.add(a.parent, -T,aa));null!=V&&S.push(V);null==F&&null!=T&&S.push(T);null==T&&null!=V&&V.geometry.setTerminalPoint(r,!1);null!=V&&this.fireEvent(new mxEventObject("cellsInserted","cells",[V]))}finally{this.model.endUpdate()}}if(null!=m)m(S);else return S});if(null==k||null!=T||!N||null==F&&u)return g(T);k(n+r.x*f,B+r.y*f,g)}; +Graph.prototype.connectVertex=function(a,b,f,e,g,d,k,n){d=d?d:!1;if(a.geometry.relative&&this.model.isEdge(a.parent))return[];for(;a.geometry.relative&&this.model.isVertex(a.parent);)a=a.parent;var u=this.isCloneConnectSource(a),m=u?a:this.getCompositeParent(a),r=a.geometry.relative&&null!=a.parent.geometry?new mxPoint(a.parent.geometry.width*a.geometry.x,a.parent.geometry.height*a.geometry.y):new mxPoint(m.geometry.x,m.geometry.y);b==mxConstants.DIRECTION_NORTH?(r.x+=m.geometry.width/2,r.y-=f):b== +mxConstants.DIRECTION_SOUTH?(r.x+=m.geometry.width/2,r.y+=m.geometry.height+f):(r.x=b==mxConstants.DIRECTION_WEST?r.x-f:r.x+(m.geometry.width+f),r.y+=m.geometry.height/2);var x=this.view.getState(this.model.getParent(a));f=this.view.scale;var B=this.view.translate;m=B.x*f;B=B.y*f;null!=x&&this.model.isVertex(x.cell)&&(m=x.x,B=x.y);this.model.isVertex(a.parent)&&a.geometry.relative&&(r.x+=a.parent.geometry.x,r.y+=a.parent.geometry.y);d=d?null:(new mxRectangle(m+r.x*f,B+r.y*f)).grow(40*f);d=null!=d? +this.getCells(0,0,0,0,null,null,d,null,!0):null;x=this.view.getState(a);var D=null,F=null;if(null!=d){d=d.reverse();for(var J=0;J<d.length;J++)if(!this.isCellLocked(d[J])&&!this.model.isEdge(d[J])&&d[J]!=a)if(!this.model.isAncestor(a,d[J])&&this.isContainer(d[J])&&(null==D||d[J]==this.model.getParent(a)))D=d[J];else if(null==F&&this.isCellConnectable(d[J])&&!this.model.isAncestor(d[J],a)&&!this.isSwimlane(d[J])){var C=this.view.getState(d[J]);null==x||null==C||mxUtils.intersects(x,C)||(F=d[J])}}var O= +!mxEvent.isShiftDown(e)||mxEvent.isControlDown(e)||g;O&&("1"!=urlParams.sketch||g)&&(b==mxConstants.DIRECTION_NORTH?r.y-=a.geometry.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=a.geometry.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-a.geometry.width/2:r.x+a.geometry.width/2);var R=[],T=F;F=D;g=mxUtils.bind(this,function(Q){if(null==k||null!=Q||null==F&&u){this.model.beginUpdate();try{if(null==T&&O){var aa=this.getAbsoluteParent(null!=Q?Q:a);aa=u?a:this.getCompositeParent(aa);T=null!=Q?Q:this.duplicateCells([aa], +!1)[0];null!=Q&&this.addCells([T],this.model.getParent(a),null,null,null,!0);var S=this.getCellGeometry(T);null!=S&&(null!=Q&&"1"==urlParams.sketch&&(b==mxConstants.DIRECTION_NORTH?r.y-=S.height/2:b==mxConstants.DIRECTION_SOUTH?r.y+=S.height/2:r.x=b==mxConstants.DIRECTION_WEST?r.x-S.width/2:r.x+S.width/2),S.x=r.x-S.width/2,S.y=r.y-S.height/2);null!=D?(this.addCells([T],D,null,null,null,!0),F=null):O&&!u&&this.addCells([T],this.getDefaultParent(),null,null,null,!0)}var P=mxEvent.isControlDown(e)&& +mxEvent.isShiftDown(e)&&O||null==F&&u?null:this.insertEdge(this.model.getParent(a),null,"",a,T,this.createCurrentEdgeStyle());if(null!=P&&this.connectionHandler.insertBeforeSource){var X=null;for(Q=a;null!=Q.parent&&null!=Q.geometry&&Q.geometry.relative&&Q.parent!=P.parent;)Q=this.model.getParent(Q);null!=Q&&null!=Q.parent&&Q.parent==P.parent&&(X=Q.parent.getIndex(Q),this.model.add(Q.parent,P,X))}null==F&&null!=T&&null!=a.parent&&u&&b==mxConstants.DIRECTION_WEST&&(X=a.parent.getIndex(a),this.model.add(a.parent, +T,X));null!=P&&R.push(P);null==F&&null!=T&&R.push(T);null==T&&null!=P&&P.geometry.setTerminalPoint(r,!1);null!=P&&this.fireEvent(new mxEventObject("cellsInserted","cells",[P]))}finally{this.model.endUpdate()}}if(null!=n)n(R);else return R});if(null==k||null!=T||!O||null==F&&u)return g(T);k(m+r.x*f,B+r.y*f,g)}; Graph.prototype.getIndexableText=function(a){a=null!=a?a:this.model.getDescendants(this.model.root);for(var b=document.createElement("div"),f=[],e,g=0;g<a.length;g++)if(e=a[g],this.model.isVertex(e)||this.model.isEdge(e))this.isHtmlLabel(e)?(b.innerHTML=this.sanitizeHtml(this.getLabel(e)),e=mxUtils.extractTextWithWhitespace([b])):e=this.getLabel(e),e=mxUtils.trim(e.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")),0<e.length&&f.push(e);return f.join(" ")}; Graph.prototype.convertValueToString=function(a){var b=this.model.getValue(a);if(null!=b&&"object"==typeof b){var f=null;if(this.isReplacePlaceholders(a)&&null!=a.getAttribute("placeholder")){b=a.getAttribute("placeholder");for(var e=a;null==f&&null!=e;)null!=e.value&&"object"==typeof e.value&&(f=e.hasAttribute(b)?null!=e.getAttribute(b)?e.getAttribute(b):"":null),e=this.model.getParent(e)}else f=null,Graph.translateDiagram&&null!=Graph.diagramLanguage&&(f=b.getAttribute("label_"+Graph.diagramLanguage)), null==f&&(f=b.getAttribute("label")||"");return f||""}return mxGraph.prototype.convertValueToString.apply(this,arguments)};Graph.prototype.getLinksForState=function(a){return null!=a&&null!=a.text&&null!=a.text.node?a.text.node.getElementsByTagName("a"):null};Graph.prototype.getLinkForCell=function(a){return null!=a.value&&"object"==typeof a.value?(a=a.value.getAttribute("link"),null!=a&&"javascript:"===a.toLowerCase().substring(0,11)&&(a=a.substring(11)),a):null}; Graph.prototype.getLinkTargetForCell=function(a){return null!=a.value&&"object"==typeof a.value?a.value.getAttribute("linkTarget"):null};Graph.prototype.postProcessCellStyle=function(a,b){return this.updateHorizontalStyle(a,this.replaceDefaultColors(a,mxGraph.prototype.postProcessCellStyle.apply(this,arguments)))}; Graph.prototype.updateHorizontalStyle=function(a,b){if(null!=a&&null!=b&&null!=this.layoutManager){var f=this.model.getParent(a);this.model.isVertex(f)&&this.isCellCollapsed(a)&&(a=this.layoutManager.getLayout(f),null!=a&&a.constructor==mxStackLayout&&(b[mxConstants.STYLE_HORIZONTAL]=!a.horizontal))}return b}; -Graph.prototype.replaceDefaultColors=function(a,b){if(null!=b){a=mxUtils.hex2rgb(this.shapeBackgroundColor);var f=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(b,mxConstants.STYLE_FONTCOLOR,f);this.replaceDefaultColor(b,mxConstants.STYLE_FILLCOLOR,a);this.replaceDefaultColor(b,mxConstants.STYLE_STROKECOLOR,f);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BORDER,f);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BACKGROUND,a);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BORDERCOLOR, -f);this.replaceDefaultColor(b,mxConstants.STYLE_SWIMLANE_FILLCOLOR,a);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,a)}return b};Graph.prototype.replaceDefaultColor=function(a,b,f){null!=a&&"default"==a[b]&&null!=f&&(a[b]=f)}; +Graph.prototype.replaceDefaultColors=function(a,b){if(null!=b){a=mxUtils.hex2rgb(this.shapeBackgroundColor);var f=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(b,mxConstants.STYLE_FONTCOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_FILLCOLOR,a,f);this.replaceDefaultColor(b,mxConstants.STYLE_GRADIENTCOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_STROKECOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BORDER,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_IMAGE_BACKGROUND, +a,f);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BORDERCOLOR,f,a);this.replaceDefaultColor(b,mxConstants.STYLE_SWIMLANE_FILLCOLOR,a,f);this.replaceDefaultColor(b,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,a,f)}return b};Graph.prototype.replaceDefaultColor=function(a,b,f,e){null!=a&&"default"==a[b]&&null!=f&&(a[b]=this.getDefaultColor(a,b,f,e))};Graph.prototype.getDefaultColor=function(a,b,f,e){b="default"+b.charAt(0).toUpperCase()+b.substring(1);"invert"==a[b]&&(f=e);return f}; Graph.prototype.updateAlternateBounds=function(a,b,f){if(null!=a&&null!=b&&null!=this.layoutManager&&null!=b.alternateBounds){var e=this.layoutManager.getLayout(this.model.getParent(a));null!=e&&e.constructor==mxStackLayout&&(e.horizontal?b.alternateBounds.height=0:b.alternateBounds.width=0)}mxGraph.prototype.updateAlternateBounds.apply(this,arguments)};Graph.prototype.isMoveCellsEvent=function(a,b){return mxEvent.isShiftDown(a)||"1"==mxUtils.getValue(b.style,"moveCells","0")}; -Graph.prototype.foldCells=function(a,b,f,e,g){b=null!=b?b:!1;null==f&&(f=this.getFoldableCells(this.getSelectionCells(),a));if(null!=f){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var d=0;d<f.length;d++){var k=this.view.getState(f[d]),m=this.getCellGeometry(f[d]);if(null!=k&&null!=m){var u=Math.round(m.width-k.width/this.view.scale),n=Math.round(m.height-k.height/this.view.scale);if(0!=n||0!=u){var r=this.model.getParent(f[d]),x=this.layoutManager.getLayout(r); -null==x?null!=g&&this.isMoveCellsEvent(g,k)&&this.moveSiblings(k,r,u,n):null!=g&&mxEvent.isAltDown(g)||x.constructor!=mxStackLayout||x.resizeLast||this.resizeParentStacks(r,x,u,n)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(f)}}; +Graph.prototype.foldCells=function(a,b,f,e,g){b=null!=b?b:!1;null==f&&(f=this.getFoldableCells(this.getSelectionCells(),a));if(null!=f){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var d=0;d<f.length;d++){var k=this.view.getState(f[d]),n=this.getCellGeometry(f[d]);if(null!=k&&null!=n){var u=Math.round(n.width-k.width/this.view.scale),m=Math.round(n.height-k.height/this.view.scale);if(0!=m||0!=u){var r=this.model.getParent(f[d]),x=this.layoutManager.getLayout(r); +null==x?null!=g&&this.isMoveCellsEvent(g,k)&&this.moveSiblings(k,r,u,m):null!=g&&mxEvent.isAltDown(g)||x.constructor!=mxStackLayout||x.resizeLast||this.resizeParentStacks(r,x,u,m)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(f)}}; Graph.prototype.moveSiblings=function(a,b,f,e){this.model.beginUpdate();try{var g=this.getCellsBeyond(a.x,a.y,b,!0,!0);for(b=0;b<g.length;b++)if(g[b]!=a.cell){var d=this.view.getState(g[b]),k=this.getCellGeometry(g[b]);null!=d&&null!=k&&(k=k.clone(),k.translate(Math.round(f*Math.max(0,Math.min(1,(d.x-a.x)/a.width))),Math.round(e*Math.max(0,Math.min(1,(d.y-a.y)/a.height)))),this.model.setGeometry(g[b],k))}}finally{this.model.endUpdate()}}; Graph.prototype.resizeParentStacks=function(a,b,f,e){if(null!=this.layoutManager&&null!=b&&b.constructor==mxStackLayout&&!b.resizeLast){this.model.beginUpdate();try{for(var g=b.horizontal;null!=a&&null!=b&&b.constructor==mxStackLayout&&b.horizontal==g&&!b.resizeLast;){var d=this.getCellGeometry(a),k=this.view.getState(a);null!=k&&null!=d&&(d=d.clone(),b.horizontal?d.width+=f+Math.min(0,k.width/this.view.scale-d.width):d.height+=e+Math.min(0,k.height/this.view.scale-d.height),this.model.setGeometry(a, d));a=this.model.getParent(a);b=this.layoutManager.getLayout(a)}}finally{this.model.endUpdate()}}};Graph.prototype.isContainer=function(a){var b=this.getCurrentCellStyle(a);return this.isSwimlane(a)?"0"!=b.container:"1"==b.container};Graph.prototype.isCellConnectable=function(a){var b=this.getCurrentCellStyle(a);return null!=b.connectable?"0"!=b.connectable:mxGraph.prototype.isCellConnectable.apply(this,arguments)}; @@ -2992,9 +2995,9 @@ Graph.prototype.getSwimlaneAt=function(a,b,f){var e=mxGraph.prototype.getSwimlan Graph.prototype.reset=function(){this.isEditing()&&this.stopEditing(!0);this.escape();this.isSelectionEmpty()||this.clearSelection()};Graph.prototype.zoom=function(a,b){a=Math.max(.01,Math.min(this.view.scale*a,160))/this.view.scale;mxGraph.prototype.zoom.apply(this,arguments)};Graph.prototype.zoomIn=function(){.15>this.view.scale?this.zoom((this.view.scale+.01)/this.view.scale):this.zoom(Math.round(this.view.scale*this.zoomFactor*20)/20/this.view.scale)}; Graph.prototype.zoomOut=function(){.15>=this.view.scale?this.zoom((this.view.scale-.01)/this.view.scale):this.zoom(Math.round(1/this.zoomFactor*this.view.scale*20)/20/this.view.scale)}; Graph.prototype.fitWindow=function(a,b){b=null!=b?b:10;var f=this.container.clientWidth-b,e=this.container.clientHeight-b,g=Math.floor(20*Math.min(f/a.width,e/a.height))/20;this.zoomTo(g);if(mxUtils.hasScrollbars(this.container)){var d=this.view.translate;this.container.scrollTop=(a.y+d.y)*g-Math.max((e-a.height*g)/2+b/2,0);this.container.scrollLeft=(a.x+d.x)*g-Math.max((f-a.width*g)/2+b/2,0)}}; -Graph.prototype.getTooltipForCell=function(a){var b="";if(mxUtils.isNode(a.value)){var f=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(f=a.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==f&&(f=a.value.getAttribute("tooltip"));if(null!=f)null!=f&&this.isReplacePlaceholders(a)&&(f=this.replacePlaceholders(a,f)),b=this.sanitizeHtml(f);else{f=this.builtInProperties;a=a.value.attributes;var e=[];this.isEnabled()&&(f.push("linkTarget"),f.push("link"));for(var g=0;g<a.length;g++)0> -mxUtils.indexOf(f,a[g].nodeName)&&0<a[g].nodeValue.length&&e.push({name:a[g].nodeName,value:a[g].nodeValue});e.sort(function(d,k){return d.name<k.name?-1:d.name>k.name?1:0});for(g=0;g<e.length;g++)"link"==e[g].name&&this.isCustomLink(e[g].value)||(b+=("link"!=e[g].name?"<b>"+mxUtils.htmlEntities(e[g].name)+":</b> ":"")+mxUtils.htmlEntities(e[g].value)+"\n");0<b.length&&(b=b.substring(0,b.length-1),mxClient.IS_SVG&&(b='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+b+"</div>"))}}return b}; -Graph.prototype.getFlowAnimationStyle=function(){var a=document.getElementsByTagName("head")[0];if(null!=a&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var b=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(b);a.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; +Graph.prototype.getTooltipForCell=function(a){var b="";if(mxUtils.isNode(a.value)){var f=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(f=a.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==f&&(f=a.value.getAttribute("tooltip"));if(null!=f)null!=f&&this.isReplacePlaceholders(a)&&(f=this.replacePlaceholders(a,f)),b=this.sanitizeHtml(f);else{f=this.builtInProperties;a=a.value.attributes;var e=[];this.isEnabled()&&(f.push("linkTarget"),f.push("link"));for(var g=0;g<a.length;g++)(Graph.translateDiagram&& +"label"==a[g].nodeName||0>mxUtils.indexOf(f,a[g].nodeName))&&0<a[g].nodeValue.length&&e.push({name:a[g].nodeName,value:a[g].nodeValue});e.sort(function(d,k){return d.name<k.name?-1:d.name>k.name?1:0});for(g=0;g<e.length;g++)"link"==e[g].name&&this.isCustomLink(e[g].value)||(b+=("link"!=e[g].name?"<b>"+mxUtils.htmlEntities(e[g].name)+":</b> ":"")+mxUtils.htmlEntities(e[g].value)+"\n");0<b.length&&(b=b.substring(0,b.length-1),mxClient.IS_SVG&&(b='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+ +b+"</div>"))}}return b};Graph.prototype.getFlowAnimationStyle=function(){var a=document.getElementsByTagName("head")[0];if(null!=a&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var b=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(b);a.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; Graph.prototype.getFlowAnimationStyleCss=function(a){return"."+a+" {\nanimation: "+a+" 0.5s linear;\nanimation-iteration-count: infinite;\n}\n@keyframes "+a+" {\nto {\nstroke-dashoffset: "+-16*this.view.scale+";\n}\n}"};Graph.prototype.stringToBytes=function(a){return Graph.stringToBytes(a)};Graph.prototype.bytesToString=function(a){return Graph.bytesToString(a)};Graph.prototype.compressNode=function(a){return Graph.compressNode(a)};Graph.prototype.compress=function(a,b){return Graph.compress(a,b)}; Graph.prototype.decompress=function(a,b){return Graph.decompress(a,b)};Graph.prototype.zapGremlins=function(a){return Graph.zapGremlins(a)};HoverIcons=function(a){mxEventSource.call(this);this.graph=a;this.init()};mxUtils.extend(HoverIcons,mxEventSource);HoverIcons.prototype.arrowSpacing=2;HoverIcons.prototype.updateDelay=500;HoverIcons.prototype.activationDelay=140;HoverIcons.prototype.currentState=null;HoverIcons.prototype.activeArrow=null;HoverIcons.prototype.inactiveOpacity=15; HoverIcons.prototype.cssCursor="copy";HoverIcons.prototype.checkCollisions=!0;HoverIcons.prototype.arrowFill="#29b6f2";HoverIcons.prototype.triangleUp=mxClient.IS_SVG?Graph.createSvgImage(18,28,'<path d="m 6 26 L 12 26 L 12 12 L 18 12 L 9 1 L 1 12 L 6 12 z" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>'):new mxImage(IMAGE_PATH+"/triangle-up.png",26,14); @@ -3020,61 +3023,61 @@ HoverIcons.prototype.click=function(a,b,f){var e=f.getEvent(),g=f.getGraphX(),d= HoverIcons.prototype.execute=function(a,b,f){f=f.getEvent();this.graph.selectCellsForConnectVertex(this.graph.connectVertex(a.cell,b,this.graph.defaultEdgeLength,f,this.graph.isCloneEvent(f),this.graph.isCloneEvent(f)),f,this)};HoverIcons.prototype.reset=function(a){null!=a&&!a||null==this.updateThread||window.clearTimeout(this.updateThread);this.activeArrow=this.currentState=this.mouseDownPoint=null;this.removeNodes();this.bbox=null;this.fireEvent(new mxEventObject("reset"))}; HoverIcons.prototype.repaint=function(){this.bbox=null;if(null!=this.currentState){this.currentState=this.getState(this.currentState);if(null!=this.currentState&&this.graph.model.isVertex(this.currentState.cell)&&this.graph.isCellConnectable(this.currentState.cell)){var a=mxRectangle.fromRectangle(this.currentState);null!=this.currentState.shape&&null!=this.currentState.shape.boundingBox&&(a=mxRectangle.fromRectangle(this.currentState.shape.boundingBox));a.grow(this.graph.tolerance);a.grow(this.arrowSpacing); var b=this.graph.selectionCellsHandler.getHandler(this.currentState.cell);this.graph.isTableRow(this.currentState.cell)&&(b=this.graph.selectionCellsHandler.getHandler(this.graph.model.getParent(this.currentState.cell)));var f=null;null!=b&&(a.x-=b.horizontalOffset/2,a.y-=b.verticalOffset/2,a.width+=b.horizontalOffset,a.height+=b.verticalOffset,null!=b.rotationShape&&null!=b.rotationShape.node&&"hidden"!=b.rotationShape.node.style.visibility&&"none"!=b.rotationShape.node.style.display&&null!=b.rotationShape.boundingBox&& -(f=b.rotationShape.boundingBox));b=mxUtils.bind(this,function(m,u,n){if(null!=f){var r=new mxRectangle(u,n,m.clientWidth,m.clientHeight);mxUtils.intersects(r,f)&&(m==this.arrowUp?n-=r.y+r.height-f.y:m==this.arrowRight?u+=f.x+f.width-r.x:m==this.arrowDown?n+=f.y+f.height-r.y:m==this.arrowLeft&&(u-=r.x+r.width-f.x))}m.style.left=u+"px";m.style.top=n+"px";mxUtils.setOpacity(m,this.inactiveOpacity)});b(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(a.y- +(f=b.rotationShape.boundingBox));b=mxUtils.bind(this,function(n,u,m){if(null!=f){var r=new mxRectangle(u,m,n.clientWidth,n.clientHeight);mxUtils.intersects(r,f)&&(n==this.arrowUp?m-=r.y+r.height-f.y:n==this.arrowRight?u+=f.x+f.width-r.x:n==this.arrowDown?m+=f.y+f.height-r.y:n==this.arrowLeft&&(u-=r.x+r.width-f.x))}n.style.left=u+"px";n.style.top=m+"px";mxUtils.setOpacity(n,this.inactiveOpacity)});b(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(a.y- this.triangleUp.height-this.tolerance));b(this.arrowRight,Math.round(a.x+a.width-this.tolerance),Math.round(this.currentState.getCenterY()-this.triangleRight.height/2-this.tolerance));b(this.arrowDown,parseInt(this.arrowUp.style.left),Math.round(a.y+a.height-this.tolerance));b(this.arrowLeft,Math.round(a.x-this.triangleLeft.width-this.tolerance),parseInt(this.arrowRight.style.top));if(this.checkCollisions){b=this.graph.getCellAt(a.x+a.width+this.triangleRight.width/2,this.currentState.getCenterY()); -var e=this.graph.getCellAt(a.x-this.triangleLeft.width/2,this.currentState.getCenterY()),g=this.graph.getCellAt(this.currentState.getCenterX(),a.y-this.triangleUp.height/2);a=this.graph.getCellAt(this.currentState.getCenterX(),a.y+a.height+this.triangleDown.height/2);null!=b&&b==e&&e==g&&g==a&&(a=g=e=b=null);var d=this.graph.getCellGeometry(this.currentState.cell),k=mxUtils.bind(this,function(m,u){var n=this.graph.model.isVertex(m)&&this.graph.getCellGeometry(m);null==m||this.graph.model.isAncestor(m, -this.currentState.cell)||this.graph.isSwimlane(m)||!(null==n||null==d||n.height<3*d.height&&n.width<3*d.width)?u.style.visibility="visible":u.style.visibility="hidden"});k(b,this.arrowRight);k(e,this.arrowLeft);k(g,this.arrowUp);k(a,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), +var e=this.graph.getCellAt(a.x-this.triangleLeft.width/2,this.currentState.getCenterY()),g=this.graph.getCellAt(this.currentState.getCenterX(),a.y-this.triangleUp.height/2);a=this.graph.getCellAt(this.currentState.getCenterX(),a.y+a.height+this.triangleDown.height/2);null!=b&&b==e&&e==g&&g==a&&(a=g=e=b=null);var d=this.graph.getCellGeometry(this.currentState.cell),k=mxUtils.bind(this,function(n,u){var m=this.graph.model.isVertex(n)&&this.graph.getCellGeometry(n);null==n||this.graph.model.isAncestor(n, +this.currentState.cell)||this.graph.isSwimlane(n)||!(null==m||null==d||m.height<3*d.height&&m.width<3*d.width)?u.style.visibility="visible":u.style.visibility="hidden"});k(b,this.arrowRight);k(e,this.arrowLeft);k(g,this.arrowUp);k(a,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), this.arrowRight.setAttribute("title",mxResources.get("plusTooltip")),this.arrowUp.setAttribute("title",mxResources.get("plusTooltip")),this.arrowDown.setAttribute("title",mxResources.get("plusTooltip"))):(this.arrowLeft.removeAttribute("title"),this.arrowRight.removeAttribute("title"),this.arrowUp.removeAttribute("title"),this.arrowDown.removeAttribute("title"))}else this.reset();null!=this.currentState&&(this.bbox=this.computeBoundingBox(),null!=this.bbox&&this.bbox.grow(10))}}; HoverIcons.prototype.computeBoundingBox=function(){var a=this.graph.model.isEdge(this.currentState.cell)?null:mxRectangle.fromRectangle(this.currentState);this.visitNodes(function(b){null!=b.parentNode&&(b=new mxRectangle(b.offsetLeft,b.offsetTop,b.offsetWidth,b.offsetHeight),null==a?a=b:a.add(b))});return a}; HoverIcons.prototype.getState=function(a){if(null!=a)if(a=a.cell,this.graph.getModel().contains(a)){if(this.graph.getModel().isVertex(a)&&!this.graph.isCellConnectable(a)){var b=this.graph.getModel().getParent(a);this.graph.getModel().isVertex(b)&&this.graph.isCellConnectable(b)&&(a=b)}if(this.graph.isCellLocked(a)||this.graph.model.isEdge(a))a=null;a=this.graph.view.getState(a);null!=a&&null==a.style&&(a=null)}else a=null;return a}; HoverIcons.prototype.update=function(a,b,f){if(!this.graph.connectionArrowsEnabled||null!=a&&"0"==mxUtils.getValue(a.style,"allowArrows","1"))this.reset();else{null!=a&&null!=a.cell.geometry&&a.cell.geometry.relative&&this.graph.model.isEdge(a.cell.parent)&&(a=null);var e=null;this.prev!=a||this.isActive()?(this.startTime=(new Date).getTime(),this.prev=a,e=0,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=a&&(this.updateThread=window.setTimeout(mxUtils.bind(this,function(){this.isActive()|| this.graph.isMouseDown||this.graph.panningHandler.isActive()||(this.prev=a,this.update(a,b,f))}),this.updateDelay+10))):null!=this.startTime&&(e=(new Date).getTime()-this.startTime);this.setDisplay("");null!=this.currentState&&this.currentState!=a&&e<this.activationDelay&&null!=this.bbox&&!mxUtils.contains(this.bbox,b,f)?this.reset(!1):(null!=this.currentState||e>this.activationDelay)&&this.currentState!=a&&(e>this.updateDelay&&null!=a||null==this.bbox||null==b||null==f||!mxUtils.contains(this.bbox, b,f))&&(null!=a&&this.graph.isEnabled()?(this.removeNodes(),this.setCurrentState(a),this.repaint(),this.graph.connectionHandler.constraintHandler.currentFocus!=a&&this.graph.connectionHandler.constraintHandler.reset()):this.reset())}}; -HoverIcons.prototype.setCurrentState=function(a){"eastwest"!=a.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=a};Graph.prototype.createParent=function(a,b,f,e,g){a=this.cloneCell(a);for(var d=0;d<f;d++){var k=this.cloneCell(b),m=this.getCellGeometry(k);null!=m&&(m.x+=d*e,m.y+=d*g);a.insert(k)}return a}; -Graph.prototype.createTable=function(a,b,f,e,g,d,k,m,u){f=null!=f?f:60;e=null!=e?e:40;d=null!=d?d:30;m=null!=m?m:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";u=null!=u?u:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, -null,null!=g?g:"",0,0,b*f,a*e+(null!=g?d:0),null!=k?k:"shape=table;startSize="+(null!=g?d:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,b*f,e,m),this.createVertex(null,null,"",0,0,f,e,u),b,f,0),a,0,e)}; +HoverIcons.prototype.setCurrentState=function(a){"eastwest"!=a.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=a};Graph.prototype.createParent=function(a,b,f,e,g){a=this.cloneCell(a);for(var d=0;d<f;d++){var k=this.cloneCell(b),n=this.getCellGeometry(k);null!=n&&(n.x+=d*e,n.y+=d*g);a.insert(k)}return a}; +Graph.prototype.createTable=function(a,b,f,e,g,d,k,n,u){f=null!=f?f:60;e=null!=e?e:40;d=null!=d?d:30;n=null!=n?n:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";u=null!=u?u:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, +null,null!=g?g:"",0,0,b*f,a*e+(null!=g?d:0),null!=k?k:"shape=table;startSize="+(null!=g?d:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,b*f,e,n),this.createVertex(null,null,"",0,0,f,e,u),b,f,0),a,0,e)}; Graph.prototype.setTableValues=function(a,b,f){for(var e=this.model.getChildCells(a,!0),g=0;g<e.length;g++)if(null!=f&&(e[g].value=f[g]),null!=b)for(var d=this.model.getChildCells(e[g],!0),k=0;k<d.length;k++)null!=b[g][k]&&(d[k].value=b[g][k]);return a}; -Graph.prototype.createCrossFunctionalSwimlane=function(a,b,f,e,g,d,k,m,u){f=null!=f?f:120;e=null!=e?e:120;k=null!=k?k:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";m=null!=m?m:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; +Graph.prototype.createCrossFunctionalSwimlane=function(a,b,f,e,g,d,k,n,u){f=null!=f?f:120;e=null!=e?e:120;k=null!=k?k:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";n=null!=n?n:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; u=null!=u?u:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=0;collapsible=0;recursiveResize=0;expand=0;";g=this.createVertex(null,null,null!=g?g:"",0,0,b*f,a*e,null!=d?d:"shape=table;childLayout=tableLayout;"+(null==g?"startSize=0;fillColor=none;":"startSize=40;")+"collapsible=0;recursiveResize=0;expand=0;");d=mxUtils.getValue(this.getCellStyle(g),mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE);g.geometry.width+=d;g.geometry.height+=d;k=this.createVertex(null, -null,"",0,d,b*f+d,e,k);g.insert(this.createParent(k,this.createVertex(null,null,"",d,0,f,e,m),b,f,0));return 1<a?(k.geometry.y=e+d,this.createParent(g,this.createParent(k,this.createVertex(null,null,"",d,0,f,e,u),b,f,0),a-1,0,e)):g}; -Graph.prototype.visitTableCells=function(a,b){var f=null,e=this.model.getChildCells(a,!0);a=this.getActualStartSize(a,!0);for(var g=0;g<e.length;g++){for(var d=this.getActualStartSize(e[g],!0),k=this.model.getChildCells(e[g],!0),m=this.getCellStyle(e[g],!0),u=null,n=[],r=0;r<k.length;r++){var x=this.getCellGeometry(k[r]),B={cell:k[r],rospan:1,colspan:1,row:g,col:r,geo:x};x=null!=x.alternateBounds?x.alternateBounds:x;B.point=new mxPoint(x.width+(null!=u?u.point.x:a.x+d.x),x.height+(null!=f&&null!= -f[0]?f[0].point.y:a.y+d.y));B.actual=B;null!=f&&null!=f[r]&&1<f[r].rowspan?(B.rowspan=f[r].rowspan-1,B.colspan=f[r].colspan,B.actual=f[r].actual):null!=u&&1<u.colspan?(B.rowspan=u.rowspan,B.colspan=u.colspan-1,B.actual=u.actual):(u=this.getCurrentCellStyle(k[r],!0),null!=u&&(B.rowspan=parseInt(u.rowspan||1),B.colspan=parseInt(u.colspan||1)));u=1==mxUtils.getValue(m,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(m,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;b(B,k.length, -e.length,a.x+(u?d.x:0),a.y+(u?d.y:0));n.push(B);u=B}f=n}};Graph.prototype.getTableLines=function(a,b,f){var e=[],g=[];(b||f)&&this.visitTableCells(a,mxUtils.bind(this,function(d,k,m,u,n){b&&d.row<m-1&&(null==e[d.row]&&(e[d.row]=[new mxPoint(u,d.point.y)]),1<d.rowspan&&e[d.row].push(null),e[d.row].push(d.point));f&&d.col<k-1&&(null==g[d.col]&&(g[d.col]=[new mxPoint(d.point.x,n)]),1<d.colspan&&g[d.col].push(null),g[d.col].push(d.point))}));return e.concat(g)}; +null,"",0,d,b*f+d,e,k);g.insert(this.createParent(k,this.createVertex(null,null,"",d,0,f,e,n),b,f,0));return 1<a?(k.geometry.y=e+d,this.createParent(g,this.createParent(k,this.createVertex(null,null,"",d,0,f,e,u),b,f,0),a-1,0,e)):g}; +Graph.prototype.visitTableCells=function(a,b){var f=null,e=this.model.getChildCells(a,!0);a=this.getActualStartSize(a,!0);for(var g=0;g<e.length;g++){for(var d=this.getActualStartSize(e[g],!0),k=this.model.getChildCells(e[g],!0),n=this.getCellStyle(e[g],!0),u=null,m=[],r=0;r<k.length;r++){var x=this.getCellGeometry(k[r]),B={cell:k[r],rospan:1,colspan:1,row:g,col:r,geo:x};x=null!=x.alternateBounds?x.alternateBounds:x;B.point=new mxPoint(x.width+(null!=u?u.point.x:a.x+d.x),x.height+(null!=f&&null!= +f[0]?f[0].point.y:a.y+d.y));B.actual=B;null!=f&&null!=f[r]&&1<f[r].rowspan?(B.rowspan=f[r].rowspan-1,B.colspan=f[r].colspan,B.actual=f[r].actual):null!=u&&1<u.colspan?(B.rowspan=u.rowspan,B.colspan=u.colspan-1,B.actual=u.actual):(u=this.getCurrentCellStyle(k[r],!0),null!=u&&(B.rowspan=parseInt(u.rowspan||1),B.colspan=parseInt(u.colspan||1)));u=1==mxUtils.getValue(n,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(n,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;b(B,k.length, +e.length,a.x+(u?d.x:0),a.y+(u?d.y:0));m.push(B);u=B}f=m}};Graph.prototype.getTableLines=function(a,b,f){var e=[],g=[];(b||f)&&this.visitTableCells(a,mxUtils.bind(this,function(d,k,n,u,m){b&&d.row<n-1&&(null==e[d.row]&&(e[d.row]=[new mxPoint(u,d.point.y)]),1<d.rowspan&&e[d.row].push(null),e[d.row].push(d.point));f&&d.col<k-1&&(null==g[d.col]&&(g[d.col]=[new mxPoint(d.point.x,m)]),1<d.colspan&&g[d.col].push(null),g[d.col].push(d.point))}));return e.concat(g)}; Graph.prototype.isTableCell=function(a){return this.model.isVertex(a)&&this.isTableRow(this.model.getParent(a))};Graph.prototype.isTableRow=function(a){return this.model.isVertex(a)&&this.isTable(this.model.getParent(a))};Graph.prototype.isTable=function(a){a=this.getCellStyle(a);return null!=a&&"tableLayout"==a.childLayout};Graph.prototype.isStack=function(a){a=this.getCellStyle(a);return null!=a&&"stackLayout"==a.childLayout}; Graph.prototype.isStackChild=function(a){return this.model.isVertex(a)&&this.isStack(this.model.getParent(a))}; -Graph.prototype.setTableRowHeight=function(a,b,f){f=null!=f?f:!0;var e=this.getModel();e.beginUpdate();try{var g=this.getCellGeometry(a);if(null!=g){g=g.clone();g.height+=b;e.setGeometry(a,g);var d=e.getParent(a),k=e.getChildCells(d,!0);if(!f){var m=mxUtils.indexOf(k,a);if(m<k.length-1){var u=k[m+1],n=this.getCellGeometry(u);null!=n&&(n=n.clone(),n.y+=b,n.height-=b,e.setGeometry(u,n))}}var r=this.getCellGeometry(d);null!=r&&(f||(f=a==k[k.length-1]),f&&(r=r.clone(),r.height+=b,e.setGeometry(d,r)))}}finally{e.endUpdate()}}; -Graph.prototype.setTableColumnWidth=function(a,b,f){f=null!=f?f:!1;var e=this.getModel(),g=e.getParent(a),d=e.getParent(g),k=e.getChildCells(g,!0);a=mxUtils.indexOf(k,a);var m=a==k.length-1;e.beginUpdate();try{for(var u=e.getChildCells(d,!0),n=0;n<u.length;n++){g=u[n];k=e.getChildCells(g,!0);var r=k[a],x=this.getCellGeometry(r);null!=x&&(x=x.clone(),x.width+=b,null!=x.alternateBounds&&(x.alternateBounds.width+=b),e.setGeometry(r,x));a<k.length-1&&(r=k[a+1],x=this.getCellGeometry(r),null!=x&&(x=x.clone(), -x.x+=b,f||(x.width-=b,null!=x.alternateBounds&&(x.alternateBounds.width-=b)),e.setGeometry(r,x)))}if(m||f){var B=this.getCellGeometry(d);null!=B&&(B=B.clone(),B.width+=b,e.setGeometry(d,B))}null!=this.layoutManager&&this.layoutManager.executeLayout(d)}finally{e.endUpdate()}};function TableLayout(a){mxGraphLayout.call(this,a)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; +Graph.prototype.setTableRowHeight=function(a,b,f){f=null!=f?f:!0;var e=this.getModel();e.beginUpdate();try{var g=this.getCellGeometry(a);if(null!=g){g=g.clone();g.height+=b;e.setGeometry(a,g);var d=e.getParent(a),k=e.getChildCells(d,!0);if(!f){var n=mxUtils.indexOf(k,a);if(n<k.length-1){var u=k[n+1],m=this.getCellGeometry(u);null!=m&&(m=m.clone(),m.y+=b,m.height-=b,e.setGeometry(u,m))}}var r=this.getCellGeometry(d);null!=r&&(f||(f=a==k[k.length-1]),f&&(r=r.clone(),r.height+=b,e.setGeometry(d,r)))}}finally{e.endUpdate()}}; +Graph.prototype.setTableColumnWidth=function(a,b,f){f=null!=f?f:!1;var e=this.getModel(),g=e.getParent(a),d=e.getParent(g),k=e.getChildCells(g,!0);a=mxUtils.indexOf(k,a);var n=a==k.length-1;e.beginUpdate();try{for(var u=e.getChildCells(d,!0),m=0;m<u.length;m++){g=u[m];k=e.getChildCells(g,!0);var r=k[a],x=this.getCellGeometry(r);null!=x&&(x=x.clone(),x.width+=b,null!=x.alternateBounds&&(x.alternateBounds.width+=b),e.setGeometry(r,x));a<k.length-1&&(r=k[a+1],x=this.getCellGeometry(r),null!=x&&(x=x.clone(), +x.x+=b,f||(x.width-=b,null!=x.alternateBounds&&(x.alternateBounds.width-=b)),e.setGeometry(r,x)))}if(n||f){var B=this.getCellGeometry(d);null!=B&&(B=B.clone(),B.width+=b,e.setGeometry(d,B))}null!=this.layoutManager&&this.layoutManager.executeLayout(d)}finally{e.endUpdate()}};function TableLayout(a){mxGraphLayout.call(this,a)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; TableLayout.prototype.isVertexIgnored=function(a){return!this.graph.getModel().isVertex(a)||!this.graph.isCellVisible(a)};TableLayout.prototype.getSize=function(a,b){for(var f=0,e=0;e<a.length;e++)if(!this.isVertexIgnored(a[e])){var g=this.graph.getCellGeometry(a[e]);null!=g&&(f+=b?g.width:g.height)}return f}; TableLayout.prototype.getRowLayout=function(a,b){var f=this.graph.model.getChildCells(a,!0),e=this.graph.getActualStartSize(a,!0);a=this.getSize(f,!0);b=b-e.x-e.width;var g=[];e=e.x;for(var d=0;d<f.length;d++){var k=this.graph.getCellGeometry(f[d]);null!=k&&(e+=(null!=k.alternateBounds?k.alternateBounds.width:k.width)*b/a,g.push(Math.round(e)))}return g}; -TableLayout.prototype.layoutRow=function(a,b,f,e){var g=this.graph.getModel(),d=g.getChildCells(a,!0);a=this.graph.getActualStartSize(a,!0);var k=a.x,m=0;null!=b&&(b=b.slice(),b.splice(0,0,a.x));for(var u=0;u<d.length;u++){var n=this.graph.getCellGeometry(d[u]);null!=n&&(n=n.clone(),n.y=a.y,n.height=f-a.y-a.height,null!=b?(n.x=b[u],n.width=b[u+1]-n.x,u==d.length-1&&u<b.length-2&&(n.width=e-n.x-a.x-a.width)):(n.x=k,k+=n.width,u==d.length-1?n.width=e-a.x-a.width-m:m+=n.width),n.alternateBounds=new mxRectangle(0, -0,n.width,n.height),g.setGeometry(d[u],n))}return m}; -TableLayout.prototype.execute=function(a){if(null!=a){var b=this.graph.getActualStartSize(a,!0),f=this.graph.getCellGeometry(a),e=this.graph.getCellStyle(a),g="1"==mxUtils.getValue(e,"resizeLastRow","0"),d="1"==mxUtils.getValue(e,"resizeLast","0");e="1"==mxUtils.getValue(e,"fixedRows","0");var k=this.graph.getModel(),m=0;k.beginUpdate();try{for(var u=f.height-b.y-b.height,n=f.width-b.x-b.width,r=k.getChildCells(a,!0),x=0;x<r.length;x++)k.setVisible(r[x],!0);var B=this.getSize(r,!1);if(0<u&&0<n&&0< -r.length&&0<B){if(g){var C=this.graph.getCellGeometry(r[r.length-1]);null!=C&&(C=C.clone(),C.height=u-B+C.height,k.setGeometry(r[r.length-1],C))}var F=d?null:this.getRowLayout(r[0],n),I=[],D=b.y;for(x=0;x<r.length;x++)C=this.graph.getCellGeometry(r[x]),null!=C&&(C=C.clone(),C.x=b.x,C.width=n,C.y=Math.round(D),D=g||e?D+C.height:D+C.height/B*u,C.height=Math.round(D)-C.y,k.setGeometry(r[x],C)),m=Math.max(m,this.layoutRow(r[x],F,C.height,n,I));e&&u<B&&(f=f.clone(),f.height=D+b.height,k.setGeometry(a, -f));d&&n<m+Graph.minTableColumnWidth&&(f=f.clone(),f.width=m+b.width+b.x+Graph.minTableColumnWidth,k.setGeometry(a,f));this.graph.visitTableCells(a,mxUtils.bind(this,function(N){k.setVisible(N.cell,N.actual.cell==N.cell);if(N.actual.cell!=N.cell){if(N.actual.row==N.row){var S=null!=N.geo.alternateBounds?N.geo.alternateBounds:N.geo;N.actual.geo.width+=S.width}N.actual.col==N.col&&(S=null!=N.geo.alternateBounds?N.geo.alternateBounds:N.geo,N.actual.geo.height+=S.height)}}))}else for(x=0;x<r.length;x++)k.setVisible(r[x], +TableLayout.prototype.layoutRow=function(a,b,f,e){var g=this.graph.getModel(),d=g.getChildCells(a,!0);a=this.graph.getActualStartSize(a,!0);var k=a.x,n=0;null!=b&&(b=b.slice(),b.splice(0,0,a.x));for(var u=0;u<d.length;u++){var m=this.graph.getCellGeometry(d[u]);null!=m&&(m=m.clone(),m.y=a.y,m.height=f-a.y-a.height,null!=b?(m.x=b[u],m.width=b[u+1]-m.x,u==d.length-1&&u<b.length-2&&(m.width=e-m.x-a.x-a.width)):(m.x=k,k+=m.width,u==d.length-1?m.width=e-a.x-a.width-n:n+=m.width),m.alternateBounds=new mxRectangle(0, +0,m.width,m.height),g.setGeometry(d[u],m))}return n}; +TableLayout.prototype.execute=function(a){if(null!=a){var b=this.graph.getActualStartSize(a,!0),f=this.graph.getCellGeometry(a),e=this.graph.getCellStyle(a),g="1"==mxUtils.getValue(e,"resizeLastRow","0"),d="1"==mxUtils.getValue(e,"resizeLast","0");e="1"==mxUtils.getValue(e,"fixedRows","0");var k=this.graph.getModel(),n=0;k.beginUpdate();try{for(var u=f.height-b.y-b.height,m=f.width-b.x-b.width,r=k.getChildCells(a,!0),x=0;x<r.length;x++)k.setVisible(r[x],!0);var B=this.getSize(r,!1);if(0<u&&0<m&&0< +r.length&&0<B){if(g){var D=this.graph.getCellGeometry(r[r.length-1]);null!=D&&(D=D.clone(),D.height=u-B+D.height,k.setGeometry(r[r.length-1],D))}var F=d?null:this.getRowLayout(r[0],m),J=[],C=b.y;for(x=0;x<r.length;x++)D=this.graph.getCellGeometry(r[x]),null!=D&&(D=D.clone(),D.x=b.x,D.width=m,D.y=Math.round(C),C=g||e?C+D.height:C+D.height/B*u,D.height=Math.round(C)-D.y,k.setGeometry(r[x],D)),n=Math.max(n,this.layoutRow(r[x],F,D.height,m,J));e&&u<B&&(f=f.clone(),f.height=C+b.height,k.setGeometry(a, +f));d&&m<n+Graph.minTableColumnWidth&&(f=f.clone(),f.width=n+b.width+b.x+Graph.minTableColumnWidth,k.setGeometry(a,f));this.graph.visitTableCells(a,mxUtils.bind(this,function(O){k.setVisible(O.cell,O.actual.cell==O.cell);if(O.actual.cell!=O.cell){if(O.actual.row==O.row){var R=null!=O.geo.alternateBounds?O.geo.alternateBounds:O.geo;O.actual.geo.width+=R.width}O.actual.col==O.col&&(R=null!=O.geo.alternateBounds?O.geo.alternateBounds:O.geo,O.actual.geo.height+=R.height)}}))}else for(x=0;x<r.length;x++)k.setVisible(r[x], !1)}finally{k.endUpdate()}}}; (function(){var a=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){a.apply(this,arguments);this.validEdges=[]};var b=mxGraphView.prototype.validateCellState;mxGraphView.prototype.validateCellState=function(r,x){x=null!=x?x:!0;var B=this.getState(r);null!=B&&x&&this.graph.model.isEdge(B.cell)&&null!=B.style&&1!=B.style[mxConstants.STYLE_CURVED]&&!B.invalid&&this.updateLineJumps(B)&&this.graph.cellRenderer.redraw(B,!1,this.isRendering());B=b.apply(this, arguments);null!=B&&x&&this.graph.model.isEdge(B.cell)&&null!=B.style&&1!=B.style[mxConstants.STYLE_CURVED]&&this.validEdges.push(B);return B};var f=mxShape.prototype.paint;mxShape.prototype.paint=function(){f.apply(this,arguments);if(null!=this.state&&null!=this.node&&this.state.view.graph.enableFlowAnimation&&this.state.view.graph.model.isEdge(this.state.cell)&&"1"==mxUtils.getValue(this.state.style,"flowAnimation","0")){var r=this.node.getElementsByTagName("path");if(1<r.length){"1"!=mxUtils.getValue(this.state.style, mxConstants.STYLE_DASHED,"0")&&r[1].setAttribute("stroke-dasharray",8*this.state.view.scale);var x=this.state.view.graph.getFlowAnimationStyle();null!=x&&r[1].setAttribute("class",x.getAttribute("id"))}}};var e=mxCellRenderer.prototype.isShapeInvalid;mxCellRenderer.prototype.isShapeInvalid=function(r,x){return e.apply(this,arguments)||null!=r.routedPoints&&null!=x.routedPoints&&!mxUtils.equalPoints(x.routedPoints,r.routedPoints)};var g=mxGraphView.prototype.updateCellState;mxGraphView.prototype.updateCellState= -function(r){g.apply(this,arguments);this.graph.model.isEdge(r.cell)&&1!=r.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(r)};mxGraphView.prototype.updateLineJumps=function(r){var x=r.absolutePoints;if(Graph.lineJumpsEnabled){var B=null!=r.routedPoints,C=null;if(null!=x&&null!=this.validEdges&&"none"!==mxUtils.getValue(r.style,"jumpStyle","none")){var F=function(ea,qa,O){var R=new mxPoint(qa,O);R.type=ea;C.push(R);R=null!=r.routedPoints?r.routedPoints[C.length-1]:null;return null==R||R.type!= -ea||R.x!=qa||R.y!=O},I=.5*this.scale;B=!1;C=[];for(var D=0;D<x.length-1;D++){for(var N=x[D+1],S=x[D],T=[],P=x[D+2];D<x.length-2&&mxUtils.ptSegDistSq(S.x,S.y,P.x,P.y,N.x,N.y)<1*this.scale*this.scale;)N=P,D++,P=x[D+2];B=F(0,S.x,S.y)||B;for(var Z=0;Z<this.validEdges.length;Z++){var U=this.validEdges[Z],V=U.absolutePoints;if(null!=V&&mxUtils.intersects(r,U)&&"1"!=U.style.noJump)for(U=0;U<V.length-1;U++){var aa=V[U+1],ia=V[U];for(P=V[U+2];U<V.length-2&&mxUtils.ptSegDistSq(ia.x,ia.y,P.x,P.y,aa.x,aa.y)< -1*this.scale*this.scale;)aa=P,U++,P=V[U+2];P=mxUtils.intersection(S.x,S.y,N.x,N.y,ia.x,ia.y,aa.x,aa.y);if(null!=P&&(Math.abs(P.x-S.x)>I||Math.abs(P.y-S.y)>I)&&(Math.abs(P.x-N.x)>I||Math.abs(P.y-N.y)>I)&&(Math.abs(P.x-ia.x)>I||Math.abs(P.y-ia.y)>I)&&(Math.abs(P.x-aa.x)>I||Math.abs(P.y-aa.y)>I)){aa=P.x-S.x;ia=P.y-S.y;P={distSq:aa*aa+ia*ia,x:P.x,y:P.y};for(aa=0;aa<T.length;aa++)if(T[aa].distSq>P.distSq){T.splice(aa,0,P);P=null;break}null==P||0!=T.length&&T[T.length-1].x===P.x&&T[T.length-1].y===P.y|| -T.push(P)}}}for(U=0;U<T.length;U++)B=F(1,T[U].x,T[U].y)||B}P=x[x.length-1];B=F(0,P.x,P.y)||B}r.routedPoints=C;return B}return!1};var d=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(r,x,B){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)d.apply(this,arguments);else{var C=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ -2,F=(parseInt(mxUtils.getValue(this.style,"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,I=mxUtils.getValue(this.style,"jumpStyle","none"),D=!0,N=null,S=null,T=[],P=null;r.begin();for(var Z=0;Z<this.state.routedPoints.length;Z++){var U=this.state.routedPoints[Z],V=new mxPoint(U.x/this.scale,U.y/this.scale);0==Z?V=x[0]:Z==this.state.routedPoints.length-1&&(V=x[x.length-1]);var aa=!1;if(null!=N&&1==U.type){var ia=this.state.routedPoints[Z+1];U=ia.x/this.scale-V.x;ia=ia.y/this.scale-V.y;U= -U*U+ia*ia;null==P&&(P=new mxPoint(V.x-N.x,V.y-N.y),S=Math.sqrt(P.x*P.x+P.y*P.y),0<S?(P.x=P.x*F/S,P.y=P.y*F/S):P=null);U>F*F&&0<S&&(U=N.x-V.x,ia=N.y-V.y,U=U*U+ia*ia,U>F*F&&(aa=new mxPoint(V.x-P.x,V.y-P.y),U=new mxPoint(V.x+P.x,V.y+P.y),T.push(aa),this.addPoints(r,T,B,C,!1,null,D),T=0>Math.round(P.x)||0==Math.round(P.x)&&0>=Math.round(P.y)?1:-1,D=!1,"sharp"==I?(r.lineTo(aa.x-P.y*T,aa.y+P.x*T),r.lineTo(U.x-P.y*T,U.y+P.x*T),r.lineTo(U.x,U.y)):"line"==I?(r.moveTo(aa.x+P.y*T,aa.y-P.x*T),r.lineTo(aa.x-P.y* -T,aa.y+P.x*T),r.moveTo(U.x-P.y*T,U.y+P.x*T),r.lineTo(U.x+P.y*T,U.y-P.x*T),r.moveTo(U.x,U.y)):"arc"==I?(T*=1.3,r.curveTo(aa.x-P.y*T,aa.y+P.x*T,U.x-P.y*T,U.y+P.x*T,U.x,U.y)):(r.moveTo(U.x,U.y),D=!0),T=[U],aa=!0))}else P=null;aa||(T.push(V),N=V)}this.addPoints(r,T,B,C,!1,null,D);r.stroke()}};var k=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(r,x,B,C){return null!=x&&"centerPerimeter"==x.style[mxConstants.STYLE_PERIMETER]?new mxPoint(x.getCenterX(), -x.getCenterY()):k.apply(this,arguments)};var m=mxGraphView.prototype.updateFloatingTerminalPoint;mxGraphView.prototype.updateFloatingTerminalPoint=function(r,x,B,C){if(null==x||null==r||"1"!=x.style.snapToPoint&&"1"!=r.style.snapToPoint)m.apply(this,arguments);else{x=this.getTerminalPort(r,x,C);var F=this.getNextPoint(r,B,C),I=this.graph.isOrthogonal(r),D=mxUtils.toRadians(Number(x.style[mxConstants.STYLE_ROTATION]||"0")),N=new mxPoint(x.getCenterX(),x.getCenterY());if(0!=D){var S=Math.cos(-D),T= -Math.sin(-D);F=mxUtils.getRotatedPoint(F,S,T,N)}S=parseFloat(r.style[mxConstants.STYLE_PERIMETER_SPACING]||0);S+=parseFloat(r.style[C?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);F=this.getPerimeterPoint(x,F,0==D&&I,S);0!=D&&(S=Math.cos(D),T=Math.sin(D),F=mxUtils.getRotatedPoint(F,S,T,N));r.setAbsoluteTerminalPoint(this.snapToAnchorPoint(r,x,B,C,F),C)}};mxGraphView.prototype.snapToAnchorPoint=function(r,x,B,C,F){if(null!=x&&null!=r){r=this.graph.getAllConnectionConstraints(x); -C=B=null;if(null!=r)for(var I=0;I<r.length;I++){var D=this.graph.getConnectionPoint(x,r[I]);if(null!=D){var N=(D.x-F.x)*(D.x-F.x)+(D.y-F.y)*(D.y-F.y);if(null==C||N<C)B=D,C=N}}null!=B&&(F=B)}return F};var u=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(r,x,B){var C=u.apply(this,arguments);"1"==r.getAttribute("placeholders")&&null!=B.state&&(C=B.state.view.graph.replacePlaceholders(B.state.cell,C));return C};var n=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape= -function(r){if(null!=r.style&&"undefined"!==typeof pako){var x=mxUtils.getValue(r.style,mxConstants.STYLE_SHAPE,null);if(null!=x&&"string"===typeof x&&"stencil("==x.substring(0,8))try{var B=x.substring(8,x.length-1),C=mxUtils.parseXml(Graph.decompress(B));return new mxShape(new mxStencil(C.documentElement))}catch(F){null!=window.console&&console.log("Error in shape: "+F)}}return n.apply(this,arguments)}})();mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0; -mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[];mxStencilRegistry.filesLoaded={}; +function(r){g.apply(this,arguments);this.graph.model.isEdge(r.cell)&&1!=r.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(r)};mxGraphView.prototype.updateLineJumps=function(r){var x=r.absolutePoints;if(Graph.lineJumpsEnabled){var B=null!=r.routedPoints,D=null;if(null!=x&&null!=this.validEdges&&"none"!==mxUtils.getValue(r.style,"jumpStyle","none")){var F=function(fa,sa,K){var V=new mxPoint(sa,K);V.type=fa;D.push(V);V=null!=r.routedPoints?r.routedPoints[D.length-1]:null;return null==V||V.type!= +fa||V.x!=sa||V.y!=K},J=.5*this.scale;B=!1;D=[];for(var C=0;C<x.length-1;C++){for(var O=x[C+1],R=x[C],T=[],Q=x[C+2];C<x.length-2&&mxUtils.ptSegDistSq(R.x,R.y,Q.x,Q.y,O.x,O.y)<1*this.scale*this.scale;)O=Q,C++,Q=x[C+2];B=F(0,R.x,R.y)||B;for(var aa=0;aa<this.validEdges.length;aa++){var S=this.validEdges[aa],P=S.absolutePoints;if(null!=P&&mxUtils.intersects(r,S)&&"1"!=S.style.noJump)for(S=0;S<P.length-1;S++){var X=P[S+1],ha=P[S];for(Q=P[S+2];S<P.length-2&&mxUtils.ptSegDistSq(ha.x,ha.y,Q.x,Q.y,X.x,X.y)< +1*this.scale*this.scale;)X=Q,S++,Q=P[S+2];Q=mxUtils.intersection(R.x,R.y,O.x,O.y,ha.x,ha.y,X.x,X.y);if(null!=Q&&(Math.abs(Q.x-R.x)>J||Math.abs(Q.y-R.y)>J)&&(Math.abs(Q.x-O.x)>J||Math.abs(Q.y-O.y)>J)&&(Math.abs(Q.x-ha.x)>J||Math.abs(Q.y-ha.y)>J)&&(Math.abs(Q.x-X.x)>J||Math.abs(Q.y-X.y)>J)){X=Q.x-R.x;ha=Q.y-R.y;Q={distSq:X*X+ha*ha,x:Q.x,y:Q.y};for(X=0;X<T.length;X++)if(T[X].distSq>Q.distSq){T.splice(X,0,Q);Q=null;break}null==Q||0!=T.length&&T[T.length-1].x===Q.x&&T[T.length-1].y===Q.y||T.push(Q)}}}for(S= +0;S<T.length;S++)B=F(1,T[S].x,T[S].y)||B}Q=x[x.length-1];B=F(0,Q.x,Q.y)||B}r.routedPoints=D;return B}return!1};var d=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(r,x,B){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)d.apply(this,arguments);else{var D=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2,F=(parseInt(mxUtils.getValue(this.style, +"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,J=mxUtils.getValue(this.style,"jumpStyle","none"),C=!0,O=null,R=null,T=[],Q=null;r.begin();for(var aa=0;aa<this.state.routedPoints.length;aa++){var S=this.state.routedPoints[aa],P=new mxPoint(S.x/this.scale,S.y/this.scale);0==aa?P=x[0]:aa==this.state.routedPoints.length-1&&(P=x[x.length-1]);var X=!1;if(null!=O&&1==S.type){var ha=this.state.routedPoints[aa+1];S=ha.x/this.scale-P.x;ha=ha.y/this.scale-P.y;S=S*S+ha*ha;null==Q&&(Q=new mxPoint(P.x- +O.x,P.y-O.y),R=Math.sqrt(Q.x*Q.x+Q.y*Q.y),0<R?(Q.x=Q.x*F/R,Q.y=Q.y*F/R):Q=null);S>F*F&&0<R&&(S=O.x-P.x,ha=O.y-P.y,S=S*S+ha*ha,S>F*F&&(X=new mxPoint(P.x-Q.x,P.y-Q.y),S=new mxPoint(P.x+Q.x,P.y+Q.y),T.push(X),this.addPoints(r,T,B,D,!1,null,C),T=0>Math.round(Q.x)||0==Math.round(Q.x)&&0>=Math.round(Q.y)?1:-1,C=!1,"sharp"==J?(r.lineTo(X.x-Q.y*T,X.y+Q.x*T),r.lineTo(S.x-Q.y*T,S.y+Q.x*T),r.lineTo(S.x,S.y)):"line"==J?(r.moveTo(X.x+Q.y*T,X.y-Q.x*T),r.lineTo(X.x-Q.y*T,X.y+Q.x*T),r.moveTo(S.x-Q.y*T,S.y+Q.x*T), +r.lineTo(S.x+Q.y*T,S.y-Q.x*T),r.moveTo(S.x,S.y)):"arc"==J?(T*=1.3,r.curveTo(X.x-Q.y*T,X.y+Q.x*T,S.x-Q.y*T,S.y+Q.x*T,S.x,S.y)):(r.moveTo(S.x,S.y),C=!0),T=[S],X=!0))}else Q=null;X||(T.push(P),O=P)}this.addPoints(r,T,B,D,!1,null,C);r.stroke()}};var k=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(r,x,B,D){return null!=x&&"centerPerimeter"==x.style[mxConstants.STYLE_PERIMETER]?new mxPoint(x.getCenterX(),x.getCenterY()):k.apply(this,arguments)};var n=mxGraphView.prototype.updateFloatingTerminalPoint; +mxGraphView.prototype.updateFloatingTerminalPoint=function(r,x,B,D){if(null==x||null==r||"1"!=x.style.snapToPoint&&"1"!=r.style.snapToPoint)n.apply(this,arguments);else{x=this.getTerminalPort(r,x,D);var F=this.getNextPoint(r,B,D),J=this.graph.isOrthogonal(r),C=mxUtils.toRadians(Number(x.style[mxConstants.STYLE_ROTATION]||"0")),O=new mxPoint(x.getCenterX(),x.getCenterY());if(0!=C){var R=Math.cos(-C),T=Math.sin(-C);F=mxUtils.getRotatedPoint(F,R,T,O)}R=parseFloat(r.style[mxConstants.STYLE_PERIMETER_SPACING]|| +0);R+=parseFloat(r.style[D?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);F=this.getPerimeterPoint(x,F,0==C&&J,R);0!=C&&(R=Math.cos(C),T=Math.sin(C),F=mxUtils.getRotatedPoint(F,R,T,O));r.setAbsoluteTerminalPoint(this.snapToAnchorPoint(r,x,B,D,F),D)}};mxGraphView.prototype.snapToAnchorPoint=function(r,x,B,D,F){if(null!=x&&null!=r){r=this.graph.getAllConnectionConstraints(x);D=B=null;if(null!=r)for(var J=0;J<r.length;J++){var C=this.graph.getConnectionPoint(x, +r[J]);if(null!=C){var O=(C.x-F.x)*(C.x-F.x)+(C.y-F.y)*(C.y-F.y);if(null==D||O<D)B=C,D=O}}null!=B&&(F=B)}return F};var u=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(r,x,B){var D=u.apply(this,arguments);"1"==r.getAttribute("placeholders")&&null!=B.state&&(D=B.state.view.graph.replacePlaceholders(B.state.cell,D));return D};var m=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape=function(r){if(null!=r.style&&"undefined"!==typeof pako){var x= +mxUtils.getValue(r.style,mxConstants.STYLE_SHAPE,null);if(null!=x&&"string"===typeof x&&"stencil("==x.substring(0,8))try{var B=x.substring(8,x.length-1),D=mxUtils.parseXml(Graph.decompress(B));return new mxShape(new mxStencil(D.documentElement))}catch(F){null!=window.console&&console.log("Error in shape: "+F)}}return m.apply(this,arguments)}})();mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0;mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[]; +mxStencilRegistry.filesLoaded={}; mxStencilRegistry.getStencil=function(a){var b=mxStencilRegistry.stencils[a];if(null==b&&null==mxCellRenderer.defaultShapes[a]&&mxStencilRegistry.dynamicLoading){var f=mxStencilRegistry.getBasenameForStencil(a);if(null!=f){b=mxStencilRegistry.libraries[f];if(null!=b){if(null==mxStencilRegistry.packages[f]){for(var e=0;e<b.length;e++){var g=b[e];if(!mxStencilRegistry.filesLoaded[g])if(mxStencilRegistry.filesLoaded[g]=!0,".xml"==g.toLowerCase().substring(g.length-4,g.length))mxStencilRegistry.loadStencilSet(g, null);else if(".js"==g.toLowerCase().substring(g.length-3,g.length))try{if(mxStencilRegistry.allowEval){var d=mxUtils.load(g);null!=d&&200<=d.getStatus()&&299>=d.getStatus()&&eval.call(window,d.getText())}}catch(k){null!=window.console&&console.log("error in getStencil:",a,f,b,g,k)}}mxStencilRegistry.packages[f]=1}}else f=f.replace("_-_","_"),mxStencilRegistry.loadStencilSet(STENCIL_PATH+"/"+f+".xml",null);b=mxStencilRegistry.stencils[a]}}return b}; mxStencilRegistry.getBasenameForStencil=function(a){var b=null;if(null!=a&&"string"===typeof a&&(a=a.split("."),0<a.length&&"mxgraph"==a[0])){b=a[1];for(var f=2;f<a.length-1;f++)b+="/"+a[f]}return b}; mxStencilRegistry.loadStencilSet=function(a,b,f,e){var g=mxStencilRegistry.packages[a];if(null!=f&&f||null==g){var d=!1;if(null==g)try{if(e){mxStencilRegistry.loadStencil(a,mxUtils.bind(this,function(k){null!=k&&null!=k.documentElement&&(mxStencilRegistry.packages[a]=k,d=!0,mxStencilRegistry.parseStencilSet(k.documentElement,b,d))}));return}g=mxStencilRegistry.loadStencil(a);mxStencilRegistry.packages[a]=g;d=!0}catch(k){null!=window.console&&console.log("error in loadStencilSet:",a,k)}null!=g&&null!= g.documentElement&&mxStencilRegistry.parseStencilSet(g.documentElement,b,d)}};mxStencilRegistry.loadStencil=function(a,b){if(null!=b)mxUtils.get(a,mxUtils.bind(this,function(f){b(200<=f.getStatus()&&299>=f.getStatus()?f.getXml():null)}));else return mxUtils.load(a).getXml()};mxStencilRegistry.parseStencilSets=function(a){for(var b=0;b<a.length;b++)mxStencilRegistry.parseStencilSet(mxUtils.parseXml(a[b]).documentElement)}; mxStencilRegistry.parseStencilSet=function(a,b,f){if("stencils"==a.nodeName)for(var e=a.firstChild;null!=e;)"shapes"==e.nodeName&&mxStencilRegistry.parseStencilSet(e,b,f),e=e.nextSibling;else{f=null!=f?f:!0;e=a.firstChild;var g="";a=a.getAttribute("name");for(null!=a&&(g=a+".");null!=e;){if(e.nodeType==mxConstants.NODETYPE_ELEMENT&&(a=e.getAttribute("name"),null!=a)){g=g.toLowerCase();var d=a.replace(/ /g,"_");f&&mxStencilRegistry.addStencil(g+d.toLowerCase(),new mxStencil(e));if(null!=b){var k=e.getAttribute("w"), -m=e.getAttribute("h");k=null==k?80:parseInt(k,10);m=null==m?80:parseInt(m,10);b(g,d,a,k,m)}}e=e.nextSibling}}}; +n=e.getAttribute("h");k=null==k?80:parseInt(k,10);n=null==n?80:parseInt(n,10);b(g,d,a,k,n)}}e=e.nextSibling}}}; "undefined"!==typeof mxVertexHandler&&function(){function a(){var t=document.createElement("div");t.className="geHint";t.style.whiteSpace="nowrap";t.style.position="absolute";return t}function b(t,z){switch(z){case mxConstants.POINTS:return t;case mxConstants.MILLIMETERS:return(t/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(t/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(t/mxConstants.PIXELS_PER_INCH).toFixed(2)}}mxConstants.HANDLE_FILLCOLOR="#29b6f2"; mxConstants.HANDLE_STROKECOLOR="#0088cf";mxConstants.VERTEX_SELECTION_COLOR="#00a8ff";mxConstants.OUTLINE_COLOR="#00a8ff";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#99ccff";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#00a8ff";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.EDGE_SELECTION_COLOR="#00a8ff";mxConstants.DEFAULT_VALID_COLOR="#00a8ff";mxConstants.LABEL_HANDLE_FILLCOLOR="#cee7ff";mxConstants.GUIDE_COLOR="#0088cf";mxConstants.HIGHLIGHT_OPACITY=30;mxConstants.HIGHLIGHT_SIZE=5;mxEdgeHandler.prototype.snapToTerminals= !0;mxGraphHandler.prototype.guidesEnabled=!0;mxGraphHandler.prototype.removeEmptyParents=!0;mxRubberband.prototype.fadeOut=!0;mxGuide.prototype.isEnabledForEvent=function(t){return!mxEvent.isAltDown(t)};var f=mxGraphLayout.prototype.isVertexIgnored;mxGraphLayout.prototype.isVertexIgnored=function(t){return f.apply(this,arguments)||this.graph.isTableRow(t)||this.graph.isTableCell(t)};var e=mxGraphLayout.prototype.isEdgeIgnored;mxGraphLayout.prototype.isEdgeIgnored=function(t){return e.apply(this,arguments)|| @@ -3084,65 +3087,65 @@ return t};mxConnectionHandler.prototype.updatePreview=function(t){};var k=mxConn function(){for(var t="edgeStyle="+(this.currentEdgeStyle.edgeStyle||"none")+";",z="shape curved rounded comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle jumpStyle jumpSize".split(" "),A=0;A<z.length;A++)null!=this.currentEdgeStyle[z[A]]&&(t+=z[A]+"="+this.currentEdgeStyle[z[A]]+";");null!=this.currentEdgeStyle.orthogonalLoop?t+="orthogonalLoop="+this.currentEdgeStyle.orthogonalLoop+";":null!=Graph.prototype.defaultEdgeStyle.orthogonalLoop&& (t+="orthogonalLoop="+Graph.prototype.defaultEdgeStyle.orthogonalLoop+";");null!=this.currentEdgeStyle.jettySize?t+="jettySize="+this.currentEdgeStyle.jettySize+";":null!=Graph.prototype.defaultEdgeStyle.jettySize&&(t+="jettySize="+Graph.prototype.defaultEdgeStyle.jettySize+";");"elbowEdgeStyle"==this.currentEdgeStyle.edgeStyle&&null!=this.currentEdgeStyle.elbow&&(t+="elbow="+this.currentEdgeStyle.elbow+";");return t=null!=this.currentEdgeStyle.html?t+("html="+this.currentEdgeStyle.html+";"):t+"html=1;"}; Graph.prototype.getPagePadding=function(){return new mxPoint(0,0)};Graph.prototype.loadStylesheet=function(){var t=null!=this.themes?this.themes[this.defaultThemeName]:mxStyleRegistry.dynamicLoading?mxUtils.load(STYLE_PATH+"/default.xml").getDocumentElement():null;null!=t&&(new mxCodec(t.ownerDocument)).decode(t,this.getStylesheet())};Graph.prototype.createCellLookup=function(t,z){z=null!=z?z:{};for(var A=0;A<t.length;A++){var E=t[A];z[mxObjectIdentity.get(E)]=E.getId();for(var H=this.model.getChildCount(E), -L=0;L<H;L++)this.createCellLookup([this.model.getChildAt(E,L)],z)}return z};Graph.prototype.createCellMapping=function(t,z,A){A=null!=A?A:{};for(var E in t){var H=z[E];null==A[H]&&(A[H]=t[E].getId()||"")}return A};Graph.prototype.importGraphModel=function(t,z,A,E){z=null!=z?z:0;A=null!=A?A:0;var H=new mxCodec(t.ownerDocument),L=new mxGraphModel;H.decode(t,L);t=[];H={};var W={},ha=L.getChildren(this.cloneCell(L.root,this.isCloneInvalidEdges(),H));if(null!=ha){var fa=this.createCellLookup([L.root]); -ha=ha.slice();this.model.beginUpdate();try{if(1!=ha.length||this.isCellLocked(this.getDefaultParent()))for(L=0;L<ha.length;L++)ja=this.model.getChildren(this.moveCells([ha[L]],z,A,!1,this.model.getRoot())[0]),null!=ja&&(t=t.concat(ja));else{var ja=L.getChildren(ha[0]);null!=ja&&(t=this.moveCells(ja,z,A,!1,this.getDefaultParent()),W[L.getChildAt(L.root,0).getId()]=this.getDefaultParent().getId())}if(null!=t&&(this.createCellMapping(H,fa,W),this.updateCustomLinks(W,t),E)){this.isGridEnabled()&&(z=this.snap(z), -A=this.snap(A));var ua=this.getBoundingBoxFromGeometry(t,!0);null!=ua&&this.moveCells(t,z-ua.x,A-ua.y)}}finally{this.model.endUpdate()}}return t};Graph.prototype.encodeCells=function(t){for(var z={},A=this.cloneCells(t,null,z),E=new mxDictionary,H=0;H<t.length;H++)E.put(t[H],!0);var L=new mxCodec,W=new mxGraphModel,ha=W.getChildAt(W.getRoot(),0);for(H=0;H<A.length;H++){W.add(ha,A[H]);var fa=this.view.getState(t[H]);if(null!=fa){var ja=this.getCellGeometry(A[H]);null!=ja&&ja.relative&&!this.model.isEdge(t[H])&& -null==E.get(this.model.getParent(t[H]))&&(ja.offset=null,ja.relative=!1,ja.x=fa.x/fa.view.scale-fa.view.translate.x,ja.y=fa.y/fa.view.scale-fa.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(z,this.createCellLookup(t)),A);return L.encode(W)};Graph.prototype.isSwimlane=function(t,z){var A=null;null==t||this.model.isEdge(t)||this.model.getParent(t)==this.model.getRoot()||(A=this.getCurrentCellStyle(t,z)[mxConstants.STYLE_SHAPE]);return A==mxConstants.SHAPE_SWIMLANE||"table"==A||"tableRow"== -A};var m=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(t){var z=this.model.getParent(t);if(null!=z){var A=this.getCurrentCellStyle(z);if(null!=A.expand)return"0"!=A.expand}return m.apply(this,arguments)&&(null==z||!this.isTable(z))};var u=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(t,z,A,E,H,L,W,ha){null==ha&&(ha=this.model.getParent(t),this.isTable(ha)||this.isTableRow(ha))&&(ha=this.getCellAt(L,W,null,!0,!1));A=null;this.model.beginUpdate();try{A=u.apply(this, -[t,z,A,E,H,L,W,ha]);this.model.setValue(A,"");var fa=this.getChildCells(A,!0);for(z=0;z<fa.length;z++){var ja=this.getCellGeometry(fa[z]);null!=ja&&ja.relative&&0<ja.x&&this.model.remove(fa[z])}var ua=this.getChildCells(t,!0);for(z=0;z<ua.length;z++)ja=this.getCellGeometry(ua[z]),null!=ja&&ja.relative&&0>=ja.x&&this.model.remove(ua[z]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[A]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[A]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -null,[t]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[t]);var Aa=this.model.getTerminal(A,!1);if(null!=Aa){var Ea=this.getCurrentCellStyle(Aa);null!=Ea&&"1"==Ea.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[t]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[t]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[A]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[A]))}}finally{this.model.endUpdate()}return A};var n=Graph.prototype.selectCell;Graph.prototype.selectCell= -function(t,z,A){if(z||A)n.apply(this,arguments);else{var E=this.getSelectionCell(),H=null,L=[],W=mxUtils.bind(this,function(ha){if(null!=this.view.getState(ha)&&(this.model.isVertex(ha)||this.model.isEdge(ha)))if(L.push(ha),ha==E)H=L.length-1;else if(t&&null==E&&0<L.length||null!=H&&t&&L.length>H||!t&&0<H)return;for(var fa=0;fa<this.model.getChildCount(ha);fa++)W(this.model.getChildAt(ha,fa))});W(this.model.root);0<L.length&&(H=null!=H?mxUtils.mod(H+(t?1:-1),L.length):0,this.setSelectionCell(L[H]))}}; +L=0;L<H;L++)this.createCellLookup([this.model.getChildAt(E,L)],z)}return z};Graph.prototype.createCellMapping=function(t,z,A){A=null!=A?A:{};for(var E in t){var H=z[E];null==A[H]&&(A[H]=t[E].getId()||"")}return A};Graph.prototype.importGraphModel=function(t,z,A,E){z=null!=z?z:0;A=null!=A?A:0;var H=new mxCodec(t.ownerDocument),L=new mxGraphModel;H.decode(t,L);t=[];H={};var W={},ia=L.getChildren(this.cloneCell(L.root,this.isCloneInvalidEdges(),H));if(null!=ia){var ea=this.createCellLookup([L.root]); +ia=ia.slice();this.model.beginUpdate();try{if(1!=ia.length||this.isCellLocked(this.getDefaultParent()))for(L=0;L<ia.length;L++)ja=this.model.getChildren(this.moveCells([ia[L]],z,A,!1,this.model.getRoot())[0]),null!=ja&&(t=t.concat(ja));else{var ja=L.getChildren(ia[0]);null!=ja&&(t=this.moveCells(ja,z,A,!1,this.getDefaultParent()),W[L.getChildAt(L.root,0).getId()]=this.getDefaultParent().getId())}if(null!=t&&(this.createCellMapping(H,ea,W),this.updateCustomLinks(W,t),E)){this.isGridEnabled()&&(z=this.snap(z), +A=this.snap(A));var ta=this.getBoundingBoxFromGeometry(t,!0);null!=ta&&this.moveCells(t,z-ta.x,A-ta.y)}}finally{this.model.endUpdate()}}return t};Graph.prototype.encodeCells=function(t){for(var z={},A=this.cloneCells(t,null,z),E=new mxDictionary,H=0;H<t.length;H++)E.put(t[H],!0);var L=new mxCodec,W=new mxGraphModel,ia=W.getChildAt(W.getRoot(),0);for(H=0;H<A.length;H++){W.add(ia,A[H]);var ea=this.view.getState(t[H]);if(null!=ea){var ja=this.getCellGeometry(A[H]);null!=ja&&ja.relative&&!this.model.isEdge(t[H])&& +null==E.get(this.model.getParent(t[H]))&&(ja.offset=null,ja.relative=!1,ja.x=ea.x/ea.view.scale-ea.view.translate.x,ja.y=ea.y/ea.view.scale-ea.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(z,this.createCellLookup(t)),A);return L.encode(W)};Graph.prototype.isSwimlane=function(t,z){var A=null;null==t||this.model.isEdge(t)||this.model.getParent(t)==this.model.getRoot()||(A=this.getCurrentCellStyle(t,z)[mxConstants.STYLE_SHAPE]);return A==mxConstants.SHAPE_SWIMLANE||"table"==A||"tableRow"== +A};var n=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(t){var z=this.model.getParent(t);if(null!=z){var A=this.getCurrentCellStyle(z);if(null!=A.expand)return"0"!=A.expand}return n.apply(this,arguments)&&(null==z||!this.isTable(z))};var u=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(t,z,A,E,H,L,W,ia){null==ia&&(ia=this.model.getParent(t),this.isTable(ia)||this.isTableRow(ia))&&(ia=this.getCellAt(L,W,null,!0,!1));A=null;this.model.beginUpdate();try{A=u.apply(this, +[t,z,A,E,H,L,W,ia]);this.model.setValue(A,"");var ea=this.getChildCells(A,!0);for(z=0;z<ea.length;z++){var ja=this.getCellGeometry(ea[z]);null!=ja&&ja.relative&&0<ja.x&&this.model.remove(ea[z])}var ta=this.getChildCells(t,!0);for(z=0;z<ta.length;z++)ja=this.getCellGeometry(ta[z]),null!=ja&&ja.relative&&0>=ja.x&&this.model.remove(ta[z]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[A]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[A]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +null,[t]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[t]);var Aa=this.model.getTerminal(A,!1);if(null!=Aa){var Ea=this.getCurrentCellStyle(Aa);null!=Ea&&"1"==Ea.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[t]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[t]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[A]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[A]))}}finally{this.model.endUpdate()}return A};var m=Graph.prototype.selectCell;Graph.prototype.selectCell= +function(t,z,A){if(z||A)m.apply(this,arguments);else{var E=this.getSelectionCell(),H=null,L=[],W=mxUtils.bind(this,function(ia){if(null!=this.view.getState(ia)&&(this.model.isVertex(ia)||this.model.isEdge(ia)))if(L.push(ia),ia==E)H=L.length-1;else if(t&&null==E&&0<L.length||null!=H&&t&&L.length>H||!t&&0<H)return;for(var ea=0;ea<this.model.getChildCount(ia);ea++)W(this.model.getChildAt(ia,ea))});W(this.model.root);0<L.length&&(H=null!=H?mxUtils.mod(H+(t?1:-1),L.length):0,this.setSelectionCell(L[H]))}}; Graph.prototype.swapShapes=function(t,z,A,E,H,L,W){z=!1;if(!E&&null!=H&&1==t.length&&(E=this.view.getState(H),A=this.view.getState(t[0]),null!=E&&null!=A&&(null!=L&&mxEvent.isShiftDown(L)||"umlLifeline"==E.style.shape&&"umlLifeline"==A.style.shape)&&(E=this.getCellGeometry(H),L=this.getCellGeometry(t[0]),null!=E&&null!=L))){z=E.clone();E=L.clone();E.x=z.x;E.y=z.y;z.x=L.x;z.y=L.y;this.model.beginUpdate();try{this.model.setGeometry(H,z),this.model.setGeometry(t[0],E)}finally{this.model.endUpdate()}z= -!0}return z};var r=Graph.prototype.moveCells;Graph.prototype.moveCells=function(t,z,A,E,H,L,W){if(this.swapShapes(t,z,A,E,H,L,W))return t;W=null!=W?W:{};if(this.isTable(H)){for(var ha=[],fa=0;fa<t.length;fa++)this.isTable(t[fa])?ha=ha.concat(this.model.getChildCells(t[fa],!0).reverse()):ha.push(t[fa]);t=ha}this.model.beginUpdate();try{ha=[];for(fa=0;fa<t.length;fa++)if(null!=H&&this.isTableRow(t[fa])){var ja=this.model.getParent(t[fa]),ua=this.getCellGeometry(t[fa]);this.isTable(ja)&&ha.push(ja); -if(null!=ja&&null!=ua&&this.isTable(ja)&&this.isTable(H)&&(E||ja!=H)){if(!E){var Aa=this.getCellGeometry(ja);null!=Aa&&(Aa=Aa.clone(),Aa.height-=ua.height,this.model.setGeometry(ja,Aa))}Aa=this.getCellGeometry(H);null!=Aa&&(Aa=Aa.clone(),Aa.height+=ua.height,this.model.setGeometry(H,Aa));var Ea=this.model.getChildCells(H,!0);if(0<Ea.length){t[fa]=E?this.cloneCell(t[fa]):t[fa];var Ma=this.model.getChildCells(t[fa],!0),La=this.model.getChildCells(Ea[0],!0),Ia=La.length-Ma.length;if(0<Ia)for(var Fa= -0;Fa<Ia;Fa++){var Ga=this.cloneCell(Ma[Ma.length-1]);null!=Ga&&(Ga.value="",this.model.add(t[fa],Ga))}else if(0>Ia)for(Fa=0;Fa>Ia;Fa--)this.model.remove(Ma[Ma.length+Fa-1]);Ma=this.model.getChildCells(t[fa],!0);for(Fa=0;Fa<La.length;Fa++){var Oa=this.getCellGeometry(La[Fa]),Pa=this.getCellGeometry(Ma[Fa]);null!=Oa&&null!=Pa&&(Pa=Pa.clone(),Pa.width=Oa.width,this.model.setGeometry(Ma[Fa],Pa))}}}}var Na=r.apply(this,arguments);for(fa=0;fa<ha.length;fa++)!E&&this.model.contains(ha[fa])&&0==this.model.getChildCount(ha[fa])&& -this.model.remove(ha[fa]);E&&this.updateCustomLinks(this.createCellMapping(W,this.createCellLookup(t)),Na)}finally{this.model.endUpdate()}return Na};var x=Graph.prototype.removeCells;Graph.prototype.removeCells=function(t,z){var A=[];this.model.beginUpdate();try{for(var E=0;E<t.length;E++)if(this.isTableCell(t[E])){var H=this.model.getParent(t[E]),L=this.model.getParent(H);1==this.model.getChildCount(H)&&1==this.model.getChildCount(L)?0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L)&&A.push(L):this.labelChanged(t[E], -"")}else{if(this.isTableRow(t[E])&&(L=this.model.getParent(t[E]),0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L))){for(var W=this.model.getChildCells(L,!0),ha=0,fa=0;fa<W.length;fa++)0<=mxUtils.indexOf(t,W[fa])&&ha++;ha==W.length&&A.push(L)}A.push(t[E])}A=x.apply(this,[A,z])}finally{this.model.endUpdate()}return A};Graph.prototype.updateCustomLinks=function(t,z,A){A=null!=A?A:new Graph;for(var E=0;E<z.length;E++)null!=z[E]&&A.updateCustomLinksForCell(t,z[E],A)};Graph.prototype.updateCustomLinksForCell= +!0}return z};var r=Graph.prototype.moveCells;Graph.prototype.moveCells=function(t,z,A,E,H,L,W){if(this.swapShapes(t,z,A,E,H,L,W))return t;W=null!=W?W:{};if(this.isTable(H)){for(var ia=[],ea=0;ea<t.length;ea++)this.isTable(t[ea])?ia=ia.concat(this.model.getChildCells(t[ea],!0).reverse()):ia.push(t[ea]);t=ia}this.model.beginUpdate();try{ia=[];for(ea=0;ea<t.length;ea++)if(null!=H&&this.isTableRow(t[ea])){var ja=this.model.getParent(t[ea]),ta=this.getCellGeometry(t[ea]);this.isTable(ja)&&ia.push(ja); +if(null!=ja&&null!=ta&&this.isTable(ja)&&this.isTable(H)&&(E||ja!=H)){if(!E){var Aa=this.getCellGeometry(ja);null!=Aa&&(Aa=Aa.clone(),Aa.height-=ta.height,this.model.setGeometry(ja,Aa))}Aa=this.getCellGeometry(H);null!=Aa&&(Aa=Aa.clone(),Aa.height+=ta.height,this.model.setGeometry(H,Aa));var Ea=this.model.getChildCells(H,!0);if(0<Ea.length){t[ea]=E?this.cloneCell(t[ea]):t[ea];var Ma=this.model.getChildCells(t[ea],!0),La=this.model.getChildCells(Ea[0],!0),Ia=La.length-Ma.length;if(0<Ia)for(var Fa= +0;Fa<Ia;Fa++){var Ga=this.cloneCell(Ma[Ma.length-1]);null!=Ga&&(Ga.value="",this.model.add(t[ea],Ga))}else if(0>Ia)for(Fa=0;Fa>Ia;Fa--)this.model.remove(Ma[Ma.length+Fa-1]);Ma=this.model.getChildCells(t[ea],!0);for(Fa=0;Fa<La.length;Fa++){var Oa=this.getCellGeometry(La[Fa]),Pa=this.getCellGeometry(Ma[Fa]);null!=Oa&&null!=Pa&&(Pa=Pa.clone(),Pa.width=Oa.width,this.model.setGeometry(Ma[Fa],Pa))}}}}var Na=r.apply(this,arguments);for(ea=0;ea<ia.length;ea++)!E&&this.model.contains(ia[ea])&&0==this.model.getChildCount(ia[ea])&& +this.model.remove(ia[ea]);E&&this.updateCustomLinks(this.createCellMapping(W,this.createCellLookup(t)),Na)}finally{this.model.endUpdate()}return Na};var x=Graph.prototype.removeCells;Graph.prototype.removeCells=function(t,z){var A=[];this.model.beginUpdate();try{for(var E=0;E<t.length;E++)if(this.isTableCell(t[E])){var H=this.model.getParent(t[E]),L=this.model.getParent(H);1==this.model.getChildCount(H)&&1==this.model.getChildCount(L)?0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L)&&A.push(L):this.labelChanged(t[E], +"")}else{if(this.isTableRow(t[E])&&(L=this.model.getParent(t[E]),0>mxUtils.indexOf(t,L)&&0>mxUtils.indexOf(A,L))){for(var W=this.model.getChildCells(L,!0),ia=0,ea=0;ea<W.length;ea++)0<=mxUtils.indexOf(t,W[ea])&&ia++;ia==W.length&&A.push(L)}A.push(t[E])}A=x.apply(this,[A,z])}finally{this.model.endUpdate()}return A};Graph.prototype.updateCustomLinks=function(t,z,A){A=null!=A?A:new Graph;for(var E=0;E<z.length;E++)null!=z[E]&&A.updateCustomLinksForCell(t,z[E],A)};Graph.prototype.updateCustomLinksForCell= function(t,z){this.doUpdateCustomLinksForCell(t,z);for(var A=this.model.getChildCount(z),E=0;E<A;E++)this.updateCustomLinksForCell(t,this.model.getChildAt(z,E))};Graph.prototype.doUpdateCustomLinksForCell=function(t,z){};Graph.prototype.getAllConnectionConstraints=function(t,z){if(null!=t){z=mxUtils.getValue(t.style,"points",null);if(null!=z){t=[];try{var A=JSON.parse(z);for(z=0;z<A.length;z++){var E=A[z];t.push(new mxConnectionConstraint(new mxPoint(E[0],E[1]),2<E.length?"0"!=E[2]:!0,null,3<E.length? E[3]:0,4<E.length?E[4]:0))}}catch(L){}return t}if(null!=t.shape&&null!=t.shape.bounds){E=t.shape.direction;z=t.shape.bounds;var H=t.shape.scale;A=z.width/H;z=z.height/H;if(E==mxConstants.DIRECTION_NORTH||E==mxConstants.DIRECTION_SOUTH)E=A,A=z,z=E;z=t.shape.getConstraints(t.style,A,z);if(null!=z)return z;if(null!=t.shape.stencil&&null!=t.shape.stencil.constraints)return t.shape.stencil.constraints;if(null!=t.shape.constraints)return t.shape.constraints}}return null};Graph.prototype.flipEdge=function(t){if(null!= t){var z=this.getCurrentCellStyle(t);z=mxUtils.getValue(z,mxConstants.STYLE_ELBOW,mxConstants.ELBOW_HORIZONTAL)==mxConstants.ELBOW_HORIZONTAL?mxConstants.ELBOW_VERTICAL:mxConstants.ELBOW_HORIZONTAL;this.setCellStyles(mxConstants.STYLE_ELBOW,z,[t])}};Graph.prototype.isValidRoot=function(t){for(var z=this.model.getChildCount(t),A=0,E=0;E<z;E++){var H=this.model.getChildAt(t,E);this.model.isVertex(H)&&(H=this.getCellGeometry(H),null==H||H.relative||A++)}return 0<A||this.isContainer(t)};Graph.prototype.isValidDropTarget= function(t,z,A){for(var E=this.getCurrentCellStyle(t),H=!0,L=!0,W=0;W<z.length&&L;W++)H=H&&this.isTable(z[W]),L=L&&this.isTableRow(z[W]);return(1==z.length&&null!=A&&mxEvent.isShiftDown(A)&&!mxEvent.isControlDown(A)&&!mxEvent.isAltDown(A)||("1"!=mxUtils.getValue(E,"part","0")||this.isContainer(t))&&"0"!=mxUtils.getValue(E,"dropTarget","1")&&(mxGraph.prototype.isValidDropTarget.apply(this,arguments)||this.isContainer(t))&&!this.isTableRow(t)&&(!this.isTable(t)||L||H))&&!this.isCellLocked(t)};Graph.prototype.createGroupCell= function(){var t=mxGraph.prototype.createGroupCell.apply(this,arguments);t.setStyle("group");return t};Graph.prototype.isExtendParentsOnAdd=function(t){var z=mxGraph.prototype.isExtendParentsOnAdd.apply(this,arguments);if(z&&null!=t&&null!=this.layoutManager){var A=this.model.getParent(t);null!=A&&(A=this.layoutManager.getLayout(A),null!=A&&A.constructor==mxStackLayout&&(z=!1))}return z};Graph.prototype.getPreferredSizeForCell=function(t){var z=mxGraph.prototype.getPreferredSizeForCell.apply(this, -arguments);null!=z&&(z.width+=10,z.height+=4,this.gridEnabled&&(z.width=this.snap(z.width),z.height=this.snap(z.height)));return z};Graph.prototype.turnShapes=function(t,z){var A=this.getModel(),E=[];A.beginUpdate();try{for(var H=0;H<t.length;H++){var L=t[H];if(A.isEdge(L)){var W=A.getTerminal(L,!0),ha=A.getTerminal(L,!1);A.setTerminal(L,ha,!0);A.setTerminal(L,W,!1);var fa=A.getGeometry(L);if(null!=fa){fa=fa.clone();null!=fa.points&&fa.points.reverse();var ja=fa.getTerminalPoint(!0),ua=fa.getTerminalPoint(!1); -fa.setTerminalPoint(ja,!1);fa.setTerminalPoint(ua,!0);A.setGeometry(L,fa);var Aa=this.view.getState(L),Ea=this.view.getState(W),Ma=this.view.getState(ha);if(null!=Aa){var La=null!=Ea?this.getConnectionConstraint(Aa,Ea,!0):null,Ia=null!=Ma?this.getConnectionConstraint(Aa,Ma,!1):null;this.setConnectionConstraint(L,W,!0,Ia);this.setConnectionConstraint(L,ha,!1,La);var Fa=mxUtils.getValue(Aa.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -mxUtils.getValue(Aa.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[L]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,Fa,[L])}E.push(L)}}else if(A.isVertex(L)&&(fa=this.getCellGeometry(L),null!=fa)){if(!(this.isTable(L)||this.isTableRow(L)||this.isTableCell(L)||this.isSwimlane(L))){fa=fa.clone();fa.x+=fa.width/2-fa.height/2;fa.y+=fa.height/2-fa.width/2;var Ga=fa.width;fa.width=fa.height;fa.height=Ga;A.setGeometry(L,fa)}var Oa=this.view.getState(L);if(null!=Oa){var Pa=[mxConstants.DIRECTION_EAST, +arguments);null!=z&&(z.width+=10,z.height+=4,this.gridEnabled&&(z.width=this.snap(z.width),z.height=this.snap(z.height)));return z};Graph.prototype.turnShapes=function(t,z){var A=this.getModel(),E=[];A.beginUpdate();try{for(var H=0;H<t.length;H++){var L=t[H];if(A.isEdge(L)){var W=A.getTerminal(L,!0),ia=A.getTerminal(L,!1);A.setTerminal(L,ia,!0);A.setTerminal(L,W,!1);var ea=A.getGeometry(L);if(null!=ea){ea=ea.clone();null!=ea.points&&ea.points.reverse();var ja=ea.getTerminalPoint(!0),ta=ea.getTerminalPoint(!1); +ea.setTerminalPoint(ja,!1);ea.setTerminalPoint(ta,!0);A.setGeometry(L,ea);var Aa=this.view.getState(L),Ea=this.view.getState(W),Ma=this.view.getState(ia);if(null!=Aa){var La=null!=Ea?this.getConnectionConstraint(Aa,Ea,!0):null,Ia=null!=Ma?this.getConnectionConstraint(Aa,Ma,!1):null;this.setConnectionConstraint(L,W,!0,Ia);this.setConnectionConstraint(L,ia,!1,La);var Fa=mxUtils.getValue(Aa.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +mxUtils.getValue(Aa.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[L]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,Fa,[L])}E.push(L)}}else if(A.isVertex(L)&&(ea=this.getCellGeometry(L),null!=ea)){if(!(this.isTable(L)||this.isTableRow(L)||this.isTableCell(L)||this.isSwimlane(L))){ea=ea.clone();ea.x+=ea.width/2-ea.height/2;ea.y+=ea.height/2-ea.width/2;var Ga=ea.width;ea.width=ea.height;ea.height=Ga;A.setGeometry(L,ea)}var Oa=this.view.getState(L);if(null!=Oa){var Pa=[mxConstants.DIRECTION_EAST, mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_NORTH],Na=mxUtils.getValue(Oa.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST);this.setCellStyles(mxConstants.STYLE_DIRECTION,Pa[mxUtils.mod(mxUtils.indexOf(Pa,Na)+(z?-1:1),Pa.length)],[L])}E.push(L)}}}finally{A.endUpdate()}return E};Graph.prototype.stencilHasPlaceholders=function(t){if(null!=t&&null!=t.fgNode)for(t=t.fgNode.firstChild;null!=t;){if("text"==t.nodeName&&"1"==t.getAttribute("placeholders"))return!0; t=t.nextSibling}return!1};var B=Graph.prototype.processChange;Graph.prototype.processChange=function(t){if(t instanceof mxGeometryChange&&(this.isTableCell(t.cell)||this.isTableRow(t.cell))&&(null==t.previous&&null!=t.geometry||null!=t.previous&&!t.previous.equals(t.geometry))){var z=t.cell;this.isTableCell(z)&&(z=this.model.getParent(z));this.isTableRow(z)&&(z=this.model.getParent(z));var A=this.view.getState(z);null!=A&&null!=A.shape&&(this.view.invalidate(z),A.shape.bounds=null)}B.apply(this,arguments); t instanceof mxValueChange&&null!=t.cell&&null!=t.cell.value&&"object"==typeof t.cell.value&&this.invalidateDescendantsWithPlaceholders(t.cell)};Graph.prototype.invalidateDescendantsWithPlaceholders=function(t){t=this.model.getDescendants(t);if(0<t.length)for(var z=0;z<t.length;z++){var A=this.view.getState(t[z]);null!=A&&null!=A.shape&&null!=A.shape.stencil&&this.stencilHasPlaceholders(A.shape.stencil)?this.removeStateForCell(t[z]):this.isReplacePlaceholders(t[z])&&this.view.invalidate(t[z],!1,!1)}}; Graph.prototype.replaceElement=function(t,z){z=t.ownerDocument.createElement(null!=z?z:"span");for(var A=Array.prototype.slice.call(t.attributes);attr=A.pop();)z.setAttribute(attr.nodeName,attr.nodeValue);z.innerHTML=t.innerHTML;t.parentNode.replaceChild(z,t)};Graph.prototype.processElements=function(t,z){if(null!=t){t=t.getElementsByTagName("*");for(var A=0;A<t.length;A++)z(t[A])}};Graph.prototype.updateLabelElements=function(t,z,A){t=null!=t?t:this.getSelectionCells();for(var E=document.createElement("div"), -H=0;H<t.length;H++)if(this.isHtmlLabel(t[H])){var L=this.convertValueToString(t[H]);if(null!=L&&0<L.length){E.innerHTML=L;for(var W=E.getElementsByTagName(null!=A?A:"*"),ha=0;ha<W.length;ha++)z(W[ha]);E.innerHTML!=L&&this.cellLabelChanged(t[H],E.innerHTML)}}};Graph.prototype.cellLabelChanged=function(t,z,A){z=Graph.zapGremlins(z);this.model.beginUpdate();try{if(null!=t.value&&"object"==typeof t.value){if(this.isReplacePlaceholders(t)&&null!=t.getAttribute("placeholder"))for(var E=t.getAttribute("placeholder"), +H=0;H<t.length;H++)if(this.isHtmlLabel(t[H])){var L=this.convertValueToString(t[H]);if(null!=L&&0<L.length){E.innerHTML=L;for(var W=E.getElementsByTagName(null!=A?A:"*"),ia=0;ia<W.length;ia++)z(W[ia]);E.innerHTML!=L&&this.cellLabelChanged(t[H],E.innerHTML)}}};Graph.prototype.cellLabelChanged=function(t,z,A){z=Graph.zapGremlins(z);this.model.beginUpdate();try{if(null!=t.value&&"object"==typeof t.value){if(this.isReplacePlaceholders(t)&&null!=t.getAttribute("placeholder"))for(var E=t.getAttribute("placeholder"), H=t;null!=H;){if(H==this.model.getRoot()||null!=H.value&&"object"==typeof H.value&&H.hasAttribute(E)){this.setAttributeForCell(H,E,z);break}H=this.model.getParent(H)}var L=t.value.cloneNode(!0);Graph.translateDiagram&&null!=Graph.diagramLanguage&&L.hasAttribute("label_"+Graph.diagramLanguage)?L.setAttribute("label_"+Graph.diagramLanguage,z):L.setAttribute("label",z);z=L}mxGraph.prototype.cellLabelChanged.apply(this,arguments)}finally{this.model.endUpdate()}};Graph.prototype.cellsRemoved=function(t){if(null!= t){for(var z=new mxDictionary,A=0;A<t.length;A++)z.put(t[A],!0);var E=[];for(A=0;A<t.length;A++){var H=this.model.getParent(t[A]);null==H||z.get(H)||(z.put(H,!0),E.push(H))}for(A=0;A<E.length;A++)if(H=this.view.getState(E[A]),null!=H&&(this.model.isEdge(H.cell)||this.model.isVertex(H.cell))&&this.isCellDeletable(H.cell)&&this.isTransparentState(H)){for(var L=!0,W=0;W<this.model.getChildCount(H.cell)&&L;W++)z.get(this.model.getChildAt(H.cell,W))||(L=!1);L&&t.push(H.cell)}}mxGraph.prototype.cellsRemoved.apply(this, arguments)};Graph.prototype.removeCellsAfterUngroup=function(t){for(var z=[],A=0;A<t.length;A++)this.isCellDeletable(t[A])&&this.isTransparentState(this.view.getState(t[A]))&&z.push(t[A]);t=z;mxGraph.prototype.removeCellsAfterUngroup.apply(this,arguments)};Graph.prototype.setLinkForCell=function(t,z){this.setAttributeForCell(t,"link",z)};Graph.prototype.setTooltipForCell=function(t,z){var A="tooltip";Graph.translateDiagram&&null!=Graph.diagramLanguage&&mxUtils.isNode(t.value)&&t.value.hasAttribute("tooltip_"+ Graph.diagramLanguage)&&(A="tooltip_"+Graph.diagramLanguage);this.setAttributeForCell(t,A,z)};Graph.prototype.getAttributeForCell=function(t,z,A){t=null!=t.value&&"object"===typeof t.value?t.value.getAttribute(z):null;return null!=t?t:A};Graph.prototype.setAttributeForCell=function(t,z,A){if(null!=t.value&&"object"==typeof t.value)var E=t.value.cloneNode(!0);else E=mxUtils.createXmlDocument().createElement("UserObject"),E.setAttribute("label",t.value||"");null!=A?E.setAttribute(z,A):E.removeAttribute(z); -this.model.setValue(t,E)};var C=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(t,z,A,E){this.getModel();if(mxEvent.isAltDown(z))return null;for(var H=0;H<t.length;H++){var L=this.model.getParent(t[H]);if(this.model.isEdge(L)&&0>mxUtils.indexOf(t,L))return null}L=C.apply(this,arguments);var W=!0;for(H=0;H<t.length&&W;H++)W=W&&this.isTableRow(t[H]);W&&(this.isTableCell(L)&&(L=this.model.getParent(L)),this.isTableRow(L)&&(L=this.model.getParent(L)),this.isTable(L)||(L=null));return L}; +this.model.setValue(t,E)};var D=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(t,z,A,E){this.getModel();if(mxEvent.isAltDown(z))return null;for(var H=0;H<t.length;H++){var L=this.model.getParent(t[H]);if(this.model.isEdge(L)&&0>mxUtils.indexOf(t,L))return null}L=D.apply(this,arguments);var W=!0;for(H=0;H<t.length&&W;H++)W=W&&this.isTableRow(t[H]);W&&(this.isTableCell(L)&&(L=this.model.getParent(L)),this.isTableRow(L)&&(L=this.model.getParent(L)),this.isTable(L)||(L=null));return L}; Graph.prototype.click=function(t){mxGraph.prototype.click.call(this,t);this.firstClickState=t.getState();this.firstClickSource=t.getSource()};Graph.prototype.dblClick=function(t,z){this.isEnabled()&&(z=this.insertTextForEvent(t,z),mxGraph.prototype.dblClick.call(this,t,z))};Graph.prototype.insertTextForEvent=function(t,z){var A=mxUtils.convertPoint(this.container,mxEvent.getClientX(t),mxEvent.getClientY(t));if(null!=t&&!this.model.isVertex(z)){var E=this.model.isEdge(z)?this.view.getState(z):null, H=mxEvent.getSource(t);this.firstClickState!=E||this.firstClickSource!=H||null!=E&&null!=E.text&&null!=E.text.node&&null!=E.text.boundingBox&&(mxUtils.contains(E.text.boundingBox,A.x,A.y)||mxUtils.isAncestorNode(E.text.node,mxEvent.getSource(t)))||(null!=E||this.isCellLocked(this.getDefaultParent()))&&(null==E||this.isCellLocked(E.cell))||!(null!=E||mxClient.IS_SVG&&H==this.view.getCanvas().ownerSVGElement)||(null==E&&(E=this.view.getState(this.getCellAt(A.x,A.y))),z=this.addText(A.x,A.y,E))}return z}; Graph.prototype.getInsertPoint=function(){var t=this.getGridSize(),z=this.container.scrollLeft/this.view.scale-this.view.translate.x,A=this.container.scrollTop/this.view.scale-this.view.translate.y;if(this.pageVisible){var E=this.getPageLayout(),H=this.getPageSize();z=Math.max(z,E.x*H.width);A=Math.max(A,E.y*H.height)}return new mxPoint(this.snap(z+t),this.snap(A+t))};Graph.prototype.getFreeInsertPoint=function(){var t=this.view,z=this.getGraphBounds(),A=this.getInsertPoint(),E=this.snap(Math.round(Math.max(A.x, z.x/t.scale-t.translate.x+(0==z.width?2*this.gridSize:0))));t=this.snap(Math.round(Math.max(A.y,(z.y+z.height)/t.scale-t.translate.y+2*this.gridSize)));return new mxPoint(E,t)};Graph.prototype.getCenterInsertPoint=function(t){t=null!=t?t:new mxRectangle;return mxUtils.hasScrollbars(this.container)?new mxPoint(this.snap(Math.round((this.container.scrollLeft+this.container.clientWidth/2)/this.view.scale-this.view.translate.x-t.width/2)),this.snap(Math.round((this.container.scrollTop+this.container.clientHeight/ 2)/this.view.scale-this.view.translate.y-t.height/2))):new mxPoint(this.snap(Math.round(this.container.clientWidth/2/this.view.scale-this.view.translate.x-t.width/2)),this.snap(Math.round(this.container.clientHeight/2/this.view.scale-this.view.translate.y-t.height/2)))};Graph.prototype.isMouseInsertPoint=function(){return!1};Graph.prototype.addText=function(t,z,A){var E=new mxCell;E.value="Text";E.geometry=new mxGeometry(0,0,0,0);E.vertex=!0;if(null!=A&&this.model.isEdge(A.cell)){E.style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];"; E.geometry.relative=!0;E.connectable=!1;var H=this.view.getRelativePoint(A,t,z);E.geometry.x=Math.round(1E4*H.x)/1E4;E.geometry.y=Math.round(H.y);E.geometry.offset=new mxPoint(0,0);H=this.view.getPoint(A,E.geometry);var L=this.view.scale;E.geometry.offset=new mxPoint(Math.round((t-H.x)/L),Math.round((z-H.y)/L))}else H=this.view.translate,E.style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];",E.geometry.width=40,E.geometry.height=20,E.geometry.x=Math.round(t/this.view.scale)- -H.x-(null!=A?A.origin.x:0),E.geometry.y=Math.round(z/this.view.scale)-H.y-(null!=A?A.origin.y:0),E.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([E],null!=A?A.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[E])),this.autoSizeCell(E)}finally{this.getModel().endUpdate()}return E};Graph.prototype.addClickHandler=function(t,z,A){var E=mxUtils.bind(this,function(){var fa=this.container.getElementsByTagName("a");if(null!=fa)for(var ja=0;ja<fa.length;ja++){var ua= -this.getAbsoluteUrl(fa[ja].getAttribute("href"));null!=ua&&(fa[ja].setAttribute("rel",this.linkRelation),fa[ja].setAttribute("href",ua),null!=z&&mxEvent.addGestureListeners(fa[ja],null,null,z))}});this.model.addListener(mxEvent.CHANGE,E);E();var H=this.container.style.cursor,L=this.getTolerance(),W=this,ha={currentState:null,currentLink:null,currentTarget:null,highlight:null!=t&&""!=t&&t!=mxConstants.NONE?new mxCellHighlight(W,t,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(fa){var ja= -fa.sourceState;if(null==ja||null==W.getLinkForCell(ja.cell))fa=W.getCellAt(fa.getGraphX(),fa.getGraphY(),null,null,null,function(ua,Aa,Ea){return null==W.getLinkForCell(ua.cell)}),ja=null==ja||W.model.isAncestor(fa,ja.cell)?W.view.getState(fa):null;ja!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=ja,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(fa,ja){this.startX=ja.getGraphX();this.startY=ja.getGraphY();this.scrollLeft=W.container.scrollLeft; -this.scrollTop=W.container.scrollTop;null==this.currentLink&&"auto"==W.container.style.overflow&&(W.container.style.cursor="move");this.updateCurrentState(ja)},mouseMove:function(fa,ja){if(W.isMouseDown)null!=this.currentLink&&(fa=Math.abs(this.startX-ja.getGraphX()),ja=Math.abs(this.startY-ja.getGraphY()),(fa>L||ja>L)&&this.clear());else{for(fa=ja.getSource();null!=fa&&"a"!=fa.nodeName.toLowerCase();)fa=fa.parentNode;null!=fa?this.clear():(null!=W.tooltipHandler&&null!=this.currentLink&&null!=this.currentState&& -W.tooltipHandler.reset(ja,!0,this.currentState),(null==this.currentState||ja.getState()!=this.currentState&&null!=ja.sourceState||!W.intersects(this.currentState,ja.getGraphX(),ja.getGraphY()))&&this.updateCurrentState(ja))}},mouseUp:function(fa,ja){var ua=ja.getSource();for(fa=ja.getEvent();null!=ua&&"a"!=ua.nodeName.toLowerCase();)ua=ua.parentNode;null==ua&&Math.abs(this.scrollLeft-W.container.scrollLeft)<L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&(null==ja.sourceState||!ja.isSource(ja.sourceState.control))&& -((mxEvent.isLeftMouseButton(fa)||mxEvent.isMiddleMouseButton(fa))&&!mxEvent.isPopupTrigger(fa)||mxEvent.isTouchEvent(fa))&&(null!=this.currentLink?(ua=W.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&ua||null==z||z(fa,this.currentLink),mxEvent.isConsumed(fa)||(fa=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(fa)?"_blank":ua?W.linkTarget:"_top",W.openLink(this.currentLink,fa),ja.consume())):null!=A&&!ja.isConsumed()&&Math.abs(this.scrollLeft-W.container.scrollLeft)< -L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&Math.abs(this.startX-ja.getGraphX())<L&&Math.abs(this.startY-ja.getGraphY())<L&&A(ja.getEvent()));this.clear()},activate:function(fa){this.currentLink=W.getAbsoluteUrl(W.getLinkForCell(fa.cell));null!=this.currentLink&&(this.currentTarget=W.getLinkTargetForCell(fa.cell),W.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(fa))},clear:function(){null!=W.container&&(W.container.style.cursor=H);this.currentLink=this.currentState= -this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=W.tooltipHandler&&W.tooltipHandler.hide()}};W.click=function(fa){};W.addMouseListener(ha);mxEvent.addListener(document,"mouseleave",function(fa){ha.clear()})};Graph.prototype.duplicateCells=function(t,z){t=null!=t?t:this.getSelectionCells();z=null!=z?z:!0;for(var A=0;A<t.length;A++)this.isTableCell(t[A])&&(t[A]=this.model.getParent(t[A]));t=this.model.getTopmostCells(t);var E=this.getModel(),H=this.gridSize,L=[];E.beginUpdate(); -try{var W={},ha=this.createCellLookup(t),fa=this.cloneCells(t,!1,W,!0);for(A=0;A<t.length;A++){var ja=E.getParent(t[A]);if(null!=ja){var ua=this.moveCells([fa[A]],H,H,!1)[0];L.push(ua);if(z)E.add(ja,fa[A]);else{var Aa=ja.getIndex(t[A]);E.add(ja,fa[A],Aa+1)}if(this.isTable(ja)){var Ea=this.getCellGeometry(fa[A]),Ma=this.getCellGeometry(ja);null!=Ea&&null!=Ma&&(Ma=Ma.clone(),Ma.height+=Ea.height,E.setGeometry(ja,Ma))}}else L.push(fa[A])}this.updateCustomLinks(this.createCellMapping(W,ha),fa,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED, -"cells",fa))}finally{E.endUpdate()}return L};Graph.prototype.insertImage=function(t,z,A){if(null!=t&&null!=this.cellEditor.textarea){for(var E=this.cellEditor.textarea.getElementsByTagName("img"),H=[],L=0;L<E.length;L++)H.push(E[L]);document.execCommand("insertimage",!1,t);t=this.cellEditor.textarea.getElementsByTagName("img");if(t.length==H.length+1)for(L=t.length-1;0<=L;L--)if(0==L||t[L]!=H[L-1]){t[L].setAttribute("width",z);t[L].setAttribute("height",A);break}}};Graph.prototype.insertLink=function(t){if(null!= +H.x-(null!=A?A.origin.x:0),E.geometry.y=Math.round(z/this.view.scale)-H.y-(null!=A?A.origin.y:0),E.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([E],null!=A?A.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[E])),this.autoSizeCell(E)}finally{this.getModel().endUpdate()}return E};Graph.prototype.addClickHandler=function(t,z,A){var E=mxUtils.bind(this,function(){var ea=this.container.getElementsByTagName("a");if(null!=ea)for(var ja=0;ja<ea.length;ja++){var ta= +this.getAbsoluteUrl(ea[ja].getAttribute("href"));null!=ta&&(ea[ja].setAttribute("rel",this.linkRelation),ea[ja].setAttribute("href",ta),null!=z&&mxEvent.addGestureListeners(ea[ja],null,null,z))}});this.model.addListener(mxEvent.CHANGE,E);E();var H=this.container.style.cursor,L=this.getTolerance(),W=this,ia={currentState:null,currentLink:null,currentTarget:null,highlight:null!=t&&""!=t&&t!=mxConstants.NONE?new mxCellHighlight(W,t,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(ea){var ja= +ea.sourceState;if(null==ja||null==W.getLinkForCell(ja.cell))ea=W.getCellAt(ea.getGraphX(),ea.getGraphY(),null,null,null,function(ta,Aa,Ea){return null==W.getLinkForCell(ta.cell)}),ja=null==ja||W.model.isAncestor(ea,ja.cell)?W.view.getState(ea):null;ja!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=ja,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(ea,ja){this.startX=ja.getGraphX();this.startY=ja.getGraphY();this.scrollLeft=W.container.scrollLeft; +this.scrollTop=W.container.scrollTop;null==this.currentLink&&"auto"==W.container.style.overflow&&(W.container.style.cursor="move");this.updateCurrentState(ja)},mouseMove:function(ea,ja){if(W.isMouseDown)null!=this.currentLink&&(ea=Math.abs(this.startX-ja.getGraphX()),ja=Math.abs(this.startY-ja.getGraphY()),(ea>L||ja>L)&&this.clear());else{for(ea=ja.getSource();null!=ea&&"a"!=ea.nodeName.toLowerCase();)ea=ea.parentNode;null!=ea?this.clear():(null!=W.tooltipHandler&&null!=this.currentLink&&null!=this.currentState&& +W.tooltipHandler.reset(ja,!0,this.currentState),(null==this.currentState||ja.getState()!=this.currentState&&null!=ja.sourceState||!W.intersects(this.currentState,ja.getGraphX(),ja.getGraphY()))&&this.updateCurrentState(ja))}},mouseUp:function(ea,ja){var ta=ja.getSource();for(ea=ja.getEvent();null!=ta&&"a"!=ta.nodeName.toLowerCase();)ta=ta.parentNode;null==ta&&Math.abs(this.scrollLeft-W.container.scrollLeft)<L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&(null==ja.sourceState||!ja.isSource(ja.sourceState.control))&& +((mxEvent.isLeftMouseButton(ea)||mxEvent.isMiddleMouseButton(ea))&&!mxEvent.isPopupTrigger(ea)||mxEvent.isTouchEvent(ea))&&(null!=this.currentLink?(ta=W.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&ta||null==z||z(ea,this.currentLink),mxEvent.isConsumed(ea)||(ea=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(ea)?"_blank":ta?W.linkTarget:"_top",W.openLink(this.currentLink,ea),ja.consume())):null!=A&&!ja.isConsumed()&&Math.abs(this.scrollLeft-W.container.scrollLeft)< +L&&Math.abs(this.scrollTop-W.container.scrollTop)<L&&Math.abs(this.startX-ja.getGraphX())<L&&Math.abs(this.startY-ja.getGraphY())<L&&A(ja.getEvent()));this.clear()},activate:function(ea){this.currentLink=W.getAbsoluteUrl(W.getLinkForCell(ea.cell));null!=this.currentLink&&(this.currentTarget=W.getLinkTargetForCell(ea.cell),W.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(ea))},clear:function(){null!=W.container&&(W.container.style.cursor=H);this.currentLink=this.currentState= +this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=W.tooltipHandler&&W.tooltipHandler.hide()}};W.click=function(ea){};W.addMouseListener(ia);mxEvent.addListener(document,"mouseleave",function(ea){ia.clear()})};Graph.prototype.duplicateCells=function(t,z){t=null!=t?t:this.getSelectionCells();z=null!=z?z:!0;for(var A=0;A<t.length;A++)this.isTableCell(t[A])&&(t[A]=this.model.getParent(t[A]));t=this.model.getTopmostCells(t);var E=this.getModel(),H=this.gridSize,L=[];E.beginUpdate(); +try{var W={},ia=this.createCellLookup(t),ea=this.cloneCells(t,!1,W,!0);for(A=0;A<t.length;A++){var ja=E.getParent(t[A]);if(null!=ja){var ta=this.moveCells([ea[A]],H,H,!1)[0];L.push(ta);if(z)E.add(ja,ea[A]);else{var Aa=ja.getIndex(t[A]);E.add(ja,ea[A],Aa+1)}if(this.isTable(ja)){var Ea=this.getCellGeometry(ea[A]),Ma=this.getCellGeometry(ja);null!=Ea&&null!=Ma&&(Ma=Ma.clone(),Ma.height+=Ea.height,E.setGeometry(ja,Ma))}}else L.push(ea[A])}this.updateCustomLinks(this.createCellMapping(W,ia),ea,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED, +"cells",ea))}finally{E.endUpdate()}return L};Graph.prototype.insertImage=function(t,z,A){if(null!=t&&null!=this.cellEditor.textarea){for(var E=this.cellEditor.textarea.getElementsByTagName("img"),H=[],L=0;L<E.length;L++)H.push(E[L]);document.execCommand("insertimage",!1,t);t=this.cellEditor.textarea.getElementsByTagName("img");if(t.length==H.length+1)for(L=t.length-1;0<=L;L--)if(0==L||t[L]!=H[L-1]){t[L].setAttribute("width",z);t[L].setAttribute("height",A);break}}};Graph.prototype.insertLink=function(t){if(null!= this.cellEditor.textarea)if(0==t.length)document.execCommand("unlink",!1);else if(mxClient.IS_FF){for(var z=this.cellEditor.textarea.getElementsByTagName("a"),A=[],E=0;E<z.length;E++)A.push(z[E]);document.execCommand("createlink",!1,mxUtils.trim(t));z=this.cellEditor.textarea.getElementsByTagName("a");if(z.length==A.length+1)for(E=z.length-1;0<=E;E--)if(z[E]!=A[E-1]){for(z=z[E].getElementsByTagName("a");0<z.length;){for(A=z[0].parentNode;null!=z[0].firstChild;)A.insertBefore(z[0].firstChild,z[0]); A.removeChild(z[0])}break}}else document.execCommand("createlink",!1,mxUtils.trim(t))};Graph.prototype.isCellResizable=function(t){var z=mxGraph.prototype.isCellResizable.apply(this,arguments),A=this.getCurrentCellStyle(t);return!this.isTableCell(t)&&!this.isTableRow(t)&&(z||"0"!=mxUtils.getValue(A,mxConstants.STYLE_RESIZABLE,"1")&&"wrap"==A[mxConstants.STYLE_WHITE_SPACE])};Graph.prototype.distributeCells=function(t,z){null==z&&(z=this.getSelectionCells());if(null!=z&&1<z.length){for(var A=[],E=null, -H=null,L=0;L<z.length;L++)if(this.getModel().isVertex(z[L])){var W=this.view.getState(z[L]);if(null!=W){var ha=t?W.getCenterX():W.getCenterY();E=null!=E?Math.max(E,ha):ha;H=null!=H?Math.min(H,ha):ha;A.push(W)}}if(2<A.length){A.sort(function(Aa,Ea){return t?Aa.x-Ea.x:Aa.y-Ea.y});W=this.view.translate;ha=this.view.scale;H=H/ha-(t?W.x:W.y);E=E/ha-(t?W.x:W.y);this.getModel().beginUpdate();try{var fa=(E-H)/(A.length-1);E=H;for(L=1;L<A.length-1;L++){var ja=this.view.getState(this.model.getParent(A[L].cell)), -ua=this.getCellGeometry(A[L].cell);E+=fa;null!=ua&&null!=ja&&(ua=ua.clone(),t?ua.x=Math.round(E-ua.width/2)-ja.origin.x:ua.y=Math.round(E-ua.height/2)-ja.origin.y,this.getModel().setGeometry(A[L].cell,ua))}}finally{this.getModel().endUpdate()}}}return z};Graph.prototype.isCloneEvent=function(t){return mxClient.IS_MAC&&mxEvent.isMetaDown(t)||mxEvent.isControlDown(t)};Graph.prototype.createSvgImageExport=function(){var t=new mxImageExport;t.getLinkForCellState=mxUtils.bind(this,function(z,A){return this.getLinkForCell(z.cell)}); -return t};Graph.prototype.parseBackgroundImage=function(t){var z=null;null!=t&&0<t.length&&(t=JSON.parse(t),z=new mxImage(t.src,t.width,t.height));return z};Graph.prototype.getBackgroundImageObject=function(t){return t};Graph.prototype.getSvg=function(t,z,A,E,H,L,W,ha,fa,ja,ua,Aa,Ea,Ma){var La=null;if(null!=Ma)for(La=new mxDictionary,ua=0;ua<Ma.length;ua++)La.put(Ma[ua],!0);if(Ma=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(),this.sizeDidChange();try{z=null!=z?z:1;A=null!=A? +H=null,L=0;L<z.length;L++)if(this.getModel().isVertex(z[L])){var W=this.view.getState(z[L]);if(null!=W){var ia=t?W.getCenterX():W.getCenterY();E=null!=E?Math.max(E,ia):ia;H=null!=H?Math.min(H,ia):ia;A.push(W)}}if(2<A.length){A.sort(function(Aa,Ea){return t?Aa.x-Ea.x:Aa.y-Ea.y});W=this.view.translate;ia=this.view.scale;H=H/ia-(t?W.x:W.y);E=E/ia-(t?W.x:W.y);this.getModel().beginUpdate();try{var ea=(E-H)/(A.length-1);E=H;for(L=1;L<A.length-1;L++){var ja=this.view.getState(this.model.getParent(A[L].cell)), +ta=this.getCellGeometry(A[L].cell);E+=ea;null!=ta&&null!=ja&&(ta=ta.clone(),t?ta.x=Math.round(E-ta.width/2)-ja.origin.x:ta.y=Math.round(E-ta.height/2)-ja.origin.y,this.getModel().setGeometry(A[L].cell,ta))}}finally{this.getModel().endUpdate()}}}return z};Graph.prototype.isCloneEvent=function(t){return mxClient.IS_MAC&&mxEvent.isMetaDown(t)||mxEvent.isControlDown(t)};Graph.prototype.createSvgImageExport=function(){var t=new mxImageExport;t.getLinkForCellState=mxUtils.bind(this,function(z,A){return this.getLinkForCell(z.cell)}); +return t};Graph.prototype.parseBackgroundImage=function(t){var z=null;null!=t&&0<t.length&&(t=JSON.parse(t),z=new mxImage(t.src,t.width,t.height));return z};Graph.prototype.getBackgroundImageObject=function(t){return t};Graph.prototype.getSvg=function(t,z,A,E,H,L,W,ia,ea,ja,ta,Aa,Ea,Ma){var La=null;if(null!=Ma)for(La=new mxDictionary,ta=0;ta<Ma.length;ta++)La.put(Ma[ta],!0);if(Ma=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(),this.sizeDidChange();try{z=null!=z?z:1;A=null!=A? A:0;H=null!=H?H:!0;L=null!=L?L:!0;W=null!=W?W:!0;ja=null!=ja?ja:!1;var Ia="page"==Ea?this.view.getBackgroundPageBounds():L&&null==La||E||"diagram"==Ea?this.getGraphBounds():this.getBoundingBox(this.getSelectionCells()),Fa=this.view.scale;"diagram"==Ea&&null!=this.backgroundImage&&(Ia=mxRectangle.fromRectangle(Ia),Ia.add(new mxRectangle((this.view.translate.x+this.backgroundImage.x)*Fa,(this.view.translate.y+this.backgroundImage.y)*Fa,this.backgroundImage.width*Fa,this.backgroundImage.height*Fa))); if(null==Ia)throw Error(mxResources.get("drawingEmpty"));E=z/Fa;Ea=H?-.5:0;var Ga=Graph.createSvgNode(Ea,Ea,Math.max(1,Math.ceil(Ia.width*E)+2*A)+(ja&&0==A?5:0),Math.max(1,Math.ceil(Ia.height*E)+2*A)+(ja&&0==A?5:0),t),Oa=Ga.ownerDocument,Pa=null!=Oa.createElementNS?Oa.createElementNS(mxConstants.NS_SVG,"g"):Oa.createElement("g");Ga.appendChild(Pa);var Na=this.createSvgCanvas(Pa);Na.foOffset=H?-.5:0;Na.textOffset=H?-.5:0;Na.imageOffset=H?-.5:0;Na.translate(Math.floor(A/z-Ia.x/Fa),Math.floor(A/z-Ia.y/ -Fa));var Sa=document.createElement("div"),eb=Na.getAlternateText;Na.getAlternateText=function(cb,mb,Za,ib,gb,Wa,qb,tb,nb,fb,Ra,rb,xb){if(null!=Wa&&0<this.state.fontSize)try{mxUtils.isNode(Wa)?Wa=Wa.innerText:(Sa.innerHTML=Wa,Wa=mxUtils.extractTextWithWhitespace(Sa.childNodes));for(var kb=Math.ceil(2*ib/this.state.fontSize),hb=[],ob=0,lb=0;(0==kb||ob<kb)&&lb<Wa.length;){var sb=Wa.charCodeAt(lb);if(10==sb||13==sb){if(0<ob)break}else hb.push(Wa.charAt(lb)),255>sb&&ob++;lb++}hb.length<Wa.length&&1<Wa.length- -hb.length&&(Wa=mxUtils.trim(hb.join(""))+"...");return Wa}catch(c){return eb.apply(this,arguments)}else return eb.apply(this,arguments)};var ab=this.backgroundImage;if(null!=ab){t=Fa/z;var pb=this.view.translate;Ea=new mxRectangle((ab.x+pb.x)*t,(ab.y+pb.y)*t,ab.width*t,ab.height*t);mxUtils.intersects(Ia,Ea)&&Na.image(ab.x+pb.x,ab.y+pb.y,ab.width,ab.height,ab.src,!0)}Na.scale(E);Na.textEnabled=W;ha=null!=ha?ha:this.createSvgImageExport();var ub=ha.drawCellState,vb=ha.getLinkForCellState;ha.getLinkForCellState= -function(cb,mb){var Za=vb.apply(this,arguments);return null==Za||cb.view.graph.isCustomLink(Za)?null:Za};ha.getLinkTargetForCellState=function(cb,mb){return cb.view.graph.getLinkTargetForCell(cb.cell)};ha.drawCellState=function(cb,mb){for(var Za=cb.view.graph,ib=null!=La?La.get(cb.cell):Za.isCellSelected(cb.cell),gb=Za.model.getParent(cb.cell);!(L&&null==La||ib)&&null!=gb;)ib=null!=La?La.get(gb):Za.isCellSelected(gb),gb=Za.model.getParent(gb);(L&&null==La||ib)&&ub.apply(this,arguments)};ha.drawState(this.getView().getState(this.model.root), -Na);this.updateSvgLinks(Ga,fa,!0);this.addForeignObjectWarning(Na,Ga);return Ga}finally{Ma&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(t,z){if("0"!=urlParams["svg-warning"]&&0<z.getElementsByTagName("foreignObject").length){var A=t.createElement("switch"),E=t.createElement("g");E.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility");var H=t.createElement("a");H.setAttribute("transform","translate(0,-5)"); +Fa));var Sa=document.createElement("div"),eb=Na.getAlternateText;Na.getAlternateText=function(cb,mb,Wa,gb,hb,Xa,sb,qb,ub,nb,fb,Ra,rb){if(null!=Xa&&0<this.state.fontSize)try{mxUtils.isNode(Xa)?Xa=Xa.innerText:(Sa.innerHTML=Xa,Xa=mxUtils.extractTextWithWhitespace(Sa.childNodes));for(var tb=Math.ceil(2*gb/this.state.fontSize),ib=[],jb=0,lb=0;(0==tb||jb<tb)&&lb<Xa.length;){var ob=Xa.charCodeAt(lb);if(10==ob||13==ob){if(0<jb)break}else ib.push(Xa.charAt(lb)),255>ob&&jb++;lb++}ib.length<Xa.length&&1<Xa.length- +ib.length&&(Xa=mxUtils.trim(ib.join(""))+"...");return Xa}catch(yb){return eb.apply(this,arguments)}else return eb.apply(this,arguments)};var ab=this.backgroundImage;if(null!=ab){t=Fa/z;var pb=this.view.translate;Ea=new mxRectangle((ab.x+pb.x)*t,(ab.y+pb.y)*t,ab.width*t,ab.height*t);mxUtils.intersects(Ia,Ea)&&Na.image(ab.x+pb.x,ab.y+pb.y,ab.width,ab.height,ab.src,!0)}Na.scale(E);Na.textEnabled=W;ia=null!=ia?ia:this.createSvgImageExport();var vb=ia.drawCellState,wb=ia.getLinkForCellState;ia.getLinkForCellState= +function(cb,mb){var Wa=wb.apply(this,arguments);return null==Wa||cb.view.graph.isCustomLink(Wa)?null:Wa};ia.getLinkTargetForCellState=function(cb,mb){return cb.view.graph.getLinkTargetForCell(cb.cell)};ia.drawCellState=function(cb,mb){for(var Wa=cb.view.graph,gb=null!=La?La.get(cb.cell):Wa.isCellSelected(cb.cell),hb=Wa.model.getParent(cb.cell);!(L&&null==La||gb)&&null!=hb;)gb=null!=La?La.get(hb):Wa.isCellSelected(hb),hb=Wa.model.getParent(hb);(L&&null==La||gb)&&vb.apply(this,arguments)};ia.drawState(this.getView().getState(this.model.root), +Na);this.updateSvgLinks(Ga,ea,!0);this.addForeignObjectWarning(Na,Ga);return Ga}finally{Ma&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(t,z){if("0"!=urlParams["svg-warning"]&&0<z.getElementsByTagName("foreignObject").length){var A=t.createElement("switch"),E=t.createElement("g");E.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility");var H=t.createElement("a");H.setAttribute("transform","translate(0,-5)"); null==H.setAttributeNS||z.ownerDocument!=document&&null==document.documentMode?(H.setAttribute("xlink:href",Graph.foreignObjectWarningLink),H.setAttribute("target","_blank")):(H.setAttributeNS(mxConstants.NS_XLINK,"xlink:href",Graph.foreignObjectWarningLink),H.setAttributeNS(mxConstants.NS_XLINK,"target","_blank"));t=t.createElement("text");t.setAttribute("text-anchor","middle");t.setAttribute("font-size","10px");t.setAttribute("x","50%");t.setAttribute("y","100%");mxUtils.write(t,Graph.foreignObjectWarningText); A.appendChild(E);H.appendChild(t);A.appendChild(H);z.appendChild(A)}};Graph.prototype.updateSvgLinks=function(t,z,A){t=t.getElementsByTagName("a");for(var E=0;E<t.length;E++)if(null==t[E].getAttribute("target")){var H=t[E].getAttribute("href");null==H&&(H=t[E].getAttribute("xlink:href"));null!=H&&(null!=z&&/^https?:\/\//.test(H)?t[E].setAttribute("target",z):A&&this.isCustomLink(H)&&t[E].setAttribute("href","javascript:void(0);"))}};Graph.prototype.createSvgCanvas=function(t){t=new mxSvgCanvas2D(t); t.minStrokeWidth=this.cellRenderer.minSvgStrokeWidth;t.pointerEvents=!0;return t};Graph.prototype.getSelectedElement=function(){var t=null;if(window.getSelection){var z=window.getSelection();z.getRangeAt&&z.rangeCount&&(t=z.getRangeAt(0).commonAncestorContainer)}else document.selection&&(t=document.selection.createRange().parentElement());return t};Graph.prototype.getSelectedEditingElement=function(){for(var t=this.getSelectedElement();null!=t&&t.nodeType!=mxConstants.NODETYPE_ELEMENT;)t=t.parentNode; @@ -3150,66 +3153,66 @@ null!=t&&t==this.cellEditor.textarea&&1==this.cellEditor.textarea.children.lengt function(t){var z=null;if(window.getSelection){if(z=window.getSelection(),z.getRangeAt&&z.rangeCount){var A=document.createRange();A.selectNode(t);z.removeAllRanges();z.addRange(A)}}else(z=document.selection)&&"Control"!=z.type&&(t=z.createRange(),t.collapse(!0),A=z.createRange(),A.setEndPoint("StartToStart",t),A.select())};Graph.prototype.flipEdgePoints=function(t,z,A){var E=this.getCellGeometry(t);if(null!=E){E=E.clone();if(null!=E.points)for(var H=0;H<E.points.length;H++)z?E.points[H].x=A+(A-E.points[H].x): E.points[H].y=A+(A-E.points[H].y);H=function(L){null!=L&&(z?L.x=A+(A-L.x):L.y=A+(A-L.y))};H(E.getTerminalPoint(!0));H(E.getTerminalPoint(!1));this.model.setGeometry(t,E)}};Graph.prototype.flipChildren=function(t,z,A){this.model.beginUpdate();try{for(var E=this.model.getChildCount(t),H=0;H<E;H++){var L=this.model.getChildAt(t,H);if(this.model.isEdge(L))this.flipEdgePoints(L,z,A);else{var W=this.getCellGeometry(L);null!=W&&(W=W.clone(),z?W.x=A+(A-W.x-W.width):W.y=A+(A-W.y-W.height),this.model.setGeometry(L, W))}}}finally{this.model.endUpdate()}};Graph.prototype.flipCells=function(t,z){this.model.beginUpdate();try{t=this.model.getTopmostCells(t);for(var A=[],E=0;E<t.length;E++)if(this.model.isEdge(t[E])){var H=this.view.getState(t[E]);null!=H&&this.flipEdgePoints(t[E],z,(z?H.getCenterX():H.getCenterY())/this.view.scale-(z?H.origin.x:H.origin.y)-(z?this.view.translate.x:this.view.translate.y))}else{var L=this.getCellGeometry(t[E]);null!=L&&this.flipChildren(t[E],z,z?L.getCenterX()-L.x:L.getCenterY()-L.y); -A.push(t[E])}this.toggleCellStyles(z?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,A)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(t,z){var A=null;if(null!=t&&0<t.length){this.model.beginUpdate();try{for(var E=0;E<t.length;E++){var H=this.model.getParent(t[E]);if(this.isTable(H)){var L=this.getCellGeometry(t[E]),W=this.getCellGeometry(H);null!=L&&null!=W&&(W=W.clone(),W.height-=L.height,this.model.setGeometry(H,W))}}var ha=this.selectParentAfterDelete?this.model.getParents(t): -null;this.removeCells(t,z)}finally{this.model.endUpdate()}if(null!=ha)for(A=[],E=0;E<ha.length;E++)this.model.contains(ha[E])&&(this.model.isVertex(ha[E])||this.model.isEdge(ha[E]))&&A.push(ha[E])}return A};Graph.prototype.insertTableColumn=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=t,H=0;if(this.isTableCell(t)){var L=A.getParent(t);E=A.getParent(L);H=mxUtils.indexOf(A.getChildCells(L,!0),t)}else this.isTableRow(t)?E=A.getParent(t):t=A.getChildCells(E,!0)[0],z||(H=A.getChildCells(t, -!0).length-1);var W=A.getChildCells(E,!0),ha=Graph.minTableColumnWidth;for(t=0;t<W.length;t++){var fa=A.getChildCells(W[t],!0)[H],ja=A.cloneCell(fa,!1),ua=this.getCellGeometry(ja);ja.value=null;ja.style=mxUtils.setStyle(mxUtils.setStyle(ja.style,"rowspan",null),"colspan",null);if(null!=ua){null!=ua.alternateBounds&&(ua.width=ua.alternateBounds.width,ua.height=ua.alternateBounds.height,ua.alternateBounds=null);ha=ua.width;var Aa=this.getCellGeometry(W[t]);null!=Aa&&(ua.height=Aa.height)}A.add(W[t], -ja,H+(z?0:1))}var Ea=this.getCellGeometry(E);null!=Ea&&(Ea=Ea.clone(),Ea.width+=ha,A.setGeometry(E,Ea))}finally{A.endUpdate()}};Graph.prototype.deleteLane=function(t){var z=this.getModel();z.beginUpdate();try{var A=null;A="stackLayout"==this.getCurrentCellStyle(t).childLayout?t:z.getParent(t);var E=z.getChildCells(A,!0);0==E.length?z.remove(A):(A==t&&(t=E[E.length-1]),z.remove(t))}finally{z.endUpdate()}};Graph.prototype.insertLane=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=null; +A.push(t[E])}this.toggleCellStyles(z?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,A)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(t,z){var A=null;if(null!=t&&0<t.length){this.model.beginUpdate();try{for(var E=0;E<t.length;E++){var H=this.model.getParent(t[E]);if(this.isTable(H)){var L=this.getCellGeometry(t[E]),W=this.getCellGeometry(H);null!=L&&null!=W&&(W=W.clone(),W.height-=L.height,this.model.setGeometry(H,W))}}var ia=this.selectParentAfterDelete?this.model.getParents(t): +null;this.removeCells(t,z)}finally{this.model.endUpdate()}if(null!=ia)for(A=[],E=0;E<ia.length;E++)this.model.contains(ia[E])&&(this.model.isVertex(ia[E])||this.model.isEdge(ia[E]))&&A.push(ia[E])}return A};Graph.prototype.insertTableColumn=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=t,H=0;if(this.isTableCell(t)){var L=A.getParent(t);E=A.getParent(L);H=mxUtils.indexOf(A.getChildCells(L,!0),t)}else this.isTableRow(t)?E=A.getParent(t):t=A.getChildCells(E,!0)[0],z||(H=A.getChildCells(t, +!0).length-1);var W=A.getChildCells(E,!0),ia=Graph.minTableColumnWidth;for(t=0;t<W.length;t++){var ea=A.getChildCells(W[t],!0)[H],ja=A.cloneCell(ea,!1),ta=this.getCellGeometry(ja);ja.value=null;ja.style=mxUtils.setStyle(mxUtils.setStyle(ja.style,"rowspan",null),"colspan",null);if(null!=ta){null!=ta.alternateBounds&&(ta.width=ta.alternateBounds.width,ta.height=ta.alternateBounds.height,ta.alternateBounds=null);ia=ta.width;var Aa=this.getCellGeometry(W[t]);null!=Aa&&(ta.height=Aa.height)}A.add(W[t], +ja,H+(z?0:1))}var Ea=this.getCellGeometry(E);null!=Ea&&(Ea=Ea.clone(),Ea.width+=ia,A.setGeometry(E,Ea))}finally{A.endUpdate()}};Graph.prototype.deleteLane=function(t){var z=this.getModel();z.beginUpdate();try{var A=null;A="stackLayout"==this.getCurrentCellStyle(t).childLayout?t:z.getParent(t);var E=z.getChildCells(A,!0);0==E.length?z.remove(A):(A==t&&(t=E[E.length-1]),z.remove(t))}finally{z.endUpdate()}};Graph.prototype.insertLane=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=null; if("stackLayout"==this.getCurrentCellStyle(t).childLayout){E=t;var H=A.getChildCells(E,!0);t=H[z?0:H.length-1]}else E=A.getParent(t);var L=E.getIndex(t);t=A.cloneCell(t,!1);t.value=null;A.add(E,t,L+(z?0:1))}finally{A.endUpdate()}};Graph.prototype.insertTableRow=function(t,z){var A=this.getModel();A.beginUpdate();try{var E=t,H=t;if(this.isTableCell(t))H=A.getParent(t),E=A.getParent(H);else if(this.isTableRow(t))E=A.getParent(t);else{var L=A.getChildCells(E,!0);H=L[z?0:L.length-1]}var W=A.getChildCells(H, -!0),ha=E.getIndex(H);H=A.cloneCell(H,!1);H.value=null;var fa=this.getCellGeometry(H);if(null!=fa){for(L=0;L<W.length;L++){t=A.cloneCell(W[L],!1);t.value=null;t.style=mxUtils.setStyle(mxUtils.setStyle(t.style,"rowspan",null),"colspan",null);var ja=this.getCellGeometry(t);null!=ja&&(null!=ja.alternateBounds&&(ja.width=ja.alternateBounds.width,ja.height=ja.alternateBounds.height,ja.alternateBounds=null),ja.height=fa.height);H.insert(t)}A.add(E,H,ha+(z?0:1));var ua=this.getCellGeometry(E);null!=ua&&(ua= -ua.clone(),ua.height+=fa.height,A.setGeometry(E,ua))}}finally{A.endUpdate()}};Graph.prototype.deleteTableColumn=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(E=z.getParent(t));this.isTableRow(E)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(0==H.length)z.remove(A);else{this.isTableRow(E)||(E=H[0]);var L=z.getChildCells(E,!0);if(1>=L.length)z.remove(A);else{var W=L.length-1;this.isTableCell(t)&&(W=mxUtils.indexOf(L,t));for(E=t=0;E<H.length;E++){var ha= -z.getChildCells(H[E],!0)[W];z.remove(ha);var fa=this.getCellGeometry(ha);null!=fa&&(t=Math.max(t,fa.width))}var ja=this.getCellGeometry(A);null!=ja&&(ja=ja.clone(),ja.width-=t,z.setGeometry(A,ja))}}}finally{z.endUpdate()}};Graph.prototype.deleteTableRow=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(t=E=z.getParent(t));this.isTableRow(t)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(1>=H.length)z.remove(A);else{this.isTableRow(E)||(E=H[H.length-1]);z.remove(E); +!0),ia=E.getIndex(H);H=A.cloneCell(H,!1);H.value=null;var ea=this.getCellGeometry(H);if(null!=ea){for(L=0;L<W.length;L++){t=A.cloneCell(W[L],!1);t.value=null;t.style=mxUtils.setStyle(mxUtils.setStyle(t.style,"rowspan",null),"colspan",null);var ja=this.getCellGeometry(t);null!=ja&&(null!=ja.alternateBounds&&(ja.width=ja.alternateBounds.width,ja.height=ja.alternateBounds.height,ja.alternateBounds=null),ja.height=ea.height);H.insert(t)}A.add(E,H,ia+(z?0:1));var ta=this.getCellGeometry(E);null!=ta&&(ta= +ta.clone(),ta.height+=ea.height,A.setGeometry(E,ta))}}finally{A.endUpdate()}};Graph.prototype.deleteTableColumn=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(E=z.getParent(t));this.isTableRow(E)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(0==H.length)z.remove(A);else{this.isTableRow(E)||(E=H[0]);var L=z.getChildCells(E,!0);if(1>=L.length)z.remove(A);else{var W=L.length-1;this.isTableCell(t)&&(W=mxUtils.indexOf(L,t));for(E=t=0;E<H.length;E++){var ia= +z.getChildCells(H[E],!0)[W];z.remove(ia);var ea=this.getCellGeometry(ia);null!=ea&&(t=Math.max(t,ea.width))}var ja=this.getCellGeometry(A);null!=ja&&(ja=ja.clone(),ja.width-=t,z.setGeometry(A,ja))}}}finally{z.endUpdate()}};Graph.prototype.deleteTableRow=function(t){var z=this.getModel();z.beginUpdate();try{var A=t,E=t;this.isTableCell(t)&&(t=E=z.getParent(t));this.isTableRow(t)&&(A=z.getParent(E));var H=z.getChildCells(A,!0);if(1>=H.length)z.remove(A);else{this.isTableRow(E)||(E=H[H.length-1]);z.remove(E); t=0;var L=this.getCellGeometry(E);null!=L&&(t=L.height);var W=this.getCellGeometry(A);null!=W&&(W=W.clone(),W.height-=t,z.setGeometry(A,W))}}finally{z.endUpdate()}};Graph.prototype.insertRow=function(t,z){for(var A=t.tBodies[0],E=A.rows[0].cells,H=t=0;H<E.length;H++){var L=E[H].getAttribute("colspan");t+=null!=L?parseInt(L):1}z=A.insertRow(z);for(H=0;H<t;H++)mxUtils.br(z.insertCell(-1));return z.cells[0]};Graph.prototype.deleteRow=function(t,z){t.tBodies[0].deleteRow(z)};Graph.prototype.insertColumn= function(t,z){var A=t.tHead;if(null!=A)for(var E=0;E<A.rows.length;E++){var H=document.createElement("th");A.rows[E].appendChild(H);mxUtils.br(H)}t=t.tBodies[0];for(A=0;A<t.rows.length;A++)E=t.rows[A].insertCell(z),mxUtils.br(E);return t.rows[0].cells[0<=z?z:t.rows[0].cells.length-1]};Graph.prototype.deleteColumn=function(t,z){if(0<=z){t=t.tBodies[0].rows;for(var A=0;A<t.length;A++)t[A].cells.length>z&&t[A].deleteCell(z)}};Graph.prototype.pasteHtmlAtCaret=function(t){if(window.getSelection){var z= window.getSelection();if(z.getRangeAt&&z.rangeCount){z=z.getRangeAt(0);z.deleteContents();var A=document.createElement("div");A.innerHTML=t;t=document.createDocumentFragment();for(var E;E=A.firstChild;)lastNode=t.appendChild(E);z.insertNode(t)}}else(z=document.selection)&&"Control"!=z.type&&z.createRange().pasteHTML(t)};Graph.prototype.createLinkForHint=function(t,z){function A(H,L){H.length>L&&(H=H.substring(0,Math.round(L/2))+"..."+H.substring(H.length-Math.round(L/4)));return H}t=null!=t?t:"javascript:void(0);"; if(null==z||0==z.length)z=this.isCustomLink(t)?this.getLinkTitle(t):t;var E=document.createElement("a");E.setAttribute("rel",this.linkRelation);E.setAttribute("href",this.getAbsoluteUrl(t));E.setAttribute("title",A(this.isCustomLink(t)?this.getLinkTitle(t):t,80));null!=this.linkTarget&&E.setAttribute("target",this.linkTarget);mxUtils.write(E,A(z,40));this.isCustomLink(t)&&mxEvent.addListener(E,"click",mxUtils.bind(this,function(H){this.customLinkClicked(t);mxEvent.consume(H)}));return E};Graph.prototype.initTouch= function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first};this.addListener(mxEvent.START_EDITING,function(L,W){this.popupMenuHandler.hideMenu()});var t=this.updateMouseEvent;this.updateMouseEvent=function(L){L=t.apply(this,arguments);if(mxEvent.isTouchEvent(L.getEvent())&&null==L.getState()){var W=this.getCellAt(L.graphX,L.graphY);null!=W&&this.isSwimlane(W)&&this.hitsSwimlaneContent(W,L.graphX,L.graphY)||(L.state=this.view.getState(W),null!=L.state&& -null!=L.state.shape&&(this.container.style.cursor=L.state.shape.node.style.cursor))}null==L.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return L};var z=!1,A=!1,E=!1,H=this.fireMouseEvent;this.fireMouseEvent=function(L,W,ha){L==mxEvent.MOUSE_DOWN&&(W=this.updateMouseEvent(W),z=this.isCellSelected(W.getCell()),A=this.isSelectionEmpty(),E=this.popupMenuHandler.isMenuShowing());H.apply(this,arguments)};this.popupMenuHandler.mouseUp=mxUtils.bind(this,function(L,W){var ha=mxEvent.isMouseEvent(W.getEvent()); -this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==W.getState()||!W.isSource(W.getState().control))&&(this.popupMenuHandler.popupTrigger||!E&&!ha&&(A&&null==W.getCell()&&this.isSelectionEmpty()||z&&this.isCellSelected(W.getCell())));ha=!z||ha?null:mxUtils.bind(this,function(fa){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var ja=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(W.getX()+ja.x+1,W.getY()+ja.y+1,fa,W.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler, -[L,W,ha])})};mxCellEditor.prototype.isContentEditing=function(){var t=this.graph.view.getState(this.editingCell);return null!=t&&1==t.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var t="";window.getSelection?t=window.getSelection():document.getSelection?t=document.getSelection():document.selection&&(t=document.selection.createRange().text); +null!=L.state.shape&&(this.container.style.cursor=L.state.shape.node.style.cursor))}null==L.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return L};var z=!1,A=!1,E=!1,H=this.fireMouseEvent;this.fireMouseEvent=function(L,W,ia){L==mxEvent.MOUSE_DOWN&&(W=this.updateMouseEvent(W),z=this.isCellSelected(W.getCell()),A=this.isSelectionEmpty(),E=this.popupMenuHandler.isMenuShowing());H.apply(this,arguments)};this.popupMenuHandler.mouseUp=mxUtils.bind(this,function(L,W){var ia=mxEvent.isMouseEvent(W.getEvent()); +this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==W.getState()||!W.isSource(W.getState().control))&&(this.popupMenuHandler.popupTrigger||!E&&!ia&&(A&&null==W.getCell()&&this.isSelectionEmpty()||z&&this.isCellSelected(W.getCell())));ia=!z||ia?null:mxUtils.bind(this,function(ea){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var ja=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(W.getX()+ja.x+1,W.getY()+ja.y+1,ea,W.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler, +[L,W,ia])})};mxCellEditor.prototype.isContentEditing=function(){var t=this.graph.view.getState(this.editingCell);return null!=t&&1==t.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var t="";window.getSelection?t=window.getSelection():document.getSelection?t=document.getSelection():document.selection&&(t=document.selection.createRange().text); return""!=t};mxCellEditor.prototype.insertTab=function(t){var z=this.textarea.ownerDocument.defaultView.getSelection(),A=z.getRangeAt(0),E="\t";if(null!=t)for(E="";0<t;)E+=" ",t--;t=document.createElement("span");t.style.whiteSpace="pre";t.appendChild(document.createTextNode(E));A.insertNode(t);A.setStartAfter(t);A.setEndAfter(t);z.removeAllRanges();z.addRange(A)};mxCellEditor.prototype.alignText=function(t,z){var A=null!=z&&mxEvent.isShiftDown(z);if(A||null!=window.getSelection&&null!=window.getSelection().containsNode){var E= !0;this.graph.processElements(this.textarea,function(H){A||window.getSelection().containsNode(H,!0)?(H.removeAttribute("align"),H.style.textAlign=null):E=!1});E&&this.graph.cellEditor.setAlign(t)}document.execCommand("justify"+t.toLowerCase(),!1,null)};mxCellEditor.prototype.saveSelection=function(){if(window.getSelection){var t=window.getSelection();if(t.getRangeAt&&t.rangeCount){for(var z=[],A=0,E=t.rangeCount;A<E;++A)z.push(t.getRangeAt(A));return z}}else if(document.selection&&document.selection.createRange)return document.selection.createRange(); -return null};mxCellEditor.prototype.restoreSelection=function(t){try{if(t)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var z=0,A=t.length;z<A;++z)sel.addRange(t[z])}else document.selection&&t.select&&t.select()}catch(E){}};var F=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel=function(t){null!=t.text&&(t.text.replaceLinefeeds="0"!=mxUtils.getValue(t.style,"nl2Br","1"));F.apply(this,arguments)};var I=mxConstraintHandler.prototype.update; -mxConstraintHandler.prototype.update=function(t,z){this.isKeepFocusEvent(t)||!mxEvent.isAltDown(t.getEvent())?I.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape=function(t){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var D=mxCellEditor.prototype.startEditing;mxCellEditor.prototype.startEditing=function(t,z){t=this.graph.getStartEditingCell(t,z);D.apply(this,arguments);var A=this.graph.view.getState(t); -this.textarea.className=null!=A&&1==A.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(t);A=this.graph.getModel().getParent(t);var E=this.graph.getCellGeometry(t);if(this.graph.getModel().isEdge(A)&&null!=E&&E.relative||this.graph.getModel().isEdge(t))this.textarea.style.outline=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var N=mxCellEditor.prototype.installListeners; +return null};mxCellEditor.prototype.restoreSelection=function(t){try{if(t)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var z=0,A=t.length;z<A;++z)sel.addRange(t[z])}else document.selection&&t.select&&t.select()}catch(E){}};var F=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel=function(t){null!=t.text&&(t.text.replaceLinefeeds="0"!=mxUtils.getValue(t.style,"nl2Br","1"));F.apply(this,arguments)};var J=mxConstraintHandler.prototype.update; +mxConstraintHandler.prototype.update=function(t,z){this.isKeepFocusEvent(t)||!mxEvent.isAltDown(t.getEvent())?J.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape=function(t){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var C=mxCellEditor.prototype.startEditing;mxCellEditor.prototype.startEditing=function(t,z){t=this.graph.getStartEditingCell(t,z);C.apply(this,arguments);var A=this.graph.view.getState(t); +this.textarea.className=null!=A&&1==A.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(t);A=this.graph.getModel().getParent(t);var E=this.graph.getCellGeometry(t);if(this.graph.getModel().isEdge(A)&&null!=E&&E.relative||this.graph.getModel().isEdge(t))this.textarea.style.outline=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var O=mxCellEditor.prototype.installListeners; mxCellEditor.prototype.installListeners=function(t){function z(H,L){L.originalNode=H;H=H.firstChild;for(var W=L.firstChild;null!=H&&null!=W;)z(H,W),H=H.nextSibling,W=W.nextSibling;return L}function A(H,L){if(null!=H)if(L.originalNode!=H)E(H);else for(H=H.firstChild,L=L.firstChild;null!=H;){var W=H.nextSibling;null==L?E(H):(A(H,L),L=L.nextSibling);H=W}}function E(H){for(var L=H.firstChild;null!=L;){var W=L.nextSibling;E(L);L=W}1==H.nodeType&&("BR"===H.nodeName||null!=H.firstChild)||3==H.nodeType&& -0!=mxUtils.trim(mxUtils.getTextContent(H)).length?(3==H.nodeType&&mxUtils.setTextContent(H,mxUtils.getTextContent(H).replace(/\n|\r/g,"")),1==H.nodeType&&(H.removeAttribute("style"),H.removeAttribute("class"),H.removeAttribute("width"),H.removeAttribute("cellpadding"),H.removeAttribute("cellspacing"),H.removeAttribute("border"))):H.parentNode.removeChild(H)}N.apply(this,arguments);7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(H){var L= -z(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?A(this.textarea,L):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var t=this.graph.view.getState(this.editingCell);if(null!=t){var z=null!=t&&"0"!=mxUtils.getValue(t.style,"nl2Br","1"),A=this.saveSelection();if(this.codeViewMode){ha= -mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<ha.length&&"\n"==ha.charAt(ha.length-1)&&(ha=ha.substring(0,ha.length-1));ha=this.graph.sanitizeHtml(z?ha.replace(/\n/g,"<br/>"):ha,!0);this.textarea.className="mxCellEditor geContentEditable";fa=mxUtils.getValue(t.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);z=mxUtils.getValue(t.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY);var E=mxUtils.getValue(t.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT), +0!=mxUtils.trim(mxUtils.getTextContent(H)).length?(3==H.nodeType&&mxUtils.setTextContent(H,mxUtils.getTextContent(H).replace(/\n|\r/g,"")),1==H.nodeType&&(H.removeAttribute("style"),H.removeAttribute("class"),H.removeAttribute("width"),H.removeAttribute("cellpadding"),H.removeAttribute("cellspacing"),H.removeAttribute("border"))):H.parentNode.removeChild(H)}O.apply(this,arguments);7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(H){var L= +z(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?A(this.textarea,L):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var t=this.graph.view.getState(this.editingCell);if(null!=t){var z=null!=t&&"0"!=mxUtils.getValue(t.style,"nl2Br","1"),A=this.saveSelection();if(this.codeViewMode){ia= +mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<ia.length&&"\n"==ia.charAt(ia.length-1)&&(ia=ia.substring(0,ia.length-1));ia=this.graph.sanitizeHtml(z?ia.replace(/\n/g,"<br/>"):ia,!0);this.textarea.className="mxCellEditor geContentEditable";ea=mxUtils.getValue(t.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);z=mxUtils.getValue(t.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY);var E=mxUtils.getValue(t.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT), H=(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,L=(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,W=[];(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&W.push("underline");(mxUtils.getValue(t.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&W.push("line-through");this.textarea.style.lineHeight= -mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(fa*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(fa)+"px";this.textarea.style.textDecoration=W.join(" ");this.textarea.style.fontWeight=H?"bold":"normal";this.textarea.style.fontStyle=L?"italic":"";this.textarea.style.fontFamily=z;this.textarea.style.textAlign=E;this.textarea.style.padding="0px";this.textarea.innerHTML!=ha&&(this.textarea.innerHTML=ha,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML= -this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&&this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var ha=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(ha=mxUtils.replaceTrailingNewlines(ha,"<div><br></div>"));ha=this.graph.sanitizeHtml(z?ha.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):ha,!0);this.textarea.className="mxCellEditor mxPlainTextEditor"; -var fa=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(fa*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(fa)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY;this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!= -ha&&(this.textarea.innerHTML=ha);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState);this.switchSelectionState=A;this.resize()}};var S=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(t,z){if(null!=this.textarea)if(t=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=t){var A=t.view.scale;this.bounds=mxRectangle.fromRectangle(t);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width= +mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ea*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ea)+"px";this.textarea.style.textDecoration=W.join(" ");this.textarea.style.fontWeight=H?"bold":"normal";this.textarea.style.fontStyle=L?"italic":"";this.textarea.style.fontFamily=z;this.textarea.style.textAlign=E;this.textarea.style.padding="0px";this.textarea.innerHTML!=ia&&(this.textarea.innerHTML=ia,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML= +this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&&this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var ia=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(ia=mxUtils.replaceTrailingNewlines(ia,"<div><br></div>"));ia=this.graph.sanitizeHtml(z?ia.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):ia,!0);this.textarea.className="mxCellEditor mxPlainTextEditor"; +var ea=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ea*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ea)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY;this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!= +ia&&(this.textarea.innerHTML=ia);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState);this.switchSelectionState=A;this.resize()}};var R=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(t,z){if(null!=this.textarea)if(t=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=t){var A=t.view.scale;this.bounds=mxRectangle.fromRectangle(t);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width= 160*A;this.bounds.height=60*A;var E=null!=t.text?t.text.margin:null;null==E&&(E=mxUtils.getAlignmentAsPoint(mxUtils.getValue(t.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),mxUtils.getValue(t.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE)));this.bounds.x+=E.x*this.bounds.width;this.bounds.y+=E.y*this.bounds.height}this.textarea.style.width=Math.round((this.bounds.width-4)/A)+"px";this.textarea.style.height=Math.round((this.bounds.height-4)/A)+"px";this.textarea.style.overflow= "auto";this.textarea.clientHeight<this.textarea.offsetHeight&&(this.textarea.style.height=Math.round(this.bounds.height/A)+(this.textarea.offsetHeight-this.textarea.clientHeight)+"px",this.bounds.height=parseInt(this.textarea.style.height)*A);this.textarea.clientWidth<this.textarea.offsetWidth&&(this.textarea.style.width=Math.round(this.bounds.width/A)+(this.textarea.offsetWidth-this.textarea.clientWidth)+"px",this.bounds.width=parseInt(this.textarea.style.width)*A);this.textarea.style.left=Math.round(this.bounds.x)+ -"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+A+","+A+")")}else this.textarea.style.height="",this.textarea.style.overflow="",S.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(t,z){if("0"==mxUtils.getValue(t.style,"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var A=this.graph.getEditingValue(t.cell,z);"1"== +"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+A+","+A+")")}else this.textarea.style.height="",this.textarea.style.overflow="",R.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(t,z){if("0"==mxUtils.getValue(t.style,"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var A=this.graph.getEditingValue(t.cell,z);"1"== mxUtils.getValue(t.style,"nl2Br","1")&&(A=A.replace(/\n/g,"<br/>"));return A=this.graph.sanitizeHtml(A,!0)};mxCellEditorGetCurrentValue=mxCellEditor.prototype.getCurrentValue;mxCellEditor.prototype.getCurrentValue=function(t){if("0"==mxUtils.getValue(t.style,"html","0"))return mxCellEditorGetCurrentValue.apply(this,arguments);var z=this.graph.sanitizeHtml(this.textarea.innerHTML,!0);return z="1"==mxUtils.getValue(t.style,"nl2Br","1")?z.replace(/\r\n/g,"<br/>").replace(/\n/g,"<br/>"):z.replace(/\r\n/g, -"").replace(/\n/g,"")};var T=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(t){this.codeViewMode&&this.toggleViewMode();T.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(t){}};var P=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(t,z){this.graph.getModel().beginUpdate();try{P.apply(this,arguments),""==z&&this.graph.isCellDeletable(t.cell)&&0==this.graph.model.getChildCount(t.cell)&& +"").replace(/\n/g,"")};var T=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(t){this.codeViewMode&&this.toggleViewMode();T.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(t){}};var Q=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(t,z){this.graph.getModel().beginUpdate();try{Q.apply(this,arguments),""==z&&this.graph.isCellDeletable(t.cell)&&0==this.graph.model.getChildCount(t.cell)&& this.graph.isTransparentState(t)&&this.graph.removeCells([t.cell],!1)}finally{this.graph.getModel().endUpdate()}};mxCellEditor.prototype.getBackgroundColor=function(t){var z=mxUtils.getValue(t.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,null);null!=z&&z!=mxConstants.NONE||!(null!=t.cell.geometry&&0<t.cell.geometry.width)||0==mxUtils.getValue(t.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(t.style,mxConstants.STYLE_HORIZONTAL,1)||(z=mxUtils.getValue(t.style,mxConstants.STYLE_FILLCOLOR, null));z==mxConstants.NONE&&(z=null);return z};mxCellEditor.prototype.getBorderColor=function(t){var z=mxUtils.getValue(t.style,mxConstants.STYLE_LABEL_BORDERCOLOR,null);null!=z&&z!=mxConstants.NONE||!(null!=t.cell.geometry&&0<t.cell.geometry.width)||0==mxUtils.getValue(t.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(t.style,mxConstants.STYLE_HORIZONTAL,1)||(z=mxUtils.getValue(t.style,mxConstants.STYLE_STROKECOLOR,null));z==mxConstants.NONE&&(z=null);return z};mxCellEditor.prototype.getMinimumSize= function(t){var z=this.graph.getView().scale;return new mxRectangle(0,0,null==t.text?30:t.text.size*z+20,30)};mxGraphHandlerIsValidDropTarget=mxGraphHandler.prototype.isValidDropTarget;mxGraphHandler.prototype.isValidDropTarget=function(t,z){return mxGraphHandlerIsValidDropTarget.apply(this,arguments)&&!mxEvent.isAltDown(z.getEvent)};mxGraphView.prototype.formatUnitText=function(t){return t?b(t,this.unit):t};mxGraphHandler.prototype.updateHint=function(t){if(null!=this.pBounds&&(null!=this.shape|| this.livePreviewActive)){null==this.hint&&(this.hint=a(),this.graph.container.appendChild(this.hint));var z=this.graph.view.translate,A=this.graph.view.scale;t=this.roundLength((this.bounds.x+this.currentDx)/A-z.x);z=this.roundLength((this.bounds.y+this.currentDy)/A-z.y);A=this.graph.view.unit;this.hint.innerHTML=b(t,A)+", "+b(z,A);this.hint.style.left=this.pBounds.x+this.currentDx+Math.round((this.pBounds.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=this.pBounds.y+this.currentDy+this.pBounds.height+ -Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var Z=mxStackLayout.prototype.resizeCell;mxStackLayout.prototype.resizeCell=function(t,z){Z.apply(this,arguments);var A=this.graph.getCellStyle(t);if(null==A.childLayout){var E=this.graph.model.getParent(t),H=null!=E?this.graph.getCellGeometry(E):null;if(null!=H&&(A=this.graph.getCellStyle(E),"stackLayout"==A.childLayout)){var L=parseFloat(mxUtils.getValue(A, -"stackBorder",mxStackLayout.prototype.border));A="1"==mxUtils.getValue(A,"horizontalStack","1");var W=this.graph.getActualStartSize(E);H=H.clone();A?H.height=z.height+W.y+W.height+2*L:H.width=z.width+W.x+W.width+2*L;this.graph.model.setGeometry(E,H)}}};var U=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function t(ha){A.get(ha)||(A.put(ha,!0),H.push(ha))}for(var z=U.apply(this,arguments),A=new mxDictionary,E=this.graph.model, -H=[],L=0;L<z.length;L++){var W=z[L];this.graph.isTableCell(W)?t(E.getParent(E.getParent(W))):this.graph.isTableRow(W)&&t(E.getParent(W));t(W)}return H};var V=mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(t){var z=V.apply(this,arguments);z.stroke="#C0C0C0";z.strokewidth=1;return z};var aa=mxEdgeHandler.prototype.createParentHighlightShape;mxEdgeHandler.prototype.createParentHighlightShape=function(t){var z=aa.apply(this,arguments); +Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var aa=mxStackLayout.prototype.resizeCell;mxStackLayout.prototype.resizeCell=function(t,z){aa.apply(this,arguments);var A=this.graph.getCellStyle(t);if(null==A.childLayout){var E=this.graph.model.getParent(t),H=null!=E?this.graph.getCellGeometry(E):null;if(null!=H&&(A=this.graph.getCellStyle(E),"stackLayout"==A.childLayout)){var L=parseFloat(mxUtils.getValue(A, +"stackBorder",mxStackLayout.prototype.border));A="1"==mxUtils.getValue(A,"horizontalStack","1");var W=this.graph.getActualStartSize(E);H=H.clone();A?H.height=z.height+W.y+W.height+2*L:H.width=z.width+W.x+W.width+2*L;this.graph.model.setGeometry(E,H)}}};var S=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function t(ia){A.get(ia)||(A.put(ia,!0),H.push(ia))}for(var z=S.apply(this,arguments),A=new mxDictionary,E=this.graph.model, +H=[],L=0;L<z.length;L++){var W=z[L];this.graph.isTableCell(W)?t(E.getParent(E.getParent(W))):this.graph.isTableRow(W)&&t(E.getParent(W));t(W)}return H};var P=mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(t){var z=P.apply(this,arguments);z.stroke="#C0C0C0";z.strokewidth=1;return z};var X=mxEdgeHandler.prototype.createParentHighlightShape;mxEdgeHandler.prototype.createParentHighlightShape=function(t){var z=X.apply(this,arguments); z.stroke="#C0C0C0";z.strokewidth=1;return z};mxVertexHandler.prototype.rotationHandleVSpacing=-12;mxVertexHandler.prototype.getRotationHandlePosition=function(){var t=this.getHandlePadding();return new mxPoint(this.bounds.x+this.bounds.width-this.rotationHandleVSpacing+t.x/2,this.bounds.y+this.rotationHandleVSpacing-t.y/2)};mxVertexHandler.prototype.isRecursiveResize=function(t,z){return this.graph.isRecursiveVertexResize(t)&&!mxEvent.isAltDown(z.getEvent())};mxVertexHandler.prototype.isCenteredEvent= -function(t,z){return mxEvent.isControlDown(z.getEvent())||mxEvent.isMetaDown(z.getEvent())};var ia=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible=function(){return ia.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)?this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))): -this.bounds};var ea=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return ea.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var qa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(t){return t.tableHandle||qa.apply(this,arguments)&&(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset= -function(){var t=0;this.graph.isTableRow(this.state.cell)?t=1:this.graph.isTableCell(this.state.cell)&&(t=2);return t};var O=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return O.apply(this,arguments).grow(-this.getSelectionBorderInset())};var R=null,G=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){null==R&&(R=mxCellRenderer.defaultShapes.tableLine);var t=G.apply(this,arguments); -if(this.graph.isTable(this.state.cell)){var z=function(La,Ia,Fa){for(var Ga=[],Oa=0;Oa<La.length;Oa++){var Pa=La[Oa];Ga.push(null==Pa?null:new mxPoint((fa+Pa.x+Ia)*L,(ja+Pa.y+Fa)*L))}return Ga},A=this,E=this.graph,H=E.model,L=E.view.scale,W=this.state,ha=this.selectionBorder,fa=this.state.origin.x+E.view.translate.x,ja=this.state.origin.y+E.view.translate.y;null==t&&(t=[]);var ua=E.view.getCellStates(H.getChildCells(this.state.cell,!0));if(0<ua.length){var Aa=H.getChildCells(ua[0].cell,!0),Ea=E.getTableLines(this.state.cell, -!1,!0),Ma=E.getTableLines(this.state.cell,!0,!1);for(H=0;H<ua.length;H++)mxUtils.bind(this,function(La){var Ia=ua[La],Fa=La<ua.length-1?ua[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa.cell):null;var Ga=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ma[La]?new R(Ma[La],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!1);Fa.isDashed=ha.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"row-resize",null,Fa);Ia.tableHandle=!0;var Oa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node, -Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Oa?mxConstants.NONE:ha.stroke;if(this.shape.constructor==R)this.shape.line=z(Ma[La],0,Oa),this.shape.updateBoundsFromLine();else{var Na=E.getActualStartSize(W.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y=this.state.y+this.state.height+Oa*L;this.shape.bounds.x=W.x+(La==ua.length-1?0:Na.x*L);this.shape.bounds.width=W.width-(La==ua.length-1?0:Na.width+Na.x+L)}this.shape.redraw()}};var Pa=!1; +function(t,z){return mxEvent.isControlDown(z.getEvent())||mxEvent.isMetaDown(z.getEvent())};var ha=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible=function(){return ha.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)?this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))): +this.bounds};var fa=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return fa.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var sa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(t){return t.tableHandle||sa.apply(this,arguments)&&(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset= +function(){var t=0;this.graph.isTableRow(this.state.cell)?t=1:this.graph.isTableCell(this.state.cell)&&(t=2);return t};var K=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return K.apply(this,arguments).grow(-this.getSelectionBorderInset())};var V=null,G=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){null==V&&(V=mxCellRenderer.defaultShapes.tableLine);var t=G.apply(this,arguments); +if(this.graph.isTable(this.state.cell)){var z=function(La,Ia,Fa){for(var Ga=[],Oa=0;Oa<La.length;Oa++){var Pa=La[Oa];Ga.push(null==Pa?null:new mxPoint((ea+Pa.x+Ia)*L,(ja+Pa.y+Fa)*L))}return Ga},A=this,E=this.graph,H=E.model,L=E.view.scale,W=this.state,ia=this.selectionBorder,ea=this.state.origin.x+E.view.translate.x,ja=this.state.origin.y+E.view.translate.y;null==t&&(t=[]);var ta=E.view.getCellStates(H.getChildCells(this.state.cell,!0));if(0<ta.length){var Aa=H.getChildCells(ta[0].cell,!0),Ea=E.getTableLines(this.state.cell, +!1,!0),Ma=E.getTableLines(this.state.cell,!0,!1);for(H=0;H<ta.length;H++)mxUtils.bind(this,function(La){var Ia=ta[La],Fa=La<ta.length-1?ta[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa.cell):null;var Ga=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ma[La]?new V(Ma[La],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!1);Fa.isDashed=ia.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"row-resize",null,Fa);Ia.tableHandle=!0;var Oa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node, +Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Oa?mxConstants.NONE:ia.stroke;if(this.shape.constructor==V)this.shape.line=z(Ma[La],0,Oa),this.shape.updateBoundsFromLine();else{var Na=E.getActualStartSize(W.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y=this.state.y+this.state.height+Oa*L;this.shape.bounds.x=W.x+(La==ta.length-1?0:Na.x*L);this.shape.bounds.width=W.width-(La==ta.length-1?0:Na.width+Na.x+L)}this.shape.redraw()}};var Pa=!1; Ia.setPosition=function(Na,Sa,eb){Oa=Math.max(Graph.minTableRowHeight-Na.height,Sa.y-Na.y-Na.height);Pa=mxEvent.isShiftDown(eb.getEvent());null!=Ga&&Pa&&(Oa=Math.min(Oa,Ga.height-Graph.minTableRowHeight))};Ia.execute=function(Na){if(0!=Oa)E.setTableRowHeight(this.state.cell,Oa,!Pa);else if(!A.blockDelayedSelection){var Sa=E.getCellAt(Na.getGraphX(),Na.getGraphY())||W.cell;E.graphHandler.selectCellForEvent(Sa,Na)}Oa=0};Ia.reset=function(){Oa=0};t.push(Ia)})(H);for(H=0;H<Aa.length;H++)mxUtils.bind(this, -function(La){var Ia=E.view.getState(Aa[La]),Fa=E.getCellGeometry(Aa[La]),Ga=null!=Fa.alternateBounds?Fa.alternateBounds:Fa;null==Ia&&(Ia=new mxCellState(E.view,Aa[La],E.getCellStyle(Aa[La])),Ia.x=W.x+Fa.x*L,Ia.y=W.y+Fa.y*L,Ia.width=Ga.width*L,Ia.height=Ga.height*L,Ia.updateCachedBounds());Fa=La<Aa.length-1?Aa[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa):null;var Oa=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ea[La]?new R(Ea[La],mxConstants.NONE,1):new mxLine(new mxRectangle, -mxConstants.NONE,1,!0);Fa.isDashed=ha.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"col-resize",null,Fa);Ia.tableHandle=!0;var Pa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node,Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Pa?mxConstants.NONE:ha.stroke;if(this.shape.constructor==R)this.shape.line=z(Ea[La],Pa,0),this.shape.updateBoundsFromLine();else{var Sa=E.getActualStartSize(W.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x= +function(La){var Ia=E.view.getState(Aa[La]),Fa=E.getCellGeometry(Aa[La]),Ga=null!=Fa.alternateBounds?Fa.alternateBounds:Fa;null==Ia&&(Ia=new mxCellState(E.view,Aa[La],E.getCellStyle(Aa[La])),Ia.x=W.x+Fa.x*L,Ia.y=W.y+Fa.y*L,Ia.width=Ga.width*L,Ia.height=Ga.height*L,Ia.updateCachedBounds());Fa=La<Aa.length-1?Aa[La+1]:null;Fa=null!=Fa?E.getCellGeometry(Fa):null;var Oa=null!=Fa&&null!=Fa.alternateBounds?Fa.alternateBounds:Fa;Fa=null!=Ea[La]?new V(Ea[La],mxConstants.NONE,1):new mxLine(new mxRectangle, +mxConstants.NONE,1,!0);Fa.isDashed=ia.isDashed;Fa.svgStrokeTolerance++;Ia=new mxHandle(Ia,"col-resize",null,Fa);Ia.tableHandle=!0;var Pa=0;Ia.shape.node.parentNode.insertBefore(Ia.shape.node,Ia.shape.node.parentNode.firstChild);Ia.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Pa?mxConstants.NONE:ia.stroke;if(this.shape.constructor==V)this.shape.line=z(Ea[La],Pa,0),this.shape.updateBoundsFromLine();else{var Sa=E.getActualStartSize(W.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x= this.state.x+(Ga.width+Pa)*L;this.shape.bounds.y=W.y+(La==Aa.length-1?0:Sa.y*L);this.shape.bounds.height=W.height-(La==Aa.length-1?0:(Sa.height+Sa.y)*L)}this.shape.redraw()}};var Na=!1;Ia.setPosition=function(Sa,eb,ab){Pa=Math.max(Graph.minTableColumnWidth-Ga.width,eb.x-Sa.x-Ga.width);Na=mxEvent.isShiftDown(ab.getEvent());null==Oa||Na||(Pa=Math.min(Pa,Oa.width-Graph.minTableColumnWidth))};Ia.execute=function(Sa){if(0!=Pa)E.setTableColumnWidth(this.state.cell,Pa,Na);else if(!A.blockDelayedSelection){var eb= -E.getCellAt(Sa.getGraphX(),Sa.getGraphY())||W.cell;E.graphHandler.selectCellForEvent(eb,Sa)}Pa=0};Ia.positionChanged=function(){};Ia.reset=function(){Pa=0};t.push(Ia)})(H)}}return null!=t?t.reverse():null};var K=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(t){K.apply(this,arguments);if(null!=this.moveHandles)for(var z=0;z<this.moveHandles.length;z++)this.moveHandles[z].style.visibility=t?"":"hidden";if(null!=this.cornerHandles)for(z=0;z<this.cornerHandles.length;z++)this.cornerHandles[z].node.style.visibility= +E.getCellAt(Sa.getGraphX(),Sa.getGraphY())||W.cell;E.graphHandler.selectCellForEvent(eb,Sa)}Pa=0};Ia.positionChanged=function(){};Ia.reset=function(){Pa=0};t.push(Ia)})(H)}}return null!=t?t.reverse():null};var M=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(t){M.apply(this,arguments);if(null!=this.moveHandles)for(var z=0;z<this.moveHandles.length;z++)this.moveHandles[z].style.visibility=t?"":"hidden";if(null!=this.cornerHandles)for(z=0;z<this.cornerHandles.length;z++)this.cornerHandles[z].node.style.visibility= t?"":"hidden"};mxVertexHandler.prototype.refreshMoveHandles=function(){var t=this.graph.model;if(null!=this.moveHandles){for(var z=0;z<this.moveHandles.length;z++)this.moveHandles[z].parentNode.removeChild(this.moveHandles[z]);this.moveHandles=null}this.moveHandles=[];for(z=0;z<t.getChildCount(this.state.cell);z++)mxUtils.bind(this,function(A){if(null!=A&&t.isVertex(A.cell)){var E=mxUtils.createImage(Editor.rowMoveImage);E.style.position="absolute";E.style.cursor="pointer";E.style.width="7px";E.style.height= "4px";E.style.padding="4px 2px 4px 2px";E.rowState=A;mxEvent.addGestureListeners(E,mxUtils.bind(this,function(H){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);!this.graph.isToggleEvent(H)&&this.graph.isCellSelected(A.cell)||this.graph.selectCellForEvent(A.cell,H);mxEvent.isPopupTrigger(H)||(this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(H),mxEvent.getClientY(H),this.graph.getSelectionCells()),this.graph.graphHandler.cellWasClicked=!0,this.graph.isMouseTrigger= mxEvent.isMouseEvent(H),this.graph.isMouseDown=!0);mxEvent.consume(H)}),null,mxUtils.bind(this,function(H){mxEvent.isPopupTrigger(H)&&(this.graph.popupMenuHandler.popup(mxEvent.getClientX(H),mxEvent.getClientY(H),A.cell,H),mxEvent.consume(H))}));this.moveHandles.push(E);this.graph.container.appendChild(E)}})(this.graph.view.getState(t.getChildAt(this.state.cell,z)))};mxVertexHandler.prototype.refresh=function(){if(null!=this.customHandles){for(var t=0;t<this.customHandles.length;t++)this.customHandles[t].destroy(); -this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&&this.refreshMoveHandles()};var Q=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var t=new mxPoint(0,0),z=this.tolerance,A=this.state.style.shape;null==mxCellRenderer.defaultShapes[A]&&mxStencilRegistry.getStencil(A);A=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!A&&null!=this.customHandles)for(var E=0;E<this.customHandles.length;E++)if(null!= +this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&&this.refreshMoveHandles()};var U=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var t=new mxPoint(0,0),z=this.tolerance,A=this.state.style.shape;null==mxCellRenderer.defaultShapes[A]&&mxStencilRegistry.getStencil(A);A=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!A&&null!=this.customHandles)for(var E=0;E<this.customHandles.length;E++)if(null!= this.customHandles[E].shape&&null!=this.customHandles[E].shape.bounds){var H=this.customHandles[E].shape.bounds,L=H.getCenterX(),W=H.getCenterY();if(Math.abs(this.state.x-L)<H.width/2||Math.abs(this.state.y-W)<H.height/2||Math.abs(this.state.x+this.state.width-L)<H.width/2||Math.abs(this.state.y+this.state.height-W)<H.height/2){A=!0;break}}A&&null!=this.sizers&&0<this.sizers.length&&null!=this.sizers[0]?(z/=2,this.graph.isTable(this.state.cell)&&(z+=7),t.x=this.sizers[0].bounds.width+z,t.y=this.sizers[0].bounds.height+ -z):t=Q.apply(this,arguments);return t};mxVertexHandler.prototype.updateHint=function(t){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=a(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°";else{t=this.state.view.scale;var z=this.state.view.unit;this.hint.innerHTML=b(this.roundLength(this.bounds.width/t),z)+" x "+b(this.roundLength(this.bounds.height/t),z)}t=mxUtils.getBoundingBox(this.bounds, +z):t=U.apply(this,arguments);return t};mxVertexHandler.prototype.updateHint=function(t){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=a(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°";else{t=this.state.view.scale;var z=this.state.view.unit;this.hint.innerHTML=b(this.roundLength(this.bounds.width/t),z)+" x "+b(this.roundLength(this.bounds.height/t),z)}t=mxUtils.getBoundingBox(this.bounds, null!=this.currentAlpha?this.currentAlpha:this.state.style[mxConstants.STYLE_ROTATION]||"0");null==t&&(t=this.bounds);this.hint.style.left=t.x+Math.round((t.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=t.y+t.height+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")}};mxVertexHandler.prototype.removeHint=function(){mxGraphHandler.prototype.removeHint.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.display="")};var ba=mxEdgeHandler.prototype.mouseMove; mxEdgeHandler.prototype.mouseMove=function(t,z){ba.apply(this,arguments);null!=this.linkHint&&"none"!=this.linkHint.style.display&&null!=this.graph.graphHandler&&null!=this.graph.graphHandler.first&&(this.linkHint.style.display="none")};var la=mxEdgeHandler.prototype.mouseUp;mxEdgeHandler.prototype.mouseUp=function(t,z){la.apply(this,arguments);null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="")};mxEdgeHandler.prototype.updateHint=function(t,z){null==this.hint&& (this.hint=a(),this.state.view.graph.container.appendChild(this.hint));var A=this.graph.view.translate,E=this.graph.view.scale,H=this.roundLength(z.x/E-A.x);A=this.roundLength(z.y/E-A.y);E=this.graph.view.unit;this.hint.innerHTML=b(H,E)+", "+b(A,E);this.hint.style.visibility="visible";if(this.isSource||this.isTarget)null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(H=this.constraintHandler.currentConstraint.point,this.hint.innerHTML="["+Math.round(100*H.x)+ @@ -3227,36 +3230,36 @@ HoverIcons.prototype.mainHandle;null!=window.Sidebar&&(Sidebar.prototype.triangl function(t,z){ra.apply(this,arguments);mxEvent.isTouchEvent(z.getEvent())&&this.graph.isCellSelected(z.getCell())&&1<this.graph.getSelectionCount()&&(this.delayedSelection=!1)}}else mxPanningHandler.prototype.isPanningTrigger=function(t){var z=t.getEvent();return mxEvent.isLeftMouseButton(z)&&(this.useLeftButtonForPanning&&null==t.getState()||mxEvent.isControlDown(z)&&!mxEvent.isShiftDown(z))||this.usePopupTrigger&&mxEvent.isPopupTrigger(z)};mxRubberband.prototype.isSpaceEvent=function(t){return this.graph.isEnabled()&& !this.graph.isCellLocked(this.graph.getDefaultParent())&&(mxEvent.isControlDown(t.getEvent())||mxEvent.isMetaDown(t.getEvent()))&&mxEvent.isShiftDown(t.getEvent())&&mxEvent.isAltDown(t.getEvent())};mxRubberband.prototype.cancelled=!1;mxRubberband.prototype.cancel=function(){this.isActive()&&(this.cancelled=!0,this.reset())};mxRubberband.prototype.mouseUp=function(t,z){if(this.cancelled)this.cancelled=!1,z.consume();else{var A=null!=this.div&&"none"!=this.div.style.display,E=null,H=null,L=t=null;null!= this.first&&null!=this.currentX&&null!=this.currentY&&(E=this.first.x,H=this.first.y,t=(this.currentX-E)/this.graph.view.scale,L=(this.currentY-H)/this.graph.view.scale,mxEvent.isAltDown(z.getEvent())||(t=this.graph.snap(t),L=this.graph.snap(L),this.graph.isGridEnabled()||(Math.abs(t)<this.graph.tolerance&&(t=0),Math.abs(L)<this.graph.tolerance&&(L=0))));this.reset();if(A){if(this.isSpaceEvent(z)){this.graph.model.beginUpdate();try{var W=this.graph.getCellsBeyond(E,H,this.graph.getDefaultParent(), -!0,!0);for(A=0;A<W.length;A++)if(this.graph.isCellMovable(W[A])){var ha=this.graph.view.getState(W[A]),fa=this.graph.getCellGeometry(W[A]);null!=ha&&null!=fa&&(fa=fa.clone(),fa.translate(t,L),this.graph.model.setGeometry(W[A],fa))}}finally{this.graph.model.endUpdate()}}else W=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(W,z.getEvent());z.consume()}}};mxRubberband.prototype.mouseMove=function(t,z){if(!z.isConsumed()&&null!=this.first){var A=mxUtils.getScrollOrigin(this.graph.container); +!0,!0);for(A=0;A<W.length;A++)if(this.graph.isCellMovable(W[A])){var ia=this.graph.view.getState(W[A]),ea=this.graph.getCellGeometry(W[A]);null!=ia&&null!=ea&&(ea=ea.clone(),ea.translate(t,L),this.graph.model.setGeometry(W[A],ea))}}finally{this.graph.model.endUpdate()}}else W=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(W,z.getEvent());z.consume()}}};mxRubberband.prototype.mouseMove=function(t,z){if(!z.isConsumed()&&null!=this.first){var A=mxUtils.getScrollOrigin(this.graph.container); t=mxUtils.getOffset(this.graph.container);A.x-=t.x;A.y-=t.y;t=z.getX()+A.x;A=z.getY()+A.y;var E=this.first.x-t,H=this.first.y-A,L=this.graph.tolerance;if(null!=this.div||Math.abs(E)>L||Math.abs(H)>L)null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(t,A),this.isSpaceEvent(z)?(t=this.x+this.width,A=this.y+this.height,E=this.graph.view.scale,mxEvent.isAltDown(z.getEvent())||(this.width=this.graph.snap(this.width/E)*E,this.height=this.graph.snap(this.height/E)*E,this.graph.isGridEnabled()|| (this.width<this.graph.tolerance&&(this.width=0),this.height<this.graph.tolerance&&(this.height=0)),this.x<this.first.x&&(this.x=t-this.width),this.y<this.first.y&&(this.y=A-this.height)),this.div.style.borderStyle="dashed",this.div.style.backgroundColor="white",this.div.style.left=this.x+"px",this.div.style.top=this.y+"px",this.div.style.width=Math.max(0,this.width)+"px",this.div.style.height=this.graph.container.clientHeight+"px",this.div.style.borderWidth=0>=this.width?"0px 1px 0px 0px":"0px 1px 0px 1px", null==this.secondDiv&&(this.secondDiv=this.div.cloneNode(!0),this.div.parentNode.appendChild(this.secondDiv)),this.secondDiv.style.left=this.x+"px",this.secondDiv.style.top=this.y+"px",this.secondDiv.style.width=this.graph.container.clientWidth+"px",this.secondDiv.style.height=Math.max(0,this.height)+"px",this.secondDiv.style.borderWidth=0>=this.height?"1px 0px 0px 0px":"1px 0px 1px 0px"):(this.div.style.backgroundColor="",this.div.style.borderWidth="",this.div.style.borderStyle="",null!=this.secondDiv&& -(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),z.consume()}};var X=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);X.apply(this,arguments)};var ca=(new Date).getTime(),oa=0,ta=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(t,z,A,E){ta.apply(this,arguments);A!=this.currentTerminalState?(ca=(new Date).getTime(), -oa=0):oa=(new Date).getTime()-ca;this.currentTerminalState=A};var Ka=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(t){return mxEvent.isShiftDown(t.getEvent())&&mxEvent.isAltDown(t.getEvent())?!1:null!=this.currentTerminalState&&t.getState()==this.currentTerminalState&&2E3<oa||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&Ka.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= +(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),z.consume()}};var Y=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);Y.apply(this,arguments)};var da=(new Date).getTime(),pa=0,wa=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(t,z,A,E){wa.apply(this,arguments);A!=this.currentTerminalState?(da=(new Date).getTime(), +pa=0):pa=(new Date).getTime()-da;this.currentTerminalState=A};var Ka=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(t){return mxEvent.isShiftDown(t.getEvent())&&mxEvent.isAltDown(t.getEvent())?!1:null!=this.currentTerminalState&&t.getState()==this.currentTerminalState&&2E3<pa||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&Ka.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= function(t,z,A){z=null!=t&&0==t;var E=this.state.getVisibleTerminalState(z);t=null!=t&&(0==t||t>=this.state.absolutePoints.length-1||this.constructor==mxElbowEdgeHandler&&2==t)?this.graph.getConnectionConstraint(this.state,E,z):null;A=null!=(null!=t?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(z),t):null)?A?this.endFixedHandleImage:this.fixedHandleImage:null!=t&&null!=E?A?this.endTerminalHandleImage:this.terminalHandleImage:A?this.endHandleImage:this.handleImage;if(null!=A)return A= new mxImageShape(new mxRectangle(0,0,A.width,A.height),A.src),A.preserveImageAspect=!1,A;A=mxConstants.HANDLE_SIZE;this.preferHtml&&--A;return new mxRectangleShape(new mxRectangle(0,0,A,A),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)};var Ha=mxVertexHandler.prototype.createSizerShape;mxVertexHandler.prototype.createSizerShape=function(t,z,A){this.handleImage=z==mxEvent.ROTATION_HANDLE?HoverIcons.prototype.rotationHandle:z==mxEvent.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage; -return Ha.apply(this,arguments)};var va=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(t){if(null!=t&&1==t.length){var z=this.graph.getModel(),A=z.getParent(t[0]),E=this.graph.getCellGeometry(t[0]);if(z.isEdge(A)&&null!=E&&E.relative&&(z=this.graph.view.getState(t[0]),null!=z&&2>z.width&&2>z.height&&null!=z.text&&null!=z.text.boundingBox))return mxRectangle.fromRectangle(z.text.boundingBox)}return va.apply(this,arguments)};var Ca=mxGraphHandler.prototype.getGuideStates; -mxGraphHandler.prototype.getGuideStates=function(){for(var t=Ca.apply(this,arguments),z=[],A=0;A<t.length;A++)"1"!=mxUtils.getValue(t[A].style,"part","0")&&z.push(t[A]);return z};var sa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(t){var z=this.graph.getModel(),A=z.getParent(t.cell),E=this.graph.getCellGeometry(t.cell);return z.isEdge(A)&&null!=E&&E.relative&&2>t.width&&2>t.height&&null!=t.text&&null!=t.text.boundingBox?(z=t.text.unrotatedBoundingBox|| -t.text.boundingBox,new mxRectangle(Math.round(z.x),Math.round(z.y),Math.round(z.width),Math.round(z.height))):sa.apply(this,arguments)};var Da=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(t,z){var A=this.graph.getModel(),E=A.getParent(this.state.cell),H=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(z)==mxEvent.ROTATION_HANDLE||!A.isEdge(E)||null==H||!H.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&Da.apply(this,arguments)}; +return Ha.apply(this,arguments)};var ua=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(t){if(null!=t&&1==t.length){var z=this.graph.getModel(),A=z.getParent(t[0]),E=this.graph.getCellGeometry(t[0]);if(z.isEdge(A)&&null!=E&&E.relative&&(z=this.graph.view.getState(t[0]),null!=z&&2>z.width&&2>z.height&&null!=z.text&&null!=z.text.boundingBox))return mxRectangle.fromRectangle(z.text.boundingBox)}return ua.apply(this,arguments)};var Ca=mxGraphHandler.prototype.getGuideStates; +mxGraphHandler.prototype.getGuideStates=function(){for(var t=Ca.apply(this,arguments),z=[],A=0;A<t.length;A++)"1"!=mxUtils.getValue(t[A].style,"part","0")&&z.push(t[A]);return z};var qa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(t){var z=this.graph.getModel(),A=z.getParent(t.cell),E=this.graph.getCellGeometry(t.cell);return z.isEdge(A)&&null!=E&&E.relative&&2>t.width&&2>t.height&&null!=t.text&&null!=t.text.boundingBox?(z=t.text.unrotatedBoundingBox|| +t.text.boundingBox,new mxRectangle(Math.round(z.x),Math.round(z.y),Math.round(z.width),Math.round(z.height))):qa.apply(this,arguments)};var Da=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(t,z){var A=this.graph.getModel(),E=A.getParent(this.state.cell),H=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(z)==mxEvent.ROTATION_HANDLE||!A.isEdge(E)||null==H||!H.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&Da.apply(this,arguments)}; mxVertexHandler.prototype.rotateClick=function(){var t=mxUtils.getValue(this.state.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),z=mxUtils.getValue(this.state.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE);this.state.view.graph.model.isVertex(this.state.cell)&&t==mxConstants.NONE&&z==mxConstants.NONE?(t=mxUtils.mod(mxUtils.getValue(this.state.style,mxConstants.STYLE_ROTATION,0)+90,360),this.state.view.graph.setCellStyles(mxConstants.STYLE_ROTATION,t,[this.state.cell])):this.state.view.graph.turnShapes([this.state.cell])}; var Ua=mxVertexHandler.prototype.mouseMove;mxVertexHandler.prototype.mouseMove=function(t,z){Ua.apply(this,arguments);null!=this.graph.graphHandler.first&&(null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display="none"),null!=this.linkHint&&"none"!=this.linkHint.style.display&&(this.linkHint.style.display="none"))};var db=mxVertexHandler.prototype.mouseUp;mxVertexHandler.prototype.mouseUp=function(t,z){db.apply(this,arguments);null!=this.rotationShape&&null!= this.rotationShape.node&&(this.rotationShape.node.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="");this.blockDelayedSelection=null};var Ta=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){Ta.apply(this,arguments);var t=!1;null!=this.rotationShape&&this.rotationShape.node.setAttribute("title",mxResources.get("rotateTooltip"));if(this.graph.isTable(this.state.cell))this.refreshMoveHandles(); else if(1==this.graph.getSelectionCount()&&(this.graph.isTableCell(this.state.cell)||this.graph.isTableRow(this.state.cell))){this.cornerHandles=[];for(var z=0;4>z;z++){var A=new mxRectangleShape(new mxRectangle(0,0,6,6),"#ffffff",mxConstants.HANDLE_STROKECOLOR);A.dialect=mxConstants.DIALECT_SVG;A.init(this.graph.view.getOverlayPane());this.cornerHandles.push(A)}}var E=mxUtils.bind(this,function(){null!=this.specialHandle&&(this.specialHandle.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< this.graph.graphHandler.maxCells?"":"none");this.redrawHandles()});this.changeHandler=mxUtils.bind(this,function(H,L){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));E()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);this.editingHandler=mxUtils.bind(this,function(H,L){this.redrawHandles()});this.graph.addListener(mxEvent.EDITING_STOPPED,this.editingHandler); z=this.graph.getLinkForCell(this.state.cell);A=this.graph.getLinksForState(this.state);this.updateLinkHint(z,A);if(null!=z||null!=A&&0<A.length)t=!0;t&&this.redrawHandles()};mxVertexHandler.prototype.updateLinkHint=function(t,z){try{if(null==t&&(null==z||0==z.length)||1<this.graph.getSelectionCount())null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);else if(null!=t||null!=z&&0<z.length){null==this.linkHint&&(this.linkHint=a(),this.linkHint.style.padding= -"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=t&&(this.linkHint.appendChild(this.graph.createLinkForHint(t)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var A=document.createElement("img");A.setAttribute("src",Editor.editImage);A.setAttribute("title", -mxResources.get("editLink"));A.setAttribute("width","11");A.setAttribute("height","11");A.style.marginLeft="10px";A.style.marginBottom="-1px";A.style.cursor="pointer";Editor.isDarkMode()&&(A.style.filter="invert(100%)");this.linkHint.appendChild(A);mxEvent.addListener(A,"click",mxUtils.bind(this,function(L){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(L)}));var E=A.cloneNode(!0);E.setAttribute("src",Editor.trashImage);E.setAttribute("title",mxResources.get("removeIt", -[mxResources.get("link")]));E.style.marginLeft="4px";this.linkHint.appendChild(E);mxEvent.addListener(E,"click",mxUtils.bind(this,function(L){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(L)}))}if(null!=z)for(A=0;A<z.length;A++){var H=document.createElement("div");H.style.marginTop=null!=t||0<A?"6px":"0px";H.appendChild(this.graph.createLinkForHint(z[A].getAttribute("href"),mxUtils.getTextContent(z[A])));this.linkHint.appendChild(H)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(L){}}; -mxEdgeHandler.prototype.updateLinkHint=mxVertexHandler.prototype.updateLinkHint;var $a=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){$a.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var t=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&& -this.graph.getSelectionCount()<this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(E,H){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));t();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var z=this.graph.getLinkForCell(this.state.cell),A=this.graph.getLinksForState(this.state);if(null!= -z||null!=A&&0<A.length)this.updateLinkHint(z,A),this.redrawHandles()};var Xa=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Xa.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Va=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var t=0;t<this.moveHandles.length;t++)this.moveHandles[t].style.left=this.moveHandles[t].rowState.x+ -this.moveHandles[t].rowState.width-5+"px",this.moveHandles[t].style.top=this.moveHandles[t].rowState.y+this.moveHandles[t].rowState.height/2-6+"px";if(null!=this.cornerHandles){t=this.getSelectionBorderInset();var z=this.cornerHandles,A=z[0].bounds.height/2;z[0].bounds.x=this.state.x-z[0].bounds.width/2+t;z[0].bounds.y=this.state.y-A+t;z[0].redraw();z[1].bounds.x=z[0].bounds.x+this.state.width-2*t;z[1].bounds.y=z[0].bounds.y;z[1].redraw();z[2].bounds.x=z[0].bounds.x;z[2].bounds.y=this.state.y+this.state.height- -2*t;z[2].redraw();z[3].bounds.x=z[1].bounds.x;z[3].bounds.y=z[2].bounds.y;z[3].redraw();for(t=0;t<this.cornerHandles.length;t++)this.cornerHandles[t].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Va.apply(this);null!=this.state&&null!=this.linkHint&&(t=new mxPoint(this.state.getCenterX(), -this.state.getCenterY()),z=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),A=mxUtils.getBoundingBox(z,this.state.style[mxConstants.STYLE_ROTATION]||"0",t),t=null!=A?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,z=null!=this.state.text?this.state.text.boundingBox:null,null==A&&(A=this.state),A=A.y+A.height,null!=z&&(A=Math.max(A,z.y+z.height)),this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/ -2))+"px",this.linkHint.style.top=Math.round(A+this.verticalOffset/2+Editor.hintOffset)+"px")};var Ya=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Ya.apply(this,arguments);if(null!=this.moveHandles){for(var t=0;t<this.moveHandles.length;t++)null!=this.moveHandles[t]&&null!=this.moveHandles[t].parentNode&&this.moveHandles[t].parentNode.removeChild(this.moveHandles[t]);this.moveHandles=null}if(null!=this.cornerHandles){for(t=0;t<this.cornerHandles.length;t++)null!=this.cornerHandles[t]&& +"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=t&&(this.linkHint.appendChild(this.graph.createLinkForHint(t)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var A=document.createElement("img");A.className="geAdaptiveAsset";A.setAttribute("src",Editor.editImage); +A.setAttribute("title",mxResources.get("editLink"));A.setAttribute("width","11");A.setAttribute("height","11");A.style.marginLeft="10px";A.style.marginBottom="-1px";A.style.cursor="pointer";this.linkHint.appendChild(A);mxEvent.addListener(A,"click",mxUtils.bind(this,function(L){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(L)}));var E=A.cloneNode(!0);E.setAttribute("src",Editor.trashImage);E.setAttribute("title",mxResources.get("removeIt",[mxResources.get("link")])); +E.style.marginLeft="4px";this.linkHint.appendChild(E);mxEvent.addListener(E,"click",mxUtils.bind(this,function(L){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(L)}))}if(null!=z)for(A=0;A<z.length;A++){var H=document.createElement("div");H.style.marginTop=null!=t||0<A?"6px":"0px";H.appendChild(this.graph.createLinkForHint(z[A].getAttribute("href"),mxUtils.getTextContent(z[A])));this.linkHint.appendChild(H)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(L){}};mxEdgeHandler.prototype.updateLinkHint= +mxVertexHandler.prototype.updateLinkHint;var $a=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){$a.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var t=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< +this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(E,H){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));t();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var z=this.graph.getLinkForCell(this.state.cell),A=this.graph.getLinksForState(this.state);if(null!=z||null!=A&&0<A.length)this.updateLinkHint(z, +A),this.redrawHandles()};var Ya=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Ya.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Va=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var t=0;t<this.moveHandles.length;t++)this.moveHandles[t].style.left=this.moveHandles[t].rowState.x+this.moveHandles[t].rowState.width- +5+"px",this.moveHandles[t].style.top=this.moveHandles[t].rowState.y+this.moveHandles[t].rowState.height/2-6+"px";if(null!=this.cornerHandles){t=this.getSelectionBorderInset();var z=this.cornerHandles,A=z[0].bounds.height/2;z[0].bounds.x=this.state.x-z[0].bounds.width/2+t;z[0].bounds.y=this.state.y-A+t;z[0].redraw();z[1].bounds.x=z[0].bounds.x+this.state.width-2*t;z[1].bounds.y=z[0].bounds.y;z[1].redraw();z[2].bounds.x=z[0].bounds.x;z[2].bounds.y=this.state.y+this.state.height-2*t;z[2].redraw();z[3].bounds.x= +z[1].bounds.x;z[3].bounds.y=z[2].bounds.y;z[3].redraw();for(t=0;t<this.cornerHandles.length;t++)this.cornerHandles[t].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Va.apply(this);null!=this.state&&null!=this.linkHint&&(t=new mxPoint(this.state.getCenterX(),this.state.getCenterY()), +z=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),A=mxUtils.getBoundingBox(z,this.state.style[mxConstants.STYLE_ROTATION]||"0",t),t=null!=A?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,z=null!=this.state.text?this.state.text.boundingBox:null,null==A&&(A=this.state),A=A.y+A.height,null!=z&&(A=Math.max(A,z.y+z.height)),this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/2))+"px", +this.linkHint.style.top=Math.round(A+this.verticalOffset/2+Editor.hintOffset)+"px")};var Za=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Za.apply(this,arguments);if(null!=this.moveHandles){for(var t=0;t<this.moveHandles.length;t++)null!=this.moveHandles[t]&&null!=this.moveHandles[t].parentNode&&this.moveHandles[t].parentNode.removeChild(this.moveHandles[t]);this.moveHandles=null}if(null!=this.cornerHandles){for(t=0;t<this.cornerHandles.length;t++)null!=this.cornerHandles[t]&& null!=this.cornerHandles[t].node&&null!=this.cornerHandles[t].node.parentNode&&this.cornerHandles[t].node.parentNode.removeChild(this.cornerHandles[t].node);this.cornerHandles=null}null!=this.linkHint&&(null!=this.linkHint.parentNode&&this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getSelectionModel().removeListener(this.changeHandler),this.graph.getModel().removeListener(this.changeHandler),this.changeHandler=null);null!=this.editingHandler&& -(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var jb=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(jb.apply(this),null!=this.state&&null!=this.linkHint)){var t=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(t=new mxRectangle(t.x,t.y,t.width,t.height),t.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= -Math.round(t.y+t.height+Editor.hintOffset)+"px"}};var bb=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){bb.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var da=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){da.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), +(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var kb=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(kb.apply(this),null!=this.state&&null!=this.linkHint)){var t=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(t=new mxRectangle(t.x,t.y,t.width,t.height),t.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(t.x+(t.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= +Math.round(t.y+t.height+Editor.hintOffset)+"px"}};var bb=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){bb.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var ca=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){ca.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), this.changeHandler=null)}}();Format=function(a,b){this.editorUi=a;this.container=b};Format.inactiveTabBackgroundColor="#f1f3f4";Format.classicFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 10 2 L 5 8 L 10 14 Z M 0 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20);Format.classicThinFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 4 L 3 8 L 8 12 Z M 0 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20); Format.openFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 0 L 0 8 L 8 16 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20);Format.openThinFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 4 L 0 8 L 8 12 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20); Format.openAsyncFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 4 L 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20);Format.blockFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 0 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20); @@ -3274,46 +3277,46 @@ Format.ERmanyMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate( Format.ERzeroToOneMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 8 A 5 5 0 0 1 13 3 A 5 5 0 0 1 18 8 A 5 5 0 0 1 13 13 A 5 5 0 0 1 8 8 Z M 0 8 L 8 8 M 18 8 L 24 8 M 4 3 L 4 13" stroke="#404040" fill="transparent"/>',32,20); Format.ERzeroToManyMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 8 8 A 5 5 0 0 1 13 3 A 5 5 0 0 1 18 8 A 5 5 0 0 1 13 13 A 5 5 0 0 1 8 8 Z M 0 8 L 8 8 M 18 8 L 24 8 M 0 3 L 8 8 L 0 13" stroke="#404040" fill="transparent"/>',32,20);Format.EROneMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 5 2 L 5 14 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20); Format.baseDashMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 2 L 0 14 M 0 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20);Format.doubleBlockMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 8 8 L 16 2 L 16 14 Z M 16 8 L 24 8" stroke="#404040" fill="transparent"/>',32,20); -Format.doubleBlockFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 8 8 L 16 2 L 16 14 Z M 16 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20);Format.processMenuIcon=function(a,b){var f=a.getElementsByTagName("img");0<f.length&&(Editor.isDarkMode()&&(f[0].style.filter="invert(100%)"),f[0].className="geIcon",f[0].style.padding="0px",f[0].style.margin="0 0 0 2px",null!=b&&mxUtils.setPrefixedStyle(f[0].style,"transform",b));return a}; -Format.prototype.labelIndex=0;Format.prototype.diagramIndex=0;Format.prototype.currentIndex=0;Format.prototype.showCloseButton=!0; +Format.doubleBlockFilledMarkerImage=Graph.createSvgImage(20,22,'<path transform="translate(4,2)" stroke-width="2" d="M 0 8 L 8 2 L 8 14 Z M 8 8 L 16 2 L 16 14 Z M 16 8 L 24 8" stroke="#404040" fill="#404040"/>',32,20);Format.processMenuIcon=function(a,b){var f=a.getElementsByTagName("img");0<f.length&&(f[0].className="geIcon geAdaptiveAsset",f[0].style.padding="0px",f[0].style.margin="0 0 0 2px",null!=b&&mxUtils.setPrefixedStyle(f[0].style,"transform",b));return a};Format.prototype.labelIndex=0; +Format.prototype.diagramIndex=0;Format.prototype.currentIndex=0;Format.prototype.showCloseButton=!0;Format.prototype.rounded=!1;Format.prototype.curved=!1; Format.prototype.init=function(){var a=this.editorUi,b=a.editor,f=b.graph;this.update=mxUtils.bind(this,function(e,g){this.refresh()});f.getSelectionModel().addListener(mxEvent.CHANGE,this.update);f.getModel().addListener(mxEvent.CHANGE,this.update);f.addListener(mxEvent.EDITING_STARTED,this.update);f.addListener(mxEvent.EDITING_STOPPED,this.update);f.getView().addListener("unitChanged",this.update);b.addListener("autosaveChanged",this.update);f.addListener(mxEvent.ROOT,this.update);a.addListener("styleChanged", -this.update);this.refresh()};Format.prototype.clear=function(){this.container.innerText="";if(null!=this.panels)for(var a=0;a<this.panels.length;a++)this.panels[a].destroy();this.panels=[]};Format.prototype.refresh=function(){null!=this.pendingRefresh&&(window.clearTimeout(this.pendingRefresh),this.pendingRefresh=null);this.pendingRefresh=window.setTimeout(mxUtils.bind(this,function(){this.immediateRefresh()}))}; +this.update);a.addListener("darkModeChanged",this.update);this.refresh()};Format.prototype.clear=function(){this.container.innerText="";if(null!=this.panels)for(var a=0;a<this.panels.length;a++)this.panels[a].destroy();this.panels=[]};Format.prototype.refresh=function(){null!=this.pendingRefresh&&(window.clearTimeout(this.pendingRefresh),this.pendingRefresh=null);this.pendingRefresh=window.setTimeout(mxUtils.bind(this,function(){this.immediateRefresh()}))}; Format.prototype.immediateRefresh=function(){if("0px"!=this.container.style.width){this.clear();var a=this.editorUi,b=a.editor.graph,f=document.createElement("div");f.style.whiteSpace="nowrap";f.style.color="rgb(112, 112, 112)";f.style.textAlign="left";f.style.cursor="default";var e=document.createElement("div");e.className="geFormatSection";e.style.textAlign="center";e.style.fontWeight="bold";e.style.paddingTop="8px";e.style.fontSize="13px";e.style.borderWidth="0px 0px 1px 1px";e.style.borderStyle= -"solid";e.style.display="inline-block";e.style.height="25px";e.style.overflow="hidden";e.style.width="100%";this.container.appendChild(f);mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(C){C.preventDefault()}));var g=a.getSelectionState(),d=g.containsLabel,k=null,m=null,u=mxUtils.bind(this,function(C,F,I,D){var N=mxUtils.bind(this,function(S){k!=C&&(d?this.labelIndex=I:b.isSelectionEmpty()?this.diagramIndex=I:this.currentIndex=I,null!=k&&(k.style.backgroundColor= -Format.inactiveTabBackgroundColor,k.style.borderBottomWidth="1px"),k=C,k.style.backgroundColor="",k.style.borderBottomWidth="0px",m!=F&&(null!=m&&(m.style.display="none"),m=F,m.style.display=""))});mxEvent.addListener(C,"click",N);mxEvent.addListener(C,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(S){S.preventDefault()}));(D&&null==k||I==(d?this.labelIndex:b.isSelectionEmpty()?this.diagramIndex:this.currentIndex))&&N()}),n=0;if(b.isSelectionEmpty()){mxUtils.write(e,mxResources.get("diagram")); -e.style.borderLeftWidth="0px";f.appendChild(e);g=f.cloneNode(!1);this.panels.push(new DiagramFormatPanel(this,a,g));this.container.appendChild(g);if(null!=Editor.styles){g.style.display="none";e.style.width=this.showCloseButton?"106px":"50%";e.style.cursor="pointer";e.style.backgroundColor=Format.inactiveTabBackgroundColor;var r=e.cloneNode(!1);r.style.borderLeftWidth="1px";r.style.borderRightWidth="1px";r.style.backgroundColor=Format.inactiveTabBackgroundColor;u(e,g,n++);var x=f.cloneNode(!1);x.style.display= -"none";mxUtils.write(r,mxResources.get("style"));f.appendChild(r);this.panels.push(new DiagramStylePanel(this,a,x));this.container.appendChild(x);u(r,x,n++)}this.showCloseButton&&(r=e.cloneNode(!1),r.style.borderLeftWidth="1px",r.style.borderRightWidth="1px",r.style.borderBottomWidth="1px",r.style.backgroundColor=Format.inactiveTabBackgroundColor,r.style.position="absolute",r.style.right="0px",r.style.top="0px",r.style.width="25px",u=document.createElement("img"),u.setAttribute("border","0"),u.setAttribute("src", +"solid";e.style.display="inline-block";e.style.height="25px";e.style.overflow="hidden";e.style.width="100%";this.container.appendChild(f);mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(D){D.preventDefault()}));var g=a.getSelectionState(),d=g.containsLabel,k=null,n=null,u=mxUtils.bind(this,function(D,F,J,C){var O=mxUtils.bind(this,function(R){k!=D&&(d?this.labelIndex=J:b.isSelectionEmpty()?this.diagramIndex=J:this.currentIndex=J,null!=k&&(k.style.backgroundColor= +Format.inactiveTabBackgroundColor,k.style.borderBottomWidth="1px"),k=D,k.style.backgroundColor="",k.style.borderBottomWidth="0px",n!=F&&(null!=n&&(n.style.display="none"),n=F,n.style.display=""))});mxEvent.addListener(D,"click",O);mxEvent.addListener(D,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(R){R.preventDefault()}));(C&&null==k||J==(d?this.labelIndex:b.isSelectionEmpty()?this.diagramIndex:this.currentIndex))&&O()}),m=0;if(b.isSelectionEmpty()){mxUtils.write(e,mxResources.get("diagram")); +e.style.borderLeftWidth="0px";f.appendChild(e);g=f.cloneNode(!1);this.panels.push(new DiagramFormatPanel(this,a,g));this.container.appendChild(g);if(null!=Editor.styles){g.style.display="none";e.style.width=this.showCloseButton?"106px":"50%";e.style.cursor="pointer";e.style.backgroundColor=Format.inactiveTabBackgroundColor;var r=e.cloneNode(!1);r.style.borderLeftWidth="1px";r.style.borderRightWidth="1px";r.style.backgroundColor=Format.inactiveTabBackgroundColor;u(e,g,m++);var x=f.cloneNode(!1);x.style.display= +"none";mxUtils.write(r,mxResources.get("style"));f.appendChild(r);this.panels.push(new DiagramStylePanel(this,a,x));this.container.appendChild(x);u(r,x,m++)}this.showCloseButton&&(r=e.cloneNode(!1),r.style.borderLeftWidth="1px",r.style.borderRightWidth="1px",r.style.borderBottomWidth="1px",r.style.backgroundColor=Format.inactiveTabBackgroundColor,r.style.position="absolute",r.style.right="0px",r.style.top="0px",r.style.width="25px",u=document.createElement("img"),u.setAttribute("border","0"),u.setAttribute("src", Dialog.prototype.closeImage),u.setAttribute("title",mxResources.get("hide")),u.style.position="absolute",u.style.display="block",u.style.right="0px",u.style.top="8px",u.style.cursor="pointer",u.style.marginTop="1px",u.style.marginRight="6px",u.style.border="1px solid transparent",u.style.padding="1px",u.style.opacity=.5,r.appendChild(u),mxEvent.addListener(u,"click",function(){a.actions.get("formatPanel").funct()}),f.appendChild(r))}else if(b.isEditing())mxUtils.write(e,mxResources.get("text")),f.appendChild(e), this.panels.push(new TextFormatPanel(this,a,f));else{e.style.backgroundColor=Format.inactiveTabBackgroundColor;e.style.borderLeftWidth="1px";e.style.cursor="pointer";e.style.width=d||0==g.cells.length?"50%":"33.3%";r=e.cloneNode(!1);var B=r.cloneNode(!1);r.style.backgroundColor=Format.inactiveTabBackgroundColor;B.style.backgroundColor=Format.inactiveTabBackgroundColor;d?r.style.borderLeftWidth="0px":(e.style.borderLeftWidth="0px",mxUtils.write(e,mxResources.get("style")),f.appendChild(e),x=f.cloneNode(!1), -x.style.display="none",this.panels.push(new StyleFormatPanel(this,a,x)),this.container.appendChild(x),u(e,x,n++));mxUtils.write(r,mxResources.get("text"));f.appendChild(r);e=f.cloneNode(!1);e.style.display="none";this.panels.push(new TextFormatPanel(this,a,e));this.container.appendChild(e);mxUtils.write(B,mxResources.get("arrange"));f.appendChild(B);f=f.cloneNode(!1);f.style.display="none";this.panels.push(new ArrangePanel(this,a,f));this.container.appendChild(f);0<g.cells.length?u(r,e,n++):r.style.display= -"none";u(B,f,n++,!0)}}};BaseFormatPanel=function(a,b,f){this.format=a;this.editorUi=b;this.container=f;this.listeners=[]};BaseFormatPanel.prototype.buttonBackgroundColor="white"; -BaseFormatPanel.prototype.installInputHandler=function(a,b,f,e,g,d,k,m){d=null!=d?d:"";m=null!=m?m:!1;var u=this.editorUi,n=u.editor.graph;e=null!=e?e:1;g=null!=g?g:999;var r=null,x=!1,B=mxUtils.bind(this,function(C){var F=m?parseFloat(a.value):parseInt(a.value);isNaN(F)||b!=mxConstants.STYLE_ROTATION||(F=mxUtils.mod(Math.round(100*F),36E3)/100);F=Math.min(g,Math.max(e,isNaN(F)?f:F));if(n.cellEditor.isContentEditing()&&k)x||(x=!0,null!=r&&(n.cellEditor.restoreSelection(r),r=null),k(F),a.value=F+d, -x=!1);else if(F!=mxUtils.getValue(u.getSelectionState().style,b,f)){n.isEditing()&&n.stopEditing(!0);n.getModel().beginUpdate();try{var I=u.getSelectionState().cells;n.setCellStyles(b,F,I);b==mxConstants.STYLE_FONTSIZE&&n.updateLabelElements(I,function(N){N.style.fontSize=F+"px";N.removeAttribute("size")});for(var D=0;D<I.length;D++)0==n.model.getChildCount(I[D])&&n.autoSizeCell(I[D],!1);u.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[F],"cells",I))}finally{n.getModel().endUpdate()}}a.value= -F+d;mxEvent.consume(C)});k&&n.cellEditor.isContentEditing()&&(mxEvent.addListener(a,"mousedown",function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())}),mxEvent.addListener(a,"touchstart",function(){document.activeElement==n.cellEditor.textarea&&(r=n.cellEditor.saveSelection())}));mxEvent.addListener(a,"change",B);mxEvent.addListener(a,"blur",B);return B}; +x.style.display="none",this.panels.push(new StyleFormatPanel(this,a,x)),this.container.appendChild(x),u(e,x,m++));mxUtils.write(r,mxResources.get("text"));f.appendChild(r);e=f.cloneNode(!1);e.style.display="none";this.panels.push(new TextFormatPanel(this,a,e));this.container.appendChild(e);mxUtils.write(B,mxResources.get("arrange"));f.appendChild(B);f=f.cloneNode(!1);f.style.display="none";this.panels.push(new ArrangePanel(this,a,f));this.container.appendChild(f);0<g.cells.length?u(r,e,m++):r.style.display= +"none";u(B,f,m++,!0)}}};BaseFormatPanel=function(a,b,f){this.format=a;this.editorUi=b;this.container=f;this.listeners=[]};BaseFormatPanel.prototype.buttonBackgroundColor="white"; +BaseFormatPanel.prototype.installInputHandler=function(a,b,f,e,g,d,k,n){d=null!=d?d:"";n=null!=n?n:!1;var u=this.editorUi,m=u.editor.graph;e=null!=e?e:1;g=null!=g?g:999;var r=null,x=!1,B=mxUtils.bind(this,function(D){var F=n?parseFloat(a.value):parseInt(a.value);isNaN(F)||b!=mxConstants.STYLE_ROTATION||(F=mxUtils.mod(Math.round(100*F),36E3)/100);F=Math.min(g,Math.max(e,isNaN(F)?f:F));if(m.cellEditor.isContentEditing()&&k)x||(x=!0,null!=r&&(m.cellEditor.restoreSelection(r),r=null),k(F),a.value=F+d, +x=!1);else if(F!=mxUtils.getValue(u.getSelectionState().style,b,f)){m.isEditing()&&m.stopEditing(!0);m.getModel().beginUpdate();try{var J=u.getSelectionState().cells;m.setCellStyles(b,F,J);b==mxConstants.STYLE_FONTSIZE&&m.updateLabelElements(J,function(O){O.style.fontSize=F+"px";O.removeAttribute("size")});for(var C=0;C<J.length;C++)0==m.model.getChildCount(J[C])&&m.autoSizeCell(J[C],!1);u.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[F],"cells",J))}finally{m.getModel().endUpdate()}}a.value= +F+d;mxEvent.consume(D)});k&&m.cellEditor.isContentEditing()&&(mxEvent.addListener(a,"mousedown",function(){document.activeElement==m.cellEditor.textarea&&(r=m.cellEditor.saveSelection())}),mxEvent.addListener(a,"touchstart",function(){document.activeElement==m.cellEditor.textarea&&(r=m.cellEditor.saveSelection())}));mxEvent.addListener(a,"change",B);mxEvent.addListener(a,"blur",B);return B}; BaseFormatPanel.prototype.createPanel=function(){var a=document.createElement("div");a.className="geFormatSection";a.style.padding="12px 0px 12px 14px";return a};BaseFormatPanel.prototype.createTitle=function(a){var b=document.createElement("div");b.style.padding="0px 0px 6px 0px";b.style.whiteSpace="nowrap";b.style.overflow="hidden";b.style.width="200px";b.style.fontWeight="bold";mxUtils.write(b,a);return b}; BaseFormatPanel.prototype.addAction=function(a,b){var f=this.editorUi.actions.get(b);b=null;null!=f&&f.isEnabled()&&(b=mxUtils.button(f.label,function(e){f.funct(e,e)}),b.setAttribute("title",f.label+(null!=f.shortcut?" ("+f.shortcut+")":"")),b.style.marginBottom="2px",b.style.width="210px",a.appendChild(b),result=!0);return b}; BaseFormatPanel.prototype.addActions=function(a,b){for(var f=null,e=null,g=0,d=0;d<b.length;d++){var k=this.addAction(a,b[d]);null!=k&&(g++,0==mxUtils.mod(g,2)&&(e.style.marginRight="2px",e.style.width="104px",k.style.width="104px",f.parentNode.removeChild(f)),f=mxUtils.br(a),e=k)}return g}; -BaseFormatPanel.prototype.createStepper=function(a,b,f,e,g,d,k){f=null!=f?f:1;e=null!=e?e:9;var m=10*f,u=document.createElement("div");mxUtils.setPrefixedStyle(u.style,"borderRadius","3px");u.style.border="1px solid rgb(192, 192, 192)";u.style.position="absolute";var n=document.createElement("div");n.style.borderBottom="1px solid rgb(192, 192, 192)";n.style.position="relative";n.style.height=e+"px";n.style.width="10px";n.className="geBtnUp";u.appendChild(n);var r=n.cloneNode(!1);r.style.border="none"; -r.style.height=e+"px";r.className="geBtnDown";u.appendChild(r);mxEvent.addGestureListeners(r,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"2");var C=k?parseFloat(a.value):parseInt(a.value);isNaN(C)||(a.value=C-(mxEvent.isShiftDown(B)?m:f),null!=b&&b(B));mxEvent.consume(B)});mxEvent.addGestureListeners(n,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"0");var C=k?parseFloat(a.value):parseInt(a.value);isNaN(C)||(a.value=C+(mxEvent.isShiftDown(B)? -m:f),null!=b&&b(B));mxEvent.consume(B)});if(g){var x=null;mxEvent.addGestureListeners(u,function(B){mxEvent.consume(B)},null,function(B){if(null!=x){try{x.select()}catch(C){}x=null;mxEvent.consume(B)}})}else mxEvent.addListener(u,"click",function(B){mxEvent.consume(B)});return u}; -BaseFormatPanel.prototype.createOption=function(a,b,f,e,g){var d=document.createElement("div");d.style.padding="3px 0px 3px 0px";d.style.whiteSpace="nowrap";d.style.textOverflow="ellipsis";d.style.overflow="hidden";d.style.width="200px";d.style.height="18px";var k=document.createElement("input");k.setAttribute("type","checkbox");k.style.margin="1px 6px 0px 0px";k.style.verticalAlign="top";d.appendChild(k);var m=document.createElement("span");m.style.verticalAlign="top";m.style.userSelect="none";mxUtils.write(m, -a);d.appendChild(m);var u=!1,n=b(),r=function(x,B){u||(u=!0,x?(k.setAttribute("checked","checked"),k.defaultChecked=!0,k.checked=!0):(k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1),n!=x&&(n=x,b()!=n&&f(n,B)),u=!1)};mxEvent.addListener(d,"click",function(x){if("disabled"!=k.getAttribute("disabled")){var B=mxEvent.getSource(x);if(B==d||B==m)k.checked=!k.checked;r(k.checked,x)}});r(n);null!=e&&(e.install(r),this.listeners.push(e));null!=g&&g(d);return d}; -BaseFormatPanel.prototype.createCellOption=function(a,b,f,e,g,d,k,m,u){var n=this.editorUi,r=n.editor.graph;e=null!=e?"null"==e?null:e:1;g=null!=g?"null"==g?null:g:0;var x=null!=u?r.getCommonStyle(u):n.getSelectionState().style;return this.createOption(a,function(){return mxUtils.getValue(x,b,f)!=g},function(B){m&&r.stopEditing();if(null!=k)k.funct();else{r.getModel().beginUpdate();try{var C=null!=u?u:n.getSelectionState().cells;B=B?e:g;r.setCellStyles(b,B,C);null!=d&&d(C,B);n.fireEvent(new mxEventObject("styleChanged", -"keys",[b],"values",[B],"cells",C))}finally{r.getModel().endUpdate()}}},{install:function(B){this.listener=function(){B(mxUtils.getValue(x,b,f)!=g)};r.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){r.getModel().removeListener(this.listener)}})}; -BaseFormatPanel.prototype.createColorOption=function(a,b,f,e,g,d,k,m){var u=document.createElement("div");u.style.padding="3px 0px 3px 0px";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.width="200px";u.style.height="18px";var n=document.createElement("input");n.setAttribute("type","checkbox");n.style.margin="1px 6px 0px 0px";n.style.verticalAlign="top";k||u.appendChild(n);var r=document.createElement("span");r.style.verticalAlign="top";mxUtils.write(r,a);u.appendChild(r);var x=b(), -B=!1,C=null,F=function(D,N,S){if(!B){var T="null"==e?null:e;B=!0;D=/(^#?[a-zA-Z0-9]*$)/.test(D)?D:T;T=null!=D&&D!=mxConstants.NONE?D:T;var P=document.createElement("div");P.style.width="36px";P.style.height="12px";P.style.margin="3px";P.style.border="1px solid black";P.style.backgroundColor="default"==T?m:T;C.innerText="";C.appendChild(P);null!=D&&D!=mxConstants.NONE&&1<D.length&&"string"===typeof D&&(T="#"==D.charAt(0)?D.substring(1).toUpperCase():D,T=ColorDialog.prototype.colorNames[T],C.setAttribute("title", -null!=T?T+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper"));null!=D&&D!=mxConstants.NONE?(n.setAttribute("checked","checked"),n.defaultChecked=!0,n.checked=!0):(n.removeAttribute("checked"),n.defaultChecked=!1,n.checked=!1);C.style.display=n.checked||k?"":"none";null!=d&&d("null"==D?null:D);x=D;N||(S||k||b()!=x)&&f("null"==x?null:x,x);B=!1}},I=document.createElement("input");I.setAttribute("type","color");I.style.visibility="hidden";I.style.width="0px";I.style.height="0px";I.style.border= -"none";u.appendChild(I);C=mxUtils.button("",mxUtils.bind(this,function(D){var N=x;"default"==N&&(N=m);!mxEvent.isShiftDown(D)||mxClient.IS_IE||mxClient.IS_IE11?this.editorUi.pickColor(N,function(S){F(S,null,!0)},m):(I.value=N,I.click(),mxEvent.addListener(I,"input",function(){F(I.value,null,!0)}));mxEvent.consume(D)}));C.style.position="absolute";C.style.marginTop="-3px";C.style.left="178px";C.style.height="22px";C.className="geColorBtn";C.style.display=n.checked||k?"":"none";u.appendChild(C);a=null!= -x&&"string"===typeof x&&"#"==x.charAt(0)?x.substring(1).toUpperCase():x;a=ColorDialog.prototype.colorNames[a];C.setAttribute("title",null!=a?a+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper");mxEvent.addListener(u,"click",function(D){D=mxEvent.getSource(D);if(D==n||"INPUT"!=D.nodeName)D!=n&&(n.checked=!n.checked),n.checked||null==x||x==mxConstants.NONE||e==mxConstants.NONE||(e=x),F(n.checked?e:mxConstants.NONE)});F(x,!0);null!=g&&(g.install(F),this.listeners.push(g));return u}; -BaseFormatPanel.prototype.createCellColorOption=function(a,b,f,e,g,d){var k=this.editorUi,m=k.editor.graph;return this.createColorOption(a,function(){var u=m.view.getState(k.getSelectionState().cells[0]);return null!=u?mxUtils.getValue(u.style,b,null):null},function(u,n){m.getModel().beginUpdate();try{var r=k.getSelectionState().cells;m.setCellStyles(b,u,r);null!=g&&g(u);k.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[u],"cells",r))}finally{m.getModel().endUpdate()}},f||mxConstants.NONE, -{install:function(u){this.listener=function(){var n=m.view.getState(k.getSelectionState().cells[0]);null!=n&&u(mxUtils.getValue(n.style,b,null),!0)};m.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){m.getModel().removeListener(this.listener)}},e,null,d)}; +BaseFormatPanel.prototype.createStepper=function(a,b,f,e,g,d,k){f=null!=f?f:1;e=null!=e?e:9;var n=10*f,u=document.createElement("div");mxUtils.setPrefixedStyle(u.style,"borderRadius","3px");u.style.border="1px solid rgb(192, 192, 192)";u.style.position="absolute";var m=document.createElement("div");m.style.borderBottom="1px solid rgb(192, 192, 192)";m.style.position="relative";m.style.height=e+"px";m.style.width="10px";m.className="geBtnUp";u.appendChild(m);var r=m.cloneNode(!1);r.style.border="none"; +r.style.height=e+"px";r.className="geBtnDown";u.appendChild(r);mxEvent.addGestureListeners(r,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"2");var D=k?parseFloat(a.value):parseInt(a.value);isNaN(D)||(a.value=D-(mxEvent.isShiftDown(B)?n:f),null!=b&&b(B));mxEvent.consume(B)});mxEvent.addGestureListeners(m,function(B){mxEvent.consume(B)},null,function(B){""==a.value&&(a.value=d||"0");var D=k?parseFloat(a.value):parseInt(a.value);isNaN(D)||(a.value=D+(mxEvent.isShiftDown(B)? +n:f),null!=b&&b(B));mxEvent.consume(B)});if(g){var x=null;mxEvent.addGestureListeners(u,function(B){mxEvent.consume(B)},null,function(B){if(null!=x){try{x.select()}catch(D){}x=null;mxEvent.consume(B)}})}else mxEvent.addListener(u,"click",function(B){mxEvent.consume(B)});return u}; +BaseFormatPanel.prototype.createOption=function(a,b,f,e,g){var d=document.createElement("div");d.style.padding="3px 0px 3px 0px";d.style.whiteSpace="nowrap";d.style.textOverflow="ellipsis";d.style.overflow="hidden";d.style.width="200px";d.style.height="18px";var k=document.createElement("input");k.setAttribute("type","checkbox");k.style.margin="1px 6px 0px 0px";k.style.verticalAlign="top";d.appendChild(k);var n=document.createElement("span");n.style.verticalAlign="top";n.style.userSelect="none";mxUtils.write(n, +a);d.appendChild(n);var u=!1,m=b(),r=function(x,B){u||(u=!0,x?(k.setAttribute("checked","checked"),k.defaultChecked=!0,k.checked=!0):(k.removeAttribute("checked"),k.defaultChecked=!1,k.checked=!1),m!=x&&(m=x,b()!=m&&f(m,B)),u=!1)};mxEvent.addListener(d,"click",function(x){if("disabled"!=k.getAttribute("disabled")){var B=mxEvent.getSource(x);if(B==d||B==n)k.checked=!k.checked;r(k.checked,x)}});r(m);null!=e&&(e.install(r),this.listeners.push(e));null!=g&&g(d);return d}; +BaseFormatPanel.prototype.createCellOption=function(a,b,f,e,g,d,k,n,u){var m=this.editorUi,r=m.editor.graph;e=null!=e?"null"==e?null:e:1;g=null!=g?"null"==g?null:g:0;var x=null!=u?r.getCommonStyle(u):m.getSelectionState().style;return this.createOption(a,function(){return mxUtils.getValue(x,b,f)!=g},function(B){n&&r.stopEditing();if(null!=k)k.funct();else{r.getModel().beginUpdate();try{var D=null!=u?u:m.getSelectionState().cells;B=B?e:g;r.setCellStyles(b,B,D);null!=d&&d(D,B);m.fireEvent(new mxEventObject("styleChanged", +"keys",[b],"values",[B],"cells",D))}finally{r.getModel().endUpdate()}}},{install:function(B){this.listener=function(){B(mxUtils.getValue(x,b,f)!=g)};r.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){r.getModel().removeListener(this.listener)}})}; +BaseFormatPanel.prototype.createColorOption=function(a,b,f,e,g,d,k,n){var u=document.createElement("div");u.style.padding="3px 0px 3px 0px";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.width="200px";u.style.height="18px";var m=document.createElement("input");m.setAttribute("type","checkbox");m.style.margin="1px 6px 0px 0px";m.style.verticalAlign="top";k||u.appendChild(m);var r=document.createElement("span");r.style.verticalAlign="top";mxUtils.write(r,a);u.appendChild(r);var x=b(), +B=!1,D=null,F=function(C,O,R){if(!B){var T="null"==e?null:e;B=!0;C=/(^#?[a-zA-Z0-9]*$)/.test(C)?C:T;T=null!=C&&C!=mxConstants.NONE?C:T;var Q=document.createElement("div");Q.style.width="36px";Q.style.height="12px";Q.style.margin="3px";Q.style.border="1px solid black";Q.style.backgroundColor="default"==T?n:T;D.innerText="";D.appendChild(Q);null!=C&&C!=mxConstants.NONE&&1<C.length&&"string"===typeof C&&(T="#"==C.charAt(0)?C.substring(1).toUpperCase():C,T=ColorDialog.prototype.colorNames[T],D.setAttribute("title", +null!=T?T+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper"));null!=C&&C!=mxConstants.NONE?(m.setAttribute("checked","checked"),m.defaultChecked=!0,m.checked=!0):(m.removeAttribute("checked"),m.defaultChecked=!1,m.checked=!1);D.style.display=m.checked||k?"":"none";null!=d&&d("null"==C?null:C);x=C;O||(R||k||b()!=x)&&f("null"==x?null:x,x);B=!1}},J=document.createElement("input");J.setAttribute("type","color");J.style.visibility="hidden";J.style.width="0px";J.style.height="0px";J.style.border= +"none";u.appendChild(J);D=mxUtils.button("",mxUtils.bind(this,function(C){var O=x;"default"==O&&(O=n);!mxEvent.isShiftDown(C)||mxClient.IS_IE||mxClient.IS_IE11?this.editorUi.pickColor(O,function(R){F(R,null,!0)},n):(J.value=O,J.click(),mxEvent.addListener(J,"input",function(){F(J.value,null,!0)}));mxEvent.consume(C)}));D.style.position="absolute";D.style.marginTop="-3px";D.style.left="178px";D.style.height="22px";D.className="geColorBtn";D.style.display=m.checked||k?"":"none";u.appendChild(D);a=null!= +x&&"string"===typeof x&&"#"==x.charAt(0)?x.substring(1).toUpperCase():x;a=ColorDialog.prototype.colorNames[a];D.setAttribute("title",null!=a?a+" (Shift+Click for Color Dropper)":"Shift+Click for Color Dropper");mxEvent.addListener(u,"click",function(C){C=mxEvent.getSource(C);if(C==m||"INPUT"!=C.nodeName)C!=m&&(m.checked=!m.checked),m.checked||null==x||x==mxConstants.NONE||e==mxConstants.NONE||(e=x),F(m.checked?e:mxConstants.NONE)});F(x,!0);null!=g&&(g.install(F),this.listeners.push(g));return u}; +BaseFormatPanel.prototype.createCellColorOption=function(a,b,f,e,g,d){var k=this.editorUi,n=k.editor.graph;return this.createColorOption(a,function(){var u=n.view.getState(k.getSelectionState().cells[0]);return null!=u?mxUtils.getValue(u.style,b,null):null},function(u,m){n.getModel().beginUpdate();try{var r=k.getSelectionState().cells;n.setCellStyles(b,u,r);null!=g&&g(u);k.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[u],"cells",r))}finally{n.getModel().endUpdate()}},f||mxConstants.NONE, +{install:function(u){this.listener=function(){var m=n.view.getState(k.getSelectionState().cells[0]);null!=m&&u(mxUtils.getValue(m.style,b,null),!0)};n.getModel().addListener(mxEvent.CHANGE,this.listener)},destroy:function(){n.getModel().removeListener(this.listener)}},e,null,d)}; BaseFormatPanel.prototype.addArrow=function(a,b,f){b=null!=b?b:10;var e=document.createElement("div");e.style.borderLeft="1px solid #a0a0a0";e.style.display="inline-block";e.style.height=b+"px";e.style.paddingRight="4px";e.style.padding="6px";f?(e.style.verticalAlign="top",e.style.marginLeft="1px"):(b=10-b,2==b?e.style.paddingTop="6px":0<b?e.style.paddingTop=6-b+"px":e.style.marginTop="-2px");b=document.createElement("img");b.setAttribute("border","0");b.setAttribute("valign","middle");b.setAttribute("src", Toolbar.prototype.dropDownImage);e.appendChild(b);b=e.getElementsByTagName("img")[0];b.style.position="relative";b.style.left="1px";b.style.top=mxClient.IS_FF?"0px":"-4px";mxUtils.setOpacity(e,70);b=a.getElementsByTagName("div")[0];null!=b&&(b.style.paddingRight="6px",b.style.marginLeft="4px",b.style.marginTop="-1px",b.style.display="inline-block",mxUtils.setOpacity(b,60));mxUtils.setOpacity(a,100);a.style.border="1px solid #a0a0a0";a.style.backgroundColor=this.buttonBackgroundColor;a.style.backgroundImage= "none";a.style.width="auto";a.className+=" geColorBtn";mxUtils.setPrefixedStyle(a.style,"borderRadius","3px");a.appendChild(e);return b}; -BaseFormatPanel.prototype.addUnitInput=function(a,b,f,e,g,d,k,m,u){k=null!=k?k:0;b=document.createElement("input");b.style.position="absolute";b.style.textAlign="right";b.style.marginTop="-2px";b.style.left=228-f-e+"px";b.style.width=e+"px";b.style.height="21px";b.style.border="1px solid rgb(160, 160, 160)";b.style.borderRadius="4px";b.style.boxSizing="border-box";a.appendChild(b);e=this.createStepper(b,g,d,null,m,null,u);e.style.marginTop=k-2+"px";e.style.left=228-f+"px";a.appendChild(e);return b}; -BaseFormatPanel.prototype.createRelativeOption=function(a,b,f,e,g){f=null!=f?f:52;var d=this.editorUi,k=d.editor.graph,m=this.createPanel();m.style.paddingTop="10px";m.style.paddingBottom="10px";mxUtils.write(m,a);m.style.fontWeight="bold";a=mxUtils.bind(this,function(r){if(null!=e)e(u);else{var x=parseInt(u.value);x=Math.min(100,Math.max(0,isNaN(x)?100:x));var B=k.view.getState(d.getSelectionState().cells[0]);null!=B&&x!=mxUtils.getValue(B.style,b,100)&&(100==x&&(x=null),B=d.getSelectionState().cells, -k.setCellStyles(b,x,B),this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[x],"cells",B)));u.value=(null!=x?x:"100")+" %"}mxEvent.consume(r)});var u=this.addUnitInput(m,"%",16,f,a,10,-15,null!=e);if(null!=b){var n=mxUtils.bind(this,function(r,x,B){if(B||u!=document.activeElement)r=d.getSelectionState(),r=parseInt(mxUtils.getValue(r.style,b,100)),u.value=isNaN(r)?"":r+" %"});mxEvent.addListener(u,"keydown",function(r){13==r.keyCode?(k.container.focus(),mxEvent.consume(r)): -27==r.keyCode&&(n(null,null,!0),k.container.focus(),mxEvent.consume(r))});k.getModel().addListener(mxEvent.CHANGE,n);this.listeners.push({destroy:function(){k.getModel().removeListener(n)}});n()}mxEvent.addListener(u,"blur",a);mxEvent.addListener(u,"change",a);null!=g&&g(u);return m}; +BaseFormatPanel.prototype.addUnitInput=function(a,b,f,e,g,d,k,n,u){k=null!=k?k:0;b=document.createElement("input");b.style.position="absolute";b.style.textAlign="right";b.style.marginTop="-2px";b.style.left=228-f-e+"px";b.style.width=e+"px";b.style.height="21px";b.style.border="1px solid rgb(160, 160, 160)";b.style.borderRadius="4px";b.style.boxSizing="border-box";a.appendChild(b);e=this.createStepper(b,g,d,null,n,null,u);e.style.marginTop=k-2+"px";e.style.left=228-f+"px";a.appendChild(e);return b}; +BaseFormatPanel.prototype.createRelativeOption=function(a,b,f,e,g){f=null!=f?f:52;var d=this.editorUi,k=d.editor.graph,n=this.createPanel();n.style.paddingTop="10px";n.style.paddingBottom="10px";mxUtils.write(n,a);n.style.fontWeight="bold";a=mxUtils.bind(this,function(r){if(null!=e)e(u);else{var x=parseInt(u.value);x=Math.min(100,Math.max(0,isNaN(x)?100:x));var B=k.view.getState(d.getSelectionState().cells[0]);null!=B&&x!=mxUtils.getValue(B.style,b,100)&&(100==x&&(x=null),B=d.getSelectionState().cells, +k.setCellStyles(b,x,B),this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[b],"values",[x],"cells",B)));u.value=(null!=x?x:"100")+" %"}mxEvent.consume(r)});var u=this.addUnitInput(n,"%",16,f,a,10,-15,null!=e);if(null!=b){var m=mxUtils.bind(this,function(r,x,B){if(B||u!=document.activeElement)r=d.getSelectionState(),r=parseInt(mxUtils.getValue(r.style,b,100)),u.value=isNaN(r)?"":r+" %"});mxEvent.addListener(u,"keydown",function(r){13==r.keyCode?(k.container.focus(),mxEvent.consume(r)): +27==r.keyCode&&(m(null,null,!0),k.container.focus(),mxEvent.consume(r))});k.getModel().addListener(mxEvent.CHANGE,m);this.listeners.push({destroy:function(){k.getModel().removeListener(m)}});m()}mxEvent.addListener(u,"blur",a);mxEvent.addListener(u,"change",a);null!=g&&g(u);return n}; BaseFormatPanel.prototype.addLabel=function(a,b,f,e){e=null!=e?e:61;var g=document.createElement("div");mxUtils.write(g,b);g.style.position="absolute";g.style.left=240-f-e+"px";g.style.width=e+"px";g.style.marginTop="6px";g.style.textAlign="center";a.appendChild(g)}; BaseFormatPanel.prototype.addKeyHandler=function(a,b){mxEvent.addListener(a,"keydown",mxUtils.bind(this,function(f){13==f.keyCode?(this.editorUi.editor.graph.container.focus(),mxEvent.consume(f)):27==f.keyCode&&(null!=b&&b(null,null,!0),this.editorUi.editor.graph.container.focus(),mxEvent.consume(f))}))}; BaseFormatPanel.prototype.styleButtons=function(a){for(var b=0;b<a.length;b++)mxUtils.setPrefixedStyle(a[b].style,"borderRadius","3px"),mxUtils.setOpacity(a[b],100),a[b].style.border="1px solid #a0a0a0",a[b].style.padding="4px",a[b].style.paddingTop="3px",a[b].style.paddingRight="1px",a[b].style.margin="1px",a[b].style.marginRight="2px",a[b].style.width="24px",a[b].style.height="20px",a[b].className+=" geColorBtn"}; @@ -3321,332 +3324,331 @@ BaseFormatPanel.prototype.destroy=function(){if(null!=this.listeners){for(var a= ArrangePanel.prototype.init=function(){var a=this.editorUi.getSelectionState();0<a.cells.length&&(this.container.appendChild(this.addLayerOps(this.createPanel())),this.addGeometry(this.container),this.addEdgeGeometry(this.container),a.containsLabel&&0!=a.edges.length||this.container.appendChild(this.addAngle(this.createPanel())),a.containsLabel||this.container.appendChild(this.addFlip(this.createPanel())),this.container.appendChild(this.addAlign(this.createPanel())),1<a.vertices.length&&!a.cell&& !a.row&&this.container.appendChild(this.addDistribute(this.createPanel())),this.container.appendChild(this.addTable(this.createPanel())),this.container.appendChild(this.addGroupOps(this.createPanel())));a.containsLabel&&(a=document.createElement("div"),a.style.width="100%",a.style.marginTop="0px",a.style.fontWeight="bold",a.style.padding="10px 0 0 14px",mxUtils.write(a,mxResources.get("style")),this.container.appendChild(a),new StyleFormatPanel(this.format,this.editorUi,this.container))}; ArrangePanel.prototype.addTable=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="10px";var g=document.createElement("div");g.style.marginTop="0px";g.style.marginBottom="6px";g.style.fontWeight="bold";mxUtils.write(g,mxResources.get("table"));a.appendChild(g);g=document.createElement("div");g.style.position="relative";g.style.paddingLeft="0px";g.style.borderWidth="0px";g.style.width="220px";g.className="geToolbarContainer";var d= -e.vertices[0];1<f.getSelectionCount()&&(f.isTableCell(d)&&(d=f.model.getParent(d)),f.isTableRow(d)&&(d=f.model.getParent(d)));var k=e.table||e.row||e.cell,m=f.isStack(d)||f.isStackChild(d),u=k;m&&(k="0"==(f.isStack(d)?e.style:f.getCellStyle(f.model.getParent(d))).horizontalStack,u=!k);var n=[];u&&(n=n.concat([b.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this,function(){try{m?f.insertLane(d,!0):f.insertTableColumn(d,!0)}catch(r){b.handleError(r)}}), -g),b.toolbar.addButton("geSprite-insertcolumnafter",mxResources.get("insertColumnAfter"),mxUtils.bind(this,function(){try{m?f.insertLane(d,!1):f.insertTableColumn(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deletecolumn",mxResources.get("deleteColumn"),mxUtils.bind(this,function(){try{m?f.deleteLane(d):f.deleteTableColumn(d)}catch(r){b.handleError(r)}}),g)]));k&&(n=n.concat([b.toolbar.addButton("geSprite-insertrowbefore",mxResources.get("insertRowBefore"),mxUtils.bind(this, -function(){try{m?f.insertLane(d,!0):f.insertTableRow(d,!0)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-insertrowafter",mxResources.get("insertRowAfter"),mxUtils.bind(this,function(){try{m?f.insertLane(d,!1):f.insertTableRow(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deleterow",mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{m?f.deleteLane(d):f.deleteTableRow(d)}catch(r){b.handleError(r)}}),g)]));if(0<n.length){this.styleButtons(n);a.appendChild(g); -3<n.length&&(n[2].style.marginRight="10px");u=0;if(null!=e.mergeCell)u+=this.addActions(a,["mergeCells"]);else if(1<e.style.colspan||1<e.style.rowspan)u+=this.addActions(a,["unmergeCells"]);0<u&&(g.style.paddingBottom="2px")}else a.style.display="none";return a};ArrangePanel.prototype.addLayerOps=function(a){this.addActions(a,["toFront","toBack"]);this.addActions(a,["bringForward","sendBackward"]);return a}; -ArrangePanel.prototype.addGroupOps=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="8px";a.style.paddingBottom="6px";var g=0;e.cell||e.row||(g+=this.addActions(a,["group","ungroup","copySize","pasteSize"])+this.addActions(a,["removeFromGroup"]));var d=null;1!=e.cells.length||null==e.cells[0].value||isNaN(e.cells[0].value.nodeType)||(d=mxUtils.button(mxResources.get("copyData"),function(m){if(mxEvent.isShiftDown(m)){var u=f.getDataForCells(f.getSelectionCells()); -m=new EmbedDialog(b,JSON.stringify(u,null,2),null,null,function(){console.log(u);b.alert("Written to Console (Dev Tools)")},mxResources.get("copyData"),null,"Console","data.json");b.showDialog(m.container,450,240,!0,!0);m.init()}else b.actions.get("copyData").funct(m)}),d.setAttribute("title",mxResources.get("copyData")+" ("+this.editorUi.actions.get("copyData").shortcut+") Shift+Click to Extract Data"),d.style.marginBottom="2px",d.style.width="210px",a.appendChild(d),g++);var k=null;null!=b.copiedValue&& -0<e.cells.length&&(k=mxUtils.button(mxResources.get("pasteData"),function(m){b.actions.get("pasteData").funct(m)}),k.setAttribute("title",mxResources.get("pasteData")+" ("+this.editorUi.actions.get("pasteData").shortcut+")"),k.style.marginBottom="2px",k.style.width="210px",a.appendChild(k),g++,null!=d&&(d.style.width="104px",k.style.width="104px",k.style.marginBottom="2px",d.style.marginBottom="2px",d.style.marginRight="2px"));null==d&&null==k||mxUtils.br(a);e=this.addAction(a,"clearWaypoints");null!= +e.vertices[0];1<f.getSelectionCount()&&(f.isTableCell(d)&&(d=f.model.getParent(d)),f.isTableRow(d)&&(d=f.model.getParent(d)));var k=e.table||e.row||e.cell,n=f.isStack(d)||f.isStackChild(d),u=k;n&&(k="0"==(f.isStack(d)?e.style:f.getCellStyle(f.model.getParent(d))).horizontalStack,u=!k);var m=[];u&&(m=m.concat([b.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this,function(){try{n?f.insertLane(d,!0):f.insertTableColumn(d,!0)}catch(r){b.handleError(r)}}), +g),b.toolbar.addButton("geSprite-insertcolumnafter",mxResources.get("insertColumnAfter"),mxUtils.bind(this,function(){try{n?f.insertLane(d,!1):f.insertTableColumn(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deletecolumn",mxResources.get("deleteColumn"),mxUtils.bind(this,function(){try{n?f.deleteLane(d):f.deleteTableColumn(d)}catch(r){b.handleError(r)}}),g)]));k&&(m=m.concat([b.toolbar.addButton("geSprite-insertrowbefore",mxResources.get("insertRowBefore"),mxUtils.bind(this, +function(){try{n?f.insertLane(d,!0):f.insertTableRow(d,!0)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-insertrowafter",mxResources.get("insertRowAfter"),mxUtils.bind(this,function(){try{n?f.insertLane(d,!1):f.insertTableRow(d,!1)}catch(r){b.handleError(r)}}),g),b.toolbar.addButton("geSprite-deleterow",mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{n?f.deleteLane(d):f.deleteTableRow(d)}catch(r){b.handleError(r)}}),g)]));if(0<m.length){this.styleButtons(m);a.appendChild(g); +3<m.length&&(m[2].style.marginRight="10px");u=0;if(null!=e.mergeCell)u+=this.addActions(a,["mergeCells"]);else if(1<e.style.colspan||1<e.style.rowspan)u+=this.addActions(a,["unmergeCells"]);0<u&&(g.style.paddingBottom="2px")}else a.style.display="none";return a};ArrangePanel.prototype.addLayerOps=function(a){this.addActions(a,["toFront","toBack"]);this.addActions(a,["bringForward","sendBackward"]);return a}; +ArrangePanel.prototype.addGroupOps=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="8px";a.style.paddingBottom="6px";var g=0;e.cell||e.row||(g+=this.addActions(a,["group","ungroup","copySize","pasteSize"])+this.addActions(a,["removeFromGroup"]));var d=null;1!=e.cells.length||null==e.cells[0].value||isNaN(e.cells[0].value.nodeType)||(d=mxUtils.button(mxResources.get("copyData"),function(n){if(mxEvent.isShiftDown(n)){var u=f.getDataForCells(f.getSelectionCells()); +n=new EmbedDialog(b,JSON.stringify(u,null,2),null,null,function(){console.log(u);b.alert("Written to Console (Dev Tools)")},mxResources.get("copyData"),null,"Console","data.json");b.showDialog(n.container,450,240,!0,!0);n.init()}else b.actions.get("copyData").funct(n)}),d.setAttribute("title",mxResources.get("copyData")+" ("+this.editorUi.actions.get("copyData").shortcut+") Shift+Click to Extract Data"),d.style.marginBottom="2px",d.style.width="210px",a.appendChild(d),g++);var k=null;null!=b.copiedValue&& +0<e.cells.length&&(k=mxUtils.button(mxResources.get("pasteData"),function(n){b.actions.get("pasteData").funct(n)}),k.setAttribute("title",mxResources.get("pasteData")+" ("+this.editorUi.actions.get("pasteData").shortcut+")"),k.style.marginBottom="2px",k.style.width="210px",a.appendChild(k),g++,null!=d&&(d.style.width="104px",k.style.width="104px",k.style.marginBottom="2px",d.style.marginBottom="2px",d.style.marginRight="2px"));null==d&&null==k||mxUtils.br(a);e=this.addAction(a,"clearWaypoints");null!= e&&(mxUtils.br(a),e.setAttribute("title",mxResources.get("clearWaypoints")+" ("+this.editorUi.actions.get("clearWaypoints").shortcut+") Shift+Click to Clear Anchor Points"),g++);1==f.getSelectionCount()&&(g+=this.addActions(a,["editData","editLink"]));0==g&&(a.style.display="none");return a}; ArrangePanel.prototype.addAlign=function(a){var b=this.editorUi.getSelectionState(),f=this.editorUi.editor.graph;a.style.paddingTop="6px";a.style.paddingBottom="8px";a.appendChild(this.createTitle(mxResources.get("align")));var e=document.createElement("div");e.style.position="relative";e.style.whiteSpace="nowrap";e.style.paddingLeft="0px";e.style.paddingBottom="2px";e.style.borderWidth="0px";e.style.width="220px";e.className="geToolbarContainer";if(1<b.vertices.length){b=this.editorUi.toolbar.addButton("geSprite-alignleft", -mxResources.get("left"),function(){f.alignCells(mxConstants.ALIGN_LEFT)},e);var g=this.editorUi.toolbar.addButton("geSprite-aligncenter",mxResources.get("center"),function(){f.alignCells(mxConstants.ALIGN_CENTER)},e),d=this.editorUi.toolbar.addButton("geSprite-alignright",mxResources.get("right"),function(){f.alignCells(mxConstants.ALIGN_RIGHT)},e),k=this.editorUi.toolbar.addButton("geSprite-aligntop",mxResources.get("top"),function(){f.alignCells(mxConstants.ALIGN_TOP)},e),m=this.editorUi.toolbar.addButton("geSprite-alignmiddle", -mxResources.get("middle"),function(){f.alignCells(mxConstants.ALIGN_MIDDLE)},e),u=this.editorUi.toolbar.addButton("geSprite-alignbottom",mxResources.get("bottom"),function(){f.alignCells(mxConstants.ALIGN_BOTTOM)},e);this.styleButtons([b,g,d,k,m,u]);d.style.marginRight="10px"}a.appendChild(e);this.addActions(a,["snapToGrid"]);return a}; +mxResources.get("left"),function(){f.alignCells(mxConstants.ALIGN_LEFT)},e);var g=this.editorUi.toolbar.addButton("geSprite-aligncenter",mxResources.get("center"),function(){f.alignCells(mxConstants.ALIGN_CENTER)},e),d=this.editorUi.toolbar.addButton("geSprite-alignright",mxResources.get("right"),function(){f.alignCells(mxConstants.ALIGN_RIGHT)},e),k=this.editorUi.toolbar.addButton("geSprite-aligntop",mxResources.get("top"),function(){f.alignCells(mxConstants.ALIGN_TOP)},e),n=this.editorUi.toolbar.addButton("geSprite-alignmiddle", +mxResources.get("middle"),function(){f.alignCells(mxConstants.ALIGN_MIDDLE)},e),u=this.editorUi.toolbar.addButton("geSprite-alignbottom",mxResources.get("bottom"),function(){f.alignCells(mxConstants.ALIGN_BOTTOM)},e);this.styleButtons([b,g,d,k,n,u]);d.style.marginRight="10px"}a.appendChild(e);this.addActions(a,["snapToGrid"]);return a}; ArrangePanel.prototype.addFlip=function(a){var b=this.editorUi.editor.graph;a.style.paddingTop="6px";a.style.paddingBottom="10px";var f=this.editorUi.getSelectionState(),e=document.createElement("div");e.style.marginTop="2px";e.style.marginBottom="8px";e.style.fontWeight="bold";mxUtils.write(e,mxResources.get("flip"));a.appendChild(e);e=mxUtils.button(mxResources.get("horizontal"),function(g){b.flipCells(f.cells,!0)});e.setAttribute("title",mxResources.get("horizontal"));e.style.width="104px";e.style.marginRight= "2px";a.appendChild(e);e=mxUtils.button(mxResources.get("vertical"),function(g){b.flipCells(f.cells,!1)});e.setAttribute("title",mxResources.get("vertical"));e.style.width="104px";a.appendChild(e);return a}; ArrangePanel.prototype.addDistribute=function(a){var b=this.editorUi.editor.graph;a.style.paddingTop="6px";a.style.paddingBottom="12px";a.appendChild(this.createTitle(mxResources.get("distribute")));var f=mxUtils.button(mxResources.get("horizontal"),function(e){b.distributeCells(!0)});f.setAttribute("title",mxResources.get("horizontal"));f.style.width="104px";f.style.marginRight="2px";a.appendChild(f);f=mxUtils.button(mxResources.get("vertical"),function(e){b.distributeCells(!1)});f.setAttribute("title", mxResources.get("vertical"));f.style.width="104px";a.appendChild(f);return a}; -ArrangePanel.prototype.addAngle=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingBottom="8px";var g=document.createElement("div");g.style.position="absolute";g.style.width="70px";g.style.marginTop="0px";g.style.fontWeight="bold";var d=null,k=null,m=null;!e.rotatable||e.table||e.row||e.cell?a.style.paddingTop="8px":(mxUtils.write(g,mxResources.get("angle")),a.appendChild(g),d=this.addUnitInput(a,"°",16,52,function(){k.apply(this,arguments)}),mxUtils.br(a),a.style.paddingTop= -"10px");e.containsLabel||(g=mxResources.get("reverse"),0<e.vertices.length&&0<e.edges.length?g=mxResources.get("turn")+" / "+g:0<e.vertices.length&&(g=mxResources.get("turn")),m=mxUtils.button(g,function(n){b.actions.get("turn").funct(n)}),m.setAttribute("title",g+" ("+this.editorUi.actions.get("turn").shortcut+")"),m.style.width="210px",a.appendChild(m),null!=d&&(m.style.marginTop="8px"));if(null!=d){var u=mxUtils.bind(this,function(n,r,x){if(x||document.activeElement!=d)e=b.getSelectionState(), -n=parseFloat(mxUtils.getValue(e.style,mxConstants.STYLE_ROTATION,0)),d.value=isNaN(n)?"":n+"°"});k=this.installInputHandler(d,mxConstants.STYLE_ROTATION,0,0,360,"°",null,!0);this.addKeyHandler(d,u);f.getModel().addListener(mxEvent.CHANGE,u);this.listeners.push({destroy:function(){f.getModel().removeListener(u)}});u()}return a}; +ArrangePanel.prototype.addAngle=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingBottom="8px";var g=document.createElement("div");g.style.position="absolute";g.style.width="70px";g.style.marginTop="0px";g.style.fontWeight="bold";var d=null,k=null,n=null;!e.rotatable||e.table||e.row||e.cell?a.style.paddingTop="8px":(mxUtils.write(g,mxResources.get("angle")),a.appendChild(g),d=this.addUnitInput(a,"°",16,52,function(){k.apply(this,arguments)}),mxUtils.br(a),a.style.paddingTop= +"10px");e.containsLabel||(g=mxResources.get("reverse"),0<e.vertices.length&&0<e.edges.length?g=mxResources.get("turn")+" / "+g:0<e.vertices.length&&(g=mxResources.get("turn")),n=mxUtils.button(g,function(m){b.actions.get("turn").funct(m)}),n.setAttribute("title",g+" ("+this.editorUi.actions.get("turn").shortcut+")"),n.style.width="210px",a.appendChild(n),null!=d&&(n.style.marginTop="8px"));if(null!=d){var u=mxUtils.bind(this,function(m,r,x){if(x||document.activeElement!=d)e=b.getSelectionState(), +m=parseFloat(mxUtils.getValue(e.style,mxConstants.STYLE_ROTATION,0)),d.value=isNaN(m)?"":m+"°"});k=this.installInputHandler(d,mxConstants.STYLE_ROTATION,0,0,360,"°",null,!0);this.addKeyHandler(d,u);f.getModel().addListener(mxEvent.CHANGE,u);this.listeners.push({destroy:function(){f.getModel().removeListener(u)}});u()}return a}; BaseFormatPanel.prototype.getUnit=function(){switch(this.editorUi.editor.graph.view.unit){case mxConstants.POINTS:return"pt";case mxConstants.INCHES:return'"';case mxConstants.MILLIMETERS:return"mm";case mxConstants.METERS:return"m"}};BaseFormatPanel.prototype.inUnit=function(a){return this.editorUi.editor.graph.view.formatUnitText(a)}; BaseFormatPanel.prototype.fromUnit=function(a){switch(this.editorUi.editor.graph.view.unit){case mxConstants.POINTS:return a;case mxConstants.INCHES:return a*mxConstants.PIXELS_PER_INCH;case mxConstants.MILLIMETERS:return a*mxConstants.PIXELS_PER_MM;case mxConstants.METERS:return a*mxConstants.PIXELS_PER_MM*1E3}};BaseFormatPanel.prototype.isFloatUnit=function(){return this.editorUi.editor.graph.view.unit!=mxConstants.POINTS}; BaseFormatPanel.prototype.getUnitStep=function(){switch(this.editorUi.editor.graph.view.unit){case mxConstants.POINTS:return 1;case mxConstants.INCHES:return.1;case mxConstants.MILLIMETERS:return.5;case mxConstants.METERS:return.001}}; -ArrangePanel.prototype.addGeometry=function(a){var b=this,f=this.editorUi,e=f.editor.graph,g=e.getModel(),d=f.getSelectionState(),k=this.createPanel();k.style.paddingBottom="8px";var m=document.createElement("div");m.style.position="absolute";m.style.width="50px";m.style.marginTop="0px";m.style.fontWeight="bold";mxUtils.write(m,mxResources.get("size"));k.appendChild(m);var u=this.addUnitInput(k,this.getUnit(),87,52,function(){C.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()), -n=this.addUnitInput(k,this.getUnit(),16,52,function(){F.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),r=document.createElement("div");r.className="geSprite geSprite-fit";r.setAttribute("title",mxResources.get("autosize")+" ("+this.editorUi.actions.get("autosize").shortcut+")");r.style.position="relative";r.style.cursor="pointer";r.style.marginTop="-3px";r.style.border="0px";r.style.left="42px";mxUtils.setOpacity(r,50);mxEvent.addListener(r,"mouseenter",function(){mxUtils.setOpacity(r, -100)});mxEvent.addListener(r,"mouseleave",function(){mxUtils.setOpacity(r,50)});mxEvent.addListener(r,"click",function(){f.actions.get("autosize").funct()});k.appendChild(r);d.row?(u.style.visibility="hidden",u.nextSibling.style.visibility="hidden"):this.addLabel(k,mxResources.get("width"),87);this.addLabel(k,mxResources.get("height"),16);mxUtils.br(k);m=document.createElement("div");m.style.paddingTop="8px";m.style.paddingRight="20px";m.style.whiteSpace="nowrap";m.style.textAlign="right";var x=this.createCellOption(mxResources.get("constrainProportions"), -mxConstants.STYLE_ASPECT,null,"fixed","null");x.style.width="210px";m.appendChild(x);d.cell||d.row?r.style.visibility="hidden":k.appendChild(m);var B=x.getElementsByTagName("input")[0];this.addKeyHandler(u,S);this.addKeyHandler(n,S);var C=this.addGeometryHandler(u,function(U,V,aa){if(e.isTableCell(aa))return e.setTableColumnWidth(aa,V-U.width,!0),!0;0<U.width&&(V=Math.max(1,b.fromUnit(V)),B.checked&&(U.height=Math.round(U.height*V*100/U.width)/100),U.width=V)});var F=this.addGeometryHandler(n,function(U, -V,aa){e.isTableCell(aa)&&(aa=e.model.getParent(aa));if(e.isTableRow(aa))return e.setTableRowHeight(aa,V-U.height),!0;0<U.height&&(V=Math.max(1,b.fromUnit(V)),B.checked&&(U.width=Math.round(U.width*V*100/U.height)/100),U.height=V)});(d.resizable||d.row||d.cell)&&a.appendChild(k);var I=this.createPanel();I.style.paddingBottom="30px";m=document.createElement("div");m.style.position="absolute";m.style.width="70px";m.style.marginTop="0px";m.style.fontWeight="bold";mxUtils.write(m,mxResources.get("position")); -I.appendChild(m);var D=this.addUnitInput(I,this.getUnit(),87,52,function(){T.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),N=this.addUnitInput(I,this.getUnit(),16,52,function(){P.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit());mxUtils.br(I);this.addLabel(I,mxResources.get("left"),87);this.addLabel(I,mxResources.get("top"),16);var S=mxUtils.bind(this,function(U,V,aa){d=f.getSelectionState();if(d.containsLabel||d.vertices.length!=e.getSelectionCount()|| -null==d.width||null==d.height)k.style.display="none";else{k.style.display="";if(aa||document.activeElement!=u)u.value=this.inUnit(d.width)+(""==d.width?"":" "+this.getUnit());if(aa||document.activeElement!=n)n.value=this.inUnit(d.height)+(""==d.height?"":" "+this.getUnit())}if(d.vertices.length==e.getSelectionCount()&&null!=d.x&&null!=d.y){I.style.display="";if(aa||document.activeElement!=D)D.value=this.inUnit(d.x)+(""==d.x?"":" "+this.getUnit());if(aa||document.activeElement!=N)N.value=this.inUnit(d.y)+ -(""==d.y?"":" "+this.getUnit())}else I.style.display="none"});this.addKeyHandler(D,S);this.addKeyHandler(N,S);g.addListener(mxEvent.CHANGE,S);this.listeners.push({destroy:function(){g.removeListener(S)}});S();var T=this.addGeometryHandler(D,function(U,V){V=b.fromUnit(V);U.relative?U.offset.x=V:U.x=V});var P=this.addGeometryHandler(N,function(U,V){V=b.fromUnit(V);U.relative?U.offset.y=V:U.y=V});if(d.movable){if(0==d.edges.length&&1==d.vertices.length&&g.isEdge(g.getParent(d.vertices[0]))){var Z=e.getCellGeometry(d.vertices[0]); -null!=Z&&Z.relative&&(m=mxUtils.button(mxResources.get("center"),mxUtils.bind(this,function(U){g.beginUpdate();try{Z=Z.clone(),Z.x=0,Z.y=0,Z.offset=new mxPoint,g.setGeometry(d.vertices[0],Z)}finally{g.endUpdate()}})),m.setAttribute("title",mxResources.get("center")),m.style.width="210px",m.style.position="absolute",mxUtils.br(I),mxUtils.br(I),I.appendChild(m))}a.appendChild(I)}}; -ArrangePanel.prototype.addGeometryHandler=function(a,b){function f(m){if(""!=a.value){var u=parseFloat(a.value);if(isNaN(u))a.value=d+" "+k.getUnit();else if(u!=d){g.getModel().beginUpdate();try{for(var n=e.getSelectionState().cells,r=0;r<n.length;r++)if(g.getModel().isVertex(n[r])){var x=g.getCellGeometry(n[r]);if(null!=x&&(x=x.clone(),!b(x,u,n[r]))){var B=g.view.getState(n[r]);null!=B&&g.isRecursiveVertexResize(B)&&g.resizeChildCells(n[r],x);g.getModel().setGeometry(n[r],x);g.constrainChildCells(n[r])}}}finally{g.getModel().endUpdate()}d= -u;a.value=u+" "+k.getUnit()}}mxEvent.consume(m)}var e=this.editorUi,g=e.editor.graph,d=null,k=this;mxEvent.addListener(a,"blur",f);mxEvent.addListener(a,"change",f);mxEvent.addListener(a,"focus",function(){d=a.value});return f}; -ArrangePanel.prototype.addEdgeGeometryHandler=function(a,b){function f(k){if(""!=a.value){var m=parseFloat(a.value);if(isNaN(m))a.value=d+" pt";else if(m!=d){g.getModel().beginUpdate();try{for(var u=e.getSelectionState().cells,n=0;n<u.length;n++)if(g.getModel().isEdge(u[n])){var r=g.getCellGeometry(u[n]);null!=r&&(r=r.clone(),b(r,m),g.getModel().setGeometry(u[n],r))}}finally{g.getModel().endUpdate()}d=m;a.value=m+" pt"}}mxEvent.consume(k)}var e=this.editorUi,g=e.editor.graph,d=null;mxEvent.addListener(a, +ArrangePanel.prototype.addGeometry=function(a){var b=this,f=this.editorUi,e=f.editor.graph,g=e.getModel(),d=f.getSelectionState(),k=this.createPanel();k.style.paddingBottom="8px";var n=document.createElement("div");n.style.position="absolute";n.style.width="50px";n.style.marginTop="0px";n.style.fontWeight="bold";mxUtils.write(n,mxResources.get("size"));k.appendChild(n);var u=this.addUnitInput(k,this.getUnit(),87,52,function(){D.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()), +m=this.addUnitInput(k,this.getUnit(),16,52,function(){F.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),r=document.createElement("div");r.className="geSprite geSprite-fit";r.setAttribute("title",mxResources.get("autosize")+" ("+this.editorUi.actions.get("autosize").shortcut+")");r.style.position="relative";r.style.cursor="pointer";r.style.marginTop="-3px";r.style.border="0px";r.style.left="42px";mxUtils.setOpacity(r,50);mxEvent.addListener(r,"mouseenter",function(){mxUtils.setOpacity(r, +100)});mxEvent.addListener(r,"mouseleave",function(){mxUtils.setOpacity(r,50)});mxEvent.addListener(r,"click",function(){f.actions.get("autosize").funct()});k.appendChild(r);d.row?(u.style.visibility="hidden",u.nextSibling.style.visibility="hidden"):this.addLabel(k,mxResources.get("width"),87);this.addLabel(k,mxResources.get("height"),16);mxUtils.br(k);n=document.createElement("div");n.style.paddingTop="8px";n.style.paddingRight="20px";n.style.whiteSpace="nowrap";n.style.textAlign="right";var x=this.createCellOption(mxResources.get("constrainProportions"), +mxConstants.STYLE_ASPECT,null,"fixed","null");x.style.width="210px";n.appendChild(x);d.cell||d.row?r.style.visibility="hidden":k.appendChild(n);var B=x.getElementsByTagName("input")[0];this.addKeyHandler(u,R);this.addKeyHandler(m,R);var D=this.addGeometryHandler(u,function(S,P,X){if(e.isTableCell(X))return e.setTableColumnWidth(X,P-S.width,!0),!0;0<S.width&&(P=Math.max(1,b.fromUnit(P)),B.checked&&(S.height=Math.round(S.height*P*100/S.width)/100),S.width=P)});var F=this.addGeometryHandler(m,function(S, +P,X){e.isTableCell(X)&&(X=e.model.getParent(X));if(e.isTableRow(X))return e.setTableRowHeight(X,P-S.height),!0;0<S.height&&(P=Math.max(1,b.fromUnit(P)),B.checked&&(S.width=Math.round(S.width*P*100/S.height)/100),S.height=P)});(d.resizable||d.row||d.cell)&&a.appendChild(k);var J=this.createPanel();J.style.paddingBottom="30px";n=document.createElement("div");n.style.position="absolute";n.style.width="70px";n.style.marginTop="0px";n.style.fontWeight="bold";mxUtils.write(n,mxResources.get("position")); +J.appendChild(n);var C=this.addUnitInput(J,this.getUnit(),87,52,function(){T.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit()),O=this.addUnitInput(J,this.getUnit(),16,52,function(){Q.apply(this,arguments)},this.getUnitStep(),null,null,this.isFloatUnit());mxUtils.br(J);this.addLabel(J,mxResources.get("left"),87);this.addLabel(J,mxResources.get("top"),16);var R=mxUtils.bind(this,function(S,P,X){d=f.getSelectionState();if(d.containsLabel||d.vertices.length!=e.getSelectionCount()|| +null==d.width||null==d.height)k.style.display="none";else{k.style.display="";if(X||document.activeElement!=u)u.value=this.inUnit(d.width)+(""==d.width?"":" "+this.getUnit());if(X||document.activeElement!=m)m.value=this.inUnit(d.height)+(""==d.height?"":" "+this.getUnit())}if(d.vertices.length==e.getSelectionCount()&&null!=d.x&&null!=d.y){J.style.display="";if(X||document.activeElement!=C)C.value=this.inUnit(d.x)+(""==d.x?"":" "+this.getUnit());if(X||document.activeElement!=O)O.value=this.inUnit(d.y)+ +(""==d.y?"":" "+this.getUnit())}else J.style.display="none"});this.addKeyHandler(C,R);this.addKeyHandler(O,R);g.addListener(mxEvent.CHANGE,R);this.listeners.push({destroy:function(){g.removeListener(R)}});R();var T=this.addGeometryHandler(C,function(S,P){P=b.fromUnit(P);S.relative?S.offset.x=P:S.x=P});var Q=this.addGeometryHandler(O,function(S,P){P=b.fromUnit(P);S.relative?S.offset.y=P:S.y=P});if(d.movable){if(0==d.edges.length&&1==d.vertices.length&&g.isEdge(g.getParent(d.vertices[0]))){var aa=e.getCellGeometry(d.vertices[0]); +null!=aa&&aa.relative&&(n=mxUtils.button(mxResources.get("center"),mxUtils.bind(this,function(S){g.beginUpdate();try{aa=aa.clone(),aa.x=0,aa.y=0,aa.offset=new mxPoint,g.setGeometry(d.vertices[0],aa)}finally{g.endUpdate()}})),n.setAttribute("title",mxResources.get("center")),n.style.width="210px",n.style.position="absolute",mxUtils.br(J),mxUtils.br(J),J.appendChild(n))}a.appendChild(J)}}; +ArrangePanel.prototype.addGeometryHandler=function(a,b){function f(n){if(""!=a.value){var u=parseFloat(a.value);if(isNaN(u))a.value=d+" "+k.getUnit();else if(u!=d){g.getModel().beginUpdate();try{for(var m=e.getSelectionState().cells,r=0;r<m.length;r++)if(g.getModel().isVertex(m[r])){var x=g.getCellGeometry(m[r]);if(null!=x&&(x=x.clone(),!b(x,u,m[r]))){var B=g.view.getState(m[r]);null!=B&&g.isRecursiveVertexResize(B)&&g.resizeChildCells(m[r],x);g.getModel().setGeometry(m[r],x);g.constrainChildCells(m[r])}}}finally{g.getModel().endUpdate()}d= +u;a.value=u+" "+k.getUnit()}}mxEvent.consume(n)}var e=this.editorUi,g=e.editor.graph,d=null,k=this;mxEvent.addListener(a,"blur",f);mxEvent.addListener(a,"change",f);mxEvent.addListener(a,"focus",function(){d=a.value});return f}; +ArrangePanel.prototype.addEdgeGeometryHandler=function(a,b){function f(k){if(""!=a.value){var n=parseFloat(a.value);if(isNaN(n))a.value=d+" pt";else if(n!=d){g.getModel().beginUpdate();try{for(var u=e.getSelectionState().cells,m=0;m<u.length;m++)if(g.getModel().isEdge(u[m])){var r=g.getCellGeometry(u[m]);null!=r&&(r=r.clone(),b(r,n),g.getModel().setGeometry(u[m],r))}}finally{g.getModel().endUpdate()}d=n;a.value=n+" pt"}}mxEvent.consume(k)}var e=this.editorUi,g=e.editor.graph,d=null;mxEvent.addListener(a, "blur",f);mxEvent.addListener(a,"change",f);mxEvent.addListener(a,"focus",function(){d=a.value});return f}; -ArrangePanel.prototype.addEdgeGeometry=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState(),g=this.createPanel(),d=document.createElement("div");d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";d.style.fontWeight="bold";mxUtils.write(d,mxResources.get("width"));g.appendChild(d);var k=this.addUnitInput(g,"pt",12,44,function(){m.apply(this,arguments)});mxUtils.br(g);this.addKeyHandler(k,F);var m=mxUtils.bind(this,function(T){var P=parseInt(k.value);P=Math.min(999, -Math.max(1,isNaN(P)?1:P));if(P!=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth)){var Z=b.getSelectionState().cells;f.setCellStyles("width",P,Z);b.fireEvent(new mxEventObject("styleChanged","keys",["width"],"values",[P],"cells",Z))}k.value=P+" pt";mxEvent.consume(T)});mxEvent.addListener(k,"blur",m);mxEvent.addListener(k,"change",m);a.appendChild(g);var u=this.createPanel();u.style.paddingBottom="30px";d=document.createElement("div");d.style.position= -"absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("linestart"));u.appendChild(d);var n=this.addUnitInput(u,"pt",87,52,function(){I.apply(this,arguments)}),r=this.addUnitInput(u,"pt",16,52,function(){D.apply(this,arguments)});mxUtils.br(u);this.addLabel(u,mxResources.get("left"),87);this.addLabel(u,mxResources.get("top"),16);a.appendChild(u);this.addKeyHandler(n,F);this.addKeyHandler(r,F);var x=this.createPanel();x.style.paddingBottom="30px";d=document.createElement("div"); -d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("lineend"));x.appendChild(d);var B=this.addUnitInput(x,"pt",87,52,function(){N.apply(this,arguments)}),C=this.addUnitInput(x,"pt",16,52,function(){S.apply(this,arguments)});mxUtils.br(x);this.addLabel(x,mxResources.get("left"),87);this.addLabel(x,mxResources.get("top"),16);a.appendChild(x);this.addKeyHandler(B,F);this.addKeyHandler(C,F);var F=mxUtils.bind(this,function(T,P,Z){e=b.getSelectionState(); -T=e.cells[0];if("link"==e.style.shape||"flexArrow"==e.style.shape){if(g.style.display="",Z||document.activeElement!=k)Z=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth),k.value=Z+" pt"}else g.style.display="none";1==e.cells.length&&f.model.isEdge(T)?(Z=f.model.getGeometry(T),null!=Z.sourcePoint&&null==f.model.getTerminal(T,!0)?(n.value=Z.sourcePoint.x,r.value=Z.sourcePoint.y):u.style.display="none",null!=Z.targetPoint&&null==f.model.getTerminal(T,!1)? -(B.value=Z.targetPoint.x,C.value=Z.targetPoint.y):x.style.display="none"):(u.style.display="none",x.style.display="none")});var I=this.addEdgeGeometryHandler(n,function(T,P){T.sourcePoint.x=P});var D=this.addEdgeGeometryHandler(r,function(T,P){T.sourcePoint.y=P});var N=this.addEdgeGeometryHandler(B,function(T,P){T.targetPoint.x=P});var S=this.addEdgeGeometryHandler(C,function(T,P){T.targetPoint.y=P});f.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){f.getModel().removeListener(F)}}); +ArrangePanel.prototype.addEdgeGeometry=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState(),g=this.createPanel(),d=document.createElement("div");d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";d.style.fontWeight="bold";mxUtils.write(d,mxResources.get("width"));g.appendChild(d);var k=this.addUnitInput(g,"pt",12,44,function(){n.apply(this,arguments)});mxUtils.br(g);this.addKeyHandler(k,F);var n=mxUtils.bind(this,function(T){var Q=parseInt(k.value);Q=Math.min(999, +Math.max(1,isNaN(Q)?1:Q));if(Q!=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth)){var aa=b.getSelectionState().cells;f.setCellStyles("width",Q,aa);b.fireEvent(new mxEventObject("styleChanged","keys",["width"],"values",[Q],"cells",aa))}k.value=Q+" pt";mxEvent.consume(T)});mxEvent.addListener(k,"blur",n);mxEvent.addListener(k,"change",n);a.appendChild(g);var u=this.createPanel();u.style.paddingBottom="30px";d=document.createElement("div");d.style.position= +"absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("linestart"));u.appendChild(d);var m=this.addUnitInput(u,"pt",87,52,function(){J.apply(this,arguments)}),r=this.addUnitInput(u,"pt",16,52,function(){C.apply(this,arguments)});mxUtils.br(u);this.addLabel(u,mxResources.get("left"),87);this.addLabel(u,mxResources.get("top"),16);a.appendChild(u);this.addKeyHandler(m,F);this.addKeyHandler(r,F);var x=this.createPanel();x.style.paddingBottom="30px";d=document.createElement("div"); +d.style.position="absolute";d.style.width="70px";d.style.marginTop="0px";mxUtils.write(d,mxResources.get("lineend"));x.appendChild(d);var B=this.addUnitInput(x,"pt",87,52,function(){O.apply(this,arguments)}),D=this.addUnitInput(x,"pt",16,52,function(){R.apply(this,arguments)});mxUtils.br(x);this.addLabel(x,mxResources.get("left"),87);this.addLabel(x,mxResources.get("top"),16);a.appendChild(x);this.addKeyHandler(B,F);this.addKeyHandler(D,F);var F=mxUtils.bind(this,function(T,Q,aa){e=b.getSelectionState(); +T=e.cells[0];if("link"==e.style.shape||"flexArrow"==e.style.shape){if(g.style.display="",aa||document.activeElement!=k)aa=mxUtils.getValue(e.style,"width",mxCellRenderer.defaultShapes.flexArrow.prototype.defaultWidth),k.value=aa+" pt"}else g.style.display="none";1==e.cells.length&&f.model.isEdge(T)?(aa=f.model.getGeometry(T),null!=aa.sourcePoint&&null==f.model.getTerminal(T,!0)?(m.value=aa.sourcePoint.x,r.value=aa.sourcePoint.y):u.style.display="none",null!=aa.targetPoint&&null==f.model.getTerminal(T, +!1)?(B.value=aa.targetPoint.x,D.value=aa.targetPoint.y):x.style.display="none"):(u.style.display="none",x.style.display="none")});var J=this.addEdgeGeometryHandler(m,function(T,Q){T.sourcePoint.x=Q});var C=this.addEdgeGeometryHandler(r,function(T,Q){T.sourcePoint.y=Q});var O=this.addEdgeGeometryHandler(B,function(T,Q){T.targetPoint.x=Q});var R=this.addEdgeGeometryHandler(D,function(T,Q){T.targetPoint.y=Q});f.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){f.getModel().removeListener(F)}}); F()};TextFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(TextFormatPanel,BaseFormatPanel);TextFormatPanel.prototype.init=function(){this.container.style.borderBottom="none";this.addFont(this.container)}; -TextFormatPanel.prototype.addFont=function(a){function b(da,t){da.style.backgroundImage=t?Editor.isDarkMode()?"linear-gradient(rgb(0 161 241) 0px, rgb(0, 97, 146) 100%)":"linear-gradient(#c5ecff 0px,#87d4fb 100%)":""}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState(),d=this.createTitle(mxResources.get("font"));d.style.paddingLeft="14px";d.style.paddingTop="10px";d.style.paddingBottom="6px";a.appendChild(d);d=this.createPanel();d.style.paddingTop="2px";d.style.paddingBottom="2px";d.style.position= -"relative";d.style.marginLeft="-2px";d.style.borderWidth="0px";d.className="geToolbarContainer";if(e.cellEditor.isContentEditing()){var k=d.cloneNode(),m=this.editorUi.toolbar.addMenu(mxResources.get("style"),mxResources.get("style"),!0,"formatBlock",k,null,!0);m.style.color="rgb(112, 112, 112)";m.style.whiteSpace="nowrap";m.style.overflow="hidden";m.style.margin="0px";this.addArrow(m);m.style.width="200px";m.style.height="15px";m=m.getElementsByTagName("div")[0];m.style.cssFloat="right";a.appendChild(k)}a.appendChild(d); -k=this.createPanel();k.style.marginTop="8px";k.style.borderTop="1px solid #c0c0c0";k.style.paddingTop="6px";k.style.paddingBottom="6px";var u=this.editorUi.toolbar.addMenu("Helvetica",mxResources.get("fontFamily"),!0,"fontFamily",d,null,!0);u.style.color="rgb(112, 112, 112)";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.margin="0px";this.addArrow(u);u.style.width="200px";u.style.height="15px";m=d.cloneNode(!1);m.style.marginLeft="-3px";var n=this.editorUi.toolbar.addItems(["bold", -"italic","underline"],m,!0);n[0].setAttribute("title",mxResources.get("bold")+" ("+this.editorUi.actions.get("bold").shortcut+")");n[1].setAttribute("title",mxResources.get("italic")+" ("+this.editorUi.actions.get("italic").shortcut+")");n[2].setAttribute("title",mxResources.get("underline")+" ("+this.editorUi.actions.get("underline").shortcut+")");var r=this.editorUi.toolbar.addItems(["vertical"],m,!0)[0];a.appendChild(m);this.styleButtons(n);this.styleButtons([r]);var x=d.cloneNode(!1);x.style.marginLeft= -"-3px";x.style.paddingBottom="0px";var B=function(da){return function(){return da()}},C=this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),e.cellEditor.isContentEditing()?function(da){e.cellEditor.alignText(mxConstants.ALIGN_LEFT,da);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_LEFT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_LEFT])),x),F=this.editorUi.toolbar.addButton("geSprite-center", -mxResources.get("center"),e.cellEditor.isContentEditing()?function(da){e.cellEditor.alignText(mxConstants.ALIGN_CENTER,da);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_CENTER],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_CENTER])),x),I=this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),e.cellEditor.isContentEditing()?function(da){e.cellEditor.alignText(mxConstants.ALIGN_RIGHT, -da);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_RIGHT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_RIGHT])),x);this.styleButtons([C,F,I]);if(e.cellEditor.isContentEditing()){var D=this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("strikethrough"),function(){document.execCommand("strikeThrough",!1,null)},m);this.styleButtons([D]);D.firstChild.style.background= +TextFormatPanel.prototype.addFont=function(a){function b(ca,t){ca.style.backgroundImage=t?Editor.isDarkMode()?"linear-gradient(rgb(0 161 241) 0px, rgb(0, 97, 146) 100%)":"linear-gradient(#c5ecff 0px,#87d4fb 100%)":""}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState(),d=this.createTitle(mxResources.get("font"));d.style.paddingLeft="14px";d.style.paddingTop="10px";d.style.paddingBottom="6px";a.appendChild(d);d=this.createPanel();d.style.paddingTop="2px";d.style.paddingBottom="2px";d.style.position= +"relative";d.style.marginLeft="-2px";d.style.borderWidth="0px";d.className="geToolbarContainer";if(e.cellEditor.isContentEditing()){var k=d.cloneNode(),n=this.editorUi.toolbar.addMenu(mxResources.get("style"),mxResources.get("style"),!0,"formatBlock",k,null,!0);n.style.color="rgb(112, 112, 112)";n.style.whiteSpace="nowrap";n.style.overflow="hidden";n.style.margin="0px";this.addArrow(n);n.style.width="200px";n.style.height="15px";n=n.getElementsByTagName("div")[0];n.style.cssFloat="right";a.appendChild(k)}a.appendChild(d); +k=this.createPanel();k.style.marginTop="8px";k.style.borderTop="1px solid #c0c0c0";k.style.paddingTop="6px";k.style.paddingBottom="6px";var u=this.editorUi.toolbar.addMenu("Helvetica",mxResources.get("fontFamily"),!0,"fontFamily",d,null,!0);u.style.color="rgb(112, 112, 112)";u.style.whiteSpace="nowrap";u.style.overflow="hidden";u.style.margin="0px";this.addArrow(u);u.style.width="200px";u.style.height="15px";n=d.cloneNode(!1);n.style.marginLeft="-3px";var m=this.editorUi.toolbar.addItems(["bold", +"italic","underline"],n,!0);m[0].setAttribute("title",mxResources.get("bold")+" ("+this.editorUi.actions.get("bold").shortcut+")");m[1].setAttribute("title",mxResources.get("italic")+" ("+this.editorUi.actions.get("italic").shortcut+")");m[2].setAttribute("title",mxResources.get("underline")+" ("+this.editorUi.actions.get("underline").shortcut+")");var r=this.editorUi.toolbar.addItems(["vertical"],n,!0)[0];a.appendChild(n);this.styleButtons(m);this.styleButtons([r]);var x=d.cloneNode(!1);x.style.marginLeft= +"-3px";x.style.paddingBottom="0px";var B=function(ca){return function(){return ca()}},D=this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),e.cellEditor.isContentEditing()?function(ca){e.cellEditor.alignText(mxConstants.ALIGN_LEFT,ca);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_LEFT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_LEFT])),x),F=this.editorUi.toolbar.addButton("geSprite-center", +mxResources.get("center"),e.cellEditor.isContentEditing()?function(ca){e.cellEditor.alignText(mxConstants.ALIGN_CENTER,ca);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_CENTER],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_CENTER])),x),J=this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),e.cellEditor.isContentEditing()?function(ca){e.cellEditor.alignText(mxConstants.ALIGN_RIGHT, +ca);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ALIGN],"values",[mxConstants.ALIGN_RIGHT],"cells",g.cells))}:B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_ALIGN],[mxConstants.ALIGN_RIGHT])),x);this.styleButtons([D,F,J]);if(e.cellEditor.isContentEditing()){var C=this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("strikethrough"),function(){document.execCommand("strikeThrough",!1,null)},n);this.styleButtons([C]);C.firstChild.style.background= "url(data:image/svg+xml;base64,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)"; -D.firstChild.style.backgroundPosition="2px 2px";D.firstChild.style.backgroundSize="18px 18px";this.styleButtons([D])}var N=this.editorUi.toolbar.addButton("geSprite-top",mxResources.get("top"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_TOP])),x),S=this.editorUi.toolbar.addButton("geSprite-middle",mxResources.get("middle"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_MIDDLE])),x),T=this.editorUi.toolbar.addButton("geSprite-bottom", -mxResources.get("bottom"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_BOTTOM])),x);this.styleButtons([N,S,T]);a.appendChild(x);var P,Z,U,V,aa;if(e.cellEditor.isContentEditing()){N.style.display="none";S.style.display="none";T.style.display="none";r.style.display="none";var ia=this.editorUi.toolbar.addButton("geSprite-justifyfull",mxResources.get("block"),function(){1==ia.style.opacity&&document.execCommand("justifyfull",!1,null)},x);ia.style.marginRight= -"9px";ia.style.opacity=1;this.styleButtons([ia,P=this.editorUi.toolbar.addButton("geSprite-subscript",mxResources.get("subscript")+" ("+Editor.ctrlKey+"+,)",function(){document.execCommand("subscript",!1,null)},x),Z=this.editorUi.toolbar.addButton("geSprite-superscript",mxResources.get("superscript")+" ("+Editor.ctrlKey+"+.)",function(){document.execCommand("superscript",!1,null)},x)]);P.style.marginLeft="10px";B=x.cloneNode(!1);B.style.paddingTop="4px";x=[this.editorUi.toolbar.addButton("geSprite-orderedlist", +C.firstChild.style.backgroundPosition="2px 2px";C.firstChild.style.backgroundSize="18px 18px";this.styleButtons([C])}var O=this.editorUi.toolbar.addButton("geSprite-top",mxResources.get("top"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_TOP])),x),R=this.editorUi.toolbar.addButton("geSprite-middle",mxResources.get("middle"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_MIDDLE])),x),T=this.editorUi.toolbar.addButton("geSprite-bottom", +mxResources.get("bottom"),B(this.editorUi.menus.createStyleChangeFunction([mxConstants.STYLE_VERTICAL_ALIGN],[mxConstants.ALIGN_BOTTOM])),x);this.styleButtons([O,R,T]);a.appendChild(x);var Q,aa,S,P,X;if(e.cellEditor.isContentEditing()){O.style.display="none";R.style.display="none";T.style.display="none";r.style.display="none";var ha=this.editorUi.toolbar.addButton("geSprite-justifyfull",mxResources.get("block"),function(){1==ha.style.opacity&&document.execCommand("justifyfull",!1,null)},x);ha.style.marginRight= +"9px";ha.style.opacity=1;this.styleButtons([ha,Q=this.editorUi.toolbar.addButton("geSprite-subscript",mxResources.get("subscript")+" ("+Editor.ctrlKey+"+,)",function(){document.execCommand("subscript",!1,null)},x),aa=this.editorUi.toolbar.addButton("geSprite-superscript",mxResources.get("superscript")+" ("+Editor.ctrlKey+"+.)",function(){document.execCommand("superscript",!1,null)},x)]);Q.style.marginLeft="10px";B=x.cloneNode(!1);B.style.paddingTop="4px";x=[this.editorUi.toolbar.addButton("geSprite-orderedlist", mxResources.get("numberedList"),function(){document.execCommand("insertorderedlist",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-unorderedlist",mxResources.get("bulletedList"),function(){document.execCommand("insertunorderedlist",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-outdent",mxResources.get("decreaseIndent"),function(){document.execCommand("outdent",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-indent",mxResources.get("increaseIndent"),function(){document.execCommand("indent", -!1,null)},B),this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("removeFormat"),function(){document.execCommand("removeformat",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-code",mxResources.get("html"),function(){e.cellEditor.toggleViewMode()},B)];this.styleButtons(x);x[x.length-2].style.marginLeft="10px";a.appendChild(B)}else n[2].style.marginRight="12px",I.style.marginRight="12px";x=d.cloneNode(!1);x.style.marginLeft="0px";x.style.paddingTop="8px";x.style.paddingBottom= -"4px";x.style.fontWeight="normal";mxUtils.write(x,mxResources.get("position"));var ea=document.createElement("select");ea.style.position="absolute";ea.style.left="126px";ea.style.width="98px";ea.style.border="1px solid rgb(160, 160, 160)";ea.style.borderRadius="4px";ea.style.marginTop="-2px";D="topLeft top topRight left center right bottomLeft bottom bottomRight".split(" ");var qa={topLeft:[mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM],top:[mxConstants.ALIGN_CENTER, +!1,null)},B),this.editorUi.toolbar.addButton("geSprite-removeformat",mxResources.get("removeFormat"),function(){document.execCommand("removeformat",!1,null)},B),this.editorUi.toolbar.addButton("geSprite-code",mxResources.get("html"),function(){e.cellEditor.toggleViewMode()},B)];this.styleButtons(x);x[x.length-2].style.marginLeft="10px";a.appendChild(B)}else m[2].style.marginRight="12px",J.style.marginRight="12px";x=d.cloneNode(!1);x.style.marginLeft="0px";x.style.paddingTop="8px";x.style.paddingBottom= +"4px";x.style.fontWeight="normal";mxUtils.write(x,mxResources.get("position"));var fa=document.createElement("select");fa.style.position="absolute";fa.style.left="126px";fa.style.width="98px";fa.style.border="1px solid rgb(160, 160, 160)";fa.style.borderRadius="4px";fa.style.marginTop="-2px";C="topLeft top topRight left center right bottomLeft bottom bottomRight".split(" ");var sa={topLeft:[mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM],top:[mxConstants.ALIGN_CENTER, mxConstants.ALIGN_TOP,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_BOTTOM],topRight:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_TOP,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM],left:[mxConstants.ALIGN_LEFT,mxConstants.ALIGN_MIDDLE,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_MIDDLE],center:[mxConstants.ALIGN_CENTER,mxConstants.ALIGN_MIDDLE,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_MIDDLE],right:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_MIDDLE,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_MIDDLE],bottomLeft:[mxConstants.ALIGN_LEFT, -mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_TOP],bottom:[mxConstants.ALIGN_CENTER,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_TOP],bottomRight:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP]};for(B=0;B<D.length;B++){var O=document.createElement("option");O.setAttribute("value",D[B]);mxUtils.write(O,mxResources.get(D[B]));ea.appendChild(O)}x.appendChild(ea);D=d.cloneNode(!1);D.style.marginLeft="0px";D.style.paddingTop= -"4px";D.style.paddingBottom="4px";D.style.fontWeight="normal";mxUtils.write(D,mxResources.get("writingDirection"));var R=document.createElement("select");R.style.position="absolute";R.style.border="1px solid rgb(160, 160, 160)";R.style.left="126px";R.style.width="98px";R.style.borderRadius="4px";R.style.marginTop="-2px";O=["automatic","leftToRight","rightToLeft"];var G={automatic:null,leftToRight:mxConstants.TEXT_DIRECTION_LTR,rightToLeft:mxConstants.TEXT_DIRECTION_RTL};for(B=0;B<O.length;B++){var K= -document.createElement("option");K.setAttribute("value",O[B]);mxUtils.write(K,mxResources.get(O[B]));R.appendChild(K)}D.appendChild(R);e.isEditing()||(a.appendChild(x),mxEvent.addListener(ea,"change",function(da){e.getModel().beginUpdate();try{var t=qa[ea.value];null!=t&&(e.setCellStyles(mxConstants.STYLE_LABEL_POSITION,t[0],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_LABEL_POSITION,t[1],g.cells),e.setCellStyles(mxConstants.STYLE_ALIGN,t[2],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_ALIGN, -t[3],g.cells))}finally{e.getModel().endUpdate()}mxEvent.consume(da)}),a.appendChild(D),mxEvent.addListener(R,"change",function(da){e.setCellStyles(mxConstants.STYLE_TEXT_DIRECTION,G[R.value],g.cells);mxEvent.consume(da)}));var Q=document.createElement("input");Q.style.position="absolute";Q.style.border="1px solid rgb(160, 160, 160)";Q.style.textAlign="right";Q.style.marginTop="4px";Q.style.left="161px";Q.style.width="53px";Q.style.borderRadius="4px";Q.style.height="23px";Q.style.boxSizing="border-box"; -m.appendChild(Q);var ba=null;x=this.installInputHandler(Q,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize,1,999," pt",function(da){if(window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11){var t=function(H,L){null!=e.cellEditor.textarea&&H!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(H)&&(L||z.containsNode(H,!0))&&("FONT"==H.nodeName?(H.removeAttribute("size"),H.style.fontSize=da+"px"):mxUtils.getCurrentStyle(H).fontSize!=da+"px"&&(mxUtils.getCurrentStyle(H.parentNode).fontSize!= -da+"px"?H.style.fontSize=da+"px":H.style.fontSize=""));f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE],"values",[da],"cells",g.cells))},z=window.getSelection(),A=0<z.rangeCount?z.getRangeAt(0).commonAncestorContainer:e.cellEditor.textarea;A!=e.cellEditor.textarea&&A.nodeType==mxConstants.NODETYPE_ELEMENT||document.execCommand("fontSize",!1,"1");A!=e.cellEditor.textarea&&(A=A.parentNode);if(null!=A&&A.nodeType==mxConstants.NODETYPE_ELEMENT){var E=A.getElementsByTagName("*"); -t(A);for(A=0;A<E.length;A++)t(E[A])}Q.value=da+" pt"}else if(window.getSelection||document.selection)if(t=function(H,L){for(;null!=L;){if(L===H)return!0;L=L.parentNode}return!1},E=null,document.selection?E=document.selection.createRange().parentElement():(z=window.getSelection(),0<z.rangeCount&&(E=z.getRangeAt(0).commonAncestorContainer)),null!=E&&t(e.cellEditor.textarea,E))for(ba=da,document.execCommand("fontSize",!1,"4"),E=e.cellEditor.textarea.getElementsByTagName("font"),A=0;A<E.length;A++)if("4"== -E[A].getAttribute("size")){E[A].removeAttribute("size");E[A].style.fontSize=ba+"px";window.setTimeout(function(){Q.value=ba+" pt";ba=null},0);break}},!0);x=this.createStepper(Q,x,1,10,!0,Menus.prototype.defaultFontSize);x.style.display=Q.style.display;x.style.marginTop="4px";x.style.left="214px";m.appendChild(x);m=u.getElementsByTagName("div")[0];m.style.cssFloat="right";var la=null,ra=e.shapeBackgroundColor,X=null,ca=e.shapeForegroundColor,oa=e.cellEditor.isContentEditing()?this.createColorOption(mxResources.get("backgroundColor"), 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t=e.cellEditor.textarea.getElementsByTagName("font"), -z=[],A=0;A<t.length;A++)z.push({node:t[A],color:t[A].getAttribute("color")});document.execCommand("forecolor",!1,da!=mxConstants.NONE?da:"transparent");f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[da],"cells",g.cells));da=e.cellEditor.textarea.getElementsByTagName("font");for(A=0;A<da.length;A++)if(A>=z.length||da[A]!=z[A].node||da[A]==z[A].node&&da[A].getAttribute("color")!=z[A].color){z=da[A].firstChild;if(null!=z&&"A"==z.nodeName&&null==z.nextSibling&& -null!=z.firstChild){da[A].parentNode.insertBefore(z,da[A]);for(t=z.firstChild;null!=t;){var E=t.nextSibling;da[A].appendChild(t);t=E}z.appendChild(da[A])}break}}else document.execCommand("forecolor",!1,da!=mxConstants.NONE?da:"transparent"),f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[da],"cells",g.cells))},null!=m[mxConstants.STYLE_FONTCOLOR]?m[mxConstants.STYLE_FONTCOLOR]:e.shapeForegroundColor,{install:function(da){X=da},destroy:function(){X=null}}, -null,!0):this.createCellColorOption(mxResources.get("fontColor"),mxConstants.STYLE_FONTCOLOR,"default",function(da){oa.style.display=da==mxConstants.NONE?"none":"";ta.style.display=oa.style.display},function(da){da==mxConstants.NONE?e.setCellStyles(mxConstants.STYLE_NOLABEL,"1",g.cells):e.setCellStyles(mxConstants.STYLE_NOLABEL,null,g.cells);e.setCellStyles(mxConstants.STYLE_FONTCOLOR,da,g.cells);e.updateLabelElements(g.cells,function(t){t.removeAttribute("color");t.style.color=null})},e.shapeForegroundColor); 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-"null",null,null,!0,m);x.style.fontWeight="bold";0<m.length&&k.appendChild(x);m=this.createCellOption(mxResources.get("formattedText"),"html",0,null,null,null,f.actions.get("formattedText"));m.style.fontWeight="bold";k.appendChild(m);m=this.createPanel();m.style.paddingTop="10px";m.style.paddingBottom="28px";m.style.fontWeight="normal";x=document.createElement("div");x.style.position="absolute";x.style.width="70px";x.style.marginTop="0px";x.style.fontWeight="bold";mxUtils.write(x,mxResources.get("spacing")); -m.appendChild(x);var Ka=this.addUnitInput(m,"pt",87,52,function(){Xa.apply(this,arguments)}),Ha=this.addUnitInput(m,"pt",16,52,function(){$a.apply(this,arguments)});mxUtils.br(m);this.addLabel(m,mxResources.get("top"),87);this.addLabel(m,mxResources.get("global"),16);mxUtils.br(m);mxUtils.br(m);var va=this.addUnitInput(m,"pt",158,52,function(){jb.apply(this,arguments)}),Ca=this.addUnitInput(m,"pt",87,52,function(){Ya.apply(this,arguments)}),sa=this.addUnitInput(m,"pt",16,52,function(){Va.apply(this, -arguments)});mxUtils.br(m);this.addLabel(m,mxResources.get("left"),158);this.addLabel(m,mxResources.get("bottom"),87);this.addLabel(m,mxResources.get("right"),16);if(e.cellEditor.isContentEditing()){var Da=null,Ua=null;a.appendChild(this.createRelativeOption(mxResources.get("lineheight"),null,null,function(da){var t=""==da.value?120:parseInt(da.value);t=Math.max(0,isNaN(t)?120:t);null!=Da&&(e.cellEditor.restoreSelection(Da),Da=null);for(var z=e.getSelectedElement();null!=z&&z.nodeType!=mxConstants.NODETYPE_ELEMENT;)z= -z.parentNode;null!=z&&z==e.cellEditor.textarea&&null!=e.cellEditor.textarea.firstChild&&("P"!=e.cellEditor.textarea.firstChild.nodeName&&(e.cellEditor.textarea.innerHTML="<p>"+e.cellEditor.textarea.innerHTML+"</p>"),z=e.cellEditor.textarea.firstChild);null!=z&&null!=e.cellEditor.textarea&&z!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(z)&&(z.style.lineHeight=t/100);da.value=t+" %"},function(da){Ua=da;mxEvent.addListener(da,"mousedown",function(){document.activeElement==e.cellEditor.textarea&& -(Da=e.cellEditor.saveSelection())});mxEvent.addListener(da,"touchstart",function(){document.activeElement==e.cellEditor.textarea&&(Da=e.cellEditor.saveSelection())});da.value="120 %"}));k=d.cloneNode(!1);k.style.paddingLeft="0px";m=this.editorUi.toolbar.addItems(["link","image"],k,!0);x=[this.editorUi.toolbar.addButton("geSprite-horizontalrule",mxResources.get("insertHorizontalRule"),function(){document.execCommand("inserthorizontalrule",!1)},k),this.editorUi.toolbar.addMenuFunctionInContainer(k, -"geSprite-table",mxResources.get("table"),!1,mxUtils.bind(this,function(da){this.editorUi.menus.addInsertTableItem(da,null,null,!1)}))];this.styleButtons(m);this.styleButtons(x);m=this.createPanel();m.style.paddingTop="10px";m.style.paddingBottom="10px";m.appendChild(this.createTitle(mxResources.get("insert")));m.appendChild(k);a.appendChild(m);m=d.cloneNode(!1);m.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this, 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-mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{null!=U&&null!=aa&&e.deleteRow(U,aa.sectionRowIndex)}catch(da){this.editorUi.handleError(da)}}),m)];this.styleButtons(x);x[2].style.marginRight="10px";k=this.createPanel();k.style.paddingTop="10px";k.style.paddingBottom="10px";k.appendChild(this.createTitle(mxResources.get("table")));k.appendChild(m);d=d.cloneNode(!1);d.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-strokecolor",mxResources.get("borderColor"),mxUtils.bind(this, -function(da){if(null!=U){var t=U.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t,function(z){var A=null==V||null!=da&&mxEvent.isShiftDown(da)?U:V;e.processElements(A,function(E){E.style.border=null});null==z||z==mxConstants.NONE?(A.removeAttribute("border"),A.style.border="",A.style.borderCollapse= -""):(A.setAttribute("border","1"),A.style.border="1px solid "+z,A.style.borderCollapse="collapse")})}}),d),this.editorUi.toolbar.addButton("geSprite-fillcolor",mxResources.get("backgroundColor"),mxUtils.bind(this,function(da){if(null!=U){var t=U.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t, -function(z){var A=null==V||null!=da&&mxEvent.isShiftDown(da)?U:V;e.processElements(A,function(E){E.style.backgroundColor=null});A.style.backgroundColor=null==z||z==mxConstants.NONE?"":z})}}),d),this.editorUi.toolbar.addButton("geSprite-fit",mxResources.get("spacing"),function(){if(null!=U){var da=U.getAttribute("cellPadding")||0;da=new FilenameDialog(f,da,mxResources.get("apply"),mxUtils.bind(this,function(t){null!=t&&0<t.length?U.setAttribute("cellPadding",t):U.removeAttribute("cellPadding")}),mxResources.get("spacing")); -f.showDialog(da.container,300,80,!0,!0);da.init()}},d),this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),function(){null!=U&&U.setAttribute("align","left")},d),this.editorUi.toolbar.addButton("geSprite-center",mxResources.get("center"),function(){null!=U&&U.setAttribute("align","center")},d),this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),function(){null!=U&&U.setAttribute("align","right")},d)];this.styleButtons(x);x[2].style.marginRight="10px";k.appendChild(d); -a.appendChild(k);var db=k}else a.appendChild(k),a.appendChild(this.createRelativeOption(mxResources.get("opacity"),mxConstants.STYLE_TEXT_OPACITY)),a.appendChild(m);for(B=0;3>B;B++)(function(da){mxEvent.addListener(n[da],"click",function(){b(n[da],""==n[da].style.backgroundImage)})})(B);var Ta=mxUtils.bind(this,function(da,t,z){g=f.getSelectionState();da=mxUtils.getValue(g.style,mxConstants.STYLE_FONTSTYLE,0);b(n[0],(da&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD);b(n[1],(da&mxConstants.FONT_ITALIC)== -mxConstants.FONT_ITALIC);b(n[2],(da&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE);u.firstChild.nodeValue=mxUtils.getValue(g.style,mxConstants.STYLE_FONTFAMILY,Menus.prototype.defaultFont);b(r,"0"==mxUtils.getValue(g.style,mxConstants.STYLE_HORIZONTAL,"1"));if(z||document.activeElement!=Q)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize)),Q.value=isNaN(da)?"":da+" pt";da=mxUtils.getValue(g.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER); -b(C,da==mxConstants.ALIGN_LEFT);b(F,da==mxConstants.ALIGN_CENTER);b(I,da==mxConstants.ALIGN_RIGHT);da=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE);b(N,da==mxConstants.ALIGN_TOP);b(S,da==mxConstants.ALIGN_MIDDLE);b(T,da==mxConstants.ALIGN_BOTTOM);da=mxUtils.getValue(g.style,mxConstants.STYLE_LABEL_POSITION,mxConstants.ALIGN_CENTER);t=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_LABEL_POSITION,mxConstants.ALIGN_MIDDLE);ea.value=da==mxConstants.ALIGN_LEFT&& -t==mxConstants.ALIGN_TOP?"topLeft":da==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_TOP?"top":da==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_TOP?"topRight":da==mxConstants.ALIGN_LEFT&&t==mxConstants.ALIGN_BOTTOM?"bottomLeft":da==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_BOTTOM?"bottom":da==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_BOTTOM?"bottomRight":da==mxConstants.ALIGN_LEFT?"left":da==mxConstants.ALIGN_RIGHT?"right":"center";da=mxUtils.getValue(g.style,mxConstants.STYLE_TEXT_DIRECTION, -mxConstants.DEFAULT_TEXT_DIRECTION);da==mxConstants.TEXT_DIRECTION_RTL?R.value="rightToLeft":da==mxConstants.TEXT_DIRECTION_LTR?R.value="leftToRight":da==mxConstants.TEXT_DIRECTION_AUTO&&(R.value="automatic");if(z||document.activeElement!=Ha)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING,2)),Ha.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!=Ka)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_TOP,0)),Ka.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!= -sa)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_RIGHT,0)),sa.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!=Ca)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_BOTTOM,0)),Ca.value=isNaN(da)?"":da+" pt";if(z||document.activeElement!=va)da=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_LEFT,0)),va.value=isNaN(da)?"":da+" pt"});var $a=this.installInputHandler(Ha,mxConstants.STYLE_SPACING,2,-999,999," pt");var Xa=this.installInputHandler(Ka, -mxConstants.STYLE_SPACING_TOP,0,-999,999," pt");var Va=this.installInputHandler(sa,mxConstants.STYLE_SPACING_RIGHT,0,-999,999," pt");var Ya=this.installInputHandler(Ca,mxConstants.STYLE_SPACING_BOTTOM,0,-999,999," pt");var jb=this.installInputHandler(va,mxConstants.STYLE_SPACING_LEFT,0,-999,999," pt");this.addKeyHandler(Q,Ta);this.addKeyHandler(Ha,Ta);this.addKeyHandler(Ka,Ta);this.addKeyHandler(sa,Ta);this.addKeyHandler(Ca,Ta);this.addKeyHandler(va,Ta);e.getModel().addListener(mxEvent.CHANGE,Ta); -this.listeners.push({destroy:function(){e.getModel().removeListener(Ta)}});Ta();if(e.cellEditor.isContentEditing()){var bb=!1;d=function(){bb||(bb=!0,window.setTimeout(function(){var da=e.getSelectedEditingElement();if(null!=da){var t=function(Aa,Ea){if(null!=Aa&&null!=Ea){if(Aa==Ea)return!0;if(Aa.length>Ea.length+1)return Aa.substring(Aa.length-Ea.length-1,Aa.length)=="-"+Ea}return!1},z=function(Aa){if(null!=e.getParentByName(da,Aa,e.cellEditor.textarea))return!0;for(var Ea=da;null!=Ea&&1==Ea.childNodes.length;)if(Ea= -Ea.childNodes[0],Ea.nodeName==Aa)return!0;return!1},A=function(Aa){Aa=null!=Aa?Aa.fontSize:null;return null!=Aa&&"px"==Aa.substring(Aa.length-2)?parseFloat(Aa):mxConstants.DEFAULT_FONTSIZE},E=function(Aa,Ea,Ma){return null!=Ma.style&&null!=Ea?(Ea=Ea.lineHeight,null!=Ma.style.lineHeight&&"%"==Ma.style.lineHeight.substring(Ma.style.lineHeight.length-1)?parseInt(Ma.style.lineHeight)/100:"px"==Ea.substring(Ea.length-2)?parseFloat(Ea)/Aa:parseInt(Ea)):""},H=mxUtils.getCurrentStyle(da),L=A(H),W=E(L,H,da), -ha=da.getElementsByTagName("*");if(0<ha.length&&window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11)for(var fa=window.getSelection(),ja=0;ja<ha.length;ja++)if(fa.containsNode(ha[ja],!0)){temp=mxUtils.getCurrentStyle(ha[ja]);L=Math.max(A(temp),L);var ua=E(L,temp,ha[ja]);if(ua!=W||isNaN(ua))W=""}null!=H&&(b(n[0],"bold"==H.fontWeight||400<H.fontWeight||z("B")||z("STRONG")),b(n[1],"italic"==H.fontStyle||z("I")||z("EM")),b(n[2],z("U")),b(Z,z("SUP")),b(P,z("SUB")),e.cellEditor.isTableSelected()?(b(ia, 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0)"==H.backgroundColor|| +mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_TOP],bottom:[mxConstants.ALIGN_CENTER,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_CENTER,mxConstants.ALIGN_TOP],bottomRight:[mxConstants.ALIGN_RIGHT,mxConstants.ALIGN_BOTTOM,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_TOP]};for(B=0;B<C.length;B++){var K=document.createElement("option");K.setAttribute("value",C[B]);mxUtils.write(K,mxResources.get(C[B]));fa.appendChild(K)}x.appendChild(fa);C=d.cloneNode(!1);C.style.marginLeft="0px";C.style.paddingTop= +"4px";C.style.paddingBottom="4px";C.style.fontWeight="normal";mxUtils.write(C,mxResources.get("writingDirection"));var V=document.createElement("select");V.style.position="absolute";V.style.border="1px solid rgb(160, 160, 160)";V.style.left="126px";V.style.width="98px";V.style.borderRadius="4px";V.style.marginTop="-2px";K=["automatic","leftToRight","rightToLeft"];var G={automatic:null,leftToRight:mxConstants.TEXT_DIRECTION_LTR,rightToLeft:mxConstants.TEXT_DIRECTION_RTL};for(B=0;B<K.length;B++){var M= +document.createElement("option");M.setAttribute("value",K[B]);mxUtils.write(M,mxResources.get(K[B]));V.appendChild(M)}C.appendChild(V);e.isEditing()||(a.appendChild(x),mxEvent.addListener(fa,"change",function(ca){e.getModel().beginUpdate();try{var t=sa[fa.value];null!=t&&(e.setCellStyles(mxConstants.STYLE_LABEL_POSITION,t[0],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_LABEL_POSITION,t[1],g.cells),e.setCellStyles(mxConstants.STYLE_ALIGN,t[2],g.cells),e.setCellStyles(mxConstants.STYLE_VERTICAL_ALIGN, +t[3],g.cells))}finally{e.getModel().endUpdate()}mxEvent.consume(ca)}),a.appendChild(C),mxEvent.addListener(V,"change",function(ca){e.setCellStyles(mxConstants.STYLE_TEXT_DIRECTION,G[V.value],g.cells);mxEvent.consume(ca)}));var U=document.createElement("input");U.style.position="absolute";U.style.border="1px solid rgb(160, 160, 160)";U.style.textAlign="right";U.style.marginTop="4px";U.style.left="161px";U.style.width="53px";U.style.borderRadius="4px";U.style.height="23px";U.style.boxSizing="border-box"; +n.appendChild(U);var ba=null;x=this.installInputHandler(U,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize,1,999," pt",function(ca){if(window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11){var t=function(H,L){null!=e.cellEditor.textarea&&H!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(H)&&(L||z.containsNode(H,!0))&&("FONT"==H.nodeName?(H.removeAttribute("size"),H.style.fontSize=ca+"px"):mxUtils.getCurrentStyle(H).fontSize!=ca+"px"&&(mxUtils.getCurrentStyle(H.parentNode).fontSize!= +ca+"px"?H.style.fontSize=ca+"px":H.style.fontSize=""));f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE],"values",[ca],"cells",g.cells))},z=window.getSelection(),A=0<z.rangeCount?z.getRangeAt(0).commonAncestorContainer:e.cellEditor.textarea;A!=e.cellEditor.textarea&&A.nodeType==mxConstants.NODETYPE_ELEMENT||document.execCommand("fontSize",!1,"1");A!=e.cellEditor.textarea&&(A=A.parentNode);if(null!=A&&A.nodeType==mxConstants.NODETYPE_ELEMENT){var E=A.getElementsByTagName("*"); +t(A);for(A=0;A<E.length;A++)t(E[A])}U.value=ca+" pt"}else if(window.getSelection||document.selection)if(t=function(H,L){for(;null!=L;){if(L===H)return!0;L=L.parentNode}return!1},E=null,document.selection?E=document.selection.createRange().parentElement():(z=window.getSelection(),0<z.rangeCount&&(E=z.getRangeAt(0).commonAncestorContainer)),null!=E&&t(e.cellEditor.textarea,E))for(ba=ca,document.execCommand("fontSize",!1,"4"),E=e.cellEditor.textarea.getElementsByTagName("font"),A=0;A<E.length;A++)if("4"== 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mxEventObject("styleChanged","keys",[mxConstants.STYLE_LABEL_BACKGROUNDCOLOR],"values",[ca],"cells",g.cells))},e.shapeBackgroundColor,{install:function(ca){la=ca},destroy:function(){la=null}},null,!0):this.createCellColorOption(mxResources.get("backgroundColor"),mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"default",null,function(ca){e.updateLabelElements(g.cells,function(t){t.style.backgroundColor= +null})},e.shapeBackgroundColor);pa.style.fontWeight="bold";var wa=this.createCellColorOption(mxResources.get("borderColor"),mxConstants.STYLE_LABEL_BORDERCOLOR,"default",null,null,e.shapeForegroundColor);wa.style.fontWeight="bold";n=1<=g.vertices.length?e.stylesheet.getDefaultVertexStyle():e.stylesheet.getDefaultEdgeStyle();n=e.cellEditor.isContentEditing()?this.createColorOption(mxResources.get("fontColor"),function(){return da},function(ca){if(mxClient.IS_FF){for(var t=e.cellEditor.textarea.getElementsByTagName("font"), +z=[],A=0;A<t.length;A++)z.push({node:t[A],color:t[A].getAttribute("color")});document.execCommand("forecolor",!1,ca!=mxConstants.NONE?ca:"transparent");f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[ca],"cells",g.cells));ca=e.cellEditor.textarea.getElementsByTagName("font");for(A=0;A<ca.length;A++)if(A>=z.length||ca[A]!=z[A].node||ca[A]==z[A].node&&ca[A].getAttribute("color")!=z[A].color){z=ca[A].firstChild;if(null!=z&&"A"==z.nodeName&&null==z.nextSibling&& +null!=z.firstChild){ca[A].parentNode.insertBefore(z,ca[A]);for(t=z.firstChild;null!=t;){var E=t.nextSibling;ca[A].appendChild(t);t=E}z.appendChild(ca[A])}break}}else document.execCommand("forecolor",!1,ca!=mxConstants.NONE?ca:"transparent"),f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTCOLOR],"values",[ca],"cells",g.cells))},null!=n[mxConstants.STYLE_FONTCOLOR]?n[mxConstants.STYLE_FONTCOLOR]:e.shapeForegroundColor,{install:function(ca){Y=ca},destroy:function(){Y=null}}, +null,!0):this.createCellColorOption(mxResources.get("fontColor"),mxConstants.STYLE_FONTCOLOR,"default",function(ca){pa.style.display=ca==mxConstants.NONE?"none":"";wa.style.display=pa.style.display},function(ca){ca==mxConstants.NONE?e.setCellStyles(mxConstants.STYLE_NOLABEL,"1",g.cells):e.setCellStyles(mxConstants.STYLE_NOLABEL,null,g.cells);e.setCellStyles(mxConstants.STYLE_FONTCOLOR,ca,g.cells);e.updateLabelElements(g.cells,function(t){t.removeAttribute("color");t.style.color=null})},e.shapeForegroundColor); +n.style.fontWeight="bold";k.appendChild(n);k.appendChild(pa);e.cellEditor.isContentEditing()||k.appendChild(wa);a.appendChild(k);k=this.createPanel();k.style.paddingTop="2px";k.style.paddingBottom="4px";n=e.filterSelectionCells(mxUtils.bind(this,function(ca){var t=e.view.getState(ca);return null==t||e.isAutoSizeState(t)||e.getModel().isEdge(ca)||!e.isTableRow(ca)&&!e.isTableCell(ca)&&!e.isCellResizable(ca)}));x=this.createCellOption(mxResources.get("wordWrap"),mxConstants.STYLE_WHITE_SPACE,null,"wrap", +"null",null,null,!0,n);x.style.fontWeight="bold";0<n.length&&k.appendChild(x);n=this.createCellOption(mxResources.get("formattedText"),"html",0,null,null,null,f.actions.get("formattedText"));n.style.fontWeight="bold";k.appendChild(n);n=this.createPanel();n.style.paddingTop="10px";n.style.paddingBottom="28px";n.style.fontWeight="normal";x=document.createElement("div");x.style.position="absolute";x.style.width="70px";x.style.marginTop="0px";x.style.fontWeight="bold";mxUtils.write(x,mxResources.get("spacing")); +n.appendChild(x);var Ka=this.addUnitInput(n,"pt",87,52,function(){Ya.apply(this,arguments)}),Ha=this.addUnitInput(n,"pt",16,52,function(){$a.apply(this,arguments)});mxUtils.br(n);this.addLabel(n,mxResources.get("top"),87);this.addLabel(n,mxResources.get("global"),16);mxUtils.br(n);mxUtils.br(n);var ua=this.addUnitInput(n,"pt",158,52,function(){kb.apply(this,arguments)}),Ca=this.addUnitInput(n,"pt",87,52,function(){Za.apply(this,arguments)}),qa=this.addUnitInput(n,"pt",16,52,function(){Va.apply(this, +arguments)});mxUtils.br(n);this.addLabel(n,mxResources.get("left"),158);this.addLabel(n,mxResources.get("bottom"),87);this.addLabel(n,mxResources.get("right"),16);if(e.cellEditor.isContentEditing()){var Da=null,Ua=null;a.appendChild(this.createRelativeOption(mxResources.get("lineheight"),null,null,function(ca){var t=""==ca.value?120:parseInt(ca.value);t=Math.max(0,isNaN(t)?120:t);null!=Da&&(e.cellEditor.restoreSelection(Da),Da=null);for(var z=e.getSelectedElement();null!=z&&z.nodeType!=mxConstants.NODETYPE_ELEMENT;)z= +z.parentNode;null!=z&&z==e.cellEditor.textarea&&null!=e.cellEditor.textarea.firstChild&&("P"!=e.cellEditor.textarea.firstChild.nodeName&&(e.cellEditor.textarea.innerHTML="<p>"+e.cellEditor.textarea.innerHTML+"</p>"),z=e.cellEditor.textarea.firstChild);null!=z&&null!=e.cellEditor.textarea&&z!=e.cellEditor.textarea&&e.cellEditor.textarea.contains(z)&&(z.style.lineHeight=t/100);ca.value=t+" %"},function(ca){Ua=ca;mxEvent.addListener(ca,"mousedown",function(){document.activeElement==e.cellEditor.textarea&& +(Da=e.cellEditor.saveSelection())});mxEvent.addListener(ca,"touchstart",function(){document.activeElement==e.cellEditor.textarea&&(Da=e.cellEditor.saveSelection())});ca.value="120 %"}));k=d.cloneNode(!1);k.style.paddingLeft="0px";n=this.editorUi.toolbar.addItems(["link","image"],k,!0);x=[this.editorUi.toolbar.addButton("geSprite-horizontalrule",mxResources.get("insertHorizontalRule"),function(){document.execCommand("inserthorizontalrule",!1)},k),this.editorUi.toolbar.addMenuFunctionInContainer(k, +"geSprite-table",mxResources.get("table"),!1,mxUtils.bind(this,function(ca){this.editorUi.menus.addInsertTableItem(ca,null,null,!1)}))];this.styleButtons(n);this.styleButtons(x);n=this.createPanel();n.style.paddingTop="10px";n.style.paddingBottom="10px";n.appendChild(this.createTitle(mxResources.get("insert")));n.appendChild(k);a.appendChild(n);n=d.cloneNode(!1);n.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-insertcolumnbefore",mxResources.get("insertColumnBefore"),mxUtils.bind(this, 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+n),this.editorUi.toolbar.addButton("geSprite-insertrowbefore",mxResources.get("insertRowBefore"),mxUtils.bind(this,function(){try{null!=S&&null!=X&&e.insertRow(S,X.sectionRowIndex)}catch(ca){this.editorUi.handleError(ca)}}),n),this.editorUi.toolbar.addButton("geSprite-insertrowafter",mxResources.get("insertRowAfter"),mxUtils.bind(this,function(){try{null!=S&&null!=X&&e.insertRow(S,X.sectionRowIndex+1)}catch(ca){this.editorUi.handleError(ca)}}),n),this.editorUi.toolbar.addButton("geSprite-deleterow", +mxResources.get("deleteRow"),mxUtils.bind(this,function(){try{null!=S&&null!=X&&e.deleteRow(S,X.sectionRowIndex)}catch(ca){this.editorUi.handleError(ca)}}),n)];this.styleButtons(x);x[2].style.marginRight="10px";k=this.createPanel();k.style.paddingTop="10px";k.style.paddingBottom="10px";k.appendChild(this.createTitle(mxResources.get("table")));k.appendChild(n);d=d.cloneNode(!1);d.style.paddingLeft="0px";x=[this.editorUi.toolbar.addButton("geSprite-strokecolor",mxResources.get("borderColor"),mxUtils.bind(this, +function(ca){if(null!=S){var t=S.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t,function(z){var A=null==P||null!=ca&&mxEvent.isShiftDown(ca)?S:P;e.processElements(A,function(E){E.style.border=null});null==z||z==mxConstants.NONE?(A.removeAttribute("border"),A.style.border="",A.style.borderCollapse= +""):(A.setAttribute("border","1"),A.style.border="1px solid "+z,A.style.borderCollapse="collapse")})}}),d),this.editorUi.toolbar.addButton("geSprite-fillcolor",mxResources.get("backgroundColor"),mxUtils.bind(this,function(ca){if(null!=S){var t=S.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(z,A,E,H){return"#"+("0"+Number(A).toString(16)).substr(-2)+("0"+Number(E).toString(16)).substr(-2)+("0"+Number(H).toString(16)).substr(-2)});this.editorUi.pickColor(t, +function(z){var A=null==P||null!=ca&&mxEvent.isShiftDown(ca)?S:P;e.processElements(A,function(E){E.style.backgroundColor=null});A.style.backgroundColor=null==z||z==mxConstants.NONE?"":z})}}),d),this.editorUi.toolbar.addButton("geSprite-fit",mxResources.get("spacing"),function(){if(null!=S){var ca=S.getAttribute("cellPadding")||0;ca=new FilenameDialog(f,ca,mxResources.get("apply"),mxUtils.bind(this,function(t){null!=t&&0<t.length?S.setAttribute("cellPadding",t):S.removeAttribute("cellPadding")}),mxResources.get("spacing")); +f.showDialog(ca.container,300,80,!0,!0);ca.init()}},d),this.editorUi.toolbar.addButton("geSprite-left",mxResources.get("left"),function(){null!=S&&S.setAttribute("align","left")},d),this.editorUi.toolbar.addButton("geSprite-center",mxResources.get("center"),function(){null!=S&&S.setAttribute("align","center")},d),this.editorUi.toolbar.addButton("geSprite-right",mxResources.get("right"),function(){null!=S&&S.setAttribute("align","right")},d)];this.styleButtons(x);x[2].style.marginRight="10px";k.appendChild(d); +a.appendChild(k);var db=k}else a.appendChild(k),a.appendChild(this.createRelativeOption(mxResources.get("opacity"),mxConstants.STYLE_TEXT_OPACITY)),a.appendChild(n);for(B=0;3>B;B++)(function(ca){mxEvent.addListener(m[ca],"click",function(){b(m[ca],""==m[ca].style.backgroundImage)})})(B);var Ta=mxUtils.bind(this,function(ca,t,z){g=f.getSelectionState();ca=mxUtils.getValue(g.style,mxConstants.STYLE_FONTSTYLE,0);b(m[0],(ca&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD);b(m[1],(ca&mxConstants.FONT_ITALIC)== +mxConstants.FONT_ITALIC);b(m[2],(ca&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE);u.firstChild.nodeValue=mxUtils.getValue(g.style,mxConstants.STYLE_FONTFAMILY,Menus.prototype.defaultFont);b(r,"0"==mxUtils.getValue(g.style,mxConstants.STYLE_HORIZONTAL,"1"));if(z||document.activeElement!=U)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_FONTSIZE,Menus.prototype.defaultFontSize)),U.value=isNaN(ca)?"":ca+" pt";ca=mxUtils.getValue(g.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER); +b(D,ca==mxConstants.ALIGN_LEFT);b(F,ca==mxConstants.ALIGN_CENTER);b(J,ca==mxConstants.ALIGN_RIGHT);ca=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE);b(O,ca==mxConstants.ALIGN_TOP);b(R,ca==mxConstants.ALIGN_MIDDLE);b(T,ca==mxConstants.ALIGN_BOTTOM);ca=mxUtils.getValue(g.style,mxConstants.STYLE_LABEL_POSITION,mxConstants.ALIGN_CENTER);t=mxUtils.getValue(g.style,mxConstants.STYLE_VERTICAL_LABEL_POSITION,mxConstants.ALIGN_MIDDLE);fa.value=ca==mxConstants.ALIGN_LEFT&& +t==mxConstants.ALIGN_TOP?"topLeft":ca==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_TOP?"top":ca==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_TOP?"topRight":ca==mxConstants.ALIGN_LEFT&&t==mxConstants.ALIGN_BOTTOM?"bottomLeft":ca==mxConstants.ALIGN_CENTER&&t==mxConstants.ALIGN_BOTTOM?"bottom":ca==mxConstants.ALIGN_RIGHT&&t==mxConstants.ALIGN_BOTTOM?"bottomRight":ca==mxConstants.ALIGN_LEFT?"left":ca==mxConstants.ALIGN_RIGHT?"right":"center";ca=mxUtils.getValue(g.style,mxConstants.STYLE_TEXT_DIRECTION, +mxConstants.DEFAULT_TEXT_DIRECTION);ca==mxConstants.TEXT_DIRECTION_RTL?V.value="rightToLeft":ca==mxConstants.TEXT_DIRECTION_LTR?V.value="leftToRight":ca==mxConstants.TEXT_DIRECTION_AUTO&&(V.value="automatic");if(z||document.activeElement!=Ha)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING,2)),Ha.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!=Ka)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_TOP,0)),Ka.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!= +qa)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_RIGHT,0)),qa.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!=Ca)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_BOTTOM,0)),Ca.value=isNaN(ca)?"":ca+" pt";if(z||document.activeElement!=ua)ca=parseFloat(mxUtils.getValue(g.style,mxConstants.STYLE_SPACING_LEFT,0)),ua.value=isNaN(ca)?"":ca+" pt"});var $a=this.installInputHandler(Ha,mxConstants.STYLE_SPACING,2,-999,999," pt");var Ya=this.installInputHandler(Ka, +mxConstants.STYLE_SPACING_TOP,0,-999,999," pt");var Va=this.installInputHandler(qa,mxConstants.STYLE_SPACING_RIGHT,0,-999,999," pt");var Za=this.installInputHandler(Ca,mxConstants.STYLE_SPACING_BOTTOM,0,-999,999," pt");var kb=this.installInputHandler(ua,mxConstants.STYLE_SPACING_LEFT,0,-999,999," pt");this.addKeyHandler(U,Ta);this.addKeyHandler(Ha,Ta);this.addKeyHandler(Ka,Ta);this.addKeyHandler(qa,Ta);this.addKeyHandler(Ca,Ta);this.addKeyHandler(ua,Ta);e.getModel().addListener(mxEvent.CHANGE,Ta); +this.listeners.push({destroy:function(){e.getModel().removeListener(Ta)}});Ta();if(e.cellEditor.isContentEditing()){var bb=!1;d=function(){bb||(bb=!0,window.setTimeout(function(){var ca=e.getSelectedEditingElement();if(null!=ca){var t=function(Aa,Ea){if(null!=Aa&&null!=Ea){if(Aa==Ea)return!0;if(Aa.length>Ea.length+1)return Aa.substring(Aa.length-Ea.length-1,Aa.length)=="-"+Ea}return!1},z=function(Aa){if(null!=e.getParentByName(ca,Aa,e.cellEditor.textarea))return!0;for(var Ea=ca;null!=Ea&&1==Ea.childNodes.length;)if(Ea= +Ea.childNodes[0],Ea.nodeName==Aa)return!0;return!1},A=function(Aa){Aa=null!=Aa?Aa.fontSize:null;return null!=Aa&&"px"==Aa.substring(Aa.length-2)?parseFloat(Aa):mxConstants.DEFAULT_FONTSIZE},E=function(Aa,Ea,Ma){return null!=Ma.style&&null!=Ea?(Ea=Ea.lineHeight,null!=Ma.style.lineHeight&&"%"==Ma.style.lineHeight.substring(Ma.style.lineHeight.length-1)?parseInt(Ma.style.lineHeight)/100:"px"==Ea.substring(Ea.length-2)?parseFloat(Ea)/Aa:parseInt(Ea)):""},H=mxUtils.getCurrentStyle(ca),L=A(H),W=E(L,H,ca), +ia=ca.getElementsByTagName("*");if(0<ia.length&&window.getSelection&&!mxClient.IS_IE&&!mxClient.IS_IE11)for(var ea=window.getSelection(),ja=0;ja<ia.length;ja++)if(ea.containsNode(ia[ja],!0)){temp=mxUtils.getCurrentStyle(ia[ja]);L=Math.max(A(temp),L);var ta=E(L,temp,ia[ja]);if(ta!=W||isNaN(ta))W=""}null!=H&&(b(m[0],"bold"==H.fontWeight||400<H.fontWeight||z("B")||z("STRONG")),b(m[1],"italic"==H.fontStyle||z("I")||z("EM")),b(m[2],z("U")),b(aa,z("SUP")),b(Q,z("SUB")),e.cellEditor.isTableSelected()?(b(ha, +t(H.textAlign,"justify")),b(D,t(H.textAlign,"left")),b(F,t(H.textAlign,"center")),b(J,t(H.textAlign,"right"))):(z=e.cellEditor.align||mxUtils.getValue(g.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),t(H.textAlign,"justify")?(b(ha,t(H.textAlign,"justify")),b(D,!1),b(F,!1),b(J,!1)):(b(ha,!1),b(D,z==mxConstants.ALIGN_LEFT),b(F,z==mxConstants.ALIGN_CENTER),b(J,z==mxConstants.ALIGN_RIGHT))),S=e.getParentByName(ca,"TABLE",e.cellEditor.textarea),X=null==S?null:e.getParentByName(ca,"TR",S),P=null== +S?null:e.getParentByNames(ca,["TD","TH"],S),db.style.display=null!=S?"":"none",document.activeElement!=U&&("FONT"==ca.nodeName&&"4"==ca.getAttribute("size")&&null!=ba?(ca.removeAttribute("size"),ca.style.fontSize=ba+" pt",ba=null):U.value=isNaN(L)?"":L+" pt",ta=parseFloat(W),isNaN(ta)?Ua.value="100 %":Ua.value=Math.round(100*ta)+" %"),null!=Y&&(da="rgba(0, 0, 0, 0)"==H.color||"transparent"==H.color?mxConstants.NONE:mxUtils.rgba2hex(H.color),Y(da,!0)),null!=la&&(ra="rgba(0, 0, 0, 0)"==H.backgroundColor|| "transparent"==H.backgroundColor?mxConstants.NONE:mxUtils.rgba2hex(H.backgroundColor),la(ra,!0)),null!=u.firstChild&&(u.firstChild.nodeValue=Graph.stripQuotes(H.fontFamily)))}bb=!1},0))};(mxClient.IS_FF||mxClient.IS_EDGE||mxClient.IS_IE||mxClient.IS_IE11)&&mxEvent.addListener(e.cellEditor.textarea,"DOMSubtreeModified",d);mxEvent.addListener(e.cellEditor.textarea,"input",d);mxEvent.addListener(e.cellEditor.textarea,"touchend",d);mxEvent.addListener(e.cellEditor.textarea,"mouseup",d);mxEvent.addListener(e.cellEditor.textarea, "keyup",d);this.listeners.push({destroy:function(){}});d()}return a};StyleFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(StyleFormatPanel,BaseFormatPanel);StyleFormatPanel.prototype.defaultStrokeColor="black"; StyleFormatPanel.prototype.init=function(){var a=this.editorUi.getSelectionState();!a.containsLabel&&0<a.cells.length&&(a.containsImage&&1==a.vertices.length&&"image"==a.style.shape&&null!=a.style.image&&"data:image/svg+xml;"==a.style.image.substring(0,19)&&this.container.appendChild(this.addSvgStyles(this.createPanel())),a.fill&&this.container.appendChild(this.addFill(this.createPanel())),this.container.appendChild(this.addStroke(this.createPanel())),this.container.appendChild(this.addLineJumps(this.createPanel())), a=this.createRelativeOption(mxResources.get("opacity"),mxConstants.STYLE_OPACITY),a.style.paddingTop="8px",a.style.paddingBottom="8px",this.container.appendChild(a),this.container.appendChild(this.addEffects(this.createPanel())));a=this.addEditOps(this.createPanel());null!=a.firstChild&&mxUtils.br(a);this.container.appendChild(this.addStyleOps(a))}; StyleFormatPanel.prototype.getCssRules=function(a){var b=document.implementation.createHTMLDocument(""),f=document.createElement("style");mxUtils.setTextContent(f,a);b.body.appendChild(f);return f.sheet.cssRules}; -StyleFormatPanel.prototype.addSvgStyles=function(a){var b=this.editorUi.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";a.style.fontWeight="bold";a.style.display="none";try{var f=b.style.editableCssRules;if(null!=f){var e=new RegExp(f),g=b.style.image.substring(b.style.image.indexOf(",")+1),d=window.atob?atob(g):Base64.decode(g,!0),k=mxUtils.parseXml(d);if(null!=k){var m=k.getElementsByTagName("style");for(b=0;b<m.length;b++){var u=this.getCssRules(mxUtils.getTextContent(m[b])); -for(f=0;f<u.length;f++)this.addSvgRule(a,u[f],k,m[b],u,f,e)}}}}catch(n){}return a}; -StyleFormatPanel.prototype.addSvgRule=function(a,b,f,e,g,d,k){var m=this.editorUi,u=m.editor.graph;k.test(b.selectorText)&&(k=mxUtils.bind(this,function(n,r,x){var B=mxUtils.trim(n.style[r]);""!=B&&"url("!=B.substring(0,4)&&(n=this.createColorOption(x+" "+n.selectorText,function(){var C=B;return(C=C.match(/^rgba?[\s+]?\([\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?/i))&&4===C.length?"#"+("0"+parseInt(C[1],10).toString(16)).slice(-2)+("0"+parseInt(C[2],10).toString(16)).slice(-2)+("0"+parseInt(C[3], -10).toString(16)).slice(-2):""},mxUtils.bind(this,function(C){g[d].style[r]=C;C="";for(var F=0;F<g.length;F++)C+=g[F].cssText+" ";e.textContent=C;C=mxUtils.getXml(f.documentElement);u.setCellStyles(mxConstants.STYLE_IMAGE,"data:image/svg+xml,"+(window.btoa?btoa(C):Base64.encode(C,!0)),m.getSelectionState().cells)}),"#ffffff",{install:function(C){},destroy:function(){}}),a.appendChild(n),a.style.display="")}),k(b,"fill",mxResources.get("fill")),k(b,"stroke",mxResources.get("line")),k(b,"stop-color", +StyleFormatPanel.prototype.addSvgStyles=function(a){var b=this.editorUi.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";a.style.fontWeight="bold";a.style.display="none";try{var f=b.style.editableCssRules;if(null!=f){var e=new RegExp(f),g=b.style.image.substring(b.style.image.indexOf(",")+1),d=window.atob?atob(g):Base64.decode(g,!0),k=mxUtils.parseXml(d);if(null!=k){var n=k.getElementsByTagName("style");for(b=0;b<n.length;b++){var u=this.getCssRules(mxUtils.getTextContent(n[b])); +for(f=0;f<u.length;f++)this.addSvgRule(a,u[f],k,n[b],u,f,e)}}}}catch(m){}return a}; +StyleFormatPanel.prototype.addSvgRule=function(a,b,f,e,g,d,k){var n=this.editorUi,u=n.editor.graph;k.test(b.selectorText)&&(k=mxUtils.bind(this,function(m,r,x){var B=mxUtils.trim(m.style[r]);""!=B&&"url("!=B.substring(0,4)&&(m=this.createColorOption(x+" "+m.selectorText,function(){var D=B;return(D=D.match(/^rgba?[\s+]?\([\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?,[\s+]?(\d+)[\s+]?/i))&&4===D.length?"#"+("0"+parseInt(D[1],10).toString(16)).slice(-2)+("0"+parseInt(D[2],10).toString(16)).slice(-2)+("0"+parseInt(D[3], +10).toString(16)).slice(-2):""},mxUtils.bind(this,function(D){g[d].style[r]=D;D="";for(var F=0;F<g.length;F++)D+=g[F].cssText+" ";e.textContent=D;D=mxUtils.getXml(f.documentElement);u.setCellStyles(mxConstants.STYLE_IMAGE,"data:image/svg+xml,"+(window.btoa?btoa(D):Base64.encode(D,!0)),n.getSelectionState().cells)}),"#ffffff",{install:function(D){},destroy:function(){}}),a.appendChild(m),a.style.display="")}),k(b,"fill",mxResources.get("fill")),k(b,"stroke",mxResources.get("line")),k(b,"stop-color", mxResources.get("gradient")))}; StyleFormatPanel.prototype.addEditOps=function(a){var b=this.editorUi.getSelectionState(),f=null;1==b.cells.length&&(f=mxUtils.button(mxResources.get("editStyle"),mxUtils.bind(this,function(e){this.editorUi.actions.get("editStyle").funct()})),f.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),f.style.width="210px",f.style.marginBottom="2px",a.appendChild(f));b.image&&0<b.cells.length&&(b=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this, function(e){this.editorUi.actions.get("image").funct()})),b.setAttribute("title",mxResources.get("editImage")),b.style.marginBottom="2px",null==f?b.style.width="210px":(f.style.width="104px",b.style.width="104px",b.style.marginLeft="2px"),a.appendChild(b));return a}; -StyleFormatPanel.prototype.addFill=function(a){function b(){k.innerHTML="";C=1;for(var I=0;I<Editor.fillStyles.length;I++){var D=document.createElement("option");D.setAttribute("value",Editor.fillStyles[I].val);mxUtils.write(D,Editor.fillStyles[I].dispName);k.appendChild(D)}}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";var d=document.createElement("select");d.style.position="absolute";d.style.left="104px";d.style.width="70px";d.style.height= -"22px";d.style.padding="0px";d.style.marginTop="-3px";d.style.borderRadius="4px";d.style.border="1px solid rgb(160, 160, 160)";d.style.boxSizing="border-box";var k=d.cloneNode(!1);mxEvent.addListener(d,"click",function(I){mxEvent.consume(I)});mxEvent.addListener(k,"click",function(I){mxEvent.consume(I)});var m=1<=g.vertices.length?e.stylesheet.getDefaultVertexStyle():e.stylesheet.getDefaultEdgeStyle(),u=this.createCellColorOption(mxResources.get("gradient"),mxConstants.STYLE_GRADIENTCOLOR,null!=m[mxConstants.STYLE_GRADIENTCOLOR]? -m[mxConstants.STYLE_GRADIENTCOLOR]:"#ffffff",function(I){d.style.display=null==I||I==mxConstants.NONE?"none":""},function(I){e.updateCellStyles({gradientColor:I},e.getSelectionCells())}),n="image"==g.style.shape?mxConstants.STYLE_IMAGE_BACKGROUND:mxConstants.STYLE_FILLCOLOR;m=this.createCellColorOption(mxResources.get("fill"),n,"default",null,mxUtils.bind(this,function(I){e.setCellStyles(n,I,g.cells)}),e.shapeBackgroundColor);m.style.fontWeight="bold";var r=mxUtils.getValue(g.style,n,null);u.style.display= -null!=r&&r!=mxConstants.NONE&&g.fill&&"image"!=g.style.shape?"":"none";var x=[mxConstants.DIRECTION_NORTH,mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_RADIAL];for(r=0;r<x.length;r++){var B=document.createElement("option");B.setAttribute("value",x[r]);mxUtils.write(B,mxResources.get(x[r]));d.appendChild(B)}u.appendChild(d);var C;b();m.appendChild(k);var F=mxUtils.bind(this,function(){g=f.getSelectionState();var I=mxUtils.getValue(g.style,mxConstants.STYLE_GRADIENT_DIRECTION, -mxConstants.DIRECTION_SOUTH),D=mxUtils.getValue(g.style,"fillStyle","auto");""==I&&(I=mxConstants.DIRECTION_SOUTH);d.value=I;a.style.display=g.fill?"":"none";I=mxUtils.getValue(g.style,n,null);if(g.fill&&null!=I&&I!=mxConstants.NONE&&"filledEdge"!=g.style.shape){if("1"==g.style.sketch){if(2!=C){k.innerHTML="";C=2;for(I=0;I<Editor.roughFillStyles.length;I++){var N=document.createElement("option");N.setAttribute("value",Editor.roughFillStyles[I].val);mxUtils.write(N,Editor.roughFillStyles[I].dispName); -k.appendChild(N)}k.value="auto"}}else 1!=C&&b();k.value=D;k.value||(D="auto",k.value=D);k.style.display="1"==g.style.sketch||"none"==d.style.display?"":"none";u.style.display=g.containsImage||"1"==g.style.sketch&&"solid"!=D&&"auto"!=D?"none":""}else k.style.display="none",u.style.display="none"});e.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){e.getModel().removeListener(F)}});F();mxEvent.addListener(d,"change",function(I){e.setCellStyles(mxConstants.STYLE_GRADIENT_DIRECTION, -d.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_GRADIENT_DIRECTION],"values",[d.value],"cells",g.cells));mxEvent.consume(I)});mxEvent.addListener(k,"change",function(I){e.setCellStyles("fillStyle",k.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",["fillStyle"],"values",[k.value],"cells",g.cells));mxEvent.consume(I)});a.appendChild(m);a.appendChild(u);m=this.getCustomColors();for(r=0;r<m.length;r++)a.appendChild(this.createCellColorOption(m[r].title, +StyleFormatPanel.prototype.addFill=function(a){function b(){k.innerHTML="";D=1;for(var J=0;J<Editor.fillStyles.length;J++){var C=document.createElement("option");C.setAttribute("value",Editor.fillStyles[J].val);mxUtils.write(C,Editor.fillStyles[J].dispName);k.appendChild(C)}}var f=this.editorUi,e=f.editor.graph,g=f.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="6px";var d=document.createElement("select");d.style.position="absolute";d.style.left="104px";d.style.width="70px";d.style.height= +"22px";d.style.padding="0px";d.style.marginTop="-3px";d.style.borderRadius="4px";d.style.border="1px solid rgb(160, 160, 160)";d.style.boxSizing="border-box";var k=d.cloneNode(!1);mxEvent.addListener(d,"click",function(J){mxEvent.consume(J)});mxEvent.addListener(k,"click",function(J){mxEvent.consume(J)});var n=this.createCellColorOption(mxResources.get("gradient"),mxConstants.STYLE_GRADIENTCOLOR,"default",function(J){d.style.display=null==J||J==mxConstants.NONE?"none":""},function(J){e.updateCellStyles({gradientColor:J}, +e.getSelectionCells())},e.getDefaultColor(g.style,mxConstants.STYLE_GRADIENTCOLOR,e.shapeForegroundColor,e.shapeBackgroundColor)),u="image"==g.style.shape?mxConstants.STYLE_IMAGE_BACKGROUND:mxConstants.STYLE_FILLCOLOR,m=this.createCellColorOption(mxResources.get("fill"),u,"default",null,mxUtils.bind(this,function(J){e.setCellStyles(u,J,g.cells)}),e.getDefaultColor(g.style,u,e.shapeBackgroundColor,e.shapeForegroundColor));m.style.fontWeight="bold";var r=mxUtils.getValue(g.style,u,null);n.style.display= +null!=r&&r!=mxConstants.NONE&&g.fill&&"image"!=g.style.shape?"":"none";var x=[mxConstants.DIRECTION_NORTH,mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_RADIAL];for(r=0;r<x.length;r++){var B=document.createElement("option");B.setAttribute("value",x[r]);mxUtils.write(B,mxResources.get(x[r]));d.appendChild(B)}n.appendChild(d);var D;b();m.appendChild(k);var F=mxUtils.bind(this,function(){g=f.getSelectionState();var J=mxUtils.getValue(g.style,mxConstants.STYLE_GRADIENT_DIRECTION, +mxConstants.DIRECTION_SOUTH),C=mxUtils.getValue(g.style,"fillStyle","auto");""==J&&(J=mxConstants.DIRECTION_SOUTH);d.value=J;a.style.display=g.fill?"":"none";J=mxUtils.getValue(g.style,u,null);if(g.fill&&null!=J&&J!=mxConstants.NONE&&"filledEdge"!=g.style.shape){if("1"==g.style.sketch){if(2!=D){k.innerHTML="";D=2;for(J=0;J<Editor.roughFillStyles.length;J++){var O=document.createElement("option");O.setAttribute("value",Editor.roughFillStyles[J].val);mxUtils.write(O,Editor.roughFillStyles[J].dispName); +k.appendChild(O)}k.value="auto"}}else 1!=D&&b();k.value=C;k.value||(C="auto",k.value=C);k.style.display="1"==g.style.sketch||"none"==d.style.display?"":"none";n.style.display=g.containsImage||"1"==g.style.sketch&&"solid"!=C&&"auto"!=C?"none":""}else k.style.display="none",n.style.display="none"});e.getModel().addListener(mxEvent.CHANGE,F);this.listeners.push({destroy:function(){e.getModel().removeListener(F)}});F();mxEvent.addListener(d,"change",function(J){e.setCellStyles(mxConstants.STYLE_GRADIENT_DIRECTION, +d.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_GRADIENT_DIRECTION],"values",[d.value],"cells",g.cells));mxEvent.consume(J)});mxEvent.addListener(k,"change",function(J){e.setCellStyles("fillStyle",k.value,g.cells);f.fireEvent(new mxEventObject("styleChanged","keys",["fillStyle"],"values",[k.value],"cells",g.cells));mxEvent.consume(J)});a.appendChild(m);a.appendChild(n);m=this.getCustomColors();for(r=0;r<m.length;r++)a.appendChild(this.createCellColorOption(m[r].title, m[r].key,m[r].defaultValue));return a};StyleFormatPanel.prototype.getCustomColors=function(){var a=[];this.editorUi.getSelectionState().swimlane&&a.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return a}; -StyleFormatPanel.prototype.addStroke=function(a){function b(X){var ca=parseFloat(D.value);ca=Math.min(999,Math.max(0,isNaN(ca)?1:ca));ca!=mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,ca,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[ca],"cells",d.cells)));D.value=ca+" pt";mxEvent.consume(X)}function f(X){var ca=parseFloat(N.value);ca=Math.min(999,Math.max(0,isNaN(ca)?1:ca));ca!=mxUtils.getValue(d.style, -mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,ca,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[ca],"cells",d.cells)));N.value=ca+" pt";mxEvent.consume(X)}var e=this.editorUi,g=e.editor.graph,d=e.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="4px";a.style.whiteSpace="normal";var k=document.createElement("div");k.style.fontWeight="bold";d.stroke||(k.style.display="none");var m=document.createElement("select"); -m.style.position="absolute";m.style.height="22px";m.style.padding="0px";m.style.marginTop="-3px";m.style.boxSizing="border-box";m.style.left="94px";m.style.width="80px";m.style.border="1px solid rgb(160, 160, 160)";m.style.borderRadius="4px";for(var u=["sharp","rounded","curved"],n=0;n<u.length;n++){var r=document.createElement("option");r.setAttribute("value",u[n]);mxUtils.write(r,mxResources.get(u[n]));m.appendChild(r)}mxEvent.addListener(m,"change",function(X){g.getModel().beginUpdate();try{var ca= -[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],oa=["0",null];"rounded"==m.value?oa=["1",null]:"curved"==m.value&&(oa=[null,"1"]);for(var ta=0;ta<ca.length;ta++)g.setCellStyles(ca[ta],oa[ta],d.cells);e.fireEvent(new mxEventObject("styleChanged","keys",ca,"values",oa,"cells",d.cells))}finally{g.getModel().endUpdate()}mxEvent.consume(X)});mxEvent.addListener(m,"click",function(X){mxEvent.consume(X)});var x="image"==d.style.shape?mxConstants.STYLE_IMAGE_BORDER:mxConstants.STYLE_STROKECOLOR;u="image"== -d.style.shape?mxResources.get("border"):mxResources.get("line");u=this.createCellColorOption(u,x,"default",null,mxUtils.bind(this,function(X){g.setCellStyles(x,X,d.cells)}),g.shapeForegroundColor);u.appendChild(m);k.appendChild(u);var B=k.cloneNode(!1);B.style.fontWeight="normal";B.style.whiteSpace="nowrap";B.style.position="relative";B.style.paddingLeft="0px";B.style.marginBottom="2px";B.style.overflow="hidden";B.style.marginTop="2px";B.style.width="220px";B.className="geToolbarContainer";var C= -mxUtils.bind(this,function(X,ca,oa,ta,Ka){X=this.editorUi.menus.styleChange(X,"",ta,Ka,"geIcon",null);ta=document.createElement("div");ta.style.width=ca+"px";ta.style.height="1px";ta.style.borderBottom="1px "+oa+" "+this.defaultStrokeColor;ta.style.paddingTop="6px";X.firstChild.firstChild.style.padding="0px 4px 0px 4px";X.firstChild.firstChild.style.width=ca+"px";X.firstChild.firstChild.appendChild(ta);return X});n=this.editorUi.toolbar.addMenuFunctionInContainer(B,"geSprite-orthogonal",mxResources.get("pattern"), -!1,mxUtils.bind(this,function(X){C(X,75,"solid",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));C(X,75,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));C(X,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");C(X,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN], -["1","1 2"]).setAttribute("title",mxResources.get("dotted")+" (2)");C(X,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));var F=B.cloneNode(!1),I=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-connection",mxResources.get("connection"),!1,mxUtils.bind(this,function(X){this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],[null, -null,null,null],"geIcon geSprite geSprite-connection",null,!0).setAttribute("title",mxResources.get("line"));this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["link",null,null,null],"geIcon geSprite geSprite-linkedge",null,!0).setAttribute("title",mxResources.get("link"));this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["flexArrow",null,null,null], -"geIcon geSprite geSprite-arrow",null,!0).setAttribute("title",mxResources.get("arrow"));this.editorUi.menus.styleChange(X,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",null,!0).setAttribute("title",mxResources.get("simpleArrow"))}));r=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-orthogonal",mxResources.get("pattern"),!1,mxUtils.bind(this,function(X){C(X,33,"solid",[mxConstants.STYLE_DASHED, -mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));C(X,33,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));C(X,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");C(X,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 2"]).setAttribute("title",mxResources.get("dotted")+ -" (2)");C(X,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));u=B.cloneNode(!1);var D=document.createElement("input");D.style.position="absolute";D.style.textAlign="right";D.style.marginTop="2px";D.style.width="52px";D.style.height="21px";D.style.left="146px";D.style.border="1px solid rgb(160, 160, 160)";D.style.borderRadius="4px";D.style.boxSizing="border-box";D.setAttribute("title",mxResources.get("linewidth")); -B.appendChild(D);var N=D.cloneNode(!0);F.appendChild(N);var S=this.createStepper(D,b,1,9);S.style.display=D.style.display;S.style.marginTop="2px";S.style.left="198px";B.appendChild(S);S=this.createStepper(N,f,1,9);S.style.display=N.style.display;S.style.marginTop="2px";N.style.position="absolute";S.style.left="198px";F.appendChild(S);mxEvent.addListener(D,"blur",b);mxEvent.addListener(D,"change",b);mxEvent.addListener(N,"blur",f);mxEvent.addListener(N,"change",f);var T=this.editorUi.toolbar.addMenuFunctionInContainer(u, -"geSprite-orthogonal",mxResources.get("waypoints"),!1,mxUtils.bind(this,function(X){"arrow"!=d.style.shape&&(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],[null,null,null],"geIcon geSprite geSprite-straight",null,!0).setAttribute("title",mxResources.get("straight")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle",null,null],"geIcon geSprite geSprite-orthogonal", -null,!0).setAttribute("title",mxResources.get("orthogonal")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle", -"vertical",null,null],"geIcon geSprite geSprite-verticalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED, -mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle","vertical",null,null],"geIcon geSprite geSprite-verticalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),"connector"==d.style.shape&&this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle","1",null],"geIcon geSprite geSprite-curved",null,!0).setAttribute("title",mxResources.get("curved")),this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_EDGE, -mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["entityRelationEdgeStyle",null,null],"geIcon geSprite geSprite-entity",null,!0).setAttribute("title",mxResources.get("entityRelation")))})),P=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-startclassic",mxResources.get("linestart"),!1,mxUtils.bind(this,function(X){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var ca=this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW, -"startFill"],[mxConstants.NONE,0],"geIcon",null,!1);ca.setAttribute("title",mxResources.get("none"));var oa=document.createElement("font");oa.style.fontSize="10px";mxUtils.write(oa,mxResources.get("none"));ca.firstChild.firstChild.appendChild(oa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src)), -Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,1],null, -null,!1,Format.blockThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"], -[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["box",0],null,null,!1,Format.boxMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_STARTARROW,"startFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW, -"startFill"],["circle",1],null,null,!1,Format.circleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"], -["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"], -["ERzeroToOne",0],null,null,!1,Format.ERzeroToOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW,"startFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW, -"startFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src))):this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_STARTARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",mxResources.get("block"));X.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=X.div&&mxUtils.fit(X.div)}),0)}})),Z=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-endclassic",mxResources.get("lineend"),!1, -mxUtils.bind(this,function(X){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var ca=this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.NONE,0],"geIcon",null,!1);ca.setAttribute("title",mxResources.get("none"));var oa=document.createElement("font");oa.style.fontSize="10px";mxUtils.write(oa,mxResources.get("none"));ca.firstChild.firstChild.appendChild(oa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"], -[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,1],null,null,!1,Format.blockThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"], -[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X, -"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["box",0],null,null,!1,Format.boxMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circle",0],null,null,!1,Format.circleMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src), -"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToOne",0],null,null, -!1,Format.ERzeroToOneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW,"endFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW, -"endFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src),"scaleX(-1)")):this.editorUi.menus.edgeStyleChange(X,"",[mxConstants.STYLE_ENDARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-endblocktrans",null,!1).setAttribute("title",mxResources.get("block"));X.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=X.div&&mxUtils.fit(X.div)}),0)}}));S=this.addArrow(I,8);S.nextSibling.style.position="relative";S.nextSibling.style.top="-2px";S=this.addArrow(T, -10);S.nextSibling.style.position="relative";S.nextSibling.style.top="-3px";T.getElementsByTagName("img")[0].style.top="-1px";this.addArrow(P,null,!0);this.addArrow(Z,null,!0);S=this.addArrow(n,9);S.className="geIcon";S.style.width="auto";var U=this.addArrow(r,9);U.className="geIcon";U.style.width="22px";var V=document.createElement("div");V.style.width="84px";V.style.height="1px";V.style.borderBottom="1px solid "+this.defaultStrokeColor;V.style.marginBottom="7px";S.appendChild(V);var aa=document.createElement("div"); -aa.style.width="23px";aa.style.height="1px";aa.style.borderBottom="1px solid "+this.defaultStrokeColor;aa.style.marginBottom="7px";U.appendChild(aa);n.style.height="15px";n.style.marginLeft="16px";r.style.height="15px";r.style.marginLeft="3px";I.style.marginLeft="10px";I.style.height="15px";T.style.marginLeft="10px";T.style.height="17px";P.style.marginLeft="3px";P.style.height="17px";Z.style.marginLeft="3px";Z.style.height="17px";a.appendChild(k);a.appendChild(F);a.appendChild(B);n=B.cloneNode(!1); -n.style.padding="5px 4px 6px 0px";n.style.fontWeight="normal";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="0px";r.style.marginBottom="12px";r.style.marginTop="2px";r.style.fontWeight="normal";r.style.width="76px";mxUtils.write(r,mxResources.get("lineend"));n.appendChild(r);var ia=this.addUnitInput(n,"pt",98,52,function(){la.apply(this,arguments)}),ea=this.addUnitInput(n,"pt",30,52,function(){ba.apply(this,arguments)});mxUtils.br(n);S=document.createElement("div"); -S.style.height="8px";n.appendChild(S);r=r.cloneNode(!1);mxUtils.write(r,mxResources.get("linestart"));n.appendChild(r);var qa=this.addUnitInput(n,"pt",98,52,function(){Q.apply(this,arguments)}),O=this.addUnitInput(n,"pt",30,52,function(){K.apply(this,arguments)});mxUtils.br(n);this.addLabel(n,mxResources.get("spacing"),98,52);this.addLabel(n,mxResources.get("size"),30,52);mxUtils.br(n);k=k.cloneNode(!1);k.style.fontWeight="normal";k.style.position="relative";k.style.paddingLeft="16px";k.style.marginBottom= -"2px";k.style.marginTop="6px";k.style.borderWidth="0px";k.style.paddingBottom="18px";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="3px";r.style.marginBottom="12px";r.style.marginTop="1px";r.style.fontWeight="normal";r.style.width="120px";mxUtils.write(r,mxResources.get("perimeter"));k.appendChild(r);var R=this.addUnitInput(k,"pt",30,52,function(){ra.apply(this,arguments)});d.edges.length==d.cells.length?(a.appendChild(u),a.appendChild(n)):d.vertices.length==d.cells.length&& -a.appendChild(k);var G=mxUtils.bind(this,function(X,ca,oa){function ta(Ka,Ha,va,Ca){va=va.getElementsByTagName("div")[0];null!=va&&e.updateCssForMarker(va,Ca,d.style.shape,Ka,Ha);return va}d=e.getSelectionState();if(oa||document.activeElement!=D)X=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),D.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=N)X=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),N.value=isNaN(X)?"":X+" pt";m.style.visibility="connector"== -d.style.shape||"filledEdge"==d.style.shape?"":"hidden";"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?m.value="curved":"1"==mxUtils.getValue(d.style,mxConstants.STYLE_ROUNDED,null)&&(m.value="rounded");"1"==mxUtils.getValue(d.style,mxConstants.STYLE_DASHED,null)?null==mxUtils.getValue(d.style,mxConstants.STYLE_DASH_PATTERN,null)?V.style.borderBottom="1px dashed "+this.defaultStrokeColor:V.style.borderBottom="1px dotted "+this.defaultStrokeColor:V.style.borderBottom="1px solid "+this.defaultStrokeColor; -aa.style.borderBottom=V.style.borderBottom;X=T.getElementsByTagName("div")[0];null!=X&&(ca=mxUtils.getValue(d.style,mxConstants.STYLE_EDGE,null),"1"==mxUtils.getValue(d.style,mxConstants.STYLE_NOEDGESTYLE,null)&&(ca=null),"orthogonalEdgeStyle"==ca&&"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?X.className="geSprite geSprite-curved":X.className="straight"==ca||"none"==ca||null==ca?"geSprite geSprite-straight":"entityRelationEdgeStyle"==ca?"geSprite geSprite-entity":"elbowEdgeStyle"== -ca?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalelbow":"geSprite-horizontalelbow"):"isometricEdgeStyle"==ca?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalisometric":"geSprite-horizontalisometric"):"geSprite geSprite-orthogonal");X=I.getElementsByTagName("div")[0];null!=X&&(X.className="link"==d.style.shape?"geSprite geSprite-linkedge":"flexArrow"==d.style.shape?"geSprite geSprite-arrow":"arrow"== -d.style.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection");d.edges.length==d.cells.length?(F.style.display="",B.style.display="none"):(F.style.display="none",B.style.display="");Graph.lineJumpsEnabled&&0<d.edges.length&&0==d.vertices.length&&d.lineJumps&&(a.style.borderBottomStyle="none");X=ta(mxUtils.getValue(d.style,mxConstants.STYLE_STARTARROW,null),mxUtils.getValue(d.style,"startFill","1"),P,"start");ca=ta(mxUtils.getValue(d.style,mxConstants.STYLE_ENDARROW,null),mxUtils.getValue(d.style, -"endFill","1"),Z,"end");null!=X&&null!=ca&&("arrow"==d.style.shape?(X.className="geSprite geSprite-noarrow",ca.className="geSprite geSprite-endblocktrans"):"link"==d.style.shape&&(X.className="geSprite geSprite-noarrow",ca.className="geSprite geSprite-noarrow"));mxUtils.setOpacity(T,"arrow"==d.style.shape?30:100);"connector"!=d.style.shape&&"flexArrow"!=d.style.shape&&"filledEdge"!=d.style.shape?(mxUtils.setOpacity(P,30),mxUtils.setOpacity(Z,30)):(mxUtils.setOpacity(P,100),mxUtils.setOpacity(Z,100)); -if(oa||document.activeElement!=O)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE)),O.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=qa)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0)),qa.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=ea)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_ENDSIZE,mxConstants.DEFAULT_MARKERSIZE)),ea.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=qa)X=parseInt(mxUtils.getValue(d.style, -mxConstants.STYLE_TARGET_PERIMETER_SPACING,0)),ia.value=isNaN(X)?"":X+" pt";if(oa||document.activeElement!=R)X=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_PERIMETER_SPACING,0)),R.value=isNaN(X)?"":X+" pt"});var K=this.installInputHandler(O,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE,0,999," pt");var Q=this.installInputHandler(qa,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0,-999,999," pt");var ba=this.installInputHandler(ea,mxConstants.STYLE_ENDSIZE,mxConstants.DEFAULT_MARKERSIZE, -0,999," pt");var la=this.installInputHandler(ia,mxConstants.STYLE_TARGET_PERIMETER_SPACING,0,-999,999," pt");var ra=this.installInputHandler(R,mxConstants.STYLE_PERIMETER_SPACING,0,0,999," pt");this.addKeyHandler(D,G);this.addKeyHandler(O,G);this.addKeyHandler(qa,G);this.addKeyHandler(ea,G);this.addKeyHandler(ia,G);this.addKeyHandler(R,G);g.getModel().addListener(mxEvent.CHANGE,G);this.listeners.push({destroy:function(){g.getModel().removeListener(G)}});G();return a}; +StyleFormatPanel.prototype.addStroke=function(a){function b(Y){var da=parseFloat(C.value);da=Math.min(999,Math.max(0,isNaN(da)?1:da));da!=mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,da,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[da],"cells",d.cells)));C.value=da+" pt";mxEvent.consume(Y)}function f(Y){var da=parseFloat(O.value);da=Math.min(999,Math.max(0,isNaN(da)?1:da));da!=mxUtils.getValue(d.style, +mxConstants.STYLE_STROKEWIDTH,1)&&(g.setCellStyles(mxConstants.STYLE_STROKEWIDTH,da,d.cells),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_STROKEWIDTH],"values",[da],"cells",d.cells)));O.value=da+" pt";mxEvent.consume(Y)}var e=this.editorUi,g=e.editor.graph,d=e.getSelectionState();a.style.paddingTop="6px";a.style.paddingBottom="4px";a.style.whiteSpace="normal";var k=document.createElement("div");k.style.fontWeight="bold";d.stroke||(k.style.display="none");var n=document.createElement("select"); +n.style.position="absolute";n.style.height="22px";n.style.padding="0px";n.style.marginTop="-3px";n.style.boxSizing="border-box";n.style.left="94px";n.style.width="80px";n.style.border="1px solid rgb(160, 160, 160)";n.style.borderRadius="4px";for(var u=["sharp","rounded","curved"],m=0;m<u.length;m++){var r=document.createElement("option");r.setAttribute("value",u[m]);mxUtils.write(r,mxResources.get(u[m]));n.appendChild(r)}mxEvent.addListener(n,"change",function(Y){g.getModel().beginUpdate();try{var da= +[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],pa=["0",null];"rounded"==n.value?pa=["1",null]:"curved"==n.value&&(pa=[null,"1"]);for(var wa=0;wa<da.length;wa++)g.setCellStyles(da[wa],pa[wa],d.cells);e.fireEvent(new mxEventObject("styleChanged","keys",da,"values",pa,"cells",d.cells))}finally{g.getModel().endUpdate()}mxEvent.consume(Y)});mxEvent.addListener(n,"click",function(Y){mxEvent.consume(Y)});var x="image"==d.style.shape?mxConstants.STYLE_IMAGE_BORDER:mxConstants.STYLE_STROKECOLOR;u="image"== +d.style.shape?mxResources.get("border"):mxResources.get("line");u=this.createCellColorOption(u,x,"default",null,mxUtils.bind(this,function(Y){g.setCellStyles(x,Y,d.cells)}),g.shapeForegroundColor);u.appendChild(n);k.appendChild(u);var B=k.cloneNode(!1);B.style.fontWeight="normal";B.style.whiteSpace="nowrap";B.style.position="relative";B.style.paddingLeft="0px";B.style.marginBottom="2px";B.style.overflow="hidden";B.style.marginTop="2px";B.style.width="220px";B.className="geToolbarContainer";var D= +mxUtils.bind(this,function(Y,da,pa,wa,Ka){Y=this.editorUi.menus.styleChange(Y,"",wa,Ka,"geIcon",null);wa=document.createElement("div");wa.style.width=da+"px";wa.style.height="1px";wa.style.borderBottom="1px "+pa+" "+this.defaultStrokeColor;wa.style.paddingTop="6px";Y.firstChild.firstChild.style.padding="0px 4px 0px 4px";Y.firstChild.firstChild.style.width=da+"px";Y.firstChild.firstChild.appendChild(wa);return Y});m=this.editorUi.toolbar.addMenuFunctionInContainer(B,"geSprite-orthogonal",mxResources.get("pattern"), +!1,mxUtils.bind(this,function(Y){D(Y,75,"solid",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));D(Y,75,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));D(Y,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");D(Y,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN], +["1","1 2"]).setAttribute("title",mxResources.get("dotted")+" (2)");D(Y,75,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));var F=B.cloneNode(!1),J=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-connection",mxResources.get("connection"),!1,mxUtils.bind(this,function(Y){this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],[null, +null,null,null],"geIcon geSprite geSprite-connection",null,!0).setAttribute("title",mxResources.get("line"));this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["link",null,null,null],"geIcon geSprite geSprite-linkedge",null,!0).setAttribute("title",mxResources.get("link"));this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["flexArrow",null,null,null], +"geIcon geSprite geSprite-arrow",null,!0).setAttribute("title",mxResources.get("arrow"));this.editorUi.menus.styleChange(Y,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",null,!0).setAttribute("title",mxResources.get("simpleArrow"))}));r=this.editorUi.toolbar.addMenuFunctionInContainer(F,"geSprite-orthogonal",mxResources.get("pattern"),!1,mxUtils.bind(this,function(Y){D(Y,33,"solid",[mxConstants.STYLE_DASHED, +mxConstants.STYLE_DASH_PATTERN],[null,null]).setAttribute("title",mxResources.get("solid"));D(Y,33,"dashed",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1",null]).setAttribute("title",mxResources.get("dashed"));D(Y,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 1"]).setAttribute("title",mxResources.get("dotted")+" (1)");D(Y,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 2"]).setAttribute("title",mxResources.get("dotted")+ +" (2)");D(Y,33,"dotted",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],["1","1 4"]).setAttribute("title",mxResources.get("dotted")+" (3)")}));u=B.cloneNode(!1);var C=document.createElement("input");C.style.position="absolute";C.style.textAlign="right";C.style.marginTop="2px";C.style.width="52px";C.style.height="21px";C.style.left="146px";C.style.border="1px solid rgb(160, 160, 160)";C.style.borderRadius="4px";C.style.boxSizing="border-box";C.setAttribute("title",mxResources.get("linewidth")); +B.appendChild(C);var O=C.cloneNode(!0);F.appendChild(O);var R=this.createStepper(C,b,1,9);R.style.display=C.style.display;R.style.marginTop="2px";R.style.left="198px";B.appendChild(R);R=this.createStepper(O,f,1,9);R.style.display=O.style.display;R.style.marginTop="2px";O.style.position="absolute";R.style.left="198px";F.appendChild(R);mxEvent.addListener(C,"blur",b);mxEvent.addListener(C,"change",b);mxEvent.addListener(O,"blur",f);mxEvent.addListener(O,"change",f);var T=this.editorUi.toolbar.addMenuFunctionInContainer(u, +"geSprite-orthogonal",mxResources.get("waypoints"),!1,mxUtils.bind(this,function(Y){"arrow"!=d.style.shape&&(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],[null,null,null],"geIcon geSprite geSprite-straight",null,!0).setAttribute("title",mxResources.get("straight")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle",null,null],"geIcon geSprite geSprite-orthogonal", +null,!0).setAttribute("title",mxResources.get("orthogonal")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["elbowEdgeStyle", +"vertical",null,null],"geIcon geSprite geSprite-verticalelbow",null,!0).setAttribute("title",mxResources.get("simple")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle",null,null,null],"geIcon geSprite geSprite-horizontalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED, +mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle","vertical",null,null],"geIcon geSprite geSprite-verticalisometric",null,!0).setAttribute("title",mxResources.get("isometric")),"connector"==d.style.shape&&this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle","1",null],"geIcon geSprite geSprite-curved",null,!0).setAttribute("title",mxResources.get("curved")),this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_EDGE, +mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["entityRelationEdgeStyle",null,null],"geIcon geSprite geSprite-entity",null,!0).setAttribute("title",mxResources.get("entityRelation")))})),Q=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-startclassic",mxResources.get("linestart"),!1,mxUtils.bind(this,function(Y){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var da=this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW, +"startFill"],[mxConstants.NONE,0],"geIcon",null,!1);da.setAttribute("title",mxResources.get("none"));var pa=document.createElement("font");pa.style.fontSize="10px";mxUtils.write(pa,mxResources.get("none"));da.firstChild.firstChild.appendChild(pa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src)), +Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,1],null, +null,!1,Format.blockThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"], +[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["box",0],null,null,!1,Format.boxMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_STARTARROW,"startFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW, +"startFill"],["circle",1],null,null,!1,Format.circleMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"], +["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"], +["ERzeroToOne",0],null,null,!1,Format.ERzeroToOneMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW,"startFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src)),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW, +"startFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src))):this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_STARTARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-startblocktrans",null,!1).setAttribute("title",mxResources.get("block"));Y.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=Y.div&&mxUtils.fit(Y.div)}),0)}})),aa=this.editorUi.toolbar.addMenuFunctionInContainer(u,"geSprite-endclassic",mxResources.get("lineend"),!1, +mxUtils.bind(this,function(Y){if("connector"==d.style.shape||"flexArrow"==d.style.shape||"filledEdge"==d.style.shape){var da=this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.NONE,0],"geIcon",null,!1);da.setAttribute("title",mxResources.get("none"));var pa=document.createElement("font");pa.style.fontSize="10px";mxUtils.write(pa,mxResources.get("none"));da.firstChild.firstChild.appendChild(pa);"connector"==d.style.shape||"filledEdge"==d.style.shape?(Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,1],null,null,!1,Format.classicFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,1],null,null,!1,Format.classicThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN,0],null,null,!1,Format.openFilledMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OPEN_THIN,0],null,null,!1,Format.openThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["openAsync",0],null,null,!1,Format.openAsyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"], +[mxConstants.ARROW_BLOCK,1],null,null,!1,Format.blockFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,1],null,null,!1,Format.blockThinFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",1],null,null,!1,Format.asyncFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,1],null,null,!1,Format.ovalFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,1],null,null,!1,Format.diamondFilledMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,1],null,null,!1,Format.diamondThinFilledMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC,0],null,null,!1,Format.classicMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_CLASSIC_THIN,0],null,null,!1,Format.classicThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"], +[mxConstants.ARROW_BLOCK,0],null,null,!1,Format.blockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_BLOCK_THIN,0],null,null,!1,Format.blockThinMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["async",0],null,null,!1,Format.asyncMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y, +"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_OVAL,0],null,null,!1,Format.ovalMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND,0],null,null,!1,Format.diamondMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],[mxConstants.ARROW_DIAMOND_THIN,0],null,null,!1,Format.diamondThinMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["box",0],null,null,!1,Format.boxMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["halfCircle",0],null,null,!1,Format.halfCircleMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["dash",0],null,null,!1,Format.dashMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["cross",0],null,null,!1,Format.crossMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circlePlus",0],null,null,!1,Format.circlePlusMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["circle",0],null,null,!1,Format.circleMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["baseDash",0],null,null,!1,Format.baseDashMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERone",0],null,null,!1,Format.EROneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmandOne",0],null,null,!1,Format.ERmandOneMarkerImage.src), +"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERmany",0],null,null,!1,Format.ERmanyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERoneToMany",0],null,null,!1,Format.ERoneToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToOne",0],null,null, +!1,Format.ERzeroToOneMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["ERzeroToMany",0],null,null,!1,Format.ERzeroToManyMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW,"endFill"],["doubleBlock",0],null,null,!1,Format.doubleBlockMarkerImage.src),"scaleX(-1)"),Format.processMenuIcon(this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW, +"endFill"],["doubleBlock",1],null,null,!1,Format.doubleBlockFilledMarkerImage.src),"scaleX(-1)")):this.editorUi.menus.edgeStyleChange(Y,"",[mxConstants.STYLE_ENDARROW],[mxConstants.ARROW_BLOCK],"geIcon geSprite geSprite-endblocktrans",null,!1).setAttribute("title",mxResources.get("block"));Y.div.style.width="40px";window.setTimeout(mxUtils.bind(this,function(){null!=Y.div&&mxUtils.fit(Y.div)}),0)}}));R=this.addArrow(J,8);R.nextSibling.style.position="relative";R.nextSibling.style.top="-2px";R=this.addArrow(T, +10);R.nextSibling.style.position="relative";R.nextSibling.style.top="-3px";T.getElementsByTagName("img")[0].style.top="-1px";this.addArrow(Q,null,!0);this.addArrow(aa,null,!0);R=this.addArrow(m,9);R.className="geIcon";R.style.width="auto";var S=this.addArrow(r,9);S.className="geIcon";S.style.width="22px";var P=document.createElement("div");P.style.width="84px";P.style.height="1px";P.style.borderBottom="1px solid "+this.defaultStrokeColor;P.style.marginBottom="7px";R.appendChild(P);var X=document.createElement("div"); +X.style.width="23px";X.style.height="1px";X.style.borderBottom="1px solid "+this.defaultStrokeColor;X.style.marginBottom="7px";S.appendChild(X);m.style.height="15px";m.style.marginLeft="16px";r.style.height="15px";r.style.marginLeft="3px";J.style.marginLeft="10px";J.style.height="15px";T.style.marginLeft="10px";T.style.height="17px";Q.style.marginLeft="3px";Q.style.height="17px";aa.style.marginLeft="3px";aa.style.height="17px";a.appendChild(k);a.appendChild(F);a.appendChild(B);m=B.cloneNode(!1);m.style.padding= +"5px 4px 6px 0px";m.style.fontWeight="normal";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="0px";r.style.marginBottom="12px";r.style.marginTop="2px";r.style.fontWeight="normal";r.style.width="76px";mxUtils.write(r,mxResources.get("lineend"));m.appendChild(r);var ha=this.addUnitInput(m,"pt",98,52,function(){la.apply(this,arguments)}),fa=this.addUnitInput(m,"pt",30,52,function(){ba.apply(this,arguments)});mxUtils.br(m);R=document.createElement("div");R.style.height= +"8px";m.appendChild(R);r=r.cloneNode(!1);mxUtils.write(r,mxResources.get("linestart"));m.appendChild(r);var sa=this.addUnitInput(m,"pt",98,52,function(){U.apply(this,arguments)}),K=this.addUnitInput(m,"pt",30,52,function(){M.apply(this,arguments)});mxUtils.br(m);this.addLabel(m,mxResources.get("spacing"),98,52);this.addLabel(m,mxResources.get("size"),30,52);mxUtils.br(m);k=k.cloneNode(!1);k.style.fontWeight="normal";k.style.position="relative";k.style.paddingLeft="16px";k.style.marginBottom="2px"; +k.style.marginTop="6px";k.style.borderWidth="0px";k.style.paddingBottom="18px";r=document.createElement("div");r.style.position="absolute";r.style.marginLeft="3px";r.style.marginBottom="12px";r.style.marginTop="1px";r.style.fontWeight="normal";r.style.width="120px";mxUtils.write(r,mxResources.get("perimeter"));k.appendChild(r);var V=this.addUnitInput(k,"pt",30,52,function(){ra.apply(this,arguments)});d.edges.length==d.cells.length?(a.appendChild(u),a.appendChild(m)):d.vertices.length==d.cells.length&& +a.appendChild(k);var G=mxUtils.bind(this,function(Y,da,pa){function wa(Ka,Ha,ua,Ca){ua=ua.getElementsByTagName("div")[0];null!=ua&&e.updateCssForMarker(ua,Ca,d.style.shape,Ka,Ha);return ua}d=e.getSelectionState();if(pa||document.activeElement!=C)Y=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),C.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=O)Y=parseFloat(mxUtils.getValue(d.style,mxConstants.STYLE_STROKEWIDTH,1)),O.value=isNaN(Y)?"":Y+" pt";n.style.visibility="connector"== +d.style.shape||"filledEdge"==d.style.shape?"":"hidden";"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?n.value="curved":"1"==mxUtils.getValue(d.style,mxConstants.STYLE_ROUNDED,null)&&(n.value="rounded");"1"==mxUtils.getValue(d.style,mxConstants.STYLE_DASHED,null)?null==mxUtils.getValue(d.style,mxConstants.STYLE_DASH_PATTERN,null)?P.style.borderBottom="1px dashed "+this.defaultStrokeColor:P.style.borderBottom="1px dotted "+this.defaultStrokeColor:P.style.borderBottom="1px solid "+this.defaultStrokeColor; +X.style.borderBottom=P.style.borderBottom;Y=T.getElementsByTagName("div")[0];null!=Y&&(da=mxUtils.getValue(d.style,mxConstants.STYLE_EDGE,null),"1"==mxUtils.getValue(d.style,mxConstants.STYLE_NOEDGESTYLE,null)&&(da=null),"orthogonalEdgeStyle"==da&&"1"==mxUtils.getValue(d.style,mxConstants.STYLE_CURVED,null)?Y.className="geSprite geSprite-curved":Y.className="straight"==da||"none"==da||null==da?"geSprite geSprite-straight":"entityRelationEdgeStyle"==da?"geSprite geSprite-entity":"elbowEdgeStyle"== +da?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalelbow":"geSprite-horizontalelbow"):"isometricEdgeStyle"==da?"geSprite "+("vertical"==mxUtils.getValue(d.style,mxConstants.STYLE_ELBOW,null)?"geSprite-verticalisometric":"geSprite-horizontalisometric"):"geSprite geSprite-orthogonal");Y=J.getElementsByTagName("div")[0];null!=Y&&(Y.className="link"==d.style.shape?"geSprite geSprite-linkedge":"flexArrow"==d.style.shape?"geSprite geSprite-arrow":"arrow"== +d.style.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection");d.edges.length==d.cells.length?(F.style.display="",B.style.display="none"):(F.style.display="none",B.style.display="");Graph.lineJumpsEnabled&&0<d.edges.length&&0==d.vertices.length&&d.lineJumps&&(a.style.borderBottomStyle="none");Y=wa(mxUtils.getValue(d.style,mxConstants.STYLE_STARTARROW,null),mxUtils.getValue(d.style,"startFill","1"),Q,"start");da=wa(mxUtils.getValue(d.style,mxConstants.STYLE_ENDARROW,null),mxUtils.getValue(d.style, +"endFill","1"),aa,"end");null!=Y&&null!=da&&("arrow"==d.style.shape?(Y.className="geSprite geSprite-noarrow",da.className="geSprite geSprite-endblocktrans"):"link"==d.style.shape&&(Y.className="geSprite geSprite-noarrow",da.className="geSprite geSprite-noarrow"));mxUtils.setOpacity(T,"arrow"==d.style.shape?30:100);"connector"!=d.style.shape&&"flexArrow"!=d.style.shape&&"filledEdge"!=d.style.shape?(mxUtils.setOpacity(Q,30),mxUtils.setOpacity(aa,30)):(mxUtils.setOpacity(Q,100),mxUtils.setOpacity(aa, +100));if(pa||document.activeElement!=K)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE)),K.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=sa)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0)),sa.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=fa)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_ENDSIZE,mxConstants.DEFAULT_MARKERSIZE)),fa.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=sa)Y= +parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING,0)),ha.value=isNaN(Y)?"":Y+" pt";if(pa||document.activeElement!=V)Y=parseInt(mxUtils.getValue(d.style,mxConstants.STYLE_PERIMETER_SPACING,0)),V.value=isNaN(Y)?"":Y+" pt"});var M=this.installInputHandler(K,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_MARKERSIZE,0,999," pt");var U=this.installInputHandler(sa,mxConstants.STYLE_SOURCE_PERIMETER_SPACING,0,-999,999," pt");var ba=this.installInputHandler(fa,mxConstants.STYLE_ENDSIZE, +mxConstants.DEFAULT_MARKERSIZE,0,999," pt");var la=this.installInputHandler(ha,mxConstants.STYLE_TARGET_PERIMETER_SPACING,0,-999,999," pt");var ra=this.installInputHandler(V,mxConstants.STYLE_PERIMETER_SPACING,0,0,999," pt");this.addKeyHandler(C,G);this.addKeyHandler(K,G);this.addKeyHandler(sa,G);this.addKeyHandler(fa,G);this.addKeyHandler(ha,G);this.addKeyHandler(V,G);g.getModel().addListener(mxEvent.CHANGE,G);this.listeners.push({destroy:function(){g.getModel().removeListener(G)}});G();return a}; StyleFormatPanel.prototype.addLineJumps=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();if(Graph.lineJumpsEnabled&&0<e.edges.length&&0==e.vertices.length&&e.lineJumps){a.style.padding="2px 0px 24px 14px";var g=document.createElement("div");g.style.position="absolute";g.style.maxWidth="82px";g.style.overflow="hidden";g.style.textOverflow="ellipsis";mxUtils.write(g,mxResources.get("lineJumps"));a.appendChild(g);var d=document.createElement("select");d.style.position="absolute"; -d.style.height="21px";d.style.padding="0px";d.style.marginTop="-2px";d.style.boxSizing="border-box";d.style.right="76px";d.style.width="54px";d.style.border="1px solid rgb(160, 160, 160)";d.style.borderRadius="4px";g=["none","arc","gap","sharp","line"];for(var k=0;k<g.length;k++){var m=document.createElement("option");m.setAttribute("value",g[k]);mxUtils.write(m,mxResources.get(g[k]));d.appendChild(m)}mxEvent.addListener(d,"change",function(x){f.getModel().beginUpdate();try{f.setCellStyles("jumpStyle", -d.value,e.cells),b.fireEvent(new mxEventObject("styleChanged","keys",["jumpStyle"],"values",[d.value],"cells",e.cells))}finally{f.getModel().endUpdate()}mxEvent.consume(x)});mxEvent.addListener(d,"click",function(x){mxEvent.consume(x)});a.appendChild(d);var u=this.addUnitInput(a,"pt",16,42,function(){n.apply(this,arguments)});var n=this.installInputHandler(u,"jumpSize",Graph.defaultJumpSize,0,999," pt");var r=mxUtils.bind(this,function(x,B,C){e=b.getSelectionState();d.value=mxUtils.getValue(e.style, -"jumpStyle","none");if(C||document.activeElement!=u)x=parseInt(mxUtils.getValue(e.style,"jumpSize",Graph.defaultJumpSize)),u.value=isNaN(x)?"":x+" pt"});this.addKeyHandler(u,r);f.getModel().addListener(mxEvent.CHANGE,r);this.listeners.push({destroy:function(){f.getModel().removeListener(r)}});r()}else a.style.display="none";return a}; -StyleFormatPanel.prototype.addEffects=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="4px";a.style.paddingBottom="0px";var g=document.createElement("table");g.style.width="210px";g.style.fontWeight="bold";g.style.tableLayout="fixed";var d=document.createElement("tbody"),k=document.createElement("tr");k.style.padding="0px";var m=document.createElement("td");m.style.padding="0px";m.style.width="50%";m.setAttribute("valign","top");var u=m.cloneNode(!0);u.style.paddingLeft= -"8px";k.appendChild(m);k.appendChild(u);d.appendChild(k);g.appendChild(d);a.appendChild(g);var n=m,r=0,x=mxUtils.bind(this,function(C,F,I){C=this.createCellOption(C,F,I);C.style.width="100%";n.appendChild(C);n=n==m?u:m;r++}),B=mxUtils.bind(this,function(C,F,I){e=b.getSelectionState();m.innerText="";u.innerText="";n=m;e.rounded&&x(mxResources.get("rounded"),mxConstants.STYLE_ROUNDED,0);e.swimlane&&x(mxResources.get("divider"),"swimlaneLine",1);e.containsImage||x(mxResources.get("shadow"),mxConstants.STYLE_SHADOW, +d.style.height="21px";d.style.padding="0px";d.style.marginTop="-2px";d.style.boxSizing="border-box";d.style.right="76px";d.style.width="54px";d.style.border="1px solid rgb(160, 160, 160)";d.style.borderRadius="4px";g=["none","arc","gap","sharp","line"];for(var k=0;k<g.length;k++){var n=document.createElement("option");n.setAttribute("value",g[k]);mxUtils.write(n,mxResources.get(g[k]));d.appendChild(n)}mxEvent.addListener(d,"change",function(x){f.getModel().beginUpdate();try{f.setCellStyles("jumpStyle", +d.value,e.cells),b.fireEvent(new mxEventObject("styleChanged","keys",["jumpStyle"],"values",[d.value],"cells",e.cells))}finally{f.getModel().endUpdate()}mxEvent.consume(x)});mxEvent.addListener(d,"click",function(x){mxEvent.consume(x)});a.appendChild(d);var u=this.addUnitInput(a,"pt",16,42,function(){m.apply(this,arguments)});var m=this.installInputHandler(u,"jumpSize",Graph.defaultJumpSize,0,999," pt");var r=mxUtils.bind(this,function(x,B,D){e=b.getSelectionState();d.value=mxUtils.getValue(e.style, +"jumpStyle","none");if(D||document.activeElement!=u)x=parseInt(mxUtils.getValue(e.style,"jumpSize",Graph.defaultJumpSize)),u.value=isNaN(x)?"":x+" pt"});this.addKeyHandler(u,r);f.getModel().addListener(mxEvent.CHANGE,r);this.listeners.push({destroy:function(){f.getModel().removeListener(r)}});r()}else a.style.display="none";return a}; +StyleFormatPanel.prototype.addEffects=function(a){var b=this.editorUi,f=b.editor.graph,e=b.getSelectionState();a.style.paddingTop="4px";a.style.paddingBottom="0px";var g=document.createElement("table");g.style.width="210px";g.style.fontWeight="bold";g.style.tableLayout="fixed";var d=document.createElement("tbody"),k=document.createElement("tr");k.style.padding="0px";var n=document.createElement("td");n.style.padding="0px";n.style.width="50%";n.setAttribute("valign","top");var u=n.cloneNode(!0);u.style.paddingLeft= +"8px";k.appendChild(n);k.appendChild(u);d.appendChild(k);g.appendChild(d);a.appendChild(g);var m=n,r=0,x=mxUtils.bind(this,function(D,F,J){D=this.createCellOption(D,F,J);D.style.width="100%";m.appendChild(D);m=m==n?u:n;r++}),B=mxUtils.bind(this,function(D,F,J){e=b.getSelectionState();n.innerText="";u.innerText="";m=n;e.rounded&&x(mxResources.get("rounded"),mxConstants.STYLE_ROUNDED,0);e.swimlane&&x(mxResources.get("divider"),"swimlaneLine",1);e.containsImage||x(mxResources.get("shadow"),mxConstants.STYLE_SHADOW, 0);e.glass&&x(mxResources.get("glass"),mxConstants.STYLE_GLASS,0);x(mxResources.get("sketch"),"sketch",0)});f.getModel().addListener(mxEvent.CHANGE,B);this.listeners.push({destroy:function(){f.getModel().removeListener(B)}});B();return a};StyleFormatPanel.prototype.addStyleOps=function(a){a.style.paddingTop="10px";a.style.paddingBottom="10px";this.addActions(a,["setAsDefaultStyle"]);return a};DiagramStylePanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()}; mxUtils.extend(DiagramStylePanel,BaseFormatPanel);DiagramStylePanel.prototype.init=function(){var a=this.editorUi;this.darkModeChangedListener=mxUtils.bind(this,function(){this.format.cachedStyleEntries=[]});a.addListener("darkModeChanged",this.darkModeChangedListener);this.container.appendChild(this.addView(this.createPanel()))}; -DiagramStylePanel.prototype.addView=function(a){var b=this.editorUi,f=b.editor.graph,e=f.getModel(),g=f.view.gridColor;a.style.whiteSpace="normal";var d="1"==f.currentVertexStyle.sketch&&"1"==f.currentEdgeStyle.sketch,k="1"==f.currentVertexStyle.rounded,m="1"==f.currentEdgeStyle.curved,u=document.createElement("div");u.style.marginRight="16px";a.style.paddingTop="8px";var n=document.createElement("table");n.style.width="210px";n.style.fontWeight="bold";var r=document.createElement("tbody"),x=document.createElement("tr"); -x.style.padding="0px";var B=document.createElement("td");B.style.padding="0px";B.style.width="50%";B.setAttribute("valign","middle");var C=B.cloneNode(!0);C.style.paddingLeft="8px";u.style.paddingBottom="12px";x.appendChild(B);B.appendChild(this.createOption(mxResources.get("sketch"),function(){return"1"==urlParams.sketch?Editor.sketchMode:d},function(ea){"1"==urlParams.sketch?b.setSketchMode(!Editor.sketchMode):(d=ea)?(f.currentEdgeStyle.sketch="1",f.currentVertexStyle.sketch="1"):(delete f.currentEdgeStyle.sketch, -delete f.currentVertexStyle.sketch);f.updateCellStyles({sketch:ea?"1":null},f.getVerticesAndEdges())},null,function(ea){ea.style.width="auto"}));x.appendChild(C);r.appendChild(x);n.appendChild(r);C.appendChild(this.createOption(mxResources.get("rounded"),function(){return k},function(ea){(k=ea)?(f.currentEdgeStyle.rounded="1",f.currentVertexStyle.rounded="1"):(delete f.currentEdgeStyle.rounded,delete f.currentVertexStyle.rounded);f.updateCellStyles({rounded:ea?"1":"0"},f.getVerticesAndEdges())},null, -function(ea){ea.style.width="auto"}));B=B.cloneNode(!1);C=C.cloneNode(!1);x=x.cloneNode(!1);x.appendChild(B);x.appendChild(C);r.appendChild(x);B.appendChild(this.createOption(mxResources.get("curved"),function(){return m},function(ea){(m=ea)?f.currentEdgeStyle.curved="1":delete f.currentEdgeStyle.curved;f.updateCellStyles({curved:ea?"1":null},f.getVerticesAndEdges(!1,!0))},null,function(ea){ea.style.width="auto"}));u.appendChild(n);a.appendChild(u);var F=["fillColor","strokeColor","fontColor","gradientColor"], -I=mxUtils.bind(this,function(ea,qa){var O=f.getVerticesAndEdges();e.beginUpdate();try{for(var R=0;R<O.length;R++){var G=f.getCellStyle(O[R]);null!=G.labelBackgroundColor&&f.updateCellStyles({labelBackgroundColor:null!=qa?qa.background:null},[O[R]]);for(var K=e.isEdge(O[R]),Q=e.getStyle(O[R]),ba=K?f.currentEdgeStyle:f.currentVertexStyle,la=0;la<ea.length;la++)if(null!=G[ea[la]]&&G[ea[la]]!=mxConstants.NONE||ea[la]!=mxConstants.STYLE_FILLCOLOR&&ea[la]!=mxConstants.STYLE_STROKECOLOR)Q=mxUtils.setStyle(Q, -ea[la],ba[ea[la]]);e.setStyle(O[R],Q)}}finally{e.endUpdate()}}),D=mxUtils.bind(this,function(ea,qa,O){if(null!=ea)for(var R=0;R<qa.length;R++)if(null!=ea[qa[R]]&&ea[qa[R]]!=mxConstants.NONE||qa[R]!=mxConstants.STYLE_FILLCOLOR&&qa[R]!=mxConstants.STYLE_STROKECOLOR)ea[qa[R]]=O[qa[R]]}),N=mxUtils.bind(this,function(ea,qa,O,R,G){if(null!=ea){null!=O&&null!=qa.labelBackgroundColor&&(R=null!=R?R.background:null,G=null!=G?G:f,null==R&&(R=G.background),null==R&&(R=G.defaultPageBackgroundColor),qa.labelBackgroundColor= -R);for(var K in ea)if(null==O||null!=qa[K]&&qa[K]!=mxConstants.NONE||K!=mxConstants.STYLE_FILLCOLOR&&K!=mxConstants.STYLE_STROKECOLOR)qa[K]=ea[K]}});B=mxUtils.button(mxResources.get("reset"),mxUtils.bind(this,function(ea){ea=f.getVerticesAndEdges(!0,!0);if(0<ea.length){e.beginUpdate();try{f.updateCellStyles({sketch:null,rounded:null},ea),f.updateCellStyles({curved:null},f.getVerticesAndEdges(!1,!0))}finally{e.endUpdate()}}b.clearDefaultStyle()}));B.setAttribute("title",mxResources.get("reset"));B.style.textOverflow= -"ellipsis";B.style.maxWidth="90px";C.appendChild(B);var S=mxUtils.bind(this,function(ea,qa,O,R,G){var K=document.createElement("div");K.style.position="absolute";K.style.display="inline-block";K.style.overflow="hidden";K.style.pointerEvents="none";K.style.width="100%";K.style.height="100%";G.appendChild(K);var Q=new Graph(K,null,null,f.getStylesheet());Q.resetViewOnRootChange=!1;Q.foldingEnabled=!1;Q.gridEnabled=!1;Q.autoScroll=!1;Q.setTooltips(!1);Q.setConnectable(!1);Q.setPanning(!1);Q.setEnabled(!1); -Q.getCellStyle=function(ra,X){X=null!=X?X:!0;var ca=mxUtils.clone(f.getCellStyle.apply(this,arguments)),oa=f.stylesheet.getDefaultVertexStyle(),ta=qa;e.isEdge(ra)&&(oa=f.stylesheet.getDefaultEdgeStyle(),ta=O);D(ca,F,oa);N(ea,ca,ra,R,Q);N(ta,ca,ra,R,Q);X&&(ca=f.postProcessCellStyle(ra,ca));return ca};Q.model.beginUpdate();try{var ba=Q.insertVertex(Q.getDefaultParent(),null,"Shape",14,8,70,40,"strokeWidth=2;"),la=Q.insertEdge(Q.getDefaultParent(),null,"Connector",ba,ba,"edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;endSize=5;strokeWidth=2;"); -la.geometry.points=[new mxPoint(32,70)];la.geometry.offset=new mxPoint(0,8)}finally{Q.model.endUpdate()}}),T=document.createElement("div");T.style.position="relative";a.appendChild(T);null==this.format.cachedStyleEntries&&(this.format.cachedStyleEntries=[]);var P=mxUtils.bind(this,function(ea,qa,O,R,G){var K=this.format.cachedStyleEntries[G];null==K&&(K=document.createElement("div"),K.style.display="inline-block",K.style.position="relative",K.style.width="96px",K.style.height="90px",K.style.cursor= -"pointer",K.style.border="1px solid gray",K.style.borderRadius="8px",K.style.margin="2px",K.style.overflow="hidden",null!=R&&null!=R.background&&(K.style.backgroundColor=R.background),S(ea,qa,O,R,K),mxEvent.addGestureListeners(K,mxUtils.bind(this,function(Q){K.style.opacity=.5}),null,mxUtils.bind(this,function(Q){K.style.opacity=1;f.currentVertexStyle=mxUtils.clone(f.defaultVertexStyle);f.currentEdgeStyle=mxUtils.clone(f.defaultEdgeStyle);N(ea,f.currentVertexStyle);N(ea,f.currentEdgeStyle);N(qa,f.currentVertexStyle); -N(O,f.currentEdgeStyle);"1"==urlParams.sketch&&(d=Editor.sketchMode);d?(f.currentEdgeStyle.sketch="1",f.currentVertexStyle.sketch="1"):(f.currentEdgeStyle.sketch="0",f.currentVertexStyle.sketch="0");f.currentVertexStyle.rounded=k?"1":"0";f.currentEdgeStyle.rounded="1";f.currentEdgeStyle.curved=m?"1":"0";e.beginUpdate();try{var ba=F.slice(),la;for(la in ea)ba.push(la);I(ba,R);var ra=new ChangePageSetup(b,null!=R?R.background:null);ra.ignoreImage=!0;e.execute(ra);e.execute(new ChangeGridColor(b,null!= -R&&null!=R.gridColor?R.gridColor:g))}finally{e.endUpdate()}})),mxEvent.addListener(K,"mouseenter",mxUtils.bind(this,function(Q){var ba=f.getCellStyle;Q=f.background;var la=f.view.gridColor;f.background=null!=R?R.background:null;f.view.gridColor=null!=R&&null!=R.gridColor?R.gridColor:g;f.getCellStyle=function(ra,X){X=null!=X?X:!0;var ca=mxUtils.clone(ba.apply(this,arguments)),oa=f.stylesheet.getDefaultVertexStyle(),ta=qa;e.isEdge(ra)&&(oa=f.stylesheet.getDefaultEdgeStyle(),ta=O);D(ca,F,oa);N(ea,ca, -ra,R);N(ta,ca,ra,R);X&&(ca=this.postProcessCellStyle(ra,ca));return ca};f.refresh();f.getCellStyle=ba;f.background=Q;f.view.gridColor=la})),mxEvent.addListener(K,"mouseleave",mxUtils.bind(this,function(Q){f.refresh()})),mxClient.IS_IE||mxClient.IS_IE11||(this.format.cachedStyleEntries[G]=K));T.appendChild(K)}),Z=Math.ceil(Editor.styles.length/10);this.format.currentStylePage=null!=this.format.currentStylePage?this.format.currentStylePage:0;var U=[],V=mxUtils.bind(this,function(){0<U.length&&(U[this.format.currentStylePage].style.background= -"#84d7ff");for(var ea=10*this.format.currentStylePage;ea<Math.min(10*(this.format.currentStylePage+1),Editor.styles.length);ea++){var qa=Editor.styles[ea];P(qa.commonStyle,qa.vertexStyle,qa.edgeStyle,qa.graph,ea)}}),aa=mxUtils.bind(this,function(ea){0<=ea&&ea<Z&&(U[this.format.currentStylePage].style.background="transparent",T.innerText="",this.format.currentStylePage=ea,V())});if(1<Z){u=document.createElement("div");u.style.whiteSpace="nowrap";u.style.position="relative";u.style.textAlign="center"; -u.style.paddingTop="4px";u.style.width="210px";a.style.paddingBottom="8px";for(C=0;C<Z;C++){var ia=document.createElement("div");ia.style.display="inline-block";ia.style.width="6px";ia.style.height="6px";ia.style.marginLeft="4px";ia.style.marginRight="3px";ia.style.borderRadius="3px";ia.style.cursor="pointer";ia.style.background="transparent";ia.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ea,qa){mxEvent.addListener(ia,"click",mxUtils.bind(this,function(){aa(ea)}))})(C,ia);u.appendChild(ia); -U.push(ia)}a.appendChild(u);V();15>Z&&(n=function(ea){mxEvent.addListener(ea,"mouseenter",function(){ea.style.opacity="1"});mxEvent.addListener(ea,"mouseleave",function(){ea.style.opacity="0.5"})},B=document.createElement("div"),B.style.position="absolute",B.style.left="0px",B.style.top="0px",B.style.bottom="0px",B.style.width="24px",B.style.height="24px",B.style.margin="0px",B.style.cursor="pointer",B.style.opacity="0.5",B.style.backgroundRepeat="no-repeat",B.style.backgroundPosition="center center", -B.style.backgroundSize="24px 24px",B.style.backgroundImage="url("+Editor.previousImage+")",Editor.isDarkMode()&&(B.style.filter="invert(100%)"),C=B.cloneNode(!1),C.style.backgroundImage="url("+Editor.nextImage+")",C.style.left="",C.style.right="2px",u.appendChild(B),u.appendChild(C),mxEvent.addListener(B,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage-1,Z))})),mxEvent.addListener(C,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage+1, -Z))})),n(B),n(C))}else V();return a};DiagramStylePanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.darkModeChangedListener&&(this.editorUi.removeListener(this.darkModeChangedListener),this.darkModeChangedListener=null)};DiagramFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(DiagramFormatPanel,BaseFormatPanel);DiagramFormatPanel.showPageView=!0;DiagramFormatPanel.prototype.showBackgroundImageOption=!0; -DiagramFormatPanel.prototype.init=function(){var a=this.editorUi.editor.graph;this.container.appendChild(this.addView(this.createPanel()));a.isEnabled()&&(this.container.appendChild(this.addOptions(this.createPanel())),this.container.appendChild(this.addPaperSize(this.createPanel())),this.container.appendChild(this.addStyleOps(this.createPanel())))}; +DiagramStylePanel.prototype.addView=function(a){var b=this.editorUi,f=b.editor.graph,e=f.getModel(),g=f.view.gridColor;a.style.whiteSpace="normal";var d=document.createElement("div");d.style.marginRight="16px";a.style.paddingTop="8px";var k=document.createElement("table");k.style.width="210px";k.style.fontWeight="bold";var n=document.createElement("tbody"),u=document.createElement("tr");u.style.padding="0px";var m=document.createElement("td");m.style.padding="0px";m.style.width="50%";m.setAttribute("valign", +"middle");var r=m.cloneNode(!0);r.style.paddingLeft="8px";d.style.paddingBottom="12px";u.appendChild(m);m.appendChild(this.createOption(mxResources.get("sketch"),function(){return Editor.sketchMode},function(P){f.updateCellStyles({sketch:P?"1":null},f.getVerticesAndEdges());b.setSketchMode(!Editor.sketchMode)},null,function(P){P.style.width="auto"}));u.appendChild(r);n.appendChild(u);k.appendChild(n);r.appendChild(this.createOption(mxResources.get("rounded"),mxUtils.bind(this,function(){return this.format.rounded}), +mxUtils.bind(this,function(P){this.format.rounded=P;f.updateCellStyles({rounded:P?"1":"0"},f.getVerticesAndEdges());P?(f.currentEdgeStyle.rounded="1",f.currentVertexStyle.rounded="1"):(delete f.currentEdgeStyle.rounded,delete f.currentVertexStyle.rounded)}),null,function(P){P.style.width="auto"}));m=m.cloneNode(!1);r=r.cloneNode(!1);u=u.cloneNode(!1);u.appendChild(m);u.appendChild(r);n.appendChild(u);m.appendChild(this.createOption(mxResources.get("curved"),mxUtils.bind(this,function(){return this.format.curved}), +mxUtils.bind(this,function(P){this.format.curved=P;f.updateCellStyles({curved:P?"1":null},f.getVerticesAndEdges(!1,!0));P?f.currentEdgeStyle.curved="1":delete f.currentEdgeStyle.curved}),null,function(P){P.style.width="auto"}));d.appendChild(k);a.appendChild(d);var x=["fillColor","strokeColor","fontColor","gradientColor"],B=mxUtils.bind(this,function(P,X){var ha=f.getVerticesAndEdges();e.beginUpdate();try{for(var fa=0;fa<ha.length;fa++){var sa=f.getCellStyle(ha[fa]);null!=sa.labelBackgroundColor&& +f.updateCellStyles({labelBackgroundColor:null!=X?X.background:null},[ha[fa]]);for(var K=e.isEdge(ha[fa]),V=e.getStyle(ha[fa]),G=K?f.currentEdgeStyle:f.currentVertexStyle,M=0;M<P.length;M++)if(null!=sa[P[M]]&&sa[P[M]]!=mxConstants.NONE||P[M]!=mxConstants.STYLE_FILLCOLOR&&P[M]!=mxConstants.STYLE_STROKECOLOR)V=mxUtils.setStyle(V,P[M],G[P[M]]);e.setStyle(ha[fa],V)}}finally{e.endUpdate()}}),D=mxUtils.bind(this,function(P,X,ha){if(null!=P)for(var fa=0;fa<X.length;fa++)if(null!=P[X[fa]]&&P[X[fa]]!=mxConstants.NONE|| +X[fa]!=mxConstants.STYLE_FILLCOLOR&&X[fa]!=mxConstants.STYLE_STROKECOLOR)P[X[fa]]=ha[X[fa]]}),F=mxUtils.bind(this,function(P,X,ha,fa,sa){if(null!=P){null!=ha&&null!=X.labelBackgroundColor&&(fa=null!=fa?fa.background:null,sa=null!=sa?sa:f,null==fa&&(fa=sa.background),null==fa&&(fa=sa.defaultPageBackgroundColor),X.labelBackgroundColor=fa);for(var K in P)if(null==ha||null!=X[K]&&X[K]!=mxConstants.NONE||K!=mxConstants.STYLE_FILLCOLOR&&K!=mxConstants.STYLE_STROKECOLOR)X[K]=P[K]}});m=mxUtils.button(mxResources.get("reset"), +mxUtils.bind(this,function(P){P=f.getVerticesAndEdges(!0,!0);this.format.rounded=!1;this.format.curved=!1;if(0<P.length){e.beginUpdate();try{f.updateCellStyles({sketch:null,rounded:null},P),f.updateCellStyles({curved:null,rounded:"0"},f.getVerticesAndEdges(!1,!0))}finally{e.endUpdate()}}b.clearDefaultStyle();b.setSketchMode(!1)}));m.setAttribute("title",mxResources.get("reset"));m.style.textOverflow="ellipsis";m.style.maxWidth="90px";r.appendChild(m);var J=mxUtils.bind(this,function(P,X,ha,fa,sa){var K= +document.createElement("div");K.style.position="absolute";K.style.display="inline-block";K.style.overflow="hidden";K.style.pointerEvents="none";K.style.width="100%";K.style.height="100%";sa.appendChild(K);var V=new Graph(K,null,null,f.getStylesheet());V.resetViewOnRootChange=!1;V.foldingEnabled=!1;V.gridEnabled=!1;V.autoScroll=!1;V.setTooltips(!1);V.setConnectable(!1);V.setPanning(!1);V.setEnabled(!1);V.getCellStyle=function(U,ba){ba=null!=ba?ba:!0;var la=mxUtils.clone(f.getCellStyle.apply(this,arguments)), +ra=f.stylesheet.getDefaultVertexStyle(),Y=X;e.isEdge(U)&&(ra=f.stylesheet.getDefaultEdgeStyle(),Y=ha);D(la,x,ra);F(P,la,U,fa,V);F(Y,la,U,fa,V);ba&&(la=f.postProcessCellStyle(U,la));return la};V.model.beginUpdate();try{var G=V.insertVertex(V.getDefaultParent(),null,"Shape",14,8,70,40,"strokeWidth=2;"),M=V.insertEdge(V.getDefaultParent(),null,"Connector",G,G,"edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;endSize=5;strokeWidth=2;");M.geometry.points=[new mxPoint(32,70)];M.geometry.offset= +new mxPoint(0,8)}finally{V.model.endUpdate()}}),C=document.createElement("div");C.style.position="relative";a.appendChild(C);null==this.format.cachedStyleEntries&&(this.format.cachedStyleEntries=[]);var O=mxUtils.bind(this,function(P,X,ha,fa,sa){var K=this.format.cachedStyleEntries[sa];null==K&&(K=document.createElement("div"),K.style.display="inline-block",K.style.position="relative",K.style.width="96px",K.style.height="90px",K.style.cursor="pointer",K.style.border="1px solid gray",K.style.borderRadius= +"8px",K.style.margin="2px",K.style.overflow="hidden",null!=fa&&null!=fa.background&&(K.style.backgroundColor=fa.background),J(P,X,ha,fa,K),mxEvent.addGestureListeners(K,mxUtils.bind(this,function(V){K.style.opacity=.5}),null,mxUtils.bind(this,function(V){K.style.opacity=1;f.currentVertexStyle=mxUtils.clone(f.defaultVertexStyle);f.currentEdgeStyle=mxUtils.clone(f.defaultEdgeStyle);F(P,f.currentVertexStyle);F(P,f.currentEdgeStyle);F(X,f.currentVertexStyle);F(ha,f.currentEdgeStyle);e.beginUpdate();try{var G= +x.slice(),M;for(M in P)G.push(M);B(G,fa);var U=new ChangePageSetup(b,null!=fa?fa.background:null);U.ignoreImage=!0;e.execute(U);e.execute(new ChangeGridColor(b,null!=fa&&null!=fa.gridColor?fa.gridColor:g))}finally{e.endUpdate()}})),mxEvent.addListener(K,"mouseenter",mxUtils.bind(this,function(V){var G=f.getCellStyle;V=f.background;var M=f.view.gridColor;f.background=null!=fa?fa.background:null;f.view.gridColor=null!=fa&&null!=fa.gridColor?fa.gridColor:g;f.getCellStyle=function(U,ba){ba=null!=ba?ba: +!0;var la=mxUtils.clone(G.apply(this,arguments)),ra=f.stylesheet.getDefaultVertexStyle(),Y=X;e.isEdge(U)&&(ra=f.stylesheet.getDefaultEdgeStyle(),Y=ha);D(la,x,ra);F(P,la,U,fa);F(Y,la,U,fa);ba&&(la=this.postProcessCellStyle(U,la));return la};f.refresh();f.getCellStyle=G;f.background=V;f.view.gridColor=M})),mxEvent.addListener(K,"mouseleave",mxUtils.bind(this,function(V){f.refresh()})),mxClient.IS_IE||mxClient.IS_IE11||(this.format.cachedStyleEntries[sa]=K));C.appendChild(K)}),R=Math.ceil(Editor.styles.length/ +10);this.format.currentStylePage=null!=this.format.currentStylePage?this.format.currentStylePage:0;var T=[],Q=mxUtils.bind(this,function(){0<T.length&&(T[this.format.currentStylePage].style.background="#84d7ff");for(var P=10*this.format.currentStylePage;P<Math.min(10*(this.format.currentStylePage+1),Editor.styles.length);P++){var X=Editor.styles[P];O(X.commonStyle,X.vertexStyle,X.edgeStyle,X.graph,P)}}),aa=mxUtils.bind(this,function(P){0<=P&&P<R&&(T[this.format.currentStylePage].style.background= +"transparent",C.innerText="",this.format.currentStylePage=P,Q())});if(1<R){d=document.createElement("div");d.style.whiteSpace="nowrap";d.style.position="relative";d.style.textAlign="center";d.style.paddingTop="4px";d.style.width="210px";a.style.paddingBottom="8px";for(r=0;r<R;r++){var S=document.createElement("div");S.style.display="inline-block";S.style.width="6px";S.style.height="6px";S.style.marginLeft="4px";S.style.marginRight="3px";S.style.borderRadius="3px";S.style.cursor="pointer";S.style.background= +"transparent";S.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(P,X){mxEvent.addListener(S,"click",mxUtils.bind(this,function(){aa(P)}))})(r,S);d.appendChild(S);T.push(S)}a.appendChild(d);Q();15>R&&(k=function(P){mxEvent.addListener(P,"mouseenter",function(){P.style.opacity="1"});mxEvent.addListener(P,"mouseleave",function(){P.style.opacity="0.5"})},m=document.createElement("div"),m.style.className="geAdaptiveAsset",m.style.position="absolute",m.style.left="0px",m.style.top="0px",m.style.bottom= +"0px",m.style.width="24px",m.style.height="24px",m.style.margin="0px",m.style.cursor="pointer",m.style.opacity="0.5",m.style.backgroundRepeat="no-repeat",m.style.backgroundPosition="center center",m.style.backgroundSize="24px 24px",m.style.backgroundImage="url("+Editor.previousImage+")",r=m.cloneNode(!1),r.style.backgroundImage="url("+Editor.nextImage+")",r.style.left="",r.style.right="2px",d.appendChild(m),d.appendChild(r),mxEvent.addListener(m,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage- +1,R))})),mxEvent.addListener(r,"click",mxUtils.bind(this,function(){aa(mxUtils.mod(this.format.currentStylePage+1,R))})),k(m),k(r))}else Q();return a};DiagramStylePanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.darkModeChangedListener&&(this.editorUi.removeListener(this.darkModeChangedListener),this.darkModeChangedListener=null)};DiagramFormatPanel=function(a,b,f){BaseFormatPanel.call(this,a,b,f);this.init()};mxUtils.extend(DiagramFormatPanel,BaseFormatPanel); +DiagramFormatPanel.showPageView=!0;DiagramFormatPanel.prototype.showBackgroundImageOption=!0;DiagramFormatPanel.prototype.init=function(){var a=this.editorUi.editor.graph;this.container.appendChild(this.addView(this.createPanel()));a.isEnabled()&&(this.container.appendChild(this.addOptions(this.createPanel())),this.container.appendChild(this.addPaperSize(this.createPanel())),this.container.appendChild(this.addStyleOps(this.createPanel())))}; DiagramFormatPanel.prototype.addView=function(a){var b=this.editorUi,f=b.editor.graph;a.appendChild(this.createTitle(mxResources.get("view")));this.addGridOption(a);DiagramFormatPanel.showPageView&&a.appendChild(this.createOption(mxResources.get("pageView"),function(){return f.pageVisible},function(d){b.actions.get("pageView").funct()},{install:function(d){this.listener=function(){d(f.pageVisible)};b.addListener("pageViewChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})); if(f.isEnabled()){var e=this.createColorOption(mxResources.get("background"),function(){return f.background},function(d){var k=new ChangePageSetup(b,d);k.ignoreImage=null!=d&&d!=mxConstants.NONE;f.model.execute(k)},"#ffffff",{install:function(d){this.listener=function(){d(f.background)};b.addListener("backgroundColorChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}});if(this.showBackgroundImageOption){var g=e.getElementsByTagName("span")[0];g.style.display="inline-block"; g.style.textOverflow="ellipsis";g.style.overflow="hidden";g.style.maxWidth="68px";mxClient.IS_FF&&(g.style.marginTop="1px");g=mxUtils.button(mxResources.get("change"),function(d){b.showBackgroundImageDialog(null,b.editor.graph.backgroundImage);mxEvent.consume(d)});g.className="geColorBtn";g.style.position="absolute";g.style.marginTop="-3px";g.style.height="22px";g.style.left="118px";g.style.width="56px";e.appendChild(g)}a.appendChild(e)}return a}; DiagramFormatPanel.prototype.addOptions=function(a){var b=this.editorUi,f=b.editor.graph;a.appendChild(this.createTitle(mxResources.get("options")));f.isEnabled()&&(a.appendChild(this.createOption(mxResources.get("connectionArrows"),function(){return f.connectionArrowsEnabled},function(e){b.actions.get("connectionArrows").funct()},{install:function(e){this.listener=function(){e(f.connectionArrowsEnabled)};b.addListener("connectionArrowsChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})), a.appendChild(this.createOption(mxResources.get("connectionPoints"),function(){return f.connectionHandler.isEnabled()},function(e){b.actions.get("connectionPoints").funct()},{install:function(e){this.listener=function(){e(f.connectionHandler.isEnabled())};b.addListener("connectionPointsChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})),a.appendChild(this.createOption(mxResources.get("guides"),function(){return f.graphHandler.guidesEnabled},function(e){b.actions.get("guides").funct()}, {install:function(e){this.listener=function(){e(f.graphHandler.guidesEnabled)};b.addListener("guidesEnabledChanged",this.listener)},destroy:function(){b.removeListener(this.listener)}})));return a}; -DiagramFormatPanel.prototype.addGridOption=function(a){function b(u){var n=f.isFloatUnit()?parseFloat(d.value):parseInt(d.value);n=f.fromUnit(Math.max(f.inUnit(1),isNaN(n)?f.inUnit(10):n));n!=g.getGridSize()&&(mxGraph.prototype.gridSize=n,g.setGridSize(n));d.value=f.inUnit(n)+" "+f.getUnit();mxEvent.consume(u)}var f=this,e=this.editorUi,g=e.editor.graph,d=document.createElement("input");d.style.position="absolute";d.style.textAlign="right";d.style.width="48px";d.style.marginTop="-2px";d.style.height= +DiagramFormatPanel.prototype.addGridOption=function(a){function b(u){var m=f.isFloatUnit()?parseFloat(d.value):parseInt(d.value);m=f.fromUnit(Math.max(f.inUnit(1),isNaN(m)?f.inUnit(10):m));m!=g.getGridSize()&&(mxGraph.prototype.gridSize=m,g.setGridSize(m));d.value=f.inUnit(m)+" "+f.getUnit();mxEvent.consume(u)}var f=this,e=this.editorUi,g=e.editor.graph,d=document.createElement("input");d.style.position="absolute";d.style.textAlign="right";d.style.width="48px";d.style.marginTop="-2px";d.style.height= "21px";d.style.border="1px solid rgb(160, 160, 160)";d.style.borderRadius="4px";d.style.boxSizing="border-box";d.value=this.inUnit(g.getGridSize())+" "+this.getUnit();var k=this.createStepper(d,b,this.getUnitStep(),null,null,null,this.isFloatUnit());d.style.display=g.isGridEnabled()?"":"none";k.style.display=d.style.display;mxEvent.addListener(d,"keydown",function(u){13==u.keyCode?(g.container.focus(),mxEvent.consume(u)):27==u.keyCode&&(d.value=g.getGridSize(),g.container.focus(),mxEvent.consume(u))}); -mxEvent.addListener(d,"blur",b);mxEvent.addListener(d,"change",b);d.style.right="78px";k.style.marginTop="-17px";k.style.right="66px";var m=this.createColorOption(mxResources.get("grid"),function(){var u=g.view.gridColor;return g.isGridEnabled()?u:null},function(u){var n=g.isGridEnabled();u==mxConstants.NONE?g.setGridEnabled(!1):(g.setGridEnabled(!0),e.setGridColor(u));d.style.display=g.isGridEnabled()?"":"none";k.style.display=d.style.display;n!=g.isGridEnabled()&&(g.defaultGridEnabled=g.isGridEnabled(), -e.fireEvent(new mxEventObject("gridEnabledChanged")))},Editor.isDarkMode()?g.view.defaultDarkGridColor:g.view.defaultGridColor,{install:function(u){this.listener=function(){u(g.isGridEnabled()?g.view.gridColor:null)};e.addListener("gridColorChanged",this.listener);e.addListener("gridEnabledChanged",this.listener)},destroy:function(){e.removeListener(this.listener)}});m.appendChild(d);m.appendChild(k);a.appendChild(m)}; +mxEvent.addListener(d,"blur",b);mxEvent.addListener(d,"change",b);d.style.right="78px";k.style.marginTop="-17px";k.style.right="66px";var n=this.createColorOption(mxResources.get("grid"),function(){var u=g.view.gridColor;return g.isGridEnabled()?u:null},function(u){var m=g.isGridEnabled();u==mxConstants.NONE?g.setGridEnabled(!1):(g.setGridEnabled(!0),e.setGridColor(u));d.style.display=g.isGridEnabled()?"":"none";k.style.display=d.style.display;m!=g.isGridEnabled()&&(g.defaultGridEnabled=g.isGridEnabled(), +e.fireEvent(new mxEventObject("gridEnabledChanged")))},Editor.isDarkMode()?g.view.defaultDarkGridColor:g.view.defaultGridColor,{install:function(u){this.listener=function(){u(g.isGridEnabled()?g.view.gridColor:null)};e.addListener("gridColorChanged",this.listener);e.addListener("gridEnabledChanged",this.listener)},destroy:function(){e.removeListener(this.listener)}});n.appendChild(d);n.appendChild(k);a.appendChild(n)}; DiagramFormatPanel.prototype.addDocumentProperties=function(a){a.appendChild(this.createTitle(mxResources.get("options")));return a}; DiagramFormatPanel.prototype.addPaperSize=function(a){var b=this.editorUi,f=b.editor.graph;a.appendChild(this.createTitle(mxResources.get("paperSize")));var e=PageSetupDialog.addPageFormatPanel(a,"formatpanel",f.pageFormat,function(d){if(null==f.pageFormat||f.pageFormat.width!=d.width||f.pageFormat.height!=d.height)d=new ChangePageSetup(b,null,null,d),d.ignoreColor=!0,d.ignoreImage=!0,f.model.execute(d)});this.addKeyHandler(e.widthInput,function(){e.set(f.pageFormat)});this.addKeyHandler(e.heightInput, function(){e.set(f.pageFormat)});var g=function(){e.set(f.pageFormat)};b.addListener("pageFormatChanged",g);this.listeners.push({destroy:function(){b.removeListener(g)}});f.getModel().addListener(mxEvent.CHANGE,g);this.listeners.push({destroy:function(){f.getModel().removeListener(g)}});return a};DiagramFormatPanel.prototype.addStyleOps=function(a){this.addActions(a,["editData"]);this.addActions(a,["clearDefaultStyle"]);return a}; -DiagramFormatPanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.gridEnabledListener&&(this.editorUi.removeListener(this.gridEnabledListener),this.gridEnabledListener=null)};(function(){function a(c,h,q){mxShape.call(this);this.line=c;this.stroke=h;this.strokewidth=null!=q?q:1;this.updateBoundsFromLine()}function b(){mxSwimlane.call(this)}function f(){mxSwimlane.call(this)}function e(){mxCylinder.call(this)}function g(){mxCylinder.call(this)}function d(){mxActor.call(this)}function k(){mxCylinder.call(this)}function m(){mxCylinder.call(this)}function u(){mxCylinder.call(this)}function n(){mxCylinder.call(this)}function r(){mxShape.call(this)}function x(){mxShape.call(this)} -function B(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1}function C(){mxActor.call(this)}function F(){mxCylinder.call(this)}function I(){mxCylinder.call(this)}function D(){mxActor.call(this)}function N(){mxActor.call(this)}function S(){mxActor.call(this)}function T(){mxActor.call(this)}function P(){mxActor.call(this)}function Z(){mxActor.call(this)}function U(){mxActor.call(this)}function V(c,h){this.canvas=c;this.canvas.setLineJoin("round");this.canvas.setLineCap("round"); -this.defaultVariation=h;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,V.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,V.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,V.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,V.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this,V.prototype.curveTo); -this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,V.prototype.arcTo)}function aa(){mxRectangleShape.call(this)}function ia(){mxRectangleShape.call(this)}function ea(){mxActor.call(this)}function qa(){mxActor.call(this)}function O(){mxActor.call(this)}function R(){mxRectangleShape.call(this)}function G(){mxRectangleShape.call(this)}function K(){mxCylinder.call(this)}function Q(){mxShape.call(this)}function ba(){mxShape.call(this)}function la(){mxEllipse.call(this)}function ra(){mxShape.call(this)} -function X(){mxShape.call(this)}function ca(){mxRectangleShape.call(this)}function oa(){mxShape.call(this)}function ta(){mxShape.call(this)}function Ka(){mxShape.call(this)}function Ha(){mxShape.call(this)}function va(){mxShape.call(this)}function Ca(){mxCylinder.call(this)}function sa(){mxCylinder.call(this)}function Da(){mxRectangleShape.call(this)}function Ua(){mxDoubleEllipse.call(this)}function db(){mxDoubleEllipse.call(this)}function Ta(){mxArrowConnector.call(this);this.spacing=0}function $a(){mxArrowConnector.call(this); -this.spacing=0}function Xa(){mxActor.call(this)}function Va(){mxRectangleShape.call(this)}function Ya(){mxActor.call(this)}function jb(){mxActor.call(this)}function bb(){mxActor.call(this)}function da(){mxActor.call(this)}function t(){mxActor.call(this)}function z(){mxActor.call(this)}function A(){mxActor.call(this)}function E(){mxActor.call(this)}function H(){mxActor.call(this)}function L(){mxActor.call(this)}function W(){mxEllipse.call(this)}function ha(){mxEllipse.call(this)}function fa(){mxEllipse.call(this)} -function ja(){mxRhombus.call(this)}function ua(){mxEllipse.call(this)}function Aa(){mxEllipse.call(this)}function Ea(){mxEllipse.call(this)}function Ma(){mxEllipse.call(this)}function La(){mxActor.call(this)}function Ia(){mxActor.call(this)}function Fa(){mxActor.call(this)}function Ga(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize=!0;this.indent=2;this.rectOutline="single"}function Oa(){mxConnector.call(this)} -function Pa(c,h,q,l,p,v,w,J,y,Y){w+=y;var M=l.clone();l.x-=p*(2*w+y);l.y-=v*(2*w+y);p*=w+y;v*=w+y;return function(){c.ellipse(M.x-p-w,M.y-v-w,2*w,2*w);Y?c.fillAndStroke():c.stroke()}}mxUtils.extend(a,mxShape);a.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var h=0;h<this.line.length;h++){var q=this.line[h];null!=q&&(q=new mxRectangle(q.x,q.y,this.strokewidth,this.strokewidth),null==c?c=q:c.add(q))}this.bounds=null!=c?c:new mxRectangle};a.prototype.paintVertexShape=function(c, +DiagramFormatPanel.prototype.destroy=function(){BaseFormatPanel.prototype.destroy.apply(this,arguments);this.gridEnabledListener&&(this.editorUi.removeListener(this.gridEnabledListener),this.gridEnabledListener=null)};(function(){function a(c,h,q){mxShape.call(this);this.line=c;this.stroke=h;this.strokewidth=null!=q?q:1;this.updateBoundsFromLine()}function b(){mxSwimlane.call(this)}function f(){mxSwimlane.call(this)}function e(){mxCylinder.call(this)}function g(){mxCylinder.call(this)}function d(){mxActor.call(this)}function k(){mxCylinder.call(this)}function n(){mxCylinder.call(this)}function u(){mxCylinder.call(this)}function m(){mxCylinder.call(this)}function r(){mxShape.call(this)}function x(){mxShape.call(this)} +function B(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1}function D(){mxActor.call(this)}function F(){mxCylinder.call(this)}function J(){mxCylinder.call(this)}function C(){mxActor.call(this)}function O(){mxActor.call(this)}function R(){mxActor.call(this)}function T(){mxActor.call(this)}function Q(){mxActor.call(this)}function aa(){mxActor.call(this)}function S(){mxActor.call(this)}function P(c,h){this.canvas=c;this.canvas.setLineJoin("round");this.canvas.setLineCap("round"); +this.defaultVariation=h;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,P.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,P.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,P.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,P.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this,P.prototype.curveTo); +this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,P.prototype.arcTo)}function X(){mxRectangleShape.call(this)}function ha(){mxRectangleShape.call(this)}function fa(){mxActor.call(this)}function sa(){mxActor.call(this)}function K(){mxActor.call(this)}function V(){mxRectangleShape.call(this)}function G(){mxRectangleShape.call(this)}function M(){mxCylinder.call(this)}function U(){mxShape.call(this)}function ba(){mxShape.call(this)}function la(){mxEllipse.call(this)}function ra(){mxShape.call(this)} +function Y(){mxShape.call(this)}function da(){mxRectangleShape.call(this)}function pa(){mxShape.call(this)}function wa(){mxShape.call(this)}function Ka(){mxShape.call(this)}function Ha(){mxShape.call(this)}function ua(){mxShape.call(this)}function Ca(){mxCylinder.call(this)}function qa(){mxCylinder.call(this)}function Da(){mxRectangleShape.call(this)}function Ua(){mxDoubleEllipse.call(this)}function db(){mxDoubleEllipse.call(this)}function Ta(){mxArrowConnector.call(this);this.spacing=0}function $a(){mxArrowConnector.call(this); +this.spacing=0}function Ya(){mxActor.call(this)}function Va(){mxRectangleShape.call(this)}function Za(){mxActor.call(this)}function kb(){mxActor.call(this)}function bb(){mxActor.call(this)}function ca(){mxActor.call(this)}function t(){mxActor.call(this)}function z(){mxActor.call(this)}function A(){mxActor.call(this)}function E(){mxActor.call(this)}function H(){mxActor.call(this)}function L(){mxActor.call(this)}function W(){mxEllipse.call(this)}function ia(){mxEllipse.call(this)}function ea(){mxEllipse.call(this)} +function ja(){mxRhombus.call(this)}function ta(){mxEllipse.call(this)}function Aa(){mxEllipse.call(this)}function Ea(){mxEllipse.call(this)}function Ma(){mxEllipse.call(this)}function La(){mxActor.call(this)}function Ia(){mxActor.call(this)}function Fa(){mxActor.call(this)}function Ga(c,h,q,l){mxShape.call(this);this.bounds=c;this.fill=h;this.stroke=q;this.strokewidth=null!=l?l:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize=!0;this.indent=2;this.rectOutline="single"}function Oa(){mxConnector.call(this)} +function Pa(c,h,q,l,p,v,w,I,y,Z){w+=y;var N=l.clone();l.x-=p*(2*w+y);l.y-=v*(2*w+y);p*=w+y;v*=w+y;return function(){c.ellipse(N.x-p-w,N.y-v-w,2*w,2*w);Z?c.fillAndStroke():c.stroke()}}mxUtils.extend(a,mxShape);a.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var h=0;h<this.line.length;h++){var q=this.line[h];null!=q&&(q=new mxRectangle(q.x,q.y,this.strokewidth,this.strokewidth),null==c?c=q:c.add(q))}this.bounds=null!=c?c:new mxRectangle};a.prototype.paintVertexShape=function(c, h,q,l,p){this.paintTableLine(c,this.line,0,0)};a.prototype.paintTableLine=function(c,h,q,l){if(null!=h){var p=null;c.begin();for(var v=0;v<h.length;v++){var w=h[v];null!=w&&(null==p?c.moveTo(w.x+q,w.y+l):null!=p&&c.lineTo(w.x+q,w.y+l));p=w}c.end();c.stroke()}};a.prototype.intersectsRectangle=function(c){var h=!1;if(mxShape.prototype.intersectsRectangle.apply(this,arguments)&&null!=this.line)for(var q=null,l=0;l<this.line.length&&!h;l++){var p=this.line[l];null!=p&&null!=q&&(h=mxUtils.rectangleIntersectsSegment(c, -q,p));q=p}return h};mxCellRenderer.registerShape("tableLine",a);mxUtils.extend(b,mxSwimlane);b.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};b.prototype.paintVertexShape=function(c,h,q,l,p){var v=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell):!1,w=this.isHorizontal(),J=this.getTitleSize();0==J||this.outline?Ea.prototype.paintVertexShape.apply(this, -arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-h,-q));v||this.outline||!(w&&J<p||!w&&J<l)||this.paintForeground(c,h,q,l,p)};b.prototype.paintForeground=function(c,h,q,l,p){if(null!=this.state){var v=this.flipH,w=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var J=v;v=w;w=J}c.rotate(-this.getShapeRotation(),v,w,h+l/2,q+p/2);s=this.scale;h=this.bounds.x/s;q=this.bounds.y/s;l=this.bounds.width/s;p=this.bounds.height/ +q,p));q=p}return h};mxCellRenderer.registerShape("tableLine",a);mxUtils.extend(b,mxSwimlane);b.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};b.prototype.paintVertexShape=function(c,h,q,l,p){var v=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell):!1,w=this.isHorizontal(),I=this.getTitleSize();0==I||this.outline?Ea.prototype.paintVertexShape.apply(this, +arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-h,-q));v||this.outline||!(w&&I<p||!w&&I<l)||this.paintForeground(c,h,q,l,p)};b.prototype.paintForeground=function(c,h,q,l,p){if(null!=this.state){var v=this.flipH,w=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var I=v;v=w;w=I}c.rotate(-this.getShapeRotation(),v,w,h+l/2,q+p/2);s=this.scale;h=this.bounds.x/s;q=this.bounds.y/s;l=this.bounds.width/s;p=this.bounds.height/ s;this.paintTableForeground(c,h,q,l,p)}};b.prototype.paintTableForeground=function(c,h,q,l,p){l=this.state.view.graph.getTableLines(this.state.cell,"0"!=mxUtils.getValue(this.state.style,"rowLines","1"),"0"!=mxUtils.getValue(this.state.style,"columnLines","1"));for(p=0;p<l.length;p++)a.prototype.paintTableLine(c,l[p],h,q)};b.prototype.configurePointerEvents=function(c){0==this.getTitleSize()?c.pointerEvents=!1:mxSwimlane.prototype.configurePointerEvents.apply(this,arguments)};mxCellRenderer.registerShape("table", -b);mxUtils.extend(f,b);f.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",f);mxUtils.extend(e,mxCylinder);e.prototype.size=20;e.prototype.darkOpacity=0;e.prototype.darkOpacity2=0;e.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),w=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),J=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"darkOpacity2",this.darkOpacity2))));c.translate(h,q);c.begin();c.moveTo(0,0);c.lineTo(l-v,0);c.lineTo(l,v);c.lineTo(l,p);c.lineTo(v,p);c.lineTo(0,p-v);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=w&&(c.setFillAlpha(Math.abs(w)),c.setFillColor(0>w?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(l-v,0),c.lineTo(l,v),c.lineTo(v,v),c.close(),c.fill()),0!=J&&(c.setFillAlpha(Math.abs(J)),c.setFillColor(0>J?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(v, +b);mxUtils.extend(f,b);f.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",f);mxUtils.extend(e,mxCylinder);e.prototype.size=20;e.prototype.darkOpacity=0;e.prototype.darkOpacity2=0;e.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),w=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),I=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"darkOpacity2",this.darkOpacity2))));c.translate(h,q);c.begin();c.moveTo(0,0);c.lineTo(l-v,0);c.lineTo(l,v);c.lineTo(l,p);c.lineTo(v,p);c.lineTo(0,p-v);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=w&&(c.setFillAlpha(Math.abs(w)),c.setFillColor(0>w?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(l-v,0),c.lineTo(l,v),c.lineTo(v,v),c.close(),c.fill()),0!=I&&(c.setFillAlpha(Math.abs(I)),c.setFillColor(0>I?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(v, v),c.lineTo(v,p),c.lineTo(0,p-v),c.close(),c.fill()),c.begin(),c.moveTo(v,p),c.lineTo(v,v),c.lineTo(0,0),c.moveTo(v,v),c.lineTo(l,v),c.end(),c.stroke())};e.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?(c=parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale,new mxRectangle(c,c,0,0)):null};mxCellRenderer.registerShape("cube",e);var Na=Math.tan(mxUtils.toRadians(30)),Sa=(.5-Na)/2;mxCellRenderer.registerShape("isoRectangle",d);mxUtils.extend(g, mxCylinder);g.prototype.size=6;g.prototype.paintVertexShape=function(c,h,q,l,p){c.setFillColor(this.stroke);var v=Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size))-2)+2*this.strokewidth;c.ellipse(h+.5*(l-v),q+.5*(p-v),v,v);c.fill();c.setFillColor(mxConstants.NONE);c.rect(h,q,l,p);c.fill()};mxCellRenderer.registerShape("waypoint",g);mxUtils.extend(d,mxActor);d.prototype.size=20;d.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(l,p/Na);c.translate((l-h)/2,(p-h)/2+h/4);c.moveTo(0, .25*h);c.lineTo(.5*h,h*Sa);c.lineTo(h,.25*h);c.lineTo(.5*h,(.5-Sa)*h);c.lineTo(0,.25*h);c.close();c.end()};mxCellRenderer.registerShape("isoRectangle",d);mxUtils.extend(k,mxCylinder);k.prototype.size=20;k.prototype.redrawPath=function(c,h,q,l,p,v){h=Math.min(l,p/(.5+Na));v?(c.moveTo(0,.25*h),c.lineTo(.5*h,(.5-Sa)*h),c.lineTo(h,.25*h),c.moveTo(.5*h,(.5-Sa)*h),c.lineTo(.5*h,(1-Sa)*h)):(c.translate((l-h)/2,(p-h)/2),c.moveTo(0,.25*h),c.lineTo(.5*h,h*Sa),c.lineTo(h,.25*h),c.lineTo(h,.75*h),c.lineTo(.5* -h,(1-Sa)*h),c.lineTo(0,.75*h),c.close());c.end()};mxCellRenderer.registerShape("isoCube",k);mxUtils.extend(m,mxCylinder);m.prototype.redrawPath=function(c,h,q,l,p,v){h=Math.min(p/2,Math.round(p/8)+this.strokewidth-1);if(v&&null!=this.fill||!v&&null==this.fill)c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0, --h);v||(c.moveTo(0,h),c.curveTo(0,-h/3,l,-h/3,l,h),c.lineTo(l,p-h),c.curveTo(l,p+h/3,0,p+h/3,0,p-h),c.close())};m.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",m);mxUtils.extend(u,mxCylinder);u.prototype.size=30;u.prototype.darkOpacity=0;u.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size", +h,(1-Sa)*h),c.lineTo(0,.75*h),c.close());c.end()};mxCellRenderer.registerShape("isoCube",k);mxUtils.extend(n,mxCylinder);n.prototype.redrawPath=function(c,h,q,l,p,v){h=Math.min(p/2,Math.round(p/8)+this.strokewidth-1);if(v&&null!=this.fill||!v&&null==this.fill)c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0,h/2),c.moveTo(0,h),c.curveTo(0,2*h,l,2*h,l,h),v||(c.stroke(),c.begin()),c.translate(0, +-h);v||(c.moveTo(0,h),c.curveTo(0,-h/3,l,-h/3,l,h),c.lineTo(l,p-h),c.curveTo(l,p+h/3,0,p+h/3,0,p-h),c.close())};n.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",n);mxUtils.extend(u,mxCylinder);u.prototype.size=30;u.prototype.darkOpacity=0;u.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size", this.size))))),w=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity))));c.translate(h,q);c.begin();c.moveTo(0,0);c.lineTo(l-v,0);c.lineTo(l,v);c.lineTo(l,p);c.lineTo(0,p);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=w&&(c.setFillAlpha(Math.abs(w)),c.setFillColor(0>w?"#FFFFFF":"#000000"),c.begin(),c.moveTo(l-v,0),c.lineTo(l-v,v),c.lineTo(l,v),c.close(),c.fill()),c.begin(),c.moveTo(l-v,0),c.lineTo(l-v,v),c.lineTo(l,v), -c.end(),c.stroke())};mxCellRenderer.registerShape("note",u);mxUtils.extend(n,u);mxCellRenderer.registerShape("note2",n);n.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,h*this.scale),0,0)}return null};mxUtils.extend(r,mxShape);r.prototype.isoAngle=15;r.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style, +c.end(),c.stroke())};mxCellRenderer.registerShape("note",u);mxUtils.extend(m,u);mxCellRenderer.registerShape("note2",m);m.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,h*this.scale),0,0)}return null};mxUtils.extend(r,mxShape);r.prototype.isoAngle=15;r.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style, "isoAngle",this.isoAngle))))*Math.PI/200;v=Math.min(l*Math.tan(v),.5*p);c.translate(h,q);c.begin();c.moveTo(.5*l,0);c.lineTo(l,v);c.lineTo(l,p-v);c.lineTo(.5*l,p);c.lineTo(0,p-v);c.lineTo(0,v);c.close();c.fillAndStroke();c.setShadow(!1);c.begin();c.moveTo(0,v);c.lineTo(.5*l,2*v);c.lineTo(l,v);c.moveTo(.5*l,2*v);c.lineTo(.5*l,p);c.stroke()};mxCellRenderer.registerShape("isoCube2",r);mxUtils.extend(x,mxShape);x.prototype.size=15;x.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(.5* p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.translate(h,q);0==v?(c.rect(0,0,l,p),c.fillAndStroke()):(c.begin(),c.moveTo(0,v),c.arcTo(.5*l,v,0,0,1,.5*l,0),c.arcTo(.5*l,v,0,0,1,l,v),c.lineTo(l,p-v),c.arcTo(.5*l,v,0,0,1,.5*l,p),c.arcTo(.5*l,v,0,0,1,0,p-v),c.close(),c.fillAndStroke(),c.setShadow(!1),c.begin(),c.moveTo(l,v),c.arcTo(.5*l,v,0,0,1,.5*l,2*v),c.arcTo(.5*l,v,0,0,1,0,v),c.stroke())};mxCellRenderer.registerShape("cylinder2",x);mxUtils.extend(B,mxCylinder);B.prototype.size= 15;B.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.max(0,Math.min(.5*p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),w=mxUtils.getValue(this.style,"lid",!0);c.translate(h,q);0==v?(c.rect(0,0,l,p),c.fillAndStroke()):(c.begin(),w?(c.moveTo(0,v),c.arcTo(.5*l,v,0,0,1,.5*l,0),c.arcTo(.5*l,v,0,0,1,l,v)):(c.moveTo(0,0),c.arcTo(.5*l,v,0,0,0,.5*l,v),c.arcTo(.5*l,v,0,0,0,l,0)),c.lineTo(l,p-v),c.arcTo(.5*l,v,0,0,1,.5*l,p),c.arcTo(.5*l,v,0,0,1,0,p-v),c.close(),c.fillAndStroke(),c.setShadow(!1), -w&&(c.begin(),c.moveTo(l,v),c.arcTo(.5*l,v,0,0,1,.5*l,2*v),c.arcTo(.5*l,v,0,0,1,0,v),c.stroke()))};mxCellRenderer.registerShape("cylinder3",B);mxUtils.extend(C,mxActor);C.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l/2,.5*p,l,0);c.quadTo(.5*l,p/2,l,p);c.quadTo(l/2,.5*p,0,p);c.quadTo(.5*l,p/2,0,0);c.end()};mxCellRenderer.registerShape("switch",C);mxUtils.extend(F,mxCylinder);F.prototype.tabWidth=60;F.prototype.tabHeight=20;F.prototype.tabPosition="right";F.prototype.arcSize=.1; -F.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var v=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),w=mxUtils.getValue(this.style,"rounded",!1),J=mxUtils.getValue(this.style,"absoluteArcSize",!1),y=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));J||(y*=Math.min(l,p)); +w&&(c.begin(),c.moveTo(l,v),c.arcTo(.5*l,v,0,0,1,.5*l,2*v),c.arcTo(.5*l,v,0,0,1,0,v),c.stroke()))};mxCellRenderer.registerShape("cylinder3",B);mxUtils.extend(D,mxActor);D.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l/2,.5*p,l,0);c.quadTo(.5*l,p/2,l,p);c.quadTo(l/2,.5*p,0,p);c.quadTo(.5*l,p/2,0,0);c.end()};mxCellRenderer.registerShape("switch",D);mxUtils.extend(F,mxCylinder);F.prototype.tabWidth=60;F.prototype.tabHeight=20;F.prototype.tabPosition="right";F.prototype.arcSize=.1; +F.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var v=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),w=mxUtils.getValue(this.style,"rounded",!1),I=mxUtils.getValue(this.style,"absoluteArcSize",!1),y=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));I||(y*=Math.min(l,p)); y=Math.min(y,.5*l,.5*(p-q));h=Math.max(h,y);h=Math.min(l-y,h);w||(y=0);c.begin();"left"==v?(c.moveTo(Math.max(y,0),q),c.lineTo(Math.max(y,0),0),c.lineTo(h,0),c.lineTo(h,q)):(c.moveTo(l-h,q),c.lineTo(l-h,0),c.lineTo(l-Math.max(y,0),0),c.lineTo(l-Math.max(y,0),q));w?(c.moveTo(0,y+q),c.arcTo(y,y,0,0,1,y,q),c.lineTo(l-y,q),c.arcTo(y,y,0,0,1,l,y+q),c.lineTo(l,p-y),c.arcTo(y,y,0,0,1,l-y,p),c.lineTo(y,p),c.arcTo(y,y,0,0,1,0,p-y)):(c.moveTo(0,q),c.lineTo(l,q),c.lineTo(l,p),c.lineTo(0,p));c.close();c.fillAndStroke(); c.setShadow(!1);"triangle"==mxUtils.getValue(this.style,"folderSymbol",null)&&(c.begin(),c.moveTo(l-30,q+20),c.lineTo(l-20,q+10),c.lineTo(l-10,q+20),c.close(),c.stroke())};mxCellRenderer.registerShape("folder",F);F.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var q=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;h=mxUtils.getValue(this.style, "tabHeight",15)*this.scale;var l=mxUtils.getValue(this.style,"rounded",!1),p=mxUtils.getValue(this.style,"absoluteArcSize",!1),v=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));p||(v*=Math.min(c.width,c.height));v=Math.min(v,.5*c.width,.5*(c.height-h));l||(v=0);return"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(v,0,Math.min(c.width,c.width-q),Math.min(c.height,c.height-h)):new mxRectangle(Math.min(c.width,c.width-q),0,v,Math.min(c.height,c.height- -h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};mxUtils.extend(I,mxCylinder);I.prototype.arcSize=.1;I.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);var v=mxUtils.getValue(this.style,"rounded",!1),w=mxUtils.getValue(this.style,"absoluteArcSize",!1);h=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));q=mxUtils.getValue(this.style,"umlStateConnection",null);w||(h*=Math.min(l,p));h=Math.min(h,.5*l,.5*p);v||(h=0);v=0;null!=q&&(v=10);c.begin();c.moveTo(v, +h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};mxUtils.extend(J,mxCylinder);J.prototype.arcSize=.1;J.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);var v=mxUtils.getValue(this.style,"rounded",!1),w=mxUtils.getValue(this.style,"absoluteArcSize",!1);h=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));q=mxUtils.getValue(this.style,"umlStateConnection",null);w||(h*=Math.min(l,p));h=Math.min(h,.5*l,.5*p);v||(h=0);v=0;null!=q&&(v=10);c.begin();c.moveTo(v, h);c.arcTo(h,h,0,0,1,v+h,0);c.lineTo(l-h,0);c.arcTo(h,h,0,0,1,l,h);c.lineTo(l,p-h);c.arcTo(h,h,0,0,1,l-h,p);c.lineTo(v+h,p);c.arcTo(h,h,0,0,1,v,p-h);c.close();c.fillAndStroke();c.setShadow(!1);"collapseState"==mxUtils.getValue(this.style,"umlStateSymbol",null)&&(c.roundrect(l-40,p-20,10,10,3,3),c.stroke(),c.roundrect(l-20,p-20,10,10,3,3),c.stroke(),c.begin(),c.moveTo(l-30,p-15),c.lineTo(l-20,p-15),c.stroke());"connPointRefEntry"==q?(c.ellipse(0,.5*p-10,20,20),c.fillAndStroke()):"connPointRefExit"== -q&&(c.ellipse(0,.5*p-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*p-5),c.lineTo(15,.5*p+5),c.moveTo(15,.5*p-5),c.lineTo(5,.5*p+5),c.stroke())};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",I);mxUtils.extend(D,mxActor);D.prototype.size=30;D.prototype.isRoundable=function(){return!0};D.prototype.redrawPath= -function(c,h,q,l,p){h=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l,p),new mxPoint(0,p),new mxPoint(0,h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("card",D);mxUtils.extend(N,mxActor);N.prototype.size=.4;N.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"size",this.size))));c.moveTo(0,h/2);c.quadTo(l/4,1.4*h,l/2,h/2);c.quadTo(3*l/4,h*(1-1.4),l,h/2);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};N.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",this.size),q=c.width,l=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)return h*= -l,new mxRectangle(c.x,c.y+h,q,l-2*h);h*=q;return new mxRectangle(c.x+h,c.y,q-2*h,l)}return c};mxCellRenderer.registerShape("tape",N);mxUtils.extend(S,mxActor);S.prototype.size=.3;S.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};S.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0, -0);c.lineTo(l,0);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};mxCellRenderer.registerShape("document",S);var eb=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,h,q,l){var p=mxUtils.getValue(this.style,"size");return null!=p?l*Math.max(0,Math.min(1,p)):eb.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=2*mxUtils.getValue(this.style, +q&&(c.ellipse(0,.5*p-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*p-5),c.lineTo(15,.5*p+5),c.moveTo(15,.5*p-5),c.lineTo(5,.5*p+5),c.stroke())};J.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",J);mxUtils.extend(C,mxActor);C.prototype.size=30;C.prototype.isRoundable=function(){return!0};C.prototype.redrawPath= +function(c,h,q,l,p){h=Math.max(0,Math.min(l,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l,p),new mxPoint(0,p),new mxPoint(0,h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("card",C);mxUtils.extend(O,mxActor);O.prototype.size=.4;O.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"size",this.size))));c.moveTo(0,h/2);c.quadTo(l/4,1.4*h,l/2,h/2);c.quadTo(3*l/4,h*(1-1.4),l,h/2);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};O.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",this.size),q=c.width,l=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)return h*= +l,new mxRectangle(c.x,c.y+h,q,l-2*h);h*=q;return new mxRectangle(c.x+h,c.y,q-2*h,l)}return c};mxCellRenderer.registerShape("tape",O);mxUtils.extend(R,mxActor);R.prototype.size=.3;R.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};R.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0, +0);c.lineTo(l,0);c.lineTo(l,p-h/2);c.quadTo(3*l/4,p-1.4*h,l/2,p-h/2);c.quadTo(l/4,p-h*(1-1.4),0,p-h/2);c.lineTo(0,h/2);c.close();c.end()};mxCellRenderer.registerShape("document",R);var eb=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,h,q,l){var p=mxUtils.getValue(this.style,"size");return null!=p?l*Math.max(0,Math.min(1,p)):eb.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=2*mxUtils.getValue(this.style, "size",.15);return new mxRectangle(0,Math.min(this.maxHeight*this.scale,c.height*h),0,0)}return null};B.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);mxUtils.getValue(this.style,"lid",!0)||(h/=2);return new mxRectangle(0,Math.min(c.height*this.scale,2*h*this.scale),0,Math.max(0,.3*h*this.scale))}return null};F.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var h=mxUtils.getValue(this.style, "tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var q=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;h=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var l=mxUtils.getValue(this.style,"rounded",!1),p=mxUtils.getValue(this.style,"absoluteArcSize",!1),v=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));p||(v*=Math.min(c.width,c.height));v=Math.min(v,.5*c.width,.5*(c.height-h));l||(v=0);return"left"==mxUtils.getValue(this.style,"tabPosition", -this.tabPosition)?new mxRectangle(v,0,Math.min(c.width,c.width-q),Math.min(c.height,c.height-h)):new mxRectangle(Math.min(c.width,c.width-q),0,v,Math.min(c.height,c.height-h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};n.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, +this.tabPosition)?new mxRectangle(v,0,Math.min(c.width,c.width-q),Math.min(c.height,c.height-h)):new mxRectangle(Math.min(c.width,c.width-q),0,v,Math.min(c.height,c.height-h))}return new mxRectangle(0,Math.min(c.height,h),0,0)}return null};J.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};m.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, "boundedLbl",!1)){var h=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,h*this.scale),0,Math.max(0,h*this.scale))}return null};mxUtils.extend(T,mxActor);T.prototype.size=.2;T.prototype.fixedSize=20;T.prototype.isRoundable=function(){return!0};T.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l-h,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("parallelogram",T);mxUtils.extend(P,mxActor);P.prototype.size=.2;P.prototype.fixedSize=20;P.prototype.isRoundable=function(){return!0};P.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5* -l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l-h,0),new mxPoint(l,p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("trapezoid",P);mxUtils.extend(Z,mxActor);Z.prototype.size=.5;Z.prototype.redrawPath=function(c,h,q,l,p){c.setFillColor(null); -h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(h,0),new mxPoint(h,p/2),new mxPoint(0,p/2),new mxPoint(h,p/2),new mxPoint(h,p),new mxPoint(l,p)],this.isRounded,q,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",Z);mxUtils.extend(U,mxActor);U.prototype.redrawPath=function(c,h,q,l,p){c.setStrokeWidth(1);c.setFillColor(this.stroke); -h=l/5;c.rect(0,0,h,p);c.fillAndStroke();c.rect(2*h,0,h,p);c.fillAndStroke();c.rect(4*h,0,h,p);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",U);V.prototype.moveTo=function(c,h){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;this.firstX=c;this.firstY=h};V.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas,arguments));this.originalClose.apply(this.canvas,arguments)}; -V.prototype.quadTo=function(c,h,q,l){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=q;this.lastY=l};V.prototype.curveTo=function(c,h,q,l,p,v){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=p;this.lastY=v};V.prototype.arcTo=function(c,h,q,l,p,v,w){this.originalArcTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=w};V.prototype.lineTo=function(c,h){if(null!=this.lastX&&null!=this.lastY){var q=function(M){return"number"===typeof M?M?0>M?-1:1:M===M?0:NaN:NaN},l=Math.abs(c- -this.lastX),p=Math.abs(h-this.lastY),v=Math.sqrt(l*l+p*p);if(2>v){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;return}var w=Math.round(v/10),J=this.defaultVariation;5>w&&(w=5,J/=3);var y=q(c-this.lastX)*l/w;q=q(h-this.lastY)*p/w;l/=v;p/=v;for(v=0;v<w;v++){var Y=(Math.random()-.5)*J;this.originalLineTo.call(this.canvas,y*v+this.lastX-Y*p,q*v+this.lastY-Y*l)}this.originalLineTo.call(this.canvas,c,h)}else this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY= -h};V.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var ab=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){ab.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))};var pb=mxShape.prototype.afterPaint; -mxShape.prototype.afterPaint=function(c){pb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new V(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var ub=mxRectangleShape.prototype.isHtmlAllowed; -mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&ub.apply(this,arguments)};var vb=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,h,q,l,p){if(null==c.handJiggle||c.handJiggle.constructor!=V)vb.apply(this,arguments);else{var v=!0;null!=this.style&&(v="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, +"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l,0),new mxPoint(l-h,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("parallelogram",T);mxUtils.extend(Q,mxActor);Q.prototype.size=.2;Q.prototype.fixedSize=20;Q.prototype.isRoundable=function(){return!0};Q.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5* +l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(h,0),new mxPoint(l-h,0),new mxPoint(l,p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("trapezoid",Q);mxUtils.extend(aa,mxActor);aa.prototype.size=.5;aa.prototype.redrawPath=function(c,h,q,l,p){c.setFillColor(null); +h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(h,0),new mxPoint(h,p/2),new mxPoint(0,p/2),new mxPoint(h,p/2),new mxPoint(h,p),new mxPoint(l,p)],this.isRounded,q,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",aa);mxUtils.extend(S,mxActor);S.prototype.redrawPath=function(c,h,q,l,p){c.setStrokeWidth(1);c.setFillColor(this.stroke); +h=l/5;c.rect(0,0,h,p);c.fillAndStroke();c.rect(2*h,0,h,p);c.fillAndStroke();c.rect(4*h,0,h,p);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",S);P.prototype.moveTo=function(c,h){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;this.firstX=c;this.firstY=h};P.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas,arguments));this.originalClose.apply(this.canvas,arguments)}; +P.prototype.quadTo=function(c,h,q,l){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=q;this.lastY=l};P.prototype.curveTo=function(c,h,q,l,p,v){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=p;this.lastY=v};P.prototype.arcTo=function(c,h,q,l,p,v,w){this.originalArcTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=w};P.prototype.lineTo=function(c,h){if(null!=this.lastX&&null!=this.lastY){var q=function(N){return"number"===typeof N?N?0>N?-1:1:N===N?0:NaN:NaN},l=Math.abs(c- +this.lastX),p=Math.abs(h-this.lastY),v=Math.sqrt(l*l+p*p);if(2>v){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=h;return}var w=Math.round(v/10),I=this.defaultVariation;5>w&&(w=5,I/=3);var y=q(c-this.lastX)*l/w;q=q(h-this.lastY)*p/w;l/=v;p/=v;for(v=0;v<w;v++){var Z=(Math.random()-.5)*I;this.originalLineTo.call(this.canvas,y*v+this.lastX-Z*p,q*v+this.lastY-Z*l)}this.originalLineTo.call(this.canvas,c,h)}else this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY= +h};P.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var ab=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){ab.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))};var pb=mxShape.prototype.afterPaint; +mxShape.prototype.afterPaint=function(c){pb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new P(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var vb=mxRectangleShape.prototype.isHtmlAllowed; +mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&vb.apply(this,arguments)};var wb=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,h,q,l,p){if(null==c.handJiggle||c.handJiggle.constructor!=P)wb.apply(this,arguments);else{var v=!0;null!=this.style&&(v="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, "1"));if(v||null!=this.fill&&this.fill!=mxConstants.NONE||null!=this.stroke&&this.stroke!=mxConstants.NONE)v||null!=this.fill&&this.fill!=mxConstants.NONE||(c.pointerEvents=!1),c.begin(),this.isRounded?("1"==mxUtils.getValue(this.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?v=Math.min(l/2,Math.min(p/2,mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2)):(v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,v=Math.min(l* -v,p*v)),c.moveTo(h+v,q),c.lineTo(h+l-v,q),c.quadTo(h+l,q,h+l,q+v),c.lineTo(h+l,q+p-v),c.quadTo(h+l,q+p,h+l-v,q+p),c.lineTo(h+v,q+p),c.quadTo(h,q+p,h,q+p-v),c.lineTo(h,q+v),c.quadTo(h,q,h+v,q)):(c.moveTo(h,q),c.lineTo(h+l,q),c.lineTo(h+l,q+p),c.lineTo(h,q+p),c.lineTo(h,q)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(aa,mxRectangleShape);aa.prototype.size=.1;aa.prototype.fixedSize=!1;aa.prototype.isHtmlAllowed=function(){return!1};aa.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, +v,p*v)),c.moveTo(h+v,q),c.lineTo(h+l-v,q),c.quadTo(h+l,q,h+l,q+v),c.lineTo(h+l,q+p-v),c.quadTo(h+l,q+p,h+l-v,q+p),c.lineTo(h+v,q+p),c.quadTo(h,q+p,h,q+p-v),c.lineTo(h,q+v),c.quadTo(h,q,h+v,q)):(c.moveTo(h,q),c.lineTo(h+l,q),c.lineTo(h+l,q+p),c.lineTo(h,q+p),c.lineTo(h,q)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(X,mxRectangleShape);X.prototype.size=.1;X.prototype.fixedSize=!1;X.prototype.isHtmlAllowed=function(){return!1};X.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, mxConstants.STYLE_HORIZONTAL,!0)==(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)){var h=c.width,q=c.height;c=new mxRectangle(c.x,c.y,h,q);var l=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));if(this.isRounded){var p=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;l=Math.max(l,Math.min(h*p,q*p))}c.x+=Math.round(l);c.width-=Math.round(2*l);return c}return c}; -aa.prototype.paintForeground=function(c,h,q,l,p){var v=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),w=parseFloat(mxUtils.getValue(this.style,"size",this.size));w=v?Math.max(0,Math.min(l,w)):l*Math.max(0,Math.min(1,w));this.isRounded&&(v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,w=Math.max(w,Math.min(l*v,p*v)));w=Math.round(w);c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.moveTo(h+l-w,q);c.lineTo(h+l-w,q+p);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, -arguments)};mxCellRenderer.registerShape("process",aa);mxCellRenderer.registerShape("process2",aa);mxUtils.extend(ia,mxRectangleShape);ia.prototype.paintBackground=function(c,h,q,l,p){c.setFillColor(mxConstants.NONE);c.rect(h,q,l,p);c.fill()};ia.prototype.paintForeground=function(c,h,q,l,p){};mxCellRenderer.registerShape("transparent",ia);mxUtils.extend(ea,mxHexagon);ea.prototype.size=30;ea.prototype.position=.5;ea.prototype.position2=.5;ea.prototype.base=20;ea.prototype.getLabelMargins=function(){return new mxRectangle(0, -0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};ea.prototype.isRoundable=function(){return!0};ea.prototype.redrawPath=function(c,h,q,l,p){h=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var v=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),w=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", -this.position2)))),J=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,p-q),new mxPoint(Math.min(l,v+J),p-q),new mxPoint(w,p),new mxPoint(Math.max(0,v),p-q),new mxPoint(0,p-q)],this.isRounded,h,!0,[4])};mxCellRenderer.registerShape("callout",ea);mxUtils.extend(qa,mxActor);qa.prototype.size=.2;qa.prototype.fixedSize=20;qa.prototype.isRoundable=function(){return!0};qa.prototype.redrawPath=function(c,h, +X.prototype.paintForeground=function(c,h,q,l,p){var v=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),w=parseFloat(mxUtils.getValue(this.style,"size",this.size));w=v?Math.max(0,Math.min(l,w)):l*Math.max(0,Math.min(1,w));this.isRounded&&(v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,w=Math.max(w,Math.min(l*v,p*v)));w=Math.round(w);c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.moveTo(h+l-w,q);c.lineTo(h+l-w,q+p);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, +arguments)};mxCellRenderer.registerShape("process",X);mxCellRenderer.registerShape("process2",X);mxUtils.extend(ha,mxRectangleShape);ha.prototype.paintBackground=function(c,h,q,l,p){c.setFillColor(mxConstants.NONE);c.rect(h,q,l,p);c.fill()};ha.prototype.paintForeground=function(c,h,q,l,p){};mxCellRenderer.registerShape("transparent",ha);mxUtils.extend(fa,mxHexagon);fa.prototype.size=30;fa.prototype.position=.5;fa.prototype.position2=.5;fa.prototype.base=20;fa.prototype.getLabelMargins=function(){return new mxRectangle(0, +0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};fa.prototype.isRoundable=function(){return!0};fa.prototype.redrawPath=function(c,h,q,l,p){h=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var v=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),w=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", +this.position2)))),I=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,p-q),new mxPoint(Math.min(l,v+I),p-q),new mxPoint(w,p),new mxPoint(Math.max(0,v),p-q),new mxPoint(0,p-q)],this.isRounded,h,!0,[4])};mxCellRenderer.registerShape("callout",fa);mxUtils.extend(sa,mxActor);sa.prototype.size=.2;sa.prototype.fixedSize=20;sa.prototype.isRoundable=function(){return!0};sa.prototype.redrawPath=function(c,h, q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(0,p),new mxPoint(h,p/2)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("step", -qa);mxUtils.extend(O,mxHexagon);O.prototype.size=.25;O.prototype.fixedSize=20;O.prototype.isRoundable=function(){return!0};O.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h, -0),new mxPoint(l-h,0),new mxPoint(l,.5*p),new mxPoint(l-h,p),new mxPoint(h,p),new mxPoint(0,.5*p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("hexagon",O);mxUtils.extend(R,mxRectangleShape);R.prototype.isHtmlAllowed=function(){return!1};R.prototype.paintForeground=function(c,h,q,l,p){var v=Math.min(l/5,p/5)+1;c.begin();c.moveTo(h+l/2,q+v);c.lineTo(h+l/2,q+p-v);c.moveTo(h+v,q+p/2);c.lineTo(h+l-v,q+p/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("plus", -R);var cb=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var h=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+h,c.y+h,c.width-2*h,c.height-2*h)}return c};mxRhombus.prototype.paintVertexShape=function(c,h,q,l,p){cb.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var v=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| +sa);mxUtils.extend(K,mxHexagon);K.prototype.size=.25;K.prototype.fixedSize=20;K.prototype.isRoundable=function(){return!0};K.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h, +0),new mxPoint(l-h,0),new mxPoint(l,.5*p),new mxPoint(l-h,p),new mxPoint(h,p),new mxPoint(0,.5*p)],this.isRounded,q,!0)};mxCellRenderer.registerShape("hexagon",K);mxUtils.extend(V,mxRectangleShape);V.prototype.isHtmlAllowed=function(){return!1};V.prototype.paintForeground=function(c,h,q,l,p){var v=Math.min(l/5,p/5)+1;c.begin();c.moveTo(h+l/2,q+v);c.lineTo(h+l/2,q+p-v);c.moveTo(h+v,q+p/2);c.lineTo(h+l-v,q+p/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("plus", +V);var cb=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var h=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+h,c.y+h,c.width-2*h,c.height-2*h)}return c};mxRhombus.prototype.paintVertexShape=function(c,h,q,l,p){cb.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var v=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| 0);h+=v;q+=v;l-=2*v;p-=2*v;0<l&&0<p&&(c.setShadow(!1),cb.apply(this,[c,h,q,l,p]))}};mxUtils.extend(G,mxRectangleShape);G.prototype.isHtmlAllowed=function(){return!1};G.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var h=(Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+h,c.y+h,c.width-2*h,c.height-2*h)}return c};G.prototype.paintForeground=function(c,h,q,l,p){if(null!=this.style){if(!this.outline&&1==this.style["double"]){var v= -Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);h+=v;q+=v;l-=2*v;p-=2*v;0<l&&0<p&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);v=0;do{var w=mxCellRenderer.defaultShapes[this.style["symbol"+v]];if(null!=w){var J=this.style["symbol"+v+"Align"],y=this.style["symbol"+v+"VerticalAlign"],Y=this.style["symbol"+v+"Width"],M=this.style["symbol"+v+"Height"],Ba=this.style["symbol"+v+"Spacing"]||0,Qa=this.style["symbol"+v+"VSpacing"]||Ba, -Ja=this.style["symbol"+v+"ArcSpacing"];null!=Ja&&(Ja*=this.getArcSize(l+this.strokewidth,p+this.strokewidth),Ba+=Ja,Qa+=Ja);Ja=h;var ka=q;Ja=J==mxConstants.ALIGN_CENTER?Ja+(l-Y)/2:J==mxConstants.ALIGN_RIGHT?Ja+(l-Y-Ba):Ja+Ba;ka=y==mxConstants.ALIGN_MIDDLE?ka+(p-M)/2:y==mxConstants.ALIGN_BOTTOM?ka+(p-M-Qa):ka+Qa;c.save();J=new w;J.style=this.style;w.prototype.paintVertexShape.call(J,c,Ja,ka,Y,M);c.restore()}v++}while(null!=w)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("ext", -G);mxUtils.extend(K,mxCylinder);K.prototype.redrawPath=function(c,h,q,l,p,v){v?(c.moveTo(0,0),c.lineTo(l/2,p/2),c.lineTo(l,0),c.end()):(c.moveTo(0,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(0,p),c.close())};mxCellRenderer.registerShape("message",K);mxUtils.extend(Q,mxShape);Q.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.ellipse(l/4,0,l/2,p/4);c.fillAndStroke();c.begin();c.moveTo(l/2,p/4);c.lineTo(l/2,2*p/3);c.moveTo(l/2,p/3);c.lineTo(0,p/3);c.moveTo(l/2,p/3);c.lineTo(l,p/3);c.moveTo(l/ -2,2*p/3);c.lineTo(0,p);c.moveTo(l/2,2*p/3);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",Q);mxUtils.extend(ba,mxShape);ba.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ba.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,p/4);c.lineTo(0,3*p/4);c.end();c.stroke();c.begin();c.moveTo(0,p/2);c.lineTo(l/6,p/2);c.end();c.stroke();c.ellipse(l/6,0,5*l/6,p);c.fillAndStroke()};mxCellRenderer.registerShape("umlBoundary", -ba);mxUtils.extend(la,mxEllipse);la.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/8,q+p);c.lineTo(h+7*l/8,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",la);mxUtils.extend(ra,mxShape);ra.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(l,0);c.lineTo(0,p);c.moveTo(0,0);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy",ra);mxUtils.extend(X, -mxShape);X.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};X.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,0);c.end();c.stroke();c.ellipse(0,p/8,l,7*p/8);c.fillAndStroke()};X.prototype.paintForeground=function(c,h,q,l,p){c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,p/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",X);mxUtils.extend(ca,mxRectangleShape);ca.prototype.size= -40;ca.prototype.isHtmlAllowed=function(){return!1};ca.prototype.getLabelBounds=function(c){var h=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,h)};ca.prototype.paintBackground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),w=mxUtils.getValue(this.style,"participant");null==w||null==this.state?mxRectangleShape.prototype.paintBackground.call(this, -c,h,q,l,v):(w=this.state.view.graph.cellRenderer.getShape(w),null!=w&&w!=ca&&(w=new w,w.apply(this.state),c.save(),w.paintVertexShape(c,h,q,l,v),c.restore()));v<p&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(h+l/2,q+v),c.lineTo(h+l/2,q+p),c.end(),c.stroke())};ca.prototype.paintForeground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,h,q,l, -Math.min(p,v))};mxCellRenderer.registerShape("umlLifeline",ca);mxUtils.extend(oa,mxShape);oa.prototype.width=60;oa.prototype.height=30;oa.prototype.corner=10;oa.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};oa.prototype.paintBackground=function(c,h,q,l,p){var v=this.corner,w=Math.min(l,Math.max(v,parseFloat(mxUtils.getValue(this.style, -"width",this.width)))),J=Math.min(p,Math.max(1.5*v,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),y=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);y!=mxConstants.NONE&&(c.setFillColor(y),c.rect(h,q,l,p),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,h,q,l,p),c.setGradient(this.fill,this.gradient,h,q,l,p,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); -c.moveTo(h,q);c.lineTo(h+w,q);c.lineTo(h+w,q+Math.max(0,J-1.5*v));c.lineTo(h+Math.max(0,w-v),q+J);c.lineTo(h,q+J);c.close();c.fillAndStroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+l,q);c.lineTo(h+l,q+p);c.lineTo(h,q+p);c.lineTo(h,q+J);c.stroke()};mxCellRenderer.registerShape("umlFrame",oa);mxPerimeter.CenterPerimeter=function(c,h,q,l){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c,h, -q,l){l=ca.prototype.size;null!=h&&(l=mxUtils.getValue(h.style,"size",l)*h.view.scale);h=parseFloat(h.style[mxConstants.STYLE_STROKEWIDTH]||1)*h.view.scale/2-1;q.x<c.getCenterX()&&(h=-1*(h+1));return new mxPoint(c.getCenterX()+h,Math.min(c.y+c.height,Math.max(c.y+l,q.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,h,q,l){l=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", +Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);h+=v;q+=v;l-=2*v;p-=2*v;0<l&&0<p&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);v=0;do{var w=mxCellRenderer.defaultShapes[this.style["symbol"+v]];if(null!=w){var I=this.style["symbol"+v+"Align"],y=this.style["symbol"+v+"VerticalAlign"],Z=this.style["symbol"+v+"Width"],N=this.style["symbol"+v+"Height"],Ba=this.style["symbol"+v+"Spacing"]||0,Qa=this.style["symbol"+v+"VSpacing"]||Ba, +Ja=this.style["symbol"+v+"ArcSpacing"];null!=Ja&&(Ja*=this.getArcSize(l+this.strokewidth,p+this.strokewidth),Ba+=Ja,Qa+=Ja);Ja=h;var ka=q;Ja=I==mxConstants.ALIGN_CENTER?Ja+(l-Z)/2:I==mxConstants.ALIGN_RIGHT?Ja+(l-Z-Ba):Ja+Ba;ka=y==mxConstants.ALIGN_MIDDLE?ka+(p-N)/2:y==mxConstants.ALIGN_BOTTOM?ka+(p-N-Qa):ka+Qa;c.save();I=new w;I.style=this.style;w.prototype.paintVertexShape.call(I,c,Ja,ka,Z,N);c.restore()}v++}while(null!=w)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("ext", +G);mxUtils.extend(M,mxCylinder);M.prototype.redrawPath=function(c,h,q,l,p,v){v?(c.moveTo(0,0),c.lineTo(l/2,p/2),c.lineTo(l,0),c.end()):(c.moveTo(0,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(0,p),c.close())};mxCellRenderer.registerShape("message",M);mxUtils.extend(U,mxShape);U.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.ellipse(l/4,0,l/2,p/4);c.fillAndStroke();c.begin();c.moveTo(l/2,p/4);c.lineTo(l/2,2*p/3);c.moveTo(l/2,p/3);c.lineTo(0,p/3);c.moveTo(l/2,p/3);c.lineTo(l,p/3);c.moveTo(l/ +2,2*p/3);c.lineTo(0,p);c.moveTo(l/2,2*p/3);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",U);mxUtils.extend(ba,mxShape);ba.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ba.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,p/4);c.lineTo(0,3*p/4);c.end();c.stroke();c.begin();c.moveTo(0,p/2);c.lineTo(l/6,p/2);c.end();c.stroke();c.ellipse(l/6,0,5*l/6,p);c.fillAndStroke()};mxCellRenderer.registerShape("umlBoundary", +ba);mxUtils.extend(la,mxEllipse);la.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/8,q+p);c.lineTo(h+7*l/8,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",la);mxUtils.extend(ra,mxShape);ra.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(l,0);c.lineTo(0,p);c.moveTo(0,0);c.lineTo(l,p);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy",ra);mxUtils.extend(Y, +mxShape);Y.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};Y.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,0);c.end();c.stroke();c.ellipse(0,p/8,l,7*p/8);c.fillAndStroke()};Y.prototype.paintForeground=function(c,h,q,l,p){c.begin();c.moveTo(3*l/8,p/8*1.1);c.lineTo(5*l/8,p/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",Y);mxUtils.extend(da,mxRectangleShape);da.prototype.size= +40;da.prototype.isHtmlAllowed=function(){return!1};da.prototype.getLabelBounds=function(c){var h=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,h)};da.prototype.paintBackground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),w=mxUtils.getValue(this.style,"participant");null==w||null==this.state?mxRectangleShape.prototype.paintBackground.call(this, +c,h,q,l,v):(w=this.state.view.graph.cellRenderer.getShape(w),null!=w&&w!=da&&(w=new w,w.apply(this.state),c.save(),w.paintVertexShape(c,h,q,l,v),c.restore()));v<p&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(h+l/2,q+v),c.lineTo(h+l/2,q+p),c.end(),c.stroke())};da.prototype.paintForeground=function(c,h,q,l,p){var v=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,h,q,l, +Math.min(p,v))};mxCellRenderer.registerShape("umlLifeline",da);mxUtils.extend(pa,mxShape);pa.prototype.width=60;pa.prototype.height=30;pa.prototype.corner=10;pa.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};pa.prototype.paintBackground=function(c,h,q,l,p){var v=this.corner,w=Math.min(l,Math.max(v,parseFloat(mxUtils.getValue(this.style, +"width",this.width)))),I=Math.min(p,Math.max(1.5*v,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),y=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);y!=mxConstants.NONE&&(c.setFillColor(y),c.rect(h,q,l,p),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,h,q,l,p),c.setGradient(this.fill,this.gradient,h,q,l,p,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); +c.moveTo(h,q);c.lineTo(h+w,q);c.lineTo(h+w,q+Math.max(0,I-1.5*v));c.lineTo(h+Math.max(0,w-v),q+I);c.lineTo(h,q+I);c.close();c.fillAndStroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+l,q);c.lineTo(h+l,q+p);c.lineTo(h,q+p);c.lineTo(h,q+I);c.stroke()};mxCellRenderer.registerShape("umlFrame",pa);mxPerimeter.CenterPerimeter=function(c,h,q,l){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c,h, +q,l){l=da.prototype.size;null!=h&&(l=mxUtils.getValue(h.style,"size",l)*h.view.scale);h=parseFloat(h.style[mxConstants.STYLE_STROKEWIDTH]||1)*h.view.scale/2-1;q.x<c.getCenterX()&&(h=-1*(h+1));return new mxPoint(c.getCenterX()+h,Math.min(c.y+c.height,Math.max(c.y+l,q.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,h,q,l){l=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", mxPerimeter.OrthogonalPerimeter);mxPerimeter.BackbonePerimeter=function(c,h,q,l){l=parseFloat(h.style[mxConstants.STYLE_STROKEWIDTH]||1)*h.view.scale/2-1;null!=h.style.backboneSize&&(l+=parseFloat(h.style.backboneSize)*h.view.scale/2-1);if("south"==h.style[mxConstants.STYLE_DIRECTION]||"north"==h.style[mxConstants.STYLE_DIRECTION])return q.x<c.getCenterX()&&(l=-1*(l+1)),new mxPoint(c.getCenterX()+l,Math.min(c.y+c.height,Math.max(c.y,q.y)));q.y<c.getCenterY()&&(l=-1*(l+1));return new mxPoint(Math.min(c.x+ -c.width,Math.max(c.x,q.x)),c.getCenterY()+l)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,h,q,l){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(h.style,"size",ea.prototype.size))*h.view.scale))),h.style),h,q,l)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, -h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?T.prototype.fixedSize:T.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y,J+p),new mxPoint(w+ -y,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J)]):(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y,J),new mxPoint(w+y-p,J+Y),new mxPoint(w,J+Y),new mxPoint(w+p,J)]);Y=c.getCenterX();c=c.getCenterY();c=new mxPoint(Y,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(J,c,q)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style, -"fixedSize","0"),v=p?P.prototype.fixedSize:P.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y-p,J),new mxPoint(w+y,J+Y),new mxPoint(w,J+Y),new mxPoint(w+p,J)]):h==mxConstants.DIRECTION_WEST? -(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y,J),new mxPoint(w+y-p,J+Y),new mxPoint(w+p,J+Y),new mxPoint(w,J)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J+p),new mxPoint(w+y,J),new mxPoint(w+y,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J+p)]):(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y,J+p),new mxPoint(w+y,J+Y-p),new mxPoint(w,J+Y),new mxPoint(w, -J)]);Y=c.getCenterX();c=c.getCenterY();c=new mxPoint(Y,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(J,c,q)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?qa.prototype.fixedSize:qa.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height,M=c.getCenterX();c=c.getCenterY();h=null!= -h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(w+y-p,J),new mxPoint(w+y,c),new mxPoint(w+y-p,J+Y),new mxPoint(w,J+Y),new mxPoint(w+p,c),new mxPoint(w,J)]):h==mxConstants.DIRECTION_WEST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y,J),new mxPoint(w+y-p,c),new mxPoint(w+ -y,J+Y),new mxPoint(w+p,J+Y),new mxPoint(w,c),new mxPoint(w+p,J)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J+p),new mxPoint(M,J),new mxPoint(w+y,J+p),new mxPoint(w+y,J+Y),new mxPoint(M,J+Y-p),new mxPoint(w,J+Y),new mxPoint(w,J+p)]):(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w,J),new mxPoint(M,J+p),new mxPoint(w+y,J),new mxPoint(w+y,J+Y-p),new mxPoint(M,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J)]);M=new mxPoint(M, -c);l&&(q.x<w||q.x>w+y?M.y=q.y:M.x=q.x);return mxUtils.getPerimeterPoint(J,M,q)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?O.prototype.fixedSize:O.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,J=c.y,y=c.width,Y=c.height,M=c.getCenterX();c=c.getCenterY();h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST): -mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Y,v)):Y*Math.max(0,Math.min(1,v)),J=[new mxPoint(M,J),new mxPoint(w+y,J+p),new mxPoint(w+y,J+Y-p),new mxPoint(M,J+Y),new mxPoint(w,J+Y-p),new mxPoint(w,J+p),new mxPoint(M,J)]):(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),J=[new mxPoint(w+p,J),new mxPoint(w+y-p,J),new mxPoint(w+y,c),new mxPoint(w+y-p,J+Y),new mxPoint(w+p,J+Y),new mxPoint(w,c),new mxPoint(w+p,J)]);M=new mxPoint(M, -c);l&&(q.x<w||q.x>w+y?M.y=q.y:M.x=q.x);return mxUtils.getPerimeterPoint(J,M,q)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(ta,mxShape);ta.prototype.size=10;ta.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"size",this.size));c.translate(h,q);c.ellipse((l-v)/2,0,v,v);c.fillAndStroke();c.begin();c.moveTo(l/2,v);c.lineTo(l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",ta);mxUtils.extend(Ka, +c.width,Math.max(c.x,q.x)),c.getCenterY()+l)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,h,q,l){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(h.style,"size",fa.prototype.size))*h.view.scale))),h.style),h,q,l)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, +h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?T.prototype.fixedSize:T.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y,I+p),new mxPoint(w+ +y,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I)]):(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y,I),new mxPoint(w+y-p,I+Z),new mxPoint(w,I+Z),new mxPoint(w+p,I)]);Z=c.getCenterX();c=c.getCenterY();c=new mxPoint(Z,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(I,c,q)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style, +"fixedSize","0"),v=p?Q.prototype.fixedSize:Q.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height;h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(.5*y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y-p,I),new mxPoint(w+y,I+Z),new mxPoint(w,I+Z),new mxPoint(w+p,I)]):h==mxConstants.DIRECTION_WEST? +(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y,I),new mxPoint(w+y-p,I+Z),new mxPoint(w+p,I+Z),new mxPoint(w,I)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I+p),new mxPoint(w+y,I),new mxPoint(w+y,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I+p)]):(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y,I+p),new mxPoint(w+y,I+Z-p),new mxPoint(w,I+Z),new mxPoint(w, +I)]);Z=c.getCenterX();c=c.getCenterY();c=new mxPoint(Z,c);l&&(q.x<w||q.x>w+y?c.y=q.y:c.x=q.x);return mxUtils.getPerimeterPoint(I,c,q)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?sa.prototype.fixedSize:sa.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height,N=c.getCenterX();c=c.getCenterY();h=null!= +h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_EAST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(w+y-p,I),new mxPoint(w+y,c),new mxPoint(w+y-p,I+Z),new mxPoint(w,I+Z),new mxPoint(w+p,c),new mxPoint(w,I)]):h==mxConstants.DIRECTION_WEST?(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y,I),new mxPoint(w+y-p,c),new mxPoint(w+ +y,I+Z),new mxPoint(w+p,I+Z),new mxPoint(w,c),new mxPoint(w+p,I)]):h==mxConstants.DIRECTION_NORTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I+p),new mxPoint(N,I),new mxPoint(w+y,I+p),new mxPoint(w+y,I+Z),new mxPoint(N,I+Z-p),new mxPoint(w,I+Z),new mxPoint(w,I+p)]):(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(w,I),new mxPoint(N,I+p),new mxPoint(w+y,I),new mxPoint(w+y,I+Z-p),new mxPoint(N,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I)]);N=new mxPoint(N, +c);l&&(q.x<w||q.x>w+y?N.y=q.y:N.x=q.x);return mxUtils.getPerimeterPoint(I,N,q)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,h,q,l){var p="0"!=mxUtils.getValue(h.style,"fixedSize","0"),v=p?K.prototype.fixedSize:K.prototype.size;null!=h&&(v=mxUtils.getValue(h.style,"size",v));p&&(v*=h.view.scale);var w=c.x,I=c.y,y=c.width,Z=c.height,N=c.getCenterX();c=c.getCenterY();h=null!=h?mxUtils.getValue(h.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST): +mxConstants.DIRECTION_EAST;h==mxConstants.DIRECTION_NORTH||h==mxConstants.DIRECTION_SOUTH?(p=p?Math.max(0,Math.min(Z,v)):Z*Math.max(0,Math.min(1,v)),I=[new mxPoint(N,I),new mxPoint(w+y,I+p),new mxPoint(w+y,I+Z-p),new mxPoint(N,I+Z),new mxPoint(w,I+Z-p),new mxPoint(w,I+p),new mxPoint(N,I)]):(p=p?Math.max(0,Math.min(y,v)):y*Math.max(0,Math.min(1,v)),I=[new mxPoint(w+p,I),new mxPoint(w+y-p,I),new mxPoint(w+y,c),new mxPoint(w+y-p,I+Z),new mxPoint(w+p,I+Z),new mxPoint(w,c),new mxPoint(w+p,I)]);N=new mxPoint(N, +c);l&&(q.x<w||q.x>w+y?N.y=q.y:N.x=q.x);return mxUtils.getPerimeterPoint(I,N,q)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(wa,mxShape);wa.prototype.size=10;wa.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"size",this.size));c.translate(h,q);c.ellipse((l-v)/2,0,v,v);c.fillAndStroke();c.begin();c.moveTo(l/2,v);c.lineTo(l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",wa);mxUtils.extend(Ka, mxShape);Ka.prototype.size=10;Ka.prototype.inset=2;Ka.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"size",this.size)),w=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(h,q);c.begin();c.moveTo(l/2,v+w);c.lineTo(l/2,p);c.end();c.stroke();c.begin();c.moveTo((l-v)/2-w,v/2);c.quadTo((l-v)/2-w,v+w,l/2,v+w);c.quadTo((l+v)/2+w,v+w,(l+v)/2+w,v/2);c.end();c.stroke()};mxCellRenderer.registerShape("requires",Ka);mxUtils.extend(Ha, -mxShape);Ha.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",Ha);mxUtils.extend(va,mxShape);va.prototype.inset=2;va.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(h,q);c.ellipse(0,v,l-2*v,p-2*v);c.fillAndStroke();c.begin();c.moveTo(l/2,0);c.quadTo(l,0,l,p/2);c.quadTo(l, -p,l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",va);mxUtils.extend(Ca,mxCylinder);Ca.prototype.jettyWidth=20;Ca.prototype.jettyHeight=10;Ca.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var J=Math.min(h,p-h),y=Math.min(J+2*h,p-h);v?(c.moveTo(q,J),c.lineTo(w,J),c.lineTo(w,J+h),c.lineTo(q,J+h),c.moveTo(q, -y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,J+h),c.lineTo(0,J+h),c.lineTo(0,J),c.lineTo(q,J),c.close());c.end()};mxCellRenderer.registerShape("module",Ca);mxUtils.extend(sa,mxCylinder);sa.prototype.jettyWidth=32;sa.prototype.jettyHeight=12;sa.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style, -"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var J=.3*p-h/2,y=.7*p-h/2;v?(c.moveTo(q,J),c.lineTo(w,J),c.lineTo(w,J+h),c.lineTo(q,J+h),c.moveTo(q,y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,J+h),c.lineTo(0,J+h),c.lineTo(0,J),c.lineTo(q,J),c.close());c.end()};mxCellRenderer.registerShape("component",sa);mxUtils.extend(Da,mxRectangleShape);Da.prototype.paintForeground= -function(c,h,q,l,p){var v=l/2,w=p/2,J=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(h+v,q),new mxPoint(h+l,q+w),new mxPoint(h+v,q+p),new mxPoint(h,q+w)],this.isRounded,J,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("associativeEntity",Da);mxUtils.extend(Ua,mxDoubleEllipse);Ua.prototype.outerStroke=!0;Ua.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.min(4, +mxShape);Ha.prototype.paintBackground=function(c,h,q,l,p){c.translate(h,q);c.begin();c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",Ha);mxUtils.extend(ua,mxShape);ua.prototype.inset=2;ua.prototype.paintBackground=function(c,h,q,l,p){var v=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(h,q);c.ellipse(0,v,l-2*v,p-2*v);c.fillAndStroke();c.begin();c.moveTo(l/2,0);c.quadTo(l,0,l,p/2);c.quadTo(l, +p,l/2,p);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",ua);mxUtils.extend(Ca,mxCylinder);Ca.prototype.jettyWidth=20;Ca.prototype.jettyHeight=10;Ca.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var I=Math.min(h,p-h),y=Math.min(I+2*h,p-h);v?(c.moveTo(q,I),c.lineTo(w,I),c.lineTo(w,I+h),c.lineTo(q,I+h),c.moveTo(q, +y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,I+h),c.lineTo(0,I+h),c.lineTo(0,I),c.lineTo(q,I),c.close());c.end()};mxCellRenderer.registerShape("module",Ca);mxUtils.extend(qa,mxCylinder);qa.prototype.jettyWidth=32;qa.prototype.jettyHeight=12;qa.prototype.redrawPath=function(c,h,q,l,p,v){var w=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));h=parseFloat(mxUtils.getValue(this.style, +"jettyHeight",this.jettyHeight));q=w/2;w=q+w/2;var I=.3*p-h/2,y=.7*p-h/2;v?(c.moveTo(q,I),c.lineTo(w,I),c.lineTo(w,I+h),c.lineTo(q,I+h),c.moveTo(q,y),c.lineTo(w,y),c.lineTo(w,y+h),c.lineTo(q,y+h)):(c.moveTo(q,0),c.lineTo(l,0),c.lineTo(l,p),c.lineTo(q,p),c.lineTo(q,y+h),c.lineTo(0,y+h),c.lineTo(0,y),c.lineTo(q,y),c.lineTo(q,I+h),c.lineTo(0,I+h),c.lineTo(0,I),c.lineTo(q,I),c.close());c.end()};mxCellRenderer.registerShape("component",qa);mxUtils.extend(Da,mxRectangleShape);Da.prototype.paintForeground= +function(c,h,q,l,p){var v=l/2,w=p/2,I=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(h+v,q),new mxPoint(h+l,q+w),new mxPoint(h+v,q+p),new mxPoint(h,q+w)],this.isRounded,I,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("associativeEntity",Da);mxUtils.extend(Ua,mxDoubleEllipse);Ua.prototype.outerStroke=!0;Ua.prototype.paintVertexShape=function(c,h,q,l,p){var v=Math.min(4, Math.min(l/5,p/5));0<l&&0<p&&(c.ellipse(h+v,q+v,l-2*v,p-2*v),c.fillAndStroke());c.setShadow(!1);this.outerStroke&&(c.ellipse(h,q,l,p),c.stroke())};mxCellRenderer.registerShape("endState",Ua);mxUtils.extend(db,Ua);db.prototype.outerStroke=!1;mxCellRenderer.registerShape("startState",db);mxUtils.extend(Ta,mxArrowConnector);Ta.prototype.defaultWidth=4;Ta.prototype.isOpenEnded=function(){return!0};Ta.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0, this.strokewidth-1)};Ta.prototype.isArrowRounded=function(){return this.isRounded};mxCellRenderer.registerShape("link",Ta);mxUtils.extend($a,mxArrowConnector);$a.prototype.defaultWidth=10;$a.prototype.defaultArrowWidth=20;$a.prototype.getStartArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"startWidth",this.defaultArrowWidth)};$a.prototype.getEndArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"endWidth",this.defaultArrowWidth)};$a.prototype.getEdgeWidth= -function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",$a);mxUtils.extend(Xa,mxActor);Xa.prototype.size=30;Xa.prototype.isRoundable=function(){return!0};Xa.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(0,h),new mxPoint(l, -0),new mxPoint(l,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("manualInput",Xa);mxUtils.extend(Va,mxRectangleShape);Va.prototype.dx=20;Va.prototype.dy=20;Va.prototype.isHtmlAllowed=function(){return!1};Va.prototype.paintForeground=function(c,h,q,l,p){mxRectangleShape.prototype.paintForeground.apply(this,arguments);var v=0;if(this.isRounded){var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;v=Math.max(v,Math.min(l*w,p*w))}w= -Math.max(v,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));v=Math.max(v,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(h,q+v);c.lineTo(h+l,q+v);c.end();c.stroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Va);mxUtils.extend(Ya,mxActor);Ya.prototype.dx=20;Ya.prototype.dy=20;Ya.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style, -"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint(h,q),new mxPoint(h,p),new mxPoint(0,p)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("corner",Ya);mxUtils.extend(jb,mxActor);jb.prototype.redrawPath=function(c,h,q, -l,p){c.moveTo(0,0);c.lineTo(0,p);c.end();c.moveTo(l,0);c.lineTo(l,p);c.end();c.moveTo(0,p/2);c.lineTo(l,p/2);c.end()};mxCellRenderer.registerShape("crossbar",jb);mxUtils.extend(bb,mxActor);bb.prototype.dx=20;bb.prototype.dy=20;bb.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style, -mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint((l+h)/2,q),new mxPoint((l+h)/2,p),new mxPoint((l-h)/2,p),new mxPoint((l-h)/2,q),new mxPoint(0,q)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("tee",bb);mxUtils.extend(da,mxActor);da.prototype.arrowWidth=.3;da.prototype.arrowSize=.2;da.prototype.redrawPath=function(c,h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth", -this.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(0,v)],this.isRounded,w,!0);c.end()};mxCellRenderer.registerShape("singleArrow",da);mxUtils.extend(t,mxActor);t.prototype.redrawPath=function(c, -h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",da.prototype.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",da.prototype.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p/2),new mxPoint(h,0),new mxPoint(h,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(h, +function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",$a);mxUtils.extend(Ya,mxActor);Ya.prototype.size=30;Ya.prototype.isRoundable=function(){return!0};Ya.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p),new mxPoint(0,h),new mxPoint(l, +0),new mxPoint(l,p)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("manualInput",Ya);mxUtils.extend(Va,mxRectangleShape);Va.prototype.dx=20;Va.prototype.dy=20;Va.prototype.isHtmlAllowed=function(){return!1};Va.prototype.paintForeground=function(c,h,q,l,p){mxRectangleShape.prototype.paintForeground.apply(this,arguments);var v=0;if(this.isRounded){var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;v=Math.max(v,Math.min(l*w,p*w))}w= +Math.max(v,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));v=Math.max(v,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(h,q+v);c.lineTo(h+l,q+v);c.end();c.stroke();c.begin();c.moveTo(h+w,q);c.lineTo(h+w,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Va);mxUtils.extend(Za,mxActor);Za.prototype.dx=20;Za.prototype.dy=20;Za.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style, +"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint(h,q),new mxPoint(h,p),new mxPoint(0,p)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("corner",Za);mxUtils.extend(kb,mxActor);kb.prototype.redrawPath=function(c,h,q, +l,p){c.moveTo(0,0);c.lineTo(0,p);c.end();c.moveTo(l,0);c.lineTo(l,p);c.end();c.moveTo(0,p/2);c.lineTo(l,p/2);c.end()};mxCellRenderer.registerShape("crossbar",kb);mxUtils.extend(bb,mxActor);bb.prototype.dx=20;bb.prototype.dy=20;bb.prototype.redrawPath=function(c,h,q,l,p){h=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));q=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var v=mxUtils.getValue(this.style, +mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,q),new mxPoint((l+h)/2,q),new mxPoint((l+h)/2,p),new mxPoint((l-h)/2,p),new mxPoint((l-h)/2,q),new mxPoint(0,q)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("tee",bb);mxUtils.extend(ca,mxActor);ca.prototype.arrowWidth=.3;ca.prototype.arrowSize=.2;ca.prototype.redrawPath=function(c,h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth", +this.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(0,v)],this.isRounded,w,!0);c.end()};mxCellRenderer.registerShape("singleArrow",ca);mxUtils.extend(t,mxActor);t.prototype.redrawPath=function(c, +h,q,l,p){var v=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",ca.prototype.arrowWidth))));h=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",ca.prototype.arrowSize))));q=(p-v)/2;v=q+v;var w=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,p/2),new mxPoint(h,0),new mxPoint(h,q),new mxPoint(l-h,q),new mxPoint(l-h,0),new mxPoint(l,p/2),new mxPoint(l-h,p),new mxPoint(l-h,v),new mxPoint(h, v),new mxPoint(h,p)],this.isRounded,w,!0);c.end()};mxCellRenderer.registerShape("doubleArrow",t);mxUtils.extend(z,mxActor);z.prototype.size=.1;z.prototype.fixedSize=20;z.prototype.redrawPath=function(c,h,q,l,p){h="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(h,0);c.lineTo(l,0);c.quadTo(l-2*h,p/2,l,p);c.lineTo(h,p);c.quadTo(h- 2*h,p/2,h,0);c.close();c.end()};mxCellRenderer.registerShape("dataStorage",z);mxUtils.extend(A,mxActor);A.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.close();c.end()};mxCellRenderer.registerShape("or",A);mxUtils.extend(E,mxActor);E.prototype.redrawPath=function(c,h,q,l,p){c.moveTo(0,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,0,p);c.quadTo(l/2,p/2,0,0);c.close();c.end()};mxCellRenderer.registerShape("xor",E);mxUtils.extend(H,mxActor);H.prototype.size=20; H.prototype.isRoundable=function(){return!0};H.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(l/2,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(h,0),new mxPoint(l-h,0),new mxPoint(l,.8*h),new mxPoint(l,p),new mxPoint(0,p),new mxPoint(0,.8*h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("loopLimit",H);mxUtils.extend(L,mxActor);L.prototype.size= .375;L.prototype.isRoundable=function(){return!0};L.prototype.redrawPath=function(c,h,q,l,p){h=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));q=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(l,0),new mxPoint(l,p-h),new mxPoint(l/2,p),new mxPoint(0,p-h)],this.isRounded,q,!0);c.end()};mxCellRenderer.registerShape("offPageConnector",L);mxUtils.extend(W,mxEllipse);W.prototype.paintVertexShape= -function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/2,q+p);c.lineTo(h+l,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",W);mxUtils.extend(ha,mxEllipse);ha.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke();c.begin();c.moveTo(h+l/2,q);c.lineTo(h+l/2,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse", -ha);mxUtils.extend(fa,mxEllipse);fa.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h+.145*l,q+.145*p);c.lineTo(h+.855*l,q+.855*p);c.end();c.stroke();c.begin();c.moveTo(h+.855*l,q+.145*p);c.lineTo(h+.145*l,q+.855*p);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",fa);mxUtils.extend(ja,mxRhombus);ja.prototype.paintVertexShape=function(c,h,q,l,p){mxRhombus.prototype.paintVertexShape.apply(this, -arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",ja);mxUtils.extend(ua,mxEllipse);ua.prototype.paintVertexShape=function(c,h,q,l,p){c.begin();c.moveTo(h,q);c.lineTo(h+l,q);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke();c.begin();c.moveTo(h,q+p);c.lineTo(h+l,q+p);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",ua);mxUtils.extend(Aa,mxEllipse);Aa.prototype.paintVertexShape= -function(c,h,q,l,p){var v=c.state.strokeWidth/2,w=10+2*v,J=q+p-w/2;c.begin();c.moveTo(h,q);c.lineTo(h,q+p);c.moveTo(h+v,J);c.lineTo(h+v+w,J-w/2);c.moveTo(h+v,J);c.lineTo(h+v+w,J+w/2);c.moveTo(h+v,J);c.lineTo(h+l-v,J);c.moveTo(h+l,q);c.lineTo(h+l,q+p);c.moveTo(h+l-v,J);c.lineTo(h+l-w-v,J-w/2);c.moveTo(h+l-v,J);c.lineTo(h+l-w-v,J+w/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",Aa);mxUtils.extend(Ea,mxEllipse);Ea.prototype.drawHidden=!0;Ea.prototype.paintVertexShape=function(c,h,q, -l,p){this.outline||c.setStrokeColor(null);if(null!=this.style){var v=c.pointerEvents,w=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||w||(c.pointerEvents=!1);var J="1"==mxUtils.getValue(this.style,"top","1"),y="1"==mxUtils.getValue(this.style,"left","1"),Y="1"==mxUtils.getValue(this.style,"right","1"),M="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||w||this.outline||J||Y||M||y?(c.rect(h,q,l,p),c.fill(),c.pointerEvents= -v,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(h,q),this.outline||J?c.lineTo(h+l,q):c.moveTo(h+l,q),this.outline||Y?c.lineTo(h+l,q+p):c.moveTo(h+l,q+p),this.outline||M?c.lineTo(h,q+p):c.moveTo(h,q+p),(this.outline||y)&&c.lineTo(h,q),c.end(),c.stroke(),c.setLineCap("flat")):c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",Ea);mxUtils.extend(Ma,mxEllipse);Ma.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this, +function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(h+l/2,q+p);c.lineTo(h+l,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",W);mxUtils.extend(ia,mxEllipse);ia.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke();c.begin();c.moveTo(h+l/2,q);c.lineTo(h+l/2,q+p);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse", +ia);mxUtils.extend(ea,mxEllipse);ea.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(h+.145*l,q+.145*p);c.lineTo(h+.855*l,q+.855*p);c.end();c.stroke();c.begin();c.moveTo(h+.855*l,q+.145*p);c.lineTo(h+.145*l,q+.855*p);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",ea);mxUtils.extend(ja,mxRhombus);ja.prototype.paintVertexShape=function(c,h,q,l,p){mxRhombus.prototype.paintVertexShape.apply(this, +arguments);c.setShadow(!1);c.begin();c.moveTo(h,q+p/2);c.lineTo(h+l,q+p/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",ja);mxUtils.extend(ta,mxEllipse);ta.prototype.paintVertexShape=function(c,h,q,l,p){c.begin();c.moveTo(h,q);c.lineTo(h+l,q);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke();c.begin();c.moveTo(h,q+p);c.lineTo(h+l,q+p);c.lineTo(h+l/2,q+p/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",ta);mxUtils.extend(Aa,mxEllipse);Aa.prototype.paintVertexShape= +function(c,h,q,l,p){var v=c.state.strokeWidth/2,w=10+2*v,I=q+p-w/2;c.begin();c.moveTo(h,q);c.lineTo(h,q+p);c.moveTo(h+v,I);c.lineTo(h+v+w,I-w/2);c.moveTo(h+v,I);c.lineTo(h+v+w,I+w/2);c.moveTo(h+v,I);c.lineTo(h+l-v,I);c.moveTo(h+l,q);c.lineTo(h+l,q+p);c.moveTo(h+l-v,I);c.lineTo(h+l-w-v,I-w/2);c.moveTo(h+l-v,I);c.lineTo(h+l-w-v,I+w/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",Aa);mxUtils.extend(Ea,mxEllipse);Ea.prototype.drawHidden=!0;Ea.prototype.paintVertexShape=function(c,h,q, +l,p){this.outline||c.setStrokeColor(null);if(null!=this.style){var v=c.pointerEvents,w=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||w||(c.pointerEvents=!1);var I="1"==mxUtils.getValue(this.style,"top","1"),y="1"==mxUtils.getValue(this.style,"left","1"),Z="1"==mxUtils.getValue(this.style,"right","1"),N="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||w||this.outline||I||Z||N||y?(c.rect(h,q,l,p),c.fill(),c.pointerEvents= +v,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(h,q),this.outline||I?c.lineTo(h+l,q):c.moveTo(h+l,q),this.outline||Z?c.lineTo(h+l,q+p):c.moveTo(h+l,q+p),this.outline||N?c.lineTo(h,q+p):c.moveTo(h,q+p),(this.outline||y)&&c.lineTo(h,q),c.end(),c.stroke(),c.setLineCap("flat")):c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",Ea);mxUtils.extend(Ma,mxEllipse);Ma.prototype.paintVertexShape=function(c,h,q,l,p){mxEllipse.prototype.paintVertexShape.apply(this, arguments);c.setShadow(!1);c.begin();"vertical"==mxUtils.getValue(this.style,"line")?(c.moveTo(h+l/2,q),c.lineTo(h+l/2,q+p)):(c.moveTo(h,q+p/2),c.lineTo(h+l,q+p/2));c.end();c.stroke()};mxCellRenderer.registerShape("lineEllipse",Ma);mxUtils.extend(La,mxActor);La.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(l,p/2);c.moveTo(0,0);c.lineTo(l-h,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,l-h,p);c.lineTo(0,p);c.close();c.end()};mxCellRenderer.registerShape("delay",La);mxUtils.extend(Ia,mxActor);Ia.prototype.size= .2;Ia.prototype.redrawPath=function(c,h,q,l,p){h=Math.min(p,l);var v=Math.max(0,Math.min(h,h*parseFloat(mxUtils.getValue(this.style,"size",this.size))));h=(p-v)/2;q=h+v;var w=(l-v)/2;v=w+v;c.moveTo(0,h);c.lineTo(w,h);c.lineTo(w,0);c.lineTo(v,0);c.lineTo(v,h);c.lineTo(l,h);c.lineTo(l,q);c.lineTo(v,q);c.lineTo(v,p);c.lineTo(w,p);c.lineTo(w,q);c.lineTo(0,q);c.close();c.end()};mxCellRenderer.registerShape("cross",Ia);mxUtils.extend(Fa,mxActor);Fa.prototype.size=.25;Fa.prototype.redrawPath=function(c, h,q,l,p){h=Math.min(l,p/2);q=Math.min(l-h,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*l);c.moveTo(0,p/2);c.lineTo(q,0);c.lineTo(l-h,0);c.quadTo(l,0,l,p/2);c.quadTo(l,p,l-h,p);c.lineTo(q,p);c.close();c.end()};mxCellRenderer.registerShape("display",Fa);mxUtils.extend(Ga,mxActor);Ga.prototype.cst={RECT2:"mxgraph.basic.rect"};Ga.prototype.customProperties=[{name:"rectStyle",dispName:"Style",type:"enum",defVal:"square",enumList:[{val:"square",dispName:"Square"},{val:"rounded", @@ -3654,226 +3656,226 @@ dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Ro dispName:"Inside Fill Color",type:"color",defVal:"none"},{name:"gradientColor2",dispName:"Inside Gradient Color",type:"color",defVal:"none"},{name:"gradientDirection2",dispName:"Inside Gradient Direction",type:"enum",defVal:"south",enumList:[{val:"south",dispName:"South"},{val:"west",dispName:"West"},{val:"north",dispName:"North"},{val:"east",dispName:"East"}]},{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"right",dispName:"Right",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line", type:"bool",defVal:!0},{name:"left",dispName:"Left ",type:"bool",defVal:!0},{name:"topLeftStyle",dispName:"Top Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"topRightStyle",dispName:"Top Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"}, {val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomRightStyle",dispName:"Bottom Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomLeftStyle",dispName:"Bottom Left Style",type:"enum",defVal:"default", -enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);this.strictDrawShape(c,0,0,l,p)};Ga.prototype.strictDrawShape=function(c,h,q,l,p,v){var w=v&&v.rectStyle?v.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),J=v&&v.absoluteCornerSize?v.absoluteCornerSize:mxUtils.getValue(this.style, -"absoluteCornerSize",this.absoluteCornerSize),y=v&&v.size?v.size:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),Y=v&&v.rectOutline?v.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),M=v&&v.indent?v.indent:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Ba=v&&v.dashed?v.dashed:mxUtils.getValue(this.style,"dashed",!1),Qa=v&&v.dashPattern?v.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),Ja=v&& -v.relIndent?v.relIndent:Math.max(0,Math.min(50,M)),ka=v&&v.top?v.top:mxUtils.getValue(this.style,"top",!0),pa=v&&v.right?v.right:mxUtils.getValue(this.style,"right",!0),na=v&&v.bottom?v.bottom:mxUtils.getValue(this.style,"bottom",!0),ma=v&&v.left?v.left:mxUtils.getValue(this.style,"left",!0),wa=v&&v.topLeftStyle?v.topLeftStyle:mxUtils.getValue(this.style,"topLeftStyle","default"),xa=v&&v.topRightStyle?v.topRightStyle:mxUtils.getValue(this.style,"topRightStyle","default"),ya=v&&v.bottomRightStyle? -v.bottomRightStyle:mxUtils.getValue(this.style,"bottomRightStyle","default"),za=v&&v.bottomLeftStyle?v.bottomLeftStyle:mxUtils.getValue(this.style,"bottomLeftStyle","default"),zb=v&&v.fillColor?v.fillColor:mxUtils.getValue(this.style,"fillColor","#ffffff");v&&v.strokeColor||mxUtils.getValue(this.style,"strokeColor","#000000");var Ab=v&&v.strokeWidth?v.strokeWidth:mxUtils.getValue(this.style,"strokeWidth","1"),wb=v&&v.fillColor2?v.fillColor2:mxUtils.getValue(this.style,"fillColor2","none"),yb=v&&v.gradientColor2? -v.gradientColor2:mxUtils.getValue(this.style,"gradientColor2","none"),Bb=v&&v.gradientDirection2?v.gradientDirection2:mxUtils.getValue(this.style,"gradientDirection2","south"),Cb=v&&v.opacity?v.opacity:mxUtils.getValue(this.style,"opacity","100"),Db=Math.max(0,Math.min(50,y));v=Ga.prototype;c.setDashed(Ba);Qa&&""!=Qa&&c.setDashPattern(Qa);c.setStrokeWidth(Ab);y=Math.min(.5*p,.5*l,y);J||(y=Db*Math.min(l,p)/100);y=Math.min(y,.5*Math.min(l,p));J||(M=Math.min(Ja*Math.min(l,p)/100));M=Math.min(M,.5*Math.min(l, -p)-y);(ka||pa||na||ma)&&"frame"!=Y&&(c.begin(),ka?v.moveNW(c,h,q,l,p,w,wa,y,ma):c.moveTo(0,0),ka&&v.paintNW(c,h,q,l,p,w,wa,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,pa),pa&&v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),na&&v.paintSE(c,h,q,l,p,w,ya,y,pa),v.paintBottom(c,h,q,l,p,w,za,y,ma),ma&&v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,wa,y,ka),c.close(),c.fill(),c.setShadow(!1),c.setFillColor(wb),Ba=J=Cb,"none"==wb&&(J=0),"none"==yb&&(Ba=0),c.setGradient(wb,yb,0,0,l,p,Bb,J,Ba), 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-w,za,y,M,na,ma),c.close(),c.fillAndStroke());c.begin();v.paintFolds(c,h,q,l,p,w,wa,xa,ya,za,y,ka,pa,na,ma);c.stroke()};Ga.prototype.moveNW=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(0,0):c.moveTo(0,J)};Ga.prototype.moveNE=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(l,0):c.moveTo(l-J,0)};Ga.prototype.moveSE=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(l,p):c.moveTo(l,p-J)};Ga.prototype.moveSW= -function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.moveTo(0,p):c.moveTo(J,p)};Ga.prototype.paintNW=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,J,0)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(J,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"== -w&&"square"==v||!y?c.lineTo(l,0):c.lineTo(l-J,0)};Ga.prototype.paintNE=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,l,J)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l,J);else c.lineTo(l,0)};Ga.prototype.paintRight=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(l,p):c.lineTo(l,p- -J)};Ga.prototype.paintLeft=function(c,h,q,l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,0):c.lineTo(0,J)};Ga.prototype.paintSE=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,l-J,p)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-J,p);else c.lineTo(l,p)};Ga.prototype.paintBottom=function(c,h,q, -l,p,v,w,J,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,p):c.lineTo(J,p)};Ga.prototype.paintSW=function(c,h,q,l,p,v,w,J,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(J,J,0,0,h,0,p-J)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(0,p-J);else c.lineTo(0,p)};Ga.prototype.paintNWInner=function(c,h,q,l,p,v,w,J,y){if("rounded"==w||"default"== -w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,y,.5*y+J);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+y,J+y,0,0,1,y,y+J);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(y,.5*y+J);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+J,y+J),c.lineTo(y,y+J)};Ga.prototype.paintTopInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(0,y):Y&&!M?c.lineTo(y,0):Y?"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"== -v?c.lineTo(J+.5*y,y):c.lineTo(J+y,y):c.lineTo(0,y):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,h,q,l,p,v,w,J,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,l-J-.5*y,y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+y,J+y,0,0,1,l-J-y,y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-J-.5*y,y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-J-y,J+y),c.lineTo(l-J-y,y)};Ga.prototype.paintRightInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&& -M?c.lineTo(l-y,0):Y&&!M?c.lineTo(l,y):Y?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,J+.5*y):c.lineTo(l-y,J+y):c.lineTo(l-y,0):c.lineTo(l,0)};Ga.prototype.paintLeftInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(y,p):Y&&!M?c.lineTo(0,p-y):Y?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-J-.5* -y):c.lineTo(y,p-J-y):c.lineTo(y,p):c.lineTo(0,p)};Ga.prototype.paintSEInner=function(c,h,q,l,p,v,w,J,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,l-y,p-J-.5*y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+y,J+y,0,0,1,l-y,p-J-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-y,p-J-.5*y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-J-y,p-J-y),c.lineTo(l-y,p-J-y)};Ga.prototype.paintBottomInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(l, -p-y):Y&&!M?c.lineTo(l-y,p):"square"==w||"default"==w&&"square"==v||!Y?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-J-.5*y,p-y):c.lineTo(l-J-y,p-y):c.lineTo(l,p)};Ga.prototype.paintSWInner=function(c,h,q,l,p,v,w,J,y,Y){if(!Y)c.lineTo(y,p);else if("square"==w||"default"==w&&"square"==v)c.lineTo(y,p-y);else if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(J-.5*y,J-.5*y,0,0,0,J+.5*y,p-y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(J+ -y,J+y,0,0,1,J+y,p-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(J+.5*y,p-y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+J,p-J-y),c.lineTo(y+J,p-y)};Ga.prototype.moveSWInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.moveTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,p-J-y):c.moveTo(0,p-y)};Ga.prototype.lineSWInner= -function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,p-J-y):c.lineTo(0,p-y)};Ga.prototype.moveSEInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.moveTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l- -y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,p-J-y):c.moveTo(l-y,p)};Ga.prototype.lineSEInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,p-J-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,p-J-y):c.lineTo(l-y,p)};Ga.prototype.moveNEInner=function(c,h, -q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v||Y?c.moveTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l-y,J+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,J+y):c.moveTo(l,y)};Ga.prototype.lineNEInner=function(c,h,q,l,p,v,w,J,y,Y){Y?"square"==w||"default"==w&&"square"==v||Y?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,J+.5*y): -("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,J+y):c.lineTo(l,y)};Ga.prototype.moveNWInner=function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.moveTo(y,0):Y&&!M?c.moveTo(0,y):"square"==w||"default"==w&&"square"==v?c.moveTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,J+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,J+y):c.moveTo(0,0)};Ga.prototype.lineNWInner= -function(c,h,q,l,p,v,w,J,y,Y,M){Y||M?!Y&&M?c.lineTo(y,0):Y&&!M?c.lineTo(0,y):"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,J+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,J+y):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,h,q,l,p,v,w,J,y,Y,M,Ba,Qa,Ja,ka){if("fold"==v||"fold"==w||"fold"==J||"fold"==y||"fold"==Y)("fold"==w||"default"==w&&"fold"==v)&& -Ba&&ka&&(c.moveTo(0,M),c.lineTo(M,M),c.lineTo(M,0)),("fold"==J||"default"==J&&"fold"==v)&&Ba&&Qa&&(c.moveTo(l-M,0),c.lineTo(l-M,M),c.lineTo(l,M)),("fold"==y||"default"==y&&"fold"==v)&&Ja&&Qa&&(c.moveTo(l-M,p),c.lineTo(l-M,p-M),c.lineTo(l,p-M)),("fold"==Y||"default"==Y&&"fold"==v)&&Ja&&ka&&(c.moveTo(0,p-M),c.lineTo(M,p-M),c.lineTo(M,p))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga);Ga.prototype.constraints=null;mxUtils.extend(Oa,mxConnector);Oa.prototype.origPaintEdgeShape=Oa.prototype.paintEdgeShape; +enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,h,q,l,p){c.translate(h,q);this.strictDrawShape(c,0,0,l,p)};Ga.prototype.strictDrawShape=function(c,h,q,l,p,v){var w=v&&v.rectStyle?v.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),I=v&&v.absoluteCornerSize?v.absoluteCornerSize:mxUtils.getValue(this.style, +"absoluteCornerSize",this.absoluteCornerSize),y=v&&v.size?v.size:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),Z=v&&v.rectOutline?v.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),N=v&&v.indent?v.indent:Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Ba=v&&v.dashed?v.dashed:mxUtils.getValue(this.style,"dashed",!1),Qa=v&&v.dashPattern?v.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),Ja=v&& +v.relIndent?v.relIndent:Math.max(0,Math.min(50,N)),ka=v&&v.top?v.top:mxUtils.getValue(this.style,"top",!0),oa=v&&v.right?v.right:mxUtils.getValue(this.style,"right",!0),na=v&&v.bottom?v.bottom:mxUtils.getValue(this.style,"bottom",!0),ma=v&&v.left?v.left:mxUtils.getValue(this.style,"left",!0),va=v&&v.topLeftStyle?v.topLeftStyle:mxUtils.getValue(this.style,"topLeftStyle","default"),xa=v&&v.topRightStyle?v.topRightStyle:mxUtils.getValue(this.style,"topRightStyle","default"),ya=v&&v.bottomRightStyle? +v.bottomRightStyle:mxUtils.getValue(this.style,"bottomRightStyle","default"),za=v&&v.bottomLeftStyle?v.bottomLeftStyle:mxUtils.getValue(this.style,"bottomLeftStyle","default"),Ab=v&&v.fillColor?v.fillColor:mxUtils.getValue(this.style,"fillColor","#ffffff");v&&v.strokeColor||mxUtils.getValue(this.style,"strokeColor","#000000");var Bb=v&&v.strokeWidth?v.strokeWidth:mxUtils.getValue(this.style,"strokeWidth","1"),xb=v&&v.fillColor2?v.fillColor2:mxUtils.getValue(this.style,"fillColor2","none"),zb=v&&v.gradientColor2? +v.gradientColor2:mxUtils.getValue(this.style,"gradientColor2","none"),Cb=v&&v.gradientDirection2?v.gradientDirection2:mxUtils.getValue(this.style,"gradientDirection2","south"),Db=v&&v.opacity?v.opacity:mxUtils.getValue(this.style,"opacity","100"),Eb=Math.max(0,Math.min(50,y));v=Ga.prototype;c.setDashed(Ba);Qa&&""!=Qa&&c.setDashPattern(Qa);c.setStrokeWidth(Bb);y=Math.min(.5*p,.5*l,y);I||(y=Eb*Math.min(l,p)/100);y=Math.min(y,.5*Math.min(l,p));I||(N=Math.min(Ja*Math.min(l,p)/100));N=Math.min(N,.5*Math.min(l, +p)-y);(ka||oa||na||ma)&&"frame"!=Z&&(c.begin(),ka?v.moveNW(c,h,q,l,p,w,va,y,ma):c.moveTo(0,0),ka&&v.paintNW(c,h,q,l,p,w,va,y,ma),v.paintTop(c,h,q,l,p,w,xa,y,oa),oa&&v.paintNE(c,h,q,l,p,w,xa,y,ka),v.paintRight(c,h,q,l,p,w,ya,y,na),na&&v.paintSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),ma&&v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),c.close(),c.fill(),c.setShadow(!1),c.setFillColor(xb),Ba=I=Db,"none"==xb&&(I=0),"none"==zb&&(Ba=0),c.setGradient(xb,zb,0,0,l,p,Cb,I,Ba), +c.begin(),ka?v.moveNWInner(c,h,q,l,p,w,va,y,N,ka,ma):c.moveTo(N,0),v.paintLeftInner(c,h,q,l,p,w,za,y,N,na,ma),ma&&na&&v.paintSWInner(c,h,q,l,p,w,za,y,N,na),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na),na&&oa&&v.paintSEInner(c,h,q,l,p,w,ya,y,N),v.paintRightInner(c,h,q,l,p,w,xa,y,N,ka,oa),oa&&ka&&v.paintNEInner(c,h,q,l,p,w,xa,y,N),v.paintTopInner(c,h,q,l,p,w,va,y,N,ma,ka),ka&&ma&&v.paintNWInner(c,h,q,l,p,w,va,y,N),c.fill(),"none"==Ab&&(c.begin(),v.paintFolds(c,h,q,l,p,w,va,xa,ya,za,y,ka,oa,na,ma),c.stroke())); +ka||oa||na||!ma?ka||oa||!na||ma?!ka&&!oa&&na&&ma?"frame"!=Z?(c.begin(),v.moveSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c,h,q,l,p,w,va,y,ka),"double"==Z&&(v.moveNWInner(c,h,q,l,p,w,va,y,N,ka,ma),v.paintLeftInner(c,h,q,l,p,w,za,y,N,na,ma),v.paintSWInner(c,h,q,l,p,w,za,y,N,na),v.paintBottomInner(c,h,q,l,p,w,ya,y,N,oa,na)),c.stroke()):(c.begin(),v.moveSE(c,h,q,l,p,w,ya,y,oa),v.paintBottom(c,h,q,l,p,w,za,y,ma),v.paintSW(c,h,q,l,p,w,za,y,na),v.paintLeft(c, 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c.lineTo(0,0)};Ga.prototype.paintTop=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"== +w&&"square"==v||!y?c.lineTo(l,0):c.lineTo(l-I,0)};Ga.prototype.paintNE=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,l,I)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l,I);else c.lineTo(l,0)};Ga.prototype.paintRight=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(l,p):c.lineTo(l,p- +I)};Ga.prototype.paintLeft=function(c,h,q,l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,0):c.lineTo(0,I)};Ga.prototype.paintSE=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,l-I,p)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-I,p);else c.lineTo(l,p)};Ga.prototype.paintBottom=function(c,h,q, +l,p,v,w,I,y){"square"==w||"default"==w&&"square"==v||!y?c.lineTo(0,p):c.lineTo(I,p)};Ga.prototype.paintSW=function(c,h,q,l,p,v,w,I,y){if(y)if("rounded"==w||"default"==w&&"rounded"==v||"invRound"==w||"default"==w&&"invRound"==v){h=0;if("rounded"==w||"default"==w&&"rounded"==v)h=1;c.arcTo(I,I,0,0,h,0,p-I)}else("snip"==w||"default"==w&&"snip"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(0,p-I);else c.lineTo(0,p)};Ga.prototype.paintNWInner=function(c,h,q,l,p,v,w,I,y){if("rounded"==w||"default"== +w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,y,.5*y+I);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+y,I+y,0,0,1,y,y+I);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(y,.5*y+I);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+I,y+I),c.lineTo(y,y+I)};Ga.prototype.paintTopInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(0,y):Z&&!N?c.lineTo(y,0):Z?"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"== +v?c.lineTo(I+.5*y,y):c.lineTo(I+y,y):c.lineTo(0,y):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,h,q,l,p,v,w,I,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,l-I-.5*y,y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+y,I+y,0,0,1,l-I-y,y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-I-.5*y,y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-I-y,I+y),c.lineTo(l-I-y,y)};Ga.prototype.paintRightInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&& +N?c.lineTo(l-y,0):Z&&!N?c.lineTo(l,y):Z?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,I+.5*y):c.lineTo(l-y,I+y):c.lineTo(l-y,0):c.lineTo(l,0)};Ga.prototype.paintLeftInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(y,p):Z&&!N?c.lineTo(0,p-y):Z?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-I-.5* +y):c.lineTo(y,p-I-y):c.lineTo(y,p):c.lineTo(0,p)};Ga.prototype.paintSEInner=function(c,h,q,l,p,v,w,I,y){if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,l-y,p-I-.5*y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+y,I+y,0,0,1,l-y,p-I-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(l-y,p-I-.5*y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(l-I-y,p-I-y),c.lineTo(l-y,p-I-y)};Ga.prototype.paintBottomInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(l, +p-y):Z&&!N?c.lineTo(l-y,p):"square"==w||"default"==w&&"square"==v||!Z?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-I-.5*y,p-y):c.lineTo(l-I-y,p-y):c.lineTo(l,p)};Ga.prototype.paintSWInner=function(c,h,q,l,p,v,w,I,y,Z){if(!Z)c.lineTo(y,p);else if("square"==w||"default"==w&&"square"==v)c.lineTo(y,p-y);else if("rounded"==w||"default"==w&&"rounded"==v)c.arcTo(I-.5*y,I-.5*y,0,0,0,I+.5*y,p-y);else if("invRound"==w||"default"==w&&"invRound"==v)c.arcTo(I+ +y,I+y,0,0,1,I+y,p-y);else if("snip"==w||"default"==w&&"snip"==v)c.lineTo(I+.5*y,p-y);else if("fold"==w||"default"==w&&"fold"==v)c.lineTo(y+I,p-I-y),c.lineTo(y+I,p-y)};Ga.prototype.moveSWInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.moveTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,p-I-y):c.moveTo(0,p-y)};Ga.prototype.lineSWInner= +function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.lineTo(y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,p-I-y):c.lineTo(0,p-y)};Ga.prototype.moveSEInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.moveTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l- +y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,p-I-y):c.moveTo(l-y,p)};Ga.prototype.lineSEInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v?c.lineTo(l-y,p-y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,p-I-.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,p-I-y):c.lineTo(l-y,p)};Ga.prototype.moveNEInner=function(c,h, +q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v||Z?c.moveTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(l-y,I+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(l-y,I+y):c.moveTo(l,y)};Ga.prototype.lineNEInner=function(c,h,q,l,p,v,w,I,y,Z){Z?"square"==w||"default"==w&&"square"==v||Z?c.lineTo(l-y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(l-y,I+.5*y): +("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(l-y,I+y):c.lineTo(l,y)};Ga.prototype.moveNWInner=function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.moveTo(y,0):Z&&!N?c.moveTo(0,y):"square"==w||"default"==w&&"square"==v?c.moveTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.moveTo(y,I+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.moveTo(y,I+y):c.moveTo(0,0)};Ga.prototype.lineNWInner= +function(c,h,q,l,p,v,w,I,y,Z,N){Z||N?!Z&&N?c.lineTo(y,0):Z&&!N?c.lineTo(0,y):"square"==w||"default"==w&&"square"==v?c.lineTo(y,y):"rounded"==w||"default"==w&&"rounded"==v||"snip"==w||"default"==w&&"snip"==v?c.lineTo(y,I+.5*y):("invRound"==w||"default"==w&&"invRound"==v||"fold"==w||"default"==w&&"fold"==v)&&c.lineTo(y,I+y):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,h,q,l,p,v,w,I,y,Z,N,Ba,Qa,Ja,ka){if("fold"==v||"fold"==w||"fold"==I||"fold"==y||"fold"==Z)("fold"==w||"default"==w&&"fold"==v)&& +Ba&&ka&&(c.moveTo(0,N),c.lineTo(N,N),c.lineTo(N,0)),("fold"==I||"default"==I&&"fold"==v)&&Ba&&Qa&&(c.moveTo(l-N,0),c.lineTo(l-N,N),c.lineTo(l,N)),("fold"==y||"default"==y&&"fold"==v)&&Ja&&Qa&&(c.moveTo(l-N,p),c.lineTo(l-N,p-N),c.lineTo(l,p-N)),("fold"==Z||"default"==Z&&"fold"==v)&&Ja&&ka&&(c.moveTo(0,p-N),c.lineTo(N,p-N),c.lineTo(N,p))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga);Ga.prototype.constraints=null;mxUtils.extend(Oa,mxConnector);Oa.prototype.origPaintEdgeShape=Oa.prototype.paintEdgeShape; Oa.prototype.paintEdgeShape=function(c,h,q){for(var l=[],p=0;p<h.length;p++)l.push(mxUtils.clone(h[p]));p=c.state.dashed;var v=c.state.fixDash;Oa.prototype.origPaintEdgeShape.apply(this,[c,l,q]);3<=c.state.strokeWidth&&(l=mxUtils.getValue(this.style,"fillColor",null),null!=l&&(c.setStrokeColor(l),c.setStrokeWidth(c.state.strokeWidth-2),c.setDashed(p,v),Oa.prototype.origPaintEdgeShape.apply(this,[c,h,q])))};mxCellRenderer.registerShape("filledEdge",Oa);"undefined"!==typeof StyleFormatPanel&&function(){var c= -StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var h=this.editorUi.getSelectionState(),q=c.apply(this,arguments);"umlFrame"==h.style.shape&&q.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return q}}();mxMarker.addMarker("dash",function(c,h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-M/2-Ba/2,l.y-Ba/2+M/2);c.lineTo(l.x+Ba/2-3*M/2,l.y-3*Ba/2-M/2);c.stroke()}});mxMarker.addMarker("box", -function(c,h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1),Qa=l.x+M/2,Ja=l.y+Ba/2;l.x-=M;l.y-=Ba;return function(){c.begin();c.moveTo(Qa-M/2-Ba/2,Ja-Ba/2+M/2);c.lineTo(Qa-M/2+Ba/2,Ja-Ba/2-M/2);c.lineTo(Qa+Ba/2-3*M/2,Ja-3*Ba/2-M/2);c.lineTo(Qa-Ba/2-3*M/2,Ja-3*Ba/2+M/2);c.close();Y?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-M/2-Ba/2,l.y-Ba/2+M/2);c.lineTo(l.x+Ba/2-3*M/2,l.y-3*Ba/2-M/2); -c.moveTo(l.x-M/2+Ba/2,l.y-Ba/2-M/2);c.lineTo(l.x-Ba/2-3*M/2,l.y-3*Ba/2+M/2);c.stroke()}});mxMarker.addMarker("circle",Pa);mxMarker.addMarker("circlePlus",function(c,h,q,l,p,v,w,J,y,Y){var M=l.clone(),Ba=Pa.apply(this,arguments),Qa=p*(w+2*y),Ja=v*(w+2*y);return function(){Ba.apply(this,arguments);c.begin();c.moveTo(M.x-p*y,M.y-v*y);c.lineTo(M.x-2*Qa+p*y,M.y-2*Ja+v*y);c.moveTo(M.x-Qa-Ja+v*y,M.y-Ja+Qa-p*y);c.lineTo(M.x+Ja-Qa-v*y,M.y-Ja-Qa+p*y);c.stroke()}});mxMarker.addMarker("halfCircle",function(c, -h,q,l,p,v,w,J,y,Y){var M=p*(w+y+1),Ba=v*(w+y+1),Qa=l.clone();l.x-=M;l.y-=Ba;return function(){c.begin();c.moveTo(Qa.x-Ba,Qa.y+M);c.quadTo(l.x-Ba,l.y+M,l.x,l.y);c.quadTo(l.x+Ba,l.y-M,Qa.x+Ba,Qa.y-M);c.stroke()}});mxMarker.addMarker("async",function(c,h,q,l,p,v,w,J,y,Y){h=p*y*1.118;q=v*y*1.118;p*=w+y;v*=w+y;var M=l.clone();M.x-=h;M.y-=q;l.x+=-p-h;l.y+=-v-q;return function(){c.begin();c.moveTo(M.x,M.y);J?c.lineTo(M.x-p-v/2,M.y-v+p/2):c.lineTo(M.x+v/2-p,M.y-v-p/2);c.lineTo(M.x-p,M.y-v);c.close();Y?c.fillAndStroke(): -c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(h,q,l,p,v,w,J,y,Y,M){v*=J+Y;w*=J+Y;var Ba=p.clone();return function(){h.begin();h.moveTo(Ba.x,Ba.y);y?h.lineTo(Ba.x-v-w/c,Ba.y-w+v/c):h.lineTo(Ba.x+w/c-v,Ba.y-w-v/c);h.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var mb=function(c,h,q){return Za(c,["width"],h,function(l,p,v,w,J){J=c.shape.getEdgeWidth()*c.view.scale+q;return new mxPoint(w.x+p*l/4+v*J/2,w.y+v*l/4-p*J/2)},function(l,p,v,w,J,y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x, -w.y,J.x,J.y,y.x,y.y));c.style.width=Math.round(2*l)/c.view.scale-q})},Za=function(c,h,q,l,p){return Ra(c,h,function(v){var w=c.absolutePoints,J=w.length-1;v=c.view.translate;var y=c.view.scale,Y=q?w[0]:w[J];w=q?w[1]:w[J-1];J=w.x-Y.x;var M=w.y-Y.y,Ba=Math.sqrt(J*J+M*M);Y=l.call(this,Ba,J/Ba,M/Ba,Y,w);return new mxPoint(Y.x/y-v.x,Y.y/y-v.y)},function(v,w,J){var y=c.absolutePoints,Y=y.length-1;v=c.view.translate;var M=c.view.scale,Ba=q?y[0]:y[Y];y=q?y[1]:y[Y-1];Y=y.x-Ba.x;var Qa=y.y-Ba.y,Ja=Math.sqrt(Y* -Y+Qa*Qa);w.x=(w.x+v.x)*M;w.y=(w.y+v.y)*M;p.call(this,Ja,Y/Ja,Qa/Ja,Ba,y,w,J)})},ib=function(c){return function(h){return[Ra(h,["arrowWidth","arrowSize"],function(q){var l=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",da.prototype.arrowWidth))),p=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",da.prototype.arrowSize)));return new mxPoint(q.x+(1-p)*q.width,q.y+(1-l)*q.height/2)},function(q,l){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(q.y+q.height/ -2-l.y)/q.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(q.x+q.width-l.x)/q.width))})]}},gb=function(c){return function(h){return[Ra(h,["size"],function(q){var l=Math.max(0,Math.min(.5*q.height,parseFloat(mxUtils.getValue(this.state.style,"size",c))));return new mxPoint(q.x,q.y+l)},function(q,l){this.state.style.size=Math.max(0,l.y-q.y)},!0)]}},Wa=function(c,h,q){return function(l){var p=[Ra(l,["size"],function(v){var w=Math.max(0,Math.min(v.width,Math.min(v.height,parseFloat(mxUtils.getValue(this.state.style, -"size",h)))))*c;return new mxPoint(v.x+w,v.y+w)},function(v,w){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(v.width,w.x-v.x),Math.min(v.height,w.y-v.y)))/c)},!1)];q&&mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},qb=function(c,h,q,l,p){q=null!=q?q:.5;return function(v){var w=[Ra(v,["size"],function(J){var y=null!=p?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,Y=parseFloat(mxUtils.getValue(this.state.style,"size",y?p:c));return new mxPoint(J.x+ -Math.max(0,Math.min(.5*J.width,Y*(y?1:J.width))),J.getCenterY())},function(J,y,Y){J=null!=p&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?y.x-J.x:Math.max(0,Math.min(q,(y.x-J.x)/J.width));this.state.style.size=J},!1,l)];h&&mxUtils.getValue(v.style,mxConstants.STYLE_ROUNDED,!1)&&w.push(fb(v));return w}},tb=function(c,h,q){c=null!=c?c:.5;return function(l){var p=[Ra(l,["size"],function(v){var w=null!=q?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,J=Math.max(0,parseFloat(mxUtils.getValue(this.state.style, -"size",w?q:h)));return new mxPoint(v.x+Math.min(.75*v.width*c,J*(w?.75:.75*v.width)),v.y+v.height/4)},function(v,w){v=null!=q&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?w.x-v.x:Math.max(0,Math.min(c,(w.x-v.x)/v.width*.75));this.state.style.size=v},!1,!0)];mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},nb=function(){return function(c){var h=[];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h}},fb=function(c,h){return Ra(c, -[mxConstants.STYLE_ARCSIZE],function(q){var l=null!=h?h:q.height/8;if("1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)){var p=mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;return new mxPoint(q.x+q.width-Math.min(q.width/2,p),q.y+l)}p=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(q.x+q.width-Math.min(Math.max(q.width/2,q.height/2),Math.min(q.width,q.height)* -p),q.y+l)},function(q,l,p){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.max(0,Math.min(q.width,2*(q.x+q.width-l.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(q.width-l.x+q.x)/Math.min(q.width,q.height))))})},Ra=function(c,h,q,l,p,v,w){var J=new 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mxPoint(w.x+p*(J+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/ -3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(Y.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),q.push(Za(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE], -!0,function(l,p,v,w,J){l=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/ -3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(Y.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]), -Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<h&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Za(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,J){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth* -c.view.scale)-v*l/2,w.y+v*(J+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,J,y,Y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,J.x,J.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Y.getEvent())||mxEvent.isControlDown(Y.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(Y.getEvent())|| -Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})),q.push(Za(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,J){l=(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;J=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(J+c.shape.strokewidth* 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q=parseFloat(mxUtils.getValue(c.style, -mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));h.push(fb(c,q/2))}h.push(Ra(c,[mxConstants.STYLE_STARTSIZE],function(l){var p=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL,1)?new mxPoint(l.getCenterX(),l.y+Math.max(0,Math.min(l.height,p))):new mxPoint(l.x+Math.max(0,Math.min(l.width,p)),l.getCenterY())},function(l,p){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style, -mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(l.height,p.y-l.y))):Math.round(Math.max(0,Math.min(l.width,p.x-l.x)))},!1,null,function(l){var p=c.view.graph;if(!mxEvent.isShiftDown(l.getEvent())&&!mxEvent.isControlDown(l.getEvent())&&(p.isTableRow(c.cell)||p.isTableCell(c.cell))){l=p.getSwimlaneDirection(c.style);var v=p.model.getParent(c.cell);v=p.model.getChildCells(v,!0);for(var w=[],J=0;J<v.length;J++)v[J]!=c.cell&&p.isSwimlane(v[J])&&p.getSwimlaneDirection(p.getCurrentCellStyle(v[J]))== -l&&w.push(v[J]);p.setCellStyles(mxConstants.STYLE_STARTSIZE,c.style[mxConstants.STYLE_STARTSIZE],w)}}));return h},label:nb(),ext:nb(),rectangle:nb(),triangle:nb(),rhombus:nb(),umlLifeline:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",ca.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},umlFrame:function(c){return[Ra(c, -["width","height"],function(h){var q=Math.max(oa.prototype.corner,Math.min(h.width,mxUtils.getValue(this.state.style,"width",oa.prototype.width))),l=Math.max(1.5*oa.prototype.corner,Math.min(h.height,mxUtils.getValue(this.state.style,"height",oa.prototype.height)));return new mxPoint(h.x+q,h.y+l)},function(h,q){this.state.style.width=Math.round(Math.max(oa.prototype.corner,Math.min(h.width,q.x-h.x)));this.state.style.height=Math.round(Math.max(1.5*oa.prototype.corner,Math.min(h.height,q.y-h.y)))}, -!1)]},process:function(c){var h=[Ra(c,["size"],function(q){var l="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),p=parseFloat(mxUtils.getValue(this.state.style,"size",aa.prototype.size));return l?new mxPoint(q.x+p,q.y+q.height/4):new mxPoint(q.x+q.width*p,q.y+q.height/4)},function(q,l){q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(.5*q.width,l.x-q.x)):Math.max(0,Math.min(.5,(l.x-q.x)/q.width));this.state.style.size=q},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED, -!1)&&h.push(fb(c));return h},cross:function(c){return[Ra(c,["size"],function(h){var q=Math.min(h.width,h.height);q=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"size",Ia.prototype.size)))*q/2;return new mxPoint(h.getCenterX()-q,h.getCenterY()-q)},function(h,q){var l=Math.min(h.width,h.height);this.state.style.size=Math.max(0,Math.min(1,Math.min(Math.max(0,h.getCenterY()-q.y)/l*2,Math.max(0,h.getCenterX()-q.x)/l*2)))})]},note:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0, -Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",u.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+h.width-q.x),Math.min(h.height,q.y-h.y))))})]},note2:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",n.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)}, -function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+h.width-q.x),Math.min(h.height,q.y-h.y))))})]},manualInput:function(c){var h=[Ra(c,["size"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",Xa.prototype.size)));return new mxPoint(q.x+q.width/4,q.y+3*l/4)},function(q,l){this.state.style.size=Math.round(Math.max(0,Math.min(q.height,4*(l.y-q.y)/3)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c)); -return h},dataStorage:function(c){return[Ra(c,["size"],function(h){var q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),l=parseFloat(mxUtils.getValue(this.state.style,"size",q?z.prototype.fixedSize:z.prototype.size));return new mxPoint(h.x+h.width-l*(q?1:h.width),h.getCenterY())},function(h,q){h="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(h.width,h.x+h.width-q.x)):Math.max(0,Math.min(1,(h.x+h.width-q.x)/h.width));this.state.style.size=h},!1)]},callout:function(c){var h= -[Ra(c,["size","position"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",ea.prototype.size))),p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ea.prototype.position)));mxUtils.getValue(this.state.style,"base",ea.prototype.base);return new mxPoint(q.x+p*q.width,q.y+q.height-l)},function(q,l){mxUtils.getValue(this.state.style,"base",ea.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(q.height,q.y+q.height-l.y)));this.state.style.position= -Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["position2"],function(q){var l=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",ea.prototype.position2)));return new mxPoint(q.x+l*q.width,q.y+q.height)},function(q,l){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["base"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",ea.prototype.size))),p=Math.max(0,Math.min(1, -mxUtils.getValue(this.state.style,"position",ea.prototype.position))),v=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"base",ea.prototype.base)));return new mxPoint(q.x+Math.min(q.width,p*q.width+v),q.y+q.height-l)},function(q,l){var p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ea.prototype.position)));this.state.style.base=Math.round(Math.max(0,Math.min(q.width,l.x-q.x-p*q.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c)); -return h},internalStorage:function(c){var h=[Ra(c,["dx","dy"],function(q){var l=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"dx",Va.prototype.dx))),p=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"dy",Va.prototype.dy)));return new mxPoint(q.x+l,q.y+p)},function(q,l){this.state.style.dx=Math.round(Math.max(0,Math.min(q.width,l.x-q.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(q.height,l.y-q.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&& -h.push(fb(c));return h},module:function(c){return[Ra(c,["jettyWidth","jettyHeight"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"jettyWidth",Ca.prototype.jettyWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"jettyHeight",Ca.prototype.jettyHeight)));return new mxPoint(h.x+q/2,h.y+2*l)},function(h,q){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(h.height, -q.y-h.y))/2)})]},corner:function(c){return[Ra(c,["dx","dy"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",Ya.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",Ya.prototype.dy)));return new mxPoint(h.x+q,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},tee:function(c){return[Ra(c,["dx","dy"],function(h){var q= -Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",bb.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",bb.prototype.dy)));return new mxPoint(h.x+(h.width+q)/2,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0,2*Math.min(h.width/2,q.x-h.x-h.width/2)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},singleArrow:ib(1),doubleArrow:ib(.5),folder:function(c){return[Ra(c,["tabWidth","tabHeight"],function(h){var q= -Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"tabWidth",F.prototype.tabWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"tabHeight",F.prototype.tabHeight)));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(q=h.width-q);return new mxPoint(h.x+q,h.y+l)},function(h,q){var l=Math.max(0,Math.min(h.width,q.x-h.x));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&& -(l=h.width-l);this.state.style.tabWidth=Math.round(l);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},document:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",S.prototype.size))));return new mxPoint(h.x+3*h.width/4,h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},tape:function(c){return[Ra(c,["size"],function(h){var q= -Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",N.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q*h.height/2)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(q.y-h.y)/h.height*2))},!1)]},isoCube2:function(c){return[Ra(c,["isoAngle"],function(h){var q=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",r.isoAngle))))*Math.PI/200;return new mxPoint(h.x,h.y+Math.min(h.width*Math.tan(q),.5*h.height))},function(h,q){this.state.style.isoAngle= -Math.max(0,50*(q.y-h.y)/h.height)},!0)]},cylinder2:gb(x.prototype.size),cylinder3:gb(B.prototype.size),offPageConnector:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",L.prototype.size))));return new mxPoint(h.getCenterX(),h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},"mxgraph.basic.rect":function(c){var h=[Graph.createHandle(c,["size"],function(q){var l= -Math.max(0,Math.min(q.width/2,q.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(q.x+l,q.y+l)},function(q,l){this.state.style.size=Math.round(100*Math.max(0,Math.min(q.height/2,q.width/2,l.x-q.x)))/100})];c=Graph.createHandle(c,["indent"],function(q){var l=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(q.x+.75*q.width,q.y+l*q.height/200)},function(q,l){this.state.style.indent=Math.round(100* -Math.max(0,Math.min(100,200*(l.y-q.y)/q.height)))/100});h.push(c);return h},step:qb(qa.prototype.size,!0,null,!0,qa.prototype.fixedSize),hexagon:qb(O.prototype.size,!0,.5,!0,O.prototype.fixedSize),curlyBracket:qb(Z.prototype.size,!1),display:qb(Fa.prototype.size,!1),cube:Wa(1,e.prototype.size,!1),card:Wa(.5,D.prototype.size,!0),loopLimit:Wa(.5,H.prototype.size,!0),trapezoid:tb(.5,P.prototype.size,P.prototype.fixedSize),parallelogram:tb(1,T.prototype.size,T.prototype.fixedSize)};Graph.createHandle= -Ra;Graph.handleFactory=rb;var xb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=xb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var h=this.state.style.shape;null==mxCellRenderer.defaultShapes[h]&&null==mxStencilRegistry.getStencil(h)?h=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(h=mxConstants.SHAPE_SWIMLANE);h=rb[h];null==h&&null!=this.state.shape&&this.state.shape.isRoundable()&& -(h=rb[mxConstants.SHAPE_RECTANGLE]);null!=h&&(h=h(this.state),null!=h&&(c=null==c?h:c.concat(h)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&&null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR);c=rb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var kb=new mxPoint(1,0),hb=new mxPoint(1,0),ob=mxUtils.toRadians(-30);kb=mxUtils.getRotatedPoint(kb, -Math.cos(ob),Math.sin(ob));var lb=mxUtils.toRadians(-150);hb=mxUtils.getRotatedPoint(hb,Math.cos(lb),Math.sin(lb));mxEdgeStyle.IsometricConnector=function(c,h,q,l,p){var v=c.view;l=null!=l&&0<l.length?l[0]:null;var w=c.absolutePoints,J=w[0];w=w[w.length-1];null!=l&&(l=v.transformControlPoint(c,l));null==J&&null!=h&&(J=new mxPoint(h.getCenterX(),h.getCenterY()));null==w&&null!=q&&(w=new mxPoint(q.getCenterX(),q.getCenterY()));var y=kb.x,Y=kb.y,M=hb.x,Ba=hb.y,Qa="horizontal"==mxUtils.getValue(c.style, -"elbow","horizontal");if(null!=w&&null!=J){c=function(ka,pa,na){ka-=Ja.x;var ma=pa-Ja.y;pa=(Ba*ka-M*ma)/(y*Ba-Y*M);ka=(Y*ka-y*ma)/(Y*M-y*Ba);Qa?(na&&(Ja=new mxPoint(Ja.x+y*pa,Ja.y+Y*pa),p.push(Ja)),Ja=new mxPoint(Ja.x+M*ka,Ja.y+Ba*ka)):(na&&(Ja=new mxPoint(Ja.x+M*ka,Ja.y+Ba*ka),p.push(Ja)),Ja=new mxPoint(Ja.x+y*pa,Ja.y+Y*pa));p.push(Ja)};var Ja=J;null==l&&(l=new mxPoint(J.x+(w.x-J.x)/2,J.y+(w.y-J.y)/2));c(l.x,l.y,!0);c(w.x,w.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector); -var sb=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,h){if(h==mxEdgeStyle.IsometricConnector){var q=new mxElbowEdgeHandler(c);q.snapToTerminals=!1;return q}return sb.apply(this,arguments)};d.prototype.constraints=[];k.prototype.getConstraints=function(c,h,q){c=[];var l=Math.tan(mxUtils.toRadians(30)),p=(.5-l)/2;l=Math.min(h,q/(.5+l));h=(h-l)/2;q=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h+.5*l,q+l*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.75*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+.5*l,q+(1-p)*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.75*l));return c};r.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;l=Math.min(h* -Math.tan(l),.5*q);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, -0,l));return c};ea.prototype.getConstraints=function(c,h,q){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var l=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style,"position",this.position));var p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q-l)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0, -q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0, -.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, -0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];Ea.prototype.constraints=mxRectangleShape.prototype.constraints;mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints= -mxRectangleShape.prototype.constraints;R.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;u.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1, -null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5, -0),!1));return c};D.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};e.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));return c};B.prototype.getConstraints=function(c,h,q){c=[];h=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5, -1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1, -0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855,1),!1,null,0,.29*-h));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-h));return c};F.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style, -"tabWidth",this.tabWidth)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, -.5*(h+l),p))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,p)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,q));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Va.prototype.constraints=mxRectangleShape.prototype.constraints;z.prototype.constraints=mxRectangleShape.prototype.constraints;W.prototype.constraints=mxEllipse.prototype.constraints;ha.prototype.constraints=mxEllipse.prototype.constraints;fa.prototype.constraints=mxEllipse.prototype.constraints;Ma.prototype.constraints= -mxEllipse.prototype.constraints;Xa.prototype.constraints=mxRectangleShape.prototype.constraints;La.prototype.constraints=mxRectangleShape.prototype.constraints;Fa.prototype.getConstraints=function(c,h,q){c=[];var l=Math.min(h,q/2),p=Math.min(h-l,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*h);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, -.5*(p+h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(p+h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));return c};Ca.prototype.getConstraints=function(c,h,q){h=parseFloat(mxUtils.getValue(c,"jettyWidth",Ca.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c, -"jettyHeight",Ca.prototype.jettyHeight));var l=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,h),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null, -h),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q-.5*c,3.5*c))];q>5*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,h));q>8*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null,h));q> -15*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,h));return l};H.prototype.constraints=mxRectangleShape.prototype.constraints;L.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0, -.7),!0),new mxConnectionConstraint(new mxPoint(1,.3),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.7),!0),new mxConnectionConstraint(new mxPoint(.15,.95),!1),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.85,.95),!1)];Q.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.1),!1),new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.75,.1),!1),new mxConnectionConstraint(new mxPoint(0, -1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];sa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1, -.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];mxActor.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.25,.2),!1),new mxConnectionConstraint(new mxPoint(.1,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.75, -.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];C.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75, -.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];N.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,.65),!1),new mxConnectionConstraint(new mxPoint(.25, -1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];qa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0, -.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ta.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.5, -1),!1)];mxDoubleEllipse.prototype.constraints=mxEllipse.prototype.constraints;mxRhombus.prototype.constraints=mxEllipse.prototype.constraints;mxTriangle.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0)];mxHexagon.prototype.constraints= -[new mxConnectionConstraint(new mxPoint(.375,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.625,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.375,1),!0), -new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.625,1),!0)];mxCloud.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.25),!1),new mxConnectionConstraint(new mxPoint(.4,.1),!1),new mxConnectionConstraint(new mxPoint(.16,.55),!1),new mxConnectionConstraint(new mxPoint(.07,.4),!1),new mxConnectionConstraint(new mxPoint(.31,.8),!1),new mxConnectionConstraint(new mxPoint(.13,.77),!1),new mxConnectionConstraint(new mxPoint(.8,.8),!1),new mxConnectionConstraint(new mxPoint(.55, -.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];T.prototype.constraints=mxRectangleShape.prototype.constraints;P.prototype.constraints=mxRectangleShape.prototype.constraints;S.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, -0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;bb.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style, -"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.75*h+.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(h+l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*h-.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*p));return c};Ya.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -1),!1));return c};jb.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];da.prototype.getConstraints= -function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));return c};t.prototype.getConstraints=function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",da.prototype.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",da.prototype.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));return c};Ia.prototype.getConstraints= -function(c,h,q){c=[];var l=Math.min(q,h),p=Math.max(0,Math.min(l,l*parseFloat(mxUtils.getValue(this.style,"size",this.size))));l=(q-p)/2;var v=l+p,w=(h-p)/2;p=w+p;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,p,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),l));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,l));return c};ca.prototype.constraints=null;A.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7, -.9),!1)];E.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];Ha.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];va.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, -.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)]})();function Actions(a){this.editorUi=a;this.actions={};this.init()} -Actions.prototype.init=function(){function a(n){d.escape();n=d.deleteCells(d.getDeletableCells(d.getSelectionCells()),n);null!=n&&d.setSelectionCells(n)}function b(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{for(var n=d.getSelectionCells(),r=0;r<n.length;r++)d.cellLabelChanged(n[r],"")}finally{d.getModel().endUpdate()}}}function f(n,r,x,B,C){C.getModel().beginUpdate();try{var F=C.getCellGeometry(n);null!=F&&x&&B&&(x/=B,F=F.clone(),1<x?F.height=F.width/x:F.width=F.height*x,C.getModel().setGeometry(n, -F));C.setCellStyles(mxConstants.STYLE_CLIP_PATH,r,[n]);C.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[n])}finally{C.getModel().endUpdate()}}var e=this.editorUi,g=e.editor,d=g.graph,k=function(){return Action.prototype.isEnabled.apply(this,arguments)&&d.isEnabled()};this.addAction("new...",function(){d.openLink(e.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";e.openFile()});this.addAction("smartFit",function(){d.popupMenuHandler.hideMenu();var n=d.view.scale, -r=d.view.translate.x,x=d.view.translate.y;e.actions.get("resetView").funct();1E-5>Math.abs(n-d.view.scale)&&r==d.view.translate.x&&x==d.view.translate.y&&e.actions.get(d.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){d.isEnabled()&&(d.isSelectionEmpty()?e.actions.get("smartFit").funct():d.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){e.hideDialog()})); -window.openFile.setConsumer(mxUtils.bind(this,function(n,r){try{var x=mxUtils.parseXml(n);g.graph.setSelectionCells(g.graph.importGraphModel(x.documentElement))}catch(B){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+B.message)}}));e.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=k;this.addAction("save",function(){e.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=k;this.addAction("saveAs...",function(){e.saveFile(!0)},null, -null,Editor.ctrlKey+"+Shift+S").isEnabled=k;this.addAction("export...",function(){e.showDialog((new ExportDialog(e)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var n=new EditDiagramDialog(e);e.showDialog(n.container,620,420,!0,!1);n.init()});this.addAction("pageSetup...",function(){e.showDialog((new PageSetupDialog(e)).container,320,240,!0,!0)}).isEnabled=k;this.addAction("print...",function(){e.showDialog((new PrintDialog(e)).container,300,180,!0,!0)},null,"sprite-print", -Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(d,null,10,10)});this.addAction("undo",function(){e.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){e.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var n=null;try{n=e.copyXml(),null!=n&&d.removeCells(n,!1)}catch(r){}null==n&&mxClipboard.cut(d)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{e.copyXml()}catch(n){}try{mxClipboard.copy(d)}catch(n){e.handleError(n)}}, -null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var n=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(r){if(null!=r){d.getModel().beginUpdate();try{e.pasteXml(r,!0)}finally{d.getModel().endUpdate()}}else mxClipboard.paste(d)}),n=!0)}catch(r){}n||mxClipboard.paste(d)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(n){function r(B){if(null!=B){for(var C=!0,F=0;F< -B.length&&C;F++)C=C&&d.model.isEdge(B[F]);var I=d.view.translate;F=d.view.scale;var D=I.x,N=I.y;I=null;if(1==B.length&&C){var S=d.getCellGeometry(B[0]);null!=S&&(I=S.getTerminalPoint(!0))}I=null!=I?I:d.getBoundingBoxFromGeometry(B,C);null!=I&&(C=Math.round(d.snap(d.popupMenuHandler.triggerX/F-D)),F=Math.round(d.snap(d.popupMenuHandler.triggerY/F-N)),d.cellsMoved(B,C-I.x,F-I.y))}}function x(){d.getModel().beginUpdate();try{r(mxClipboard.paste(d))}finally{d.getModel().endUpdate()}}if(d.isEnabled()&& -!d.isCellLocked(d.getDefaultParent())){n=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(B){if(null!=B){d.getModel().beginUpdate();try{r(e.pasteXml(B,!0))}finally{d.getModel().endUpdate()}}else x()}),n=!0)}catch(B){}n||x()}});this.addAction("copySize",function(){var n=d.getSelectionCell();d.isEnabled()&&null!=n&&d.getModel().isVertex(n)&&(n=d.getCellGeometry(n),null!=n&&(e.copiedSize=new mxRectangle(n.x,n.y,n.width,n.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", -function(){if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedSize){d.getModel().beginUpdate();try{for(var n=d.getResizableCells(d.getSelectionCells()),r=0;r<n.length;r++)if(d.getModel().isVertex(n[r])){var x=d.getCellGeometry(n[r]);null!=x&&(x=x.clone(),x.width=e.copiedSize.width,x.height=e.copiedSize.height,d.getModel().setGeometry(n[r],x))}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var n=d.getSelectionCell()||d.getModel().getRoot();d.isEnabled()&& -null!=n&&(n=n.cloneValue(),null==n||isNaN(n.nodeType)||(e.copiedValue=n))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(n,r){function x(F,I){var D=B.getValue(F);I=F.cloneValue(I);I.removeAttribute("placeholders");null==D||isNaN(D.nodeType)||I.setAttribute("placeholders",D.getAttribute("placeholders"));null!=n&&mxEvent.isShiftDown(n)||I.setAttribute("label",d.convertValueToString(F));B.setValue(F,I)}n=null!=r?r:n;var B=d.getModel();if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedValue){B.beginUpdate(); -try{var C=d.getEditableCells(d.getSelectionCells());if(0==C.length)x(B.getRoot(),e.copiedValue);else for(r=0;r<C.length;r++)x(C[r],e.copiedValue)}finally{B.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(n,r){n=null!=r?r:n;null!=n&&mxEvent.isShiftDown(n)?b():a(null!=n&&(mxEvent.isControlDown(n)||mxEvent.isMetaDown(n)||mxEvent.isAltDown(n)))},null,null,"Delete");this.addAction("deleteAll",function(){a(!0)});this.addAction("deleteLabels",function(){b()},null,null,Editor.ctrlKey+ -"+Delete");this.addAction("duplicate",function(){try{d.setSelectionCells(d.duplicateCells()),d.scrollCellToVisible(d.getSelectionCell())}catch(n){e.handleError(n)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var n=e.getSelectionState();if(null!=n.mergeCell){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",n.rowspan,[n.mergeCell]),d.setCellStyles("colspan",n.colspan,[n.mergeCell])}finally{d.getModel().endUpdate()}}}));this.put("unmergeCells", -new Action(mxResources.get("unmerge"),function(){var n=e.getSelectionState();if(0<n.cells.length){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",null,n.cells),d.setCellStyles("colspan",null,n.cells)}finally{d.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(n,r){n=null!=r?r:n;d.turnShapes(d.getResizableCells(d.getSelectionCells()),null!=n?mxEvent.isShiftDown(n):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); -this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(n){n=d.getSelectionCell();d.isEnabled()&&null!=n&&d.addSelectionCells(d.getEdges(n))}));this.addAction("selectVertices",function(){d.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){d.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){d.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){d.clearSelection()}, -null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{var n=d.getSelectionCells(),r=d.getCurrentCellStyle(d.getSelectionCell()),x=1==mxUtils.getValue(r,mxConstants.STYLE_EDITABLE,1)?0:1;d.setCellStyles(mxConstants.STYLE_MOVABLE,x,n);d.setCellStyles(mxConstants.STYLE_RESIZABLE,x,n);d.setCellStyles(mxConstants.STYLE_ROTATABLE,x,n);d.setCellStyles(mxConstants.STYLE_DELETABLE,x,n);d.setCellStyles(mxConstants.STYLE_EDITABLE, -x,n);d.setCellStyles("connectable",x,n)}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){d.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){d.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){d.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){d.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){d.foldCells(!1)}, -null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){d.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){d.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(n){d.orderCells(!1,null,!0)});this.addAction("sendBackward",function(n){d.orderCells(!0,null,!0)});this.addAction("group",function(){if(d.isEnabled()){var n=mxUtils.sortCells(d.getSelectionCells(),!0);1!=n.length||d.isTable(n[0])||d.isTableRow(n[0])? -(n=d.getCellsForGroup(n),1<n.length&&d.setSelectionCell(d.groupCells(null,0,n))):d.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(d.isEnabled()){var n=d.getEditableCells(d.getSelectionCells());d.model.beginUpdate();try{var r=d.ungroupCells();if(null!=n)for(var x=0;x<n.length;x++)d.model.contains(n[x])&&(0==d.model.getChildCount(n[x])&&d.model.isVertex(n[x])&&d.setCellStyles("container","0",[n[x]]),r.push(n[x]))}finally{d.model.endUpdate()}0< -r.length&&d.setSelectionCells(r)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(d.isEnabled()){var n=d.getSelectionCells();if(null!=n){for(var r=[],x=0;x<n.length;x++)d.isTableRow(n[x])||d.isTableCell(n[x])||r.push(n[x]);d.removeCellsFromParent(r)}}});this.addAction("edit",function(){d.isEnabled()&&d.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var n=d.getSelectionCell()||d.getModel().getRoot();e.showDataDialog(n)},null, -null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&null!=n&&d.isCellEditable(n)){var r="";if(mxUtils.isNode(n.value)){var x=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&n.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(x=n.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==x&&(x=n.value.getAttribute("tooltip"));null!=x&&(r=x)}r=new TextareaDialog(e,mxResources.get("editTooltip")+":",r,function(B){d.setTooltipForCell(n, -B)});e.showDialog(r.container,320,200,!0,!0);r.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var n=d.getLinkForCell(d.getSelectionCell());null!=n&&d.openLink(n)});this.addAction("editLink...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&null!=n&&d.isCellEditable(n)){var r=d.getLinkForCell(n)||"";e.showLinkDialog(r,mxResources.get("apply"),function(x,B,C){x=mxUtils.trim(x);d.setLinkForCell(n,0<x.length?x:null);d.setAttributeForCell(n,"linkTarget",C)},!0,d.getLinkTargetForCell(n))}}, -null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&(d.clearSelection(),e.actions.get("image").funct())})).isEnabled=k;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&e.showLinkDialog("",mxResources.get("insert"),function(n,r,x){n=mxUtils.trim(n);if(0<n.length){var B=null,C=d.getLinkTitle(n);null!=r&&0<r.length&&(B=r[0].iconUrl, -C=r[0].name||r[0].type,C=C.charAt(0).toUpperCase()+C.substring(1),30<C.length&&(C=C.substring(0,30)+"..."));r=new mxCell(C,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=B?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+B:"spacing=10;"));r.vertex=!0;B=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry([r],!0));r.geometry.x=B.x;r.geometry.y=B.y;d.setAttributeForCell(r,"linkTarget",x);d.setLinkForCell(r,n);d.cellSizeUpdated(r, -!0);d.getModel().beginUpdate();try{r=d.addCell(r),d.fireEvent(new mxEventObject("cellsInserted","cells",[r]))}finally{d.getModel().endUpdate()}d.setSelectionCell(r);d.scrollCellToVisible(d.getSelectionCell())}},!0)})).isEnabled=k;this.addAction("link...",mxUtils.bind(this,function(){if(d.isEnabled())if(d.cellEditor.isContentEditing()){var n=d.getSelectedElement(),r=d.getParentByName(n,"A",d.cellEditor.textarea),x="";if(null==r&&null!=n&&null!=n.getElementsByTagName)for(var B=n.getElementsByTagName("a"), -C=0;C<B.length&&null==r;C++)B[C].textContent==n.textContent&&(r=B[C]);null!=r&&"A"==r.nodeName&&(x=r.getAttribute("href")||"",d.selectNode(r));var F=d.cellEditor.saveSelection();e.showLinkDialog(x,mxResources.get("apply"),mxUtils.bind(this,function(I){d.cellEditor.restoreSelection(F);null!=I&&d.insertLink(I)}))}else d.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=k;this.addAction("autosize",function(){var n=d.getSelectionCells();if(null!=n){d.getModel().beginUpdate(); -try{for(var r=0;r<n.length;r++){var x=n[r];0<d.getModel().getChildCount(x)?d.updateGroupBounds([x],0,!0):d.updateCellSize(x)}}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){d.snapCellsToGrid(d.getSelectionCells(),d.gridSize)});this.addAction("formattedText",function(){d.stopEditing();var n=d.getCommonStyle(d.getSelectionCells());n="1"==mxUtils.getValue(n,"html","0")?null:"1";d.getModel().beginUpdate();try{for(var r=d.getEditableCells(d.getSelectionCells()), -x=0;x<r.length;x++)if(state=d.getView().getState(r[x]),null!=state){var B=mxUtils.getValue(state.style,"html","0");if("1"==B&&null==n){var C=d.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(C=C.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var F=document.createElement("div");F.innerHTML=d.sanitizeHtml(C);C=mxUtils.extractTextWithWhitespace(F.childNodes);d.cellLabelChanged(state.cell,C);d.setCellStyles("html",n,[r[x]])}else"0"==B&&"1"==n&&(C=mxUtils.htmlEntities(d.convertValueToString(state.cell), -!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(C=C.replace(/\n/g,"<br/>")),d.cellLabelChanged(state.cell,d.sanitizeHtml(C)),d.setCellStyles("html",n,[r[x]]))}e.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=n?n:"0"],"cells",r))}finally{d.getModel().endUpdate()}});this.addAction("wordWrap",function(){var n=d.getView().getState(d.getSelectionCell()),r="wrap";d.stopEditing();null!=n&&"wrap"==n.style[mxConstants.STYLE_WHITE_SPACE]&&(r=null);d.setCellStyles(mxConstants.STYLE_WHITE_SPACE, -r)});this.addAction("rotation",function(){var n="0",r=d.getView().getState(d.getSelectionCell());null!=r&&(n=r.style[mxConstants.STYLE_ROTATION]||n);n=new FilenameDialog(e,n,mxResources.get("apply"),function(x){null!=x&&0<x.length&&d.setCellStyles(mxConstants.STYLE_ROTATION,x)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");e.showDialog(n.container,375,80,!0,!0);n.init()});this.addAction("resetView",function(){d.zoomTo(1);e.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", -function(n){d.isFastZoomEnabled()?d.lazyZoom(!0,!0,e.buttonZoomDelay):d.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(n){d.isFastZoomEnabled()?d.lazyZoom(!1,!0,e.buttonZoomDelay):d.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var n=d.isSelectionEmpty()?d.getGraphBounds():d.getBoundingBox(d.getSelectionCells()),r=d.view.translate,x=d.view.scale;n.x=n.x/x-r.x;n.y=n.y/x-r.y;n.width/=x; -n.height/=x;null!=d.backgroundImage&&(n=mxRectangle.fromRectangle(n),n.add(new mxRectangle(0,0,d.backgroundImage.width,d.backgroundImage.height)));0==n.width||0==n.height?(d.zoomTo(1),e.resetScrollbars()):(r=Editor.fitWindowBorders,null!=r&&(n.x-=r.x,n.y-=r.y,n.width+=r.width+r.x,n.height+=r.height+r.y),d.fitWindow(n))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var n=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20* -Math.min((d.container.clientWidth-10)/n.width/r,(d.container.clientHeight-10)/n.height/r))/20);mxUtils.hasScrollbars(d.container)&&(n=d.getPagePadding(),d.container.scrollTop=n.y*d.view.scale-1,d.container.scrollLeft=Math.min(n.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var n=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20*Math.min((d.container.clientWidth- -10)/(2*n.width)/r,(d.container.clientHeight-10)/n.height/r))/20);mxUtils.hasScrollbars(d.container)&&(n=d.getPagePadding(),d.container.scrollTop=Math.min(n.y,(d.container.scrollHeight-d.container.clientHeight)/2),d.container.scrollLeft=Math.min(n.x,(d.container.scrollWidth-d.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();d.zoomTo(Math.floor(20*(d.container.clientWidth-10)/d.pageFormat.width/ -d.pageScale)/20);if(mxUtils.hasScrollbars(d.container)){var n=d.getPagePadding();d.container.scrollLeft=Math.min(n.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var n=new FilenameDialog(this.editorUi,parseInt(100*d.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&d.zoomTo(r/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(n.container, -300,80,!0,!0);n.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var n=new FilenameDialog(this.editorUi,parseInt(100*d.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&(r=new ChangePageSetup(e,null,null,null,r/100),r.ignoreColor=!0,r.ignoreImage=!0,d.model.execute(r))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(n.container,300,80,!0,!0);n.init()}));var m=null;m=this.addAction("grid", -function(){d.setGridEnabled(!d.isGridEnabled());d.defaultGridEnabled=d.isGridEnabled();e.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");m.setToggleAction(!0);m.setSelectedCallback(function(){return d.isGridEnabled()});m.setEnabled(!1);m=this.addAction("guides",function(){d.graphHandler.guidesEnabled=!d.graphHandler.guidesEnabled;e.fireEvent(new mxEventObject("guidesEnabledChanged"))});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.graphHandler.guidesEnabled}); -m.setEnabled(!1);m=this.addAction("tooltips",function(){d.tooltipHandler.setEnabled(!d.tooltipHandler.isEnabled());e.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.tooltipHandler.isEnabled()});m=this.addAction("collapseExpand",function(){var n=new ChangePageSetup(e);n.ignoreColor=!0;n.ignoreImage=!0;n.foldingEnabled=!d.foldingEnabled;d.model.execute(n)});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.foldingEnabled}); -m.isEnabled=k;m=this.addAction("scrollbars",function(){e.setScrollbars(!e.hasScrollbars())});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.scrollbars});m=this.addAction("pageView",mxUtils.bind(this,function(){e.setPageVisible(!d.pageVisible)}));m.setToggleAction(!0);m.setSelectedCallback(function(){return d.pageVisible});m=this.addAction("connectionArrows",function(){d.connectionArrowsEnabled=!d.connectionArrowsEnabled;e.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, -null,"Alt+Shift+A");m.setToggleAction(!0);m.setSelectedCallback(function(){return d.connectionArrowsEnabled});m=this.addAction("connectionPoints",function(){d.setConnectable(!d.connectionHandler.isEnabled());e.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");m.setToggleAction(!0);m.setSelectedCallback(function(){return d.connectionHandler.isEnabled()});m=this.addAction("copyConnect",function(){d.connectionHandler.setCreateTarget(!d.connectionHandler.isCreateTarget()); -e.fireEvent(new mxEventObject("copyConnectChanged"))});m.setToggleAction(!0);m.setSelectedCallback(function(){return d.connectionHandler.isCreateTarget()});m.isEnabled=k;m=this.addAction("autosave",function(){e.editor.setAutosave(!e.editor.autosave)});m.setToggleAction(!0);m.setSelectedCallback(function(){return e.editor.autosave});m.isEnabled=k;m.visible=!1;this.addAction("help",function(){var n="";mxResources.isLanguageSupported(mxClient.language)&&(n="_"+mxClient.language);d.openLink(RESOURCES_PATH+ -"/help"+n+".html")});var u=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){u||(e.showDialog((new AboutDialog(e)).container,320,280,!0,!0,function(){u=!1}),u=!0)}));m=mxUtils.bind(this,function(n,r,x,B){return this.addAction(n,function(){if(null!=x&&d.cellEditor.isContentEditing())x();else{d.stopEditing(!1);d.getModel().beginUpdate();try{var C=d.getEditableCells(d.getSelectionCells());d.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,r,C);(r&mxConstants.FONT_BOLD)== -mxConstants.FONT_BOLD?d.updateLabelElements(C,function(I){I.style.fontWeight=null;"B"==I.nodeName&&d.replaceElement(I)}):(r&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?d.updateLabelElements(C,function(I){I.style.fontStyle=null;"I"==I.nodeName&&d.replaceElement(I)}):(r&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&d.updateLabelElements(C,function(I){I.style.textDecoration=null;"U"==I.nodeName&&d.replaceElement(I)});for(var F=0;F<C.length;F++)0==d.model.getChildCount(C[F])&&d.autoSizeCell(C[F], -!1)}finally{d.getModel().endUpdate()}}},null,null,B)});m("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");m("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");m("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){e.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", +StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var h=this.editorUi.getSelectionState(),q=c.apply(this,arguments);"umlFrame"==h.style.shape&&q.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return q}}();mxMarker.addMarker("dash",function(c,h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-N/2-Ba/2,l.y-Ba/2+N/2);c.lineTo(l.x+Ba/2-3*N/2,l.y-3*Ba/2-N/2);c.stroke()}});mxMarker.addMarker("box", +function(c,h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1),Qa=l.x+N/2,Ja=l.y+Ba/2;l.x-=N;l.y-=Ba;return function(){c.begin();c.moveTo(Qa-N/2-Ba/2,Ja-Ba/2+N/2);c.lineTo(Qa-N/2+Ba/2,Ja-Ba/2-N/2);c.lineTo(Qa+Ba/2-3*N/2,Ja-3*Ba/2-N/2);c.lineTo(Qa-Ba/2-3*N/2,Ja-3*Ba/2+N/2);c.close();Z?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1);return function(){c.begin();c.moveTo(l.x-N/2-Ba/2,l.y-Ba/2+N/2);c.lineTo(l.x+Ba/2-3*N/2,l.y-3*Ba/2-N/2); +c.moveTo(l.x-N/2+Ba/2,l.y-Ba/2-N/2);c.lineTo(l.x-Ba/2-3*N/2,l.y-3*Ba/2+N/2);c.stroke()}});mxMarker.addMarker("circle",Pa);mxMarker.addMarker("circlePlus",function(c,h,q,l,p,v,w,I,y,Z){var N=l.clone(),Ba=Pa.apply(this,arguments),Qa=p*(w+2*y),Ja=v*(w+2*y);return function(){Ba.apply(this,arguments);c.begin();c.moveTo(N.x-p*y,N.y-v*y);c.lineTo(N.x-2*Qa+p*y,N.y-2*Ja+v*y);c.moveTo(N.x-Qa-Ja+v*y,N.y-Ja+Qa-p*y);c.lineTo(N.x+Ja-Qa-v*y,N.y-Ja-Qa+p*y);c.stroke()}});mxMarker.addMarker("halfCircle",function(c, +h,q,l,p,v,w,I,y,Z){var N=p*(w+y+1),Ba=v*(w+y+1),Qa=l.clone();l.x-=N;l.y-=Ba;return function(){c.begin();c.moveTo(Qa.x-Ba,Qa.y+N);c.quadTo(l.x-Ba,l.y+N,l.x,l.y);c.quadTo(l.x+Ba,l.y-N,Qa.x+Ba,Qa.y-N);c.stroke()}});mxMarker.addMarker("async",function(c,h,q,l,p,v,w,I,y,Z){h=p*y*1.118;q=v*y*1.118;p*=w+y;v*=w+y;var N=l.clone();N.x-=h;N.y-=q;l.x+=-p-h;l.y+=-v-q;return function(){c.begin();c.moveTo(N.x,N.y);I?c.lineTo(N.x-p-v/2,N.y-v+p/2):c.lineTo(N.x+v/2-p,N.y-v-p/2);c.lineTo(N.x-p,N.y-v);c.close();Z?c.fillAndStroke(): +c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(h,q,l,p,v,w,I,y,Z,N){v*=I+Z;w*=I+Z;var Ba=p.clone();return function(){h.begin();h.moveTo(Ba.x,Ba.y);y?h.lineTo(Ba.x-v-w/c,Ba.y-w+v/c):h.lineTo(Ba.x+w/c-v,Ba.y-w-v/c);h.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var mb=function(c,h,q){return Wa(c,["width"],h,function(l,p,v,w,I){I=c.shape.getEdgeWidth()*c.view.scale+q;return new mxPoint(w.x+p*l/4+v*I/2,w.y+v*l/4-p*I/2)},function(l,p,v,w,I,y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x, +w.y,I.x,I.y,y.x,y.y));c.style.width=Math.round(2*l)/c.view.scale-q})},Wa=function(c,h,q,l,p){return Ra(c,h,function(v){var w=c.absolutePoints,I=w.length-1;v=c.view.translate;var y=c.view.scale,Z=q?w[0]:w[I];w=q?w[1]:w[I-1];I=w.x-Z.x;var N=w.y-Z.y,Ba=Math.sqrt(I*I+N*N);Z=l.call(this,Ba,I/Ba,N/Ba,Z,w);return new mxPoint(Z.x/y-v.x,Z.y/y-v.y)},function(v,w,I){var y=c.absolutePoints,Z=y.length-1;v=c.view.translate;var N=c.view.scale,Ba=q?y[0]:y[Z];y=q?y[1]:y[Z-1];Z=y.x-Ba.x;var Qa=y.y-Ba.y,Ja=Math.sqrt(Z* +Z+Qa*Qa);w.x=(w.x+v.x)*N;w.y=(w.y+v.y)*N;p.call(this,Ja,Z/Ja,Qa/Ja,Ba,y,w,I)})},gb=function(c,h){return function(q){return[Wa(q,["startWidth"],!0,function(l,p,v,w,I){I=mxUtils.getNumber(q.style,"startWidth",c)*q.view.scale+h;return new mxPoint(w.x+p*l/4+v*I/2,w.y+v*l/4-p*I/2)},function(l,p,v,w,I,y){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));q.style.startWidth=Math.round(2*l)/q.view.scale-h})]}},hb=function(c){return function(h){return[Ra(h,["arrowWidth","arrowSize"],function(q){var l= +Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",ca.prototype.arrowWidth))),p=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",ca.prototype.arrowSize)));return new mxPoint(q.x+(1-p)*q.width,q.y+(1-l)*q.height/2)},function(q,l){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(q.y+q.height/2-l.y)/q.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(q.x+q.width-l.x)/q.width))})]}},Xa=function(c){return function(h){return[Ra(h,["size"],function(q){var l= +Math.max(0,Math.min(.5*q.height,parseFloat(mxUtils.getValue(this.state.style,"size",c))));return new mxPoint(q.x,q.y+l)},function(q,l){this.state.style.size=Math.max(0,l.y-q.y)},!0)]}},sb=function(c,h,q){return function(l){var p=[Ra(l,["size"],function(v){var w=Math.max(0,Math.min(v.width,Math.min(v.height,parseFloat(mxUtils.getValue(this.state.style,"size",h)))))*c;return new mxPoint(v.x+w,v.y+w)},function(v,w){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(v.width,w.x-v.x),Math.min(v.height, +w.y-v.y)))/c)},!1)];q&&mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},qb=function(c,h,q,l,p){q=null!=q?q:.5;return function(v){var w=[Ra(v,["size"],function(I){var y=null!=p?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,Z=parseFloat(mxUtils.getValue(this.state.style,"size",y?p:c));return new mxPoint(I.x+Math.max(0,Math.min(.5*I.width,Z*(y?1:I.width))),I.getCenterY())},function(I,y,Z){I=null!=p&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")? +y.x-I.x:Math.max(0,Math.min(q,(y.x-I.x)/I.width));this.state.style.size=I},!1,l)];h&&mxUtils.getValue(v.style,mxConstants.STYLE_ROUNDED,!1)&&w.push(fb(v));return w}},ub=function(c,h,q){c=null!=c?c:.5;return function(l){var p=[Ra(l,["size"],function(v){var w=null!=q?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,I=Math.max(0,parseFloat(mxUtils.getValue(this.state.style,"size",w?q:h)));return new mxPoint(v.x+Math.min(.75*v.width*c,I*(w?.75:.75*v.width)),v.y+v.height/4)},function(v,w){v= +null!=q&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?w.x-v.x:Math.max(0,Math.min(c,(w.x-v.x)/v.width*.75));this.state.style.size=v},!1,!0)];mxUtils.getValue(l.style,mxConstants.STYLE_ROUNDED,!1)&&p.push(fb(l));return p}},nb=function(){return function(c){var h=[];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h}},fb=function(c,h){return Ra(c,[mxConstants.STYLE_ARCSIZE],function(q){var l=null!=h?h:q.height/8;if("1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE, +0)){var p=mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;return new mxPoint(q.x+q.width-Math.min(q.width/2,p),q.y+l)}p=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(q.x+q.width-Math.min(Math.max(q.width/2,q.height/2),Math.min(q.width,q.height)*p),q.y+l)},function(q,l,p){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]= +Math.round(Math.max(0,Math.min(q.width,2*(q.x+q.width-l.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(q.width-l.x+q.x)/Math.min(q.width,q.height))))})},Ra=function(c,h,q,l,p,v,w){var I=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);I.execute=function(Z){for(var N=0;N<h.length;N++)this.copyStyle(h[N]);w&&w(Z)};I.getPosition=q;I.setPosition=l;I.ignoreGrid=null!=p?p:!0;if(v){var y=I.positionChanged;I.positionChanged=function(){y.apply(this, +arguments);c.view.invalidate(this.state.cell);c.view.validate()}}return I},rb={link:function(c){return[mb(c,!0,10),mb(c,!1,10)]},flexArrow:function(c){var h=c.view.graph.gridSize/c.view.scale,q=[];mxUtils.getValue(c.style,mxConstants.STYLE_STARTARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Wa(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(l,p,v,w,I){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE, +mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= +c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(Z.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),q.push(Wa(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(l,p,v,w,I){l=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/ +5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)+v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)-p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= +c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(Z.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<h/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]),Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<h&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(q.push(Wa(c, +["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,I){l=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)-v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]= +Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*l)/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(Z.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})),q.push(Wa(c,["startWidth","endWidth", +mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(l,p,v,w,I){l=(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;I=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(w.x+p*(I+c.shape.strokewidth*c.view.scale)-v*l/2,w.y+v*(I+c.shape.strokewidth*c.view.scale)+p*l/2)},function(l,p,v,w,I,y,Z){l=Math.sqrt(mxUtils.ptSegDistSq(w.x,w.y,I.x,I.y,y.x,y.y));p=mxUtils.ptLineDist(w.x,w.y,w.x+v,w.y-p,y.x,y.y);c.style[mxConstants.STYLE_ENDSIZE]= +Math.round(100*(p-c.shape.strokewidth)/3)/100/c.view.scale;c.style.endWidth=Math.max(0,Math.round(2*l)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(Z.getEvent())||mxEvent.isControlDown(Z.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE],c.style.startWidth=c.style.endWidth;mxEvent.isAltDown(Z.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<h/6&&(c.style[mxConstants.STYLE_ENDSIZE]= +c.style[mxConstants.STYLE_STARTSIZE]),Math.abs(parseFloat(c.style.endWidth)-parseFloat(c.style.startWidth))<h&&(c.style.endWidth=c.style.startWidth))})));return q},swimlane:function(c){var h=[];if(mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED)){var q=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));h.push(fb(c,q/2))}h.push(Ra(c,[mxConstants.STYLE_STARTSIZE],function(l){var p=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE)); +return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL,1)?new mxPoint(l.getCenterX(),l.y+Math.max(0,Math.min(l.height,p))):new mxPoint(l.x+Math.max(0,Math.min(l.width,p)),l.getCenterY())},function(l,p){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style,mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(l.height,p.y-l.y))):Math.round(Math.max(0,Math.min(l.width,p.x-l.x)))},!1,null,function(l){var p=c.view.graph;if(!mxEvent.isShiftDown(l.getEvent())&&!mxEvent.isControlDown(l.getEvent())&& +(p.isTableRow(c.cell)||p.isTableCell(c.cell))){l=p.getSwimlaneDirection(c.style);var v=p.model.getParent(c.cell);v=p.model.getChildCells(v,!0);for(var w=[],I=0;I<v.length;I++)v[I]!=c.cell&&p.isSwimlane(v[I])&&p.getSwimlaneDirection(p.getCurrentCellStyle(v[I]))==l&&w.push(v[I]);p.setCellStyles(mxConstants.STYLE_STARTSIZE,c.style[mxConstants.STYLE_STARTSIZE],w)}}));return h},label:nb(),ext:nb(),rectangle:nb(),triangle:nb(),rhombus:nb(),umlLifeline:function(c){return[Ra(c,["size"],function(h){var q= +Math.max(0,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",da.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},umlFrame:function(c){return[Ra(c,["width","height"],function(h){var q=Math.max(pa.prototype.corner,Math.min(h.width,mxUtils.getValue(this.state.style,"width",pa.prototype.width))),l=Math.max(1.5*pa.prototype.corner,Math.min(h.height,mxUtils.getValue(this.state.style, +"height",pa.prototype.height)));return new mxPoint(h.x+q,h.y+l)},function(h,q){this.state.style.width=Math.round(Math.max(pa.prototype.corner,Math.min(h.width,q.x-h.x)));this.state.style.height=Math.round(Math.max(1.5*pa.prototype.corner,Math.min(h.height,q.y-h.y)))},!1)]},process:function(c){var h=[Ra(c,["size"],function(q){var l="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),p=parseFloat(mxUtils.getValue(this.state.style,"size",X.prototype.size));return l?new mxPoint(q.x+p,q.y+q.height/ +4):new mxPoint(q.x+q.width*p,q.y+q.height/4)},function(q,l){q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(.5*q.width,l.x-q.x)):Math.max(0,Math.min(.5,(l.x-q.x)/q.width));this.state.style.size=q},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},cross:function(c){return[Ra(c,["size"],function(h){var q=Math.min(h.width,h.height);q=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"size",Ia.prototype.size)))*q/2;return new mxPoint(h.getCenterX()- +q,h.getCenterY()-q)},function(h,q){var l=Math.min(h.width,h.height);this.state.style.size=Math.max(0,Math.min(1,Math.min(Math.max(0,h.getCenterY()-q.y)/l*2,Math.max(0,h.getCenterX()-q.x)/l*2)))})]},note:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",u.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+ +h.width-q.x),Math.min(h.height,q.y-h.y))))})]},note2:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(h.width,Math.min(h.height,parseFloat(mxUtils.getValue(this.state.style,"size",m.prototype.size)))));return new mxPoint(h.x+h.width-q,h.y+q)},function(h,q){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(h.width,h.x+h.width-q.x),Math.min(h.height,q.y-h.y))))})]},manualInput:function(c){var h=[Ra(c,["size"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style, +"size",Ya.prototype.size)));return new mxPoint(q.x+q.width/4,q.y+3*l/4)},function(q,l){this.state.style.size=Math.round(Math.max(0,Math.min(q.height,4*(l.y-q.y)/3)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},dataStorage:function(c){return[Ra(c,["size"],function(h){var q="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),l=parseFloat(mxUtils.getValue(this.state.style,"size",q?z.prototype.fixedSize:z.prototype.size));return new mxPoint(h.x+h.width-l* +(q?1:h.width),h.getCenterY())},function(h,q){h="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(h.width,h.x+h.width-q.x)):Math.max(0,Math.min(1,(h.x+h.width-q.x)/h.width));this.state.style.size=h},!1)]},callout:function(c){var h=[Ra(c,["size","position"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",fa.prototype.size))),p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",fa.prototype.position)));mxUtils.getValue(this.state.style, +"base",fa.prototype.base);return new mxPoint(q.x+p*q.width,q.y+q.height-l)},function(q,l){mxUtils.getValue(this.state.style,"base",fa.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(q.height,q.y+q.height-l.y)));this.state.style.position=Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["position2"],function(q){var l=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",fa.prototype.position2)));return new mxPoint(q.x+l*q.width,q.y+q.height)}, +function(q,l){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1,(l.x-q.x)/q.width)))/100},!1),Ra(c,["base"],function(q){var l=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"size",fa.prototype.size))),p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",fa.prototype.position))),v=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"base",fa.prototype.base)));return new mxPoint(q.x+Math.min(q.width,p*q.width+v),q.y+q.height-l)},function(q,l){var p= +Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",fa.prototype.position)));this.state.style.base=Math.round(Math.max(0,Math.min(q.width,l.x-q.x-p*q.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},internalStorage:function(c){var h=[Ra(c,["dx","dy"],function(q){var l=Math.max(0,Math.min(q.width,mxUtils.getValue(this.state.style,"dx",Va.prototype.dx))),p=Math.max(0,Math.min(q.height,mxUtils.getValue(this.state.style,"dy",Va.prototype.dy))); +return new mxPoint(q.x+l,q.y+p)},function(q,l){this.state.style.dx=Math.round(Math.max(0,Math.min(q.width,l.x-q.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(q.height,l.y-q.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&h.push(fb(c));return h},module:function(c){return[Ra(c,["jettyWidth","jettyHeight"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"jettyWidth",Ca.prototype.jettyWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style, +"jettyHeight",Ca.prototype.jettyHeight)));return new mxPoint(h.x+q/2,h.y+2*l)},function(h,q){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(h.height,q.y-h.y))/2)})]},corner:function(c){return[Ra(c,["dx","dy"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",Za.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",Za.prototype.dy)));return new mxPoint(h.x+ +q,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0,Math.min(h.width,q.x-h.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},tee:function(c){return[Ra(c,["dx","dy"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"dx",bb.prototype.dx))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style,"dy",bb.prototype.dy)));return new mxPoint(h.x+(h.width+q)/2,h.y+l)},function(h,q){this.state.style.dx=Math.round(Math.max(0, +2*Math.min(h.width/2,q.x-h.x-h.width/2)));this.state.style.dy=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},singleArrow:hb(1),doubleArrow:hb(.5),"mxgraph.arrows2.wedgeArrow":gb(20,20),"mxgraph.arrows2.wedgeArrowDashed":gb(20,20),"mxgraph.arrows2.wedgeArrowDashed2":gb(20,20),folder:function(c){return[Ra(c,["tabWidth","tabHeight"],function(h){var q=Math.max(0,Math.min(h.width,mxUtils.getValue(this.state.style,"tabWidth",F.prototype.tabWidth))),l=Math.max(0,Math.min(h.height,mxUtils.getValue(this.state.style, +"tabHeight",F.prototype.tabHeight)));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(q=h.width-q);return new mxPoint(h.x+q,h.y+l)},function(h,q){var l=Math.max(0,Math.min(h.width,q.x-h.x));mxUtils.getValue(this.state.style,"tabPosition",F.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(l=h.width-l);this.state.style.tabWidth=Math.round(l);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(h.height,q.y-h.y)))},!1)]},document:function(c){return[Ra(c, +["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",R.prototype.size))));return new mxPoint(h.x+3*h.width/4,h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},tape:function(c){return[Ra(c,["size"],function(h){var q=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",O.prototype.size))));return new mxPoint(h.getCenterX(),h.y+q*h.height/2)},function(h,q){this.state.style.size= +Math.max(0,Math.min(1,(q.y-h.y)/h.height*2))},!1)]},isoCube2:function(c){return[Ra(c,["isoAngle"],function(h){var q=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",r.isoAngle))))*Math.PI/200;return new mxPoint(h.x,h.y+Math.min(h.width*Math.tan(q),.5*h.height))},function(h,q){this.state.style.isoAngle=Math.max(0,50*(q.y-h.y)/h.height)},!0)]},cylinder2:Xa(x.prototype.size),cylinder3:Xa(B.prototype.size),offPageConnector:function(c){return[Ra(c,["size"],function(h){var q= +Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",L.prototype.size))));return new mxPoint(h.getCenterX(),h.y+(1-q)*h.height)},function(h,q){this.state.style.size=Math.max(0,Math.min(1,(h.y+h.height-q.y)/h.height))},!1)]},"mxgraph.basic.rect":function(c){var h=[Graph.createHandle(c,["size"],function(q){var l=Math.max(0,Math.min(q.width/2,q.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(q.x+l,q.y+l)},function(q,l){this.state.style.size= +Math.round(100*Math.max(0,Math.min(q.height/2,q.width/2,l.x-q.x)))/100})];c=Graph.createHandle(c,["indent"],function(q){var l=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(q.x+.75*q.width,q.y+l*q.height/200)},function(q,l){this.state.style.indent=Math.round(100*Math.max(0,Math.min(100,200*(l.y-q.y)/q.height)))/100});h.push(c);return h},step:qb(sa.prototype.size,!0,null,!0,sa.prototype.fixedSize),hexagon:qb(K.prototype.size,!0,.5,!0,K.prototype.fixedSize), +curlyBracket:qb(aa.prototype.size,!1),display:qb(Fa.prototype.size,!1),cube:sb(1,e.prototype.size,!1),card:sb(.5,C.prototype.size,!0),loopLimit:sb(.5,H.prototype.size,!0),trapezoid:ub(.5,Q.prototype.size,Q.prototype.fixedSize),parallelogram:ub(1,T.prototype.size,T.prototype.fixedSize)};Graph.createHandle=Ra;Graph.handleFactory=rb;var tb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=tb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var h= +this.state.style.shape;null==mxCellRenderer.defaultShapes[h]&&null==mxStencilRegistry.getStencil(h)?h=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(h=mxConstants.SHAPE_SWIMLANE);h=rb[h];null==h&&null!=this.state.shape&&this.state.shape.isRoundable()&&(h=rb[mxConstants.SHAPE_RECTANGLE]);null!=h&&(h=h(this.state),null!=h&&(c=null==c?h:c.concat(h)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&& +null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR);c=rb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var ib=new mxPoint(1,0),jb=new mxPoint(1,0),lb=mxUtils.toRadians(-30);ib=mxUtils.getRotatedPoint(ib,Math.cos(lb),Math.sin(lb));var ob=mxUtils.toRadians(-150);jb=mxUtils.getRotatedPoint(jb,Math.cos(ob),Math.sin(ob));mxEdgeStyle.IsometricConnector=function(c,h,q,l,p){var v=c.view;l=null!=l&&0<l.length?l[0]:null;var w=c.absolutePoints, +I=w[0];w=w[w.length-1];null!=l&&(l=v.transformControlPoint(c,l));null==I&&null!=h&&(I=new mxPoint(h.getCenterX(),h.getCenterY()));null==w&&null!=q&&(w=new mxPoint(q.getCenterX(),q.getCenterY()));var y=ib.x,Z=ib.y,N=jb.x,Ba=jb.y,Qa="horizontal"==mxUtils.getValue(c.style,"elbow","horizontal");if(null!=w&&null!=I){c=function(ka,oa,na){ka-=Ja.x;var ma=oa-Ja.y;oa=(Ba*ka-N*ma)/(y*Ba-Z*N);ka=(Z*ka-y*ma)/(Z*N-y*Ba);Qa?(na&&(Ja=new mxPoint(Ja.x+y*oa,Ja.y+Z*oa),p.push(Ja)),Ja=new mxPoint(Ja.x+N*ka,Ja.y+Ba* +ka)):(na&&(Ja=new mxPoint(Ja.x+N*ka,Ja.y+Ba*ka),p.push(Ja)),Ja=new mxPoint(Ja.x+y*oa,Ja.y+Z*oa));p.push(Ja)};var Ja=I;null==l&&(l=new mxPoint(I.x+(w.x-I.x)/2,I.y+(w.y-I.y)/2));c(l.x,l.y,!0);c(w.x,w.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector);var yb=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,h){if(h==mxEdgeStyle.IsometricConnector){var q=new mxElbowEdgeHandler(c);q.snapToTerminals=!1;return q}return yb.apply(this,arguments)}; +d.prototype.constraints=[];k.prototype.getConstraints=function(c,h,q){c=[];var l=Math.tan(mxUtils.toRadians(30)),p=(.5-l)/2;l=Math.min(h,q/(.5+l));h=(h-l)/2;q=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+.5*l,q+l*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.25*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h+l,q+.75*l));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h+.5*l,q+(1-p)*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q+.75*l));return c};r.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;l=Math.min(h*Math.tan(l),.5*q);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));return c};fa.prototype.getConstraints=function(c,h,q){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var l=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style, +"position",this.position));var p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h,.5*(q-l)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25, +0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(.25, +1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0, +.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];Ea.prototype.constraints=mxRectangleShape.prototype.constraints;mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints=mxRectangleShape.prototype.constraints;V.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;u.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style, +"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5, +1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};C.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),0));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));h>=2*l&&c.push(new mxConnectionConstraint(new mxPoint(.5, +0),!1));return c};e.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,Math.min(q,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,h,.5*(q+l)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-l)));return c};B.prototype.getConstraints=function(c,h,q){c=[];h=Math.max(0,Math.min(q, +parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0, +1),!1,null,0,-h));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,h+.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-h-.5*(.5*q-h)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*h));c.push(new mxConnectionConstraint(new mxPoint(.855, +1),!1,null,0,.29*-h));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-h));return c};F.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-.5*l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,p)),c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(h-l),p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null, +0,.25*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.75*(q-p)+p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Va.prototype.constraints=mxRectangleShape.prototype.constraints;z.prototype.constraints= +mxRectangleShape.prototype.constraints;W.prototype.constraints=mxEllipse.prototype.constraints;ia.prototype.constraints=mxEllipse.prototype.constraints;ea.prototype.constraints=mxEllipse.prototype.constraints;Ma.prototype.constraints=mxEllipse.prototype.constraints;Ya.prototype.constraints=mxRectangleShape.prototype.constraints;La.prototype.constraints=mxRectangleShape.prototype.constraints;Fa.prototype.getConstraints=function(c,h,q){c=[];var l=Math.min(h,q/2),p=Math.min(h-l,Math.max(0,parseFloat(mxUtils.getValue(this.style, +"size",this.size)))*h);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(p+h-l),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(p+h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,p,q));return c};Ca.prototype.getConstraints=function(c,h,q){h=parseFloat(mxUtils.getValue(c,"jettyWidth",Ca.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c,"jettyHeight",Ca.prototype.jettyHeight));var l=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,h),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1, +.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null,h),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(q- +.5*c,3.5*c))];q>5*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,h));q>8*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null,h));q>15*c&&l.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,h));return l};H.prototype.constraints=mxRectangleShape.prototype.constraints;L.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0), +new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1,.3),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.7),!0),new mxConnectionConstraint(new mxPoint(.15,.95),!1),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.85,.95),!1)];U.prototype.constraints= +[new mxConnectionConstraint(new mxPoint(.25,.1),!1),new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.75,.1),!1),new mxConnectionConstraint(new mxPoint(0,1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];qa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5, +0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];mxActor.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5, +0),!0),new mxConnectionConstraint(new mxPoint(.25,.2),!1),new mxConnectionConstraint(new mxPoint(.1,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.75,.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];D.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, +0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];O.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0, +.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,.65),!1),new mxConnectionConstraint(new mxPoint(.25,1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];sa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5, +1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75, +.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];wa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.5,1),!1)];mxDoubleEllipse.prototype.constraints=mxEllipse.prototype.constraints;mxRhombus.prototype.constraints=mxEllipse.prototype.constraints;mxTriangle.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.5, +0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0)];mxHexagon.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.375,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.625,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1, +.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.375,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.625,1),!0)];mxCloud.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.25),!1),new mxConnectionConstraint(new mxPoint(.4,.1),!1),new mxConnectionConstraint(new mxPoint(.16,.55),!1),new mxConnectionConstraint(new mxPoint(.07,.4),!1),new mxConnectionConstraint(new mxPoint(.31,.8),!1),new mxConnectionConstraint(new mxPoint(.13, +.77),!1),new mxConnectionConstraint(new mxPoint(.8,.8),!1),new mxConnectionConstraint(new mxPoint(.55,.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];T.prototype.constraints=mxRectangleShape.prototype.constraints;Q.prototype.constraints=mxRectangleShape.prototype.constraints;R.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25, +0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;bb.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0, +Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1, +null,.75*h+.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-l),.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0,0), +!1,null,.5*(h-l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*h-.25*l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*p));return c};Za.prototype.getConstraints=function(c,h,q){c=[];var l=Math.max(0,Math.min(h,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),p=Math.max(0,Math.min(q,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0), +!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+l),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(q+p)));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,q));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));return c};kb.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75, +.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];ca.prototype.getConstraints=function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h-p),q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,q-l));return c};t.prototype.getConstraints=function(c,h,q){c=[];var l=q*Math.max(0,Math.min(1, +parseFloat(mxUtils.getValue(this.style,"arrowWidth",ca.prototype.arrowWidth)))),p=h*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",ca.prototype.arrowSize))));l=(q-l)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5), +!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h-p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*h,q-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q));return c};Ia.prototype.getConstraints=function(c,h,q){c=[];var l=Math.min(q,h),p=Math.max(0,Math.min(l,l*parseFloat(mxUtils.getValue(this.style,"size",this.size))));l=(q-p)/2;var v=l+p,w=(h-p)/2;p=w+p;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,w,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,q));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,p,q));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,q-.5*l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,l));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,h,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(h+p),v));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*w,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,w,l));return c};da.prototype.constraints=null;A.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, +.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];E.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7, +.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];Ha.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ua.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)]})();function Actions(a){this.editorUi=a;this.actions={};this.init()} +Actions.prototype.init=function(){function a(m){d.escape();m=d.deleteCells(d.getDeletableCells(d.getSelectionCells()),m);null!=m&&d.setSelectionCells(m)}function b(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{for(var m=d.getSelectionCells(),r=0;r<m.length;r++)d.cellLabelChanged(m[r],"")}finally{d.getModel().endUpdate()}}}function f(m,r,x,B,D){D.getModel().beginUpdate();try{var F=D.getCellGeometry(m);null!=F&&x&&B&&(x/=B,F=F.clone(),1<x?F.height=F.width/x:F.width=F.height*x,D.getModel().setGeometry(m, +F));D.setCellStyles(mxConstants.STYLE_CLIP_PATH,r,[m]);D.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[m])}finally{D.getModel().endUpdate()}}var e=this.editorUi,g=e.editor,d=g.graph,k=function(){return Action.prototype.isEnabled.apply(this,arguments)&&d.isEnabled()};this.addAction("new...",function(){d.openLink(e.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";e.openFile()});this.addAction("smartFit",function(){d.popupMenuHandler.hideMenu();var m=d.view.scale, +r=d.view.translate.x,x=d.view.translate.y;e.actions.get("resetView").funct();1E-5>Math.abs(m-d.view.scale)&&r==d.view.translate.x&&x==d.view.translate.y&&e.actions.get(d.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){d.isEnabled()&&(d.isSelectionEmpty()?e.actions.get("smartFit").funct():d.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){e.hideDialog()})); +window.openFile.setConsumer(mxUtils.bind(this,function(m,r){try{var x=mxUtils.parseXml(m);g.graph.setSelectionCells(g.graph.importGraphModel(x.documentElement))}catch(B){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+B.message)}}));e.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=k;this.addAction("save",function(){e.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=k;this.addAction("saveAs...",function(){e.saveFile(!0)},null, +null,Editor.ctrlKey+"+Shift+S").isEnabled=k;this.addAction("export...",function(){e.showDialog((new ExportDialog(e)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var m=new EditDiagramDialog(e);e.showDialog(m.container,620,420,!0,!1);m.init()});this.addAction("pageSetup...",function(){e.showDialog((new PageSetupDialog(e)).container,320,240,!0,!0)}).isEnabled=k;this.addAction("print...",function(){e.showDialog((new PrintDialog(e)).container,300,180,!0,!0)},null,"sprite-print", +Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(d,null,10,10)});this.addAction("undo",function(){e.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){e.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var m=null;try{m=e.copyXml(),null!=m&&d.removeCells(m,!1)}catch(r){}null==m&&mxClipboard.cut(d)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{e.copyXml()}catch(m){}try{mxClipboard.copy(d)}catch(m){e.handleError(m)}}, +null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var m=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(r){if(null!=r){d.getModel().beginUpdate();try{e.pasteXml(r,!0)}finally{d.getModel().endUpdate()}}else mxClipboard.paste(d)}),m=!0)}catch(r){}m||mxClipboard.paste(d)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(m){function r(B){if(null!=B){for(var D=!0,F=0;F< +B.length&&D;F++)D=D&&d.model.isEdge(B[F]);var J=d.view.translate;F=d.view.scale;var C=J.x,O=J.y;J=null;if(1==B.length&&D){var R=d.getCellGeometry(B[0]);null!=R&&(J=R.getTerminalPoint(!0))}J=null!=J?J:d.getBoundingBoxFromGeometry(B,D);null!=J&&(D=Math.round(d.snap(d.popupMenuHandler.triggerX/F-C)),F=Math.round(d.snap(d.popupMenuHandler.triggerY/F-O)),d.cellsMoved(B,D-J.x,F-J.y))}}function x(){d.getModel().beginUpdate();try{r(mxClipboard.paste(d))}finally{d.getModel().endUpdate()}}if(d.isEnabled()&& +!d.isCellLocked(d.getDefaultParent())){m=!1;try{Editor.enableNativeCipboard&&(e.readGraphModelFromClipboard(function(B){if(null!=B){d.getModel().beginUpdate();try{r(e.pasteXml(B,!0))}finally{d.getModel().endUpdate()}}else x()}),m=!0)}catch(B){}m||x()}});this.addAction("copySize",function(){var m=d.getSelectionCell();d.isEnabled()&&null!=m&&d.getModel().isVertex(m)&&(m=d.getCellGeometry(m),null!=m&&(e.copiedSize=new mxRectangle(m.x,m.y,m.width,m.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", +function(){if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedSize){d.getModel().beginUpdate();try{for(var m=d.getResizableCells(d.getSelectionCells()),r=0;r<m.length;r++)if(d.getModel().isVertex(m[r])){var x=d.getCellGeometry(m[r]);null!=x&&(x=x.clone(),x.width=e.copiedSize.width,x.height=e.copiedSize.height,d.getModel().setGeometry(m[r],x))}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var m=d.getSelectionCell()||d.getModel().getRoot();d.isEnabled()&& +null!=m&&(m=m.cloneValue(),null==m||isNaN(m.nodeType)||(e.copiedValue=m))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(m,r){function x(F,J){var C=B.getValue(F);J=F.cloneValue(J);J.removeAttribute("placeholders");null==C||isNaN(C.nodeType)||J.setAttribute("placeholders",C.getAttribute("placeholders"));null!=m&&mxEvent.isShiftDown(m)||J.setAttribute("label",d.convertValueToString(F));B.setValue(F,J)}m=null!=r?r:m;var B=d.getModel();if(d.isEnabled()&&!d.isSelectionEmpty()&&null!=e.copiedValue){B.beginUpdate(); +try{var D=d.getEditableCells(d.getSelectionCells());if(0==D.length)x(B.getRoot(),e.copiedValue);else for(r=0;r<D.length;r++)x(D[r],e.copiedValue)}finally{B.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(m,r){m=null!=r?r:m;null!=m&&mxEvent.isShiftDown(m)?b():a(null!=m&&(mxEvent.isControlDown(m)||mxEvent.isMetaDown(m)||mxEvent.isAltDown(m)))},null,null,"Delete");this.addAction("deleteAll",function(){a(!0)});this.addAction("deleteLabels",function(){b()},null,null,Editor.ctrlKey+ +"+Delete");this.addAction("duplicate",function(){try{d.setSelectionCells(d.duplicateCells()),d.scrollCellToVisible(d.getSelectionCell())}catch(m){e.handleError(m)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var m=e.getSelectionState();if(null!=m.mergeCell){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",m.rowspan,[m.mergeCell]),d.setCellStyles("colspan",m.colspan,[m.mergeCell])}finally{d.getModel().endUpdate()}}}));this.put("unmergeCells", +new Action(mxResources.get("unmerge"),function(){var m=e.getSelectionState();if(0<m.cells.length){d.getModel().beginUpdate();try{d.setCellStyles("rowspan",null,m.cells),d.setCellStyles("colspan",null,m.cells)}finally{d.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(m,r){m=null!=r?r:m;d.turnShapes(d.getResizableCells(d.getSelectionCells()),null!=m?mxEvent.isShiftDown(m):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); +this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(m){m=d.getSelectionCell();d.isEnabled()&&null!=m&&d.addSelectionCells(d.getEdges(m))}));this.addAction("selectVertices",function(){d.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){d.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){d.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){d.clearSelection()}, +null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!d.isSelectionEmpty()){d.getModel().beginUpdate();try{var m=d.getSelectionCells(),r=d.getCurrentCellStyle(d.getSelectionCell()),x=1==mxUtils.getValue(r,mxConstants.STYLE_EDITABLE,1)?0:1;d.setCellStyles(mxConstants.STYLE_MOVABLE,x,m);d.setCellStyles(mxConstants.STYLE_RESIZABLE,x,m);d.setCellStyles(mxConstants.STYLE_ROTATABLE,x,m);d.setCellStyles(mxConstants.STYLE_DELETABLE,x,m);d.setCellStyles(mxConstants.STYLE_EDITABLE, +x,m);d.setCellStyles("connectable",x,m)}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){d.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){d.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){d.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){d.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){d.foldCells(!1)}, +null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){d.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){d.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(m){d.orderCells(!1,null,!0)});this.addAction("sendBackward",function(m){d.orderCells(!0,null,!0)});this.addAction("group",function(){if(d.isEnabled()){var m=mxUtils.sortCells(d.getSelectionCells(),!0);1!=m.length||d.isTable(m[0])||d.isTableRow(m[0])? +(m=d.getCellsForGroup(m),1<m.length&&d.setSelectionCell(d.groupCells(null,0,m))):d.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(d.isEnabled()){var m=d.getEditableCells(d.getSelectionCells());d.model.beginUpdate();try{var r=d.ungroupCells();if(null!=m)for(var x=0;x<m.length;x++)d.model.contains(m[x])&&(0==d.model.getChildCount(m[x])&&d.model.isVertex(m[x])&&d.setCellStyles("container","0",[m[x]]),r.push(m[x]))}finally{d.model.endUpdate()}0< +r.length&&d.setSelectionCells(r)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(d.isEnabled()){var m=d.getSelectionCells();if(null!=m){for(var r=[],x=0;x<m.length;x++)d.isTableRow(m[x])||d.isTableCell(m[x])||r.push(m[x]);d.removeCellsFromParent(r)}}});this.addAction("edit",function(){d.isEnabled()&&d.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var m=d.getSelectionCell()||d.getModel().getRoot();e.showDataDialog(m)},null, +null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var m=d.getSelectionCell();if(d.isEnabled()&&null!=m&&d.isCellEditable(m)){var r="";if(mxUtils.isNode(m.value)){var x=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&m.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(x=m.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==x&&(x=m.value.getAttribute("tooltip"));null!=x&&(r=x)}r=new TextareaDialog(e,mxResources.get("editTooltip")+":",r,function(B){d.setTooltipForCell(m, +B)});e.showDialog(r.container,320,200,!0,!0);r.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var m=d.getLinkForCell(d.getSelectionCell());null!=m&&d.openLink(m)});this.addAction("editLink...",function(){var m=d.getSelectionCell();if(d.isEnabled()&&null!=m&&d.isCellEditable(m)){var r=d.getLinkForCell(m)||"";e.showLinkDialog(r,mxResources.get("apply"),function(x,B,D){x=mxUtils.trim(x);d.setLinkForCell(m,0<x.length?x:null);d.setAttributeForCell(m,"linkTarget",D)},!0,d.getLinkTargetForCell(m))}}, +null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&(d.clearSelection(),e.actions.get("image").funct())})).isEnabled=k;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&e.showLinkDialog("",mxResources.get("insert"),function(m,r,x){m=mxUtils.trim(m);if(0<m.length){var B=null,D=d.getLinkTitle(m);null!=r&&0<r.length&&(B=r[0].iconUrl, +D=r[0].name||r[0].type,D=D.charAt(0).toUpperCase()+D.substring(1),30<D.length&&(D=D.substring(0,30)+"..."));r=new mxCell(D,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=B?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+B:"spacing=10;"));r.vertex=!0;B=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry([r],!0));r.geometry.x=B.x;r.geometry.y=B.y;d.setAttributeForCell(r,"linkTarget",x);d.setLinkForCell(r,m);d.cellSizeUpdated(r, +!0);d.getModel().beginUpdate();try{r=d.addCell(r),d.fireEvent(new mxEventObject("cellsInserted","cells",[r]))}finally{d.getModel().endUpdate()}d.setSelectionCell(r);d.scrollCellToVisible(d.getSelectionCell())}},!0)})).isEnabled=k;this.addAction("link...",mxUtils.bind(this,function(){if(d.isEnabled())if(d.cellEditor.isContentEditing()){var m=d.getSelectedElement(),r=d.getParentByName(m,"A",d.cellEditor.textarea),x="";if(null==r&&null!=m&&null!=m.getElementsByTagName)for(var B=m.getElementsByTagName("a"), +D=0;D<B.length&&null==r;D++)B[D].textContent==m.textContent&&(r=B[D]);null!=r&&"A"==r.nodeName&&(x=r.getAttribute("href")||"",d.selectNode(r));var F=d.cellEditor.saveSelection();e.showLinkDialog(x,mxResources.get("apply"),mxUtils.bind(this,function(J){d.cellEditor.restoreSelection(F);null!=J&&d.insertLink(J)}))}else d.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=k;this.addAction("autosize",function(){var m=d.getSelectionCells();if(null!=m){d.getModel().beginUpdate(); +try{for(var r=0;r<m.length;r++){var x=m[r];0<d.getModel().getChildCount(x)?d.updateGroupBounds([x],0,!0):d.updateCellSize(x)}}finally{d.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){d.snapCellsToGrid(d.getSelectionCells(),d.gridSize)});this.addAction("formattedText",function(){d.stopEditing();var m=d.getCommonStyle(d.getSelectionCells());m="1"==mxUtils.getValue(m,"html","0")?null:"1";d.getModel().beginUpdate();try{for(var r=d.getEditableCells(d.getSelectionCells()), +x=0;x<r.length;x++)if(state=d.getView().getState(r[x]),null!=state){var B=mxUtils.getValue(state.style,"html","0");if("1"==B&&null==m){var D=d.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(D=D.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var F=document.createElement("div");F.innerHTML=d.sanitizeHtml(D);D=mxUtils.extractTextWithWhitespace(F.childNodes);d.cellLabelChanged(state.cell,D);d.setCellStyles("html",m,[r[x]])}else"0"==B&&"1"==m&&(D=mxUtils.htmlEntities(d.convertValueToString(state.cell), +!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(D=D.replace(/\n/g,"<br/>")),d.cellLabelChanged(state.cell,d.sanitizeHtml(D)),d.setCellStyles("html",m,[r[x]]))}e.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=m?m:"0"],"cells",r))}finally{d.getModel().endUpdate()}});this.addAction("wordWrap",function(){var m=d.getView().getState(d.getSelectionCell()),r="wrap";d.stopEditing();null!=m&&"wrap"==m.style[mxConstants.STYLE_WHITE_SPACE]&&(r=null);d.setCellStyles(mxConstants.STYLE_WHITE_SPACE, +r)});this.addAction("rotation",function(){var m="0",r=d.getView().getState(d.getSelectionCell());null!=r&&(m=r.style[mxConstants.STYLE_ROTATION]||m);m=new FilenameDialog(e,m,mxResources.get("apply"),function(x){null!=x&&0<x.length&&d.setCellStyles(mxConstants.STYLE_ROTATION,x)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");e.showDialog(m.container,375,80,!0,!0);m.init()});this.addAction("resetView",function(){d.zoomTo(1);e.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", +function(m){d.isFastZoomEnabled()?d.lazyZoom(!0,!0,e.buttonZoomDelay):d.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(m){d.isFastZoomEnabled()?d.lazyZoom(!1,!0,e.buttonZoomDelay):d.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var m=d.isSelectionEmpty()?d.getGraphBounds():d.getBoundingBox(d.getSelectionCells()),r=d.view.translate,x=d.view.scale;m.x=m.x/x-r.x;m.y=m.y/x-r.y;m.width/=x; +m.height/=x;null!=d.backgroundImage&&(m=mxRectangle.fromRectangle(m),m.add(new mxRectangle(0,0,d.backgroundImage.width,d.backgroundImage.height)));0==m.width||0==m.height?(d.zoomTo(1),e.resetScrollbars()):(r=Editor.fitWindowBorders,null!=r&&(m.x-=r.x,m.y-=r.y,m.width+=r.width+r.x,m.height+=r.height+r.y),d.fitWindow(m))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var m=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20* +Math.min((d.container.clientWidth-10)/m.width/r,(d.container.clientHeight-10)/m.height/r))/20);mxUtils.hasScrollbars(d.container)&&(m=d.getPagePadding(),d.container.scrollTop=m.y*d.view.scale-1,d.container.scrollLeft=Math.min(m.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();var m=d.pageFormat,r=d.pageScale;d.zoomTo(Math.floor(20*Math.min((d.container.clientWidth- +10)/(2*m.width)/r,(d.container.clientHeight-10)/m.height/r))/20);mxUtils.hasScrollbars(d.container)&&(m=d.getPagePadding(),d.container.scrollTop=Math.min(m.y,(d.container.scrollHeight-d.container.clientHeight)/2),d.container.scrollLeft=Math.min(m.x,(d.container.scrollWidth-d.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){d.pageVisible||this.get("pageView").funct();d.zoomTo(Math.floor(20*(d.container.clientWidth-10)/d.pageFormat.width/ +d.pageScale)/20);if(mxUtils.hasScrollbars(d.container)){var m=d.getPagePadding();d.container.scrollLeft=Math.min(m.x*d.view.scale,(d.container.scrollWidth-d.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var m=new FilenameDialog(this.editorUi,parseInt(100*d.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&d.zoomTo(r/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(m.container, +300,80,!0,!0);m.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var m=new FilenameDialog(this.editorUi,parseInt(100*d.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(r){r=parseInt(r);!isNaN(r)&&0<r&&(r=new ChangePageSetup(e,null,null,null,r/100),r.ignoreColor=!0,r.ignoreImage=!0,d.model.execute(r))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(m.container,300,80,!0,!0);m.init()}));var n=null;n=this.addAction("grid", +function(){d.setGridEnabled(!d.isGridEnabled());d.defaultGridEnabled=d.isGridEnabled();e.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");n.setToggleAction(!0);n.setSelectedCallback(function(){return d.isGridEnabled()});n.setEnabled(!1);n=this.addAction("guides",function(){d.graphHandler.guidesEnabled=!d.graphHandler.guidesEnabled;e.fireEvent(new mxEventObject("guidesEnabledChanged"))});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.graphHandler.guidesEnabled}); +n.setEnabled(!1);n=this.addAction("tooltips",function(){d.tooltipHandler.setEnabled(!d.tooltipHandler.isEnabled());e.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.tooltipHandler.isEnabled()});n=this.addAction("collapseExpand",function(){var m=new ChangePageSetup(e);m.ignoreColor=!0;m.ignoreImage=!0;m.foldingEnabled=!d.foldingEnabled;d.model.execute(m)});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.foldingEnabled}); +n.isEnabled=k;n=this.addAction("scrollbars",function(){e.setScrollbars(!e.hasScrollbars())});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.scrollbars});n=this.addAction("pageView",mxUtils.bind(this,function(){e.setPageVisible(!d.pageVisible)}));n.setToggleAction(!0);n.setSelectedCallback(function(){return d.pageVisible});n=this.addAction("connectionArrows",function(){d.connectionArrowsEnabled=!d.connectionArrowsEnabled;e.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, +null,"Alt+Shift+A");n.setToggleAction(!0);n.setSelectedCallback(function(){return d.connectionArrowsEnabled});n=this.addAction("connectionPoints",function(){d.setConnectable(!d.connectionHandler.isEnabled());e.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");n.setToggleAction(!0);n.setSelectedCallback(function(){return d.connectionHandler.isEnabled()});n=this.addAction("copyConnect",function(){d.connectionHandler.setCreateTarget(!d.connectionHandler.isCreateTarget()); +e.fireEvent(new mxEventObject("copyConnectChanged"))});n.setToggleAction(!0);n.setSelectedCallback(function(){return d.connectionHandler.isCreateTarget()});n.isEnabled=k;n=this.addAction("autosave",function(){e.editor.setAutosave(!e.editor.autosave)});n.setToggleAction(!0);n.setSelectedCallback(function(){return e.editor.autosave});n.isEnabled=k;n.visible=!1;this.addAction("help",function(){var m="";mxResources.isLanguageSupported(mxClient.language)&&(m="_"+mxClient.language);d.openLink(RESOURCES_PATH+ +"/help"+m+".html")});var u=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){u||(e.showDialog((new AboutDialog(e)).container,320,280,!0,!0,function(){u=!1}),u=!0)}));n=mxUtils.bind(this,function(m,r,x,B){return this.addAction(m,function(){if(null!=x&&d.cellEditor.isContentEditing())x();else{d.stopEditing(!1);d.getModel().beginUpdate();try{var D=d.getEditableCells(d.getSelectionCells());d.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,r,D);(r&mxConstants.FONT_BOLD)== +mxConstants.FONT_BOLD?d.updateLabelElements(D,function(J){J.style.fontWeight=null;"B"==J.nodeName&&d.replaceElement(J)}):(r&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?d.updateLabelElements(D,function(J){J.style.fontStyle=null;"I"==J.nodeName&&d.replaceElement(J)}):(r&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&d.updateLabelElements(D,function(J){J.style.textDecoration=null;"U"==J.nodeName&&d.replaceElement(J)});for(var F=0;F<D.length;F++)0==d.model.getChildCount(D[F])&&d.autoSizeCell(D[F], +!1)}finally{d.getModel().endUpdate()}}},null,null,B)});n("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");n("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");n("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){e.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", function(){e.menus.pickColor(mxConstants.STYLE_STROKECOLOR)});this.addAction("fillColor...",function(){e.menus.pickColor(mxConstants.STYLE_FILLCOLOR)});this.addAction("gradientColor...",function(){e.menus.pickColor(mxConstants.STYLE_GRADIENTCOLOR)});this.addAction("backgroundColor...",function(){e.menus.pickColor(mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"backcolor")});this.addAction("borderColor...",function(){e.menus.pickColor(mxConstants.STYLE_LABEL_BORDERCOLOR)});this.addAction("vertical",function(){e.menus.toggleStyle(mxConstants.STYLE_HORIZONTAL, !0)});this.addAction("shadow",function(){e.menus.toggleStyle(mxConstants.STYLE_SHADOW)});this.addAction("solid",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_DASHED,null),d.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",[null,null],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("dashed",function(){d.getModel().beginUpdate(); try{d.setCellStyles(mxConstants.STYLE_DASHED,"1"),d.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1",null],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("dotted",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_DASHED,"1"),d.setCellStyles(mxConstants.STYLE_DASH_PATTERN,"1 4"),e.fireEvent(new mxEventObject("styleChanged", "keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1","1 4"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("sharp",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),d.setCellStyles(mxConstants.STYLE_CURVED,"0"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}}); -this.addAction("rounded",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),d.setCellStyles(mxConstants.STYLE_CURVED,"0"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!d.isSelectionEmpty()&&d.isEnabled()){d.getModel().beginUpdate();try{var n=d.getSelectionCells(),r=d.getCurrentCellStyle(n[0]), +this.addAction("rounded",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),d.setCellStyles(mxConstants.STYLE_CURVED,"0"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!d.isSelectionEmpty()&&d.isEnabled()){d.getModel().beginUpdate();try{var m=d.getSelectionCells(),r=d.getCurrentCellStyle(m[0]), x="1"==mxUtils.getValue(r,mxConstants.STYLE_ROUNDED,"0")?"0":"1";d.setCellStyles(mxConstants.STYLE_ROUNDED,x);d.setCellStyles(mxConstants.STYLE_CURVED,null);e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",[x,"0"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}}});this.addAction("curved",function(){d.getModel().beginUpdate();try{d.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),d.setCellStyles(mxConstants.STYLE_CURVED, -"1"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("collapsible",function(){var n=d.view.getState(d.getSelectionCell()),r="1";null!=n&&null!=d.getFoldingImage(n)&&(r="0");d.setCellStyles("collapsible",r);e.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[r],"cells",d.getSelectionCells()))});this.addAction("editStyle...", -mxUtils.bind(this,function(){var n=d.getEditableCells(d.getSelectionCells());if(null!=n&&0<n.length){var r=d.getModel();r=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",r.getStyle(n[0])||"",function(x){null!=x&&d.setCellStyle(mxUtils.trim(x),n)},null,null,400,220);this.editorUi.showDialog(r.container,420,300,!0,!0);r.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){d.isEnabled()&&!d.isSelectionEmpty()&&e.setDefaultStyle(d.getSelectionCell())}, -null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){d.isEnabled()&&e.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var n=d.getSelectionCell();if(null!=n&&d.getModel().isEdge(n)){var r=g.graph.selectionCellsHandler.getHandler(n);if(r instanceof mxEdgeHandler){var x=d.view.translate,B=d.view.scale,C=x.x;x=x.y;n=d.getModel().getParent(n);for(var F=d.getCellGeometry(n);d.getModel().isVertex(n)&&null!=F;)C+=F.x,x+=F.y,n= -d.getModel().getParent(n),F=d.getCellGeometry(n);C=Math.round(d.snap(d.popupMenuHandler.triggerX/B-C));B=Math.round(d.snap(d.popupMenuHandler.triggerY/B-x));r.addPointAt(r.state,C,B)}}});this.addAction("removeWaypoint",function(){var n=e.actions.get("removeWaypoint");null!=n.handler&&n.handler.removePoint(n.handler.state,n.index)});this.addAction("clearWaypoints",function(n,r){n=null!=r?r:n;var x=d.getSelectionCells();if(null!=x){x=d.getEditableCells(d.addAllEdges(x));d.getModel().beginUpdate();try{for(var B= -0;B<x.length;B++){var C=x[B];if(d.getModel().isEdge(C)){var F=d.getCellGeometry(C);null!=r&&mxEvent.isShiftDown(n)?(d.setCellStyles(mxConstants.STYLE_EXIT_X,null,[C]),d.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[C]),d.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[C]),d.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[C])):null!=F&&(F=F.clone(),F.points=null,F.x=0,F.y=0,F.offset=null,d.getModel().setGeometry(C,F))}}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+C");m=this.addAction("subscript", -mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");m=this.addAction("superscript",mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var n=mxResources.get("image")+" ("+mxResources.get("url")+"):",r=d.getView().getState(d.getSelectionCell()), -x="",B=null;null!=r&&(x=r.style[mxConstants.STYLE_IMAGE]||x,B=r.style[mxConstants.STYLE_CLIP_PATH]||B);var C=d.cellEditor.saveSelection();e.showImageDialog(n,x,function(F,I,D,N,S,T){if(d.cellEditor.isContentEditing())d.cellEditor.restoreSelection(C),d.insertImage(F,I,D);else{var P=d.getSelectionCells();if(null!=F&&(0<F.length||0<P.length)){var Z=null;d.getModel().beginUpdate();try{if(0==P.length){P=[d.insertVertex(d.getDefaultParent(),null,"",0,0,I,D,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; -var U=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry(P,!0));P[0].geometry.x=U.x;P[0].geometry.y=U.y;null!=N&&f(P[0],N,S,T,d);Z=P;d.fireEvent(new mxEventObject("cellsInserted","cells",Z))}d.setCellStyles(mxConstants.STYLE_IMAGE,0<F.length?F:null,P);var V=d.getCurrentCellStyle(P[0]);"image"!=V[mxConstants.STYLE_SHAPE]&&"label"!=V[mxConstants.STYLE_SHAPE]?d.setCellStyles(mxConstants.STYLE_SHAPE,"image",P):0==F.length&&d.setCellStyles(mxConstants.STYLE_SHAPE,null,P);if(1==d.getSelectionCount()&& -null!=I&&null!=D){var aa=P[0],ia=d.getModel().getGeometry(aa);null!=ia&&(ia=ia.clone(),ia.width=I,ia.height=D,d.getModel().setGeometry(aa,ia));null!=N?f(aa,N,S,T,d):d.setCellStyles(mxConstants.STYLE_CLIP_PATH,null,P)}}finally{d.getModel().endUpdate()}null!=Z&&(d.setSelectionCells(Z),d.scrollCellToVisible(Z[0]))}}},d.cellEditor.isContentEditing(),!d.cellEditor.isContentEditing(),!0,B)}}).isEnabled=k;this.addAction("crop...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&& -null!=n){var r=d.getCurrentCellStyle(n),x=r[mxConstants.STYLE_IMAGE],B=r[mxConstants.STYLE_SHAPE];x&&"image"==B&&(r=new CropImageDialog(e,x,r[mxConstants.STYLE_CLIP_PATH],function(C,F,I){f(n,C,F,I,d)}),e.showDialog(r.container,300,390,!0,!0))}}).isEnabled=k;m=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(e,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show",mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("layers"))})), -this.layersWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");m.setToggleAction(!0);m.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()}));m=this.addAction("formatPanel",mxUtils.bind(this, -function(){e.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");m.setToggleAction(!0);m.setSelectedCallback(mxUtils.bind(this,function(){return 0<e.formatWidth}));m=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(e,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("outline"))})),this.outlineWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("outline"))}), -this.outlineWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");m.setToggleAction(!0);m.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var n=d.getSelectionCell();if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&null!=n){var r=new ConnectionPointsDialog(e, -n);e.showDialog(r.container,350,450,!0,!1,function(){r.destroy()});r.init()}}).isEnabled=k};Actions.prototype.addAction=function(a,b,f,e,g){if("..."==a.substring(a.length-3)){a=a.substring(0,a.length-3);var d=mxResources.get(a)+"..."}else d=mxResources.get(a);return this.put(a,new Action(d,b,f,e,g))};Actions.prototype.put=function(a,b){return this.actions[a]=b};Actions.prototype.get=function(a){return this.actions[a]}; -function Action(a,b,f,e,g){mxEventSource.call(this);this.label=a;this.funct=this.createFunction(b);this.enabled=null!=f?f:!0;this.iconCls=e;this.shortcut=g;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(a){return a};Action.prototype.setEnabled=function(a){this.enabled!=a&&(this.enabled=a,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; +"1"),e.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",d.getSelectionCells()))}finally{d.getModel().endUpdate()}});this.addAction("collapsible",function(){var m=d.view.getState(d.getSelectionCell()),r="1";null!=m&&null!=d.getFoldingImage(m)&&(r="0");d.setCellStyles("collapsible",r);e.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[r],"cells",d.getSelectionCells()))});this.addAction("editStyle...", +mxUtils.bind(this,function(){var m=d.getEditableCells(d.getSelectionCells());if(null!=m&&0<m.length){var r=d.getModel();r=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",r.getStyle(m[0])||"",function(x){null!=x&&d.setCellStyle(mxUtils.trim(x),m)},null,null,400,220);this.editorUi.showDialog(r.container,420,300,!0,!0);r.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){d.isEnabled()&&!d.isSelectionEmpty()&&e.setDefaultStyle(d.getSelectionCell())}, +null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){d.isEnabled()&&e.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var m=d.getSelectionCell();if(null!=m&&d.getModel().isEdge(m)){var r=g.graph.selectionCellsHandler.getHandler(m);if(r instanceof mxEdgeHandler){var x=d.view.translate,B=d.view.scale,D=x.x;x=x.y;m=d.getModel().getParent(m);for(var F=d.getCellGeometry(m);d.getModel().isVertex(m)&&null!=F;)D+=F.x,x+=F.y,m= +d.getModel().getParent(m),F=d.getCellGeometry(m);D=Math.round(d.snap(d.popupMenuHandler.triggerX/B-D));B=Math.round(d.snap(d.popupMenuHandler.triggerY/B-x));r.addPointAt(r.state,D,B)}}});this.addAction("removeWaypoint",function(){var m=e.actions.get("removeWaypoint");null!=m.handler&&m.handler.removePoint(m.handler.state,m.index)});this.addAction("clearWaypoints",function(m,r){m=null!=r?r:m;var x=d.getSelectionCells();if(null!=x){x=d.getEditableCells(d.addAllEdges(x));d.getModel().beginUpdate();try{for(var B= +0;B<x.length;B++){var D=x[B];if(d.getModel().isEdge(D)){var F=d.getCellGeometry(D);null!=r&&mxEvent.isShiftDown(m)?(d.setCellStyles(mxConstants.STYLE_EXIT_X,null,[D]),d.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[D]),d.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[D]),d.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[D])):null!=F&&(F=F.clone(),F.points=null,F.x=0,F.y=0,F.offset=null,d.getModel().setGeometry(D,F))}}}finally{d.getModel().endUpdate()}}},null,null,"Alt+Shift+C");n=this.addAction("subscript", +mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");n=this.addAction("superscript",mxUtils.bind(this,function(){d.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())){var m=mxResources.get("image")+" ("+mxResources.get("url")+"):",r=d.getView().getState(d.getSelectionCell()), +x="",B=null;null!=r&&(x=r.style[mxConstants.STYLE_IMAGE]||x,B=r.style[mxConstants.STYLE_CLIP_PATH]||B);var D=d.cellEditor.saveSelection();e.showImageDialog(m,x,function(F,J,C,O,R,T){if(d.cellEditor.isContentEditing())d.cellEditor.restoreSelection(D),d.insertImage(F,J,C);else{var Q=d.getSelectionCells();if(null!=F&&(0<F.length||0<Q.length)){var aa=null;d.getModel().beginUpdate();try{if(0==Q.length){Q=[d.insertVertex(d.getDefaultParent(),null,"",0,0,J,C,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; +var S=d.getCenterInsertPoint(d.getBoundingBoxFromGeometry(Q,!0));Q[0].geometry.x=S.x;Q[0].geometry.y=S.y;null!=O&&f(Q[0],O,R,T,d);aa=Q;d.fireEvent(new mxEventObject("cellsInserted","cells",aa))}d.setCellStyles(mxConstants.STYLE_IMAGE,0<F.length?F:null,Q);var P=d.getCurrentCellStyle(Q[0]);"image"!=P[mxConstants.STYLE_SHAPE]&&"label"!=P[mxConstants.STYLE_SHAPE]?d.setCellStyles(mxConstants.STYLE_SHAPE,"image",Q):0==F.length&&d.setCellStyles(mxConstants.STYLE_SHAPE,null,Q);null==O&&d.setCellStyles(mxConstants.STYLE_CLIP_PATH, +null,Q);if(null!=J&&null!=C)for(F=0;F<Q.length;F++){var X=Q[F];if("0"!=d.getCurrentCellStyle(X).expand){var ha=d.getModel().getGeometry(X);null!=ha&&(ha=ha.clone(),ha.width=J,ha.height=C,d.getModel().setGeometry(X,ha))}null!=O&&f(X,O,R,T,d)}}finally{d.getModel().endUpdate()}null!=aa&&(d.setSelectionCells(aa),d.scrollCellToVisible(aa[0]))}}},d.cellEditor.isContentEditing(),!d.cellEditor.isContentEditing(),!0,B)}}).isEnabled=k;this.addAction("crop...",function(){var m=d.getSelectionCell();if(d.isEnabled()&& +!d.isCellLocked(d.getDefaultParent())&&null!=m){var r=d.getCurrentCellStyle(m),x=r[mxConstants.STYLE_IMAGE],B=r[mxConstants.STYLE_SHAPE];x&&"image"==B&&(r=new CropImageDialog(e,x,r[mxConstants.STYLE_CLIP_PATH],function(D,F,J){f(m,D,F,J,d)}),e.showDialog(r.container,300,390,!0,!0))}}).isEnabled=k;n=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(e,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show", +mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("layers"))})),this.layersWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");n.setToggleAction(!0);n.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()})); +n=this.addAction("formatPanel",mxUtils.bind(this,function(){e.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");n.setToggleAction(!0);n.setSelectedCallback(mxUtils.bind(this,function(){return 0<e.formatWidth}));n=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(e,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){e.fireEvent(new mxEventObject("outline"))})), +this.outlineWindow.window.addListener("hide",function(){e.fireEvent(new mxEventObject("outline"))}),this.outlineWindow.window.setVisible(!0),e.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");n.setToggleAction(!0);n.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var m= +d.getSelectionCell();if(d.isEnabled()&&!d.isCellLocked(d.getDefaultParent())&&null!=m){var r=new ConnectionPointsDialog(e,m);e.showDialog(r.container,350,450,!0,!1,function(){r.destroy()});r.init()}}).isEnabled=k};Actions.prototype.addAction=function(a,b,f,e,g){if("..."==a.substring(a.length-3)){a=a.substring(0,a.length-3);var d=mxResources.get(a)+"..."}else d=mxResources.get(a);return this.put(a,new Action(d,b,f,e,g))};Actions.prototype.put=function(a,b){return this.actions[a]=b}; +Actions.prototype.get=function(a){return this.actions[a]};function Action(a,b,f,e,g){mxEventSource.call(this);this.label=a;this.funct=this.createFunction(b);this.enabled=null!=f?f:!0;this.iconCls=e;this.shortcut=g;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(a){return a};Action.prototype.setEnabled=function(a){this.enabled!=a&&(this.enabled=a,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; Action.prototype.setToggleAction=function(a){this.toggleAction=a};Action.prototype.setSelectedCallback=function(a){this.selectedCallback=a};Action.prototype.isSelected=function(){return this.selectedCallback()};Menus=function(a){this.editorUi=a;this.menus={};this.init();mxClient.IS_SVG||((new Image).src=this.checkmarkImage)};Menus.prototype.defaultFont="Helvetica";Menus.prototype.defaultFontSize="12";Menus.prototype.defaultMenuItems="file edit view arrange extras help".split(" ");Menus.prototype.defaultFonts="Helvetica;Verdana;Times New Roman;Garamond;Comic Sans MS;Courier New;Georgia;Lucida Console;Tahoma".split(";"); -Menus.prototype.init=function(){var a=this.editorUi,b=a.editor.graph,f=mxUtils.bind(b,b.isEnabled);this.customFonts=[];this.customFontSizes=[];this.put("fontFamily",new Menu(mxUtils.bind(this,function(e,g){for(var d=mxUtils.bind(this,function(m){this.styleChange(e,m,[mxConstants.STYLE_FONTFAMILY],[m],null,g,function(){document.execCommand("fontname",!1,m);a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTFAMILY],"values",[m],"cells",[b.cellEditor.getEditingCell()]))},function(){b.updateLabelElements(b.getSelectionCells(), -function(u){u.removeAttribute("face");u.style.fontFamily=null;"PRE"==u.nodeName&&b.replaceElement(u,"div")})}).firstChild.nextSibling.style.fontFamily=m}),k=0;k<this.defaultFonts.length;k++)d(this.defaultFonts[k]);e.addSeparator(g);if(0<this.customFonts.length){for(k=0;k<this.customFonts.length;k++)d(this.customFonts[k]);e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFonts=[];this.editorUi.fireEvent(new mxEventObject("customFontsChanged"))}),g);e.addSeparator(g)}this.promptChange(e, -mxResources.get("custom")+"...","",mxConstants.DEFAULT_FONTFAMILY,mxConstants.STYLE_FONTFAMILY,g,!0,mxUtils.bind(this,function(m){0>mxUtils.indexOf(this.customFonts,m)&&(this.customFonts.push(m),this.editorUi.fireEvent(new mxEventObject("customFontsChanged")))}))})));this.put("formatBlock",new Menu(mxUtils.bind(this,function(e,g){function d(k,m){return e.addItem(k,null,mxUtils.bind(this,function(){null!=b.cellEditor.textarea&&(b.cellEditor.textarea.focus(),document.execCommand("formatBlock",!1,"<"+ -m+">"))}),g)}d(mxResources.get("normal"),"p");d("","h1").firstChild.nextSibling.innerHTML='<h1 style="margin:0px;">'+mxResources.get("heading")+" 1</h1>";d("","h2").firstChild.nextSibling.innerHTML='<h2 style="margin:0px;">'+mxResources.get("heading")+" 2</h2>";d("","h3").firstChild.nextSibling.innerHTML='<h3 style="margin:0px;">'+mxResources.get("heading")+" 3</h3>";d("","h4").firstChild.nextSibling.innerHTML='<h4 style="margin:0px;">'+mxResources.get("heading")+" 4</h4>";d("","h5").firstChild.nextSibling.innerHTML= +Menus.prototype.init=function(){var a=this.editorUi,b=a.editor.graph,f=mxUtils.bind(b,b.isEnabled);this.customFonts=[];this.customFontSizes=[];this.put("fontFamily",new Menu(mxUtils.bind(this,function(e,g){for(var d=mxUtils.bind(this,function(n){this.styleChange(e,n,[mxConstants.STYLE_FONTFAMILY],[n],null,g,function(){document.execCommand("fontname",!1,n);a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTFAMILY],"values",[n],"cells",[b.cellEditor.getEditingCell()]))},function(){b.updateLabelElements(b.getSelectionCells(), +function(u){u.removeAttribute("face");u.style.fontFamily=null;"PRE"==u.nodeName&&b.replaceElement(u,"div")})}).firstChild.nextSibling.style.fontFamily=n}),k=0;k<this.defaultFonts.length;k++)d(this.defaultFonts[k]);e.addSeparator(g);if(0<this.customFonts.length){for(k=0;k<this.customFonts.length;k++)d(this.customFonts[k]);e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFonts=[];this.editorUi.fireEvent(new mxEventObject("customFontsChanged"))}),g);e.addSeparator(g)}this.promptChange(e, +mxResources.get("custom")+"...","",mxConstants.DEFAULT_FONTFAMILY,mxConstants.STYLE_FONTFAMILY,g,!0,mxUtils.bind(this,function(n){0>mxUtils.indexOf(this.customFonts,n)&&(this.customFonts.push(n),this.editorUi.fireEvent(new mxEventObject("customFontsChanged")))}))})));this.put("formatBlock",new Menu(mxUtils.bind(this,function(e,g){function d(k,n){return e.addItem(k,null,mxUtils.bind(this,function(){null!=b.cellEditor.textarea&&(b.cellEditor.textarea.focus(),document.execCommand("formatBlock",!1,"<"+ +n+">"))}),g)}d(mxResources.get("normal"),"p");d("","h1").firstChild.nextSibling.innerHTML='<h1 style="margin:0px;">'+mxResources.get("heading")+" 1</h1>";d("","h2").firstChild.nextSibling.innerHTML='<h2 style="margin:0px;">'+mxResources.get("heading")+" 2</h2>";d("","h3").firstChild.nextSibling.innerHTML='<h3 style="margin:0px;">'+mxResources.get("heading")+" 3</h3>";d("","h4").firstChild.nextSibling.innerHTML='<h4 style="margin:0px;">'+mxResources.get("heading")+" 4</h4>";d("","h5").firstChild.nextSibling.innerHTML= '<h5 style="margin:0px;">'+mxResources.get("heading")+" 5</h5>";d("","h6").firstChild.nextSibling.innerHTML='<h6 style="margin:0px;">'+mxResources.get("heading")+" 6</h6>";d("","pre").firstChild.nextSibling.innerHTML='<pre style="margin:0px;">'+mxResources.get("formatted")+"</pre>";d("","blockquote").firstChild.nextSibling.innerHTML='<blockquote style="margin-top:0px;margin-bottom:0px;">'+mxResources.get("blockquote")+"</blockquote>"})));this.put("fontSize",new Menu(mxUtils.bind(this,function(e,g){var d= -[6,8,9,10,11,12,14,18,24,36,48,72];0>mxUtils.indexOf(d,this.defaultFontSize)&&(d.push(this.defaultFontSize),d.sort(function(x,B){return x-B}));for(var k=mxUtils.bind(this,function(x){if(null!=b.cellEditor.textarea){document.execCommand("fontSize",!1,"3");for(var B=b.cellEditor.textarea.getElementsByTagName("font"),C=0;C<B.length;C++)if("3"==B[C].getAttribute("size")){B[C].removeAttribute("size");B[C].style.fontSize=x+"px";break}a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE], -"values",[x],"cells",[b.cellEditor.getEditingCell()]))}}),m=mxUtils.bind(this,function(x){this.styleChange(e,x,[mxConstants.STYLE_FONTSIZE],[x],null,g,function(){k(x)})}),u=0;u<d.length;u++)m(d[u]);e.addSeparator(g);if(0<this.customFontSizes.length){var n=0;for(u=0;u<this.customFontSizes.length;u++)0>mxUtils.indexOf(d,this.customFontSizes[u])&&(m(this.customFontSizes[u]),n++);0<n&&e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFontSizes=[]}),g);e.addSeparator(g)}var r= +[6,8,9,10,11,12,14,18,24,36,48,72];0>mxUtils.indexOf(d,this.defaultFontSize)&&(d.push(this.defaultFontSize),d.sort(function(x,B){return x-B}));for(var k=mxUtils.bind(this,function(x){if(null!=b.cellEditor.textarea){document.execCommand("fontSize",!1,"3");for(var B=b.cellEditor.textarea.getElementsByTagName("font"),D=0;D<B.length;D++)if("3"==B[D].getAttribute("size")){B[D].removeAttribute("size");B[D].style.fontSize=x+"px";break}a.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_FONTSIZE], +"values",[x],"cells",[b.cellEditor.getEditingCell()]))}}),n=mxUtils.bind(this,function(x){this.styleChange(e,x,[mxConstants.STYLE_FONTSIZE],[x],null,g,function(){k(x)})}),u=0;u<d.length;u++)n(d[u]);e.addSeparator(g);if(0<this.customFontSizes.length){var m=0;for(u=0;u<this.customFontSizes.length;u++)0>mxUtils.indexOf(d,this.customFontSizes[u])&&(n(this.customFontSizes[u]),m++);0<m&&e.addSeparator(g);e.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){this.customFontSizes=[]}),g);e.addSeparator(g)}var r= null;this.promptChange(e,mxResources.get("custom")+"...","("+mxResources.get("points")+")",this.defaultFontSize,mxConstants.STYLE_FONTSIZE,g,!0,mxUtils.bind(this,function(x){null!=r&&null!=b.cellEditor.textarea&&(b.cellEditor.textarea.focus(),b.cellEditor.restoreSelection(r));null!=x&&0<x.length&&(this.customFontSizes.push(x),k(x))}),null,function(){r=b.cellEditor.saveSelection();return!1})})));this.put("direction",new Menu(mxUtils.bind(this,function(e,g){e.addItem(mxResources.get("flipH"),null,function(){b.toggleCellStyles(mxConstants.STYLE_FLIPH, !1)},g);e.addItem(mxResources.get("flipV"),null,function(){b.toggleCellStyles(mxConstants.STYLE_FLIPV,!1)},g);this.addMenuItems(e,["-","rotation"],g)})));this.put("align",new Menu(mxUtils.bind(this,function(e,g){var d=1<this.editorUi.getSelectionState().vertices.length;e.addItem(mxResources.get("leftAlign"),null,function(){b.alignCells(mxConstants.ALIGN_LEFT)},g,null,d);e.addItem(mxResources.get("center"),null,function(){b.alignCells(mxConstants.ALIGN_CENTER)},g,null,d);e.addItem(mxResources.get("rightAlign"), null,function(){b.alignCells(mxConstants.ALIGN_RIGHT)},g,null,d);e.addSeparator(g);e.addItem(mxResources.get("topAlign"),null,function(){b.alignCells(mxConstants.ALIGN_TOP)},g,null,d);e.addItem(mxResources.get("middle"),null,function(){b.alignCells(mxConstants.ALIGN_MIDDLE)},g,null,d);e.addItem(mxResources.get("bottomAlign"),null,function(){b.alignCells(mxConstants.ALIGN_BOTTOM)},g,null,d);this.addMenuItems(e,["-","snapToGrid"],g)})));this.put("distribute",new Menu(mxUtils.bind(this,function(e,g){e.addItem(mxResources.get("horizontal"), @@ -3883,41 +3885,41 @@ this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxCon this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_ELBOW,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["isometricEdgeStyle","vertical",null,null],"geIcon geSprite geSprite-verticalisometric",g,!0).setAttribute("title",mxResources.get("isometric")),"connector"==d&&this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["orthogonalEdgeStyle","1",null],"geIcon geSprite geSprite-curved",g,!0).setAttribute("title",mxResources.get("curved")), this.edgeStyleChange(e,"",[mxConstants.STYLE_EDGE,mxConstants.STYLE_CURVED,mxConstants.STYLE_NOEDGESTYLE],["entityRelationEdgeStyle",null,null],"geIcon geSprite geSprite-entity",g,!0).setAttribute("title",mxResources.get("entityRelation"))),e.addSeparator(g),this.styleChange(e,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],[null,null,null,null],"geIcon geSprite geSprite-connection",g,!0,null,!0).setAttribute("title",mxResources.get("line")),this.styleChange(e, "",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["link",null,null,null],"geIcon geSprite geSprite-linkedge",g,!0,null,!0).setAttribute("title",mxResources.get("link")),this.styleChange(e,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE,"width"],["flexArrow",null,null,null],"geIcon geSprite geSprite-arrow",g,!0,null,!0).setAttribute("title",mxResources.get("arrow")),this.styleChange(e,"",[mxConstants.STYLE_SHAPE,mxConstants.STYLE_STARTSIZE, -mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",g,!0,null,!0).setAttribute("title",mxResources.get("simpleArrow")))})));this.put("layout",new Menu(mxUtils.bind(this,function(e,g){var d=mxUtils.bind(this,function(m,u){this.editorUi.prompt(mxResources.get("spacing"),m,u)}),k=mxUtils.bind(this,function(m){var u=b.getSelectionCell(),n=null;null==u||0==b.getModel().getChildCount(u)?0==b.getModel().getEdgeCount(u)&&(n=b.findTreeRoots(b.getDefaultParent())): -n=b.findTreeRoots(u);null!=n&&0<n.length&&(u=n[0]);null!=u&&this.editorUi.executeLayout(function(){m.execute(b.getDefaultParent(),u);b.isSelectionEmpty()||(u=b.getModel().getParent(u),b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0))},!0)});e.addItem(mxResources.get("horizontalFlow"),null,mxUtils.bind(this,function(){var m=new mxHierarchicalLayout(b,mxConstants.DIRECTION_WEST);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();m.execute(b.getDefaultParent(),0==u.length? -null:u)},!0)}),g);e.addItem(mxResources.get("verticalFlow"),null,mxUtils.bind(this,function(){var m=new mxHierarchicalLayout(b,mxConstants.DIRECTION_NORTH);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();m.execute(b.getDefaultParent(),0==u.length?null:u)},!0)}),g);e.addSeparator(g);e.addItem(mxResources.get("horizontalTree"),null,mxUtils.bind(this,function(){var m=new mxCompactTreeLayout(b,!0);m.edgeRouting=!1;m.levelDistance=30;d(m.levelDistance,mxUtils.bind(this,function(u){isNaN(u)|| -(m.levelDistance=u,k(m))}))}),g);e.addItem(mxResources.get("verticalTree"),null,mxUtils.bind(this,function(){var m=new mxCompactTreeLayout(b,!1);m.edgeRouting=!1;m.levelDistance=30;d(m.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(m.levelDistance=u,k(m))}))}),g);e.addItem(mxResources.get("radialTree"),null,mxUtils.bind(this,function(){var m=new mxRadialTreeLayout(b);m.levelDistance=80;m.autoRadius=!0;d(m.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(m.levelDistance=u,k(m))}))}), -g);e.addSeparator(g);e.addItem(mxResources.get("organic"),null,mxUtils.bind(this,function(){var m=new mxFastOrganicLayout(b);d(m.forceConstant,mxUtils.bind(this,function(u){m.forceConstant=u;this.editorUi.executeLayout(function(){var n=b.getSelectionCell();if(null==n||0==b.getModel().getChildCount(n))n=b.getDefaultParent();m.execute(n);b.getModel().isVertex(n)&&b.updateGroupBounds([n],2*b.gridSize,!0)},!0)}))}),g);e.addItem(mxResources.get("circle"),null,mxUtils.bind(this,function(){var m=new mxCircleLayout(b); -this.editorUi.executeLayout(function(){var u=b.getSelectionCell();if(null==u||0==b.getModel().getChildCount(u))u=b.getDefaultParent();m.execute(u);b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0)},!0)}),g)})));this.put("navigation",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"home - exitGroup enterGroup - expand collapse - collapsible".split(" "),g)})));this.put("arrange",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["toFront","toBack","bringForward", +mxConstants.STYLE_ENDSIZE,"width"],["arrow",null,null,null],"geIcon geSprite geSprite-simplearrow",g,!0,null,!0).setAttribute("title",mxResources.get("simpleArrow")))})));this.put("layout",new Menu(mxUtils.bind(this,function(e,g){var d=mxUtils.bind(this,function(n,u){this.editorUi.prompt(mxResources.get("spacing"),n,u)}),k=mxUtils.bind(this,function(n){var u=b.getSelectionCell(),m=null;null==u||0==b.getModel().getChildCount(u)?0==b.getModel().getEdgeCount(u)&&(m=b.findTreeRoots(b.getDefaultParent())): +m=b.findTreeRoots(u);null!=m&&0<m.length&&(u=m[0]);null!=u&&this.editorUi.executeLayout(function(){n.execute(b.getDefaultParent(),u);b.isSelectionEmpty()||(u=b.getModel().getParent(u),b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0))},!0)});e.addItem(mxResources.get("horizontalFlow"),null,mxUtils.bind(this,function(){var n=new mxHierarchicalLayout(b,mxConstants.DIRECTION_WEST);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();n.execute(b.getDefaultParent(),0==u.length? +null:u)},!0)}),g);e.addItem(mxResources.get("verticalFlow"),null,mxUtils.bind(this,function(){var n=new mxHierarchicalLayout(b,mxConstants.DIRECTION_NORTH);this.editorUi.executeLayout(function(){var u=b.getSelectionCells();n.execute(b.getDefaultParent(),0==u.length?null:u)},!0)}),g);e.addSeparator(g);e.addItem(mxResources.get("horizontalTree"),null,mxUtils.bind(this,function(){var n=new mxCompactTreeLayout(b,!0);n.edgeRouting=!1;n.levelDistance=30;d(n.levelDistance,mxUtils.bind(this,function(u){isNaN(u)|| +(n.levelDistance=u,k(n))}))}),g);e.addItem(mxResources.get("verticalTree"),null,mxUtils.bind(this,function(){var n=new mxCompactTreeLayout(b,!1);n.edgeRouting=!1;n.levelDistance=30;d(n.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(n.levelDistance=u,k(n))}))}),g);e.addItem(mxResources.get("radialTree"),null,mxUtils.bind(this,function(){var n=new mxRadialTreeLayout(b);n.levelDistance=80;n.autoRadius=!0;d(n.levelDistance,mxUtils.bind(this,function(u){isNaN(u)||(n.levelDistance=u,k(n))}))}), +g);e.addSeparator(g);e.addItem(mxResources.get("organic"),null,mxUtils.bind(this,function(){var n=new mxFastOrganicLayout(b);d(n.forceConstant,mxUtils.bind(this,function(u){n.forceConstant=u;this.editorUi.executeLayout(function(){var m=b.getSelectionCell();if(null==m||0==b.getModel().getChildCount(m))m=b.getDefaultParent();n.execute(m);b.getModel().isVertex(m)&&b.updateGroupBounds([m],2*b.gridSize,!0)},!0)}))}),g);e.addItem(mxResources.get("circle"),null,mxUtils.bind(this,function(){var n=new mxCircleLayout(b); +this.editorUi.executeLayout(function(){var u=b.getSelectionCell();if(null==u||0==b.getModel().getChildCount(u))u=b.getDefaultParent();n.execute(u);b.getModel().isVertex(u)&&b.updateGroupBounds([u],2*b.gridSize,!0)},!0)}),g)})));this.put("navigation",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"home - exitGroup enterGroup - expand collapse - collapsible".split(" "),g)})));this.put("arrange",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["toFront","toBack","bringForward", "sendBackward","-"],g);this.addSubmenu("direction",e,g);this.addMenuItems(e,["turn","-"],g);this.addSubmenu("align",e,g);this.addSubmenu("distribute",e,g);e.addSeparator(g);this.addSubmenu("navigation",e,g);this.addSubmenu("insert",e,g);this.addSubmenu("layout",e,g);this.addMenuItems(e,"- group ungroup removeFromGroup - clearWaypoints autosize".split(" "),g)}))).isEnabled=f;this.put("insert",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["insertLink","insertImage"],g)})));this.put("view", new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,(null!=this.editorUi.format?["formatPanel"]:[]).concat("outline layers - pageView pageScale - scrollbars tooltips - grid guides - connectionArrows connectionPoints - resetView zoomIn zoomOut".split(" "),g))})));this.put("viewPanels",new Menu(mxUtils.bind(this,function(e,g){null!=this.editorUi.format&&this.addMenuItems(e,["formatPanel"],g);this.addMenuItems(e,["outline","layers"],g)})));this.put("viewZoom",new Menu(mxUtils.bind(this,function(e, -g){this.addMenuItems(e,["resetView","-"],g);for(var d=[.25,.5,.75,1,1.25,1.5,2,3,4],k=0;k<d.length;k++)(function(m){e.addItem(100*m+"%",null,function(){b.zoomTo(m)},g)})(d[k]);this.addMenuItems(e,"- fitWindow fitPageWidth fitPage fitTwoPages - customZoom".split(" "),g)})));this.put("file",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"new open - save saveAs - import export - pageSetup print".split(" "),g)})));this.put("edit",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e, +g){this.addMenuItems(e,["resetView","-"],g);for(var d=[.25,.5,.75,1,1.25,1.5,2,3,4],k=0;k<d.length;k++)(function(n){e.addItem(100*n+"%",null,function(){b.zoomTo(n)},g)})(d[k]);this.addMenuItems(e,"- fitWindow fitPageWidth fitPage fitTwoPages - customZoom".split(" "),g)})));this.put("file",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,"new open - save saveAs - import export - pageSetup print".split(" "),g)})));this.put("edit",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e, "undo redo - cut copy paste delete - duplicate - editData editTooltip - editStyle - edit - editLink openLink - selectVertices selectEdges selectAll selectNone - lockUnlock".split(" "))})));this.put("extras",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["copyConnect","collapseExpand","-","editDiagram"])})));this.put("help",new Menu(mxUtils.bind(this,function(e,g){this.addMenuItems(e,["help","-","about"])})))};Menus.prototype.put=function(a,b){return this.menus[a]=b}; Menus.prototype.get=function(a){return this.menus[a]};Menus.prototype.addSubmenu=function(a,b,f,e){var g=this.get(a);null!=g&&(g=g.isEnabled(),b.showDisabled||g)&&(f=b.addItem(e||mxResources.get(a),null,null,f,null,g),this.addMenu(a,b,f))};Menus.prototype.addMenu=function(a,b,f){var e=this.get(a);null!=e&&(b.showDisabled||e.isEnabled())&&this.get(a).execute(b,f)}; -Menus.prototype.addInsertTableCellItem=function(a,b){var f=this.editorUi.editor.graph,e=f.getSelectionCell(),g=f.getCurrentCellStyle(e);1<f.getSelectionCount()&&(f.isTableCell(e)&&(e=f.model.getParent(e)),f.isTableRow(e)&&(e=f.model.getParent(e)));var d=f.isTable(e)||f.isTableRow(e)||f.isTableCell(e),k=f.isStack(e)||f.isStackChild(e),m=d,u=d;k&&(g=f.isStack(e)?g:f.getCellStyle(f.model.getParent(e)),u="0"==g.horizontalStack,m=!u);null!=b||!d&&!k?this.addInsertTableItem(a,mxUtils.bind(this,function(n, -r,x,B,C){r=C||mxEvent.isControlDown(n)||mxEvent.isMetaDown(n)?f.createCrossFunctionalSwimlane(r,x,null,null,B||mxEvent.isShiftDown(n)?"Cross-Functional Flowchart":null):f.createTable(r,x,null,null,B||mxEvent.isShiftDown(n)?"Table":null);n=mxEvent.isAltDown(n)?f.getFreeInsertPoint():f.getCenterInsertPoint(f.getBoundingBoxFromGeometry([r],!0));x=null;f.getModel().beginUpdate();try{x=f.importCells([r],n.x,n.y),f.fireEvent(new mxEventObject("cellsInserted","cells",f.model.getDescendants(x[0])))}finally{f.getModel().endUpdate()}null!= -x&&0<x.length&&(f.scrollCellToVisible(x[0]),f.setSelectionCells(x))}),b):(m&&(b=a.addItem(mxResources.get("insertColumnBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableColumn(e,!0)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-insertcolumnbefore"),b.setAttribute("title",mxResources.get("insertColumnBefore")),b=a.addItem(mxResources.get("insertColumnAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableColumn(e,!1)}catch(n){this.editorUi.handleError(n)}}), -null,"geIcon geSprite geSprite-insertcolumnafter"),b.setAttribute("title",mxResources.get("insertColumnAfter")),b=a.addItem(mxResources.get("deleteColumn"),null,mxUtils.bind(this,function(){if(null!=e)try{k?f.deleteLane(e):f.deleteTableColumn(e)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-deletecolumn"),b.setAttribute("title",mxResources.get("deleteColumn"))),u&&(b=a.addItem(mxResources.get("insertRowBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableRow(e, -!0)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-insertrowbefore"),b.setAttribute("title",mxResources.get("insertRowBefore")),b=a.addItem(mxResources.get("insertRowAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableRow(e,!1)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-insertrowafter"),b.setAttribute("title",mxResources.get("insertRowAfter")),b=a.addItem(mxResources.get("deleteRow"),null,mxUtils.bind(this,function(){try{k? -f.deleteLane(e):f.deleteTableRow(e)}catch(n){this.editorUi.handleError(n)}}),null,"geIcon geSprite geSprite-deleterow"),b.setAttribute("title",mxResources.get("deleteRow")),u=this.editorUi.getSelectionState(),null!=u.mergeCell?this.addMenuItem(a,"mergeCells"):(1<u.style.colspan||1<u.style.rowspan)&&this.addMenuItem(a,"unmergeCells")))}; -Menus.prototype.addInsertTableItem=function(a,b,f,e){function g(C){m=d.getParentByName(mxEvent.getSource(C),"TD");var F=!1;if(null!=m){k=d.getParentByName(m,"TR");var I=mxEvent.isMouseEvent(C)?2:4,D=x,N=Math.min(20,k.sectionRowIndex+I);I=Math.min(20,m.cellIndex+I);for(var S=D.rows.length;S<N;S++)for(var T=D.insertRow(S),P=0;P<D.rows[0].cells.length;P++)T.insertCell(-1);for(S=0;S<D.rows.length;S++)for(T=D.rows[S],P=T.cells.length;P<I;P++)T.insertCell(-1);B.innerHTML=m.cellIndex+1+"x"+(k.sectionRowIndex+ -1);for(D=0;D<x.rows.length;D++)for(N=x.rows[D],I=0;I<N.cells.length;I++)S=N.cells[I],D==k.sectionRowIndex&&I==m.cellIndex&&(F="blue"==S.style.backgroundColor),S.style.backgroundColor=D<=k.sectionRowIndex&&I<=m.cellIndex?"blue":"transparent"}mxEvent.consume(C);return F}e=null!=e?e:!0;b=null!=b?b:mxUtils.bind(this,function(C,F,I){var D=this.editorUi.editor.graph;C=D.getParentByName(mxEvent.getSource(C),"TD");if(null!=C&&null!=D.cellEditor.textarea){D.getParentByName(C,"TR");var N=D.cellEditor.textarea.getElementsByTagName("table"); -C=[];for(var S=0;S<N.length;S++)C.push(N[S]);D.container.focus();S=D.pasteHtmlAtCaret;N=["<table>"];for(var T=0;T<F;T++){N.push("<tr>");for(var P=0;P<I;P++)N.push("<td><br></td>");N.push("</tr>")}N.push("</table>");F=N.join("");S.call(D,F);F=D.cellEditor.textarea.getElementsByTagName("table");if(F.length==C.length+1)for(S=F.length-1;0<=S;S--)if(0==S||F[S]!=C[S-1]){D.selectNode(F[S].rows[0].cells[0]);break}}});var d=this.editorUi.editor.graph,k=null,m=null;null==f&&(a.div.className+=" geToolbarMenu", -a.labels=!1);a=a.addItem("",null,null,f,null,null,null,!0);a.firstChild.style.fontSize=Menus.prototype.defaultFontSize+"px";a.firstChild.innerText="";var u=document.createElement("input");u.setAttribute("id","geTitleOption");u.setAttribute("type","checkbox");f=document.createElement("label");mxUtils.write(f,mxResources.get("title"));f.setAttribute("for","geTitleOption");mxEvent.addGestureListeners(f,null,null,mxUtils.bind(this,function(C){mxEvent.consume(C)}));mxEvent.addGestureListeners(u,null,null, -mxUtils.bind(this,function(C){mxEvent.consume(C)}));var n=document.createElement("input");n.setAttribute("id","geContainerOption");n.setAttribute("type","checkbox");var r=document.createElement("label");mxUtils.write(r,mxResources.get("container"));r.setAttribute("for","geContainerOption");mxEvent.addGestureListeners(r,null,null,mxUtils.bind(this,function(C){mxEvent.consume(C)}));mxEvent.addGestureListeners(n,null,null,mxUtils.bind(this,function(C){mxEvent.consume(C)}));e&&(a.firstChild.appendChild(u), -a.firstChild.appendChild(f),mxUtils.br(a.firstChild),a.firstChild.appendChild(n),a.firstChild.appendChild(r),mxUtils.br(a.firstChild),mxUtils.br(a.firstChild));var x=function(C,F){var I=document.createElement("table");I.setAttribute("border","1");I.style.borderCollapse="collapse";I.style.borderStyle="solid";I.setAttribute("cellPadding","8");for(var D=0;D<C;D++)for(var N=I.insertRow(D),S=0;S<F;S++)N.insertCell(-1);return I}(5,5);a.firstChild.appendChild(x);var B=document.createElement("div");B.style.padding= -"4px";B.innerHTML="1x1";a.firstChild.appendChild(B);mxEvent.addGestureListeners(x,null,null,mxUtils.bind(this,function(C){var F=g(C);null!=m&&null!=k&&F&&(b(C,k.sectionRowIndex+1,m.cellIndex+1,u.checked,n.checked),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0))}));mxEvent.addListener(x,"mouseover",g)}; -Menus.prototype.edgeStyleChange=function(a,b,f,e,g,d,k,m){return this.showIconOnly(a.addItem(b,m,mxUtils.bind(this,function(){var u=this.editorUi.editor.graph;u.stopEditing(!1);u.getModel().beginUpdate();try{for(var n=u.getSelectionCells(),r=[],x=0;x<n.length;x++){var B=n[x];if(u.getModel().isEdge(B)){if(k){var C=u.getCellGeometry(B);null!=C&&(C=C.clone(),C.points=null,u.getModel().setGeometry(B,C))}for(var F=0;F<f.length;F++)u.setCellStyles(f[F],e[F],[B]);r.push(B)}}this.editorUi.fireEvent(new mxEventObject("styleChanged", +Menus.prototype.addInsertTableCellItem=function(a,b){var f=this.editorUi.editor.graph,e=f.getSelectionCell(),g=f.getCurrentCellStyle(e);1<f.getSelectionCount()&&(f.isTableCell(e)&&(e=f.model.getParent(e)),f.isTableRow(e)&&(e=f.model.getParent(e)));var d=f.isTable(e)||f.isTableRow(e)||f.isTableCell(e),k=f.isStack(e)||f.isStackChild(e),n=d,u=d;k&&(g=f.isStack(e)?g:f.getCellStyle(f.model.getParent(e)),u="0"==g.horizontalStack,n=!u);null!=b||!d&&!k?this.addInsertTableItem(a,mxUtils.bind(this,function(m, +r,x,B,D){r=D||mxEvent.isControlDown(m)||mxEvent.isMetaDown(m)?f.createCrossFunctionalSwimlane(r,x,null,null,B||mxEvent.isShiftDown(m)?"Cross-Functional Flowchart":null):f.createTable(r,x,null,null,B||mxEvent.isShiftDown(m)?"Table":null);m=mxEvent.isAltDown(m)?f.getFreeInsertPoint():f.getCenterInsertPoint(f.getBoundingBoxFromGeometry([r],!0));x=null;f.getModel().beginUpdate();try{x=f.importCells([r],m.x,m.y),f.fireEvent(new mxEventObject("cellsInserted","cells",f.model.getDescendants(x[0])))}finally{f.getModel().endUpdate()}null!= +x&&0<x.length&&(f.scrollCellToVisible(x[0]),f.setSelectionCells(x))}),b):(n&&(b=a.addItem(mxResources.get("insertColumnBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableColumn(e,!0)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-insertcolumnbefore"),b.setAttribute("title",mxResources.get("insertColumnBefore")),b=a.addItem(mxResources.get("insertColumnAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableColumn(e,!1)}catch(m){this.editorUi.handleError(m)}}), +null,"geIcon geSprite geSprite-insertcolumnafter"),b.setAttribute("title",mxResources.get("insertColumnAfter")),b=a.addItem(mxResources.get("deleteColumn"),null,mxUtils.bind(this,function(){if(null!=e)try{k?f.deleteLane(e):f.deleteTableColumn(e)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-deletecolumn"),b.setAttribute("title",mxResources.get("deleteColumn"))),u&&(b=a.addItem(mxResources.get("insertRowBefore"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!0):f.insertTableRow(e, +!0)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-insertrowbefore"),b.setAttribute("title",mxResources.get("insertRowBefore")),b=a.addItem(mxResources.get("insertRowAfter"),null,mxUtils.bind(this,function(){try{k?f.insertLane(e,!1):f.insertTableRow(e,!1)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-insertrowafter"),b.setAttribute("title",mxResources.get("insertRowAfter")),b=a.addItem(mxResources.get("deleteRow"),null,mxUtils.bind(this,function(){try{k? +f.deleteLane(e):f.deleteTableRow(e)}catch(m){this.editorUi.handleError(m)}}),null,"geIcon geSprite geSprite-deleterow"),b.setAttribute("title",mxResources.get("deleteRow")),u=this.editorUi.getSelectionState(),null!=u.mergeCell?this.addMenuItem(a,"mergeCells"):(1<u.style.colspan||1<u.style.rowspan)&&this.addMenuItem(a,"unmergeCells")))}; +Menus.prototype.addInsertTableItem=function(a,b,f,e){function g(D){n=d.getParentByName(mxEvent.getSource(D),"TD");var F=!1;if(null!=n){k=d.getParentByName(n,"TR");var J=mxEvent.isMouseEvent(D)?2:4,C=x,O=Math.min(20,k.sectionRowIndex+J);J=Math.min(20,n.cellIndex+J);for(var R=C.rows.length;R<O;R++)for(var T=C.insertRow(R),Q=0;Q<C.rows[0].cells.length;Q++)T.insertCell(-1);for(R=0;R<C.rows.length;R++)for(T=C.rows[R],Q=T.cells.length;Q<J;Q++)T.insertCell(-1);B.innerHTML=n.cellIndex+1+"x"+(k.sectionRowIndex+ +1);for(C=0;C<x.rows.length;C++)for(O=x.rows[C],J=0;J<O.cells.length;J++)R=O.cells[J],C==k.sectionRowIndex&&J==n.cellIndex&&(F="blue"==R.style.backgroundColor),R.style.backgroundColor=C<=k.sectionRowIndex&&J<=n.cellIndex?"blue":"transparent"}mxEvent.consume(D);return F}e=null!=e?e:!0;b=null!=b?b:mxUtils.bind(this,function(D,F,J){var C=this.editorUi.editor.graph;if(null!=C.getParentByName(mxEvent.getSource(D),"TD")&&null!=C.cellEditor.textarea){var O=C.cellEditor.textarea.getElementsByTagName("table"); +D=[];for(var R=0;R<O.length;R++)D.push(O[R]);C.container.focus();R=C.pasteHtmlAtCaret;O=["<table>"];for(var T=0;T<F;T++){O.push("<tr>");for(var Q=0;Q<J;Q++)O.push("<td><br></td>");O.push("</tr>")}O.push("</table>");F=O.join("");R.call(C,F);F=C.cellEditor.textarea.getElementsByTagName("table");if(F.length==D.length+1)for(R=F.length-1;0<=R;R--)if(0==R||F[R]!=D[R-1]){C.selectNode(F[R].rows[0].cells[0]);break}}});var d=this.editorUi.editor.graph,k=null,n=null;null==f&&(a.div.className+=" geToolbarMenu", +a.labels=!1);a=a.addItem("",null,null,f,null,null,null,!0);a.firstChild.style.fontSize=Menus.prototype.defaultFontSize+"px";f=a.getElementsByTagName("td");1<f.length&&(f[1].style.display="none",f[2].style.display="none");a.firstChild.innerText="";var u=document.createElement("input");u.setAttribute("id","geTitleOption");u.setAttribute("type","checkbox");f=document.createElement("label");mxUtils.write(f,mxResources.get("title"));f.setAttribute("for","geTitleOption");mxEvent.addGestureListeners(f,null, +null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));mxEvent.addGestureListeners(u,null,null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));var m=document.createElement("input");m.setAttribute("id","geContainerOption");m.setAttribute("type","checkbox");var r=document.createElement("label");mxUtils.write(r,mxResources.get("container"));r.setAttribute("for","geContainerOption");mxEvent.addGestureListeners(r,null,null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));mxEvent.addGestureListeners(m, +null,null,mxUtils.bind(this,function(D){mxEvent.consume(D)}));e&&(a.firstChild.appendChild(u),a.firstChild.appendChild(f),mxUtils.br(a.firstChild),a.firstChild.appendChild(m),a.firstChild.appendChild(r),mxUtils.br(a.firstChild),mxUtils.br(a.firstChild));var x=function(D,F){var J=document.createElement("table");J.setAttribute("border","1");J.style.borderCollapse="collapse";J.style.borderStyle="solid";J.setAttribute("cellPadding","8");for(var C=0;C<D;C++)for(var O=J.insertRow(C),R=0;R<F;R++)O.insertCell(-1); +return J}(5,5);a.firstChild.appendChild(x);var B=document.createElement("div");B.style.padding="4px";B.innerHTML="1x1";a.firstChild.appendChild(B);mxEvent.addGestureListeners(x,null,null,mxUtils.bind(this,function(D){var F=g(D);null!=n&&null!=k&&F&&(b(D,k.sectionRowIndex+1,n.cellIndex+1,u.checked,m.checked),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0))}));mxEvent.addListener(x,"mouseover",g)}; +Menus.prototype.edgeStyleChange=function(a,b,f,e,g,d,k,n){return this.showIconOnly(a.addItem(b,n,mxUtils.bind(this,function(){var u=this.editorUi.editor.graph;u.stopEditing(!1);u.getModel().beginUpdate();try{for(var m=u.getSelectionCells(),r=[],x=0;x<m.length;x++){var B=m[x];if(u.getModel().isEdge(B)){if(k){var D=u.getCellGeometry(B);null!=D&&(D=D.clone(),D.points=null,u.getModel().setGeometry(B,D))}for(var F=0;F<f.length;F++)u.setCellStyles(f[F],e[F],[B]);r.push(B)}}this.editorUi.fireEvent(new mxEventObject("styleChanged", "keys",f,"values",e,"cells",r))}finally{u.getModel().endUpdate()}}),d,g))};Menus.prototype.showIconOnly=function(a){var b=a.getElementsByTagName("td");for(i=0;i<b.length;i++)"mxPopupMenuItem"==b[i].getAttribute("class")&&(b[i].style.display="none");return a}; -Menus.prototype.styleChange=function(a,b,f,e,g,d,k,m,u){var n=this.createStyleChangeFunction(f,e);a=a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph;null!=k&&r.cellEditor.isContentEditing()?k():n(m)}),d,g);u&&this.showIconOnly(a);return a}; -Menus.prototype.createStyleChangeFunction=function(a,b){return mxUtils.bind(this,function(f){var e=this.editorUi.editor.graph;e.stopEditing(!1);e.getModel().beginUpdate();try{for(var g=e.getEditableCells(e.getSelectionCells()),d=!1,k=0;k<a.length;k++)if(e.setCellStyles(a[k],b[k],g),a[k]==mxConstants.STYLE_ALIGN&&e.updateLabelElements(g,function(m){m.removeAttribute("align");m.style.textAlign=null}),a[k]==mxConstants.STYLE_FONTFAMILY||"fontSource"==a[k])d=!0;if(d)for(d=0;d<g.length;d++)0==e.model.getChildCount(g[d])&& +Menus.prototype.styleChange=function(a,b,f,e,g,d,k,n,u){var m=this.createStyleChangeFunction(f,e);a=a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph;null!=k&&r.cellEditor.isContentEditing()?k():m(n)}),d,g);u&&this.showIconOnly(a);return a}; +Menus.prototype.createStyleChangeFunction=function(a,b){return mxUtils.bind(this,function(f){var e=this.editorUi.editor.graph;e.stopEditing(!1);e.getModel().beginUpdate();try{for(var g=e.getEditableCells(e.getSelectionCells()),d=!1,k=0;k<a.length;k++)if(e.setCellStyles(a[k],b[k],g),a[k]==mxConstants.STYLE_ALIGN&&e.updateLabelElements(g,function(n){n.removeAttribute("align");n.style.textAlign=null}),a[k]==mxConstants.STYLE_FONTFAMILY||"fontSource"==a[k])d=!0;if(d)for(d=0;d<g.length;d++)0==e.model.getChildCount(g[d])&& e.autoSizeCell(g[d],!1);null!=f&&f();this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",a,"values",b,"cells",g))}finally{e.getModel().endUpdate()}})}; -Menus.prototype.promptChange=function(a,b,f,e,g,d,k,m,u,n){return a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph,x=e,B=r.getView().getState(r.getSelectionCell());null!=B&&(x=B.style[g]||x);var C=null!=n?n():!0;x=new FilenameDialog(this.editorUi,x,mxResources.get("apply"),mxUtils.bind(this,function(F){if(null!=F&&0<F.length){if(C){r.getModel().beginUpdate();try{r.stopEditing(!1),r.setCellStyles(g,F)}finally{r.getModel().endUpdate()}}null!=m&&m(F)}}),mxResources.get("enterValue")+ -(0<f.length?" "+f:""),null,null,null,null,function(){null!=m&&null!=n&&m(null)});this.editorUi.showDialog(x.container,300,80,!0,!0);x.init()}),d,u,k)}; -Menus.prototype.pickColor=function(a,b,f){var e=this.editorUi,g=e.editor.graph,d=226+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));if(null!=b&&g.cellEditor.isContentEditing()){var k=g.cellEditor.saveSelection();a=new ColorDialog(this.editorUi,f||g.shapeForegroundColor,mxUtils.bind(this,function(u){g.cellEditor.restoreSelection(k);document.execCommand(b,!1,u!=mxConstants.NONE?u:"transparent");var n={forecolor:mxConstants.STYLE_FONTCOLOR, -backcolor:mxConstants.STYLE_LABEL_BACKGROUNDCOLOR}[b];null!=n&&e.fireEvent(new mxEventObject("styleChanged","keys",[n],"values",[u],"cells",[g.cellEditor.getEditingCell()]))}),function(){g.cellEditor.restoreSelection(k)});this.editorUi.showDialog(a.container,230,d,!0,!0);a.init()}else{null==this.colorDialog&&(this.colorDialog=new ColorDialog(this.editorUi));this.colorDialog.currentColorKey=a;f=g.getView().getState(g.getSelectionCell());var m=mxConstants.NONE;null!=f&&(m=f.style[a]||m);m==mxConstants.NONE? -(m=g.shapeBackgroundColor.substring(1),this.colorDialog.picker.fromString(m),this.colorDialog.colorInput.value=mxConstants.NONE):this.colorDialog.picker.fromString(mxUtils.rgba2hex(m));this.editorUi.showDialog(this.colorDialog.container,230,d,!0,!0);this.colorDialog.init()}};Menus.prototype.toggleStyle=function(a,b){var f=this.editorUi.editor.graph;b=f.toggleCellStyles(a,b);this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[a],"values",[b],"cells",f.getSelectionCells()))}; -Menus.prototype.addMenuItem=function(a,b,f,e,g,d){var k=this.editorUi.actions.get(b);return null!=k&&(a.showDisabled||k.isEnabled())&&k.visible?(b=a.addItem(d||k.label,null,function(m){k.funct(e,m)},f,g,k.isEnabled()),k.toggleAction&&k.isSelected()&&a.addCheckmark(b,Editor.checkmarkImage),this.addShortcut(b,k),b):null}; +Menus.prototype.promptChange=function(a,b,f,e,g,d,k,n,u,m){return a.addItem(b,null,mxUtils.bind(this,function(){var r=this.editorUi.editor.graph,x=e,B=r.getView().getState(r.getSelectionCell());null!=B&&(x=B.style[g]||x);var D=null!=m?m():!0;x=new FilenameDialog(this.editorUi,x,mxResources.get("apply"),mxUtils.bind(this,function(F){if(null!=F&&0<F.length){if(D){r.getModel().beginUpdate();try{r.stopEditing(!1),r.setCellStyles(g,F)}finally{r.getModel().endUpdate()}}null!=n&&n(F)}}),mxResources.get("enterValue")+ +(0<f.length?" "+f:""),null,null,null,null,function(){null!=n&&null!=m&&n(null)});this.editorUi.showDialog(x.container,300,80,!0,!0);x.init()}),d,u,k)}; +Menus.prototype.pickColor=function(a,b,f){var e=this.editorUi,g=e.editor.graph,d=226+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));if(null!=b&&g.cellEditor.isContentEditing()){var k=g.cellEditor.saveSelection();a=new ColorDialog(this.editorUi,f||g.shapeForegroundColor,mxUtils.bind(this,function(u){g.cellEditor.restoreSelection(k);document.execCommand(b,!1,u!=mxConstants.NONE?u:"transparent");var m={forecolor:mxConstants.STYLE_FONTCOLOR, +backcolor:mxConstants.STYLE_LABEL_BACKGROUNDCOLOR}[b];null!=m&&e.fireEvent(new mxEventObject("styleChanged","keys",[m],"values",[u],"cells",[g.cellEditor.getEditingCell()]))}),function(){g.cellEditor.restoreSelection(k)});this.editorUi.showDialog(a.container,230,d,!0,!0);a.init()}else{null==this.colorDialog&&(this.colorDialog=new ColorDialog(this.editorUi));this.colorDialog.currentColorKey=a;f=g.getView().getState(g.getSelectionCell());var n=mxConstants.NONE;null!=f&&(n=f.style[a]||n);n==mxConstants.NONE? +(n=g.shapeBackgroundColor.substring(1),this.colorDialog.picker.fromString(n),this.colorDialog.colorInput.value=mxConstants.NONE):this.colorDialog.picker.fromString(mxUtils.rgba2hex(n));this.editorUi.showDialog(this.colorDialog.container,230,d,!0,!0);this.colorDialog.init()}};Menus.prototype.toggleStyle=function(a,b){var f=this.editorUi.editor.graph;b=f.toggleCellStyles(a,b);this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[a],"values",[b],"cells",f.getSelectionCells()))}; +Menus.prototype.addMenuItem=function(a,b,f,e,g,d){var k=this.editorUi.actions.get(b);return null!=k&&(a.showDisabled||k.isEnabled())&&k.visible?(b=a.addItem(d||k.label,null,function(n){k.funct(e,n)},f,g,k.isEnabled()),k.toggleAction&&k.isSelected()&&a.addCheckmark(b,Editor.checkmarkImage),this.addShortcut(b,k),b):null}; Menus.prototype.addShortcut=function(a,b){if(null!=b.shortcut){a=a.firstChild.nextSibling.nextSibling;var f=document.createElement("span");f.style.color="gray";mxUtils.write(f,b.shortcut);a.appendChild(f)}};Menus.prototype.addMenuItems=function(a,b,f,e,g){for(var d=0;d<b.length;d++)"-"==b[d]?a.addSeparator(f):this.addMenuItem(a,b[d],f,e,null!=g?g[d]:null)}; Menus.prototype.createPopupMenu=function(a,b,f){a.smartSeparators=!0;this.addPopupMenuHistoryItems(a,b,f);this.addPopupMenuEditItems(a,b,f);this.addPopupMenuStyleItems(a,b,f);this.addPopupMenuArrangeItems(a,b,f);this.addPopupMenuCellItems(a,b,f);this.addPopupMenuSelectionItems(a,b,f)};Menus.prototype.addPopupMenuHistoryItems=function(a,b,f){this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(a,["undo","redo"],null,f)}; Menus.prototype.addPopupMenuEditItems=function(a,b,f){this.editorUi.editor.graph.isSelectionEmpty()?this.addMenuItems(a,["pasteHere"],null,f):this.addMenuItems(a,"delete - cut copy - duplicate".split(" "),null,f)};Menus.prototype.addPopupMenuStyleItems=function(a,b,f){1==this.editorUi.editor.graph.getSelectionCount()?this.addMenuItems(a,["-","setAsDefaultStyle"],null,f):this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(a,["-","clearDefaultStyle"],null,f)}; @@ -3950,7 +3952,7 @@ a=this.addMenu("",mxResources.get("insert")+" ("+mxResources.get("doubleClickToo Toolbar.prototype.appendDropDownImageHtml=function(a){var b=document.createElement("img");b.setAttribute("border","0");b.setAttribute("valign","middle");b.setAttribute("src",Toolbar.prototype.dropDownImage);a.appendChild(b);b.style.position="absolute";b.style.right="4px";b.style.top=(EditorUi.compactUi?6:8)+"px"}; Toolbar.prototype.addTableDropDown=function(){var a=this.addMenuFunction("geIcon geSprite geSprite-table",mxResources.get("table"),!1,mxUtils.bind(this,function(f){this.editorUi.menus.addInsertTableCellItem(f)}));a.style.position="relative";a.style.whiteSpace="nowrap";a.style.overflow="hidden";a.style.width="30px";a.innerHTML='<div class="geSprite geSprite-table"></div>';this.appendDropDownImageHtml(a);a.getElementsByTagName("div")[0].style.marginLeft="-2px";EditorUi.compactUi&&(a.getElementsByTagName("img")[0].style.left= "22px",a.getElementsByTagName("img")[0].style.top="5px");var b=this.editorUi.menus.get("insert");null!=b&&"function"===typeof a.setEnabled&&b.addListener("stateChanged",function(){a.setEnabled(b.enabled)});return a}; -Toolbar.prototype.addDropDownArrow=function(a,b,f,e,g,d,k,m){g=EditorUi.compactUi?g:m;a.style.whiteSpace="nowrap";a.style.overflow="hidden";a.style.position="relative";a.style.width=e-(null!=k?k:32)+"px";a.innerHTML='<div class="geSprite '+b+'"></div>';this.appendDropDownImageHtml(a);b=a.getElementsByTagName("div")[0];b.style.marginLeft=g+"px";b.style.marginTop=d+"px";EditorUi.compactUi&&(a.getElementsByTagName("img")[0].style.left="24px",a.getElementsByTagName("img")[0].style.top="5px",a.style.width= +Toolbar.prototype.addDropDownArrow=function(a,b,f,e,g,d,k,n){g=EditorUi.compactUi?g:n;a.style.whiteSpace="nowrap";a.style.overflow="hidden";a.style.position="relative";a.style.width=e-(null!=k?k:32)+"px";a.innerHTML='<div class="geSprite '+b+'"></div>';this.appendDropDownImageHtml(a);b=a.getElementsByTagName("div")[0];b.style.marginLeft=g+"px";b.style.marginTop=d+"px";EditorUi.compactUi&&(a.getElementsByTagName("img")[0].style.left="24px",a.getElementsByTagName("img")[0].style.top="5px",a.style.width= f-10+"px")};Toolbar.prototype.setFontName=function(a){if(null!=this.fontMenu){this.fontMenu.innerText="";var b=document.createElement("div");b.style.display="inline-block";b.style.overflow="hidden";b.style.textOverflow="ellipsis";b.style.maxWidth="66px";mxUtils.write(b,a);this.fontMenu.appendChild(b);this.appendDropDownImageHtml(this.fontMenu)}}; Toolbar.prototype.setFontSize=function(a){if(null!=this.sizeMenu){this.sizeMenu.innerText="";var b=document.createElement("div");b.style.display="inline-block";b.style.overflow="hidden";b.style.textOverflow="ellipsis";b.style.maxWidth="24px";mxUtils.write(b,a);this.sizeMenu.appendChild(b);this.appendDropDownImageHtml(this.sizeMenu)}}; Toolbar.prototype.createTextToolbar=function(){var a=this.editorUi,b=a.editor.graph,f=this.addMenu("",mxResources.get("style"),!0,"formatBlock");f.style.position="relative";f.style.whiteSpace="nowrap";f.style.overflow="hidden";f.innerHTML=mxResources.get("style");this.appendDropDownImageHtml(f);EditorUi.compactUi&&(f.style.paddingRight="18px",f.getElementsByTagName("img")[0].style.right="1px",f.getElementsByTagName("img")[0].style.top="5px");this.addSeparator();this.fontMenu=this.addMenu("",mxResources.get("fontFamily"), @@ -3967,102 +3969,102 @@ null,"geIcon geSprite geSprite-fontbackground");g.setAttribute("title",mxResourc "-2px";e.appendChild(f);this.appendDropDownImageHtml(e);EditorUi.compactUi&&(e.getElementsByTagName("img")[0].style.left="22px",e.getElementsByTagName("img")[0].style.top="5px");this.addSeparator();this.addButton("geIcon geSprite geSprite-code",mxResources.get("html"),function(){b.cellEditor.toggleViewMode();0<b.cellEditor.textarea.innerHTML.length&&(" "!=b.cellEditor.textarea.innerHTML||!b.cellEditor.clearOnChange)&&window.setTimeout(function(){document.execCommand("selectAll",!1,null)})}); this.addSeparator();e=this.addMenuFunction("",mxResources.get("insert"),!0,mxUtils.bind(this,function(d){d.addItem(mxResources.get("insertLink"),null,mxUtils.bind(this,function(){this.editorUi.actions.get("link").funct()}));d.addItem(mxResources.get("insertImage"),null,mxUtils.bind(this,function(){this.editorUi.actions.get("image").funct()}));d.addItem(mxResources.get("insertHorizontalRule"),null,mxUtils.bind(this,function(){document.execCommand("inserthorizontalrule",!1,null)}))}));e.style.whiteSpace= "nowrap";e.style.overflow="hidden";e.style.position="relative";e.style.width="16px";e.innerText="";f=document.createElement("div");f.className="geSprite geSprite-plus";f.style.marginLeft="-4px";f.style.marginTop="-3px";e.appendChild(f);this.appendDropDownImageHtml(e);EditorUi.compactUi&&(e.getElementsByTagName("img")[0].style.left="24px",e.getElementsByTagName("img")[0].style.top="5px",e.style.width="30px");this.addSeparator();var g=this.addMenuFunction("geIcon geSprite geSprite-table",mxResources.get("table"), -!1,mxUtils.bind(this,function(d){var k=b.getSelectedElement(),m=b.getParentByNames(k,["TD","TH"],b.cellEditor.text2),u=b.getParentByName(k,"TR",b.cellEditor.text2);if(null==u)this.editorUi.menus.addInsertTableItem(d);else{var n=b.getParentByName(u,"TABLE",b.cellEditor.text2);k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(n,null!=m?m.cellIndex:0))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnbefore");k.setAttribute("title",mxResources.get("insertColumnBefore")); -k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(n,null!=m?m.cellIndex+1:-1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnafter");k.setAttribute("title",mxResources.get("insertColumnAfter"));k=d.addItem("Delete column",null,mxUtils.bind(this,function(){if(null!=m)try{b.deleteColumn(n,m.cellIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deletecolumn");k.setAttribute("title",mxResources.get("deleteColumn")); -k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(n,u.sectionRowIndex))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowbefore");k.setAttribute("title",mxResources.get("insertRowBefore"));k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(n,u.sectionRowIndex+1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowafter");k.setAttribute("title",mxResources.get("insertRowAfter"));k=d.addItem("", -null,mxUtils.bind(this,function(){try{b.deleteRow(n,u.sectionRowIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deleterow");k.setAttribute("title",mxResources.get("deleteRow"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=n.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,C,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+("0"+Number(C).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r, -function(x){null==x||x==mxConstants.NONE?(n.removeAttribute("border"),n.style.border="",n.style.borderCollapse=""):(n.setAttribute("border","1"),n.style.border="1px solid "+x,n.style.borderCollapse="collapse")})}),null,"geIcon geSprite geSprite-strokecolor");k.setAttribute("title",mxResources.get("borderColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=n.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,C,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+ -("0"+Number(C).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r,function(x){n.style.backgroundColor=null==x||x==mxConstants.NONE?"":x})}),null,"geIcon geSprite geSprite-fillcolor");k.setAttribute("title",mxResources.get("backgroundColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=n.getAttribute("cellPadding")||0;r=new FilenameDialog(this.editorUi,r,mxResources.get("apply"),mxUtils.bind(this,function(x){null!=x&&0<x.length?n.setAttribute("cellPadding", -x):n.removeAttribute("cellPadding")}),mxResources.get("spacing"));this.editorUi.showDialog(r.container,300,80,!0,!0);r.init()}),null,"geIcon geSprite geSprite-fit");k.setAttribute("title",mxResources.get("spacing"));k=d.addItem("",null,mxUtils.bind(this,function(){n.setAttribute("align","left")}),null,"geIcon geSprite geSprite-left");k.setAttribute("title",mxResources.get("left"));k=d.addItem("",null,mxUtils.bind(this,function(){n.setAttribute("align","center")}),null,"geIcon geSprite geSprite-center"); -k.setAttribute("title",mxResources.get("center"));k=d.addItem("",null,mxUtils.bind(this,function(){n.setAttribute("align","right")}),null,"geIcon geSprite geSprite-right");k.setAttribute("title",mxResources.get("right"))}}));g.style.position="relative";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.width="30px";g.innerText="";f=document.createElement("div");f.className="geSprite geSprite-table";f.style.marginLeft="-2px";g.appendChild(f);this.appendDropDownImageHtml(g);EditorUi.compactUi&& -(g.getElementsByTagName("img")[0].style.left="22px",g.getElementsByTagName("img")[0].style.top="5px")};Toolbar.prototype.hideMenu=function(){this.editorUi.hideCurrentMenu()};Toolbar.prototype.addMenu=function(a,b,f,e,g,d,k){var m=this.editorUi.menus.get(e),u=this.addMenuFunction(a,b,f,function(){m.funct.apply(m,arguments)},g,d);k||"function"!==typeof u.setEnabled||m.addListener("stateChanged",function(){u.setEnabled(m.enabled)});return u}; +!1,mxUtils.bind(this,function(d){var k=b.getSelectedElement(),n=b.getParentByNames(k,["TD","TH"],b.cellEditor.text2),u=b.getParentByName(k,"TR",b.cellEditor.text2);if(null==u)this.editorUi.menus.addInsertTableItem(d);else{var m=b.getParentByName(u,"TABLE",b.cellEditor.text2);k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(m,null!=n?n.cellIndex:0))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnbefore");k.setAttribute("title",mxResources.get("insertColumnBefore")); +k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertColumn(m,null!=n?n.cellIndex+1:-1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertcolumnafter");k.setAttribute("title",mxResources.get("insertColumnAfter"));k=d.addItem("Delete column",null,mxUtils.bind(this,function(){if(null!=n)try{b.deleteColumn(m,n.cellIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deletecolumn");k.setAttribute("title",mxResources.get("deleteColumn")); +k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(m,u.sectionRowIndex))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowbefore");k.setAttribute("title",mxResources.get("insertRowBefore"));k=d.addItem("",null,mxUtils.bind(this,function(){try{b.selectNode(b.insertRow(m,u.sectionRowIndex+1))}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-insertrowafter");k.setAttribute("title",mxResources.get("insertRowAfter"));k=d.addItem("", +null,mxUtils.bind(this,function(){try{b.deleteRow(m,u.sectionRowIndex)}catch(r){this.editorUi.handleError(r)}}),null,"geIcon geSprite geSprite-deleterow");k.setAttribute("title",mxResources.get("deleteRow"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=m.style.borderColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,D,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+("0"+Number(D).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r, +function(x){null==x||x==mxConstants.NONE?(m.removeAttribute("border"),m.style.border="",m.style.borderCollapse=""):(m.setAttribute("border","1"),m.style.border="1px solid "+x,m.style.borderCollapse="collapse")})}),null,"geIcon geSprite geSprite-strokecolor");k.setAttribute("title",mxResources.get("borderColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=m.style.backgroundColor.replace(/\brgb\s*\(\s*(\d+)\s*,\s*(\d+)\s*,\s*(\d+)\s*\)/g,function(x,B,D,F){return"#"+("0"+Number(B).toString(16)).substr(-2)+ +("0"+Number(D).toString(16)).substr(-2)+("0"+Number(F).toString(16)).substr(-2)});this.editorUi.pickColor(r,function(x){m.style.backgroundColor=null==x||x==mxConstants.NONE?"":x})}),null,"geIcon geSprite geSprite-fillcolor");k.setAttribute("title",mxResources.get("backgroundColor"));k=d.addItem("",null,mxUtils.bind(this,function(){var r=m.getAttribute("cellPadding")||0;r=new FilenameDialog(this.editorUi,r,mxResources.get("apply"),mxUtils.bind(this,function(x){null!=x&&0<x.length?m.setAttribute("cellPadding", +x):m.removeAttribute("cellPadding")}),mxResources.get("spacing"));this.editorUi.showDialog(r.container,300,80,!0,!0);r.init()}),null,"geIcon geSprite geSprite-fit");k.setAttribute("title",mxResources.get("spacing"));k=d.addItem("",null,mxUtils.bind(this,function(){m.setAttribute("align","left")}),null,"geIcon geSprite geSprite-left");k.setAttribute("title",mxResources.get("left"));k=d.addItem("",null,mxUtils.bind(this,function(){m.setAttribute("align","center")}),null,"geIcon geSprite geSprite-center"); +k.setAttribute("title",mxResources.get("center"));k=d.addItem("",null,mxUtils.bind(this,function(){m.setAttribute("align","right")}),null,"geIcon geSprite geSprite-right");k.setAttribute("title",mxResources.get("right"))}}));g.style.position="relative";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.width="30px";g.innerText="";f=document.createElement("div");f.className="geSprite geSprite-table";f.style.marginLeft="-2px";g.appendChild(f);this.appendDropDownImageHtml(g);EditorUi.compactUi&& +(g.getElementsByTagName("img")[0].style.left="22px",g.getElementsByTagName("img")[0].style.top="5px")};Toolbar.prototype.hideMenu=function(){this.editorUi.hideCurrentMenu()};Toolbar.prototype.addMenu=function(a,b,f,e,g,d,k){var n=this.editorUi.menus.get(e),u=this.addMenuFunction(a,b,f,function(){n.funct.apply(n,arguments)},g,d);k||"function"!==typeof u.setEnabled||n.addListener("stateChanged",function(){u.setEnabled(n.enabled)});return u}; Toolbar.prototype.addMenuFunction=function(a,b,f,e,g,d){return this.addMenuFunctionInContainer(null!=g?g:this.container,a,b,f,e,d)};Toolbar.prototype.addMenuFunctionInContainer=function(a,b,f,e,g,d){b=e?this.createLabel(b):this.createButton(b);this.initElement(b,f);this.addMenuHandler(b,e,g,d);a.appendChild(b);return b};Toolbar.prototype.addSeparator=function(a){a=null!=a?a:this.container;var b=document.createElement("div");b.className="geSeparator";a.appendChild(b);return b}; Toolbar.prototype.addItems=function(a,b,f){for(var e=[],g=0;g<a.length;g++){var d=a[g];"-"==d?e.push(this.addSeparator(b)):e.push(this.addItem("geSprite-"+d.toLowerCase(),d,b,f))}return e};Toolbar.prototype.addItem=function(a,b,f,e){var g=this.editorUi.actions.get(b),d=null;null!=g&&(b=g.label,null!=g.shortcut&&(b+=" ("+g.shortcut+")"),d=this.addButton(a,b,g.funct,f),e||"function"!==typeof d.setEnabled||(d.setEnabled(g.enabled),g.addListener("stateChanged",function(){d.setEnabled(g.enabled)})));return d}; Toolbar.prototype.addButton=function(a,b,f,e){a=this.createButton(a);e=null!=e?e:this.container;this.initElement(a,b);this.addClickHandler(a,f);e.appendChild(a);return a};Toolbar.prototype.initElement=function(a,b){null!=b&&a.setAttribute("title",b);this.addEnabledState(a)};Toolbar.prototype.addEnabledState=function(a){var b=a.className;a.setEnabled=function(f){a.enabled=f;a.className=f?b:b+" mxDisabled"};a.setEnabled(!0)}; Toolbar.prototype.addClickHandler=function(a,b){null!=b&&(mxEvent.addListener(a,"click",function(f){a.enabled&&b(f);mxEvent.consume(f)}),mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(f){f.preventDefault()})))};Toolbar.prototype.createButton=function(a){var b=document.createElement("a");b.className="geButton";var f=document.createElement("div");null!=a&&(f.className="geSprite "+a);b.appendChild(f);return b}; Toolbar.prototype.createLabel=function(a,b){b=document.createElement("a");b.className="geLabel";mxUtils.write(b,a);return b}; -Toolbar.prototype.addMenuHandler=function(a,b,f,e){if(null!=f){var g=this.editorUi.editor.graph,d=null,k=!0;mxEvent.addListener(a,"click",mxUtils.bind(this,function(m){if(k&&(null==a.enabled||a.enabled)){g.popupMenuHandler.hideMenu();d=new mxPopupMenu(f);d.div.className+=" geToolbarMenu";d.showDisabled=e;d.labels=b;d.autoExpand=!0;!b&&d.div.scrollHeight>d.div.clientHeight&&(d.div.style.width="40px");d.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(d,arguments);this.editorUi.resetCurrentMenu(); -d.destroy()});var u=mxUtils.getOffset(a);d.popup(u.x,u.y+a.offsetHeight,null,m);this.editorUi.setCurrentMenu(d,a)}k=!0;mxEvent.consume(m)}));mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(m){k=null==d||null==d.div||null==d.div.parentNode;m.preventDefault()}))}};Toolbar.prototype.destroy=function(){null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null)};var OpenDialog=function(){var a=document.createElement("iframe");a.style.backgroundColor="transparent";a.allowTransparency="true";a.style.borderStyle="none";a.style.borderWidth="0px";a.style.overflow="hidden";a.style.maxWidth="100%";a.frameBorder="0";a.setAttribute("width",(Editor.useLocalStorage?640:320)+"px");a.setAttribute("height",(Editor.useLocalStorage?480:220)+"px");a.setAttribute("src",OPEN_FORM);this.container=a},ColorDialog=function(a,b,f,e){function g(){var I=k.value;/(^#?[a-zA-Z0-9]*$)/.test(I)? -("none"!=I&&"#"!=I.charAt(0)&&(I="#"+I),ColorDialog.addRecentColor("none"!=I?I.substring(1):I,12),m(I),a.hideDialog()):a.handleError({message:mxResources.get("invalidInput")})}function d(){var I=r(0==ColorDialog.recentColors.length?["FFFFFF"]:ColorDialog.recentColors,11,"FFFFFF",!0);I.style.marginBottom="8px";return I}this.editorUi=a;var k=document.createElement("input");k.style.marginBottom="10px";mxClient.IS_IE&&(k.style.marginTop="10px",document.body.appendChild(k));var m=null!=f?f:this.createApplyFunction(); -this.init=function(){mxClient.IS_TOUCH||k.focus()};var u=new mxJSColor.color(k);u.pickerOnfocus=!1;u.showPicker();f=document.createElement("div");mxJSColor.picker.box.style.position="relative";mxJSColor.picker.box.style.width="230px";mxJSColor.picker.box.style.height="100px";mxJSColor.picker.box.style.paddingBottom="10px";f.appendChild(mxJSColor.picker.box);var n=document.createElement("center"),r=mxUtils.bind(this,function(I,D,N,S){D=null!=D?D:12;var T=document.createElement("table");T.style.borderCollapse= -"collapse";T.setAttribute("cellspacing","0");T.style.marginBottom="20px";T.style.cellSpacing="0px";T.style.marginLeft="1px";var P=document.createElement("tbody");T.appendChild(P);for(var Z=I.length/D,U=0;U<Z;U++){for(var V=document.createElement("tr"),aa=0;aa<D;aa++)mxUtils.bind(this,function(ia){var ea=document.createElement("td");ea.style.border="0px solid black";ea.style.padding="0px";ea.style.width="16px";ea.style.height="16px";null==ia&&(ia=N);if(null!=ia){ea.style.borderWidth="1px";"none"== -ia?ea.style.background="url('"+Dialog.prototype.noColorImage+"')":ea.style.backgroundColor="#"+ia;var qa=this.colorNames[ia.toUpperCase()];null!=qa&&ea.setAttribute("title",qa)}V.appendChild(ea);null!=ia&&(ea.style.cursor="pointer",mxEvent.addListener(ea,"click",function(){"none"==ia?(u.fromString("ffffff"),k.value="none"):u.fromString(ia)}),mxEvent.addListener(ea,"dblclick",g))})(I[U*D+aa]);P.appendChild(V)}S&&(I=document.createElement("td"),I.setAttribute("title",mxResources.get("reset")),I.style.border= -"1px solid black",I.style.padding="0px",I.style.width="16px",I.style.height="16px",I.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')",I.style.backgroundPosition="center center",I.style.backgroundRepeat="no-repeat",I.style.cursor="pointer",V.appendChild(I),mxEvent.addListener(I,"click",function(){ColorDialog.resetRecentColors();T.parentNode.replaceChild(d(),T)}));n.appendChild(T);return T});f.appendChild(k);if(mxClient.IS_IE||mxClient.IS_IE11)k.style.width="216px";else{k.style.width= +Toolbar.prototype.addMenuHandler=function(a,b,f,e){if(null!=f){var g=this.editorUi.editor.graph,d=null,k=!0;mxEvent.addListener(a,"click",mxUtils.bind(this,function(n){if(k&&(null==a.enabled||a.enabled)){g.popupMenuHandler.hideMenu();d=new mxPopupMenu(f);d.div.className+=" geToolbarMenu";d.showDisabled=e;d.labels=b;d.autoExpand=!0;!b&&d.div.scrollHeight>d.div.clientHeight&&(d.div.style.width="40px");d.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(d,arguments);this.editorUi.resetCurrentMenu(); +d.destroy()});var u=mxUtils.getOffset(a);d.popup(u.x,u.y+a.offsetHeight,null,n);this.editorUi.setCurrentMenu(d,a)}k=!0;mxEvent.consume(n)}));mxEvent.addListener(a,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(n){k=null==d||null==d.div||null==d.div.parentNode;n.preventDefault()}))}};Toolbar.prototype.destroy=function(){null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null)};var OpenDialog=function(){var a=document.createElement("iframe");a.style.backgroundColor="transparent";a.allowTransparency="true";a.style.borderStyle="none";a.style.borderWidth="0px";a.style.overflow="hidden";a.style.maxWidth="100%";a.frameBorder="0";a.setAttribute("width",(Editor.useLocalStorage?640:320)+"px");a.setAttribute("height",(Editor.useLocalStorage?480:220)+"px");a.setAttribute("src",OPEN_FORM);this.container=a},ColorDialog=function(a,b,f,e){function g(){var J=k.value;/(^#?[a-zA-Z0-9]*$)/.test(J)? +("none"!=J&&"#"!=J.charAt(0)&&(J="#"+J),ColorDialog.addRecentColor("none"!=J?J.substring(1):J,12),n(J),a.hideDialog()):a.handleError({message:mxResources.get("invalidInput")})}function d(){var J=r(0==ColorDialog.recentColors.length?["FFFFFF"]:ColorDialog.recentColors,11,"FFFFFF",!0);J.style.marginBottom="8px";return J}this.editorUi=a;var k=document.createElement("input");k.style.marginBottom="10px";mxClient.IS_IE&&(k.style.marginTop="10px",document.body.appendChild(k));var n=null!=f?f:this.createApplyFunction(); +this.init=function(){mxClient.IS_TOUCH||k.focus()};var u=new mxJSColor.color(k);u.pickerOnfocus=!1;u.showPicker();f=document.createElement("div");mxJSColor.picker.box.style.position="relative";mxJSColor.picker.box.style.width="230px";mxJSColor.picker.box.style.height="100px";mxJSColor.picker.box.style.paddingBottom="10px";f.appendChild(mxJSColor.picker.box);var m=document.createElement("center"),r=mxUtils.bind(this,function(J,C,O,R){C=null!=C?C:12;var T=document.createElement("table");T.style.borderCollapse= +"collapse";T.setAttribute("cellspacing","0");T.style.marginBottom="20px";T.style.cellSpacing="0px";T.style.marginLeft="1px";var Q=document.createElement("tbody");T.appendChild(Q);for(var aa=J.length/C,S=0;S<aa;S++){for(var P=document.createElement("tr"),X=0;X<C;X++)mxUtils.bind(this,function(ha){var fa=document.createElement("td");fa.style.border="0px solid black";fa.style.padding="0px";fa.style.width="16px";fa.style.height="16px";null==ha&&(ha=O);if(null!=ha){fa.style.borderWidth="1px";"none"==ha? +fa.style.background="url('"+Dialog.prototype.noColorImage+"')":fa.style.backgroundColor="#"+ha;var sa=this.colorNames[ha.toUpperCase()];null!=sa&&fa.setAttribute("title",sa)}P.appendChild(fa);null!=ha&&(fa.style.cursor="pointer",mxEvent.addListener(fa,"click",function(){"none"==ha?(u.fromString("ffffff"),k.value="none"):u.fromString(ha)}),mxEvent.addListener(fa,"dblclick",g))})(J[S*C+X]);Q.appendChild(P)}R&&(J=document.createElement("td"),J.setAttribute("title",mxResources.get("reset")),J.style.border= +"1px solid black",J.style.padding="0px",J.style.width="16px",J.style.height="16px",J.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')",J.style.backgroundPosition="center center",J.style.backgroundRepeat="no-repeat",J.style.cursor="pointer",P.appendChild(J),mxEvent.addListener(J,"click",function(){ColorDialog.resetRecentColors();T.parentNode.replaceChild(d(),T)}));m.appendChild(T);return T});f.appendChild(k);if(mxClient.IS_IE||mxClient.IS_IE11)k.style.width="216px";else{k.style.width= "182px";var x=document.createElement("input");x.setAttribute("type","color");x.style.visibility="hidden";x.style.width="0px";x.style.height="0px";x.style.border="none";x.style.marginLeft="2px";f.style.whiteSpace="nowrap";f.appendChild(x);f.appendChild(mxUtils.button("...",function(){document.activeElement==x?k.focus():(x.value="#"+k.value,x.click())}));mxEvent.addListener(x,"input",function(){u.fromString(x.value.substring(1))})}mxUtils.br(f);d();var B=r(this.presetColors);B.style.marginBottom="8px"; -B=r(this.defaultColors);B.style.marginBottom="16px";f.appendChild(n);B=document.createElement("div");B.style.textAlign="right";B.style.whiteSpace="nowrap";var C=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=e&&e()});C.className="geBtn";a.editor.cancelFirst&&B.appendChild(C);var F=mxUtils.button(mxResources.get("apply"),g);F.className="geBtn gePrimaryBtn";B.appendChild(F);a.editor.cancelFirst||B.appendChild(C);null!=b&&("none"==b?(u.fromString("ffffff"),k.value="none"):u.fromString(b)); -f.appendChild(B);this.picker=u;this.colorInput=k;mxEvent.addListener(f,"keydown",function(I){27==I.keyCode&&(a.hideDialog(),null!=e&&e(),mxEvent.consume(I))});this.container=f};ColorDialog.prototype.presetColors="E6D0DE CDA2BE B5739D E1D5E7 C3ABD0 A680B8 D4E1F5 A9C4EB 7EA6E0 D5E8D4 9AC7BF 67AB9F D5E8D4 B9E0A5 97D077 FFF2CC FFE599 FFD966 FFF4C3 FFCE9F FFB570 F8CECC F19C99 EA6B66".split(" ");ColorDialog.prototype.colorNames={};ColorDialog.prototype.defaultColors="none FFFFFF E6E6E6 CCCCCC B3B3B3 999999 808080 666666 4D4D4D 333333 1A1A1A 000000 FFCCCC FFE6CC FFFFCC E6FFCC CCFFCC CCFFE6 CCFFFF CCE5FF CCCCFF E5CCFF FFCCFF FFCCE6 FF9999 FFCC99 FFFF99 CCFF99 99FF99 99FFCC 99FFFF 99CCFF 9999FF CC99FF FF99FF FF99CC FF6666 FFB366 FFFF66 B3FF66 66FF66 66FFB3 66FFFF 66B2FF 6666FF B266FF FF66FF FF66B3 FF3333 FF9933 FFFF33 99FF33 33FF33 33FF99 33FFFF 3399FF 3333FF 9933FF FF33FF FF3399 FF0000 FF8000 FFFF00 80FF00 00FF00 00FF80 00FFFF 007FFF 0000FF 7F00FF FF00FF FF0080 CC0000 CC6600 CCCC00 66CC00 00CC00 00CC66 00CCCC 0066CC 0000CC 6600CC CC00CC CC0066 990000 994C00 999900 4D9900 009900 00994D 009999 004C99 000099 4C0099 990099 99004D 660000 663300 666600 336600 006600 006633 006666 003366 000066 330066 660066 660033 330000 331A00 333300 1A3300 003300 00331A 003333 001933 000033 190033 330033 33001A".split(" "); +B=r(this.defaultColors);B.style.marginBottom="16px";f.appendChild(m);B=document.createElement("div");B.style.textAlign="right";B.style.whiteSpace="nowrap";var D=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog();null!=e&&e()});D.className="geBtn";a.editor.cancelFirst&&B.appendChild(D);var F=mxUtils.button(mxResources.get("apply"),g);F.className="geBtn gePrimaryBtn";B.appendChild(F);a.editor.cancelFirst||B.appendChild(D);null!=b&&("none"==b?(u.fromString("ffffff"),k.value="none"):u.fromString(b)); +f.appendChild(B);this.picker=u;this.colorInput=k;mxEvent.addListener(f,"keydown",function(J){27==J.keyCode&&(a.hideDialog(),null!=e&&e(),mxEvent.consume(J))});this.container=f};ColorDialog.prototype.presetColors="E6D0DE CDA2BE B5739D E1D5E7 C3ABD0 A680B8 D4E1F5 A9C4EB 7EA6E0 D5E8D4 9AC7BF 67AB9F D5E8D4 B9E0A5 97D077 FFF2CC FFE599 FFD966 FFF4C3 FFCE9F FFB570 F8CECC F19C99 EA6B66".split(" ");ColorDialog.prototype.colorNames={};ColorDialog.prototype.defaultColors="none FFFFFF E6E6E6 CCCCCC B3B3B3 999999 808080 666666 4D4D4D 333333 1A1A1A 000000 FFCCCC FFE6CC FFFFCC E6FFCC CCFFCC CCFFE6 CCFFFF CCE5FF CCCCFF E5CCFF FFCCFF FFCCE6 FF9999 FFCC99 FFFF99 CCFF99 99FF99 99FFCC 99FFFF 99CCFF 9999FF CC99FF FF99FF FF99CC FF6666 FFB366 FFFF66 B3FF66 66FF66 66FFB3 66FFFF 66B2FF 6666FF B266FF FF66FF FF66B3 FF3333 FF9933 FFFF33 99FF33 33FF33 33FF99 33FFFF 3399FF 3333FF 9933FF FF33FF FF3399 FF0000 FF8000 FFFF00 80FF00 00FF00 00FF80 00FFFF 007FFF 0000FF 7F00FF FF00FF FF0080 CC0000 CC6600 CCCC00 66CC00 00CC00 00CC66 00CCCC 0066CC 0000CC 6600CC CC00CC CC0066 990000 994C00 999900 4D9900 009900 00994D 009999 004C99 000099 4C0099 990099 99004D 660000 663300 666600 336600 006600 006633 006666 003366 000066 330066 660066 660033 330000 331A00 333300 1A3300 003300 00331A 003333 001933 000033 190033 330033 33001A".split(" "); ColorDialog.prototype.createApplyFunction=function(){return mxUtils.bind(this,function(a){var b=this.editorUi.editor.graph;b.getModel().beginUpdate();try{b.setCellStyles(this.currentColorKey,a),this.editorUi.fireEvent(new mxEventObject("styleChanged","keys",[this.currentColorKey],"values",[a],"cells",b.getSelectionCells()))}finally{b.getModel().endUpdate()}})};ColorDialog.recentColors=[]; ColorDialog.addRecentColor=function(a,b){null!=a&&(mxUtils.remove(a,ColorDialog.recentColors),ColorDialog.recentColors.splice(0,0,a),ColorDialog.recentColors.length>=b&&ColorDialog.recentColors.pop())};ColorDialog.resetRecentColors=function(){ColorDialog.recentColors=[]}; var AboutDialog=function(a){var b=document.createElement("div");b.setAttribute("align","center");var f=document.createElement("h3");mxUtils.write(f,mxResources.get("about")+" GraphEditor");b.appendChild(f);f=document.createElement("img");f.style.border="0px";f.setAttribute("width","176");f.setAttribute("width","151");f.setAttribute("src",IMAGE_PATH+"/logo.png");b.appendChild(f);mxUtils.br(b);mxUtils.write(b,"Powered by mxGraph "+mxClient.VERSION);mxUtils.br(b);f=document.createElement("a");f.setAttribute("href", -"http://www.jgraph.com/");f.setAttribute("target","_blank");mxUtils.write(f,"www.jgraph.com");b.appendChild(f);mxUtils.br(b);mxUtils.br(b);f=mxUtils.button(mxResources.get("close"),function(){a.hideDialog()});f.className="geBtn gePrimaryBtn";b.appendChild(f);this.container=b},TextareaDialog=function(a,b,f,e,g,d,k,m,u,n,r,x,B,C,F){n=null!=n?n:!1;k=document.createElement("div");k.style.position="absolute";k.style.top="20px";k.style.bottom="20px";k.style.left="20px";k.style.right="20px";m=document.createElement("div"); -m.style.position="absolute";m.style.left="0px";m.style.right="0px";var I=m.cloneNode(!1),D=m.cloneNode(!1);m.style.top="0px";m.style.height="20px";I.style.top="20px";I.style.bottom="64px";D.style.bottom="0px";D.style.height="60px";D.style.textAlign="center";mxUtils.write(m,b);k.appendChild(m);k.appendChild(I);k.appendChild(D);null!=F&&m.appendChild(F);var N=document.createElement("textarea");r&&N.setAttribute("wrap","off");N.setAttribute("spellcheck","false");N.setAttribute("autocorrect","off");N.setAttribute("autocomplete", -"off");N.setAttribute("autocapitalize","off");mxUtils.write(N,f||"");N.style.resize="none";N.style.outline="none";N.style.position="absolute";N.style.boxSizing="border-box";N.style.top="0px";N.style.left="0px";N.style.height="100%";N.style.width="100%";this.textarea=N;this.init=function(){N.focus();N.scrollTop=0};I.appendChild(N);null!=B&&(b=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(B)}),b.className="geBtn",D.appendChild(b));if(null!=C)for(b=0;b<C.length;b++)(function(T, -P,Z){T=mxUtils.button(T,function(U){P(U,N)});null!=Z&&T.setAttribute("title",Z);T.className="geBtn";D.appendChild(T)})(C[b][0],C[b][1],C[b][2]);d=mxUtils.button(d||mxResources.get("cancel"),function(){a.hideDialog();null!=g&&g()});d.setAttribute("title","Escape");d.className="geBtn";a.editor.cancelFirst&&D.appendChild(d);null!=u&&u(D,N);if(null!=e){var S=mxUtils.button(x||mxResources.get("apply"),function(){n||a.hideDialog();e(N.value)});S.setAttribute("title","Ctrl+Enter");S.className="geBtn gePrimaryBtn"; -D.appendChild(S);mxEvent.addListener(N,"keypress",function(T){13==T.keyCode&&mxEvent.isControlDown(T)&&S.click()})}a.editor.cancelFirst||D.appendChild(d);this.container=k},EditDiagramDialog=function(a){var b=document.createElement("div");b.style.textAlign="right";var f=document.createElement("textarea");f.setAttribute("wrap","off");f.setAttribute("spellcheck","false");f.setAttribute("autocorrect","off");f.setAttribute("autocomplete","off");f.setAttribute("autocapitalize","off");f.style.overflow="auto"; -f.style.resize="none";f.style.width="600px";f.style.height="360px";f.style.marginBottom="16px";f.value=mxUtils.getPrettyXml(a.editor.getGraphXml());b.appendChild(f);this.init=function(){f.focus()};Graph.fileSupport&&(f.addEventListener("dragover",function(k){k.stopPropagation();k.preventDefault()},!1),f.addEventListener("drop",function(k){k.stopPropagation();k.preventDefault();if(0<k.dataTransfer.files.length){k=k.dataTransfer.files[0];var m=new FileReader;m.onload=function(u){f.value=u.target.result}; -m.readAsText(k)}else f.value=a.extractGraphModelFromEvent(k)},!1));var e=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});e.className="geBtn";a.editor.cancelFirst&&b.appendChild(e);var g=document.createElement("select");g.style.width="180px";g.className="geBtn";if(a.editor.graph.isEnabled()){var d=document.createElement("option");d.setAttribute("value","replace");mxUtils.write(d,mxResources.get("replaceExistingDrawing"));g.appendChild(d)}d=document.createElement("option");d.setAttribute("value", -"new");mxUtils.write(d,mxResources.get("openInNewWindow"));EditDiagramDialog.showNewWindowOption&&g.appendChild(d);a.editor.graph.isEnabled()&&(d=document.createElement("option"),d.setAttribute("value","import"),mxUtils.write(d,mxResources.get("addToExistingDrawing")),g.appendChild(d));b.appendChild(g);d=mxUtils.button(mxResources.get("ok"),function(){var k=Graph.zapGremlins(mxUtils.trim(f.value)),m=null;if("new"==g.value)a.hideDialog(),a.editor.editAsNew(k);else if("replace"==g.value){a.editor.graph.model.beginUpdate(); -try{a.editor.setGraphXml(mxUtils.parseXml(k).documentElement),a.hideDialog()}catch(x){m=x}finally{a.editor.graph.model.endUpdate()}}else if("import"==g.value){a.editor.graph.model.beginUpdate();try{var u=mxUtils.parseXml(k),n=new mxGraphModel;(new mxCodec(u)).decode(u.documentElement,n);var r=n.getChildren(n.getChildAt(n.getRoot(),0));a.editor.graph.setSelectionCells(a.editor.graph.importCells(r));a.hideDialog()}catch(x){m=x}finally{a.editor.graph.model.endUpdate()}}null!=m&&mxUtils.alert(m.message)}); +"http://www.jgraph.com/");f.setAttribute("target","_blank");mxUtils.write(f,"www.jgraph.com");b.appendChild(f);mxUtils.br(b);mxUtils.br(b);f=mxUtils.button(mxResources.get("close"),function(){a.hideDialog()});f.className="geBtn gePrimaryBtn";b.appendChild(f);this.container=b},TextareaDialog=function(a,b,f,e,g,d,k,n,u,m,r,x,B,D,F){m=null!=m?m:!1;k=document.createElement("div");k.style.position="absolute";k.style.top="20px";k.style.bottom="20px";k.style.left="20px";k.style.right="20px";n=document.createElement("div"); +n.style.position="absolute";n.style.left="0px";n.style.right="0px";var J=n.cloneNode(!1),C=n.cloneNode(!1);n.style.top="0px";n.style.height="20px";J.style.top="20px";J.style.bottom="64px";C.style.bottom="0px";C.style.height="60px";C.style.textAlign="center";mxUtils.write(n,b);k.appendChild(n);k.appendChild(J);k.appendChild(C);null!=F&&n.appendChild(F);var O=document.createElement("textarea");r&&O.setAttribute("wrap","off");O.setAttribute("spellcheck","false");O.setAttribute("autocorrect","off");O.setAttribute("autocomplete", +"off");O.setAttribute("autocapitalize","off");mxUtils.write(O,f||"");O.style.resize="none";O.style.outline="none";O.style.position="absolute";O.style.boxSizing="border-box";O.style.top="0px";O.style.left="0px";O.style.height="100%";O.style.width="100%";this.textarea=O;this.init=function(){O.focus();O.scrollTop=0};J.appendChild(O);null!=B&&(b=mxUtils.button(mxResources.get("help"),function(){a.editor.graph.openLink(B)}),b.className="geBtn",C.appendChild(b));if(null!=D)for(b=0;b<D.length;b++)(function(T, +Q,aa){T=mxUtils.button(T,function(S){Q(S,O)});null!=aa&&T.setAttribute("title",aa);T.className="geBtn";C.appendChild(T)})(D[b][0],D[b][1],D[b][2]);d=mxUtils.button(d||mxResources.get("cancel"),function(){a.hideDialog();null!=g&&g()});d.setAttribute("title","Escape");d.className="geBtn";a.editor.cancelFirst&&C.appendChild(d);null!=u&&u(C,O);if(null!=e){var R=mxUtils.button(x||mxResources.get("apply"),function(){m||a.hideDialog();e(O.value)});R.setAttribute("title","Ctrl+Enter");R.className="geBtn gePrimaryBtn"; +C.appendChild(R);mxEvent.addListener(O,"keypress",function(T){13==T.keyCode&&mxEvent.isControlDown(T)&&R.click()})}a.editor.cancelFirst||C.appendChild(d);this.container=k},EditDiagramDialog=function(a){var b=document.createElement("div");b.style.textAlign="right";var f=document.createElement("textarea");f.setAttribute("wrap","off");f.setAttribute("spellcheck","false");f.setAttribute("autocorrect","off");f.setAttribute("autocomplete","off");f.setAttribute("autocapitalize","off");f.style.overflow="auto"; +f.style.resize="none";f.style.width="600px";f.style.height="360px";f.style.marginBottom="16px";f.value=mxUtils.getPrettyXml(a.editor.getGraphXml());b.appendChild(f);this.init=function(){f.focus()};Graph.fileSupport&&(f.addEventListener("dragover",function(k){k.stopPropagation();k.preventDefault()},!1),f.addEventListener("drop",function(k){k.stopPropagation();k.preventDefault();if(0<k.dataTransfer.files.length){k=k.dataTransfer.files[0];var n=new FileReader;n.onload=function(u){f.value=u.target.result}; +n.readAsText(k)}else f.value=a.extractGraphModelFromEvent(k)},!1));var e=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});e.className="geBtn";a.editor.cancelFirst&&b.appendChild(e);var g=document.createElement("select");g.style.width="180px";g.className="geBtn";if(a.editor.graph.isEnabled()){var d=document.createElement("option");d.setAttribute("value","replace");mxUtils.write(d,mxResources.get("replaceExistingDrawing"));g.appendChild(d)}d=document.createElement("option");d.setAttribute("value", +"new");mxUtils.write(d,mxResources.get("openInNewWindow"));EditDiagramDialog.showNewWindowOption&&g.appendChild(d);a.editor.graph.isEnabled()&&(d=document.createElement("option"),d.setAttribute("value","import"),mxUtils.write(d,mxResources.get("addToExistingDrawing")),g.appendChild(d));b.appendChild(g);d=mxUtils.button(mxResources.get("ok"),function(){var k=Graph.zapGremlins(mxUtils.trim(f.value)),n=null;if("new"==g.value)a.hideDialog(),a.editor.editAsNew(k);else if("replace"==g.value){a.editor.graph.model.beginUpdate(); +try{a.editor.setGraphXml(mxUtils.parseXml(k).documentElement),a.hideDialog()}catch(x){n=x}finally{a.editor.graph.model.endUpdate()}}else if("import"==g.value){a.editor.graph.model.beginUpdate();try{var u=mxUtils.parseXml(k),m=new mxGraphModel;(new mxCodec(u)).decode(u.documentElement,m);var r=m.getChildren(m.getChildAt(m.getRoot(),0));a.editor.graph.setSelectionCells(a.editor.graph.importCells(r));a.hideDialog()}catch(x){n=x}finally{a.editor.graph.model.endUpdate()}}null!=n&&mxUtils.alert(n.message)}); d.className="geBtn gePrimaryBtn";b.appendChild(d);a.editor.cancelFirst||b.appendChild(e);this.container=b};EditDiagramDialog.showNewWindowOption=!0; -var ExportDialog=function(a){function b(){var V=r.value,aa=V.lastIndexOf(".");r.value=0<aa?V.substring(0,aa+1)+x.value:V+"."+x.value;"xml"===x.value?(B.setAttribute("disabled","true"),C.setAttribute("disabled","true"),F.setAttribute("disabled","true"),P.setAttribute("disabled","true")):(B.removeAttribute("disabled"),C.removeAttribute("disabled"),F.removeAttribute("disabled"),P.removeAttribute("disabled"));"png"===x.value||"svg"===x.value||"pdf"===x.value?S.removeAttribute("disabled"):S.setAttribute("disabled", -"disabled");"png"===x.value||"jpg"===x.value||"pdf"===x.value?T.removeAttribute("disabled"):T.setAttribute("disabled","disabled");"png"===x.value?(I.removeAttribute("disabled"),D.removeAttribute("disabled")):(I.setAttribute("disabled","disabled"),D.setAttribute("disabled","disabled"))}function f(){C.style.backgroundColor=C.value*F.value>MAX_AREA||0>=C.value?"red":"";F.style.backgroundColor=C.value*F.value>MAX_AREA||0>=F.value?"red":""}var e=a.editor.graph,g=e.getGraphBounds(),d=e.view.scale,k=Math.ceil(g.width/ -d),m=Math.ceil(g.height/d);d=document.createElement("table");var u=document.createElement("tbody");d.setAttribute("cellpadding",mxClient.IS_SF?"0":"2");g=document.createElement("tr");var n=document.createElement("td");n.style.fontSize="10pt";n.style.width="100px";mxUtils.write(n,mxResources.get("filename")+":");g.appendChild(n);var r=document.createElement("input");r.setAttribute("value",a.editor.getOrCreateFilename());r.style.width="180px";n=document.createElement("td");n.appendChild(r);g.appendChild(n); -u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("format")+":");g.appendChild(n);var x=document.createElement("select");x.style.width="180px";n=document.createElement("option");n.setAttribute("value","png");mxUtils.write(n,mxResources.get("formatPng"));x.appendChild(n);n=document.createElement("option");ExportDialog.showGifOption&&(n.setAttribute("value","gif"),mxUtils.write(n,mxResources.get("formatGif")),x.appendChild(n)); -n=document.createElement("option");n.setAttribute("value","jpg");mxUtils.write(n,mxResources.get("formatJpg"));x.appendChild(n);n=document.createElement("option");n.setAttribute("value","pdf");mxUtils.write(n,mxResources.get("formatPdf"));x.appendChild(n);n=document.createElement("option");n.setAttribute("value","svg");mxUtils.write(n,mxResources.get("formatSvg"));x.appendChild(n);ExportDialog.showXmlOption&&(n=document.createElement("option"),n.setAttribute("value","xml"),mxUtils.write(n,mxResources.get("formatXml")), -x.appendChild(n));n=document.createElement("td");n.appendChild(x);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("zoom")+" (%):");g.appendChild(n);var B=document.createElement("input");B.setAttribute("type","number");B.setAttribute("value","100");B.style.width="180px";n=document.createElement("td");n.appendChild(B);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td"); -n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("width")+":");g.appendChild(n);var C=document.createElement("input");C.setAttribute("value",k);C.style.width="180px";n=document.createElement("td");n.appendChild(C);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("height")+":");g.appendChild(n);var F=document.createElement("input");F.setAttribute("value",m);F.style.width="180px";n=document.createElement("td"); -n.appendChild(F);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("dpi")+":");g.appendChild(n);var I=document.createElement("select");I.style.width="180px";n=document.createElement("option");n.setAttribute("value","100");mxUtils.write(n,"100dpi");I.appendChild(n);n=document.createElement("option");n.setAttribute("value","200");mxUtils.write(n,"200dpi");I.appendChild(n);n=document.createElement("option"); -n.setAttribute("value","300");mxUtils.write(n,"300dpi");I.appendChild(n);n=document.createElement("option");n.setAttribute("value","400");mxUtils.write(n,"400dpi");I.appendChild(n);n=document.createElement("option");n.setAttribute("value","custom");mxUtils.write(n,mxResources.get("custom"));I.appendChild(n);var D=document.createElement("input");D.style.width="180px";D.style.display="none";D.setAttribute("value","100");D.setAttribute("type","number");D.setAttribute("min","50");D.setAttribute("step", -"50");var N=!1;mxEvent.addListener(I,"change",function(){"custom"==this.value?(this.style.display="none",D.style.display="",D.focus()):(D.value=this.value,N||(B.value=this.value))});mxEvent.addListener(D,"change",function(){var V=parseInt(D.value);isNaN(V)||0>=V?D.style.backgroundColor="red":(D.style.backgroundColor="",N||(B.value=V))});n=document.createElement("td");n.appendChild(I);n.appendChild(D);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize= -"10pt";mxUtils.write(n,mxResources.get("background")+":");g.appendChild(n);var S=document.createElement("input");S.setAttribute("type","checkbox");S.checked=null==e.background||e.background==mxConstants.NONE;n=document.createElement("td");n.appendChild(S);mxUtils.write(n,mxResources.get("transparent"));g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("grid")+":");g.appendChild(n);var T=document.createElement("input"); -T.setAttribute("type","checkbox");T.checked=!1;n=document.createElement("td");n.appendChild(T);g.appendChild(n);u.appendChild(g);g=document.createElement("tr");n=document.createElement("td");n.style.fontSize="10pt";mxUtils.write(n,mxResources.get("borderWidth")+":");g.appendChild(n);var P=document.createElement("input");P.setAttribute("type","number");P.setAttribute("value",ExportDialog.lastBorderValue);P.style.width="180px";n=document.createElement("td");n.appendChild(P);g.appendChild(n);u.appendChild(g); -d.appendChild(u);mxEvent.addListener(x,"change",b);b();mxEvent.addListener(B,"change",function(){N=!0;var V=Math.max(0,parseFloat(B.value)||100)/100;B.value=parseFloat((100*V).toFixed(2));0<k?(C.value=Math.floor(k*V),F.value=Math.floor(m*V)):(B.value="100",C.value=k,F.value=m);f()});mxEvent.addListener(C,"change",function(){var V=parseInt(C.value)/k;0<V?(B.value=parseFloat((100*V).toFixed(2)),F.value=Math.floor(m*V)):(B.value="100",C.value=k,F.value=m);f()});mxEvent.addListener(F,"change",function(){var V= -parseInt(F.value)/m;0<V?(B.value=parseFloat((100*V).toFixed(2)),C.value=Math.floor(k*V)):(B.value="100",C.value=k,F.value=m);f()});g=document.createElement("tr");n=document.createElement("td");n.setAttribute("align","right");n.style.paddingTop="22px";n.colSpan=2;var Z=mxUtils.button(mxResources.get("export"),mxUtils.bind(this,function(){if(0>=parseInt(B.value))mxUtils.alert(mxResources.get("drawingEmpty"));else{var V=r.value,aa=x.value,ia=Math.max(0,parseFloat(B.value)||100)/100,ea=Math.max(0,parseInt(P.value)), -qa=e.background,O=Math.max(1,parseInt(D.value));if(("svg"==aa||"png"==aa||"pdf"==aa)&&S.checked)qa=null;else if(null==qa||qa==mxConstants.NONE)qa="#ffffff";ExportDialog.lastBorderValue=ea;ExportDialog.exportFile(a,V,aa,qa,ia,ea,O,T.checked)}}));Z.className="geBtn gePrimaryBtn";var U=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});U.className="geBtn";a.editor.cancelFirst?(n.appendChild(U),n.appendChild(Z)):(n.appendChild(Z),n.appendChild(U));g.appendChild(n);u.appendChild(g);d.appendChild(u); -this.container=d};ExportDialog.lastBorderValue=0;ExportDialog.showGifOption=!0;ExportDialog.showXmlOption=!0; -ExportDialog.exportFile=function(a,b,f,e,g,d,k,m){m=a.editor.graph;if("xml"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(a.editor.getGraphXml()),b,f);else if("svg"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(m.getSvg(e,g,d)),b,f);else{var u=m.getGraphBounds(),n=mxUtils.createXmlDocument(),r=n.createElement("output");n.appendChild(r);n=new mxXmlCanvas2D(r);n.translate(Math.floor((d/g-u.x)/m.view.scale),Math.floor((d/g-u.y)/m.view.scale));n.scale(g/m.view.scale);(new mxImageExport).drawState(m.getView().getState(m.model.root), -n);r="xml="+encodeURIComponent(mxUtils.getXml(r));n=Math.ceil(u.width*g/m.view.scale+2*d);g=Math.ceil(u.height*g/m.view.scale+2*d);r.length<=MAX_REQUEST_SIZE&&n*g<MAX_AREA?(a.hideDialog(),(new mxXmlRequest(EXPORT_URL,"format="+f+"&filename="+encodeURIComponent(b)+"&bg="+(null!=e?e:"none")+"&w="+n+"&h="+g+"&"+r+"&dpi="+k)).simulate(document,"_blank")):mxUtils.alert(mxResources.get("drawingTooLarge"))}}; +var ExportDialog=function(a){function b(){var P=r.value,X=P.lastIndexOf(".");r.value=0<X?P.substring(0,X+1)+x.value:P+"."+x.value;"xml"===x.value?(B.setAttribute("disabled","true"),D.setAttribute("disabled","true"),F.setAttribute("disabled","true"),Q.setAttribute("disabled","true")):(B.removeAttribute("disabled"),D.removeAttribute("disabled"),F.removeAttribute("disabled"),Q.removeAttribute("disabled"));"png"===x.value||"svg"===x.value||"pdf"===x.value?R.removeAttribute("disabled"):R.setAttribute("disabled", +"disabled");"png"===x.value||"jpg"===x.value||"pdf"===x.value?T.removeAttribute("disabled"):T.setAttribute("disabled","disabled");"png"===x.value?(J.removeAttribute("disabled"),C.removeAttribute("disabled")):(J.setAttribute("disabled","disabled"),C.setAttribute("disabled","disabled"))}function f(){D.style.backgroundColor=D.value*F.value>MAX_AREA||0>=D.value?"red":"";F.style.backgroundColor=D.value*F.value>MAX_AREA||0>=F.value?"red":""}var e=a.editor.graph,g=e.getGraphBounds(),d=e.view.scale,k=Math.ceil(g.width/ +d),n=Math.ceil(g.height/d);d=document.createElement("table");var u=document.createElement("tbody");d.setAttribute("cellpadding",mxClient.IS_SF?"0":"2");g=document.createElement("tr");var m=document.createElement("td");m.style.fontSize="10pt";m.style.width="100px";mxUtils.write(m,mxResources.get("filename")+":");g.appendChild(m);var r=document.createElement("input");r.setAttribute("value",a.editor.getOrCreateFilename());r.style.width="180px";m=document.createElement("td");m.appendChild(r);g.appendChild(m); +u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("format")+":");g.appendChild(m);var x=document.createElement("select");x.style.width="180px";m=document.createElement("option");m.setAttribute("value","png");mxUtils.write(m,mxResources.get("formatPng"));x.appendChild(m);m=document.createElement("option");ExportDialog.showGifOption&&(m.setAttribute("value","gif"),mxUtils.write(m,mxResources.get("formatGif")),x.appendChild(m)); +m=document.createElement("option");m.setAttribute("value","jpg");mxUtils.write(m,mxResources.get("formatJpg"));x.appendChild(m);a.printPdfExport||(m=document.createElement("option"),m.setAttribute("value","pdf"),mxUtils.write(m,mxResources.get("formatPdf")),x.appendChild(m));m=document.createElement("option");m.setAttribute("value","svg");mxUtils.write(m,mxResources.get("formatSvg"));x.appendChild(m);ExportDialog.showXmlOption&&(m=document.createElement("option"),m.setAttribute("value","xml"),mxUtils.write(m, +mxResources.get("formatXml")),x.appendChild(m));m=document.createElement("td");m.appendChild(x);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("zoom")+" (%):");g.appendChild(m);var B=document.createElement("input");B.setAttribute("type","number");B.setAttribute("value","100");B.style.width="180px";m=document.createElement("td");m.appendChild(B);g.appendChild(m);u.appendChild(g);g=document.createElement("tr"); +m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("width")+":");g.appendChild(m);var D=document.createElement("input");D.setAttribute("value",k);D.style.width="180px";m=document.createElement("td");m.appendChild(D);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("height")+":");g.appendChild(m);var F=document.createElement("input");F.setAttribute("value",n);F.style.width= +"180px";m=document.createElement("td");m.appendChild(F);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("dpi")+":");g.appendChild(m);var J=document.createElement("select");J.style.width="180px";m=document.createElement("option");m.setAttribute("value","100");mxUtils.write(m,"100dpi");J.appendChild(m);m=document.createElement("option");m.setAttribute("value","200");mxUtils.write(m,"200dpi");J.appendChild(m); +m=document.createElement("option");m.setAttribute("value","300");mxUtils.write(m,"300dpi");J.appendChild(m);m=document.createElement("option");m.setAttribute("value","400");mxUtils.write(m,"400dpi");J.appendChild(m);m=document.createElement("option");m.setAttribute("value","custom");mxUtils.write(m,mxResources.get("custom"));J.appendChild(m);var C=document.createElement("input");C.style.width="180px";C.style.display="none";C.setAttribute("value","100");C.setAttribute("type","number");C.setAttribute("min", +"50");C.setAttribute("step","50");var O=!1;mxEvent.addListener(J,"change",function(){"custom"==this.value?(this.style.display="none",C.style.display="",C.focus()):(C.value=this.value,O||(B.value=this.value))});mxEvent.addListener(C,"change",function(){var P=parseInt(C.value);isNaN(P)||0>=P?C.style.backgroundColor="red":(C.style.backgroundColor="",O||(B.value=P))});m=document.createElement("td");m.appendChild(J);m.appendChild(C);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td"); +m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("background")+":");g.appendChild(m);var R=document.createElement("input");R.setAttribute("type","checkbox");R.checked=null==e.background||e.background==mxConstants.NONE;m=document.createElement("td");m.appendChild(R);mxUtils.write(m,mxResources.get("transparent"));g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("grid")+":");g.appendChild(m); +var T=document.createElement("input");T.setAttribute("type","checkbox");T.checked=!1;m=document.createElement("td");m.appendChild(T);g.appendChild(m);u.appendChild(g);g=document.createElement("tr");m=document.createElement("td");m.style.fontSize="10pt";mxUtils.write(m,mxResources.get("borderWidth")+":");g.appendChild(m);var Q=document.createElement("input");Q.setAttribute("type","number");Q.setAttribute("value",ExportDialog.lastBorderValue);Q.style.width="180px";m=document.createElement("td");m.appendChild(Q); +g.appendChild(m);u.appendChild(g);d.appendChild(u);mxEvent.addListener(x,"change",b);b();mxEvent.addListener(B,"change",function(){O=!0;var P=Math.max(0,parseFloat(B.value)||100)/100;B.value=parseFloat((100*P).toFixed(2));0<k?(D.value=Math.floor(k*P),F.value=Math.floor(n*P)):(B.value="100",D.value=k,F.value=n);f()});mxEvent.addListener(D,"change",function(){var P=parseInt(D.value)/k;0<P?(B.value=parseFloat((100*P).toFixed(2)),F.value=Math.floor(n*P)):(B.value="100",D.value=k,F.value=n);f()});mxEvent.addListener(F, +"change",function(){var P=parseInt(F.value)/n;0<P?(B.value=parseFloat((100*P).toFixed(2)),D.value=Math.floor(k*P)):(B.value="100",D.value=k,F.value=n);f()});g=document.createElement("tr");m=document.createElement("td");m.setAttribute("align","right");m.style.paddingTop="22px";m.colSpan=2;var aa=mxUtils.button(mxResources.get("export"),mxUtils.bind(this,function(){if(0>=parseInt(B.value))mxUtils.alert(mxResources.get("drawingEmpty"));else{var P=r.value,X=x.value,ha=Math.max(0,parseFloat(B.value)|| +100)/100,fa=Math.max(0,parseInt(Q.value)),sa=e.background,K=Math.max(1,parseInt(C.value));if(("svg"==X||"png"==X||"pdf"==X)&&R.checked)sa=null;else if(null==sa||sa==mxConstants.NONE)sa="#ffffff";ExportDialog.lastBorderValue=fa;ExportDialog.exportFile(a,P,X,sa,ha,fa,K,T.checked)}}));aa.className="geBtn gePrimaryBtn";var S=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()});S.className="geBtn";a.editor.cancelFirst?(m.appendChild(S),m.appendChild(aa)):(m.appendChild(aa),m.appendChild(S)); +g.appendChild(m);u.appendChild(g);d.appendChild(u);this.container=d};ExportDialog.lastBorderValue=0;ExportDialog.showGifOption=!0;ExportDialog.showXmlOption=!0; +ExportDialog.exportFile=function(a,b,f,e,g,d,k,n){n=a.editor.graph;if("xml"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(a.editor.getGraphXml()),b,f);else if("svg"==f)ExportDialog.saveLocalFile(a,mxUtils.getXml(n.getSvg(e,g,d)),b,f);else{var u=n.getGraphBounds(),m=mxUtils.createXmlDocument(),r=m.createElement("output");m.appendChild(r);m=new mxXmlCanvas2D(r);m.translate(Math.floor((d/g-u.x)/n.view.scale),Math.floor((d/g-u.y)/n.view.scale));m.scale(g/n.view.scale);(new mxImageExport).drawState(n.getView().getState(n.model.root), +m);r="xml="+encodeURIComponent(mxUtils.getXml(r));m=Math.ceil(u.width*g/n.view.scale+2*d);g=Math.ceil(u.height*g/n.view.scale+2*d);r.length<=MAX_REQUEST_SIZE&&m*g<MAX_AREA?(a.hideDialog(),(new mxXmlRequest(EXPORT_URL,"format="+f+"&filename="+encodeURIComponent(b)+"&bg="+(null!=e?e:"none")+"&w="+m+"&h="+g+"&"+r+"&dpi="+k)).simulate(document,"_blank")):mxUtils.alert(mxResources.get("drawingTooLarge"))}}; ExportDialog.saveLocalFile=function(a,b,f,e){b.length<MAX_REQUEST_SIZE?(a.hideDialog(),(new mxXmlRequest(SAVE_URL,"xml="+encodeURIComponent(b)+"&filename="+encodeURIComponent(f)+"&format="+e)).simulate(document,"_blank")):(mxUtils.alert(mxResources.get("drawingTooLarge")),mxUtils.popup(xml))}; -var EditDataDialog=function(a,b){function f(){0<T.value.length?P.removeAttribute("disabled"):P.setAttribute("disabled","disabled")}var e=document.createElement("div"),g=a.editor.graph,d=g.getModel().getValue(b);if(!mxUtils.isNode(d)){var k=mxUtils.createXmlDocument().createElement("object");k.setAttribute("label",d||"");d=k}var m={};try{var u=mxUtils.getValue(a.editor.graph.getCurrentCellStyle(b),"metaData",null);null!=u&&(m=JSON.parse(u))}catch(U){}var n=new mxForm("properties");n.table.style.width= -"100%";var r=d.attributes,x=[],B=[],C=0,F=null!=EditDataDialog.getDisplayIdForCell?EditDataDialog.getDisplayIdForCell(a,b):null,I=function(U,V){var aa=document.createElement("div");aa.style.position="relative";aa.style.paddingRight="20px";aa.style.boxSizing="border-box";aa.style.width="100%";var ia=document.createElement("a"),ea=mxUtils.createImage(Dialog.prototype.closeImage);ea.style.height="9px";ea.style.fontSize="9px";ea.style.marginBottom=mxClient.IS_IE11?"-1px":"5px";ia.className="geButton"; -ia.setAttribute("title",mxResources.get("delete"));ia.style.position="absolute";ia.style.top="4px";ia.style.right="0px";ia.style.margin="0px";ia.style.width="9px";ia.style.height="9px";ia.style.cursor="pointer";ia.appendChild(ea);V=function(qa){return function(){for(var O=0,R=0;R<x.length;R++){if(x[R]==qa){B[R]=null;n.table.deleteRow(O+(null!=F?1:0));break}null!=B[R]&&O++}}}(V);mxEvent.addListener(ia,"click",V);V=U.parentNode;aa.appendChild(U);aa.appendChild(ia);V.appendChild(aa)};k=function(U,V, -aa){x[U]=V;B[U]=n.addTextarea(x[C]+":",aa,2);B[U].style.width="100%";0<aa.indexOf("\n")&&B[U].setAttribute("rows","2");I(B[U],V);null!=m[V]&&0==m[V].editable&&B[U].setAttribute("disabled","disabled")};u=[];for(var D=g.getModel().getParent(b)==g.getModel().getRoot(),N=0;N<r.length;N++)!D&&"label"==r[N].nodeName||"placeholders"==r[N].nodeName||u.push({name:r[N].nodeName,value:r[N].nodeValue});u.sort(function(U,V){return U.name<V.name?-1:U.name>V.name?1:0});if(null!=F){r=document.createElement("div"); -r.style.width="100%";r.style.fontSize="11px";r.style.textAlign="center";mxUtils.write(r,F);var S=n.addField(mxResources.get("id")+":",r);mxEvent.addListener(r,"dblclick",function(U){mxEvent.isShiftDown(U)&&(U=new FilenameDialog(a,F,mxResources.get("apply"),mxUtils.bind(this,function(V){null!=V&&0<V.length&&V!=F&&(null==g.getModel().getCell(V)?(g.getModel().cellRemoved(b),b.setId(V),F=V,S.innerHTML=mxUtils.htmlEntities(V),g.getModel().cellAdded(b)):a.handleError({message:mxResources.get("alreadyExst", -[V])}))}),mxResources.get("id")),a.showDialog(U.container,300,80,!0,!0),U.init())});r.setAttribute("title","Shift+Double Click to Edit ID")}for(N=0;N<u.length;N++)k(C,u[N].name,u[N].value),C++;u=document.createElement("div");u.style.position="absolute";u.style.top="30px";u.style.left="30px";u.style.right="30px";u.style.bottom="80px";u.style.overflowY="auto";u.appendChild(n.table);k=document.createElement("div");k.style.boxSizing="border-box";k.style.paddingRight="160px";k.style.whiteSpace="nowrap"; -k.style.marginTop="6px";k.style.width="100%";var T=document.createElement("input");T.setAttribute("placeholder",mxResources.get("enterPropertyName"));T.setAttribute("type","text");T.setAttribute("size",mxClient.IS_IE||mxClient.IS_IE11?"36":"40");T.style.boxSizing="border-box";T.style.marginLeft="2px";T.style.width="100%";k.appendChild(T);u.appendChild(k);e.appendChild(u);var P=mxUtils.button(mxResources.get("addProperty"),function(){var U=T.value;if(0<U.length&&"label"!=U&&"placeholders"!=U&&0>U.indexOf(":"))try{var V= -mxUtils.indexOf(x,U);if(0<=V&&null!=B[V])B[V].focus();else{d.cloneNode(!1).setAttribute(U,"");0<=V&&(x.splice(V,1),B.splice(V,1));x.push(U);var aa=n.addTextarea(U+":","",2);aa.style.width="100%";B.push(aa);I(aa,U);aa.focus()}P.setAttribute("disabled","disabled");T.value=""}catch(ia){mxUtils.alert(ia)}else mxUtils.alert(mxResources.get("invalidName"))});mxEvent.addListener(T,"keypress",function(U){13==U.keyCode&&P.click()});this.init=function(){0<B.length?B[0].focus():T.focus()};P.setAttribute("title", -mxResources.get("addProperty"));P.setAttribute("disabled","disabled");P.style.textOverflow="ellipsis";P.style.position="absolute";P.style.overflow="hidden";P.style.width="144px";P.style.right="0px";P.className="geBtn";k.appendChild(P);u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog.apply(a,arguments)});u.setAttribute("title","Escape");u.className="geBtn";var Z=mxUtils.button(mxResources.get("apply"),function(){try{a.hideDialog.apply(a,arguments);d=d.cloneNode(!0);for(var U=!1,V= -0;V<x.length;V++)null==B[V]?d.removeAttribute(x[V]):(d.setAttribute(x[V],B[V].value),U=U||"placeholder"==x[V]&&"1"==d.getAttribute("placeholders"));U&&d.removeAttribute("label");g.getModel().setValue(b,d)}catch(aa){mxUtils.alert(aa)}});Z.setAttribute("title","Ctrl+Enter");Z.className="geBtn gePrimaryBtn";mxEvent.addListener(e,"keypress",function(U){13==U.keyCode&&mxEvent.isControlDown(U)&&Z.click()});mxEvent.addListener(T,"keyup",f);mxEvent.addListener(T,"change",f);k=document.createElement("div"); -k.style.cssText="position:absolute;left:30px;right:30px;text-align:right;bottom:30px;height:40px;";if(a.editor.graph.getModel().isVertex(b)||a.editor.graph.getModel().isEdge(b))r=document.createElement("span"),r.style.marginRight="10px",D=document.createElement("input"),D.setAttribute("type","checkbox"),D.style.marginRight="6px","1"==d.getAttribute("placeholders")&&(D.setAttribute("checked","checked"),D.defaultChecked=!0),mxEvent.addListener(D,"click",function(){"1"==d.getAttribute("placeholders")? -d.removeAttribute("placeholders"):d.setAttribute("placeholders","1")}),r.appendChild(D),mxUtils.write(r,mxResources.get("placeholders")),null!=EditDataDialog.placeholderHelpLink&&(D=document.createElement("a"),D.setAttribute("href",EditDataDialog.placeholderHelpLink),D.setAttribute("title",mxResources.get("help")),D.setAttribute("target","_blank"),D.style.marginLeft="8px",D.style.cursor="help",N=document.createElement("img"),mxUtils.setOpacity(N,50),N.style.height="16px",N.style.width="16px",N.setAttribute("border", -"0"),N.setAttribute("valign","middle"),N.style.marginTop=mxClient.IS_IE11?"0px":"-4px",N.setAttribute("src",Editor.helpImage),D.appendChild(N),r.appendChild(D)),k.appendChild(r);a.editor.cancelFirst?(k.appendChild(u),k.appendChild(Z)):(k.appendChild(Z),k.appendChild(u));e.appendChild(k);this.container=e};EditDataDialog.getDisplayIdForCell=function(a,b){var f=null;null!=a.editor.graph.getModel().getParent(b)&&(f=b.getId());return f};EditDataDialog.placeholderHelpLink=null; +var EditDataDialog=function(a,b){function f(){0<T.value.length?Q.removeAttribute("disabled"):Q.setAttribute("disabled","disabled")}var e=document.createElement("div"),g=a.editor.graph,d=g.getModel().getValue(b);if(!mxUtils.isNode(d)){var k=mxUtils.createXmlDocument().createElement("object");k.setAttribute("label",d||"");d=k}var n={};try{var u=mxUtils.getValue(a.editor.graph.getCurrentCellStyle(b),"metaData",null);null!=u&&(n=JSON.parse(u))}catch(S){}var m=new mxForm("properties");m.table.style.width= +"100%";var r=d.attributes,x=[],B=[],D=0,F=null!=EditDataDialog.getDisplayIdForCell?EditDataDialog.getDisplayIdForCell(a,b):null,J=function(S,P){var X=document.createElement("div");X.style.position="relative";X.style.paddingRight="20px";X.style.boxSizing="border-box";X.style.width="100%";var ha=document.createElement("a"),fa=mxUtils.createImage(Dialog.prototype.closeImage);fa.style.height="9px";fa.style.fontSize="9px";fa.style.marginBottom=mxClient.IS_IE11?"-1px":"5px";ha.className="geButton";ha.setAttribute("title", +mxResources.get("delete"));ha.style.position="absolute";ha.style.top="4px";ha.style.right="0px";ha.style.margin="0px";ha.style.width="9px";ha.style.height="9px";ha.style.cursor="pointer";ha.appendChild(fa);P=function(sa){return function(){for(var K=0,V=0;V<x.length;V++){if(x[V]==sa){B[V]=null;m.table.deleteRow(K+(null!=F?1:0));break}null!=B[V]&&K++}}}(P);mxEvent.addListener(ha,"click",P);P=S.parentNode;X.appendChild(S);X.appendChild(ha);P.appendChild(X)};k=function(S,P,X){x[S]=P;B[S]=m.addTextarea(x[D]+ +":",X,2);B[S].style.width="100%";0<X.indexOf("\n")&&B[S].setAttribute("rows","2");J(B[S],P);null!=n[P]&&0==n[P].editable&&B[S].setAttribute("disabled","disabled")};u=[];for(var C=g.getModel().getParent(b)==g.getModel().getRoot(),O=0;O<r.length;O++)("label"!=r[O].nodeName||Graph.translateDiagram||C)&&"placeholders"!=r[O].nodeName&&u.push({name:r[O].nodeName,value:r[O].nodeValue});u.sort(function(S,P){return S.name<P.name?-1:S.name>P.name?1:0});if(null!=F){r=document.createElement("div");r.style.width= +"100%";r.style.fontSize="11px";r.style.textAlign="center";mxUtils.write(r,F);var R=m.addField(mxResources.get("id")+":",r);mxEvent.addListener(r,"dblclick",function(S){mxEvent.isShiftDown(S)&&(S=new FilenameDialog(a,F,mxResources.get("apply"),mxUtils.bind(this,function(P){null!=P&&0<P.length&&P!=F&&(null==g.getModel().getCell(P)?(g.getModel().cellRemoved(b),b.setId(P),F=P,R.innerHTML=mxUtils.htmlEntities(P),g.getModel().cellAdded(b)):a.handleError({message:mxResources.get("alreadyExst",[P])}))}), +mxResources.get("id")),a.showDialog(S.container,300,80,!0,!0),S.init())});r.setAttribute("title","Shift+Double Click to Edit ID")}for(O=0;O<u.length;O++)k(D,u[O].name,u[O].value),D++;u=document.createElement("div");u.style.position="absolute";u.style.top="30px";u.style.left="30px";u.style.right="30px";u.style.bottom="80px";u.style.overflowY="auto";u.appendChild(m.table);k=document.createElement("div");k.style.boxSizing="border-box";k.style.paddingRight="160px";k.style.whiteSpace="nowrap";k.style.marginTop= +"6px";k.style.width="100%";var T=document.createElement("input");T.setAttribute("placeholder",mxResources.get("enterPropertyName"));T.setAttribute("type","text");T.setAttribute("size",mxClient.IS_IE||mxClient.IS_IE11?"36":"40");T.style.boxSizing="border-box";T.style.marginLeft="2px";T.style.width="100%";k.appendChild(T);u.appendChild(k);e.appendChild(u);var Q=mxUtils.button(mxResources.get("addProperty"),function(){var S=T.value;if(0<S.length&&"label"!=S&&"placeholders"!=S&&0>S.indexOf(":"))try{var P= +mxUtils.indexOf(x,S);if(0<=P&&null!=B[P])B[P].focus();else{d.cloneNode(!1).setAttribute(S,"");0<=P&&(x.splice(P,1),B.splice(P,1));x.push(S);var X=m.addTextarea(S+":","",2);X.style.width="100%";B.push(X);J(X,S);X.focus()}Q.setAttribute("disabled","disabled");T.value=""}catch(ha){mxUtils.alert(ha)}else mxUtils.alert(mxResources.get("invalidName"))});mxEvent.addListener(T,"keypress",function(S){13==S.keyCode&&Q.click()});this.init=function(){0<B.length?B[0].focus():T.focus()};Q.setAttribute("title", +mxResources.get("addProperty"));Q.setAttribute("disabled","disabled");Q.style.textOverflow="ellipsis";Q.style.position="absolute";Q.style.overflow="hidden";Q.style.width="144px";Q.style.right="0px";Q.className="geBtn";k.appendChild(Q);u=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog.apply(a,arguments)});u.setAttribute("title","Escape");u.className="geBtn";var aa=mxUtils.button(mxResources.get("apply"),function(){try{a.hideDialog.apply(a,arguments);d=d.cloneNode(!0);for(var S=!1, +P=0;P<x.length;P++)null==B[P]?d.removeAttribute(x[P]):(d.setAttribute(x[P],B[P].value),S=S||"placeholder"==x[P]&&"1"==d.getAttribute("placeholders"));S&&d.removeAttribute("label");g.getModel().setValue(b,d)}catch(X){mxUtils.alert(X)}});aa.setAttribute("title","Ctrl+Enter");aa.className="geBtn gePrimaryBtn";mxEvent.addListener(e,"keypress",function(S){13==S.keyCode&&mxEvent.isControlDown(S)&&aa.click()});mxEvent.addListener(T,"keyup",f);mxEvent.addListener(T,"change",f);k=document.createElement("div"); +k.style.cssText="position:absolute;left:30px;right:30px;text-align:right;bottom:30px;height:40px;";if(a.editor.graph.getModel().isVertex(b)||a.editor.graph.getModel().isEdge(b))r=document.createElement("span"),r.style.marginRight="10px",C=document.createElement("input"),C.setAttribute("type","checkbox"),C.style.marginRight="6px","1"==d.getAttribute("placeholders")&&(C.setAttribute("checked","checked"),C.defaultChecked=!0),mxEvent.addListener(C,"click",function(){"1"==d.getAttribute("placeholders")? +d.removeAttribute("placeholders"):d.setAttribute("placeholders","1")}),r.appendChild(C),mxUtils.write(r,mxResources.get("placeholders")),null!=EditDataDialog.placeholderHelpLink&&(C=document.createElement("a"),C.setAttribute("href",EditDataDialog.placeholderHelpLink),C.setAttribute("title",mxResources.get("help")),C.setAttribute("target","_blank"),C.style.marginLeft="8px",C.style.cursor="help",O=document.createElement("img"),mxUtils.setOpacity(O,50),O.style.height="16px",O.style.width="16px",O.setAttribute("border", +"0"),O.setAttribute("valign","middle"),O.style.marginTop=mxClient.IS_IE11?"0px":"-4px",O.setAttribute("src",Editor.helpImage),C.appendChild(O),r.appendChild(C)),k.appendChild(r);a.editor.cancelFirst?(k.appendChild(u),k.appendChild(aa)):(k.appendChild(aa),k.appendChild(u));e.appendChild(k);this.container=e};EditDataDialog.getDisplayIdForCell=function(a,b){var f=null;null!=a.editor.graph.getModel().getParent(b)&&(f=b.getId());return f};EditDataDialog.placeholderHelpLink=null; var LinkDialog=function(a,b,f,e){var g=document.createElement("div");mxUtils.write(g,mxResources.get("editLink")+":");var d=document.createElement("div");d.className="geTitle";d.style.backgroundColor="transparent";d.style.borderColor="transparent";d.style.whiteSpace="nowrap";d.style.textOverflow="clip";d.style.cursor="default";d.style.paddingRight="20px";var k=document.createElement("input");k.setAttribute("value",b);k.setAttribute("placeholder","http://www.example.com/");k.setAttribute("type","text"); k.style.marginTop="6px";k.style.width="400px";k.style.backgroundImage="url('"+Dialog.prototype.clearImage+"')";k.style.backgroundRepeat="no-repeat";k.style.backgroundPosition="100% 50%";k.style.paddingRight="14px";b=document.createElement("div");b.setAttribute("title",mxResources.get("reset"));b.style.position="relative";b.style.left="-16px";b.style.width="12px";b.style.height="14px";b.style.cursor="pointer";b.style.display="inline-block";b.style.top="3px";b.style.background="url("+IMAGE_PATH+"/transparent.gif)"; -mxEvent.addListener(b,"click",function(){k.value="";k.focus()});d.appendChild(k);d.appendChild(b);g.appendChild(d);this.init=function(){k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)};d=document.createElement("div");d.style.marginTop="18px";d.style.textAlign="right";mxEvent.addListener(k,"keypress",function(m){13==m.keyCode&&(a.hideDialog(),e(k.value))});b=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()}); +mxEvent.addListener(b,"click",function(){k.value="";k.focus()});d.appendChild(k);d.appendChild(b);g.appendChild(d);this.init=function(){k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)};d=document.createElement("div");d.style.marginTop="18px";d.style.textAlign="right";mxEvent.addListener(k,"keypress",function(n){13==n.keyCode&&(a.hideDialog(),e(k.value))});b=mxUtils.button(mxResources.get("cancel"),function(){a.hideDialog()}); b.className="geBtn";a.editor.cancelFirst&&d.appendChild(b);f=mxUtils.button(f,function(){a.hideDialog();e(k.value)});f.className="geBtn gePrimaryBtn";d.appendChild(f);a.editor.cancelFirst||d.appendChild(b);g.appendChild(d);this.container=g},OutlineWindow=function(a,b,f,e,g){var d=a.editor.graph,k=document.createElement("div");k.style.position="absolute";k.style.width="100%";k.style.height="100%";k.style.overflow="hidden";this.window=new mxWindow(mxResources.get("outline"),k,b,f,e,g,!0,!0);this.window.minimumSize= -new mxRectangle(0,0,80,80);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);var m=a.createOutline(this.window);a.installResizeHandler(this,!0,function(){m.destroy()});this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit();m.setSuspended(!1)}));this.window.addListener(mxEvent.HIDE,mxUtils.bind(this,function(){m.setSuspended(!0)}));this.window.addListener(mxEvent.NORMALIZE,mxUtils.bind(this, -function(){m.setSuspended(!1)}));this.window.addListener(mxEvent.MINIMIZE,mxUtils.bind(this,function(){m.setSuspended(!0)}));m.init(k);mxEvent.addMouseWheelListener(function(u,n){for(var r=!1,x=mxEvent.getSource(u);null!=x;){if(x==m.svg){r=!0;break}x=x.parentNode}r&&(r=d.zoomFactor,null!=u.deltaY&&Math.round(u.deltaY)!=u.deltaY&&(r=1+Math.abs(u.deltaY)/20*(r-1)),d.lazyZoom(n,null,null,r),mxEvent.consume(u))})},LayersWindow=function(a,b,f,e,g){function d(aa){if(u.isEnabled()&&null!=aa){var ia=u.convertValueToString(aa); -ia=new FilenameDialog(a,ia||mxResources.get("background"),mxResources.get("rename"),mxUtils.bind(this,function(ea){null!=ea&&u.cellLabelChanged(aa,ea)}),mxResources.get("enterName"));a.showDialog(ia.container,300,100,!0,!0);ia.init()}}function k(){var aa=U.get(u.getLayerForCells(u.getSelectionCells()));null!=aa?aa.appendChild(V):null!=V.parentNode&&V.parentNode.removeChild(V)}function m(){function aa(qa,O,R,G){var K=document.createElement("div");K.className="geToolbarContainer";U.put(R,K);K.style.overflow= -"hidden";K.style.position="relative";K.style.padding="4px";K.style.height="22px";K.style.display="block";K.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";K.style.borderWidth="0px 0px 1px 0px";K.style.borderColor="#c3c3c3";K.style.borderStyle="solid";K.style.whiteSpace="nowrap";K.setAttribute("title",O);var Q=document.createElement("div");Q.style.display="inline-block";Q.style.width="100%";Q.style.textOverflow="ellipsis";Q.style.overflow="hidden";mxEvent.addListener(K, -"dragover",function(ra){ra.dataTransfer.dropEffect="move";C=qa;ra.stopPropagation();ra.preventDefault()});mxEvent.addListener(K,"dragstart",function(ra){B=K;mxClient.IS_FF&&ra.dataTransfer.setData("Text","<layer/>")});mxEvent.addListener(K,"dragend",function(ra){null!=B&&null!=C&&u.addCell(R,u.model.root,C);C=B=null;ra.stopPropagation();ra.preventDefault()});var ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width= -"16px";ba.style.padding="0px 6px 0 4px";ba.style.marginTop="2px";ba.style.cursor="pointer";ba.setAttribute("title",mxResources.get(u.model.isVisible(R)?"hide":"show"));u.model.isVisible(R)?(ba.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(K,75)):(ba.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(K,25));Editor.isDarkMode()&&(ba.style.filter="invert(100%)");Q.appendChild(ba);mxEvent.addListener(ba,"click",function(ra){u.model.setVisible(R,!u.model.isVisible(R));mxEvent.consume(ra)}); -ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width="16px";ba.style.padding="0px 6px 0 0";ba.style.marginTop="2px";ba.setAttribute("title",mxResources.get("lockUnlock"));var la=u.getCurrentCellStyle(R);"1"==mxUtils.getValue(la,"locked","0")?(ba.setAttribute("src",Editor.lockedImage),mxUtils.setOpacity(ba,75)):(ba.setAttribute("src",Editor.unlockedImage),mxUtils.setOpacity(ba,25));Editor.isDarkMode()&&(ba.style.filter= -"invert(100%)");u.isEnabled()&&(ba.style.cursor="pointer");mxEvent.addListener(ba,"click",function(ra){if(u.isEnabled()){var X=null;u.getModel().beginUpdate();try{X="1"==mxUtils.getValue(la,"locked","0")?null:"1",u.setCellStyles("locked",X,[R])}finally{u.getModel().endUpdate()}"1"==X&&u.removeSelectionCells(u.getModel().getDescendants(R));mxEvent.consume(ra)}});Q.appendChild(ba);ba=document.createElement("span");mxUtils.write(ba,O);ba.style.display="block";ba.style.whiteSpace="nowrap";ba.style.overflow= -"hidden";ba.style.textOverflow="ellipsis";ba.style.position="absolute";ba.style.left="52px";ba.style.right="8px";ba.style.top="8px";Q.appendChild(ba);K.appendChild(Q);if(u.isEnabled()){if(mxClient.IS_TOUCH||mxClient.IS_POINTER||mxClient.IS_IE&&10>document.documentMode)O=document.createElement("div"),O.style.display="block",O.style.textAlign="right",O.style.whiteSpace="nowrap",O.style.position="absolute",O.style.right="16px",O.style.top="6px",0<qa&&(Q=document.createElement("a"),Q.setAttribute("title", -mxResources.get("toBack")),Q.className="geButton",Q.style.cssFloat="none",Q.innerHTML="▼",Q.style.width="14px",Q.style.height="14px",Q.style.fontSize="14px",Q.style.margin="0px",Q.style.marginTop="-1px",O.appendChild(Q),mxEvent.addListener(Q,"click",function(ra){u.isEnabled()&&u.addCell(R,u.model.root,qa-1);mxEvent.consume(ra)})),0<=qa&&qa<F-1&&(Q=document.createElement("a"),Q.setAttribute("title",mxResources.get("toFront")),Q.className="geButton",Q.style.cssFloat="none",Q.innerHTML="▲", -Q.style.width="14px",Q.style.height="14px",Q.style.fontSize="14px",Q.style.margin="0px",Q.style.marginTop="-1px",O.appendChild(Q),mxEvent.addListener(Q,"click",function(ra){u.isEnabled()&&u.addCell(R,u.model.root,qa+1);mxEvent.consume(ra)})),K.appendChild(O);mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&(K.setAttribute("draggable","true"),K.style.cursor="move")}mxEvent.addListener(K,"dblclick",function(ra){var X=mxEvent.getSource(ra).nodeName;"INPUT"!=X&&"IMG"!=X&&(d(R),mxEvent.consume(ra))}); -u.getDefaultParent()==R&&(K.style.background=Editor.isDarkMode()?"#505759":"#e6eff8",K.style.fontWeight=u.isEnabled()?"bold":"",I=R);mxEvent.addListener(K,"click",function(ra){u.isEnabled()&&(u.setDefaultParent(G),u.view.setCurrentRoot(null),mxEvent.isShiftDown(ra)&&u.setSelectionCells(R.children),mxEvent.consume(ra))});x.appendChild(K)}F=u.model.getChildCount(u.model.root);x.innerText="";U.clear();for(var ia=F-1;0<=ia;ia--)mxUtils.bind(this,function(qa){aa(ia,u.convertValueToString(qa)||mxResources.get("background"), -qa,qa)})(u.model.getChildAt(u.model.root,ia));var ea=u.convertValueToString(I)||mxResources.get("background");S.setAttribute("title",mxResources.get("removeIt",[ea]));Z.setAttribute("title",mxResources.get("duplicateIt",[ea]));u.isSelectionEmpty()&&(T.className="geButton mxDisabled");k()}var u=a.editor.graph,n=document.createElement("div");n.style.userSelect="none";n.style.background=Editor.isDarkMode()?Dialog.backdropColor:"#fff";n.style.border="1px solid whiteSmoke";n.style.height="100%";n.style.marginBottom= -"10px";n.style.overflow="auto";var r=EditorUi.compactUi?"26px":"30px",x=document.createElement("div");x.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"#fff";x.style.position="absolute";x.style.overflow="auto";x.style.left="0px";x.style.right="0px";x.style.top="0px";x.style.bottom=parseInt(r)+7+"px";n.appendChild(x);var B=null,C=null;mxEvent.addListener(n,"dragover",function(aa){aa.dataTransfer.dropEffect="move";C=0;aa.stopPropagation();aa.preventDefault()});mxEvent.addListener(n, -"drop",function(aa){aa.stopPropagation();aa.preventDefault()});var F=null,I=null,D=document.createElement("div");D.className="geToolbarContainer";D.style.position="absolute";D.style.bottom="0px";D.style.left="0px";D.style.right="0px";D.style.height=r;D.style.overflow="hidden";D.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";D.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";D.style.borderWidth="1px 0px 0px 0px";D.style.borderColor="#c3c3c3";D.style.borderStyle= -"solid";D.style.display="block";D.style.whiteSpace="nowrap";var N=document.createElement("a");N.className="geButton";var S=N.cloneNode(!1);r=document.createElement("img");r.setAttribute("border","0");r.setAttribute("width","22");r.setAttribute("src",Editor.trashImage);r.style.opacity="0.9";Editor.isDarkMode()&&(r.style.filter="invert(100%)");S.appendChild(r);mxEvent.addListener(S,"click",function(aa){if(u.isEnabled()){u.model.beginUpdate();try{var ia=u.model.root.getIndex(I);u.removeCells([I],!1); -0==u.model.getChildCount(u.model.root)?(u.model.add(u.model.root,new mxCell),u.setDefaultParent(null)):0<ia&&ia<=u.model.getChildCount(u.model.root)?u.setDefaultParent(u.model.getChildAt(u.model.root,ia-1)):u.setDefaultParent(null)}finally{u.model.endUpdate()}}mxEvent.consume(aa)});u.isEnabled()||(S.className="geButton mxDisabled");D.appendChild(S);var T=N.cloneNode();T.setAttribute("title",mxUtils.trim(mxResources.get("moveSelectionTo",["..."])));r=r.cloneNode(!1);r.setAttribute("src",Editor.verticalDotsImage); -T.appendChild(r);mxEvent.addListener(T,"click",function(aa){if(u.isEnabled()&&!u.isSelectionEmpty()){var ia=mxUtils.getOffset(T);a.showPopupMenu(mxUtils.bind(this,function(ea,qa){for(var O=F-1;0<=O;O--)mxUtils.bind(this,function(R){var G=ea.addItem(u.convertValueToString(R)||mxResources.get("background"),null,mxUtils.bind(this,function(){u.moveCells(u.getSelectionCells(),0,0,!1,R)}),qa);1==u.getSelectionCount()&&u.model.isAncestor(R,u.getSelectionCell())&&ea.addCheckmark(G,Editor.checkmarkImage)})(u.model.getChildAt(u.model.root, -O))}),ia.x,ia.y+T.offsetHeight,aa)}});D.appendChild(T);var P=N.cloneNode(!1);P.setAttribute("title",mxResources.get("editData"));r=r.cloneNode(!1);r.setAttribute("src",Editor.editImage);P.appendChild(r);mxEvent.addListener(P,"click",function(aa){u.isEnabled()&&a.showDataDialog(I);mxEvent.consume(aa)});u.isEnabled()||(P.className="geButton mxDisabled");D.appendChild(P);var Z=N.cloneNode(!1);Z.setAttribute("title",mxResources.get("duplicate"));r=r.cloneNode(!1);r.setAttribute("src",Editor.duplicateImage); -Z.appendChild(r);mxEvent.addListener(Z,"click",function(aa){if(u.isEnabled()){aa=null;u.model.beginUpdate();try{aa=u.cloneCell(I),u.cellLabelChanged(aa,mxResources.get("untitledLayer")),aa.setVisible(!0),aa=u.addCell(aa,u.model.root),u.setDefaultParent(aa)}finally{u.model.endUpdate()}null==aa||u.isCellLocked(aa)||u.selectAll(aa)}});u.isEnabled()||(Z.className="geButton mxDisabled");D.appendChild(Z);N=N.cloneNode(!1);N.setAttribute("title",mxResources.get("addLayer"));r=r.cloneNode(!1);r.setAttribute("src", -Editor.addImage);N.appendChild(r);mxEvent.addListener(N,"click",function(aa){if(u.isEnabled()){u.model.beginUpdate();try{var ia=u.addCell(new mxCell(mxResources.get("untitledLayer")),u.model.root);u.setDefaultParent(ia)}finally{u.model.endUpdate()}}mxEvent.consume(aa)});u.isEnabled()||(N.className="geButton mxDisabled");D.appendChild(N);n.appendChild(D);var U=new mxDictionary,V=document.createElement("span");V.setAttribute("title",mxResources.get("selectionOnly"));V.innerHTML="•";V.style.position= -"absolute";V.style.fontWeight="bold";V.style.fontSize="16pt";V.style.right="2px";V.style.top="2px";m();u.model.addListener(mxEvent.CHANGE,m);u.addListener("defaultParentChanged",m);u.selectionModel.addListener(mxEvent.CHANGE,function(){u.isSelectionEmpty()?T.className="geButton mxDisabled":T.className="geButton";k()});this.window=new mxWindow(mxResources.get("layers"),n,b,f,e,g,!0,!0);this.window.minimumSize=new mxRectangle(0,0,150,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1); -this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.init=function(){x.scrollTop=x.scrollHeight-x.clientHeight};this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));this.refreshLayers=m;a.installResizeHandler(this,!0)}; +new mxRectangle(0,0,80,80);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);var n=a.createOutline(this.window);a.installResizeHandler(this,!0,function(){n.destroy()});this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit();n.setSuspended(!1)}));this.window.addListener(mxEvent.HIDE,mxUtils.bind(this,function(){n.setSuspended(!0)}));this.window.addListener(mxEvent.NORMALIZE,mxUtils.bind(this, +function(){n.setSuspended(!1)}));this.window.addListener(mxEvent.MINIMIZE,mxUtils.bind(this,function(){n.setSuspended(!0)}));n.init(k);mxEvent.addMouseWheelListener(function(u,m){for(var r=!1,x=mxEvent.getSource(u);null!=x;){if(x==n.svg){r=!0;break}x=x.parentNode}r&&(r=d.zoomFactor,null!=u.deltaY&&Math.round(u.deltaY)!=u.deltaY&&(r=1+Math.abs(u.deltaY)/20*(r-1)),d.lazyZoom(m,null,null,r),mxEvent.consume(u))})},LayersWindow=function(a,b,f,e,g){function d(X){if(u.isEnabled()&&null!=X){var ha=u.convertValueToString(X); +ha=new FilenameDialog(a,ha||mxResources.get("background"),mxResources.get("rename"),mxUtils.bind(this,function(fa){null!=fa&&u.cellLabelChanged(X,fa)}),mxResources.get("enterName"));a.showDialog(ha.container,300,100,!0,!0);ha.init()}}function k(){var X=S.get(u.getLayerForCells(u.getSelectionCells()));null!=X?X.appendChild(P):null!=P.parentNode&&P.parentNode.removeChild(P)}function n(){function X(sa,K,V,G){var M=document.createElement("div");M.className="geToolbarContainer";S.put(V,M);M.style.overflow= +"hidden";M.style.position="relative";M.style.padding="4px";M.style.height="22px";M.style.display="block";M.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";M.style.borderWidth="0px 0px 1px 0px";M.style.borderColor="#c3c3c3";M.style.borderStyle="solid";M.style.whiteSpace="nowrap";M.setAttribute("title",K);var U=document.createElement("div");U.style.display="inline-block";U.style.width="100%";U.style.textOverflow="ellipsis";U.style.overflow="hidden";mxEvent.addListener(M, +"dragover",function(ra){ra.dataTransfer.dropEffect="move";D=sa;ra.stopPropagation();ra.preventDefault()});mxEvent.addListener(M,"dragstart",function(ra){B=M;mxClient.IS_FF&&ra.dataTransfer.setData("Text","<layer/>")});mxEvent.addListener(M,"dragend",function(ra){null!=B&&null!=D&&u.addCell(V,u.model.root,D);D=B=null;ra.stopPropagation();ra.preventDefault()});var ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width= +"16px";ba.style.padding="0px 6px 0 4px";ba.style.marginTop="2px";ba.style.cursor="pointer";ba.setAttribute("title",mxResources.get(u.model.isVisible(V)?"hide":"show"));u.model.isVisible(V)?(ba.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(M,75)):(ba.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(M,25));Editor.isDarkMode()&&(ba.style.filter="invert(100%)");U.appendChild(ba);mxEvent.addListener(ba,"click",function(ra){u.model.setVisible(V,!u.model.isVisible(V));mxEvent.consume(ra)}); +ba=document.createElement("img");ba.setAttribute("draggable","false");ba.setAttribute("align","top");ba.setAttribute("border","0");ba.style.width="16px";ba.style.padding="0px 6px 0 0";ba.style.marginTop="2px";ba.setAttribute("title",mxResources.get("lockUnlock"));var la=u.getCurrentCellStyle(V);"1"==mxUtils.getValue(la,"locked","0")?(ba.setAttribute("src",Editor.lockedImage),mxUtils.setOpacity(ba,75)):(ba.setAttribute("src",Editor.unlockedImage),mxUtils.setOpacity(ba,25));Editor.isDarkMode()&&(ba.style.filter= +"invert(100%)");u.isEnabled()&&(ba.style.cursor="pointer");mxEvent.addListener(ba,"click",function(ra){if(u.isEnabled()){var Y=null;u.getModel().beginUpdate();try{Y="1"==mxUtils.getValue(la,"locked","0")?null:"1",u.setCellStyles("locked",Y,[V])}finally{u.getModel().endUpdate()}"1"==Y&&u.removeSelectionCells(u.getModel().getDescendants(V));mxEvent.consume(ra)}});U.appendChild(ba);ba=document.createElement("span");mxUtils.write(ba,K);ba.style.display="block";ba.style.whiteSpace="nowrap";ba.style.overflow= +"hidden";ba.style.textOverflow="ellipsis";ba.style.position="absolute";ba.style.left="52px";ba.style.right="8px";ba.style.top="8px";U.appendChild(ba);M.appendChild(U);if(u.isEnabled()){if(mxClient.IS_TOUCH||mxClient.IS_POINTER||mxClient.IS_IE&&10>document.documentMode)K=document.createElement("div"),K.style.display="block",K.style.textAlign="right",K.style.whiteSpace="nowrap",K.style.position="absolute",K.style.right="16px",K.style.top="6px",0<sa&&(U=document.createElement("a"),U.setAttribute("title", +mxResources.get("toBack")),U.className="geButton",U.style.cssFloat="none",U.innerHTML="▼",U.style.width="14px",U.style.height="14px",U.style.fontSize="14px",U.style.margin="0px",U.style.marginTop="-1px",K.appendChild(U),mxEvent.addListener(U,"click",function(ra){u.isEnabled()&&u.addCell(V,u.model.root,sa-1);mxEvent.consume(ra)})),0<=sa&&sa<F-1&&(U=document.createElement("a"),U.setAttribute("title",mxResources.get("toFront")),U.className="geButton",U.style.cssFloat="none",U.innerHTML="▲", +U.style.width="14px",U.style.height="14px",U.style.fontSize="14px",U.style.margin="0px",U.style.marginTop="-1px",K.appendChild(U),mxEvent.addListener(U,"click",function(ra){u.isEnabled()&&u.addCell(V,u.model.root,sa+1);mxEvent.consume(ra)})),M.appendChild(K);mxClient.IS_SVG&&(!mxClient.IS_IE||10<=document.documentMode)&&(M.setAttribute("draggable","true"),M.style.cursor="move")}mxEvent.addListener(M,"dblclick",function(ra){var Y=mxEvent.getSource(ra).nodeName;"INPUT"!=Y&&"IMG"!=Y&&(d(V),mxEvent.consume(ra))}); +u.getDefaultParent()==V&&(M.style.background=Editor.isDarkMode()?"#505759":"#e6eff8",M.style.fontWeight=u.isEnabled()?"bold":"",J=V);mxEvent.addListener(M,"click",function(ra){u.isEnabled()&&(u.setDefaultParent(G),u.view.setCurrentRoot(null),mxEvent.isShiftDown(ra)&&u.setSelectionCells(V.children),mxEvent.consume(ra))});x.appendChild(M)}F=u.model.getChildCount(u.model.root);x.innerText="";S.clear();for(var ha=F-1;0<=ha;ha--)mxUtils.bind(this,function(sa){X(ha,u.convertValueToString(sa)||mxResources.get("background"), +sa,sa)})(u.model.getChildAt(u.model.root,ha));var fa=u.convertValueToString(J)||mxResources.get("background");R.setAttribute("title",mxResources.get("removeIt",[fa]));aa.setAttribute("title",mxResources.get("duplicateIt",[fa]));u.isSelectionEmpty()&&(T.className="geButton mxDisabled");k()}var u=a.editor.graph,m=document.createElement("div");m.style.userSelect="none";m.style.background=Editor.isDarkMode()?Dialog.backdropColor:"#fff";m.style.border="1px solid whiteSmoke";m.style.height="100%";m.style.marginBottom= +"10px";m.style.overflow="auto";var r=EditorUi.compactUi?"26px":"30px",x=document.createElement("div");x.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"#fff";x.style.position="absolute";x.style.overflow="auto";x.style.left="0px";x.style.right="0px";x.style.top="0px";x.style.bottom=parseInt(r)+7+"px";m.appendChild(x);var B=null,D=null;mxEvent.addListener(m,"dragover",function(X){X.dataTransfer.dropEffect="move";D=0;X.stopPropagation();X.preventDefault()});mxEvent.addListener(m,"drop", +function(X){X.stopPropagation();X.preventDefault()});var F=null,J=null,C=document.createElement("div");C.className="geToolbarContainer";C.style.position="absolute";C.style.bottom="0px";C.style.left="0px";C.style.right="0px";C.style.height=r;C.style.overflow="hidden";C.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";C.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";C.style.borderWidth="1px 0px 0px 0px";C.style.borderColor="#c3c3c3";C.style.borderStyle="solid";C.style.display= +"block";C.style.whiteSpace="nowrap";var O=document.createElement("a");O.className="geButton";var R=O.cloneNode(!1);r=document.createElement("img");r.setAttribute("border","0");r.setAttribute("width","22");r.setAttribute("src",Editor.trashImage);r.style.opacity="0.9";Editor.isDarkMode()&&(r.style.filter="invert(100%)");R.appendChild(r);mxEvent.addListener(R,"click",function(X){if(u.isEnabled()){u.model.beginUpdate();try{var ha=u.model.root.getIndex(J);u.removeCells([J],!1);0==u.model.getChildCount(u.model.root)? +(u.model.add(u.model.root,new mxCell),u.setDefaultParent(null)):0<ha&&ha<=u.model.getChildCount(u.model.root)?u.setDefaultParent(u.model.getChildAt(u.model.root,ha-1)):u.setDefaultParent(null)}finally{u.model.endUpdate()}}mxEvent.consume(X)});u.isEnabled()||(R.className="geButton mxDisabled");C.appendChild(R);var T=O.cloneNode();T.setAttribute("title",mxUtils.trim(mxResources.get("moveSelectionTo",["..."])));r=r.cloneNode(!1);r.setAttribute("src",Editor.verticalDotsImage);T.appendChild(r);mxEvent.addListener(T, +"click",function(X){if(u.isEnabled()&&!u.isSelectionEmpty()){var ha=mxUtils.getOffset(T);a.showPopupMenu(mxUtils.bind(this,function(fa,sa){for(var K=F-1;0<=K;K--)mxUtils.bind(this,function(V){var G=fa.addItem(u.convertValueToString(V)||mxResources.get("background"),null,mxUtils.bind(this,function(){u.moveCells(u.getSelectionCells(),0,0,!1,V)}),sa);1==u.getSelectionCount()&&u.model.isAncestor(V,u.getSelectionCell())&&fa.addCheckmark(G,Editor.checkmarkImage)})(u.model.getChildAt(u.model.root,K))}), +ha.x,ha.y+T.offsetHeight,X)}});C.appendChild(T);var Q=O.cloneNode(!1);Q.setAttribute("title",mxResources.get("editData"));r=r.cloneNode(!1);r.setAttribute("src",Editor.editImage);Q.appendChild(r);mxEvent.addListener(Q,"click",function(X){u.isEnabled()&&a.showDataDialog(J);mxEvent.consume(X)});u.isEnabled()||(Q.className="geButton mxDisabled");C.appendChild(Q);var aa=O.cloneNode(!1);aa.setAttribute("title",mxResources.get("duplicate"));r=r.cloneNode(!1);r.setAttribute("src",Editor.duplicateImage); +aa.appendChild(r);mxEvent.addListener(aa,"click",function(X){if(u.isEnabled()){X=null;u.model.beginUpdate();try{X=u.cloneCell(J),u.cellLabelChanged(X,mxResources.get("untitledLayer")),X.setVisible(!0),X=u.addCell(X,u.model.root),u.setDefaultParent(X)}finally{u.model.endUpdate()}null==X||u.isCellLocked(X)||u.selectAll(X)}});u.isEnabled()||(aa.className="geButton mxDisabled");C.appendChild(aa);O=O.cloneNode(!1);O.setAttribute("title",mxResources.get("addLayer"));r=r.cloneNode(!1);r.setAttribute("src", +Editor.addImage);O.appendChild(r);mxEvent.addListener(O,"click",function(X){if(u.isEnabled()){u.model.beginUpdate();try{var ha=u.addCell(new mxCell(mxResources.get("untitledLayer")),u.model.root);u.setDefaultParent(ha)}finally{u.model.endUpdate()}}mxEvent.consume(X)});u.isEnabled()||(O.className="geButton mxDisabled");C.appendChild(O);m.appendChild(C);var S=new mxDictionary,P=document.createElement("span");P.setAttribute("title",mxResources.get("selectionOnly"));P.innerHTML="•";P.style.position= +"absolute";P.style.fontWeight="bold";P.style.fontSize="16pt";P.style.right="2px";P.style.top="2px";n();u.model.addListener(mxEvent.CHANGE,n);u.addListener("defaultParentChanged",n);u.selectionModel.addListener(mxEvent.CHANGE,function(){u.isSelectionEmpty()?T.className="geButton mxDisabled":T.className="geButton";k()});this.window=new mxWindow(mxResources.get("layers"),m,b,f,e,g,!0,!0);this.window.minimumSize=new mxRectangle(0,0,150,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1); +this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.init=function(){x.scrollTop=x.scrollHeight-x.clientHeight};this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));this.refreshLayers=n;a.installResizeHandler(this,!0)}; 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"; 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"; Sidebar.prototype.gearImage=GRAPH_IMAGE_PATH+"/clipart/Gear_128x128.png";Sidebar.prototype.libAliases={aws2:"aws3",gcp:"gcp2"};Sidebar.prototype.defaultEntries="general;uml;er;bpmn;flowchart;basic;arrows2";Sidebar.prototype.signs="Animals Food Healthcare Nature People Safety Science Sports Tech Transportation Travel".split(" ");Sidebar.prototype.ibm="Analytics Applications Blockchain Data DevOps Infrastructure Management Miscellaneous Security Social Users VPC Boxes Connectors".split(" ");Sidebar.prototype.allied_telesis= @@ -4367,8 +4369,8 @@ null,null,this.getTagsForStencil("mxgraph.archimate3","","archimate technology d 100,100,"","Callout with Double Arrow 90"+String.fromCharCode(176),null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow callout double two way orthogonal").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.quadArrow;dy=10;dx=20;notch=24;arrowHead=10;",100,100,"","Quad Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow four way quad").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.triadArrow;dy=10;dx=20;arrowHead=40;", 100,70,"","Triad Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow three way triad").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.tailedArrow;dy1=10;dx1=20;notch=0;arrowHead=20;dx2=25;dy2=30;",100,60,"","Tailed Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow tailed").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.tailedNotchedArrow;dy1=10;dx1=20;notch=20;arrowHead=20;dx2=25;dy2=30;", 100,60,"","Tailed Arrow with Notch",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow tailed notch notched").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.stripedArrow;dy=0.6;dx=40;notch=25;",100,70,"","Striped Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow striped").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.jumpInArrow;dy=15;dx=38;arrowHead=55;", -100,100,"","Jump-In Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow jump in").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.uTurnArrow;dy=11;arrowHead=43;dx2=25;",100,100,"","U Turn Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow u turn uturn").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrow;html=1;fillColor=#000000;bendable=0;",100,100,"","Wedge Arrow", -null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow","arrow ").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrowDashed;html=1;bendable=0;",100,100,"","Wedge Arrow Dashed",null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow dashed","arrow ").join(" "))];this.addPalette("arrows2",mxResources.get("arrows"),!1,mxUtils.bind(this,function(c){for(var d=0;d<a.length;d++)c.appendChild(a[d](c))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addAtlassianPalette=function(){var a=this;this.setCurrentSearchEntryLibrary("atlassian");var c=[this.addEntry("atlassian issue ticket bug jira task feature request",function(){var d=new mxCell("Task description",new mxGeometry(0,0,200,50),"html=1;shadow=0;dashed=0;shape=mxgraph.atlassian.issue;issueType=story;issuePriority=blocker;issueStatus=inProgress;verticalAlign=top;align=left;whiteSpace=wrap;overflow=hidden;spacingTop=25;strokeColor=#A8ADB0;fillColor=#EEEEEE;fontSize=12;backgroundOutline=1;sketch=0;"); +100,100,"","Jump-In Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow jump in").join(" ")),this.createVertexTemplateEntry("html=1;shadow=0;dashed=0;align=center;verticalAlign=middle;shape=mxgraph.arrows2.uTurnArrow;dy=11;arrowHead=43;dx2=25;",100,100,"","U Turn Arrow",null,null,this.getTagsForStencil("mxgraph.arrows2","arrow","arrow u turn uturn").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrow;html=1;bendable=0;startWidth=50;fillColor=default;defaultFillColor=invert;defaultGradientColor=invert;", +100,100,"","Wedge Arrow",null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow","arrow ").join(" ")),this.createEdgeTemplateEntry("shape=mxgraph.arrows2.wedgeArrowDashed2;html=1;bendable=0;startWidth=50;stepSize=15;",100,100,"","Wedge Arrow Dashed",null,this.getTagsForStencil("mxgraph.arrows2","wedge arrow dashed","arrow ").join(" "))];this.addPalette("arrows2",mxResources.get("arrows"),!1,mxUtils.bind(this,function(c){for(var d=0;d<a.length;d++)c.appendChild(a[d](c))}));this.setCurrentSearchEntryLibrary()}})();(function(){Sidebar.prototype.addAtlassianPalette=function(){var a=this;this.setCurrentSearchEntryLibrary("atlassian");var c=[this.addEntry("atlassian issue ticket bug jira task feature request",function(){var d=new mxCell("Task description",new mxGeometry(0,0,200,50),"html=1;shadow=0;dashed=0;shape=mxgraph.atlassian.issue;issueType=story;issuePriority=blocker;issueStatus=inProgress;verticalAlign=top;align=left;whiteSpace=wrap;overflow=hidden;spacingTop=25;strokeColor=#A8ADB0;fillColor=#EEEEEE;fontSize=12;backgroundOutline=1;sketch=0;"); d.vertex=!0;var b=new mxCell("ID",new mxGeometry(0,0,60,20),"strokeColor=none;fillColor=none;part=1;resizable=0;align=left;autosize=1;points=[];deletable=0;connectable=0;");b.geometry.relative=!0;b.geometry.offset=new mxPoint(20,0);b.vertex=!0;d.insert(b);return a.createVertexTemplateFromCells([d],d.geometry.width,d.geometry.height,"Issue")}),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Atlassian_Logo.svg;",66,66,"","Atlassian",null,null,this.getTagsForStencil("mxgraph.atlassian", "atlassian logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Bamboo_Logo.svg;",64,74,"","Bamboo",null,null,this.getTagsForStencil("mxgraph.atlassian","bamboo logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Bitbucket_Logo.svg;",57,50,"","Bitbucket",null,null,this.getTagsForStencil("mxgraph.atlassian","bitbucket logo atlassian","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Clover_Logo.svg;", 71,71,"","Clover",null,null,this.getTagsForStencil("mxgraph.atlassian","clover logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Confluence_Logo.svg;",63,57,"","Confluence",null,null,this.getTagsForStencil("mxgraph.atlassian","confluence logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Crowd_Logo.svg;",66,65,"","Crowd",null,null,this.getTagsForStencil("mxgraph.atlassian","crowd logo","atlassian ").join(" ")),this.createVertexTemplateEntry("image;image=img/lib/atlassian/Crucible_Logo.svg;", @@ -10962,39 +10964,39 @@ var $jscomp=$jscomp||{};$jscomp.scope={};$jscomp.createTemplateTagFirstArg=funct DrawioFile=function(b,f){mxEventSource.call(this);this.ui=b;this.setData(f||"");this.initialData=this.getData();this.created=(new Date).getTime();this.stats={opened:0,merged:0,fileMerged:0,fileReloaded:0,conflicts:0,timeouts:0,saved:0,closed:0,destroyed:0,joined:0,checksumErrors:0,bytesSent:0,bytesReceived:0,msgSent:0,msgReceived:0,cacheHits:0,cacheMiss:0,cacheFail:0}};DrawioFile.SYNC=urlParams.sync||"auto";DrawioFile.LAST_WRITE_WINS=!0;mxUtils.extend(DrawioFile,mxEventSource); DrawioFile.prototype.allChangesSavedKey="allChangesSaved";DrawioFile.prototype.savingSpinnerKey="saving";DrawioFile.prototype.savingStatusKey="saving";DrawioFile.prototype.autosaveDelay=1500;DrawioFile.prototype.maxAutosaveDelay=3E4;DrawioFile.prototype.optimisticSyncDelay=300;DrawioFile.prototype.autosaveThread=null;DrawioFile.prototype.lastAutosave=null;DrawioFile.prototype.lastSaved=null;DrawioFile.prototype.lastChanged=null;DrawioFile.prototype.opened=null;DrawioFile.prototype.modified=!1; DrawioFile.prototype.shadowModified=!1;DrawioFile.prototype.data=null;DrawioFile.prototype.shadowPages=null;DrawioFile.prototype.changeListenerEnabled=!0;DrawioFile.prototype.lastAutosaveRevision=null;DrawioFile.prototype.maxAutosaveRevisionDelay=3E5;DrawioFile.prototype.inConflictState=!1;DrawioFile.prototype.invalidChecksum=!1;DrawioFile.prototype.errorReportsEnabled=!1;DrawioFile.prototype.ageStart=null;DrawioFile.prototype.getSize=function(){return null!=this.data?this.data.length:0}; -DrawioFile.prototype.getShadowPages=function(){null==this.shadowPages&&(this.shadowPages=this.ui.getPagesForXml(this.initialData));return this.shadowPages};DrawioFile.prototype.setShadowPages=function(b){this.shadowPages=b};DrawioFile.prototype.synchronizeFile=function(b,f){this.savingFile?null!=f&&f({message:mxResources.get("busy")}):null!=this.sync?this.sync.fileChanged(mxUtils.bind(this,function(l){this.sync.cleanup(b,f,l)}),f):this.updateFile(b,f)}; -DrawioFile.prototype.updateFile=function(b,f,l,d){null!=l&&l()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=f&&f():this.getLatestVersion(mxUtils.bind(this,function(v){try{null!=l&&l()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[v]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=f&&f():null!=v?this.mergeFile(v,b,f,d):this.reloadFile(b, -f))}catch(u){null!=f&&f(u)}}),f))}; -DrawioFile.prototype.mergeFile=function(b,f,l,d){var v=!0;try{this.stats.fileMerged++;var u=this.getShadowPages(),D=b.getShadowPages();if(null!=D&&0<D.length){var c=[this.ui.diffPages(null!=d?d:u,D)],e=this.ignorePatches(c);this.setShadowPages(D);if(e)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",e);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(u,this.ui.pages):null;d={};e={};var g=this.ui.patchPages(u,c[0]),k=this.ui.getHashValueForPages(g, -d),m=this.ui.getHashValueForPages(D,e);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",u,"pages",this.ui.pages,"patches",c,"backup",this.backupPatch,"checksum",k,"current",m,"valid",k==m,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=k&&k!=m){var p=this.compressReportData(this.getAnonymizedXmlForPages(D)),x=this.compressReportData(this.getAnonymizedXmlForPages(g)),y=this.ui.hashValue(b.getCurrentEtag()),A=this.ui.hashValue(this.getCurrentEtag()); -this.checksumError(l,c,"Shadow Details: "+JSON.stringify(d)+"\nChecksum: "+k+"\nCurrent: "+m+"\nCurrent Details: "+JSON.stringify(e)+"\nFrom: "+y+"\nTo: "+A+"\n\nFile Data:\n"+p+"\nPatched Shadow:\n"+x,null,"mergeFile");return}if(null!=this.sync){var z=this.sync.patchRealtime(c,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==z||mxUtils.isEmptyObject(z)||c.push(z)}this.patch(c,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw v=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= -this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=f&&f()}catch(K){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=l&&l(K);try{if(v)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,K);else{var L=this.getCurrentUser(),N=null!=L?L.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),N,K)}}catch(t){}}}; -DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var f=new mxCodec(mxUtils.createXmlDocument()),l=f.document.createElement("mxfile");if(null!=b)for(var d=0;d<b.length;d++){var v=f.encode(new mxGraphModel(b[d].root));"1"!=urlParams.dev&&(v=this.ui.anonymizeNode(v,!0));v.setAttribute("id",b[d].getId());b[d].viewState&&this.ui.editor.graph.saveViewState(b[d].viewState,v,!0);l.appendChild(v)}return mxUtils.getPrettyXml(l)}; -DrawioFile.prototype.compressReportData=function(b,f,l){f=null!=f?f:1E4;null!=l&&null!=b&&b.length>l?b=b.substring(0,l)+"[...]":null!=b&&b.length>f&&(b=Graph.compress(b)+"\n");return b}; -DrawioFile.prototype.checksumError=function(b,f,l,d,v){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=f)for(var u=0;u<f.length;u++)this.ui.anonymizePatch(f[u]);var D=mxUtils.bind(this,function(m){var p=this.compressReportData(JSON.stringify(f,null,2));m=null==m?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(m.data)), -25E3);this.sendErrorReport("Checksum Error in "+v+" "+this.getHash(),(null!=l?l:"")+"\n\nPatches:\n"+p+(null!=m?"\n\nRemote:\n"+m:""),null,7E4)});null==d?D(null):this.getLatestVersion(mxUtils.bind(this,function(m){null!=m&&m.getCurrentEtag()==d?D(m):D(null)}),function(){})}else{var c=this.getCurrentUser(),e=null!=c?c.id:"unknown",g=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",k=JSON.stringify(f).length;b=null;if(null!=f&&this.constructor==DriveFile&&400>k){for(u=0;u<f.length;u++)this.ui.anonymizePatch(f[u]); -b=JSON.stringify(f);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+v+" "+g,null,this.getMode()+"."+this.getId(),"user_"+e+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+k+"-patches_"+f.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+g,action:v,label:"user_"+e+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+k+"-patches_"+f.length+ -"-size_"+this.getSize()})}catch(m){}}}catch(m){}}; -DrawioFile.prototype.sendErrorReport=function(b,f,l,d){try{var v=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),u=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),D=this.getCurrentUser(),c=null!=D?this.ui.hashValue(D.id):"unknown",e=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",g=this.getTitle(),k=g.lastIndexOf(".");D="xml";0<k&&(D=g.substring(k));var m=null!=l?l.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ -":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+D+")\nUser="+c+e+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=f?"\n\n"+f: -"")+(null!=l?"\n\nError: "+l.message:"")+"\n\nStack:\n"+m+"\n\nShadow:\n"+v+"\n\nData:\n"+u,d)}catch(p){}}; -DrawioFile.prototype.reloadFile=function(b,f){try{this.ui.spinner.stop();var l=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),f);else{var d=this.ui.editor.graph,v=d.getSelectionCells(),u=d.getViewState(),D= -this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(D,u,v);null!=this.backupPatch&&this.patch([this.backupPatch]);var c=this.ui.getCurrentFile();null!=c&&(c.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),l,mxResources.get("cancel"),mxResources.get("discardChanges")): -l()}catch(d){null!=f&&f(d)}};DrawioFile.prototype.mergeLatestVersion=function(b,f,l){this.getLatestVersion(mxUtils.bind(this,function(d){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(d.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(d.getDescriptor());this.descriptorChanged();null!=f&&f()}),l)}; -DrawioFile.prototype.copyFile=function(b,f){this.ui.editor.editAsNew(this.ui.getFileData(!0),this.ui.getCopyFilename(this))};DrawioFile.prototype.ignorePatches=function(b){var f=!0;if(null!=b)for(var l=0;l<b.length&&f;l++)f=f&&mxUtils.isEmptyObject(b[l]);return f}; -DrawioFile.prototype.patch=function(b,f,l){if(null!=b){var d=this.ui.editor.undoManager,v=d.history.slice(),u=d.indexOfNextAdd,D=this.ui.editor.graph;D.container.style.visibility="hidden";var c=this.changeListenerEnabled;this.changeListenerEnabled=l;var e=D.foldingEnabled,g=D.mathEnabled,k=D.cellRenderer.redraw;D.cellRenderer.redraw=function(m){m.view.graph.isEditing(m.cell)&&(m.view.graph.scrollCellToVisible(m.cell),m.view.graph.cellEditor.resize());k.apply(this,arguments)};D.model.beginUpdate(); -try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,f,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{D.container.style.visibility="";D.model.endUpdate();D.cellRenderer.redraw=k;this.changeListenerEnabled=c;l||(d.history=v,d.indexOfNextAdd=u,d.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)g!=D.mathEnabled? -(this.ui.editor.updateGraphComponents(),D.refresh()):(e!=D.foldingEnabled?D.view.revalidate():D.view.validate(),D.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",f,"undoable",l)}return b}; -DrawioFile.prototype.save=function(b,f,l,d,v,u){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",d,"overwrite",v,"manual",u,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!v&&this.invalidChecksum)if(null!=l)l({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=f&&f();else if(null!=l)l({message:mxResources.get("readOnly")}); -else throw Error(mxResources.get("readOnly"));}catch(D){if(null!=l)l(D);else throw D;}};DrawioFile.prototype.createData=function(){var b=this.ui.pages;if(this.isRealtime()&&(this.ui.pages=this.ownPages,null!=this.ui.currentPage)){var f=this.ui.getPageById(this.ui.currentPage.getId(),this.ownPages);null!=f&&(f.viewState=this.ui.editor.graph.getViewState(),f.needsUpdate=!0)}f=this.ui.getFileData(null,null,null,null,null,null,null,null,this,!this.isCompressed());this.ui.pages=b;return f}; -DrawioFile.prototype.updateFileData=function(){null!=this.sync&&this.sync.sendLocalChanges();this.setData(this.createData());null!=this.sync&&this.sync.fileDataUpdated()};DrawioFile.prototype.isCompressedStorage=function(){return!0};DrawioFile.prototype.isCompressed=function(){var b=null!=this.ui.fileNode?this.ui.fileNode.getAttribute("compressed"):null;return null!=b?"false"!=b:this.isCompressedStorage()&&Editor.compressXml};DrawioFile.prototype.saveAs=function(b,f,l){}; -DrawioFile.prototype.saveFile=function(b,f,l,d){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; -DrawioFile.prototype.isAutosave=function(){return!this.inConflictState&&this.ui.editor.autosave};DrawioFile.prototype.isRenamable=function(){return!1};DrawioFile.prototype.rename=function(b,f,l){};DrawioFile.prototype.isMovable=function(){return!1};DrawioFile.prototype.isTrashed=function(){return!1};DrawioFile.prototype.move=function(b,f,l){};DrawioFile.prototype.share=function(){this.ui.alert(mxResources.get("sharingAvailable"),null,380)};DrawioFile.prototype.getHash=function(){return""}; +DrawioFile.prototype.getShadowPages=function(){null==this.shadowPages&&(this.shadowPages=this.ui.getPagesForXml(this.initialData));return this.shadowPages};DrawioFile.prototype.setShadowPages=function(b){this.shadowPages=b};DrawioFile.prototype.synchronizeFile=function(b,f){this.savingFile?null!=f&&f({message:mxResources.get("busy")}):null!=this.sync?this.sync.fileChanged(mxUtils.bind(this,function(k){this.sync.cleanup(b,f,k)}),f):this.updateFile(b,f)}; +DrawioFile.prototype.updateFile=function(b,f,k,d){null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=f&&f():this.getLatestVersion(mxUtils.bind(this,function(v){try{null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[v]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=f&&f():null!=v?this.mergeFile(v,b,f,d):this.reloadFile(b, +f))}catch(x){null!=f&&f(x)}}),f))}; +DrawioFile.prototype.mergeFile=function(b,f,k,d){var v=!0;try{this.stats.fileMerged++;var x=this.getShadowPages(),B=b.getShadowPages();if(null!=B&&0<B.length){var D=[this.ui.diffPages(null!=d?d:x,B)],K=this.ignorePatches(D);this.setShadowPages(B);if(K)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",K);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(x,this.ui.pages):null;d={};K={};var c=this.ui.patchPages(x,D[0]),e=this.ui.getHashValueForPages(c, +d),g=this.ui.getHashValueForPages(B,K);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",x,"pages",this.ui.pages,"patches",D,"backup",this.backupPatch,"checksum",e,"current",g,"valid",e==g,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=e&&e!=g){var q=this.compressReportData(this.getAnonymizedXmlForPages(B)),n=this.compressReportData(this.getAnonymizedXmlForPages(c)),p=this.ui.hashValue(b.getCurrentEtag()),z=this.ui.hashValue(this.getCurrentEtag()); +this.checksumError(k,D,"Shadow Details: "+JSON.stringify(d)+"\nChecksum: "+e+"\nCurrent: "+g+"\nCurrent Details: "+JSON.stringify(K)+"\nFrom: "+p+"\nTo: "+z+"\n\nFile Data:\n"+q+"\nPatched Shadow:\n"+n,null,"mergeFile");return}if(null!=this.sync){var C=this.sync.patchRealtime(D,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==C||mxUtils.isEmptyObject(C)||D.push(C)}this.patch(D,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw v=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= +this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=f&&f()}catch(I){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=k&&k(I);try{if(v)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,I);else{var u=this.getCurrentUser(),y=null!=u?u.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),y,I)}}catch(N){}}}; +DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var f=new mxCodec(mxUtils.createXmlDocument()),k=f.document.createElement("mxfile");if(null!=b)for(var d=0;d<b.length;d++){var v=f.encode(new mxGraphModel(b[d].root));"1"!=urlParams.dev&&(v=this.ui.anonymizeNode(v,!0));v.setAttribute("id",b[d].getId());b[d].viewState&&this.ui.editor.graph.saveViewState(b[d].viewState,v,!0);k.appendChild(v)}return mxUtils.getPrettyXml(k)}; +DrawioFile.prototype.compressReportData=function(b,f,k){f=null!=f?f:1E4;null!=k&&null!=b&&b.length>k?b=b.substring(0,k)+"[...]":null!=b&&b.length>f&&(b=Graph.compress(b)+"\n");return b}; +DrawioFile.prototype.checksumError=function(b,f,k,d,v){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=f)for(var x=0;x<f.length;x++)this.ui.anonymizePatch(f[x]);var B=mxUtils.bind(this,function(g){var q=this.compressReportData(JSON.stringify(f,null,2));g=null==g?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(g.data)), +25E3);this.sendErrorReport("Checksum Error in "+v+" "+this.getHash(),(null!=k?k:"")+"\n\nPatches:\n"+q+(null!=g?"\n\nRemote:\n"+g:""),null,7E4)});null==d?B(null):this.getLatestVersion(mxUtils.bind(this,function(g){null!=g&&g.getCurrentEtag()==d?B(g):B(null)}),function(){})}else{var D=this.getCurrentUser(),K=null!=D?D.id:"unknown",c=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",e=JSON.stringify(f).length;b=null;if(null!=f&&this.constructor==DriveFile&&400>e){for(x=0;x<f.length;x++)this.ui.anonymizePatch(f[x]); +b=JSON.stringify(f);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+v+" "+c,null,this.getMode()+"."+this.getId(),"user_"+K+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+e+"-patches_"+f.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+c,action:v,label:"user_"+K+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+e+"-patches_"+f.length+ +"-size_"+this.getSize()})}catch(g){}}}catch(g){}}; +DrawioFile.prototype.sendErrorReport=function(b,f,k,d){try{var v=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),x=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),B=this.getCurrentUser(),D=null!=B?this.ui.hashValue(B.id):"unknown",K=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",c=this.getTitle(),e=c.lastIndexOf(".");B="xml";0<e&&(B=c.substring(e));var g=null!=k?k.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ +":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+B+")\nUser="+D+K+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=f?"\n\n"+f: +"")+(null!=k?"\n\nError: "+k.message:"")+"\n\nStack:\n"+g+"\n\nShadow:\n"+v+"\n\nData:\n"+x,d)}catch(q){}}; +DrawioFile.prototype.reloadFile=function(b,f){try{this.ui.spinner.stop();var k=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),f);else{var d=this.ui.editor.graph,v=d.getSelectionCells(),x=d.getViewState(),B= +this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(B,x,v);null!=this.backupPatch&&this.patch([this.backupPatch]);var D=this.ui.getCurrentFile();null!=D&&(D.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),k,mxResources.get("cancel"),mxResources.get("discardChanges")): +k()}catch(d){null!=f&&f(d)}};DrawioFile.prototype.mergeLatestVersion=function(b,f,k){this.getLatestVersion(mxUtils.bind(this,function(d){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(d.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(d.getDescriptor());this.descriptorChanged();null!=f&&f()}),k)}; +DrawioFile.prototype.copyFile=function(b,f){this.ui.editor.editAsNew(this.ui.getFileData(!0),this.ui.getCopyFilename(this))};DrawioFile.prototype.ignorePatches=function(b){var f=!0;if(null!=b)for(var k=0;k<b.length&&f;k++)f=f&&mxUtils.isEmptyObject(b[k]);return f}; +DrawioFile.prototype.patch=function(b,f,k){if(null!=b){var d=this.ui.editor.undoManager,v=d.history.slice(),x=d.indexOfNextAdd,B=this.ui.editor.graph;B.container.style.visibility="hidden";var D=this.changeListenerEnabled;this.changeListenerEnabled=k;var K=B.foldingEnabled,c=B.mathEnabled,e=B.cellRenderer.redraw;B.cellRenderer.redraw=function(g){g.view.graph.isEditing(g.cell)&&(g.view.graph.scrollCellToVisible(g.cell),g.view.graph.cellEditor.resize());e.apply(this,arguments)};B.model.beginUpdate(); +try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,f,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{B.container.style.visibility="";B.model.endUpdate();B.cellRenderer.redraw=e;this.changeListenerEnabled=D;k||(d.history=v,d.indexOfNextAdd=x,d.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)c!=B.mathEnabled? +(this.ui.editor.updateGraphComponents(),B.refresh()):(K!=B.foldingEnabled?B.view.revalidate():B.view.validate(),B.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",f,"undoable",k)}return b}; +DrawioFile.prototype.save=function(b,f,k,d,v,x){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",d,"overwrite",v,"manual",x,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!v&&this.invalidChecksum)if(null!=k)k({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=f&&f();else if(null!=k)k({message:mxResources.get("readOnly")}); +else throw Error(mxResources.get("readOnly"));}catch(B){if(null!=k)k(B);else throw B;}};DrawioFile.prototype.createData=function(){var b=this.ui.pages;if(this.isRealtime()&&(this.ui.pages=this.ownPages,null!=this.ui.currentPage)){var f=this.ui.getPageById(this.ui.currentPage.getId(),this.ownPages);null!=f&&(f.viewState=this.ui.editor.graph.getViewState(),f.needsUpdate=!0)}f=this.ui.getFileData(null,null,null,null,null,null,null,null,this,!this.isCompressed());this.ui.pages=b;return f}; +DrawioFile.prototype.updateFileData=function(){null!=this.sync&&this.sync.sendLocalChanges();this.setData(this.createData());null!=this.sync&&this.sync.fileDataUpdated()};DrawioFile.prototype.isCompressedStorage=function(){return!0};DrawioFile.prototype.isCompressed=function(){var b=null!=this.ui.fileNode?this.ui.fileNode.getAttribute("compressed"):null;return null!=b?"false"!=b:this.isCompressedStorage()&&Editor.compressXml};DrawioFile.prototype.saveAs=function(b,f,k){}; +DrawioFile.prototype.saveFile=function(b,f,k,d){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; +DrawioFile.prototype.isAutosave=function(){return!this.inConflictState&&this.ui.editor.autosave};DrawioFile.prototype.isRenamable=function(){return!1};DrawioFile.prototype.rename=function(b,f,k){};DrawioFile.prototype.isMovable=function(){return!1};DrawioFile.prototype.isTrashed=function(){return!1};DrawioFile.prototype.move=function(b,f,k){};DrawioFile.prototype.share=function(){this.ui.alert(mxResources.get("sharingAvailable"),null,380)};DrawioFile.prototype.getHash=function(){return""}; DrawioFile.prototype.getId=function(){return""};DrawioFile.prototype.isEditable=function(){return!this.ui.editor.isChromelessView()||this.ui.editor.editable};DrawioFile.prototype.getUi=function(){return this.ui};DrawioFile.prototype.getTitle=function(){return""};DrawioFile.prototype.setData=function(b){this.data=b;EditorUi.debug("DrawioFile.setData",[this],"data",[b])};DrawioFile.prototype.getData=function(){return this.data}; -DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var f=function(l){for(var d=0;null!=l&&d<l.length;d++){var v=l[d];null!=v.id&&0==v.id.indexOf("extFont_")&&v.parentNode.removeChild(v)}};f(document.querySelectorAll("head > style[id]"));f(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; -DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; +DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var f=function(k){for(var d=0;null!=k&&d<k.length;d++){var v=k[d];null!=v.id&&0==v.id.indexOf("extFont_")&&v.parentNode.removeChild(v)}};f(document.querySelectorAll("head > style[id]"));f(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; +DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return Editor.enableRealtime&&"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,f){b(null)}; -DrawioFile.prototype.loadDescriptor=function(b,f){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,f){this.loadDescriptor(mxUtils.bind(this,function(l){b(l)}),f)};DrawioFile.prototype.patchDescriptor=function(b,f){this.setDescriptorEtag(b,this.getDescriptorEtag(f));this.descriptorChanged()}; +DrawioFile.prototype.loadDescriptor=function(b,f){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,f){this.loadDescriptor(mxUtils.bind(this,function(k){b(k)}),f)};DrawioFile.prototype.patchDescriptor=function(b,f){this.setDescriptorEtag(b,this.getDescriptorEtag(f));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; DrawioFile.prototype.getChannelId=function(){return Graph.compress(this.getHash()).replace(/[\/ +]/g,"_")};DrawioFile.prototype.getChannelKey=function(b){return null};DrawioFile.prototype.getCurrentUser=function(){return null};DrawioFile.prototype.getLatestVersion=function(b,f){b(null)};DrawioFile.prototype.getLastModifiedDate=function(){return new Date};DrawioFile.prototype.setCurrentRevisionId=function(b){this.setDescriptorRevisionId(this.getDescriptor(),b)}; DrawioFile.prototype.getCurrentRevisionId=function(){return this.getDescriptorRevisionId(this.getDescriptor())};DrawioFile.prototype.setCurrentEtag=function(b){this.setDescriptorEtag(this.getDescriptor(),b)};DrawioFile.prototype.getCurrentEtag=function(){return this.getDescriptorEtag(this.getDescriptor())};DrawioFile.prototype.getDescriptor=function(){return null};DrawioFile.prototype.setDescriptor=function(){};DrawioFile.prototype.setDescriptorRevisionId=function(b,f){this.setDescriptorEtag(b,f)}; @@ -11006,457 +11008,455 @@ DrawioFile.prototype.addAllSavedStatus=function(b){null!=this.ui.statusContainer DrawioFile.prototype.saveDraft=function(){try{null==this.draftId&&(this.draftId=null!=this.usedDraftId?this.usedDraftId:Editor.guid());var b={type:"draft",created:this.created,modified:(new Date).getTime(),data:this.ui.getFileData(),title:this.getTitle(),fileObject:this.fileObject,aliveCheck:this.ui.draftAliveCheck};this.ui.setDatabaseItem(".draft_"+this.draftId,JSON.stringify(b));EditorUi.debug("DrawioFile.saveDraft",[this],"draftId",this.draftId,[b])}catch(f){this.removeDraft()}}; DrawioFile.prototype.removeDraft=function(){try{null!=this.draftId&&(EditorUi.debug("DrawioFile.removeDraft",[this],"draftId",this.draftId),this.ui.removeDatabaseItem(".draft_"+this.draftId),this.usedDraftId=this.draftId,this.draftId=null)}catch(b){}}; DrawioFile.prototype.addUnsavedStatus=function(b){if(!this.inConflictState&&null!=this.ui.statusContainer&&this.ui.getCurrentFile()==this)if(b instanceof Error&&null!=b.message&&""!=b.message){var f=mxUtils.htmlEntities(mxResources.get("unsavedChanges"));this.ui.editor.setStatus('<div title="'+f+'" class="geStatusAlert">'+f+" ("+mxUtils.htmlEntities(b.message)+")</div>");f=this.ui.statusContainer.getElementsByTagName("div");null!=f&&0<f.length&&(f[0].style.cursor="pointer",mxEvent.addListener(f[0], -"click",mxUtils.bind(this,function(){this.ui.showError(mxResources.get("unsavedChanges"),mxUtils.htmlEntities(b.message))})))}else{f=this.getErrorMessage(b);if(null==f&&null!=this.lastSaved){var l=this.ui.timeSince(new Date(this.lastSaved));null!=l&&(f=mxResources.get("lastSaved",[l]))}null!=f&&60<f.length&&(f=f.substring(0,60)+"...");f=mxUtils.htmlEntities(mxResources.get("unsavedChangesClickHereToSave"))+(null!=f&&""!=f?" ("+mxUtils.htmlEntities(f)+")":"");this.ui.editor.setStatus('<div title="'+ +"click",mxUtils.bind(this,function(){this.ui.showError(mxResources.get("unsavedChanges"),mxUtils.htmlEntities(b.message))})))}else{f=this.getErrorMessage(b);if(null==f&&null!=this.lastSaved){var k=this.ui.timeSince(new Date(this.lastSaved));null!=k&&(f=mxResources.get("lastSaved",[k]))}null!=f&&60<f.length&&(f=f.substring(0,60)+"...");f=mxUtils.htmlEntities(mxResources.get("unsavedChangesClickHereToSave"))+(null!=f&&""!=f?" ("+mxUtils.htmlEntities(f)+")":"");this.ui.editor.setStatus('<div title="'+ f+'" class="geStatusAlertOrange">'+f+' <img src="'+Editor.saveImage+'"/></div>');f=this.ui.statusContainer.getElementsByTagName("div");null!=f&&0<f.length?(f[0].style.cursor="pointer",mxEvent.addListener(f[0],"click",mxUtils.bind(this,function(){this.ui.actions.get(null!=this.ui.mode&&this.isEditable()?"save":"saveAs").funct()}))):(f=mxUtils.htmlEntities(mxResources.get("unsavedChanges")),this.ui.editor.setStatus('<div title="'+f+'" class="geStatusAlert">'+f+" ("+mxUtils.htmlEntities(b.message)+")</div>")); EditorUi.enableDrafts&&(null==this.getMode()||EditorUi.isElectronApp)&&(this.lastDraftSave=this.lastDraftSave||Date.now(),null!=this.saveDraftThread&&(window.clearTimeout(this.saveDraftThread),this.saveDraftThread=null,Date.now()-this.lastDraftSave>Math.max(2*EditorUi.draftSaveDelay,3E4)&&(this.lastDraftSave=Date.now(),this.saveDraft())),this.saveDraftThread=window.setTimeout(mxUtils.bind(this,function(){this.lastDraftSave=Date.now();this.saveDraftThread=null;this.saveDraft()}),EditorUi.draftSaveDelay|| 0))}}; -DrawioFile.prototype.addConflictStatus=function(b,f){this.invalidChecksum&&null==f&&(f=mxResources.get("checksum"));this.setConflictStatus(mxUtils.htmlEntities(mxResources.get("fileChangedSync"))+(null!=f&&""!=f?" ("+mxUtils.htmlEntities(f)+")":""));this.ui.spinner.stop();this.clearAutosave();f=null!=this.ui.statusContainer?this.ui.statusContainer.getElementsByTagName("div"):null;null!=f&&0<f.length?(f[0].style.cursor="pointer",mxEvent.addListener(f[0],"click",mxUtils.bind(this,function(l){"IMG"!=mxEvent.getSource(l).nodeName&& +DrawioFile.prototype.addConflictStatus=function(b,f){this.invalidChecksum&&null==f&&(f=mxResources.get("checksum"));this.setConflictStatus(mxUtils.htmlEntities(mxResources.get("fileChangedSync"))+(null!=f&&""!=f?" ("+mxUtils.htmlEntities(f)+")":""));this.ui.spinner.stop();this.clearAutosave();f=null!=this.ui.statusContainer?this.ui.statusContainer.getElementsByTagName("div"):null;null!=f&&0<f.length?(f[0].style.cursor="pointer",mxEvent.addListener(f[0],"click",mxUtils.bind(this,function(k){"IMG"!=mxEvent.getSource(k).nodeName&& b()}))):this.ui.alert(mxUtils.htmlEntities(mxResources.get("fileChangedSync")),b)};DrawioFile.prototype.setConflictStatus=function(b){this.ui.editor.setStatus('<div title="'+b+'" class="geStatusAlert">'+b+' <a href="https://www.diagrams.net/doc/faq/synchronize" title="'+mxResources.get("help")+'" target="_blank"><img src="'+Editor.helpImage+'"/></a></div>')}; -DrawioFile.prototype.showRefreshDialog=function(b,f,l){null==l&&(l=mxResources.get("checksum"));this.ui.editor.isChromelessView()&&!this.ui.editor.editable?this.ui.alert(mxResources.get("fileChangedSync"),mxUtils.bind(this,function(){this.reloadFile(b,f)})):(this.addConflictStatus(mxUtils.bind(this,function(){this.showRefreshDialog(b,f)}),l),this.ui.showError(mxResources.get("warning")+" ("+l+")",mxResources.get("fileChangedSyncDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b, +DrawioFile.prototype.showRefreshDialog=function(b,f,k){null==k&&(k=mxResources.get("checksum"));this.ui.editor.isChromelessView()&&!this.ui.editor.editable?this.ui.alert(mxResources.get("fileChangedSync"),mxUtils.bind(this,function(){this.reloadFile(b,f)})):(this.addConflictStatus(mxUtils.bind(this,function(){this.showRefreshDialog(b,f)}),k),this.ui.showError(mxResources.get("warning")+" ("+k+")",mxResources.get("fileChangedSyncDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b, f)}),null,mxResources.get("merge"),mxUtils.bind(this,function(){this.reloadFile(b,f)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,130))}; -DrawioFile.prototype.showCopyDialog=function(b,f,l){this.invalidChecksum=this.inConflictState=!1;this.addUnsavedStatus();this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedOverwriteDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b,f)}),null,mxResources.get("overwrite"),l,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,150)}; +DrawioFile.prototype.showCopyDialog=function(b,f,k){this.invalidChecksum=this.inConflictState=!1;this.addUnsavedStatus();this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedOverwriteDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b,f)}),null,mxResources.get("overwrite"),k,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,150)}; DrawioFile.prototype.showConflictDialog=function(b,f){this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedSyncDialog"),mxResources.get("overwrite"),b,null,mxResources.get("merge"),f,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog();this.handleFileError(null,!1)}),380,130)}; -DrawioFile.prototype.redirectToNewApp=function(b,f){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var l=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),d=mxResources.get("redirectToNewApp");null!=f&&(d+=" ("+f+")");f=mxUtils.bind(this,function(){var v=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==l?window.location.reload():window.location.href= -l});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),v,mxResources.get("cancel"),mxResources.get("discardChanges")):v()});null!=b?this.isModified()?this.ui.confirm(d,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),f,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(d,f,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), +DrawioFile.prototype.redirectToNewApp=function(b,f){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var k=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),d=mxResources.get("redirectToNewApp");null!=f&&(d+=" ("+f+")");f=mxUtils.bind(this,function(){var v=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==k?window.location.reload():window.location.href= +k});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),v,mxResources.get("cancel"),mxResources.get("discardChanges")):v()});null!=b?this.isModified()?this.ui.confirm(d,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),f,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(d,f,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), f)}}; DrawioFile.prototype.handleFileSuccess=function(b){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(EditorUi.debug("DrawioFile.handleFileSuccess",[this],"saved",b,"modified",this.isModified()),this.isModified()?this.fileChanged():b?(this.isTrashed()?this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.allChangesSavedKey))+" ("+mxUtils.htmlEntities(mxResources.get("fileMovedToTrash"))+")"):this.addAllSavedStatus(),null!=this.sync&&(this.sync.resetUpdateStatusThread(),this.sync.remoteFileChanged&&(this.sync.remoteFileChanged= !1,this.sync.fileChangedNotify()))):this.ui.editor.setStatus(""))}; DrawioFile.prototype.handleFileError=function(b,f){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(this.inConflictState?this.handleConflictError(b,f):(this.isModified()&&this.addUnsavedStatus(b),f?this.ui.handleError(b,null!=b?mxResources.get("errorSavingFile"):null):this.isModified()||(b=this.getErrorMessage(b),null!=b&&60<b.length&&(b=b.substring(0,60)+"..."),this.ui.editor.setStatus('<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("error"))+(null!=b?" ("+mxUtils.htmlEntities(b)+ ")":"")+"</div>"))))}; -DrawioFile.prototype.handleConflictError=function(b,f){var l=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),d=mxUtils.bind(this,function(D){this.handleFileError(D,!0)}),v=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,l,d,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),u=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& -this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,l,d,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),d)});"none"==DrawioFile.SYNC?this.showCopyDialog(l,d,v):this.invalidChecksum?this.showRefreshDialog(l,d,this.getErrorMessage(b)):f?this.showConflictDialog(v,u):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); -this.synchronizeFile(l,d)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var f=null!=b?null!=b.error?b.error.message:b.message:null;null==f&&null!=b&&b.code==App.ERROR_TIMEOUT&&(f=mxResources.get("timeout"));return f};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; +DrawioFile.prototype.handleConflictError=function(b,f){var k=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),d=mxUtils.bind(this,function(B){this.handleFileError(B,!0)}),v=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,k,d,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),x=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& +this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,k,d,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),d)});"none"==DrawioFile.SYNC?this.showCopyDialog(k,d,v):this.invalidChecksum?this.showRefreshDialog(k,d,this.getErrorMessage(b)):f?this.showConflictDialog(v,x):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); +this.synchronizeFile(k,d)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var f=null!=b?null!=b.error?b.error.message:b.message:null;null==f&&null!=b&&b.code==App.ERROR_TIMEOUT&&(f=mxResources.get("timeout"));return f};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; DrawioFile.prototype.fileChanged=function(b){b=null!=b?b:!0;this.lastChanged=new Date;this.setModified(!0);EditorUi.debug("DrawioFile.fileChanged",[this],"autosave",this.isAutosave(),"saving",this.savingFile);this.isAutosave()?(null!=this.savingStatusKey&&this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.savingStatusKey))+"..."),this.ui.scheduleSanityCheck(),null==this.ageStart&&(this.ageStart=new Date),this.autosave(this.autosaveDelay,this.maxAutosaveDelay,mxUtils.bind(this,function(f){this.ui.stopSanityCheck(); null==this.autosaveThread?(this.handleFileSuccess(!0),this.ageStart=null):this.isModified()&&(this.ui.scheduleSanityCheck(),this.ageStart=this.lastChanged)}),mxUtils.bind(this,function(f){this.handleFileError(f)}))):(this.ageStart=null,this.isAutosaveOptional()&&this.ui.editor.autosave||this.inConflictState||this.addUnsavedStatus());null!=this.sync&&b&&this.sync.localFileChanged()}; -DrawioFile.prototype.createSecret=function(b){var f=Editor.guid(32);null==this.sync||this.isOptimisticSync()?b(f):this.sync.createToken(f,mxUtils.bind(this,function(l){b(f,l)}),mxUtils.bind(this,function(){b(f)}))};DrawioFile.prototype.fileSaving=function(){null!=this.sync&&this.sync.fileSaving()}; -DrawioFile.prototype.fileSaved=function(b,f,l,d,v){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var u=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(u),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=l&&l()):this.sync.fileSaved(u,f,l,d,v)}catch(e){this.invalidChecksum=this.inConflictState= -!0;this.descriptorChanged();null!=d&&d(e);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,e);else{var D=this.getCurrentUser(),c=null!=D?D.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),c,e)}}catch(g){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; -DrawioFile.prototype.autosave=function(b,f,l,d){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<f?b:0;this.clearAutosave();var v=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==v&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",v,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var u=this.isAutosaveRevision(); -u&&(this.lastAutosaveRevision=(new Date).getTime());this.save(u,mxUtils.bind(this,function(D){this.autosaveCompleted();null!=l&&l(D)}),mxUtils.bind(this,function(D){null!=d&&d(D)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=l&&l(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",v,"delay",b,"saving",this.savingFile);this.autosaveThread=v};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; +DrawioFile.prototype.createSecret=function(b){var f=Editor.guid(32);null==this.sync||this.isOptimisticSync()?b(f):this.sync.createToken(f,mxUtils.bind(this,function(k){b(f,k)}),mxUtils.bind(this,function(){b(f)}))};DrawioFile.prototype.fileSaving=function(){null!=this.sync&&this.sync.fileSaving()}; +DrawioFile.prototype.fileSaved=function(b,f,k,d,v){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var x=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(x),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=k&&k()):this.sync.fileSaved(x,f,k,d,v)}catch(K){this.invalidChecksum=this.inConflictState= +!0;this.descriptorChanged();null!=d&&d(K);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,K);else{var B=this.getCurrentUser(),D=null!=B?B.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),D,K)}}catch(c){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; +DrawioFile.prototype.autosave=function(b,f,k,d){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<f?b:0;this.clearAutosave();var v=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==v&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",v,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var x=this.isAutosaveRevision(); +x&&(this.lastAutosaveRevision=(new Date).getTime());this.save(x,mxUtils.bind(this,function(B){this.autosaveCompleted();null!=k&&k(B)}),mxUtils.bind(this,function(B){null!=d&&d(B)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=k&&k(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",v,"delay",b,"saving",this.savingFile);this.autosaveThread=v};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; DrawioFile.prototype.clearAutosave=function(){null!=this.autosaveThread&&(window.clearTimeout(this.autosaveThread),this.autosaveThread=null)};DrawioFile.prototype.isAutosaveRevision=function(){var b=(new Date).getTime();return null==this.lastAutosaveRevision||b-this.lastAutosaveRevision>this.maxAutosaveRevisionDelay};DrawioFile.prototype.descriptorChanged=function(){this.fireEvent(new mxEventObject("descriptorChanged"))};DrawioFile.prototype.contentChanged=function(){this.fireEvent(new mxEventObject("contentChanged"))}; -DrawioFile.prototype.close=function(b){this.updateFileData();this.stats.closed++;this.isAutosave()&&this.isModified()&&this.save(this.isAutosaveRevision(),null,null,b);this.destroy()};DrawioFile.prototype.hasSameExtension=function(b,f){if(null!=b&&null!=f){var l=b.lastIndexOf(".");b=0<l?b.substring(l):"";l=f.lastIndexOf(".");return b===(0<l?f.substring(l):"")}return b==f}; +DrawioFile.prototype.close=function(b){this.updateFileData();this.stats.closed++;this.isAutosave()&&this.isModified()&&this.save(this.isAutosaveRevision(),null,null,b);this.destroy()};DrawioFile.prototype.hasSameExtension=function(b,f){if(null!=b&&null!=f){var k=b.lastIndexOf(".");b=0<k?b.substring(k):"";k=f.lastIndexOf(".");return b===(0<k?f.substring(k):"")}return b==f}; DrawioFile.prototype.removeListeners=function(){null!=this.changeListener&&(this.ui.editor.graph.model.removeListener(this.changeListener),this.ui.editor.graph.removeListener(this.changeListener),this.ui.removeListener(this.changeListener),this.changeListener=null)};DrawioFile.prototype.destroy=function(){this.clearAutosave();this.removeListeners();this.stats.destroyed++;null!=this.sync&&(this.sync.destroy(),this.sync=null)};DrawioFile.prototype.commentsSupported=function(){return!1}; -DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,f){b([])};DrawioFile.prototype.addComment=function(b,f,l){f(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,f){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,f)};LocalFile=function(b,f,l,d,v,u){DrawioFile.call(this,b,f);this.title=l;this.mode=d?null:App.MODE_DEVICE;this.fileHandle=v;this.desc=u};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; -LocalFile.prototype.isRenamable=function(){return!0};LocalFile.prototype.save=function(b,f,l){this.saveAs(this.title,f,l)};LocalFile.prototype.saveAs=function(b,f,l){this.saveFile(b,!1,f,l)};LocalFile.prototype.saveAs=function(b,f,l){this.saveFile(b,!1,f,l)};LocalFile.prototype.getDescriptor=function(){return this.desc};LocalFile.prototype.setDescriptor=function(b){this.desc=b}; +DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,f){b([])};DrawioFile.prototype.addComment=function(b,f,k){f(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,f){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,f)};LocalFile=function(b,f,k,d,v,x){DrawioFile.call(this,b,f);this.title=k;this.mode=d?null:App.MODE_DEVICE;this.fileHandle=v;this.desc=x};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; +LocalFile.prototype.isRenamable=function(){return!0};LocalFile.prototype.save=function(b,f,k){this.saveAs(this.title,f,k)};LocalFile.prototype.saveAs=function(b,f,k){this.saveFile(b,!1,f,k)};LocalFile.prototype.saveAs=function(b,f,k){this.saveFile(b,!1,f,k)};LocalFile.prototype.getDescriptor=function(){return this.desc};LocalFile.prototype.setDescriptor=function(b){this.desc=b}; LocalFile.prototype.getLatestVersion=function(b,f){null==this.fileHandle?b(null):this.ui.loadFileSystemEntry(this.fileHandle,b,f)}; -LocalFile.prototype.saveFile=function(b,f,l,d,v){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;v||this.updateFileData();var u=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var D=this.getData(),c=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=l&&l()}),e=mxUtils.bind(this,function(g){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var k=mxUtils.bind(this, -function(p){this.savingFile=!1;null!=d&&d({error:p})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(p){this.fileHandle.getFile().then(mxUtils.bind(this,function(x){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[x],"conflict",this.desc.lastModified!=x.lastModified);this.desc.lastModified==x.lastModified?p.write(u?this.ui.base64ToBlob(g,"image/png"):g).then(mxUtils.bind(this,function(){p.close().then(mxUtils.bind(this, -function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(y){try{var A=this.desc;this.savingFile=!1;this.desc=y;this.fileSaved(D,A,c,k);this.removeDraft()}catch(z){k(z)}}),k)}),k)}),k):(this.inConflictState=!0,k())}),mxUtils.bind(this,function(x){this.invalidFileHandle=!0;k(x)}))}),k)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(g,b,u?"image/png":"text/xml",u);else if(g.length<MAX_REQUEST_SIZE){var m=b.lastIndexOf(".");m=0<m?b.substring(m+1):"xml"; -(new mxXmlRequest(SAVE_URL,"format="+m+"&xml="+encodeURIComponent(g)+"&filename="+encodeURIComponent(b)+(u?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(g)}));c()}});u?(f=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(g){e(g)}),d,this.ui.getCurrentFile()!=this?D:null,f.scale,f.border)):e(D)}; -LocalFile.prototype.rename=function(b,f,l){this.title=b;this.descriptorChanged();null!=f&&f()};LocalFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};LocalLibrary=function(b,f,l){LocalFile.call(this,b,f,l)};mxUtils.extend(LocalLibrary,LocalFile);LocalLibrary.prototype.getHash=function(){return"F"+this.getTitle()};LocalLibrary.prototype.isAutosave=function(){return!1};LocalLibrary.prototype.saveAs=function(b,f,l){this.saveFile(b,!1,f,l)};LocalLibrary.prototype.updateFileData=function(){};LocalLibrary.prototype.open=function(){};StorageFile=function(b,f,l){DrawioFile.call(this,b,f);this.title=l};mxUtils.extend(StorageFile,DrawioFile);StorageFile.prototype.autosaveDelay=2E3;StorageFile.prototype.maxAutosaveDelay=2E4;StorageFile.prototype.type="F";StorageFile.prototype.getMode=function(){return App.MODE_BROWSER};StorageFile.prototype.isAutosaveOptional=function(){return!0};StorageFile.prototype.getHash=function(){return"L"+encodeURIComponent(this.getTitle())};StorageFile.prototype.getTitle=function(){return this.title}; -StorageFile.prototype.isRenamable=function(){return!0};StorageFile.prototype.save=function(b,f,l){this.saveAs(this.getTitle(),f,l)};StorageFile.prototype.saveAs=function(b,f,l){DrawioFile.prototype.save.apply(this,arguments);this.saveFile(b,!1,f,l)}; -StorageFile.insertFile=function(b,f,l,d,v){var u=mxUtils.bind(this,function(D){var c=function(){var e=new StorageFile(b,l,f);e.saveFile(f,!1,function(){d(e)},v)};D?b.confirm(mxResources.get("replaceIt",[f]),c,v):c()});StorageFile.getFileContent(b,f,function(D){u(null!=D)},function(){u(!1)})};StorageFile.getFileContent=function(b,f,l,d){b.getDatabaseItem(f,function(v){l(null!=v?v.data:null)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(f,l):null!=d&&d()}),"files")}; -StorageFile.getFileInfo=function(b,f,l,d){b.getDatabaseItem(f,function(v){l(v)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(f,function(v){l(null!=v?{title:f}:null)}):null!=d&&d()}),"filesInfo")}; -StorageFile.prototype.saveFile=function(b,f,l,d){if(this.isEditable()){var v=mxUtils.bind(this,function(){this.isRenamable()&&(this.title=b);try{var u=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=l&&l()});this.setShadowModified(!1);var D=this.getData();this.ui.setDatabaseItem(null,[{title:this.title,size:D.length,lastModified:Date.now(),type:this.type},{title:this.title,data:D}],u,mxUtils.bind(this,function(){null==this.ui.database?this.ui.setLocalData(this.title, -D,u):null!=d&&d()}),["filesInfo","files"])}catch(c){null!=d&&d(c)}});this.isRenamable()&&"."==b.charAt(0)&&null!=d?d({message:mxResources.get("invalidName")}):StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(u){this.isRenamable()&&this.getTitle()!=b&&null!=u?this.ui.confirm(mxResources.get("replaceIt",[b]),v,d):v()}),d)}else null!=l&&l()}; -StorageFile.prototype.rename=function(b,f,l){var d=this.getTitle();d!=b?StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(v){var u=mxUtils.bind(this,function(){this.title=b;this.hasSameExtension(d,b)||this.setData(this.ui.getFileData());this.saveFile(b,!1,mxUtils.bind(this,function(){this.ui.removeLocalData(d,f)}),l)});null!=v?this.ui.confirm(mxResources.get("replaceIt",[b]),u,l):u()}),l):f()};StorageFile.prototype.open=function(){DrawioFile.prototype.open.apply(this,arguments);this.saveFile(this.getTitle())}; -StorageFile.prototype.getLatestVersion=function(b,f){StorageFile.getFileContent(this.ui,this.title,mxUtils.bind(this,function(l){b(new StorageFile(this.ui,l,this.title))}),f)};StorageFile.prototype.destroy=function(){DrawioFile.prototype.destroy.apply(this,arguments);null!=this.storageListener&&(mxEvent.removeListener(window,"storage",this.storageListener),this.storageListener=null)}; -StorageFile.listLocalStorageFiles=function(b){for(var f=[],l=0;l<localStorage.length;l++){var d=localStorage.key(l),v=localStorage.getItem(d);if(0<d.length&&"."!=d.charAt(0)&&0<v.length){var u=(null==b||"F"==b)&&("<mxfile "===v.substring(0,8)||"<?xml"===v.substring(0,5)||"\x3c!--[if IE]>"===v.substring(0,12)),D=(null==b||"L"==b)&&"<mxlibrary>"===v.substring(0,11);(u||D)&&f.push({title:d,type:u?"F":"L",size:v.length,lastModified:Date.now()})}}return f}; -StorageFile.migrate=function(b){var f=StorageFile.listLocalStorageFiles();f.push({title:".scratchpad",type:"L"});var l=b.transaction(["files","filesInfo"],"readwrite");b=l.objectStore("files");l=l.objectStore("filesInfo");for(var d=0;d<f.length;d++){var v=f[d],u=localStorage.getItem(v.title);b.add({title:v.title,data:u});l.add(v)}}; -StorageFile.listFiles=function(b,f,l,d){b.getDatabaseItems(function(v){var u=[];if(null!=v)for(var D=0;D<v.length;D++)"."==v[D].title.charAt(0)||null!=f&&v[D].type!=f||u.push(v[D]);l(u)},function(){null==b.database?l(StorageFile.listLocalStorageFiles(f)):null!=d&&d()},"filesInfo")};StorageFile.deleteFile=function(b,f,l,d){b.removeDatabaseItem([f,f],l,function(){null==b.database?(localStorage.removeItem(f),l()):null!=d&&d()},["files","filesInfo"])};StorageLibrary=function(b,f,l){StorageFile.call(this,b,f,l)};mxUtils.extend(StorageLibrary,StorageFile);StorageLibrary.prototype.type="L";StorageLibrary.prototype.isAutosave=function(){return!0};StorageLibrary.prototype.saveAs=function(b,f,l){this.saveFile(b,!1,f,l)};StorageLibrary.prototype.getHash=function(){return"L"+encodeURIComponent(this.title)};StorageLibrary.prototype.getTitle=function(){return".scratchpad"==this.title?mxResources.get("scratchpad"):this.title}; -StorageLibrary.prototype.isRenamable=function(b,f,l){return".scratchpad"!=this.title};StorageLibrary.prototype.open=function(){};RemoteFile=function(b,f,l){DrawioFile.call(this,b,f);this.title=l;this.mode=null};mxUtils.extend(RemoteFile,DrawioFile);RemoteFile.prototype.isAutosave=function(){return!1};RemoteFile.prototype.getMode=function(){return this.mode};RemoteFile.prototype.getTitle=function(){return this.title};RemoteFile.prototype.isRenamable=function(){return!1};RemoteFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};RemoteLibrary=function(b,f,l){RemoteFile.call(this,b,f,l.title);this.libObj=l};mxUtils.extend(RemoteLibrary,LocalFile);RemoteLibrary.prototype.getHash=function(){return"R"+encodeURIComponent(JSON.stringify([this.libObj.id,this.libObj.title,this.libObj.downloadUrl]))};RemoteLibrary.prototype.isEditable=function(){return!1};RemoteLibrary.prototype.isRenamable=function(){return!1};RemoteLibrary.prototype.isAutosave=function(){return!1};RemoteLibrary.prototype.save=function(b,f,l){}; -RemoteLibrary.prototype.saveAs=function(b,f,l){};RemoteLibrary.prototype.updateFileData=function(){};RemoteLibrary.prototype.open=function(){};UrlLibrary=function(b,f,l){StorageFile.call(this,b,f,l);b=l;f=b.lastIndexOf("/");0<=f&&(b=b.substring(f+1));this.fname=b};mxUtils.extend(UrlLibrary,StorageFile);UrlLibrary.prototype.getHash=function(){return"U"+encodeURIComponent(this.title)};UrlLibrary.prototype.getTitle=function(){return this.fname};UrlLibrary.prototype.isAutosave=function(){return!1};UrlLibrary.prototype.isEditable=function(b,f,l){return!1};UrlLibrary.prototype.saveAs=function(b,f,l){};UrlLibrary.prototype.open=function(){};EmbedFile=function(b,f,l){DrawioFile.call(this,b,f);this.desc=l||{};this.mode=App.MODE_EMBED};mxUtils.extend(EmbedFile,DrawioFile);EmbedFile.prototype.getMode=function(){return this.mode};EmbedFile.prototype.getTitle=function(){return this.desc.title||""};/* +LocalFile.prototype.saveFile=function(b,f,k,d,v){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;v||this.updateFileData();var x=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var B=this.getData(),D=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=k&&k()}),K=mxUtils.bind(this,function(c){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var e=mxUtils.bind(this, +function(q){this.savingFile=!1;null!=d&&d({error:q})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(q){this.fileHandle.getFile().then(mxUtils.bind(this,function(n){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[n],"conflict",this.desc.lastModified!=n.lastModified);this.desc.lastModified==n.lastModified?q.write(x?this.ui.base64ToBlob(c,"image/png"):c).then(mxUtils.bind(this,function(){q.close().then(mxUtils.bind(this, +function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(p){try{var z=this.desc;this.savingFile=!1;this.desc=p;this.fileSaved(B,z,D,e);this.removeDraft()}catch(C){e(C)}}),e)}),e)}),e):(this.inConflictState=!0,e())}),mxUtils.bind(this,function(n){this.invalidFileHandle=!0;e(n)}))}),e)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(c,b,x?"image/png":"text/xml",x);else if(c.length<MAX_REQUEST_SIZE){var g=b.lastIndexOf(".");g=0<g?b.substring(g+1):"xml"; +(new mxXmlRequest(SAVE_URL,"format="+g+"&xml="+encodeURIComponent(c)+"&filename="+encodeURIComponent(b)+(x?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(c)}));D()}});x?(f=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(c){K(c)}),d,this.ui.getCurrentFile()!=this?B:null,f.scale,f.border)):K(B)}; +LocalFile.prototype.rename=function(b,f,k){this.title=b;this.descriptorChanged();null!=f&&f()};LocalFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};LocalLibrary=function(b,f,k){LocalFile.call(this,b,f,k)};mxUtils.extend(LocalLibrary,LocalFile);LocalLibrary.prototype.getHash=function(){return"F"+this.getTitle()};LocalLibrary.prototype.isAutosave=function(){return!1};LocalLibrary.prototype.saveAs=function(b,f,k){this.saveFile(b,!1,f,k)};LocalLibrary.prototype.updateFileData=function(){};LocalLibrary.prototype.open=function(){};StorageFile=function(b,f,k){DrawioFile.call(this,b,f);this.title=k};mxUtils.extend(StorageFile,DrawioFile);StorageFile.prototype.autosaveDelay=2E3;StorageFile.prototype.maxAutosaveDelay=2E4;StorageFile.prototype.type="F";StorageFile.prototype.getMode=function(){return App.MODE_BROWSER};StorageFile.prototype.isAutosaveOptional=function(){return!0};StorageFile.prototype.getHash=function(){return"L"+encodeURIComponent(this.getTitle())};StorageFile.prototype.getTitle=function(){return this.title}; +StorageFile.prototype.isRenamable=function(){return!0};StorageFile.prototype.save=function(b,f,k){this.saveAs(this.getTitle(),f,k)};StorageFile.prototype.saveAs=function(b,f,k){DrawioFile.prototype.save.apply(this,arguments);this.saveFile(b,!1,f,k)}; +StorageFile.insertFile=function(b,f,k,d,v){var x=mxUtils.bind(this,function(B){var D=function(){var K=new StorageFile(b,k,f);K.saveFile(f,!1,function(){d(K)},v)};B?b.confirm(mxResources.get("replaceIt",[f]),D,v):D()});StorageFile.getFileContent(b,f,function(B){x(null!=B)},function(){x(!1)})};StorageFile.getFileContent=function(b,f,k,d){b.getDatabaseItem(f,function(v){k(null!=v?v.data:null)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(f,k):null!=d&&d()}),"files")}; +StorageFile.getFileInfo=function(b,f,k,d){b.getDatabaseItem(f,function(v){k(v)},mxUtils.bind(this,function(){null==b.database?b.getLocalData(f,function(v){k(null!=v?{title:f}:null)}):null!=d&&d()}),"filesInfo")}; +StorageFile.prototype.saveFile=function(b,f,k,d){if(this.isEditable()){var v=mxUtils.bind(this,function(){this.isRenamable()&&(this.title=b);try{var x=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=k&&k()});this.setShadowModified(!1);var B=this.getData();this.ui.setDatabaseItem(null,[{title:this.title,size:B.length,lastModified:Date.now(),type:this.type},{title:this.title,data:B}],x,mxUtils.bind(this,function(){null==this.ui.database?this.ui.setLocalData(this.title, +B,x):null!=d&&d()}),["filesInfo","files"])}catch(D){null!=d&&d(D)}});this.isRenamable()&&"."==b.charAt(0)&&null!=d?d({message:mxResources.get("invalidName")}):StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(x){this.isRenamable()&&this.getTitle()!=b&&null!=x?this.ui.confirm(mxResources.get("replaceIt",[b]),v,d):v()}),d)}else null!=k&&k()}; +StorageFile.prototype.rename=function(b,f,k){var d=this.getTitle();d!=b?StorageFile.getFileInfo(this.ui,b,mxUtils.bind(this,function(v){var x=mxUtils.bind(this,function(){this.title=b;this.hasSameExtension(d,b)||this.setData(this.ui.getFileData());this.saveFile(b,!1,mxUtils.bind(this,function(){this.ui.removeLocalData(d,f)}),k)});null!=v?this.ui.confirm(mxResources.get("replaceIt",[b]),x,k):x()}),k):f()};StorageFile.prototype.open=function(){DrawioFile.prototype.open.apply(this,arguments);this.saveFile(this.getTitle())}; +StorageFile.prototype.getLatestVersion=function(b,f){StorageFile.getFileContent(this.ui,this.title,mxUtils.bind(this,function(k){b(new StorageFile(this.ui,k,this.title))}),f)};StorageFile.prototype.destroy=function(){DrawioFile.prototype.destroy.apply(this,arguments);null!=this.storageListener&&(mxEvent.removeListener(window,"storage",this.storageListener),this.storageListener=null)}; +StorageFile.listLocalStorageFiles=function(b){for(var f=[],k=0;k<localStorage.length;k++){var d=localStorage.key(k),v=localStorage.getItem(d);if(0<d.length&&"."!=d.charAt(0)&&0<v.length){var x=(null==b||"F"==b)&&("<mxfile "===v.substring(0,8)||"<?xml"===v.substring(0,5)||"\x3c!--[if IE]>"===v.substring(0,12)),B=(null==b||"L"==b)&&"<mxlibrary>"===v.substring(0,11);(x||B)&&f.push({title:d,type:x?"F":"L",size:v.length,lastModified:Date.now()})}}return f}; +StorageFile.migrate=function(b){var f=StorageFile.listLocalStorageFiles();f.push({title:".scratchpad",type:"L"});var k=b.transaction(["files","filesInfo"],"readwrite");b=k.objectStore("files");k=k.objectStore("filesInfo");for(var d=0;d<f.length;d++){var v=f[d],x=localStorage.getItem(v.title);b.add({title:v.title,data:x});k.add(v)}}; +StorageFile.listFiles=function(b,f,k,d){b.getDatabaseItems(function(v){var x=[];if(null!=v)for(var B=0;B<v.length;B++)"."==v[B].title.charAt(0)||null!=f&&v[B].type!=f||x.push(v[B]);k(x)},function(){null==b.database?k(StorageFile.listLocalStorageFiles(f)):null!=d&&d()},"filesInfo")};StorageFile.deleteFile=function(b,f,k,d){b.removeDatabaseItem([f,f],k,function(){null==b.database?(localStorage.removeItem(f),k()):null!=d&&d()},["files","filesInfo"])};StorageLibrary=function(b,f,k){StorageFile.call(this,b,f,k)};mxUtils.extend(StorageLibrary,StorageFile);StorageLibrary.prototype.type="L";StorageLibrary.prototype.isAutosave=function(){return!0};StorageLibrary.prototype.saveAs=function(b,f,k){this.saveFile(b,!1,f,k)};StorageLibrary.prototype.getHash=function(){return"L"+encodeURIComponent(this.title)};StorageLibrary.prototype.getTitle=function(){return".scratchpad"==this.title?mxResources.get("scratchpad"):this.title}; +StorageLibrary.prototype.isRenamable=function(b,f,k){return".scratchpad"!=this.title};StorageLibrary.prototype.open=function(){};RemoteFile=function(b,f,k){DrawioFile.call(this,b,f);this.title=k;this.mode=null};mxUtils.extend(RemoteFile,DrawioFile);RemoteFile.prototype.isAutosave=function(){return!1};RemoteFile.prototype.getMode=function(){return this.mode};RemoteFile.prototype.getTitle=function(){return this.title};RemoteFile.prototype.isRenamable=function(){return!1};RemoteFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};RemoteLibrary=function(b,f,k){RemoteFile.call(this,b,f,k.title);this.libObj=k};mxUtils.extend(RemoteLibrary,LocalFile);RemoteLibrary.prototype.getHash=function(){return"R"+encodeURIComponent(JSON.stringify([this.libObj.id,this.libObj.title,this.libObj.downloadUrl]))};RemoteLibrary.prototype.isEditable=function(){return!1};RemoteLibrary.prototype.isRenamable=function(){return!1};RemoteLibrary.prototype.isAutosave=function(){return!1};RemoteLibrary.prototype.save=function(b,f,k){}; +RemoteLibrary.prototype.saveAs=function(b,f,k){};RemoteLibrary.prototype.updateFileData=function(){};RemoteLibrary.prototype.open=function(){};UrlLibrary=function(b,f,k){StorageFile.call(this,b,f,k);b=k;f=b.lastIndexOf("/");0<=f&&(b=b.substring(f+1));this.fname=b};mxUtils.extend(UrlLibrary,StorageFile);UrlLibrary.prototype.getHash=function(){return"U"+encodeURIComponent(this.title)};UrlLibrary.prototype.getTitle=function(){return this.fname};UrlLibrary.prototype.isAutosave=function(){return!1};UrlLibrary.prototype.isEditable=function(b,f,k){return!1};UrlLibrary.prototype.saveAs=function(b,f,k){};UrlLibrary.prototype.open=function(){};EmbedFile=function(b,f,k){DrawioFile.call(this,b,f);this.desc=k||{};this.mode=App.MODE_EMBED};mxUtils.extend(EmbedFile,DrawioFile);EmbedFile.prototype.getMode=function(){return this.mode};EmbedFile.prototype.getTitle=function(){return this.desc.title||""};/* mxClient.IS_IOS || */ -var StorageDialog=function(b,f,l){function d(m,p,x,y,A,z){function L(){mxEvent.addListener(N,"click",null!=z?z:function(){x!=App.MODE_GOOGLE||b.isDriveDomain()?x==App.MODE_GOOGLE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.drive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(x,!0);f()})):x==App.MODE_ONEDRIVE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.oneDrive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(x,!0);f()}), -function(E){b.spinner.stop();b.handleError(E)}):(b.setMode(x,!0),f()):window.location.hostname=DriveClient.prototype.newAppHostname})}c++;++D>l&&(mxUtils.br(e),D=1);var N=document.createElement("a");N.style.overflow="hidden";N.style.display="inline-block";N.className="geBaseButton";N.style.boxSizing="border-box";N.style.fontSize="11px";N.style.position="relative";N.style.margin="4px";N.style.marginTop="8px";N.style.marginBottom="0px";N.style.padding="8px 10px 8px 10px";N.style.width="88px";N.style.height= -"100px";N.style.whiteSpace="nowrap";N.setAttribute("title",p);var K=document.createElement("div");K.style.textOverflow="ellipsis";K.style.overflow="hidden";K.style.position="absolute";K.style.bottom="8px";K.style.left="0px";K.style.right="0px";mxUtils.write(K,p);N.appendChild(K);if(null!=m){var t=document.createElement("img");t.setAttribute("src",m);t.setAttribute("border","0");t.setAttribute("align","absmiddle");t.style.width="60px";t.style.height="60px";t.style.paddingBottom="6px";N.appendChild(t)}else K.style.paddingTop= -"5px",K.style.whiteSpace="normal",mxClient.IS_IOS?(N.style.padding="0px 10px 20px 10px",N.style.top="6px"):mxClient.IS_FF&&(K.style.paddingTop="0px",K.style.marginTop="-2px");if(null!=A)for(m=0;m<A.length;m++)mxUtils.br(K),mxUtils.write(K,A[m]);if(null!=y&&null==b[y]){t.style.visibility="hidden";mxUtils.setOpacity(K,10);var q=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});q.spin(N); -var G=window.setTimeout(function(){null==b[y]&&(q.stop(),N.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(E,F){null!=b[y]&&F.getProperty("client")==b[y]&&(window.clearTimeout(G),mxUtils.setOpacity(K,100),t.style.visibility="",q.stop(),L(),"drive"==y&&null!=g.parentNode&&g.parentNode.removeChild(g))}))}else L();e.appendChild(N)}l=null!=l?l:2;var v=document.createElement("div");v.style.textAlign="center";v.style.whiteSpace="nowrap";v.style.paddingTop="0px";v.style.paddingBottom= -"20px";var u=document.createElement("div");u.style.border="1px solid #d3d3d3";u.style.borderWidth="1px 0px 1px 0px";u.style.padding="10px 0px 20px 0px";var D=0,c=0,e=document.createElement("div");e.style.paddingTop="2px";u.appendChild(e);var g=document.createElement("p"),k=document.createElement("p");k.style.cssText="font-size:22px;padding:4px 0 16px 0;margin:0;color:gray;";mxUtils.write(k,mxResources.get("saveDiagramsTo")+":");v.appendChild(k);v.appendChild(u);D=0;"function"===typeof window.DriveClient&& +var StorageDialog=function(b,f,k){function d(g,q,n,p,z,C){function u(){mxEvent.addListener(y,"click",null!=C?C:function(){n!=App.MODE_GOOGLE||b.isDriveDomain()?n==App.MODE_GOOGLE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.drive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(n,!0);f()})):n==App.MODE_ONEDRIVE&&b.spinner.spin(document.body,mxResources.get("authorizing"))?b.oneDrive.checkToken(mxUtils.bind(this,function(){b.spinner.stop();b.setMode(n,!0);f()}), +function(F){b.spinner.stop();b.handleError(F)}):(b.setMode(n,!0),f()):window.location.hostname=DriveClient.prototype.newAppHostname})}D++;++B>k&&(mxUtils.br(K),B=1);var y=document.createElement("a");y.style.overflow="hidden";y.style.display="inline-block";y.className="geBaseButton";y.style.boxSizing="border-box";y.style.fontSize="11px";y.style.position="relative";y.style.margin="4px";y.style.marginTop="8px";y.style.marginBottom="0px";y.style.padding="8px 10px 8px 10px";y.style.width="88px";y.style.height= +"100px";y.style.whiteSpace="nowrap";y.setAttribute("title",q);var I=document.createElement("div");I.style.textOverflow="ellipsis";I.style.overflow="hidden";I.style.position="absolute";I.style.bottom="8px";I.style.left="0px";I.style.right="0px";mxUtils.write(I,q);y.appendChild(I);if(null!=g){var N=document.createElement("img");N.setAttribute("src",g);N.setAttribute("border","0");N.setAttribute("align","absmiddle");N.style.width="60px";N.style.height="60px";N.style.paddingBottom="6px";y.appendChild(N)}else I.style.paddingTop= +"5px",I.style.whiteSpace="normal",mxClient.IS_IOS?(y.style.padding="0px 10px 20px 10px",y.style.top="6px"):mxClient.IS_FF&&(I.style.paddingTop="0px",I.style.marginTop="-2px");if(null!=z)for(g=0;g<z.length;g++)mxUtils.br(I),mxUtils.write(I,z[g]);if(null!=p&&null==b[p]){N.style.visibility="hidden";mxUtils.setOpacity(I,10);var t=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});t.spin(y); +var m=window.setTimeout(function(){null==b[p]&&(t.stop(),y.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(F,J){null!=b[p]&&J.getProperty("client")==b[p]&&(window.clearTimeout(m),mxUtils.setOpacity(I,100),N.style.visibility="",t.stop(),u(),"drive"==p&&null!=c.parentNode&&c.parentNode.removeChild(c))}))}else u();K.appendChild(y)}k=null!=k?k:2;var v=document.createElement("div");v.style.textAlign="center";v.style.whiteSpace="nowrap";v.style.paddingTop="0px";v.style.paddingBottom= +"20px";var x=document.createElement("div");x.style.border="1px solid #d3d3d3";x.style.borderWidth="1px 0px 1px 0px";x.style.padding="10px 0px 20px 0px";var B=0,D=0,K=document.createElement("div");K.style.paddingTop="2px";x.appendChild(K);var c=document.createElement("p"),e=document.createElement("p");e.style.cssText="font-size:22px;padding:4px 0 16px 0;margin:0;color:gray;";mxUtils.write(e,mxResources.get("saveDiagramsTo")+":");v.appendChild(e);v.appendChild(x);B=0;"function"===typeof window.DriveClient&& d(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googleDrive"),App.MODE_GOOGLE,"drive");"function"===typeof window.OneDriveClient&&d(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"),App.MODE_ONEDRIVE,"oneDrive");"1"!=urlParams.noDevice&&d(IMAGE_PATH+"/osa_drive-harddisk.png",mxResources.get("device"),App.MODE_DEVICE);!isLocalStorage||"1"!=urlParams.browser&&"1"!=urlParams.offline||d(IMAGE_PATH+"/osa_database.png",mxResources.get("browser"),App.MODE_BROWSER);"function"===typeof window.DropboxClient&& -d(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox");null!=b.gitHub&&d(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub");null!=b.gitLab&&d(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab");u=document.createElement("span");u.style.position="absolute";u.style.cursor="pointer";u.style.bottom="27px";u.style.color="gray";u.style.userSelect="none";u.style.textAlign="center";u.style.left="50%";mxUtils.setPrefixedStyle(u.style, -"transform","translate(-50%,0)");mxUtils.write(u,mxResources.get("decideLater"));v.appendChild(u);mxEvent.addListener(u,"click",function(){b.hideDialog();var m=Editor.useLocalStorage;b.createFile(b.defaultFilename,null,null,null,null,null,null,!0);Editor.useLocalStorage=m});mxClient.IS_SVG&&isLocalStorage&&"0"!=urlParams.gapi&&(null==document.documentMode||10<=document.documentMode)&&window.setTimeout(function(){null==b.drive&&(g.style.padding="7px",g.style.fontSize="9pt",g.style.marginTop="-14px", -g.innerHTML='<a style="background-color:#dcdcdc;padding:6px;color:black;text-decoration:none;" href="https://desk.draw.io/a/solutions/articles/16000074659" target="_blank"><img border="0" src="'+mxGraph.prototype.warningImage.src+'" align="absmiddle" style="margin-top:-4px"> '+mxResources.get("googleDriveMissingClickHere")+"</a>",v.appendChild(g))},5E3);this.container=v},SplashDialog=function(b){var f=document.createElement("div");f.style.textAlign="center";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp){var l= -b.addLanguageMenu(f,!0);null!=l&&(l.style.bottom="19px")}var d=document.createElement("img");d.setAttribute("border","0");d.setAttribute("align","absmiddle");d.style.width="32px";d.style.height="32px";d.style.marginRight="8px";d.style.marginTop="-4px";var v=document.createElement("div");v.style.margin="8px 0px 0px 0px";v.style.padding="18px 0px 24px 0px";l="";b.mode==App.MODE_GOOGLE?(d.src=IMAGE_PATH+"/google-drive-logo.svg",l=mxResources.get("googleDrive")):b.mode==App.MODE_DROPBOX?(d.src=IMAGE_PATH+ -"/dropbox-logo.svg",l=mxResources.get("dropbox")):b.mode==App.MODE_ONEDRIVE?(d.src=IMAGE_PATH+"/onedrive-logo.svg",l=mxResources.get("oneDrive")):b.mode==App.MODE_GITHUB?(d.src=IMAGE_PATH+"/github-logo.svg",l=mxResources.get("github")):b.mode==App.MODE_GITLAB?(d.src=IMAGE_PATH+"/gitlab-logo.svg",l=mxResources.get("gitlab")):b.mode==App.MODE_BROWSER?(d.src=IMAGE_PATH+"/osa_database.png",l=mxResources.get("browser")):b.mode==App.MODE_TRELLO?(d.src=IMAGE_PATH+"/trello-logo.svg",l=mxResources.get("trello")): 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y=document.createElement("a");y.style.display="inline-block";y.style.color="gray";y.style.cursor="pointer";y.style.marginTop="6px";mxUtils.write(y,mxResources.get("signOut"));u.style.marginBottom="16px";v.style.paddingBottom="18px";mxEvent.addListener(y,"click",function(){b.confirm(mxResources.get("areYouSure"), -function(){x()})});v.appendChild(y)},b.mode==App.MODE_GOOGLE&&null!=b.drive){var m=b.drive.getUsersList();if(0<m.length){d=document.createElement("span");d.style.marginTop="6px";mxUtils.write(d,mxResources.get("changeUser")+":");u.style.marginBottom="16px";v.style.paddingBottom="18px";v.appendChild(d);var p=document.createElement("select");p.style.marginLeft="4px";p.style.width="140px";for(l=0;l<m.length;l++)D=document.createElement("option"),mxUtils.write(D,m[l].displayName),D.value=l,p.appendChild(D), -D=document.createElement("option"),D.innerHTML=" 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k=document.createElement("textarea");k.setAttribute("autocomplete","off");k.setAttribute("autocorrect","off");k.setAttribute("autocapitalize","off");k.setAttribute("spellcheck","false");k.style.fontFamily="monospace";k.style.wordBreak="break-all";k.style.marginTop="10px";k.style.resize="none";k.style.height="150px";k.style.width="440px";k.style.border= -"1px solid gray";k.value=mxResources.get("updatingDocument");d.appendChild(k);mxUtils.br(d);this.init=function(){window.setTimeout(function(){5E5>f.length?(k.value=f,k.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)):(k.setAttribute("readonly","true"),k.value=mxResources.get("tooLargeUseDownload"))},0)};u=document.createElement("div");u.style.position="absolute";u.style.bottom="36px";u.style.right="32px";var m=null;!EmbedDialog.showPreviewOption|| -mxClient.IS_CHROMEAPP&&!g||navigator.standalone||!(g||mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode))||(m=mxUtils.button(null!=c?c:mxResources.get(5E5>f.length?"preview":"openInNewWindow"),function(){var x=5E5>f.length?k.value:f;if(null!=v)v(x);else if(g)try{var y=b.openLink(x);null!=y&&(null==l||0<l)&&window.setTimeout(mxUtils.bind(this,function(){try{null!=y&&null!=y.location.href&&y.location.href.substring(0,8)!=x.substring(0,8)&&(y.close(),b.handleError({message:mxResources.get("drawingTooLarge")}))}catch(z){}}), -l||500)}catch(z){b.handleError({message:z.message||mxResources.get("drawingTooLarge")})}else{var A=window.open();A=null!=A?A.document:null;null!=A?(A.writeln("<html><head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head><body>'+f+"</body></html>"),A.close()):b.handleError({message:mxResources.get("errorUpdatingPreview")})}}),m.className="geBtn",u.appendChild(m));if(!g||7500<f.length)c=mxUtils.button(mxResources.get("download"),function(){b.hideDialog(); -b.saveData(null!=e?e:"embed.txt","txt",f,"text/plain")}),c.className="geBtn",u.appendChild(c);if(g&&(!b.isOffline()||mxClient.IS_CHROMEAPP)){if(51200>f.length){var p=mxUtils.button("",function(){try{var x="https://www.facebook.com/sharer.php?p[url]="+encodeURIComponent(k.value);b.openLink(x)}catch(y){b.handleError({message:y.message||mxResources.get("drawingTooLarge")})}});c=document.createElement("img");c.setAttribute("src",Editor.facebookImage);c.setAttribute("width","18");c.setAttribute("height", -"18");c.setAttribute("border","0");p.appendChild(c);p.setAttribute("title",mxResources.get("facebook")+" ("+b.formatFileSize(51200)+" 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k=document.createElement("input");k.setAttribute("type","text");k.setAttribute("size","4");k.style.marginRight="16px";k.style.marginLeft="4px";k.value=c;d.appendChild(k);mxUtils.write(d,mxResources.get("height")+":");var m=document.createElement("input");m.setAttribute("type","text"); -m.setAttribute("size","4");m.style.marginLeft="4px";m.value=Math.ceil(u.height/D);d.appendChild(m);mxUtils.br(d);u=document.createElement("hr");u.setAttribute("size","1");u.style.marginBottom="16px";u.style.marginTop="16px";d.appendChild(u);mxUtils.write(d,mxResources.get("publicDiagramUrl")+":");mxUtils.br(d);var p=document.createElement("input");p.setAttribute("type","text");p.setAttribute("size","28");p.style.marginBottom="8px";p.style.marginTop="2px";p.style.width="410px";p.value=f||"";d.appendChild(p); -mxUtils.br(d);mxUtils.write(d,mxResources.get("borderWidth")+":");var x=document.createElement("input");x.setAttribute("type","text");x.setAttribute("size","3");x.style.marginBottom="8px";x.style.marginLeft="4px";x.value="0";d.appendChild(x);mxUtils.br(d);var y=document.createElement("input");y.setAttribute("type","checkbox");y.setAttribute("checked","checked");y.defaultChecked=!0;y.style.marginLeft="16px";d.appendChild(y);mxUtils.write(d,mxResources.get("pan")+" ");var A=document.createElement("input"); -A.setAttribute("type","checkbox");A.setAttribute("checked","checked");A.defaultChecked=!0;A.style.marginLeft="8px";d.appendChild(A);mxUtils.write(d,mxResources.get("zoom")+" ");var z=document.createElement("input");z.setAttribute("type","checkbox");z.style.marginLeft="8px";z.setAttribute("title",window.location.href);d.appendChild(z);mxUtils.write(d,mxResources.get("edit")+" ");var L=document.createElement("input");L.setAttribute("type","checkbox");L.style.marginLeft="8px";d.appendChild(L);mxUtils.write(d, -mxResources.get("asNew")+" ");mxUtils.br(d);var N=document.createElement("input");N.setAttribute("type","checkbox");N.setAttribute("checked","checked");N.defaultChecked=!0;N.style.marginLeft="16px";d.appendChild(N);mxUtils.write(d,mxResources.get("resize")+" ");var K=document.createElement("input");K.setAttribute("type","checkbox");K.style.marginLeft="8px";d.appendChild(K);mxUtils.write(d,mxResources.get("fit")+" ");var t=document.createElement("input");t.setAttribute("type","checkbox");t.style.marginLeft= -"8px";d.appendChild(t);mxUtils.write(d,mxResources.get("embed")+" ");var q=b.getBasenames().join(";"),G=b.getCurrentFile();mxEvent.addListener(y,"change",l);mxEvent.addListener(A,"change",l);mxEvent.addListener(N,"change",l);mxEvent.addListener(K,"change",l);mxEvent.addListener(z,"change",l);mxEvent.addListener(L,"change",l);mxEvent.addListener(t,"change",l);mxEvent.addListener(m,"change",l);mxEvent.addListener(k,"change",l);mxEvent.addListener(x,"change",l);mxEvent.addListener(p,"change",l);l(); -mxEvent.addListener(g,"click",function(){g.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?g.select():document.execCommand("selectAll",!1,null)});f=document.createElement("div");f.style.paddingTop="12px";f.style.textAlign="right";u=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});u.className="geBtn gePrimaryBtn";f.appendChild(u);d.appendChild(f);this.container=d},CreateGraphDialog=function(b,f,l){var d=document.createElement("div");d.style.textAlign="right";this.init= -function(){var v=document.createElement("div");v.style.position="relative";v.style.border="1px solid gray";v.style.width="100%";v.style.height="360px";v.style.overflow="hidden";v.style.marginBottom="16px";mxEvent.disableContextMenu(v);d.appendChild(v);var u=new Graph(v);u.setCellsCloneable(!0);u.setPanning(!0);u.setAllowDanglingEdges(!1);u.connectionHandler.select=!1;u.view.setTranslate(20,20);u.border=20;u.panningHandler.useLeftButtonForPanning=!0;var D="curved=1;";u.cellRenderer.installCellOverlayListeners= -function(A,z,L){mxCellRenderer.prototype.installCellOverlayListeners.apply(this,arguments);mxEvent.addListener(L.node,mxClient.IS_POINTER?"pointerdown":"mousedown",function(N){z.fireEvent(new mxEventObject("pointerdown","event",N,"state",A))});!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&mxEvent.addListener(L.node,"touchstart",function(N){z.fireEvent(new mxEventObject("pointerdown","event",N,"state",A))})};u.getAllConnectionConstraints=function(){return null};u.connectionHandler.marker.highlight.keepOnTop= -!1;u.connectionHandler.createEdgeState=function(A){A=u.createEdge(null,null,null,null,null,D);return new mxCellState(this.graph.view,A,this.graph.getCellStyle(A))};var c=u.getDefaultParent(),e=mxUtils.bind(this,function(A){var z=new mxCellOverlay(this.connectImage,"Add outgoing");z.cursor="hand";z.addListener(mxEvent.CLICK,function(L,N){u.connectionHandler.reset();u.clearSelection();var K=u.getCellGeometry(A),t;m(function(){t=u.insertVertex(c,null,"Entry",K.x,K.y,80,30,"rounded=1;");e(t);u.view.refresh(t); -u.insertEdge(c,null,"",A,t,D)},function(){u.scrollCellToVisible(t)})});z.addListener("pointerdown",function(L,N){L=N.getProperty("event");N=N.getProperty("state");u.popupMenuHandler.hideMenu();u.stopEditing(!1);var K=mxUtils.convertPoint(u.container,mxEvent.getClientX(L),mxEvent.getClientY(L));u.connectionHandler.start(N,K.x,K.y);u.isMouseDown=!0;u.isMouseTrigger=mxEvent.isMouseEvent(L);mxEvent.consume(L)});u.addCellOverlay(A,z)});u.getModel().beginUpdate();try{var g=u.insertVertex(c,null,"Start", -0,0,80,30,"ellipse");e(g)}finally{u.getModel().endUpdate()}if("horizontalTree"==l){var k=new mxCompactTreeLayout(u);k.edgeRouting=!1;k.levelDistance=30;D="edgeStyle=elbowEdgeStyle;elbow=horizontal;"}else"verticalTree"==l?(k=new mxCompactTreeLayout(u,!1),k.edgeRouting=!1,k.levelDistance=30,D="edgeStyle=elbowEdgeStyle;elbow=vertical;"):"radialTree"==l?(k=new mxRadialTreeLayout(u,!1),k.edgeRouting=!1,k.levelDistance=80):"verticalFlow"==l?k=new mxHierarchicalLayout(u,mxConstants.DIRECTION_NORTH):"horizontalFlow"== -l?k=new mxHierarchicalLayout(u,mxConstants.DIRECTION_WEST):"organic"==l?(k=new mxFastOrganicLayout(u,!1),k.forceConstant=80):"circle"==l&&(k=new mxCircleLayout(u));if(null!=k){var m=function(A,z){u.getModel().beginUpdate();try{null!=A&&A(),k.execute(u.getDefaultParent(),g)}catch(L){throw L;}finally{A=new mxMorphing(u),A.addListener(mxEvent.DONE,mxUtils.bind(this,function(){u.getModel().endUpdate();null!=z&&z()})),A.startAnimation()}},p=mxEdgeHandler.prototype.connect;mxEdgeHandler.prototype.connect= -function(A,z,L,N,K){p.apply(this,arguments);m()};u.resizeCell=function(){mxGraph.prototype.resizeCell.apply(this,arguments);m()};u.connectionHandler.addListener(mxEvent.CONNECT,function(){m()})}var x=mxUtils.button(mxResources.get("close"),function(){b.confirm(mxResources.get("areYouSure"),function(){null!=v.parentNode&&(u.destroy(),v.parentNode.removeChild(v));b.hideDialog()})});x.className="geBtn";b.editor.cancelFirst&&d.appendChild(x);var y=mxUtils.button(mxResources.get("insert"),function(A){u.clearCellOverlays(); -var z=u.getModel().getChildren(u.getDefaultParent());A=mxEvent.isAltDown(A)?b.editor.graph.getFreeInsertPoint():b.editor.graph.getCenterInsertPoint(u.getBoundingBoxFromGeometry(z,!0));z=b.editor.graph.importCells(z,A.x,A.y);A=b.editor.graph.view;var L=A.getBounds(z);L.x-=A.translate.x;L.y-=A.translate.y;b.editor.graph.scrollRectToVisible(L);b.editor.graph.setSelectionCells(z);null!=v.parentNode&&(u.destroy(),v.parentNode.removeChild(v));b.hideDialog()});d.appendChild(y);y.className="geBtn gePrimaryBtn"; -b.editor.cancelFirst||d.appendChild(x)};this.container=d}; +d(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox");null!=b.gitHub&&d(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub");null!=b.gitLab&&d(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab");x=document.createElement("span");x.style.position="absolute";x.style.cursor="pointer";x.style.bottom="27px";x.style.color="gray";x.style.userSelect="none";x.style.textAlign="center";x.style.left="50%";mxUtils.setPrefixedStyle(x.style, +"transform","translate(-50%,0)");mxUtils.write(x,mxResources.get("decideLater"));v.appendChild(x);mxEvent.addListener(x,"click",function(){b.hideDialog();var g=Editor.useLocalStorage;b.createFile(b.defaultFilename,null,null,null,null,null,null,!0);Editor.useLocalStorage=g});mxClient.IS_SVG&&isLocalStorage&&"0"!=urlParams.gapi&&(null==document.documentMode||10<=document.documentMode)&&window.setTimeout(function(){null==b.drive&&(c.style.padding="7px",c.style.fontSize="9pt",c.style.marginTop="-14px", +c.innerHTML='<a style="background-color:#dcdcdc;padding:6px;color:black;text-decoration:none;" href="https://desk.draw.io/a/solutions/articles/16000074659" target="_blank"><img border="0" src="'+mxGraph.prototype.warningImage.src+'" align="absmiddle" style="margin-top:-4px"> '+mxResources.get("googleDriveMissingClickHere")+"</a>",v.appendChild(c))},5E3);this.container=v},SplashDialog=function(b){var f=document.createElement("div");f.style.textAlign="center";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp){var k= +b.addLanguageMenu(f,!0);null!=k&&(k.style.bottom="19px")}var d=document.createElement("img");d.setAttribute("border","0");d.setAttribute("align","absmiddle");d.style.width="32px";d.style.height="32px";d.style.marginRight="8px";d.style.marginTop="-4px";var v=document.createElement("div");v.style.margin="8px 0px 0px 0px";v.style.padding="18px 0px 24px 0px";k="";b.mode==App.MODE_GOOGLE?(d.src=IMAGE_PATH+"/google-drive-logo.svg",k=mxResources.get("googleDrive")):b.mode==App.MODE_DROPBOX?(d.src=IMAGE_PATH+ +"/dropbox-logo.svg",k=mxResources.get("dropbox")):b.mode==App.MODE_ONEDRIVE?(d.src=IMAGE_PATH+"/onedrive-logo.svg",k=mxResources.get("oneDrive")):b.mode==App.MODE_GITHUB?(d.src=IMAGE_PATH+"/github-logo.svg",k=mxResources.get("github")):b.mode==App.MODE_GITLAB?(d.src=IMAGE_PATH+"/gitlab-logo.svg",k=mxResources.get("gitlab")):b.mode==App.MODE_BROWSER?(d.src=IMAGE_PATH+"/osa_database.png",k=mxResources.get("browser")):b.mode==App.MODE_TRELLO?(d.src=IMAGE_PATH+"/trello-logo.svg",k=mxResources.get("trello")): +(d.src=IMAGE_PATH+"/osa_drive-harddisk.png",v.style.paddingBottom="10px",v.style.paddingTop="30px",k=mxResources.get("device"));var x=document.createElement("button");x.className="geBigButton";x.style.marginBottom="8px";x.style.fontSize="18px";x.style.padding="10px";x.style.width="340px";if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)v.style.padding="42px 0px 10px 0px",x.style.marginBottom="12px";else{v.style.border="1px solid #d3d3d3";v.style.borderWidth="1px 0px 1px 0px";var B=document.createElement("table"), +D=document.createElement("tbody"),K=document.createElement("tr"),c=document.createElement("td"),e=document.createElement("td");B.setAttribute("align","center");c.appendChild(d);d=document.createElement("div");d.style.fontSize="22px";d.style.paddingBottom="6px";d.style.color="gray";mxUtils.write(d,k);e.style.textAlign="left";e.appendChild(d);K.appendChild(c);K.appendChild(e);D.appendChild(K);B.appendChild(D);f.appendChild(B);k=document.createElement("span");k.style.cssText="position:absolute;cursor:pointer;bottom:27px;color:gray;userSelect:none;text-align:center;left:50%;"; +mxUtils.setPrefixedStyle(k.style,"transform","translate(-50%,0)");mxUtils.write(k,mxResources.get("changeStorage"));mxEvent.addListener(k,"click",function(){b.hideDialog(!1);b.setMode(null);b.clearMode();b.showSplash(!0)});f.appendChild(k)}mxUtils.write(x,mxResources.get("createNewDiagram"));mxEvent.addListener(x,"click",function(){b.hideDialog();b.actions.get("new").funct()});v.appendChild(x);mxUtils.br(v);x=document.createElement("button");x.className="geBigButton";x.style.marginBottom="22px";x.style.fontSize= +"18px";x.style.padding="10px";x.style.width="340px";mxUtils.write(x,mxResources.get("openExistingDiagram"));mxEvent.addListener(x,"click",function(){b.actions.get("open").funct()});v.appendChild(x);b.mode==App.MODE_GOOGLE?mxResources.get("googleDrive"):b.mode==App.MODE_DROPBOX?mxResources.get("dropbox"):b.mode==App.MODE_ONEDRIVE?mxResources.get("oneDrive"):b.mode==App.MODE_GITHUB?mxResources.get("github"):b.mode==App.MODE_GITLAB?mxResources.get("gitlab"):b.mode==App.MODE_TRELLO?mxResources.get("trello"): +b.mode==App.MODE_DEVICE?mxResources.get("device"):b.mode==App.MODE_BROWSER&&mxResources.get("browser");if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp)if(k=function(n){x.style.marginBottom="24px";var p=document.createElement("a");p.style.display="inline-block";p.style.color="gray";p.style.cursor="pointer";p.style.marginTop="6px";mxUtils.write(p,mxResources.get("signOut"));x.style.marginBottom="16px";v.style.paddingBottom="18px";mxEvent.addListener(p,"click",function(){b.confirm(mxResources.get("areYouSure"), +function(){n()})});v.appendChild(p)},b.mode==App.MODE_GOOGLE&&null!=b.drive){var g=b.drive.getUsersList();if(0<g.length){d=document.createElement("span");d.style.marginTop="6px";mxUtils.write(d,mxResources.get("changeUser")+":");x.style.marginBottom="16px";v.style.paddingBottom="18px";v.appendChild(d);var q=document.createElement("select");q.style.marginLeft="4px";q.style.width="140px";for(k=0;k<g.length;k++)B=document.createElement("option"),mxUtils.write(B,g[k].displayName),B.value=k,q.appendChild(B), +B=document.createElement("option"),B.innerHTML=" ",mxUtils.write(B,"<"+g[k].email+">"),B.setAttribute("disabled","disabled"),q.appendChild(B);B=document.createElement("option");mxUtils.write(B,mxResources.get("addAccount"));B.value=g.length;q.appendChild(B);mxEvent.addListener(q,"change",function(){var n=q.value,p=g.length!=n;p&&b.drive.setUser(g[n]);b.drive.authorize(p,function(){b.setMode(App.MODE_GOOGLE);b.hideDialog();b.showSplash()},function(z){b.handleError(z,null,function(){b.hideDialog(); +b.showSplash()})},!0)});v.appendChild(q)}else k(function(){b.drive.logout()})}else b.mode!=App.MODE_ONEDRIVE||null==b.oneDrive||b.oneDrive.noLogout?b.mode==App.MODE_GITHUB&&null!=b.gitHub?k(function(){b.gitHub.logout();b.openLink("https://www.github.com/logout")}):b.mode==App.MODE_GITLAB&&null!=b.gitLab?k(function(){b.gitLab.logout();b.openLink(DRAWIO_GITLAB_URL+"/users/sign_out")}):b.mode==App.MODE_TRELLO&&null!=b.trello?b.trello.isAuthorized()&&k(function(){b.trello.logout()}):b.mode==App.MODE_DROPBOX&& +null!=b.dropbox&&k(function(){b.dropbox.logout();b.openLink("https://www.dropbox.com/logout")}):k(function(){b.oneDrive.logout()});f.appendChild(v);this.container=f},EmbedDialog=function(b,f,k,d,v,x,B,D,K){B=null!=B?B:"Check out the diagram I made using @drawio";d=document.createElement("div");var c=/^https?:\/\//.test(f)||/^mailto:\/\//.test(f);null!=x?mxUtils.write(d,x):mxUtils.write(d,mxResources.get(5E5>f.length?c?"link":"mainEmbedNotice":"preview")+":");mxUtils.br(d);x=document.createElement("div"); +x.style.position="absolute";x.style.top="30px";x.style.right="30px";x.style.color="gray";mxUtils.write(x,b.formatFileSize(f.length));d.appendChild(x);var e=document.createElement("textarea");e.setAttribute("autocomplete","off");e.setAttribute("autocorrect","off");e.setAttribute("autocapitalize","off");e.setAttribute("spellcheck","false");e.style.fontFamily="monospace";e.style.wordBreak="break-all";e.style.marginTop="10px";e.style.resize="none";e.style.height="150px";e.style.width="440px";e.style.border= +"1px solid gray";e.value=mxResources.get("updatingDocument");d.appendChild(e);mxUtils.br(d);this.init=function(){window.setTimeout(function(){5E5>f.length?(e.value=f,e.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null)):(e.setAttribute("readonly","true"),e.value=mxResources.get("tooLargeUseDownload"))},0)};x=document.createElement("div");x.style.position="absolute";x.style.bottom="36px";x.style.right="32px";var g=null;!EmbedDialog.showPreviewOption|| +mxClient.IS_CHROMEAPP&&!c||navigator.standalone||!(c||mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode))||(g=mxUtils.button(null!=D?D:mxResources.get(5E5>f.length?"preview":"openInNewWindow"),function(){var n=5E5>f.length?e.value:f;if(null!=v)v(n);else if(c)try{var p=b.openLink(n);null!=p&&(null==k||0<k)&&window.setTimeout(mxUtils.bind(this,function(){try{null!=p&&null!=p.location.href&&p.location.href.substring(0,8)!=n.substring(0,8)&&(p.close(),b.handleError({message:mxResources.get("drawingTooLarge")}))}catch(C){}}), +k||500)}catch(C){b.handleError({message:C.message||mxResources.get("drawingTooLarge")})}else{var z=window.open();z=null!=z?z.document:null;null!=z?(z.writeln("<html><head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head><body>'+f+"</body></html>"),z.close()):b.handleError({message:mxResources.get("errorUpdatingPreview")})}}),g.className="geBtn",x.appendChild(g));if(!c||7500<f.length)D=mxUtils.button(mxResources.get("download"),function(){b.hideDialog(); +b.saveData(null!=K?K:"embed.txt","txt",f,"text/plain")}),D.className="geBtn",x.appendChild(D);if(c&&(!b.isOffline()||mxClient.IS_CHROMEAPP)){if(51200>f.length){var q=mxUtils.button("",function(){try{var n="https://www.facebook.com/sharer.php?p[url]="+encodeURIComponent(e.value);b.openLink(n)}catch(p){b.handleError({message:p.message||mxResources.get("drawingTooLarge")})}});D=document.createElement("img");D.setAttribute("src",Editor.facebookImage);D.setAttribute("width","18");D.setAttribute("height", +"18");D.setAttribute("border","0");q.appendChild(D);q.setAttribute("title",mxResources.get("facebook")+" ("+b.formatFileSize(51200)+" max)");q.style.verticalAlign="bottom";q.style.paddingTop="4px";q.style.minWidth="46px";q.className="geBtn";x.appendChild(q)}7168>f.length&&(q=mxUtils.button("",function(){try{var n="https://twitter.com/intent/tweet?text="+encodeURIComponent(B)+"&url="+encodeURIComponent(e.value);b.openLink(n)}catch(p){b.handleError({message:p.message||mxResources.get("drawingTooLarge")})}}), +D=document.createElement("img"),D.setAttribute("src",Editor.tweetImage),D.setAttribute("width","18"),D.setAttribute("height","18"),D.setAttribute("border","0"),D.style.marginBottom="5px",q.appendChild(D),q.setAttribute("title",mxResources.get("twitter")+" ("+b.formatFileSize(7168)+" max)"),q.style.verticalAlign="bottom",q.style.paddingTop="4px",q.style.minWidth="46px",q.className="geBtn",x.appendChild(q))}!b.isOffline()&&5E5>f.length&&(q=mxUtils.button("",function(){try{var n="mailto:?subject="+encodeURIComponent(K|| +b.defaultFilename)+"&body="+encodeURIComponent(e.value);b.openLink(n)}catch(p){b.handleError({message:p.message||mxResources.get("drawingTooLarge")})}}),D=document.createElement("img"),D.className="geAdaptiveAsset",D.setAttribute("src",Editor.mailImage),D.setAttribute("width","18"),D.setAttribute("height","18"),D.setAttribute("border","0"),D.style.marginBottom="5px",q.appendChild(D),q.style.verticalAlign="bottom",q.style.paddingTop="4px",q.style.minWidth="46px",q.className="geBtn",x.appendChild(q)); +D=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});x.appendChild(D);q=mxUtils.button(mxResources.get("copy"),function(){e.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null);document.execCommand("copy");b.alert(mxResources.get("copiedToClipboard"))});5E5>f.length?mxClient.IS_SF||null!=document.documentMode?D.className="geBtn gePrimaryBtn":(x.appendChild(q),q.className="geBtn gePrimaryBtn",D.className="geBtn"):(x.appendChild(g), +D.className="geBtn",g.className="geBtn gePrimaryBtn");d.appendChild(x);this.container=d};EmbedDialog.showPreviewOption=!0; +var GoogleSitesDialog=function(b,f){function k(){var F=null!=m&&null!=m.getTitle()?m.getTitle():this.defaultFilename;if(N.checked&&""!=q.value){var J="https://www.draw.io/gadget.xml?type=4&diagram="+encodeURIComponent(mxUtils.htmlEntities(q.value));null!=F&&(J+="&title="+encodeURIComponent(F));0<t.length&&(J+="&s="+t);""!=n.value&&"0"!=n.value&&(J+="&border="+n.value);""!=g.value&&(J+="&height="+g.value);J+="&pan="+(p.checked?"1":"0");J+="&zoom="+(z.checked?"1":"0");J+="&fit="+(I.checked?"1":"0"); +J+="&resize="+(y.checked?"1":"0");J+="&x0="+Number(e.value);J+="&y0="+K;v.mathEnabled&&(J+="&math=1");u.checked?J+="&edit=_blank":C.checked&&(J+="&edit="+encodeURIComponent(mxUtils.htmlEntities(window.location.href)));c.value=J}else m.constructor==DriveFile||m.constructor==DropboxFile?(J="https://www.draw.io/gadget.xml?embed=0&diagram=",""!=q.value?J+=encodeURIComponent(mxUtils.htmlEntities(q.value))+"&type=3":(J+=m.getHash().substring(1),J=m.constructor==DropboxFile?J+"&type=2":J+"&type=1"),null!= +F&&(J+="&title="+encodeURIComponent(F)),""!=g.value&&(F=parseInt(g.value)+parseInt(e.value),J+="&height="+F),c.value=J):c.value=""}var d=document.createElement("div"),v=b.editor.graph,x=v.getGraphBounds(),B=v.view.scale,D=Math.floor(x.x/B-v.view.translate.x),K=Math.floor(x.y/B-v.view.translate.y);mxUtils.write(d,mxResources.get("googleGadget")+":");mxUtils.br(d);var c=document.createElement("input");c.setAttribute("type","text");c.style.marginBottom="8px";c.style.marginTop="2px";c.style.width="410px"; +d.appendChild(c);mxUtils.br(d);this.init=function(){c.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?c.select():document.execCommand("selectAll",!1,null)};mxUtils.write(d,mxResources.get("top")+":");var e=document.createElement("input");e.setAttribute("type","text");e.setAttribute("size","4");e.style.marginRight="16px";e.style.marginLeft="4px";e.value=D;d.appendChild(e);mxUtils.write(d,mxResources.get("height")+":");var g=document.createElement("input");g.setAttribute("type","text"); +g.setAttribute("size","4");g.style.marginLeft="4px";g.value=Math.ceil(x.height/B);d.appendChild(g);mxUtils.br(d);x=document.createElement("hr");x.setAttribute("size","1");x.style.marginBottom="16px";x.style.marginTop="16px";d.appendChild(x);mxUtils.write(d,mxResources.get("publicDiagramUrl")+":");mxUtils.br(d);var q=document.createElement("input");q.setAttribute("type","text");q.setAttribute("size","28");q.style.marginBottom="8px";q.style.marginTop="2px";q.style.width="410px";q.value=f||"";d.appendChild(q); +mxUtils.br(d);mxUtils.write(d,mxResources.get("borderWidth")+":");var n=document.createElement("input");n.setAttribute("type","text");n.setAttribute("size","3");n.style.marginBottom="8px";n.style.marginLeft="4px";n.value="0";d.appendChild(n);mxUtils.br(d);var p=document.createElement("input");p.setAttribute("type","checkbox");p.setAttribute("checked","checked");p.defaultChecked=!0;p.style.marginLeft="16px";d.appendChild(p);mxUtils.write(d,mxResources.get("pan")+" ");var z=document.createElement("input"); +z.setAttribute("type","checkbox");z.setAttribute("checked","checked");z.defaultChecked=!0;z.style.marginLeft="8px";d.appendChild(z);mxUtils.write(d,mxResources.get("zoom")+" ");var C=document.createElement("input");C.setAttribute("type","checkbox");C.style.marginLeft="8px";C.setAttribute("title",window.location.href);d.appendChild(C);mxUtils.write(d,mxResources.get("edit")+" ");var u=document.createElement("input");u.setAttribute("type","checkbox");u.style.marginLeft="8px";d.appendChild(u);mxUtils.write(d, +mxResources.get("asNew")+" ");mxUtils.br(d);var y=document.createElement("input");y.setAttribute("type","checkbox");y.setAttribute("checked","checked");y.defaultChecked=!0;y.style.marginLeft="16px";d.appendChild(y);mxUtils.write(d,mxResources.get("resize")+" ");var I=document.createElement("input");I.setAttribute("type","checkbox");I.style.marginLeft="8px";d.appendChild(I);mxUtils.write(d,mxResources.get("fit")+" ");var N=document.createElement("input");N.setAttribute("type","checkbox");N.style.marginLeft= +"8px";d.appendChild(N);mxUtils.write(d,mxResources.get("embed")+" ");var t=b.getBasenames().join(";"),m=b.getCurrentFile();mxEvent.addListener(p,"change",k);mxEvent.addListener(z,"change",k);mxEvent.addListener(y,"change",k);mxEvent.addListener(I,"change",k);mxEvent.addListener(C,"change",k);mxEvent.addListener(u,"change",k);mxEvent.addListener(N,"change",k);mxEvent.addListener(g,"change",k);mxEvent.addListener(e,"change",k);mxEvent.addListener(n,"change",k);mxEvent.addListener(q,"change",k);k(); +mxEvent.addListener(c,"click",function(){c.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?c.select():document.execCommand("selectAll",!1,null)});f=document.createElement("div");f.style.paddingTop="12px";f.style.textAlign="right";x=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});x.className="geBtn gePrimaryBtn";f.appendChild(x);d.appendChild(f);this.container=d},CreateGraphDialog=function(b,f,k){var d=document.createElement("div");d.style.textAlign="right";this.init= +function(){var v=document.createElement("div");v.style.position="relative";v.style.border="1px solid gray";v.style.width="100%";v.style.height="360px";v.style.overflow="hidden";v.style.marginBottom="16px";mxEvent.disableContextMenu(v);d.appendChild(v);var x=new Graph(v);x.setCellsCloneable(!0);x.setPanning(!0);x.setAllowDanglingEdges(!1);x.connectionHandler.select=!1;x.view.setTranslate(20,20);x.border=20;x.panningHandler.useLeftButtonForPanning=!0;var B="curved=1;";x.cellRenderer.installCellOverlayListeners= +function(z,C,u){mxCellRenderer.prototype.installCellOverlayListeners.apply(this,arguments);mxEvent.addListener(u.node,mxClient.IS_POINTER?"pointerdown":"mousedown",function(y){C.fireEvent(new mxEventObject("pointerdown","event",y,"state",z))});!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&mxEvent.addListener(u.node,"touchstart",function(y){C.fireEvent(new mxEventObject("pointerdown","event",y,"state",z))})};x.getAllConnectionConstraints=function(){return null};x.connectionHandler.marker.highlight.keepOnTop= +!1;x.connectionHandler.createEdgeState=function(z){z=x.createEdge(null,null,null,null,null,B);return new mxCellState(this.graph.view,z,this.graph.getCellStyle(z))};var D=x.getDefaultParent(),K=mxUtils.bind(this,function(z){var C=new mxCellOverlay(this.connectImage,"Add outgoing");C.cursor="hand";C.addListener(mxEvent.CLICK,function(u,y){x.connectionHandler.reset();x.clearSelection();var I=x.getCellGeometry(z),N;g(function(){N=x.insertVertex(D,null,"Entry",I.x,I.y,80,30,"rounded=1;");K(N);x.view.refresh(N); +x.insertEdge(D,null,"",z,N,B)},function(){x.scrollCellToVisible(N)})});C.addListener("pointerdown",function(u,y){u=y.getProperty("event");y=y.getProperty("state");x.popupMenuHandler.hideMenu();x.stopEditing(!1);var I=mxUtils.convertPoint(x.container,mxEvent.getClientX(u),mxEvent.getClientY(u));x.connectionHandler.start(y,I.x,I.y);x.isMouseDown=!0;x.isMouseTrigger=mxEvent.isMouseEvent(u);mxEvent.consume(u)});x.addCellOverlay(z,C)});x.getModel().beginUpdate();try{var c=x.insertVertex(D,null,"Start", +0,0,80,30,"ellipse");K(c)}finally{x.getModel().endUpdate()}if("horizontalTree"==k){var e=new mxCompactTreeLayout(x);e.edgeRouting=!1;e.levelDistance=30;B="edgeStyle=elbowEdgeStyle;elbow=horizontal;"}else"verticalTree"==k?(e=new mxCompactTreeLayout(x,!1),e.edgeRouting=!1,e.levelDistance=30,B="edgeStyle=elbowEdgeStyle;elbow=vertical;"):"radialTree"==k?(e=new mxRadialTreeLayout(x,!1),e.edgeRouting=!1,e.levelDistance=80):"verticalFlow"==k?e=new mxHierarchicalLayout(x,mxConstants.DIRECTION_NORTH):"horizontalFlow"== +k?e=new mxHierarchicalLayout(x,mxConstants.DIRECTION_WEST):"organic"==k?(e=new mxFastOrganicLayout(x,!1),e.forceConstant=80):"circle"==k&&(e=new mxCircleLayout(x));if(null!=e){var g=function(z,C){x.getModel().beginUpdate();try{null!=z&&z(),e.execute(x.getDefaultParent(),c)}catch(u){throw u;}finally{z=new mxMorphing(x),z.addListener(mxEvent.DONE,mxUtils.bind(this,function(){x.getModel().endUpdate();null!=C&&C()})),z.startAnimation()}},q=mxEdgeHandler.prototype.connect;mxEdgeHandler.prototype.connect= +function(z,C,u,y,I){q.apply(this,arguments);g()};x.resizeCell=function(){mxGraph.prototype.resizeCell.apply(this,arguments);g()};x.connectionHandler.addListener(mxEvent.CONNECT,function(){g()})}var n=mxUtils.button(mxResources.get("close"),function(){b.confirm(mxResources.get("areYouSure"),function(){null!=v.parentNode&&(x.destroy(),v.parentNode.removeChild(v));b.hideDialog()})});n.className="geBtn";b.editor.cancelFirst&&d.appendChild(n);var p=mxUtils.button(mxResources.get("insert"),function(z){x.clearCellOverlays(); +var C=x.getModel().getChildren(x.getDefaultParent());z=mxEvent.isAltDown(z)?b.editor.graph.getFreeInsertPoint():b.editor.graph.getCenterInsertPoint(x.getBoundingBoxFromGeometry(C,!0));C=b.editor.graph.importCells(C,z.x,z.y);z=b.editor.graph.view;var u=z.getBounds(C);u.x-=z.translate.x;u.y-=z.translate.y;b.editor.graph.scrollRectToVisible(u);b.editor.graph.setSelectionCells(C);null!=v.parentNode&&(x.destroy(),v.parentNode.removeChild(v));b.hideDialog()});d.appendChild(p);p.className="geBtn gePrimaryBtn"; +b.editor.cancelFirst||d.appendChild(n)};this.container=d}; CreateGraphDialog.prototype.connectImage=new mxImage(mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAaCAYAAACpSkzOAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAyJpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYwIDYxLjEzNDc3NywgMjAxMC8wMi8xMi0xNzozMjowMCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNSBNYWNpbnRvc2giIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6RjQ3OTk0QjMyRDcyMTFFNThGQThGNDVBMjNBMjFDMzkiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6RjQ3OTk0QjQyRDcyMTFFNThGQThGNDVBMjNBMjFDMzkiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDoyRjA0N0I2MjJENzExMUU1OEZBOEY0NUEyM0EyMUMzOSIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDpGNDc5OTRCMjJENzIxMUU1OEZBOEY0NUEyM0EyMUMzOSIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/PjIf+MgAAATlSURBVHjanFZraFxFFD735u4ru3ls0yZG26ShgmJoKK1J2vhIYzBgRdtIURHyw1hQUH9IxIgI2h8iCEUF/1RRlNQYCsYfCTHVhiTtNolpZCEStqSC22xIsrs1bDfu7t37Gs/cO3Ozxs1DBw73zpk555vzmHNGgJ0NYatFgmNLYUHYUoHASMz5ijmgVLmxgfKCUiBxC4ACJAeSG8nb1dVVOTc3dyoSibwWDofPBIPBJzo7O8vpGtvjpDICGztxkciECpF2LS0tvZtOpwNkk5FKpcYXFxffwL1+JuPgllPj8nk1F6RoaGjoKCqZ5ApljZDZO4SMRA0SuG2QUJIQRV8HxMOM9vf3H0ZZH9Nhg20MMl2QkFwjIyNHWlpahtADnuUMwLcRHX5aNSBjCJYEsSSLUeLEbhGe3ytCmQtA1/XY+Pj46dbW1iDuyCJp9BC5ycBj4hoeHq5ra2sbw0Xn1ZgBZ+dVkA1Lc+6p0Ck2p0QS4Ox9EhwpEylYcmBg4LH29vYQLilIOt0u5FhDfevNZDI/u93uw6PLOrwTUtjxrbPYbhD42WgMrF8JmR894ICmCgnQjVe8Xu8pXEkzMJKbuo5oNPomBbm1ZsD7s2kwFA1JZ6QBUXWT1nmGNc/qoMgavDcrQzxjQGFh4aOYIJ0sFAXcEtui4uLiVjr5KpSBVFYDDZVrWUaKRRWSAYeK0fmKykgDXbVoNaPChRuyqdDv97czL5nXxQbq6empQmsaklkDBiNpSwFVrmr2P6UyicD5piI4f8wHh0oEm8/p4h8pyGiEWvVQd3e3nxtjAzU1NR2jP7NRBWQ8GbdEzzJAmc0V3RR4cI8Dvmwuhc8fKUFA0d6/ltHg5p+Kuaejo6OeY0jcNJ/PV00ZS0nFUoZRvvFS1bZFsKHCCQ2Pl8H0chY+C96B6ZUsrCQ1qKtwQVFRURW/QhIXMAzDPAZ6BgOr8tTa8dDxCmiYGApaJbJMxSzV+brE8pdgWkcpY5dbMF1AR9XH8/xu2ilef48bvn92n82ZwHh+8ssqTEXS9p7dHisiiURikd8PbpExNTU1UVNTA3V3Y7lC16n0gpB/NwpNcZjfa7dScC4Qh0kOQCwnlEgi3F/hMVl9fX0zvKrzSk2lfXjRhj0eT/2rvWG4+Pta3oJY7XfC3hInXAv/ldeFLx8shQ+eqQL0UAAz7ylkpej5eNZRVBWL6BU6ef14OYiY1oqyTtmsavr/5koaRucT1pzx+ZpL1+GV5nLutksUgIcmtwTRiuuVZXnU5XId7A2swJkfFsymRWC91hHg1Viw6x23+7vn9sPJ+j20BE1hCXqSWaNSQ8ScbknRZWxub1PGCw/fBV+c3AeijlUbY5bBjEqr9GuYZP4jP41WudGSC6erTRCqdGZm5i1WvXWeDHnbBCZGc2Nj4wBl/hZOwrmBBfgmlID1HmGJutHaF+tKoevp/XCgstDkjo2NtWKLuc6AVN4mNjY+s1XQxoenOoFuDPHGtnRbJj9ej5GvL0dI7+giuRyMk1giazc+DP6vgUDgOJVlOv7R+PJ12QIeL6SyeDz+Kfp8ZrNWjgDTsVjsQ7qXyTjztXJhm9ePxFLfMTg4eG9tbe1RTP9KFFYQfHliYmIS69kCC7jKYmKwxxD5P88tkVkqbPPcIps9t4T/+HjcuJ/s5BFJgf4WYABCtxGuxIZ90gAAAABJRU5ErkJggg==":IMAGE_PATH+ "/handle-connect.png",26,26); -var BackgroundImageDialog=function(b,f,l){var d=document.createElement("div");d.style.whiteSpace="nowrap";var v=document.createElement("h2");mxUtils.write(v,mxResources.get("backgroundImage"));v.style.marginTop="0px";d.appendChild(v);var u=null!=l&&null!=l.originalSrc;v=!1;var D=document.createElement("input");D.style.cssText="margin-right:8px;margin-bottom:8px;";D.setAttribute("value","url");D.setAttribute("type","radio");D.setAttribute("name","geBackgroundImageDialogOption");var c=document.createElement("input"); -c.style.cssText="margin-right:8px;margin-bottom:8px;";c.setAttribute("value","url");c.setAttribute("type","radio");c.setAttribute("name","geBackgroundImageDialogOption");var e=document.createElement("input");e.setAttribute("type","text");e.style.marginBottom="8px";e.style.width="360px";e.value=u||null==l?"":l.src;var g=document.createElement("select");g.style.width="360px";if(null!=b.pages)for(var k=0;k<b.pages.length;k++){var m=document.createElement("option");mxUtils.write(m,b.pages[k].getName()|| -mxResources.get("pageWithNumber",[k+1]));m.setAttribute("value","data:page/id,"+b.pages[k].getId());b.pages[k]==b.currentPage&&m.setAttribute("disabled","disabled");null!=l&&l.originalSrc==m.getAttribute("value")&&(m.setAttribute("selected","selected"),v=!0);g.appendChild(m)}u||null!=b.pages&&1!=b.pages.length||(D.style.display="none",c.style.display="none",g.style.display="none");var p=document.createElement("option"),x=!1,y=!1,A=function(t,q){x||null!=t&&y||(c.checked?null!=q&&q(p.selected?null: -g.value):""==e.value||b.isOffline()?(L.value="",N.value="",null!=q&&q("")):(e.value=mxUtils.trim(e.value),b.loadImage(e.value,function(G){L.value=G.width;N.value=G.height;null!=q&&q(e.value)},function(){b.showError(mxResources.get("error"),mxResources.get("fileNotFound"),mxResources.get("ok"));L.value="";N.value="";null!=q&&q(null)})))},z=mxUtils.bind(this,function(t){b.importFiles(t,0,0,b.maxBackgroundSize,function(q,G,E,F,H,C){e.value=q;A();e.focus()},function(){},function(q){return"image/"==q.type.substring(0, -6)},function(q){for(var G=0;G<q.length;G++)q[G]()},!0,b.maxBackgroundBytes,b.maxBackgroundBytes,!0)});this.init=function(){u?g.focus():e.focus();mxEvent.addListener(g,"focus",function(){D.removeAttribute("checked");c.setAttribute("checked","checked");c.checked=!0});mxEvent.addListener(e,"focus",function(){c.removeAttribute("checked");D.setAttribute("checked","checked");D.checked=!0});if(Graph.fileSupport){e.setAttribute("placeholder",mxResources.get("dragImagesHere"));var t=d.parentNode,q=null;mxEvent.addListener(t, -"dragleave",function(G){null!=q&&(q.parentNode.removeChild(q),q=null);G.stopPropagation();G.preventDefault()});mxEvent.addListener(t,"dragover",mxUtils.bind(this,function(G){null==q&&(!mxClient.IS_IE||10<document.documentMode)&&(q=b.highlightElement(t));G.stopPropagation();G.preventDefault()}));mxEvent.addListener(t,"drop",mxUtils.bind(this,function(G){null!=q&&(q.parentNode.removeChild(q),q=null);if(0<G.dataTransfer.files.length)z(G.dataTransfer.files);else if(0<=mxUtils.indexOf(G.dataTransfer.types, -"text/uri-list")){var E=G.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(E)&&(e.value=decodeURIComponent(E),A())}G.stopPropagation();G.preventDefault()}),!1)}};d.appendChild(D);d.appendChild(e);mxUtils.br(d);k=document.createElement("span");k.style.marginLeft="30px";mxUtils.write(k,mxResources.get("width")+":");d.appendChild(k);var L=document.createElement("input");L.setAttribute("type","text");L.style.width="60px";L.style.marginLeft="8px";L.style.marginRight="16px"; -L.value=null==l||u?"":l.width;d.appendChild(L);mxUtils.write(d,mxResources.get("height")+":");var N=document.createElement("input");N.setAttribute("type","text");N.style.width="60px";N.style.marginLeft="8px";N.style.marginRight="16px";N.value=null==l||u?"":l.height;d.appendChild(N);mxUtils.br(d);mxUtils.br(d);mxEvent.addListener(e,"change",A);ImageDialog.filePicked=function(t){t.action==google.picker.Action.PICKED&&null!=t.docs[0].thumbnails&&(t=t.docs[0].thumbnails[t.docs[0].thumbnails.length-1], -null!=t&&(e.value=t.url,A()));e.focus()};d.appendChild(c);d.appendChild(g);mxUtils.br(d);u?(c.setAttribute("checked","checked"),c.checked=!0):(D.setAttribute("checked","checked"),D.checked=!0);!v&&c.checked&&(mxUtils.write(p,mxResources.get("pageNotFound")),p.setAttribute("disabled","disabled"),p.setAttribute("selected","selected"),p.setAttribute("value","pageNotFound"),g.appendChild(p),mxEvent.addListener(g,"change",function(){null==p.parentNode||p.selected||p.parentNode.removeChild(p)}));l=document.createElement("div"); -l.style.marginTop="30px";l.style.textAlign="right";v=mxUtils.button(mxResources.get("cancel"),function(){x=!0;b.hideDialog()});v.className="geBtn";b.editor.cancelFirst&&l.appendChild(v);k=mxUtils.button(mxResources.get("reset"),function(){e.value="";L.value="";N.value="";D.checked=!0;x=!1});mxEvent.addGestureListeners(k,function(){x=!0});k.className="geBtn";k.width="100";l.appendChild(k);if(Graph.fileSupport){var K=document.createElement("input");K.setAttribute("multiple","multiple");K.setAttribute("type", -"file");mxEvent.addListener(K,"change",function(t){null!=K.files&&(z(K.files),K.type="",K.type="file",K.value="")});K.style.display="none";d.appendChild(K);k=mxUtils.button(mxResources.get("open"),function(){K.click()});k.className="geBtn";l.appendChild(k)}applyBtn=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();A(null,function(t){f(""!=t&&null!=t?new mxImage(t,L.value,N.value):null,null==t)})});mxEvent.addGestureListeners(applyBtn,function(){y=!0});applyBtn.className="geBtn gePrimaryBtn"; -l.appendChild(applyBtn);b.editor.cancelFirst||l.appendChild(v);d.appendChild(l);this.container=d},ParseDialog=function(b,f,l){function d(x,y,A){var z=x.split("\n");if("plantUmlPng"==y||"plantUmlSvg"==y||"plantUmlTxt"==y){if(b.spinner.spin(document.body,mxResources.get("inserting"))){var L=function(R,Q,W,X,n){u=mxEvent.isAltDown(A)?u:N.getCenterInsertPoint(new mxRectangle(0,0,X,n));var B=null;N.getModel().beginUpdate();try{B="txt"==Q?b.insertAsPreText(W,u.x,u.y):N.insertVertex(null,null,null,u.x,u.y, -X,n,"shape=image;noLabel=1;verticalAlign=top;aspect=fixed;imageAspect=0;image="+b.convertDataUri(W)+";"),N.setAttributeForCell(B,"plantUmlData",JSON.stringify({data:R,format:Q},null,2))}finally{N.getModel().endUpdate()}null!=B&&(N.setSelectionCell(B),N.scrollCellToVisible(B))},N=b.editor.graph,K="plantUmlTxt"==y?"txt":"plantUmlPng"==y?"png":"svg";"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml"== -x&&"svg"==K?window.setTimeout(function(){b.spinner.stop();L(x,K,"data:image/svg+xml;base64,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", -295,212)},200):b.generatePlantUmlImage(x,K,function(R,Q,W){b.spinner.stop();L(x,K,R,Q,W)},function(R){b.handleError(R)})}}else if("mermaid"==y)b.spinner.spin(document.body,mxResources.get("inserting"))&&(N=b.editor.graph,b.generateMermaidImage(x,K,function(R,Q,W){u=mxEvent.isAltDown(A)?u:N.getCenterInsertPoint(new mxRectangle(0,0,Q,W));b.spinner.stop();var X=null;N.getModel().beginUpdate();try{X=N.insertVertex(null,null,null,u.x,u.y,Q,W,"shape=image;noLabel=1;verticalAlign=top;imageAspect=1;image="+ -R+";"),N.setAttributeForCell(X,"mermaidData",JSON.stringify({data:x,config:EditorUi.defaultMermaidConfig},null,2))}finally{N.getModel().endUpdate()}null!=X&&(N.setSelectionCell(X),N.scrollCellToVisible(X))},function(R){b.handleError(R)}));else if("table"==y){y=null;for(var t=[],q=0,G={},E=0;E<z.length;E++){var F=mxUtils.trim(z[E]);if("primary key"==F.substring(0,11).toLowerCase()){var H=F.match(/\((.+)\)/);H&&H[1]&&(G[H[1]]=!0);z.splice(E,1)}else 0<F.toLowerCase().indexOf("primary key")&&(G[F.split(" ")[0]]= -!0,z[E]=mxUtils.trim(F.replace(/primary key/i,"")))}for(E=0;E<z.length;E++)if(F=mxUtils.trim(z[E]),"create table"==F.substring(0,12).toLowerCase())F=mxUtils.trim(F.substring(12)),"("==F.charAt(F.length-1)&&(F=mxUtils.trim(F.substring(0,F.length-1))),y=new mxCell(F,new mxGeometry(q,0,160,40),"shape=table;startSize=30;container=1;collapsible=1;childLayout=tableLayout;fixedRows=1;rowLines=0;fontStyle=1;align=center;resizeLast=1;"),y.vertex=!0,t.push(y),F=b.editor.graph.getPreferredSizeForCell(C),null!= -F&&(y.geometry.width=F.width+10);else if(null!=y&&")"==F.charAt(0))q+=y.geometry.width+40,y=null;else if("("!=F&&null!=y){F=F.substring(0,","==F.charAt(F.length-1)?F.length-1:F.length);H=G[F.split(" ")[0]];var C=new mxCell("",new mxGeometry(0,0,160,30),"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;fillColor=none;collapsible=0;dropTarget=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;top=0;left=0;right=0;bottom="+(H?"1":"0")+";");C.vertex=!0;var O=new mxCell(H?"PK":"", -new mxGeometry(0,0,30,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;top=0;left=0;bottom=0;right=0;"+(H?"fontStyle=1;":""));O.vertex=!0;C.insert(O);F=new mxCell(F,new mxGeometry(30,0,130,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;align=left;top=0;left=0;bottom=0;right=0;spacingLeft=6;"+(H?"fontStyle=5;":""));F.vertex=!0;C.insert(F);F=b.editor.graph.getPreferredSizeForCell(F);null!=F&&y.geometry.width<F.width+30&&(y.geometry.width=Math.min(320, -Math.max(y.geometry.width,F.width+30)));y.insert(C,H?0:null);y.geometry.height+=30}0<t.length&&(N=b.editor.graph,u=mxEvent.isAltDown(A)?u:N.getCenterInsertPoint(N.getBoundingBoxFromGeometry(t,!0)),N.setSelectionCells(N.importCells(t,u.x,u.y)),N.scrollCellToVisible(N.getSelectionCell()))}else if("list"==y){if(0<z.length){N=b.editor.graph;C=null;t=[];for(E=y=0;E<z.length;E++)";"!=z[E].charAt(0)&&(0==z[E].length?C=null:null==C?(C=new mxCell(z[E],new mxGeometry(y,0,160,30),"swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;"), -C.vertex=!0,t.push(C),F=N.getPreferredSizeForCell(C),null!=F&&C.geometry.width<F.width+10&&(C.geometry.width=F.width+10),y+=C.geometry.width+40):"--"==z[E]?(F=new mxCell("",new mxGeometry(0,0,40,8),"line;strokeWidth=1;fillColor=none;align=left;verticalAlign=middle;spacingTop=-1;spacingLeft=3;spacingRight=3;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;"),F.vertex=!0,C.geometry.height+=F.geometry.height,C.insert(F)):0<z[E].length&&(q=new mxCell(z[E],new mxGeometry(0,0,60,26),"text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;"), -q.vertex=!0,F=N.getPreferredSizeForCell(q),null!=F&&q.geometry.width<F.width&&(q.geometry.width=F.width),C.geometry.width=Math.max(C.geometry.width,q.geometry.width),C.geometry.height+=q.geometry.height,C.insert(q)));if(0<t.length){u=mxEvent.isAltDown(A)?u:N.getCenterInsertPoint(N.getBoundingBoxFromGeometry(t,!0));N.getModel().beginUpdate();try{t=N.importCells(t,u.x,u.y);F=[];for(E=0;E<t.length;E++)F.push(t[E]),F=F.concat(t[E].children);N.fireEvent(new mxEventObject("cellsInserted","cells",F))}finally{N.getModel().endUpdate()}N.setSelectionCells(t); -N.scrollCellToVisible(N.getSelectionCell())}}}else{C=function(R){var Q=I[R];null==Q&&(Q=new mxCell(R,new mxGeometry(0,0,80,30),"whiteSpace=wrap;html=1;"),Q.vertex=!0,I[R]=Q,t.push(Q));return Q};var I={};t=[];for(E=0;E<z.length;E++)if(";"!=z[E].charAt(0)){var S=z[E].split("->");2<=S.length&&(H=C(S[0]),O=C(S[S.length-1]),S=new mxCell(2<S.length?S[1]:"",new mxGeometry),S.edge=!0,H.insertEdge(S,!0),O.insertEdge(S,!1),t.push(S))}if(0<t.length){z=document.createElement("div");z.style.visibility="hidden"; -document.body.appendChild(z);N=new Graph(z);N.getModel().beginUpdate();try{t=N.importCells(t);for(E=0;E<t.length;E++)N.getModel().isVertex(t[E])&&(F=N.getPreferredSizeForCell(t[E]),t[E].geometry.width=Math.max(t[E].geometry.width,F.width),t[E].geometry.height=Math.max(t[E].geometry.height,F.height));E=!0;"horizontalFlow"==y||"verticalFlow"==y?((new mxHierarchicalLayout(N,"horizontalFlow"==y?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH)).execute(N.getDefaultParent(),t),E=!1):"circle"==y? -(new mxCircleLayout(N)).execute(N.getDefaultParent()):(q=new mxFastOrganicLayout(N),q.disableEdgeStyle=!1,q.forceConstant=180,q.execute(N.getDefaultParent()));E&&(G=new mxParallelEdgeLayout(N),G.spacing=30,G.execute(N.getDefaultParent()))}finally{N.getModel().endUpdate()}N.clearCellOverlays();F=[];b.editor.graph.getModel().beginUpdate();try{t=N.getModel().getChildren(N.getDefaultParent()),u=mxEvent.isAltDown(A)?u:b.editor.graph.getCenterInsertPoint(N.getBoundingBoxFromGeometry(t,!0)),F=b.editor.graph.importCells(t, -u.x,u.y),b.editor.graph.fireEvent(new mxEventObject("cellsInserted","cells",F))}finally{b.editor.graph.getModel().endUpdate()}b.editor.graph.setSelectionCells(F);b.editor.graph.scrollCellToVisible(b.editor.graph.getSelectionCell());N.destroy();z.parentNode.removeChild(z)}}}function v(){return"list"==c.value?"Person\n-name: String\n-birthDate: Date\n--\n+getName(): String\n+setName(String): void\n+isBirthday(): boolean\n\nAddress\n-street: String\n-city: String\n-state: String":"mermaid"==c.value? -"graph TD;\n A--\x3eB;\n A--\x3eC;\n B--\x3eD;\n C--\x3eD;":"table"==c.value?"CREATE TABLE Suppliers\n(\nsupplier_id int NOT NULL PRIMARY KEY,\nsupplier_name char(50) NOT NULL,\ncontact_name char(50),\n);\nCREATE TABLE Customers\n(\ncustomer_id int NOT NULL PRIMARY KEY,\ncustomer_name char(50) NOT NULL,\naddress char(50),\ncity char(50),\nstate char(25),\nzip_code char(10)\n);\n":"plantUmlPng"==c.value?"@startuml\nskinparam backgroundcolor transparent\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml": -"plantUmlSvg"==c.value||"plantUmlTxt"==c.value?"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml":";Example:\na->b\nb->edge label->c\nc->a\n"}var u=b.editor.graph.getFreeInsertPoint();f=document.createElement("div");f.style.textAlign="right";var D=document.createElement("textarea");D.style.boxSizing="border-box";D.style.resize= -"none";D.style.width="100%";D.style.height="354px";D.style.marginBottom="16px";var c=document.createElement("select");if("formatSql"==l||"mermaid"==l)c.style.display="none";var e=document.createElement("option");e.setAttribute("value","list");mxUtils.write(e,mxResources.get("list"));"plantUml"!=l&&c.appendChild(e);null!=l&&"fromText"!=l||e.setAttribute("selected","selected");e=document.createElement("option");e.setAttribute("value","table");mxUtils.write(e,mxResources.get("formatSql"));"formatSql"== -l&&(c.appendChild(e),e.setAttribute("selected","selected"));e=document.createElement("option");e.setAttribute("value","mermaid");mxUtils.write(e,mxResources.get("formatSql"));"mermaid"==l&&(c.appendChild(e),e.setAttribute("selected","selected"));e=document.createElement("option");e.setAttribute("value","diagram");mxUtils.write(e,mxResources.get("diagram"));var g=document.createElement("option");g.setAttribute("value","circle");mxUtils.write(g,mxResources.get("circle"));var k=document.createElement("option"); -k.setAttribute("value","horizontalFlow");mxUtils.write(k,mxResources.get("horizontalFlow"));var m=document.createElement("option");m.setAttribute("value","verticalFlow");mxUtils.write(m,mxResources.get("verticalFlow"));"plantUml"!=l&&(c.appendChild(e),c.appendChild(g),c.appendChild(k),c.appendChild(m));e=document.createElement("option");e.setAttribute("value","plantUmlSvg");mxUtils.write(e,mxResources.get("plantUml")+" 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ka.getAttribute)if("clibs"==ka.nodeName){for(var ta= -ka.getAttribute("name"),va=ka.getElementsByTagName("add"),pa=[],fa=0;fa<va.length;fa++)pa.push(encodeURIComponent(mxUtils.getTextContent(va[fa])));null!=ta&&0<pa.length&&(wa[ta]=pa.join(";"))}else if(pa=ka.getAttribute("url"),null!=pa){va=ka.getAttribute("section");ta=ka.getAttribute("subsection");if(null==va&&(fa=pa.indexOf("/"),va=pa.substring(0,fa),null==ta)){var Z=pa.indexOf("/",fa+1);-1<Z&&(ta=pa.substring(fa+1,Z))}fa=oa[va];null==fa&&(fa=[],oa[va]=fa);pa=ka.getAttribute("clibs");null!=wa[pa]&& -(pa=wa[pa]);pa={url:ka.getAttribute("url"),libs:ka.getAttribute("libs"),title:ka.getAttribute("title"),tooltip:ka.getAttribute("name")||ka.getAttribute("url"),preview:ka.getAttribute("preview"),clibs:pa,tags:ka.getAttribute("tags")};fa.push(pa);null!=ta&&(fa=Na[va],null==fa&&(fa={},Na[va]=fa),va=fa[ta],null==va&&(va=[],fa[ta]=va),va.push(pa))}ka=ka.nextSibling}S.stop();G()}})};F.appendChild(ea);F.appendChild(Ba);F.appendChild(da);var ya=!1,Ia=k;/^https?:\/\//.test(Ia)&&!b.editor.isCorsEnabledForUrl(Ia)&& -(Ia=PROXY_URL+"?url="+encodeURIComponent(Ia));S.spin(da);null!=z?z(function(ka,wa){Ma=ka;n=za=wa;la()},la):la();X=oa}mxEvent.addListener(O,"keypress",function(ka){b.dialog.container.firstChild==F&&13==ka.keyCode&&K()});z=document.createElement("div");z.style.marginTop=f?"4px":"16px";z.style.textAlign="right";z.style.position="absolute";z.style.left="40px";z.style.bottom="24px";z.style.right="40px";f||b.isOffline()||!l||null!=d||v||(A=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://support.draw.io/display/DO/Creating+and+Opening+Files")}), -A.className="geBtn",z.appendChild(A));A=mxUtils.button(mxResources.get("cancel"),function(){null!=u&&u();b.hideDialog(!0)});A.className="geBtn";!b.editor.cancelFirst||v&&null==u||z.appendChild(A);f||"1"==urlParams.embed||v||mxClient.IS_ANDROID||mxClient.IS_IOS||"1"==urlParams.noDevice||(f=mxUtils.button(mxResources.get("fromTemplateUrl"),function(){var ka=new FilenameDialog(b,"",mxResources.get("create"),function(wa){null!=wa&&0<wa.length&&b.editor.loadUrl(wa,function(ta){T=ta;M=null;templateRealURl= -wa;b.hideDialog();K()},function(ta){b.handleError(ta)})},mxResources.get("url"),null,null,null,!1);b.showDialog(ka.container,300,80,!0,!0);ka.init()}),f.className="geBtn",z.appendChild(f));Graph.fileSupport&&y&&(y=mxUtils.button(mxResources.get("import"),function(){if(null==b.newDlgFileInputElt){var ka=document.createElement("input");ka.setAttribute("multiple","multiple");ka.setAttribute("type","file");mxEvent.addListener(ka,"change",function(wa){b.openFiles(ka.files,!0);ka.value=""});ka.style.display= -"none";document.body.appendChild(ka);b.newDlgFileInputElt=ka}b.newDlgFileInputElt.click()}),y.className="geBtn",z.appendChild(y));z.appendChild(R);b.editor.cancelFirst||null!=d||v&&null==u||z.appendChild(A);F.appendChild(z);this.container=F};NewDialog.tagsList={}; -var CreateDialog=function(b,f,l,d,v,u,D,c,e,g,k,m,p,x,y,A,z){function L(H,C,O,I){function S(){mxEvent.addListener(R,"click",function(){var B=O;if(D){var J=t.value,P=J.lastIndexOf(".");if(0>f.lastIndexOf(".")&&0>P){B=null!=B?B:F.value;var M="";B==App.MODE_GOOGLE?M=b.drive.extension:B==App.MODE_GITHUB?M=b.gitHub.extension:B==App.MODE_GITLAB?M=b.gitLab.extension:B==App.MODE_TRELLO?M=b.trello.extension:B==App.MODE_DROPBOX?M=b.dropbox.extension:B==App.MODE_ONEDRIVE?M=b.oneDrive.extension:B==App.MODE_DEVICE&& -(M=".drawio");0<=P&&(J=J.substring(0,P));t.value=J+M}}N(O)})}var R=document.createElement("a");R.style.overflow="hidden";var Q=document.createElement("img");Q.src=H;Q.setAttribute("border","0");Q.setAttribute("align","absmiddle");Q.style.width="60px";Q.style.height="60px";Q.style.paddingBottom="6px";R.style.display="inline-block";R.className="geBaseButton";R.style.position="relative";R.style.margin="4px";R.style.padding="8px 8px 10px 8px";R.style.whiteSpace="nowrap";R.appendChild(Q);R.style.color= -"gray";R.style.fontSize="11px";var W=document.createElement("div");R.appendChild(W);mxUtils.write(W,C);if(null!=I&&null==b[I]){Q.style.visibility="hidden";mxUtils.setOpacity(W,10);var X=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});X.spin(R);var n=window.setTimeout(function(){null==b[I]&&(X.stop(),R.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(){null!=b[I]&&(window.clearTimeout(n), -mxUtils.setOpacity(W,100),Q.style.visibility="",X.stop(),S())}))}else S();G.appendChild(R);++E==m&&(mxUtils.br(G),E=0)}function N(H){var C=t.value;if(null==H||null!=C&&0<C.length)z&&b.hideDialog(),l(C,H,t)}k="1"==urlParams.noDevice?!1:k;D=null!=D?D:!0;c=null!=c?c:!0;m=null!=m?m:4;z=null!=z?z:!0;u=document.createElement("div");u.style.whiteSpace="nowrap";null==d&&b.addLanguageMenu(u);var K=document.createElement("h2");mxUtils.write(K,v||mxResources.get("create"));K.style.marginTop="0px";K.style.marginBottom= -"24px";u.appendChild(K);mxUtils.write(u,mxResources.get("filename")+":");var t=document.createElement("input");t.setAttribute("value",f);t.style.width="200px";t.style.marginLeft="10px";t.style.marginBottom="20px";t.style.maxWidth="70%";this.init=function(){t.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?t.select():document.execCommand("selectAll",!1,null)};u.appendChild(t);null!=A&&(null!=b.editor.diagramFileTypes&&(v=FilenameDialog.createFileTypes(b,t,b.editor.diagramFileTypes), -v.style.marginLeft="6px",v.style.width="90px",u.appendChild(v)),u.appendChild(FilenameDialog.createTypeHint(b,t,A)));A=null;if("1"!=urlParams.noDevice&&null!=p&&null!=x&&"image/"==x.substring(0,6)&&("image/svg"!=x.substring(0,9)||mxClient.IS_SVG)){t.style.width="160px";v=document.createElement("img");var q=y?p:btoa(unescape(encodeURIComponent(p)));v.setAttribute("src","data:"+x+";base64,"+q);v.style.position="absolute";v.style.top="70px";v.style.right="100px";v.style.maxWidth="120px";v.style.maxHeight= -"80px";mxUtils.setPrefixedStyle(v.style,"transform","translate(50%,-50%)");u.appendChild(v);mxClient.IS_FF||null==navigator.clipboard||"image/png"!=x||(A=mxUtils.button(mxResources.get("copy"),function(H){H=b.base64ToBlob(q,"image/png");H=new ClipboardItem({"image/png":H,"text/html":new Blob(['<img src="data:'+x+";base64,"+q+'">'],{type:"text/html"})});navigator.clipboard.write([H]).then(mxUtils.bind(this,function(){b.alert(mxResources.get("copiedToClipboard"))}))["catch"](mxUtils.bind(this,function(C){b.handleError(C)}))}), -A.style.marginTop="6px",A.className="geBtn");e&&Editor.popupsAllowed&&(v.style.cursor="pointer",mxEvent.addGestureListeners(v,null,null,function(H){mxEvent.isPopupTrigger(H)||N("_blank")}))}mxUtils.br(u);var G=document.createElement("div");G.style.textAlign="center";var E=0;G.style.marginTop="6px";u.appendChild(G);var F=document.createElement("select");F.style.marginLeft="10px";b.isOfflineApp()||b.isOffline()||("function"===typeof window.DriveClient&&(p=document.createElement("option"),p.setAttribute("value", -App.MODE_GOOGLE),mxUtils.write(p,mxResources.get("googleDrive")),F.appendChild(p),L(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googleDrive"),App.MODE_GOOGLE,"drive")),"function"===typeof window.OneDriveClient&&(p=document.createElement("option"),p.setAttribute("value",App.MODE_ONEDRIVE),mxUtils.write(p,mxResources.get("oneDrive")),F.appendChild(p),b.mode==App.MODE_ONEDRIVE&&p.setAttribute("selected","selected"),L(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"),App.MODE_ONEDRIVE, -"oneDrive")),"function"===typeof window.DropboxClient&&(p=document.createElement("option"),p.setAttribute("value",App.MODE_DROPBOX),mxUtils.write(p,mxResources.get("dropbox")),F.appendChild(p),b.mode==App.MODE_DROPBOX&&p.setAttribute("selected","selected"),L(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox")),null!=b.gitHub&&(p=document.createElement("option"),p.setAttribute("value",App.MODE_GITHUB),mxUtils.write(p,mxResources.get("github")),F.appendChild(p),L(IMAGE_PATH+ -"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub")),null!=b.gitLab&&(p=document.createElement("option"),p.setAttribute("value",App.MODE_GITLAB),mxUtils.write(p,mxResources.get("gitlab")),F.appendChild(p),L(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab")),"function"===typeof window.TrelloClient&&(p=document.createElement("option"),p.setAttribute("value",App.MODE_TRELLO),mxUtils.write(p,mxResources.get("trello")),F.appendChild(p),L(IMAGE_PATH+"/trello-logo.svg", -mxResources.get("trello"),App.MODE_TRELLO,"trello")));if(!Editor.useLocalStorage||"device"==urlParams.storage||null!=b.getCurrentFile()&&"1"!=urlParams.noDevice)p=document.createElement("option"),p.setAttribute("value",App.MODE_DEVICE),mxUtils.write(p,mxResources.get("device")),F.appendChild(p),b.mode!=App.MODE_DEVICE&&c||p.setAttribute("selected","selected"),k&&L(IMAGE_PATH+"/osa_drive-harddisk.png",mxResources.get("device"),App.MODE_DEVICE);c&&isLocalStorage&&"0"!=urlParams.browser&&(c=document.createElement("option"), -c.setAttribute("value",App.MODE_BROWSER),mxUtils.write(c,mxResources.get("browser")),F.appendChild(c),b.mode==App.MODE_BROWSER&&c.setAttribute("selected","selected"),L(IMAGE_PATH+"/osa_database.png",mxResources.get("browser"),App.MODE_BROWSER));c=document.createElement("div");c.style.marginTop="26px";c.style.textAlign="center";null!=g&&(k=mxUtils.button(mxResources.get("help"),function(){b.openLink(g)}),k.className="geBtn",c.appendChild(k));k=mxUtils.button(mxResources.get(null!=d?"close":"cancel"), -function(){null!=d?d():(b.fileLoaded(null),b.hideDialog(),window.close(),window.location.href=b.getUrl())});k.className="geBtn";b.editor.cancelFirst&&null==d&&c.appendChild(k);null==d&&(p=mxUtils.button(mxResources.get("decideLater"),function(){N(null)}),p.className="geBtn",c.appendChild(p));e&&Editor.popupsAllowed&&(e=mxUtils.button(mxResources.get("openInNewWindow"),function(){N("_blank")}),e.className="geBtn",c.appendChild(e));CreateDialog.showDownloadButton&&(e=mxUtils.button(mxResources.get("download"), -function(){N("download")}),e.className="geBtn",c.appendChild(e),null!=A&&(e.style.marginTop="6px",c.style.marginTop="6px"));null!=A&&(mxUtils.br(c),c.appendChild(A));b.editor.cancelFirst&&null==d||c.appendChild(k);mxEvent.addListener(t,"keypress",function(H){13==H.keyCode?N(App.MODE_DEVICE):27==H.keyCode&&(b.fileLoaded(null),b.hideDialog(),window.close())});u.appendChild(c);this.container=u};CreateDialog.showDownloadButton="1"!=urlParams.noDevice; -var PopupDialog=function(b,f,l,d,v){v=null!=v?v:!0;var u=document.createElement("div");u.style.textAlign="left";u.style.height="100%";mxUtils.write(u,mxResources.get("fileOpenLocation"));mxUtils.br(u);mxUtils.br(u);var D=mxUtils.button(mxResources.get("openInThisWindow"),function(){v&&b.hideDialog();null!=d&&d()});D.className="geBtn";D.style.marginBottom="8px";D.style.width="280px";u.appendChild(D);mxUtils.br(u);var c=mxUtils.button(mxResources.get("openInNewWindow"),function(){v&&b.hideDialog(); -null!=l&&l();b.openLink(f,null,!0)});c.className="geBtn gePrimaryBtn";c.style.width=D.style.width;u.appendChild(c);mxUtils.br(u);mxUtils.br(u);mxUtils.write(u,mxResources.get("allowPopups"));this.container=u},ImageDialog=function(b,f,l,d,v,u,D,c){function e(){0<m.value.length?N.removeAttribute("disabled"):N.setAttribute("disabled","disabled")}u=null!=u?u:!0;var g=b.editor.graph,k=document.createElement("div");mxUtils.write(k,f);f=document.createElement("div");f.className="geTitle";f.style.backgroundColor= -"transparent";f.style.borderColor="transparent";f.style.whiteSpace="nowrap";f.style.textOverflow="clip";f.style.cursor="default";f.style.paddingRight="20px";var m=document.createElement("input");m.setAttribute("value",l);m.setAttribute("type","text");m.setAttribute("spellcheck","false");m.setAttribute("autocorrect","off");m.setAttribute("autocomplete","off");m.setAttribute("autocapitalize","off");m.style.marginTop="6px";m.style.width=(Graph.fileSupport?460:340)-20+"px";m.style.backgroundImage="url('"+ -Dialog.prototype.clearImage+"')";m.style.backgroundRepeat="no-repeat";m.style.backgroundPosition="100% 50%";m.style.paddingRight="14px";l=document.createElement("div");l.setAttribute("title",mxResources.get("reset"));l.style.position="relative";l.style.left="-16px";l.style.width="12px";l.style.height="14px";l.style.cursor="pointer";l.style.display="inline-block";l.style.top="3px";l.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(l,"click",function(){m.value="";m.focus()}); -f.appendChild(m);f.appendChild(l);k.appendChild(f);var p=c,x,y,A=function(K,t,q,G){var E="data:"==K.substring(0,5);!b.isOffline()||E&&"undefined"===typeof chrome?0<K.length&&b.spinner.spin(document.body,mxResources.get("inserting"))?b.loadImage(K,function(F){b.spinner.stop();b.hideDialog();var H=!1===G?1:null!=t&&null!=q?Math.max(t/F.width,q/F.height):Math.min(1,Math.min(520/F.width,520/F.height));u&&(K=b.convertDataUri(K));d(K,Math.round(Number(F.width)*H),Math.round(Number(F.height)*H),p,x,y)}, -function(){b.spinner.stop();d(null);b.showError(mxResources.get("error"),mxResources.get("fileNotFound"),mxResources.get("ok"))}):(b.hideDialog(),d(K,null,null,p,x,y)):(K=b.convertDataUri(K),t=null==t?120:t,q=null==q?100:q,b.hideDialog(),d(K,t,q,p,x,y))},z=function(K,t){if(null!=K){var q=v?null:g.getModel().getGeometry(g.getSelectionCell());null!=q?A(K,q.width,q.height,t):A(K,null,null,t)}else b.hideDialog(),d(null)};this.init=function(){m.focus();if(Graph.fileSupport){m.setAttribute("placeholder", -mxResources.get("dragImagesHere"));var K=k.parentNode,t=null;mxEvent.addListener(K,"dragleave",function(q){null!=t&&(t.parentNode.removeChild(t),t=null);q.stopPropagation();q.preventDefault()});mxEvent.addListener(K,"dragover",mxUtils.bind(this,function(q){null==t&&(!mxClient.IS_IE||10<document.documentMode)&&(t=b.highlightElement(K));q.stopPropagation();q.preventDefault()}));mxEvent.addListener(K,"drop",mxUtils.bind(this,function(q){null!=t&&(t.parentNode.removeChild(t),t=null);if(0<q.dataTransfer.files.length)b.importFiles(q.dataTransfer.files, -0,0,b.maxImageSize,function(E,F,H,C,O,I,S,R){z(E,R)},function(){},function(E){return"image/"==E.type.substring(0,6)},function(E){for(var F=0;F<E.length;F++)E[F]()},!mxEvent.isControlDown(q),null,null,!0);else if(0<=mxUtils.indexOf(q.dataTransfer.types,"text/uri-list")){var G=q.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)($|\?)/i.test(G)&&z(decodeURIComponent(G))}q.stopPropagation();q.preventDefault()}),!1)}};c=document.createElement("div");c.style.marginTop="14px";c.style.textAlign= -"center";l=mxUtils.button(mxResources.get("cancel"),function(){b.spinner.stop();b.hideDialog()});l.className="geBtn";b.editor.cancelFirst&&c.appendChild(l);ImageDialog.filePicked=function(K){K.action==google.picker.Action.PICKED&&null!=K.docs[0].thumbnails&&(K=K.docs[0].thumbnails[K.docs[0].thumbnails.length-1],null!=K&&(m.value=K.url));m.focus()};if(Graph.fileSupport){if(null==b.imgDlgFileInputElt){var L=document.createElement("input");L.setAttribute("multiple","multiple");L.setAttribute("type", -"file");mxEvent.addListener(L,"change",function(K){null!=L.files&&(b.importFiles(L.files,0,0,b.maxImageSize,function(t,q,G,E,F,H){z(t)},function(){},function(t){return"image/"==t.type.substring(0,6)},function(t){for(var q=0;q<t.length;q++)t[q]()},!0),L.type="",L.type="file",L.value="")});L.style.display="none";document.body.appendChild(L);b.imgDlgFileInputElt=L}f=mxUtils.button(mxResources.get("open"),function(){b.imgDlgFileInputElt.click()});f.className="geBtn";c.appendChild(f)}mxEvent.addListener(m, -"keypress",function(K){13==K.keyCode&&z(m.value)});var N=mxUtils.button(mxResources.get("crop"),function(){var K=new CropImageDialog(b,m.value,p,function(t,q,G){p=t;x=q;y=G});b.showDialog(K.container,300,390,!0,!0)});D&&(N.className="geBtn",c.appendChild(N));mxEvent.addListener(m,"change",function(K){p=null;e()});e();D=mxUtils.button(mxResources.get("apply"),function(){z(m.value)});D.className="geBtn gePrimaryBtn";c.appendChild(D);b.editor.cancelFirst||c.appendChild(l);Graph.fileSupport&&(c.style.marginTop= -"120px",k.style.backgroundImage="url('"+IMAGE_PATH+"/droptarget.png')",k.style.backgroundPosition="center 65%",k.style.backgroundRepeat="no-repeat",D=document.createElement("div"),D.style.position="absolute",D.style.width="420px",D.style.top="58%",D.style.textAlign="center",D.style.fontSize="18px",D.style.color="#a0c3ff",mxUtils.write(D,mxResources.get("dragImagesHere")),k.appendChild(D));k.appendChild(c);this.container=k},LinkDialog=function(b,f,l,d,v,u,D){function c(K,t,q){q=mxUtils.button("",q); -q.className="geBtn";q.setAttribute("title",t);t=document.createElement("img");t.style.height="26px";t.style.width="26px";t.setAttribute("src",K);q.style.minWidth="42px";q.style.verticalAlign="middle";q.appendChild(t);N.appendChild(q)}var e=document.createElement("div");e.style.height="100%";mxUtils.write(e,mxResources.get("editLink")+":");var g=document.createElement("div");g.className="geTitle";g.style.backgroundColor="transparent";g.style.borderColor="transparent";g.style.whiteSpace="nowrap";g.style.textOverflow= -"clip";g.style.cursor="default";g.style.paddingRight="20px";var k=document.createElement("input");k.setAttribute("placeholder",mxResources.get("dragUrlsHere"));k.setAttribute("type","text");k.style.marginTop="6px";k.style.width="97%";k.style.boxSizing="border-box";k.style.backgroundImage="url('"+Dialog.prototype.clearImage+"')";k.style.backgroundRepeat="no-repeat";k.style.backgroundPosition="100% 50%";k.style.paddingRight="14px";k.style.marginBottom="4px";var m=document.createElement("div");m.setAttribute("title", -mxResources.get("reset"));m.style.position="relative";m.style.left="-16px";m.style.width="12px";m.style.height="14px";m.style.cursor="pointer";m.style.display="inline-block";m.style.top="3px";m.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(m,"click",function(){k.value="";k.focus()});var p=document.createElement("input");p.style.cssText="margin-right:8px;margin-bottom:8px;";p.setAttribute("value","url");p.setAttribute("type","radio");p.setAttribute("name","geLinkDialogOption"); -var x=document.createElement("input");x.style.cssText="margin-right:8px;margin-bottom:8px;";x.setAttribute("value","url");x.setAttribute("type","radio");x.setAttribute("name","geLinkDialogOption");var y=document.createElement("select");y.style.width="520px";var A=document.createElement("input");A.setAttribute("type","checkbox");A.style.margin="0 6p 0 6px";null!=D&&(A.setAttribute("checked","checked"),A.defaultChecked=!0);D=null!=D?D:"_blank";A.setAttribute("title",D);u&&(k.style.width="340px");if(v&& -null!=b.pages){null!=f&&Graph.isPageLink(f)?(x.setAttribute("checked","checked"),x.defaultChecked=!0):(k.setAttribute("value",f),p.setAttribute("checked","checked"),p.defaultChecked=!0);g.appendChild(p);g.appendChild(k);g.appendChild(m);u&&(g.appendChild(A),mxUtils.write(g,mxResources.get("openInNewWindow")));mxUtils.br(g);g.appendChild(x);v=!1;for(u=0;u<b.pages.length;u++)m=document.createElement("option"),mxUtils.write(m,b.pages[u].getName()||mxResources.get("pageWithNumber",[u+1])),m.setAttribute("value", -"data:page/id,"+b.pages[u].getId()),f==m.getAttribute("value")&&(m.setAttribute("selected","selected"),v=!0),y.appendChild(m);if(!v&&x.checked){var z=document.createElement("option");mxUtils.write(z,mxResources.get("pageNotFound"));z.setAttribute("disabled","disabled");z.setAttribute("selected","selected");z.setAttribute("value","pageNotFound");y.appendChild(z);mxEvent.addListener(y,"change",function(){null==z.parentNode||z.selected||z.parentNode.removeChild(z)})}g.appendChild(y)}else k.setAttribute("value", -f),g.appendChild(k),g.appendChild(m);e.appendChild(g);var L=mxUtils.button(l,function(){b.hideDialog();d(x.checked?"pageNotFound"!==y.value?y.value:f:k.value,LinkDialog.selectedDocs,A.checked?D:null)});L.style.verticalAlign="middle";L.className="geBtn gePrimaryBtn";this.init=function(){x.checked?y.focus():(k.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null));mxEvent.addListener(y,"focus",function(){p.removeAttribute("checked");x.setAttribute("checked", -"checked");x.checked=!0});mxEvent.addListener(k,"focus",function(){x.removeAttribute("checked");p.setAttribute("checked","checked");p.checked=!0});if(Graph.fileSupport){var K=e.parentNode,t=null;mxEvent.addListener(K,"dragleave",function(q){null!=t&&(t.parentNode.removeChild(t),t=null);q.stopPropagation();q.preventDefault()});mxEvent.addListener(K,"dragover",mxUtils.bind(this,function(q){null==t&&(!mxClient.IS_IE||10<document.documentMode)&&(t=b.highlightElement(K));q.stopPropagation();q.preventDefault()})); -mxEvent.addListener(K,"drop",mxUtils.bind(this,function(q){null!=t&&(t.parentNode.removeChild(t),t=null);0<=mxUtils.indexOf(q.dataTransfer.types,"text/uri-list")&&(k.value=decodeURIComponent(q.dataTransfer.getData("text/uri-list")),p.setAttribute("checked","checked"),p.checked=!0,L.click());q.stopPropagation();q.preventDefault()}),!1)}};var N=document.createElement("div");N.style.marginTop="18px";N.style.textAlign="center";l=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/custom-links")}); -l.style.verticalAlign="middle";l.className="geBtn";N.appendChild(l);b.isOffline()&&!mxClient.IS_CHROMEAPP&&(l.style.display="none");l=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});l.style.verticalAlign="middle";l.className="geBtn";b.editor.cancelFirst&&N.appendChild(l);LinkDialog.selectedDocs=null;LinkDialog.filePicked=function(K){if(K.action==google.picker.Action.PICKED){LinkDialog.selectedDocs=K.docs;var t=K.docs[0].url;"application/mxe"==K.docs[0].mimeType||null!=K.docs[0].mimeType&& -"application/vnd.jgraph."==K.docs[0].mimeType.substring(0,23)?t="https://www.draw.io/#G"+K.docs[0].id:"application/vnd.google-apps.folder"==K.docs[0].mimeType&&(t="https://drive.google.com/#folders/"+K.docs[0].id);k.value=t;k.focus()}else LinkDialog.selectedDocs=null;k.focus()};"undefined"!=typeof google&&"undefined"!=typeof google.picker&&null!=b.drive&&c(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googlePlus"),function(){b.spinner.spin(document.body,mxResources.get("authorizing"))&&b.drive.checkToken(mxUtils.bind(this, -function(){b.spinner.stop();if(null==b.linkPicker){var K=b.drive.createLinkPicker();b.linkPicker=K.setCallback(function(t){LinkDialog.filePicked(t)}).build()}b.linkPicker.setVisible(!0)}))});"undefined"!=typeof Dropbox&&"undefined"!=typeof Dropbox.choose&&c(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),function(){Dropbox.choose({linkType:"direct",cancel:function(){},success:function(K){k.value=K[0].link;k.focus()}})});null!=b.oneDrive&&c(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"), -function(){b.oneDrive.pickFile(function(K,t){k.value=t.value[0].webUrl;k.focus()},!0)});null!=b.gitHub&&c(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),function(){b.gitHub.pickFile(function(K){if(null!=K){K=K.split("/");var t=K[0],q=K[1],G=K[2];K=K.slice(3,K.length).join("/");k.value="https://github.com/"+t+"/"+q+"/blob/"+G+"/"+K;k.focus()}})});null!=b.gitLab&&c(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),function(){b.gitLab.pickFile(function(K){if(null!=K){K=K.split("/");var t= -K[0],q=K[1],G=K[2];K=K.slice(3,K.length).join("/");k.value=DRAWIO_GITLAB_URL+"/"+t+"/"+q+"/blob/"+G+"/"+K;k.focus()}})});mxEvent.addListener(k,"keypress",function(K){13==K.keyCode&&(b.hideDialog(),d(x.checked?y.value:k.value,LinkDialog.selectedDocs))});N.appendChild(L);b.editor.cancelFirst||N.appendChild(l);e.appendChild(N);this.container=e},FeedbackDialog=function(b,f,l,d){var v=document.createElement("div"),u=document.createElement("div");mxUtils.write(u,mxResources.get("sendYourFeedback"));u.style.fontSize= -"18px";u.style.marginBottom="18px";v.appendChild(u);u=document.createElement("div");mxUtils.write(u,mxResources.get("yourEmailAddress")+(l?"":" ("+mxResources.get("required")+")"));v.appendChild(u);var D=document.createElement("input");D.setAttribute("type","text");D.style.marginTop="6px";D.style.width="600px";var c=mxUtils.button(mxResources.get("sendMessage"),function(){var m=k.value+(g.checked?"\nDiagram:\n"+(null!=d?d:mxUtils.getXml(b.getXmlFileData())):"")+"\nuserAgent:\n"+navigator.userAgent+ -"\nappVersion:\n"+navigator.appVersion+"\nappName:\n"+navigator.appName+"\nplatform:\n"+navigator.platform;m.length>FeedbackDialog.maxAttachmentSize?b.alert(mxResources.get("drawingTooLarge")):(b.hideDialog(),b.spinner.spin(document.body)&&mxUtils.post(null!=FeedbackDialog.feedbackUrl?FeedbackDialog.feedbackUrl:"/email","email="+encodeURIComponent(D.value)+"&version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&body="+encodeURIComponent((null!=f?f:"Feedback")+ -":\n"+m),function(p){b.spinner.stop();200<=p.getStatus()&&299>=p.getStatus()?b.alert(mxResources.get("feedbackSent")):b.alert(mxResources.get("errorSendingFeedback"))},function(){b.spinner.stop();b.alert(mxResources.get("errorSendingFeedback"))}))});c.className="geBtn gePrimaryBtn";if(!l){c.setAttribute("disabled","disabled");var e=/^(([^<>()[\]\\.,;:\s@"]+(\.[^<>()[\]\\.,;:\s@"]+)*)|(".+"))@((\[[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\])|(([a-zA-Z\-0-9]+\.)+[a-zA-Z]{2,}))$/;mxEvent.addListener(D, -"change",function(){0<D.value.length&&0<e.test(D.value)?c.removeAttribute("disabled"):c.setAttribute("disabled","disabled")});mxEvent.addListener(D,"keyup",function(){0<D.value.length&&e.test(D.value)?c.removeAttribute("disabled"):c.setAttribute("disabled","disabled")})}v.appendChild(D);this.init=function(){D.focus()};var g=document.createElement("input");g.setAttribute("type","checkbox");g.setAttribute("checked","checked");g.defaultChecked=!0;l=document.createElement("p");l.style.marginTop="14px"; -l.appendChild(g);u=document.createElement("span");mxUtils.write(u," "+mxResources.get("includeCopyOfMyDiagram"));l.appendChild(u);mxEvent.addListener(u,"click",function(m){g.checked=!g.checked;mxEvent.consume(m)});v.appendChild(l);u=document.createElement("div");mxUtils.write(u,mxResources.get("feedback"));v.appendChild(u);var k=document.createElement("textarea");k.style.resize="none";k.style.width="600px";k.style.height="140px";k.style.marginTop="6px";k.setAttribute("placeholder",mxResources.get("comments")); -v.appendChild(k);l=document.createElement("div");l.style.marginTop="26px";l.style.textAlign="right";u=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});u.className="geBtn";b.editor.cancelFirst?(l.appendChild(u),l.appendChild(c)):(l.appendChild(c),l.appendChild(u));v.appendChild(l);this.container=v};FeedbackDialog.maxAttachmentSize=1E6; -var RevisionDialog=function(b,f,l){var d=document.createElement("div"),v=document.createElement("h3");v.style.marginTop="0px";mxUtils.write(v,mxResources.get("revisionHistory"));d.appendChild(v);v=document.createElement("div");v.style.position="absolute";v.style.overflow="auto";v.style.width="170px";v.style.height="378px";d.appendChild(v);var u=document.createElement("div");u.style.position="absolute";u.style.border="1px solid lightGray";u.style.left="199px";u.style.width="470px";u.style.height="376px"; -u.style.overflow="hidden";var D=document.createElement("div");D.style.cssText="position:absolute;left:0;right:0;top:0;bottom:20px;text-align:center;transform:translate(0,50%);pointer-events:none;";u.appendChild(D);mxEvent.disableContextMenu(u);d.appendChild(u);var c=new Graph(u);c.setTooltips(!1);c.setEnabled(!1);c.setPanning(!0);c.panningHandler.ignoreCell=!0;c.panningHandler.useLeftButtonForPanning=!0;c.minFitScale=null;c.maxFitScale=null;c.centerZoom=!0;var e=0,g=null,k=0,m=c.getGlobalVariable; -c.getGlobalVariable=function(U){return"page"==U&&null!=g&&null!=g[k]?g[k].getAttribute("name"):"pagenumber"==U?k+1:"pagecount"==U?null!=g?g.length:1:m.apply(this,arguments)};c.getLinkForCell=function(){return null};Editor.MathJaxRender&&c.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(U,Y){b.editor.graph.mathEnabled&&Editor.MathJaxRender(c.container)}));var p={lines:11,length:15,width:6,radius:10,corners:1,rotate:0,direction:1,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.4,trail:60, -shadow:!1,hwaccel:!1,className:"spinner",zIndex:2E9,top:"50%",left:"50%"},x=new Spinner(p),y=b.getCurrentFile(),A=b.getXmlFileData(!0,!1,!0).getElementsByTagName("diagram"),z={};for(p=0;p<A.length;p++)z[A[p].getAttribute("id")]=A[p];var L=null,N=null,K=null,t=null,q=mxUtils.button("",function(){null!=K&&c.zoomIn()});q.className="geSprite geSprite-zoomin";q.setAttribute("title",mxResources.get("zoomIn"));q.style.outline="none";q.style.border="none";q.style.margin="2px";q.setAttribute("disabled","disabled"); -mxUtils.setOpacity(q,20);var G=mxUtils.button("",function(){null!=K&&c.zoomOut()});G.className="geSprite geSprite-zoomout";G.setAttribute("title",mxResources.get("zoomOut"));G.style.outline="none";G.style.border="none";G.style.margin="2px";G.setAttribute("disabled","disabled");mxUtils.setOpacity(G,20);var E=mxUtils.button("",function(){null!=K&&(c.maxFitScale=8,c.fit(8),c.center())});E.className="geSprite geSprite-fit";E.setAttribute("title",mxResources.get("fit"));E.style.outline="none";E.style.border= -"none";E.style.margin="2px";E.setAttribute("disabled","disabled");mxUtils.setOpacity(E,20);var F=mxUtils.button("",function(){null!=K&&(c.zoomActual(),c.center())});F.className="geSprite geSprite-actualsize";F.setAttribute("title",mxResources.get("actualSize"));F.style.outline="none";F.style.border="none";F.style.margin="2px";F.setAttribute("disabled","disabled");mxUtils.setOpacity(F,20);var H=mxUtils.button("",function(){});H.className="geSprite geSprite-middle";H.setAttribute("title",mxResources.get("compare")); -H.style.outline="none";H.style.border="none";H.style.margin="2px";mxUtils.setOpacity(H,60);var C=u.cloneNode(!1);C.style.pointerEvent="none";u.parentNode.appendChild(C);var O=new Graph(C);O.setTooltips(!1);O.setEnabled(!1);O.setPanning(!0);O.panningHandler.ignoreCell=!0;O.panningHandler.useLeftButtonForPanning=!0;O.minFitScale=null;O.maxFitScale=null;O.centerZoom=!0;mxEvent.addGestureListeners(H,function(U){U=z[g[e].getAttribute("id")];mxUtils.setOpacity(H,20);D.innerText="";null==U?mxUtils.write(D, -mxResources.get("pageNotFound")):(I.style.display="none",u.style.display="none",C.style.display="",C.style.backgroundColor=u.style.backgroundColor,U=Editor.parseDiagramNode(U),(new mxCodec(U.ownerDocument)).decode(U,O.getModel()),O.view.scaleAndTranslate(c.view.scale,c.view.translate.x,c.view.translate.y))},null,function(){mxUtils.setOpacity(H,60);D.innerText="";"none"==u.style.display&&(I.style.display="",u.style.display="",C.style.display="none")});var I=document.createElement("div");I.style.position= -"absolute";I.style.textAlign="right";I.style.color="gray";I.style.marginTop="10px";I.style.backgroundColor="transparent";I.style.top="440px";I.style.right="32px";I.style.maxWidth="380px";I.style.cursor="default";var S=mxUtils.button(mxResources.get("download"),function(){if(null!=K){var U=mxUtils.getXml(K.documentElement),Y=b.getBaseFilename()+".drawio";b.isLocalFileSave()?b.saveLocalFile(U,Y,"text/xml"):(U="undefined"===typeof pako?"&xml="+encodeURIComponent(U):"&data="+encodeURIComponent(Graph.compress(U)), -(new mxXmlRequest(SAVE_URL,"filename="+encodeURIComponent(Y)+"&format=xml"+U)).simulate(document,"_blank"))}});S.className="geBtn";S.setAttribute("disabled","disabled");var R=mxUtils.button(mxResources.get("restore"),function(U){null!=K&&null!=t&&(mxEvent.isShiftDown(U)?null!=K&&(U=b.getPagesForNode(K.documentElement),U=b.diffPages(b.pages,U),U=new TextareaDialog(b,mxResources.get("compare"),JSON.stringify(U,null,2),function(Y){if(0<Y.length)try{b.confirm(mxResources.get("areYouSure"),function(){y.patch([JSON.parse(Y)], -null,!0);b.hideDialog();b.hideDialog()})}catch(ca){b.handleError(ca)}},null,null,null,null,null,!0,null,mxResources.get("merge")),b.showDialog(U.container,620,460,!0,!0),U.init()):b.confirm(mxResources.get("areYouSure"),function(){null!=l?l(t):b.spinner.spin(document.body,mxResources.get("restoring"))&&y.save(!0,function(Y){b.spinner.stop();b.replaceFileData(t);b.hideDialog()},function(Y){b.spinner.stop();b.editor.setStatus("");b.handleError(Y,null!=Y?mxResources.get("errorSavingFile"):null)})}))}); -R.className="geBtn";R.setAttribute("disabled","disabled");R.setAttribute("title","Shift+Click for Diff");var Q=document.createElement("select");Q.setAttribute("disabled","disabled");Q.style.maxWidth="80px";Q.style.position="relative";Q.style.top="-2px";Q.style.verticalAlign="bottom";Q.style.marginRight="6px";Q.style.display="none";var W=null;mxEvent.addListener(Q,"change",function(U){null!=W&&(W(U),mxEvent.consume(U))});var X=mxUtils.button(mxResources.get("edit"),function(){null!=K&&(window.openFile= -new OpenFile(function(){window.openFile=null}),window.openFile.setData(mxUtils.getXml(K.documentElement)),b.openLink(b.getUrl(),null,!0))});X.className="geBtn";X.setAttribute("disabled","disabled");null!=l&&(X.style.display="none");var n=mxUtils.button(mxResources.get("show"),function(){null!=N&&b.openLink(N.getUrl(Q.selectedIndex))});n.className="geBtn gePrimaryBtn";n.setAttribute("disabled","disabled");null!=l&&(n.style.display="none",R.className="geBtn gePrimaryBtn");A=document.createElement("div"); -A.style.position="absolute";A.style.top="482px";A.style.width="640px";A.style.textAlign="right";var B=document.createElement("div");B.className="geToolbarContainer";B.style.backgroundColor="transparent";B.style.padding="2px";B.style.border="none";B.style.left="199px";B.style.top="442px";var J=null;if(null!=f&&0<f.length){u.style.cursor="move";var P=document.createElement("table");P.style.border="1px solid lightGray";P.style.borderCollapse="collapse";P.style.borderSpacing="0px";P.style.width="100%"; -var M=document.createElement("tbody"),V=(new Date).toDateString();null!=b.currentPage&&null!=b.pages&&(e=mxUtils.indexOf(b.pages,b.currentPage));for(p=f.length-1;0<=p;p--){var T=function(U){var Y=new Date(U.modifiedDate),ca=null;if(0<=Y.getTime()){var ba=function(ea){x.stop();D.innerText="";var ja=mxUtils.parseXml(ea),aa=b.editor.extractGraphModel(ja.documentElement,!0);if(null!=aa){var Fa=function(Aa){null!=Aa&&(Aa=Ba(Editor.parseDiagramNode(Aa)));return Aa},Ba=function(Aa){var Ga=Aa.getAttribute("background"); -if(null==Ga||""==Ga||Ga==mxConstants.NONE)Ga=c.defaultPageBackgroundColor;u.style.backgroundColor=Ga;(new mxCodec(Aa.ownerDocument)).decode(Aa,c.getModel());c.maxFitScale=1;c.fit(8);c.center();return Aa};Q.style.display="none";Q.innerText="";K=ja;t=ea;g=parseSelectFunction=null;k=0;if("mxfile"==aa.nodeName){ja=aa.getElementsByTagName("diagram");g=[];for(ea=0;ea<ja.length;ea++)g.push(ja[ea]);k=Math.min(e,g.length-1);0<g.length&&Fa(g[k]);if(1<g.length)for(Q.removeAttribute("disabled"),Q.style.display= -"",ea=0;ea<g.length;ea++)ja=document.createElement("option"),mxUtils.write(ja,g[ea].getAttribute("name")||mxResources.get("pageWithNumber",[ea+1])),ja.setAttribute("value",ea),ea==k&&ja.setAttribute("selected","selected"),Q.appendChild(ja);W=function(){try{var Aa=parseInt(Q.value);k=e=Aa;Fa(g[Aa])}catch(Ga){Q.value=e,b.handleError(Ga)}}}else Ba(aa);ea=U.lastModifyingUserName;null!=ea&&20<ea.length&&(ea=ea.substring(0,20)+"...");I.innerText="";mxUtils.write(I,(null!=ea?ea+" ":"")+Y.toLocaleDateString()+ -" "+Y.toLocaleTimeString());I.setAttribute("title",ca.getAttribute("title"));q.removeAttribute("disabled");G.removeAttribute("disabled");E.removeAttribute("disabled");F.removeAttribute("disabled");H.removeAttribute("disabled");null!=y&&y.isRestricted()||(b.editor.graph.isEnabled()&&R.removeAttribute("disabled"),S.removeAttribute("disabled"),n.removeAttribute("disabled"),X.removeAttribute("disabled"));mxUtils.setOpacity(q,60);mxUtils.setOpacity(G,60);mxUtils.setOpacity(E,60);mxUtils.setOpacity(F,60); -mxUtils.setOpacity(H,60)}else Q.style.display="none",Q.innerText="",I.innerText="",mxUtils.write(I,mxResources.get("errorLoadingFile")),mxUtils.write(D,mxResources.get("errorLoadingFile"))};ca=document.createElement("tr");ca.style.borderBottom="1px solid lightGray";ca.style.fontSize="12px";ca.style.cursor="pointer";var da=document.createElement("td");da.style.padding="6px";da.style.whiteSpace="nowrap";U==f[f.length-1]?mxUtils.write(da,mxResources.get("current")):Y.toDateString()===V?mxUtils.write(da, -Y.toLocaleTimeString()):mxUtils.write(da,Y.toLocaleDateString()+" "+Y.toLocaleTimeString());ca.appendChild(da);ca.setAttribute("title",Y.toLocaleDateString()+" "+Y.toLocaleTimeString()+(null!=U.fileSize?" 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-"disabled"),mxUtils.setOpacity(q,20),mxUtils.setOpacity(G,20),mxUtils.setOpacity(E,20),mxUtils.setOpacity(F,20),mxUtils.setOpacity(H,20),x.spin(u),U.getXml(function(ja){if(N==U)try{ba(ja)}catch(aa){I.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+": "+aa.message)}},function(ja){x.stop();Q.style.display="none";Q.innerText="";I.innerText="";mxUtils.write(I,mxResources.get("errorLoadingFile"));mxUtils.write(D,mxResources.get("errorLoadingFile"))}),mxEvent.consume(ea))});mxEvent.addListener(ca, -"dblclick",function(ea){n.click();window.getSelection?window.getSelection().removeAllRanges():document.selection&&document.selection.empty();mxEvent.consume(ea)},!1);M.appendChild(ca)}return ca}(f[p]);null!=T&&p==f.length-1&&(J=T)}P.appendChild(M);v.appendChild(P)}else null==y||null==b.drive&&y.constructor==window.DriveFile||null==b.dropbox&&y.constructor==window.DropboxFile?(u.style.display="none",B.style.display="none",mxUtils.write(v,mxResources.get("notAvailable"))):(u.style.display="none",B.style.display= -"none",mxUtils.write(v,mxResources.get("noRevisions")));this.init=function(){null!=J&&J.click()};v=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});v.className="geBtn";B.appendChild(Q);B.appendChild(q);B.appendChild(G);B.appendChild(F);B.appendChild(E);B.appendChild(H);b.editor.cancelFirst?(A.appendChild(v),A.appendChild(S),A.appendChild(X),A.appendChild(R),A.appendChild(n)):(A.appendChild(S),A.appendChild(X),A.appendChild(R),A.appendChild(n),A.appendChild(v));d.appendChild(A); -d.appendChild(B);d.appendChild(I);this.container=d},DraftDialog=function(b,f,l,d,v,u,D,c,e){var g=document.createElement("div"),k=document.createElement("div");k.style.marginTop="0px";k.style.whiteSpace="nowrap";k.style.overflow="auto";k.style.lineHeight="normal";mxUtils.write(k,f);g.appendChild(k);var m=document.createElement("select"),p=mxUtils.bind(this,function(){N=mxUtils.parseXml(e[m.value].data);K=b.editor.extractGraphModel(N.documentElement,!0);t=0;this.init()});if(null!=e){m.style.marginLeft= -"4px";for(f=0;f<e.length;f++){var x=document.createElement("option");x.setAttribute("value",f);var y=new Date(e[f].created),A=new Date(e[f].modified);mxUtils.write(x,y.toLocaleDateString()+" "+y.toLocaleTimeString()+" - "+(y.toDateString(),A.toDateString(),A.toLocaleDateString())+" "+A.toLocaleTimeString());m.appendChild(x)}k.appendChild(m);mxEvent.addListener(m,"change",p)}null==l&&(l=e[0].data);var z=document.createElement("div");z.style.position="absolute";z.style.border="1px solid lightGray"; -z.style.marginTop="10px";z.style.left="40px";z.style.right="40px";z.style.top="46px";z.style.bottom="74px";z.style.overflow="hidden";mxEvent.disableContextMenu(z);g.appendChild(z);var L=new Graph(z);L.setEnabled(!1);L.setPanning(!0);L.panningHandler.ignoreCell=!0;L.panningHandler.useLeftButtonForPanning=!0;L.minFitScale=null;L.maxFitScale=null;L.centerZoom=!0;var N=mxUtils.parseXml(l),K=b.editor.extractGraphModel(N.documentElement,!0),t=0,q=null,G=L.getGlobalVariable;L.getGlobalVariable=function(F){return"page"== -F&&null!=q&&null!=q[t]?q[t].getAttribute("name"):"pagenumber"==F?t+1:"pagecount"==F?null!=q?q.length:1:G.apply(this,arguments)};L.getLinkForCell=function(){return null};l=mxUtils.button("",function(){L.zoomIn()});l.className="geSprite geSprite-zoomin";l.setAttribute("title",mxResources.get("zoomIn"));l.style.outline="none";l.style.border="none";l.style.margin="2px";mxUtils.setOpacity(l,60);k=mxUtils.button("",function(){L.zoomOut()});k.className="geSprite geSprite-zoomout";k.setAttribute("title", -mxResources.get("zoomOut"));k.style.outline="none";k.style.border="none";k.style.margin="2px";mxUtils.setOpacity(k,60);f=mxUtils.button("",function(){L.maxFitScale=8;L.fit(8);L.center()});f.className="geSprite geSprite-fit";f.setAttribute("title",mxResources.get("fit"));f.style.outline="none";f.style.border="none";f.style.margin="2px";mxUtils.setOpacity(f,60);x=mxUtils.button("",function(){L.zoomActual();L.center()});x.className="geSprite geSprite-actualsize";x.setAttribute("title",mxResources.get("actualSize")); -x.style.outline="none";x.style.border="none";x.style.margin="2px";mxUtils.setOpacity(x,60);D=mxUtils.button(D||mxResources.get("discard"),function(){v.apply(this,[m.value,mxUtils.bind(this,function(){null!=m.parentNode&&(m.options[m.selectedIndex].parentNode.removeChild(m.options[m.selectedIndex]),0<m.options.length?(m.value=m.options[0].value,p()):b.hideDialog(!0))})])});D.className="geBtn";var E=document.createElement("select");E.style.maxWidth="80px";E.style.position="relative";E.style.top="-2px"; -E.style.verticalAlign="bottom";E.style.marginRight="6px";E.style.display="none";u=mxUtils.button(u||mxResources.get("edit"),function(){d.apply(this,[m.value])});u.className="geBtn gePrimaryBtn";y=document.createElement("div");y.style.position="absolute";y.style.bottom="30px";y.style.right="40px";y.style.textAlign="right";A=document.createElement("div");A.className="geToolbarContainer";A.style.cssText="box-shadow:none !important;background-color:transparent;padding:2px;border-style:none !important;bottom:30px;"; -this.init=function(){function F(I){if(null!=I){var S=I.getAttribute("background");if(null==S||""==S||S==mxConstants.NONE)S=Editor.isDarkMode()?"transparent":"#ffffff";z.style.backgroundColor=S;(new mxCodec(I.ownerDocument)).decode(I,L.getModel());L.maxFitScale=1;L.fit(8);L.center()}return I}function H(I){null!=I&&(I=F(Editor.parseDiagramNode(I)));return I}mxEvent.addListener(E,"change",function(I){t=parseInt(E.value);H(q[t]);mxEvent.consume(I)});if("mxfile"==K.nodeName){var C=K.getElementsByTagName("diagram"); -q=[];for(var O=0;O<C.length;O++)q.push(C[O]);0<q.length&&H(q[t]);E.innerText="";if(1<q.length)for(E.style.display="",O=0;O<q.length;O++)C=document.createElement("option"),mxUtils.write(C,q[O].getAttribute("name")||mxResources.get("pageWithNumber",[O+1])),C.setAttribute("value",O),O==t&&C.setAttribute("selected","selected"),E.appendChild(C);else E.style.display="none"}else F(K)};A.appendChild(E);A.appendChild(l);A.appendChild(k);A.appendChild(x);A.appendChild(f);l=mxUtils.button(mxResources.get("cancel"), -function(){b.hideDialog(!0)});l.className="geBtn";c=null!=c?mxUtils.button(mxResources.get("ignore"),c):null;null!=c&&(c.className="geBtn");b.editor.cancelFirst?(y.appendChild(l),null!=c&&y.appendChild(c),y.appendChild(D),y.appendChild(u)):(y.appendChild(u),y.appendChild(D),null!=c&&y.appendChild(c),y.appendChild(l));g.appendChild(y);g.appendChild(A);this.container=g},FindWindow=function(b,f,l,d,v,u){function D(W,X,n,B){if("object"===typeof X.value&&null!=X.value.attributes){X=X.value.attributes; -for(var J=0;J<X.length;J++)if("label"!=X[J].nodeName){var P=mxUtils.trim(X[J].nodeValue.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();if(null==W&&(B&&0<=P.indexOf(n)||!B&&P.substring(0,n.length)===n)||null!=W&&W.test(P))return!0}}return!1}function c(){x&&q.value?(S.removeAttribute("disabled"),R.removeAttribute("disabled")):(S.setAttribute("disabled","disabled"),R.setAttribute("disabled","disabled"));q.value&&t.value?Q.removeAttribute("disabled"):Q.setAttribute("disabled","disabled")}function e(W, -X,n){O.innerText="";var B=k.model.getDescendants(k.model.getRoot()),J=t.value.toLowerCase(),P=G.checked?new RegExp(J):null,M=null;A=null;m!=J&&(m=J,p=null,y=!1);var V=null==p;if(0<J.length){if(y){y=!1;for(var T,U=0;U<b.pages.length;U++)if(b.currentPage==b.pages[U]){T=U;break}W=(T+1)%b.pages.length;p=null;do y=!1,B=b.pages[W],k=b.createTemporaryGraph(k.getStylesheet()),b.updatePageRoot(B),k.model.setRoot(B.root),W=(W+1)%b.pages.length;while(!e(!0,X,n)&&W!=T);p&&(p=null,n?b.editor.graph.model.execute(new SelectPage(b, -B)):b.selectPage(B));y=!1;k=b.editor.graph;return e(!0,X,n)}for(U=0;U<B.length;U++){T=k.view.getState(B[U]);X&&null!=P&&(V=V||T==p);if(null!=T&&null!=T.cell.value&&(V||null==M)&&(k.model.isVertex(T.cell)||k.model.isEdge(T.cell))){null!=T.style&&"1"==T.style.html?(F.innerHTML=k.sanitizeHtml(k.getLabel(T.cell)),label=mxUtils.extractTextWithWhitespace([F])):label=k.getLabel(T.cell);label=mxUtils.trim(label.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();var Y=0;X&&u&&null!=P&&T==p&&(label=label.substr(z), -Y=z);var ca=""==q.value,ba=ca;if(null==P&&(ba&&0<=label.indexOf(J)||!ba&&label.substring(0,J.length)===J||ca&&D(P,T.cell,J,ba))||null!=P&&(P.test(label)||ca&&D(P,T.cell,J,ba)))if(u&&(null!=P?(ca=label.match(P),null!=ca&&0<ca.length&&(A=ca[0].toLowerCase(),z=Y+ca.index+A.length)):(A=J,z=A.length)),V){M=T;break}else null==M&&(M=T)}V=V||T==p}}if(null!=M){if(U==B.length&&E.checked)return p=null,y=!0,e(!0,X,n);p=M;k.scrollCellToVisible(p.cell);k.isEnabled()&&!k.isCellLocked(p.cell)?n||k.getSelectionCell()== -p.cell&&1==k.getSelectionCount()||k.setSelectionCell(p.cell):k.highlightCell(p.cell)}else{if(!W&&E.checked)return y=!0,e(!0,X,n);k.isEnabled()&&!n&&k.clearSelection()}x=null!=M;u&&!W&&c();return 0==J.length||null!=M}var g=b.actions.get("findReplace"),k=b.editor.graph,m=null,p=null,x=!1,y=!1,A=null,z=0,L=1,N=document.createElement("div");N.style.userSelect="none";N.style.overflow="hidden";N.style.padding="10px";N.style.height="100%";var K=u?"260px":"200px",t=document.createElement("input");t.setAttribute("placeholder", -mxResources.get("find"));t.setAttribute("type","text");t.style.marginTop="4px";t.style.marginBottom="6px";t.style.width=K;t.style.fontSize="12px";t.style.borderRadius="4px";t.style.padding="6px";N.appendChild(t);mxUtils.br(N);if(u){var q=document.createElement("input");q.setAttribute("placeholder",mxResources.get("replaceWith"));q.setAttribute("type","text");q.style.marginTop="4px";q.style.marginBottom="6px";q.style.width=K;q.style.fontSize="12px";q.style.borderRadius="4px";q.style.padding="6px"; -N.appendChild(q);mxUtils.br(N);mxEvent.addListener(q,"input",c)}var G=document.createElement("input");G.setAttribute("id","geFindWinRegExChck");G.setAttribute("type","checkbox");G.style.marginRight="4px";N.appendChild(G);K=document.createElement("label");K.setAttribute("for","geFindWinRegExChck");N.appendChild(K);mxUtils.write(K,mxResources.get("regularExpression"));N.appendChild(K);K=b.menus.createHelpLink("https://www.diagrams.net/doc/faq/find-shapes");K.style.position="relative";K.style.marginLeft= -"6px";K.style.top="-1px";N.appendChild(K);mxUtils.br(N);var E=document.createElement("input");E.setAttribute("id","geFindWinAllPagesChck");E.setAttribute("type","checkbox");E.style.marginRight="4px";N.appendChild(E);K=document.createElement("label");K.setAttribute("for","geFindWinAllPagesChck");N.appendChild(K);mxUtils.write(K,mxResources.get("allPages"));N.appendChild(K);var F=document.createElement("div");mxUtils.br(N);K=document.createElement("div");K.style.left="0px";K.style.right="0px";K.style.marginTop= -"6px";K.style.padding="0 6px 0 6px";K.style.textAlign="center";N.appendChild(K);var H=mxUtils.button(mxResources.get("reset"),function(){O.innerText="";t.value="";t.style.backgroundColor="";u&&(q.value="",c());m=p=null;y=!1;t.focus()});H.setAttribute("title",mxResources.get("reset"));H.style.float="none";H.style.width="120px";H.style.marginTop="6px";H.style.marginLeft="8px";H.style.overflow="hidden";H.style.textOverflow="ellipsis";H.className="geBtn";u||K.appendChild(H);var C=mxUtils.button(mxResources.get("find"), -function(){try{t.style.backgroundColor=e()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(W){b.handleError(W)}});C.setAttribute("title",mxResources.get("find")+" (Enter)");C.style.float="none";C.style.width="120px";C.style.marginTop="6px";C.style.marginLeft="8px";C.style.overflow="hidden";C.style.textOverflow="ellipsis";C.className="geBtn gePrimaryBtn";K.appendChild(C);var O=document.createElement("div");O.style.marginTop="10px";if(u){var I=function(W,X,n,B,J){if(null==J||"1"!=J.html)return B=W.toLowerCase().indexOf(X, -B),0>B?W:W.substr(0,B)+n+W.substr(B+X.length);var P=W;X=mxUtils.htmlEntities(X);J=[];var M=-1;for(W=W.replace(/<br>/ig,"\n");-1<(M=W.indexOf("<",M+1));)J.push(M);M=W.match(/<[^>]*>/g);W=W.replace(/<[^>]*>/g,"");B=W.toLowerCase().indexOf(X,B);if(0>B)return P;P=B+X.length;n=mxUtils.htmlEntities(n);W=W.substr(0,B)+n+W.substr(P);for(var V=0,T=0;T<J.length;T++){if(J[T]-V<B)W=W.substr(0,J[T])+M[T]+W.substr(J[T]);else{var U=J[T]-V<P?B+V:J[T]+(n.length-X.length);W=W.substr(0,U)+M[T]+W.substr(U)}V+=M[T].length}return W.replace(/\n/g, -"<br>")},S=mxUtils.button(mxResources.get("replFind"),function(){try{if(null!=A&&null!=p&&q.value){var W=p.cell,X=k.getLabel(W);k.isCellEditable(W)&&k.model.setValue(W,I(X,A,q.value,z-A.length,k.getCurrentCellStyle(W)));t.style.backgroundColor=e(!1,!0)?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}}catch(n){b.handleError(n)}});S.setAttribute("title",mxResources.get("replFind"));S.style.float="none";S.style.width="120px";S.style.marginTop="6px";S.style.marginLeft="8px";S.style.overflow="hidden";S.style.textOverflow= -"ellipsis";S.className="geBtn gePrimaryBtn";S.setAttribute("disabled","disabled");K.appendChild(S);mxUtils.br(K);var R=mxUtils.button(mxResources.get("replace"),function(){try{if(null!=A&&null!=p&&q.value){var W=p.cell,X=k.getLabel(W);k.model.setValue(W,I(X,A,q.value,z-A.length,k.getCurrentCellStyle(W)));S.setAttribute("disabled","disabled");R.setAttribute("disabled","disabled")}}catch(n){b.handleError(n)}});R.setAttribute("title",mxResources.get("replace"));R.style.float="none";R.style.width="120px"; -R.style.marginTop="6px";R.style.marginLeft="8px";R.style.overflow="hidden";R.style.textOverflow="ellipsis";R.className="geBtn gePrimaryBtn";R.setAttribute("disabled","disabled");K.appendChild(R);var Q=mxUtils.button(mxResources.get("replaceAll"),function(){O.innerText="";if(q.value){m=null;var W=b.currentPage,X=b.editor.graph.getSelectionCells();b.editor.graph.rendering=!1;k.getModel().beginUpdate();try{for(var n=0,B={};e(!1,!0,!0)&&100>n;){var J=p.cell,P=k.getLabel(J),M=B[J.id];if(M&&M.replAllMrk== -L&&M.replAllPos>=z)break;B[J.id]={replAllMrk:L,replAllPos:z};k.isCellEditable(J)&&(k.model.setValue(J,I(P,A,q.value,z-A.length,k.getCurrentCellStyle(J))),n++)}W!=b.currentPage&&b.editor.graph.model.execute(new SelectPage(b,W));mxUtils.write(O,mxResources.get("matchesRepl",[n]))}catch(V){b.handleError(V)}finally{k.getModel().endUpdate(),b.editor.graph.setSelectionCells(X),b.editor.graph.rendering=!0}L++}});Q.setAttribute("title",mxResources.get("replaceAll"));Q.style.float="none";Q.style.width="120px"; -Q.style.marginTop="6px";Q.style.marginLeft="8px";Q.style.overflow="hidden";Q.style.textOverflow="ellipsis";Q.className="geBtn gePrimaryBtn";Q.setAttribute("disabled","disabled");K.appendChild(Q);mxUtils.br(K);K.appendChild(H);H=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){this.window.setVisible(!1)}));H.setAttribute("title",mxResources.get("close"));H.style.float="none";H.style.width="120px";H.style.marginTop="6px";H.style.marginLeft="8px";H.style.overflow="hidden";H.style.textOverflow= -"ellipsis";H.className="geBtn";K.appendChild(H);mxUtils.br(K);K.appendChild(O)}else H.style.width="90px",C.style.width="90px";mxEvent.addListener(t,"keyup",function(W){if(91==W.keyCode||93==W.keyCode||17==W.keyCode)mxEvent.consume(W);else if(27==W.keyCode)g.funct();else if(m!=t.value.toLowerCase()||13==W.keyCode)try{t.style.backgroundColor=e()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(X){t.style.backgroundColor=Editor.isDarkMode()?"#ff0000":"#ffcfcf"}});mxEvent.addListener(N,"keydown",function(W){70== -W.keyCode&&b.keyHandler.isControlDown(W)&&!mxEvent.isShiftDown(W)&&(g.funct(),mxEvent.consume(W))});this.window=new mxWindow(mxResources.get("find")+(u?"/"+mxResources.get("replace"):""),N,f,l,d,v,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit();this.window.isVisible()?(t.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?t.select(): -document.execCommand("selectAll",!1,null),null!=b.pages&&1<b.pages.length?E.removeAttribute("disabled"):(E.checked=!1,E.setAttribute("disabled","disabled"))):k.container.focus()}));b.installResizeHandler(this,!1)},FreehandWindow=function(b,f,l,d,v,u){var D=b.editor.graph,c=document.createElement("div");c.style.textAlign="center";c.style.userSelect="none";c.style.overflow="hidden";c.style.height="100%";if(u){var e=document.createElement("input");e.setAttribute("id","geFreehandBrush");e.setAttribute("type", -"checkbox");e.style.margin="10px 5px 0px 10px";e.style.float="left";c.appendChild(e);var g=document.createElement("label");g.setAttribute("for","geFreehandBrush");g.style.float="left";g.style.marginTop="10px";c.appendChild(g);mxUtils.write(g,mxResources.get("brush"));c.appendChild(g);mxUtils.br(c);var k=document.createElement("input");k.setAttribute("type","range");k.setAttribute("min","2");k.setAttribute("max","30");k.setAttribute("value",D.freehand.getBrushSize());k.style.width="90%";k.style.visibility= -"hidden";c.appendChild(k);mxUtils.br(c);mxEvent.addListener(e,"change",function(){D.freehand.setPerfectFreehandMode(this.checked);k.style.visibility=this.checked?"visible":"hidden"});mxEvent.addListener(k,"change",function(){D.freehand.setBrushSize(parseInt(this.value))})}var m=mxUtils.button(mxResources.get("startDrawing"),function(){D.freehand.isDrawing()?D.freehand.stopDrawing():D.freehand.startDrawing()});m.setAttribute("title",mxResources.get("startDrawing"));m.style.marginTop=u?"5px":"10px"; -m.style.width="90%";m.style.boxSizing="border-box";m.style.overflow="hidden";m.style.textOverflow="ellipsis";m.style.textAlign="center";m.className="geBtn gePrimaryBtn";c.appendChild(m);this.window=new mxWindow(mxResources.get("freehand"),c,f,l,d,v,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);D.addListener("freehandStateChanged",mxUtils.bind(this,function(){m.innerText="";mxUtils.write(m,mxResources.get(D.freehand.isDrawing()? -"stopDrawing":"startDrawing"));m.setAttribute("title",mxResources.get(D.freehand.isDrawing()?"stopDrawing":"startDrawing"));m.className="geBtn"+(D.freehand.isDrawing()?"":" gePrimaryBtn")}));this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit()}));this.window.addListener("hide",mxUtils.bind(this,function(){D.freehand.isDrawing()&&D.freehand.stopDrawing()}));b.installResizeHandler(this,!1)},TagsWindow=function(b,f,l,d,v){var u=b.editor.graph,D=b.editor.graph.createTagsDialog(mxUtils.bind(this, -function(){return this.window.isVisible()}),null,function(e,g){if(u.isEnabled()){var k=new FilenameDialog(b,"",mxResources.get("add"),function(m){b.hideDialog();if(null!=m&&0<m.length){m=m.split(" ");for(var p=[],x=0;x<m.length;x++){var y=mxUtils.trim(m[x]);""!=y&&0>mxUtils.indexOf(e,y)&&p.push(y)}0<p.length&&(u.isSelectionEmpty()?g(e.concat(p)):u.addTagsForCells(u.getSelectionCells(),p))}},mxResources.get("enterValue")+" ("+mxResources.get("tags")+")");b.showDialog(k.container,300,80,!0,!0);k.init()}}), -c=D.div;this.window=new mxWindow(mxResources.get("tags"),c,f,l,d,v,!0,!0);this.window.minimumSize=new mxRectangle(0,0,212,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){D.refresh();this.window.fit()}));b.installResizeHandler(this,!0)},AuthDialog=function(b,f,l,d){var v=document.createElement("div");v.style.textAlign="center";var u=document.createElement("p");u.style.fontSize= -"16pt";u.style.padding="0px";u.style.margin="0px";u.style.color="gray";mxUtils.write(u,mxResources.get("authorizationRequired"));var D="Unknown",c=document.createElement("img");c.setAttribute("border","0");c.setAttribute("align","absmiddle");c.style.marginRight="10px";f==b.drive?(D=mxResources.get("googleDrive"),c.src=IMAGE_PATH+"/google-drive-logo-white.svg"):f==b.dropbox?(D=mxResources.get("dropbox"),c.src=IMAGE_PATH+"/dropbox-logo-white.svg"):f==b.oneDrive?(D=mxResources.get("oneDrive"),c.src= -IMAGE_PATH+"/onedrive-logo-white.svg"):f==b.gitHub?(D=mxResources.get("github"),c.src=IMAGE_PATH+"/github-logo-white.svg"):f==b.gitLab?(D=mxResources.get("gitlab"),c.src=IMAGE_PATH+"/gitlab-logo.svg",c.style.width="32px"):f==b.trello&&(D=mxResources.get("trello"),c.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizeThisAppIn",[D]));var e=document.createElement("input");e.setAttribute("type","checkbox");D=mxUtils.button(mxResources.get("authorize"), -function(){d(e.checked)});D.insertBefore(c,D.firstChild);D.style.marginTop="6px";D.className="geBigButton";D.style.fontSize="18px";D.style.padding="14px";v.appendChild(u);v.appendChild(b);v.appendChild(D);l&&(l=document.createElement("p"),l.style.marginTop="20px",l.appendChild(e),u=document.createElement("span"),mxUtils.write(u," "+mxResources.get("rememberMe")),l.appendChild(u),v.appendChild(l),e.checked=!0,e.defaultChecked=!0,mxEvent.addListener(u,"click",function(g){e.checked=!e.checked;mxEvent.consume(g)})); -this.container=v},MoreShapesDialog=function(b,f,l){l=null!=l?l:b.sidebar.entries;var d=document.createElement("div"),v=[];if(null!=b.sidebar.customEntries)for(var u=0;u<b.sidebar.customEntries.length;u++){for(var D=b.sidebar.customEntries[u],c={title:b.getResource(D.title),entries:[]},e=0;e<D.entries.length;e++){var g=D.entries[e];c.entries.push({id:g.id,title:b.getResource(g.title),desc:b.getResource(g.desc),image:g.preview})}v.push(c)}for(u=0;u<l.length;u++)if(null==b.sidebar.enabledLibraries)v.push(l[u]); -else{c={title:l[u].title,entries:[]};for(e=0;e<l[u].entries.length;e++)0<=mxUtils.indexOf(b.sidebar.enabledLibraries,l[u].entries[e].id)&&c.entries.push(l[u].entries[e]);0<c.entries.length&&v.push(c)}l=v;if(f){u=mxUtils.bind(this,function(G){for(var E=0;E<G.length;E++)(function(F){var 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F=G.entries[E];x.push(N(t[Math.floor(q/(K/3))],F.title,F.id));q++}})(l[u]);d.appendChild(L); -l=document.createElement("div");l.style.marginTop="18px";l.style.textAlign="center";z=document.createElement("input");isLocalStorage&&(z.setAttribute("type","checkbox"),z.checked=!0,z.defaultChecked=!0,l.appendChild(z),u=document.createElement("span"),mxUtils.write(u," "+mxResources.get("rememberThisSetting")),l.appendChild(u),mxEvent.addListener(u,"click",function(G){z.checked=!z.checked;mxEvent.consume(G)}));d.appendChild(l);u=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()}); -u.className="geBtn";e=mxUtils.button(mxResources.get("apply"),function(){for(var G=["search"],E=0;E<x.length;E++){var F=x[E].apply(this,arguments);null!=F&&G.push(F)}b.sidebar.showEntries(0<G.length?G.join(";"):"",z.checked);b.hideDialog()});e.className="geBtn gePrimaryBtn";l=document.createElement("div");l.style.marginTop="26px";l.style.textAlign="right"}b.editor.cancelFirst?(l.appendChild(u),l.appendChild(e)):(l.appendChild(e),l.appendChild(u));d.appendChild(l);this.container=d},PluginsDialog=function(b, -f,l,d){function v(){e=!0;if(0==c.length)D.innerHTML=mxUtils.htmlEntities(mxResources.get("noPlugins"));else{D.innerText="";for(var y=0;y<c.length;y++){var A=document.createElement("span");A.style.whiteSpace="nowrap";var z=document.createElement("span");z.className="geSprite geSprite-delete";z.style.position="relative";z.style.cursor="pointer";z.style.top="5px";z.style.marginRight="4px";z.style.display="inline-block";A.appendChild(z);mxUtils.write(A,c[y]);D.appendChild(A);mxUtils.br(D);mxEvent.addListener(z, -"click",function(L){return function(){b.confirm(mxResources.get("delete")+' "'+c[L]+'"?',function(){null!=l&&l(c[L]);c.splice(L,1);v()})}}(y))}}}var u=document.createElement("div"),D=document.createElement("div");D.style.height="180px";D.style.overflow="auto";var c=mxSettings.getPlugins().slice(),e=!1;u.appendChild(D);v();e=!1;var g=mxUtils.button(mxResources.get("add"),null!=f?function(){f(function(y){y&&0>mxUtils.indexOf(c,y)&&c.push(y);v()})}:function(){var y=document.createElement("div"),A=document.createElement("span"); -A.style.marginTop="6px";mxUtils.write(A,mxResources.get("builtinPlugins")+": ");y.appendChild(A);var z=document.createElement("select");z.style.width="150px";for(A=0;A<App.publicPlugin.length;A++){var L=document.createElement("option");mxUtils.write(L,App.publicPlugin[A]);L.value=App.publicPlugin[A];z.appendChild(L)}y.appendChild(z);mxUtils.br(y);mxUtils.br(y);A=mxUtils.button(mxResources.get("custom")+"...",function(){var N=new FilenameDialog(b,"",mxResources.get("add"),function(K){b.hideDialog(); -if(null!=K&&0<K.length){K=K.split(";");for(var t=0;t<K.length;t++){var q=K[t],G=App.pluginRegistry[q];null!=G&&(q=G);0<q.length&&0>mxUtils.indexOf(c,q)&&c.push(q)}v()}},mxResources.get("enterValue")+" ("+mxResources.get("url")+")");b.showDialog(N.container,300,80,!0,!0);N.init()});A.className="geBtn";y=new CustomDialog(b,y,mxUtils.bind(this,function(){var N=App.pluginRegistry[z.value];0>mxUtils.indexOf(c,N)&&(c.push(N),v())}),null,null,null,A);b.showDialog(y.container,300,100,!0,!0)});g.className= -"geBtn";var k=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});k.className="geBtn";var m=mxUtils.button(d?mxResources.get("close"):mxResources.get("apply"),function(){e?(mxSettings.setPlugins(c),mxSettings.save(),b.hideDialog(),b.alert(mxResources.get("restartForChangeRequired"))):b.hideDialog()});m.className="geBtn gePrimaryBtn";var p=document.createElement("div");p.style.marginTop="14px";p.style.textAlign="right";var x=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/plugins")}); 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D=document.createElement("div"), -c=document.createElement("div");c.style.height="300px";c.style.width="300px";c.style.display="inline-flex";c.style.justifyContent="center";c.style.alignItems="center";c.style.position="absolute";var e=document.createElement("img");e.onload=function(){function G(){k.model.setStyle(x,y+v())}k=new Graph(g);k.autoExtend=!1;k.autoScroll=!1;k.setGridEnabled(!1);k.setEnabled(!0);k.setPanning(!1);k.setConnectable(!1);k.getRubberband().setEnabled(!1);k.graphHandler.allowLivePreview=!1;var E=k.createVertexHandler; -k.createVertexHandler=function(){var P=E.apply(this,arguments);P.livePreview=!1;return P};if(null!=l)try{if("inset"==l.substring(0,5)){var F=x.geometry,H=e.width,C=e.height,O=(300-H)/2,I=(300-C)/2,S=l.match(/\(([^)]+)\)/)[1].split(/[ 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J=k.getSelectionModel().changeSelection;k.getSelectionModel().changeSelection=function(){J.call(this,[x],[x])}};e.onerror=function(){e.onload=null;e.src=Editor.errorImage};e.setAttribute("src",f);e.style.maxWidth="300px";e.style.maxHeight="300px";c.appendChild(e);D.appendChild(c);var g=document.createElement("div");g.style.width="300px";g.style.height="300px";g.style.overflow="hidden";g.style.backgroundColor="#fff9";D.appendChild(g); -var k=null,m=new mxGeometry(100,100,100,100),p=5,x=new mxCell("",m.clone(),""),y="shape=image;fillColor=none;rotatable=0;cloneable=0;deletable=0;image="+f.replace(";base64","")+";clipPath=",A=document.createElement("input");A.setAttribute("type","radio");A.setAttribute("id","croppingRect");A.setAttribute("name","croppingShape");A.setAttribute("checked","checked");A.style.margin="5px";D.appendChild(A);f=document.createElement("label");f.setAttribute("for","croppingRect");mxUtils.write(f,mxResources.get("rectangle")); -D.appendChild(f);var z=document.createElement("input");z.setAttribute("type","radio");z.setAttribute("id","croppingRounded");z.setAttribute("name","croppingShape");z.style.margin="5px";D.appendChild(z);f=document.createElement("label");f.setAttribute("for","croppingRounded");mxUtils.write(f,mxResources.get("rounded"));D.appendChild(f);var L=document.createElement("input");L.setAttribute("type","radio");L.setAttribute("id","croppingEllipse");L.setAttribute("name","croppingShape");L.style.margin="5px"; -D.appendChild(L);f=document.createElement("label");f.setAttribute("for","croppingEllipse");mxUtils.write(f,mxResources.get("ellipse"));D.appendChild(f);mxEvent.addListener(A,"change",u);mxEvent.addListener(z,"change",u);mxEvent.addListener(L,"change",u);var N=document.createElement("div");N.style.textAlign="center";N.style.visibility="hidden";var K=document.createElement("input");K.setAttribute("type","range");K.setAttribute("min","1");K.setAttribute("max","49");K.setAttribute("value",p);K.setAttribute("title", -mxResources.get("arcSize"));N.appendChild(K);D.appendChild(N);mxEvent.addListener(K,"change",function(){p=this.value;u(!0)});f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});f.className="geBtn";c=mxUtils.button(mxResources.get("apply"),function(){d(v(),x.geometry.width,x.geometry.height);b.hideDialog()});c.className="geBtn gePrimaryBtn";var t=mxUtils.button(mxResources.get("reset"),function(){d(null,e.width,e.height);b.hideDialog()});t.className="geBtn";var q=document.createElement("div"); -q.style.marginTop="10px";q.style.textAlign="right";b.editor.cancelFirst?(q.appendChild(f),q.appendChild(t),q.appendChild(c)):(q.appendChild(t),q.appendChild(c),q.appendChild(f));D.appendChild(q);this.container=D},EditGeometryDialog=function(b,f){var l=b.editor.graph,d=1==f.length?l.getCellGeometry(f[0]):null,v=document.createElement("div"),u=document.createElement("table"),D=document.createElement("tbody"),c=document.createElement("tr"),e=document.createElement("td"),g=document.createElement("td"); -u.style.paddingLeft="6px";mxUtils.write(e,mxResources.get("relative")+":");var k=document.createElement("input");k.setAttribute("type","checkbox");null!=d&&d.relative&&(k.setAttribute("checked","checked"),k.defaultChecked=!0);this.init=function(){k.focus()};g.appendChild(k);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");g=document.createElement("td");mxUtils.write(e,mxResources.get("left")+":");var m=document.createElement("input"); -m.setAttribute("type","text");m.style.width="100px";m.value=null!=d?d.x:"";g.appendChild(m);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");g=document.createElement("td");mxUtils.write(e,mxResources.get("top")+":");var p=document.createElement("input");p.setAttribute("type","text");p.style.width="100px";p.value=null!=d?d.y:"";g.appendChild(p);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td"); -g=document.createElement("td");mxUtils.write(e,mxResources.get("dx")+":");var x=document.createElement("input");x.setAttribute("type","text");x.style.width="100px";x.value=null!=d&&null!=d.offset?d.offset.x:"";g.appendChild(x);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");g=document.createElement("td");mxUtils.write(e,mxResources.get("dy")+":");var y=document.createElement("input");y.setAttribute("type","text");y.style.width="100px"; -y.value=null!=d&&null!=d.offset?d.offset.y:"";g.appendChild(y);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");g=document.createElement("td");mxUtils.write(e,mxResources.get("width")+":");var A=document.createElement("input");A.setAttribute("type","text");A.style.width="100px";A.value=null!=d?d.width:"";g.appendChild(A);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");g= -document.createElement("td");mxUtils.write(e,mxResources.get("height")+":");var z=document.createElement("input");z.setAttribute("type","text");z.style.width="100px";z.value=null!=d?d.height:"";g.appendChild(z);c.appendChild(e);c.appendChild(g);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");g=document.createElement("td");mxUtils.write(e,mxResources.get("rotation")+":");var L=document.createElement("input");L.setAttribute("type","text");L.style.width="100px";L.value= -1==f.length?mxUtils.getValue(l.getCellStyle(f[0]),mxConstants.STYLE_ROTATION,0):"";g.appendChild(L);c.appendChild(e);c.appendChild(g);D.appendChild(c);u.appendChild(D);v.appendChild(u);d=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});d.className="geBtn";var N=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();l.getModel().beginUpdate();try{for(var K=0;K<f.length;K++){var t=l.getCellGeometry(f[K]);null!=t&&(t=t.clone(),l.isCellMovable(f[K])&&(t.relative=k.checked, -0<mxUtils.trim(m.value).length&&(t.x=Number(m.value)),0<mxUtils.trim(p.value).length&&(t.y=Number(p.value)),0<mxUtils.trim(x.value).length&&(null==t.offset&&(t.offset=new mxPoint),t.offset.x=Number(x.value)),0<mxUtils.trim(y.value).length&&(null==t.offset&&(t.offset=new 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function(F,H,C,O,I,S,R,Q,W){null!=W&&(/(\.v(dx|sdx?))($|\?)/i.test(W.name)||/(\.vs(x|sx?))($|\?)/i.test(W.name))?b.importVisio(W,mxUtils.bind(this,function(X){c(X,H,C,O,I,S,R,"fixed",mxEvent.isAltDown(E)? -null:R.substring(0,R.lastIndexOf(".")).replace(/_/g," "))})):null!=W&&(new XMLHttpRequest).upload&&b.isRemoteFileFormat(F,W.name)?b.isExternalDataComms()?b.parseFile(W,mxUtils.bind(this,function(X){4==X.readyState&&(b.spinner.stop(),200<=X.status&&299>=X.status&&(c(X.responseText,H,C,O,I,S,R,"fixed",mxEvent.isAltDown(E)?null:R.substring(0,R.lastIndexOf(".")).replace(/_/g," ")),x.scrollTop=x.scrollHeight))})):(b.spinner.stop(),b.showError(mxResources.get("error"),mxResources.get("notInOffline"))): -(c(F,H,C,O,I,S,R,"fixed",mxEvent.isAltDown(E)?null:R.substring(0,R.lastIndexOf(".")).replace(/_/g," 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C=E.indexOf(",");0<C&&(E=E.substring(0,C)+";base64,"+E.substring(C+1))}c(E,null,0,0,F,H);x.scrollTop=x.scrollHeight}})});m.setAttribute("id","btnAddImageUrl");m.className="geBtn";d.appendChild(m);this.saveBtnClickHandler=function(E,F,H,C){b.saveLibrary(E,F,H,C)};m=mxUtils.button(mxResources.get("save"), -mxUtils.bind(this,function(){null!=N&&(N(),N=null);this.saveBtnClickHandler(p.value,k,v,u)}));m.setAttribute("id","btnSave");m.className="geBtn gePrimaryBtn";d.appendChild(m);b.editor.cancelFirst||d.appendChild(f);l.appendChild(d);this.container=l},EditShapeDialog=function(b,f,l,d,v){d=null!=d?d:300;v=null!=v?v:120;var u=document.createElement("table"),D=document.createElement("tbody");u.style.cellPadding="4px";var c=document.createElement("tr");var e=document.createElement("td");e.setAttribute("colspan", -"2");e.style.fontSize="10pt";mxUtils.write(e,l);c.appendChild(e);D.appendChild(c);c=document.createElement("tr");e=document.createElement("td");var g=document.createElement("textarea");g.style.outline="none";g.style.resize="none";g.style.width=d-200+"px";g.style.height=v+"px";this.textarea=g;this.init=function(){g.focus();g.scrollTop=0};e.appendChild(g);c.appendChild(e);e=document.createElement("td");l=document.createElement("div");l.style.position="relative";l.style.border="1px solid gray";l.style.top= -"6px";l.style.width="200px";l.style.height=v+4+"px";l.style.overflow="hidden";l.style.marginBottom="16px";mxEvent.disableContextMenu(l);e.appendChild(l);var k=new Graph(l);k.setEnabled(!1);var m=b.editor.graph.cloneCell(f);k.addCells([m]);l=k.view.getState(m);var p="";null!=l.shape&&null!=l.shape.stencil&&(p=mxUtils.getPrettyXml(l.shape.stencil.desc));mxUtils.write(g,p||"");l=k.getGraphBounds();v=Math.min(160/l.width,(v-40)/l.height);k.view.scaleAndTranslate(v,20/v-l.x,20/v-l.y);c.appendChild(e); 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p=document.createElement("div");p.style.marginTop="30px";p.style.textAlign="center";null!=D&&p.appendChild(D);b.isOffline()||null==u||(f=mxUtils.button(mxResources.get("help"),function(){b.openLink(u)}),f.className="geBtn",p.appendChild(f));e=mxUtils.button(e||mxResources.get("cancel"),function(){b.hideDialog();null!=d&&d()});e.className="geBtn";c&&(e.style.display="none");b.editor.cancelFirst&&p.appendChild(e);v=mxUtils.button(v|| -mxResources.get("ok"),mxUtils.bind(this,function(){g||b.hideDialog(null,null,this.container);if(null!=l){var x=l();if("string"===typeof x){b.showError(mxResources.get("error"),x);return}}g&&b.hideDialog(null,null,this.container)}));p.appendChild(v);v.className="geBtn gePrimaryBtn";b.editor.cancelFirst||p.appendChild(e);if(null!=k)for(c=0;c<k.length;c++)(function(x,y,A){x=mxUtils.button(x,function(z){y(z)});null!=A&&x.setAttribute("title",A);x.className="geBtn";p.appendChild(x)})(k[c][0],k[c][1],k[c][2]); 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B=document.createElement("input");B.style.cssText="margin-right:8px;margin-bottom:8px;";B.setAttribute("value","url");B.setAttribute("type","radio");B.setAttribute("name","geBackgroundImageDialogOption");var D=document.createElement("input"); +D.style.cssText="margin-right:8px;margin-bottom:8px;";D.setAttribute("value","url");D.setAttribute("type","radio");D.setAttribute("name","geBackgroundImageDialogOption");var K=document.createElement("input");K.setAttribute("type","text");K.style.marginBottom="8px";K.style.width="360px";K.value=x||null==k?"":k.src;var c=document.createElement("select");c.style.width="360px";if(null!=b.pages)for(var e=0;e<b.pages.length;e++){var g=document.createElement("option");mxUtils.write(g,b.pages[e].getName()|| 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N=d.parentNode,t=null;mxEvent.addListener(N, +"dragleave",function(m){null!=t&&(t.parentNode.removeChild(t),t=null);m.stopPropagation();m.preventDefault()});mxEvent.addListener(N,"dragover",mxUtils.bind(this,function(m){null==t&&(!mxClient.IS_IE||10<document.documentMode)&&(t=b.highlightElement(N));m.stopPropagation();m.preventDefault()}));mxEvent.addListener(N,"drop",mxUtils.bind(this,function(m){null!=t&&(t.parentNode.removeChild(t),t=null);if(0<m.dataTransfer.files.length)C(m.dataTransfer.files);else if(0<=mxUtils.indexOf(m.dataTransfer.types, +"text/uri-list")){var F=m.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(F)&&(K.value=decodeURIComponent(F),z())}m.stopPropagation();m.preventDefault()}),!1)}};d.appendChild(B);d.appendChild(K);mxUtils.br(d);e=document.createElement("span");e.style.marginLeft="30px";mxUtils.write(e,mxResources.get("width")+":");d.appendChild(e);var u=document.createElement("input");u.setAttribute("type","text");u.style.width="60px";u.style.marginLeft="8px";u.style.marginRight="16px"; +u.value=null==k||x?"":k.width;d.appendChild(u);mxUtils.write(d,mxResources.get("height")+":");var y=document.createElement("input");y.setAttribute("type","text");y.style.width="60px";y.style.marginLeft="8px";y.style.marginRight="16px";y.value=null==k||x?"":k.height;d.appendChild(y);mxUtils.br(d);mxUtils.br(d);mxEvent.addListener(K,"change",z);ImageDialog.filePicked=function(N){N.action==google.picker.Action.PICKED&&null!=N.docs[0].thumbnails&&(N=N.docs[0].thumbnails[N.docs[0].thumbnails.length-1], 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I=document.createElement("input");I.setAttribute("multiple","multiple");I.setAttribute("type", +"file");mxEvent.addListener(I,"change",function(N){null!=I.files&&(C(I.files),I.type="",I.type="file",I.value="")});I.style.display="none";d.appendChild(I);e=mxUtils.button(mxResources.get("open"),function(){I.click()});e.className="geBtn";k.appendChild(e)}applyBtn=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();z(null,function(N){f(""!=N&&null!=N?new mxImage(N,u.value,y.value):null,null==N)})});mxEvent.addGestureListeners(applyBtn,function(){p=!0});applyBtn.className="geBtn gePrimaryBtn"; +k.appendChild(applyBtn);b.editor.cancelFirst||k.appendChild(v);d.appendChild(k);this.container=d},ParseDialog=function(b,f,k){function d(n,p,z){var C=n.split("\n");if("plantUmlPng"==p||"plantUmlSvg"==p||"plantUmlTxt"==p){if(b.spinner.spin(document.body,mxResources.get("inserting"))){var u=function(T,W,U,V,l){x=mxEvent.isAltDown(z)?x:y.getCenterInsertPoint(new mxRectangle(0,0,V,l));var A=null;y.getModel().beginUpdate();try{A="txt"==W?b.insertAsPreText(U,x.x,x.y):y.insertVertex(null,null,null,x.x,x.y, +V,l,"shape=image;noLabel=1;verticalAlign=top;aspect=fixed;imageAspect=0;image="+b.convertDataUri(U)+";"),y.setAttributeForCell(A,"plantUmlData",JSON.stringify({data:T,format:W},null,2))}finally{y.getModel().endUpdate()}null!=A&&(y.setSelectionCell(A),y.scrollCellToVisible(A))},y=b.editor.graph,I="plantUmlTxt"==p?"txt":"plantUmlPng"==p?"png":"svg";"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml"== +n&&"svg"==I?window.setTimeout(function(){b.spinner.stop();u(n,I,"data:image/svg+xml;base64,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", +295,212)},200):b.generatePlantUmlImage(n,I,function(T,W,U){b.spinner.stop();u(n,I,T,W,U)},function(T){b.handleError(T)})}}else if("mermaid"==p)b.spinner.spin(document.body,mxResources.get("inserting"))&&(y=b.editor.graph,b.generateMermaidImage(n,I,function(T,W,U){x=mxEvent.isAltDown(z)?x:y.getCenterInsertPoint(new mxRectangle(0,0,W,U));b.spinner.stop();var V=null;y.getModel().beginUpdate();try{V=y.insertVertex(null,null,null,x.x,x.y,W,U,"shape=image;noLabel=1;verticalAlign=top;imageAspect=1;image="+ +T+";"),y.setAttributeForCell(V,"mermaidData",JSON.stringify({data:n,config:EditorUi.defaultMermaidConfig},null,2))}finally{y.getModel().endUpdate()}null!=V&&(y.setSelectionCell(V),y.scrollCellToVisible(V))},function(T){b.handleError(T)}));else if("table"==p){p=null;for(var N=[],t=0,m={},F=0;F<C.length;F++){var J=mxUtils.trim(C[F]);if("primary key"==J.substring(0,11).toLowerCase()){var M=J.match(/\((.+)\)/);M&&M[1]&&(m[M[1]]=!0);C.splice(F,1)}else 0<J.toLowerCase().indexOf("primary key")&&(m[J.split(" ")[0]]= +!0,C[F]=mxUtils.trim(J.replace(/primary key/i,"")))}for(F=0;F<C.length;F++)if(J=mxUtils.trim(C[F]),"create table"==J.substring(0,12).toLowerCase())J=mxUtils.trim(J.substring(12)),"("==J.charAt(J.length-1)&&(J=mxUtils.trim(J.substring(0,J.length-1))),p=new mxCell(J,new mxGeometry(t,0,160,40),"shape=table;startSize=30;container=1;collapsible=1;childLayout=tableLayout;fixedRows=1;rowLines=0;fontStyle=1;align=center;resizeLast=1;"),p.vertex=!0,N.push(p),J=b.editor.graph.getPreferredSizeForCell(H),null!= +J&&(p.geometry.width=J.width+10);else if(null!=p&&")"==J.charAt(0))t+=p.geometry.width+40,p=null;else if("("!=J&&null!=p){J=J.substring(0,","==J.charAt(J.length-1)?J.length-1:J.length);M=m[J.split(" ")[0]];var H=new mxCell("",new mxGeometry(0,0,160,30),"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;fillColor=none;collapsible=0;dropTarget=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;top=0;left=0;right=0;bottom="+(M?"1":"0")+";");H.vertex=!0;var G=new mxCell(M?"PK":"", +new mxGeometry(0,0,30,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;top=0;left=0;bottom=0;right=0;"+(M?"fontStyle=1;":""));G.vertex=!0;H.insert(G);J=new mxCell(J,new mxGeometry(30,0,130,30),"shape=partialRectangle;overflow=hidden;connectable=0;fillColor=none;align=left;top=0;left=0;bottom=0;right=0;spacingLeft=6;"+(M?"fontStyle=5;":""));J.vertex=!0;H.insert(J);J=b.editor.graph.getPreferredSizeForCell(J);null!=J&&p.geometry.width<J.width+30&&(p.geometry.width=Math.min(320, +Math.max(p.geometry.width,J.width+30)));p.insert(H,M?0:null);p.geometry.height+=30}0<N.length&&(y=b.editor.graph,x=mxEvent.isAltDown(z)?x:y.getCenterInsertPoint(y.getBoundingBoxFromGeometry(N,!0)),y.setSelectionCells(y.importCells(N,x.x,x.y)),y.scrollCellToVisible(y.getSelectionCell()))}else if("list"==p){if(0<C.length){y=b.editor.graph;H=null;N=[];for(F=p=0;F<C.length;F++)";"!=C[F].charAt(0)&&(0==C[F].length?H=null:null==H?(H=new mxCell(C[F],new mxGeometry(p,0,160,30),"swimlane;fontStyle=1;childLayout=stackLayout;horizontal=1;startSize=26;horizontalStack=0;resizeParent=1;resizeParentMax=0;resizeLast=0;collapsible=1;marginBottom=0;"), +H.vertex=!0,N.push(H),J=y.getPreferredSizeForCell(H),null!=J&&H.geometry.width<J.width+10&&(H.geometry.width=J.width+10),p+=H.geometry.width+40):"--"==C[F]?(J=new mxCell("",new mxGeometry(0,0,40,8),"line;strokeWidth=1;fillColor=none;align=left;verticalAlign=middle;spacingTop=-1;spacingLeft=3;spacingRight=3;rotatable=0;labelPosition=right;points=[];portConstraint=eastwest;"),J.vertex=!0,H.geometry.height+=J.geometry.height,H.insert(J)):0<C[F].length&&(t=new mxCell(C[F],new mxGeometry(0,0,60,26),"text;strokeColor=none;fillColor=none;align=left;verticalAlign=top;spacingLeft=4;spacingRight=4;overflow=hidden;rotatable=0;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;"), +t.vertex=!0,J=y.getPreferredSizeForCell(t),null!=J&&t.geometry.width<J.width&&(t.geometry.width=J.width),H.geometry.width=Math.max(H.geometry.width,t.geometry.width),H.geometry.height+=t.geometry.height,H.insert(t)));if(0<N.length){x=mxEvent.isAltDown(z)?x:y.getCenterInsertPoint(y.getBoundingBoxFromGeometry(N,!0));y.getModel().beginUpdate();try{N=y.importCells(N,x.x,x.y);J=[];for(F=0;F<N.length;F++)J.push(N[F]),J=J.concat(N[F].children);y.fireEvent(new mxEventObject("cellsInserted","cells",J))}finally{y.getModel().endUpdate()}y.setSelectionCells(N); +y.scrollCellToVisible(y.getSelectionCell())}}}else{H=function(T){var W=E[T];null==W&&(W=new mxCell(T,new mxGeometry(0,0,80,30),"whiteSpace=wrap;html=1;"),W.vertex=!0,E[T]=W,N.push(W));return W};var E={};N=[];for(F=0;F<C.length;F++)if(";"!=C[F].charAt(0)){var P=C[F].split("->");2<=P.length&&(M=H(P[0]),G=H(P[P.length-1]),P=new mxCell(2<P.length?P[1]:"",new mxGeometry),P.edge=!0,M.insertEdge(P,!0),G.insertEdge(P,!1),N.push(P))}if(0<N.length){C=document.createElement("div");C.style.visibility="hidden"; +document.body.appendChild(C);y=new Graph(C);y.getModel().beginUpdate();try{N=y.importCells(N);for(F=0;F<N.length;F++)y.getModel().isVertex(N[F])&&(J=y.getPreferredSizeForCell(N[F]),N[F].geometry.width=Math.max(N[F].geometry.width,J.width),N[F].geometry.height=Math.max(N[F].geometry.height,J.height));F=!0;"horizontalFlow"==p||"verticalFlow"==p?((new mxHierarchicalLayout(y,"horizontalFlow"==p?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH)).execute(y.getDefaultParent(),N),F=!1):"circle"==p? +(new mxCircleLayout(y)).execute(y.getDefaultParent()):(t=new mxFastOrganicLayout(y),t.disableEdgeStyle=!1,t.forceConstant=180,t.execute(y.getDefaultParent()));F&&(m=new mxParallelEdgeLayout(y),m.spacing=30,m.execute(y.getDefaultParent()))}finally{y.getModel().endUpdate()}y.clearCellOverlays();J=[];b.editor.graph.getModel().beginUpdate();try{N=y.getModel().getChildren(y.getDefaultParent()),x=mxEvent.isAltDown(z)?x:b.editor.graph.getCenterInsertPoint(y.getBoundingBoxFromGeometry(N,!0)),J=b.editor.graph.importCells(N, +x.x,x.y),b.editor.graph.fireEvent(new mxEventObject("cellsInserted","cells",J))}finally{b.editor.graph.getModel().endUpdate()}b.editor.graph.setSelectionCells(J);b.editor.graph.scrollCellToVisible(b.editor.graph.getSelectionCell());y.destroy();C.parentNode.removeChild(C)}}}function v(){return"list"==D.value?"Person\n-name: String\n-birthDate: Date\n--\n+getName(): String\n+setName(String): void\n+isBirthday(): boolean\n\nAddress\n-street: String\n-city: String\n-state: String":"mermaid"==D.value? +"graph TD;\n A--\x3eB;\n A--\x3eC;\n B--\x3eD;\n C--\x3eD;":"table"==D.value?"CREATE TABLE Suppliers\n(\nsupplier_id int NOT NULL PRIMARY KEY,\nsupplier_name char(50) NOT NULL,\ncontact_name char(50),\n);\nCREATE TABLE Customers\n(\ncustomer_id int NOT NULL PRIMARY KEY,\ncustomer_name char(50) NOT NULL,\naddress char(50),\ncity char(50),\nstate char(25),\nzip_code char(10)\n);\n":"plantUmlPng"==D.value?"@startuml\nskinparam backgroundcolor transparent\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml": +"plantUmlSvg"==D.value||"plantUmlTxt"==D.value?"@startuml\nskinparam shadowing false\nAlice -> Bob: Authentication Request\nBob --\x3e Alice: Authentication Response\n\nAlice -> Bob: Another authentication Request\nAlice <-- Bob: Another authentication Response\n@enduml":";Example:\na->b\nb->edge label->c\nc->a\n"}var x=b.editor.graph.getFreeInsertPoint();f=document.createElement("div");f.style.textAlign="right";var B=document.createElement("textarea");B.style.boxSizing="border-box";B.style.resize= +"none";B.style.width="100%";B.style.height="354px";B.style.marginBottom="16px";var D=document.createElement("select");if("formatSql"==k||"mermaid"==k)D.style.display="none";var K=document.createElement("option");K.setAttribute("value","list");mxUtils.write(K,mxResources.get("list"));"plantUml"!=k&&D.appendChild(K);null!=k&&"fromText"!=k||K.setAttribute("selected","selected");K=document.createElement("option");K.setAttribute("value","table");mxUtils.write(K,mxResources.get("formatSql"));"formatSql"== +k&&(D.appendChild(K),K.setAttribute("selected","selected"));K=document.createElement("option");K.setAttribute("value","mermaid");mxUtils.write(K,mxResources.get("formatSql"));"mermaid"==k&&(D.appendChild(K),K.setAttribute("selected","selected"));K=document.createElement("option");K.setAttribute("value","diagram");mxUtils.write(K,mxResources.get("diagram"));var c=document.createElement("option");c.setAttribute("value","circle");mxUtils.write(c,mxResources.get("circle"));var e=document.createElement("option"); +e.setAttribute("value","horizontalFlow");mxUtils.write(e,mxResources.get("horizontalFlow"));var g=document.createElement("option");g.setAttribute("value","verticalFlow");mxUtils.write(g,mxResources.get("verticalFlow"));"plantUml"!=k&&(D.appendChild(K),D.appendChild(c),D.appendChild(e),D.appendChild(g));K=document.createElement("option");K.setAttribute("value","plantUmlSvg");mxUtils.write(K,mxResources.get("plantUml")+" 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n=v();if(0==B.value.length||B.value==q)q=n,B.value=q});b.isOffline()||"mermaid"!=k&&"plantUml"!=k||(K=mxUtils.button(mxResources.get("help"), +function(){b.openLink("mermaid"==k?"https://mermaid-js.github.io/mermaid/#/":"https://plantuml.com/")}),K.className="geBtn",f.appendChild(K));K=mxUtils.button(mxResources.get("close"),function(){B.value==q?b.hideDialog():b.confirm(mxResources.get("areYouSure"),function(){b.hideDialog()})});K.className="geBtn";b.editor.cancelFirst&&f.appendChild(K);c=mxUtils.button(mxResources.get("insert"),function(n){b.hideDialog();d(B.value,D.value,n)});f.appendChild(c);c.className="geBtn gePrimaryBtn";b.editor.cancelFirst|| +f.appendChild(K);this.container=f},NewDialog=function(b,f,k,d,v,x,B,D,K,c,e,g,q,n,p,z,C,u){function y(ja){null!=ja&&(Da=Ea=ja?135:140);ja=!0;if(null!=Ba)for(;E<Ba.length&&(ja||0!=mxUtils.mod(E,30));){var xa=Ba[E++];xa=t(xa.url,xa.libs,xa.title,xa.tooltip?xa.tooltip:xa.title,xa.select,xa.imgUrl,xa.info,xa.onClick,xa.preview,xa.noImg,xa.clibs);ja&&xa.click();ja=!1}}function I(){if(aa&&null!=n)k||b.hideDialog(),n(aa,Z,G.value);else if(d)k||b.hideDialog(),d(S,G.value,Y,O);else{var ja=G.value;null!=ja&& +0<ja.length&&b.pickFolder(b.mode,function(xa){b.createFile(ja,S,null!=O&&0<O.length?O:null,null,function(){b.hideDialog()},null,xa,null,null!=R&&0<R.length?R:null)},b.mode!=App.MODE_GOOGLE||null==b.stateArg||null==b.stateArg.folderId)}}function N(ja,xa,sa,da,ba,na,ea){null!=X&&(X.style.backgroundColor="transparent",X.style.border="1px solid transparent");T.removeAttribute("disabled");S=xa;O=sa;R=na;X=ja;aa=da;Y=ea;Z=ba;X.style.backgroundColor=D;X.style.border=K}function t(ja,xa,sa,da,ba,na,ea,ha, +oa,ma,va){function Ca(Ka,Ta){null==Ha?(Ma=Ka,Ma=/^https?:\/\//.test(Ma)&&!b.editor.isCorsEnabledForUrl(Ma)?PROXY_URL+"?url="+encodeURIComponent(Ma):TEMPLATE_PATH+"/"+Ma,mxUtils.get(Ma,mxUtils.bind(this,function(Va){200<=Va.getStatus()&&299>=Va.getStatus()&&(Ha=Va.getText());Ta(Ha,Ma)}))):Ta(Ha,Ma)}function ya(Ka,Ta,Va){if(null!=Ka&&mxUtils.isAncestorNode(document.body,pa)){Ka=mxUtils.parseXml(Ka);Ka=Editor.parseDiagramNode(Ka.documentElement);var Wa=new mxCodec(Ka.ownerDocument),$a=new mxGraphModel; +Wa.decode(Ka,$a);Ka=$a.root.getChildAt(0).children;b.sidebar.createTooltip(pa,Ka,Math.min((window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth)-80,1E3),Math.min((window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight)-80,800),null!=sa?mxResources.get(sa,null,sa):null,!0,new mxPoint(Ta,Va),!0,function(){Ua=null!=b.sidebar.tooltip&&"none"!=b.sidebar.tooltip.style.display;N(pa,null,null,ja,ea,va)},!0,!1)}}function ta(Ka,Ta){null==ja||Ra|| 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Ra=!1,Ja=null;if(null!=na){pa.style.display="inline-flex";pa.style.justifyContent="center"; +pa.style.alignItems="center";ba=document.createElement("img");ba.setAttribute("src",na);ba.setAttribute("alt",da);ba.style.maxWidth=Da+"px";ba.style.maxHeight=Ea+"px";Ja=ba;var Pa=na.replace(".drawio.xml","").replace(".drawio","").replace(".xml","");pa.appendChild(ba);ba.onerror=function(){this.src!=Pa?this.src=Pa:(this.src=Editor.errorImage,this.onerror=null)};mxEvent.addGestureListeners(pa,mxUtils.bind(this,function(Ka){N(pa,null,null,ja,ea,va)}),null,null);mxEvent.addListener(pa,"dblclick",function(Ka){I(); +mxEvent.consume(Ka)})}else if(!ma&&null!=ja&&0<ja.length){var Qa=function(Ka){T.setAttribute("disabled","disabled");pa.style.backgroundColor="transparent";pa.style.border="1px solid 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8px",Na.style.userSelect="none",Na.style.borderRadius="3px",Na.style.background="#ffffff",Na.style.overflow="hidden",Na.style.textOverflow="ellipsis",Na.style.maxWidth= +Da-34+"px",mxUtils.write(Na,mxResources.get(sa,null,sa)),ma.appendChild(Na),oa.appendChild(ma),na.appendChild(oa),da.appendChild(na),pa.appendChild(da),ba&&N(pa),mxEvent.addGestureListeners(pa,mxUtils.bind(this,function(Ka){N(pa,null,null,ja,ea)}),null,null),null!=ha?mxEvent.addListener(pa,"click",ha):(mxEvent.addListener(pa,"click",function(Ka){N(pa,null,null,ja,ea)}),mxEvent.addListener(pa,"dblclick",function(Ka){I();mxEvent.consume(Ka)}));if(null!=ja){var Sa=document.createElement("img");Sa.setAttribute("src", +Sidebar.prototype.searchImage);Sa.setAttribute("title",mxResources.get("preview"));Sa.className="geActiveButton";Sa.style.position="absolute";Sa.style.cursor="default";Sa.style.padding="8px";Sa.style.right="0px";Sa.style.top="0px";pa.appendChild(Sa);var Ua=!1;mxEvent.addGestureListeners(Sa,mxUtils.bind(this,function(Ka){Ua=b.sidebar.currentElt==pa}),null,null);mxEvent.addListener(Sa,"click",mxUtils.bind(this,function(Ka){Ua||ta(Ka,Sa);mxEvent.consume(Ka)}))}ca.appendChild(pa);return pa}function m(){function ja(ta, +pa){var Ha=mxResources.get(ta);null==Ha&&(Ha=ta.substring(0,1).toUpperCase()+ta.substring(1));18<Ha.length&&(Ha=Ha.substring(0,18)+"…");return Ha+" ("+pa.length+")"}function xa(ta,pa,Ha){mxEvent.addListener(pa,"click",function(){ra!=pa&&(ra.style.backgroundColor="",ra=pa,ra.style.backgroundColor=B,ca.scrollTop=0,ca.innerText="",E=0,Ba=Ha?Oa[ta][Ha]:za[ta],U=null,y(!1))})}Ia&&(Ia=!1,mxEvent.addListener(ca,"scroll",function(ta){ca.scrollTop+ca.clientHeight>=ca.scrollHeight&&(y(),mxEvent.consume(ta))})); +if(0<Ga){var sa=document.createElement("div");sa.style.cssText="font-weight: bold;background: #f9f9f9;padding: 5px 0 5px 0;text-align: center;";mxUtils.write(sa,mxResources.get("custom"));ka.appendChild(sa);for(var da in 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oa=document.createElement("li"),ma=document.createElement("div");ma.className="geTempTreeCaret";ma.setAttribute("title",ha);mxUtils.write(ma,ha);ea=ma;oa.appendChild(ma);ha=document.createElement("ul");ha.className="geTempTreeNested";ha.style.visibility="hidden";for(var va in na){var Ca=document.createElement("li"),ya=ja(va,na[va]);Ca.setAttribute("title",ya);mxUtils.write(Ca,ya);xa(da,Ca,va);ha.appendChild(Ca)}oa.appendChild(ha); +ba.className="geTempTree";ba.appendChild(oa);(function(ta,pa){mxEvent.addListener(pa,"click",function(){ta.style.visibility="visible";ta.classList.toggle("geTempTreeActive");ta.classList.toggle("geTempTreeNested")&&setTimeout(function(){ta.style.visibility="hidden"},550);pa.classList.toggle("geTempTreeCaret-down")})})(ha,ma)}else ba.style.cssText="display:block;cursor:pointer;padding:6px;white-space:nowrap;margin-bottom:-1px;overflow:hidden;text-overflow:ellipsis;user-select:none;transition: all 0.5s;", 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"),ea.push(va),ha=0;ha<ea.length;ha++){var ma= +ea[ha].toLowerCase();null==sa[ma]&&(sa[ma]=[]);sa[ma].push(na)}sa.__tagsList__=!0}var va=[];da={};for(ba=ea=0;ba<oa.length;ba++)if(0<oa[ba].length){ma=sa[oa[ba]];var Ca={};va=[];if(null!=ma)for(ha=0;ha<ma.length;ha++)na=ma[ha],0==ea==(null==da[na.url])&&(Ca[na.url]=!0,va.push(na));da=Ca;ea++}ca.scrollTop=0;ca.innerText="";E=0;sa=document.createElement("div");sa.style.cssText="border: 1px solid #D3D3D3; padding: 6px; background: #F5F5F5;";mxUtils.write(sa,mxResources.get(0==va.length?"noResultsFor": +"resultsFor",[xa]));ca.appendChild(sa);null!=ra&&null==ua&&(ra.style.backgroundColor="",ua=ra,ra=sa);Ba=va;U=null;y(!1)}mxEvent.consume(ja)}}));mxEvent.addListener(la,"keyup",mxUtils.bind(this,function(ja){""==la.value?(ia.setAttribute("src",qa),ia.setAttribute("title",mxResources.get("search"))):(ia.setAttribute("src",Dialog.prototype.closeImage),ia.setAttribute("title",mxResources.get("reset")))}));z+=23;var ka=document.createElement("div");ka.style.cssText="position:absolute;left:30px;width:128px;top:"+ +z+"px;bottom:68px;margin-top:6px;overflow:auto;border:1px solid #d3d3d3;";mxEvent.addListener(ca,"scroll",function(){b.sidebar.hideTooltip()});var Da=140,Ea=140,za={},Oa={},Aa={},Ga=0,Ia=!0,ra=null,ua=null;za.basic=[{title:"blankDiagram",select:!0}];var Ba=za.basic;if(!f){var Fa=function(){mxUtils.get(La,function(ja){if(!wa){wa=!0;ja=ja.getXml().documentElement.firstChild;for(var xa={};null!=ja;){if("undefined"!==typeof ja.getAttribute)if("clibs"==ja.nodeName){for(var sa=ja.getAttribute("name"),da= +ja.getElementsByTagName("add"),ba=[],na=0;na<da.length;na++)ba.push(encodeURIComponent(mxUtils.getTextContent(da[na])));null!=sa&&0<ba.length&&(xa[sa]=ba.join(";"))}else if(ba=ja.getAttribute("url"),null!=ba){da=ja.getAttribute("section");sa=ja.getAttribute("subsection");if(null==da&&(na=ba.indexOf("/"),da=ba.substring(0,na),null==sa)){var ea=ba.indexOf("/",na+1);-1<ea&&(sa=ba.substring(na+1,ea))}na=za[da];null==na&&(na=[],za[da]=na);ba=ja.getAttribute("clibs");null!=xa[ba]&&(ba=xa[ba]);ba={url:ja.getAttribute("url"), +libs:ja.getAttribute("libs"),title:ja.getAttribute("title"),tooltip:ja.getAttribute("name")||ja.getAttribute("url"),preview:ja.getAttribute("preview"),clibs:ba,tags:ja.getAttribute("tags")};na.push(ba);null!=sa&&(na=Oa[da],null==na&&(na={},Oa[da]=na),da=na[sa],null==da&&(da=[],na[sa]=da),da.push(ba))}ja=ja.nextSibling}P.stop();m()}})};J.appendChild(fa);J.appendChild(ka);J.appendChild(ca);var wa=!1,La=e;/^https?:\/\//.test(La)&&!b.editor.isCorsEnabledForUrl(La)&&(La=PROXY_URL+"?url="+encodeURIComponent(La)); +P.spin(ca);null!=C?C(function(ja,xa){Aa=ja;l=Ga=xa;Fa()},Fa):Fa();V=za}mxEvent.addListener(G,"keypress",function(ja){b.dialog.container.firstChild==J&&13==ja.keyCode&&I()});C=document.createElement("div");C.style.marginTop=f?"4px":"16px";C.style.textAlign="right";C.style.position="absolute";C.style.left="40px";C.style.bottom="24px";C.style.right="40px";f||b.isOffline()||!k||null!=d||v||(z=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://support.draw.io/display/DO/Creating+and+Opening+Files")}), +z.className="geBtn",C.appendChild(z));z=mxUtils.button(mxResources.get("cancel"),function(){null!=x&&x();b.hideDialog(!0)});z.className="geBtn";!b.editor.cancelFirst||v&&null==x||C.appendChild(z);f||"1"==urlParams.embed||v||mxClient.IS_ANDROID||mxClient.IS_IOS||"1"==urlParams.noDevice||(f=mxUtils.button(mxResources.get("fromTemplateUrl"),function(){var ja=new FilenameDialog(b,"",mxResources.get("create"),function(xa){null!=xa&&0<xa.length&&b.editor.loadUrl(xa,function(sa){S=sa;O=null;templateRealURl= +xa;b.hideDialog();I()},function(sa){b.handleError(sa)})},mxResources.get("url"),null,null,null,!1);b.showDialog(ja.container,300,80,!0,!0);ja.init()}),f.className="geBtn",C.appendChild(f));Graph.fileSupport&&p&&(p=mxUtils.button(mxResources.get("import"),function(){if(null==b.newDlgFileInputElt){var ja=document.createElement("input");ja.setAttribute("multiple","multiple");ja.setAttribute("type","file");mxEvent.addListener(ja,"change",function(xa){b.openFiles(ja.files,!0);ja.value=""});ja.style.display= +"none";document.body.appendChild(ja);b.newDlgFileInputElt=ja}b.newDlgFileInputElt.click()}),p.className="geBtn",C.appendChild(p));C.appendChild(T);b.editor.cancelFirst||null!=d||v&&null==x||C.appendChild(z);J.appendChild(C);this.container=J};NewDialog.tagsList={}; +var CreateDialog=function(b,f,k,d,v,x,B,D,K,c,e,g,q,n,p,z,C){function u(M,H,G,E){function P(){mxEvent.addListener(T,"click",function(){var A=G;if(B){var L=N.value,Q=L.lastIndexOf(".");if(0>f.lastIndexOf(".")&&0>Q){A=null!=A?A:J.value;var O="";A==App.MODE_GOOGLE?O=b.drive.extension:A==App.MODE_GITHUB?O=b.gitHub.extension:A==App.MODE_GITLAB?O=b.gitLab.extension:A==App.MODE_TRELLO?O=b.trello.extension:A==App.MODE_DROPBOX?O=b.dropbox.extension:A==App.MODE_ONEDRIVE?O=b.oneDrive.extension:A==App.MODE_DEVICE&& +(O=".drawio");0<=Q&&(L=L.substring(0,Q));N.value=L+O}}y(G)})}var T=document.createElement("a");T.style.overflow="hidden";var W=document.createElement("img");W.src=M;W.setAttribute("border","0");W.setAttribute("align","absmiddle");W.style.width="60px";W.style.height="60px";W.style.paddingBottom="6px";T.style.display="inline-block";T.className="geBaseButton";T.style.position="relative";T.style.margin="4px";T.style.padding="8px 8px 10px 8px";T.style.whiteSpace="nowrap";T.appendChild(W);T.style.color= +"gray";T.style.fontSize="11px";var U=document.createElement("div");T.appendChild(U);mxUtils.write(U,H);if(null!=E&&null==b[E]){W.style.visibility="hidden";mxUtils.setOpacity(U,10);var V=new Spinner({lines:12,length:12,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"40%",zIndex:2E9});V.spin(T);var l=window.setTimeout(function(){null==b[E]&&(V.stop(),T.style.display="none")},3E4);b.addListener("clientLoaded",mxUtils.bind(this,function(){null!=b[E]&&(window.clearTimeout(l), +mxUtils.setOpacity(U,100),W.style.visibility="",V.stop(),P())}))}else P();m.appendChild(T);++F==g&&(mxUtils.br(m),F=0)}function y(M){var H=N.value;if(null==M||null!=H&&0<H.length)C&&b.hideDialog(),k(H,M,N)}e="1"==urlParams.noDevice?!1:e;B=null!=B?B:!0;D=null!=D?D:!0;g=null!=g?g:4;C=null!=C?C:!0;x=document.createElement("div");x.style.whiteSpace="nowrap";null==d&&b.addLanguageMenu(x);var I=document.createElement("h2");mxUtils.write(I,v||mxResources.get("create"));I.style.marginTop="0px";I.style.marginBottom= +"24px";x.appendChild(I);mxUtils.write(x,mxResources.get("filename")+":");var N=document.createElement("input");N.setAttribute("value",f);N.style.width="200px";N.style.marginLeft="10px";N.style.marginBottom="20px";N.style.maxWidth="70%";this.init=function(){N.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?N.select():document.execCommand("selectAll",!1,null)};x.appendChild(N);null!=z&&(null!=b.editor.diagramFileTypes&&(v=FilenameDialog.createFileTypes(b,N,b.editor.diagramFileTypes), +v.style.marginLeft="6px",v.style.width="90px",x.appendChild(v)),x.appendChild(FilenameDialog.createTypeHint(b,N,z)));z=null;if("1"!=urlParams.noDevice&&null!=q&&null!=n&&"image/"==n.substring(0,6)&&("image/svg"!=n.substring(0,9)||mxClient.IS_SVG)){N.style.width="160px";v=document.createElement("img");var t=p?q:btoa(unescape(encodeURIComponent(q)));v.setAttribute("src","data:"+n+";base64,"+t);v.style.position="absolute";v.style.top="70px";v.style.right="100px";v.style.maxWidth="120px";v.style.maxHeight= +"80px";mxUtils.setPrefixedStyle(v.style,"transform","translate(50%,-50%)");x.appendChild(v);mxClient.IS_FF||null==navigator.clipboard||"image/png"!=n||(z=mxUtils.button(mxResources.get("copy"),function(M){M=b.base64ToBlob(t,"image/png");M=new ClipboardItem({"image/png":M,"text/html":new Blob(['<img src="data:'+n+";base64,"+t+'">'],{type:"text/html"})});navigator.clipboard.write([M]).then(mxUtils.bind(this,function(){b.alert(mxResources.get("copiedToClipboard"))}))["catch"](mxUtils.bind(this,function(H){b.handleError(H)}))}), +z.style.marginTop="6px",z.className="geBtn");K&&Editor.popupsAllowed&&(v.style.cursor="pointer",mxEvent.addGestureListeners(v,null,null,function(M){mxEvent.isPopupTrigger(M)||y("_blank")}))}mxUtils.br(x);var m=document.createElement("div");m.style.textAlign="center";var F=0;m.style.marginTop="6px";x.appendChild(m);var J=document.createElement("select");J.style.marginLeft="10px";b.isOfflineApp()||b.isOffline()||("function"===typeof window.DriveClient&&(q=document.createElement("option"),q.setAttribute("value", +App.MODE_GOOGLE),mxUtils.write(q,mxResources.get("googleDrive")),J.appendChild(q),u(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googleDrive"),App.MODE_GOOGLE,"drive")),"function"===typeof window.OneDriveClient&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_ONEDRIVE),mxUtils.write(q,mxResources.get("oneDrive")),J.appendChild(q),b.mode==App.MODE_ONEDRIVE&&q.setAttribute("selected","selected"),u(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"),App.MODE_ONEDRIVE, +"oneDrive")),"function"===typeof window.DropboxClient&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_DROPBOX),mxUtils.write(q,mxResources.get("dropbox")),J.appendChild(q),b.mode==App.MODE_DROPBOX&&q.setAttribute("selected","selected"),u(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),App.MODE_DROPBOX,"dropbox")),null!=b.gitHub&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_GITHUB),mxUtils.write(q,mxResources.get("github")),J.appendChild(q),u(IMAGE_PATH+ +"/github-logo.svg",mxResources.get("github"),App.MODE_GITHUB,"gitHub")),null!=b.gitLab&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_GITLAB),mxUtils.write(q,mxResources.get("gitlab")),J.appendChild(q),u(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),App.MODE_GITLAB,"gitLab")),"function"===typeof window.TrelloClient&&(q=document.createElement("option"),q.setAttribute("value",App.MODE_TRELLO),mxUtils.write(q,mxResources.get("trello")),J.appendChild(q),u(IMAGE_PATH+"/trello-logo.svg", +mxResources.get("trello"),App.MODE_TRELLO,"trello")));if(!Editor.useLocalStorage||"device"==urlParams.storage||null!=b.getCurrentFile()&&"1"!=urlParams.noDevice)q=document.createElement("option"),q.setAttribute("value",App.MODE_DEVICE),mxUtils.write(q,mxResources.get("device")),J.appendChild(q),b.mode!=App.MODE_DEVICE&&D||q.setAttribute("selected","selected"),e&&u(IMAGE_PATH+"/osa_drive-harddisk.png",mxResources.get("device"),App.MODE_DEVICE);D&&isLocalStorage&&"0"!=urlParams.browser&&(D=document.createElement("option"), +D.setAttribute("value",App.MODE_BROWSER),mxUtils.write(D,mxResources.get("browser")),J.appendChild(D),b.mode==App.MODE_BROWSER&&D.setAttribute("selected","selected"),u(IMAGE_PATH+"/osa_database.png",mxResources.get("browser"),App.MODE_BROWSER));D=document.createElement("div");D.style.marginTop="26px";D.style.textAlign="center";null!=c&&(e=mxUtils.button(mxResources.get("help"),function(){b.openLink(c)}),e.className="geBtn",D.appendChild(e));e=mxUtils.button(mxResources.get(null!=d?"close":"cancel"), +function(){null!=d?d():(b.fileLoaded(null),b.hideDialog(),window.close(),window.location.href=b.getUrl())});e.className="geBtn";b.editor.cancelFirst&&null==d&&D.appendChild(e);null==d&&(q=mxUtils.button(mxResources.get("decideLater"),function(){y(null)}),q.className="geBtn",D.appendChild(q));K&&Editor.popupsAllowed&&(K=mxUtils.button(mxResources.get("openInNewWindow"),function(){y("_blank")}),K.className="geBtn",D.appendChild(K));CreateDialog.showDownloadButton&&(K=mxUtils.button(mxResources.get("download"), +function(){y("download")}),K.className="geBtn",D.appendChild(K),null!=z&&(K.style.marginTop="6px",D.style.marginTop="6px"));null!=z&&(mxUtils.br(D),D.appendChild(z));b.editor.cancelFirst&&null==d||D.appendChild(e);mxEvent.addListener(N,"keypress",function(M){13==M.keyCode?y(App.MODE_DEVICE):27==M.keyCode&&(b.fileLoaded(null),b.hideDialog(),window.close())});x.appendChild(D);this.container=x};CreateDialog.showDownloadButton="1"!=urlParams.noDevice; +var PopupDialog=function(b,f,k,d,v){v=null!=v?v:!0;var x=document.createElement("div");x.style.textAlign="left";x.style.height="100%";mxUtils.write(x,mxResources.get("fileOpenLocation"));mxUtils.br(x);mxUtils.br(x);var B=mxUtils.button(mxResources.get("openInThisWindow"),function(){v&&b.hideDialog();null!=d&&d()});B.className="geBtn";B.style.marginBottom="8px";B.style.width="280px";x.appendChild(B);mxUtils.br(x);var D=mxUtils.button(mxResources.get("openInNewWindow"),function(){v&&b.hideDialog(); +null!=k&&k();b.openLink(f,null,!0)});D.className="geBtn gePrimaryBtn";D.style.width=B.style.width;x.appendChild(D);mxUtils.br(x);mxUtils.br(x);mxUtils.write(x,mxResources.get("allowPopups"));this.container=x},ImageDialog=function(b,f,k,d,v,x,B,D){function K(){0<g.value.length?y.removeAttribute("disabled"):y.setAttribute("disabled","disabled")}x=null!=x?x:!0;var c=b.editor.graph,e=document.createElement("div");mxUtils.write(e,f);f=document.createElement("div");f.className="geTitle";f.style.backgroundColor= +"transparent";f.style.borderColor="transparent";f.style.whiteSpace="nowrap";f.style.textOverflow="clip";f.style.cursor="default";f.style.paddingRight="20px";var g=document.createElement("input");g.setAttribute("value",k);g.setAttribute("type","text");g.setAttribute("spellcheck","false");g.setAttribute("autocorrect","off");g.setAttribute("autocomplete","off");g.setAttribute("autocapitalize","off");g.style.marginTop="6px";g.style.width=(Graph.fileSupport?460:340)-20+"px";g.style.backgroundImage="url('"+ +Dialog.prototype.clearImage+"')";g.style.backgroundRepeat="no-repeat";g.style.backgroundPosition="100% 50%";g.style.paddingRight="14px";k=document.createElement("div");k.setAttribute("title",mxResources.get("reset"));k.style.position="relative";k.style.left="-16px";k.style.width="12px";k.style.height="14px";k.style.cursor="pointer";k.style.display="inline-block";k.style.top="3px";k.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(k,"click",function(){g.value="";g.focus()}); +f.appendChild(g);f.appendChild(k);e.appendChild(f);var q=D,n,p,z=function(I,N,t,m){var F="data:"==I.substring(0,5);!b.isOffline()||F&&"undefined"===typeof chrome?0<I.length&&b.spinner.spin(document.body,mxResources.get("inserting"))?b.loadImage(I,function(J){b.spinner.stop();b.hideDialog();var M=!1===m?1:null!=N&&null!=t?Math.max(N/J.width,t/J.height):Math.min(1,Math.min(520/J.width,520/J.height));x&&(I=b.convertDataUri(I));d(I,Math.round(Number(J.width)*M),Math.round(Number(J.height)*M),q,n,p)}, +function(){b.spinner.stop();d(null);b.showError(mxResources.get("error"),mxResources.get("fileNotFound"),mxResources.get("ok"))}):(b.hideDialog(),d(I,null,null,q,n,p)):(I=b.convertDataUri(I),N=null==N?120:N,t=null==t?100:t,b.hideDialog(),d(I,N,t,q,n,p))},C=function(I,N){if(null!=I){var t=v?null:c.getModel().getGeometry(c.getSelectionCell());null!=t?z(I,t.width,t.height,N):z(I,null,null,N)}else b.hideDialog(),d(null)};this.init=function(){g.focus();if(Graph.fileSupport){g.setAttribute("placeholder", +mxResources.get("dragImagesHere"));var I=e.parentNode,N=null;mxEvent.addListener(I,"dragleave",function(t){null!=N&&(N.parentNode.removeChild(N),N=null);t.stopPropagation();t.preventDefault()});mxEvent.addListener(I,"dragover",mxUtils.bind(this,function(t){null==N&&(!mxClient.IS_IE||10<document.documentMode)&&(N=b.highlightElement(I));t.stopPropagation();t.preventDefault()}));mxEvent.addListener(I,"drop",mxUtils.bind(this,function(t){null!=N&&(N.parentNode.removeChild(N),N=null);if(0<t.dataTransfer.files.length)b.importFiles(t.dataTransfer.files, +0,0,b.maxImageSize,function(F,J,M,H,G,E,P,T){C(F,T)},function(){},function(F){return"image/"==F.type.substring(0,6)},function(F){for(var J=0;J<F.length;J++)F[J]()},!mxEvent.isControlDown(t),null,null,!0);else if(0<=mxUtils.indexOf(t.dataTransfer.types,"text/uri-list")){var m=t.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)($|\?)/i.test(m)&&C(decodeURIComponent(m))}t.stopPropagation();t.preventDefault()}),!1)}};D=document.createElement("div");D.style.marginTop="14px";D.style.textAlign= +"center";k=mxUtils.button(mxResources.get("cancel"),function(){b.spinner.stop();b.hideDialog()});k.className="geBtn";b.editor.cancelFirst&&D.appendChild(k);ImageDialog.filePicked=function(I){I.action==google.picker.Action.PICKED&&null!=I.docs[0].thumbnails&&(I=I.docs[0].thumbnails[I.docs[0].thumbnails.length-1],null!=I&&(g.value=I.url));g.focus()};if(Graph.fileSupport){if(null==b.imgDlgFileInputElt){var u=document.createElement("input");u.setAttribute("multiple","multiple");u.setAttribute("type", +"file");mxEvent.addListener(u,"change",function(I){null!=u.files&&(b.importFiles(u.files,0,0,b.maxImageSize,function(N,t,m,F,J,M){C(N)},function(){},function(N){return"image/"==N.type.substring(0,6)},function(N){for(var t=0;t<N.length;t++)N[t]()},!0),u.type="",u.type="file",u.value="")});u.style.display="none";document.body.appendChild(u);b.imgDlgFileInputElt=u}f=mxUtils.button(mxResources.get("open"),function(){b.imgDlgFileInputElt.click()});f.className="geBtn";D.appendChild(f)}mxEvent.addListener(g, +"keypress",function(I){13==I.keyCode&&C(g.value)});var y=mxUtils.button(mxResources.get("crop"),function(){var I=new CropImageDialog(b,g.value,q,function(N,t,m){q=N;n=t;p=m});b.showDialog(I.container,300,390,!0,!0)});B&&(y.className="geBtn",D.appendChild(y));mxEvent.addListener(g,"change",function(I){q=null;K()});K();B=mxUtils.button(mxResources.get("apply"),function(){C(g.value)});B.className="geBtn gePrimaryBtn";D.appendChild(B);b.editor.cancelFirst||D.appendChild(k);Graph.fileSupport&&(D.style.marginTop= +"120px",e.style.backgroundImage="url('"+IMAGE_PATH+"/droptarget.png')",e.style.backgroundPosition="center 65%",e.style.backgroundRepeat="no-repeat",B=document.createElement("div"),B.style.position="absolute",B.style.width="420px",B.style.top="58%",B.style.textAlign="center",B.style.fontSize="18px",B.style.color="#a0c3ff",mxUtils.write(B,mxResources.get("dragImagesHere")),e.appendChild(B));e.appendChild(D);this.container=e},LinkDialog=function(b,f,k,d,v,x,B){function D(I,N,t){t=mxUtils.button("",t); +t.className="geBtn";t.setAttribute("title",N);N=document.createElement("img");N.style.height="26px";N.style.width="26px";N.setAttribute("src",I);t.style.minWidth="42px";t.style.verticalAlign="middle";t.appendChild(N);y.appendChild(t)}var K=document.createElement("div");K.style.height="100%";mxUtils.write(K,mxResources.get("editLink")+":");var c=document.createElement("div");c.className="geTitle";c.style.backgroundColor="transparent";c.style.borderColor="transparent";c.style.whiteSpace="nowrap";c.style.textOverflow= +"clip";c.style.cursor="default";c.style.paddingRight="20px";var e=document.createElement("input");e.setAttribute("placeholder",mxResources.get("dragUrlsHere"));e.setAttribute("type","text");e.style.marginTop="6px";e.style.width="97%";e.style.boxSizing="border-box";e.style.backgroundImage="url('"+Dialog.prototype.clearImage+"')";e.style.backgroundRepeat="no-repeat";e.style.backgroundPosition="100% 50%";e.style.paddingRight="14px";e.style.marginBottom="4px";var g=document.createElement("div");g.setAttribute("title", +mxResources.get("reset"));g.style.position="relative";g.style.left="-16px";g.style.width="12px";g.style.height="14px";g.style.cursor="pointer";g.style.display="inline-block";g.style.top="3px";g.style.background="url('"+b.editor.transparentImage+"')";mxEvent.addListener(g,"click",function(){e.value="";e.focus()});var q=document.createElement("input");q.style.cssText="margin-right:8px;margin-bottom:8px;";q.setAttribute("value","url");q.setAttribute("type","radio");q.setAttribute("name","geLinkDialogOption"); +var n=document.createElement("input");n.style.cssText="margin-right:8px;margin-bottom:8px;";n.setAttribute("value","url");n.setAttribute("type","radio");n.setAttribute("name","geLinkDialogOption");var p=document.createElement("select");p.style.width="520px";var z=document.createElement("input");z.setAttribute("type","checkbox");z.style.margin="0 6p 0 6px";null!=B&&(z.setAttribute("checked","checked"),z.defaultChecked=!0);B=null!=B?B:"_blank";z.setAttribute("title",B);x&&(e.style.width="340px");if(v&& +null!=b.pages){null!=f&&Graph.isPageLink(f)?(n.setAttribute("checked","checked"),n.defaultChecked=!0):(e.setAttribute("value",f),q.setAttribute("checked","checked"),q.defaultChecked=!0);c.appendChild(q);c.appendChild(e);c.appendChild(g);x&&(c.appendChild(z),mxUtils.write(c,mxResources.get("openInNewWindow")));mxUtils.br(c);c.appendChild(n);v=!1;for(x=0;x<b.pages.length;x++)g=document.createElement("option"),mxUtils.write(g,b.pages[x].getName()||mxResources.get("pageWithNumber",[x+1])),g.setAttribute("value", +"data:page/id,"+b.pages[x].getId()),f==g.getAttribute("value")&&(g.setAttribute("selected","selected"),v=!0),p.appendChild(g);if(!v&&n.checked){var C=document.createElement("option");mxUtils.write(C,mxResources.get("pageNotFound"));C.setAttribute("disabled","disabled");C.setAttribute("selected","selected");C.setAttribute("value","pageNotFound");p.appendChild(C);mxEvent.addListener(p,"change",function(){null==C.parentNode||C.selected||C.parentNode.removeChild(C)})}c.appendChild(p)}else e.setAttribute("value", +f),c.appendChild(e),c.appendChild(g);K.appendChild(c);var u=mxUtils.button(k,function(){b.hideDialog();d(n.checked?"pageNotFound"!==p.value?p.value:f:e.value,LinkDialog.selectedDocs,z.checked?B:null)});u.style.verticalAlign="middle";u.className="geBtn gePrimaryBtn";this.init=function(){n.checked?p.focus():(e.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null));mxEvent.addListener(p,"focus",function(){q.removeAttribute("checked");n.setAttribute("checked", +"checked");n.checked=!0});mxEvent.addListener(e,"focus",function(){n.removeAttribute("checked");q.setAttribute("checked","checked");q.checked=!0});if(Graph.fileSupport){var I=K.parentNode,N=null;mxEvent.addListener(I,"dragleave",function(t){null!=N&&(N.parentNode.removeChild(N),N=null);t.stopPropagation();t.preventDefault()});mxEvent.addListener(I,"dragover",mxUtils.bind(this,function(t){null==N&&(!mxClient.IS_IE||10<document.documentMode)&&(N=b.highlightElement(I));t.stopPropagation();t.preventDefault()})); +mxEvent.addListener(I,"drop",mxUtils.bind(this,function(t){null!=N&&(N.parentNode.removeChild(N),N=null);0<=mxUtils.indexOf(t.dataTransfer.types,"text/uri-list")&&(e.value=decodeURIComponent(t.dataTransfer.getData("text/uri-list")),q.setAttribute("checked","checked"),q.checked=!0,u.click());t.stopPropagation();t.preventDefault()}),!1)}};var y=document.createElement("div");y.style.marginTop="18px";y.style.textAlign="center";k=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/custom-links")}); +k.style.verticalAlign="middle";k.className="geBtn";y.appendChild(k);b.isOffline()&&!mxClient.IS_CHROMEAPP&&(k.style.display="none");k=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});k.style.verticalAlign="middle";k.className="geBtn";b.editor.cancelFirst&&y.appendChild(k);LinkDialog.selectedDocs=null;LinkDialog.filePicked=function(I){if(I.action==google.picker.Action.PICKED){LinkDialog.selectedDocs=I.docs;var N=I.docs[0].url;"application/mxe"==I.docs[0].mimeType||null!=I.docs[0].mimeType&& +"application/vnd.jgraph."==I.docs[0].mimeType.substring(0,23)?N="https://www.draw.io/#G"+I.docs[0].id:"application/vnd.google-apps.folder"==I.docs[0].mimeType&&(N="https://drive.google.com/#folders/"+I.docs[0].id);e.value=N;e.focus()}else LinkDialog.selectedDocs=null;e.focus()};"undefined"!=typeof google&&"undefined"!=typeof google.picker&&null!=b.drive&&D(IMAGE_PATH+"/google-drive-logo.svg",mxResources.get("googlePlus"),function(){b.spinner.spin(document.body,mxResources.get("authorizing"))&&b.drive.checkToken(mxUtils.bind(this, +function(){b.spinner.stop();if(null==b.linkPicker){var I=b.drive.createLinkPicker();b.linkPicker=I.setCallback(function(N){LinkDialog.filePicked(N)}).build()}b.linkPicker.setVisible(!0)}))});"undefined"!=typeof Dropbox&&"undefined"!=typeof Dropbox.choose&&D(IMAGE_PATH+"/dropbox-logo.svg",mxResources.get("dropbox"),function(){Dropbox.choose({linkType:"direct",cancel:function(){},success:function(I){e.value=I[0].link;e.focus()}})});null!=b.oneDrive&&D(IMAGE_PATH+"/onedrive-logo.svg",mxResources.get("oneDrive"), +function(){b.oneDrive.pickFile(function(I,N){e.value=N.value[0].webUrl;e.focus()},!0)});null!=b.gitHub&&D(IMAGE_PATH+"/github-logo.svg",mxResources.get("github"),function(){b.gitHub.pickFile(function(I){if(null!=I){I=I.split("/");var N=I[0],t=I[1],m=I[2];I=I.slice(3,I.length).join("/");e.value="https://github.com/"+N+"/"+t+"/blob/"+m+"/"+I;e.focus()}})});null!=b.gitLab&&D(IMAGE_PATH+"/gitlab-logo.svg",mxResources.get("gitlab"),function(){b.gitLab.pickFile(function(I){if(null!=I){I=I.split("/");var N= +I[0],t=I[1],m=I[2];I=I.slice(3,I.length).join("/");e.value=DRAWIO_GITLAB_URL+"/"+N+"/"+t+"/blob/"+m+"/"+I;e.focus()}})});mxEvent.addListener(e,"keypress",function(I){13==I.keyCode&&(b.hideDialog(),d(n.checked?p.value:e.value,LinkDialog.selectedDocs))});y.appendChild(u);b.editor.cancelFirst||y.appendChild(k);K.appendChild(y);this.container=K},FeedbackDialog=function(b,f,k,d){var v=document.createElement("div"),x=document.createElement("div");mxUtils.write(x,mxResources.get("sendYourFeedback"));x.style.fontSize= +"18px";x.style.marginBottom="18px";v.appendChild(x);x=document.createElement("div");mxUtils.write(x,mxResources.get("yourEmailAddress")+(k?"":" ("+mxResources.get("required")+")"));v.appendChild(x);var B=document.createElement("input");B.setAttribute("type","text");B.style.marginTop="6px";B.style.width="600px";var D=mxUtils.button(mxResources.get("sendMessage"),function(){var g=e.value+(c.checked?"\nDiagram:\n"+(null!=d?d:mxUtils.getXml(b.getXmlFileData())):"")+"\nuserAgent:\n"+navigator.userAgent+ +"\nappVersion:\n"+navigator.appVersion+"\nappName:\n"+navigator.appName+"\nplatform:\n"+navigator.platform;g.length>FeedbackDialog.maxAttachmentSize?b.alert(mxResources.get("drawingTooLarge")):(b.hideDialog(),b.spinner.spin(document.body)&&mxUtils.post(null!=FeedbackDialog.feedbackUrl?FeedbackDialog.feedbackUrl:"/email","email="+encodeURIComponent(B.value)+"&version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&body="+encodeURIComponent((null!=f?f:"Feedback")+ +":\n"+g),function(q){b.spinner.stop();200<=q.getStatus()&&299>=q.getStatus()?b.alert(mxResources.get("feedbackSent")):b.alert(mxResources.get("errorSendingFeedback"))},function(){b.spinner.stop();b.alert(mxResources.get("errorSendingFeedback"))}))});D.className="geBtn gePrimaryBtn";if(!k){D.setAttribute("disabled","disabled");var K=/^(([^<>()[\]\\.,;:\s@"]+(\.[^<>()[\]\\.,;:\s@"]+)*)|(".+"))@((\[[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\.[0-9]{1,3}\])|(([a-zA-Z\-0-9]+\.)+[a-zA-Z]{2,}))$/;mxEvent.addListener(B, +"change",function(){0<B.value.length&&0<K.test(B.value)?D.removeAttribute("disabled"):D.setAttribute("disabled","disabled")});mxEvent.addListener(B,"keyup",function(){0<B.value.length&&K.test(B.value)?D.removeAttribute("disabled"):D.setAttribute("disabled","disabled")})}v.appendChild(B);this.init=function(){B.focus()};var c=document.createElement("input");c.setAttribute("type","checkbox");c.setAttribute("checked","checked");c.defaultChecked=!0;k=document.createElement("p");k.style.marginTop="14px"; +k.appendChild(c);x=document.createElement("span");mxUtils.write(x," "+mxResources.get("includeCopyOfMyDiagram"));k.appendChild(x);mxEvent.addListener(x,"click",function(g){c.checked=!c.checked;mxEvent.consume(g)});v.appendChild(k);x=document.createElement("div");mxUtils.write(x,mxResources.get("feedback"));v.appendChild(x);var e=document.createElement("textarea");e.style.resize="none";e.style.width="600px";e.style.height="140px";e.style.marginTop="6px";e.setAttribute("placeholder",mxResources.get("comments")); +v.appendChild(e);k=document.createElement("div");k.style.marginTop="26px";k.style.textAlign="right";x=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});x.className="geBtn";b.editor.cancelFirst?(k.appendChild(x),k.appendChild(D)):(k.appendChild(D),k.appendChild(x));v.appendChild(k);this.container=v};FeedbackDialog.maxAttachmentSize=1E6; +var RevisionDialog=function(b,f,k){var d=document.createElement("div"),v=document.createElement("h3");v.style.marginTop="0px";mxUtils.write(v,mxResources.get("revisionHistory"));d.appendChild(v);v=document.createElement("div");v.style.position="absolute";v.style.overflow="auto";v.style.width="170px";v.style.height="378px";d.appendChild(v);var x=document.createElement("div");x.style.position="absolute";x.style.border="1px solid lightGray";x.style.left="199px";x.style.width="470px";x.style.height="376px"; +x.style.overflow="hidden";var B=document.createElement("div");B.style.cssText="position:absolute;left:0;right:0;top:0;bottom:20px;text-align:center;transform:translate(0,50%);pointer-events:none;";x.appendChild(B);mxEvent.disableContextMenu(x);d.appendChild(x);var D=new Graph(x);D.setTooltips(!1);D.setEnabled(!1);D.setPanning(!0);D.panningHandler.ignoreCell=!0;D.panningHandler.useLeftButtonForPanning=!0;D.minFitScale=null;D.maxFitScale=null;D.centerZoom=!0;var K=0,c=null,e=0,g=D.getGlobalVariable; +D.getGlobalVariable=function(X){return"page"==X&&null!=c&&null!=c[e]?c[e].getAttribute("name"):"pagenumber"==X?e+1:"pagecount"==X?null!=c?c.length:1:g.apply(this,arguments)};D.getLinkForCell=function(){return null};Editor.MathJaxRender&&D.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(X,aa){b.editor.graph.mathEnabled&&Editor.MathJaxRender(D.container)}));var q={lines:11,length:15,width:6,radius:10,corners:1,rotate:0,direction:1,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.4,trail:60, +shadow:!1,hwaccel:!1,className:"spinner",zIndex:2E9,top:"50%",left:"50%"},n=new Spinner(q),p=b.getCurrentFile(),z=b.getXmlFileData(!0,!1,!0).getElementsByTagName("diagram"),C={};for(q=0;q<z.length;q++)C[z[q].getAttribute("id")]=z[q];var u=null,y=null,I=null,N=null,t=mxUtils.button("",function(){null!=I&&D.zoomIn()});t.className="geSprite geSprite-zoomin";t.setAttribute("title",mxResources.get("zoomIn"));t.style.outline="none";t.style.border="none";t.style.margin="2px";t.setAttribute("disabled","disabled"); +mxUtils.setOpacity(t,20);var m=mxUtils.button("",function(){null!=I&&D.zoomOut()});m.className="geSprite geSprite-zoomout";m.setAttribute("title",mxResources.get("zoomOut"));m.style.outline="none";m.style.border="none";m.style.margin="2px";m.setAttribute("disabled","disabled");mxUtils.setOpacity(m,20);var F=mxUtils.button("",function(){null!=I&&(D.maxFitScale=8,D.fit(8),D.center())});F.className="geSprite geSprite-fit";F.setAttribute("title",mxResources.get("fit"));F.style.outline="none";F.style.border= +"none";F.style.margin="2px";F.setAttribute("disabled","disabled");mxUtils.setOpacity(F,20);var J=mxUtils.button("",function(){null!=I&&(D.zoomActual(),D.center())});J.className="geSprite geSprite-actualsize";J.setAttribute("title",mxResources.get("actualSize"));J.style.outline="none";J.style.border="none";J.style.margin="2px";J.setAttribute("disabled","disabled");mxUtils.setOpacity(J,20);var M=mxUtils.button("",function(){});M.className="geSprite geSprite-middle";M.setAttribute("title",mxResources.get("compare")); +M.style.outline="none";M.style.border="none";M.style.margin="2px";mxUtils.setOpacity(M,60);var H=x.cloneNode(!1);H.style.pointerEvent="none";x.parentNode.appendChild(H);var G=new Graph(H);G.setTooltips(!1);G.setEnabled(!1);G.setPanning(!0);G.panningHandler.ignoreCell=!0;G.panningHandler.useLeftButtonForPanning=!0;G.minFitScale=null;G.maxFitScale=null;G.centerZoom=!0;mxEvent.addGestureListeners(M,function(X){X=C[c[K].getAttribute("id")];mxUtils.setOpacity(M,20);B.innerText="";null==X?mxUtils.write(B, +mxResources.get("pageNotFound")):(E.style.display="none",x.style.display="none",H.style.display="",H.style.backgroundColor=x.style.backgroundColor,X=Editor.parseDiagramNode(X),(new mxCodec(X.ownerDocument)).decode(X,G.getModel()),G.view.scaleAndTranslate(D.view.scale,D.view.translate.x,D.view.translate.y))},null,function(){mxUtils.setOpacity(M,60);B.innerText="";"none"==x.style.display&&(E.style.display="",x.style.display="",H.style.display="none")});var E=document.createElement("div");E.style.position= +"absolute";E.style.textAlign="right";E.style.color="gray";E.style.marginTop="10px";E.style.backgroundColor="transparent";E.style.top="440px";E.style.right="32px";E.style.maxWidth="380px";E.style.cursor="default";var P=mxUtils.button(mxResources.get("download"),function(){if(null!=I){var X=mxUtils.getXml(I.documentElement),aa=b.getBaseFilename()+".drawio";b.isLocalFileSave()?b.saveLocalFile(X,aa,"text/xml"):(X="undefined"===typeof pako?"&xml="+encodeURIComponent(X):"&data="+encodeURIComponent(Graph.compress(X)), +(new mxXmlRequest(SAVE_URL,"filename="+encodeURIComponent(aa)+"&format=xml"+X)).simulate(document,"_blank"))}});P.className="geBtn";P.setAttribute("disabled","disabled");var T=mxUtils.button(mxResources.get("restore"),function(X){null!=I&&null!=N&&(mxEvent.isShiftDown(X)?null!=I&&(X=b.getPagesForNode(I.documentElement),X=b.diffPages(b.pages,X),X=new TextareaDialog(b,mxResources.get("compare"),JSON.stringify(X,null,2),function(aa){if(0<aa.length)try{b.confirm(mxResources.get("areYouSure"),function(){p.patch([JSON.parse(aa)], 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V=mxUtils.button(mxResources.get("edit"),function(){null!=I&&(window.openFile= +new OpenFile(function(){window.openFile=null}),window.openFile.setData(mxUtils.getXml(I.documentElement)),b.openLink(b.getUrl(),null,!0))});V.className="geBtn";V.setAttribute("disabled","disabled");null!=k&&(V.style.display="none");var l=mxUtils.button(mxResources.get("show"),function(){null!=y&&b.openLink(y.getUrl(W.selectedIndex))});l.className="geBtn gePrimaryBtn";l.setAttribute("disabled","disabled");null!=k&&(l.style.display="none",T.className="geBtn gePrimaryBtn");z=document.createElement("div"); +z.style.position="absolute";z.style.top="482px";z.style.width="640px";z.style.textAlign="right";var A=document.createElement("div");A.className="geToolbarContainer";A.style.backgroundColor="transparent";A.style.padding="2px";A.style.border="none";A.style.left="199px";A.style.top="442px";var L=null;if(null!=f&&0<f.length){x.style.cursor="move";var Q=document.createElement("table");Q.style.border="1px solid lightGray";Q.style.borderCollapse="collapse";Q.style.borderSpacing="0px";Q.style.width="100%"; +var O=document.createElement("tbody"),R=(new Date).toDateString();null!=b.currentPage&&null!=b.pages&&(K=mxUtils.indexOf(b.pages,b.currentPage));for(q=f.length-1;0<=q;q--){var S=function(X){var aa=new Date(X.modifiedDate),Y=null;if(0<=aa.getTime()){var Z=function(fa){n.stop();B.innerText="";var la=mxUtils.parseXml(fa),ia=b.editor.extractGraphModel(la.documentElement,!0);if(null!=ia){var qa=function(Da){null!=Da&&(Da=ka(Editor.parseDiagramNode(Da)));return Da},ka=function(Da){var Ea=Da.getAttribute("background"); +if(null==Ea||""==Ea||Ea==mxConstants.NONE)Ea=D.defaultPageBackgroundColor;x.style.backgroundColor=Ea;(new mxCodec(Da.ownerDocument)).decode(Da,D.getModel());D.maxFitScale=1;D.fit(8);D.center();return Da};W.style.display="none";W.innerText="";I=la;N=fa;c=parseSelectFunction=null;e=0;if("mxfile"==ia.nodeName){la=ia.getElementsByTagName("diagram");c=[];for(fa=0;fa<la.length;fa++)c.push(la[fa]);e=Math.min(K,c.length-1);0<c.length&&qa(c[e]);if(1<c.length)for(W.removeAttribute("disabled"),W.style.display= +"",fa=0;fa<c.length;fa++)la=document.createElement("option"),mxUtils.write(la,c[fa].getAttribute("name")||mxResources.get("pageWithNumber",[fa+1])),la.setAttribute("value",fa),fa==e&&la.setAttribute("selected","selected"),W.appendChild(la);U=function(){try{var Da=parseInt(W.value);e=K=Da;qa(c[Da])}catch(Ea){W.value=K,b.handleError(Ea)}}}else ka(ia);fa=X.lastModifyingUserName;null!=fa&&20<fa.length&&(fa=fa.substring(0,20)+"...");E.innerText="";mxUtils.write(E,(null!=fa?fa+" ":"")+aa.toLocaleDateString()+ +" "+aa.toLocaleTimeString());E.setAttribute("title",Y.getAttribute("title"));t.removeAttribute("disabled");m.removeAttribute("disabled");F.removeAttribute("disabled");J.removeAttribute("disabled");M.removeAttribute("disabled");null!=p&&p.isRestricted()||(b.editor.graph.isEnabled()&&T.removeAttribute("disabled"),P.removeAttribute("disabled"),l.removeAttribute("disabled"),V.removeAttribute("disabled"));mxUtils.setOpacity(t,60);mxUtils.setOpacity(m,60);mxUtils.setOpacity(F,60);mxUtils.setOpacity(J,60); +mxUtils.setOpacity(M,60)}else W.style.display="none",W.innerText="",E.innerText="",mxUtils.write(E,mxResources.get("errorLoadingFile")),mxUtils.write(B,mxResources.get("errorLoadingFile"))};Y=document.createElement("tr");Y.style.borderBottom="1px solid lightGray";Y.style.fontSize="12px";Y.style.cursor="pointer";var ca=document.createElement("td");ca.style.padding="6px";ca.style.whiteSpace="nowrap";X==f[f.length-1]?mxUtils.write(ca,mxResources.get("current")):aa.toDateString()===R?mxUtils.write(ca, +aa.toLocaleTimeString()):mxUtils.write(ca,aa.toLocaleDateString()+" "+aa.toLocaleTimeString());Y.appendChild(ca);Y.setAttribute("title",aa.toLocaleDateString()+" "+aa.toLocaleTimeString()+(null!=X.fileSize?" 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"+X.lastModifyingUserName:""));mxEvent.addListener(Y,"click",function(fa){y!=X&&(n.stop(),null!=u&&(u.style.backgroundColor=""),y=X,u=Y,u.style.backgroundColor=Editor.isDarkMode()?"#000000":"#ebf2f9",N=I=null,E.removeAttribute("title"), +E.innerText=mxResources.get("loading")+"...",x.style.backgroundColor=D.defaultPageBackgroundColor,B.innerText="",D.getModel().clear(),T.setAttribute("disabled","disabled"),P.setAttribute("disabled","disabled"),t.setAttribute("disabled","disabled"),m.setAttribute("disabled","disabled"),J.setAttribute("disabled","disabled"),F.setAttribute("disabled","disabled"),M.setAttribute("disabled","disabled"),V.setAttribute("disabled","disabled"),l.setAttribute("disabled","disabled"),W.setAttribute("disabled", +"disabled"),mxUtils.setOpacity(t,20),mxUtils.setOpacity(m,20),mxUtils.setOpacity(F,20),mxUtils.setOpacity(J,20),mxUtils.setOpacity(M,20),n.spin(x),X.getXml(function(la){if(y==X)try{Z(la)}catch(ia){E.innerText=mxResources.get("error")+": 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+mxResources.get("noRevisions")));this.init=function(){null!=L&&L.click()};v=mxUtils.button(mxResources.get("close"),function(){b.hideDialog()});v.className="geBtn";A.appendChild(W);A.appendChild(t);A.appendChild(m);A.appendChild(J);A.appendChild(F);A.appendChild(M);b.editor.cancelFirst?(z.appendChild(v),z.appendChild(P),z.appendChild(V),z.appendChild(T),z.appendChild(l)):(z.appendChild(P),z.appendChild(V),z.appendChild(T),z.appendChild(l),z.appendChild(v));d.appendChild(z);d.appendChild(A);d.appendChild(E); +this.container=d},DraftDialog=function(b,f,k,d,v,x,B,D,K){var c=document.createElement("div"),e=document.createElement("div");e.style.marginTop="0px";e.style.whiteSpace="nowrap";e.style.overflow="auto";e.style.lineHeight="normal";mxUtils.write(e,f);c.appendChild(e);var g=document.createElement("select"),q=mxUtils.bind(this,function(){y=mxUtils.parseXml(K[g.value].data);I=b.editor.extractGraphModel(y.documentElement,!0);N=0;this.init()});if(null!=K){g.style.marginLeft="4px";for(f=0;f<K.length;f++){var n= +document.createElement("option");n.setAttribute("value",f);var p=new Date(K[f].created),z=new Date(K[f].modified);mxUtils.write(n,p.toLocaleDateString()+" "+p.toLocaleTimeString()+" - "+(p.toDateString(),z.toDateString(),z.toLocaleDateString())+" "+z.toLocaleTimeString());g.appendChild(n)}e.appendChild(g);mxEvent.addListener(g,"change",q)}null==k&&(k=K[0].data);var C=document.createElement("div");C.style.position="absolute";C.style.border="1px solid lightGray";C.style.marginTop="10px";C.style.left= +"40px";C.style.right="40px";C.style.top="46px";C.style.bottom="74px";C.style.overflow="hidden";mxEvent.disableContextMenu(C);c.appendChild(C);var u=new Graph(C);u.setEnabled(!1);u.setPanning(!0);u.panningHandler.ignoreCell=!0;u.panningHandler.useLeftButtonForPanning=!0;u.minFitScale=null;u.maxFitScale=null;u.centerZoom=!0;var y=mxUtils.parseXml(k),I=b.editor.extractGraphModel(y.documentElement,!0),N=0,t=null,m=u.getGlobalVariable;u.getGlobalVariable=function(J){return"page"==J&&null!=t&&null!=t[N]? +t[N].getAttribute("name"):"pagenumber"==J?N+1:"pagecount"==J?null!=t?t.length:1:m.apply(this,arguments)};u.getLinkForCell=function(){return null};k=mxUtils.button("",function(){u.zoomIn()});k.className="geSprite geSprite-zoomin";k.setAttribute("title",mxResources.get("zoomIn"));k.style.outline="none";k.style.border="none";k.style.margin="2px";mxUtils.setOpacity(k,60);e=mxUtils.button("",function(){u.zoomOut()});e.className="geSprite geSprite-zoomout";e.setAttribute("title",mxResources.get("zoomOut")); +e.style.outline="none";e.style.border="none";e.style.margin="2px";mxUtils.setOpacity(e,60);f=mxUtils.button("",function(){u.maxFitScale=8;u.fit(8);u.center()});f.className="geSprite geSprite-fit";f.setAttribute("title",mxResources.get("fit"));f.style.outline="none";f.style.border="none";f.style.margin="2px";mxUtils.setOpacity(f,60);n=mxUtils.button("",function(){u.zoomActual();u.center()});n.className="geSprite geSprite-actualsize";n.setAttribute("title",mxResources.get("actualSize"));n.style.outline= +"none";n.style.border="none";n.style.margin="2px";mxUtils.setOpacity(n,60);B=mxUtils.button(B||mxResources.get("discard"),function(){v.apply(this,[g.value,mxUtils.bind(this,function(){null!=g.parentNode&&(g.options[g.selectedIndex].parentNode.removeChild(g.options[g.selectedIndex]),0<g.options.length?(g.value=g.options[0].value,q()):b.hideDialog(!0))})])});B.className="geBtn";var F=document.createElement("select");F.style.maxWidth="80px";F.style.position="relative";F.style.top="-2px";F.style.verticalAlign= +"bottom";F.style.marginRight="6px";F.style.display="none";x=mxUtils.button(x||mxResources.get("edit"),function(){d.apply(this,[g.value])});x.className="geBtn gePrimaryBtn";p=document.createElement("div");p.style.position="absolute";p.style.bottom="30px";p.style.right="40px";p.style.textAlign="right";z=document.createElement("div");z.className="geToolbarContainer";z.style.cssText="box-shadow:none !important;background-color:transparent;padding:2px;border-style:none !important;bottom:30px;";this.init= +function(){function J(E){if(null!=E){var P=E.getAttribute("background");if(null==P||""==P||P==mxConstants.NONE)P=Editor.isDarkMode()?"transparent":"#ffffff";C.style.backgroundColor=P;(new mxCodec(E.ownerDocument)).decode(E,u.getModel());u.maxFitScale=1;u.fit(8);u.center()}return E}function M(E){null!=E&&(E=J(Editor.parseDiagramNode(E)));return E}mxEvent.addListener(F,"change",function(E){N=parseInt(F.value);M(t[N]);mxEvent.consume(E)});if("mxfile"==I.nodeName){var H=I.getElementsByTagName("diagram"); +t=[];for(var G=0;G<H.length;G++)t.push(H[G]);0<t.length&&M(t[N]);F.innerText="";if(1<t.length)for(F.style.display="",G=0;G<t.length;G++)H=document.createElement("option"),mxUtils.write(H,t[G].getAttribute("name")||mxResources.get("pageWithNumber",[G+1])),H.setAttribute("value",G),G==N&&H.setAttribute("selected","selected"),F.appendChild(H);else F.style.display="none"}else J(I)};z.appendChild(F);z.appendChild(k);z.appendChild(e);z.appendChild(n);z.appendChild(f);k=mxUtils.button(mxResources.get("cancel"), +function(){b.hideDialog(!0)});k.className="geBtn";D=null!=D?mxUtils.button(mxResources.get("ignore"),D):null;null!=D&&(D.className="geBtn");b.editor.cancelFirst?(p.appendChild(k),null!=D&&p.appendChild(D),p.appendChild(B),p.appendChild(x)):(p.appendChild(x),p.appendChild(B),null!=D&&p.appendChild(D),p.appendChild(k));c.appendChild(p);c.appendChild(z);this.container=c},FindWindow=function(b,f,k,d,v,x){function B(U,V,l,A){if("object"===typeof V.value&&null!=V.value.attributes){V=V.value.attributes; +for(var L=0;L<V.length;L++)if("label"!=V[L].nodeName){var Q=mxUtils.trim(V[L].nodeValue.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();if(null==U&&(A&&0<=Q.indexOf(l)||!A&&Q.substring(0,l.length)===l)||null!=U&&U.test(Q))return!0}}return!1}function D(){n&&t.value?(P.removeAttribute("disabled"),T.removeAttribute("disabled")):(P.setAttribute("disabled","disabled"),T.setAttribute("disabled","disabled"));t.value&&N.value?W.removeAttribute("disabled"):W.setAttribute("disabled","disabled")}function K(U, +V,l){G.innerText="";var A=e.model.getDescendants(e.model.getRoot()),L=N.value.toLowerCase(),Q=m.checked?new RegExp(L):null,O=null;z=null;g!=L&&(g=L,q=null,p=!1);var R=null==q;if(0<L.length){if(p){p=!1;for(var S,X=0;X<b.pages.length;X++)if(b.currentPage==b.pages[X]){S=X;break}U=(S+1)%b.pages.length;q=null;do p=!1,A=b.pages[U],e=b.createTemporaryGraph(e.getStylesheet()),b.updatePageRoot(A),e.model.setRoot(A.root),U=(U+1)%b.pages.length;while(!K(!0,V,l)&&U!=S);q&&(q=null,l?b.editor.graph.model.execute(new SelectPage(b, +A)):b.selectPage(A));p=!1;e=b.editor.graph;return K(!0,V,l)}for(X=0;X<A.length;X++){S=e.view.getState(A[X]);V&&null!=Q&&(R=R||S==q);if(null!=S&&null!=S.cell.value&&(R||null==O)&&(e.model.isVertex(S.cell)||e.model.isEdge(S.cell))){null!=S.style&&"1"==S.style.html?(J.innerHTML=e.sanitizeHtml(e.getLabel(S.cell)),label=mxUtils.extractTextWithWhitespace([J])):label=e.getLabel(S.cell);label=mxUtils.trim(label.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")).toLowerCase();var aa=0;V&&x&&null!=Q&&S==q&&(label=label.substr(C), +aa=C);var Y=""==t.value,Z=Y;if(null==Q&&(Z&&0<=label.indexOf(L)||!Z&&label.substring(0,L.length)===L||Y&&B(Q,S.cell,L,Z))||null!=Q&&(Q.test(label)||Y&&B(Q,S.cell,L,Z)))if(x&&(null!=Q?(Y=label.match(Q),null!=Y&&0<Y.length&&(z=Y[0].toLowerCase(),C=aa+Y.index+z.length)):(z=L,C=z.length)),R){O=S;break}else null==O&&(O=S)}R=R||S==q}}if(null!=O){if(X==A.length&&F.checked)return q=null,p=!0,K(!0,V,l);q=O;e.scrollCellToVisible(q.cell);e.isEnabled()&&!e.isCellLocked(q.cell)?l||e.getSelectionCell()==q.cell&& +1==e.getSelectionCount()||e.setSelectionCell(q.cell):e.highlightCell(q.cell)}else{if(!U&&F.checked)return p=!0,K(!0,V,l);e.isEnabled()&&!l&&e.clearSelection()}n=null!=O;x&&!U&&D();return 0==L.length||null!=O}var c=b.actions.get("findReplace"),e=b.editor.graph,g=null,q=null,n=!1,p=!1,z=null,C=0,u=1,y=document.createElement("div");y.style.userSelect="none";y.style.overflow="hidden";y.style.padding="10px";y.style.height="100%";var I=x?"260px":"200px",N=document.createElement("input");N.setAttribute("placeholder", +mxResources.get("find"));N.setAttribute("type","text");N.style.marginTop="4px";N.style.marginBottom="6px";N.style.width=I;N.style.fontSize="12px";N.style.borderRadius="4px";N.style.padding="6px";y.appendChild(N);mxUtils.br(y);if(x){var t=document.createElement("input");t.setAttribute("placeholder",mxResources.get("replaceWith"));t.setAttribute("type","text");t.style.marginTop="4px";t.style.marginBottom="6px";t.style.width=I;t.style.fontSize="12px";t.style.borderRadius="4px";t.style.padding="6px"; +y.appendChild(t);mxUtils.br(y);mxEvent.addListener(t,"input",D)}var m=document.createElement("input");m.setAttribute("id","geFindWinRegExChck");m.setAttribute("type","checkbox");m.style.marginRight="4px";y.appendChild(m);I=document.createElement("label");I.setAttribute("for","geFindWinRegExChck");y.appendChild(I);mxUtils.write(I,mxResources.get("regularExpression"));y.appendChild(I);I=b.menus.createHelpLink("https://www.diagrams.net/doc/faq/find-shapes");I.style.position="relative";I.style.marginLeft= +"6px";I.style.top="-1px";y.appendChild(I);mxUtils.br(y);var F=document.createElement("input");F.setAttribute("id","geFindWinAllPagesChck");F.setAttribute("type","checkbox");F.style.marginRight="4px";y.appendChild(F);I=document.createElement("label");I.setAttribute("for","geFindWinAllPagesChck");y.appendChild(I);mxUtils.write(I,mxResources.get("allPages"));y.appendChild(I);var J=document.createElement("div");mxUtils.br(y);I=document.createElement("div");I.style.left="0px";I.style.right="0px";I.style.marginTop= +"6px";I.style.padding="0 6px 0 6px";I.style.textAlign="center";y.appendChild(I);var M=mxUtils.button(mxResources.get("reset"),function(){G.innerText="";N.value="";N.style.backgroundColor="";x&&(t.value="",D());g=q=null;p=!1;N.focus()});M.setAttribute("title",mxResources.get("reset"));M.style.float="none";M.style.width="120px";M.style.marginTop="6px";M.style.marginLeft="8px";M.style.overflow="hidden";M.style.textOverflow="ellipsis";M.className="geBtn";x||I.appendChild(M);var H=mxUtils.button(mxResources.get("find"), +function(){try{N.style.backgroundColor=K()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(U){b.handleError(U)}});H.setAttribute("title",mxResources.get("find")+" (Enter)");H.style.float="none";H.style.width="120px";H.style.marginTop="6px";H.style.marginLeft="8px";H.style.overflow="hidden";H.style.textOverflow="ellipsis";H.className="geBtn gePrimaryBtn";I.appendChild(H);var G=document.createElement("div");G.style.marginTop="10px";if(x){var E=function(U,V,l,A,L){if(null==L||"1"!=L.html)return A=U.toLowerCase().indexOf(V, +A),0>A?U:U.substr(0,A)+l+U.substr(A+V.length);var Q=U;V=mxUtils.htmlEntities(V);L=[];var O=-1;for(U=U.replace(/<br>/ig,"\n");-1<(O=U.indexOf("<",O+1));)L.push(O);O=U.match(/<[^>]*>/g);U=U.replace(/<[^>]*>/g,"");A=U.toLowerCase().indexOf(V,A);if(0>A)return Q;Q=A+V.length;l=mxUtils.htmlEntities(l);U=U.substr(0,A)+l+U.substr(Q);for(var R=0,S=0;S<L.length;S++){if(L[S]-R<A)U=U.substr(0,L[S])+O[S]+U.substr(L[S]);else{var X=L[S]-R<Q?A+R:L[S]+(l.length-V.length);U=U.substr(0,X)+O[S]+U.substr(X)}R+=O[S].length}return U.replace(/\n/g, +"<br>")},P=mxUtils.button(mxResources.get("replFind"),function(){try{if(null!=z&&null!=q&&t.value){var U=q.cell,V=e.getLabel(U);e.isCellEditable(U)&&e.model.setValue(U,E(V,z,t.value,C-z.length,e.getCurrentCellStyle(U)));N.style.backgroundColor=K(!1,!0)?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}}catch(l){b.handleError(l)}});P.setAttribute("title",mxResources.get("replFind"));P.style.float="none";P.style.width="120px";P.style.marginTop="6px";P.style.marginLeft="8px";P.style.overflow="hidden";P.style.textOverflow= +"ellipsis";P.className="geBtn gePrimaryBtn";P.setAttribute("disabled","disabled");I.appendChild(P);mxUtils.br(I);var T=mxUtils.button(mxResources.get("replace"),function(){try{if(null!=z&&null!=q&&t.value){var U=q.cell,V=e.getLabel(U);e.model.setValue(U,E(V,z,t.value,C-z.length,e.getCurrentCellStyle(U)));P.setAttribute("disabled","disabled");T.setAttribute("disabled","disabled")}}catch(l){b.handleError(l)}});T.setAttribute("title",mxResources.get("replace"));T.style.float="none";T.style.width="120px"; +T.style.marginTop="6px";T.style.marginLeft="8px";T.style.overflow="hidden";T.style.textOverflow="ellipsis";T.className="geBtn gePrimaryBtn";T.setAttribute("disabled","disabled");I.appendChild(T);var W=mxUtils.button(mxResources.get("replaceAll"),function(){G.innerText="";if(t.value){g=null;var U=b.currentPage,V=b.editor.graph.getSelectionCells();b.editor.graph.rendering=!1;e.getModel().beginUpdate();try{for(var l=0,A={};K(!1,!0,!0)&&100>l;){var L=q.cell,Q=e.getLabel(L),O=A[L.id];if(O&&O.replAllMrk== +u&&O.replAllPos>=C)break;A[L.id]={replAllMrk:u,replAllPos:C};e.isCellEditable(L)&&(e.model.setValue(L,E(Q,z,t.value,C-z.length,e.getCurrentCellStyle(L))),l++)}U!=b.currentPage&&b.editor.graph.model.execute(new SelectPage(b,U));mxUtils.write(G,mxResources.get("matchesRepl",[l]))}catch(R){b.handleError(R)}finally{e.getModel().endUpdate(),b.editor.graph.setSelectionCells(V),b.editor.graph.rendering=!0}u++}});W.setAttribute("title",mxResources.get("replaceAll"));W.style.float="none";W.style.width="120px"; +W.style.marginTop="6px";W.style.marginLeft="8px";W.style.overflow="hidden";W.style.textOverflow="ellipsis";W.className="geBtn gePrimaryBtn";W.setAttribute("disabled","disabled");I.appendChild(W);mxUtils.br(I);I.appendChild(M);M=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){this.window.setVisible(!1)}));M.setAttribute("title",mxResources.get("close"));M.style.float="none";M.style.width="120px";M.style.marginTop="6px";M.style.marginLeft="8px";M.style.overflow="hidden";M.style.textOverflow= +"ellipsis";M.className="geBtn";I.appendChild(M);mxUtils.br(I);I.appendChild(G)}else M.style.width="90px",H.style.width="90px";mxEvent.addListener(N,"keyup",function(U){if(91==U.keyCode||93==U.keyCode||17==U.keyCode)mxEvent.consume(U);else if(27==U.keyCode)c.funct();else if(g!=N.value.toLowerCase()||13==U.keyCode)try{N.style.backgroundColor=K()?"":Editor.isDarkMode()?"#ff0000":"#ffcfcf"}catch(V){N.style.backgroundColor=Editor.isDarkMode()?"#ff0000":"#ffcfcf"}});mxEvent.addListener(y,"keydown",function(U){70== +U.keyCode&&b.keyHandler.isControlDown(U)&&!mxEvent.isShiftDown(U)&&(c.funct(),mxEvent.consume(U))});this.window=new mxWindow(mxResources.get("find")+(x?"/"+mxResources.get("replace"):""),y,f,k,d,v,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit();this.window.isVisible()?(N.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?N.select(): +document.execCommand("selectAll",!1,null),null!=b.pages&&1<b.pages.length?F.removeAttribute("disabled"):(F.checked=!1,F.setAttribute("disabled","disabled"))):e.container.focus()}));b.installResizeHandler(this,!1)},FreehandWindow=function(b,f,k,d,v,x){var B=b.editor.graph,D=document.createElement("div");D.style.textAlign="center";D.style.userSelect="none";D.style.overflow="hidden";D.style.height="100%";if(x){var K=document.createElement("input");K.setAttribute("id","geFreehandBrush");K.setAttribute("type", +"checkbox");K.checked=B.freehand.isPerfectFreehandMode();K.style.margin="10px 5px 0px 10px";K.style.float="left";D.appendChild(K);var c=document.createElement("label");c.setAttribute("for","geFreehandBrush");c.style.float="left";c.style.marginTop="10px";D.appendChild(c);mxUtils.write(c,mxResources.get("brush"));D.appendChild(c);mxUtils.br(D);var e=document.createElement("input");e.setAttribute("type","range");e.setAttribute("min","2");e.setAttribute("max","30");e.setAttribute("value",B.freehand.getBrushSize()); +e.style.width="90%";e.style.visibility="hidden";D.appendChild(e);mxUtils.br(D);c=function(){B.freehand.setPerfectFreehandMode(K.checked);e.style.visibility=K.checked?"visible":"hidden"};mxEvent.addListener(K,"change",c);c();mxEvent.addListener(e,"change",function(){B.freehand.setBrushSize(parseInt(this.value))})}var g=mxUtils.button(mxResources.get("startDrawing"),function(){B.freehand.isDrawing()?B.freehand.stopDrawing():B.freehand.startDrawing()});g.setAttribute("title",mxResources.get("startDrawing")); +g.style.marginTop=x?"5px":"10px";g.style.width="90%";g.style.boxSizing="border-box";g.style.overflow="hidden";g.style.textOverflow="ellipsis";g.style.textAlign="center";g.className="geBtn gePrimaryBtn";D.appendChild(g);this.window=new mxWindow(mxResources.get("freehand"),D,f,k,d,v,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!1);this.window.setClosable(!0);B.addListener("freehandStateChanged",mxUtils.bind(this,function(){g.innerText="";mxUtils.write(g, +mxResources.get(B.freehand.isDrawing()?"stopDrawing":"startDrawing"));g.setAttribute("title",mxResources.get(B.freehand.isDrawing()?"stopDrawing":"startDrawing"));g.className="geBtn"+(B.freehand.isDrawing()?"":" gePrimaryBtn")}));this.window.addListener("show",mxUtils.bind(this,function(){this.window.fit()}));this.window.addListener("hide",mxUtils.bind(this,function(){B.freehand.isDrawing()&&B.freehand.stopDrawing()}));b.installResizeHandler(this,!1)},TagsWindow=function(b,f,k,d,v){var x=b.editor.graph, +B=b.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return this.window.isVisible()}),null,function(K,c){if(x.isEnabled()){var e=new FilenameDialog(b,"",mxResources.get("add"),function(g){b.hideDialog();if(null!=g&&0<g.length){g=g.split(" ");for(var q=[],n=0;n<g.length;n++){var p=mxUtils.trim(g[n]);""!=p&&0>mxUtils.indexOf(K,p)&&q.push(p)}0<q.length&&(x.isSelectionEmpty()?c(K.concat(q)):x.addTagsForCells(x.getSelectionCells(),q))}},mxResources.get("enterValue")+" ("+mxResources.get("tags")+ +")");b.showDialog(e.container,300,80,!0,!0);e.init()}}),D=B.div;this.window=new mxWindow(mxResources.get("tags"),D,f,k,d,v,!0,!0);this.window.minimumSize=new mxRectangle(0,0,212,120);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.addListener("show",mxUtils.bind(this,function(){B.refresh();this.window.fit()}));b.installResizeHandler(this,!0)},AuthDialog=function(b,f,k,d){var v=document.createElement("div");v.style.textAlign= +"center";var x=document.createElement("p");x.style.fontSize="16pt";x.style.padding="0px";x.style.margin="0px";x.style.color="gray";mxUtils.write(x,mxResources.get("authorizationRequired"));var B="Unknown",D=document.createElement("img");D.setAttribute("border","0");D.setAttribute("align","absmiddle");D.style.marginRight="10px";f==b.drive?(B=mxResources.get("googleDrive"),D.src=IMAGE_PATH+"/google-drive-logo-white.svg"):f==b.dropbox?(B=mxResources.get("dropbox"),D.src=IMAGE_PATH+"/dropbox-logo-white.svg"): +f==b.oneDrive?(B=mxResources.get("oneDrive"),D.src=IMAGE_PATH+"/onedrive-logo-white.svg"):f==b.gitHub?(B=mxResources.get("github"),D.src=IMAGE_PATH+"/github-logo-white.svg"):f==b.gitLab?(B=mxResources.get("gitlab"),D.src=IMAGE_PATH+"/gitlab-logo.svg",D.style.width="32px"):f==b.trello&&(B=mxResources.get("trello"),D.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizeThisAppIn",[B]));var K=document.createElement("input");K.setAttribute("type", +"checkbox");B=mxUtils.button(mxResources.get("authorize"),function(){d(K.checked)});B.insertBefore(D,B.firstChild);B.style.marginTop="6px";B.className="geBigButton";B.style.fontSize="18px";B.style.padding="14px";v.appendChild(x);v.appendChild(b);v.appendChild(B);k&&(k=document.createElement("p"),k.style.marginTop="20px",k.appendChild(K),x=document.createElement("span"),mxUtils.write(x," "+mxResources.get("rememberMe")),k.appendChild(x),v.appendChild(k),K.checked=!0,K.defaultChecked=!0,mxEvent.addListener(x, +"click",function(c){K.checked=!K.checked;mxEvent.consume(c)}));this.container=v},MoreShapesDialog=function(b,f,k){k=null!=k?k:b.sidebar.entries;var d=document.createElement("div"),v=[];if(null!=b.sidebar.customEntries)for(var x=0;x<b.sidebar.customEntries.length;x++){for(var B=b.sidebar.customEntries[x],D={title:b.getResource(B.title),entries:[]},K=0;K<B.entries.length;K++){var c=B.entries[K];D.entries.push({id:c.id,title:b.getResource(c.title),desc:b.getResource(c.desc),image:c.preview})}v.push(D)}for(x= +0;x<k.length;x++)if(null==b.sidebar.enabledLibraries)v.push(k[x]);else{D={title:k[x].title,entries:[]};for(K=0;K<k[x].entries.length;K++)0<=mxUtils.indexOf(b.sidebar.enabledLibraries,k[x].entries[K].id)&&D.entries.push(k[x].entries[K]);0<D.entries.length&&v.push(D)}k=v;if(f){x=mxUtils.bind(this,function(m){for(var F=0;F<m.length;F++)(function(J){var 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J=m.entries[F];n.push(y(N[Math.floor(t/(I/3))],J.title,J.id)); +t++}})(k[x]);d.appendChild(u);k=document.createElement("div");k.style.marginTop="18px";k.style.textAlign="center";C=document.createElement("input");isLocalStorage&&(C.setAttribute("type","checkbox"),C.checked=!0,C.defaultChecked=!0,k.appendChild(C),x=document.createElement("span"),mxUtils.write(x," "+mxResources.get("rememberThisSetting")),k.appendChild(x),mxEvent.addListener(x,"click",function(m){C.checked=!C.checked;mxEvent.consume(m)}));d.appendChild(k);x=mxUtils.button(mxResources.get("cancel"), +function(){b.hideDialog()});x.className="geBtn";K=mxUtils.button(mxResources.get("apply"),function(){for(var m=["search"],F=0;F<n.length;F++){var J=n[F].apply(this,arguments);null!=J&&m.push(J)}b.sidebar.showEntries(0<m.length?m.join(";"):"",C.checked);b.hideDialog()});K.className="geBtn 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x=document.createElement("div"),B=document.createElement("div");B.style.height="180px";B.style.overflow="auto";var D=mxSettings.getPlugins().slice(),K=!1;x.appendChild(B);v();K=!1;var c=mxUtils.button(mxResources.get("add"),null!=f?function(){f(function(p){p&&0>mxUtils.indexOf(D,p)&&D.push(p);v()})}:function(){var p=document.createElement("div"),z=document.createElement("span"); +z.style.marginTop="6px";mxUtils.write(z,mxResources.get("builtinPlugins")+": ");p.appendChild(z);var C=document.createElement("select");C.style.width="150px";for(z=0;z<App.publicPlugin.length;z++){var u=document.createElement("option");mxUtils.write(u,App.publicPlugin[z]);u.value=App.publicPlugin[z];C.appendChild(u)}p.appendChild(C);mxUtils.br(p);mxUtils.br(p);z=mxUtils.button(mxResources.get("custom")+"...",function(){var y=new FilenameDialog(b,"",mxResources.get("add"),function(I){b.hideDialog(); +if(null!=I&&0<I.length){I=I.split(";");for(var N=0;N<I.length;N++){var t=I[N],m=App.pluginRegistry[t];null!=m&&(t=m);0<t.length&&0>mxUtils.indexOf(D,t)&&D.push(t)}v()}},mxResources.get("enterValue")+" ("+mxResources.get("url")+")");b.showDialog(y.container,300,80,!0,!0);y.init()});z.className="geBtn";p=new CustomDialog(b,p,mxUtils.bind(this,function(){var y=App.pluginRegistry[C.value];0>mxUtils.indexOf(D,y)&&(D.push(y),v())}),null,null,null,z);b.showDialog(p.container,300,100,!0,!0)});c.className= +"geBtn";var e=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});e.className="geBtn";var g=mxUtils.button(d?mxResources.get("close"):mxResources.get("apply"),function(){K?(mxSettings.setPlugins(D),mxSettings.save(),b.hideDialog(),b.alert(mxResources.get("restartForChangeRequired"))):b.hideDialog()});g.className="geBtn gePrimaryBtn";var q=document.createElement("div");q.style.marginTop="14px";q.style.textAlign="right";var n=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/doc/faq/plugins")}); +n.className="geBtn";b.isOffline()&&!mxClient.IS_CHROMEAPP&&(n.style.display="none");q.appendChild(n);b.editor.cancelFirst?(d||q.appendChild(e),q.appendChild(c),q.appendChild(g)):(q.appendChild(c),q.appendChild(g),d||q.appendChild(e));x.appendChild(q);this.container=x},CropImageDialog=function(b,f,k,d){function v(){var m=C.checked,F=u.checked,J=n.geometry,M=K.width,H=K.height,G=(300-M)/2,E=(300-H)/2;J.x<G?(J.width-=G-J.x,J.x=G):J.x+J.width>G+M&&(J.width=G+M-J.x,J.x=Math.min(J.x,G+M));J.y<E?(J.height-= +E-J.y,J.y=E):J.y+J.height>E+H&&(J.height=E+H-J.y,J.y=Math.min(J.y,E+H));var P=(J.x-G)/M*100;M=100-(J.x+J.width-G)/M*100;G=(J.y-E)/H*100;J=100-(J.y+J.height-E)/H*100;return"inset("+mxUtils.format(G)+"% "+mxUtils.format(M)+"% "+mxUtils.format(J)+"% "+mxUtils.format(P)+"%"+(m?" round "+q+"%":F?" round 50%":"")+")"}function x(m){null!=e&&(!0!==m&&(e.model.setGeometry(n,g.clone()),q=5,I.value=q),e.model.setStyle(n,p+v()),e.selectAll(),y.style.visibility=C.checked?"visible":"hidden")}var B=document.createElement("div"), +D=document.createElement("div");D.style.height="300px";D.style.width="300px";D.style.display="inline-flex";D.style.justifyContent="center";D.style.alignItems="center";D.style.position="absolute";var K=document.createElement("img");K.onload=function(){function m(){e.model.setStyle(n,p+v())}e=new Graph(c);e.autoExtend=!1;e.autoScroll=!1;e.setGridEnabled(!1);e.setEnabled(!0);e.setPanning(!1);e.setConnectable(!1);e.getRubberband().setEnabled(!1);e.graphHandler.allowLivePreview=!1;var F=e.createVertexHandler; +e.createVertexHandler=function(){var Q=F.apply(this,arguments);Q.livePreview=!1;return Q};if(null!=k)try{if("inset"==k.substring(0,5)){var J=n.geometry,M=K.width,H=K.height,G=(300-M)/2,E=(300-H)/2,P=k.match(/\(([^)]+)\)/)[1].split(/[ 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L=e.getSelectionModel().changeSelection;e.getSelectionModel().changeSelection=function(){L.call(this,[n],[n])}};K.onerror=function(){K.onload=null;K.src=Editor.errorImage};K.setAttribute("src",f);K.style.maxWidth="300px";K.style.maxHeight="300px";D.appendChild(K);B.appendChild(D);var c=document.createElement("div");c.style.width="300px";c.style.height="300px";c.style.overflow="hidden";c.style.backgroundColor="#fff9";B.appendChild(c); +var e=null,g=new mxGeometry(100,100,100,100),q=5,n=new mxCell("",g.clone(),""),p="shape=image;fillColor=none;rotatable=0;cloneable=0;deletable=0;image="+f.replace(";base64","")+";clipPath=",z=document.createElement("input");z.setAttribute("type","radio");z.setAttribute("id","croppingRect");z.setAttribute("name","croppingShape");z.setAttribute("checked","checked");z.style.margin="5px";B.appendChild(z);f=document.createElement("label");f.setAttribute("for","croppingRect");mxUtils.write(f,mxResources.get("rectangle")); +B.appendChild(f);var C=document.createElement("input");C.setAttribute("type","radio");C.setAttribute("id","croppingRounded");C.setAttribute("name","croppingShape");C.style.margin="5px";B.appendChild(C);f=document.createElement("label");f.setAttribute("for","croppingRounded");mxUtils.write(f,mxResources.get("rounded"));B.appendChild(f);var u=document.createElement("input");u.setAttribute("type","radio");u.setAttribute("id","croppingEllipse");u.setAttribute("name","croppingShape");u.style.margin="5px"; +B.appendChild(u);f=document.createElement("label");f.setAttribute("for","croppingEllipse");mxUtils.write(f,mxResources.get("ellipse"));B.appendChild(f);mxEvent.addListener(z,"change",x);mxEvent.addListener(C,"change",x);mxEvent.addListener(u,"change",x);var y=document.createElement("div");y.style.textAlign="center";y.style.visibility="hidden";var I=document.createElement("input");I.setAttribute("type","range");I.setAttribute("min","1");I.setAttribute("max","49");I.setAttribute("value",q);I.setAttribute("title", +mxResources.get("arcSize"));y.appendChild(I);B.appendChild(y);mxEvent.addListener(I,"change",function(){q=this.value;x(!0)});f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});f.className="geBtn";D=mxUtils.button(mxResources.get("apply"),function(){d(v(),n.geometry.width,n.geometry.height);b.hideDialog()});D.className="geBtn gePrimaryBtn";var N=mxUtils.button(mxResources.get("reset"),function(){d(null,K.width,K.height);b.hideDialog()});N.className="geBtn";var t=document.createElement("div"); +t.style.marginTop="10px";t.style.textAlign="right";b.editor.cancelFirst?(t.appendChild(f),t.appendChild(N),t.appendChild(D)):(t.appendChild(N),t.appendChild(D),t.appendChild(f));B.appendChild(t);this.container=B},EditGeometryDialog=function(b,f){var k=b.editor.graph,d=1==f.length?k.getCellGeometry(f[0]):null,v=document.createElement("div"),x=document.createElement("table"),B=document.createElement("tbody"),D=document.createElement("tr"),K=document.createElement("td"),c=document.createElement("td"); +x.style.paddingLeft="6px";mxUtils.write(K,mxResources.get("relative")+":");var e=document.createElement("input");e.setAttribute("type","checkbox");null!=d&&d.relative&&(e.setAttribute("checked","checked"),e.defaultChecked=!0);this.init=function(){e.focus()};c.appendChild(e);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");c=document.createElement("td");mxUtils.write(K,mxResources.get("left")+":");var g=document.createElement("input"); +g.setAttribute("type","text");g.style.width="100px";g.value=null!=d?d.x:"";c.appendChild(g);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");c=document.createElement("td");mxUtils.write(K,mxResources.get("top")+":");var q=document.createElement("input");q.setAttribute("type","text");q.style.width="100px";q.value=null!=d?d.y:"";c.appendChild(q);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td"); +c=document.createElement("td");mxUtils.write(K,mxResources.get("dx")+":");var n=document.createElement("input");n.setAttribute("type","text");n.style.width="100px";n.value=null!=d&&null!=d.offset?d.offset.x:"";c.appendChild(n);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");c=document.createElement("td");mxUtils.write(K,mxResources.get("dy")+":");var p=document.createElement("input");p.setAttribute("type","text");p.style.width="100px"; +p.value=null!=d&&null!=d.offset?d.offset.y:"";c.appendChild(p);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");c=document.createElement("td");mxUtils.write(K,mxResources.get("width")+":");var z=document.createElement("input");z.setAttribute("type","text");z.style.width="100px";z.value=null!=d?d.width:"";c.appendChild(z);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");c= +document.createElement("td");mxUtils.write(K,mxResources.get("height")+":");var C=document.createElement("input");C.setAttribute("type","text");C.style.width="100px";C.value=null!=d?d.height:"";c.appendChild(C);D.appendChild(K);D.appendChild(c);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");c=document.createElement("td");mxUtils.write(K,mxResources.get("rotation")+":");var u=document.createElement("input");u.setAttribute("type","text");u.style.width="100px";u.value= +1==f.length?mxUtils.getValue(k.getCellStyle(f[0]),mxConstants.STYLE_ROTATION,0):"";c.appendChild(u);D.appendChild(K);D.appendChild(c);B.appendChild(D);x.appendChild(B);v.appendChild(x);d=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});d.className="geBtn";var y=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();k.getModel().beginUpdate();try{for(var I=0;I<f.length;I++){var N=k.getCellGeometry(f[I]);null!=N&&(N=N.clone(),k.isCellMovable(f[I])&&(N.relative=e.checked, +0<mxUtils.trim(g.value).length&&(N.x=Number(g.value)),0<mxUtils.trim(q.value).length&&(N.y=Number(q.value)),0<mxUtils.trim(n.value).length&&(null==N.offset&&(N.offset=new mxPoint),N.offset.x=Number(n.value)),0<mxUtils.trim(p.value).length&&(null==N.offset&&(N.offset=new mxPoint),N.offset.y=Number(p.value))),k.isCellResizable(f[I])&&(0<mxUtils.trim(z.value).length&&(N.width=Number(z.value)),0<mxUtils.trim(C.value).length&&(N.height=Number(C.value))),k.getModel().setGeometry(f[I],N));0<mxUtils.trim(u.value).length&& +k.setCellStyles(mxConstants.STYLE_ROTATION,Number(u.value),[f[I]])}}finally{k.getModel().endUpdate()}});y.className="geBtn gePrimaryBtn";mxEvent.addListener(v,"keypress",function(I){13==I.keyCode&&y.click()});x=document.createElement("div");x.style.marginTop="20px";x.style.textAlign="right";b.editor.cancelFirst?(x.appendChild(d),x.appendChild(y)):(x.appendChild(y),x.appendChild(d));v.appendChild(x);this.container=v},LibraryDialog=function(b,f,k,d,v,x){function B(F){for(F=document.elementFromPoint(F.clientX, +F.clientY);null!=F&&F.parentNode!=n;)F=F.parentNode;var J=null;if(null!=F){var M=n.firstChild;for(J=0;null!=M&&M!=F;)M=M.nextSibling,J++}return J}function 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X=null;null!=F?(X={data:F,w:G,h:E,title:W},null!=T&&(X.aspect=T),z[F]=Q,e.push(X)):null!=P&&(P.aspect="fixed",e.push(P),X=P);mxEvent.addListener(S,"keydown",function(ca){13==ca.keyCode&&null!=y&&(y(),y=null,mxEvent.consume(ca))});U();L.appendChild(S);mxEvent.addListener(S,"mousedown",function(ca){"true"!=S.getAttribute("contentEditable")&&mxEvent.consume(ca)});O=function(ca){if(mxClient.IS_IOS|| +mxClient.IS_FF||!(null==document.documentMode||9<document.documentMode)){var fa=new FilenameDialog(b,X.title||"",mxResources.get("ok"),function(la){null!=la&&(X.title=la,U())},mxResources.get("enterValue"));b.showDialog(fa.container,300,80,!0,!0);fa.init();mxEvent.consume(ca)}else if("true"!=S.getAttribute("contentEditable")){null!=y&&(y(),y=null);if(null==X.title||0==X.title.length)S.innerText="";S.style.textOverflow="";S.style.whiteSpace="";S.style.cursor="text";S.style.color="";S.setAttribute("contentEditable", 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N||(N=!0,b.handleError({message:mxResources.get("fileExists")}));else{G= +!1;try{if(V=mxUtils.parseXml(F),"mxlibrary"==V.documentElement.nodeName){l=JSON.parse(mxUtils.getTextContent(V.documentElement));if(null!=l&&0<l.length)for(var aa=0;aa<l.length;aa++)null!=l[aa].xml?D(null,null,0,0,0,0,l[aa]):D(l[aa].data,null,0,0,l[aa].w,l[aa].h,null,"fixed",l[aa].title);G=!0}else if("mxfile"==V.documentElement.nodeName){var Y=V.documentElement.getElementsByTagName("diagram");for(aa=0;aa<Y.length;aa++){l=mxUtils.getTextContent(Y[aa]);O=b.stringToCells(Graph.decompress(l));var Z=b.editor.graph.getBoundingBoxFromGeometry(O); +D(null,null,0,0,0,0,{xml:l,w:Z.width,h:Z.height})}G=!0}}catch(ca){}G||(b.spinner.stop(),b.handleError({message:mxResources.get("errorLoadingFile")}))}}catch(ca){}return null}function K(F){F.dataTransfer.dropEffect=null!=C?"move":"copy";F.stopPropagation();F.preventDefault()}function 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q=document.createElement("input");q.setAttribute("value",f);q.style.marginRight="20px";q.style.marginLeft="10px";q.style.width="500px";null==v||v.isRenamable()||q.setAttribute("disabled","true");this.init=function(){if(null==v||v.isRenamable())q.focus(),mxClient.IS_GC||mxClient.IS_FF|| +5<=document.documentMode?q.select():document.execCommand("selectAll",!1,null)};g.appendChild(q);var n=document.createElement("div");n.style.borderWidth="1px 0px 1px 0px";n.style.borderColor="#d3d3d3";n.style.borderStyle="solid";n.style.marginTop="6px";n.style.overflow="auto";n.style.height="340px";n.style.backgroundPosition="center center";n.style.backgroundRepeat="no-repeat";0==e.length&&Graph.fileSupport&&(n.style.backgroundImage="url('"+IMAGE_PATH+"/droptarget.png')");var p=document.createElement("div"); +p.style.position="absolute";p.style.width="640px";p.style.top="260px";p.style.textAlign="center";p.style.fontSize="22px";p.style.color="#a0c3ff";mxUtils.write(p,mxResources.get("dragImagesHere"));k.appendChild(p);var z={},C=null,u=null,y=null;f=function(F){"true"!=mxEvent.getSource(F).getAttribute("contentEditable")&&null!=y&&(y(),y=null,mxEvent.consume(F))};mxEvent.addListener(n,"mousedown",f);mxEvent.addListener(n,"pointerdown",f);mxEvent.addListener(n,"touchstart",f);var I=new mxUrlConverter,N= +!1;if(null!=d)for(f=0;f<d.length;f++)g=d[f],D(g.data,null,0,0,g.w,g.h,g,g.aspect,g.title);mxEvent.addListener(n,"dragleave",function(F){p.style.cursor="";for(var J=mxEvent.getSource(F);null!=J;){if(J==n||J==p){F.stopPropagation();F.preventDefault();break}J=J.parentNode}});var t=function(F){return function(J,M,H,G,E,P,T,W,U){null!=U&&(/(\.v(dx|sdx?))($|\?)/i.test(U.name)||/(\.vs(x|sx?))($|\?)/i.test(U.name))?b.importVisio(U,mxUtils.bind(this,function(V){D(V,M,H,G,E,P,T,"fixed",mxEvent.isAltDown(F)? +null:T.substring(0,T.lastIndexOf(".")).replace(/_/g," "))})):null!=U&&(new XMLHttpRequest).upload&&b.isRemoteFileFormat(J,U.name)?b.isExternalDataComms()?b.parseFile(U,mxUtils.bind(this,function(V){4==V.readyState&&(b.spinner.stop(),200<=V.status&&299>=V.status&&(D(V.responseText,M,H,G,E,P,T,"fixed",mxEvent.isAltDown(F)?null:T.substring(0,T.lastIndexOf(".")).replace(/_/g," ")),n.scrollTop=n.scrollHeight))})):(b.spinner.stop(),b.showError(mxResources.get("error"),mxResources.get("notInOffline"))): +(D(J,M,H,G,E,P,T,"fixed",mxEvent.isAltDown(F)?null:T.substring(0,T.lastIndexOf(".")).replace(/_/g," 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+m.setAttribute("type","file");mxEvent.addListener(m,"change",function(F){N=!1;b.importFiles(m.files,0,0,b.maxImageSize,function(J,M,H,G,E,P,T,W,U){null!=m.files&&(t(F)(J,M,H,G,E,P,T,W,U),m.type="",m.type="file",m.value="")});n.scrollTop=n.scrollHeight});m.style.display="none";document.body.appendChild(m);b.libDlgFileInputElt=m}g=mxUtils.button(mxResources.get("import"),function(){null!=y&&(y(),y=null);b.libDlgFileInputElt.click()});g.setAttribute("id","btnAddImage");g.className="geBtn";d.appendChild(g)}g= +mxUtils.button(mxResources.get("addImages"),function(){null!=y&&(y(),y=null);b.showImageDialog(mxResources.get("addImageUrl"),"",function(F,J,M){N=!1;if(null!=F){if("data:image/"==F.substring(0,11)){var H=F.indexOf(",");0<H&&(F=F.substring(0,H)+";base64,"+F.substring(H+1))}D(F,null,0,0,J,M);n.scrollTop=n.scrollHeight}})});g.setAttribute("id","btnAddImageUrl");g.className="geBtn";d.appendChild(g);this.saveBtnClickHandler=function(F,J,M,H){b.saveLibrary(F,J,M,H)};g=mxUtils.button(mxResources.get("save"), +mxUtils.bind(this,function(){null!=y&&(y(),y=null);this.saveBtnClickHandler(q.value,e,v,x)}));g.setAttribute("id","btnSave");g.className="geBtn gePrimaryBtn";d.appendChild(g);b.editor.cancelFirst||d.appendChild(f);k.appendChild(d);this.container=k},EditShapeDialog=function(b,f,k,d,v){d=null!=d?d:300;v=null!=v?v:120;var x=document.createElement("table"),B=document.createElement("tbody");x.style.cellPadding="4px";var D=document.createElement("tr");var K=document.createElement("td");K.setAttribute("colspan", +"2");K.style.fontSize="10pt";mxUtils.write(K,k);D.appendChild(K);B.appendChild(D);D=document.createElement("tr");K=document.createElement("td");var c=document.createElement("textarea");c.style.outline="none";c.style.resize="none";c.style.width=d-200+"px";c.style.height=v+"px";this.textarea=c;this.init=function(){c.focus();c.scrollTop=0};K.appendChild(c);D.appendChild(K);K=document.createElement("td");k=document.createElement("div");k.style.position="relative";k.style.border="1px solid gray";k.style.top= +"6px";k.style.width="200px";k.style.height=v+4+"px";k.style.overflow="hidden";k.style.marginBottom="16px";mxEvent.disableContextMenu(k);K.appendChild(k);var e=new Graph(k);e.setEnabled(!1);var g=b.editor.graph.cloneCell(f);e.addCells([g]);k=e.view.getState(g);var q="";null!=k.shape&&null!=k.shape.stencil&&(q=mxUtils.getPrettyXml(k.shape.stencil.desc));mxUtils.write(c,q||"");k=e.getGraphBounds();v=Math.min(160/k.width,(v-40)/k.height);e.view.scaleAndTranslate(v,20/v-k.x,20/v-k.y);D.appendChild(K); 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I=b.editor.graph.getFreeInsertPoint();z.geometry.x=I.x;z.geometry.y=I.y;p.addCell(z)}p.setCellStyles(mxConstants.STYLE_SHAPE, +"stencil("+u+")",[z])}catch(N){throw N;}finally{p.getModel().endUpdate()}y&&(p.setSelectionCell(z),p.scrollCellToVisible(z))}};k=mxUtils.button(mxResources.get("preview"),function(){n(e,g,!1)});k.className="geBtn";K.appendChild(k);k=mxUtils.button(mxResources.get("apply"),function(){n(b.editor.graph,f,!0)});k.className="geBtn gePrimaryBtn";K.appendChild(k);b.editor.cancelFirst||K.appendChild(v);D.appendChild(K);B.appendChild(D);x.appendChild(B);this.container=x},CustomDialog=function(b,f,k,d,v,x, +B,D,K,c,e){var g=document.createElement("div");g.appendChild(f);var q=document.createElement("div");q.style.marginTop="30px";q.style.textAlign="center";null!=B&&q.appendChild(B);b.isOffline()||null==x||(f=mxUtils.button(mxResources.get("help"),function(){b.openLink(x)}),f.className="geBtn",q.appendChild(f));K=mxUtils.button(K||mxResources.get("cancel"),function(){b.hideDialog();null!=d&&d()});K.className="geBtn";D&&(K.style.display="none");b.editor.cancelFirst&&q.appendChild(K);v=mxUtils.button(v|| +mxResources.get("ok"),mxUtils.bind(this,function(){c||b.hideDialog(null,null,this.container);if(null!=k){var n=k();if("string"===typeof n){b.showError(mxResources.get("error"),n);return}}c&&b.hideDialog(null,null,this.container)}));q.appendChild(v);v.className="geBtn gePrimaryBtn";b.editor.cancelFirst||q.appendChild(K);if(null!=e)for(D=0;D<e.length;D++)(function(n,p,z){n=mxUtils.button(n,function(C){p(C)});null!=z&&n.setAttribute("title",z);n.className="geBtn";q.appendChild(n)})(e[D][0],e[D][1],e[D][2]); 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ya=document.createElement("tr"),ta=document.createElement("th");ta.style.width="50%";ta.innerText=mxResources.get("diagram");ya.appendChild(ta);ta=document.createElement("th");ta.style.width="25%";ta.innerText=mxResources.get("changedBy");ya.appendChild(ta);ta=document.createElement("th");ta.style.width="25%";ta.innerText=mxResources.get("lastModifiedOn");ya.appendChild(ta);Ca.appendChild(ya);la.appendChild(Ca)}for(ya=0;ya<ea.length;ya++){ea[ya].isExternal= +!ha;var pa=ea[ya].url,Ha=(ta=mxUtils.htmlEntities(ha?mxResources.get(ea[ya].title,null,ea[ya].title):ea[ya].title))||ea[ya].url,Ma=ea[ya].imgUrl,Ra=ea[ya].changedBy||"",Ja="";ea[ya].lastModifiedOn&&(Ja=b.timeSince(new Date(ea[ya].lastModifiedOn)),null==Ja&&(Ja=mxResources.get("lessThanAMinute")),Ja=mxResources.get("timeAgo",[Ja],"{1} ago"));Ma||(Ma=TEMPLATE_PATH+"/"+pa.substring(0,pa.length-4)+".png");pa=oa?50:15;null!=ta&&ta.length>pa&&(ta=ta.substring(0,pa)+"…");if(oa){var Pa=document.createElement("tr"); 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Ca=document.createElement("div"),ya=mxResources.get(va.title);null==ya&&(ya=va.title.substring(0,1).toUpperCase()+va.title.substring(1));Ca.className="geTempDlgNewDiagramCatItem"; +Ca.setAttribute("title",ya);ya=mxUtils.htmlEntities(ya);15<ya.length&&(ya=ya.substring(0,15)+"…");null==L&&(t(!0),I(Ca,"geTempDlgNewDiagramCatItemActive",va));var ta=document.createElement("div");ta.className="geTempDlgNewDiagramCatItemImg";var pa=document.createElement("img");pa.src=NEW_DIAGRAM_CATS_PATH+"/"+va.img;ta.appendChild(pa);Ca.appendChild(ta);ta=document.createElement("div");ta.className="geTempDlgNewDiagramCatItemLbl";ta.innerHTML=ya;Ca.appendChild(ta);za.appendChild(Ca);(function(Ha, 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Ka=mxResources.get(Sa);null==Ka&&(Ka=Sa.substring(0,1).toUpperCase()+Sa.substring(1)); +Sa=Ka+" ("+Ua.length+")";var Ta=Ka=mxUtils.htmlEntities(Ka);15<Ka.length&&(Ka=Ka.substring(0,15)+"…");return{lbl:Ka+" ("+Ua.length+")",fullLbl:Sa,lblOnly:Ta}}function va(Sa,Ua,Ka,Ta,Va){mxEvent.addListener(Ka,"click",function(){l!=Ka&&(null!=l?(l.style.fontWeight="normal",l.style.textDecoration="none"):(Ea.style.display="none",Da.style.minHeight="100%"),l=Ka,l.style.fontWeight="bold",l.style.textDecoration="underline",ka.scrollTop=0,U&&(V=!0),ia.innerHTML=Ua,qa.style.display="none",m(Va?ha[Sa]: +Ta?La[Sa][Ta]:ea[Sa],Va?!1:!0))})}var Ca=W.querySelector(".geTemplatesList");if(0<oa){oa=document.createElement("div");oa.style.cssText="font-weight: bold;background: #f9f9f9;padding: 5px 0 5px 0;text-align: center;margin-top: 10px;";mxUtils.write(oa,mxResources.get("custom"));Ca.appendChild(oa);for(var ya in ha){oa=document.createElement("div");var ta=ha[ya];ta=ma(ya,ta);oa.className="geTemplateCatLink";oa.setAttribute("title",ta.fullLbl);oa.innerHTML=ta.lbl;Ca.appendChild(oa);va(ya,ta.lblOnly,oa, +null,!0)}oa=document.createElement("div");oa.style.cssText="font-weight: bold;background: #f9f9f9;padding: 5px 0 5px 0;text-align: center;margin-top: 10px;";mxUtils.write(oa,"draw.io");Ca.appendChild(oa)}for(ya in ea){var pa=La[ya],Ha=oa=document.createElement(pa?"ul":"div");ta=ea[ya];ta=ma(ya,ta);if(null!=pa){var Ma=document.createElement("li"),Ra=document.createElement("div");Ra.className="geTempTreeCaret geTemplateCatLink geTemplateDrawioCatLink";Ra.style.padding="0";Ra.setAttribute("title",ta.fullLbl); +Ra.innerHTML=ta.lbl;Ha=Ra;Ma.appendChild(Ra);var Ja=document.createElement("ul");Ja.className="geTempTreeNested";Ja.style.visibility="hidden";for(var Pa in pa){var 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H(ea){B&&(ka.scrollTop=0,la.innerText="",ra.spin(la),V=!1,U=!0,ia.innerText=mxResources.get("recentDiag"),Y=null,B(ba,function(){z(mxResources.get("cannotLoad"));ba([])},ea?null:x))}function G(ea){if(""==ea)null!=A&&(A.click(),A=null);else{if(null==TemplatesDialog.tagsList[d]){var ha={};for(Ha in wa)for(var oa=wa[Ha],ma=0;ma<oa.length;ma++){var va=oa[ma];if(null!=va.tags)for(var Ca=va.tags.toLowerCase().split(";"),ya=0;ya<Ca.length;ya++)null== +ha[Ca[ya]]&&(ha[Ca[ya]]=[]),ha[Ca[ya]].push(va)}TemplatesDialog.tagsList[d]=ha}var ta=ea.toLowerCase().split(" ");ha=TemplatesDialog.tagsList[d];if(0<da&&null==ha.__tagsList__){for(Ha in ja)for(oa=ja[Ha],ma=0;ma<oa.length;ma++)for(va=oa[ma],Ca=va.title.split(" "),Ca.push(Ha),ya=0;ya<Ca.length;ya++){var pa=Ca[ya].toLowerCase();null==ha[pa]&&(ha[pa]=[]);ha[pa].push(va)}ha.__tagsList__=!0}var Ha=[];oa={};for(ma=Ca=0;ma<ta.length;ma++)if(0<ta[ma].length){pa=ha[ta[ma]];var Ma={};Ha=[];if(null!=pa)for(ya= 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class="geTempDlgContent" style="width: 100%"><div class="geTempDlgNewDiagramCat"><div class="geTempDlgNewDiagramCatLbl">'+ +mxResources.get("newDiagram")+'</div><div class="geTempDlgNewDiagramCatList"></div><div class="geTempDlgNewDiagramCatFooter"><div class="geTempDlgShowAllBtn">'+mxResources.get("showMore")+'</div></div></div><div class="geTempDlgDiagramsList"><div class="geTempDlgDiagramsListHeader"><div class="geTempDlgDiagramsListTitle"></div><div class="geTempDlgDiagramsListBtns"><div class="geTempDlgRadioBtn geTempDlgRadioBtnLarge" data-id="myDiagramsBtn"><img src="/images/my-diagrams.svg" class="geTempDlgMyDiagramsBtnImg"> <span>'+ mxResources.get("myDiagrams")+'</span></div><div class="geTempDlgRadioBtn geTempDlgRadioBtnLarge geTempDlgRadioBtnActive" data-id="allDiagramsBtn"><img src="/images/all-diagrams-sel.svg" class="geTempDlgAllDiagramsBtnImg"> <span>'+mxResources.get("allDiagrams")+'</span></div><div class="geTempDlgSpacer"> </div><div class="geTempDlgRadioBtn 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sa=!1,la=!1,ya={},Ia={},ka={},wa=[],ta=1,va=0;null!=k?k(function(Z,ia){ka=Z;va=ia;H()},H):H();mxUtils.get(v,function(Z){if(!la){la=!0;for(Z=Z.getXml().documentElement.firstChild;null!=Z;)"undefined"!== -typeof Z.getAttribute&&null!=Z.getAttribute("title")&&wa.push({img:Z.getAttribute("img"),libs:Z.getAttribute("libs"),clibs:Z.getAttribute("clibs"),title:Z.getAttribute("title")}),Z=Z.nextSibling;E(wa)}});var pa=function(Z,ia,ha){Fa.style.display="";Ea.stop();W=!1;if(X)X=!1;else if(ia)ja.innerHTML=ia;else{ha=ha||{};ia=0;for(var ma in ha)ia+=ha[ma].length;0==Z.length&&0==ia?ja.innerHTML=mxUtils.htmlEntities(mxResources.get("noDiagrams")):G(Z,!1,T,0==ia?null:ha)}};C(V);var fa=null;mxEvent.addListener(za, 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-(D=mxResources.get("dropbox"),c.src=IMAGE_PATH+"/dropbox-logo-white.svg"):f==b.oneDrive?(D=mxResources.get("oneDrive"),c.src=IMAGE_PATH+"/onedrive-logo-white.svg"):f==b.gitHub?(D=mxResources.get("github"),c.src=IMAGE_PATH+"/github-logo-white.svg"):f==b.gitLab?(D=mxResources.get("gitlab"),c.src=IMAGE_PATH+"/gitlab-logo.svg"):f==b.trello&&(D=mxResources.get("trello"),c.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizedIn",[D],"You are now authorized in {1}")); -l=mxUtils.button(l,d);l.insertBefore(c,l.firstChild);l.style.marginTop="6px";l.className="geBigButton";l.style.fontSize="18px";l.style.padding="14px";v.appendChild(u);v.appendChild(b);v.appendChild(l);this.container=v},FontDialog=function(b,f,l,d,v){function u(K){this.style.border="";13==K.keyCode&&N.click()}var D=document.createElement("table"),c=document.createElement("tbody");D.style.marginTop="8px";var e=document.createElement("tr");var g=document.createElement("td");g.colSpan=2;g.style.whiteSpace= -"nowrap";g.style.fontSize="10pt";g.style.fontWeight="bold";var k=document.createElement("input");k.style.cssText="margin-right:8px;margin-bottom:8px;";k.setAttribute("value","sysfonts");k.setAttribute("type","radio");k.setAttribute("name","current-fontdialog");k.setAttribute("id","fontdialog-sysfonts");g.appendChild(k);var m=document.createElement("label");m.setAttribute("for","fontdialog-sysfonts");mxUtils.write(m,mxResources.get("sysFonts",null,"System Fonts"));g.appendChild(m);e.appendChild(g); -c.appendChild(e);e=document.createElement("tr");g=document.createElement("td");g.style.whiteSpace="nowrap";g.style.fontSize="10pt";g.style.width="120px";g.style.paddingLeft="15px";mxUtils.write(g,mxResources.get("fontname",null,"Font Name")+":");e.appendChild(g);var p=document.createElement("input");"s"==d&&p.setAttribute("value",f);p.style.marginLeft="4px";p.style.width="250px";p.className="dlg_fontName_s";g=document.createElement("td");g.appendChild(p);e.appendChild(g);c.appendChild(e);e=document.createElement("tr"); -g=document.createElement("td");g.colSpan=2;g.style.whiteSpace="nowrap";g.style.fontSize="10pt";g.style.fontWeight="bold";var x=document.createElement("input");x.style.cssText="margin-right:8px;margin-bottom:8px;";x.setAttribute("value","googlefonts");x.setAttribute("type","radio");x.setAttribute("name","current-fontdialog");x.setAttribute("id","fontdialog-googlefonts");g.appendChild(x);m=document.createElement("label");m.setAttribute("for","fontdialog-googlefonts");mxUtils.write(m,mxResources.get("googleFonts", -null,"Google Fonts"));g.appendChild(m);mxClient.IS_CHROMEAPP||b.isOffline()&&!EditorUi.isElectronApp||(m=b.menus.createHelpLink("https://fonts.google.com/"),m.getElementsByTagName("img")[0].setAttribute("valign","middle"),g.appendChild(m));e.appendChild(g);c.appendChild(e);e=document.createElement("tr");g=document.createElement("td");g.style.whiteSpace="nowrap";g.style.fontSize="10pt";g.style.width="120px";g.style.paddingLeft="15px";mxUtils.write(g,mxResources.get("fontname",null,"Font Name")+":"); -e.appendChild(g);var y=document.createElement("input");"g"==d&&y.setAttribute("value",f);y.style.marginLeft="4px";y.style.width="250px";y.className="dlg_fontName_g";g=document.createElement("td");g.appendChild(y);e.appendChild(g);c.appendChild(e);e=document.createElement("tr");g=document.createElement("td");g.colSpan=2;g.style.whiteSpace="nowrap";g.style.fontSize="10pt";g.style.fontWeight="bold";var A=document.createElement("input");A.style.cssText="margin-right:8px;margin-bottom:8px;";A.setAttribute("value", -"webfonts");A.setAttribute("type","radio");A.setAttribute("name","current-fontdialog");A.setAttribute("id","fontdialog-webfonts");g.appendChild(A);m=document.createElement("label");m.setAttribute("for","fontdialog-webfonts");mxUtils.write(m,mxResources.get("webfonts",null,"Web Fonts"));g.appendChild(m);e.appendChild(g);Editor.enableWebFonts&&c.appendChild(e);e=document.createElement("tr");g=document.createElement("td");g.style.whiteSpace="nowrap";g.style.fontSize="10pt";g.style.width="120px";g.style.paddingLeft= -"15px";mxUtils.write(g,mxResources.get("fontname",null,"Font Name")+":");e.appendChild(g);var z=document.createElement("input");"w"==d&&(Editor.enableWebFonts?z.setAttribute("value",f):p.setAttribute("value",f));z.style.marginLeft="4px";z.style.width="250px";z.className="dlg_fontName_w";g=document.createElement("td");g.appendChild(z);e.appendChild(g);Editor.enableWebFonts&&c.appendChild(e);e=document.createElement("tr");g=document.createElement("td");g.style.whiteSpace="nowrap";g.style.fontSize="10pt"; -g.style.width="120px";g.style.paddingLeft="15px";mxUtils.write(g,mxResources.get("fontUrl",null,"Font URL")+":");e.appendChild(g);var L=document.createElement("input");L.setAttribute("value",l||"");L.style.marginLeft="4px";L.style.width="250px";L.className="dlg_fontUrl";g=document.createElement("td");g.appendChild(L);e.appendChild(g);Editor.enableWebFonts&&c.appendChild(e);this.init=function(){var K=p;"g"==d?K=y:"w"==d&&Editor.enableWebFonts&&(K=z);K.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode? -K.select():document.execCommand("selectAll",!1,null)};e=document.createElement("tr");g=document.createElement("td");g.colSpan=2;g.style.paddingTop="20px";g.style.whiteSpace="nowrap";g.setAttribute("align","right");b.isOffline()||(f=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/blog/external-fonts")}),f.className="geBtn",g.appendChild(f));f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();v()});f.className="geBtn";b.editor.cancelFirst&&g.appendChild(f); -var N=mxUtils.button(mxResources.get("apply"),function(){if(k.checked){var K=p.value;var t="s"}else if(x.checked){K=y.value;var q=Editor.GOOGLE_FONTS+encodeURIComponent(K).replace(/%20/g,"+");t="g"}else A.checked&&(K=z.value,q=L.value,t="w");var G=q;var E=t,F=/(ftp|http|https):\/\/(\w+:{0,1}\w*@)?(\S+)(:[0-9]+)?(\/|\/([\w#!:.?+=&%@!\-\/]))?/;null==K||0==K.length?(D.querySelector(".dlg_fontName_"+E).style.border="1px solid red",G=!1):"w"!=E||F.test(G)?G=!0:(D.querySelector(".dlg_fontUrl").style.border= -"1px solid red",G=!1);G&&(v(K,q,t),b.hideDialog())});N.className="geBtn gePrimaryBtn";mxEvent.addListener(p,"keypress",u);mxEvent.addListener(y,"keypress",u);mxEvent.addListener(z,"keypress",u);mxEvent.addListener(L,"keypress",u);mxEvent.addListener(p,"focus",function(){k.setAttribute("checked","checked");k.checked=!0});mxEvent.addListener(y,"focus",function(){x.setAttribute("checked","checked");x.checked=!0});mxEvent.addListener(z,"focus",function(){A.setAttribute("checked","checked");A.checked= -!0});mxEvent.addListener(L,"focus",function(){A.setAttribute("checked","checked");A.checked=!0});g.appendChild(N);b.editor.cancelFirst||g.appendChild(f);e.appendChild(g);c.appendChild(e);D.appendChild(c);this.container=D}; -function AspectDialog(b,f,l,d,v){this.aspect={pageId:f||(b.pages?b.pages[0].getId():null),layerIds:l||[]};f=document.createElement("div");var u=document.createElement("h5");u.style.margin="0 0 10px";mxUtils.write(u,mxResources.get("pages"));f.appendChild(u);l=document.createElement("div");l.className="geAspectDlgList";f.appendChild(l);u=document.createElement("h5");u.style.margin="0 0 10px";mxUtils.write(u,mxResources.get("layers"));f.appendChild(u);u=document.createElement("div");u.className="geAspectDlgList"; -f.appendChild(u);this.pagesContainer=l;this.layersContainer=u;this.ui=b;l=document.createElement("div");l.style.marginTop="16px";l.style.textAlign="center";u=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=v&&v()});u.className="geBtn";b.editor.cancelFirst&&l.appendChild(u);var D=mxUtils.button(mxResources.get("ok"),mxUtils.bind(this,function(){b.hideDialog();d({pageId:this.selectedPage,layerIds:Object.keys(this.selectedLayers)})}));l.appendChild(D);D.className="geBtn gePrimaryBtn"; -b.editor.cancelFirst||l.appendChild(u);D.setAttribute("disabled","disabled");this.okBtn=D;f.appendChild(l);this.container=f}AspectDialog.prototype.init=function(){var b=this.ui.getFileData(!0);if(this.ui.pages)for(b=0;b<this.ui.pages.length;b++){var f=this.ui.updatePageRoot(this.ui.pages[b]);this.createPageItem(f.getId(),f.getName(),f.node)}else this.createPageItem("1","Page-1",mxUtils.parseXml(b).documentElement)}; -AspectDialog.prototype.createViewer=function(b,f,l,d){mxEvent.disableContextMenu(b);b.style.userSelect="none";var v=new Graph(b);v.setTooltips(!1);v.setEnabled(!1);v.setPanning(!1);v.minFitScale=null;v.maxFitScale=null;v.centerZoom=!0;f="mxGraphModel"==f.nodeName?f:Editor.parseDiagramNode(f);if(null!=f){var u=f.getAttribute("background");if(null==u||""==u||u==mxConstants.NONE)u=null!=d?d:"#ffffff";b.style.backgroundColor=u;d=new mxCodec(f.ownerDocument);b=v.getModel();d.decode(f,b);f=b.getChildCount(b.root); -d=null==l;for(u=0;u<f;u++){var D=b.getChildAt(b.root,u);b.setVisible(D,d||l==D.id)}v.maxFitScale=1;v.fit(0);v.center()}return v}; -AspectDialog.prototype.createPageItem=function(b,f,l){var d=document.createElement("div");d.className="geAspectDlgListItem";d.setAttribute("data-page-id",b);d.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(f)+"</div>";this.pagesContainer.appendChild(d);var v=this.createViewer(d.childNodes[0],l);f=mxUtils.bind(this,function(){null!=this.selectedItem&&(this.selectedItem.className="geAspectDlgListItem");this.selectedItem=d; -this.selectedPage=b;d.className+=" geAspectDlgListItemSelected";this.layersContainer.innerText="";this.selectedLayers={};this.okBtn.setAttribute("disabled","disabled");var u=v.model;u=u.getChildCells(u.getRoot());for(var D=0;D<u.length;D++)this.createLayerItem(u[D],b,v,l)});mxEvent.addListener(d,"click",f);this.aspect.pageId==b&&f()}; -AspectDialog.prototype.createLayerItem=function(b,f,l,d){f=l.convertValueToString(b)||mxResources.get("background")||"Background";var v=document.createElement("div");v.setAttribute("data-layer-id",b.id);v.className="geAspectDlgListItem";v.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(f)+"</div>";this.layersContainer.appendChild(v);this.createViewer(v.childNodes[0],d,b.id);d=mxUtils.bind(this,function(){0<=v.className.indexOf("geAspectDlgListItemSelected")? +(q?'<span class="geTempDlgLinkToDiagram geTempDlgLinkToDiagramHint">'+mxResources.get("linkToDiagramHint")+'</span><button class="geTempDlgLinkToDiagram geTempDlgLinkToDiagramBtn">'+mxResources.get("linkToDiagram")+"</button>":"")+(g?'<div class="geTempDlgOpenBtn">'+mxResources.get("open")+"</div>":"")+'<div class="geTempDlgCreateBtn">'+mxResources.get("create")+'</div><div class="geTempDlgCancelBtn">'+mxResources.get("cancel")+"</div></div>",W=document.createElement("div");W.innerHTML=T;W.className= +"geTemplateDlg";this.container=W;d=null!=d?d:TEMPLATE_PATH+"/index.xml";v=null!=v?v:NEW_DIAGRAM_CATS_PATH+"/index.xml";var U=!1,V=!1,l=null,A=null,L=null,Q=null,O=!1,R=!0,S=!1,X=[],aa=null,Y,Z,ca=!1,fa=W.querySelector(".geTempDlgShowAllBtn"),la=W.querySelector(".geTempDlgDiagramsTiles"),ia=W.querySelector(".geTempDlgDiagramsListTitle"),qa=W.querySelector(".geTempDlgDiagramsListBtns"),ka=W.querySelector(".geTempDlgContent"),Da=W.querySelector(".geTempDlgDiagramsList"),Ea=W.querySelector(".geTempDlgNewDiagramCat"), +za=W.querySelector(".geTempDlgNewDiagramCatList"),Oa=W.querySelector(".geTempDlgCreateBtn"),Aa=W.querySelector(".geTempDlgOpenBtn"),Ga=W.querySelector(".geTempDlgSearchBox"),Ia=W.querySelector(".geTempDlgErrMsg"),ra=new Spinner({lines:12,length:10,width:5,radius:10,rotate:0,color:"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"50px",zIndex:2E9});mxEvent.addListener(W.querySelector(".geTempDlgBack"),"click",function(){C();ca=!1;W.querySelector(".geTemplatesList").style.display="none";ka.style.width= +"100%";Ea.style.display="";Da.style.minHeight="calc(100% - 280px)";Ga.style.display=D?"":"none";Ga.value="";Y=null;H(R)});mxEvent.addListener(W.querySelector(".geTempDlgRadioBtn[data-id=allDiagramsBtn]"),"click",function(){u(this,"geTempDlgAllDiagramsBtnImg","all-diagrams","myDiagramsBtn","geTempDlgMyDiagramsBtnImg","my-diagrams",!0)&&(R=!0,null==Y?H(R):E(Y))});mxEvent.addListener(W.querySelector(".geTempDlgRadioBtn[data-id=myDiagramsBtn]"),"click",function(){u(this,"geTempDlgMyDiagramsBtnImg","my-diagrams", +"allDiagramsBtn","geTempDlgAllDiagramsBtnImg","all-diagrams",!0)&&(R=!1,null==Y?H(R):E(Y))});mxEvent.addListener(W.querySelector(".geTempDlgRadioBtn[data-id=listBtn]"),"click",function(){u(this,"geTempDlgListBtnImg","list","tilesBtn","geTempDlgTilesBtnImg","tiles",!1)&&(S=!0,m(X,!1,S,aa))});mxEvent.addListener(W.querySelector(".geTempDlgRadioBtn[data-id=tilesBtn]"),"click",function(){u(this,"geTempDlgTilesBtnImg","tiles","listBtn","geTempDlgListBtnImg","list",!1)&&(S=!1,m(X,!1,S,aa))});var ua=!1; +mxEvent.addListener(fa,"click",function(){O?(Ea.style.height="280px",za.style.height="190px",fa.innerText=mxResources.get("showMore"),F(xa)):(Ea.style.height="440px",za.style.height="355px",fa.innerText=mxResources.get("showLess"),F(xa,!0));O=!O});var Ba=!1,Fa=!1,wa={},La={},ja={},xa=[],sa=1,da=0;null!=e?e(function(ea,ha){ja=ea;da=ha;M()},M):M();mxUtils.get(v,function(ea){if(!Fa){Fa=!0;for(ea=ea.getXml().documentElement.firstChild;null!=ea;)"undefined"!==typeof ea.getAttribute&&null!=ea.getAttribute("title")&& +xa.push({img:ea.getAttribute("img"),libs:ea.getAttribute("libs"),clibs:ea.getAttribute("clibs"),title:ea.getAttribute("title")}),ea=ea.nextSibling;F(xa)}});var ba=function(ea,ha,oa){qa.style.display="";ra.stop();U=!1;if(V)V=!1;else if(ha)la.innerText=ha;else{oa=oa||{};ha=0;for(var ma in oa)ha+=oa[ma].length;0==ea.length&&0==ha?la.innerText=mxResources.get("noDiagrams"):m(ea,!1,S,0==ha?null:oa)}};H(R);var na=null;mxEvent.addListener(Ga,"keyup",P);mxEvent.addListener(Ga,"search",P);mxEvent.addListener(Ga, +"input",P);mxEvent.addListener(Oa,"click",function(ea){N(!1,!1)});g&&mxEvent.addListener(Aa,"click",function(ea){N(!1,!0)});q&&mxEvent.addListener(W.querySelector(".geTempDlgLinkToDiagramBtn"),"click",function(ea){N(!0)});mxEvent.addListener(W.querySelector(".geTempDlgCancelBtn"),"click",function(){null!=k&&k();p||b.hideDialog(!0)})};TemplatesDialog.tagsList={}; +var BtnDialog=function(b,f,k,d){var v=document.createElement("div");v.style.textAlign="center";var x=document.createElement("p");x.style.fontSize="16pt";x.style.padding="0px";x.style.margin="0px";x.style.color="gray";mxUtils.write(x,mxResources.get("done"));var B="Unknown",D=document.createElement("img");D.setAttribute("border","0");D.setAttribute("align","absmiddle");D.style.marginRight="10px";f==b.drive?(B=mxResources.get("googleDrive"),D.src=IMAGE_PATH+"/google-drive-logo-white.svg"):f==b.dropbox? +(B=mxResources.get("dropbox"),D.src=IMAGE_PATH+"/dropbox-logo-white.svg"):f==b.oneDrive?(B=mxResources.get("oneDrive"),D.src=IMAGE_PATH+"/onedrive-logo-white.svg"):f==b.gitHub?(B=mxResources.get("github"),D.src=IMAGE_PATH+"/github-logo-white.svg"):f==b.gitLab?(B=mxResources.get("gitlab"),D.src=IMAGE_PATH+"/gitlab-logo.svg"):f==b.trello&&(B=mxResources.get("trello"),D.src=IMAGE_PATH+"/trello-logo-white.svg");b=document.createElement("p");mxUtils.write(b,mxResources.get("authorizedIn",[B],"You are now authorized in {1}")); +k=mxUtils.button(k,d);k.insertBefore(D,k.firstChild);k.style.marginTop="6px";k.className="geBigButton";k.style.fontSize="18px";k.style.padding="14px";v.appendChild(x);v.appendChild(b);v.appendChild(k);this.container=v},FontDialog=function(b,f,k,d,v){function x(I){this.style.border="";13==I.keyCode&&y.click()}var B=document.createElement("table"),D=document.createElement("tbody");B.style.marginTop="8px";var K=document.createElement("tr");var c=document.createElement("td");c.colSpan=2;c.style.whiteSpace= +"nowrap";c.style.fontSize="10pt";c.style.fontWeight="bold";var e=document.createElement("input");e.style.cssText="margin-right:8px;margin-bottom:8px;";e.setAttribute("value","sysfonts");e.setAttribute("type","radio");e.setAttribute("name","current-fontdialog");e.setAttribute("id","fontdialog-sysfonts");c.appendChild(e);var g=document.createElement("label");g.setAttribute("for","fontdialog-sysfonts");mxUtils.write(g,mxResources.get("sysFonts",null,"System Fonts"));c.appendChild(g);K.appendChild(c); +D.appendChild(K);K=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.width="120px";c.style.paddingLeft="15px";mxUtils.write(c,mxResources.get("fontname",null,"Font Name")+":");K.appendChild(c);var q=document.createElement("input");"s"==d&&q.setAttribute("value",f);q.style.marginLeft="4px";q.style.width="250px";q.className="dlg_fontName_s";c=document.createElement("td");c.appendChild(q);K.appendChild(c);D.appendChild(K);K=document.createElement("tr"); +c=document.createElement("td");c.colSpan=2;c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.fontWeight="bold";var n=document.createElement("input");n.style.cssText="margin-right:8px;margin-bottom:8px;";n.setAttribute("value","googlefonts");n.setAttribute("type","radio");n.setAttribute("name","current-fontdialog");n.setAttribute("id","fontdialog-googlefonts");c.appendChild(n);g=document.createElement("label");g.setAttribute("for","fontdialog-googlefonts");mxUtils.write(g,mxResources.get("googleFonts", +null,"Google Fonts"));c.appendChild(g);mxClient.IS_CHROMEAPP||b.isOffline()&&!EditorUi.isElectronApp||(g=b.menus.createHelpLink("https://fonts.google.com/"),g.getElementsByTagName("img")[0].setAttribute("valign","middle"),c.appendChild(g));K.appendChild(c);D.appendChild(K);K=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.width="120px";c.style.paddingLeft="15px";mxUtils.write(c,mxResources.get("fontname",null,"Font Name")+":"); +K.appendChild(c);var p=document.createElement("input");"g"==d&&p.setAttribute("value",f);p.style.marginLeft="4px";p.style.width="250px";p.className="dlg_fontName_g";c=document.createElement("td");c.appendChild(p);K.appendChild(c);D.appendChild(K);K=document.createElement("tr");c=document.createElement("td");c.colSpan=2;c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.fontWeight="bold";var z=document.createElement("input");z.style.cssText="margin-right:8px;margin-bottom:8px;";z.setAttribute("value", +"webfonts");z.setAttribute("type","radio");z.setAttribute("name","current-fontdialog");z.setAttribute("id","fontdialog-webfonts");c.appendChild(z);g=document.createElement("label");g.setAttribute("for","fontdialog-webfonts");mxUtils.write(g,mxResources.get("webfonts",null,"Web Fonts"));c.appendChild(g);K.appendChild(c);Editor.enableWebFonts&&D.appendChild(K);K=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.width="120px";c.style.paddingLeft= +"15px";mxUtils.write(c,mxResources.get("fontname",null,"Font Name")+":");K.appendChild(c);var C=document.createElement("input");"w"==d&&(Editor.enableWebFonts?C.setAttribute("value",f):q.setAttribute("value",f));C.style.marginLeft="4px";C.style.width="250px";C.className="dlg_fontName_w";c=document.createElement("td");c.appendChild(C);K.appendChild(c);Editor.enableWebFonts&&D.appendChild(K);K=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt"; +c.style.width="120px";c.style.paddingLeft="15px";mxUtils.write(c,mxResources.get("fontUrl",null,"Font URL")+":");K.appendChild(c);var u=document.createElement("input");u.setAttribute("value",k||"");u.style.marginLeft="4px";u.style.width="250px";u.className="dlg_fontUrl";c=document.createElement("td");c.appendChild(u);K.appendChild(c);Editor.enableWebFonts&&D.appendChild(K);this.init=function(){var I=q;"g"==d?I=p:"w"==d&&Editor.enableWebFonts&&(I=C);I.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode? +I.select():document.execCommand("selectAll",!1,null)};K=document.createElement("tr");c=document.createElement("td");c.colSpan=2;c.style.paddingTop="20px";c.style.whiteSpace="nowrap";c.setAttribute("align","right");b.isOffline()||(f=mxUtils.button(mxResources.get("help"),function(){b.openLink("https://www.diagrams.net/blog/external-fonts")}),f.className="geBtn",c.appendChild(f));f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();v()});f.className="geBtn";b.editor.cancelFirst&&c.appendChild(f); +var y=mxUtils.button(mxResources.get("apply"),function(){if(e.checked){var I=q.value;var N="s"}else if(n.checked){I=p.value;var t=Editor.GOOGLE_FONTS+encodeURIComponent(I).replace(/%20/g,"+");N="g"}else z.checked&&(I=C.value,t=u.value,N="w");var m=t;var F=N,J=/(ftp|http|https):\/\/(\w+:{0,1}\w*@)?(\S+)(:[0-9]+)?(\/|\/([\w#!:.?+=&%@!\-\/]))?/;null==I||0==I.length?(B.querySelector(".dlg_fontName_"+F).style.border="1px solid red",m=!1):"w"!=F||J.test(m)?m=!0:(B.querySelector(".dlg_fontUrl").style.border= +"1px solid red",m=!1);m&&(v(I,t,N),b.hideDialog())});y.className="geBtn gePrimaryBtn";mxEvent.addListener(q,"keypress",x);mxEvent.addListener(p,"keypress",x);mxEvent.addListener(C,"keypress",x);mxEvent.addListener(u,"keypress",x);mxEvent.addListener(q,"focus",function(){e.setAttribute("checked","checked");e.checked=!0});mxEvent.addListener(p,"focus",function(){n.setAttribute("checked","checked");n.checked=!0});mxEvent.addListener(C,"focus",function(){z.setAttribute("checked","checked");z.checked= +!0});mxEvent.addListener(u,"focus",function(){z.setAttribute("checked","checked");z.checked=!0});c.appendChild(y);b.editor.cancelFirst||c.appendChild(f);K.appendChild(c);D.appendChild(K);B.appendChild(D);this.container=B}; +function AspectDialog(b,f,k,d,v){this.aspect={pageId:f||(b.pages?b.pages[0].getId():null),layerIds:k||[]};f=document.createElement("div");var x=document.createElement("h5");x.style.margin="0 0 10px";mxUtils.write(x,mxResources.get("pages"));f.appendChild(x);k=document.createElement("div");k.className="geAspectDlgList";f.appendChild(k);x=document.createElement("h5");x.style.margin="0 0 10px";mxUtils.write(x,mxResources.get("layers"));f.appendChild(x);x=document.createElement("div");x.className="geAspectDlgList"; +f.appendChild(x);this.pagesContainer=k;this.layersContainer=x;this.ui=b;k=document.createElement("div");k.style.marginTop="16px";k.style.textAlign="center";x=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=v&&v()});x.className="geBtn";b.editor.cancelFirst&&k.appendChild(x);var B=mxUtils.button(mxResources.get("ok"),mxUtils.bind(this,function(){b.hideDialog();d({pageId:this.selectedPage,layerIds:Object.keys(this.selectedLayers)})}));k.appendChild(B);B.className="geBtn gePrimaryBtn"; +b.editor.cancelFirst||k.appendChild(x);B.setAttribute("disabled","disabled");this.okBtn=B;f.appendChild(k);this.container=f}AspectDialog.prototype.init=function(){var b=this.ui.getFileData(!0);if(this.ui.pages)for(b=0;b<this.ui.pages.length;b++){var f=this.ui.updatePageRoot(this.ui.pages[b]);this.createPageItem(f.getId(),f.getName(),f.node)}else this.createPageItem("1","Page-1",mxUtils.parseXml(b).documentElement)}; +AspectDialog.prototype.createViewer=function(b,f,k,d){mxEvent.disableContextMenu(b);b.style.userSelect="none";var v=new Graph(b);v.setTooltips(!1);v.setEnabled(!1);v.setPanning(!1);v.minFitScale=null;v.maxFitScale=null;v.centerZoom=!0;f="mxGraphModel"==f.nodeName?f:Editor.parseDiagramNode(f);if(null!=f){var x=f.getAttribute("background");if(null==x||""==x||x==mxConstants.NONE)x=null!=d?d:"#ffffff";b.style.backgroundColor=x;d=new mxCodec(f.ownerDocument);b=v.getModel();d.decode(f,b);f=b.getChildCount(b.root); +d=null==k;for(x=0;x<f;x++){var B=b.getChildAt(b.root,x);b.setVisible(B,d||k==B.id)}v.maxFitScale=1;v.fit(0);v.center()}return v}; +AspectDialog.prototype.createPageItem=function(b,f,k){var d=document.createElement("div");d.className="geAspectDlgListItem";d.setAttribute("data-page-id",b);d.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(f)+"</div>";this.pagesContainer.appendChild(d);var v=this.createViewer(d.childNodes[0],k);f=mxUtils.bind(this,function(){null!=this.selectedItem&&(this.selectedItem.className="geAspectDlgListItem");this.selectedItem=d; +this.selectedPage=b;d.className+=" geAspectDlgListItemSelected";this.layersContainer.innerText="";this.selectedLayers={};this.okBtn.setAttribute("disabled","disabled");var x=v.model;x=x.getChildCells(x.getRoot());for(var B=0;B<x.length;B++)this.createLayerItem(x[B],b,v,k)});mxEvent.addListener(d,"click",f);this.aspect.pageId==b&&f()}; +AspectDialog.prototype.createLayerItem=function(b,f,k,d){f=k.convertValueToString(b)||mxResources.get("background")||"Background";var v=document.createElement("div");v.setAttribute("data-layer-id",b.id);v.className="geAspectDlgListItem";v.innerHTML='<div style="max-width: 100%; max-height: 100%;"></div><div class="geAspectDlgListItemText">'+mxUtils.htmlEntities(f)+"</div>";this.layersContainer.appendChild(v);this.createViewer(v.childNodes[0],d,b.id);d=mxUtils.bind(this,function(){0<=v.className.indexOf("geAspectDlgListItemSelected")? (v.className="geAspectDlgListItem",delete this.selectedLayers[b.id],mxUtils.isEmptyObject(this.selectedLayers)&&this.okBtn.setAttribute("disabled","disabled")):(v.className+=" geAspectDlgListItemSelected",this.selectedLayers[b.id]=!0,this.okBtn.removeAttribute("disabled"))});mxEvent.addListener(v,"click",d);-1!=this.aspect.layerIds.indexOf(b.id)&&d()}; -var FilePropertiesDialog=function(b){var f=document.createElement("table"),l=document.createElement("tbody");f.style.width="100%";f.style.marginTop="8px";var d=b.getCurrentFile();var v=null!=d&&null!=d.getTitle()?d.getTitle():b.defaultFilename;var u=function(){};if(/(\.png)$/i.test(v)){u=1;var D=0;v=b.fileNode;null!=v&&(v.hasAttribute("scale")&&(u=parseFloat(v.getAttribute("scale"))),v.hasAttribute("border")&&(D=parseInt(v.getAttribute("border"))));v=document.createElement("tr");var c=document.createElement("td"); -c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.width="120px";mxUtils.write(c,mxResources.get("zoom")+":");v.appendChild(c);var e=document.createElement("input");e.setAttribute("value",100*u+"%");e.style.marginLeft="4px";e.style.width="180px";c=document.createElement("td");c.style.whiteSpace="nowrap";c.appendChild(e);v.appendChild(c);l.appendChild(v);v=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.width="120px"; -mxUtils.write(c,mxResources.get("borderWidth")+":");v.appendChild(c);var g=document.createElement("input");g.setAttribute("value",D);g.style.marginLeft="4px";g.style.width="180px";c=document.createElement("td");c.style.whiteSpace="nowrap";c.appendChild(g);v.appendChild(c);l.appendChild(v);this.init=function(){e.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null)};u=function(){null!=b.fileNode&&(b.fileNode.setAttribute("scale",Math.max(0, -parseInt(e.value)/100)),b.fileNode.setAttribute("border",Math.max(0,parseInt(g.value))),null!=d&&d.fileChanged());b.hideDialog()}}else if(!/(\.html)$/i.test(v)&&!/(\.svg)$/i.test(v)){var k=null!=d?d.isCompressed():Editor.compressXml;v=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt";c.style.width="120px";mxUtils.write(c,mxResources.get("compressed")+":");v.appendChild(c);var m=document.createElement("input");m.setAttribute("type","checkbox"); -k&&(m.setAttribute("checked","checked"),m.defaultChecked=!0);c=document.createElement("td");c.style.whiteSpace="nowrap";c.appendChild(m);v.appendChild(c);l.appendChild(v);this.init=function(){m.focus()};u=function(){null!=b.fileNode&&k!=m.checked&&(b.fileNode.setAttribute("compressed",m.checked?"true":"false"),null!=d&&d.fileChanged());b.hideDialog()}}if(null!=d&&d.isRealtimeOptional()){v=document.createElement("tr");c=document.createElement("td");c.style.whiteSpace="nowrap";c.style.fontSize="10pt"; -c.style.width="120px";mxUtils.write(c,mxResources.get("realtimeCollaboration")+":");v.appendChild(c);var p=document.createElement("input");p.setAttribute("type","checkbox");var x=d.isRealtimeEnabled();if(x="disabled"!=b.drive.getCustomProperty(d.desc,"collaboration"))p.setAttribute("checked","checked"),p.defaultChecked=!0;prevApply=u;u=function(){prevApply();b.hideDialog();p.checked!=x&&b.spinner.spin(document.body,mxResources.get("updatingDocument"))&&d.setRealtimeEnabled(p.checked,mxUtils.bind(this, -function(y){b.spinner.stop()}),mxUtils.bind(this,function(y){b.spinner.stop();b.showError(mxResources.get("error"),null!=y&&null!=y.error?y.error.message:mxResources.get("unknownError"),mxResources.get("ok"))}))};this.init=null!=this.init?this.init:function(){p.focus()};c=document.createElement("td");c.style.whiteSpace="nowrap";c.appendChild(p);c.appendChild(b.menus.createHelpLink("https://github.com/jgraph/drawio/discussions/2672"));v.appendChild(c);l.appendChild(v)}this.init=null!=this.init?this.init: -function(){};u=mxUtils.button(mxResources.get("apply"),u);u.className="geBtn gePrimaryBtn";v=document.createElement("tr");c=document.createElement("td");c.colSpan=2;c.style.paddingTop="20px";c.style.whiteSpace="nowrap";c.setAttribute("align","center");D=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});D.className="geBtn";b.editor.cancelFirst&&c.appendChild(D);c.appendChild(u);b.editor.cancelFirst||c.appendChild(D);v.appendChild(c);l.appendChild(v);f.appendChild(l);this.container= -f},ConnectionPointsDialog=function(b,f){function l(){null!=v&&v.destroy()}var d=document.createElement("div");d.style.userSelect="none";var v=null;this.init=function(){function u(O,I){O=new mxCell("",new mxGeometry(O,I,6,6),"shape=mxgraph.basic.x;fillColor=#29b6f2;strokeColor=#29b6f2;points=[];rotatable=0;resizable=0;connectable=0;editable=0;");O.vertex=!0;O.cp=!0;return m.addCell(O)}function D(O){O=m.getSelectionCells();m.deleteCells(O)}function c(){var O=parseInt(E.value)||0;O=0>O?0:100<O?100:O; -E.value=O;var I=parseInt(H.value)||0;I=0>I?0:100<I?100:I;H.value=I;var S=parseInt(F.value)||0,R=parseInt(C.value)||0;O=m.getConnectionPoint(y,new mxConnectionConstraint(new mxPoint(O/100,I/100),!1,null,S,R));I=m.getSelectionCell();if(null!=I){S=I.geometry.clone();R=m.view.scale;var Q=m.view.translate;S.x=(O.x-3*R)/R-Q.x;S.y=(O.y-3*R)/R-Q.y;m.model.setGeometry(I,S)}}function e(O){var I=0,S=0,R=p.geometry,Q=mxUtils.format((O.geometry.x+3-R.x)/R.width);O=mxUtils.format((O.geometry.y+3-R.y)/R.height); -0>Q?(I=Q*R.width,Q=0):1<Q&&(I=(Q-1)*R.width,Q=1);0>O?(S=O*R.height,O=0):1<O&&(S=(O-1)*R.height,O=1);return{x:Q,y:O,dx:parseInt(I),dy:parseInt(S)}}function g(){if(1==m.getSelectionCount()){var O=m.getSelectionCell();O=e(O);E.value=100*O.x;H.value=100*O.y;F.value=O.dx;C.value=O.dy;G.style.visibility=""}else G.style.visibility="hidden"}var k=document.createElement("div");k.style.width="350px";k.style.height="350px";k.style.overflow="hidden";k.style.border="1px solid lightGray";k.style.boxSizing="border-box"; -mxEvent.disableContextMenu(k);d.appendChild(k);var m=new Graph(k);m.autoExtend=!1;m.autoScroll=!1;m.setGridEnabled(!1);m.setEnabled(!0);m.setPanning(!0);m.setConnectable(!1);m.setTooltips(!1);m.minFitScale=null;m.maxFitScale=null;m.centerZoom=!0;m.maxFitScale=2;k=f.geometry;var p=new mxCell(f.value,new mxGeometry(0,0,k.width,k.height),f.style+";rotatable=0;resizable=0;connectable=0;editable=0;movable=0;");p.vertex=!0;m.addCell(p);m.dblClick=function(O,I){if(null!=I&&I!=p)m.setSelectionCell(I);else{I= -mxUtils.convertPoint(m.container,mxEvent.getClientX(O),mxEvent.getClientY(O));mxEvent.consume(O);O=m.view.scale;var S=m.view.translate;m.setSelectionCell(u((I.x-3*O)/O-S.x,(I.y-3*O)/O-S.y))}};v=new mxKeyHandler(m);v.bindKey(46,D);v.bindKey(8,D);m.getRubberband().isForceRubberbandEvent=function(O){return 0==O.evt.button&&(null==O.getCell()||O.getCell()==p)};m.panningHandler.isForcePanningEvent=function(O){return 2==O.evt.button};var x=m.isCellSelectable;m.isCellSelectable=function(O){return O==p?!1: -x.apply(this,arguments)};m.getLinkForCell=function(){return null};var y=m.view.getState(p);k=m.getAllConnectionConstraints(y);for(var A=0;null!=k&&A<k.length;A++){var z=m.getConnectionPoint(y,k[A]);u(z.x-3,z.y-3)}m.fit(8);m.center();A=mxUtils.button("",function(){m.zoomIn()});A.className="geSprite geSprite-zoomin";A.setAttribute("title",mxResources.get("zoomIn"));A.style.position="relative";A.style.outline="none";A.style.border="none";A.style.margin="2px";A.style.cursor="pointer";A.style.top=mxClient.IS_FF? -"-6px":"0px";mxUtils.setOpacity(A,60);z=mxUtils.button("",function(){m.zoomOut()});z.className="geSprite geSprite-zoomout";z.setAttribute("title",mxResources.get("zoomOut"));z.style.position="relative";z.style.outline="none";z.style.border="none";z.style.margin="2px";z.style.cursor="pointer";z.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(z,60);var L=mxUtils.button("",function(){m.fit(8);m.center()});L.className="geSprite geSprite-fit";L.setAttribute("title",mxResources.get("fit"));L.style.position= -"relative";L.style.outline="none";L.style.border="none";L.style.margin="2px";L.style.cursor="pointer";L.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(L,60);var N=mxUtils.button("",function(){m.zoomActual();m.center()});N.className="geSprite geSprite-actualsize";N.setAttribute("title",mxResources.get("actualSize"));N.style.position="relative";N.style.outline="none";N.style.border="none";N.style.margin="2px";N.style.cursor="pointer";N.style.top=mxClient.IS_FF?"-6px":"0px";mxUtils.setOpacity(N, -60);var K=mxUtils.button("",D);K.className="geSprite geSprite-delete";K.setAttribute("title",mxResources.get("delete"));K.style.position="relative";K.style.outline="none";K.style.border="none";K.style.margin="2px";K.style.float="right";K.style.cursor="pointer";mxUtils.setOpacity(K,10);k=document.createElement("div");k.appendChild(A);k.appendChild(z);k.appendChild(N);k.appendChild(L);k.appendChild(K);d.appendChild(k);var t=document.createElement("input");t.setAttribute("type","number");t.setAttribute("min", -"1");t.setAttribute("value","1");t.style.width="45px";t.style.position="relative";t.style.top=mxClient.IS_FF?"0px":"-4px";t.style.margin="0 4px 0 4px";k.appendChild(t);var q=document.createElement("select");q.style.position="relative";q.style.top=mxClient.IS_FF?"0px":"-4px";z=["left","right","top","bottom"];for(A=0;A<z.length;A++)L=z[A],N=document.createElement("option"),mxUtils.write(N,mxResources.get(L)),N.value=L,q.appendChild(N);k.appendChild(q);A=mxUtils.button(mxResources.get("add"),function(){var O= -parseInt(t.value);O=1>O?1:100<O?100:O;t.value=O;for(var I=q.value,S=p.geometry,R=[],Q=0;Q<O;Q++){switch(I){case "left":var W=S.x;var X=S.y+(Q+1)*S.height/(O+1);break;case "right":W=S.x+S.width;X=S.y+(Q+1)*S.height/(O+1);break;case "top":W=S.x+(Q+1)*S.width/(O+1);X=S.y;break;case "bottom":W=S.x+(Q+1)*S.width/(O+1),X=S.y+S.height}R.push(u(W-3,X-3))}m.setSelectionCells(R)});A.style.position="relative";A.style.marginLeft="8px";A.style.top=mxClient.IS_FF?"0px":"-4px";k.appendChild(A);var G=document.createElement("div"); -G.style.margin="4px 0px 8px 0px";G.style.whiteSpace="nowrap";G.style.height="24px";k=document.createElement("span");mxUtils.write(k,mxResources.get("dx"));G.appendChild(k);var E=document.createElement("input");E.setAttribute("type","number");E.setAttribute("min","0");E.setAttribute("max","100");E.style.width="45px";E.style.margin="0 4px 0 4px";G.appendChild(E);mxUtils.write(G,"%");var F=document.createElement("input");F.setAttribute("type","number");F.style.width="45px";F.style.margin="0 4px 0 4px"; -G.appendChild(F);mxUtils.write(G,"pt");k=document.createElement("span");mxUtils.write(k,mxResources.get("dy"));k.style.marginLeft="12px";G.appendChild(k);var H=document.createElement("input");H.setAttribute("type","number");H.setAttribute("min","0");H.setAttribute("max","100");H.style.width="45px";H.style.margin="0 4px 0 4px";G.appendChild(H);mxUtils.write(G,"%");var C=document.createElement("input");C.setAttribute("type","number");C.style.width="45px";C.style.margin="0 4px 0 4px";G.appendChild(C); -mxUtils.write(G,"pt");d.appendChild(G);g();m.getSelectionModel().addListener(mxEvent.CHANGE,function(){0<m.getSelectionCount()?mxUtils.setOpacity(K,60):mxUtils.setOpacity(K,10);g()});m.addListener(mxEvent.CELLS_MOVED,g);mxEvent.addListener(E,"change",c);mxEvent.addListener(H,"change",c);mxEvent.addListener(F,"change",c);mxEvent.addListener(C,"change",c);k=mxUtils.button(mxResources.get("cancel"),function(){l();b.hideDialog()});k.className="geBtn";A=mxUtils.button(mxResources.get("apply"),function(){var O= -m.model.cells,I=[],S=[],R;for(R in O){var Q=O[R];Q.cp&&S.push(e(Q))}S.sort(function(W,X){return W.x!=X.x?W.x-X.x:W.y!=X.y?W.y-X.y:W.dx!=X.dx?W.dx-X.dx:W.dy-X.dy});for(O=0;O<S.length;O++)0<O&&S[O].x==S[O-1].x&&S[O].y==S[O-1].y&&S[O].dx==S[O-1].dx&&S[O].dy==S[O-1].dy||I.push("["+S[O].x+","+S[O].y+",0,"+S[O].dx+","+S[O].dy+"]");b.editor.graph.setCellStyles("points","["+I.join(",")+"]",[f]);l();b.hideDialog()});A.className="geBtn gePrimaryBtn";z=mxUtils.button(mxResources.get("reset"),function(){b.editor.graph.setCellStyles("points", -null,[f]);l();b.hideDialog()});z.className="geBtn";L=document.createElement("div");L.style.marginTop="10px";L.style.textAlign="right";b.editor.cancelFirst?(L.appendChild(k),L.appendChild(z),L.appendChild(A)):(L.appendChild(z),L.appendChild(A),L.appendChild(k));d.appendChild(L)};this.destroy=l;this.container=d};(function(){"undefined"!==typeof html4&&(html4.ATTRIBS["span::data-lucid-content"]=0,html4.ATTRIBS["span::data-lucid-type"]=0,html4.ATTRIBS["font::data-font-src"]=0);Editor.prototype.appName="diagrams.net";Editor.prototype.diagramFileTypes=[{description:"diagramXmlDesc",extension:"drawio",mimeType:"text/xml"},{description:"diagramPngDesc",extension:"png",mimeType:"image/png"},{description:"diagramSvgDesc",extension:"svg",mimeType:"image/svg"},{description:"diagramHtmlDesc",extension:"html",mimeType:"text/html"}, +var FilePropertiesDialog=function(b){var f=document.createElement("table"),k=document.createElement("tbody");f.style.width="100%";f.style.marginTop="8px";var d=b.getCurrentFile();var v=null!=d&&null!=d.getTitle()?d.getTitle():b.defaultFilename;var x=function(){};if(/(\.png)$/i.test(v)){x=1;var B=0;v=b.fileNode;null!=v&&(v.hasAttribute("scale")&&(x=parseFloat(v.getAttribute("scale"))),v.hasAttribute("border")&&(B=parseInt(v.getAttribute("border"))));v=document.createElement("tr");var D=document.createElement("td"); +D.style.whiteSpace="nowrap";D.style.fontSize="10pt";D.style.width="120px";mxUtils.write(D,mxResources.get("zoom")+":");v.appendChild(D);var K=document.createElement("input");K.setAttribute("value",100*x+"%");K.style.marginLeft="4px";K.style.width="180px";D=document.createElement("td");D.style.whiteSpace="nowrap";D.appendChild(K);v.appendChild(D);k.appendChild(v);v=document.createElement("tr");D=document.createElement("td");D.style.whiteSpace="nowrap";D.style.fontSize="10pt";D.style.width="120px"; +mxUtils.write(D,mxResources.get("borderWidth")+":");v.appendChild(D);var c=document.createElement("input");c.setAttribute("value",B);c.style.marginLeft="4px";c.style.width="180px";D=document.createElement("td");D.style.whiteSpace="nowrap";D.appendChild(c);v.appendChild(D);k.appendChild(v);this.init=function(){K.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?K.select():document.execCommand("selectAll",!1,null)};x=function(){null!=b.fileNode&&(b.fileNode.setAttribute("scale",Math.max(0, +parseInt(K.value)/100)),b.fileNode.setAttribute("border",Math.max(0,parseInt(c.value))),null!=d&&d.fileChanged());b.hideDialog()}}else if(!/(\.html)$/i.test(v)&&!/(\.svg)$/i.test(v)){var e=null!=d?d.isCompressed():Editor.compressXml;v=document.createElement("tr");D=document.createElement("td");D.style.whiteSpace="nowrap";D.style.fontSize="10pt";D.style.width="120px";mxUtils.write(D,mxResources.get("compressed")+":");v.appendChild(D);var g=document.createElement("input");g.setAttribute("type","checkbox"); +e&&(g.setAttribute("checked","checked"),g.defaultChecked=!0);D=document.createElement("td");D.style.whiteSpace="nowrap";D.appendChild(g);v.appendChild(D);k.appendChild(v);this.init=function(){g.focus()};x=function(){null!=b.fileNode&&e!=g.checked&&(b.fileNode.setAttribute("compressed",g.checked?"true":"false"),null!=d&&d.fileChanged());b.hideDialog()}}if(null!=d&&d.isRealtimeOptional()){v=document.createElement("tr");D=document.createElement("td");D.style.whiteSpace="nowrap";D.style.fontSize="10pt"; +D.style.width="120px";mxUtils.write(D,mxResources.get("realtimeCollaboration")+":");v.appendChild(D);var q=document.createElement("input");q.setAttribute("type","checkbox");var n=d.isRealtimeEnabled();if(n="disabled"!=b.drive.getCustomProperty(d.desc,"collaboration"))q.setAttribute("checked","checked"),q.defaultChecked=!0;prevApply=x;x=function(){prevApply();b.hideDialog();q.checked!=n&&b.spinner.spin(document.body,mxResources.get("updatingDocument"))&&d.setRealtimeEnabled(q.checked,mxUtils.bind(this, +function(p){b.spinner.stop()}),mxUtils.bind(this,function(p){b.spinner.stop();b.showError(mxResources.get("error"),null!=p&&null!=p.error?p.error.message:mxResources.get("unknownError"),mxResources.get("ok"))}))};this.init=null!=this.init?this.init:function(){q.focus()};D=document.createElement("td");D.style.whiteSpace="nowrap";D.appendChild(q);D.appendChild(b.menus.createHelpLink("https://github.com/jgraph/drawio/discussions/2672"));v.appendChild(D);k.appendChild(v)}this.init=null!=this.init?this.init: +function(){};x=mxUtils.button(mxResources.get("apply"),x);x.className="geBtn gePrimaryBtn";v=document.createElement("tr");D=document.createElement("td");D.colSpan=2;D.style.paddingTop="20px";D.style.whiteSpace="nowrap";D.setAttribute("align","center");B=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});B.className="geBtn";b.editor.cancelFirst&&D.appendChild(B);D.appendChild(x);b.editor.cancelFirst||D.appendChild(B);v.appendChild(D);k.appendChild(v);f.appendChild(k);this.container= +f},ConnectionPointsDialog=function(b,f){function k(){null!=v&&v.destroy()}var d=document.createElement("div");d.style.userSelect="none";var v=null;this.init=function(){function x(G,E){G=new mxCell("",new mxGeometry(G,E,6,6),"shape=mxgraph.basic.x;fillColor=#29b6f2;strokeColor=#29b6f2;points=[];rotatable=0;resizable=0;connectable=0;editable=0;");G.vertex=!0;G.cp=!0;return g.addCell(G)}function B(G){G=g.getSelectionCells();g.deleteCells(G)}function D(){var G=parseInt(F.value)||0;G=0>G?0:100<G?100:G; +F.value=G;var 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-type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable", -dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump",dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop 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1==n.vertices.length&&0==n.edges.length&&!B.editorUi.editor.graph.isSwimlane(n.vertices[0])&&null==mxUtils.getValue(n.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(n,B){B=B.editorUi.editor.graph.model;return 0<n.vertices.length? -B.isVertex(B.getParent(n.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(n,B){n=0<n.vertices.length?B.editorUi.editor.graph.getCellGeometry(n.vertices[0]):null;return null!=n&&!n.relative}}, -{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed 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Fold",type:"bool",defVal:!1,isVisible:function(n,B){return 0<n.vertices.length&&B.editorUi.editor.graph.isContainer(n.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; -Editor.createRoughCanvas=function(n){var B=rough.canvas({getContext:function(){return n}});B.draw=function(J){var P=J.sets||[];J=J.options||this.getDefaultOptions();for(var M=0;M<P.length;M++){var V=P[M];switch(V.type){case "path":null!=J.stroke&&this._drawToContext(n,V,J);break;case "fillPath":this._drawToContext(n,V,J);break;case "fillSketch":this.fillSketch(n,V,J)}}};B.fillSketch=function(J,P,M){var V=n.state.strokeColor,T=n.state.strokeWidth,U=n.state.strokeAlpha,Y=n.state.dashed,ca=M.fillWeight; -0>ca&&(ca=M.strokeWidth/2);n.setStrokeAlpha(n.state.fillAlpha);n.setStrokeColor(M.fill||"");n.setStrokeWidth(ca);n.setDashed(!1);this._drawToContext(J,P,M);n.setDashed(Y);n.setStrokeWidth(T);n.setStrokeColor(V);n.setStrokeAlpha(U)};B._drawToContext=function(J,P,M){J.begin();for(var V=0;V<P.ops.length;V++){var T=P.ops[V],U=T.data;switch(T.op){case "move":J.moveTo(U[0],U[1]);break;case "bcurveTo":J.curveTo(U[0],U[1],U[2],U[3],U[4],U[5]);break;case "lineTo":J.lineTo(U[0],U[1])}}J.end();"fillPath"=== -P.type&&M.filled?J.fill():J.stroke()};return B};(function(){function n(V,T,U){this.canvas=V;this.rc=T;this.shape=U;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,n.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,n.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,n.prototype.rect);this.originalRoundrect=this.canvas.roundrect;this.canvas.roundrect= -mxUtils.bind(this,n.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,n.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,n.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,n.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,n.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this, -n.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,n.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,n.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,n.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,n.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke=mxUtils.bind(this,n.prototype.fillAndStroke); -this.path=[];this.passThrough=!1}n.prototype.moveOp="M";n.prototype.lineOp="L";n.prototype.quadOp="Q";n.prototype.curveOp="C";n.prototype.closeOp="Z";n.prototype.getStyle=function(V,T){var U=1;if(null!=this.shape.state){var Y=this.shape.state.cell.id;if(null!=Y)for(var ca=0;ca<Y.length;ca++)U=(U<<5)-U+Y.charCodeAt(ca)<<0}U={strokeWidth:this.canvas.state.strokeWidth,seed:U,preserveVertices:!0};Y=this.rc.getDefaultOptions();U.stroke=V?this.canvas.state.strokeColor===mxConstants.NONE?"transparent":this.canvas.state.strokeColor: -mxConstants.NONE;V=null;(U.filled=T)?(U.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,V=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):U.fill="";U.bowing=mxUtils.getValue(this.shape.style,"bowing",Y.bowing);U.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",Y.hachureAngle);U.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting",Y.curveFitting);U.roughness=mxUtils.getValue(this.shape.style,"jiggle", -Y.roughness);U.simplification=mxUtils.getValue(this.shape.style,"simplification",Y.simplification);U.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",Y.disableMultiStroke);U.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",Y.disableMultiStrokeFill);T=mxUtils.getValue(this.shape.style,"hachureGap",-1);U.hachureGap="auto"==T?-1:T;U.dashGap=mxUtils.getValue(this.shape.style,"dashGap",T);U.dashOffset=mxUtils.getValue(this.shape.style,"dashOffset", -T);U.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",T);T=mxUtils.getValue(this.shape.style,"fillWeight",-1);U.fillWeight="auto"==T?-1:T;T=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==T&&(T=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),T=null!=U.fill&&(null!=V||null!=T&&U.fill==T)?"solid":Y.fillStyle);U.fillStyle=T;return U};n.prototype.begin=function(){this.passThrough?this.originalBegin.apply(this.canvas, -arguments):this.path=[]};n.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};n.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var V=2;V<arguments.length;V+=2)this.lastX=arguments[V-1],this.lastY=arguments[V],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))};n.prototype.lineTo=function(V,T){this.passThrough?this.originalLineTo.apply(this.canvas,arguments):(this.addOp(this.lineOp, -V,T),this.lastX=V,this.lastY=T)};n.prototype.moveTo=function(V,T){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,V,T),this.lastX=V,this.lastY=T,this.firstX=V,this.firstY=T)};n.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};n.prototype.quadTo=function(V,T,U,Y){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,V,T,U,Y),this.lastX=U,this.lastY=Y)}; -n.prototype.curveTo=function(V,T,U,Y,ca,ba){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,V,T,U,Y,ca,ba),this.lastX=ca,this.lastY=ba)};n.prototype.arcTo=function(V,T,U,Y,ca,ba,da){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var ea=mxUtils.arcToCurves(this.lastX,this.lastY,V,T,U,Y,ca,ba,da);if(null!=ea)for(var ja=0;ja<ea.length;ja+=6)this.curveTo(ea[ja],ea[ja+1],ea[ja+2],ea[ja+3],ea[ja+4],ea[ja+5]);this.lastX=ba;this.lastY= -da}};n.prototype.rect=function(V,T,U,Y){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(V,T,U,Y,this.getStyle(!0,!0)))};n.prototype.ellipse=function(V,T,U,Y){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(V+U/2,T+Y/2,U,Y,this.getStyle(!0,!0)))};n.prototype.roundrect=function(V,T,U,Y,ca,ba){this.passThrough?this.originalRoundrect.apply(this.canvas,arguments): -(this.begin(),this.moveTo(V+ca,T),this.lineTo(V+U-ca,T),this.quadTo(V+U,T,V+U,T+ba),this.lineTo(V+U,T+Y-ba),this.quadTo(V+U,T+Y,V+U-ca,T+Y),this.lineTo(V+ca,T+Y),this.quadTo(V,T+Y,V,T+Y-ba),this.lineTo(V,T+ba),this.quadTo(V,T,V+ca,T))};n.prototype.drawPath=function(V){if(0<this.path.length){this.passThrough=!0;try{this.rc.path(this.path.join(" "),V)}catch(U){}this.passThrough=!1}else if(null!=this.nextShape){for(var T in V)this.nextShape.options[T]=V[T];V.stroke!=mxConstants.NONE&&null!=V.stroke|| -delete this.nextShape.options.stroke;V.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};n.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};n.prototype.fill=function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};n.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas, -arguments):this.drawPath(this.getStyle(!0,!0))};n.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin; -this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(V){return new n(V,Editor.createRoughCanvas(V),this)};var B=mxShape.prototype.createHandJiggle;mxShape.prototype.createHandJiggle=function(V){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?B.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle", -"rough")?this.createComicCanvas(V):this.createRoughCanvas(V)};var J=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(V,T,U,Y,ca){null!=V.handJiggle&&V.handJiggle.passThrough||J.apply(this,arguments)};var P=mxShape.prototype.paint;mxShape.prototype.paint=function(V){var T=V.addTolerance,U=!0;null!=this.style&&(U="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=V.handJiggle&&V.handJiggle.constructor==n&&!this.outline){V.save(); -var Y=this.fill,ca=this.stroke;this.stroke=this.fill=null;var ba=this.configurePointerEvents,da=V.setStrokeColor;V.setStrokeColor=function(){};var ea=V.setFillColor;V.setFillColor=function(){};U||null==Y||(this.configurePointerEvents=function(){});V.handJiggle.passThrough=!0;P.apply(this,arguments);V.handJiggle.passThrough=!1;V.setFillColor=ea;V.setStrokeColor=da;this.configurePointerEvents=ba;this.stroke=ca;this.fill=Y;V.restore();U&&null!=Y&&(V.addTolerance=function(){})}P.apply(this,arguments); -V.addTolerance=T};var M=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(V,T,U,Y,ca,ba){null!=V.handJiggle&&V.handJiggle.constructor==n?(V.handJiggle.passThrough=!0,M.apply(this,arguments),V.handJiggle.passThrough=!1):M.apply(this,arguments)}})();Editor.fastCompress=function(n){return null==n||0==n.length||"undefined"===typeof pako?n:Graph.arrayBufferToString(pako.deflateRaw(n))};Editor.fastDecompress=function(n){return null==n||0==n.length||"undefined"===typeof pako? -n:pako.inflateRaw(Graph.stringToArrayBuffer(atob(n)),{to:"string"})};Editor.extractGraphModel=function(n,B,J){if(null!=n&&"undefined"!==typeof pako){var P=n.ownerDocument.getElementsByTagName("div"),M=[];if(null!=P&&0<P.length)for(var V=0;V<P.length;V++)if("mxgraph"==P[V].getAttribute("class")){M.push(P[V]);break}0<M.length&&(P=M[0].getAttribute("data-mxgraph"),null!=P?(M=JSON.parse(P),null!=M&&null!=M.xml&&(n=mxUtils.parseXml(M.xml),n=n.documentElement)):(M=M[0].getElementsByTagName("div"),0<M.length&& -(P=mxUtils.getTextContent(M[0]),P=Graph.decompress(P,null,J),0<P.length&&(n=mxUtils.parseXml(P),n=n.documentElement))))}if(null!=n&&"svg"==n.nodeName)if(P=n.getAttribute("content"),null!=P&&"<"!=P.charAt(0)&&"%"!=P.charAt(0)&&(P=unescape(window.atob?atob(P):Base64.decode(cont,P))),null!=P&&"%"==P.charAt(0)&&(P=decodeURIComponent(P)),null!=P&&0<P.length)n=mxUtils.parseXml(P).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==n||B||(M=null,"diagram"==n.nodeName?M=n:"mxfile"== -n.nodeName&&(P=n.getElementsByTagName("diagram"),0<P.length&&(M=P[Math.max(0,Math.min(P.length-1,urlParams.page||0))])),null!=M&&(n=Editor.parseDiagramNode(M,J)));null==n||"mxGraphModel"==n.nodeName||B&&"mxfile"==n.nodeName||(n=null);return n};Editor.parseDiagramNode=function(n,B){var J=mxUtils.trim(mxUtils.getTextContent(n)),P=null;0<J.length?(n=Graph.decompress(J,null,B),null!=n&&0<n.length&&(P=mxUtils.parseXml(n).documentElement)):(n=mxUtils.getChildNodes(n),0<n.length&&(P=mxUtils.createXmlDocument(), -P.appendChild(P.importNode(n[0],!0)),P=P.documentElement));return P};Editor.getDiagramNodeXml=function(n){var B=mxUtils.getTextContent(n),J=null;0<B.length?J=Graph.decompress(B):null!=n.firstChild&&(J=mxUtils.getXml(n.firstChild));return J};Editor.extractGraphModelFromPdf=function(n){n=n.substring(n.indexOf(",")+1);n=window.atob&&!mxClient.IS_SF?atob(n):Base64.decode(n,!0);if("%PDF-1.7"==n.substring(0,8)){var B=n.indexOf("EmbeddedFile");if(-1<B){var J=n.indexOf("stream",B)+9;if(0<n.substring(B,J).indexOf("application#2Fvnd.jgraph.mxfile"))return B= -n.indexOf("endstream",J-1),pako.inflateRaw(Graph.stringToArrayBuffer(n.substring(J,B)),{to:"string"})}return null}J=null;B="";for(var P=0,M=0,V=[],T=null;M<n.length;){var U=n.charCodeAt(M);M+=1;10!=U&&(B+=String.fromCharCode(U));U=="/Subject (%3Cmxfile".charCodeAt(P)?P++:P=0;if(19==P){var Y=n.indexOf("%3C%2Fmxfile%3E)",M)+15;M-=9;if(Y>M){J=n.substring(M,Y);break}}10==U&&("endobj"==B?T=null:"obj"==B.substring(B.length-3,B.length)||"xref"==B||"trailer"==B?(T=[],V[B.split(" ")[0]]=T):null!=T&&T.push(B), -B="")}null==J&&(J=Editor.extractGraphModelFromXref(V));null!=J&&(J=decodeURIComponent(J.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return J};Editor.extractGraphModelFromXref=function(n){var B=n.trailer,J=null;null!=B&&(B=/.* \/Info (\d+) (\d+) R/g.exec(B.join("\n")),null!=B&&0<B.length&&(B=n[B[1]],null!=B&&(B=/.* \/Subject (\d+) (\d+) R/g.exec(B.join("\n")),null!=B&&0<B.length&&(n=n[B[1]],null!=n&&(n=n.join("\n"),J=n.substring(1,n.length-1))))));return J};Editor.extractParserError=function(n,B){var J= -null;n=null!=n?n.getElementsByTagName("parsererror"):null;null!=n&&0<n.length&&(J=B||mxResources.get("invalidChars"),B=n[0].getElementsByTagName("div"),0<B.length&&(J=mxUtils.getTextContent(B[0])));return null!=J?mxUtils.trim(J):J};Editor.addRetryToError=function(n,B){null!=n&&(n=null!=n.error?n.error:n,null==n.retry&&(n.retry=B))};Editor.configure=function(n,B){if(null!=n){Editor.config=n;Editor.configVersion=n.version;Menus.prototype.defaultFonts=n.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors= -n.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=n.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=n.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes=n.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=n.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=n.autosaveDelay||DrawioFile.prototype.autosaveDelay; -n.debug&&(urlParams.test="1");null!=n.templateFile&&(EditorUi.templateFile=n.templateFile);null!=n.styles&&(Array.isArray(n.styles)?Editor.styles=n.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=n.globalVars&&(Editor.globalVars=n.globalVars);null!=n.compressXml&&(Editor.compressXml=n.compressXml);null!=n.includeDiagram&&(Editor.defaultIncludeDiagram=n.includeDiagram);null!=n.simpleLabels&&(Editor.simpleLabels=n.simpleLabels);null!=n.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker= -n.oneDriveInlinePicker);null!=n.darkColor&&(Editor.darkColor=n.darkColor);null!=n.lightColor&&(Editor.lightColor=n.lightColor);null!=n.settingsName&&(Editor.configurationKey="."+n.settingsName+"-configuration",Editor.settingsKey="."+n.settingsName+"-config",mxSettings.key=Editor.settingsKey);n.customFonts&&(Menus.prototype.defaultFonts=n.customFonts.concat(Menus.prototype.defaultFonts));n.customPresetColors&&(ColorDialog.prototype.presetColors=n.customPresetColors.concat(ColorDialog.prototype.presetColors)); -null!=n.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=n.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=n.css){var J=document.createElement("style");J.setAttribute("type","text/css");J.appendChild(document.createTextNode(n.css));var P=document.getElementsByTagName("script")[0];P.parentNode.insertBefore(J,P)}null!=n.libraries&&(Sidebar.prototype.customEntries=n.libraries);null!=n.enabledLibraries&&(Array.isArray(n.enabledLibraries)?Sidebar.prototype.enabledLibraries= -n.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=n.defaultLibraries&&(Sidebar.prototype.defaultEntries=n.defaultLibraries);null!=n.defaultCustomLibraries&&(Editor.defaultCustomLibraries=n.defaultCustomLibraries);null!=n.enableCustomLibraries&&(Editor.enableCustomLibraries=n.enableCustomLibraries);null!=n.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=n.defaultVertexStyle);null!=n.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=n.defaultEdgeStyle); -null!=n.defaultPageVisible&&(Graph.prototype.defaultPageVisible=n.defaultPageVisible);null!=n.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=n.defaultGridEnabled);null!=n.zoomWheel&&(Graph.zoomWheel=n.zoomWheel);null!=n.zoomFactor&&(J=parseFloat(n.zoomFactor),!isNaN(J)&&1<J?Graph.prototype.zoomFactor=J:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=n.gridSteps&&(J=parseInt(n.gridSteps),!isNaN(J)&&0<J?mxGraphView.prototype.gridSteps=J:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps")); -null!=n.pageFormat&&(J=parseInt(n.pageFormat.width),P=parseInt(n.pageFormat.height),!isNaN(J)&&0<J&&!isNaN(P)&&0<P?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,J,P),mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));n.thumbWidth&&(Sidebar.prototype.thumbWidth=n.thumbWidth);n.thumbHeight&&(Sidebar.prototype.thumbHeight=n.thumbHeight);n.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml= -n.emptyLibraryXml);n.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=n.emptyDiagramXml);n.sidebarWidth&&(EditorUi.prototype.hsplitPosition=n.sidebarWidth);n.sidebarTitles&&(Sidebar.prototype.sidebarTitles=n.sidebarTitles);n.sidebarTitleSize&&(J=parseInt(n.sidebarTitleSize),!isNaN(J)&&0<J?Sidebar.prototype.sidebarTitleSize=J:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));n.fontCss&&("string"===typeof n.fontCss?Editor.configureFontCss(n.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss")); -null!=n.autosaveDelay&&(J=parseInt(n.autosaveDelay),!isNaN(J)&&0<J?DrawioFile.prototype.autosaveDelay=J:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay"));if(null!=n.plugins&&!B)for(App.initPluginCallback(),B=0;B<n.plugins.length;B++)mxscript(n.plugins[B]);null!=n.maxImageBytes&&(EditorUi.prototype.maxImageBytes=n.maxImageBytes);null!=n.maxImageSize&&(EditorUi.prototype.maxImageSize=n.maxImageSize);null!=n.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=n.shareCursorPosition); -null!=n.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=n.showRemoteCursors)}};Editor.configureFontCss=function(n){if(null!=n){Editor.prototype.fontCss=n;var B=document.getElementsByTagName("script")[0];if(null!=B&&null!=B.parentNode){var J=document.createElement("style");J.setAttribute("type","text/css");J.appendChild(document.createTextNode(n));B.parentNode.insertBefore(J,B);n=n.split("url(");for(J=1;J<n.length;J++){var P=n[J].indexOf(")");P=Editor.trimCssUrl(n[J].substring(0,P));var M= -document.createElement("link");M.setAttribute("rel","preload");M.setAttribute("href",P);M.setAttribute("as","font");M.setAttribute("crossorigin","");B.parentNode.insertBefore(M,B)}}}};Editor.trimCssUrl=function(n){return n.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(n){n=null!= -n?n:Editor.GUID_LENGTH;for(var B=[],J=0;J<n;J++)B.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return B.join("")};Editor.prototype.timeout=25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(n){n=null!=n&&"mxlibrary"!=n.nodeName?this.extractGraphModel(n):null;if(null!=n){var B=Editor.extractParserError(n, -mxResources.get("invalidOrMissingFile"));if(B)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[n],"cause",[B]),Error(mxResources.get("notADiagramFile")+" ("+B+")");if("mxGraphModel"==n.nodeName){B=n.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=B&&""!=B)B!=this.graph.currentStyle&&(J=null!=this.graph.themes?this.graph.themes[B]:mxUtils.load(STYLE_PATH+"/"+B+".xml").getDocumentElement(),null!=J&&(P=new mxCodec(J.ownerDocument),P.decode(J,this.graph.getStylesheet()))); -else{var J=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=J){var P=new mxCodec(J.ownerDocument);P.decode(J,this.graph.getStylesheet())}}this.graph.currentStyle=B;this.graph.mathEnabled="1"==urlParams.math||"1"==n.getAttribute("math");B=n.getAttribute("backgroundImage");null!=B?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(B)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&& -this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==n.getAttribute("shadow"),!1);if(B=n.getAttribute("extFonts"))try{for(B=B.split("|").map(function(M){M=M.split("^");return{name:M[0],url:M[1]}}),J=0;J<B.length;J++)this.graph.addExtFont(B[J].name,B[J].url)}catch(M){console.log("ExtFonts format error: "+M.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")|| -"Invalid data",toString:function(){return this.message}};};var f=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(n,B){n=null!=n?n:!0;var J=f.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&J.setAttribute("style",this.graph.currentStyle);var P=this.graph.getBackgroundImageObject(this.graph.backgroundImage,B);null!=P&&J.setAttribute("backgroundImage",JSON.stringify(P));J.setAttribute("math",this.graph.mathEnabled?"1":"0");J.setAttribute("shadow", -this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(P=this.graph.extFonts.map(function(M){return M.name+"^"+M.url}),J.setAttribute("extFonts",P.join("|")));return J};Editor.prototype.isDataSvg=function(n){try{var B=mxUtils.parseXml(n).documentElement.getAttribute("content");if(null!=B&&(null!=B&&"<"!=B.charAt(0)&&"%"!=B.charAt(0)&&(B=unescape(window.atob?atob(B):Base64.decode(cont,B))),null!=B&&"%"==B.charAt(0)&&(B=decodeURIComponent(B)),null!=B&&0<B.length)){var J= -mxUtils.parseXml(B).documentElement;return"mxfile"==J.nodeName||"mxGraphModel"==J.nodeName}}catch(P){}return!1};Editor.prototype.extractGraphModel=function(n,B,J){return Editor.extractGraphModel.apply(this,arguments)};var l=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform(); -l.apply(this,arguments)};var d=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){d.apply(this,arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(n,B){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){n=null!=n?n:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(M){try{MathJax.typesetClear([M]), -MathJax.typeset([M]),Editor.onMathJaxDone()}catch(V){MathJax.typesetClear([M]),null!=V.retry?V.retry.then(function(){MathJax.typesetPromise([M]).then(Editor.onMathJaxDone)}):null!=window.console&&console.log("Error in MathJax: "+V.toString())}};window.MathJax=null!=B?B:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var M=0;M<Editor.mathJaxQueue.length;M++)Editor.doMathJaxRender(Editor.mathJaxQueue[M])}}}; -Editor.MathJaxRender=function(M){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(M):Editor.mathJaxQueue.push(M)};Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var J=Editor.prototype.init;Editor.prototype.init=function(){J.apply(this,arguments);var M=mxUtils.bind(this,function(V,T){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE, -M);this.graph.addListener(mxEvent.REFRESH,M)};B=document.getElementsByTagName("script");if(null!=B&&0<B.length){var P=document.createElement("script");P.setAttribute("type","text/javascript");P.setAttribute("src",n);B[0].parentNode.appendChild(P)}}};Editor.prototype.csvToArray=function(n){if(0<n.length){var B="",J=[""],P=0,M=!0,V;n=$jscomp.makeIterator(n);for(V=n.next();!V.done;V=n.next())V=V.value,'"'===V?(M&&V===B&&(J[P]+=V),M=!M):","===V&&M?V=J[++P]="":J[P]+=V,B=V;return J}return[]};Editor.prototype.isCorsEnabledForUrl= -function(n){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||n.substring(0,window.location.origin.length)==window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp=new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(n)||"https://raw.githubusercontent.com/"===n.substring(0,34)||"https://fonts.googleapis.com/"===n.substring(0,29)||"https://fonts.gstatic.com/"===n.substring(0,26)};Editor.prototype.createImageUrlConverter= -function(){var n=new mxUrlConverter;n.updateBaseUrl();var B=n.convert,J=this;n.convert=function(P){if(null!=P){var M="http://"==P.substring(0,7)||"https://"==P.substring(0,8);M&&!navigator.onLine?P=Editor.svgBrokenImage.src:!M||P.substring(0,n.baseUrl.length)==n.baseUrl||J.crossOriginImages&&J.isCorsEnabledForUrl(P)?"chrome-extension://"==P.substring(0,19)||mxClient.IS_CHROMEAPP||(P=B.apply(this,arguments)):P=PROXY_URL+"?url="+encodeURIComponent(P)}return P};return n};Editor.createSvgDataUri=function(n){return"data:image/svg+xml;base64,"+ -btoa(unescape(encodeURIComponent(n)))};Editor.prototype.convertImageToDataUri=function(n,B){try{var J=!0,P=window.setTimeout(mxUtils.bind(this,function(){J=!1;B(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(n))mxUtils.get(n,mxUtils.bind(this,function(V){window.clearTimeout(P);J&&B(Editor.createSvgDataUri(V.getText()))}),function(){window.clearTimeout(P);J&&B(Editor.svgBrokenImage.src)});else{var M=new Image;this.crossOriginImages&&(M.crossOrigin="anonymous");M.onload=function(){window.clearTimeout(P); -if(J)try{var V=document.createElement("canvas"),T=V.getContext("2d");V.height=M.height;V.width=M.width;T.drawImage(M,0,0);B(V.toDataURL())}catch(U){B(Editor.svgBrokenImage.src)}};M.onerror=function(){window.clearTimeout(P);J&&B(Editor.svgBrokenImage.src)};M.src=n}}catch(V){B(Editor.svgBrokenImage.src)}};Editor.prototype.convertImages=function(n,B,J,P){null==P&&(P=this.createImageUrlConverter());var M=0,V=J||{};J=mxUtils.bind(this,function(T,U){T=n.getElementsByTagName(T);for(var Y=0;Y<T.length;Y++)mxUtils.bind(this, -function(ca){try{if(null!=ca){var ba=P.convert(ca.getAttribute(U));if(null!=ba&&"data:"!=ba.substring(0,5)){var da=V[ba];null==da?(M++,this.convertImageToDataUri(ba,function(ea){null!=ea&&(V[ba]=ea,ca.setAttribute(U,ea));M--;0==M&&B(n)})):ca.setAttribute(U,da)}else null!=ba&&ca.setAttribute(U,ba)}}catch(ea){}})(T[Y])});J("image","xlink:href");J("img","src");0==M&&B(n)};Editor.base64Encode=function(n){for(var B="",J=0,P=n.length,M,V,T;J<P;){M=n.charCodeAt(J++)&255;if(J==P){B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(M>> -2);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((M&3)<<4);B+="==";break}V=n.charCodeAt(J++);if(J==P){B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(M>>2);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((M&3)<<4|(V&240)>>4);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((V&15)<<2);B+="=";break}T=n.charCodeAt(J++);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(M>> -2);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((M&3)<<4|(V&240)>>4);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((V&15)<<2|(T&192)>>6);B+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T&63)}return B};Editor.prototype.loadUrl=function(n,B,J,P,M,V,T,U){try{var Y=!T&&(P||/(\.png)($|\?)/i.test(n)||/(\.jpe?g)($|\?)/i.test(n)||/(\.gif)($|\?)/i.test(n)||/(\.pdf)($|\?)/i.test(n));M=null!=M?M:!0;var ca=mxUtils.bind(this, -function(){mxUtils.get(n,mxUtils.bind(this,function(ba){if(200<=ba.getStatus()&&299>=ba.getStatus()){if(null!=B){var da=ba.getText();if(Y){if((9==document.documentMode||10==document.documentMode)&&"undefined"!==typeof window.mxUtilsBinaryToArray){ba=mxUtilsBinaryToArray(ba.request.responseBody).toArray();da=Array(ba.length);for(var ea=0;ea<ba.length;ea++)da[ea]=String.fromCharCode(ba[ea]);da=da.join("")}V=null!=V?V:"data:image/png;base64,";da=V+Editor.base64Encode(da)}B(da)}}else null!=J&&(0==ba.getStatus()? -J({message:mxResources.get("accessDenied")},ba):404==ba.getStatus()?J({code:ba.getStatus()},ba):J({message:mxResources.get("error")+" "+ba.getStatus()},ba))}),function(ba){null!=J&&J({message:mxResources.get("error")+" "+ba.getStatus()})},Y,this.timeout,function(){M&&null!=J&&J({code:App.ERROR_TIMEOUT,retry:ca})},U)});ca()}catch(ba){null!=J&&J(ba)}};Editor.prototype.absoluteCssFonts=function(n){var B=null;if(null!=n){var J=n.split("url(");if(0<J.length){B=[J[0]];n=window.location.pathname;var P=null!= -n?n.lastIndexOf("/"):-1;0<=P&&(n=n.substring(0,P+1));P=document.getElementsByTagName("base");var M=null;null!=P&&0<P.length&&(M=P[0].getAttribute("href"));for(var V=1;V<J.length;V++)if(P=J[V].indexOf(")"),0<P){var T=Editor.trimCssUrl(J[V].substring(0,P));this.graph.isRelativeUrl(T)&&(T=null!=M?M+T:window.location.protocol+"//"+window.location.hostname+("/"==T.charAt(0)?"":n)+T);B.push('url("'+T+'"'+J[V].substring(P))}else B.push(J[V])}else B=[n]}return null!=B?B.join(""):null};Editor.prototype.mapFontUrl= -function(n,B,J){/^https?:\/\//.test(B)&&!this.isCorsEnabledForUrl(B)&&(B=PROXY_URL+"?url="+encodeURIComponent(B));J(n,B)};Editor.prototype.embedCssFonts=function(n,B){var J=n.split("url("),P=0;null==this.cachedFonts&&(this.cachedFonts={});var M=mxUtils.bind(this,function(){if(0==P){for(var Y=[J[0]],ca=1;ca<J.length;ca++){var ba=J[ca].indexOf(")");Y.push('url("');Y.push(this.cachedFonts[Editor.trimCssUrl(J[ca].substring(0,ba))]);Y.push('"'+J[ca].substring(ba))}B(Y.join(""))}});if(0<J.length){for(n= -1;n<J.length;n++){var V=J[n].indexOf(")"),T=null,U=J[n].indexOf("format(",V);0<U&&(T=Editor.trimCssUrl(J[n].substring(U+7,J[n].indexOf(")",U))));mxUtils.bind(this,function(Y){if(null==this.cachedFonts[Y]){this.cachedFonts[Y]=Y;P++;var ca="application/x-font-ttf";if("svg"==T||/(\.svg)($|\?)/i.test(Y))ca="image/svg+xml";else if("otf"==T||"embedded-opentype"==T||/(\.otf)($|\?)/i.test(Y))ca="application/x-font-opentype";else if("woff"==T||/(\.woff)($|\?)/i.test(Y))ca="application/font-woff";else if("woff2"== -T||/(\.woff2)($|\?)/i.test(Y))ca="application/font-woff2";else if("eot"==T||/(\.eot)($|\?)/i.test(Y))ca="application/vnd.ms-fontobject";else if("sfnt"==T||/(\.sfnt)($|\?)/i.test(Y))ca="application/font-sfnt";this.mapFontUrl(ca,Y,mxUtils.bind(this,function(ba,da){this.loadUrl(da,mxUtils.bind(this,function(ea){this.cachedFonts[Y]=ea;P--;M()}),mxUtils.bind(this,function(ea){P--;M()}),!0,null,"data:"+ba+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(J[n].substring(0,V)),T)}M()}else B(n)};Editor.prototype.loadFonts= -function(n){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(B){this.resolvedFontCss=B;null!=n&&n()})):null!=n&&n()};Editor.prototype.createGoogleFontCache=function(){var n={},B;for(B in Graph.fontMapping)Graph.isCssFontUrl(B)&&(n[B]=Graph.fontMapping[B]);return n};Editor.prototype.embedExtFonts=function(n){var B=this.graph.getCustomFonts();if(0<B.length){var J=[],P=0;null==this.cachedGoogleFonts&&(this.cachedGoogleFonts=this.createGoogleFontCache()); -for(var M=mxUtils.bind(this,function(){0==P&&this.embedCssFonts(J.join(""),n)}),V=0;V<B.length;V++)mxUtils.bind(this,function(T,U){Graph.isCssFontUrl(U)?null==this.cachedGoogleFonts[U]?(P++,this.loadUrl(U,mxUtils.bind(this,function(Y){this.cachedGoogleFonts[U]=Y;J.push(Y+"\n");P--;M()}),mxUtils.bind(this,function(Y){P--;J.push("@import url("+U+");\n");M()}))):J.push(this.cachedGoogleFonts[U]+"\n"):J.push('@font-face {font-family: "'+T+'";src: url("'+U+'")}\n')})(B[V].name,B[V].url);M()}else n()}; -Editor.prototype.addMathCss=function(n){n=n.getElementsByTagName("defs");if(null!=n&&0<n.length)for(var B=document.getElementsByTagName("style"),J=0;J<B.length;J++){var P=mxUtils.getTextContent(B[J]);0>P.indexOf("mxPageSelector")&&0<P.indexOf("MathJax")&&n[0].appendChild(B[J].cloneNode(!0))}};Editor.prototype.addFontCss=function(n,B){B=null!=B?B:this.absoluteCssFonts(this.fontCss);if(null!=B){var J=n.getElementsByTagName("defs"),P=n.ownerDocument;0==J.length?(J=null!=P.createElementNS?P.createElementNS(mxConstants.NS_SVG, -"defs"):P.createElement("defs"),null!=n.firstChild?n.insertBefore(J,n.firstChild):n.appendChild(J)):J=J[0];n=null!=P.createElementNS?P.createElementNS(mxConstants.NS_SVG,"style"):P.createElement("style");n.setAttribute("type","text/css");mxUtils.setTextContent(n,B);J.appendChild(n)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale=function(n,B,J){var P=mxClient.IS_FF?8192:16384;return Math.min(J,Math.min(P/n,P/ -B))};Editor.prototype.exportToCanvas=function(n,B,J,P,M,V,T,U,Y,ca,ba,da,ea,ja,aa,Fa,Ba,Aa){try{V=null!=V?V:!0;T=null!=T?T:!0;da=null!=da?da:this.graph;ea=null!=ea?ea:0;var Ga=Y?null:da.background;Ga==mxConstants.NONE&&(Ga=null);null==Ga&&(Ga=P);null==Ga&&0==Y&&(Ga=Fa?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(da.getSvg(null,null,ea,ja,null,T,null,null,null,ca,null,Fa,Ba,Aa),mxUtils.bind(this,function(oa){try{var Na=new Image;Na.onload=mxUtils.bind(this,function(){try{var za= -function(){mxClient.IS_SF?window.setTimeout(function(){sa.drawImage(Na,0,0);n(Ja,oa)},0):(sa.drawImage(Na,0,0),n(Ja,oa))},Ja=document.createElement("canvas"),Ea=parseInt(oa.getAttribute("width")),Pa=parseInt(oa.getAttribute("height"));U=null!=U?U:1;null!=B&&(U=V?Math.min(1,Math.min(3*B/(4*Pa),B/Ea)):B/Ea);U=this.getMaxCanvasScale(Ea,Pa,U);Ea=Math.ceil(U*Ea);Pa=Math.ceil(U*Pa);Ja.setAttribute("width",Ea);Ja.setAttribute("height",Pa);var sa=Ja.getContext("2d");null!=Ga&&(sa.beginPath(),sa.rect(0,0, -Ea,Pa),sa.fillStyle=Ga,sa.fill());1!=U&&sa.scale(U,U);if(aa){var la=da.view,ya=la.scale;la.scale=1;var Ia=btoa(unescape(encodeURIComponent(la.createSvgGrid(la.gridColor))));la.scale=ya;Ia="data:image/svg+xml;base64,"+Ia;var ka=da.gridSize*la.gridSteps*U,wa=da.getGraphBounds(),ta=la.translate.x*ya,va=la.translate.y*ya,pa=ta+(wa.x-ta)/ya-ea,fa=va+(wa.y-va)/ya-ea,Z=new Image;Z.onload=function(){try{for(var ia=-Math.round(ka-mxUtils.mod((ta-pa)*U,ka)),ha=-Math.round(ka-mxUtils.mod((va-fa)*U,ka));ia<Ea;ia+= -ka)for(var ma=ha;ma<Pa;ma+=ka)sa.drawImage(Z,ia/U,ma/U);za()}catch(ua){null!=M&&M(ua)}};Z.onerror=function(ia){null!=M&&M(ia)};Z.src=Ia}else za()}catch(ia){null!=M&&M(ia)}});Na.onerror=function(za){null!=M&&M(za)};ca&&this.graph.addSvgShadow(oa);this.graph.mathEnabled&&this.addMathCss(oa);var Ma=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(oa,this.resolvedFontCss),Na.src=Editor.createSvgDataUri(mxUtils.getXml(oa))}catch(za){null!=M&&M(za)}});this.embedExtFonts(mxUtils.bind(this, -function(za){try{null!=za&&this.addFontCss(oa,za),this.loadFonts(Ma)}catch(Ja){null!=M&&M(Ja)}}))}catch(za){null!=M&&M(za)}}),J,ba)}catch(oa){null!=M&&M(oa)}};Editor.crcTable=[];for(var v=0;256>v;v++)for(var u=v,D=0;8>D;D++)u=1==(u&1)?3988292384^u>>>1:u>>>1,Editor.crcTable[v]=u;Editor.updateCRC=function(n,B,J,P){for(var M=0;M<P;M++)n=Editor.crcTable[(n^B.charCodeAt(J+M))&255]^n>>>8;return n};Editor.crc32=function(n){for(var B=-1,J=0;J<n.length;J++)B=B>>>8^Editor.crcTable[(B^n.charCodeAt(J))&255]; -return(B^-1)>>>0};Editor.writeGraphModelToPng=function(n,B,J,P,M){function V(ba,da){var ea=Y;Y+=da;return ba.substring(ea,Y)}function T(ba){ba=V(ba,4);return ba.charCodeAt(3)+(ba.charCodeAt(2)<<8)+(ba.charCodeAt(1)<<16)+(ba.charCodeAt(0)<<24)}function U(ba){return String.fromCharCode(ba>>24&255,ba>>16&255,ba>>8&255,ba&255)}n=n.substring(n.indexOf(",")+1);n=window.atob?atob(n):Base64.decode(n,!0);var Y=0;if(V(n,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=M&&M();else if(V(n, -4),"IHDR"!=V(n,4))null!=M&&M();else{V(n,17);M=n.substring(0,Y);do{var ca=T(n);if("IDAT"==V(n,4)){M=n.substring(0,Y-8);"pHYs"==B&&"dpi"==J?(J=Math.round(P/.0254),J=U(J)+U(J)+String.fromCharCode(1)):J=J+String.fromCharCode(0)+("zTXt"==B?String.fromCharCode(0):"")+P;P=4294967295;P=Editor.updateCRC(P,B,0,4);P=Editor.updateCRC(P,J,0,J.length);M+=U(J.length)+B+J+U(P^4294967295);M+=n.substring(Y-8,n.length);break}M+=n.substring(Y-8,Y-4+ca);V(n,ca);V(n,4)}while(ca);return"data:image/png;base64,"+(window.btoa? -btoa(M):Base64.encode(M,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var c=ColorDialog.addRecentColor;ColorDialog.addRecentColor=function(n,B){c.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var e=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){e.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()}}window.EditDataDialog&& -(EditDataDialog.getDisplayIdForCell=function(n,B){var J=null;null!=n.editor.graph.getModel().getParent(B)?J=B.getId():null!=n.currentPage&&(J=n.currentPage.getId());return J});if(null!=window.StyleFormatPanel){var g=Format.prototype.init;Format.prototype.init=function(){g.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var k=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()||"1"==urlParams.embed||this.editorUi.editor.chromeless? -k.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var n=this.editorUi.getCurrentFile();return"1"==urlParams.embed||null!=n&&n.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible=function(n){return!1};var m=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(n){n=m.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var B=this.editorUi,J=B.editor.graph,P=this.createOption(mxResources.get("shadow"), -function(){return J.shadowVisible},function(M){var V=new ChangePageSetup(B);V.ignoreColor=!0;V.ignoreImage=!0;V.shadowVisible=M;J.model.execute(V)},{install:function(M){this.listener=function(){M(J.shadowVisible)};B.addListener("shadowVisibleChanged",this.listener)},destroy:function(){B.removeListener(this.listener)}});Editor.enableShadowOption||(P.getElementsByTagName("input")[0].setAttribute("disabled","disabled"),mxUtils.setOpacity(P,60));n.appendChild(P)}return n};var p=DiagramFormatPanel.prototype.addOptions; -DiagramFormatPanel.prototype.addOptions=function(n){n=p.apply(this,arguments);var B=this.editorUi,J=B.editor.graph;if(J.isEnabled()){var P=B.getCurrentFile();if(null!=P&&P.isAutosaveOptional()){var M=this.createOption(mxResources.get("autosave"),function(){return B.editor.autosave},function(T){B.editor.setAutosave(T);B.editor.autosave&&P.isModified()&&P.fileChanged()},{install:function(T){this.listener=function(){T(B.editor.autosave)};B.editor.addListener("autosaveChanged",this.listener)},destroy:function(){B.editor.removeListener(this.listener)}}); -n.appendChild(M)}}if(this.isMathOptionVisible()&&J.isEnabled()&&"undefined"!==typeof MathJax){M=this.createOption(mxResources.get("mathematicalTypesetting"),function(){return J.mathEnabled},function(T){B.actions.get("mathematicalTypesetting").funct()},{install:function(T){this.listener=function(){T(J.mathEnabled)};B.addListener("mathEnabledChanged",this.listener)},destroy:function(){B.removeListener(this.listener)}});M.style.paddingTop="5px";n.appendChild(M);var V=B.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting"); -V.style.position="relative";V.style.marginLeft="6px";V.style.top="2px";M.appendChild(V)}return n};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties= -[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth",dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent",type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double", -dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0},{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, -{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float",min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity", -type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties=[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize",dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle", -type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties=[{name:"size",dispName:"Fold Size",type:"float",min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, -{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"base",dispName:"Callout Width",type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float", -min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"}, -{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color",type:"color",defVal:null}];mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows", -type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); -mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double",type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0}, -{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"}, -{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height",type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties= -[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties= -[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40, -min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes=[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7", -stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff",stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000", -font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00",font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3", -stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"},{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"}, -{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties=function(n,B,J){if(null!=B){var P=function(V){if(null!=V)if(J)for(var T=0;T<V.length;T++)B[V[T].name]=V[T];else for(var U in B){var Y=!1;for(T=0;T<V.length;T++)if(V[T].name==U&&V[T].type==B[U].type){Y=!0;break}Y||delete B[U]}},M=this.editorUi.editor.graph.view.getState(n); -null!=M&&null!=M.shape&&(M.shape.commonCustomPropAdded||(M.shape.commonCustomPropAdded=!0,M.shape.customProperties=M.shape.customProperties||[],M.cell.vertex?Array.prototype.push.apply(M.shape.customProperties,Editor.commonVertexProperties):Array.prototype.push.apply(M.shape.customProperties,Editor.commonEdgeProperties)),P(M.shape.customProperties));n=n.getAttribute("customProperties");if(null!=n)try{P(JSON.parse(n))}catch(V){}}};var x=StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init= -function(){var n=this.editorUi.getSelectionState();"image"!=n.style.shape&&!n.containsLabel&&0<n.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));x.apply(this,arguments);if(Editor.enableCustomProperties){for(var B={},J=n.vertices,P=n.edges,M=0;M<J.length;M++)this.findCommonProperties(J[M],B,0==M);for(M=0;M<P.length;M++)this.findCommonProperties(P[M],B,0==J.length&&0==M);null!=Object.getOwnPropertyNames&&0<Object.getOwnPropertyNames(B).length&&this.container.appendChild(this.addProperties(this.createPanel(), -B,n))}};var y=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(n){this.addActions(n,["copyStyle","pasteStyle"]);return y.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed=!0;StyleFormatPanel.prototype.addProperties=function(n,B,J){function P(sa,la,ya,Ia){da.getModel().beginUpdate();try{var ka=[],wa=[];if(null!=ya.index){for(var ta=[],va=ya.parentRow.nextSibling;va&&va.getAttribute("data-pName")==sa;)ta.push(va.getAttribute("data-pValue")),va=va.nextSibling; -ya.index<ta.length?null!=Ia?ta.splice(Ia,1):ta[ya.index]=la:ta.push(la);null!=ya.size&&ta.length>ya.size&&(ta=ta.slice(0,ya.size));la=ta.join(",");null!=ya.countProperty&&(da.setCellStyles(ya.countProperty,ta.length,da.getSelectionCells()),ka.push(ya.countProperty),wa.push(ta.length))}da.setCellStyles(sa,la,da.getSelectionCells());ka.push(sa);wa.push(la);if(null!=ya.dependentProps)for(sa=0;sa<ya.dependentProps.length;sa++){var pa=ya.dependentPropsDefVal[sa],fa=ya.dependentPropsVals[sa];if(fa.length> -la)fa=fa.slice(0,la);else for(var Z=fa.length;Z<la;Z++)fa.push(pa);fa=fa.join(",");da.setCellStyles(ya.dependentProps[sa],fa,da.getSelectionCells());ka.push(ya.dependentProps[sa]);wa.push(fa)}if("function"==typeof ya.onChange)ya.onChange(da,la);ba.editorUi.fireEvent(new mxEventObject("styleChanged","keys",ka,"values",wa,"cells",da.getSelectionCells()))}finally{da.getModel().endUpdate()}}function M(sa,la,ya){var Ia=mxUtils.getOffset(n,!0),ka=mxUtils.getOffset(sa,!0);la.style.position="absolute";la.style.left= -ka.x-Ia.x+"px";la.style.top=ka.y-Ia.y+"px";la.style.width=sa.offsetWidth+"px";la.style.height=sa.offsetHeight-(ya?4:0)+"px";la.style.zIndex=5}function V(sa,la,ya){var Ia=document.createElement("div");Ia.style.width="32px";Ia.style.height="4px";Ia.style.margin="2px";Ia.style.border="1px solid black";Ia.style.background=la&&"none"!=la?la:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(ba,function(ka){this.editorUi.pickColor(la,function(wa){Ia.style.background="none"==wa? -"url('"+Dialog.prototype.noColorImage+"')":wa;P(sa,wa,ya)});mxEvent.consume(ka)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(Ia);return btn}function T(sa,la,ya,Ia,ka,wa,ta){null!=la&&(la=la.split(","),ea.push({name:sa,values:la,type:ya,defVal:Ia,countProperty:ka,parentRow:wa,isDeletable:!0,flipBkg:ta}));btn=mxUtils.button("+",mxUtils.bind(ba,function(va){for(var pa=wa,fa=0;null!=pa.nextSibling;)if(pa.nextSibling.getAttribute("data-pName")==sa)pa=pa.nextSibling, -fa++;else break;var Z={type:ya,parentRow:wa,index:fa,isDeletable:!0,defVal:Ia,countProperty:ka};fa=ca(sa,"",Z,0==fa%2,ta);P(sa,Ia,Z);pa.parentNode.insertBefore(fa,pa.nextSibling);mxEvent.consume(va)}));btn.style.height="16px";btn.style.width="25px";btn.className="geColorBtn";return btn}function U(sa,la,ya,Ia,ka,wa,ta){if(0<ka){var va=Array(ka);la=null!=la?la.split(","):[];for(var pa=0;pa<ka;pa++)va[pa]=null!=la[pa]?la[pa]:null!=Ia?Ia:"";ea.push({name:sa,values:va,type:ya,defVal:Ia,parentRow:wa,flipBkg:ta, -size:ka})}return document.createElement("div")}function Y(sa,la,ya){var Ia=document.createElement("input");Ia.type="checkbox";Ia.checked="1"==la;mxEvent.addListener(Ia,"change",function(){P(sa,Ia.checked?"1":"0",ya)});return Ia}function ca(sa,la,ya,Ia,ka){var wa=ya.dispName,ta=ya.type,va=document.createElement("tr");va.className="gePropRow"+(ka?"Dark":"")+(Ia?"Alt":"")+" gePropNonHeaderRow";va.setAttribute("data-pName",sa);va.setAttribute("data-pValue",la);Ia=!1;null!=ya.index&&(va.setAttribute("data-index", -ya.index),wa=(null!=wa?wa:"")+"["+ya.index+"]",Ia=!0);var pa=document.createElement("td");pa.className="gePropRowCell";wa=mxResources.get(wa,null,wa);mxUtils.write(pa,wa);pa.setAttribute("title",wa);Ia&&(pa.style.textAlign="right");va.appendChild(pa);pa=document.createElement("td");pa.className="gePropRowCell";if("color"==ta)pa.appendChild(V(sa,la,ya));else if("bool"==ta||"boolean"==ta)pa.appendChild(Y(sa,la,ya));else if("enum"==ta){var fa=ya.enumList;for(ka=0;ka<fa.length;ka++)if(wa=fa[ka],wa.val== -la){mxUtils.write(pa,mxResources.get(wa.dispName,null,wa.dispName));break}mxEvent.addListener(pa,"click",mxUtils.bind(ba,function(){var Z=document.createElement("select");M(pa,Z);for(var ia=0;ia<fa.length;ia++){var ha=fa[ia],ma=document.createElement("option");ma.value=mxUtils.htmlEntities(ha.val);mxUtils.write(ma,mxResources.get(ha.dispName,null,ha.dispName));Z.appendChild(ma)}Z.value=la;n.appendChild(Z);mxEvent.addListener(Z,"change",function(){var ua=mxUtils.htmlEntities(Z.value);P(sa,ua,ya)}); -Z.focus();mxEvent.addListener(Z,"blur",function(){n.removeChild(Z)})}))}else"dynamicArr"==ta?pa.appendChild(T(sa,la,ya.subType,ya.subDefVal,ya.countProperty,va,ka)):"staticArr"==ta?pa.appendChild(U(sa,la,ya.subType,ya.subDefVal,ya.size,va,ka)):"readOnly"==ta?(ka=document.createElement("input"),ka.setAttribute("readonly",""),ka.value=la,ka.style.width="96px",ka.style.borderWidth="0px",pa.appendChild(ka)):(pa.innerHTML=mxUtils.htmlEntities(decodeURIComponent(la)),mxEvent.addListener(pa,"click",mxUtils.bind(ba, -function(){function Z(){var ha=ia.value;ha=0==ha.length&&"string"!=ta?0:ha;ya.allowAuto&&(null!=ha.trim&&"auto"==ha.trim().toLowerCase()?(ha="auto",ta="string"):(ha=parseFloat(ha),ha=isNaN(ha)?0:ha));null!=ya.min&&ha<ya.min?ha=ya.min:null!=ya.max&&ha>ya.max&&(ha=ya.max);ha=encodeURIComponent(("int"==ta?parseInt(ha):ha)+"");P(sa,ha,ya)}var ia=document.createElement("input");M(pa,ia,!0);ia.value=decodeURIComponent(la);ia.className="gePropEditor";"int"!=ta&&"float"!=ta||ya.allowAuto||(ia.type="number", -ia.step="int"==ta?"1":"any",null!=ya.min&&(ia.min=parseFloat(ya.min)),null!=ya.max&&(ia.max=parseFloat(ya.max)));n.appendChild(ia);mxEvent.addListener(ia,"keypress",function(ha){13==ha.keyCode&&Z()});ia.focus();mxEvent.addListener(ia,"blur",function(){Z()})})));ya.isDeletable&&(ka=mxUtils.button("-",mxUtils.bind(ba,function(Z){P(sa,"",ya,ya.index);mxEvent.consume(Z)})),ka.style.height="16px",ka.style.width="25px",ka.style.float="right",ka.className="geColorBtn",pa.appendChild(ka));va.appendChild(pa); -return va}var ba=this,da=this.editorUi.editor.graph,ea=[];n.style.position="relative";n.style.padding="0";var ja=document.createElement("table");ja.className="geProperties";ja.style.whiteSpace="nowrap";ja.style.width="100%";var aa=document.createElement("tr");aa.className="gePropHeader";var Fa=document.createElement("th");Fa.className="gePropHeaderCell";var Ba=document.createElement("img");Ba.src=Sidebar.prototype.expandedImage;Ba.style.verticalAlign="middle";Fa.appendChild(Ba);mxUtils.write(Fa,mxResources.get("property")); -aa.style.cursor="pointer";var Aa=function(){var sa=ja.querySelectorAll(".gePropNonHeaderRow");if(ba.editorUi.propertiesCollapsed){Ba.src=Sidebar.prototype.collapsedImage;var la="none";for(var ya=n.childNodes.length-1;0<=ya;ya--)try{var Ia=n.childNodes[ya],ka=Ia.nodeName.toUpperCase();"INPUT"!=ka&&"SELECT"!=ka||n.removeChild(Ia)}catch(wa){}}else Ba.src=Sidebar.prototype.expandedImage,la="";for(ya=0;ya<sa.length;ya++)sa[ya].style.display=la};mxEvent.addListener(aa,"click",function(){ba.editorUi.propertiesCollapsed= -!ba.editorUi.propertiesCollapsed;Aa()});aa.appendChild(Fa);Fa=document.createElement("th");Fa.className="gePropHeaderCell";Fa.innerHTML=mxResources.get("value");aa.appendChild(Fa);ja.appendChild(aa);var Ga=!1,oa=!1;aa=null;1==J.vertices.length&&0==J.edges.length?aa=J.vertices[0].id:0==J.vertices.length&&1==J.edges.length&&(aa=J.edges[0].id);null!=aa&&ja.appendChild(ca("id",mxUtils.htmlEntities(aa),{dispName:"ID",type:"readOnly"},!0,!1));for(var Na in B)if(aa=B[Na],"function"!=typeof aa.isVisible|| -aa.isVisible(J,this)){var Ma=null!=J.style[Na]?mxUtils.htmlEntities(J.style[Na]+""):null!=aa.getDefaultValue?aa.getDefaultValue(J,this):aa.defVal;if("separator"==aa.type)oa=!oa;else{if("staticArr"==aa.type)aa.size=parseInt(J.style[aa.sizeProperty]||B[aa.sizeProperty].defVal)||0;else if(null!=aa.dependentProps){var za=aa.dependentProps,Ja=[],Ea=[];for(Fa=0;Fa<za.length;Fa++){var Pa=J.style[za[Fa]];Ea.push(B[za[Fa]].subDefVal);Ja.push(null!=Pa?Pa.split(","):[])}aa.dependentPropsDefVal=Ea;aa.dependentPropsVals= -Ja}ja.appendChild(ca(Na,Ma,aa,Ga,oa));Ga=!Ga}}for(Fa=0;Fa<ea.length;Fa++)for(aa=ea[Fa],B=aa.parentRow,J=0;J<aa.values.length;J++)Na=ca(aa.name,aa.values[J],{type:aa.type,parentRow:aa.parentRow,isDeletable:aa.isDeletable,index:J,defVal:aa.defVal,countProperty:aa.countProperty,size:aa.size},0==J%2,aa.flipBkg),B.parentNode.insertBefore(Na,B.nextSibling),B=Na;n.appendChild(ja);Aa();return n};StyleFormatPanel.prototype.addStyles=function(n){function B(aa){mxEvent.addListener(aa,"mouseenter",function(){aa.style.opacity= -"1"});mxEvent.addListener(aa,"mouseleave",function(){aa.style.opacity="0.5"})}var J=this.editorUi,P=J.editor.graph,M=document.createElement("div");M.style.whiteSpace="nowrap";M.style.paddingLeft="24px";M.style.paddingRight="20px";n.style.paddingLeft="16px";n.style.paddingBottom="6px";n.style.position="relative";n.appendChild(M);var V="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "), -T=document.createElement("div");T.style.whiteSpace="nowrap";T.style.position="relative";T.style.textAlign="center";T.style.width="210px";for(var U=[],Y=0;Y<this.defaultColorSchemes.length;Y++){var ca=document.createElement("div");ca.style.display="inline-block";ca.style.width="6px";ca.style.height="6px";ca.style.marginLeft="4px";ca.style.marginRight="3px";ca.style.borderRadius="3px";ca.style.cursor="pointer";ca.style.background="transparent";ca.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(aa){mxEvent.addListener(ca, -"click",mxUtils.bind(this,function(){ba(aa)}))})(Y);U.push(ca);T.appendChild(ca)}var ba=mxUtils.bind(this,function(aa){null!=U[aa]&&(null!=this.format.currentScheme&&null!=U[this.format.currentScheme]&&(U[this.format.currentScheme].style.background="transparent"),this.format.currentScheme=aa,da(this.defaultColorSchemes[this.format.currentScheme]),U[this.format.currentScheme].style.background="#84d7ff")}),da=mxUtils.bind(this,function(aa){var Fa=mxUtils.bind(this,function(Aa){var Ga=mxUtils.button("", -mxUtils.bind(this,function(Ma){P.getModel().beginUpdate();try{for(var za=J.getSelectionState().cells,Ja=0;Ja<za.length;Ja++){for(var Ea=P.getModel().getStyle(za[Ja]),Pa=0;Pa<V.length;Pa++)Ea=mxUtils.removeStylename(Ea,V[Pa]);var sa=P.getModel().isVertex(za[Ja])?P.defaultVertexStyle:P.defaultEdgeStyle;null!=Aa?(mxEvent.isShiftDown(Ma)||(Ea=""==Aa.fill?mxUtils.setStyle(Ea,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(Ea,mxConstants.STYLE_FILLCOLOR,Aa.fill||mxUtils.getValue(sa,mxConstants.STYLE_FILLCOLOR, -null)),Ea=mxUtils.setStyle(Ea,mxConstants.STYLE_GRADIENTCOLOR,Aa.gradient||mxUtils.getValue(sa,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown(Ma)||mxClient.IS_MAC&&mxEvent.isMetaDown(Ma)||!P.getModel().isVertex(za[Ja])||(Ea=mxUtils.setStyle(Ea,mxConstants.STYLE_FONTCOLOR,Aa.font||mxUtils.getValue(sa,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown(Ma)||(Ea=""==Aa.stroke?mxUtils.setStyle(Ea,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(Ea,mxConstants.STYLE_STROKECOLOR,Aa.stroke|| -mxUtils.getValue(sa,mxConstants.STYLE_STROKECOLOR,null)))):(Ea=mxUtils.setStyle(Ea,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(sa,mxConstants.STYLE_FILLCOLOR,"#ffffff")),Ea=mxUtils.setStyle(Ea,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(sa,mxConstants.STYLE_STROKECOLOR,"#000000")),Ea=mxUtils.setStyle(Ea,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(sa,mxConstants.STYLE_GRADIENTCOLOR,null)),P.getModel().isVertex(za[Ja])&&(Ea=mxUtils.setStyle(Ea,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(sa, -mxConstants.STYLE_FONTCOLOR,null))));P.getModel().setStyle(za[Ja],Ea)}}finally{P.getModel().endUpdate()}}));Ga.className="geStyleButton";Ga.style.width="36px";Ga.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Ga.style.margin="0px 6px 6px 0px";if(null!=Aa){var oa="1"==urlParams.sketch?"2px solid":"1px solid";null!=Aa.gradient?mxClient.IS_IE&&10>document.documentMode?Ga.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Aa.fill+"', EndColorStr='"+Aa.gradient+"', GradientType=0)": -Ga.style.backgroundImage="linear-gradient("+Aa.fill+" 0px,"+Aa.gradient+" 100%)":Aa.fill==mxConstants.NONE?Ga.style.background="url('"+Dialog.prototype.noColorImage+"')":Ga.style.backgroundColor=""==Aa.fill?mxUtils.getValue(P.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff"):Aa.fill||mxUtils.getValue(P.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Ga.style.border=Aa.stroke==mxConstants.NONE?oa+" transparent": -""==Aa.stroke?oa+" "+mxUtils.getValue(P.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):oa+" "+(Aa.stroke||mxUtils.getValue(P.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Aa.title&&Ga.setAttribute("title",Aa.title)}else{oa=mxUtils.getValue(P.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var Na=mxUtils.getValue(P.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,"#000000");Ga.style.backgroundColor= -oa;Ga.style.border="1px solid "+Na}Ga.style.borderRadius="0";M.appendChild(Ga)});M.innerText="";for(var Ba=0;Ba<aa.length;Ba++)0<Ba&&0==mxUtils.mod(Ba,4)&&mxUtils.br(M),Fa(aa[Ba])});null==this.format.currentScheme?ba(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):ba(this.format.currentScheme);Y=10>=this.defaultColorSchemes.length?28:8;var ea=document.createElement("div");ea.style.cssText="position:absolute;left:10px;top:8px;bottom:"+Y+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; -mxEvent.addListener(ea,"click",mxUtils.bind(this,function(){ba(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var ja=document.createElement("div");ja.style.cssText="position:absolute;left:202px;top:8px;bottom:"+Y+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; -1<this.defaultColorSchemes.length&&(n.appendChild(ea),n.appendChild(ja));mxEvent.addListener(ja,"click",mxUtils.bind(this,function(){ba(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));B(ea);B(ja);da(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&n.appendChild(T);return n};StyleFormatPanel.prototype.addEditOps=function(n){var B=this.editorUi.getSelectionState(),J=this.editorUi.editor.graph,P=null;1==B.cells.length&&(P=mxUtils.button(mxResources.get("editStyle"), -mxUtils.bind(this,function(M){this.editorUi.actions.get("editStyle").funct()})),P.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),P.style.width="210px",P.style.marginBottom="2px",n.appendChild(P));J=1==B.cells.length?J.view.getState(B.cells[0]):null;null!=J&&null!=J.shape&&null!=J.shape.stencil?(B=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(M){this.editorUi.actions.get("editShape").funct()})),B.setAttribute("title", -mxResources.get("editShape")),B.style.marginBottom="2px",null==P?B.style.width="210px":(P.style.width="104px",B.style.width="104px",B.style.marginLeft="2px"),n.appendChild(B)):B.image&&0<B.cells.length&&(B=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(M){this.editorUi.actions.get("image").funct()})),B.setAttribute("title",mxResources.get("editImage")),B.style.marginBottom="2px",null==P?B.style.width="210px":(P.style.width="104px",B.style.width="104px",B.style.marginLeft="2px"), -n.appendChild(B));return n}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(n){return n.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(n){return Graph.isGoogleFontUrl(n)};Graph.createFontElement=function(n, -B){var J=Graph.fontMapping[B];null==J&&Graph.isCssFontUrl(B)?(n=document.createElement("link"),n.setAttribute("rel","stylesheet"),n.setAttribute("type","text/css"),n.setAttribute("charset","UTF-8"),n.setAttribute("href",B)):(null==J&&(J='@font-face {\nfont-family: "'+n+'";\nsrc: url("'+B+'");\n}'),n=document.createElement("style"),mxUtils.write(n,J));return n};Graph.addFont=function(n,B,J){if(null!=n&&0<n.length&&null!=B&&0<B.length){var P=n.toLowerCase();if("helvetica"!=P&&"arial"!=n&&"sans-serif"!= -P){var M=Graph.customFontElements[P];null!=M&&M.url!=B&&(M.elt.parentNode.removeChild(M.elt),M=null);null==M?(M=B,"http:"==B.substring(0,5)&&(M=PROXY_URL+"?url="+encodeURIComponent(B)),M={name:n,url:B,elt:Graph.createFontElement(n,M)},Graph.customFontElements[P]=M,Graph.recentCustomFonts[P]=M,B=document.getElementsByTagName("head")[0],null!=J&&("link"==M.elt.nodeName.toLowerCase()?(M.elt.onload=J,M.elt.onerror=J):J()),null!=B&&B.appendChild(M.elt)):null!=J&&J()}else null!=J&&J()}else null!=J&&J(); -return n};Graph.getFontUrl=function(n,B){n=Graph.customFontElements[n.toLowerCase()];null!=n&&(B=n.url);return B};Graph.processFontAttributes=function(n){n=n.getElementsByTagName("*");for(var B=0;B<n.length;B++){var J=n[B].getAttribute("data-font-src");if(null!=J){var P="FONT"==n[B].nodeName?n[B].getAttribute("face"):n[B].style.fontFamily;null!=P&&Graph.addFont(P,J)}}};Graph.processFontStyle=function(n){if(null!=n){var B=mxUtils.getValue(n,"fontSource",null);if(null!=B){var J=mxUtils.getValue(n,mxConstants.STYLE_FONTFAMILY, -null);null!=J&&Graph.addFont(J,decodeURIComponent(B))}}return n};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= -urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var A=Graph.prototype.init;Graph.prototype.init=function(){function n(M){B=M}A.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var B=null;mxEvent.addListener(this.container,"mouseenter",n);mxEvent.addListener(this.container,"mousemove",n);mxEvent.addListener(this.container,"mouseleave",function(M){B=null});this.isMouseInsertPoint=function(){return null!=B};var J=this.getInsertPoint; -this.getInsertPoint=function(){return null!=B?this.getPointForEvent(B):J.apply(this,arguments)};var P=this.layoutManager.getLayout;this.layoutManager.getLayout=function(M){var V=this.graph.getCellStyle(M);if(null!=V&&"rack"==V.childLayout){var T=new mxStackLayout(this.graph,!1);T.gridSize=null!=V.rackUnitSize?parseFloat(V.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;T.marginLeft=V.marginLeft||0;T.marginRight=V.marginRight||0;T.marginTop=V.marginTop||0;T.marginBottom= -V.marginBottom||0;T.allowGaps=V.allowGaps||0;T.horizontal="1"==mxUtils.getValue(V,"horizontalRack","0");T.resizeParent=!1;T.fill=!0;return T}return P.apply(this,arguments)};this.updateGlobalUrlVariables()};var z=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(n,B){return Graph.processFontStyle(z.apply(this,arguments))};var L=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(n,B,J,P,M,V,T,U,Y,ca,ba){L.apply(this,arguments);Graph.processFontAttributes(ba)}; -var N=mxText.prototype.redraw;mxText.prototype.redraw=function(){N.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(n,B,J){function P(){for(var aa=T.getSelectionCells(),Fa=[],Ba=0;Ba<aa.length;Ba++)T.isCellVisible(aa[Ba])&&Fa.push(aa[Ba]);T.setSelectionCells(Fa)}function M(aa){T.setHiddenTags(aa?[]:U.slice());P();T.refresh()}function V(aa,Fa){ca.innerText="";if(0<aa.length){var Ba=document.createElement("table"); -Ba.setAttribute("cellpadding","2");Ba.style.boxSizing="border-box";Ba.style.tableLayout="fixed";Ba.style.width="100%";var Aa=document.createElement("tbody");if(null!=aa&&0<aa.length)for(var Ga=0;Ga<aa.length;Ga++)(function(oa){var Na=0>mxUtils.indexOf(T.hiddenTags,oa),Ma=document.createElement("tr"),za=document.createElement("td");za.style.align="center";za.style.width="16px";var Ja=document.createElement("img");Ja.setAttribute("src",Na?Editor.visibleImage:Editor.hiddenImage);Ja.setAttribute("title", -mxResources.get(Na?"hideIt":"show",[oa]));mxUtils.setOpacity(Ja,Na?75:25);Ja.style.verticalAlign="middle";Ja.style.cursor="pointer";Ja.style.width="16px";if(B||Editor.isDarkMode())Ja.style.filter="invert(100%)";za.appendChild(Ja);mxEvent.addListener(Ja,"click",function(Pa){mxEvent.isShiftDown(Pa)?M(0<=mxUtils.indexOf(T.hiddenTags,oa)):(T.toggleHiddenTag(oa),P(),T.refresh());mxEvent.consume(Pa)});Ma.appendChild(za);za=document.createElement("td");za.style.overflow="hidden";za.style.whiteSpace="nowrap"; -za.style.textOverflow="ellipsis";za.style.verticalAlign="middle";za.style.cursor="pointer";za.setAttribute("title",oa);a=document.createElement("a");mxUtils.write(a,oa);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,Na?100:40);za.appendChild(a);mxEvent.addListener(za,"click",function(Pa){if(mxEvent.isShiftDown(Pa)){M(!0);var sa=T.getCellsForTags([oa],null,null,!0);T.isEnabled()?T.setSelectionCells(sa):T.highlightCells(sa)}else if(Na&&0<T.hiddenTags.length)M(!0);else{sa= -U.slice();var la=mxUtils.indexOf(sa,oa);sa.splice(la,1);T.setHiddenTags(sa);P();T.refresh()}mxEvent.consume(Pa)});Ma.appendChild(za);if(T.isEnabled()){za=document.createElement("td");za.style.verticalAlign="middle";za.style.textAlign="center";za.style.width="18px";if(null==Fa){za.style.align="center";za.style.width="16px";Ja=document.createElement("img");Ja.setAttribute("src",Editor.crossImage);Ja.setAttribute("title",mxResources.get("removeIt",[oa]));mxUtils.setOpacity(Ja,Na?75:25);Ja.style.verticalAlign= -"middle";Ja.style.cursor="pointer";Ja.style.width="16px";if(B||Editor.isDarkMode())Ja.style.filter="invert(100%)";mxEvent.addListener(Ja,"click",function(Pa){var sa=mxUtils.indexOf(U,oa);0<=sa&&U.splice(sa,1);T.removeTagsForCells(T.model.getDescendants(T.model.getRoot()),[oa]);T.refresh();mxEvent.consume(Pa)});za.appendChild(Ja)}else{var Ea=document.createElement("input");Ea.setAttribute("type","checkbox");Ea.style.margin="0px";Ea.defaultChecked=null!=Fa&&0<=mxUtils.indexOf(Fa,oa);Ea.checked=Ea.defaultChecked; -Ea.style.background="transparent";Ea.setAttribute("title",mxResources.get(Ea.defaultChecked?"removeIt":"add",[oa]));mxEvent.addListener(Ea,"change",function(Pa){Ea.checked?T.addTagsForCells(T.getSelectionCells(),[oa]):T.removeTagsForCells(T.getSelectionCells(),[oa]);mxEvent.consume(Pa)});za.appendChild(Ea)}Ma.appendChild(za)}Aa.appendChild(Ma)})(aa[Ga]);Ba.appendChild(Aa);ca.appendChild(Ba)}}var T=this,U=T.hiddenTags.slice(),Y=document.createElement("div");Y.style.userSelect="none";Y.style.overflow= -"hidden";Y.style.padding="10px";Y.style.height="100%";var ca=document.createElement("div");ca.style.boxSizing="border-box";ca.style.borderRadius="4px";ca.style.userSelect="none";ca.style.overflow="auto";ca.style.position="absolute";ca.style.left="10px";ca.style.right="10px";ca.style.top="10px";ca.style.border=T.isEnabled()?"1px solid #808080":"none";ca.style.bottom=T.isEnabled()?"48px":"10px";Y.appendChild(ca);var ba=mxUtils.button(mxResources.get("reset"),function(aa){T.setHiddenTags([]);mxEvent.isShiftDown(aa)|| -(U=T.hiddenTags.slice());P();T.refresh()});ba.setAttribute("title",mxResources.get("reset"));ba.className="geBtn";ba.style.margin="0 4px 0 0";var da=mxUtils.button(mxResources.get("add"),function(){null!=J&&J(U,function(aa){U=aa;ea()})});da.setAttribute("title",mxResources.get("add"));da.className="geBtn";da.style.margin="0";T.addListener(mxEvent.ROOT,function(){U=T.hiddenTags.slice()});var ea=mxUtils.bind(this,function(aa,Fa){if(n()){aa=T.getAllTags();for(Fa=0;Fa<aa.length;Fa++)0>mxUtils.indexOf(U, -aa[Fa])&&U.push(aa[Fa]);U.sort();T.isSelectionEmpty()?V(U):V(U,T.getCommonTagsForCells(T.getSelectionCells()))}});T.selectionModel.addListener(mxEvent.CHANGE,ea);T.model.addListener(mxEvent.CHANGE,ea);T.addListener(mxEvent.REFRESH,ea);var ja=document.createElement("div");ja.style.boxSizing="border-box";ja.style.whiteSpace="nowrap";ja.style.position="absolute";ja.style.overflow="hidden";ja.style.bottom="0px";ja.style.height="42px";ja.style.right="10px";ja.style.left="10px";T.isEnabled()&&(ja.appendChild(ba), -ja.appendChild(da),Y.appendChild(ja));return{div:Y,refresh:ea}};Graph.prototype.getCustomFonts=function(){var n=this.extFonts;n=null!=n?n.slice():[];for(var B in Graph.customFontElements){var J=Graph.customFontElements[B];n.push({name:J.name,url:J.url})}return n};Graph.prototype.setFont=function(n,B){Graph.addFont(n,B);document.execCommand("fontname",!1,n);if(null!=B){var J=this.cellEditor.textarea.getElementsByTagName("font");B=Graph.getFontUrl(n,B);for(var P=0;P<J.length;P++)J[P].getAttribute("face")== -n&&J[P].getAttribute("data-font-src")!=B&&J[P].setAttribute("data-font-src",B)}};var K=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return K.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var n=JSON.parse(decodeURIComponent(urlParams.vars));if(null!=n)for(var B in n)this.globalVars[B]= -n[B]}catch(J){null!=window.console&&console.log("Error in vars URL parameter: "+J)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var t=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(n){var B=t.apply(this,arguments);null==B&&null!=this.globalVars&&(B=this.globalVars[n]);return B};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var n=this.themes["default-style2"];this.defaultStylesheet= -(new mxCodec(n.ownerDocument)).decode(n)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var q=Graph.prototype.getSvg;Graph.prototype.getSvg=function(n,B,J,P,M,V,T,U,Y,ca,ba,da,ea,ja){var aa=null,Fa=null,Ba=null;da||null==this.themes||"darkTheme"!=this.defaultThemeName||(aa=this.stylesheet,Fa=this.shapeForegroundColor,Ba=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName?"#000000":Editor.lightColor,this.shapeBackgroundColor= -"darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Aa=q.apply(this,arguments),Ga=this.getCustomFonts();if(ba&&0<Ga.length){var oa=Aa.ownerDocument,Na=null!=oa.createElementNS?oa.createElementNS(mxConstants.NS_SVG,"style"):oa.createElement("style");null!=oa.setAttributeNS?Na.setAttributeNS("type","text/css"):Na.setAttribute("type","text/css");for(var Ma="",za="",Ja=0;Ja<Ga.length;Ja++){var Ea=Ga[Ja].name,Pa=Ga[Ja].url;Graph.isCssFontUrl(Pa)? -Ma+="@import url("+Pa+");\n":za+='@font-face {\nfont-family: "'+Ea+'";\nsrc: url("'+Pa+'");\n}\n'}Na.appendChild(oa.createTextNode(Ma+za));Aa.getElementsByTagName("defs")[0].appendChild(Na)}this.mathEnabled&&(document.body.appendChild(Aa),Editor.MathJaxRender(Aa),Aa.parentNode.removeChild(Aa));null!=aa&&(this.shapeBackgroundColor=Ba,this.shapeForegroundColor=Fa,this.stylesheet=aa,this.refresh());return Aa};var G=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy=function(n){G.apply(this, -arguments);null!=n.secondLabel&&(n.secondLabel.destroy(),n.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(n){return[n.shape,n.text,n.secondLabel,n.control]};var E=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){E.apply(this,arguments);this.enumerationState=0};var F=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(n){null!=n.shape&&this.redrawEnumerationState(n);return F.apply(this,arguments)}; -mxGraphView.prototype.createEnumerationValue=function(n){n=decodeURIComponent(mxUtils.getValue(n.style,"enumerateValue",""));""==n&&(n=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(n)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(n){var B="1"==mxUtils.getValue(n.style,"enumerate",0);B&&null==n.secondLabel?(n.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), -n.secondLabel.size=12,n.secondLabel.state=n,n.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(n,n.secondLabel)):B||null==n.secondLabel||(n.secondLabel.destroy(),n.secondLabel=null);B=n.secondLabel;if(null!=B){var J=n.view.scale,P=this.createEnumerationValue(n);n=this.graph.model.isVertex(n.cell)?new mxRectangle(n.x+n.width-4*J,n.y+4*J,0,0):mxRectangle.fromPoint(n.view.getPoint(n));B.bounds.equals(n)&&B.value==P&&B.scale==J||(B.bounds=n,B.value=P,B.scale= -J,B.redraw())}};var H=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){H.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var n=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| -this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",n.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,n.ownerSVGElement))}};var C=Graph.prototype.refresh;Graph.prototype.refresh=function(){C.apply(this, -arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var O=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){O.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(n){"data:action/json,"==n.substring(0,17)&&(n=JSON.parse(n.substring(17)),null!= -n.actions&&this.executeCustomActions(n.actions))};Graph.prototype.executeCustomActions=function(n,B){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var J=!1,P=0,M=0,V=mxUtils.bind(this,function(){J||(J=!0,this.model.beginUpdate())}),T=mxUtils.bind(this, -function(){J&&(J=!1,this.model.endUpdate())}),U=mxUtils.bind(this,function(){0<P&&P--;0==P&&Y()}),Y=mxUtils.bind(this,function(){if(M<n.length){var ca=this.stoppingCustomActions,ba=n[M++],da=[];if(null!=ba.open)if(T(),this.isCustomLink(ba.open)){if(!this.customLinkClicked(ba.open))return}else this.openLink(ba.open);null==ba.wait||ca||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;U()}),P++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, -""!=ba.wait?parseInt(ba.wait):1E3),T());null!=ba.opacity&&null!=ba.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(ba.opacity,!0)),ba.opacity.value);null!=ba.fadeIn&&(P++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(ba.fadeIn,!0)),0,1,U,ca?0:ba.fadeIn.delay));null!=ba.fadeOut&&(P++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(ba.fadeOut,!0)),1,0,U,ca?0:ba.fadeOut.delay));null!=ba.wipeIn&&(da=da.concat(this.createWipeAnimations(this.getCellsForAction(ba.wipeIn, -!0),!0)));null!=ba.wipeOut&&(da=da.concat(this.createWipeAnimations(this.getCellsForAction(ba.wipeOut,!0),!1)));null!=ba.toggle&&(V(),this.toggleCells(this.getCellsForAction(ba.toggle,!0)));if(null!=ba.show){V();var ea=this.getCellsForAction(ba.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(ea),1);this.setCellsVisible(ea,!0)}null!=ba.hide&&(V(),ea=this.getCellsForAction(ba.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(ea),0),this.setCellsVisible(ea,!1));null!=ba.toggleStyle&&null!= -ba.toggleStyle.key&&(V(),this.toggleCellStyles(ba.toggleStyle.key,null!=ba.toggleStyle.defaultValue?ba.toggleStyle.defaultValue:"0",this.getCellsForAction(ba.toggleStyle,!0)));null!=ba.style&&null!=ba.style.key&&(V(),this.setCellStyles(ba.style.key,ba.style.value,this.getCellsForAction(ba.style,!0)));ea=[];null!=ba.select&&this.isEnabled()&&(ea=this.getCellsForAction(ba.select),this.setSelectionCells(ea));null!=ba.highlight&&(ea=this.getCellsForAction(ba.highlight),this.highlightCells(ea,ba.highlight.color, -ba.highlight.duration,ba.highlight.opacity));null!=ba.scroll&&(ea=this.getCellsForAction(ba.scroll));null!=ba.viewbox&&this.fitWindow(ba.viewbox,ba.viewbox.border);0<ea.length&&this.scrollCellToVisible(ea[0]);if(null!=ba.tags){ea=[];null!=ba.tags.hidden&&(ea=ea.concat(ba.tags.hidden));if(null!=ba.tags.visible)for(var ja=this.getAllTags(),aa=0;aa<ja.length;aa++)0>mxUtils.indexOf(ba.tags.visible,ja[aa])&&0>mxUtils.indexOf(ea,ja[aa])&&ea.push(ja[aa]);this.setHiddenTags(ea);this.refresh()}0<da.length&& -(P++,this.executeAnimations(da,U,ca?1:ba.steps,ca?0:ba.delay));0==P?Y():T()}else this.stoppingCustomActions=this.executingCustomActions=!1,T(),null!=B&&B()});Y()}};Graph.prototype.doUpdateCustomLinksForCell=function(n,B){var J=this.getLinkForCell(B);null!=J&&"data:action/json,"==J.substring(0,17)&&this.setLinkForCell(B,this.updateCustomLink(n,J));if(this.isHtmlLabel(B)){var P=document.createElement("div");P.innerHTML=this.sanitizeHtml(this.getLabel(B));for(var M=P.getElementsByTagName("a"),V=!1,T= -0;T<M.length;T++)J=M[T].getAttribute("href"),null!=J&&"data:action/json,"==J.substring(0,17)&&(M[T].setAttribute("href",this.updateCustomLink(n,J)),V=!0);V&&this.labelChanged(B,P.innerHTML)}};Graph.prototype.updateCustomLink=function(n,B){if("data:action/json,"==B.substring(0,17))try{var J=JSON.parse(B.substring(17));null!=J.actions&&(this.updateCustomLinkActions(n,J.actions),B="data:action/json,"+JSON.stringify(J))}catch(P){}return B};Graph.prototype.updateCustomLinkActions=function(n,B){for(var J= -0;J<B.length;J++){var P=B[J],M;for(M in P)this.updateCustomLinkAction(n,P[M],"cells"),this.updateCustomLinkAction(n,P[M],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(n,B,J){if(null!=B&&null!=B[J]){for(var P=[],M=0;M<B[J].length;M++)if("*"==B[J][M])P.push(B[J][M]);else{var V=n[B[J][M]];null!=V?""!=V&&P.push(V):P.push(B[J][M])}B[J]=P}};Graph.prototype.getCellsForAction=function(n,B){B=this.getCellsById(n.cells).concat(this.getCellsForTags(n.tags,null,B));if(null!=n.excludeCells){for(var J= -[],P=0;P<B.length;P++)0>n.excludeCells.indexOf(B[P].id)&&J.push(B[P]);B=J}return B};Graph.prototype.getCellsById=function(n){var B=[];if(null!=n)for(var J=0;J<n.length;J++)if("*"==n[J]){var P=this.model.getRoot();B=B.concat(this.model.filterDescendants(function(V){return V!=P},P))}else{var M=this.model.getCell(n[J]);null!=M&&B.push(M)}return B};var I=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(n){return I.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(n))}; -Graph.prototype.setHiddenTags=function(n){this.hiddenTags=n;this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.toggleHiddenTag=function(n){var B=mxUtils.indexOf(this.hiddenTags,n);0>B?this.hiddenTags.push(n):0<=B&&this.hiddenTags.splice(B,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(n){if(null==n||0==n.length||0==this.hiddenTags.length)return!1;n=n.split(" ");if(n.length>this.hiddenTags.length)return!1;for(var B=0;B<n.length;B++)if(0> -mxUtils.indexOf(this.hiddenTags,n[B]))return!1;return!0};Graph.prototype.getCellsForTags=function(n,B,J,P){var M=[];if(null!=n){B=null!=B?B:this.model.getDescendants(this.model.getRoot());for(var V=0,T={},U=0;U<n.length;U++)0<n[U].length&&(T[n[U]]=!0,V++);for(U=0;U<B.length;U++)if(J&&this.model.getParent(B[U])==this.model.root||this.model.isVertex(B[U])||this.model.isEdge(B[U])){var Y=this.getTagsForCell(B[U]),ca=!1;if(0<Y.length&&(Y=Y.split(" "),Y.length>=n.length)){for(var ba=ca=0;ba<Y.length&& -ca<V;ba++)null!=T[Y[ba]]&&ca++;ca=ca==V}ca&&(1!=P||this.isCellVisible(B[U]))&&M.push(B[U])}}return M};Graph.prototype.getAllTags=function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(n){for(var B=null,J=[],P=0;P<n.length;P++){var M=this.getTagsForCell(n[P]);J=[];if(0<M.length){M=M.split(" ");for(var V={},T=0;T<M.length;T++)if(null==B||null!=B[M[T]])V[M[T]]=!0,J.push(M[T]);B=V}else return[]}return J};Graph.prototype.getTagsForCells= -function(n){for(var B=[],J={},P=0;P<n.length;P++){var M=this.getTagsForCell(n[P]);if(0<M.length){M=M.split(" ");for(var V=0;V<M.length;V++)null==J[M[V]]&&(J[M[V]]=!0,B.push(M[V]))}}return B};Graph.prototype.getTagsForCell=function(n){return this.getAttributeForCell(n,"tags","")};Graph.prototype.addTagsForCells=function(n,B){if(0<n.length&&0<B.length){this.model.beginUpdate();try{for(var J=0;J<n.length;J++){for(var P=this.getTagsForCell(n[J]),M=P.split(" "),V=!1,T=0;T<B.length;T++){var U=mxUtils.trim(B[T]); -""!=U&&0>mxUtils.indexOf(M,U)&&(P=0<P.length?P+" "+U:U,V=!0)}V&&this.setAttributeForCell(n[J],"tags",P)}}finally{this.model.endUpdate()}}};Graph.prototype.removeTagsForCells=function(n,B){if(0<n.length&&0<B.length){this.model.beginUpdate();try{for(var J=0;J<n.length;J++){var P=this.getTagsForCell(n[J]);if(0<P.length){for(var M=P.split(" "),V=!1,T=0;T<B.length;T++){var U=mxUtils.indexOf(M,B[T]);0<=U&&(M.splice(U,1),V=!0)}V&&this.setAttributeForCell(n[J],"tags",M.join(" "))}}}finally{this.model.endUpdate()}}}; -Graph.prototype.toggleCells=function(n){this.model.beginUpdate();try{for(var B=0;B<n.length;B++)this.model.setVisible(n[B],!this.model.isVisible(n[B]))}finally{this.model.endUpdate()}};Graph.prototype.setCellsVisible=function(n,B){this.model.beginUpdate();try{for(var J=0;J<n.length;J++)this.model.setVisible(n[J],B)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(n,B,J,P){for(var M=0;M<n.length;M++)this.highlightCell(n[M],B,J,P)};Graph.prototype.highlightCell=function(n,B, -J,P,M){B=null!=B?B:mxConstants.DEFAULT_VALID_COLOR;J=null!=J?J:1E3;n=this.view.getState(n);var V=null;null!=n&&(M=null!=M?M:4,M=Math.max(M+1,mxUtils.getValue(n.style,mxConstants.STYLE_STROKEWIDTH,1)+M),V=new mxCellHighlight(this,B,M,!1),null!=P&&(V.opacity=P),V.highlight(n),window.setTimeout(function(){null!=V.shape&&(mxUtils.setPrefixedStyle(V.shape.node.style,"transition","all 1200ms ease-in-out"),V.shape.node.style.opacity=0);window.setTimeout(function(){V.destroy()},1200)},J));return V};Graph.prototype.addSvgShadow= -function(n,B,J,P){J=null!=J?J:!1;P=null!=P?P:!0;var M=n.ownerDocument,V=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG,"filter"):M.createElement("filter");V.setAttribute("id",this.shadowId);var T=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):M.createElement("feGaussianBlur");T.setAttribute("in","SourceAlpha");T.setAttribute("stdDeviation",this.svgShadowBlur);T.setAttribute("result","blur");V.appendChild(T);T=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG, -"feOffset"):M.createElement("feOffset");T.setAttribute("in","blur");T.setAttribute("dx",this.svgShadowSize);T.setAttribute("dy",this.svgShadowSize);T.setAttribute("result","offsetBlur");V.appendChild(T);T=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG,"feFlood"):M.createElement("feFlood");T.setAttribute("flood-color",this.svgShadowColor);T.setAttribute("flood-opacity",this.svgShadowOpacity);T.setAttribute("result","offsetColor");V.appendChild(T);T=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG, -"feComposite"):M.createElement("feComposite");T.setAttribute("in","offsetColor");T.setAttribute("in2","offsetBlur");T.setAttribute("operator","in");T.setAttribute("result","offsetBlur");V.appendChild(T);T=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG,"feBlend"):M.createElement("feBlend");T.setAttribute("in","SourceGraphic");T.setAttribute("in2","offsetBlur");V.appendChild(T);T=n.getElementsByTagName("defs");0==T.length?(M=null!=M.createElementNS?M.createElementNS(mxConstants.NS_SVG, -"defs"):M.createElement("defs"),null!=n.firstChild?n.insertBefore(M,n.firstChild):n.appendChild(M)):M=T[0];M.appendChild(V);J||(B=null!=B?B:n.getElementsByTagName("g")[0],null!=B&&(B.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(n.getAttribute("width")))&&P&&(n.setAttribute("width",parseInt(n.getAttribute("width"))+6),n.setAttribute("height",parseInt(n.getAttribute("height"))+6),B=n.getAttribute("viewBox"),null!=B&&0<B.length&&(B=B.split(" "),3<B.length&&(w=parseFloat(B[2])+6,h= -parseFloat(B[3])+6,n.setAttribute("viewBox",B[0]+" "+B[1]+" "+w+" "+h))))));return V};Graph.prototype.setShadowVisible=function(n,B){mxClient.IS_SVG&&!mxClient.IS_SF&&(B=null!=B?B:!0,(this.shadowVisible=n)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),B&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer=function(){if(null==this.defaultParent){var n=this.model.getChildCount(this.model.root), -B=0;do var J=this.model.getChildAt(this.model.root,B);while(B++<n&&"1"==mxUtils.getValue(this.getCellStyle(J),"locked","0"));null!=J&&this.setDefaultParent(J)}};mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+ -"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.bpmn2=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.c4=[SHAPES_PATH+"/mxC4.js"];mxStencilRegistry.libraries.cisco19=[SHAPES_PATH+"/mxCisco19.js",STENCIL_PATH+"/cisco19.xml"];mxStencilRegistry.libraries.cisco_safe=[SHAPES_PATH+"/mxCiscoSafe.js",STENCIL_PATH+"/cisco_safe/architecture.xml",STENCIL_PATH+"/cisco_safe/business_icons.xml",STENCIL_PATH+"/cisco_safe/capability.xml",STENCIL_PATH+ -"/cisco_safe/design.xml",STENCIL_PATH+"/cisco_safe/iot_things_icons.xml",STENCIL_PATH+"/cisco_safe/people_places_things_icons.xml",STENCIL_PATH+"/cisco_safe/security_icons.xml",STENCIL_PATH+"/cisco_safe/technology_icons.xml",STENCIL_PATH+"/cisco_safe/threat.xml"];mxStencilRegistry.libraries.dfd=[SHAPES_PATH+"/mxDFD.js"];mxStencilRegistry.libraries.er=[SHAPES_PATH+"/er/mxER.js"];mxStencilRegistry.libraries.kubernetes=[SHAPES_PATH+"/mxKubernetes.js",STENCIL_PATH+"/kubernetes.xml"];mxStencilRegistry.libraries.flowchart= -[SHAPES_PATH+"/mxFlowchart.js",STENCIL_PATH+"/flowchart.xml"];mxStencilRegistry.libraries.ios=[SHAPES_PATH+"/mockup/mxMockupiOS.js"];mxStencilRegistry.libraries.rackGeneral=[SHAPES_PATH+"/rack/mxRack.js",STENCIL_PATH+"/rack/general.xml"];mxStencilRegistry.libraries.rackF5=[STENCIL_PATH+"/rack/f5.xml"];mxStencilRegistry.libraries.lean_mapping=[SHAPES_PATH+"/mxLeanMap.js",STENCIL_PATH+"/lean_mapping.xml"];mxStencilRegistry.libraries.basic=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/basic.xml"];mxStencilRegistry.libraries.ios7icons= -[STENCIL_PATH+"/ios7/icons.xml"];mxStencilRegistry.libraries.ios7ui=[SHAPES_PATH+"/ios7/mxIOS7Ui.js",STENCIL_PATH+"/ios7/misc.xml"];mxStencilRegistry.libraries.android=[SHAPES_PATH+"/mxAndroid.js",STENCIL_PATH+"/android/android.xml"];mxStencilRegistry.libraries["electrical/abstract"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/abstract.xml"];mxStencilRegistry.libraries["electrical/logic_gates"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/logic_gates.xml"];mxStencilRegistry.libraries["electrical/miscellaneous"]= -[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/miscellaneous.xml"];mxStencilRegistry.libraries["electrical/signal_sources"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/signal_sources.xml"];mxStencilRegistry.libraries["electrical/electro-mechanical"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/electro-mechanical.xml"];mxStencilRegistry.libraries["electrical/transmission"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/transmission.xml"];mxStencilRegistry.libraries.infographic= -[SHAPES_PATH+"/mxInfographic.js"];mxStencilRegistry.libraries["mockup/buttons"]=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries["mockup/containers"]=[SHAPES_PATH+"/mockup/mxMockupContainers.js"];mxStencilRegistry.libraries["mockup/forms"]=[SHAPES_PATH+"/mockup/mxMockupForms.js"];mxStencilRegistry.libraries["mockup/graphics"]=[SHAPES_PATH+"/mockup/mxMockupGraphics.js",STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/markup"]=[SHAPES_PATH+"/mockup/mxMockupMarkup.js"]; -mxStencilRegistry.libraries["mockup/misc"]=[SHAPES_PATH+"/mockup/mxMockupMisc.js",STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/navigation"]=[SHAPES_PATH+"/mockup/mxMockupNavigation.js",STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/text"]=[SHAPES_PATH+"/mockup/mxMockupText.js"];mxStencilRegistry.libraries.floorplan=[SHAPES_PATH+"/mxFloorplan.js",STENCIL_PATH+"/floorplan.xml"];mxStencilRegistry.libraries.bootstrap=[SHAPES_PATH+"/mxBootstrap.js",SHAPES_PATH+ -"/mxBasic.js",STENCIL_PATH+"/bootstrap.xml"];mxStencilRegistry.libraries.gmdl=[SHAPES_PATH+"/mxGmdl.js",STENCIL_PATH+"/gmdl.xml"];mxStencilRegistry.libraries.gcp2=[SHAPES_PATH+"/mxGCP2.js",STENCIL_PATH+"/gcp2.xml"];mxStencilRegistry.libraries.ibm=[SHAPES_PATH+"/mxIBM.js",STENCIL_PATH+"/ibm.xml"];mxStencilRegistry.libraries.cabinets=[SHAPES_PATH+"/mxCabinets.js",STENCIL_PATH+"/cabinets.xml"];mxStencilRegistry.libraries.archimate=[SHAPES_PATH+"/mxArchiMate.js"];mxStencilRegistry.libraries.archimate3= -[SHAPES_PATH+"/mxArchiMate3.js"];mxStencilRegistry.libraries.sysml=[SHAPES_PATH+"/mxSysML.js"];mxStencilRegistry.libraries.eip=[SHAPES_PATH+"/mxEip.js",STENCIL_PATH+"/eip.xml"];mxStencilRegistry.libraries.networks=[SHAPES_PATH+"/mxNetworks.js",STENCIL_PATH+"/networks.xml"];mxStencilRegistry.libraries.aws3d=[SHAPES_PATH+"/mxAWS3D.js",STENCIL_PATH+"/aws3d.xml"];mxStencilRegistry.libraries.aws4=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.aws4b=[SHAPES_PATH+"/mxAWS4.js", -STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.uml25=[SHAPES_PATH+"/mxUML25.js"];mxStencilRegistry.libraries.veeam=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam.xml"];mxStencilRegistry.libraries.veeam2=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam2.xml"];mxStencilRegistry.libraries.pid2inst=[SHAPES_PATH+"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+ -"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors=[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(n){var B=null;null!=n&&0<n.length&&("ER"==n.substring(0,2)?B="mxgraph.er":"sysML"==n.substring(0,5)&&(B="mxgraph.sysml"));return B};var S=mxMarker.createMarker;mxMarker.createMarker=function(n,B,J,P,M,V,T,U,Y,ca){if(null!=J&&null==mxMarker.markers[J]){var ba=this.getPackageForType(J);null!= -ba&&mxStencilRegistry.getStencil(ba)}return S.apply(this,arguments)};var R=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(n,B,J,P,M,V){"1"==mxUtils.getValue(B.style,"lineShape",null)&&n.setFillColor(mxUtils.getValue(B.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return R.apply(this,arguments)};PrintDialog.prototype.create=function(n,B){function J(){ea.value=Math.max(1,Math.min(U,Math.max(parseInt(ea.value),parseInt(da.value))));da.value=Math.max(1,Math.min(U,Math.min(parseInt(ea.value), -parseInt(da.value))))}function P(wa){function ta(Ca,Ha,Qa){var La=Ca.useCssTransforms,Ra=Ca.currentTranslate,Xa=Ca.currentScale,Ka=Ca.view.translate,Ta=Ca.view.scale;Ca.useCssTransforms&&(Ca.useCssTransforms=!1,Ca.currentTranslate=new mxPoint(0,0),Ca.currentScale=1,Ca.view.translate=new mxPoint(0,0),Ca.view.scale=1);var Ua=Ca.getGraphBounds(),Va=0,$a=0,Wa=Ia.get(),ab=1/Ca.pageScale,Za=Aa.checked;if(Za){ab=parseInt(la.value);var gb=parseInt(ya.value);ab=Math.min(Wa.height*gb/(Ua.height/Ca.view.scale), -Wa.width*ab/(Ua.width/Ca.view.scale))}else ab=parseInt(Ba.value)/(100*Ca.pageScale),isNaN(ab)&&(va=1/Ca.pageScale,Ba.value="100 %");Wa=mxRectangle.fromRectangle(Wa);Wa.width=Math.ceil(Wa.width*va);Wa.height=Math.ceil(Wa.height*va);ab*=va;!Za&&Ca.pageVisible?(Ua=Ca.getPageLayout(),Va-=Ua.x*Wa.width,$a-=Ua.y*Wa.height):Za=!0;if(null==Ha){Ha=PrintDialog.createPrintPreview(Ca,ab,Wa,0,Va,$a,Za);Ha.pageSelector=!1;Ha.mathEnabled=!1;ja.checked&&(Ha.isCellVisible=function(Ya){return Ca.isCellSelected(Ya)}); -Va=n.getCurrentFile();null!=Va&&(Ha.title=Va.getTitle());var hb=Ha.writeHead;Ha.writeHead=function(Ya){hb.apply(this,arguments);mxClient.IS_GC&&(Ya.writeln('<style type="text/css">'),Ya.writeln("@media print {"),Ya.writeln(".MathJax svg { shape-rendering: crispEdges; }"),Ya.writeln("}"),Ya.writeln("</style>"));null!=n.editor.fontCss&&(Ya.writeln('<style type="text/css">'),Ya.writeln(n.editor.fontCss),Ya.writeln("</style>"));for(var cb=Ca.getCustomFonts(),bb=0;bb<cb.length;bb++){var eb=cb[bb].name, -db=cb[bb].url;Graph.isCssFontUrl(db)?Ya.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(db)+'" charset="UTF-8" type="text/css">'):(Ya.writeln('<style type="text/css">'),Ya.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(eb)+'";\nsrc: url("'+mxUtils.htmlEntities(db)+'");\n}'),Ya.writeln("</style>"))}};if("undefined"!==typeof MathJax){var ib=Ha.renderPage;Ha.renderPage=function(Ya,cb,bb,eb,db,kb){var jb=mxClient.NO_FO,fb=ib.apply(this,arguments);mxClient.NO_FO=jb;this.graph.mathEnabled? -this.mathEnabled=this.mathEnabled||!0:fb.className="geDisableMathJax";return fb}}Va=null;$a=M.shapeForegroundColor;Za=M.shapeBackgroundColor;Wa=M.enableFlowAnimation;M.enableFlowAnimation=!1;null!=M.themes&&"darkTheme"==M.defaultThemeName&&(Va=M.stylesheet,M.stylesheet=M.getDefaultStylesheet(),M.shapeForegroundColor="#000000",M.shapeBackgroundColor="#ffffff",M.refresh());Ha.open(null,null,Qa,!0);M.enableFlowAnimation=Wa;null!=Va&&(M.shapeForegroundColor=$a,M.shapeBackgroundColor=Za,M.stylesheet=Va, -M.refresh())}else{Wa=Ca.background;if(null==Wa||""==Wa||Wa==mxConstants.NONE)Wa="#ffffff";Ha.backgroundColor=Wa;Ha.autoOrigin=Za;Ha.appendGraph(Ca,ab,Va,$a,Qa,!0);Qa=Ca.getCustomFonts();if(null!=Ha.wnd)for(Va=0;Va<Qa.length;Va++)$a=Qa[Va].name,Za=Qa[Va].url,Graph.isCssFontUrl(Za)?Ha.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(Za)+'" charset="UTF-8" type="text/css">'):(Ha.wnd.document.writeln('<style type="text/css">'),Ha.wnd.document.writeln('@font-face {\nfont-family: "'+ -mxUtils.htmlEntities($a)+'";\nsrc: url("'+mxUtils.htmlEntities(Za)+'");\n}'),Ha.wnd.document.writeln("</style>"))}La&&(Ca.useCssTransforms=La,Ca.currentTranslate=Ra,Ca.currentScale=Xa,Ca.view.translate=Ka,Ca.view.scale=Ta);return Ha}var va=parseInt(ka.value)/100;isNaN(va)&&(va=1,ka.value="100 %");va*=.75;var pa=null,fa=M.shapeForegroundColor,Z=M.shapeBackgroundColor;null!=M.themes&&"darkTheme"==M.defaultThemeName&&(pa=M.stylesheet,M.stylesheet=M.getDefaultStylesheet(),M.shapeForegroundColor="#000000", -M.shapeBackgroundColor="#ffffff",M.refresh());var ia=da.value,ha=ea.value,ma=!ca.checked,ua=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(n,ca.checked,ia,ha,Aa.checked,la.value,ya.value,parseInt(Ba.value)/100,parseInt(ka.value)/100,Ia.get());else{ma&&(ma=ja.checked||ia==Y&&ha==Y);if(!ma&&null!=n.pages&&n.pages.length){var qa=0;ma=n.pages.length-1;ca.checked||(qa=parseInt(ia)-1,ma=parseInt(ha)-1);for(var xa=qa;xa<=ma;xa++){var ra=n.pages[xa];ia=ra==n.currentPage?M:null;if(null==ia){ia=n.createTemporaryGraph(M.stylesheet); -ia.shapeForegroundColor=M.shapeForegroundColor;ia.shapeBackgroundColor=M.shapeBackgroundColor;ha=!0;qa=!1;var na=null,Da=null;null==ra.viewState&&null==ra.root&&n.updatePageRoot(ra);null!=ra.viewState&&(ha=ra.viewState.pageVisible,qa=ra.viewState.mathEnabled,na=ra.viewState.background,Da=ra.viewState.backgroundImage,ia.extFonts=ra.viewState.extFonts);null!=Da&&null!=Da.originalSrc&&(Da=n.createImageForPageLink(Da.originalSrc,ra));ia.background=na;ia.backgroundImage=null!=Da?new mxImage(Da.src,Da.width, -Da.height,Da.x,Da.y):null;ia.pageVisible=ha;ia.mathEnabled=qa;var Oa=ia.getGraphBounds;ia.getGraphBounds=function(){var Ca=Oa.apply(this,arguments),Ha=this.backgroundImage;if(null!=Ha&&null!=Ha.width&&null!=Ha.height){var Qa=this.view.translate,La=this.view.scale;Ca=mxRectangle.fromRectangle(Ca);Ca.add(new mxRectangle((Qa.x+Ha.x)*La,(Qa.y+Ha.y)*La,Ha.width*La,Ha.height*La))}return Ca};var Sa=ia.getGlobalVariable;ia.getGlobalVariable=function(Ca){return"page"==Ca?ra.getName():"pagenumber"==Ca?xa+1: -"pagecount"==Ca?null!=n.pages?n.pages.length:1:Sa.apply(this,arguments)};document.body.appendChild(ia.container);n.updatePageRoot(ra);ia.model.setRoot(ra.root)}ua=ta(ia,ua,xa!=ma);ia!=M&&ia.container.parentNode.removeChild(ia.container)}}else ua=ta(M);null==ua?n.handleError({message:mxResources.get("errorUpdatingPreview")}):(ua.mathEnabled&&(ma=ua.wnd.document,wa&&(ua.wnd.IMMEDIATE_PRINT=!0),ma.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),ua.closeDocument(), -!ua.mathEnabled&&wa&&PrintDialog.printPreview(ua));null!=pa&&(M.shapeForegroundColor=fa,M.shapeBackgroundColor=Z,M.stylesheet=pa,M.refresh())}}var M=n.editor.graph,V=document.createElement("div"),T=document.createElement("h3");T.style.width="100%";T.style.textAlign="center";T.style.marginTop="0px";mxUtils.write(T,B||mxResources.get("print"));V.appendChild(T);var U=1,Y=1;T=document.createElement("div");T.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var ca= -document.createElement("input");ca.style.cssText="margin-right:8px;margin-bottom:8px;";ca.setAttribute("value","all");ca.setAttribute("type","radio");ca.setAttribute("name","pages-printdialog");T.appendChild(ca);B=document.createElement("span");mxUtils.write(B,mxResources.get("printAllPages"));T.appendChild(B);mxUtils.br(T);var ba=ca.cloneNode(!0);ca.setAttribute("checked","checked");ba.setAttribute("value","range");T.appendChild(ba);B=document.createElement("span");mxUtils.write(B,mxResources.get("pages")+ -":");T.appendChild(B);var da=document.createElement("input");da.style.cssText="margin:0 8px 0 8px;";da.setAttribute("value","1");da.setAttribute("type","number");da.setAttribute("min","1");da.style.width="50px";T.appendChild(da);B=document.createElement("span");mxUtils.write(B,mxResources.get("to"));T.appendChild(B);var ea=da.cloneNode(!0);T.appendChild(ea);mxEvent.addListener(da,"focus",function(){ba.checked=!0});mxEvent.addListener(ea,"focus",function(){ba.checked=!0});mxEvent.addListener(da,"change", -J);mxEvent.addListener(ea,"change",J);if(null!=n.pages&&(U=n.pages.length,null!=n.currentPage))for(B=0;B<n.pages.length;B++)if(n.currentPage==n.pages[B]){Y=B+1;da.value=Y;ea.value=Y;break}da.setAttribute("max",U);ea.setAttribute("max",U);n.isPagesEnabled()?1<U&&(V.appendChild(T),ba.checked=!0):ba.checked=!0;mxUtils.br(T);var ja=document.createElement("input");ja.setAttribute("value","all");ja.setAttribute("type","radio");ja.style.marginRight="8px";M.isSelectionEmpty()&&ja.setAttribute("disabled", -"disabled");var aa=document.createElement("div");aa.style.marginBottom="10px";1==U?(ja.setAttribute("type","checkbox"),ja.style.marginBottom="12px",aa.appendChild(ja)):(ja.setAttribute("name","pages-printdialog"),ja.style.marginBottom="8px",T.appendChild(ja));B=document.createElement("span");mxUtils.write(B,mxResources.get("selectionOnly"));ja.parentNode.appendChild(B);1==U&&mxUtils.br(ja.parentNode);var Fa=document.createElement("input");Fa.style.marginRight="8px";Fa.setAttribute("value","adjust"); -Fa.setAttribute("type","radio");Fa.setAttribute("name","printZoom");aa.appendChild(Fa);B=document.createElement("span");mxUtils.write(B,mxResources.get("adjustTo"));aa.appendChild(B);var Ba=document.createElement("input");Ba.style.cssText="margin:0 8px 0 8px;";Ba.setAttribute("value","100 %");Ba.style.width="50px";aa.appendChild(Ba);mxEvent.addListener(Ba,"focus",function(){Fa.checked=!0});V.appendChild(aa);T=T.cloneNode(!1);var Aa=Fa.cloneNode(!0);Aa.setAttribute("value","fit");Fa.setAttribute("checked", -"checked");B=document.createElement("div");B.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";B.appendChild(Aa);T.appendChild(B);aa=document.createElement("table");aa.style.display="inline-block";var Ga=document.createElement("tbody"),oa=document.createElement("tr"),Na=oa.cloneNode(!0),Ma=document.createElement("td"),za=Ma.cloneNode(!0),Ja=Ma.cloneNode(!0),Ea=Ma.cloneNode(!0),Pa=Ma.cloneNode(!0),sa=Ma.cloneNode(!0);Ma.style.textAlign="right";Ea.style.textAlign="right";mxUtils.write(Ma, -mxResources.get("fitTo"));var la=document.createElement("input");la.style.cssText="margin:0 8px 0 8px;";la.setAttribute("value","1");la.setAttribute("min","1");la.setAttribute("type","number");la.style.width="40px";za.appendChild(la);B=document.createElement("span");mxUtils.write(B,mxResources.get("fitToSheetsAcross"));Ja.appendChild(B);mxUtils.write(Ea,mxResources.get("fitToBy"));var ya=la.cloneNode(!0);Pa.appendChild(ya);mxEvent.addListener(la,"focus",function(){Aa.checked=!0});mxEvent.addListener(ya, -"focus",function(){Aa.checked=!0});B=document.createElement("span");mxUtils.write(B,mxResources.get("fitToSheetsDown"));sa.appendChild(B);oa.appendChild(Ma);oa.appendChild(za);oa.appendChild(Ja);Na.appendChild(Ea);Na.appendChild(Pa);Na.appendChild(sa);Ga.appendChild(oa);Ga.appendChild(Na);aa.appendChild(Ga);T.appendChild(aa);V.appendChild(T);T=document.createElement("div");B=document.createElement("div");B.style.fontWeight="bold";B.style.marginBottom="12px";mxUtils.write(B,mxResources.get("paperSize")); -T.appendChild(B);B=document.createElement("div");B.style.marginBottom="12px";var Ia=PageSetupDialog.addPageFormatPanel(B,"printdialog",n.editor.graph.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT);T.appendChild(B);B=document.createElement("span");mxUtils.write(B,mxResources.get("pageScale"));T.appendChild(B);var ka=document.createElement("input");ka.style.cssText="margin:0 8px 0 8px;";ka.setAttribute("value","100 %");ka.style.width="60px";T.appendChild(ka);V.appendChild(T);B=document.createElement("div"); -B.style.cssText="text-align:right;margin:48px 0 0 0;";T=mxUtils.button(mxResources.get("cancel"),function(){n.hideDialog()});T.className="geBtn";n.editor.cancelFirst&&B.appendChild(T);n.isOffline()||(aa=mxUtils.button(mxResources.get("help"),function(){M.openLink("https://www.diagrams.net/doc/faq/print-diagram")}),aa.className="geBtn",B.appendChild(aa));PrintDialog.previewEnabled&&(aa=mxUtils.button(mxResources.get("preview"),function(){n.hideDialog();P(!1)}),aa.className="geBtn",B.appendChild(aa)); -aa=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){n.hideDialog();P(!0)});aa.className="geBtn gePrimaryBtn";B.appendChild(aa);n.editor.cancelFirst||B.appendChild(T);V.appendChild(B);this.container=V};var Q=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute=function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var n= -this.image;null!=n&&null!=n.src&&Graph.isPageLink(n.src)&&(n={originalSrc:n.src});this.page.viewState.backgroundImage=n}null!=this.format&&(this.page.viewState.pageFormat=this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible=this.shadowVisible)}}else Q.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled), -null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var W=document.createElement("canvas"),X=new Image;X.onload=function(){try{W.getContext("2d").drawImage(X,0,0);var n=W.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=n&&6<n.length}catch(B){}};X.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(n){}Editor.prototype.useCanvasForExport= -!1})();(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(f,l,d){d.ui=f.ui;return l};b.afterDecode=function(f,l,d){d.previousColor=d.color;d.previousImage=d.image;d.previousFormat=d.format;null!=d.foldingEnabled&&(d.foldingEnabled=!d.foldingEnabled);null!=d.mathEnabled&&(d.mathEnabled=!d.mathEnabled);null!=d.shadowVisible&&(d.shadowVisible=!d.shadowVisible);return d};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(f,l,d){d.ui=f.ui;return l};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.1";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= 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Spacing",type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash", +dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump", +dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop Routing",type:"bool",defVal:!1},{name:"orthogonal",dispName:"Orthogonal",type:"bool",defVal:!1}].concat(Editor.commonProperties);Editor.commonVertexProperties=[{name:"colspan",dispName:"Colspan",type:"int",min:1,defVal:1,isVisible:function(l,A){A=A.editorUi.editor.graph;return 1==l.vertices.length&& +0==l.edges.length&&A.isTableCell(l.vertices[0])}},{name:"rowspan",dispName:"Rowspan",type:"int",min:1,defVal:1,isVisible:function(l,A){A=A.editorUi.editor.graph;return 1==l.vertices.length&&0==l.edges.length&&A.isTableCell(l.vertices[0])}},{type:"separator"},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",getDefaultValue:function(l,A){l=A.editorUi.editor.graph.getCellStyle(1==l.vertices.length&&0==l.edges.length?l.vertices[0]:null);return"1"==mxUtils.getValue(l,"resizeLastRow","0")}, +isVisible:function(l,A){A=A.editorUi.editor.graph;return 1==l.vertices.length&&0==l.edges.length&&A.isTable(l.vertices[0])}},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",getDefaultValue:function(l,A){l=A.editorUi.editor.graph.getCellStyle(1==l.vertices.length&&0==l.edges.length?l.vertices[0]:null);return"1"==mxUtils.getValue(l,"resizeLast","0")},isVisible:function(l,A){A=A.editorUi.editor.graph;return 1==l.vertices.length&&0==l.edges.length&&A.isTable(l.vertices[0])}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"overflow",dispName:"Text Overflow",defVal:"visible",type:"enum",enumList:[{val:"visible",dispName:"Visible"},{val:"hidden",dispName:"Hidden"},{val:"block",dispName:"Block"},{val:"fill",dispName:"Fill"},{val:"width",dispName:"Width"}]},{name:"noLabel",dispName:"Hide Label",type:"bool",defVal:!1},{name:"labelPadding",dispName:"Label Padding",type:"float", +defVal:0},{name:"direction",dispName:"Direction",type:"enum",defVal:"east",enumList:[{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraint",dispName:"Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraintRotation",dispName:"Rotate Constraint",type:"bool", +defVal:!1},{name:"connectable",dispName:"Connectable",type:"bool",getDefaultValue:function(l,A){return A.editorUi.editor.graph.isCellConnectable(0<l.vertices.length&&0==l.edges.length?l.vertices[0]:null)},isVisible:function(l,A){return 0<l.vertices.length&&0==l.edges.length}},{name:"allowArrows",dispName:"Allow Arrows",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"perimeter",dispName:"Perimeter",defVal:"none",type:"enum",enumList:[{val:"none",dispName:"None"}, +{val:"rectanglePerimeter",dispName:"Rectangle"},{val:"ellipsePerimeter",dispName:"Ellipse"},{val:"rhombusPerimeter",dispName:"Rhombus"},{val:"trianglePerimeter",dispName:"Triangle"},{val:"hexagonPerimeter2",dispName:"Hexagon"},{val:"lifelinePerimeter",dispName:"Lifeline"},{val:"orthogonalPerimeter",dispName:"Orthogonal"},{val:"backbonePerimeter",dispName:"Backbone"},{val:"calloutPerimeter",dispName:"Callout"},{val:"parallelogramPerimeter",dispName:"Parallelogram"},{val:"trapezoidPerimeter",dispName:"Trapezoid"}, +{val:"stepPerimeter",dispName:"Step"},{val:"centerPerimeter",dispName:"Center"}]},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"container",dispName:"Container",type:"bool",defVal:!1,isVisible:function(l,A){return 1==l.vertices.length&&0==l.edges.length}},{name:"dropTarget",dispName:"Drop Target",type:"bool",getDefaultValue:function(l,A){l=1==l.vertices.length&&0==l.edges.length?l.vertices[0]:null;A=A.editorUi.editor.graph;return null!=l&&(A.isSwimlane(l)||0<A.model.getChildCount(l))}, +isVisible:function(l,A){return 1==l.vertices.length&&0==l.edges.length}},{name:"collapsible",dispName:"Collapsible",type:"bool",getDefaultValue:function(l,A){var L=1==l.vertices.length&&0==l.edges.length?l.vertices[0]:null;A=A.editorUi.editor.graph;return null!=L&&(A.isContainer(L)&&"0"!=l.style.collapsible||!A.isContainer(L)&&"1"==l.style.collapsible)},isVisible:function(l,A){return 1==l.vertices.length&&0==l.edges.length}},{name:"recursiveResize",dispName:"Resize Children",type:"bool",defVal:!0, +isVisible:function(l,A){return 1==l.vertices.length&&0==l.edges.length&&!A.editorUi.editor.graph.isSwimlane(l.vertices[0])&&null==mxUtils.getValue(l.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(l,A){A=A.editorUi.editor.graph.model;return 0<l.vertices.length?A.isVertex(A.getParent(l.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog", +type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(l,A){l=0<l.vertices.length?A.editorUi.editor.graph.getCellGeometry(l.vertices[0]):null;return null!=l&&!l.relative}},{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed Width",type:"bool",defVal:!1},{name:"resizable", +dispName:"Resizable",type:"bool",defVal:!0},{name:"resizeWidth",dispName:"Resize Width",type:"bool",defVal:!1},{name:"resizeHeight",dispName:"Resize Height",type:"bool",defVal:!1},{name:"rotatable",dispName:"Rotatable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"treeFolding",dispName:"Tree Folding",type:"bool",defVal:!1},{name:"treeMoving",dispName:"Tree Moving",type:"bool",defVal:!1},{name:"pointerEvents", +dispName:"Pointer Events",type:"bool",defVal:!0,isVisible:function(l,A){var L=mxUtils.getValue(l.style,mxConstants.STYLE_FILLCOLOR,null);return A.editorUi.editor.graph.isSwimlane(l.vertices[0])||null==L||L==mxConstants.NONE||0==mxUtils.getValue(l.style,mxConstants.STYLE_FILL_OPACITY,100)||0==mxUtils.getValue(l.style,mxConstants.STYLE_OPACITY,100)||null!=l.style.pointerEvents}},{name:"moveCells",dispName:"Move Cells on Fold",type:"bool",defVal:!1,isVisible:function(l,A){return 0<l.vertices.length&& +A.editorUi.editor.graph.isContainer(l.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; +Editor.createRoughCanvas=function(l){var A=rough.canvas({getContext:function(){return l}});A.draw=function(L){var Q=L.sets||[];L=L.options||this.getDefaultOptions();for(var O=0;O<Q.length;O++){var R=Q[O];switch(R.type){case "path":null!=L.stroke&&this._drawToContext(l,R,L);break;case "fillPath":this._drawToContext(l,R,L);break;case "fillSketch":this.fillSketch(l,R,L)}}};A.fillSketch=function(L,Q,O){var R=l.state.strokeColor,S=l.state.strokeWidth,X=l.state.strokeAlpha,aa=l.state.dashed,Y=O.fillWeight; +0>Y&&(Y=O.strokeWidth/2);l.setStrokeAlpha(l.state.fillAlpha);l.setStrokeColor(O.fill||"");l.setStrokeWidth(Y);l.setDashed(!1);this._drawToContext(L,Q,O);l.setDashed(aa);l.setStrokeWidth(S);l.setStrokeColor(R);l.setStrokeAlpha(X)};A._drawToContext=function(L,Q,O){L.begin();for(var R=0;R<Q.ops.length;R++){var S=Q.ops[R],X=S.data;switch(S.op){case "move":L.moveTo(X[0],X[1]);break;case "bcurveTo":L.curveTo(X[0],X[1],X[2],X[3],X[4],X[5]);break;case "lineTo":L.lineTo(X[0],X[1])}}L.end();"fillPath"===Q.type&& +O.filled?L.fill():L.stroke()};return A};(function(){function l(R,S,X){this.canvas=R;this.rc=S;this.shape=X;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,l.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,l.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,l.prototype.rect);this.originalRoundrect=this.canvas.roundrect;this.canvas.roundrect= +mxUtils.bind(this,l.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,l.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,l.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,l.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,l.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this, +l.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,l.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,l.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,l.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,l.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke=mxUtils.bind(this,l.prototype.fillAndStroke); +this.path=[];this.passThrough=!1}l.prototype.moveOp="M";l.prototype.lineOp="L";l.prototype.quadOp="Q";l.prototype.curveOp="C";l.prototype.closeOp="Z";l.prototype.getStyle=function(R,S){var X=1;if(null!=this.shape.state){var aa=this.shape.state.cell.id;if(null!=aa)for(var Y=0;Y<aa.length;Y++)X=(X<<5)-X+aa.charCodeAt(Y)<<0}X={strokeWidth:this.canvas.state.strokeWidth,seed:X,preserveVertices:!0};aa=this.rc.getDefaultOptions();X.stroke=R?this.canvas.state.strokeColor===mxConstants.NONE?"transparent": +this.canvas.state.strokeColor:mxConstants.NONE;R=null;(X.filled=S)?(X.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,R=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):X.fill="";X.bowing=mxUtils.getValue(this.shape.style,"bowing",aa.bowing);X.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",aa.hachureAngle);X.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting",aa.curveFitting);X.roughness=mxUtils.getValue(this.shape.style, +"jiggle",aa.roughness);X.simplification=mxUtils.getValue(this.shape.style,"simplification",aa.simplification);X.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",aa.disableMultiStroke);X.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",aa.disableMultiStrokeFill);S=mxUtils.getValue(this.shape.style,"hachureGap",-1);X.hachureGap="auto"==S?-1:S;X.dashGap=mxUtils.getValue(this.shape.style,"dashGap",S);X.dashOffset=mxUtils.getValue(this.shape.style, +"dashOffset",S);X.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",S);S=mxUtils.getValue(this.shape.style,"fillWeight",-1);X.fillWeight="auto"==S?-1:S;S=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==S&&(S=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),S=null!=X.fill&&(null!=R||null!=S&&X.fill==S)?"solid":aa.fillStyle);X.fillStyle=S;return X};l.prototype.begin=function(){this.passThrough? +this.originalBegin.apply(this.canvas,arguments):this.path=[]};l.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};l.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var R=2;R<arguments.length;R+=2)this.lastX=arguments[R-1],this.lastY=arguments[R],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))};l.prototype.lineTo=function(R,S){this.passThrough?this.originalLineTo.apply(this.canvas, +arguments):(this.addOp(this.lineOp,R,S),this.lastX=R,this.lastY=S)};l.prototype.moveTo=function(R,S){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,R,S),this.lastX=R,this.lastY=S,this.firstX=R,this.firstY=S)};l.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};l.prototype.quadTo=function(R,S,X,aa){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,R, +S,X,aa),this.lastX=X,this.lastY=aa)};l.prototype.curveTo=function(R,S,X,aa,Y,Z){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,R,S,X,aa,Y,Z),this.lastX=Y,this.lastY=Z)};l.prototype.arcTo=function(R,S,X,aa,Y,Z,ca){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var fa=mxUtils.arcToCurves(this.lastX,this.lastY,R,S,X,aa,Y,Z,ca);if(null!=fa)for(var la=0;la<fa.length;la+=6)this.curveTo(fa[la],fa[la+1],fa[la+2],fa[la+3],fa[la+4],fa[la+ +5]);this.lastX=Z;this.lastY=ca}};l.prototype.rect=function(R,S,X,aa){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(R,S,X,aa,this.getStyle(!0,!0)))};l.prototype.ellipse=function(R,S,X,aa){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(R+X/2,S+aa/2,X,aa,this.getStyle(!0,!0)))};l.prototype.roundrect=function(R,S,X,aa,Y,Z){this.passThrough?this.originalRoundrect.apply(this.canvas, +arguments):(this.begin(),this.moveTo(R+Y,S),this.lineTo(R+X-Y,S),this.quadTo(R+X,S,R+X,S+Z),this.lineTo(R+X,S+aa-Z),this.quadTo(R+X,S+aa,R+X-Y,S+aa),this.lineTo(R+Y,S+aa),this.quadTo(R,S+aa,R,S+aa-Z),this.lineTo(R,S+Z),this.quadTo(R,S,R+Y,S))};l.prototype.drawPath=function(R){if(0<this.path.length){this.passThrough=!0;try{this.rc.path(this.path.join(" "),R)}catch(X){}this.passThrough=!1}else if(null!=this.nextShape){for(var S in R)this.nextShape.options[S]=R[S];R.stroke!=mxConstants.NONE&&null!=R.stroke|| +delete this.nextShape.options.stroke;R.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};l.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};l.prototype.fill=function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};l.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas, +arguments):this.drawPath(this.getStyle(!0,!0))};l.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin; +this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(R){return new l(R,Editor.createRoughCanvas(R),this)};var A=mxShape.prototype.createHandJiggle;mxShape.prototype.createHandJiggle=function(R){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?A.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle", +"rough")?this.createComicCanvas(R):this.createRoughCanvas(R)};var L=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(R,S,X,aa,Y){null!=R.handJiggle&&R.handJiggle.passThrough||L.apply(this,arguments)};var Q=mxShape.prototype.paint;mxShape.prototype.paint=function(R){var S=R.addTolerance,X=!0;null!=this.style&&(X="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=R.handJiggle&&R.handJiggle.constructor==l&&!this.outline){R.save(); +var aa=this.fill,Y=this.stroke;this.stroke=this.fill=null;var Z=this.configurePointerEvents,ca=R.setStrokeColor;R.setStrokeColor=function(){};var fa=R.setFillColor;R.setFillColor=function(){};X||null==aa||(this.configurePointerEvents=function(){});R.handJiggle.passThrough=!0;Q.apply(this,arguments);R.handJiggle.passThrough=!1;R.setFillColor=fa;R.setStrokeColor=ca;this.configurePointerEvents=Z;this.stroke=Y;this.fill=aa;R.restore();X&&null!=aa&&(R.addTolerance=function(){})}Q.apply(this,arguments); +R.addTolerance=S};var O=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(R,S,X,aa,Y,Z){null!=R.handJiggle&&R.handJiggle.constructor==l?(R.handJiggle.passThrough=!0,O.apply(this,arguments),R.handJiggle.passThrough=!1):O.apply(this,arguments)}})();Editor.fastCompress=function(l){return null==l||0==l.length||"undefined"===typeof pako?l:Graph.arrayBufferToString(pako.deflateRaw(l))};Editor.fastDecompress=function(l){return null==l||0==l.length||"undefined"===typeof pako? +l:pako.inflateRaw(Graph.stringToArrayBuffer(atob(l)),{to:"string"})};Editor.extractGraphModel=function(l,A,L){if(null!=l&&"undefined"!==typeof pako){var Q=l.ownerDocument.getElementsByTagName("div"),O=[];if(null!=Q&&0<Q.length)for(var R=0;R<Q.length;R++)if("mxgraph"==Q[R].getAttribute("class")){O.push(Q[R]);break}0<O.length&&(Q=O[0].getAttribute("data-mxgraph"),null!=Q?(O=JSON.parse(Q),null!=O&&null!=O.xml&&(l=mxUtils.parseXml(O.xml),l=l.documentElement)):(O=O[0].getElementsByTagName("div"),0<O.length&& +(Q=mxUtils.getTextContent(O[0]),Q=Graph.decompress(Q,null,L),0<Q.length&&(l=mxUtils.parseXml(Q),l=l.documentElement))))}if(null!=l&&"svg"==l.nodeName)if(Q=l.getAttribute("content"),null!=Q&&"<"!=Q.charAt(0)&&"%"!=Q.charAt(0)&&(Q=unescape(window.atob?atob(Q):Base64.decode(cont,Q))),null!=Q&&"%"==Q.charAt(0)&&(Q=decodeURIComponent(Q)),null!=Q&&0<Q.length)l=mxUtils.parseXml(Q).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==l||A||(O=null,"diagram"==l.nodeName?O=l:"mxfile"== +l.nodeName&&(Q=l.getElementsByTagName("diagram"),0<Q.length&&(O=Q[Math.max(0,Math.min(Q.length-1,urlParams.page||0))])),null!=O&&(l=Editor.parseDiagramNode(O,L)));null==l||"mxGraphModel"==l.nodeName||A&&"mxfile"==l.nodeName||(l=null);return l};Editor.parseDiagramNode=function(l,A){var L=mxUtils.trim(mxUtils.getTextContent(l)),Q=null;0<L.length?(l=Graph.decompress(L,null,A),null!=l&&0<l.length&&(Q=mxUtils.parseXml(l).documentElement)):(l=mxUtils.getChildNodes(l),0<l.length&&(Q=mxUtils.createXmlDocument(), +Q.appendChild(Q.importNode(l[0],!0)),Q=Q.documentElement));return Q};Editor.getDiagramNodeXml=function(l){var A=mxUtils.getTextContent(l),L=null;0<A.length?L=Graph.decompress(A):null!=l.firstChild&&(L=mxUtils.getXml(l.firstChild));return L};Editor.extractGraphModelFromPdf=function(l){l=l.substring(l.indexOf(",")+1);l=window.atob&&!mxClient.IS_SF?atob(l):Base64.decode(l,!0);if("%PDF-1.7"==l.substring(0,8)){var A=l.indexOf("EmbeddedFile");if(-1<A){var L=l.indexOf("stream",A)+9;if(0<l.substring(A,L).indexOf("application#2Fvnd.jgraph.mxfile"))return A= +l.indexOf("endstream",L-1),pako.inflateRaw(Graph.stringToArrayBuffer(l.substring(L,A)),{to:"string"})}return null}L=null;A="";for(var Q=0,O=0,R=[],S=null;O<l.length;){var X=l.charCodeAt(O);O+=1;10!=X&&(A+=String.fromCharCode(X));X=="/Subject (%3Cmxfile".charCodeAt(Q)?Q++:Q=0;if(19==Q){var aa=l.indexOf("%3C%2Fmxfile%3E)",O)+15;O-=9;if(aa>O){L=l.substring(O,aa);break}}10==X&&("endobj"==A?S=null:"obj"==A.substring(A.length-3,A.length)||"xref"==A||"trailer"==A?(S=[],R[A.split(" ")[0]]=S):null!=S&&S.push(A), +A="")}null==L&&(L=Editor.extractGraphModelFromXref(R));null!=L&&(L=decodeURIComponent(L.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return L};Editor.extractGraphModelFromXref=function(l){var A=l.trailer,L=null;null!=A&&(A=/.* \/Info (\d+) (\d+) R/g.exec(A.join("\n")),null!=A&&0<A.length&&(A=l[A[1]],null!=A&&(A=/.* \/Subject (\d+) (\d+) R/g.exec(A.join("\n")),null!=A&&0<A.length&&(l=l[A[1]],null!=l&&(l=l.join("\n"),L=l.substring(1,l.length-1))))));return L};Editor.extractParserError=function(l,A){var L= +null;l=null!=l?l.getElementsByTagName("parsererror"):null;null!=l&&0<l.length&&(L=A||mxResources.get("invalidChars"),A=l[0].getElementsByTagName("div"),0<A.length&&(L=mxUtils.getTextContent(A[0])));return null!=L?mxUtils.trim(L):L};Editor.addRetryToError=function(l,A){null!=l&&(l=null!=l.error?l.error:l,null==l.retry&&(l.retry=A))};Editor.configure=function(l,A){if(null!=l){Editor.config=l;Editor.configVersion=l.version;Menus.prototype.defaultFonts=l.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors= +l.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=l.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=l.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes=l.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=l.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=l.autosaveDelay||DrawioFile.prototype.autosaveDelay; +l.debug&&(urlParams.test="1");null!=l.templateFile&&(EditorUi.templateFile=l.templateFile);null!=l.styles&&(Array.isArray(l.styles)?Editor.styles=l.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=l.globalVars&&(Editor.globalVars=l.globalVars);null!=l.compressXml&&(Editor.compressXml=l.compressXml);null!=l.includeDiagram&&(Editor.defaultIncludeDiagram=l.includeDiagram);null!=l.simpleLabels&&(Editor.simpleLabels=l.simpleLabels);null!=l.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker= +l.oneDriveInlinePicker);null!=l.darkColor&&(Editor.darkColor=l.darkColor);null!=l.lightColor&&(Editor.lightColor=l.lightColor);null!=l.settingsName&&(Editor.configurationKey="."+l.settingsName+"-configuration",Editor.settingsKey="."+l.settingsName+"-config",mxSettings.key=Editor.settingsKey);l.customFonts&&(Menus.prototype.defaultFonts=l.customFonts.concat(Menus.prototype.defaultFonts));l.customPresetColors&&(ColorDialog.prototype.presetColors=l.customPresetColors.concat(ColorDialog.prototype.presetColors)); +null!=l.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=l.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=l.css){var L=document.createElement("style");L.setAttribute("type","text/css");L.appendChild(document.createTextNode(l.css));var Q=document.getElementsByTagName("script")[0];Q.parentNode.insertBefore(L,Q)}null!=l.libraries&&(Sidebar.prototype.customEntries=l.libraries);null!=l.enabledLibraries&&(Array.isArray(l.enabledLibraries)?Sidebar.prototype.enabledLibraries= +l.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=l.defaultLibraries&&(Sidebar.prototype.defaultEntries=l.defaultLibraries);null!=l.defaultCustomLibraries&&(Editor.defaultCustomLibraries=l.defaultCustomLibraries);null!=l.enableCustomLibraries&&(Editor.enableCustomLibraries=l.enableCustomLibraries);null!=l.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=l.defaultVertexStyle);null!=l.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=l.defaultEdgeStyle); +null!=l.defaultPageVisible&&(Graph.prototype.defaultPageVisible=l.defaultPageVisible);null!=l.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=l.defaultGridEnabled);null!=l.zoomWheel&&(Graph.zoomWheel=l.zoomWheel);null!=l.zoomFactor&&(L=parseFloat(l.zoomFactor),!isNaN(L)&&1<L?Graph.prototype.zoomFactor=L:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=l.gridSteps&&(L=parseInt(l.gridSteps),!isNaN(L)&&0<L?mxGraphView.prototype.gridSteps=L:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps")); +null!=l.pageFormat&&(L=parseInt(l.pageFormat.width),Q=parseInt(l.pageFormat.height),!isNaN(L)&&0<L&&!isNaN(Q)&&0<Q?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,L,Q),mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));l.thumbWidth&&(Sidebar.prototype.thumbWidth=l.thumbWidth);l.thumbHeight&&(Sidebar.prototype.thumbHeight=l.thumbHeight);l.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml= +l.emptyLibraryXml);l.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=l.emptyDiagramXml);l.sidebarWidth&&(EditorUi.prototype.hsplitPosition=l.sidebarWidth);l.sidebarTitles&&(Sidebar.prototype.sidebarTitles=l.sidebarTitles);l.sidebarTitleSize&&(L=parseInt(l.sidebarTitleSize),!isNaN(L)&&0<L?Sidebar.prototype.sidebarTitleSize=L:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));l.fontCss&&("string"===typeof l.fontCss?Editor.configureFontCss(l.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss")); +null!=l.autosaveDelay&&(L=parseInt(l.autosaveDelay),!isNaN(L)&&0<L?DrawioFile.prototype.autosaveDelay=L:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay"));if(null!=l.plugins&&!A)for(App.initPluginCallback(),A=0;A<l.plugins.length;A++)mxscript(l.plugins[A]);null!=l.maxImageBytes&&(EditorUi.prototype.maxImageBytes=l.maxImageBytes);null!=l.maxImageSize&&(EditorUi.prototype.maxImageSize=l.maxImageSize);null!=l.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=l.shareCursorPosition); +null!=l.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=l.showRemoteCursors)}};Editor.configureFontCss=function(l){if(null!=l){Editor.prototype.fontCss=l;var A=document.getElementsByTagName("script")[0];if(null!=A&&null!=A.parentNode){var L=document.createElement("style");L.setAttribute("type","text/css");L.appendChild(document.createTextNode(l));A.parentNode.insertBefore(L,A);l=l.split("url(");for(L=1;L<l.length;L++){var Q=l[L].indexOf(")");Q=Editor.trimCssUrl(l[L].substring(0,Q));var O= +document.createElement("link");O.setAttribute("rel","preload");O.setAttribute("href",Q);O.setAttribute("as","font");O.setAttribute("crossorigin","");A.parentNode.insertBefore(O,A)}}}};Editor.trimCssUrl=function(l){return l.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(l){l=null!= +l?l:Editor.GUID_LENGTH;for(var A=[],L=0;L<l;L++)A.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return A.join("")};Editor.prototype.timeout=25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(l){l=null!=l&&"mxlibrary"!=l.nodeName?this.extractGraphModel(l):null;if(null!=l){var A=Editor.extractParserError(l, +mxResources.get("invalidOrMissingFile"));if(A)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[l],"cause",[A]),Error(mxResources.get("notADiagramFile")+" ("+A+")");if("mxGraphModel"==l.nodeName){A=l.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=A&&""!=A)A!=this.graph.currentStyle&&(L=null!=this.graph.themes?this.graph.themes[A]:mxUtils.load(STYLE_PATH+"/"+A+".xml").getDocumentElement(),null!=L&&(Q=new mxCodec(L.ownerDocument),Q.decode(L,this.graph.getStylesheet()))); +else{var L=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=L){var Q=new mxCodec(L.ownerDocument);Q.decode(L,this.graph.getStylesheet())}}this.graph.currentStyle=A;this.graph.mathEnabled="1"==urlParams.math||"1"==l.getAttribute("math");A=l.getAttribute("backgroundImage");null!=A?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(A)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&& +this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==l.getAttribute("shadow"),!1);if(A=l.getAttribute("extFonts"))try{for(A=A.split("|").map(function(O){O=O.split("^");return{name:O[0],url:O[1]}}),L=0;L<A.length;L++)this.graph.addExtFont(A[L].name,A[L].url)}catch(O){console.log("ExtFonts format error: "+O.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")|| +"Invalid data",toString:function(){return this.message}};};var f=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(l,A){l=null!=l?l:!0;var L=f.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&L.setAttribute("style",this.graph.currentStyle);var Q=this.graph.getBackgroundImageObject(this.graph.backgroundImage,A);null!=Q&&L.setAttribute("backgroundImage",JSON.stringify(Q));L.setAttribute("math",this.graph.mathEnabled?"1":"0");L.setAttribute("shadow", +this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(Q=this.graph.extFonts.map(function(O){return O.name+"^"+O.url}),L.setAttribute("extFonts",Q.join("|")));return L};Editor.prototype.isDataSvg=function(l){try{var A=mxUtils.parseXml(l).documentElement.getAttribute("content");if(null!=A&&(null!=A&&"<"!=A.charAt(0)&&"%"!=A.charAt(0)&&(A=unescape(window.atob?atob(A):Base64.decode(cont,A))),null!=A&&"%"==A.charAt(0)&&(A=decodeURIComponent(A)),null!=A&&0<A.length)){var L= +mxUtils.parseXml(A).documentElement;return"mxfile"==L.nodeName||"mxGraphModel"==L.nodeName}}catch(Q){}return!1};Editor.prototype.extractGraphModel=function(l,A,L){return Editor.extractGraphModel.apply(this,arguments)};var k=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform(); +k.apply(this,arguments)};var d=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){d.apply(this,arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(l,A){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){l=null!=l?l:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(O){try{MathJax.typesetClear([O]), +MathJax.typeset([O]),Editor.onMathJaxDone()}catch(R){MathJax.typesetClear([O]),null!=R.retry?R.retry.then(function(){MathJax.typesetPromise([O]).then(Editor.onMathJaxDone)}):null!=window.console&&console.log("Error in MathJax: "+R.toString())}};window.MathJax=null!=A?A:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var O=0;O<Editor.mathJaxQueue.length;O++)Editor.doMathJaxRender(Editor.mathJaxQueue[O])}}}; +Editor.MathJaxRender=function(O){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(O):Editor.mathJaxQueue.push(O)};Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var L=Editor.prototype.init;Editor.prototype.init=function(){L.apply(this,arguments);var O=mxUtils.bind(this,function(R,S){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE, +O);this.graph.addListener(mxEvent.REFRESH,O)};A=document.getElementsByTagName("script");if(null!=A&&0<A.length){var Q=document.createElement("script");Q.setAttribute("type","text/javascript");Q.setAttribute("src",l);A[0].parentNode.appendChild(Q)}}};Editor.prototype.csvToArray=function(l){if(0<l.length){var A="",L=[""],Q=0,O=!0,R;l=$jscomp.makeIterator(l);for(R=l.next();!R.done;R=l.next())R=R.value,'"'===R?(O&&R===A&&(L[Q]+=R),O=!O):","===R&&O?R=L[++Q]="":L[Q]+=R,A=R;return L}return[]};Editor.prototype.getProxiedUrl= +function(l){if(!this.isCorsEnabledForUrl(l)){var A=/(\.v(dx|sdx?))($|\?)/i.test(l)||/(\.vs(x|sx?))($|\?)/i.test(l);A=/\.png$/i.test(l)||/\.pdf$/i.test(l)||A;var L="t="+(new Date).getTime();l=PROXY_URL+"?url="+encodeURIComponent(l)+"&"+L+(A?"&base64=1":"")}return l};Editor.prototype.isCorsEnabledForUrl=function(l){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||l.substring(0,window.location.origin.length)==window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp= +new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(l)||"https://raw.githubusercontent.com/"===l.substring(0,34)||"https://fonts.googleapis.com/"===l.substring(0,29)||"https://fonts.gstatic.com/"===l.substring(0,26)};Editor.prototype.createImageUrlConverter=function(){var l=new mxUrlConverter;l.updateBaseUrl();var A=l.convert,L=this;l.convert=function(Q){if(null!=Q){var O="http://"==Q.substring(0,7)||"https://"==Q.substring(0,8);O&&!navigator.onLine? +Q=Editor.svgBrokenImage.src:!O||Q.substring(0,l.baseUrl.length)==l.baseUrl||L.crossOriginImages&&L.isCorsEnabledForUrl(Q)?"chrome-extension://"==Q.substring(0,19)||mxClient.IS_CHROMEAPP||(Q=A.apply(this,arguments)):Q=PROXY_URL+"?url="+encodeURIComponent(Q)}return Q};return l};Editor.createSvgDataUri=function(l){return"data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent(l)))};Editor.prototype.convertImageToDataUri=function(l,A){try{var L=!0,Q=window.setTimeout(mxUtils.bind(this,function(){L= +!1;A(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(l))mxUtils.get(l,mxUtils.bind(this,function(R){window.clearTimeout(Q);L&&A(Editor.createSvgDataUri(R.getText()))}),function(){window.clearTimeout(Q);L&&A(Editor.svgBrokenImage.src)});else{var O=new Image;this.crossOriginImages&&(O.crossOrigin="anonymous");O.onload=function(){window.clearTimeout(Q);if(L)try{var R=document.createElement("canvas"),S=R.getContext("2d");R.height=O.height;R.width=O.width;S.drawImage(O,0,0);A(R.toDataURL())}catch(X){A(Editor.svgBrokenImage.src)}}; +O.onerror=function(){window.clearTimeout(Q);L&&A(Editor.svgBrokenImage.src)};O.src=l}}catch(R){A(Editor.svgBrokenImage.src)}};Editor.prototype.convertImages=function(l,A,L,Q){null==Q&&(Q=this.createImageUrlConverter());var O=0,R=L||{};L=mxUtils.bind(this,function(S,X){S=l.getElementsByTagName(S);for(var aa=0;aa<S.length;aa++)mxUtils.bind(this,function(Y){try{if(null!=Y){var Z=Q.convert(Y.getAttribute(X));if(null!=Z&&"data:"!=Z.substring(0,5)){var ca=R[Z];null==ca?(O++,this.convertImageToDataUri(Z, +function(fa){null!=fa&&(R[Z]=fa,Y.setAttribute(X,fa));O--;0==O&&A(l)})):Y.setAttribute(X,ca)}else null!=Z&&Y.setAttribute(X,Z)}}catch(fa){}})(S[aa])});L("image","xlink:href");L("img","src");0==O&&A(l)};Editor.base64Encode=function(l){for(var A="",L=0,Q=l.length,O,R,S;L<Q;){O=l.charCodeAt(L++)&255;if(L==Q){A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4);A+="==";break}R=l.charCodeAt(L++); +if(L==Q){A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4|(R&240)>>4);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((R&15)<<2);A+="=";break}S=l.charCodeAt(L++);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(O>>2);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((O&3)<<4|(R&240)>>4);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((R& +15)<<2|(S&192)>>6);A+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(S&63)}return A};Editor.prototype.loadUrl=function(l,A,L,Q,O,R,S,X){try{var aa=!S&&(Q||/(\.png)($|\?)/i.test(l)||/(\.jpe?g)($|\?)/i.test(l)||/(\.gif)($|\?)/i.test(l)||/(\.pdf)($|\?)/i.test(l));O=null!=O?O:!0;var Y=mxUtils.bind(this,function(){mxUtils.get(l,mxUtils.bind(this,function(Z){if(200<=Z.getStatus()&&299>=Z.getStatus()){if(null!=A){var ca=Z.getText();if(aa){if((9==document.documentMode||10==document.documentMode)&& +"undefined"!==typeof window.mxUtilsBinaryToArray){Z=mxUtilsBinaryToArray(Z.request.responseBody).toArray();ca=Array(Z.length);for(var fa=0;fa<Z.length;fa++)ca[fa]=String.fromCharCode(Z[fa]);ca=ca.join("")}R=null!=R?R:"data:image/png;base64,";ca=R+Editor.base64Encode(ca)}A(ca)}}else null!=L&&(0==Z.getStatus()?L({message:mxResources.get("accessDenied")},Z):404==Z.getStatus()?L({code:Z.getStatus()},Z):L({message:mxResources.get("error")+" "+Z.getStatus()},Z))}),function(Z){null!=L&&L({message:mxResources.get("error")+ +" "+Z.getStatus()})},aa,this.timeout,function(){O&&null!=L&&L({code:App.ERROR_TIMEOUT,retry:Y})},X)});Y()}catch(Z){null!=L&&L(Z)}};Editor.prototype.absoluteCssFonts=function(l){var A=null;if(null!=l){var L=l.split("url(");if(0<L.length){A=[L[0]];l=window.location.pathname;var Q=null!=l?l.lastIndexOf("/"):-1;0<=Q&&(l=l.substring(0,Q+1));Q=document.getElementsByTagName("base");var O=null;null!=Q&&0<Q.length&&(O=Q[0].getAttribute("href"));for(var R=1;R<L.length;R++)if(Q=L[R].indexOf(")"),0<Q){var S= +Editor.trimCssUrl(L[R].substring(0,Q));this.graph.isRelativeUrl(S)&&(S=null!=O?O+S:window.location.protocol+"//"+window.location.hostname+("/"==S.charAt(0)?"":l)+S);A.push('url("'+S+'"'+L[R].substring(Q))}else A.push(L[R])}else A=[l]}return null!=A?A.join(""):null};Editor.prototype.mapFontUrl=function(l,A,L){/^https?:\/\//.test(A)&&!this.isCorsEnabledForUrl(A)&&(A=PROXY_URL+"?url="+encodeURIComponent(A));L(l,A)};Editor.prototype.embedCssFonts=function(l,A){var L=l.split("url("),Q=0;null==this.cachedFonts&& +(this.cachedFonts={});var O=mxUtils.bind(this,function(){if(0==Q){for(var aa=[L[0]],Y=1;Y<L.length;Y++){var Z=L[Y].indexOf(")");aa.push('url("');aa.push(this.cachedFonts[Editor.trimCssUrl(L[Y].substring(0,Z))]);aa.push('"'+L[Y].substring(Z))}A(aa.join(""))}});if(0<L.length){for(l=1;l<L.length;l++){var R=L[l].indexOf(")"),S=null,X=L[l].indexOf("format(",R);0<X&&(S=Editor.trimCssUrl(L[l].substring(X+7,L[l].indexOf(")",X))));mxUtils.bind(this,function(aa){if(null==this.cachedFonts[aa]){this.cachedFonts[aa]= +aa;Q++;var Y="application/x-font-ttf";if("svg"==S||/(\.svg)($|\?)/i.test(aa))Y="image/svg+xml";else if("otf"==S||"embedded-opentype"==S||/(\.otf)($|\?)/i.test(aa))Y="application/x-font-opentype";else if("woff"==S||/(\.woff)($|\?)/i.test(aa))Y="application/font-woff";else if("woff2"==S||/(\.woff2)($|\?)/i.test(aa))Y="application/font-woff2";else if("eot"==S||/(\.eot)($|\?)/i.test(aa))Y="application/vnd.ms-fontobject";else if("sfnt"==S||/(\.sfnt)($|\?)/i.test(aa))Y="application/font-sfnt";this.mapFontUrl(Y, +aa,mxUtils.bind(this,function(Z,ca){this.loadUrl(ca,mxUtils.bind(this,function(fa){this.cachedFonts[aa]=fa;Q--;O()}),mxUtils.bind(this,function(fa){Q--;O()}),!0,null,"data:"+Z+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(L[l].substring(0,R)),S)}O()}else A(l)};Editor.prototype.loadFonts=function(l){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(A){this.resolvedFontCss=A;null!=l&&l()})):null!=l&&l()};Editor.prototype.createGoogleFontCache= +function(){var l={},A;for(A in Graph.fontMapping)Graph.isCssFontUrl(A)&&(l[A]=Graph.fontMapping[A]);return l};Editor.prototype.embedExtFonts=function(l){var A=this.graph.getCustomFonts();if(0<A.length){var L=[],Q=0;null==this.cachedGoogleFonts&&(this.cachedGoogleFonts=this.createGoogleFontCache());for(var O=mxUtils.bind(this,function(){0==Q&&this.embedCssFonts(L.join(""),l)}),R=0;R<A.length;R++)mxUtils.bind(this,function(S,X){Graph.isCssFontUrl(X)?null==this.cachedGoogleFonts[X]?(Q++,this.loadUrl(X, +mxUtils.bind(this,function(aa){this.cachedGoogleFonts[X]=aa;L.push(aa+"\n");Q--;O()}),mxUtils.bind(this,function(aa){Q--;L.push("@import url("+X+");\n");O()}))):L.push(this.cachedGoogleFonts[X]+"\n"):L.push('@font-face {font-family: "'+S+'";src: url("'+X+'")}\n')})(A[R].name,A[R].url);O()}else l()};Editor.prototype.addMathCss=function(l){l=l.getElementsByTagName("defs");if(null!=l&&0<l.length)for(var A=document.getElementsByTagName("style"),L=0;L<A.length;L++){var Q=mxUtils.getTextContent(A[L]);0> +Q.indexOf("mxPageSelector")&&0<Q.indexOf("MathJax")&&l[0].appendChild(A[L].cloneNode(!0))}};Editor.prototype.addFontCss=function(l,A){A=null!=A?A:this.absoluteCssFonts(this.fontCss);if(null!=A){var L=l.getElementsByTagName("defs"),Q=l.ownerDocument;0==L.length?(L=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"defs"):Q.createElement("defs"),null!=l.firstChild?l.insertBefore(L,l.firstChild):l.appendChild(L)):L=L[0];l=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"style"): +Q.createElement("style");l.setAttribute("type","text/css");mxUtils.setTextContent(l,A);L.appendChild(l)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale=function(l,A,L){var Q=mxClient.IS_FF?8192:16384;return Math.min(L,Math.min(Q/l,Q/A))};Editor.prototype.exportToCanvas=function(l,A,L,Q,O,R,S,X,aa,Y,Z,ca,fa,la,ia,qa,ka,Da){try{R=null!=R?R:!0;S=null!=S?S:!0;ca=null!=ca?ca:this.graph;fa=null!=fa?fa:0;var Ea=aa?null: +ca.background;Ea==mxConstants.NONE&&(Ea=null);null==Ea&&(Ea=Q);null==Ea&&0==aa&&(Ea=qa?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(ca.getSvg(null,null,fa,la,null,S,null,null,null,Y,null,qa,ka,Da),mxUtils.bind(this,function(za){try{var Oa=new Image;Oa.onload=mxUtils.bind(this,function(){try{var Ga=function(){mxClient.IS_SF?window.setTimeout(function(){Ba.drawImage(Oa,0,0);l(Ia,za)},0):(Ba.drawImage(Oa,0,0),l(Ia,za))},Ia=document.createElement("canvas"),ra=parseInt(za.getAttribute("width")), +ua=parseInt(za.getAttribute("height"));X=null!=X?X:1;null!=A&&(X=R?Math.min(1,Math.min(3*A/(4*ua),A/ra)):A/ra);X=this.getMaxCanvasScale(ra,ua,X);ra=Math.ceil(X*ra);ua=Math.ceil(X*ua);Ia.setAttribute("width",ra);Ia.setAttribute("height",ua);var Ba=Ia.getContext("2d");null!=Ea&&(Ba.beginPath(),Ba.rect(0,0,ra,ua),Ba.fillStyle=Ea,Ba.fill());1!=X&&Ba.scale(X,X);if(ia){var Fa=ca.view,wa=Fa.scale;Fa.scale=1;var La=btoa(unescape(encodeURIComponent(Fa.createSvgGrid(Fa.gridColor))));Fa.scale=wa;La="data:image/svg+xml;base64,"+ +La;var ja=ca.gridSize*Fa.gridSteps*X,xa=ca.getGraphBounds(),sa=Fa.translate.x*wa,da=Fa.translate.y*wa,ba=sa+(xa.x-sa)/wa-fa,na=da+(xa.y-da)/wa-fa,ea=new Image;ea.onload=function(){try{for(var ha=-Math.round(ja-mxUtils.mod((sa-ba)*X,ja)),oa=-Math.round(ja-mxUtils.mod((da-na)*X,ja));ha<ra;ha+=ja)for(var ma=oa;ma<ua;ma+=ja)Ba.drawImage(ea,ha/X,ma/X);Ga()}catch(va){null!=O&&O(va)}};ea.onerror=function(ha){null!=O&&O(ha)};ea.src=La}else Ga()}catch(ha){null!=O&&O(ha)}});Oa.onerror=function(Ga){null!=O&& +O(Ga)};Y&&this.graph.addSvgShadow(za);this.graph.mathEnabled&&this.addMathCss(za);var Aa=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(za,this.resolvedFontCss),Oa.src=Editor.createSvgDataUri(mxUtils.getXml(za))}catch(Ga){null!=O&&O(Ga)}});this.embedExtFonts(mxUtils.bind(this,function(Ga){try{null!=Ga&&this.addFontCss(za,Ga),this.loadFonts(Aa)}catch(Ia){null!=O&&O(Ia)}}))}catch(Ga){null!=O&&O(Ga)}}),L,Z)}catch(za){null!=O&&O(za)}};Editor.crcTable=[];for(var v=0;256>v;v++)for(var x= +v,B=0;8>B;B++)x=1==(x&1)?3988292384^x>>>1:x>>>1,Editor.crcTable[v]=x;Editor.updateCRC=function(l,A,L,Q){for(var O=0;O<Q;O++)l=Editor.crcTable[(l^A.charCodeAt(L+O))&255]^l>>>8;return l};Editor.crc32=function(l){for(var A=-1,L=0;L<l.length;L++)A=A>>>8^Editor.crcTable[(A^l.charCodeAt(L))&255];return(A^-1)>>>0};Editor.writeGraphModelToPng=function(l,A,L,Q,O){function R(Z,ca){var fa=aa;aa+=ca;return Z.substring(fa,aa)}function S(Z){Z=R(Z,4);return Z.charCodeAt(3)+(Z.charCodeAt(2)<<8)+(Z.charCodeAt(1)<< +16)+(Z.charCodeAt(0)<<24)}function X(Z){return String.fromCharCode(Z>>24&255,Z>>16&255,Z>>8&255,Z&255)}l=l.substring(l.indexOf(",")+1);l=window.atob?atob(l):Base64.decode(l,!0);var aa=0;if(R(l,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=O&&O();else if(R(l,4),"IHDR"!=R(l,4))null!=O&&O();else{R(l,17);O=l.substring(0,aa);do{var Y=S(l);if("IDAT"==R(l,4)){O=l.substring(0,aa-8);"pHYs"==A&&"dpi"==L?(L=Math.round(Q/.0254),L=X(L)+X(L)+String.fromCharCode(1)):L=L+String.fromCharCode(0)+ +("zTXt"==A?String.fromCharCode(0):"")+Q;Q=4294967295;Q=Editor.updateCRC(Q,A,0,4);Q=Editor.updateCRC(Q,L,0,L.length);O+=X(L.length)+A+L+X(Q^4294967295);O+=l.substring(aa-8,l.length);break}O+=l.substring(aa-8,aa-4+Y);R(l,Y);R(l,4)}while(Y);return"data:image/png;base64,"+(window.btoa?btoa(O):Base64.encode(O,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var D=ColorDialog.addRecentColor;ColorDialog.addRecentColor=function(l,A){D.apply(this, +arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var K=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){K.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(l,A){var L=null;null!=l.editor.graph.getModel().getParent(A)?L=A.getId():null!=l.currentPage&&(L=l.currentPage.getId());return L});if(null!=window.StyleFormatPanel){var c=Format.prototype.init; +Format.prototype.init=function(){c.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var e=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()||"1"==urlParams.embed||this.editorUi.editor.chromeless?e.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var l=this.editorUi.getCurrentFile();return"1"==urlParams.embed||null!=l&&l.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible= +function(l){return!1};var g=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(l){l=g.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var A=this.editorUi,L=A.editor.graph,Q=this.createOption(mxResources.get("shadow"),function(){return L.shadowVisible},function(O){var R=new ChangePageSetup(A);R.ignoreColor=!0;R.ignoreImage=!0;R.shadowVisible=O;L.model.execute(R)},{install:function(O){this.listener=function(){O(L.shadowVisible)}; +A.addListener("shadowVisibleChanged",this.listener)},destroy:function(){A.removeListener(this.listener)}});Editor.enableShadowOption||(Q.getElementsByTagName("input")[0].setAttribute("disabled","disabled"),mxUtils.setOpacity(Q,60));l.appendChild(Q)}return l};var q=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(l){l=q.apply(this,arguments);var A=this.editorUi,L=A.editor.graph;if(L.isEnabled()){var Q=A.getCurrentFile();if(null!=Q&&Q.isAutosaveOptional()){var O= +this.createOption(mxResources.get("autosave"),function(){return A.editor.autosave},function(S){A.editor.setAutosave(S);A.editor.autosave&&Q.isModified()&&Q.fileChanged()},{install:function(S){this.listener=function(){S(A.editor.autosave)};A.editor.addListener("autosaveChanged",this.listener)},destroy:function(){A.editor.removeListener(this.listener)}});l.appendChild(O)}}if(this.isMathOptionVisible()&&L.isEnabled()&&"undefined"!==typeof MathJax){O=this.createOption(mxResources.get("mathematicalTypesetting"), +function(){return L.mathEnabled},function(S){A.actions.get("mathematicalTypesetting").funct()},{install:function(S){this.listener=function(){S(L.mathEnabled)};A.addListener("mathEnabledChanged",this.listener)},destroy:function(){A.removeListener(this.listener)}});O.style.paddingTop="5px";l.appendChild(O);var R=A.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");R.style.position="relative";R.style.marginLeft="6px";R.style.top="2px";O.appendChild(R)}return l};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties= +[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth", +dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent",type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double",dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line", +type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0},{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize", +dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties= +[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float",min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties= +[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize",dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties= +[{name:"size",dispName:"Fold Size",type:"float",min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, +{name:"base",dispName:"Callout Width",type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position", +type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"},{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color", +type:"color",defVal:null}];mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows",type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); +mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double", +type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0},{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect", +type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"},{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height", +type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties= +[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0, +max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum", +defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40,min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes= +[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7",stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff", +stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000",font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00", +font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3",stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"}, +{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"},{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties= +function(l,A,L){if(null!=A){var Q=function(R){if(null!=R)if(L)for(var S=0;S<R.length;S++)A[R[S].name]=R[S];else for(var X in A){var aa=!1;for(S=0;S<R.length;S++)if(R[S].name==X&&R[S].type==A[X].type){aa=!0;break}aa||delete A[X]}},O=this.editorUi.editor.graph.view.getState(l);null!=O&&null!=O.shape&&(O.shape.commonCustomPropAdded||(O.shape.commonCustomPropAdded=!0,O.shape.customProperties=O.shape.customProperties||[],O.cell.vertex?Array.prototype.push.apply(O.shape.customProperties,Editor.commonVertexProperties): +Array.prototype.push.apply(O.shape.customProperties,Editor.commonEdgeProperties)),Q(O.shape.customProperties));l=l.getAttribute("customProperties");if(null!=l)try{Q(JSON.parse(l))}catch(R){}}};var n=StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init=function(){var l=this.editorUi.getSelectionState();"image"!=l.style.shape&&!l.containsLabel&&0<l.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));n.apply(this,arguments);if(Editor.enableCustomProperties){for(var A= +{},L=l.vertices,Q=l.edges,O=0;O<L.length;O++)this.findCommonProperties(L[O],A,0==O);for(O=0;O<Q.length;O++)this.findCommonProperties(Q[O],A,0==L.length&&0==O);null!=Object.getOwnPropertyNames&&0<Object.getOwnPropertyNames(A).length&&this.container.appendChild(this.addProperties(this.createPanel(),A,l))}};var p=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(l){this.addActions(l,["copyStyle","pasteStyle"]);return p.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed= +!0;StyleFormatPanel.prototype.addProperties=function(l,A,L){function Q(Ba,Fa,wa,La){ca.getModel().beginUpdate();try{var ja=[],xa=[];if(null!=wa.index){for(var sa=[],da=wa.parentRow.nextSibling;da&&da.getAttribute("data-pName")==Ba;)sa.push(da.getAttribute("data-pValue")),da=da.nextSibling;wa.index<sa.length?null!=La?sa.splice(La,1):sa[wa.index]=Fa:sa.push(Fa);null!=wa.size&&sa.length>wa.size&&(sa=sa.slice(0,wa.size));Fa=sa.join(",");null!=wa.countProperty&&(ca.setCellStyles(wa.countProperty,sa.length, +ca.getSelectionCells()),ja.push(wa.countProperty),xa.push(sa.length))}ca.setCellStyles(Ba,Fa,ca.getSelectionCells());ja.push(Ba);xa.push(Fa);if(null!=wa.dependentProps)for(Ba=0;Ba<wa.dependentProps.length;Ba++){var ba=wa.dependentPropsDefVal[Ba],na=wa.dependentPropsVals[Ba];if(na.length>Fa)na=na.slice(0,Fa);else for(var ea=na.length;ea<Fa;ea++)na.push(ba);na=na.join(",");ca.setCellStyles(wa.dependentProps[Ba],na,ca.getSelectionCells());ja.push(wa.dependentProps[Ba]);xa.push(na)}if("function"==typeof wa.onChange)wa.onChange(ca, +Fa);Z.editorUi.fireEvent(new mxEventObject("styleChanged","keys",ja,"values",xa,"cells",ca.getSelectionCells()))}finally{ca.getModel().endUpdate()}}function O(Ba,Fa,wa){var La=mxUtils.getOffset(l,!0),ja=mxUtils.getOffset(Ba,!0);Fa.style.position="absolute";Fa.style.left=ja.x-La.x+"px";Fa.style.top=ja.y-La.y+"px";Fa.style.width=Ba.offsetWidth+"px";Fa.style.height=Ba.offsetHeight-(wa?4:0)+"px";Fa.style.zIndex=5}function R(Ba,Fa,wa){var La=document.createElement("div");La.style.width="32px";La.style.height= +"4px";La.style.margin="2px";La.style.border="1px solid black";La.style.background=Fa&&"none"!=Fa?Fa:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(Z,function(ja){this.editorUi.pickColor(Fa,function(xa){La.style.background="none"==xa?"url('"+Dialog.prototype.noColorImage+"')":xa;Q(Ba,xa,wa)});mxEvent.consume(ja)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(La);return btn}function S(Ba,Fa,wa,La,ja,xa,sa){null!=Fa&&(Fa=Fa.split(","), +fa.push({name:Ba,values:Fa,type:wa,defVal:La,countProperty:ja,parentRow:xa,isDeletable:!0,flipBkg:sa}));btn=mxUtils.button("+",mxUtils.bind(Z,function(da){for(var ba=xa,na=0;null!=ba.nextSibling;)if(ba.nextSibling.getAttribute("data-pName")==Ba)ba=ba.nextSibling,na++;else break;var ea={type:wa,parentRow:xa,index:na,isDeletable:!0,defVal:La,countProperty:ja};na=Y(Ba,"",ea,0==na%2,sa);Q(Ba,La,ea);ba.parentNode.insertBefore(na,ba.nextSibling);mxEvent.consume(da)}));btn.style.height="16px";btn.style.width= +"25px";btn.className="geColorBtn";return btn}function X(Ba,Fa,wa,La,ja,xa,sa){if(0<ja){var da=Array(ja);Fa=null!=Fa?Fa.split(","):[];for(var ba=0;ba<ja;ba++)da[ba]=null!=Fa[ba]?Fa[ba]:null!=La?La:"";fa.push({name:Ba,values:da,type:wa,defVal:La,parentRow:xa,flipBkg:sa,size:ja})}return document.createElement("div")}function aa(Ba,Fa,wa){var La=document.createElement("input");La.type="checkbox";La.checked="1"==Fa;mxEvent.addListener(La,"change",function(){Q(Ba,La.checked?"1":"0",wa)});return La}function Y(Ba, +Fa,wa,La,ja){var xa=wa.dispName,sa=wa.type,da=document.createElement("tr");da.className="gePropRow"+(ja?"Dark":"")+(La?"Alt":"")+" gePropNonHeaderRow";da.setAttribute("data-pName",Ba);da.setAttribute("data-pValue",Fa);La=!1;null!=wa.index&&(da.setAttribute("data-index",wa.index),xa=(null!=xa?xa:"")+"["+wa.index+"]",La=!0);var ba=document.createElement("td");ba.className="gePropRowCell";xa=mxResources.get(xa,null,xa);mxUtils.write(ba,xa);ba.setAttribute("title",xa);La&&(ba.style.textAlign="right"); +da.appendChild(ba);ba=document.createElement("td");ba.className="gePropRowCell";if("color"==sa)ba.appendChild(R(Ba,Fa,wa));else if("bool"==sa||"boolean"==sa)ba.appendChild(aa(Ba,Fa,wa));else if("enum"==sa){var na=wa.enumList;for(ja=0;ja<na.length;ja++)if(xa=na[ja],xa.val==Fa){mxUtils.write(ba,mxResources.get(xa.dispName,null,xa.dispName));break}mxEvent.addListener(ba,"click",mxUtils.bind(Z,function(){var ea=document.createElement("select");O(ba,ea);for(var ha=0;ha<na.length;ha++){var oa=na[ha],ma= +document.createElement("option");ma.value=mxUtils.htmlEntities(oa.val);mxUtils.write(ma,mxResources.get(oa.dispName,null,oa.dispName));ea.appendChild(ma)}ea.value=Fa;l.appendChild(ea);mxEvent.addListener(ea,"change",function(){var va=mxUtils.htmlEntities(ea.value);Q(Ba,va,wa)});ea.focus();mxEvent.addListener(ea,"blur",function(){l.removeChild(ea)})}))}else"dynamicArr"==sa?ba.appendChild(S(Ba,Fa,wa.subType,wa.subDefVal,wa.countProperty,da,ja)):"staticArr"==sa?ba.appendChild(X(Ba,Fa,wa.subType,wa.subDefVal, +wa.size,da,ja)):"readOnly"==sa?(ja=document.createElement("input"),ja.setAttribute("readonly",""),ja.value=Fa,ja.style.width="96px",ja.style.borderWidth="0px",ba.appendChild(ja)):(ba.innerHTML=mxUtils.htmlEntities(decodeURIComponent(Fa)),mxEvent.addListener(ba,"click",mxUtils.bind(Z,function(){function ea(){var oa=ha.value;oa=0==oa.length&&"string"!=sa?0:oa;wa.allowAuto&&(null!=oa.trim&&"auto"==oa.trim().toLowerCase()?(oa="auto",sa="string"):(oa=parseFloat(oa),oa=isNaN(oa)?0:oa));null!=wa.min&&oa< +wa.min?oa=wa.min:null!=wa.max&&oa>wa.max&&(oa=wa.max);oa=encodeURIComponent(("int"==sa?parseInt(oa):oa)+"");Q(Ba,oa,wa)}var ha=document.createElement("input");O(ba,ha,!0);ha.value=decodeURIComponent(Fa);ha.className="gePropEditor";"int"!=sa&&"float"!=sa||wa.allowAuto||(ha.type="number",ha.step="int"==sa?"1":"any",null!=wa.min&&(ha.min=parseFloat(wa.min)),null!=wa.max&&(ha.max=parseFloat(wa.max)));l.appendChild(ha);mxEvent.addListener(ha,"keypress",function(oa){13==oa.keyCode&&ea()});ha.focus();mxEvent.addListener(ha, +"blur",function(){ea()})})));wa.isDeletable&&(ja=mxUtils.button("-",mxUtils.bind(Z,function(ea){Q(Ba,"",wa,wa.index);mxEvent.consume(ea)})),ja.style.height="16px",ja.style.width="25px",ja.style.float="right",ja.className="geColorBtn",ba.appendChild(ja));da.appendChild(ba);return da}var Z=this,ca=this.editorUi.editor.graph,fa=[];l.style.position="relative";l.style.padding="0";var la=document.createElement("table");la.className="geProperties";la.style.whiteSpace="nowrap";la.style.width="100%";var ia= +document.createElement("tr");ia.className="gePropHeader";var qa=document.createElement("th");qa.className="gePropHeaderCell";var ka=document.createElement("img");ka.src=Sidebar.prototype.expandedImage;ka.style.verticalAlign="middle";qa.appendChild(ka);mxUtils.write(qa,mxResources.get("property"));ia.style.cursor="pointer";var Da=function(){var Ba=la.querySelectorAll(".gePropNonHeaderRow");if(Z.editorUi.propertiesCollapsed){ka.src=Sidebar.prototype.collapsedImage;var Fa="none";for(var wa=l.childNodes.length- +1;0<=wa;wa--)try{var La=l.childNodes[wa],ja=La.nodeName.toUpperCase();"INPUT"!=ja&&"SELECT"!=ja||l.removeChild(La)}catch(xa){}}else ka.src=Sidebar.prototype.expandedImage,Fa="";for(wa=0;wa<Ba.length;wa++)Ba[wa].style.display=Fa};mxEvent.addListener(ia,"click",function(){Z.editorUi.propertiesCollapsed=!Z.editorUi.propertiesCollapsed;Da()});ia.appendChild(qa);qa=document.createElement("th");qa.className="gePropHeaderCell";qa.innerHTML=mxResources.get("value");ia.appendChild(qa);la.appendChild(ia);var Ea= +!1,za=!1;ia=null;1==L.vertices.length&&0==L.edges.length?ia=L.vertices[0].id:0==L.vertices.length&&1==L.edges.length&&(ia=L.edges[0].id);null!=ia&&la.appendChild(Y("id",mxUtils.htmlEntities(ia),{dispName:"ID",type:"readOnly"},!0,!1));for(var Oa in A)if(ia=A[Oa],"function"!=typeof ia.isVisible||ia.isVisible(L,this)){var Aa=null!=L.style[Oa]?mxUtils.htmlEntities(L.style[Oa]+""):null!=ia.getDefaultValue?ia.getDefaultValue(L,this):ia.defVal;if("separator"==ia.type)za=!za;else{if("staticArr"==ia.type)ia.size= +parseInt(L.style[ia.sizeProperty]||A[ia.sizeProperty].defVal)||0;else if(null!=ia.dependentProps){var Ga=ia.dependentProps,Ia=[],ra=[];for(qa=0;qa<Ga.length;qa++){var ua=L.style[Ga[qa]];ra.push(A[Ga[qa]].subDefVal);Ia.push(null!=ua?ua.split(","):[])}ia.dependentPropsDefVal=ra;ia.dependentPropsVals=Ia}la.appendChild(Y(Oa,Aa,ia,Ea,za));Ea=!Ea}}for(qa=0;qa<fa.length;qa++)for(ia=fa[qa],A=ia.parentRow,L=0;L<ia.values.length;L++)Oa=Y(ia.name,ia.values[L],{type:ia.type,parentRow:ia.parentRow,isDeletable:ia.isDeletable, +index:L,defVal:ia.defVal,countProperty:ia.countProperty,size:ia.size},0==L%2,ia.flipBkg),A.parentNode.insertBefore(Oa,A.nextSibling),A=Oa;l.appendChild(la);Da();return l};StyleFormatPanel.prototype.addStyles=function(l){function A(ia){mxEvent.addListener(ia,"mouseenter",function(){ia.style.opacity="1"});mxEvent.addListener(ia,"mouseleave",function(){ia.style.opacity="0.5"})}var L=this.editorUi,Q=L.editor.graph,O=document.createElement("div");O.style.whiteSpace="nowrap";O.style.paddingLeft="24px"; +O.style.paddingRight="20px";l.style.paddingLeft="16px";l.style.paddingBottom="6px";l.style.position="relative";l.appendChild(O);var R="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "),S=document.createElement("div");S.style.whiteSpace="nowrap";S.style.position="relative";S.style.textAlign="center";S.style.width="210px";for(var X=[],aa=0;aa<this.defaultColorSchemes.length;aa++){var Y= +document.createElement("div");Y.style.display="inline-block";Y.style.width="6px";Y.style.height="6px";Y.style.marginLeft="4px";Y.style.marginRight="3px";Y.style.borderRadius="3px";Y.style.cursor="pointer";Y.style.background="transparent";Y.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ia){mxEvent.addListener(Y,"click",mxUtils.bind(this,function(){Z(ia)}))})(aa);X.push(Y);S.appendChild(Y)}var Z=mxUtils.bind(this,function(ia){null!=X[ia]&&(null!=this.format.currentScheme&&null!=X[this.format.currentScheme]&& +(X[this.format.currentScheme].style.background="transparent"),this.format.currentScheme=ia,ca(this.defaultColorSchemes[this.format.currentScheme]),X[this.format.currentScheme].style.background="#84d7ff")}),ca=mxUtils.bind(this,function(ia){var qa=mxUtils.bind(this,function(Da){var Ea=mxUtils.button("",mxUtils.bind(this,function(Aa){Q.getModel().beginUpdate();try{for(var Ga=L.getSelectionState().cells,Ia=0;Ia<Ga.length;Ia++){for(var ra=Q.getModel().getStyle(Ga[Ia]),ua=0;ua<R.length;ua++)ra=mxUtils.removeStylename(ra, +R[ua]);var Ba=Q.getModel().isVertex(Ga[Ia])?Q.defaultVertexStyle:Q.defaultEdgeStyle;null!=Da?(mxEvent.isShiftDown(Aa)||(ra=""==Da.fill?mxUtils.setStyle(ra,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(ra,mxConstants.STYLE_FILLCOLOR,Da.fill||mxUtils.getValue(Ba,mxConstants.STYLE_FILLCOLOR,null)),ra=mxUtils.setStyle(ra,mxConstants.STYLE_GRADIENTCOLOR,Da.gradient||mxUtils.getValue(Ba,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown(Aa)||mxClient.IS_MAC&&mxEvent.isMetaDown(Aa)||!Q.getModel().isVertex(Ga[Ia])|| +(ra=mxUtils.setStyle(ra,mxConstants.STYLE_FONTCOLOR,Da.font||mxUtils.getValue(Ba,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown(Aa)||(ra=""==Da.stroke?mxUtils.setStyle(ra,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(ra,mxConstants.STYLE_STROKECOLOR,Da.stroke||mxUtils.getValue(Ba,mxConstants.STYLE_STROKECOLOR,null)))):(ra=mxUtils.setStyle(ra,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(Ba,mxConstants.STYLE_FILLCOLOR,"#ffffff")),ra=mxUtils.setStyle(ra,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(Ba, +mxConstants.STYLE_STROKECOLOR,"#000000")),ra=mxUtils.setStyle(ra,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(Ba,mxConstants.STYLE_GRADIENTCOLOR,null)),Q.getModel().isVertex(Ga[Ia])&&(ra=mxUtils.setStyle(ra,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(Ba,mxConstants.STYLE_FONTCOLOR,null))));Q.getModel().setStyle(Ga[Ia],ra)}}finally{Q.getModel().endUpdate()}}));Ea.className="geStyleButton";Ea.style.width="36px";Ea.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Ea.style.margin="0px 6px 6px 0px"; +if(null!=Da){var za="1"==urlParams.sketch?"2px solid":"1px solid";null!=Da.border&&(za=Da.border);null!=Da.gradient?mxClient.IS_IE&&10>document.documentMode?Ea.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Da.fill+"', EndColorStr='"+Da.gradient+"', GradientType=0)":Ea.style.backgroundImage="linear-gradient("+Da.fill+" 0px,"+Da.gradient+" 100%)":Da.fill==mxConstants.NONE?Ea.style.background="url('"+Dialog.prototype.noColorImage+"')":Ea.style.backgroundColor=""==Da.fill? +mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff"):Da.fill||mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Ea.style.border=Da.stroke==mxConstants.NONE?za+" transparent":""==Da.stroke?za+" "+mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):za+" "+(Da.stroke||mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR, +Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Da.title&&Ea.setAttribute("title",Da.title)}else{za=mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var Oa=mxUtils.getValue(Q.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,"#000000");Ea.style.backgroundColor=za;Ea.style.border="1px solid "+Oa}Ea.style.borderRadius="0";O.appendChild(Ea)});O.innerText="";for(var ka=0;ka<ia.length;ka++)0<ka&&0==mxUtils.mod(ka,4)&&mxUtils.br(O),qa(ia[ka])});null==this.format.currentScheme? +Z(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):Z(this.format.currentScheme);aa=10>=this.defaultColorSchemes.length?28:8;var fa=document.createElement("div");fa.style.cssText="position:absolute;left:10px;top:8px;bottom:"+aa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; +mxEvent.addListener(fa,"click",mxUtils.bind(this,function(){Z(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var la=document.createElement("div");la.style.cssText="position:absolute;left:202px;top:8px;bottom:"+aa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; +1<this.defaultColorSchemes.length&&(l.appendChild(fa),l.appendChild(la));mxEvent.addListener(la,"click",mxUtils.bind(this,function(){Z(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));A(fa);A(la);ca(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&l.appendChild(S);return l};StyleFormatPanel.prototype.addEditOps=function(l){var A=this.editorUi.getSelectionState(),L=this.editorUi.editor.graph,Q=null;1==A.cells.length&&(Q=mxUtils.button(mxResources.get("editStyle"), +mxUtils.bind(this,function(O){this.editorUi.actions.get("editStyle").funct()})),Q.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),Q.style.width="210px",Q.style.marginBottom="2px",l.appendChild(Q));L=1==A.cells.length?L.view.getState(A.cells[0]):null;null!=L&&null!=L.shape&&null!=L.shape.stencil?(A=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(O){this.editorUi.actions.get("editShape").funct()})),A.setAttribute("title", +mxResources.get("editShape")),A.style.marginBottom="2px",null==Q?A.style.width="210px":(Q.style.width="104px",A.style.width="104px",A.style.marginLeft="2px"),l.appendChild(A)):A.image&&0<A.cells.length&&(A=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(O){this.editorUi.actions.get("image").funct()})),A.setAttribute("title",mxResources.get("editImage")),A.style.marginBottom="2px",null==Q?A.style.width="210px":(Q.style.width="104px",A.style.width="104px",A.style.marginLeft="2px"), +l.appendChild(A));return l}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(l){return l.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(l){return Graph.isGoogleFontUrl(l)};Graph.createFontElement=function(l, +A){var L=Graph.fontMapping[A];null==L&&Graph.isCssFontUrl(A)?(l=document.createElement("link"),l.setAttribute("rel","stylesheet"),l.setAttribute("type","text/css"),l.setAttribute("charset","UTF-8"),l.setAttribute("href",A)):(null==L&&(L='@font-face {\nfont-family: "'+l+'";\nsrc: url("'+A+'");\n}'),l=document.createElement("style"),mxUtils.write(l,L));return l};Graph.addFont=function(l,A,L){if(null!=l&&0<l.length&&null!=A&&0<A.length){var Q=l.toLowerCase();if("helvetica"!=Q&&"arial"!=l&&"sans-serif"!= +Q){var O=Graph.customFontElements[Q];null!=O&&O.url!=A&&(O.elt.parentNode.removeChild(O.elt),O=null);null==O?(O=A,"http:"==A.substring(0,5)&&(O=PROXY_URL+"?url="+encodeURIComponent(A)),O={name:l,url:A,elt:Graph.createFontElement(l,O)},Graph.customFontElements[Q]=O,Graph.recentCustomFonts[Q]=O,A=document.getElementsByTagName("head")[0],null!=L&&("link"==O.elt.nodeName.toLowerCase()?(O.elt.onload=L,O.elt.onerror=L):L()),null!=A&&A.appendChild(O.elt)):null!=L&&L()}else null!=L&&L()}else null!=L&&L(); +return l};Graph.getFontUrl=function(l,A){l=Graph.customFontElements[l.toLowerCase()];null!=l&&(A=l.url);return A};Graph.processFontAttributes=function(l){l=l.getElementsByTagName("*");for(var A=0;A<l.length;A++){var L=l[A].getAttribute("data-font-src");if(null!=L){var Q="FONT"==l[A].nodeName?l[A].getAttribute("face"):l[A].style.fontFamily;null!=Q&&Graph.addFont(Q,L)}}};Graph.processFontStyle=function(l){if(null!=l){var A=mxUtils.getValue(l,"fontSource",null);if(null!=A){var L=mxUtils.getValue(l,mxConstants.STYLE_FONTFAMILY, +null);null!=L&&Graph.addFont(L,decodeURIComponent(A))}}return l};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= +urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var z=Graph.prototype.init;Graph.prototype.init=function(){function l(O){A=O}z.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var A=null;mxEvent.addListener(this.container,"mouseenter",l);mxEvent.addListener(this.container,"mousemove",l);mxEvent.addListener(this.container,"mouseleave",function(O){A=null});this.isMouseInsertPoint=function(){return null!=A};var L=this.getInsertPoint; +this.getInsertPoint=function(){return null!=A?this.getPointForEvent(A):L.apply(this,arguments)};var Q=this.layoutManager.getLayout;this.layoutManager.getLayout=function(O){var R=this.graph.getCellStyle(O);if(null!=R&&"rack"==R.childLayout){var S=new mxStackLayout(this.graph,!1);S.gridSize=null!=R.rackUnitSize?parseFloat(R.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;S.marginLeft=R.marginLeft||0;S.marginRight=R.marginRight||0;S.marginTop=R.marginTop||0;S.marginBottom= +R.marginBottom||0;S.allowGaps=R.allowGaps||0;S.horizontal="1"==mxUtils.getValue(R,"horizontalRack","0");S.resizeParent=!1;S.fill=!0;return S}return Q.apply(this,arguments)};this.updateGlobalUrlVariables()};var C=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(l,A){return Graph.processFontStyle(C.apply(this,arguments))};var u=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(l,A,L,Q,O,R,S,X,aa,Y,Z){u.apply(this,arguments);Graph.processFontAttributes(Z)}; +var y=mxText.prototype.redraw;mxText.prototype.redraw=function(){y.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(l,A,L){function Q(){for(var ia=S.getSelectionCells(),qa=[],ka=0;ka<ia.length;ka++)S.isCellVisible(ia[ka])&&qa.push(ia[ka]);S.setSelectionCells(qa)}function O(ia){S.setHiddenTags(ia?[]:X.slice());Q();S.refresh()}function R(ia,qa){Y.innerText="";if(0<ia.length){var ka=document.createElement("table"); +ka.setAttribute("cellpadding","2");ka.style.boxSizing="border-box";ka.style.tableLayout="fixed";ka.style.width="100%";var Da=document.createElement("tbody");if(null!=ia&&0<ia.length)for(var Ea=0;Ea<ia.length;Ea++)(function(za){var Oa=0>mxUtils.indexOf(S.hiddenTags,za),Aa=document.createElement("tr"),Ga=document.createElement("td");Ga.style.align="center";Ga.style.width="16px";var Ia=document.createElement("img");Ia.setAttribute("src",Oa?Editor.visibleImage:Editor.hiddenImage);Ia.setAttribute("title", +mxResources.get(Oa?"hideIt":"show",[za]));mxUtils.setOpacity(Ia,Oa?75:25);Ia.style.verticalAlign="middle";Ia.style.cursor="pointer";Ia.style.width="16px";if(A||Editor.isDarkMode())Ia.style.filter="invert(100%)";Ga.appendChild(Ia);mxEvent.addListener(Ia,"click",function(ua){mxEvent.isShiftDown(ua)?O(0<=mxUtils.indexOf(S.hiddenTags,za)):(S.toggleHiddenTag(za),Q(),S.refresh());mxEvent.consume(ua)});Aa.appendChild(Ga);Ga=document.createElement("td");Ga.style.overflow="hidden";Ga.style.whiteSpace="nowrap"; +Ga.style.textOverflow="ellipsis";Ga.style.verticalAlign="middle";Ga.style.cursor="pointer";Ga.setAttribute("title",za);a=document.createElement("a");mxUtils.write(a,za);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,Oa?100:40);Ga.appendChild(a);mxEvent.addListener(Ga,"click",function(ua){if(mxEvent.isShiftDown(ua)){O(!0);var Ba=S.getCellsForTags([za],null,null,!0);S.isEnabled()?S.setSelectionCells(Ba):S.highlightCells(Ba)}else if(Oa&&0<S.hiddenTags.length)O(!0);else{Ba= +X.slice();var Fa=mxUtils.indexOf(Ba,za);Ba.splice(Fa,1);S.setHiddenTags(Ba);Q();S.refresh()}mxEvent.consume(ua)});Aa.appendChild(Ga);if(S.isEnabled()){Ga=document.createElement("td");Ga.style.verticalAlign="middle";Ga.style.textAlign="center";Ga.style.width="18px";if(null==qa){Ga.style.align="center";Ga.style.width="16px";Ia=document.createElement("img");Ia.setAttribute("src",Editor.crossImage);Ia.setAttribute("title",mxResources.get("removeIt",[za]));mxUtils.setOpacity(Ia,Oa?75:25);Ia.style.verticalAlign= +"middle";Ia.style.cursor="pointer";Ia.style.width="16px";if(A||Editor.isDarkMode())Ia.style.filter="invert(100%)";mxEvent.addListener(Ia,"click",function(ua){var Ba=mxUtils.indexOf(X,za);0<=Ba&&X.splice(Ba,1);S.removeTagsForCells(S.model.getDescendants(S.model.getRoot()),[za]);S.refresh();mxEvent.consume(ua)});Ga.appendChild(Ia)}else{var ra=document.createElement("input");ra.setAttribute("type","checkbox");ra.style.margin="0px";ra.defaultChecked=null!=qa&&0<=mxUtils.indexOf(qa,za);ra.checked=ra.defaultChecked; +ra.style.background="transparent";ra.setAttribute("title",mxResources.get(ra.defaultChecked?"removeIt":"add",[za]));mxEvent.addListener(ra,"change",function(ua){ra.checked?S.addTagsForCells(S.getSelectionCells(),[za]):S.removeTagsForCells(S.getSelectionCells(),[za]);mxEvent.consume(ua)});Ga.appendChild(ra)}Aa.appendChild(Ga)}Da.appendChild(Aa)})(ia[Ea]);ka.appendChild(Da);Y.appendChild(ka)}}var S=this,X=S.hiddenTags.slice(),aa=document.createElement("div");aa.style.userSelect="none";aa.style.overflow= +"hidden";aa.style.padding="10px";aa.style.height="100%";var Y=document.createElement("div");Y.style.boxSizing="border-box";Y.style.borderRadius="4px";Y.style.userSelect="none";Y.style.overflow="auto";Y.style.position="absolute";Y.style.left="10px";Y.style.right="10px";Y.style.top="10px";Y.style.border=S.isEnabled()?"1px solid #808080":"none";Y.style.bottom=S.isEnabled()?"48px":"10px";aa.appendChild(Y);var Z=mxUtils.button(mxResources.get("reset"),function(ia){S.setHiddenTags([]);mxEvent.isShiftDown(ia)|| +(X=S.hiddenTags.slice());Q();S.refresh()});Z.setAttribute("title",mxResources.get("reset"));Z.className="geBtn";Z.style.margin="0 4px 0 0";var ca=mxUtils.button(mxResources.get("add"),function(){null!=L&&L(X,function(ia){X=ia;fa()})});ca.setAttribute("title",mxResources.get("add"));ca.className="geBtn";ca.style.margin="0";S.addListener(mxEvent.ROOT,function(){X=S.hiddenTags.slice()});var fa=mxUtils.bind(this,function(ia,qa){if(l()){ia=S.getAllTags();for(qa=0;qa<ia.length;qa++)0>mxUtils.indexOf(X, +ia[qa])&&X.push(ia[qa]);X.sort();S.isSelectionEmpty()?R(X):R(X,S.getCommonTagsForCells(S.getSelectionCells()))}});S.selectionModel.addListener(mxEvent.CHANGE,fa);S.model.addListener(mxEvent.CHANGE,fa);S.addListener(mxEvent.REFRESH,fa);var la=document.createElement("div");la.style.boxSizing="border-box";la.style.whiteSpace="nowrap";la.style.position="absolute";la.style.overflow="hidden";la.style.bottom="0px";la.style.height="42px";la.style.right="10px";la.style.left="10px";S.isEnabled()&&(la.appendChild(Z), +la.appendChild(ca),aa.appendChild(la));return{div:aa,refresh:fa}};Graph.prototype.getCustomFonts=function(){var l=this.extFonts;l=null!=l?l.slice():[];for(var A in Graph.customFontElements){var L=Graph.customFontElements[A];l.push({name:L.name,url:L.url})}return l};Graph.prototype.setFont=function(l,A){Graph.addFont(l,A);document.execCommand("fontname",!1,l);if(null!=A){var L=this.cellEditor.textarea.getElementsByTagName("font");A=Graph.getFontUrl(l,A);for(var Q=0;Q<L.length;Q++)L[Q].getAttribute("face")== +l&&L[Q].getAttribute("data-font-src")!=A&&L[Q].setAttribute("data-font-src",A)}};var I=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return I.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var l=JSON.parse(decodeURIComponent(urlParams.vars));if(null!=l)for(var A in l)this.globalVars[A]= +l[A]}catch(L){null!=window.console&&console.log("Error in vars URL parameter: "+L)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var N=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(l){var A=N.apply(this,arguments);null==A&&null!=this.globalVars&&(A=this.globalVars[l]);return A};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var l=this.themes["default-style2"];this.defaultStylesheet= +(new mxCodec(l.ownerDocument)).decode(l)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var t=Graph.prototype.getSvg;Graph.prototype.getSvg=function(l,A,L,Q,O,R,S,X,aa,Y,Z,ca,fa,la){var ia=null,qa=null,ka=null;ca||null==this.themes||"darkTheme"!=this.defaultThemeName||(ia=this.stylesheet,qa=this.shapeForegroundColor,ka=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName?"#000000":Editor.lightColor,this.shapeBackgroundColor= +"darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Da=t.apply(this,arguments),Ea=this.getCustomFonts();if(Z&&0<Ea.length){var za=Da.ownerDocument,Oa=null!=za.createElementNS?za.createElementNS(mxConstants.NS_SVG,"style"):za.createElement("style");null!=za.setAttributeNS?Oa.setAttributeNS("type","text/css"):Oa.setAttribute("type","text/css");for(var Aa="",Ga="",Ia=0;Ia<Ea.length;Ia++){var ra=Ea[Ia].name,ua=Ea[Ia].url;Graph.isCssFontUrl(ua)? +Aa+="@import url("+ua+");\n":Ga+='@font-face {\nfont-family: "'+ra+'";\nsrc: url("'+ua+'");\n}\n'}Oa.appendChild(za.createTextNode(Aa+Ga));Da.getElementsByTagName("defs")[0].appendChild(Oa)}this.mathEnabled&&(document.body.appendChild(Da),Editor.MathJaxRender(Da),Da.parentNode.removeChild(Da));null!=ia&&(this.shapeBackgroundColor=ka,this.shapeForegroundColor=qa,this.stylesheet=ia,this.refresh());return Da};var m=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy=function(l){m.apply(this, +arguments);null!=l.secondLabel&&(l.secondLabel.destroy(),l.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(l){return[l.shape,l.text,l.secondLabel,l.control]};var F=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){F.apply(this,arguments);this.enumerationState=0};var J=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(l){null!=l.shape&&this.redrawEnumerationState(l);return J.apply(this,arguments)}; +mxGraphView.prototype.createEnumerationValue=function(l){l=decodeURIComponent(mxUtils.getValue(l.style,"enumerateValue",""));""==l&&(l=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(l)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(l){var A="1"==mxUtils.getValue(l.style,"enumerate",0);A&&null==l.secondLabel?(l.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), +l.secondLabel.size=12,l.secondLabel.state=l,l.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(l,l.secondLabel)):A||null==l.secondLabel||(l.secondLabel.destroy(),l.secondLabel=null);A=l.secondLabel;if(null!=A){var L=l.view.scale,Q=this.createEnumerationValue(l);l=this.graph.model.isVertex(l.cell)?new mxRectangle(l.x+l.width-4*L,l.y+4*L,0,0):mxRectangle.fromPoint(l.view.getPoint(l));A.bounds.equals(l)&&A.value==Q&&A.scale==L||(A.bounds=l,A.value=Q,A.scale= +L,A.redraw())}};var M=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){M.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var l=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| +this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",l.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,l.ownerSVGElement))}};var H=Graph.prototype.refresh;Graph.prototype.refresh=function(){H.apply(this, +arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var G=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){G.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(l){"data:action/json,"==l.substring(0,17)&&(l=JSON.parse(l.substring(17)),null!= +l.actions&&this.executeCustomActions(l.actions))};Graph.prototype.executeCustomActions=function(l,A){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var L=!1,Q=0,O=0,R=mxUtils.bind(this,function(){L||(L=!0,this.model.beginUpdate())}),S=mxUtils.bind(this, +function(){L&&(L=!1,this.model.endUpdate())}),X=mxUtils.bind(this,function(){0<Q&&Q--;0==Q&&aa()}),aa=mxUtils.bind(this,function(){if(O<l.length){var Y=this.stoppingCustomActions,Z=l[O++],ca=[];if(null!=Z.open)if(S(),this.isCustomLink(Z.open)){if(!this.customLinkClicked(Z.open))return}else this.openLink(Z.open);null==Z.wait||Y||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;X()}),Q++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, +""!=Z.wait?parseInt(Z.wait):1E3),S());null!=Z.opacity&&null!=Z.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(Z.opacity,!0)),Z.opacity.value);null!=Z.fadeIn&&(Q++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(Z.fadeIn,!0)),0,1,X,Y?0:Z.fadeIn.delay));null!=Z.fadeOut&&(Q++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(Z.fadeOut,!0)),1,0,X,Y?0:Z.fadeOut.delay));null!=Z.wipeIn&&(ca=ca.concat(this.createWipeAnimations(this.getCellsForAction(Z.wipeIn, +!0),!0)));null!=Z.wipeOut&&(ca=ca.concat(this.createWipeAnimations(this.getCellsForAction(Z.wipeOut,!0),!1)));null!=Z.toggle&&(R(),this.toggleCells(this.getCellsForAction(Z.toggle,!0)));if(null!=Z.show){R();var fa=this.getCellsForAction(Z.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(fa),1);this.setCellsVisible(fa,!0)}null!=Z.hide&&(R(),fa=this.getCellsForAction(Z.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(fa),0),this.setCellsVisible(fa,!1));null!=Z.toggleStyle&&null!=Z.toggleStyle.key&& +(R(),this.toggleCellStyles(Z.toggleStyle.key,null!=Z.toggleStyle.defaultValue?Z.toggleStyle.defaultValue:"0",this.getCellsForAction(Z.toggleStyle,!0)));null!=Z.style&&null!=Z.style.key&&(R(),this.setCellStyles(Z.style.key,Z.style.value,this.getCellsForAction(Z.style,!0)));fa=[];null!=Z.select&&this.isEnabled()&&(fa=this.getCellsForAction(Z.select),this.setSelectionCells(fa));null!=Z.highlight&&(fa=this.getCellsForAction(Z.highlight),this.highlightCells(fa,Z.highlight.color,Z.highlight.duration,Z.highlight.opacity)); +null!=Z.scroll&&(fa=this.getCellsForAction(Z.scroll));null!=Z.viewbox&&this.fitWindow(Z.viewbox,Z.viewbox.border);0<fa.length&&this.scrollCellToVisible(fa[0]);if(null!=Z.tags){fa=[];null!=Z.tags.hidden&&(fa=fa.concat(Z.tags.hidden));if(null!=Z.tags.visible)for(var la=this.getAllTags(),ia=0;ia<la.length;ia++)0>mxUtils.indexOf(Z.tags.visible,la[ia])&&0>mxUtils.indexOf(fa,la[ia])&&fa.push(la[ia]);this.setHiddenTags(fa);this.refresh()}0<ca.length&&(Q++,this.executeAnimations(ca,X,Y?1:Z.steps,Y?0:Z.delay)); +0==Q?aa():S()}else this.stoppingCustomActions=this.executingCustomActions=!1,S(),null!=A&&A()});aa()}};Graph.prototype.doUpdateCustomLinksForCell=function(l,A){var L=this.getLinkForCell(A);null!=L&&"data:action/json,"==L.substring(0,17)&&this.setLinkForCell(A,this.updateCustomLink(l,L));if(this.isHtmlLabel(A)){var Q=document.createElement("div");Q.innerHTML=this.sanitizeHtml(this.getLabel(A));for(var O=Q.getElementsByTagName("a"),R=!1,S=0;S<O.length;S++)L=O[S].getAttribute("href"),null!=L&&"data:action/json,"== +L.substring(0,17)&&(O[S].setAttribute("href",this.updateCustomLink(l,L)),R=!0);R&&this.labelChanged(A,Q.innerHTML)}};Graph.prototype.updateCustomLink=function(l,A){if("data:action/json,"==A.substring(0,17))try{var L=JSON.parse(A.substring(17));null!=L.actions&&(this.updateCustomLinkActions(l,L.actions),A="data:action/json,"+JSON.stringify(L))}catch(Q){}return A};Graph.prototype.updateCustomLinkActions=function(l,A){for(var L=0;L<A.length;L++){var Q=A[L],O;for(O in Q)this.updateCustomLinkAction(l, +Q[O],"cells"),this.updateCustomLinkAction(l,Q[O],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(l,A,L){if(null!=A&&null!=A[L]){for(var Q=[],O=0;O<A[L].length;O++)if("*"==A[L][O])Q.push(A[L][O]);else{var R=l[A[L][O]];null!=R?""!=R&&Q.push(R):Q.push(A[L][O])}A[L]=Q}};Graph.prototype.getCellsForAction=function(l,A){A=this.getCellsById(l.cells).concat(this.getCellsForTags(l.tags,null,A));if(null!=l.excludeCells){for(var L=[],Q=0;Q<A.length;Q++)0>l.excludeCells.indexOf(A[Q].id)&&L.push(A[Q]); +A=L}return A};Graph.prototype.getCellsById=function(l){var A=[];if(null!=l)for(var L=0;L<l.length;L++)if("*"==l[L]){var Q=this.model.getRoot();A=A.concat(this.model.filterDescendants(function(R){return R!=Q},Q))}else{var O=this.model.getCell(l[L]);null!=O&&A.push(O)}return A};var E=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(l){return E.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(l))};Graph.prototype.setHiddenTags=function(l){this.hiddenTags=l;this.fireEvent(new mxEventObject("hiddenTagsChanged"))}; +Graph.prototype.toggleHiddenTag=function(l){var A=mxUtils.indexOf(this.hiddenTags,l);0>A?this.hiddenTags.push(l):0<=A&&this.hiddenTags.splice(A,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(l){if(null==l||0==l.length||0==this.hiddenTags.length)return!1;l=l.split(" ");if(l.length>this.hiddenTags.length)return!1;for(var A=0;A<l.length;A++)if(0>mxUtils.indexOf(this.hiddenTags,l[A]))return!1;return!0};Graph.prototype.getCellsForTags=function(l,A,L, +Q){var O=[];if(null!=l){A=null!=A?A:this.model.getDescendants(this.model.getRoot());for(var R=0,S={},X=0;X<l.length;X++)0<l[X].length&&(S[l[X]]=!0,R++);for(X=0;X<A.length;X++)if(L&&this.model.getParent(A[X])==this.model.root||this.model.isVertex(A[X])||this.model.isEdge(A[X])){var aa=this.getTagsForCell(A[X]),Y=!1;if(0<aa.length&&(aa=aa.split(" "),aa.length>=l.length)){for(var Z=Y=0;Z<aa.length&&Y<R;Z++)null!=S[aa[Z]]&&Y++;Y=Y==R}Y&&(1!=Q||this.isCellVisible(A[X]))&&O.push(A[X])}}return O};Graph.prototype.getAllTags= +function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(l){for(var A=null,L=[],Q=0;Q<l.length;Q++){var O=this.getTagsForCell(l[Q]);L=[];if(0<O.length){O=O.split(" ");for(var R={},S=0;S<O.length;S++)if(null==A||null!=A[O[S]])R[O[S]]=!0,L.push(O[S]);A=R}else return[]}return L};Graph.prototype.getTagsForCells=function(l){for(var A=[],L={},Q=0;Q<l.length;Q++){var O=this.getTagsForCell(l[Q]);if(0<O.length){O=O.split(" ");for(var R= +0;R<O.length;R++)null==L[O[R]]&&(L[O[R]]=!0,A.push(O[R]))}}return A};Graph.prototype.getTagsForCell=function(l){return this.getAttributeForCell(l,"tags","")};Graph.prototype.addTagsForCells=function(l,A){if(0<l.length&&0<A.length){this.model.beginUpdate();try{for(var L=0;L<l.length;L++){for(var Q=this.getTagsForCell(l[L]),O=Q.split(" "),R=!1,S=0;S<A.length;S++){var X=mxUtils.trim(A[S]);""!=X&&0>mxUtils.indexOf(O,X)&&(Q=0<Q.length?Q+" "+X:X,R=!0)}R&&this.setAttributeForCell(l[L],"tags",Q)}}finally{this.model.endUpdate()}}}; +Graph.prototype.removeTagsForCells=function(l,A){if(0<l.length&&0<A.length){this.model.beginUpdate();try{for(var L=0;L<l.length;L++){var Q=this.getTagsForCell(l[L]);if(0<Q.length){for(var O=Q.split(" "),R=!1,S=0;S<A.length;S++){var X=mxUtils.indexOf(O,A[S]);0<=X&&(O.splice(X,1),R=!0)}R&&this.setAttributeForCell(l[L],"tags",O.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(l){this.model.beginUpdate();try{for(var A=0;A<l.length;A++)this.model.setVisible(l[A],!this.model.isVisible(l[A]))}finally{this.model.endUpdate()}}; +Graph.prototype.setCellsVisible=function(l,A){this.model.beginUpdate();try{for(var L=0;L<l.length;L++)this.model.setVisible(l[L],A)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(l,A,L,Q){for(var O=0;O<l.length;O++)this.highlightCell(l[O],A,L,Q)};Graph.prototype.highlightCell=function(l,A,L,Q,O){A=null!=A?A:mxConstants.DEFAULT_VALID_COLOR;L=null!=L?L:1E3;l=this.view.getState(l);var R=null;null!=l&&(O=null!=O?O:4,O=Math.max(O+1,mxUtils.getValue(l.style,mxConstants.STYLE_STROKEWIDTH, +1)+O),R=new mxCellHighlight(this,A,O,!1),null!=Q&&(R.opacity=Q),R.highlight(l),window.setTimeout(function(){null!=R.shape&&(mxUtils.setPrefixedStyle(R.shape.node.style,"transition","all 1200ms ease-in-out"),R.shape.node.style.opacity=0);window.setTimeout(function(){R.destroy()},1200)},L));return R};Graph.prototype.addSvgShadow=function(l,A,L,Q){L=null!=L?L:!1;Q=null!=Q?Q:!0;var O=l.ownerDocument,R=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"filter"):O.createElement("filter");R.setAttribute("id", +this.shadowId);var S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):O.createElement("feGaussianBlur");S.setAttribute("in","SourceAlpha");S.setAttribute("stdDeviation",this.svgShadowBlur);S.setAttribute("result","blur");R.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feOffset"):O.createElement("feOffset");S.setAttribute("in","blur");S.setAttribute("dx",this.svgShadowSize);S.setAttribute("dy",this.svgShadowSize);S.setAttribute("result", +"offsetBlur");R.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feFlood"):O.createElement("feFlood");S.setAttribute("flood-color",this.svgShadowColor);S.setAttribute("flood-opacity",this.svgShadowOpacity);S.setAttribute("result","offsetColor");R.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feComposite"):O.createElement("feComposite");S.setAttribute("in","offsetColor");S.setAttribute("in2","offsetBlur");S.setAttribute("operator","in"); +S.setAttribute("result","offsetBlur");R.appendChild(S);S=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"feBlend"):O.createElement("feBlend");S.setAttribute("in","SourceGraphic");S.setAttribute("in2","offsetBlur");R.appendChild(S);S=l.getElementsByTagName("defs");0==S.length?(O=null!=O.createElementNS?O.createElementNS(mxConstants.NS_SVG,"defs"):O.createElement("defs"),null!=l.firstChild?l.insertBefore(O,l.firstChild):l.appendChild(O)):O=S[0];O.appendChild(R);L||(A=null!=A?A:l.getElementsByTagName("g")[0], +null!=A&&(A.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(l.getAttribute("width")))&&Q&&(l.setAttribute("width",parseInt(l.getAttribute("width"))+6),l.setAttribute("height",parseInt(l.getAttribute("height"))+6),A=l.getAttribute("viewBox"),null!=A&&0<A.length&&(A=A.split(" "),3<A.length&&(w=parseFloat(A[2])+6,h=parseFloat(A[3])+6,l.setAttribute("viewBox",A[0]+" "+A[1]+" "+w+" "+h))))));return R};Graph.prototype.setShadowVisible=function(l,A){mxClient.IS_SVG&&!mxClient.IS_SF&&(A= +null!=A?A:!0,(this.shadowVisible=l)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),A&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer=function(){if(null==this.defaultParent){var l=this.model.getChildCount(this.model.root),A=0;do var L=this.model.getChildAt(this.model.root,A);while(A++<l&&"1"==mxUtils.getValue(this.getCellStyle(L),"locked","0"));null!=L&&this.setDefaultParent(L)}}; +mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.bpmn2=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.c4= +[SHAPES_PATH+"/mxC4.js"];mxStencilRegistry.libraries.cisco19=[SHAPES_PATH+"/mxCisco19.js",STENCIL_PATH+"/cisco19.xml"];mxStencilRegistry.libraries.cisco_safe=[SHAPES_PATH+"/mxCiscoSafe.js",STENCIL_PATH+"/cisco_safe/architecture.xml",STENCIL_PATH+"/cisco_safe/business_icons.xml",STENCIL_PATH+"/cisco_safe/capability.xml",STENCIL_PATH+"/cisco_safe/design.xml",STENCIL_PATH+"/cisco_safe/iot_things_icons.xml",STENCIL_PATH+"/cisco_safe/people_places_things_icons.xml",STENCIL_PATH+"/cisco_safe/security_icons.xml", +STENCIL_PATH+"/cisco_safe/technology_icons.xml",STENCIL_PATH+"/cisco_safe/threat.xml"];mxStencilRegistry.libraries.dfd=[SHAPES_PATH+"/mxDFD.js"];mxStencilRegistry.libraries.er=[SHAPES_PATH+"/er/mxER.js"];mxStencilRegistry.libraries.kubernetes=[SHAPES_PATH+"/mxKubernetes.js",STENCIL_PATH+"/kubernetes.xml"];mxStencilRegistry.libraries.flowchart=[SHAPES_PATH+"/mxFlowchart.js",STENCIL_PATH+"/flowchart.xml"];mxStencilRegistry.libraries.ios=[SHAPES_PATH+"/mockup/mxMockupiOS.js"];mxStencilRegistry.libraries.rackGeneral= +[SHAPES_PATH+"/rack/mxRack.js",STENCIL_PATH+"/rack/general.xml"];mxStencilRegistry.libraries.rackF5=[STENCIL_PATH+"/rack/f5.xml"];mxStencilRegistry.libraries.lean_mapping=[SHAPES_PATH+"/mxLeanMap.js",STENCIL_PATH+"/lean_mapping.xml"];mxStencilRegistry.libraries.basic=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/basic.xml"];mxStencilRegistry.libraries.ios7icons=[STENCIL_PATH+"/ios7/icons.xml"];mxStencilRegistry.libraries.ios7ui=[SHAPES_PATH+"/ios7/mxIOS7Ui.js",STENCIL_PATH+"/ios7/misc.xml"];mxStencilRegistry.libraries.android= +[SHAPES_PATH+"/mxAndroid.js",STENCIL_PATH+"/android/android.xml"];mxStencilRegistry.libraries["electrical/abstract"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/abstract.xml"];mxStencilRegistry.libraries["electrical/logic_gates"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/logic_gates.xml"];mxStencilRegistry.libraries["electrical/miscellaneous"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/miscellaneous.xml"];mxStencilRegistry.libraries["electrical/signal_sources"]= +[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/signal_sources.xml"];mxStencilRegistry.libraries["electrical/electro-mechanical"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/electro-mechanical.xml"];mxStencilRegistry.libraries["electrical/transmission"]=[SHAPES_PATH+"/mxElectrical.js",STENCIL_PATH+"/electrical/transmission.xml"];mxStencilRegistry.libraries.infographic=[SHAPES_PATH+"/mxInfographic.js"];mxStencilRegistry.libraries["mockup/buttons"]=[SHAPES_PATH+"/mockup/mxMockupButtons.js"]; +mxStencilRegistry.libraries["mockup/containers"]=[SHAPES_PATH+"/mockup/mxMockupContainers.js"];mxStencilRegistry.libraries["mockup/forms"]=[SHAPES_PATH+"/mockup/mxMockupForms.js"];mxStencilRegistry.libraries["mockup/graphics"]=[SHAPES_PATH+"/mockup/mxMockupGraphics.js",STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/markup"]=[SHAPES_PATH+"/mockup/mxMockupMarkup.js"];mxStencilRegistry.libraries["mockup/misc"]=[SHAPES_PATH+"/mockup/mxMockupMisc.js",STENCIL_PATH+"/mockup/misc.xml"]; +mxStencilRegistry.libraries["mockup/navigation"]=[SHAPES_PATH+"/mockup/mxMockupNavigation.js",STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/text"]=[SHAPES_PATH+"/mockup/mxMockupText.js"];mxStencilRegistry.libraries.floorplan=[SHAPES_PATH+"/mxFloorplan.js",STENCIL_PATH+"/floorplan.xml"];mxStencilRegistry.libraries.bootstrap=[SHAPES_PATH+"/mxBootstrap.js",SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bootstrap.xml"];mxStencilRegistry.libraries.gmdl=[SHAPES_PATH+"/mxGmdl.js",STENCIL_PATH+ +"/gmdl.xml"];mxStencilRegistry.libraries.gcp2=[SHAPES_PATH+"/mxGCP2.js",STENCIL_PATH+"/gcp2.xml"];mxStencilRegistry.libraries.ibm=[SHAPES_PATH+"/mxIBM.js",STENCIL_PATH+"/ibm.xml"];mxStencilRegistry.libraries.cabinets=[SHAPES_PATH+"/mxCabinets.js",STENCIL_PATH+"/cabinets.xml"];mxStencilRegistry.libraries.archimate=[SHAPES_PATH+"/mxArchiMate.js"];mxStencilRegistry.libraries.archimate3=[SHAPES_PATH+"/mxArchiMate3.js"];mxStencilRegistry.libraries.sysml=[SHAPES_PATH+"/mxSysML.js"];mxStencilRegistry.libraries.eip= +[SHAPES_PATH+"/mxEip.js",STENCIL_PATH+"/eip.xml"];mxStencilRegistry.libraries.networks=[SHAPES_PATH+"/mxNetworks.js",STENCIL_PATH+"/networks.xml"];mxStencilRegistry.libraries.aws3d=[SHAPES_PATH+"/mxAWS3D.js",STENCIL_PATH+"/aws3d.xml"];mxStencilRegistry.libraries.aws4=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.aws4b=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.uml25=[SHAPES_PATH+"/mxUML25.js"];mxStencilRegistry.libraries.veeam= +[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam.xml"];mxStencilRegistry.libraries.veeam2=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam2.xml"];mxStencilRegistry.libraries.pid2inst=[SHAPES_PATH+"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors= +[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(l){var A=null;null!=l&&0<l.length&&("ER"==l.substring(0,2)?A="mxgraph.er":"sysML"==l.substring(0,5)&&(A="mxgraph.sysml"));return A};var P=mxMarker.createMarker;mxMarker.createMarker=function(l,A,L,Q,O,R,S,X,aa,Y){if(null!=L&&null==mxMarker.markers[L]){var Z=this.getPackageForType(L);null!=Z&&mxStencilRegistry.getStencil(Z)}return P.apply(this,arguments)};var T=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(l, +A,L,Q,O,R){"1"==mxUtils.getValue(A.style,"lineShape",null)&&l.setFillColor(mxUtils.getValue(A.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return T.apply(this,arguments)};PrintDialog.prototype.create=function(l,A){function L(){fa.value=Math.max(1,Math.min(X,Math.max(parseInt(fa.value),parseInt(ca.value))));ca.value=Math.max(1,Math.min(X,Math.min(parseInt(fa.value),parseInt(ca.value))))}function Q(xa){function sa(Ja,Pa,Qa){var Na=Ja.useCssTransforms,Sa=Ja.currentTranslate,Ua=Ja.currentScale,Ka= +Ja.view.translate,Ta=Ja.view.scale;Ja.useCssTransforms&&(Ja.useCssTransforms=!1,Ja.currentTranslate=new mxPoint(0,0),Ja.currentScale=1,Ja.view.translate=new mxPoint(0,0),Ja.view.scale=1);var Va=Ja.getGraphBounds(),Wa=0,$a=0,Xa=La.get(),ab=1/Ja.pageScale,Za=Da.checked;if(Za){ab=parseInt(Fa.value);var gb=parseInt(wa.value);ab=Math.min(Xa.height*gb/(Va.height/Ja.view.scale),Xa.width*ab/(Va.width/Ja.view.scale))}else ab=parseInt(ka.value)/(100*Ja.pageScale),isNaN(ab)&&(da=1/Ja.pageScale,ka.value="100 %"); +Xa=mxRectangle.fromRectangle(Xa);Xa.width=Math.ceil(Xa.width*da);Xa.height=Math.ceil(Xa.height*da);ab*=da;!Za&&Ja.pageVisible?(Va=Ja.getPageLayout(),Wa-=Va.x*Xa.width,$a-=Va.y*Xa.height):Za=!0;if(null==Pa){Pa=PrintDialog.createPrintPreview(Ja,ab,Xa,0,Wa,$a,Za);Pa.pageSelector=!1;Pa.mathEnabled=!1;la.checked&&(Pa.isCellVisible=function(Ya){return Ja.isCellSelected(Ya)});Wa=l.getCurrentFile();null!=Wa&&(Pa.title=Wa.getTitle());var hb=Pa.writeHead;Pa.writeHead=function(Ya){hb.apply(this,arguments);mxClient.IS_GC&& +(Ya.writeln('<style type="text/css">'),Ya.writeln("@media print {"),Ya.writeln(".MathJax svg { shape-rendering: crispEdges; }"),Ya.writeln("}"),Ya.writeln("</style>"));null!=l.editor.fontCss&&(Ya.writeln('<style type="text/css">'),Ya.writeln(l.editor.fontCss),Ya.writeln("</style>"));for(var cb=Ja.getCustomFonts(),bb=0;bb<cb.length;bb++){var eb=cb[bb].name,db=cb[bb].url;Graph.isCssFontUrl(db)?Ya.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(db)+'" charset="UTF-8" type="text/css">'): +(Ya.writeln('<style type="text/css">'),Ya.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(eb)+'";\nsrc: url("'+mxUtils.htmlEntities(db)+'");\n}'),Ya.writeln("</style>"))}};if("undefined"!==typeof MathJax){var ib=Pa.renderPage;Pa.renderPage=function(Ya,cb,bb,eb,db,kb){var jb=mxClient.NO_FO,fb=ib.apply(this,arguments);mxClient.NO_FO=jb;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:fb.className="geDisableMathJax";return fb}}Wa=null;$a=O.shapeForegroundColor;Za=O.shapeBackgroundColor; +Xa=O.enableFlowAnimation;O.enableFlowAnimation=!1;null!=O.themes&&"darkTheme"==O.defaultThemeName&&(Wa=O.stylesheet,O.stylesheet=O.getDefaultStylesheet(),O.shapeForegroundColor="#000000",O.shapeBackgroundColor="#ffffff",O.refresh());Pa.open(null,null,Qa,!0);O.enableFlowAnimation=Xa;null!=Wa&&(O.shapeForegroundColor=$a,O.shapeBackgroundColor=Za,O.stylesheet=Wa,O.refresh())}else{Xa=Ja.background;if(null==Xa||""==Xa||Xa==mxConstants.NONE)Xa="#ffffff";Pa.backgroundColor=Xa;Pa.autoOrigin=Za;Pa.appendGraph(Ja, +ab,Wa,$a,Qa,!0);Qa=Ja.getCustomFonts();if(null!=Pa.wnd)for(Wa=0;Wa<Qa.length;Wa++)$a=Qa[Wa].name,Za=Qa[Wa].url,Graph.isCssFontUrl(Za)?Pa.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(Za)+'" charset="UTF-8" type="text/css">'):(Pa.wnd.document.writeln('<style type="text/css">'),Pa.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities($a)+'";\nsrc: url("'+mxUtils.htmlEntities(Za)+'");\n}'),Pa.wnd.document.writeln("</style>"))}Na&&(Ja.useCssTransforms=Na, +Ja.currentTranslate=Sa,Ja.currentScale=Ua,Ja.view.translate=Ka,Ja.view.scale=Ta);return Pa}var da=parseInt(ja.value)/100;isNaN(da)&&(da=1,ja.value="100 %");da*=.75;var ba=null,na=O.shapeForegroundColor,ea=O.shapeBackgroundColor;null!=O.themes&&"darkTheme"==O.defaultThemeName&&(ba=O.stylesheet,O.stylesheet=O.getDefaultStylesheet(),O.shapeForegroundColor="#000000",O.shapeBackgroundColor="#ffffff",O.refresh());var ha=ca.value,oa=fa.value,ma=!Y.checked,va=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(l, +Y.checked,ha,oa,Da.checked,Fa.value,wa.value,parseInt(ka.value)/100,parseInt(ja.value)/100,La.get());else{ma&&(ma=la.checked||ha==aa&&oa==aa);if(!ma&&null!=l.pages&&l.pages.length){var Ca=0;ma=l.pages.length-1;Y.checked||(Ca=parseInt(ha)-1,ma=parseInt(oa)-1);for(var ya=Ca;ya<=ma;ya++){var ta=l.pages[ya];ha=ta==l.currentPage?O:null;if(null==ha){ha=l.createTemporaryGraph(O.stylesheet);ha.shapeForegroundColor=O.shapeForegroundColor;ha.shapeBackgroundColor=O.shapeBackgroundColor;oa=!0;Ca=!1;var pa=null, +Ha=null;null==ta.viewState&&null==ta.root&&l.updatePageRoot(ta);null!=ta.viewState&&(oa=ta.viewState.pageVisible,Ca=ta.viewState.mathEnabled,pa=ta.viewState.background,Ha=ta.viewState.backgroundImage,ha.extFonts=ta.viewState.extFonts);null!=Ha&&null!=Ha.originalSrc&&(Ha=l.createImageForPageLink(Ha.originalSrc,ta));ha.background=pa;ha.backgroundImage=null!=Ha?new mxImage(Ha.src,Ha.width,Ha.height,Ha.x,Ha.y):null;ha.pageVisible=oa;ha.mathEnabled=Ca;var Ma=ha.getGraphBounds;ha.getGraphBounds=function(){var Ja= +Ma.apply(this,arguments),Pa=this.backgroundImage;if(null!=Pa&&null!=Pa.width&&null!=Pa.height){var Qa=this.view.translate,Na=this.view.scale;Ja=mxRectangle.fromRectangle(Ja);Ja.add(new mxRectangle((Qa.x+Pa.x)*Na,(Qa.y+Pa.y)*Na,Pa.width*Na,Pa.height*Na))}return Ja};var Ra=ha.getGlobalVariable;ha.getGlobalVariable=function(Ja){return"page"==Ja?ta.getName():"pagenumber"==Ja?ya+1:"pagecount"==Ja?null!=l.pages?l.pages.length:1:Ra.apply(this,arguments)};document.body.appendChild(ha.container);l.updatePageRoot(ta); +ha.model.setRoot(ta.root)}va=sa(ha,va,ya!=ma);ha!=O&&ha.container.parentNode.removeChild(ha.container)}}else va=sa(O);null==va?l.handleError({message:mxResources.get("errorUpdatingPreview")}):(va.mathEnabled&&(ma=va.wnd.document,xa&&(va.wnd.IMMEDIATE_PRINT=!0),ma.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),va.closeDocument(),!va.mathEnabled&&xa&&PrintDialog.printPreview(va));null!=ba&&(O.shapeForegroundColor=na,O.shapeBackgroundColor=ea,O.stylesheet= +ba,O.refresh())}}var O=l.editor.graph,R=document.createElement("div"),S=document.createElement("h3");S.style.width="100%";S.style.textAlign="center";S.style.marginTop="0px";mxUtils.write(S,A||mxResources.get("print"));R.appendChild(S);var X=1,aa=1;S=document.createElement("div");S.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var Y=document.createElement("input");Y.style.cssText="margin-right:8px;margin-bottom:8px;";Y.setAttribute("value","all");Y.setAttribute("type", +"radio");Y.setAttribute("name","pages-printdialog");S.appendChild(Y);A=document.createElement("span");mxUtils.write(A,mxResources.get("printAllPages"));S.appendChild(A);mxUtils.br(S);var Z=Y.cloneNode(!0);Y.setAttribute("checked","checked");Z.setAttribute("value","range");S.appendChild(Z);A=document.createElement("span");mxUtils.write(A,mxResources.get("pages")+":");S.appendChild(A);var ca=document.createElement("input");ca.style.cssText="margin:0 8px 0 8px;";ca.setAttribute("value","1");ca.setAttribute("type", +"number");ca.setAttribute("min","1");ca.style.width="50px";S.appendChild(ca);A=document.createElement("span");mxUtils.write(A,mxResources.get("to"));S.appendChild(A);var fa=ca.cloneNode(!0);S.appendChild(fa);mxEvent.addListener(ca,"focus",function(){Z.checked=!0});mxEvent.addListener(fa,"focus",function(){Z.checked=!0});mxEvent.addListener(ca,"change",L);mxEvent.addListener(fa,"change",L);if(null!=l.pages&&(X=l.pages.length,null!=l.currentPage))for(A=0;A<l.pages.length;A++)if(l.currentPage==l.pages[A]){aa= +A+1;ca.value=aa;fa.value=aa;break}ca.setAttribute("max",X);fa.setAttribute("max",X);l.isPagesEnabled()?1<X&&(R.appendChild(S),Z.checked=!0):Z.checked=!0;mxUtils.br(S);var la=document.createElement("input");la.setAttribute("value","all");la.setAttribute("type","radio");la.style.marginRight="8px";O.isSelectionEmpty()&&la.setAttribute("disabled","disabled");var ia=document.createElement("div");ia.style.marginBottom="10px";1==X?(la.setAttribute("type","checkbox"),la.style.marginBottom="12px",ia.appendChild(la)): +(la.setAttribute("name","pages-printdialog"),la.style.marginBottom="8px",S.appendChild(la));A=document.createElement("span");mxUtils.write(A,mxResources.get("selectionOnly"));la.parentNode.appendChild(A);1==X&&mxUtils.br(la.parentNode);var qa=document.createElement("input");qa.style.marginRight="8px";qa.setAttribute("value","adjust");qa.setAttribute("type","radio");qa.setAttribute("name","printZoom");ia.appendChild(qa);A=document.createElement("span");mxUtils.write(A,mxResources.get("adjustTo")); +ia.appendChild(A);var ka=document.createElement("input");ka.style.cssText="margin:0 8px 0 8px;";ka.setAttribute("value","100 %");ka.style.width="50px";ia.appendChild(ka);mxEvent.addListener(ka,"focus",function(){qa.checked=!0});R.appendChild(ia);S=S.cloneNode(!1);var Da=qa.cloneNode(!0);Da.setAttribute("value","fit");qa.setAttribute("checked","checked");A=document.createElement("div");A.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";A.appendChild(Da);S.appendChild(A);ia= +document.createElement("table");ia.style.display="inline-block";var Ea=document.createElement("tbody"),za=document.createElement("tr"),Oa=za.cloneNode(!0),Aa=document.createElement("td"),Ga=Aa.cloneNode(!0),Ia=Aa.cloneNode(!0),ra=Aa.cloneNode(!0),ua=Aa.cloneNode(!0),Ba=Aa.cloneNode(!0);Aa.style.textAlign="right";ra.style.textAlign="right";mxUtils.write(Aa,mxResources.get("fitTo"));var Fa=document.createElement("input");Fa.style.cssText="margin:0 8px 0 8px;";Fa.setAttribute("value","1");Fa.setAttribute("min", +"1");Fa.setAttribute("type","number");Fa.style.width="40px";Ga.appendChild(Fa);A=document.createElement("span");mxUtils.write(A,mxResources.get("fitToSheetsAcross"));Ia.appendChild(A);mxUtils.write(ra,mxResources.get("fitToBy"));var wa=Fa.cloneNode(!0);ua.appendChild(wa);mxEvent.addListener(Fa,"focus",function(){Da.checked=!0});mxEvent.addListener(wa,"focus",function(){Da.checked=!0});A=document.createElement("span");mxUtils.write(A,mxResources.get("fitToSheetsDown"));Ba.appendChild(A);za.appendChild(Aa); +za.appendChild(Ga);za.appendChild(Ia);Oa.appendChild(ra);Oa.appendChild(ua);Oa.appendChild(Ba);Ea.appendChild(za);Ea.appendChild(Oa);ia.appendChild(Ea);S.appendChild(ia);R.appendChild(S);S=document.createElement("div");A=document.createElement("div");A.style.fontWeight="bold";A.style.marginBottom="12px";mxUtils.write(A,mxResources.get("paperSize"));S.appendChild(A);A=document.createElement("div");A.style.marginBottom="12px";var La=PageSetupDialog.addPageFormatPanel(A,"printdialog",l.editor.graph.pageFormat|| +mxConstants.PAGE_FORMAT_A4_PORTRAIT);S.appendChild(A);A=document.createElement("span");mxUtils.write(A,mxResources.get("pageScale"));S.appendChild(A);var ja=document.createElement("input");ja.style.cssText="margin:0 8px 0 8px;";ja.setAttribute("value","100 %");ja.style.width="60px";S.appendChild(ja);R.appendChild(S);A=document.createElement("div");A.style.cssText="text-align:right;margin:48px 0 0 0;";S=mxUtils.button(mxResources.get("cancel"),function(){l.hideDialog()});S.className="geBtn";l.editor.cancelFirst&& +A.appendChild(S);l.isOffline()||(ia=mxUtils.button(mxResources.get("help"),function(){O.openLink("https://www.diagrams.net/doc/faq/print-diagram")}),ia.className="geBtn",A.appendChild(ia));PrintDialog.previewEnabled&&(ia=mxUtils.button(mxResources.get("preview"),function(){l.hideDialog();Q(!1)}),ia.className="geBtn",A.appendChild(ia));ia=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){l.hideDialog();Q(!0)});ia.className="geBtn gePrimaryBtn";A.appendChild(ia);l.editor.cancelFirst|| +A.appendChild(S);R.appendChild(A);this.container=R};var W=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute=function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var l=this.image;null!=l&&null!=l.src&&Graph.isPageLink(l.src)&&(l={originalSrc:l.src});this.page.viewState.backgroundImage=l}null!=this.format&&(this.page.viewState.pageFormat= +this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible=this.shadowVisible)}}else W.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible= +!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var U=document.createElement("canvas"),V=new Image;V.onload=function(){try{U.getContext("2d").drawImage(V,0,0);var l=U.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=l&&6<l.length}catch(A){}};V.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(l){}Editor.prototype.useCanvasForExport= +!1})();(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};b.afterDecode=function(f,k,d){d.previousColor=d.color;d.previousImage=d.image;d.previousFormat=d.format;null!=d.foldingEnabled&&(d.foldingEnabled=!d.foldingEnabled);null!=d.mathEnabled&&(d.mathEnabled=!d.mathEnabled);null!=d.shadowVisible&&(d.shadowVisible=!d.shadowVisible);return d};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.4";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= 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window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, -mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(c,e,g,k,m,p,x){p=null!=p?p:0<=c.indexOf("NetworkError")||0<=c.indexOf("SecurityError")||0<=c.indexOf("NS_ERROR_FAILURE")||0<=c.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& -"1"!=urlParams.dev)try{if(c!=EditorUi.lastErrorMessage&&(null==c||null==e||-1==c.indexOf("Script error")&&-1==c.indexOf("extension"))&&null!=c&&0>c.indexOf("DocumentClosedError")){EditorUi.lastErrorMessage=c;var y=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";m=null!=m?m:Error(c);(new Image).src=y+"/log?severity="+p+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(c)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(g)+(null!=k?":colno:"+ -encodeURIComponent(k):"")+(null!=m&&null!=m.stack?"&stack="+encodeURIComponent(m.stack):"")}}catch(A){}try{x||null==window.console||console.error(p,c,e,g,k,m)}catch(A){}};EditorUi.logEvent=function(c){if("1"==urlParams.dev)EditorUi.debug("logEvent",c);else if(EditorUi.enableLogging)try{var e=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=e+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=c?"&data="+encodeURIComponent(JSON.stringify(c)):"")}catch(g){}};EditorUi.sendReport= +mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(c,e,g,q,n,p,z){p=null!=p?p:0<=c.indexOf("NetworkError")||0<=c.indexOf("SecurityError")||0<=c.indexOf("NS_ERROR_FAILURE")||0<=c.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& +"1"!=urlParams.dev)try{if(c!=EditorUi.lastErrorMessage&&(null==c||null==e||-1==c.indexOf("Script error")&&-1==c.indexOf("extension"))&&null!=c&&0>c.indexOf("DocumentClosedError")){EditorUi.lastErrorMessage=c;var C=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";n=null!=n?n:Error(c);(new Image).src=C+"/log?severity="+p+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(c)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(g)+(null!=q?":colno:"+ +encodeURIComponent(q):"")+(null!=n&&null!=n.stack?"&stack="+encodeURIComponent(n.stack):"")}}catch(u){}try{z||null==window.console||console.error(p,c,e,g,q,n)}catch(u){}};EditorUi.logEvent=function(c){if("1"==urlParams.dev)EditorUi.debug("logEvent",c);else if(EditorUi.enableLogging)try{var e=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=e+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=c?"&data="+encodeURIComponent(JSON.stringify(c)):"")}catch(g){}};EditorUi.sendReport= function(c,e){if("1"==urlParams.dev)EditorUi.debug("sendReport",c);else if(EditorUi.enableLogging)try{e=null!=e?e:5E4,c.length>e&&(c=c.substring(0,e)+"\n...[SHORTENED]"),mxUtils.post("/email","version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&data="+encodeURIComponent(c))}catch(g){}};EditorUi.debug=function(){try{if(null!=window.console&&"1"==urlParams.test){for(var c=[(new Date).toISOString()],e=0;e<arguments.length;e++)c.push(arguments[e]);console.log.apply(console, c)}}catch(g){}};EditorUi.removeChildNodes=function(c){for(;null!=c.firstChild;)c.removeChild(c.firstChild)};EditorUi.prototype.emptyDiagramXml='<mxGraphModel><root><mxCell id="0"/><mxCell id="1" parent="0"/></root></mxGraphModel>';EditorUi.prototype.emptyLibraryXml="<mxlibrary>[]</mxlibrary>";EditorUi.prototype.mode=null;EditorUi.prototype.timeout=Editor.prototype.timeout;EditorUi.prototype.sidebarFooterHeight=38;EditorUi.prototype.defaultCustomShapeStyle="shape=stencil(tZRtTsQgEEBPw1+DJR7AoN6DbWftpAgE0Ortd/jYRGq72R+YNE2YgTePloEJGWblgA18ZuKFDcMj5/Sm8boZq+BgjCX4pTyqk6ZlKROitwusOMXKQDODx5iy4pXxZ5qTHiFHawxB0JrQZH7lCabQ0Fr+XWC1/E8zcsT/gAi+Subo2/3Mh6d/oJb5nU1b5tW7r2knautaa3T+U32o7f7vZwpJkaNDLORJjcu7t59m2jXxqX9un+tt022acsfmoKaQZ+vhhswZtS6Ne/ThQGt0IV0N3Yyv6P3CeT9/tHO0XFI5cAE=);whiteSpace=wrap;html=1;"; EditorUi.prototype.maxBackgroundSize=1600;EditorUi.prototype.maxImageSize=520;EditorUi.prototype.maxTextWidth=520;EditorUi.prototype.resampleThreshold=1E5;EditorUi.prototype.maxImageBytes=1E6;EditorUi.prototype.maxBackgroundBytes=25E5;EditorUi.prototype.maxTextBytes=5E5;EditorUi.prototype.currentFile=null;EditorUi.prototype.printPdfExport=!1;EditorUi.prototype.pdfPageExport=!0;EditorUi.prototype.formatEnabled="0"!=urlParams.format;EditorUi.prototype.insertTemplateEnabled=!0;EditorUi.prototype.closableScratchpad= -!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var c=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!c.getContext||!c.getContext("2d"))}catch(m){}try{var e=document.createElement("canvas"),g=new Image;g.onload=function(){try{e.getContext("2d").drawImage(g,0,0);var m= -e.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=m&&6<m.length}catch(p){}};g.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(m){}try{e=document.createElement("canvas");e.width=e.height=1;var k=e.toDataURL("image/jpeg"); -EditorUi.prototype.jpgSupported=null!==k.match("image/jpeg")}catch(m){}})();EditorUi.prototype.openLink=function(c,e,g){return this.editor.graph.openLink(c,e,g)};EditorUi.prototype.showSplash=function(c){};EditorUi.prototype.getLocalData=function(c,e){e(localStorage.getItem(c))};EditorUi.prototype.setLocalData=function(c,e,g){localStorage.setItem(c,e);null!=g&&g()};EditorUi.prototype.removeLocalData=function(c,e){localStorage.removeItem(c);e()};EditorUi.prototype.setShareCursorPosition=function(c){this.shareCursorPosition= +!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var c=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!c.getContext||!c.getContext("2d"))}catch(n){}try{var e=document.createElement("canvas"),g=new Image;g.onload=function(){try{e.getContext("2d").drawImage(g,0,0);var n= +e.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=n&&6<n.length}catch(p){}};g.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(n){}try{e=document.createElement("canvas");e.width=e.height=1;var q=e.toDataURL("image/jpeg"); +EditorUi.prototype.jpgSupported=null!==q.match("image/jpeg")}catch(n){}})();EditorUi.prototype.openLink=function(c,e,g){return this.editor.graph.openLink(c,e,g)};EditorUi.prototype.showSplash=function(c){};EditorUi.prototype.getLocalData=function(c,e){e(localStorage.getItem(c))};EditorUi.prototype.setLocalData=function(c,e,g){localStorage.setItem(c,e);null!=g&&g()};EditorUi.prototype.removeLocalData=function(c,e){localStorage.removeItem(c);e()};EditorUi.prototype.setShareCursorPosition=function(c){this.shareCursorPosition= c;this.fireEvent(new mxEventObject("shareCursorPositionChanged"))};EditorUi.prototype.isShareCursorPosition=function(){return this.shareCursorPosition};EditorUi.prototype.setShowRemoteCursors=function(c){this.showRemoteCursors=c;this.fireEvent(new mxEventObject("showRemoteCursorsChanged"))};EditorUi.prototype.isShowRemoteCursors=function(){return this.showRemoteCursors};EditorUi.prototype.setMathEnabled=function(c){this.editor.graph.mathEnabled=c;this.editor.updateGraphComponents();this.editor.graph.refresh(); this.editor.graph.defaultMathEnabled=c;this.fireEvent(new mxEventObject("mathEnabledChanged"))};EditorUi.prototype.isMathEnabled=function(c){return this.editor.graph.mathEnabled};EditorUi.prototype.isOfflineApp=function(){return"1"==urlParams.offline};EditorUi.prototype.isOffline=function(c){return this.isOfflineApp()||!navigator.onLine||!c&&("1"==urlParams.stealth||"1"==urlParams.lockdown)};EditorUi.prototype.isExternalDataComms=function(){return"1"!=urlParams.offline&&!this.isOffline()&&!this.isOfflineApp()}; -EditorUi.prototype.createSpinner=function(c,e,g){var k=null==c||null==e;g=null!=g?g:24;var m=new Spinner({lines:12,length:g,width:Math.round(g/3),radius:Math.round(g/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),p=m.spin;m.spin=function(y,A){var z=!1;this.active||(p.call(this,y),this.active=!0,null!=A&&(k&&(e=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,c=document.body.clientWidth/2-2),z=document.createElement("div"), -z.style.position="absolute",z.style.whiteSpace="nowrap",z.style.background="#4B4243",z.style.color="white",z.style.fontFamily=Editor.defaultHtmlFont,z.style.fontSize="9pt",z.style.padding="6px",z.style.paddingLeft="10px",z.style.paddingRight="10px",z.style.zIndex=2E9,z.style.left=Math.max(0,c)+"px",z.style.top=Math.max(0,e+70)+"px",mxUtils.setPrefixedStyle(z.style,"borderRadius","6px"),mxUtils.setPrefixedStyle(z.style,"transform","translate(-50%,-50%)"),Editor.isDarkMode()||mxUtils.setPrefixedStyle(z.style, -"boxShadow","2px 2px 3px 0px #ddd"),"..."!=A.substring(A.length-3,A.length)&&"!"!=A.charAt(A.length-1)&&(A+="..."),z.innerHTML=A,y.appendChild(z),m.status=z),this.pause=mxUtils.bind(this,function(){var L=function(){};this.active&&(L=mxUtils.bind(this,function(){this.spin(y,A)}));this.stop();return L}),z=!0);return z};var x=m.stop;m.stop=function(){x.call(this);this.active=!1;null!=m.status&&null!=m.status.parentNode&&m.status.parentNode.removeChild(m.status);m.status=null};m.pause=function(){return function(){}}; -return m};EditorUi.prototype.isCompatibleString=function(c){try{var e=mxUtils.parseXml(c),g=this.editor.extractGraphModel(e.documentElement,!0);return null!=g&&0==g.getElementsByTagName("parsererror").length}catch(k){}return!1};EditorUi.prototype.isVisioData=function(c){return 8<c.length&&(208==c.charCodeAt(0)&&207==c.charCodeAt(1)&&17==c.charCodeAt(2)&&224==c.charCodeAt(3)&&161==c.charCodeAt(4)&&177==c.charCodeAt(5)&&26==c.charCodeAt(6)&&225==c.charCodeAt(7)||80==c.charCodeAt(0)&&75==c.charCodeAt(1)&& +EditorUi.prototype.createSpinner=function(c,e,g){var q=null==c||null==e;g=null!=g?g:24;var n=new Spinner({lines:12,length:g,width:Math.round(g/3),radius:Math.round(g/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),p=n.spin;n.spin=function(C,u){var y=!1;this.active||(p.call(this,C),this.active=!0,null!=u&&(q&&(e=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,c=document.body.clientWidth/2-2),y=document.createElement("div"), +y.style.position="absolute",y.style.whiteSpace="nowrap",y.style.background="#4B4243",y.style.color="white",y.style.fontFamily=Editor.defaultHtmlFont,y.style.fontSize="9pt",y.style.padding="6px",y.style.paddingLeft="10px",y.style.paddingRight="10px",y.style.zIndex=2E9,y.style.left=Math.max(0,c)+"px",y.style.top=Math.max(0,e+70)+"px",mxUtils.setPrefixedStyle(y.style,"borderRadius","6px"),mxUtils.setPrefixedStyle(y.style,"transform","translate(-50%,-50%)"),Editor.isDarkMode()||mxUtils.setPrefixedStyle(y.style, +"boxShadow","2px 2px 3px 0px #ddd"),"..."!=u.substring(u.length-3,u.length)&&"!"!=u.charAt(u.length-1)&&(u+="..."),y.innerHTML=u,C.appendChild(y),n.status=y),this.pause=mxUtils.bind(this,function(){var I=function(){};this.active&&(I=mxUtils.bind(this,function(){this.spin(C,u)}));this.stop();return I}),y=!0);return y};var z=n.stop;n.stop=function(){z.call(this);this.active=!1;null!=n.status&&null!=n.status.parentNode&&n.status.parentNode.removeChild(n.status);n.status=null};n.pause=function(){return function(){}}; +return n};EditorUi.prototype.isCompatibleString=function(c){try{var e=mxUtils.parseXml(c),g=this.editor.extractGraphModel(e.documentElement,!0);return null!=g&&0==g.getElementsByTagName("parsererror").length}catch(q){}return!1};EditorUi.prototype.isVisioData=function(c){return 8<c.length&&(208==c.charCodeAt(0)&&207==c.charCodeAt(1)&&17==c.charCodeAt(2)&&224==c.charCodeAt(3)&&161==c.charCodeAt(4)&&177==c.charCodeAt(5)&&26==c.charCodeAt(6)&&225==c.charCodeAt(7)||80==c.charCodeAt(0)&&75==c.charCodeAt(1)&& 3==c.charCodeAt(2)&&4==c.charCodeAt(3)||80==c.charCodeAt(0)&&75==c.charCodeAt(1)&&3==c.charCodeAt(2)&&6==c.charCodeAt(3))};EditorUi.prototype.isRemoteVisioData=function(c){return 8<c.length&&(208==c.charCodeAt(0)&&207==c.charCodeAt(1)&&17==c.charCodeAt(2)&&224==c.charCodeAt(3)&&161==c.charCodeAt(4)&&177==c.charCodeAt(5)&&26==c.charCodeAt(6)&&225==c.charCodeAt(7)||60==c.charCodeAt(0)&&63==c.charCodeAt(1)&&120==c.charCodeAt(2)&&109==c.charCodeAt(3)&&108==c.charCodeAt(3))};var b=EditorUi.prototype.createKeyHandler; -EditorUi.prototype.createKeyHandler=function(c){var e=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var g=e.getFunction,k=this.editor.graph,m=this;e.getFunction=function(p){if(k.isSelectionEmpty()&&null!=m.pages&&0<m.pages.length){var x=m.getSelectedPageIndex();if(mxEvent.isShiftDown(p)){if(37==p.keyCode)return function(){0<x&&m.movePage(x,x-1)};if(38==p.keyCode)return function(){0<x&&m.movePage(x,0)};if(39==p.keyCode)return function(){x<m.pages.length-1&&m.movePage(x, -x+1)};if(40==p.keyCode)return function(){x<m.pages.length-1&&m.movePage(x,m.pages.length-1)}}else if(mxEvent.isControlDown(p)||mxClient.IS_MAC&&mxEvent.isMetaDown(p)){if(37==p.keyCode)return function(){0<x&&m.selectNextPage(!1)};if(38==p.keyCode)return function(){0<x&&m.selectPage(m.pages[0])};if(39==p.keyCode)return function(){x<m.pages.length-1&&m.selectNextPage(!0)};if(40==p.keyCode)return function(){x<m.pages.length-1&&m.selectPage(m.pages[m.pages.length-1])}}}return g.apply(this,arguments)}}return e}; -var f=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(c){var e=f.apply(this,arguments);if(null==e)try{var g=c.indexOf("<mxfile ");if(0<=g){var k=c.lastIndexOf("</mxfile>");k>g&&(e=c.substring(g,k+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}else{var m=mxUtils.parseXml(c),p=this.editor.extractGraphModel(m.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);e=null!= -p?mxUtils.getXml(p):""}}catch(x){}return e};EditorUi.prototype.validateFileData=function(c){if(null!=c&&0<c.length){var e=c.indexOf('<meta charset="utf-8">');0<=e&&(c=c.slice(0,e)+'<meta charset="utf-8"/>'+c.slice(e+23-1,c.length));c=Graph.zapGremlins(c)}return c};EditorUi.prototype.replaceFileData=function(c){c=this.validateFileData(c);c=null!=c&&0<c.length?mxUtils.parseXml(c).documentElement:null;var e=null!=c?this.editor.extractGraphModel(c,!0):null;null!=e&&(c=e);if(null!=c){e=this.editor.graph; -e.model.beginUpdate();try{var g=null!=this.pages?this.pages.slice():null,k=c.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<k.length||1==k.length&&k[0].hasAttribute("name")){this.fileNode=c;this.pages=null!=this.pages?this.pages:[];for(var m=k.length-1;0<=m;m--){var p=this.updatePageRoot(new DiagramPage(k[m]));null==p.getName()&&p.setName(mxResources.get("pageWithNumber",[m+1]));e.model.execute(new ChangePage(this,p,0==m?p:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode= -c.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(c.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),e.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(c),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=g)for(m=0;m<g.length;m++)e.model.execute(new ChangePage(this,g[m],null))}finally{e.model.endUpdate()}}};EditorUi.prototype.createFileData= -function(c,e,g,k,m,p,x,y,A,z,L){e=null!=e?e:this.editor.graph;m=null!=m?m:!1;A=null!=A?A:!0;var N=null;if(null==g||g.getMode()==App.MODE_DEVICE||g.getMode()==App.MODE_BROWSER)var K="_blank";else N=K=k;if(null==c)return"";var t=c;if("mxfile"!=t.nodeName.toLowerCase()){if(L){var q=c.ownerDocument.createElement("diagram");q.setAttribute("id",Editor.guid());q.appendChild(c)}else{q=Graph.zapGremlins(mxUtils.getXml(c));t=Graph.compress(q);if(Graph.decompress(t)!=q)return q;q=c.ownerDocument.createElement("diagram"); -q.setAttribute("id",Editor.guid());mxUtils.setTextContent(q,t)}t=c.ownerDocument.createElement("mxfile");t.appendChild(q)}z?(t=t.cloneNode(!0),t.removeAttribute("modified"),t.removeAttribute("host"),t.removeAttribute("agent"),t.removeAttribute("etag"),t.removeAttribute("userAgent"),t.removeAttribute("version"),t.removeAttribute("editor"),t.removeAttribute("type")):(t.removeAttribute("userAgent"),t.removeAttribute("version"),t.removeAttribute("editor"),t.removeAttribute("pages"),t.removeAttribute("type"), -mxClient.IS_CHROMEAPP?t.setAttribute("host","Chrome"):EditorUi.isElectronApp?t.setAttribute("host","Electron"):t.setAttribute("host",window.location.hostname),t.setAttribute("modified",(new Date).toISOString()),t.setAttribute("agent",navigator.appVersion),t.setAttribute("version",EditorUi.VERSION),t.setAttribute("etag",Editor.guid()),c=null!=g?g.getMode():this.mode,null!=c&&t.setAttribute("type",c),1<t.getElementsByTagName("diagram").length&&null!=this.pages&&t.setAttribute("pages",this.pages.length)); -L=L?mxUtils.getPrettyXml(t):mxUtils.getXml(t);if(!p&&!m&&(x||null!=g&&/(\.html)$/i.test(g.getTitle())))L=this.getHtml2(mxUtils.getXml(t),e,null!=g?g.getTitle():null,K,N);else if(p||!m&&null!=g&&/(\.svg)$/i.test(g.getTitle()))null==g||g.getMode()!=App.MODE_DEVICE&&g.getMode()!=App.MODE_BROWSER||(k=null),L=this.getEmbeddedSvg(L,e,k,null,y,A,N);return L};EditorUi.prototype.getXmlFileData=function(c,e,g,k){c=null!=c?c:!0;e=null!=e?e:!1;g=null!=g?g:!Editor.compressXml;var m=this.editor.getGraphXml(c,k); -if(c&&null!=this.fileNode&&null!=this.currentPage)if(c=function(A){var z=A.getElementsByTagName("mxGraphModel");z=0<z.length?z[0]:null;null==z&&g?(z=mxUtils.trim(mxUtils.getTextContent(A)),A=A.cloneNode(!1),0<z.length&&(z=Graph.decompress(z),null!=z&&0<z.length&&A.appendChild(mxUtils.parseXml(z).documentElement))):null==z||g?A=A.cloneNode(!0):(A=A.cloneNode(!1),mxUtils.setTextContent(A,Graph.compressNode(z)));m.appendChild(A)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node, -Graph.compressNode(m)),m=this.fileNode.cloneNode(!1),e)c(this.currentPage.node);else for(e=0;e<this.pages.length;e++){var p=this.pages[e],x=p.node;if(p!=this.currentPage)if(p.needsUpdate){var y=new mxCodec(mxUtils.createXmlDocument());y=y.encode(new mxGraphModel(p.root));this.editor.graph.saveViewState(p.viewState,y,null,k);EditorUi.removeChildNodes(x);mxUtils.setTextContent(x,Graph.compressNode(y));delete p.needsUpdate}else k&&(this.updatePageRoot(p),null!=p.viewState.backgroundImage&&(null!=p.viewState.backgroundImage.originalSrc? -p.viewState.backgroundImage=this.createImageForPageLink(p.viewState.backgroundImage.originalSrc,p):Graph.isPageLink(p.viewState.backgroundImage.src)&&(p.viewState.backgroundImage=this.createImageForPageLink(p.viewState.backgroundImage.src,p))),null!=p.viewState.backgroundImage&&null!=p.viewState.backgroundImage.originalSrc&&(y=new mxCodec(mxUtils.createXmlDocument()),y=y.encode(new mxGraphModel(p.root)),this.editor.graph.saveViewState(p.viewState,y,null,k),x=x.cloneNode(!1),mxUtils.setTextContent(x, -Graph.compressNode(y))));c(x)}return m};EditorUi.prototype.anonymizeString=function(c,e){for(var g=[],k=0;k<c.length;k++){var m=c.charAt(k);0<=EditorUi.ignoredAnonymizedChars.indexOf(m)?g.push(m):isNaN(parseInt(m))?m.toLowerCase()!=m?g.push(String.fromCharCode(65+Math.round(25*Math.random()))):m.toUpperCase()!=m?g.push(String.fromCharCode(97+Math.round(25*Math.random()))):/\s/.test(m)?g.push(" "):g.push("?"):g.push(e?"0":Math.round(9*Math.random()))}return g.join("")};EditorUi.prototype.anonymizePatch= -function(c){if(null!=c[EditorUi.DIFF_INSERT])for(var e=0;e<c[EditorUi.DIFF_INSERT].length;e++)try{var g=mxUtils.parseXml(c[EditorUi.DIFF_INSERT][e].data).documentElement.cloneNode(!1);null!=g.getAttribute("name")&&g.setAttribute("name",this.anonymizeString(g.getAttribute("name")));c[EditorUi.DIFF_INSERT][e].data=mxUtils.getXml(g)}catch(p){c[EditorUi.DIFF_INSERT][e].data=p.message}if(null!=c[EditorUi.DIFF_UPDATE]){for(var k in c[EditorUi.DIFF_UPDATE]){var m=c[EditorUi.DIFF_UPDATE][k];null!=m.name&& -(m.name=this.anonymizeString(m.name));null!=m.cells&&(e=mxUtils.bind(this,function(p){var x=m.cells[p];if(null!=x){for(var y in x)null!=x[y].value&&(x[y].value="["+x[y].value.length+"]"),null!=x[y].xmlValue&&(x[y].xmlValue="["+x[y].xmlValue.length+"]"),null!=x[y].style&&(x[y].style="["+x[y].style.length+"]"),mxUtils.isEmptyObject(x[y])&&delete x[y];mxUtils.isEmptyObject(x)&&delete m.cells[p]}}),e(EditorUi.DIFF_INSERT),e(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(m.cells)&&delete m.cells);mxUtils.isEmptyObject(m)&& -delete c[EditorUi.DIFF_UPDATE][k]}mxUtils.isEmptyObject(c[EditorUi.DIFF_UPDATE])&&delete c[EditorUi.DIFF_UPDATE]}return c};EditorUi.prototype.anonymizeAttributes=function(c,e){if(null!=c.attributes)for(var g=0;g<c.attributes.length;g++)"as"!=c.attributes[g].name&&c.setAttribute(c.attributes[g].name,this.anonymizeString(c.attributes[g].value,e));if(null!=c.childNodes)for(g=0;g<c.childNodes.length;g++)this.anonymizeAttributes(c.childNodes[g],e)};EditorUi.prototype.anonymizeNode=function(c,e){e=c.getElementsByTagName("mxCell"); -for(var g=0;g<e.length;g++)null!=e[g].getAttribute("value")&&e[g].setAttribute("value","["+e[g].getAttribute("value").length+"]"),null!=e[g].getAttribute("xmlValue")&&e[g].setAttribute("xmlValue","["+e[g].getAttribute("xmlValue").length+"]"),null!=e[g].getAttribute("style")&&e[g].setAttribute("style","["+e[g].getAttribute("style").length+"]"),null!=e[g].parentNode&&"root"!=e[g].parentNode.nodeName&&null!=e[g].parentNode.parentNode&&(e[g].setAttribute("id",e[g].parentNode.getAttribute("id")),e[g].parentNode.parentNode.replaceChild(e[g], -e[g].parentNode));return c};EditorUi.prototype.synchronizeCurrentFile=function(c){var e=this.getCurrentFile();null!=e&&(e.savingFile?this.handleError({message:mxResources.get("busy")}):!c&&e.invalidChecksum?e.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(e.clearAutosave(),this.editor.setStatus(""),c?e.reloadFile(mxUtils.bind(this,function(){e.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){e.handleFileError(g,!0)})):e.synchronizeFile(mxUtils.bind(this, -function(){e.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){e.handleFileError(g,!0)}))))};EditorUi.prototype.getFileData=function(c,e,g,k,m,p,x,y,A,z,L){m=null!=m?m:!0;p=null!=p?p:!1;var N=this.editor.graph;if(e||!c&&null!=A&&/(\.svg)$/i.test(A.getTitle())){var K=null!=N.themes&&"darkTheme"==N.defaultThemeName;z=!1;if(K||null!=this.pages&&this.currentPage!=this.pages[0]){var t=N.getGlobalVariable;N=this.createTemporaryGraph(K?N.getDefaultStylesheet():N.getStylesheet()); -N.setBackgroundImage=this.editor.graph.setBackgroundImage;N.background=this.editor.graph.background;var q=this.pages[0];this.currentPage==q?N.setBackgroundImage(this.editor.graph.backgroundImage):null!=q.viewState&&null!=q.viewState&&N.setBackgroundImage(q.viewState.backgroundImage);N.getGlobalVariable=function(G){return"page"==G?q.getName():"pagenumber"==G?1:t.apply(this,arguments)};document.body.appendChild(N.container);N.model.setRoot(q.root)}}x=null!=x?x:this.getXmlFileData(m,p,z,L);A=null!=A? -A:this.getCurrentFile();c=this.createFileData(x,N,A,window.location.href,c,e,g,k,m,y,z);N!=this.editor.graph&&N.container.parentNode.removeChild(N.container);return c};EditorUi.prototype.getHtml=function(c,e,g,k,m,p){p=null!=p?p:!0;var x=null,y=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=e){x=p?e.getGraphBounds():e.getBoundingBox(e.getSelectionCells());var A=e.view.scale;p=Math.floor(x.x/A-e.view.translate.x);A=Math.floor(x.y/A-e.view.translate.y);x=e.background;null==m&&(e=this.getBasenames().join(";"), -0<e.length&&(y=EditorUi.drawHost+"/embed.js?s="+e));c.setAttribute("x0",p);c.setAttribute("y0",A)}null!=c&&(c.setAttribute("pan","1"),c.setAttribute("zoom","1"),c.setAttribute("resize","0"),c.setAttribute("fit","0"),c.setAttribute("border","20"),c.setAttribute("links","1"),null!=k&&c.setAttribute("edit",k));null!=m&&(m=m.replace(/&/g,"&"));c=null!=c?Graph.zapGremlins(mxUtils.getXml(c)):"";k=Graph.compress(c);Graph.decompress(k)!=c&&(k=encodeURIComponent(c));return(null==m?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n': -"")+"<!DOCTYPE html>\n<html"+(null!=m?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==m?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=m?'<meta http-equiv="refresh" content="0;URL=\''+m+"'\"/>\n":"")+"</head>\n<body"+(null==m&&null!=x&&x!=mxConstants.NONE?' style="background-color:'+x+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+k+"</div>\n</div>\n"+ -(null==m?'<script type="text/javascript" src="'+y+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+m+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(c,e,g,k,m){e=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=m&&(m=m.replace(/&/g,"&"));c={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled,resize:!0, -xml:Graph.zapGremlins(c),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(c.page=mxUtils.indexOf(this.pages,this.currentPage));return(null==m?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=m?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==m?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=m?'<meta http-equiv="refresh" content="0;URL=\''+ -m+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(c))+'"></div>\n'+(null==m?'<script type="text/javascript" src="'+e+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+m+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData= -function(c){c=this.validateFileData(c);this.pages=this.fileNode=this.currentPage=null;var e=null!=c&&0<c.length?mxUtils.parseXml(c).documentElement:null,g=Editor.extractParserError(e,mxResources.get("invalidOrMissingFile"));if(g)throw EditorUi.debug("EditorUi.setFileData ParserError",[this],"data",[c],"node",[e],"cause",[g]),Error(mxResources.get("notADiagramFile")+" ("+g+")");c=null!=e?this.editor.extractGraphModel(e,!0):null;null!=c&&(e=c);if(null!=e&&"mxfile"==e.nodeName&&(c=e.getElementsByTagName("diagram"), -"0"!=urlParams.pages||1<c.length||1==c.length&&c[0].hasAttribute("name"))){g=null;this.fileNode=e;this.pages=[];for(var k=0;k<c.length;k++)null==c[k].getAttribute("id")&&c[k].setAttribute("id",k),e=new DiagramPage(c[k]),null==e.getName()&&e.setName(mxResources.get("pageWithNumber",[k+1])),this.pages.push(e),null!=urlParams["page-id"]&&e.getId()==urlParams["page-id"]&&(g=e);this.currentPage=null!=g?g:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];e=this.currentPage.node}"0"!= -urlParams.pages&&null==this.fileNode&&null!=e&&(this.fileNode=e.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(e.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(e);null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var m=urlParams["layer-ids"].split(" ");e={};for(k=0;k<m.length;k++)e[m[k]]=!0;var p=this.editor.graph.getModel(), -x=p.getChildren(p.root);for(k=0;k<x.length;k++){var y=x[k];p.setVisible(y,e[y.id]||!1)}}catch(A){}};EditorUi.prototype.getBaseFilename=function(c){var e=this.getCurrentFile();e=null!=e&&null!=e.getTitle()?e.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(e)||/(\.html)$/i.test(e)||/(\.svg)$/i.test(e)||/(\.png)$/i.test(e))e=e.substring(0,e.lastIndexOf("."));/(\.drawio)$/i.test(e)&&(e=e.substring(0,e.lastIndexOf(".")));!c&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&& -0<this.currentPage.getName().length&&(e=e+"-"+this.currentPage.getName());return e};EditorUi.prototype.downloadFile=function(c,e,g,k,m,p,x,y,A,z,L,N){try{k=null!=k?k:this.editor.graph.isSelectionEmpty();var K=this.getBaseFilename("remoteSvg"==c?!1:!m),t=K+("xml"==c||"pdf"==c&&L?".drawio":"")+"."+c;if("xml"==c){var q=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,k,m,null,null,null,e);this.saveData(t,c,q,"text/xml")}else if("html"==c)q=this.getHtml2(this.getFileData(!0),this.editor.graph, -K),this.saveData(t,c,q,"text/html");else if("svg"!=c&&"xmlsvg"!=c||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"==c)t=K+".png";else if("jpeg"==c)t=K+".jpg";else if("remoteSvg"==c){t=K+".svg";c="svg";var G=parseInt(A);"string"===typeof y&&0<y.indexOf("%")&&(y=parseInt(y)/100);if(0<G){var E=this.editor.graph,F=E.getGraphBounds();var H=Math.ceil(F.width*y/E.view.scale+2*G);var C=Math.ceil(F.height*y/E.view.scale+2*G)}}this.saveRequest(t,c,mxUtils.bind(this,function(Q,W){try{var X= -this.editor.graph.pageVisible;0==p&&(this.editor.graph.pageVisible=p);var n=this.createDownloadRequest(Q,c,k,W,x,m,y,A,z,L,N,H,C);this.editor.graph.pageVisible=X;return n}catch(B){this.handleError(B)}}))}else{var O=null,I=mxUtils.bind(this,function(Q){Q.length<=MAX_REQUEST_SIZE?this.saveData(t,"svg",Q,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(O)}))});if("svg"==c){var S=this.editor.graph.background; -if(x||S==mxConstants.NONE)S=null;var R=this.editor.graph.getSvg(S,null,null,null,null,k);g&&this.editor.graph.addSvgShadow(R);this.editor.convertImages(R,mxUtils.bind(this,mxUtils.bind(this,function(Q){this.spinner.stop();I(Graph.xmlDeclaration+"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(Q))})))}else t=K+".svg",O=this.getFileData(!1,!0,null,mxUtils.bind(this,function(Q){this.spinner.stop();I(Q)}),k)}}catch(Q){this.handleError(Q)}};EditorUi.prototype.createDownloadRequest=function(c,e,g,k,m,p,x,y,A, -z,L,N,K){var t=this.editor.graph,q=t.getGraphBounds();g=this.getFileData(!0,null,null,null,g,0==p?!1:"xmlpng"!=e,null,null,null,!1,"pdf"==e);var G="",E="";if(q.width*q.height>MAX_AREA||g.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")};z=z?"1":"0";"pdf"==e&&(null!=L?E="&from="+L.from+"&to="+L.to:0==p&&(E="&allPages=1"));"xmlpng"==e&&(z="1",e="png");if(("xmlpng"==e||"svg"==e)&&null!=this.pages&&null!=this.currentPage)for(p=0;p<this.pages.length;p++)if(this.pages[p]==this.currentPage){G= -"&from="+p;break}p=t.background;"png"!=e&&"pdf"!=e&&"svg"!=e||!m?m||null!=p&&p!=mxConstants.NONE||(p="#ffffff"):p=mxConstants.NONE;m={globalVars:t.getExportVariables()};A&&(m.grid={size:t.gridSize,steps:t.view.gridSteps,color:t.view.gridColor});Graph.translateDiagram&&(m.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+e+G+E+"&bg="+(null!=p?p:mxConstants.NONE)+"&base64="+k+"&embedXml="+z+"&xml="+encodeURIComponent(g)+(null!=c?"&filename="+encodeURIComponent(c):"")+ -"&extras="+encodeURIComponent(JSON.stringify(m))+(null!=x?"&scale="+x:"")+(null!=y?"&border="+y:"")+(N&&isFinite(N)?"&w="+N:"")+(K&&isFinite(K)?"&h="+K:""))};EditorUi.prototype.setMode=function(c,e){this.mode=c};EditorUi.prototype.loadDescriptor=function(c,e,g){var k=window.location.hash,m=mxUtils.bind(this,function(p){var x=null!=c.data?c.data:"";null!=p&&0<p.length&&(0<x.length&&(x+="\n"),x+=p);p=new LocalFile(this,"csv"!=c.format&&0<x.length?x:this.emptyDiagramXml,null!=urlParams.title?decodeURIComponent(urlParams.title): -this.defaultFilename,!0);p.getHash=function(){return k};this.fileLoaded(p);"csv"==c.format&&this.importCsv(x,mxUtils.bind(this,function(N){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=c.update){var y=null!=c.interval?parseInt(c.interval):6E4,A=null,z=mxUtils.bind(this,function(){var N=this.currentPage;mxUtils.post(c.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())),mxUtils.bind(this,function(K){N===this.currentPage&&(200<= -K.getStatus()&&300>=K.getStatus()?(this.updateDiagram(K.getText()),L()):this.handleError({message:mxResources.get("error")+" "+K.getStatus()}))}),mxUtils.bind(this,function(K){this.handleError(K)}))}),L=mxUtils.bind(this,function(){window.clearTimeout(A);A=window.setTimeout(z,y)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){L();z()}));L();z()}null!=e&&e()});null!=c.url&&0<c.url.length?this.editor.loadUrl(c.url,mxUtils.bind(this,function(p){m(p)}),mxUtils.bind(this,function(p){null!= -g&&g(p)})):m("")};EditorUi.prototype.updateDiagram=function(c){function e(C){var O=new mxCellOverlay(C.image||m.warningImage,C.tooltip,C.align,C.valign,C.offset);O.addListener(mxEvent.CLICK,function(I,S){k.alert(C.tooltip)});return O}var g=null,k=this;if(null!=c&&0<c.length&&(g=mxUtils.parseXml(c),c=null!=g?g.documentElement:null,null!=c&&"updates"==c.nodeName)){var m=this.editor.graph,p=m.getModel();p.beginUpdate();var x=null;try{for(c=c.firstChild;null!=c;){if("update"==c.nodeName){var y=p.getCell(c.getAttribute("id")); -if(null!=y){try{var A=c.getAttribute("value");if(null!=A){var z=mxUtils.parseXml(A).documentElement;if(null!=z)if("1"==z.getAttribute("replace-value"))p.setValue(y,z);else for(var L=z.attributes,N=0;N<L.length;N++)m.setAttributeForCell(y,L[N].nodeName,0<L[N].nodeValue.length?L[N].nodeValue:null)}}catch(C){null!=window.console&&console.log("Error in value for "+y.id+": "+C)}try{var K=c.getAttribute("style");null!=K&&m.model.setStyle(y,K)}catch(C){null!=window.console&&console.log("Error in style for "+ -y.id+": "+C)}try{var t=c.getAttribute("icon");if(null!=t){var q=0<t.length?JSON.parse(t):null;null!=q&&q.append||m.removeCellOverlays(y);null!=q&&m.addCellOverlay(y,e(q))}}catch(C){null!=window.console&&console.log("Error in icon for "+y.id+": "+C)}try{var G=c.getAttribute("geometry");if(null!=G){G=JSON.parse(G);var E=m.getCellGeometry(y);if(null!=E){E=E.clone();for(key in G){var F=parseFloat(G[key]);"dx"==key?E.x+=F:"dy"==key?E.y+=F:"dw"==key?E.width+=F:"dh"==key?E.height+=F:E[key]=parseFloat(G[key])}m.model.setGeometry(y, -E)}}}catch(C){null!=window.console&&console.log("Error in icon for "+y.id+": "+C)}}}else if("model"==c.nodeName){for(var H=c.firstChild;null!=H&&H.nodeType!=mxConstants.NODETYPE_ELEMENT;)H=H.nextSibling;null!=H&&(new mxCodec(c.firstChild)).decode(H,p)}else if("view"==c.nodeName){if(c.hasAttribute("scale")&&(m.view.scale=parseFloat(c.getAttribute("scale"))),c.hasAttribute("dx")||c.hasAttribute("dy"))m.view.translate=new mxPoint(parseFloat(c.getAttribute("dx")||0),parseFloat(c.getAttribute("dy")||0))}else"fit"== -c.nodeName&&(x=c.hasAttribute("max-scale")?parseFloat(c.getAttribute("max-scale")):1);c=c.nextSibling}}finally{p.endUpdate()}null!=x&&this.chromelessResize&&this.chromelessResize(!0,x)}return g};EditorUi.prototype.getCopyFilename=function(c,e){var g=null!=c&&null!=c.getTitle()?c.getTitle():this.defaultFilename;c="";var k=g.lastIndexOf(".");0<=k&&(c=g.substring(k),g=g.substring(0,k));if(e){e=g;var m=new Date;g=m.getFullYear();k=m.getMonth()+1;var p=m.getDate(),x=m.getHours(),y=m.getMinutes();m=m.getSeconds(); -g=e+(" "+(g+"-"+k+"-"+p+"-"+x+"-"+y+"-"+m))}return g=mxResources.get("copyOf",[g])+c};EditorUi.prototype.fileLoaded=function(c,e){var g=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var k=!1;this.hideDialog();null!=g&&(EditorUi.debug("File.closed",[g]),g.removeListener(this.descriptorChangedListener),g.close());this.editor.graph.model.clear();this.editor.undoManager.clear();var m=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null); -null!=g&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear();this.setBackgroundImage(null);!e&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename")));this.editor.setStatus("");this.updateUi();e||this.showSplash()});if(null!=c)try{mxClient.IS_SF&&"min"==uiTheme&&(this.diagramContainer.style.visibility= -"");this.openingFile=!0;this.setCurrentFile(c);c.addListener("descriptorChanged",this.descriptorChangedListener);c.addListener("contentChanged",this.descriptorChangedListener);c.open();delete this.openingFile;this.setGraphEnabled(!0);this.setMode(c.getMode());this.editor.graph.model.prefix=Editor.guid()+"-";this.editor.undoManager.clear();this.descriptorChanged();this.updateUi();c.isEditable()?c.isModified()?(c.addUnsavedStatus(),null!=c.backupPatch&&c.patch([c.backupPatch])):this.editor.setStatus(""): -this.editor.setStatus('<span class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</span>");!this.editor.isChromelessView()||this.editor.editable?(this.editor.graph.selectUnlockedLayer(),this.showLayersDialog(),this.restoreLibraries(),window.self!==window.top&&window.focus()):this.editor.graph.isLightboxView()&&this.lightboxFit();this.chromelessResize&&this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));k=!0;if(!this.isOffline()&&null!=c.getMode()){var p= -"1"==urlParams.sketch?"sketch":uiTheme;if(null==p)p="default";else if("sketch"==p||"min"==p)p+=Editor.isDarkMode()?"-dark":"-light";EditorUi.logEvent({category:c.getMode().toUpperCase()+"-OPEN-FILE-"+c.getHash(),action:"size_"+c.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+p})}EditorUi.debug("File.opened",[c]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg"));if(this.editor.editable&&this.mode==c.getMode()&&c.getMode()!=App.MODE_DEVICE&&null!= -c.getMode())try{this.addRecent({id:c.getHash(),title:c.getTitle(),mode:c.getMode()})}catch(x){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+1),mxSettings.save()}catch(x){}}catch(x){this.fileLoadedError=x;if(null!=c)try{c.close()}catch(y){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=c?c.getHash():"none"),action:"message_"+x.message,label:"stack_"+x.stack})}catch(y){}c=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body, -mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=g?this.fileLoaded(g)||m():m()});e?c():this.handleError(x,mxResources.get("errorLoadingFile"),c,!0,null,null,!0)}else m();return k};EditorUi.prototype.getHashValueForPages=function(c,e){var g=0,k=new mxGraphModel,m=new mxCodec;null!=e&&(e.byteCount=0,e.attrCount=0,e.eltCount=0,e.nodeCount=0);for(var p=0;p<c.length;p++){this.updatePageRoot(c[p]);var x=c[p].node.cloneNode(!1);x.removeAttribute("name");k.root=c[p].root; -var y=m.encode(k);this.editor.graph.saveViewState(c[p].viewState,y,!0);y.removeAttribute("pageWidth");y.removeAttribute("pageHeight");x.appendChild(y);null!=e&&(e.eltCount+=x.getElementsByTagName("*").length,e.nodeCount+=x.getElementsByTagName("mxCell").length);g=(g<<5)-g+this.hashValue(x,function(A,z,L,N){return!N||"mxGeometry"!=A.nodeName&&"mxPoint"!=A.nodeName||"x"!=z&&"y"!=z&&"width"!=z&&"height"!=z?N&&"mxCell"==A.nodeName&&"previous"==z?null:L:Math.round(L)},e)<<0}return g};EditorUi.prototype.hashValue= -function(c,e,g){var k=0;if(null!=c&&"object"===typeof c&&"number"===typeof c.nodeType&&"string"===typeof c.nodeName&&"function"===typeof c.getAttribute){null!=c.nodeName&&(k^=this.hashValue(c.nodeName,e,g));if(null!=c.attributes){null!=g&&(g.attrCount+=c.attributes.length);for(var m=0;m<c.attributes.length;m++){var p=c.attributes[m].name,x=null!=e?e(c,p,c.attributes[m].value,!0):c.attributes[m].value;null!=x&&(k^=this.hashValue(p,e,g)+this.hashValue(x,e,g))}}if(null!=c.childNodes)for(m=0;m<c.childNodes.length;m++)k= -(k<<5)-k+this.hashValue(c.childNodes[m],e,g)<<0}else if(null!=c&&"function"!==typeof c){c=String(c);e=0;null!=g&&(g.byteCount+=c.length);for(m=0;m<c.length;m++)e=(e<<5)-e+c.charCodeAt(m)<<0;k^=e}return k};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(c,e,g,k,m,p,x){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage||mxClient.IS_CHROMEAPP};EditorUi.prototype.toggleScratchpad=function(){this.isScratchpadEnabled()&& -(null==this.scratchpad?StorageFile.getFileContent(this,".scratchpad",mxUtils.bind(this,function(c){null==c&&(c=this.emptyLibraryXml);this.loadLibrary(new StorageLibrary(this,c,".scratchpad"))})):this.closeLibrary(this.scratchpad))};EditorUi.prototype.createLibraryDataFromImages=function(c){var e=mxUtils.createXmlDocument(),g=e.createElement("mxlibrary");mxUtils.setTextContent(g,JSON.stringify(c));e.appendChild(g);return mxUtils.getXml(e)};EditorUi.prototype.closeLibrary=function(c){null!=c&&(this.removeLibrarySidebar(c.getHash()), -c.constructor!=LocalLibrary&&mxSettings.removeCustomLibrary(c.getHash()),".scratchpad"==c.title&&(this.scratchpad=null))};EditorUi.prototype.removeLibrarySidebar=function(c){var e=this.sidebar.palettes[c];if(null!=e){for(var g=0;g<e.length;g++)e[g].parentNode.removeChild(e[g]);delete this.sidebar.palettes[c]}};EditorUi.prototype.repositionLibrary=function(c){var e=this.sidebar.container;if(null==c){var g=this.sidebar.palettes["L.scratchpad"];null==g&&(g=this.sidebar.palettes.search);null!=g&&(c=g[g.length- -1].nextSibling)}c=null!=c?c:e.firstChild.nextSibling.nextSibling;g=e.lastChild;var k=g.previousSibling;e.insertBefore(g,c);e.insertBefore(k,g)};EditorUi.prototype.loadLibrary=function(c,e){var g=mxUtils.parseXml(c.getData());if("mxlibrary"==g.documentElement.nodeName){var k=JSON.parse(mxUtils.getTextContent(g.documentElement));this.libraryLoaded(c,k,g.documentElement.getAttribute("title"),e)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(c){return""}; -EditorUi.prototype.libraryLoaded=function(c,e,g,k){if(null!=this.sidebar){c.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(c.getHash());".scratchpad"==c.title&&(this.scratchpad=c);var m=this.sidebar.palettes[c.getHash()];m=null!=m?m[m.length-1].nextSibling:null;this.removeLibrarySidebar(c.getHash());var p=null,x=mxUtils.bind(this,function(H,C){0==H.length&&c.isEditable()?(null==p&&(p=document.createElement("div"),p.className="geDropTarget",mxUtils.write(p,mxResources.get("dragElementsHere"))), -C.appendChild(p)):this.addLibraryEntries(H,C)});null!=this.sidebar&&null!=e&&this.sidebar.addEntries(e);null==g&&(g=c.getTitle(),null!=g&&/(\.xml)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf("."))));var y=this.sidebar.addPalette(c.getHash(),g,null!=k?k:!0,mxUtils.bind(this,function(H){x(e,H)}));this.repositionLibrary(m);var A=y.parentNode.previousSibling;k=A.getAttribute("title");null!=k&&0<k.length&&".scratchpad"!=c.title&&A.setAttribute("title",this.getLibraryStorageHint(c)+"\n"+k);var z=document.createElement("div"); -z.style.position="absolute";z.style.right="0px";z.style.top="0px";z.style.padding="8px";z.style.backgroundColor="inherit";A.style.position="relative";var L=document.createElement("img");L.setAttribute("src",Editor.crossImage);L.setAttribute("title",mxResources.get("close"));L.setAttribute("valign","absmiddle");L.setAttribute("border","0");L.style.position="relative";L.style.top="2px";L.style.width="14px";L.style.cursor="pointer";L.style.margin="0 3px";Editor.isDarkMode()&&(L.style.filter="invert(100%)"); -var N=null;if(".scratchpad"!=c.title||this.closableScratchpad)z.appendChild(L),mxEvent.addListener(L,"click",mxUtils.bind(this,function(H){if(!mxEvent.isConsumed(H)){var C=mxUtils.bind(this,function(){this.closeLibrary(c)});null!=N?this.confirm(mxResources.get("allChangesLost"),null,C,mxResources.get("cancel"),mxResources.get("discardChanges")):C();mxEvent.consume(H)}}));if(c.isEditable()){var K=this.editor.graph,t=null,q=mxUtils.bind(this,function(H){this.showLibraryDialog(c.getTitle(),y,e,c,c.getMode()); -mxEvent.consume(H)}),G=mxUtils.bind(this,function(H){c.setModified(!0);c.isAutosave()?(null!=t&&null!=t.parentNode&&t.parentNode.removeChild(t),t=L.cloneNode(!1),t.setAttribute("src",Editor.spinImage),t.setAttribute("title",mxResources.get("saving")),t.style.cursor="default",t.style.marginRight="2px",t.style.marginTop="-2px",z.insertBefore(t,z.firstChild),A.style.paddingRight=18*z.childNodes.length+"px",this.saveLibrary(c.getTitle(),e,c,c.getMode(),!0,!0,function(){null!=t&&null!=t.parentNode&&(t.parentNode.removeChild(t), -A.style.paddingRight=18*z.childNodes.length+"px")})):null==N&&(N=L.cloneNode(!1),N.setAttribute("src",Editor.saveImage),N.setAttribute("title",mxResources.get("save")),z.insertBefore(N,z.firstChild),mxEvent.addListener(N,"click",mxUtils.bind(this,function(C){this.saveLibrary(c.getTitle(),e,c,c.getMode(),c.constructor==LocalLibrary,!0,function(){null==N||c.isModified()||(A.style.paddingRight=18*z.childNodes.length+"px",N.parentNode.removeChild(N),N=null)});mxEvent.consume(C)})),A.style.paddingRight= -18*z.childNodes.length+"px")}),E=mxUtils.bind(this,function(H,C,O,I){H=K.cloneCells(mxUtils.sortCells(K.model.getTopmostCells(H)));for(var S=0;S<H.length;S++){var R=K.getCellGeometry(H[S]);null!=R&&R.translate(-C.x,-C.y)}y.appendChild(this.sidebar.createVertexTemplateFromCells(H,C.width,C.height,I||"",!0,null,!1));H={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(H))),w:C.width,h:C.height};null!=I&&(H.title=I);e.push(H);G(O);null!=p&&null!=p.parentNode&&0<e.length&&(p.parentNode.removeChild(p), -p=null)}),F=mxUtils.bind(this,function(H){if(K.isSelectionEmpty())K.getRubberband().isActive()?(K.getRubberband().execute(H),K.getRubberband().reset()):this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var C=K.getSelectionCells(),O=K.view.getBounds(C),I=K.view.scale;O.x/=I;O.y/=I;O.width/=I;O.height/=I;O.x-=K.view.translate.x;O.y-=K.view.translate.y;E(C,O)}mxEvent.consume(H)});mxEvent.addGestureListeners(y,function(){},mxUtils.bind(this,function(H){K.isMouseDown&& -null!=K.panningManager&&null!=K.graphHandler.first&&(K.graphHandler.suspend(),null!=K.graphHandler.hint&&(K.graphHandler.hint.style.visibility="hidden"),y.style.backgroundColor="#f1f3f4",y.style.cursor="copy",K.panningManager.stop(),K.autoScroll=!1,mxEvent.consume(H))}),mxUtils.bind(this,function(H){K.isMouseDown&&null!=K.panningManager&&null!=K.graphHandler&&(y.style.backgroundColor="",y.style.cursor="default",this.sidebar.showTooltips=!0,K.panningManager.stop(),K.graphHandler.reset(),K.isMouseDown= -!1,K.autoScroll=!0,F(H),mxEvent.consume(H))}));mxEvent.addListener(y,"mouseleave",mxUtils.bind(this,function(H){K.isMouseDown&&null!=K.graphHandler.first&&(K.graphHandler.resume(),null!=K.graphHandler.hint&&(K.graphHandler.hint.style.visibility="visible"),y.style.backgroundColor="",y.style.cursor="",K.autoScroll=!0)}));Graph.fileSupport&&(mxEvent.addListener(y,"dragover",mxUtils.bind(this,function(H){y.style.backgroundColor="#f1f3f4";H.dataTransfer.dropEffect="copy";y.style.cursor="copy";this.sidebar.hideTooltip(); -H.stopPropagation();H.preventDefault()})),mxEvent.addListener(y,"drop",mxUtils.bind(this,function(H){y.style.cursor="";y.style.backgroundColor="";0<H.dataTransfer.files.length&&this.importFiles(H.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(C,O,I,S,R,Q,W,X,n){if(null!=C&&"image/"==O.substring(0,6))C="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+this.convertDataUri(C),C=[new mxCell("",new mxGeometry(0,0,R,Q),C)],C[0].vertex=!0, -E(C,new mxRectangle(0,0,R,Q),H,mxEvent.isAltDown(H)?null:W.substring(0,W.lastIndexOf(".")).replace(/_/g," ")),null!=p&&null!=p.parentNode&&0<e.length&&(p.parentNode.removeChild(p),p=null);else{var B=!1,J=mxUtils.bind(this,function(P,M){null!=P&&"application/pdf"==M&&(M=Editor.extractGraphModelFromPdf(P),null!=M&&0<M.length&&(P=M));if(null!=P)if(P=mxUtils.parseXml(P),"mxlibrary"==P.documentElement.nodeName)try{var V=JSON.parse(mxUtils.getTextContent(P.documentElement));x(V,y);e=e.concat(V);G(H);this.spinner.stop(); -B=!0}catch(ca){}else if("mxfile"==P.documentElement.nodeName)try{var T=P.documentElement.getElementsByTagName("diagram");for(V=0;V<T.length;V++){var U=this.stringToCells(Editor.getDiagramNodeXml(T[V])),Y=this.editor.graph.getBoundingBoxFromGeometry(U);E(U,new mxRectangle(0,0,Y.width,Y.height),H)}B=!0}catch(ca){null!=window.console&&console.log("error in drop handler:",ca)}B||(this.spinner.stop(),this.handleError({message:mxResources.get("errorLoadingFile")}));null!=p&&null!=p.parentNode&&0<e.length&& -(p.parentNode.removeChild(p),p=null)});null!=n&&null!=W&&(/(\.v(dx|sdx?))($|\?)/i.test(W)||/(\.vs(x|sx?))($|\?)/i.test(W))?this.importVisio(n,function(P){J(P,"text/xml")},null,W):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(C,W)&&null!=n?this.isExternalDataComms()?this.parseFile(n,mxUtils.bind(this,function(P){4==P.readyState&&(this.spinner.stop(),200<=P.status&&299>=P.status?J(P.responseText,"text/xml"):this.handleError({message:mxResources.get(413==P.status?"drawingTooLarge":"invalidOrMissingFile")}, -mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):J(C,O)}}));H.stopPropagation();H.preventDefault()})),mxEvent.addListener(y,"dragleave",function(H){y.style.cursor="";y.style.backgroundColor="";H.stopPropagation();H.preventDefault()}));L=L.cloneNode(!1);L.setAttribute("src",Editor.editImage);L.setAttribute("title",mxResources.get("edit"));z.insertBefore(L,z.firstChild);mxEvent.addListener(L,"click",q);mxEvent.addListener(y, -"dblclick",function(H){mxEvent.getSource(H)==y&&q(H)});k=L.cloneNode(!1);k.setAttribute("src",Editor.plusImage);k.setAttribute("title",mxResources.get("add"));z.insertBefore(k,z.firstChild);mxEvent.addListener(k,"click",F);this.isOffline()||".scratchpad"!=c.title||null==EditorUi.scratchpadHelpLink||(k=document.createElement("span"),k.setAttribute("title",mxResources.get("help")),k.style.cssText="color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(k,"?"),mxEvent.addGestureListeners(k, -mxUtils.bind(this,function(H){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(H)})),z.insertBefore(k,z.firstChild))}A.appendChild(z);A.style.paddingRight=18*z.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(c,e){for(var g=0;g<c.length;g++){var k=c[g],m=k.data;if(null!=m){m=this.convertDataUri(m);var p="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;";"fixed"==k.aspect&&(p+="aspect=fixed;");e.appendChild(this.sidebar.createVertexTemplate(p+ -"image="+m,k.w,k.h,"",k.title||"",!1,null,!0))}else null!=k.xml&&(m=this.stringToCells(Graph.decompress(k.xml)),0<m.length&&e.appendChild(this.sidebar.createVertexTemplateFromCells(m,k.w,k.h,k.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(c){return null!=c?c[mxLanguage]||c.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight=64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet", -STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground="rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight=41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor=Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName= -"darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor="#505759",BaseFormatPanel.prototype.buttonBackgroundColor=Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR="#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource= -"https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!==typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)),Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none",rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open", -startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid,Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders=new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(c,e,g,k,m,p,x){c=new ImageDialog(this,c,e,g,k,m,p,x);this.showDialog(c.container, -Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);c.init()};EditorUi.prototype.showBackgroundImageDialog=function(c,e){c=null!=c?c:mxUtils.bind(this,function(g,k){k||(g=new ChangePageSetup(this,null,g),g.ignoreColor=!0,this.editor.graph.model.execute(g))});c=new BackgroundImageDialog(this,c,e);this.showDialog(c.container,400,200,!0,!0);c.init()};EditorUi.prototype.showLibraryDialog=function(c,e,g,k,m){c=new LibraryDialog(this,c,e,g,k,m);this.showDialog(c.container,640,440,!0,!1,mxUtils.bind(this, -function(p){p&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));c.init()};var l=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(c){var e=l.apply(this,arguments);this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(g){this.editor.graph.isSelectionEmpty()&&e.refresh()}));return e};EditorUi.prototype.createSidebarFooterContainer=function(){var c=this.createDiv("geSidebarContainer geSidebarFooter");c.style.position="absolute";c.style.overflow= -"hidden";var e=document.createElement("a");e.className="geTitle";e.style.color="#DF6C0C";e.style.fontWeight="bold";e.style.height="100%";e.style.paddingTop="9px";e.innerHTML="<span>+</span>";var g=e.getElementsByTagName("span")[0];g.style.fontSize="18px";g.style.marginRight="5px";mxUtils.write(e,mxResources.get("moreShapes")+"...");mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(k){k.preventDefault()}));mxEvent.addListener(e,"click",mxUtils.bind(this, -function(k){this.actions.get("shapes").funct();mxEvent.consume(k)}));c.appendChild(e);return c};EditorUi.prototype.handleError=function(c,e,g,k,m,p,x){var y=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},A=null!=c&&null!=c.error?c.error:c;if(null!=c&&("1"==urlParams.test||null!=c.stack)&&null!=c.message)try{x?null!=window.console&&console.error("EditorUi.handleError:",c):EditorUi.logError("Caught: "+(""==c.message&&null!=c.name)?c.name:c.message,c.filename,c.lineNumber, -c.columnNumber,c,"INFO")}catch(t){}if(null!=A||null!=e){x=mxUtils.htmlEntities(mxResources.get("unknownError"));var z=mxResources.get("ok"),L=null;e=null!=e?e:mxResources.get("error");if(null!=A){null!=A.retry&&(z=mxResources.get("cancel"),L=function(){y();A.retry()});if(404==A.code||404==A.status||403==A.code){x=403==A.code?null!=A.message?mxUtils.htmlEntities(A.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=m?m:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+(null!= -this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var N=null!=m?null:null!=p?p:window.location.hash;if(null!=N&&("#G"==N.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"==N.substring(0,45))&&(null!=c&&null!=c.error&&(null!=c.error.errors&&0<c.error.errors.length&&"fileAccess"==c.error.errors[0].reason||null!=c.error.data&&0<c.error.data.length&&"fileAccess"==c.error.data[0].reason)||404==A.code||404==A.status)){N="#U"==N.substring(0, -2)?N.substring(45,N.lastIndexOf("%26ex")):N.substring(2);this.showError(e,x,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+N);this.handleError(c,e,g,k,m)}),L,mxResources.get("changeUser"),mxUtils.bind(this,function(){function t(){F.innerText="";for(var H=0;H<q.length;H++){var C=document.createElement("option");mxUtils.write(C,q[H].displayName);C.value=H;F.appendChild(C);C=document.createElement("option");C.innerHTML=" "; -mxUtils.write(C,"<"+q[H].email+">");C.setAttribute("disabled","disabled");F.appendChild(C)}C=document.createElement("option");mxUtils.write(C,mxResources.get("addAccount"));C.value=q.length;F.appendChild(C)}var q=this.drive.getUsersList(),G=document.createElement("div"),E=document.createElement("span");E.style.marginTop="6px";mxUtils.write(E,mxResources.get("changeUser")+": ");G.appendChild(E);var F=document.createElement("select");F.style.width="200px";t();mxEvent.addListener(F,"change",mxUtils.bind(this, -function(){var H=F.value,C=q.length!=H;C&&this.drive.setUser(q[H]);this.drive.authorize(C,mxUtils.bind(this,function(){C||(q=this.drive.getUsersList(),t())}),mxUtils.bind(this,function(O){this.handleError(O)}),!0)}));G.appendChild(F);G=new CustomDialog(this,G,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1),!0)}));this.showDialog(G.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!=g&&g()}),480,150);return}}null!=A.message? -x=""==A.message&&null!=A.name?mxUtils.htmlEntities(A.name):mxUtils.htmlEntities(A.message):null!=A.response&&null!=A.response.error?x=mxUtils.htmlEntities(A.response.error):"undefined"!==typeof window.App&&(A.code==App.ERROR_TIMEOUT?x=mxUtils.htmlEntities(mxResources.get("timeout")):A.code==App.ERROR_BUSY?x=mxUtils.htmlEntities(mxResources.get("busy")):"string"===typeof A&&0<A.length&&(x=mxUtils.htmlEntities(A)))}var K=p=null;null!=A&&null!=A.helpLink?(p=mxResources.get("help"),K=mxUtils.bind(this, -function(){return this.editor.graph.openLink(A.helpLink)})):null!=A&&null!=A.ownerEmail&&(p=mxResources.get("contactOwner"),x+=mxUtils.htmlEntities(" ("+p+": "+A.ownerEmail+")"),K=mxUtils.bind(this,function(){return this.openLink("mailto:"+mxUtils.htmlEntities(A.ownerEmail))}));this.showError(e,x,z,g,L,null,null,p,K,null,null,null,k?g:null)}else null!=g&&g()};EditorUi.prototype.alert=function(c,e,g){c=new ErrorDialog(this,null,c,mxResources.get("ok"),e);this.showDialog(c.container,g||340,100,!0,!1); -c.init()};EditorUi.prototype.confirm=function(c,e,g,k,m,p){var x=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},y=Math.min(200,28*Math.ceil(c.length/50));c=new ConfirmDialog(this,c,function(){x();null!=e&&e()},function(){x();null!=g&&g()},k,m,null,null,null,null,y);this.showDialog(c.container,340,46+y,!0,p);c.init()};EditorUi.prototype.showBanner=function(c,e,g,k){var m=!1;if(!(this.bannerShowing||this["hideBanner"+c]||isLocalStorage&&null!=mxSettings.settings&&null!= -mxSettings.settings["close"+c])){var p=document.createElement("div");p.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(p.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(p.style,"transition","all 1s ease");p.className="geBtn gePrimaryBtn"; -m=document.createElement("img");m.setAttribute("src",IMAGE_PATH+"/logo.png");m.setAttribute("border","0");m.setAttribute("align","absmiddle");m.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";p.appendChild(m);m=document.createElement("img");m.setAttribute("src",Dialog.prototype.closeImage);m.setAttribute("title",mxResources.get(k?"doNotShowAgain":"close"));m.setAttribute("border","0");m.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;"; -p.appendChild(m);mxUtils.write(p,e);document.body.appendChild(p);this.bannerShowing=!0;e=document.createElement("div");e.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var x=document.createElement("input");x.setAttribute("type","checkbox");x.setAttribute("id","geDoNotShowAgainCheckbox");x.style.marginRight="6px";if(!k){e.appendChild(x);var y=document.createElement("label");y.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(y,mxResources.get("doNotShowAgain"));e.appendChild(y); -p.style.paddingBottom="30px";p.appendChild(e)}var A=mxUtils.bind(this,function(){null!=p.parentNode&&(p.parentNode.removeChild(p),this.bannerShowing=!1,x.checked||k)&&(this["hideBanner"+c]=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings["close"+c]=Date.now(),mxSettings.save()))});mxEvent.addListener(m,"click",mxUtils.bind(this,function(L){mxEvent.consume(L);A()}));var z=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this, -function(){A()}),1E3)});mxEvent.addListener(p,"click",mxUtils.bind(this,function(L){var N=mxEvent.getSource(L);N!=x&&N!=y?(null!=g&&g(),A(),mxEvent.consume(L)):z()}));window.setTimeout(mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(z,3E4);m=!0}return m};EditorUi.prototype.setCurrentFile=function(c){null!=c&&(c.opened=new Date);this.currentFile=c};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas= -function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(c,e,g,k){c=c.toDataURL("image/"+g);if(null!=c&&6<c.length)null!=e&&(c=Editor.writeGraphModelToPng(c,"tEXt","mxfile",encodeURIComponent(e))),0<k&&(c=Editor.writeGraphModelToPng(c,"pHYs","dpi",k));else throw{message:mxResources.get("unknownError")};return c};EditorUi.prototype.saveCanvas=function(c,e,g,k,m){var p="jpeg"==g?"jpg":g;k=this.getBaseFilename(k)+(null!=e?".drawio":"")+"."+p;c=this.createImageDataUri(c, -e,g,m);this.saveData(k,p,c.substring(c.lastIndexOf(",")+1),"image/"+g,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&&"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&&7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(c,e){c=new TextareaDialog(this,c,e,null,null,mxResources.get("close"));this.showDialog(c.container,620,460, -!0,!0,null,null,null,null,!0);c.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(c,e,g,k,m,p){"text/xml"!=g||/(\.drawio)$/i.test(e)||/(\.xml)$/i.test(e)||/(\.svg)$/i.test(e)||/(\.html)$/i.test(e)||(e=e+"."+(null!=p?p:"drawio"));if(window.Blob&&navigator.msSaveOrOpenBlob)c=k?this.base64ToBlob(c,g):new Blob([c],{type:g}),navigator.msSaveOrOpenBlob(c,e);else if(mxClient.IS_IE)g=window.open("about:blank","_blank"),null==g?mxUtils.popup(c,!0):(g.document.write(c), -g.document.close(),g.document.execCommand("SaveAs",!0,e),g.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==g||"image/"!=g.substring(0,6)?this.showTextDialog(e+":",c):this.openInNewWindow(c,g,k);else{var x=document.createElement("a");p=(null==navigator.userAgent||0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof x.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var y=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);p=65==(y?parseInt(y[2],10): -!1)?!1:p}if(p||this.isOffline()){x.href=URL.createObjectURL(k?this.base64ToBlob(c,g):new Blob([c],{type:g}));p?x.download=e:x.setAttribute("target","_blank");document.body.appendChild(x);try{window.setTimeout(function(){URL.revokeObjectURL(x.href)},2E4),x.click(),x.parentNode.removeChild(x)}catch(A){}}else this.createEchoRequest(c,e,g,k,m).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(c,e,g,k,m,p){c="xml="+encodeURIComponent(c);return new mxXmlRequest(SAVE_URL,c+(null!= -g?"&mime="+g:"")+(null!=m?"&format="+m:"")+(null!=p?"&base64="+p:"")+(null!=e?"&filename="+encodeURIComponent(e):"")+(k?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(c,e){e=e||"";c=atob(c);for(var g=c.length,k=Math.ceil(g/1024),m=Array(k),p=0;p<k;++p){for(var x=1024*p,y=Math.min(x+1024,g),A=Array(y-x),z=0;x<y;++z,++x)A[z]=c[x].charCodeAt(0);m[p]=new Uint8Array(A)}return new Blob(m,{type:e})};EditorUi.prototype.saveLocalFile=function(c,e,g,k,m,p,x,y){p=null!=p?p:!1;x=null!=x?x:"vsdx"!= -m&&(!mxClient.IS_IOS||!navigator.standalone);m=this.getServiceCount(p);isLocalStorage&&m++;var A=4>=m?2:6<m?4:3;e=new CreateDialog(this,e,mxUtils.bind(this,function(z,L){try{if("_blank"==L)if(null!=g&&"image/"==g.substring(0,6))this.openInNewWindow(c,g,k);else if(null!=g&&"text/html"==g.substring(0,9)){var N=new EmbedDialog(this,c);this.showDialog(N.container,450,240,!0,!0);N.init()}else{var K=window.open("about:blank");null==K?mxUtils.popup(c,!0):(K.document.write("<pre>"+mxUtils.htmlEntities(c, -!1)+"</pre>"),K.document.close())}else L==App.MODE_DEVICE||"download"==L?this.doSaveLocalFile(c,z,g,k,null,y):null!=z&&0<z.length&&this.pickFolder(L,mxUtils.bind(this,function(t){try{this.exportFile(c,z,g,k,L,t)}catch(q){this.handleError(q)}}))}catch(t){this.handleError(t)}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,p,x,null,1<m,A,c,g,k);p=this.isServices(m)?m>A?390:280:160;this.showDialog(e.container,420,p,!0,!0);e.init()};EditorUi.prototype.openInNewWindow= -function(c,e,g){var k=window.open("about:blank");null==k||null==k.document?mxUtils.popup(c,!0):("image/svg+xml"!=e||mxClient.IS_SVG?"image/svg+xml"!=e||this.editor.graph.mathEnabled?(c=g?c:btoa(unescape(encodeURIComponent(c))),k.document.write('<html><img style="max-width:100%;" src="data:'+e+";base64,"+c+'"/></html>')):k.document.write("<html>"+c+"</html>"):k.document.write("<html><pre>"+mxUtils.htmlEntities(c,!1)+"</pre></html>"),k.document.close())};var d=EditorUi.prototype.addChromelessToolbarItems; -EditorUi.prototype.isChromelessImageExportEnabled=function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(c){if(null!=urlParams.tags){this.tagsDialog=this.tagsComponent=null;var e=c(mxUtils.bind(this,function(k){null==this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}), -!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position="",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding="4px",this.tagsComponent.div.style.overflow="auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily= -Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor="#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div,80)));if(null!=this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div; -mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var m=e.getBoundingClientRect();this.tagsDialog.style.left=m.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";m=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=m.zIndex;document.body.appendChild(this.tagsDialog); -this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(k)}),Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var k=this.editor.graph.getAllTags();e.style.display=0<k.length?"":"none"}))}d.apply(this,arguments);this.editor.addListener("tagsDialogShown",mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog= -null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container, -"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var g=c(mxUtils.bind(this,function(k){var m=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",m);null!=this.exportDialog&& -(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)m.apply(this);else{this.exportDialog=document.createElement("div");var p=g.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center";this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width= -"50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color="#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=p.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";p=mxUtils.getCurrentStyle(this.editor.graph.container);this.exportDialog.style.zIndex=p.zIndex;var x=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff", -speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});x.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this,function(y){x.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var A=this.createImageDataUri(y,null,"png");y=document.createElement("img");y.style.maxWidth="140px";y.style.maxHeight="140px";y.style.cursor="pointer";y.style.backgroundColor="white";y.setAttribute("title",mxResources.get("openInNewWindow")); -y.setAttribute("border","0");y.setAttribute("src",A);this.exportDialog.appendChild(y);mxEvent.addListener(y,"click",mxUtils.bind(this,function(){this.openInNewWindow(A.substring(A.indexOf(",")+1),"image/png",!0);m.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(y){this.spinner.stop();this.handleError(y)}),null,null,null,null,null,null,null,Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",m);document.body.appendChild(this.exportDialog)}mxEvent.consume(k)}), -Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(c,e,g,k,m){this.isLocalFileSave()?this.saveLocalFile(g,c,k,m,e):this.saveRequest(c,e,mxUtils.bind(this,function(p,x){return this.createEchoRequest(g,p,k,m,e,x)}),g,m,k)};EditorUi.prototype.saveRequest=function(c,e,g,k,m,p,x){x=null!=x?x:!mxClient.IS_IOS||!navigator.standalone;var y=this.getServiceCount(!1);isLocalStorage&&y++;var A=4>=y?2:6<y?4:3;c=new CreateDialog(this,c,mxUtils.bind(this,function(z,L){if("_blank"== -L||null!=z&&0<z.length){var N=g("_blank"==L?null:z,L==App.MODE_DEVICE||"download"==L||null==L||"_blank"==L?"0":"1");null!=N&&(L==App.MODE_DEVICE||"download"==L||"_blank"==L?N.simulate(document,"_blank"):this.pickFolder(L,mxUtils.bind(this,function(K){p=null!=p?p:"pdf"==e?"application/pdf":"image/"+e;if(null!=k)try{this.exportFile(k,z,p,!0,L,K)}catch(t){this.handleError(t)}else this.spinner.spin(document.body,mxResources.get("saving"))&&N.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<= -N.getStatus()&&299>=N.getStatus())try{this.exportFile(N.getText(),z,p,!0,L,K)}catch(t){this.handleError(t)}else this.handleError({message:mxResources.get("errorSavingFile")})}),function(t){this.spinner.stop();this.handleError(t)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,x,null,1<y,A,k,p,m);y=this.isServices(y)?4<y?390:280:160;this.showDialog(c.container,420,y,!0,!0);c.init()};EditorUi.prototype.isServices=function(c){return 1!= -c};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(c,e,g,k,m,p){};EditorUi.prototype.pickFolder=function(c,e,g){e(null)};EditorUi.prototype.exportSvg=function(c,e,g,k,m,p,x,y,A,z,L,N,K,t){if(this.spinner.spin(document.body,mxResources.get("export")))try{var q=this.editor.graph.isSelectionEmpty();g=null!=g?g:q;var G=e?null:this.editor.graph.background;G==mxConstants.NONE&&(G=null);null==G&&0==e&&(G=L?this.editor.graph.defaultPageBackgroundColor: -"#ffffff");var E=this.editor.graph.getSvg(G,c,x,y,null,g,null,null,"blank"==z?"_blank":"self"==z?"_top":null,null,!K,L,N);k&&this.editor.graph.addSvgShadow(E);var F=this.getBaseFilename()+(m?".drawio":"")+".svg";t=null!=t?t:mxUtils.bind(this,function(O){this.isLocalFileSave()||O.length<=MAX_REQUEST_SIZE?this.saveData(F,"svg",O,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(O)}))});var H=mxUtils.bind(this, -function(O){this.spinner.stop();m&&O.setAttribute("content",this.getFileData(!0,null,null,null,g,A,null,null,null,!1));t(Graph.xmlDeclaration+"\n"+(m?Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(O))});this.editor.graph.mathEnabled&&this.editor.addMathCss(E);var C=mxUtils.bind(this,function(O){p?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(O,H,this.thumbImageCache)):H(O)});K?this.embedFonts(E,C):(this.editor.addFontCss(E),C(E))}catch(O){this.handleError(O)}}; -EditorUi.prototype.addRadiobox=function(c,e,g,k,m,p,x){return this.addCheckbox(c,g,k,m,p,x,!0,e)};EditorUi.prototype.addCheckbox=function(c,e,g,k,m,p,x,y){p=null!=p?p:!0;var A=document.createElement("input");A.style.marginRight="8px";A.style.marginTop="16px";A.setAttribute("type",x?"radio":"checkbox");x="geCheckbox-"+Editor.guid();A.id=x;null!=y&&A.setAttribute("name",y);g&&(A.setAttribute("checked","checked"),A.defaultChecked=!0);k&&A.setAttribute("disabled","disabled");p&&(c.appendChild(A),g=document.createElement("label"), -mxUtils.write(g,e),g.setAttribute("for",x),c.appendChild(g),m||mxUtils.br(c));return A};EditorUi.prototype.addEditButton=function(c,e){var g=this.addCheckbox(c,mxResources.get("edit")+":",!0,null,!0);g.style.marginLeft="24px";var k=this.getCurrentFile(),m="";null!=k&&k.getMode()!=App.MODE_DEVICE&&k.getMode()!=App.MODE_BROWSER&&(m=window.location.href);var p=document.createElement("select");p.style.maxWidth="200px";p.style.width="auto";p.style.marginLeft="8px";p.style.marginRight="10px";p.className= -"geBtn";k=document.createElement("option");k.setAttribute("value","blank");mxUtils.write(k,mxResources.get("makeCopy"));p.appendChild(k);k=document.createElement("option");k.setAttribute("value","custom");mxUtils.write(k,mxResources.get("custom")+"...");p.appendChild(k);c.appendChild(p);mxEvent.addListener(p,"change",mxUtils.bind(this,function(){if("custom"==p.value){var x=new FilenameDialog(this,m,mxResources.get("ok"),function(y){null!=y?m=y:p.value="blank"},mxResources.get("url"),null,null,null, -null,function(){p.value="blank"});this.showDialog(x.container,300,80,!0,!1);x.init()}}));mxEvent.addListener(g,"change",mxUtils.bind(this,function(){g.checked&&(null==e||e.checked)?p.removeAttribute("disabled"):p.setAttribute("disabled","disabled")}));mxUtils.br(c);return{getLink:function(){return g.checked?"blank"===p.value?"_blank":m:null},getEditInput:function(){return g},getEditSelect:function(){return p}}};EditorUi.prototype.addLinkSection=function(c,e){function g(){var y=document.createElement("div"); -y.style.width="100%";y.style.height="100%";y.style.boxSizing="border-box";null!=p&&p!=mxConstants.NONE?(y.style.border="1px solid black",y.style.backgroundColor=p):(y.style.backgroundPosition="center center",y.style.backgroundRepeat="no-repeat",y.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");x.innerText="";x.appendChild(y)}mxUtils.write(c,mxResources.get("links")+":");var k=document.createElement("select");k.style.width="100px";k.style.padding="0px";k.style.marginLeft="8px";k.style.marginRight= -"10px";k.className="geBtn";var m=document.createElement("option");m.setAttribute("value","auto");mxUtils.write(m,mxResources.get("automatic"));k.appendChild(m);m=document.createElement("option");m.setAttribute("value","blank");mxUtils.write(m,mxResources.get("openInNewWindow"));k.appendChild(m);m=document.createElement("option");m.setAttribute("value","self");mxUtils.write(m,mxResources.get("openInThisWindow"));k.appendChild(m);e&&(e=document.createElement("option"),e.setAttribute("value","frame"), -mxUtils.write(e,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),k.appendChild(e));c.appendChild(k);mxUtils.write(c,mxResources.get("borderColor")+":");var p="#0000ff",x=null;x=mxUtils.button("",mxUtils.bind(this,function(y){this.pickColor(p||"none",function(A){p=A;g()});mxEvent.consume(y)}));g();x.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px";x.style.marginLeft="4px";x.style.height="22px";x.style.width="22px";x.style.position="relative";x.style.top=mxClient.IS_IE||mxClient.IS_IE11|| -mxClient.IS_EDGE?"6px":"1px";x.className="geColorBtn";c.appendChild(x);mxUtils.br(c);return{getColor:function(){return p},getTarget:function(){return k.value},focus:function(){k.focus()}}};EditorUi.prototype.createUrlParameters=function(c,e,g,k,m,p,x){x=null!=x?x:[];k&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||x.push("lightbox=1"),"auto"!=c&&x.push("target="+c),null!=e&&e!=mxConstants.NONE&&x.push("highlight="+("#"==e.charAt(0)?e.substring(1):e)),null!=m&&0<m.length&& -x.push("edit="+encodeURIComponent(m)),p&&x.push("layers=1"),this.editor.graph.foldingEnabled&&x.push("nav=1"));g&&null!=this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&x.push("page-id="+this.currentPage.getId());return x};EditorUi.prototype.createLink=function(c,e,g,k,m,p,x,y,A,z){A=this.createUrlParameters(c,e,g,k,m,p,A);c=this.getCurrentFile();e=!0;null!=x?g="#U"+encodeURIComponent(x):(c=this.getCurrentFile(),y||null==c||c.constructor!=window.DriveFile?g="#R"+encodeURIComponent(g? -this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))):(g="#"+c.getHash(),e=!1));e&&null!=c&&null!=c.getTitle()&&c.getTitle()!=this.defaultFilename&&A.push("title="+encodeURIComponent(c.getTitle()));z&&1<g.length&&(A.push("open="+g.substring(1)),g="");return(k&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+ -"/"+(0<A.length?"?"+A.join("&"):"")+g};EditorUi.prototype.createHtml=function(c,e,g,k,m,p,x,y,A,z,L,N){this.getBasenames();var K={};""!=m&&m!=mxConstants.NONE&&(K.highlight=m);"auto"!==k&&(K.target=k);z||(K.lightbox=!1);K.nav=this.editor.graph.foldingEnabled;g=parseInt(g);isNaN(g)||100==g||(K.zoom=g/100);g=[];x&&(g.push("pages"),K.resize=!0,null!=this.pages&&null!=this.currentPage&&(K.page=mxUtils.indexOf(this.pages,this.currentPage)));e&&(g.push("zoom"),K.resize=!0);y&&g.push("layers");A&&g.push("tags"); -0<g.length&&(z&&g.push("lightbox"),K.toolbar=g.join(" "));null!=L&&0<L.length&&(K.edit=L);null!=c?K.url=c:K.xml=this.getFileData(!0,null,null,null,null,!x);e='<div class="mxgraph" style="'+(p?"max-width:100%;":"")+(""!=g?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(K))+'"></div>';c=null!=c?"&fetch="+encodeURIComponent(c):"";N(e,'<script type="text/javascript" src="'+(0<c.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+ -"/embed2.js?")+c:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL:EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(c,e,g,k){var m=document.createElement("div");m.style.whiteSpace="nowrap";var p=document.createElement("h3");mxUtils.write(p,mxResources.get("html"));p.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";m.appendChild(p);var x=document.createElement("div"); -x.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var y=document.createElement("input");y.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";y.setAttribute("value","url");y.setAttribute("type","radio");y.setAttribute("name","type-embedhtmldialog");p=y.cloneNode(!0);p.setAttribute("value","copy");x.appendChild(p);var A=document.createElement("span");mxUtils.write(A,mxResources.get("includeCopyOfMyDiagram"));x.appendChild(A);mxUtils.br(x);x.appendChild(y); -A=document.createElement("span");mxUtils.write(A,mxResources.get("publicDiagramUrl"));x.appendChild(A);var z=this.getCurrentFile();null==g&&null!=z&&z.constructor==window.DriveFile&&(A=document.createElement("a"),A.style.paddingLeft="12px",A.style.color="gray",A.style.cursor="pointer",mxUtils.write(A,mxResources.get("share")),x.appendChild(A),mxEvent.addListener(A,"click",mxUtils.bind(this,function(){this.hideDialog();this.drive.showPermissions(z.getId())})));p.setAttribute("checked","checked");null== -g&&y.setAttribute("disabled","disabled");m.appendChild(x);var L=this.addLinkSection(m),N=this.addCheckbox(m,mxResources.get("zoom"),!0,null,!0);mxUtils.write(m,":");var K=document.createElement("input");K.setAttribute("type","text");K.style.marginRight="16px";K.style.width="60px";K.style.marginLeft="4px";K.style.marginRight="12px";K.value="100%";m.appendChild(K);var t=this.addCheckbox(m,mxResources.get("fit"),!0);x=null!=this.pages&&1<this.pages.length;var q=q=this.addCheckbox(m,mxResources.get("allPages"), -x,!x),G=this.addCheckbox(m,mxResources.get("layers"),!0),E=this.addCheckbox(m,mxResources.get("tags"),!0),F=this.addCheckbox(m,mxResources.get("lightbox"),!0),H=null;x=380;if(EditorUi.enableHtmlEditOption){H=this.addEditButton(m,F);var C=H.getEditInput();C.style.marginBottom="16px";x+=50;mxEvent.addListener(F,"change",function(){F.checked?C.removeAttribute("disabled"):C.setAttribute("disabled","disabled");C.checked&&F.checked?H.getEditSelect().removeAttribute("disabled"):H.getEditSelect().setAttribute("disabled", -"disabled")})}c=new CustomDialog(this,m,mxUtils.bind(this,function(){k(y.checked?g:null,N.checked,K.value,L.getTarget(),L.getColor(),t.checked,q.checked,G.checked,E.checked,F.checked,null!=H?H.getLink():null)}),null,c,e);this.showDialog(c.container,340,x,!0,!0);p.focus()};EditorUi.prototype.showPublishLinkDialog=function(c,e,g,k,m,p,x,y){var A=document.createElement("div");A.style.whiteSpace="nowrap";var z=document.createElement("h3");mxUtils.write(z,c||mxResources.get("link"));z.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px"; -A.appendChild(z);var L=this.getCurrentFile();c=0;if(null==L||L.constructor!=window.DriveFile||e)x=null!=x?x:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{c=80;x=null!=x?x:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram";z=document.createElement("div");z.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;";var N=document.createElement("div");N.style.whiteSpace="normal";mxUtils.write(N,mxResources.get("linkAccountRequired")); -z.appendChild(N);N=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(L.getId())}));N.style.marginTop="12px";N.className="geBtn";z.appendChild(N);A.appendChild(z);N=document.createElement("a");N.style.paddingLeft="12px";N.style.color="gray";N.style.fontSize="11px";N.style.cursor="pointer";mxUtils.write(N,mxResources.get("check"));z.appendChild(N);mxEvent.addListener(N,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&& -this.getPublicUrl(this.getCurrentFile(),mxUtils.bind(this,function(I){this.spinner.stop();I=new ErrorDialog(this,null,mxResources.get(null!=I?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(I.container,300,80,!0,!1);I.init()}))}))}var K=null,t=null;if(null!=g||null!=k)c+=30,mxUtils.write(A,mxResources.get("width")+":"),K=document.createElement("input"),K.setAttribute("type","text"),K.style.marginRight="16px",K.style.width="50px",K.style.marginLeft="6px",K.style.marginRight= -"16px",K.style.marginBottom="10px",K.value="100%",A.appendChild(K),mxUtils.write(A,mxResources.get("height")+":"),t=document.createElement("input"),t.setAttribute("type","text"),t.style.width="50px",t.style.marginLeft="6px",t.style.marginBottom="10px",t.value=k+"px",A.appendChild(t),mxUtils.br(A);var q=this.addLinkSection(A,p);g=null!=this.pages&&1<this.pages.length;var G=null;if(null==L||L.constructor!=window.DriveFile||e)G=this.addCheckbox(A,mxResources.get("allPages"),g,!g);var E=this.addCheckbox(A, -mxResources.get("lightbox"),!0,null,null,!p),F=this.addEditButton(A,E),H=F.getEditInput();p&&(H.style.marginLeft=E.style.marginLeft,E.style.display="none",c-=20);var C=this.addCheckbox(A,mxResources.get("layers"),!0);C.style.marginLeft=H.style.marginLeft;C.style.marginTop="8px";var O=this.addCheckbox(A,mxResources.get("tags"),!0);O.style.marginLeft=H.style.marginLeft;O.style.marginBottom="16px";O.style.marginTop="16px";mxEvent.addListener(E,"change",function(){E.checked?(C.removeAttribute("disabled"), -H.removeAttribute("disabled")):(C.setAttribute("disabled","disabled"),H.setAttribute("disabled","disabled"));H.checked&&E.checked?F.getEditSelect().removeAttribute("disabled"):F.getEditSelect().setAttribute("disabled","disabled")});e=new CustomDialog(this,A,mxUtils.bind(this,function(){m(q.getTarget(),q.getColor(),null==G?!0:G.checked,E.checked,F.getLink(),C.checked,null!=K?K.value:null,null!=t?t.value:null,O.checked)}),null,mxResources.get("create"),x,y);this.showDialog(e.container,340,300+c,!0, -!0);null!=K?(K.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?K.select():document.execCommand("selectAll",!1,null)):q.focus()};EditorUi.prototype.showRemoteExportDialog=function(c,e,g,k,m){var p=document.createElement("div");p.style.whiteSpace="nowrap";var x=document.createElement("h3");mxUtils.write(x,mxResources.get("image"));x.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+(m?"10":"4")+"px";p.appendChild(x);if(m){mxUtils.write(p,mxResources.get("zoom")+ -":");var y=document.createElement("input");y.setAttribute("type","text");y.style.marginRight="16px";y.style.width="60px";y.style.marginLeft="4px";y.style.marginRight="12px";y.value=this.lastExportZoom||"100%";p.appendChild(y);mxUtils.write(p,mxResources.get("borderWidth")+":");var A=document.createElement("input");A.setAttribute("type","text");A.style.marginRight="16px";A.style.width="60px";A.style.marginLeft="4px";A.value=this.lastExportBorder||"0";p.appendChild(A);mxUtils.br(p)}var z=this.addCheckbox(p, -mxResources.get("selectionOnly"),!1,this.editor.graph.isSelectionEmpty()),L=k?null:this.addCheckbox(p,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);x=this.editor.graph;var N=k?null:this.addCheckbox(p,mxResources.get("transparentBackground"),x.background==mxConstants.NONE||null==x.background);null!=N&&(N.style.marginBottom="16px");c=new CustomDialog(this,p,mxUtils.bind(this,function(){var K=parseInt(y.value)/100||1,t=parseInt(A.value)||0;g(!z.checked,null!=L?L.checked:!1, -null!=N?N.checked:!1,K,t)}),null,c,e);this.showDialog(c.container,300,(m?25:0)+(k?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(c,e,g,k,m,p,x,y,A){x=null!=x?x:Editor.defaultIncludeDiagram;var z=document.createElement("div");z.style.whiteSpace="nowrap";var L=this.editor.graph,N="jpeg"==y?220:300,K=document.createElement("h3");mxUtils.write(K,c);K.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px";z.appendChild(K);mxUtils.write(z,mxResources.get("zoom")+":"); -var t=document.createElement("input");t.setAttribute("type","text");t.style.marginRight="16px";t.style.width="60px";t.style.marginLeft="4px";t.style.marginRight="12px";t.value=this.lastExportZoom||"100%";z.appendChild(t);mxUtils.write(z,mxResources.get("borderWidth")+":");var q=document.createElement("input");q.setAttribute("type","text");q.style.marginRight="16px";q.style.width="60px";q.style.marginLeft="4px";q.value=this.lastExportBorder||"0";z.appendChild(q);mxUtils.br(z);var G=this.addCheckbox(z, -mxResources.get("selectionOnly"),!1,L.isSelectionEmpty()),E=document.createElement("input");E.style.marginTop="16px";E.style.marginRight="8px";E.style.marginLeft="24px";E.setAttribute("disabled","disabled");E.setAttribute("type","checkbox");var F=document.createElement("select");F.style.marginTop="16px";F.style.marginLeft="8px";c=["selectionOnly","diagram","page"];var H={};for(K=0;K<c.length;K++)if(!L.isSelectionEmpty()||"selectionOnly"!=c[K]){var C=document.createElement("option");mxUtils.write(C, -mxResources.get(c[K]));C.setAttribute("value",c[K]);F.appendChild(C);H[c[K]]=C}A?(mxUtils.write(z,mxResources.get("size")+":"),z.appendChild(F),mxUtils.br(z),N+=26,mxEvent.addListener(F,"change",function(){"selectionOnly"==F.value&&(G.checked=!0)})):p&&(z.appendChild(E),mxUtils.write(z,mxResources.get("crop")),mxUtils.br(z),N+=30,mxEvent.addListener(G,"change",function(){G.checked?E.removeAttribute("disabled"):E.setAttribute("disabled","disabled")}));L.isSelectionEmpty()?A&&(G.style.display="none", -G.nextSibling.style.display="none",G.nextSibling.nextSibling.style.display="none",N-=30):(F.value="diagram",E.setAttribute("checked","checked"),E.defaultChecked=!0,mxEvent.addListener(G,"change",function(){F.value=G.checked?"selectionOnly":"diagram"}));var O=this.addCheckbox(z,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=y),I=null;Editor.isDarkMode()&&(I=this.addCheckbox(z,mxResources.get("dark"),!0),N+=26);var S=this.addCheckbox(z,mxResources.get("shadow"),L.shadowVisible),R=null; -if("png"==y||"jpeg"==y)R=this.addCheckbox(z,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),N+=30;var Q=this.addCheckbox(z,mxResources.get("includeCopyOfMyDiagram"),x,null,null,"jpeg"!=y);Q.style.marginBottom="16px";var W=document.createElement("input");W.style.marginBottom="16px";W.style.marginRight="8px";W.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||W.setAttribute("disabled","disabled");var X=document.createElement("select");X.style.maxWidth= -"260px";X.style.marginLeft="8px";X.style.marginRight="10px";X.style.marginBottom="16px";X.className="geBtn";p=document.createElement("option");p.setAttribute("value","none");mxUtils.write(p,mxResources.get("noChange"));X.appendChild(p);p=document.createElement("option");p.setAttribute("value","embedFonts");mxUtils.write(p,mxResources.get("embedFonts"));X.appendChild(p);p=document.createElement("option");p.setAttribute("value","lblToSvg");mxUtils.write(p,mxResources.get("lblToSvg"));this.isOffline()|| -EditorUi.isElectronApp||X.appendChild(p);mxEvent.addListener(X,"change",mxUtils.bind(this,function(){"lblToSvg"==X.value?(W.checked=!0,W.setAttribute("disabled","disabled"),H.page.style.display="none","page"==F.value&&(F.value="diagram"),S.checked=!1,S.setAttribute("disabled","disabled"),B.style.display="inline-block",n.style.display="none"):"disabled"==W.getAttribute("disabled")&&(W.checked=!1,W.removeAttribute("disabled"),S.removeAttribute("disabled"),H.page.style.display="",B.style.display="none", -n.style.display="")}));e&&(z.appendChild(W),mxUtils.write(z,mxResources.get("embedImages")),mxUtils.br(z),mxUtils.write(z,mxResources.get("txtSettings")+":"),z.appendChild(X),mxUtils.br(z),N+=60);var n=document.createElement("select");n.style.maxWidth="260px";n.style.marginLeft="8px";n.style.marginRight="10px";n.className="geBtn";e=document.createElement("option");e.setAttribute("value","auto");mxUtils.write(e,mxResources.get("automatic"));n.appendChild(e);e=document.createElement("option");e.setAttribute("value", -"blank");mxUtils.write(e,mxResources.get("openInNewWindow"));n.appendChild(e);e=document.createElement("option");e.setAttribute("value","self");mxUtils.write(e,mxResources.get("openInThisWindow"));n.appendChild(e);var B=document.createElement("div");mxUtils.write(B,mxResources.get("LinksLost"));B.style.margin="7px";B.style.display="none";"svg"==y&&(mxUtils.write(z,mxResources.get("links")+":"),z.appendChild(n),z.appendChild(B),mxUtils.br(z),mxUtils.br(z),N+=50);g=new CustomDialog(this,z,mxUtils.bind(this, -function(){this.lastExportBorder=q.value;this.lastExportZoom=t.value;m(t.value,O.checked,!G.checked,S.checked,Q.checked,W.checked,q.value,E.checked,!1,n.value,null!=R?R.checked:null,null!=I?I.checked:null,F.value,"embedFonts"==X.value,"lblToSvg"==X.value)}),null,g,k);this.showDialog(g.container,340,N,!0,!0,null,null,null,null,!0);t.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?t.select():document.execCommand("selectAll",!1,null)};EditorUi.prototype.showEmbedImageDialog=function(c, -e,g,k,m){var p=document.createElement("div");p.style.whiteSpace="nowrap";var x=this.editor.graph;if(null!=e){var y=document.createElement("h3");mxUtils.write(y,e);y.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";p.appendChild(y)}var A=this.addCheckbox(p,mxResources.get("fit"),!0),z=this.addCheckbox(p,mxResources.get("shadow"),x.shadowVisible&&k,!k),L=this.addCheckbox(p,g),N=this.addCheckbox(p,mxResources.get("lightbox"),!0),K=this.addEditButton(p,N),t=K.getEditInput(), -q=1<x.model.getChildCount(x.model.getRoot()),G=this.addCheckbox(p,mxResources.get("layers"),q,!q);G.style.marginLeft=t.style.marginLeft;G.style.marginBottom="12px";G.style.marginTop="8px";mxEvent.addListener(N,"change",function(){N.checked?(q&&G.removeAttribute("disabled"),t.removeAttribute("disabled")):(G.setAttribute("disabled","disabled"),t.setAttribute("disabled","disabled"));t.checked&&N.checked?K.getEditSelect().removeAttribute("disabled"):K.getEditSelect().setAttribute("disabled","disabled")}); -e=new CustomDialog(this,p,mxUtils.bind(this,function(){c(A.checked,z.checked,L.checked,N.checked,K.getLink(),G.checked)}),null,mxResources.get("embed"),m);this.showDialog(e.container,280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(c,e,g,k,m,p,x,y){function A(t){var q=" ",G="";k&&(q=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+ -EditorUi.lightboxHost+"/?client=1"+(null!=L?"&page="+L:"")+(m?"&edit=_blank":"")+(p?"&layers=1":"")+"');}})(this);\"",G+="cursor:pointer;");c&&(G+="max-width:100%;");var E="";g&&(E=' width="'+Math.round(z.width)+'" height="'+Math.round(z.height)+'"');x('<img src="'+t+'"'+E+(""!=G?' style="'+G+'"':"")+q+"/>")}var z=this.editor.graph.getGraphBounds(),L=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(t){var q=k?this.getFileData(!0):null;t= -this.createImageDataUri(t,q,"png");A(t)}),null,null,null,mxUtils.bind(this,function(t){y({message:mxResources.get("unknownError")})}),null,!0,g?2:1,null,e,null,null,Editor.defaultBorder);else if(e=this.getFileData(!0),z.width*z.height<=MAX_AREA&&e.length<=MAX_REQUEST_SIZE){var N="";g&&(N="&w="+Math.round(2*z.width)+"&h="+Math.round(2*z.height));var K=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(k?"1":"0")+N+"&xml="+encodeURIComponent(e));K.send(mxUtils.bind(this,function(){200<=K.getStatus()&& -299>=K.getStatus()?A("data:image/png;base64,"+K.getText()):y({message:mxResources.get("unknownError")})}))}else y({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(c,e,g,k,m,p,x){var y=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!g),A=y.getElementsByTagName("a");if(null!=A)for(var z=0;z<A.length;z++){var L=A[z].getAttribute("href");null!=L&&"#"==L.charAt(0)&&"_blank"==A[z].getAttribute("target")&&A[z].removeAttribute("target")}k&& -y.setAttribute("content",this.getFileData(!0));e&&this.editor.graph.addSvgShadow(y);if(g){var N=" ",K="";k&&(N="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(m?"&edit=_blank":"")+(p?"&layers=1": -"")+"');}})(this);\"",K+="cursor:pointer;");c&&(K+="max-width:100%;");this.editor.convertImages(y,mxUtils.bind(this,function(t){x('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(t))+'"'+(""!=K?' style="'+K+'"':"")+N+"/>")}))}else K="",k&&(e=this.getSelectedPageIndex(),y.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ -EditorUi.lightboxHost+"/?client=1"+(null!=e?"&page="+e:"")+(m?"&edit=_blank":"")+(p?"&layers=1":"")+"');}}})(this);"),K+="cursor:pointer;"),c&&(c=parseInt(y.getAttribute("width")),m=parseInt(y.getAttribute("height")),y.setAttribute("viewBox","-0.5 -0.5 "+c+" "+m),K+="max-width:100%;max-height:"+m+"px;",y.removeAttribute("height")),""!=K&&y.setAttribute("style",K),this.editor.addFontCss(y),this.editor.graph.mathEnabled&&this.editor.addMathCss(y),x(mxUtils.getXml(y))};EditorUi.prototype.timeSince=function(c){c= +EditorUi.prototype.createKeyHandler=function(c){var e=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var g=e.getFunction,q=this.editor.graph,n=this;e.getFunction=function(p){if(q.isSelectionEmpty()&&null!=n.pages&&0<n.pages.length){var z=n.getSelectedPageIndex();if(mxEvent.isShiftDown(p)){if(37==p.keyCode)return function(){0<z&&n.movePage(z,z-1)};if(38==p.keyCode)return function(){0<z&&n.movePage(z,0)};if(39==p.keyCode)return function(){z<n.pages.length-1&&n.movePage(z, +z+1)};if(40==p.keyCode)return function(){z<n.pages.length-1&&n.movePage(z,n.pages.length-1)}}else if(mxEvent.isControlDown(p)||mxClient.IS_MAC&&mxEvent.isMetaDown(p)){if(37==p.keyCode)return function(){0<z&&n.selectNextPage(!1)};if(38==p.keyCode)return function(){0<z&&n.selectPage(n.pages[0])};if(39==p.keyCode)return function(){z<n.pages.length-1&&n.selectNextPage(!0)};if(40==p.keyCode)return function(){z<n.pages.length-1&&n.selectPage(n.pages[n.pages.length-1])}}}return!(65<=p.keyCode&&90>=p.keyCode)|| +q.isSelectionEmpty()||mxEvent.isAltDown(p)||mxEvent.isShiftDown(p)||mxEvent.isControlDown(p)||mxClient.IS_MAC&&mxEvent.isMetaDown(p)?g.apply(this,arguments):null}}return e};var f=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(c){var e=f.apply(this,arguments);if(null==e)try{var g=c.indexOf("<mxfile ");if(0<=g){var q=c.lastIndexOf("</mxfile>");q>g&&(e=c.substring(g,q+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g, +""))}else{var n=mxUtils.parseXml(c),p=this.editor.extractGraphModel(n.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);e=null!=p?mxUtils.getXml(p):""}}catch(z){}return e};EditorUi.prototype.validateFileData=function(c){if(null!=c&&0<c.length){var e=c.indexOf('<meta charset="utf-8">');0<=e&&(c=c.slice(0,e)+'<meta charset="utf-8"/>'+c.slice(e+23-1,c.length));c=Graph.zapGremlins(c)}return c};EditorUi.prototype.replaceFileData=function(c){c=this.validateFileData(c); +c=null!=c&&0<c.length?mxUtils.parseXml(c).documentElement:null;var e=null!=c?this.editor.extractGraphModel(c,!0):null;null!=e&&(c=e);if(null!=c){e=this.editor.graph;e.model.beginUpdate();try{var g=null!=this.pages?this.pages.slice():null,q=c.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<q.length||1==q.length&&q[0].hasAttribute("name")){this.fileNode=c;this.pages=null!=this.pages?this.pages:[];for(var n=q.length-1;0<=n;n--){var p=this.updatePageRoot(new DiagramPage(q[n]));null==p.getName()&& +p.setName(mxResources.get("pageWithNumber",[n+1]));e.model.execute(new ChangePage(this,p,0==n?p:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode=c.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(c.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),e.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(c),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root); +if(null!=g)for(n=0;n<g.length;n++)e.model.execute(new ChangePage(this,g[n],null))}finally{e.model.endUpdate()}}};EditorUi.prototype.createFileData=function(c,e,g,q,n,p,z,C,u,y,I){e=null!=e?e:this.editor.graph;n=null!=n?n:!1;u=null!=u?u:!0;var N=null;if(null==g||g.getMode()==App.MODE_DEVICE||g.getMode()==App.MODE_BROWSER)var t="_blank";else N=t=q;if(null==c)return"";var m=c;if("mxfile"!=m.nodeName.toLowerCase()){if(I){var F=c.ownerDocument.createElement("diagram");F.setAttribute("id",Editor.guid()); +F.appendChild(c)}else{F=Graph.zapGremlins(mxUtils.getXml(c));m=Graph.compress(F);if(Graph.decompress(m)!=F)return F;F=c.ownerDocument.createElement("diagram");F.setAttribute("id",Editor.guid());mxUtils.setTextContent(F,m)}m=c.ownerDocument.createElement("mxfile");m.appendChild(F)}y?(m=m.cloneNode(!0),m.removeAttribute("modified"),m.removeAttribute("host"),m.removeAttribute("agent"),m.removeAttribute("etag"),m.removeAttribute("userAgent"),m.removeAttribute("version"),m.removeAttribute("editor"),m.removeAttribute("type")): +(m.removeAttribute("userAgent"),m.removeAttribute("version"),m.removeAttribute("editor"),m.removeAttribute("pages"),m.removeAttribute("type"),mxClient.IS_CHROMEAPP?m.setAttribute("host","Chrome"):EditorUi.isElectronApp?m.setAttribute("host","Electron"):m.setAttribute("host",window.location.hostname),m.setAttribute("modified",(new Date).toISOString()),m.setAttribute("agent",navigator.appVersion),m.setAttribute("version",EditorUi.VERSION),m.setAttribute("etag",Editor.guid()),c=null!=g?g.getMode():this.mode, +null!=c&&m.setAttribute("type",c),1<m.getElementsByTagName("diagram").length&&null!=this.pages&&m.setAttribute("pages",this.pages.length));I=I?mxUtils.getPrettyXml(m):mxUtils.getXml(m);if(!p&&!n&&(z||null!=g&&/(\.html)$/i.test(g.getTitle())))I=this.getHtml2(mxUtils.getXml(m),e,null!=g?g.getTitle():null,t,N);else if(p||!n&&null!=g&&/(\.svg)$/i.test(g.getTitle()))null==g||g.getMode()!=App.MODE_DEVICE&&g.getMode()!=App.MODE_BROWSER||(q=null),I=this.getEmbeddedSvg(I,e,q,null,C,u,N);return I};EditorUi.prototype.getXmlFileData= +function(c,e,g,q){c=null!=c?c:!0;e=null!=e?e:!1;g=null!=g?g:!Editor.compressXml;var n=this.editor.getGraphXml(c,q);if(c&&null!=this.fileNode&&null!=this.currentPage)if(c=function(u){var y=u.getElementsByTagName("mxGraphModel");y=0<y.length?y[0]:null;null==y&&g?(y=mxUtils.trim(mxUtils.getTextContent(u)),u=u.cloneNode(!1),0<y.length&&(y=Graph.decompress(y),null!=y&&0<y.length&&u.appendChild(mxUtils.parseXml(y).documentElement))):null==y||g?u=u.cloneNode(!0):(u=u.cloneNode(!1),mxUtils.setTextContent(u, +Graph.compressNode(y)));n.appendChild(u)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node,Graph.compressNode(n)),n=this.fileNode.cloneNode(!1),e)c(this.currentPage.node);else for(e=0;e<this.pages.length;e++){var p=this.pages[e],z=p.node;if(p!=this.currentPage)if(p.needsUpdate){var C=new mxCodec(mxUtils.createXmlDocument());C=C.encode(new mxGraphModel(p.root));this.editor.graph.saveViewState(p.viewState,C,null,q);EditorUi.removeChildNodes(z);mxUtils.setTextContent(z, +Graph.compressNode(C));delete p.needsUpdate}else q&&(this.updatePageRoot(p),null!=p.viewState.backgroundImage&&(null!=p.viewState.backgroundImage.originalSrc?p.viewState.backgroundImage=this.createImageForPageLink(p.viewState.backgroundImage.originalSrc,p):Graph.isPageLink(p.viewState.backgroundImage.src)&&(p.viewState.backgroundImage=this.createImageForPageLink(p.viewState.backgroundImage.src,p))),null!=p.viewState.backgroundImage&&null!=p.viewState.backgroundImage.originalSrc&&(C=new mxCodec(mxUtils.createXmlDocument()), +C=C.encode(new mxGraphModel(p.root)),this.editor.graph.saveViewState(p.viewState,C,null,q),z=z.cloneNode(!1),mxUtils.setTextContent(z,Graph.compressNode(C))));c(z)}return n};EditorUi.prototype.anonymizeString=function(c,e){for(var g=[],q=0;q<c.length;q++){var n=c.charAt(q);0<=EditorUi.ignoredAnonymizedChars.indexOf(n)?g.push(n):isNaN(parseInt(n))?n.toLowerCase()!=n?g.push(String.fromCharCode(65+Math.round(25*Math.random()))):n.toUpperCase()!=n?g.push(String.fromCharCode(97+Math.round(25*Math.random()))): +/\s/.test(n)?g.push(" "):g.push("?"):g.push(e?"0":Math.round(9*Math.random()))}return g.join("")};EditorUi.prototype.anonymizePatch=function(c){if(null!=c[EditorUi.DIFF_INSERT])for(var e=0;e<c[EditorUi.DIFF_INSERT].length;e++)try{var g=mxUtils.parseXml(c[EditorUi.DIFF_INSERT][e].data).documentElement.cloneNode(!1);null!=g.getAttribute("name")&&g.setAttribute("name",this.anonymizeString(g.getAttribute("name")));c[EditorUi.DIFF_INSERT][e].data=mxUtils.getXml(g)}catch(p){c[EditorUi.DIFF_INSERT][e].data= +p.message}if(null!=c[EditorUi.DIFF_UPDATE]){for(var q in c[EditorUi.DIFF_UPDATE]){var n=c[EditorUi.DIFF_UPDATE][q];null!=n.name&&(n.name=this.anonymizeString(n.name));null!=n.cells&&(e=mxUtils.bind(this,function(p){var z=n.cells[p];if(null!=z){for(var C in z)null!=z[C].value&&(z[C].value="["+z[C].value.length+"]"),null!=z[C].xmlValue&&(z[C].xmlValue="["+z[C].xmlValue.length+"]"),null!=z[C].style&&(z[C].style="["+z[C].style.length+"]"),mxUtils.isEmptyObject(z[C])&&delete z[C];mxUtils.isEmptyObject(z)&& +delete n.cells[p]}}),e(EditorUi.DIFF_INSERT),e(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(n.cells)&&delete n.cells);mxUtils.isEmptyObject(n)&&delete c[EditorUi.DIFF_UPDATE][q]}mxUtils.isEmptyObject(c[EditorUi.DIFF_UPDATE])&&delete c[EditorUi.DIFF_UPDATE]}return c};EditorUi.prototype.anonymizeAttributes=function(c,e){if(null!=c.attributes)for(var g=0;g<c.attributes.length;g++)"as"!=c.attributes[g].name&&c.setAttribute(c.attributes[g].name,this.anonymizeString(c.attributes[g].value,e));if(null!=c.childNodes)for(g= +0;g<c.childNodes.length;g++)this.anonymizeAttributes(c.childNodes[g],e)};EditorUi.prototype.anonymizeNode=function(c,e){e=c.getElementsByTagName("mxCell");for(var g=0;g<e.length;g++)null!=e[g].getAttribute("value")&&e[g].setAttribute("value","["+e[g].getAttribute("value").length+"]"),null!=e[g].getAttribute("xmlValue")&&e[g].setAttribute("xmlValue","["+e[g].getAttribute("xmlValue").length+"]"),null!=e[g].getAttribute("style")&&e[g].setAttribute("style","["+e[g].getAttribute("style").length+"]"),null!= +e[g].parentNode&&"root"!=e[g].parentNode.nodeName&&null!=e[g].parentNode.parentNode&&(e[g].setAttribute("id",e[g].parentNode.getAttribute("id")),e[g].parentNode.parentNode.replaceChild(e[g],e[g].parentNode));return c};EditorUi.prototype.synchronizeCurrentFile=function(c){var e=this.getCurrentFile();null!=e&&(e.savingFile?this.handleError({message:mxResources.get("busy")}):!c&&e.invalidChecksum?e.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(e.clearAutosave(), +this.editor.setStatus(""),c?e.reloadFile(mxUtils.bind(this,function(){e.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){e.handleFileError(g,!0)})):e.synchronizeFile(mxUtils.bind(this,function(){e.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){e.handleFileError(g,!0)}))))};EditorUi.prototype.getFileData=function(c,e,g,q,n,p,z,C,u,y,I){n=null!=n?n:!0;p=null!=p?p:!1;var N=this.editor.graph;if(e||!c&&null!=u&&/(\.svg)$/i.test(u.getTitle())){var t= +null!=N.themes&&"darkTheme"==N.defaultThemeName;y=!1;if(t||null!=this.pages&&this.currentPage!=this.pages[0]){var m=N.getGlobalVariable;N=this.createTemporaryGraph(t?N.getDefaultStylesheet():N.getStylesheet());N.setBackgroundImage=this.editor.graph.setBackgroundImage;N.background=this.editor.graph.background;var F=this.pages[0];this.currentPage==F?N.setBackgroundImage(this.editor.graph.backgroundImage):null!=F.viewState&&null!=F.viewState&&N.setBackgroundImage(F.viewState.backgroundImage);N.getGlobalVariable= +function(J){return"page"==J?F.getName():"pagenumber"==J?1:m.apply(this,arguments)};document.body.appendChild(N.container);N.model.setRoot(F.root)}}z=null!=z?z:this.getXmlFileData(n,p,y,I);u=null!=u?u:this.getCurrentFile();c=this.createFileData(z,N,u,window.location.href,c,e,g,q,n,C,y);N!=this.editor.graph&&N.container.parentNode.removeChild(N.container);return c};EditorUi.prototype.getHtml=function(c,e,g,q,n,p){p=null!=p?p:!0;var z=null,C=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=e){z= +p?e.getGraphBounds():e.getBoundingBox(e.getSelectionCells());var u=e.view.scale;p=Math.floor(z.x/u-e.view.translate.x);u=Math.floor(z.y/u-e.view.translate.y);z=e.background;null==n&&(e=this.getBasenames().join(";"),0<e.length&&(C=EditorUi.drawHost+"/embed.js?s="+e));c.setAttribute("x0",p);c.setAttribute("y0",u)}null!=c&&(c.setAttribute("pan","1"),c.setAttribute("zoom","1"),c.setAttribute("resize","0"),c.setAttribute("fit","0"),c.setAttribute("border","20"),c.setAttribute("links","1"),null!=q&&c.setAttribute("edit", +q));null!=n&&(n=n.replace(/&/g,"&"));c=null!=c?Graph.zapGremlins(mxUtils.getXml(c)):"";q=Graph.compress(c);Graph.decompress(q)!=c&&(q=encodeURIComponent(c));return(null==n?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=n?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==n?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=n?'<meta http-equiv="refresh" content="0;URL=\''+ +n+"'\"/>\n":"")+"</head>\n<body"+(null==n&&null!=z&&z!=mxConstants.NONE?' style="background-color:'+z+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+q+"</div>\n</div>\n"+(null==n?'<script type="text/javascript" src="'+C+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+n+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+ +"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(c,e,g,q,n){e=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=n&&(n=n.replace(/&/g,"&"));c={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled,resize:!0,xml:Graph.zapGremlins(c),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(c.page=mxUtils.indexOf(this.pages,this.currentPage));return(null==n?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n': +"")+"<!DOCTYPE html>\n<html"+(null!=n?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==n?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=n?'<meta http-equiv="refresh" content="0;URL=\''+n+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(c))+'"></div>\n'+(null==n?'<script type="text/javascript" src="'+ +e+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+n+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData=function(c){c=this.validateFileData(c);this.pages=this.fileNode=this.currentPage=null;var e=null!=c&&0<c.length?mxUtils.parseXml(c).documentElement:null,g=Editor.extractParserError(e,mxResources.get("invalidOrMissingFile"));if(g)throw EditorUi.debug("EditorUi.setFileData ParserError", +[this],"data",[c],"node",[e],"cause",[g]),Error(mxResources.get("notADiagramFile")+" ("+g+")");c=null!=e?this.editor.extractGraphModel(e,!0):null;null!=c&&(e=c);if(null!=e&&"mxfile"==e.nodeName&&(c=e.getElementsByTagName("diagram"),"0"!=urlParams.pages||1<c.length||1==c.length&&c[0].hasAttribute("name"))){g=null;this.fileNode=e;this.pages=[];for(var q=0;q<c.length;q++)null==c[q].getAttribute("id")&&c[q].setAttribute("id",q),e=new DiagramPage(c[q]),null==e.getName()&&e.setName(mxResources.get("pageWithNumber", +[q+1])),this.pages.push(e),null!=urlParams["page-id"]&&e.getId()==urlParams["page-id"]&&(g=e);this.currentPage=null!=g?g:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];e=this.currentPage.node}"0"!=urlParams.pages&&null==this.fileNode&&null!=e&&(this.fileNode=e.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(e.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(e); +null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var n=urlParams["layer-ids"].split(" ");e={};for(q=0;q<n.length;q++)e[n[q]]=!0;var p=this.editor.graph.getModel(),z=p.getChildren(p.root);for(q=0;q<z.length;q++){var C=z[q];p.setVisible(C,e[C.id]||!1)}}catch(u){}};EditorUi.prototype.getBaseFilename=function(c){var e=this.getCurrentFile();e=null!=e&&null!=e.getTitle()?e.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(e)||/(\.html)$/i.test(e)|| +/(\.svg)$/i.test(e)||/(\.png)$/i.test(e))e=e.substring(0,e.lastIndexOf("."));/(\.drawio)$/i.test(e)&&(e=e.substring(0,e.lastIndexOf(".")));!c&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&&0<this.currentPage.getName().length&&(e=e+"-"+this.currentPage.getName());return e};EditorUi.prototype.downloadFile=function(c,e,g,q,n,p,z,C,u,y,I,N){try{q=null!=q?q:this.editor.graph.isSelectionEmpty();var t=this.getBaseFilename("remoteSvg"==c? +!1:!n),m=t+("xml"==c||"pdf"==c&&I?".drawio":"")+"."+c;if("xml"==c){var F=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,q,n,null,null,null,e);this.saveData(m,c,F,"text/xml")}else if("html"==c)F=this.getHtml2(this.getFileData(!0),this.editor.graph,t),this.saveData(m,c,F,"text/html");else if("svg"!=c&&"xmlsvg"!=c||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"==c)m=t+".png";else if("jpeg"==c)m=t+".jpg";else if("remoteSvg"==c){m=t+".svg";c="svg";var J=parseInt(u); +"string"===typeof C&&0<C.indexOf("%")&&(C=parseInt(C)/100);if(0<J){var M=this.editor.graph,H=M.getGraphBounds();var G=Math.ceil(H.width*C/M.view.scale+2*J);var E=Math.ceil(H.height*C/M.view.scale+2*J)}}this.saveRequest(m,c,mxUtils.bind(this,function(V,l){try{var A=this.editor.graph.pageVisible;0==p&&(this.editor.graph.pageVisible=p);var L=this.createDownloadRequest(V,c,q,l,z,n,C,u,y,I,N,G,E);this.editor.graph.pageVisible=A;return L}catch(Q){this.handleError(Q)}}))}else{var P=null,T=mxUtils.bind(this, +function(V){V.length<=MAX_REQUEST_SIZE?this.saveData(m,"svg",V,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(P)}))});if("svg"==c){var W=this.editor.graph.background;if(z||W==mxConstants.NONE)W=null;var U=this.editor.graph.getSvg(W,null,null,null,null,q);g&&this.editor.graph.addSvgShadow(U);this.editor.convertImages(U,mxUtils.bind(this,mxUtils.bind(this,function(V){this.spinner.stop();T(Graph.xmlDeclaration+ +"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(V))})))}else m=t+".svg",P=this.getFileData(!1,!0,null,mxUtils.bind(this,function(V){this.spinner.stop();T(V)}),q)}}catch(V){this.handleError(V)}};EditorUi.prototype.createDownloadRequest=function(c,e,g,q,n,p,z,C,u,y,I,N,t){var m=this.editor.graph,F=m.getGraphBounds();g=this.getFileData(!0,null,null,null,g,0==p?!1:"xmlpng"!=e,null,null,null,!1,"pdf"==e);var J="",M="";if(F.width*F.height>MAX_AREA||g.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")}; +y=y?"1":"0";"pdf"==e&&(null!=I?M="&from="+I.from+"&to="+I.to:0==p&&(M="&allPages=1"));"xmlpng"==e&&(y="1",e="png");if(("xmlpng"==e||"svg"==e)&&null!=this.pages&&null!=this.currentPage)for(p=0;p<this.pages.length;p++)if(this.pages[p]==this.currentPage){J="&from="+p;break}p=m.background;"png"!=e&&"pdf"!=e&&"svg"!=e||!n?n||null!=p&&p!=mxConstants.NONE||(p="#ffffff"):p=mxConstants.NONE;n={globalVars:m.getExportVariables()};u&&(n.grid={size:m.gridSize,steps:m.view.gridSteps,color:m.view.gridColor});Graph.translateDiagram&& +(n.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+e+J+M+"&bg="+(null!=p?p:mxConstants.NONE)+"&base64="+q+"&embedXml="+y+"&xml="+encodeURIComponent(g)+(null!=c?"&filename="+encodeURIComponent(c):"")+"&extras="+encodeURIComponent(JSON.stringify(n))+(null!=z?"&scale="+z:"")+(null!=C?"&border="+C:"")+(N&&isFinite(N)?"&w="+N:"")+(t&&isFinite(t)?"&h="+t:""))};EditorUi.prototype.setMode=function(c,e){this.mode=c};EditorUi.prototype.loadDescriptor=function(c,e,g){var q= +window.location.hash,n=mxUtils.bind(this,function(z){var C=null!=c.data?c.data:"";null!=z&&0<z.length&&(0<C.length&&(C+="\n"),C+=z);z=new LocalFile(this,"csv"!=c.format&&0<C.length?C:this.emptyDiagramXml,null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename,!0);z.getHash=function(){return q};this.fileLoaded(z);"csv"==c.format&&this.importCsv(C,mxUtils.bind(this,function(t){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=c.update){var u= +null!=c.interval?parseInt(c.interval):6E4,y=null,I=mxUtils.bind(this,function(){var t=this.currentPage;mxUtils.post(c.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())),mxUtils.bind(this,function(m){t===this.currentPage&&(200<=m.getStatus()&&300>=m.getStatus()?(this.updateDiagram(m.getText()),N()):this.handleError({message:mxResources.get("error")+" "+m.getStatus()}))}),mxUtils.bind(this,function(m){this.handleError(m)}))}),N=mxUtils.bind(this,function(){window.clearTimeout(y); +y=window.setTimeout(I,u)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){N();I()}));N();I()}null!=e&&e()});if(null!=c.url&&0<c.url.length){var p=c.url;if(/test\.draw\.io$/.test(window.location.hostname)||/app\.diagrams\.net$/.test(window.location.hostname))p=this.editor.getProxiedUrl(p);this.editor.loadUrl(p,mxUtils.bind(this,function(z){n(z)}),mxUtils.bind(this,function(z){null!=g&&g(z)}))}else n("")};EditorUi.prototype.updateDiagram=function(c){function e(E){var P=new mxCellOverlay(E.image|| +n.warningImage,E.tooltip,E.align,E.valign,E.offset);P.addListener(mxEvent.CLICK,function(T,W){q.alert(E.tooltip)});return P}var g=null,q=this;if(null!=c&&0<c.length&&(g=mxUtils.parseXml(c),c=null!=g?g.documentElement:null,null!=c&&"updates"==c.nodeName)){var n=this.editor.graph,p=n.getModel();p.beginUpdate();var z=null;try{for(c=c.firstChild;null!=c;){if("update"==c.nodeName){var C=p.getCell(c.getAttribute("id"));if(null!=C){try{var u=c.getAttribute("value");if(null!=u){var y=mxUtils.parseXml(u).documentElement; +if(null!=y)if("1"==y.getAttribute("replace-value"))p.setValue(C,y);else for(var I=y.attributes,N=0;N<I.length;N++)n.setAttributeForCell(C,I[N].nodeName,0<I[N].nodeValue.length?I[N].nodeValue:null)}}catch(E){null!=window.console&&console.log("Error in value for "+C.id+": "+E)}try{var t=c.getAttribute("style");null!=t&&n.model.setStyle(C,t)}catch(E){null!=window.console&&console.log("Error in style for "+C.id+": "+E)}try{var m=c.getAttribute("icon");if(null!=m){var F=0<m.length?JSON.parse(m):null;null!= +F&&F.append||n.removeCellOverlays(C);null!=F&&n.addCellOverlay(C,e(F))}}catch(E){null!=window.console&&console.log("Error in icon for "+C.id+": "+E)}try{var J=c.getAttribute("geometry");if(null!=J){J=JSON.parse(J);var M=n.getCellGeometry(C);if(null!=M){M=M.clone();for(key in J){var H=parseFloat(J[key]);"dx"==key?M.x+=H:"dy"==key?M.y+=H:"dw"==key?M.width+=H:"dh"==key?M.height+=H:M[key]=parseFloat(J[key])}n.model.setGeometry(C,M)}}}catch(E){null!=window.console&&console.log("Error in icon for "+C.id+ +": "+E)}}}else if("model"==c.nodeName){for(var G=c.firstChild;null!=G&&G.nodeType!=mxConstants.NODETYPE_ELEMENT;)G=G.nextSibling;null!=G&&(new mxCodec(c.firstChild)).decode(G,p)}else if("view"==c.nodeName){if(c.hasAttribute("scale")&&(n.view.scale=parseFloat(c.getAttribute("scale"))),c.hasAttribute("dx")||c.hasAttribute("dy"))n.view.translate=new mxPoint(parseFloat(c.getAttribute("dx")||0),parseFloat(c.getAttribute("dy")||0))}else"fit"==c.nodeName&&(z=c.hasAttribute("max-scale")?parseFloat(c.getAttribute("max-scale")): +1);c=c.nextSibling}}finally{p.endUpdate()}null!=z&&this.chromelessResize&&this.chromelessResize(!0,z)}return g};EditorUi.prototype.getCopyFilename=function(c,e){var g=null!=c&&null!=c.getTitle()?c.getTitle():this.defaultFilename;c="";var q=g.lastIndexOf(".");0<=q&&(c=g.substring(q),g=g.substring(0,q));if(e){e=g;var n=new Date;g=n.getFullYear();q=n.getMonth()+1;var p=n.getDate(),z=n.getHours(),C=n.getMinutes();n=n.getSeconds();g=e+(" "+(g+"-"+q+"-"+p+"-"+z+"-"+C+"-"+n))}return g=mxResources.get("copyOf", +[g])+c};EditorUi.prototype.fileLoaded=function(c,e){var g=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var q=!1;this.hideDialog();null!=g&&(EditorUi.debug("File.closed",[g]),g.removeListener(this.descriptorChangedListener),g.close());this.editor.graph.model.clear();this.editor.undoManager.clear();var n=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null);null!=g&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear(); +this.setBackgroundImage(null);!e&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename")));this.editor.setStatus("");this.updateUi();e||this.showSplash()});if(null!=c)try{mxClient.IS_SF&&"min"==uiTheme&&(this.diagramContainer.style.visibility="");this.openingFile=!0;this.setCurrentFile(c);c.addListener("descriptorChanged",this.descriptorChangedListener); +c.addListener("contentChanged",this.descriptorChangedListener);c.open();delete this.openingFile;this.setGraphEnabled(!0);this.setMode(c.getMode());this.editor.graph.model.prefix=Editor.guid()+"-";this.editor.undoManager.clear();this.descriptorChanged();this.updateUi();c.isEditable()?c.isModified()?(c.addUnsavedStatus(),null!=c.backupPatch&&c.patch([c.backupPatch])):this.editor.setStatus(""):this.editor.setStatus('<span class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</span>"); +!this.editor.isChromelessView()||this.editor.editable?(this.editor.graph.selectUnlockedLayer(),this.showLayersDialog(),this.restoreLibraries(),window.self!==window.top&&window.focus()):this.editor.graph.isLightboxView()&&this.lightboxFit();this.chromelessResize&&this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));q=!0;if(!this.isOffline()&&null!=c.getMode()){var p="1"==urlParams.sketch?"sketch":uiTheme;if(null==p)p="default";else if("sketch"==p||"min"==p)p+=Editor.isDarkMode()? +"-dark":"-light";EditorUi.logEvent({category:c.getMode().toUpperCase()+"-OPEN-FILE-"+c.getHash(),action:"size_"+c.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+p})}EditorUi.debug("File.opened",[c]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg"));if(this.editor.editable&&this.mode==c.getMode()&&c.getMode()!=App.MODE_DEVICE&&null!=c.getMode())try{this.addRecent({id:c.getHash(),title:c.getTitle(),mode:c.getMode()})}catch(z){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+ +1),mxSettings.save()}catch(z){}}catch(z){this.fileLoadedError=z;if(null!=c)try{c.close()}catch(C){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=c?c.getHash():"none"),action:"message_"+z.message,label:"stack_"+z.stack})}catch(C){}c=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body,mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=g?this.fileLoaded(g)||n():n()});e?c():this.handleError(z, +mxResources.get("errorLoadingFile"),c,!0,null,null,!0)}else n();return q};EditorUi.prototype.getHashValueForPages=function(c,e){var g=0,q=new mxGraphModel,n=new mxCodec;null!=e&&(e.byteCount=0,e.attrCount=0,e.eltCount=0,e.nodeCount=0);for(var p=0;p<c.length;p++){this.updatePageRoot(c[p]);var z=c[p].node.cloneNode(!1);z.removeAttribute("name");q.root=c[p].root;var C=n.encode(q);this.editor.graph.saveViewState(c[p].viewState,C,!0);C.removeAttribute("pageWidth");C.removeAttribute("pageHeight");z.appendChild(C); +null!=e&&(e.eltCount+=z.getElementsByTagName("*").length,e.nodeCount+=z.getElementsByTagName("mxCell").length);g=(g<<5)-g+this.hashValue(z,function(u,y,I,N){return!N||"mxGeometry"!=u.nodeName&&"mxPoint"!=u.nodeName||"x"!=y&&"y"!=y&&"width"!=y&&"height"!=y?N&&"mxCell"==u.nodeName&&"previous"==y?null:I:Math.round(I)},e)<<0}return g};EditorUi.prototype.hashValue=function(c,e,g){var q=0;if(null!=c&&"object"===typeof c&&"number"===typeof c.nodeType&&"string"===typeof c.nodeName&&"function"===typeof c.getAttribute){null!= +c.nodeName&&(q^=this.hashValue(c.nodeName,e,g));if(null!=c.attributes){null!=g&&(g.attrCount+=c.attributes.length);for(var n=0;n<c.attributes.length;n++){var p=c.attributes[n].name,z=null!=e?e(c,p,c.attributes[n].value,!0):c.attributes[n].value;null!=z&&(q^=this.hashValue(p,e,g)+this.hashValue(z,e,g))}}if(null!=c.childNodes)for(n=0;n<c.childNodes.length;n++)q=(q<<5)-q+this.hashValue(c.childNodes[n],e,g)<<0}else if(null!=c&&"function"!==typeof c){c=String(c);e=0;null!=g&&(g.byteCount+=c.length);for(n= +0;n<c.length;n++)e=(e<<5)-e+c.charCodeAt(n)<<0;q^=e}return q};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(c,e,g,q,n,p,z){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage||mxClient.IS_CHROMEAPP};EditorUi.prototype.toggleScratchpad=function(){this.isScratchpadEnabled()&&(null==this.scratchpad?StorageFile.getFileContent(this,".scratchpad",mxUtils.bind(this,function(c){null==c&&(c=this.emptyLibraryXml); +this.loadLibrary(new StorageLibrary(this,c,".scratchpad"))})):this.closeLibrary(this.scratchpad))};EditorUi.prototype.createLibraryDataFromImages=function(c){var e=mxUtils.createXmlDocument(),g=e.createElement("mxlibrary");mxUtils.setTextContent(g,JSON.stringify(c));e.appendChild(g);return mxUtils.getXml(e)};EditorUi.prototype.closeLibrary=function(c){null!=c&&(this.removeLibrarySidebar(c.getHash()),c.constructor!=LocalLibrary&&mxSettings.removeCustomLibrary(c.getHash()),".scratchpad"==c.title&&(this.scratchpad= +null))};EditorUi.prototype.removeLibrarySidebar=function(c){var e=this.sidebar.palettes[c];if(null!=e){for(var g=0;g<e.length;g++)e[g].parentNode.removeChild(e[g]);delete this.sidebar.palettes[c]}};EditorUi.prototype.repositionLibrary=function(c){var e=this.sidebar.container;if(null==c){var g=this.sidebar.palettes["L.scratchpad"];null==g&&(g=this.sidebar.palettes.search);null!=g&&(c=g[g.length-1].nextSibling)}c=null!=c?c:e.firstChild.nextSibling.nextSibling;g=e.lastChild;var q=g.previousSibling;e.insertBefore(g, +c);e.insertBefore(q,g)};EditorUi.prototype.loadLibrary=function(c,e){var g=mxUtils.parseXml(c.getData());if("mxlibrary"==g.documentElement.nodeName){var q=JSON.parse(mxUtils.getTextContent(g.documentElement));this.libraryLoaded(c,q,g.documentElement.getAttribute("title"),e)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(c){return""};EditorUi.prototype.libraryLoaded=function(c,e,g,q){if(null!=this.sidebar){c.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(c.getHash()); +".scratchpad"==c.title&&(this.scratchpad=c);var n=this.sidebar.palettes[c.getHash()];n=null!=n?n[n.length-1].nextSibling:null;this.removeLibrarySidebar(c.getHash());var p=null,z=mxUtils.bind(this,function(G,E){0==G.length&&c.isEditable()?(null==p&&(p=document.createElement("div"),p.className="geDropTarget",mxUtils.write(p,mxResources.get("dragElementsHere"))),E.appendChild(p)):this.addLibraryEntries(G,E)});null!=this.sidebar&&null!=e&&this.sidebar.addEntries(e);null==g&&(g=c.getTitle(),null!=g&&/(\.xml)$/i.test(g)&& +(g=g.substring(0,g.lastIndexOf("."))));var C=this.sidebar.addPalette(c.getHash(),g,null!=q?q:!0,mxUtils.bind(this,function(G){z(e,G)}));this.repositionLibrary(n);var u=C.parentNode.previousSibling;q=u.getAttribute("title");null!=q&&0<q.length&&".scratchpad"!=c.title&&u.setAttribute("title",this.getLibraryStorageHint(c)+"\n"+q);var y=document.createElement("div");y.style.position="absolute";y.style.right="0px";y.style.top="0px";y.style.padding="8px";y.style.backgroundColor="inherit";u.style.position= +"relative";var I=document.createElement("img");I.className="geAdaptiveAsset";I.setAttribute("src",Editor.crossImage);I.setAttribute("title",mxResources.get("close"));I.setAttribute("valign","absmiddle");I.setAttribute("border","0");I.style.position="relative";I.style.top="2px";I.style.width="14px";I.style.cursor="pointer";I.style.margin="0 3px";var N=null;if(".scratchpad"!=c.title||this.closableScratchpad)y.appendChild(I),mxEvent.addListener(I,"click",mxUtils.bind(this,function(G){if(!mxEvent.isConsumed(G)){var E= +mxUtils.bind(this,function(){this.closeLibrary(c)});null!=N?this.confirm(mxResources.get("allChangesLost"),null,E,mxResources.get("cancel"),mxResources.get("discardChanges")):E();mxEvent.consume(G)}}));if(c.isEditable()){var t=this.editor.graph,m=null,F=mxUtils.bind(this,function(G){this.showLibraryDialog(c.getTitle(),C,e,c,c.getMode());mxEvent.consume(G)}),J=mxUtils.bind(this,function(G){c.setModified(!0);c.isAutosave()?(null!=m&&null!=m.parentNode&&m.parentNode.removeChild(m),m=I.cloneNode(!1), +m.setAttribute("src",Editor.spinImage),m.setAttribute("title",mxResources.get("saving")),m.style.cursor="default",m.style.marginRight="2px",m.style.marginTop="-2px",y.insertBefore(m,y.firstChild),u.style.paddingRight=18*y.childNodes.length+"px",this.saveLibrary(c.getTitle(),e,c,c.getMode(),!0,!0,function(){null!=m&&null!=m.parentNode&&(m.parentNode.removeChild(m),u.style.paddingRight=18*y.childNodes.length+"px")})):null==N&&(N=I.cloneNode(!1),N.setAttribute("src",Editor.saveImage),N.setAttribute("title", +mxResources.get("save")),y.insertBefore(N,y.firstChild),mxEvent.addListener(N,"click",mxUtils.bind(this,function(E){this.saveLibrary(c.getTitle(),e,c,c.getMode(),c.constructor==LocalLibrary,!0,function(){null==N||c.isModified()||(u.style.paddingRight=18*y.childNodes.length+"px",N.parentNode.removeChild(N),N=null)});mxEvent.consume(E)})),u.style.paddingRight=18*y.childNodes.length+"px")}),M=mxUtils.bind(this,function(G,E,P,T){G=t.cloneCells(mxUtils.sortCells(t.model.getTopmostCells(G)));for(var W= +0;W<G.length;W++){var U=t.getCellGeometry(G[W]);null!=U&&U.translate(-E.x,-E.y)}C.appendChild(this.sidebar.createVertexTemplateFromCells(G,E.width,E.height,T||"",!0,null,!1));G={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(G))),w:E.width,h:E.height};null!=T&&(G.title=T);e.push(G);J(P);null!=p&&null!=p.parentNode&&0<e.length&&(p.parentNode.removeChild(p),p=null)}),H=mxUtils.bind(this,function(G){if(t.isSelectionEmpty())t.getRubberband().isActive()?(t.getRubberband().execute(G),t.getRubberband().reset()): +this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var E=t.getSelectionCells(),P=t.view.getBounds(E),T=t.view.scale;P.x/=T;P.y/=T;P.width/=T;P.height/=T;P.x-=t.view.translate.x;P.y-=t.view.translate.y;M(E,P)}mxEvent.consume(G)});mxEvent.addGestureListeners(C,function(){},mxUtils.bind(this,function(G){t.isMouseDown&&null!=t.panningManager&&null!=t.graphHandler.first&&(t.graphHandler.suspend(),null!=t.graphHandler.hint&&(t.graphHandler.hint.style.visibility= +"hidden"),C.style.backgroundColor="#f1f3f4",C.style.cursor="copy",t.panningManager.stop(),t.autoScroll=!1,mxEvent.consume(G))}),mxUtils.bind(this,function(G){t.isMouseDown&&null!=t.panningManager&&null!=t.graphHandler&&(C.style.backgroundColor="",C.style.cursor="default",this.sidebar.showTooltips=!0,t.panningManager.stop(),t.graphHandler.reset(),t.isMouseDown=!1,t.autoScroll=!0,H(G),mxEvent.consume(G))}));mxEvent.addListener(C,"mouseleave",mxUtils.bind(this,function(G){t.isMouseDown&&null!=t.graphHandler.first&& +(t.graphHandler.resume(),null!=t.graphHandler.hint&&(t.graphHandler.hint.style.visibility="visible"),C.style.backgroundColor="",C.style.cursor="",t.autoScroll=!0)}));Graph.fileSupport&&(mxEvent.addListener(C,"dragover",mxUtils.bind(this,function(G){C.style.backgroundColor="#f1f3f4";G.dataTransfer.dropEffect="copy";C.style.cursor="copy";this.sidebar.hideTooltip();G.stopPropagation();G.preventDefault()})),mxEvent.addListener(C,"drop",mxUtils.bind(this,function(G){C.style.cursor="";C.style.backgroundColor= +"";0<G.dataTransfer.files.length&&this.importFiles(G.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(E,P,T,W,U,V,l,A,L){if(null!=E&&"image/"==P.substring(0,6))E="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+this.convertDataUri(E),E=[new mxCell("",new mxGeometry(0,0,U,V),E)],E[0].vertex=!0,M(E,new mxRectangle(0,0,U,V),G,mxEvent.isAltDown(G)?null:l.substring(0,l.lastIndexOf(".")).replace(/_/g," ")),null!=p&&null!=p.parentNode&&0<e.length&& +(p.parentNode.removeChild(p),p=null);else{var Q=!1,O=mxUtils.bind(this,function(R,S){null!=R&&"application/pdf"==S&&(S=Editor.extractGraphModelFromPdf(R),null!=S&&0<S.length&&(R=S));if(null!=R)if(R=mxUtils.parseXml(R),"mxlibrary"==R.documentElement.nodeName)try{var X=JSON.parse(mxUtils.getTextContent(R.documentElement));z(X,C);e=e.concat(X);J(G);this.spinner.stop();Q=!0}catch(ca){}else if("mxfile"==R.documentElement.nodeName)try{var aa=R.documentElement.getElementsByTagName("diagram");for(X=0;X<aa.length;X++){var Y= +this.stringToCells(Editor.getDiagramNodeXml(aa[X])),Z=this.editor.graph.getBoundingBoxFromGeometry(Y);M(Y,new mxRectangle(0,0,Z.width,Z.height),G)}Q=!0}catch(ca){null!=window.console&&console.log("error in drop handler:",ca)}Q||(this.spinner.stop(),this.handleError({message:mxResources.get("errorLoadingFile")}));null!=p&&null!=p.parentNode&&0<e.length&&(p.parentNode.removeChild(p),p=null)});null!=L&&null!=l&&(/(\.v(dx|sdx?))($|\?)/i.test(l)||/(\.vs(x|sx?))($|\?)/i.test(l))?this.importVisio(L,function(R){O(R, +"text/xml")},null,l):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(E,l)&&null!=L?this.isExternalDataComms()?this.parseFile(L,mxUtils.bind(this,function(R){4==R.readyState&&(this.spinner.stop(),200<=R.status&&299>=R.status?O(R.responseText,"text/xml"):this.handleError({message:mxResources.get(413==R.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):O(E,P)}})); +G.stopPropagation();G.preventDefault()})),mxEvent.addListener(C,"dragleave",function(G){C.style.cursor="";C.style.backgroundColor="";G.stopPropagation();G.preventDefault()}));I=I.cloneNode(!1);I.setAttribute("src",Editor.editImage);I.setAttribute("title",mxResources.get("edit"));y.insertBefore(I,y.firstChild);mxEvent.addListener(I,"click",F);mxEvent.addListener(C,"dblclick",function(G){mxEvent.getSource(G)==C&&F(G)});q=I.cloneNode(!1);q.setAttribute("src",Editor.plusImage);q.setAttribute("title", +mxResources.get("add"));y.insertBefore(q,y.firstChild);mxEvent.addListener(q,"click",H);this.isOffline()||".scratchpad"!=c.title||null==EditorUi.scratchpadHelpLink||(q=document.createElement("span"),q.setAttribute("title",mxResources.get("help")),q.style.cssText="color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(q,"?"),mxEvent.addGestureListeners(q,mxUtils.bind(this,function(G){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(G)})),y.insertBefore(q,y.firstChild))}u.appendChild(y); +u.style.paddingRight=18*y.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(c,e){for(var g=0;g<c.length;g++){var q=c[g],n=q.data;if(null!=n){n=this.convertDataUri(n);var p="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;";"fixed"==q.aspect&&(p+="aspect=fixed;");e.appendChild(this.sidebar.createVertexTemplate(p+"image="+n,q.w,q.h,"",q.title||"",!1,null,!0))}else null!=q.xml&&(n=this.stringToCells(Graph.decompress(q.xml)),0<n.length&&e.appendChild(this.sidebar.createVertexTemplateFromCells(n, +q.w,q.h,q.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(c){return null!=c?c[mxLanguage]||c.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight=64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet",STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground= +"rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight=41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor=Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName="darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor= +"#505759",BaseFormatPanel.prototype.buttonBackgroundColor=Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR="#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource="https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!== +typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)),Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none",rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open",startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid, +Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders=new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(c,e,g,q,n,p,z){c=new ImageDialog(this,c,e,g,q,n,p,z);this.showDialog(c.container,Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);c.init()};EditorUi.prototype.showBackgroundImageDialog=function(c,e){c=null!=c?c:mxUtils.bind(this,function(g,q){q||(g=new ChangePageSetup(this,null,g), +g.ignoreColor=!0,this.editor.graph.model.execute(g))});c=new BackgroundImageDialog(this,c,e);this.showDialog(c.container,400,200,!0,!0);c.init()};EditorUi.prototype.showLibraryDialog=function(c,e,g,q,n){c=new LibraryDialog(this,c,e,g,q,n);this.showDialog(c.container,640,440,!0,!1,mxUtils.bind(this,function(p){p&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));c.init()};var k=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(c){var e=k.apply(this,arguments); +this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(g){this.editor.graph.isSelectionEmpty()&&e.refresh()}));return e};EditorUi.prototype.createSidebarFooterContainer=function(){var c=this.createDiv("geSidebarContainer geSidebarFooter");c.style.position="absolute";c.style.overflow="hidden";var e=document.createElement("a");e.className="geTitle";e.style.color="#DF6C0C";e.style.fontWeight="bold";e.style.height="100%";e.style.paddingTop="9px";e.innerHTML="<span>+</span>";var g= +e.getElementsByTagName("span")[0];g.style.fontSize="18px";g.style.marginRight="5px";mxUtils.write(e,mxResources.get("moreShapes")+"...");mxEvent.addListener(e,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(q){q.preventDefault()}));mxEvent.addListener(e,"click",mxUtils.bind(this,function(q){this.actions.get("shapes").funct();mxEvent.consume(q)}));c.appendChild(e);return c};EditorUi.prototype.handleError=function(c,e,g,q,n,p,z){var C=null!=this.spinner&&null!=this.spinner.pause? +this.spinner.pause():function(){},u=null!=c&&null!=c.error?c.error:c;if(null!=c&&("1"==urlParams.test||null!=c.stack)&&null!=c.message)try{z?null!=window.console&&console.error("EditorUi.handleError:",c):EditorUi.logError("Caught: "+(""==c.message&&null!=c.name)?c.name:c.message,c.filename,c.lineNumber,c.columnNumber,c,"INFO")}catch(m){}if(null!=u||null!=e){z=mxUtils.htmlEntities(mxResources.get("unknownError"));var y=mxResources.get("ok"),I=null;e=null!=e?e:mxResources.get("error");if(null!=u){null!= +u.retry&&(y=mxResources.get("cancel"),I=function(){C();u.retry()});if(404==u.code||404==u.status||403==u.code){z=403==u.code?null!=u.message?mxUtils.htmlEntities(u.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=n?n:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+(null!=this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var N=null!=n?null:null!=p?p:window.location.hash;if(null!=N&&("#G"==N.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"== +N.substring(0,45))&&(null!=c&&null!=c.error&&(null!=c.error.errors&&0<c.error.errors.length&&"fileAccess"==c.error.errors[0].reason||null!=c.error.data&&0<c.error.data.length&&"fileAccess"==c.error.data[0].reason)||404==u.code||404==u.status)){N="#U"==N.substring(0,2)?N.substring(45,N.lastIndexOf("%26ex")):N.substring(2);this.showError(e,z,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+N);this.handleError(c,e,g,q,n)}), +I,mxResources.get("changeUser"),mxUtils.bind(this,function(){function m(){H.innerText="";for(var G=0;G<F.length;G++){var E=document.createElement("option");mxUtils.write(E,F[G].displayName);E.value=G;H.appendChild(E);E=document.createElement("option");E.innerHTML=" ";mxUtils.write(E,"<"+F[G].email+">");E.setAttribute("disabled","disabled");H.appendChild(E)}E=document.createElement("option");mxUtils.write(E,mxResources.get("addAccount"));E.value=F.length;H.appendChild(E)}var F=this.drive.getUsersList(), +J=document.createElement("div"),M=document.createElement("span");M.style.marginTop="6px";mxUtils.write(M,mxResources.get("changeUser")+": ");J.appendChild(M);var H=document.createElement("select");H.style.width="200px";m();mxEvent.addListener(H,"change",mxUtils.bind(this,function(){var G=H.value,E=F.length!=G;E&&this.drive.setUser(F[G]);this.drive.authorize(E,mxUtils.bind(this,function(){E||(F=this.drive.getUsersList(),m())}),mxUtils.bind(this,function(P){this.handleError(P)}),!0)}));J.appendChild(H); +J=new CustomDialog(this,J,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1),!0)}));this.showDialog(J.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!=g&&g()}),480,150);return}}null!=u.message?z=""==u.message&&null!=u.name?mxUtils.htmlEntities(u.name):mxUtils.htmlEntities(u.message):null!=u.response&&null!=u.response.error?z=mxUtils.htmlEntities(u.response.error):"undefined"!==typeof window.App&&(u.code==App.ERROR_TIMEOUT? +z=mxUtils.htmlEntities(mxResources.get("timeout")):u.code==App.ERROR_BUSY?z=mxUtils.htmlEntities(mxResources.get("busy")):"string"===typeof u&&0<u.length&&(z=mxUtils.htmlEntities(u)))}var t=p=null;null!=u&&null!=u.helpLink?(p=mxResources.get("help"),t=mxUtils.bind(this,function(){return this.editor.graph.openLink(u.helpLink)})):null!=u&&null!=u.ownerEmail&&(p=mxResources.get("contactOwner"),z+=mxUtils.htmlEntities(" ("+p+": "+u.ownerEmail+")"),t=mxUtils.bind(this,function(){return this.openLink("mailto:"+ +mxUtils.htmlEntities(u.ownerEmail))}));this.showError(e,z,y,g,I,null,null,p,t,null,null,null,q?g:null)}else null!=g&&g()};EditorUi.prototype.alert=function(c,e,g){c=new ErrorDialog(this,null,c,mxResources.get("ok"),e);this.showDialog(c.container,g||340,100,!0,!1);c.init()};EditorUi.prototype.confirm=function(c,e,g,q,n,p){var z=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},C=Math.min(200,28*Math.ceil(c.length/50));c=new ConfirmDialog(this,c,function(){z();null!=e&& +e()},function(){z();null!=g&&g()},q,n,null,null,null,null,C);this.showDialog(c.container,340,46+C,!0,p);c.init()};EditorUi.prototype.showBanner=function(c,e,g,q){var n=!1;if(!(this.bannerShowing||this["hideBanner"+c]||isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings["close"+c])){var p=document.createElement("div");p.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+ +mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(p.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(p.style,"transition","all 1s ease");p.className="geBtn gePrimaryBtn";n=document.createElement("img");n.setAttribute("src",IMAGE_PATH+"/logo.png");n.setAttribute("border","0");n.setAttribute("align","absmiddle");n.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";p.appendChild(n); +n=document.createElement("img");n.setAttribute("src",Dialog.prototype.closeImage);n.setAttribute("title",mxResources.get(q?"doNotShowAgain":"close"));n.setAttribute("border","0");n.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";p.appendChild(n);mxUtils.write(p,e);document.body.appendChild(p);this.bannerShowing=!0;e=document.createElement("div");e.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var z=document.createElement("input"); +z.setAttribute("type","checkbox");z.setAttribute("id","geDoNotShowAgainCheckbox");z.style.marginRight="6px";if(!q){e.appendChild(z);var C=document.createElement("label");C.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(C,mxResources.get("doNotShowAgain"));e.appendChild(C);p.style.paddingBottom="30px";p.appendChild(e)}var u=mxUtils.bind(this,function(){null!=p.parentNode&&(p.parentNode.removeChild(p),this.bannerShowing=!1,z.checked||q)&&(this["hideBanner"+c]=!0,isLocalStorage&&null!= +mxSettings.settings&&(mxSettings.settings["close"+c]=Date.now(),mxSettings.save()))});mxEvent.addListener(n,"click",mxUtils.bind(this,function(I){mxEvent.consume(I);u()}));var y=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){u()}),1E3)});mxEvent.addListener(p,"click",mxUtils.bind(this,function(I){var N=mxEvent.getSource(I);N!=z&&N!=C?(null!=g&&g(),u(),mxEvent.consume(I)):y()}));window.setTimeout(mxUtils.bind(this, +function(){mxUtils.setPrefixedStyle(p.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(y,3E4);n=!0}return n};EditorUi.prototype.setCurrentFile=function(c){null!=c&&(c.opened=new Date);this.currentFile=c};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas=function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(c,e,g,q){c=c.toDataURL("image/"+g);if(null!=c&&6<c.length)null!=e&&(c=Editor.writeGraphModelToPng(c, +"tEXt","mxfile",encodeURIComponent(e))),0<q&&(c=Editor.writeGraphModelToPng(c,"pHYs","dpi",q));else throw{message:mxResources.get("unknownError")};return c};EditorUi.prototype.saveCanvas=function(c,e,g,q,n){var p="jpeg"==g?"jpg":g;q=this.getBaseFilename(q)+(null!=e?".drawio":"")+"."+p;c=this.createImageDataUri(c,e,g,n);this.saveData(q,p,c.substring(c.lastIndexOf(",")+1),"image/"+g,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&& +"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&&7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(c,e){c=new TextareaDialog(this,c,e,null,null,mxResources.get("close"));this.showDialog(c.container,620,460,!0,!0,null,null,null,null,!0);c.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(c,e,g,q,n,p){"text/xml"!=g||/(\.drawio)$/i.test(e)||/(\.xml)$/i.test(e)||/(\.svg)$/i.test(e)|| +/(\.html)$/i.test(e)||(e=e+"."+(null!=p?p:"drawio"));if(window.Blob&&navigator.msSaveOrOpenBlob)c=q?this.base64ToBlob(c,g):new Blob([c],{type:g}),navigator.msSaveOrOpenBlob(c,e);else if(mxClient.IS_IE)g=window.open("about:blank","_blank"),null==g?mxUtils.popup(c,!0):(g.document.write(c),g.document.close(),g.document.execCommand("SaveAs",!0,e),g.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==g||"image/"!=g.substring(0,6)?this.showTextDialog(e+":",c):this.openInNewWindow(c, +g,q);else{var z=document.createElement("a");p=(null==navigator.userAgent||0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof z.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var C=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);p=65==(C?parseInt(C[2],10):!1)?!1:p}if(p||this.isOffline()){z.href=URL.createObjectURL(q?this.base64ToBlob(c,g):new Blob([c],{type:g}));p?z.download=e:z.setAttribute("target","_blank");document.body.appendChild(z);try{window.setTimeout(function(){URL.revokeObjectURL(z.href)}, +2E4),z.click(),z.parentNode.removeChild(z)}catch(u){}}else this.createEchoRequest(c,e,g,q,n).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(c,e,g,q,n,p){c="xml="+encodeURIComponent(c);return new mxXmlRequest(SAVE_URL,c+(null!=g?"&mime="+g:"")+(null!=n?"&format="+n:"")+(null!=p?"&base64="+p:"")+(null!=e?"&filename="+encodeURIComponent(e):"")+(q?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(c,e){e=e||"";c=atob(c);for(var g=c.length,q=Math.ceil(g/1024),n=Array(q), +p=0;p<q;++p){for(var z=1024*p,C=Math.min(z+1024,g),u=Array(C-z),y=0;z<C;++y,++z)u[y]=c[z].charCodeAt(0);n[p]=new Uint8Array(u)}return new Blob(n,{type:e})};EditorUi.prototype.saveLocalFile=function(c,e,g,q,n,p,z,C){p=null!=p?p:!1;z=null!=z?z:"vsdx"!=n&&(!mxClient.IS_IOS||!navigator.standalone);n=this.getServiceCount(p);isLocalStorage&&n++;var u=4>=n?2:6<n?4:3;e=new CreateDialog(this,e,mxUtils.bind(this,function(y,I){try{if("_blank"==I)if(null!=g&&"image/"==g.substring(0,6))this.openInNewWindow(c, +g,q);else if(null!=g&&"text/html"==g.substring(0,9)){var N=new EmbedDialog(this,c);this.showDialog(N.container,450,240,!0,!0);N.init()}else{var t=window.open("about:blank");null==t?mxUtils.popup(c,!0):(t.document.write("<pre>"+mxUtils.htmlEntities(c,!1)+"</pre>"),t.document.close())}else I==App.MODE_DEVICE||"download"==I?this.doSaveLocalFile(c,y,g,q,null,C):null!=y&&0<y.length&&this.pickFolder(I,mxUtils.bind(this,function(m){try{this.exportFile(c,y,g,q,I,m)}catch(F){this.handleError(F)}}))}catch(m){this.handleError(m)}}), +mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,p,z,null,1<n,u,c,g,q);p=this.isServices(n)?n>u?390:280:160;this.showDialog(e.container,420,p,!0,!0);e.init()};EditorUi.prototype.openInNewWindow=function(c,e,g){var q=window.open("about:blank");null==q||null==q.document?mxUtils.popup(c,!0):("image/svg+xml"!=e||mxClient.IS_SVG?"image/svg+xml"!=e||g?(c=g?c:btoa(unescape(encodeURIComponent(c))),q.document.write('<html><img style="max-width:100%;" src="data:'+ +e+";base64,"+c+'"/></html>')):q.document.write("<html>"+c+"</html>"):q.document.write("<html><pre>"+mxUtils.htmlEntities(c,!1)+"</pre></html>"),q.document.close())};var d=EditorUi.prototype.addChromelessToolbarItems;EditorUi.prototype.isChromelessImageExportEnabled=function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(c){if(null!=urlParams.tags){this.tagsDialog= +this.tagsComponent=null;var e=c(mxUtils.bind(this,function(q){null==this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}),!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position="",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding= +"4px",this.tagsComponent.div.style.overflow="auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily=Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor="#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div, +80)));if(null!=this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div;mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var n=e.getBoundingClientRect();this.tagsDialog.style.left=n.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+ +4+"px";n=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=n.zIndex;document.body.appendChild(this.tagsDialog);this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(q)}),Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var q=this.editor.graph.getAllTags();e.style.display=0<q.length?"":"none"}))}d.apply(this,arguments);this.editor.addListener("tagsDialogShown", +mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&& +(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container,"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var g=c(mxUtils.bind(this, +function(q){var n=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",n);null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)n.apply(this);else{this.exportDialog=document.createElement("div");var p=g.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center"; +this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width="50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color="#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=p.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";p=mxUtils.getCurrentStyle(this.editor.graph.container); +this.exportDialog.style.zIndex=p.zIndex;var z=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});z.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this,function(C){z.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var u=this.createImageDataUri(C,null,"png");C=document.createElement("img");C.style.maxWidth="140px";C.style.maxHeight= +"140px";C.style.cursor="pointer";C.style.backgroundColor="white";C.setAttribute("title",mxResources.get("openInNewWindow"));C.setAttribute("border","0");C.setAttribute("src",u);this.exportDialog.appendChild(C);mxEvent.addListener(C,"click",mxUtils.bind(this,function(){this.openInNewWindow(u.substring(u.indexOf(",")+1),"image/png",!0);n.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(C){this.spinner.stop();this.handleError(C)}),null,null,null,null,null,null,null, +Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",n);document.body.appendChild(this.exportDialog)}mxEvent.consume(q)}),Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(c,e,g,q,n){this.isLocalFileSave()?this.saveLocalFile(g,c,q,n,e):this.saveRequest(c,e,mxUtils.bind(this,function(p,z){return this.createEchoRequest(g,p,q,n,e,z)}),g,n,q)};EditorUi.prototype.saveRequest=function(c,e,g,q,n,p,z){z=null!=z?z:!mxClient.IS_IOS||!navigator.standalone; +var C=this.getServiceCount(!1);isLocalStorage&&C++;var u=4>=C?2:6<C?4:3;c=new CreateDialog(this,c,mxUtils.bind(this,function(y,I){if("_blank"==I||null!=y&&0<y.length){var N=g("_blank"==I?null:y,I==App.MODE_DEVICE||"download"==I||null==I||"_blank"==I?"0":"1");null!=N&&(I==App.MODE_DEVICE||"download"==I||"_blank"==I?N.simulate(document,"_blank"):this.pickFolder(I,mxUtils.bind(this,function(t){p=null!=p?p:"pdf"==e?"application/pdf":"image/"+e;if(null!=q)try{this.exportFile(q,y,p,!0,I,t)}catch(m){this.handleError(m)}else this.spinner.spin(document.body, +mxResources.get("saving"))&&N.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<=N.getStatus()&&299>=N.getStatus())try{this.exportFile(N.getText(),y,p,!0,I,t)}catch(m){this.handleError(m)}else this.handleError({message:mxResources.get("errorSavingFile")})}),function(m){this.spinner.stop();this.handleError(m)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,z,null,1<C,u,q,p,n);C=this.isServices(C)?4<C?390:280:160;this.showDialog(c.container, +420,C,!0,!0);c.init()};EditorUi.prototype.isServices=function(c){return 1!=c};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(c,e,g,q,n,p){};EditorUi.prototype.pickFolder=function(c,e,g){e(null)};EditorUi.prototype.exportSvg=function(c,e,g,q,n,p,z,C,u,y,I,N,t,m){if(this.spinner.spin(document.body,mxResources.get("export")))try{var F=this.editor.graph.isSelectionEmpty();g=null!=g?g:F;var J=e?null:this.editor.graph.background;J==mxConstants.NONE&& +(J=null);null==J&&0==e&&(J=I?this.editor.graph.defaultPageBackgroundColor:"#ffffff");var M=this.editor.graph.getSvg(J,c,z,C,null,g,null,null,"blank"==y?"_blank":"self"==y?"_top":null,null,!t,I,N);q&&this.editor.graph.addSvgShadow(M);var H=this.getBaseFilename()+(n?".drawio":"")+".svg";m=null!=m?m:mxUtils.bind(this,function(P){this.isLocalFileSave()||P.length<=MAX_REQUEST_SIZE?this.saveData(H,"svg",P,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"), +mxUtils.bind(this,function(){mxUtils.popup(P)}))});var G=mxUtils.bind(this,function(P){this.spinner.stop();n&&P.setAttribute("content",this.getFileData(!0,null,null,null,g,u,null,null,null,!1));m(Graph.xmlDeclaration+"\n"+(n?Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(P))});this.editor.graph.mathEnabled&&this.editor.addMathCss(M);var E=mxUtils.bind(this,function(P){p?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(P,G,this.thumbImageCache)): +G(P)});t?this.embedFonts(M,E):(this.editor.addFontCss(M),E(M))}catch(P){this.handleError(P)}};EditorUi.prototype.addRadiobox=function(c,e,g,q,n,p,z){return this.addCheckbox(c,g,q,n,p,z,!0,e)};EditorUi.prototype.addCheckbox=function(c,e,g,q,n,p,z,C){p=null!=p?p:!0;var u=document.createElement("input");u.style.marginRight="8px";u.style.marginTop="16px";u.setAttribute("type",z?"radio":"checkbox");z="geCheckbox-"+Editor.guid();u.id=z;null!=C&&u.setAttribute("name",C);g&&(u.setAttribute("checked","checked"), +u.defaultChecked=!0);q&&u.setAttribute("disabled","disabled");p&&(c.appendChild(u),g=document.createElement("label"),mxUtils.write(g,e),g.setAttribute("for",z),c.appendChild(g),n||mxUtils.br(c));return u};EditorUi.prototype.addEditButton=function(c,e){var g=this.addCheckbox(c,mxResources.get("edit")+":",!0,null,!0);g.style.marginLeft="24px";var q=this.getCurrentFile(),n="";null!=q&&q.getMode()!=App.MODE_DEVICE&&q.getMode()!=App.MODE_BROWSER&&(n=window.location.href);var p=document.createElement("select"); +p.style.maxWidth="200px";p.style.width="auto";p.style.marginLeft="8px";p.style.marginRight="10px";p.className="geBtn";q=document.createElement("option");q.setAttribute("value","blank");mxUtils.write(q,mxResources.get("makeCopy"));p.appendChild(q);q=document.createElement("option");q.setAttribute("value","custom");mxUtils.write(q,mxResources.get("custom")+"...");p.appendChild(q);c.appendChild(p);mxEvent.addListener(p,"change",mxUtils.bind(this,function(){if("custom"==p.value){var z=new FilenameDialog(this, +n,mxResources.get("ok"),function(C){null!=C?n=C:p.value="blank"},mxResources.get("url"),null,null,null,null,function(){p.value="blank"});this.showDialog(z.container,300,80,!0,!1);z.init()}}));mxEvent.addListener(g,"change",mxUtils.bind(this,function(){g.checked&&(null==e||e.checked)?p.removeAttribute("disabled"):p.setAttribute("disabled","disabled")}));mxUtils.br(c);return{getLink:function(){return g.checked?"blank"===p.value?"_blank":n:null},getEditInput:function(){return g},getEditSelect:function(){return p}}}; +EditorUi.prototype.addLinkSection=function(c,e){function g(){var C=document.createElement("div");C.style.width="100%";C.style.height="100%";C.style.boxSizing="border-box";null!=p&&p!=mxConstants.NONE?(C.style.border="1px solid black",C.style.backgroundColor=p):(C.style.backgroundPosition="center center",C.style.backgroundRepeat="no-repeat",C.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");z.innerText="";z.appendChild(C)}mxUtils.write(c,mxResources.get("links")+":");var q=document.createElement("select"); +q.style.width="100px";q.style.padding="0px";q.style.marginLeft="8px";q.style.marginRight="10px";q.className="geBtn";var n=document.createElement("option");n.setAttribute("value","auto");mxUtils.write(n,mxResources.get("automatic"));q.appendChild(n);n=document.createElement("option");n.setAttribute("value","blank");mxUtils.write(n,mxResources.get("openInNewWindow"));q.appendChild(n);n=document.createElement("option");n.setAttribute("value","self");mxUtils.write(n,mxResources.get("openInThisWindow")); +q.appendChild(n);e&&(e=document.createElement("option"),e.setAttribute("value","frame"),mxUtils.write(e,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),q.appendChild(e));c.appendChild(q);mxUtils.write(c,mxResources.get("borderColor")+":");var p="#0000ff",z=null;z=mxUtils.button("",mxUtils.bind(this,function(C){this.pickColor(p||"none",function(u){p=u;g()});mxEvent.consume(C)}));g();z.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px";z.style.marginLeft="4px";z.style.height= +"22px";z.style.width="22px";z.style.position="relative";z.style.top=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_EDGE?"6px":"1px";z.className="geColorBtn";c.appendChild(z);mxUtils.br(c);return{getColor:function(){return p},getTarget:function(){return q.value},focus:function(){q.focus()}}};EditorUi.prototype.createUrlParameters=function(c,e,g,q,n,p,z){z=null!=z?z:[];q&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||z.push("lightbox=1"),"auto"!=c&&z.push("target="+c),null!= +e&&e!=mxConstants.NONE&&z.push("highlight="+("#"==e.charAt(0)?e.substring(1):e)),null!=n&&0<n.length&&z.push("edit="+encodeURIComponent(n)),p&&z.push("layers=1"),this.editor.graph.foldingEnabled&&z.push("nav=1"));g&&null!=this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&z.push("page-id="+this.currentPage.getId());return z};EditorUi.prototype.createLink=function(c,e,g,q,n,p,z,C,u,y){u=this.createUrlParameters(c,e,g,q,n,p,u);c=this.getCurrentFile();e=!0;null!=z?g="#U"+encodeURIComponent(z): +(c=this.getCurrentFile(),C||null==c||c.constructor!=window.DriveFile?g="#R"+encodeURIComponent(g?this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))):(g="#"+c.getHash(),e=!1));e&&null!=c&&null!=c.getTitle()&&c.getTitle()!=this.defaultFilename&&u.push("title="+encodeURIComponent(c.getTitle()));y&&1<g.length&&(u.push("open="+g.substring(1)),g="");return(q&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp|| +!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+"/"+(0<u.length?"?"+u.join("&"):"")+g};EditorUi.prototype.createHtml=function(c,e,g,q,n,p,z,C,u,y,I,N){this.getBasenames();var t={};""!=n&&n!=mxConstants.NONE&&(t.highlight=n);"auto"!==q&&(t.target=q);y||(t.lightbox=!1);t.nav=this.editor.graph.foldingEnabled;g=parseInt(g);isNaN(g)||100==g||(t.zoom=g/100);g=[];z&&(g.push("pages"),t.resize=!0,null!=this.pages&&null!=this.currentPage&&(t.page=mxUtils.indexOf(this.pages, +this.currentPage)));e&&(g.push("zoom"),t.resize=!0);C&&g.push("layers");u&&g.push("tags");0<g.length&&(y&&g.push("lightbox"),t.toolbar=g.join(" "));null!=I&&0<I.length&&(t.edit=I);null!=c?t.url=c:t.xml=this.getFileData(!0,null,null,null,null,!z);e='<div class="mxgraph" style="'+(p?"max-width:100%;":"")+(""!=g?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(t))+'"></div>';c=null!=c?"&fetch="+encodeURIComponent(c):"";N(e,'<script type="text/javascript" src="'+ +(0<c.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+"/embed2.js?")+c:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL:EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(c,e,g,q){var n=document.createElement("div");n.style.whiteSpace="nowrap";var p=document.createElement("h3");mxUtils.write(p,mxResources.get("html"));p.style.cssText= +"width:100%;text-align:center;margin-top:0px;margin-bottom:12px";n.appendChild(p);var z=document.createElement("div");z.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var C=document.createElement("input");C.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";C.setAttribute("value","url");C.setAttribute("type","radio");C.setAttribute("name","type-embedhtmldialog");p=C.cloneNode(!0);p.setAttribute("value","copy");z.appendChild(p);var u=document.createElement("span"); +mxUtils.write(u,mxResources.get("includeCopyOfMyDiagram"));z.appendChild(u);mxUtils.br(z);z.appendChild(C);u=document.createElement("span");mxUtils.write(u,mxResources.get("publicDiagramUrl"));z.appendChild(u);var y=this.getCurrentFile();null==g&&null!=y&&y.constructor==window.DriveFile&&(u=document.createElement("a"),u.style.paddingLeft="12px",u.style.color="gray",u.style.cursor="pointer",mxUtils.write(u,mxResources.get("share")),z.appendChild(u),mxEvent.addListener(u,"click",mxUtils.bind(this,function(){this.hideDialog(); +this.drive.showPermissions(y.getId())})));p.setAttribute("checked","checked");null==g&&C.setAttribute("disabled","disabled");n.appendChild(z);var I=this.addLinkSection(n),N=this.addCheckbox(n,mxResources.get("zoom"),!0,null,!0);mxUtils.write(n,":");var t=document.createElement("input");t.setAttribute("type","text");t.style.marginRight="16px";t.style.width="60px";t.style.marginLeft="4px";t.style.marginRight="12px";t.value="100%";n.appendChild(t);var m=this.addCheckbox(n,mxResources.get("fit"),!0); +z=null!=this.pages&&1<this.pages.length;var F=F=this.addCheckbox(n,mxResources.get("allPages"),z,!z),J=this.addCheckbox(n,mxResources.get("layers"),!0),M=this.addCheckbox(n,mxResources.get("tags"),!0),H=this.addCheckbox(n,mxResources.get("lightbox"),!0),G=null;z=380;if(EditorUi.enableHtmlEditOption){G=this.addEditButton(n,H);var E=G.getEditInput();E.style.marginBottom="16px";z+=50;mxEvent.addListener(H,"change",function(){H.checked?E.removeAttribute("disabled"):E.setAttribute("disabled","disabled"); +E.checked&&H.checked?G.getEditSelect().removeAttribute("disabled"):G.getEditSelect().setAttribute("disabled","disabled")})}c=new CustomDialog(this,n,mxUtils.bind(this,function(){q(C.checked?g:null,N.checked,t.value,I.getTarget(),I.getColor(),m.checked,F.checked,J.checked,M.checked,H.checked,null!=G?G.getLink():null)}),null,c,e);this.showDialog(c.container,340,z,!0,!0);p.focus()};EditorUi.prototype.showPublishLinkDialog=function(c,e,g,q,n,p,z,C){var u=document.createElement("div");u.style.whiteSpace= +"nowrap";var y=document.createElement("h3");mxUtils.write(y,c||mxResources.get("link"));y.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";u.appendChild(y);var I=this.getCurrentFile();c=0;if(null==I||I.constructor!=window.DriveFile||e)z=null!=z?z:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{c=80;z=null!=z?z:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram";y=document.createElement("div");y.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;"; +var N=document.createElement("div");N.style.whiteSpace="normal";mxUtils.write(N,mxResources.get("linkAccountRequired"));y.appendChild(N);N=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(I.getId())}));N.style.marginTop="12px";N.className="geBtn";y.appendChild(N);u.appendChild(y);N=document.createElement("a");N.style.paddingLeft="12px";N.style.color="gray";N.style.fontSize="11px";N.style.cursor="pointer";mxUtils.write(N,mxResources.get("check"));y.appendChild(N); +mxEvent.addListener(N,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&&this.getPublicUrl(this.getCurrentFile(),mxUtils.bind(this,function(T){this.spinner.stop();T=new ErrorDialog(this,null,mxResources.get(null!=T?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(T.container,300,80,!0,!1);T.init()}))}))}var t=null,m=null;if(null!=g||null!=q)c+=30,mxUtils.write(u,mxResources.get("width")+":"),t=document.createElement("input"), +t.setAttribute("type","text"),t.style.marginRight="16px",t.style.width="50px",t.style.marginLeft="6px",t.style.marginRight="16px",t.style.marginBottom="10px",t.value="100%",u.appendChild(t),mxUtils.write(u,mxResources.get("height")+":"),m=document.createElement("input"),m.setAttribute("type","text"),m.style.width="50px",m.style.marginLeft="6px",m.style.marginBottom="10px",m.value=q+"px",u.appendChild(m),mxUtils.br(u);var F=this.addLinkSection(u,p);g=null!=this.pages&&1<this.pages.length;var J=null; +if(null==I||I.constructor!=window.DriveFile||e)J=this.addCheckbox(u,mxResources.get("allPages"),g,!g);var M=this.addCheckbox(u,mxResources.get("lightbox"),!0,null,null,!p),H=this.addEditButton(u,M),G=H.getEditInput();p&&(G.style.marginLeft=M.style.marginLeft,M.style.display="none",c-=20);var E=this.addCheckbox(u,mxResources.get("layers"),!0);E.style.marginLeft=G.style.marginLeft;E.style.marginTop="8px";var P=this.addCheckbox(u,mxResources.get("tags"),!0);P.style.marginLeft=G.style.marginLeft;P.style.marginBottom= +"16px";P.style.marginTop="16px";mxEvent.addListener(M,"change",function(){M.checked?(E.removeAttribute("disabled"),G.removeAttribute("disabled")):(E.setAttribute("disabled","disabled"),G.setAttribute("disabled","disabled"));G.checked&&M.checked?H.getEditSelect().removeAttribute("disabled"):H.getEditSelect().setAttribute("disabled","disabled")});e=new CustomDialog(this,u,mxUtils.bind(this,function(){n(F.getTarget(),F.getColor(),null==J?!0:J.checked,M.checked,H.getLink(),E.checked,null!=t?t.value:null, +null!=m?m.value:null,P.checked)}),null,mxResources.get("create"),z,C);this.showDialog(e.container,340,300+c,!0,!0);null!=t?(t.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?t.select():document.execCommand("selectAll",!1,null)):F.focus()};EditorUi.prototype.showRemoteExportDialog=function(c,e,g,q,n){var p=document.createElement("div");p.style.whiteSpace="nowrap";var z=document.createElement("h3");mxUtils.write(z,mxResources.get("image"));z.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+ +(n?"10":"4")+"px";p.appendChild(z);if(n){mxUtils.write(p,mxResources.get("zoom")+":");var C=document.createElement("input");C.setAttribute("type","text");C.style.marginRight="16px";C.style.width="60px";C.style.marginLeft="4px";C.style.marginRight="12px";C.value=this.lastExportZoom||"100%";p.appendChild(C);mxUtils.write(p,mxResources.get("borderWidth")+":");var u=document.createElement("input");u.setAttribute("type","text");u.style.marginRight="16px";u.style.width="60px";u.style.marginLeft="4px";u.value= +this.lastExportBorder||"0";p.appendChild(u);mxUtils.br(p)}var y=this.addCheckbox(p,mxResources.get("selectionOnly"),!1,this.editor.graph.isSelectionEmpty()),I=q?null:this.addCheckbox(p,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);z=this.editor.graph;var N=q?null:this.addCheckbox(p,mxResources.get("transparentBackground"),z.background==mxConstants.NONE||null==z.background);null!=N&&(N.style.marginBottom="16px");c=new CustomDialog(this,p,mxUtils.bind(this,function(){var t= +parseInt(C.value)/100||1,m=parseInt(u.value)||0;g(!y.checked,null!=I?I.checked:!1,null!=N?N.checked:!1,t,m)}),null,c,e);this.showDialog(c.container,300,(n?25:0)+(q?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(c,e,g,q,n,p,z,C,u){z=null!=z?z:Editor.defaultIncludeDiagram;var y=document.createElement("div");y.style.whiteSpace="nowrap";var I=this.editor.graph,N="jpeg"==C?220:300,t=document.createElement("h3");mxUtils.write(t,c);t.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px"; +y.appendChild(t);mxUtils.write(y,mxResources.get("zoom")+":");var m=document.createElement("input");m.setAttribute("type","text");m.style.marginRight="16px";m.style.width="60px";m.style.marginLeft="4px";m.style.marginRight="12px";m.value=this.lastExportZoom||"100%";y.appendChild(m);mxUtils.write(y,mxResources.get("borderWidth")+":");var F=document.createElement("input");F.setAttribute("type","text");F.style.marginRight="16px";F.style.width="60px";F.style.marginLeft="4px";F.value=this.lastExportBorder|| +"0";y.appendChild(F);mxUtils.br(y);var J=this.addCheckbox(y,mxResources.get("selectionOnly"),!1,I.isSelectionEmpty()),M=document.createElement("input");M.style.marginTop="16px";M.style.marginRight="8px";M.style.marginLeft="24px";M.setAttribute("disabled","disabled");M.setAttribute("type","checkbox");var H=document.createElement("select");H.style.marginTop="16px";H.style.marginLeft="8px";c=["selectionOnly","diagram","page"];var G={};for(t=0;t<c.length;t++)if(!I.isSelectionEmpty()||"selectionOnly"!= +c[t]){var E=document.createElement("option");mxUtils.write(E,mxResources.get(c[t]));E.setAttribute("value",c[t]);H.appendChild(E);G[c[t]]=E}u?(mxUtils.write(y,mxResources.get("size")+":"),y.appendChild(H),mxUtils.br(y),N+=26,mxEvent.addListener(H,"change",function(){"selectionOnly"==H.value&&(J.checked=!0)})):p&&(y.appendChild(M),mxUtils.write(y,mxResources.get("crop")),mxUtils.br(y),N+=30,mxEvent.addListener(J,"change",function(){J.checked?M.removeAttribute("disabled"):M.setAttribute("disabled", +"disabled")}));I.isSelectionEmpty()?u&&(J.style.display="none",J.nextSibling.style.display="none",J.nextSibling.nextSibling.style.display="none",N-=30):(H.value="diagram",M.setAttribute("checked","checked"),M.defaultChecked=!0,mxEvent.addListener(J,"change",function(){H.value=J.checked?"selectionOnly":"diagram"}));var P=this.addCheckbox(y,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=C),T=null;Editor.isDarkMode()&&(T=this.addCheckbox(y,mxResources.get("dark"),!0),N+=26);var W=this.addCheckbox(y, +mxResources.get("shadow"),I.shadowVisible),U=null;if("png"==C||"jpeg"==C)U=this.addCheckbox(y,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),N+=30;var V=this.addCheckbox(y,mxResources.get("includeCopyOfMyDiagram"),z,null,null,"jpeg"!=C);V.style.marginBottom="16px";var l=document.createElement("input");l.style.marginBottom="16px";l.style.marginRight="8px";l.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||l.setAttribute("disabled","disabled");var A= +document.createElement("select");A.style.maxWidth="260px";A.style.marginLeft="8px";A.style.marginRight="10px";A.style.marginBottom="16px";A.className="geBtn";p=document.createElement("option");p.setAttribute("value","none");mxUtils.write(p,mxResources.get("noChange"));A.appendChild(p);p=document.createElement("option");p.setAttribute("value","embedFonts");mxUtils.write(p,mxResources.get("embedFonts"));A.appendChild(p);p=document.createElement("option");p.setAttribute("value","lblToSvg");mxUtils.write(p, +mxResources.get("lblToSvg"));this.isOffline()||EditorUi.isElectronApp||A.appendChild(p);mxEvent.addListener(A,"change",mxUtils.bind(this,function(){"lblToSvg"==A.value?(l.checked=!0,l.setAttribute("disabled","disabled"),G.page.style.display="none","page"==H.value&&(H.value="diagram"),W.checked=!1,W.setAttribute("disabled","disabled"),Q.style.display="inline-block",L.style.display="none"):"disabled"==l.getAttribute("disabled")&&(l.checked=!1,l.removeAttribute("disabled"),W.removeAttribute("disabled"), +G.page.style.display="",Q.style.display="none",L.style.display="")}));e&&(y.appendChild(l),mxUtils.write(y,mxResources.get("embedImages")),mxUtils.br(y),mxUtils.write(y,mxResources.get("txtSettings")+":"),y.appendChild(A),mxUtils.br(y),N+=60);var L=document.createElement("select");L.style.maxWidth="260px";L.style.marginLeft="8px";L.style.marginRight="10px";L.className="geBtn";e=document.createElement("option");e.setAttribute("value","auto");mxUtils.write(e,mxResources.get("automatic"));L.appendChild(e); +e=document.createElement("option");e.setAttribute("value","blank");mxUtils.write(e,mxResources.get("openInNewWindow"));L.appendChild(e);e=document.createElement("option");e.setAttribute("value","self");mxUtils.write(e,mxResources.get("openInThisWindow"));L.appendChild(e);var Q=document.createElement("div");mxUtils.write(Q,mxResources.get("LinksLost"));Q.style.margin="7px";Q.style.display="none";"svg"==C&&(mxUtils.write(y,mxResources.get("links")+":"),y.appendChild(L),y.appendChild(Q),mxUtils.br(y), +mxUtils.br(y),N+=50);g=new CustomDialog(this,y,mxUtils.bind(this,function(){this.lastExportBorder=F.value;this.lastExportZoom=m.value;n(m.value,P.checked,!J.checked,W.checked,V.checked,l.checked,F.value,M.checked,!1,L.value,null!=U?U.checked:null,null!=T?T.checked:null,H.value,"embedFonts"==A.value,"lblToSvg"==A.value)}),null,g,q);this.showDialog(g.container,340,N,!0,!0,null,null,null,null,!0);m.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?m.select():document.execCommand("selectAll", +!1,null)};EditorUi.prototype.showEmbedImageDialog=function(c,e,g,q,n){var p=document.createElement("div");p.style.whiteSpace="nowrap";var z=this.editor.graph;if(null!=e){var C=document.createElement("h3");mxUtils.write(C,e);C.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";p.appendChild(C)}var u=this.addCheckbox(p,mxResources.get("fit"),!0),y=this.addCheckbox(p,mxResources.get("shadow"),z.shadowVisible&&q,!q),I=this.addCheckbox(p,g),N=this.addCheckbox(p,mxResources.get("lightbox"), +!0),t=this.addEditButton(p,N),m=t.getEditInput(),F=1<z.model.getChildCount(z.model.getRoot()),J=this.addCheckbox(p,mxResources.get("layers"),F,!F);J.style.marginLeft=m.style.marginLeft;J.style.marginBottom="12px";J.style.marginTop="8px";mxEvent.addListener(N,"change",function(){N.checked?(F&&J.removeAttribute("disabled"),m.removeAttribute("disabled")):(J.setAttribute("disabled","disabled"),m.setAttribute("disabled","disabled"));m.checked&&N.checked?t.getEditSelect().removeAttribute("disabled"):t.getEditSelect().setAttribute("disabled", +"disabled")});e=new CustomDialog(this,p,mxUtils.bind(this,function(){c(u.checked,y.checked,I.checked,N.checked,t.getLink(),J.checked)}),null,mxResources.get("embed"),n);this.showDialog(e.container,280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(c,e,g,q,n,p,z,C){function u(m){var F=" ",J="";q&&(F=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=I?"&page="+I:"")+(n?"&edit=_blank":"")+(p?"&layers=1":"")+"');}})(this);\"",J+="cursor:pointer;");c&&(J+="max-width:100%;");var M="";g&&(M=' width="'+Math.round(y.width)+'" height="'+Math.round(y.height)+'"');z('<img src="'+m+'"'+M+(""!=J?' style="'+J+'"':"")+F+"/>")}var y=this.editor.graph.getGraphBounds(),I=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(m){var F=q?this.getFileData(!0):null;m= +this.createImageDataUri(m,F,"png");u(m)}),null,null,null,mxUtils.bind(this,function(m){C({message:mxResources.get("unknownError")})}),null,!0,g?2:1,null,e,null,null,Editor.defaultBorder);else if(e=this.getFileData(!0),y.width*y.height<=MAX_AREA&&e.length<=MAX_REQUEST_SIZE){var N="";g&&(N="&w="+Math.round(2*y.width)+"&h="+Math.round(2*y.height));var t=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(q?"1":"0")+N+"&xml="+encodeURIComponent(e));t.send(mxUtils.bind(this,function(){200<=t.getStatus()&& +299>=t.getStatus()?u("data:image/png;base64,"+t.getText()):C({message:mxResources.get("unknownError")})}))}else C({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(c,e,g,q,n,p,z){var C=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!g),u=C.getElementsByTagName("a");if(null!=u)for(var y=0;y<u.length;y++){var I=u[y].getAttribute("href");null!=I&&"#"==I.charAt(0)&&"_blank"==u[y].getAttribute("target")&&u[y].removeAttribute("target")}q&& +C.setAttribute("content",this.getFileData(!0));e&&this.editor.graph.addSvgShadow(C);if(g){var N=" ",t="";q&&(N="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(n?"&edit=_blank":"")+(p?"&layers=1": +"")+"');}})(this);\"",t+="cursor:pointer;");c&&(t+="max-width:100%;");this.editor.convertImages(C,mxUtils.bind(this,function(m){z('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(m))+'"'+(""!=t?' style="'+t+'"':"")+N+"/>")}))}else t="",q&&(e=this.getSelectedPageIndex(),C.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=e?"&page="+e:"")+(n?"&edit=_blank":"")+(p?"&layers=1":"")+"');}}})(this);"),t+="cursor:pointer;"),c&&(c=parseInt(C.getAttribute("width")),n=parseInt(C.getAttribute("height")),C.setAttribute("viewBox","-0.5 -0.5 "+c+" "+n),t+="max-width:100%;max-height:"+n+"px;",C.removeAttribute("height")),""!=t&&C.setAttribute("style",t),this.editor.addFontCss(C),this.editor.graph.mathEnabled&&this.editor.addMathCss(C),z(mxUtils.getXml(C))};EditorUi.prototype.timeSince=function(c){c= Math.floor((new Date-c)/1E3);var e=Math.floor(c/31536E3);if(1<e)return e+" "+mxResources.get("years");e=Math.floor(c/2592E3);if(1<e)return e+" "+mxResources.get("months");e=Math.floor(c/86400);if(1<e)return e+" "+mxResources.get("days");e=Math.floor(c/3600);if(1<e)return e+" "+mxResources.get("hours");e=Math.floor(c/60);return 1<e?e+" "+mxResources.get("minutes"):1==e?e+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(c,e){if(null!=c){var g=null;if("diagram"==c.nodeName)g= -c;else if("mxfile"==c.nodeName){var k=c.getElementsByTagName("diagram");if(0<k.length){g=k[0];var m=e.getGlobalVariable;e.getGlobalVariable=function(p){return"page"==p?g.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==p?1:m.apply(this,arguments)}}}null!=g&&(c=Editor.parseDiagramNode(g))}k=this.editor.graph;try{this.editor.graph=e,this.editor.setGraphXml(c)}catch(p){}finally{this.editor.graph=k}return c};EditorUi.prototype.getPngFileProperties=function(c){var e=1,g=0;if(null!= -c){if(c.hasAttribute("scale")){var k=parseFloat(c.getAttribute("scale"));!isNaN(k)&&0<k&&(e=k)}c.hasAttribute("border")&&(k=parseInt(c.getAttribute("border")),!isNaN(k)&&0<k&&(g=k))}return{scale:e,border:g}};EditorUi.prototype.getEmbeddedPng=function(c,e,g,k,m){try{var p=this.editor.graph,x=null!=p.themes&&"darkTheme"==p.defaultThemeName,y=null;if(null!=g&&0<g.length)p=this.createTemporaryGraph(x?p.getDefaultStylesheet():p.getStylesheet()),document.body.appendChild(p.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(g).documentElement, -!0),p),y=g;else if(x||null!=this.pages&&this.currentPage!=this.pages[0]){p=this.createTemporaryGraph(x?p.getDefaultStylesheet():p.getStylesheet());var A=p.getGlobalVariable;p.setBackgroundImage=this.editor.graph.setBackgroundImage;var z=this.pages[0];this.currentPage==z?p.setBackgroundImage(this.editor.graph.backgroundImage):null!=z.viewState&&null!=z.viewState&&p.setBackgroundImage(z.viewState.backgroundImage);p.getGlobalVariable=function(L){return"page"==L?z.getName():"pagenumber"==L?1:A.apply(this, -arguments)};document.body.appendChild(p.container);p.model.setRoot(z.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(L){try{null==y&&(y=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var N=L.toDataURL("image/png");N=Editor.writeGraphModelToPng(N,"tEXt","mxfile",encodeURIComponent(y));c(N.substring(N.lastIndexOf(",")+1));p!=this.editor.graph&&p.container.parentNode.removeChild(p.container)}catch(K){null!=e&&e(K)}}),null,null,null,mxUtils.bind(this,function(L){null!=e&& -e(L)}),null,null,k,null,p.shadowVisible,null,p,m,null,null,null,"diagram",null)}catch(L){null!=e&&e(L)}};EditorUi.prototype.getEmbeddedSvg=function(c,e,g,k,m,p,x,y,A,z,L,N,K){y=null!=y?y:!0;L=null!=L?L:0;x=null!=A?A:e.background;x==mxConstants.NONE&&(x=null);p=e.getSvg(x,z,L,null,null,p,null,null,null,e.shadowVisible||N,null,K,"diagram");(e.shadowVisible||N)&&e.addSvgShadow(p,null,null,0==L);null!=c&&p.setAttribute("content",c);null!=g&&p.setAttribute("resource",g);var t=mxUtils.bind(this,function(q){q= -(k?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(q);null!=m&&m(q);return q});e.mathEnabled&&this.editor.addMathCss(p);if(null!=m)this.embedFonts(p,mxUtils.bind(this,function(q){y?this.editor.convertImages(q,mxUtils.bind(this,function(G){t(G)})):t(q)}));else return t(p)};EditorUi.prototype.embedFonts=function(c,e){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(c,this.editor.resolvedFontCss), -this.editor.embedExtFonts(mxUtils.bind(this,function(g){try{null!=g&&this.editor.addFontCss(c,g),e(c)}catch(k){e(c)}}))}catch(g){e(c)}}))};EditorUi.prototype.exportImage=function(c,e,g,k,m,p,x,y,A,z,L,N,K){A=null!=A?A:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var t=this.editor.graph.isSelectionEmpty();g=null!=g?g:t;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(q){this.spinner.stop();try{this.saveCanvas(q, -m?this.getFileData(!0,null,null,null,g,y):null,A,null==this.pages||0==this.pages.length,L)}catch(G){this.handleError(G)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(q){this.spinner.stop();this.handleError(q)}),null,g,c||1,e,k,null,null,p,x,z,N,K)}catch(q){this.spinner.stop(),this.handleError(q)}}};EditorUi.prototype.isCorsEnabledForUrl=function(c){return this.editor.isCorsEnabledForUrl(c)};EditorUi.prototype.importXml=function(c,e,g,k,m,p,x){e=null!=e?e:0;g=null!=g?g:0;var y=[];try{var A= -this.editor.graph;if(null!=c&&0<c.length){A.model.beginUpdate();try{var z=mxUtils.parseXml(c);c={};var L=this.editor.extractGraphModel(z.documentElement,null!=this.pages);if(null!=L&&"mxfile"==L.nodeName&&null!=this.pages){var N=L.getElementsByTagName("diagram");if(1==N.length&&!p){if(L=Editor.parseDiagramNode(N[0]),null!=this.currentPage&&(c[N[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var K=N[0].getAttribute("name");null!=K&&""!=K&&this.editor.graph.model.execute(new RenamePage(this, -this.currentPage,K))}}else if(0<N.length){p=[];var t=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(c[N[0].getAttribute("id")]=this.pages[0].getId(),L=Editor.parseDiagramNode(N[0]),k=!1,t=1);for(;t<N.length;t++){var q=N[t].getAttribute("id");N[t].removeAttribute("id");var G=this.updatePageRoot(new DiagramPage(N[t]));c[q]=N[t].getAttribute("id");var E=this.pages.length;null==G.getName()&&G.setName(mxResources.get("pageWithNumber",[E+1]));A.model.execute(new ChangePage(this,G,G,E, -!0));p.push(G)}this.updatePageLinks(c,p)}}if(null!=L&&"mxGraphModel"===L.nodeName){y=A.importGraphModel(L,e,g,k);if(null!=y)for(t=0;t<y.length;t++)this.updatePageLinksForCell(c,y[t]);var F=A.parseBackgroundImage(L.getAttribute("backgroundImage"));if(null!=F&&null!=F.originalSrc){this.updateBackgroundPageLink(c,F);var H=new ChangePageSetup(this,null,F);H.ignoreColor=!0;A.model.execute(H)}}x&&this.insertHandler(y,null,null,A.defaultVertexStyle,A.defaultEdgeStyle,!1,!0)}finally{A.model.endUpdate()}}}catch(C){if(m)throw C; -this.handleError(C)}return y};EditorUi.prototype.updatePageLinks=function(c,e){for(var g=0;g<e.length;g++)this.updatePageLinksForCell(c,e[g].root),null!=e[g].viewState&&this.updateBackgroundPageLink(c,e[g].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(c,e){try{if(null!=e&&Graph.isPageLink(e.originalSrc)){var g=c[e.originalSrc.substring(e.originalSrc.indexOf(",")+1)];null!=g&&(e.originalSrc="data:page/id,"+g)}}catch(k){}};EditorUi.prototype.updatePageLinksForCell= -function(c,e){var g=document.createElement("div"),k=this.editor.graph,m=k.getLinkForCell(e);null!=m&&k.setLinkForCell(e,this.updatePageLink(c,m));if(k.isHtmlLabel(e)){g.innerHTML=k.sanitizeHtml(k.getLabel(e));for(var p=g.getElementsByTagName("a"),x=!1,y=0;y<p.length;y++)m=p[y].getAttribute("href"),null!=m&&(p[y].setAttribute("href",this.updatePageLink(c,m)),x=!0);x&&k.labelChanged(e,g.innerHTML)}for(y=0;y<k.model.getChildCount(e);y++)this.updatePageLinksForCell(c,k.model.getChildAt(e,y))};EditorUi.prototype.updatePageLink= -function(c,e){if(Graph.isPageLink(e)){var g=c[e.substring(e.indexOf(",")+1)];e=null!=g?"data:page/id,"+g:null}else if("data:action/json,"==e.substring(0,17))try{var k=JSON.parse(e.substring(17));if(null!=k.actions){for(var m=0;m<k.actions.length;m++){var p=k.actions[m];if(null!=p.open&&Graph.isPageLink(p.open)){var x=p.open.substring(p.open.indexOf(",")+1);g=c[x];null!=g?p.open="data:page/id,"+g:null==this.getPageById(x)&&delete p.open}}e="data:action/json,"+JSON.stringify(k)}}catch(y){}return e}; -EditorUi.prototype.isRemoteVisioFormat=function(c){return/(\.v(sd|dx))($|\?)/i.test(c)||/(\.vs(s|x))($|\?)/i.test(c)};EditorUi.prototype.importVisio=function(c,e,g,k,m){k=null!=k?k:c.name;g=null!=g?g:mxUtils.bind(this,function(x){this.handleError(x)});var p=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var x=this.isRemoteVisioFormat(k);try{var y="UNKNOWN-VISIO",A=k.lastIndexOf(".");if(0<=A&&A<k.length)y=k.substring(A+1).toUpperCase();else{var z=k.lastIndexOf("/");0<= -z&&z<k.length&&(k=k.substring(z+1))}EditorUi.logEvent({category:y+"-MS-IMPORT-FILE",action:"filename_"+k,label:x?"remote":"local"})}catch(N){}if(x)if(null==VSD_CONVERT_URL||this.isOffline())g({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{x=new FormData;x.append("file1",c,k);var L=new XMLHttpRequest;L.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(k)?"?stencil=1":""));L.responseType="blob";this.addRemoteServiceSecurityCheck(L); -null!=m&&L.setRequestHeader("x-convert-custom",m);L.onreadystatechange=mxUtils.bind(this,function(){if(4==L.readyState)if(200<=L.status&&299>=L.status)try{var N=L.response;if("text/xml"==N.type){var K=new FileReader;K.onload=mxUtils.bind(this,function(t){try{e(t.target.result)}catch(q){g({message:mxResources.get("errorLoadingFile")})}});K.readAsText(N)}else this.doImportVisio(N,e,g,k)}catch(t){g(t)}else try{""==L.responseType||"text"==L.responseType?g({message:L.responseText}):(K=new FileReader,K.onload= -function(){g({message:JSON.parse(K.result).Message})},K.readAsText(L.response))}catch(t){g({})}});L.send(x)}else try{this.doImportVisio(c,e,g,k)}catch(N){g(N)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?p():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",p))};EditorUi.prototype.importGraphML=function(c,e,g){g=null!=g?g:mxUtils.bind(this,function(m){this.handleError(m)}); -var k=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(c,e,g)}catch(m){g(m)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?k():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",k))};EditorUi.prototype.exportVisio=function(c){var e=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(c)|| -this.handleError({message:mxResources.get("unknownError")})}catch(g){this.handleError(g)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?e():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",e))};EditorUi.prototype.convertLucidChart=function(c,e,g){var k=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var m= -JSON.parse(c);e(LucidImporter.importState(m));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+c.length}),null!=window.console&&"1"==urlParams.test){var p=[(new Date).toISOString(),"convertLucidChart",m];null!=m.state&&p.push(JSON.parse(m.state));if(null!=m.svgThumbs)for(var x=0;x<m.svgThumbs.length;x++)p.push(Editor.createSvgDataUri(m.svgThumbs[x]));null!=m.thumb&&p.push(m.thumb);console.log.apply(console,p)}}catch(y){}}catch(y){null!=window.console&&console.error(y),g(y)}else g({message:mxResources.get("serviceUnavailableOrBlocked")})}); -"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(k,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",k)})})})}):mxscript("js/extensions.min.js",k))};EditorUi.prototype.generateMermaidImage=function(c, -e,g,k){var m=this,p=function(){try{this.loadingMermaid=!1,e=null!=e?e:mxUtils.clone(EditorUi.defaultMermaidConfig),e.securityLevel="strict",e.startOnLoad=!1,Editor.isDarkMode()&&(e.theme="dark"),mermaid.mermaidAPI.initialize(e),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),c,function(x){try{if(mxClient.IS_IE||mxClient.IS_IE11)x=x.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var y=mxUtils.parseXml(x).getElementsByTagName("svg"); -if(0<y.length){var A=parseFloat(y[0].getAttribute("width")),z=parseFloat(y[0].getAttribute("height"));if(isNaN(A)||isNaN(z))try{var L=y[0].getAttribute("viewBox").split(/\s+/);A=parseFloat(L[2]);z=parseFloat(L[3])}catch(N){A=A||100,z=z||100}g(m.convertDataUri(Editor.createSvgDataUri(x)),A,z)}else k({message:mxResources.get("invalidInput")})}catch(N){k(N)}})}catch(x){k(x)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?p():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", -p):mxscript("js/extensions.min.js",p))};EditorUi.prototype.generatePlantUmlImage=function(c,e,g,k){function m(y,A,z){c1=y>>2;c2=(y&3)<<4|A>>4;c3=(A&15)<<2|z>>6;c4=z&63;r="";r+=p(c1&63);r+=p(c2&63);r+=p(c3&63);return r+=p(c4&63)}function p(y){if(10>y)return String.fromCharCode(48+y);y-=10;if(26>y)return String.fromCharCode(65+y);y-=26;if(26>y)return String.fromCharCode(97+y);y-=26;return 0==y?"-":1==y?"_":"?"}var x=new XMLHttpRequest;x.open("GET",("txt"==e?PLANT_URL+"/txt/":"png"==e?PLANT_URL+"/png/": -PLANT_URL+"/svg/")+function(y){r="";for(i=0;i<y.length;i+=3)r=i+2==y.length?r+m(y.charCodeAt(i),y.charCodeAt(i+1),0):i+1==y.length?r+m(y.charCodeAt(i),0,0):r+m(y.charCodeAt(i),y.charCodeAt(i+1),y.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(c))),!0);"txt"!=e&&(x.responseType="blob");x.onload=function(y){if(200<=this.status&&300>this.status)if("txt"==e)g(this.response);else{var A=new FileReader;A.readAsDataURL(this.response);A.onloadend=function(z){var L=new Image;L.onload= -function(){try{var N=L.width,K=L.height;if(0==N&&0==K){var t=A.result,q=t.indexOf(","),G=decodeURIComponent(escape(atob(t.substring(q+1)))),E=mxUtils.parseXml(G).getElementsByTagName("svg");0<E.length&&(N=parseFloat(E[0].getAttribute("width")),K=parseFloat(E[0].getAttribute("height")))}g(A.result,N,K)}catch(F){k(F)}};L.src=A.result};A.onerror=function(z){k(z)}}else k(y)};x.onerror=function(y){k(y)};x.send()};EditorUi.prototype.insertAsPreText=function(c,e,g){var k=this.editor.graph,m=null;k.getModel().beginUpdate(); -try{m=k.insertVertex(null,null,"<pre>"+c+"</pre>",e,g,1,1,"text;html=1;align=left;verticalAlign=top;"),k.updateCellSize(m,!0)}finally{k.getModel().endUpdate()}return m};EditorUi.prototype.insertTextAt=function(c,e,g,k,m,p,x,y){p=null!=p?p:!0;x=null!=x?x:!0;if(null!=c)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(c))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(c.replace(/\s+/g," "),mxUtils.bind(this,function(K){4== -K.readyState&&200<=K.status&&299>=K.status&&this.editor.graph.setSelectionCells(this.insertTextAt(K.responseText,e,g,!0))}));else if("data:"==c.substring(0,5)||!this.isOffline()&&(m||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(c))){var A=this.editor.graph;if("data:application/pdf;base64,"==c.substring(0,28)){var z=Editor.extractGraphModelFromPdf(c);if(null!=z&&0<z.length)return this.importXml(z,e,g,p,!0,y)}if(Editor.isPngDataUrl(c)&&(z=Editor.extractGraphModelFromPng(c),null!=z&&0<z.length))return this.importXml(z, -e,g,p,!0,y);if("data:image/svg+xml;"==c.substring(0,19))try{z=null;"data:image/svg+xml;base64,"==c.substring(0,26)?(z=c.substring(c.indexOf(",")+1),z=window.atob&&!mxClient.IS_SF?atob(z):Base64.decode(z,!0)):z=decodeURIComponent(c.substring(c.indexOf(",")+1));var L=this.importXml(z,e,g,p,!0,y);if(0<L.length)return L}catch(K){}this.loadImage(c,mxUtils.bind(this,function(K){if("data:"==c.substring(0,5))this.resizeImage(K,c,mxUtils.bind(this,function(G,E,F){A.setSelectionCell(A.insertVertex(null,null, -"",A.snap(e),A.snap(g),E,F,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(G)+";"))}),x,this.maxImageSize);else{var t=Math.min(1,Math.min(this.maxImageSize/K.width,this.maxImageSize/K.height)),q=Math.round(K.width*t);K=Math.round(K.height*t);A.setSelectionCell(A.insertVertex(null,null,"",A.snap(e),A.snap(g),q,K,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ -c+";"))}}),mxUtils.bind(this,function(){var K=null;A.getModel().beginUpdate();try{K=A.insertVertex(A.getDefaultParent(),null,c,A.snap(e),A.snap(g),1,1,"text;"+(k?"html=1;":"")),A.updateCellSize(K),A.fireEvent(new mxEventObject("textInserted","cells",[K]))}finally{A.getModel().endUpdate()}A.setSelectionCell(K)}))}else{c=Graph.zapGremlins(mxUtils.trim(c));if(this.isCompatibleString(c))return this.importXml(c,e,g,p,null,y);if(0<c.length)if(this.isLucidChartData(c))this.convertLucidChart(c,mxUtils.bind(this, -function(K){this.editor.graph.setSelectionCells(this.importXml(K,e,g,p,null,y))}),mxUtils.bind(this,function(K){this.handleError(K)}));else{A=this.editor.graph;m=null;A.getModel().beginUpdate();try{m=A.insertVertex(A.getDefaultParent(),null,"",A.snap(e),A.snap(g),1,1,"text;whiteSpace=wrap;"+(k?"html=1;":""));A.fireEvent(new mxEventObject("textInserted","cells",[m]));"<"==c.charAt(0)&&c.indexOf(">")==c.length-1&&(c=mxUtils.htmlEntities(c));c.length>this.maxTextBytes&&(c=c.substring(0,this.maxTextBytes)+ -"...");m.value=c;A.updateCellSize(m);if(0<this.maxTextWidth&&m.geometry.width>this.maxTextWidth){var N=A.getPreferredSizeForCell(m,this.maxTextWidth);m.geometry.width=N.width;m.geometry.height=N.height}Graph.isLink(m.value)&&A.setLinkForCell(m,m.value);m.geometry.width+=A.gridSize;m.geometry.height+=A.gridSize}finally{A.getModel().endUpdate()}return[m]}}return[]};EditorUi.prototype.formatFileSize=function(c){var e=-1;do c/=1024,e++;while(1024<c);return Math.max(c,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[e]}; +c;else if("mxfile"==c.nodeName){var q=c.getElementsByTagName("diagram");if(0<q.length){g=q[0];var n=e.getGlobalVariable;e.getGlobalVariable=function(p){return"page"==p?g.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==p?1:n.apply(this,arguments)}}}null!=g&&(c=Editor.parseDiagramNode(g))}q=this.editor.graph;try{this.editor.graph=e,this.editor.setGraphXml(c)}catch(p){}finally{this.editor.graph=q}return c};EditorUi.prototype.getPngFileProperties=function(c){var e=1,g=0;if(null!= +c){if(c.hasAttribute("scale")){var q=parseFloat(c.getAttribute("scale"));!isNaN(q)&&0<q&&(e=q)}c.hasAttribute("border")&&(q=parseInt(c.getAttribute("border")),!isNaN(q)&&0<q&&(g=q))}return{scale:e,border:g}};EditorUi.prototype.getEmbeddedPng=function(c,e,g,q,n){try{var p=this.editor.graph,z=null!=p.themes&&"darkTheme"==p.defaultThemeName,C=null;if(null!=g&&0<g.length)p=this.createTemporaryGraph(z?p.getDefaultStylesheet():p.getStylesheet()),document.body.appendChild(p.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(g).documentElement, +!0),p),C=g;else if(z||null!=this.pages&&this.currentPage!=this.pages[0]){p=this.createTemporaryGraph(z?p.getDefaultStylesheet():p.getStylesheet());var u=p.getGlobalVariable;p.setBackgroundImage=this.editor.graph.setBackgroundImage;var y=this.pages[0];this.currentPage==y?p.setBackgroundImage(this.editor.graph.backgroundImage):null!=y.viewState&&null!=y.viewState&&p.setBackgroundImage(y.viewState.backgroundImage);p.getGlobalVariable=function(I){return"page"==I?y.getName():"pagenumber"==I?1:u.apply(this, +arguments)};document.body.appendChild(p.container);p.model.setRoot(y.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(I){try{null==C&&(C=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var N=I.toDataURL("image/png");N=Editor.writeGraphModelToPng(N,"tEXt","mxfile",encodeURIComponent(C));c(N.substring(N.lastIndexOf(",")+1));p!=this.editor.graph&&p.container.parentNode.removeChild(p.container)}catch(t){null!=e&&e(t)}}),null,null,null,mxUtils.bind(this,function(I){null!=e&& +e(I)}),null,null,q,null,p.shadowVisible,null,p,n,null,null,null,"diagram",null)}catch(I){null!=e&&e(I)}};EditorUi.prototype.getEmbeddedSvg=function(c,e,g,q,n,p,z,C,u,y,I,N,t){C=null!=C?C:!0;I=null!=I?I:0;z=null!=u?u:e.background;z==mxConstants.NONE&&(z=null);p=e.getSvg(z,y,I,null,null,p,null,null,null,e.shadowVisible||N,null,t,"diagram");(e.shadowVisible||N)&&e.addSvgShadow(p,null,null,0==I);null!=c&&p.setAttribute("content",c);null!=g&&p.setAttribute("resource",g);var m=mxUtils.bind(this,function(F){F= +(q?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(F);null!=n&&n(F);return F});e.mathEnabled&&this.editor.addMathCss(p);if(null!=n)this.embedFonts(p,mxUtils.bind(this,function(F){C?this.editor.convertImages(F,mxUtils.bind(this,function(J){m(J)})):m(F)}));else return m(p)};EditorUi.prototype.embedFonts=function(c,e){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(c,this.editor.resolvedFontCss), +this.editor.embedExtFonts(mxUtils.bind(this,function(g){try{null!=g&&this.editor.addFontCss(c,g),e(c)}catch(q){e(c)}}))}catch(g){e(c)}}))};EditorUi.prototype.exportImage=function(c,e,g,q,n,p,z,C,u,y,I,N,t){u=null!=u?u:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var m=this.editor.graph.isSelectionEmpty();g=null!=g?g:m;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(F){this.spinner.stop();try{this.saveCanvas(F, +n?this.getFileData(!0,null,null,null,g,C):null,u,null==this.pages||0==this.pages.length,I)}catch(J){this.handleError(J)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(F){this.spinner.stop();this.handleError(F)}),null,g,c||1,e,q,null,null,p,z,y,N,t)}catch(F){this.spinner.stop(),this.handleError(F)}}};EditorUi.prototype.isCorsEnabledForUrl=function(c){return this.editor.isCorsEnabledForUrl(c)};EditorUi.prototype.importXml=function(c,e,g,q,n,p,z){e=null!=e?e:0;g=null!=g?g:0;var C=[];try{var u= +this.editor.graph;if(null!=c&&0<c.length){u.model.beginUpdate();try{var y=mxUtils.parseXml(c);c={};var I=this.editor.extractGraphModel(y.documentElement,null!=this.pages);if(null!=I&&"mxfile"==I.nodeName&&null!=this.pages){var N=I.getElementsByTagName("diagram");if(1==N.length&&!p){if(I=Editor.parseDiagramNode(N[0]),null!=this.currentPage&&(c[N[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var t=N[0].getAttribute("name");null!=t&&""!=t&&this.editor.graph.model.execute(new RenamePage(this, +this.currentPage,t))}}else if(0<N.length){p=[];var m=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(c[N[0].getAttribute("id")]=this.pages[0].getId(),I=Editor.parseDiagramNode(N[0]),q=!1,m=1);for(;m<N.length;m++){var F=N[m].getAttribute("id");N[m].removeAttribute("id");var J=this.updatePageRoot(new DiagramPage(N[m]));c[F]=N[m].getAttribute("id");var M=this.pages.length;null==J.getName()&&J.setName(mxResources.get("pageWithNumber",[M+1]));u.model.execute(new ChangePage(this,J,J,M, +!0));p.push(J)}this.updatePageLinks(c,p)}}if(null!=I&&"mxGraphModel"===I.nodeName){C=u.importGraphModel(I,e,g,q);if(null!=C)for(m=0;m<C.length;m++)this.updatePageLinksForCell(c,C[m]);var H=u.parseBackgroundImage(I.getAttribute("backgroundImage"));if(null!=H&&null!=H.originalSrc){this.updateBackgroundPageLink(c,H);var G=new ChangePageSetup(this,null,H);G.ignoreColor=!0;u.model.execute(G)}}z&&this.insertHandler(C,null,null,u.defaultVertexStyle,u.defaultEdgeStyle,!1,!0)}finally{u.model.endUpdate()}}}catch(E){if(n)throw E; +this.handleError(E)}return C};EditorUi.prototype.updatePageLinks=function(c,e){for(var g=0;g<e.length;g++)this.updatePageLinksForCell(c,e[g].root),null!=e[g].viewState&&this.updateBackgroundPageLink(c,e[g].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(c,e){try{if(null!=e&&Graph.isPageLink(e.originalSrc)){var g=c[e.originalSrc.substring(e.originalSrc.indexOf(",")+1)];null!=g&&(e.originalSrc="data:page/id,"+g)}}catch(q){}};EditorUi.prototype.updatePageLinksForCell= +function(c,e){var g=document.createElement("div"),q=this.editor.graph,n=q.getLinkForCell(e);null!=n&&q.setLinkForCell(e,this.updatePageLink(c,n));if(q.isHtmlLabel(e)){g.innerHTML=q.sanitizeHtml(q.getLabel(e));for(var p=g.getElementsByTagName("a"),z=!1,C=0;C<p.length;C++)n=p[C].getAttribute("href"),null!=n&&(p[C].setAttribute("href",this.updatePageLink(c,n)),z=!0);z&&q.labelChanged(e,g.innerHTML)}for(C=0;C<q.model.getChildCount(e);C++)this.updatePageLinksForCell(c,q.model.getChildAt(e,C))};EditorUi.prototype.updatePageLink= +function(c,e){if(Graph.isPageLink(e)){var g=c[e.substring(e.indexOf(",")+1)];e=null!=g?"data:page/id,"+g:null}else if("data:action/json,"==e.substring(0,17))try{var q=JSON.parse(e.substring(17));if(null!=q.actions){for(var n=0;n<q.actions.length;n++){var p=q.actions[n];if(null!=p.open&&Graph.isPageLink(p.open)){var z=p.open.substring(p.open.indexOf(",")+1);g=c[z];null!=g?p.open="data:page/id,"+g:null==this.getPageById(z)&&delete p.open}}e="data:action/json,"+JSON.stringify(q)}}catch(C){}return e}; +EditorUi.prototype.isRemoteVisioFormat=function(c){return/(\.v(sd|dx))($|\?)/i.test(c)||/(\.vs(s|x))($|\?)/i.test(c)};EditorUi.prototype.importVisio=function(c,e,g,q,n){q=null!=q?q:c.name;g=null!=g?g:mxUtils.bind(this,function(z){this.handleError(z)});var p=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var z=this.isRemoteVisioFormat(q);try{var C="UNKNOWN-VISIO",u=q.lastIndexOf(".");if(0<=u&&u<q.length)C=q.substring(u+1).toUpperCase();else{var y=q.lastIndexOf("/");0<= +y&&y<q.length&&(q=q.substring(y+1))}EditorUi.logEvent({category:C+"-MS-IMPORT-FILE",action:"filename_"+q,label:z?"remote":"local"})}catch(N){}if(z)if(null==VSD_CONVERT_URL||this.isOffline())g({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{z=new FormData;z.append("file1",c,q);var I=new XMLHttpRequest;I.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(q)?"?stencil=1":""));I.responseType="blob";this.addRemoteServiceSecurityCheck(I); +null!=n&&I.setRequestHeader("x-convert-custom",n);I.onreadystatechange=mxUtils.bind(this,function(){if(4==I.readyState)if(200<=I.status&&299>=I.status)try{var N=I.response;if("text/xml"==N.type){var t=new FileReader;t.onload=mxUtils.bind(this,function(m){try{e(m.target.result)}catch(F){g({message:mxResources.get("errorLoadingFile")})}});t.readAsText(N)}else this.doImportVisio(N,e,g,q)}catch(m){g(m)}else try{""==I.responseType||"text"==I.responseType?g({message:I.responseText}):(t=new FileReader,t.onload= +function(){g({message:JSON.parse(t.result).Message})},t.readAsText(I.response))}catch(m){g({})}});I.send(z)}else try{this.doImportVisio(c,e,g,q)}catch(N){g(N)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?p():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",p))};EditorUi.prototype.importGraphML=function(c,e,g){g=null!=g?g:mxUtils.bind(this,function(n){this.handleError(n)}); +var q=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(c,e,g)}catch(n){g(n)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?q():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",q))};EditorUi.prototype.exportVisio=function(c){var e=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(c)|| +this.handleError({message:mxResources.get("unknownError")})}catch(g){this.handleError(g)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?e():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",e))};EditorUi.prototype.convertLucidChart=function(c,e,g){var q=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var n= +JSON.parse(c);e(LucidImporter.importState(n));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+c.length}),null!=window.console&&"1"==urlParams.test){var p=[(new Date).toISOString(),"convertLucidChart",n];null!=n.state&&p.push(JSON.parse(n.state));if(null!=n.svgThumbs)for(var z=0;z<n.svgThumbs.length;z++)p.push(Editor.createSvgDataUri(n.svgThumbs[z]));null!=n.thumb&&p.push(n.thumb);console.log.apply(console,p)}}catch(C){}}catch(C){null!=window.console&&console.error(C),g(C)}else g({message:mxResources.get("serviceUnavailableOrBlocked")})}); +"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(q,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",q)})})})}):mxscript("js/extensions.min.js",q))};EditorUi.prototype.generateMermaidImage=function(c, +e,g,q){var n=this,p=function(){try{this.loadingMermaid=!1,e=null!=e?e:mxUtils.clone(EditorUi.defaultMermaidConfig),e.securityLevel="strict",e.startOnLoad=!1,Editor.isDarkMode()&&(e.theme="dark"),mermaid.mermaidAPI.initialize(e),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),c,function(z){try{if(mxClient.IS_IE||mxClient.IS_IE11)z=z.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var C=mxUtils.parseXml(z).getElementsByTagName("svg"); +if(0<C.length){var u=parseFloat(C[0].getAttribute("width")),y=parseFloat(C[0].getAttribute("height"));if(isNaN(u)||isNaN(y))try{var I=C[0].getAttribute("viewBox").split(/\s+/);u=parseFloat(I[2]);y=parseFloat(I[3])}catch(N){u=u||100,y=y||100}g(n.convertDataUri(Editor.createSvgDataUri(z)),u,y)}else q({message:mxResources.get("invalidInput")})}catch(N){q(N)}})}catch(z){q(z)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?p():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", +p):mxscript("js/extensions.min.js",p))};EditorUi.prototype.generatePlantUmlImage=function(c,e,g,q){function n(C,u,y){c1=C>>2;c2=(C&3)<<4|u>>4;c3=(u&15)<<2|y>>6;c4=y&63;r="";r+=p(c1&63);r+=p(c2&63);r+=p(c3&63);return r+=p(c4&63)}function p(C){if(10>C)return String.fromCharCode(48+C);C-=10;if(26>C)return String.fromCharCode(65+C);C-=26;if(26>C)return String.fromCharCode(97+C);C-=26;return 0==C?"-":1==C?"_":"?"}var z=new XMLHttpRequest;z.open("GET",("txt"==e?PLANT_URL+"/txt/":"png"==e?PLANT_URL+"/png/": +PLANT_URL+"/svg/")+function(C){r="";for(i=0;i<C.length;i+=3)r=i+2==C.length?r+n(C.charCodeAt(i),C.charCodeAt(i+1),0):i+1==C.length?r+n(C.charCodeAt(i),0,0):r+n(C.charCodeAt(i),C.charCodeAt(i+1),C.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(c))),!0);"txt"!=e&&(z.responseType="blob");z.onload=function(C){if(200<=this.status&&300>this.status)if("txt"==e)g(this.response);else{var u=new FileReader;u.readAsDataURL(this.response);u.onloadend=function(y){var I=new Image;I.onload= +function(){try{var N=I.width,t=I.height;if(0==N&&0==t){var m=u.result,F=m.indexOf(","),J=decodeURIComponent(escape(atob(m.substring(F+1)))),M=mxUtils.parseXml(J).getElementsByTagName("svg");0<M.length&&(N=parseFloat(M[0].getAttribute("width")),t=parseFloat(M[0].getAttribute("height")))}g(u.result,N,t)}catch(H){q(H)}};I.src=u.result};u.onerror=function(y){q(y)}}else q(C)};z.onerror=function(C){q(C)};z.send()};EditorUi.prototype.insertAsPreText=function(c,e,g){var q=this.editor.graph,n=null;q.getModel().beginUpdate(); +try{n=q.insertVertex(null,null,"<pre>"+c+"</pre>",e,g,1,1,"text;html=1;align=left;verticalAlign=top;"),q.updateCellSize(n,!0)}finally{q.getModel().endUpdate()}return n};EditorUi.prototype.insertTextAt=function(c,e,g,q,n,p,z,C){p=null!=p?p:!0;z=null!=z?z:!0;if(null!=c)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(c))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(c.replace(/\s+/g," "),mxUtils.bind(this,function(t){4== +t.readyState&&200<=t.status&&299>=t.status&&this.editor.graph.setSelectionCells(this.insertTextAt(t.responseText,e,g,!0))}));else if("data:"==c.substring(0,5)||!this.isOffline()&&(n||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(c))){var u=this.editor.graph;if("data:application/pdf;base64,"==c.substring(0,28)){var y=Editor.extractGraphModelFromPdf(c);if(null!=y&&0<y.length)return this.importXml(y,e,g,p,!0,C)}if(Editor.isPngDataUrl(c)&&(y=Editor.extractGraphModelFromPng(c),null!=y&&0<y.length))return this.importXml(y, +e,g,p,!0,C);if("data:image/svg+xml;"==c.substring(0,19))try{y=null;"data:image/svg+xml;base64,"==c.substring(0,26)?(y=c.substring(c.indexOf(",")+1),y=window.atob&&!mxClient.IS_SF?atob(y):Base64.decode(y,!0)):y=decodeURIComponent(c.substring(c.indexOf(",")+1));var I=this.importXml(y,e,g,p,!0,C);if(0<I.length)return I}catch(t){}this.loadImage(c,mxUtils.bind(this,function(t){if("data:"==c.substring(0,5))this.resizeImage(t,c,mxUtils.bind(this,function(J,M,H){u.setSelectionCell(u.insertVertex(null,null, +"",u.snap(e),u.snap(g),M,H,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(J)+";"))}),z,this.maxImageSize);else{var m=Math.min(1,Math.min(this.maxImageSize/t.width,this.maxImageSize/t.height)),F=Math.round(t.width*m);t=Math.round(t.height*m);u.setSelectionCell(u.insertVertex(null,null,"",u.snap(e),u.snap(g),F,t,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ +c+";"))}}),mxUtils.bind(this,function(){var t=null;u.getModel().beginUpdate();try{t=u.insertVertex(u.getDefaultParent(),null,c,u.snap(e),u.snap(g),1,1,"text;"+(q?"html=1;":"")),u.updateCellSize(t),u.fireEvent(new mxEventObject("textInserted","cells",[t]))}finally{u.getModel().endUpdate()}u.setSelectionCell(t)}))}else{c=Graph.zapGremlins(mxUtils.trim(c));if(this.isCompatibleString(c))return this.importXml(c,e,g,p,null,C);if(0<c.length)if(this.isLucidChartData(c))this.convertLucidChart(c,mxUtils.bind(this, +function(t){this.editor.graph.setSelectionCells(this.importXml(t,e,g,p,null,C))}),mxUtils.bind(this,function(t){this.handleError(t)}));else{u=this.editor.graph;n=null;u.getModel().beginUpdate();try{n=u.insertVertex(u.getDefaultParent(),null,"",u.snap(e),u.snap(g),1,1,"text;whiteSpace=wrap;"+(q?"html=1;":""));u.fireEvent(new mxEventObject("textInserted","cells",[n]));"<"==c.charAt(0)&&c.indexOf(">")==c.length-1&&(c=mxUtils.htmlEntities(c));c.length>this.maxTextBytes&&(c=c.substring(0,this.maxTextBytes)+ +"...");n.value=c;u.updateCellSize(n);if(0<this.maxTextWidth&&n.geometry.width>this.maxTextWidth){var N=u.getPreferredSizeForCell(n,this.maxTextWidth);n.geometry.width=N.width;n.geometry.height=N.height}Graph.isLink(n.value)&&u.setLinkForCell(n,n.value);n.geometry.width+=u.gridSize;n.geometry.height+=u.gridSize}finally{u.getModel().endUpdate()}return[n]}}return[]};EditorUi.prototype.formatFileSize=function(c){var e=-1;do c/=1024,e++;while(1024<c);return Math.max(c,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[e]}; EditorUi.prototype.convertDataUri=function(c){if("data:"==c.substring(0,5)){var e=c.indexOf(";");0<e&&(c=c.substring(0,e)+c.substring(c.indexOf(",",e+1)))}return c};EditorUi.prototype.isRemoteFileFormat=function(c,e){return/("contentType":\s*"application\/gliffy\+json")/.test(c)};EditorUi.prototype.isLucidChartData=function(c){return null!=c&&('{"state":"{\\"Properties\\":'==c.substring(0,26)||'{"Properties":'==c.substring(0,14))};EditorUi.prototype.importLocalFile=function(c,e){if(c&&Graph.fileSupport){if(null== -this.importFileInputElt){var g=document.createElement("input");g.setAttribute("type","file");mxEvent.addListener(g,"change",mxUtils.bind(this,function(){null!=g.files&&(this.importFiles(g.files,null,null,this.maxImageSize),g.type="",g.type="file",g.value="")}));g.style.display="none";document.body.appendChild(g);this.importFileInputElt=g}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(x,y){StorageFile.listFiles(this, -"F",x,y)});window.openBrowserFile=mxUtils.bind(this,function(x,y,A){StorageFile.getFileContent(this,x,y,A)});window.deleteBrowserFile=mxUtils.bind(this,function(x,y,A){StorageFile.deleteFile(this,x,y,A)});if(!e){var k=Editor.useLocalStorage;Editor.useLocalStorage=!c}window.openFile=new OpenFile(mxUtils.bind(this,function(x){this.hideDialog(x)}));window.openFile.setConsumer(mxUtils.bind(this,function(x,y){null!=y&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(y)?(x=new Blob([x],{type:"application/octet-stream"}), -this.importVisio(x,mxUtils.bind(this,function(A){this.importXml(A,0,0,!0)}),null,y)):this.editor.graph.setSelectionCells(this.importXml(x,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!e){var m=this.dialog,p=m.close;this.dialog.close=mxUtils.bind(this,function(x){Editor.useLocalStorage=k;p.apply(m,arguments);x&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; -EditorUi.prototype.importZipFile=function(c,e,g){var k=this,m=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(c).then(function(p){if(mxUtils.isEmptyObject(p.files))g();else{var x=0,y,A=!1;p.forEach(function(z,L){z=L.name.toLowerCase();"diagram/diagram.xml"==z?(A=!0,L.async("string").then(function(N){0==N.indexOf("<mxfile ")?e(N):g()})):0==z.indexOf("versions/")&&(z=parseInt(z.substr(9)),z>x&&(x=z,y=L))});0<x?y.async("string").then(function(z){(new XMLHttpRequest).upload&& -k.isRemoteFileFormat(z,c.name)?k.isOffline()?k.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,g):k.parseFileData(z,mxUtils.bind(this,function(L){4==L.readyState&&(200<=L.status&&299>=L.status?e(L.responseText):g())}),c.name):g()}):A||g()}},function(p){g(p)}):g()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?m():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",m))};EditorUi.prototype.importFile=function(c,e,g,k,m,p,x,y,A,z,L,N){z=null!= -z?z:!0;var K=!1,t=null,q=mxUtils.bind(this,function(G){var E=null;null!=G&&"<mxlibrary"==G.substring(0,10)?this.loadLibrary(new LocalLibrary(this,G,x)):E=this.importXml(G,g,k,z,null,null!=N?mxEvent.isControlDown(N):null);null!=y&&y(E)});"image"==e.substring(0,5)?(A=!1,"image/png"==e.substring(0,9)&&(e=L?null:this.extractGraphModelFromPng(c),null!=e&&0<e.length&&(t=this.importXml(e,g,k,z,null,null!=N?mxEvent.isControlDown(N):null),A=!0)),A||(e=this.editor.graph,A=c.indexOf(";"),0<A&&(c=c.substring(0, -A)+c.substring(c.indexOf(",",A+1))),z&&e.isGridEnabled()&&(g=e.snap(g),k=e.snap(k)),t=[e.insertVertex(null,null,"",g,k,m,p,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+c+";")])):/(\.*<graphml )/.test(c)?(K=!0,this.importGraphML(c,q)):null!=A&&null!=x&&(/(\.v(dx|sdx?))($|\?)/i.test(x)||/(\.vs(x|sx?))($|\?)/i.test(x))?(K=!0,this.importVisio(A,q)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(c,x)?this.isOffline()? -this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(K=!0,m=mxUtils.bind(this,function(G){4==G.readyState&&(200<=G.status&&299>=G.status?q(G.responseText):null!=y&&y(null))}),null!=c?this.parseFileData(c,m,x):this.parseFile(A,m,x)):0==c.indexOf("PK")&&null!=A?(K=!0,this.importZipFile(A,q,mxUtils.bind(this,function(){t=this.insertTextAt(this.validateFileData(c),g,k,!0,null,z);y(t)}))):/(\.v(sd|dx))($|\?)/i.test(x)||/(\.vs(s|x))($|\?)/i.test(x)||(t=this.insertTextAt(this.validateFileData(c), -g,k,!0,null,z,null,null!=N?mxEvent.isControlDown(N):null));K||null==y||y(t);return t};EditorUi.prototype.importFiles=function(c,e,g,k,m,p,x,y,A,z,L,N,K){k=null!=k?k:this.maxImageSize;z=null!=z?z:this.maxImageBytes;var t=null!=e&&null!=g,q=!0;e=null!=e?e:0;g=null!=g?g:0;var G=!1;if(!mxClient.IS_CHROMEAPP&&null!=c)for(var E=L||this.resampleThreshold,F=0;F<c.length;F++)if("image/svg"!==c[F].type.substring(0,9)&&"image/"===c[F].type.substring(0,6)&&c[F].size>E){G=!0;break}var H=mxUtils.bind(this,function(){var C= -this.editor.graph,O=C.gridSize;m=null!=m?m:mxUtils.bind(this,function(X,n,B,J,P,M,V,T,U){try{return null!=X&&"<mxlibrary"==X.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,X,V)),null):this.importFile(X,n,B,J,P,M,V,T,U,t,N,K)}catch(Y){return this.handleError(Y),null}});p=null!=p?p:mxUtils.bind(this,function(X){C.setSelectionCells(X)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var I=c.length,S=I,R=[],Q=mxUtils.bind(this,function(X,n){R[X]=n;if(0== ---S){this.spinner.stop();if(null!=y)y(R);else{var B=[];C.getModel().beginUpdate();try{for(X=0;X<R.length;X++){var J=R[X]();null!=J&&(B=B.concat(J))}}finally{C.getModel().endUpdate()}}p(B)}}),W=0;W<I;W++)mxUtils.bind(this,function(X){var n=c[X];if(null!=n){var B=new FileReader;B.onload=mxUtils.bind(this,function(J){if(null==x||x(n))if("image/"==n.type.substring(0,6))if("image/svg"==n.type.substring(0,9)){var P=Graph.clipSvgDataUri(J.target.result),M=P.indexOf(",");M=decodeURIComponent(escape(atob(P.substring(M+ -1))));var V=mxUtils.parseXml(M);M=V.getElementsByTagName("svg");if(0<M.length){M=M[0];var T=N?null:M.getAttribute("content");null!=T&&"<"!=T.charAt(0)&&"%"!=T.charAt(0)&&(T=unescape(window.atob?atob(T):Base64.decode(T,!0)));null!=T&&"%"==T.charAt(0)&&(T=decodeURIComponent(T));null==T||"<mxfile "!==T.substring(0,8)&&"<mxGraphModel "!==T.substring(0,14)?Q(X,mxUtils.bind(this,function(){try{if(null!=V){var ca=V.getElementsByTagName("svg");if(0<ca.length){var ba=ca[0],da=ba.getAttribute("width"),ea=ba.getAttribute("height"); -da=null!=da&&"%"!=da.charAt(da.length-1)?parseFloat(da):NaN;ea=null!=ea&&"%"!=ea.charAt(ea.length-1)?parseFloat(ea):NaN;var ja=ba.getAttribute("viewBox");if(null==ja||0==ja.length)ba.setAttribute("viewBox","0 0 "+da+" "+ea);else if(isNaN(da)||isNaN(ea)){var aa=ja.split(" ");3<aa.length&&(da=parseFloat(aa[2]),ea=parseFloat(aa[3]))}P=Editor.createSvgDataUri(mxUtils.getXml(ba));var Fa=Math.min(1,Math.min(k/Math.max(1,da)),k/Math.max(1,ea)),Ba=m(P,n.type,e+X*O,g+X*O,Math.max(1,Math.round(da*Fa)),Math.max(1, -Math.round(ea*Fa)),n.name);if(isNaN(da)||isNaN(ea)){var Aa=new Image;Aa.onload=mxUtils.bind(this,function(){da=Math.max(1,Aa.width);ea=Math.max(1,Aa.height);Ba[0].geometry.width=da;Ba[0].geometry.height=ea;ba.setAttribute("viewBox","0 0 "+da+" "+ea);P=Editor.createSvgDataUri(mxUtils.getXml(ba));var Ga=P.indexOf(";");0<Ga&&(P=P.substring(0,Ga)+P.substring(P.indexOf(",",Ga+1)));C.setCellStyles("image",P,[Ba[0]])});Aa.src=Editor.createSvgDataUri(mxUtils.getXml(ba))}return Ba}}}catch(Ga){}return null})): -Q(X,mxUtils.bind(this,function(){return m(T,"text/xml",e+X*O,g+X*O,0,0,n.name)}))}else Q(X,mxUtils.bind(this,function(){return null}))}else{M=!1;if("image/png"==n.type){var U=N?null:this.extractGraphModelFromPng(J.target.result);if(null!=U&&0<U.length){var Y=new Image;Y.src=J.target.result;Q(X,mxUtils.bind(this,function(){return m(U,"text/xml",e+X*O,g+X*O,Y.width,Y.height,n.name)}));M=!0}}M||(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"), -mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(J.target.result,mxUtils.bind(this,function(ca){this.resizeImage(ca,J.target.result,mxUtils.bind(this,function(ba,da,ea){Q(X,mxUtils.bind(this,function(){if(null!=ba&&ba.length<z){var ja=q&&this.isResampleImageSize(n.size,L)?Math.min(1,Math.min(k/da,k/ea)):1;return m(ba,n.type,e+X*O,g+X*O,Math.round(da*ja),Math.round(ea*ja),n.name)}this.handleError({message:mxResources.get("imageTooBig")}); -return null}))}),q,k,L,n.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else P=J.target.result,m(P,n.type,e+X*O,g+X*O,240,160,n.name,function(ca){Q(X,function(){return ca})},n)});/(\.v(dx|sdx?))($|\?)/i.test(n.name)||/(\.vs(x|sx?))($|\?)/i.test(n.name)?m(null,n.type,e+X*O,g+X*O,240,160,n.name,function(J){Q(X,function(){return J})},n):"image"==n.type.substring(0,5)||"application/pdf"==n.type?B.readAsDataURL(n):B.readAsText(n)}})(W)});if(G){G= -[];for(F=0;F<c.length;F++)G.push(c[F]);c=G;this.confirmImageResize(function(C){q=C;H()},A)}else H()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize=function(c,e){e=null!=e?e:!1;var g=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},k=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages(): -null,m=function(p,x){if(p||e)mxSettings.setResizeImages(p?x:null),mxSettings.save();g();c(x)};null==k||e?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(p){m(p,!0)},function(p){m(p,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200, -!0,!0):m(!1,k)};EditorUi.prototype.parseFile=function(c,e,g){g=null!=g?g:c.name;var k=new FileReader;k.onload=mxUtils.bind(this,function(){this.parseFileData(k.result,e,g)});k.readAsText(c)};EditorUi.prototype.parseFileData=function(c,e,g){var k=new XMLHttpRequest;k.open("POST",OPEN_URL);k.setRequestHeader("Content-Type","application/x-www-form-urlencoded");k.onreadystatechange=function(){e(k)};k.send("format=xml&filename="+encodeURIComponent(g)+"&data="+encodeURIComponent(c));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE", -action:"size_"+file.size})}catch(m){}};EditorUi.prototype.isResampleImageSize=function(c,e){e=null!=e?e:this.resampleThreshold;return c>e};EditorUi.prototype.resizeImage=function(c,e,g,k,m,p,x){m=null!=m?m:this.maxImageSize;var y=Math.max(1,c.width),A=Math.max(1,c.height);if(k&&this.isResampleImageSize(null!=x?x:e.length,p))try{var z=Math.max(y/m,A/m);if(1<z){var L=Math.round(y/z),N=Math.round(A/z),K=document.createElement("canvas");K.width=L;K.height=N;K.getContext("2d").drawImage(c,0,0,L,N);var t= -K.toDataURL();if(t.length<e.length){var q=document.createElement("canvas");q.width=L;q.height=N;var G=q.toDataURL();t!==G&&(e=t,y=L,A=N)}}}catch(E){}g(e,y,A)};EditorUi.prototype.extractGraphModelFromPng=function(c){return Editor.extractGraphModelFromPng(c)};EditorUi.prototype.loadImage=function(c,e,g){try{var k=new Image;k.onload=function(){k.width=0<k.width?k.width:120;k.height=0<k.height?k.height:120;e(k)};null!=g&&(k.onerror=g);k.src=c}catch(m){if(null!=g)g(m);else throw m;}};EditorUi.prototype.getDefaultSketchMode= +this.importFileInputElt){var g=document.createElement("input");g.setAttribute("type","file");mxEvent.addListener(g,"change",mxUtils.bind(this,function(){null!=g.files&&(this.importFiles(g.files,null,null,this.maxImageSize),g.type="",g.type="file",g.value="")}));g.style.display="none";document.body.appendChild(g);this.importFileInputElt=g}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(z,C){StorageFile.listFiles(this, +"F",z,C)});window.openBrowserFile=mxUtils.bind(this,function(z,C,u){StorageFile.getFileContent(this,z,C,u)});window.deleteBrowserFile=mxUtils.bind(this,function(z,C,u){StorageFile.deleteFile(this,z,C,u)});if(!e){var q=Editor.useLocalStorage;Editor.useLocalStorage=!c}window.openFile=new OpenFile(mxUtils.bind(this,function(z){this.hideDialog(z)}));window.openFile.setConsumer(mxUtils.bind(this,function(z,C){null!=C&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(C)?(z=new Blob([z],{type:"application/octet-stream"}), +this.importVisio(z,mxUtils.bind(this,function(u){this.importXml(u,0,0,!0)}),null,C)):this.editor.graph.setSelectionCells(this.importXml(z,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!e){var n=this.dialog,p=n.close;this.dialog.close=mxUtils.bind(this,function(z){Editor.useLocalStorage=q;p.apply(n,arguments);z&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; +EditorUi.prototype.importZipFile=function(c,e,g){var q=this,n=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(c).then(function(p){if(mxUtils.isEmptyObject(p.files))g();else{var z=0,C,u=!1;p.forEach(function(y,I){y=I.name.toLowerCase();"diagram/diagram.xml"==y?(u=!0,I.async("string").then(function(N){0==N.indexOf("<mxfile ")?e(N):g()})):0==y.indexOf("versions/")&&(y=parseInt(y.substr(9)),y>z&&(z=y,C=I))});0<z?C.async("string").then(function(y){(new XMLHttpRequest).upload&& +q.isRemoteFileFormat(y,c.name)?q.isOffline()?q.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,g):q.parseFileData(y,mxUtils.bind(this,function(I){4==I.readyState&&(200<=I.status&&299>=I.status?e(I.responseText):g())}),c.name):g()}):u||g()}},function(p){g(p)}):g()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?n():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",n))};EditorUi.prototype.importFile=function(c,e,g,q,n,p,z,C,u,y,I,N){y=null!= +y?y:!0;var t=!1,m=null,F=mxUtils.bind(this,function(J){var M=null;null!=J&&"<mxlibrary"==J.substring(0,10)?this.loadLibrary(new LocalLibrary(this,J,z)):M=this.importXml(J,g,q,y,null,null!=N?mxEvent.isControlDown(N):null);null!=C&&C(M)});"image"==e.substring(0,5)?(u=!1,"image/png"==e.substring(0,9)&&(e=I?null:this.extractGraphModelFromPng(c),null!=e&&0<e.length&&(m=this.importXml(e,g,q,y,null,null!=N?mxEvent.isControlDown(N):null),u=!0)),u||(e=this.editor.graph,u=c.indexOf(";"),0<u&&(c=c.substring(0, +u)+c.substring(c.indexOf(",",u+1))),y&&e.isGridEnabled()&&(g=e.snap(g),q=e.snap(q)),m=[e.insertVertex(null,null,"",g,q,n,p,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+c+";")])):/(\.*<graphml )/.test(c)?(t=!0,this.importGraphML(c,F)):null!=u&&null!=z&&(/(\.v(dx|sdx?))($|\?)/i.test(z)||/(\.vs(x|sx?))($|\?)/i.test(z))?(t=!0,this.importVisio(u,F)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(c,z)?this.isOffline()? +this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(t=!0,n=mxUtils.bind(this,function(J){4==J.readyState&&(200<=J.status&&299>=J.status?F(J.responseText):null!=C&&C(null))}),null!=c?this.parseFileData(c,n,z):this.parseFile(u,n,z)):0==c.indexOf("PK")&&null!=u?(t=!0,this.importZipFile(u,F,mxUtils.bind(this,function(){m=this.insertTextAt(this.validateFileData(c),g,q,!0,null,y);C(m)}))):/(\.v(sd|dx))($|\?)/i.test(z)||/(\.vs(s|x))($|\?)/i.test(z)||(m=this.insertTextAt(this.validateFileData(c), +g,q,!0,null,y,null,null!=N?mxEvent.isControlDown(N):null));t||null==C||C(m);return m};EditorUi.prototype.importFiles=function(c,e,g,q,n,p,z,C,u,y,I,N,t){q=null!=q?q:this.maxImageSize;y=null!=y?y:this.maxImageBytes;var m=null!=e&&null!=g,F=!0;e=null!=e?e:0;g=null!=g?g:0;var J=!1;if(!mxClient.IS_CHROMEAPP&&null!=c)for(var M=I||this.resampleThreshold,H=0;H<c.length;H++)if("image/svg"!==c[H].type.substring(0,9)&&"image/"===c[H].type.substring(0,6)&&c[H].size>M){J=!0;break}var G=mxUtils.bind(this,function(){var E= +this.editor.graph,P=E.gridSize;n=null!=n?n:mxUtils.bind(this,function(A,L,Q,O,R,S,X,aa,Y){try{return null!=A&&"<mxlibrary"==A.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,A,X)),null):this.importFile(A,L,Q,O,R,S,X,aa,Y,m,N,t)}catch(Z){return this.handleError(Z),null}});p=null!=p?p:mxUtils.bind(this,function(A){E.setSelectionCells(A)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var T=c.length,W=T,U=[],V=mxUtils.bind(this,function(A,L){U[A]=L;if(0== +--W){this.spinner.stop();if(null!=C)C(U);else{var Q=[];E.getModel().beginUpdate();try{for(A=0;A<U.length;A++){var O=U[A]();null!=O&&(Q=Q.concat(O))}}finally{E.getModel().endUpdate()}}p(Q)}}),l=0;l<T;l++)mxUtils.bind(this,function(A){var L=c[A];if(null!=L){var Q=new FileReader;Q.onload=mxUtils.bind(this,function(O){if(null==z||z(L))if("image/"==L.type.substring(0,6))if("image/svg"==L.type.substring(0,9)){var R=Graph.clipSvgDataUri(O.target.result),S=R.indexOf(",");S=decodeURIComponent(escape(atob(R.substring(S+ +1))));var X=mxUtils.parseXml(S);S=X.getElementsByTagName("svg");if(0<S.length){S=S[0];var aa=N?null:S.getAttribute("content");null!=aa&&"<"!=aa.charAt(0)&&"%"!=aa.charAt(0)&&(aa=unescape(window.atob?atob(aa):Base64.decode(aa,!0)));null!=aa&&"%"==aa.charAt(0)&&(aa=decodeURIComponent(aa));null==aa||"<mxfile "!==aa.substring(0,8)&&"<mxGraphModel "!==aa.substring(0,14)?V(A,mxUtils.bind(this,function(){try{if(null!=X){var ca=X.getElementsByTagName("svg");if(0<ca.length){var fa=ca[0],la=fa.getAttribute("width"), +ia=fa.getAttribute("height");la=null!=la&&"%"!=la.charAt(la.length-1)?parseFloat(la):NaN;ia=null!=ia&&"%"!=ia.charAt(ia.length-1)?parseFloat(ia):NaN;var qa=fa.getAttribute("viewBox");if(null==qa||0==qa.length)fa.setAttribute("viewBox","0 0 "+la+" "+ia);else if(isNaN(la)||isNaN(ia)){var ka=qa.split(" ");3<ka.length&&(la=parseFloat(ka[2]),ia=parseFloat(ka[3]))}R=Editor.createSvgDataUri(mxUtils.getXml(fa));var Da=Math.min(1,Math.min(q/Math.max(1,la)),q/Math.max(1,ia)),Ea=n(R,L.type,e+A*P,g+A*P,Math.max(1, +Math.round(la*Da)),Math.max(1,Math.round(ia*Da)),L.name);if(isNaN(la)||isNaN(ia)){var za=new Image;za.onload=mxUtils.bind(this,function(){la=Math.max(1,za.width);ia=Math.max(1,za.height);Ea[0].geometry.width=la;Ea[0].geometry.height=ia;fa.setAttribute("viewBox","0 0 "+la+" "+ia);R=Editor.createSvgDataUri(mxUtils.getXml(fa));var Oa=R.indexOf(";");0<Oa&&(R=R.substring(0,Oa)+R.substring(R.indexOf(",",Oa+1)));E.setCellStyles("image",R,[Ea[0]])});za.src=Editor.createSvgDataUri(mxUtils.getXml(fa))}return Ea}}}catch(Oa){}return null})): +V(A,mxUtils.bind(this,function(){return n(aa,"text/xml",e+A*P,g+A*P,0,0,L.name)}))}else V(A,mxUtils.bind(this,function(){return null}))}else{S=!1;if("image/png"==L.type){var Y=N?null:this.extractGraphModelFromPng(O.target.result);if(null!=Y&&0<Y.length){var Z=new Image;Z.src=O.target.result;V(A,mxUtils.bind(this,function(){return n(Y,"text/xml",e+A*P,g+A*P,Z.width,Z.height,L.name)}));S=!0}}S||(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"), +mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(O.target.result,mxUtils.bind(this,function(ca){this.resizeImage(ca,O.target.result,mxUtils.bind(this,function(fa,la,ia){V(A,mxUtils.bind(this,function(){if(null!=fa&&fa.length<y){var qa=F&&this.isResampleImageSize(L.size,I)?Math.min(1,Math.min(q/la,q/ia)):1;return n(fa,L.type,e+A*P,g+A*P,Math.round(la*qa),Math.round(ia*qa),L.name)}this.handleError({message:mxResources.get("imageTooBig")}); +return null}))}),F,q,I,L.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else R=O.target.result,n(R,L.type,e+A*P,g+A*P,240,160,L.name,function(ca){V(A,function(){return ca})},L)});/(\.v(dx|sdx?))($|\?)/i.test(L.name)||/(\.vs(x|sx?))($|\?)/i.test(L.name)?n(null,L.type,e+A*P,g+A*P,240,160,L.name,function(O){V(A,function(){return O})},L):"image"==L.type.substring(0,5)||"application/pdf"==L.type?Q.readAsDataURL(L):Q.readAsText(L)}})(l)});if(J){J= +[];for(H=0;H<c.length;H++)J.push(c[H]);c=J;this.confirmImageResize(function(E){F=E;G()},u)}else G()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize=function(c,e){e=null!=e?e:!1;var g=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},q=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages(): +null,n=function(p,z){if(p||e)mxSettings.setResizeImages(p?z:null),mxSettings.save();g();c(z)};null==q||e?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(p){n(p,!0)},function(p){n(p,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200, +!0,!0):n(!1,q)};EditorUi.prototype.parseFile=function(c,e,g){g=null!=g?g:c.name;var q=new FileReader;q.onload=mxUtils.bind(this,function(){this.parseFileData(q.result,e,g)});q.readAsText(c)};EditorUi.prototype.parseFileData=function(c,e,g){var q=new XMLHttpRequest;q.open("POST",OPEN_URL);q.setRequestHeader("Content-Type","application/x-www-form-urlencoded");q.onreadystatechange=function(){e(q)};q.send("format=xml&filename="+encodeURIComponent(g)+"&data="+encodeURIComponent(c));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE", +action:"size_"+file.size})}catch(n){}};EditorUi.prototype.isResampleImageSize=function(c,e){e=null!=e?e:this.resampleThreshold;return c>e};EditorUi.prototype.resizeImage=function(c,e,g,q,n,p,z){n=null!=n?n:this.maxImageSize;var C=Math.max(1,c.width),u=Math.max(1,c.height);if(q&&this.isResampleImageSize(null!=z?z:e.length,p))try{var y=Math.max(C/n,u/n);if(1<y){var I=Math.round(C/y),N=Math.round(u/y),t=document.createElement("canvas");t.width=I;t.height=N;t.getContext("2d").drawImage(c,0,0,I,N);var m= +t.toDataURL();if(m.length<e.length){var F=document.createElement("canvas");F.width=I;F.height=N;var J=F.toDataURL();m!==J&&(e=m,C=I,u=N)}}}catch(M){}g(e,C,u)};EditorUi.prototype.extractGraphModelFromPng=function(c){return Editor.extractGraphModelFromPng(c)};EditorUi.prototype.loadImage=function(c,e,g){try{var q=new Image;q.onload=function(){q.width=0<q.width?q.width:120;q.height=0<q.height?q.height:120;e(q)};null!=g&&(q.onerror=g);q.src=c}catch(n){if(null!=g)g(n);else throw n;}};EditorUi.prototype.getDefaultSketchMode= function(){var c="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:c)};var v=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&&this.doSetSketchMode(null!=mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles= -mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var c=this,e=this.editor.graph;Editor.isDarkMode()&&(e.view.defaultGridColor=mxGraphView.prototype.defaultDarkGridColor);Graph.touchStyle&&(e.panningHandler.isPanningTrigger=function(E){var F=E.getEvent();return null==E.getState()&&!mxEvent.isMouseEvent(F)&&!e.freehand.isDrawing()||mxEvent.isPopupTrigger(F)&&(null==E.getState()||mxEvent.isControlDown(F)||mxEvent.isShiftDown(F))});e.cellEditor.editPlantUmlData=function(E, -F,H){var C=JSON.parse(H);F=new TextareaDialog(c,mxResources.get("plantUml")+":",C.data,function(O){null!=O&&c.spinner.spin(document.body,mxResources.get("inserting"))&&c.generatePlantUmlImage(O,C.format,function(I,S,R){c.spinner.stop();e.getModel().beginUpdate();try{if("txt"==C.format)e.labelChanged(E,"<pre>"+I+"</pre>"),e.updateCellSize(E,!0);else{e.setCellStyles("image",c.convertDataUri(I),[E]);var Q=e.model.getGeometry(E);null!=Q&&(Q=Q.clone(),Q.width=S,Q.height=R,e.cellsResized([E],[Q],!1))}e.setAttributeForCell(E, -"plantUmlData",JSON.stringify({data:O,format:C.format}))}finally{e.getModel().endUpdate()}},function(I){c.handleError(I)})},null,null,400,220);c.showDialog(F.container,420,300,!0,!0);F.init()};e.cellEditor.editMermaidData=function(E,F,H){var C=JSON.parse(H);F=new TextareaDialog(c,mxResources.get("mermaid")+":",C.data,function(O){null!=O&&c.spinner.spin(document.body,mxResources.get("inserting"))&&c.generateMermaidImage(O,C.config,function(I,S,R){c.spinner.stop();e.getModel().beginUpdate();try{e.setCellStyles("image", -I,[E]);var Q=e.model.getGeometry(E);null!=Q&&(Q=Q.clone(),Q.width=Math.max(Q.width,S),Q.height=Math.max(Q.height,R),e.cellsResized([E],[Q],!1));e.setAttributeForCell(E,"mermaidData",JSON.stringify({data:O,config:C.config},null,2))}finally{e.getModel().endUpdate()}},function(I){c.handleError(I)})},null,null,400,220);c.showDialog(F.container,420,300,!0,!0);F.init()};var g=e.cellEditor.startEditing;e.cellEditor.startEditing=function(E,F){try{var H=this.graph.getAttributeForCell(E,"plantUmlData");if(null!= -H)this.editPlantUmlData(E,F,H);else if(H=this.graph.getAttributeForCell(E,"mermaidData"),null!=H)this.editMermaidData(E,F,H);else{var C=e.getCellStyle(E);"1"==mxUtils.getValue(C,"metaEdit","0")?c.showDataDialog(E):g.apply(this,arguments)}}catch(O){c.handleError(O)}};e.getLinkTitle=function(E){return c.getLinkTitle(E)};e.customLinkClicked=function(E){var F=!1;try{c.handleCustomLink(E),F=!0}catch(H){c.handleError(H)}return F};var k=e.parseBackgroundImage;e.parseBackgroundImage=function(E){var F=k.apply(this, -arguments);null!=F&&null!=F.src&&Graph.isPageLink(F.src)&&(F={originalSrc:F.src});return F};var m=e.setBackgroundImage;e.setBackgroundImage=function(E){null!=E&&null!=E.originalSrc&&(E=c.createImageForPageLink(E.originalSrc,c.currentPage,this));m.apply(this,arguments)};this.editor.addListener("pageRenamed",mxUtils.bind(this,function(){e.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){e.refreshBackgroundImage()}));this.editor.addListener("pagesPatched", -mxUtils.bind(this,function(E,F){E=null!=e.backgroundImage?e.backgroundImage.originalSrc:null;if(null!=E){var H=E.indexOf(",");if(0<H)for(E=E.substring(H+1),F=F.getProperty("patches"),H=0;H<F.length;H++)if(null!=F[H][EditorUi.DIFF_UPDATE]&&null!=F[H][EditorUi.DIFF_UPDATE][E]||null!=F[H][EditorUi.DIFF_REMOVE]&&0<=mxUtils.indexOf(F[H][EditorUi.DIFF_REMOVE],E)){e.refreshBackgroundImage();break}}}));var p=e.getBackgroundImageObject;e.getBackgroundImageObject=function(E,F){var H=p.apply(this,arguments); -if(null!=H&&null!=H.originalSrc)if(!F)H={src:H.originalSrc};else if(F&&null!=this.themes&&"darkTheme"==this.defaultThemeName){var C=this.stylesheet,O=this.shapeForegroundColor,I=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor="#000000";H=c.createImageForPageLink(H.originalSrc);this.shapeBackgroundColor=I;this.shapeForegroundColor=O;this.stylesheet=C}return H};var x=this.clearDefaultStyle;this.clearDefaultStyle=function(){x.apply(this, -arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog||(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders");if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl="https://app.diagrams.net/";var y=c.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(E){E=null!=E?E:"";"1"==urlParams.dev&&(E+=(0<E.length?"&":"?")+"dev=1");return y.apply(this,arguments)}; -var A=e.addClickHandler;e.addClickHandler=function(E,F,H){var C=F;F=function(O,I){if(null==I){var S=mxEvent.getSource(O);"a"==S.nodeName.toLowerCase()&&(I=S.getAttribute("href"))}null!=I&&e.isCustomLink(I)&&(mxEvent.isTouchEvent(O)||!mxEvent.isPopupTrigger(O))&&e.customLinkClicked(I)&&mxEvent.consume(O);null!=C&&C(O,I)};A.call(this,E,F,H)};v.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(e.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var z=Menus.prototype.addPopupMenuEditItems; -this.menus.addPopupMenuEditItems=function(E,F,H){c.editor.graph.isSelectionEmpty()?z.apply(this,arguments):c.menus.addMenuItems(E,"delete - cut copy copyAsImage - duplicate".split(" "),null,H)}}c.actions.get("print").funct=function(){c.showDialog((new PrintDialog(c)).container,360,null!=c.pages&&1<c.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var L=e.getExportVariables;e.getExportVariables=function(){var E=L.apply(this,arguments),F=c.getCurrentFile();null!= -F&&(E.filename=F.getTitle());E.pagecount=null!=c.pages?c.pages.length:1;E.page=null!=c.currentPage?c.currentPage.getName():"";E.pagenumber=null!=c.pages&&null!=c.currentPage?mxUtils.indexOf(c.pages,c.currentPage)+1:1;return E};var N=e.getGlobalVariable;e.getGlobalVariable=function(E){var F=c.getCurrentFile();return"filename"==E&&null!=F?F.getTitle():"page"==E&&null!=c.currentPage?c.currentPage.getName():"pagenumber"==E?null!=c.currentPage&&null!=c.pages?mxUtils.indexOf(c.pages,c.currentPage)+1:1: -"pagecount"==E?null!=c.pages?c.pages.length:1:N.apply(this,arguments)};var K=e.labelLinkClicked;e.labelLinkClicked=function(E,F,H){var C=F.getAttribute("href");if(null==C||!e.isCustomLink(C)||!mxEvent.isTouchEvent(H)&&mxEvent.isPopupTrigger(H))K.apply(this,arguments);else{if(!e.isEnabled()||null!=E&&e.isCellLocked(E.cell))e.customLinkClicked(C),e.getRubberband().reset();mxEvent.consume(H)}};this.editor.getOrCreateFilename=function(){var E=c.defaultFilename,F=c.getCurrentFile();null!=F&&(E=null!=F.getTitle()? -F.getTitle():E);return E};var t=this.actions.get("print");t.setEnabled(!mxClient.IS_IOS||!navigator.standalone);t.visible=t.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67,!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"insertRectangle"),this.keyHandler.bindAction(75, -!0,"insertEllipse",!0),this.altShiftActions[83]="synchronize",this.installImagePasteHandler(),this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&e.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(E){var F=e.cellEditor.text2,H=null;null!=F&&(mxEvent.addListener(F,"dragleave",function(C){null!=H&&(H.parentNode.removeChild(H),H=null);C.stopPropagation(); -C.preventDefault()}),mxEvent.addListener(F,"dragover",mxUtils.bind(this,function(C){null==H&&(!mxClient.IS_IE||10<document.documentMode)&&(H=this.highlightElement(F));C.stopPropagation();C.preventDefault()})),mxEvent.addListener(F,"drop",mxUtils.bind(this,function(C){null!=H&&(H.parentNode.removeChild(H),H=null);if(0<C.dataTransfer.files.length)this.importFiles(C.dataTransfer.files,0,0,this.maxImageSize,function(I,S,R,Q,W,X){e.insertImage(I,W,X)},function(){},function(I){return"image/"==I.type.substring(0, -6)},function(I){for(var S=0;S<I.length;S++)I[S]()},mxEvent.isControlDown(C));else if(0<=mxUtils.indexOf(C.dataTransfer.types,"text/uri-list")){var O=C.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(O)?this.loadImage(decodeURIComponent(O),mxUtils.bind(this,function(I){var S=Math.max(1,I.width);I=Math.max(1,I.height);var R=this.maxImageSize;R=Math.min(1,Math.min(R/Math.max(1,S)),R/Math.max(1,I));e.insertImage(decodeURIComponent(O),S*R,I*R)})):document.execCommand("insertHTML", -!1,C.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(C.dataTransfer.types,"text/html")?document.execCommand("insertHTML",!1,C.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(C.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,C.dataTransfer.getData("text/plain"));C.stopPropagation();C.preventDefault()})))}));this.isSettingsEnabled()&&(t=this.editor.graph.view,t.setUnit(mxSettings.getUnit()),t.addListener("unitChanged",function(E,F){mxSettings.setUnit(F.getProperty("unit")); -mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode||"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,t.unit),this.refresh());if("1"==urlParams.styledev){t=document.getElementById("geFooter");null!=t&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type","text"),this.styleInput.style.position="absolute",this.styleInput.style.top="14px",this.styleInput.style.left= -"2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden",this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),t.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(E,F){0<this.editor.graph.getSelectionCount()?(E=this.editor.graph.getSelectionCell(), -E=this.editor.graph.getModel().getStyle(E),this.styleInput.value=E||"",this.styleInput.style.visibility="visible"):this.styleInput.style.visibility="hidden"})));var q=this.isSelectionAllowed;this.isSelectionAllowed=function(E){return mxEvent.getSource(E)==this.styleInput?!0:q.apply(this,arguments)}}t=document.getElementById("geInfo");null!=t&&t.parentNode.removeChild(t);if(Graph.fileSupport&&(!this.editor.chromeless||this.editor.editable)){var G=null;mxEvent.addListener(e.container,"dragleave",function(E){e.isEnabled()&& -(null!=G&&(G.parentNode.removeChild(G),G=null),E.stopPropagation(),E.preventDefault())});mxEvent.addListener(e.container,"dragover",mxUtils.bind(this,function(E){null==G&&(!mxClient.IS_IE||10<document.documentMode)&&(G=this.highlightElement(e.container));null!=this.sidebar&&this.sidebar.hideTooltip();E.stopPropagation();E.preventDefault()}));mxEvent.addListener(e.container,"drop",mxUtils.bind(this,function(E){null!=G&&(G.parentNode.removeChild(G),G=null);if(e.isEnabled()){var F=mxUtils.convertPoint(e.container, -mxEvent.getClientX(E),mxEvent.getClientY(E)),H=E.dataTransfer.files,C=e.view.translate,O=e.view.scale,I=F.x/O-C.x,S=F.y/O-C.y;if(0<H.length)F=1==H.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===H[0].type.substring(0,9)||"image/"!==H[0].type.substring(0,6)||/(\.drawio.png)$/i.test(H[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(E)||F)?(!mxEvent.isShiftDown(E)&&F&&null!=this.getCurrentFile()&&this.fileLoaded(null),this.openFiles(H,!0)):(mxEvent.isAltDown(E)&&(S=I=null),this.importFiles(H, -I,S,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(E),null,null,mxEvent.isShiftDown(E),E));else{mxEvent.isAltDown(E)&&(S=I=0);var R=0<=mxUtils.indexOf(E.dataTransfer.types,"text/uri-list")?E.dataTransfer.getData("text/uri-list"):null;H=this.extractGraphModelFromEvent(E,null!=this.pages);if(null!=H)e.setSelectionCells(this.importXml(H,I,S,!0));else if(0<=mxUtils.indexOf(E.dataTransfer.types,"text/html")){var Q=E.dataTransfer.getData("text/html");H=document.createElement("div");H.innerHTML= -e.sanitizeHtml(Q);var W=null;F=H.getElementsByTagName("img");null!=F&&1==F.length?(Q=F[0].getAttribute("src"),null==Q&&(Q=F[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(Q)||(W=!0)):(F=H.getElementsByTagName("a"),null!=F&&1==F.length?Q=F[0].getAttribute("href"):(H=H.getElementsByTagName("pre"),null!=H&&1==H.length&&(Q=mxUtils.getTextContent(H[0]))));var X=!0,n=mxUtils.bind(this,function(){e.setSelectionCells(this.insertTextAt(Q,I,S,!0,W,null,X,mxEvent.isControlDown(E)))});W&&null!= -Q&&Q.length>this.resampleThreshold?this.confirmImageResize(function(B){X=B;n()},mxEvent.isControlDown(E)):n()}else null!=R&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(R)?this.loadImage(decodeURIComponent(R),mxUtils.bind(this,function(B){var J=Math.max(1,B.width);B=Math.max(1,B.height);var P=this.maxImageSize;P=Math.min(1,Math.min(P/Math.max(1,J)),P/Math.max(1,B));e.setSelectionCell(e.insertVertex(null,null,"",I,S,J*P,B*P,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ -R+";"))}),mxUtils.bind(this,function(B){e.setSelectionCells(this.insertTextAt(R,I,S,!0))})):0<=mxUtils.indexOf(E.dataTransfer.types,"text/plain")&&e.setSelectionCells(this.insertTextAt(E.dataTransfer.getData("text/plain"),I,S,!0))}}E.stopPropagation();E.preventDefault()}),!1)}e.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode();this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var c=this.editor.graph;c.container.addEventListener("paste", -mxUtils.bind(this,function(e){if(!mxEvent.isConsumed(e))try{for(var g=e.clipboardData||e.originalEvent.clipboardData,k=!1,m=0;m<g.types.length;m++)if("text/"===g.types[m].substring(0,5)){k=!0;break}if(!k){var p=g.items;for(index in p){var x=p[index];if("file"===x.kind){if(c.isEditing())this.importFiles([x.getAsFile()],0,0,this.maxImageSize,function(A,z,L,N,K,t){c.insertImage(A,K,t)},function(){},function(A){return"image/"==A.type.substring(0,6)},function(A){for(var z=0;z<A.length;z++)A[z]()});else{var y= -this.editor.graph.getInsertPoint();this.importFiles([x.getAsFile()],y.x,y.y,this.maxImageSize);mxEvent.consume(e)}break}}}}catch(A){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function c(){window.setTimeout(function(){g.innerHTML=" ";g.focus();document.execCommand("selectAll",!1,null)},0)}var e=this.editor.graph,g=document.createElement("div");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck", -"false");g.style.textRendering="optimizeSpeed";g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.background="transparent";g.style.color="transparent";g.style.position="absolute";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.display="block";g.style.fontSize="1";g.style.zIndex="-1";g.style.resize="none";g.style.outline="none";g.style.width="1px";g.style.height="1px";mxUtils.setOpacity(g,0);g.contentEditable=!0;g.innerHTML=" ";var k=!1;this.keyHandler.bindControlKey(88, -null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(p){var x=mxEvent.getSource(p);null==e.container||!e.isEnabled()||e.isMouseDown||e.isEditing()||null!=this.dialog||"INPUT"==x.nodeName||"TEXTAREA"==x.nodeName||224!=p.keyCode&&(mxClient.IS_MAC||17!=p.keyCode)&&(!mxClient.IS_MAC||91!=p.keyCode&&93!=p.keyCode)||k||(g.style.left=e.container.scrollLeft+10+"px",g.style.top=e.container.scrollTop+10+"px", -e.container.appendChild(g),k=!0,g.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(p){var x=p.keyCode;window.setTimeout(mxUtils.bind(this,function(){!k||224!=x&&17!=x&&91!=x&&93!=x||(k=!1,e.isEditing()||null!=this.dialog||null==e.container||e.container.focus(),g.parentNode.removeChild(g),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(g,"copy",mxUtils.bind(this,function(p){if(e.isEnabled())try{mxClipboard.copy(e), -this.copyCells(g),c()}catch(x){this.handleError(x)}}));mxEvent.addListener(g,"cut",mxUtils.bind(this,function(p){if(e.isEnabled())try{mxClipboard.copy(e),this.copyCells(g,!0),c()}catch(x){this.handleError(x)}}));mxEvent.addListener(g,"paste",mxUtils.bind(this,function(p){e.isEnabled()&&!e.isCellLocked(e.getDefaultParent())&&(g.innerHTML=" ",g.focus(),null!=p.clipboardData&&this.pasteCells(p,g,!0,!0),mxEvent.isConsumed(p)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(p,g,!1, -!0)}),0))}),!0);var m=this.isSelectionAllowed;this.isSelectionAllowed=function(p){return mxEvent.getSource(p)==g?!0:m.apply(this,arguments)}};EditorUi.prototype.setSketchMode=function(c){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(c);null==urlParams.rough&&(mxSettings.settings.sketchMode=c,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};EditorUi.prototype.setPagesVisible= -function(c){Editor.pagesVisible!=c&&(Editor.pagesVisible=c,mxSettings.settings.pagesVisible=c,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(c,e){this.sidebar.sidebarTitles!=c&&(this.sidebar.sidebarTitles=c,this.sidebar.refresh(),this.isSettingsEnabled()&&e&&(mxSettings.settings.sidebarTitles=c,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen=function(c){Editor.inlineFullscreen!= -c&&(Editor.inlineFullscreen=c,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(c){if(Editor.sketchMode!=c){var e=function(k,m,p){null==k[m]&&(k[m]=p)},g=this.editor.graph; -Editor.sketchMode=c;this.menus.defaultFontSize=c?20:16;g.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);e(g.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);g.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);e(g.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);e(g.defaultEdgeStyle,"edgeStyle","none");e(g.defaultEdgeStyle,"rounded","0");e(g.defaultEdgeStyle,"curved","1");e(g.defaultEdgeStyle,"jettySize","auto");e(g.defaultEdgeStyle,"orthogonalLoop", -"1");e(g.defaultEdgeStyle,"endArrow","open");e(g.defaultEdgeStyle,"endSize","14");e(g.defaultEdgeStyle,"startSize","14");c&&(e(g.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),e(g.defaultVertexStyle,"fontSource",Editor.sketchFontSource),e(g.defaultVertexStyle,"hachureGap","4"),e(g.defaultVertexStyle,"sketch","1"),e(g.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),e(g.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),e(g.defaultEdgeStyle,"sketch","1"),e(g.defaultEdgeStyle,"hachureGap", -"4"),e(g.defaultEdgeStyle,"sourcePerimeterSpacing","8"),e(g.defaultEdgeStyle,"targetPerimeterSpacing","8"));g.currentVertexStyle=mxUtils.clone(g.defaultVertexStyle);g.currentEdgeStyle=mxUtils.clone(g.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(c){var e=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(c)){var g=c.indexOf(",");0<g&&(e=this.getPageById(c.substring(g+1)),e=null!=e?e.getName():mxResources.get("pageNotFound"))}else"data:"== -c.substring(0,5)&&(e=mxResources.get("action"));return e};EditorUi.prototype.handleCustomLink=function(c){if(Graph.isPageLink(c)){var e=c.indexOf(",");if(c=this.getPageById(c.substring(e+1)))this.selectPage(c);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(c)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)};EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible= -mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(c){c.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(c){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged", -mxUtils.bind(this,function(c,e){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(c=e.getProperty("customFonts"),this.menus.customFonts=c,mxSettings.setCustomFonts(c));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this,function(c,e){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget()); -mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(c,e){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor=mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1); -this.addListener("gridColorChanged",mxUtils.bind(this,function(c,e){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(c,e){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!=this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])), -this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth);mxSettings.save()})}};EditorUi.prototype.copyImage=function(c,e,g){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&& -this.editor.exportToCanvas(mxUtils.bind(this,function(k,m){try{this.spinner.stop();var p=this.createImageDataUri(k,e,"png"),x=parseInt(m.getAttribute("width")),y=parseInt(m.getAttribute("height"));this.writeImageToClipboard(p,x,y,mxUtils.bind(this,function(A){this.handleError(A)}))}catch(A){this.handleError(A)}}),null,null,null,mxUtils.bind(this,function(k){this.spinner.stop();this.handleError(k)}),null,null,null!=g?g:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE, -null,null,null,10,null,null,!1,null,0<c.length?c:null)}catch(k){this.handleError(k)}};EditorUi.prototype.writeImageToClipboard=function(c,e,g,k){var m=this.base64ToBlob(c.substring(c.indexOf(",")+1),"image/png");c=new ClipboardItem({"image/png":m,"text/html":new Blob(['<img src="'+c+'" width="'+e+'" height="'+g+'">'],{type:"text/html"})});navigator.clipboard.write([c])["catch"](k)};EditorUi.prototype.copyCells=function(c,e){var g=this.editor.graph;if(g.isSelectionEmpty())c.innerText="";else{var k= -mxUtils.sortCells(g.model.getTopmostCells(g.getSelectionCells())),m=mxUtils.getXml(g.encodeCells(k));mxUtils.setTextContent(c,encodeURIComponent(m));e?(g.removeCells(k,!1),g.lastPasteXml=null):(g.lastPasteXml=m,g.pasteCounter=0);c.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var c=null;if(Editor.enableNativeCipboard){var e=this.editor.graph;e.isSelectionEmpty()||(c=mxUtils.sortCells(e.getExportableCells(e.model.getTopmostCells(e.getSelectionCells()))), -e=mxUtils.getXml(e.encodeCells(c)),navigator.clipboard.writeText(e))}return c};EditorUi.prototype.pasteXml=function(c,e,g,k){var m=this.editor.graph,p=null;m.lastPasteXml==c?m.pasteCounter++:(m.lastPasteXml=c,m.pasteCounter=0);var x=m.pasteCounter*m.gridSize;if(g||this.isCompatibleString(c))p=this.importXml(c,x,x),m.setSelectionCells(p);else if(e&&1==m.getSelectionCount()){x=m.getStartEditingCell(m.getSelectionCell(),k);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(c)&&"image"==m.getCurrentCellStyle(x)[mxConstants.STYLE_SHAPE])m.setCellStyles(mxConstants.STYLE_IMAGE, -c,[x]);else{m.model.beginUpdate();try{m.labelChanged(x,c),Graph.isLink(c)&&m.setLinkForCell(x,c)}finally{m.model.endUpdate()}}m.setSelectionCell(x)}else p=m.getInsertPoint(),m.isMouseInsertPoint()&&(x=0,m.lastPasteXml==c&&0<m.pasteCounter&&m.pasteCounter--),p=this.insertTextAt(c,p.x+x,p.y+x,!0),m.setSelectionCells(p);m.isSelectionEmpty()||(m.scrollCellToVisible(m.getSelectionCell()),null!=this.hoverIcons&&this.hoverIcons.update(m.view.getState(m.getSelectionCell())));return p};EditorUi.prototype.pasteCells= -function(c,e,g,k){if(!mxEvent.isConsumed(c)){var m=e,p=!1;if(g&&null!=c.clipboardData&&c.clipboardData.getData){var x=c.clipboardData.getData("text/plain"),y=!1;if(null!=x&&0<x.length&&"%3CmxGraphModel%3E"==x.substring(0,18))try{var A=decodeURIComponent(x);this.isCompatibleString(A)&&(y=!0,x=A)}catch(q){}y=y?null:c.clipboardData.getData("text/html");null!=y&&0<y.length?(m=this.parseHtmlData(y),p="text/plain"!=m.getAttribute("data-type")):null!=x&&0<x.length&&(m=document.createElement("div"),mxUtils.setTextContent(m, -y))}x=m.getElementsByTagName("span");if(null!=x&&0<x.length&&"application/vnd.lucid.chart.objects"===x[0].getAttribute("data-lucid-type"))g=x[0].getAttribute("data-lucid-content"),null!=g&&0<g.length&&(this.convertLucidChart(g,mxUtils.bind(this,function(q){var G=this.editor.graph;G.lastPasteXml==q?G.pasteCounter++:(G.lastPasteXml=q,G.pasteCounter=0);var E=G.pasteCounter*G.gridSize;G.setSelectionCells(this.importXml(q,E,E));G.scrollCellToVisible(G.getSelectionCell())}),mxUtils.bind(this,function(q){this.handleError(q)})), -mxEvent.consume(c));else{var z=p?m.innerHTML:mxUtils.trim(null==m.innerText?mxUtils.getTextContent(m):m.innerText),L=!1;try{var N=z.lastIndexOf("%3E");0<=N&&N<z.length-3&&(z=z.substring(0,N+3))}catch(q){}try{x=m.getElementsByTagName("span"),(A=null!=x&&0<x.length?mxUtils.trim(decodeURIComponent(x[0].textContent)):decodeURIComponent(z))&&(this.isCompatibleString(A)||0==A.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(L=!0,z=A)}catch(q){}try{if(null!=z&&0<z.length){if(0==z.substring(0, -20).replace(/\s/g,"").indexOf('{"isProtected":')){var K=mxUtils.bind(this,function(){try{z=(new MiroImporter).importMiroJson(JSON.parse(z)),this.pasteXml(z,k,L,c)}catch(q){console.log("Miro import error:",q)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",K):K()}else this.pasteXml(z,k,L,c);try{mxEvent.consume(c)}catch(q){}}else if(!g){var t=this.editor.graph;t.lastPasteXml=null;t.pasteCounter=0}}catch(q){this.handleError(q)}}}e.innerHTML=" "};EditorUi.prototype.addFileDropHandler= -function(c){if(Graph.fileSupport)for(var e=null,g=0;g<c.length;g++)mxEvent.addListener(c[g],"dragleave",function(k){null!=e&&(e.parentNode.removeChild(e),e=null);k.stopPropagation();k.preventDefault()}),mxEvent.addListener(c[g],"dragover",mxUtils.bind(this,function(k){(this.editor.graph.isEnabled()||"1"!=urlParams.embed)&&null==e&&(!mxClient.IS_IE||10<document.documentMode&&12>document.documentMode)&&(e=this.highlightElement());k.stopPropagation();k.preventDefault()})),mxEvent.addListener(c[g],"drop", -mxUtils.bind(this,function(k){null!=e&&(e.parentNode.removeChild(e),e=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<k.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(k.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(k)&&!mxEvent.isShiftDown(k)):this.openFiles(k.dataTransfer.files,!0);else{var m=this.extractGraphModelFromEvent(k);if(null==m){var p=null!=k.dataTransfer?k.dataTransfer:k.clipboardData;null!=p&&(10== -document.documentMode||11==document.documentMode?m=p.getData("Text"):(m=null,m=0<=mxUtils.indexOf(p.types,"text/uri-list")?k.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(p.types,"text/html")?p.getData("text/html"):null,null!=m&&0<m.length?(p=document.createElement("div"),p.innerHTML=this.editor.graph.sanitizeHtml(m),p=p.getElementsByTagName("img"),0<p.length&&(m=p[0].getAttribute("src"))):0<=mxUtils.indexOf(p.types,"text/plain")&&(m=p.getData("text/plain"))),null!=m&&(Editor.isPngDataUrl(m)? -(m=Editor.extractGraphModelFromPng(m),null!=m&&0<m.length&&this.openLocalFile(m,null,!0)):this.isRemoteFileFormat(m)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(m))).send(mxUtils.bind(this,function(x){200<=x.getStatus()&&299>=x.getStatus()&&this.openLocalFile(x.getText(),null,!0)})):/^https?:\/\//.test(m)&&(null==this.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(m):window.openWindow((mxClient.IS_CHROMEAPP? -EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(m)))))}else this.openLocalFile(m,null,!0)}k.stopPropagation();k.preventDefault()}))};EditorUi.prototype.highlightElement=function(c){var e=0,g=0;if(null==c){var k=document.body;var m=document.documentElement;var p=(k.clientWidth||m.clientWidth)-3;k=Math.max(k.clientHeight||0,m.clientHeight)-3}else e=c.offsetTop,g=c.offsetLeft,p=c.clientWidth,k=c.clientHeight;m=document.createElement("div");m.style.zIndex= -mxPopupMenu.prototype.zIndex+2;m.style.border="3px dotted rgb(254, 137, 12)";m.style.pointerEvents="none";m.style.position="absolute";m.style.top=e+"px";m.style.left=g+"px";m.style.width=Math.max(0,p-3)+"px";m.style.height=Math.max(0,k-3)+"px";null!=c&&c.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(m):document.body.appendChild(m);return m};EditorUi.prototype.stringToCells=function(c){c=mxUtils.parseXml(c);var e=this.editor.extractGraphModel(c.documentElement);c= -[];if(null!=e){var g=new mxCodec(e.ownerDocument),k=new mxGraphModel;g.decode(e,k);e=k.getChildAt(k.getRoot(),0);for(g=0;g<k.getChildCount(e);g++)c.push(k.getChildAt(e,g))}return c};EditorUi.prototype.openFileHandle=function(c,e,g,k,m){if(null!=e&&0<e.length){!this.useCanvasForExport&&/(\.png)$/i.test(e)?e=e.substring(0,e.length-4)+".drawio":/(\.pdf)$/i.test(e)&&(e=e.substring(0,e.length-4)+".drawio");var p=mxUtils.bind(this,function(y){e=0<=e.lastIndexOf(".")?e.substring(0,e.lastIndexOf("."))+".drawio": -e+".drawio";if("<mxlibrary"==y.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,k);try{this.loadLibrary(new LocalLibrary(this,y,e))}catch(A){this.handleError(A,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(y,e,k)});if(/(\.v(dx|sdx?))($|\?)/i.test(e)||/(\.vs(x|sx?))($|\?)/i.test(e))this.importVisio(g,mxUtils.bind(this,function(y){this.spinner.stop();p(y)}));else if(/(\.*<graphml )/.test(c))this.importGraphML(c, -mxUtils.bind(this,function(y){this.spinner.stop();p(y)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(c,e))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(g,mxUtils.bind(this,function(y){4==y.readyState&&(this.spinner.stop(),200<=y.status&&299>=y.status?p(y.responseText):this.handleError({message:mxResources.get(413==y.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})); -else if(this.isLucidChartData(c))/(\.json)$/i.test(e)&&(e=e.substring(0,e.length-5)+".drawio"),this.convertLucidChart(c,mxUtils.bind(this,function(y){this.spinner.stop();this.openLocalFile(y,e,k)}),mxUtils.bind(this,function(y){this.spinner.stop();this.handleError(y)}));else if("<mxlibrary"==c.substring(0,10)){this.spinner.stop();null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,k);try{this.loadLibrary(new LocalLibrary(this,c,g.name))}catch(y){this.handleError(y, -mxResources.get("errorLoadingFile"))}}else if(0==c.indexOf("PK"))this.importZipFile(g,mxUtils.bind(this,function(y){this.spinner.stop();p(y)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(c,e,k)}));else{if("image/png"==g.type.substring(0,9))c=this.extractGraphModelFromPng(c);else if("application/pdf"==g.type){var x=Editor.extractGraphModelFromPdf(c);null!=x&&(m=null,k=!0,c=x)}this.spinner.stop();this.openLocalFile(c,e,k,m,null!=m?g:null)}}};EditorUi.prototype.openFiles=function(c, -e){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var g=0;g<c.length;g++)mxUtils.bind(this,function(k){var m=new FileReader;m.onload=mxUtils.bind(this,function(p){try{this.openFileHandle(p.target.result,k.name,k,e)}catch(x){this.handleError(x)}});m.onerror=mxUtils.bind(this,function(p){this.spinner.stop();this.handleError(p);window.openFile=null});"image"!==k.type.substring(0,5)&&"application/pdf"!==k.type||"image/svg"===k.type.substring(0,9)?m.readAsText(k):m.readAsDataURL(k)})(c[g])}; -EditorUi.prototype.openLocalFile=function(c,e,g,k,m){var p=this.getCurrentFile(),x=mxUtils.bind(this,function(){window.openFile=null;if(null==e&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var y=mxUtils.parseXml(c);null!=y&&(this.editor.setGraphXml(y.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this,c,e||this.defaultFilename,g,k,m))});if(null!=c&&0<c.length)null==p||!p.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=k)?x():(mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp||null!=k)&&null!=p&&p.isModified()?this.confirm(mxResources.get("allChangesLost"),null,x,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(c,e),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!=p&&p.isModified()?this.confirm(mxResources.get("allChangesLost"),null,x,mxResources.get("cancel"),mxResources.get("discardChanges")):x()})));else throw Error(mxResources.get("notADiagramFile")); -};EditorUi.prototype.getBasenames=function(){var c={};if(null!=this.pages)for(var e=0;e<this.pages.length;e++)this.updatePageRoot(this.pages[e]),this.addBasenamesForCell(this.pages[e].root,c);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),c);e=[];for(var g in c)e.push(g);return e};EditorUi.prototype.addBasenamesForCell=function(c,e){function g(x){if(null!=x){var y=x.lastIndexOf(".");0<y&&(x=x.substring(y+1,x.length));null==e[x]&&(e[x]=!0)}}var k=this.editor.graph,m=k.getCellStyle(c); -g(mxStencilRegistry.getBasenameForStencil(m[mxConstants.STYLE_SHAPE]));k.model.isEdge(c)&&(g(mxMarker.getPackageForType(m[mxConstants.STYLE_STARTARROW])),g(mxMarker.getPackageForType(m[mxConstants.STYLE_ENDARROW])));m=k.model.getChildCount(c);for(var p=0;p<m;p++)this.addBasenamesForCell(k.model.getChildAt(c,p),e)};EditorUi.prototype.setGraphEnabled=function(c){this.diagramContainer.style.visibility=c?"":"hidden";this.formatContainer.style.visibility=c?"":"hidden";this.sidebarFooterContainer.style.display= -c?"":"none";this.sidebarContainer.style.display=c?"":"none";this.hsplit.style.display=c?"":"none";this.editor.graph.setEnabled(c);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=c?"":"hidden",this.ruler.vRuler.container.style.visibility=c?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=c?"":"hidden");c||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1),null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1), -null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!=window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var c=!1;this.installMessageHandler(mxUtils.bind(this,function(e, -g,k,m){c||(c=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==e||0==e.length)e=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,e,{}));this.mode=App.MODE_EMBED;this.setFileData(e);if(m)try{var p=this.editor.graph;p.setGridEnabled(!1);p.pageVisible=!1;var x=p.model.cells,y;for(y in x){var A=x[y];null!=A&&null!=A.style&&(A.style+=";sketch=1;"+(-1==A.style.indexOf("fontFamily=")||-1<A.style.indexOf("fontFamily=Helvetica;")?"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;": -""))}}catch(z){console.log(z)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=k?k:!1;this.updateUi();window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog=function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow? -this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(c,e){null!=c?c.getPublicUrl(e):e(null)};EditorUi.prototype.createLoadMessage=function(c){var e=this.editor.graph;return{event:c,pageVisible:e.pageVisible,translate:e.view.translate,bounds:e.getGraphBounds(),currentPage:this.getSelectedPageIndex(),scale:e.view.scale,page:e.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(c){var e=this.editor.graph; -e.isEditing()&&e.stopEditing(!e.isInvokesStopCellEditing());var g=window.opener||window.parent;if(this.editor.modified){var k=e.background;if(null==k||k==mxConstants.NONE)k=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null,null,null,null,null,null,null,!1),e,null,!0,mxUtils.bind(this,function(m){g.postMessage(JSON.stringify({event:"export",point:this.embedExitPoint,exit:null!=c?!c:!0,data:Editor.createSvgDataUri(m)}),"*")}),null,null,!0,k,1,this.embedExportBorder)}else c|| -g.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");c||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,e.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified=!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler=function(c){var e=null,g=!1,k=!1,m=null,p=mxUtils.bind(this,function(A,z){this.editor.modified&&"0"!=urlParams.modified?null!= -urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,p);mxEvent.addListener(window,"message",mxUtils.bind(this,function(A){if(A.source==(window.opener||window.parent)){var z=A.data,L=null,N=mxUtils.bind(this,function(U){if(null!=U&&"function"===typeof U.charAt&&"<"!=U.charAt(0))try{Editor.isPngDataUrl(U)?U=Editor.extractGraphModelFromPng(U):"data:image/svg+xml;base64,"==U.substring(0, -26)?U=atob(U.substring(26)):"data:image/svg+xml;utf8,"==U.substring(0,24)&&(U=U.substring(24)),null!=U&&("%"==U.charAt(0)?U=decodeURIComponent(U):"<"!=U.charAt(0)&&(U=Graph.decompress(U)))}catch(Y){}return U});if("json"==urlParams.proto){var K=!1;try{z=JSON.parse(z),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[A],"data",[z])}catch(U){z=null}try{if(null==z)return;if("dialog"==z.action){this.showError(null!=z.titleKey?mxResources.get(z.titleKey):z.title,null!=z.messageKey?mxResources.get(z.messageKey): -z.message,null!=z.buttonKey?mxResources.get(z.buttonKey):z.button);null!=z.modified&&(this.editor.modified=z.modified);return}if("layout"==z.action){this.executeLayouts(this.editor.graph.createLayouts(z.layouts));return}if("prompt"==z.action){this.spinner.stop();var t=new FilenameDialog(this,z.defaultValue||"",null!=z.okKey?mxResources.get(z.okKey):z.ok,function(U){null!=U?x.postMessage(JSON.stringify({event:"prompt",value:U,message:z}),"*"):x.postMessage(JSON.stringify({event:"prompt-cancel",message:z}), -"*")},null!=z.titleKey?mxResources.get(z.titleKey):z.title);this.showDialog(t.container,300,80,!0,!1);t.init();return}if("draft"==z.action){var q=N(z.xml);this.spinner.stop();t=new DraftDialog(this,mxResources.get("draftFound",[z.name||this.defaultFilename]),q,mxUtils.bind(this,function(){this.hideDialog();x.postMessage(JSON.stringify({event:"draft",result:"edit",message:z}),"*")}),mxUtils.bind(this,function(){this.hideDialog();x.postMessage(JSON.stringify({event:"draft",result:"discard",message:z}), -"*")}),z.editKey?mxResources.get(z.editKey):null,z.discardKey?mxResources.get(z.discardKey):null,z.ignore?mxUtils.bind(this,function(){this.hideDialog();x.postMessage(JSON.stringify({event:"draft",result:"ignore",message:z}),"*")}):null);this.showDialog(t.container,640,480,!0,!1,mxUtils.bind(this,function(U){U&&this.actions.get("exit").funct()}));try{t.init()}catch(U){x.postMessage(JSON.stringify({event:"draft",error:U.toString(),message:z}),"*")}return}if("template"==z.action){this.spinner.stop(); -var G=1==z.enableRecent,E=1==z.enableSearch,F=1==z.enableCustomTemp;if("1"==urlParams.newTempDlg&&!z.templatesOnly&&null!=z.callback){var H=this.getCurrentUser(),C=new TemplatesDialog(this,function(U,Y,ca){U=U||this.emptyDiagramXml;x.postMessage(JSON.stringify({event:"template",xml:U,blank:U==this.emptyDiagramXml,name:Y,tempUrl:ca.url,libs:ca.libs,builtIn:null!=ca.info&&null!=ca.info.custContentId,message:z}),"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=H? -H.id:null,G?mxUtils.bind(this,function(U,Y,ca){this.remoteInvoke("getRecentDiagrams",[ca],null,U,Y)}):null,E?mxUtils.bind(this,function(U,Y,ca,ba){this.remoteInvoke("searchDiagrams",[U,ba],null,Y,ca)}):null,mxUtils.bind(this,function(U,Y,ca){this.remoteInvoke("getFileContent",[U.url],null,Y,ca)}),null,F?mxUtils.bind(this,function(U){this.remoteInvoke("getCustomTemplates",null,null,U,function(){U({},0)})}):null,!1,!1,!0,!0);this.showDialog(C.container,window.innerWidth,window.innerHeight,!0,!1,null, -!1,!0);return}t=new NewDialog(this,!1,z.templatesOnly?!1:null!=z.callback,mxUtils.bind(this,function(U,Y,ca,ba){U=U||this.emptyDiagramXml;null!=z.callback?x.postMessage(JSON.stringify({event:"template",xml:U,blank:U==this.emptyDiagramXml,name:Y,tempUrl:ca,libs:ba,builtIn:!0,message:z}),"*"):(c(U,A,U!=this.emptyDiagramXml,z.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null,null,G?mxUtils.bind(this,function(U){this.remoteInvoke("getRecentDiagrams",[null],null, -U,function(){U(null,"Network Error!")})}):null,E?mxUtils.bind(this,function(U,Y){this.remoteInvoke("searchDiagrams",[U,null],null,Y,function(){Y(null,"Network Error!")})}):null,mxUtils.bind(this,function(U,Y,ca){x.postMessage(JSON.stringify({event:"template",docUrl:U,info:Y,name:ca}),"*")}),null,null,F?mxUtils.bind(this,function(U){this.remoteInvoke("getCustomTemplates",null,null,U,function(){U({},0)})}):null,1==z.withoutType);this.showDialog(t.container,620,460,!0,!1,mxUtils.bind(this,function(U){this.sidebar.hideTooltip(); -U&&this.actions.get("exit").funct()}));t.init();return}if("textContent"==z.action){var O=this.getDiagramTextContent();x.postMessage(JSON.stringify({event:"textContent",data:O,message:z}),"*");return}if("status"==z.action){null!=z.messageKey?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(z.messageKey))):null!=z.message&&this.editor.setStatus(mxUtils.htmlEntities(z.message));null!=z.modified&&(this.editor.modified=z.modified);return}if("spinner"==z.action){var I=null!=z.messageKey?mxResources.get(z.messageKey): -z.message;null==z.show||z.show?this.spinner.spin(document.body,I):this.spinner.stop();return}if("exit"==z.action){this.actions.get("exit").funct();return}if("viewport"==z.action){null!=z.viewport&&(this.embedViewport=z.viewport);return}if("snapshot"==z.action){this.sendEmbeddedSvgExport(!0);return}if("export"==z.action){if("png"==z.format||"xmlpng"==z.format){if(null==z.spin&&null==z.spinKey||this.spinner.spin(document.body,null!=z.spinKey?mxResources.get(z.spinKey):z.spin)){var S=null!=z.xml?z.xml: -this.getFileData(!0);this.editor.graph.setEnabled(!1);var R=this.editor.graph,Q=mxUtils.bind(this,function(U){this.editor.graph.setEnabled(!0);this.spinner.stop();var Y=this.createLoadMessage("export");Y.format=z.format;Y.message=z;Y.data=U;Y.xml=S;x.postMessage(JSON.stringify(Y),"*")}),W=mxUtils.bind(this,function(U){null==U&&(U=Editor.blankImage);"xmlpng"==z.format&&(U=Editor.writeGraphModelToPng(U,"tEXt","mxfile",encodeURIComponent(S)));R!=this.editor.graph&&R.container.parentNode.removeChild(R.container); -Q(U)}),X=z.pageId||(null!=this.pages?z.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var n=mxUtils.bind(this,function(){if(null!=this.pages&&this.currentPage.getId()!=X){var U=R.getGlobalVariable;R=this.createTemporaryGraph(R.getStylesheet());for(var Y,ca=0;ca<this.pages.length;ca++)if(this.pages[ca].getId()==X){Y=this.updatePageRoot(this.pages[ca]);break}null==Y&&(Y=this.currentPage);R.getGlobalVariable=function(ja){return"page"==ja?Y.getName():"pagenumber"== -ja?1:U.apply(this,arguments)};document.body.appendChild(R.container);R.model.setRoot(Y.root)}if(null!=z.layerIds){var ba=R.model,da=ba.getChildCells(ba.getRoot()),ea={};for(ca=0;ca<z.layerIds.length;ca++)ea[z.layerIds[ca]]=!0;for(ca=0;ca<da.length;ca++)ba.setVisible(da[ca],ea[da[ca].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(ja){W(ja.toDataURL("image/png"))}),z.width,null,z.background,mxUtils.bind(this,function(){W(null)}),null,null,z.scale,z.transparent,z.shadow,null,R,z.border, -null,z.grid,z.keepTheme)});null!=z.xml&&0<z.xml.length&&(g=!0,this.setFileData(S),g=!1);n()}else(new mxXmlRequest(EXPORT_URL,"format=png&embedXml="+("xmlpng"==z.format?"1":"0")+(null!=X?"&pageId="+X:"")+(null!=z.layerIds&&0<z.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:z.layerIds})):"")+(null!=z.scale?"&scale="+z.scale:"")+"&base64=1&xml="+encodeURIComponent(S))).send(mxUtils.bind(this,function(U){200<=U.getStatus()&&299>=U.getStatus()?Q("data:image/png;base64,"+U.getText()): -W(null)}),mxUtils.bind(this,function(){W(null)}))}}else if(n=mxUtils.bind(this,function(){var U=this.createLoadMessage("export");U.message=z;if("html2"==z.format||"html"==z.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var Y=this.getXmlFileData();U.xml=mxUtils.getXml(Y);U.data=this.getFileData(null,null,!0,null,null,null,Y);U.format=z.format}else if("html"==z.format)Y=this.editor.getGraphXml(),U.data=this.getHtml(Y,this.editor.graph),U.xml=mxUtils.getXml(Y),U.format=z.format; -else{mxSvgCanvas2D.prototype.foAltText=null;Y=null!=z.background?z.background:this.editor.graph.background;Y==mxConstants.NONE&&(Y=null);U.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);U.format="svg";var ca=mxUtils.bind(this,function(ba){this.editor.graph.setEnabled(!0);this.spinner.stop();U.data=Editor.createSvgDataUri(ba);x.postMessage(JSON.stringify(U),"*")});if("xmlsvg"==z.format)(null==z.spin&&null==z.spinKey||this.spinner.spin(document.body,null!=z.spinKey?mxResources.get(z.spinKey): -z.spin))&&this.getEmbeddedSvg(U.xml,this.editor.graph,null,!0,ca,null,null,z.embedImages,Y,z.scale,z.border,z.shadow,z.keepTheme);else if(null==z.spin&&null==z.spinKey||this.spinner.spin(document.body,null!=z.spinKey?mxResources.get(z.spinKey):z.spin))this.editor.graph.setEnabled(!1),Y=this.editor.graph.getSvg(Y,z.scale,z.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||z.shadow,null,z.keepTheme),(this.editor.graph.shadowVisible||z.shadow)&&this.editor.graph.addSvgShadow(Y),this.embedFonts(Y, -mxUtils.bind(this,function(ba){z.embedImages||null==z.embedImages?this.editor.convertImages(ba,mxUtils.bind(this,function(da){ca(mxUtils.getXml(da))})):ca(mxUtils.getXml(ba))}));return}x.postMessage(JSON.stringify(U),"*")}),null!=z.xml&&0<z.xml.length){if(this.editor.graph.mathEnabled){var B=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){B.apply(this,arguments);n()}}g=!0;this.setFileData(z.xml);g=!1;this.editor.graph.mathEnabled||n()}else n();return}if("load"==z.action){K=z.toSketch;k=1==z.autosave; -this.hideDialog();null!=z.modified&&null==urlParams.modified&&(urlParams.modified=z.modified);null!=z.saveAndExit&&null==urlParams.saveAndExit&&(urlParams.saveAndExit=z.saveAndExit);null!=z.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=z.noSaveBtn);if(null!=z.rough){var J=Editor.sketchMode;this.doSetSketchMode(z.rough);J!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!=z.dark&&(J=Editor.darkMode,this.doSetDarkMode(z.dark),J!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged"))); -null!=z.border&&(this.embedExportBorder=z.border);null!=z.background&&(this.embedExportBackground=z.background);null!=z.viewport&&(this.embedViewport=z.viewport);this.embedExitPoint=null;if(null!=z.rect){var P=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=z.rect.top+"px";this.diagramContainer.style.left=z.rect.left+"px";this.diagramContainer.style.height=z.rect.height+"px";this.diagramContainer.style.width=z.rect.width+"px";this.diagramContainer.style.bottom= -"";this.diagramContainer.style.right="";L=mxUtils.bind(this,function(){var U=this.editor.graph,Y=U.maxFitScale;U.maxFitScale=z.maxFitScale;U.fit(2*P);U.maxFitScale=Y;U.container.scrollTop-=2*P;U.container.scrollLeft-=2*P;this.fireEvent(new mxEventObject("editInlineStart","data",[z]))})}null!=z.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=z.noExitBtn);null!=z.title&&null!=this.buttonContainer&&(q=document.createElement("span"),mxUtils.write(q,z.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan), -this.buttonContainer.appendChild(q),this.embedFilenameSpan=q);try{z.libs&&this.sidebar.showEntries(z.libs)}catch(U){}z=null!=z.xmlpng?this.extractGraphModelFromPng(z.xmlpng):null!=z.descriptor?z.descriptor:z.xml}else{if("merge"==z.action){var M=this.getCurrentFile();null!=M&&(q=N(z.xml),null!=q&&""!=q&&M.mergeFile(new LocalFile(this,q),function(){x.postMessage(JSON.stringify({event:"merge",message:z}),"*")},function(U){x.postMessage(JSON.stringify({event:"merge",message:z,error:U}),"*")}))}else"remoteInvokeReady"== -z.action?this.handleRemoteInvokeReady(x):"remoteInvoke"==z.action?this.handleRemoteInvoke(z,A.origin):"remoteInvokeResponse"==z.action?this.handleRemoteInvokeResponse(z):x.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(z)}),"*");return}}catch(U){this.handleError(U)}}var V=mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),T=mxUtils.bind(this,function(U,Y){g=!0;try{c(U, -Y,null,K)}catch(ca){this.handleError(ca)}g=!1;null!=urlParams.modified&&this.editor.setStatus("");m=V();k&&null==e&&(e=mxUtils.bind(this,function(ca,ba){ca=V();ca==m||g||(ba=this.createLoadMessage("autosave"),ba.xml=ca,(window.opener||window.parent).postMessage(JSON.stringify(ba),"*"));m=ca}),this.editor.graph.model.addListener(mxEvent.CHANGE,e),this.editor.graph.addListener("gridSizeChanged",e),this.editor.graph.addListener("shadowVisibleChanged",e),this.addListener("pageFormatChanged",e),this.addListener("pageScaleChanged", -e),this.addListener("backgroundColorChanged",e),this.addListener("backgroundImageChanged",e),this.addListener("foldingEnabledChanged",e),this.addListener("mathEnabledChanged",e),this.addListener("gridEnabledChanged",e),this.addListener("guidesEnabledChanged",e),this.addListener("pageViewChanged",e));if("1"==urlParams.returnbounds||"json"==urlParams.proto)Y=this.createLoadMessage("load"),Y.xml=U,x.postMessage(JSON.stringify(Y),"*");null!=L&&L()});null!=z&&"function"===typeof z.substring&&"data:application/vnd.visio;base64,"== -z.substring(0,34)?(N="0M8R4KGxGuE"==z.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(z.substring(z.indexOf(",")+1)),function(U){T(U,A)},mxUtils.bind(this,function(U){this.handleError(U)}),N)):null!=z&&"function"===typeof z.substring&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(z,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(z,mxUtils.bind(this,function(U){4==U.readyState&&200<=U.status&&299>=U.status&& -"<mxGraphModel"==U.responseText.substring(0,13)&&T(U.responseText,A)}),""):null!=z&&"function"===typeof z.substring&&this.isLucidChartData(z)?this.convertLucidChart(z,mxUtils.bind(this,function(U){T(U)}),mxUtils.bind(this,function(U){this.handleError(U)})):null==z||"object"!==typeof z||null==z.format||null==z.data&&null==z.url?(z=N(z),T(z,A)):this.loadDescriptor(z,mxUtils.bind(this,function(U){T(V(),A)}),mxUtils.bind(this,function(U){this.handleError(U,mxResources.get("errorLoadingFile"))}))}})); -var x=window.opener||window.parent;p="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";x.postMessage(p,"*");if("json"==urlParams.proto){var y=this.editor.graph.openLink;this.editor.graph.openLink=function(A,z,L){y.apply(this,arguments);x.postMessage(JSON.stringify({event:"openLink",href:A,target:z,allowOpener:L}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.menubar&&"1"!=urlParams.embedInline){var c=document.createElement("div");c.style.display= -"inline-block";c.style.position="absolute";c.style.paddingTop="atlas"==uiTheme||"1"==urlParams.atlas?"2px":"0px";c.style.paddingLeft="8px";c.style.paddingBottom="2px";var e=document.createElement("button");e.className="geBigButton";var g=e;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var k="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(e,k);e.setAttribute("title",k);mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})); -c.appendChild(e)}}else mxUtils.write(e,mxResources.get("save")),e.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),c.appendChild(e),"1"==urlParams.saveAndExit&&(e=document.createElement("a"),mxUtils.write(e,mxResources.get("saveAndExit")),e.setAttribute("title",mxResources.get("saveAndExit")),e.className="geBigButton geBigStandardButton",e.style.marginLeft="6px",mxEvent.addListener(e, -"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),c.appendChild(e),g=e);"1"!=urlParams.noExitBtn&&(e=document.createElement("a"),g="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(e,g),e.setAttribute("title",g),e.className="geBigButton geBigStandardButton",e.style.marginLeft="6px",mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),c.appendChild(e),g=e);g.style.marginRight="20px";this.toolbar.container.appendChild(c); -this.toolbar.staticElements.push(c);c.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"42px":"52px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this,function(c){this.importCsv(c)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/"));this.showDialog(this.importCsvDialog.container, -640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(c){var e=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();c()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?e():this.spinner.spin(document.body,mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js", -function(){mxscript("js/orgchart/mxOrgChartLayout.js",e)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",e))};EditorUi.prototype.importCsv=function(c,e){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(c,e)}))};EditorUi.prototype.doImportCsv=function(c,e){try{var g=c.split("\n"),k=[],m=[],p=[],x={};if(0<g.length){var y={},A=this.editor.graph,z=null,L=null,N=null,K=null,t=null,q=null,G=null,E="whiteSpace=wrap;html=1;",F=null,H=null,C="",O="auto",I="auto",S=!1,R=null,Q=null, -W=40,X=40,n=100,B=0,J=function(){null!=e?e(Ia):(A.setSelectionCells(Ia),A.scrollCellToVisible(A.getSelectionCell()))},P=A.getFreeInsertPoint(),M=P.x,V=P.y;P=V;var T=null,U="auto";H=null;for(var Y=[],ca=null,ba=null,da=0;da<g.length&&"#"==g[da].charAt(0);){c=g[da].replace(/\r$/,"");for(da++;da<g.length&&"\\"==c.charAt(c.length-1)&&"#"==g[da].charAt(0);)c=c.substring(0,c.length-1)+mxUtils.trim(g[da].substring(1)),da++;if("#"!=c.charAt(1)){var ea=c.indexOf(":");if(0<ea){var ja=mxUtils.trim(c.substring(1, -ea)),aa=mxUtils.trim(c.substring(ea+1));"label"==ja?T=A.sanitizeHtml(aa):"labelname"==ja&&0<aa.length&&"-"!=aa?t=aa:"labels"==ja&&0<aa.length&&"-"!=aa?G=JSON.parse(aa):"style"==ja?L=aa:"parentstyle"==ja?E=aa:"unknownStyle"==ja&&"-"!=aa?q=aa:"stylename"==ja&&0<aa.length&&"-"!=aa?K=aa:"styles"==ja&&0<aa.length&&"-"!=aa?N=JSON.parse(aa):"vars"==ja&&0<aa.length&&"-"!=aa?z=JSON.parse(aa):"identity"==ja&&0<aa.length&&"-"!=aa?F=aa:"parent"==ja&&0<aa.length&&"-"!=aa?H=aa:"namespace"==ja&&0<aa.length&&"-"!= -aa?C=aa:"width"==ja?O=aa:"height"==ja?I=aa:"collapsed"==ja&&"-"!=aa?S="true"==aa:"left"==ja&&0<aa.length?R=aa:"top"==ja&&0<aa.length?Q=aa:"ignore"==ja?ba=aa.split(","):"connect"==ja?Y.push(JSON.parse(aa)):"link"==ja?ca=aa:"padding"==ja?B=parseFloat(aa):"edgespacing"==ja?W=parseFloat(aa):"nodespacing"==ja?X=parseFloat(aa):"levelspacing"==ja?n=parseFloat(aa):"layout"==ja&&(U=aa)}}}if(null==g[da])throw Error(mxResources.get("invalidOrMissingFile"));var Fa=this.editor.csvToArray(g[da].replace(/\r$/,"")); -ea=c=null;ja=[];for(aa=0;aa<Fa.length;aa++)F==Fa[aa]&&(c=aa),H==Fa[aa]&&(ea=aa),ja.push(mxUtils.trim(Fa[aa]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==T&&(T="%"+ja[0]+"%");if(null!=Y)for(var Ba=0;Ba<Y.length;Ba++)null==y[Y[Ba].to]&&(y[Y[Ba].to]={});F=[];for(aa=da+1;aa<g.length;aa++){var Aa=this.editor.csvToArray(g[aa].replace(/\r$/,""));if(null==Aa){var Ga=40<g[aa].length?g[aa].substring(0,40)+"...":g[aa];throw Error(Ga+" ("+aa+"):\n"+mxResources.get("containsValidationErrors")); -}0<Aa.length&&F.push(Aa)}A.model.beginUpdate();try{for(aa=0;aa<F.length;aa++){Aa=F[aa];var oa=null,Na=null!=c?C+Aa[c]:null;g=!1;null!=Na&&(oa=A.model.getCell(Na),g=null==oa||0<=mxUtils.indexOf(k,oa));var Ma=new mxCell(T,new mxGeometry(M,P,0,0),L||"whiteSpace=wrap;html=1;");Ma.collapsed=S;Ma.vertex=!0;Ma.id=Na;null==oa||g||A.model.setCollapsed(oa,S);for(var za=0;za<Aa.length;za++)A.setAttributeForCell(Ma,ja[za],Aa[za]),null==oa||g||A.setAttributeForCell(oa,ja[za],Aa[za]);if(null!=t&&null!=G){var Ja= -G[Ma.getAttribute(t)];null!=Ja&&(A.labelChanged(Ma,Ja),null==oa||g||A.cellLabelChanged(oa,Ja))}if(null!=K&&null!=N){var Ea=N[Ma.getAttribute(K)];null!=Ea&&(Ma.style=Ea)}A.setAttributeForCell(Ma,"placeholders","1");Ma.style=A.replacePlaceholders(Ma,Ma.style,z);null==oa||g?A.fireEvent(new mxEventObject("cellsInserted","cells",[Ma])):(A.model.setStyle(oa,Ma.style),0>mxUtils.indexOf(p,oa)&&p.push(oa),A.fireEvent(new mxEventObject("cellsInserted","cells",[oa])));g=null!=oa;oa=Ma;if(!g)for(Ba=0;Ba<Y.length;Ba++)y[Y[Ba].to][oa.getAttribute(Y[Ba].to)]= -oa;null!=ca&&"link"!=ca&&(A.setLinkForCell(oa,oa.getAttribute(ca)),A.setAttributeForCell(oa,ca,null));var Pa=this.editor.graph.getPreferredSizeForCell(oa);H=null!=ea?A.model.getCell(C+Aa[ea]):null;if(oa.vertex){Ga=null!=H?0:M;da=null!=H?0:V;null!=R&&null!=oa.getAttribute(R)&&(oa.geometry.x=Ga+parseFloat(oa.getAttribute(R)));null!=Q&&null!=oa.getAttribute(Q)&&(oa.geometry.y=da+parseFloat(oa.getAttribute(Q)));var sa="@"==O.charAt(0)?oa.getAttribute(O.substring(1)):null;oa.geometry.width=null!=sa&&"auto"!= -sa?parseFloat(oa.getAttribute(O.substring(1))):"auto"==O||"auto"==sa?Pa.width+B:parseFloat(O);var la="@"==I.charAt(0)?oa.getAttribute(I.substring(1)):null;oa.geometry.height=null!=la&&"auto"!=la?parseFloat(la):"auto"==I||"auto"==la?Pa.height+B:parseFloat(I);P+=oa.geometry.height+X}g?(null==x[Na]&&(x[Na]=[]),x[Na].push(oa)):(k.push(oa),null!=H?(H.style=A.replacePlaceholders(H,E,z),A.addCell(oa,H),m.push(H)):p.push(A.addCell(oa)))}for(aa=0;aa<m.length;aa++)sa="@"==O.charAt(0)?m[aa].getAttribute(O.substring(1)): -null,la="@"==I.charAt(0)?m[aa].getAttribute(I.substring(1)):null,"auto"!=O&&"auto"!=sa||"auto"!=I&&"auto"!=la||A.updateGroupBounds([m[aa]],B,!0);var ya=p.slice(),Ia=p.slice();for(Ba=0;Ba<Y.length;Ba++){var ka=Y[Ba];for(aa=0;aa<k.length;aa++){oa=k[aa];var wa=mxUtils.bind(this,function(ra,na,Da){var Oa=na.getAttribute(Da.from);if(null!=Oa&&""!=Oa){Oa=Oa.split(",");for(var Sa=0;Sa<Oa.length;Sa++){var Ca=y[Da.to][Oa[Sa]];if(null==Ca&&null!=q){Ca=new mxCell(Oa[Sa],new mxGeometry(M,V,0,0),q);Ca.style=A.replacePlaceholders(na, -Ca.style,z);var Ha=this.editor.graph.getPreferredSizeForCell(Ca);Ca.geometry.width=Ha.width+B;Ca.geometry.height=Ha.height+B;y[Da.to][Oa[Sa]]=Ca;Ca.vertex=!0;Ca.id=Oa[Sa];p.push(A.addCell(Ca))}if(null!=Ca){Ha=Da.label;null!=Da.fromlabel&&(Ha=(na.getAttribute(Da.fromlabel)||"")+(Ha||""));null!=Da.sourcelabel&&(Ha=A.replacePlaceholders(na,Da.sourcelabel,z)+(Ha||""));null!=Da.tolabel&&(Ha=(Ha||"")+(Ca.getAttribute(Da.tolabel)||""));null!=Da.targetlabel&&(Ha=(Ha||"")+A.replacePlaceholders(Ca,Da.targetlabel, -z));var Qa="target"==Da.placeholders==!Da.invert?Ca:ra;Qa=null!=Da.style?A.replacePlaceholders(Qa,Da.style,z):A.createCurrentEdgeStyle();Ha=A.insertEdge(null,null,Ha||"",Da.invert?Ca:ra,Da.invert?ra:Ca,Qa);if(null!=Da.labels)for(Qa=0;Qa<Da.labels.length;Qa++){var La=Da.labels[Qa],Ra=new mxCell(La.label||Qa,new mxGeometry(null!=La.x?La.x:0,null!=La.y?La.y:0,0,0),"resizable=0;html=1;");Ra.vertex=!0;Ra.connectable=!1;Ra.geometry.relative=!0;null!=La.placeholders&&(Ra.value=A.replacePlaceholders("target"== -La.placeholders==!Da.invert?Ca:ra,Ra.value,z));if(null!=La.dx||null!=La.dy)Ra.geometry.offset=new mxPoint(null!=La.dx?La.dx:0,null!=La.dy?La.dy:0);Ha.insert(Ra)}Ia.push(Ha);mxUtils.remove(Da.invert?ra:Ca,ya)}}}});wa(oa,oa,ka);if(null!=x[oa.id])for(za=0;za<x[oa.id].length;za++)wa(oa,x[oa.id][za],ka)}}if(null!=ba)for(aa=0;aa<k.length;aa++)for(oa=k[aa],za=0;za<ba.length;za++)A.setAttributeForCell(oa,mxUtils.trim(ba[za]),null);if(0<p.length){var ta=new mxParallelEdgeLayout(A);ta.spacing=W;ta.checkOverlap= -!0;var va=function(){0<ta.spacing&&ta.execute(A.getDefaultParent());for(var ra=0;ra<p.length;ra++){var na=A.getCellGeometry(p[ra]);na.x=Math.round(A.snap(na.x));na.y=Math.round(A.snap(na.y));"auto"==O&&(na.width=Math.round(A.snap(na.width)));"auto"==I&&(na.height=Math.round(A.snap(na.height)))}};if("["==U.charAt(0)){var pa=J;A.view.validate();this.executeLayouts(A.createLayouts(JSON.parse(U)),function(){va();pa()});J=null}else if("circle"==U){var fa=new mxCircleLayout(A);fa.disableEdgeStyle=!1;fa.resetEdges= -!1;var Z=fa.isVertexIgnored;fa.isVertexIgnored=function(ra){return Z.apply(this,arguments)||0>mxUtils.indexOf(p,ra)};this.executeLayout(function(){fa.execute(A.getDefaultParent());va()},!0,J);J=null}else if("horizontaltree"==U||"verticaltree"==U||"auto"==U&&Ia.length==2*p.length-1&&1==ya.length){A.view.validate();var ia=new mxCompactTreeLayout(A,"horizontaltree"==U);ia.levelDistance=X;ia.edgeRouting=!1;ia.resetEdges=!1;this.executeLayout(function(){ia.execute(A.getDefaultParent(),0<ya.length?ya[0]: -null)},!0,J);J=null}else if("horizontalflow"==U||"verticalflow"==U||"auto"==U&&1==ya.length){A.view.validate();var ha=new mxHierarchicalLayout(A,"horizontalflow"==U?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH);ha.intraCellSpacing=X;ha.parallelEdgeSpacing=W;ha.interRankCellSpacing=n;ha.disableEdgeStyle=!1;this.executeLayout(function(){ha.execute(A.getDefaultParent(),Ia);A.moveCells(Ia,M,V)},!0,J);J=null}else if("orgchart"==U){A.view.validate();var ma=new mxOrgChartLayout(A,2,n,X),ua=ma.isVertexIgnored; -ma.isVertexIgnored=function(ra){return ua.apply(this,arguments)||0>mxUtils.indexOf(p,ra)};this.executeLayout(function(){ma.execute(A.getDefaultParent());va()},!0,J);J=null}else if("organic"==U||"auto"==U&&Ia.length>p.length){A.view.validate();var qa=new mxFastOrganicLayout(A);qa.forceConstant=3*X;qa.disableEdgeStyle=!1;qa.resetEdges=!1;var xa=qa.isVertexIgnored;qa.isVertexIgnored=function(ra){return xa.apply(this,arguments)||0>mxUtils.indexOf(p,ra)};this.executeLayout(function(){qa.execute(A.getDefaultParent()); -va()},!0,J);J=null}}this.hideDialog()}finally{A.model.endUpdate()}null!=J&&J()}}catch(ra){this.handleError(ra)}};EditorUi.prototype.getSearch=function(c){var e="";if("1"!=urlParams.offline&&"1"!=urlParams.demo&&null!=c&&0<window.location.search.length){var g="?",k;for(k in urlParams)0>mxUtils.indexOf(c,k)&&null!=urlParams[k]&&(e+=g+k+"="+urlParams[k],g="&")}else e=window.location.search;return e};EditorUi.prototype.getUrl=function(c){c=null!=c?c:window.location.pathname;var e=0<c.indexOf("?")?1:0; -if("1"==urlParams.offline)c+=window.location.search;else{var g="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),k;for(k in urlParams)0>mxUtils.indexOf(g,k)&&(c=0==e?c+"?":c+"&",null!=urlParams[k]&&(c+=k+"="+urlParams[k],e++))}return c};EditorUi.prototype.showLinkDialog=function(c,e,g,k,m){c=new LinkDialog(this,c,e,g,!0,k,m);this.showDialog(c.container,560,130,!0,!0);c.init()};EditorUi.prototype.getServiceCount=function(c){var e=1;null==this.drive&& -"function"!==typeof window.DriveClient||e++;null==this.dropbox&&"function"!==typeof window.DropboxClient||e++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||e++;null!=this.gitHub&&e++;null!=this.gitLab&&e++;c&&isLocalStorage&&"1"==urlParams.browser&&e++;return e};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates();var c=this.getCurrentFile(),e=null!=c||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(e); -this.menus.get("viewZoom").setEnabled(e);var g=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==c||c.isRestricted());this.actions.get("makeCopy").setEnabled(!g);this.actions.get("print").setEnabled(!g);this.menus.get("exportAs").setEnabled(!g);this.menus.get("embed").setEnabled(!g);g="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(g);Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(g),this.menus.get("newLibrary").setEnabled(g)); -c="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=c&&c.isEditable();this.actions.get("image").setEnabled(e);this.actions.get("zoomIn").setEnabled(e);this.actions.get("zoomOut").setEnabled(e);this.actions.get("resetView").setEnabled(e);this.actions.get("undo").setEnabled(this.canUndo()&&c);this.actions.get("redo").setEnabled(this.canRedo()&&c);this.menus.get("edit").setEnabled(e);this.menus.get("view").setEnabled(e);this.menus.get("importFrom").setEnabled(c);this.menus.get("arrange").setEnabled(c); -null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(c),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(c));this.updateUserElement()};EditorUi.prototype.updateButtonContainer=function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck=function(){};EditorUi.prototype.isDiagramActive=function(){var c=this.getCurrentFile();return null!=c&&c.isEditable()|| -"1"==urlParams.embed&&this.editor.graph.isEnabled()};var u=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){u.apply(this,arguments);var c=this.editor.graph,e=this.getCurrentFile(),g=this.getSelectionState(),k=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(k);this.actions.get("autosave").setEnabled(null!=e&&e.isEditable()&&e.isAutosaveOptional());this.actions.get("guides").setEnabled(k);this.actions.get("editData").setEnabled(c.isEnabled());this.actions.get("shadowVisible").setEnabled(k); -this.actions.get("connectionArrows").setEnabled(k);this.actions.get("connectionPoints").setEnabled(k);this.actions.get("copyStyle").setEnabled(k&&!c.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(k&&0<g.cells.length);this.actions.get("editGeometry").setEnabled(0<g.vertices.length);this.actions.get("createShape").setEnabled(k);this.actions.get("createRevision").setEnabled(k);this.actions.get("moveToFolder").setEnabled(null!=e);this.actions.get("makeCopy").setEnabled(null!=e&&!e.isRestricted()); -this.actions.get("editDiagram").setEnabled(k&&(null==e||!e.isRestricted()));this.actions.get("publishLink").setEnabled(null!=e&&!e.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=e&&e.isRenamable()||"1"==urlParams.embed);this.actions.get("close").setEnabled(null!= -e);this.menus.get("publish").setEnabled(null!=e&&!e.isRestricted());e=this.actions.get("findReplace");e.setEnabled("hidden"!=this.diagramContainer.style.visibility);e.label=mxResources.get("find")+(c.isEnabled()?"/"+mxResources.get("replace"):"")+"...";c=c.view.getState(c.getSelectionCell());this.actions.get("editShape").setEnabled(k&&null!=c&&null!=c.shape&&null!=c.shape.stencil)};var D=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog), -this.exportDialog=null);D.apply(this,arguments)};null!=window.ExportDialog&&(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(c,e,g,k,m,p,x,y){var A=c.editor.graph;if("xml"==g)c.hideDialog(),c.saveData(e,"xml",mxUtils.getXml(c.editor.getGraphXml()),"text/xml");else if("svg"==g)c.hideDialog(),c.saveData(e,"svg",mxUtils.getXml(A.getSvg(k,m,p)),"image/svg+xml");else{var z=c.getFileData(!0,null,null,null,null,!0),L=A.getGraphBounds(),N=Math.floor(L.width*m/ -A.view.scale),K=Math.floor(L.height*m/A.view.scale);if(z.length<=MAX_REQUEST_SIZE&&N*K<MAX_AREA)if(c.hideDialog(),"png"!=g&&"jpg"!=g&&"jpeg"!=g||!c.isExportToCanvas()){var t={globalVars:A.getExportVariables()};y&&(t.grid={size:A.gridSize,steps:A.view.gridSteps,color:A.view.gridColor});c.saveRequest(e,g,function(q,G){return new mxXmlRequest(EXPORT_URL,"format="+g+"&base64="+(G||"0")+(null!=q?"&filename="+encodeURIComponent(q):"")+"&extras="+encodeURIComponent(JSON.stringify(t))+(0<x?"&dpi="+x:"")+ -"&bg="+(null!=k?k:"none")+"&w="+N+"&h="+K+"&border="+p+"&xml="+encodeURIComponent(z))})}else"png"==g?c.exportImage(m,null==k||"none"==k,!0,!1,!1,p,!0,!1,null,y,x):c.exportImage(m,!1,!0,!1,!1,p,!0,!1,"jpeg",y);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var c=this.editor.graph,e="";if(null!=this.pages)for(var g=0;g<this.pages.length;g++){var k=c;this.currentPage!=this.pages[g]&&(k=this.createTemporaryGraph(c.getStylesheet()), -this.updatePageRoot(this.pages[g]),k.model.setRoot(this.pages[g].root));e+=this.pages[g].getName()+" "+k.getIndexableText()+" "}else e=c.getIndexableText();this.editor.graph.setEnabled(!0);return e};EditorUi.prototype.showRemotelyStoredLibrary=function(c){var e={},g=document.createElement("div");g.style.whiteSpace="nowrap";var k=document.createElement("h3");mxUtils.write(k,mxUtils.htmlEntities(c));k.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";g.appendChild(k);var m= -document.createElement("div");m.style.cssText="border:1px solid lightGray;overflow: auto;height:300px";m.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var p={};try{var x=mxSettings.getCustomLibraries();for(c=0;c<x.length;c++){var y=x[c];if("R"==y.substring(0,1)){var A=JSON.parse(decodeURIComponent(y.substring(1)));p[A[0]]={id:A[0],title:A[1],downloadUrl:A[2]}}}}catch(z){}this.remoteInvoke("getCustomLibraries",null,null,function(z){m.innerText=""; -if(0==z.length)m.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+"</div>";else for(var L=0;L<z.length;L++){var N=z[L];p[N.id]&&(e[N.id]=N);var K=this.addCheckbox(m,N.title,p[N.id]);(function(t,q){mxEvent.addListener(q,"change",function(){this.checked?e[t.id]=t:delete e[t.id]})})(N,K)}},mxUtils.bind(this,function(z){m.innerText="";var L=document.createElement("div");L.style.padding="8px";L.style.textAlign="center";mxUtils.write(L, -mxResources.get("error")+": ");mxUtils.write(L,null!=z&&null!=z.message?z.message:mxResources.get("unknownError"));m.appendChild(L)}));g.appendChild(m);g=new CustomDialog(this,g,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var z=0,L;for(L in e)null==p[L]&&(z++,mxUtils.bind(this,function(N){this.remoteInvoke("getFileContent",[N.downloadUrl],null,mxUtils.bind(this,function(K){z--;0==z&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this,K,N))}catch(t){this.handleError(t, -mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){z--;0==z&&this.spinner.stop();this.handleError(null,mxResources.get("errorLoadingFile"))}))})(e[L]));for(L in p)e[L]||this.closeLibrary(new RemoteLibrary(this,null,p[L]));0==z&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(g.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1},getLocalStorageFile:{isAsync:!1, -allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]},setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(c){this.remoteWin=c;for(var e=0;e<this.remoteInvokeQueue.length;e++)c.postMessage(this.remoteInvokeQueue[e],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse=function(c){var e= -c.msgMarkers,g=this.remoteInvokeCallbacks[e.callbackId];if(null==g)throw Error("No callback for "+(null!=e?e.callbackId:"null"));c.error?g.error&&g.error(c.error.errResp):g.callback&&g.callback.apply(this,c.resp);this.remoteInvokeCallbacks[e.callbackId]=null};EditorUi.prototype.remoteInvoke=function(c,e,g,k,m){var p=!0,x=window.setTimeout(mxUtils.bind(this,function(){p=!1;m({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),y=mxUtils.bind(this,function(){window.clearTimeout(x); -p&&k.apply(this,arguments)}),A=mxUtils.bind(this,function(){window.clearTimeout(x);p&&m.apply(this,arguments)});g=g||{};g.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:y,error:A});c=JSON.stringify({event:"remoteInvoke",funtionName:c,functionArgs:e,msgMarkers:g});null!=this.remoteWin?this.remoteWin.postMessage(c,"*"):this.remoteInvokeQueue.push(c)};EditorUi.prototype.handleRemoteInvoke=function(c,e){var g=mxUtils.bind(this,function(z,L){var N={event:"remoteInvokeResponse", -msgMarkers:c.msgMarkers};null!=L?N.error={errResp:L}:null!=z&&(N.resp=z);this.remoteWin.postMessage(JSON.stringify(N),"*")});try{var k=c.funtionName,m=this.remoteInvokableFns[k];if(null!=m&&"function"===typeof this[k]){if(m.allowedDomains){for(var p=!1,x=0;x<m.allowedDomains.length;x++)if(e=="https://"+m.allowedDomains[x]){p=!0;break}if(!p){g(null,"Invalid Call: "+k+" is not allowed.");return}}var y=c.functionArgs;Array.isArray(y)||(y=[]);if(m.isAsync)y.push(function(){g(Array.prototype.slice.apply(arguments))}), -y.push(function(z){g(null,z||"Unkown Error")}),this[k].apply(this,y);else{var A=this[k].apply(this,y);g([A])}}else g(null,"Invalid Call: "+k+" is not found.")}catch(z){g(null,"Invalid Call: An error occurred, "+z.message)}};EditorUi.prototype.openDatabase=function(c,e){if(null==this.database){var g=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=g)try{var k=g.open("database",2);k.onupgradeneeded=function(m){try{var p=k.result;1>m.oldVersion&&p.createObjectStore("objects",{keyPath:"key"}); -2>m.oldVersion&&(p.createObjectStore("files",{keyPath:"title"}),p.createObjectStore("filesInfo",{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(x){null!=e&&e(x)}};k.onsuccess=mxUtils.bind(this,function(m){var p=k.result;this.database=p;EditorUi.migrateStorageFiles&&(StorageFile.migrate(p),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(x){if(!x|| -"1"==urlParams.forceMigration){var y=document.createElement("iframe");y.style.display="none";y.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(y);var A=!0,z=!1,L,N=0,K=mxUtils.bind(this,function(){z=!0;this.setDatabaseItem(".drawioMigrated3",!0);y.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),t=mxUtils.bind(this,function(){N++;q()}),q=mxUtils.bind(this,function(){try{if(N>= -L.length)K();else{var E=L[N];StorageFile.getFileContent(this,E,mxUtils.bind(this,function(F){null==F||".scratchpad"==E&&F==this.emptyLibraryXml?y.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[E]}),"*"):t()}),t)}}catch(F){console.log(F)}}),G=mxUtils.bind(this,function(E){try{this.setDatabaseItem(null,[{title:E.title,size:E.data.length,lastModified:Date.now(),type:E.isLib?"L":"F"},{title:E.title,data:E.data}],t,t,["filesInfo","files"])}catch(F){console.log(F)}}); -x=mxUtils.bind(this,function(E){try{if(E.source==y.contentWindow){var F={};try{F=JSON.parse(E.data)}catch(H){}"init"==F.event?(y.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),y.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=F.event||z||(A?null!=F.resp&&0<F.resp.length&&null!=F.resp[0]?(L=F.resp[0],A=!1,q()):K():null!=F.resp&&0<F.resp.length&&null!=F.resp[0]?G(F.resp[0]):t())}}catch(H){console.log(H)}}); -window.addEventListener("message",x)}})));c(p);p.onversionchange=function(){p.close()}});k.onerror=e;k.onblocked=function(){}}catch(m){null!=e&&e(m)}else null!=e&&e()}else c(this.database)};EditorUi.prototype.setDatabaseItem=function(c,e,g,k,m){this.openDatabase(mxUtils.bind(this,function(p){try{m=m||"objects";Array.isArray(m)||(m=[m],c=[c],e=[e]);var x=p.transaction(m,"readwrite");x.oncomplete=g;x.onerror=k;for(p=0;p<m.length;p++)x.objectStore(m[p]).put(null!=c&&null!=c[p]?{key:c[p],data:e[p]}:e[p])}catch(y){null!= -k&&k(y)}}),k)};EditorUi.prototype.removeDatabaseItem=function(c,e,g,k){this.openDatabase(mxUtils.bind(this,function(m){k=k||"objects";Array.isArray(k)||(k=[k],c=[c]);m=m.transaction(k,"readwrite");m.oncomplete=e;m.onerror=g;for(var p=0;p<k.length;p++)m.objectStore(k[p]).delete(c[p])}),g)};EditorUi.prototype.getDatabaseItem=function(c,e,g,k){this.openDatabase(mxUtils.bind(this,function(m){try{k=k||"objects";var p=m.transaction([k],"readonly").objectStore(k).get(c);p.onsuccess=function(){e(p.result)}; -p.onerror=g}catch(x){null!=g&&g(x)}}),g)};EditorUi.prototype.getDatabaseItems=function(c,e,g){this.openDatabase(mxUtils.bind(this,function(k){try{g=g||"objects";var m=k.transaction([g],"readonly").objectStore(g).openCursor(IDBKeyRange.lowerBound(0)),p=[];m.onsuccess=function(x){null==x.target.result?c(p):(p.push(x.target.result.value),x.target.result.continue())};m.onerror=e}catch(x){null!=e&&e(x)}}),e)};EditorUi.prototype.getDatabaseItemKeys=function(c,e,g){this.openDatabase(mxUtils.bind(this,function(k){try{g= -g||"objects";var m=k.transaction([g],"readonly").objectStore(g).getAllKeys();m.onsuccess=function(){c(m.result)};m.onerror=e}catch(p){null!=e&&e(p)}}),e)};EditorUi.prototype.commentsSupported=function(){var c=this.getCurrentFile();return null!=c?c.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var c=this.getCurrentFile();return null!=c?c.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var c=this.getCurrentFile();return null!=c?c.commentsSaveNeeded(): -!1};EditorUi.prototype.getComments=function(c,e){var g=this.getCurrentFile();null!=g?g.getComments(c,e):c([])};EditorUi.prototype.addComment=function(c,e,g){var k=this.getCurrentFile();null!=k?k.addComment(c,e,g):e(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var c=this.getCurrentFile();return null!=c?c.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var c=this.getCurrentFile();return null!=c?c.canComment():!0};EditorUi.prototype.newComment=function(c,e){var g=this.getCurrentFile(); +mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var c=this,e=this.editor.graph;Graph.touchStyle&&(e.panningHandler.isPanningTrigger=function(M){var H=M.getEvent();return null==M.getState()&&!mxEvent.isMouseEvent(H)&&!e.freehand.isDrawing()||mxEvent.isPopupTrigger(H)&&(null==M.getState()||mxEvent.isControlDown(H)||mxEvent.isShiftDown(H))});e.cellEditor.editPlantUmlData=function(M,H,G){var E=JSON.parse(G);H=new TextareaDialog(c,mxResources.get("plantUml")+":",E.data, +function(P){null!=P&&c.spinner.spin(document.body,mxResources.get("inserting"))&&c.generatePlantUmlImage(P,E.format,function(T,W,U){c.spinner.stop();e.getModel().beginUpdate();try{if("txt"==E.format)e.labelChanged(M,"<pre>"+T+"</pre>"),e.updateCellSize(M,!0);else{e.setCellStyles("image",c.convertDataUri(T),[M]);var V=e.model.getGeometry(M);null!=V&&(V=V.clone(),V.width=W,V.height=U,e.cellsResized([M],[V],!1))}e.setAttributeForCell(M,"plantUmlData",JSON.stringify({data:P,format:E.format}))}finally{e.getModel().endUpdate()}}, +function(T){c.handleError(T)})},null,null,400,220);c.showDialog(H.container,420,300,!0,!0);H.init()};e.cellEditor.editMermaidData=function(M,H,G){var E=JSON.parse(G);H=new TextareaDialog(c,mxResources.get("mermaid")+":",E.data,function(P){null!=P&&c.spinner.spin(document.body,mxResources.get("inserting"))&&c.generateMermaidImage(P,E.config,function(T,W,U){c.spinner.stop();e.getModel().beginUpdate();try{e.setCellStyles("image",T,[M]);var V=e.model.getGeometry(M);null!=V&&(V=V.clone(),V.width=Math.max(V.width, +W),V.height=Math.max(V.height,U),e.cellsResized([M],[V],!1));e.setAttributeForCell(M,"mermaidData",JSON.stringify({data:P,config:E.config},null,2))}finally{e.getModel().endUpdate()}},function(T){c.handleError(T)})},null,null,400,220);c.showDialog(H.container,420,300,!0,!0);H.init()};var g=e.cellEditor.startEditing;e.cellEditor.startEditing=function(M,H){try{var G=this.graph.getAttributeForCell(M,"plantUmlData");if(null!=G)this.editPlantUmlData(M,H,G);else if(G=this.graph.getAttributeForCell(M,"mermaidData"), +null!=G)this.editMermaidData(M,H,G);else{var E=e.getCellStyle(M);"1"==mxUtils.getValue(E,"metaEdit","0")?c.showDataDialog(M):g.apply(this,arguments)}}catch(P){c.handleError(P)}};e.getLinkTitle=function(M){return c.getLinkTitle(M)};e.customLinkClicked=function(M){var H=!1;try{c.handleCustomLink(M),H=!0}catch(G){c.handleError(G)}return H};var q=e.parseBackgroundImage;e.parseBackgroundImage=function(M){var H=q.apply(this,arguments);null!=H&&null!=H.src&&Graph.isPageLink(H.src)&&(H={originalSrc:H.src}); +return H};var n=e.setBackgroundImage;e.setBackgroundImage=function(M){null!=M&&null!=M.originalSrc&&(M=c.createImageForPageLink(M.originalSrc,c.currentPage,this));n.apply(this,arguments)};this.editor.addListener("pageRenamed",mxUtils.bind(this,function(){e.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){e.refreshBackgroundImage()}));this.editor.addListener("pagesPatched",mxUtils.bind(this,function(M,H){M=null!=e.backgroundImage?e.backgroundImage.originalSrc: +null;if(null!=M){var G=M.indexOf(",");if(0<G)for(M=M.substring(G+1),H=H.getProperty("patches"),G=0;G<H.length;G++)if(null!=H[G][EditorUi.DIFF_UPDATE]&&null!=H[G][EditorUi.DIFF_UPDATE][M]||null!=H[G][EditorUi.DIFF_REMOVE]&&0<=mxUtils.indexOf(H[G][EditorUi.DIFF_REMOVE],M)){e.refreshBackgroundImage();break}}}));var p=e.getBackgroundImageObject;e.getBackgroundImageObject=function(M,H){var G=p.apply(this,arguments);if(null!=G&&null!=G.originalSrc)if(!H)G={src:G.originalSrc};else if(H&&null!=this.themes&& +"darkTheme"==this.defaultThemeName){var E=this.stylesheet,P=this.shapeForegroundColor,T=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor="#000000";G=c.createImageForPageLink(G.originalSrc);this.shapeBackgroundColor=T;this.shapeForegroundColor=P;this.stylesheet=E}return G};var z=this.clearDefaultStyle;this.clearDefaultStyle=function(){z.apply(this,arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog|| +(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders");if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl="https://app.diagrams.net/";var C=c.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(M){M=null!=M?M:"";"1"==urlParams.dev&&(M+=(0<M.length?"&":"?")+"dev=1");return C.apply(this,arguments)};var u=e.addClickHandler;e.addClickHandler=function(M,H,G){var E=H; +H=function(P,T){if(null==T){var W=mxEvent.getSource(P);"a"==W.nodeName.toLowerCase()&&(T=W.getAttribute("href"))}null!=T&&e.isCustomLink(T)&&(mxEvent.isTouchEvent(P)||!mxEvent.isPopupTrigger(P))&&e.customLinkClicked(T)&&mxEvent.consume(P);null!=E&&E(P,T)};u.call(this,M,H,G)};v.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(e.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var y=Menus.prototype.addPopupMenuEditItems;this.menus.addPopupMenuEditItems=function(M,H,G){c.editor.graph.isSelectionEmpty()? +y.apply(this,arguments):c.menus.addMenuItems(M,"delete - cut copy copyAsImage - duplicate".split(" "),null,G)}}c.actions.get("print").funct=function(){c.showDialog((new PrintDialog(c)).container,360,null!=c.pages&&1<c.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var I=e.getExportVariables;e.getExportVariables=function(){var M=I.apply(this,arguments),H=c.getCurrentFile();null!=H&&(M.filename=H.getTitle());M.pagecount=null!=c.pages?c.pages.length:1;M.page=null!= +c.currentPage?c.currentPage.getName():"";M.pagenumber=null!=c.pages&&null!=c.currentPage?mxUtils.indexOf(c.pages,c.currentPage)+1:1;return M};var N=e.getGlobalVariable;e.getGlobalVariable=function(M){var H=c.getCurrentFile();return"filename"==M&&null!=H?H.getTitle():"page"==M&&null!=c.currentPage?c.currentPage.getName():"pagenumber"==M?null!=c.currentPage&&null!=c.pages?mxUtils.indexOf(c.pages,c.currentPage)+1:1:"pagecount"==M?null!=c.pages?c.pages.length:1:N.apply(this,arguments)};var t=e.labelLinkClicked; +e.labelLinkClicked=function(M,H,G){var E=H.getAttribute("href");if(null==E||!e.isCustomLink(E)||!mxEvent.isTouchEvent(G)&&mxEvent.isPopupTrigger(G))t.apply(this,arguments);else{if(!e.isEnabled()||null!=M&&e.isCellLocked(M.cell))e.customLinkClicked(E),e.getRubberband().reset();mxEvent.consume(G)}};this.editor.getOrCreateFilename=function(){var M=c.defaultFilename,H=c.getCurrentFile();null!=H&&(M=null!=H.getTitle()?H.getTitle():M);return M};var m=this.actions.get("print");m.setEnabled(!mxClient.IS_IOS|| +!navigator.standalone);m.visible=m.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67,!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"tags"),this.keyHandler.bindAction(65,!1,"insertText"),this.keyHandler.bindAction(83,!1,"insertNote"),this.keyHandler.bindAction(68, +!1,"insertRectangle"),this.keyHandler.bindAction(70,!1,"insertEllipse"),this.keyHandler.bindAction(67,!1,"insertEdge"),this.keyHandler.bindAction(88,!1,"insertFreehand"),this.altShiftActions[83]="synchronize",this.installImagePasteHandler(),this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&e.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(M){var H= +e.cellEditor.text2,G=null;null!=H&&(mxEvent.addListener(H,"dragleave",function(E){null!=G&&(G.parentNode.removeChild(G),G=null);E.stopPropagation();E.preventDefault()}),mxEvent.addListener(H,"dragover",mxUtils.bind(this,function(E){null==G&&(!mxClient.IS_IE||10<document.documentMode)&&(G=this.highlightElement(H));E.stopPropagation();E.preventDefault()})),mxEvent.addListener(H,"drop",mxUtils.bind(this,function(E){null!=G&&(G.parentNode.removeChild(G),G=null);if(0<E.dataTransfer.files.length)this.importFiles(E.dataTransfer.files, +0,0,this.maxImageSize,function(T,W,U,V,l,A){e.insertImage(T,l,A)},function(){},function(T){return"image/"==T.type.substring(0,6)},function(T){for(var W=0;W<T.length;W++)T[W]()},mxEvent.isControlDown(E));else if(0<=mxUtils.indexOf(E.dataTransfer.types,"text/uri-list")){var P=E.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(P)?this.loadImage(decodeURIComponent(P),mxUtils.bind(this,function(T){var W=Math.max(1,T.width);T=Math.max(1,T.height);var U=this.maxImageSize;U=Math.min(1, +Math.min(U/Math.max(1,W)),U/Math.max(1,T));e.insertImage(decodeURIComponent(P),W*U,T*U)})):document.execCommand("insertHTML",!1,E.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(E.dataTransfer.types,"text/html")?document.execCommand("insertHTML",!1,E.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(E.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,E.dataTransfer.getData("text/plain"));E.stopPropagation();E.preventDefault()})))}));this.isSettingsEnabled()&&(m= +this.editor.graph.view,m.setUnit(mxSettings.getUnit()),m.addListener("unitChanged",function(M,H){mxSettings.setUnit(H.getProperty("unit"));mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode||"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,m.unit),this.refresh());if("1"==urlParams.styledev){m=document.getElementById("geFooter");null!=m&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type", +"text"),this.styleInput.style.position="absolute",this.styleInput.style.top="14px",this.styleInput.style.left="2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden",this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),m.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this, +function(M,H){0<this.editor.graph.getSelectionCount()?(M=this.editor.graph.getSelectionCell(),M=this.editor.graph.getModel().getStyle(M),this.styleInput.value=M||"",this.styleInput.style.visibility="visible"):this.styleInput.style.visibility="hidden"})));var F=this.isSelectionAllowed;this.isSelectionAllowed=function(M){return mxEvent.getSource(M)==this.styleInput?!0:F.apply(this,arguments)}}m=document.getElementById("geInfo");null!=m&&m.parentNode.removeChild(m);if(Graph.fileSupport&&(!this.editor.chromeless|| +this.editor.editable)){var J=null;mxEvent.addListener(e.container,"dragleave",function(M){e.isEnabled()&&(null!=J&&(J.parentNode.removeChild(J),J=null),M.stopPropagation(),M.preventDefault())});mxEvent.addListener(e.container,"dragover",mxUtils.bind(this,function(M){null==J&&(!mxClient.IS_IE||10<document.documentMode)&&(J=this.highlightElement(e.container));null!=this.sidebar&&this.sidebar.hideTooltip();M.stopPropagation();M.preventDefault()}));mxEvent.addListener(e.container,"drop",mxUtils.bind(this, +function(M){null!=J&&(J.parentNode.removeChild(J),J=null);if(e.isEnabled()){var H=mxUtils.convertPoint(e.container,mxEvent.getClientX(M),mxEvent.getClientY(M)),G=M.dataTransfer.files,E=e.view.translate,P=e.view.scale,T=H.x/P-E.x,W=H.y/P-E.y;if(0<G.length)H=1==G.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===G[0].type.substring(0,9)||"image/"!==G[0].type.substring(0,6)||/(\.drawio.png)$/i.test(G[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(M)||H)?(!mxEvent.isShiftDown(M)&&H&&null!= +this.getCurrentFile()&&this.fileLoaded(null),this.openFiles(G,!0)):(mxEvent.isAltDown(M)&&(W=T=null),this.importFiles(G,T,W,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(M),null,null,mxEvent.isShiftDown(M),M));else{mxEvent.isAltDown(M)&&(W=T=0);var U=0<=mxUtils.indexOf(M.dataTransfer.types,"text/uri-list")?M.dataTransfer.getData("text/uri-list"):null;G=this.extractGraphModelFromEvent(M,null!=this.pages);if(null!=G)e.setSelectionCells(this.importXml(G,T,W,!0));else if(0<=mxUtils.indexOf(M.dataTransfer.types, +"text/html")){var V=M.dataTransfer.getData("text/html");G=document.createElement("div");G.innerHTML=e.sanitizeHtml(V);var l=null;H=G.getElementsByTagName("img");null!=H&&1==H.length?(V=H[0].getAttribute("src"),null==V&&(V=H[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(V)||(l=!0)):(H=G.getElementsByTagName("a"),null!=H&&1==H.length?V=H[0].getAttribute("href"):(G=G.getElementsByTagName("pre"),null!=G&&1==G.length&&(V=mxUtils.getTextContent(G[0]))));var A=!0,L=mxUtils.bind(this, +function(){e.setSelectionCells(this.insertTextAt(V,T,W,!0,l,null,A,mxEvent.isControlDown(M)))});l&&null!=V&&V.length>this.resampleThreshold?this.confirmImageResize(function(Q){A=Q;L()},mxEvent.isControlDown(M)):L()}else null!=U&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(U)?this.loadImage(decodeURIComponent(U),mxUtils.bind(this,function(Q){var O=Math.max(1,Q.width);Q=Math.max(1,Q.height);var R=this.maxImageSize;R=Math.min(1,Math.min(R/Math.max(1,O)),R/Math.max(1,Q));e.setSelectionCell(e.insertVertex(null, +null,"",T,W,O*R,Q*R,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+U+";"))}),mxUtils.bind(this,function(Q){e.setSelectionCells(this.insertTextAt(U,T,W,!0))})):0<=mxUtils.indexOf(M.dataTransfer.types,"text/plain")&&e.setSelectionCells(this.insertTextAt(M.dataTransfer.getData("text/plain"),T,W,!0))}}M.stopPropagation();M.preventDefault()}),!1)}e.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode(); +m=mxUtils.bind(this,function(){e.refresh();e.view.validateBackground();this.updateTabContainer()});this.addListener("darkModeChanged",m);this.addListener("sketchModeChanged",m);"dark"==uiTheme?(this.doSetDarkMode(!0),this.fireEvent(new mxEventObject("darkModeChanged"))):"min"==uiTheme&&"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches); +this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var c=this.editor.graph;c.container.addEventListener("paste",mxUtils.bind(this,function(e){if(!mxEvent.isConsumed(e))try{for(var g=e.clipboardData||e.originalEvent.clipboardData,q=!1,n=0;n<g.types.length;n++)if("text/"===g.types[n].substring(0,5)){q=!0;break}if(!q){var p=g.items;for(index in p){var z=p[index];if("file"===z.kind){if(c.isEditing())this.importFiles([z.getAsFile()],0,0,this.maxImageSize, +function(u,y,I,N,t,m){c.insertImage(u,t,m)},function(){},function(u){return"image/"==u.type.substring(0,6)},function(u){for(var y=0;y<u.length;y++)u[y]()});else{var C=this.editor.graph.getInsertPoint();this.importFiles([z.getAsFile()],C.x,C.y,this.maxImageSize);mxEvent.consume(e)}break}}}}catch(u){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function c(){window.setTimeout(function(){g.innerHTML=" ";g.focus();document.execCommand("selectAll",!1,null)},0)}var e=this.editor.graph, +g=document.createElement("div");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck","false");g.style.textRendering="optimizeSpeed";g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.background="transparent";g.style.color="transparent";g.style.position="absolute";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.display="block";g.style.fontSize="1";g.style.zIndex="-1";g.style.resize= +"none";g.style.outline="none";g.style.width="1px";g.style.height="1px";mxUtils.setOpacity(g,0);g.contentEditable=!0;g.innerHTML=" ";var q=!1;this.keyHandler.bindControlKey(88,null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(p){var z=mxEvent.getSource(p);null==e.container||!e.isEnabled()||e.isMouseDown||e.isEditing()||null!=this.dialog||"INPUT"==z.nodeName||"TEXTAREA"==z.nodeName||224!=p.keyCode&& +(mxClient.IS_MAC||17!=p.keyCode)&&(!mxClient.IS_MAC||91!=p.keyCode&&93!=p.keyCode)||q||(g.style.left=e.container.scrollLeft+10+"px",g.style.top=e.container.scrollTop+10+"px",e.container.appendChild(g),q=!0,g.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(p){var z=p.keyCode;window.setTimeout(mxUtils.bind(this,function(){!q||224!=z&&17!=z&&91!=z&&93!=z||(q=!1,e.isEditing()||null!=this.dialog||null==e.container||e.container.focus(), +g.parentNode.removeChild(g),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(g,"copy",mxUtils.bind(this,function(p){if(e.isEnabled())try{mxClipboard.copy(e),this.copyCells(g),c()}catch(z){this.handleError(z)}}));mxEvent.addListener(g,"cut",mxUtils.bind(this,function(p){if(e.isEnabled())try{mxClipboard.copy(e),this.copyCells(g,!0),c()}catch(z){this.handleError(z)}}));mxEvent.addListener(g,"paste",mxUtils.bind(this,function(p){e.isEnabled()&&!e.isCellLocked(e.getDefaultParent())&& +(g.innerHTML=" ",g.focus(),null!=p.clipboardData&&this.pasteCells(p,g,!0,!0),mxEvent.isConsumed(p)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(p,g,!1,!0)}),0))}),!0);var n=this.isSelectionAllowed;this.isSelectionAllowed=function(p){return mxEvent.getSource(p)==g?!0:n.apply(this,arguments)}};EditorUi.prototype.setCurrentTheme=function(c,e){mxSettings.setUi(c);this.doSetCurrentTheme(c);this.fireEvent(new mxEventObject("currentThemeChanged"));e||this.alert(mxResources.get("restartForChangeRequired"))}; +EditorUi.prototype.doSetCurrentTheme=function(c){Editor.currentTheme!=c&&(Editor.currentTheme=c)};EditorUi.prototype.setSketchMode=function(c){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(c);null==urlParams.rough&&(mxSettings.settings.sketchMode=c,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+ +(Editor.isDarkMode()?"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": +"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }html body .geToolbarContainer a div { color: "+(Editor.isDarkMode()?"#707070":Editor.darkColor)+" }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()? +"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ +(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ +(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ +(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ +(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};EditorUi.prototype.setDarkMode=function(c){this.doSetDarkMode(c);null==urlParams.dark&&(mxSettings.settings.darkMode=c,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))};var x=document.createElement("link");x.setAttribute("rel","stylesheet");x.setAttribute("href",STYLE_PATH+"/dark.css"); +x.setAttribute("charset","UTF-8");x.setAttribute("type","text/css");EditorUi.prototype.doSetDarkMode=function(c){if(Editor.darkMode!=c){var e=this.editor.graph;Editor.darkMode=c;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";e.view.defaultGridColor=Editor.isDarkMode()?mxGraphView.prototype.defaultDarkGridColor:mxGraphView.prototype.defaultGridColor;e.view.gridColor=e.view.defaultGridColor;e.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor: +"#ffffff";e.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";e.shapeBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"#ffffff";e.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";e.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";e.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";e.loadStylesheet();null!=this.actions.layersWindow&& +(c=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null,c&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=e.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor= +e.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=e.shapeBackgroundColor;Graph.prototype.shapeForegroundColor=e.shapeForegroundColor;Graph.prototype.defaultThemeName=e.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor: +"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;null!=Editor.styleElt&&(Editor.styleElt.innerHTML=Editor.createMinimalCss());Editor.isDarkMode()?null==x.parentNode&&document.getElementsByTagName("head")[0].appendChild(x):null!=x.parentNode&&x.parentNode.removeChild(x)}}; +EditorUi.prototype.setPagesVisible=function(c){Editor.pagesVisible!=c&&(Editor.pagesVisible=c,mxSettings.settings.pagesVisible=c,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(c,e){this.sidebar.sidebarTitles!=c&&(this.sidebar.sidebarTitles=c,this.sidebar.refresh(),this.isSettingsEnabled()&&e&&(mxSettings.settings.sidebarTitles=c,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen= +function(c){Editor.inlineFullscreen!=c&&(Editor.inlineFullscreen=c,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(c){if(Editor.sketchMode!=c){var e=function(q,n,p){null== +q[n]&&(q[n]=p)},g=this.editor.graph;Editor.sketchMode=c;this.menus.defaultFontSize=c?20:16;g.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);e(g.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);g.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);e(g.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);e(g.defaultEdgeStyle,"edgeStyle","none");e(g.defaultEdgeStyle,"rounded","0");e(g.defaultEdgeStyle,"curved","1");e(g.defaultEdgeStyle,"jettySize","auto"); +e(g.defaultEdgeStyle,"orthogonalLoop","1");e(g.defaultEdgeStyle,"endArrow","open");e(g.defaultEdgeStyle,"endSize","14");e(g.defaultEdgeStyle,"startSize","14");c&&(e(g.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),e(g.defaultVertexStyle,"fontSource",Editor.sketchFontSource),e(g.defaultVertexStyle,"hachureGap","4"),e(g.defaultVertexStyle,"sketch","1"),e(g.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),e(g.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),e(g.defaultEdgeStyle, +"sketch","1"),e(g.defaultEdgeStyle,"hachureGap","4"),e(g.defaultEdgeStyle,"sourcePerimeterSpacing","8"),e(g.defaultEdgeStyle,"targetPerimeterSpacing","8"));g.currentVertexStyle=mxUtils.clone(g.defaultVertexStyle);g.currentEdgeStyle=mxUtils.clone(g.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(c){var e=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(c)){var g=c.indexOf(",");0<g&&(e=this.getPageById(c.substring(g+1)),e=null!=e?e.getName(): +mxResources.get("pageNotFound"))}else"data:"==c.substring(0,5)&&(e=mxResources.get("action"));return e};EditorUi.prototype.handleCustomLink=function(c){if(Graph.isPageLink(c)){var e=c.indexOf(",");if(c=this.getPageById(c.substring(e+1)))this.selectPage(c);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(c)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)}; +EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible=mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(c){c.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(c){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[], +"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged",mxUtils.bind(this,function(c,e){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(c=e.getProperty("customFonts"),this.menus.customFonts=c,mxSettings.setCustomFonts(c));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this, +function(c,e){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget());mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(c,e){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor= +mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1);this.addListener("gridColorChanged",mxUtils.bind(this,function(c,e){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(c,e){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!= +this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])),this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth); +mxSettings.save()})}};EditorUi.prototype.copyImage=function(c,e,g){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&&this.editor.exportToCanvas(mxUtils.bind(this,function(q,n){try{this.spinner.stop();var p=this.createImageDataUri(q,e,"png"),z=parseInt(n.getAttribute("width")),C=parseInt(n.getAttribute("height"));this.writeImageToClipboard(p,z,C,mxUtils.bind(this,function(u){this.handleError(u)}))}catch(u){this.handleError(u)}}),null,null,null,mxUtils.bind(this, +function(q){this.spinner.stop();this.handleError(q)}),null,null,null!=g?g:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE,null,null,null,10,null,null,!1,null,0<c.length?c:null)}catch(q){this.handleError(q)}};EditorUi.prototype.writeImageToClipboard=function(c,e,g,q){var n=this.base64ToBlob(c.substring(c.indexOf(",")+1),"image/png");c=new ClipboardItem({"image/png":n,"text/html":new Blob(['<img src="'+c+'" width="'+e+'" height="'+g+'">'],{type:"text/html"})});navigator.clipboard.write([c])["catch"](q)}; +EditorUi.prototype.copyCells=function(c,e){var g=this.editor.graph;if(g.isSelectionEmpty())c.innerText="";else{var q=mxUtils.sortCells(g.model.getTopmostCells(g.getSelectionCells())),n=mxUtils.getXml(g.encodeCells(q));mxUtils.setTextContent(c,encodeURIComponent(n));e?(g.removeCells(q,!1),g.lastPasteXml=null):(g.lastPasteXml=n,g.pasteCounter=0);c.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var c=null;if(Editor.enableNativeCipboard){var e=this.editor.graph; +e.isSelectionEmpty()||(c=mxUtils.sortCells(e.getExportableCells(e.model.getTopmostCells(e.getSelectionCells()))),e=mxUtils.getXml(e.encodeCells(c)),navigator.clipboard.writeText(e))}return c};EditorUi.prototype.pasteXml=function(c,e,g,q){var n=this.editor.graph,p=null;n.lastPasteXml==c?n.pasteCounter++:(n.lastPasteXml=c,n.pasteCounter=0);var z=n.pasteCounter*n.gridSize;if(g||this.isCompatibleString(c))p=this.importXml(c,z,z),n.setSelectionCells(p);else if(e&&1==n.getSelectionCount()){z=n.getStartEditingCell(n.getSelectionCell(), +q);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(c)&&"image"==n.getCurrentCellStyle(z)[mxConstants.STYLE_SHAPE])n.setCellStyles(mxConstants.STYLE_IMAGE,c,[z]);else{n.model.beginUpdate();try{n.labelChanged(z,c),Graph.isLink(c)&&n.setLinkForCell(z,c)}finally{n.model.endUpdate()}}n.setSelectionCell(z)}else p=n.getInsertPoint(),n.isMouseInsertPoint()&&(z=0,n.lastPasteXml==c&&0<n.pasteCounter&&n.pasteCounter--),p=this.insertTextAt(c,p.x+z,p.y+z,!0),n.setSelectionCells(p);n.isSelectionEmpty()||(n.scrollCellToVisible(n.getSelectionCell()), +null!=this.hoverIcons&&this.hoverIcons.update(n.view.getState(n.getSelectionCell())));return p};EditorUi.prototype.pasteCells=function(c,e,g,q){if(!mxEvent.isConsumed(c)){var n=e,p=!1;if(g&&null!=c.clipboardData&&c.clipboardData.getData){var z=c.clipboardData.getData("text/plain"),C=!1;if(null!=z&&0<z.length&&"%3CmxGraphModel%3E"==z.substring(0,18))try{var u=decodeURIComponent(z);this.isCompatibleString(u)&&(C=!0,z=u)}catch(F){}C=C?null:c.clipboardData.getData("text/html");null!=C&&0<C.length?(n= +this.parseHtmlData(C),p="text/plain"!=n.getAttribute("data-type")):null!=z&&0<z.length&&(n=document.createElement("div"),mxUtils.setTextContent(n,C))}z=n.getElementsByTagName("span");if(null!=z&&0<z.length&&"application/vnd.lucid.chart.objects"===z[0].getAttribute("data-lucid-type"))g=z[0].getAttribute("data-lucid-content"),null!=g&&0<g.length&&(this.convertLucidChart(g,mxUtils.bind(this,function(F){var J=this.editor.graph;J.lastPasteXml==F?J.pasteCounter++:(J.lastPasteXml=F,J.pasteCounter=0);var M= +J.pasteCounter*J.gridSize;J.setSelectionCells(this.importXml(F,M,M));J.scrollCellToVisible(J.getSelectionCell())}),mxUtils.bind(this,function(F){this.handleError(F)})),mxEvent.consume(c));else{var y=p?n.innerHTML:mxUtils.trim(null==n.innerText?mxUtils.getTextContent(n):n.innerText),I=!1;try{var N=y.lastIndexOf("%3E");0<=N&&N<y.length-3&&(y=y.substring(0,N+3))}catch(F){}try{z=n.getElementsByTagName("span"),(u=null!=z&&0<z.length?mxUtils.trim(decodeURIComponent(z[0].textContent)):decodeURIComponent(y))&& +(this.isCompatibleString(u)||0==u.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(I=!0,y=u)}catch(F){}try{if(null!=y&&0<y.length){if(0==y.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":')){var t=mxUtils.bind(this,function(){try{y=(new MiroImporter).importMiroJson(JSON.parse(y)),this.pasteXml(y,q,I,c)}catch(F){console.log("Miro import error:",F)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",t):t()}else this.pasteXml(y,q,I,c);try{mxEvent.consume(c)}catch(F){}}else if(!g){var m= +this.editor.graph;m.lastPasteXml=null;m.pasteCounter=0}}catch(F){this.handleError(F)}}}e.innerHTML=" "};EditorUi.prototype.addFileDropHandler=function(c){if(Graph.fileSupport)for(var e=null,g=0;g<c.length;g++)mxEvent.addListener(c[g],"dragleave",function(q){null!=e&&(e.parentNode.removeChild(e),e=null);q.stopPropagation();q.preventDefault()}),mxEvent.addListener(c[g],"dragover",mxUtils.bind(this,function(q){(this.editor.graph.isEnabled()||"1"!=urlParams.embed)&&null==e&&(!mxClient.IS_IE||10< +document.documentMode&&12>document.documentMode)&&(e=this.highlightElement());q.stopPropagation();q.preventDefault()})),mxEvent.addListener(c[g],"drop",mxUtils.bind(this,function(q){null!=e&&(e.parentNode.removeChild(e),e=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<q.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(q.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(q)&&!mxEvent.isShiftDown(q)):this.openFiles(q.dataTransfer.files, +!0);else{var n=this.extractGraphModelFromEvent(q);if(null==n){var p=null!=q.dataTransfer?q.dataTransfer:q.clipboardData;null!=p&&(10==document.documentMode||11==document.documentMode?n=p.getData("Text"):(n=null,n=0<=mxUtils.indexOf(p.types,"text/uri-list")?q.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(p.types,"text/html")?p.getData("text/html"):null,null!=n&&0<n.length?(p=document.createElement("div"),p.innerHTML=this.editor.graph.sanitizeHtml(n),p=p.getElementsByTagName("img"),0<p.length&& +(n=p[0].getAttribute("src"))):0<=mxUtils.indexOf(p.types,"text/plain")&&(n=p.getData("text/plain"))),null!=n&&(Editor.isPngDataUrl(n)?(n=Editor.extractGraphModelFromPng(n),null!=n&&0<n.length&&this.openLocalFile(n,null,!0)):this.isRemoteFileFormat(n)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(n))).send(mxUtils.bind(this,function(z){200<=z.getStatus()&&299>=z.getStatus()&&this.openLocalFile(z.getText(), +null,!0)})):/^https?:\/\//.test(n)&&(null==this.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(n):window.openWindow((mxClient.IS_CHROMEAPP?EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(n)))))}else this.openLocalFile(n,null,!0)}q.stopPropagation();q.preventDefault()}))};EditorUi.prototype.highlightElement=function(c){var e=0,g=0;if(null==c){var q=document.body;var n=document.documentElement;var p=(q.clientWidth||n.clientWidth)-3;q= +Math.max(q.clientHeight||0,n.clientHeight)-3}else e=c.offsetTop,g=c.offsetLeft,p=c.clientWidth,q=c.clientHeight;n=document.createElement("div");n.style.zIndex=mxPopupMenu.prototype.zIndex+2;n.style.border="3px dotted rgb(254, 137, 12)";n.style.pointerEvents="none";n.style.position="absolute";n.style.top=e+"px";n.style.left=g+"px";n.style.width=Math.max(0,p-3)+"px";n.style.height=Math.max(0,q-3)+"px";null!=c&&c.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(n):document.body.appendChild(n); +return n};EditorUi.prototype.stringToCells=function(c){c=mxUtils.parseXml(c);var e=this.editor.extractGraphModel(c.documentElement);c=[];if(null!=e){var g=new mxCodec(e.ownerDocument),q=new mxGraphModel;g.decode(e,q);e=q.getChildAt(q.getRoot(),0);for(g=0;g<q.getChildCount(e);g++)c.push(q.getChildAt(e,g))}return c};EditorUi.prototype.openFileHandle=function(c,e,g,q,n){if(null!=e&&0<e.length){!this.useCanvasForExport&&/(\.png)$/i.test(e)?e=e.substring(0,e.length-4)+".drawio":/(\.pdf)$/i.test(e)&&(e= +e.substring(0,e.length-4)+".drawio");var p=mxUtils.bind(this,function(C){e=0<=e.lastIndexOf(".")?e.substring(0,e.lastIndexOf("."))+".drawio":e+".drawio";if("<mxlibrary"==C.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,q);try{this.loadLibrary(new LocalLibrary(this,C,e))}catch(u){this.handleError(u,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(C,e,q)});if(/(\.v(dx|sdx?))($|\?)/i.test(e)||/(\.vs(x|sx?))($|\?)/i.test(e))this.importVisio(g, +mxUtils.bind(this,function(C){this.spinner.stop();p(C)}));else if(/(\.*<graphml )/.test(c))this.importGraphML(c,mxUtils.bind(this,function(C){this.spinner.stop();p(C)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(c,e))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(g,mxUtils.bind(this,function(C){4==C.readyState&&(this.spinner.stop(),200<=C.status&&299>=C.status?p(C.responseText):this.handleError({message:mxResources.get(413== +C.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))}));else if(this.isLucidChartData(c))/(\.json)$/i.test(e)&&(e=e.substring(0,e.length-5)+".drawio"),this.convertLucidChart(c,mxUtils.bind(this,function(C){this.spinner.stop();this.openLocalFile(C,e,q)}),mxUtils.bind(this,function(C){this.spinner.stop();this.handleError(C)}));else if("<mxlibrary"==c.substring(0,10)){this.spinner.stop();null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml, +this.defaultFilename,q);try{this.loadLibrary(new LocalLibrary(this,c,g.name))}catch(C){this.handleError(C,mxResources.get("errorLoadingFile"))}}else if(0==c.indexOf("PK"))this.importZipFile(g,mxUtils.bind(this,function(C){this.spinner.stop();p(C)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(c,e,q)}));else{if("image/png"==g.type.substring(0,9))c=this.extractGraphModelFromPng(c);else if("application/pdf"==g.type){var z=Editor.extractGraphModelFromPdf(c);null!=z&&(n=null,q=!0, +c=z)}this.spinner.stop();this.openLocalFile(c,e,q,n,null!=n?g:null)}}};EditorUi.prototype.openFiles=function(c,e){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var g=0;g<c.length;g++)mxUtils.bind(this,function(q){var n=new FileReader;n.onload=mxUtils.bind(this,function(p){try{this.openFileHandle(p.target.result,q.name,q,e)}catch(z){this.handleError(z)}});n.onerror=mxUtils.bind(this,function(p){this.spinner.stop();this.handleError(p);window.openFile=null});"image"!==q.type.substring(0, +5)&&"application/pdf"!==q.type||"image/svg"===q.type.substring(0,9)?n.readAsText(q):n.readAsDataURL(q)})(c[g])};EditorUi.prototype.openLocalFile=function(c,e,g,q,n){var p=this.getCurrentFile(),z=mxUtils.bind(this,function(){window.openFile=null;if(null==e&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var C=mxUtils.parseXml(c);null!=C&&(this.editor.setGraphXml(C.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this,c,e||this.defaultFilename,g,q,n))});if(null!= +c&&0<c.length)null==p||!p.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=q)?z():(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=q)&&null!=p&&p.isModified()?this.confirm(mxResources.get("allChangesLost"),null,z,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(c,e),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!=p&&p.isModified()?this.confirm(mxResources.get("allChangesLost"), +null,z,mxResources.get("cancel"),mxResources.get("discardChanges")):z()})));else throw Error(mxResources.get("notADiagramFile"));};EditorUi.prototype.getBasenames=function(){var c={};if(null!=this.pages)for(var e=0;e<this.pages.length;e++)this.updatePageRoot(this.pages[e]),this.addBasenamesForCell(this.pages[e].root,c);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),c);e=[];for(var g in c)e.push(g);return e};EditorUi.prototype.addBasenamesForCell=function(c,e){function g(z){if(null!= +z){var C=z.lastIndexOf(".");0<C&&(z=z.substring(C+1,z.length));null==e[z]&&(e[z]=!0)}}var q=this.editor.graph,n=q.getCellStyle(c);g(mxStencilRegistry.getBasenameForStencil(n[mxConstants.STYLE_SHAPE]));q.model.isEdge(c)&&(g(mxMarker.getPackageForType(n[mxConstants.STYLE_STARTARROW])),g(mxMarker.getPackageForType(n[mxConstants.STYLE_ENDARROW])));n=q.model.getChildCount(c);for(var p=0;p<n;p++)this.addBasenamesForCell(q.model.getChildAt(c,p),e)};EditorUi.prototype.setGraphEnabled=function(c){this.diagramContainer.style.visibility= +c?"":"hidden";this.formatContainer.style.visibility=c?"":"hidden";this.sidebarFooterContainer.style.display=c?"":"none";this.sidebarContainer.style.display=c?"":"none";this.hsplit.style.display=c?"":"none";this.editor.graph.setEnabled(c);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=c?"":"hidden",this.ruler.vRuler.container.style.visibility=c?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=c?"":"hidden");c||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1), +null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1),null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!=window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var c= +!1;this.installMessageHandler(mxUtils.bind(this,function(e,g,q,n){c||(c=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==e||0==e.length)e=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,e,{}));this.mode=App.MODE_EMBED;this.setFileData(e);if(n)try{var p=this.editor.graph;p.setGridEnabled(!1);p.pageVisible=!1;var z=p.model.cells,C;for(C in z){var u=z[C];null!=u&&null!=u.style&&(u.style+=";sketch=1;"+(-1==u.style.indexOf("fontFamily=")||-1<u.style.indexOf("fontFamily=Helvetica;")? +"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;":""))}}catch(y){console.log(y)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=q?q:!1;this.updateUi();window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog= +function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow?this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(c,e){null!=c?c.getPublicUrl(e):e(null)};EditorUi.prototype.createLoadMessage=function(c){var e=this.editor.graph;return{event:c,pageVisible:e.pageVisible,translate:e.view.translate,bounds:e.getGraphBounds(),currentPage:this.getSelectedPageIndex(), +scale:e.view.scale,page:e.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(c){var e=this.editor.graph;e.isEditing()&&e.stopEditing(!e.isInvokesStopCellEditing());var g=window.opener||window.parent;if(this.editor.modified){var q=e.background;if(null==q||q==mxConstants.NONE)q=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null,null,null,null,null,null,null,!1),e,null,!0,mxUtils.bind(this,function(n){g.postMessage(JSON.stringify({event:"export", +point:this.embedExitPoint,exit:null!=c?!c:!0,data:Editor.createSvgDataUri(n)}),"*")}),null,null,!0,q,1,this.embedExportBorder)}else c||g.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");c||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,e.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified=!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler= +function(c){var e=null,g=!1,q=!1,n=null,p=mxUtils.bind(this,function(u,y){this.editor.modified&&"0"!=urlParams.modified?null!=urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,p);mxEvent.addListener(window,"message",mxUtils.bind(this,function(u){if(u.source==(window.opener||window.parent)){var y=u.data,I=null,N=mxUtils.bind(this,function(Y){if(null!=Y&&"function"===typeof Y.charAt&& +"<"!=Y.charAt(0))try{Editor.isPngDataUrl(Y)?Y=Editor.extractGraphModelFromPng(Y):"data:image/svg+xml;base64,"==Y.substring(0,26)?Y=atob(Y.substring(26)):"data:image/svg+xml;utf8,"==Y.substring(0,24)&&(Y=Y.substring(24)),null!=Y&&("%"==Y.charAt(0)?Y=decodeURIComponent(Y):"<"!=Y.charAt(0)&&(Y=Graph.decompress(Y)))}catch(Z){}return Y});if("json"==urlParams.proto){var t=!1;try{y=JSON.parse(y),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[u],"data",[y])}catch(Y){y=null}try{if(null==y)return; +if("dialog"==y.action){this.showError(null!=y.titleKey?mxResources.get(y.titleKey):y.title,null!=y.messageKey?mxResources.get(y.messageKey):y.message,null!=y.buttonKey?mxResources.get(y.buttonKey):y.button);null!=y.modified&&(this.editor.modified=y.modified);return}if("layout"==y.action){this.executeLayouts(this.editor.graph.createLayouts(y.layouts));return}if("prompt"==y.action){this.spinner.stop();var m=new FilenameDialog(this,y.defaultValue||"",null!=y.okKey?mxResources.get(y.okKey):y.ok,function(Y){null!= +Y?z.postMessage(JSON.stringify({event:"prompt",value:Y,message:y}),"*"):z.postMessage(JSON.stringify({event:"prompt-cancel",message:y}),"*")},null!=y.titleKey?mxResources.get(y.titleKey):y.title);this.showDialog(m.container,300,80,!0,!1);m.init();return}if("draft"==y.action){var F=N(y.xml);this.spinner.stop();m=new DraftDialog(this,mxResources.get("draftFound",[y.name||this.defaultFilename]),F,mxUtils.bind(this,function(){this.hideDialog();z.postMessage(JSON.stringify({event:"draft",result:"edit", +message:y}),"*")}),mxUtils.bind(this,function(){this.hideDialog();z.postMessage(JSON.stringify({event:"draft",result:"discard",message:y}),"*")}),y.editKey?mxResources.get(y.editKey):null,y.discardKey?mxResources.get(y.discardKey):null,y.ignore?mxUtils.bind(this,function(){this.hideDialog();z.postMessage(JSON.stringify({event:"draft",result:"ignore",message:y}),"*")}):null);this.showDialog(m.container,640,480,!0,!1,mxUtils.bind(this,function(Y){Y&&this.actions.get("exit").funct()}));try{m.init()}catch(Y){z.postMessage(JSON.stringify({event:"draft", +error:Y.toString(),message:y}),"*")}return}if("template"==y.action){this.spinner.stop();var J=1==y.enableRecent,M=1==y.enableSearch,H=1==y.enableCustomTemp;if("1"==urlParams.newTempDlg&&!y.templatesOnly&&null!=y.callback){var G=this.getCurrentUser(),E=new TemplatesDialog(this,function(Y,Z,ca){Y=Y||this.emptyDiagramXml;z.postMessage(JSON.stringify({event:"template",xml:Y,blank:Y==this.emptyDiagramXml,name:Z,tempUrl:ca.url,libs:ca.libs,builtIn:null!=ca.info&&null!=ca.info.custContentId,message:y}), +"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=G?G.id:null,J?mxUtils.bind(this,function(Y,Z,ca){this.remoteInvoke("getRecentDiagrams",[ca],null,Y,Z)}):null,M?mxUtils.bind(this,function(Y,Z,ca,fa){this.remoteInvoke("searchDiagrams",[Y,fa],null,Z,ca)}):null,mxUtils.bind(this,function(Y,Z,ca){this.remoteInvoke("getFileContent",[Y.url],null,Z,ca)}),null,H?mxUtils.bind(this,function(Y){this.remoteInvoke("getCustomTemplates",null,null,Y,function(){Y({},0)})}):null, +!1,!1,!0,!0);this.showDialog(E.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0);return}m=new NewDialog(this,!1,y.templatesOnly?!1:null!=y.callback,mxUtils.bind(this,function(Y,Z,ca,fa){Y=Y||this.emptyDiagramXml;null!=y.callback?z.postMessage(JSON.stringify({event:"template",xml:Y,blank:Y==this.emptyDiagramXml,name:Z,tempUrl:ca,libs:fa,builtIn:!0,message:y}),"*"):(c(Y,u,Y!=this.emptyDiagramXml,y.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null, +null,J?mxUtils.bind(this,function(Y){this.remoteInvoke("getRecentDiagrams",[null],null,Y,function(){Y(null,"Network Error!")})}):null,M?mxUtils.bind(this,function(Y,Z){this.remoteInvoke("searchDiagrams",[Y,null],null,Z,function(){Z(null,"Network Error!")})}):null,mxUtils.bind(this,function(Y,Z,ca){z.postMessage(JSON.stringify({event:"template",docUrl:Y,info:Z,name:ca}),"*")}),null,null,H?mxUtils.bind(this,function(Y){this.remoteInvoke("getCustomTemplates",null,null,Y,function(){Y({},0)})}):null,1== +y.withoutType);this.showDialog(m.container,620,460,!0,!1,mxUtils.bind(this,function(Y){this.sidebar.hideTooltip();Y&&this.actions.get("exit").funct()}));m.init();return}if("textContent"==y.action){var P=this.getDiagramTextContent();z.postMessage(JSON.stringify({event:"textContent",data:P,message:y}),"*");return}if("status"==y.action){null!=y.messageKey?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(y.messageKey))):null!=y.message&&this.editor.setStatus(mxUtils.htmlEntities(y.message)); +null!=y.modified&&(this.editor.modified=y.modified);return}if("spinner"==y.action){var T=null!=y.messageKey?mxResources.get(y.messageKey):y.message;null==y.show||y.show?this.spinner.spin(document.body,T):this.spinner.stop();return}if("exit"==y.action){this.actions.get("exit").funct();return}if("viewport"==y.action){null!=y.viewport&&(this.embedViewport=y.viewport);return}if("snapshot"==y.action){this.sendEmbeddedSvgExport(!0);return}if("export"==y.action){if("png"==y.format||"xmlpng"==y.format){if(null== +y.spin&&null==y.spinKey||this.spinner.spin(document.body,null!=y.spinKey?mxResources.get(y.spinKey):y.spin)){var W=null!=y.xml?y.xml:this.getFileData(!0);this.editor.graph.setEnabled(!1);var U=this.editor.graph,V=mxUtils.bind(this,function(Y){this.editor.graph.setEnabled(!0);this.spinner.stop();var Z=this.createLoadMessage("export");Z.format=y.format;Z.message=y;Z.data=Y;Z.xml=W;z.postMessage(JSON.stringify(Z),"*")}),l=mxUtils.bind(this,function(Y){null==Y&&(Y=Editor.blankImage);"xmlpng"==y.format&& +(Y=Editor.writeGraphModelToPng(Y,"tEXt","mxfile",encodeURIComponent(W)));U!=this.editor.graph&&U.container.parentNode.removeChild(U.container);V(Y)}),A=y.pageId||(null!=this.pages?y.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var L=mxUtils.bind(this,function(){if(null!=this.pages&&this.currentPage.getId()!=A){var Y=U.getGlobalVariable;U=this.createTemporaryGraph(U.getStylesheet());for(var Z,ca=0;ca<this.pages.length;ca++)if(this.pages[ca].getId()== +A){Z=this.updatePageRoot(this.pages[ca]);break}null==Z&&(Z=this.currentPage);U.getGlobalVariable=function(qa){return"page"==qa?Z.getName():"pagenumber"==qa?1:Y.apply(this,arguments)};document.body.appendChild(U.container);U.model.setRoot(Z.root)}if(null!=y.layerIds){var fa=U.model,la=fa.getChildCells(fa.getRoot()),ia={};for(ca=0;ca<y.layerIds.length;ca++)ia[y.layerIds[ca]]=!0;for(ca=0;ca<la.length;ca++)fa.setVisible(la[ca],ia[la[ca].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(qa){l(qa.toDataURL("image/png"))}), +y.width,null,y.background,mxUtils.bind(this,function(){l(null)}),null,null,y.scale,y.transparent,y.shadow,null,U,y.border,null,y.grid,y.keepTheme)});null!=y.xml&&0<y.xml.length&&(g=!0,this.setFileData(W),g=!1);L()}else(new mxXmlRequest(EXPORT_URL,"format=png&embedXml="+("xmlpng"==y.format?"1":"0")+(null!=A?"&pageId="+A:"")+(null!=y.layerIds&&0<y.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:y.layerIds})):"")+(null!=y.scale?"&scale="+y.scale:"")+"&base64=1&xml="+encodeURIComponent(W))).send(mxUtils.bind(this, +function(Y){200<=Y.getStatus()&&299>=Y.getStatus()?V("data:image/png;base64,"+Y.getText()):l(null)}),mxUtils.bind(this,function(){l(null)}))}}else if(L=mxUtils.bind(this,function(){var Y=this.createLoadMessage("export");Y.message=y;if("html2"==y.format||"html"==y.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var Z=this.getXmlFileData();Y.xml=mxUtils.getXml(Z);Y.data=this.getFileData(null,null,!0,null,null,null,Z);Y.format=y.format}else if("html"==y.format)Z=this.editor.getGraphXml(), +Y.data=this.getHtml(Z,this.editor.graph),Y.xml=mxUtils.getXml(Z),Y.format=y.format;else{mxSvgCanvas2D.prototype.foAltText=null;Z=null!=y.background?y.background:this.editor.graph.background;Z==mxConstants.NONE&&(Z=null);Y.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);Y.format="svg";var ca=mxUtils.bind(this,function(fa){this.editor.graph.setEnabled(!0);this.spinner.stop();Y.data=Editor.createSvgDataUri(fa);z.postMessage(JSON.stringify(Y),"*")});if("xmlsvg"==y.format)(null==y.spin&& +null==y.spinKey||this.spinner.spin(document.body,null!=y.spinKey?mxResources.get(y.spinKey):y.spin))&&this.getEmbeddedSvg(Y.xml,this.editor.graph,null,!0,ca,null,null,y.embedImages,Z,y.scale,y.border,y.shadow,y.keepTheme);else if(null==y.spin&&null==y.spinKey||this.spinner.spin(document.body,null!=y.spinKey?mxResources.get(y.spinKey):y.spin))this.editor.graph.setEnabled(!1),Z=this.editor.graph.getSvg(Z,y.scale,y.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||y.shadow,null,y.keepTheme), +(this.editor.graph.shadowVisible||y.shadow)&&this.editor.graph.addSvgShadow(Z),this.embedFonts(Z,mxUtils.bind(this,function(fa){y.embedImages||null==y.embedImages?this.editor.convertImages(fa,mxUtils.bind(this,function(la){ca(mxUtils.getXml(la))})):ca(mxUtils.getXml(fa))}));return}z.postMessage(JSON.stringify(Y),"*")}),null!=y.xml&&0<y.xml.length){if(this.editor.graph.mathEnabled){var Q=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){Q.apply(this,arguments);L()}}g=!0;this.setFileData(y.xml); +g=!1;this.editor.graph.mathEnabled||L()}else L();return}if("load"==y.action){t=y.toSketch;q=1==y.autosave;this.hideDialog();null!=y.modified&&null==urlParams.modified&&(urlParams.modified=y.modified);null!=y.saveAndExit&&null==urlParams.saveAndExit&&(urlParams.saveAndExit=y.saveAndExit);null!=y.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=y.noSaveBtn);if(null!=y.rough){var O=Editor.sketchMode;this.doSetSketchMode(y.rough);O!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!= +y.dark&&(O=Editor.darkMode,this.doSetDarkMode(y.dark),O!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged")));null!=y.border&&(this.embedExportBorder=y.border);null!=y.background&&(this.embedExportBackground=y.background);null!=y.viewport&&(this.embedViewport=y.viewport);this.embedExitPoint=null;if(null!=y.rect){var R=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=y.rect.top+"px";this.diagramContainer.style.left=y.rect.left+ +"px";this.diagramContainer.style.height=y.rect.height+"px";this.diagramContainer.style.width=y.rect.width+"px";this.diagramContainer.style.bottom="";this.diagramContainer.style.right="";I=mxUtils.bind(this,function(){var Y=this.editor.graph,Z=Y.maxFitScale;Y.maxFitScale=y.maxFitScale;Y.fit(2*R);Y.maxFitScale=Z;Y.container.scrollTop-=2*R;Y.container.scrollLeft-=2*R;this.fireEvent(new mxEventObject("editInlineStart","data",[y]))})}null!=y.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=y.noExitBtn); +null!=y.title&&null!=this.buttonContainer&&(F=document.createElement("span"),mxUtils.write(F,y.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan),this.buttonContainer.appendChild(F),this.embedFilenameSpan=F);try{y.libs&&this.sidebar.showEntries(y.libs)}catch(Y){}y=null!=y.xmlpng?this.extractGraphModelFromPng(y.xmlpng):null!=y.descriptor?y.descriptor:y.xml}else{if("merge"==y.action){var S=this.getCurrentFile();null!=S&&(F=N(y.xml),null!=F&&""!= +F&&S.mergeFile(new LocalFile(this,F),function(){z.postMessage(JSON.stringify({event:"merge",message:y}),"*")},function(Y){z.postMessage(JSON.stringify({event:"merge",message:y,error:Y}),"*")}))}else"remoteInvokeReady"==y.action?this.handleRemoteInvokeReady(z):"remoteInvoke"==y.action?this.handleRemoteInvoke(y,u.origin):"remoteInvokeResponse"==y.action?this.handleRemoteInvokeResponse(y):z.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(y)}),"*");return}}catch(Y){this.handleError(Y)}}var X= +mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),aa=mxUtils.bind(this,function(Y,Z){g=!0;try{c(Y,Z,null,t)}catch(ca){this.handleError(ca)}g=!1;null!=urlParams.modified&&this.editor.setStatus("");n=X();q&&null==e&&(e=mxUtils.bind(this,function(ca,fa){ca=X();ca==n||g||(fa=this.createLoadMessage("autosave"),fa.xml=ca,(window.opener||window.parent).postMessage(JSON.stringify(fa),"*"));n=ca}), +this.editor.graph.model.addListener(mxEvent.CHANGE,e),this.editor.graph.addListener("gridSizeChanged",e),this.editor.graph.addListener("shadowVisibleChanged",e),this.addListener("pageFormatChanged",e),this.addListener("pageScaleChanged",e),this.addListener("backgroundColorChanged",e),this.addListener("backgroundImageChanged",e),this.addListener("foldingEnabledChanged",e),this.addListener("mathEnabledChanged",e),this.addListener("gridEnabledChanged",e),this.addListener("guidesEnabledChanged",e),this.addListener("pageViewChanged", +e));if("1"==urlParams.returnbounds||"json"==urlParams.proto)Z=this.createLoadMessage("load"),Z.xml=Y,z.postMessage(JSON.stringify(Z),"*");null!=I&&I()});null!=y&&"function"===typeof y.substring&&"data:application/vnd.visio;base64,"==y.substring(0,34)?(N="0M8R4KGxGuE"==y.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(y.substring(y.indexOf(",")+1)),function(Y){aa(Y,u)},mxUtils.bind(this,function(Y){this.handleError(Y)}),N)):null!=y&&"function"===typeof y.substring&&(new XMLHttpRequest).upload&& +this.isRemoteFileFormat(y,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(y,mxUtils.bind(this,function(Y){4==Y.readyState&&200<=Y.status&&299>=Y.status&&"<mxGraphModel"==Y.responseText.substring(0,13)&&aa(Y.responseText,u)}),""):null!=y&&"function"===typeof y.substring&&this.isLucidChartData(y)?this.convertLucidChart(y,mxUtils.bind(this,function(Y){aa(Y)}),mxUtils.bind(this,function(Y){this.handleError(Y)})):null==y||"object"!==typeof y|| +null==y.format||null==y.data&&null==y.url?(y=N(y),aa(y,u)):this.loadDescriptor(y,mxUtils.bind(this,function(Y){aa(X(),u)}),mxUtils.bind(this,function(Y){this.handleError(Y,mxResources.get("errorLoadingFile"))}))}}));var z=window.opener||window.parent;p="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";z.postMessage(p,"*");if("json"==urlParams.proto){var C=this.editor.graph.openLink;this.editor.graph.openLink=function(u,y,I){C.apply(this,arguments);z.postMessage(JSON.stringify({event:"openLink", +href:u,target:y,allowOpener:I}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.menubar&&"1"!=urlParams.embedInline){var c=document.createElement("div");c.style.display="inline-block";c.style.position="absolute";c.style.paddingTop="2px";c.style.paddingLeft="8px";c.style.paddingBottom="2px";var e=document.createElement("button");e.className="geBigButton";var g=e;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var q="1"==urlParams.publishClose?mxResources.get("publish"): +mxResources.get("saveAndExit");mxUtils.write(e,q);e.setAttribute("title",q);mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));c.appendChild(e)}}else mxUtils.write(e,mxResources.get("save")),e.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),c.appendChild(e),"1"==urlParams.saveAndExit&&(e=document.createElement("a"),mxUtils.write(e, +mxResources.get("saveAndExit")),e.setAttribute("title",mxResources.get("saveAndExit")),e.className="geBigButton geBigStandardButton",e.style.marginLeft="6px",mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),c.appendChild(e),g=e);"1"!=urlParams.noExitBtn&&(e=document.createElement("a"),g="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(e,g),e.setAttribute("title",g),e.className="geBigButton geBigStandardButton", +e.style.marginLeft="6px",mxEvent.addListener(e,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),c.appendChild(e),g=e);g.style.marginRight="20px";this.toolbar.container.appendChild(c);this.toolbar.staticElements.push(c);c.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"62px":"72px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this, +function(c){this.importCsv(c)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/"));this.showDialog(this.importCsvDialog.container,640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(c){var e=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();c()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?e():this.spinner.spin(document.body, +mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",e)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",e))};EditorUi.prototype.importCsv=function(c,e){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(c,e)}))};EditorUi.prototype.doImportCsv=function(c, +e){try{var g=c.split("\n"),q=[],n=[],p=[],z={};if(0<g.length){var C={},u=this.editor.graph,y=null,I=null,N=null,t=null,m=null,F=null,J=null,M="whiteSpace=wrap;html=1;",H=null,G=null,E="",P="auto",T="auto",W=!1,U=null,V=null,l=40,A=40,L=100,Q=0,O=function(){null!=e?e(xa):(u.setSelectionCells(xa),u.scrollCellToVisible(u.getSelectionCell()))},R=u.getFreeInsertPoint(),S=R.x,X=R.y;R=X;var aa=null,Y="auto";G=null;for(var Z=[],ca=null,fa=null,la=0;la<g.length&&"#"==g[la].charAt(0);){c=g[la].replace(/\r$/, +"");for(la++;la<g.length&&"\\"==c.charAt(c.length-1)&&"#"==g[la].charAt(0);)c=c.substring(0,c.length-1)+mxUtils.trim(g[la].substring(1)),la++;if("#"!=c.charAt(1)){var ia=c.indexOf(":");if(0<ia){var qa=mxUtils.trim(c.substring(1,ia)),ka=mxUtils.trim(c.substring(ia+1));"label"==qa?aa=u.sanitizeHtml(ka):"labelname"==qa&&0<ka.length&&"-"!=ka?m=ka:"labels"==qa&&0<ka.length&&"-"!=ka?J=JSON.parse(ka):"style"==qa?I=ka:"parentstyle"==qa?M=ka:"unknownStyle"==qa&&"-"!=ka?F=ka:"stylename"==qa&&0<ka.length&&"-"!= +ka?t=ka:"styles"==qa&&0<ka.length&&"-"!=ka?N=JSON.parse(ka):"vars"==qa&&0<ka.length&&"-"!=ka?y=JSON.parse(ka):"identity"==qa&&0<ka.length&&"-"!=ka?H=ka:"parent"==qa&&0<ka.length&&"-"!=ka?G=ka:"namespace"==qa&&0<ka.length&&"-"!=ka?E=ka:"width"==qa?P=ka:"height"==qa?T=ka:"collapsed"==qa&&"-"!=ka?W="true"==ka:"left"==qa&&0<ka.length?U=ka:"top"==qa&&0<ka.length?V=ka:"ignore"==qa?fa=ka.split(","):"connect"==qa?Z.push(JSON.parse(ka)):"link"==qa?ca=ka:"padding"==qa?Q=parseFloat(ka):"edgespacing"==qa?l=parseFloat(ka): +"nodespacing"==qa?A=parseFloat(ka):"levelspacing"==qa?L=parseFloat(ka):"layout"==qa&&(Y=ka)}}}if(null==g[la])throw Error(mxResources.get("invalidOrMissingFile"));var Da=this.editor.csvToArray(g[la].replace(/\r$/,""));ia=c=null;qa=[];for(ka=0;ka<Da.length;ka++)H==Da[ka]&&(c=ka),G==Da[ka]&&(ia=ka),qa.push(mxUtils.trim(Da[ka]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==aa&&(aa="%"+qa[0]+"%");if(null!=Z)for(var Ea=0;Ea<Z.length;Ea++)null==C[Z[Ea].to]&&(C[Z[Ea].to]={});H=[]; +for(ka=la+1;ka<g.length;ka++){var za=this.editor.csvToArray(g[ka].replace(/\r$/,""));if(null==za){var Oa=40<g[ka].length?g[ka].substring(0,40)+"...":g[ka];throw Error(Oa+" ("+ka+"):\n"+mxResources.get("containsValidationErrors"));}0<za.length&&H.push(za)}u.model.beginUpdate();try{for(ka=0;ka<H.length;ka++){za=H[ka];var Aa=null,Ga=null!=c?E+za[c]:null;g=!1;null!=Ga&&(Aa=u.model.getCell(Ga),g=null==Aa||0<=mxUtils.indexOf(q,Aa));var Ia=new mxCell(aa,new mxGeometry(S,R,0,0),I||"whiteSpace=wrap;html=1;"); +Ia.collapsed=W;Ia.vertex=!0;Ia.id=Ga;null==Aa||g||u.model.setCollapsed(Aa,W);for(var ra=0;ra<za.length;ra++)u.setAttributeForCell(Ia,qa[ra],za[ra]),null==Aa||g||u.setAttributeForCell(Aa,qa[ra],za[ra]);if(null!=m&&null!=J){var ua=J[Ia.getAttribute(m)];null!=ua&&(u.labelChanged(Ia,ua),null==Aa||g||u.cellLabelChanged(Aa,ua))}if(null!=t&&null!=N){var Ba=N[Ia.getAttribute(t)];null!=Ba&&(Ia.style=Ba)}u.setAttributeForCell(Ia,"placeholders","1");Ia.style=u.replacePlaceholders(Ia,Ia.style,y);null==Aa||g? +u.fireEvent(new mxEventObject("cellsInserted","cells",[Ia])):(u.model.setStyle(Aa,Ia.style),0>mxUtils.indexOf(p,Aa)&&p.push(Aa),u.fireEvent(new mxEventObject("cellsInserted","cells",[Aa])));g=null!=Aa;Aa=Ia;if(!g)for(Ea=0;Ea<Z.length;Ea++)C[Z[Ea].to][Aa.getAttribute(Z[Ea].to)]=Aa;null!=ca&&"link"!=ca&&(u.setLinkForCell(Aa,Aa.getAttribute(ca)),u.setAttributeForCell(Aa,ca,null));var Fa=this.editor.graph.getPreferredSizeForCell(Aa);G=null!=ia?u.model.getCell(E+za[ia]):null;if(Aa.vertex){Oa=null!=G?0: +S;la=null!=G?0:X;null!=U&&null!=Aa.getAttribute(U)&&(Aa.geometry.x=Oa+parseFloat(Aa.getAttribute(U)));null!=V&&null!=Aa.getAttribute(V)&&(Aa.geometry.y=la+parseFloat(Aa.getAttribute(V)));var wa="@"==P.charAt(0)?Aa.getAttribute(P.substring(1)):null;Aa.geometry.width=null!=wa&&"auto"!=wa?parseFloat(Aa.getAttribute(P.substring(1))):"auto"==P||"auto"==wa?Fa.width+Q:parseFloat(P);var La="@"==T.charAt(0)?Aa.getAttribute(T.substring(1)):null;Aa.geometry.height=null!=La&&"auto"!=La?parseFloat(La):"auto"== +T||"auto"==La?Fa.height+Q:parseFloat(T);R+=Aa.geometry.height+A}g?(null==z[Ga]&&(z[Ga]=[]),z[Ga].push(Aa)):(q.push(Aa),null!=G?(G.style=u.replacePlaceholders(G,M,y),u.addCell(Aa,G),n.push(G)):p.push(u.addCell(Aa)))}for(ka=0;ka<n.length;ka++)wa="@"==P.charAt(0)?n[ka].getAttribute(P.substring(1)):null,La="@"==T.charAt(0)?n[ka].getAttribute(T.substring(1)):null,"auto"!=P&&"auto"!=wa||"auto"!=T&&"auto"!=La||u.updateGroupBounds([n[ka]],Q,!0);var ja=p.slice(),xa=p.slice();for(Ea=0;Ea<Z.length;Ea++){var sa= +Z[Ea];for(ka=0;ka<q.length;ka++){Aa=q[ka];var da=mxUtils.bind(this,function(Ha,Ma,Ra){var Ja=Ma.getAttribute(Ra.from);if(null!=Ja&&""!=Ja){Ja=Ja.split(",");for(var Pa=0;Pa<Ja.length;Pa++){var Qa=C[Ra.to][Ja[Pa]];if(null==Qa&&null!=F){Qa=new mxCell(Ja[Pa],new mxGeometry(S,X,0,0),F);Qa.style=u.replacePlaceholders(Ma,Qa.style,y);var Na=this.editor.graph.getPreferredSizeForCell(Qa);Qa.geometry.width=Na.width+Q;Qa.geometry.height=Na.height+Q;C[Ra.to][Ja[Pa]]=Qa;Qa.vertex=!0;Qa.id=Ja[Pa];p.push(u.addCell(Qa))}if(null!= +Qa){Na=Ra.label;null!=Ra.fromlabel&&(Na=(Ma.getAttribute(Ra.fromlabel)||"")+(Na||""));null!=Ra.sourcelabel&&(Na=u.replacePlaceholders(Ma,Ra.sourcelabel,y)+(Na||""));null!=Ra.tolabel&&(Na=(Na||"")+(Qa.getAttribute(Ra.tolabel)||""));null!=Ra.targetlabel&&(Na=(Na||"")+u.replacePlaceholders(Qa,Ra.targetlabel,y));var Sa="target"==Ra.placeholders==!Ra.invert?Qa:Ha;Sa=null!=Ra.style?u.replacePlaceholders(Sa,Ra.style,y):u.createCurrentEdgeStyle();Na=u.insertEdge(null,null,Na||"",Ra.invert?Qa:Ha,Ra.invert? +Ha:Qa,Sa);if(null!=Ra.labels)for(Sa=0;Sa<Ra.labels.length;Sa++){var Ua=Ra.labels[Sa],Ka=new mxCell(Ua.label||Sa,new mxGeometry(null!=Ua.x?Ua.x:0,null!=Ua.y?Ua.y:0,0,0),"resizable=0;html=1;");Ka.vertex=!0;Ka.connectable=!1;Ka.geometry.relative=!0;null!=Ua.placeholders&&(Ka.value=u.replacePlaceholders("target"==Ua.placeholders==!Ra.invert?Qa:Ha,Ka.value,y));if(null!=Ua.dx||null!=Ua.dy)Ka.geometry.offset=new mxPoint(null!=Ua.dx?Ua.dx:0,null!=Ua.dy?Ua.dy:0);Na.insert(Ka)}xa.push(Na);mxUtils.remove(Ra.invert? +Ha:Qa,ja)}}}});da(Aa,Aa,sa);if(null!=z[Aa.id])for(ra=0;ra<z[Aa.id].length;ra++)da(Aa,z[Aa.id][ra],sa)}}if(null!=fa)for(ka=0;ka<q.length;ka++)for(Aa=q[ka],ra=0;ra<fa.length;ra++)u.setAttributeForCell(Aa,mxUtils.trim(fa[ra]),null);if(0<p.length){var ba=new mxParallelEdgeLayout(u);ba.spacing=l;ba.checkOverlap=!0;var na=function(){0<ba.spacing&&ba.execute(u.getDefaultParent());for(var Ha=0;Ha<p.length;Ha++){var Ma=u.getCellGeometry(p[Ha]);Ma.x=Math.round(u.snap(Ma.x));Ma.y=Math.round(u.snap(Ma.y));"auto"== +P&&(Ma.width=Math.round(u.snap(Ma.width)));"auto"==T&&(Ma.height=Math.round(u.snap(Ma.height)))}};if("["==Y.charAt(0)){var ea=O;u.view.validate();this.executeLayouts(u.createLayouts(JSON.parse(Y)),function(){na();ea()});O=null}else if("circle"==Y){var ha=new mxCircleLayout(u);ha.disableEdgeStyle=!1;ha.resetEdges=!1;var oa=ha.isVertexIgnored;ha.isVertexIgnored=function(Ha){return oa.apply(this,arguments)||0>mxUtils.indexOf(p,Ha)};this.executeLayout(function(){ha.execute(u.getDefaultParent());na()}, +!0,O);O=null}else if("horizontaltree"==Y||"verticaltree"==Y||"auto"==Y&&xa.length==2*p.length-1&&1==ja.length){u.view.validate();var ma=new mxCompactTreeLayout(u,"horizontaltree"==Y);ma.levelDistance=A;ma.edgeRouting=!1;ma.resetEdges=!1;this.executeLayout(function(){ma.execute(u.getDefaultParent(),0<ja.length?ja[0]:null)},!0,O);O=null}else if("horizontalflow"==Y||"verticalflow"==Y||"auto"==Y&&1==ja.length){u.view.validate();var va=new mxHierarchicalLayout(u,"horizontalflow"==Y?mxConstants.DIRECTION_WEST: +mxConstants.DIRECTION_NORTH);va.intraCellSpacing=A;va.parallelEdgeSpacing=l;va.interRankCellSpacing=L;va.disableEdgeStyle=!1;this.executeLayout(function(){va.execute(u.getDefaultParent(),xa);u.moveCells(xa,S,X)},!0,O);O=null}else if("orgchart"==Y){u.view.validate();var Ca=new mxOrgChartLayout(u,2,L,A),ya=Ca.isVertexIgnored;Ca.isVertexIgnored=function(Ha){return ya.apply(this,arguments)||0>mxUtils.indexOf(p,Ha)};this.executeLayout(function(){Ca.execute(u.getDefaultParent());na()},!0,O);O=null}else if("organic"== +Y||"auto"==Y&&xa.length>p.length){u.view.validate();var ta=new mxFastOrganicLayout(u);ta.forceConstant=3*A;ta.disableEdgeStyle=!1;ta.resetEdges=!1;var pa=ta.isVertexIgnored;ta.isVertexIgnored=function(Ha){return pa.apply(this,arguments)||0>mxUtils.indexOf(p,Ha)};this.executeLayout(function(){ta.execute(u.getDefaultParent());na()},!0,O);O=null}}this.hideDialog()}finally{u.model.endUpdate()}null!=O&&O()}}catch(Ha){this.handleError(Ha)}};EditorUi.prototype.getSearch=function(c){var e="";if("1"!=urlParams.offline&& +"1"!=urlParams.demo&&null!=c&&0<window.location.search.length){var g="?",q;for(q in urlParams)0>mxUtils.indexOf(c,q)&&null!=urlParams[q]&&(e+=g+q+"="+urlParams[q],g="&")}else e=window.location.search;return e};EditorUi.prototype.getUrl=function(c){c=null!=c?c:window.location.pathname;var e=0<c.indexOf("?")?1:0;if("1"==urlParams.offline)c+=window.location.search;else{var g="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),q;for(q in urlParams)0>mxUtils.indexOf(g, +q)&&(c=0==e?c+"?":c+"&",null!=urlParams[q]&&(c+=q+"="+urlParams[q],e++))}return c};EditorUi.prototype.showLinkDialog=function(c,e,g,q,n){c=new LinkDialog(this,c,e,g,!0,q,n);this.showDialog(c.container,560,130,!0,!0);c.init()};EditorUi.prototype.getServiceCount=function(c){var e=1;null==this.drive&&"function"!==typeof window.DriveClient||e++;null==this.dropbox&&"function"!==typeof window.DropboxClient||e++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||e++;null!=this.gitHub&&e++;null!= +this.gitLab&&e++;c&&isLocalStorage&&"1"==urlParams.browser&&e++;return e};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates();var c=this.getCurrentFile(),e=null!=c||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(e);this.menus.get("viewZoom").setEnabled(e);var g=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==c||c.isRestricted());this.actions.get("makeCopy").setEnabled(!g);this.actions.get("print").setEnabled(!g); +this.menus.get("exportAs").setEnabled(!g);this.menus.get("embed").setEnabled(!g);g="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(g);Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(g),this.menus.get("newLibrary").setEnabled(g));c="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=c&&c.isEditable();this.actions.get("image").setEnabled(e);this.actions.get("zoomIn").setEnabled(e);this.actions.get("zoomOut").setEnabled(e);this.actions.get("resetView").setEnabled(e); +this.actions.get("undo").setEnabled(this.canUndo()&&c);this.actions.get("redo").setEnabled(this.canRedo()&&c);this.menus.get("edit").setEnabled(e);this.menus.get("view").setEnabled(e);this.menus.get("importFrom").setEnabled(c);this.menus.get("arrange").setEnabled(c);null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(c),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(c));this.updateUserElement()};EditorUi.prototype.updateButtonContainer= +function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck=function(){};EditorUi.prototype.isDiagramActive=function(){var c=this.getCurrentFile();return null!=c&&c.isEditable()||"1"==urlParams.embed&&this.editor.graph.isEnabled()};var B=EditorUi.prototype.createSidebar;EditorUi.prototype.createSidebar=function(c){var e=B.apply(this,arguments);this.addListener("darkModeChanged",mxUtils.bind(this,function(){e.refresh()})); +this.addListener("sketchModeChanged",mxUtils.bind(this,function(){e.refresh()}));return e};var D=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){D.apply(this,arguments);var c=this.editor.graph,e=this.getCurrentFile(),g=this.getSelectionState(),q=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(q);this.actions.get("autosave").setEnabled(null!=e&&e.isEditable()&&e.isAutosaveOptional());this.actions.get("guides").setEnabled(q);this.actions.get("editData").setEnabled(c.isEnabled()); +this.actions.get("shadowVisible").setEnabled(q);this.actions.get("connectionArrows").setEnabled(q);this.actions.get("connectionPoints").setEnabled(q);this.actions.get("copyStyle").setEnabled(q&&!c.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(q&&0<g.cells.length);this.actions.get("editGeometry").setEnabled(0<g.vertices.length);this.actions.get("createShape").setEnabled(q);this.actions.get("createRevision").setEnabled(q);this.actions.get("moveToFolder").setEnabled(null!=e);this.actions.get("makeCopy").setEnabled(null!= +e&&!e.isRestricted());this.actions.get("editDiagram").setEnabled(q&&(null==e||!e.isRestricted()));this.actions.get("publishLink").setEnabled(null!=e&&!e.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=e&&e.isRenamable()||"1"== +urlParams.embed);this.actions.get("close").setEnabled(null!=e);this.menus.get("publish").setEnabled(null!=e&&!e.isRestricted());e=this.actions.get("findReplace");e.setEnabled("hidden"!=this.diagramContainer.style.visibility);e.label=mxResources.get("find")+(c.isEnabled()?"/"+mxResources.get("replace"):"")+"...";c=c.view.getState(c.getSelectionCell());this.actions.get("editShape").setEnabled(q&&null!=c&&null!=c.shape&&null!=c.shape.stencil)};var K=EditorUi.prototype.destroy;EditorUi.prototype.destroy= +function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null);K.apply(this,arguments)};null!=window.ExportDialog&&(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(c,e,g,q,n,p,z,C){var u=c.editor.graph;if("xml"==g)c.hideDialog(),c.saveData(e,"xml",mxUtils.getXml(c.editor.getGraphXml()),"text/xml");else if("svg"==g)c.hideDialog(),c.saveData(e,"svg",mxUtils.getXml(u.getSvg(q,n,p)),"image/svg+xml"); +else{var y=c.getFileData(!0,null,null,null,null,!0),I=u.getGraphBounds(),N=Math.floor(I.width*n/u.view.scale),t=Math.floor(I.height*n/u.view.scale);if(y.length<=MAX_REQUEST_SIZE&&N*t<MAX_AREA)if(c.hideDialog(),"png"!=g&&"jpg"!=g&&"jpeg"!=g||!c.isExportToCanvas()){var m={globalVars:u.getExportVariables()};C&&(m.grid={size:u.gridSize,steps:u.view.gridSteps,color:u.view.gridColor});c.saveRequest(e,g,function(F,J){return new mxXmlRequest(EXPORT_URL,"format="+g+"&base64="+(J||"0")+(null!=F?"&filename="+ +encodeURIComponent(F):"")+"&extras="+encodeURIComponent(JSON.stringify(m))+(0<z?"&dpi="+z:"")+"&bg="+(null!=q?q:"none")+"&w="+N+"&h="+t+"&border="+p+"&xml="+encodeURIComponent(y))})}else"png"==g?c.exportImage(n,null==q||"none"==q,!0,!1,!1,p,!0,!1,null,C,z):c.exportImage(n,!1,!0,!1,!1,p,!0,!1,"jpeg",C);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var c=this.editor.graph,e="";if(null!=this.pages)for(var g= +0;g<this.pages.length;g++){var q=c;this.currentPage!=this.pages[g]&&(q=this.createTemporaryGraph(c.getStylesheet()),this.updatePageRoot(this.pages[g]),q.model.setRoot(this.pages[g].root));e+=this.pages[g].getName()+" "+q.getIndexableText()+" "}else e=c.getIndexableText();this.editor.graph.setEnabled(!0);return e};EditorUi.prototype.showRemotelyStoredLibrary=function(c){var e={},g=document.createElement("div");g.style.whiteSpace="nowrap";var q=document.createElement("h3");mxUtils.write(q,mxUtils.htmlEntities(c)); +q.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";g.appendChild(q);var n=document.createElement("div");n.style.cssText="border:1px solid lightGray;overflow: auto;height:300px";n.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var p={};try{var z=mxSettings.getCustomLibraries();for(c=0;c<z.length;c++){var C=z[c];if("R"==C.substring(0,1)){var u=JSON.parse(decodeURIComponent(C.substring(1)));p[u[0]]={id:u[0],title:u[1],downloadUrl:u[2]}}}}catch(y){}this.remoteInvoke("getCustomLibraries", +null,null,function(y){n.innerText="";if(0==y.length)n.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+"</div>";else for(var I=0;I<y.length;I++){var N=y[I];p[N.id]&&(e[N.id]=N);var t=this.addCheckbox(n,N.title,p[N.id]);(function(m,F){mxEvent.addListener(F,"change",function(){this.checked?e[m.id]=m:delete e[m.id]})})(N,t)}},mxUtils.bind(this,function(y){n.innerText="";var I=document.createElement("div");I.style.padding="8px"; +I.style.textAlign="center";mxUtils.write(I,mxResources.get("error")+": ");mxUtils.write(I,null!=y&&null!=y.message?y.message:mxResources.get("unknownError"));n.appendChild(I)}));g.appendChild(n);g=new CustomDialog(this,g,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var y=0,I;for(I in e)null==p[I]&&(y++,mxUtils.bind(this,function(N){this.remoteInvoke("getFileContent",[N.downloadUrl],null,mxUtils.bind(this,function(t){y--;0==y&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this, +t,N))}catch(m){this.handleError(m,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){y--;0==y&&this.spinner.stop();this.handleError(null,mxResources.get("errorLoadingFile"))}))})(e[I]));for(I in p)e[I]||this.closeLibrary(new RemoteLibrary(this,null,p[I]));0==y&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(g.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1}, +getLocalStorageFile:{isAsync:!1,allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]},setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(c){this.remoteWin=c;for(var e=0;e<this.remoteInvokeQueue.length;e++)c.postMessage(this.remoteInvokeQueue[e],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse= +function(c){var e=c.msgMarkers,g=this.remoteInvokeCallbacks[e.callbackId];if(null==g)throw Error("No callback for "+(null!=e?e.callbackId:"null"));c.error?g.error&&g.error(c.error.errResp):g.callback&&g.callback.apply(this,c.resp);this.remoteInvokeCallbacks[e.callbackId]=null};EditorUi.prototype.remoteInvoke=function(c,e,g,q,n){var p=!0,z=window.setTimeout(mxUtils.bind(this,function(){p=!1;n({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),C=mxUtils.bind(this,function(){window.clearTimeout(z); +p&&q.apply(this,arguments)}),u=mxUtils.bind(this,function(){window.clearTimeout(z);p&&n.apply(this,arguments)});g=g||{};g.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:C,error:u});c=JSON.stringify({event:"remoteInvoke",funtionName:c,functionArgs:e,msgMarkers:g});null!=this.remoteWin?this.remoteWin.postMessage(c,"*"):this.remoteInvokeQueue.push(c)};EditorUi.prototype.handleRemoteInvoke=function(c,e){var g=mxUtils.bind(this,function(y,I){var N={event:"remoteInvokeResponse", +msgMarkers:c.msgMarkers};null!=I?N.error={errResp:I}:null!=y&&(N.resp=y);this.remoteWin.postMessage(JSON.stringify(N),"*")});try{var q=c.funtionName,n=this.remoteInvokableFns[q];if(null!=n&&"function"===typeof this[q]){if(n.allowedDomains){for(var p=!1,z=0;z<n.allowedDomains.length;z++)if(e=="https://"+n.allowedDomains[z]){p=!0;break}if(!p){g(null,"Invalid Call: "+q+" is not allowed.");return}}var C=c.functionArgs;Array.isArray(C)||(C=[]);if(n.isAsync)C.push(function(){g(Array.prototype.slice.apply(arguments))}), +C.push(function(y){g(null,y||"Unkown Error")}),this[q].apply(this,C);else{var u=this[q].apply(this,C);g([u])}}else g(null,"Invalid Call: "+q+" is not found.")}catch(y){g(null,"Invalid Call: An error occurred, "+y.message)}};EditorUi.prototype.openDatabase=function(c,e){if(null==this.database){var g=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=g)try{var q=g.open("database",2);q.onupgradeneeded=function(n){try{var p=q.result;1>n.oldVersion&&p.createObjectStore("objects",{keyPath:"key"}); +2>n.oldVersion&&(p.createObjectStore("files",{keyPath:"title"}),p.createObjectStore("filesInfo",{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(z){null!=e&&e(z)}};q.onsuccess=mxUtils.bind(this,function(n){var p=q.result;this.database=p;EditorUi.migrateStorageFiles&&(StorageFile.migrate(p),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(z){if(!z|| +"1"==urlParams.forceMigration){var C=document.createElement("iframe");C.style.display="none";C.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(C);var u=!0,y=!1,I,N=0,t=mxUtils.bind(this,function(){y=!0;this.setDatabaseItem(".drawioMigrated3",!0);C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),m=mxUtils.bind(this,function(){N++;F()}),F=mxUtils.bind(this,function(){try{if(N>= +I.length)t();else{var M=I[N];StorageFile.getFileContent(this,M,mxUtils.bind(this,function(H){null==H||".scratchpad"==M&&H==this.emptyLibraryXml?C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[M]}),"*"):m()}),m)}}catch(H){console.log(H)}}),J=mxUtils.bind(this,function(M){try{this.setDatabaseItem(null,[{title:M.title,size:M.data.length,lastModified:Date.now(),type:M.isLib?"L":"F"},{title:M.title,data:M.data}],m,m,["filesInfo","files"])}catch(H){console.log(H)}}); +z=mxUtils.bind(this,function(M){try{if(M.source==C.contentWindow){var H={};try{H=JSON.parse(M.data)}catch(G){}"init"==H.event?(C.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=H.event||y||(u?null!=H.resp&&0<H.resp.length&&null!=H.resp[0]?(I=H.resp[0],u=!1,F()):t():null!=H.resp&&0<H.resp.length&&null!=H.resp[0]?J(H.resp[0]):m())}}catch(G){console.log(G)}}); +window.addEventListener("message",z)}})));c(p);p.onversionchange=function(){p.close()}});q.onerror=e;q.onblocked=function(){}}catch(n){null!=e&&e(n)}else null!=e&&e()}else c(this.database)};EditorUi.prototype.setDatabaseItem=function(c,e,g,q,n){this.openDatabase(mxUtils.bind(this,function(p){try{n=n||"objects";Array.isArray(n)||(n=[n],c=[c],e=[e]);var z=p.transaction(n,"readwrite");z.oncomplete=g;z.onerror=q;for(p=0;p<n.length;p++)z.objectStore(n[p]).put(null!=c&&null!=c[p]?{key:c[p],data:e[p]}:e[p])}catch(C){null!= +q&&q(C)}}),q)};EditorUi.prototype.removeDatabaseItem=function(c,e,g,q){this.openDatabase(mxUtils.bind(this,function(n){q=q||"objects";Array.isArray(q)||(q=[q],c=[c]);n=n.transaction(q,"readwrite");n.oncomplete=e;n.onerror=g;for(var p=0;p<q.length;p++)n.objectStore(q[p]).delete(c[p])}),g)};EditorUi.prototype.getDatabaseItem=function(c,e,g,q){this.openDatabase(mxUtils.bind(this,function(n){try{q=q||"objects";var p=n.transaction([q],"readonly").objectStore(q).get(c);p.onsuccess=function(){e(p.result)}; +p.onerror=g}catch(z){null!=g&&g(z)}}),g)};EditorUi.prototype.getDatabaseItems=function(c,e,g){this.openDatabase(mxUtils.bind(this,function(q){try{g=g||"objects";var n=q.transaction([g],"readonly").objectStore(g).openCursor(IDBKeyRange.lowerBound(0)),p=[];n.onsuccess=function(z){null==z.target.result?c(p):(p.push(z.target.result.value),z.target.result.continue())};n.onerror=e}catch(z){null!=e&&e(z)}}),e)};EditorUi.prototype.getDatabaseItemKeys=function(c,e,g){this.openDatabase(mxUtils.bind(this,function(q){try{g= +g||"objects";var n=q.transaction([g],"readonly").objectStore(g).getAllKeys();n.onsuccess=function(){c(n.result)};n.onerror=e}catch(p){null!=e&&e(p)}}),e)};EditorUi.prototype.commentsSupported=function(){var c=this.getCurrentFile();return null!=c?c.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var c=this.getCurrentFile();return null!=c?c.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var c=this.getCurrentFile();return null!=c?c.commentsSaveNeeded(): +!1};EditorUi.prototype.getComments=function(c,e){var g=this.getCurrentFile();null!=g?g.getComments(c,e):c([])};EditorUi.prototype.addComment=function(c,e,g){var q=this.getCurrentFile();null!=q?q.addComment(c,e,g):e(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var c=this.getCurrentFile();return null!=c?c.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var c=this.getCurrentFile();return null!=c?c.canComment():!0};EditorUi.prototype.newComment=function(c,e){var g=this.getCurrentFile(); return null!=g?g.newComment(c,e):new DrawioComment(this,null,c,Date.now(),Date.now(),!1,e)};EditorUi.prototype.isRevisionHistorySupported=function(){var c=this.getCurrentFile();return null!=c&&c.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(c,e){var g=this.getCurrentFile();null!=g&&g.getRevisions?g.getRevisions(c,e):e({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var c=this.getCurrentFile();return null!=c&&(c.constructor== -DriveFile&&c.isEditable()||c.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(c){c.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(c,e,g,k,m,p,x,y){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(c,e,g,k,m,p,x,y)};EditorUi.prototype.loadFonts=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts");return this.editor.loadFonts(c)}; -EditorUi.prototype.createSvgDataUri=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(c)};EditorUi.prototype.embedCssFonts=function(c,e){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(c,e)};EditorUi.prototype.embedExtFonts=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(c)};EditorUi.prototype.exportToCanvas=function(c,e,g,k,m,p,x,y,A,z,L,N,K,t,q,G){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas"); -return this.editor.exportToCanvas(c,e,g,k,m,p,x,y,A,z,L,N,K,t,q,G)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(c,e,g,k){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(c,e,g,k)};EditorUi.prototype.convertImageToDataUri=function(c,e){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri"); -return this.editor.convertImageToDataUri(c,e)};EditorUi.prototype.base64Encode=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(c)};EditorUi.prototype.updateCRC=function(c,e,g,k){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(c,e,g,k)};EditorUi.prototype.crc32=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(c)};EditorUi.prototype.writeGraphModelToPng=function(c,e,g,k,m){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng"); -return Editor.writeGraphModelToPng(c,e,g,k,m)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var c=[],e=0;e<localStorage.length;e++){var g=localStorage.key(e),k=localStorage.getItem(g);if(0<g.length&&(".scratchpad"==g||"."!=g.charAt(0))&&0<k.length){var m="<mxfile "===k.substring(0,8)||"<?xml"===k.substring(0,5)||"\x3c!--[if IE]>"===k.substring(0,12);k="<mxlibrary>"===k.substring(0,11);(m|| -k)&&c.push(g)}}return c};EditorUi.prototype.getLocalStorageFile=function(c){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var e=localStorage.getItem(c);return{title:c,data:e,isLib:"<mxlibrary>"===e.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); -var CommentsWindow=function(b,f,l,d,v,u){function D(){for(var H=N.getElementsByTagName("div"),C=0,O=0;O<H.length;O++)"none"!=H[O].style.display&&H[O].parentNode==N&&C++;K.style.display=0==C?"block":"none"}function c(H,C,O,I){function S(){C.removeChild(W);C.removeChild(X);Q.style.display="block";R.style.display="block"}A={div:C,comment:H,saveCallback:O,deleteOnCancel:I};var R=C.querySelector(".geCommentTxt"),Q=C.querySelector(".geCommentActionsList"),W=document.createElement("textarea");W.className= -"geCommentEditTxtArea";W.style.minHeight=R.offsetHeight+"px";W.value=H.content;C.insertBefore(W,R);var X=document.createElement("div");X.className="geCommentEditBtns";var n=mxUtils.button(mxResources.get("cancel"),function(){I?(C.parentNode.removeChild(C),D()):S();A=null});n.className="geCommentEditBtn";X.appendChild(n);var B=mxUtils.button(mxResources.get("save"),function(){R.innerText="";H.content=W.value;mxUtils.write(R,H.content);S();O(H);A=null});mxEvent.addListener(W,"keydown",mxUtils.bind(this, -function(J){mxEvent.isConsumed(J)||((mxEvent.isControlDown(J)||mxClient.IS_MAC&&mxEvent.isMetaDown(J))&&13==J.keyCode?(B.click(),mxEvent.consume(J)):27==J.keyCode&&(n.click(),mxEvent.consume(J)))}));B.focus();B.className="geCommentEditBtn gePrimaryBtn";X.appendChild(B);C.insertBefore(X,R);Q.style.display="none";R.style.display="none";W.focus()}function e(H,C){C.innerText="";H=new Date(H.modifiedDate);var O=b.timeSince(H);null==O&&(O=mxResources.get("lessThanAMinute"));mxUtils.write(C,mxResources.get("timeAgo", -[O],"{1} ago"));C.setAttribute("title",H.toLocaleDateString()+" "+H.toLocaleTimeString())}function g(H){var C=document.createElement("img");C.className="geCommentBusyImg";C.src=IMAGE_PATH+"/spin.gif";H.appendChild(C);H.busyImg=C}function k(H){H.style.border="1px solid red";H.removeChild(H.busyImg)}function m(H){H.style.border="";H.removeChild(H.busyImg)}function p(H,C,O,I,S){function R(M,V,T){var U=document.createElement("li");U.className="geCommentAction";var Y=document.createElement("a");Y.className= -"geCommentActionLnk";mxUtils.write(Y,M);U.appendChild(Y);mxEvent.addListener(Y,"click",function(ca){V(ca,H);ca.preventDefault();mxEvent.consume(ca)});P.appendChild(U);T&&(U.style.display="none")}function Q(){function M(U){V.push(T);if(null!=U.replies)for(var Y=0;Y<U.replies.length;Y++)T=T.nextSibling,M(U.replies[Y])}var V=[],T=X;M(H);return{pdiv:T,replies:V}}function W(M,V,T,U,Y){function ca(){g(ja);H.addReply(ea,function(aa){ea.id=aa;H.replies.push(ea);m(ja);T&&T()},function(aa){ba();k(ja);b.handleError(aa, -null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))},U,Y)}function ba(){c(ea,ja,function(aa){ca()},!0)}var da=Q().pdiv,ea=b.newComment(M,b.getCurrentUser());ea.pCommentId=H.id;null==H.replies&&(H.replies=[]);var ja=p(ea,H.replies,da,I+1);V?ba():ca()}if(S||!H.isResolved){K.style.display="none";var X=document.createElement("div");X.className="geCommentContainer";X.setAttribute("data-commentId",H.id);X.style.marginLeft=20*I+5+"px";H.isResolved&&!Editor.isDarkMode()&&(X.style.backgroundColor= -"ghostWhite");var n=document.createElement("div");n.className="geCommentHeader";var B=document.createElement("img");B.className="geCommentUserImg";B.src=H.user.pictureUrl||Editor.userImage;n.appendChild(B);B=document.createElement("div");B.className="geCommentHeaderTxt";n.appendChild(B);var J=document.createElement("div");J.className="geCommentUsername";mxUtils.write(J,H.user.displayName||"");B.appendChild(J);J=document.createElement("div");J.className="geCommentDate";J.setAttribute("data-commentId", -H.id);e(H,J);B.appendChild(J);X.appendChild(n);n=document.createElement("div");n.className="geCommentTxt";mxUtils.write(n,H.content||"");X.appendChild(n);H.isLocked&&(X.style.opacity="0.5");n=document.createElement("div");n.className="geCommentActions";var P=document.createElement("ul");P.className="geCommentActionsList";n.appendChild(P);x||H.isLocked||0!=I&&!y||R(mxResources.get("reply"),function(){W("",!0)},H.isResolved);B=b.getCurrentUser();null==B||B.id!=H.user.id||x||H.isLocked||(R(mxResources.get("edit"), -function(){function M(){c(H,X,function(){g(X);H.editComment(H.content,function(){m(X)},function(V){k(X);M();b.handleError(V,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}M()},H.isResolved),R(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){g(X);H.deleteComment(function(M){if(!0===M){M=X.querySelector(".geCommentTxt");M.innerText="";mxUtils.write(M,mxResources.get("msgDeleted"));var V=X.querySelectorAll(".geCommentAction");for(M= -0;M<V.length;M++)V[M].parentNode.removeChild(V[M]);m(X);X.style.opacity="0.5"}else{V=Q(H).replies;for(M=0;M<V.length;M++)N.removeChild(V[M]);for(M=0;M<C.length;M++)if(C[M]==H){C.splice(M,1);break}K.style.display=0==N.getElementsByTagName("div").length?"block":"none"}},function(M){k(X);b.handleError(M,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})},H.isResolved));x||H.isLocked||0!=I||R(H.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(M){function V(){var T= -M.target;T.innerText="";H.isResolved=!H.isResolved;mxUtils.write(T,H.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var U=H.isResolved?"none":"",Y=Q(H).replies,ca=Editor.isDarkMode()?"transparent":H.isResolved?"ghostWhite":"white",ba=0;ba<Y.length;ba++){Y[ba].style.backgroundColor=ca;for(var da=Y[ba].querySelectorAll(".geCommentAction"),ea=0;ea<da.length;ea++)da[ea]!=T.parentNode&&(da[ea].style.display=U);G||(Y[ba].style.display="none")}D()}H.isResolved?W(mxResources.get("reOpened")+ -": ",!0,V,!1,!0):W(mxResources.get("markedAsResolved"),!1,V,!0)});X.appendChild(n);null!=O?N.insertBefore(X,O.nextSibling):N.appendChild(X);for(O=0;null!=H.replies&&O<H.replies.length;O++)n=H.replies[O],n.isResolved=H.isResolved,p(n,H.replies,null,I+1,S);null!=A&&(A.comment.id==H.id?(S=H.content,H.content=A.comment.content,c(H,X,A.saveCallback,A.deleteOnCancel),H.content=S):null==A.comment.id&&A.comment.pCommentId==H.id&&(N.appendChild(A.div),c(A.comment,A.div,A.saveCallback,A.deleteOnCancel)));return X}} -var x=!b.canComment(),y=b.canReplyToReplies(),A=null,z=document.createElement("div");z.className="geCommentsWin";z.style.background=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";var L=EditorUi.compactUi?"26px":"30px",N=document.createElement("div");N.className="geCommentsList";N.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";N.style.bottom=parseInt(L)+7+"px";z.appendChild(N);var K=document.createElement("span");K.style.cssText="display:none;padding-top:10px;text-align:center;"; -mxUtils.write(K,mxResources.get("noCommentsFound"));var t=document.createElement("div");t.className="geToolbarContainer geCommentsToolbar";t.style.height=L;t.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";t.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";L=document.createElement("a");L.className="geButton";if(!x){var q=L.cloneNode();q.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';q.setAttribute("title",mxResources.get("create")+ -"...");mxEvent.addListener(q,"click",function(H){function C(){c(O,I,function(S){g(I);b.addComment(S,function(R){S.id=R;E.push(S);m(I)},function(R){k(I);C();b.handleError(R,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var O=b.newComment("",b.getCurrentUser()),I=p(O,E,null,0);C();H.preventDefault();mxEvent.consume(H)});t.appendChild(q)}q=L.cloneNode();q.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';q.setAttribute("title",mxResources.get("showResolved")); -var G=!1;Editor.isDarkMode()&&(q.style.filter="invert(100%)");mxEvent.addListener(q,"click",function(H){this.className=(G=!G)?"geButton geCheckedBtn":"geButton";F();H.preventDefault();mxEvent.consume(H)});t.appendChild(q);b.commentsRefreshNeeded()&&(q=L.cloneNode(),q.innerHTML='<img src="'+IMAGE_PATH+'/update16.png" style="width: 16px; padding: 2px;">',q.setAttribute("title",mxResources.get("refresh")),Editor.isDarkMode()&&(q.style.filter="invert(100%)"),mxEvent.addListener(q,"click",function(H){F(); -H.preventDefault();mxEvent.consume(H)}),t.appendChild(q));b.commentsSaveNeeded()&&(L=L.cloneNode(),L.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',L.setAttribute("title",mxResources.get("save")),Editor.isDarkMode()&&(L.style.filter="invert(100%)"),mxEvent.addListener(L,"click",function(H){u();H.preventDefault();mxEvent.consume(H)}),t.appendChild(L));z.appendChild(t);var E=[],F=mxUtils.bind(this,function(){this.hasError=!1;if(null!=A)try{A.div=A.div.cloneNode(!0); -var H=A.div.querySelector(".geCommentEditTxtArea"),C=A.div.querySelector(".geCommentEditBtns");A.comment.content=H.value;H.parentNode.removeChild(H);C.parentNode.removeChild(C)}catch(O){b.handleError(O)}N.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+"...</div>";y=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(O){function I(S){if(null!=S){S.sort(function(Q,W){return new Date(Q.modifiedDate)- -new Date(W.modifiedDate)});for(var R=0;R<S.length;R++)I(S[R].replies)}}O.sort(function(S,R){return new Date(S.modifiedDate)-new Date(R.modifiedDate)});N.innerText="";N.appendChild(K);K.style.display="block";E=O;for(O=0;O<E.length;O++)I(E[O].replies),p(E[O],E,null,0,G);null!=A&&null==A.comment.id&&null==A.comment.pCommentId&&(N.appendChild(A.div),c(A.comment,A.div,A.saveCallback,A.deleteOnCancel))},mxUtils.bind(this,function(O){N.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(O&&O.message? -": "+O.message:""));this.hasError=!0})):N.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))});F();this.refreshComments=F;t=mxUtils.bind(this,function(){function H(R){var Q=O[R.id];if(null!=Q)for(e(R,Q),Q=0;null!=R.replies&&Q<R.replies.length;Q++)H(R.replies[Q])}if(this.window.isVisible()){for(var C=N.querySelectorAll(".geCommentDate"),O={},I=0;I<C.length;I++){var S=C[I];O[S.getAttribute("data-commentId")]=S}for(I=0;I<E.length;I++)H(E[I])}});setInterval(t,6E4);this.refreshCommentsTime=t;this.window= -new mxWindow(mxResources.get("comments"),z,f,l,d,v,!0,!0);this.window.minimumSize=new mxRectangle(0,0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,f,l,d,v,u,D,c,e,g,k){var m=document.createElement("div");m.style.textAlign="center";k=null!=k?k:44;var p= -document.createElement("div");p.style.padding="6px";p.style.overflow="auto";p.style.maxHeight=k+"px";p.style.lineHeight="1.2em";mxUtils.write(p,f);m.appendChild(p);null!=g&&(p=document.createElement("div"),p.style.padding="6px 0 6px 0",f=document.createElement("img"),f.setAttribute("src",g),p.appendChild(f),m.appendChild(p));g=document.createElement("div");g.style.textAlign="center";g.style.whiteSpace="nowrap";var x=document.createElement("input");x.setAttribute("type","checkbox");u=mxUtils.button(u|| -mxResources.get("cancel"),function(){b.hideDialog();null!=d&&d(x.checked)});u.className="geBtn";null!=c&&(u.innerHTML=c+"<br>"+u.innerHTML,u.style.paddingBottom="8px",u.style.paddingTop="8px",u.style.height="auto",u.style.width="40%");b.editor.cancelFirst&&g.appendChild(u);var y=mxUtils.button(v||mxResources.get("ok"),function(){b.hideDialog();null!=l&&l(x.checked)});g.appendChild(y);null!=D?(y.innerHTML=D+"<br>"+y.innerHTML+"<br>",y.style.paddingBottom="8px",y.style.paddingTop="8px",y.style.height= -"auto",y.className="geBtn",y.style.width="40%"):y.className="geBtn gePrimaryBtn";b.editor.cancelFirst||g.appendChild(u);m.appendChild(g);e?(g.style.marginTop="10px",p=document.createElement("p"),p.style.marginTop="20px",p.style.marginBottom="0px",p.appendChild(x),v=document.createElement("span"),mxUtils.write(v," "+mxResources.get("rememberThisSetting")),p.appendChild(v),m.appendChild(p),mxEvent.addListener(v,"click",function(A){x.checked=!x.checked;mxEvent.consume(A)})):g.style.marginTop="12px"; -this.init=function(){y.focus()};this.container=m};EditorUi.DIFF_INSERT="i";EditorUi.DIFF_REMOVE="r";EditorUi.DIFF_UPDATE="u";EditorUi.transientViewStateProperties="defaultParent currentRoot scrollLeft scrollTop scale translate lastPasteXml pasteCounter".split(" ");EditorUi.prototype.viewStateProperties={background:!0,backgroundImage:!0,shadowVisible:!0,foldingEnabled:!0,pageScale:!0,mathEnabled:!0,pageFormat:!0,extFonts:!0}; -EditorUi.prototype.cellProperties={id:!0,value:!0,xmlValue:!0,vertex:!0,edge:!0,visible:!0,collapsed:!0,connectable:!0,parent:!0,children:!0,previous:!0,source:!0,target:!0,edges:!0,geometry:!0,style:!0,overlays:!0,mxObjectId:!0,mxTransient:!0};EditorUi.prototype.codec=new mxCodec;EditorUi.prototype.applyPatches=function(b,f,l,d,v){if(null!=f)for(var u=0;u<f.length;u++)null!=f[u]&&(b=this.patchPages(b,f[u],l,d,v));return b}; -EditorUi.prototype.patchPages=function(b,f,l,d,v){var u={},D=[],c={},e={},g={},k={};if(null!=d&&null!=d[EditorUi.DIFF_UPDATE])for(var m in d[EditorUi.DIFF_UPDATE])u[m]=d[EditorUi.DIFF_UPDATE][m];if(null!=f[EditorUi.DIFF_REMOVE])for(d=0;d<f[EditorUi.DIFF_REMOVE].length;d++)e[f[EditorUi.DIFF_REMOVE][d]]=!0;if(null!=f[EditorUi.DIFF_INSERT])for(d=0;d<f[EditorUi.DIFF_INSERT].length;d++)c[f[EditorUi.DIFF_INSERT][d].previous]=f[EditorUi.DIFF_INSERT][d];if(null!=f[EditorUi.DIFF_UPDATE])for(m in f[EditorUi.DIFF_UPDATE])d= -f[EditorUi.DIFF_UPDATE][m],null!=d.previous&&(k[d.previous]=m);if(null!=b){var p="";for(d=0;d<b.length;d++){var x=b[d].getId();g[x]=b[d];null!=k[p]||e[x]||null!=f[EditorUi.DIFF_UPDATE]&&null!=f[EditorUi.DIFF_UPDATE][x]&&null!=f[EditorUi.DIFF_UPDATE][x].previous||(k[p]=x);p=x}}var y={},A=mxUtils.bind(this,function(L){var N=null!=L?L.getId():"";if(null!=L&&!y[N]){y[N]=!0;D.push(L);var K=null!=f[EditorUi.DIFF_UPDATE]?f[EditorUi.DIFF_UPDATE][N]:null;null!=K&&(this.updatePageRoot(L),null!=K.name&&L.setName(K.name), -null!=K.view&&this.patchViewState(L,K.view),null!=K.cells&&this.patchPage(L,K.cells,u[L.getId()],v),!l||null==K.cells&&null==K.view||(L.needsUpdate=!0))}L=k[N];null!=L&&(delete k[N],A(g[L]));L=c[N];null!=L&&(delete c[N],z(L))}),z=mxUtils.bind(this,function(L){L=mxUtils.parseXml(L.data).documentElement;L=new DiagramPage(L);this.updatePageRoot(L);var N=g[L.getId()];null==N?A(L):(this.patchPage(N,this.diffPages([N],[L]),u[N.getId()],v),l&&(N.needsUpdate=!0))});A();for(m in k)A(g[k[m]]),delete k[m];for(m in c)z(c[m]), -delete c[m];return D};EditorUi.prototype.patchViewState=function(b,f){if(null!=b.viewState&&null!=f){b==this.currentPage&&(b.viewState=this.editor.graph.getViewState());for(var l in f)try{this.patchViewStateProperty(b,f,l)}catch(d){}b==this.currentPage&&this.editor.graph.setViewState(b.viewState,!0)}};EditorUi.prototype.patchViewStateProperty=function(b,f,l){b.viewState[l]=JSON.parse(f[l])}; -EditorUi.prototype.createParentLookup=function(b,f){function l(g){var k=d[g];null==k&&(k={inserted:[],moved:{}},d[g]=k);return k}var d={};if(null!=f[EditorUi.DIFF_INSERT])for(var v=0;v<f[EditorUi.DIFF_INSERT].length;v++){var u=f[EditorUi.DIFF_INSERT][v],D=null!=u.parent?u.parent:"",c=null!=u.previous?u.previous:"";l(D).inserted[c]=u}if(null!=f[EditorUi.DIFF_UPDATE])for(var e in f[EditorUi.DIFF_UPDATE])u=f[EditorUi.DIFF_UPDATE][e],null!=u.previous&&(D=u.parent,null==D&&(v=b.getCell(e),null!=v&&(v= -b.getParent(v),null!=v&&(D=v.getId()))),null!=D&&(l(D).moved[u.previous]=e));return d}; -EditorUi.prototype.patchPage=function(b,f,l,d){var v=b==this.currentPage?this.editor.graph.model:new mxGraphModel(b.root),u=this.createParentLookup(v,f);v.beginUpdate();try{var D=v.updateEdgeParent,c=new mxDictionary,e=[];v.updateEdgeParent=function(z,L){!c.get(z)&&d&&(c.put(z,!0),e.push(z))};var g=u[""],k=null!=g&&null!=g.inserted?g.inserted[""]:null,m=null;null!=k&&(m=this.getCellForJson(k));if(null==m){var p=null!=g&&null!=g.moved?g.moved[""]:null;null!=p&&(m=v.getCell(p))}null!=m&&(v.setRoot(m), -b.root=m);this.patchCellRecursive(b,v,v.root,u,f);if(null!=f[EditorUi.DIFF_REMOVE])for(var x=0;x<f[EditorUi.DIFF_REMOVE].length;x++){var y=v.getCell(f[EditorUi.DIFF_REMOVE][x]);null!=y&&v.remove(y)}if(null!=f[EditorUi.DIFF_UPDATE]){var A=null!=l&&null!=l.cells?l.cells[EditorUi.DIFF_UPDATE]:null;for(p in f[EditorUi.DIFF_UPDATE])this.patchCell(v,v.getCell(p),f[EditorUi.DIFF_UPDATE][p],null!=A?A[p]:null)}if(null!=f[EditorUi.DIFF_INSERT])for(x=0;x<f[EditorUi.DIFF_INSERT].length;x++)k=f[EditorUi.DIFF_INSERT][x], -y=v.getCell(k.id),null!=y&&(v.setTerminal(y,v.getCell(k.source),!0),v.setTerminal(y,v.getCell(k.target),!1));v.updateEdgeParent=D;if(d&&0<e.length)for(x=0;x<e.length;x++)v.contains(e[x])&&v.updateEdgeParent(e[x])}finally{v.endUpdate()}}; -EditorUi.prototype.patchCellRecursive=function(b,f,l,d,v){if(null!=l){var u=d[l.getId()],D=null!=u&&null!=u.inserted?u.inserted:{};u=null!=u&&null!=u.moved?u.moved:{};for(var c=0,e=f.getChildCount(l),g="",k=0;k<e;k++){var m=f.getChildAt(l,k).getId();null==u[g]&&(null==v[EditorUi.DIFF_UPDATE]||null==v[EditorUi.DIFF_UPDATE][m]||null==v[EditorUi.DIFF_UPDATE][m].previous&&null==v[EditorUi.DIFF_UPDATE][m].parent)&&(u[g]=m);g=m}e=mxUtils.bind(this,function(p,x){var y=null!=p?p.getId():"";null!=p&&x&&(x= -f.getCell(y),null!=x&&x!=p&&(p=null));null!=p&&(f.getChildAt(l,c)!=p&&f.add(l,p,c),this.patchCellRecursive(b,f,p,d,v),c++);return y});for(g=[null];0<g.length;)if(k=g.shift(),k=e(null!=k?k.child:null,null!=k?k.insert:!1),m=u[k],null!=m&&(delete u[k],g.push({child:f.getCell(m)})),m=D[k],null!=m&&(delete D[k],g.push({child:this.getCellForJson(m),insert:!0})),0==g.length){for(k in u)g.push({child:f.getCell(u[k])}),delete u[k];for(k in D)g.push({child:this.getCellForJson(D[k]),insert:!0}),delete D[k]}}}; -EditorUi.prototype.patchCell=function(b,f,l,d){if(null!=f&&null!=l){if(null==d||null==d.xmlValue&&(null==d.value||""==d.value))"value"in l?b.setValue(f,l.value):null!=l.xmlValue&&b.setValue(f,mxUtils.parseXml(l.xmlValue).documentElement);null!=d&&null!=d.style||null==l.style||b.setStyle(f,l.style);null!=l.visible&&b.setVisible(f,1==l.visible);null!=l.collapsed&&b.setCollapsed(f,1==l.collapsed);null!=l.vertex&&(f.vertex=1==l.vertex);null!=l.edge&&(f.edge=1==l.edge);null!=l.connectable&&(f.connectable= -1==l.connectable);null!=l.geometry&&b.setGeometry(f,this.codec.decode(mxUtils.parseXml(l.geometry).documentElement));null!=l.source&&b.setTerminal(f,b.getCell(l.source),!0);null!=l.target&&b.setTerminal(f,b.getCell(l.target),!1);for(var v in l)this.cellProperties[v]||(f[v]=l[v])}};EditorUi.prototype.getXmlForPages=function(b){b=this.getNodeForPages(b);var f=null;null!=b&&(f=mxUtils.getXml(b));return f}; -EditorUi.prototype.getNodeForPages=function(b){var f=null;if(null!=this.fileNode&&null!=b){f=this.fileNode.cloneNode(!1);for(var l=0;l<b.length;l++){var d=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b[l].root));this.editor.graph.saveViewState(b[l].viewState,d);var v=b[l].node.cloneNode(!1);v.appendChild(d);f.appendChild(v)}}return f};EditorUi.prototype.getPagesForXml=function(b){b=mxUtils.parseXml(b);return this.getPagesForNode(b.documentElement)}; -EditorUi.prototype.getPagesForNode=function(b,f){var l=this.editor.extractGraphModel(b,!0,!0);null!=l&&(b=l);f=b.getElementsByTagName(f||"diagram");l=[];if(0<f.length)for(b=0;b<f.length;b++){var d=new DiagramPage(f[b]);this.updatePageRoot(d,!0);l.push(d)}else"mxGraphModel"==b.nodeName&&(d=new DiagramPage(b.ownerDocument.createElement("diagram")),d.setName(mxResources.get("pageWithNumber",[1])),mxUtils.setTextContent(d.node,Graph.compressNode(b,!0)),l.push(d));return l}; -EditorUi.prototype.diffPages=function(b,f){var l=[],d=[],v={},u={},D={},c=null;if(null!=b&&null!=f){for(var e=0;e<f.length;e++)u[f[e].getId()]={page:f[e],prev:c},c=f[e];c=null;for(e=0;e<b.length;e++){var g=b[e].getId();f=u[g];if(null==f)d.push(g);else{var k=this.diffPage(b[e],f.page),m={};mxUtils.isEmptyObject(k)||(m.cells=k);k=this.diffViewState(b[e],f.page);mxUtils.isEmptyObject(k)||(m.view=k);if((null!=f.prev?null==c:null!=c)||null!=c&&null!=f.prev&&c.getId()!=f.prev.getId())m.previous=null!=f.prev? -f.prev.getId():"";null!=f.page.getName()&&b[e].getName()!=f.page.getName()&&(m.name=f.page.getName());mxUtils.isEmptyObject(m)||(D[g]=m)}delete u[b[e].getId()];c=b[e]}for(g in u)f=u[g],l.push({data:mxUtils.getXml(f.page.node),previous:null!=f.prev?f.prev.getId():""});mxUtils.isEmptyObject(D)||(v[EditorUi.DIFF_UPDATE]=D);0<d.length&&(v[EditorUi.DIFF_REMOVE]=d);0<l.length&&(v[EditorUi.DIFF_INSERT]=l)}return v}; -EditorUi.prototype.createCellLookup=function(b,f,l){l=null!=l?l:{};l[b.getId()]={cell:b,prev:f};var d=b.getChildCount();f=null;for(var v=0;v<d;v++){var u=b.getChildAt(v);this.createCellLookup(u,f,l);f=u}return l}; -EditorUi.prototype.diffCellRecursive=function(b,f,l,d,v){d=null!=d?d:{};var u=l[b.getId()];delete l[b.getId()];if(null==u)v.push(b.getId());else{var D=this.diffCell(b,u.cell);if(null!=D.parent||(null!=u.prev?null==f:null!=f)||null!=f&&null!=u.prev&&f.getId()!=u.prev.getId())D.previous=null!=u.prev?u.prev.getId():"";mxUtils.isEmptyObject(D)||(d[b.getId()]=D)}u=b.getChildCount();f=null;for(D=0;D<u;D++){var c=b.getChildAt(D);this.diffCellRecursive(c,f,l,d,v);f=c}return d}; -EditorUi.prototype.diffPage=function(b,f){var l=[],d=[],v={};this.updatePageRoot(b);this.updatePageRoot(f);f=this.createCellLookup(f.root);var u=this.diffCellRecursive(b.root,null,f,u,d),D;for(D in f)b=f[D],l.push(this.getJsonForCell(b.cell,b.prev));mxUtils.isEmptyObject(u)||(v[EditorUi.DIFF_UPDATE]=u);0<d.length&&(v[EditorUi.DIFF_REMOVE]=d);0<l.length&&(v[EditorUi.DIFF_INSERT]=l);return v}; -EditorUi.prototype.diffViewState=function(b,f){b=b.viewState;var l=f.viewState,d={};f==this.currentPage&&(l=this.editor.graph.getViewState());if(null!=b&&null!=l)for(var v in this.viewStateProperties)this.diffViewStateProperty(b,l,v,d);return d};EditorUi.prototype.diffViewStateProperty=function(b,f,l,d){b=JSON.stringify(this.getViewStateProperty(b,l));f=JSON.stringify(this.getViewStateProperty(f,l));b!=f&&(d[l]=f)}; +DriveFile&&c.isEditable()||c.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(c){c.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(c,e,g,q,n,p,z,C){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(c,e,g,q,n,p,z,C)};EditorUi.prototype.loadFonts=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts");return this.editor.loadFonts(c)}; +EditorUi.prototype.createSvgDataUri=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(c)};EditorUi.prototype.embedCssFonts=function(c,e){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(c,e)};EditorUi.prototype.embedExtFonts=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(c)};EditorUi.prototype.exportToCanvas=function(c,e,g,q,n,p,z,C,u,y,I,N,t,m,F,J){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas"); +return this.editor.exportToCanvas(c,e,g,q,n,p,z,C,u,y,I,N,t,m,F,J)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(c,e,g,q){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(c,e,g,q)};EditorUi.prototype.convertImageToDataUri=function(c,e){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri"); +return this.editor.convertImageToDataUri(c,e)};EditorUi.prototype.base64Encode=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(c)};EditorUi.prototype.updateCRC=function(c,e,g,q){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(c,e,g,q)};EditorUi.prototype.crc32=function(c){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(c)};EditorUi.prototype.writeGraphModelToPng=function(c,e,g,q,n){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng"); +return Editor.writeGraphModelToPng(c,e,g,q,n)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var c=[],e=0;e<localStorage.length;e++){var g=localStorage.key(e),q=localStorage.getItem(g);if(0<g.length&&(".scratchpad"==g||"."!=g.charAt(0))&&0<q.length){var n="<mxfile "===q.substring(0,8)||"<?xml"===q.substring(0,5)||"\x3c!--[if IE]>"===q.substring(0,12);q="<mxlibrary>"===q.substring(0,11);(n|| +q)&&c.push(g)}}return c};EditorUi.prototype.getLocalStorageFile=function(c){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var e=localStorage.getItem(c);return{title:c,data:e,isLib:"<mxlibrary>"===e.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); +var CommentsWindow=function(b,f,k,d,v,x){function B(){for(var M=y.getElementsByTagName("div"),H=0,G=0;G<M.length;G++)"none"!=M[G].style.display&&M[G].parentNode==y&&H++;I.style.display=0==H?"block":"none"}function D(M,H,G,E){function P(){H.removeChild(U);H.removeChild(V);W.style.display="block";T.style.display="block"}z={div:H,comment:M,saveCallback:G,deleteOnCancel:E};var T=H.querySelector(".geCommentTxt"),W=H.querySelector(".geCommentActionsList"),U=document.createElement("textarea");U.className= +"geCommentEditTxtArea";U.style.minHeight=T.offsetHeight+"px";U.value=M.content;H.insertBefore(U,T);var V=document.createElement("div");V.className="geCommentEditBtns";var l=mxUtils.button(mxResources.get("cancel"),function(){E?(H.parentNode.removeChild(H),B()):P();z=null});l.className="geCommentEditBtn";V.appendChild(l);var A=mxUtils.button(mxResources.get("save"),function(){T.innerText="";M.content=U.value;mxUtils.write(T,M.content);P();G(M);z=null});mxEvent.addListener(U,"keydown",mxUtils.bind(this, +function(L){mxEvent.isConsumed(L)||((mxEvent.isControlDown(L)||mxClient.IS_MAC&&mxEvent.isMetaDown(L))&&13==L.keyCode?(A.click(),mxEvent.consume(L)):27==L.keyCode&&(l.click(),mxEvent.consume(L)))}));A.focus();A.className="geCommentEditBtn gePrimaryBtn";V.appendChild(A);H.insertBefore(V,T);W.style.display="none";T.style.display="none";U.focus()}function K(M,H){H.innerText="";M=new Date(M.modifiedDate);var G=b.timeSince(M);null==G&&(G=mxResources.get("lessThanAMinute"));mxUtils.write(H,mxResources.get("timeAgo", +[G],"{1} ago"));H.setAttribute("title",M.toLocaleDateString()+" "+M.toLocaleTimeString())}function c(M){var H=document.createElement("img");H.className="geCommentBusyImg";H.src=IMAGE_PATH+"/spin.gif";M.appendChild(H);M.busyImg=H}function e(M){M.style.border="1px solid red";M.removeChild(M.busyImg)}function g(M){M.style.border="";M.removeChild(M.busyImg)}function q(M,H,G,E,P){function T(O,R,S){var X=document.createElement("li");X.className="geCommentAction";var aa=document.createElement("a");aa.className= +"geCommentActionLnk";mxUtils.write(aa,O);X.appendChild(aa);mxEvent.addListener(aa,"click",function(Y){R(Y,M);Y.preventDefault();mxEvent.consume(Y)});Q.appendChild(X);S&&(X.style.display="none")}function W(){function O(X){R.push(S);if(null!=X.replies)for(var aa=0;aa<X.replies.length;aa++)S=S.nextSibling,O(X.replies[aa])}var R=[],S=V;O(M);return{pdiv:S,replies:R}}function U(O,R,S,X,aa){function Y(){c(la);M.addReply(fa,function(ia){fa.id=ia;M.replies.push(fa);g(la);S&&S()},function(ia){Z();e(la);b.handleError(ia, +null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))},X,aa)}function Z(){D(fa,la,function(ia){Y()},!0)}var ca=W().pdiv,fa=b.newComment(O,b.getCurrentUser());fa.pCommentId=M.id;null==M.replies&&(M.replies=[]);var la=q(fa,M.replies,ca,E+1);R?Z():Y()}if(P||!M.isResolved){I.style.display="none";var V=document.createElement("div");V.className="geCommentContainer";V.setAttribute("data-commentId",M.id);V.style.marginLeft=20*E+5+"px";M.isResolved&&!Editor.isDarkMode()&&(V.style.backgroundColor= +"ghostWhite");var l=document.createElement("div");l.className="geCommentHeader";var A=document.createElement("img");A.className="geCommentUserImg";A.src=M.user.pictureUrl||Editor.userImage;l.appendChild(A);A=document.createElement("div");A.className="geCommentHeaderTxt";l.appendChild(A);var L=document.createElement("div");L.className="geCommentUsername";mxUtils.write(L,M.user.displayName||"");A.appendChild(L);L=document.createElement("div");L.className="geCommentDate";L.setAttribute("data-commentId", +M.id);K(M,L);A.appendChild(L);V.appendChild(l);l=document.createElement("div");l.className="geCommentTxt";mxUtils.write(l,M.content||"");V.appendChild(l);M.isLocked&&(V.style.opacity="0.5");l=document.createElement("div");l.className="geCommentActions";var Q=document.createElement("ul");Q.className="geCommentActionsList";l.appendChild(Q);n||M.isLocked||0!=E&&!p||T(mxResources.get("reply"),function(){U("",!0)},M.isResolved);A=b.getCurrentUser();null==A||A.id!=M.user.id||n||M.isLocked||(T(mxResources.get("edit"), +function(){function O(){D(M,V,function(){c(V);M.editComment(M.content,function(){g(V)},function(R){e(V);O();b.handleError(R,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}O()},M.isResolved),T(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){c(V);M.deleteComment(function(O){if(!0===O){O=V.querySelector(".geCommentTxt");O.innerText="";mxUtils.write(O,mxResources.get("msgDeleted"));var R=V.querySelectorAll(".geCommentAction");for(O= +0;O<R.length;O++)R[O].parentNode.removeChild(R[O]);g(V);V.style.opacity="0.5"}else{R=W(M).replies;for(O=0;O<R.length;O++)y.removeChild(R[O]);for(O=0;O<H.length;O++)if(H[O]==M){H.splice(O,1);break}I.style.display=0==y.getElementsByTagName("div").length?"block":"none"}},function(O){e(V);b.handleError(O,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})},M.isResolved));n||M.isLocked||0!=E||T(M.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(O){function R(){var S= +O.target;S.innerText="";M.isResolved=!M.isResolved;mxUtils.write(S,M.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var X=M.isResolved?"none":"",aa=W(M).replies,Y=Editor.isDarkMode()?"transparent":M.isResolved?"ghostWhite":"white",Z=0;Z<aa.length;Z++){aa[Z].style.backgroundColor=Y;for(var ca=aa[Z].querySelectorAll(".geCommentAction"),fa=0;fa<ca.length;fa++)ca[fa]!=S.parentNode&&(ca[fa].style.display=X);m||(aa[Z].style.display="none")}B()}M.isResolved?U(mxResources.get("reOpened")+ +": ",!0,R,!1,!0):U(mxResources.get("markedAsResolved"),!1,R,!0)});V.appendChild(l);null!=G?y.insertBefore(V,G.nextSibling):y.appendChild(V);for(G=0;null!=M.replies&&G<M.replies.length;G++)l=M.replies[G],l.isResolved=M.isResolved,q(l,M.replies,null,E+1,P);null!=z&&(z.comment.id==M.id?(P=M.content,M.content=z.comment.content,D(M,V,z.saveCallback,z.deleteOnCancel),M.content=P):null==z.comment.id&&z.comment.pCommentId==M.id&&(y.appendChild(z.div),D(z.comment,z.div,z.saveCallback,z.deleteOnCancel)));return V}} +var n=!b.canComment(),p=b.canReplyToReplies(),z=null,C=document.createElement("div");C.className="geCommentsWin";C.style.background=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";var u=EditorUi.compactUi?"26px":"30px",y=document.createElement("div");y.className="geCommentsList";y.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";y.style.bottom=parseInt(u)+7+"px";C.appendChild(y);var I=document.createElement("span");I.style.cssText="display:none;padding-top:10px;text-align:center;"; +mxUtils.write(I,mxResources.get("noCommentsFound"));var N=document.createElement("div");N.className="geToolbarContainer geCommentsToolbar";N.style.height=u;N.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";N.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";u=document.createElement("a");u.className="geButton";if(!n){var t=u.cloneNode();t.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';t.setAttribute("title",mxResources.get("create")+ +"...");mxEvent.addListener(t,"click",function(M){function H(){D(G,E,function(P){c(E);b.addComment(P,function(T){P.id=T;F.push(P);g(E)},function(T){e(E);H();b.handleError(T,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var G=b.newComment("",b.getCurrentUser()),E=q(G,F,null,0);H();M.preventDefault();mxEvent.consume(M)});N.appendChild(t)}t=u.cloneNode();t.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';t.setAttribute("title",mxResources.get("showResolved")); +t.className="geAdaptiveAsset";var m=!1;mxEvent.addListener(t,"click",function(M){this.className=(m=!m)?"geButton geCheckedBtn":"geButton";J();M.preventDefault();mxEvent.consume(M)});N.appendChild(t);b.commentsRefreshNeeded()&&(t=u.cloneNode(),t.innerHTML='<img src="'+IMAGE_PATH+'/update16.png" style="width: 16px; padding: 2px;">',t.setAttribute("title",mxResources.get("refresh")),t.className="geAdaptiveAsset",mxEvent.addListener(t,"click",function(M){J();M.preventDefault();mxEvent.consume(M)}),N.appendChild(t)); +b.commentsSaveNeeded()&&(u=u.cloneNode(),u.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',u.setAttribute("title",mxResources.get("save")),u.className="geAdaptiveAsset",mxEvent.addListener(u,"click",function(M){x();M.preventDefault();mxEvent.consume(M)}),N.appendChild(u));C.appendChild(N);var F=[],J=mxUtils.bind(this,function(){this.hasError=!1;if(null!=z)try{z.div=z.div.cloneNode(!0);var M=z.div.querySelector(".geCommentEditTxtArea"),H=z.div.querySelector(".geCommentEditBtns"); +z.comment.content=M.value;M.parentNode.removeChild(M);H.parentNode.removeChild(H)}catch(G){b.handleError(G)}y.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+"...</div>";p=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(G){function E(P){if(null!=P){P.sort(function(W,U){return new Date(W.modifiedDate)-new Date(U.modifiedDate)});for(var T=0;T<P.length;T++)E(P[T].replies)}} +G.sort(function(P,T){return new Date(P.modifiedDate)-new Date(T.modifiedDate)});y.innerText="";y.appendChild(I);I.style.display="block";F=G;for(G=0;G<F.length;G++)E(F[G].replies),q(F[G],F,null,0,m);null!=z&&null==z.comment.id&&null==z.comment.pCommentId&&(y.appendChild(z.div),D(z.comment,z.div,z.saveCallback,z.deleteOnCancel))},mxUtils.bind(this,function(G){y.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(G&&G.message?": "+G.message:""));this.hasError=!0})):y.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))}); +J();this.refreshComments=J;N=mxUtils.bind(this,function(){function M(T){var W=G[T.id];if(null!=W)for(K(T,W),W=0;null!=T.replies&&W<T.replies.length;W++)M(T.replies[W])}if(this.window.isVisible()){for(var H=y.querySelectorAll(".geCommentDate"),G={},E=0;E<H.length;E++){var P=H[E];G[P.getAttribute("data-commentId")]=P}for(E=0;E<F.length;E++)M(F[E])}});setInterval(N,6E4);this.refreshCommentsTime=N;this.window=new mxWindow(mxResources.get("comments"),C,f,k,d,v,!0,!0);this.window.minimumSize=new mxRectangle(0, +0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,f,k,d,v,x,B,D,K,c,e){var g=document.createElement("div");g.style.textAlign="center";e=null!=e?e:44;var q=document.createElement("div");q.style.padding="6px";q.style.overflow="auto";q.style.maxHeight=e+ +"px";q.style.lineHeight="1.2em";mxUtils.write(q,f);g.appendChild(q);null!=c&&(q=document.createElement("div"),q.style.padding="6px 0 6px 0",f=document.createElement("img"),f.setAttribute("src",c),q.appendChild(f),g.appendChild(q));c=document.createElement("div");c.style.textAlign="center";c.style.whiteSpace="nowrap";var n=document.createElement("input");n.setAttribute("type","checkbox");x=mxUtils.button(x||mxResources.get("cancel"),function(){b.hideDialog();null!=d&&d(n.checked)});x.className="geBtn"; +null!=D&&(x.innerHTML=D+"<br>"+x.innerHTML,x.style.paddingBottom="8px",x.style.paddingTop="8px",x.style.height="auto",x.style.width="40%");b.editor.cancelFirst&&c.appendChild(x);var p=mxUtils.button(v||mxResources.get("ok"),function(){b.hideDialog();null!=k&&k(n.checked)});c.appendChild(p);null!=B?(p.innerHTML=B+"<br>"+p.innerHTML+"<br>",p.style.paddingBottom="8px",p.style.paddingTop="8px",p.style.height="auto",p.className="geBtn",p.style.width="40%"):p.className="geBtn gePrimaryBtn";b.editor.cancelFirst|| +c.appendChild(x);g.appendChild(c);K?(c.style.marginTop="10px",q=document.createElement("p"),q.style.marginTop="20px",q.style.marginBottom="0px",q.appendChild(n),v=document.createElement("span"),mxUtils.write(v," "+mxResources.get("rememberThisSetting")),q.appendChild(v),g.appendChild(q),mxEvent.addListener(v,"click",function(z){n.checked=!n.checked;mxEvent.consume(z)})):c.style.marginTop="12px";this.init=function(){p.focus()};this.container=g};EditorUi.DIFF_INSERT="i";EditorUi.DIFF_REMOVE="r";EditorUi.DIFF_UPDATE="u";EditorUi.transientViewStateProperties="defaultParent currentRoot scrollLeft scrollTop scale translate lastPasteXml pasteCounter".split(" ");EditorUi.prototype.viewStateProperties={background:!0,backgroundImage:!0,shadowVisible:!0,foldingEnabled:!0,pageScale:!0,mathEnabled:!0,pageFormat:!0,extFonts:!0}; +EditorUi.prototype.cellProperties={id:!0,value:!0,xmlValue:!0,vertex:!0,edge:!0,visible:!0,collapsed:!0,connectable:!0,parent:!0,children:!0,previous:!0,source:!0,target:!0,edges:!0,geometry:!0,style:!0,overlays:!0,mxObjectId:!0,mxTransient:!0};EditorUi.prototype.codec=new mxCodec;EditorUi.prototype.applyPatches=function(b,f,k,d,v){if(null!=f)for(var x=0;x<f.length;x++)null!=f[x]&&(b=this.patchPages(b,f[x],k,d,v));return b}; +EditorUi.prototype.patchPages=function(b,f,k,d,v){var x={},B=[],D={},K={},c={},e={};if(null!=d&&null!=d[EditorUi.DIFF_UPDATE])for(var g in d[EditorUi.DIFF_UPDATE])x[g]=d[EditorUi.DIFF_UPDATE][g];if(null!=f[EditorUi.DIFF_REMOVE])for(d=0;d<f[EditorUi.DIFF_REMOVE].length;d++)K[f[EditorUi.DIFF_REMOVE][d]]=!0;if(null!=f[EditorUi.DIFF_INSERT])for(d=0;d<f[EditorUi.DIFF_INSERT].length;d++)D[f[EditorUi.DIFF_INSERT][d].previous]=f[EditorUi.DIFF_INSERT][d];if(null!=f[EditorUi.DIFF_UPDATE])for(g in f[EditorUi.DIFF_UPDATE])d= +f[EditorUi.DIFF_UPDATE][g],null!=d.previous&&(e[d.previous]=g);if(null!=b){var q="";for(d=0;d<b.length;d++){var n=b[d].getId();c[n]=b[d];null!=e[q]||K[n]||null!=f[EditorUi.DIFF_UPDATE]&&null!=f[EditorUi.DIFF_UPDATE][n]&&null!=f[EditorUi.DIFF_UPDATE][n].previous||(e[q]=n);q=n}}var p={},z=mxUtils.bind(this,function(u){var y=null!=u?u.getId():"";if(null!=u&&!p[y]){p[y]=!0;B.push(u);var I=null!=f[EditorUi.DIFF_UPDATE]?f[EditorUi.DIFF_UPDATE][y]:null;null!=I&&(this.updatePageRoot(u),null!=I.name&&u.setName(I.name), +null!=I.view&&this.patchViewState(u,I.view),null!=I.cells&&this.patchPage(u,I.cells,x[u.getId()],v),!k||null==I.cells&&null==I.view||(u.needsUpdate=!0))}u=e[y];null!=u&&(delete e[y],z(c[u]));u=D[y];null!=u&&(delete D[y],C(u))}),C=mxUtils.bind(this,function(u){u=mxUtils.parseXml(u.data).documentElement;u=new DiagramPage(u);this.updatePageRoot(u);var y=c[u.getId()];null==y?z(u):(this.patchPage(y,this.diffPages([y],[u]),x[y.getId()],v),k&&(y.needsUpdate=!0))});z();for(g in e)z(c[e[g]]),delete e[g];for(g in D)C(D[g]), +delete D[g];return B};EditorUi.prototype.patchViewState=function(b,f){if(null!=b.viewState&&null!=f){b==this.currentPage&&(b.viewState=this.editor.graph.getViewState());for(var k in f)try{this.patchViewStateProperty(b,f,k)}catch(d){}b==this.currentPage&&this.editor.graph.setViewState(b.viewState,!0)}};EditorUi.prototype.patchViewStateProperty=function(b,f,k){b.viewState[k]=JSON.parse(f[k])}; +EditorUi.prototype.createParentLookup=function(b,f){function k(c){var e=d[c];null==e&&(e={inserted:[],moved:{}},d[c]=e);return e}var d={};if(null!=f[EditorUi.DIFF_INSERT])for(var v=0;v<f[EditorUi.DIFF_INSERT].length;v++){var x=f[EditorUi.DIFF_INSERT][v],B=null!=x.parent?x.parent:"",D=null!=x.previous?x.previous:"";k(B).inserted[D]=x}if(null!=f[EditorUi.DIFF_UPDATE])for(var K in f[EditorUi.DIFF_UPDATE])x=f[EditorUi.DIFF_UPDATE][K],null!=x.previous&&(B=x.parent,null==B&&(v=b.getCell(K),null!=v&&(v= +b.getParent(v),null!=v&&(B=v.getId()))),null!=B&&(k(B).moved[x.previous]=K));return d}; +EditorUi.prototype.patchPage=function(b,f,k,d){var v=b==this.currentPage?this.editor.graph.model:new mxGraphModel(b.root),x=this.createParentLookup(v,f);v.beginUpdate();try{var B=v.updateEdgeParent,D=new mxDictionary,K=[];v.updateEdgeParent=function(C,u){!D.get(C)&&d&&(D.put(C,!0),K.push(C))};var c=x[""],e=null!=c&&null!=c.inserted?c.inserted[""]:null,g=null;null!=e&&(g=this.getCellForJson(e));if(null==g){var q=null!=c&&null!=c.moved?c.moved[""]:null;null!=q&&(g=v.getCell(q))}null!=g&&(v.setRoot(g), +b.root=g);this.patchCellRecursive(b,v,v.root,x,f);if(null!=f[EditorUi.DIFF_REMOVE])for(var n=0;n<f[EditorUi.DIFF_REMOVE].length;n++){var p=v.getCell(f[EditorUi.DIFF_REMOVE][n]);null!=p&&v.remove(p)}if(null!=f[EditorUi.DIFF_UPDATE]){var z=null!=k&&null!=k.cells?k.cells[EditorUi.DIFF_UPDATE]:null;for(q in f[EditorUi.DIFF_UPDATE])this.patchCell(v,v.getCell(q),f[EditorUi.DIFF_UPDATE][q],null!=z?z[q]:null)}if(null!=f[EditorUi.DIFF_INSERT])for(n=0;n<f[EditorUi.DIFF_INSERT].length;n++)e=f[EditorUi.DIFF_INSERT][n], +p=v.getCell(e.id),null!=p&&(v.setTerminal(p,v.getCell(e.source),!0),v.setTerminal(p,v.getCell(e.target),!1));v.updateEdgeParent=B;if(d&&0<K.length)for(n=0;n<K.length;n++)v.contains(K[n])&&v.updateEdgeParent(K[n])}finally{v.endUpdate()}}; +EditorUi.prototype.patchCellRecursive=function(b,f,k,d,v){if(null!=k){var x=d[k.getId()],B=null!=x&&null!=x.inserted?x.inserted:{};x=null!=x&&null!=x.moved?x.moved:{};for(var D=0,K=f.getChildCount(k),c="",e=0;e<K;e++){var g=f.getChildAt(k,e).getId();null==x[c]&&(null==v[EditorUi.DIFF_UPDATE]||null==v[EditorUi.DIFF_UPDATE][g]||null==v[EditorUi.DIFF_UPDATE][g].previous&&null==v[EditorUi.DIFF_UPDATE][g].parent)&&(x[c]=g);c=g}K=mxUtils.bind(this,function(q,n){var p=null!=q?q.getId():"";null!=q&&n&&(n= +f.getCell(p),null!=n&&n!=q&&(q=null));null!=q&&(f.getChildAt(k,D)!=q&&f.add(k,q,D),this.patchCellRecursive(b,f,q,d,v),D++);return p});for(c=[null];0<c.length;)if(e=c.shift(),e=K(null!=e?e.child:null,null!=e?e.insert:!1),g=x[e],null!=g&&(delete x[e],c.push({child:f.getCell(g)})),g=B[e],null!=g&&(delete B[e],c.push({child:this.getCellForJson(g),insert:!0})),0==c.length){for(e in x)c.push({child:f.getCell(x[e])}),delete x[e];for(e in B)c.push({child:this.getCellForJson(B[e]),insert:!0}),delete B[e]}}}; +EditorUi.prototype.patchCell=function(b,f,k,d){if(null!=f&&null!=k){if(null==d||null==d.xmlValue&&(null==d.value||""==d.value))"value"in k?b.setValue(f,k.value):null!=k.xmlValue&&b.setValue(f,mxUtils.parseXml(k.xmlValue).documentElement);null!=d&&null!=d.style||null==k.style||b.setStyle(f,k.style);null!=k.visible&&b.setVisible(f,1==k.visible);null!=k.collapsed&&b.setCollapsed(f,1==k.collapsed);null!=k.vertex&&(f.vertex=1==k.vertex);null!=k.edge&&(f.edge=1==k.edge);null!=k.connectable&&(f.connectable= +1==k.connectable);null!=k.geometry&&b.setGeometry(f,this.codec.decode(mxUtils.parseXml(k.geometry).documentElement));null!=k.source&&b.setTerminal(f,b.getCell(k.source),!0);null!=k.target&&b.setTerminal(f,b.getCell(k.target),!1);for(var v in k)this.cellProperties[v]||(f[v]=k[v])}};EditorUi.prototype.getXmlForPages=function(b){b=this.getNodeForPages(b);var f=null;null!=b&&(f=mxUtils.getXml(b));return f}; +EditorUi.prototype.getNodeForPages=function(b){var f=null;if(null!=this.fileNode&&null!=b){f=this.fileNode.cloneNode(!1);for(var k=0;k<b.length;k++){var d=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b[k].root));this.editor.graph.saveViewState(b[k].viewState,d);var v=b[k].node.cloneNode(!1);v.appendChild(d);f.appendChild(v)}}return f};EditorUi.prototype.getPagesForXml=function(b){b=mxUtils.parseXml(b);return this.getPagesForNode(b.documentElement)}; +EditorUi.prototype.getPagesForNode=function(b,f){var k=this.editor.extractGraphModel(b,!0,!0);null!=k&&(b=k);f=b.getElementsByTagName(f||"diagram");k=[];if(0<f.length)for(b=0;b<f.length;b++){var d=new DiagramPage(f[b]);this.updatePageRoot(d,!0);k.push(d)}else"mxGraphModel"==b.nodeName&&(d=new DiagramPage(b.ownerDocument.createElement("diagram")),d.setName(mxResources.get("pageWithNumber",[1])),mxUtils.setTextContent(d.node,Graph.compressNode(b,!0)),k.push(d));return k}; +EditorUi.prototype.diffPages=function(b,f){var k=[],d=[],v={},x={},B={},D=null;if(null!=b&&null!=f){for(var K=0;K<f.length;K++)x[f[K].getId()]={page:f[K],prev:D},D=f[K];D=null;for(K=0;K<b.length;K++){var c=b[K].getId();f=x[c];if(null==f)d.push(c);else{var e=this.diffPage(b[K],f.page),g={};mxUtils.isEmptyObject(e)||(g.cells=e);e=this.diffViewState(b[K],f.page);mxUtils.isEmptyObject(e)||(g.view=e);if((null!=f.prev?null==D:null!=D)||null!=D&&null!=f.prev&&D.getId()!=f.prev.getId())g.previous=null!=f.prev? +f.prev.getId():"";null!=f.page.getName()&&b[K].getName()!=f.page.getName()&&(g.name=f.page.getName());mxUtils.isEmptyObject(g)||(B[c]=g)}delete x[b[K].getId()];D=b[K]}for(c in x)f=x[c],k.push({data:mxUtils.getXml(f.page.node),previous:null!=f.prev?f.prev.getId():""});mxUtils.isEmptyObject(B)||(v[EditorUi.DIFF_UPDATE]=B);0<d.length&&(v[EditorUi.DIFF_REMOVE]=d);0<k.length&&(v[EditorUi.DIFF_INSERT]=k)}return v}; +EditorUi.prototype.createCellLookup=function(b,f,k){k=null!=k?k:{};k[b.getId()]={cell:b,prev:f};var d=b.getChildCount();f=null;for(var v=0;v<d;v++){var x=b.getChildAt(v);this.createCellLookup(x,f,k);f=x}return k}; +EditorUi.prototype.diffCellRecursive=function(b,f,k,d,v){d=null!=d?d:{};var x=k[b.getId()];delete k[b.getId()];if(null==x)v.push(b.getId());else{var B=this.diffCell(b,x.cell);if(null!=B.parent||(null!=x.prev?null==f:null!=f)||null!=f&&null!=x.prev&&f.getId()!=x.prev.getId())B.previous=null!=x.prev?x.prev.getId():"";mxUtils.isEmptyObject(B)||(d[b.getId()]=B)}x=b.getChildCount();f=null;for(B=0;B<x;B++){var D=b.getChildAt(B);this.diffCellRecursive(D,f,k,d,v);f=D}return d}; +EditorUi.prototype.diffPage=function(b,f){var k=[],d=[],v={};this.updatePageRoot(b);this.updatePageRoot(f);f=this.createCellLookup(f.root);var x=this.diffCellRecursive(b.root,null,f,x,d),B;for(B in f)b=f[B],k.push(this.getJsonForCell(b.cell,b.prev));mxUtils.isEmptyObject(x)||(v[EditorUi.DIFF_UPDATE]=x);0<d.length&&(v[EditorUi.DIFF_REMOVE]=d);0<k.length&&(v[EditorUi.DIFF_INSERT]=k);return v}; +EditorUi.prototype.diffViewState=function(b,f){b=b.viewState;var k=f.viewState,d={};f==this.currentPage&&(k=this.editor.graph.getViewState());if(null!=b&&null!=k)for(var v in this.viewStateProperties)this.diffViewStateProperty(b,k,v,d);return d};EditorUi.prototype.diffViewStateProperty=function(b,f,k,d){b=JSON.stringify(this.getViewStateProperty(b,k));f=JSON.stringify(this.getViewStateProperty(f,k));b!=f&&(d[k]=f)}; EditorUi.prototype.getViewStateProperty=function(b,f){b=b[f];"backgroundImage"==f&&null!=b&&null!=b.originalSrc?delete b.src:"extFonts"==f&&null==b&&(b=[]);return b}; -EditorUi.prototype.getCellForJson=function(b){var f=null!=b.geometry?this.codec.decode(mxUtils.parseXml(b.geometry).documentElement):null,l=b.value;null!=b.xmlValue&&(l=mxUtils.parseXml(b.xmlValue).documentElement);f=new mxCell(l,f,b.style);f.connectable=0!=b.connectable;f.collapsed=1==b.collapsed;f.visible=0!=b.visible;f.vertex=1==b.vertex;f.edge=1==b.edge;f.id=b.id;for(var d in b)this.cellProperties[d]||(f[d]=b[d]);return f}; -EditorUi.prototype.getJsonForCell=function(b,f){var l={id:b.getId()};b.vertex&&(l.vertex=1);b.edge&&(l.edge=1);b.connectable||(l.connectable=0);null!=b.parent&&(l.parent=b.parent.getId());null!=f&&(l.previous=f.getId());null!=b.source&&(l.source=b.source.getId());null!=b.target&&(l.target=b.target.getId());null!=b.style&&(l.style=b.style);null!=b.geometry&&(l.geometry=mxUtils.getXml(this.codec.encode(b.geometry)));b.collapsed&&(l.collapsed=1);b.visible||(l.visible=0);null!=b.value&&("object"===typeof b.value&& -"number"===typeof b.value.nodeType&&"string"===typeof b.value.nodeName&&"function"===typeof b.value.getAttribute?l.xmlValue=mxUtils.getXml(b.value):l.value=b.value);for(var d in b)this.cellProperties[d]||"function"===typeof b[d]||(l[d]=b[d]);return l}; -EditorUi.prototype.diffCell=function(b,f){function l(D){return null!=D&&"object"===typeof D&&"number"===typeof D.nodeType&&"string"===typeof D.nodeName&&"function"===typeof D.getAttribute}var d={};b.vertex!=f.vertex&&(d.vertex=f.vertex?1:0);b.edge!=f.edge&&(d.edge=f.edge?1:0);b.connectable!=f.connectable&&(d.connectable=f.connectable?1:0);if((null!=b.parent?null==f.parent:null!=f.parent)||null!=b.parent&&null!=f.parent&&b.parent.getId()!=f.parent.getId())d.parent=null!=f.parent?f.parent.getId():""; -if((null!=b.source?null==f.source:null!=f.source)||null!=b.source&&null!=f.source&&b.source.getId()!=f.source.getId())d.source=null!=f.source?f.source.getId():"";if((null!=b.target?null==f.target:null!=f.target)||null!=b.target&&null!=f.target&&b.target.getId()!=f.target.getId())d.target=null!=f.target?f.target.getId():"";l(b.value)&&l(f.value)?b.value.isEqualNode(f.value)||(d.xmlValue=mxUtils.getXml(f.value)):b.value!=f.value&&(l(f.value)?d.xmlValue=mxUtils.getXml(f.value):d.value=null!=f.value? -f.value:null);b.style!=f.style&&(d.style=f.style);b.visible!=f.visible&&(d.visible=f.visible?1:0);b.collapsed!=f.collapsed&&(d.collapsed=f.collapsed?1:0);if(!this.isObjectEqual(b.geometry,f.geometry,new mxGeometry)){var v=this.codec.encode(f.geometry);null!=v&&(d.geometry=mxUtils.getXml(v))}for(var u in b)this.cellProperties[u]||"function"===typeof b[u]||"function"===typeof f[u]||b[u]==f[u]||(d[u]=void 0===f[u]?null:f[u]);for(u in f)u in b||this.cellProperties[u]||"function"===typeof b[u]||"function"=== -typeof f[u]||b[u]==f[u]||(d[u]=void 0===f[u]?null:f[u]);return d};EditorUi.prototype.isObjectEqual=function(b,f,l){if(null==b&&null==f)return!0;if(null!=b?null==f:null!=f)return!1;var d=function(v,u){return null==l||l[v]!=u?!0===u?1:u:void 0};return JSON.stringify(b,d)==JSON.stringify(f,d)};var mxSettings={currentVersion:18,defaultFormatWidth:600>screen.width?"0":"240",key:Editor.settingsKey,getLanguage:function(){return mxSettings.settings.language},setLanguage:function(b){mxSettings.settings.language=b},getUi:function(){return mxSettings.settings.ui},setUi:function(b){var f=localStorage.getItem(".drawio-config");f=null==f?mxSettings.getDefaults():JSON.parse(f);f.ui=b;delete f.isNew;f.version=mxSettings.currentVersion;localStorage.setItem(".drawio-config",JSON.stringify(f))},getShowStartScreen:function(){return mxSettings.settings.showStartScreen}, -setShowStartScreen:function(b){mxSettings.settings.showStartScreen=b},getGridColor:function(b){return b?mxSettings.settings.darkGridColor:mxSettings.settings.gridColor},setGridColor:function(b,f){f?mxSettings.settings.darkGridColor=b:mxSettings.settings.gridColor=b},getAutosave:function(){return mxSettings.settings.autosave},setAutosave:function(b){mxSettings.settings.autosave=b},getResizeImages:function(){return mxSettings.settings.resizeImages},setResizeImages:function(b){mxSettings.settings.resizeImages= -b},getOpenCounter:function(){return mxSettings.settings.openCounter},setOpenCounter:function(b){mxSettings.settings.openCounter=b},setCustomFonts:function(b){mxSettings.settings.customFonts=b},getCustomFonts:function(){for(var b=mxSettings.settings.customFonts||[],f=0;f<b.length;f++)"string"===typeof b[f]&&(b[f]={name:b[f],url:null});return b},getLibraries:function(){return mxSettings.settings.libraries},setLibraries:function(b){mxSettings.settings.libraries=b},addCustomLibrary:function(b){mxSettings.load(); -Array.isArray(mxSettings.settings.customLibraries)||(mxSettings.settings.customLibraries=[]);0>mxUtils.indexOf(mxSettings.settings.customLibraries,b)&&("L.scratchpad"===b?mxSettings.settings.customLibraries.splice(0,0,b):mxSettings.settings.customLibraries.push(b));mxSettings.save()},removeCustomLibrary:function(b){mxSettings.load();mxUtils.remove(b,mxSettings.settings.customLibraries);mxSettings.save()},getCustomLibraries:function(){return mxSettings.settings.customLibraries},getPlugins:function(){return mxSettings.settings.plugins}, -setPlugins:function(b){mxSettings.settings.plugins=b},getRecentColors:function(){return mxSettings.settings.recentColors},setRecentColors:function(b){mxSettings.settings.recentColors=b},getFormatWidth:function(){return parseInt(mxSettings.settings.formatWidth)},setFormatWidth:function(b){mxSettings.settings.formatWidth=b},isCreateTarget:function(){return mxSettings.settings.createTarget},setCreateTarget:function(b){mxSettings.settings.createTarget=b},getPageFormat:function(){return mxSettings.settings.pageFormat}, -setPageFormat:function(b){mxSettings.settings.pageFormat=b},getUnit:function(){return mxSettings.settings.unit||mxConstants.POINTS},setUnit:function(b){mxSettings.settings.unit=b},isRulerOn:function(){return mxSettings.settings.isRulerOn},setRulerOn:function(b){mxSettings.settings.isRulerOn=b},getDraftSaveDelay:function(){return mxSettings.settings.draftSaveDelay},setDraftSaveDelay:function(b){mxSettings.settings.draftSaveDelay=b},getDefaults:function(){return{language:"",configVersion:Editor.configVersion, -customFonts:[],libraries:Sidebar.prototype.defaultEntries,customLibraries:Editor.defaultCustomLibraries,plugins:[],recentColors:[],formatWidth:mxSettings.defaultFormatWidth,createTarget:"1"==urlParams.sketch,pageFormat:mxGraph.prototype.pageFormat,search:!0,showStartScreen:!0,gridColor:mxGraphView.prototype.defaultGridColor,darkGridColor:mxGraphView.prototype.defaultDarkGridColor,autosave:!EditorUi.isElectronApp,resizeImages:null,openCounter:0,version:mxSettings.currentVersion,isNew:!0,unit:mxConstants.POINTS, -isRulerOn:!1}},init:function(){mxSettings.settings=mxSettings.getDefaults()},save:function(){if(isLocalStorage&&"undefined"!==typeof JSON)try{delete mxSettings.settings.isNew,mxSettings.settings.version=mxSettings.currentVersion,localStorage.setItem(mxSettings.key,JSON.stringify(mxSettings.settings))}catch(b){}},load:function(){isLocalStorage&&"undefined"!==typeof JSON&&mxSettings.parse(localStorage.getItem(mxSettings.key));null==mxSettings.settings&&mxSettings.init()},parse:function(b){b=null!=b? -JSON.parse(b):null;null==b||b.configVersion!=Editor.configVersion||null!=Editor.config&&Editor.config.override?(mxSettings.settings=null,mxSettings.init()):(mxSettings.settings=b,null==mxSettings.settings.plugins&&(mxSettings.settings.plugins=[]),null==mxSettings.settings.recentColors&&(mxSettings.settings.recentColors=[]),null==mxSettings.settings.customFonts&&(mxSettings.settings.customFonts=[]),null==mxSettings.settings.libraries&&(mxSettings.settings.libraries=Sidebar.prototype.defaultEntries), -null==mxSettings.settings.customLibraries&&(mxSettings.settings.customLibraries=Editor.defaultCustomLibraries),null==mxSettings.settings.ui&&(mxSettings.settings.ui=""),null==mxSettings.settings.formatWidth&&(mxSettings.settings.formatWidth=mxSettings.defaultFormatWidth),null!=mxSettings.settings.lastAlert&&delete mxSettings.settings.lastAlert,null==mxSettings.settings.createTarget&&(mxSettings.settings.createTarget=!1),null==mxSettings.settings.pageFormat&&(mxSettings.settings.pageFormat=mxGraph.prototype.pageFormat), -null==mxSettings.settings.search&&(mxSettings.settings.search=!0),null==mxSettings.settings.showStartScreen&&(mxSettings.settings.showStartScreen=!0),null==mxSettings.settings.gridColor&&(mxSettings.settings.gridColor=mxGraphView.prototype.defaultGridColor),null==mxSettings.settings.darkGridColor&&(mxSettings.settings.darkGridColor=mxGraphView.prototype.defaultDarkGridColor),null==mxSettings.settings.autosave?mxSettings.settings.autosave=!EditorUi.isElectronApp:EditorUi.isElectronApp&&null==localStorage.getItem("._autoSaveTrans_")&& -(localStorage.setItem("._autoSaveTrans_","1"),mxSettings.settings.autosave=!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); +EditorUi.prototype.getCellForJson=function(b){var f=null!=b.geometry?this.codec.decode(mxUtils.parseXml(b.geometry).documentElement):null,k=b.value;null!=b.xmlValue&&(k=mxUtils.parseXml(b.xmlValue).documentElement);f=new mxCell(k,f,b.style);f.connectable=0!=b.connectable;f.collapsed=1==b.collapsed;f.visible=0!=b.visible;f.vertex=1==b.vertex;f.edge=1==b.edge;f.id=b.id;for(var d in b)this.cellProperties[d]||(f[d]=b[d]);return f}; +EditorUi.prototype.getJsonForCell=function(b,f){var k={id:b.getId()};b.vertex&&(k.vertex=1);b.edge&&(k.edge=1);b.connectable||(k.connectable=0);null!=b.parent&&(k.parent=b.parent.getId());null!=f&&(k.previous=f.getId());null!=b.source&&(k.source=b.source.getId());null!=b.target&&(k.target=b.target.getId());null!=b.style&&(k.style=b.style);null!=b.geometry&&(k.geometry=mxUtils.getXml(this.codec.encode(b.geometry)));b.collapsed&&(k.collapsed=1);b.visible||(k.visible=0);null!=b.value&&("object"===typeof b.value&& +"number"===typeof b.value.nodeType&&"string"===typeof b.value.nodeName&&"function"===typeof b.value.getAttribute?k.xmlValue=mxUtils.getXml(b.value):k.value=b.value);for(var d in b)this.cellProperties[d]||"function"===typeof b[d]||(k[d]=b[d]);return k}; +EditorUi.prototype.diffCell=function(b,f){function k(B){return null!=B&&"object"===typeof B&&"number"===typeof B.nodeType&&"string"===typeof B.nodeName&&"function"===typeof B.getAttribute}var d={};b.vertex!=f.vertex&&(d.vertex=f.vertex?1:0);b.edge!=f.edge&&(d.edge=f.edge?1:0);b.connectable!=f.connectable&&(d.connectable=f.connectable?1:0);if((null!=b.parent?null==f.parent:null!=f.parent)||null!=b.parent&&null!=f.parent&&b.parent.getId()!=f.parent.getId())d.parent=null!=f.parent?f.parent.getId():""; +if((null!=b.source?null==f.source:null!=f.source)||null!=b.source&&null!=f.source&&b.source.getId()!=f.source.getId())d.source=null!=f.source?f.source.getId():"";if((null!=b.target?null==f.target:null!=f.target)||null!=b.target&&null!=f.target&&b.target.getId()!=f.target.getId())d.target=null!=f.target?f.target.getId():"";k(b.value)&&k(f.value)?b.value.isEqualNode(f.value)||(d.xmlValue=mxUtils.getXml(f.value)):b.value!=f.value&&(k(f.value)?d.xmlValue=mxUtils.getXml(f.value):d.value=null!=f.value? +f.value:null);b.style!=f.style&&(d.style=f.style);b.visible!=f.visible&&(d.visible=f.visible?1:0);b.collapsed!=f.collapsed&&(d.collapsed=f.collapsed?1:0);if(!this.isObjectEqual(b.geometry,f.geometry,new mxGeometry)){var v=this.codec.encode(f.geometry);null!=v&&(d.geometry=mxUtils.getXml(v))}for(var x in b)this.cellProperties[x]||"function"===typeof b[x]||"function"===typeof f[x]||b[x]==f[x]||(d[x]=void 0===f[x]?null:f[x]);for(x in f)x in b||this.cellProperties[x]||"function"===typeof b[x]||"function"=== +typeof f[x]||b[x]==f[x]||(d[x]=void 0===f[x]?null:f[x]);return d};EditorUi.prototype.isObjectEqual=function(b,f,k){if(null==b&&null==f)return!0;if(null!=b?null==f:null!=f)return!1;var d=function(v,x){return null==k||k[v]!=x?!0===x?1:x:void 0};return JSON.stringify(b,d)==JSON.stringify(f,d)};var mxSettings={currentVersion:18,defaultFormatWidth:600>screen.width?"0":"240",key:Editor.settingsKey,getLanguage:function(){return mxSettings.settings.language},setLanguage:function(b){mxSettings.settings.language=b},isMainSettings:function(){return".drawio-config"==mxSettings.key},getMainSettings:function(){var b=localStorage.getItem(".drawio-config");null==b?(b=mxSettings.getDefaults(),delete b.isNew):(b=JSON.parse(b),b.version=mxSettings.currentVersion);return b},getUi:function(){return mxSettings.isMainSettings()? +mxSettings.settings.ui:mxSettings.getMainSettings().ui},setUi:function(b){if(mxSettings.isMainSettings()){mxSettings.settings.ui=b;if("kennedy"==b||""==b)mxSettings.settings.darkMode=!1;mxSettings.save()}else{var f=mxSettings.getMainSettings();f.ui=b;"kennedy"==b&&(f.darkMode=!1);localStorage.setItem(".drawio-config",JSON.stringify(f))}},getShowStartScreen:function(){return mxSettings.settings.showStartScreen},setShowStartScreen:function(b){mxSettings.settings.showStartScreen=b},getGridColor:function(b){return b? +mxSettings.settings.darkGridColor:mxSettings.settings.gridColor},setGridColor:function(b,f){f?mxSettings.settings.darkGridColor=b:mxSettings.settings.gridColor=b},getAutosave:function(){return mxSettings.settings.autosave},setAutosave:function(b){mxSettings.settings.autosave=b},getResizeImages:function(){return mxSettings.settings.resizeImages},setResizeImages:function(b){mxSettings.settings.resizeImages=b},getOpenCounter:function(){return mxSettings.settings.openCounter},setOpenCounter:function(b){mxSettings.settings.openCounter= +b},setCustomFonts:function(b){mxSettings.settings.customFonts=b},getCustomFonts:function(){for(var b=mxSettings.settings.customFonts||[],f=0;f<b.length;f++)"string"===typeof b[f]&&(b[f]={name:b[f],url:null});return b},getLibraries:function(){return mxSettings.settings.libraries},setLibraries:function(b){mxSettings.settings.libraries=b},addCustomLibrary:function(b){mxSettings.load();Array.isArray(mxSettings.settings.customLibraries)||(mxSettings.settings.customLibraries=[]);0>mxUtils.indexOf(mxSettings.settings.customLibraries, +b)&&("L.scratchpad"===b?mxSettings.settings.customLibraries.splice(0,0,b):mxSettings.settings.customLibraries.push(b));mxSettings.save()},removeCustomLibrary:function(b){mxSettings.load();mxUtils.remove(b,mxSettings.settings.customLibraries);mxSettings.save()},getCustomLibraries:function(){return mxSettings.settings.customLibraries},getPlugins:function(){return mxSettings.settings.plugins},setPlugins:function(b){mxSettings.settings.plugins=b},getRecentColors:function(){return mxSettings.settings.recentColors}, +setRecentColors:function(b){mxSettings.settings.recentColors=b},getFormatWidth:function(){return parseInt(mxSettings.settings.formatWidth)},setFormatWidth:function(b){mxSettings.settings.formatWidth=b},isCreateTarget:function(){return mxSettings.settings.createTarget},setCreateTarget:function(b){mxSettings.settings.createTarget=b},getPageFormat:function(){return mxSettings.settings.pageFormat},setPageFormat:function(b){mxSettings.settings.pageFormat=b},getUnit:function(){return mxSettings.settings.unit|| +mxConstants.POINTS},setUnit:function(b){mxSettings.settings.unit=b},isRulerOn:function(){return mxSettings.settings.isRulerOn},setRulerOn:function(b){mxSettings.settings.isRulerOn=b},getDraftSaveDelay:function(){return mxSettings.settings.draftSaveDelay},setDraftSaveDelay:function(b){mxSettings.settings.draftSaveDelay=b},getDefaults:function(){return{language:"",configVersion:Editor.configVersion,customFonts:[],libraries:Sidebar.prototype.defaultEntries,customLibraries:Editor.defaultCustomLibraries, +plugins:[],recentColors:[],formatWidth:mxSettings.defaultFormatWidth,createTarget:"1"==urlParams.sketch,pageFormat:mxGraph.prototype.pageFormat,search:!0,showStartScreen:!0,gridColor:mxGraphView.prototype.defaultGridColor,darkGridColor:mxGraphView.prototype.defaultDarkGridColor,autosave:!EditorUi.isElectronApp,resizeImages:null,openCounter:0,version:mxSettings.currentVersion,isNew:!0,unit:mxConstants.POINTS,isRulerOn:!1}},init:function(){mxSettings.settings=mxSettings.getDefaults()},save:function(){if(isLocalStorage&& +"undefined"!==typeof JSON)try{delete mxSettings.settings.isNew,mxSettings.settings.version=mxSettings.currentVersion,localStorage.setItem(mxSettings.key,JSON.stringify(mxSettings.settings))}catch(b){}},load:function(){isLocalStorage&&"undefined"!==typeof JSON&&mxSettings.parse(localStorage.getItem(mxSettings.key));null==mxSettings.settings&&mxSettings.init()},parse:function(b){b=null!=b?JSON.parse(b):null;null==b||b.configVersion!=Editor.configVersion||null!=Editor.config&&Editor.config.override? +(mxSettings.settings=null,mxSettings.init()):(mxSettings.settings=b,null==mxSettings.settings.plugins&&(mxSettings.settings.plugins=[]),null==mxSettings.settings.recentColors&&(mxSettings.settings.recentColors=[]),null==mxSettings.settings.customFonts&&(mxSettings.settings.customFonts=[]),null==mxSettings.settings.libraries&&(mxSettings.settings.libraries=Sidebar.prototype.defaultEntries),null==mxSettings.settings.customLibraries&&(mxSettings.settings.customLibraries=Editor.defaultCustomLibraries), +null==mxSettings.settings.ui&&(mxSettings.settings.ui=""),null==mxSettings.settings.formatWidth&&(mxSettings.settings.formatWidth=mxSettings.defaultFormatWidth),null!=mxSettings.settings.lastAlert&&delete mxSettings.settings.lastAlert,null==mxSettings.settings.createTarget&&(mxSettings.settings.createTarget=!1),null==mxSettings.settings.pageFormat&&(mxSettings.settings.pageFormat=mxGraph.prototype.pageFormat),null==mxSettings.settings.search&&(mxSettings.settings.search=!0),null==mxSettings.settings.showStartScreen&& +(mxSettings.settings.showStartScreen=!0),null==mxSettings.settings.gridColor&&(mxSettings.settings.gridColor=mxGraphView.prototype.defaultGridColor),null==mxSettings.settings.darkGridColor&&(mxSettings.settings.darkGridColor=mxGraphView.prototype.defaultDarkGridColor),null==mxSettings.settings.autosave?mxSettings.settings.autosave=!EditorUi.isElectronApp:EditorUi.isElectronApp&&null==localStorage.getItem("._autoSaveTrans_")&&(localStorage.setItem("._autoSaveTrans_","1"),mxSettings.settings.autosave= +!1,mxSettings.save()),null!=mxSettings.settings.scratchpadSeen&&delete mxSettings.settings.scratchpadSeen)},clear:function(){isLocalStorage&&localStorage.removeItem(mxSettings.key)}};("undefined"==typeof mxLoadSettings||mxLoadSettings)&&mxSettings.load();DrawioFileSync=function(b){mxEventSource.call(this);this.lastActivity=Date.now();this.clientId=Editor.guid();this.ui=b.ui;this.file=b;this.onlineListener=mxUtils.bind(this,function(){this.updateOnlineState();this.isConnected()&&this.fileChangedNotify()});mxEvent.addListener(window,"online",this.onlineListener);this.realtimeListener=mxUtils.bind(this,function(){this.updateOnlineState()});this.file.addListener("realtimeStateChanged",this.realtimeListener);this.autosaveListener=mxUtils.bind(this,function(){this.updateRealtime()}); this.ui.editor.addListener("autosaveChanged",this.autosaveListener);this.visibleListener=mxUtils.bind(this,function(){"hidden"==document.visibilityState?this.isConnected()&&this.stop():this.start()});mxEvent.addListener(document,"visibilitychange",this.visibleListener);this.activityListener=mxUtils.bind(this,function(f){this.lastActivity=Date.now();this.start()});mxEvent.addListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener);mxEvent.addListener(document,"keypress", this.activityListener);mxEvent.addListener(window,"focus",this.activityListener);!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.addListener(document,"touchstart",this.activityListener),mxEvent.addListener(document,"touchmove",this.activityListener));this.file.addListener("realtimeMessage",this.activityListener);this.pusherErrorListener=mxUtils.bind(this,function(f){null!=f.error&&null!=f.error.data&&4004===f.error.data.code&&EditorUi.logError("Error: Pusher Limit",null,this.file.getId())});this.connectionListener= -mxUtils.bind(this,function(){this.updateOnlineState();this.updateStatus();if(this.isConnected())if(this.announced)this.fileChangedNotify();else{var f=this.file.getCurrentUser(),l={a:"join"};null!=f&&(l.name=encodeURIComponent(f.displayName),l.uid=f.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(l))));this.file.stats.msgSent++;this.announced=!0}});this.changeListener=mxUtils.bind(this,function(f){this.file.stats.msgReceived++; -this.lastActivity=Date.now();if(this.enabled&&!this.file.inConflictState&&!this.file.redirectDialogShowing)try{var l=this.stringToObject(f);null!=l&&(EditorUi.debug("DrawioFileSync.message",[this],l,f.length,"bytes"),l.v>DrawioFileSync.PROTOCOL?this.file.redirectToNewApp(mxUtils.bind(this,function(){})):l.v===DrawioFileSync.PROTOCOL&&null!=l.d&&this.handleMessageData(l.d))}catch(d){this.isConnected()&&this.fileChangedNotify()}})};DrawioFileSync.PROTOCOL=6;DrawioFileSync.ENABLE_SOCKETS="0"!=urlParams.sockets; +mxUtils.bind(this,function(){this.updateOnlineState();this.updateStatus();if(this.isConnected())if(this.announced)this.fileChangedNotify();else{var f=this.file.getCurrentUser(),k={a:"join"};null!=f&&(k.name=encodeURIComponent(f.displayName),k.uid=f.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(k))));this.file.stats.msgSent++;this.announced=!0}});this.changeListener=mxUtils.bind(this,function(f){this.file.stats.msgReceived++; +this.lastActivity=Date.now();if(this.enabled&&!this.file.inConflictState&&!this.file.redirectDialogShowing)try{var k=this.stringToObject(f);null!=k&&(EditorUi.debug("DrawioFileSync.message",[this],k,f.length,"bytes"),k.v>DrawioFileSync.PROTOCOL?this.file.redirectToNewApp(mxUtils.bind(this,function(){})):k.v===DrawioFileSync.PROTOCOL&&null!=k.d&&this.handleMessageData(k.d))}catch(d){this.isConnected()&&this.fileChangedNotify()}})};DrawioFileSync.PROTOCOL=6;DrawioFileSync.ENABLE_SOCKETS="0"!=urlParams.sockets; mxUtils.extend(DrawioFileSync,mxEventSource);DrawioFileSync.prototype.maxCacheEntrySize=1E6;DrawioFileSync.prototype.maxSyncMessageSize=9E3;DrawioFileSync.prototype.syncSendMessageDelay=300;DrawioFileSync.prototype.syncReceiveMessageDelay=50;DrawioFileSync.prototype.cleanupDelay=12E3;DrawioFileSync.prototype.syncChangeCounter=0;DrawioFileSync.prototype.enabled=!0;DrawioFileSync.prototype.updateStatusInterval=1E4;DrawioFileSync.prototype.channelId=null;DrawioFileSync.prototype.channel=null; DrawioFileSync.prototype.catchupRetryCount=0;DrawioFileSync.prototype.maxCatchupRetries=15;DrawioFileSync.prototype.maxCacheReadyRetries=1;DrawioFileSync.prototype.cacheReadyDelay=700;DrawioFileSync.prototype.maxOptimisticRetries=6;DrawioFileSync.prototype.inactivityTimeoutSeconds=1800;DrawioFileSync.prototype.lastActivity=null; DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId=this.file.getChannelId());null==this.key&&(this.key=this.file.getChannelKey());if(null==this.pusher&&null!=this.channelId&&"hidden"!=document.visibilityState){this.pusher=this.ui.getPusher();if(null!=this.pusher){try{null!=this.pusher.connection&&this.pusher.connection.bind("error",this.pusherErrorListener)}catch(b){}try{this.pusher.connect(),this.channel=this.pusher.subscribe(this.channelId),EditorUi.debug("DrawioFileSync.start", @@ -12214,119 +12235,114 @@ DrawioFileSync.prototype.start=function(){null==this.channelId&&(this.channelId= DrawioFileSync.prototype.updateRealtime=function(){this.isValidState()&&(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()&&this.isRealtimeActive()?this.file.isRealtime()||this.initRealtime():this.file.isRealtime()&&this.resetRealtime(),DrawioFileSync.ENABLE_SOCKETS&&this.file.isRealtime()&&null==this.p2pCollab&&null!=this.channelId?(this.p2pCollab=new P2PCollab(this.ui,this,this.channelId),this.p2pCollab.joinFile()):this.file.isRealtime()||null==this.p2pCollab||(this.p2pCollab.destroy(), this.p2pCollab=null))};DrawioFileSync.prototype.initRealtime=function(){this.file.theirPages=this.ui.clonePages(this.ui.pages);this.file.ownPages=this.ui.clonePages(this.ui.pages);this.snapshot=this.file.ownPages};DrawioFileSync.prototype.resetRealtime=function(){var b=this.file.getShadowPages();null!=b&&(b=this.ui.diffPages(b,this.file.ownPages),this.file.patch([b]));this.sendLocalChanges();this.cleanup();this.file.theirPages=null;this.snapshot=this.file.ownPages=null}; DrawioFileSync.prototype.isConnected=function(){return null!=this.pusher&&null!=this.pusher.connection?"connected"==this.pusher.connection.state:!1}; -DrawioFileSync.prototype.updateOnlineState=function(){if("1"!=urlParams.embedRT){var b=mxUtils.bind(this,function(d){mxEvent.addListener(d,"click",mxUtils.bind(this,function(v){if(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()){v=this.file.getRealtimeState();var u=mxResources.get("disconnected");this.file.invalidChecksum?u=mxResources.get("error")+": "+mxResources.get("checksum"):this.ui.isOffline(!0)||!this.isConnected()?u=mxResources.get("offline"):1==v&&(u=mxResources.get("online")); -this.ui.showError(mxResources.get("realtimeCollaboration"),mxUtils.htmlEntities(u))}else this.enabled=!this.enabled,this.ui.updateButtonContainer(),this.resetUpdateStatusThread(),this.updateOnlineState(),this.updateStatus(),!this.file.inConflictState&&this.enabled&&this.fileChangedNotify()}))});if(null!=this.ui.toolbarContainer&&null==this.collaboratorsElement){var f=document.createElement("a");f.className="geButton";f.style.position="absolute";f.style.display="inline-block";f.style.verticalAlign= -"bottom";f.style.color="#666";f.style.top="6px";f.style.right="atlas"!=uiTheme?"70px":"50px";f.style.padding="2px";f.style.fontSize="8pt";f.style.verticalAlign="middle";f.style.textDecoration="none";f.style.backgroundPosition="center center";f.style.backgroundRepeat="no-repeat";f.style.backgroundSize="16px 16px";f.style.width="16px";f.style.height="16px";mxUtils.setOpacity(f,60);"dark"==uiTheme&&(f.style.filter="invert(100%)");mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this, -function(d){d.preventDefault()}));b(f);this.ui.toolbarContainer.appendChild(f);this.collaboratorsElement=f}if(null!=this.collaboratorsElement){this.collaboratorsElement.style.display="inline-block";var l=Editor.cloudImage;b="";this.enabled?this.file.invalidChecksum?(b=mxResources.get("error")+": "+mxResources.get("checksum"),l=Editor.syncProblemImage):this.ui.isOffline(!0)||!this.isConnected()?(b=mxResources.get("offline"),l=Editor.cloudOffImage):(b=mxResources.get("online"),this.file.isRealtimeEnabled()&& -this.file.isRealtimeSupported()&&(f=this.file.getRealtimeError(),l=this.file.getRealtimeState(),b=mxResources.get("realtimeCollaboration"),1==l?(this.collaboratorsElement.style.display="none",l=Editor.syncImage):(l=Editor.syncProblemImage,b=null!=f&&null!=f.message?b+(" ("+f.message+")"):b+(" ("+mxResources.get("disconnected")+")")))):(b=mxResources.get("disconnected"),l=Editor.cloudOffImage);this.collaboratorsElement.setAttribute("title",b);this.collaboratorsElement.style.backgroundImage="url("+ -l+")"}}}; -DrawioFileSync.prototype.updateStatus=function(){this.isConnected()&&null!=this.lastActivity&&(Date.now()-this.lastActivity)/1E3>this.inactivityTimeoutSeconds&&this.stop();if(!(this.file.isModified()||this.file.inConflictState||null!=this.file.autosaveThread||this.file.savingFile||this.file.redirectDialogShowing))if(this.enabled&&null!=this.ui.statusContainer){var b=this.ui.timeSince(new Date(this.lastModified));null==b&&(b=mxResources.get("lessThanAMinute"));var f=this.file.isRevisionHistorySupported(),l= -this.lastMessage;this.lastMessage=null;null!=l&&40<l.length&&(l=l.substring(0,40)+"...");b=mxResources.get("lastChange",[b]);this.ui.editor.setStatus('<div title="'+mxUtils.htmlEntities(b)+'">'+mxUtils.htmlEntities(b)+"</div>"+(this.file.isEditable()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</div>")+(this.isConnected()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("disconnected"))+"</div>")+(null!=l?' <span title="'+mxUtils.htmlEntities(l)+ -'">('+mxUtils.htmlEntities(l)+")</span>":""));l=this.ui.statusContainer.getElementsByTagName("div");0<l.length&&f&&(l[0].style.display="inline-block",f&&(l[0].style.cursor="pointer",l[0].style.textDecoration="underline",mxEvent.addListener(l[0],"click",mxUtils.bind(this,function(){this.ui.actions.get("revisionHistory").funct()}))));f=this.ui.statusContainer.getElementsByTagName("span");if(0<f.length){var d=f[0];d.style.opacity="0";mxUtils.setPrefixedStyle(d.style,"transition","all 0.2s ease");window.setTimeout(mxUtils.bind(this, +DrawioFileSync.prototype.updateOnlineState=function(){if("1"!=urlParams.embedRT){var b=mxUtils.bind(this,function(d){mxEvent.addListener(d,"click",mxUtils.bind(this,function(v){if(this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()){v=this.file.getRealtimeState();var x=mxResources.get("disconnected");this.file.invalidChecksum?x=mxResources.get("error")+": "+mxResources.get("checksum"):this.ui.isOffline(!0)||!this.isConnected()?x=mxResources.get("offline"):1==v&&(x=mxResources.get("online")); +this.ui.showError(mxResources.get("realtimeCollaboration"),mxUtils.htmlEntities(x))}else this.enabled=!this.enabled,this.ui.updateButtonContainer(),this.resetUpdateStatusThread(),this.updateOnlineState(),this.updateStatus(),!this.file.inConflictState&&this.enabled&&this.fileChangedNotify()}))});if(null!=this.ui.toolbarContainer&&null==this.collaboratorsElement){var f=document.createElement("a");f.className="geButton geAdaptiveAsset";f.style.position="absolute";f.style.display="inline-block";f.style.verticalAlign= +"bottom";f.style.color="#666";f.style.top="6px";f.style.right="atlas"!=uiTheme?"90px":"50px";f.style.padding="2px";f.style.fontSize="8pt";f.style.verticalAlign="middle";f.style.textDecoration="none";f.style.backgroundPosition="center center";f.style.backgroundRepeat="no-repeat";f.style.backgroundSize="16px 16px";f.style.width="16px";f.style.height="16px";mxUtils.setOpacity(f,60);mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()})); +b(f);this.ui.toolbarContainer.appendChild(f);this.collaboratorsElement=f}if(null!=this.collaboratorsElement){this.collaboratorsElement.style.display="inline-block";var k=Editor.cloudImage;b="";this.enabled?this.file.invalidChecksum?(b=mxResources.get("error")+": "+mxResources.get("checksum"),k=Editor.syncProblemImage):this.ui.isOffline(!0)||!this.isConnected()?(b=mxResources.get("offline"),k=Editor.cloudOffImage):(b=mxResources.get("online"),this.file.isRealtimeEnabled()&&this.file.isRealtimeSupported()&& +(f=this.file.getRealtimeError(),k=this.file.getRealtimeState(),b=mxResources.get("realtimeCollaboration"),1==k?(this.collaboratorsElement.style.display="none",k=Editor.syncImage):(k=Editor.syncProblemImage,b=null!=f&&null!=f.message?b+(" ("+f.message+")"):b+(" ("+mxResources.get("disconnected")+")")))):(b=mxResources.get("disconnected"),k=Editor.cloudOffImage);this.collaboratorsElement.setAttribute("title",b);this.collaboratorsElement.style.backgroundImage="url("+k+")"}}}; +DrawioFileSync.prototype.updateStatus=function(){this.isConnected()&&null!=this.lastActivity&&(Date.now()-this.lastActivity)/1E3>this.inactivityTimeoutSeconds&&this.stop();if(!(this.file.isModified()||this.file.inConflictState||null!=this.file.autosaveThread||this.file.savingFile||this.file.redirectDialogShowing))if(this.enabled&&null!=this.ui.statusContainer){var b=this.ui.timeSince(new Date(this.lastModified));null==b&&(b=mxResources.get("lessThanAMinute"));var f=this.file.isRevisionHistorySupported(), +k=this.lastMessage;this.lastMessage=null;null!=k&&40<k.length&&(k=k.substring(0,40)+"...");b=mxResources.get("lastChange",[b]);this.ui.editor.setStatus('<div title="'+mxUtils.htmlEntities(b)+'">'+mxUtils.htmlEntities(b)+"</div>"+(this.file.isEditable()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</div>")+(this.isConnected()?"":'<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("disconnected"))+"</div>")+(null!=k?' <span title="'+mxUtils.htmlEntities(k)+ +'">('+mxUtils.htmlEntities(k)+")</span>":""));k=this.ui.statusContainer.getElementsByTagName("div");0<k.length&&f&&(k[0].style.display="inline-block",f&&(k[0].style.cursor="pointer",k[0].style.textDecoration="underline",mxEvent.addListener(k[0],"click",mxUtils.bind(this,function(){this.ui.actions.get("revisionHistory").funct()}))));f=this.ui.statusContainer.getElementsByTagName("span");if(0<f.length){var d=f[0];d.style.opacity="0";mxUtils.setPrefixedStyle(d.style,"transition","all 0.2s ease");window.setTimeout(mxUtils.bind(this, function(){mxUtils.setOpacity(d,100);mxUtils.setPrefixedStyle(d.style,"transition","all 1s ease");window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(d,0);window.setTimeout(mxUtils.bind(this,function(){this.updateStatus()}),1E3)}),this.updateStatusInterval/2)}),0)}this.resetUpdateStatusThread()}else this.file.addAllSavedStatus()}; DrawioFileSync.prototype.resetUpdateStatusThread=function(){null!=this.updateStatusThread&&window.clearInterval(this.updateStatusThread);null!=this.channel&&(this.updateStatusThread=window.setInterval(mxUtils.bind(this,function(){this.updateStatus()}),this.updateStatusInterval))};DrawioFileSync.prototype.installListeners=function(){null!=this.pusher&&null!=this.pusher.connection&&this.pusher.connection.bind("state_change",this.connectionListener);null!=this.channel&&this.channel.bind("changed",this.changeListener)}; DrawioFileSync.prototype.handleMessageData=function(b){if("desc"==b.a)this.file.savingFile||this.reloadDescriptor();else if("join"==b.a||"leave"==b.a)"join"==b.a&&this.file.stats.joined++,null!=b.name&&(this.lastMessage=mxResources.get("join"==b.a?"userJoined":"userLeft",[decodeURIComponent(b.name)]),this.resetUpdateStatusThread(),this.updateStatus());else if("change"==b.a)this.receiveRemoteChanges(b);else if(null!=b.m){var f=new Date(b.m);if(null==this.lastMessageModified||this.lastMessageModified< f)this.lastMessageModified=f,this.fileChangedNotify(b)}};DrawioFileSync.prototype.isValidState=function(){return this.ui.getCurrentFile()==this.file&&this.file.sync==this&&!this.file.invalidChecksum&&!this.file.redirectDialogShowing}; -DrawioFileSync.prototype.optimisticSync=function(b){null==this.reloadThread&&(b=null!=b?b:0,b<this.maxOptimisticRetries&&(this.reloadThread=window.setTimeout(mxUtils.bind(this,function(){this.file.getLatestVersion(mxUtils.bind(this,function(f){this.reloadThread=null;if(null!=f){var l=this.file.getCurrentRevisionId(),d=f.getCurrentRevisionId();l==d?this.optimisticSync(b+1):this.file.mergeFile(f,mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus()}))}}), +DrawioFileSync.prototype.optimisticSync=function(b){null==this.reloadThread&&(b=null!=b?b:0,b<this.maxOptimisticRetries&&(this.reloadThread=window.setTimeout(mxUtils.bind(this,function(){this.file.getLatestVersion(mxUtils.bind(this,function(f){this.reloadThread=null;if(null!=f){var k=this.file.getCurrentRevisionId(),d=f.getCurrentRevisionId();k==d?this.optimisticSync(b+1):this.file.mergeFile(f,mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus()}))}}), mxUtils.bind(this,function(){this.reloadThread=null}))}),(b+1)*this.file.optimisticSyncDelay)),EditorUi.debug("DrawioFileSync.optimisticSync",[this],"attempt",b,"of",this.maxOptimisticRetries))}; -DrawioFileSync.prototype.fileChangedNotify=function(b){if(this.isValidState())if(this.file.savingFile)this.remoteFileChanged=!0;else if(null!=b&&"optimistic"==b.type)this.optimisticSync();else var f=this.fileChanged(mxUtils.bind(this,function(l){this.updateStatus()}),mxUtils.bind(this,function(l){this.file.handleFileError(l)}),mxUtils.bind(this,function(){return!this.file.savingFile&&this.notifyThread!=f}),!0)}; +DrawioFileSync.prototype.fileChangedNotify=function(b){if(this.isValidState())if(this.file.savingFile)this.remoteFileChanged=!0;else if(null!=b&&"optimistic"==b.type)this.optimisticSync();else var f=this.fileChanged(mxUtils.bind(this,function(k){this.updateStatus()}),mxUtils.bind(this,function(k){this.file.handleFileError(k)}),mxUtils.bind(this,function(){return!this.file.savingFile&&this.notifyThread!=f}),!0)}; DrawioFileSync.prototype.localFileChanged=function(){this.file.isRealtime()&&(window.clearTimeout(this.triggerSendThread),this.localFileWasChanged=!0,this.scheduleCleanup(!0),this.triggerSendThread=window.setTimeout(mxUtils.bind(this,function(){this.sendLocalChanges()}),Math.min(this.file.autosaveDelay,this.syncSendMessageDelay-20)))}; -DrawioFileSync.prototype.doSendLocalChanges=function(b){if(!this.file.ignorePatches(b)){var f=this.clientId+"."+this.syncChangeCounter++;f={a:"change",c:b,id:f,t:Date.now()};f=encodeURIComponent(this.objectToString(this.createMessage(f)));var l=!1;null!=this.p2pCollab?this.p2pCollab.sendDiff(f):"1"==urlParams.dev&&(0==this.maxSyncMessageSize||f.length<this.maxSyncMessageSize)?mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+f):l=!0;EditorUi.debug("DrawioFileSync.doSendLocalChanges",[this], -"changes",b,f.length,"bytes",l?"(skipped)":"")}}; -DrawioFileSync.prototype.receiveRemoteChanges=function(b){this.file.ignorePatches(b.c)||(null==this.receivedData?(this.receivedData=[b],window.setTimeout(mxUtils.bind(this,function(){if(this.ui.getCurrentFile()==this.file)if(1==this.receivedData.length)this.doReceiveRemoteChanges(this.receivedData[0].c);else{this.receivedData.sort(function(v,u){return v.id<u.id?-1:v.id>u.id?1:0});for(var f=null,l=0;l<this.receivedData.length;l++){var d=JSON.stringify(this.receivedData[l].c);d!=f&&this.doReceiveRemoteChanges(this.receivedData[l].c); +DrawioFileSync.prototype.doSendLocalChanges=function(b){if(!this.file.ignorePatches(b)){var f=this.clientId+"."+this.syncChangeCounter++;f={a:"change",c:b,id:f,t:Date.now()};f=encodeURIComponent(this.objectToString(this.createMessage(f)));var k=!1;null!=this.p2pCollab?this.p2pCollab.sendDiff(f):"1"==urlParams.dev&&(0==this.maxSyncMessageSize||f.length<this.maxSyncMessageSize)?mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+f):k=!0;EditorUi.debug("DrawioFileSync.doSendLocalChanges",[this], +"changes",b,f.length,"bytes",k?"(skipped)":"")}}; +DrawioFileSync.prototype.receiveRemoteChanges=function(b){this.file.ignorePatches(b.c)||(null==this.receivedData?(this.receivedData=[b],window.setTimeout(mxUtils.bind(this,function(){if(this.ui.getCurrentFile()==this.file)if(1==this.receivedData.length)this.doReceiveRemoteChanges(this.receivedData[0].c);else{this.receivedData.sort(function(v,x){return v.id<x.id?-1:v.id>x.id?1:0});for(var f=null,k=0;k<this.receivedData.length;k++){var d=JSON.stringify(this.receivedData[k].c);d!=f&&this.doReceiveRemoteChanges(this.receivedData[k].c); f=d}}this.receivedData=null}),this.syncReceiveMessageDelay)):this.receivedData.push(b))};DrawioFileSync.prototype.scheduleCleanup=function(b){b?null!=this.cleanupThread&&this.scheduleCleanup():(window.clearTimeout(this.cleanupThread),this.cleanupThread=window.setTimeout(mxUtils.bind(this,function(){this.cleanupThread=null;this.cleanup(null,mxUtils.bind(this,function(f){this.file.handleFileError(f)}))}),this.cleanupDelay))}; -DrawioFileSync.prototype.cleanup=function(b,f,l){window.clearTimeout(this.cleanupThread);if(this.isValidState()&&!this.file.inConflictState&&this.file.isRealtime()&&!this.file.isModified()){var d=[this.ui.diffPages(this.ui.pages,this.file.ownPages)];this.file.theirPages=this.ui.clonePages(this.file.ownPages);this.file.ignorePatches(d)||this.file.patch(d);EditorUi.debug("DrawioFileSync.cleanup",[this],"patches",d,"checkFile",l);l?this.file.getLatestVersion(mxUtils.bind(this,function(v){try{if(this.isValidState()&& -!this.file.inConflictState&&this.file.isRealtime()){var u=this.ui.getPagesForXml(v.data);d=[this.ui.diffPages(this.ui.pages,u),this.ui.diffPages(u,this.file.ownPages)];this.file.ignorePatches(d)||this.file.patch(d);EditorUi.debug("DrawioFileSync.cleanup",[this],"newFile",v,"patches",d)}null!=b&&b()}catch(D){null!=f&&f(D)}}),f):null!=b&&b()}else null!=b&&(b(),EditorUi.debug("DrawioFileSync.cleanup",[this],"checkFile",l,"modified",this.file.isModified()))}; +DrawioFileSync.prototype.cleanup=function(b,f,k){window.clearTimeout(this.cleanupThread);if(this.isValidState()&&!this.file.inConflictState&&this.file.isRealtime()&&!this.file.isModified()){var d=[this.ui.diffPages(this.ui.pages,this.file.ownPages)];this.file.theirPages=this.ui.clonePages(this.file.ownPages);this.file.ignorePatches(d)||this.file.patch(d);EditorUi.debug("DrawioFileSync.cleanup",[this],"patches",d,"checkFile",k);k?this.file.getLatestVersion(mxUtils.bind(this,function(v){try{if(this.isValidState()&& +!this.file.inConflictState&&this.file.isRealtime()){var x=this.ui.getPagesForXml(v.data);d=[this.ui.diffPages(this.ui.pages,x),this.ui.diffPages(x,this.file.ownPages)];this.file.ignorePatches(d)||this.file.patch(d);EditorUi.debug("DrawioFileSync.cleanup",[this],"newFile",v,"patches",d)}null!=b&&b()}catch(B){null!=f&&f(B)}}),f):null!=b&&b()}else null!=b&&(b(),EditorUi.debug("DrawioFileSync.cleanup",[this],"checkFile",k,"modified",this.file.isModified()))}; DrawioFileSync.prototype.extractLocal=function(b){return mxUtils.isEmptyObject(b)?{}:this.ui.diffPages(this.file.theirPages,this.ui.patchPages(this.ui.clonePages(this.file.theirPages),b))}; -DrawioFileSync.prototype.extractRemove=function(b){var f={};null!=b[EditorUi.DIFF_REMOVE]&&(f[EditorUi.DIFF_REMOVE]=b[EditorUi.DIFF_REMOVE]);if(null!=b[EditorUi.DIFF_UPDATE])for(var l in b[EditorUi.DIFF_UPDATE]){var d=b[EditorUi.DIFF_UPDATE][l];if(null!=d.cells&&null!=d.cells[EditorUi.DIFF_REMOVE]){null==f[EditorUi.DIFF_UPDATE]&&(f[EditorUi.DIFF_UPDATE]={});f[EditorUi.DIFF_UPDATE][l]={};var v=f[EditorUi.DIFF_UPDATE][l];v.cells={};v.cells[EditorUi.DIFF_REMOVE]=d.cells[EditorUi.DIFF_REMOVE]}}return f}; -DrawioFileSync.prototype.patchRealtime=function(b,f,l){var d=null;if(this.file.isRealtime()){d=this.extractRemove(this.ui.diffPages(this.file.getShadowPages(),this.ui.pages));var v=this.extractRemove(this.extractLocal(d)),u=(null==l?b:b.concat(l)).concat([v]);this.file.ownPages=this.ui.applyPatches(this.file.ownPages,u,!0,f);mxUtils.isEmptyObject(v)?this.scheduleCleanup():this.file.fileChanged(!1);EditorUi.debug("DrawioFileSync.patchRealtime",[this],"patches",b,"backup",f,"own",l,"all",d,"local", -v,"applied",u)}return d};DrawioFileSync.prototype.isRealtimeActive=function(){return this.ui.editor.autosave}; -DrawioFileSync.prototype.sendLocalChanges=function(){try{if(this.file.isRealtime()&&this.localFileWasChanged){var b=this.ui.clonePages(this.ui.pages),f=this.ui.diffPages(this.snapshot,b);this.file.ownPages=this.ui.patchPages(this.file.ownPages,f,!0);this.snapshot=b;this.isRealtimeActive()&&this.doSendLocalChanges([f])}this.localFileWasChanged=!1}catch(l){b=this.file.getCurrentUser(),b=null!=b?b.id:"unknown",EditorUi.logError("Error in sendLocalChanges",null,this.file.getMode()+"."+this.file.getId(), -b,l)}};DrawioFileSync.prototype.doReceiveRemoteChanges=function(b){this.file.isRealtime()&&this.isRealtimeActive()&&(this.sendLocalChanges(),this.file.patch(b),this.file.theirPages=this.ui.applyPatches(this.file.theirPages,b),this.scheduleCleanup(),EditorUi.debug("DrawioFileSync.doReceiveRemoteChanges",[this],"changes",b))}; -DrawioFileSync.prototype.merge=function(b,f,l,d,v,u){try{this.file.stats.merged++;this.lastModified=new Date;var D=this.file.getDescriptorRevisionId(l);if(!this.file.ignorePatches(b)){this.sendLocalChanges();var c=this.file.getShadowPages();this.file.backupPatch=this.file.isModified()&&!this.file.isRealtime()?this.ui.diffPages(c,this.ui.pages):null;var e=this.file.isRealtime()?this.ui.diffPages(c,this.file.ownPages):null;c=this.ui.applyPatches(c,b);var g=null==f?null:this.ui.getHashValueForPages(c); -this.file.setShadowPages(c);EditorUi.debug("DrawioFileSync.merge",[this],"patches",b,"backup",this.file.backupPatch,"pending",e,"checksum",f,"current",g,"valid",f==g,"attempt",this.catchupRetryCount,"of",this.maxCatchupRetries,"from",this.file.getCurrentRevisionId(),"to",D,"etag",this.file.getDescriptorEtag(l));if(null!=f&&f!=g){var k=this.ui.hashValue(D),m=this.ui.hashValue(this.file.getCurrentRevisionId());this.file.checksumError(v,b,"From: "+m+"\nTo: "+k+"\nChecksum: "+f+"\nCurrent: "+g,D,"merge"); -"1"==urlParams.test&&EditorUi.debug("DrawioFileSync.merge.checksumError",[this],"data",[this.file.data,this.file.createData(),this.ui.getXmlForPages(c)]);return}null==this.patchRealtime(b,null,e)&&this.file.patch(b,DrawioFile.LAST_WRITE_WINS?this.file.backupPatch:null)}this.file.invalidChecksum=!1;this.file.inConflictState=!1;this.file.patchDescriptor(this.file.getDescriptor(),l);this.file.backupPatch=null;null!=d&&d(!0)}catch(y){this.file.inConflictState=!0;this.file.invalidChecksum=!0;this.file.descriptorChanged(); -null!=v&&v(y);try{if(this.file.errorReportsEnabled)m=this.ui.hashValue(this.file.getCurrentRevisionId()),k=this.ui.hashValue(D),this.file.sendErrorReport("Error in merge","From: "+m+"\nTo: "+k+"\nChecksum: "+f+"\nPatches:\n"+this.file.compressReportData(JSON.stringify(b,null,2)),y);else{var p=this.file.getCurrentUser(),x=null!=p?p.id:"unknown";EditorUi.logError("Error in merge",null,this.file.getMode()+"."+this.file.getId(),x,y)}}catch(A){}}}; -DrawioFileSync.prototype.fileChanged=function(b,f,l,d){var v=window.setTimeout(mxUtils.bind(this,function(){null!=l&&l()||(EditorUi.debug("DrawioFileSync.fileChanged",[this],"lazy",d,"valid",this.isValidState()),this.isValidState()?this.file.loadPatchDescriptor(mxUtils.bind(this,function(u){null!=l&&l()||(this.isValidState()?this.catchup(u,b,f,l):null!=f&&f())}),f):null!=f&&f())}),d?this.cacheReadyDelay:0);return this.notifyThread=v}; +DrawioFileSync.prototype.extractRemove=function(b){var f={};null!=b[EditorUi.DIFF_REMOVE]&&(f[EditorUi.DIFF_REMOVE]=b[EditorUi.DIFF_REMOVE]);if(null!=b[EditorUi.DIFF_UPDATE])for(var k in b[EditorUi.DIFF_UPDATE]){var d=b[EditorUi.DIFF_UPDATE][k];if(null!=d.cells&&null!=d.cells[EditorUi.DIFF_REMOVE]){null==f[EditorUi.DIFF_UPDATE]&&(f[EditorUi.DIFF_UPDATE]={});f[EditorUi.DIFF_UPDATE][k]={};var v=f[EditorUi.DIFF_UPDATE][k];v.cells={};v.cells[EditorUi.DIFF_REMOVE]=d.cells[EditorUi.DIFF_REMOVE]}}return f}; +DrawioFileSync.prototype.patchRealtime=function(b,f,k){var d=null;if(this.file.isRealtime()){d=this.extractRemove(this.ui.diffPages(this.file.getShadowPages(),this.ui.pages));var v=this.extractRemove(this.extractLocal(d)),x=(null==k?b:b.concat(k)).concat([v]);this.file.ownPages=this.ui.applyPatches(this.file.ownPages,x,!0,f);mxUtils.isEmptyObject(v)?this.scheduleCleanup():this.file.fileChanged(!1);EditorUi.debug("DrawioFileSync.patchRealtime",[this],"patches",b,"backup",f,"own",k,"all",d,"local", +v,"applied",x)}return d};DrawioFileSync.prototype.isRealtimeActive=function(){return this.ui.editor.autosave}; +DrawioFileSync.prototype.sendLocalChanges=function(){try{if(this.file.isRealtime()&&this.localFileWasChanged){var b=this.ui.clonePages(this.ui.pages),f=this.ui.diffPages(this.snapshot,b);this.file.ownPages=this.ui.patchPages(this.file.ownPages,f,!0);this.snapshot=b;this.isRealtimeActive()&&this.doSendLocalChanges([f])}this.localFileWasChanged=!1}catch(k){b=this.file.getCurrentUser(),b=null!=b?b.id:"unknown",EditorUi.logError("Error in sendLocalChanges",null,this.file.getMode()+"."+this.file.getId(), +b,k)}};DrawioFileSync.prototype.doReceiveRemoteChanges=function(b){this.file.isRealtime()&&this.isRealtimeActive()&&(this.sendLocalChanges(),this.file.patch(b),this.file.theirPages=this.ui.applyPatches(this.file.theirPages,b),this.scheduleCleanup(),EditorUi.debug("DrawioFileSync.doReceiveRemoteChanges",[this],"changes",b))}; +DrawioFileSync.prototype.merge=function(b,f,k,d,v,x){try{this.file.stats.merged++;this.lastModified=new Date;var B=this.file.getDescriptorRevisionId(k);if(!this.file.ignorePatches(b)){this.sendLocalChanges();var D=this.file.getShadowPages();this.file.backupPatch=this.file.isModified()&&!this.file.isRealtime()?this.ui.diffPages(D,this.ui.pages):null;var K=this.file.isRealtime()?this.ui.diffPages(D,this.file.ownPages):null;D=this.ui.applyPatches(D,b);var c=null==f?null:this.ui.getHashValueForPages(D); +this.file.setShadowPages(D);EditorUi.debug("DrawioFileSync.merge",[this],"patches",b,"backup",this.file.backupPatch,"pending",K,"checksum",f,"current",c,"valid",f==c,"attempt",this.catchupRetryCount,"of",this.maxCatchupRetries,"from",this.file.getCurrentRevisionId(),"to",B,"etag",this.file.getDescriptorEtag(k));if(null!=f&&f!=c){var e=this.ui.hashValue(B),g=this.ui.hashValue(this.file.getCurrentRevisionId());this.file.checksumError(v,b,"From: "+g+"\nTo: "+e+"\nChecksum: "+f+"\nCurrent: "+c,B,"merge"); +"1"==urlParams.test&&EditorUi.debug("DrawioFileSync.merge.checksumError",[this],"data",[this.file.data,this.file.createData(),this.ui.getXmlForPages(D)]);return}null==this.patchRealtime(b,null,K)&&this.file.patch(b,DrawioFile.LAST_WRITE_WINS?this.file.backupPatch:null)}this.file.invalidChecksum=!1;this.file.inConflictState=!1;this.file.patchDescriptor(this.file.getDescriptor(),k);this.file.backupPatch=null;null!=d&&d(!0)}catch(p){this.file.inConflictState=!0;this.file.invalidChecksum=!0;this.file.descriptorChanged(); +null!=v&&v(p);try{if(this.file.errorReportsEnabled)g=this.ui.hashValue(this.file.getCurrentRevisionId()),e=this.ui.hashValue(B),this.file.sendErrorReport("Error in merge","From: "+g+"\nTo: "+e+"\nChecksum: "+f+"\nPatches:\n"+this.file.compressReportData(JSON.stringify(b,null,2)),p);else{var q=this.file.getCurrentUser(),n=null!=q?q.id:"unknown";EditorUi.logError("Error in merge",null,this.file.getMode()+"."+this.file.getId(),n,p)}}catch(z){}}}; +DrawioFileSync.prototype.fileChanged=function(b,f,k,d){var v=window.setTimeout(mxUtils.bind(this,function(){null!=k&&k()||(EditorUi.debug("DrawioFileSync.fileChanged",[this],"lazy",d,"valid",this.isValidState()),this.isValidState()?this.file.loadPatchDescriptor(mxUtils.bind(this,function(x){null!=k&&k()||(this.isValidState()?this.catchup(x,b,f,k):null!=f&&f())}),f):null!=f&&f())}),d?this.cacheReadyDelay:0);return this.notifyThread=v}; DrawioFileSync.prototype.reloadDescriptor=function(){this.file.loadDescriptor(mxUtils.bind(this,function(b){null!=b?(this.file.setDescriptorRevisionId(b,this.file.getCurrentRevisionId()),this.updateDescriptor(b),this.fileChangedNotify()):(this.file.inConflictState=!0,this.file.handleFileError())}),mxUtils.bind(this,function(b){this.file.inConflictState=!0;this.file.handleFileError(b)}))}; DrawioFileSync.prototype.updateDescriptor=function(b){this.file.setDescriptor(b);this.file.descriptorChanged();this.start()}; -DrawioFileSync.prototype.catchup=function(b,f,l,d){if(null!=b&&(null==d||!d())){var v=this.file.getCurrentRevisionId(),u=this.file.getDescriptorRevisionId(b);EditorUi.debug("DrawioFileSync.catchup",[this],"desc",[b],"from",v,"to",u,"valid",this.isValidState());if(v==u)this.file.patchDescriptor(this.file.getDescriptor(),b),null!=f&&f(!0);else if(this.isValidState()){var D=this.file.getDescriptorSecret(b);if(null==D||"1"==urlParams.lockdown)this.reload(f,l,d);else{var c=0,e=!1,g=mxUtils.bind(this,function(){if(null== -d||!d())if(v!=this.file.getCurrentRevisionId())null!=f&&f(!0);else if(this.isValidState()){this.scheduleCleanup(!0);var k=!0,m=window.setTimeout(mxUtils.bind(this,function(){k=!1;this.reload(f,l,d)}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&from="+encodeURIComponent(v)+"&to="+encodeURIComponent(u)+(null!=D?"&secret="+encodeURIComponent(D):""),mxUtils.bind(this,function(p){this.file.stats.bytesReceived+=p.getText().length;window.clearTimeout(m);if(k&& -(null==d||!d()))if(v!=this.file.getCurrentRevisionId())null!=f&&f(!0);else if(this.isValidState()){var x=null,y=[];EditorUi.debug("DrawioFileSync.doCatchup",[this],"req",[p],"status",p.getStatus(),"cacheReadyRetryCount",c,"maxCacheReadyRetries",this.maxCacheReadyRetries);if(200<=p.getStatus()&&299>=p.getStatus()&&0<p.getText().length)try{var A=JSON.parse(p.getText());if(null!=A&&0<A.length)for(var z=0;z<A.length;z++){var L=this.stringToObject(A[z]);if(L.v>DrawioFileSync.PROTOCOL){e=!0;y=[];break}else if(L.v=== -DrawioFileSync.PROTOCOL&&null!=L.d)x=L.d.checksum,y.push(L.d.patch);else{e=!0;y=[];break}}EditorUi.debug("DrawioFileSync.doCatchup",[this],"response",[A],"failed",e,"temp",y,"checksum",x)}catch(N){y=[],null!=window.console&&"1"==urlParams.test&&console.log(N)}try{0<y.length?(this.file.stats.cacheHits++,this.merge(y,x,b,f,l,d)):c<=this.maxCacheReadyRetries-1&&!e&&401!=p.getStatus()&&503!=p.getStatus()&&410!=p.getStatus()?(c++,this.file.stats.cacheMiss++,window.setTimeout(g,(c+1)*this.cacheReadyDelay)): -(this.file.stats.cacheFail++,this.reload(f,l,d))}catch(N){null!=l&&l(N)}}else null!=l&&l()}))}else null!=l&&l()});window.setTimeout(g,this.cacheReadyDelay)}}else null!=l&&l()}};DrawioFileSync.prototype.reload=function(b,f,l,d){this.file.updateFile(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus();this.start();null!=b&&b()}),mxUtils.bind(this,function(v){null!=f&&f(v)}),l,d)}; -DrawioFileSync.prototype.descriptorChanged=function(b){this.lastModified=this.file.getLastModifiedDate();if(null!=this.channelId){var f=this.objectToString(this.createMessage({a:"desc",m:this.lastModified.getTime()})),l=this.file.getCurrentRevisionId(),d=this.objectToString({});mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(b)+"&to="+encodeURIComponent(l)+"&msg="+encodeURIComponent(f)+"&data="+encodeURIComponent(d));this.file.stats.bytesSent+=d.length;this.file.stats.msgSent++; -EditorUi.debug("DrawioFileSync.descriptorChanged",[this],"from",b,"to",l)}this.updateStatus()};DrawioFileSync.prototype.objectToString=function(b){b=Graph.compress(JSON.stringify(b));null!=this.key&&"undefined"!==typeof CryptoJS&&(b=CryptoJS.AES.encrypt(b,this.key).toString());return b};DrawioFileSync.prototype.stringToObject=function(b){null!=this.key&&"undefined"!==typeof CryptoJS&&(b=CryptoJS.AES.decrypt(b,this.key).toString(CryptoJS.enc.Utf8));return JSON.parse(Graph.decompress(b))}; -DrawioFileSync.prototype.createToken=function(b,f,l){var d=!0,v=window.setTimeout(mxUtils.bind(this,function(){d=!1;l({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&secret="+encodeURIComponent(b),mxUtils.bind(this,function(u){window.clearTimeout(v);d&&(200<=u.getStatus()&&299>=u.getStatus()?f(u.getText()):l({code:u.getStatus(),message:"Token Error "+u.getStatus()}))}))}; +DrawioFileSync.prototype.catchup=function(b,f,k,d){if(null!=b&&(null==d||!d())){var v=this.file.getCurrentRevisionId(),x=this.file.getDescriptorRevisionId(b);EditorUi.debug("DrawioFileSync.catchup",[this],"desc",[b],"from",v,"to",x,"valid",this.isValidState());if(v==x)this.file.patchDescriptor(this.file.getDescriptor(),b),null!=f&&f(!0);else if(this.isValidState()){var B=this.file.getDescriptorSecret(b);if(null==B||"1"==urlParams.lockdown)this.reload(f,k,d);else{var D=0,K=!1,c=mxUtils.bind(this,function(){if(null== +d||!d())if(v!=this.file.getCurrentRevisionId())null!=f&&f(!0);else if(this.isValidState()){this.scheduleCleanup(!0);var e=!0,g=window.setTimeout(mxUtils.bind(this,function(){e=!1;this.reload(f,k,d)}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&from="+encodeURIComponent(v)+"&to="+encodeURIComponent(x)+(null!=B?"&secret="+encodeURIComponent(B):""),mxUtils.bind(this,function(q){this.file.stats.bytesReceived+=q.getText().length;window.clearTimeout(g);if(e&& +(null==d||!d()))if(v!=this.file.getCurrentRevisionId())null!=f&&f(!0);else if(this.isValidState()){var n=null,p=[];EditorUi.debug("DrawioFileSync.doCatchup",[this],"req",[q],"status",q.getStatus(),"cacheReadyRetryCount",D,"maxCacheReadyRetries",this.maxCacheReadyRetries);if(200<=q.getStatus()&&299>=q.getStatus()&&0<q.getText().length)try{var z=JSON.parse(q.getText());if(null!=z&&0<z.length)for(var C=0;C<z.length;C++){var u=this.stringToObject(z[C]);if(u.v>DrawioFileSync.PROTOCOL){K=!0;p=[];break}else if(u.v=== +DrawioFileSync.PROTOCOL&&null!=u.d)n=u.d.checksum,p.push(u.d.patch);else{K=!0;p=[];break}}EditorUi.debug("DrawioFileSync.doCatchup",[this],"response",[z],"failed",K,"temp",p,"checksum",n)}catch(y){p=[],null!=window.console&&"1"==urlParams.test&&console.log(y)}try{0<p.length?(this.file.stats.cacheHits++,this.merge(p,n,b,f,k,d)):D<=this.maxCacheReadyRetries-1&&!K&&401!=q.getStatus()&&503!=q.getStatus()&&410!=q.getStatus()?(D++,this.file.stats.cacheMiss++,window.setTimeout(c,(D+1)*this.cacheReadyDelay)): +(this.file.stats.cacheFail++,this.reload(f,k,d))}catch(y){null!=k&&k(y)}}else null!=k&&k()}))}else null!=k&&k()});window.setTimeout(c,this.cacheReadyDelay)}}else null!=k&&k()}};DrawioFileSync.prototype.reload=function(b,f,k,d){this.file.updateFile(mxUtils.bind(this,function(){this.lastModified=this.file.getLastModifiedDate();this.updateStatus();this.start();null!=b&&b()}),mxUtils.bind(this,function(v){null!=f&&f(v)}),k,d)}; +DrawioFileSync.prototype.descriptorChanged=function(b){this.lastModified=this.file.getLastModifiedDate();if(null!=this.channelId){var f=this.objectToString(this.createMessage({a:"desc",m:this.lastModified.getTime()})),k=this.file.getCurrentRevisionId(),d=this.objectToString({});mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(b)+"&to="+encodeURIComponent(k)+"&msg="+encodeURIComponent(f)+"&data="+encodeURIComponent(d));this.file.stats.bytesSent+=d.length;this.file.stats.msgSent++; +EditorUi.debug("DrawioFileSync.descriptorChanged",[this],"from",b,"to",k)}this.updateStatus()};DrawioFileSync.prototype.objectToString=function(b){b=Graph.compress(JSON.stringify(b));null!=this.key&&"undefined"!==typeof CryptoJS&&(b=CryptoJS.AES.encrypt(b,this.key).toString());return b};DrawioFileSync.prototype.stringToObject=function(b){null!=this.key&&"undefined"!==typeof CryptoJS&&(b=CryptoJS.AES.decrypt(b,this.key).toString(CryptoJS.enc.Utf8));return JSON.parse(Graph.decompress(b))}; +DrawioFileSync.prototype.createToken=function(b,f,k){var d=!0,v=window.setTimeout(mxUtils.bind(this,function(){d=!1;k({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.get(EditorUi.cacheUrl+"?id="+encodeURIComponent(this.channelId)+"&secret="+encodeURIComponent(b),mxUtils.bind(this,function(x){window.clearTimeout(v);d&&(200<=x.getStatus()&&299>=x.getStatus()?f(x.getText()):k({code:x.getStatus(),message:"Token Error "+x.getStatus()}))}))}; DrawioFileSync.prototype.fileSaving=function(){if(this.file.isOptimisticSync()){var b=this.objectToString(this.createMessage({m:(new Date).getTime(),type:"optimistic"}));mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(b),function(){})}EditorUi.debug("DrawioFileSync.fileSaving",[this],"optimistic",this.file.isOptimisticSync())};DrawioFileSync.prototype.fileDataUpdated=function(){this.scheduleCleanup(!0);EditorUi.debug("DrawioFileSync.fileDataUpdated",[this])}; -DrawioFileSync.prototype.fileSaved=function(b,f,l,d,v){this.lastModified=this.file.getLastModifiedDate();this.resetUpdateStatusThread();this.catchupRetryCount=0;if(!this.ui.isOffline(!0)&&!this.file.inConflictState&&!this.file.redirectDialogShowing&&(this.start(),null!=this.channelId)){var u=this.objectToString(this.createMessage({m:this.lastModified.getTime()})),D=this.file.getDescriptorSecret(this.file.getDescriptor()),c=this.file.getDescriptorRevisionId(f),e=this.file.getCurrentRevisionId();if(null== -D||null==v||"1"==urlParams.lockdown)this.file.stats.msgSent++,mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(u),function(){}),null!=l&&l(),EditorUi.debug("DrawioFileSync.fileSaved",[this],"from",c,"to",e,"etag",this.file.getCurrentEtag());else{var g=this.ui.diffPages(this.file.getShadowPages(),b);f=this.file.getDescriptorSecret(f);var k=this.ui.getHashValueForPages(b),m=this.objectToString(this.createMessage({patch:g,checksum:k}));this.file.stats.bytesSent+=m.length; -this.file.stats.msgSent++;var p=!0,x=window.setTimeout(mxUtils.bind(this,function(){p=!1;d({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(c)+"&to="+encodeURIComponent(e)+"&msg="+encodeURIComponent(u)+(null!=D?"&secret="+encodeURIComponent(D):"")+(null!=f?"&last-secret="+encodeURIComponent(f):"")+(m.length<this.maxCacheEntrySize?"&data="+encodeURIComponent(m):"")+(null!=v?"&token="+encodeURIComponent(v): -""),mxUtils.bind(this,function(y){window.clearTimeout(x);p&&(200<=y.getStatus()&&299>=y.getStatus()?null!=l&&l():d({code:y.getStatus(),message:y.getStatus()}))}));EditorUi.debug("DrawioFileSync.fileSaved",[this],"diff",g,m.length,"bytes","from",c,"to",e,"etag",this.file.getCurrentEtag(),"checksum",k)}}this.file.setShadowPages(b);this.scheduleCleanup()}; +DrawioFileSync.prototype.fileSaved=function(b,f,k,d,v){this.lastModified=this.file.getLastModifiedDate();this.resetUpdateStatusThread();this.catchupRetryCount=0;if(!this.ui.isOffline(!0)&&!this.file.inConflictState&&!this.file.redirectDialogShowing&&(this.start(),null!=this.channelId)){var x=this.objectToString(this.createMessage({m:this.lastModified.getTime()})),B=this.file.getDescriptorSecret(this.file.getDescriptor()),D=this.file.getDescriptorRevisionId(f),K=this.file.getCurrentRevisionId();if(null== +B||null==v||"1"==urlParams.lockdown)this.file.stats.msgSent++,mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(x),function(){}),null!=k&&k(),EditorUi.debug("DrawioFileSync.fileSaved",[this],"from",D,"to",K,"etag",this.file.getCurrentEtag());else{var c=this.ui.diffPages(this.file.getShadowPages(),b);f=this.file.getDescriptorSecret(f);var e=this.ui.getHashValueForPages(b),g=this.objectToString(this.createMessage({patch:c,checksum:e}));this.file.stats.bytesSent+=g.length; +this.file.stats.msgSent++;var q=!0,n=window.setTimeout(mxUtils.bind(this,function(){q=!1;d({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.ui.timeout);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&from="+encodeURIComponent(D)+"&to="+encodeURIComponent(K)+"&msg="+encodeURIComponent(x)+(null!=B?"&secret="+encodeURIComponent(B):"")+(null!=f?"&last-secret="+encodeURIComponent(f):"")+(g.length<this.maxCacheEntrySize?"&data="+encodeURIComponent(g):"")+(null!=v?"&token="+encodeURIComponent(v): +""),mxUtils.bind(this,function(p){window.clearTimeout(n);q&&(200<=p.getStatus()&&299>=p.getStatus()?null!=k&&k():d({code:p.getStatus(),message:p.getStatus()}))}));EditorUi.debug("DrawioFileSync.fileSaved",[this],"diff",c,g.length,"bytes","from",D,"to",K,"etag",this.file.getCurrentEtag(),"checksum",e)}}this.file.setShadowPages(b);this.scheduleCleanup()}; DrawioFileSync.prototype.getIdParameters=function(){var b="id="+this.channelId;null!=this.pusher&&null!=this.pusher.connection&&null!=this.pusher.connection.socket_id&&(b+="&sid="+this.pusher.connection.socket_id);return b};DrawioFileSync.prototype.createMessage=function(b){return{v:DrawioFileSync.PROTOCOL,d:b,c:this.clientId}}; -DrawioFileSync.prototype.fileConflict=function(b,f,l){this.catchupRetryCount++;EditorUi.debug("DrawioFileSync.fileConflict",[this],"desc",[b],"catchupRetryCount",this.catchupRetryCount,"maxCatchupRetries",this.maxCatchupRetries);this.catchupRetryCount<this.maxCatchupRetries?(this.file.stats.conflicts++,null!=b?this.catchup(b,f,l):this.fileChanged(f,l)):(this.file.stats.timeouts++,this.catchupRetryCount=0,null!=l&&l({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")}))}; +DrawioFileSync.prototype.fileConflict=function(b,f,k){this.catchupRetryCount++;EditorUi.debug("DrawioFileSync.fileConflict",[this],"desc",[b],"catchupRetryCount",this.catchupRetryCount,"maxCatchupRetries",this.maxCatchupRetries);this.catchupRetryCount<this.maxCatchupRetries?(this.file.stats.conflicts++,null!=b?this.catchup(b,f,k):this.fileChanged(f,k)):(this.file.stats.timeouts++,this.catchupRetryCount=0,null!=k&&k({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")}))}; DrawioFileSync.prototype.stop=function(){null!=this.pusher&&(EditorUi.debug("DrawioFileSync.stop",[this]),null!=this.pusher.connection&&(this.pusher.connection.unbind("state_change",this.connectionListener),this.pusher.connection.unbind("error",this.pusherErrorListener)),null!=this.channel&&(this.channel.unbind("changed",this.changeListener),this.channel=null),this.pusher.disconnect(),this.pusher=null);this.updateOnlineState();this.updateStatus()}; DrawioFileSync.prototype.destroy=function(){if(null!=this.channelId){var b=this.file.getCurrentUser(),f={a:"leave"};null!=b&&(f.name=encodeURIComponent(b.displayName),f.uid=b.id);mxUtils.post(EditorUi.cacheUrl,this.getIdParameters()+"&msg="+encodeURIComponent(this.objectToString(this.createMessage(f))));this.file.stats.msgSent++}this.stop();null!=this.onlineListener&&(mxEvent.removeListener(window,"online",this.onlineListener),this.onlineListener=null);null!=this.autosaveListener&&(this.ui.editor.addListener("autosaveChanged", this.autosaveListener),this.autosaveListener=null);null!=this.visibleListener&&(mxEvent.removeListener(document,"visibilitychange",this.visibleListener),this.visibleListener=null);null!=this.activityListener&&(mxEvent.removeListener(document,mxClient.IS_POINTER?"pointermove":"mousemove",this.activityListener),mxEvent.removeListener(document,"keypress",this.activityListener),mxEvent.removeListener(window,"focus",this.activityListener),!mxClient.IS_POINTER&&mxClient.IS_TOUCH&&(mxEvent.removeListener(document, -"touchstart",this.activityListener),mxEvent.removeListener(document,"touchmove",this.activityListener)),this.activityListener=null);null!=this.collaboratorsElement&&(this.collaboratorsElement.parentNode.removeChild(this.collaboratorsElement),this.collaboratorsElement=null);null!=this.p2pCollab&&this.p2pCollab.destroy()};App=function(b,f,l){EditorUi.call(this,b,f,null!=l?l:"1"==urlParams.lightbox||"min"==uiTheme&&"0"!=urlParams.chrome);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||(window.onunload=mxUtils.bind(this,function(){var d=this.getCurrentFile();if(null!=d&&d.isModified()){var v={category:"DISCARD-FILE-"+d.getHash(),action:(d.savingFile?"saving":"")+(d.savingFile&&null!=d.savingFileTime?"_"+Math.round((Date.now()-d.savingFileTime.getTime())/1E3):"")+(null!=d.saveLevel?"-sl_"+d.saveLevel:"")+"-age_"+(null!= +"touchstart",this.activityListener),mxEvent.removeListener(document,"touchmove",this.activityListener)),this.activityListener=null);null!=this.collaboratorsElement&&(this.collaboratorsElement.parentNode.removeChild(this.collaboratorsElement),this.collaboratorsElement=null);null!=this.p2pCollab&&this.p2pCollab.destroy()};App=function(b,f,k){EditorUi.call(this,b,f,null!=k?k:"1"==urlParams.lightbox||"min"==uiTheme&&"0"!=urlParams.chrome);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||(window.onunload=mxUtils.bind(this,function(){var d=this.getCurrentFile();if(null!=d&&d.isModified()){var v={category:"DISCARD-FILE-"+d.getHash(),action:(d.savingFile?"saving":"")+(d.savingFile&&null!=d.savingFileTime?"_"+Math.round((Date.now()-d.savingFileTime.getTime())/1E3):"")+(null!=d.saveLevel?"-sl_"+d.saveLevel:"")+"-age_"+(null!= d.ageStart?Math.round((Date.now()-d.ageStart.getTime())/1E3):"x")+(this.editor.autosave?"":"-nosave")+(d.isAutosave()?"":"-noauto")+"-open_"+(null!=d.opened?Math.round((Date.now()-d.opened.getTime())/1E3):"x")+"-save_"+(null!=d.lastSaved?Math.round((Date.now()-d.lastSaved.getTime())/1E3):"x")+"-change_"+(null!=d.lastChanged?Math.round((Date.now()-d.lastChanged.getTime())/1E3):"x")+"-alive_"+Math.round((Date.now()-App.startTime.getTime())/1E3),label:null!=d.sync?"client_"+d.sync.clientId:"nosync"}; d.constructor==DriveFile&&null!=d.desc&&null!=this.drive&&(v.label+=(null!=this.drive.user?"-user_"+this.drive.user.id:"-nouser")+"-rev_"+d.desc.headRevisionId+"-mod_"+d.desc.modifiedDate+"-size_"+d.getSize()+"-mime_"+d.desc.mimeType);EditorUi.logEvent(v)}}));this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(){var d=this.getCurrentFile();null!=d&&EditorUi.logEvent({category:(this.editor.autosave?"ON":"OFF")+"-AUTOSAVE-FILE-"+d.getHash(),action:"changed",label:"autosave_"+(this.editor.autosave? "on":"off")})}));mxClient.IS_SVG?mxGraph.prototype.warningImage.src="data:image/png;base64,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": -(new Image).src=mxGraph.prototype.warningImage.src;window.openWindow=mxUtils.bind(this,function(d,v,u){if("1"==urlParams.openInSameWin||navigator.standalone)u();else{var D=null;try{D=window.open(d)}catch(c){}null==D||void 0===D?this.showDialog((new PopupDialog(this,d,v,u)).container,320,140,!0,!0):null!=v&&v()}});this.updateDocumentTitle();this.updateUi();window.showOpenAlert=mxUtils.bind(this,function(d){null!=window.openFile&&window.openFile.cancel(!0);this.handleError(d)});this.editor.chromeless&& +(new Image).src=mxGraph.prototype.warningImage.src;window.openWindow=mxUtils.bind(this,function(d,v,x){if("1"==urlParams.openInSameWin||navigator.standalone)x();else{var B=null;try{B=window.open(d)}catch(D){}null==B||void 0===B?this.showDialog((new PopupDialog(this,d,v,x)).container,320,140,!0,!0):null!=v&&v()}});this.updateDocumentTitle();this.updateUi();window.showOpenAlert=mxUtils.bind(this,function(d){null!=window.openFile&&window.openFile.cancel(!0);this.handleError(d)});this.editor.chromeless&& !this.editor.editable||this.addFileDropHandler([document]);if(null!=App.DrawPlugins){for(b=0;b<App.DrawPlugins.length;b++)try{App.DrawPlugins[b](this)}catch(d){null!=window.console&&console.log("Plugin Error:",d,App.DrawPlugins[b])}finally{App.embedModePluginsCount--,this.initializeEmbedMode()}window.Draw.loadPlugin=mxUtils.bind(this,function(d){try{d(this)}finally{App.embedModePluginsCount--,this.initializeEmbedMode()}});setTimeout(mxUtils.bind(this,function(){0<App.embedModePluginsCount&&(App.embedModePluginsCount= 0,this.initializeEmbedMode())}),5E3)}this.load()};App.ERROR_TIMEOUT="timeout";App.ERROR_BUSY="busy";App.ERROR_UNKNOWN="unknown";App.MODE_GOOGLE="google";App.MODE_DROPBOX="dropbox";App.MODE_ONEDRIVE="onedrive";App.MODE_GITHUB="github";App.MODE_GITLAB="gitlab";App.MODE_DEVICE="device";App.MODE_BROWSER="browser";App.MODE_TRELLO="trello";App.MODE_EMBED="embed";App.MODE_ATLAS="atlas";App.DROPBOX_APPKEY=window.DRAWIO_DROPBOX_ID;App.DROPBOX_URL=window.DRAWIO_BASE_URL+"/js/dropbox/Dropbox-sdk.min.js"; App.DROPINS_URL="https://www.dropbox.com/static/api/2/dropins.js";App.ONEDRIVE_URL=mxClient.IS_IE11?"https://js.live.net/v7.2/OneDrive.js":window.DRAWIO_BASE_URL+"/js/onedrive/OneDrive.js";App.TRELLO_URL="https://api.trello.com/1/client.js";App.TRELLO_JQUERY_URL=window.DRAWIO_BASE_URL+"/js/jquery/jquery-3.6.0.min.js";App.PUSHER_KEY="1e756b07a690c5bdb054";App.PUSHER_CLUSTER="eu";App.PUSHER_URL="https://js.pusher.com/7.0.3/pusher.min.js";App.SIMPLE_PEER_URL=window.DRAWIO_BASE_URL+"/js/simplepeer/simplepeer9.10.0.min.js"; App.GOOGLE_APIS="drive-share";App.startTime=new Date; App.pluginRegistry={"4xAKTrabTpTzahoLthkwPNUn":"plugins/explore.js",ex:"plugins/explore.js",p1:"plugins/p1.js",ac:"plugins/connect.js",acj:"plugins/connectJira.js",ac148:"plugins/cConf-1-4-8.js",ac148cmnt:"plugins/cConf-comments.js",voice:"plugins/voice.js",tips:"plugins/tooltips.js",svgdata:"plugins/svgdata.js",electron:"plugins/electron.js",number:"plugins/number.js",sql:"plugins/sql.js",props:"plugins/props.js",text:"plugins/text.js",anim:"plugins/animation.js",update:"plugins/update.js",trees:"plugins/trees/trees.js", "import":"plugins/import.js",replay:"plugins/replay.js",anon:"plugins/anonymize.js",tr:"plugins/trello.js",f5:"plugins/rackF5.js",tickets:"plugins/tickets.js",flow:"plugins/flow.js",webcola:"plugins/webcola/webcola.js",rnd:"plugins/random.js",page:"plugins/page.js",gd:"plugins/googledrive.js",tags:"plugins/tags.js"};App.publicPlugin="ex voice tips svgdata number sql props text anim update trees replay anon tickets flow webcola tags".split(" "); -App.loadScripts=function(b,f){for(var l=b.length,d=0;d<b.length;d++)mxscript(b[d],function(){0==--l&&null!=f&&f()})}; -App.getStoredMode=function(){var b=null;null==b&&isLocalStorage&&(b=localStorage.getItem(".mode"));if(null==b&&"undefined"!=typeof Storage){for(var f=document.cookie.split(";"),l=0;l<f.length;l++){var d=mxUtils.trim(f[l]);if("MODE="==d.substring(0,5)){b=d.substring(5);break}}null!=b&&isLocalStorage&&(f=new Date,f.setYear(f.getFullYear()-1),document.cookie="MODE=; expires="+f.toUTCString(),localStorage.setItem(".mode",b))}return b}; +App.loadScripts=function(b,f){for(var k=b.length,d=0;d<b.length;d++)mxscript(b[d],function(){0==--k&&null!=f&&f()})}; +App.getStoredMode=function(){var b=null;null==b&&isLocalStorage&&(b=localStorage.getItem(".mode"));if(null==b&&"undefined"!=typeof Storage){for(var f=document.cookie.split(";"),k=0;k<f.length;k++){var d=mxUtils.trim(f[k]);if("MODE="==d.substring(0,5)){b=d.substring(5);break}}null!=b&&isLocalStorage&&(f=new Date,f.setYear(f.getFullYear()-1),document.cookie="MODE=; expires="+f.toUTCString(),localStorage.setItem(".mode",b))}return b}; (function(){mxClient.IS_CHROMEAPP||("1"!=urlParams.offline&&("db.draw.io"==window.location.hostname&&null==urlParams.mode&&(urlParams.mode="dropbox"),App.mode=urlParams.mode),null==App.mode&&(App.mode=App.getStoredMode()),null!=window.mxscript&&"1"!=urlParams.embed&&("function"===typeof window.DriveClient&&("0"!=urlParams.gapi&&isSvgBrowser&&(null==document.documentMode||10<=document.documentMode)?App.mode==App.MODE_GOOGLE||null!=urlParams.state&&""==window.location.hash||null!=window.location.hash&& "#G"==window.location.hash.substring(0,2)?mxscript("https://apis.google.com/js/api.js"):"0"!=urlParams.chrome||null!=window.location.hash&&"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"===window.location.hash.substring(0,45)||(window.DriveClient=null):window.DriveClient=null),"function"===typeof window.DropboxClient&&("0"!=urlParams.db&&isSvgBrowser&&(null==document.documentMode||9<document.documentMode)?App.mode==App.MODE_DROPBOX||null!=window.location.hash&&"#D"==window.location.hash.substring(0, 2)?mxscript(App.DROPBOX_URL,function(){mxscript(App.DROPINS_URL,null,"dropboxjs",App.DROPBOX_APPKEY,!0)}):"0"==urlParams.chrome&&(window.DropboxClient=null):window.DropboxClient=null),"function"===typeof window.OneDriveClient&&("0"!=urlParams.od&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode)?App.mode==App.MODE_ONEDRIVE||null!=window.location.hash&&"#W"==window.location.hash.substring(0,2)?mxscript(App.ONEDRIVE_URL):"0"==urlParams.chrome&&(window.OneDriveClient= null):window.OneDriveClient=null),"function"===typeof window.TrelloClient&&("1"==urlParams.tr&&isSvgBrowser&&!mxClient.IS_IE11&&(null==document.documentMode||10<=document.documentMode)?App.mode==App.MODE_TRELLO||null!=window.location.hash&&"#T"==window.location.hash.substring(0,2)?mxscript(App.TRELLO_JQUERY_URL,function(){mxscript(App.TRELLO_URL)}):"0"==urlParams.chrome&&(window.TrelloClient=null):window.TrelloClient=null)))})(); -App.clearServiceWorker=function(b,f){navigator.serviceWorker.getRegistrations().then(function(l){if(null!=l&&0<l.length){for(var d=0;d<l.length;d++)l[d].unregister();null!=b&&b()}})["catch"](function(){null!=f&&f()})}; -App.main=function(b,f){function l(k){mxUtils.getAll("1"!=urlParams.dev?[k]:[k,STYLE_PATH+"/default.xml"],function(m){function p(){var K=null!=f?f():new App(new Editor("0"==urlParams.chrome||"min"==uiTheme,null,null,null,"0"!=urlParams.chrome));if(null!=window.mxscript){if("function"===typeof window.DropboxClient&&null==window.Dropbox&&null!=window.DrawDropboxClientCallback&&("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&isSvgBrowser&&(null==document.documentMode|| +App.clearServiceWorker=function(b,f){navigator.serviceWorker.getRegistrations().then(function(k){if(null!=k&&0<k.length){for(var d=0;d<k.length;d++)k[d].unregister();null!=b&&b()}})["catch"](function(){null!=f&&f()})}; +App.main=function(b,f){function k(e){mxUtils.getAll("1"!=urlParams.dev?[e]:[e,STYLE_PATH+"/default.xml"],function(g){function q(){var I=null!=f?f():new App(new Editor("0"==urlParams.chrome||"min"==uiTheme,null,null,null,"0"!=urlParams.chrome));if(null!=window.mxscript){if("function"===typeof window.DropboxClient&&null==window.Dropbox&&null!=window.DrawDropboxClientCallback&&("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&isSvgBrowser&&(null==document.documentMode|| 9<document.documentMode))mxscript(App.DROPBOX_URL,function(){mxscript(App.DROPINS_URL,function(){DrawDropboxClientCallback()},"dropboxjs",App.DROPBOX_APPKEY)});else if("undefined"===typeof window.Dropbox||"undefined"===typeof window.Dropbox.choose)window.DropboxClient=null;"function"===typeof window.OneDriveClient&&"undefined"===typeof OneDrive&&null!=window.DrawOneDriveClientCallback&&("1"!=urlParams.embed&&"0"!=urlParams.od||"1"==urlParams.embed&&"1"==urlParams.od)&&(null==navigator.userAgent|| 0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode)?mxscript(App.ONEDRIVE_URL,window.DrawOneDriveClientCallback):"undefined"===typeof window.OneDrive&&(window.OneDriveClient=null);"function"===typeof window.TrelloClient&&!mxClient.IS_IE11&&"undefined"===typeof window.Trello&&null!=window.DrawTrelloClientCallback&&"1"==urlParams.tr&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode)?mxscript(App.TRELLO_JQUERY_URL,function(){mxscript(App.TRELLO_URL, -function(){DrawTrelloClientCallback()})}):"undefined"===typeof window.Trello&&(window.TrelloClient=null)}null!=b&&b(K);"0"!=urlParams.chrome&&"1"==urlParams.test&&(EditorUi.debug("App.start",[K,(new Date).getTime()-t0.getTime()+"ms"]),null!=urlParams["export"]&&EditorUi.debug("Export:",EXPORT_URL))}mxResources.parse(m[0].getText());if(isLocalStorage&&null!=localStorage&&null!=window.location.hash&&"#_CONFIG_"==window.location.hash.substring(0,9))try{var x=function(K){if(null!=K)for(var t=0;t<K.length;t++)if(!y[K[t]])throw Error(mxResources.get("invalidInput")+ -' "'+K[t])+'"';return!0},y={},A;for(A in App.pluginRegistry)y[App.pluginRegistry[A]]=!0;var z=JSON.parse(Graph.decompress(window.location.hash.substring(9)));if(null!=z&&x(z.plugins)){EditorUi.debug("Setting configuration",JSON.stringify(z));if(null!=z.merge){var L=localStorage.getItem(Editor.configurationKey);if(null!=L)try{var N=JSON.parse(L);for(A in z.merge)N[A]=z.merge[A];z=N}catch(K){window.location.hash="",alert(K)}else z=z.merge}confirm(mxResources.get("configLinkWarn"))&&confirm(mxResources.get("configLinkConfirm"))&& -(localStorage.setItem(Editor.configurationKey,JSON.stringify(z)),window.location.hash="",window.location.reload())}window.location.hash=""}catch(K){window.location.hash="",alert(K)}1<m.length&&(Graph.prototype.defaultThemes["default-style2"]=m[1].getDocumentElement(),Graph.prototype.defaultThemes.darkTheme=m[1].getDocumentElement());"1"==urlParams.dev||EditorUi.isElectronApp?p():(mxStencilRegistry.allowEval=!1,App.loadScripts(["js/shapes-14-6-5.min.js","js/stencils.min.js","js/extensions.min.js"], 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v=document.getElementById("geInfo");null!=v&&v.parentNode.removeChild(v)}null!=document.referrer&&"aws3"==urlParams.libs&&"https://aws.amazon.com/architecture/icons/"==document.referrer.substring(0,42)&&(urlParams.libs="aws4");if(null!=window.mxscript){if("1"==urlParams.dev&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&null!=CryptoJS&&App.mode!=App.MODE_DROPBOX&& -App.mode!=App.MODE_TRELLO){v=document.getElementsByTagName("script");if(null!=v&&0<v.length){var u=mxUtils.getTextContent(v[0]);"1f536e2400baaa30261b8c3976d6fe06"!=CryptoJS.MD5(u).toString()&&(console.log("Change bootstrap script MD5 in the previous line:",CryptoJS.MD5(u).toString()),alert("[Dev] Bootstrap script change requires update of CSP"))}null!=v&&1<v.length&&(u=mxUtils.getTextContent(v[v.length-1]),"d53805dd6f0bbba2da4966491ca0a505"!=CryptoJS.MD5(u).toString()&&(console.log("Change main script MD5 in the previous line:", -CryptoJS.MD5(u).toString()),alert("[Dev] Main script change requires update of CSP")))}try{Editor.enableServiceWorker&&("0"==urlParams.offline||/www\.draw\.io$/.test(window.location.hostname)||"1"!=urlParams.offline&&"1"==urlParams.dev)?App.clearServiceWorker(function(){"0"==urlParams.offline&&alert("Cache cleared")}):Editor.enableServiceWorker&&navigator.serviceWorker.register("/service-worker.js")}catch(k){null!=window.console&&console.error(k)}!("ArrayBuffer"in window)||mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp||"auto"!=DrawioFile.SYNC||"1"==urlParams.embed&&"1"!=urlParams.embedRT||"1"==urlParams.local||"0"==urlParams.chrome&&"1"!=urlParams.rt||"1"==urlParams.stealth||"1"==urlParams.offline||(mxscript(App.PUSHER_URL),"1"==urlParams["fast-sync"]&&mxscript(App.SIMPLE_PEER_URL));if("0"!=urlParams.plugins&&"1"!=urlParams.offline){v=null!=mxSettings.settings?mxSettings.getPlugins():null;if(null==mxSettings.settings&&isLocalStorage&&"undefined"!==typeof JSON)try{var D=JSON.parse(localStorage.getItem(mxSettings.key)); -null!=D&&(v=D.plugins)}catch(k){}D=urlParams.p;App.initPluginCallback();null!=D&&App.loadPlugins(D.split(";"));if(null!=v&&0<v.length&&"0"!=urlParams.plugins){D=window.location.protocol+"//"+window.location.host;u=!0;for(var c=0;c<v.length&&u;c++)"/"!=v[c].charAt(0)&&v[c].substring(0,D.length)!=D&&(u=!1);if(u||mxUtils.confirm(mxResources.replacePlaceholders("The page has requested to load the following plugin(s):\n \n {1}\n \n Would you like to load these plugin(s) now?\n \n NOTE : Only allow plugins to run if you fully understand the security implications of doing so.\n", -[v.join("\n")]).replace(/\\n/g,"\n")))for(c=0;c<v.length;c++)try{null==App.pluginsLoaded[v[c]]&&(App.pluginsLoaded[v[c]]=!0,App.embedModePluginsCount++,"/"==v[c].charAt(0)&&(v[c]=PLUGINS_BASE_PATH+v[c]),mxscript(v[c]))}catch(k){}}}"function"===typeof window.DriveClient&&"undefined"===typeof gapi&&("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&isSvgBrowser&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode)?mxscript("https://apis.google.com/js/api.js?onload=DrawGapiClientCallback", -null,null,null,mxClient.IS_SVG):"undefined"===typeof window.gapi&&(window.DriveClient=null)}"0"!=urlParams.math&&Editor.initMath();if("1"==urlParams.configure){var e=window.opener||window.parent,g=function(k){if(k.source==e)try{var m=JSON.parse(k.data);null!=m&&"configure"==m.action&&(mxEvent.removeListener(window,"message",g),Editor.configure(m.config,!0),mxSettings.load(),m.colorSchemeMeta&&mxmeta("color-scheme","dark light"),d())}catch(p){null!=window.console&&console.log("Error in configure message: "+ -p,k.data)}};mxEvent.addListener(window,"message",g);e.postMessage(JSON.stringify({event:"configure"}),"*")}else{if(null==Editor.config){if(null!=window.DRAWIO_CONFIG)try{EditorUi.debug("Using global configuration",window.DRAWIO_CONFIG),Editor.configure(window.DRAWIO_CONFIG),mxSettings.load()}catch(k){null!=window.console&&console.error(k)}if(isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&(v=localStorage.getItem(Editor.configurationKey),null!=v))try{v=JSON.parse(v),null!=v&&(EditorUi.debug("Using local configuration", -v),Editor.configure(v),mxSettings.load())}catch(k){null!=window.console&&console.error(k)}}d()}}else document.body.innerHTML='<div style="margin-top:10%;text-align:center;">Stand-alone mode not allowed for this domain.</div>'};mxUtils.extend(App,EditorUi);App.prototype.defaultUserPicture=IMAGE_PATH+"/default-user.jpg";App.prototype.shareImage="data:image/png;base64,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"; -App.prototype.chevronUpImage=mxClient.IS_SVG?"data:image/png;base64,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": -IMAGE_PATH+"/chevron-up.png"; -App.prototype.chevronDownImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ -"/chevron-down.png"; -App.prototype.formatShowImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ -"/format-show.png"; -App.prototype.formatHideImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ -"/format-hide.png";App.prototype.fullscreenImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQAQMAAAAlPW0iAAAABlBMVEUAAAAAAAClZ7nPAAAAAXRSTlMAQObYZgAAABpJREFUCNdjgAAbGxAy4AEh5gNwBBGByoIBAIueBd12TUjqAAAAAElFTkSuQmCC":IMAGE_PATH+"/fullscreen.png";App.prototype.warnInterval=3E5;App.prototype.compactMode=!1;App.prototype.fullscreenMode=!1;"1"!=urlParams.embed?App.prototype.menubarHeight=64:App.prototype.footerHeight=0; -App.initPluginCallback=function(){null==App.DrawPlugins&&(App.DrawPlugins=[],window.Draw={},window.Draw.loadPlugin=function(b){App.DrawPlugins.push(b)})};App.pluginsLoaded={};App.embedModePluginsCount=0; -App.loadPlugins=function(b,f){EditorUi.debug("Loading plugins",b);for(var l=0;l<b.length;l++)if(null!=b[l]&&0<b[l].length)try{var d=PLUGINS_BASE_PATH+App.pluginRegistry[b[l]];null!=d?null==App.pluginsLoaded[d]&&(App.pluginsLoaded[d]=!0,App.embedModePluginsCount++,"undefined"===typeof window.drawDevUrl?f?mxinclude(d):mxscript(d):f?mxinclude(d):mxscript(drawDevUrl+d)):null!=window.console&&console.log("Unknown plugin:",b[l])}catch(v){null!=window.console&&console.log("Error loading plugin:",b[l],v)}}; +function(){DrawTrelloClientCallback()})}):"undefined"===typeof window.Trello&&(window.TrelloClient=null)}null!=b&&b(I);"0"!=urlParams.chrome&&"1"==urlParams.test&&(EditorUi.debug("App.start",[I,(new Date).getTime()-t0.getTime()+"ms"]),null!=urlParams["export"]&&EditorUi.debug("Export:",EXPORT_URL))}mxResources.parse(g[0].getText());if(isLocalStorage&&null!=localStorage&&null!=window.location.hash&&"#_CONFIG_"==window.location.hash.substring(0,9))try{var n=function(I){if(null!=I)for(var N=0;N<I.length;N++)if(!p[I[N]])throw Error(mxResources.get("invalidInput")+ +' "'+I[N])+'"';return!0},p={},z;for(z in App.pluginRegistry)p[App.pluginRegistry[z]]=!0;var C=JSON.parse(Graph.decompress(window.location.hash.substring(9)));if(null!=C&&n(C.plugins)){EditorUi.debug("Setting configuration",JSON.stringify(C));if(null!=C.merge){var u=localStorage.getItem(Editor.configurationKey);if(null!=u)try{var y=JSON.parse(u);for(z in C.merge)y[z]=C.merge[z];C=y}catch(I){window.location.hash="",alert(I)}else C=C.merge}confirm(mxResources.get("configLinkWarn"))&&confirm(mxResources.get("configLinkConfirm"))&& +(localStorage.setItem(Editor.configurationKey,JSON.stringify(C)),window.location.hash="",window.location.reload())}window.location.hash=""}catch(I){window.location.hash="",alert(I)}1<g.length&&(Graph.prototype.defaultThemes["default-style2"]=g[1].getDocumentElement(),Graph.prototype.defaultThemes.darkTheme=g[1].getDocumentElement());"1"==urlParams.dev||EditorUi.isElectronApp?q():(mxStencilRegistry.allowEval=!1,App.loadScripts(["js/shapes-14-6-5.min.js","js/stencils.min.js","js/extensions.min.js"], +q))},function(g){g=document.getElementById("geStatus");null!=g&&(g.innerHTML="Error loading page. <a>Please try refreshing.</a>",g.getElementsByTagName("a")[0].onclick=function(){mxLanguage="en";k(mxResources.getDefaultBundle(RESOURCE_BASE,mxLanguage)||mxResources.getSpecialBundle(RESOURCE_BASE,mxLanguage))})})}function d(){try{if(null!=mxSettings.settings){document.body.style.backgroundColor="atlas"!=uiTheme&&"kennedy"!=uiTheme&&(Editor.isDarkMode()||mxSettings.settings.darkMode)?Editor.darkColor: +"#ffffff";if(null!=mxSettings.settings.autosaveDelay){var e=parseInt(mxSettings.settings.autosaveDelay);!isNaN(e)&&0<e?(DrawioFile.prototype.autosaveDelay=e,EditorUi.debug("Setting autosaveDelay",e)):EditorUi.debug("Invalid autosaveDelay",e)}null!=mxSettings.settings.defaultEdgeLength&&(e=parseInt(mxSettings.settings.defaultEdgeLength),!isNaN(e)&&0<e?(Graph.prototype.defaultEdgeLength=e,EditorUi.debug("Using defaultEdgeLength",e)):EditorUi.debug("Invalid defaultEdgeLength",e))}}catch(q){null!=window.console&& +console.error(q)}if(null!=Menus.prototype.defaultFonts)for(e=0;e<Menus.prototype.defaultFonts.length;e++){var g=Menus.prototype.defaultFonts[e];"string"!==typeof g&&null!=g.fontFamily&&null!=g.fontUrl&&Graph.addFont(g.fontFamily,g.fontUrl)}mxResources.loadDefaultBundle=!1;k(mxResources.getDefaultBundle(RESOURCE_BASE,mxLanguage)||mxResources.getSpecialBundle(RESOURCE_BASE,mxLanguage))}window.onerror=function(e,g,q,n,p){EditorUi.logError("Global: "+(null!=e?e:""),g,q,n,p,null,!0)};if(window.top!=window.self|| +"import.diagrams.net"!==window.location.hostname&&"ac.draw.io"!==window.location.hostname&&"aj.draw.io"!==window.location.hostname){if("1"==urlParams.embed||"1"==urlParams.lightbox){var v=document.getElementById("geInfo");null!=v&&v.parentNode.removeChild(v)}null!=document.referrer&&"aws3"==urlParams.libs&&"https://aws.amazon.com/architecture/icons/"==document.referrer.substring(0,42)&&(urlParams.libs="aws4");if(null!=window.mxscript){if("1"==urlParams.dev&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&& +null!=CryptoJS&&App.mode!=App.MODE_DROPBOX&&App.mode!=App.MODE_TRELLO){v=document.getElementsByTagName("script");if(null!=v&&0<v.length){var x=mxUtils.getTextContent(v[0]);"1f536e2400baaa30261b8c3976d6fe06"!=CryptoJS.MD5(x).toString()&&(console.log("Change bootstrap script MD5 in the previous line:",CryptoJS.MD5(x).toString()),alert("[Dev] Bootstrap script change requires update of CSP"))}null!=v&&1<v.length&&(x=mxUtils.getTextContent(v[v.length-1]),"d53805dd6f0bbba2da4966491ca0a505"!=CryptoJS.MD5(x).toString()&& +(console.log("Change main script MD5 in the previous line:",CryptoJS.MD5(x).toString()),alert("[Dev] Main script change requires update of CSP")))}try{Editor.enableServiceWorker&&("0"==urlParams.offline||/www\.draw\.io$/.test(window.location.hostname)||"1"!=urlParams.offline&&"1"==urlParams.dev)?App.clearServiceWorker(function(){"0"==urlParams.offline&&alert("Cache cleared")}):Editor.enableServiceWorker&&navigator.serviceWorker.register("/service-worker.js")}catch(e){null!=window.console&&console.error(e)}!("ArrayBuffer"in +window)||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"auto"!=DrawioFile.SYNC||"1"==urlParams.embed&&"1"!=urlParams.embedRT||"1"==urlParams.local||"0"==urlParams.chrome&&"1"!=urlParams.rt||"1"==urlParams.stealth||"1"==urlParams.offline||(mxscript(App.PUSHER_URL),"1"==urlParams["fast-sync"]&&mxscript(App.SIMPLE_PEER_URL));if("0"!=urlParams.plugins&&"1"!=urlParams.offline){v=null!=mxSettings.settings?mxSettings.getPlugins():null;if(null==mxSettings.settings&&isLocalStorage&&"undefined"!==typeof JSON)try{var B= +JSON.parse(localStorage.getItem(mxSettings.key));null!=B&&(v=B.plugins)}catch(e){}B=urlParams.p;App.initPluginCallback();null!=B&&App.loadPlugins(B.split(";"));if(null!=v&&0<v.length&&"0"!=urlParams.plugins){B=window.location.protocol+"//"+window.location.host;x=!0;for(var D=0;D<v.length&&x;D++)"/"!=v[D].charAt(0)&&v[D].substring(0,B.length)!=B&&(x=!1);if(x||mxUtils.confirm(mxResources.replacePlaceholders("The page has requested to load the following plugin(s):\n \n {1}\n \n Would you like to load these plugin(s) now?\n \n NOTE : Only allow plugins to run if you fully understand the security implications of doing so.\n", +[v.join("\n")]).replace(/\\n/g,"\n")))for(D=0;D<v.length;D++)try{null==App.pluginsLoaded[v[D]]&&(App.pluginsLoaded[v[D]]=!0,App.embedModePluginsCount++,"/"==v[D].charAt(0)&&(v[D]=PLUGINS_BASE_PATH+v[D]),mxscript(v[D]))}catch(e){}}}"function"===typeof window.DriveClient&&"undefined"===typeof gapi&&("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&isSvgBrowser&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode)?mxscript("https://apis.google.com/js/api.js?onload=DrawGapiClientCallback", +null,null,null,mxClient.IS_SVG):"undefined"===typeof window.gapi&&(window.DriveClient=null)}"0"!=urlParams.math&&Editor.initMath();if("1"==urlParams.configure){var K=window.opener||window.parent,c=function(e){if(e.source==K)try{var g=JSON.parse(e.data);null!=g&&"configure"==g.action&&(mxEvent.removeListener(window,"message",c),Editor.configure(g.config,!0),mxSettings.load(),g.colorSchemeMeta&&mxmeta("color-scheme","dark light"),d())}catch(q){null!=window.console&&console.log("Error in configure message: "+ +q,e.data)}};mxEvent.addListener(window,"message",c);K.postMessage(JSON.stringify({event:"configure"}),"*")}else{if(null==Editor.config){if(null!=window.DRAWIO_CONFIG)try{EditorUi.debug("Using global configuration",window.DRAWIO_CONFIG),Editor.configure(window.DRAWIO_CONFIG),mxSettings.load()}catch(e){null!=window.console&&console.error(e)}if(isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&(v=localStorage.getItem(Editor.configurationKey),null!=v))try{v=JSON.parse(v),null!=v&&(EditorUi.debug("Using local configuration", +v),Editor.configure(v),mxSettings.load())}catch(e){null!=window.console&&console.error(e)}}d()}}else document.body.innerHTML='<div style="margin-top:10%;text-align:center;">Stand-alone mode not allowed for this domain.</div>'};mxUtils.extend(App,EditorUi);App.prototype.defaultUserPicture=IMAGE_PATH+"/default-user.jpg";App.prototype.shareImage="data:image/png;base64,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"; +App.prototype.chevronUpImage="data:image/png;base64,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"; +App.prototype.chevronDownImage="data:image/png;base64,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"; +App.prototype.formatShowImage="data:image/png;base64,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"; +App.prototype.formatHideImage="data:image/png;base64,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"; +App.prototype.warnInterval=3E5;App.prototype.compactMode=!1;App.prototype.fullscreenMode=!1;"1"!=urlParams.embed?App.prototype.menubarHeight=64:App.prototype.footerHeight=0;App.initPluginCallback=function(){null==App.DrawPlugins&&(App.DrawPlugins=[],window.Draw={},window.Draw.loadPlugin=function(b){App.DrawPlugins.push(b)})};App.pluginsLoaded={};App.embedModePluginsCount=0; +App.loadPlugins=function(b,f){EditorUi.debug("Loading plugins",b);for(var k=0;k<b.length;k++)if(null!=b[k]&&0<b[k].length)try{var d=PLUGINS_BASE_PATH+App.pluginRegistry[b[k]];null!=d?null==App.pluginsLoaded[d]&&(App.pluginsLoaded[d]=!0,App.embedModePluginsCount++,"undefined"===typeof window.drawDevUrl?f?mxinclude(d):mxscript(d):f?mxinclude(d):mxscript(drawDevUrl+d)):null!=window.console&&console.log("Unknown plugin:",b[k])}catch(v){null!=window.console&&console.log("Error loading plugin:",b[k],v)}}; App.prototype.initializeEmbedMode=function(){"1"==urlParams.embed&&("app.diagrams.net"==window.location.hostname&&this.showBanner("EmbedDeprecationFooter","app.diagrams.net will stop working for embed mode. Please use embed.diagrams.net."),0<App.embedModePluginsCount||this.initEmbedDone||(this.initEmbedDone=!0,EditorUi.prototype.initializeEmbedMode.apply(this,arguments)))}; App.prototype.initializeViewerMode=function(){var b=window.opener||window.parent;null!=b&&this.editor.graph.addListener(mxEvent.SIZE,mxUtils.bind(this,function(){b.postMessage(JSON.stringify(this.createLoadMessage("size")),"*")}))}; App.prototype.init=function(){EditorUi.prototype.init.apply(this,arguments);this.defaultLibraryName=mxResources.get("untitledLibrary");this.descriptorChangedListener=mxUtils.bind(this,this.descriptorChanged);this.gitHub=mxClient.IS_IE&&10!=document.documentMode&&!mxClient.IS_IE11&&!mxClient.IS_EDGE||"0"==urlParams.gh||"1"==urlParams.embed&&"1"!=urlParams.gh?null:new GitHubClient(this);null!=this.gitHub&&this.gitHub.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})); this.gitLab=mxClient.IS_IE&&10!=document.documentMode&&!mxClient.IS_IE11&&!mxClient.IS_EDGE||"0"==urlParams.gl||"1"==urlParams.embed&&"1"!=urlParams.gl?null:new GitLabClient(this);null!=this.gitLab&&this.gitLab.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()}));if("1"!=urlParams.embed||"1"==urlParams.od){var b=mxUtils.bind(this,function(){"undefined"!==typeof OneDrive?(this.oneDrive=new OneDriveClient(this),this.oneDrive.addListener("userChanged", mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.oneDrive))):null==window.DrawOneDriveClientCallback&&(window.DrawOneDriveClientCallback=b)});b()}if("1"!=urlParams.embed||"1"==urlParams.tr){var f=mxUtils.bind(this,function(){if("undefined"!==typeof window.Trello)try{this.trello=new TrelloClient(this),this.trello.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})), -this.fireEvent(new mxEventObject("clientLoaded","client",this.trello))}catch(u){null!=window.console&&console.error(u)}else null==window.DrawTrelloClientCallback&&(window.DrawTrelloClientCallback=f)});f()}if("1"!=urlParams.embed||"1"==urlParams.gapi){var l=mxUtils.bind(this,function(){if("undefined"!==typeof gapi){var u=mxUtils.bind(this,function(){this.drive=new DriveClient(this);this.drive.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries();this.checkLicense()})); -this.fireEvent(new mxEventObject("clientLoaded","client",this.drive))});null!=window.DrawGapiClientCallback?(gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,u),window.DrawGapiClientCallback=null):u()}else null==window.DrawGapiClientCallback&&(window.DrawGapiClientCallback=l)});l()}if("1"!=urlParams.embed||"1"==urlParams.db){var d=mxUtils.bind(this,function(){if("function"===typeof Dropbox&&"undefined"!==typeof Dropbox.choose){window.DrawDropboxClientCallback=null;try{this.dropbox=new DropboxClient(this), -this.dropbox.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.dropbox))}catch(u){null!=window.console&&console.error(u)}}else null==window.DrawDropboxClientCallback&&(window.DrawDropboxClientCallback=d)});d()}if("1"!=urlParams.embed){if(this.bg=this.createBackground(),document.body.appendChild(this.bg),this.diagramContainer.style.visibility="hidden",this.formatContainer.style.visibility= -"hidden",this.hsplit.style.display="none",this.sidebarContainer.style.display="none",this.sidebarFooterContainer.style.display="none","1"==urlParams.local?this.setMode(App.MODE_DEVICE):this.mode=App.mode,"serviceWorker"in navigator&&!this.editor.isChromelessView()&&(mxClient.IS_ANDROID||mxClient.IS_IOS)&&window.addEventListener("beforeinstallprompt",mxUtils.bind(this,function(u){this.showBanner("AddToHomeScreenFooter",mxResources.get("installApp"),function(){u.prompt()})})),mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp||this.isOffline()||mxClient.IS_ANDROID||mxClient.IS_IOS||null!=urlParams.open||this.editor.chromeless&&!this.editor.editable||this.editor.addListener("fileLoaded",mxUtils.bind(this,function(){var u=this.getCurrentFile();u=null!=u?u.getMode():null;"1"==urlParams.extAuth||u!=App.MODE_DEVICE&&u!=App.MODE_BROWSER?"1"!=urlParams.embed&&this.getServiceName():this.showDownloadDesktopBanner()})),!(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"1"==urlParams.embed||"auto"!=DrawioFile.SYNC|| -"1"==urlParams.local||"1"==urlParams.stealth||this.isOffline()||this.editor.chromeless&&!this.editor.editable)){var v=window.setTimeout(mxUtils.bind(this,function(){DrawioFile.SYNC="manual";var u=this.getCurrentFile();null!=u&&null!=u.sync&&(u.sync.destroy(),u.sync=null,u=mxUtils.htmlEntities(mxResources.get("timeout")),this.editor.setStatus('<div title="'+u+'" class="geStatusAlert">'+u+"</div>"));EditorUi.logEvent({category:"TIMEOUT-CACHE-CHECK",action:"timeout",label:408})}),Editor.cacheTimeout); -(new Date).getTime();mxUtils.get(EditorUi.cacheUrl+"?alive",mxUtils.bind(this,function(u){window.clearTimeout(v)}))}}else null!=this.menubar&&(this.menubar.container.style.paddingTop="0px");this.updateHeader();null!=this.menubar&&(this.buttonContainer=document.createElement("div"),this.buttonContainer.style.display="inline-block",this.buttonContainer.style.paddingRight="48px",this.buttonContainer.style.position="absolute",this.buttonContainer.style.right="0px",this.menubar.container.appendChild(this.buttonContainer)); -"atlas"!=uiTheme&&"1"!=urlParams.atlas||null==this.menubar||(null!=this.toggleElement&&(this.toggleElement.click(),this.toggleElement.style.display="none"),this.icon=document.createElement("img"),this.icon.setAttribute("src",IMAGE_PATH+"/logo-flat-small.png"),this.icon.setAttribute("title",mxResources.get("draw.io")),this.icon.style.padding="1"==urlParams.atlas?"7px":"6px",this.icon.style.cursor="pointer",mxEvent.addListener(this.icon,"click",mxUtils.bind(this,function(u){this.appIconClicked(u)})), +this.fireEvent(new mxEventObject("clientLoaded","client",this.trello))}catch(x){null!=window.console&&console.error(x)}else null==window.DrawTrelloClientCallback&&(window.DrawTrelloClientCallback=f)});f()}if("1"!=urlParams.embed||"1"==urlParams.gapi){var k=mxUtils.bind(this,function(){if("undefined"!==typeof gapi){var x=mxUtils.bind(this,function(){this.drive=new DriveClient(this);this.drive.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries();this.checkLicense()})); +this.fireEvent(new mxEventObject("clientLoaded","client",this.drive))});null!=window.DrawGapiClientCallback?(gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,x),window.DrawGapiClientCallback=null):x()}else null==window.DrawGapiClientCallback&&(window.DrawGapiClientCallback=k)});k()}if("1"!=urlParams.embed||"1"==urlParams.db){var d=mxUtils.bind(this,function(){if("function"===typeof Dropbox&&"undefined"!==typeof Dropbox.choose){window.DrawDropboxClientCallback=null;try{this.dropbox=new DropboxClient(this), +this.dropbox.addListener("userChanged",mxUtils.bind(this,function(){this.updateUserElement();this.restoreLibraries()})),this.fireEvent(new mxEventObject("clientLoaded","client",this.dropbox))}catch(x){null!=window.console&&console.error(x)}}else null==window.DrawDropboxClientCallback&&(window.DrawDropboxClientCallback=d)});d()}if("1"!=urlParams.embed){if(this.bg=this.createBackground(),document.body.appendChild(this.bg),this.diagramContainer.style.visibility="hidden",this.formatContainer.style.visibility= +"hidden",this.hsplit.style.display="none",this.sidebarContainer.style.display="none",this.sidebarFooterContainer.style.display="none","1"==urlParams.local?this.setMode(App.MODE_DEVICE):this.mode=App.mode,"serviceWorker"in navigator&&!this.editor.isChromelessView()&&(mxClient.IS_ANDROID||mxClient.IS_IOS)&&window.addEventListener("beforeinstallprompt",mxUtils.bind(this,function(x){this.showBanner("AddToHomeScreenFooter",mxResources.get("installApp"),function(){x.prompt()})})),mxClient.IS_CHROMEAPP|| +EditorUi.isElectronApp||this.isOffline()||mxClient.IS_ANDROID||mxClient.IS_IOS||null!=urlParams.open||this.editor.chromeless&&!this.editor.editable||this.editor.addListener("fileLoaded",mxUtils.bind(this,function(){var x=this.getCurrentFile();x=null!=x?x.getMode():null;"1"==urlParams.extAuth||x!=App.MODE_DEVICE&&x!=App.MODE_BROWSER?"1"!=urlParams.embed&&this.getServiceName():this.showDownloadDesktopBanner()})),!(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"1"==urlParams.embed||"auto"!=DrawioFile.SYNC|| +"1"==urlParams.local||"1"==urlParams.stealth||this.isOffline()||this.editor.chromeless&&!this.editor.editable)){var v=window.setTimeout(mxUtils.bind(this,function(){DrawioFile.SYNC="manual";var x=this.getCurrentFile();null!=x&&null!=x.sync&&(x.sync.destroy(),x.sync=null,x=mxUtils.htmlEntities(mxResources.get("timeout")),this.editor.setStatus('<div title="'+x+'" class="geStatusAlert">'+x+"</div>"));EditorUi.logEvent({category:"TIMEOUT-CACHE-CHECK",action:"timeout",label:408})}),Editor.cacheTimeout); +(new Date).getTime();mxUtils.get(EditorUi.cacheUrl+"?alive",mxUtils.bind(this,function(x){window.clearTimeout(v)}))}}else null!=this.menubar&&(this.menubar.container.style.paddingTop="0px");this.updateHeader();null!=this.menubar&&(this.buttonContainer=document.createElement("div"),this.buttonContainer.style.display="inline-block",this.buttonContainer.style.paddingRight="48px",this.buttonContainer.style.position="absolute",this.buttonContainer.style.right="0px",this.menubar.container.appendChild(this.buttonContainer)); +"atlas"!=uiTheme&&"1"!=urlParams.atlas||null==this.menubar||(null!=this.toggleElement&&(this.toggleElement.click(),this.toggleElement.style.display="none"),this.icon=document.createElement("img"),this.icon.setAttribute("src",IMAGE_PATH+"/logo-flat-small.png"),this.icon.setAttribute("title",mxResources.get("draw.io")),this.icon.style.padding="1"==urlParams.atlas?"7px":"6px",this.icon.style.cursor="pointer",mxEvent.addListener(this.icon,"click",mxUtils.bind(this,function(x){this.appIconClicked(x)})), this.menubar.container.insertBefore(this.icon,this.menubar.container.firstChild));this.editor.graph.isViewer()&&this.initializeViewerMode()};App.prototype.scheduleSanityCheck=function(){mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=this.sanityCheckThread||(this.sanityCheckThread=window.setTimeout(mxUtils.bind(this,function(){this.sanityCheckThread=null;this.sanityCheck()}),this.warnInterval))}; App.prototype.stopSanityCheck=function(){null!=this.sanityCheckThread&&(window.clearTimeout(this.sanityCheckThread),this.sanityCheckThread=null)}; App.prototype.sanityCheck=function(){var b=this.getCurrentFile();if(null!=b&&b.isModified()&&b.isAutosave()&&b.isOverdue()){var f={category:"WARN-FILE-"+b.getHash(),action:(b.savingFile?"saving":"")+(b.savingFile&&null!=b.savingFileTime?"_"+Math.round((Date.now()-b.savingFileTime.getTime())/1E3):"")+(null!=b.saveLevel?"-sl_"+b.saveLevel:"")+"-age_"+(null!=b.ageStart?Math.round((Date.now()-b.ageStart.getTime())/1E3):"x")+(this.editor.autosave?"":"-nosave")+(b.isAutosave()?"":"-noauto")+"-open_"+(null!= @@ -12336,625 +12352,614 @@ this.mode&&b.isEditable()?"save":"saveAs").funct()}),null,null,360,120,null,mxUt App.prototype.getPusher=function(){null==this.pusher&&"function"===typeof window.Pusher&&(this.pusher=new Pusher(App.PUSHER_KEY,{cluster:App.PUSHER_CLUSTER,encrypted:!0}));return this.pusher};App.prototype.showNameChangeBanner=function(){this.showBanner("DiagramsFooter","draw.io is now diagrams.net",mxUtils.bind(this,function(){this.openLink("https://www.diagrams.net/blog/move-diagrams-net")}))}; App.prototype.showNameConfBanner=function(){this.showBanner("ConfFooter","Try draw.io for Confluence",mxUtils.bind(this,function(){this.openLink("https://marketplace.atlassian.com/apps/1210933/draw-io-diagrams-for-confluence")}),!0)};App.prototype.showDownloadDesktopBanner=function(){this.showBanner("DesktopFooter",mxResources.get("downloadDesktop"),mxUtils.bind(this,function(){this.openLink("https://get.diagrams.net/")}))}; App.prototype.showRatingBanner=function(){if(!(this.bannerShowing||this.hideBannerratingFooter||isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings.closeratingFooter)){var b=document.createElement("div");b.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(b.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(b.style, -"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(b.style,"transition","all 1s ease");b.className="geBtn gePrimaryBtn";var f=document.createElement("img");f.setAttribute("src",Dialog.prototype.closeImage);f.setAttribute("title",mxResources.get("close"));f.setAttribute("border","0");f.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";b.appendChild(f);mxUtils.write(b,"Please rate us");document.body.appendChild(b);var l=document.createElement("img"); -l.setAttribute("border","0");l.setAttribute("align","absmiddle");l.setAttribute("title","1 star");l.setAttribute("style","margin-top:-6px;cursor:pointer;margin-left:8px;");l.setAttribute("src","data:image/png;base64,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"); -b.appendChild(l);var d=document.createElement("img");d.setAttribute("border","0");d.setAttribute("align","absmiddle");d.setAttribute("title","2 star");d.setAttribute("style","margin-top:-6px;margin-left:3px;cursor:pointer;");d.setAttribute("src","data:image/png;base64,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"); +"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(b.style,"transition","all 1s ease");b.className="geBtn gePrimaryBtn";var f=document.createElement("img");f.setAttribute("src",Dialog.prototype.closeImage);f.setAttribute("title",mxResources.get("close"));f.setAttribute("border","0");f.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";b.appendChild(f);mxUtils.write(b,"Please rate us");document.body.appendChild(b);var k=document.createElement("img"); +k.setAttribute("border","0");k.setAttribute("align","absmiddle");k.setAttribute("title","1 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-b.appendChild(u);this.bannerShowing=!0;var D=mxUtils.bind(this,function(){null!=b.parentNode&&(b.parentNode.removeChild(b),this.bannerShowing=!1,this.hideBannerratingFooter=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings.closeratingFooter=Date.now(),mxSettings.save()))});mxEvent.addListener(f,"click",mxUtils.bind(this,function(c){mxEvent.consume(c);D()}));mxEvent.addListener(l,"click",mxUtils.bind(this,function(c){mxEvent.consume(c);D()}));mxEvent.addListener(d,"click",mxUtils.bind(this, -function(c){mxEvent.consume(c);D()}));mxEvent.addListener(v,"click",mxUtils.bind(this,function(c){mxEvent.consume(c);D()}));mxEvent.addListener(u,"click",mxUtils.bind(this,function(c){mxEvent.consume(c);window.open("https://marketplace.atlassian.com/apps/1210933/draw-io-diagrams-for-confluence?hosting=datacenter&tab=reviews");D()}));f=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(b.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){D()}),1E3)});window.setTimeout(mxUtils.bind(this, +b.appendChild(v);var x=document.createElement("img");x.setAttribute("border","0");x.setAttribute("align","absmiddle");x.setAttribute("title","4 star");x.setAttribute("style","margin-top:-6px;margin-left:3px;cursor:pointer;");x.setAttribute("src","data:image/png;base64,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"); +b.appendChild(x);this.bannerShowing=!0;var B=mxUtils.bind(this,function(){null!=b.parentNode&&(b.parentNode.removeChild(b),this.bannerShowing=!1,this.hideBannerratingFooter=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings.closeratingFooter=Date.now(),mxSettings.save()))});mxEvent.addListener(f,"click",mxUtils.bind(this,function(D){mxEvent.consume(D);B()}));mxEvent.addListener(k,"click",mxUtils.bind(this,function(D){mxEvent.consume(D);B()}));mxEvent.addListener(d,"click",mxUtils.bind(this, +function(D){mxEvent.consume(D);B()}));mxEvent.addListener(v,"click",mxUtils.bind(this,function(D){mxEvent.consume(D);B()}));mxEvent.addListener(x,"click",mxUtils.bind(this,function(D){mxEvent.consume(D);window.open("https://marketplace.atlassian.com/apps/1210933/draw-io-diagrams-for-confluence?hosting=datacenter&tab=reviews");B()}));f=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(b.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){B()}),1E3)});window.setTimeout(mxUtils.bind(this, function(){mxUtils.setPrefixedStyle(b.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(f,6E4)}}; -App.prototype.checkLicense=function(){var b=this.drive.getUser(),f=null!=b?b.email:null;if(!this.isOffline()&&!this.editor.chromeless&&null!=f&&null!=b.id){var l=f.lastIndexOf("@"),d=0<=l?f.substring(l+1):"";b=Editor.crc32(b.id);mxUtils.post("/license","domain="+encodeURIComponent(d)+"&id="+encodeURIComponent(b)+"&ts="+(new Date).getTime(),mxUtils.bind(this,function(v){try{if(200<=v.getStatus()&&299>=v.getStatus()){var u=v.getText();if(0<u.length){var D=JSON.parse(u);null!=D&&this.handleLicense(D, -d)}}}catch(c){}}))}};App.prototype.handleLicense=function(b,f){null!=b&&null!=b.plugins&&App.loadPlugins(b.plugins.split(";"),!0)};App.prototype.getEditBlankXml=function(){var b=this.getCurrentFile();return null!=b&&this.editor.isChromelessView()&&this.editor.graph.isLightboxView()?b.getData():this.getFileData(!0)};App.prototype.updateActionStates=function(){EditorUi.prototype.updateActionStates.apply(this,arguments);this.actions.get("revisionHistory").setEnabled(this.isRevisionHistoryEnabled())}; -App.prototype.addRecent=function(b){if(isLocalStorage&&null!=localStorage){var f=this.getRecent();if(null==f)f=[];else for(var l=0;l<f.length;l++)f[l].id==b.id&&f.splice(l,1);null!=f&&(f.unshift(b),f=f.slice(0,10),localStorage.setItem(".recent",JSON.stringify(f)))}};App.prototype.getRecent=function(){if(isLocalStorage&&null!=localStorage){try{var b=localStorage.getItem(".recent");if(null!=b)return JSON.parse(b)}catch(f){}return null}}; +App.prototype.checkLicense=function(){var b=this.drive.getUser(),f=null!=b?b.email:null;if(!this.isOffline()&&!this.editor.chromeless&&null!=f&&null!=b.id){var k=f.lastIndexOf("@"),d=0<=k?f.substring(k+1):"";b=Editor.crc32(b.id);mxUtils.post("/license","domain="+encodeURIComponent(d)+"&id="+encodeURIComponent(b)+"&ts="+(new Date).getTime(),mxUtils.bind(this,function(v){try{if(200<=v.getStatus()&&299>=v.getStatus()){var x=v.getText();if(0<x.length){var B=JSON.parse(x);null!=B&&this.handleLicense(B, +d)}}}catch(D){}}))}};App.prototype.handleLicense=function(b,f){null!=b&&null!=b.plugins&&App.loadPlugins(b.plugins.split(";"),!0)};App.prototype.getEditBlankXml=function(){var b=this.getCurrentFile();return null!=b&&this.editor.isChromelessView()&&this.editor.graph.isLightboxView()?b.getData():this.getFileData(!0)};App.prototype.updateActionStates=function(){EditorUi.prototype.updateActionStates.apply(this,arguments);this.actions.get("revisionHistory").setEnabled(this.isRevisionHistoryEnabled())}; +App.prototype.addRecent=function(b){if(isLocalStorage&&null!=localStorage){var f=this.getRecent();if(null==f)f=[];else for(var k=0;k<f.length;k++)f[k].id==b.id&&f.splice(k,1);null!=f&&(f.unshift(b),f=f.slice(0,10),localStorage.setItem(".recent",JSON.stringify(f)))}};App.prototype.getRecent=function(){if(isLocalStorage&&null!=localStorage){try{var b=localStorage.getItem(".recent");if(null!=b)return JSON.parse(b)}catch(f){}return null}}; App.prototype.resetRecent=function(b){if(isLocalStorage&&null!=localStorage)try{localStorage.removeItem(".recent")}catch(f){}}; App.prototype.onBeforeUnload=function(){if("1"==urlParams.embed&&this.editor.modified)return mxResources.get("allChangesLost");var b=this.getCurrentFile();if(null!=b)if(b.constructor!=LocalFile||""!=b.getHash()||b.isModified()||"1"==urlParams.nowarn||this.isDiagramEmpty()||null!=urlParams.url||this.editor.isChromelessView()||null!=b.fileHandle){if(b.isModified())return mxResources.get("allChangesLost");b.close(!0)}else return mxResources.get("ensureDataSaved")}; App.prototype.updateDocumentTitle=function(){if(!this.editor.graph.isLightboxView()){var b=this.editor.appName,f=this.getCurrentFile();this.isOfflineApp()&&(b+=" app");null!=f&&(b=(null!=f.getTitle()?f.getTitle():this.defaultFilename)+" - "+b);document.title!=b&&(document.title=b,b=this.editor.graph,b.invalidateDescendantsWithPlaceholders(b.model.getRoot()),b.view.validate())}}; -App.prototype.getThumbnail=function(b,f){var l=!1;try{var d=!0,v=window.setTimeout(mxUtils.bind(this,function(){d=!1;f(null)}),this.timeout),u=mxUtils.bind(this,function(F){window.clearTimeout(v);d&&f(F)});null==this.thumbImageCache&&(this.thumbImageCache={});var D=this.editor.graph,c=D.backgroundImage,e=null!=D.themes&&"darkTheme"==D.defaultThemeName;if(null!=this.pages&&(e||this.currentPage!=this.pages[0])){var g=D.getGlobalVariable;D=this.createTemporaryGraph(D.getStylesheet());D.setBackgroundImage= -this.editor.graph.setBackgroundImage;var k=this.pages[0];this.currentPage==k?D.setBackgroundImage(c):null!=k.viewState&&null!=k.viewState&&(c=k.viewState.backgroundImage,D.setBackgroundImage(c));D.getGlobalVariable=function(F){return"page"==F?k.getName():"pagenumber"==F?1:g.apply(this,arguments)};D.getGlobalVariable=g;document.body.appendChild(D.container);D.model.setRoot(k.root)}if(mxClient.IS_CHROMEAPP||this.useCanvasForExport)this.editor.exportToCanvas(mxUtils.bind(this,function(F){try{D!=this.editor.graph&& -null!=D.container.parentNode&&D.container.parentNode.removeChild(D.container)}catch(H){F=null}u(F)}),b,this.thumbImageCache,"#ffffff",function(){u()},null,null,null,null,null,null,D,null,null,null,null,"diagram",null),l=!0;else if(this.canvasSupported&&null!=this.getCurrentFile()){var m=document.createElement("canvas"),p=D.getGraphBounds(),x=D.view.translate,y=D.view.scale;null!=c&&(p=mxRectangle.fromRectangle(p),p.add(new mxRectangle((x.x+c.x)*y,(x.y+c.y)*y,c.width*y,c.height*y)));var A=b/p.width; -A=Math.min(1,Math.min(3*b/(4*p.height),A));var z=Math.floor(p.x),L=Math.floor(p.y);m.setAttribute("width",Math.ceil(A*(p.width+4)));m.setAttribute("height",Math.ceil(A*(p.height+4)));var N=m.getContext("2d");N.scale(A,A);N.translate(-z,-L);var K=D.background;if(null==K||""==K||K==mxConstants.NONE)K="#ffffff";N.save();N.fillStyle=K;N.fillRect(z,L,Math.ceil(p.width+4),Math.ceil(p.height+4));N.restore();if(null!=c){var t=new Image;t.src=c.src;N.drawImage(t,c.x*A,c.y*A,c.width*A,c.height*A)}var q=new mxJsCanvas(m), -G=new mxAsyncCanvas(this.thumbImageCache);q.images=this.thumbImageCache.images;var E=new mxImageExport;E.drawShape=function(F,H){F.shape instanceof mxShape&&F.shape.checkBounds()&&(H.save(),H.translate(.5,.5),F.shape.paint(H),H.translate(-.5,-.5),H.restore())};E.drawText=function(F,H){};E.drawState(D.getView().getState(D.model.root),G);G.finish(mxUtils.bind(this,function(){try{E.drawState(D.getView().getState(D.model.root),q),D!=this.editor.graph&&null!=D.container.parentNode&&D.container.parentNode.removeChild(D.container)}catch(F){m= -null}u(m)}));l=!0}}catch(F){l=!1,null!=D&&D!=this.editor.graph&&null!=D.container.parentNode&&D.container.parentNode.removeChild(D.container)}l||window.clearTimeout(v);return l};App.prototype.createBackground=function(){var b=this.createDiv("background");b.style.position="absolute";b.style.background="white";b.style.left="0px";b.style.top="0px";b.style.bottom="0px";b.style.right="0px";mxUtils.setOpacity(b,100);return b}; -(function(){var b=EditorUi.prototype.setMode;App.prototype.setMode=function(f,l){b.apply(this,arguments);null!=this.mode&&(Editor.useLocalStorage=this.mode==App.MODE_BROWSER);if(null!=this.appIcon){var d=this.getCurrentFile();f=null!=d?d.getMode():f;f==App.MODE_GOOGLE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("googleDrive")])),this.appIcon.style.cursor="pointer"):f==App.MODE_DROPBOX?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("dropbox")])), -this.appIcon.style.cursor="pointer"):f==App.MODE_ONEDRIVE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("oneDrive")])),this.appIcon.style.cursor="pointer"):(this.appIcon.removeAttribute("title"),this.appIcon.style.cursor=f==App.MODE_DEVICE?"pointer":"default")}if(l)try{if(isLocalStorage)localStorage.setItem(".mode",f);else if("undefined"!=typeof Storage){var v=new Date;v.setYear(v.getFullYear()+1);document.cookie="MODE="+f+"; expires="+v.toUTCString()}}catch(u){}}})(); -App.prototype.appIconClicked=function(b){if(mxEvent.isAltDown(b))this.showSplash(!0);else{var f=this.getCurrentFile(),l=null!=f?f.getMode():null;l==App.MODE_GOOGLE?null!=f&&null!=f.desc&&null!=f.desc.parents&&0<f.desc.parents.length&&!mxEvent.isShiftDown(b)?this.openLink("https://drive.google.com/drive/folders/"+f.desc.parents[0].id):null!=f&&null!=f.getId()?this.openLink("https://drive.google.com/open?id="+f.getId()):this.openLink("https://drive.google.com/?authuser=0"):l==App.MODE_ONEDRIVE?null!= -f&&null!=f.meta&&null!=f.meta.webUrl?(l=f.meta.webUrl,f=encodeURIComponent(f.meta.name),l.substring(l.length-f.length,l.length)==f&&(l=l.substring(0,l.length-f.length)),this.openLink(l)):this.openLink("https://onedrive.live.com/"):l==App.MODE_DROPBOX?null!=f&&null!=f.stat&&null!=f.stat.path_display?(l="https://www.dropbox.com/home/Apps/drawio"+f.stat.path_display,mxEvent.isShiftDown(b)||(l=l.substring(0,l.length-f.stat.name.length)),this.openLink(l)):this.openLink("https://www.dropbox.com/"):l==App.MODE_TRELLO? -this.openLink("https://trello.com/"):l==App.MODE_GITHUB?null!=f&&f.constructor==GitHubFile?this.openLink(f.meta.html_url):this.openLink("https://github.com/"):l==App.MODE_GITLAB?null!=f&&f.constructor==GitLabFile?this.openLink(f.meta.html_url):this.openLink(DRAWIO_GITLAB_URL):l==App.MODE_DEVICE&&this.openLink("https://get.draw.io/")}mxEvent.consume(b)}; +App.prototype.getThumbnail=function(b,f){var k=!1;try{var d=!0,v=window.setTimeout(mxUtils.bind(this,function(){d=!1;f(null)}),this.timeout),x=mxUtils.bind(this,function(J){window.clearTimeout(v);d&&f(J)});null==this.thumbImageCache&&(this.thumbImageCache={});var B=this.editor.graph,D=B.backgroundImage,K=null!=B.themes&&"darkTheme"==B.defaultThemeName;if(null!=this.pages&&(K||this.currentPage!=this.pages[0])){var c=B.getGlobalVariable;B=this.createTemporaryGraph(B.getStylesheet());B.setBackgroundImage= +this.editor.graph.setBackgroundImage;var e=this.pages[0];this.currentPage==e?B.setBackgroundImage(D):null!=e.viewState&&null!=e.viewState&&(D=e.viewState.backgroundImage,B.setBackgroundImage(D));B.getGlobalVariable=function(J){return"page"==J?e.getName():"pagenumber"==J?1:c.apply(this,arguments)};B.getGlobalVariable=c;document.body.appendChild(B.container);B.model.setRoot(e.root)}if(mxClient.IS_CHROMEAPP||this.useCanvasForExport)this.editor.exportToCanvas(mxUtils.bind(this,function(J){try{B!=this.editor.graph&& +null!=B.container.parentNode&&B.container.parentNode.removeChild(B.container)}catch(M){J=null}x(J)}),b,this.thumbImageCache,"#ffffff",function(){x()},null,null,null,null,null,null,B,null,null,null,null,"diagram",null),k=!0;else if(this.canvasSupported&&null!=this.getCurrentFile()){var g=document.createElement("canvas"),q=B.getGraphBounds(),n=B.view.translate,p=B.view.scale;null!=D&&(q=mxRectangle.fromRectangle(q),q.add(new mxRectangle((n.x+D.x)*p,(n.y+D.y)*p,D.width*p,D.height*p)));var z=b/q.width; +z=Math.min(1,Math.min(3*b/(4*q.height),z));var C=Math.floor(q.x),u=Math.floor(q.y);g.setAttribute("width",Math.ceil(z*(q.width+4)));g.setAttribute("height",Math.ceil(z*(q.height+4)));var y=g.getContext("2d");y.scale(z,z);y.translate(-C,-u);var I=B.background;if(null==I||""==I||I==mxConstants.NONE)I="#ffffff";y.save();y.fillStyle=I;y.fillRect(C,u,Math.ceil(q.width+4),Math.ceil(q.height+4));y.restore();if(null!=D){var N=new Image;N.src=D.src;y.drawImage(N,D.x*z,D.y*z,D.width*z,D.height*z)}var t=new mxJsCanvas(g), +m=new mxAsyncCanvas(this.thumbImageCache);t.images=this.thumbImageCache.images;var F=new mxImageExport;F.drawShape=function(J,M){J.shape instanceof mxShape&&J.shape.checkBounds()&&(M.save(),M.translate(.5,.5),J.shape.paint(M),M.translate(-.5,-.5),M.restore())};F.drawText=function(J,M){};F.drawState(B.getView().getState(B.model.root),m);m.finish(mxUtils.bind(this,function(){try{F.drawState(B.getView().getState(B.model.root),t),B!=this.editor.graph&&null!=B.container.parentNode&&B.container.parentNode.removeChild(B.container)}catch(J){g= +null}x(g)}));k=!0}}catch(J){k=!1,null!=B&&B!=this.editor.graph&&null!=B.container.parentNode&&B.container.parentNode.removeChild(B.container)}k||window.clearTimeout(v);return k};App.prototype.createBackground=function(){var b=this.createDiv("background");b.style.position="absolute";b.style.background="white";b.style.left="0px";b.style.top="0px";b.style.bottom="0px";b.style.right="0px";mxUtils.setOpacity(b,100);return b}; +(function(){var b=EditorUi.prototype.setMode;App.prototype.setMode=function(f,k){b.apply(this,arguments);null!=this.mode&&(Editor.useLocalStorage=this.mode==App.MODE_BROWSER);if(null!=this.appIcon){var d=this.getCurrentFile();f=null!=d?d.getMode():f;f==App.MODE_GOOGLE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("googleDrive")])),this.appIcon.style.cursor="pointer"):f==App.MODE_DROPBOX?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("dropbox")])), +this.appIcon.style.cursor="pointer"):f==App.MODE_ONEDRIVE?(this.appIcon.setAttribute("title",mxResources.get("openIt",[mxResources.get("oneDrive")])),this.appIcon.style.cursor="pointer"):(this.appIcon.removeAttribute("title"),this.appIcon.style.cursor=f==App.MODE_DEVICE?"pointer":"default")}if(k)try{if(isLocalStorage)localStorage.setItem(".mode",f);else if("undefined"!=typeof Storage){var v=new Date;v.setYear(v.getFullYear()+1);document.cookie="MODE="+f+"; expires="+v.toUTCString()}}catch(x){}}})(); +App.prototype.appIconClicked=function(b){if(mxEvent.isAltDown(b))this.showSplash(!0);else{var f=this.getCurrentFile(),k=null!=f?f.getMode():null;k==App.MODE_GOOGLE?null!=f&&null!=f.desc&&null!=f.desc.parents&&0<f.desc.parents.length&&!mxEvent.isShiftDown(b)?this.openLink("https://drive.google.com/drive/folders/"+f.desc.parents[0].id):null!=f&&null!=f.getId()?this.openLink("https://drive.google.com/open?id="+f.getId()):this.openLink("https://drive.google.com/?authuser=0"):k==App.MODE_ONEDRIVE?null!= +f&&null!=f.meta&&null!=f.meta.webUrl?(k=f.meta.webUrl,f=encodeURIComponent(f.meta.name),k.substring(k.length-f.length,k.length)==f&&(k=k.substring(0,k.length-f.length)),this.openLink(k)):this.openLink("https://onedrive.live.com/"):k==App.MODE_DROPBOX?null!=f&&null!=f.stat&&null!=f.stat.path_display?(k="https://www.dropbox.com/home/Apps/drawio"+f.stat.path_display,mxEvent.isShiftDown(b)||(k=k.substring(0,k.length-f.stat.name.length)),this.openLink(k)):this.openLink("https://www.dropbox.com/"):k==App.MODE_TRELLO? +this.openLink("https://trello.com/"):k==App.MODE_GITHUB?null!=f&&f.constructor==GitHubFile?this.openLink(f.meta.html_url):this.openLink("https://github.com/"):k==App.MODE_GITLAB?null!=f&&f.constructor==GitLabFile?this.openLink(f.meta.html_url):this.openLink(DRAWIO_GITLAB_URL):k==App.MODE_DEVICE&&this.openLink("https://get.draw.io/")}mxEvent.consume(b)}; App.prototype.clearMode=function(){if(isLocalStorage)localStorage.removeItem(".mode");else if("undefined"!=typeof Storage){var b=new Date;b.setYear(b.getFullYear()-1);document.cookie="MODE=; expires="+b.toUTCString()}};App.prototype.getDiagramId=function(){var b=window.location.hash;null!=b&&0<b.length&&(b=b.substring(1));if(null!=b&&1<b.length&&"T"==b.charAt(0)){var f=b.indexOf("#");0<f&&(b=b.substring(0,f))}return b}; -App.prototype.open=function(){try{if(null!=window.opener){var b=urlParams.create;null!=b&&(b=decodeURIComponent(b));if(null!=b&&0<b.length&&"http://"!=b.substring(0,7)&&"https://"!=b.substring(0,8)){var f=mxUtils.parseXml(window.opener[b]);this.editor.setGraphXml(f.documentElement)}else null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(l,d,v){this.spinner.stop();null==d&&(d=urlParams.title,v=!0,d=null!=d?decodeURIComponent(d):this.defaultFilename);0<(this.useCanvasForExport? --1:".png"==d.substring(d.length-4))&&(d=d.substring(0,d.length-4)+".drawio");this.fileLoaded(mxClient.IS_IOS?new StorageFile(this,l,d):new LocalFile(this,l,d,v))}))}}catch(l){}};App.prototype.loadGapi=function(b){"undefined"!==typeof gapi&&gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,b)}; +App.prototype.open=function(){try{if(null!=window.opener){var b=urlParams.create;null!=b&&(b=decodeURIComponent(b));if(null!=b&&0<b.length&&"http://"!=b.substring(0,7)&&"https://"!=b.substring(0,8)){var f=mxUtils.parseXml(window.opener[b]);this.editor.setGraphXml(f.documentElement)}else null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(k,d,v){this.spinner.stop();null==d&&(d=urlParams.title,v=!0,d=null!=d?decodeURIComponent(d):this.defaultFilename);0<(this.useCanvasForExport? +-1:".png"==d.substring(d.length-4))&&(d=d.substring(0,d.length-4)+".drawio");this.fileLoaded(mxClient.IS_IOS?new StorageFile(this,k,d):new LocalFile(this,k,d,v))}))}}catch(k){}};App.prototype.loadGapi=function(b){"undefined"!==typeof gapi&&gapi.load(("0"!=urlParams.picker?"picker,":"")+App.GOOGLE_APIS,b)}; App.prototype.load=function(){if("1"!=urlParams.embed){if(this.spinner.spin(document.body,mxResources.get("starting"))){try{this.stateArg=null!=urlParams.state&&null!=this.drive?JSON.parse(decodeURIComponent(urlParams.state)):null}catch(b){}this.editor.graph.setEnabled(null!=this.getCurrentFile());null!=window.location.hash&&0!=window.location.hash.length||null==this.drive||null==this.stateArg||null==this.stateArg.userId||this.drive.setUserId(this.stateArg.userId);null!=urlParams.fileId?(window.location.hash= "G"+urlParams.fileId,window.location.search=this.getSearch(["fileId"])):null==this.drive?(this.mode==App.MODE_GOOGLE&&(this.mode=null),this.start()):this.loadGapi(mxUtils.bind(this,function(){this.start()}))}}else this.restoreLibraries(),"1"==urlParams.gapi&&this.loadGapi(function(){})}; -App.prototype.showRefreshDialog=function(b,f){this.showingRefreshDialog||(this.showingRefreshDialog=!0,this.showError(b||mxResources.get("externalChanges"),f||mxResources.get("redirectToNewApp"),mxResources.get("refresh"),mxUtils.bind(this,function(){var l=this.getCurrentFile();null!=l&&l.setModified(!1);this.spinner.spin(document.body,mxResources.get("connecting"));this.editor.graph.setEnabled(!1);window.location.reload()}),null,null,null,null,null,340,180),null!=this.dialog&&null!=this.dialog.container&& +App.prototype.showRefreshDialog=function(b,f){this.showingRefreshDialog||(this.showingRefreshDialog=!0,this.showError(b||mxResources.get("externalChanges"),f||mxResources.get("redirectToNewApp"),mxResources.get("refresh"),mxUtils.bind(this,function(){var k=this.getCurrentFile();null!=k&&k.setModified(!1);this.spinner.spin(document.body,mxResources.get("connecting"));this.editor.graph.setEnabled(!1);window.location.reload()}),null,null,null,null,null,340,180),null!=this.dialog&&null!=this.dialog.container&& (b=this.createRealtimeNotice(),b.style.left="0",b.style.right="0",b.style.borderRadius="0",b.style.borderLeftStyle="none",b.style.borderRightStyle="none",b.style.marginBottom="26px",b.style.padding="8px 0 8px 0",this.dialog.container.appendChild(b)))}; App.prototype.showAlert=function(b){if(null!=b&&0<b.length){var f=document.createElement("div");f.className="geAlert";f.style.zIndex=2E9;f.style.left="50%";f.style.top="-100%";f.style.maxWidth="80%";f.style.width="max-content";f.style.whiteSpace="pre-wrap";mxUtils.setPrefixedStyle(f.style,"transform","translate(-50%,0%)");mxUtils.setPrefixedStyle(f.style,"transition","all 1s ease");f.innerHTML=b;b=document.createElement("a");b.className="geAlertLink";b.style.textAlign="right";b.style.marginTop="20px"; -b.style.display="block";b.setAttribute("title",mxResources.get("close"));b.innerHTML=mxResources.get("close");f.appendChild(b);mxEvent.addListener(b,"click",function(l){null!=f.parentNode&&(f.parentNode.removeChild(f),mxEvent.consume(l))});document.body.appendChild(f);window.setTimeout(function(){f.style.top="30px"},10);window.setTimeout(function(){mxUtils.setPrefixedStyle(f.style,"transition","all 2s ease");f.style.opacity="0";window.setTimeout(function(){null!=f.parentNode&&f.parentNode.removeChild(f)}, +b.style.display="block";b.setAttribute("title",mxResources.get("close"));b.innerHTML=mxResources.get("close");f.appendChild(b);mxEvent.addListener(b,"click",function(k){null!=f.parentNode&&(f.parentNode.removeChild(f),mxEvent.consume(k))});document.body.appendChild(f);window.setTimeout(function(){f.style.top="30px"},10);window.setTimeout(function(){mxUtils.setPrefixedStyle(f.style,"transition","all 2s ease");f.style.opacity="0";window.setTimeout(function(){null!=f.parentNode&&f.parentNode.removeChild(f)}, 2E3)},15E3)}}; -App.prototype.start=function(){null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);this.restoreLibraries();this.spinner.stop();try{var b=this;window.onerror=function(u,D,c,e,g){"ResizeObserver loop limit exceeded"!=u&&(EditorUi.logError("Uncaught: "+(null!=u?u:""),D,c,e,g,null,!0),b.handleError({message:u},mxResources.get("unknownError"),null,null,null,null,!0))};if("1"!=urlParams.client&&"1"!=urlParams.embed){try{isLocalStorage&&window.addEventListener("storage",mxUtils.bind(this, -function(u){var D=this.getCurrentFile();EditorUi.debug("storage event",[u],[D]);null!=D&&".draft-alive-check"==u.key&&null!=u.newValue&&null!=D.draftId&&(this.draftAliveCheck=u.newValue,D.saveDraft())})),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()||null!=urlParams.open||!/www\.draw\.io$/.test(window.location.hostname)||this.editor.chromeless&&!this.editor.editable||this.showNameChangeBanner()}catch(u){}mxEvent.addListener(window,"hashchange",mxUtils.bind(this,function(u){try{this.hideDialog(); -var D=this.getDiagramId(),c=this.getCurrentFile();null!=c&&c.getHash()==D||this.loadFile(D,!0)}catch(e){null!=document.body&&this.handleError(e,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var g=this.getCurrentFile();window.location.hash=null!=g?g.getHash():""}))}}))}if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.desc)try{this.loadDescriptor(JSON.parse(Graph.decompress(urlParams.desc)),null,mxUtils.bind(this,function(u){this.handleError(u,mxResources.get("errorLoadingFile"))}))}catch(u){this.handleError(u, -mxResources.get("errorLoadingFile"))}else if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.url)this.loadFile("U"+urlParams.url,!0);else if(null==this.getCurrentFile()){var f=mxUtils.bind(this,function(){if("1"==urlParams.client&&(null==window.location.hash||0==window.location.hash.length||"#P"==window.location.hash.substring(0,2))){var u=mxUtils.bind(this,function(e){Editor.isPngDataUrl(e)&&(e=Editor.extractGraphModelFromPng(e));var g=urlParams.title;g=null!=g?decodeURIComponent(g): -this.defaultFilename;e=new LocalFile(this,e,g,!0);null!=window.location.hash&&"#P"==window.location.hash.substring(0,2)&&(e.getHash=function(){return window.location.hash.substring(1)});this.fileLoaded(e);this.getCurrentFile().setModified(!this.editor.chromeless)}),D=window.opener||window.parent;if(D!=window){var c=urlParams.create;null!=c?u(D[decodeURIComponent(c)]):(c=urlParams.data,null!=c?u(decodeURIComponent(c)):this.installMessageHandler(mxUtils.bind(this,function(e,g){g.source==D&&u(e)})))}}else if(null== -this.dialog)if("1"==urlParams.demo)c=Editor.useLocalStorage,this.createFile(this.defaultFilename,null,null,null,null,null,null,!0),Editor.useLocalStorage=c;else{c=!1;try{c=null!=window.opener&&null!=window.opener.openFile}catch(e){}c?this.spinner.spin(document.body,mxResources.get("loading")):(c=this.getDiagramId(),!EditorUi.enableDrafts||null!=urlParams.mode||"draw.io"!=this.getServiceName()||null!=c&&0!=c.length||this.editor.isChromelessView()?null!=c&&0<c.length?this.loadFile(c,null,null,mxUtils.bind(this, -function(){var e=decodeURIComponent(urlParams.viewbox||"");if(""!=e)try{var g=JSON.parse(e);this.editor.graph.fitWindow(g,g.border)}catch(k){console.error(k)}})):"0"!=urlParams.splash||null!=urlParams.mode?this.loadFile():EditorUi.isElectronApp||this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0):this.checkDrafts())}}),l=decodeURIComponent(urlParams.create||"");if((null==window.location.hash||1>=window.location.hash.length)&&null!=l&&0<l.length&&this.spinner.spin(document.body, -mxResources.get("loading"))){var d=mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("reconnecting"))&&(window.location.search=this.getSearch(["create","title"]))}),v=mxUtils.bind(this,function(u){this.spinner.stop();if("0"!=urlParams.splash){this.fileLoaded(new LocalFile(this,u,null));this.editor.graph.setEnabled(!1);this.mode=urlParams.mode;var D=urlParams.title;D=null!=D?decodeURIComponent(D):this.defaultFilename;u=this.getServiceCount(!0);isLocalStorage&&u++;var c=4>= -u?2:6<u?4:3;D=new CreateDialog(this,D,mxUtils.bind(this,function(e,g){if(null==g){this.hideDialog();var k=Editor.useLocalStorage;this.createFile(0<e.length?e:this.defaultFilename,this.getFileData(),null,null,null,!0,null,!0);Editor.useLocalStorage=k}else this.pickFolder(g,mxUtils.bind(this,function(m){this.createFile(e,this.getFileData(!0),null,g,null,!0,m)}))}),null,null,null,null,"1"==urlParams.browser,null,null,!0,c,null,null,null,this.editor.fileExtensions);this.showDialog(D.container,420,u>c? -390:280,!0,!1,mxUtils.bind(this,function(e){e&&null==this.getCurrentFile()&&this.showSplash()}));D.init()}});l=decodeURIComponent(l);if("http://"!=l.substring(0,7)&&"https://"!=l.substring(0,8))try{null!=window.opener&&null!=window.opener[l]?v(window.opener[l]):this.handleError(null,mxResources.get("errorLoadingFile"))}catch(u){this.handleError(u,mxResources.get("errorLoadingFile"))}else this.loadTemplate(l,function(u){v(u)},mxUtils.bind(this,function(u){this.handleError(u,mxResources.get("errorLoadingFile"), +App.prototype.start=function(){null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);this.restoreLibraries();this.spinner.stop();try{var b=this;window.onerror=function(x,B,D,K,c){"ResizeObserver loop limit exceeded"!=x&&(EditorUi.logError("Uncaught: "+(null!=x?x:""),B,D,K,c,null,!0),b.handleError({message:x},mxResources.get("unknownError"),null,null,null,null,!0))};if("1"!=urlParams.client&&"1"!=urlParams.embed){try{isLocalStorage&&window.addEventListener("storage",mxUtils.bind(this, +function(x){var B=this.getCurrentFile();EditorUi.debug("storage event",[x],[B]);null!=B&&".draft-alive-check"==x.key&&null!=x.newValue&&null!=B.draftId&&(this.draftAliveCheck=x.newValue,B.saveDraft())})),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()||null!=urlParams.open||!/www\.draw\.io$/.test(window.location.hostname)||this.editor.chromeless&&!this.editor.editable||this.showNameChangeBanner()}catch(x){}mxEvent.addListener(window,"hashchange",mxUtils.bind(this,function(x){try{this.hideDialog(); +var B=this.getDiagramId(),D=this.getCurrentFile();null!=D&&D.getHash()==B||this.loadFile(B,!0)}catch(K){null!=document.body&&this.handleError(K,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var c=this.getCurrentFile();window.location.hash=null!=c?c.getHash():""}))}}))}if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.desc)try{this.loadDescriptor(JSON.parse(Graph.decompress(urlParams.desc)),null,mxUtils.bind(this,function(x){this.handleError(x,mxResources.get("errorLoadingFile"))}))}catch(x){this.handleError(x, +mxResources.get("errorLoadingFile"))}else if((null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.url)this.loadFile("U"+urlParams.url,!0);else if(null==this.getCurrentFile()){var f=mxUtils.bind(this,function(){if("1"==urlParams.client&&(null==window.location.hash||0==window.location.hash.length||"#P"==window.location.hash.substring(0,2))){var x=mxUtils.bind(this,function(K){Editor.isPngDataUrl(K)&&(K=Editor.extractGraphModelFromPng(K));var c=urlParams.title;c=null!=c?decodeURIComponent(c): +this.defaultFilename;K=new LocalFile(this,K,c,!0);null!=window.location.hash&&"#P"==window.location.hash.substring(0,2)&&(K.getHash=function(){return window.location.hash.substring(1)});this.fileLoaded(K);this.getCurrentFile().setModified(!this.editor.chromeless)}),B=window.opener||window.parent;if(B!=window){var D=urlParams.create;null!=D?x(B[decodeURIComponent(D)]):(D=urlParams.data,null!=D?x(decodeURIComponent(D)):this.installMessageHandler(mxUtils.bind(this,function(K,c){c.source==B&&x(K)})))}}else if(null== +this.dialog)if("1"==urlParams.demo)D=Editor.useLocalStorage,this.createFile(this.defaultFilename,null,null,null,null,null,null,!0),Editor.useLocalStorage=D;else{D=!1;try{D=null!=window.opener&&null!=window.opener.openFile}catch(K){}D?this.spinner.spin(document.body,mxResources.get("loading")):(D=this.getDiagramId(),!EditorUi.enableDrafts||null!=urlParams.mode||"draw.io"!=this.getServiceName()||null!=D&&0!=D.length||this.editor.isChromelessView()?null!=D&&0<D.length?this.loadFile(D,null,null,mxUtils.bind(this, +function(){var K=decodeURIComponent(urlParams.viewbox||"");if(""!=K)try{var c=JSON.parse(K);this.editor.graph.fitWindow(c,c.border)}catch(e){console.error(e)}})):"0"!=urlParams.splash||null!=urlParams.mode?this.loadFile():EditorUi.isElectronApp||this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0):this.checkDrafts())}}),k=decodeURIComponent(urlParams.create||"");if((null==window.location.hash||1>=window.location.hash.length)&&null!=k&&0<k.length&&this.spinner.spin(document.body, +mxResources.get("loading"))){var d=mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("reconnecting"))&&(window.location.search=this.getSearch(["create","title"]))}),v=mxUtils.bind(this,function(x){this.spinner.stop();if("0"!=urlParams.splash){this.fileLoaded(new LocalFile(this,x,null));this.editor.graph.setEnabled(!1);this.mode=urlParams.mode;var B=urlParams.title;B=null!=B?decodeURIComponent(B):this.defaultFilename;x=this.getServiceCount(!0);isLocalStorage&&x++;var D=4>= +x?2:6<x?4:3;B=new CreateDialog(this,B,mxUtils.bind(this,function(K,c){if(null==c){this.hideDialog();var e=Editor.useLocalStorage;this.createFile(0<K.length?K:this.defaultFilename,this.getFileData(),null,null,null,!0,null,!0);Editor.useLocalStorage=e}else this.pickFolder(c,mxUtils.bind(this,function(g){this.createFile(K,this.getFileData(!0),null,c,null,!0,g)}))}),null,null,null,null,"1"==urlParams.browser,null,null,!0,D,null,null,null,this.editor.fileExtensions);this.showDialog(B.container,420,x>D? +390:280,!0,!1,mxUtils.bind(this,function(K){K&&null==this.getCurrentFile()&&this.showSplash()}));B.init()}});k=decodeURIComponent(k);if("http://"!=k.substring(0,7)&&"https://"!=k.substring(0,8))try{null!=window.opener&&null!=window.opener[k]?v(window.opener[k]):this.handleError(null,mxResources.get("errorLoadingFile"))}catch(x){this.handleError(x,mxResources.get("errorLoadingFile"))}else this.loadTemplate(k,function(x){v(x)},mxUtils.bind(this,function(x){this.handleError(x,mxResources.get("errorLoadingFile"), d)}))}else(null==window.location.hash||1>=window.location.hash.length)&&null!=urlParams.state&&null!=this.stateArg&&"open"==this.stateArg.action?null!=this.stateArg.ids&&(window.history&&window.history.replaceState&&window.history.replaceState(null,null,window.location.pathname+this.getSearch(["state"])),window.location.hash="G"+this.stateArg.ids[0]):(null==window.location.hash||1>=window.location.hash.length)&&null!=this.drive&&null!=this.stateArg&&"create"==this.stateArg.action?(window.history&& window.history.replaceState&&window.history.replaceState(null,null,window.location.pathname+this.getSearch(["state"])),this.setMode(App.MODE_GOOGLE),"0"==urlParams.splash?this.createFile(null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename):this.actions.get("new").funct()):(null!=urlParams.open&&window.history&&window.history.replaceState&&(window.history.replaceState(null,null,window.location.pathname+this.getSearch(["open","sketch"])),window.location.hash=urlParams.open), -f())}}catch(u){this.handleError(u)}};App.prototype.loadDraft=function(b,f){this.createFile(this.defaultFilename,b,null,null,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){var l=this.getCurrentFile();null!=l&&(l.fileChanged(),null!=f&&f())}),0)}),null,null,!0)}; -App.prototype.filterDrafts=function(b,f,l){function d(){l(v)}var v=[];try{this.getDatabaseItems(mxUtils.bind(this,function(u){EditorUi.debug("App.filterDrafts",[this],"items",u);for(var D=0;D<u.length;D++)try{var c=u[D].key;if(null!=c&&".draft_"==c.substring(0,7)){var e=JSON.parse(u[D].data);null!=e&&"draft"==e.type&&e.aliveCheck!=f&&(null==b&&null==e.fileObject||null!=e.fileObject&&e.fileObject.path==b)&&(e.key=c,v.push(e))}}catch(g){}d()},d))}catch(u){d()}}; -App.prototype.checkDrafts=function(){try{var b=Editor.guid();localStorage.setItem(".draft-alive-check",b);window.setTimeout(mxUtils.bind(this,function(){localStorage.removeItem(".draft-alive-check");this.filterDrafts(null,b,mxUtils.bind(this,function(f){if(1==f.length)this.loadDraft(f[0].data,mxUtils.bind(this,function(){this.removeDatabaseItem(f[0].key)}));else if(1<f.length){var l=new Date(f[0].modified);l=new DraftDialog(this,1<f.length?mxResources.get("selectDraft"):mxResources.get("draftFound", -[l.toLocaleDateString()+" "+l.toLocaleTimeString()]),1<f.length?null:f[0].data,mxUtils.bind(this,function(d){this.hideDialog();d=""!=d?d:0;this.loadDraft(f[d].data,mxUtils.bind(this,function(){this.removeDatabaseItem(f[d].key)}))}),mxUtils.bind(this,function(d,v){d=""!=d?d:0;this.confirm(mxResources.get("areYouSure"),null,mxUtils.bind(this,function(){this.removeDatabaseItem(f[d].key);null!=v&&v()}),mxResources.get("no"),mxResources.get("yes"))}),null,null,null,1<f.length?f:null);this.showDialog(l.container, -640,480,!0,!1,mxUtils.bind(this,function(d){"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}));l.init()}else"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}))}),0)}catch(f){}}; -App.prototype.showSplash=function(b){if("1"!=urlParams.noFileMenu){var f=this.getServiceCount(!0),l=mxUtils.bind(this,function(){var v=new SplashDialog(this);this.showDialog(v.container,340,mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?200:230,!0,!0,mxUtils.bind(this,function(u){u&&!mxClient.IS_CHROMEAPP&&(u=Editor.useLocalStorage,this.createFile(this.defaultFilename+(EditorUi.isElectronApp?".drawio":""),null,null,null,null,null,null,"1"!=urlParams.local),Editor.useLocalStorage=u)}),!0)});if(this.editor.isChromelessView())this.handleError({message:mxResources.get("noFileSelected")}, -mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){this.showSplash()}));else if(mxClient.IS_CHROMEAPP||null!=this.mode&&!b)null==urlParams.create&&l();else{b=4==f?2:3;var d=new StorageDialog(this,mxUtils.bind(this,function(){this.hideDialog();l()}),b);this.showDialog(d.container,3>b?200:300,3<f?320:210,!0,!1)}}}; -App.prototype.addLanguageMenu=function(b,f){var l=null;null!=this.menus.get("language")&&(l=document.createElement("div"),l.setAttribute("title",mxResources.get("language")),l.className="geIcon geSprite geSprite-globe",l.style.position="absolute",l.style.cursor="pointer",l.style.bottom="20px",l.style.right="20px",f&&(l.style.direction="rtl",l.style.textAlign="right",l.style.right="24px",f=document.createElement("span"),f.style.display="inline-block",f.style.fontSize="12px",f.style.margin="5px 24px 0 0", -f.style.color="gray",f.style.userSelect="none",mxUtils.write(f,mxResources.get("language")),l.appendChild(f)),mxEvent.addListener(l,"click",mxUtils.bind(this,function(d){this.editor.graph.popupMenuHandler.hideMenu();var v=new mxPopupMenu(this.menus.get("language").funct);v.div.className+=" geMenubarMenu";v.smartSeparators=!0;v.showDisabled=!0;v.autoExpand=!0;v.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(v,arguments);v.destroy()});var u=mxUtils.getOffset(l);v.popup(u.x, -u.y+l.offsetHeight,null,d);this.setCurrentMenu(v)})),b.appendChild(l));return l}; -App.prototype.loadFileSystemEntry=function(b,f,l){l=null!=l?l:mxUtils.bind(this,function(d){this.handleError(d)});try{b.getFile().then(mxUtils.bind(this,function(d){var v=new FileReader;v.onload=mxUtils.bind(this,function(u){try{if(null!=f){var D=u.target.result;"image/png"==d.type&&(D=this.extractGraphModelFromPng(D));f(new LocalFile(this,D,d.name,null,b,d))}else this.openFileHandle(u.target.result,d.name,d,!1,b)}catch(c){l(c)}});v.onerror=l;"image"!==d.type.substring(0,5)&&"application/pdf"!==d.type|| -"image/svg"===d.type.substring(0,9)?v.readAsText(d):v.readAsDataURL(d)}),l)}catch(d){l(d)}}; -App.prototype.createFileSystemOptions=function(b){var f=[],l=null;if(null!=b){var d=b.lastIndexOf(".");0<d&&(l=b.substring(d+1))}for(d=0;d<this.editor.diagramFileTypes.length;d++){var v={description:mxResources.get(this.editor.diagramFileTypes[d].description)+(mxClient.IS_MAC?" (."+this.editor.diagramFileTypes[d].extension+")":""),accept:{}};v.accept[this.editor.diagramFileTypes[d].mimeType]=["."+this.editor.diagramFileTypes[d].extension];this.editor.diagramFileTypes[d].extension==l?f.splice(0,0, -v):this.editor.diagramFileTypes[d].extension==l?f.splice(0,0,v):f.push(v)}return{types:f,fileName:b}};App.prototype.showSaveFilePicker=function(b,f,l){f=null!=f?f:mxUtils.bind(this,function(d){"AbortError"!=d.name&&this.handleError(d)});l=null!=l?l:this.createFileSystemOptions();window.showSaveFilePicker(l).then(mxUtils.bind(this,function(d){null!=d&&d.getFile().then(mxUtils.bind(this,function(v){b(d,v)}),f)}),f)}; -App.prototype.pickFile=function(b){try{if(b=null!=b?b:this.mode,b==App.MODE_GOOGLE)null!=this.drive&&"undefined"!=typeof google&&"undefined"!=typeof google.picker?this.drive.pickFile():this.openLink("https://drive.google.com");else{var f=this.getPeerForMode(b);if(null!=f)f.pickFile();else if(b==App.MODE_DEVICE&&EditorUi.nativeFileSupport)window.showOpenFilePicker().then(mxUtils.bind(this,function(D){null!=D&&0<D.length&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.loadFileSystemEntry(D[0])}), -mxUtils.bind(this,function(D){"AbortError"!=D.name&&this.handleError(D)}));else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.openFileInputElt){var l=document.createElement("input");l.setAttribute("type","file");mxEvent.addListener(l,"change",mxUtils.bind(this,function(){null!=l.files&&(this.openFiles(l.files),l.type="",l.type="file",l.value="")}));l.style.display="none";document.body.appendChild(l);this.openFileInputElt=l}this.openFileInputElt.click()}else{this.hideDialog();window.openNew= -null!=this.getCurrentFile()&&!this.isDiagramEmpty();window.baseUrl=this.getUrl();window.openKey="open";window.listBrowserFiles=mxUtils.bind(this,function(D,c){StorageFile.listFiles(this,"F",D,c)});window.openBrowserFile=mxUtils.bind(this,function(D,c,e){StorageFile.getFileContent(this,D,c,e)});window.deleteBrowserFile=mxUtils.bind(this,function(D,c,e){StorageFile.deleteFile(this,D,c,e)});var d=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;this.openFile();window.openFile.setConsumer(mxUtils.bind(this, -function(D,c){var e=mxUtils.bind(this,function(){this.useCanvasForExport||".png"!=c.substring(c.length-4)||(c=c.substring(0,c.length-4)+".drawio");this.fileLoaded(b==App.MODE_BROWSER?new StorageFile(this,D,c):new LocalFile(this,D,c))}),g=this.getCurrentFile();null!=g&&g.isModified()?this.confirm(mxResources.get("allChangesLost"),null,e,mxResources.get("cancel"),mxResources.get("discardChanges")):e()}));var v=this.dialog,u=v.close;this.dialog.close=mxUtils.bind(this,function(D){Editor.useLocalStorage= -d;u.apply(v,arguments);null==this.getCurrentFile()&&this.showSplash()})}}}catch(D){this.handleError(D)}}; -App.prototype.pickLibrary=function(b){b=null!=b?b:this.mode;if(b==App.MODE_GOOGLE||b==App.MODE_DROPBOX||b==App.MODE_ONEDRIVE||b==App.MODE_GITHUB||b==App.MODE_GITLAB||b==App.MODE_TRELLO){var f=b==App.MODE_GOOGLE?this.drive:b==App.MODE_ONEDRIVE?this.oneDrive:b==App.MODE_GITHUB?this.gitHub:b==App.MODE_GITLAB?this.gitLab:b==App.MODE_TRELLO?this.trello:this.dropbox;null!=f&&f.pickLibrary(mxUtils.bind(this,function(v,u){if(null!=u)try{this.loadLibrary(u)}catch(D){this.handleError(D,mxResources.get("errorLoadingFile"))}else this.spinner.spin(document.body, -mxResources.get("loading"))&&f.getLibrary(v,mxUtils.bind(this,function(D){this.spinner.stop();try{this.loadLibrary(D)}catch(c){this.handleError(c,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(D){this.handleError(D,null!=D?mxResources.get("errorLoadingFile"):null)}))}))}else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.libFileInputElt){var l=document.createElement("input");l.setAttribute("type","file");mxEvent.addListener(l,"change",mxUtils.bind(this,function(){if(null!= -l.files){for(var v=0;v<l.files.length;v++)mxUtils.bind(this,function(u){var D=new FileReader;D.onload=mxUtils.bind(this,function(c){try{this.loadLibrary(new LocalLibrary(this,c.target.result,u.name))}catch(e){this.handleError(e,mxResources.get("errorLoadingFile"))}});D.readAsText(u)})(l.files[v]);l.type="";l.type="file";l.value=""}}));l.style.display="none";document.body.appendChild(l);this.libFileInputElt=l}this.libFileInputElt.click()}else{window.openNew=!1;window.openKey="open";window.listBrowserFiles= -mxUtils.bind(this,function(v,u){StorageFile.listFiles(this,"L",v,u)});window.openBrowserFile=mxUtils.bind(this,function(v,u,D){StorageFile.getFileContent(this,v,u,D)});window.deleteBrowserFile=mxUtils.bind(this,function(v,u,D){StorageFile.deleteFile(this,v,u,D)});var d=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;window.openFile=new OpenFile(mxUtils.bind(this,function(v){this.hideDialog(v)}));window.openFile.setConsumer(mxUtils.bind(this,function(v,u){try{this.loadLibrary(b== -App.MODE_BROWSER?new StorageLibrary(this,v,u):new LocalLibrary(this,v,u))}catch(D){this.handleError(D,mxResources.get("errorLoadingFile"))}}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){Editor.useLocalStorage=d;window.openFile=null})}}; -App.prototype.saveLibrary=function(b,f,l,d,v,u,D){try{d=null!=d?d:this.mode;v=null!=v?v:!1;u=null!=u?u:!1;var c=this.createLibraryDataFromImages(f),e=mxUtils.bind(this,function(m){this.spinner.stop();null!=D&&D();this.handleError(m,null!=m?mxResources.get("errorSavingFile"):null)});null==l&&d==App.MODE_DEVICE&&(l=new LocalLibrary(this,c,b));if(null==l)this.pickFolder(d,mxUtils.bind(this,function(m){d==App.MODE_GOOGLE&&null!=this.drive&&this.spinner.spin(document.body,mxResources.get("inserting"))? -this.drive.insertFile(b,c,m,mxUtils.bind(this,function(p){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(p,f)}),e,this.drive.libraryMimeType):d==App.MODE_GITHUB&&null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitHub.insertLibrary(b,c,mxUtils.bind(this,function(p){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(p,f)}),e,m):d==App.MODE_GITLAB&&null!=this.gitLab&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitLab.insertLibrary(b, -c,mxUtils.bind(this,function(p){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(p,f)}),e,m):d==App.MODE_TRELLO&&null!=this.trello&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.trello.insertLibrary(b,c,mxUtils.bind(this,function(p){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(p,f)}),e,m):d==App.MODE_DROPBOX&&null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.dropbox.insertLibrary(b,c,mxUtils.bind(this,function(p){this.spinner.stop(); -this.hideDialog(!0);this.libraryLoaded(p,f)}),e,m):d==App.MODE_ONEDRIVE&&null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.oneDrive.insertLibrary(b,c,mxUtils.bind(this,function(p){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(p,f)}),e,m):d==App.MODE_BROWSER?(m=mxUtils.bind(this,function(){var p=new StorageLibrary(this,c,b);p.saveFile(b,!1,mxUtils.bind(this,function(){this.hideDialog(!0);this.libraryLoaded(p,f)}),e)}),null==localStorage.getItem(b)? -m():this.confirm(mxResources.get("replaceIt",[b]),m)):this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})}));else if(v||this.spinner.spin(document.body,mxResources.get("saving"))){l.setData(c);var g=mxUtils.bind(this,function(){l.save(!0,mxUtils.bind(this,function(m){this.spinner.stop();this.hideDialog(!0);u||this.libraryLoaded(l,f);null!=D&&D()}),e)});if(b!=l.getTitle()){var k=l.getHash();l.rename(b,mxUtils.bind(this,function(m){l.constructor!=LocalLibrary&&k!=l.getHash()&& -(mxSettings.removeCustomLibrary(k),mxSettings.addCustomLibrary(l.getHash()));this.removeLibrarySidebar(k);g()}),e)}else g()}}catch(m){this.handleError(m)}}; -App.prototype.saveFile=function(b,f){var l=this.getCurrentFile();if(null!=l){var d=mxUtils.bind(this,function(){EditorUi.enableDrafts&&l.removeDraft();this.getCurrentFile()==l||l.isModified()||(l.getMode()!=App.MODE_DEVICE?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("allChangesSaved"))):this.editor.setStatus(""));null!=f&&f()});if(b||null==l.getTitle()||null!=l.invalidFileHandle||null==this.mode)if(null!=l&&l.constructor==LocalFile&&null!=l.fileHandle)this.showSaveFilePicker(mxUtils.bind(this, -function(e,g){l.invalidFileHandle=null;l.fileHandle=e;l.title=g.name;l.desc=g;this.save(g.name,d)}),null,this.createFileSystemOptions(l.getTitle()));else{var v=null!=l.getTitle()?l.getTitle():this.defaultFilename,u=!mxClient.IS_IOS||!navigator.standalone,D=this.mode;b=this.getServiceCount(!0);isLocalStorage&&b++;var c=4>=b?2:6<b?4:3;v=new CreateDialog(this,v,mxUtils.bind(this,function(e,g,k){null!=e&&0<e.length&&(/(\.pdf)$/i.test(e)?this.confirm(mxResources.get("didYouMeanToExportToPdf"),mxUtils.bind(this, -function(){this.hideDialog();this.actions.get("exportPdf").funct()}),mxUtils.bind(this,function(){k.value=e.split(".").slice(0,-1).join(".");k.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?k.select():document.execCommand("selectAll",!1,null)}),mxResources.get("yes"),mxResources.get("no")):(this.hideDialog(),null==D&&g==App.MODE_DEVICE?null!=l&&EditorUi.nativeFileSupport?this.showSaveFilePicker(mxUtils.bind(this,function(m,p){l.fileHandle=m;l.mode=App.MODE_DEVICE;l.title=p.name; -l.desc=p;this.setMode(App.MODE_DEVICE);this.save(p.name,d)}),mxUtils.bind(this,function(m){"AbortError"!=m.name&&this.handleError(m)}),this.createFileSystemOptions(e)):(this.setMode(App.MODE_DEVICE),this.save(e,d)):"download"==g?(new LocalFile(this,null,e)).save():"_blank"==g?(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(this.getFileData(!0)),this.openLink(this.getUrl(window.location.pathname),null,!0)):D!=g?this.pickFolder(g,mxUtils.bind(this,function(m){this.createFile(e, -this.getFileData(/(\.xml)$/i.test(e)||0>e.indexOf(".")||/(\.drawio)$/i.test(e),/(\.svg)$/i.test(e),/(\.html)$/i.test(e)),null,g,d,null==this.mode,m)})):null!=g&&this.save(e,d)))}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),null,null,u,null,!0,c,null,null,null,this.editor.fileExtensions,!1);this.showDialog(v.container,420,b>c?390:280,!0,!0);v.init()}else this.save(l.getTitle(),d)}}; -App.prototype.loadTemplate=function(b,f,l,d,v){var u=!1,D=b,c=null!=d?d:b,e=/(\.v(dx|sdx?))($|\?)/i.test(c)||/(\.vs(x|sx?))($|\?)/i.test(c);d=/\.png$/i.test(c)||/\.pdf$/i.test(c);this.editor.isCorsEnabledForUrl(D)||(u=d||e,D="t="+(new Date).getTime(),D=PROXY_URL+"?url="+encodeURIComponent(b)+"&"+D+(u?"&base64=1":""));this.editor.loadUrl(D,mxUtils.bind(this,function(g){try{var k=u?!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(g):atob(g):g;if(e||this.isVisioData(k))e||(c=v?this.isRemoteVisioData(k)? -"raw.vss":"raw.vssx":this.isRemoteVisioData(k)?"raw.vsd":"raw.vsdx"),this.importVisio(this.base64ToBlob(g.substring(g.indexOf(",")+1)),function(m){f(m)},l,c);else if((new XMLHttpRequest).upload&&this.isRemoteFileFormat(k,c))this.isExternalDataComms()?this.parseFileData(k,mxUtils.bind(this,function(m){4==m.readyState&&200<=m.status&&299>=m.status&&"<mxGraphModel"==m.responseText.substring(0,13)&&f(m.responseText)}),b):this.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,l); -else if(this.isLucidChartData(k))this.convertLucidChart(k,mxUtils.bind(this,function(m){f(m)}),mxUtils.bind(this,function(m){l(m)}));else{if(/(\.png)($|\?)/i.test(c)||Editor.isPngData(k))k=Editor.extractGraphModelFromPng(g);f(k)}}catch(m){l(m)}}),l,/(\.png)($|\?)/i.test(c)||/(\.v(dx|sdx?))($|\?)/i.test(c)||/(\.vs(x|sx?))($|\?)/i.test(c),null,null,u)}; +f())}}catch(x){this.handleError(x)}};App.prototype.loadDraft=function(b,f){this.createFile(this.defaultFilename,b,null,null,mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){var k=this.getCurrentFile();null!=k&&(k.fileChanged(),null!=f&&f())}),0)}),null,null,!0)}; +App.prototype.filterDrafts=function(b,f,k){function d(){k(v)}var v=[];try{this.getDatabaseItems(mxUtils.bind(this,function(x){EditorUi.debug("App.filterDrafts",[this],"items",x);for(var B=0;B<x.length;B++)try{var D=x[B].key;if(null!=D&&".draft_"==D.substring(0,7)){var K=JSON.parse(x[B].data);null!=K&&"draft"==K.type&&K.aliveCheck!=f&&(null==b&&null==K.fileObject||null!=K.fileObject&&K.fileObject.path==b)&&(K.key=D,v.push(K))}}catch(c){}d()},d))}catch(x){d()}}; +App.prototype.checkDrafts=function(){try{var b=Editor.guid();localStorage.setItem(".draft-alive-check",b);window.setTimeout(mxUtils.bind(this,function(){localStorage.removeItem(".draft-alive-check");this.filterDrafts(null,b,mxUtils.bind(this,function(f){if(1==f.length)this.loadDraft(f[0].data,mxUtils.bind(this,function(){this.removeDatabaseItem(f[0].key)}));else if(1<f.length){var k=new Date(f[0].modified);k=new DraftDialog(this,1<f.length?mxResources.get("selectDraft"):mxResources.get("draftFound", +[k.toLocaleDateString()+" "+k.toLocaleTimeString()]),1<f.length?null:f[0].data,mxUtils.bind(this,function(d){this.hideDialog();d=""!=d?d:0;this.loadDraft(f[d].data,mxUtils.bind(this,function(){this.removeDatabaseItem(f[d].key)}))}),mxUtils.bind(this,function(d,v){d=""!=d?d:0;this.confirm(mxResources.get("areYouSure"),null,mxUtils.bind(this,function(){this.removeDatabaseItem(f[d].key);null!=v&&v()}),mxResources.get("no"),mxResources.get("yes"))}),null,null,null,1<f.length?f:null);this.showDialog(k.container, +640,480,!0,!1,mxUtils.bind(this,function(d){"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}));k.init()}else"0"!=urlParams.splash?this.loadFile():this.createFile(this.defaultFilename,this.getFileData(),null,null,null,null,null,!0)}))}),0)}catch(f){}}; +App.prototype.showSplash=function(b){if("1"!=urlParams.noFileMenu){var f=this.getServiceCount(!0),k=mxUtils.bind(this,function(){var v=new SplashDialog(this);this.showDialog(v.container,340,mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?200:230,!0,!0,mxUtils.bind(this,function(x){x&&!mxClient.IS_CHROMEAPP&&(x=Editor.useLocalStorage,this.createFile(this.defaultFilename+(EditorUi.isElectronApp?".drawio":""),null,null,null,null,null,null,"1"!=urlParams.local),Editor.useLocalStorage=x)}),!0)});if(this.editor.isChromelessView())this.handleError({message:mxResources.get("noFileSelected")}, +mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){this.showSplash()}));else if(mxClient.IS_CHROMEAPP||null!=this.mode&&!b)null==urlParams.create&&k();else{b=4==f?2:3;var d=new StorageDialog(this,mxUtils.bind(this,function(){this.hideDialog();k()}),b);this.showDialog(d.container,3>b?200:300,3<f?320:210,!0,!1)}}}; +App.prototype.addLanguageMenu=function(b,f){var k=null;null!=this.menus.get("language")&&(k=document.createElement("div"),k.setAttribute("title",mxResources.get("language")),k.className="geIcon geSprite geSprite-globe",k.style.position="absolute",k.style.cursor="pointer",k.style.bottom="20px",k.style.right="20px",f&&(k.style.direction="rtl",k.style.textAlign="right",k.style.right="24px",f=document.createElement("span"),f.style.display="inline-block",f.style.fontSize="12px",f.style.margin="5px 24px 0 0", +f.style.color="gray",f.style.userSelect="none",mxUtils.write(f,mxResources.get("language")),k.appendChild(f)),mxEvent.addListener(k,"click",mxUtils.bind(this,function(d){this.editor.graph.popupMenuHandler.hideMenu();var v=new mxPopupMenu(this.menus.get("language").funct);v.div.className+=" geMenubarMenu";v.smartSeparators=!0;v.showDisabled=!0;v.autoExpand=!0;v.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(v,arguments);v.destroy()});var x=mxUtils.getOffset(k);v.popup(x.x, +x.y+k.offsetHeight,null,d);this.setCurrentMenu(v)})),b.appendChild(k));return k}; +App.prototype.loadFileSystemEntry=function(b,f,k){k=null!=k?k:mxUtils.bind(this,function(d){this.handleError(d)});try{b.getFile().then(mxUtils.bind(this,function(d){var v=new FileReader;v.onload=mxUtils.bind(this,function(x){try{if(null!=f){var B=x.target.result;"image/png"==d.type&&(B=this.extractGraphModelFromPng(B));f(new LocalFile(this,B,d.name,null,b,d))}else this.openFileHandle(x.target.result,d.name,d,!1,b)}catch(D){k(D)}});v.onerror=k;"image"!==d.type.substring(0,5)&&"application/pdf"!==d.type|| +"image/svg"===d.type.substring(0,9)?v.readAsText(d):v.readAsDataURL(d)}),k)}catch(d){k(d)}}; +App.prototype.createFileSystemOptions=function(b){var f=[],k=null;if(null!=b){var d=b.lastIndexOf(".");0<d&&(k=b.substring(d+1))}for(d=0;d<this.editor.diagramFileTypes.length;d++){var v={description:mxResources.get(this.editor.diagramFileTypes[d].description)+(mxClient.IS_MAC?" (."+this.editor.diagramFileTypes[d].extension+")":""),accept:{}};v.accept[this.editor.diagramFileTypes[d].mimeType]=["."+this.editor.diagramFileTypes[d].extension];this.editor.diagramFileTypes[d].extension==k?f.splice(0,0, +v):this.editor.diagramFileTypes[d].extension==k?f.splice(0,0,v):f.push(v)}return{types:f,fileName:b}};App.prototype.showSaveFilePicker=function(b,f,k){f=null!=f?f:mxUtils.bind(this,function(d){"AbortError"!=d.name&&this.handleError(d)});k=null!=k?k:this.createFileSystemOptions();window.showSaveFilePicker(k).then(mxUtils.bind(this,function(d){null!=d&&d.getFile().then(mxUtils.bind(this,function(v){b(d,v)}),f)}),f)}; +App.prototype.pickFile=function(b){try{if(b=null!=b?b:this.mode,b==App.MODE_GOOGLE)null!=this.drive&&"undefined"!=typeof google&&"undefined"!=typeof google.picker?this.drive.pickFile():this.openLink("https://drive.google.com");else{var f=this.getPeerForMode(b);if(null!=f)f.pickFile();else if(b==App.MODE_DEVICE&&EditorUi.nativeFileSupport)window.showOpenFilePicker().then(mxUtils.bind(this,function(B){null!=B&&0<B.length&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.loadFileSystemEntry(B[0])}), +mxUtils.bind(this,function(B){"AbortError"!=B.name&&this.handleError(B)}));else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.openFileInputElt){var k=document.createElement("input");k.setAttribute("type","file");mxEvent.addListener(k,"change",mxUtils.bind(this,function(){null!=k.files&&(this.openFiles(k.files),k.type="",k.type="file",k.value="")}));k.style.display="none";document.body.appendChild(k);this.openFileInputElt=k}this.openFileInputElt.click()}else{this.hideDialog();window.openNew= +null!=this.getCurrentFile()&&!this.isDiagramEmpty();window.baseUrl=this.getUrl();window.openKey="open";window.listBrowserFiles=mxUtils.bind(this,function(B,D){StorageFile.listFiles(this,"F",B,D)});window.openBrowserFile=mxUtils.bind(this,function(B,D,K){StorageFile.getFileContent(this,B,D,K)});window.deleteBrowserFile=mxUtils.bind(this,function(B,D,K){StorageFile.deleteFile(this,B,D,K)});var d=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;this.openFile();window.openFile.setConsumer(mxUtils.bind(this, +function(B,D){var K=mxUtils.bind(this,function(){this.useCanvasForExport||".png"!=D.substring(D.length-4)||(D=D.substring(0,D.length-4)+".drawio");this.fileLoaded(b==App.MODE_BROWSER?new StorageFile(this,B,D):new LocalFile(this,B,D))}),c=this.getCurrentFile();null!=c&&c.isModified()?this.confirm(mxResources.get("allChangesLost"),null,K,mxResources.get("cancel"),mxResources.get("discardChanges")):K()}));var v=this.dialog,x=v.close;this.dialog.close=mxUtils.bind(this,function(B){Editor.useLocalStorage= +d;x.apply(v,arguments);null==this.getCurrentFile()&&this.showSplash()})}}}catch(B){this.handleError(B)}}; +App.prototype.pickLibrary=function(b){b=null!=b?b:this.mode;if(b==App.MODE_GOOGLE||b==App.MODE_DROPBOX||b==App.MODE_ONEDRIVE||b==App.MODE_GITHUB||b==App.MODE_GITLAB||b==App.MODE_TRELLO){var f=b==App.MODE_GOOGLE?this.drive:b==App.MODE_ONEDRIVE?this.oneDrive:b==App.MODE_GITHUB?this.gitHub:b==App.MODE_GITLAB?this.gitLab:b==App.MODE_TRELLO?this.trello:this.dropbox;null!=f&&f.pickLibrary(mxUtils.bind(this,function(v,x){if(null!=x)try{this.loadLibrary(x)}catch(B){this.handleError(B,mxResources.get("errorLoadingFile"))}else this.spinner.spin(document.body, +mxResources.get("loading"))&&f.getLibrary(v,mxUtils.bind(this,function(B){this.spinner.stop();try{this.loadLibrary(B)}catch(D){this.handleError(D,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(B){this.handleError(B,null!=B?mxResources.get("errorLoadingFile"):null)}))}))}else if(b==App.MODE_DEVICE&&Graph.fileSupport){if(null==this.libFileInputElt){var k=document.createElement("input");k.setAttribute("type","file");mxEvent.addListener(k,"change",mxUtils.bind(this,function(){if(null!= +k.files){for(var v=0;v<k.files.length;v++)mxUtils.bind(this,function(x){var B=new FileReader;B.onload=mxUtils.bind(this,function(D){try{this.loadLibrary(new LocalLibrary(this,D.target.result,x.name))}catch(K){this.handleError(K,mxResources.get("errorLoadingFile"))}});B.readAsText(x)})(k.files[v]);k.type="";k.type="file";k.value=""}}));k.style.display="none";document.body.appendChild(k);this.libFileInputElt=k}this.libFileInputElt.click()}else{window.openNew=!1;window.openKey="open";window.listBrowserFiles= +mxUtils.bind(this,function(v,x){StorageFile.listFiles(this,"L",v,x)});window.openBrowserFile=mxUtils.bind(this,function(v,x,B){StorageFile.getFileContent(this,v,x,B)});window.deleteBrowserFile=mxUtils.bind(this,function(v,x,B){StorageFile.deleteFile(this,v,x,B)});var d=Editor.useLocalStorage;Editor.useLocalStorage=b==App.MODE_BROWSER;window.openFile=new OpenFile(mxUtils.bind(this,function(v){this.hideDialog(v)}));window.openFile.setConsumer(mxUtils.bind(this,function(v,x){try{this.loadLibrary(b== +App.MODE_BROWSER?new StorageLibrary(this,v,x):new LocalLibrary(this,v,x))}catch(B){this.handleError(B,mxResources.get("errorLoadingFile"))}}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){Editor.useLocalStorage=d;window.openFile=null})}}; +App.prototype.saveLibrary=function(b,f,k,d,v,x,B){try{d=null!=d?d:this.mode;v=null!=v?v:!1;x=null!=x?x:!1;var D=this.createLibraryDataFromImages(f),K=mxUtils.bind(this,function(g){this.spinner.stop();null!=B&&B();this.handleError(g,null!=g?mxResources.get("errorSavingFile"):null)});null==k&&d==App.MODE_DEVICE&&(k=new LocalLibrary(this,D,b));if(null==k)this.pickFolder(d,mxUtils.bind(this,function(g){d==App.MODE_GOOGLE&&null!=this.drive&&this.spinner.spin(document.body,mxResources.get("inserting"))? +this.drive.insertFile(b,D,g,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,f)}),K,this.drive.libraryMimeType):d==App.MODE_GITHUB&&null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitHub.insertLibrary(b,D,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,f)}),K,g):d==App.MODE_GITLAB&&null!=this.gitLab&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.gitLab.insertLibrary(b, +D,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,f)}),K,g):d==App.MODE_TRELLO&&null!=this.trello&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.trello.insertLibrary(b,D,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,f)}),K,g):d==App.MODE_DROPBOX&&null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.dropbox.insertLibrary(b,D,mxUtils.bind(this,function(q){this.spinner.stop(); +this.hideDialog(!0);this.libraryLoaded(q,f)}),K,g):d==App.MODE_ONEDRIVE&&null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("inserting"))?this.oneDrive.insertLibrary(b,D,mxUtils.bind(this,function(q){this.spinner.stop();this.hideDialog(!0);this.libraryLoaded(q,f)}),K,g):d==App.MODE_BROWSER?(g=mxUtils.bind(this,function(){var q=new StorageLibrary(this,D,b);q.saveFile(b,!1,mxUtils.bind(this,function(){this.hideDialog(!0);this.libraryLoaded(q,f)}),K)}),null==localStorage.getItem(b)? +g():this.confirm(mxResources.get("replaceIt",[b]),g)):this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})}));else if(v||this.spinner.spin(document.body,mxResources.get("saving"))){k.setData(D);var c=mxUtils.bind(this,function(){k.save(!0,mxUtils.bind(this,function(g){this.spinner.stop();this.hideDialog(!0);x||this.libraryLoaded(k,f);null!=B&&B()}),K)});if(b!=k.getTitle()){var e=k.getHash();k.rename(b,mxUtils.bind(this,function(g){k.constructor!=LocalLibrary&&e!=k.getHash()&& +(mxSettings.removeCustomLibrary(e),mxSettings.addCustomLibrary(k.getHash()));this.removeLibrarySidebar(e);c()}),K)}else c()}}catch(g){this.handleError(g)}}; +App.prototype.saveFile=function(b,f){var k=this.getCurrentFile();if(null!=k){var d=mxUtils.bind(this,function(){EditorUi.enableDrafts&&k.removeDraft();this.getCurrentFile()==k||k.isModified()||(k.getMode()!=App.MODE_DEVICE?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("allChangesSaved"))):this.editor.setStatus(""));null!=f&&f()});if(b||null==k.getTitle()||null!=k.invalidFileHandle||null==this.mode)if(null!=k&&k.constructor==LocalFile&&null!=k.fileHandle)this.showSaveFilePicker(mxUtils.bind(this, +function(K,c){k.invalidFileHandle=null;k.fileHandle=K;k.title=c.name;k.desc=c;this.save(c.name,d)}),null,this.createFileSystemOptions(k.getTitle()));else{var v=null!=k.getTitle()?k.getTitle():this.defaultFilename,x=!mxClient.IS_IOS||!navigator.standalone,B=this.mode;b=this.getServiceCount(!0);isLocalStorage&&b++;var D=4>=b?2:6<b?4:3;v=new CreateDialog(this,v,mxUtils.bind(this,function(K,c,e){null!=K&&0<K.length&&(/(\.pdf)$/i.test(K)?this.confirm(mxResources.get("didYouMeanToExportToPdf"),mxUtils.bind(this, +function(){this.hideDialog();this.actions.get("exportPdf").funct()}),mxUtils.bind(this,function(){e.value=K.split(".").slice(0,-1).join(".");e.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?e.select():document.execCommand("selectAll",!1,null)}),mxResources.get("yes"),mxResources.get("no")):(this.hideDialog(),null==B&&c==App.MODE_DEVICE?null!=k&&EditorUi.nativeFileSupport?this.showSaveFilePicker(mxUtils.bind(this,function(g,q){k.fileHandle=g;k.mode=App.MODE_DEVICE;k.title=q.name; +k.desc=q;this.setMode(App.MODE_DEVICE);this.save(q.name,d)}),mxUtils.bind(this,function(g){"AbortError"!=g.name&&this.handleError(g)}),this.createFileSystemOptions(K)):(this.setMode(App.MODE_DEVICE),this.save(K,d)):"download"==c?(new LocalFile(this,null,K)).save():"_blank"==c?(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(this.getFileData(!0)),this.openLink(this.getUrl(window.location.pathname),null,!0)):B!=c?this.pickFolder(c,mxUtils.bind(this,function(g){this.createFile(K, +this.getFileData(/(\.xml)$/i.test(K)||0>K.indexOf(".")||/(\.drawio)$/i.test(K),/(\.svg)$/i.test(K),/(\.html)$/i.test(K)),null,c,d,null==this.mode,g)})):null!=c&&this.save(K,d)))}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),null,null,x,null,!0,D,null,null,null,this.editor.fileExtensions,!1);this.showDialog(v.container,420,b>D?390:280,!0,!0);v.init()}else this.save(k.getTitle(),d)}}; +App.prototype.loadTemplate=function(b,f,k,d,v){var x=!1,B=b,D=null!=d?d:b,K=/(\.v(dx|sdx?))($|\?)/i.test(D)||/(\.vs(x|sx?))($|\?)/i.test(D);d=/\.png$/i.test(D)||/\.pdf$/i.test(D);this.editor.isCorsEnabledForUrl(B)||(x=d||K,B="t="+(new Date).getTime(),B=PROXY_URL+"?url="+encodeURIComponent(b)+"&"+B+(x?"&base64=1":""));this.editor.loadUrl(B,mxUtils.bind(this,function(c){try{var e=x?!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(c):atob(c):c;if(K||this.isVisioData(e))K||(D=v?this.isRemoteVisioData(e)? +"raw.vss":"raw.vssx":this.isRemoteVisioData(e)?"raw.vsd":"raw.vsdx"),this.importVisio(this.base64ToBlob(c.substring(c.indexOf(",")+1)),function(g){f(g)},k,D);else if((new XMLHttpRequest).upload&&this.isRemoteFileFormat(e,D))this.isExternalDataComms()?this.parseFileData(e,mxUtils.bind(this,function(g){4==g.readyState&&200<=g.status&&299>=g.status&&"<mxGraphModel"==g.responseText.substring(0,13)&&f(g.responseText)}),b):this.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,k); +else if(this.isLucidChartData(e))this.convertLucidChart(e,mxUtils.bind(this,function(g){f(g)}),mxUtils.bind(this,function(g){k(g)}));else{if(/(\.png)($|\?)/i.test(D)||Editor.isPngData(e))e=Editor.extractGraphModelFromPng(c);f(e)}}catch(g){k(g)}}),k,/(\.png)($|\?)/i.test(D)||/(\.v(dx|sdx?))($|\?)/i.test(D)||/(\.vs(x|sx?))($|\?)/i.test(D),null,null,x)}; App.prototype.getPeerForMode=function(b){return b==App.MODE_GOOGLE?this.drive:b==App.MODE_GITHUB?this.gitHub:b==App.MODE_GITLAB?this.gitLab:b==App.MODE_DROPBOX?this.dropbox:b==App.MODE_ONEDRIVE?this.oneDrive:b==App.MODE_TRELLO?this.trello:null}; -App.prototype.createFile=function(b,f,l,d,v,u,D,c,e){d=c?null:null!=d?d:this.mode;if(null!=b&&this.spinner.spin(document.body,mxResources.get("inserting"))){f=null!=f?f:this.emptyDiagramXml;var g=mxUtils.bind(this,function(){this.spinner.stop()}),k=mxUtils.bind(this,function(m){g();null==m&&null==this.getCurrentFile()&&null==this.dialog?this.showSplash():null!=m&&this.handleError(m)});try{d==App.MODE_GOOGLE&&null!=this.drive?(null==D&&null!=this.stateArg&&null!=this.stateArg.folderId&&(D=this.stateArg.folderId), -this.drive.insertFile(b,f,D,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k)):d==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.insertFile(b,f,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k,!1,D):d==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.insertFile(b,f,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k,!1,D):d==App.MODE_TRELLO&&null!=this.trello?this.trello.insertFile(b,f,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k, -!1,D):d==App.MODE_DROPBOX&&null!=this.dropbox?this.dropbox.insertFile(b,f,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k):d==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.insertFile(b,f,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k,!1,D):d==App.MODE_BROWSER?StorageFile.insertFile(this,b,f,mxUtils.bind(this,function(m){g();this.fileCreated(m,l,u,v,e)}),k):!c&&d==App.MODE_DEVICE&&EditorUi.nativeFileSupport?(g(),this.showSaveFilePicker(mxUtils.bind(this, -function(m,p){var x=new LocalFile(this,f,p.name,null,m,p);x.saveFile(p.name,!1,mxUtils.bind(this,function(){this.fileCreated(x,l,u,v,e)}),k,!0)}),mxUtils.bind(this,function(m){"AbortError"!=m.name&&k(m)}),this.createFileSystemOptions(b))):(g(),this.fileCreated(new LocalFile(this,f,b,null==d),l,u,v,e))}catch(m){g(),this.handleError(m)}}}; -App.prototype.fileCreated=function(b,f,l,d,v){var u=window.location.pathname;null!=f&&0<f.length&&(u+="?libs="+f);null!=v&&0<v.length&&(u+="?clibs="+v);u=this.getUrl(u);b.getMode()!=App.MODE_DEVICE&&(u+="#"+b.getHash());if(this.spinner.spin(document.body,mxResources.get("inserting"))){var D=b.getData();D=0<D.length?this.editor.extractGraphModel(mxUtils.parseXml(D).documentElement,!0):null;var c=window.location.protocol+"//"+window.location.hostname+u,e=D,g=null;null!=D&&/\.svg$/i.test(b.getTitle())&& -(g=this.createTemporaryGraph(this.editor.graph.getStylesheet()),document.body.appendChild(g.container),e=this.decodeNodeIntoGraph(e,g));b.setData(this.createFileData(D,g,b,c));null!=g&&g.container.parentNode.removeChild(g.container);var k=mxUtils.bind(this,function(){this.spinner.stop()}),m=mxUtils.bind(this,function(){k();var p=this.getCurrentFile();null==l&&null!=p&&(l=!p.isModified()&&null==p.getMode());var x=mxUtils.bind(this,function(){window.openFile=null;this.fileLoaded(b);l&&b.addAllSavedStatus(); -null!=f&&this.sidebar.showEntries(f);if(null!=v){for(var A=[],z=v.split(";"),L=0;L<z.length;L++)A.push(decodeURIComponent(z[L]));this.loadLibraries(A)}}),y=mxUtils.bind(this,function(){l||null==p||!p.isModified()?x():this.confirm(mxResources.get("allChangesLost"),null,x,mxResources.get("cancel"),mxResources.get("discardChanges"))});null!=d&&d();null==l||l?y():(b.constructor==LocalFile&&(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(b.getData(),b.getTitle(), -null==b.getMode())),null!=d&&d(),window.openWindow(u,null,y))});b.constructor==LocalFile?m():b.saveFile(b.getTitle(),!1,mxUtils.bind(this,function(){m()}),mxUtils.bind(this,function(p){k();null!=p&&"AbortError"==p.name||this.handleError(p)}))}}; -App.prototype.loadFile=function(b,f,l,d,v){if("1"==urlParams.openInSameWin||navigator.standalone)f=!0;this.hideDialog();var u=mxUtils.bind(this,function(){if(null==b||0==b.length)this.editor.setStatus(""),this.fileLoaded(null);else if(this.spinner.spin(document.body,mxResources.get("loading")))if("L"==b.charAt(0))if(this.spinner.stop(),isLocalStorage){var e=mxUtils.bind(this,function(x){this.handleError(x,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var y=this.getCurrentFile(); -window.location.hash=null!=y?y.getHash():""}))});b=decodeURIComponent(b.substring(1));StorageFile.getFileContent(this,b,mxUtils.bind(this,function(x){null!=x?(this.fileLoaded(new StorageFile(this,x,b)),null!=d&&d()):e({message:mxResources.get("fileNotFound")})}),e)}else this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var x=this.getCurrentFile();window.location.hash=null!=x?x.getHash():""}));else if(null!=l)this.spinner.stop(), -this.fileLoaded(l),null!=d&&d();else if("S"==b.charAt(0))this.spinner.stop(),this.alert("[Deprecation] #S is no longer supported, go to https://app.diagrams.net/?desc="+b.substring(1).substring(0,10),mxUtils.bind(this,function(){window.location.href="https://app.diagrams.net/?desc="+b.substring(1)}));else if("R"==b.charAt(0)){this.spinner.stop();var g=decodeURIComponent(b.substring(1));"<"!=g.charAt(0)&&(g=Graph.decompress(g));g=new LocalFile(this,g,null!=urlParams.title?decodeURIComponent(urlParams.title): -this.defaultFilename,!0);g.getHash=function(){return b};this.fileLoaded(g);null!=d&&d()}else if("E"==b.charAt(0))null==this.getCurrentFile()?this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile")):this.remoteInvoke("getDraftFileContent",null,null,mxUtils.bind(this,function(x,y){this.spinner.stop();this.fileLoaded(new EmbedFile(this,x,y));null!=d&&d()}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, -mxResources.get("errorLoadingFile"))}));else if("U"==b.charAt(0)){var k=decodeURIComponent(b.substring(1)),m=mxUtils.bind(this,function(){if("https://drive.google.com/uc?id="!=k.substring(0,31)||null==this.drive&&"function"!==typeof window.DriveClient)return!1;this.hideDialog();var x=mxUtils.bind(this,function(){this.spinner.stop();if(null!=this.drive){var y=k.substring(31,k.lastIndexOf("&ex"));this.loadFile("G"+y,f,null,mxUtils.bind(this,function(){var A=this.getCurrentFile();null!=A&&this.editor.chromeless&& -!this.editor.editable&&(A.getHash=function(){return"G"+y},window.location.hash="#"+A.getHash());null!=d&&d()}));return!0}return!1});!x()&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.addListener("clientLoaded",x);return!0});this.loadTemplate(k,mxUtils.bind(this,function(x){this.spinner.stop();if(null!=x&&0<x.length){var y=this.defaultFilename;if(null==urlParams.title&&"1"!=urlParams.notitle){var A=k,z=k.lastIndexOf("."),L=A.lastIndexOf("/");z>L&&0<L&&(A=A.substring(L+1,z),z=k.substring(z), -this.useCanvasForExport||".png"!=z||(z=".drawio"),".svg"===z||".xml"===z||".html"===z||".png"===z||".drawio"===z)&&(y=A+z)}x=new LocalFile(this,x,null!=urlParams.title?decodeURIComponent(urlParams.title):y,!0);x.getHash=function(){return b};this.fileLoaded(x,!0)?null!=d&&d():m()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}else m()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}),mxUtils.bind(this, -function(){m()||(this.spinner.stop(),this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile")))}),null!=urlParams["template-filename"]?decodeURIComponent(urlParams["template-filename"]):null)}else if(g=null,"G"==b.charAt(0)?g=this.drive:"D"==b.charAt(0)?g=this.dropbox:"W"==b.charAt(0)?g=this.oneDrive:"H"==b.charAt(0)?g=this.gitHub:"A"==b.charAt(0)?g=this.gitLab:"T"==b.charAt(0)&&(g=this.trello),null==g)this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, -mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var x=this.getCurrentFile();window.location.hash=null!=x?x.getHash():""}));else{var p=b.charAt(0);b=decodeURIComponent(b.substring(1));g.getFile(b,mxUtils.bind(this,function(x){this.spinner.stop();this.fileLoaded(x);var y=this.getCurrentFile();null==y?(window.location.hash="",this.showSplash()):this.editor.chromeless&&!this.editor.editable?(y.getHash=function(){return p+b},window.location.hash="#"+y.getHash()):x==y&&null==x.getMode()&& -(x=mxResources.get("copyCreated"),this.editor.setStatus('<div title="'+x+'" class="geStatusAlert">'+x+"</div>"));null!=d&&d()}),mxUtils.bind(this,function(x){null!=window.console&&null!=x&&console.log("error in loadFile:",b,x);var y=mxUtils.bind(this,function(){var A=this.getCurrentFile();null==A?(window.location.hash="",this.showSplash()):window.location.hash="#"+A.getHash()});null==x||"AbortError"!=x.name?this.handleError(x,null!=x?mxResources.get("errorLoadingFile"):null,y,null,null,"#"+p+b):y()}))}}), -D=this.getCurrentFile(),c=mxUtils.bind(this,function(){v||null==D||!D.isModified()?u():this.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){null!=D&&(window.location.hash=D.getHash())}),u,mxResources.get("cancel"),mxResources.get("discardChanges"))});null==b||0==b.length?c():null==D||f?c():this.showDialog((new PopupDialog(this,this.getUrl()+"#"+b,null,c)).container,320,140,!0,!0)}; +App.prototype.createFile=function(b,f,k,d,v,x,B,D,K){d=D?null:null!=d?d:this.mode;if(null!=b&&this.spinner.spin(document.body,mxResources.get("inserting"))){f=null!=f?f:this.emptyDiagramXml;var c=mxUtils.bind(this,function(){this.spinner.stop()}),e=mxUtils.bind(this,function(g){c();null==g&&null==this.getCurrentFile()&&null==this.dialog?this.showSplash():null!=g&&this.handleError(g)});try{d==App.MODE_GOOGLE&&null!=this.drive?(null==B&&null!=this.stateArg&&null!=this.stateArg.folderId&&(B=this.stateArg.folderId), +this.drive.insertFile(b,f,B,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e)):d==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.insertFile(b,f,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e,!1,B):d==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.insertFile(b,f,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e,!1,B):d==App.MODE_TRELLO&&null!=this.trello?this.trello.insertFile(b,f,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e, +!1,B):d==App.MODE_DROPBOX&&null!=this.dropbox?this.dropbox.insertFile(b,f,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e):d==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.insertFile(b,f,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e,!1,B):d==App.MODE_BROWSER?StorageFile.insertFile(this,b,f,mxUtils.bind(this,function(g){c();this.fileCreated(g,k,x,v,K)}),e):!D&&d==App.MODE_DEVICE&&EditorUi.nativeFileSupport?(c(),this.showSaveFilePicker(mxUtils.bind(this, +function(g,q){var n=new LocalFile(this,f,q.name,null,g,q);n.saveFile(q.name,!1,mxUtils.bind(this,function(){this.fileCreated(n,k,x,v,K)}),e,!0)}),mxUtils.bind(this,function(g){"AbortError"!=g.name&&e(g)}),this.createFileSystemOptions(b))):(c(),this.fileCreated(new LocalFile(this,f,b,null==d),k,x,v,K))}catch(g){c(),this.handleError(g)}}}; +App.prototype.fileCreated=function(b,f,k,d,v){var x=window.location.pathname;null!=f&&0<f.length&&(x+="?libs="+f);null!=v&&0<v.length&&(x+="?clibs="+v);x=this.getUrl(x);b.getMode()!=App.MODE_DEVICE&&(x+="#"+b.getHash());if(this.spinner.spin(document.body,mxResources.get("inserting"))){var B=b.getData();B=0<B.length?this.editor.extractGraphModel(mxUtils.parseXml(B).documentElement,!0):null;var D=window.location.protocol+"//"+window.location.hostname+x,K=B,c=null;null!=B&&/\.svg$/i.test(b.getTitle())&& +(c=this.createTemporaryGraph(this.editor.graph.getStylesheet()),document.body.appendChild(c.container),K=this.decodeNodeIntoGraph(K,c));b.setData(this.createFileData(B,c,b,D));null!=c&&c.container.parentNode.removeChild(c.container);var e=mxUtils.bind(this,function(){this.spinner.stop()}),g=mxUtils.bind(this,function(){e();var q=this.getCurrentFile();null==k&&null!=q&&(k=!q.isModified()&&null==q.getMode());var n=mxUtils.bind(this,function(){window.openFile=null;this.fileLoaded(b);k&&b.addAllSavedStatus(); +null!=f&&this.sidebar.showEntries(f);if(null!=v){for(var z=[],C=v.split(";"),u=0;u<C.length;u++)z.push(decodeURIComponent(C[u]));this.loadLibraries(z)}}),p=mxUtils.bind(this,function(){k||null==q||!q.isModified()?n():this.confirm(mxResources.get("allChangesLost"),null,n,mxResources.get("cancel"),mxResources.get("discardChanges"))});null!=d&&d();null==k||k?p():(b.constructor==LocalFile&&(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(b.getData(),b.getTitle(), +null==b.getMode())),null!=d&&d(),window.openWindow(x,null,p))});b.constructor==LocalFile?g():b.saveFile(b.getTitle(),!1,mxUtils.bind(this,function(){g()}),mxUtils.bind(this,function(q){e();null!=q&&"AbortError"==q.name||this.handleError(q)}))}}; +App.prototype.loadFile=function(b,f,k,d,v){if("1"==urlParams.openInSameWin||navigator.standalone)f=!0;this.hideDialog();var x=mxUtils.bind(this,function(){if(null==b||0==b.length)this.editor.setStatus(""),this.fileLoaded(null);else if(this.spinner.spin(document.body,mxResources.get("loading")))if("L"==b.charAt(0))if(this.spinner.stop(),isLocalStorage){var K=mxUtils.bind(this,function(n){this.handleError(n,mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var p=this.getCurrentFile(); +window.location.hash=null!=p?p.getHash():""}))});b=decodeURIComponent(b.substring(1));StorageFile.getFileContent(this,b,mxUtils.bind(this,function(n){null!=n?(this.fileLoaded(new StorageFile(this,n,b)),null!=d&&d()):K({message:mxResources.get("fileNotFound")})}),K)}else this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var n=this.getCurrentFile();window.location.hash=null!=n?n.getHash():""}));else if(null!=k)this.spinner.stop(), +this.fileLoaded(k),null!=d&&d();else if("S"==b.charAt(0))this.spinner.stop(),this.alert("[Deprecation] #S is no longer supported, go to https://app.diagrams.net/?desc="+b.substring(1).substring(0,10),mxUtils.bind(this,function(){window.location.href="https://app.diagrams.net/?desc="+b.substring(1)}));else if("R"==b.charAt(0)){this.spinner.stop();var c=decodeURIComponent(b.substring(1));"<"!=c.charAt(0)&&(c=Graph.decompress(c));c=new LocalFile(this,c,null!=urlParams.title?decodeURIComponent(urlParams.title): +this.defaultFilename,!0);c.getHash=function(){return b};this.fileLoaded(c);null!=d&&d()}else if("E"==b.charAt(0))null==this.getCurrentFile()?this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")},mxResources.get("errorLoadingFile")):this.remoteInvoke("getDraftFileContent",null,null,mxUtils.bind(this,function(n,p){this.spinner.stop();this.fileLoaded(new EmbedFile(this,n,p));null!=d&&d()}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, +mxResources.get("errorLoadingFile"))}));else if("U"==b.charAt(0)){var e=decodeURIComponent(b.substring(1)),g=mxUtils.bind(this,function(){if("https://drive.google.com/uc?id="!=e.substring(0,31)||null==this.drive&&"function"!==typeof window.DriveClient)return!1;this.hideDialog();var n=mxUtils.bind(this,function(){this.spinner.stop();if(null!=this.drive){var p=e.substring(31,e.lastIndexOf("&ex"));this.loadFile("G"+p,f,null,mxUtils.bind(this,function(){var z=this.getCurrentFile();null!=z&&this.editor.chromeless&& +!this.editor.editable&&(z.getHash=function(){return"G"+p},window.location.hash="#"+z.getHash());null!=d&&d()}));return!0}return!1});!n()&&this.spinner.spin(document.body,mxResources.get("loading"))&&this.addListener("clientLoaded",n);return!0});this.loadTemplate(e,mxUtils.bind(this,function(n){this.spinner.stop();if(null!=n&&0<n.length){var p=this.defaultFilename;if(null==urlParams.title&&"1"!=urlParams.notitle){var z=e,C=e.lastIndexOf("."),u=z.lastIndexOf("/");C>u&&0<u&&(z=z.substring(u+1,C),C=e.substring(C), +this.useCanvasForExport||".png"!=C||(C=".drawio"),".svg"===C||".xml"===C||".html"===C||".png"===C||".drawio"===C)&&(p=z+C)}n=new LocalFile(this,n,null!=urlParams.title?decodeURIComponent(urlParams.title):p,!0);n.getHash=function(){return b};this.fileLoaded(n,!0)?null!=d&&d():g()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}else g()||this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile"))}),mxUtils.bind(this, +function(){g()||(this.spinner.stop(),this.handleError({message:mxResources.get("fileNotFound")},mxResources.get("errorLoadingFile")))}),null!=urlParams["template-filename"]?decodeURIComponent(urlParams["template-filename"]):null)}else if(c=null,"G"==b.charAt(0)?c=this.drive:"D"==b.charAt(0)?c=this.dropbox:"W"==b.charAt(0)?c=this.oneDrive:"H"==b.charAt(0)?c=this.gitHub:"A"==b.charAt(0)?c=this.gitLab:"T"==b.charAt(0)&&(c=this.trello),null==c)this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")}, +mxResources.get("errorLoadingFile"),mxUtils.bind(this,function(){var n=this.getCurrentFile();window.location.hash=null!=n?n.getHash():""}));else{var q=b.charAt(0);b=decodeURIComponent(b.substring(1));c.getFile(b,mxUtils.bind(this,function(n){this.spinner.stop();this.fileLoaded(n);var p=this.getCurrentFile();null==p?(window.location.hash="",this.showSplash()):this.editor.chromeless&&!this.editor.editable?(p.getHash=function(){return q+b},window.location.hash="#"+p.getHash()):n==p&&null==n.getMode()&& +(n=mxResources.get("copyCreated"),this.editor.setStatus('<div title="'+n+'" class="geStatusAlert">'+n+"</div>"));null!=d&&d()}),mxUtils.bind(this,function(n){null!=window.console&&null!=n&&console.log("error in loadFile:",b,n);var p=mxUtils.bind(this,function(){var z=this.getCurrentFile();null==z?(window.location.hash="",this.showSplash()):window.location.hash="#"+z.getHash()});null==n||"AbortError"!=n.name?this.handleError(n,null!=n?mxResources.get("errorLoadingFile"):null,p,null,null,"#"+q+b):p()}))}}), +B=this.getCurrentFile(),D=mxUtils.bind(this,function(){v||null==B||!B.isModified()?x():this.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){null!=B&&(window.location.hash=B.getHash())}),x,mxResources.get("cancel"),mxResources.get("discardChanges"))});null==b||0==b.length?D():null==B||f?D():this.showDialog((new PopupDialog(this,this.getUrl()+"#"+b,null,D)).container,320,140,!0,!0)}; App.prototype.getLibraryStorageHint=function(b){var f=b.getTitle();b.constructor!=LocalLibrary&&(f+="\n"+b.getHash());b.constructor==DriveLibrary?f+=" ("+mxResources.get("googleDrive")+")":b.constructor==GitHubLibrary?f+=" ("+mxResources.get("github")+")":b.constructor==TrelloLibrary?f+=" ("+mxResources.get("trello")+")":b.constructor==DropboxLibrary?f+=" ("+mxResources.get("dropbox")+")":b.constructor==OneDriveLibrary?f+=" ("+mxResources.get("oneDrive")+")":b.constructor==StorageLibrary?f+=" ("+ -mxResources.get("browser")+")":b.constructor==LocalLibrary&&(f+=" ("+mxResources.get("device")+")");return f};App.prototype.restoreLibraries=function(){function b(l){for(var d=0;d<l.length;d++)""!=l[d]&&0>mxUtils.indexOf(f,l[d])&&f.push(l[d])}var f=[];b(mxSettings.getCustomLibraries());b((urlParams.clibs||"").split(";"));this.loadLibraries(f)}; -App.prototype.loadLibraries=function(b,f){if(null!=this.sidebar){null==this.loadedLibraries&&(this.loadedLibraries={});var l=mxUtils.bind(this,function(g,k){k||mxSettings.removeCustomLibrary(g);delete this.loadedLibraries[g]}),d=0,v=[],u=0<b.length&&"L.scratchpad"==b[0]?1:0,D=mxUtils.bind(this,function(){if(0==d){if(null!=b)for(var g=b.length-1;0<=g;g--)null!=v[g]&&this.loadLibrary(v[g],g<=u);null!=f&&f()}});if(null!=b)for(var c=0;c<b.length;c++){var e=encodeURIComponent(decodeURIComponent(b[c])); -mxUtils.bind(this,function(g,k){if(null!=g&&0<g.length&&null==this.loadedLibraries[g]&&null==this.sidebar.palettes[g]){this.loadedLibraries[g]=!0;d++;var m=mxUtils.bind(this,function(L){v[k]=L;d--;D()}),p=mxUtils.bind(this,function(L){l(g,L);d--;D()}),x=g.substring(0,1);if("L"==x)(isLocalStorage||mxClient.IS_CHROMEAPP)&&window.setTimeout(mxUtils.bind(this,function(){try{var L=decodeURIComponent(g.substring(1));StorageFile.getFileContent(this,L,mxUtils.bind(this,function(N){".scratchpad"==L&&null== -N&&(N=this.emptyLibraryXml);null!=N?m(new StorageLibrary(this,N,L)):p()}),p)}catch(N){p()}}),0);else if("U"==x){var y=decodeURIComponent(g.substring(1));this.isOffline()||this.loadTemplate(y,mxUtils.bind(this,function(L){null!=L&&0<L.length?m(new UrlLibrary(this,L,y)):p()}),function(){p()},null,!0)}else if("R"==x){x=decodeURIComponent(g.substring(1));try{x=JSON.parse(x);var A={id:x[0],title:x[1],downloadUrl:x[2]};this.remoteInvoke("getFileContent",[A.downloadUrl],null,mxUtils.bind(this,function(L){try{m(new RemoteLibrary(this, -L,A))}catch(N){p()}}),function(){p()})}catch(L){p()}}else if("S"==x&&null!=this.loadDesktopLib)try{this.loadDesktopLib(decodeURIComponent(g.substring(1)),function(L){m(L)},p)}catch(L){p()}else{var z=null;"G"==x?null!=this.drive&&null!=this.drive.user&&(z=this.drive):"H"==x?null!=this.gitHub&&null!=this.gitHub.getUser()&&(z=this.gitHub):"T"==x?null!=this.trello&&this.trello.isAuthorized()&&(z=this.trello):"D"==x?null!=this.dropbox&&null!=this.dropbox.getUser()&&(z=this.dropbox):"W"==x&&null!=this.oneDrive&& -null!=this.oneDrive.getUser()&&(z=this.oneDrive);null!=z?z.getLibrary(decodeURIComponent(g.substring(1)),mxUtils.bind(this,function(L){try{m(L)}catch(N){p()}}),function(L){p()}):p(!0)}}})(e,c)}D()}}; +mxResources.get("browser")+")":b.constructor==LocalLibrary&&(f+=" ("+mxResources.get("device")+")");return f};App.prototype.restoreLibraries=function(){function b(k){for(var d=0;d<k.length;d++)""!=k[d]&&0>mxUtils.indexOf(f,k[d])&&f.push(k[d])}var f=[];b(mxSettings.getCustomLibraries());b((urlParams.clibs||"").split(";"));this.loadLibraries(f)}; +App.prototype.loadLibraries=function(b,f){if(null!=this.sidebar){null==this.loadedLibraries&&(this.loadedLibraries={});var k=mxUtils.bind(this,function(c,e){e||mxSettings.removeCustomLibrary(c);delete this.loadedLibraries[c]}),d=0,v=[],x=0<b.length&&"L.scratchpad"==b[0]?1:0,B=mxUtils.bind(this,function(){if(0==d){if(null!=b)for(var c=b.length-1;0<=c;c--)null!=v[c]&&this.loadLibrary(v[c],c<=x);null!=f&&f()}});if(null!=b)for(var D=0;D<b.length;D++){var K=encodeURIComponent(decodeURIComponent(b[D])); +mxUtils.bind(this,function(c,e){if(null!=c&&0<c.length&&null==this.loadedLibraries[c]&&null==this.sidebar.palettes[c]){this.loadedLibraries[c]=!0;d++;var g=mxUtils.bind(this,function(u){v[e]=u;d--;B()}),q=mxUtils.bind(this,function(u){k(c,u);d--;B()}),n=c.substring(0,1);if("L"==n)(isLocalStorage||mxClient.IS_CHROMEAPP)&&window.setTimeout(mxUtils.bind(this,function(){try{var u=decodeURIComponent(c.substring(1));StorageFile.getFileContent(this,u,mxUtils.bind(this,function(y){".scratchpad"==u&&null== +y&&(y=this.emptyLibraryXml);null!=y?g(new StorageLibrary(this,y,u)):q()}),q)}catch(y){q()}}),0);else if("U"==n){var p=decodeURIComponent(c.substring(1));this.isOffline()||this.loadTemplate(p,mxUtils.bind(this,function(u){null!=u&&0<u.length?g(new UrlLibrary(this,u,p)):q()}),function(){q()},null,!0)}else if("R"==n){n=decodeURIComponent(c.substring(1));try{n=JSON.parse(n);var z={id:n[0],title:n[1],downloadUrl:n[2]};this.remoteInvoke("getFileContent",[z.downloadUrl],null,mxUtils.bind(this,function(u){try{g(new RemoteLibrary(this, +u,z))}catch(y){q()}}),function(){q()})}catch(u){q()}}else if("S"==n&&null!=this.loadDesktopLib)try{this.loadDesktopLib(decodeURIComponent(c.substring(1)),function(u){g(u)},q)}catch(u){q()}else{var C=null;"G"==n?null!=this.drive&&null!=this.drive.user&&(C=this.drive):"H"==n?null!=this.gitHub&&null!=this.gitHub.getUser()&&(C=this.gitHub):"T"==n?null!=this.trello&&this.trello.isAuthorized()&&(C=this.trello):"D"==n?null!=this.dropbox&&null!=this.dropbox.getUser()&&(C=this.dropbox):"W"==n&&null!=this.oneDrive&& +null!=this.oneDrive.getUser()&&(C=this.oneDrive);null!=C?C.getLibrary(decodeURIComponent(c.substring(1)),mxUtils.bind(this,function(u){try{g(u)}catch(y){q()}}),function(u){q()}):q(!0)}}})(K,D)}B()}}; App.prototype.updateButtonContainer=function(){if(null!=this.buttonContainer){var b=this.getCurrentFile();"1"==urlParams.embed&&("atlas"==uiTheme||"1"==urlParams.atlas?(this.buttonContainer.style.paddingRight="12px",this.buttonContainer.style.paddingTop="6px",this.buttonContainer.style.right="1"==urlParams.noLangIcon?"0":"25px"):"min"!=uiTheme&&(this.buttonContainer.style.paddingRight="38px",this.buttonContainer.style.paddingTop="6px"));this.commentsSupported()&&"1"!=urlParams.sketch?null==this.commentButton&& -(this.commentButton=document.createElement("a"),this.commentButton.setAttribute("title",mxResources.get("comments")),this.commentButton.className="geToolbarButton",this.commentButton.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;float:left;cursor:pointer;width:24px;height:24px;background-size:24px 24px;background-position:center center;background-repeat:no-repeat;background-image:url("+Editor.commentImage+");","atlas"==uiTheme?(this.commentButton.style.marginRight= -"10px",this.commentButton.style.marginTop="-3px"):this.commentButton.style.marginTop="min"==uiTheme?"1px":"1"==urlParams.atlas?"-2px":"-5px",mxEvent.addListener(this.commentButton,"click",mxUtils.bind(this,function(){this.actions.get("comments").funct()})),this.buttonContainer.appendChild(this.commentButton),"dark"==uiTheme||"atlas"==uiTheme)&&(this.commentButton.style.filter="invert(100%)"):null!=this.commentButton&&(this.commentButton.parentNode.removeChild(this.commentButton),this.commentButton= -null);"1"==urlParams.embed||"draw.io"!=this.getServiceName()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()?null!=urlParams.notif&&this.fetchAndShowNotification(urlParams.notif):(null!=b?null==this.shareButton&&(this.shareButton=document.createElement("div"),this.shareButton.className="geBtn gePrimaryBtn",this.shareButton.style.display="inline-block",this.shareButton.style.backgroundColor="#F2931E",this.shareButton.style.borderColor="#F08705",this.shareButton.style.backgroundImage= -"none",this.shareButton.style.padding="2px 10px 0 10px",this.shareButton.style.marginTop="-10px",this.shareButton.style.height="28px",this.shareButton.style.lineHeight="28px",this.shareButton.style.minWidth="0px",this.shareButton.style.cssFloat="right",this.shareButton.setAttribute("title",mxResources.get("share")),b=document.createElement("img"),b.setAttribute("src",this.shareImage),b.setAttribute("align","absmiddle"),b.style.marginRight="4px",b.style.marginTop="-3px",this.shareButton.appendChild(b), -Editor.isDarkMode()||"atlas"==uiTheme||(this.shareButton.style.color="black",b.style.filter="invert(100%)"),mxUtils.write(this.shareButton,mxResources.get("share")),mxEvent.addListener(this.shareButton,"click",mxUtils.bind(this,function(){this.actions.get("share").funct()})),this.buttonContainer.appendChild(this.shareButton)):null!=this.shareButton&&(this.shareButton.parentNode.removeChild(this.shareButton),this.shareButton=null),"1"!=urlParams.extAuth&&this.fetchAndShowNotification("online",this.mode))}}; -App.prototype.fetchAndShowNotification=function(b,f){if(!this.fetchingNotif){b=b||"online";var l=null,d=mxUtils.bind(this,function(v){v=v.filter(function(e){return!e.targets||-1<e.targets.indexOf(b)||null!=f&&-1<e.targets.indexOf(f)});for(var u=b+"NotifReadTS",D=isLocalStorage?parseInt(localStorage.getItem(u)):!0,c=0;c<v.length;c++)v[c].isNew=!D||v[c].timestamp>D;this.showNotification(v,u)});try{isLocalStorage&&(l=JSON.parse(localStorage.getItem(".notifCache")))}catch(v){}null==l||l.ts+864E5<Date.now()? -(this.fetchingNotif=!0,mxUtils.get(NOTIFICATIONS_URL,mxUtils.bind(this,function(v){200<=v.getStatus()&&299>=v.getStatus()&&(v=JSON.parse(v.getText()),v.sort(function(u,D){return D.timestamp-u.timestamp}),isLocalStorage&&localStorage.setItem(".notifCache",JSON.stringify({ts:Date.now(),notifs:v})),this.fetchingNotif=!1,d(v))}))):d(l.notifs)}}; -App.prototype.showNotification=function(b,f){function l(g){var k=document.querySelector(".geNotification-count");null!=k&&(k.innerHTML=g,k.style.display=0==g?"none":"",k=document.querySelector(".geNotification-bell"),k.style.animation=0==g?"none":"",k.className="geNotification-bell"+(0==g?" geNotification-bellOff":""),document.querySelector(".geBell-rad").style.animation=0==g?"none":"")}var d=b.length;if("min"==uiTheme)for(var v=d=0;v<b.length;v++)b[v].isNew&&d++;if(0==d)null!=this.notificationBtn&& -(this.notificationBtn.style.display="none",this.editor.fireEvent(new mxEventObject("statusChanged")));else{var u=mxUtils.bind(this,function(){this.notificationWin.style.display="none";for(var g=this.notificationWin.querySelectorAll(".circle.active"),k=0;k<g.length;k++)g[k].className="circle";isLocalStorage&&b[0]&&localStorage.setItem(f,b[0].timestamp)});if(null==this.notificationBtn){this.notificationBtn=document.createElement("div");this.notificationBtn.className="geNotification-box";"min"==uiTheme? +(this.commentButton=document.createElement("a"),this.commentButton.setAttribute("title",mxResources.get("comments")),this.commentButton.className="geToolbarButton geAdaptiveAsset",this.commentButton.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;float:left;cursor:pointer;width:24px;height:24px;background-size:24px 24px;background-position:center center;background-repeat:no-repeat;background-image:url("+Editor.commentImage+");","atlas"==uiTheme?(this.commentButton.style.marginRight= +"10px",this.commentButton.style.marginTop="-3px"):this.commentButton.style.marginTop="min"==uiTheme?"1px":"1"==urlParams.atlas?"-2px":"-5px",mxEvent.addListener(this.commentButton,"click",mxUtils.bind(this,function(){this.actions.get("comments").funct()})),this.buttonContainer.appendChild(this.commentButton),"atlas"==uiTheme&&(this.commentButton.style.filter="invert(100%)")):null!=this.commentButton&&(this.commentButton.parentNode.removeChild(this.commentButton),this.commentButton=null);"1"==urlParams.embed|| +"draw.io"!=this.getServiceName()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||this.isOfflineApp()?null!=urlParams.notif&&this.fetchAndShowNotification(urlParams.notif):(null!=b?null==this.shareButton&&(this.shareButton=document.createElement("div"),this.shareButton.className="geBtn gePrimaryBtn",this.shareButton.style.display="inline-block",this.shareButton.style.backgroundColor="#F2931E",this.shareButton.style.borderColor="#F08705",this.shareButton.style.backgroundImage="none",this.shareButton.style.padding= +"2px 10px 0 10px",this.shareButton.style.marginTop="-10px",this.shareButton.style.height="28px",this.shareButton.style.lineHeight="28px",this.shareButton.style.minWidth="0px",this.shareButton.style.cssFloat="right",this.shareButton.setAttribute("title",mxResources.get("share")),b=document.createElement("img"),b.className="geInverseAdaptiveAsset",b.setAttribute("src",this.shareImage),b.setAttribute("align","absmiddle"),b.style.marginRight="4px",b.style.marginTop="-3px",this.shareButton.appendChild(b), +"atlas"!=uiTheme&&(this.shareButton.style.color="black",b.style.filter="invert(100%)"),mxUtils.write(this.shareButton,mxResources.get("share")),mxEvent.addListener(this.shareButton,"click",mxUtils.bind(this,function(){this.actions.get("share").funct()})),this.buttonContainer.appendChild(this.shareButton)):null!=this.shareButton&&(this.shareButton.parentNode.removeChild(this.shareButton),this.shareButton=null),"1"!=urlParams.extAuth&&this.fetchAndShowNotification("online",this.mode))}}; +App.prototype.fetchAndShowNotification=function(b,f){if(!this.fetchingNotif){b=b||"online";var k=null,d=mxUtils.bind(this,function(v){v=v.filter(function(K){return!K.targets||-1<K.targets.indexOf(b)||null!=f&&-1<K.targets.indexOf(f)});for(var x=b+"NotifReadTS",B=isLocalStorage?parseInt(localStorage.getItem(x)):!0,D=0;D<v.length;D++)v[D].isNew=!B||v[D].timestamp>B;this.showNotification(v,x)});try{isLocalStorage&&(k=JSON.parse(localStorage.getItem(".notifCache")))}catch(v){}null==k||k.ts+864E5<Date.now()? +(this.fetchingNotif=!0,mxUtils.get(NOTIFICATIONS_URL,mxUtils.bind(this,function(v){200<=v.getStatus()&&299>=v.getStatus()&&(v=JSON.parse(v.getText()),v.sort(function(x,B){return B.timestamp-x.timestamp}),isLocalStorage&&localStorage.setItem(".notifCache",JSON.stringify({ts:Date.now(),notifs:v})),this.fetchingNotif=!1,d(v))}))):d(k.notifs)}}; +App.prototype.showNotification=function(b,f){function k(c){var e=document.querySelector(".geNotification-count");null!=e&&(e.innerHTML=c,e.style.display=0==c?"none":"",e=document.querySelector(".geNotification-bell"),e.style.animation=0==c?"none":"",e.className="geNotification-bell"+(0==c?" geNotification-bellOff":""),document.querySelector(".geBell-rad").style.animation=0==c?"none":"")}var d=b.length;if("min"==uiTheme)for(var v=d=0;v<b.length;v++)b[v].isNew&&d++;if(0==d)null!=this.notificationBtn&& +(this.notificationBtn.style.display="none",this.editor.fireEvent(new mxEventObject("statusChanged")));else{var x=mxUtils.bind(this,function(){this.notificationWin.style.display="none";for(var c=this.notificationWin.querySelectorAll(".circle.active"),e=0;e<c.length;e++)c[e].className="circle";isLocalStorage&&b[0]&&localStorage.setItem(f,b[0].timestamp)});if(null==this.notificationBtn){this.notificationBtn=document.createElement("div");this.notificationBtn.className="geNotification-box";"min"==uiTheme? (this.notificationBtn.style.width="30px",this.notificationBtn.style.top="4px"):"1"==urlParams.atlas&&(this.notificationBtn.style.top="2px");d=document.createElement("span");d.className="geNotification-count";this.notificationBtn.appendChild(d);d=document.createElement("div");d.className="geNotification-bell";d.style.opacity="min"==uiTheme?"0.5":"";v=document.createElement("span");v.className="geBell-top";d.appendChild(v);v=document.createElement("span");v.className="geBell-middle";d.appendChild(v); v=document.createElement("span");v.className="geBell-bottom";d.appendChild(v);v=document.createElement("span");v.className="geBell-rad";d.appendChild(v);this.notificationBtn.appendChild(d);this.buttonContainer.insertBefore(this.notificationBtn,this.buttonContainer.firstChild);this.notificationWin=document.createElement("div");this.notificationWin.className="geNotifPanel";this.notificationWin.style.display="none";document.body.appendChild(this.notificationWin);v=document.createElement("div");v.className= -"header";d=document.createElement("span");d.className="title";d.textContent=mxResources.get("notifications");v.appendChild(d);d=document.createElement("span");d.className="closeBtn";d.textContent="x";v.appendChild(d);this.notificationWin.appendChild(v);v=document.createElement("div");v.className="notifications clearfix";var D=document.createElement("div");D.setAttribute("id","geNotifList");D.style.position="relative";v.appendChild(D);this.notificationWin.appendChild(v);mxEvent.addListener(this.notificationBtn, -"click",mxUtils.bind(this,function(){if("none"==this.notificationWin.style.display){this.notificationWin.style.display="";document.querySelector(".notifications").scrollTop=0;var g=this.notificationBtn.getBoundingClientRect();this.notificationWin.style.top=g.top+this.notificationBtn.clientHeight+"px";this.notificationWin.style.left=g.right-this.notificationWin.clientWidth+"px";l(0)}else u()}));mxEvent.addListener(d,"click",u)}else this.notificationBtn.style.display="";var c=0,e=document.getElementById("geNotifList"); -if(null!=e){e.innerHTML='<div class="line"></div>';for(v=0;v<b.length;v++)(function(g,k){k.isNew&&c++;var m=document.createElement("div");m.className="notification";g=g.timeSince(new Date(k.timestamp));null==g&&(g=mxResources.get("lessThanAMinute"));m.innerHTML='<div class="circle'+(k.isNew?" active":"")+'"></div><span class="time">'+mxUtils.htmlEntities(mxResources.get("timeAgo",[g],"{1} ago"))+"</span><p>"+mxUtils.htmlEntities(k.content)+"</p>";k.link&&mxEvent.addListener(m,"click",function(){window.open(k.link, -"notifWin")});e.appendChild(m)})(this,b[v]);l(c)}}}; -App.prototype.save=function(b,f){var l=this.getCurrentFile();if(null!=l&&this.spinner.spin(document.body,mxResources.get("saving"))){this.editor.setStatus("");this.editor.graph.isEditing()&&this.editor.graph.stopEditing();var d=mxUtils.bind(this,function(){l.handleFileSuccess(!0);null!=f&&f()}),v=mxUtils.bind(this,function(u){l.isModified()&&Editor.addRetryToError(u,mxUtils.bind(this,function(){this.save(b,f)}));l.handleFileError(u,null==u||"AbortError"!=u.name)});try{b==l.getTitle()?l.save(!0,d, -v):l.saveAs(b,d,v)}catch(u){v(u)}}}; -App.prototype.pickFolder=function(b,f,l,d,v){l=null!=l?l:!0;var u=this.spinner.pause();l&&b==App.MODE_GOOGLE&&null!=this.drive?this.drive.pickFolder(mxUtils.bind(this,function(D){u();if(D.action==google.picker.Action.PICKED){var c=null;null!=D.docs&&0<D.docs.length&&"folder"==D.docs[0].type&&(c=D.docs[0].id);f(c)}}),v):l&&b==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.pickFolder(mxUtils.bind(this,function(D){u();null!=D&&null!=D.value&&0<D.value.length&&(D=OneDriveFile.prototype.getIdOf(D.value[0]), -f(D))}),d):l&&b==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.pickFolder(mxUtils.bind(this,function(D){u();f(D)})):l&&b==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.pickFolder(mxUtils.bind(this,function(D){u();f(D)})):l&&b==App.MODE_TRELLO&&null!=this.trello?this.trello.pickFolder(mxUtils.bind(this,function(D){u();f(D)})):EditorUi.prototype.pickFolder.apply(this,arguments)}; -App.prototype.exportFile=function(b,f,l,d,v,u){v==App.MODE_DROPBOX?null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.dropbox.insertFile(f,d?this.base64ToBlob(b,l):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(D){this.spinner.stop();this.handleError(D)})):v==App.MODE_GOOGLE?null!=this.drive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.drive.insertFile(f,b,u,mxUtils.bind(this,function(D){this.spinner.stop()}), -mxUtils.bind(this,function(D){this.spinner.stop();this.handleError(D)}),l,d):v==App.MODE_ONEDRIVE?null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.oneDrive.insertFile(f,d?this.base64ToBlob(b,l):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(D){this.spinner.stop();this.handleError(D)}),!1,u):v==App.MODE_GITHUB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitHub.insertFile(f,b,mxUtils.bind(this, -function(){this.spinner.stop()}),mxUtils.bind(this,function(D){this.spinner.stop();this.handleError(D)}),!0,u,d):v==App.MODE_GITLAB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitLab.insertFile(f,b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(D){this.spinner.stop();this.handleError(D)}),!0,u,d):v==App.MODE_TRELLO?null!=this.trello&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.trello.insertFile(f,d?this.base64ToBlob(b, -l):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(D){this.spinner.stop();this.handleError(D)}),!1,u):v==App.MODE_BROWSER&&(l=mxUtils.bind(this,function(){localStorage.setItem(f,b)}),null==localStorage.getItem(f)?l():this.confirm(mxResources.get("replaceIt",[f]),l))}; -App.prototype.descriptorChanged=function(){var b=this.getCurrentFile();if(null!=b){if(null!=this.fname){this.fnameWrapper.style.display="block";this.fname.innerText="";var f=null!=b.getTitle()?b.getTitle():this.defaultFilename;mxUtils.write(this.fname,f);this.fname.setAttribute("title",f+" - "+mxResources.get("rename"))}f=this.editor.graph;var l=b.isEditable()&&!b.invalidChecksum;f.isEnabled()&&!l&&f.reset();f.setEnabled(l);null==urlParams.rev&&(this.updateDocumentTitle(),f=b.getHash(),0<f.length? +"header";d=document.createElement("span");d.className="title";d.textContent=mxResources.get("notifications");v.appendChild(d);d=document.createElement("span");d.className="closeBtn";d.textContent="x";v.appendChild(d);this.notificationWin.appendChild(v);v=document.createElement("div");v.className="notifications clearfix";var B=document.createElement("div");B.setAttribute("id","geNotifList");B.style.position="relative";v.appendChild(B);this.notificationWin.appendChild(v);mxEvent.addListener(this.notificationBtn, +"click",mxUtils.bind(this,function(){if("none"==this.notificationWin.style.display){this.notificationWin.style.display="";document.querySelector(".notifications").scrollTop=0;var c=this.notificationBtn.getBoundingClientRect();this.notificationWin.style.top=c.top+this.notificationBtn.clientHeight+"px";this.notificationWin.style.left=c.right-this.notificationWin.clientWidth+"px";k(0)}else x()}));mxEvent.addListener(d,"click",x)}else this.notificationBtn.style.display="";var D=0,K=document.getElementById("geNotifList"); +if(null!=K){K.innerHTML='<div class="line"></div>';for(v=0;v<b.length;v++)(function(c,e){e.isNew&&D++;var g=document.createElement("div");g.className="notification";c=c.timeSince(new Date(e.timestamp));null==c&&(c=mxResources.get("lessThanAMinute"));g.innerHTML='<div class="circle'+(e.isNew?" active":"")+'"></div><span class="time">'+mxUtils.htmlEntities(mxResources.get("timeAgo",[c],"{1} ago"))+"</span><p>"+mxUtils.htmlEntities(e.content)+"</p>";e.link&&mxEvent.addListener(g,"click",function(){window.open(e.link, +"notifWin")});K.appendChild(g)})(this,b[v]);k(D)}}}; +App.prototype.save=function(b,f){var k=this.getCurrentFile();if(null!=k&&this.spinner.spin(document.body,mxResources.get("saving"))){this.editor.setStatus("");this.editor.graph.isEditing()&&this.editor.graph.stopEditing();var d=mxUtils.bind(this,function(){k.handleFileSuccess(!0);null!=f&&f()}),v=mxUtils.bind(this,function(x){k.isModified()&&Editor.addRetryToError(x,mxUtils.bind(this,function(){this.save(b,f)}));k.handleFileError(x,null==x||"AbortError"!=x.name)});try{b==k.getTitle()?k.save(!0,d, +v):k.saveAs(b,d,v)}catch(x){v(x)}}}; +App.prototype.pickFolder=function(b,f,k,d,v){k=null!=k?k:!0;var x=this.spinner.pause();k&&b==App.MODE_GOOGLE&&null!=this.drive?this.drive.pickFolder(mxUtils.bind(this,function(B){x();if(B.action==google.picker.Action.PICKED){var D=null;null!=B.docs&&0<B.docs.length&&"folder"==B.docs[0].type&&(D=B.docs[0].id);f(D)}}),v):k&&b==App.MODE_ONEDRIVE&&null!=this.oneDrive?this.oneDrive.pickFolder(mxUtils.bind(this,function(B){x();null!=B&&null!=B.value&&0<B.value.length&&(B=OneDriveFile.prototype.getIdOf(B.value[0]), +f(B))}),d):k&&b==App.MODE_GITHUB&&null!=this.gitHub?this.gitHub.pickFolder(mxUtils.bind(this,function(B){x();f(B)})):k&&b==App.MODE_GITLAB&&null!=this.gitLab?this.gitLab.pickFolder(mxUtils.bind(this,function(B){x();f(B)})):k&&b==App.MODE_TRELLO&&null!=this.trello?this.trello.pickFolder(mxUtils.bind(this,function(B){x();f(B)})):EditorUi.prototype.pickFolder.apply(this,arguments)}; +App.prototype.exportFile=function(b,f,k,d,v,x){v==App.MODE_DROPBOX?null!=this.dropbox&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.dropbox.insertFile(f,d?this.base64ToBlob(b,k):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(B){this.spinner.stop();this.handleError(B)})):v==App.MODE_GOOGLE?null!=this.drive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.drive.insertFile(f,b,x,mxUtils.bind(this,function(B){this.spinner.stop()}), +mxUtils.bind(this,function(B){this.spinner.stop();this.handleError(B)}),k,d):v==App.MODE_ONEDRIVE?null!=this.oneDrive&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.oneDrive.insertFile(f,d?this.base64ToBlob(b,k):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(B){this.spinner.stop();this.handleError(B)}),!1,x):v==App.MODE_GITHUB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitHub.insertFile(f,b,mxUtils.bind(this, +function(){this.spinner.stop()}),mxUtils.bind(this,function(B){this.spinner.stop();this.handleError(B)}),!0,x,d):v==App.MODE_GITLAB?null!=this.gitHub&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.gitLab.insertFile(f,b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(B){this.spinner.stop();this.handleError(B)}),!0,x,d):v==App.MODE_TRELLO?null!=this.trello&&this.spinner.spin(document.body,mxResources.get("saving"))&&this.trello.insertFile(f,d?this.base64ToBlob(b, +k):b,mxUtils.bind(this,function(){this.spinner.stop()}),mxUtils.bind(this,function(B){this.spinner.stop();this.handleError(B)}),!1,x):v==App.MODE_BROWSER&&(k=mxUtils.bind(this,function(){localStorage.setItem(f,b)}),null==localStorage.getItem(f)?k():this.confirm(mxResources.get("replaceIt",[f]),k))}; +App.prototype.descriptorChanged=function(){var b=this.getCurrentFile();if(null!=b){if(null!=this.fname){this.fnameWrapper.style.display="block";this.fname.innerText="";var f=null!=b.getTitle()?b.getTitle():this.defaultFilename;mxUtils.write(this.fname,f);this.fname.setAttribute("title",f+" - "+mxResources.get("rename"))}f=this.editor.graph;var k=b.isEditable()&&!b.invalidChecksum;f.isEnabled()&&!k&&f.reset();f.setEnabled(k);null==urlParams.rev&&(this.updateDocumentTitle(),f=b.getHash(),0<f.length? window.location.hash=f:0<window.location.hash.length&&(window.location.hash=""))}this.updateUi();null==this.format||null!=b&&this.fileEditable==b.isEditable()||!this.editor.graph.isSelectionEmpty()||(this.format.refresh(),this.fileEditable=null!=b?b.isEditable():null);this.fireEvent(new mxEventObject("fileDescriptorChanged","file",b))}; -App.prototype.showAuthDialog=function(b,f,l,d){var v=this.spinner.pause();this.showDialog((new AuthDialog(this,b,f,mxUtils.bind(this,function(u){try{null!=l&&l(u,mxUtils.bind(this,function(){this.hideDialog();v()}))}catch(D){this.editor.setStatus(mxUtils.htmlEntities(D.message))}}))).container,300,f?180:140,!0,!0,mxUtils.bind(this,function(u){null!=d&&d(u);u&&null==this.getCurrentFile()&&null==this.dialog&&this.showSplash()}))}; -App.prototype.convertFile=function(b,f,l,d,v,u,D,c){var e=f;/\.svg$/i.test(e)||(e=e.substring(0,f.lastIndexOf("."))+d);var g=!1;null!=this.gitHub&&b.substring(0,this.gitHub.baseUrl.length)==this.gitHub.baseUrl&&(g=!0);if(/\.v(dx|sdx?)$/i.test(f)&&Graph.fileSupport&&(new XMLHttpRequest).upload&&"string"===typeof(new XMLHttpRequest).responseType){var k=new XMLHttpRequest;k.open("GET",b,!0);g||(k.responseType="blob");if(c)for(var m in c)k.setRequestHeader(m,c[m]);k.onload=mxUtils.bind(this,function(){if(200<= -k.status&&299>=k.status){var x=null;g?(x=JSON.parse(k.responseText),x=this.base64ToBlob(x.content,"application/octet-stream")):x=new Blob([k.response],{type:"application/octet-stream"});this.importVisio(x,mxUtils.bind(this,function(y){v(new LocalFile(this,y,e,!0))}),u,f)}else null!=u&&u({message:mxResources.get("errorLoadingFile")})});k.onerror=u;k.send()}else{var p=mxUtils.bind(this,function(x){try{if(/\.pdf$/i.test(f)){var y=Editor.extractGraphModelFromPdf(x);null!=y&&0<y.length&&v(new LocalFile(this, -y,e,!0))}else/\.png$/i.test(f)?(y=this.extractGraphModelFromPng(x),null!=y?v(new LocalFile(this,y,e,!0)):v(new LocalFile(this,x,f,!0))):Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(x,b)?this.parseFileData(x,mxUtils.bind(this,function(A){4==A.readyState&&(200<=A.status&&299>=A.status?v(new LocalFile(this,A.responseText,e,!0)):null!=u&&u({message:mxResources.get("errorLoadingFile")}))}),f):v(new LocalFile(this,x,e,!0))}catch(A){null!=u&&u(A)}});l=/\.png$/i.test(f)||/\.jpe?g$/i.test(f)|| -/\.pdf$/i.test(f)||null!=l&&"image/"==l.substring(0,6);g?mxUtils.get(b,mxUtils.bind(this,function(x){if(200<=x.getStatus()&&299>=x.getStatus()){if(null!=v){x=JSON.parse(x.getText());var y=x.content;"base64"===x.encoding&&(y=/\.png$/i.test(f)?"data:image/png;base64,"+y:/\.pdf$/i.test(f)?"data:application/pdf;base64,"+y:!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(y):atob(y));p(y)}}else null!=u&&u({code:App.ERROR_UNKNOWN})}),function(){null!=u&&u({code:App.ERROR_UNKNOWN})},!1,this.timeout, -function(){null!=u&&u({code:App.ERROR_TIMEOUT,retry:fn})},c):null!=D?D(b,p,u,l):this.editor.loadUrl(b,p,u,l,null,null,null,c)}}; -App.prototype.updateHeader=function(){if(null!=this.menubar){this.appIcon=document.createElement("a");this.appIcon.style.display="block";this.appIcon.style.position="absolute";this.appIcon.style.width="32px";this.appIcon.style.height=this.menubarHeight-28+"px";this.appIcon.style.margin="14px 0px 8px 16px";this.appIcon.style.opacity="0.85";this.appIcon.style.borderRadius="3px";"dark"!=uiTheme&&(this.appIcon.style.backgroundColor="#f08705");mxEvent.disableContextMenu(this.appIcon);mxEvent.addListener(this.appIcon, -"click",mxUtils.bind(this,function(d){this.appIconClicked(d)}));var b=mxClient.IS_SVG?"dark"==uiTheme?"url(data:image/svg+xml;base64,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)": -"url(data:image/svg+xml;base64,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)": -"url('"+IMAGE_PATH+"/logo-white.png')";this.appIcon.style.backgroundImage=b;this.appIcon.style.backgroundPosition="center center";this.appIcon.style.backgroundSize="100% 100%";this.appIcon.style.backgroundRepeat="no-repeat";mxUtils.setPrefixedStyle(this.appIcon.style,"transition","all 125ms linear");mxEvent.addListener(this.appIcon,"mouseover",mxUtils.bind(this,function(){var d=this.getCurrentFile();null!=d&&(d=d.getMode(),d==App.MODE_GOOGLE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/google-drive-logo-white.svg)", -this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_DROPBOX?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/dropbox-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_ONEDRIVE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/onedrive-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_GITHUB?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/github-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_GITLAB? -(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/gitlab-logo-white.svg)",this.appIcon.style.backgroundSize="100% 100%"):d==App.MODE_TRELLO&&(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/trello-logo-white-orange.svg)",this.appIcon.style.backgroundSize="70% 70%"))}));mxEvent.addListener(this.appIcon,"mouseout",mxUtils.bind(this,function(){this.appIcon.style.backgroundImage=b;this.appIcon.style.backgroundSize="90% 90%"}));"1"!=urlParams.embed&&this.menubarContainer.appendChild(this.appIcon); -this.fnameWrapper=document.createElement("div");this.fnameWrapper.style.position="absolute";this.fnameWrapper.style.right="120px";this.fnameWrapper.style.left="60px";this.fnameWrapper.style.top="9px";this.fnameWrapper.style.height="26px";this.fnameWrapper.style.display="none";this.fnameWrapper.style.overflow="hidden";this.fnameWrapper.style.textOverflow="ellipsis";this.fname=document.createElement("a");this.fname.setAttribute("title",mxResources.get("rename"));this.fname.className="geItem";this.fname.style.padding= -"2px 8px 2px 8px";this.fname.style.display="inline";this.fname.style.fontSize="18px";this.fname.style.whiteSpace="nowrap";mxEvent.addListener(this.fname,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()}));mxEvent.addListener(this.fname,"click",mxUtils.bind(this,function(d){var v=this.getCurrentFile();null!=v&&v.isRenamable()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(),this.actions.get("rename").funct());mxEvent.consume(d)}));this.fnameWrapper.appendChild(this.fname); -"1"!=urlParams.embed&&(this.menubarContainer.appendChild(this.fnameWrapper),this.menubar.container.style.position="absolute",this.menubar.container.style.paddingLeft="59px",this.toolbar.container.style.paddingLeft="16px",this.menubar.container.style.boxSizing="border-box",this.menubar.container.style.top="34px");this.toggleFormatElement=document.createElement("a");this.toggleFormatElement.setAttribute("title",mxResources.get("formatPanel")+" ("+Editor.ctrlKey+"+Shift+P)");this.toggleFormatElement.style.position= -"absolute";this.toggleFormatElement.style.display="inline-block";this.toggleFormatElement.style.top="atlas"==uiTheme?"8px":"6px";this.toggleFormatElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"30px":"10px";this.toggleFormatElement.style.padding="2px";this.toggleFormatElement.style.fontSize="14px";this.toggleFormatElement.className="atlas"!=uiTheme?"geButton":"";this.toggleFormatElement.style.width="16px";this.toggleFormatElement.style.height="16px";this.toggleFormatElement.style.backgroundPosition= -"50% 50%";this.toggleFormatElement.style.backgroundRepeat="no-repeat";this.toolbarContainer.appendChild(this.toggleFormatElement);"dark"==uiTheme&&(this.toggleFormatElement.style.filter="invert(100%)");mxEvent.addListener(this.toggleFormatElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()}));mxEvent.addListener(this.toggleFormatElement,"click",mxUtils.bind(this,function(d){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"formatPanel"});this.actions.get("formatPanel").funct(); -mxEvent.consume(d)}));var f=mxUtils.bind(this,function(){this.toggleFormatElement.style.backgroundImage=0<this.formatWidth?"url('"+this.formatShowImage+"')":"url('"+this.formatHideImage+"')"});this.addListener("formatWidthChanged",f);f();this.fullscreenElement=document.createElement("a");this.fullscreenElement.setAttribute("title",mxResources.get("fullscreen"));this.fullscreenElement.style.position="absolute";this.fullscreenElement.style.display="inline-block";this.fullscreenElement.style.top="atlas"== -uiTheme?"8px":"6px";this.fullscreenElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"50px":"30px";this.fullscreenElement.style.padding="2px";this.fullscreenElement.style.fontSize="14px";this.fullscreenElement.className="atlas"!=uiTheme?"geButton":"";this.fullscreenElement.style.width="16px";this.fullscreenElement.style.height="16px";this.fullscreenElement.style.backgroundPosition="50% 50%";this.fullscreenElement.style.backgroundRepeat="no-repeat";this.fullscreenElement.style.backgroundImage= -"url('"+this.fullscreenImage+"')";this.toolbarContainer.appendChild(this.fullscreenElement);mxEvent.addListener(this.fullscreenElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()}));"atlas"==uiTheme&&(mxUtils.setOpacity(this.toggleFormatElement,70),mxUtils.setOpacity(this.fullscreenElement,70));var l=this.hsplitPosition;"dark"==uiTheme&&(this.fullscreenElement.style.filter="invert(100%)");mxEvent.addListener(this.fullscreenElement,"click",mxUtils.bind(this, -function(d){var v=this.fullscreenMode;EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"fullscreen",currentstate:v});"atlas"!=uiTheme&&"1"!=urlParams.embed&&this.toggleCompactMode(v);v||(l=this.hsplitPosition);this.hsplitPosition=v?l:0;this.toggleFormatPanel(v);this.fullscreenMode=!v;mxEvent.consume(d)}));"1"!=urlParams.embed&&(this.toggleElement=document.createElement("a"),this.toggleElement.setAttribute("title",mxResources.get("collapseExpand")),this.toggleElement.className="geButton",this.toggleElement.style.position= -"absolute",this.toggleElement.style.display="inline-block",this.toggleElement.style.width="16px",this.toggleElement.style.height="16px",this.toggleElement.style.color="#666",this.toggleElement.style.top="atlas"==uiTheme?"8px":"6px",this.toggleElement.style.right="10px",this.toggleElement.style.padding="2px",this.toggleElement.style.fontSize="14px",this.toggleElement.style.textDecoration="none",this.toggleElement.style.backgroundImage="url('"+this.chevronUpImage+"')",this.toggleElement.style.backgroundPosition= -"50% 50%",this.toggleElement.style.backgroundRepeat="no-repeat","dark"==uiTheme&&(this.toggleElement.style.filter="invert(100%)"),mxEvent.addListener(this.toggleElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()})),mxEvent.addListener(this.toggleElement,"click",mxUtils.bind(this,function(d){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"toggleUI"});this.toggleCompactMode();mxEvent.consume(d)})),"atlas"!=uiTheme&&this.toolbarContainer.appendChild(this.toggleElement), -!mxClient.IS_FF&&740>=screen.height&&"undefined"!==typeof this.toggleElement.click&&window.setTimeout(mxUtils.bind(this,function(){this.toggleElement.click()}),0))}}; +App.prototype.showAuthDialog=function(b,f,k,d){var v=this.spinner.pause();this.showDialog((new AuthDialog(this,b,f,mxUtils.bind(this,function(x){try{null!=k&&k(x,mxUtils.bind(this,function(){this.hideDialog();v()}))}catch(B){this.editor.setStatus(mxUtils.htmlEntities(B.message))}}))).container,300,f?180:140,!0,!0,mxUtils.bind(this,function(x){null!=d&&d(x);x&&null==this.getCurrentFile()&&null==this.dialog&&this.showSplash()}))}; +App.prototype.convertFile=function(b,f,k,d,v,x,B,D){var K=f;/\.svg$/i.test(K)||(K=K.substring(0,f.lastIndexOf("."))+d);var c=!1;null!=this.gitHub&&b.substring(0,this.gitHub.baseUrl.length)==this.gitHub.baseUrl&&(c=!0);if(/\.v(dx|sdx?)$/i.test(f)&&Graph.fileSupport&&(new XMLHttpRequest).upload&&"string"===typeof(new XMLHttpRequest).responseType){var e=new XMLHttpRequest;e.open("GET",b,!0);c||(e.responseType="blob");if(D)for(var g in D)e.setRequestHeader(g,D[g]);e.onload=mxUtils.bind(this,function(){if(200<= +e.status&&299>=e.status){var n=null;c?(n=JSON.parse(e.responseText),n=this.base64ToBlob(n.content,"application/octet-stream")):n=new Blob([e.response],{type:"application/octet-stream"});this.importVisio(n,mxUtils.bind(this,function(p){v(new LocalFile(this,p,K,!0))}),x,f)}else null!=x&&x({message:mxResources.get("errorLoadingFile")})});e.onerror=x;e.send()}else{var q=mxUtils.bind(this,function(n){try{if(/\.pdf$/i.test(f)){var p=Editor.extractGraphModelFromPdf(n);null!=p&&0<p.length&&v(new LocalFile(this, +p,K,!0))}else/\.png$/i.test(f)?(p=this.extractGraphModelFromPng(n),null!=p?v(new LocalFile(this,p,K,!0)):v(new LocalFile(this,n,f,!0))):Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(n,b)?this.parseFileData(n,mxUtils.bind(this,function(z){4==z.readyState&&(200<=z.status&&299>=z.status?v(new LocalFile(this,z.responseText,K,!0)):null!=x&&x({message:mxResources.get("errorLoadingFile")}))}),f):v(new LocalFile(this,n,K,!0))}catch(z){null!=x&&x(z)}});k=/\.png$/i.test(f)||/\.jpe?g$/i.test(f)|| +/\.pdf$/i.test(f)||null!=k&&"image/"==k.substring(0,6);c?mxUtils.get(b,mxUtils.bind(this,function(n){if(200<=n.getStatus()&&299>=n.getStatus()){if(null!=v){n=JSON.parse(n.getText());var p=n.content;"base64"===n.encoding&&(p=/\.png$/i.test(f)?"data:image/png;base64,"+p:/\.pdf$/i.test(f)?"data:application/pdf;base64,"+p:!window.atob||mxClient.IS_IE||mxClient.IS_IE11?Base64.decode(p):atob(p));q(p)}}else null!=x&&x({code:App.ERROR_UNKNOWN})}),function(){null!=x&&x({code:App.ERROR_UNKNOWN})},!1,this.timeout, +function(){null!=x&&x({code:App.ERROR_TIMEOUT,retry:fn})},D):null!=B?B(b,q,x,k):this.editor.loadUrl(b,q,x,k,null,null,null,D)}}; +App.prototype.updateHeader=function(){if(null!=this.menubar){var b="url("+Editor.logoImage+")";this.appIcon=document.createElement("a");this.appIcon.style.display="block";this.appIcon.style.position="absolute";this.appIcon.style.width="32px";this.appIcon.style.height=this.menubarHeight-28+"px";this.appIcon.style.margin="14px 0px 8px 16px";this.appIcon.style.opacity="0.85";this.appIcon.style.borderRadius="3px";this.appIcon.style.backgroundPosition="center center";this.appIcon.style.backgroundSize= +"100% 100%";this.appIcon.style.backgroundRepeat="no-repeat";this.appIcon.style.backgroundImage=b;mxEvent.disableContextMenu(this.appIcon);mxEvent.addListener(this.appIcon,"click",mxUtils.bind(this,function(d){this.appIconClicked(d)}));var f=mxUtils.bind(this,function(){this.appIcon.style.backgroundColor=Editor.isDarkMode()?"":"#f08705"});this.addListener("darkModeChanged",f);f();mxUtils.setPrefixedStyle(this.appIcon.style,"transition","all 125ms linear");mxEvent.addListener(this.appIcon,"mouseover", +mxUtils.bind(this,function(){var d=this.getCurrentFile();null!=d&&(d=d.getMode(),d==App.MODE_GOOGLE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/google-drive-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_DROPBOX?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/dropbox-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_ONEDRIVE?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/onedrive-logo-white.svg)",this.appIcon.style.backgroundSize= +"70% 70%"):d==App.MODE_GITHUB?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/github-logo-white.svg)",this.appIcon.style.backgroundSize="70% 70%"):d==App.MODE_GITLAB?(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/gitlab-logo-white.svg)",this.appIcon.style.backgroundSize="100% 100%"):d==App.MODE_TRELLO&&(this.appIcon.style.backgroundImage="url("+IMAGE_PATH+"/trello-logo-white-orange.svg)",this.appIcon.style.backgroundSize="70% 70%"))}));mxEvent.addListener(this.appIcon,"mouseout", +mxUtils.bind(this,function(){this.appIcon.style.backgroundImage=b;this.appIcon.style.backgroundSize="90% 90%"}));"1"!=urlParams.embed&&this.menubarContainer.appendChild(this.appIcon);this.fnameWrapper=document.createElement("div");this.fnameWrapper.style.position="absolute";this.fnameWrapper.style.right="120px";this.fnameWrapper.style.left="60px";this.fnameWrapper.style.top="9px";this.fnameWrapper.style.height="26px";this.fnameWrapper.style.display="none";this.fnameWrapper.style.overflow="hidden"; +this.fnameWrapper.style.textOverflow="ellipsis";this.fname=document.createElement("a");this.fname.setAttribute("title",mxResources.get("rename"));this.fname.className="geItem";this.fname.style.padding="2px 8px 2px 8px";this.fname.style.display="inline";this.fname.style.fontSize="18px";this.fname.style.whiteSpace="nowrap";mxEvent.addListener(this.fname,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()}));mxEvent.addListener(this.fname,"click",mxUtils.bind(this, +function(d){var v=this.getCurrentFile();null!=v&&v.isRenamable()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(),this.actions.get("rename").funct());mxEvent.consume(d)}));this.fnameWrapper.appendChild(this.fname);"1"!=urlParams.embed&&(this.menubarContainer.appendChild(this.fnameWrapper),this.menubar.container.style.position="absolute",this.menubar.container.style.paddingLeft="59px",this.toolbar.container.style.paddingLeft="16px",this.menubar.container.style.boxSizing="border-box", +this.menubar.container.style.top="34px");this.toggleFormatElement=document.createElement("a");this.toggleFormatElement.setAttribute("title",mxResources.get("formatPanel")+" ("+Editor.ctrlKey+"+Shift+P)");this.toggleFormatElement.style.position="absolute";this.toggleFormatElement.style.display="inline-block";this.toggleFormatElement.style.top="atlas"==uiTheme?"8px":"6px";this.toggleFormatElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"30px":"10px";this.toggleFormatElement.style.padding= +"2px";this.toggleFormatElement.style.fontSize="14px";this.toggleFormatElement.className="atlas"!=uiTheme?"geButton geAdaptiveAsset":"";this.toggleFormatElement.style.width="16px";this.toggleFormatElement.style.height="16px";this.toggleFormatElement.style.backgroundPosition="50% 50%";this.toggleFormatElement.style.backgroundRepeat="no-repeat";this.toolbarContainer.appendChild(this.toggleFormatElement);mxEvent.addListener(this.toggleFormatElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this, +function(d){d.preventDefault()}));mxEvent.addListener(this.toggleFormatElement,"click",mxUtils.bind(this,function(d){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"formatPanel"});this.actions.get("formatPanel").funct();mxEvent.consume(d)}));f=mxUtils.bind(this,function(){this.toggleFormatElement.style.backgroundImage=0<this.formatWidth?"url('"+this.formatShowImage+"')":"url('"+this.formatHideImage+"')"});this.addListener("formatWidthChanged",f);f();this.fullscreenElement=document.createElement("a"); +this.fullscreenElement.setAttribute("title",mxResources.get("fullscreen"));this.fullscreenElement.style.position="absolute";this.fullscreenElement.style.display="inline-block";this.fullscreenElement.style.top="atlas"==uiTheme?"8px":"6px";this.fullscreenElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"50px":"30px";this.fullscreenElement.style.padding="2px";this.fullscreenElement.style.fontSize="14px";this.fullscreenElement.className="atlas"!=uiTheme?"geButton geAdaptiveAsset":"";this.fullscreenElement.style.width= +"16px";this.fullscreenElement.style.height="16px";this.fullscreenElement.style.backgroundPosition="50% 50%";this.fullscreenElement.style.backgroundSize="16px 16px";this.fullscreenElement.style.backgroundRepeat="no-repeat";this.fullscreenElement.style.backgroundImage="url('"+Editor.fullscreenImage+"')";this.toolbarContainer.appendChild(this.fullscreenElement);mxEvent.addListener(this.fullscreenElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()})); +"atlas"!=uiTheme&&(this.darkModeElement=document.createElement("a"),this.darkModeElement.setAttribute("title",mxResources.get("theme")),this.darkModeElement.style.position="absolute",this.darkModeElement.style.display="inline-block",this.darkModeElement.style.top="atlas"==uiTheme?"8px":"6px",this.darkModeElement.style.right="atlas"!=uiTheme&&"1"!=urlParams.embed?"70px":"50px",this.darkModeElement.style.padding="2px",this.darkModeElement.style.fontSize="14px",this.darkModeElement.className="atlas"!= +uiTheme?"geButton geAdaptiveAsset":"",this.darkModeElement.style.width="16px",this.darkModeElement.style.height="16px",this.darkModeElement.style.backgroundPosition="50% 50%",this.darkModeElement.style.backgroundSize="16px 16px",this.darkModeElement.style.backgroundRepeat="no-repeat",this.toolbarContainer.appendChild(this.darkModeElement),f=mxUtils.bind(this,function(){this.darkModeElement.style.backgroundImage="url('"+(Editor.isDarkMode()?Editor.lightModeImage:Editor.darkModeImage)+"')"}),this.addListener("darkModeChanged", +f),f(),mxEvent.addListener(this.darkModeElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){this.actions.get("toggleDarkMode").funct();d.preventDefault()})));"atlas"==uiTheme&&(mxUtils.setOpacity(this.toggleFormatElement,70),mxUtils.setOpacity(this.fullscreenElement,70));var k=this.hsplitPosition;mxEvent.addListener(this.fullscreenElement,"click",mxUtils.bind(this,function(d){var v=this.fullscreenMode;EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"fullscreen", +currentstate:v});"atlas"!=uiTheme&&"1"!=urlParams.embed&&this.toggleCompactMode(v);v||(k=this.hsplitPosition);this.hsplitPosition=v?k:0;this.toggleFormatPanel(v);this.fullscreenMode=!v;mxEvent.consume(d)}));"1"!=urlParams.embed&&(this.toggleElement=document.createElement("a"),this.toggleElement.setAttribute("title",mxResources.get("collapseExpand")),this.toggleElement.className="geButton geAdaptiveAsset",this.toggleElement.style.position="absolute",this.toggleElement.style.display="inline-block", +this.toggleElement.style.width="16px",this.toggleElement.style.height="16px",this.toggleElement.style.color="#666",this.toggleElement.style.top="atlas"==uiTheme?"8px":"6px",this.toggleElement.style.right="10px",this.toggleElement.style.padding="2px",this.toggleElement.style.fontSize="14px",this.toggleElement.style.textDecoration="none",this.toggleElement.style.backgroundImage="url('"+this.chevronUpImage+"')",this.toggleElement.style.backgroundPosition="50% 50%",this.toggleElement.style.backgroundRepeat= +"no-repeat",mxEvent.addListener(this.toggleElement,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(d){d.preventDefault()})),mxEvent.addListener(this.toggleElement,"click",mxUtils.bind(this,function(d){EditorUi.logEvent({category:"TOOLBAR-ACTION-",action:"toggleUI"});this.toggleCompactMode();mxEvent.consume(d)})),"atlas"!=uiTheme&&this.toolbarContainer.appendChild(this.toggleElement),!mxClient.IS_FF&&740>=screen.height&&"undefined"!==typeof this.toggleElement.click&&window.setTimeout(mxUtils.bind(this, +function(){this.toggleElement.click()}),0))}}; App.prototype.toggleCompactMode=function(b){(b=null!=b?b:this.compactMode)?(this.menubar.container.style.position="absolute",this.menubar.container.style.paddingLeft="59px",this.menubar.container.style.paddingTop="",this.menubar.container.style.paddingBottom="",this.menubar.container.style.top="34px",this.toolbar.container.style.paddingLeft="16px",this.buttonContainer.style.visibility="visible",this.appIcon.style.display="block",this.fnameWrapper.style.display="block",this.fnameWrapper.style.visibility= "visible",this.menubarHeight=App.prototype.menubarHeight,this.refresh(),this.toggleElement.style.backgroundImage="url('"+this.chevronUpImage+"')"):(this.menubar.container.style.position="relative",this.menubar.container.style.paddingLeft="4px",this.menubar.container.style.paddingTop="0px",this.menubar.container.style.paddingBottom="0px",this.menubar.container.style.top="0px",this.toolbar.container.style.paddingLeft="8px",this.buttonContainer.style.visibility="hidden",this.appIcon.style.display="none", this.fnameWrapper.style.display="none",this.fnameWrapper.style.visibility="hidden",this.menubarHeight=EditorUi.prototype.menubarHeight,this.refresh(),this.toggleElement.style.backgroundImage="url('"+this.chevronDownImage+"')");this.compactMode=!b}; App.prototype.updateUserElement=function(){if(null!=this.drive&&null!=this.drive.getUser()||null!=this.oneDrive&&null!=this.oneDrive.getUser()||null!=this.dropbox&&null!=this.dropbox.getUser()||null!=this.gitHub&&null!=this.gitHub.getUser()||null!=this.gitLab&&null!=this.gitLab.getUser()||null!=this.trello&&this.trello.isAuthorized()){null==this.userElement&&(this.userElement=document.createElement("a"),this.userElement.className="geItem",this.userElement.style.position="absolute",this.userElement.style.fontSize= "8pt",this.userElement.style.top="atlas"==uiTheme?"8px":"2px",this.userElement.style.right="30px",this.userElement.style.margin="4px",this.userElement.style.padding="2px",this.userElement.style.paddingRight="16px",this.userElement.style.verticalAlign="middle",this.userElement.style.backgroundImage="url("+IMAGE_PATH+"/expanded.gif)",this.userElement.style.backgroundPosition="100% 60%",this.userElement.style.backgroundRepeat="no-repeat",this.menubarContainer.appendChild(this.userElement),mxEvent.addListener(this.userElement, -mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(f){f.preventDefault()})),mxEvent.addListener(this.userElement,"click",mxUtils.bind(this,function(f){if(null==this.userPanel){var l=document.createElement("div");l.className="geDialog";l.style.position="absolute";l.style.top=this.userElement.clientTop+this.userElement.clientHeight+6+"px";l.style.zIndex=5;l.style.right="36px";l.style.padding="0px";l.style.cursor="default";l.style.minWidth="300px";this.userPanel=l}if(null!=this.userPanel.parentNode)this.userPanel.parentNode.removeChild(this.userPanel); -else{var d=!1;this.userPanel.innerText="";l=document.createElement("img");l.setAttribute("src",Dialog.prototype.closeImage);l.setAttribute("title",mxResources.get("close"));l.className="geDialogClose";l.style.top="8px";l.style.right="8px";mxEvent.addListener(l,"click",mxUtils.bind(this,function(){null!=this.userPanel.parentNode&&this.userPanel.parentNode.removeChild(this.userPanel)}));this.userPanel.appendChild(l);if(null!=this.drive){var v=this.drive.getUsersList();if(0<v.length){var u=mxUtils.bind(this, -function(e,g){var k=this.getCurrentFile();null!=k&&k.constructor==DriveFile?(this.spinner.spin(document.body,g),this.fileLoaded(null),window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();e()}),2E3)):e()});l=mxUtils.bind(this,function(e){var g=document.createElement("tr");g.setAttribute("title","User ID: "+e.id);var k=document.createElement("td");k.setAttribute("valig","middle");k.style.height="59px";k.style.width="66px";var m=document.createElement("img");m.setAttribute("width","50"); -m.setAttribute("height","50");m.setAttribute("border","0");m.setAttribute("src",null!=e.pictureUrl?e.pictureUrl:this.defaultUserPicture);m.style.borderRadius="50%";m.style.margin="4px 8px 0 8px";k.appendChild(m);g.appendChild(k);k=document.createElement("td");k.setAttribute("valign","middle");k.style.whiteSpace="nowrap";k.style.paddingTop="4px";k.style.maxWidth="0";k.style.overflow="hidden";k.style.textOverflow="ellipsis";mxUtils.write(k,e.displayName+(e.isCurrent&&1<v.length?" ("+mxResources.get("default")+ -")":""));null!=e.email&&(mxUtils.br(k),m=document.createElement("small"),m.style.color="gray",mxUtils.write(m,e.email),k.appendChild(m));m=document.createElement("div");m.style.marginTop="4px";var p=document.createElement("i");mxUtils.write(p,mxResources.get("googleDrive"));m.appendChild(p);k.appendChild(m);g.appendChild(k);e.isCurrent||(g.style.cursor="pointer",g.style.opacity="0.3",mxEvent.addListener(g,"click",mxUtils.bind(this,function(x){u(mxUtils.bind(this,function(){this.stateArg=null;this.drive.setUser(e); -this.drive.authorize(!0,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(y){this.handleError(y)}),!0)}),mxResources.get("closingFile")+"...");mxEvent.consume(x)})));return g});d=!0;var D=document.createElement("table");D.style.borderSpacing="0";D.style.fontSize="10pt";D.style.width="100%";D.style.padding="10px";for(var c=0;c<v.length;c++)D.appendChild(l(v[c]));this.userPanel.appendChild(D);l=document.createElement("div");l.style.textAlign= -"left";l.style.padding="10px";l.style.whiteSpace="nowrap";l.style.borderTop="1px solid rgb(224, 224, 224)";D=mxUtils.button(mxResources.get("signOut"),mxUtils.bind(this,function(){this.confirm(mxResources.get("areYouSure"),mxUtils.bind(this,function(){u(mxUtils.bind(this,function(){this.stateArg=null;this.drive.logout();this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxResources.get("signOut"))}))}));D.className="geBtn";D.style.float="right";l.appendChild(D);D=mxUtils.button(mxResources.get("addAccount"), -mxUtils.bind(this,function(){var e=this.drive.createAuthWin();e.blur();window.focus();u(mxUtils.bind(this,function(){this.stateArg=null;this.drive.authorize(!1,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(g){this.handleError(g)}),!0,e)}),mxResources.get("closingFile")+"...")}));D.className="geBtn";D.style.margin="0px";l.appendChild(D);this.userPanel.appendChild(l)}}l=mxUtils.bind(this,function(e,g,k,m){if(null!=e){d&&this.userPanel.appendChild(document.createElement("hr")); -d=!0;var p=document.createElement("table");p.style.borderSpacing="0";p.style.fontSize="10pt";p.style.width="100%";p.style.padding="10px";var x=document.createElement("tbody"),y=document.createElement("tr"),A=document.createElement("td");A.setAttribute("valig","top");A.style.width="40px";if(null!=g){var z=document.createElement("img");z.setAttribute("width","40");z.setAttribute("height","40");z.setAttribute("border","0");z.setAttribute("src",g);z.style.marginRight="6px";A.appendChild(z)}y.appendChild(A); -A=document.createElement("td");A.setAttribute("valign","middle");A.style.whiteSpace="nowrap";A.style.maxWidth="0";A.style.overflow="hidden";A.style.textOverflow="ellipsis";mxUtils.write(A,e.displayName);null!=e.email&&(mxUtils.br(A),g=document.createElement("small"),g.style.color="gray",mxUtils.write(g,e.email),A.appendChild(g));null!=m&&(e=document.createElement("div"),e.style.marginTop="4px",g=document.createElement("i"),mxUtils.write(g,m),e.appendChild(g),A.appendChild(e));y.appendChild(A);x.appendChild(y); -p.appendChild(x);this.userPanel.appendChild(p);e=document.createElement("div");e.style.textAlign="center";e.style.padding="10px";e.style.whiteSpace="nowrap";null!=k&&(k=mxUtils.button(mxResources.get("signOut"),k),k.className="geBtn",e.appendChild(k));this.userPanel.appendChild(e)}});null!=this.dropbox&&l(this.dropbox.getUser(),IMAGE_PATH+"/dropbox-logo.svg",mxUtils.bind(this,function(){var e=this.getCurrentFile();if(null!=e&&e.constructor==DropboxFile){var g=mxUtils.bind(this,function(){this.dropbox.logout(); -window.location.hash=""});e.isModified()?this.confirm(mxResources.get("allChangesLost"),null,g,mxResources.get("cancel"),mxResources.get("discardChanges")):g()}else this.dropbox.logout()}),mxResources.get("dropbox"));null!=this.oneDrive&&l(this.oneDrive.getUser(),IMAGE_PATH+"/onedrive-logo.svg",this.oneDrive.noLogout?null:mxUtils.bind(this,function(){var e=this.getCurrentFile();if(null!=e&&e.constructor==OneDriveFile){var g=mxUtils.bind(this,function(){this.oneDrive.logout();window.location.hash= -""});e.isModified()?this.confirm(mxResources.get("allChangesLost"),null,g,mxResources.get("cancel"),mxResources.get("discardChanges")):g()}else this.oneDrive.logout()}),mxResources.get("oneDrive"));null!=this.gitHub&&l(this.gitHub.getUser(),IMAGE_PATH+"/github-logo.svg",mxUtils.bind(this,function(){var e=this.getCurrentFile();if(null!=e&&e.constructor==GitHubFile){var g=mxUtils.bind(this,function(){this.gitHub.logout();window.location.hash=""});e.isModified()?this.confirm(mxResources.get("allChangesLost"), -null,g,mxResources.get("cancel"),mxResources.get("discardChanges")):g()}else this.gitHub.logout()}),mxResources.get("github"));null!=this.gitLab&&l(this.gitLab.getUser(),IMAGE_PATH+"/gitlab-logo.svg",mxUtils.bind(this,function(){var e=this.getCurrentFile();if(null!=e&&e.constructor==GitLabFile){var g=mxUtils.bind(this,function(){this.gitLab.logout();window.location.hash=""});e.isModified()?this.confirm(mxResources.get("allChangesLost"),null,g,mxResources.get("cancel"),mxResources.get("discardChanges")): -g()}else this.gitLab.logout()}),mxResources.get("gitlab"));null!=this.trello&&l(this.trello.getUser(),IMAGE_PATH+"/trello-logo.svg",mxUtils.bind(this,function(){var e=this.getCurrentFile();if(null!=e&&e.constructor==TrelloFile){var g=mxUtils.bind(this,function(){this.trello.logout();window.location.hash=""});e.isModified()?this.confirm(mxResources.get("allChangesLost"),null,g,mxResources.get("cancel"),mxResources.get("discardChanges")):g()}else this.trello.logout()}),mxResources.get("trello"));d|| -(l=document.createElement("div"),l.style.textAlign="center",l.style.padding="10px",l.innerHTML=mxResources.get("notConnected"),this.userPanel.appendChild(l));l=document.createElement("div");l.style.textAlign="center";l.style.padding="10px";l.style.background=Editor.isDarkMode()?"":"whiteSmoke";l.style.borderTop="1px solid #e0e0e0";l.style.whiteSpace="nowrap";"1"==urlParams.sketch?(D=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.actions.get("share").funct()})),D.className= -"geBtn",l.appendChild(D),this.commentsSupported()&&(D=mxUtils.button(mxResources.get("comments"),mxUtils.bind(this,function(){this.actions.get("comments").funct()})),D.className="geBtn",l.appendChild(D),this.userPanel.appendChild(l))):(D=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){mxEvent.isConsumed(f)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})),D.className="geBtn",l.appendChild(D));this.userPanel.appendChild(l); -"min"==uiTheme&&(c=this.getCurrentFile(),null!=c&&c.isRealtimeEnabled()&&c.isRealtimeSupported()&&(l=l.cloneNode(!1),l.style.fontSize="9pt",D=c.getRealtimeError(),c=c.getRealtimeState(),mxUtils.write(l,mxResources.get("realtimeCollaboration")+": "+(1==c?mxResources.get("online"):null!=D&&null!=D.message?D.message:mxResources.get("disconnected"))),this.userPanel.appendChild(l)));document.body.appendChild(this.userPanel)}mxEvent.consume(f)})),mxEvent.addListener(document.body,"click",mxUtils.bind(this, +mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(f){f.preventDefault()})),mxEvent.addListener(this.userElement,"click",mxUtils.bind(this,function(f){if(null==this.userPanel){var k=document.createElement("div");k.className="geDialog";k.style.position="absolute";k.style.top=this.userElement.clientTop+this.userElement.clientHeight+6+"px";k.style.zIndex=5;k.style.right="36px";k.style.padding="0px";k.style.cursor="default";k.style.minWidth="300px";this.userPanel=k}if(null!=this.userPanel.parentNode)this.userPanel.parentNode.removeChild(this.userPanel); +else{var d=!1;this.userPanel.innerText="";k=document.createElement("img");k.setAttribute("src",Dialog.prototype.closeImage);k.setAttribute("title",mxResources.get("close"));k.className="geDialogClose";k.style.top="8px";k.style.right="8px";mxEvent.addListener(k,"click",mxUtils.bind(this,function(){null!=this.userPanel.parentNode&&this.userPanel.parentNode.removeChild(this.userPanel)}));this.userPanel.appendChild(k);if(null!=this.drive){var v=this.drive.getUsersList();if(0<v.length){var x=mxUtils.bind(this, +function(K,c){var e=this.getCurrentFile();null!=e&&e.constructor==DriveFile?(this.spinner.spin(document.body,c),this.fileLoaded(null),window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();K()}),2E3)):K()});k=mxUtils.bind(this,function(K){var c=document.createElement("tr");c.setAttribute("title","User ID: "+K.id);var e=document.createElement("td");e.setAttribute("valig","middle");e.style.height="59px";e.style.width="66px";var g=document.createElement("img");g.setAttribute("width","50"); +g.setAttribute("height","50");g.setAttribute("border","0");g.setAttribute("src",null!=K.pictureUrl?K.pictureUrl:this.defaultUserPicture);g.style.borderRadius="50%";g.style.margin="4px 8px 0 8px";e.appendChild(g);c.appendChild(e);e=document.createElement("td");e.setAttribute("valign","middle");e.style.whiteSpace="nowrap";e.style.paddingTop="4px";e.style.maxWidth="0";e.style.overflow="hidden";e.style.textOverflow="ellipsis";mxUtils.write(e,K.displayName+(K.isCurrent&&1<v.length?" ("+mxResources.get("default")+ +")":""));null!=K.email&&(mxUtils.br(e),g=document.createElement("small"),g.style.color="gray",mxUtils.write(g,K.email),e.appendChild(g));g=document.createElement("div");g.style.marginTop="4px";var q=document.createElement("i");mxUtils.write(q,mxResources.get("googleDrive"));g.appendChild(q);e.appendChild(g);c.appendChild(e);K.isCurrent||(c.style.cursor="pointer",c.style.opacity="0.3",mxEvent.addListener(c,"click",mxUtils.bind(this,function(n){x(mxUtils.bind(this,function(){this.stateArg=null;this.drive.setUser(K); +this.drive.authorize(!0,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(p){this.handleError(p)}),!0)}),mxResources.get("closingFile")+"...");mxEvent.consume(n)})));return c});d=!0;var B=document.createElement("table");B.style.borderSpacing="0";B.style.fontSize="10pt";B.style.width="100%";B.style.padding="10px";for(var D=0;D<v.length;D++)B.appendChild(k(v[D]));this.userPanel.appendChild(B);k=document.createElement("div");k.style.textAlign= +"left";k.style.padding="10px";k.style.whiteSpace="nowrap";k.style.borderTop="1px solid rgb(224, 224, 224)";B=mxUtils.button(mxResources.get("signOut"),mxUtils.bind(this,function(){this.confirm(mxResources.get("areYouSure"),mxUtils.bind(this,function(){x(mxUtils.bind(this,function(){this.stateArg=null;this.drive.logout();this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxResources.get("signOut"))}))}));B.className="geBtn";B.style.float="right";k.appendChild(B);B=mxUtils.button(mxResources.get("addAccount"), +mxUtils.bind(this,function(){var K=this.drive.createAuthWin();K.blur();window.focus();x(mxUtils.bind(this,function(){this.stateArg=null;this.drive.authorize(!1,mxUtils.bind(this,function(){this.setMode(App.MODE_GOOGLE);this.hideDialog();this.showSplash()}),mxUtils.bind(this,function(c){this.handleError(c)}),!0,K)}),mxResources.get("closingFile")+"...")}));B.className="geBtn";B.style.margin="0px";k.appendChild(B);this.userPanel.appendChild(k)}}k=mxUtils.bind(this,function(K,c,e,g){if(null!=K){d&&this.userPanel.appendChild(document.createElement("hr")); +d=!0;var q=document.createElement("table");q.style.borderSpacing="0";q.style.fontSize="10pt";q.style.width="100%";q.style.padding="10px";var n=document.createElement("tbody"),p=document.createElement("tr"),z=document.createElement("td");z.setAttribute("valig","top");z.style.width="40px";if(null!=c){var C=document.createElement("img");C.setAttribute("width","40");C.setAttribute("height","40");C.setAttribute("border","0");C.setAttribute("src",c);C.style.marginRight="6px";z.appendChild(C)}p.appendChild(z); +z=document.createElement("td");z.setAttribute("valign","middle");z.style.whiteSpace="nowrap";z.style.maxWidth="0";z.style.overflow="hidden";z.style.textOverflow="ellipsis";mxUtils.write(z,K.displayName);null!=K.email&&(mxUtils.br(z),c=document.createElement("small"),c.style.color="gray",mxUtils.write(c,K.email),z.appendChild(c));null!=g&&(K=document.createElement("div"),K.style.marginTop="4px",c=document.createElement("i"),mxUtils.write(c,g),K.appendChild(c),z.appendChild(K));p.appendChild(z);n.appendChild(p); +q.appendChild(n);this.userPanel.appendChild(q);K=document.createElement("div");K.style.textAlign="center";K.style.padding="10px";K.style.whiteSpace="nowrap";null!=e&&(e=mxUtils.button(mxResources.get("signOut"),e),e.className="geBtn",K.appendChild(e));this.userPanel.appendChild(K)}});null!=this.dropbox&&k(this.dropbox.getUser(),IMAGE_PATH+"/dropbox-logo.svg",mxUtils.bind(this,function(){var K=this.getCurrentFile();if(null!=K&&K.constructor==DropboxFile){var c=mxUtils.bind(this,function(){this.dropbox.logout(); +window.location.hash=""});K.isModified()?this.confirm(mxResources.get("allChangesLost"),null,c,mxResources.get("cancel"),mxResources.get("discardChanges")):c()}else this.dropbox.logout()}),mxResources.get("dropbox"));null!=this.oneDrive&&k(this.oneDrive.getUser(),IMAGE_PATH+"/onedrive-logo.svg",this.oneDrive.noLogout?null:mxUtils.bind(this,function(){var K=this.getCurrentFile();if(null!=K&&K.constructor==OneDriveFile){var c=mxUtils.bind(this,function(){this.oneDrive.logout();window.location.hash= +""});K.isModified()?this.confirm(mxResources.get("allChangesLost"),null,c,mxResources.get("cancel"),mxResources.get("discardChanges")):c()}else this.oneDrive.logout()}),mxResources.get("oneDrive"));null!=this.gitHub&&k(this.gitHub.getUser(),IMAGE_PATH+"/github-logo.svg",mxUtils.bind(this,function(){var K=this.getCurrentFile();if(null!=K&&K.constructor==GitHubFile){var c=mxUtils.bind(this,function(){this.gitHub.logout();window.location.hash=""});K.isModified()?this.confirm(mxResources.get("allChangesLost"), +null,c,mxResources.get("cancel"),mxResources.get("discardChanges")):c()}else this.gitHub.logout()}),mxResources.get("github"));null!=this.gitLab&&k(this.gitLab.getUser(),IMAGE_PATH+"/gitlab-logo.svg",mxUtils.bind(this,function(){var K=this.getCurrentFile();if(null!=K&&K.constructor==GitLabFile){var c=mxUtils.bind(this,function(){this.gitLab.logout();window.location.hash=""});K.isModified()?this.confirm(mxResources.get("allChangesLost"),null,c,mxResources.get("cancel"),mxResources.get("discardChanges")): +c()}else this.gitLab.logout()}),mxResources.get("gitlab"));null!=this.trello&&k(this.trello.getUser(),IMAGE_PATH+"/trello-logo.svg",mxUtils.bind(this,function(){var K=this.getCurrentFile();if(null!=K&&K.constructor==TrelloFile){var c=mxUtils.bind(this,function(){this.trello.logout();window.location.hash=""});K.isModified()?this.confirm(mxResources.get("allChangesLost"),null,c,mxResources.get("cancel"),mxResources.get("discardChanges")):c()}else this.trello.logout()}),mxResources.get("trello"));d|| +(k=document.createElement("div"),k.style.textAlign="center",k.style.padding="10px",k.innerHTML=mxResources.get("notConnected"),this.userPanel.appendChild(k));k=document.createElement("div");k.style.textAlign="center";k.style.padding="10px";k.style.background=Editor.isDarkMode()?"":"whiteSmoke";k.style.borderTop="1px solid #e0e0e0";k.style.whiteSpace="nowrap";"1"==urlParams.sketch?(B=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.actions.get("share").funct()})),B.className= +"geBtn",k.appendChild(B),this.commentsSupported()&&(B=mxUtils.button(mxResources.get("comments"),mxUtils.bind(this,function(){this.actions.get("comments").funct()})),B.className="geBtn",k.appendChild(B),this.userPanel.appendChild(k))):(B=mxUtils.button(mxResources.get("close"),mxUtils.bind(this,function(){mxEvent.isConsumed(f)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})),B.className="geBtn",k.appendChild(B));this.userPanel.appendChild(k); +"min"==uiTheme&&(D=this.getCurrentFile(),null!=D&&D.isRealtimeEnabled()&&D.isRealtimeSupported()&&(k=k.cloneNode(!1),k.style.fontSize="9pt",B=D.getRealtimeError(),D=D.getRealtimeState(),mxUtils.write(k,mxResources.get("realtimeCollaboration")+": "+(1==D?mxResources.get("online"):null!=B&&null!=B.message?B.message:mxResources.get("disconnected"))),this.userPanel.appendChild(k)));document.body.appendChild(this.userPanel)}mxEvent.consume(f)})),mxEvent.addListener(document.body,"click",mxUtils.bind(this, function(f){mxEvent.isConsumed(f)||null==this.userPanel||null==this.userPanel.parentNode||this.userPanel.parentNode.removeChild(this.userPanel)})));var b=null;null!=this.drive&&null!=this.drive.getUser()?b=this.drive.getUser():null!=this.oneDrive&&null!=this.oneDrive.getUser()?b=this.oneDrive.getUser():null!=this.dropbox&&null!=this.dropbox.getUser()?b=this.dropbox.getUser():null!=this.gitHub&&null!=this.gitHub.getUser()?b=this.gitHub.getUser():null!=this.gitLab&&null!=this.gitLab.getUser()&&(b=this.gitLab.getUser()); null!=b?(this.userElement.innerText="",560<screen.width&&(mxUtils.write(this.userElement,b.displayName),this.userElement.style.display="block")):this.userElement.style.display="none"}else null!=this.userElement&&(this.userElement.parentNode.removeChild(this.userElement),this.userElement=null)}; App.prototype.getCurrentUser=function(){var b=null;null!=this.drive&&null!=this.drive.getUser()?b=this.drive.getUser():null!=this.oneDrive&&null!=this.oneDrive.getUser()?b=this.oneDrive.getUser():null!=this.dropbox&&null!=this.dropbox.getUser()?b=this.dropbox.getUser():null!=this.gitHub&&null!=this.gitHub.getUser()&&(b=this.gitHub.getUser());return b};var editorResetGraph=Editor.prototype.resetGraph; -Editor.prototype.resetGraph=function(){editorResetGraph.apply(this,arguments);null==this.graph.defaultPageFormat&&(this.graph.pageFormat=mxSettings.getPageFormat())};(function(){var b=mxPopupMenu.prototype.showMenu;mxPopupMenu.prototype.showMenu=function(){this.div.style.overflowY="auto";this.div.style.overflowX="hidden";this.div.style.maxHeight=Math.max(document.body.clientHeight,document.documentElement.clientHeight)-(EditorUi.isElectronApp?50:10)+"px";b.apply(this,arguments)};Menus.prototype.createHelpLink=function(l){var d=document.createElement("span");d.setAttribute("title",mxResources.get("help"));d.style.cssText="color:blue;text-decoration:underline;margin-left:8px;cursor:help;"; -var v=document.createElement("img");mxUtils.setOpacity(v,50);v.style.height="16px";v.style.width="16px";v.setAttribute("border","0");v.setAttribute("valign","bottom");v.setAttribute("src",Editor.helpImage);d.appendChild(v);mxEvent.addGestureListeners(d,mxUtils.bind(this,function(u){this.editorUi.hideCurrentMenu();this.editorUi.openLink(l);mxEvent.consume(u)}));return d};Menus.prototype.addLinkToItem=function(l,d){null!=l&&l.firstChild.nextSibling.appendChild(this.createHelpLink(d))};var f=Menus.prototype.init; -Menus.prototype.init=function(){function l(t,q,G){this.ui=t;this.previousExtFonts=this.extFonts=q;this.prevCustomFonts=this.customFonts=G}f.apply(this,arguments);var d=this.editorUi,v=d.editor.graph,u=mxUtils.bind(v,v.isEnabled),D=("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&mxClient.IS_SVG&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode),c=("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&mxClient.IS_SVG&& -(null==document.documentMode||9<document.documentMode),e=("www.draw.io"==window.location.hostname||"test.draw.io"==window.location.hostname||"drive.draw.io"==window.location.hostname||"app.diagrams.net"==window.location.hostname)&&("1"!=urlParams.embed&&"0"!=urlParams.od||"1"==urlParams.embed&&"1"==urlParams.od)&&!mxClient.IS_IOS&&(0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode),g="1"==urlParams.tr&&mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode);mxClient.IS_SVG|| -d.isOffline()||((new Image).src=IMAGE_PATH+"/help.png");"1"==urlParams.noFileMenu&&(this.defaultMenuItems=this.defaultMenuItems.filter(function(t){return"file"!=t}));d.actions.addAction("new...",function(){var t=d.isOffline();if(t||"1"!=urlParams.newTempDlg||d.mode!=App.MODE_GOOGLE){var q=new NewDialog(d,t,!(d.mode==App.MODE_DEVICE&&"chooseFileSystemEntries"in window));d.showDialog(q.container,t?350:620,t?70:460,!0,!0,function(E){d.sidebar.hideTooltip();E&&null==d.getCurrentFile()&&d.showSplash()}); -q.init()}else{var G=function(E){return{id:E.id,isExt:!0,url:E.downloadUrl,title:E.title,imgUrl:E.thumbnailLink,changedBy:E.lastModifyingUserName,lastModifiedOn:E.modifiedDate}};t=new TemplatesDialog(d,function(E,F,H){var C=H.libs,O=H.clibs;d.pickFolder(d.mode,function(I){d.createFile(F,E,null!=C&&0<C.length?C:null,null,function(){d.hideDialog()},null,I,null,null!=O&&0<O.length?O:null)},null==d.stateArg||null==d.stateArg.folderId)},null,null,null,"user",function(E,F,H){var C=new Date;C.setDate(C.getDate()- -7);d.drive.listFiles(null,C,H?!0:!1,function(O){for(var I=[],S=0;S<O.items.length;S++)I.push(G(O.items[S]));E(I)},F)},function(E,F,H,C){d.drive.listFiles(E,null,C?!0:!1,function(O){for(var I=[],S=0;S<O.items.length;S++)I.push(G(O.items[S]));F(I)},H)},function(E,F,H){d.drive.getFile(E.id,function(C){F(C.data)},H)},null,null,!1,!1);d.showDialog(t.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}});d.actions.put("insertTemplate",new Action(mxResources.get("template")+"...",function(){if(v.isEnabled()&& -!v.isCellLocked(v.getDefaultParent())){var t=new NewDialog(d,null,!1,function(q){d.hideDialog();if(null!=q){var G=d.editor.graph.getFreeInsertPoint();v.setSelectionCells(d.importXml(q,Math.max(G.x,20),Math.max(G.y,20),!0,null,null,!0));v.scrollCellToVisible(v.getSelectionCell())}},null,null,null,null,null,null,null,null,null,null,!1,mxResources.get("insert"));d.showDialog(t.container,620,460,!0,!0,function(){d.sidebar.hideTooltip()});t.init()}})).isEnabled=u;var k=d.actions.addAction("shareCursor", -function(){d.setShareCursorPosition(!d.isShareCursorPosition())});k.setToggleAction(!0);k.setSelectedCallback(function(){return d.isShareCursorPosition()});k=d.actions.addAction("showRemoteCursors",function(){d.setShowRemoteCursors(!d.isShowRemoteCursors())});k.setToggleAction(!0);k.setSelectedCallback(function(){return d.isShowRemoteCursors()});k=d.actions.addAction("points",function(){d.editor.graph.view.setUnit(mxConstants.POINTS)});k.setToggleAction(!0);k.setSelectedCallback(function(){return d.editor.graph.view.unit== -mxConstants.POINTS});k=d.actions.addAction("inches",function(){d.editor.graph.view.setUnit(mxConstants.INCHES)});k.setToggleAction(!0);k.setSelectedCallback(function(){return d.editor.graph.view.unit==mxConstants.INCHES});k=d.actions.addAction("millimeters",function(){d.editor.graph.view.setUnit(mxConstants.MILLIMETERS)});k.setToggleAction(!0);k.setSelectedCallback(function(){return d.editor.graph.view.unit==mxConstants.MILLIMETERS});k=d.actions.addAction("meters",function(){d.editor.graph.view.setUnit(mxConstants.METERS)}); -k.setToggleAction(!0);k.setSelectedCallback(function(){return d.editor.graph.view.unit==mxConstants.METERS});this.put("units",new Menu(mxUtils.bind(this,function(t,q){this.addMenuItems(t,["points","inches","millimeters","meters"],q)})));k=d.actions.addAction("ruler",function(){mxSettings.setRulerOn(!mxSettings.isRulerOn());mxSettings.save();null!=d.ruler?(d.ruler.destroy(),d.ruler=null):d.ruler=new mxDualRuler(d,d.editor.graph.view.unit);d.refresh()});k.setEnabled(d.canvasSupported&&9!=document.documentMode); -k.setToggleAction(!0);k.setSelectedCallback(function(){return null!=d.ruler});k=d.actions.addAction("fullscreen",function(){"1"==urlParams.embedInline?d.setInlineFullscreen(!Editor.inlineFullscreen):null==document.fullscreenElement?document.body.requestFullscreen():document.exitFullscreen()});k.visible="1"==urlParams.embedInline||window==window.top&&document.fullscreenEnabled&&null!=document.body.requestFullscreen;k.setToggleAction(!0);k.setSelectedCallback(function(){return"1"==urlParams.embedInline? -Editor.inlineFullscreen:null!=document.fullscreenElement});d.actions.addAction("properties...",function(){var t=new FilePropertiesDialog(d);d.showDialog(t.container,320,120,!0,!0);t.init()}).isEnabled=u;window.mxFreehand&&(d.actions.put("insertFreehand",new Action(mxResources.get("freehand")+"...",function(){if(v.isEnabled()){if(null==this.freehandWindow){var t=!mxClient.IS_IE&&!mxClient.IS_IE11;this.freehandWindow=new FreehandWindow(d,document.body.offsetWidth-420,102,176,t?120:84,t)}v.freehand.isDrawing()? -v.freehand.stopDrawing():v.freehand.startDrawing();this.freehandWindow.window.setVisible(v.freehand.isDrawing())}})).isEnabled=function(){return u()&&mxClient.IS_SVG});d.actions.put("exportXml",new Action(mxResources.get("formatXml")+"...",function(){var t=document.createElement("div");t.style.whiteSpace="nowrap";var q=null==d.pages||1>=d.pages.length,G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatXml"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px"; -t.appendChild(G);var E=d.addCheckbox(t,mxResources.get("selectionOnly"),!1,v.isSelectionEmpty()),F=d.addCheckbox(t,mxResources.get("compressed"),!0),H=d.addCheckbox(t,mxResources.get("allPages"),!q,q);H.style.marginBottom="16px";mxEvent.addListener(E,"change",function(){E.checked?H.setAttribute("disabled","disabled"):H.removeAttribute("disabled")});t=new CustomDialog(d,t,mxUtils.bind(this,function(){d.downloadFile("xml",!F.checked,null,!E.checked,q||!H.checked)}),null,mxResources.get("export"));d.showDialog(t.container, -300,200,!0,!0)}));Editor.enableExportUrl&&d.actions.put("exportUrl",new Action(mxResources.get("url")+"...",function(){d.showPublishLinkDialog(mxResources.get("url"),!0,null,null,function(t,q,G,E,F,H,C,O,I){C=[];I&&C.push("tags=%7B%7D");t=new EmbedDialog(d,d.createLink(t,q,G,E,F,H,null,!0,C));d.showDialog(t.container,450,240,!0,!0);t.init()})}));d.actions.put("exportHtml",new Action(mxResources.get("formatHtmlEmbedded")+"...",function(){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(), -function(t){d.spinner.stop();d.showHtmlDialog(mxResources.get("export"),null,t,function(q,G,E,F,H,C,O,I,S,R,Q){d.createHtml(q,G,E,F,H,C,O,I,S,R,Q,mxUtils.bind(this,function(W,X){var n=d.getBaseFilename(O);W='\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n<!DOCTYPE html>\n<html>\n<head>\n<title>'+mxUtils.htmlEntities(n)+'</title>\n<meta charset="utf-8"/>\n</head>\n<body>'+W+"\n"+X+"\n</body>\n</html>";d.saveData(n+(".drawio"==n.substring(n.lenth-7)?"":".drawio")+ -".html","html",W,"text/html")}))})})}));d.actions.put("exportPdf",new Action(mxResources.get("formatPdf")+"...",function(){if(EditorUi.isElectronApp||!d.isOffline()&&!d.printPdfExport){var t=null==d.pages||1>=d.pages.length,q=document.createElement("div");q.style.whiteSpace="nowrap";var G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatPdf"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";q.appendChild(G);var E=function(){O!=this&&this.checked? -(X.removeAttribute("disabled"),X.checked=!v.pageVisible):(X.setAttribute("disabled","disabled"),X.checked=!1)};G=200;var F=1,H=null;if(d.pdfPageExport&&!t){var C=function(){Q.value=Math.max(1,Math.min(F,Math.max(parseInt(Q.value),parseInt(S.value))));S.value=Math.max(1,Math.min(F,Math.min(parseInt(Q.value),parseInt(S.value))))},O=d.addRadiobox(q,"pages",mxResources.get("allPages"),!0),I=d.addRadiobox(q,"pages",mxResources.get("pages")+":",!1,null,!0),S=document.createElement("input");S.style.cssText= -"margin:0 8px 0 8px;";S.setAttribute("value","1");S.setAttribute("type","number");S.setAttribute("min","1");S.style.width="50px";q.appendChild(S);var R=document.createElement("span");mxUtils.write(R,mxResources.get("to"));q.appendChild(R);var Q=S.cloneNode(!0);q.appendChild(Q);mxEvent.addListener(S,"focus",function(){I.checked=!0});mxEvent.addListener(Q,"focus",function(){I.checked=!0});mxEvent.addListener(S,"change",C);mxEvent.addListener(Q,"change",C);if(null!=d.pages&&(F=d.pages.length,null!=d.currentPage))for(C= -0;C<d.pages.length;C++)if(d.currentPage==d.pages[C]){H=C+1;S.value=H;Q.value=H;break}S.setAttribute("max",F);Q.setAttribute("max",F);mxUtils.br(q);var W=d.addRadiobox(q,"pages",mxResources.get("selectionOnly"),!1,v.isSelectionEmpty()),X=d.addCheckbox(q,mxResources.get("crop"),!1,!0),n=d.addCheckbox(q,mxResources.get("grid"),!1,!1);mxEvent.addListener(O,"change",E);mxEvent.addListener(I,"change",E);mxEvent.addListener(W,"change",E);G+=64}else W=d.addCheckbox(q,mxResources.get("selectionOnly"),!1,v.isSelectionEmpty()), -X=d.addCheckbox(q,mxResources.get("crop"),!v.pageVisible||!d.pdfPageExport,!d.pdfPageExport),n=d.addCheckbox(q,mxResources.get("grid"),!1,!1),d.pdfPageExport||mxEvent.addListener(W,"change",E);E=!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&"draw.io"==d.getServiceName();var B=null,J=null;if(EditorUi.isElectronApp||E)J=d.addCheckbox(q,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram),G+=30;E&&(B=d.addCheckbox(q,mxResources.get("transparentBackground"),!1),G+=30);q=new CustomDialog(d, -q,mxUtils.bind(this,function(){var P=null;if(!t){P=parseInt(S.value);var M=parseInt(Q.value);P=O.checked||P==H&&M==H?null:{from:Math.max(0,Math.min(F-1,P-1)),to:Math.max(0,Math.min(F-1,M-1))}}d.downloadFile("pdf",null,null,!W.checked,t?!0:!O.checked&&null==P,!X.checked,null!=B&&B.checked,null,null,n.checked,null!=J&&J.checked,P)}),null,mxResources.get("export"));d.showDialog(q.container,300,G,!0,!0)}else d.showDialog((new PrintDialog(d,mxResources.get("formatPdf"))).container,360,null!=d.pages&&1< -d.pages.length&&(d.editor.editable||"1"!=urlParams["hide-pages"])?470:390,!0,!0)}));d.actions.addAction("open...",function(){d.pickFile()});d.actions.addAction("close",function(){function t(){null!=q&&q.removeDraft();d.fileLoaded(null)}var q=d.getCurrentFile();null!=q&&q.isModified()?d.confirm(mxResources.get("allChangesLost"),null,t,mxResources.get("cancel"),mxResources.get("discardChanges")):t()});d.actions.addAction("editShape...",mxUtils.bind(this,function(){v.getSelectionCells();if(1==v.getSelectionCount()){var t= -v.getSelectionCell(),q=v.view.getState(t);null!=q&&null!=q.shape&&null!=q.shape.stencil&&(t=new EditShapeDialog(d,t,mxResources.get("editShape")+":",630,400),d.showDialog(t.container,640,480,!0,!1),t.init())}}));d.actions.addAction("revisionHistory...",function(){d.isRevisionHistorySupported()?d.spinner.spin(document.body,mxResources.get("loading"))&&d.getRevisions(mxUtils.bind(this,function(t,q){d.spinner.stop();t=new RevisionDialog(d,t,q);d.showDialog(t.container,640,480,!0,!0);t.init()}),mxUtils.bind(this, -function(t){d.handleError(t)})):d.showError(mxResources.get("error"),mxResources.get("notAvailable"),mxResources.get("ok"))});d.actions.addAction("createRevision",function(){d.actions.get("save").funct()},null,null,Editor.ctrlKey+"+S");k=d.actions.addAction("synchronize",function(){d.synchronizeCurrentFile("none"==DrawioFile.SYNC)},null,null,"Alt+Shift+S");"none"==DrawioFile.SYNC&&(k.label=mxResources.get("refresh"));d.actions.addAction("upload...",function(){var t=d.getCurrentFile();null!=t&&(window.drawdata= -d.getFileData(),t=null!=t.getTitle()?t.getTitle():d.defaultFilename,d.openLink(window.location.protocol+"//"+window.location.host+"/?create=drawdata&"+(d.mode==App.MODE_DROPBOX?"mode=dropbox&":"")+"title="+encodeURIComponent(t),null,!0))});"undefined"!==typeof MathJax&&(k=d.actions.addAction("mathematicalTypesetting",function(){var t=new ChangePageSetup(d);t.ignoreColor=!0;t.ignoreImage=!0;t.mathEnabled=!d.isMathEnabled();v.model.execute(t)}),k.setToggleAction(!0),k.setSelectedCallback(function(){return d.isMathEnabled()}), -k.isEnabled=u);isLocalStorage&&(k=d.actions.addAction("showStartScreen",function(){mxSettings.setShowStartScreen(!mxSettings.getShowStartScreen());mxSettings.save()}),k.setToggleAction(!0),k.setSelectedCallback(function(){return mxSettings.getShowStartScreen()}));var m=d.actions.addAction("autosave",function(){d.editor.setAutosave(!d.editor.autosave)});m.setToggleAction(!0);m.setSelectedCallback(function(){return m.isEnabled()&&d.editor.autosave});d.actions.addAction("editGeometry...",function(){for(var t= -v.getSelectionCells(),q=[],G=0;G<t.length;G++)v.getModel().isVertex(t[G])&&q.push(t[G]);0<q.length&&(t=new EditGeometryDialog(d,q),d.showDialog(t.container,200,270,!0,!0),t.init())},null,null,Editor.ctrlKey+"+Shift+M");var p=null;d.actions.addAction("copyStyle",function(){v.isEnabled()&&!v.isSelectionEmpty()&&(p=v.copyStyle(v.getSelectionCell()))},null,null,Editor.ctrlKey+"+Shift+C");d.actions.addAction("pasteStyle",function(){v.isEnabled()&&!v.isSelectionEmpty()&&null!=p&&v.pasteStyle(p,v.getSelectionCells())}, -null,null,Editor.ctrlKey+"+Shift+V");d.actions.put("pageBackgroundImage",new Action(mxResources.get("backgroundImage")+"...",function(){if(!d.isOffline()){var t=new BackgroundImageDialog(d,function(q){d.setBackgroundImage(q)});d.showDialog(t.container,400,170,!0,!0);t.init()}}));d.actions.put("exportSvg",new Action(mxResources.get("formatSvg")+"...",function(){d.showExportDialog(mxResources.get("formatSvg"),!0,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this, -function(t,q,G,E,F,H,C,O,I,S,R,Q,W,X,n){I=parseInt(t);!isNaN(I)&&0<I&&(n?d.downloadFile("remoteSvg",null,null,G,null,O,q,t,C,null,F):d.exportSvg(I/100,q,G,E,F,H,C,!O,!1,S,Q,W,X))}),!0,null,"svg",!0)}));d.actions.put("exportPng",new Action(mxResources.get("formatPng")+"...",function(){d.isExportToCanvas()?d.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(t,q,G,E,F,H,C,O,I,S,R,Q,W){t=parseInt(t);!isNaN(t)&& -0<t&&d.exportImage(t/100,q,G,E,F,C,!O,!1,null,R,null,Q,W)}),!0,Editor.defaultIncludeDiagram,"png",!0):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||d.showRemoteExportDialog(mxResources.get("export"),null,mxUtils.bind(this,function(t,q,G,E,F){d.downloadFile(q?"xmlpng":"png",null,null,t,null,null,G,E,F)}),!1,!0)}));d.actions.put("exportJpg",new Action(mxResources.get("formatJpg")+"...",function(){d.isExportToCanvas()?d.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram", -mxUtils.bind(this,function(t,q,G,E,F,H,C,O,I,S,R,Q,W){t=parseInt(t);!isNaN(t)&&0<t&&d.exportImage(t/100,!1,G,E,!1,C,!O,!1,"jpeg",R,null,Q,W)}),!0,!1,"jpeg",!0):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||d.showRemoteExportDialog(mxResources.get("export"),null,mxUtils.bind(this,function(t,q,G,E,F){d.downloadFile("jpeg",null,null,t,null,null,null,E,F)}),!0,!0)}));k=d.actions.addAction("copyAsImage",mxUtils.bind(this,function(){var t=mxUtils.sortCells(v.model.getTopmostCells(v.getSelectionCells())), -q=mxUtils.getXml(0==t.length?d.editor.getGraphXml():v.encodeCells(t));d.copyImage(t,q)}));k.visible=Editor.enableNativeCipboard&&d.isExportToCanvas()&&!mxClient.IS_SF;k=d.actions.put("shadowVisible",new Action(mxResources.get("shadow"),function(){v.setShadowVisible(!v.shadowVisible)}));k.setToggleAction(!0);k.setSelectedCallback(function(){return v.shadowVisible});d.actions.put("about",new Action(mxResources.get("about")+" "+EditorUi.VERSION+"...",function(){d.isOffline()||mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp?d.alert(d.editor.appName+" "+EditorUi.VERSION):d.openLink("https://www.diagrams.net/")}));d.actions.addAction("support...",function(){EditorUi.isElectronApp?d.openLink("https://github.com/jgraph/drawio-desktop/wiki/Getting-Support"):d.openLink("https://github.com/jgraph/drawio/wiki/Getting-Support")});d.actions.addAction("exportOptionsDisabled...",function(){d.handleError({message:mxResources.get("exportOptionsDisabledDetails")},mxResources.get("exportOptionsDisabled"))});d.actions.addAction("keyboardShortcuts...", -function(){!mxClient.IS_SVG||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?d.openLink("https://viewer.diagrams.net/#Uhttps%3A%2F%2Fviewer.diagrams.net%2Fshortcuts.svg"):d.openLink("shortcuts.svg")});d.actions.addAction("feedback...",function(){var t=new FeedbackDialog(d);d.showDialog(t.container,610,360,!0,!1);t.init()});d.actions.addAction("quickStart...",function(){d.openLink("https://www.youtube.com/watch?v=Z0D96ZikMkc")});k=d.actions.addAction("tags",mxUtils.bind(this,function(){null==this.tagsWindow? -(this.tagsWindow=new TagsWindow(d,document.body.offsetWidth-400,60,212,200),this.tagsWindow.window.addListener("show",mxUtils.bind(this,function(){d.fireEvent(new mxEventObject("tags"))})),this.tagsWindow.window.addListener("hide",function(){d.fireEvent(new mxEventObject("tags"))}),this.tagsWindow.window.setVisible(!0),d.fireEvent(new mxEventObject("tags"))):this.tagsWindow.window.setVisible(!this.tagsWindow.window.isVisible())}));k.setToggleAction(!0);k.setSelectedCallback(mxUtils.bind(this,function(){return null!= -this.tagsWindow&&this.tagsWindow.window.isVisible()}));k=d.actions.addAction("findReplace...",mxUtils.bind(this,function(t,q){var G=(t=v.isEnabled()&&(null==q||!mxEvent.isShiftDown(q)))?"findReplace":"find";q=G+"Window";if(null==this[q]){var E=t?"min"==uiTheme?330:300:240;this[q]=new FindWindow(d,document.body.offsetWidth-(E+20),100,E,t?"min"==uiTheme?304:288:170,t);this[q].window.addListener("show",function(){d.fireEvent(new mxEventObject(G))});this[q].window.addListener("hide",function(){d.fireEvent(new mxEventObject(G))}); -this[q].window.setVisible(!0)}else this[q].window.setVisible(!this[q].window.isVisible())}),null,null,Editor.ctrlKey+"+F");k.setToggleAction(!0);k.setSelectedCallback(mxUtils.bind(this,function(){var t=v.isEnabled()?"findReplaceWindow":"findWindow";return null!=this[t]&&this[t].window.isVisible()}));d.actions.put("exportVsdx",new Action(mxResources.get("formatVsdx")+" (beta)...",function(){var t=null==d.pages||1>=d.pages.length;if(t)d.exportVisio();else{var q=document.createElement("div");q.style.whiteSpace= -"nowrap";var G=document.createElement("h3");mxUtils.write(G,mxResources.get("formatVsdx"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";q.appendChild(G);var E=d.addCheckbox(q,mxResources.get("allPages"),!t,t);E.style.marginBottom="16px";t=new CustomDialog(d,q,mxUtils.bind(this,function(){d.exportVisio(!E.checked)}),null,mxResources.get("export"));d.showDialog(t.container,300,130,!0,!0)}}));isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&d.actions.addAction("configuration...", -function(){var t=document.createElement("input");t.setAttribute("type","checkbox");t.style.marginRight="4px";t.checked=mxSettings.getShowStartScreen();t.defaultChecked=t.checked;if(d.isSettingsEnabled()&&"1"==urlParams.sketch){var q=document.createElement("span");q.style["float"]="right";q.style.cursor="pointer";q.style.userSelect="none";q.style.marginTop="-4px";q.appendChild(t);mxUtils.write(q,mxResources.get("showStartScreen"));mxEvent.addListener(q,"click",function(F){mxEvent.getSource(F)!=t&& -(t.checked=!t.checked)});header=q}var G=localStorage.getItem(Editor.configurationKey);q=[[mxResources.get("reset"),function(F,H){d.confirm(mxResources.get("areYouSure"),function(){try{mxEvent.isShiftDown(F)?(localStorage.removeItem(Editor.settingsKey),localStorage.removeItem(".drawio-config")):(localStorage.removeItem(Editor.configurationKey),d.hideDialog(),d.alert(mxResources.get("restartForChangeRequired")))}catch(C){d.handleError(C)}})},"Shift+Click to Reset Settings"]];var E=d.actions.get("plugins"); -null!=E&&"1"==urlParams.sketch&&q.push([mxResources.get("plugins"),E.funct]);EditorUi.isElectronApp||q.push([mxResources.get("share"),function(F,H){if(0<H.value.length)try{var C=JSON.parse(H.value),O=window.location.protocol+"//"+window.location.host+"/"+d.getSearch()+"#_CONFIG_"+Graph.compress(JSON.stringify(C)),I=new EmbedDialog(d,O);d.showDialog(I.container,450,240,!0);I.init()}catch(S){d.handleError(S)}else d.handleError({message:mxResources.get("invalidInput")})}]);q=new TextareaDialog(d,mxResources.get("configuration")+ -":",null!=G?JSON.stringify(JSON.parse(G),null,2):"",function(F){if(null!=F)try{if(null!=t.parentNode&&(mxSettings.setShowStartScreen(t.checked),mxSettings.save()),F==G)d.hideDialog();else{if(0<F.length){var H=JSON.parse(F);localStorage.setItem(Editor.configurationKey,JSON.stringify(H))}else localStorage.removeItem(Editor.configurationKey);d.hideDialog();d.alert(mxResources.get("restartForChangeRequired"))}}catch(C){d.handleError(C)}},null,null,null,null,null,!0,null,null,"https://www.diagrams.net/doc/faq/configure-diagram-editor", -q,t.parentNode);d.showDialog(q.container,620,460,!0,!1);q.init()});if(mxClient.IS_CHROMEAPP||isLocalStorage){this.put("language",new Menu(mxUtils.bind(this,function(t,q){var G=mxUtils.bind(this,function(F){var H=""==F?mxResources.get("automatic"):mxLanguageMap[F],C=null;""!=H&&(C=t.addItem(H,null,mxUtils.bind(this,function(){mxSettings.setLanguage(F);mxSettings.save();mxClient.language=F;mxResources.loadDefaultBundle=!1;mxResources.add(RESOURCE_BASE);d.alert(mxResources.get("restartForChangeRequired"))}), -q),(F==mxLanguage||""==F&&null==mxLanguage)&&t.addCheckmark(C,Editor.checkmarkImage));return C});G("");t.addSeparator(q);for(var E in mxLanguageMap)G(E)})));var x=Menus.prototype.createMenubar;Menus.prototype.createMenubar=function(t){var q=x.apply(this,arguments);if(null!=q&&"1"!=urlParams.noLangIcon){var G=this.get("language");if(null!=G){G=q.addMenu("",G.funct);G.setAttribute("title",mxResources.get("language"));G.style.width="16px";G.style.paddingTop="2px";G.style.paddingLeft="4px";G.style.zIndex= -"1";G.style.position="absolute";G.style.display="block";G.style.cursor="pointer";G.style.right="17px";"atlas"==uiTheme?(G.style.top="6px",G.style.right="15px"):G.style.top="min"==uiTheme?"2px":"0px";var E=document.createElement("div");E.style.backgroundImage="url("+Editor.globeImage+")";E.style.backgroundPosition="center center";E.style.backgroundRepeat="no-repeat";E.style.backgroundSize="19px 19px";E.style.position="absolute";E.style.height="19px";E.style.width="19px";E.style.marginTop="2px";E.style.zIndex= -"1";G.appendChild(E);mxUtils.setOpacity(G,40);"1"==urlParams.winCtrls&&(G.style.right="95px",G.style.width="19px",G.style.height="19px",G.style.webkitAppRegion="no-drag",E.style.webkitAppRegion="no-drag");if("atlas"==uiTheme||"dark"==uiTheme)G.style.opacity="0.85",G.style.filter="invert(100%)";document.body.appendChild(G);q.langIcon=G}}return q}}d.customLayoutConfig=[{layout:"mxHierarchicalLayout",config:{orientation:"west",intraCellSpacing:30,interRankCellSpacing:100,interHierarchySpacing:60,parallelEdgeSpacing:10}}]; -d.actions.addAction("runLayout",function(){var t=new TextareaDialog(d,"Run Layouts:",JSON.stringify(d.customLayoutConfig,null,2),function(q){if(0<q.length)try{var G=JSON.parse(q);d.executeLayouts(v.createLayouts(G));d.customLayoutConfig=G;d.hideDialog()}catch(E){d.handleError(E)}},null,null,null,null,function(q,G){var E=mxUtils.button(mxResources.get("copy"),function(){try{var F=G.value;G.value=JSON.stringify(JSON.parse(F));G.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?G.select(): -document.execCommand("selectAll",!1,null);document.execCommand("copy");d.alert(mxResources.get("copiedToClipboard"));G.value=F}catch(H){d.handleError(H)}});E.setAttribute("title","copy");E.className="geBtn";q.appendChild(E)},!0,null,null,"https://www.diagrams.net/doc/faq/apply-layouts");d.showDialog(t.container,620,460,!0,!0);t.init()});k=this.get("layout");var y=k.funct;k.funct=function(t,q){y.apply(this,arguments);t.addItem(mxResources.get("orgChart"),null,function(){var G=null,E=20,F=20,H=function(){if("undefined"!== -typeof mxOrgChartLayout&&null!=G){var X=d.editor.graph,n=new mxOrgChartLayout(X,G,E,F),B=X.getDefaultParent();1<X.model.getChildCount(X.getSelectionCell())&&(B=X.getSelectionCell());n.execute(B)}},C=document.createElement("div"),O=document.createElement("div");O.style.marginTop="6px";O.style.display="inline-block";O.style.width="140px";mxUtils.write(O,mxResources.get("orgChartType")+": ");C.appendChild(O);var I=document.createElement("select");I.style.width="200px";I.style.boxSizing="border-box"; -O=[mxResources.get("linear"),mxResources.get("hanger2"),mxResources.get("hanger4"),mxResources.get("fishbone1"),mxResources.get("fishbone2"),mxResources.get("1ColumnLeft"),mxResources.get("1ColumnRight"),mxResources.get("smart")];for(var S=0;S<O.length;S++){var R=document.createElement("option");mxUtils.write(R,O[S]);R.value=S;2==S&&R.setAttribute("selected","selected");I.appendChild(R)}mxEvent.addListener(I,"change",function(){G=I.value});C.appendChild(I);O=document.createElement("div");O.style.marginTop= -"6px";O.style.display="inline-block";O.style.width="140px";mxUtils.write(O,mxResources.get("parentChildSpacing")+": ");C.appendChild(O);var Q=document.createElement("input");Q.type="number";Q.value=E;Q.style.width="200px";Q.style.boxSizing="border-box";C.appendChild(Q);mxEvent.addListener(Q,"change",function(){E=Q.value});O=document.createElement("div");O.style.marginTop="6px";O.style.display="inline-block";O.style.width="140px";mxUtils.write(O,mxResources.get("siblingSpacing")+": ");C.appendChild(O); -var W=document.createElement("input");W.type="number";W.value=F;W.style.width="200px";W.style.boxSizing="border-box";C.appendChild(W);mxEvent.addListener(W,"change",function(){F=W.value});C=new CustomDialog(d,C,function(){null==G&&(G=2);d.loadOrgChartLayouts(H)});d.showDialog(C.container,355,140,!0,!0)},q,null,u());t.addSeparator(q);t.addItem(mxResources.get("parallels"),null,mxUtils.bind(this,function(){var G=new mxParallelEdgeLayout(v);G.checkOverlap=!0;d.prompt(mxResources.get("spacing"),G.spacing, -mxUtils.bind(this,function(E){G.spacing=E;d.executeLayout(function(){G.execute(v.getDefaultParent(),v.isSelectionEmpty()?null:v.getSelectionCells())},!1)}))}),q);t.addSeparator(q);d.menus.addMenuItem(t,"runLayout",q,null,null,mxResources.get("apply")+"...")};this.put("help",new Menu(mxUtils.bind(this,function(t,q){if(!mxClient.IS_CHROMEAPP&&d.isOffline())this.addMenuItems(t,["about"],q);else{var G=t.addItem("Search:",null,null,q,null,null,!1);G.style.backgroundColor=Editor.isDarkMode()?"#505759": -"whiteSmoke";G.style.cursor="default";var E=document.createElement("input");E.setAttribute("type","text");E.setAttribute("size","25");E.style.marginLeft="8px";mxEvent.addListener(E,"keydown",mxUtils.bind(this,function(F){var H=mxUtils.trim(E.value);13==F.keyCode&&0<H.length?(this.editorUi.openLink("https://www.diagrams.net/search?src="+(EditorUi.isElectronApp?"DESKTOP":encodeURIComponent(location.host))+"&search="+encodeURIComponent(H)),E.value="",EditorUi.logEvent({category:"SEARCH-HELP",action:"search", -label:H}),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0)):27==F.keyCode&&(E.value="")}));G.firstChild.nextSibling.appendChild(E);mxEvent.addGestureListeners(E,function(F){document.activeElement!=E&&E.focus();mxEvent.consume(F)},function(F){mxEvent.consume(F)},function(F){mxEvent.consume(F)});window.setTimeout(function(){E.focus()},0);EditorUi.isElectronApp?(d.actions.addAction("website...",function(){d.openLink("https://www.diagrams.net")}),d.actions.addAction("check4Updates", -function(){d.checkForUpdates()}),this.addMenuItems(t,"- keyboardShortcuts quickStart website support -".split(" "),q),"1"!=urlParams.disableUpdate&&this.addMenuItems(t,["check4Updates"],q),this.addMenuItems(t,["openDevTools","-","about"],q)):this.addMenuItems(t,"- keyboardShortcuts quickStart support - about".split(" "),q)}"1"==urlParams.test&&(t.addSeparator(q),this.addSubmenu("testDevelop",t,q))})));mxResources.parse("diagramLanguage=Diagram Language");d.actions.addAction("diagramLanguage...",function(){var t= +Editor.prototype.resetGraph=function(){editorResetGraph.apply(this,arguments);null==this.graph.defaultPageFormat&&(this.graph.pageFormat=mxSettings.getPageFormat())};(function(){var b=mxPopupMenu.prototype.showMenu;mxPopupMenu.prototype.showMenu=function(){this.div.style.overflowY="auto";this.div.style.overflowX="hidden";this.div.style.maxHeight=Math.max(document.body.clientHeight,document.documentElement.clientHeight)-(EditorUi.isElectronApp?50:10)+"px";b.apply(this,arguments)};Menus.prototype.createHelpLink=function(k){var d=document.createElement("span");d.setAttribute("title",mxResources.get("help"));d.style.cssText="color:blue;text-decoration:underline;margin-left:8px;cursor:help;"; +var v=document.createElement("img");mxUtils.setOpacity(v,50);v.style.height="16px";v.style.width="16px";v.setAttribute("border","0");v.setAttribute("valign","bottom");v.setAttribute("src",Editor.helpImage);d.appendChild(v);mxEvent.addGestureListeners(d,mxUtils.bind(this,function(x){this.editorUi.hideCurrentMenu();this.editorUi.openLink(k);mxEvent.consume(x)}));return d};Menus.prototype.addLinkToItem=function(k,d){null!=k&&k.firstChild.nextSibling.appendChild(this.createHelpLink(d))};var f=Menus.prototype.init; +Menus.prototype.init=function(){function k(t,m,F){this.ui=t;this.previousExtFonts=this.extFonts=m;this.prevCustomFonts=this.customFonts=F}f.apply(this,arguments);var d=this.editorUi,v=d.editor.graph,x=mxUtils.bind(v,v.isEnabled),B=("1"!=urlParams.embed&&"0"!=urlParams.gapi||"1"==urlParams.embed&&"1"==urlParams.gapi)&&mxClient.IS_SVG&&isLocalStorage&&(null==document.documentMode||10<=document.documentMode),D=("1"!=urlParams.embed&&"0"!=urlParams.db||"1"==urlParams.embed&&"1"==urlParams.db)&&mxClient.IS_SVG&& +(null==document.documentMode||9<document.documentMode),K=("www.draw.io"==window.location.hostname||"test.draw.io"==window.location.hostname||"drive.draw.io"==window.location.hostname||"app.diagrams.net"==window.location.hostname)&&("1"!=urlParams.embed&&"0"!=urlParams.od||"1"==urlParams.embed&&"1"==urlParams.od)&&!mxClient.IS_IOS&&(0>navigator.userAgent.indexOf("MSIE")||10<=document.documentMode),c="1"==urlParams.tr&&mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode);mxClient.IS_SVG|| +d.isOffline()||((new Image).src=IMAGE_PATH+"/help.png");"1"==urlParams.noFileMenu&&(this.defaultMenuItems=this.defaultMenuItems.filter(function(t){return"file"!=t}));d.actions.addAction("new...",function(){var t=d.isOffline();if(t||"1"!=urlParams.newTempDlg||d.mode!=App.MODE_GOOGLE){var m=new NewDialog(d,t,!(d.mode==App.MODE_DEVICE&&"chooseFileSystemEntries"in window));d.showDialog(m.container,t?350:620,t?70:460,!0,!0,function(J){d.sidebar.hideTooltip();J&&null==d.getCurrentFile()&&d.showSplash()}); +m.init()}else{var F=function(J){return{id:J.id,isExt:!0,url:J.downloadUrl,title:J.title,imgUrl:J.thumbnailLink,changedBy:J.lastModifyingUserName,lastModifiedOn:J.modifiedDate}};t=new TemplatesDialog(d,function(J,M,H){var G=H.libs,E=H.clibs;d.pickFolder(d.mode,function(P){d.createFile(M,J,null!=G&&0<G.length?G:null,null,function(){d.hideDialog()},null,P,null,null!=E&&0<E.length?E:null)},null==d.stateArg||null==d.stateArg.folderId)},null,null,null,"user",function(J,M,H){var G=new Date;G.setDate(G.getDate()- +7);d.drive.listFiles(null,G,H?!0:!1,function(E){for(var P=[],T=0;T<E.items.length;T++)P.push(F(E.items[T]));J(P)},M)},function(J,M,H,G){d.drive.listFiles(J,null,G?!0:!1,function(E){for(var P=[],T=0;T<E.items.length;T++)P.push(F(E.items[T]));M(P)},H)},function(J,M,H){d.drive.getFile(J.id,function(G){M(G.data)},H)},null,null,!1,!1);d.showDialog(t.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}});d.actions.put("insertTemplate",new Action(mxResources.get("template")+"...",function(){if(v.isEnabled()&& +!v.isCellLocked(v.getDefaultParent())){var t=new NewDialog(d,null,!1,function(m){d.hideDialog();if(null!=m){var F=d.editor.graph.getFreeInsertPoint();v.setSelectionCells(d.importXml(m,Math.max(F.x,20),Math.max(F.y,20),!0,null,null,!0));v.scrollCellToVisible(v.getSelectionCell())}},null,null,null,null,null,null,null,null,null,null,!1,mxResources.get("insert"));d.showDialog(t.container,620,460,!0,!0,function(){d.sidebar.hideTooltip()});t.init()}})).isEnabled=x;var e=d.actions.addAction("shareCursor", +function(){d.setShareCursorPosition(!d.isShareCursorPosition())});e.setToggleAction(!0);e.setSelectedCallback(function(){return d.isShareCursorPosition()});e=d.actions.addAction("showRemoteCursors",function(){d.setShowRemoteCursors(!d.isShowRemoteCursors())});e.setToggleAction(!0);e.setSelectedCallback(function(){return d.isShowRemoteCursors()});e=d.actions.addAction("points",function(){d.editor.graph.view.setUnit(mxConstants.POINTS)});e.setToggleAction(!0);e.setSelectedCallback(function(){return d.editor.graph.view.unit== +mxConstants.POINTS});e=d.actions.addAction("inches",function(){d.editor.graph.view.setUnit(mxConstants.INCHES)});e.setToggleAction(!0);e.setSelectedCallback(function(){return d.editor.graph.view.unit==mxConstants.INCHES});e=d.actions.addAction("millimeters",function(){d.editor.graph.view.setUnit(mxConstants.MILLIMETERS)});e.setToggleAction(!0);e.setSelectedCallback(function(){return d.editor.graph.view.unit==mxConstants.MILLIMETERS});e=d.actions.addAction("meters",function(){d.editor.graph.view.setUnit(mxConstants.METERS)}); +e.setToggleAction(!0);e.setSelectedCallback(function(){return d.editor.graph.view.unit==mxConstants.METERS});this.put("units",new Menu(mxUtils.bind(this,function(t,m){this.addMenuItems(t,["points","inches","millimeters","meters"],m)})));e=d.actions.addAction("ruler",function(){mxSettings.setRulerOn(!mxSettings.isRulerOn());mxSettings.save();null!=d.ruler?(d.ruler.destroy(),d.ruler=null):d.ruler=new mxDualRuler(d,d.editor.graph.view.unit);d.refresh()});e.setEnabled(d.canvasSupported&&9!=document.documentMode); +e.setToggleAction(!0);e.setSelectedCallback(function(){return null!=d.ruler});e=d.actions.addAction("fullscreen",function(){"1"==urlParams.embedInline?d.setInlineFullscreen(!Editor.inlineFullscreen):null==document.fullscreenElement?document.body.requestFullscreen():document.exitFullscreen()});e.visible="1"==urlParams.embedInline||window==window.top&&document.fullscreenEnabled&&null!=document.body.requestFullscreen;e.setToggleAction(!0);e.setSelectedCallback(function(){return"1"==urlParams.embedInline? +Editor.inlineFullscreen:null!=document.fullscreenElement});e=d.actions.put("toggleDarkMode",new Action(mxResources.get("dark"),function(t){d.setDarkMode(!Editor.isDarkMode());t=mxSettings.getUi();"atlas"!=t&&"min"!=t&&"sketch"!=t&&d.setCurrentTheme(Editor.isDarkMode()?"dark":"kennedy",!0)}));e.setToggleAction(!0);e.setSelectedCallback(function(){return Editor.isDarkMode()});e.isEnabled=function(){return"atlas"!=mxSettings.getUi()};d.actions.addAction("properties...",function(){var t=new FilePropertiesDialog(d); +d.showDialog(t.container,320,120,!0,!0);t.init()}).isEnabled=x;window.mxFreehand&&(d.actions.put("insertFreehand",new Action(mxResources.get("freehand")+"...",function(){if(v.isEnabled()){if(null==this.freehandWindow){var t=!mxClient.IS_IE&&!mxClient.IS_IE11;this.freehandWindow=new FreehandWindow(d,document.body.offsetWidth-420,102,176,t?120:84,t)}v.freehand.isDrawing()?v.freehand.stopDrawing():v.freehand.startDrawing();this.freehandWindow.window.setVisible(v.freehand.isDrawing())}},null,null,"X")).isEnabled= +function(){return x()&&mxClient.IS_SVG});d.actions.put("exportXml",new Action(mxResources.get("formatXml")+"...",function(){var t=document.createElement("div");t.style.whiteSpace="nowrap";var m=null==d.pages||1>=d.pages.length,F=document.createElement("h3");mxUtils.write(F,mxResources.get("formatXml"));F.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";t.appendChild(F);var J=d.addCheckbox(t,mxResources.get("selectionOnly"),!1,v.isSelectionEmpty()),M=d.addCheckbox(t,mxResources.get("compressed"), +!0),H=d.addCheckbox(t,mxResources.get("allPages"),!m,m);H.style.marginBottom="16px";mxEvent.addListener(J,"change",function(){J.checked?H.setAttribute("disabled","disabled"):H.removeAttribute("disabled")});t=new CustomDialog(d,t,mxUtils.bind(this,function(){d.downloadFile("xml",!M.checked,null,!J.checked,m||!H.checked)}),null,mxResources.get("export"));d.showDialog(t.container,300,200,!0,!0)}));Editor.enableExportUrl&&d.actions.put("exportUrl",new Action(mxResources.get("url")+"...",function(){d.showPublishLinkDialog(mxResources.get("url"), +!0,null,null,function(t,m,F,J,M,H,G,E,P){G=[];P&&G.push("tags=%7B%7D");t=new EmbedDialog(d,d.createLink(t,m,F,J,M,H,null,!0,G));d.showDialog(t.container,450,240,!0,!0);t.init()})}));d.actions.put("exportHtml",new Action(mxResources.get("formatHtmlEmbedded")+"...",function(){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(t){d.spinner.stop();d.showHtmlDialog(mxResources.get("export"),null,t,function(m,F,J,M,H,G,E,P,T,W,U){d.createHtml(m,F,J,M,H, +G,E,P,T,W,U,mxUtils.bind(this,function(V,l){var A=d.getBaseFilename(E);V='\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n<!DOCTYPE html>\n<html>\n<head>\n<title>'+mxUtils.htmlEntities(A)+'</title>\n<meta charset="utf-8"/>\n</head>\n<body>'+V+"\n"+l+"\n</body>\n</html>";d.saveData(A+(".drawio"==A.substring(A.lenth-7)?"":".drawio")+".html","html",V,"text/html")}))})})}));d.actions.put("exportPdf",new Action(mxResources.get("formatPdf")+"...",function(){if(EditorUi.isElectronApp|| +!d.isOffline()&&!d.printPdfExport){var t=null==d.pages||1>=d.pages.length,m=document.createElement("div");m.style.whiteSpace="nowrap";var F=document.createElement("h3");mxUtils.write(F,mxResources.get("formatPdf"));F.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";m.appendChild(F);var J=function(){E!=this&&this.checked?(l.removeAttribute("disabled"),l.checked=!v.pageVisible):(l.setAttribute("disabled","disabled"),l.checked=!1)};F=200;var M=1,H=null;if(d.pdfPageExport&& +!t){var G=function(){U.value=Math.max(1,Math.min(M,Math.max(parseInt(U.value),parseInt(T.value))));T.value=Math.max(1,Math.min(M,Math.min(parseInt(U.value),parseInt(T.value))))},E=d.addRadiobox(m,"pages",mxResources.get("allPages"),!0),P=d.addRadiobox(m,"pages",mxResources.get("pages")+":",!1,null,!0),T=document.createElement("input");T.style.cssText="margin:0 8px 0 8px;";T.setAttribute("value","1");T.setAttribute("type","number");T.setAttribute("min","1");T.style.width="50px";m.appendChild(T);var W= +document.createElement("span");mxUtils.write(W,mxResources.get("to"));m.appendChild(W);var U=T.cloneNode(!0);m.appendChild(U);mxEvent.addListener(T,"focus",function(){P.checked=!0});mxEvent.addListener(U,"focus",function(){P.checked=!0});mxEvent.addListener(T,"change",G);mxEvent.addListener(U,"change",G);if(null!=d.pages&&(M=d.pages.length,null!=d.currentPage))for(G=0;G<d.pages.length;G++)if(d.currentPage==d.pages[G]){H=G+1;T.value=H;U.value=H;break}T.setAttribute("max",M);U.setAttribute("max",M); +mxUtils.br(m);var V=d.addRadiobox(m,"pages",mxResources.get("selectionOnly"),!1,v.isSelectionEmpty()),l=d.addCheckbox(m,mxResources.get("crop"),!1,!0),A=d.addCheckbox(m,mxResources.get("grid"),!1,!1);mxEvent.addListener(E,"change",J);mxEvent.addListener(P,"change",J);mxEvent.addListener(V,"change",J);F+=64}else V=d.addCheckbox(m,mxResources.get("selectionOnly"),!1,v.isSelectionEmpty()),l=d.addCheckbox(m,mxResources.get("crop"),!v.pageVisible||!d.pdfPageExport,!d.pdfPageExport),A=d.addCheckbox(m,mxResources.get("grid"), +!1,!1),d.pdfPageExport||mxEvent.addListener(V,"change",J);J=!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&"draw.io"==d.getServiceName();var L=null,Q=null;if(EditorUi.isElectronApp||J)Q=d.addCheckbox(m,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram),F+=30;J&&(L=d.addCheckbox(m,mxResources.get("transparentBackground"),!1),F+=30);m=new CustomDialog(d,m,mxUtils.bind(this,function(){var O=null;if(!t){O=parseInt(T.value);var R=parseInt(U.value);O=E.checked||O==H&&R==H?null:{from:Math.max(0, +Math.min(M-1,O-1)),to:Math.max(0,Math.min(M-1,R-1))}}d.downloadFile("pdf",null,null,!V.checked,t?!0:!E.checked&&null==O,!l.checked,null!=L&&L.checked,null,null,A.checked,null!=Q&&Q.checked,O)}),null,mxResources.get("export"));d.showDialog(m.container,300,F,!0,!0)}else d.showDialog((new PrintDialog(d,mxResources.get("formatPdf"))).container,360,null!=d.pages&&1<d.pages.length&&(d.editor.editable||"1"!=urlParams["hide-pages"])?470:390,!0,!0)}));d.actions.addAction("open...",function(){d.pickFile()}); +d.actions.addAction("close",function(){function t(){null!=m&&m.removeDraft();d.fileLoaded(null)}var m=d.getCurrentFile();null!=m&&m.isModified()?d.confirm(mxResources.get("allChangesLost"),null,t,mxResources.get("cancel"),mxResources.get("discardChanges")):t()});d.actions.addAction("editShape...",mxUtils.bind(this,function(){v.getSelectionCells();if(1==v.getSelectionCount()){var t=v.getSelectionCell(),m=v.view.getState(t);null!=m&&null!=m.shape&&null!=m.shape.stencil&&(t=new EditShapeDialog(d,t,mxResources.get("editShape")+ +":",630,400),d.showDialog(t.container,640,480,!0,!1),t.init())}}));d.actions.addAction("revisionHistory...",function(){d.isRevisionHistorySupported()?d.spinner.spin(document.body,mxResources.get("loading"))&&d.getRevisions(mxUtils.bind(this,function(t,m){d.spinner.stop();t=new RevisionDialog(d,t,m);d.showDialog(t.container,640,480,!0,!0);t.init()}),mxUtils.bind(this,function(t){d.handleError(t)})):d.showError(mxResources.get("error"),mxResources.get("notAvailable"),mxResources.get("ok"))});d.actions.addAction("createRevision", +function(){d.actions.get("save").funct()},null,null,Editor.ctrlKey+"+S");e=d.actions.addAction("synchronize",function(){d.synchronizeCurrentFile("none"==DrawioFile.SYNC)},null,null,"Alt+Shift+S");"none"==DrawioFile.SYNC&&(e.label=mxResources.get("refresh"));d.actions.addAction("upload...",function(){var t=d.getCurrentFile();null!=t&&(window.drawdata=d.getFileData(),t=null!=t.getTitle()?t.getTitle():d.defaultFilename,d.openLink(window.location.protocol+"//"+window.location.host+"/?create=drawdata&"+ +(d.mode==App.MODE_DROPBOX?"mode=dropbox&":"")+"title="+encodeURIComponent(t),null,!0))});"undefined"!==typeof MathJax&&(e=d.actions.addAction("mathematicalTypesetting",function(){var t=new ChangePageSetup(d);t.ignoreColor=!0;t.ignoreImage=!0;t.mathEnabled=!d.isMathEnabled();v.model.execute(t)}),e.setToggleAction(!0),e.setSelectedCallback(function(){return d.isMathEnabled()}),e.isEnabled=x);isLocalStorage&&(e=d.actions.addAction("showStartScreen",function(){mxSettings.setShowStartScreen(!mxSettings.getShowStartScreen()); +mxSettings.save()}),e.setToggleAction(!0),e.setSelectedCallback(function(){return mxSettings.getShowStartScreen()}));var g=d.actions.addAction("autosave",function(){d.editor.setAutosave(!d.editor.autosave)});g.setToggleAction(!0);g.setSelectedCallback(function(){return g.isEnabled()&&d.editor.autosave});d.actions.addAction("editGeometry...",function(){for(var t=v.getSelectionCells(),m=[],F=0;F<t.length;F++)v.getModel().isVertex(t[F])&&m.push(t[F]);0<m.length&&(t=new EditGeometryDialog(d,m),d.showDialog(t.container, +200,270,!0,!0),t.init())},null,null,Editor.ctrlKey+"+Shift+M");var q=null;d.actions.addAction("copyStyle",function(){v.isEnabled()&&!v.isSelectionEmpty()&&(q=v.copyStyle(v.getSelectionCell()))},null,null,Editor.ctrlKey+"+Shift+C");d.actions.addAction("pasteStyle",function(){v.isEnabled()&&!v.isSelectionEmpty()&&null!=q&&v.pasteStyle(q,v.getSelectionCells())},null,null,Editor.ctrlKey+"+Shift+V");d.actions.put("pageBackgroundImage",new Action(mxResources.get("backgroundImage")+"...",function(){if(!d.isOffline()){var t= +new BackgroundImageDialog(d,function(m){d.setBackgroundImage(m)});d.showDialog(t.container,400,170,!0,!0);t.init()}}));d.actions.put("exportSvg",new Action(mxResources.get("formatSvg")+"...",function(){d.showExportDialog(mxResources.get("formatSvg"),!0,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(t,m,F,J,M,H,G,E,P,T,W,U,V,l,A){P=parseInt(t);!isNaN(P)&&0<P&&(A?d.downloadFile("remoteSvg",null,null,F,null,E,m,t,G,null,M):d.exportSvg(P/100,m,F, +J,M,H,G,!E,!1,T,U,V,l))}),!0,null,"svg",!0)}));d.actions.put("exportPng",new Action(mxResources.get("formatPng")+"...",function(){d.isExportToCanvas()?d.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(t,m,F,J,M,H,G,E,P,T,W,U,V){t=parseInt(t);!isNaN(t)&&0<t&&d.exportImage(t/100,m,F,J,M,G,!E,!1,null,W,null,U,V)}),!0,Editor.defaultIncludeDiagram,"png",!0):d.isOffline()||mxClient.IS_IOS&&navigator.standalone|| +d.showRemoteExportDialog(mxResources.get("export"),null,mxUtils.bind(this,function(t,m,F,J,M){d.downloadFile(m?"xmlpng":"png",null,null,t,null,null,F,J,M)}),!1,!0)}));d.actions.put("exportJpg",new Action(mxResources.get("formatJpg")+"...",function(){d.isExportToCanvas()?d.showExportDialog(mxResources.get("image"),!1,mxResources.get("export"),"https://www.diagrams.net/doc/faq/export-diagram",mxUtils.bind(this,function(t,m,F,J,M,H,G,E,P,T,W,U,V){t=parseInt(t);!isNaN(t)&&0<t&&d.exportImage(t/100,!1, +F,J,!1,G,!E,!1,"jpeg",W,null,U,V)}),!0,!1,"jpeg",!0):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||d.showRemoteExportDialog(mxResources.get("export"),null,mxUtils.bind(this,function(t,m,F,J,M){d.downloadFile("jpeg",null,null,t,null,null,null,J,M)}),!0,!0)}));e=d.actions.addAction("copyAsImage",mxUtils.bind(this,function(){var t=mxUtils.sortCells(v.model.getTopmostCells(v.getSelectionCells())),m=mxUtils.getXml(0==t.length?d.editor.getGraphXml():v.encodeCells(t));d.copyImage(t,m)}));e.visible= +Editor.enableNativeCipboard&&d.isExportToCanvas()&&!mxClient.IS_SF;e=d.actions.put("shadowVisible",new Action(mxResources.get("shadow"),function(){v.setShadowVisible(!v.shadowVisible)}));e.setToggleAction(!0);e.setSelectedCallback(function(){return v.shadowVisible});d.actions.put("about",new Action(mxResources.get("about")+" "+EditorUi.VERSION+"...",function(){d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?d.alert(d.editor.appName+" "+EditorUi.VERSION):d.openLink("https://www.diagrams.net/")})); +d.actions.addAction("support...",function(){EditorUi.isElectronApp?d.openLink("https://github.com/jgraph/drawio-desktop/wiki/Getting-Support"):d.openLink("https://github.com/jgraph/drawio/wiki/Getting-Support")});d.actions.addAction("exportOptionsDisabled...",function(){d.handleError({message:mxResources.get("exportOptionsDisabledDetails")},mxResources.get("exportOptionsDisabled"))});d.actions.addAction("keyboardShortcuts...",function(){!mxClient.IS_SVG||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp? +d.openLink("https://viewer.diagrams.net/#Uhttps%3A%2F%2Fviewer.diagrams.net%2Fshortcuts.svg"):d.openLink("shortcuts.svg")});d.actions.addAction("feedback...",function(){var t=new FeedbackDialog(d);d.showDialog(t.container,610,360,!0,!1);t.init()});d.actions.addAction("quickStart...",function(){d.openLink("https://www.youtube.com/watch?v=Z0D96ZikMkc")});e=d.actions.addAction("tags",mxUtils.bind(this,function(){null==this.tagsWindow?(this.tagsWindow=new TagsWindow(d,document.body.offsetWidth-400,60, +212,200),this.tagsWindow.window.addListener("show",mxUtils.bind(this,function(){d.fireEvent(new mxEventObject("tags"))})),this.tagsWindow.window.addListener("hide",function(){d.fireEvent(new mxEventObject("tags"))}),this.tagsWindow.window.setVisible(!0),d.fireEvent(new mxEventObject("tags"))):this.tagsWindow.window.setVisible(!this.tagsWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+K");e.setToggleAction(!0);e.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.tagsWindow&& +this.tagsWindow.window.isVisible()}));e=d.actions.addAction("findReplace...",mxUtils.bind(this,function(t,m){var F=(t=v.isEnabled()&&(null==m||!mxEvent.isShiftDown(m)))?"findReplace":"find";m=F+"Window";if(null==this[m]){var J=t?"min"==uiTheme?330:300:240;this[m]=new FindWindow(d,document.body.offsetWidth-(J+20),100,J,t?"min"==uiTheme?304:288:170,t);this[m].window.addListener("show",function(){d.fireEvent(new mxEventObject(F))});this[m].window.addListener("hide",function(){d.fireEvent(new mxEventObject(F))}); +this[m].window.setVisible(!0)}else this[m].window.setVisible(!this[m].window.isVisible())}),null,null,Editor.ctrlKey+"+F");e.setToggleAction(!0);e.setSelectedCallback(mxUtils.bind(this,function(){var t=v.isEnabled()?"findReplaceWindow":"findWindow";return null!=this[t]&&this[t].window.isVisible()}));d.actions.put("exportVsdx",new Action(mxResources.get("formatVsdx")+" (beta)...",function(){var t=null==d.pages||1>=d.pages.length;if(t)d.exportVisio();else{var m=document.createElement("div");m.style.whiteSpace= +"nowrap";var F=document.createElement("h3");mxUtils.write(F,mxResources.get("formatVsdx"));F.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";m.appendChild(F);var J=d.addCheckbox(m,mxResources.get("allPages"),!t,t);J.style.marginBottom="16px";t=new CustomDialog(d,m,mxUtils.bind(this,function(){d.exportVisio(!J.checked)}),null,mxResources.get("export"));d.showDialog(t.container,300,130,!0,!0)}}));isLocalStorage&&null!=localStorage&&"1"!=urlParams.embed&&d.actions.addAction("configuration...", +function(){var t=document.createElement("input");t.setAttribute("type","checkbox");t.style.marginRight="4px";t.checked=mxSettings.getShowStartScreen();t.defaultChecked=t.checked;if(d.isSettingsEnabled()&&"1"==urlParams.sketch){var m=document.createElement("span");m.style["float"]="right";m.style.cursor="pointer";m.style.userSelect="none";m.style.marginTop="-4px";m.appendChild(t);mxUtils.write(m,mxResources.get("showStartScreen"));mxEvent.addListener(m,"click",function(M){mxEvent.getSource(M)!=t&& +(t.checked=!t.checked)});header=m}var F=localStorage.getItem(Editor.configurationKey);m=[[mxResources.get("reset"),function(M,H){d.confirm(mxResources.get("areYouSure"),function(){try{mxEvent.isShiftDown(M)?(localStorage.removeItem(Editor.settingsKey),localStorage.removeItem(".drawio-config")):(localStorage.removeItem(Editor.configurationKey),d.hideDialog(),d.alert(mxResources.get("restartForChangeRequired")))}catch(G){d.handleError(G)}})},"Shift+Click to Reset Settings"]];var J=d.actions.get("plugins"); +null!=J&&"1"==urlParams.sketch&&m.push([mxResources.get("plugins"),J.funct]);EditorUi.isElectronApp||m.push([mxResources.get("share"),function(M,H){if(0<H.value.length)try{var G=JSON.parse(H.value),E=window.location.protocol+"//"+window.location.host+"/"+d.getSearch()+"#_CONFIG_"+Graph.compress(JSON.stringify(G)),P=new EmbedDialog(d,E);d.showDialog(P.container,450,240,!0);P.init()}catch(T){d.handleError(T)}else d.handleError({message:mxResources.get("invalidInput")})}]);m=new TextareaDialog(d,mxResources.get("configuration")+ +":",null!=F?JSON.stringify(JSON.parse(F),null,2):"",function(M){if(null!=M)try{if(null!=t.parentNode&&(mxSettings.setShowStartScreen(t.checked),mxSettings.save()),M==F)d.hideDialog();else{if(0<M.length){var H=JSON.parse(M);localStorage.setItem(Editor.configurationKey,JSON.stringify(H))}else localStorage.removeItem(Editor.configurationKey);d.hideDialog();d.alert(mxResources.get("restartForChangeRequired"))}}catch(G){d.handleError(G)}},null,null,null,null,null,!0,null,null,"https://www.diagrams.net/doc/faq/configure-diagram-editor", +m,t.parentNode);d.showDialog(m.container,620,460,!0,!1);m.init()});if(mxClient.IS_CHROMEAPP||isLocalStorage){this.put("language",new Menu(mxUtils.bind(this,function(t,m){var F=mxUtils.bind(this,function(M){var H=""==M?mxResources.get("automatic"):mxLanguageMap[M],G=null;""!=H&&(G=t.addItem(H,null,mxUtils.bind(this,function(){mxSettings.setLanguage(M);mxSettings.save();mxClient.language=M;mxResources.loadDefaultBundle=!1;mxResources.add(RESOURCE_BASE);d.alert(mxResources.get("restartForChangeRequired"))}), +m),(M==mxLanguage||""==M&&null==mxLanguage)&&t.addCheckmark(G,Editor.checkmarkImage));return G});F("");t.addSeparator(m);for(var J in mxLanguageMap)F(J)})));var n=Menus.prototype.createMenubar;Menus.prototype.createMenubar=function(t){var m=n.apply(this,arguments);if(null!=m&&"1"!=urlParams.noLangIcon){var F=this.get("language");if(null!=F){F=m.addMenu("",F.funct);F.setAttribute("title",mxResources.get("language"));F.className="geAdaptiveAsset";F.style.width="16px";F.style.paddingTop="2px";F.style.paddingLeft= +"4px";F.style.zIndex="1";F.style.position="absolute";F.style.display="block";F.style.cursor="pointer";F.style.right="17px";"atlas"==uiTheme?(F.style.top="6px",F.style.right="15px"):F.style.top="min"==uiTheme?"2px":"0px";var J=document.createElement("div");J.style.backgroundImage="url("+Editor.globeImage+")";J.style.backgroundPosition="center center";J.style.backgroundRepeat="no-repeat";J.style.backgroundSize="19px 19px";J.style.position="absolute";J.style.height="19px";J.style.width="19px";J.style.marginTop= +"2px";J.style.zIndex="1";F.appendChild(J);mxUtils.setOpacity(F,40);"1"==urlParams.winCtrls&&(F.style.right="95px",F.style.width="19px",F.style.height="19px",F.style.webkitAppRegion="no-drag",J.style.webkitAppRegion="no-drag");"atlas"==uiTheme&&(F.style.opacity="0.85",F.style.filter="invert(100%)");document.body.appendChild(F);m.langIcon=F}}return m}}d.customLayoutConfig=[{layout:"mxHierarchicalLayout",config:{orientation:"west",intraCellSpacing:30,interRankCellSpacing:100,interHierarchySpacing:60, +parallelEdgeSpacing:10}}];d.actions.addAction("runLayout",function(){var t=new TextareaDialog(d,"Run Layouts:",JSON.stringify(d.customLayoutConfig,null,2),function(m){if(0<m.length)try{var F=JSON.parse(m);d.executeLayouts(v.createLayouts(F));d.customLayoutConfig=F;d.hideDialog()}catch(J){d.handleError(J)}},null,null,null,null,function(m,F){var J=mxUtils.button(mxResources.get("copy"),function(){try{var M=F.value;F.value=JSON.stringify(JSON.parse(M));F.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode? +F.select():document.execCommand("selectAll",!1,null);document.execCommand("copy");d.alert(mxResources.get("copiedToClipboard"));F.value=M}catch(H){d.handleError(H)}});J.setAttribute("title","copy");J.className="geBtn";m.appendChild(J)},!0,null,null,"https://www.diagrams.net/doc/faq/apply-layouts");d.showDialog(t.container,620,460,!0,!0);t.init()});e=this.get("layout");var p=e.funct;e.funct=function(t,m){p.apply(this,arguments);t.addItem(mxResources.get("orgChart"),null,function(){var F=null,J=20, +M=20,H=function(){if("undefined"!==typeof mxOrgChartLayout&&null!=F){var l=d.editor.graph,A=new mxOrgChartLayout(l,F,J,M),L=l.getDefaultParent();1<l.model.getChildCount(l.getSelectionCell())&&(L=l.getSelectionCell());A.execute(L)}},G=document.createElement("div"),E=document.createElement("div");E.style.marginTop="6px";E.style.display="inline-block";E.style.width="140px";mxUtils.write(E,mxResources.get("orgChartType")+": ");G.appendChild(E);var P=document.createElement("select");P.style.width="200px"; +P.style.boxSizing="border-box";E=[mxResources.get("linear"),mxResources.get("hanger2"),mxResources.get("hanger4"),mxResources.get("fishbone1"),mxResources.get("fishbone2"),mxResources.get("1ColumnLeft"),mxResources.get("1ColumnRight"),mxResources.get("smart")];for(var T=0;T<E.length;T++){var W=document.createElement("option");mxUtils.write(W,E[T]);W.value=T;2==T&&W.setAttribute("selected","selected");P.appendChild(W)}mxEvent.addListener(P,"change",function(){F=P.value});G.appendChild(P);E=document.createElement("div"); +E.style.marginTop="6px";E.style.display="inline-block";E.style.width="140px";mxUtils.write(E,mxResources.get("parentChildSpacing")+": ");G.appendChild(E);var U=document.createElement("input");U.type="number";U.value=J;U.style.width="200px";U.style.boxSizing="border-box";G.appendChild(U);mxEvent.addListener(U,"change",function(){J=U.value});E=document.createElement("div");E.style.marginTop="6px";E.style.display="inline-block";E.style.width="140px";mxUtils.write(E,mxResources.get("siblingSpacing")+ +": ");G.appendChild(E);var V=document.createElement("input");V.type="number";V.value=M;V.style.width="200px";V.style.boxSizing="border-box";G.appendChild(V);mxEvent.addListener(V,"change",function(){M=V.value});G=new CustomDialog(d,G,function(){null==F&&(F=2);d.loadOrgChartLayouts(H)});d.showDialog(G.container,355,140,!0,!0)},m,null,x());t.addSeparator(m);t.addItem(mxResources.get("parallels"),null,mxUtils.bind(this,function(){var F=new mxParallelEdgeLayout(v);F.checkOverlap=!0;d.prompt(mxResources.get("spacing"), +F.spacing,mxUtils.bind(this,function(J){F.spacing=J;d.executeLayout(function(){F.execute(v.getDefaultParent(),v.isSelectionEmpty()?null:v.getSelectionCells())},!1)}))}),m);t.addSeparator(m);d.menus.addMenuItem(t,"runLayout",m,null,null,mxResources.get("apply")+"...")};this.put("help",new Menu(mxUtils.bind(this,function(t,m){if(!mxClient.IS_CHROMEAPP&&d.isOffline())this.addMenuItems(t,["about"],m);else{var F=t.addItem("Search:",null,null,m,null,null,!1);F.style.backgroundColor=Editor.isDarkMode()? +"#505759":"whiteSmoke";F.style.cursor="default";var J=document.createElement("input");J.setAttribute("type","text");J.setAttribute("size","25");J.style.marginLeft="8px";mxEvent.addListener(J,"keydown",mxUtils.bind(this,function(M){var H=mxUtils.trim(J.value);13==M.keyCode&&0<H.length?(this.editorUi.openLink("https://www.diagrams.net/search?src="+(EditorUi.isElectronApp?"DESKTOP":encodeURIComponent(location.host))+"&search="+encodeURIComponent(H)),J.value="",EditorUi.logEvent({category:"SEARCH-HELP", +action:"search",label:H}),window.setTimeout(mxUtils.bind(this,function(){this.editorUi.hideCurrentMenu()}),0)):27==M.keyCode&&(J.value="")}));F.firstChild.nextSibling.appendChild(J);mxEvent.addGestureListeners(J,function(M){document.activeElement!=J&&J.focus();mxEvent.consume(M)},function(M){mxEvent.consume(M)},function(M){mxEvent.consume(M)});window.setTimeout(function(){J.focus()},0);EditorUi.isElectronApp?(d.actions.addAction("website...",function(){d.openLink("https://www.diagrams.net")}),d.actions.addAction("check4Updates", +function(){d.checkForUpdates()}),this.addMenuItems(t,"- keyboardShortcuts quickStart website support -".split(" "),m),"1"!=urlParams.disableUpdate&&this.addMenuItems(t,["check4Updates"],m),this.addMenuItems(t,["openDevTools","-","about"],m)):this.addMenuItems(t,"- keyboardShortcuts quickStart support - about".split(" "),m)}"1"==urlParams.test&&(t.addSeparator(m),this.addSubmenu("testDevelop",t,m))})));mxResources.parse("diagramLanguage=Diagram Language");d.actions.addAction("diagramLanguage...",function(){var t= prompt("Language Code",Graph.diagramLanguage||"");null!=t&&(Graph.diagramLanguage=0<t.length?t:null,v.refresh())});if("1"==urlParams.test){mxResources.parse("testDevelop=Develop");mxResources.parse("showBoundingBox=Show bounding box");mxResources.parse("createSidebarEntry=Create Sidebar Entry");mxResources.parse("testCheckFile=Check File");mxResources.parse("testDiff=Diff/Sync");mxResources.parse("testInspectPages=Check Pages");mxResources.parse("testFixPages=Fix Pages");mxResources.parse("testInspect=Inspect"); -mxResources.parse("testShowConsole=Show Console");mxResources.parse("testXmlImageExport=XML Image Export");mxResources.parse("testOptimize=Remove Inline Images");d.actions.addAction("createSidebarEntry",mxUtils.bind(this,function(){if(!v.isSelectionEmpty()){var t=v.cloneCells(v.getSelectionCells()),q=v.getBoundingBoxFromGeometry(t);t=v.moveCells(t,-q.x,-q.y);d.showTextDialog("Create Sidebar Entry","this.addDataEntry('tag1 tag2', "+q.width+", "+q.height+", 'The Title', '"+Graph.compress(mxUtils.getXml(v.encodeCells(t)))+ -"'),")}}));d.actions.addAction("showBoundingBox",mxUtils.bind(this,function(){var t=v.getGraphBounds(),q=v.view.translate,G=v.view.scale;v.insertVertex(v.getDefaultParent(),null,"",t.x/G-q.x,t.y/G-q.y,t.width/G,t.height/G,"fillColor=none;strokeColor=red;")}));d.actions.addAction("testCheckFile",mxUtils.bind(this,function(){var t=null!=d.pages&&null!=d.getCurrentFile()?d.getCurrentFile().getAnonymizedXmlForPages(d.pages):"";t=new TextareaDialog(d,"Paste Data:",t,function(q){if(0<q.length)try{var G= -function(O){function I(M){if(null==P[M]){if(P[M]=!0,null!=Q[M]){for(;0<Q[M].length;){var V=Q[M].pop();I(V)}delete Q[M]}}else mxLog.debug(S+": Visited: "+M)}var S=O.parentNode.id,R=O.childNodes;O={};for(var Q={},W=null,X={},n=0;n<R.length;n++){var B=R[n];if(null!=B.id&&0<B.id.length)if(null==O[B.id]){O[B.id]=B.id;var J=B.getAttribute("parent");null==J?null!=W?mxLog.debug(S+": Multiple roots: "+B.id):W=B.id:(null==Q[J]&&(Q[J]=[]),Q[J].push(B.id))}else X[B.id]=B.id}R=Object.keys(X);0<R.length?(R=S+": "+ -R.length+" Duplicates: "+R.join(", "),mxLog.debug(R+" (see console)")):mxLog.debug(S+": Checked");var P={};null==W?mxLog.debug(S+": No root"):(I(W),Object.keys(P).length!=Object.keys(O).length&&(mxLog.debug(S+": Invalid tree: (see console)"),console.log(S+": Invalid tree",Q)))};"<"!=q.charAt(0)&&(q=Graph.decompress(q),mxLog.debug("See console for uncompressed XML"),console.log("xml",q));var E=mxUtils.parseXml(q),F=d.getPagesForNode(E.documentElement,"mxGraphModel");if(null!=F&&0<F.length)try{var H= -d.getHashValueForPages(F);mxLog.debug("Checksum: ",H)}catch(O){mxLog.debug("Error: ",O.message)}else mxLog.debug("No pages found for checksum");var C=E.getElementsByTagName("root");for(q=0;q<C.length;q++)G(C[q]);mxLog.show()}catch(O){d.handleError(O),null!=window.console&&console.error(O)}});d.showDialog(t.container,620,460,!0,!0);t.init()}));var A=null;d.actions.addAction("testDiff",mxUtils.bind(this,function(){if(null!=d.pages){var t=new TextareaDialog(d,"Diff/Sync:","",function(q){var G=d.getCurrentFile(); -if(0<q.length&&null!=G)try{var E=JSON.parse(q);G.patch([E],null,!0);d.hideDialog()}catch(F){d.handleError(F)}},null,"Close",null,null,null,!0,null,"Patch",null,[["Snapshot",function(q,G){A=d.getPagesForXml(d.getFileData(!0));t.textarea.value="Snapshot updated "+(new Date).toLocaleString()+" Checksum "+d.getHashValueForPages(A)}],["Diff",function(q,G){try{t.textarea.value=JSON.stringify(d.diffPages(A,d.pages),null,2)}catch(E){d.handleError(E)}}]]);null==A?(A=d.getPagesForXml(d.getFileData(!0)),t.textarea.value= -"Snapshot created "+(new Date).toLocaleString()+" Checksum "+d.getHashValueForPages(A)):t.textarea.value=JSON.stringify(d.diffPages(A,d.pages),null,2);d.showDialog(t.container,620,460,!0,!0);t.init()}else d.alert("No pages")}));d.actions.addAction("testInspectPages",mxUtils.bind(this,function(){var t=d.getCurrentFile();console.log("editorUi",d,"file",t);if(null!=t&&t.isRealtime()){console.log("Checksum ownPages",d.getHashValueForPages(t.ownPages));console.log("Checksum theirPages",d.getHashValueForPages(t.theirPages)); -console.log("diff ownPages/theirPages",d.diffPages(t.ownPages,t.theirPages));var q=t.getShadowPages();null!=q&&(console.log("Checksum shadowPages",d.getHashValueForPages(q)),console.log("diff shadowPages/ownPages",d.diffPages(q,t.ownPages)),console.log("diff ownPages/shadowPages",d.diffPages(t.ownPages,q)),console.log("diff theirPages/shadowPages",d.diffPages(t.theirPages,q)));null!=t.sync&&null!=t.sync.snapshot&&(console.log("Checksum snapshot",d.getHashValueForPages(t.sync.snapshot)),console.log("diff ownPages/snapshot", +mxResources.parse("testShowConsole=Show Console");mxResources.parse("testXmlImageExport=XML Image Export");mxResources.parse("testOptimize=Remove Inline Images");d.actions.addAction("createSidebarEntry",mxUtils.bind(this,function(){if(!v.isSelectionEmpty()){var t=v.cloneCells(v.getSelectionCells()),m=v.getBoundingBoxFromGeometry(t);t=v.moveCells(t,-m.x,-m.y);d.showTextDialog("Create Sidebar Entry","this.addDataEntry('tag1 tag2', "+m.width+", "+m.height+", 'The Title', '"+Graph.compress(mxUtils.getXml(v.encodeCells(t)))+ +"'),")}}));d.actions.addAction("showBoundingBox",mxUtils.bind(this,function(){var t=v.getGraphBounds(),m=v.view.translate,F=v.view.scale;v.insertVertex(v.getDefaultParent(),null,"",t.x/F-m.x,t.y/F-m.y,t.width/F,t.height/F,"fillColor=none;strokeColor=red;")}));d.actions.addAction("testCheckFile",mxUtils.bind(this,function(){var t=null!=d.pages&&null!=d.getCurrentFile()?d.getCurrentFile().getAnonymizedXmlForPages(d.pages):"";t=new TextareaDialog(d,"Paste Data:",t,function(m){if(0<m.length)try{var F= +function(E){function P(R){if(null==O[R]){if(O[R]=!0,null!=U[R]){for(;0<U[R].length;){var S=U[R].pop();P(S)}delete U[R]}}else mxLog.debug(T+": Visited: "+R)}var T=E.parentNode.id,W=E.childNodes;E={};for(var U={},V=null,l={},A=0;A<W.length;A++){var L=W[A];if(null!=L.id&&0<L.id.length)if(null==E[L.id]){E[L.id]=L.id;var Q=L.getAttribute("parent");null==Q?null!=V?mxLog.debug(T+": Multiple roots: "+L.id):V=L.id:(null==U[Q]&&(U[Q]=[]),U[Q].push(L.id))}else l[L.id]=L.id}W=Object.keys(l);0<W.length?(W=T+": "+ +W.length+" Duplicates: "+W.join(", "),mxLog.debug(W+" (see console)")):mxLog.debug(T+": Checked");var O={};null==V?mxLog.debug(T+": No root"):(P(V),Object.keys(O).length!=Object.keys(E).length&&(mxLog.debug(T+": Invalid tree: (see console)"),console.log(T+": Invalid tree",U)))};"<"!=m.charAt(0)&&(m=Graph.decompress(m),mxLog.debug("See console for uncompressed XML"),console.log("xml",m));var J=mxUtils.parseXml(m),M=d.getPagesForNode(J.documentElement,"mxGraphModel");if(null!=M&&0<M.length)try{var H= +d.getHashValueForPages(M);mxLog.debug("Checksum: ",H)}catch(E){mxLog.debug("Error: ",E.message)}else mxLog.debug("No pages found for checksum");var G=J.getElementsByTagName("root");for(m=0;m<G.length;m++)F(G[m]);mxLog.show()}catch(E){d.handleError(E),null!=window.console&&console.error(E)}});d.showDialog(t.container,620,460,!0,!0);t.init()}));var z=null;d.actions.addAction("testDiff",mxUtils.bind(this,function(){if(null!=d.pages){var t=new TextareaDialog(d,"Diff/Sync:","",function(m){var F=d.getCurrentFile(); +if(0<m.length&&null!=F)try{var J=JSON.parse(m);F.patch([J],null,!0);d.hideDialog()}catch(M){d.handleError(M)}},null,"Close",null,null,null,!0,null,"Patch",null,[["Snapshot",function(m,F){z=d.getPagesForXml(d.getFileData(!0));t.textarea.value="Snapshot updated "+(new Date).toLocaleString()+" Checksum "+d.getHashValueForPages(z)}],["Diff",function(m,F){try{t.textarea.value=JSON.stringify(d.diffPages(z,d.pages),null,2)}catch(J){d.handleError(J)}}]]);null==z?(z=d.getPagesForXml(d.getFileData(!0)),t.textarea.value= +"Snapshot created "+(new Date).toLocaleString()+" Checksum "+d.getHashValueForPages(z)):t.textarea.value=JSON.stringify(d.diffPages(z,d.pages),null,2);d.showDialog(t.container,620,460,!0,!0);t.init()}else d.alert("No pages")}));d.actions.addAction("testInspectPages",mxUtils.bind(this,function(){var t=d.getCurrentFile();console.log("editorUi",d,"file",t);if(null!=t&&t.isRealtime()){console.log("Checksum ownPages",d.getHashValueForPages(t.ownPages));console.log("Checksum theirPages",d.getHashValueForPages(t.theirPages)); +console.log("diff ownPages/theirPages",d.diffPages(t.ownPages,t.theirPages));var m=t.getShadowPages();null!=m&&(console.log("Checksum shadowPages",d.getHashValueForPages(m)),console.log("diff shadowPages/ownPages",d.diffPages(m,t.ownPages)),console.log("diff ownPages/shadowPages",d.diffPages(t.ownPages,m)),console.log("diff theirPages/shadowPages",d.diffPages(t.theirPages,m)));null!=t.sync&&null!=t.sync.snapshot&&(console.log("Checksum snapshot",d.getHashValueForPages(t.sync.snapshot)),console.log("diff ownPages/snapshot", d.diffPages(t.ownPages,t.sync.snapshot)),console.log("diff theirPages/snapshot",d.diffPages(t.theirPages,t.sync.snapshot)),null!=d.pages&&console.log("diff snapshot/actualPages",d.diffPages(t.sync.snapshot,d.pages)));null!=d.pages&&(console.log("diff ownPages/actualPages",d.diffPages(t.ownPages,d.pages)),console.log("diff theirPages/actualPages",d.diffPages(t.theirPages,d.pages)))}null!=t&&console.log("Shadow pages",[d.getXmlForPages(t.getShadowPages())]);null!=d.pages&&console.log("Checksum actualPages", d.getHashValueForPages(d.pages))}));d.actions.addAction("testFixPages",mxUtils.bind(this,function(){console.log("editorUi",d);var t=d.getCurrentFile();null!=t&&t.isRealtime()&&null!=t.shadowPages&&(console.log("patching actualPages to shadowPages",t.patch([d.diffPages(t.shadowPages,d.pages)])),t.ownPages=d.clonePages(d.pages),t.theirPages=d.clonePages(d.pages),t.shadowPages=d.clonePages(d.pages),null!=t.sync&&(t.sync.snapshot=d.clonePages(d.pages)))}));d.actions.addAction("testOptimize",mxUtils.bind(this, -function(){v.model.beginUpdate();try{var t=v.model.cells,q=0,G=[],E=[],F;for(F in t){var H=t[F],C=v.getCurrentCellStyle(H)[mxConstants.STYLE_IMAGE];null!=C&&"data:"==C.substring(0,5)&&(null==G[C]&&(G[C]=(G[C]||0)+1,q++),E.push(H))}v.setCellStyles(mxConstants.STYLE_IMAGE,null,E);console.log("Removed",q,"image(s) from",E.length,"cell(s): ",[E,G])}finally{v.model.endUpdate()}}));d.actions.addAction("testInspect",mxUtils.bind(this,function(){console.log(d,v.getModel())}));d.actions.addAction("testXmlImageExport", -mxUtils.bind(this,function(){var t=new mxImageExport,q=v.getGraphBounds(),G=v.view.scale,E=mxUtils.createXmlDocument(),F=E.createElement("output");E.appendChild(F);E=new mxXmlCanvas2D(F);E.translate(Math.floor((1-q.x)/G),Math.floor((1-q.y)/G));E.scale(1/G);var H=0,C=E.save;E.save=function(){H++;C.apply(this,arguments)};var O=E.restore;E.restore=function(){H--;O.apply(this,arguments)};var I=t.drawShape;t.drawShape=function(S){mxLog.debug("entering shape",S,H);I.apply(this,arguments);mxLog.debug("leaving shape", -S,H)};t.drawState(v.getView().getState(v.model.root),E);mxLog.show();mxLog.debug(mxUtils.getXml(F));mxLog.debug("stateCounter",H)}));d.actions.addAction("testShowConsole",function(){mxLog.isVisible()?mxLog.window.fit():mxLog.show();mxLog.window.div.style.zIndex=mxPopupMenu.prototype.zIndex-2});this.put("testDevelop",new Menu(mxUtils.bind(this,function(t,q){this.addMenuItems(t,"createSidebarEntry showBoundingBox - testInspectPages testFixPages - testCheckFile testDiff - testInspect testOptimize - testXmlImageExport - testShowConsole".split(" "), -q)})))}d.actions.addAction("shapes...",function(){mxClient.IS_CHROMEAPP||!d.isOffline()?d.showDialog((new MoreShapesDialog(d,!0)).container,640,isLocalStorage?mxClient.IS_IOS?480:460:440,!0,!0):d.showDialog((new MoreShapesDialog(d,!1)).container,360,isLocalStorage?mxClient.IS_IOS?300:280:260,!0,!0)});d.actions.put("createShape",new Action(mxResources.get("shape")+"...",function(t){v.isEnabled()&&(t=new mxCell("",new mxGeometry(0,0,120,120),d.defaultCustomShapeStyle),t.vertex=!0,t=new EditShapeDialog(d, -t,mxResources.get("editShape")+":",630,400),d.showDialog(t.container,640,480,!0,!1),t.init())})).isEnabled=u;d.actions.put("embedHtml",new Action(mxResources.get("html")+"...",function(){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(t){d.spinner.stop();d.showHtmlDialog(mxResources.get("create"),"https://www.diagrams.net/doc/faq/embed-html-options",t,function(q,G,E,F,H,C,O,I,S,R,Q){d.createHtml(q,G,E,F,H,C,O,I,S,R,Q,mxUtils.bind(this,function(W, -X){var n=new EmbedDialog(d,W+"\n"+X,null,null,function(){var B=window.open(),J=B.document;if(null!=J){"CSS1Compat"===document.compatMode&&J.writeln("<!DOCTYPE html>");J.writeln("<html>");J.writeln("<head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head>');J.writeln("<body>");J.writeln(W);var P=mxClient.IS_IE||mxClient.IS_EDGE||null!=document.documentMode;P&&J.writeln(X);J.writeln("</body>");J.writeln("</html>");J.close();if(!P){var M=B.document.createElement("div"); -M.marginLeft="26px";M.marginTop="26px";mxUtils.write(M,mxResources.get("updatingDocument"));P=B.document.createElement("img");P.setAttribute("src",window.location.protocol+"//"+window.location.hostname+"/"+IMAGE_PATH+"/spin.gif");P.style.marginLeft="6px";M.appendChild(P);B.document.body.insertBefore(M,B.document.body.firstChild);window.setTimeout(function(){var V=document.createElement("script");V.type="text/javascript";V.src=/<script.*?src="(.*?)"/.exec(X)[1];J.body.appendChild(V);M.parentNode.removeChild(M)}, -20)}}else d.handleError({message:mxResources.get("errorUpdatingPreview")})});d.showDialog(n.container,450,240,!0,!0);n.init()}))})})}));d.actions.put("liveImage",new Action("Live image...",function(){var t=d.getCurrentFile();null!=t&&d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(q){d.spinner.stop();null!=q?(q=new EmbedDialog(d,'<img src="'+(t.constructor!=DriveFile?q:"https://drive.google.com/uc?id="+t.getId())+'"/>'),d.showDialog(q.container, -450,240,!0,!0),q.init()):d.handleError({message:mxResources.get("invalidPublicUrl")})})}));d.actions.put("embedImage",new Action(mxResources.get("image")+"...",function(){d.showEmbedImageDialog(function(t,q,G,E,F,H){d.spinner.spin(document.body,mxResources.get("loading"))&&d.createEmbedImage(t,q,G,E,F,H,function(C){d.spinner.stop();C=new EmbedDialog(d,C);d.showDialog(C.container,450,240,!0,!0);C.init()},function(C){d.spinner.stop();d.handleError(C)})},mxResources.get("image"),mxResources.get("retina"), -d.isExportToCanvas())}));d.actions.put("embedSvg",new Action(mxResources.get("formatSvg")+"...",function(){d.showEmbedImageDialog(function(t,q,G,E,F,H){d.spinner.spin(document.body,mxResources.get("loading"))&&d.createEmbedSvg(t,q,G,E,F,H,function(C){d.spinner.stop();C=new EmbedDialog(d,C);d.showDialog(C.container,450,240,!0,!0);C.init()},function(C){d.spinner.stop();d.handleError(C)})},mxResources.get("formatSvg"),mxResources.get("image"),!0,"https://www.diagrams.net/doc/faq/embed-svg.html")})); -d.actions.put("embedIframe",new Action(mxResources.get("iframe")+"...",function(){var t=v.getGraphBounds();d.showPublishLinkDialog(mxResources.get("iframe"),null,"100%",Math.ceil(t.height/v.view.scale)+2,function(q,G,E,F,H,C,O,I,S){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(R){d.spinner.stop();var Q=[];S&&Q.push("tags=%7B%7D");R=new EmbedDialog(d,'<iframe frameborder="0" style="width:'+O+";height:"+I+';" src="'+d.createLink(q,G,E,F,H,C,R,null, -Q)+'"></iframe>');d.showDialog(R.container,450,240,!0,!0);R.init()})},!0)}));d.actions.put("embedNotion",new Action(mxResources.get("notion")+"...",function(){var t=document.createElement("div");t.style.position="absolute";t.style.bottom="30px";t.style.textAlign="center";t.style.width="100%";t.style.left="0px";var q=document.createElement("a");q.setAttribute("href","javascript:void(0);");q.setAttribute("target","_blank");q.style.cursor="pointer";mxUtils.write(q,mxResources.get("getNotionChromeExtension")); -t.appendChild(q);mxEvent.addListener(q,"click",function(G){d.openLink("https://chrome.google.com/webstore/detail/drawio-for-notion/plhaalebpkihaccllnkdaokdoeaokmle");mxEvent.consume(G)});d.showPublishLinkDialog(mxResources.get("notion"),null,null,null,function(G,E,F,H,C,O,I,S,R){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(Q){d.spinner.stop();var W=["border=0"];R&&W.push("tags=%7B%7D");Q=new EmbedDialog(d,d.createLink(G,E,F,H,C,O,Q,null,W,!0)); -d.showDialog(Q.container,450,240,!0,!0);Q.init()})},!0,"https://www.diagrams.net/blog/drawio-notion",t)}));d.actions.put("publishLink",new Action(mxResources.get("link")+"...",function(){d.showPublishLinkDialog(null,null,null,null,function(t,q,G,E,F,H,C,O,I){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(S){d.spinner.stop();var R=[];I&&R.push("tags=%7B%7D");S=new EmbedDialog(d,d.createLink(t,q,G,E,F,H,S,null,R));d.showDialog(S.container,450,240, -!0,!0);S.init()})})}));d.actions.addAction("microsoftOffice...",function(){d.openLink("https://office.draw.io")});d.actions.addAction("googleDocs...",function(){d.openLink("http://docsaddon.draw.io")});d.actions.addAction("googleSlides...",function(){d.openLink("https://slidesaddon.draw.io")});d.actions.addAction("googleSheets...",function(){d.openLink("https://sheetsaddon.draw.io")});d.actions.addAction("googleSites...",function(){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(), -function(t){d.spinner.stop();t=new GoogleSitesDialog(d,t);d.showDialog(t.container,420,256,!0,!0);t.init()})});if(isLocalStorage||mxClient.IS_CHROMEAPP)k=d.actions.addAction("scratchpad",function(){d.toggleScratchpad()}),k.setToggleAction(!0),k.setSelectedCallback(function(){return null!=d.scratchpad}),"0"!=urlParams.plugins&&d.actions.addAction("plugins...",function(){d.showDialog((new PluginsDialog(d)).container,380,240,!0,!1)});k=d.actions.addAction("search",function(){var t=d.sidebar.isEntryVisible("search"); -d.sidebar.showPalette("search",!t);isLocalStorage&&(mxSettings.settings.search=!t,mxSettings.save())});k.label=mxResources.get("searchShapes");k.setToggleAction(!0);k.setSelectedCallback(function(){return d.sidebar.isEntryVisible("search")});"1"==urlParams.embed&&(d.actions.get("save").funct=function(t){v.isEditing()&&v.stopEditing();var q="0"!=urlParams.pages||null!=d.pages&&1<d.pages.length?d.getFileData(!0):mxUtils.getXml(d.editor.getGraphXml());if("json"==urlParams.proto){var G=d.createLoadMessage("save"); -G.xml=q;t&&(G.exit=!0);q=JSON.stringify(G)}(window.opener||window.parent).postMessage(q,"*");"0"!=urlParams.modified&&"1"!=urlParams.keepmodified&&(d.editor.modified=!1,d.editor.setStatus(""));t=d.getCurrentFile();null==t||t.constructor==EmbedFile||t.constructor==LocalFile&&null==t.mode||d.saveFile()},d.actions.addAction("saveAndExit",function(){"1"==urlParams.toSvg?d.sendEmbeddedSvgExport():d.actions.get("save").funct(!0)}).label="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit"), -d.actions.addAction("exit",function(){if("1"==urlParams.embedInline)d.sendEmbeddedSvgExport();else{var t=function(){d.editor.modified=!1;var q="json"==urlParams.proto?JSON.stringify({event:"exit",modified:d.editor.modified}):"";(window.opener||window.parent).postMessage(q,"*")};d.editor.modified?d.confirm(mxResources.get("allChangesLost"),null,t,mxResources.get("cancel"),mxResources.get("discardChanges")):t()}}));this.put("exportAs",new Menu(mxUtils.bind(this,function(t,q){d.isExportToCanvas()?(this.addMenuItems(t, -["exportPng"],q),d.jpgSupported&&this.addMenuItems(t,["exportJpg"],q)):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(t,["exportPng","exportJpg"],q);this.addMenuItems(t,["exportSvg","-"],q);d.isOffline()||d.printPdfExport?this.addMenuItems(t,["exportPdf"],q):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(t,["exportPdf"],q);mxClient.IS_IE||"undefined"===typeof VsdxExport&&d.isOffline()||this.addMenuItems(t,["exportVsdx"],q);this.addMenuItems(t,["-", -"exportHtml","exportXml","exportUrl"],q);d.isOffline()||(t.addSeparator(q),this.addMenuItem(t,"export",q).firstChild.nextSibling.innerHTML=mxResources.get("advanced")+"...")})));this.put("importFrom",new Menu(mxUtils.bind(this,function(t,q){function G(H){H.pickFile(function(C){d.spinner.spin(document.body,mxResources.get("loading"))&&H.getFile(C,function(O){var I="data:image/"==O.getData().substring(0,11)?F(O.getTitle()):"text/xml";/\.svg$/i.test(O.getTitle())&&!d.editor.isDataSvg(O.getData())&&(O.setData(Editor.createSvgDataUri(O.getData())), -I="image/svg+xml");E(O.getData(),I,O.getTitle())},function(O){d.handleError(O,null!=O?mxResources.get("errorLoadingFile"):null)},H==d.drive)},!0)}var E=mxUtils.bind(this,function(H,C,O){var I=v.view,S=v.getGraphBounds(),R=v.snap(Math.ceil(Math.max(0,S.x/I.scale-I.translate.x)+4*v.gridSize)),Q=v.snap(Math.ceil(Math.max(0,(S.y+S.height)/I.scale-I.translate.y)+4*v.gridSize));"data:image/"==H.substring(0,11)?d.loadImage(H,mxUtils.bind(this,function(W){var X=!0,n=mxUtils.bind(this,function(){d.resizeImage(W, -H,mxUtils.bind(this,function(B,J,P){B=X?Math.min(1,Math.min(d.maxImageSize/J,d.maxImageSize/P)):1;d.importFile(H,C,R,Q,Math.round(J*B),Math.round(P*B),O,function(M){d.spinner.stop();v.setSelectionCells(M);v.scrollCellToVisible(v.getSelectionCell())})}),X)});H.length>d.resampleThreshold?d.confirmImageResize(function(B){X=B;n()}):n()}),mxUtils.bind(this,function(){d.handleError({message:mxResources.get("cannotOpenFile")})})):d.importFile(H,C,R,Q,0,0,O,function(W){d.spinner.stop();v.setSelectionCells(W); -v.scrollCellToVisible(v.getSelectionCell())})}),F=mxUtils.bind(this,function(H){var C="text/xml";/\.png$/i.test(H)?C="image/png":/\.jpe?g$/i.test(H)?C="image/jpg":/\.gif$/i.test(H)?C="image/gif":/\.pdf$/i.test(H)&&(C="application/pdf");return C});"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=d.drive?t.addItem(mxResources.get("googleDrive")+"...",null,function(){G(d.drive)},q):D&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+ -"...)",null,function(){},q,null,!1));null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){G(d.oneDrive)},q):e&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){G(d.dropbox)},q):c&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null, -function(){},q,null,!1);t.addSeparator(q);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){G(d.gitHub)},q);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){G(d.gitLab)},q);null!=d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){G(d.trello)},q):g&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);t.addSeparator(q);isLocalStorage&&"0"!=urlParams.browser&& -t.addItem(mxResources.get("browser")+"...",null,function(){d.importLocalFile(!1)},q);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.importLocalFile(!0)},q);d.isOffline()||(t.addSeparator(q),t.addItem(mxResources.get("url")+"...",null,function(){var H=new FilenameDialog(d,"",mxResources.get("import"),function(C){if(null!=C&&0<C.length&&d.spinner.spin(document.body,mxResources.get("loading"))){var O=/(\.png)($|\?)/i.test(C)?"image/png":"text/xml";d.editor.loadUrl(PROXY_URL+ -"?url="+encodeURIComponent(C),function(I){E(I,O,C)},function(){d.spinner.stop();d.handleError(null,mxResources.get("errorLoadingFile"))},"image/png"==O)}},mxResources.get("url"));d.showDialog(H.container,300,80,!0,!0);H.init()},q))}))).isEnabled=u;this.put("theme",new Menu(mxUtils.bind(this,function(t,q){var G="1"==urlParams.sketch?"sketch":mxSettings.getUi(),E=t.addItem(mxResources.get("automatic"),null,function(){mxSettings.setUi("");d.alert(mxResources.get("restartForChangeRequired"))},q);"kennedy"!= -G&&"atlas"!=G&&"dark"!=G&&"min"!=G&&"sketch"!=G&&t.addCheckmark(E,Editor.checkmarkImage);t.addSeparator(q);E=t.addItem(mxResources.get("default"),null,function(){mxSettings.setUi("kennedy");d.alert(mxResources.get("restartForChangeRequired"))},q);"kennedy"==G&&t.addCheckmark(E,Editor.checkmarkImage);E=t.addItem(mxResources.get("minimal"),null,function(){mxSettings.setUi("min");d.alert(mxResources.get("restartForChangeRequired"))},q);"min"==G&&t.addCheckmark(E,Editor.checkmarkImage);E=t.addItem(mxResources.get("atlas"), -null,function(){mxSettings.setUi("atlas");d.alert(mxResources.get("restartForChangeRequired"))},q);"atlas"==G&&t.addCheckmark(E,Editor.checkmarkImage);if("dark"==G||!mxClient.IS_IE&&!mxClient.IS_IE11)E=t.addItem(mxResources.get("dark"),null,function(){mxSettings.setUi("dark");d.alert(mxResources.get("restartForChangeRequired"))},q),"dark"==G&&t.addCheckmark(E,Editor.checkmarkImage);t.addSeparator(q);E=t.addItem(mxResources.get("sketch"),null,function(){mxSettings.setUi("sketch");d.alert(mxResources.get("restartForChangeRequired"))}, -q);"sketch"==G&&t.addCheckmark(E,Editor.checkmarkImage)})));k=this.editorUi.actions.addAction("rename...",mxUtils.bind(this,function(){var t=this.editorUi.getCurrentFile();if(null!=t)if(t.constructor==LocalFile&&null!=t.fileHandle)d.showSaveFilePicker(mxUtils.bind(d,function(G,E){t.invalidFileHandle=null;t.fileHandle=G;t.title=E.name;t.desc=E;d.save(E.name)}),null,d.createFileSystemOptions(t.getTitle()));else{var q=null!=t.getTitle()?t.getTitle():this.editorUi.defaultFilename;q=new FilenameDialog(this.editorUi, -q,mxResources.get("rename"),mxUtils.bind(this,function(G){null!=G&&0<G.length&&null!=t&&G!=t.getTitle()&&this.editorUi.spinner.spin(document.body,mxResources.get("renaming"))&&t.rename(G,mxUtils.bind(this,function(E){this.editorUi.spinner.stop()}),mxUtils.bind(this,function(E){this.editorUi.handleError(E,null!=E?mxResources.get("errorRenamingFile"):null)}))}),t.constructor==DriveFile||t.constructor==StorageFile?mxResources.get("diagramName"):null,function(G){if(null!=G&&0<G.length)return!0;d.showError(mxResources.get("error"), -mxResources.get("invalidName"),mxResources.get("ok"));return!1},null,null,null,null,d.editor.fileExtensions);this.editorUi.showDialog(q.container,340,96,!0,!0);q.init()}}));k.isEnabled=function(){return this.enabled&&u.apply(this,arguments)};k.visible="1"!=urlParams.embed;d.actions.addAction("makeCopy...",mxUtils.bind(this,function(){var t=d.getCurrentFile();if(null!=t){var q=d.getCopyFilename(t);t.constructor==DriveFile?(q=new CreateDialog(d,q,mxUtils.bind(this,function(G,E){"_blank"==E?d.editor.editAsNew(d.getFileData(), -G):("download"==E&&(E=App.MODE_GOOGLE),null!=G&&0<G.length&&(E==App.MODE_GOOGLE?d.spinner.spin(document.body,mxResources.get("saving"))&&t.saveAs(G,mxUtils.bind(this,function(F){t.desc=F;t.save(!1,mxUtils.bind(this,function(){d.spinner.stop();t.setModified(!1);t.addAllSavedStatus()}),mxUtils.bind(this,function(H){d.handleError(H)}))}),mxUtils.bind(this,function(F){d.handleError(F)})):d.createFile(G,d.getFileData(!0),null,E)))}),mxUtils.bind(this,function(){d.hideDialog()}),mxResources.get("makeCopy"), -mxResources.get("create"),null,null,!0,null,!0,null,null,null,null,d.editor.fileExtensions),d.showDialog(q.container,420,380,!0,!0),q.init()):d.editor.editAsNew(this.editorUi.getFileData(!0),q)}}));d.actions.put("openFolder",new Action(mxResources.get("openIt",[mxResources.get("folder")])+"...",function(t,q){d.appIconClicked(q)}));d.actions.addAction("moveToFolder...",mxUtils.bind(this,function(){var t=d.getCurrentFile();if(t.getMode()==App.MODE_GOOGLE||t.getMode()==App.MODE_ONEDRIVE){var q=!1;if(t.getMode()== -App.MODE_GOOGLE&&null!=t.desc.parents)for(var G=0;G<t.desc.parents.length;G++)if(t.desc.parents[G].isRoot){q=!0;break}d.pickFolder(t.getMode(),mxUtils.bind(this,function(E){d.spinner.spin(document.body,mxResources.get("moving"))&&t.move(E,mxUtils.bind(this,function(F){d.spinner.stop()}),mxUtils.bind(this,function(F){d.handleError(F)}))}),null,!0,q)}}));this.put("publish",new Menu(mxUtils.bind(this,function(t,q){this.addMenuItems(t,["publishLink"],q)})));d.actions.put("useOffline",new Action(mxResources.get("useOffline")+ -"...",function(){d.openLink("https://app.draw.io/")}));this.editorUi.actions.addAction("share...",mxUtils.bind(this,function(){try{var t=d.getCurrentFile();null!=t&&t.share()}catch(q){d.handleError(q)}}));this.put("embed",new Menu(mxUtils.bind(this,function(t,q){var G=d.getCurrentFile();null==G||G.getMode()!=App.MODE_GOOGLE&&G.getMode()!=App.MODE_GITHUB||!/(\.png)$/i.test(G.getTitle())||this.addMenuItems(t,["liveImage","-"],q);this.addMenuItems(t,["embedImage","embedSvg","-","embedHtml"],q);navigator.standalone|| -d.isOffline()||this.addMenuItems(t,["embedIframe"],q);"1"==urlParams.embed||d.isOffline()||this.addMenuItems(t,"- googleDocs googleSlides googleSheets - microsoftOffice - embedNotion".split(" "),q)})));d.addInsertItem=function(t,q,G,E){("plantUml"!=E||EditorUi.enablePlantUml&&!d.isOffline())&&t.addItem(G,null,mxUtils.bind(this,function(){if("fromText"==E||"formatSql"==E||"plantUml"==E||"mermaid"==E){var F=new ParseDialog(d,G,E);d.showDialog(F.container,620,420,!0,!1);d.dialog.container.style.overflow= -"auto"}else F=new CreateGraphDialog(d,G,E),d.showDialog(F.container,620,420,!0,!1);F.init()}),q,null,u())};var z=function(t,q,G,E){var F=new mxCell(t,new mxGeometry(0,0,q,G),E);F.vertex=!0;t=v.getCenterInsertPoint(v.getBoundingBoxFromGeometry([F],!0));F.geometry.x=t.x;F.geometry.y=t.y;v.getModel().beginUpdate();try{F=v.addCell(F),v.fireEvent(new mxEventObject("cellsInserted","cells",[F]))}finally{v.getModel().endUpdate()}v.scrollCellToVisible(F);v.setSelectionCell(F);v.container.focus();v.editAfterInsert&& -v.startEditing(F);window.setTimeout(function(){null!=d.hoverIcons&&d.hoverIcons.update(v.view.getState(F))},0);return F};d.actions.put("insertText",new Action(mxResources.get("text"),function(){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&v.startEditingAtCell(z("Text",40,20,"text;html=1;resizable=0;autosize=1;align=center;verticalAlign=middle;points=[];fillColor=none;strokeColor=none;rounded=0;"))}),null,null,Editor.ctrlKey+"+Shift+X").isEnabled=u;d.actions.put("insertRectangle",new Action(mxResources.get("rectangle"), -function(){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&z("",120,60,"whiteSpace=wrap;html=1;")}),null,null,Editor.ctrlKey+"+K").isEnabled=u;d.actions.put("insertEllipse",new Action(mxResources.get("ellipse"),function(){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&z("",80,80,"ellipse;whiteSpace=wrap;html=1;")}),null,null,Editor.ctrlKey+"+Shift+K").isEnabled=u;d.actions.put("insertRhombus",new Action(mxResources.get("rhombus"),function(){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&& -z("",80,80,"rhombus;whiteSpace=wrap;html=1;")})).isEnabled=u;d.addInsertMenuItems=mxUtils.bind(this,function(t,q,G){for(var E=0;E<G.length;E++)"-"==G[E]?t.addSeparator(q):d.addInsertItem(t,q,mxResources.get(G[E])+"...",G[E])});this.put("insert",new Menu(mxUtils.bind(this,function(t,q){this.addMenuItems(t,"insertRectangle insertEllipse insertRhombus - insertText insertLink - createShape insertFreehand - insertImage".split(" "),q);d.insertTemplateEnabled&&!d.isOffline()&&this.addMenuItems(t,["insertTemplate"], -q);t.addSeparator(q);this.addSubmenu("insertLayout",t,q,mxResources.get("layout"));this.addSubmenu("insertAdvanced",t,q,mxResources.get("advanced"))})));this.put("insertLayout",new Menu(mxUtils.bind(this,function(t,q){d.addInsertMenuItems(t,q,"horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "))})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(t,q){d.addInsertMenuItems(t,q,["fromText","plantUml","mermaid","-","formatSql"]);t.addItem(mxResources.get("csv")+ -"...",null,function(){d.showImportCsvDialog()},q,null,u())})));this.put("openRecent",new Menu(function(t,q){var G=d.getRecent();if(null!=G){for(var E=0;E<G.length;E++)(function(F){var H=F.mode;H==App.MODE_GOOGLE?H="googleDrive":H==App.MODE_ONEDRIVE&&(H="oneDrive");t.addItem(F.title+" ("+mxResources.get(H)+")",null,function(){d.loadFile(F.id)},q)})(G[E]);t.addSeparator(q)}t.addItem(mxResources.get("reset"),null,function(){d.resetRecent()},q)}));this.put("openFrom",new Menu(function(t,q){null!=d.drive? -t.addItem(mxResources.get("googleDrive")+"...",null,function(){d.pickFile(App.MODE_GOOGLE)},q):D&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){d.pickFile(App.MODE_ONEDRIVE)},q):e&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q, -null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){d.pickFile(App.MODE_DROPBOX)},q):c&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);t.addSeparator(q);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){d.pickFile(App.MODE_GITHUB)},q);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){d.pickFile(App.MODE_GITLAB)},q);null!= -d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){d.pickFile(App.MODE_TRELLO)},q):g&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);t.addSeparator(q);isLocalStorage&&"0"!=urlParams.browser&&t.addItem(mxResources.get("browser")+"...",null,function(){d.pickFile(App.MODE_BROWSER)},q);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.pickFile(App.MODE_DEVICE)}, -q);d.isOffline()||(t.addSeparator(q),t.addItem(mxResources.get("url")+"...",null,function(){var G=new FilenameDialog(d,"",mxResources.get("open"),function(E){null!=E&&0<E.length&&(null==d.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(E):window.openWindow((mxClient.IS_CHROMEAPP?"https://www.draw.io/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(E)))},mxResources.get("url"));d.showDialog(G.container,300,80,!0,!0);G.init()},q))}));Editor.enableCustomLibraries&& -(this.put("newLibrary",new Menu(function(t,q){"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=d.drive?t.addItem(mxResources.get("googleDrive")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_GOOGLE)},q):D&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1));null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){d.showLibraryDialog(null, -null,null,null,App.MODE_ONEDRIVE)},q):e&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_DROPBOX)},q):c&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);t.addSeparator(q);null!= -d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_GITHUB)},q);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_GITLAB)},q);null!=d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_TRELLO)},q):g&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+ -"...)",null,function(){},q,null,!1);t.addSeparator(q);isLocalStorage&&"0"!=urlParams.browser&&t.addItem(mxResources.get("browser")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_BROWSER)},q);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_DEVICE)},q)})),this.put("openLibraryFrom",new Menu(function(t,q){"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=d.drive?t.addItem(mxResources.get("googleDrive")+ -"...",null,function(){d.pickLibrary(App.MODE_GOOGLE)},q):D&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1));null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){d.pickLibrary(App.MODE_ONEDRIVE)},q):e&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+ -"...",null,function(){d.pickLibrary(App.MODE_DROPBOX)},q):c&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);t.addSeparator(q);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){d.pickLibrary(App.MODE_GITHUB)},q);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){d.pickLibrary(App.MODE_GITLAB)},q);null!=d.trello?t.addItem(mxResources.get("trello")+"...", -null,function(){d.pickLibrary(App.MODE_TRELLO)},q):g&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},q,null,!1);t.addSeparator(q);isLocalStorage&&"0"!=urlParams.browser&&t.addItem(mxResources.get("browser")+"...",null,function(){d.pickLibrary(App.MODE_BROWSER)},q);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.pickLibrary(App.MODE_DEVICE)},q);d.isOffline()||(t.addSeparator(q), -t.addItem(mxResources.get("url")+"...",null,function(){var G=new FilenameDialog(d,"",mxResources.get("open"),function(E){if(null!=E&&0<E.length&&d.spinner.spin(document.body,mxResources.get("loading"))){var F=E;d.editor.isCorsEnabledForUrl(E)||(F=PROXY_URL+"?url="+encodeURIComponent(E));mxUtils.get(F,function(H){if(200<=H.getStatus()&&299>=H.getStatus()){d.spinner.stop();try{d.loadLibrary(new UrlLibrary(this,H.getText(),E))}catch(C){d.handleError(C,mxResources.get("errorLoadingFile"))}}else d.spinner.stop(), -d.handleError(null,mxResources.get("errorLoadingFile"))},function(){d.spinner.stop();d.handleError(null,mxResources.get("errorLoadingFile"))})}},mxResources.get("url"));d.showDialog(G.container,300,80,!0,!0);G.init()},q));"1"==urlParams.confLib&&(t.addSeparator(q),t.addItem(mxResources.get("confluenceCloud")+"...",null,function(){d.showRemotelyStoredLibrary(mxResources.get("libraries"))},q))})));this.put("edit",new Menu(mxUtils.bind(this,function(t,q){this.addMenuItems(t,"undo redo - cut copy copyAsImage paste delete - duplicate - findReplace - editData editTooltip - editStyle editGeometry - edit - editLink openLink - selectVertices selectEdges selectAll selectNone - lockUnlock".split(" "))}))); -k=d.actions.addAction("comments",mxUtils.bind(this,function(){if(null==this.commentsWindow)this.commentsWindow=new CommentsWindow(d,document.body.offsetWidth-380,120,300,350),this.commentsWindow.window.addListener("show",function(){d.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.addListener("hide",function(){d.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.setVisible(!0),d.fireEvent(new mxEventObject("comments"));else{var t=!this.commentsWindow.window.isVisible(); -this.commentsWindow.window.setVisible(t);this.commentsWindow.refreshCommentsTime();t&&this.commentsWindow.hasError&&this.commentsWindow.refreshComments()}}));k.setToggleAction(!0);k.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.commentsWindow&&this.commentsWindow.window.isVisible()}));d.editor.addListener("fileLoaded",mxUtils.bind(this,function(){null!=this.commentsWindow&&(this.commentsWindow.destroy(),this.commentsWindow=null)}));k=this.get("viewPanels");var L=k.funct;k.funct= -function(t,q){L.apply(this,arguments);d.menus.addMenuItems(t,["tags"],q);d.commentsSupported()&&d.menus.addMenuItems(t,["comments"],q)};this.put("view",new Menu(mxUtils.bind(this,function(t,q){this.addMenuItems(t,(null!=this.editorUi.format?["formatPanel"]:[]).concat(["outline","layers","tags"]).concat(d.commentsSupported()?["comments","-"]:["-"]));this.addMenuItems(t,["-","search"],q);if(isLocalStorage||mxClient.IS_CHROMEAPP){var G=this.addMenuItem(t,"scratchpad",q);(!d.isOffline()||mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp)&&this.addLinkToItem(G,"https://www.diagrams.net/doc/faq/scratchpad")}this.addMenuItems(t,["shapes","-","pageView","pageScale"]);this.addSubmenu("units",t,q);this.addMenuItems(t,"- scrollbars tooltips ruler - grid guides".split(" "),q);mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode)&&this.addMenuItem(t,"shadowVisible",q);this.addMenuItems(t,"- connectionArrows connectionPoints - resetView zoomIn zoomOut".split(" "),q);"1"!=urlParams.sketch&&this.addMenuItems(t, -["-","fullscreen"],q)})));if(EditorUi.isElectronApp){var N="1"==urlParams.enableSpellCheck;k=d.actions.addAction("spellCheck",function(){d.toggleSpellCheck();N=!N;d.alert(mxResources.get("restartForChangeRequired"))});k.setToggleAction(!0);k.setSelectedCallback(function(){return N});var K="1"==urlParams.enableStoreBkp;k=d.actions.addAction("autoBkp",function(){d.toggleStoreBkp();K=!K});k.setToggleAction(!0);k.setSelectedCallback(function(){return K});d.actions.addAction("openDevTools",function(){d.openDevTools()}); -d.actions.addAction("drafts...",function(){var t=new FilenameDialog(d,EditorUi.draftSaveDelay/1E3+"",mxResources.get("apply"),mxUtils.bind(this,function(q){q=parseInt(q);0<=q&&(EditorUi.draftSaveDelay=1E3*q,EditorUi.enableDrafts=0<q,mxSettings.setDraftSaveDelay(q),mxSettings.save())}),mxResources.get("draftSaveInt"),null,null,null,null,null,null,50,250);d.showDialog(t.container,320,80,!0,!0);t.init()})}this.put("extras",new Menu(mxUtils.bind(this,function(t,q){"1"==urlParams.noLangIcon&&(this.addSubmenu("language", -t,q),t.addSeparator(q));"1"!=urlParams.embed&&(this.addSubmenu("theme",t,q),t.addSeparator(q));if("undefined"!==typeof MathJax){var G=this.addMenuItem(t,"mathematicalTypesetting",q);(!d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(G,"https://www.diagrams.net/doc/faq/math-typesetting")}EditorUi.isElectronApp&&this.addMenuItems(t,["spellCheck","autoBkp","drafts"],q);this.addMenuItems(t,["copyConnect","collapseExpand","-"],q);"1"!=urlParams.embed&&(G=d.getCurrentFile(), -null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()&&this.addMenuItems(t,["showRemoteCursors","shareCursor"],q),this.addMenuItems(t,["autosave"],q));t.addSeparator(q);!d.isOfflineApp()&&isLocalStorage&&this.addMenuItem(t,"plugins",q);this.addMenuItems(t,["-","editDiagram"],q);Graph.translateDiagram&&this.addMenuItems(t,["diagramLanguage"]);t.addSeparator(q);"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&this.addMenuItems(t,["showStartScreen"],q);this.addMenuItems(t,["configuration"], -q);t.addSeparator(q);"1"==urlParams.newTempDlg&&(d.actions.addAction("templates",function(){function E(H){return{id:H.id,isExt:!0,url:H.downloadUrl,title:H.title,imgUrl:H.thumbnailLink,changedBy:H.lastModifyingUserName,lastModifiedOn:H.modifiedDate}}var F=new TemplatesDialog(d,function(H){console.log(arguments)},null,null,null,"user",function(H,C,O){var I=new Date;I.setDate(I.getDate()-7);d.drive.listFiles(null,I,O?!0:!1,function(S){for(var R=[],Q=0;Q<S.items.length;Q++)R.push(E(S.items[Q]));H(R)}, -C)},function(H,C,O,I){d.drive.listFiles(H,null,I?!0:!1,function(S){for(var R=[],Q=0;Q<S.items.length;Q++)R.push(E(S.items[Q]));C(R)},O)},function(H,C,O){d.drive.getFile(H.id,function(I){C(I.data)},O)},null,function(H){H({Test:[]},1)},!0,!1);d.showDialog(F.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}),this.addMenuItem(t,"templates",q))})));this.put("file",new Menu(mxUtils.bind(this,function(t,q){if("1"==urlParams.embed)this.addSubmenu("importFrom",t,q),this.addSubmenu("exportAs", -t,q),this.addSubmenu("embed",t,q),"1"==urlParams.libraries&&(this.addMenuItems(t,["-"],q),this.addSubmenu("newLibrary",t,q),this.addSubmenu("openLibraryFrom",t,q)),d.isRevisionHistorySupported()&&this.addMenuItems(t,["-","revisionHistory"],q),this.addMenuItems(t,["-","pageSetup","print","-","rename"],q),"1"!=urlParams.embedInline&&("1"==urlParams.noSaveBtn?"0"!=urlParams.saveAndExit&&this.addMenuItems(t,["saveAndExit"],q):(this.addMenuItems(t,["save"],q),"1"==urlParams.saveAndExit&&this.addMenuItems(t, -["saveAndExit"],q))),"1"!=urlParams.noExitBtn&&this.addMenuItems(t,["exit"],q);else{var G=this.editorUi.getCurrentFile();if(null!=G&&G.constructor==DriveFile){G.isRestricted()&&this.addMenuItems(t,["exportOptionsDisabled"],q);this.addMenuItems(t,["save","-","share"],q);var E=this.addMenuItem(t,"synchronize",q);(!d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(E,"https://www.diagrams.net/doc/faq/synchronize");t.addSeparator(q)}else this.addMenuItems(t,["new"],q);this.addSubmenu("openFrom", -t,q);isLocalStorage&&this.addSubmenu("openRecent",t,q);null!=G&&G.constructor==DriveFile?this.addMenuItems(t,["new","-","rename","makeCopy","moveToFolder"],q):(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null==G||G.constructor==LocalFile&&null==G.fileHandle||(t.addSeparator(q),E=this.addMenuItem(t,"synchronize",q),(!d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(E,"https://www.diagrams.net/doc/faq/synchronize")),this.addMenuItems(t,["-","save","saveAs","-"],q), -mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=d.getServiceName()||d.isOfflineApp()||null==G||this.addMenuItems(t,["share","-"],q),this.addMenuItems(t,["rename"],q),d.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(t,["upload"],q):(this.addMenuItems(t,["makeCopy"],q),null!=G&&G.constructor==OneDriveFile&&this.addMenuItems(t,["moveToFolder"],q)));t.addSeparator(q);this.addSubmenu("importFrom",t,q);this.addSubmenu("exportAs",t,q);t.addSeparator(q); -this.addSubmenu("embed",t,q);this.addSubmenu("publish",t,q);t.addSeparator(q);this.addSubmenu("newLibrary",t,q);this.addSubmenu("openLibraryFrom",t,q);d.isRevisionHistorySupported()&&this.addMenuItems(t,["-","revisionHistory"],q);null!=G&&null!=d.fileNode&&"1"!=urlParams.embedInline&&(E=null!=G.getTitle()?G.getTitle():d.defaultFilename,(G.constructor==DriveFile&&null!=G.sync&&G.sync.isConnected()||!/(\.html)$/i.test(E)&&!/(\.svg)$/i.test(E))&&this.addMenuItems(t,["-","properties"]));this.addMenuItems(t, -["-","pageSetup"],q);mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(t,["print"],q);this.addMenuItems(t,["-","close"])}})));l.prototype.execute=function(){var t=this.ui.editor.graph;this.customFonts=this.prevCustomFonts;this.prevCustomFonts=this.ui.menus.customFonts;this.ui.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts));this.extFonts=this.previousExtFonts;for(var q=t.extFonts,G=0;null!=q&&G<q.length;G++){var E=document.getElementById("extFont_"+q[G].name); -null!=E&&E.parentNode.removeChild(E)}t.extFonts=[];for(G=0;null!=this.previousExtFonts&&G<this.previousExtFonts.length;G++)this.ui.editor.graph.addExtFont(this.previousExtFonts[G].name,this.previousExtFonts[G].url);this.previousExtFonts=q};this.put("fontFamily",new Menu(mxUtils.bind(this,function(t,q){for(var G=mxUtils.bind(this,function(Q,W,X,n,B){var J=d.editor.graph;n=this.styleChange(t,n||Q,"1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY], -"1"!=urlParams["ext-fonts"]?[Q,null!=W?encodeURIComponent(W):null,null]:[Q],null,q,function(){"1"!=urlParams["ext-fonts"]?J.setFont(Q,W):(document.execCommand("fontname",!1,Q),J.addExtFont(Q,W));d.fireEvent(new mxEventObject("styleChanged","keys","1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY],"values","1"!=urlParams["ext-fonts"]?[Q,null!=W?encodeURIComponent(W):null,null]:[Q],"cells",[J.cellEditor.getEditingCell()]))},function(){J.updateLabelElements(J.getSelectionCells(), -function(P){P.removeAttribute("face");P.style.fontFamily=null;"PRE"==P.nodeName&&J.replaceElement(P,"div")});"1"==urlParams["ext-fonts"]&&J.addExtFont(Q,W)});X&&(X=document.createElement("span"),X.className="geSprite geSprite-delete",X.style.cursor="pointer",X.style.display="inline-block",n.firstChild.nextSibling.nextSibling.appendChild(X),mxEvent.addListener(X,mxClient.IS_POINTER?"pointerup":"mouseup",mxUtils.bind(this,function(P){if("1"!=urlParams["ext-fonts"]){delete Graph.recentCustomFonts[Q.toLowerCase()]; -for(var M=0;M<this.customFonts.length;M++)if(this.customFonts[M].name==Q&&this.customFonts[M].url==W){this.customFonts.splice(M,1);d.fireEvent(new mxEventObject("customFontsChanged"));break}}else{var V=mxUtils.clone(this.editorUi.editor.graph.extFonts);if(null!=V&&0<V.length)for(M=0;M<V.length;M++)if(V[M].name==Q){V.splice(M,1);break}var T=mxUtils.clone(this.customFonts);for(M=0;M<T.length;M++)if(T[M].name==Q){T.splice(M,1);break}M=new l(this.editorUi,V,T);this.editorUi.editor.graph.model.execute(M)}this.editorUi.hideCurrentMenu(); -mxEvent.consume(P)})));Graph.addFont(Q,W);n.firstChild.nextSibling.style.fontFamily=Q;null!=B&&n.setAttribute("title",B)}),E={},F=0;F<this.defaultFonts.length;F++){var H=this.defaultFonts[F];"string"===typeof H?G(H):null!=H.fontFamily&&null!=H.fontUrl&&(E[encodeURIComponent(H.fontFamily)+"@"+encodeURIComponent(H.fontUrl)]=!0,G(H.fontFamily,H.fontUrl))}t.addSeparator(q);if("1"!=urlParams["ext-fonts"]){H=function(Q){var W=encodeURIComponent(Q.name)+(null==Q.url?"":"@"+encodeURIComponent(Q.url));if(!E[W]){for(var X= -Q.name,n=0;null!=O[X.toLowerCase()];)X=Q.name+" ("+ ++n+")";null==C[W]&&(I.push({name:Q.name,url:Q.url,label:X,title:Q.url}),O[X.toLowerCase()]=Q,C[W]=Q)}};var C={},O={},I=[];for(F=0;F<this.customFonts.length;F++)H(this.customFonts[F]);for(var S in Graph.recentCustomFonts)H(Graph.recentCustomFonts[S]);I.sort(function(Q,W){return Q.label<W.label?-1:Q.label>W.label?1:0});if(0<I.length){for(F=0;F<I.length;F++)G(I[F].name,I[F].url,!0,I[F].label,I[F].url);t.addSeparator(q)}t.addItem(mxResources.get("reset"), -null,mxUtils.bind(this,function(){Graph.recentCustomFonts={};this.customFonts=[];d.fireEvent(new mxEventObject("customFontsChanged"))}),q);t.addSeparator(q)}else{S=this.editorUi.editor.graph.extFonts;if(null!=S&&0<S.length){H={};var R=!1;for(F=0;F<this.customFonts.length;F++)H[this.customFonts[F].name]=!0;for(F=0;F<S.length;F++)H[S[F].name]||(this.customFonts.push(S[F]),R=!0);R&&this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts))}if(0<this.customFonts.length){for(F= -0;F<this.customFonts.length;F++)S=this.customFonts[F].name,H=this.customFonts[F].url,G(S,H,!0),this.editorUi.editor.graph.addExtFont(S,H,!0);t.addSeparator(q);t.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){var Q=new l(this.editorUi,[],[]);d.editor.graph.model.execute(Q)}),q);t.addSeparator(q)}}t.addItem(mxResources.get("custom")+"...",null,mxUtils.bind(this,function(){var Q=this.editorUi.editor.graph,W=Q.getStylesheet().getDefaultVertexStyle()[mxConstants.STYLE_FONTFAMILY],X= -"s",n=null;if("1"!=urlParams["ext-fonts"]&&Q.isEditing()){var B=Q.getSelectedEditingElement();null!=B&&(B=mxUtils.getCurrentStyle(B),null!=B&&(W=Graph.stripQuotes(B.fontFamily),n=Graph.getFontUrl(W,null),null!=n&&(Graph.isGoogleFontUrl(n)?(n=null,X="g"):X="w")))}else B=Q.getView().getState(Q.getSelectionCell()),null!=B&&(W=B.style[mxConstants.STYLE_FONTFAMILY]||W,"1"!=urlParams["ext-fonts"]?(B=B.style.fontSource,null!=B&&(B=decodeURIComponent(B),Graph.isGoogleFontUrl(B)?X="g":(X="w",n=B))):(X=B.style.FType|| -X,"w"==X&&(n=this.editorUi.editor.graph.extFonts,B=null,null!=n&&(B=n.find(function(P){return P.name==W})),n=null!=B?B.url:mxResources.get("urlNotFound",null,"URL not found"))));null!=n&&n.substring(0,PROXY_URL.length)==PROXY_URL&&(n=decodeURIComponent(n.substr((PROXY_URL+"?url=").length)));var J=null;document.activeElement==Q.cellEditor.textarea&&(J=Q.cellEditor.saveSelection());X=new FontDialog(this.editorUi,W,n,X,mxUtils.bind(this,function(P,M,V){null!=J&&(Q.cellEditor.restoreSelection(J),J=null); -if(null!=P&&0<P.length)if("1"!=urlParams["ext-fonts"]&&Q.isEditing())Q.setFont(P,M);else{Q.getModel().beginUpdate();try{Q.stopEditing(!1);"1"!=urlParams["ext-fonts"]?(Q.setCellStyles(mxConstants.STYLE_FONTFAMILY,P),Q.setCellStyles("fontSource",null!=M?encodeURIComponent(M):null),Q.setCellStyles("FType",null)):(Q.setCellStyles(mxConstants.STYLE_FONTFAMILY,P),"s"!=V&&(Q.setCellStyles("FType",V),0==M.indexOf("http://")&&(M=PROXY_URL+"?url="+encodeURIComponent(M)),this.editorUi.editor.graph.addExtFont(P, -M)));V=!0;for(var T=0;T<this.customFonts.length;T++)if(this.customFonts[T].name==P){V=!1;break}V&&(this.customFonts.push({name:P,url:M}),this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts)))}finally{Q.getModel().endUpdate()}}}));this.editorUi.showDialog(X.container,380,Editor.enableWebFonts?250:180,!0,!0);X.init()}),q,null,!0)})))}})();function DiagramPage(b,f){this.node=b;null!=f?this.node.setAttribute("id",f):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; -DiagramPage.prototype.setName=function(b){null==b?this.node.removeAttribute("name"):this.node.setAttribute("name",b)};function RenamePage(b,f,l){this.ui=b;this.page=f;this.previous=this.name=l}RenamePage.prototype.execute=function(){var b=this.page.getName();this.page.setName(this.previous);this.name=this.previous;this.previous=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageRenamed"))}; -function MovePage(b,f,l){this.ui=b;this.oldIndex=f;this.newIndex=l}MovePage.prototype.execute=function(){this.ui.pages.splice(this.newIndex,0,this.ui.pages.splice(this.oldIndex,1)[0]);var b=this.oldIndex;this.oldIndex=this.newIndex;this.newIndex=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageMoved"))}; -function SelectPage(b,f,l){this.ui=b;this.previousPage=this.page=f;this.neverShown=!0;null!=f&&(this.neverShown=null==f.viewState,this.ui.updatePageRoot(f),null!=l&&(f.viewState=l,this.neverShown=!1))} -SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var f=this.ui.editor,l=f.graph,d=Graph.compressNode(f.getGraphXml(!0));mxUtils.setTextContent(b.node,d);b.viewState=l.getViewState();b.root=l.model.root;null!=b.model&&b.model.rootChanged(b.root);l.view.clear(b.root,!0);l.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;l.model.prefix=Editor.guid()+"-";l.model.rootChanged(b.root); -l.setViewState(b.viewState);l.gridEnabled=l.gridEnabled&&(!this.ui.editor.isChromelessView()||"1"==urlParams.grid);f.updateGraphComponents();l.view.validate();l.blockMathRender=!0;l.sizeDidChange();l.blockMathRender=!1;this.neverShown&&(this.neverShown=!1,l.selectUnlockedLayer());f.graph.fireEvent(new mxEventObject(mxEvent.ROOT));f.fireEvent(new mxEventObject("pageSelected","change",this))}}; -function ChangePage(b,f,l,d,v){SelectPage.call(this,b,l);this.relatedPage=f;this.index=d;this.previousIndex=null;this.noSelect=v}mxUtils.extend(ChangePage,SelectPage); +function(){v.model.beginUpdate();try{var t=v.model.cells,m=0,F=[],J=[],M;for(M in t){var H=t[M],G=v.getCurrentCellStyle(H)[mxConstants.STYLE_IMAGE];null!=G&&"data:"==G.substring(0,5)&&(null==F[G]&&(F[G]=(F[G]||0)+1,m++),J.push(H))}v.setCellStyles(mxConstants.STYLE_IMAGE,null,J);console.log("Removed",m,"image(s) from",J.length,"cell(s): ",[J,F])}finally{v.model.endUpdate()}}));d.actions.addAction("testInspect",mxUtils.bind(this,function(){console.log(d,v.getModel())}));d.actions.addAction("testXmlImageExport", +mxUtils.bind(this,function(){var t=new mxImageExport,m=v.getGraphBounds(),F=v.view.scale,J=mxUtils.createXmlDocument(),M=J.createElement("output");J.appendChild(M);J=new mxXmlCanvas2D(M);J.translate(Math.floor((1-m.x)/F),Math.floor((1-m.y)/F));J.scale(1/F);var H=0,G=J.save;J.save=function(){H++;G.apply(this,arguments)};var E=J.restore;J.restore=function(){H--;E.apply(this,arguments)};var P=t.drawShape;t.drawShape=function(T){mxLog.debug("entering shape",T,H);P.apply(this,arguments);mxLog.debug("leaving shape", +T,H)};t.drawState(v.getView().getState(v.model.root),J);mxLog.show();mxLog.debug(mxUtils.getXml(M));mxLog.debug("stateCounter",H)}));d.actions.addAction("testShowConsole",function(){mxLog.isVisible()?mxLog.window.fit():mxLog.show();mxLog.window.div.style.zIndex=mxPopupMenu.prototype.zIndex-2});this.put("testDevelop",new Menu(mxUtils.bind(this,function(t,m){this.addMenuItems(t,"createSidebarEntry showBoundingBox - testInspectPages testFixPages - testCheckFile testDiff - testInspect testOptimize - testXmlImageExport - testShowConsole".split(" "), +m)})))}d.actions.addAction("shapes...",function(){mxClient.IS_CHROMEAPP||!d.isOffline()?d.showDialog((new MoreShapesDialog(d,!0)).container,640,isLocalStorage?mxClient.IS_IOS?480:460:440,!0,!0):d.showDialog((new MoreShapesDialog(d,!1)).container,360,isLocalStorage?mxClient.IS_IOS?300:280:260,!0,!0)});d.actions.put("createShape",new Action(mxResources.get("shape")+"...",function(t){v.isEnabled()&&(t=new mxCell("",new mxGeometry(0,0,120,120),d.defaultCustomShapeStyle),t.vertex=!0,t=new EditShapeDialog(d, +t,mxResources.get("editShape")+":",630,400),d.showDialog(t.container,640,480,!0,!1),t.init())})).isEnabled=x;d.actions.put("embedHtml",new Action(mxResources.get("html")+"...",function(){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(t){d.spinner.stop();d.showHtmlDialog(mxResources.get("create"),"https://www.diagrams.net/doc/faq/embed-html-options",t,function(m,F,J,M,H,G,E,P,T,W,U){d.createHtml(m,F,J,M,H,G,E,P,T,W,U,mxUtils.bind(this,function(V, +l){var A=new EmbedDialog(d,V+"\n"+l,null,null,function(){var L=window.open(),Q=L.document;if(null!=Q){"CSS1Compat"===document.compatMode&&Q.writeln("<!DOCTYPE html>");Q.writeln("<html>");Q.writeln("<head><title>"+encodeURIComponent(mxResources.get("preview"))+'</title><meta charset="utf-8"></head>');Q.writeln("<body>");Q.writeln(V);var O=mxClient.IS_IE||mxClient.IS_EDGE||null!=document.documentMode;O&&Q.writeln(l);Q.writeln("</body>");Q.writeln("</html>");Q.close();if(!O){var R=L.document.createElement("div"); +R.marginLeft="26px";R.marginTop="26px";mxUtils.write(R,mxResources.get("updatingDocument"));O=L.document.createElement("img");O.setAttribute("src",window.location.protocol+"//"+window.location.hostname+"/"+IMAGE_PATH+"/spin.gif");O.style.marginLeft="6px";R.appendChild(O);L.document.body.insertBefore(R,L.document.body.firstChild);window.setTimeout(function(){var S=document.createElement("script");S.type="text/javascript";S.src=/<script.*?src="(.*?)"/.exec(l)[1];Q.body.appendChild(S);R.parentNode.removeChild(R)}, +20)}}else d.handleError({message:mxResources.get("errorUpdatingPreview")})});d.showDialog(A.container,450,240,!0,!0);A.init()}))})})}));d.actions.put("liveImage",new Action("Live image...",function(){var t=d.getCurrentFile();null!=t&&d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(m){d.spinner.stop();null!=m?(m=new EmbedDialog(d,'<img src="'+(t.constructor!=DriveFile?m:"https://drive.google.com/uc?id="+t.getId())+'"/>'),d.showDialog(m.container, +450,240,!0,!0),m.init()):d.handleError({message:mxResources.get("invalidPublicUrl")})})}));d.actions.put("embedImage",new Action(mxResources.get("image")+"...",function(){d.showEmbedImageDialog(function(t,m,F,J,M,H){d.spinner.spin(document.body,mxResources.get("loading"))&&d.createEmbedImage(t,m,F,J,M,H,function(G){d.spinner.stop();G=new EmbedDialog(d,G);d.showDialog(G.container,450,240,!0,!0);G.init()},function(G){d.spinner.stop();d.handleError(G)})},mxResources.get("image"),mxResources.get("retina"), +d.isExportToCanvas())}));d.actions.put("embedSvg",new Action(mxResources.get("formatSvg")+"...",function(){d.showEmbedImageDialog(function(t,m,F,J,M,H){d.spinner.spin(document.body,mxResources.get("loading"))&&d.createEmbedSvg(t,m,F,J,M,H,function(G){d.spinner.stop();G=new EmbedDialog(d,G);d.showDialog(G.container,450,240,!0,!0);G.init()},function(G){d.spinner.stop();d.handleError(G)})},mxResources.get("formatSvg"),mxResources.get("image"),!0,"https://www.diagrams.net/doc/faq/embed-svg.html")})); +d.actions.put("embedIframe",new Action(mxResources.get("iframe")+"...",function(){var t=v.getGraphBounds();d.showPublishLinkDialog(mxResources.get("iframe"),null,"100%",Math.ceil(t.height/v.view.scale)+2,function(m,F,J,M,H,G,E,P,T){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(W){d.spinner.stop();var U=[];T&&U.push("tags=%7B%7D");W=new EmbedDialog(d,'<iframe frameborder="0" style="width:'+E+";height:"+P+';" src="'+d.createLink(m,F,J,M,H,G,W,null, +U)+'"></iframe>');d.showDialog(W.container,450,240,!0,!0);W.init()})},!0)}));d.actions.put("embedNotion",new Action(mxResources.get("notion")+"...",function(){var t=document.createElement("div");t.style.position="absolute";t.style.bottom="30px";t.style.textAlign="center";t.style.width="100%";t.style.left="0px";var m=document.createElement("a");m.setAttribute("href","javascript:void(0);");m.setAttribute("target","_blank");m.style.cursor="pointer";mxUtils.write(m,mxResources.get("getNotionChromeExtension")); +t.appendChild(m);mxEvent.addListener(m,"click",function(F){d.openLink("https://chrome.google.com/webstore/detail/drawio-for-notion/plhaalebpkihaccllnkdaokdoeaokmle");mxEvent.consume(F)});d.showPublishLinkDialog(mxResources.get("notion"),null,null,null,function(F,J,M,H,G,E,P,T,W){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(U){d.spinner.stop();var V=["border=0"];W&&V.push("tags=%7B%7D");U=new EmbedDialog(d,d.createLink(F,J,M,H,G,E,U,null,V,!0)); +d.showDialog(U.container,450,240,!0,!0);U.init()})},!0,"https://www.diagrams.net/blog/drawio-notion",t)}));d.actions.put("publishLink",new Action(mxResources.get("link")+"...",function(){d.showPublishLinkDialog(null,null,null,null,function(t,m,F,J,M,H,G,E,P){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(),function(T){d.spinner.stop();var W=[];P&&W.push("tags=%7B%7D");T=new EmbedDialog(d,d.createLink(t,m,F,J,M,H,T,null,W));d.showDialog(T.container,450,240, +!0,!0);T.init()})})}));d.actions.addAction("microsoftOffice...",function(){d.openLink("https://office.draw.io")});d.actions.addAction("googleDocs...",function(){d.openLink("http://docsaddon.draw.io")});d.actions.addAction("googleSlides...",function(){d.openLink("https://slidesaddon.draw.io")});d.actions.addAction("googleSheets...",function(){d.openLink("https://sheetsaddon.draw.io")});d.actions.addAction("googleSites...",function(){d.spinner.spin(document.body,mxResources.get("loading"))&&d.getPublicUrl(d.getCurrentFile(), +function(t){d.spinner.stop();t=new GoogleSitesDialog(d,t);d.showDialog(t.container,420,256,!0,!0);t.init()})});if(isLocalStorage||mxClient.IS_CHROMEAPP)e=d.actions.addAction("scratchpad",function(){d.toggleScratchpad()}),e.setToggleAction(!0),e.setSelectedCallback(function(){return null!=d.scratchpad}),"0"!=urlParams.plugins&&d.actions.addAction("plugins...",function(){d.showDialog((new PluginsDialog(d)).container,380,240,!0,!1)});e=d.actions.addAction("search",function(){var t=d.sidebar.isEntryVisible("search"); +d.sidebar.showPalette("search",!t);isLocalStorage&&(mxSettings.settings.search=!t,mxSettings.save())});e.label=mxResources.get("searchShapes");e.setToggleAction(!0);e.setSelectedCallback(function(){return d.sidebar.isEntryVisible("search")});"1"==urlParams.embed&&(d.actions.get("save").funct=function(t){v.isEditing()&&v.stopEditing();var m="0"!=urlParams.pages||null!=d.pages&&1<d.pages.length?d.getFileData(!0):mxUtils.getXml(d.editor.getGraphXml());if("json"==urlParams.proto){var F=d.createLoadMessage("save"); +F.xml=m;t&&(F.exit=!0);m=JSON.stringify(F)}(window.opener||window.parent).postMessage(m,"*");"0"!=urlParams.modified&&"1"!=urlParams.keepmodified&&(d.editor.modified=!1,d.editor.setStatus(""));t=d.getCurrentFile();null==t||t.constructor==EmbedFile||t.constructor==LocalFile&&null==t.mode||d.saveFile()},d.actions.addAction("saveAndExit",function(){"1"==urlParams.toSvg?d.sendEmbeddedSvgExport():d.actions.get("save").funct(!0)}).label="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit"), +d.actions.addAction("exit",function(){if("1"==urlParams.embedInline)d.sendEmbeddedSvgExport();else{var t=function(){d.editor.modified=!1;var m="json"==urlParams.proto?JSON.stringify({event:"exit",modified:d.editor.modified}):"";(window.opener||window.parent).postMessage(m,"*")};d.editor.modified?d.confirm(mxResources.get("allChangesLost"),null,t,mxResources.get("cancel"),mxResources.get("discardChanges")):t()}}));this.put("exportAs",new Menu(mxUtils.bind(this,function(t,m){d.isExportToCanvas()?(this.addMenuItems(t, +["exportPng"],m),d.jpgSupported&&this.addMenuItems(t,["exportJpg"],m)):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(t,["exportPng","exportJpg"],m);this.addMenuItems(t,["exportSvg","-"],m);d.isOffline()||d.printPdfExport?this.addMenuItems(t,["exportPdf"],m):d.isOffline()||mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(t,["exportPdf"],m);mxClient.IS_IE||"undefined"===typeof VsdxExport&&d.isOffline()||this.addMenuItems(t,["exportVsdx"],m);this.addMenuItems(t,["-", +"exportHtml","exportXml","exportUrl"],m);d.isOffline()||(t.addSeparator(m),this.addMenuItem(t,"export",m).firstChild.nextSibling.innerHTML=mxResources.get("advanced")+"...")})));this.put("importFrom",new Menu(mxUtils.bind(this,function(t,m){function F(H){H.pickFile(function(G){d.spinner.spin(document.body,mxResources.get("loading"))&&H.getFile(G,function(E){var P="data:image/"==E.getData().substring(0,11)?M(E.getTitle()):"text/xml";/\.svg$/i.test(E.getTitle())&&!d.editor.isDataSvg(E.getData())&&(E.setData(Editor.createSvgDataUri(E.getData())), +P="image/svg+xml");J(E.getData(),P,E.getTitle())},function(E){d.handleError(E,null!=E?mxResources.get("errorLoadingFile"):null)},H==d.drive)},!0)}var J=mxUtils.bind(this,function(H,G,E){var P=v.view,T=v.getGraphBounds(),W=v.snap(Math.ceil(Math.max(0,T.x/P.scale-P.translate.x)+4*v.gridSize)),U=v.snap(Math.ceil(Math.max(0,(T.y+T.height)/P.scale-P.translate.y)+4*v.gridSize));"data:image/"==H.substring(0,11)?d.loadImage(H,mxUtils.bind(this,function(V){var l=!0,A=mxUtils.bind(this,function(){d.resizeImage(V, +H,mxUtils.bind(this,function(L,Q,O){L=l?Math.min(1,Math.min(d.maxImageSize/Q,d.maxImageSize/O)):1;d.importFile(H,G,W,U,Math.round(Q*L),Math.round(O*L),E,function(R){d.spinner.stop();v.setSelectionCells(R);v.scrollCellToVisible(v.getSelectionCell())})}),l)});H.length>d.resampleThreshold?d.confirmImageResize(function(L){l=L;A()}):A()}),mxUtils.bind(this,function(){d.handleError({message:mxResources.get("cannotOpenFile")})})):d.importFile(H,G,W,U,0,0,E,function(V){d.spinner.stop();v.setSelectionCells(V); +v.scrollCellToVisible(v.getSelectionCell())})}),M=mxUtils.bind(this,function(H){var G="text/xml";/\.png$/i.test(H)?G="image/png":/\.jpe?g$/i.test(H)?G="image/jpg":/\.gif$/i.test(H)?G="image/gif":/\.pdf$/i.test(H)&&(G="application/pdf");return G});"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=d.drive?t.addItem(mxResources.get("googleDrive")+"...",null,function(){F(d.drive)},m):B&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+ +"...)",null,function(){},m,null,!1));null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){F(d.oneDrive)},m):K&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){F(d.dropbox)},m):D&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null, +function(){},m,null,!1);t.addSeparator(m);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){F(d.gitHub)},m);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){F(d.gitLab)},m);null!=d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){F(d.trello)},m):c&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);t.addSeparator(m);isLocalStorage&&"0"!=urlParams.browser&& +t.addItem(mxResources.get("browser")+"...",null,function(){d.importLocalFile(!1)},m);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.importLocalFile(!0)},m);d.isOffline()||(t.addSeparator(m),t.addItem(mxResources.get("url")+"...",null,function(){var H=new FilenameDialog(d,"",mxResources.get("import"),function(G){if(null!=G&&0<G.length&&d.spinner.spin(document.body,mxResources.get("loading"))){var E=/(\.png)($|\?)/i.test(G)?"image/png":"text/xml";d.editor.loadUrl(PROXY_URL+ +"?url="+encodeURIComponent(G),function(P){J(P,E,G)},function(){d.spinner.stop();d.handleError(null,mxResources.get("errorLoadingFile"))},"image/png"==E)}},mxResources.get("url"));d.showDialog(H.container,300,80,!0,!0);H.init()},m))}))).isEnabled=x;this.put("theme",new Menu(mxUtils.bind(this,function(t,m){var F="1"==urlParams.sketch?"sketch":mxSettings.getUi(),J=t.addItem(mxResources.get("automatic"),null,function(){d.setCurrentTheme("")},m);"kennedy"!=F&&"atlas"!=F&&"dark"!=F&&"min"!=F&&"sketch"!= +F&&t.addCheckmark(J,Editor.checkmarkImage);t.addSeparator(m);J=t.addItem(mxResources.get("default"),null,function(){d.setCurrentTheme("kennedy")},m);"kennedy"!=F&&"dark"!=F||t.addCheckmark(J,Editor.checkmarkImage);J=t.addItem(mxResources.get("minimal"),null,function(){d.setCurrentTheme("min")},m);"min"==F&&t.addCheckmark(J,Editor.checkmarkImage);J=t.addItem(mxResources.get("atlas"),null,function(){d.setCurrentTheme("atlas")},m);"atlas"==F&&t.addCheckmark(J,Editor.checkmarkImage);J=t.addItem(mxResources.get("sketch"), +null,function(){d.setCurrentTheme("sketch")},m);"sketch"==F&&t.addCheckmark(J,Editor.checkmarkImage);t.addSeparator(m);("1"!=urlParams.embedInline&&Editor.isDarkMode()||!mxClient.IS_IE&&!mxClient.IS_IE11)&&this.addMenuItems(t,["toggleDarkMode"],m)})));e=this.editorUi.actions.addAction("rename...",mxUtils.bind(this,function(){var t=this.editorUi.getCurrentFile();if(null!=t)if(t.constructor==LocalFile&&null!=t.fileHandle)d.showSaveFilePicker(mxUtils.bind(d,function(F,J){t.invalidFileHandle=null;t.fileHandle= +F;t.title=J.name;t.desc=J;d.save(J.name)}),null,d.createFileSystemOptions(t.getTitle()));else{var m=null!=t.getTitle()?t.getTitle():this.editorUi.defaultFilename;m=new FilenameDialog(this.editorUi,m,mxResources.get("rename"),mxUtils.bind(this,function(F){null!=F&&0<F.length&&null!=t&&F!=t.getTitle()&&this.editorUi.spinner.spin(document.body,mxResources.get("renaming"))&&t.rename(F,mxUtils.bind(this,function(J){this.editorUi.spinner.stop()}),mxUtils.bind(this,function(J){this.editorUi.handleError(J, +null!=J?mxResources.get("errorRenamingFile"):null)}))}),t.constructor==DriveFile||t.constructor==StorageFile?mxResources.get("diagramName"):null,function(F){if(null!=F&&0<F.length)return!0;d.showError(mxResources.get("error"),mxResources.get("invalidName"),mxResources.get("ok"));return!1},null,null,null,null,d.editor.fileExtensions);this.editorUi.showDialog(m.container,340,96,!0,!0);m.init()}}));e.isEnabled=function(){return this.enabled&&x.apply(this,arguments)};e.visible="1"!=urlParams.embed;d.actions.addAction("makeCopy...", +mxUtils.bind(this,function(){var t=d.getCurrentFile();if(null!=t){var m=d.getCopyFilename(t);t.constructor==DriveFile?(m=new CreateDialog(d,m,mxUtils.bind(this,function(F,J){"_blank"==J?d.editor.editAsNew(d.getFileData(),F):("download"==J&&(J=App.MODE_GOOGLE),null!=F&&0<F.length&&(J==App.MODE_GOOGLE?d.spinner.spin(document.body,mxResources.get("saving"))&&t.saveAs(F,mxUtils.bind(this,function(M){t.desc=M;t.save(!1,mxUtils.bind(this,function(){d.spinner.stop();t.setModified(!1);t.addAllSavedStatus()}), +mxUtils.bind(this,function(H){d.handleError(H)}))}),mxUtils.bind(this,function(M){d.handleError(M)})):d.createFile(F,d.getFileData(!0),null,J)))}),mxUtils.bind(this,function(){d.hideDialog()}),mxResources.get("makeCopy"),mxResources.get("create"),null,null,!0,null,!0,null,null,null,null,d.editor.fileExtensions),d.showDialog(m.container,420,380,!0,!0),m.init()):d.editor.editAsNew(this.editorUi.getFileData(!0),m)}}));d.actions.put("openFolder",new Action(mxResources.get("openIt",[mxResources.get("folder")])+ +"...",function(t,m){d.appIconClicked(m)}));d.actions.addAction("moveToFolder...",mxUtils.bind(this,function(){var t=d.getCurrentFile();if(t.getMode()==App.MODE_GOOGLE||t.getMode()==App.MODE_ONEDRIVE){var m=!1;if(t.getMode()==App.MODE_GOOGLE&&null!=t.desc.parents)for(var F=0;F<t.desc.parents.length;F++)if(t.desc.parents[F].isRoot){m=!0;break}d.pickFolder(t.getMode(),mxUtils.bind(this,function(J){d.spinner.spin(document.body,mxResources.get("moving"))&&t.move(J,mxUtils.bind(this,function(M){d.spinner.stop()}), +mxUtils.bind(this,function(M){d.handleError(M)}))}),null,!0,m)}}));this.put("publish",new Menu(mxUtils.bind(this,function(t,m){this.addMenuItems(t,["publishLink"],m)})));d.actions.put("useOffline",new Action(mxResources.get("useOffline")+"...",function(){d.openLink("https://app.draw.io/")}));this.editorUi.actions.addAction("share...",mxUtils.bind(this,function(){try{var t=d.getCurrentFile();null!=t&&t.share()}catch(m){d.handleError(m)}}));this.put("embed",new Menu(mxUtils.bind(this,function(t,m){var F= +d.getCurrentFile();null==F||F.getMode()!=App.MODE_GOOGLE&&F.getMode()!=App.MODE_GITHUB||!/(\.png)$/i.test(F.getTitle())||this.addMenuItems(t,["liveImage","-"],m);this.addMenuItems(t,["embedImage","embedSvg","-","embedHtml"],m);navigator.standalone||d.isOffline()||this.addMenuItems(t,["embedIframe"],m);"1"==urlParams.embed||d.isOffline()||this.addMenuItems(t,"- googleDocs googleSlides googleSheets - microsoftOffice - embedNotion".split(" "),m)})));d.addInsertItem=function(t,m,F,J){("plantUml"!=J|| +EditorUi.enablePlantUml&&!d.isOffline())&&t.addItem(F,null,mxUtils.bind(this,function(){if("fromText"==J||"formatSql"==J||"plantUml"==J||"mermaid"==J){var M=new ParseDialog(d,F,J);d.showDialog(M.container,620,420,!0,!1);d.dialog.container.style.overflow="auto"}else M=new CreateGraphDialog(d,F,J),d.showDialog(M.container,620,420,!0,!1);M.init()}),m,null,x())};var C=function(t){v.getModel().beginUpdate();try{t=v.addCell(t),v.fireEvent(new mxEventObject("cellsInserted","cells",[t]))}finally{v.getModel().endUpdate()}v.scrollCellToVisible(t); +v.setSelectionCell(t);v.container.focus();v.editAfterInsert&&v.startEditing(t);window.setTimeout(function(){null!=d.hoverIcons&&d.hoverIcons.update(v.view.getState(t))},0);return t},u=function(t,m,F,J,M){t=new mxCell(t,new mxGeometry(0,0,m,F),J);t.vertex=!0;null==M&&(M=v.getCenterInsertPoint(v.getBoundingBoxFromGeometry([t],!0)));t.geometry.x=M.x;t.geometry.y=M.y;return C(t)};d.actions.put("insertText",new Action(mxResources.get("text"),function(t){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&& +v.startEditingAtCell(u("Text",40,20,"text;html=1;resizable=0;autosize=1;align=center;verticalAlign=middle;points=[];fillColor=none;strokeColor=none;rounded=0;",null==t||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)?null:v.getInsertPoint()))},null,null,Editor.ctrlKey+"+Shift+X/A")).isEnabled=x;d.actions.put("insertRectangle",new Action(mxResources.get("rectangle"),function(t){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&u("",120,60,"whiteSpace=wrap;html=1;",null==t||mxEvent.isControlDown(t)|| +mxEvent.isMetaDown(t)?null:v.getInsertPoint())},null,null,"D")).isEnabled=x;d.actions.put("insertNote",new Action(mxResources.get("note"),function(t){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&u("",140,160,"shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;fontColor=#000000;darkOpacity=0.05;fillColor=#FFF9B2;strokeColor=none;fillStyle=solid;direction=west;gradientDirection=north;gradientColor=#FFF2A1;shadow=1;size=20;pointerEvents=1;",null==t||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)? +null:v.getInsertPoint())},null,null,"S")).isEnabled=x;d.actions.put("insertEllipse",new Action(mxResources.get("ellipse"),function(t){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&u("",80,80,"ellipse;whiteSpace=wrap;html=1;",null==t||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)?null:v.getInsertPoint())},null,null,"F")).isEnabled=x;d.actions.put("insertRhombus",new Action(mxResources.get("rhombus"),function(t){v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())&&u("",80,80,"rhombus;whiteSpace=wrap;html=1;", +null==t||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)?null:v.getInsertPoint())})).isEnabled=x;d.actions.put("insertEdge",new Action(mxResources.get("line"),function(t){if(v.isEnabled()&&!v.isCellLocked(v.getDefaultParent())){var m=v.defaultEdgeLength;t=null==t||mxEvent.isControlDown(t)||mxEvent.isMetaDown(t)?null:v.getInsertPoint();null==t&&(t=v.getCenterInsertPoint(v.getBoundingBoxFromGeometry([F],!0)));var F=new mxCell("",new mxGeometry(0,0,m,0),"edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;"); +F.geometry.setTerminalPoint(t,!0);F.geometry.setTerminalPoint(new mxPoint(t.x+F.geometry.width,t.y),!1);F.geometry.points=[];F.geometry.relative=!0;F.edge=!0;C(F)}},null,null,"C")).isEnabled=x;d.addInsertMenuItems=mxUtils.bind(this,function(t,m,F){for(var J=0;J<F.length;J++)"-"==F[J]?t.addSeparator(m):d.addInsertItem(t,m,mxResources.get(F[J])+"...",F[J])});this.put("insert",new Menu(mxUtils.bind(this,function(t,m){this.addMenuItems(t,"insertRectangle insertEllipse insertRhombus - insertEdge insertNote - insertText insertLink - createShape insertFreehand - insertImage".split(" "), +m);d.insertTemplateEnabled&&!d.isOffline()&&this.addMenuItems(t,["insertTemplate"],m);t.addSeparator(m);this.addSubmenu("insertLayout",t,m,mxResources.get("layout"));this.addSubmenu("insertAdvanced",t,m,mxResources.get("advanced"))})));this.put("insertLayout",new Menu(mxUtils.bind(this,function(t,m){d.addInsertMenuItems(t,m,"horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "))})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(t,m){d.addInsertMenuItems(t, +m,["fromText","plantUml","mermaid","-","formatSql"]);t.addItem(mxResources.get("csv")+"...",null,function(){d.showImportCsvDialog()},m,null,x())})));this.put("openRecent",new Menu(function(t,m){var F=d.getRecent();if(null!=F){for(var J=0;J<F.length;J++)(function(M){var H=M.mode;H==App.MODE_GOOGLE?H="googleDrive":H==App.MODE_ONEDRIVE&&(H="oneDrive");t.addItem(M.title+" ("+mxResources.get(H)+")",null,function(){d.loadFile(M.id)},m)})(F[J]);t.addSeparator(m)}t.addItem(mxResources.get("reset"),null,function(){d.resetRecent()}, +m)}));this.put("openFrom",new Menu(function(t,m){null!=d.drive?t.addItem(mxResources.get("googleDrive")+"...",null,function(){d.pickFile(App.MODE_GOOGLE)},m):B&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){d.pickFile(App.MODE_ONEDRIVE)},m):K&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+ +" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){d.pickFile(App.MODE_DROPBOX)},m):D&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);t.addSeparator(m);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){d.pickFile(App.MODE_GITHUB)},m);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+ +"...",null,function(){d.pickFile(App.MODE_GITLAB)},m);null!=d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){d.pickFile(App.MODE_TRELLO)},m):c&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);t.addSeparator(m);isLocalStorage&&"0"!=urlParams.browser&&t.addItem(mxResources.get("browser")+"...",null,function(){d.pickFile(App.MODE_BROWSER)},m);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+ +"...",null,function(){d.pickFile(App.MODE_DEVICE)},m);d.isOffline()||(t.addSeparator(m),t.addItem(mxResources.get("url")+"...",null,function(){var F=new FilenameDialog(d,"",mxResources.get("open"),function(J){null!=J&&0<J.length&&(null==d.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(J):window.openWindow((mxClient.IS_CHROMEAPP?"https://www.draw.io/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(J)))},mxResources.get("url"));d.showDialog(F.container,300, +80,!0,!0);F.init()},m))}));Editor.enableCustomLibraries&&(this.put("newLibrary",new Menu(function(t,m){"undefined"!=typeof google&&"undefined"!=typeof google.picker&&(null!=d.drive?t.addItem(mxResources.get("googleDrive")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_GOOGLE)},m):B&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1));null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+ +"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_ONEDRIVE)},m):K&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_DROPBOX)},m):D&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){}, +m,null,!1);t.addSeparator(m);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_GITHUB)},m);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_GITLAB)},m);null!=d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_TRELLO)},m):c&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+ +" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);t.addSeparator(m);isLocalStorage&&"0"!=urlParams.browser&&t.addItem(mxResources.get("browser")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_BROWSER)},m);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.showLibraryDialog(null,null,null,null,App.MODE_DEVICE)},m)})),this.put("openLibraryFrom",new Menu(function(t,m){"undefined"!=typeof google&&"undefined"!=typeof google.picker&& +(null!=d.drive?t.addItem(mxResources.get("googleDrive")+"...",null,function(){d.pickLibrary(App.MODE_GOOGLE)},m):B&&"function"===typeof window.DriveClient&&t.addItem(mxResources.get("googleDrive")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1));null!=d.oneDrive?t.addItem(mxResources.get("oneDrive")+"...",null,function(){d.pickLibrary(App.MODE_ONEDRIVE)},m):K&&"function"===typeof window.OneDriveClient&&t.addItem(mxResources.get("oneDrive")+" ("+mxResources.get("loading")+"...)", +null,function(){},m,null,!1);null!=d.dropbox?t.addItem(mxResources.get("dropbox")+"...",null,function(){d.pickLibrary(App.MODE_DROPBOX)},m):D&&"function"===typeof window.DropboxClient&&t.addItem(mxResources.get("dropbox")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);t.addSeparator(m);null!=d.gitHub&&t.addItem(mxResources.get("github")+"...",null,function(){d.pickLibrary(App.MODE_GITHUB)},m);null!=d.gitLab&&t.addItem(mxResources.get("gitlab")+"...",null,function(){d.pickLibrary(App.MODE_GITLAB)}, +m);null!=d.trello?t.addItem(mxResources.get("trello")+"...",null,function(){d.pickLibrary(App.MODE_TRELLO)},m):c&&"function"===typeof window.TrelloClient&&t.addItem(mxResources.get("trello")+" ("+mxResources.get("loading")+"...)",null,function(){},m,null,!1);t.addSeparator(m);isLocalStorage&&"0"!=urlParams.browser&&t.addItem(mxResources.get("browser")+"...",null,function(){d.pickLibrary(App.MODE_BROWSER)},m);"1"!=urlParams.noDevice&&t.addItem(mxResources.get("device")+"...",null,function(){d.pickLibrary(App.MODE_DEVICE)}, +m);d.isOffline()||(t.addSeparator(m),t.addItem(mxResources.get("url")+"...",null,function(){var F=new FilenameDialog(d,"",mxResources.get("open"),function(J){if(null!=J&&0<J.length&&d.spinner.spin(document.body,mxResources.get("loading"))){var M=J;d.editor.isCorsEnabledForUrl(J)||(M=PROXY_URL+"?url="+encodeURIComponent(J));mxUtils.get(M,function(H){if(200<=H.getStatus()&&299>=H.getStatus()){d.spinner.stop();try{d.loadLibrary(new UrlLibrary(this,H.getText(),J))}catch(G){d.handleError(G,mxResources.get("errorLoadingFile"))}}else d.spinner.stop(), +d.handleError(null,mxResources.get("errorLoadingFile"))},function(){d.spinner.stop();d.handleError(null,mxResources.get("errorLoadingFile"))})}},mxResources.get("url"));d.showDialog(F.container,300,80,!0,!0);F.init()},m));"1"==urlParams.confLib&&(t.addSeparator(m),t.addItem(mxResources.get("confluenceCloud")+"...",null,function(){d.showRemotelyStoredLibrary(mxResources.get("libraries"))},m))})));this.put("edit",new Menu(mxUtils.bind(this,function(t,m){this.addMenuItems(t,"undo redo - cut copy copyAsImage paste delete - duplicate - findReplace - editData editTooltip - editStyle editGeometry - edit - editLink openLink - selectVertices selectEdges selectAll selectNone - lockUnlock".split(" "))}))); +e=d.actions.addAction("comments",mxUtils.bind(this,function(){if(null==this.commentsWindow)this.commentsWindow=new CommentsWindow(d,document.body.offsetWidth-380,120,300,350),this.commentsWindow.window.addListener("show",function(){d.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.addListener("hide",function(){d.fireEvent(new mxEventObject("comments"))}),this.commentsWindow.window.setVisible(!0),d.fireEvent(new mxEventObject("comments"));else{var t=!this.commentsWindow.window.isVisible(); +this.commentsWindow.window.setVisible(t);this.commentsWindow.refreshCommentsTime();t&&this.commentsWindow.hasError&&this.commentsWindow.refreshComments()}}));e.setToggleAction(!0);e.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.commentsWindow&&this.commentsWindow.window.isVisible()}));d.editor.addListener("fileLoaded",mxUtils.bind(this,function(){null!=this.commentsWindow&&(this.commentsWindow.destroy(),this.commentsWindow=null)}));e=this.get("viewPanels");var y=e.funct;e.funct= +function(t,m){y.apply(this,arguments);d.menus.addMenuItems(t,["tags"],m);d.commentsSupported()&&d.menus.addMenuItems(t,["comments"],m)};this.put("view",new Menu(mxUtils.bind(this,function(t,m){this.addMenuItems(t,(null!=this.editorUi.format?["formatPanel"]:[]).concat(["outline","layers","tags"]).concat(d.commentsSupported()?["comments","-"]:["-"]));this.addMenuItems(t,["-","search"],m);if(isLocalStorage||mxClient.IS_CHROMEAPP){var F=this.addMenuItem(t,"scratchpad",m);(!d.isOffline()||mxClient.IS_CHROMEAPP|| +EditorUi.isElectronApp)&&this.addLinkToItem(F,"https://www.diagrams.net/doc/faq/scratchpad")}this.addMenuItems(t,["shapes","-","pageView","pageScale"]);this.addSubmenu("units",t,m);this.addMenuItems(t,"- scrollbars tooltips ruler - grid guides".split(" "),m);mxClient.IS_SVG&&(null==document.documentMode||9<document.documentMode)&&this.addMenuItem(t,"shadowVisible",m);this.addMenuItems(t,"- connectionArrows connectionPoints - resetView zoomIn zoomOut".split(" "),m);"1"!=urlParams.sketch&&this.addMenuItems(t, +["-","fullscreen"],m)})));if(EditorUi.isElectronApp){var I="1"==urlParams.enableSpellCheck;e=d.actions.addAction("spellCheck",function(){d.toggleSpellCheck();I=!I;d.alert(mxResources.get("restartForChangeRequired"))});e.setToggleAction(!0);e.setSelectedCallback(function(){return I});var N="1"==urlParams.enableStoreBkp;e=d.actions.addAction("autoBkp",function(){d.toggleStoreBkp();N=!N});e.setToggleAction(!0);e.setSelectedCallback(function(){return N});d.actions.addAction("openDevTools",function(){d.openDevTools()}); +d.actions.addAction("drafts...",function(){var t=new FilenameDialog(d,EditorUi.draftSaveDelay/1E3+"",mxResources.get("apply"),mxUtils.bind(this,function(m){m=parseInt(m);0<=m&&(EditorUi.draftSaveDelay=1E3*m,EditorUi.enableDrafts=0<m,mxSettings.setDraftSaveDelay(m),mxSettings.save())}),mxResources.get("draftSaveInt"),null,null,null,null,null,null,50,250);d.showDialog(t.container,320,80,!0,!0);t.init()})}this.put("extras",new Menu(mxUtils.bind(this,function(t,m){"1"==urlParams.noLangIcon&&(this.addSubmenu("language", +t,m),t.addSeparator(m));"1"!=urlParams.embed&&(this.addSubmenu("theme",t,m),t.addSeparator(m));if("undefined"!==typeof MathJax){var F=this.addMenuItem(t,"mathematicalTypesetting",m);(!d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(F,"https://www.diagrams.net/doc/faq/math-typesetting")}EditorUi.isElectronApp&&this.addMenuItems(t,["spellCheck","autoBkp","drafts"],m);this.addMenuItems(t,["copyConnect","collapseExpand","-"],m);"1"!=urlParams.embed&&(F=d.getCurrentFile(), +null!=F&&F.isRealtimeEnabled()&&F.isRealtimeSupported()&&this.addMenuItems(t,["showRemoteCursors","shareCursor"],m),this.addMenuItems(t,["autosave"],m));t.addSeparator(m);!d.isOfflineApp()&&isLocalStorage&&this.addMenuItem(t,"plugins",m);this.addMenuItems(t,["-","editDiagram"],m);Graph.translateDiagram&&this.addMenuItems(t,["diagramLanguage"]);t.addSeparator(m);"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&this.addMenuItems(t,["showStartScreen"],m);this.addMenuItems(t,["configuration"], +m);t.addSeparator(m);"1"==urlParams.newTempDlg&&(d.actions.addAction("templates",function(){function J(H){return{id:H.id,isExt:!0,url:H.downloadUrl,title:H.title,imgUrl:H.thumbnailLink,changedBy:H.lastModifyingUserName,lastModifiedOn:H.modifiedDate}}var M=new TemplatesDialog(d,function(H){console.log(arguments)},null,null,null,"user",function(H,G,E){var P=new Date;P.setDate(P.getDate()-7);d.drive.listFiles(null,P,E?!0:!1,function(T){for(var W=[],U=0;U<T.items.length;U++)W.push(J(T.items[U]));H(W)}, +G)},function(H,G,E,P){d.drive.listFiles(H,null,P?!0:!1,function(T){for(var W=[],U=0;U<T.items.length;U++)W.push(J(T.items[U]));G(W)},E)},function(H,G,E){d.drive.getFile(H.id,function(P){G(P.data)},E)},null,function(H){H({Test:[]},1)},!0,!1);d.showDialog(M.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0)}),this.addMenuItem(t,"templates",m))})));this.put("file",new Menu(mxUtils.bind(this,function(t,m){if("1"==urlParams.embed)this.addSubmenu("importFrom",t,m),this.addSubmenu("exportAs", +t,m),this.addSubmenu("embed",t,m),"1"==urlParams.libraries&&(this.addMenuItems(t,["-"],m),this.addSubmenu("newLibrary",t,m),this.addSubmenu("openLibraryFrom",t,m)),d.isRevisionHistorySupported()&&this.addMenuItems(t,["-","revisionHistory"],m),this.addMenuItems(t,["-","pageSetup","print","-","rename"],m),"1"!=urlParams.embedInline&&("1"==urlParams.noSaveBtn?"0"!=urlParams.saveAndExit&&this.addMenuItems(t,["saveAndExit"],m):(this.addMenuItems(t,["save"],m),"1"==urlParams.saveAndExit&&this.addMenuItems(t, +["saveAndExit"],m))),"1"!=urlParams.noExitBtn&&this.addMenuItems(t,["exit"],m);else{var F=this.editorUi.getCurrentFile();if(null!=F&&F.constructor==DriveFile){F.isRestricted()&&this.addMenuItems(t,["exportOptionsDisabled"],m);this.addMenuItems(t,["save","-","share"],m);var J=this.addMenuItem(t,"synchronize",m);(!d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(J,"https://www.diagrams.net/doc/faq/synchronize");t.addSeparator(m)}else this.addMenuItems(t,["new"],m);this.addSubmenu("openFrom", +t,m);isLocalStorage&&this.addSubmenu("openRecent",t,m);null!=F&&F.constructor==DriveFile?this.addMenuItems(t,"new - rename makeCopy openFolder moveToFolder".split(" "),m):(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null==F||F.constructor==LocalFile&&null==F.fileHandle||(t.addSeparator(m),J=this.addMenuItem(t,"synchronize",m),(!d.isOffline()||mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)&&this.addLinkToItem(J,"https://www.diagrams.net/doc/faq/synchronize")),this.addMenuItems(t,["-","save","saveAs", +"-"],m),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=d.getServiceName()||d.isOfflineApp()||null==F||this.addMenuItems(t,["share","-"],m),this.addMenuItems(t,["rename"],m),d.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(t,["upload"],m):(this.addMenuItems(t,["makeCopy"],m),null!=F&&F.constructor==OneDriveFile&&this.addMenuItems(t,["moveToFolder"],m)));t.addSeparator(m);this.addSubmenu("importFrom",t,m);this.addSubmenu("exportAs",t,m); +t.addSeparator(m);this.addSubmenu("embed",t,m);this.addSubmenu("publish",t,m);t.addSeparator(m);this.addSubmenu("newLibrary",t,m);this.addSubmenu("openLibraryFrom",t,m);d.isRevisionHistorySupported()&&this.addMenuItems(t,["-","revisionHistory"],m);null!=F&&null!=d.fileNode&&"1"!=urlParams.embedInline&&(J=null!=F.getTitle()?F.getTitle():d.defaultFilename,(F.constructor==DriveFile&&null!=F.sync&&F.sync.isConnected()||!/(\.html)$/i.test(J)&&!/(\.svg)$/i.test(J))&&this.addMenuItems(t,["-","properties"])); +this.addMenuItems(t,["-","pageSetup"],m);mxClient.IS_IOS&&navigator.standalone||this.addMenuItems(t,["print"],m);this.addMenuItems(t,["-","close"])}})));k.prototype.execute=function(){var t=this.ui.editor.graph;this.customFonts=this.prevCustomFonts;this.prevCustomFonts=this.ui.menus.customFonts;this.ui.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts));this.extFonts=this.previousExtFonts;for(var m=t.extFonts,F=0;null!=m&&F<m.length;F++){var J=document.getElementById("extFont_"+ +m[F].name);null!=J&&J.parentNode.removeChild(J)}t.extFonts=[];for(F=0;null!=this.previousExtFonts&&F<this.previousExtFonts.length;F++)this.ui.editor.graph.addExtFont(this.previousExtFonts[F].name,this.previousExtFonts[F].url);this.previousExtFonts=m};this.put("fontFamily",new Menu(mxUtils.bind(this,function(t,m){for(var F=mxUtils.bind(this,function(U,V,l,A,L){var Q=d.editor.graph;A=this.styleChange(t,A||U,"1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY], +"1"!=urlParams["ext-fonts"]?[U,null!=V?encodeURIComponent(V):null,null]:[U],null,m,function(){"1"!=urlParams["ext-fonts"]?Q.setFont(U,V):(document.execCommand("fontname",!1,U),Q.addExtFont(U,V));d.fireEvent(new mxEventObject("styleChanged","keys","1"!=urlParams["ext-fonts"]?[mxConstants.STYLE_FONTFAMILY,"fontSource","FType"]:[mxConstants.STYLE_FONTFAMILY],"values","1"!=urlParams["ext-fonts"]?[U,null!=V?encodeURIComponent(V):null,null]:[U],"cells",[Q.cellEditor.getEditingCell()]))},function(){Q.updateLabelElements(Q.getSelectionCells(), +function(O){O.removeAttribute("face");O.style.fontFamily=null;"PRE"==O.nodeName&&Q.replaceElement(O,"div")});"1"==urlParams["ext-fonts"]&&Q.addExtFont(U,V)});l&&(l=document.createElement("span"),l.className="geSprite geSprite-delete",l.style.cursor="pointer",l.style.display="inline-block",A.firstChild.nextSibling.nextSibling.appendChild(l),mxEvent.addListener(l,mxClient.IS_POINTER?"pointerup":"mouseup",mxUtils.bind(this,function(O){if("1"!=urlParams["ext-fonts"]){delete Graph.recentCustomFonts[U.toLowerCase()]; +for(var R=0;R<this.customFonts.length;R++)if(this.customFonts[R].name==U&&this.customFonts[R].url==V){this.customFonts.splice(R,1);d.fireEvent(new mxEventObject("customFontsChanged"));break}}else{var S=mxUtils.clone(this.editorUi.editor.graph.extFonts);if(null!=S&&0<S.length)for(R=0;R<S.length;R++)if(S[R].name==U){S.splice(R,1);break}var X=mxUtils.clone(this.customFonts);for(R=0;R<X.length;R++)if(X[R].name==U){X.splice(R,1);break}R=new k(this.editorUi,S,X);this.editorUi.editor.graph.model.execute(R)}this.editorUi.hideCurrentMenu(); +mxEvent.consume(O)})));Graph.addFont(U,V);A.firstChild.nextSibling.style.fontFamily=U;null!=L&&A.setAttribute("title",L)}),J={},M=0;M<this.defaultFonts.length;M++){var H=this.defaultFonts[M];"string"===typeof H?F(H):null!=H.fontFamily&&null!=H.fontUrl&&(J[encodeURIComponent(H.fontFamily)+"@"+encodeURIComponent(H.fontUrl)]=!0,F(H.fontFamily,H.fontUrl))}t.addSeparator(m);if("1"!=urlParams["ext-fonts"]){H=function(U){var V=encodeURIComponent(U.name)+(null==U.url?"":"@"+encodeURIComponent(U.url));if(!J[V]){for(var l= +U.name,A=0;null!=E[l.toLowerCase()];)l=U.name+" ("+ ++A+")";null==G[V]&&(P.push({name:U.name,url:U.url,label:l,title:U.url}),E[l.toLowerCase()]=U,G[V]=U)}};var G={},E={},P=[];for(M=0;M<this.customFonts.length;M++)H(this.customFonts[M]);for(var T in Graph.recentCustomFonts)H(Graph.recentCustomFonts[T]);P.sort(function(U,V){return U.label<V.label?-1:U.label>V.label?1:0});if(0<P.length){for(M=0;M<P.length;M++)F(P[M].name,P[M].url,!0,P[M].label,P[M].url);t.addSeparator(m)}t.addItem(mxResources.get("reset"), +null,mxUtils.bind(this,function(){Graph.recentCustomFonts={};this.customFonts=[];d.fireEvent(new mxEventObject("customFontsChanged"))}),m);t.addSeparator(m)}else{T=this.editorUi.editor.graph.extFonts;if(null!=T&&0<T.length){H={};var W=!1;for(M=0;M<this.customFonts.length;M++)H[this.customFonts[M].name]=!0;for(M=0;M<T.length;M++)H[T[M].name]||(this.customFonts.push(T[M]),W=!0);W&&this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts))}if(0<this.customFonts.length){for(M= +0;M<this.customFonts.length;M++)T=this.customFonts[M].name,H=this.customFonts[M].url,F(T,H,!0),this.editorUi.editor.graph.addExtFont(T,H,!0);t.addSeparator(m);t.addItem(mxResources.get("reset"),null,mxUtils.bind(this,function(){var U=new k(this.editorUi,[],[]);d.editor.graph.model.execute(U)}),m);t.addSeparator(m)}}t.addItem(mxResources.get("custom")+"...",null,mxUtils.bind(this,function(){var U=this.editorUi.editor.graph,V=U.getStylesheet().getDefaultVertexStyle()[mxConstants.STYLE_FONTFAMILY],l= +"s",A=null;if("1"!=urlParams["ext-fonts"]&&U.isEditing()){var L=U.getSelectedEditingElement();null!=L&&(L=mxUtils.getCurrentStyle(L),null!=L&&(V=Graph.stripQuotes(L.fontFamily),A=Graph.getFontUrl(V,null),null!=A&&(Graph.isGoogleFontUrl(A)?(A=null,l="g"):l="w")))}else L=U.getView().getState(U.getSelectionCell()),null!=L&&(V=L.style[mxConstants.STYLE_FONTFAMILY]||V,"1"!=urlParams["ext-fonts"]?(L=L.style.fontSource,null!=L&&(L=decodeURIComponent(L),Graph.isGoogleFontUrl(L)?l="g":(l="w",A=L))):(l=L.style.FType|| +l,"w"==l&&(A=this.editorUi.editor.graph.extFonts,L=null,null!=A&&(L=A.find(function(O){return O.name==V})),A=null!=L?L.url:mxResources.get("urlNotFound",null,"URL not found"))));null!=A&&A.substring(0,PROXY_URL.length)==PROXY_URL&&(A=decodeURIComponent(A.substr((PROXY_URL+"?url=").length)));var Q=null;document.activeElement==U.cellEditor.textarea&&(Q=U.cellEditor.saveSelection());l=new FontDialog(this.editorUi,V,A,l,mxUtils.bind(this,function(O,R,S){null!=Q&&(U.cellEditor.restoreSelection(Q),Q=null); +if(null!=O&&0<O.length)if("1"!=urlParams["ext-fonts"]&&U.isEditing())U.setFont(O,R);else{U.getModel().beginUpdate();try{U.stopEditing(!1);"1"!=urlParams["ext-fonts"]?(U.setCellStyles(mxConstants.STYLE_FONTFAMILY,O),U.setCellStyles("fontSource",null!=R?encodeURIComponent(R):null),U.setCellStyles("FType",null)):(U.setCellStyles(mxConstants.STYLE_FONTFAMILY,O),"s"!=S&&(U.setCellStyles("FType",S),0==R.indexOf("http://")&&(R=PROXY_URL+"?url="+encodeURIComponent(R)),this.editorUi.editor.graph.addExtFont(O, +R)));S=!0;for(var X=0;X<this.customFonts.length;X++)if(this.customFonts[X].name==O){S=!1;break}S&&(this.customFonts.push({name:O,url:R}),this.editorUi.fireEvent(new mxEventObject("customFontsChanged","customFonts",this.customFonts)))}finally{U.getModel().endUpdate()}}}));this.editorUi.showDialog(l.container,380,Editor.enableWebFonts?250:180,!0,!0);l.init()}),m,null,!0)})))}})();function DiagramPage(b,f){this.node=b;null!=f?this.node.setAttribute("id",f):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; +DiagramPage.prototype.setName=function(b){null==b?this.node.removeAttribute("name"):this.node.setAttribute("name",b)};function RenamePage(b,f,k){this.ui=b;this.page=f;this.previous=this.name=k}RenamePage.prototype.execute=function(){var b=this.page.getName();this.page.setName(this.previous);this.name=this.previous;this.previous=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageRenamed"))}; +function MovePage(b,f,k){this.ui=b;this.oldIndex=f;this.newIndex=k}MovePage.prototype.execute=function(){this.ui.pages.splice(this.newIndex,0,this.ui.pages.splice(this.oldIndex,1)[0]);var b=this.oldIndex;this.oldIndex=this.newIndex;this.newIndex=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageMoved"))}; +function SelectPage(b,f,k){this.ui=b;this.previousPage=this.page=f;this.neverShown=!0;null!=f&&(this.neverShown=null==f.viewState,this.ui.updatePageRoot(f),null!=k&&(f.viewState=k,this.neverShown=!1))} +SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var f=this.ui.editor,k=f.graph,d=Graph.compressNode(f.getGraphXml(!0));mxUtils.setTextContent(b.node,d);b.viewState=k.getViewState();b.root=k.model.root;null!=b.model&&b.model.rootChanged(b.root);k.view.clear(b.root,!0);k.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;k.model.prefix=Editor.guid()+"-";k.model.rootChanged(b.root); +k.setViewState(b.viewState);k.gridEnabled=k.gridEnabled&&(!this.ui.editor.isChromelessView()||"1"==urlParams.grid);f.updateGraphComponents();k.view.validate();k.blockMathRender=!0;k.sizeDidChange();k.blockMathRender=!1;this.neverShown&&(this.neverShown=!1,k.selectUnlockedLayer());f.graph.fireEvent(new mxEventObject(mxEvent.ROOT));f.fireEvent(new mxEventObject("pageSelected","change",this))}}; +function ChangePage(b,f,k,d,v){SelectPage.call(this,b,k);this.relatedPage=f;this.index=d;this.previousIndex=null;this.noSelect=v}mxUtils.extend(ChangePage,SelectPage); ChangePage.prototype.execute=function(){this.ui.editor.fireEvent(new mxEventObject("beforePageChange","change",this));this.previousIndex=this.index;if(null==this.index){var b=mxUtils.indexOf(this.ui.pages,this.relatedPage);this.ui.pages.splice(b,1);this.index=b}else this.ui.pages.splice(this.index,0,this.relatedPage),this.index=null;this.noSelect||SelectPage.prototype.execute.apply(this,arguments)};EditorUi.prototype.tabContainerHeight=38;EditorUi.prototype.getSelectedPageIndex=function(){return this.getPageIndex(this.currentPage)}; -EditorUi.prototype.getPageIndex=function(b){var f=null;if(null!=this.pages&&null!=b)for(var l=0;l<this.pages.length;l++)if(this.pages[l]==b){f=l;break}return f};EditorUi.prototype.getPageById=function(b,f){f=null!=f?f:this.pages;if(null!=f)for(var l=0;l<f.length;l++)if(f[l].getId()==b)return f[l];return null}; -EditorUi.prototype.createImageForPageLink=function(b,f,l){var d=b.indexOf(","),v=null;0<d&&(d=this.getPageById(b.substring(d+1)),null!=d&&d!=f&&(v=this.getImageForPage(d,f,l),v.originalSrc=b));null==v&&(v={originalSrc:b});return v}; -EditorUi.prototype.getImageForPage=function(b,f,l){l=null!=l?l:this.editor.graph;var d=l.getGlobalVariable,v=this.createTemporaryGraph(l.getStylesheet());v.defaultPageBackgroundColor=l.defaultPageBackgroundColor;v.shapeBackgroundColor=l.shapeBackgroundColor;v.shapeForegroundColor=l.shapeForegroundColor;var u=this.getPageIndex(null!=f?f:this.currentPage);v.getGlobalVariable=function(c){return"pagenumber"==c?u+1:"page"==c&&null!=f?f.getName():d.apply(this,arguments)};document.body.appendChild(v.container); -this.updatePageRoot(b);v.model.setRoot(b.root);b=Graph.foreignObjectWarningText;Graph.foreignObjectWarningText="";l=v.getSvg(null,null,null,null,null,null,null,null,null,null,null,!0);var D=v.getGraphBounds();document.body.removeChild(v.container);Graph.foreignObjectWarningText=b;return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(l)),D.width,D.height,D.x,D.y)}; +EditorUi.prototype.getPageIndex=function(b){var f=null;if(null!=this.pages&&null!=b)for(var k=0;k<this.pages.length;k++)if(this.pages[k]==b){f=k;break}return f};EditorUi.prototype.getPageById=function(b,f){f=null!=f?f:this.pages;if(null!=f)for(var k=0;k<f.length;k++)if(f[k].getId()==b)return f[k];return null}; +EditorUi.prototype.createImageForPageLink=function(b,f,k){var d=b.indexOf(","),v=null;0<d&&(d=this.getPageById(b.substring(d+1)),null!=d&&d!=f&&(v=this.getImageForPage(d,f,k),v.originalSrc=b));null==v&&(v={originalSrc:b});return v}; +EditorUi.prototype.getImageForPage=function(b,f,k){k=null!=k?k:this.editor.graph;var d=k.getGlobalVariable,v=this.createTemporaryGraph(k.getStylesheet());v.defaultPageBackgroundColor=k.defaultPageBackgroundColor;v.shapeBackgroundColor=k.shapeBackgroundColor;v.shapeForegroundColor=k.shapeForegroundColor;var x=this.getPageIndex(null!=f?f:this.currentPage);v.getGlobalVariable=function(D){return"pagenumber"==D?x+1:"page"==D&&null!=f?f.getName():d.apply(this,arguments)};document.body.appendChild(v.container); +this.updatePageRoot(b);v.model.setRoot(b.root);b=Graph.foreignObjectWarningText;Graph.foreignObjectWarningText="";k=v.getSvg(null,null,null,null,null,null,null,null,null,null,null,!0);var B=v.getGraphBounds();document.body.removeChild(v.container);Graph.foreignObjectWarningText=b;return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(k)),B.width,B.height,B.x,B.y)}; EditorUi.prototype.initPages=function(){if(!this.editor.graph.standalone){this.actions.addAction("previousPage",mxUtils.bind(this,function(){this.selectNextPage(!1)}));this.actions.addAction("nextPage",mxUtils.bind(this,function(){this.selectNextPage(!0)}));this.isPagesEnabled()&&(this.keyHandler.bindAction(33,!0,"previousPage",!0),this.keyHandler.bindAction(34,!0,"nextPage",!0));var b=this.editor.graph,f=b.view.validateBackground;b.view.validateBackground=mxUtils.bind(this,function(){if(null!=this.tabContainer){var v= -this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";v!=this.tabContainer.style.height&&this.refresh(!1)}f.apply(b.view,arguments)});var l=null,d=mxUtils.bind(this,function(){this.updateTabContainer();var v=this.currentPage;null!=v&&v!=l&&(null==v.viewState||null==v.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& -(b.container.scrollLeft=0,b.container.scrollTop=0,this.chromelessResize())):(b.container.scrollLeft=b.view.translate.x*b.view.scale+v.viewState.scrollLeft,b.container.scrollTop=b.view.translate.y*b.view.scale+v.viewState.scrollTop),l=v);null!=this.actions.layersWindow&&this.actions.layersWindow.refreshLayers();"undefined"===typeof Editor.MathJaxClear||this.editor.graph.mathEnabled&&null!=this.editor||Editor.MathJaxClear()});this.editor.graph.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(v, -u){v=u.getProperty("edit").changes;for(u=0;u<v.length;u++)if(v[u]instanceof SelectPage||v[u]instanceof RenamePage||v[u]instanceof MovePage||v[u]instanceof mxRootChange){d();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; -EditorUi.prototype.restoreViewState=function(b,f,l){b=null!=b?this.getPageById(b.getId()):null;var d=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,f):(d.setViewState(f),this.editor.updateGraphComponents(),d.view.revalidate(),d.sizeDidChange()),d.container.scrollLeft=d.view.translate.x*d.view.scale+f.scrollLeft,d.container.scrollTop=d.view.translate.y*d.view.scale+f.scrollTop,d.restoreSelection(l))}; -Graph.prototype.createViewState=function(b){var f=b.getAttribute("page"),l=parseFloat(b.getAttribute("pageScale")),d=parseFloat(b.getAttribute("pageWidth")),v=parseFloat(b.getAttribute("pageHeight")),u=b.getAttribute("background"),D=this.parseBackgroundImage(b.getAttribute("backgroundImage")),c=b.getAttribute("extFonts");if(c)try{c=c.split("|").map(function(e){e=e.split("^");return{name:e[0],url:e[1]}})}catch(e){console.log("ExtFonts format error: "+e.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), -gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=f?"0"!=f:this.defaultPageVisible,background:null!=u&&0<u.length?u:null,backgroundImage:D,pageScale:isNaN(l)?mxGraph.prototype.pageScale:l,pageFormat:isNaN(d)||isNaN(v)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: -mxSettings.getPageFormat():new mxRectangle(0,0,d,v),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:c||[]}}; -Graph.prototype.saveViewState=function(b,f,l,d){l||(f.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),f.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),f.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),f.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),f.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),f.setAttribute("connect",null==b||b.connect?"1":"0"),f.setAttribute("arrows",null==b||b.arrows?"1":"0"),f.setAttribute("fold", -null==b||b.foldingEnabled?"1":"0"));f.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);l=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=l&&(f.setAttribute("pageWidth",l.width),f.setAttribute("pageHeight",l.height));null!=b&&(null!=b.background&&f.setAttribute("background",b.background),d=this.getBackgroundImageObject(b.backgroundImage,d),null!=d&&f.setAttribute("backgroundImage", +this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";v!=this.tabContainer.style.height&&this.refresh(!1)}f.apply(b.view,arguments)});var k=null,d=mxUtils.bind(this,function(){this.updateTabContainer();var v=this.currentPage;null!=v&&v!=k&&(null==v.viewState||null==v.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& +(b.container.scrollLeft=0,b.container.scrollTop=0,this.chromelessResize())):(b.container.scrollLeft=b.view.translate.x*b.view.scale+v.viewState.scrollLeft,b.container.scrollTop=b.view.translate.y*b.view.scale+v.viewState.scrollTop),k=v);null!=this.actions.layersWindow&&this.actions.layersWindow.refreshLayers();"undefined"===typeof Editor.MathJaxClear||this.editor.graph.mathEnabled&&null!=this.editor||Editor.MathJaxClear()});this.editor.graph.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(v, +x){v=x.getProperty("edit").changes;for(x=0;x<v.length;x++)if(v[x]instanceof SelectPage||v[x]instanceof RenamePage||v[x]instanceof MovePage||v[x]instanceof mxRootChange){d();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; +EditorUi.prototype.restoreViewState=function(b,f,k){b=null!=b?this.getPageById(b.getId()):null;var d=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,f):(d.setViewState(f),this.editor.updateGraphComponents(),d.view.revalidate(),d.sizeDidChange()),d.container.scrollLeft=d.view.translate.x*d.view.scale+f.scrollLeft,d.container.scrollTop=d.view.translate.y*d.view.scale+f.scrollTop,d.restoreSelection(k))}; +Graph.prototype.createViewState=function(b){var f=b.getAttribute("page"),k=parseFloat(b.getAttribute("pageScale")),d=parseFloat(b.getAttribute("pageWidth")),v=parseFloat(b.getAttribute("pageHeight")),x=b.getAttribute("background"),B=this.parseBackgroundImage(b.getAttribute("backgroundImage")),D=b.getAttribute("extFonts");if(D)try{D=D.split("|").map(function(K){K=K.split("^");return{name:K[0],url:K[1]}})}catch(K){console.log("ExtFonts format error: "+K.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), +gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=f?"0"!=f:this.defaultPageVisible,background:null!=x&&0<x.length?x:null,backgroundImage:B,pageScale:isNaN(k)?mxGraph.prototype.pageScale:k,pageFormat:isNaN(d)||isNaN(v)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: +mxSettings.getPageFormat():new mxRectangle(0,0,d,v),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:D||[]}}; +Graph.prototype.saveViewState=function(b,f,k,d){k||(f.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),f.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),f.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),f.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),f.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),f.setAttribute("connect",null==b||b.connect?"1":"0"),f.setAttribute("arrows",null==b||b.arrows?"1":"0"),f.setAttribute("fold", +null==b||b.foldingEnabled?"1":"0"));f.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);k=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=k&&(f.setAttribute("pageWidth",k.width),f.setAttribute("pageHeight",k.height));null!=b&&(null!=b.background&&f.setAttribute("background",b.background),d=this.getBackgroundImageObject(b.backgroundImage,d),null!=d&&f.setAttribute("backgroundImage", JSON.stringify(d)));f.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");f.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&f.setAttribute("extFonts",b.extFonts.map(function(v){return v.name+"^"+v.url}).join("|"))}; Graph.prototype.getViewState=function(){return{defaultParent:this.defaultParent,currentRoot:this.view.currentRoot,gridEnabled:this.gridEnabled,gridSize:this.gridSize,guidesEnabled:this.graphHandler.guidesEnabled,foldingEnabled:this.foldingEnabled,shadowVisible:this.shadowVisible,scrollbars:this.scrollbars,pageVisible:this.pageVisible,background:this.background,backgroundImage:this.backgroundImage,pageScale:this.pageScale,pageFormat:this.pageFormat,tooltips:this.tooltipHandler.isEnabled(),connect:this.connectionHandler.isEnabled(), arrows:this.connectionArrowsEnabled,scale:this.view.scale,scrollLeft:this.container.scrollLeft-this.view.translate.x*this.view.scale,scrollTop:this.container.scrollTop-this.view.translate.y*this.view.scale,translate:this.view.translate.clone(),lastPasteXml:this.lastPasteXml,pasteCounter:this.pasteCounter,mathEnabled:this.mathEnabled,hiddenTags:this.hiddenTags,extFonts:this.extFonts}}; Graph.prototype.setViewState=function(b,f){if(null!=b){this.lastPasteXml=b.lastPasteXml;this.pasteCounter=b.pasteCounter||0;this.mathEnabled=b.mathEnabled;this.gridEnabled=b.gridEnabled;this.gridSize=b.gridSize;this.graphHandler.guidesEnabled=b.guidesEnabled;this.foldingEnabled=b.foldingEnabled;this.setShadowVisible(b.shadowVisible,!1);this.scrollbars=b.scrollbars;this.pageVisible=!this.isViewer()&&b.pageVisible;this.background=b.background;this.pageScale=b.pageScale;this.pageFormat=b.pageFormat; -this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var l=this.extFonts;this.extFonts=b.extFonts||[];if(f&&null!=l)for(f=0;f<l.length;f++){var d=document.getElementById("extFont_"+l[f].name);null!=d&&d.parentNode.removeChild(d)}for(f=0;f<this.extFonts.length;f++)this.addExtFont(this.extFonts[f].name,this.extFonts[f].url, +this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var k=this.extFonts;this.extFonts=b.extFonts||[];if(f&&null!=k)for(f=0;f<k.length;f++){var d=document.getElementById("extFont_"+k[f].name);null!=d&&d.parentNode.removeChild(d)}for(f=0;f<this.extFonts.length;f++)this.addExtFont(this.extFonts[f].name,this.extFonts[f].url, !0);this.view.scale=null!=b.scale?b.scale:1;null==this.view.currentRoot||this.model.contains(this.view.currentRoot)||(this.view.currentRoot=null);null==this.defaultParent||this.model.contains(this.defaultParent)||(this.setDefaultParent(null),this.selectUnlockedLayer());null!=b.translate&&(this.view.translate=b.translate)}else this.view.currentRoot=null,this.view.scale=1,this.gridEnabled=this.defaultGridEnabled,this.gridSize=mxGraph.prototype.gridSize,this.pageScale=mxGraph.prototype.pageScale,this.pageFormat= "undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat(),this.pageVisible=this.defaultPageVisible,this.backgroundImage=this.background=null,this.scrollbars=this.defaultScrollbars,this.foldingEnabled=this.graphHandler.guidesEnabled=!0,this.setShadowVisible(!1,!1),this.defaultParent=null,this.setTooltips(!0),this.setConnectable(!0),this.lastPasteXml=null,this.pasteCounter=0,this.mathEnabled=this.defaultMathEnabled,this.connectionArrowsEnabled= !0,this.hiddenTags=[],this.extFonts=[];this.preferPageSize=this.pageBreaksVisible=this.pageVisible;this.fireEvent(new mxEventObject("viewStateChanged","state",b))}; -Graph.prototype.addExtFont=function(b,f,l){if(b&&f){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:f});var d="extFont_"+b;if(null==document.getElementById(d))if(0==f.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",f,null,d);else{document.getElementsByTagName("head");var v=document.createElement("style");v.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+f+'");\n}'));v.setAttribute("id",d);document.getElementsByTagName("head")[0].appendChild(v)}if(!l){null== -this.extFonts&&(this.extFonts=[]);l=this.extFonts;d=!0;for(v=0;v<l.length;v++)if(l[v].name==b){d=!1;break}d&&this.extFonts.push({name:b,url:f})}}}; -EditorUi.prototype.updatePageRoot=function(b,f){if(null==b.root){f=this.editor.extractGraphModel(b.node,null,f);var l=Editor.extractParserError(f);if(l)throw Error(l);null!=f?(b.graphModelNode=f,b.viewState=this.editor.graph.createViewState(f),l=new mxCodec(f.ownerDocument),b.root=l.decode(f).root):b.root=this.editor.graph.model.createRoot()}else if(null==b.viewState){if(null==b.graphModelNode){f=this.editor.extractGraphModel(b.node);if(l=Editor.extractParserError(f))throw Error(l);null!=f&&(b.graphModelNode= +Graph.prototype.addExtFont=function(b,f,k){if(b&&f){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:f});var d="extFont_"+b;if(null==document.getElementById(d))if(0==f.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",f,null,d);else{document.getElementsByTagName("head");var v=document.createElement("style");v.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+f+'");\n}'));v.setAttribute("id",d);document.getElementsByTagName("head")[0].appendChild(v)}if(!k){null== +this.extFonts&&(this.extFonts=[]);k=this.extFonts;d=!0;for(v=0;v<k.length;v++)if(k[v].name==b){d=!1;break}d&&this.extFonts.push({name:b,url:f})}}}; +EditorUi.prototype.updatePageRoot=function(b,f){if(null==b.root){f=this.editor.extractGraphModel(b.node,null,f);var k=Editor.extractParserError(f);if(k)throw Error(k);null!=f?(b.graphModelNode=f,b.viewState=this.editor.graph.createViewState(f),k=new mxCodec(f.ownerDocument),b.root=k.decode(f).root):b.root=this.editor.graph.model.createRoot()}else if(null==b.viewState){if(null==b.graphModelNode){f=this.editor.extractGraphModel(b.node);if(k=Editor.extractParserError(f))throw Error(k);null!=f&&(b.graphModelNode= f)}null!=b.graphModelNode&&(b.viewState=this.editor.graph.createViewState(b.graphModelNode))}return b}; -EditorUi.prototype.selectPage=function(b,f,l){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);f=null!=f?f:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var d=this.editor.graph.model.createUndoableEdit();d.ignoreEdit=!0;var v=new SelectPage(this,b,l);v.execute();d.add(v);d.notify();this.editor.graph.tooltipHandler.hide();f||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",d))}}catch(u){this.handleError(u)}}; +EditorUi.prototype.selectPage=function(b,f,k){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);f=null!=f?f:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var d=this.editor.graph.model.createUndoableEdit();d.ignoreEdit=!0;var v=new SelectPage(this,b,k);v.execute();d.add(v);d.notify();this.editor.graph.tooltipHandler.hide();f||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",d))}}catch(x){this.handleError(x)}}; EditorUi.prototype.selectNextPage=function(b){var f=this.currentPage;null!=f&&null!=this.pages&&(f=mxUtils.indexOf(this.pages,f),b?this.selectPage(this.pages[mxUtils.mod(f+1,this.pages.length)]):b||this.selectPage(this.pages[mxUtils.mod(f-1,this.pages.length)]))}; EditorUi.prototype.insertPage=function(b,f){this.editor.graph.isEnabled()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1),b=null!=b?b:this.createPage(null,this.createPageId()),f=null!=f?f:this.pages.length,f=new ChangePage(this,b,b,f),this.editor.graph.model.execute(f));return b};EditorUi.prototype.createPageId=function(){do var b=Editor.guid();while(null!=this.getPageById(b));return b}; -EditorUi.prototype.createPage=function(b,f){f=new DiagramPage(this.fileNode.ownerDocument.createElement("diagram"),f);f.setName(null!=b?b:this.createPageName());this.initDiagramNode(f);return f};EditorUi.prototype.createPageName=function(){for(var b={},f=0;f<this.pages.length;f++){var l=this.pages[f].getName();null!=l&&0<l.length&&(b[l]=l)}f=this.pages.length;do l=mxResources.get("pageWithNumber",[++f]);while(null!=b[l]);return l}; -EditorUi.prototype.removePage=function(b){try{var f=this.editor.graph,l=mxUtils.indexOf(this.pages,b);if(f.isEnabled()&&0<=l){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);f.model.beginUpdate();try{var d=this.currentPage;d==b&&1<this.pages.length?(l==this.pages.length-1?l--:l++,d=this.pages[l]):1>=this.pages.length&&(d=this.insertPage(),f.model.execute(new RenamePage(this,d,mxResources.get("pageWithNumber",[1]))));f.model.execute(new ChangePage(this,b,d))}finally{f.model.endUpdate()}}}catch(v){this.handleError(v)}return b}; -EditorUi.prototype.duplicatePage=function(b,f){var l=null;try{var d=this.editor.graph;if(d.isEnabled()){d.isEditing()&&d.stopEditing();var v=b.node.cloneNode(!1);v.removeAttribute("id");var u={},D=d.createCellLookup([d.model.root]);l=new DiagramPage(v);l.root=d.cloneCell(d.model.root,null,u);var c=new mxGraphModel;c.prefix=Editor.guid()+"-";c.setRoot(l.root);d.updateCustomLinks(d.createCellMapping(u,D),[l.root]);l.viewState=b==this.currentPage?d.getViewState():b.viewState;this.initDiagramNode(l); -l.viewState.scale=1;l.viewState.scrollLeft=null;l.viewState.scrollTop=null;l.viewState.currentRoot=null;l.viewState.defaultParent=null;l.setName(f);l=this.insertPage(l,mxUtils.indexOf(this.pages,b)+1)}}catch(e){this.handleError(e)}return l};EditorUi.prototype.initDiagramNode=function(b){var f=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,f);mxUtils.setTextContent(b.node,Graph.compressNode(f))}; -EditorUi.prototype.clonePages=function(b){for(var f=[],l=0;l<b.length;l++)f.push(this.clonePage(b[l]));return f};EditorUi.prototype.clonePage=function(b){this.updatePageRoot(b);var f=new DiagramPage(b.node.cloneNode(!0)),l=b==this.currentPage?this.editor.graph.getViewState():b.viewState;f.viewState=mxUtils.clone(l,EditorUi.transientViewStateProperties);f.root=this.editor.graph.model.cloneCell(b.root,null,!0);return f}; -EditorUi.prototype.renamePage=function(b){if(this.editor.graph.isEnabled()){var f=new FilenameDialog(this,b.getName(),mxResources.get("rename"),mxUtils.bind(this,function(l){null!=l&&0<l.length&&this.editor.graph.model.execute(new RenamePage(this,b,l))}),mxResources.get("rename"));this.showDialog(f.container,300,80,!0,!0);f.init()}return b};EditorUi.prototype.movePage=function(b,f){this.editor.graph.model.execute(new MovePage(this,b,f))}; +EditorUi.prototype.createPage=function(b,f){f=new DiagramPage(this.fileNode.ownerDocument.createElement("diagram"),f);f.setName(null!=b?b:this.createPageName());this.initDiagramNode(f);return f};EditorUi.prototype.createPageName=function(){for(var b={},f=0;f<this.pages.length;f++){var k=this.pages[f].getName();null!=k&&0<k.length&&(b[k]=k)}f=this.pages.length;do k=mxResources.get("pageWithNumber",[++f]);while(null!=b[k]);return k}; +EditorUi.prototype.removePage=function(b){try{var f=this.editor.graph,k=mxUtils.indexOf(this.pages,b);if(f.isEnabled()&&0<=k){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);f.model.beginUpdate();try{var d=this.currentPage;d==b&&1<this.pages.length?(k==this.pages.length-1?k--:k++,d=this.pages[k]):1>=this.pages.length&&(d=this.insertPage(),f.model.execute(new RenamePage(this,d,mxResources.get("pageWithNumber",[1]))));f.model.execute(new ChangePage(this,b,d))}finally{f.model.endUpdate()}}}catch(v){this.handleError(v)}return b}; +EditorUi.prototype.duplicatePage=function(b,f){var k=null;try{var d=this.editor.graph;if(d.isEnabled()){d.isEditing()&&d.stopEditing();var v=b.node.cloneNode(!1);v.removeAttribute("id");var x={},B=d.createCellLookup([d.model.root]);k=new DiagramPage(v);k.root=d.cloneCell(d.model.root,null,x);var D=new mxGraphModel;D.prefix=Editor.guid()+"-";D.setRoot(k.root);d.updateCustomLinks(d.createCellMapping(x,B),[k.root]);k.viewState=b==this.currentPage?d.getViewState():b.viewState;this.initDiagramNode(k); +k.viewState.scale=1;k.viewState.scrollLeft=null;k.viewState.scrollTop=null;k.viewState.currentRoot=null;k.viewState.defaultParent=null;k.setName(f);k=this.insertPage(k,mxUtils.indexOf(this.pages,b)+1)}}catch(K){this.handleError(K)}return k};EditorUi.prototype.initDiagramNode=function(b){var f=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,f);mxUtils.setTextContent(b.node,Graph.compressNode(f))}; +EditorUi.prototype.clonePages=function(b){for(var f=[],k=0;k<b.length;k++)f.push(this.clonePage(b[k]));return f};EditorUi.prototype.clonePage=function(b){this.updatePageRoot(b);var f=new DiagramPage(b.node.cloneNode(!0)),k=b==this.currentPage?this.editor.graph.getViewState():b.viewState;f.viewState=mxUtils.clone(k,EditorUi.transientViewStateProperties);f.root=this.editor.graph.model.cloneCell(b.root,null,!0);return f}; +EditorUi.prototype.renamePage=function(b){if(this.editor.graph.isEnabled()){var f=new FilenameDialog(this,b.getName(),mxResources.get("rename"),mxUtils.bind(this,function(k){null!=k&&0<k.length&&this.editor.graph.model.execute(new RenamePage(this,b,k))}),mxResources.get("rename"));this.showDialog(f.container,300,80,!0,!0);f.init()}return b};EditorUi.prototype.movePage=function(b,f){this.editor.graph.model.execute(new MovePage(this,b,f))}; EditorUi.prototype.createTabContainer=function(){var b=document.createElement("div");b.className="geTabContainer";b.style.position="absolute";b.style.whiteSpace="nowrap";b.style.overflow="hidden";b.style.height="0px";return b}; -EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,f=document.createElement("div");f.style.position="relative";f.style.display="inline-block";f.style.verticalAlign="top";f.style.height=this.tabContainer.style.height;f.style.whiteSpace="nowrap";f.style.overflow="hidden";f.style.fontSize="13px";f.style.marginLeft="30px";for(var l=this.editor.isChromelessView()?29:59,d=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-l)/this.pages.length)+ -1),v=null,u=0;u<this.pages.length;u++)mxUtils.bind(this,function(g,k){this.pages[g]==this.currentPage?(k.className="geActivePage",k.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):k.className="geInactivePage";k.setAttribute("draggable","true");mxEvent.addListener(k,"dragstart",mxUtils.bind(this,function(m){b.isEnabled()?(mxClient.IS_FF&&m.dataTransfer.setData("Text","<diagram/>"),v=g):mxEvent.consume(m)}));mxEvent.addListener(k,"dragend",mxUtils.bind(this,function(m){v=null;m.stopPropagation(); -m.preventDefault()}));mxEvent.addListener(k,"dragover",mxUtils.bind(this,function(m){null!=v&&(m.dataTransfer.dropEffect="move");m.stopPropagation();m.preventDefault()}));mxEvent.addListener(k,"drop",mxUtils.bind(this,function(m){null!=v&&g!=v&&this.movePage(v,g);m.stopPropagation();m.preventDefault()}));f.appendChild(k)})(u,this.createTabForPage(this.pages[u],d,this.pages[u]!=this.currentPage,u+1));this.tabContainer.innerText="";this.tabContainer.appendChild(f);d=this.createPageMenuTab();this.tabContainer.appendChild(d); -d=null;this.isPageInsertTabVisible()&&(d=this.createPageInsertTab(),this.tabContainer.appendChild(d));if(f.clientWidth>this.tabContainer.clientWidth-l){null!=d&&(d.style.position="absolute",d.style.right="0px",f.style.marginRight="30px");var D=this.createControlTab(4," ❮ ");D.style.position="absolute";D.style.right=this.editor.chromeless?"29px":"55px";D.style.fontSize="13pt";this.tabContainer.appendChild(D);var c=this.createControlTab(4," ❯");c.style.position="absolute"; -c.style.right=this.editor.chromeless?"0px":"29px";c.style.fontSize="13pt";this.tabContainer.appendChild(c);var e=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));f.style.width=e+"px";mxEvent.addListener(D,"click",mxUtils.bind(this,function(g){f.scrollLeft-=Math.max(20,e-20);mxUtils.setOpacity(D,0<f.scrollLeft?100:50);mxUtils.setOpacity(c,f.scrollLeft<f.scrollWidth-f.clientWidth?100:50);mxEvent.consume(g)}));mxUtils.setOpacity(D,0<f.scrollLeft?100:50);mxUtils.setOpacity(c, -f.scrollLeft<f.scrollWidth-f.clientWidth?100:50);mxEvent.addListener(c,"click",mxUtils.bind(this,function(g){f.scrollLeft+=Math.max(20,e-20);mxUtils.setOpacity(D,0<f.scrollLeft?100:50);mxUtils.setOpacity(c,f.scrollLeft<f.scrollWidth-f.clientWidth?100:50);mxEvent.consume(g)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; +EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,f=document.createElement("div");f.style.position="relative";f.style.display="inline-block";f.style.verticalAlign="top";f.style.height=this.tabContainer.style.height;f.style.whiteSpace="nowrap";f.style.overflow="hidden";f.style.fontSize="13px";f.style.marginLeft="30px";for(var k=this.editor.isChromelessView()?29:59,d=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-k)/this.pages.length)+ +1),v=null,x=0;x<this.pages.length;x++)mxUtils.bind(this,function(c,e){this.pages[c]==this.currentPage?(e.className="geActivePage",e.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):e.className="geInactivePage";e.setAttribute("draggable","true");mxEvent.addListener(e,"dragstart",mxUtils.bind(this,function(g){b.isEnabled()?(mxClient.IS_FF&&g.dataTransfer.setData("Text","<diagram/>"),v=c):mxEvent.consume(g)}));mxEvent.addListener(e,"dragend",mxUtils.bind(this,function(g){v=null;g.stopPropagation(); +g.preventDefault()}));mxEvent.addListener(e,"dragover",mxUtils.bind(this,function(g){null!=v&&(g.dataTransfer.dropEffect="move");g.stopPropagation();g.preventDefault()}));mxEvent.addListener(e,"drop",mxUtils.bind(this,function(g){null!=v&&c!=v&&this.movePage(v,c);g.stopPropagation();g.preventDefault()}));f.appendChild(e)})(x,this.createTabForPage(this.pages[x],d,this.pages[x]!=this.currentPage,x+1));this.tabContainer.innerText="";this.tabContainer.appendChild(f);d=this.createPageMenuTab();this.tabContainer.appendChild(d); +d=null;this.isPageInsertTabVisible()&&(d=this.createPageInsertTab(),this.tabContainer.appendChild(d));if(f.clientWidth>this.tabContainer.clientWidth-k){null!=d&&(d.style.position="absolute",d.style.right="0px",f.style.marginRight="30px");var B=this.createControlTab(4," ❮ ");B.style.position="absolute";B.style.right=this.editor.chromeless?"29px":"55px";B.style.fontSize="13pt";this.tabContainer.appendChild(B);var D=this.createControlTab(4," ❯");D.style.position="absolute"; +D.style.right=this.editor.chromeless?"0px":"29px";D.style.fontSize="13pt";this.tabContainer.appendChild(D);var K=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));f.style.width=K+"px";mxEvent.addListener(B,"click",mxUtils.bind(this,function(c){f.scrollLeft-=Math.max(20,K-20);mxUtils.setOpacity(B,0<f.scrollLeft?100:50);mxUtils.setOpacity(D,f.scrollLeft<f.scrollWidth-f.clientWidth?100:50);mxEvent.consume(c)}));mxUtils.setOpacity(B,0<f.scrollLeft?100:50);mxUtils.setOpacity(D, +f.scrollLeft<f.scrollWidth-f.clientWidth?100:50);mxEvent.addListener(D,"click",mxUtils.bind(this,function(c){f.scrollLeft+=Math.max(20,K-20);mxUtils.setOpacity(B,0<f.scrollLeft?100:50);mxUtils.setOpacity(D,f.scrollLeft<f.scrollWidth-f.clientWidth?100:50);mxEvent.consume(c)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; EditorUi.prototype.createTab=function(b){var f=document.createElement("div");f.style.display="inline-block";f.style.whiteSpace="nowrap";f.style.boxSizing="border-box";f.style.position="relative";f.style.overflow="hidden";f.style.textAlign="center";f.style.marginLeft="-1px";f.style.height=this.tabContainer.clientHeight+"px";f.style.padding="12px 4px 8px 4px";f.style.border=Editor.isDarkMode()?"1px solid #505759":"1px solid #e8eaed";f.style.borderTopStyle="none";f.style.borderBottomStyle="none";f.style.backgroundColor= -this.tabContainer.style.backgroundColor;f.style.cursor="move";f.style.color="gray";b&&(mxEvent.addListener(f,"mouseenter",mxUtils.bind(this,function(l){this.editor.graph.isMouseDown||(f.style.backgroundColor=Editor.isDarkMode()?"black":"#e8eaed",mxEvent.consume(l))})),mxEvent.addListener(f,"mouseleave",mxUtils.bind(this,function(l){f.style.backgroundColor=this.tabContainer.style.backgroundColor;mxEvent.consume(l)})));return f}; -EditorUi.prototype.createControlTab=function(b,f,l){l=this.createTab(null!=l?l:!0);l.style.lineHeight=this.tabContainerHeight+"px";l.style.paddingTop=b+"px";l.style.cursor="pointer";l.style.width="30px";l.innerHTML=f;null!=l.firstChild&&null!=l.firstChild.style&&mxUtils.setOpacity(l.firstChild,40);return l};EditorUi.prototype.getShortPageName=function(b){b=b.getName();36<b.length&&(b=b.substring(0,34)+"...");return b}; -EditorUi.prototype.createPageMenuTab=function(b,f){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var l=b.getElementsByTagName("div")[0];l.style.display="inline-block";l.style.marginTop="5px";l.style.width="21px";l.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(d){this.editor.graph.popupMenuHandler.hideMenu(); -var v=new mxPopupMenu(mxUtils.bind(this,function(c,e){var g=mxUtils.bind(this,function(){for(var x=0;x<this.pages.length;x++)mxUtils.bind(this,function(y){var A=c.addItem(this.getShortPageName(this.pages[y]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[y])}),e),z=this.pages[y].getId();A.setAttribute("title",this.pages[y].getName()+" ("+(y+1)+"/"+this.pages.length+")"+(null!=z?" ["+z+"]":""));this.pages[y]==this.currentPage&&c.addCheckmark(A,Editor.checkmarkImage)})(x)}),k=mxUtils.bind(this, -function(){c.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),e)});f||g();if(this.editor.graph.isEnabled()){f||(c.addSeparator(e),k());var m=this.currentPage;if(null!=m){c.addSeparator(e);var p=this.getShortPageName(m);c.addItem(mxResources.get("removeIt",[p]),null,mxUtils.bind(this,function(){this.removePage(m)}),e);c.addItem(mxResources.get("renameIt",[p]),null,mxUtils.bind(this,function(){this.renamePage(m,m.getName())}),e);f||c.addSeparator(e);c.addItem(mxResources.get("duplicateIt", -[p]),null,mxUtils.bind(this,function(){this.duplicatePage(m,mxResources.get("copyOf",[m.getName()]))}),e)}}f&&(c.addSeparator(e),k(),c.addSeparator(e),g())}));v.div.className+=" geMenubarMenu";v.smartSeparators=!0;v.showDisabled=!0;v.autoExpand=!0;v.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(v,arguments);v.destroy()});var u=mxEvent.getClientX(d),D=mxEvent.getClientY(d);v.popup(u,D,null,d);this.setCurrentMenu(v);mxEvent.consume(d)}));return b}; -EditorUi.prototype.createPageInsertTab=function(){var b=this.createControlTab(4,'<div class="geSprite geSprite-plus"></div>');b.setAttribute("title",mxResources.get("insertPage"));mxEvent.addListener(b,"click",mxUtils.bind(this,function(l){this.insertPage();mxEvent.consume(l)}));var f=b.getElementsByTagName("div")[0];f.style.display="inline-block";f.style.width="21px";f.style.height="21px";return b}; -EditorUi.prototype.createTabForPage=function(b,f,l,d){l=this.createTab(l);var v=b.getName()||mxResources.get("untitled"),u=b.getId();l.setAttribute("title",v+(null!=u?" ("+u+")":"")+" ["+d+"]");mxUtils.write(l,v);l.style.maxWidth=f+"px";l.style.width=f+"px";this.addTabListeners(b,l);42<f&&(l.style.textOverflow="ellipsis");return l}; -EditorUi.prototype.addTabListeners=function(b,f){mxEvent.disableContextMenu(f);var l=this.editor.graph;mxEvent.addListener(f,"dblclick",mxUtils.bind(this,function(u){this.renamePage(b);mxEvent.consume(u)}));var d=!1,v=!1;mxEvent.addGestureListeners(f,mxUtils.bind(this,function(u){d=null!=this.currentMenu;v=b==this.currentPage;l.isMouseDown||v||this.selectPage(b)}),null,mxUtils.bind(this,function(u){if(l.isEnabled()&&!l.isMouseDown&&(mxEvent.isTouchEvent(u)&&v||mxEvent.isPopupTrigger(u))){l.popupMenuHandler.hideMenu(); -this.hideCurrentMenu();if(!mxEvent.isTouchEvent(u)||!d){var D=new mxPopupMenu(this.createPageMenu(b));D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);this.resetCurrentMenu();D.destroy()});var c=mxEvent.getClientX(u),e=mxEvent.getClientY(u);D.popup(c,e,null,u);this.setCurrentMenu(D,f)}mxEvent.consume(u)}}))}; -EditorUi.prototype.getLinkForPage=function(b,f,l){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var d=this.getCurrentFile();if(null!=d&&d.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var v=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));v+=(0==v.length?"?":"&")+"page-id="+b.getId();null!=f&&(v+="&"+f.join("&"));return(l&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? +this.tabContainer.style.backgroundColor;f.style.cursor="move";f.style.color="gray";b&&(mxEvent.addListener(f,"mouseenter",mxUtils.bind(this,function(k){this.editor.graph.isMouseDown||(f.style.backgroundColor=Editor.isDarkMode()?"black":"#e8eaed",mxEvent.consume(k))})),mxEvent.addListener(f,"mouseleave",mxUtils.bind(this,function(k){f.style.backgroundColor=this.tabContainer.style.backgroundColor;mxEvent.consume(k)})));return f}; +EditorUi.prototype.createControlTab=function(b,f,k){k=this.createTab(null!=k?k:!0);k.style.lineHeight=this.tabContainerHeight+"px";k.style.paddingTop=b+"px";k.style.cursor="pointer";k.style.width="30px";k.innerHTML=f;null!=k.firstChild&&null!=k.firstChild.style&&mxUtils.setOpacity(k.firstChild,40);return k};EditorUi.prototype.getShortPageName=function(b){b=b.getName();36<b.length&&(b=b.substring(0,34)+"...");return b}; +EditorUi.prototype.createPageMenuTab=function(b,f){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var k=b.getElementsByTagName("div")[0];k.style.display="inline-block";k.style.marginTop="5px";k.style.width="21px";k.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(d){this.editor.graph.popupMenuHandler.hideMenu(); +var v=new mxPopupMenu(mxUtils.bind(this,function(D,K){var c=mxUtils.bind(this,function(){for(var n=0;n<this.pages.length;n++)mxUtils.bind(this,function(p){var z=D.addItem(this.getShortPageName(this.pages[p]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[p])}),K),C=this.pages[p].getId();z.setAttribute("title",this.pages[p].getName()+" ("+(p+1)+"/"+this.pages.length+")"+(null!=C?" ["+C+"]":""));this.pages[p]==this.currentPage&&D.addCheckmark(z,Editor.checkmarkImage)})(n)}),e=mxUtils.bind(this, +function(){D.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),K)});f||c();if(this.editor.graph.isEnabled()){f||(D.addSeparator(K),e());var g=this.currentPage;if(null!=g){D.addSeparator(K);var q=this.getShortPageName(g);D.addItem(mxResources.get("removeIt",[q]),null,mxUtils.bind(this,function(){this.removePage(g)}),K);D.addItem(mxResources.get("renameIt",[q]),null,mxUtils.bind(this,function(){this.renamePage(g,g.getName())}),K);f||D.addSeparator(K);D.addItem(mxResources.get("duplicateIt", +[q]),null,mxUtils.bind(this,function(){this.duplicatePage(g,mxResources.get("copyOf",[g.getName()]))}),K)}}f&&(D.addSeparator(K),e(),D.addSeparator(K),c())}));v.div.className+=" geMenubarMenu";v.smartSeparators=!0;v.showDisabled=!0;v.autoExpand=!0;v.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(v,arguments);v.destroy()});var x=mxEvent.getClientX(d),B=mxEvent.getClientY(d);v.popup(x,B,null,d);this.setCurrentMenu(v);mxEvent.consume(d)}));return b}; +EditorUi.prototype.createPageInsertTab=function(){var b=this.createControlTab(4,'<div class="geSprite geSprite-plus"></div>');b.setAttribute("title",mxResources.get("insertPage"));mxEvent.addListener(b,"click",mxUtils.bind(this,function(k){this.insertPage();mxEvent.consume(k)}));var f=b.getElementsByTagName("div")[0];f.style.display="inline-block";f.style.width="21px";f.style.height="21px";return b}; +EditorUi.prototype.createTabForPage=function(b,f,k,d){k=this.createTab(k);var v=b.getName()||mxResources.get("untitled"),x=b.getId();k.setAttribute("title",v+(null!=x?" ("+x+")":"")+" ["+d+"]");mxUtils.write(k,v);k.style.maxWidth=f+"px";k.style.width=f+"px";this.addTabListeners(b,k);42<f&&(k.style.textOverflow="ellipsis");return k}; +EditorUi.prototype.addTabListeners=function(b,f){mxEvent.disableContextMenu(f);var k=this.editor.graph;mxEvent.addListener(f,"dblclick",mxUtils.bind(this,function(x){this.renamePage(b);mxEvent.consume(x)}));var d=!1,v=!1;mxEvent.addGestureListeners(f,mxUtils.bind(this,function(x){d=null!=this.currentMenu;v=b==this.currentPage;k.isMouseDown||v||this.selectPage(b)}),null,mxUtils.bind(this,function(x){if(k.isEnabled()&&!k.isMouseDown&&(mxEvent.isTouchEvent(x)&&v||mxEvent.isPopupTrigger(x))){k.popupMenuHandler.hideMenu(); +this.hideCurrentMenu();if(!mxEvent.isTouchEvent(x)||!d){var B=new mxPopupMenu(this.createPageMenu(b));B.div.className+=" geMenubarMenu";B.smartSeparators=!0;B.showDisabled=!0;B.autoExpand=!0;B.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(B,arguments);this.resetCurrentMenu();B.destroy()});var D=mxEvent.getClientX(x),K=mxEvent.getClientY(x);B.popup(D,K,null,x);this.setCurrentMenu(B,f)}mxEvent.consume(x)}}))}; +EditorUi.prototype.getLinkForPage=function(b,f,k){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var d=this.getCurrentFile();if(null!=d&&d.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var v=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));v+=(0==v.length?"?":"&")+"page-id="+b.getId();null!=f&&(v+="&"+f.join("&"));return(k&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? EditorUi.drawHost:"https://"+window.location.host)+"/"+v+"#"+d.getHash()}}return null}; -EditorUi.prototype.createPageMenu=function(b,f){return mxUtils.bind(this,function(l,d){var v=this.editor.graph;l.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),d);l.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),d);l.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,f)}),d);null!=this.getLinkForPage(b)&&(l.addSeparator(d),l.addItem(mxResources.get("link"), -null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(u,D,c,e,g,k){u=this.createUrlParameters(u,D,c,e,g,k);c||u.push("hide-pages=1");v.isSelectionEmpty()||(c=v.getBoundingBox(v.getSelectionCells()),D=v.view.translate,g=v.view.scale,c.width/=g,c.height/=g,c.x=c.x/g-D.x,c.y=c.y/g-D.y,u.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(c.x),y:Math.round(c.y),width:Math.round(c.width),height:Math.round(c.height),border:100})))); -e=new EmbedDialog(this,this.getLinkForPage(b,u,e));this.showDialog(e.container,450,240,!0,!0);e.init()}))})));l.addSeparator(d);l.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),d);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(l.addSeparator(d),l.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, -!0,!0))}),d))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(f,l,d){d.ui=f.ui;return l};b.afterDecode=function(f,l,d){f=d.oldIndex;d.oldIndex=d.newIndex;d.newIndex=f;return d};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(f,l,d){d.ui=f.ui;return l};b.afterDecode=function(f,l,d){f=d.previous;d.previous=d.name;d.name=f;return d};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(f,l,d){d.setAttribute("relatedPage",l.relatedPage.getId());null==l.index&&(d.setAttribute("name",l.relatedPage.getName()),null!=l.relatedPage.viewState&&d.setAttribute("viewState",JSON.stringify(l.relatedPage.viewState,function(v,u){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,v)?u:void 0})),null!=l.relatedPage.root&&f.encodeCell(l.relatedPage.root, -d));return d};b.beforeDecode=function(f,l,d){d.ui=f.ui;d.relatedPage=d.ui.getPageById(l.getAttribute("relatedPage"));if(null==d.relatedPage){var v=l.ownerDocument.createElement("diagram");v.setAttribute("id",l.getAttribute("relatedPage"));v.setAttribute("name",l.getAttribute("name"));d.relatedPage=new DiagramPage(v);v=l.getAttribute("viewState");null!=v&&(d.relatedPage.viewState=JSON.parse(v),l.removeAttribute("viewState"));l=l.cloneNode(!0);v=l.firstChild;if(null!=v)for(d.relatedPage.root=f.decodeCell(v, -!1),d=v.nextSibling,v.parentNode.removeChild(v),v=d;null!=v;){d=v.nextSibling;if(v.nodeType==mxConstants.NODETYPE_ELEMENT){var u=v.getAttribute("id");null==f.lookup(u)&&f.decodeCell(v)}v.parentNode.removeChild(v);v=d}}return l};b.afterDecode=function(f,l,d){d.index=d.previousIndex;return d};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(d,v,u,D,c){v=null!=v?v:!1;null==u&&(u=this.getFoldableCells(this.getSelectionCells(),d));this.stopEditing();this.model.beginUpdate();try{for(var e=u.slice(),g=0;g<u.length;g++)"1"==mxUtils.getValue(this.getCurrentCellStyle(u[g]),"treeFolding","0")&&this.foldTreeCell(d,u[g]);u=e;u=b.apply(this,arguments)}finally{this.model.endUpdate()}return u};Graph.prototype.foldTreeCell= -function(d,v){this.model.beginUpdate();try{var u=[];this.traverse(v,!0,mxUtils.bind(this,function(c,e){var g=null!=e&&this.isTreeEdge(e);g&&u.push(e);c==v||null!=e&&!g||u.push(c);return(null==e||g)&&(c==v||!this.model.isCollapsed(c))}));this.model.setCollapsed(v,d);for(var D=0;D<u.length;D++)this.model.setVisible(u[D],!d)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(d){return!this.isEdgeIgnored(d)};Graph.prototype.getTreeEdges=function(d,v,u,D,c,e){return this.model.filterCells(this.getEdges(d, -v,u,D,c,e),mxUtils.bind(this,function(g){return this.isTreeEdge(g)}))};Graph.prototype.getIncomingTreeEdges=function(d,v){return this.getTreeEdges(d,v,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(d,v){return this.getTreeEdges(d,v,!1,!0,!1)};var f=EditorUi.prototype.init;EditorUi.prototype.init=function(){f.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function d(I){return A.isVertex(I)&&u(I)}function v(I){var S= -!1;null!=I&&(S="1"==y.getCurrentCellStyle(I).treeMoving);return S}function u(I){var S=!1;null!=I&&(I=A.getParent(I),S=y.view.getState(I),S="tree"==(null!=S?S.style:y.getCellStyle(I)).containerType);return S}function D(I){var S=!1;null!=I&&(I=A.getParent(I),S=y.view.getState(I),y.view.getState(I),S=null!=(null!=S?S.style:y.getCellStyle(I)).childLayout);return S}function c(I){I=y.view.getState(I);if(null!=I){var S=y.getIncomingTreeEdges(I.cell);if(0<S.length&&(S=y.view.getState(S[0]),null!=S&&(S=S.absolutePoints, -null!=S&&0<S.length&&(S=S[S.length-1],null!=S)))){if(S.y==I.y&&Math.abs(S.x-I.getCenterX())<I.width/2)return mxConstants.DIRECTION_SOUTH;if(S.y==I.y+I.height&&Math.abs(S.x-I.getCenterX())<I.width/2)return mxConstants.DIRECTION_NORTH;if(S.x>I.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function e(I,S){S=null!=S?S:!0;y.model.beginUpdate();try{var R=y.model.getParent(I),Q=y.getIncomingTreeEdges(I),W=y.cloneCells([Q[0],I]);y.model.setTerminal(W[0],y.model.getTerminal(Q[0], -!0),!0);var X=c(I),n=R.geometry;X==mxConstants.DIRECTION_SOUTH||X==mxConstants.DIRECTION_NORTH?W[1].geometry.x+=S?I.geometry.width+10:-W[1].geometry.width-10:W[1].geometry.y+=S?I.geometry.height+10:-W[1].geometry.height-10;y.view.currentRoot!=R&&(W[1].geometry.x-=n.x,W[1].geometry.y-=n.y);var B=y.view.getState(I),J=y.view.scale;if(null!=B){var P=mxRectangle.fromRectangle(B);X==mxConstants.DIRECTION_SOUTH||X==mxConstants.DIRECTION_NORTH?P.x+=(S?I.geometry.width+10:-W[1].geometry.width-10)*J:P.y+=(S? -I.geometry.height+10:-W[1].geometry.height-10)*J;var M=y.getOutgoingTreeEdges(y.model.getTerminal(Q[0],!0));if(null!=M){for(var V=X==mxConstants.DIRECTION_SOUTH||X==mxConstants.DIRECTION_NORTH,T=n=Q=0;T<M.length;T++){var U=y.model.getTerminal(M[T],!1);if(X==c(U)){var Y=y.view.getState(U);U!=I&&null!=Y&&(V&&S!=Y.getCenterX()<B.getCenterX()||!V&&S!=Y.getCenterY()<B.getCenterY())&&mxUtils.intersects(P,Y)&&(Q=10+Math.max(Q,(Math.min(P.x+P.width,Y.x+Y.width)-Math.max(P.x,Y.x))/J),n=10+Math.max(n,(Math.min(P.y+ -P.height,Y.y+Y.height)-Math.max(P.y,Y.y))/J))}}V?n=0:Q=0;for(T=0;T<M.length;T++)if(U=y.model.getTerminal(M[T],!1),X==c(U)&&(Y=y.view.getState(U),U!=I&&null!=Y&&(V&&S!=Y.getCenterX()<B.getCenterX()||!V&&S!=Y.getCenterY()<B.getCenterY()))){var ca=[];y.traverse(Y.cell,!0,function(ba,da){var ea=null!=da&&y.isTreeEdge(da);ea&&ca.push(da);(null==da||ea)&&ca.push(ba);return null==da||ea});y.moveCells(ca,(S?1:-1)*Q,(S?1:-1)*n)}}}return y.addCells(W,R)}finally{y.model.endUpdate()}}function g(I){y.model.beginUpdate(); -try{var S=c(I),R=y.getIncomingTreeEdges(I),Q=y.cloneCells([R[0],I]);y.model.setTerminal(R[0],Q[1],!1);y.model.setTerminal(Q[0],Q[1],!0);y.model.setTerminal(Q[0],I,!1);var W=y.model.getParent(I),X=W.geometry,n=[];y.view.currentRoot!=W&&(Q[1].geometry.x-=X.x,Q[1].geometry.y-=X.y);y.traverse(I,!0,function(P,M){var V=null!=M&&y.isTreeEdge(M);V&&n.push(M);(null==M||V)&&n.push(P);return null==M||V});var B=I.geometry.width+40,J=I.geometry.height+40;S==mxConstants.DIRECTION_SOUTH?B=0:S==mxConstants.DIRECTION_NORTH? -(B=0,J=-J):S==mxConstants.DIRECTION_WEST?(B=-B,J=0):S==mxConstants.DIRECTION_EAST&&(J=0);y.moveCells(n,B,J);return y.addCells(Q,W)}finally{y.model.endUpdate()}}function k(I,S){y.model.beginUpdate();try{var R=y.model.getParent(I),Q=y.getIncomingTreeEdges(I),W=c(I);0==Q.length&&(Q=[y.createEdge(R,null,"",null,null,y.createCurrentEdgeStyle())],W=S);var X=y.cloneCells([Q[0],I]);y.model.setTerminal(X[0],I,!0);if(null==y.model.getTerminal(X[0],!1)){y.model.setTerminal(X[0],X[1],!1);var n=y.getCellStyle(X[1]).newEdgeStyle; -if(null!=n)try{var B=JSON.parse(n),J;for(J in B)y.setCellStyles(J,B[J],[X[0]]),"edgeStyle"==J&&"elbowEdgeStyle"==B[J]&&y.setCellStyles("elbow",W==mxConstants.DIRECTION_SOUTH||W==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[X[0]])}catch(Y){}}Q=y.getOutgoingTreeEdges(I);var P=R.geometry;S=[];y.view.currentRoot==R&&(P=new mxRectangle);for(n=0;n<Q.length;n++){var M=y.model.getTerminal(Q[n],!1);null!=M&&S.push(M)}var V=y.view.getBounds(S),T=y.view.translate,U=y.view.scale;W==mxConstants.DIRECTION_SOUTH? -(X[1].geometry.x=null==V?I.geometry.x+(I.geometry.width-X[1].geometry.width)/2:(V.x+V.width)/U-T.x-P.x+10,X[1].geometry.y+=X[1].geometry.height-P.y+40):W==mxConstants.DIRECTION_NORTH?(X[1].geometry.x=null==V?I.geometry.x+(I.geometry.width-X[1].geometry.width)/2:(V.x+V.width)/U-T.x+-P.x+10,X[1].geometry.y-=X[1].geometry.height+P.y+40):(X[1].geometry.x=W==mxConstants.DIRECTION_WEST?X[1].geometry.x-(X[1].geometry.width+P.x+40):X[1].geometry.x+(X[1].geometry.width-P.x+40),X[1].geometry.y=null==V?I.geometry.y+ -(I.geometry.height-X[1].geometry.height)/2:(V.y+V.height)/U-T.y+-P.y+10);return y.addCells(X,R)}finally{y.model.endUpdate()}}function m(I,S,R){I=y.getOutgoingTreeEdges(I);R=y.view.getState(R);var Q=[];if(null!=R&&null!=I){for(var W=0;W<I.length;W++){var X=y.view.getState(y.model.getTerminal(I[W],!1));null!=X&&(!S&&Math.min(X.x+X.width,R.x+R.width)>=Math.max(X.x,R.x)||S&&Math.min(X.y+X.height,R.y+R.height)>=Math.max(X.y,R.y))&&Q.push(X)}Q.sort(function(n,B){return S?n.x+n.width-B.x-B.width:n.y+n.height- -B.y-B.height})}return Q}function p(I,S){var R=c(I),Q=S==mxConstants.DIRECTION_EAST||S==mxConstants.DIRECTION_WEST;(R==mxConstants.DIRECTION_EAST||R==mxConstants.DIRECTION_WEST)==Q&&R!=S?x.actions.get("selectParent").funct():R==S?(S=y.getOutgoingTreeEdges(I),null!=S&&0<S.length&&y.setSelectionCell(y.model.getTerminal(S[0],!1))):(R=y.getIncomingTreeEdges(I),null!=R&&0<R.length&&(Q=m(y.model.getTerminal(R[0],!0),Q,I),I=y.view.getState(I),null!=I&&(I=mxUtils.indexOf(Q,I),0<=I&&(I+=S==mxConstants.DIRECTION_NORTH|| -S==mxConstants.DIRECTION_WEST?-1:1,0<=I&&I<=Q.length-1&&y.setSelectionCell(Q[I].cell)))))}var x=this,y=x.editor.graph,A=y.getModel(),z=x.menus.createPopupMenu;x.menus.createPopupMenu=function(I,S,R){z.apply(this,arguments);if(1==y.getSelectionCount()){S=y.getSelectionCell();var Q=y.getOutgoingTreeEdges(S);I.addSeparator();0<Q.length&&(d(y.getSelectionCell())&&this.addMenuItems(I,["selectChildren"],null,R),this.addMenuItems(I,["selectDescendants"],null,R));d(y.getSelectionCell())?(I.addSeparator(), -0<y.getIncomingTreeEdges(S).length&&this.addMenuItems(I,["selectSiblings","selectParent"],null,R)):0<y.model.getEdgeCount(S)&&this.addMenuItems(I,["selectConnections"],null,R)}};x.actions.addAction("selectChildren",function(){if(y.isEnabled()&&1==y.getSelectionCount()){var I=y.getSelectionCell();I=y.getOutgoingTreeEdges(I);if(null!=I){for(var S=[],R=0;R<I.length;R++)S.push(y.model.getTerminal(I[R],!1));y.setSelectionCells(S)}}},null,null,"Alt+Shift+X");x.actions.addAction("selectSiblings",function(){if(y.isEnabled()&& -1==y.getSelectionCount()){var I=y.getSelectionCell();I=y.getIncomingTreeEdges(I);if(null!=I&&0<I.length&&(I=y.getOutgoingTreeEdges(y.model.getTerminal(I[0],!0)),null!=I)){for(var S=[],R=0;R<I.length;R++)S.push(y.model.getTerminal(I[R],!1));y.setSelectionCells(S)}}},null,null,"Alt+Shift+S");x.actions.addAction("selectParent",function(){if(y.isEnabled()&&1==y.getSelectionCount()){var I=y.getSelectionCell();I=y.getIncomingTreeEdges(I);null!=I&&0<I.length&&y.setSelectionCell(y.model.getTerminal(I[0], -!0))}},null,null,"Alt+Shift+P");x.actions.addAction("selectDescendants",function(I,S){I=y.getSelectionCell();if(y.isEnabled()&&y.model.isVertex(I)){if(null!=S&&mxEvent.isAltDown(S))y.setSelectionCells(y.model.getTreeEdges(I,null==S||!mxEvent.isShiftDown(S),null==S||!mxEvent.isControlDown(S)));else{var R=[];y.traverse(I,!0,function(Q,W){var X=null!=W&&y.isTreeEdge(W);X&&R.push(W);null!=W&&!X||null!=S&&mxEvent.isShiftDown(S)||R.push(Q);return null==W||X})}y.setSelectionCells(R)}},null,null,"Alt+Shift+D"); -var L=y.removeCells;y.removeCells=function(I,S){S=null!=S?S:!0;null==I&&(I=this.getDeletableCells(this.getSelectionCells()));S&&(I=this.getDeletableCells(this.addAllEdges(I)));for(var R=[],Q=0;Q<I.length;Q++){var W=I[Q];A.isEdge(W)&&u(W)&&(R.push(W),W=A.getTerminal(W,!1));if(d(W)){var X=[];y.traverse(W,!0,function(n,B){var J=null!=B&&y.isTreeEdge(B);J&&X.push(B);(null==B||J)&&X.push(n);return null==B||J});0<X.length&&(R=R.concat(X),W=y.getIncomingTreeEdges(I[Q]),I=I.concat(W))}else null!=W&&R.push(I[Q])}I= -R;return L.apply(this,arguments)};x.hoverIcons.getStateAt=function(I,S,R){return d(I.cell)?null:this.graph.view.getState(this.graph.getCellAt(S,R))};var N=y.duplicateCells;y.duplicateCells=function(I,S){I=null!=I?I:this.getSelectionCells();for(var R=I.slice(0),Q=0;Q<R.length;Q++){var W=y.view.getState(R[Q]);if(null!=W&&d(W.cell)){var X=y.getIncomingTreeEdges(W.cell);for(W=0;W<X.length;W++)mxUtils.remove(X[W],I)}}this.model.beginUpdate();try{var n=N.call(this,I,S);if(n.length==I.length)for(Q=0;Q<I.length;Q++)if(d(I[Q])){var B= -y.getIncomingTreeEdges(n[Q]);X=y.getIncomingTreeEdges(I[Q]);if(0==B.length&&0<X.length){var J=this.cloneCell(X[0]);this.addEdge(J,y.getDefaultParent(),this.model.getTerminal(X[0],!0),n[Q])}}}finally{this.model.endUpdate()}return n};var K=y.moveCells;y.moveCells=function(I,S,R,Q,W,X,n){var B=null;this.model.beginUpdate();try{var J=W,P=this.getCurrentCellStyle(W);if(null!=I&&d(W)&&"1"==mxUtils.getValue(P,"treeFolding","0")){for(var M=0;M<I.length;M++)if(d(I[M])||y.model.isEdge(I[M])&&null==y.model.getTerminal(I[M], -!0)){W=y.model.getParent(I[M]);break}if(null!=J&&W!=J&&null!=this.view.getState(I[0])){var V=y.getIncomingTreeEdges(I[0]);if(0<V.length){var T=y.view.getState(y.model.getTerminal(V[0],!0));if(null!=T){var U=y.view.getState(J);null!=U&&(S=(U.getCenterX()-T.getCenterX())/y.view.scale,R=(U.getCenterY()-T.getCenterY())/y.view.scale)}}}}B=K.apply(this,arguments);if(null!=B&&null!=I&&B.length==I.length)for(M=0;M<B.length;M++)if(this.model.isEdge(B[M]))d(J)&&0>mxUtils.indexOf(B,this.model.getTerminal(B[M], -!0))&&this.model.setTerminal(B[M],J,!0);else if(d(I[M])&&(V=y.getIncomingTreeEdges(I[M]),0<V.length))if(!Q)d(J)&&0>mxUtils.indexOf(I,this.model.getTerminal(V[0],!0))&&this.model.setTerminal(V[0],J,!0);else if(0==y.getIncomingTreeEdges(B[M]).length){P=J;if(null==P||P==y.model.getParent(I[M]))P=y.model.getTerminal(V[0],!0);Q=this.cloneCell(V[0]);this.addEdge(Q,y.getDefaultParent(),P,B[M])}}finally{this.model.endUpdate()}return B};if(null!=x.sidebar){var t=x.sidebar.dropAndConnect;x.sidebar.dropAndConnect= -function(I,S,R,Q){var W=y.model,X=null;W.beginUpdate();try{if(X=t.apply(this,arguments),d(I))for(var n=0;n<X.length;n++)if(W.isEdge(X[n])&&null==W.getTerminal(X[n],!0)){W.setTerminal(X[n],I,!0);var B=y.getCellGeometry(X[n]);B.points=null;null!=B.getTerminalPoint(!0)&&B.setTerminalPoint(null,!0)}}finally{W.endUpdate()}return X}}var q={88:x.actions.get("selectChildren"),84:x.actions.get("selectSubtree"),80:x.actions.get("selectParent"),83:x.actions.get("selectSiblings")},G=x.onKeyDown;x.onKeyDown=function(I){try{if(y.isEnabled()&& -!y.isEditing()&&d(y.getSelectionCell())&&1==y.getSelectionCount()){var S=null;0<y.getIncomingTreeEdges(y.getSelectionCell()).length&&(9==I.which?S=mxEvent.isShiftDown(I)?g(y.getSelectionCell()):k(y.getSelectionCell()):13==I.which&&(S=e(y.getSelectionCell(),!mxEvent.isShiftDown(I))));if(null!=S&&0<S.length)1==S.length&&y.model.isEdge(S[0])?y.setSelectionCell(y.model.getTerminal(S[0],!1)):y.setSelectionCell(S[S.length-1]),null!=x.hoverIcons&&x.hoverIcons.update(y.view.getState(y.getSelectionCell())), -y.startEditingAtCell(y.getSelectionCell()),mxEvent.consume(I);else if(mxEvent.isAltDown(I)&&mxEvent.isShiftDown(I)){var R=q[I.keyCode];null!=R&&(R.funct(I),mxEvent.consume(I))}else 37==I.keyCode?(p(y.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(I)):38==I.keyCode?(p(y.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(I)):39==I.keyCode?(p(y.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(I)):40==I.keyCode&&(p(y.getSelectionCell(),mxConstants.DIRECTION_SOUTH), -mxEvent.consume(I))}}catch(Q){x.handleError(Q)}mxEvent.isConsumed(I)||G.apply(this,arguments)};var E=y.connectVertex;y.connectVertex=function(I,S,R,Q,W,X,n){var B=y.getIncomingTreeEdges(I);if(d(I)){var J=c(I),P=J==mxConstants.DIRECTION_EAST||J==mxConstants.DIRECTION_WEST,M=S==mxConstants.DIRECTION_EAST||S==mxConstants.DIRECTION_WEST;return J==S||0==B.length?k(I,S):P==M?g(I):e(I,S!=mxConstants.DIRECTION_NORTH&&S!=mxConstants.DIRECTION_WEST)}return E.apply(this,arguments)};y.getSubtree=function(I){var S= -[I];!v(I)&&!d(I)||D(I)||y.traverse(I,!0,function(R,Q){var W=null!=Q&&y.isTreeEdge(Q);W&&0>mxUtils.indexOf(S,Q)&&S.push(Q);(null==Q||W)&&0>mxUtils.indexOf(S,R)&&S.push(R);return null==Q||W});return S};var F=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){F.apply(this,arguments);(v(this.state.cell)||d(this.state.cell))&&!D(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title", -"Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height="24px",this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(I){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(I),mxEvent.getClientY(I),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(I); -this.graph.isMouseDown=!0;x.hoverIcons.reset();mxEvent.consume(I)})))};var H=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){H.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var C=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(I){C.apply(this, -arguments);null!=this.moveHandle&&(this.moveHandle.style.display=I?"":"none")};var O=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(I,S){O.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var l=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var d=l.apply(this,arguments),v=this.graph;return d.concat([this.addEntry("tree container", -function(){var u=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");u.vertex=!0;var D=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.vertex=!0;var c=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -c.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");e.geometry.relative=!0;e.edge=!0;D.insertEdge(e,!0);c.insertEdge(e,!1);u.insert(e);u.insert(D);u.insert(c);return sb.createVertexTemplateFromCells([u],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var u=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;"); -u.vertex=!0;var D=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');D.vertex=!0;var c=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -c.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");e.geometry.relative=!0;e.edge=!0;D.insertEdge(e,!0);c.insertEdge(e,!1);var g=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -g.vertex=!0;var k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");k.geometry.relative=!0;k.edge=!0;D.insertEdge(k,!0);g.insertEdge(k,!1);var m=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -m.vertex=!0;var p=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");p.geometry.relative=!0;p.edge=!0;D.insertEdge(p,!0);m.insertEdge(p,!1);var x=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -x.vertex=!0;var y=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");y.geometry.relative=!0;y.edge=!0;D.insertEdge(y,!0);x.insertEdge(y,!1);u.insert(e);u.insert(k);u.insert(p);u.insert(y);u.insert(D);u.insert(c);u.insert(g);u.insert(m);u.insert(x);return sb.createVertexTemplateFromCells([u],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var u=new mxCell("Central Idea", -new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;');u.vertex=!0;return sb.createVertexTemplateFromCells([u],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var u=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -u.vertex=!0;var D=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");D.geometry.setTerminalPoint(new mxPoint(-40,40),!0);D.geometry.relative=!0;D.edge=!0;u.insertEdge(D,!1);return sb.createVertexTemplateFromCells([u,D],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var u=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -u.vertex=!0;var D=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");D.geometry.setTerminalPoint(new mxPoint(-40,40),!0);D.geometry.relative=!0;D.edge=!0;u.insertEdge(D,!1);return sb.createVertexTemplateFromCells([u,D],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree orgchart organization division",function(){var u=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -u.vertex=!0;var D=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');v.setAttributeForCell(D,"treeRoot","1");D.vertex=!0;var c=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -c.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");e.geometry.relative=!0;e.edge=!0;D.insertEdge(e,!0);c.insertEdge(e,!1);var g=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');g.vertex=!0;var k=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -k.geometry.relative=!0;k.edge=!0;D.insertEdge(k,!0);g.insertEdge(k,!1);u.insert(e);u.insert(k);u.insert(D);u.insert(c);u.insert(g);return sb.createVertexTemplateFromCells([u],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree root",function(){var u=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');v.setAttributeForCell(u,"treeRoot", -"1");u.vertex=!0;return sb.createVertexTemplateFromCells([u],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree division",function(){var u=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');u.vertex=!0;var D=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -D.geometry.setTerminalPoint(new mxPoint(0,0),!0);D.geometry.relative=!0;D.edge=!0;u.insertEdge(D,!1);return sb.createVertexTemplateFromCells([u,D],u.geometry.width,u.geometry.height,u.value)}),this.addEntry("tree sub sections",function(){var u=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");u.vertex=!0;var D=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); -D.geometry.setTerminalPoint(new mxPoint(110,-40),!0);D.geometry.relative=!0;D.edge=!0;u.insertEdge(D,!1);var c=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");c.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");e.geometry.setTerminalPoint(new mxPoint(110,-40),!0);e.geometry.relative= -!0;e.edge=!0;c.insertEdge(e,!1);return sb.createVertexTemplateFromCells([D,e,u,c],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; -EditorUi.initMinimalTheme=function(){function b(q,G){if(EditorUi.windowed){var E=q.editor.graph;E.popupMenuHandler.hideMenu();if(null==q.formatWindow){G="1"==urlParams.sketch?Math.max(10,q.diagramContainer.clientWidth-241):Math.max(10,q.diagramContainer.clientWidth-248);var F="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;E="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,E.container.clientHeight-10);q.formatWindow=new u(q,mxResources.get("format"),G,F,240,E,function(C){var O= -q.createFormat(C);O.init();q.addListener("darkModeChanged",mxUtils.bind(this,function(){O.refresh()}));return O});q.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){q.formatWindow.window.fit()}));q.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else q.formatWindow.window.setVisible(null!=G?G:!q.formatWindow.window.isVisible())}else{if(null==q.formatElt){q.formatElt=v();var H=q.createFormat(q.formatElt);H.init();q.formatElt.style.border="none";q.formatElt.style.width= -"240px";q.formatElt.style.borderLeft="1px solid gray";q.formatElt.style.right="0px";q.addListener("darkModeChanged",mxUtils.bind(this,function(){H.refresh()}))}E=q.diagramContainer.parentNode;null!=q.formatElt.parentNode?(q.formatElt.parentNode.removeChild(q.formatElt),E.style.right="0px"):(E.parentNode.appendChild(q.formatElt),E.style.right=q.formatElt.style.width)}}function f(q,G){function E(O,I){var S=q.menus.get(O);O=C.addMenu(I,mxUtils.bind(this,function(){S.funct.apply(this,arguments)}));O.style.cssText= -"position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;";O.className="geTitle";G.appendChild(O);return O}var F=document.createElement("div");F.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";F.className="geTitle";var H=document.createElement("span");H.style.fontSize="18px";H.style.marginRight="5px"; -H.innerHTML="+";F.appendChild(H);mxUtils.write(F,mxResources.get("moreShapes"));G.appendChild(F);mxEvent.addListener(F,"click",function(){q.actions.get("shapes").funct()});var C=new Menubar(q,G);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?F.style.bottom="0":null!=q.actions.get("newLibrary")?(F=document.createElement("div"),F.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;", -F.className="geTitle",H=document.createElement("span"),H.style.cssText="position:relative;top:6px;",mxUtils.write(H,mxResources.get("newLibrary")),F.appendChild(H),G.appendChild(F),mxEvent.addListener(F,"click",q.actions.get("newLibrary").funct),F=document.createElement("div"),F.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",F.className="geTitle",H=document.createElement("span"), -H.style.cssText="position:relative;top:6px;",mxUtils.write(H,mxResources.get("openLibrary")),F.appendChild(H),G.appendChild(F),mxEvent.addListener(F,"click",q.actions.get("openLibrary").funct)):(F=E("newLibrary",mxResources.get("newLibrary")),F.style.boxSizing="border-box",F.style.paddingRight="6px",F.style.paddingLeft="6px",F.style.height="32px",F.style.left="0",F=E("openLibraryFrom",mxResources.get("openLibraryFrom")),F.style.borderLeft="1px solid lightgray",F.style.boxSizing="border-box",F.style.paddingRight= -"6px",F.style.paddingLeft="6px",F.style.height="32px",F.style.left="50%");G.appendChild(q.sidebar.container);G.style.overflow="hidden"}function l(q,G){if(EditorUi.windowed){var E=q.editor.graph;E.popupMenuHandler.hideMenu();if(null==q.sidebarWindow){G=Math.min(E.container.clientWidth-10,218);var F="1"==urlParams.embedInline?650:Math.min(E.container.clientHeight-40,650);q.sidebarWindow=new u(q,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline?66:10,"1"==urlParams.sketch&& -"1"!=urlParams.embedInline?Math.max(30,(E.container.clientHeight-F)/2):56,G-6,F-6,function(H){f(q,H)});q.sidebarWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){q.sidebarWindow.window.fit()}));q.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);q.sidebarWindow.window.setVisible(!0);isLocalStorage&&q.getLocalData("sidebar",function(H){q.sidebar.showEntries(H,null,!0)});q.restoreLibraries()}else q.sidebarWindow.window.setVisible(null!=G?G:!q.sidebarWindow.window.isVisible())}else null== -q.sidebarElt&&(q.sidebarElt=v(),f(q,q.sidebarElt),q.sidebarElt.style.border="none",q.sidebarElt.style.width="210px",q.sidebarElt.style.borderRight="1px solid gray"),E=q.diagramContainer.parentNode,null!=q.sidebarElt.parentNode?(q.sidebarElt.parentNode.removeChild(q.sidebarElt),E.style.left="0px"):(E.parentNode.appendChild(q.sidebarElt),E.style.left=q.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format||"undefined"===typeof window.Menus)window.uiTheme= -null;else{var d=0;try{d=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(q){}var v=function(){var q=document.createElement("div");q.className="geSidebarContainer";q.style.position="absolute";q.style.width="100%";q.style.height="100%";q.style.border="1px solid whiteSmoke";q.style.overflowX="hidden";q.style.overflowY="auto";return q},u=function(q,G,E,F,H,C,O){var I=v();O(I);this.window=new mxWindow(G,I,E,F,H,C,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1); -this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);q.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(S){null==S&&(S=window.event);return null!=S&&q.isSelectionAllowed(S)}))};Editor.checkmarkImage=Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src; -mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>'); -mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity= -"0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor="#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID; -EditorUi.prototype.setDarkMode=function(q){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetDarkMode(q);null==urlParams.dark&&(mxSettings.settings.darkMode=q,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))}),0)};var D=document.createElement("link");D.setAttribute("rel","stylesheet");D.setAttribute("href",STYLE_PATH+"/dark.css");D.setAttribute("charset","UTF-8");D.setAttribute("type", -"text/css");EditorUi.prototype.doSetDarkMode=function(q){if(Editor.darkMode!=q){var G=this.editor.graph;Editor.darkMode=q;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";G.view.gridColor=Editor.isDarkMode()?G.view.defaultDarkGridColor:G.view.defaultGridColor;G.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";G.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";G.shapeBackgroundColor=Editor.isDarkMode()?Editor.darkColor: -"#ffffff";G.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";G.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";G.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";G.loadStylesheet();null!=this.actions.layersWindow&&(q=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(), -this.actions.layersWindow=null,q&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=G.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor=G.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=G.shapeBackgroundColor;Graph.prototype.shapeForegroundColor= -G.shapeForegroundColor;Graph.prototype.defaultThemeName=G.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor:"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG? -Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;c.innerHTML=Editor.createMinimalCss();Editor.darkMode?null==D.parentNode&&document.getElementsByTagName("head")[0].appendChild(D):null!=D.parentNode&&D.parentNode.removeChild(D)}};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+(Editor.isDarkMode()? -"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": -"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()?"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ -(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ -(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ -(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ -(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};var c=document.createElement("style");c.type="text/css";c.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(c);Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var e=EditorUi.prototype.updateTabContainer; -EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");e.apply(this,arguments)};var g=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){g.apply(this,arguments);this.menus.get("save").setEnabled(null!=this.getCurrentFile()||"1"==urlParams.embed)};var k=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(q, -G){null!=G.shortcut&&900>d&&!mxClient.IS_IOS?q.firstChild.nextSibling.setAttribute("title",G.shortcut):k.apply(this,arguments)};var m=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){m.apply(this,arguments);if(null!=this.userElement){var q=this.userElement;q.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+q.style.display;q.className="geToolbarButton";q.innerText="";q.style.backgroundImage="url("+Editor.userImage+")";q.style.backgroundPosition="center center"; -q.style.backgroundRepeat="no-repeat";q.style.backgroundSize="24px 24px";q.style.height="24px";q.style.width="24px";q.style.cssFloat="right";q.setAttribute("title",mxResources.get("changeUser"));if("none"!=q.style.display){q.style.display="inline-block";var G=this.getCurrentFile();if(null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()){var E=document.createElement("img");E.setAttribute("border","0");E.style.position="absolute";E.style.left="18px";E.style.top="2px";E.style.width="12px";E.style.height= -"12px";var F=G.getRealtimeError();G=G.getRealtimeState();var H=mxResources.get("realtimeCollaboration");1==G?(E.src=Editor.syncImage,H+=" ("+mxResources.get("online")+")"):(E.src=Editor.syncProblemImage,H=null!=F&&null!=F.message?H+(" ("+F.message+")"):H+(" ("+mxResources.get("disconnected")+")"));E.setAttribute("title",H);q.style.paddingRight="4px";q.appendChild(E)}}}};var p=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){p.apply(this,arguments);if(null!=this.shareButton){var q= -this.shareButton;q.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";q.className="geToolbarButton";q.innerText="";q.style.backgroundImage="url("+Editor.shareImage+")";q.style.backgroundPosition="center center";q.style.backgroundRepeat="no-repeat";q.style.backgroundSize="24px 24px";q.style.height="24px";q.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&&(this.buttonContainer.style.marginTop= -"-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var q=document.createElement("div");q.style.display="inline-block";q.style.position="relative";q.style.marginTop="6px";q.style.marginRight="4px";var G=document.createElement("a");G.className="geMenuItem gePrimaryBtn";G.style.marginLeft="8px";G.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var E="1"==urlParams.publishClose? -mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(G,E);G.setAttribute("title",E);mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));q.appendChild(G)}}else mxUtils.write(G,mxResources.get("save")),G.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),q.appendChild(G),"1"==urlParams.saveAndExit&&(G=document.createElement("a"), -mxUtils.write(G,mxResources.get("saveAndExit")),G.setAttribute("title",mxResources.get("saveAndExit")),G.className="geMenuItem",G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),q.appendChild(G));"1"!=urlParams.noExitBtn&&(G=document.createElement("a"),E="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(G,E),G.setAttribute("title",E),G.className="geMenuItem", -G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),q.appendChild(G));this.buttonContainer.appendChild(q);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var x=Sidebar.prototype.getTooltipOffset;Sidebar.prototype.getTooltipOffset=function(q,G){if(null==this.editorUi.sidebarWindow||mxUtils.isAncestorNode(this.editorUi.picker,q)){var E=mxUtils.getOffset(this.editorUi.picker); -E.x+=this.editorUi.picker.offsetWidth+4;E.y+=q.offsetTop-G.height/2+16;return E}var F=x.apply(this,arguments);E=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);F.x+=E.x-16;F.y+=E.y;return F};var y=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(q,G,E){var F=this.editorUi.editor.graph;q.smartSeparators=!0;y.apply(this,arguments);"1"==urlParams.sketch?F.isEnabled()&&(q.addSeparator(),1==F.getSelectionCount()&&this.addMenuItems(q,["-","lockUnlock"],null,E)):1==F.getSelectionCount()? -(F.isCellFoldable(F.getSelectionCell())&&this.addMenuItems(q,F.isCellCollapsed(G)?["expand"]:["collapse"],null,E),this.addMenuItems(q,["collapsible","-","lockUnlock","enterGroup"],null,E),q.addSeparator(),this.addSubmenu("layout",q)):F.isSelectionEmpty()&&F.isEnabled()?(q.addSeparator(),this.addMenuItems(q,["editData"],null,E),q.addSeparator(),this.addSubmenu("layout",q),this.addSubmenu("insert",q),this.addMenuItems(q,["-","exitGroup"],null,E)):F.isEnabled()&&this.addMenuItems(q,["-","lockUnlock"], -null,E)};var A=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(q,G,E){A.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(q,["copyAsImage"],null,E)};EditorUi.prototype.toggleFormatPanel=function(q){null!=this.formatWindow?this.formatWindow.window.setVisible(null!=q?q:!this.formatWindow.window.isVisible()):b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var z=EditorUi.prototype.destroy;EditorUi.prototype.destroy= -function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1),this.actions.outlineWindow.window.destroy(),this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1), -this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow=null);null!=this.menus.findReplaceWindow&&(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow= -null);z.apply(this,arguments)};var L=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(q){L.apply(this,arguments);if(q){var G=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=G&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0);null!=this.formatWindow&&(1E3<=G||"1"==urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1), -null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var N=Menus.prototype.init;Menus.prototype.init=function(){N.apply(this,arguments);var q=this.editorUi,G=q.editor.graph;q.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";q.actions.get("createShape").label=mxResources.get("shape")+"...";q.actions.get("outline").label=mxResources.get("outline")+"...";q.actions.get("layers").label=mxResources.get("layers")+"..."; -q.actions.get("tags").label=mxResources.get("tags")+"...";q.actions.get("comments").label=mxResources.get("comments")+"...";var E=q.actions.put("toggleDarkMode",new Action(mxResources.get("dark"),function(R){q.setDarkMode(!Editor.darkMode)}));E.setToggleAction(!0);E.setSelectedCallback(function(){return Editor.isDarkMode()});E=q.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"),function(R){q.setSketchMode(!Editor.sketchMode)}));E.setToggleAction(!0);E.setSelectedCallback(function(){return Editor.sketchMode}); -E=q.actions.put("togglePagesVisible",new Action(mxResources.get("pages"),function(R){q.setPagesVisible(!Editor.pagesVisible)}));E.setToggleAction(!0);E.setSelectedCallback(function(){return Editor.pagesVisible});q.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){G.popupMenuHandler.hideMenu();q.showImportCsvDialog()}));q.actions.put("importText",new Action(mxResources.get("text")+"...",function(){var R=new ParseDialog(q,"Insert from Text");q.showDialog(R.container,620,420, -!0,!1);R.init()}));q.actions.put("formatSql",new Action(mxResources.get("formatSql")+"...",function(){var R=new ParseDialog(q,"Insert from Text","formatSql");q.showDialog(R.container,620,420,!0,!1);R.init()}));q.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){l(q)},null,null,Editor.ctrlKey+"+Shift+K"));q.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(q)})).shortcut=q.actions.get("formatPanel").shortcut; -EditorUi.enablePlantUml&&!q.isOffline()&&q.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var R=new ParseDialog(q,mxResources.get("plantUml")+"...","plantUml");q.showDialog(R.container,620,420,!0,!1);R.init()}));q.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var R=new ParseDialog(q,mxResources.get("mermaid")+"...","mermaid");q.showDialog(R.container,620,420,!0,!1);R.init()}));var F=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this, -function(R,Q){var W=this.editorUi.editor.graph,X=W.getSelectionCell();F.call(this,R,X,null,Q);this.addMenuItems(R,["editTooltip"],Q);W.model.isVertex(X)&&this.addMenuItems(R,["editGeometry"],Q);this.addMenuItems(R,["-","edit"],Q)})));this.addPopupMenuCellEditItems=function(R,Q,W,X){R.addSeparator();this.addSubmenu("editCell",R,X,mxResources.get("edit"))};this.put("file",new Menu(mxUtils.bind(this,function(R,Q){var W=q.getCurrentFile();q.menus.addMenuItems(R,["new"],Q);q.menus.addSubmenu("openFrom", -R,Q);isLocalStorage&&this.addSubmenu("openRecent",R,Q);R.addSeparator(Q);null!=W&&W.constructor==DriveFile?q.menus.addMenuItems(R,["save","rename","makeCopy","moveToFolder"],Q):(q.menus.addMenuItems(R,["save","saveAs","-","rename"],Q),q.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(R,["upload"],Q):q.menus.addMenuItems(R,["makeCopy"],Q));R.addSeparator(Q);null!=W&&(W.isRevisionHistorySupported()&&q.menus.addMenuItems(R,["revisionHistory"],Q),W.constructor== -DriveFile&&q.menus.addMenuItems(R,["openFolder"],Q),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||W.constructor==LocalFile&&null==W.fileHandle||q.menus.addMenuItems(R,["synchronize"],Q));q.menus.addMenuItems(R,["autosave"],Q);if(null!=W){R.addSeparator(Q);"1"==urlParams.sketch&&q.commentsSupported()&&q.menus.addMenuItems(R,["comments"],Q);if(null!=q.fileNode&&"1"!=urlParams.embedInline){var X=null!=W.getTitle()?W.getTitle():q.defaultFilename;(W.constructor==DriveFile&&null!=W.sync&&W.sync.isConnected()|| -!/(\.html)$/i.test(X)&&!/(\.svg)$/i.test(X))&&this.addMenuItems(R,["properties"],Q)}W.constructor==DriveFile&&q.menus.addMenuItems(R,["share"],Q)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(R,Q){var W=q.getCurrentFile();q.menus.addSubmenu("extras",R,Q,mxResources.get("preferences"));R.addSeparator(Q);if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)q.menus.addMenuItems(R,"new open - synchronize - save saveAs -".split(" "),Q);else if("1"==urlParams.embed||q.mode==App.MODE_ATLAS){"1"!= -urlParams.noSaveBtn&&"1"!=urlParams.embedInline&&q.menus.addMenuItems(R,["-","save"],Q);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||q.mode==App.MODE_ATLAS)q.menus.addMenuItems(R,["saveAndExit"],Q),null!=W&&W.isRevisionHistorySupported()&&q.menus.addMenuItems(R,["revisionHistory"],Q);R.addSeparator(Q)}else q.mode==App.MODE_ATLAS?q.menus.addMenuItems(R,["save","synchronize","-"],Q):"1"!=urlParams.noFileMenu&&("1"!=urlParams.sketch?(q.menus.addMenuItems(R,["new"], -Q),q.menus.addSubmenu("openFrom",R,Q),isLocalStorage&&this.addSubmenu("openRecent",R,Q),R.addSeparator(Q),null!=W&&(W.constructor==DriveFile&&q.menus.addMenuItems(R,["share"],Q),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||W.constructor==LocalFile||q.menus.addMenuItems(R,["synchronize"],Q)),R.addSeparator(Q),q.menus.addSubmenu("save",R,Q)):q.menus.addSubmenu("file",R,Q));q.menus.addSubmenu("exportAs",R,Q);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?q.menus.addMenuItems(R,["import"],Q):"1"!=urlParams.noFileMenu&& -q.menus.addSubmenu("importFrom",R,Q);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!q.commentsSupported()||q.menus.addMenuItems(R,["-","comments"],Q);q.menus.addMenuItems(R,"- findReplace layers tags - pageSetup".split(" "),Q);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||q.menus.addMenuItems(R,["print"],Q);"1"!=urlParams.sketch&&null!=W&&null!=q.fileNode&&"1"!=urlParams.embedInline&&(W=null!=W.getTitle()?W.getTitle():q.defaultFilename,/(\.html)$/i.test(W)|| -/(\.svg)$/i.test(W)||this.addMenuItems(R,["-","properties"]));R.addSeparator(Q);q.menus.addSubmenu("help",R,Q);"1"==urlParams.embed||q.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||q.mode==App.MODE_ATLAS)&&q.menus.addMenuItems(R,["-","exit"],Q):"1"!=urlParams.noFileMenu&&q.menus.addMenuItems(R,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this,function(R,Q){var W=q.getCurrentFile();null!=W&&W.constructor==DriveFile?q.menus.addMenuItems(R,["save","makeCopy","-","rename","moveToFolder"], -Q):(q.menus.addMenuItems(R,["save","saveAs","-","rename"],Q),q.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(R,["upload"],Q):q.menus.addMenuItems(R,["makeCopy"],Q));q.menus.addMenuItems(R,["-","autosave"],Q);null!=W&&W.isRevisionHistorySupported()&&q.menus.addMenuItems(R,["-","revisionHistory"],Q)})));var H=this.get("exportAs");this.put("exportAs",new Menu(mxUtils.bind(this,function(R,Q){H.funct(R,Q);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp|| -q.menus.addMenuItems(R,["publishLink"],Q);q.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(R.addSeparator(Q),q.menus.addSubmenu("embed",R,Q))})));var C=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(R,Q){q.menus.addInsertTableCellItem(R,Q)})));if("1"==urlParams.sketch){var O=this.get("units");this.put("units",new Menu(mxUtils.bind(this,function(R,Q){O.funct(R,Q);this.addMenuItems(R,["-","pageScale","-","ruler"],Q)})))}this.put("extras",new Menu(mxUtils.bind(this,function(R, -Q){null!=C&&q.menus.addSubmenu("language",R,Q);"1"!=urlParams.embed&&"1"!=urlParams.extAuth&&q.mode!=App.MODE_ATLAS&&q.menus.addSubmenu("theme",R,Q);q.menus.addSubmenu("units",R,Q);R.addSeparator(Q);"1"!=urlParams.sketch&&q.menus.addMenuItems(R,"pageScale ruler scrollbars - tooltips copyConnect collapseExpand".split(" "),Q);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&&"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&q.mode!=App.MODE_ATLAS&&q.menus.addMenuItems(R,["-","showStartScreen", -"search","scratchpad"],Q);R.addSeparator(Q);"1"==urlParams.sketch?q.menus.addMenuItems(R,"configuration - copyConnect collapseExpand tooltips -".split(" "),Q):(q.mode!=App.MODE_ATLAS&&q.menus.addMenuItem(R,"configuration",Q),!q.isOfflineApp()&&isLocalStorage&&q.mode!=App.MODE_ATLAS&&q.menus.addMenuItem(R,"plugins",Q));EditorUi.isElectronApp&&q.menus.addMenuItems(R,["-","spellCheck","autoBkp","drafts","-"],Q);var W=q.getCurrentFile();null!=W&&W.isRealtimeEnabled()&&W.isRealtimeSupported()&&this.addMenuItems(R, -["-","showRemoteCursors","shareCursor","-"],Q);R.addSeparator(Q);("1"!=urlParams.embedInline&&Editor.isDarkMode()||!mxClient.IS_IE&&!mxClient.IS_IE11)&&this.addMenuItems(R,["toggleDarkMode"],Q);R.addSeparator(Q)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(R,Q){q.menus.addMenuItems(R,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "),Q)})));mxUtils.bind(this,function(){var R=this.get("insert"),Q=R.funct;R.funct=function(W,X){"1"==urlParams.sketch? -(q.insertTemplateEnabled&&!q.isOffline()&&q.menus.addMenuItems(W,["insertTemplate"],X),q.menus.addMenuItems(W,["insertImage","insertLink","-"],X),q.menus.addSubmenu("insertAdvanced",W,X,mxResources.get("advanced")),q.menus.addSubmenu("layout",W,X)):(Q.apply(this,arguments),q.menus.addSubmenu("table",W,X))}})();var I="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "),S=function(R,Q,W,X){R.addItem(W,null,mxUtils.bind(this,function(){var n=new CreateGraphDialog(q, -W,X);q.showDialog(n.container,620,420,!0,!1);n.init()}),Q)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(R,Q){for(var W=0;W<I.length;W++)"-"==I[W]?R.addSeparator(Q):S(R,Q,mxResources.get(I[W])+"...",I[W])})))};EditorUi.prototype.installFormatToolbar=function(q){var G=this.editor.graph,E=document.createElement("div");E.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;"; -G.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(F,H){0<G.getSelectionCount()?(q.appendChild(E),E.innerHTML="Selected: "+G.getSelectionCount()):null!=E.parentNode&&E.parentNode.removeChild(E)}))};var K=!1;EditorUi.prototype.initFormatWindow=function(){if(!K&&null!=this.formatWindow){K=!0;this.formatWindow.window.setClosable(!1);var q=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){q.apply(this,arguments);this.minimized?(this.div.style.width= -"90px",this.table.style.width="90px",this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(G){mxEvent.getSource(G)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var t=EditorUi.prototype.init;EditorUi.prototype.init=function(){function q(fa, -Z,ia){var ha=C.menus.get(fa),ma=R.addMenu(mxResources.get(fa),mxUtils.bind(this,function(){ha.funct.apply(this,arguments)}),S);ma.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";ma.style.display="inline-block";ma.style.boxSizing="border-box";ma.style.top="6px";ma.style.marginRight="6px";ma.style.height="30px";ma.style.paddingTop="6px";ma.style.paddingBottom="6px";ma.style.cursor="pointer";ma.setAttribute("title",mxResources.get(fa));C.menus.menuCreated(ha,ma,"geMenuItem");null!=ia? -(ma.style.backgroundImage="url("+ia+")",ma.style.backgroundPosition="center center",ma.style.backgroundRepeat="no-repeat",ma.style.backgroundSize="24px 24px",ma.style.width="34px",ma.innerText=""):Z||(ma.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",ma.style.backgroundPosition="right 6px center",ma.style.backgroundRepeat="no-repeat",ma.style.paddingRight="22px");return ma}function G(fa,Z,ia,ha,ma,ua){var qa=document.createElement("a");qa.className="1"==urlParams.sketch?"geToolbarButton": -"geMenuItem";qa.style.display="inline-block";qa.style.boxSizing="border-box";qa.style.height="30px";qa.style.padding="6px";qa.style.position="relative";qa.style.verticalAlign="top";qa.style.top="0px";"1"==urlParams.sketch&&(qa.style.borderStyle="none",qa.style.boxShadow="none",qa.style.padding="6px",qa.style.margin="0px");null!=C.statusContainer?I.insertBefore(qa,C.statusContainer):I.appendChild(qa);null!=ua?(qa.style.backgroundImage="url("+ua+")",qa.style.backgroundPosition="center center",qa.style.backgroundRepeat= -"no-repeat",qa.style.backgroundSize="24px 24px",qa.style.width="34px"):mxUtils.write(qa,fa);mxEvent.addListener(qa,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(xa){xa.preventDefault()}));mxEvent.addListener(qa,"click",function(xa){"disabled"!=qa.getAttribute("disabled")&&Z(xa);mxEvent.consume(xa)});null==ia&&(qa.style.marginRight="4px");null!=ha&&qa.setAttribute("title",ha);null!=ma&&(fa=function(){ma.isEnabled()?(qa.removeAttribute("disabled"),qa.style.cursor="pointer"): -(qa.setAttribute("disabled","disabled"),qa.style.cursor="default")},ma.addListener("stateChanged",fa),O.addListener("enabledChanged",fa),fa());return qa}function E(fa,Z,ia){ia=document.createElement("div");ia.className="geMenuItem";ia.style.display="inline-block";ia.style.verticalAlign="top";ia.style.marginRight="6px";ia.style.padding="0 4px 0 4px";ia.style.height="30px";ia.style.position="relative";ia.style.top="0px";"1"==urlParams.sketch&&(ia.style.boxShadow="none");for(var ha=0;ha<fa.length;ha++)null!= -fa[ha]&&("1"==urlParams.sketch&&(fa[ha].style.padding="10px 8px",fa[ha].style.width="30px"),fa[ha].style.margin="0px",fa[ha].style.boxShadow="none",ia.appendChild(fa[ha]));null!=Z&&mxUtils.setOpacity(ia,Z);null!=C.statusContainer&&"1"!=urlParams.sketch?I.insertBefore(ia,C.statusContainer):I.appendChild(ia);return ia}function F(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(V.style.left=58>M.offsetTop-M.offsetHeight/2?"70px":"10px");else{for(var fa=I.firstChild;null!=fa;){var Z=fa.nextSibling; -"geMenuItem"!=fa.className&&"geItem"!=fa.className||fa.parentNode.removeChild(fa);fa=Z}S=I.firstChild;d=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;fa=1E3>d||"1"==urlParams.sketch;var ia=null;fa||(ia=q("diagram"));Z=fa?q("diagram",null,Editor.menuImage):null;null!=Z&&(ia=Z);E([ia,G(mxResources.get("shapes"),C.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),C.actions.get("image"),fa?Editor.shapesImage:null),G(mxResources.get("format"),C.actions.get("toggleFormat").funct, -null,mxResources.get("format")+" ("+C.actions.get("formatPanel").shortcut+")",C.actions.get("image"),fa?Editor.formatImage:null)],fa?60:null);Z=q("insert",!0,fa?J:null);E([Z,G(mxResources.get("delete"),C.actions.get("delete").funct,null,mxResources.get("delete"),C.actions.get("delete"),fa?Editor.trashImage:null)],fa?60:null);411<=d&&(E([Na,Ma],60),520<=d&&E([ya,640<=d?G("",Ba.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +)",Ba,Editor.zoomInImage):null,640<=d?G("",Aa.funct,!0,mxResources.get("zoomOut")+ -" ("+Editor.ctrlKey+" -)",Aa,Editor.zoomOutImage):null],60))}null!=ia&&(mxEvent.disableContextMenu(ia),mxEvent.addGestureListeners(ia,mxUtils.bind(this,function(ha){(mxEvent.isShiftDown(ha)||mxEvent.isAltDown(ha)||mxEvent.isMetaDown(ha)||mxEvent.isControlDown(ha)||mxEvent.isPopupTrigger(ha))&&C.appIconClicked(ha)}),null,null));Z=C.menus.get("language");null!=Z&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&600<=d&&"1"!=urlParams.sketch?(null==ka&&(Z=R.addMenu("",Z.funct),Z.setAttribute("title", -mxResources.get("language")),Z.className="geToolbarButton",Z.style.backgroundImage="url("+Editor.globeImage+")",Z.style.backgroundPosition="center center",Z.style.backgroundRepeat="no-repeat",Z.style.backgroundSize="24px 24px",Z.style.position="absolute",Z.style.height="24px",Z.style.width="24px",Z.style.zIndex="1",Z.style.right="8px",Z.style.cursor="pointer",Z.style.top="1"==urlParams.embed?"12px":"11px",I.appendChild(Z),ka=Z),C.buttonContainer.style.paddingRight="34px"):(C.buttonContainer.style.paddingRight= -"4px",null!=ka&&(ka.parentNode.removeChild(ka),ka=null))}t.apply(this,arguments);"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches);var H=document.createElement("div");H.style.cssText="position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";H.style.bottom="1"!=urlParams.embed|| -"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(H);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&&1E3<=d||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])l(this,!0),null!= -this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var C=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==C.embedViewport)mxUtils.fit(this.div);else{var fa=parseInt(this.div.offsetLeft),Z=parseInt(this.div.offsetWidth),ia=C.embedViewport.x+C.embedViewport.width,ha=parseInt(this.div.offsetTop),ma=parseInt(this.div.offsetHeight),ua=C.embedViewport.y+C.embedViewport.height; -this.div.style.left=Math.max(C.embedViewport.x,Math.min(fa,ia-Z))+"px";this.div.style.top=Math.max(C.embedViewport.y,Math.min(ha,ua-ma))+"px";this.div.style.height=Math.min(C.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(C.embedViewport.width,parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&&("1"==urlParams.sketch||1E3<=d)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(), -H=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>d||708>H)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));C=this;var O=C.editor.graph;C.toolbar=this.createToolbar(C.createDiv("geToolbar"));C.defaultLibraryName=mxResources.get("untitledLibrary");var I=document.createElement("div");I.className="geMenubarContainer";var S=null,R=new Menubar(C,I);C.statusContainer= -C.createStatusContainer();C.statusContainer.style.position="relative";C.statusContainer.style.maxWidth="";C.statusContainer.style.marginTop="7px";C.statusContainer.style.marginLeft="6px";C.statusContainer.style.color="gray";C.statusContainer.style.cursor="default";var Q=C.hideCurrentMenu;C.hideCurrentMenu=function(){Q.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()};var W=C.descriptorChanged;C.descriptorChanged=function(){W.apply(this,arguments);var fa=C.getCurrentFile();if(null!= -fa&&null!=fa.getTitle()){var Z=fa.getMode();"google"==Z?Z="googleDrive":"github"==Z?Z="gitHub":"gitlab"==Z?Z="gitLab":"onedrive"==Z&&(Z="oneDrive");Z=mxResources.get(Z);I.setAttribute("title",fa.getTitle()+(null!=Z?" ("+Z+")":""))}else I.removeAttribute("title")};C.setStatusText(C.editor.getStatus());I.appendChild(C.statusContainer);C.buttonContainer=document.createElement("div");C.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;"; -I.appendChild(C.buttonContainer);C.menubarContainer=C.buttonContainer;C.tabContainer=document.createElement("div");C.tabContainer.className="geTabContainer";C.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;";H=C.diagramContainer.parentNode;var X=document.createElement("div");X.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";C.diagramContainer.style.top="1"==urlParams.sketch? -"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){X.style.top="20px";C.titlebar=document.createElement("div");C.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var n=document.createElement("div");n.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;";C.titlebar.appendChild(n);H.appendChild(C.titlebar)}n= -C.menus.get("viewZoom");var B=n.funct;n.funct=function(fa,Z){B.apply(this,arguments);C.menus.addMenuItems(fa,["-","outline","-","fullscreen","toggleDarkMode"],Z)};var J="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,P="1"==urlParams.sketch?document.createElement("div"):null,M="1"==urlParams.sketch?document.createElement("div"):null,V="1"==urlParams.sketch?document.createElement("div"):null,T=mxUtils.bind(this,function(){null!=this.sidebar&&this.sidebar.refresh();O.refresh();O.view.validateBackground()}); -C.addListener("darkModeChanged",T);C.addListener("sketchModeChanged",T);var U=mxUtils.bind(this,function(){if(Editor.inlineFullscreen)V.style.left="10px",V.style.top="10px",M.style.left="10px",M.style.top="60px",P.style.top="10px",P.style.right="12px",P.style.left="",C.diagramContainer.setAttribute("data-bounds",C.diagramContainer.style.top+" "+C.diagramContainer.style.left+" "+C.diagramContainer.style.width+" "+C.diagramContainer.style.height),C.diagramContainer.style.top="0px",C.diagramContainer.style.left= -"0px",C.diagramContainer.style.bottom="0px",C.diagramContainer.style.right="0px",C.diagramContainer.style.width="",C.diagramContainer.style.height="";else{var fa=C.diagramContainer.getAttribute("data-bounds");if(null!=fa){C.diagramContainer.style.background="transparent";C.diagramContainer.removeAttribute("data-bounds");var Z=O.getGraphBounds();fa=fa.split(" ");C.diagramContainer.style.top=fa[0];C.diagramContainer.style.left=fa[1];C.diagramContainer.style.width=Z.width+50+"px";C.diagramContainer.style.height= -Z.height+46+"px";C.diagramContainer.style.bottom="";C.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:C.diagramContainer.getBoundingClientRect()}),"*");C.refresh()}V.style.left=C.diagramContainer.offsetLeft+"px";V.style.top=C.diagramContainer.offsetTop-V.offsetHeight-4+"px";M.style.display="";M.style.left=C.diagramContainer.offsetLeft-M.offsetWidth-4+"px";M.style.top=C.diagramContainer.offsetTop+"px";P.style.left=C.diagramContainer.offsetLeft+ -C.diagramContainer.offsetWidth-P.offsetWidth+"px";P.style.top=V.style.top;P.style.right="";C.bottomResizer.style.left=C.diagramContainer.offsetLeft+(C.diagramContainer.offsetWidth-C.bottomResizer.offsetWidth)/2+"px";C.bottomResizer.style.top=C.diagramContainer.offsetTop+C.diagramContainer.offsetHeight-C.bottomResizer.offsetHeight/2-1+"px";C.rightResizer.style.left=C.diagramContainer.offsetLeft+C.diagramContainer.offsetWidth-C.rightResizer.offsetWidth/2-1+"px";C.rightResizer.style.top=C.diagramContainer.offsetTop+ -(C.diagramContainer.offsetHeight-C.bottomResizer.offsetHeight)/2+"px"}C.bottomResizer.style.visibility=Editor.inlineFullscreen?"hidden":"";C.rightResizer.style.visibility=C.bottomResizer.style.visibility;I.style.display="none";V.style.visibility="";P.style.visibility=""});T=mxUtils.bind(this,function(){b(C,!0);C.initFormatWindow();var fa=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(fa.x+fa.width+4,fa.y)});C.addListener("editInlineStart",T);"1"==urlParams.embedInline&& -C.addListener("darkModeChanged",T);C.addListener("editInlineStop",mxUtils.bind(this,function(fa){C.diagramContainer.style.width="10px";C.diagramContainer.style.height="10px";C.diagramContainer.style.border="";C.bottomResizer.style.visibility="hidden";C.rightResizer.style.visibility="hidden";V.style.visibility="hidden";P.style.visibility="hidden";M.style.display="none"}));if(null!=C.hoverIcons){var Y=C.hoverIcons.update;C.hoverIcons.update=function(){O.freehand.isDrawing()||Y.apply(this,arguments)}}if(null!= -O.freehand){var ca=O.freehand.createStyle;O.freehand.createStyle=function(fa){return ca.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){M.className="geToolbarContainer";P.className="geToolbarContainer";V.className="geToolbarContainer";I.className="geToolbarContainer";C.picker=M;var ba=!1;"1"!=urlParams.embed&&"atlassian"!=C.getServiceName()&&(mxEvent.addListener(I,"mouseenter",function(){C.statusContainer.style.display="inline-block"}),mxEvent.addListener(I,"mouseleave",function(){ba|| -(C.statusContainer.style.display="none")}));var da=mxUtils.bind(this,function(fa){null!=C.notificationBtn&&(null!=fa?C.notificationBtn.setAttribute("title",fa):C.notificationBtn.removeAttribute("title"))});I.style.visibility=20>I.clientWidth?"hidden":"";C.editor.addListener("statusChanged",mxUtils.bind(this,function(){C.setStatusText(C.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=C.getServiceName())if(C.statusContainer.style.display="inline-block",ba=!0,1==C.statusContainer.children.length&& -""==C.editor.getStatus())I.style.visibility="hidden";else{if(0==C.statusContainer.children.length||1==C.statusContainer.children.length&&"function"===typeof C.statusContainer.firstChild.getAttribute&&null==C.statusContainer.firstChild.getAttribute("class")){var fa=null!=C.statusContainer.firstChild&&"function"===typeof C.statusContainer.firstChild.getAttribute?C.statusContainer.firstChild.getAttribute("title"):C.editor.getStatus();da(fa);var Z=C.getCurrentFile();Z=null!=Z?Z.savingStatusKey:DrawioFile.prototype.savingStatusKey; -fa==mxResources.get(Z)+"..."?(C.statusContainer.innerHTML='<img title="'+mxUtils.htmlEntities(mxResources.get(Z))+'..."src="'+Editor.tailSpin+'">',C.statusContainer.style.display="inline-block",ba=!0):6<C.buttonContainer.clientWidth&&(C.statusContainer.style.display="none",ba=!1)}else C.statusContainer.style.display="inline-block",da(null),ba=!0;I.style.visibility=20>I.clientWidth&&!ba?"hidden":""}}));la=q("diagram",null,Editor.menuImage);la.style.boxShadow="none";la.style.padding="6px";la.style.margin= -"0px";V.appendChild(la);mxEvent.disableContextMenu(la);mxEvent.addGestureListeners(la,mxUtils.bind(this,function(fa){(mxEvent.isShiftDown(fa)||mxEvent.isAltDown(fa)||mxEvent.isMetaDown(fa)||mxEvent.isControlDown(fa)||mxEvent.isPopupTrigger(fa))&&this.appIconClicked(fa)}),null,null);C.statusContainer.style.position="";C.statusContainer.style.display="none";C.statusContainer.style.margin="0px";C.statusContainer.style.padding="6px 0px";C.statusContainer.style.maxWidth=Math.min(d-240,280)+"px";C.statusContainer.style.display= -"inline-block";C.statusContainer.style.textOverflow="ellipsis";C.buttonContainer.style.position="";C.buttonContainer.style.paddingRight="0px";C.buttonContainer.style.display="inline-block";var ea=document.createElement("a");ea.style.padding="0px";ea.style.boxShadow="none";ea.className="geMenuItem";ea.style.display="inline-block";ea.style.width="40px";ea.style.height="12px";ea.style.marginBottom="-2px";ea.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")";ea.style.backgroundPosition= -"top center";ea.style.backgroundRepeat="no-repeat";ea.setAttribute("title","Minimize");var ja=!1,aa=mxUtils.bind(this,function(){M.innerText="";if(!ja){var fa=function(ha,ma,ua){ha=G("",ha.funct,null,ma,ha,ua);ha.style.width="40px";ha.style.opacity="0.7";return Z(ha,null,"pointer")},Z=function(ha,ma,ua){null!=ma&&ha.setAttribute("title",ma);ha.style.cursor=null!=ua?ua:"default";ha.style.margin="2px 0px";M.appendChild(ha);mxUtils.br(M);return ha};Z(C.sidebar.createVertexTemplate("text;strokeColor=none;fillColor=none;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;", -60,30,"Text",mxResources.get("text"),!0,!1,null,!0,!0),mxResources.get("text")+" ("+Editor.ctrlKey+"+Shift+X)");Z(C.sidebar.createVertexTemplate("shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;fontColor=#000000;darkOpacity=0.05;fillColor=#FFF9B2;strokeColor=none;fillStyle=solid;direction=west;gradientDirection=north;gradientColor=#FFF2A1;shadow=1;size=20;pointerEvents=1;",140,160,"",mxResources.get("note"),!0,!1,null,!0),mxResources.get("note"));Z(C.sidebar.createVertexTemplate("rounded=0;whiteSpace=wrap;html=1;", -160,80,"",mxResources.get("rectangle"),!0,!1,null,!0),mxResources.get("rectangle")+" ("+Editor.ctrlKey+"+K)");Z(C.sidebar.createVertexTemplate("ellipse;whiteSpace=wrap;html=1;",160,100,"",mxResources.get("ellipse"),!0,!1,null,!0),mxResources.get("ellipse"));(function(){var ha=new mxCell("",new mxGeometry(0,0,O.defaultEdgeLength,0),"edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;");ha.geometry.setTerminalPoint(new mxPoint(0,0),!0);ha.geometry.setTerminalPoint(new mxPoint(ha.geometry.width,0), -!1);ha.geometry.points=[];ha.geometry.relative=!0;ha.edge=!0;Z(C.sidebar.createEdgeTemplateFromCells([ha],ha.geometry.width,ha.geometry.height,mxResources.get("line"),!0,null,!0,!1),mxResources.get("line"));ha=ha.clone();ha.style="edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;shape=flexArrow;rounded=1;startSize=8;endSize=8;";ha.geometry.width=O.defaultEdgeLength+20;ha.geometry.setTerminalPoint(new mxPoint(0,20),!0);ha.geometry.setTerminalPoint(new mxPoint(ha.geometry.width,20),!1);ha=Z(C.sidebar.createEdgeTemplateFromCells([ha], -ha.geometry.width,40,mxResources.get("arrow"),!0,null,!0,!1),mxResources.get("arrow"));ha.style.borderBottom="1px solid "+(Editor.isDarkMode()?"#505050":"lightgray");ha.style.paddingBottom="14px";ha.style.marginBottom="14px"})();fa(C.actions.get("insertFreehand"),mxResources.get("freehand"),Editor.freehandImage);var ia=C.actions.get("toggleShapes");fa(ia,mxResources.get("shapes")+" ("+ia.shortcut+")",J);la=q("table",null,Editor.calendarImage);la.style.boxShadow="none";la.style.opacity="0.7";la.style.padding= -"6px";la.style.margin="0px";la.style.width="37px";Z(la,null,"pointer");la=q("insert",null,Editor.plusImage);la.style.boxShadow="none";la.style.opacity="0.7";la.style.padding="6px";la.style.margin="0px";la.style.width="37px";Z(la,null,"pointer")}"1"!=urlParams.embedInline&&M.appendChild(ea)});mxEvent.addListener(ea,"click",mxUtils.bind(this,function(){ja?(mxUtils.setPrefixedStyle(M.style,"transform","translate(0, -50%)"),M.style.padding="8px 6px 4px",M.style.top="50%",M.style.bottom="",M.style.height= -"",ea.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",ea.style.width="40px",ea.style.height="12px",ea.setAttribute("title","Minimize"),ja=!1,aa()):(M.innerText="",M.appendChild(ea),mxUtils.setPrefixedStyle(M.style,"transform","translate(0, 0)"),M.style.top="",M.style.bottom="12px",M.style.padding="0px",M.style.height="24px",ea.style.height="24px",ea.style.backgroundImage="url("+Editor.plusImage+")",ea.setAttribute("title",mxResources.get("insert")),ea.style.width="24px",ja=!0)})); -aa();C.addListener("darkModeChanged",aa);C.addListener("sketchModeChanged",aa)}else C.editor.addListener("statusChanged",mxUtils.bind(this,function(){C.setStatusText(C.editor.getStatus())}));if(null!=n){var Fa=function(fa){mxEvent.isShiftDown(fa)?(C.hideCurrentMenu(),C.actions.get("smartFit").funct(),mxEvent.consume(fa)):mxEvent.isAltDown(fa)&&(C.hideCurrentMenu(),C.actions.get("customZoom").funct(),mxEvent.consume(fa))},Ba=C.actions.get("zoomIn"),Aa=C.actions.get("zoomOut");T=C.actions.get("resetView"); -C.actions.get("fullscreen");var Ga=C.actions.get("undo"),oa=C.actions.get("redo"),Na=G("",Ga.funct,null,mxResources.get("undo")+" ("+Ga.shortcut+")",Ga,Editor.undoImage),Ma=G("",oa.funct,null,mxResources.get("redo")+" ("+oa.shortcut+")",oa,Editor.redoImage);if(null!=P){T=function(){sa.style.display=null!=C.pages&&("0"!=urlParams.pages||1<C.pages.length||Editor.pagesVisible)?"inline-block":"none"};var za=function(){sa.innerText="";if(null!=C.currentPage){mxUtils.write(sa,C.currentPage.getName());var fa= -null!=C.pages?C.pages.length:1,Z=C.getPageIndex(C.currentPage);Z=null!=Z?Z+1:1;var ia=C.currentPage.getId();sa.setAttribute("title",C.currentPage.getName()+" ("+Z+"/"+fa+")"+(null!=ia?" ["+ia+"]":""))}},Ja=C.actions.get("delete"),Ea=G("",Ja.funct,null,mxResources.get("delete"),Ja,Editor.trashImage);Ea.style.opacity="0.1";V.appendChild(Ea);Ja.addListener("stateChanged",function(){Ea.style.opacity=Ja.enabled?"":"0.1"});var Pa=function(){Na.style.display=0<C.editor.undoManager.history.length||O.isEditing()? -"inline-block":"none";Ma.style.display=Na.style.display;Na.style.opacity=Ga.enabled?"":"0.1";Ma.style.opacity=oa.enabled?"":"0.1"};V.appendChild(Na);V.appendChild(Ma);Ga.addListener("stateChanged",Pa);oa.addListener("stateChanged",Pa);Pa();var sa=this.createPageMenuTab(!1,!0);sa.style.display="none";sa.style.position="";sa.style.marginLeft="";sa.style.top="";sa.style.left="";sa.style.height="100%";sa.style.lineHeight="";sa.style.borderStyle="none";sa.style.padding="3px 0";sa.style.margin="0px";sa.style.background= -"";sa.style.border="";sa.style.boxShadow="none";sa.style.verticalAlign="top";sa.style.width="auto";sa.style.maxWidth="160px";sa.style.position="relative";sa.style.padding="6px";sa.style.textOverflow="ellipsis";sa.style.opacity="0.8";P.appendChild(sa);C.editor.addListener("pagesPatched",za);C.editor.addListener("pageSelected",za);C.editor.addListener("pageRenamed",za);C.editor.addListener("fileLoaded",za);za();C.addListener("fileDescriptorChanged",T);C.addListener("pagesVisibleChanged",T);C.editor.addListener("pagesPatched", -T);T();T=G("",Aa.funct,!0,mxResources.get("zoomOut")+" ("+Editor.ctrlKey+" -/Alt+Mousewheel)",Aa,Editor.zoomOutImage);P.appendChild(T);var la=R.addMenu("100%",n.funct);la.setAttribute("title",mxResources.get("zoom"));la.innerHTML="100%";la.style.display="inline-block";la.style.color="inherit";la.style.cursor="pointer";la.style.textAlign="center";la.style.whiteSpace="nowrap";la.style.paddingRight="10px";la.style.textDecoration="none";la.style.verticalAlign="top";la.style.padding="6px 0";la.style.fontSize= -"14px";la.style.width="40px";la.style.opacity="0.4";P.appendChild(la);n=G("",Ba.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +/Alt+Mousewheel)",Ba,Editor.zoomInImage);P.appendChild(n);"1"==urlParams.embedInline&&(n=C.actions.get("exit"),P.appendChild(G("",n.funct,null,mxResources.get("exit"),n,Editor.closeImage)));C.tabContainer.style.visibility="hidden";I.style.cssText="position:absolute;right:14px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px 0px 6px 6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;"; -V.style.cssText="position:absolute;left:10px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;";P.style.cssText="position:absolute;right:14px;bottom:14px;height:28px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px;white-space:nowrap;user-select:none;";X.appendChild(V);X.appendChild(P);M.style.cssText="position:absolute;left:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px 6px 4px 6px;white-space:nowrap;transform:translate(0, -50%);top:50%;user-select:none;"; -mxClient.IS_POINTER&&(M.style.touchAction="none");X.appendChild(M);window.setTimeout(function(){mxUtils.setPrefixedStyle(M.style,"transition","transform .3s ease-out")},0);"1"==urlParams["format-toolbar"]&&this.installFormatToolbar(X)}else{var ya=G("",Fa,!0,mxResources.get("fit")+" ("+Editor.ctrlKey+"+H)",T,Editor.zoomFitImage);I.style.cssText="position:absolute;left:0px;right:0px;top:0px;height:30px;padding:8px;text-align:left;white-space:nowrap;";this.tabContainer.style.right="70px";la=R.addMenu("100%", -n.funct);la.setAttribute("title",mxResources.get("zoom")+" (Alt+Mousewheel)");la.style.whiteSpace="nowrap";la.style.paddingRight="10px";la.style.textDecoration="none";la.style.textDecoration="none";la.style.overflow="hidden";la.style.visibility="hidden";la.style.textAlign="center";la.style.cursor="pointer";la.style.height=parseInt(C.tabContainerHeight)-1+"px";la.style.lineHeight=parseInt(C.tabContainerHeight)+1+"px";la.style.position="absolute";la.style.display="block";la.style.fontSize="12px";la.style.width= -"59px";la.style.right="0px";la.style.bottom="0px";la.style.backgroundImage="url("+mxWindow.prototype.minimizeImage+")";la.style.backgroundPosition="right 6px center";la.style.backgroundRepeat="no-repeat";X.appendChild(la)}(function(fa){mxEvent.addListener(fa,"click",Fa);var Z=mxUtils.bind(this,function(){fa.innerText="";mxUtils.write(fa,Math.round(100*C.editor.graph.view.scale)+"%")});C.editor.graph.view.addListener(mxEvent.EVENT_SCALE,Z);C.editor.addListener("resetGraphView",Z);C.editor.addListener("pageSelected", -Z)})(la);var Ia=C.setGraphEnabled;C.setGraphEnabled=function(){Ia.apply(this,arguments);null!=this.tabContainer&&(la.style.visibility=this.tabContainer.style.visibility,this.diagramContainer.style.bottom="hidden"!=this.tabContainer.style.visibility&&null==P?this.tabContainerHeight+"px":"0px")}}X.appendChild(I);X.appendChild(C.diagramContainer);H.appendChild(X);C.updateTabContainer();!EditorUi.windowed&&("1"==urlParams.sketch||1E3<=d)&&"1"!=urlParams.embedInline&&b(this,!0);null==P&&X.appendChild(C.tabContainer); -var ka=null;F();mxEvent.addListener(window,"resize",function(){F();null!=C.sidebarWindow&&C.sidebarWindow.window.fit();null!=C.formatWindow&&C.formatWindow.window.fit();null!=C.actions.outlineWindow&&C.actions.outlineWindow.window.fit();null!=C.actions.layersWindow&&C.actions.layersWindow.window.fit();null!=C.menus.tagsWindow&&C.menus.tagsWindow.window.fit();null!=C.menus.findWindow&&C.menus.findWindow.window.fit();null!=C.menus.findReplaceWindow&&C.menus.findReplaceWindow.window.fit()});if("1"== -urlParams.embedInline){document.body.style.cursor="text";M.style.transform="";mxEvent.addGestureListeners(C.diagramContainer.parentNode,function(fa){mxEvent.getSource(fa)==C.diagramContainer.parentNode&&(C.embedExitPoint=new mxPoint(mxEvent.getClientX(fa),mxEvent.getClientY(fa)),C.sendEmbeddedSvgExport())});H=document.createElement("div");H.style.position="absolute";H.style.width="10px";H.style.height="10px";H.style.borderRadius="5px";H.style.border="1px solid gray";H.style.background="#ffffff";H.style.cursor= -"row-resize";C.diagramContainer.parentNode.appendChild(H);C.bottomResizer=H;var wa=null,ta=null,va=null,pa=null;mxEvent.addGestureListeners(H,function(fa){pa=parseInt(C.diagramContainer.style.height);ta=mxEvent.getClientY(fa);O.popupMenuHandler.hideMenu();mxEvent.consume(fa)});H=H.cloneNode(!1);H.style.cursor="col-resize";C.diagramContainer.parentNode.appendChild(H);C.rightResizer=H;mxEvent.addGestureListeners(H,function(fa){va=parseInt(C.diagramContainer.style.width);wa=mxEvent.getClientX(fa);O.popupMenuHandler.hideMenu(); -mxEvent.consume(fa)});mxEvent.addGestureListeners(document.body,null,function(fa){var Z=!1;null!=wa&&(C.diagramContainer.style.width=Math.max(20,va+mxEvent.getClientX(fa)-wa)+"px",Z=!0);null!=ta&&(C.diagramContainer.style.height=Math.max(20,pa+mxEvent.getClientY(fa)-ta)+"px",Z=!0);Z&&((window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:C.diagramContainer.getBoundingClientRect()}),"*"),U(),C.refresh())},function(fa){null==wa&&null==ta|| -mxEvent.consume(fa);ta=wa=null});this.diagramContainer.style.borderRadius="4px";document.body.style.backgroundColor="transparent";C.bottomResizer.style.visibility="hidden";C.rightResizer.style.visibility="hidden";V.style.visibility="hidden";P.style.visibility="hidden";M.style.display="none"}"1"==urlParams.prefetchFonts&&C.editor.loadFonts()}}}; -(function(){var b=!1;"min"!=uiTheme||b||mxClient.IS_CHROMEAPP||(EditorUi.initMinimalTheme(),b=!0);var f=EditorUi.initTheme;EditorUi.initTheme=function(){f.apply(this,arguments);"min"!=uiTheme||b||(this.initMinimalTheme(),b=!0)}})();(function(){var b=mxGuide.prototype.move;mxGuide.prototype.move=function(d,v,u,D){var c=v.y,e=v.x,g=!1,k=!1;if(null!=this.states&&null!=d&&null!=v){var m=this,p=new mxCellState,x=this.graph.getView().scale,y=Math.max(2,this.getGuideTolerance()/2);p.x=d.x+e;p.y=d.y+c;p.width=d.width;p.height=d.height;for(var A=[],z=[],L=0;L<this.states.length;L++){var N=this.states[L];N instanceof mxCellState&&(D||!this.graph.isCellSelected(N.cell))&&((p.x>=N.x&&p.x<=N.x+N.width||N.x>=p.x&&N.x<=p.x+p.width)&&(p.y> -N.y+N.height+4||p.y+p.height+4<N.y)?A.push(N):(p.y>=N.y&&p.y<=N.y+N.height||N.y>=p.y&&N.y<=p.y+p.height)&&(p.x>N.x+N.width+4||p.x+p.width+4<N.x)&&z.push(N))}var K=0,t=0,q=N=0,G=0,E=0,F=0,H=0,C=5*x;if(1<A.length){A.push(p);A.sort(function(R,Q){return R.y-Q.y});var O=!1;L=p==A[0];x=p==A[A.length-1];if(!L&&!x)for(L=1;L<A.length-1;L++)if(p==A[L]){x=A[L-1];L=A[L+1];N=t=q=(L.y-x.y-x.height-p.height)/2;break}for(L=0;L<A.length-1;L++){x=A[L];var I=A[L+1],S=p==x||p==I;I=I.y-x.y-x.height;O|=p==x;if(0==t&&0== -K)t=I,K=1;else if(Math.abs(t-I)<=(S||1==L&&O?y:0))K+=1;else if(1<K&&O){A=A.slice(0,L+1);break}else if(3<=A.length-L&&!O)K=0,N=t=0!=q?q:0,A.splice(0,0==L?1:L),L=-1;else break;0!=N||S||(t=N=I)}3==A.length&&A[1]==p&&(N=0)}if(1<z.length){z.push(p);z.sort(function(R,Q){return R.x-Q.x});O=!1;L=p==z[0];x=p==z[z.length-1];if(!L&&!x)for(L=1;L<z.length-1;L++)if(p==z[L]){x=z[L-1];L=z[L+1];F=E=H=(L.x-x.x-x.width-p.width)/2;break}for(L=0;L<z.length-1;L++){x=z[L];I=z[L+1];S=p==x||p==I;I=I.x-x.x-x.width;O|=p==x; -if(0==E&&0==G)E=I,G=1;else if(Math.abs(E-I)<=(S||1==L&&O?y:0))G+=1;else if(1<G&&O){z=z.slice(0,L+1);break}else if(3<=z.length-L&&!O)G=0,F=E=0!=H?H:0,z.splice(0,0==L?1:L),L=-1;else break;0!=F||S||(E=F=I)}3==z.length&&z[1]==p&&(F=0)}y=function(R,Q,W,X){var n=[];if(X){X=C;var B=0}else X=0,B=C;n.push(new mxPoint(R.x-X,R.y-B));n.push(new mxPoint(R.x+X,R.y+B));n.push(R);n.push(Q);n.push(new mxPoint(Q.x-X,Q.y-B));n.push(new mxPoint(Q.x+X,Q.y+B));if(null!=W)return W.points=n,W;R=new mxPolyline(n,mxConstants.GUIDE_COLOR, -mxConstants.GUIDE_STROKEWIDTH);R.dialect=mxConstants.DIALECT_SVG;R.pointerEvents=!1;R.init(m.graph.getView().getOverlayPane());return R};E=function(R,Q){if(R&&null!=m.guidesArrHor)for(R=0;R<m.guidesArrHor.length;R++)m.guidesArrHor[R].node.style.visibility="hidden";if(Q&&null!=m.guidesArrVer)for(R=0;R<m.guidesArrVer.length;R++)m.guidesArrVer[R].node.style.visibility="hidden"};if(1<G&&G==z.length-1){G=[];H=m.guidesArrHor;g=[];e=0;L=z[0]==p?1:0;O=z[L].y+z[L].height;if(0<F)for(L=0;L<z.length-1;L++)x= -z[L],I=z[L+1],p==x?(e=I.x-x.width-F,g.push(new mxPoint(e+x.width+C,O)),g.push(new mxPoint(I.x-C,O))):p==I?(g.push(new mxPoint(x.x+x.width+C,O)),e=x.x+x.width+F,g.push(new mxPoint(e-C,O))):(g.push(new mxPoint(x.x+x.width+C,O)),g.push(new mxPoint(I.x-C,O)));else x=z[0],L=z[2],e=x.x+x.width+(L.x-x.x-x.width-p.width)/2,g.push(new mxPoint(x.x+x.width+C,O)),g.push(new mxPoint(e-C,O)),g.push(new mxPoint(e+p.width+C,O)),g.push(new mxPoint(L.x-C,O));for(L=0;L<g.length;L+=2)z=g[L],F=g[L+1],z=y(z,F,null!=H? -H[L/2]:null),z.node.style.visibility="visible",z.redraw(),G.push(z);for(L=g.length/2;null!=H&&L<H.length;L++)H[L].destroy();m.guidesArrHor=G;e-=d.x;g=!0}else E(!0);if(1<K&&K==A.length-1){G=[];H=m.guidesArrVer;k=[];c=0;L=A[0]==p?1:0;K=A[L].x+A[L].width;if(0<N)for(L=0;L<A.length-1;L++)x=A[L],I=A[L+1],p==x?(c=I.y-x.height-N,k.push(new mxPoint(K,c+x.height+C)),k.push(new mxPoint(K,I.y-C))):p==I?(k.push(new mxPoint(K,x.y+x.height+C)),c=x.y+x.height+N,k.push(new mxPoint(K,c-C))):(k.push(new mxPoint(K,x.y+ -x.height+C)),k.push(new mxPoint(K,I.y-C)));else x=A[0],L=A[2],c=x.y+x.height+(L.y-x.y-x.height-p.height)/2,k.push(new mxPoint(K,x.y+x.height+C)),k.push(new mxPoint(K,c-C)),k.push(new mxPoint(K,c+p.height+C)),k.push(new mxPoint(K,L.y-C));for(L=0;L<k.length;L+=2)z=k[L],F=k[L+1],z=y(z,F,null!=H?H[L/2]:null,!0),z.node.style.visibility="visible",z.redraw(),G.push(z);for(L=k.length/2;null!=H&&L<H.length;L++)H[L].destroy();m.guidesArrVer=G;c-=d.y;k=!0}else E(!1,!0)}if(g||k)return p=new mxPoint(e,c),A=b.call(this, -d,p,u,D),g&&!k?p.y=A.y:k&&!g&&(p.x=A.x),A.y!=p.y&&null!=this.guideY&&null!=this.guideY.node&&(this.guideY.node.style.visibility="hidden"),A.x!=p.x&&null!=this.guideX&&null!=this.guideX.node&&(this.guideX.node.style.visibility="hidden"),p;E(!0,!0);return b.apply(this,arguments)};var f=mxGuide.prototype.setVisible;mxGuide.prototype.setVisible=function(d){f.call(this,d);var v=this.guidesArrVer,u=this.guidesArrHor;if(null!=v)for(var D=0;D<v.length;D++)v[D].node.style.visibility=d?"visible":"hidden";if(null!= -u)for(D=0;D<u.length;D++)u[D].node.style.visibility=d?"visible":"hidden"};var l=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){l.call(this);var d=this.guidesArrVer,v=this.guidesArrHor;if(null!=d){for(var u=0;u<d.length;u++)d[u].destroy();this.guidesArrVer=null}if(null!=v){for(u=0;u<v.length;u++)v[u].destroy();this.guidesArrHor=null}}})();function mxRuler(b,f,l,d){function v(){var K=b.diagramContainer;m.style.top=K.offsetTop-e+"px";m.style.left=K.offsetLeft-e+"px";m.style.width=(l?0:K.offsetWidth)+e+"px";m.style.height=(l?K.offsetHeight:0)+e+"px"}function u(K,t,q){if(null!=D)return K;var G;return function(){var E=this,F=arguments,H=q&&!G;clearTimeout(G);G=setTimeout(function(){G=null;q||K.apply(E,F)},t);H&&K.apply(E,F)}}var D=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||window.msRequestAnimationFrame, -c=window.cancelAnimationFrame||window.mozCancelAnimationFrame,e=this.RULER_THICKNESS,g=this;this.unit=f;var k=Editor.isDarkMode()?{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"},m=document.createElement("div");m.style.position="absolute";this.updateStyle=mxUtils.bind(this,function(){k=Editor.isDarkMode()? -{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"};m.style.background=k.bkgClr;m.style[l?"borderRight":"borderBottom"]="0.5px solid "+k.strokeClr;m.style.borderLeft="0.5px solid "+k.strokeClr});this.updateStyle();document.body.appendChild(m);mxEvent.disableContextMenu(m);this.editorUiRefresh=b.refresh;b.refresh= -function(K){g.editorUiRefresh.apply(b,arguments);v()};v();var p=document.createElement("canvas");p.width=m.offsetWidth;p.height=m.offsetHeight;m.style.overflow="hidden";p.style.position="relative";m.appendChild(p);var x=p.getContext("2d");this.ui=b;var y=b.editor.graph;this.graph=y;this.container=m;this.canvas=p;var A=function(K,t,q,G,E){K=Math.round(K);t=Math.round(t);q=Math.round(q);G=Math.round(G);x.beginPath();x.moveTo(K+.5,t+.5);x.lineTo(q+.5,G+.5);x.stroke();E&&(l?(x.save(),x.translate(K,t), -x.rotate(-Math.PI/2),x.fillText(E,0,0),x.restore()):x.fillText(E,K,t))},z=function(){x.clearRect(0,0,p.width,p.height);x.beginPath();x.lineWidth=.7;x.strokeStyle=k.strokeClr;x.setLineDash([]);x.font="9px Arial";x.textAlign="center";var K=y.view.scale,t=y.view.getBackgroundPageBounds(),q=y.view.translate,G=y.pageVisible;q=G?e+(l?t.y-y.container.scrollTop:t.x-y.container.scrollLeft):e+(l?q.y*K-y.container.scrollTop:q.x*K-y.container.scrollLeft);var E=0;G&&(E=y.getPageLayout(),E=l?E.y*y.pageFormat.height: -E.x*y.pageFormat.width);var F;switch(g.unit){case mxConstants.POINTS:var H=F=10;var C=[3,5,5,5,5,10,5,5,5,5];break;case mxConstants.MILLIMETERS:F=10;H=mxConstants.PIXELS_PER_MM;C=[5,3,3,3,3,6,3,3,3,3];break;case mxConstants.METERS:F=20;H=mxConstants.PIXELS_PER_MM;C=[5,3,3,3,3,6,3,3,3,3,10,3,3,3,3,6,3,3,3,3];break;case mxConstants.INCHES:F=.5>=K||4<=K?8:16,H=mxConstants.PIXELS_PER_INCH/F,C=[5,3,5,3,7,3,5,3,7,3,5,3,7,3,5,3]}var O=H;2<=K?O=H/(2*Math.floor(K/2)):.5>=K&&(O=H*Math.floor(1/K/2)*(g.unit== -mxConstants.MILLIMETERS?2:1));H=null;t=G?Math.min(q+(l?t.height:t.width),l?p.height:p.width):l?p.height:p.width;if(G)if(x.fillStyle=k.outBkgClr,l){var I=q-e;0<I&&x.fillRect(0,e,e,I);t<p.height&&x.fillRect(0,t,e,p.height)}else I=q-e,0<I&&x.fillRect(e,0,I,e),t<p.width&&x.fillRect(t,0,p.width,e);x.fillStyle=k.fontClr;for(G=G?q:q%(O*K);G<=t;G+=O*K)if(I=Math.round((G-q)/K/O),!(G<e||I==H)){H=I;var S=null;0==I%F&&(S=g.formatText(E+I*O)+"");l?A(e-C[Math.abs(I)%F],G,e,G,S):A(G,e-C[Math.abs(I)%F],G,e,S)}x.lineWidth= -1;A(l?0:e,l?e:0,e,e);x.fillStyle=k.cornerClr;x.fillRect(0,0,e,e)},L=-1,N=function(){null!=D?(null!=c&&c(L),L=D(z)):z()};this.drawRuler=N;this.sizeListener=f=u(function(){var K=y.container;l?(K=K.offsetHeight+e,p.height!=K&&(p.height=K,m.style.height=K+"px",N())):(K=K.offsetWidth+e,p.width!=K&&(p.width=K,m.style.width=K+"px",N()))},10);this.pageListener=function(){N()};this.scrollListener=d=u(function(){var K=l?y.container.scrollTop:y.container.scrollLeft;g.lastScroll!=K&&(g.lastScroll=K,N())},10); -this.unitListener=function(K,t){g.setUnit(t.getProperty("unit"))};y.addListener(mxEvent.SIZE,f);y.container.addEventListener("scroll",d);y.view.addListener("unitChanged",this.unitListener);b.addListener("pageViewChanged",this.pageListener);b.addListener("pageScaleChanged",this.pageListener);b.addListener("pageFormatChanged",this.pageListener);this.setStyle=function(K){k=K;m.style.background=k.bkgClr;z()};this.origGuideMove=mxGuide.prototype.move;mxGuide.prototype.move=function(K,t,q,G){if(l&&4<K.height|| -!l&&4<K.width){if(null!=g.guidePart)try{x.putImageData(g.guidePart.imgData1,g.guidePart.x1,g.guidePart.y1),x.putImageData(g.guidePart.imgData2,g.guidePart.x2,g.guidePart.y2),x.putImageData(g.guidePart.imgData3,g.guidePart.x3,g.guidePart.y3)}catch(X){}var E=g.origGuideMove.apply(this,arguments);try{x.lineWidth=.5;x.strokeStyle=k.guideClr;x.setLineDash([2]);if(l){var F=K.y+E.y+e-this.graph.container.scrollTop;var H=0;var C=F+K.height/2;var O=e/2;var I=F+K.height;var S=0;var R=x.getImageData(H,F-1,e, -3);A(H,F,e,F);F--;var Q=x.getImageData(O,C-1,e,3);A(O,C,e,C);C--;var W=x.getImageData(S,I-1,e,3);A(S,I,e,I);I--}else F=0,H=K.x+E.x+e-this.graph.container.scrollLeft,C=e/2,O=H+K.width/2,I=0,S=H+K.width,R=x.getImageData(H-1,F,3,e),A(H,F,H,e),H--,Q=x.getImageData(O-1,C,3,e),A(O,C,O,e),O--,W=x.getImageData(S-1,I,3,e),A(S,I,S,e),S--;if(null==g.guidePart||g.guidePart.x1!=H||g.guidePart.y1!=F)g.guidePart={imgData1:R,x1:H,y1:F,imgData2:Q,x2:O,y2:C,imgData3:W,x3:S,y3:I}}catch(X){}}else E=g.origGuideMove.apply(this, -arguments);return E};this.origGuideDestroy=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){var K=g.origGuideDestroy.apply(this,arguments);if(null!=g.guidePart)try{x.putImageData(g.guidePart.imgData1,g.guidePart.x1,g.guidePart.y1),x.putImageData(g.guidePart.imgData2,g.guidePart.x2,g.guidePart.y2),x.putImageData(g.guidePart.imgData3,g.guidePart.x3,g.guidePart.y3),g.guidePart=null}catch(t){}return K}}mxRuler.prototype.RULER_THICKNESS=14;mxRuler.prototype.unit=mxConstants.POINTS; +EditorUi.prototype.createPageMenu=function(b,f){return mxUtils.bind(this,function(k,d){var v=this.editor.graph;k.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),d);k.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),d);k.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,f)}),d);null!=this.getLinkForPage(b)&&(k.addSeparator(d),k.addItem(mxResources.get("link"), +null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(x,B,D,K,c,e){x=this.createUrlParameters(x,B,D,K,c,e);D||x.push("hide-pages=1");v.isSelectionEmpty()||(D=v.getBoundingBox(v.getSelectionCells()),B=v.view.translate,c=v.view.scale,D.width/=c,D.height/=c,D.x=D.x/c-B.x,D.y=D.y/c-B.y,x.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(D.x),y:Math.round(D.y),width:Math.round(D.width),height:Math.round(D.height),border:100})))); +K=new EmbedDialog(this,this.getLinkForPage(b,x,K));this.showDialog(K.container,450,240,!0,!0);K.init()}))})));k.addSeparator(d);k.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),d);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(k.addSeparator(d),k.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, +!0,!0))}),d))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};b.afterDecode=function(f,k,d){f=d.oldIndex;d.oldIndex=d.newIndex;d.newIndex=f;return d};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(f,k,d){d.ui=f.ui;return k};b.afterDecode=function(f,k,d){f=d.previous;d.previous=d.name;d.name=f;return d};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(f,k,d){d.setAttribute("relatedPage",k.relatedPage.getId());null==k.index&&(d.setAttribute("name",k.relatedPage.getName()),null!=k.relatedPage.viewState&&d.setAttribute("viewState",JSON.stringify(k.relatedPage.viewState,function(v,x){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,v)?x:void 0})),null!=k.relatedPage.root&&f.encodeCell(k.relatedPage.root, +d));return d};b.beforeDecode=function(f,k,d){d.ui=f.ui;d.relatedPage=d.ui.getPageById(k.getAttribute("relatedPage"));if(null==d.relatedPage){var v=k.ownerDocument.createElement("diagram");v.setAttribute("id",k.getAttribute("relatedPage"));v.setAttribute("name",k.getAttribute("name"));d.relatedPage=new DiagramPage(v);v=k.getAttribute("viewState");null!=v&&(d.relatedPage.viewState=JSON.parse(v),k.removeAttribute("viewState"));k=k.cloneNode(!0);v=k.firstChild;if(null!=v)for(d.relatedPage.root=f.decodeCell(v, +!1),d=v.nextSibling,v.parentNode.removeChild(v),v=d;null!=v;){d=v.nextSibling;if(v.nodeType==mxConstants.NODETYPE_ELEMENT){var x=v.getAttribute("id");null==f.lookup(x)&&f.decodeCell(v)}v.parentNode.removeChild(v);v=d}}return k};b.afterDecode=function(f,k,d){d.index=d.previousIndex;return d};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(d,v,x,B,D){v=null!=v?v:!1;null==x&&(x=this.getFoldableCells(this.getSelectionCells(),d));this.stopEditing();this.model.beginUpdate();try{for(var K=x.slice(),c=0;c<x.length;c++)"1"==mxUtils.getValue(this.getCurrentCellStyle(x[c]),"treeFolding","0")&&this.foldTreeCell(d,x[c]);x=K;x=b.apply(this,arguments)}finally{this.model.endUpdate()}return x};Graph.prototype.foldTreeCell= +function(d,v){this.model.beginUpdate();try{var x=[];this.traverse(v,!0,mxUtils.bind(this,function(D,K){var c=null!=K&&this.isTreeEdge(K);c&&x.push(K);D==v||null!=K&&!c||x.push(D);return(null==K||c)&&(D==v||!this.model.isCollapsed(D))}));this.model.setCollapsed(v,d);for(var B=0;B<x.length;B++)this.model.setVisible(x[B],!d)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(d){return!this.isEdgeIgnored(d)};Graph.prototype.getTreeEdges=function(d,v,x,B,D,K){return this.model.filterCells(this.getEdges(d, +v,x,B,D,K),mxUtils.bind(this,function(c){return this.isTreeEdge(c)}))};Graph.prototype.getIncomingTreeEdges=function(d,v){return this.getTreeEdges(d,v,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(d,v){return this.getTreeEdges(d,v,!1,!0,!1)};var f=EditorUi.prototype.init;EditorUi.prototype.init=function(){f.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function d(E){return z.isVertex(E)&&x(E)}function v(E){var P= +!1;null!=E&&(P="1"==p.getCurrentCellStyle(E).treeMoving);return P}function x(E){var P=!1;null!=E&&(E=z.getParent(E),P=p.view.getState(E),P="tree"==(null!=P?P.style:p.getCellStyle(E)).containerType);return P}function B(E){var P=!1;null!=E&&(E=z.getParent(E),P=p.view.getState(E),p.view.getState(E),P=null!=(null!=P?P.style:p.getCellStyle(E)).childLayout);return P}function D(E){E=p.view.getState(E);if(null!=E){var P=p.getIncomingTreeEdges(E.cell);if(0<P.length&&(P=p.view.getState(P[0]),null!=P&&(P=P.absolutePoints, +null!=P&&0<P.length&&(P=P[P.length-1],null!=P)))){if(P.y==E.y&&Math.abs(P.x-E.getCenterX())<E.width/2)return mxConstants.DIRECTION_SOUTH;if(P.y==E.y+E.height&&Math.abs(P.x-E.getCenterX())<E.width/2)return mxConstants.DIRECTION_NORTH;if(P.x>E.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function K(E,P){P=null!=P?P:!0;p.model.beginUpdate();try{var T=p.model.getParent(E),W=p.getIncomingTreeEdges(E),U=p.cloneCells([W[0],E]);p.model.setTerminal(U[0],p.model.getTerminal(W[0], +!0),!0);var V=D(E),l=T.geometry;V==mxConstants.DIRECTION_SOUTH||V==mxConstants.DIRECTION_NORTH?U[1].geometry.x+=P?E.geometry.width+10:-U[1].geometry.width-10:U[1].geometry.y+=P?E.geometry.height+10:-U[1].geometry.height-10;p.view.currentRoot!=T&&(U[1].geometry.x-=l.x,U[1].geometry.y-=l.y);var A=p.view.getState(E),L=p.view.scale;if(null!=A){var Q=mxRectangle.fromRectangle(A);V==mxConstants.DIRECTION_SOUTH||V==mxConstants.DIRECTION_NORTH?Q.x+=(P?E.geometry.width+10:-U[1].geometry.width-10)*L:Q.y+=(P? +E.geometry.height+10:-U[1].geometry.height-10)*L;var O=p.getOutgoingTreeEdges(p.model.getTerminal(W[0],!0));if(null!=O){for(var R=V==mxConstants.DIRECTION_SOUTH||V==mxConstants.DIRECTION_NORTH,S=l=W=0;S<O.length;S++){var X=p.model.getTerminal(O[S],!1);if(V==D(X)){var aa=p.view.getState(X);X!=E&&null!=aa&&(R&&P!=aa.getCenterX()<A.getCenterX()||!R&&P!=aa.getCenterY()<A.getCenterY())&&mxUtils.intersects(Q,aa)&&(W=10+Math.max(W,(Math.min(Q.x+Q.width,aa.x+aa.width)-Math.max(Q.x,aa.x))/L),l=10+Math.max(l, +(Math.min(Q.y+Q.height,aa.y+aa.height)-Math.max(Q.y,aa.y))/L))}}R?l=0:W=0;for(S=0;S<O.length;S++)if(X=p.model.getTerminal(O[S],!1),V==D(X)&&(aa=p.view.getState(X),X!=E&&null!=aa&&(R&&P!=aa.getCenterX()<A.getCenterX()||!R&&P!=aa.getCenterY()<A.getCenterY()))){var Y=[];p.traverse(aa.cell,!0,function(Z,ca){var fa=null!=ca&&p.isTreeEdge(ca);fa&&Y.push(ca);(null==ca||fa)&&Y.push(Z);return null==ca||fa});p.moveCells(Y,(P?1:-1)*W,(P?1:-1)*l)}}}return p.addCells(U,T)}finally{p.model.endUpdate()}}function c(E){p.model.beginUpdate(); +try{var P=D(E),T=p.getIncomingTreeEdges(E),W=p.cloneCells([T[0],E]);p.model.setTerminal(T[0],W[1],!1);p.model.setTerminal(W[0],W[1],!0);p.model.setTerminal(W[0],E,!1);var U=p.model.getParent(E),V=U.geometry,l=[];p.view.currentRoot!=U&&(W[1].geometry.x-=V.x,W[1].geometry.y-=V.y);p.traverse(E,!0,function(Q,O){var R=null!=O&&p.isTreeEdge(O);R&&l.push(O);(null==O||R)&&l.push(Q);return null==O||R});var A=E.geometry.width+40,L=E.geometry.height+40;P==mxConstants.DIRECTION_SOUTH?A=0:P==mxConstants.DIRECTION_NORTH? +(A=0,L=-L):P==mxConstants.DIRECTION_WEST?(A=-A,L=0):P==mxConstants.DIRECTION_EAST&&(L=0);p.moveCells(l,A,L);return p.addCells(W,U)}finally{p.model.endUpdate()}}function e(E,P){p.model.beginUpdate();try{var T=p.model.getParent(E),W=p.getIncomingTreeEdges(E),U=D(E);0==W.length&&(W=[p.createEdge(T,null,"",null,null,p.createCurrentEdgeStyle())],U=P);var V=p.cloneCells([W[0],E]);p.model.setTerminal(V[0],E,!0);if(null==p.model.getTerminal(V[0],!1)){p.model.setTerminal(V[0],V[1],!1);var l=p.getCellStyle(V[1]).newEdgeStyle; +if(null!=l)try{var A=JSON.parse(l),L;for(L in A)p.setCellStyles(L,A[L],[V[0]]),"edgeStyle"==L&&"elbowEdgeStyle"==A[L]&&p.setCellStyles("elbow",U==mxConstants.DIRECTION_SOUTH||U==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[V[0]])}catch(aa){}}W=p.getOutgoingTreeEdges(E);var Q=T.geometry;P=[];p.view.currentRoot==T&&(Q=new mxRectangle);for(l=0;l<W.length;l++){var O=p.model.getTerminal(W[l],!1);null!=O&&P.push(O)}var R=p.view.getBounds(P),S=p.view.translate,X=p.view.scale;U==mxConstants.DIRECTION_SOUTH? +(V[1].geometry.x=null==R?E.geometry.x+(E.geometry.width-V[1].geometry.width)/2:(R.x+R.width)/X-S.x-Q.x+10,V[1].geometry.y+=V[1].geometry.height-Q.y+40):U==mxConstants.DIRECTION_NORTH?(V[1].geometry.x=null==R?E.geometry.x+(E.geometry.width-V[1].geometry.width)/2:(R.x+R.width)/X-S.x+-Q.x+10,V[1].geometry.y-=V[1].geometry.height+Q.y+40):(V[1].geometry.x=U==mxConstants.DIRECTION_WEST?V[1].geometry.x-(V[1].geometry.width+Q.x+40):V[1].geometry.x+(V[1].geometry.width-Q.x+40),V[1].geometry.y=null==R?E.geometry.y+ +(E.geometry.height-V[1].geometry.height)/2:(R.y+R.height)/X-S.y+-Q.y+10);return p.addCells(V,T)}finally{p.model.endUpdate()}}function g(E,P,T){E=p.getOutgoingTreeEdges(E);T=p.view.getState(T);var W=[];if(null!=T&&null!=E){for(var U=0;U<E.length;U++){var V=p.view.getState(p.model.getTerminal(E[U],!1));null!=V&&(!P&&Math.min(V.x+V.width,T.x+T.width)>=Math.max(V.x,T.x)||P&&Math.min(V.y+V.height,T.y+T.height)>=Math.max(V.y,T.y))&&W.push(V)}W.sort(function(l,A){return P?l.x+l.width-A.x-A.width:l.y+l.height- +A.y-A.height})}return W}function q(E,P){var T=D(E),W=P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST;(T==mxConstants.DIRECTION_EAST||T==mxConstants.DIRECTION_WEST)==W&&T!=P?n.actions.get("selectParent").funct():T==P?(P=p.getOutgoingTreeEdges(E),null!=P&&0<P.length&&p.setSelectionCell(p.model.getTerminal(P[0],!1))):(T=p.getIncomingTreeEdges(E),null!=T&&0<T.length&&(W=g(p.model.getTerminal(T[0],!0),W,E),E=p.view.getState(E),null!=E&&(E=mxUtils.indexOf(W,E),0<=E&&(E+=P==mxConstants.DIRECTION_NORTH|| +P==mxConstants.DIRECTION_WEST?-1:1,0<=E&&E<=W.length-1&&p.setSelectionCell(W[E].cell)))))}var n=this,p=n.editor.graph,z=p.getModel(),C=n.menus.createPopupMenu;n.menus.createPopupMenu=function(E,P,T){C.apply(this,arguments);if(1==p.getSelectionCount()){P=p.getSelectionCell();var W=p.getOutgoingTreeEdges(P);E.addSeparator();0<W.length&&(d(p.getSelectionCell())&&this.addMenuItems(E,["selectChildren"],null,T),this.addMenuItems(E,["selectDescendants"],null,T));d(p.getSelectionCell())?(E.addSeparator(), +0<p.getIncomingTreeEdges(P).length&&this.addMenuItems(E,["selectSiblings","selectParent"],null,T)):0<p.model.getEdgeCount(P)&&this.addMenuItems(E,["selectConnections"],null,T)}};n.actions.addAction("selectChildren",function(){if(p.isEnabled()&&1==p.getSelectionCount()){var E=p.getSelectionCell();E=p.getOutgoingTreeEdges(E);if(null!=E){for(var P=[],T=0;T<E.length;T++)P.push(p.model.getTerminal(E[T],!1));p.setSelectionCells(P)}}},null,null,"Alt+Shift+X");n.actions.addAction("selectSiblings",function(){if(p.isEnabled()&& +1==p.getSelectionCount()){var E=p.getSelectionCell();E=p.getIncomingTreeEdges(E);if(null!=E&&0<E.length&&(E=p.getOutgoingTreeEdges(p.model.getTerminal(E[0],!0)),null!=E)){for(var P=[],T=0;T<E.length;T++)P.push(p.model.getTerminal(E[T],!1));p.setSelectionCells(P)}}},null,null,"Alt+Shift+S");n.actions.addAction("selectParent",function(){if(p.isEnabled()&&1==p.getSelectionCount()){var E=p.getSelectionCell();E=p.getIncomingTreeEdges(E);null!=E&&0<E.length&&p.setSelectionCell(p.model.getTerminal(E[0], +!0))}},null,null,"Alt+Shift+P");n.actions.addAction("selectDescendants",function(E,P){E=p.getSelectionCell();if(p.isEnabled()&&p.model.isVertex(E)){if(null!=P&&mxEvent.isAltDown(P))p.setSelectionCells(p.model.getTreeEdges(E,null==P||!mxEvent.isShiftDown(P),null==P||!mxEvent.isControlDown(P)));else{var T=[];p.traverse(E,!0,function(W,U){var V=null!=U&&p.isTreeEdge(U);V&&T.push(U);null!=U&&!V||null!=P&&mxEvent.isShiftDown(P)||T.push(W);return null==U||V})}p.setSelectionCells(T)}},null,null,"Alt+Shift+D"); +var u=p.removeCells;p.removeCells=function(E,P){P=null!=P?P:!0;null==E&&(E=this.getDeletableCells(this.getSelectionCells()));P&&(E=this.getDeletableCells(this.addAllEdges(E)));for(var T=[],W=0;W<E.length;W++){var U=E[W];z.isEdge(U)&&x(U)&&(T.push(U),U=z.getTerminal(U,!1));if(d(U)){var V=[];p.traverse(U,!0,function(l,A){var L=null!=A&&p.isTreeEdge(A);L&&V.push(A);(null==A||L)&&V.push(l);return null==A||L});0<V.length&&(T=T.concat(V),U=p.getIncomingTreeEdges(E[W]),E=E.concat(U))}else null!=U&&T.push(E[W])}E= +T;return u.apply(this,arguments)};n.hoverIcons.getStateAt=function(E,P,T){return d(E.cell)?null:this.graph.view.getState(this.graph.getCellAt(P,T))};var y=p.duplicateCells;p.duplicateCells=function(E,P){E=null!=E?E:this.getSelectionCells();for(var T=E.slice(0),W=0;W<T.length;W++){var U=p.view.getState(T[W]);if(null!=U&&d(U.cell)){var V=p.getIncomingTreeEdges(U.cell);for(U=0;U<V.length;U++)mxUtils.remove(V[U],E)}}this.model.beginUpdate();try{var l=y.call(this,E,P);if(l.length==E.length)for(W=0;W<E.length;W++)if(d(E[W])){var A= +p.getIncomingTreeEdges(l[W]);V=p.getIncomingTreeEdges(E[W]);if(0==A.length&&0<V.length){var L=this.cloneCell(V[0]);this.addEdge(L,p.getDefaultParent(),this.model.getTerminal(V[0],!0),l[W])}}}finally{this.model.endUpdate()}return l};var I=p.moveCells;p.moveCells=function(E,P,T,W,U,V,l){var A=null;this.model.beginUpdate();try{var L=U,Q=this.getCurrentCellStyle(U);if(null!=E&&d(U)&&"1"==mxUtils.getValue(Q,"treeFolding","0")){for(var O=0;O<E.length;O++)if(d(E[O])||p.model.isEdge(E[O])&&null==p.model.getTerminal(E[O], +!0)){U=p.model.getParent(E[O]);break}if(null!=L&&U!=L&&null!=this.view.getState(E[0])){var R=p.getIncomingTreeEdges(E[0]);if(0<R.length){var S=p.view.getState(p.model.getTerminal(R[0],!0));if(null!=S){var X=p.view.getState(L);null!=X&&(P=(X.getCenterX()-S.getCenterX())/p.view.scale,T=(X.getCenterY()-S.getCenterY())/p.view.scale)}}}}A=I.apply(this,arguments);if(null!=A&&null!=E&&A.length==E.length)for(O=0;O<A.length;O++)if(this.model.isEdge(A[O]))d(L)&&0>mxUtils.indexOf(A,this.model.getTerminal(A[O], +!0))&&this.model.setTerminal(A[O],L,!0);else if(d(E[O])&&(R=p.getIncomingTreeEdges(E[O]),0<R.length))if(!W)d(L)&&0>mxUtils.indexOf(E,this.model.getTerminal(R[0],!0))&&this.model.setTerminal(R[0],L,!0);else if(0==p.getIncomingTreeEdges(A[O]).length){Q=L;if(null==Q||Q==p.model.getParent(E[O]))Q=p.model.getTerminal(R[0],!0);W=this.cloneCell(R[0]);this.addEdge(W,p.getDefaultParent(),Q,A[O])}}finally{this.model.endUpdate()}return A};if(null!=n.sidebar){var N=n.sidebar.dropAndConnect;n.sidebar.dropAndConnect= +function(E,P,T,W){var U=p.model,V=null;U.beginUpdate();try{if(V=N.apply(this,arguments),d(E))for(var l=0;l<V.length;l++)if(U.isEdge(V[l])&&null==U.getTerminal(V[l],!0)){U.setTerminal(V[l],E,!0);var A=p.getCellGeometry(V[l]);A.points=null;null!=A.getTerminalPoint(!0)&&A.setTerminalPoint(null,!0)}}finally{U.endUpdate()}return V}}var t={88:n.actions.get("selectChildren"),84:n.actions.get("selectSubtree"),80:n.actions.get("selectParent"),83:n.actions.get("selectSiblings")},m=n.onKeyDown;n.onKeyDown=function(E){try{if(p.isEnabled()&& +!p.isEditing()&&d(p.getSelectionCell())&&1==p.getSelectionCount()){var P=null;0<p.getIncomingTreeEdges(p.getSelectionCell()).length&&(9==E.which?P=mxEvent.isShiftDown(E)?c(p.getSelectionCell()):e(p.getSelectionCell()):13==E.which&&(P=K(p.getSelectionCell(),!mxEvent.isShiftDown(E))));if(null!=P&&0<P.length)1==P.length&&p.model.isEdge(P[0])?p.setSelectionCell(p.model.getTerminal(P[0],!1)):p.setSelectionCell(P[P.length-1]),null!=n.hoverIcons&&n.hoverIcons.update(p.view.getState(p.getSelectionCell())), +p.startEditingAtCell(p.getSelectionCell()),mxEvent.consume(E);else if(mxEvent.isAltDown(E)&&mxEvent.isShiftDown(E)){var T=t[E.keyCode];null!=T&&(T.funct(E),mxEvent.consume(E))}else 37==E.keyCode?(q(p.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(E)):38==E.keyCode?(q(p.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(E)):39==E.keyCode?(q(p.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(E)):40==E.keyCode&&(q(p.getSelectionCell(),mxConstants.DIRECTION_SOUTH), +mxEvent.consume(E))}}catch(W){n.handleError(W)}mxEvent.isConsumed(E)||m.apply(this,arguments)};var F=p.connectVertex;p.connectVertex=function(E,P,T,W,U,V,l){var A=p.getIncomingTreeEdges(E);if(d(E)){var L=D(E),Q=L==mxConstants.DIRECTION_EAST||L==mxConstants.DIRECTION_WEST,O=P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST;return L==P||0==A.length?e(E,P):Q==O?c(E):K(E,P!=mxConstants.DIRECTION_NORTH&&P!=mxConstants.DIRECTION_WEST)}return F.apply(this,arguments)};p.getSubtree=function(E){var P= +[E];!v(E)&&!d(E)||B(E)||p.traverse(E,!0,function(T,W){var U=null!=W&&p.isTreeEdge(W);U&&0>mxUtils.indexOf(P,W)&&P.push(W);(null==W||U)&&0>mxUtils.indexOf(P,T)&&P.push(T);return null==W||U});return P};var J=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){J.apply(this,arguments);(v(this.state.cell)||d(this.state.cell))&&!B(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title", +"Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height="24px",this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(E){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(E),mxEvent.getClientY(E),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(E); +this.graph.isMouseDown=!0;n.hoverIcons.reset();mxEvent.consume(E)})))};var M=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){M.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var H=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(E){H.apply(this, +arguments);null!=this.moveHandle&&(this.moveHandle.style.display=E?"":"none")};var G=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(E,P){G.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var k=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var d=k.apply(this,arguments),v=this.graph;return d.concat([this.addEntry("tree container", +function(){var x=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");x.vertex=!0;var B=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');B.vertex=!0;var D=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +D.vertex=!0;var K=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");K.geometry.relative=!0;K.edge=!0;B.insertEdge(K,!0);D.insertEdge(K,!1);x.insert(K);x.insert(B);x.insert(D);return sb.createVertexTemplateFromCells([x],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var x=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;"); +x.vertex=!0;var B=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');B.vertex=!0;var D=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +D.vertex=!0;var K=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");K.geometry.relative=!0;K.edge=!0;B.insertEdge(K,!0);D.insertEdge(K,!1);var c=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +c.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");e.geometry.relative=!0;e.edge=!0;B.insertEdge(e,!0);c.insertEdge(e,!1);var g=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +g.vertex=!0;var q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");q.geometry.relative=!0;q.edge=!0;B.insertEdge(q,!0);g.insertEdge(q,!1);var n=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +n.vertex=!0;var p=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");p.geometry.relative=!0;p.edge=!0;B.insertEdge(p,!0);n.insertEdge(p,!1);x.insert(K);x.insert(e);x.insert(q);x.insert(p);x.insert(B);x.insert(D);x.insert(c);x.insert(g);x.insert(n);return sb.createVertexTemplateFromCells([x],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var x=new mxCell("Central Idea", +new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;');x.vertex=!0;return sb.createVertexTemplateFromCells([x],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var x=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +x.vertex=!0;var B=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");B.geometry.setTerminalPoint(new mxPoint(-40,40),!0);B.geometry.relative=!0;B.edge=!0;x.insertEdge(B,!1);return sb.createVertexTemplateFromCells([x,B],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var x=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +x.vertex=!0;var B=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");B.geometry.setTerminalPoint(new mxPoint(-40,40),!0);B.geometry.relative=!0;B.edge=!0;x.insertEdge(B,!1);return sb.createVertexTemplateFromCells([x,B],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree orgchart organization division",function(){var x=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +x.vertex=!0;var B=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');v.setAttributeForCell(B,"treeRoot","1");B.vertex=!0;var D=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +D.vertex=!0;var K=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");K.geometry.relative=!0;K.edge=!0;B.insertEdge(K,!0);D.insertEdge(K,!1);var c=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');c.vertex=!0;var e=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +e.geometry.relative=!0;e.edge=!0;B.insertEdge(e,!0);c.insertEdge(e,!1);x.insert(K);x.insert(e);x.insert(B);x.insert(D);x.insert(c);return sb.createVertexTemplateFromCells([x],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree root",function(){var x=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');v.setAttributeForCell(x,"treeRoot", +"1");x.vertex=!0;return sb.createVertexTemplateFromCells([x],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree division",function(){var x=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');x.vertex=!0;var B=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +B.geometry.setTerminalPoint(new mxPoint(0,0),!0);B.geometry.relative=!0;B.edge=!0;x.insertEdge(B,!1);return sb.createVertexTemplateFromCells([x,B],x.geometry.width,x.geometry.height,x.value)}),this.addEntry("tree sub sections",function(){var x=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");x.vertex=!0;var B=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); +B.geometry.setTerminalPoint(new mxPoint(110,-40),!0);B.geometry.relative=!0;B.edge=!0;x.insertEdge(B,!1);var D=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");D.vertex=!0;var K=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");K.geometry.setTerminalPoint(new mxPoint(110,-40),!0);K.geometry.relative= +!0;K.edge=!0;D.insertEdge(K,!1);return sb.createVertexTemplateFromCells([B,K,x,D],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; +EditorUi.initMinimalTheme=function(){function b(u,y){if(EditorUi.windowed){var I=u.editor.graph;I.popupMenuHandler.hideMenu();if(null==u.formatWindow){y="1"==urlParams.sketch?Math.max(10,u.diagramContainer.clientWidth-241):Math.max(10,u.diagramContainer.clientWidth-248);var N="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;I="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,I.container.clientHeight-10);u.formatWindow=new WrapperWindow(u,mxResources.get("format"),y,N,240,I, +function(t){t=u.createFormat(t);t.init();return t});u.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){u.formatWindow.window.fit()}));u.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else u.formatWindow.window.setVisible(null!=y?y:!u.formatWindow.window.isVisible())}else null==u.formatElt&&(u.formatElt=u.createSidebarContainer(),u.createFormat(u.formatElt).init(),u.formatElt.style.border="none",u.formatElt.style.width="240px",u.formatElt.style.borderLeft="1px solid gray", +u.formatElt.style.right="0px"),I=u.diagramContainer.parentNode,null!=u.formatElt.parentNode?(u.formatElt.parentNode.removeChild(u.formatElt),I.style.right="0px"):(I.parentNode.appendChild(u.formatElt),I.style.right=u.formatElt.style.width)}function f(u,y){function I(F,J){var M=u.menus.get(F);F=m.addMenu(J,mxUtils.bind(this,function(){M.funct.apply(this,arguments)}));F.style.cssText="position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;"; +F.className="geTitle";y.appendChild(F);return F}var N=document.createElement("div");N.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";N.className="geTitle";var t=document.createElement("span");t.style.fontSize="18px";t.style.marginRight="5px";t.innerHTML="+";N.appendChild(t);mxUtils.write(N,mxResources.get("moreShapes"));y.appendChild(N);mxEvent.addListener(N,"click",function(){u.actions.get("shapes").funct()}); +var m=new Menubar(u,y);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?N.style.bottom="0":null!=u.actions.get("newLibrary")?(N=document.createElement("div"),N.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;",N.className="geTitle",t=document.createElement("span"),t.style.cssText="position:relative;top:6px;",mxUtils.write(t,mxResources.get("newLibrary")),N.appendChild(t), +y.appendChild(N),mxEvent.addListener(N,"click",u.actions.get("newLibrary").funct),N=document.createElement("div"),N.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",N.className="geTitle",t=document.createElement("span"),t.style.cssText="position:relative;top:6px;",mxUtils.write(t,mxResources.get("openLibrary")),N.appendChild(t),y.appendChild(N),mxEvent.addListener(N, +"click",u.actions.get("openLibrary").funct)):(N=I("newLibrary",mxResources.get("newLibrary")),N.style.boxSizing="border-box",N.style.paddingRight="6px",N.style.paddingLeft="6px",N.style.height="32px",N.style.left="0",N=I("openLibraryFrom",mxResources.get("openLibraryFrom")),N.style.borderLeft="1px solid lightgray",N.style.boxSizing="border-box",N.style.paddingRight="6px",N.style.paddingLeft="6px",N.style.height="32px",N.style.left="50%");y.appendChild(u.sidebar.container);y.style.overflow="hidden"} +function k(u,y){if(EditorUi.windowed){var I=u.editor.graph;I.popupMenuHandler.hideMenu();if(null==u.sidebarWindow){y=Math.min(I.container.clientWidth-10,218);var N="1"==urlParams.embedInline?650:Math.min(I.container.clientHeight-40,650);u.sidebarWindow=new WrapperWindow(u,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline?66:10,"1"==urlParams.sketch&&"1"!=urlParams.embedInline?Math.max(30,(I.container.clientHeight-N)/2):56,y-6,N-6,function(t){f(u,t)});u.sidebarWindow.window.addListener(mxEvent.SHOW, +mxUtils.bind(this,function(){u.sidebarWindow.window.fit()}));u.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);u.sidebarWindow.window.setVisible(!0);isLocalStorage&&u.getLocalData("sidebar",function(t){u.sidebar.showEntries(t,null,!0)});u.restoreLibraries()}else u.sidebarWindow.window.setVisible(null!=y?y:!u.sidebarWindow.window.isVisible())}else null==u.sidebarElt&&(u.sidebarElt=u.createSidebarContainer(),f(u,u.sidebarElt),u.sidebarElt.style.border="none",u.sidebarElt.style.width="210px", +u.sidebarElt.style.borderRight="1px solid gray"),I=u.diagramContainer.parentNode,null!=u.sidebarElt.parentNode?(u.sidebarElt.parentNode.removeChild(u.sidebarElt),I.style.left="0px"):(I.parentNode.appendChild(u.sidebarElt),I.style.left=u.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format||"undefined"===typeof window.Menus)window.uiTheme=null;else{var d=0;try{d=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(u){}Editor.checkmarkImage= +Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src;mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src; +mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>');mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR= +"#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor= +"#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID;Editor.styleElt=document.createElement("style");Editor.styleElt.type="text/css";Editor.styleElt.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(Editor.styleElt); +Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var v=EditorUi.prototype.updateTabContainer;EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");v.apply(this,arguments)};var x=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){x.apply(this,arguments);this.menus.get("save").setEnabled(null!= +this.getCurrentFile()||"1"==urlParams.embed)};var B=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(u,y){null!=y.shortcut&&900>d&&!mxClient.IS_IOS?u.firstChild.nextSibling.setAttribute("title",y.shortcut):B.apply(this,arguments)};var D=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){D.apply(this,arguments);if(null!=this.userElement){var u=this.userElement;u.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+u.style.display;u.className= +"geToolbarButton";u.innerText="";u.style.backgroundImage="url("+Editor.userImage+")";u.style.backgroundPosition="center center";u.style.backgroundRepeat="no-repeat";u.style.backgroundSize="24px 24px";u.style.height="24px";u.style.width="24px";u.style.cssFloat="right";u.setAttribute("title",mxResources.get("changeUser"));if("none"!=u.style.display){u.style.display="inline-block";var y=this.getCurrentFile();if(null!=y&&y.isRealtimeEnabled()&&y.isRealtimeSupported()){var I=document.createElement("img"); +I.setAttribute("border","0");I.style.position="absolute";I.style.left="18px";I.style.top="2px";I.style.width="12px";I.style.height="12px";var N=y.getRealtimeError();y=y.getRealtimeState();var t=mxResources.get("realtimeCollaboration");1==y?(I.src=Editor.syncImage,t+=" ("+mxResources.get("online")+")"):(I.src=Editor.syncProblemImage,t=null!=N&&null!=N.message?t+(" ("+N.message+")"):t+(" ("+mxResources.get("disconnected")+")"));I.setAttribute("title",t);u.style.paddingRight="4px";u.appendChild(I)}}}}; +var K=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){K.apply(this,arguments);if(null!=this.shareButton){var u=this.shareButton;u.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";u.className="geToolbarButton";u.innerText="";u.style.backgroundImage="url("+Editor.shareImage+")";u.style.backgroundPosition="center center";u.style.backgroundRepeat="no-repeat";u.style.backgroundSize="24px 24px";u.style.height= +"24px";u.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&&(this.buttonContainer.style.marginTop="-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var u=document.createElement("div");u.style.display="inline-block";u.style.position="relative";u.style.marginTop="6px";u.style.marginRight="4px";var y=document.createElement("a");y.className= +"geMenuItem gePrimaryBtn";y.style.marginLeft="8px";y.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var I="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(y,I);y.setAttribute("title",I);mxEvent.addListener(y,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));u.appendChild(y)}}else mxUtils.write(y,mxResources.get("save")),y.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+ +"+S)"),mxEvent.addListener(y,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),u.appendChild(y),"1"==urlParams.saveAndExit&&(y=document.createElement("a"),mxUtils.write(y,mxResources.get("saveAndExit")),y.setAttribute("title",mxResources.get("saveAndExit")),y.className="geMenuItem",y.style.marginLeft="6px",y.style.padding="6px",mxEvent.addListener(y,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),u.appendChild(y));"1"!=urlParams.noExitBtn&&(y= +document.createElement("a"),I="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(y,I),y.setAttribute("title",I),y.className="geMenuItem",y.style.marginLeft="6px",y.style.padding="6px",mxEvent.addListener(y,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),u.appendChild(y));this.buttonContainer.appendChild(u);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var c=Sidebar.prototype.getTooltipOffset; +Sidebar.prototype.getTooltipOffset=function(u,y){if(null==this.editorUi.sidebarWindow||mxUtils.isAncestorNode(this.editorUi.picker,u)){var I=mxUtils.getOffset(this.editorUi.picker);I.x+=this.editorUi.picker.offsetWidth+4;I.y+=u.offsetTop-y.height/2+16;return I}var N=c.apply(this,arguments);I=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);N.x+=I.x-16;N.y+=I.y;return N};var e=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(u,y,I){var N=this.editorUi.editor.graph; +u.smartSeparators=!0;e.apply(this,arguments);"1"==urlParams.sketch?N.isEnabled()&&(u.addSeparator(),1==N.getSelectionCount()&&this.addMenuItems(u,["-","lockUnlock"],null,I)):1==N.getSelectionCount()?(N.isCellFoldable(N.getSelectionCell())&&this.addMenuItems(u,N.isCellCollapsed(y)?["expand"]:["collapse"],null,I),this.addMenuItems(u,["collapsible","-","lockUnlock","enterGroup"],null,I),u.addSeparator(),this.addSubmenu("layout",u)):N.isSelectionEmpty()&&N.isEnabled()?(u.addSeparator(),this.addMenuItems(u, +["editData"],null,I),u.addSeparator(),this.addSubmenu("layout",u),this.addSubmenu("insert",u),this.addMenuItems(u,["-","exitGroup"],null,I)):N.isEnabled()&&this.addMenuItems(u,["-","lockUnlock"],null,I)};var g=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(u,y,I){g.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(u,["copyAsImage"],null,I)};EditorUi.prototype.toggleFormatPanel=function(u){null!=this.formatWindow?this.formatWindow.window.setVisible(null!= +u?u:!this.formatWindow.window.isVisible()):b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var q=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1), +this.actions.outlineWindow.window.destroy(),this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow= +null);null!=this.menus.findReplaceWindow&&(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow=null);q.apply(this,arguments)};var n=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(u){n.apply(this,arguments);if(u){var y=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=y&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0); +null!=this.formatWindow&&(1E3<=y||"1"==urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1),null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var p=Menus.prototype.init;Menus.prototype.init=function(){p.apply(this,arguments);var u=this.editorUi,y=u.editor.graph;u.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";u.actions.get("createShape").label= +mxResources.get("shape")+"...";u.actions.get("outline").label=mxResources.get("outline")+"...";u.actions.get("layers").label=mxResources.get("layers")+"...";u.actions.get("tags").label=mxResources.get("tags")+"...";u.actions.get("comments").label=mxResources.get("comments")+"...";var I=u.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"),function(H){u.setSketchMode(!Editor.sketchMode)}));I.setToggleAction(!0);I.setSelectedCallback(function(){return Editor.sketchMode});I=u.actions.put("togglePagesVisible", +new Action(mxResources.get("pages"),function(H){u.setPagesVisible(!Editor.pagesVisible)}));I.setToggleAction(!0);I.setSelectedCallback(function(){return Editor.pagesVisible});u.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){y.popupMenuHandler.hideMenu();u.showImportCsvDialog()}));u.actions.put("importText",new Action(mxResources.get("text")+"...",function(){var H=new ParseDialog(u,"Insert from Text");u.showDialog(H.container,620,420,!0,!1);H.init()}));u.actions.put("formatSql", +new Action(mxResources.get("formatSql")+"...",function(){var H=new ParseDialog(u,"Insert from Text","formatSql");u.showDialog(H.container,620,420,!0,!1);H.init()}));u.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){k(u)},null,null,Editor.ctrlKey+"+Shift+K"));u.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(u)})).shortcut=u.actions.get("formatPanel").shortcut;EditorUi.enablePlantUml&&!u.isOffline()&& +u.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var H=new ParseDialog(u,mxResources.get("plantUml")+"...","plantUml");u.showDialog(H.container,620,420,!0,!1);H.init()}));u.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var H=new ParseDialog(u,mxResources.get("mermaid")+"...","mermaid");u.showDialog(H.container,620,420,!0,!1);H.init()}));var N=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this,function(H,G){var E= +this.editorUi.editor.graph,P=E.getSelectionCell();N.call(this,H,P,null,G);this.addMenuItems(H,["editTooltip"],G);E.model.isVertex(P)&&this.addMenuItems(H,["editGeometry"],G);this.addMenuItems(H,["-","edit"],G)})));this.addPopupMenuCellEditItems=function(H,G,E,P){H.addSeparator();this.addSubmenu("editCell",H,P,mxResources.get("edit"))};this.put("file",new Menu(mxUtils.bind(this,function(H,G){var E=u.getCurrentFile();u.menus.addMenuItems(H,["new"],G);u.menus.addSubmenu("openFrom",H,G);isLocalStorage&& +this.addSubmenu("openRecent",H,G);H.addSeparator(G);null!=E&&E.constructor==DriveFile?u.menus.addMenuItems(H,["save","rename","makeCopy","moveToFolder"],G):(u.menus.addMenuItems(H,["save","saveAs","-","rename"],G),u.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(H,["upload"],G):u.menus.addMenuItems(H,["makeCopy"],G));H.addSeparator(G);null!=E&&(E.isRevisionHistorySupported()&&u.menus.addMenuItems(H,["revisionHistory"],G),E.constructor==DriveFile&& +u.menus.addMenuItems(H,["openFolder"],G),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||E.constructor==LocalFile&&null==E.fileHandle||u.menus.addMenuItems(H,["synchronize"],G));u.menus.addMenuItems(H,["autosave"],G);if(null!=E){H.addSeparator(G);"1"==urlParams.sketch&&u.commentsSupported()&&u.menus.addMenuItems(H,["comments"],G);if(null!=u.fileNode&&"1"!=urlParams.embedInline){var P=null!=E.getTitle()?E.getTitle():u.defaultFilename;(E.constructor==DriveFile&&null!=E.sync&&E.sync.isConnected()||!/(\.html)$/i.test(P)&& +!/(\.svg)$/i.test(P))&&this.addMenuItems(H,["properties"],G)}E.constructor==DriveFile&&u.menus.addMenuItems(H,["share"],G)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(H,G){var E=u.getCurrentFile();u.menus.addSubmenu("extras",H,G,mxResources.get("preferences"));H.addSeparator(G);if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)u.menus.addMenuItems(H,"new open - synchronize - save saveAs -".split(" "),G);else if("1"==urlParams.embed||u.mode==App.MODE_ATLAS){"1"!=urlParams.noSaveBtn&& +"1"!=urlParams.embedInline&&u.menus.addMenuItems(H,["-","save"],G);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||u.mode==App.MODE_ATLAS)u.menus.addMenuItems(H,["saveAndExit"],G),null!=E&&E.isRevisionHistorySupported()&&u.menus.addMenuItems(H,["revisionHistory"],G);H.addSeparator(G)}else u.mode==App.MODE_ATLAS?u.menus.addMenuItems(H,["save","synchronize","-"],G):"1"!=urlParams.noFileMenu&&("1"!=urlParams.sketch?(u.menus.addMenuItems(H,["new"],G),u.menus.addSubmenu("openFrom", +H,G),isLocalStorage&&this.addSubmenu("openRecent",H,G),H.addSeparator(G),null!=E&&(E.constructor==DriveFile&&u.menus.addMenuItems(H,["share"],G),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||E.constructor==LocalFile||u.menus.addMenuItems(H,["synchronize"],G)),H.addSeparator(G),u.menus.addSubmenu("save",H,G)):u.menus.addSubmenu("file",H,G));u.menus.addSubmenu("exportAs",H,G);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?u.menus.addMenuItems(H,["import"],G):"1"!=urlParams.noFileMenu&&u.menus.addSubmenu("importFrom", +H,G);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!u.commentsSupported()||u.menus.addMenuItems(H,["-","comments"],G);u.menus.addMenuItems(H,"- findReplace layers tags - pageSetup".split(" "),G);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||u.menus.addMenuItems(H,["print"],G);"1"!=urlParams.sketch&&null!=E&&null!=u.fileNode&&"1"!=urlParams.embedInline&&(E=null!=E.getTitle()?E.getTitle():u.defaultFilename,/(\.html)$/i.test(E)||/(\.svg)$/i.test(E)||this.addMenuItems(H, +["-","properties"]));H.addSeparator(G);u.menus.addSubmenu("help",H,G);"1"==urlParams.embed||u.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||u.mode==App.MODE_ATLAS)&&u.menus.addMenuItems(H,["-","exit"],G):"1"!=urlParams.noFileMenu&&u.menus.addMenuItems(H,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this,function(H,G){var E=u.getCurrentFile();null!=E&&E.constructor==DriveFile?u.menus.addMenuItems(H,["save","makeCopy","-","rename","moveToFolder"],G):(u.menus.addMenuItems(H,["save","saveAs", +"-","rename"],G),u.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(H,["upload"],G):u.menus.addMenuItems(H,["makeCopy"],G));u.menus.addMenuItems(H,["-","autosave"],G);null!=E&&E.isRevisionHistorySupported()&&u.menus.addMenuItems(H,["-","revisionHistory"],G)})));var t=this.get("exportAs");this.put("exportAs",new Menu(mxUtils.bind(this,function(H,G){t.funct(H,G);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||u.menus.addMenuItems(H,["publishLink"],G); +u.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(H.addSeparator(G),u.menus.addSubmenu("embed",H,G))})));var m=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(H,G){u.menus.addInsertTableCellItem(H,G)})));var F=this.get("units");this.put("units",new Menu(mxUtils.bind(this,function(H,G){F.funct(H,G);this.addMenuItems(H,["-","pageScale","-","ruler"],G)})));this.put("extras",new Menu(mxUtils.bind(this,function(H,G){null!=m&&u.menus.addSubmenu("language",H,G);"1"!=urlParams.embed&& +"1"!=urlParams.extAuth&&u.mode!=App.MODE_ATLAS&&u.menus.addSubmenu("theme",H,G);u.menus.addSubmenu("units",H,G);H.addSeparator(G);"1"!=urlParams.sketch&&u.menus.addMenuItems(H,["scrollbars","-","tooltips","copyConnect","collapseExpand"],G);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&&"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&u.mode!=App.MODE_ATLAS&&u.menus.addMenuItems(H,["-","showStartScreen","search","scratchpad"],G);H.addSeparator(G);"1"==urlParams.sketch&&u.menus.addMenuItems(H, +["copyConnect","collapseExpand","tooltips","-"],G);EditorUi.isElectronApp&&u.menus.addMenuItems(H,["-","spellCheck","autoBkp","drafts","-"],G);var E=u.getCurrentFile();null!=E&&E.isRealtimeEnabled()&&E.isRealtimeSupported()&&this.addMenuItems(H,["-","showRemoteCursors","shareCursor","-"],G);Graph.translateDiagram&&u.menus.addMenuItems(H,["diagramLanguage"],G);u.mode!=App.MODE_ATLAS&&u.menus.addMenuItem(H,"configuration",G);"1"!=urlParams.sketch&&!u.isOfflineApp()&&isLocalStorage&&u.mode!=App.MODE_ATLAS&& +u.menus.addMenuItem(H,"plugins",G);H.addSeparator(G)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(H,G){u.menus.addMenuItems(H,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "),G)})));mxUtils.bind(this,function(){var H=this.get("insert"),G=H.funct;H.funct=function(E,P){"1"==urlParams.sketch?(u.menus.addMenuItems(E,["toggleShapes"],P),u.menus.addSubmenu("table",E,P),E.addSeparator(P),u.insertTemplateEnabled&&!u.isOffline()&&u.menus.addMenuItems(E, +["insertTemplate"],P),u.menus.addMenuItems(E,["insertImage","insertLink","-"],P),u.menus.addSubmenu("insertAdvanced",E,P,mxResources.get("advanced")),u.menus.addSubmenu("layout",E,P)):(G.apply(this,arguments),u.menus.addSubmenu("table",E,P))}})();var J="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "),M=function(H,G,E,P){H.addItem(E,null,mxUtils.bind(this,function(){var T=new CreateGraphDialog(u,E,P);u.showDialog(T.container,620,420,!0,!1);T.init()}), +G)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(H,G){for(var E=0;E<J.length;E++)"-"==J[E]?H.addSeparator(G):M(H,G,mxResources.get(J[E])+"...",J[E])})))};EditorUi.prototype.installFormatToolbar=function(u){var y=this.editor.graph,I=document.createElement("div");I.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;";y.getSelectionModel().addListener(mxEvent.CHANGE, +mxUtils.bind(this,function(N,t){0<y.getSelectionCount()?(u.appendChild(I),I.innerHTML="Selected: "+y.getSelectionCount()):null!=I.parentNode&&I.parentNode.removeChild(I)}))};var z=!1;EditorUi.prototype.initFormatWindow=function(){if(!z&&null!=this.formatWindow){z=!0;this.formatWindow.window.setClosable(!1);var u=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){u.apply(this,arguments);this.minimized?(this.div.style.width="90px",this.table.style.width="90px", +this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(y){mxEvent.getSource(y)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var C=EditorUi.prototype.init;EditorUi.prototype.init=function(){function u(da,ba,na){var ea=m.menus.get(da), +ha=H.addMenu(mxResources.get(da),mxUtils.bind(this,function(){ea.funct.apply(this,arguments)}),M);ha.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";ha.style.display="inline-block";ha.style.boxSizing="border-box";ha.style.top="6px";ha.style.marginRight="6px";ha.style.height="30px";ha.style.paddingTop="6px";ha.style.paddingBottom="6px";ha.style.cursor="pointer";ha.setAttribute("title",mxResources.get(da));m.menus.menuCreated(ea,ha,"geMenuItem");null!=na?(ha.style.backgroundImage="url("+ +na+")",ha.style.backgroundPosition="center center",ha.style.backgroundRepeat="no-repeat",ha.style.backgroundSize="24px 24px",ha.style.width="34px",ha.innerText=""):ba||(ha.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",ha.style.backgroundPosition="right 6px center",ha.style.backgroundRepeat="no-repeat",ha.style.paddingRight="22px");return ha}function y(da,ba,na,ea,ha,oa){var ma=document.createElement("a");ma.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";ma.style.display= +"inline-block";ma.style.boxSizing="border-box";ma.style.height="30px";ma.style.padding="6px";ma.style.position="relative";ma.style.verticalAlign="top";ma.style.top="0px";"1"==urlParams.sketch&&(ma.style.borderStyle="none",ma.style.boxShadow="none",ma.style.padding="6px",ma.style.margin="0px");null!=m.statusContainer?J.insertBefore(ma,m.statusContainer):J.appendChild(ma);null!=oa?(ma.style.backgroundImage="url("+oa+")",ma.style.backgroundPosition="center center",ma.style.backgroundRepeat="no-repeat", +ma.style.backgroundSize="24px 24px",ma.style.width="34px"):mxUtils.write(ma,da);mxEvent.addListener(ma,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(va){va.preventDefault()}));mxEvent.addListener(ma,"click",function(va){"disabled"!=ma.getAttribute("disabled")&&ba(va);mxEvent.consume(va)});null==na&&(ma.style.marginRight="4px");null!=ea&&ma.setAttribute("title",ea);null!=ha&&(da=function(){ha.isEnabled()?(ma.removeAttribute("disabled"),ma.style.cursor="pointer"):(ma.setAttribute("disabled", +"disabled"),ma.style.cursor="default")},ha.addListener("stateChanged",da),F.addListener("enabledChanged",da),da());return ma}function I(da,ba,na){na=document.createElement("div");na.className="geMenuItem";na.style.display="inline-block";na.style.verticalAlign="top";na.style.marginRight="6px";na.style.padding="0 4px 0 4px";na.style.height="30px";na.style.position="relative";na.style.top="0px";"1"==urlParams.sketch&&(na.style.boxShadow="none");for(var ea=0;ea<da.length;ea++)null!=da[ea]&&("1"==urlParams.sketch&& +(da[ea].style.padding="10px 8px",da[ea].style.width="30px"),da[ea].style.margin="0px",da[ea].style.boxShadow="none",na.appendChild(da[ea]));null!=ba&&mxUtils.setOpacity(na,ba);null!=m.statusContainer&&"1"!=urlParams.sketch?J.insertBefore(na,m.statusContainer):J.appendChild(na);return na}function N(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(A.style.left=58>l.offsetTop-l.offsetHeight/2?"70px":"10px");else{for(var da=J.firstChild;null!=da;){var ba=da.nextSibling;"geMenuItem"!=da.className&& +"geItem"!=da.className||da.parentNode.removeChild(da);da=ba}M=J.firstChild;d=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;da=1E3>d||"1"==urlParams.sketch;var na=null;da||(na=u("diagram"));ba=da?u("diagram",null,Editor.menuImage):null;null!=ba&&(na=ba);I([na,y(mxResources.get("shapes"),m.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),m.actions.get("image"),da?Editor.shapesImage:null),y(mxResources.get("format"),m.actions.get("toggleFormat").funct, +null,mxResources.get("format")+" ("+m.actions.get("formatPanel").shortcut+")",m.actions.get("image"),da?Editor.formatImage:null)],da?60:null);ba=u("insert",!0,da?U:null);I([ba,y(mxResources.get("delete"),m.actions.get("delete").funct,null,mxResources.get("delete"),m.actions.get("delete"),da?Editor.trashImage:null)],da?60:null);411<=d&&(I([Ea,za],60),520<=d&&I([Ba,640<=d?y("",ia.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +)",ia,Editor.zoomInImage):null,640<=d?y("",qa.funct,!0,mxResources.get("zoomOut")+ +" ("+Editor.ctrlKey+" -)",qa,Editor.zoomOutImage):null],60))}null!=na&&(mxEvent.disableContextMenu(na),mxEvent.addGestureListeners(na,mxUtils.bind(this,function(ea){(mxEvent.isShiftDown(ea)||mxEvent.isAltDown(ea)||mxEvent.isMetaDown(ea)||mxEvent.isControlDown(ea)||mxEvent.isPopupTrigger(ea))&&m.appIconClicked(ea)}),null,null));ba=m.menus.get("language");null!=ba&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&600<=d&&"1"!=urlParams.sketch?(null==wa&&(ba=H.addMenu("",ba.funct),ba.setAttribute("title", +mxResources.get("language")),ba.className="geToolbarButton",ba.style.backgroundImage="url("+Editor.globeImage+")",ba.style.backgroundPosition="center center",ba.style.backgroundRepeat="no-repeat",ba.style.backgroundSize="24px 24px",ba.style.position="absolute",ba.style.height="24px",ba.style.width="24px",ba.style.zIndex="1",ba.style.right="8px",ba.style.cursor="pointer",ba.style.top="1"==urlParams.embed?"12px":"11px",J.appendChild(ba),wa=ba),m.buttonContainer.style.paddingRight="34px"):(m.buttonContainer.style.paddingRight= +"4px",null!=wa&&(wa.parentNode.removeChild(wa),wa=null))}C.apply(this,arguments);var t=document.createElement("div");t.style.cssText="position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";t.style.bottom="1"!=urlParams.embed||"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(t);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version|| +0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&&1E3<=d||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])k(this,!0),null!=this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var m=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==m.embedViewport)mxUtils.fit(this.div); +else{var da=parseInt(this.div.offsetLeft),ba=parseInt(this.div.offsetWidth),na=m.embedViewport.x+m.embedViewport.width,ea=parseInt(this.div.offsetTop),ha=parseInt(this.div.offsetHeight),oa=m.embedViewport.y+m.embedViewport.height;this.div.style.left=Math.max(m.embedViewport.x,Math.min(da,na-ba))+"px";this.div.style.top=Math.max(m.embedViewport.y,Math.min(ea,oa-ha))+"px";this.div.style.height=Math.min(m.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(m.embedViewport.width, +parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&&("1"==urlParams.sketch||1E3<=d)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(),t=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>d||708>t)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));m=this;var F=m.editor.graph; +m.toolbar=this.createToolbar(m.createDiv("geToolbar"));m.defaultLibraryName=mxResources.get("untitledLibrary");var J=document.createElement("div");J.className="geMenubarContainer";var M=null,H=new Menubar(m,J);m.statusContainer=m.createStatusContainer();m.statusContainer.style.position="relative";m.statusContainer.style.maxWidth="";m.statusContainer.style.marginTop="7px";m.statusContainer.style.marginLeft="6px";m.statusContainer.style.color="gray";m.statusContainer.style.cursor="default";var G=m.hideCurrentMenu; +m.hideCurrentMenu=function(){G.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()};var E=m.descriptorChanged;m.descriptorChanged=function(){E.apply(this,arguments);var da=m.getCurrentFile();if(null!=da&&null!=da.getTitle()){var ba=da.getMode();"google"==ba?ba="googleDrive":"github"==ba?ba="gitHub":"gitlab"==ba?ba="gitLab":"onedrive"==ba&&(ba="oneDrive");ba=mxResources.get(ba);J.setAttribute("title",da.getTitle()+(null!=ba?" ("+ba+")":""))}else J.removeAttribute("title")};m.setStatusText(m.editor.getStatus()); +J.appendChild(m.statusContainer);m.buttonContainer=document.createElement("div");m.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;";J.appendChild(m.buttonContainer);m.menubarContainer=m.buttonContainer;m.tabContainer=document.createElement("div");m.tabContainer.className="geTabContainer";m.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;"; +t=m.diagramContainer.parentNode;var P=document.createElement("div");P.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";m.diagramContainer.style.top="1"==urlParams.sketch?"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){P.style.top="20px";m.titlebar=document.createElement("div");m.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var T=document.createElement("div"); +T.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;";m.titlebar.appendChild(T);t.appendChild(m.titlebar)}T=m.menus.get("viewZoom");var W=T.funct;T.funct=function(da,ba){W.apply(this,arguments);m.menus.addMenuItems(da,["outline","-","fullscreen","toggleDarkMode"],ba)};var U="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,V="1"==urlParams.sketch?document.createElement("div"): +null,l="1"==urlParams.sketch?document.createElement("div"):null,A="1"==urlParams.sketch?document.createElement("div"):null,L=mxUtils.bind(this,function(){if(Editor.inlineFullscreen)A.style.left="10px",A.style.top="10px",l.style.left="10px",l.style.top="60px",V.style.top="10px",V.style.right="12px",V.style.left="",m.diagramContainer.setAttribute("data-bounds",m.diagramContainer.style.top+" "+m.diagramContainer.style.left+" "+m.diagramContainer.style.width+" "+m.diagramContainer.style.height),m.diagramContainer.style.top= +"0px",m.diagramContainer.style.left="0px",m.diagramContainer.style.bottom="0px",m.diagramContainer.style.right="0px",m.diagramContainer.style.width="",m.diagramContainer.style.height="";else{var da=m.diagramContainer.getAttribute("data-bounds");if(null!=da){m.diagramContainer.style.background="transparent";m.diagramContainer.removeAttribute("data-bounds");var ba=F.getGraphBounds();da=da.split(" ");m.diagramContainer.style.top=da[0];m.diagramContainer.style.left=da[1];m.diagramContainer.style.width= +ba.width+50+"px";m.diagramContainer.style.height=ba.height+46+"px";m.diagramContainer.style.bottom="";m.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:m.diagramContainer.getBoundingClientRect()}),"*");m.refresh()}A.style.left=m.diagramContainer.offsetLeft+"px";A.style.top=m.diagramContainer.offsetTop-A.offsetHeight-4+"px";l.style.display="";l.style.left=m.diagramContainer.offsetLeft-l.offsetWidth-4+"px";l.style.top=m.diagramContainer.offsetTop+ +"px";V.style.left=m.diagramContainer.offsetLeft+m.diagramContainer.offsetWidth-V.offsetWidth+"px";V.style.top=A.style.top;V.style.right="";m.bottomResizer.style.left=m.diagramContainer.offsetLeft+(m.diagramContainer.offsetWidth-m.bottomResizer.offsetWidth)/2+"px";m.bottomResizer.style.top=m.diagramContainer.offsetTop+m.diagramContainer.offsetHeight-m.bottomResizer.offsetHeight/2-1+"px";m.rightResizer.style.left=m.diagramContainer.offsetLeft+m.diagramContainer.offsetWidth-m.rightResizer.offsetWidth/ +2-1+"px";m.rightResizer.style.top=m.diagramContainer.offsetTop+(m.diagramContainer.offsetHeight-m.bottomResizer.offsetHeight)/2+"px"}m.bottomResizer.style.visibility=Editor.inlineFullscreen?"hidden":"";m.rightResizer.style.visibility=m.bottomResizer.style.visibility;J.style.display="none";A.style.visibility="";V.style.visibility=""}),Q=m.actions.get("fullscreen"),O=y("",Q.funct,null,mxResources.get(""),Q,Editor.fullscreenImage),R=mxUtils.bind(this,function(){O.style.backgroundImage="url("+(Editor.inlineFullscreen? +Editor.fullscreenExitImage:Editor.fullscreenImage)+")";this.diagramContainer.style.background=Editor.inlineFullscreen?Editor.isDarkMode()?Editor.darkColor:"#ffffff":"transparent";L()});Q=mxUtils.bind(this,function(){b(m,!0);m.initFormatWindow();var da=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(da.x+da.width+4,da.y);R()});m.addListener("inlineFullscreenChanged",R);m.addListener("editInlineStart",Q);"1"==urlParams.embedInline&&m.addListener("darkModeChanged", +Q);m.addListener("editInlineStop",mxUtils.bind(this,function(da){m.diagramContainer.style.width="10px";m.diagramContainer.style.height="10px";m.diagramContainer.style.border="";m.bottomResizer.style.visibility="hidden";m.rightResizer.style.visibility="hidden";A.style.visibility="hidden";V.style.visibility="hidden";l.style.display="none"}));if(null!=m.hoverIcons){var S=m.hoverIcons.update;m.hoverIcons.update=function(){F.freehand.isDrawing()||S.apply(this,arguments)}}if(null!=F.freehand){var X=F.freehand.createStyle; +F.freehand.createStyle=function(da){return X.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){l.className="geToolbarContainer";V.className="geToolbarContainer";A.className="geToolbarContainer";J.className="geToolbarContainer";m.picker=l;var aa=!1;"1"!=urlParams.embed&&"atlassian"!=m.getServiceName()&&(mxEvent.addListener(J,"mouseenter",function(){m.statusContainer.style.display="inline-block"}),mxEvent.addListener(J,"mouseleave",function(){aa||(m.statusContainer.style.display="none")})); +var Y=mxUtils.bind(this,function(da){null!=m.notificationBtn&&(null!=da?m.notificationBtn.setAttribute("title",da):m.notificationBtn.removeAttribute("title"))});J.style.visibility=20>J.clientWidth?"hidden":"";m.editor.addListener("statusChanged",mxUtils.bind(this,function(){m.setStatusText(m.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=m.getServiceName())if(m.statusContainer.style.display="inline-block",aa=!0,1==m.statusContainer.children.length&&""==m.editor.getStatus())J.style.visibility= +"hidden";else{if(0==m.statusContainer.children.length||1==m.statusContainer.children.length&&"function"===typeof m.statusContainer.firstChild.getAttribute&&null==m.statusContainer.firstChild.getAttribute("class")){var da=null!=m.statusContainer.firstChild&&"function"===typeof m.statusContainer.firstChild.getAttribute?m.statusContainer.firstChild.getAttribute("title"):m.editor.getStatus();Y(da);var ba=m.getCurrentFile();ba=null!=ba?ba.savingStatusKey:DrawioFile.prototype.savingStatusKey;da==mxResources.get(ba)+ +"..."?(m.statusContainer.innerHTML='<img title="'+mxUtils.htmlEntities(mxResources.get(ba))+'..."src="'+Editor.tailSpin+'">',m.statusContainer.style.display="inline-block",aa=!0):6<m.buttonContainer.clientWidth&&(m.statusContainer.style.display="none",aa=!1)}else m.statusContainer.style.display="inline-block",Y(null),aa=!0;J.style.visibility=20>J.clientWidth&&!aa?"hidden":""}}));ua=u("diagram",null,Editor.menuImage);ua.style.boxShadow="none";ua.style.padding="6px";ua.style.margin="0px";A.appendChild(ua); +mxEvent.disableContextMenu(ua);mxEvent.addGestureListeners(ua,mxUtils.bind(this,function(da){(mxEvent.isShiftDown(da)||mxEvent.isAltDown(da)||mxEvent.isMetaDown(da)||mxEvent.isControlDown(da)||mxEvent.isPopupTrigger(da))&&this.appIconClicked(da)}),null,null);m.statusContainer.style.position="";m.statusContainer.style.display="none";m.statusContainer.style.margin="0px";m.statusContainer.style.padding="6px 0px";m.statusContainer.style.maxWidth=Math.min(d-240,280)+"px";m.statusContainer.style.display= +"inline-block";m.statusContainer.style.textOverflow="ellipsis";m.buttonContainer.style.position="";m.buttonContainer.style.paddingRight="0px";m.buttonContainer.style.display="inline-block";var Z=document.createElement("a");Z.style.padding="0px";Z.style.boxShadow="none";Z.className="geMenuItem";Z.style.display="inline-block";Z.style.width="40px";Z.style.height="12px";Z.style.marginBottom="-2px";Z.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")";Z.style.backgroundPosition="top center"; +Z.style.backgroundRepeat="no-repeat";Z.setAttribute("title","Minimize");var ca=!1,fa=mxUtils.bind(this,function(){l.innerText="";if(!ca){var da=function(ba,na,ea,ha){null!=na&&ba.setAttribute("title",na);ba.style.cursor=null!=ea?ea:"default";ba.style.margin="2px 0px";l.appendChild(ba);mxUtils.br(l);null!=ha&&(ba.style.position="relative",ba.style.overflow="visible",na=document.createElement("div"),na.style.position="absolute",na.style.left="34px",na.style.top="28px",na.style.fontSize="8px",mxUtils.write(na, +ha),ba.appendChild(na));return ba};da(m.sidebar.createVertexTemplate("text;strokeColor=none;fillColor=none;html=1;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;",60,30,"Text",mxResources.get("text")+" (A)",!0,!1,null,!0,!0),mxResources.get("text")+" (A)",null,"A");da(m.sidebar.createVertexTemplate("shape=note;whiteSpace=wrap;html=1;backgroundOutline=1;fontColor=#000000;darkOpacity=0.05;fillColor=#FFF9B2;strokeColor=none;fillStyle=solid;direction=west;gradientDirection=north;gradientColor=#FFF2A1;shadow=1;size=20;pointerEvents=1;", +140,160,"",mxResources.get("note")+" (S)",!0,!1,null,!0),mxResources.get("note")+" (S)",null,"S");da(m.sidebar.createVertexTemplate("rounded=0;whiteSpace=wrap;html=1;",160,80,"",mxResources.get("rectangle")+" (D)",!0,!1,null,!0),mxResources.get("rectangle")+" (D)",null,"D");da(m.sidebar.createVertexTemplate("ellipse;whiteSpace=wrap;html=1;",160,100,"",mxResources.get("ellipse")+" (F)",!0,!1,null,!0),mxResources.get("ellipse")+" (F)",null,"F");(function(){var ba=new mxCell("",new mxGeometry(0,0,F.defaultEdgeLength, +0),"edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;");ba.geometry.setTerminalPoint(new mxPoint(0,0),!0);ba.geometry.setTerminalPoint(new mxPoint(ba.geometry.width,0),!1);ba.geometry.points=[];ba.geometry.relative=!0;ba.edge=!0;da(m.sidebar.createEdgeTemplateFromCells([ba],ba.geometry.width,ba.geometry.height,mxResources.get("line")+" (C)",!0,null,!0,!1),mxResources.get("line")+" (C)",null,"C");ba=ba.clone();ba.style="edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;shape=flexArrow;rounded=1;startSize=8;endSize=8;"; +ba.geometry.width=F.defaultEdgeLength+20;ba.geometry.setTerminalPoint(new mxPoint(0,20),!0);ba.geometry.setTerminalPoint(new mxPoint(ba.geometry.width,20),!1);da(m.sidebar.createEdgeTemplateFromCells([ba],ba.geometry.width,40,mxResources.get("arrow"),!0,null,!0,!1),mxResources.get("arrow"))})();(function(ba,na,ea,ha){ba=y("",ba.funct,null,na,ba,ea);ba.style.width="40px";ba.style.height="34px";ba.style.opacity="0.7";return da(ba,null,"pointer",ha)})(m.actions.get("insertFreehand"),mxResources.get("freehand")+ +" (X)",Editor.freehandImage,"X");ua=u("insert",null,Editor.plusImage);ua.style.boxShadow="none";ua.style.opacity="0.7";ua.style.padding="6px";ua.style.margin="0px";ua.style.height="34px";ua.style.width="37px";da(ua,null,"pointer")}"1"!=urlParams.embedInline&&l.appendChild(Z)});mxEvent.addListener(Z,"click",mxUtils.bind(this,function(){ca?(mxUtils.setPrefixedStyle(l.style,"transform","translate(0, -50%)"),l.style.padding="8px 6px 4px",l.style.top="50%",l.style.bottom="",l.style.height="",Z.style.backgroundImage= +"url("+mxWindow.prototype.normalizeImage+")",Z.style.width="40px",Z.style.height="12px",Z.setAttribute("title","Minimize"),ca=!1,fa()):(l.innerText="",l.appendChild(Z),mxUtils.setPrefixedStyle(l.style,"transform","translate(0, 0)"),l.style.top="",l.style.bottom="12px",l.style.padding="0px",l.style.height="24px",Z.style.height="24px",Z.style.backgroundImage="url("+Editor.plusImage+")",Z.setAttribute("title",mxResources.get("insert")),Z.style.width="24px",ca=!0)}));fa();m.addListener("darkModeChanged", +fa);m.addListener("sketchModeChanged",fa)}else m.editor.addListener("statusChanged",mxUtils.bind(this,function(){m.setStatusText(m.editor.getStatus())}));if(null!=T){var la=function(da){if(mxEvent.isAltDown(da))m.hideCurrentMenu(),m.actions.get("customZoom").funct(),mxEvent.consume(da);else if("geItem"!=mxEvent.getSource(da).className||mxEvent.isShiftDown(da))m.hideCurrentMenu(),m.actions.get("smartFit").funct(),mxEvent.consume(da)},ia=m.actions.get("zoomIn"),qa=m.actions.get("zoomOut");Q=m.actions.get("resetView"); +var ka=m.actions.get("undo"),Da=m.actions.get("redo"),Ea=y("",ka.funct,null,mxResources.get("undo")+" ("+ka.shortcut+")",ka,Editor.undoImage),za=y("",Da.funct,null,mxResources.get("redo")+" ("+Da.shortcut+")",Da,Editor.redoImage);if(null!=V){Q=function(){ra.style.display=null!=m.pages&&("0"!=urlParams.pages||1<m.pages.length||Editor.pagesVisible)?"inline-block":"none"};var Oa=function(){ra.innerText="";if(null!=m.currentPage){mxUtils.write(ra,m.currentPage.getName());var da=null!=m.pages?m.pages.length: +1,ba=m.getPageIndex(m.currentPage);ba=null!=ba?ba+1:1;var na=m.currentPage.getId();ra.setAttribute("title",m.currentPage.getName()+" ("+ba+"/"+da+")"+(null!=na?" ["+na+"]":""))}},Aa=m.actions.get("delete"),Ga=y("",Aa.funct,null,mxResources.get("delete"),Aa,Editor.trashImage);Ga.style.opacity="0.1";A.appendChild(Ga);Aa.addListener("stateChanged",function(){Ga.style.opacity=Aa.enabled?"":"0.1"});var Ia=function(){Ea.style.display=0<m.editor.undoManager.history.length||F.isEditing()?"inline-block":"none"; +za.style.display=Ea.style.display;Ea.style.opacity=ka.enabled?"":"0.1";za.style.opacity=Da.enabled?"":"0.1"};A.appendChild(Ea);A.appendChild(za);ka.addListener("stateChanged",Ia);Da.addListener("stateChanged",Ia);Ia();var ra=this.createPageMenuTab(!1,!0);ra.style.display="none";ra.style.position="";ra.style.marginLeft="";ra.style.top="";ra.style.left="";ra.style.height="100%";ra.style.lineHeight="";ra.style.borderStyle="none";ra.style.padding="3px 0";ra.style.margin="0px";ra.style.background="";ra.style.border= +"";ra.style.boxShadow="none";ra.style.verticalAlign="top";ra.style.width="auto";ra.style.maxWidth="160px";ra.style.position="relative";ra.style.padding="6px";ra.style.textOverflow="ellipsis";ra.style.opacity="0.8";V.appendChild(ra);m.editor.addListener("pagesPatched",Oa);m.editor.addListener("pageSelected",Oa);m.editor.addListener("pageRenamed",Oa);m.editor.addListener("fileLoaded",Oa);Oa();m.addListener("fileDescriptorChanged",Q);m.addListener("pagesVisibleChanged",Q);m.editor.addListener("pagesPatched", +Q);Q();Q=y("",qa.funct,!0,mxResources.get("zoomOut")+" ("+Editor.ctrlKey+" -/Alt+Mousewheel)",qa,Editor.zoomOutImage);V.appendChild(Q);var ua=H.addMenu("100%",T.funct);ua.setAttribute("title",mxResources.get("zoom"));ua.innerHTML="100%";ua.style.display="inline-block";ua.style.color="inherit";ua.style.cursor="pointer";ua.style.textAlign="center";ua.style.whiteSpace="nowrap";ua.style.paddingRight="10px";ua.style.textDecoration="none";ua.style.verticalAlign="top";ua.style.padding="6px 0";ua.style.fontSize= +"14px";ua.style.width="40px";ua.style.opacity="0.4";V.appendChild(ua);T=y("",ia.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +/Alt+Mousewheel)",ia,Editor.zoomInImage);V.appendChild(T);"1"==urlParams.embedInline?(V.appendChild(O),T=m.actions.get("exit"),V.appendChild(y("",T.funct,null,mxResources.get("exit"),T,Editor.closeImage))):O.parentNode.removeChild(O);m.tabContainer.style.visibility="hidden";J.style.cssText="position:absolute;right:14px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px 0px 6px 6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;"; +A.style.cssText="position:absolute;left:10px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;";V.style.cssText="position:absolute;right:14px;bottom:14px;height:28px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px;white-space:nowrap;user-select:none;";P.appendChild(A);P.appendChild(V);l.style.cssText="position:absolute;left:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px 6px 4px 6px;white-space:nowrap;transform:translate(0, -50%);top:50%;user-select:none;"; +mxClient.IS_POINTER&&(l.style.touchAction="none");P.appendChild(l);window.setTimeout(function(){mxUtils.setPrefixedStyle(l.style,"transition","transform .3s ease-out")},0);"1"==urlParams["format-toolbar"]&&this.installFormatToolbar(P)}else{var Ba=y("",la,!0,mxResources.get("fit")+" ("+Editor.ctrlKey+"+H)",Q,Editor.zoomFitImage);J.style.cssText="position:absolute;left:0px;right:0px;top:0px;height:30px;padding:8px;text-align:left;white-space:nowrap;";this.tabContainer.style.right="70px";ua=H.addMenu("100%", +T.funct);ua.setAttribute("title",mxResources.get("zoom")+" (Alt+Mousewheel)");ua.style.whiteSpace="nowrap";ua.style.paddingRight="10px";ua.style.textDecoration="none";ua.style.textDecoration="none";ua.style.overflow="hidden";ua.style.visibility="hidden";ua.style.textAlign="center";ua.style.cursor="pointer";ua.style.height=parseInt(m.tabContainerHeight)-1+"px";ua.style.lineHeight=parseInt(m.tabContainerHeight)+1+"px";ua.style.position="absolute";ua.style.display="block";ua.style.fontSize="12px";ua.style.width= +"59px";ua.style.right="0px";ua.style.bottom="0px";ua.style.backgroundImage="url("+mxWindow.prototype.minimizeImage+")";ua.style.backgroundPosition="right 6px center";ua.style.backgroundRepeat="no-repeat";P.appendChild(ua)}(function(da){mxEvent.addListener(da,"click",la);var ba=mxUtils.bind(this,function(){da.innerText="";mxUtils.write(da,Math.round(100*m.editor.graph.view.scale)+"%")});m.editor.graph.view.addListener(mxEvent.EVENT_SCALE,ba);m.editor.addListener("resetGraphView",ba);m.editor.addListener("pageSelected", +ba)})(ua);var Fa=m.setGraphEnabled;m.setGraphEnabled=function(){Fa.apply(this,arguments);null!=this.tabContainer&&(ua.style.visibility=this.tabContainer.style.visibility,this.diagramContainer.style.bottom="hidden"!=this.tabContainer.style.visibility&&null==V?this.tabContainerHeight+"px":"0px")}}P.appendChild(J);P.appendChild(m.diagramContainer);t.appendChild(P);m.updateTabContainer();!EditorUi.windowed&&("1"==urlParams.sketch||1E3<=d)&&"1"!=urlParams.embedInline&&b(this,!0);null==V&&P.appendChild(m.tabContainer); +var wa=null;N();mxEvent.addListener(window,"resize",function(){N();null!=m.sidebarWindow&&m.sidebarWindow.window.fit();null!=m.formatWindow&&m.formatWindow.window.fit();null!=m.actions.outlineWindow&&m.actions.outlineWindow.window.fit();null!=m.actions.layersWindow&&m.actions.layersWindow.window.fit();null!=m.menus.tagsWindow&&m.menus.tagsWindow.window.fit();null!=m.menus.findWindow&&m.menus.findWindow.window.fit();null!=m.menus.findReplaceWindow&&m.menus.findReplaceWindow.window.fit()});if("1"== +urlParams.embedInline){document.body.style.cursor="text";l.style.transform="";mxEvent.addGestureListeners(m.diagramContainer.parentNode,function(da){mxEvent.getSource(da)==m.diagramContainer.parentNode&&(m.embedExitPoint=new mxPoint(mxEvent.getClientX(da),mxEvent.getClientY(da)),m.sendEmbeddedSvgExport())});t=document.createElement("div");t.style.position="absolute";t.style.width="10px";t.style.height="10px";t.style.borderRadius="5px";t.style.border="1px solid gray";t.style.background="#ffffff";t.style.cursor= +"row-resize";m.diagramContainer.parentNode.appendChild(t);m.bottomResizer=t;var La=null,ja=null,xa=null,sa=null;mxEvent.addGestureListeners(t,function(da){sa=parseInt(m.diagramContainer.style.height);ja=mxEvent.getClientY(da);F.popupMenuHandler.hideMenu();mxEvent.consume(da)});t=t.cloneNode(!1);t.style.cursor="col-resize";m.diagramContainer.parentNode.appendChild(t);m.rightResizer=t;mxEvent.addGestureListeners(t,function(da){xa=parseInt(m.diagramContainer.style.width);La=mxEvent.getClientX(da);F.popupMenuHandler.hideMenu(); +mxEvent.consume(da)});mxEvent.addGestureListeners(document.body,null,function(da){var ba=!1;null!=La&&(m.diagramContainer.style.width=Math.max(20,xa+mxEvent.getClientX(da)-La)+"px",ba=!0);null!=ja&&(m.diagramContainer.style.height=Math.max(20,sa+mxEvent.getClientY(da)-ja)+"px",ba=!0);ba&&((window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:m.diagramContainer.getBoundingClientRect()}),"*"),L(),m.refresh())},function(da){null==La&&null== +ja||mxEvent.consume(da);ja=La=null});this.diagramContainer.style.borderRadius="4px";document.body.style.backgroundColor="transparent";m.bottomResizer.style.visibility="hidden";m.rightResizer.style.visibility="hidden";A.style.visibility="hidden";V.style.visibility="hidden";l.style.display="none"}"1"==urlParams.prefetchFonts&&m.editor.loadFonts()}}}; +(function(){var b=!1;"min"!=uiTheme||b||mxClient.IS_CHROMEAPP||(EditorUi.initMinimalTheme(),b=!0);var f=EditorUi.initTheme;EditorUi.initTheme=function(){f.apply(this,arguments);"min"!=uiTheme||b||(this.initMinimalTheme(),b=!0)}})();(function(){var b=mxGuide.prototype.move;mxGuide.prototype.move=function(d,v,x,B){var D=v.y,K=v.x,c=!1,e=!1;if(null!=this.states&&null!=d&&null!=v){var g=this,q=new mxCellState,n=this.graph.getView().scale,p=Math.max(2,this.getGuideTolerance()/2);q.x=d.x+K;q.y=d.y+D;q.width=d.width;q.height=d.height;for(var z=[],C=[],u=0;u<this.states.length;u++){var y=this.states[u];y instanceof mxCellState&&(B||!this.graph.isCellSelected(y.cell))&&((q.x>=y.x&&q.x<=y.x+y.width||y.x>=q.x&&y.x<=q.x+q.width)&&(q.y> +y.y+y.height+4||q.y+q.height+4<y.y)?z.push(y):(q.y>=y.y&&q.y<=y.y+y.height||y.y>=q.y&&y.y<=q.y+q.height)&&(q.x>y.x+y.width+4||q.x+q.width+4<y.x)&&C.push(y))}var I=0,N=0,t=y=0,m=0,F=0,J=0,M=0,H=5*n;if(1<z.length){z.push(q);z.sort(function(T,W){return T.y-W.y});var G=!1;u=q==z[0];n=q==z[z.length-1];if(!u&&!n)for(u=1;u<z.length-1;u++)if(q==z[u]){n=z[u-1];u=z[u+1];y=N=t=(u.y-n.y-n.height-q.height)/2;break}for(u=0;u<z.length-1;u++){n=z[u];var E=z[u+1],P=q==n||q==E;E=E.y-n.y-n.height;G|=q==n;if(0==N&&0== +I)N=E,I=1;else if(Math.abs(N-E)<=(P||1==u&&G?p:0))I+=1;else if(1<I&&G){z=z.slice(0,u+1);break}else if(3<=z.length-u&&!G)I=0,y=N=0!=t?t:0,z.splice(0,0==u?1:u),u=-1;else break;0!=y||P||(N=y=E)}3==z.length&&z[1]==q&&(y=0)}if(1<C.length){C.push(q);C.sort(function(T,W){return T.x-W.x});G=!1;u=q==C[0];n=q==C[C.length-1];if(!u&&!n)for(u=1;u<C.length-1;u++)if(q==C[u]){n=C[u-1];u=C[u+1];J=F=M=(u.x-n.x-n.width-q.width)/2;break}for(u=0;u<C.length-1;u++){n=C[u];E=C[u+1];P=q==n||q==E;E=E.x-n.x-n.width;G|=q==n; +if(0==F&&0==m)F=E,m=1;else if(Math.abs(F-E)<=(P||1==u&&G?p:0))m+=1;else if(1<m&&G){C=C.slice(0,u+1);break}else if(3<=C.length-u&&!G)m=0,J=F=0!=M?M:0,C.splice(0,0==u?1:u),u=-1;else break;0!=J||P||(F=J=E)}3==C.length&&C[1]==q&&(J=0)}p=function(T,W,U,V){var l=[];if(V){V=H;var A=0}else V=0,A=H;l.push(new mxPoint(T.x-V,T.y-A));l.push(new mxPoint(T.x+V,T.y+A));l.push(T);l.push(W);l.push(new mxPoint(W.x-V,W.y-A));l.push(new mxPoint(W.x+V,W.y+A));if(null!=U)return U.points=l,U;T=new mxPolyline(l,mxConstants.GUIDE_COLOR, +mxConstants.GUIDE_STROKEWIDTH);T.dialect=mxConstants.DIALECT_SVG;T.pointerEvents=!1;T.init(g.graph.getView().getOverlayPane());return T};F=function(T,W){if(T&&null!=g.guidesArrHor)for(T=0;T<g.guidesArrHor.length;T++)g.guidesArrHor[T].node.style.visibility="hidden";if(W&&null!=g.guidesArrVer)for(T=0;T<g.guidesArrVer.length;T++)g.guidesArrVer[T].node.style.visibility="hidden"};if(1<m&&m==C.length-1){m=[];M=g.guidesArrHor;c=[];K=0;u=C[0]==q?1:0;G=C[u].y+C[u].height;if(0<J)for(u=0;u<C.length-1;u++)n= +C[u],E=C[u+1],q==n?(K=E.x-n.width-J,c.push(new mxPoint(K+n.width+H,G)),c.push(new mxPoint(E.x-H,G))):q==E?(c.push(new mxPoint(n.x+n.width+H,G)),K=n.x+n.width+J,c.push(new mxPoint(K-H,G))):(c.push(new mxPoint(n.x+n.width+H,G)),c.push(new mxPoint(E.x-H,G)));else n=C[0],u=C[2],K=n.x+n.width+(u.x-n.x-n.width-q.width)/2,c.push(new mxPoint(n.x+n.width+H,G)),c.push(new mxPoint(K-H,G)),c.push(new mxPoint(K+q.width+H,G)),c.push(new mxPoint(u.x-H,G));for(u=0;u<c.length;u+=2)C=c[u],J=c[u+1],C=p(C,J,null!=M? +M[u/2]:null),C.node.style.visibility="visible",C.redraw(),m.push(C);for(u=c.length/2;null!=M&&u<M.length;u++)M[u].destroy();g.guidesArrHor=m;K-=d.x;c=!0}else F(!0);if(1<I&&I==z.length-1){m=[];M=g.guidesArrVer;e=[];D=0;u=z[0]==q?1:0;I=z[u].x+z[u].width;if(0<y)for(u=0;u<z.length-1;u++)n=z[u],E=z[u+1],q==n?(D=E.y-n.height-y,e.push(new mxPoint(I,D+n.height+H)),e.push(new mxPoint(I,E.y-H))):q==E?(e.push(new mxPoint(I,n.y+n.height+H)),D=n.y+n.height+y,e.push(new mxPoint(I,D-H))):(e.push(new mxPoint(I,n.y+ +n.height+H)),e.push(new mxPoint(I,E.y-H)));else n=z[0],u=z[2],D=n.y+n.height+(u.y-n.y-n.height-q.height)/2,e.push(new mxPoint(I,n.y+n.height+H)),e.push(new mxPoint(I,D-H)),e.push(new mxPoint(I,D+q.height+H)),e.push(new mxPoint(I,u.y-H));for(u=0;u<e.length;u+=2)C=e[u],J=e[u+1],C=p(C,J,null!=M?M[u/2]:null,!0),C.node.style.visibility="visible",C.redraw(),m.push(C);for(u=e.length/2;null!=M&&u<M.length;u++)M[u].destroy();g.guidesArrVer=m;D-=d.y;e=!0}else F(!1,!0)}if(c||e)return q=new mxPoint(K,D),z=b.call(this, +d,q,x,B),c&&!e?q.y=z.y:e&&!c&&(q.x=z.x),z.y!=q.y&&null!=this.guideY&&null!=this.guideY.node&&(this.guideY.node.style.visibility="hidden"),z.x!=q.x&&null!=this.guideX&&null!=this.guideX.node&&(this.guideX.node.style.visibility="hidden"),q;F(!0,!0);return b.apply(this,arguments)};var f=mxGuide.prototype.setVisible;mxGuide.prototype.setVisible=function(d){f.call(this,d);var v=this.guidesArrVer,x=this.guidesArrHor;if(null!=v)for(var B=0;B<v.length;B++)v[B].node.style.visibility=d?"visible":"hidden";if(null!= +x)for(B=0;B<x.length;B++)x[B].node.style.visibility=d?"visible":"hidden"};var k=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){k.call(this);var d=this.guidesArrVer,v=this.guidesArrHor;if(null!=d){for(var x=0;x<d.length;x++)d[x].destroy();this.guidesArrVer=null}if(null!=v){for(x=0;x<v.length;x++)v[x].destroy();this.guidesArrHor=null}}})();function mxRuler(b,f,k,d){function v(){var I=b.diagramContainer;g.style.top=I.offsetTop-K+"px";g.style.left=I.offsetLeft-K+"px";g.style.width=(k?0:I.offsetWidth)+K+"px";g.style.height=(k?I.offsetHeight:0)+K+"px"}function x(I,N,t){if(null!=B)return I;var m;return function(){var F=this,J=arguments,M=t&&!m;clearTimeout(m);m=setTimeout(function(){m=null;t||I.apply(F,J)},N);M&&I.apply(F,J)}}var B=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||window.msRequestAnimationFrame, +D=window.cancelAnimationFrame||window.mozCancelAnimationFrame,K=this.RULER_THICKNESS,c=this;this.unit=f;var e=Editor.isDarkMode()?{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"},g=document.createElement("div");g.style.position="absolute";this.updateStyle=mxUtils.bind(this,function(){e=Editor.isDarkMode()? +{bkgClr:"#202020",outBkgClr:Editor.darkColor,cornerClr:Editor.darkColor,strokeClr:"#505759",fontClr:"#BBBBBB",guideClr:"#0088cf"}:{bkgClr:"#ffffff",outBkgClr:"#e8e9ed",cornerClr:"#fbfbfb",strokeClr:"#dadce0",fontClr:"#BBBBBB",guideClr:"#0000BB"};g.style.background=e.bkgClr;g.style[k?"borderRight":"borderBottom"]="0.5px solid "+e.strokeClr;g.style.borderLeft="0.5px solid "+e.strokeClr});this.updateStyle();document.body.appendChild(g);mxEvent.disableContextMenu(g);this.editorUiRefresh=b.refresh;b.refresh= +function(I){c.editorUiRefresh.apply(b,arguments);v()};v();var q=document.createElement("canvas");q.width=g.offsetWidth;q.height=g.offsetHeight;g.style.overflow="hidden";q.style.position="relative";g.appendChild(q);var n=q.getContext("2d");this.ui=b;var p=b.editor.graph;this.graph=p;this.container=g;this.canvas=q;var z=function(I,N,t,m,F){I=Math.round(I);N=Math.round(N);t=Math.round(t);m=Math.round(m);n.beginPath();n.moveTo(I+.5,N+.5);n.lineTo(t+.5,m+.5);n.stroke();F&&(k?(n.save(),n.translate(I,N), +n.rotate(-Math.PI/2),n.fillText(F,0,0),n.restore()):n.fillText(F,I,N))},C=function(){n.clearRect(0,0,q.width,q.height);n.beginPath();n.lineWidth=.7;n.strokeStyle=e.strokeClr;n.setLineDash([]);n.font="9px Arial";n.textAlign="center";var I=p.view.scale,N=p.view.getBackgroundPageBounds(),t=p.view.translate,m=p.pageVisible;t=m?K+(k?N.y-p.container.scrollTop:N.x-p.container.scrollLeft):K+(k?t.y*I-p.container.scrollTop:t.x*I-p.container.scrollLeft);var F=0;m&&(F=p.getPageLayout(),F=k?F.y*p.pageFormat.height: +F.x*p.pageFormat.width);var J;switch(c.unit){case mxConstants.POINTS:var M=J=10;var H=[3,5,5,5,5,10,5,5,5,5];break;case mxConstants.MILLIMETERS:J=10;M=mxConstants.PIXELS_PER_MM;H=[5,3,3,3,3,6,3,3,3,3];break;case mxConstants.METERS:J=20;M=mxConstants.PIXELS_PER_MM;H=[5,3,3,3,3,6,3,3,3,3,10,3,3,3,3,6,3,3,3,3];break;case mxConstants.INCHES:J=.5>=I||4<=I?8:16,M=mxConstants.PIXELS_PER_INCH/J,H=[5,3,5,3,7,3,5,3,7,3,5,3,7,3,5,3]}var G=M;2<=I?G=M/(2*Math.floor(I/2)):.5>=I&&(G=M*Math.floor(1/I/2)*(c.unit== +mxConstants.MILLIMETERS?2:1));M=null;N=m?Math.min(t+(k?N.height:N.width),k?q.height:q.width):k?q.height:q.width;if(m)if(n.fillStyle=e.outBkgClr,k){var E=t-K;0<E&&n.fillRect(0,K,K,E);N<q.height&&n.fillRect(0,N,K,q.height)}else E=t-K,0<E&&n.fillRect(K,0,E,K),N<q.width&&n.fillRect(N,0,q.width,K);n.fillStyle=e.fontClr;for(m=m?t:t%(G*I);m<=N;m+=G*I)if(E=Math.round((m-t)/I/G),!(m<K||E==M)){M=E;var P=null;0==E%J&&(P=c.formatText(F+E*G)+"");k?z(K-H[Math.abs(E)%J],m,K,m,P):z(m,K-H[Math.abs(E)%J],m,K,P)}n.lineWidth= +1;z(k?0:K,k?K:0,K,K);n.fillStyle=e.cornerClr;n.fillRect(0,0,K,K)},u=-1,y=function(){null!=B?(null!=D&&D(u),u=B(C)):C()};this.drawRuler=y;this.sizeListener=f=x(function(){var I=p.container;k?(I=I.offsetHeight+K,q.height!=I&&(q.height=I,g.style.height=I+"px",y())):(I=I.offsetWidth+K,q.width!=I&&(q.width=I,g.style.width=I+"px",y()))},10);this.pageListener=function(){y()};this.scrollListener=d=x(function(){var I=k?p.container.scrollTop:p.container.scrollLeft;c.lastScroll!=I&&(c.lastScroll=I,y())},10); +this.unitListener=function(I,N){c.setUnit(N.getProperty("unit"))};p.addListener(mxEvent.SIZE,f);p.container.addEventListener("scroll",d);p.view.addListener("unitChanged",this.unitListener);b.addListener("pageViewChanged",this.pageListener);b.addListener("pageScaleChanged",this.pageListener);b.addListener("pageFormatChanged",this.pageListener);this.setStyle=function(I){e=I;g.style.background=e.bkgClr;C()};this.origGuideMove=mxGuide.prototype.move;mxGuide.prototype.move=function(I,N,t,m){if(k&&4<I.height|| +!k&&4<I.width){if(null!=c.guidePart)try{n.putImageData(c.guidePart.imgData1,c.guidePart.x1,c.guidePart.y1),n.putImageData(c.guidePart.imgData2,c.guidePart.x2,c.guidePart.y2),n.putImageData(c.guidePart.imgData3,c.guidePart.x3,c.guidePart.y3)}catch(V){}var F=c.origGuideMove.apply(this,arguments);try{n.lineWidth=.5;n.strokeStyle=e.guideClr;n.setLineDash([2]);if(k){var J=I.y+F.y+K-this.graph.container.scrollTop;var M=0;var H=J+I.height/2;var G=K/2;var E=J+I.height;var P=0;var T=n.getImageData(M,J-1,K, +3);z(M,J,K,J);J--;var W=n.getImageData(G,H-1,K,3);z(G,H,K,H);H--;var U=n.getImageData(P,E-1,K,3);z(P,E,K,E);E--}else J=0,M=I.x+F.x+K-this.graph.container.scrollLeft,H=K/2,G=M+I.width/2,E=0,P=M+I.width,T=n.getImageData(M-1,J,3,K),z(M,J,M,K),M--,W=n.getImageData(G-1,H,3,K),z(G,H,G,K),G--,U=n.getImageData(P-1,E,3,K),z(P,E,P,K),P--;if(null==c.guidePart||c.guidePart.x1!=M||c.guidePart.y1!=J)c.guidePart={imgData1:T,x1:M,y1:J,imgData2:W,x2:G,y2:H,imgData3:U,x3:P,y3:E}}catch(V){}}else F=c.origGuideMove.apply(this, +arguments);return F};this.origGuideDestroy=mxGuide.prototype.destroy;mxGuide.prototype.destroy=function(){var I=c.origGuideDestroy.apply(this,arguments);if(null!=c.guidePart)try{n.putImageData(c.guidePart.imgData1,c.guidePart.x1,c.guidePart.y1),n.putImageData(c.guidePart.imgData2,c.guidePart.x2,c.guidePart.y2),n.putImageData(c.guidePart.imgData3,c.guidePart.x3,c.guidePart.y3),c.guidePart=null}catch(N){}return I}}mxRuler.prototype.RULER_THICKNESS=14;mxRuler.prototype.unit=mxConstants.POINTS; mxRuler.prototype.setUnit=function(b){this.unit=b;this.drawRuler()};mxRuler.prototype.formatText=function(b){switch(this.unit){case mxConstants.POINTS:return Math.round(b);case mxConstants.MILLIMETERS:return(b/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(b/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(b/mxConstants.PIXELS_PER_INCH).toFixed(2)}}; mxRuler.prototype.destroy=function(){this.ui.refresh=this.editorUiRefresh;mxGuide.prototype.move=this.origGuideMove;mxGuide.prototype.destroy=this.origGuideDestroy;this.graph.removeListener(this.sizeListener);this.graph.container.removeEventListener("scroll",this.scrollListener);this.graph.view.removeListener("unitChanged",this.unitListener);this.ui.removeListener("pageViewChanged",this.pageListener);this.ui.removeListener("pageScaleChanged",this.pageListener);this.ui.removeListener("pageFormatChanged", this.pageListener);null!=this.container&&this.container.parentNode.removeChild(this.container)}; -function mxDualRuler(b,f){var l=new mxPoint(mxRuler.prototype.RULER_THICKNESS,mxRuler.prototype.RULER_THICKNESS);this.editorUiGetDiagContOffset=b.getDiagramContainerOffset;b.getDiagramContainerOffset=function(){return l};this.editorUiRefresh=b.refresh;this.ui=b;this.origGuideMove=mxGuide.prototype.move;this.origGuideDestroy=mxGuide.prototype.destroy;this.vRuler=new mxRuler(b,f,!0);this.hRuler=new mxRuler(b,f,!1,!0);f=mxUtils.bind(this,function(d){var v=!1;mxEvent.addGestureListeners(d,mxUtils.bind(this, -function(u){v=null!=b.currentMenu;mxEvent.consume(u)}),null,mxUtils.bind(this,function(u){if(b.editor.graph.isEnabled()&&!b.editor.graph.isMouseDown&&(mxEvent.isTouchEvent(u)||mxEvent.isPopupTrigger(u))){b.editor.graph.popupMenuHandler.hideMenu();b.hideCurrentMenu();if(!mxEvent.isTouchEvent(u)||!v){var D=new mxPopupMenu(mxUtils.bind(this,function(g,k){b.menus.addMenuItems(g,["points","inches","millimeters","meters"],k)}));D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand= -!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);b.resetCurrentMenu();D.destroy()});var c=mxEvent.getClientX(u),e=mxEvent.getClientY(u);D.popup(c,e,null,u);b.setCurrentMenu(D,d)}mxEvent.consume(u)}}))});f(this.hRuler.container);f(this.vRuler.container);this.vRuler.drawRuler();this.hRuler.drawRuler()}mxDualRuler.prototype.updateStyle=function(){this.vRuler.updateStyle();this.hRuler.updateStyle();this.vRuler.drawRuler();this.hRuler.drawRuler()}; -mxDualRuler.prototype.setUnit=function(b){this.vRuler.setUnit(b);this.hRuler.setUnit(b)};mxDualRuler.prototype.setStyle=function(b){this.vRuler.setStyle(b);this.hRuler.setStyle(b)};mxDualRuler.prototype.destroy=function(){this.vRuler.destroy();this.hRuler.destroy();this.ui.refresh=this.editorUiRefresh;mxGuide.prototype.move=this.origGuideMove;mxGuide.prototype.destroy=this.origGuideDestroy;this.ui.getDiagramContainerOffset=this.editorUiGetDiagContOffset};function mxFreehand(b){var f=null!=b.view&&null!=b.view.canvas?b.view.canvas.ownerSVGElement:null;if(null!=b.container&&null!=f){b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){this.stopDrawing()}));var l=mxFreehand.prototype.NORMAL_SMOOTHING,d=null,v=[],u,D=[],c,e=!1,g=!0,k=!0,m=!0,p=!0,x=[],y=!1,A=!0,z=!1,L={size:12,thinning:.5,smoothing:.5,streamline:.5,start:{taper:0,cap:!0},end:{taper:0,cap:!0}},N=!1;this.setClosedPath=function(C){e=C};this.setAutoClose=function(C){g=C};this.setAutoInsert= -function(C){k=C};this.setAutoScroll=function(C){m=C};this.setOpenFill=function(C){p=C};this.setStopClickEnabled=function(C){A=C};this.setSelectInserted=function(C){z=C};this.setSmoothing=function(C){l=C};this.setPerfectFreehandMode=function(C){N=C};this.setBrushSize=function(C){L.size=C};this.getBrushSize=function(){return L.size};var K=function(C){y=C;b.getRubberband().setEnabled(!C);b.graphHandler.setSelectEnabled(!C);b.graphHandler.setMoveEnabled(!C);b.container.style.cursor=C?"crosshair":"";b.fireEvent(new mxEventObject("freehandStateChanged"))}; -this.startDrawing=function(){K(!0)};this.isDrawing=function(){return y};var t=mxUtils.bind(this,function(C){if(d){var O=c.length,I=A&&0<D.length&&null!=c&&2>c.length;I||D.push.apply(D,c);c=[];D.push(null);v.push(d);d=null;(I||k)&&this.stopDrawing();k&&2<=O&&this.startDrawing();mxEvent.consume(C)}}),q=new mxCell;q.edge=!0;var G=function(){var C=b.getCurrentCellStyle(q);C=mxUtils.getValue(b.currentVertexStyle,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(C,mxConstants.STYLE_STROKECOLOR,"#000"));"default"== -C&&(C=b.shapeForegroundColor);return C};this.createStyle=function(C){var O=";fillColor=none;";N&&(O=";lineShape=1;");return mxConstants.STYLE_SHAPE+"="+C+O};this.stopDrawing=function(){if(0<v.length){if(N){for(var C=[],O=0;O<D.length;O++)null!=D[O]&&C.push([D[O].x,D[O].y]);C=PerfectFreehand.getStroke(C,L);D=[];for(O=0;O<C.length;O++)D.push({x:C[O][0],y:C[O][1]});D.push(null)}C=D[0].x;var I=D[0].x,S=D[0].y,R=D[0].y;for(O=1;O<D.length;O++)null!=D[O]&&(C=Math.max(C,D[O].x),I=Math.min(I,D[O].x),S=Math.max(S, -D[O].y),R=Math.min(R,D[O].y));C-=I;S-=R;if(0<C&&0<S){var Q=100/C,W=100/S;D.map(function(P){if(null==P)return P;P.x=(P.x-I)*Q;P.y=(P.y-R)*W;return P});var X='<shape strokewidth="inherit"><foreground>',n=0;for(O=0;O<D.length;O++){var B=D[O];if(null==B){B=!1;n=D[n];var J=D[O-1];!e&&g&&(B=n.x-J.x,J=n.y-J.y,B=Math.sqrt(B*B+J*J)<=b.tolerance);if(e||B)X+='<line x="'+n.x.toFixed(2)+'" y="'+n.y.toFixed(2)+'"/>';X+="</path>"+(p||e||B?"<fillstroke/>":"<stroke/>");n=O+1}else X=O==n?X+('<path><move x="'+B.x.toFixed(2)+ -'" y="'+B.y.toFixed(2)+'"/>'):X+('<line x="'+B.x.toFixed(2)+'" y="'+B.y.toFixed(2)+'"/>')}X+="</foreground></shape>";if(b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){O=this.createStyle("stencil("+Graph.compress(X)+")");X=b.view.scale;n=b.view.translate;O=new mxCell("",new mxGeometry(I/X-n.x,R/X-n.y,C/X,S/X),O);O.vertex=1;b.model.beginUpdate();try{O=b.addCell(O),b.fireEvent(new mxEventObject("cellsInserted","cells",[O])),b.fireEvent(new mxEventObject("freehandInserted","cell",O))}finally{b.model.endUpdate()}z&& -b.setSelectionCells([O])}}for(O=0;O<v.length;O++)v[O].parentNode.removeChild(v[O]);d=null;v=[];D=[]}K(!1)};b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(C,O){C=O.getProperty("eventName");O=O.getProperty("event");C==mxEvent.MOUSE_MOVE&&y&&(null!=O.sourceState&&O.sourceState.setCursor("crosshair"),O.consume())}));b.addMouseListener({mouseDown:mxUtils.bind(this,function(C,O){if(b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())&&(C=O.getEvent(),y&&!mxEvent.isPopupTrigger(C)&&!mxEvent.isMultiTouchEvent(C))){var I= -parseFloat(b.currentVertexStyle[mxConstants.STYLE_STROKEWIDTH]||1);I=Math.max(1,I*b.view.scale);var S=G();d=document.createElementNS("http://www.w3.org/2000/svg","path");d.setAttribute("fill",N?S:"none");d.setAttribute("stroke",S);d.setAttribute("stroke-width",I);"1"==b.currentVertexStyle[mxConstants.STYLE_DASHED]&&(S=b.currentVertexStyle[mxConstants.STYLE_DASH_PATTERN]||"3 3",S=S.split(" ").map(function(R){return parseFloat(R)*I}).join(" "),d.setAttribute("stroke-dasharray",S));x=[];C=E(C);F(C); -u="M"+C.x+" "+C.y;D.push(C);c=[];d.setAttribute("d",N?PerfectFreehand.getSvgPathFromStroke([[C.x,C.y]],L):u);f.appendChild(d);O.consume()}}),mouseMove:mxUtils.bind(this,function(C,O){if(d&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){C=O.getEvent();C=E(C);F(C);var I=H(0);if(I)if(D.push(I),N){var S=[];for(I=0;I<D.length;I++)S.push([D[I].x,D[I].y]);c=[];for(var R=2;R<x.length;R+=2)I=H(R),S.push([I.x,I.y]),c.push(I);d.setAttribute("d",PerfectFreehand.getSvgPathFromStroke(S,L))}else{u+=" L"+ -I.x+" "+I.y;S="";c=[];for(R=2;R<x.length;R+=2)I=H(R),S+=" L"+I.x+" "+I.y,c.push(I);d.setAttribute("d",u+S)}m&&(I=b.view.translate,b.scrollRectToVisible((new mxRectangle(C.x-I.x,C.y-I.y)).grow(20)));O.consume()}}),mouseUp:mxUtils.bind(this,function(C,O){d&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())&&(t(O.getEvent()),O.consume())})});var E=function(C){return mxUtils.convertPoint(b.container,mxEvent.getClientX(C),mxEvent.getClientY(C))},F=function(C){for(x.push(C);x.length>l;)x.shift()},H= -function(C){var O=x.length;if(1===O%2||O>=l){var I=0,S=0,R,Q=0;for(R=C;R<O;R++)Q++,C=x[R],I+=C.x,S+=C.y;return{x:I/Q,y:S/Q}}return null}}}mxFreehand.prototype.NO_SMOOTHING=1;mxFreehand.prototype.MILD_SMOOTHING=4;mxFreehand.prototype.NORMAL_SMOOTHING=8;mxFreehand.prototype.VERY_SMOOTH_SMOOTHING=12;mxFreehand.prototype.SUPER_SMOOTH_SMOOTHING=16;mxFreehand.prototype.HYPER_SMOOTH_SMOOTHING=20;DrawioUser=function(b,f,l,d,v){this.id=b;this.email=f;this.displayName=l;this.pictureUrl=d;this.locale=v};DrawioComment=function(b,f,l,d,v,u,D){this.file=b;this.id=f;this.content=l;this.modifiedDate=d;this.createdDate=v;this.isResolved=u;this.user=D;this.replies=[]};DrawioComment.prototype.addReplyDirect=function(b){null!=b&&this.replies.push(b)};DrawioComment.prototype.addReply=function(b,f,l,d,v){f()};DrawioComment.prototype.editComment=function(b,f,l){f()};DrawioComment.prototype.deleteComment=function(b,f){b()};Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; +function mxDualRuler(b,f){var k=new mxPoint(mxRuler.prototype.RULER_THICKNESS,mxRuler.prototype.RULER_THICKNESS);this.editorUiGetDiagContOffset=b.getDiagramContainerOffset;b.getDiagramContainerOffset=function(){return k};this.editorUiRefresh=b.refresh;this.ui=b;this.origGuideMove=mxGuide.prototype.move;this.origGuideDestroy=mxGuide.prototype.destroy;this.vRuler=new mxRuler(b,f,!0);this.hRuler=new mxRuler(b,f,!1,!0);f=mxUtils.bind(this,function(d){var v=!1;mxEvent.addGestureListeners(d,mxUtils.bind(this, +function(x){v=null!=b.currentMenu;mxEvent.consume(x)}),null,mxUtils.bind(this,function(x){if(b.editor.graph.isEnabled()&&!b.editor.graph.isMouseDown&&(mxEvent.isTouchEvent(x)||mxEvent.isPopupTrigger(x))){b.editor.graph.popupMenuHandler.hideMenu();b.hideCurrentMenu();if(!mxEvent.isTouchEvent(x)||!v){var B=new mxPopupMenu(mxUtils.bind(this,function(c,e){b.menus.addMenuItems(c,["points","inches","millimeters","meters"],e)}));B.div.className+=" geMenubarMenu";B.smartSeparators=!0;B.showDisabled=!0;B.autoExpand= +!0;B.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(B,arguments);b.resetCurrentMenu();B.destroy()});var D=mxEvent.getClientX(x),K=mxEvent.getClientY(x);B.popup(D,K,null,x);b.setCurrentMenu(B,d)}mxEvent.consume(x)}}))});f(this.hRuler.container);f(this.vRuler.container);this.vRuler.drawRuler();this.hRuler.drawRuler()}mxDualRuler.prototype.updateStyle=function(){this.vRuler.updateStyle();this.hRuler.updateStyle();this.vRuler.drawRuler();this.hRuler.drawRuler()}; +mxDualRuler.prototype.setUnit=function(b){this.vRuler.setUnit(b);this.hRuler.setUnit(b)};mxDualRuler.prototype.setStyle=function(b){this.vRuler.setStyle(b);this.hRuler.setStyle(b)};mxDualRuler.prototype.destroy=function(){this.vRuler.destroy();this.hRuler.destroy();this.ui.refresh=this.editorUiRefresh;mxGuide.prototype.move=this.origGuideMove;mxGuide.prototype.destroy=this.origGuideDestroy;this.ui.getDiagramContainerOffset=this.editorUiGetDiagContOffset};function mxFreehand(b){var f=null!=b.view&&null!=b.view.canvas?b.view.canvas.ownerSVGElement:null;if(null!=b.container&&null!=f){b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){this.stopDrawing()}));var k=mxFreehand.prototype.NORMAL_SMOOTHING,d=null,v=[],x,B=[],D,K=!1,c=!0,e=!0,g=!0,q=!0,n=[],p=!1,z=!0,C=!1,u={size:5,thinning:.5,smoothing:.5,streamline:.5,start:{taper:0,cap:!0},end:{taper:0,cap:!0}},y=!0;this.setClosedPath=function(H){K=H};this.setAutoClose=function(H){c=H};this.setAutoInsert= +function(H){e=H};this.setAutoScroll=function(H){g=H};this.setOpenFill=function(H){q=H};this.setStopClickEnabled=function(H){z=H};this.setSelectInserted=function(H){C=H};this.setSmoothing=function(H){k=H};this.setPerfectFreehandMode=function(H){y=H};this.isPerfectFreehandMode=function(){return y};this.setBrushSize=function(H){u.size=H};this.getBrushSize=function(){return u.size};var I=function(H){p=H;b.getRubberband().setEnabled(!H);b.graphHandler.setSelectEnabled(!H);b.graphHandler.setMoveEnabled(!H); +b.container.style.cursor=H?"crosshair":"";b.fireEvent(new mxEventObject("freehandStateChanged"))};this.startDrawing=function(){I(!0)};this.isDrawing=function(){return p};var N=mxUtils.bind(this,function(H){if(d){var G=D.length,E=z&&0<B.length&&null!=D&&2>D.length;E||B.push.apply(B,D);D=[];B.push(null);v.push(d);d=null;(E||e)&&this.stopDrawing();e&&2<=G&&this.startDrawing();mxEvent.consume(H)}}),t=new mxCell;t.edge=!0;var m=function(){var H=b.getCurrentCellStyle(t);H=mxUtils.getValue(b.currentVertexStyle, +mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(H,mxConstants.STYLE_STROKECOLOR,"#000"));"default"==H&&(H=b.shapeForegroundColor);return H};this.createStyle=function(H){var G=";fillColor=none;";y&&(G=";lineShape=1;");return mxConstants.STYLE_SHAPE+"="+H+G};this.stopDrawing=function(){if(0<v.length){if(y){for(var H=[],G=0;G<B.length;G++)null!=B[G]&&H.push([B[G].x,B[G].y]);H=PerfectFreehand.getStroke(H,u);B=[];for(G=0;G<H.length;G++)B.push({x:H[G][0],y:H[G][1]});B.push(null)}H=B[0].x;var E=B[0].x,P= +B[0].y,T=B[0].y;for(G=1;G<B.length;G++)null!=B[G]&&(H=Math.max(H,B[G].x),E=Math.min(E,B[G].x),P=Math.max(P,B[G].y),T=Math.min(T,B[G].y));H-=E;P-=T;if(0<H&&0<P){var W=100/H,U=100/P;B.map(function(Q){if(null==Q)return Q;Q.x=(Q.x-E)*W;Q.y=(Q.y-T)*U;return Q});var V='<shape strokewidth="inherit"><foreground>',l=0;for(G=0;G<B.length;G++){var A=B[G];if(null==A){A=!1;l=B[l];var L=B[G-1];!K&&c&&(A=l.x-L.x,L=l.y-L.y,A=Math.sqrt(A*A+L*L)<=b.tolerance);if(K||A)V+='<line x="'+l.x.toFixed(2)+'" y="'+l.y.toFixed(2)+ +'"/>';V+="</path>"+(q||K||A?"<fillstroke/>":"<stroke/>");l=G+1}else V=G==l?V+('<path><move x="'+A.x.toFixed(2)+'" y="'+A.y.toFixed(2)+'"/>'):V+('<line x="'+A.x.toFixed(2)+'" y="'+A.y.toFixed(2)+'"/>')}V+="</foreground></shape>";if(b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){G=this.createStyle("stencil("+Graph.compress(V)+")");V=b.view.scale;l=b.view.translate;G=new mxCell("",new mxGeometry(E/V-l.x,T/V-l.y,H/V,P/V),G);G.vertex=1;b.model.beginUpdate();try{G=b.addCell(G),b.fireEvent(new mxEventObject("cellsInserted", +"cells",[G])),b.fireEvent(new mxEventObject("freehandInserted","cell",G))}finally{b.model.endUpdate()}C&&b.setSelectionCells([G])}}for(G=0;G<v.length;G++)v[G].parentNode.removeChild(v[G]);d=null;v=[];B=[]}I(!1)};b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(H,G){H=G.getProperty("eventName");G=G.getProperty("event");H==mxEvent.MOUSE_MOVE&&p&&(null!=G.sourceState&&G.sourceState.setCursor("crosshair"),G.consume())}));b.addMouseListener({mouseDown:mxUtils.bind(this,function(H,G){if(b.isEnabled()&& +!b.isCellLocked(b.getDefaultParent())&&(H=G.getEvent(),p&&!mxEvent.isPopupTrigger(H)&&!mxEvent.isMultiTouchEvent(H))){var E=parseFloat(b.currentVertexStyle[mxConstants.STYLE_STROKEWIDTH]||1);E=Math.max(1,E*b.view.scale);var P=m();d=document.createElementNS("http://www.w3.org/2000/svg","path");d.setAttribute("fill",y?P:"none");d.setAttribute("stroke",P);d.setAttribute("stroke-width",E);"1"==b.currentVertexStyle[mxConstants.STYLE_DASHED]&&(P=b.currentVertexStyle[mxConstants.STYLE_DASH_PATTERN]||"3 3", +P=P.split(" ").map(function(T){return parseFloat(T)*E}).join(" "),d.setAttribute("stroke-dasharray",P));n=[];H=F(H);J(H);x="M"+H.x+" "+H.y;B.push(H);D=[];d.setAttribute("d",y?PerfectFreehand.getSvgPathFromStroke([[H.x,H.y]],u):x);f.appendChild(d);G.consume()}}),mouseMove:mxUtils.bind(this,function(H,G){if(d&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())){H=G.getEvent();H=F(H);J(H);var E=M(0);if(E)if(B.push(E),y){var P=[];for(E=0;E<B.length;E++)P.push([B[E].x,B[E].y]);D=[];for(var T=2;T<n.length;T+= +2)E=M(T),P.push([E.x,E.y]),D.push(E);d.setAttribute("d",PerfectFreehand.getSvgPathFromStroke(P,u))}else{x+=" L"+E.x+" "+E.y;P="";D=[];for(T=2;T<n.length;T+=2)E=M(T),P+=" L"+E.x+" "+E.y,D.push(E);d.setAttribute("d",x+P)}g&&(E=b.view.translate,b.scrollRectToVisible((new mxRectangle(H.x-E.x,H.y-E.y)).grow(20)));G.consume()}}),mouseUp:mxUtils.bind(this,function(H,G){d&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent())&&(N(G.getEvent()),G.consume())})});var F=function(H){return mxUtils.convertPoint(b.container, +mxEvent.getClientX(H),mxEvent.getClientY(H))},J=function(H){for(n.push(H);n.length>k;)n.shift()},M=function(H){var G=n.length;if(1===G%2||G>=k){var E=0,P=0,T,W=0;for(T=H;T<G;T++)W++,H=n[T],E+=H.x,P+=H.y;return{x:E/W,y:P/W}}return null}}}mxFreehand.prototype.NO_SMOOTHING=1;mxFreehand.prototype.MILD_SMOOTHING=4;mxFreehand.prototype.NORMAL_SMOOTHING=8;mxFreehand.prototype.VERY_SMOOTH_SMOOTHING=12;mxFreehand.prototype.SUPER_SMOOTH_SMOOTHING=16;mxFreehand.prototype.HYPER_SMOOTH_SMOOTHING=20;DrawioUser=function(b,f,k,d,v){this.id=b;this.email=f;this.displayName=k;this.pictureUrl=d;this.locale=v};DrawioComment=function(b,f,k,d,v,x,B){this.file=b;this.id=f;this.content=k;this.modifiedDate=d;this.createdDate=v;this.isResolved=x;this.user=B;this.replies=[]};DrawioComment.prototype.addReplyDirect=function(b){null!=b&&this.replies.push(b)};DrawioComment.prototype.addReply=function(b,f,k,d,v){f()};DrawioComment.prototype.editComment=function(b,f,k){f()};DrawioComment.prototype.deleteComment=function(b,f){b()};Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; Graph.prototype.defaultThemes.darkTheme=Graph.prototype.defaultThemes["default-style2"]; LucidImporter={}; (function(){function h(u){if(u&&null!=LucidImporter.imgSrcRepl){var E=LucidImporter.imgSrcRepl.attMap;if(E[u])u=E[u];else{E=LucidImporter.imgSrcRepl.imgRepl;for(var F=0;F<E.length;F++){var t=E[F];u=u.replace(t.searchVal,t.replVal)}LucidImporter.hasExtImgs=!0}}return u}function y(u){lb="";try{if(u){var E=null;LucidImporter.advImpConfig&&LucidImporter.advImpConfig.fontMapping&&(E=LucidImporter.advImpConfig.fontMapping[u]);if(E){for(var F in E)lb+=F+"="+E[F]+";";return E.fontFamily?"font-family: "+E.fontFamily: @@ -14688,7 +14693,7 @@ https://github.com/nodeca/pako/blob/main/LICENSE !function(e){if("object"==typeof exports&&"undefined"!=typeof module)module.exports=e();else if("function"==typeof define&&define.amd)define([],e);else{("undefined"!=typeof window?window:"undefined"!=typeof global?global:"undefined"!=typeof self?self:this).JSZip=e()}}(function(){return function s(a,o,h){function u(r,e){if(!o[r]){if(!a[r]){var t="function"==typeof require&&require;if(!e&&t)return 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l,f=3*(e=e.replace(/[^A-Za-z0-9\+\/\=]/g,"")).length/4;if(e.charAt(e.length-1)===p.charAt(64)&&f--,e.charAt(e.length-2)===p.charAt(64)&&f--,f%1!=0)throw new Error("Invalid base64 input, bad content length.");for(l=c.uint8array?new Uint8Array(0|f):new Array(0|f);o<e.length;)t=p.indexOf(e.charAt(o++))<<2|(i=p.indexOf(e.charAt(o++)))>>4,r=(15&i)<<4|(s=p.indexOf(e.charAt(o++)))>>2,n=(3&s)<<6|(a=p.indexOf(e.charAt(o++))),l[h++]=t,64!==s&&(l[h++]=r),64!==a&&(l[h++]=n);return l}},{"./support":30,"./utils":32}],2:[function(e,t,r){"use strict";var n=e("./external"),i=e("./stream/DataWorker"),s=e("./stream/Crc32Probe"),a=e("./stream/DataLengthProbe");function o(e,t,r,n,i){this.compressedSize=e,this.uncompressedSize=t,this.crc32=r,this.compression=n,this.compressedContent=i}o.prototype={getContentWorker:function(){var e=new i(n.Promise.resolve(this.compressedContent)).pipe(this.compression.uncompressWorker()).pipe(new a("data_length")),t=this;return e.on("end",function(){if(this.streamInfo.data_length!==t.uncompressedSize)throw new Error("Bug : uncompressed data size mismatch")}),e},getCompressedWorker:function(){return new i(n.Promise.resolve(this.compressedContent)).withStreamInfo("compressedSize",this.compressedSize).withStreamInfo("uncompressedSize",this.uncompressedSize).withStreamInfo("crc32",this.crc32).withStreamInfo("compression",this.compression)}},o.createWorkerFrom=function(e,t,r){return e.pipe(new s).pipe(new a("uncompressedSize")).pipe(t.compressWorker(r)).pipe(new a("compressedSize")).withStreamInfo("compression",t)},t.exports=o},{"./external":6,"./stream/Crc32Probe":25,"./stream/DataLengthProbe":26,"./stream/DataWorker":27}],3:[function(e,t,r){"use strict";var n=e("./stream/GenericWorker");r.STORE={magic:"\0\0",compressWorker:function(e){return new n("STORE compression")},uncompressWorker:function(){return new n("STORE decompression")}},r.DEFLATE=e("./flate")},{"./flate":7,"./stream/GenericWorker":28}],4:[function(e,t,r){"use strict";var n=e("./utils");var o=function(){for(var e,t=[],r=0;r<256;r++){e=r;for(var n=0;n<8;n++)e=1&e?3988292384^e>>>1:e>>>1;t[r]=e}return t}();t.exports=function(e,t){return void 0!==e&&e.length?"string"!==n.getTypeOf(e)?function(e,t,r,n){var i=o,s=n+r;e^=-1;for(var a=n;a<s;a++)e=e>>>8^i[255&(e^t[a])];return-1^e}(0|t,e,e.length,0):function(e,t,r,n){var i=o,s=n+r;e^=-1;for(var a=n;a<s;a++)e=e>>>8^i[255&(e^t.charCodeAt(a))];return-1^e}(0|t,e,e.length,0):0}},{"./utils":32}],5:[function(e,t,r){"use strict";r.base64=!1,r.binary=!1,r.dir=!1,r.createFolders=!0,r.date=null,r.compression=null,r.compressionOptions=null,r.comment=null,r.unixPermissions=null,r.dosPermissions=null},{}],6:[function(e,t,r){"use strict";var n=null;n="undefined"!=typeof Promise?Promise:e("lie"),t.exports={Promise:n}},{lie:37}],7:[function(e,t,r){"use strict";var n="undefined"!=typeof Uint8Array&&"undefined"!=typeof Uint16Array&&"undefined"!=typeof Uint32Array,i=e("pako"),s=e("./utils"),a=e("./stream/GenericWorker"),o=n?"uint8array":"array";function h(e,t){a.call(this,"FlateWorker/"+e),this._pako=null,this._pakoAction=e,this._pakoOptions=t,this.meta={}}r.magic="\b\0",s.inherits(h,a),h.prototype.processChunk=function(e){this.meta=e.meta,null===this._pako&&this._createPako(),this._pako.push(s.transformTo(o,e.data),!1)},h.prototype.flush=function(){a.prototype.flush.call(this),null===this._pako&&this._createPako(),this._pako.push([],!0)},h.prototype.cleanUp=function(){a.prototype.cleanUp.call(this),this._pako=null},h.prototype._createPako=function(){this._pako=new i[this._pakoAction]({raw:!0,level:this._pakoOptions.level||-1});var t=this;this._pako.onData=function(e){t.push({data:e,meta:t.meta})}},r.compressWorker=function(e){return new h("Deflate",e)},r.uncompressWorker=function(){return new h("Inflate",{})}},{"./stream/GenericWorker":28,"./utils":32,pako:38}],8:[function(e,t,r){"use strict";function A(e,t){var r,n="";for(r=0;r<t;r++)n+=String.fromCharCode(255&e),e>>>=8;return n}function n(e,t,r,n,i,s){var a,o,h=e.file,u=e.compression,l=s!==O.utf8encode,f=I.transformTo("string",s(h.name)),c=I.transformTo("string",O.utf8encode(h.name)),d=h.comment,p=I.transformTo("string",s(d)),m=I.transformTo("string",O.utf8encode(d)),_=c.length!==h.name.length,g=m.length!==d.length,b="",v="",y="",w=h.dir,k=h.date,x={crc32:0,compressedSize:0,uncompressedSize:0};t&&!r||(x.crc32=e.crc32,x.compressedSize=e.compressedSize,x.uncompressedSize=e.uncompressedSize);var S=0;t&&(S|=8),l||!_&&!g||(S|=2048);var z=0,C=0;w&&(z|=16),"UNIX"===i?(C=798,z|=function(e,t){var r=e;return e||(r=t?16893:33204),(65535&r)<<16}(h.unixPermissions,w)):(C=20,z|=function(e){return 63&(e||0)}(h.dosPermissions)),a=k.getUTCHours(),a<<=6,a|=k.getUTCMinutes(),a<<=5,a|=k.getUTCSeconds()/2,o=k.getUTCFullYear()-1980,o<<=4,o|=k.getUTCMonth()+1,o<<=5,o|=k.getUTCDate(),_&&(v=A(1,1)+A(B(f),4)+c,b+="up"+A(v.length,2)+v),g&&(y=A(1,1)+A(B(p),4)+m,b+="uc"+A(y.length,2)+y);var E="";return E+="\n\0",E+=A(S,2),E+=u.magic,E+=A(a,2),E+=A(o,2),E+=A(x.crc32,4),E+=A(x.compressedSize,4),E+=A(x.uncompressedSize,4),E+=A(f.length,2),E+=A(b.length,2),{fileRecord:R.LOCAL_FILE_HEADER+E+f+b,dirRecord:R.CENTRAL_FILE_HEADER+A(C,2)+E+A(p.length,2)+"\0\0\0\0"+A(z,4)+A(n,4)+f+b+p}}var I=e("../utils"),i=e("../stream/GenericWorker"),O=e("../utf8"),B=e("../crc32"),R=e("../signature");function s(e,t,r,n){i.call(this,"ZipFileWorker"),this.bytesWritten=0,this.zipComment=t,this.zipPlatform=r,this.encodeFileName=n,this.streamFiles=e,this.accumulate=!1,this.contentBuffer=[],this.dirRecords=[],this.currentSourceOffset=0,this.entriesCount=0,this.currentFile=null,this._sources=[]}I.inherits(s,i),s.prototype.push=function(e){var t=e.meta.percent||0,r=this.entriesCount,n=this._sources.length;this.accumulate?this.contentBuffer.push(e):(this.bytesWritten+=e.data.length,i.prototype.push.call(this,{data:e.data,meta:{currentFile:this.currentFile,percent:r?(t+100*(r-n-1))/r:100}}))},s.prototype.openedSource=function(e){this.currentSourceOffset=this.bytesWritten,this.currentFile=e.file.name;var t=this.streamFiles&&!e.file.dir;if(t){var r=n(e,t,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:r.fileRecord,meta:{percent:0}})}else this.accumulate=!0},s.prototype.closedSource=function(e){this.accumulate=!1;var t=this.streamFiles&&!e.file.dir,r=n(e,t,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(r.dirRecord),t)this.push({data:function(e){return R.DATA_DESCRIPTOR+A(e.crc32,4)+A(e.compressedSize,4)+A(e.uncompressedSize,4)}(e),meta:{percent:100}});else for(this.push({data:r.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},s.prototype.flush=function(){for(var e=this.bytesWritten,t=0;t<this.dirRecords.length;t++)this.push({data:this.dirRecords[t],meta:{percent:100}});var r=this.bytesWritten-e,n=function(e,t,r,n,i){var s=I.transformTo("string",i(n));return R.CENTRAL_DIRECTORY_END+"\0\0\0\0"+A(e,2)+A(e,2)+A(t,4)+A(r,4)+A(s.length,2)+s}(this.dirRecords.length,r,e,this.zipComment,this.encodeFileName);this.push({data:n,meta:{percent:100}})},s.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},s.prototype.registerPrevious=function(e){this._sources.push(e);var t=this;return e.on("data",function(e){t.processChunk(e)}),e.on("end",function(){t.closedSource(t.previous.streamInfo),t._sources.length?t.prepareNextSource():t.end()}),e.on("error",function(e){t.error(e)}),this},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},s.prototype.error=function(e){var t=this._sources;if(!i.prototype.error.call(this,e))return!1;for(var r=0;r<t.length;r++)try{t[r].error(e)}catch(e){}return!0},s.prototype.lock=function(){i.prototype.lock.call(this);for(var e=this._sources,t=0;t<e.length;t++)e[t].lock()},t.exports=s},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(e,t,r){"use strict";var u=e("../compressions"),n=e("./ZipFileWorker");r.generateWorker=function(e,a,t){var o=new n(a.streamFiles,t,a.platform,a.encodeFileName),h=0;try{e.forEach(function(e,t){h++;var r=function(e,t){var r=e||t,n=u[r];if(!n)throw new Error(r+" is not a valid compression method !");return n}(t.options.compression,a.compression),n=t.options.compressionOptions||a.compressionOptions||{},i=t.dir,s=t.date;t._compressWorker(r,n).withStreamInfo("file",{name:e,dir:i,date:s,comment:t.comment||"",unixPermissions:t.unixPermissions,dosPermissions:t.dosPermissions}).pipe(o)}),o.entriesCount=h}catch(e){o.error(e)}return o}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(e,t,r){"use strict";function n(){if(!(this instanceof n))return new n;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files=Object.create(null),this.comment=null,this.root="",this.clone=function(){var e=new n;for(var t in this)"function"!=typeof this[t]&&(e[t]=this[t]);return e}}(n.prototype=e("./object")).loadAsync=e("./load"),n.support=e("./support"),n.defaults=e("./defaults"),n.version="3.10.0",n.loadAsync=function(e,t){return(new n).loadAsync(e,t)},n.external=e("./external"),t.exports=n},{"./defaults":5,"./external":6,"./load":11,"./object":15,"./support":30}],11:[function(e,t,r){"use strict";var u=e("./utils"),i=e("./external"),n=e("./utf8"),s=e("./zipEntries"),a=e("./stream/Crc32Probe"),l=e("./nodejsUtils");function f(n){return new i.Promise(function(e,t){var r=n.decompressed.getContentWorker().pipe(new a);r.on("error",function(e){t(e)}).on("end",function(){r.streamInfo.crc32!==n.decompressed.crc32?t(new Error("Corrupted zip : CRC32 mismatch")):e()}).resume()})}t.exports=function(e,o){var h=this;return o=u.extend(o||{},{base64:!1,checkCRC32:!1,optimizedBinaryString:!1,createFolders:!1,decodeFileName:n.utf8decode}),l.isNode&&l.isStream(e)?i.Promise.reject(new Error("JSZip can't accept a stream when loading a zip file.")):u.prepareContent("the loaded zip file",e,!0,o.optimizedBinaryString,o.base64).then(function(e){var t=new s(o);return t.load(e),t}).then(function(e){var t=[i.Promise.resolve(e)],r=e.files;if(o.checkCRC32)for(var n=0;n<r.length;n++)t.push(f(r[n]));return i.Promise.all(t)}).then(function(e){for(var t=e.shift(),r=t.files,n=0;n<r.length;n++){var i=r[n],s=i.fileNameStr,a=u.resolve(i.fileNameStr);h.file(a,i.decompressed,{binary:!0,optimizedBinaryString:!0,date:i.date,dir:i.dir,comment:i.fileCommentStr.length?i.fileCommentStr:null,unixPermissions:i.unixPermissions,dosPermissions:i.dosPermissions,createFolders:o.createFolders}),i.dir||(h.file(a).unsafeOriginalName=s)}return t.zipComment.length&&(h.comment=t.zipComment),h})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(e,t,r){"use strict";var n=e("../utils"),i=e("../stream/GenericWorker");function s(e,t){i.call(this,"Nodejs stream input adapter for "+e),this._upstreamEnded=!1,this._bindStream(t)}n.inherits(s,i),s.prototype._bindStream=function(e){var t=this;(this._stream=e).pause(),e.on("data",function(e){t.push({data:e,meta:{percent:0}})}).on("error",function(e){t.isPaused?this.generatedError=e:t.error(e)}).on("end",function(){t.isPaused?t._upstreamEnded=!0:t.end()})},s.prototype.pause=function(){return!!i.prototype.pause.call(this)&&(this._stream.pause(),!0)},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},t.exports=s},{"../stream/GenericWorker":28,"../utils":32}],13:[function(e,t,r){"use strict";var i=e("readable-stream").Readable;function n(e,t,r){i.call(this,t),this._helper=e;var n=this;e.on("data",function(e,t){n.push(e)||n._helper.pause(),r&&r(t)}).on("error",function(e){n.emit("error",e)}).on("end",function(){n.push(null)})}e("../utils").inherits(n,i),n.prototype._read=function(){this._helper.resume()},t.exports=n},{"../utils":32,"readable-stream":16}],14:[function(e,t,r){"use strict";t.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(e,t){if(Buffer.from&&Buffer.from!==Uint8Array.from)return Buffer.from(e,t);if("number"==typeof e)throw new Error('The "data" argument must not be a number');return new Buffer(e,t)},allocBuffer:function(e){if(Buffer.alloc)return Buffer.alloc(e);var t=new Buffer(e);return t.fill(0),t},isBuffer:function(e){return Buffer.isBuffer(e)},isStream:function(e){return e&&"function"==typeof e.on&&"function"==typeof e.pause&&"function"==typeof e.resume}}},{}],15:[function(e,t,r){"use strict";function s(e,t,r){var n,i=u.getTypeOf(t),s=u.extend(r||{},f);s.date=s.date||new Date,null!==s.compression&&(s.compression=s.compression.toUpperCase()),"string"==typeof s.unixPermissions&&(s.unixPermissions=parseInt(s.unixPermissions,8)),s.unixPermissions&&16384&s.unixPermissions&&(s.dir=!0),s.dosPermissions&&16&s.dosPermissions&&(s.dir=!0),s.dir&&(e=g(e)),s.createFolders&&(n=_(e))&&b.call(this,n,!0);var a="string"===i&&!1===s.binary&&!1===s.base64;r&&void 0!==r.binary||(s.binary=!a),(t instanceof c&&0===t.uncompressedSize||s.dir||!t||0===t.length)&&(s.base64=!1,s.binary=!0,t="",s.compression="STORE",i="string");var o=null;o=t instanceof c||t instanceof l?t:p.isNode&&p.isStream(t)?new m(e,t):u.prepareContent(e,t,s.binary,s.optimizedBinaryString,s.base64);var h=new d(e,o,s);this.files[e]=h}var i=e("./utf8"),u=e("./utils"),l=e("./stream/GenericWorker"),a=e("./stream/StreamHelper"),f=e("./defaults"),c=e("./compressedObject"),d=e("./zipObject"),o=e("./generate"),p=e("./nodejsUtils"),m=e("./nodejs/NodejsStreamInputAdapter"),_=function(e){"/"===e.slice(-1)&&(e=e.substring(0,e.length-1));var t=e.lastIndexOf("/");return 0<t?e.substring(0,t):""},g=function(e){return"/"!==e.slice(-1)&&(e+="/"),e},b=function(e,t){return t=void 0!==t?t:f.createFolders,e=g(e),this.files[e]||s.call(this,e,null,{dir:!0,createFolders:t}),this.files[e]};function h(e){return"[object RegExp]"===Object.prototype.toString.call(e)}var n={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(e){var t,r,n;for(t in this.files)n=this.files[t],(r=t.slice(this.root.length,t.length))&&t.slice(0,this.root.length)===this.root&&e(r,n)},filter:function(r){var n=[];return this.forEach(function(e,t){r(e,t)&&n.push(t)}),n},file:function(e,t,r){if(1!==arguments.length)return e=this.root+e,s.call(this,e,t,r),this;if(h(e)){var n=e;return this.filter(function(e,t){return!t.dir&&n.test(e)})}var i=this.files[this.root+e];return i&&!i.dir?i:null},folder:function(r){if(!r)return this;if(h(r))return this.filter(function(e,t){return t.dir&&r.test(e)});var e=this.root+r,t=b.call(this,e),n=this.clone();return n.root=t.name,n},remove:function(r){r=this.root+r;var e=this.files[r];if(e||("/"!==r.slice(-1)&&(r+="/"),e=this.files[r]),e&&!e.dir)delete this.files[r];else for(var t=this.filter(function(e,t){return t.name.slice(0,r.length)===r}),n=0;n<t.length;n++)delete this.files[t[n].name];return this},generate:function(e){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(e){var t,r={};try{if((r=u.extend(e||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:i.utf8encode})).type=r.type.toLowerCase(),r.compression=r.compression.toUpperCase(),"binarystring"===r.type&&(r.type="string"),!r.type)throw new Error("No output type specified.");u.checkSupport(r.type),"darwin"!==r.platform&&"freebsd"!==r.platform&&"linux"!==r.platform&&"sunos"!==r.platform||(r.platform="UNIX"),"win32"===r.platform&&(r.platform="DOS");var n=r.comment||this.comment||"";t=o.generateWorker(this,r,n)}catch(e){(t=new l("error")).error(e)}return new a(t,r.type||"string",r.mimeType)},generateAsync:function(e,t){return this.generateInternalStream(e).accumulate(t)},generateNodeStream:function(e,t){return(e=e||{}).type||(e.type="nodebuffer"),this.generateInternalStream(e).toNodejsStream(t)}};t.exports=n},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(e,t,r){t.exports=e("stream")},{stream:void 0}],17:[function(e,t,r){"use strict";var n=e("./DataReader");function i(e){n.call(this,e);for(var t=0;t<this.data.length;t++)e[t]=255&e[t]}e("../utils").inherits(i,n),i.prototype.byteAt=function(e){return this.data[this.zero+e]},i.prototype.lastIndexOfSignature=function(e){for(var t=e.charCodeAt(0),r=e.charCodeAt(1),n=e.charCodeAt(2),i=e.charCodeAt(3),s=this.length-4;0<=s;--s)if(this.data[s]===t&&this.data[s+1]===r&&this.data[s+2]===n&&this.data[s+3]===i)return s-this.zero;return-1},i.prototype.readAndCheckSignature=function(e){var t=e.charCodeAt(0),r=e.charCodeAt(1),n=e.charCodeAt(2),i=e.charCodeAt(3),s=this.readData(4);return t===s[0]&&r===s[1]&&n===s[2]&&i===s[3]},i.prototype.readData=function(e){if(this.checkOffset(e),0===e)return[];var t=this.data.slice(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./DataReader":18}],18:[function(e,t,r){"use strict";var n=e("../utils");function i(e){this.data=e,this.length=e.length,this.index=0,this.zero=0}i.prototype={checkOffset:function(e){this.checkIndex(this.index+e)},checkIndex:function(e){if(this.length<this.zero+e||e<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+e+"). Corrupted zip ?")},setIndex:function(e){this.checkIndex(e),this.index=e},skip:function(e){this.setIndex(this.index+e)},byteAt:function(e){},readInt:function(e){var t,r=0;for(this.checkOffset(e),t=this.index+e-1;t>=this.index;t--)r=(r<<8)+this.byteAt(t);return this.index+=e,r},readString:function(e){return n.transformTo("string",this.readData(e))},readData:function(e){},lastIndexOfSignature:function(e){},readAndCheckSignature:function(e){},readDate:function(){var e=this.readInt(4);return new Date(Date.UTC(1980+(e>>25&127),(e>>21&15)-1,e>>16&31,e>>11&31,e>>5&63,(31&e)<<1))}},t.exports=i},{"../utils":32}],19:[function(e,t,r){"use strict";var n=e("./Uint8ArrayReader");function i(e){n.call(this,e)}e("../utils").inherits(i,n),i.prototype.readData=function(e){this.checkOffset(e);var t=this.data.slice(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(e,t,r){"use strict";var n=e("./DataReader");function i(e){n.call(this,e)}e("../utils").inherits(i,n),i.prototype.byteAt=function(e){return this.data.charCodeAt(this.zero+e)},i.prototype.lastIndexOfSignature=function(e){return this.data.lastIndexOf(e)-this.zero},i.prototype.readAndCheckSignature=function(e){return e===this.readData(4)},i.prototype.readData=function(e){this.checkOffset(e);var t=this.data.slice(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./DataReader":18}],21:[function(e,t,r){"use strict";var n=e("./ArrayReader");function i(e){n.call(this,e)}e("../utils").inherits(i,n),i.prototype.readData=function(e){if(this.checkOffset(e),0===e)return new Uint8Array(0);var t=this.data.subarray(this.zero+this.index,this.zero+this.index+e);return this.index+=e,t},t.exports=i},{"../utils":32,"./ArrayReader":17}],22:[function(e,t,r){"use strict";var n=e("../utils"),i=e("../support"),s=e("./ArrayReader"),a=e("./StringReader"),o=e("./NodeBufferReader"),h=e("./Uint8ArrayReader");t.exports=function(e){var t=n.getTypeOf(e);return n.checkSupport(t),"string"!==t||i.uint8array?"nodebuffer"===t?new o(e):i.uint8array?new h(n.transformTo("uint8array",e)):new s(n.transformTo("array",e)):new a(e)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(e,t,r){"use strict";r.LOCAL_FILE_HEADER="PK",r.CENTRAL_FILE_HEADER="PK",r.CENTRAL_DIRECTORY_END="PK",r.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",r.ZIP64_CENTRAL_DIRECTORY_END="PK",r.DATA_DESCRIPTOR="PK\b"},{}],24:[function(e,t,r){"use strict";var n=e("./GenericWorker"),i=e("../utils");function s(e){n.call(this,"ConvertWorker to 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n=e("../utils"),i=e("./GenericWorker");function s(e){i.call(this,"DataWorker");var t=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,e.then(function(e){t.dataIsReady=!0,t.data=e,t.max=e&&e.length||0,t.type=n.getTypeOf(e),t.isPaused||t._tickAndRepeat()},function(e){t.error(e)})}n.inherits(s,i),s.prototype.cleanUp=function(){i.prototype.cleanUp.call(this),this.data=null},s.prototype.resume=function(){return!!i.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,n.delay(this._tickAndRepeat,[],this)),!0)},s.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(n.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},s.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var e=null,t=Math.min(this.max,this.index+16384);if(this.index>=this.max)return this.end();switch(this.type){case"string":e=this.data.substring(this.index,t);break;case"uint8array":e=this.data.subarray(this.index,t);break;case"array":case"nodebuffer":e=this.data.slice(this.index,t)}return this.index=t,this.push({data:e,meta:{percent:this.max?this.index/this.max*100:0}})},t.exports=s},{"../utils":32,"./GenericWorker":28}],28:[function(e,t,r){"use strict";function n(e){this.name=e||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}n.prototype={push:function(e){this.emit("data",e)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(e){this.emit("error",e)}return!0},error:function(e){return!this.isFinished&&(this.isPaused?this.generatedError=e:(this.isFinished=!0,this.emit("error",e),this.previous&&this.previous.error(e),this.cleanUp()),!0)},on:function(e,t){return this._listeners[e].push(t),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(e,t){if(this._listeners[e])for(var r=0;r<this._listeners[e].length;r++)this._listeners[e][r].call(this,t)},pipe:function(e){return e.registerPrevious(this)},registerPrevious:function(e){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=e.streamInfo,this.mergeStreamInfo(),this.previous=e;var t=this;return e.on("data",function(e){t.processChunk(e)}),e.on("end",function(){t.end()}),e.on("error",function(e){t.error(e)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;var e=this.isPaused=!1;return this.generatedError&&(this.error(this.generatedError),e=!0),this.previous&&this.previous.resume(),!e},flush:function(){},processChunk:function(e){this.push(e)},withStreamInfo:function(e,t){return this.extraStreamInfo[e]=t,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var e in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(e)&&(this.streamInfo[e]=this.extraStreamInfo[e])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var e="Worker "+this.name;return this.previous?this.previous+" -> "+e:e}},t.exports=n},{}],29:[function(e,t,r){"use strict";var h=e("../utils"),i=e("./ConvertWorker"),s=e("./GenericWorker"),u=e("../base64"),n=e("../support"),a=e("../external"),o=null;if(n.nodestream)try{o=e("../nodejs/NodejsStreamOutputAdapter")}catch(e){}function l(e,o){return new a.Promise(function(t,r){var n=[],i=e._internalType,s=e._outputType,a=e._mimeType;e.on("data",function(e,t){n.push(e),o&&o(t)}).on("error",function(e){n=[],r(e)}).on("end",function(){try{var e=function(e,t,r){switch(e){case"blob":return h.newBlob(h.transformTo("arraybuffer",t),r);case"base64":return u.encode(t);default:return h.transformTo(e,t)}}(s,function(e,t){var r,n=0,i=null,s=0;for(r=0;r<t.length;r++)s+=t[r].length;switch(e){case"string":return t.join("");case"array":return Array.prototype.concat.apply([],t);case"uint8array":for(i=new Uint8Array(s),r=0;r<t.length;r++)i.set(t[r],n),n+=t[r].length;return i;case"nodebuffer":return Buffer.concat(t);default:throw new Error("concat : unsupported type '"+e+"'")}}(i,n),a);t(e)}catch(e){r(e)}n=[]}).resume()})}function f(e,t,r){var n=t;switch(t){case"blob":case"arraybuffer":n="uint8array";break;case"base64":n="string"}try{this._internalType=n,this._outputType=t,this._mimeType=r,h.checkSupport(n),this._worker=e.pipe(new i(n)),e.lock()}catch(e){this._worker=new s("error"),this._worker.error(e)}}f.prototype={accumulate:function(e){return l(this,e)},on:function(e,t){var r=this;return"data"===e?this._worker.on(e,function(e){t.call(r,e.data,e.meta)}):this._worker.on(e,function(){h.delay(t,arguments,r)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(e){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new o(this,{objectMode:"nodebuffer"!==this._outputType},e)}},t.exports=f},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(e,t,r){"use strict";if(r.base64=!0,r.array=!0,r.string=!0,r.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,r.nodebuffer="undefined"!=typeof Buffer,r.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)r.blob=!1;else{var n=new ArrayBuffer(0);try{r.blob=0===new Blob([n],{type:"application/zip"}).size}catch(e){try{var i=new(self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder);i.append(n),r.blob=0===i.getBlob("application/zip").size}catch(e){r.blob=!1}}}try{r.nodestream=!!e("readable-stream").Readable}catch(e){r.nodestream=!1}},{"readable-stream":16}],31:[function(e,t,s){"use strict";for(var o=e("./utils"),h=e("./support"),r=e("./nodejsUtils"),n=e("./stream/GenericWorker"),u=new Array(256),i=0;i<256;i++)u[i]=252<=i?6:248<=i?5:240<=i?4:224<=i?3:192<=i?2:1;u[254]=u[254]=1;function a(){n.call(this,"utf-8 decode"),this.leftOver=null}function l(){n.call(this,"utf-8 encode")}s.utf8encode=function(e){return h.nodebuffer?r.newBufferFrom(e,"utf-8"):function(e){var t,r,n,i,s,a=e.length,o=0;for(i=0;i<a;i++)55296==(64512&(r=e.charCodeAt(i)))&&i+1<a&&56320==(64512&(n=e.charCodeAt(i+1)))&&(r=65536+(r-55296<<10)+(n-56320),i++),o+=r<128?1:r<2048?2:r<65536?3:4;for(t=h.uint8array?new Uint8Array(o):new Array(o),i=s=0;s<o;i++)55296==(64512&(r=e.charCodeAt(i)))&&i+1<a&&56320==(64512&(n=e.charCodeAt(i+1)))&&(r=65536+(r-55296<<10)+(n-56320),i++),r<128?t[s++]=r:(r<2048?t[s++]=192|r>>>6:(r<65536?t[s++]=224|r>>>12:(t[s++]=240|r>>>18,t[s++]=128|r>>>12&63),t[s++]=128|r>>>6&63),t[s++]=128|63&r);return t}(e)},s.utf8decode=function(e){return h.nodebuffer?o.transformTo("nodebuffer",e).toString("utf-8"):function(e){var t,r,n,i,s=e.length,a=new Array(2*s);for(t=r=0;t<s;)if((n=e[t++])<128)a[r++]=n;else if(4<(i=u[n]))a[r++]=65533,t+=i-1;else{for(n&=2===i?31:3===i?15:7;1<i&&t<s;)n=n<<6|63&e[t++],i--;1<i?a[r++]=65533:n<65536?a[r++]=n:(n-=65536,a[r++]=55296|n>>10&1023,a[r++]=56320|1023&n)}return a.length!==r&&(a.subarray?a=a.subarray(0,r):a.length=r),o.applyFromCharCode(a)}(e=o.transformTo(h.uint8array?"uint8array":"array",e))},o.inherits(a,n),a.prototype.processChunk=function(e){var t=o.transformTo(h.uint8array?"uint8array":"array",e.data);if(this.leftOver&&this.leftOver.length){if(h.uint8array){var r=t;(t=new Uint8Array(r.length+this.leftOver.length)).set(this.leftOver,0),t.set(r,this.leftOver.length)}else t=this.leftOver.concat(t);this.leftOver=null}var n=function(e,t){var r;for((t=t||e.length)>e.length&&(t=e.length),r=t-1;0<=r&&128==(192&e[r]);)r--;return r<0?t:0===r?t:r+u[e[r]]>t?r:t}(t),i=t;n!==t.length&&(h.uint8array?(i=t.subarray(0,n),this.leftOver=t.subarray(n,t.length)):(i=t.slice(0,n),this.leftOver=t.slice(n,t.length))),this.push({data:s.utf8decode(i),meta:e.meta})},a.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:s.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},s.Utf8DecodeWorker=a,o.inherits(l,n),l.prototype.processChunk=function(e){this.push({data:s.utf8encode(e.data),meta:e.meta})},s.Utf8EncodeWorker=l},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(e,t,a){"use strict";var o=e("./support"),h=e("./base64"),r=e("./nodejsUtils"),u=e("./external");function n(e){return e}function l(e,t){for(var r=0;r<e.length;++r)t[r]=255&e.charCodeAt(r);return t}e("setimmediate"),a.newBlob=function(t,r){a.checkSupport("blob");try{return new Blob([t],{type:r})}catch(e){try{var n=new(self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder);return n.append(t),n.getBlob(r)}catch(e){throw new Error("Bug : can't construct the Blob.")}}};var i={stringifyByChunk:function(e,t,r){var n=[],i=0,s=e.length;if(s<=r)return String.fromCharCode.apply(null,e);for(;i<s;)"array"===t||"nodebuffer"===t?n.push(String.fromCharCode.apply(null,e.slice(i,Math.min(i+r,s)))):n.push(String.fromCharCode.apply(null,e.subarray(i,Math.min(i+r,s)))),i+=r;return n.join("")},stringifyByChar:function(e){for(var t="",r=0;r<e.length;r++)t+=String.fromCharCode(e[r]);return t},applyCanBeUsed:{uint8array:function(){try{return o.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(e){return!1}}(),nodebuffer:function(){try{return o.nodebuffer&&1===String.fromCharCode.apply(null,r.allocBuffer(1)).length}catch(e){return!1}}()}};function s(e){var t=65536,r=a.getTypeOf(e),n=!0;if("uint8array"===r?n=i.applyCanBeUsed.uint8array:"nodebuffer"===r&&(n=i.applyCanBeUsed.nodebuffer),n)for(;1<t;)try{return i.stringifyByChunk(e,r,t)}catch(e){t=Math.floor(t/2)}return i.stringifyByChar(e)}function f(e,t){for(var r=0;r<e.length;r++)t[r]=e[r];return t}a.applyFromCharCode=s;var c={};c.string={string:n,array:function(e){return l(e,new Array(e.length))},arraybuffer:function(e){return c.string.uint8array(e).buffer},uint8array:function(e){return l(e,new Uint8Array(e.length))},nodebuffer:function(e){return l(e,r.allocBuffer(e.length))}},c.array={string:s,array:n,arraybuffer:function(e){return new Uint8Array(e).buffer},uint8array:function(e){return new Uint8Array(e)},nodebuffer:function(e){return r.newBufferFrom(e)}},c.arraybuffer={string:function(e){return s(new Uint8Array(e))},array:function(e){return f(new Uint8Array(e),new Array(e.byteLength))},arraybuffer:n,uint8array:function(e){return new Uint8Array(e)},nodebuffer:function(e){return r.newBufferFrom(new Uint8Array(e))}},c.uint8array={string:s,array:function(e){return f(e,new Array(e.length))},arraybuffer:function(e){return e.buffer},uint8array:n,nodebuffer:function(e){return r.newBufferFrom(e)}},c.nodebuffer={string:s,array:function(e){return f(e,new Array(e.length))},arraybuffer:function(e){return c.nodebuffer.uint8array(e).buffer},uint8array:function(e){return f(e,new Uint8Array(e.length))},nodebuffer:n},a.transformTo=function(e,t){if(t=t||"",!e)return t;a.checkSupport(e);var r=a.getTypeOf(t);return c[r][e](t)},a.resolve=function(e){for(var t=e.split("/"),r=[],n=0;n<t.length;n++){var i=t[n];"."===i||""===i&&0!==n&&n!==t.length-1||(".."===i?r.pop():r.push(i))}return r.join("/")},a.getTypeOf=function(e){return"string"==typeof e?"string":"[object Array]"===Object.prototype.toString.call(e)?"array":o.nodebuffer&&r.isBuffer(e)?"nodebuffer":o.uint8array&&e instanceof Uint8Array?"uint8array":o.arraybuffer&&e instanceof ArrayBuffer?"arraybuffer":void 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If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory");this.reader.setIndex(e);var t=e;if(this.checkSignature(s.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===i.MAX_VALUE_16BITS||this.diskWithCentralDirStart===i.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===i.MAX_VALUE_16BITS||this.centralDirRecords===i.MAX_VALUE_16BITS||this.centralDirSize===i.MAX_VALUE_32BITS||this.centralDirOffset===i.MAX_VALUE_32BITS){if(this.zip64=!0,(e=this.reader.lastIndexOfSignature(s.ZIP64_CENTRAL_DIRECTORY_LOCATOR))<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(e),this.checkSignature(s.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,s.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(s.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(s.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var r=this.centralDirOffset+this.centralDirSize;this.zip64&&(r+=20,r+=12+this.zip64EndOfCentralSize);var n=t-r;if(0<n)this.isSignature(t,s.CENTRAL_FILE_HEADER)||(this.reader.zero=n);else if(n<0)throw new Error("Corrupted zip: missing "+Math.abs(n)+" bytes.")},prepareReader:function(e){this.reader=n(e)},load:function(e){this.prepareReader(e),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},t.exports=h},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(e,t,r){"use strict";var n=e("./reader/readerFor"),s=e("./utils"),i=e("./compressedObject"),a=e("./crc32"),o=e("./utf8"),h=e("./compressions"),u=e("./support");function l(e,t){this.options=e,this.loadOptions=t}l.prototype={isEncrypted:function(){return 1==(1&this.bitFlag)},useUTF8:function(){return 2048==(2048&this.bitFlag)},readLocalPart:function(e){var t,r;if(e.skip(22),this.fileNameLength=e.readInt(2),r=e.readInt(2),this.fileName=e.readData(this.fileNameLength),e.skip(r),-1===this.compressedSize||-1===this.uncompressedSize)throw new Error("Bug or corrupted zip : didn't get enough information from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(null===(t=function(e){for(var t in h)if(h.hasOwnProperty(t)&&h[t].magic===e)return h[t];return null}(this.compressionMethod)))throw new Error("Corrupted zip : compression "+s.pretty(this.compressionMethod)+" unknown (inner file : "+s.transformTo("string",this.fileName)+")");this.decompressed=new i(this.compressedSize,this.uncompressedSize,this.crc32,t,e.readData(this.compressedSize))},readCentralPart:function(e){this.versionMadeBy=e.readInt(2),e.skip(2),this.bitFlag=e.readInt(2),this.compressionMethod=e.readString(2),this.date=e.readDate(),this.crc32=e.readInt(4),this.compressedSize=e.readInt(4),this.uncompressedSize=e.readInt(4);var t=e.readInt(2);if(this.extraFieldsLength=e.readInt(2),this.fileCommentLength=e.readInt(2),this.diskNumberStart=e.readInt(2),this.internalFileAttributes=e.readInt(2),this.externalFileAttributes=e.readInt(4),this.localHeaderOffset=e.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");e.skip(t),this.readExtraFields(e),this.parseZIP64ExtraField(e),this.fileComment=e.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var e=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),0==e&&(this.dosPermissions=63&this.externalFileAttributes),3==e&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(e){if(this.extraFields[1]){var t=n(this.extraFields[1].value);this.uncompressedSize===s.MAX_VALUE_32BITS&&(this.uncompressedSize=t.readInt(8)),this.compressedSize===s.MAX_VALUE_32BITS&&(this.compressedSize=t.readInt(8)),this.localHeaderOffset===s.MAX_VALUE_32BITS&&(this.localHeaderOffset=t.readInt(8)),this.diskNumberStart===s.MAX_VALUE_32BITS&&(this.diskNumberStart=t.readInt(4))}},readExtraFields:function(e){var t,r,n,i=e.index+this.extraFieldsLength;for(this.extraFields||(this.extraFields={});e.index+4<i;)t=e.readInt(2),r=e.readInt(2),n=e.readData(r),this.extraFields[t]={id:t,length:r,value:n};e.setIndex(i)},handleUTF8:function(){var e=u.uint8array?"uint8array":"array";if(this.useUTF8())this.fileNameStr=o.utf8decode(this.fileName),this.fileCommentStr=o.utf8decode(this.fileComment);else{var t=this.findExtraFieldUnicodePath();if(null!==t)this.fileNameStr=t;else{var r=s.transformTo(e,this.fileName);this.fileNameStr=this.loadOptions.decodeFileName(r)}var n=this.findExtraFieldUnicodeComment();if(null!==n)this.fileCommentStr=n;else{var i=s.transformTo(e,this.fileComment);this.fileCommentStr=this.loadOptions.decodeFileName(i)}}},findExtraFieldUnicodePath:function(){var e=this.extraFields[28789];if(e){var t=n(e.value);return 1!==t.readInt(1)?null:a(this.fileName)!==t.readInt(4)?null:o.utf8decode(t.readData(e.length-5))}return null},findExtraFieldUnicodeComment:function(){var e=this.extraFields[25461];if(e){var t=n(e.value);return 1!==t.readInt(1)?null:a(this.fileComment)!==t.readInt(4)?null:o.utf8decode(t.readData(e.length-5))}return null}},t.exports=l},{"./compressedObject":2,"./compressions":3,"./crc32":4,"./reader/readerFor":22,"./support":30,"./utf8":31,"./utils":32}],35:[function(e,t,r){"use strict";function n(e,t,r){this.name=e,this.dir=r.dir,this.date=r.date,this.comment=r.comment,this.unixPermissions=r.unixPermissions,this.dosPermissions=r.dosPermissions,this._data=t,this._dataBinary=r.binary,this.options={compression:r.compression,compressionOptions:r.compressionOptions}}var s=e("./stream/StreamHelper"),i=e("./stream/DataWorker"),a=e("./utf8"),o=e("./compressedObject"),h=e("./stream/GenericWorker");n.prototype={internalStream:function(e){var t=null,r="string";try{if(!e)throw new Error("No output type specified.");var n="string"===(r=e.toLowerCase())||"text"===r;"binarystring"!==r&&"text"!==r||(r="string"),t=this._decompressWorker();var i=!this._dataBinary;i&&!n&&(t=t.pipe(new a.Utf8EncodeWorker)),!i&&n&&(t=t.pipe(new a.Utf8DecodeWorker))}catch(e){(t=new h("error")).error(e)}return new s(t,r,"")},async:function(e,t){return this.internalStream(e).accumulate(t)},nodeStream:function(e,t){return this.internalStream(e||"nodebuffer").toNodejsStream(t)},_compressWorker:function(e,t){if(this._data instanceof o&&this._data.compression.magic===e.magic)return this._data.getCompressedWorker();var r=this._decompressWorker();return this._dataBinary||(r=r.pipe(new a.Utf8EncodeWorker)),o.createWorkerFrom(r,e,t)},_decompressWorker:function(){return this._data instanceof o?this._data.getContentWorker():this._data instanceof h?this._data:new i(this._data)}};for(var u=["asText","asBinary","asNodeBuffer","asUint8Array","asArrayBuffer"],l=function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},f=0;f<u.length;f++)n.prototype[u[f]]=l;t.exports=n},{"./compressedObject":2,"./stream/DataWorker":27,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31}],36:[function(e,l,t){(function(t){"use strict";var r,n,e=t.MutationObserver||t.WebKitMutationObserver;if(e){var i=0,s=new e(u),a=t.document.createTextNode("");s.observe(a,{characterData:!0}),r=function(){a.data=i=++i%2}}else if(t.setImmediate||void 0===t.MessageChannel)r="document"in t&&"onreadystatechange"in t.document.createElement("script")?function(){var e=t.document.createElement("script");e.onreadystatechange=function(){u(),e.onreadystatechange=null,e.parentNode.removeChild(e),e=null},t.document.documentElement.appendChild(e)}:function(){setTimeout(u,0)};else{var o=new t.MessageChannel;o.port1.onmessage=u,r=function(){o.port2.postMessage(0)}}var h=[];function u(){var e,t;n=!0;for(var r=h.length;r;){for(t=h,h=[],e=-1;++e<r;)t[e]();r=h.length}n=!1}l.exports=function(e){1!==h.push(e)||n||r()}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{}],37:[function(e,t,r){"use strict";var i=e("immediate");function u(){}var l={},s=["REJECTED"],a=["FULFILLED"],n=["PENDING"];function o(e){if("function"!=typeof e)throw new TypeError("resolver must be a function");this.state=n,this.queue=[],this.outcome=void 0,e!==u&&d(this,e)}function h(e,t,r){this.promise=e,"function"==typeof t&&(this.onFulfilled=t,this.callFulfilled=this.otherCallFulfilled),"function"==typeof r&&(this.onRejected=r,this.callRejected=this.otherCallRejected)}function f(t,r,n){i(function(){var e;try{e=r(n)}catch(e){return l.reject(t,e)}e===t?l.reject(t,new TypeError("Cannot resolve promise with itself")):l.resolve(t,e)})}function c(e){var t=e&&e.then;if(e&&("object"==typeof e||"function"==typeof e)&&"function"==typeof t)return function(){t.apply(e,arguments)}}function d(t,e){var r=!1;function n(e){r||(r=!0,l.reject(t,e))}function i(e){r||(r=!0,l.resolve(t,e))}var s=p(function(){e(i,n)});"error"===s.status&&n(s.value)}function p(e,t){var r={};try{r.value=e(t),r.status="success"}catch(e){r.status="error",r.value=e}return r}(t.exports=o).prototype.finally=function(t){if("function"!=typeof t)return this;var r=this.constructor;return this.then(function(e){return r.resolve(t()).then(function(){return e})},function(e){return r.resolve(t()).then(function(){throw e})})},o.prototype.catch=function(e){return this.then(null,e)},o.prototype.then=function(e,t){if("function"!=typeof e&&this.state===a||"function"!=typeof t&&this.state===s)return this;var r=new this.constructor(u);this.state!==n?f(r,this.state===a?e:t,this.outcome):this.queue.push(new h(r,e,t));return 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this(u);for(;++t<n;)h(e[t],t);return o;function h(e,t){r.resolve(e).then(function(e){s[t]=e,++a!==n||i||(i=!0,l.resolve(o,s))},function(e){i||(i=!0,l.reject(o,e))})}},o.race=function(e){var t=this;if("[object Array]"!==Object.prototype.toString.call(e))return this.reject(new TypeError("must be an array"));var r=e.length,n=!1;if(!r)return this.resolve([]);var i=-1,s=new this(u);for(;++i<r;)a=e[i],t.resolve(a).then(function(e){n||(n=!0,l.resolve(s,e))},function(e){n||(n=!0,l.reject(s,e))});var a;return s}},{immediate:36}],38:[function(e,t,r){"use strict";var n={};(0,e("./lib/utils/common").assign)(n,e("./lib/deflate"),e("./lib/inflate"),e("./lib/zlib/constants")),t.exports=n},{"./lib/deflate":39,"./lib/inflate":40,"./lib/utils/common":41,"./lib/zlib/constants":44}],39:[function(e,t,r){"use strict";var a=e("./zlib/deflate"),o=e("./utils/common"),h=e("./utils/strings"),i=e("./zlib/messages"),s=e("./zlib/zstream"),u=Object.prototype.toString,l=0,f=-1,c=0,d=8;function p(e){if(!(this instanceof p))return new p(e);this.options=o.assign({level:f,method:d,chunkSize:16384,windowBits:15,memLevel:8,strategy:c,to:""},e||{});var t=this.options;t.raw&&0<t.windowBits?t.windowBits=-t.windowBits:t.gzip&&0<t.windowBits&&t.windowBits<16&&(t.windowBits+=16),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new s,this.strm.avail_out=0;var r=a.deflateInit2(this.strm,t.level,t.method,t.windowBits,t.memLevel,t.strategy);if(r!==l)throw new Error(i[r]);if(t.header&&a.deflateSetHeader(this.strm,t.header),t.dictionary){var n;if(n="string"==typeof t.dictionary?h.string2buf(t.dictionary):"[object ArrayBuffer]"===u.call(t.dictionary)?new Uint8Array(t.dictionary):t.dictionary,(r=a.deflateSetDictionary(this.strm,n))!==l)throw new Error(i[r]);this._dict_set=!0}}function n(e,t){var r=new p(t);if(r.push(e,!0),r.err)throw r.msg||i[r.err];return r.result}p.prototype.push=function(e,t){var r,n,i=this.strm,s=this.options.chunkSize;if(this.ended)return!1;n=t===~~t?t:!0===t?4:0,"string"==typeof e?i.input=h.string2buf(e):"[object ArrayBuffer]"===u.call(e)?i.input=new Uint8Array(e):i.input=e,i.next_in=0,i.avail_in=i.input.length;do{if(0===i.avail_out&&(i.output=new o.Buf8(s),i.next_out=0,i.avail_out=s),1!==(r=a.deflate(i,n))&&r!==l)return this.onEnd(r),!(this.ended=!0);0!==i.avail_out&&(0!==i.avail_in||4!==n&&2!==n)||("string"===this.options.to?this.onData(h.buf2binstring(o.shrinkBuf(i.output,i.next_out))):this.onData(o.shrinkBuf(i.output,i.next_out)))}while((0<i.avail_in||0===i.avail_out)&&1!==r);return 4===n?(r=a.deflateEnd(this.strm),this.onEnd(r),this.ended=!0,r===l):2!==n||(this.onEnd(l),!(i.avail_out=0))},p.prototype.onData=function(e){this.chunks.push(e)},p.prototype.onEnd=function(e){e===l&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=o.flattenChunks(this.chunks)),this.chunks=[],this.err=e,this.msg=this.strm.msg},r.Deflate=p,r.deflate=n,r.deflateRaw=function(e,t){return(t=t||{}).raw=!0,n(e,t)},r.gzip=function(e,t){return(t=t||{}).gzip=!0,n(e,t)}},{"./utils/common":41,"./utils/strings":42,"./zlib/deflate":46,"./zlib/messages":51,"./zlib/zstream":53}],40:[function(e,t,r){"use strict";var c=e("./zlib/inflate"),d=e("./utils/common"),p=e("./utils/strings"),m=e("./zlib/constants"),n=e("./zlib/messages"),i=e("./zlib/zstream"),s=e("./zlib/gzheader"),_=Object.prototype.toString;function a(e){if(!(this instanceof a))return new a(e);this.options=d.assign({chunkSize:16384,windowBits:0,to:""},e||{});var t=this.options;t.raw&&0<=t.windowBits&&t.windowBits<16&&(t.windowBits=-t.windowBits,0===t.windowBits&&(t.windowBits=-15)),!(0<=t.windowBits&&t.windowBits<16)||e&&e.windowBits||(t.windowBits+=32),15<t.windowBits&&t.windowBits<48&&0==(15&t.windowBits)&&(t.windowBits|=15),this.err=0,this.msg="",this.ended=!1,this.chunks=[],this.strm=new i,this.strm.avail_out=0;var r=c.inflateInit2(this.strm,t.windowBits);if(r!==m.Z_OK)throw new Error(n[r]);this.header=new s,c.inflateGetHeader(this.strm,this.header)}function o(e,t){var r=new a(t);if(r.push(e,!0),r.err)throw r.msg||n[r.err];return r.result}a.prototype.push=function(e,t){var r,n,i,s,a,o,h=this.strm,u=this.options.chunkSize,l=this.options.dictionary,f=!1;if(this.ended)return!1;n=t===~~t?t:!0===t?m.Z_FINISH:m.Z_NO_FLUSH,"string"==typeof e?h.input=p.binstring2buf(e):"[object ArrayBuffer]"===_.call(e)?h.input=new Uint8Array(e):h.input=e,h.next_in=0,h.avail_in=h.input.length;do{if(0===h.avail_out&&(h.output=new d.Buf8(u),h.next_out=0,h.avail_out=u),(r=c.inflate(h,m.Z_NO_FLUSH))===m.Z_NEED_DICT&&l&&(o="string"==typeof l?p.string2buf(l):"[object ArrayBuffer]"===_.call(l)?new Uint8Array(l):l,r=c.inflateSetDictionary(this.strm,o)),r===m.Z_BUF_ERROR&&!0===f&&(r=m.Z_OK,f=!1),r!==m.Z_STREAM_END&&r!==m.Z_OK)return this.onEnd(r),!(this.ended=!0);h.next_out&&(0!==h.avail_out&&r!==m.Z_STREAM_END&&(0!==h.avail_in||n!==m.Z_FINISH&&n!==m.Z_SYNC_FLUSH)||("string"===this.options.to?(i=p.utf8border(h.output,h.next_out),s=h.next_out-i,a=p.buf2string(h.output,i),h.next_out=s,h.avail_out=u-s,s&&d.arraySet(h.output,h.output,i,s,0),this.onData(a)):this.onData(d.shrinkBuf(h.output,h.next_out)))),0===h.avail_in&&0===h.avail_out&&(f=!0)}while((0<h.avail_in||0===h.avail_out)&&r!==m.Z_STREAM_END);return r===m.Z_STREAM_END&&(n=m.Z_FINISH),n===m.Z_FINISH?(r=c.inflateEnd(this.strm),this.onEnd(r),this.ended=!0,r===m.Z_OK):n!==m.Z_SYNC_FLUSH||(this.onEnd(m.Z_OK),!(h.avail_out=0))},a.prototype.onData=function(e){this.chunks.push(e)},a.prototype.onEnd=function(e){e===m.Z_OK&&("string"===this.options.to?this.result=this.chunks.join(""):this.result=d.flattenChunks(this.chunks)),this.chunks=[],this.err=e,this.msg=this.strm.msg},r.Inflate=a,r.inflate=o,r.inflateRaw=function(e,t){return(t=t||{}).raw=!0,o(e,t)},r.ungzip=o},{"./utils/common":41,"./utils/strings":42,"./zlib/constants":44,"./zlib/gzheader":47,"./zlib/inflate":49,"./zlib/messages":51,"./zlib/zstream":53}],41:[function(e,t,r){"use strict";var n="undefined"!=typeof Uint8Array&&"undefined"!=typeof Uint16Array&&"undefined"!=typeof Int32Array;r.assign=function(e){for(var t=Array.prototype.slice.call(arguments,1);t.length;){var r=t.shift();if(r){if("object"!=typeof r)throw new TypeError(r+"must be non-object");for(var n in 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c.Buf16(2*s+1),D(this.depth),this.l_buf=0,this.lit_bufsize=0,this.last_lit=0,this.d_buf=0,this.opt_len=0,this.static_len=0,this.matches=0,this.insert=0,this.bi_buf=0,this.bi_valid=0}function G(e){var t;return e&&e.state?(e.total_in=e.total_out=0,e.data_type=i,(t=e.state).pending=0,t.pending_out=0,t.wrap<0&&(t.wrap=-t.wrap),t.status=t.wrap?C:E,e.adler=2===t.wrap?0:1,t.last_flush=l,u._tr_init(t),m):R(e,_)}function K(e){var t=G(e);return t===m&&function(e){e.window_size=2*e.w_size,D(e.head),e.max_lazy_match=h[e.level].max_lazy,e.good_match=h[e.level].good_length,e.nice_match=h[e.level].nice_length,e.max_chain_length=h[e.level].max_chain,e.strstart=0,e.block_start=0,e.lookahead=0,e.insert=0,e.match_length=e.prev_length=x-1,e.match_available=0,e.ins_h=0}(e.state),t}function Y(e,t,r,n,i,s){if(!e)return _;var a=1;if(t===g&&(t=6),n<0?(a=0,n=-n):15<n&&(a=2,n-=16),i<1||y<i||r!==v||n<8||15<n||t<0||9<t||s<0||b<s)return R(e,_);8===n&&(n=9);var o=new H;return(e.state=o).strm=e,o.wrap=a,o.gzhead=null,o.w_bits=n,o.w_size=1<<o.w_bits,o.w_mask=o.w_size-1,o.hash_bits=i+7,o.hash_size=1<<o.hash_bits,o.hash_mask=o.hash_size-1,o.hash_shift=~~((o.hash_bits+x-1)/x),o.window=new c.Buf8(2*o.w_size),o.head=new c.Buf16(o.hash_size),o.prev=new c.Buf16(o.w_size),o.lit_bufsize=1<<i+6,o.pending_buf_size=4*o.lit_bufsize,o.pending_buf=new c.Buf8(o.pending_buf_size),o.d_buf=1*o.lit_bufsize,o.l_buf=3*o.lit_bufsize,o.level=t,o.strategy=s,o.method=r,K(e)}h=[new M(0,0,0,0,function(e,t){var r=65535;for(r>e.pending_buf_size-5&&(r=e.pending_buf_size-5);;){if(e.lookahead<=1){if(j(e),0===e.lookahead&&t===l)return A;if(0===e.lookahead)break}e.strstart+=e.lookahead,e.lookahead=0;var n=e.block_start+r;if((0===e.strstart||e.strstart>=n)&&(e.lookahead=e.strstart-n,e.strstart=n,N(e,!1),0===e.strm.avail_out))return A;if(e.strstart-e.block_start>=e.w_size-z&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):(e.strstart>e.block_start&&(N(e,!1),e.strm.avail_out),A)}),new M(4,4,8,4,Z),new M(4,5,16,8,Z),new M(4,6,32,32,Z),new M(4,4,16,16,W),new M(8,16,32,32,W),new M(8,16,128,128,W),new M(8,32,128,256,W),new M(32,128,258,1024,W),new M(32,258,258,4096,W)],r.deflateInit=function(e,t){return Y(e,t,v,15,8,0)},r.deflateInit2=Y,r.deflateReset=K,r.deflateResetKeep=G,r.deflateSetHeader=function(e,t){return e&&e.state?2!==e.state.wrap?_:(e.state.gzhead=t,m):_},r.deflate=function(e,t){var r,n,i,s;if(!e||!e.state||5<t||t<0)return e?R(e,_):_;if(n=e.state,!e.output||!e.input&&0!==e.avail_in||666===n.status&&t!==f)return 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a=v+(n.w_bits-8<<4)<<8;a|=(2<=n.strategy||n.level<2?0:n.level<6?1:6===n.level?2:3)<<6,0!==n.strstart&&(a|=32),a+=31-a%31,n.status=E,P(n,a),0!==n.strstart&&(P(n,e.adler>>>16),P(n,65535&e.adler)),e.adler=1}if(69===n.status)if(n.gzhead.extra){for(i=n.pending;n.gzindex<(65535&n.gzhead.extra.length)&&(n.pending!==n.pending_buf_size||(n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),F(e),i=n.pending,n.pending!==n.pending_buf_size));)U(n,255&n.gzhead.extra[n.gzindex]),n.gzindex++;n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),n.gzindex===n.gzhead.extra.length&&(n.gzindex=0,n.status=73)}else n.status=73;if(73===n.status)if(n.gzhead.name){i=n.pending;do{if(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),F(e),i=n.pending,n.pending===n.pending_buf_size)){s=1;break}s=n.gzindex<n.gzhead.name.length?255&n.gzhead.name.charCodeAt(n.gzindex++):0,U(n,s)}while(0!==s);n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),0===s&&(n.gzindex=0,n.status=91)}else n.status=91;if(91===n.status)if(n.gzhead.comment){i=n.pending;do{if(n.pending===n.pending_buf_size&&(n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),F(e),i=n.pending,n.pending===n.pending_buf_size)){s=1;break}s=n.gzindex<n.gzhead.comment.length?255&n.gzhead.comment.charCodeAt(n.gzindex++):0,U(n,s)}while(0!==s);n.gzhead.hcrc&&n.pending>i&&(e.adler=p(e.adler,n.pending_buf,n.pending-i,i)),0===s&&(n.status=103)}else n.status=103;if(103===n.status&&(n.gzhead.hcrc?(n.pending+2>n.pending_buf_size&&F(e),n.pending+2<=n.pending_buf_size&&(U(n,255&e.adler),U(n,e.adler>>8&255),e.adler=0,n.status=E)):n.status=E),0!==n.pending){if(F(e),0===e.avail_out)return n.last_flush=-1,m}else if(0===e.avail_in&&T(t)<=T(r)&&t!==f)return R(e,-5);if(666===n.status&&0!==e.avail_in)return R(e,-5);if(0!==e.avail_in||0!==n.lookahead||t!==l&&666!==n.status){var o=2===n.strategy?function(e,t){for(var r;;){if(0===e.lookahead&&(j(e),0===e.lookahead)){if(t===l)return A;break}if(e.match_length=0,r=u._tr_tally(e,0,e.window[e.strstart]),e.lookahead--,e.strstart++,r&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):e.last_lit&&(N(e,!1),0===e.strm.avail_out)?A:I}(n,t):3===n.strategy?function(e,t){for(var r,n,i,s,a=e.window;;){if(e.lookahead<=S){if(j(e),e.lookahead<=S&&t===l)return A;if(0===e.lookahead)break}if(e.match_length=0,e.lookahead>=x&&0<e.strstart&&(n=a[i=e.strstart-1])===a[++i]&&n===a[++i]&&n===a[++i]){s=e.strstart+S;do{}while(n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&n===a[++i]&&i<s);e.match_length=S-(s-i),e.match_length>e.lookahead&&(e.match_length=e.lookahead)}if(e.match_length>=x?(r=u._tr_tally(e,1,e.match_length-x),e.lookahead-=e.match_length,e.strstart+=e.match_length,e.match_length=0):(r=u._tr_tally(e,0,e.window[e.strstart]),e.lookahead--,e.strstart++),r&&(N(e,!1),0===e.strm.avail_out))return A}return e.insert=0,t===f?(N(e,!0),0===e.strm.avail_out?O:B):e.last_lit&&(N(e,!1),0===e.strm.avail_out)?A:I}(n,t):h[n.level].func(n,t);if(o!==O&&o!==B||(n.status=666),o===A||o===O)return 0===e.avail_out&&(n.last_flush=-1),m;if(o===I&&(1===t?u._tr_align(n):5!==t&&(u._tr_stored_block(n,0,0,!1),3===t&&(D(n.head),0===n.lookahead&&(n.strstart=0,n.block_start=0,n.insert=0))),F(e),0===e.avail_out))return n.last_flush=-1,m}return t!==f?m:n.wrap<=0?1:(2===n.wrap?(U(n,255&e.adler),U(n,e.adler>>8&255),U(n,e.adler>>16&255),U(n,e.adler>>24&255),U(n,255&e.total_in),U(n,e.total_in>>8&255),U(n,e.total_in>>16&255),U(n,e.total_in>>24&255)):(P(n,e.adler>>>16),P(n,65535&e.adler)),F(e),0<n.wrap&&(n.wrap=-n.wrap),0!==n.pending?m:1)},r.deflateEnd=function(e){var t;return e&&e.state?(t=e.state.status)!==C&&69!==t&&73!==t&&91!==t&&103!==t&&t!==E&&666!==t?R(e,_):(e.state=null,t===E?R(e,-3):m):_},r.deflateSetDictionary=function(e,t){var r,n,i,s,a,o,h,u,l=t.length;if(!e||!e.state)return _;if(2===(s=(r=e.state).wrap)||1===s&&r.status!==C||r.lookahead)return _;for(1===s&&(e.adler=d(e.adler,t,l,0)),r.wrap=0,l>=r.w_size&&(0===s&&(D(r.head),r.strstart=0,r.block_start=0,r.insert=0),u=new c.Buf8(r.w_size),c.arraySet(u,t,l-r.w_size,r.w_size,0),t=u,l=r.w_size),a=e.avail_in,o=e.next_in,h=e.input,e.avail_in=l,e.next_in=0,e.input=t,j(r);r.lookahead>=x;){for(n=r.strstart,i=r.lookahead-(x-1);r.ins_h=(r.ins_h<<r.hash_shift^r.window[n+x-1])&r.hash_mask,r.prev[n&r.w_mask]=r.head[r.ins_h],r.head[r.ins_h]=n,n++,--i;);r.strstart=n,r.lookahead=x-1,j(r)}return r.strstart+=r.lookahead,r.block_start=r.strstart,r.insert=r.lookahead,r.lookahead=0,r.match_length=r.prev_length=x-1,r.match_available=0,e.next_in=o,e.input=h,e.avail_in=a,r.wrap=s,m},r.deflateInfo="pako deflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./messages":51,"./trees":52}],47:[function(e,t,r){"use strict";t.exports=function(){this.text=0,this.time=0,this.xflags=0,this.os=0,this.extra=null,this.extra_len=0,this.name="",this.comment="",this.hcrc=0,this.done=!1}},{}],48:[function(e,t,r){"use strict";t.exports=function(e,t){var r,n,i,s,a,o,h,u,l,f,c,d,p,m,_,g,b,v,y,w,k,x,S,z,C;r=e.state,n=e.next_in,z=e.input,i=n+(e.avail_in-5),s=e.next_out,C=e.output,a=s-(t-e.avail_out),o=s+(e.avail_out-257),h=r.dmax,u=r.wsize,l=r.whave,f=r.wnext,c=r.window,d=r.hold,p=r.bits,m=r.lencode,_=r.distcode,g=(1<<r.lenbits)-1,b=(1<<r.distbits)-1;e:do{p<15&&(d+=z[n++]<<p,p+=8,d+=z[n++]<<p,p+=8),v=m[d&g];t:for(;;){if(d>>>=y=v>>>24,p-=y,0===(y=v>>>16&255))C[s++]=65535&v;else{if(!(16&y)){if(0==(64&y)){v=m[(65535&v)+(d&(1<<y)-1)];continue t}if(32&y){r.mode=12;break e}e.msg="invalid literal/length code",r.mode=30;break e}w=65535&v,(y&=15)&&(p<y&&(d+=z[n++]<<p,p+=8),w+=d&(1<<y)-1,d>>>=y,p-=y),p<15&&(d+=z[n++]<<p,p+=8,d+=z[n++]<<p,p+=8),v=_[d&b];r:for(;;){if(d>>>=y=v>>>24,p-=y,!(16&(y=v>>>16&255))){if(0==(64&y)){v=_[(65535&v)+(d&(1<<y)-1)];continue r}e.msg="invalid distance code",r.mode=30;break e}if(k=65535&v,p<(y&=15)&&(d+=z[n++]<<p,(p+=8)<y&&(d+=z[n++]<<p,p+=8)),h<(k+=d&(1<<y)-1)){e.msg="invalid distance too far back",r.mode=30;break e}if(d>>>=y,p-=y,(y=s-a)<k){if(l<(y=k-y)&&r.sane){e.msg="invalid distance too far back",r.mode=30;break e}if(S=c,(x=0)===f){if(x+=u-y,y<w){for(w-=y;C[s++]=c[x++],--y;);x=s-k,S=C}}else if(f<y){if(x+=u+f-y,(y-=f)<w){for(w-=y;C[s++]=c[x++],--y;);if(x=0,f<w){for(w-=y=f;C[s++]=c[x++],--y;);x=s-k,S=C}}}else if(x+=f-y,y<w){for(w-=y;C[s++]=c[x++],--y;);x=s-k,S=C}for(;2<w;)C[s++]=S[x++],C[s++]=S[x++],C[s++]=S[x++],w-=3;w&&(C[s++]=S[x++],1<w&&(C[s++]=S[x++]))}else{for(x=s-k;C[s++]=C[x++],C[s++]=C[x++],C[s++]=C[x++],2<(w-=3););w&&(C[s++]=C[x++],1<w&&(C[s++]=C[x++]))}break}}break}}while(n<i&&s<o);n-=w=p>>3,d&=(1<<(p-=w<<3))-1,e.next_in=n,e.next_out=s,e.avail_in=n<i?i-n+5:5-(n-i),e.avail_out=s<o?o-s+257:257-(s-o),r.hold=d,r.bits=p}},{}],49:[function(e,t,r){"use strict";var I=e("../utils/common"),O=e("./adler32"),B=e("./crc32"),R=e("./inffast"),T=e("./inftrees"),D=1,F=2,N=0,U=-2,P=1,n=852,i=592;function L(e){return(e>>>24&255)+(e>>>8&65280)+((65280&e)<<8)+((255&e)<<24)}function s(){this.mode=0,this.last=!1,this.wrap=0,this.havedict=!1,this.flags=0,this.dmax=0,this.check=0,this.total=0,this.head=null,this.wbits=0,this.wsize=0,this.whave=0,this.wnext=0,this.window=null,this.hold=0,this.bits=0,this.length=0,this.offset=0,this.extra=0,this.lencode=null,this.distcode=null,this.lenbits=0,this.distbits=0,this.ncode=0,this.nlen=0,this.ndist=0,this.have=0,this.next=null,this.lens=new I.Buf16(320),this.work=new I.Buf16(288),this.lendyn=null,this.distdyn=null,this.sane=0,this.back=0,this.was=0}function a(e){var t;return e&&e.state?(t=e.state,e.total_in=e.total_out=t.total=0,e.msg="",t.wrap&&(e.adler=1&t.wrap),t.mode=P,t.last=0,t.havedict=0,t.dmax=32768,t.head=null,t.hold=0,t.bits=0,t.lencode=t.lendyn=new I.Buf32(n),t.distcode=t.distdyn=new I.Buf32(i),t.sane=1,t.back=-1,N):U}function o(e){var t;return e&&e.state?((t=e.state).wsize=0,t.whave=0,t.wnext=0,a(e)):U}function h(e,t){var r,n;return e&&e.state?(n=e.state,t<0?(r=0,t=-t):(r=1+(t>>4),t<48&&(t&=15)),t&&(t<8||15<t)?U:(null!==n.window&&n.wbits!==t&&(n.window=null),n.wrap=r,n.wbits=t,o(e))):U}function u(e,t){var r,n;return e?(n=new s,(e.state=n).window=null,(r=h(e,t))!==N&&(e.state=null),r):U}var l,f,c=!0;function j(e){if(c){var t;for(l=new I.Buf32(512),f=new I.Buf32(32),t=0;t<144;)e.lens[t++]=8;for(;t<256;)e.lens[t++]=9;for(;t<280;)e.lens[t++]=7;for(;t<288;)e.lens[t++]=8;for(T(D,e.lens,0,288,l,0,e.work,{bits:9}),t=0;t<32;)e.lens[t++]=5;T(F,e.lens,0,32,f,0,e.work,{bits:5}),c=!1}e.lencode=l,e.lenbits=9,e.distcode=f,e.distbits=5}function Z(e,t,r,n){var i,s=e.state;return null===s.window&&(s.wsize=1<<s.wbits,s.wnext=0,s.whave=0,s.window=new I.Buf8(s.wsize)),n>=s.wsize?(I.arraySet(s.window,t,r-s.wsize,s.wsize,0),s.wnext=0,s.whave=s.wsize):(n<(i=s.wsize-s.wnext)&&(i=n),I.arraySet(s.window,t,r-n,i,s.wnext),(n-=i)?(I.arraySet(s.window,t,r-n,n,0),s.wnext=n,s.whave=s.wsize):(s.wnext+=i,s.wnext===s.wsize&&(s.wnext=0),s.whave<s.wsize&&(s.whave+=i))),0}r.inflateReset=o,r.inflateReset2=h,r.inflateResetKeep=a,r.inflateInit=function(e){return u(e,15)},r.inflateInit2=u,r.inflate=function(e,t){var r,n,i,s,a,o,h,u,l,f,c,d,p,m,_,g,b,v,y,w,k,x,S,z,C=0,E=new I.Buf8(4),A=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15];if(!e||!e.state||!e.output||!e.input&&0!==e.avail_in)return U;12===(r=e.state).mode&&(r.mode=13),a=e.next_out,i=e.output,h=e.avail_out,s=e.next_in,n=e.input,o=e.avail_in,u=r.hold,l=r.bits,f=o,c=h,x=N;e:for(;;)switch(r.mode){case P:if(0===r.wrap){r.mode=13;break}for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(2&r.wrap&&35615===u){E[r.check=0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0),l=u=0,r.mode=2;break}if(r.flags=0,r.head&&(r.head.done=!1),!(1&r.wrap)||(((255&u)<<8)+(u>>8))%31){e.msg="incorrect header check",r.mode=30;break}if(8!=(15&u)){e.msg="unknown compression method",r.mode=30;break}if(l-=4,k=8+(15&(u>>>=4)),0===r.wbits)r.wbits=k;else if(k>r.wbits){e.msg="invalid window size",r.mode=30;break}r.dmax=1<<k,e.adler=r.check=1,r.mode=512&u?10:12,l=u=0;break;case 2:for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(r.flags=u,8!=(255&r.flags)){e.msg="unknown compression method",r.mode=30;break}if(57344&r.flags){e.msg="unknown header flags set",r.mode=30;break}r.head&&(r.head.text=u>>8&1),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0,r.mode=3;case 3:for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.head&&(r.head.time=u),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,E[2]=u>>>16&255,E[3]=u>>>24&255,r.check=B(r.check,E,4,0)),l=u=0,r.mode=4;case 4:for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.head&&(r.head.xflags=255&u,r.head.os=u>>8),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0,r.mode=5;case 5:if(1024&r.flags){for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.length=u,r.head&&(r.head.extra_len=u),512&r.flags&&(E[0]=255&u,E[1]=u>>>8&255,r.check=B(r.check,E,2,0)),l=u=0}else r.head&&(r.head.extra=null);r.mode=6;case 6:if(1024&r.flags&&(o<(d=r.length)&&(d=o),d&&(r.head&&(k=r.head.extra_len-r.length,r.head.extra||(r.head.extra=new Array(r.head.extra_len)),I.arraySet(r.head.extra,n,s,d,k)),512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,r.length-=d),r.length))break e;r.length=0,r.mode=7;case 7:if(2048&r.flags){if(0===o)break e;for(d=0;k=n[s+d++],r.head&&k&&r.length<65536&&(r.head.name+=String.fromCharCode(k)),k&&d<o;);if(512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,k)break e}else r.head&&(r.head.name=null);r.length=0,r.mode=8;case 8:if(4096&r.flags){if(0===o)break e;for(d=0;k=n[s+d++],r.head&&k&&r.length<65536&&(r.head.comment+=String.fromCharCode(k)),k&&d<o;);if(512&r.flags&&(r.check=B(r.check,n,d,s)),o-=d,s+=d,k)break e}else r.head&&(r.head.comment=null);r.mode=9;case 9:if(512&r.flags){for(;l<16;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u!==(65535&r.check)){e.msg="header crc mismatch",r.mode=30;break}l=u=0}r.head&&(r.head.hcrc=r.flags>>9&1,r.head.done=!0),e.adler=r.check=0,r.mode=12;break;case 10:for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}e.adler=r.check=L(u),l=u=0,r.mode=11;case 11:if(0===r.havedict)return e.next_out=a,e.avail_out=h,e.next_in=s,e.avail_in=o,r.hold=u,r.bits=l,2;e.adler=r.check=1,r.mode=12;case 12:if(5===t||6===t)break e;case 13:if(r.last){u>>>=7&l,l-=7&l,r.mode=27;break}for(;l<3;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}switch(r.last=1&u,l-=1,3&(u>>>=1)){case 0:r.mode=14;break;case 1:if(j(r),r.mode=20,6!==t)break;u>>>=2,l-=2;break e;case 2:r.mode=17;break;case 3:e.msg="invalid block type",r.mode=30}u>>>=2,l-=2;break;case 14:for(u>>>=7&l,l-=7&l;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if((65535&u)!=(u>>>16^65535)){e.msg="invalid stored block lengths",r.mode=30;break}if(r.length=65535&u,l=u=0,r.mode=15,6===t)break e;case 15:r.mode=16;case 16:if(d=r.length){if(o<d&&(d=o),h<d&&(d=h),0===d)break e;I.arraySet(i,n,s,d,a),o-=d,s+=d,h-=d,a+=d,r.length-=d;break}r.mode=12;break;case 17:for(;l<14;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(r.nlen=257+(31&u),u>>>=5,l-=5,r.ndist=1+(31&u),u>>>=5,l-=5,r.ncode=4+(15&u),u>>>=4,l-=4,286<r.nlen||30<r.ndist){e.msg="too many length or distance symbols",r.mode=30;break}r.have=0,r.mode=18;case 18:for(;r.have<r.ncode;){for(;l<3;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.lens[A[r.have++]]=7&u,u>>>=3,l-=3}for(;r.have<19;)r.lens[A[r.have++]]=0;if(r.lencode=r.lendyn,r.lenbits=7,S={bits:r.lenbits},x=T(0,r.lens,0,19,r.lencode,0,r.work,S),r.lenbits=S.bits,x){e.msg="invalid code lengths set",r.mode=30;break}r.have=0,r.mode=19;case 19:for(;r.have<r.nlen+r.ndist;){for(;g=(C=r.lencode[u&(1<<r.lenbits)-1])>>>16&255,b=65535&C,!((_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(b<16)u>>>=_,l-=_,r.lens[r.have++]=b;else{if(16===b){for(z=_+2;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u>>>=_,l-=_,0===r.have){e.msg="invalid bit length repeat",r.mode=30;break}k=r.lens[r.have-1],d=3+(3&u),u>>>=2,l-=2}else if(17===b){for(z=_+3;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}l-=_,k=0,d=3+(7&(u>>>=_)),u>>>=3,l-=3}else{for(z=_+7;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}l-=_,k=0,d=11+(127&(u>>>=_)),u>>>=7,l-=7}if(r.have+d>r.nlen+r.ndist){e.msg="invalid bit length 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e;o--,u+=n[s++]<<l,l+=8}if(g&&0==(240&g)){for(v=_,y=g,w=b;g=(C=r.lencode[w+((u&(1<<v+y)-1)>>v)])>>>16&255,b=65535&C,!(v+(_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}u>>>=v,l-=v,r.back+=v}if(u>>>=_,l-=_,r.back+=_,r.length=b,0===g){r.mode=26;break}if(32&g){r.back=-1,r.mode=12;break}if(64&g){e.msg="invalid literal/length code",r.mode=30;break}r.extra=15&g,r.mode=22;case 22:if(r.extra){for(z=r.extra;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.length+=u&(1<<r.extra)-1,u>>>=r.extra,l-=r.extra,r.back+=r.extra}r.was=r.length,r.mode=23;case 23:for(;g=(C=r.distcode[u&(1<<r.distbits)-1])>>>16&255,b=65535&C,!((_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(0==(240&g)){for(v=_,y=g,w=b;g=(C=r.distcode[w+((u&(1<<v+y)-1)>>v)])>>>16&255,b=65535&C,!(v+(_=C>>>24)<=l);){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}u>>>=v,l-=v,r.back+=v}if(u>>>=_,l-=_,r.back+=_,64&g){e.msg="invalid distance code",r.mode=30;break}r.offset=b,r.extra=15&g,r.mode=24;case 24:if(r.extra){for(z=r.extra;l<z;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}r.offset+=u&(1<<r.extra)-1,u>>>=r.extra,l-=r.extra,r.back+=r.extra}if(r.offset>r.dmax){e.msg="invalid distance too far back",r.mode=30;break}r.mode=25;case 25:if(0===h)break e;if(d=c-h,r.offset>d){if((d=r.offset-d)>r.whave&&r.sane){e.msg="invalid distance too far back",r.mode=30;break}p=d>r.wnext?(d-=r.wnext,r.wsize-d):r.wnext-d,d>r.length&&(d=r.length),m=r.window}else m=i,p=a-r.offset,d=r.length;for(h<d&&(d=h),h-=d,r.length-=d;i[a++]=m[p++],--d;);0===r.length&&(r.mode=21);break;case 26:if(0===h)break e;i[a++]=r.length,h--,r.mode=21;break;case 27:if(r.wrap){for(;l<32;){if(0===o)break e;o--,u|=n[s++]<<l,l+=8}if(c-=h,e.total_out+=c,r.total+=c,c&&(e.adler=r.check=r.flags?B(r.check,i,c,a-c):O(r.check,i,c,a-c)),c=h,(r.flags?u:L(u))!==r.check){e.msg="incorrect data check",r.mode=30;break}l=u=0}r.mode=28;case 28:if(r.wrap&&r.flags){for(;l<32;){if(0===o)break e;o--,u+=n[s++]<<l,l+=8}if(u!==(4294967295&r.total)){e.msg="incorrect length check",r.mode=30;break}l=u=0}r.mode=29;case 29:x=1;break e;case 30:x=-3;break e;case 31:return-4;case 32:default:return U}return e.next_out=a,e.avail_out=h,e.next_in=s,e.avail_in=o,r.hold=u,r.bits=l,(r.wsize||c!==e.avail_out&&r.mode<30&&(r.mode<27||4!==t))&&Z(e,e.output,e.next_out,c-e.avail_out)?(r.mode=31,-4):(f-=e.avail_in,c-=e.avail_out,e.total_in+=f,e.total_out+=c,r.total+=c,r.wrap&&c&&(e.adler=r.check=r.flags?B(r.check,i,c,e.next_out-c):O(r.check,i,c,e.next_out-c)),e.data_type=r.bits+(r.last?64:0)+(12===r.mode?128:0)+(20===r.mode||15===r.mode?256:0),(0==f&&0===c||4===t)&&x===N&&(x=-5),x)},r.inflateEnd=function(e){if(!e||!e.state)return U;var t=e.state;return t.window&&(t.window=null),e.state=null,N},r.inflateGetHeader=function(e,t){var r;return e&&e.state?0==(2&(r=e.state).wrap)?U:((r.head=t).done=!1,N):U},r.inflateSetDictionary=function(e,t){var r,n=t.length;return e&&e.state?0!==(r=e.state).wrap&&11!==r.mode?U:11===r.mode&&O(1,t,n,0)!==r.check?-3:Z(e,t,n,n)?(r.mode=31,-4):(r.havedict=1,N):U},r.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":41,"./adler32":43,"./crc32":45,"./inffast":48,"./inftrees":50}],50:[function(e,t,r){"use strict";var D=e("../utils/common"),F=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],N=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],U=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],P=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];t.exports=function(e,t,r,n,i,s,a,o){var h,u,l,f,c,d,p,m,_,g=o.bits,b=0,v=0,y=0,w=0,k=0,x=0,S=0,z=0,C=0,E=0,A=null,I=0,O=new D.Buf16(16),B=new D.Buf16(16),R=null,T=0;for(b=0;b<=15;b++)O[b]=0;for(v=0;v<n;v++)O[t[r+v]]++;for(k=g,w=15;1<=w&&0===O[w];w--);if(w<k&&(k=w),0===w)return i[s++]=20971520,i[s++]=20971520,o.bits=1,0;for(y=1;y<w&&0===O[y];y++);for(k<y&&(k=y),b=z=1;b<=15;b++)if(z<<=1,(z-=O[b])<0)return-1;if(0<z&&(0===e||1!==w))return-1;for(B[1]=0,b=1;b<15;b++)B[b+1]=B[b]+O[b];for(v=0;v<n;v++)0!==t[r+v]&&(a[B[t[r+v]]++]=v);if(d=0===e?(A=R=a,19):1===e?(A=F,I-=257,R=N,T-=257,256):(A=U,R=P,-1),b=y,c=s,S=v=E=0,l=-1,f=(C=1<<(x=k))-1,1===e&&852<C||2===e&&592<C)return 1;for(;;){for(p=b-S,_=a[v]<d?(m=0,a[v]):a[v]>d?(m=R[T+a[v]],A[I+a[v]]):(m=96,0),h=1<<b-S,y=u=1<<x;i[c+(E>>S)+(u-=h)]=p<<24|m<<16|_|0,0!==u;);for(h=1<<b-1;E&h;)h>>=1;if(0!==h?(E&=h-1,E+=h):E=0,v++,0==--O[b]){if(b===w)break;b=t[r+a[v]]}if(k<b&&(E&f)!==l){for(0===S&&(S=k),c+=y,z=1<<(x=b-S);x+S<w&&!((z-=O[x+S])<=0);)x++,z<<=1;if(C+=1<<x,1===e&&852<C||2===e&&592<C)return 1;i[l=E&f]=k<<24|x<<16|c-s|0}}return 0!==E&&(i[c+E]=b-S<<24|64<<16|0),o.bits=k,0}},{"../utils/common":41}],51:[function(e,t,r){"use strict";t.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],52:[function(e,t,r){"use strict";var i=e("../utils/common"),o=0,h=1;function n(e){for(var t=e.length;0<=--t;)e[t]=0}var s=0,a=29,u=256,l=u+1+a,f=30,c=19,_=2*l+1,g=15,d=16,p=7,m=256,b=16,v=17,y=18,w=[0,0,0,0,0,0,0,0,1,1,1,1,2,2,2,2,3,3,3,3,4,4,4,4,5,5,5,5,0],k=[0,0,0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11,12,12,13,13],x=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,2,3,7],S=[16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15],z=new Array(2*(l+2));n(z);var C=new Array(2*f);n(C);var E=new Array(512);n(E);var A=new Array(256);n(A);var I=new Array(a);n(I);var O,B,R,T=new Array(f);function D(e,t,r,n,i){this.static_tree=e,this.extra_bits=t,this.extra_base=r,this.elems=n,this.max_length=i,this.has_stree=e&&e.length}function F(e,t){this.dyn_tree=e,this.max_code=0,this.stat_desc=t}function N(e){return e<256?E[e]:E[256+(e>>>7)]}function U(e,t){e.pending_buf[e.pending++]=255&t,e.pending_buf[e.pending++]=t>>>8&255}function P(e,t,r){e.bi_valid>d-r?(e.bi_buf|=t<<e.bi_valid&65535,U(e,e.bi_buf),e.bi_buf=t>>d-e.bi_valid,e.bi_valid+=r-d):(e.bi_buf|=t<<e.bi_valid&65535,e.bi_valid+=r)}function L(e,t,r){P(e,r[2*t],r[2*t+1])}function j(e,t){for(var r=0;r|=1&e,e>>>=1,r<<=1,0<--t;);return r>>>1}function Z(e,t,r){var n,i,s=new Array(g+1),a=0;for(n=1;n<=g;n++)s[n]=a=a+r[n-1]<<1;for(i=0;i<=t;i++){var o=e[2*i+1];0!==o&&(e[2*i]=j(s[o]++,o))}}function W(e){var t;for(t=0;t<l;t++)e.dyn_ltree[2*t]=0;for(t=0;t<f;t++)e.dyn_dtree[2*t]=0;for(t=0;t<c;t++)e.bl_tree[2*t]=0;e.dyn_ltree[2*m]=1,e.opt_len=e.static_len=0,e.last_lit=e.matches=0}function M(e){8<e.bi_valid?U(e,e.bi_buf):0<e.bi_valid&&(e.pending_buf[e.pending++]=e.bi_buf),e.bi_buf=0,e.bi_valid=0}function H(e,t,r,n){var i=2*t,s=2*r;return e[i]<e[s]||e[i]===e[s]&&n[t]<=n[r]}function G(e,t,r){for(var n=e.heap[r],i=r<<1;i<=e.heap_len&&(i<e.heap_len&&H(t,e.heap[i+1],e.heap[i],e.depth)&&i++,!H(t,n,e.heap[i],e.depth));)e.heap[r]=e.heap[i],r=i,i<<=1;e.heap[r]=n}function K(e,t,r){var n,i,s,a,o=0;if(0!==e.last_lit)for(;n=e.pending_buf[e.d_buf+2*o]<<8|e.pending_buf[e.d_buf+2*o+1],i=e.pending_buf[e.l_buf+o],o++,0===n?L(e,i,t):(L(e,(s=A[i])+u+1,t),0!==(a=w[s])&&P(e,i-=I[s],a),L(e,s=N(--n),r),0!==(a=k[s])&&P(e,n-=T[s],a)),o<e.last_lit;);L(e,m,t)}function Y(e,t){var r,n,i,s=t.dyn_tree,a=t.stat_desc.static_tree,o=t.stat_desc.has_stree,h=t.stat_desc.elems,u=-1;for(e.heap_len=0,e.heap_max=_,r=0;r<h;r++)0!==s[2*r]?(e.heap[++e.heap_len]=u=r,e.depth[r]=0):s[2*r+1]=0;for(;e.heap_len<2;)s[2*(i=e.heap[++e.heap_len]=u<2?++u:0)]=1,e.depth[i]=0,e.opt_len--,o&&(e.static_len-=a[2*i+1]);for(t.max_code=u,r=e.heap_len>>1;1<=r;r--)G(e,s,r);for(i=h;r=e.heap[1],e.heap[1]=e.heap[e.heap_len--],G(e,s,1),n=e.heap[1],e.heap[--e.heap_max]=r,e.heap[--e.heap_max]=n,s[2*i]=s[2*r]+s[2*n],e.depth[i]=(e.depth[r]>=e.depth[n]?e.depth[r]:e.depth[n])+1,s[2*r+1]=s[2*n+1]=i,e.heap[1]=i++,G(e,s,1),2<=e.heap_len;);e.heap[--e.heap_max]=e.heap[1],function(e,t){var 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76:r.setCssClass(a[s-1],a[s])}},table:[{3:1,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[3]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{3:14,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[2,9]},t(c,[2,5]),t(c,[2,6]),t(c,[2,7]),t(c,[2,8]),{14:15,20:[1,16]},{16:[1,17]},{20:[2,12]},{1:[2,4]},{15:18,17:[1,19],22:u},t([17,22],[2,13]),{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:21,26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:l,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:w,85:k,86:T},{16:[1,49]},{18:50,21:[1,51]},{16:[2,15]},{25:[1,52]},{16:[1,53],25:[2,17]},t(C,[2,25],{32:[1,54]}),t(C,[2,27]),t(C,[2,28]),t(C,[2,29]),t(C,[2,30]),t(C,[2,31]),t(C,[2,32]),t(C,[2,33]),{39:[1,55]},{41:[1,56]},t(C,[2,36]),t(C,[2,44],{52:57,54:60,55:61,32:[1,59],53:[1,58],56:E,57:S,58:A,59:M,60:N,61:D}),{27:68,28:43,29:44,83:x,84:w,85:k,86:T},t(C,[2,46]),t(C,[2,47]),{28:69,83:x,84:w,85:k},{27:70,28:43,29:44,83:x,84:w,85:k,86:T},{27:71,28:43,29:44,83:x,84:w,85:k,86:T},{27:72,28:43,29:44,83:x,84:w,85:k,86:T},{53:[1,73]},t(B,[2,20],{28:43,29:44,27:74,30:[1,75],83:x,84:w,85:k,86:T}),t(B,[2,21],{30:[1,76]}),t(L,[2,90]),t(L,[2,91]),t(L,[2,92]),t([16,25,30,32,44,45,53,56,57,58,59,60,61,66,68],[2,93]),t(O,[2,10]),{15:77,22:u},{22:[2,14]},{1:[2,16]},{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:78,25:[2,18],26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:l,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:w,85:k,86:T},t(C,[2,26]),t(C,[2,34]),t(C,[2,35]),{27:79,28:43,29:44,53:[1,80],83:x,84:w,85:k,86:T},{52:81,54:60,55:61,56:E,57:S,58:A,59:M,60:N,61:D},t(C,[2,45]),{55:82,60:N,61:D},t(I,[2,55],{54:83,56:E,57:S,58:A,59:M}),t(R,[2,56]),t(R,[2,57]),t(R,[2,58]),t(R,[2,59]),t(F,[2,60]),t(F,[2,61]),t(C,[2,37],{44:[1,84],45:[1,85]}),{49:[1,86]},{53:[1,87]},{53:[1,88]},{66:[1,89],68:[1,90]},{28:91,83:x,84:w,85:k},t(B,[2,22]),t(B,[2,23]),t(B,[2,24]),{16:[1,92]},{25:[2,19]},t(P,[2,48]),{27:93,28:43,29:44,83:x,84:w,85:k,86:T},{27:94,28:43,29:44,53:[1,95],83:x,84:w,85:k,86:T},t(I,[2,54],{54:96,56:E,57:S,58:A,59:M}),t(I,[2,53]),{28:97,83:x,84:w,85:k},{46:98,50:Y},{27:100,28:43,29:44,83:x,84:w,85:k,86:T},t(C,[2,62],{53:[1,101]}),t(C,[2,64],{53:[1,103],64:[1,102]}),t(C,[2,68],{53:[1,104],67:[1,105]}),t(C,[2,72],{53:[1,107],64:[1,106]}),t(C,[2,76]),t(O,[2,11]),t(P,[2,50]),t(P,[2,49]),{27:108,28:43,29:44,83:x,84:w,85:k,86:T},t(I,[2,52]),t(C,[2,38],{45:[1,109]}),{47:[1,110]},{46:111,47:[2,42],50:Y},t(C,[2,41]),t(C,[2,63]),t(C,[2,65]),t(C,[2,66],{64:[1,112]}),t(C,[2,69]),t(C,[2,70],{53:[1,113]}),t(C,[2,73]),t(C,[2,74],{64:[1,114]}),t(P,[2,51]),{46:115,50:Y},t(C,[2,39]),{47:[2,43]},t(C,[2,67]),t(C,[2,71]),t(C,[2,75]),{47:[1,116]},t(C,[2,40])],defaultActions:{2:[2,1],3:[2,2],4:[2,3],6:[2,9],13:[2,12],14:[2,4],20:[2,15],51:[2,14],52:[2,16],78:[2,19],111:[2,43]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},U={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),19;case 1:return 8;case 2:return 9;case 3:return 10;case 4:return 11;case 5:return this.begin("type_directive"),20;case 6:return this.popState(),this.begin("arg_directive"),17;case 7:return this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 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4B\uAA60-\uAA76\uAA7A\uAA80-\uAAAF\uAAB1\uAAB5]|[\uAAB6\uAAB9-\uAABD\uAAC0\uAAC2\uAADB-\uAADD\uAAE0-\uAAEA\uAAF2-\uAAF4]|[\uAB01-\uAB06\uAB09-\uAB0E\uAB11-\uAB16\uAB20-\uAB26\uAB28-\uAB2E]|[\uABC0-\uABE2\uAC00-\uD7A3\uD7B0-\uD7C6\uD7CB-\uD7FB\uF900-\uFA6D]|[\uFA70-\uFAD9\uFB00-\uFB06\uFB13-\uFB17\uFB1D\uFB1F-\uFB28\uFB2A-\uFB36]|[\uFB38-\uFB3C\uFB3E\uFB40\uFB41\uFB43\uFB44\uFB46-\uFBB1\uFBD3-\uFD3D]|[\uFD50-\uFD8F\uFD92-\uFDC7\uFDF0-\uFDFB\uFE70-\uFE74\uFE76-\uFEFC]|[\uFF21-\uFF3A\uFF41-\uFF5A\uFF66-\uFFBE\uFFC2-\uFFC7\uFFCA-\uFFCF]|[\uFFD2-\uFFD7\uFFDA-\uFFDC])/,/^(?:\s)/,/^(?:$)/],conditions:{acc_descr_multiline:{rules:[16,17],inclusive:!1},acc_descr:{rules:[14],inclusive:!1},acc_title:{rules:[12],inclusive:!1},arg_directive:{rules:[7,8],inclusive:!1},type_directive:{rules:[6,7],inclusive:!1},open_directive:{rules:[5],inclusive:!1},callback_args:{rules:[51,52],inclusive:!1},callback_name:{rules:[48,49,50],inclusive:!1},href:{rules:[45,46],inclusive:!1},struct:{rules:[23,24,25,26,27],inclusive:!1},generic:{rules:[36,37],inclusive:!1},bqstring:{rules:[42,43],inclusive:!1},string:{rules:[39,40],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,13,15,18,19,20,21,22,28,29,30,31,32,33,34,35,38,41,44,47,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78],inclusive:!0}}};function z(){this.yy={}}return j.lexer=U,z.prototype=j,j.Parser=z,new z}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,48],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],u=[1,24],l=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[1,44],g=[30,45,46],y=[4,6,9,11,23,25,27,29,30,48],m=[41,42,43,44],v=[22,36],b=[1,62],_={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,attribute:31,attributeType:32,attributeName:33,attributeKeyType:34,attributeComment:35,ATTRIBUTE_WORD:36,ATTRIBUTE_KEY:37,COMMENT:38,cardinality:39,relType:40,ZERO_OR_ONE:41,ZERO_OR_MORE:42,ONE_OR_MORE:43,ONLY_ONE:44,NON_IDENTIFYING:45,IDENTIFYING:46,WORD:47,open_directive:48,type_directive:49,arg_directive:50,close_directive:51,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",36:"ATTRIBUTE_WORD",37:"ATTRIBUTE_KEY",38:"COMMENT",41:"ZERO_OR_ONE",42:"ZERO_OR_MORE",43:"ONE_OR_MORE",44:"ONLY_ONE",45:"NON_IDENTIFYING",46:"IDENTIFYING",47:"WORD",48:"open_directive",49:"type_directive",50:"arg_directive",51:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[21,1],[21,2],[31,2],[31,3],[31,3],[31,4],[32,1],[33,1],[34,1],[35,1],[18,3],[39,1],[39,1],[39,1],[39,1],[40,1],[40,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var 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38:this.$=a[s].replace(/"/g,"");break;case 31:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 32:this.$=r.Cardinality.ZERO_OR_ONE;break;case 33:this.$=r.Cardinality.ZERO_OR_MORE;break;case 34:this.$=r.Cardinality.ONE_OR_MORE;break;case 35:this.$=r.Cardinality.ONLY_ONE;break;case 36:this.$=r.Identification.NON_IDENTIFYING;break;case 37:this.$=r.Identification.IDENTIFYING;break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,48:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,48:n},{13:8,49:[1,9]},{49:[2,40]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,48:n},{1:[2,2]},{14:22,15:[1,23],51:u},t([15,51],[2,41]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,48:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,39:28,20:[1,27],41:l,42:h,43:f,44:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t([6,9,11,15,20,23,25,27,29,30,41,42,43,44,48],[2,20]),{11:[1,36]},{16:37,50:[1,38]},{11:[2,43]},t(r,[2,5]),{17:39,30:c},{21:40,22:[1,41],31:42,32:43,36:p},{40:45,45:[1,46],46:[1,47]},t(g,[2,32]),t(g,[2,33]),t(g,[2,34]),t(g,[2,35]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),t(y,[2,9]),{14:48,51:u},{51:[2,42]},{15:[1,49]},{22:[1,50]},t(r,[2,14]),{21:51,22:[2,21],31:42,32:43,36:p},{33:52,36:[1,53]},{36:[2,27]},{39:54,41:l,42:h,43:f,44:d},t(m,[2,36]),t(m,[2,37]),{11:[1,55]},{19:56,30:[1,58],47:[1,57]},t(r,[2,13]),{22:[2,22]},t(v,[2,23],{34:59,35:60,37:[1,61],38:b}),t([22,36,37,38],[2,28]),{30:[2,31]},t(y,[2,10]),t(r,[2,12]),t(r,[2,38]),t(r,[2,39]),t(v,[2,24],{35:63,38:b}),t(v,[2,25]),t([22,36,38],[2,29]),t(v,[2,30]),t(v,[2,26])],defaultActions:{5:[2,40],7:[2,2],24:[2,43],38:[2,42],44:[2,27],51:[2,22],54:[2,31]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),48;case 8:return this.begin("type_directive"),49;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),51;case 11:return 50;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 47;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 37;case 22:return 36;case 23:return 38;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 41;case 28:case 32:return 42;case 29:case 33:return 43;case 30:return 44;case 34:case 36:case 37:return 45;case 35:return 46;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:(?:PK)|(?:FK))/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 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108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],u=[1,20],l=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],v=[1,33],b=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:u,18:l,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:v},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:u,18:l,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(b,[2,24]),{31:46,42:v},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(b,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),39;case 1:return this.begin("type_directive"),40;case 2:return this.popState(),this.begin("arg_directive"),32;case 3:return this.popState(),this.popState(),42;case 4:return 41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function w(){this.yy={}}return _.lexer=x,w.prototype=_,_.Parser=w,new w}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,19,21,23,24,26,28,31,34,47,51],u=[8,14,19,21,23,24,26,28,31,34],l=[8,13,14,19,21,23,24,26,28,31,34],h=[1,26],f=[6,8,14,47,51],d=[8,14,51],p=[1,61],g=[1,62],y=[1,63],m=[8,14,32,38,39,51],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,acc_title:19,acc_title_value:20,acc_descr:21,acc_descr_value:22,acc_descr_multiline_value:23,section:24,branchStatement:25,CHECKOUT:26,ID:27,BRANCH:28,ORDER:29,NUM:30,MERGE:31,COMMIT_TAG:32,STR:33,COMMIT:34,commit_arg:35,COMMIT_TYPE:36,commitType:37,COMMIT_ID:38,COMMIT_MSG:39,NORMAL:40,REVERSE:41,HIGHLIGHT:42,openDirective:43,typeDirective:44,closeDirective:45,argDirective:46,open_directive:47,type_directive:48,arg_directive:49,close_directive:50,";":51,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",19:"acc_title",20:"acc_title_value",21:"acc_descr",22:"acc_descr_value",23:"acc_descr_multiline_value",24:"section",26:"CHECKOUT",27:"ID",28:"BRANCH",29:"ORDER",30:"NUM",31:"MERGE",32:"COMMIT_TAG",33:"STR",34:"COMMIT",36:"COMMIT_TYPE",38:"COMMIT_ID",39:"COMMIT_MSG",40:"NORMAL",41:"REVERSE",42:"HIGHLIGHT",47:"open_directive",48:"type_directive",49:"arg_directive",50:"close_directive",51:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[25,2],[25,4],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[35,0],[35,1],[37,1],[37,1],[37,1],[5,3],[5,5],[43,1],[44,1],[46,1],[45,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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33:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 34:r.commit("",a[s-2],a[s],"");break;case 35:r.commit("",a[s],a[s-2],"");break;case 36:r.commit("",a[s-4],a[s-2],a[s]);break;case 37:r.commit("",a[s-4],a[s],a[s-2]);break;case 38:r.commit("",a[s-2],a[s-4],a[s]);break;case 39:r.commit("",a[s],a[s-4],a[s-2]);break;case 40:r.commit("",a[s],a[s-2],a[s-4]);break;case 41:r.commit("",a[s-2],a[s],a[s-4]);break;case 42:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 43:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 44:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 45:r.commit(a[s-2],"",a[s],"");break;case 46:r.commit(a[s],"",a[s-2],"");break;case 47:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 48:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 49:r.commit(a[s-4],"",a[s-2],a[s]);break;case 50:r.commit(a[s-4],"",a[s],a[s-2]);break;case 51:r.commit(a[s-2],"",a[s-4],a[s]);break;case 52:r.commit(a[s],"",a[s-4],a[s-2]);break;case 53:r.commit(a[s],"",a[s-2],a[s-4]);break;case 54:r.commit(a[s-2],"",a[s],a[s-4]);break;case 55:r.commit(a[s-4],a[s],a[s-2],"");break;case 56:r.commit(a[s-4],a[s-2],a[s],"");break;case 57:r.commit(a[s-2],a[s],a[s-4],"");break;case 58:r.commit(a[s],a[s-2],a[s-4],"");break;case 59:r.commit(a[s],a[s-4],a[s-2],"");break;case 60:r.commit(a[s-2],a[s-4],a[s],"");break;case 61:r.commit(a[s-4],a[s],r.commitType.NORMAL,a[s-2]);break;case 62:r.commit(a[s-4],a[s-2],r.commitType.NORMAL,a[s]);break;case 63:r.commit(a[s-2],a[s],r.commitType.NORMAL,a[s-4]);break;case 64:r.commit(a[s],a[s-2],r.commitType.NORMAL,a[s-4]);break;case 65:r.commit(a[s],a[s-4],r.commitType.NORMAL,a[s-2]);break;case 66:r.commit(a[s-2],a[s-4],r.commitType.NORMAL,a[s]);break;case 67:r.commit(a[s-6],a[s-4],a[s-2],a[s]);break;case 68:r.commit(a[s-6],a[s-4],a[s],a[s-2]);break;case 69:r.commit(a[s-6],a[s-2],a[s-4],a[s]);break;case 70:r.commit(a[s-6],a[s],a[s-4],a[s-2]);break;case 71:r.commit(a[s-6],a[s-2],a[s],a[s-4]);break;case 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101:r.parseDirective("}%%","close_directive","gitGraph")}},table:[{3:1,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{1:[3]},{3:10,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{3:11,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{7:12,8:o,9:[1,13],10:[1,14],11:15,14:s},t(c,[2,102]),t(c,[2,103]),t(c,[2,104]),{44:17,48:[1,18]},{48:[2,98]},{1:[2,1]},{1:[2,2]},{8:[1,19]},{7:20,8:o,11:15,14:s},{9:[1,21]},t(u,[2,10],{12:22,13:[1,23]}),t(l,[2,9]),{9:[1,25],45:24,50:h},t([9,50],[2,99]),{1:[2,3]},{8:[1,27]},{7:28,8:o,11:15,14:s},{8:[2,7],14:[1,31],15:29,16:30,17:32,18:33,19:[1,34],21:[1,35],23:[1,36],24:[1,37],25:38,26:[1,39],28:[1,42],31:[1,41],34:[1,40]},t(l,[2,8]),t(f,[2,96]),{46:43,49:[1,44]},t(f,[2,101]),{1:[2,4]},{8:[1,45]},t(u,[2,11]),{4:46,8:n,14:r,51:a},t(u,[2,13]),t(d,[2,14]),t(d,[2,15]),{20:[1,47]},{22:[1,48]},t(d,[2,18]),t(d,[2,19]),t(d,[2,20]),{27:[1,49]},t(d,[2,91],{35:50,32:[1,51],33:[1,55],36:[1,52],38:[1,53],39:[1,54]}),{27:[1,56]},{27:[1,57]},{45:58,50:h},{50:[2,100]},{1:[2,5]},t(u,[2,12]),t(d,[2,16]),t(d,[2,17]),t(d,[2,21]),t(d,[2,26]),{33:[1,59]},{37:60,40:p,41:g,42:y},{33:[1,64]},{33:[1,65]},t(d,[2,92]),t(d,[2,24],{32:[1,66]}),t(d,[2,22],{29:[1,67]}),t(f,[2,97]),t(d,[2,27],{36:[1,68],38:[1,69],39:[1,70]}),t(d,[2,28],{32:[1,71],38:[1,72],39:[1,73]}),t(m,[2,93]),t(m,[2,94]),t(m,[2,95]),t(d,[2,31],{32:[1,74],36:[1,75],39:[1,76]}),t(d,[2,42],{32:[1,77],36:[1,78],38:[1,79]}),{33:[1,80]},{30:[1,81]},{37:82,40:p,41:g,42:y},{33:[1,83]},{33:[1,84]},{33:[1,85]},{33:[1,86]},{33:[1,87]},{33:[1,88]},{37:89,40:p,41:g,42:y},{33:[1,90]},{33:[1,91]},{37:92,40:p,41:g,42:y},{33:[1,93]},t(d,[2,25]),t(d,[2,23]),t(d,[2,29],{38:[1,94],39:[1,95]}),t(d,[2,33],{36:[1,96],39:[1,97]}),t(d,[2,43],{36:[1,98],38:[1,99]}),t(d,[2,30],{38:[1,100],39:[1,101]}),t(d,[2,35],{32:[1,102],39:[1,103]}),t(d,[2,46],{32:[1,104],38:[1,105]}),t(d,[2,32],{36:[1,106],39:[1,107]}),t(d,[2,34],{32:[1,108],39:[1,109]}),t(d,[2,47],{32:[1,111],36:[1,110]}),t(d,[2,44],{36:[1,112],38:[1,113]}),t(d,[2,45],{32:[1,114],38:[1,115]}),t(d,[2,48],{32:[1,117],36:[1,116]}),{33:[1,118]},{33:[1,119]},{37:120,40:p,41:g,42:y},{33:[1,121]},{37:122,40:p,41:g,42:y},{33:[1,123]},{33:[1,124]},{33:[1,125]},{33:[1,126]},{33:[1,127]},{33:[1,128]},{33:[1,129]},{37:130,40:p,41:g,42:y},{33:[1,131]},{33:[1,132]},{33:[1,133]},{37:134,40:p,41:g,42:y},{33:[1,135]},{37:136,40:p,41:g,42:y},{33:[1,137]},{33:[1,138]},{33:[1,139]},{37:140,40:p,41:g,42:y},{33:[1,141]},t(d,[2,40],{39:[1,142]}),t(d,[2,53],{38:[1,143]}),t(d,[2,41],{39:[1,144]}),t(d,[2,64],{36:[1,145]}),t(d,[2,54],{38:[1,146]}),t(d,[2,63],{36:[1,147]}),t(d,[2,39],{39:[1,148]}),t(d,[2,52],{38:[1,149]}),t(d,[2,38],{39:[1,150]}),t(d,[2,58],{32:[1,151]}),t(d,[2,51],{38:[1,152]}),t(d,[2,57],{32:[1,153]}),t(d,[2,37],{39:[1,154]}),t(d,[2,65],{36:[1,155]}),t(d,[2,36],{39:[1,156]}),t(d,[2,59],{32:[1,157]}),t(d,[2,60],{32:[1,158]}),t(d,[2,66],{36:[1,159]}),t(d,[2,50],{38:[1,160]}),t(d,[2,61],{36:[1,161]}),t(d,[2,49],{38:[1,162]}),t(d,[2,55],{32:[1,163]}),t(d,[2,56],{32:[1,164]}),t(d,[2,62],{36:[1,165]}),{33:[1,166]},{33:[1,167]},{33:[1,168]},{37:169,40:p,41:g,42:y},{33:[1,170]},{37:171,40:p,41:g,42:y},{33:[1,172]},{33:[1,173]},{33:[1,174]},{33:[1,175]},{33:[1,176]},{33:[1,177]},{33:[1,178]},{37:179,40:p,41:g,42:y},{33:[1,180]},{33:[1,181]},{33:[1,182]},{37:183,40:p,41:g,42:y},{33:[1,184]},{37:185,40:p,41:g,42:y},{33:[1,186]},{33:[1,187]},{33:[1,188]},{37:189,40:p,41:g,42:y},t(d,[2,81]),t(d,[2,82]),t(d,[2,79]),t(d,[2,80]),t(d,[2,84]),t(d,[2,83]),t(d,[2,88]),t(d,[2,87]),t(d,[2,86]),t(d,[2,85]),t(d,[2,90]),t(d,[2,89]),t(d,[2,78]),t(d,[2,77]),t(d,[2,76]),t(d,[2,75]),t(d,[2,73]),t(d,[2,74]),t(d,[2,72]),t(d,[2,71]),t(d,[2,70]),t(d,[2,69]),t(d,[2,67]),t(d,[2,68])],defaultActions:{9:[2,98],10:[2,1],11:[2,2],19:[2,3],27:[2,4],44:[2,100],45:[2,5]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},b={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),47;case 1:return this.begin("type_directive"),48;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),50;case 4:return 49;case 5:return this.begin("acc_title"),19;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),21;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 34:case 37:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 34;case 18:return 38;case 19:return 36;case 20:return 39;case 21:return 40;case 22:return 41;case 23:return 42;case 24:return 32;case 25:return 28;case 26:return 29;case 27:return 31;case 28:return 26;case 29:case 30:return 10;case 31:return 9;case 32:return"CARET";case 33:this.begin("options");break;case 35:return 13;case 36:this.begin("string");break;case 38:return 33;case 39:return 30;case 40:return 27;case 41:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[34,35],inclusive:!1},string:{rules:[37,38],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,36,39,40,41],inclusive:!0}}};function _(){this.yy={}}return v.lexer=b,_.prototype=v,v.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],u=[26,27,28],l=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],v=[6,26,27,28,29],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setPieTitle(this.$);break;case 11:this.$=a[s].trim(),r.setTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(u,l,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(u,[2,13]),t(u,[2,14]),t(u,[2,15]),t(u,l,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(v,[2,16]),{25:34,31:[1,35]},t(v,[2,24]),t(o,[2,7]),t(u,[2,9]),t(u,[2,10]),t(u,[2,11]),t(u,[2,12]),{23:36,32:m},{32:[2,23]},t(v,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return b.lexer=_,x.prototype=b,b.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],u=[1,26],l=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],v=[1,36],b=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],w=[1,57],k=[1,58],T=[1,59],C=[1,60],E=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],B=[1,72],L=[1,73],O=[1,75],I=[1,79],R=[1,80],F=[1,77],P=[1,78],Y=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],j={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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51:return 62;case 52:this.begin("string");break;case 54:return"qString";case 55:return e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function z(){this.yy={}}return j.lexer=U,z.prototype=j,j.Parser=z,new z}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],u=[1,19],l=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],v=[1,34],b=[1,35],_=[1,36],x=[1,37],w=[1,38],k=[1,41],T=[1,42],C=[1,43],E=[1,44],S=[1,45],A=[1,46],M=[1,49],N=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,48,49,54,55,56,57,65,75],D=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,49,54,55,56,57,65,75],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,48,49,54,55,56,57,65,75],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,54,55,56,57,65,75],O=[63,64,65],I=[1,114],R=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,48,49,54,55,56,57,65,75],F={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,and:47,else:48,note:49,placement:50,text2:51,over:52,actor_pair:53,links:54,link:55,properties:56,details:57,spaceList:58,",":59,left_of:60,right_of:61,signaltype:62,"+":63,"-":64,ACTOR:65,SOLID_OPEN_ARROW:66,DOTTED_OPEN_ARROW:67,SOLID_ARROW:68,DOTTED_ARROW:69,SOLID_CROSS:70,DOTTED_CROSS:71,SOLID_POINT:72,DOTTED_POINT:73,TXT:74,open_directive:75,type_directive:76,arg_directive:77,close_directive:78,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"and",48:"else",49:"note",52:"over",54:"links",55:"link",56:"properties",57:"details",59:",",60:"left_of",61:"right_of",63:"+",64:"-",65:"ACTOR",66:"SOLID_OPEN_ARROW",67:"DOTTED_OPEN_ARROW",68:"SOLID_ARROW",69:"DOTTED_ARROW",70:"SOLID_CROSS",71:"DOTTED_CROSS",72:"SOLID_POINT",73:"DOTTED_POINT",74:"TXT",75:"open_directive",76:"type_directive",77:"arg_directive",78:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[58,2],[58,1],[53,3],[53,1],[50,1],[50,1],[21,5],[21,5],[21,4],[17,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[51,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 52:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 40:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 42:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 43:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 44:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 45:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 46:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 47:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 48:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-2],a[s]];break;case 53:this.$=r.PLACEMENT.LEFTOF;break;case 54:this.$=r.PLACEMENT.RIGHTOF;break;case 55:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 56:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 57:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 58:this.$={type:"addParticipant",actor:a[s]};break;case 59:this.$=r.LINETYPE.SOLID_OPEN;break;case 60:this.$=r.LINETYPE.DOTTED_OPEN;break;case 61:this.$=r.LINETYPE.SOLID;break;case 62:this.$=r.LINETYPE.DOTTED;break;case 63:this.$=r.LINETYPE.SOLID_CROSS;break;case 64:this.$=r.LINETYPE.DOTTED_CROSS;break;case 65:this.$=r.LINETYPE.SOLID_POINT;break;case 66:this.$=r.LINETYPE.DOTTED_POINT;break;case 67:this.$=r.parseMessage(a[s].trim().substring(1));break;case 68:r.parseDirective("%%{","open_directive");break;case 69:r.parseDirective(a[s],"type_directive");break;case 70:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 71:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,75:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,75:i},{3:9,4:e,5:n,6:4,7:r,11:6,75:i},{3:10,4:e,5:n,6:4,7:r,11:6,75:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,49,54,55,56,57,65,75],a,{8:11}),{12:12,76:[1,13]},{76:[2,68]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{13:47,14:[1,48],78:M},t([14,78],[2,69]),t(N,[2,6]),{6:39,10:50,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},t(N,[2,8]),t(N,[2,9]),{17:51,65:A},{17:52,65:A},{5:[1,53]},{5:[1,56],23:[1,54],24:[1,55]},{17:57,65:A},{17:58,65:A},{5:[1,59]},{5:[1,60]},{5:[1,61]},{5:[1,62]},{5:[1,63]},t(N,[2,28]),t(N,[2,29]),{35:[1,64]},{37:[1,65]},t(N,[2,32]),{19:[1,66]},{19:[1,67]},{19:[1,68]},{19:[1,69]},{19:[1,70]},t(N,[2,38]),{62:71,66:[1,72],67:[1,73],68:[1,74],69:[1,75],70:[1,76],71:[1,77],72:[1,78],73:[1,79]},{50:80,52:[1,81],60:[1,82],61:[1,83]},{17:84,65:A},{17:85,65:A},{17:86,65:A},{17:87,65:A},t([5,18,59,66,67,68,69,70,71,72,73,74],[2,58]),{5:[1,88]},{15:89,77:[1,90]},{5:[2,71]},t(N,[2,7]),{5:[1,92],18:[1,91]},{5:[1,94],18:[1,93]},t(N,[2,16]),{5:[1,96],23:[1,95]},{5:[1,97]},t(N,[2,20]),{5:[1,98]},{5:[1,99]},t(N,[2,23]),t(N,[2,24]),t(N,[2,25]),t(N,[2,26]),t(N,[2,27]),t(N,[2,30]),t(N,[2,31]),t(D,a,{8:100}),t(D,a,{8:101}),t(D,a,{8:102}),t(B,a,{44:103,8:104}),t(L,a,{46:105,8:106}),{17:109,63:[1,107],64:[1,108],65:A},t(O,[2,59]),t(O,[2,60]),t(O,[2,61]),t(O,[2,62]),t(O,[2,63]),t(O,[2,64]),t(O,[2,65]),t(O,[2,66]),{17:110,65:A},{17:112,53:111,65:A},{65:[2,53]},{65:[2,54]},{51:113,74:I},{51:115,74:I},{51:116,74:I},{51:117,74:I},t(R,[2,10]),{13:118,78:M},{78:[2,70]},{19:[1,119]},t(N,[2,13]),{19:[1,120]},t(N,[2,15]),{5:[1,121]},t(N,[2,18]),t(N,[2,19]),t(N,[2,21]),t(N,[2,22]),{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,122],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,123],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,124],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{40:[1,125]},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,41],41:b,42:_,43:x,45:w,48:[1,126],49:k,54:T,55:C,56:E,57:S,65:A,75:i},{40:[1,127]},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,39],41:b,42:_,43:x,45:w,47:[1,128],49:k,54:T,55:C,56:E,57:S,65:A,75:i},{17:129,65:A},{17:130,65:A},{51:131,74:I},{51:132,74:I},{51:133,74:I},{59:[1,134],74:[2,52]},{5:[2,45]},{5:[2,67]},{5:[2,46]},{5:[2,47]},{5:[2,48]},{5:[1,135]},{5:[1,136]},{5:[1,137]},t(N,[2,17]),t(N,[2,33]),t(N,[2,34]),t(N,[2,35]),t(N,[2,36]),{19:[1,138]},t(N,[2,37]),{19:[1,139]},{51:140,74:I},{51:141,74:I},{5:[2,57]},{5:[2,43]},{5:[2,44]},{17:142,65:A},t(R,[2,11]),t(N,[2,12]),t(N,[2,14]),t(B,a,{8:104,44:143}),t(L,a,{8:106,46:144}),{5:[2,55]},{5:[2,56]},{74:[2,51]},{40:[2,42]},{40:[2,40]}],defaultActions:{7:[2,68],8:[2,1],9:[2,2],10:[2,3],49:[2,71],82:[2,53],83:[2,54],90:[2,70],113:[2,45],114:[2,67],115:[2,46],116:[2,47],117:[2,48],131:[2,57],132:[2,43],133:[2,44],140:[2,55],141:[2,56],142:[2,51],143:[2,42],144:[2,40]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},P={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),75;case 1:return this.begin("type_directive"),76;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),78;case 4:return 77;case 5:case 49:case 62:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),65;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),48;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),47;case 24:return this.popState(),19;case 25:return 40;case 26:return 60;case 27:return 61;case 28:return 54;case 29:return 55;case 30:return 56;case 31:return 57;case 32:return 52;case 33:return 49;case 34:return this.begin("ID"),25;case 35:return this.begin("ID"),26;case 36:return 32;case 37:return 33;case 38:return this.begin("acc_title"),34;case 39:return this.popState(),"acc_title_value";case 40:return this.begin("acc_descr"),36;case 41:return this.popState(),"acc_descr_value";case 42:this.begin("acc_descr_multiline");break;case 43:this.popState();break;case 44:return"acc_descr_multiline_value";case 45:return 7;case 46:return 22;case 47:return 24;case 48:return 59;case 50:return e.yytext=e.yytext.trim(),65;case 51:return 68;case 52:return 69;case 53:return 66;case 54:return 67;case 55:return 70;case 56:return 71;case 57:return 72;case 58:return 73;case 59:return 74;case 60:return 63;case 61:return 64;case 63:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[43,44],inclusive:!1},acc_descr:{rules:[41],inclusive:!1},acc_title:{rules:[39],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,24],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,25,26,27,28,29,30,31,32,33,34,35,36,37,38,40,42,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63],inclusive:!0}}};function Y(){this.yy={}}return F.lexer=P,Y.prototype=F,F.Parser=Y,new Y}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],u=[1,20],l=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],v=[1,30],b=[1,31],_=[1,32],x=[1,35],w=[1,36],k=[1,37],T=[1,38],C=[1,34],E=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],u=a[s-2].trim();if(a[s].match(":")){var l=a[s].split(":");c=l[0],u=[u,l[1]]}this.$={stmt:"state",id:c,type:"default",description:u};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},{38:39,39:[1,40],53:E},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:u,17:l,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:C},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:E},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},B={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<<fork>>)/i,/^(?:.*<<join>>)/i,/^(?:.*<<choice>>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function L(){this.yy={}}return D.lexer=B,L.prototype=D,D.Parser=L,new L}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],u=[1,20],l=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 11:r.setTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 12:this.$=a[s].trim(),r.setTitle(this.$);break;case 13:case 14:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 15:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 16:r.addTask(a[s-1],a[s]),this.$="task";break;case 18:r.parseDirective("%%{","open_directive");break;case 19:r.parseDirective(a[s],"type_directive");break;case 20:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:u,26:n},{1:[2,2]},{14:22,15:[1,23],29:l},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:u,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:l},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},d={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". 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function")}(this,t),this.background="#f4f4f4",this.darkMode=!1,this.primaryColor="#fff4dd",this.noteBkgColor="#fff5ad",this.noteTextColor="#333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.primaryTextColor=this.primaryTextColor||(this.darkMode?"#eee":"#333"),this.secondaryColor=this.secondaryColor||sv(this.primaryColor,{h:-120}),this.tertiaryColor=this.tertiaryColor||sv(this.primaryColor,{h:180,l:5}),this.primaryBorderColor=this.primaryBorderColor||dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=this.secondaryBorderColor||dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=this.tertiaryBorderColor||dv(this.tertiaryColor,this.darkMode),this.noteBorderColor=this.noteBorderColor||dv(this.noteBkgColor,this.darkMode),this.noteBkgColor=this.noteBkgColor||"#fff5ad",this.noteTextColor=this.noteTextColor||"#333",this.secondaryTextColor=this.secondaryTextColor||uv(this.secondaryColor),this.tertiaryTextColor=this.tertiaryTextColor||uv(this.tertiaryColor),this.lineColor=this.lineColor||uv(this.background),this.textColor=this.textColor||this.primaryTextColor,this.nodeBkg=this.nodeBkg||this.primaryColor,this.mainBkg=this.mainBkg||this.primaryColor,this.nodeBorder=this.nodeBorder||this.primaryBorderColor,this.clusterBkg=this.clusterBkg||this.tertiaryColor,this.clusterBorder=this.clusterBorder||this.tertiaryBorderColor,this.defaultLinkColor=this.defaultLinkColor||this.lineColor,this.titleColor=this.titleColor||this.tertiaryTextColor,this.edgeLabelBackground=this.edgeLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.nodeTextColor=this.nodeTextColor||this.primaryTextColor,this.actorBorder=this.actorBorder||this.primaryBorderColor,this.actorBkg=this.actorBkg||this.mainBkg,this.actorTextColor=this.actorTextColor||this.primaryTextColor,this.actorLineColor=this.actorLineColor||"grey",this.labelBoxBkgColor=this.labelBoxBkgColor||this.actorBkg,this.signalColor=this.signalColor||this.textColor,this.signalTextColor=this.signalTextColor||this.textColor,this.labelBoxBorderColor=this.labelBoxBorderColor||this.actorBorder,this.labelTextColor=this.labelTextColor||this.actorTextColor,this.loopTextColor=this.loopTextColor||this.actorTextColor,this.activationBorderColor=this.activationBorderColor||hv(this.secondaryColor,10),this.activationBkgColor=this.activationBkgColor||this.secondaryColor,this.sequenceNumberColor=this.sequenceNumberColor||uv(this.lineColor),this.sectionBkgColor=this.sectionBkgColor||this.tertiaryColor,this.altSectionBkgColor=this.altSectionBkgColor||"white",this.sectionBkgColor=this.sectionBkgColor||this.secondaryColor,this.sectionBkgColor2=this.sectionBkgColor2||this.primaryColor,this.excludeBkgColor=this.excludeBkgColor||"#eeeeee",this.taskBorderColor=this.taskBorderColor||this.primaryBorderColor,this.taskBkgColor=this.taskBkgColor||this.primaryColor,this.activeTaskBorderColor=this.activeTaskBorderColor||this.primaryColor,this.activeTaskBkgColor=this.activeTaskBkgColor||fv(this.primaryColor,23),this.gridColor=this.gridColor||"lightgrey",this.doneTaskBkgColor=this.doneTaskBkgColor||"lightgrey",this.doneTaskBorderColor=this.doneTaskBorderColor||"grey",this.critBorderColor=this.critBorderColor||"#ff8888",this.critBkgColor=this.critBkgColor||"red",this.todayLineColor=this.todayLineColor||"red",this.taskTextColor=this.taskTextColor||this.textColor,this.taskTextOutsideColor=this.taskTextOutsideColor||this.textColor,this.taskTextLightColor=this.taskTextLightColor||this.textColor,this.taskTextColor=this.taskTextColor||this.primaryTextColor,this.taskTextDarkColor=this.taskTextDarkColor||this.textColor,this.taskTextClickableColor=this.taskTextClickableColor||"#003163",this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||this.tertiaryColor,this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.specialStateColor=this.lineColor,this.classText=this.classText||this.textColor,this.fillType0=this.fillType0||this.primaryColor,this.fillType1=this.fillType1||this.secondaryColor,this.fillType2=this.fillType2||sv(this.primaryColor,{h:64}),this.fillType3=this.fillType3||sv(this.secondaryColor,{h:64}),this.fillType4=this.fillType4||sv(this.primaryColor,{h:-64}),this.fillType5=this.fillType5||sv(this.secondaryColor,{h:-64}),this.fillType6=this.fillType6||sv(this.primaryColor,{h:128}),this.fillType7=this.fillType7||sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||sv(this.primaryColor,{l:-10}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-10}),this.pie6=this.pie6||sv(this.tertiaryColor,{l:-10}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-20}),this.pie11=this.pie11||sv(this.primaryColor,{h:-60,l:-20}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-10}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.branchLabelColor=this.branchLabelColor||(this.darkMode?"black":this.labelTextColor),this.gitBranchLabel0=this.gitBranchLabel0||this.branchLabelColor,this.gitBranchLabel1=this.gitBranchLabel1||this.branchLabelColor,this.gitBranchLabel2=this.gitBranchLabel2||this.branchLabelColor,this.gitBranchLabel3=this.gitBranchLabel3||this.branchLabelColor,this.gitBranchLabel4=this.gitBranchLabel4||this.branchLabelColor,this.gitBranchLabel5=this.gitBranchLabel5||this.branchLabelColor,this.gitBranchLabel6=this.gitBranchLabel6||this.branchLabelColor,this.gitBranchLabel7=this.gitBranchLabel7||this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===pv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&gv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function mv(t){return mv="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},mv(t)}function vv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var bv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#333",this.primaryColor="#1f2020",this.secondaryColor=fv(this.primaryColor,16),this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=uv(this.background),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.mainBkg="#1f2020",this.secondBkg="calculated",this.mainContrastColor="lightgrey",this.darkTextColor=fv(uv("#323D47"),10),this.lineColor="calculated",this.border1="#81B1DB",this.border2=cv(255,255,255,.25),this.arrowheadColor="calculated",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#181818",this.textColor="#ccc",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#F9FFFE",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="calculated",this.activationBkgColor="calculated",this.sequenceNumberColor="black",this.sectionBkgColor=hv("#EAE8D9",30),this.altSectionBkgColor="calculated",this.sectionBkgColor2="#EAE8D9",this.taskBorderColor=cv(255,255,255,70),this.taskBkgColor="calculated",this.taskTextColor="calculated",this.taskTextLightColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor=cv(255,255,255,50),this.activeTaskBkgColor="#81B1DB",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="grey",this.critBorderColor="#E83737",this.critBkgColor="#E83737",this.taskTextDarkColor="calculated",this.todayLineColor="#DB5757",this.labelColor="calculated",this.errorBkgColor="#a44141",this.errorTextColor="#ddd"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=fv(this.mainBkg,16),this.lineColor=this.mainContrastColor,this.arrowheadColor=this.mainContrastColor,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.edgeLabelBackground=fv(this.labelBackground,25),this.actorBorder=this.border1,this.actorBkg=this.mainBkg,this.actorTextColor=this.mainContrastColor,this.actorLineColor=this.mainContrastColor,this.signalColor=this.mainContrastColor,this.signalTextColor=this.mainContrastColor,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.mainContrastColor,this.loopTextColor=this.mainContrastColor,this.noteBorderColor=this.secondaryBorderColor,this.noteBkgColor=this.secondBkg,this.noteTextColor=this.secondaryTextColor,this.activationBorderColor=this.border1,this.activationBkgColor=this.secondBkg,this.altSectionBkgColor=this.background,this.taskBkgColor=fv(this.mainBkg,23),this.taskTextColor=this.darkTextColor,this.taskTextLightColor=this.mainContrastColor,this.taskTextOutsideColor=this.taskTextLightColor,this.gridColor=this.mainContrastColor,this.doneTaskBkgColor=this.mainContrastColor,this.taskTextDarkColor=this.darkTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#555",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#f4f4f4",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#0b0000",this.pie2=this.pie2||"#4d1037",this.pie3=this.pie3||"#3f5258",this.pie4=this.pie4||"#4f2f1b",this.pie5=this.pie5||"#6e0a0a",this.pie6=this.pie6||"#3b0048",this.pie7=this.pie7||"#995a01",this.pie8=this.pie8||"#154706",this.pie9=this.pie9||"#161722",this.pie10=this.pie10||"#00296f",this.pie11=this.pie11||"#01629c",this.pie12=this.pie12||"#010029",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.classText=this.primaryTextColor,this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=fv(this.secondaryColor,20),this.git1=fv(this.pie2||this.secondaryColor,20),this.git2=fv(this.pie3||this.tertiaryColor,20),this.git3=fv(this.pie4||sv(this.primaryColor,{h:-30}),20),this.git4=fv(this.pie5||sv(this.primaryColor,{h:-60}),20),this.git5=fv(this.pie6||sv(this.primaryColor,{h:-90}),10),this.git6=fv(this.pie7||sv(this.primaryColor,{h:60}),10),this.git7=fv(this.pie8||sv(this.primaryColor,{h:120}),20),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===mv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&vv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function _v(t){return _v="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_v(t)}function xv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var wv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#ECECFF",this.secondaryColor=sv(this.primaryColor,{h:120}),this.secondaryColor="#ffffde",this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.background="white",this.mainBkg="#ECECFF",this.secondBkg="#ffffde",this.lineColor="#333333",this.border1="#9370DB",this.border2="#aaaa33",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#e8e8e8",this.textColor="#333",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="calculated",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="calculated",this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor="calculated",this.taskTextOutsideColor=this.taskTextDarkColor,this.taskTextClickableColor="calculated",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBorderColor="calculated",this.critBkgColor="calculated",this.todayLineColor="calculated",this.sectionBkgColor=cv(102,102,255,.49),this.altSectionBkgColor="white",this.sectionBkgColor2="#fff400",this.taskBorderColor="#534fbc",this.taskBkgColor="#8a90dd",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="#534fbc",this.activeTaskBkgColor="#bfc7ff",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222",this.updateColors()}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.textColor,this.edgeLabelBackground=this.labelBackground,this.actorBorder=fv(this.border1,23),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.signalColor=this.textColor,this.signalTextColor=this.textColor,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||sv(this.tertiaryColor,{l:-40}),this.pie4=this.pie4||sv(this.primaryColor,{l:-10}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-30}),this.pie6=this.pie6||sv(this.tertiaryColor,{l:-20}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-20}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-40}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:-40}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-40}),this.pie11=this.pie11||sv(this.primaryColor,{h:-90,l:-40}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-30}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.labelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||hv(uv(this.git0),25),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.gitBranchLabel0=this.gitBranchLabel0||uv(this.labelTextColor),this.gitBranchLabel1=this.gitBranchLabel1||this.labelTextColor,this.gitBranchLabel2=this.gitBranchLabel2||this.labelTextColor,this.gitBranchLabel3=this.gitBranchLabel3||uv(this.labelTextColor),this.gitBranchLabel4=this.gitBranchLabel4||this.labelTextColor,this.gitBranchLabel5=this.gitBranchLabel5||this.labelTextColor,this.gitBranchLabel6=this.gitBranchLabel6||this.labelTextColor,this.gitBranchLabel7=this.gitBranchLabel7||this.labelTextColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===_v(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&xv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function kv(t){return kv="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},kv(t)}function Tv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Cv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#cde498",this.secondaryColor="#cdffb2",this.background="white",this.mainBkg="#cde498",this.secondBkg="#cdffb2",this.lineColor="green",this.border1="#13540c",this.border2="#6eaa49",this.arrowheadColor="green",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.tertiaryColor=fv("#cde498",10),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.primaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#333",this.edgeLabelBackground="#e8e8e8",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="#333",this.signalTextColor="#333",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="#326932",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="#6eaa49",this.altSectionBkgColor="white",this.sectionBkgColor2="#6eaa49",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="#487e3a",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.actorBorder=hv(this.mainBkg,20),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskBorderColor=this.border1,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||sv(this.primaryColor,{l:-30}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-30}),this.pie6=this.pie6||sv(this.tertiaryColor,{h:40,l:-40}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-50}),this.pie11=this.pie11||sv(this.primaryColor,{h:-60,l:-50}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-50}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===kv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Tv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Ev(t){return Ev="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ev(t)}function Sv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Av=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.primaryColor="#eee",this.contrast="#707070",this.secondaryColor=fv(this.contrast,55),this.background="#ffffff",this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.mainBkg="#eee",this.secondBkg="calculated",this.lineColor="#666",this.border1="#999",this.border2="calculated",this.note="#ffa",this.text="#333",this.critical="#d42",this.done="#bbb",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="white",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="calculated",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="white",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBkgColor="calculated",this.critBorderColor="calculated",this.todayLineColor="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return 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n=x_(e.label,e.labelStyle),r=t.insert("g").attr("class","edgeLabel"),i=r.insert("g").attr("class","label");i.node().appendChild(n);var a,o=n.getBBox();if(zm(wb().flowchart.htmlLabels)){var s=n.children[0],c=au(n);o=s.getBoundingClientRect(),c.attr("width",o.width),c.attr("height",o.height)}if(i.attr("transform","translate("+-o.width/2+", "+-o.height/2+")"),K_[e.id]=r,e.width=o.width,e.height=o.height,e.startLabelLeft){var u=x_(e.startLabelLeft,e.labelStyle),l=t.insert("g").attr("class","edgeTerminals"),h=l.insert("g").attr("class","inner");a=h.node().appendChild(u);var f=u.getBBox();h.attr("transform","translate("+-f.width/2+", "+-f.height/2+")"),J_[e.id]||(J_[e.id]={}),J_[e.id].startLeft=l,ex(a,e.startLabelLeft)}if(e.startLabelRight){var d=x_(e.startLabelRight,e.labelStyle),p=t.insert("g").attr("class","edgeTerminals"),g=p.insert("g").attr("class","inner");a=p.node().appendChild(d),g.node().appendChild(d);var y=d.getBBox();g.attr("transform","translate("+-y.width/2+", "+-y.height/2+")"),J_[e.id]||(J_[e.id]={}),J_[e.id].startRight=p,ex(a,e.startLabelRight)}if(e.endLabelLeft){var m=x_(e.endLabelLeft,e.labelStyle),v=t.insert("g").attr("class","edgeTerminals"),b=v.insert("g").attr("class","inner");a=b.node().appendChild(m);var _=m.getBBox();b.attr("transform","translate("+-_.width/2+", "+-_.height/2+")"),v.node().appendChild(m),J_[e.id]||(J_[e.id]={}),J_[e.id].endLeft=v,ex(a,e.endLabelLeft)}if(e.endLabelRight){var x=x_(e.endLabelRight,e.labelStyle),w=t.insert("g").attr("class","edgeTerminals"),k=w.insert("g").attr("class","inner");a=k.node().appendChild(x);var T=x.getBBox();k.attr("transform","translate("+-T.width/2+", "+-T.height/2+")"),w.node().appendChild(x),J_[e.id]||(J_[e.id]={}),J_[e.id].endRight=w,ex(a,e.endLabelRight)}};function ex(t,e){wb().flowchart.htmlLabels&&t&&(t.style.width=9*e.length+"px",t.style.height="12px")}var nx=function(t,e){o.info("Moving label abc78 ",t.id,t.label,K_[t.id]);var n=e.updatedPath?e.updatedPath:e.originalPath;if(t.label){var r=K_[t.id],i=t.x,a=t.y;if(n){var s=db.calcLabelPosition(n);o.info("Moving label from (",i,",",a,") to (",s.x,",",s.y,") abc78")}r.attr("transform","translate("+i+", "+a+")")}if(t.startLabelLeft){var c=J_[t.id].startLeft,u=t.x,l=t.y;if(n){var h=db.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_left",n);u=h.x,l=h.y}c.attr("transform","translate("+u+", "+l+")")}if(t.startLabelRight){var f=J_[t.id].startRight,d=t.x,p=t.y;if(n){var g=db.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_right",n);d=g.x,p=g.y}f.attr("transform","translate("+d+", "+p+")")}if(t.endLabelLeft){var y=J_[t.id].endLeft,m=t.x,v=t.y;if(n){var b=db.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_left",n);m=b.x,v=b.y}y.attr("transform","translate("+m+", "+v+")")}if(t.endLabelRight){var _=J_[t.id].endRight,x=t.x,w=t.y;if(n){var k=db.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_right",n);x=k.x,w=k.y}_.attr("transform","translate("+x+", "+w+")")}},rx=function(t,e){o.warn("abc88 cutPathAtIntersect",t,e);var n=[],r=t[0],i=!1;return t.forEach((function(t){if(o.info("abc88 checking point",t,e),function(t,e){var n=t.x,r=t.y,i=Math.abs(e.x-n),a=Math.abs(e.y-r),o=t.width/2,s=t.height/2;return i>=o||a>=s}(e,t)||i)o.warn("abc88 outside",t,r),r=t,i||n.push(t);else{var a=function(t,e,n){o.warn("intersection calc abc89:\n outsidePoint: ".concat(JSON.stringify(e),"\n insidePoint : ").concat(JSON.stringify(n),"\n node : x:").concat(t.x," y:").concat(t.y," w:").concat(t.width," h:").concat(t.height));var r=t.x,i=t.y,a=Math.abs(r-n.x),s=t.width/2,c=n.x<e.x?s-a:s+a,u=t.height/2,l=Math.abs(e.y-n.y),h=Math.abs(e.x-n.x);if(Math.abs(i-e.y)*s>Math.abs(r-e.x)*u){var f=n.y<e.y?e.y-u-i:i-u-e.y;c=h*f/l;var d={x:n.x<e.x?n.x+c:n.x-h+c,y:n.y<e.y?n.y+l-f:n.y-l+f};return 0===c&&(d.x=e.x,d.y=e.y),0===h&&(d.x=e.x),0===l&&(d.y=e.y),o.warn("abc89 topp/bott calc, Q ".concat(l,", q ").concat(f,", R ").concat(h,", r ").concat(c),d),d}var p=l*(c=n.x<e.x?e.x-s-r:r-s-e.x)/h,g=n.x<e.x?n.x+h-c:n.x-h+c,y=n.y<e.y?n.y+p:n.y-p;return o.warn("sides calc abc89, Q ".concat(l,", q ").concat(p,", R ").concat(h,", r ").concat(c),{_x:g,_y:y}),0===c&&(g=e.x,y=e.y),0===h&&(g=e.x),0===l&&(y=e.y),{x:g,y}}(e,r,t);o.warn("abc88 inside",t,r,a),o.warn("abc88 intersection",a);var s=!1;n.forEach((function(t){s=s||t.x===a.x&&t.y===a.y})),n.find((function(t){return t.x===a.x&&t.y===a.y}))?o.warn("abc88 no intersect",a,n):n.push(a),i=!0}})),o.warn("abc88 returning points",n),n},ix=function t(e,n,r,i){o.info("Graph in recursive render: XXX",t_().json.write(n),i);var a=n.graph().rankdir;o.trace("Dir in recursive render - dir:",a);var s=e.insert("g").attr("class","root");n.nodes()?o.info("Recursive render XXX",n.nodes()):o.info("No nodes found for",n),n.edges().length>0&&o.trace("Recursive edges",n.edge(n.edges()[0]));var c=s.insert("g").attr("class","clusters"),u=s.insert("g").attr("class","edgePaths"),l=s.insert("g").attr("class","edgeLabels"),h=s.insert("g").attr("class","nodes");n.nodes().forEach((function(e){var s=n.node(e);if(void 0!==i){var c=JSON.parse(JSON.stringify(i.clusterData));o.info("Setting data for cluster XXX (",e,") ",c,i),n.setNode(i.id,c),n.parent(e)||(o.trace("Setting parent",e,i.id),n.setParent(e,i.id,c))}if(o.info("(Insert) Node XXX"+e+": "+JSON.stringify(n.node(e))),s&&s.clusterNode){o.info("Cluster identified",e,s.width,n.node(e));var u=t(h,s.graph,r,n.node(e)),l=u.elem;k_(s,l),s.diff=u.diff||0,o.info("Node bounds (abc123)",e,s,s.width,s.x,s.y),function(t,e){G_[e.id]=t}(l,s),o.warn("Recursive render complete ",l,s)}else n.children(e).length>0?(o.info("Cluster - the non recursive path XXX",e,s.id,s,n),o.info(D_(s.id,n)),C_[s.id]={id:D_(s.id,n),node:s}):(o.info("Node - the non recursive path",e,s.id,s),function(t,e,n){var r,i,a;e.link?("sandbox"===wb().securityLevel?a="_top":e.linkTarget&&(a=e.linkTarget||"_blank"),r=t.insert("svg:a").attr("xlink:href",e.link).attr("target",a),i=V_[e.shape](r,e,n)):r=i=V_[e.shape](t,e,n),e.tooltip&&i.attr("title",e.tooltip),e.class&&i.attr("class","node default "+e.class),G_[e.id]=r,e.haveCallback&&G_[e.id].attr("class",G_[e.id].attr("class")+" clickable")}(h,n.node(e),a))})),n.edges().forEach((function(t){var e=n.edge(t.v,t.w,t.name);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t)),o.info("Edge "+t.v+" -> "+t.w+": ",t," ",JSON.stringify(n.edge(t))),o.info("Fix",C_,"ids:",t.v,t.w,"Translateing: ",C_[t.v],C_[t.w]),tx(l,e)})),n.edges().forEach((function(t){o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t))})),o.info("#############################################"),o.info("### Layout ###"),o.info("#############################################"),o.info(n),Kb().layout(n),o.info("Graph after layout:",t_().json.write(n));var f=0;return R_(n).forEach((function(t){var e=n.node(t);o.info("Position "+t+": "+JSON.stringify(n.node(t))),o.info("Position "+t+": ("+e.x,","+e.y,") width: ",e.width," height: ",e.height),e&&e.clusterNode?X_(e):n.children(t).length>0?(function(t,e){o.trace("Inserting cluster");var n=e.shape||"rect";Q_[e.id]=Z_[n](t,e)}(c,e),C_[e.id].node=e):X_(e)})),n.edges().forEach((function(t){var e=n.edge(t);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(e),e);var i=function(t,e,n,r,i,a){var s=n.points,c=!1,u=a.node(e.v),l=a.node(e.w);o.info("abc88 InsertEdge: ",n),l.intersect&&u.intersect&&((s=s.slice(1,n.points.length-1)).unshift(u.intersect(s[0])),o.info("Last point",s[s.length-1],l,l.intersect(s[s.length-1])),s.push(l.intersect(s[s.length-1]))),n.toCluster&&(o.info("to cluster abc88",r[n.toCluster]),s=rx(n.points,r[n.toCluster].node),c=!0),n.fromCluster&&(o.info("from cluster abc88",r[n.fromCluster]),s=rx(s.reverse(),r[n.fromCluster].node).reverse(),c=!0);var h,f=s.filter((function(t){return!Number.isNaN(t.y)}));h=("graph"===i||"flowchart"===i)&&n.curve||Vu;var d,p=Uu().x((function(t){return t.x})).y((function(t){return t.y})).curve(h);switch(n.thickness){case"normal":d="edge-thickness-normal";break;case"thick":d="edge-thickness-thick";break;default:d=""}switch(n.pattern){case"solid":d+=" edge-pattern-solid";break;case"dotted":d+=" edge-pattern-dotted";break;case"dashed":d+=" edge-pattern-dashed"}var g=t.append("path").attr("d",p(f)).attr("id",n.id).attr("class"," "+d+(n.classes?" 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m={};return c&&(m.updatedPath=s),m.originalPath=n.points,m}(u,t,e,C_,r,n);nx(e,i)})),n.nodes().forEach((function(t){var e=n.node(t);o.info(t,e.type,e.diff),"group"===e.type&&(f=e.diff)})),{elem:s,diff:f}},ax=function(t,e,n,r,i){b_(t,n,r,i),G_={},K_={},J_={},Q_={},E_={},S_={},C_={},o.warn("Graph at first:",t_().json.write(e)),L_(e),o.warn("Graph after:",t_().json.write(e)),ix(t,e,r)};e_.parser.yy=Zb;var ox={dividerMargin:10,padding:5,textHeight:10};function sx(t){var e;switch(t){case 0:e="aggregation";break;case 1:e="extension";break;case 2:e="composition";break;case 3:e="dependency";break;default:e="none"}return e}var cx={},ux=[],lx=function(t){return void 0===cx[t]&&(cx[t]={attributes:[]},o.info("Added new entity :",t)),cx[t]};const hx={Cardinality:{ZERO_OR_ONE:"ZERO_OR_ONE",ZERO_OR_MORE:"ZERO_OR_MORE",ONE_OR_MORE:"ONE_OR_MORE",ONLY_ONE:"ONLY_ONE"},Identification:{NON_IDENTIFYING:"NON_IDENTIFYING",IDENTIFYING:"IDENTIFYING"},parseDirective:function(t,e,n){UE.parseDirective(this,t,e,n)},getConfig:function(){return wb().er},addEntity:lx,addAttributes:function(t,e){var n,r=lx(t);for(n=e.length-1;n>=0;n--)r.attributes.push(e[n]),o.debug("Added attribute ",e[n].attributeName)},getEntities:function(){return cx},addRelationship:function(t,e,n,r){var i={entityA:t,roleA:e,entityB:n,relSpec:r};ux.push(i),o.debug("Added new relationship :",i)},getRelationships:function(){return ux},clear:function(){cx={},ux=[],Mb()},setTitle:Nb,getTitle:Db,setAccDescription:Bb,getAccDescription:Lb};var fx=n(5890),dx=n.n(fx),px={ONLY_ONE_START:"ONLY_ONE_START",ONLY_ONE_END:"ONLY_ONE_END",ZERO_OR_ONE_START:"ZERO_OR_ONE_START",ZERO_OR_ONE_END:"ZERO_OR_ONE_END",ONE_OR_MORE_START:"ONE_OR_MORE_START",ONE_OR_MORE_END:"ONE_OR_MORE_END",ZERO_OR_MORE_START:"ZERO_OR_MORE_START",ZERO_OR_MORE_END:"ZERO_OR_MORE_END"};const gx=px;var yx={},mx=function(t){return(t.entityA+t.roleA+t.entityB).replace(/\s/g,"")},vx=0;const bx=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)yx[e[n]]=t[e[n]]},_x=function(t,e){o.info("Drawing ER diagram"),hx.clear();var n=dx().parser;n.yy=hx;var r,i=wb().securityLevel;"sandbox"===i&&(r=au("#i"+e));var a=au("sandbox"===i?r.nodes()[0].contentDocument.body:"body");"sandbox"===i?r.nodes()[0].contentDocument:document;try{n.parse(t)}catch(t){o.debug("Parsing failed")}var s,c=a.select("[id='".concat(e,"']"));(function(t,e){var n;t.append("defs").append("marker").attr("id",px.ONLY_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 L9,18 M15,0 L15,18"),t.append("defs").append("marker").attr("id",px.ONLY_ONE_END).attr("refX",18).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M3,0 L3,18 M9,0 L9,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",30).attr("markerHeight",18).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",21).attr("cy",9).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 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9,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_MORE_START).attr("refX",18).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",48).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M0,18 Q18,0 36,18 Q18,36 0,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_MORE_END).attr("refX",39).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",9).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M21,18 Q39,0 57,18 Q39,36 21,18")})(c,yx),s=new(t_().Graph)({multigraph:!0,directed:!0,compound:!1}).setGraph({rankdir:yx.layoutDirection,marginx:20,marginy:20,nodesep:100,edgesep:100,ranksep:100}).setDefaultEdgeLabel((function(){return{}}));var u=function(t,e,n){var 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r=t[n],i="default";r.classes.length>0&&(i=r.classes.join(" "));var c,u=Jv(r.styles),l=void 0!==r.text?r.text:r.id;if(zm(wb().flowchart.htmlLabels)){var h={label:l.replace(/fa[lrsb]?:fa-[\w-]+/g,(function(t){return"<i class='".concat(t.replace(":"," "),"'></i>")}))};(c=tw()(a,h).node()).parentNode.removeChild(c)}else{var f=s.createElementNS("http://www.w3.org/2000/svg","text");f.setAttribute("style",u.labelStyle.replace("color:","fill:"));for(var d=l.split($m.lineBreakRegex),p=0;p<d.length;p++){var g=s.createElementNS("http://www.w3.org/2000/svg","tspan");g.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),g.setAttribute("dy","1em"),g.setAttribute("x","1"),g.textContent=d[p],f.appendChild(g)}c=f}var 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mw={};const vw=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)mw[e[n]]=t[e[n]]},bw=function(t,e){o.info("Drawing flowchart"),Gx.clear(),Gx.setGen("gen-2");var n=Zx().parser;n.yy=Gx,n.parse(t);var r=Gx.getDirection();void 0===r&&(r="TD");var i,a=wb().flowchart,s=a.nodeSpacing||50,c=a.rankSpacing||50,u=wb().securityLevel;"sandbox"===u&&(i=au("#i"+e));var l,h=au("sandbox"===u?i.nodes()[0].contentDocument.body:"body"),f="sandbox"===u?i.nodes()[0].contentDocument:document,d=new(t_().Graph)({multigraph:!0,compound:!0}).setGraph({rankdir:r,nodesep:s,ranksep:c,marginx:8,marginy:8}).setDefaultEdgeLabel((function(){return{}})),p=Gx.getSubGraphs();o.info("Subgraphs - ",p);for(var g=p.length-1;g>=0;g--)l=p[g],o.info("Subgraph - ",l),Gx.addVertex(l.id,l.title,"group",void 0,l.classes,l.dir);var y=Gx.getVertices(),m=Gx.getEdges();o.info(m);var v=0;for(v=p.length-1;v>=0;v--){l=p[v],ou("cluster").append("text");for(var b=0;b<l.nodes.length;b++)o.info("Setting up 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t.height||0})).reduce((function(t,e){return t+e})))+(0===this.messages.length?0:this.messages.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))+(0===this.notes.length?0:this.notes.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))},clear:function(){this.actors=[],this.loops=[],this.messages=[],this.notes=[]},addActor:function(t){this.actors.push(t)},addLoop:function(t){this.loops.push(t)},addMessage:function(t){this.messages.push(t)},addNote:function(t){this.notes.push(t)},lastActor:function(){return this.actors[this.actors.length-1]},lastLoop:function(){return this.loops[this.loops.length-1]},lastMessage:function(){return this.messages[this.messages.length-1]},lastNote:function(){return this.notes[this.notes.length-1]},actors:[],loops:[],messages:[],notes:[]},init:function(){this.sequenceItems=[],this.activations=[],this.models.clear(),this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 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i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(dC.data,"startx",i,Math.min),this.updateVal(dC.data,"starty",o,Math.min),this.updateVal(dC.data,"stopx",a,Math.max),this.updateVal(dC.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},newActivation:function(t,e,n){var r=n[t.from.actor],i=_C(t.from.actor).length||0,a=r.x+r.width/2+(i-1)*fC.activationWidth/2;this.activations.push({startx:a,starty:this.verticalPos+2,stopx:a+fC.activationWidth,stopy:void 0,actor:t.from.actor,anchored:JT(e)})},endActivation:function(t){var e=this.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);return this.activations.splice(e,1)[0]},createLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;return{startx:void 0,starty:this.verticalPos,stopx:void 0,stopy:void 0,title:t.message,wrap:t.wrap,width:t.width,height:0,fill:e}},newLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;this.sequenceItems.push(this.createLoop(t,e))},endLoop:function(){return this.sequenceItems.pop()},addSectionToLoop:function(t){var e=this.sequenceItems.pop();e.sections=e.sections||[],e.sectionTitles=e.sectionTitles||[],e.sections.push({y:dC.getVerticalPos(),height:0}),e.sectionTitles.push(t),this.sequenceItems.push(e)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return{bounds:this.data,models:this.models}}},pC=function(t){return{fontFamily:t.messageFontFamily,fontSize:t.messageFontSize,fontWeight:t.messageFontWeight}},gC=function(t){return{fontFamily:t.noteFontFamily,fontSize:t.noteFontSize,fontWeight:t.noteFontWeight}},yC=function(t){return{fontFamily:t.actorFontFamily,fontSize:t.actorFontSize,fontWeight:t.actorFontWeight}},mC=function(t,e,n,r,i,a){if(!0===i.hideUnusedParticipants){var o=new Set;a.forEach((function(t){o.add(t.from),o.add(t.to)})),n=n.filter((function(t){return o.has(t)}))}for(var s=0,c=0,u=0,l=0;l<n.length;l++){var h=e[n[l]];h.width=h.width||fC.width,h.height=Math.max(h.height||fC.height,fC.height),h.margin=h.margin||fC.actorMargin,h.x=s+c,h.y=r;var f=QT(t,h,fC);u=Math.max(u,f),dC.insert(h.x,r,h.x+h.width,h.height),s+=h.width,c+=h.margin,dC.models.addActor(h)}dC.bumpVerticalPos(u)},vC=function(t,e,n,r){for(var i=0,a=0,o=0;o<n.length;o++){var s=e[n[o]],c=kC(s),u=KT(t,s,c,fC,fC.forceMenus,r);u.height>i&&(i=u.height),u.width+s.x>a&&(a=u.width+s.x)}return{maxHeight:i,maxWidth:a}},bC=function(t){rb(fC,t),t.fontFamily&&(fC.actorFontFamily=fC.noteFontFamily=fC.messageFontFamily=t.fontFamily),t.fontSize&&(fC.actorFontSize=fC.noteFontSize=fC.messageFontSize=t.fontSize),t.fontWeight&&(fC.actorFontWeight=fC.noteFontWeight=fC.messageFontWeight=t.fontWeight)},_C=function(t){return dC.activations.filter((function(e){return e.actor===t}))},xC=function(t,e){var n=e[t],r=_C(t);return[r.reduce((function(t,e){return Math.min(t,e.startx)}),n.x+n.width/2),r.reduce((function(t,e){return Math.max(t,e.stopx)}),n.x+n.width/2)]};function wC(t,e,n,r,i){dC.bumpVerticalPos(n);var a=r;if(e.id&&e.message&&t[e.id]){var s=t[e.id].width,c=pC(fC);e.message=db.wrapLabel("[".concat(e.message,"]"),s-2*fC.wrapPadding,c),e.width=s,e.wrap=!0;var u=db.calculateTextDimensions(e.message,c),l=Math.max(u.height,fC.labelBoxHeight);a=r+l,o.debug("".concat(l," - ").concat(e.message))}i(e),dC.bumpVerticalPos(a)}var kC=function(t){var e=0,n=yC(fC);for(var r in t.links){var i=db.calculateTextDimensions(r,n).width+2*fC.wrapPadding+2*fC.boxMargin;e<i&&(e=i)}return e};const TC={bounds:dC,drawActors:mC,drawActorsPopup:vC,setConf:bC,draw:function(t,e){fC=wb().sequence;var n,r=wb().securityLevel;"sandbox"===r&&(n=au("#i"+e));var i=au("sandbox"===r?n.nodes()[0].contentDocument.body:"body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;dT.parser.yy.clear(),dT.parser.yy.setWrap(fC.wrap),dT.parser.parse(t+"\n"),dC.init(),o.debug("C:".concat(JSON.stringify(fC,null,2)));var s="sandbox"===r?i.select('[id="'.concat(e,'"]')):au('[id="'.concat(e,'"]')),c=dT.parser.yy.getActors(),u=dT.parser.yy.getActorKeys(),l=dT.parser.yy.getMessages(),h=dT.parser.yy.getDiagramTitle(),f=function(t,e){var n={};return e.forEach((function(e){if(t[e.to]&&t[e.from]){var r=t[e.to];if(e.placement===dT.parser.yy.PLACEMENT.LEFTOF&&!r.prevActor)return;if(e.placement===dT.parser.yy.PLACEMENT.RIGHTOF&&!r.nextActor)return;var i=void 0!==e.placement,a=!i,o=i?gC(fC):pC(fC),s=e.wrap?db.wrapLabel(e.message,fC.width-2*fC.wrapPadding,o):e.message,c=db.calculateTextDimensions(s,o).width+2*fC.wrapPadding;a&&e.from===r.nextActor?n[e.to]=Math.max(n[e.to]||0,c):a&&e.from===r.prevActor?n[e.from]=Math.max(n[e.from]||0,c):a&&e.from===e.to?(n[e.from]=Math.max(n[e.from]||0,c/2),n[e.to]=Math.max(n[e.to]||0,c/2)):e.placement===dT.parser.yy.PLACEMENT.RIGHTOF?n[e.from]=Math.max(n[e.from]||0,c):e.placement===dT.parser.yy.PLACEMENT.LEFTOF?n[r.prevActor]=Math.max(n[r.prevActor]||0,c):e.placement===dT.parser.yy.PLACEMENT.OVER&&(r.prevActor&&(n[r.prevActor]=Math.max(n[r.prevActor]||0,c/2)),r.nextActor&&(n[e.from]=Math.max(n[e.from]||0,c/2)))}})),o.debug("maxMessageWidthPerActor:",n),n}(c,l);fC.height=function(t,e){var n=0;for(var r in Object.keys(t).forEach((function(e){var r=t[e];r.wrap&&(r.description=db.wrapLabel(r.description,fC.width-2*fC.wrapPadding,yC(fC)));var i=db.calculateTextDimensions(r.description,yC(fC));r.width=r.wrap?fC.width:Math.max(fC.width,i.width+2*fC.wrapPadding),r.height=r.wrap?Math.max(i.height,fC.height):fC.height,n=Math.max(n,r.height)})),e){var i=t[r];if(i){var a=t[i.nextActor];if(a){var o=e[r]+fC.actorMargin-i.width/2-a.width/2;i.margin=Math.max(o,fC.actorMargin)}}}return Math.max(n,fC.height)}(c,f),cC(s),sC(s),uC(s),mC(s,c,u,0,fC,l);var d=function(t,e){var n,r,i,a={},s=[];return t.forEach((function(t){switch(t.id=db.random({length:10}),t.type){case dT.parser.yy.LINETYPE.LOOP_START:case dT.parser.yy.LINETYPE.ALT_START:case dT.parser.yy.LINETYPE.OPT_START:case dT.parser.yy.LINETYPE.PAR_START:s.push({id:t.id,msg:t.message,from:Number.MAX_SAFE_INTEGER,to:Number.MIN_SAFE_INTEGER,width:0});break;case dT.parser.yy.LINETYPE.ALT_ELSE:case dT.parser.yy.LINETYPE.PAR_AND:t.message&&(n=s.pop(),a[n.id]=n,a[t.id]=n,s.push(n));break;case dT.parser.yy.LINETYPE.LOOP_END:case dT.parser.yy.LINETYPE.ALT_END:case dT.parser.yy.LINETYPE.OPT_END:case dT.parser.yy.LINETYPE.PAR_END:n=s.pop(),a[n.id]=n;break;case dT.parser.yy.LINETYPE.ACTIVE_START:var c=e[t.from?t.from.actor:t.to.actor],u=_C(t.from?t.from.actor:t.to.actor).length,l=c.x+c.width/2+(u-1)*fC.activationWidth/2,h={startx:l,stopx:l+fC.activationWidth,actor:t.from.actor,enabled:!0};dC.activations.push(h);break;case dT.parser.yy.LINETYPE.ACTIVE_END:var f=dC.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);delete dC.activations.splice(f,1)[0]}void 0!==t.placement?(r=function(t,e){var n=e[t.from].x,r=e[t.to].x,i=t.wrap&&t.message,a=db.calculateTextDimensions(i?db.wrapLabel(t.message,fC.width,gC(fC)):t.message,gC(fC)),s={width:i?fC.width:Math.max(fC.width,a.width+2*fC.noteMargin),height:0,startx:e[t.from].x,stopx:0,starty:0,stopy:0,message:t.message};return t.placement===dT.parser.yy.PLACEMENT.RIGHTOF?(s.width=i?Math.max(fC.width,a.width):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*fC.noteMargin),s.startx=n+(e[t.from].width+fC.actorMargin)/2):t.placement===dT.parser.yy.PLACEMENT.LEFTOF?(s.width=i?Math.max(fC.width,a.width+2*fC.noteMargin):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*fC.noteMargin),s.startx=n-s.width+(e[t.from].width-fC.actorMargin)/2):t.to===t.from?(a=db.calculateTextDimensions(i?db.wrapLabel(t.message,Math.max(fC.width,e[t.from].width),gC(fC)):t.message,gC(fC)),s.width=i?Math.max(fC.width,e[t.from].width):Math.max(e[t.from].width,fC.width,a.width+2*fC.noteMargin),s.startx=n+(e[t.from].width-s.width)/2):(s.width=Math.abs(n+e[t.from].width/2-(r+e[t.to].width/2))+fC.actorMargin,s.startx=n<r?n+e[t.from].width/2-fC.actorMargin/2:r+e[t.to].width/2-fC.actorMargin/2),i&&(s.message=db.wrapLabel(t.message,s.width-2*fC.wrapPadding,gC(fC))),o.debug("NM:[".concat(s.startx,",").concat(s.stopx,",").concat(s.starty,",").concat(s.stopy,":").concat(s.width,",").concat(s.height,"=").concat(t.message,"]")),s}(t,e),t.noteModel=r,s.forEach((function(t){(n=t).from=Math.min(n.from,r.startx),n.to=Math.max(n.to,r.startx+r.width),n.width=Math.max(n.width,Math.abs(n.from-n.to))-fC.labelBoxWidth}))):(i=function(t,e){var n=!1;if([dT.parser.yy.LINETYPE.SOLID_OPEN,dT.parser.yy.LINETYPE.DOTTED_OPEN,dT.parser.yy.LINETYPE.SOLID,dT.parser.yy.LINETYPE.DOTTED,dT.parser.yy.LINETYPE.SOLID_CROSS,dT.parser.yy.LINETYPE.DOTTED_CROSS,dT.parser.yy.LINETYPE.SOLID_POINT,dT.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(n=!0),!n)return{};var r=xC(t.from,e),i=xC(t.to,e),a=r[0]<=i[0]?1:0,o=r[0]<i[0]?0:1,s=r.concat(i),c=Math.abs(i[o]-r[a]);t.wrap&&t.message&&(t.message=db.wrapLabel(t.message,Math.max(c+2*fC.wrapPadding,fC.width),pC(fC)));var u=db.calculateTextDimensions(t.message,pC(fC));return{width:Math.max(t.wrap?0:u.width+2*fC.wrapPadding,c+2*fC.wrapPadding,fC.width),height:0,startx:r[a],stopx:i[o],starty:0,stopy:0,message:t.message,type:t.type,wrap:t.wrap,fromBounds:Math.min.apply(null,s),toBounds:Math.max.apply(null,s)}}(t,e),t.msgModel=i,i.startx&&i.stopx&&s.length>0&&s.forEach((function(r){if(n=r,i.startx===i.stopx){var a=e[t.from],o=e[t.to];n.from=Math.min(a.x-i.width/2,a.x-a.width/2,n.from),n.to=Math.max(o.x+i.width/2,o.x+a.width/2,n.to),n.width=Math.max(n.width,Math.abs(n.to-n.from))-fC.labelBoxWidth}else n.from=Math.min(i.startx,n.from),n.to=Math.max(i.stopx,n.to),n.width=Math.max(n.width,i.width)-fC.labelBoxWidth})))})),dC.activations=[],o.debug("Loop type widths:",a),a}(l,c);rC(s),oC(s),iC(s),aC(s);var p=1,g=1,y=Array();l.forEach((function(t){var e,n,r;switch(t.type){case dT.parser.yy.LINETYPE.NOTE:n=t.noteModel,function(t,e){dC.bumpVerticalPos(fC.boxMargin),e.height=fC.boxMargin,e.starty=dC.getVerticalPos();var n=hC();n.x=e.startx,n.y=e.starty,n.width=e.width||fC.width,n.class="note";var r=t.append("g"),i=ZT(r,n),a=lC();a.x=e.startx,a.y=e.starty,a.width=n.width,a.dy="1em",a.text=e.message,a.class="noteText",a.fontFamily=fC.noteFontFamily,a.fontSize=fC.noteFontSize,a.fontWeight=fC.noteFontWeight,a.anchor=fC.noteAlign,a.textMargin=fC.noteMargin,a.valign=fC.noteAlign;var o=zT(r,a),s=Math.round(o.map((function(t){return(t._groups||t)[0][0].getBBox().height})).reduce((function(t,e){return t+e})));i.attr("height",s+2*fC.noteMargin),e.height+=s+2*fC.noteMargin,dC.bumpVerticalPos(s+2*fC.noteMargin),e.stopy=e.starty+s+2*fC.noteMargin,e.stopx=e.startx+n.width,dC.insert(e.startx,e.starty,e.stopx,e.stopy),dC.models.addNote(e)}(s,n);break;case dT.parser.yy.LINETYPE.ACTIVE_START:dC.newActivation(t,s,c);break;case dT.parser.yy.LINETYPE.ACTIVE_END:!function(t,e){var n=dC.endActivation(t);n.starty+18>e&&(n.starty=e-6,e+=12),tC(s,n,e,fC,_C(t.from.actor).length),dC.insert(n.startx,e-10,n.stopx,e)}(t,dC.getVerticalPos());break;case dT.parser.yy.LINETYPE.LOOP_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.LOOP_END:e=dC.endLoop(),eC(s,e,"loop",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.RECT_START:wC(d,t,fC.boxMargin,fC.boxMargin,(function(t){return dC.newLoop(void 0,t.message)}));break;case dT.parser.yy.LINETYPE.RECT_END:e=dC.endLoop(),nC(s,e),dC.models.addLoop(e),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos());break;case dT.parser.yy.LINETYPE.OPT_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.OPT_END:e=dC.endLoop(),eC(s,e,"opt",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.ALT_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.ALT_ELSE:wC(d,t,fC.boxMargin+fC.boxTextMargin,fC.boxMargin,(function(t){return dC.addSectionToLoop(t)}));break;case dT.parser.yy.LINETYPE.ALT_END:e=dC.endLoop(),eC(s,e,"alt",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.PAR_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.PAR_AND:wC(d,t,fC.boxMargin+fC.boxTextMargin,fC.boxMargin,(function(t){return dC.addSectionToLoop(t)}));break;case dT.parser.yy.LINETYPE.PAR_END:e=dC.endLoop(),eC(s,e,"par",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.AUTONUMBER:p=t.message.start||p,g=t.message.step||g,t.message.visible?dT.parser.yy.enableSequenceNumbers():dT.parser.yy.disableSequenceNumbers();break;default:try{(r=t.msgModel).starty=dC.getVerticalPos(),r.sequenceIndex=p,r.sequenceVisible=dT.parser.yy.showSequenceNumbers();var i=function(t,e){dC.bumpVerticalPos(10);var n,r=e.startx,i=e.stopx,a=e.message,o=$m.splitBreaks(a).length,s=db.calculateTextDimensions(a,pC(fC)),c=s.height/o;e.height+=c,dC.bumpVerticalPos(c);var u=s.height-10,l=s.width;if(r===i){n=dC.getVerticalPos()+u,fC.rightAngles||(u+=fC.boxMargin,n=dC.getVerticalPos()+u),u+=30;var h=Math.max(l/2,fC.width/2);dC.insert(r-h,dC.getVerticalPos()-10+u,i+h,dC.getVerticalPos()+30+u)}else u+=fC.boxMargin,n=dC.getVerticalPos()+u,dC.insert(r,n-10,i,n);return dC.bumpVerticalPos(u),e.height+=u,e.stopy=e.starty+e.height,dC.insert(e.fromBounds,e.starty,e.toBounds,e.stopy),n}(0,r);y.push({messageModel:r,lineStarty:i}),dC.models.addMessage(r)}catch(t){o.error("error while drawing message",t)}}[dT.parser.yy.LINETYPE.SOLID_OPEN,dT.parser.yy.LINETYPE.DOTTED_OPEN,dT.parser.yy.LINETYPE.SOLID,dT.parser.yy.LINETYPE.DOTTED,dT.parser.yy.LINETYPE.SOLID_CROSS,dT.parser.yy.LINETYPE.DOTTED_CROSS,dT.parser.yy.LINETYPE.SOLID_POINT,dT.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(p+=g)})),y.forEach((function(t){return function(t,e,n){var r=e.startx,i=e.stopx,a=e.starty,o=e.message,s=e.type,c=e.sequenceIndex,u=e.sequenceVisible,l=db.calculateTextDimensions(o,pC(fC)),h=lC();h.x=r,h.y=a+10,h.width=i-r,h.class="messageText",h.dy="1em",h.text=o,h.fontFamily=fC.messageFontFamily,h.fontSize=fC.messageFontSize,h.fontWeight=fC.messageFontWeight,h.anchor=fC.messageAlign,h.valign=fC.messageAlign,h.textMargin=fC.wrapPadding,h.tspan=!1,zT(t,h);var f,d=l.width;r===i?f=fC.rightAngles?t.append("path").attr("d","M ".concat(r,",").concat(n," H ").concat(r+Math.max(fC.width/2,d/2)," V ").concat(n+25," H ").concat(r)):t.append("path").attr("d","M "+r+","+n+" C "+(r+60)+","+(n-10)+" "+(r+60)+","+(n+30)+" "+r+","+(n+20)):((f=t.append("line")).attr("x1",r),f.attr("y1",n),f.attr("x2",i),f.attr("y2",n)),s===dT.parser.yy.LINETYPE.DOTTED||s===dT.parser.yy.LINETYPE.DOTTED_CROSS||s===dT.parser.yy.LINETYPE.DOTTED_POINT||s===dT.parser.yy.LINETYPE.DOTTED_OPEN?(f.style("stroke-dasharray","3, 3"),f.attr("class","messageLine1")):f.attr("class","messageLine0");var p="";fC.arrowMarkerAbsolute&&(p=(p=(p=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),f.attr("stroke-width",2),f.attr("stroke","none"),f.style("fill","none"),s!==dT.parser.yy.LINETYPE.SOLID&&s!==dT.parser.yy.LINETYPE.DOTTED||f.attr("marker-end","url("+p+"#arrowhead)"),s!==dT.parser.yy.LINETYPE.SOLID_POINT&&s!==dT.parser.yy.LINETYPE.DOTTED_POINT||f.attr("marker-end","url("+p+"#filled-head)"),s!==dT.parser.yy.LINETYPE.SOLID_CROSS&&s!==dT.parser.yy.LINETYPE.DOTTED_CROSS||f.attr("marker-end","url("+p+"#crosshead)"),(u||fC.showSequenceNumbers)&&(f.attr("marker-start","url("+p+"#sequencenumber)"),t.append("text").attr("x",r).attr("y",n+4).attr("font-family","sans-serif").attr("font-size","12px").attr("text-anchor","middle").attr("textLength","16px").attr("class","sequenceNumber").text(c))}(s,t.messageModel,t.lineStarty)})),fC.mirrorActors&&(dC.bumpVerticalPos(2*fC.boxMargin),mC(s,c,u,dC.getVerticalPos(),fC,l),dC.bumpVerticalPos(fC.boxMargin),HT(s,dC.getVerticalPos()));var m=vC(s,c,u,a),v=dC.getBounds().bounds;o.debug("For line height fix Querying: #"+e+" .actor-line"),ou("#"+e+" .actor-line").attr("y2",v.stopy);var b=v.stopy-v.starty;b<m.maxHeight&&(b=m.maxHeight);var _=b+2*fC.diagramMarginY;fC.mirrorActors&&(_=_-fC.boxMargin+fC.bottomMarginAdj);var x=v.stopx-v.startx;x<m.maxWidth&&(x=m.maxWidth);var w=x+2*fC.diagramMarginX;h&&s.append("text").text(h).attr("x",(v.stopx-v.startx)/2-2*fC.diagramMarginX).attr("y",-25),lb(s,_,w,fC.useMaxWidth);var k=h?40:0;s.attr("viewBox",v.startx-fC.diagramMarginX+" -"+(fC.diagramMarginY+k)+" "+w+" "+(_+k)),f_(dT.parser.yy,s,e),o.debug("models:",dC.models)}};var CC=n(3584),EC=n.n(CC);function SC(t){return SC="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},SC(t)}var AC=function(t){return JSON.parse(JSON.stringify(t))},MC=[],NC=function t(e,n,r){if("relation"===n.stmt)t(e,n.state1,!0),t(e,n.state2,!1);else if("state"===n.stmt&&"[*]"===n.id&&(n.id=r?e.id+"_start":e.id+"_end",n.start=r),n.doc){var i=[],a=0,o=[];for(a=0;a<n.doc.length;a++)if("divider"===n.doc[a].type){var s=AC(n.doc[a]);s.doc=AC(o),i.push(s),o=[]}else o.push(n.doc[a]);if(i.length>0&&o.length>0){var c={stmt:"state",id:eb(),type:"divider",doc:AC(o)};i.push(AC(c)),n.doc=i}n.doc.forEach((function(e){return t(n,e,!0)}))}},DC={root:{relations:[],states:{},documents:{}}},BC=DC.root,LC=0,OC=function(t,e,n,r,i){void 0===BC.states[t]?BC.states[t]={id:t,descriptions:[],type:e,doc:n,note:i}:(BC.states[t].doc||(BC.states[t].doc=n),BC.states[t].type||(BC.states[t].type=e)),r&&(o.info("Adding state ",t,r),"string"==typeof r&&FC(t,r.trim()),"object"===SC(r)&&r.forEach((function(e){return 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++PC},setDirection:function(t){jC=t},cleanupLabel:function(t){return":"===t.substring(0,1)?t.substr(2).trim():t.trim()},lineType:{LINE:0,DOTTED_LINE:1},relationType:{AGGREGATION:0,EXTENSION:1,COMPOSITION:2,DEPENDENCY:3},logDocuments:function(){o.info("Documents = ",DC)},getRootDoc:function(){return MC},setRootDoc:function(t){o.info("Setting root doc",t),MC=t},getRootDocV2:function(){return NC({id:"root"},{id:"root",doc:MC},!0),{id:"root",doc:MC}},extract:function(t){var e;e=t.doc?t.doc:t,o.info(e),IC(),o.info("Extract",e),e.forEach((function(t){"state"===t.stmt&&OC(t.id,t.type,t.doc,t.description,t.note),"relation"===t.stmt&&RC(t.state1.id,t.state2.id,t.description)}))},trimColon:function(t){return t&&":"===t[0]?t.substr(1).trim():t.trim()},getTitle:Db,setTitle:Nb,getAccDescription:Lb,setAccDescription:Bb};var zC={};function $C(t,e){(null==e||e>t.length)&&(e=t.length);for(var n=0,r=new Array(e);n<e;n++)r[n]=t[n];return r}var qC,HC=function(t,e,n){var r,i=wb().state.padding,a=2*wb().state.padding,o=t.node().getBBox(),s=o.width,c=o.x,u=t.append("text").attr("x",0).attr("y",wb().state.titleShift).attr("font-size",wb().state.fontSize).attr("class","state-title").text(e.id),l=u.node().getBBox().width+a,h=Math.max(l,s);h===s&&(h+=a);var f=t.node().getBBox();e.doc,r=c-i,l>s&&(r=(s-h)/2+i),Math.abs(c-f.x)<i&&l>s&&(r=c-(l-s)/2);var d=1-wb().state.textHeight;return t.insert("rect",":first-child").attr("x",r).attr("y",d).attr("class",n?"alt-composit":"composit").attr("width",h).attr("height",f.height+wb().state.textHeight+wb().state.titleShift+1).attr("rx","0"),u.attr("x",r+i),l<=s&&u.attr("x",c+(h-a)/2-l/2+i),t.insert("rect",":first-child").attr("x",r).attr("y",wb().state.titleShift-wb().state.textHeight-wb().state.padding).attr("width",h).attr("height",3*wb().state.textHeight).attr("rx",wb().state.radius),t.insert("rect",":first-child").attr("x",r).attr("y",wb().state.titleShift-wb().state.textHeight-wb().state.padding).attr("width",h).attr("height",f.height+3+2*wb().state.textHeight).attr("rx",wb().state.radius),t},WC=function(t,e){e.attr("class","state-note");var n=e.append("rect").attr("x",0).attr("y",wb().state.padding),r=function(t,e,n,r){var i=0,a=r.append("text");a.style("text-anchor","start"),a.attr("class","noteText");var o,s=t.replace(/\r\n/g,"<br/>"),c=(s=s.replace(/\n/g,"<br/>")).split($m.lineBreakRegex),u=1.25*wb().state.noteMargin,l=function(t,e){var n="undefined"!=typeof Symbol&&t[Symbol.iterator]||t["@@iterator"];if(!n){if(Array.isArray(t)||(n=function(t,e){if(t){if("string"==typeof t)return $C(t,e);var n=Object.prototype.toString.call(t).slice(8,-1);return"Object"===n&&t.constructor&&(n=t.constructor.name),"Map"===n||"Set"===n?Array.from(t):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?$C(t,e):void 0}}(t))||e&&t&&"number"==typeof t.length){n&&(t=n);var r=0,i=function(){};return{s:i,n:function(){return r>=t.length?{done:!0}:{done:!1,value:t[r++]}},e:function(t){throw t},f:i}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}var a,o=!0,s=!1;return{s:function(){n=n.call(t)},n:function(){var t=n.next();return o=t.done,t},e:function(t){s=!0,a=t},f:function(){try{o||null==n.return||n.return()}finally{if(s)throw a}}}}(c);try{for(l.s();!(o=l.n()).done;){var h=o.value.trim();if(h.length>0){var f=a.append("tspan");f.text(h),0===u&&(u+=f.node().getBBox().height),i+=u,f.attr("x",0+wb().state.noteMargin),f.attr("y",0+i+1.25*wb().state.noteMargin)}}}catch(t){l.e(t)}finally{l.f()}return{textWidth:a.node().getBBox().width,textHeight:i}}(t,0,0,e.append("g")),i=r.textWidth,a=r.textHeight;return n.attr("height",a+2*wb().state.noteMargin),n.attr("width",i+2*wb().state.noteMargin),n},VC=function(t,e){var n=e.id,r={id:n,label:e.id,width:0,height:0},i=t.append("g").attr("id",n).attr("class","stateGroup");"start"===e.type&&function(t){t.append("circle").attr("class","start-state").attr("r",wb().state.sizeUnit).attr("cx",wb().state.padding+wb().state.sizeUnit).attr("cy",wb().state.padding+wb().state.sizeUnit)}(i),"end"===e.type&&function(t){t.append("circle").attr("class","end-state-outer").attr("r",wb().state.sizeUnit+wb().state.miniPadding).attr("cx",wb().state.padding+wb().state.sizeUnit+wb().state.miniPadding).attr("cy",wb().state.padding+wb().state.sizeUnit+wb().state.miniPadding),t.append("circle").attr("class","end-state-inner").attr("r",wb().state.sizeUnit).attr("cx",wb().state.padding+wb().state.sizeUnit+2).attr("cy",wb().state.padding+wb().state.sizeUnit+2)}(i),"fork"!==e.type&&"join"!==e.type||function(t,e){var n=wb().state.forkWidth,r=wb().state.forkHeight;if(e.parentId){var 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n=t.append("text").attr("x",2*wb().state.padding).attr("y",wb().state.textHeight+1.3*wb().state.padding).attr("font-size",wb().state.fontSize).attr("class","state-title").text(e.descriptions[0]).node().getBBox(),r=n.height,i=t.append("text").attr("x",wb().state.padding).attr("y",r+.4*wb().state.padding+wb().state.dividerMargin+wb().state.textHeight).attr("class","state-description"),a=!0,o=!0;e.descriptions.forEach((function(t){a||(function(t,e,n){var r=t.append("tspan").attr("x",2*wb().state.padding).text(e);n||r.attr("dy",wb().state.textHeight)}(i,t,o),o=!1),a=!1}));var s=t.append("line").attr("x1",wb().state.padding).attr("y1",wb().state.padding+r+wb().state.dividerMargin/2).attr("y2",wb().state.padding+r+wb().state.dividerMargin/2).attr("class","descr-divider"),c=i.node().getBBox(),u=Math.max(c.width,n.width);s.attr("x2",u+3*wb().state.padding),t.insert("rect",":first-child").attr("x",wb().state.padding).attr("y",wb().state.padding).attr("width",u+2*wb().state.padding).attr("height",c.height+r+2*wb().state.padding).attr("rx",wb().state.radius)}(i,e);var a,o=i.node().getBBox();return r.width=o.width+2*wb().state.padding,r.height=o.height+2*wb().state.padding,a=r,zC[n]=a,r},GC=0;CC.parser.yy=UC;var XC={},ZC=function t(e,n,r,i,a,s){var c,u=new(t_().Graph)({compound:!0,multigraph:!0}),l=!0;for(c=0;c<e.length;c++)if("relation"===e[c].stmt){l=!1;break}r?u.setGraph({rankdir:"LR",multigraph:!0,compound:!0,ranker:"tight-tree",ranksep:l?1:qC.edgeLengthFactor,nodeSep:l?1:50,isMultiGraph:!0}):u.setGraph({rankdir:"TB",multigraph:!0,compound:!0,ranksep:l?1:qC.edgeLengthFactor,nodeSep:l?1:50,ranker:"tight-tree",isMultiGraph:!0}),u.setDefaultEdgeLabel((function(){return{}})),UC.extract(e);for(var h=UC.getStates(),f=UC.getRelations(),d=Object.keys(h),p=0;p<d.length;p++){var g=h[d[p]];r&&(g.parentId=r);var y=void 0;if(g.doc){var m=n.append("g").attr("id",g.id).attr("class","stateGroup");y=t(g.doc,m,g.id,!i,a,s);var v=(m=HC(m,g,i)).node().getBBox();y.width=v.width,y.height=v.height+qC.padding/2,XC[g.id]={y:qC.compositTitleSize}}else y=VC(n,g);if(g.note){var b={descriptions:[],id:g.id+"-note",note:g.note,type:"note"},_=VC(n,b);"left 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e=t.parentElement,n=0,r=0;e&&(e.parentElement&&(n=e.parentElement.getBBox().width),r=parseInt(e.getAttribute("data-x-shift"),10),Number.isNaN(r)&&(r=0)),t.setAttribute("x1",0-r+8),t.setAttribute("x2",n-r-8)}))):o.debug("No Node "+t+": "+JSON.stringify(u.node(t)))}));var k=w.getBBox();u.edges().forEach((function(t){void 0!==t&&void 0!==u.edge(t)&&(o.debug("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(u.edge(t))),function(t,e,n){e.points=e.points.filter((function(t){return!Number.isNaN(t.y)}));var r=e.points,i=Uu().x((function(t){return t.x})).y((function(t){return t.y})).curve(Vu),a=t.append("path").attr("d",i(r)).attr("id","edge"+GC).attr("class","transition"),s="";if(wb().state.arrowMarkerAbsolute&&(s=(s=(s=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),a.attr("marker-end","url("+s+"#"+function(t){switch(t){case UC.relationType.AGGREGATION:return"aggregation";case UC.relationType.EXTENSION:return"extension";case UC.relationType.COMPOSITION:return"composition";case UC.relationType.DEPENDENCY:return"dependency"}}(UC.relationType.DEPENDENCY)+"End)"),void 0!==n.title){for(var c=t.append("g").attr("class","stateLabel"),u=db.calcLabelPosition(e.points),l=u.x,h=u.y,f=$m.getRows(n.title),d=0,p=[],g=0,y=0,m=0;m<=f.length;m++){var v=c.append("text").attr("text-anchor","middle").text(f[m]).attr("x",l).attr("y",h+d),b=v.node().getBBox();if(g=Math.max(g,b.width),y=Math.min(y,b.x),o.info(b.x,l,h+d),0===d){var _=v.node().getBBox();d=_.height,o.info("Title height",d,h)}p.push(v)}var x=d*f.length;if(f.length>1){var w=(f.length-1)*d*.5;p.forEach((function(t,e){return t.attr("y",h+e*d-w)})),x=d*f.length}var k=c.node().getBBox();c.insert("rect",":first-child").attr("class","box").attr("x",l-g/2-wb().state.padding/2).attr("y",h-x/2-wb().state.padding/2-3.5).attr("width",g+wb().state.padding).attr("height",x+wb().state.padding),o.info(k)}GC++}(n,u.edge(t),u.edge(t).relation))})),k=w.getBBox();var T={id:r||"root",label:r||"root",width:0,height:0};return T.width=k.width+2*qC.padding,T.height=k.height+2*qC.padding,o.debug("Doc rendered",T,u),T};const QC=function(t,e){qC=wb().state;var n,r=wb().securityLevel;"sandbox"===r&&(n=au("#i"+e));var i=au("sandbox"===r?n.nodes()[0].contentDocument.body:"body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;CC.parser.yy.clear(),CC.parser.parse(t),o.debug("Rendering diagram "+t);var s=i.select("[id='".concat(e,"']"));s.append("defs").append("marker").attr("id","dependencyEnd").attr("refX",19).attr("refY",7).attr("markerWidth",20).attr("markerHeight",28).attr("orient","auto").append("path").attr("d","M 19,7 L9,13 L14,7 L9,1 Z"),new(t_().Graph)({multigraph:!0,compound:!0,rankdir:"RL"}).setDefaultEdgeLabel((function(){return{}}));var c=UC.getRootDoc();ZC(c,s,void 0,!1,i,a);var u=qC.padding,l=s.node().getBBox(),h=l.width+2*u,f=l.height+2*u;lb(s,f,1.75*h,qC.useMaxWidth),s.attr("viewBox","".concat(l.x-qC.padding," ").concat(l.y-qC.padding," ")+h+" "+f),f_(CC.parser.yy,s,e)};var KC={},JC={},tE=function(t,e,n,r){if("root"!==n.id){var i="rect";!0===n.start&&(i="start"),!1===n.start&&(i="end"),"default"!==n.type&&(i=n.type),JC[n.id]||(JC[n.id]={id:n.id,shape:i,description:$m.sanitizeText(n.id,wb()),classes:"statediagram-state"}),n.description&&(Array.isArray(JC[n.id].description)?(JC[n.id].shape="rectWithTitle",JC[n.id].description.push(n.description)):JC[n.id].description.length>0?(JC[n.id].shape="rectWithTitle",JC[n.id].description===n.id?JC[n.id].description=[n.description]:JC[n.id].description=[JC[n.id].description,n.description]):(JC[n.id].shape="rect",JC[n.id].description=n.description),JC[n.id].description=$m.sanitizeTextOrArray(JC[n.id].description,wb())),1===JC[n.id].description.length&&"rectWithTitle"===JC[n.id].shape&&(JC[n.id].shape="rect"),!JC[n.id].type&&n.doc&&(o.info("Setting cluster for ",n.id,rE(n)),JC[n.id].type="group",JC[n.id].dir=rE(n),JC[n.id].shape="divider"===n.type?"divider":"roundedWithTitle",JC[n.id].classes=JC[n.id].classes+" "+(r?"statediagram-cluster 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1;\n}\n\n#extensionEnd, .extension {\n fill: ").concat(t.lineColor," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationStart, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationEnd, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n.edgeTerminals {\n font-size: 11px;\n}\n\n")},LE=function(t){return".label {\n font-family: ".concat(t.fontFamily,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n .cluster-label text {\n fill: ").concat(t.titleColor,";\n }\n .cluster-label span {\n color: ").concat(t.titleColor,";\n }\n\n .label text,span {\n fill: ").concat(t.nodeTextColor||t.textColor,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n\n .node rect,\n .node circle,\n .node ellipse,\n .node polygon,\n .node path {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n stroke-width: 1px;\n }\n\n .node .label {\n text-align: center;\n }\n .node.clickable {\n cursor: pointer;\n }\n\n .arrowheadPath {\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 2.0px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n background-color: ").concat(t.edgeLabelBackground,";\n fill: ").concat(t.edgeLabelBackground,";\n }\n text-align: center;\n }\n\n .cluster rect {\n fill: ").concat(t.clusterBkg,";\n stroke: ").concat(t.clusterBorder,";\n stroke-width: 1px;\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n .cluster span {\n color: ").concat(t.titleColor,";\n }\n /* .cluster div {\n color: ").concat(t.titleColor,";\n } */\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: ").concat(t.fontFamily,";\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n")},OE=function(t){return"\ndefs #statediagram-barbEnd {\n fill: ".concat(t.transitionColor,";\n stroke: ").concat(t.transitionColor,";\n }\ng.stateGroup text {\n fill: ").concat(t.nodeBorder,";\n stroke: none;\n font-size: 10px;\n}\ng.stateGroup text {\n fill: ").concat(t.textColor,";\n stroke: none;\n font-size: 10px;\n\n}\ng.stateGroup .state-title {\n font-weight: bolder;\n fill: ").concat(t.stateLabelColor,";\n}\n\ng.stateGroup rect {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n}\n\ng.stateGroup line {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n\n.transition {\n stroke: ").concat(t.transitionColor,";\n stroke-width: 1;\n fill: none;\n}\n\n.stateGroup .composit {\n fill: ").concat(t.background,";\n border-bottom: 1px\n}\n\n.stateGroup 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").concat(t.innerEndBackground,";\n stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n.end-state-inner {\n fill: ").concat(t.compositeBackground||t.background,";\n // stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n\n.node rect {\n fill: ").concat(t.stateBkg||t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n.node polygon {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";;\n stroke-width: 1px;\n}\n#statediagram-barbEnd {\n fill: ").concat(t.lineColor,";\n}\n\n.statediagram-cluster rect {\n fill: ").concat(t.compositeTitleBackground,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n\n.cluster-label, .nodeLabel {\n color: ").concat(t.stateLabelColor,";\n}\n\n.statediagram-cluster rect.outer {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state .divider {\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n}\n\n.statediagram-state .title-state {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-cluster.statediagram-cluster .inner {\n fill: ").concat(t.compositeBackground||t.background,";\n}\n.statediagram-cluster.statediagram-cluster-alt .inner {\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.statediagram-cluster .inner {\n rx:0;\n ry:0;\n}\n\n.statediagram-state rect.basic {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state rect.divider {\n stroke-dasharray: 10,10;\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.note-edge {\n stroke-dasharray: 5;\n}\n\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n\n.statediagram-note text {\n fill: ").concat(t.noteTextColor,";\n}\n\n.statediagram-note .nodeLabel {\n color: ").concat(t.noteTextColor,";\n}\n.statediagram .edgeLabel {\n color: red; // ").concat(t.noteTextColor,";\n}\n\n#dependencyStart, #dependencyEnd {\n fill: ").concat(t.lineColor,";\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n")};var IE={flowchart:LE,"flowchart-v2":LE,sequence:function(t){return".actor {\n stroke: ".concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n\n text.actor > tspan {\n fill: ").concat(t.actorTextColor,";\n stroke: none;\n }\n\n .actor-line {\n stroke: ").concat(t.actorLineColor,";\n }\n\n .messageLine0 {\n stroke-width: 1.5;\n stroke-dasharray: none;\n stroke: ").concat(t.signalColor,";\n }\n\n .messageLine1 {\n stroke-width: 1.5;\n stroke-dasharray: 2, 2;\n stroke: ").concat(t.signalColor,";\n }\n\n #arrowhead path {\n fill: ").concat(t.signalColor,";\n stroke: ").concat(t.signalColor,";\n }\n\n .sequenceNumber {\n fill: ").concat(t.sequenceNumberColor,";\n }\n\n #sequencenumber {\n fill: ").concat(t.signalColor,";\n }\n\n #crosshead path {\n fill: ").concat(t.signalColor,";\n stroke: 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").concat(t.activationBorderColor,";\n }\n\n .activation2 {\n fill: ").concat(t.activationBkgColor,";\n stroke: ").concat(t.activationBorderColor,";\n }\n\n .actorPopupMenu {\n position: absolute;\n }\n\n .actorPopupMenuPanel {\n position: absolute;\n fill: ").concat(t.actorBkg,";\n box-shadow: 0px 8px 16px 0px rgba(0,0,0,0.2);\n filter: drop-shadow(3px 5px 2px rgb(0 0 0 / 0.4));\n}\n .actor-man line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n .actor-man circle, line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n stroke-width: 2px;\n }\n")},gantt:function(t){return'\n .mermaid-main-font {\n font-family: "trebuchet ms", verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n .exclude-range {\n fill: '.concat(t.excludeBkgColor,";\n }\n\n .section {\n stroke: none;\n opacity: 0.2;\n }\n\n .section0 {\n fill: ").concat(t.sectionBkgColor,";\n }\n\n .section2 {\n fill: ").concat(t.sectionBkgColor2,";\n }\n\n .section1,\n .section3 {\n fill: ").concat(t.altSectionBkgColor,";\n opacity: 0.2;\n }\n\n .sectionTitle0 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle1 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle2 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle3 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle {\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n // text-height: 14px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n\n /* Grid and axis */\n\n .grid .tick {\n stroke: ").concat(t.gridColor,";\n opacity: 0.8;\n shape-rendering: crispEdges;\n text {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.textColor,";\n }\n }\n\n .grid path {\n stroke-width: 0;\n }\n\n\n /* Today line */\n\n .today {\n fill: none;\n stroke: ").concat(t.todayLineColor,";\n stroke-width: 2px;\n }\n\n\n /* Task styling */\n\n /* Default task */\n\n .task {\n stroke-width: 2;\n }\n\n .taskText {\n text-anchor: middle;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n\n // .taskText:not([font-size]) {\n // font-size: ").concat(t.ganttFontSize,";\n // }\n\n .taskTextOutsideRight {\n fill: ").concat(t.taskTextDarkColor,";\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n .taskTextOutsideLeft {\n fill: ").concat(t.taskTextDarkColor,";\n text-anchor: end;\n // font-size: ").concat(t.ganttFontSize,";\n }\n\n /* Special case clickable */\n .task.clickable {\n cursor: pointer;\n }\n .taskText.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n .taskTextOutsideLeft.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n .taskTextOutsideRight.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n /* Specific task settings for the sections*/\n\n .taskText0,\n .taskText1,\n .taskText2,\n .taskText3 {\n fill: ").concat(t.taskTextColor,";\n }\n\n .task0,\n .task1,\n .task2,\n .task3 {\n fill: ").concat(t.taskBkgColor,";\n stroke: ").concat(t.taskBorderColor,";\n }\n\n .taskTextOutside0,\n .taskTextOutside2\n {\n fill: ").concat(t.taskTextOutsideColor,";\n }\n\n .taskTextOutside1,\n .taskTextOutside3 {\n fill: ").concat(t.taskTextOutsideColor,";\n }\n\n\n /* Active task */\n\n .active0,\n .active1,\n .active2,\n .active3 {\n fill: ").concat(t.activeTaskBkgColor,";\n stroke: ").concat(t.activeTaskBorderColor,";\n }\n\n .activeText0,\n .activeText1,\n .activeText2,\n .activeText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Completed task */\n\n .done0,\n .done1,\n .done2,\n .done3 {\n stroke: ").concat(t.doneTaskBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneText0,\n .doneText1,\n .doneText2,\n .doneText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Tasks on the critical line */\n\n .crit0,\n .crit1,\n .crit2,\n .crit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.critBkgColor,";\n stroke-width: 2;\n }\n\n .activeCrit0,\n .activeCrit1,\n .activeCrit2,\n .activeCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.activeTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneCrit0,\n .doneCrit1,\n .doneCrit2,\n .doneCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n cursor: pointer;\n shape-rendering: crispEdges;\n }\n\n .milestone {\n transform: rotate(45deg) scale(0.8,0.8);\n }\n\n .milestoneText {\n font-style: italic;\n }\n .doneCritText0,\n .doneCritText1,\n .doneCritText2,\n .doneCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .activeCritText0,\n .activeCritText1,\n .activeCritText2,\n .activeCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .titleText {\n text-anchor: middle;\n font-size: 18px;\n fill: ").concat(t.textColor," ;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n")},classDiagram:BE,"classDiagram-v2":BE,class:BE,stateDiagram:OE,state:OE,gitGraph:function(t){return"\n .commit-id,\n .commit-msg,\n .branch-label {\n fill: lightgrey;\n color: lightgrey;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n ".concat([0,1,2,3,4,5,6,7].map((function(e){return"\n .branch-label".concat(e," { fill: ").concat(t["gitBranchLabel"+e],"; }\n .commit").concat(e," { stroke: ").concat(t["git"+e],"; fill: ").concat(t["git"+e],"; }\n .commit-highlight").concat(e," { stroke: ").concat(t["gitInv"+e],"; fill: ").concat(t["gitInv"+e],"; }\n .label").concat(e," { fill: ").concat(t["git"+e],"; }\n .arrow").concat(e," { stroke: 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}\n")},info:function(){return""},pie:function(t){return"\n .pieCircle{\n stroke: ".concat(t.pieStrokeColor,";\n stroke-width : ").concat(t.pieStrokeWidth,";\n opacity : ").concat(t.pieOpacity,";\n }\n .pieTitleText {\n text-anchor: middle;\n font-size: ").concat(t.pieTitleTextSize,";\n fill: ").concat(t.pieTitleTextColor,";\n font-family: ").concat(t.fontFamily,";\n }\n .slice {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.pieSectionTextColor,";\n font-size:").concat(t.pieSectionTextSize,";\n // fill: white;\n }\n .legend text {\n fill: ").concat(t.pieLegendTextColor,";\n font-family: ").concat(t.fontFamily,";\n font-size: ").concat(t.pieLegendTextSize,";\n }\n")},er:function(t){return"\n .entityBox {\n fill: ".concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n }\n\n .attributeBoxOdd {\n fill: #ffffff;\n stroke: ").concat(t.nodeBorder,";\n }\n\n .attributeBoxEven {\n fill: #f2f2f2;\n stroke: ").concat(t.nodeBorder,";\n }\n\n .relationshipLabelBox {\n fill: 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").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1.5px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n }\n text-align: center;\n }\n\n .cluster rect {\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n\n .task-type-0, .section-type-0 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType0):"",";\n }\n .task-type-1, .section-type-1 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType1):"",";\n }\n .task-type-2, .section-type-2 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType2):"",";\n }\n .task-type-3, .section-type-3 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType3):"",";\n }\n .task-type-4, .section-type-4 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType4):"",";\n }\n .task-type-5, .section-type-5 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType5):"",";\n }\n .task-type-6, .section-type-6 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType6):"",";\n }\n .task-type-7, .section-type-7 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType7):"",";\n }\n\n .actor-0 {\n ").concat(t.actor0?"fill: ".concat(t.actor0):"",";\n }\n .actor-1 {\n ").concat(t.actor1?"fill: ".concat(t.actor1):"",";\n }\n .actor-2 {\n ").concat(t.actor2?"fill: ".concat(t.actor2):"",";\n }\n .actor-3 {\n ").concat(t.actor3?"fill: ".concat(t.actor3):"",";\n }\n .actor-4 {\n ").concat(t.actor4?"fill: ".concat(t.actor4):"",";\n }\n .actor-5 {\n ").concat(t.actor5?"fill: ".concat(t.actor5):"",";\n }\n\n }\n")},requirement:function(t){return"\n\n marker {\n fill: ".concat(t.relationColor,";\n stroke: ").concat(t.relationColor,";\n }\n\n marker.cross {\n stroke: ").concat(t.lineColor,";\n }\n\n svg {\n font-family: ").concat(t.fontFamily,";\n font-size: ").concat(t.fontSize,";\n }\n\n .reqBox {\n fill: ").concat(t.requirementBackground,";\n fill-opacity: 100%;\n stroke: ").concat(t.requirementBorderColor,";\n stroke-width: ").concat(t.requirementBorderSize,";\n }\n \n .reqTitle, .reqLabel{\n fill: ").concat(t.requirementTextColor,";\n }\n .reqLabelBox {\n fill: ").concat(t.relationLabelBackground,";\n fill-opacity: 100%;\n }\n\n .req-title-line {\n stroke: ").concat(t.requirementBorderColor,";\n stroke-width: ").concat(t.requirementBorderSize,";\n }\n .relationshipLine {\n stroke: ").concat(t.relationColor,";\n stroke-width: 1;\n }\n .relationshipLabel {\n fill: ").concat(t.relationLabelColor,";\n }\n\n")}};function RE(t){return RE="function"==typeof Symbol&&"symbol"==typeof 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Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(hb);const Zb=wb(Xb);var Qb=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(hb);const Kb=wb(Qb);var Jb=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(hb);const t_=wb(Jb);var e_=new 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Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(hb);const p_=wb(d_);var g_=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(hb);const y_=wb(g_);var m_=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(hb);const v_=wb(m_);var b_=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(hb);const __=wb(b_);var x_=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(hb);const w_=wb(x_);function k_(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", 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i=x(t)?t:_e(t),a=x(e)?e:_e(e);return!!(this.isValid()&&i.isValid()&&a.isValid())&&("("===(r=r||"()")[0]?this.isAfter(i,n):!this.isBefore(i,n))&&(")"===r[1]?this.isBefore(a,n):!this.isAfter(a,n))},on.isSame=function(t,e){var n,r=x(t)?t:_e(t);return!(!this.isValid()||!r.isValid())&&("millisecond"===(e=I(e)||"millisecond")?this.valueOf()===r.valueOf():(n=r.valueOf(),this.clone().startOf(e).valueOf()<=n&&n<=this.clone().endOf(e).valueOf()))},on.isSameOrAfter=function(t,e){return this.isSame(t,e)||this.isAfter(t,e)},on.isSameOrBefore=function(t,e){return this.isSame(t,e)||this.isBefore(t,e)},on.isValid=function(){return g(this)},on.lang=He,on.locale=qe,on.localeData=We,on.max=we,on.min=xe,on.parsingFlags=function(){return f({},p(this))},on.set=function(t,e){if("object"==typeof t)for(var n=function(t){var e=[];for(var n in t)e.push({unit:n,priority:F[n]});return e.sort((function(t,e){return t.priority-e.priority})),e}(t=R(t)),r=0;r<n.length;r++)this[n[r].unit](t[n[r].unit]);else if(N(this[t=I(t)]))return this[t](e);return this},on.startOf=function(t){var e;if(void 0===(t=I(t))||"millisecond"===t||!this.isValid())return this;var n=this._isUTC?Ze:Xe;switch(t){case"year":e=n(this.year(),0,1);break;case"quarter":e=n(this.year(),this.month()-this.month()%3,1);break;case"month":e=n(this.year(),this.month(),1);break;case"week":e=n(this.year(),this.month(),this.date()-this.weekday());break;case"isoWeek":e=n(this.year(),this.month(),this.date()-(this.isoWeekday()-1));break;case"day":case"date":e=n(this.year(),this.month(),this.date());break;case"hour":e=this._d.valueOf(),e-=Ge(e+(this._isUTC?0:6e4*this.utcOffset()),36e5);break;case"minute":e=this._d.valueOf(),e-=Ge(e,6e4);break;case"second":e=this._d.valueOf(),e-=Ge(e,1e3)}return this._d.setTime(e),i.updateOffset(this,!0),this},on.subtract=ze,on.toArray=function(){var t=this;return[t.year(),t.month(),t.date(),t.hour(),t.minute(),t.second(),t.millisecond()]},on.toObject=function(){var t=this;return{years:t.year(),months:t.month(),date:t.date(),hours:t.hours(),minutes:t.minutes(),seconds:t.seconds(),milliseconds:t.milliseconds()}},on.toDate=function(){return new Date(this.valueOf())},on.toISOString=function(t){if(!this.isValid())return null;var e=!0!==t,n=e?this.clone().utc():this;return n.year()<0||9999<n.year()?H(n,e?"YYYYYY-MM-DD[T]HH:mm:ss.SSS[Z]":"YYYYYY-MM-DD[T]HH:mm:ss.SSSZ"):N(Date.prototype.toISOString)?e?this.toDate().toISOString():new Date(this.valueOf()+60*this.utcOffset()*1e3).toISOString().replace("Z",H(n,"Z")):H(n,e?"YYYY-MM-DD[T]HH:mm:ss.SSS[Z]":"YYYY-MM-DD[T]HH:mm:ss.SSSZ")},on.inspect=function(){if(!this.isValid())return"moment.invalid(/* "+this._i+" */)";var t="moment",e="";this.isLocal()||(t=0===this.utcOffset()?"moment.utc":"moment.parseZone",e="Z");var n="["+t+'("]',r=0<=this.year()&&this.year()<=9999?"YYYY":"YYYYYY",i=e+'[")]';return this.format(n+r+"-MM-DD[T]HH:mm:ss.SSS"+i)},on.toJSON=function(){return this.isValid()?this.toISOString():null},on.toString=function(){return this.clone().locale("en").format("ddd MMM DD YYYY HH:mm:ss [GMT]ZZ")},on.unix=function(){return Math.floor(this.valueOf()/1e3)},on.valueOf=function(){return this._d.valueOf()-6e4*(this._offset||0)},on.creationData=function(){return{input:this._i,format:this._f,locale:this._locale,isUTC:this._isUTC,strict:this._strict}},on.year=bt,on.isLeapYear=function(){return mt(this.year())},on.weekYear=function(t){return Ke.call(this,t,this.week(),this.weekday(),this.localeData()._week.dow,this.localeData()._week.doy)},on.isoWeekYear=function(t){return Ke.call(this,t,this.isoWeek(),this.isoWeekday(),1,4)},on.quarter=on.quarters=function(t){return null==t?Math.ceil((this.month()+1)/3):this.month(3*(t-1)+this.month()%3)},on.month=At,on.daysInMonth=function(){return kt(this.year(),this.month())},on.week=on.weeks=function(t){var e=this.localeData().week(this);return null==t?e:this.add(7*(t-e),"d")},on.isoWeek=on.isoWeeks=function(t){var e=It(this,1,4).week;return null==t?e:this.add(7*(t-e),"d")},on.weeksInYear=function(){var t=this.localeData()._week;return Rt(this.year(),t.dow,t.doy)},on.isoWeeksInYear=function(){return Rt(this.year(),1,4)},on.date=Je,on.day=on.days=function(t){if(!this.isValid())return null!=t?this:NaN;var e,n,r=this._isUTC?this._d.getUTCDay():this._d.getDay();return null!=t?(e=t,n=this.localeData(),t="string"!=typeof e?e:isNaN(e)?"number"==typeof(e=n.weekdaysParse(e))?e:null:parseInt(e,10),this.add(t-r,"d")):r},on.weekday=function(t){if(!this.isValid())return null!=t?this:NaN;var e=(this.day()+7-this.localeData()._week.dow)%7;return null==t?e:this.add(t-e,"d")},on.isoWeekday=function(t){if(!this.isValid())return null!=t?this:NaN;if(null==t)return this.day()||7;var e,n,r=(e=t,n=this.localeData(),"string"==typeof e?n.weekdaysParse(e)%7||7:isNaN(e)?null:e);return this.day(this.day()%7?r:r-7)},on.dayOfYear=function(t){var e=Math.round((this.clone().startOf("day")-this.clone().startOf("year"))/864e5)+1;return null==t?e:this.add(t-e,"d")},on.hour=on.hours=Xt,on.minute=on.minutes=tn,on.second=on.seconds=nn,on.millisecond=on.milliseconds=an,on.utcOffset=function(t,e,n){var r,a=this._offset||0;if(!this.isValid())return null!=t?this:NaN;if(null==t)return this._isUTC?a:Be(this);if("string"==typeof t){if(null===(t=Ne(st,t)))return this}else Math.abs(t)<16&&!n&&(t*=60);return!this._isUTC&&e&&(r=Be(this)),this._offset=t,this._isUTC=!0,null!=r&&this.add(r,"m"),a!==t&&(!e||this._changeInProgress?je(this,Re(t-a,"m"),1,!1):this._changeInProgress||(this._changeInProgress=!0,i.updateOffset(this,!0),this._changeInProgress=null)),this},on.utc=function(t){return this.utcOffset(0,t)},on.local=function(t){return this._isUTC&&(this.utcOffset(0,t),this._isUTC=!1,t&&this.subtract(Be(this),"m")),this},on.parseZone=function(){if(null!=this._tzm)this.utcOffset(this._tzm,!1,!0);else if("string"==typeof this._i){var t=Ne(ot,this._i);null!=t?this.utcOffset(t):this.utcOffset(0,!0)}return this},on.hasAlignedHourOffset=function(t){return!!this.isValid()&&(t=t?_e(t).utcOffset():0,(this.utcOffset()-t)%60==0)},on.isDST=function(){return this.utcOffset()>this.clone().month(0).utcOffset()||this.utcOffset()>this.clone().month(5).utcOffset()},on.isLocal=function(){return!!this.isValid()&&!this._isUTC},on.isUtcOffset=function(){return!!this.isValid()&&this._isUTC},on.isUtc=Le,on.isUTC=Le,on.zoneAbbr=function(){return this._isUTC?"UTC":""},on.zoneName=function(){return this._isUTC?"Coordinated Universal Time":""},on.dates=E("dates accessor is deprecated. 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t?a(this._monthsShort)?this._monthsShort[t.month()]:this._monthsShort[Tt.test(e)?"format":"standalone"][t.month()]:a(this._monthsShort)?this._monthsShort:this._monthsShort.standalone},cn.monthsParse=function(t,e,n){var r,i,a;if(this._monthsParseExact)return function(t,e,n){var r,i,a,o=t.toLocaleLowerCase();if(!this._monthsParse)for(this._monthsParse=[],this._longMonthsParse=[],this._shortMonthsParse=[],r=0;r<12;++r)a=d([2e3,r]),this._shortMonthsParse[r]=this.monthsShort(a,"").toLocaleLowerCase(),this._longMonthsParse[r]=this.months(a,"").toLocaleLowerCase();return n?"MMM"===e?-1!==(i=vt.call(this._shortMonthsParse,o))?i:null:-1!==(i=vt.call(this._longMonthsParse,o))?i:null:"MMM"===e?-1!==(i=vt.call(this._shortMonthsParse,o))||-1!==(i=vt.call(this._longMonthsParse,o))?i:null:-1!==(i=vt.call(this._longMonthsParse,o))||-1!==(i=vt.call(this._shortMonthsParse,o))?i:null}.call(this,t,e,n);for(this._monthsParse||(this._monthsParse=[],this._longMonthsParse=[],this._shortMonthsParse=[]),r=0;r<12;r++){if(i=d([2e3,r]),n&&!this._longMonthsParse[r]&&(this._longMonthsParse[r]=new RegExp("^"+this.months(i,"").replace(".","")+"$","i"),this._shortMonthsParse[r]=new RegExp("^"+this.monthsShort(i,"").replace(".","")+"$","i")),n||this._monthsParse[r]||(a="^"+this.months(i,"")+"|^"+this.monthsShort(i,""),this._monthsParse[r]=new RegExp(a.replace(".",""),"i")),n&&"MMMM"===e&&this._longMonthsParse[r].test(t))return r;if(n&&"MMM"===e&&this._shortMonthsParse[r].test(t))return r;if(!n&&this._monthsParse[r].test(t))return r}},cn.monthsRegex=function(t){return this._monthsParseExact?(h(this,"_monthsRegex")||Dt.call(this),t?this._monthsStrictRegex:this._monthsRegex):(h(this,"_monthsRegex")||(this._monthsRegex=Nt),this._monthsStrictRegex&&t?this._monthsStrictRegex:this._monthsRegex)},cn.monthsShortRegex=function(t){return this._monthsParseExact?(h(this,"_monthsRegex")||Dt.call(this),t?this._monthsShortStrictRegex:this._monthsShortRegex):(h(this,"_monthsShortRegex")||(this._monthsShortRegex=Mt),this._monthsShortStrictRegex&&t?this._monthsShortStrictRegex:this._monthsShortRegex)},cn.week=function(t){return It(t,this._week.dow,this._week.doy).week},cn.firstDayOfYear=function(){return this._week.doy},cn.firstDayOfWeek=function(){return this._week.dow},cn.weekdays=function(t,e){var 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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45:return this.begin("component_ext_queue"),console.log("begin component_ext_queue"),73;case 46:return this.begin("component_ext_db"),console.log("begin component_ext_db"),72;case 47:return this.begin("component_ext"),console.log("begin component_ext"),71;case 48:return this.begin("component_queue"),console.log("begin component_queue"),70;case 49:return this.begin("component_db"),console.log("begin component_db"),69;case 50:return this.begin("component"),console.log("begin component"),68;case 51:case 52:return this.begin("node"),console.log("begin node"),49;case 53:return this.begin("node_l"),console.log("begin node_l"),50;case 54:return this.begin("node_r"),console.log("begin node_r"),51;case 55:return this.begin("rel"),console.log("begin rel"),74;case 56:return this.begin("birel"),console.log("begin birel"),75;case 57:case 58:return this.begin("rel_u"),console.log("begin rel_u"),76;case 59:case 60:return this.begin("rel_d"),console.log("begin rel_d"),77;case 61:case 62:return this.begin("rel_l"),console.log("begin rel_l"),78;case 63:case 64:return this.begin("rel_r"),console.log("begin rel_r"),79;case 65:return this.begin("rel_b"),console.log("begin rel_b"),80;case 66:return this.begin("rel_index"),console.log("begin rel_index"),81;case 67:return this.begin("update_el_style"),console.log("begin update_el_style"),82;case 68:return this.begin("update_rel_style"),console.log("begin update_rel_style"),83;case 69:return this.begin("update_layout_config"),console.log("begin update_layout_config"),84;case 70:return"EOF_IN_STRUCT";case 71:return console.log("begin attribute with ATTRIBUTE_EMPTY"),this.begin("attribute"),"ATTRIBUTE_EMPTY";case 72:console.log("begin attribute"),this.begin("attribute");break;case 73:console.log("STOP attribute"),this.popState(),console.log("STOP diagram"),this.popState();break;case 74:return console.log(",,"),90;case 75:console.log(",");break;case 76:return console.log("ATTRIBUTE_EMPTY"),90;case 77:console.log("begin string"),this.begin("string");break;case 78:console.log("STOP string"),this.popState();break;case 79:return console.log("STR"),"STR";case 80:console.log("begin string_kv"),this.begin("string_kv");break;case 81:return console.log("STR_KEY"),this.begin("string_kv_key"),"STR_KEY";case 82:console.log("begin string_kv_value"),this.popState(),this.begin("string_kv_value");break;case 83:return console.log("STR_VALUE"),"STR_VALUE";case 84:console.log("STOP string_kv_value"),this.popState(),this.popState();break;case 85:return console.log("not STR"),"STR";case 86:return console.log("begin boundary block"),"LBRACE";case 87:return console.log("STOP boundary block"),"RBRACE";case 88:return"SPACE";case 89:return"EOL";case 90:return 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mt(){this.yy={}}return gt.lexer=yt,mt.prototype=gt,gt.Parser=mt,new mt}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(555).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},1362:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return 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40:r.addClass(a[s-5]),r.setCssClass(a[s-5],a[s-3]),r.addMembers(a[s-5],a[s-1]);break;case 41:r.addAnnotation(a[s],a[s-2]);break;case 42:this.$=[a[s]];break;case 43:a[s].push(a[s-1]),this.$=a[s];break;case 44:case 46:case 47:break;case 45:r.addMember(a[s-1],r.cleanupLabel(a[s]));break;case 48:this.$={id1:a[s-2],id2:a[s],relation:a[s-1],relationTitle1:"none",relationTitle2:"none"};break;case 49:this.$={id1:a[s-3],id2:a[s],relation:a[s-1],relationTitle1:a[s-2],relationTitle2:"none"};break;case 50:this.$={id1:a[s-3],id2:a[s],relation:a[s-2],relationTitle1:"none",relationTitle2:a[s-1]};break;case 51:this.$={id1:a[s-4],id2:a[s],relation:a[s-2],relationTitle1:a[s-3],relationTitle2:a[s-1]};break;case 52:this.$={type1:a[s-2],type2:a[s],lineType:a[s-1]};break;case 53:this.$={type1:"none",type2:a[s],lineType:a[s-1]};break;case 54:this.$={type1:a[s-1],type2:"none",lineType:a[s]};break;case 55:this.$={type1:"none",type2:"none",lineType:a[s]};break;case 56:this.$=r.relationType.AGGREGATION;break;case 57:this.$=r.relationType.EXTENSION;break;case 58:this.$=r.relationType.COMPOSITION;break;case 59:this.$=r.relationType.DEPENDENCY;break;case 60:this.$=r.lineType.LINE;break;case 61:this.$=r.lineType.DOTTED_LINE;break;case 62:case 68:this.$=a[s-2],r.setClickEvent(a[s-1],a[s]);break;case 63:case 69:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 64:case 72:this.$=a[s-2],r.setLink(a[s-1],a[s]);break;case 65:case 73:this.$=a[s-3],r.setLink(a[s-2],a[s-1],a[s]);break;case 66:case 74:this.$=a[s-3],r.setLink(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 67:case 75:this.$=a[s-4],r.setLink(a[s-3],a[s-2],a[s]),r.setTooltip(a[s-3],a[s-1]);break;case 70:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 71:this.$=a[s-4],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setTooltip(a[s-3],a[s]);break;case 76:r.setCssClass(a[s-1],a[s])}},table:[{3:1,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[3]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{3:14,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[2,9]},t(c,[2,5]),t(c,[2,6]),t(c,[2,7]),t(c,[2,8]),{14:15,20:[1,16]},{16:[1,17]},{20:[2,12]},{1:[2,4]},{15:18,17:[1,19],22:l},t([17,22],[2,13]),{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:21,26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:k,85:w,86:T},{16:[1,49]},{18:50,21:[1,51]},{16:[2,15]},{25:[1,52]},{16:[1,53],25:[2,17]},t(E,[2,25],{32:[1,54]}),t(E,[2,27]),t(E,[2,28]),t(E,[2,29]),t(E,[2,30]),t(E,[2,31]),t(E,[2,32]),t(E,[2,33]),{39:[1,55]},{41:[1,56]},t(E,[2,36]),t(E,[2,44],{52:57,54:60,55:61,32:[1,59],53:[1,58],56:C,57:S,58:A,59:M,60:N,61:D}),{27:68,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,46]),t(E,[2,47]),{28:69,83:x,84:k,85:w},{27:70,28:43,29:44,83:x,84:k,85:w,86:T},{27:71,28:43,29:44,83:x,84:k,85:w,86:T},{27:72,28:43,29:44,83:x,84:k,85:w,86:T},{53:[1,73]},t(O,[2,20],{28:43,29:44,27:74,30:[1,75],83:x,84:k,85:w,86:T}),t(O,[2,21],{30:[1,76]}),t(B,[2,90]),t(B,[2,91]),t(B,[2,92]),t([16,25,30,32,44,45,53,56,57,58,59,60,61,66,68],[2,93]),t(L,[2,10]),{15:77,22:l},{22:[2,14]},{1:[2,16]},{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:78,25:[2,18],26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:k,85:w,86:T},t(E,[2,26]),t(E,[2,34]),t(E,[2,35]),{27:79,28:43,29:44,53:[1,80],83:x,84:k,85:w,86:T},{52:81,54:60,55:61,56:C,57:S,58:A,59:M,60:N,61:D},t(E,[2,45]),{55:82,60:N,61:D},t(I,[2,55],{54:83,56:C,57:S,58:A,59:M}),t(F,[2,56]),t(F,[2,57]),t(F,[2,58]),t(F,[2,59]),t(R,[2,60]),t(R,[2,61]),t(E,[2,37],{44:[1,84],45:[1,85]}),{49:[1,86]},{53:[1,87]},{53:[1,88]},{66:[1,89],68:[1,90]},{28:91,83:x,84:k,85:w},t(O,[2,22]),t(O,[2,23]),t(O,[2,24]),{16:[1,92]},{25:[2,19]},t(P,[2,48]),{27:93,28:43,29:44,83:x,84:k,85:w,86:T},{27:94,28:43,29:44,53:[1,95],83:x,84:k,85:w,86:T},t(I,[2,54],{54:96,56:C,57:S,58:A,59:M}),t(I,[2,53]),{28:97,83:x,84:k,85:w},{46:98,50:j},{27:100,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,62],{53:[1,101]}),t(E,[2,64],{53:[1,103],64:[1,102]}),t(E,[2,68],{53:[1,104],67:[1,105]}),t(E,[2,72],{53:[1,107],64:[1,106]}),t(E,[2,76]),t(L,[2,11]),t(P,[2,50]),t(P,[2,49]),{27:108,28:43,29:44,83:x,84:k,85:w,86:T},t(I,[2,52]),t(E,[2,38],{45:[1,109]}),{47:[1,110]},{46:111,47:[2,42],50:j},t(E,[2,41]),t(E,[2,63]),t(E,[2,65]),t(E,[2,66],{64:[1,112]}),t(E,[2,69]),t(E,[2,70],{53:[1,113]}),t(E,[2,73]),t(E,[2,74],{64:[1,114]}),t(P,[2,51]),{46:115,50:j},t(E,[2,39]),{47:[2,43]},t(E,[2,67]),t(E,[2,71]),t(E,[2,75]),{47:[1,116]},t(E,[2,40])],defaultActions:{2:[2,1],3:[2,2],4:[2,3],6:[2,9],13:[2,12],14:[2,4],20:[2,15],51:[2,14],52:[2,16],78:[2,19],111:[2,43]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),19;case 1:return 8;case 2:return 9;case 3:return 10;case 4:return 11;case 5:return this.begin("type_directive"),20;case 6:return this.popState(),this.begin("arg_directive"),17;case 7:return this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 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U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,49],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],l=[1,24],u=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[6,9,11,15,20,23,25,27,29,30,42,43,44,45,49],g=[1,45],y=[30,46,47],m=[4,6,9,11,23,25,27,29,30,49],v=[42,43,44,45],b=[22,37],_=[1,64],x={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,".":31,attribute:32,attributeType:33,attributeName:34,attributeKeyType:35,attributeComment:36,ATTRIBUTE_WORD:37,ATTRIBUTE_KEY:38,COMMENT:39,cardinality:40,relType:41,ZERO_OR_ONE:42,ZERO_OR_MORE:43,ONE_OR_MORE:44,ONLY_ONE:45,NON_IDENTIFYING:46,IDENTIFYING:47,WORD:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",31:".",37:"ATTRIBUTE_WORD",38:"ATTRIBUTE_KEY",39:"COMMENT",42:"ZERO_OR_ONE",43:"ZERO_OR_MORE",44:"ONE_OR_MORE",45:"ONLY_ONE",46:"NON_IDENTIFYING",47:"IDENTIFYING",48:"WORD",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[17,3],[21,1],[21,2],[32,2],[32,3],[32,3],[32,4],[33,1],[34,1],[35,1],[36,1],[18,3],[40,1],[40,1],[40,1],[40,1],[41,1],[41,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var 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27:this.$={attributeType:a[s-3],attributeName:a[s-2],attributeKeyType:a[s-1],attributeComment:a[s]};break;case 31:case 39:this.$=a[s].replace(/"/g,"");break;case 32:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 33:this.$=r.Cardinality.ZERO_OR_ONE;break;case 34:this.$=r.Cardinality.ZERO_OR_MORE;break;case 35:this.$=r.Cardinality.ONE_OR_MORE;break;case 36:this.$=r.Cardinality.ONLY_ONE;break;case 37:this.$=r.Identification.NON_IDENTIFYING;break;case 38:this.$=r.Identification.IDENTIFYING;break;case 41:r.parseDirective("%%{","open_directive");break;case 42:r.parseDirective(a[s],"type_directive");break;case 43:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 44:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,49:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,49:n},{13:8,50:[1,9]},{50:[2,41]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},{1:[2,2]},{14:22,15:[1,23],52:l},t([15,52],[2,42]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,40:28,20:[1,27],42:u,43:h,44:f,45:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t(p,[2,20],{31:[1,36]}),{11:[1,37]},{16:38,51:[1,39]},{11:[2,44]},t(r,[2,5]),{17:40,30:c},{21:41,22:[1,42],32:43,33:44,37:g},{41:46,46:[1,47],47:[1,48]},t(y,[2,33]),t(y,[2,34]),t(y,[2,35]),t(y,[2,36]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),{17:49,30:c},t(m,[2,9]),{14:50,52:l},{52:[2,43]},{15:[1,51]},{22:[1,52]},t(r,[2,14]),{21:53,22:[2,22],32:43,33:44,37:g},{34:54,37:[1,55]},{37:[2,28]},{40:56,42:u,43:h,44:f,45:d},t(v,[2,37]),t(v,[2,38]),t(p,[2,21]),{11:[1,57]},{19:58,30:[1,60],48:[1,59]},t(r,[2,13]),{22:[2,23]},t(b,[2,24],{35:61,36:62,38:[1,63],39:_}),t([22,37,38,39],[2,29]),{30:[2,32]},t(m,[2,10]),t(r,[2,12]),t(r,[2,39]),t(r,[2,40]),t(b,[2,25],{36:65,39:_}),t(b,[2,26]),t([22,37,39],[2,30]),t(b,[2,31]),t(b,[2,27])],defaultActions:{5:[2,41],7:[2,2],24:[2,44],39:[2,43],45:[2,28],53:[2,23],56:[2,32]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},k={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),49;case 8:return this.begin("type_directive"),50;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),52;case 11:return 51;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 48;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 38;case 22:return 37;case 23:return 39;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 42;case 28:case 32:return 43;case 29:case 33:return 44;case 30:return 45;case 34:case 36:case 37:return 46;case 35:return 47;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:\b((?:PK)|(?:FK))\b)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 52:case 53:return this.popState(),26;case 54:return 118;case 55:return 119;case 56:return 120;case 57:return 121;case 58:return 105;case 59:return 111;case 60:return 53;case 61:return 67;case 62:return 52;case 63:return 20;case 64:return 106;case 65:return 126;case 66:case 67:case 68:return 82;case 69:case 70:case 71:return 81;case 72:return 59;case 73:return 60;case 74:return 61;case 75:return 62;case 76:return 63;case 77:return 64;case 78:return 65;case 79:return 69;case 80:return 70;case 81:return 55;case 82:return 56;case 83:return 109;case 84:return 112;case 85:return 127;case 86:return 124;case 87:return 113;case 88:case 89:return 125;case 90:return 114;case 91:return 73;case 92:return 92;case 93:return"SEP";case 94:return 91;case 95:return 66;case 96:return 75;case 97:return 74;case 98:return 77;case 99:return 76;case 100:return 122;case 101:return 123;case 102:return 68;case 103:return 57;case 104:return 58;case 105:return 40;case 106:return 41;case 107:return 71;case 108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],v=[1,33],b=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:v},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(b,[2,24]),{31:46,42:v},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(b,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". 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41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function k(){this.yy={}}return _.lexer=x,k.prototype=_,_.Parser=k,new k}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,20,22,24,25,27,29,32,35,37,49,53],l=[8,14,20,22,24,25,27,29,32,35,37],u=[8,13,14,20,22,24,25,27,29,32,35,37],h=[1,26],f=[6,8,14,49,53],d=[8,14,53],p=[1,64],g=[1,65],y=[1,66],m=[8,14,33,36,41,53],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,cherryPickStatement:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,branchStatement:26,CHECKOUT:27,ID:28,BRANCH:29,ORDER:30,NUM:31,CHERRY_PICK:32,COMMIT_ID:33,STR:34,MERGE:35,COMMIT_TAG:36,COMMIT:37,commit_arg:38,COMMIT_TYPE:39,commitType:40,COMMIT_MSG:41,NORMAL:42,REVERSE:43,HIGHLIGHT:44,openDirective:45,typeDirective:46,closeDirective:47,argDirective:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,";":53,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"CHECKOUT",28:"ID",29:"BRANCH",30:"ORDER",31:"NUM",32:"CHERRY_PICK",33:"COMMIT_ID",34:"STR",35:"MERGE",36:"COMMIT_TAG",37:"COMMIT",39:"COMMIT_TYPE",41:"COMMIT_MSG",42:"NORMAL",43:"REVERSE",44:"HIGHLIGHT",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive",53:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[26,2],[26,4],[19,3],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[38,0],[38,1],[40,1],[40,1],[40,1],[5,3],[5,5],[45,1],[46,1],[48,1],[47,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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35:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 36:r.commit("",a[s-2],a[s],"");break;case 37:r.commit("",a[s],a[s-2],"");break;case 38:r.commit("",a[s-4],a[s-2],a[s]);break;case 39:r.commit("",a[s-4],a[s],a[s-2]);break;case 40:r.commit("",a[s-2],a[s-4],a[s]);break;case 41:r.commit("",a[s],a[s-4],a[s-2]);break;case 42:r.commit("",a[s],a[s-2],a[s-4]);break;case 43:r.commit("",a[s-2],a[s],a[s-4]);break;case 44:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 45:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 46:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 47:r.commit(a[s-2],"",a[s],"");break;case 48:r.commit(a[s],"",a[s-2],"");break;case 49:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 50:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 51:r.commit(a[s-4],"",a[s-2],a[s]);break;case 52:r.commit(a[s-4],"",a[s],a[s-2]);break;case 53:r.commit(a[s-2],"",a[s-4],a[s]);break;case 54:r.commit(a[s],"",a[s-4],a[s-2]);break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},b={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),49;case 1:return this.begin("type_directive"),50;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),52;case 4:return 51;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 35:case 38:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 37;case 18:return 33;case 19:return 39;case 20:return 41;case 21:return 42;case 22:return 43;case 23:return 44;case 24:return 36;case 25:return 29;case 26:return 30;case 27:return 35;case 28:return 32;case 29:return 27;case 30:case 31:return 10;case 32:return 9;case 33:return"CARET";case 34:this.begin("options");break;case 36:return 13;case 37:this.begin("string");break;case 39:return 34;case 40:return 31;case 41:return 28;case 42:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:cherry-pick\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[35,36],inclusive:!1},string:{rules:[38,39],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,37,40,41,42],inclusive:!0}}};function _(){this.yy={}}return v.lexer=b,_.prototype=v,v.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],l=[26,27,28],u=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],v=[6,26,27,28,29],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setDiagramTitle(this.$);break;case 11:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(l,u,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(l,[2,13]),t(l,[2,14]),t(l,[2,15]),t(l,u,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(v,[2,16]),{25:34,31:[1,35]},t(v,[2,24]),t(o,[2,7]),t(l,[2,9]),t(l,[2,10]),t(l,[2,11]),t(l,[2,12]),{23:36,32:m},{32:[2,23]},t(v,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return b.lexer=_,x.prototype=b,b.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],l=[1,26],u=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],v=[1,36],b=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],k=[1,57],w=[1,58],T=[1,59],E=[1,60],C=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],O=[1,72],B=[1,73],L=[1,75],I=[1,79],F=[1,80],R=[1,77],P=[1,78],j=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],z={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 52:this.$=r.Relationships.TRACES}},table:[{3:1,4:2,6:e,9:4,14:n,16:r,18:i,19:a},{1:[3]},{3:10,4:2,5:[1,9],6:e,9:4,14:n,16:r,18:i,19:a},{5:[1,11]},{10:12,20:[1,13]},{15:[1,14]},{17:[1,15]},t(o,[2,8]),{20:[2,9]},{3:16,4:2,6:e,9:4,14:n,16:r,18:i,19:a},{1:[2,2]},{4:21,5:s,7:17,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{11:34,12:[1,35],22:v},t([12,22],[2,10]),t(o,[2,6]),t(o,[2,7]),{1:[2,1]},{8:[1,37]},{4:21,5:s,7:38,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:39,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:40,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:41,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:42,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{27:43,71:[1,44],72:[1,45]},{54:46,71:[1,47],72:[1,48]},{60:[1,49],62:[1,50]},t(b,[2,26]),t(b,[2,27]),t(b,[2,28]),t(b,[2,29]),t(b,[2,30]),t(b,[2,31]),t(_,[2,55]),t(_,[2,56]),t(o,[2,4]),{13:51,21:[1,52]},t(o,[2,12]),{1:[2,3]},{8:[2,14]},{8:[2,15]},{8:[2,16]},{8:[2,17]},{8:[2,18]},{28:[1,53]},{28:[2,53]},{28:[2,54]},{28:[1,54]},{28:[2,59]},{28:[2,60]},{61:55,64:x,65:k,66:w,67:T,68:E,69:C,70:S},{61:63,64:x,65:k,66:w,67:T,68:E,69:C,70:S},{11:64,22:v},{22:[2,11]},{5:[1,65]},{5:[1,66]},{62:[1,67]},t(A,[2,46]),t(A,[2,47]),t(A,[2,48]),t(A,[2,49]),t(A,[2,50]),t(A,[2,51]),t(A,[2,52]),{63:[1,68]},t(o,[2,5]),{5:M,29:69,30:N,33:D,35:O,37:B,39:L},{5:I,39:F,55:76,56:R,58:P},{32:81,71:y,72:m},{32:82,71:y,72:m},t(j,[2,19]),{31:[1,83]},{31:[1,84]},{31:[1,85]},{31:[1,86]},{5:M,29:87,30:N,33:D,35:O,37:B,39:L},t(j,[2,25]),t(j,[2,39]),{31:[1,88]},{31:[1,89]},{5:I,39:F,55:90,56:R,58:P},t(j,[2,43]),t(j,[2,44]),t(j,[2,45]),{32:91,71:y,72:m},{34:92,71:[1,93],72:[1,94]},{36:95,46:[1,96],47:[1,97],48:[1,98]},{38:99,49:[1,100],50:[1,101],51:[1,102],52:[1,103]},t(j,[2,24]),{57:104,71:[1,105],72:[1,106]},{59:107,71:[1,108],72:[1,109]},t(j,[2,42]),{5:[1,110]},{5:[1,111]},{5:[2,57]},{5:[2,58]},{5:[1,112]},{5:[2,32]},{5:[2,33]},{5:[2,34]},{5:[1,113]},{5:[2,35]},{5:[2,36]},{5:[2,37]},{5:[2,38]},{5:[1,114]},{5:[2,61]},{5:[2,62]},{5:[1,115]},{5:[2,63]},{5:[2,64]},{5:M,29:116,30:N,33:D,35:O,37:B,39:L},{5:M,29:117,30:N,33:D,35:O,37:B,39:L},{5:M,29:118,30:N,33:D,35:O,37:B,39:L},{5:M,29:119,30:N,33:D,35:O,37:B,39:L},{5:I,39:F,55:120,56:R,58:P},{5:I,39:F,55:121,56:R,58:P},t(j,[2,20]),t(j,[2,21]),t(j,[2,22]),t(j,[2,23]),t(j,[2,40]),t(j,[2,41])],defaultActions:{8:[2,9],10:[2,2],16:[2,1],37:[2,3],38:[2,14],39:[2,15],40:[2,16],41:[2,17],42:[2,18],44:[2,53],45:[2,54],47:[2,59],48:[2,60],52:[2,11],93:[2,57],94:[2,58],96:[2,32],97:[2,33],98:[2,34],100:[2,35],101:[2,36],102:[2,37],103:[2,38],105:[2,61],106:[2,62],108:[2,63],109:[2,64]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". 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21;case 5:return"title";case 6:return this.begin("acc_title"),14;case 7:return this.popState(),"acc_title_value";case 8:return this.begin("acc_descr"),16;case 9:return this.popState(),"acc_descr_value";case 10:this.begin("acc_descr_multiline");break;case 11:case 53:this.popState();break;case 12:return"acc_descr_multiline_value";case 13:return 5;case 14:case 15:case 16:break;case 17:return 8;case 18:return 6;case 19:return 28;case 20:return 39;case 21:return 31;case 22:return 30;case 23:return 33;case 24:return 35;case 25:return 37;case 26:return 40;case 27:return 41;case 28:return 42;case 29:return 43;case 30:return 44;case 31:return 45;case 32:return 46;case 33:return 47;case 34:return 48;case 35:return 49;case 36:return 50;case 37:return 51;case 38:return 52;case 39:return 53;case 40:return 64;case 41:return 65;case 42:return 66;case 43:return 67;case 44:return 68;case 45:return 69;case 46:return 70;case 47:return 56;case 48:return 58;case 49:return 60;case 50:return 63;case 51:return 62;case 52:this.begin("string");break;case 54:return"qString";case 55:return e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],l=[1,19],u=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],v=[1,34],b=[1,35],_=[1,36],x=[1,37],k=[1,38],w=[1,39],T=[1,40],E=[1,43],C=[1,44],S=[1,45],A=[1,46],M=[1,47],N=[1,48],D=[1,51],O=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,53,58,59,60,61,69,79],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,52,53,58,59,60,61,69,79],I=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,51,53,58,59,60,61,69,79],F=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,53,58,59,60,61,69,79],R=[67,68,69],P=[1,121],j=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],z={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,critical:47,option_sections:48,break:49,option:50,and:51,else:52,note:53,placement:54,text2:55,over:56,actor_pair:57,links:58,link:59,properties:60,details:61,spaceList:62,",":63,left_of:64,right_of:65,signaltype:66,"+":67,"-":68,ACTOR:69,SOLID_OPEN_ARROW:70,DOTTED_OPEN_ARROW:71,SOLID_ARROW:72,DOTTED_ARROW:73,SOLID_CROSS:74,DOTTED_CROSS:75,SOLID_POINT:76,DOTTED_POINT:77,TXT:78,open_directive:79,type_directive:80,arg_directive:81,close_directive:82,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"critical",49:"break",50:"option",51:"and",52:"else",53:"note",56:"over",58:"links",59:"link",60:"properties",61:"details",63:",",64:"left_of",65:"right_of",67:"+",68:"-",69:"ACTOR",70:"SOLID_OPEN_ARROW",71:"DOTTED_OPEN_ARROW",72:"SOLID_ARROW",73:"DOTTED_ARROW",74:"SOLID_CROSS",75:"DOTTED_CROSS",76:"SOLID_POINT",77:"DOTTED_POINT",78:"TXT",79:"open_directive",80:"type_directive",81:"arg_directive",82:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[48,1],[48,4],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[62,2],[62,1],[57,3],[57,1],[54,1],[54,1],[21,5],[21,5],[21,4],[17,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[55,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 56:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 38:a[s-1].unshift({type:"criticalStart",criticalText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.CRITICAL_START}),a[s-1].push({type:"criticalEnd",signalType:r.LINETYPE.CRITICAL_END}),this.$=a[s-1];break;case 39:a[s-1].unshift({type:"breakStart",breakText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_START}),a[s-1].push({type:"breakEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_END}),this.$=a[s-1];break;case 42:this.$=a[s-3].concat([{type:"option",optionText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.CRITICAL_OPTION},a[s]]);break;case 44:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 46:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 47:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 48:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 49:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 50:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 52:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 55:this.$=[a[s-2],a[s]];break;case 57:this.$=r.PLACEMENT.LEFTOF;break;case 58:this.$=r.PLACEMENT.RIGHTOF;break;case 59:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 60:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 61:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 62:this.$={type:"addParticipant",actor:a[s]};break;case 63:this.$=r.LINETYPE.SOLID_OPEN;break;case 64:this.$=r.LINETYPE.DOTTED_OPEN;break;case 65:this.$=r.LINETYPE.SOLID;break;case 66:this.$=r.LINETYPE.DOTTED;break;case 67:this.$=r.LINETYPE.SOLID_CROSS;break;case 68:this.$=r.LINETYPE.DOTTED_CROSS;break;case 69:this.$=r.LINETYPE.SOLID_POINT;break;case 70:this.$=r.LINETYPE.DOTTED_POINT;break;case 71:this.$=r.parseMessage(a[s].trim().substring(1));break;case 72:r.parseDirective("%%{","open_directive");break;case 73:r.parseDirective(a[s],"type_directive");break;case 74:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 75:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,79:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,79:i},{3:9,4:e,5:n,6:4,7:r,11:6,79:i},{3:10,4:e,5:n,6:4,7:r,11:6,79:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,47,49,53,58,59,60,61,69,79],a,{8:11}),{12:12,80:[1,13]},{80:[2,72]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{13:49,14:[1,50],82:D},t([14,82],[2,73]),t(O,[2,6]),{6:41,10:52,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},t(O,[2,8]),t(O,[2,9]),{17:53,69:N},{17:54,69:N},{5:[1,55]},{5:[1,58],23:[1,56],24:[1,57]},{17:59,69:N},{17:60,69:N},{5:[1,61]},{5:[1,62]},{5:[1,63]},{5:[1,64]},{5:[1,65]},t(O,[2,28]),t(O,[2,29]),{35:[1,66]},{37:[1,67]},t(O,[2,32]),{19:[1,68]},{19:[1,69]},{19:[1,70]},{19:[1,71]},{19:[1,72]},{19:[1,73]},{19:[1,74]},t(O,[2,40]),{66:75,70:[1,76],71:[1,77],72:[1,78],73:[1,79],74:[1,80],75:[1,81],76:[1,82],77:[1,83]},{54:84,56:[1,85],64:[1,86],65:[1,87]},{17:88,69:N},{17:89,69:N},{17:90,69:N},{17:91,69:N},t([5,18,63,70,71,72,73,74,75,76,77,78],[2,62]),{5:[1,92]},{15:93,81:[1,94]},{5:[2,75]},t(O,[2,7]),{5:[1,96],18:[1,95]},{5:[1,98],18:[1,97]},t(O,[2,16]),{5:[1,100],23:[1,99]},{5:[1,101]},t(O,[2,20]),{5:[1,102]},{5:[1,103]},t(O,[2,23]),t(O,[2,24]),t(O,[2,25]),t(O,[2,26]),t(O,[2,27]),t(O,[2,30]),t(O,[2,31]),t(B,a,{8:104}),t(B,a,{8:105}),t(B,a,{8:106}),t(L,a,{44:107,8:108}),t(I,a,{46:109,8:110}),t(F,a,{48:111,8:112}),t(B,a,{8:113}),{17:116,67:[1,114],68:[1,115],69:N},t(R,[2,63]),t(R,[2,64]),t(R,[2,65]),t(R,[2,66]),t(R,[2,67]),t(R,[2,68]),t(R,[2,69]),t(R,[2,70]),{17:117,69:N},{17:119,57:118,69:N},{69:[2,57]},{69:[2,58]},{55:120,78:P},{55:122,78:P},{55:123,78:P},{55:124,78:P},t(j,[2,10]),{13:125,82:D},{82:[2,74]},{19:[1,126]},t(O,[2,13]),{19:[1,127]},t(O,[2,15]),{5:[1,128]},t(O,[2,18]),t(O,[2,19]),t(O,[2,21]),t(O,[2,22]),{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,129],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,130],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,131],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,132]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,45],41:b,42:_,43:x,45:k,47:w,49:T,52:[1,133],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,134]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,43],41:b,42:_,43:x,45:k,47:w,49:T,51:[1,135],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,136]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,41],41:b,42:_,43:x,45:k,47:w,49:T,50:[1,137],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,138],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{17:139,69:N},{17:140,69:N},{55:141,78:P},{55:142,78:P},{55:143,78:P},{63:[1,144],78:[2,56]},{5:[2,49]},{5:[2,71]},{5:[2,50]},{5:[2,51]},{5:[2,52]},{5:[1,145]},{5:[1,146]},{5:[1,147]},t(O,[2,17]),t(O,[2,33]),t(O,[2,34]),t(O,[2,35]),t(O,[2,36]),{19:[1,148]},t(O,[2,37]),{19:[1,149]},t(O,[2,38]),{19:[1,150]},t(O,[2,39]),{55:151,78:P},{55:152,78:P},{5:[2,61]},{5:[2,47]},{5:[2,48]},{17:153,69:N},t(j,[2,11]),t(O,[2,12]),t(O,[2,14]),t(L,a,{8:108,44:154}),t(I,a,{8:110,46:155}),t(F,a,{8:112,48:156}),{5:[2,59]},{5:[2,60]},{78:[2,55]},{40:[2,46]},{40:[2,44]},{40:[2,42]}],defaultActions:{7:[2,72],8:[2,1],9:[2,2],10:[2,3],51:[2,75],86:[2,57],87:[2,58],94:[2,74],120:[2,49],121:[2,71],122:[2,50],123:[2,51],124:[2,52],141:[2,61],142:[2,47],143:[2,48],151:[2,59],152:[2,60],153:[2,55],154:[2,46],155:[2,44],156:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),79;case 1:return this.begin("type_directive"),80;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),82;case 4:return 81;case 5:case 52:case 65:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),69;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),52;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),51;case 24:return this.begin("LINE"),47;case 25:return this.begin("LINE"),50;case 26:return this.begin("LINE"),49;case 27:return this.popState(),19;case 28:return 40;case 29:return 64;case 30:return 65;case 31:return 58;case 32:return 59;case 33:return 60;case 34:return 61;case 35:return 56;case 36:return 53;case 37:return this.begin("ID"),25;case 38:return this.begin("ID"),26;case 39:return 32;case 40:return 33;case 41:return this.begin("acc_title"),34;case 42:return this.popState(),"acc_title_value";case 43:return this.begin("acc_descr"),36;case 44:return this.popState(),"acc_descr_value";case 45:this.begin("acc_descr_multiline");break;case 46:this.popState();break;case 47:return"acc_descr_multiline_value";case 48:return 7;case 49:return 22;case 50:return 24;case 51:return 63;case 53:return e.yytext=e.yytext.trim(),69;case 54:return 72;case 55:return 73;case 56:return 70;case 57:return 71;case 58:return 74;case 59:return 75;case 60:return 76;case 61:return 77;case 62:return 78;case 63:return 67;case 64:return 68;case 66:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:critical\b)/i,/^(?:option\b)/i,/^(?:break\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[46,47],inclusive:!1},acc_descr:{rules:[44],inclusive:!1},acc_title:{rules:[42],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,27],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,24,25,26,28,29,30,31,32,33,34,35,36,37,38,39,40,41,43,45,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],v=[1,30],b=[1,31],_=[1,32],x=[1,35],k=[1,36],w=[1,37],T=[1,38],E=[1,34],C=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],l=a[s-2].trim();if(a[s].match(":")){var u=a[s].split(":");c=u[0],l=[l,u[1]]}this.$={stmt:"state",id:c,type:"default",description:l};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},{38:39,39:[1,40],53:C},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:E},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:C},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},O={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<<fork>>)/i,/^(?:.*<<join>>)/i,/^(?:.*<<choice>>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function B(){this.yy={}}return D.lexer=O,B.prototype=D,D.Parser=B,new B}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 11:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 12:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 13:case 14:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 15:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 16:r.addTask(a[s-1],a[s]),this.$="task";break;case 18:r.parseDirective("%%{","open_directive");break;case 19:r.parseDirective(a[s],"type_directive");break;case 20:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},{1:[2,2]},{14:22,15:[1,23],29:u},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:u},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},d={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),26;case 1:return this.begin("type_directive"),27;case 2:return this.popState(),this.begin("arg_directive"),15;case 3:return this.popState(),this.popState(),29;case 4:return 28;case 5:case 6:case 8:case 9:break;case 7:return 11;case 10:return 4;case 11:return 17;case 12:return this.begin("acc_title"),18;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),20;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:return 23;case 20:return 24;case 21:return 25;case 22:return 15;case 23:return 6;case 24:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:journey\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{open_directive:{rules:[1],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,11,12,14,16,19,20,21,22,23,24],inclusive:!0}}};function p(){this.yy={}}return f.lexer=d,p.prototype=f,f.Parser=p,new p}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return 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${lt.lang.round(r)})`}},bt=vt,_t={format:{keyword:mt,hex:dt,rgb:bt,rgba:bt,hsl:gt,hsla:gt},parse:t=>{if("string"!=typeof t)return t;const e=dt.parse(t)||bt.parse(t)||gt.parse(t)||mt.parse(t);if(e)return e;throw new Error(`Unsupported color format: "${t}"`)},stringify:t=>!t.changed&&t.color?t.color:t.type.is(2)||void 0===t.data.r?gt.stringify(t):t.a<1||!Number.isInteger(t.r)||!Number.isInteger(t.g)||!Number.isInteger(t.b)?bt.stringify(t):dt.stringify(t)},xt=(t,e)=>{const n=_t.parse(t);for(const t in e)n[t]=lt.channel.clamp[t](e[t]);return _t.stringify(n)},kt=(t,e)=>{const n=_t.parse(t),r={};for(const t in e)e[t]&&(r[t]=n[t]+e[t]);return xt(t,r)},wt=(t,e,n=0,r=1)=>{if("number"!=typeof t)return xt(t,{a:e});const i=ht.set({r:lt.channel.clamp.r(t),g:lt.channel.clamp.g(e),b:lt.channel.clamp.b(n),a:lt.channel.clamp.a(r)});return _t.stringify(i)},Tt=(t,e=100)=>{const n=_t.parse(t);return n.r=255-n.r,n.g=255-n.g,n.b=255-n.b,((t,e,n=50)=>{const{r,g:i,b:a,a:o}=_t.parse(t),{r:s,g:c,b:l,a:u}=_t.parse(e),h=n/100,f=2*h-1,d=o-u,p=((f*d==-1?f:(f+d)/(1+f*d))+1)/2,g=1-p;return wt(r*p+s*g,i*p+c*g,a*p+l*g,o*h+u*(1-h))})(n,t,e)},Et=(t,e,n)=>{const r=_t.parse(t),i=r[e],a=lt.channel.clamp[e](i+n);return i!==a&&(r[e]=a),_t.stringify(r)},Ct=(t,e)=>Et(t,"l",-e),St=(t,e)=>Et(t,"l",e);var At=function(t,e){return kt(t,e?{s:-40,l:10}:{s:-40,l:-10})};function Mt(t){return Mt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Mt(t)}function Nt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Dt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.darkMode=!1,this.primaryColor="#fff4dd",this.noteBkgColor="#fff5ad",this.noteTextColor="#333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.primaryTextColor=this.primaryTextColor||(this.darkMode?"#eee":"#333"),this.secondaryColor=this.secondaryColor||kt(this.primaryColor,{h:-120}),this.tertiaryColor=this.tertiaryColor||kt(this.primaryColor,{h:180,l:5}),this.primaryBorderColor=this.primaryBorderColor||At(this.primaryColor,this.darkMode),this.secondaryBorderColor=this.secondaryBorderColor||At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=this.tertiaryBorderColor||At(this.tertiaryColor,this.darkMode),this.noteBorderColor=this.noteBorderColor||At(this.noteBkgColor,this.darkMode),this.noteBkgColor=this.noteBkgColor||"#fff5ad",this.noteTextColor=this.noteTextColor||"#333",this.secondaryTextColor=this.secondaryTextColor||Tt(this.secondaryColor),this.tertiaryTextColor=this.tertiaryTextColor||Tt(this.tertiaryColor),this.lineColor=this.lineColor||Tt(this.background),this.textColor=this.textColor||this.primaryTextColor,this.nodeBkg=this.nodeBkg||this.primaryColor,this.mainBkg=this.mainBkg||this.primaryColor,this.nodeBorder=this.nodeBorder||this.primaryBorderColor,this.clusterBkg=this.clusterBkg||this.tertiaryColor,this.clusterBorder=this.clusterBorder||this.tertiaryBorderColor,this.defaultLinkColor=this.defaultLinkColor||this.lineColor,this.titleColor=this.titleColor||this.tertiaryTextColor,this.edgeLabelBackground=this.edgeLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.nodeTextColor=this.nodeTextColor||this.primaryTextColor,this.actorBorder=this.actorBorder||this.primaryBorderColor,this.actorBkg=this.actorBkg||this.mainBkg,this.actorTextColor=this.actorTextColor||this.primaryTextColor,this.actorLineColor=this.actorLineColor||"grey",this.labelBoxBkgColor=this.labelBoxBkgColor||this.actorBkg,this.signalColor=this.signalColor||this.textColor,this.signalTextColor=this.signalTextColor||this.textColor,this.labelBoxBorderColor=this.labelBoxBorderColor||this.actorBorder,this.labelTextColor=this.labelTextColor||this.actorTextColor,this.loopTextColor=this.loopTextColor||this.actorTextColor,this.activationBorderColor=this.activationBorderColor||Ct(this.secondaryColor,10),this.activationBkgColor=this.activationBkgColor||this.secondaryColor,this.sequenceNumberColor=this.sequenceNumberColor||Tt(this.lineColor),this.sectionBkgColor=this.sectionBkgColor||this.tertiaryColor,this.altSectionBkgColor=this.altSectionBkgColor||"white",this.sectionBkgColor=this.sectionBkgColor||this.secondaryColor,this.sectionBkgColor2=this.sectionBkgColor2||this.primaryColor,this.excludeBkgColor=this.excludeBkgColor||"#eeeeee",this.taskBorderColor=this.taskBorderColor||this.primaryBorderColor,this.taskBkgColor=this.taskBkgColor||this.primaryColor,this.activeTaskBorderColor=this.activeTaskBorderColor||this.primaryColor,this.activeTaskBkgColor=this.activeTaskBkgColor||St(this.primaryColor,23),this.gridColor=this.gridColor||"lightgrey",this.doneTaskBkgColor=this.doneTaskBkgColor||"lightgrey",this.doneTaskBorderColor=this.doneTaskBorderColor||"grey",this.critBorderColor=this.critBorderColor||"#ff8888",this.critBkgColor=this.critBkgColor||"red",this.todayLineColor=this.todayLineColor||"red",this.taskTextColor=this.taskTextColor||this.textColor,this.taskTextOutsideColor=this.taskTextOutsideColor||this.textColor,this.taskTextLightColor=this.taskTextLightColor||this.textColor,this.taskTextColor=this.taskTextColor||this.primaryTextColor,this.taskTextDarkColor=this.taskTextDarkColor||this.textColor,this.taskTextClickableColor=this.taskTextClickableColor||"#003163",this.personBorder=this.personBorder||this.primaryBorderColor,this.personBkg=this.personBkg||this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||this.tertiaryColor,this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.specialStateColor=this.lineColor,this.classText=this.classText||this.textColor,this.fillType0=this.fillType0||this.primaryColor,this.fillType1=this.fillType1||this.secondaryColor,this.fillType2=this.fillType2||kt(this.primaryColor,{h:64}),this.fillType3=this.fillType3||kt(this.secondaryColor,{h:64}),this.fillType4=this.fillType4||kt(this.primaryColor,{h:-64}),this.fillType5=this.fillType5||kt(this.secondaryColor,{h:-64}),this.fillType6=this.fillType6||kt(this.primaryColor,{h:128}),this.fillType7=this.fillType7||kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||kt(this.primaryColor,{l:-10}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-10}),this.pie6=this.pie6||kt(this.tertiaryColor,{l:-10}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-20}),this.pie11=this.pie11||kt(this.primaryColor,{h:-60,l:-20}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-10}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.branchLabelColor=this.branchLabelColor||(this.darkMode?"black":this.labelTextColor),this.gitBranchLabel0=this.gitBranchLabel0||this.branchLabelColor,this.gitBranchLabel1=this.gitBranchLabel1||this.branchLabelColor,this.gitBranchLabel2=this.gitBranchLabel2||this.branchLabelColor,this.gitBranchLabel3=this.gitBranchLabel3||this.branchLabelColor,this.gitBranchLabel4=this.gitBranchLabel4||this.branchLabelColor,this.gitBranchLabel5=this.gitBranchLabel5||this.branchLabelColor,this.gitBranchLabel6=this.gitBranchLabel6||this.branchLabelColor,this.gitBranchLabel7=this.gitBranchLabel7||this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Mt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Nt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Ot(t){return Ot="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ot(t)}function Bt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Lt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#333",this.primaryColor="#1f2020",this.secondaryColor=St(this.primaryColor,16),this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=Tt(this.background),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.mainBkg="#1f2020",this.secondBkg="calculated",this.mainContrastColor="lightgrey",this.darkTextColor=St(Tt("#323D47"),10),this.lineColor="calculated",this.border1="#81B1DB",this.border2=wt(255,255,255,.25),this.arrowheadColor="calculated",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#181818",this.textColor="#ccc",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#F9FFFE",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="calculated",this.activationBkgColor="calculated",this.sequenceNumberColor="black",this.sectionBkgColor=Ct("#EAE8D9",30),this.altSectionBkgColor="calculated",this.sectionBkgColor2="#EAE8D9",this.taskBorderColor=wt(255,255,255,70),this.taskBkgColor="calculated",this.taskTextColor="calculated",this.taskTextLightColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor=wt(255,255,255,50),this.activeTaskBkgColor="#81B1DB",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="grey",this.critBorderColor="#E83737",this.critBkgColor="#E83737",this.taskTextDarkColor="calculated",this.todayLineColor="#DB5757",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="calculated",this.errorBkgColor="#a44141",this.errorTextColor="#ddd"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=St(this.mainBkg,16),this.lineColor=this.mainContrastColor,this.arrowheadColor=this.mainContrastColor,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.edgeLabelBackground=St(this.labelBackground,25),this.actorBorder=this.border1,this.actorBkg=this.mainBkg,this.actorTextColor=this.mainContrastColor,this.actorLineColor=this.mainContrastColor,this.signalColor=this.mainContrastColor,this.signalTextColor=this.mainContrastColor,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.mainContrastColor,this.loopTextColor=this.mainContrastColor,this.noteBorderColor=this.secondaryBorderColor,this.noteBkgColor=this.secondBkg,this.noteTextColor=this.secondaryTextColor,this.activationBorderColor=this.border1,this.activationBkgColor=this.secondBkg,this.altSectionBkgColor=this.background,this.taskBkgColor=St(this.mainBkg,23),this.taskTextColor=this.darkTextColor,this.taskTextLightColor=this.mainContrastColor,this.taskTextOutsideColor=this.taskTextLightColor,this.gridColor=this.mainContrastColor,this.doneTaskBkgColor=this.mainContrastColor,this.taskTextDarkColor=this.darkTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#555",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#f4f4f4",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#0b0000",this.pie2=this.pie2||"#4d1037",this.pie3=this.pie3||"#3f5258",this.pie4=this.pie4||"#4f2f1b",this.pie5=this.pie5||"#6e0a0a",this.pie6=this.pie6||"#3b0048",this.pie7=this.pie7||"#995a01",this.pie8=this.pie8||"#154706",this.pie9=this.pie9||"#161722",this.pie10=this.pie10||"#00296f",this.pie11=this.pie11||"#01629c",this.pie12=this.pie12||"#010029",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.classText=this.primaryTextColor,this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=St(this.secondaryColor,20),this.git1=St(this.pie2||this.secondaryColor,20),this.git2=St(this.pie3||this.tertiaryColor,20),this.git3=St(this.pie4||kt(this.primaryColor,{h:-30}),20),this.git4=St(this.pie5||kt(this.primaryColor,{h:-60}),20),this.git5=St(this.pie6||kt(this.primaryColor,{h:-90}),10),this.git6=St(this.pie7||kt(this.primaryColor,{h:60}),10),this.git7=St(this.pie8||kt(this.primaryColor,{h:120}),20),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Ot(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Bt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function It(t){return It="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},It(t)}function Ft(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Rt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#ECECFF",this.secondaryColor=kt(this.primaryColor,{h:120}),this.secondaryColor="#ffffde",this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.background="white",this.mainBkg="#ECECFF",this.secondBkg="#ffffde",this.lineColor="#333333",this.border1="#9370DB",this.border2="#aaaa33",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#e8e8e8",this.textColor="#333",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="calculated",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="calculated",this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor="calculated",this.taskTextOutsideColor=this.taskTextDarkColor,this.taskTextClickableColor="calculated",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBorderColor="calculated",this.critBkgColor="calculated",this.todayLineColor="calculated",this.sectionBkgColor=wt(102,102,255,.49),this.altSectionBkgColor="white",this.sectionBkgColor2="#fff400",this.taskBorderColor="#534fbc",this.taskBkgColor="#8a90dd",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="#534fbc",this.activeTaskBkgColor="#bfc7ff",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222",this.updateColors()}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.textColor,this.edgeLabelBackground=this.labelBackground,this.actorBorder=St(this.border1,23),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.signalColor=this.textColor,this.signalTextColor=this.textColor,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||kt(this.tertiaryColor,{l:-40}),this.pie4=this.pie4||kt(this.primaryColor,{l:-10}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-30}),this.pie6=this.pie6||kt(this.tertiaryColor,{l:-20}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-20}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-40}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:-40}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-40}),this.pie11=this.pie11||kt(this.primaryColor,{h:-90,l:-40}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-30}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.labelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Ct(Tt(this.git0),25),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.gitBranchLabel0=this.gitBranchLabel0||Tt(this.labelTextColor),this.gitBranchLabel1=this.gitBranchLabel1||this.labelTextColor,this.gitBranchLabel2=this.gitBranchLabel2||this.labelTextColor,this.gitBranchLabel3=this.gitBranchLabel3||Tt(this.labelTextColor),this.gitBranchLabel4=this.gitBranchLabel4||this.labelTextColor,this.gitBranchLabel5=this.gitBranchLabel5||this.labelTextColor,this.gitBranchLabel6=this.gitBranchLabel6||this.labelTextColor,this.gitBranchLabel7=this.gitBranchLabel7||this.labelTextColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===It(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Ft(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Pt(t){return Pt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Pt(t)}function jt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var zt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#cde498",this.secondaryColor="#cdffb2",this.background="white",this.mainBkg="#cde498",this.secondBkg="#cdffb2",this.lineColor="green",this.border1="#13540c",this.border2="#6eaa49",this.arrowheadColor="green",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.tertiaryColor=St("#cde498",10),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.primaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#333",this.edgeLabelBackground="#e8e8e8",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="#333",this.signalTextColor="#333",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="#326932",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="#6eaa49",this.altSectionBkgColor="white",this.sectionBkgColor2="#6eaa49",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="#487e3a",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.actorBorder=Ct(this.mainBkg,20),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskBorderColor=this.border1,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||kt(this.primaryColor,{l:-30}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-30}),this.pie6=this.pie6||kt(this.tertiaryColor,{h:40,l:-40}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-50}),this.pie11=this.pie11||kt(this.primaryColor,{h:-60,l:-50}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-50}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Pt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&jt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Yt(t){return Yt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Yt(t)}function Ut(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var $t=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.primaryColor="#eee",this.contrast="#707070",this.secondaryColor=St(this.contrast,55),this.background="#ffffff",this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.mainBkg="#eee",this.secondBkg="calculated",this.lineColor="#666",this.border1="#999",this.border2="calculated",this.note="#ffa",this.text="#333",this.critical="#d42",this.done="#bbb",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="white",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="calculated",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="white",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBkgColor="calculated",this.critBorderColor="calculated",this.todayLineColor="calculated",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=St(this.contrast,55),this.border2=this.contrast,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.text,this.actorBorder=St(this.border1,23),this.actorBkg=this.mainBkg,this.actorTextColor=this.text,this.actorLineColor=this.lineColor,this.signalColor=this.text,this.signalTextColor=this.text,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.text,this.loopTextColor=this.text,this.noteBorderColor="#999",this.noteBkgColor="#666",this.noteTextColor="#fff",this.sectionBkgColor=St(this.contrast,30),this.sectionBkgColor2=St(this.contrast,30),this.taskBorderColor=Ct(this.contrast,10),this.taskBkgColor=this.contrast,this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor=this.text,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.gridColor=St(this.border1,30),this.doneTaskBkgColor=this.done,this.doneTaskBorderColor=this.lineColor,this.critBkgColor=this.critical,this.critBorderColor=Ct(this.critBkgColor,10),this.todayLineColor=this.critBkgColor,this.transitionColor=this.transitionColor||"#000",this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f4f4f4",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.stateBorder=this.stateBorder||"#000",this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#222",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#F4F4F4",this.pie2=this.pie2||"#555",this.pie3=this.pie3||"#BBB",this.pie4=this.pie4||"#777",this.pie5=this.pie5||"#999",this.pie6=this.pie6||"#DDD",this.pie7=this.pie7||"#FFF",this.pie8=this.pie8||"#DDD",this.pie9=this.pie9||"#BBB",this.pie10=this.pie10||"#999",this.pie11=this.pie11||"#777",this.pie12=this.pie12||"#555",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=Ct(this.pie1,25)||this.primaryColor,this.git1=this.pie2||this.secondaryColor,this.git2=this.pie3||this.tertiaryColor,this.git3=this.pie4||kt(this.primaryColor,{h:-30}),this.git4=this.pie5||kt(this.primaryColor,{h:-60}),this.git5=this.pie6||kt(this.primaryColor,{h:-90}),this.git6=this.pie7||kt(this.primaryColor,{h:60}),this.git7=this.pie8||kt(this.primaryColor,{h:120}),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.branchLabelColor=this.branchLabelColor||this.labelTextColor,this.gitBranchLabel0=this.branchLabelColor,this.gitBranchLabel1="white",this.gitBranchLabel2=this.branchLabelColor,this.gitBranchLabel3="white",this.gitBranchLabel4=this.branchLabelColor,this.gitBranchLabel5=this.branchLabelColor,this.gitBranchLabel6=this.branchLabelColor,this.gitBranchLabel7=this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Yt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Ut(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();const Wt={base:{getThemeVariables:function(t){var e=new Dt;return e.calculate(t),e}},dark:{getThemeVariables:function(t){var e=new Lt;return e.calculate(t),e}},default:{getThemeVariables:function(t){var e=new Rt;return e.calculate(t),e}},forest:{getThemeVariables:function(t){var e=new zt;return e.calculate(t),e}},neutral:{getThemeVariables:function(t){var e=new $t;return e.calculate(t),e}}};function qt(t){return function(t){if(Array.isArray(t))return Vt(t)}(t)||function(t){if("undefined"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t["@@iterator"])return Array.from(t)}(t)||function(t,e){if(t){if("string"==typeof t)return Vt(t,e);var n=Object.prototype.toString.call(t).slice(8,-1);return"Object"===n&&t.constructor&&(n=t.constructor.name),"Map"===n||"Set"===n?Array.from(t):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?Vt(t,e):void 0}}(t)||function(){throw new TypeError("Invalid attempt to spread non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}()}function Vt(t,e){(null==e||e>t.length)&&(e=t.length);for(var n=0,r=new Array(e);n<e;n++)r[n]=t[n];return r}function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var Gt={theme:"default",themeVariables:Wt.default.getThemeVariables(),themeCSS:void 0,maxTextSize:5e4,darkMode:!1,fontFamily:'"trebuchet ms", verdana, arial, sans-serif;',logLevel:5,securityLevel:"strict",startOnLoad:!0,arrowMarkerAbsolute:!1,secure:["secure","securityLevel","startOnLoad","maxTextSize"],deterministicIds:!1,deterministicIDSeed:void 0,flowchart:{diagramPadding:8,htmlLabels:!0,nodeSpacing:50,rankSpacing:50,curve:"basis",padding:15,useMaxWidth:!0,defaultRenderer:"dagre-d3"},sequence:{hideUnusedParticipants:!1,activationWidth:10,diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35,messageAlign:"center",mirrorActors:!0,forceMenus:!1,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1,actorFontSize:14,actorFontFamily:'"Open Sans", sans-serif',actorFontWeight:400,noteFontSize:14,noteFontFamily:'"trebuchet ms", verdana, arial, sans-serif',noteFontWeight:400,noteAlign:"center",messageFontSize:16,messageFontFamily:'"trebuchet ms", verdana, arial, sans-serif',messageFontWeight:400,wrap:!1,wrapPadding:10,labelBoxWidth:50,labelBoxHeight:20,messageFont:function(){return{fontFamily:this.messageFontFamily,fontSize:this.messageFontSize,fontWeight:this.messageFontWeight}},noteFont:function(){return{fontFamily:this.noteFontFamily,fontSize:this.noteFontSize,fontWeight:this.noteFontWeight}},actorFont:function(){return{fontFamily:this.actorFontFamily,fontSize:this.actorFontSize,fontWeight:this.actorFontWeight}}},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,rightPadding:75,leftPadding:75,gridLineStartPadding:35,fontSize:11,sectionFontSize:11,numberSectionStyles:4,axisFormat:"%Y-%m-%d",useMaxWidth:!0,topAxis:!1,useWidth:void 0},journey:{diagramMarginX:50,diagramMarginY:10,leftMargin:150,width:150,height:50,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35,messageAlign:"center",bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,taskFontSize:14,taskFontFamily:'"Open Sans", sans-serif',taskMargin:50,activationWidth:10,textPlacement:"fo",actorColours:["#8FBC8F","#7CFC00","#00FFFF","#20B2AA","#B0E0E6","#FFFFE0"],sectionFills:["#191970","#8B008B","#4B0082","#2F4F4F","#800000","#8B4513","#00008B"],sectionColours:["#fff"]},class:{arrowMarkerAbsolute:!1,useMaxWidth:!0,defaultRenderer:"dagre-wrapper"},state:{dividerMargin:10,sizeUnit:5,padding:8,textHeight:10,titleShift:-15,noteMargin:10,forkWidth:70,forkHeight:7,miniPadding:2,fontSizeFactor:5.02,fontSize:24,labelHeight:16,edgeLengthFactor:"20",compositTitleSize:35,radius:5,useMaxWidth:!0,defaultRenderer:"dagre-wrapper"},er:{diagramPadding:20,layoutDirection:"TB",minEntityWidth:100,minEntityHeight:75,entityPadding:15,stroke:"gray",fill:"honeydew",fontSize:12,useMaxWidth:!0},pie:{useWidth:void 0,useMaxWidth:!0},requirement:{useWidth:void 0,useMaxWidth:!0,rect_fill:"#f9f9f9",text_color:"#333",rect_border_size:"0.5px",rect_border_color:"#bbb",rect_min_width:200,rect_min_height:200,fontSize:14,rect_padding:10,line_height:20},gitGraph:{diagramPadding:8,nodeLabel:{width:75,height:100,x:-25,y:0},mainBranchName:"main",mainBranchOrder:0,showCommitLabel:!0,showBranches:!0,rotateCommitLabel:!0},c4:{useWidth:void 0,diagramMarginX:50,diagramMarginY:10,c4ShapeMargin:50,c4ShapePadding:20,width:216,height:60,boxMargin:10,useMaxWidth:!0,c4ShapeInRow:4,nextLinePaddingX:0,c4BoundaryInRow:2,personFontSize:14,personFontFamily:'"Open Sans", sans-serif',personFontWeight:"normal",external_personFontSize:14,external_personFontFamily:'"Open Sans", sans-serif',external_personFontWeight:"normal",systemFontSize:14,systemFontFamily:'"Open Sans", sans-serif',systemFontWeight:"normal",external_systemFontSize:14,external_systemFontFamily:'"Open Sans", sans-serif',external_systemFontWeight:"normal",system_dbFontSize:14,system_dbFontFamily:'"Open 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r=e.bgColor?e.bgColor:n[e.typeC4Shape.text+"_bg_color"],i=e.borderColor?e.borderColor:n[e.typeC4Shape.text+"_border_color"],a=e.fontColor?e.fontColor:"#FFFFFF",o="data:image/png;base64,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";switch(e.typeC4Shape.text){case"person":o="data:image/png;base64,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";break;case"external_person":o="data:image/png;base64,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"}var s=t.append("g");s.attr("class","person-man");var c={x:0,y:0,fill:"#EDF2AE",stroke:"#666",width:100,anchor:"start",height:100,rx:0,ry:0};switch(e.typeC4Shape.text){case"person":case"external_person":case"system":case"external_system":case"container":case"external_container":case"component":case"external_component":c.x=e.x,c.y=e.y,c.fill=r,c.width=e.width,c.height=e.height,c.style="stroke:"+i+";stroke-width:0.5;",c.rx=2.5,c.ry=2.5,bn(s,c);break;case"system_db":case"external_system_db":case"container_db":case"external_container_db":case"component_db":case"external_component_db":s.append("path").attr("fill",r).attr("stroke-width","0.5").attr("stroke",i).attr("d","Mstartx,startyc0,-10 half,-10 half,-10c0,0 half,0 half,10l0,heightc0,10 -half,10 -half,10c0,0 -half,0 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p=n.messageFont();_n(n)(s.label.text,i,Math.min(s.startPoint.x,s.endPoint.x)+Math.abs(s.endPoint.x-s.startPoint.x)/2+u,Math.min(s.startPoint.y,s.endPoint.y)+Math.abs(s.endPoint.y-s.startPoint.y)/2+h,s.label.width,s.label.height,{fill:c},p),s.techn&&""!==s.techn.text&&(p=n.messageFont(),_n(n)("["+s.techn.text+"]",i,Math.min(s.startPoint.x,s.endPoint.x)+Math.abs(s.endPoint.x-s.startPoint.x)/2+u,Math.min(s.startPoint.y,s.endPoint.y)+Math.abs(s.endPoint.y-s.startPoint.y)/2+n.messageFontSize+5+h,Math.max(s.label.width,s.techn.width),s.techn.height,{fill:c,"font-style":"italic"},p))}}catch(t){o.e(t)}finally{o.f()}};Z.N;var wn=n(2536),Tn=n.n(wn);function En(t,e,n){if(void 0!==e.insert){var r=t.getAccTitle(),i=t.getAccDescription();e.attr("role","img").attr("aria-labelledby","chart-title-"+n+" chart-desc-"+n),e.insert("desc",":first-child").attr("id","chart-desc-"+n).text(i),e.insert("title",":first-child").attr("id","chart-title-"+n).text(r)}}function 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Mn(t,[{key:"setData",value:function(t,e,n,r){this.nextData.startx=this.data.startx=t,this.nextData.stopx=this.data.stopx=e,this.nextData.starty=this.data.starty=n,this.nextData.stopy=this.data.stopy=r}},{key:"updateVal",value:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])}},{key:"insert",value:function(t){this.nextData.cnt=this.nextData.cnt+1;var e=this.nextData.startx===this.nextData.stopx?this.nextData.stopx+t.margin:this.nextData.stopx+2*t.margin,n=e+t.width,r=this.nextData.starty+2*t.margin,i=r+t.height;(e>=this.data.widthLimit||n>=this.data.widthLimit||this.nextData.cnt>On)&&(e=this.nextData.startx+t.margin+Ln.nextLinePaddingX,r=this.nextData.stopy+2*t.margin,this.nextData.stopx=n=e+t.width,this.nextData.starty=this.nextData.stopy,this.nextData.stopy=i=r+t.height,this.nextData.cnt=1),t.x=e,t.y=r,this.updateVal(this.data,"startx",e,Math.min),this.updateVal(this.data,"starty",r,Math.min),this.updateVal(this.data,"stopx",n,Math.max),this.updateVal(this.data,"stopy",i,Math.max),this.updateVal(this.nextData,"startx",e,Math.min),this.updateVal(this.nextData,"starty",r,Math.min),this.updateVal(this.nextData,"stopx",n,Math.max),this.updateVal(this.nextData,"stopy",i,Math.max)}},{key:"init",value:function(){this.name="",this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0,widthLimit:void 0},this.nextData={startx:void 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n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.height+e.padding,o=i.width+a/4+e.padding,s=r.insert("rect",":first-child").attr("style",e.style).attr("rx",a/2).attr("ry",a/2).attr("x",-o/2).attr("y",-a/2).attr("width",o).attr("height",a);return Ir(e,s),e.intersect=function(t){return ni(e,t)},r},hexagon:function(t,e){var n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.height+e.padding,o=a/4,s=i.width+2*o+e.padding,c=[{x:o,y:0},{x:s-o,y:0},{x:s,y:-a/2},{x:s-o,y:-a},{x:o,y:-a},{x:0,y:-a/2}],l=Fr(r,s,a,c);return l.attr("style",e.style),Ir(e,l),e.intersect=function(t){return ei(e,c,t)},r},rect_left_inv_arrow:function(t,e){var n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.width+e.padding,o=i.height+e.padding,s=[{x:-o/2,y:0},{x:a,y:0},{x:a,y:-o},{x:-o/2,y:-o},{x:0,y:-o/2}];return Fr(r,a,o,s).attr("style",e.style),e.width=a+o,e.height=o,e.intersect=function(t){return ei(e,s,t)},r},lean_right:function(t,e){var n=Lr(t,e,void 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n},r},start:function(t,e){var n=t.insert("g").attr("class","node default").attr("id",e.domId||e.id),r=n.insert("circle",":first-child");return r.attr("class","state-start").attr("r",7).attr("width",14).attr("height",14),Ir(e,r),e.intersect=function(t){return ti(e,7,t)},n},end:function(t,e){var n=t.insert("g").attr("class","node default").attr("id",e.domId||e.id),r=n.insert("circle",":first-child"),i=n.insert("circle",":first-child");return i.attr("class","state-start").attr("r",7).attr("width",14).attr("height",14),r.attr("class","state-end").attr("r",5).attr("width",10).attr("height",10),Ir(e,i),e.intersect=function(t){return ti(e,7,t)},n},note:function(t,e){var n=Lr(t,e,"node "+e.classes,!0),r=n.shapeSvg,i=n.bbox,a=n.halfPadding;o.info("Classes = ",e.classes);var s=r.insert("rect",":first-child");return 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i=t.insert("g").attr("class",n).attr("id",e.domId||e.id),a=i.insert("rect",":first-child"),o=i.insert("line"),s=i.insert("line"),c=0,u=4,h=i.insert("g").attr("class","label"),f=0,d=e.classData.annotations&&e.classData.annotations[0],p=e.classData.annotations[0]?"«"+e.classData.annotations[0]+"»":"",g=h.node().appendChild(Br(p,e.labelStyle,!0,!0)),y=g.getBBox();if(ot(je().flowchart.htmlLabels)){var m=g.children[0],v=(0,l.select)(g);y=m.getBoundingClientRect(),v.attr("width",y.width),v.attr("height",y.height)}e.classData.annotations[0]&&(u+=y.height+4,c+=y.width);var b=e.classData.id;void 0!==e.classData.type&&""!==e.classData.type&&(je().flowchart.htmlLabels?b+="<"+e.classData.type+">":b+="<"+e.classData.type+">");var _=h.node().appendChild(Br(b,e.labelStyle,!0,!0));(0,l.select)(_).attr("class","classTitle");var x=_.getBBox();if(ot(je().flowchart.htmlLabels)){var 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n=t.insert("g").attr("class",e.classes).attr("id",e.id),r=n.insert("rect",":first-child"),i=n.insert("g").attr("class","cluster-label"),a=n.append("rect"),o=i.node().appendChild(Br(e.labelText,e.labelStyle,void 0,!0)),s=o.getBBox();if(ot(je().flowchart.htmlLabels)){var c=o.children[0],u=(0,l.select)(o);s=c.getBoundingClientRect(),u.attr("width",s.width),u.attr("height",s.height)}s=o.getBBox();var h=0*e.padding,f=h/2,d=e.width<=s.width+e.padding?s.width+e.padding:e.width;e.width<=s.width+e.padding?e.diff=(s.width+0*e.padding-e.width)/2:e.diff=-e.padding/2,r.attr("class","outer").attr("x",e.x-d/2-f).attr("y",e.y-e.height/2-f).attr("width",d+h).attr("height",e.height+h),a.attr("class","inner").attr("x",e.x-d/2-f).attr("y",e.y-e.height/2-f+s.height-1).attr("width",d+h).attr("height",e.height+h-s.height-3),i.attr("transform","translate("+(e.x-s.width/2)+", "+(e.y-e.height/2-e.padding/3+(ot(je().flowchart.htmlLabels)?5:3))+")");var p=r.node().getBBox();return e.height=p.height,e.intersect=function(t){return Jr(e,t)},n},noteGroup:function(t,e){var n=t.insert("g").attr("class","note-cluster").attr("id",e.id),r=n.insert("rect",":first-child"),i=0*e.padding,a=i/2;r.attr("rx",e.rx).attr("ry",e.ry).attr("x",e.x-e.width/2-a).attr("y",e.y-e.height/2-a).attr("width",e.width+i).attr("height",e.height+i).attr("fill","none");var o=r.node().getBBox();return e.width=o.width,e.height=o.height,e.intersect=function(t){return Jr(e,t)},n},divider:function(t,e){var n=t.insert("g").attr("class",e.classes).attr("id",e.id),r=n.insert("rect",":first-child"),i=0*e.padding,a=i/2;r.attr("class","divider").attr("x",e.x-e.width/2-a).attr("y",e.y-e.height/2).attr("width",e.width+i).attr("height",e.height+i);var o=r.node().getBBox();return e.width=o.width,e.height=o.height,e.diff=-e.padding/2,e.intersect=function(t){return Jr(e,t)},n}},ui={},hi={},fi={},di=function(t,e){var n=Br(e.label,e.labelStyle),r=t.insert("g").attr("class","edgeLabel"),i=r.insert("g").attr("class","label");i.node().appendChild(n);var a,o=n.getBBox();if(ot(je().flowchart.htmlLabels)){var s=n.children[0],c=(0,l.select)(n);o=s.getBoundingClientRect(),c.attr("width",o.width),c.attr("height",o.height)}if(i.attr("transform","translate("+-o.width/2+", "+-o.height/2+")"),hi[e.id]=r,e.width=o.width,e.height=o.height,e.startLabelLeft){var u=Br(e.startLabelLeft,e.labelStyle),h=t.insert("g").attr("class","edgeTerminals"),f=h.insert("g").attr("class","inner");a=f.node().appendChild(u);var d=u.getBBox();f.attr("transform","translate("+-d.width/2+", "+-d.height/2+")"),fi[e.id]||(fi[e.id]={}),fi[e.id].startLeft=h,pi(a,e.startLabelLeft)}if(e.startLabelRight){var p=Br(e.startLabelRight,e.labelStyle),g=t.insert("g").attr("class","edgeTerminals"),y=g.insert("g").attr("class","inner");a=g.node().appendChild(p),y.node().appendChild(p);var m=p.getBBox();y.attr("transform","translate("+-m.width/2+", "+-m.height/2+")"),fi[e.id]||(fi[e.id]={}),fi[e.id].startRight=g,pi(a,e.startLabelRight)}if(e.endLabelLeft){var v=Br(e.endLabelLeft,e.labelStyle),b=t.insert("g").attr("class","edgeTerminals"),_=b.insert("g").attr("class","inner");a=_.node().appendChild(v);var x=v.getBBox();_.attr("transform","translate("+-x.width/2+", "+-x.height/2+")"),b.node().appendChild(v),fi[e.id]||(fi[e.id]={}),fi[e.id].endLeft=b,pi(a,e.endLabelLeft)}if(e.endLabelRight){var k=Br(e.endLabelRight,e.labelStyle),w=t.insert("g").attr("class","edgeTerminals"),T=w.insert("g").attr("class","inner");a=T.node().appendChild(k);var E=k.getBBox();T.attr("transform","translate("+-E.width/2+", "+-E.height/2+")"),w.node().appendChild(k),fi[e.id]||(fi[e.id]={}),fi[e.id].endRight=w,pi(a,e.endLabelRight)}};function pi(t,e){je().flowchart.htmlLabels&&t&&(t.style.width=9*e.length+"px",t.style.height="12px")}var gi=function(t,e){o.info("Moving label abc78 ",t.id,t.label,hi[t.id]);var n=e.updatedPath?e.updatedPath:e.originalPath;if(t.label){var r=hi[t.id],i=t.x,a=t.y;if(n){var s=Ne.calcLabelPosition(n);o.info("Moving label from (",i,",",a,") to (",s.x,",",s.y,") abc78")}r.attr("transform","translate("+i+", "+a+")")}if(t.startLabelLeft){var c=fi[t.id].startLeft,l=t.x,u=t.y;if(n){var h=Ne.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_left",n);l=h.x,u=h.y}c.attr("transform","translate("+l+", "+u+")")}if(t.startLabelRight){var f=fi[t.id].startRight,d=t.x,p=t.y;if(n){var g=Ne.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_right",n);d=g.x,p=g.y}f.attr("transform","translate("+d+", "+p+")")}if(t.endLabelLeft){var y=fi[t.id].endLeft,m=t.x,v=t.y;if(n){var b=Ne.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_left",n);m=b.x,v=b.y}y.attr("transform","translate("+m+", "+v+")")}if(t.endLabelRight){var _=fi[t.id].endRight,x=t.x,k=t.y;if(n){var w=Ne.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_right",n);x=w.x,k=w.y}_.attr("transform","translate("+x+", "+k+")")}},yi=function(t,e){o.warn("abc88 cutPathAtIntersect",t,e);var n=[],r=t[0],i=!1;return t.forEach((function(t){if(o.info("abc88 checking point",t,e),function(t,e){var n=t.x,r=t.y,i=Math.abs(e.x-n),a=Math.abs(e.y-r),o=t.width/2,s=t.height/2;return i>=o||a>=s}(e,t)||i)o.warn("abc88 outside",t,r),r=t,i||n.push(t);else{var a=function(t,e,n){o.warn("intersection calc abc89:\n outsidePoint: ".concat(JSON.stringify(e),"\n insidePoint : ").concat(JSON.stringify(n),"\n node : x:").concat(t.x," y:").concat(t.y," w:").concat(t.width," h:").concat(t.height));var r=t.x,i=t.y,a=Math.abs(r-n.x),s=t.width/2,c=n.x<e.x?s-a:s+a,l=t.height/2,u=Math.abs(e.y-n.y),h=Math.abs(e.x-n.x);if(Math.abs(i-e.y)*s>Math.abs(r-e.x)*l){var f=n.y<e.y?e.y-l-i:i-l-e.y;c=h*f/u;var d={x:n.x<e.x?n.x+c:n.x-h+c,y:n.y<e.y?n.y+u-f:n.y-u+f};return 0===c&&(d.x=e.x,d.y=e.y),0===h&&(d.x=e.x),0===u&&(d.y=e.y),o.warn("abc89 topp/bott calc, Q ".concat(u,", q ").concat(f,", R ").concat(h,", r ").concat(c),d),d}var p=u*(c=n.x<e.x?e.x-s-r:r-s-e.x)/h,g=n.x<e.x?n.x+h-c:n.x-h+c,y=n.y<e.y?n.y+p:n.y-p;return o.warn("sides calc abc89, Q ".concat(u,", q ").concat(p,", R ").concat(h,", r ").concat(c),{_x:g,_y:y}),0===c&&(g=e.x,y=e.y),0===h&&(g=e.x),0===u&&(y=e.y),{x:g,y}}(e,r,t);o.warn("abc88 inside",t,r,a),o.warn("abc88 intersection",a);var s=!1;n.forEach((function(t){s=s||t.x===a.x&&t.y===a.y})),n.find((function(t){return t.x===a.x&&t.y===a.y}))?o.warn("abc88 no intersect",a,n):n.push(a),i=!0}})),o.warn("abc88 returning points",n),n},mi=function t(e,n,r,i){o.info("Graph in recursive render: XXX",dr().json.write(n),i);var a=n.graph().rankdir;o.trace("Dir in recursive render - dir:",a);var s=e.insert("g").attr("class","root");n.nodes()?o.info("Recursive render XXX",n.nodes()):o.info("No nodes found for",n),n.edges().length>0&&o.trace("Recursive edges",n.edge(n.edges()[0]));var c=s.insert("g").attr("class","clusters"),u=s.insert("g").attr("class","edgePaths"),h=s.insert("g").attr("class","edgeLabels"),f=s.insert("g").attr("class","nodes");n.nodes().forEach((function(e){var s=n.node(e);if(void 0!==i){var c=JSON.parse(JSON.stringify(i.clusterData));o.info("Setting data for cluster XXX (",e,") ",c,i),n.setNode(i.id,c),n.parent(e)||(o.trace("Setting parent",e,i.id),n.setParent(e,i.id,c))}if(o.info("(Insert) Node XXX"+e+": "+JSON.stringify(n.node(e))),s&&s.clusterNode){o.info("Cluster identified",e,s.width,n.node(e));var l=t(f,s.graph,r,n.node(e)),u=l.elem;Ir(s,u),s.diff=l.diff||0,o.info("Node bounds (abc123)",e,s,s.width,s.x,s.y),function(t,e){si[e.id]=t}(u,s),o.warn("Recursive render complete ",u,s)}else n.children(e).length>0?(o.info("Cluster - the non recursive path XXX",e,s.id,s,n),o.info($r(s.id,n)),Rr[s.id]={id:$r(s.id,n),node:s}):(o.info("Node - the non recursive path",e,s.id,s),function(t,e,n){var r,i,a;e.link?("sandbox"===je().securityLevel?a="_top":e.linkTarget&&(a=e.linkTarget||"_blank"),r=t.insert("svg:a").attr("xlink:href",e.link).attr("target",a),i=oi[e.shape](r,e,n)):r=i=oi[e.shape](t,e,n),e.tooltip&&i.attr("title",e.tooltip),e.class&&i.attr("class","node default "+e.class),si[e.id]=r,e.haveCallback&&si[e.id].attr("class",si[e.id].attr("class")+" clickable")}(f,n.node(e),a))})),n.edges().forEach((function(t){var e=n.edge(t.v,t.w,t.name);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t)),o.info("Edge "+t.v+" -> "+t.w+": ",t," ",JSON.stringify(n.edge(t))),o.info("Fix",Rr,"ids:",t.v,t.w,"Translateing: ",Rr[t.v],Rr[t.w]),di(h,e)})),n.edges().forEach((function(t){o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t))})),o.info("#############################################"),o.info("### Layout ###"),o.info("#############################################"),o.info(n),hr().layout(n),o.info("Graph after layout:",dr().json.write(n));var d=0;return Gr(n).forEach((function(t){var e=n.node(t);o.info("Position "+t+": "+JSON.stringify(n.node(t))),o.info("Position "+t+": ("+e.x,","+e.y,") width: ",e.width," height: ",e.height),e&&e.clusterNode?ci(e):n.children(t).length>0?(function(t,e){o.trace("Inserting cluster");var n=e.shape||"rect";ui[e.id]=li[n](t,e)}(c,e),Rr[e.id].node=e):ci(e)})),n.edges().forEach((function(t){var e=n.edge(t);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(e),e);var i=function(t,e,n,r,i,a){var s=n.points,c=!1,u=a.node(e.v),h=a.node(e.w);o.info("abc88 InsertEdge: ",n),h.intersect&&u.intersect&&((s=s.slice(1,n.points.length-1)).unshift(u.intersect(s[0])),o.info("Last point",s[s.length-1],h,h.intersect(s[s.length-1])),s.push(h.intersect(s[s.length-1]))),n.toCluster&&(o.info("to cluster abc88",r[n.toCluster]),s=yi(n.points,r[n.toCluster].node),c=!0),n.fromCluster&&(o.info("from cluster abc88",r[n.fromCluster]),s=yi(s.reverse(),r[n.fromCluster].node).reverse(),c=!0);var f,d=s.filter((function(t){return!Number.isNaN(t.y)}));f=("graph"===i||"flowchart"===i)&&n.curve||l.curveBasis;var p,g=(0,l.line)().x((function(t){return t.x})).y((function(t){return t.y})).curve(f);switch(n.thickness){case"normal":p="edge-thickness-normal";break;case"thick":p="edge-thickness-thick";break;default:p=""}switch(n.pattern){case"solid":p+=" edge-pattern-solid";break;case"dotted":p+=" edge-pattern-dotted";break;case"dashed":p+=" edge-pattern-dashed"}var y=t.append("path").attr("d",g(d)).attr("id",n.id).attr("class"," "+p+(n.classes?" "+n.classes:"")).attr("style",n.style),m="";switch(je().state.arrowMarkerAbsolute&&(m=(m=(m=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),o.info("arrowTypeStart",n.arrowTypeStart),o.info("arrowTypeEnd",n.arrowTypeEnd),n.arrowTypeStart){case"arrow_cross":y.attr("marker-start","url("+m+"#"+i+"-crossStart)");break;case"arrow_point":y.attr("marker-start","url("+m+"#"+i+"-pointStart)");break;case"arrow_barb":y.attr("marker-start","url("+m+"#"+i+"-barbStart)");break;case"arrow_circle":y.attr("marker-start","url("+m+"#"+i+"-circleStart)");break;case"aggregation":y.attr("marker-start","url("+m+"#"+i+"-aggregationStart)");break;case"extension":y.attr("marker-start","url("+m+"#"+i+"-extensionStart)");break;case"composition":y.attr("marker-start","url("+m+"#"+i+"-compositionStart)");break;case"dependency":y.attr("marker-start","url("+m+"#"+i+"-dependencyStart)")}switch(n.arrowTypeEnd){case"arrow_cross":y.attr("marker-end","url("+m+"#"+i+"-crossEnd)");break;case"arrow_point":y.attr("marker-end","url("+m+"#"+i+"-pointEnd)");break;case"arrow_barb":y.attr("marker-end","url("+m+"#"+i+"-barbEnd)");break;case"arrow_circle":y.attr("marker-end","url("+m+"#"+i+"-circleEnd)");break;case"aggregation":y.attr("marker-end","url("+m+"#"+i+"-aggregationEnd)");break;case"extension":y.attr("marker-end","url("+m+"#"+i+"-extensionEnd)");break;case"composition":y.attr("marker-end","url("+m+"#"+i+"-compositionEnd)");break;case"dependency":y.attr("marker-end","url("+m+"#"+i+"-dependencyEnd)")}var v={};return c&&(v.updatedPath=s),v.originalPath=n.points,v}(u,t,e,Rr,r,n);gi(e,i)})),n.nodes().forEach((function(t){var e=n.node(t);o.info(t,e.type,e.diff),"group"===e.type&&(d=e.diff)})),{elem:s,diff:d}},vi=function(t,e,n,r,i){Dr(t,n,r,i),si={},hi={},fi={},ui={},Pr={},jr={},Rr={},o.warn("Graph at first:",dr().json.write(e)),qr(e),o.warn("Graph after:",dr().json.write(e)),mi(t,e,r)};pr.parser.yy=lr;var bi={dividerMargin:10,padding:5,textHeight:10};function _i(t){var e;switch(t){case 0:e="aggregation";break;case 1:e="extension";break;case 2:e="composition";break;case 3:e="dependency";break;default:e="none"}return e}var xi={},ki=[],wi=function(t){return void 0===xi[t]&&(xi[t]={attributes:[]},o.info("Added new entity :",t)),xi[t]};const Ti={Cardinality:{ZERO_OR_ONE:"ZERO_OR_ONE",ZERO_OR_MORE:"ZERO_OR_MORE",ONE_OR_MORE:"ONE_OR_MORE",ONLY_ONE:"ONLY_ONE"},Identification:{NON_IDENTIFYING:"NON_IDENTIFYING",IDENTIFYING:"IDENTIFYING"},parseDirective:function(t,e,n){Jl.parseDirective(this,t,e,n)},getConfig:function(){return je().er},addEntity:wi,addAttributes:function(t,e){var n,r=wi(t);for(n=e.length-1;n>=0;n--)r.attributes.push(e[n]),o.debug("Added attribute ",e[n].attributeName)},getEntities:function(){return xi},addRelationship:function(t,e,n,r){var i={entityA:t,roleA:e,entityB:n,relSpec:r};ki.push(i),o.debug("Added new relationship :",i)},getRelationships:function(){return ki},clear:function(){xi={},ki=[],He()},setAccTitle:Ge,getAccTitle:Xe,setAccDescription:Ze,getAccDescription:Ke};var Ei=n(5890),Ci=n.n(Ei),Si={ONLY_ONE_START:"ONLY_ONE_START",ONLY_ONE_END:"ONLY_ONE_END",ZERO_OR_ONE_START:"ZERO_OR_ONE_START",ZERO_OR_ONE_END:"ZERO_OR_ONE_END",ONE_OR_MORE_START:"ONE_OR_MORE_START",ONE_OR_MORE_END:"ONE_OR_MORE_END",ZERO_OR_MORE_START:"ZERO_OR_MORE_START",ZERO_OR_MORE_END:"ZERO_OR_MORE_END"};const Ai=Si;var Mi={},Ni=function(t){return(t.entityA+t.roleA+t.entityB).replace(/\s/g,"")},Di=0;const Oi=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)Mi[e[n]]=t[e[n]]},Bi=function(t,e){o.info("Drawing ER diagram"),Ti.clear();var n=Ci().parser;n.yy=Ti;var r,i=je().securityLevel;"sandbox"===i&&(r=(0,l.select)("#i"+e));var a="sandbox"===i?(0,l.select)(r.nodes()[0].contentDocument.body):(0,l.select)("body");"sandbox"===i?r.nodes()[0].contentDocument:document;try{n.parse(t)}catch(t){o.debug("Parsing failed")}var s,c=a.select("[id='".concat(e,"']"));(function(t,e){var n;t.append("defs").append("marker").attr("id",Si.ONLY_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 L9,18 M15,0 L15,18"),t.append("defs").append("marker").attr("id",Si.ONLY_ONE_END).attr("refX",18).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M3,0 L3,18 M9,0 L9,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",30).attr("markerHeight",18).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",21).attr("cy",9).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 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9,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_MORE_START).attr("refX",18).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",48).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M0,18 Q18,0 36,18 Q18,36 0,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_MORE_END).attr("refX",39).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",9).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M21,18 Q39,0 57,18 Q39,36 21,18")})(c,Mi),s=new(dr().Graph)({multigraph:!0,directed:!0,compound:!1}).setGraph({rankdir:Mi.layoutDirection,marginx:20,marginy:20,nodesep:100,edgesep:100,ranksep:100}).setDefaultEdgeLabel((function(){return{}}));var u,h,f=function(t,e,n){var r;return Object.keys(e).forEach((function(i){var a=t.append("g").attr("id",i);r=void 0===r?i:r;var o="entity-"+i,s=a.append("text").attr("class","er entityLabel").attr("id",o).attr("x",0).attr("y",0).attr("dominant-baseline","middle").attr("text-anchor","middle").attr("style","font-family: "+je().fontFamily+"; font-size: "+Mi.fontSize+"px").text(i),c=function(t,e,n){var r=Mi.entityPadding/3,i=Mi.entityPadding/3,a=.85*Mi.fontSize,o=e.node().getBBox(),s=[],c=!1,l=!1,u=0,h=0,f=0,d=0,p=o.height+2*r,g=1;n.forEach((function(t){void 0!==t.attributeKeyType&&(c=!0),void 0!==t.attributeComment&&(l=!0)})),n.forEach((function(n){var i="".concat(e.node().id,"-attr-").concat(g),o=0,y=t.append("text").attr("class","er entityLabel").attr("id","".concat(i,"-type")).attr("x",0).attr("y",0).attr("dominant-baseline","middle").attr("text-anchor","left").attr("style","font-family: "+je().fontFamily+"; font-size: "+a+"px").text(n.attributeType),m=t.append("text").attr("class","er 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".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",o).attr("y",_).attr("width",h+2*i+b).attr("height",e.height+2*r),p=parseFloat(s.attr("x"))+parseFloat(s.attr("width"));if(c){e.kn.attr("transform","translate("+(p+i)+","+n+")");var g=t.insert("rect","#"+e.kn.node().id).attr("class","er ".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",p).attr("y",_).attr("width",f+2*i+b).attr("height",e.height+2*r);p=parseFloat(g.attr("x"))+parseFloat(g.attr("width"))}l&&(e.cn.attr("transform","translate("+(p+i)+","+n+")"),t.insert("rect","#"+e.cn.node().id).attr("class","er ".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",p).attr("y",_).attr("width",d+2*i+b).attr("height",e.height+2*r)),_+=e.height+2*r,x="attributeBoxOdd"==x?"attributeBoxEven":"attributeBoxOdd"}))}else 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t.height||0})).reduce((function(t,e){return t+e})))+(0===this.messages.length?0:this.messages.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))+(0===this.notes.length?0:this.notes.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))},clear:function(){this.actors=[],this.loops=[],this.messages=[],this.notes=[]},addActor:function(t){this.actors.push(t)},addLoop:function(t){this.loops.push(t)},addMessage:function(t){this.messages.push(t)},addNote:function(t){this.notes.push(t)},lastActor:function(){return this.actors[this.actors.length-1]},lastLoop:function(){return this.loops[this.loops.length-1]},lastMessage:function(){return this.messages[this.messages.length-1]},lastNote:function(){return this.notes[this.notes.length-1]},actors:[],loops:[],messages:[],notes:[]},init:function(){this.sequenceItems=[],this.activations=[],this.models.clear(),this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},this.verticalPos=0,Dc(Cs.parser.yy.getConfig())},updateVal:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])},updateBounds:function(t,e,n,r){var i=this,a=0;function o(o){return function(s){a++;var c=i.sequenceItems.length-a+1;i.updateVal(s,"starty",e-c*Tc.boxMargin,Math.min),i.updateVal(s,"stopy",r+c*Tc.boxMargin,Math.max),i.updateVal(Ec.data,"startx",t-c*Tc.boxMargin,Math.min),i.updateVal(Ec.data,"stopx",n+c*Tc.boxMargin,Math.max),"activation"!==o&&(i.updateVal(s,"startx",t-c*Tc.boxMargin,Math.min),i.updateVal(s,"stopx",n+c*Tc.boxMargin,Math.max),i.updateVal(Ec.data,"starty",e-c*Tc.boxMargin,Math.min),i.updateVal(Ec.data,"stopy",r+c*Tc.boxMargin,Math.max))}}this.sequenceItems.forEach(o()),this.activations.forEach(o("activation"))},insert:function(t,e,n,r){var i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(Ec.data,"startx",i,Math.min),this.updateVal(Ec.data,"starty",o,Math.min),this.updateVal(Ec.data,"stopx",a,Math.max),this.updateVal(Ec.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},newActivation:function(t,e,n){var r=n[t.from.actor],i=Oc(t.from.actor).length||0,a=r.x+r.width/2+(i-1)*Tc.activationWidth/2;this.activations.push({startx:a,starty:this.verticalPos+2,stopx:a+Tc.activationWidth,stopy:void 0,actor:t.from.actor,anchored:hc(e)})},endActivation:function(t){var e=this.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);return this.activations.splice(e,1)[0]},createLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;return{startx:void 0,starty:this.verticalPos,stopx:void 0,stopy:void 0,title:t.message,wrap:t.wrap,width:t.width,height:0,fill:e}},newLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;this.sequenceItems.push(this.createLoop(t,e))},endLoop:function(){return this.sequenceItems.pop()},addSectionToLoop:function(t){var e=this.sequenceItems.pop();e.sections=e.sections||[],e.sectionTitles=e.sectionTitles||[],e.sections.push({y:Ec.getVerticalPos(),height:0}),e.sectionTitles.push(t),this.sequenceItems.push(e)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return{bounds:this.data,models:this.models}}},Cc=function(t){return{fontFamily:t.messageFontFamily,fontSize:t.messageFontSize,fontWeight:t.messageFontWeight}},Sc=function(t){return{fontFamily:t.noteFontFamily,fontSize:t.noteFontSize,fontWeight:t.noteFontWeight}},Ac=function(t){return{fontFamily:t.actorFontFamily,fontSize:t.actorFontSize,fontWeight:t.actorFontWeight}},Mc=function(t,e,n,r,i,a){if(!0===i.hideUnusedParticipants){var o=new Set;a.forEach((function(t){o.add(t.from),o.add(t.to)})),n=n.filter((function(t){return o.has(t)}))}for(var s=0,c=0,l=0,u=0;u<n.length;u++){var h=e[n[u]];h.width=h.width||Tc.width,h.height=Math.max(h.height||Tc.height,Tc.height),h.margin=h.margin||Tc.actorMargin,h.x=s+c,h.y=r;var f=lc(t,h,Tc);l=Math.max(l,f),Ec.insert(h.x,r,h.x+h.width,h.height),s+=h.width,c+=h.margin,Ec.models.addActor(h)}Ec.bumpVerticalPos(l)},Nc=function(t,e,n,r){for(var i=0,a=0,o=0;o<n.length;o++){var s=e[n[o]],c=Ic(s),l=uc(t,s,c,Tc,Tc.forceMenus,r);l.height>i&&(i=l.height),l.width+s.x>a&&(a=l.width+s.x)}return{maxHeight:i,maxWidth:a}},Dc=function(t){ve(Tc,t),t.fontFamily&&(Tc.actorFontFamily=Tc.noteFontFamily=Tc.messageFontFamily=t.fontFamily),t.fontSize&&(Tc.actorFontSize=Tc.noteFontSize=Tc.messageFontSize=t.fontSize),t.fontWeight&&(Tc.actorFontWeight=Tc.noteFontWeight=Tc.messageFontWeight=t.fontWeight)},Oc=function(t){return Ec.activations.filter((function(e){return e.actor===t}))},Bc=function(t,e){var n=e[t],r=Oc(t);return[r.reduce((function(t,e){return Math.min(t,e.startx)}),n.x+n.width/2),r.reduce((function(t,e){return Math.max(t,e.stopx)}),n.x+n.width/2)]};function Lc(t,e,n,r,i){Ec.bumpVerticalPos(n);var a=r;if(e.id&&e.message&&t[e.id]){var s=t[e.id].width,c=Cc(Tc);e.message=Ne.wrapLabel("[".concat(e.message,"]"),s-2*Tc.wrapPadding,c),e.width=s,e.wrap=!0;var l=Ne.calculateTextDimensions(e.message,c),u=Math.max(l.height,Tc.labelBoxHeight);a=r+u,o.debug("".concat(u," - ").concat(e.message))}i(e),Ec.bumpVerticalPos(a)}var Ic=function(t){var e=0,n=Ac(Tc);for(var r in t.links){var i=Ne.calculateTextDimensions(r,n).width+2*Tc.wrapPadding+2*Tc.boxMargin;e<i&&(e=i)}return e};const Fc={bounds:Ec,drawActors:Mc,drawActorsPopup:Nc,setConf:Dc,draw:function(t,e){Tc=je().sequence;var n,r=je().securityLevel;"sandbox"===r&&(n=(0,l.select)("#i"+e));var i="sandbox"===r?(0,l.select)(n.nodes()[0].contentDocument.body):(0,l.select)("body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;Cs.parser.yy.clear(),Cs.parser.yy.setWrap(Tc.wrap),Cs.parser.parse(t+"\n"),Ec.init(),o.debug("C:".concat(JSON.stringify(Tc,null,2)));var s="sandbox"===r?i.select('[id="'.concat(e,'"]')):(0,l.select)('[id="'.concat(e,'"]')),c=Cs.parser.yy.getActors(),u=Cs.parser.yy.getActorKeys(),h=Cs.parser.yy.getMessages(),f=Cs.parser.yy.getDiagramTitle(),d=function(t,e){var n={};return e.forEach((function(e){if(t[e.to]&&t[e.from]){var r=t[e.to];if(e.placement===Cs.parser.yy.PLACEMENT.LEFTOF&&!r.prevActor)return;if(e.placement===Cs.parser.yy.PLACEMENT.RIGHTOF&&!r.nextActor)return;var i=void 0!==e.placement,a=!i,o=i?Sc(Tc):Cc(Tc),s=e.wrap?Ne.wrapLabel(e.message,Tc.width-2*Tc.wrapPadding,o):e.message,c=Ne.calculateTextDimensions(s,o).width+2*Tc.wrapPadding;a&&e.from===r.nextActor?n[e.to]=Math.max(n[e.to]||0,c):a&&e.from===r.prevActor?n[e.from]=Math.max(n[e.from]||0,c):a&&e.from===e.to?(n[e.from]=Math.max(n[e.from]||0,c/2),n[e.to]=Math.max(n[e.to]||0,c/2)):e.placement===Cs.parser.yy.PLACEMENT.RIGHTOF?n[e.from]=Math.max(n[e.from]||0,c):e.placement===Cs.parser.yy.PLACEMENT.LEFTOF?n[r.prevActor]=Math.max(n[r.prevActor]||0,c):e.placement===Cs.parser.yy.PLACEMENT.OVER&&(r.prevActor&&(n[r.prevActor]=Math.max(n[r.prevActor]||0,c/2)),r.nextActor&&(n[e.from]=Math.max(n[e.from]||0,c/2)))}})),o.debug("maxMessageWidthPerActor:",n),n}(c,h);Tc.height=function(t,e){var n=0;for(var r in Object.keys(t).forEach((function(e){var r=t[e];r.wrap&&(r.description=Ne.wrapLabel(r.description,Tc.width-2*Tc.wrapPadding,Ac(Tc)));var i=Ne.calculateTextDimensions(r.description,Ac(Tc));r.width=r.wrap?Tc.width:Math.max(Tc.width,i.width+2*Tc.wrapPadding),r.height=r.wrap?Math.max(i.height,Tc.height):Tc.height,n=Math.max(n,r.height)})),e){var i=t[r];if(i){var a=t[i.nextActor];if(a){var o=e[r]+Tc.actorMargin-i.width/2-a.width/2;i.margin=Math.max(o,Tc.actorMargin)}}}return Math.max(n,Tc.height)}(c,d),_c(s),bc(s),xc(s),Mc(s,c,u,0,Tc,h);var p=function(t,e){var n,r,i,a={},s=[];return t.forEach((function(t){switch(t.id=Ne.random({length:10}),t.type){case Cs.parser.yy.LINETYPE.LOOP_START:case Cs.parser.yy.LINETYPE.ALT_START:case Cs.parser.yy.LINETYPE.OPT_START:case Cs.parser.yy.LINETYPE.PAR_START:case Cs.parser.yy.LINETYPE.CRITICAL_START:case Cs.parser.yy.LINETYPE.BREAK_START:s.push({id:t.id,msg:t.message,from:Number.MAX_SAFE_INTEGER,to:Number.MIN_SAFE_INTEGER,width:0});break;case Cs.parser.yy.LINETYPE.ALT_ELSE:case Cs.parser.yy.LINETYPE.PAR_AND:case Cs.parser.yy.LINETYPE.CRITICAL_OPTION:t.message&&(n=s.pop(),a[n.id]=n,a[t.id]=n,s.push(n));break;case Cs.parser.yy.LINETYPE.LOOP_END:case Cs.parser.yy.LINETYPE.ALT_END:case Cs.parser.yy.LINETYPE.OPT_END:case Cs.parser.yy.LINETYPE.PAR_END:case Cs.parser.yy.LINETYPE.CRITICAL_END:case Cs.parser.yy.LINETYPE.BREAK_END:n=s.pop(),a[n.id]=n;break;case Cs.parser.yy.LINETYPE.ACTIVE_START:var c=e[t.from?t.from.actor:t.to.actor],l=Oc(t.from?t.from.actor:t.to.actor).length,u=c.x+c.width/2+(l-1)*Tc.activationWidth/2,h={startx:u,stopx:u+Tc.activationWidth,actor:t.from.actor,enabled:!0};Ec.activations.push(h);break;case Cs.parser.yy.LINETYPE.ACTIVE_END:var f=Ec.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);delete Ec.activations.splice(f,1)[0]}void 0!==t.placement?(r=function(t,e){var n=e[t.from].x,r=e[t.to].x,i=t.wrap&&t.message,a=Ne.calculateTextDimensions(i?Ne.wrapLabel(t.message,Tc.width,Sc(Tc)):t.message,Sc(Tc)),s={width:i?Tc.width:Math.max(Tc.width,a.width+2*Tc.noteMargin),height:0,startx:e[t.from].x,stopx:0,starty:0,stopy:0,message:t.message};return t.placement===Cs.parser.yy.PLACEMENT.RIGHTOF?(s.width=i?Math.max(Tc.width,a.width):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*Tc.noteMargin),s.startx=n+(e[t.from].width+Tc.actorMargin)/2):t.placement===Cs.parser.yy.PLACEMENT.LEFTOF?(s.width=i?Math.max(Tc.width,a.width+2*Tc.noteMargin):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*Tc.noteMargin),s.startx=n-s.width+(e[t.from].width-Tc.actorMargin)/2):t.to===t.from?(a=Ne.calculateTextDimensions(i?Ne.wrapLabel(t.message,Math.max(Tc.width,e[t.from].width),Sc(Tc)):t.message,Sc(Tc)),s.width=i?Math.max(Tc.width,e[t.from].width):Math.max(e[t.from].width,Tc.width,a.width+2*Tc.noteMargin),s.startx=n+(e[t.from].width-s.width)/2):(s.width=Math.abs(n+e[t.from].width/2-(r+e[t.to].width/2))+Tc.actorMargin,s.startx=n<r?n+e[t.from].width/2-Tc.actorMargin/2:r+e[t.to].width/2-Tc.actorMargin/2),i&&(s.message=Ne.wrapLabel(t.message,s.width-2*Tc.wrapPadding,Sc(Tc))),o.debug("NM:[".concat(s.startx,",").concat(s.stopx,",").concat(s.starty,",").concat(s.stopy,":").concat(s.width,",").concat(s.height,"=").concat(t.message,"]")),s}(t,e),t.noteModel=r,s.forEach((function(t){(n=t).from=Math.min(n.from,r.startx),n.to=Math.max(n.to,r.startx+r.width),n.width=Math.max(n.width,Math.abs(n.from-n.to))-Tc.labelBoxWidth}))):(i=function(t,e){var n=!1;if([Cs.parser.yy.LINETYPE.SOLID_OPEN,Cs.parser.yy.LINETYPE.DOTTED_OPEN,Cs.parser.yy.LINETYPE.SOLID,Cs.parser.yy.LINETYPE.DOTTED,Cs.parser.yy.LINETYPE.SOLID_CROSS,Cs.parser.yy.LINETYPE.DOTTED_CROSS,Cs.parser.yy.LINETYPE.SOLID_POINT,Cs.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(n=!0),!n)return{};var r=Bc(t.from,e),i=Bc(t.to,e),a=r[0]<=i[0]?1:0,o=r[0]<i[0]?0:1,s=r.concat(i),c=Math.abs(i[o]-r[a]);t.wrap&&t.message&&(t.message=Ne.wrapLabel(t.message,Math.max(c+2*Tc.wrapPadding,Tc.width),Cc(Tc)));var l=Ne.calculateTextDimensions(t.message,Cc(Tc));return{width:Math.max(t.wrap?0:l.width+2*Tc.wrapPadding,c+2*Tc.wrapPadding,Tc.width),height:0,startx:r[a],stopx:i[o],starty:0,stopy:0,message:t.message,type:t.type,wrap:t.wrap,fromBounds:Math.min.apply(null,s),toBounds:Math.max.apply(null,s)}}(t,e),t.msgModel=i,i.startx&&i.stopx&&s.length>0&&s.forEach((function(r){if(n=r,i.startx===i.stopx){var a=e[t.from],o=e[t.to];n.from=Math.min(a.x-i.width/2,a.x-a.width/2,n.from),n.to=Math.max(o.x+i.width/2,o.x+a.width/2,n.to),n.width=Math.max(n.width,Math.abs(n.to-n.from))-Tc.labelBoxWidth}else n.from=Math.min(i.startx,n.from),n.to=Math.max(i.stopx,n.to),n.width=Math.max(n.width,i.width)-Tc.labelBoxWidth})))})),Ec.activations=[],o.debug("Loop type widths:",a),a}(h,c);gc(s),vc(s),yc(s),mc(s);var g=1,y=1,m=Array();h.forEach((function(t){var e,n,r;switch(t.type){case Cs.parser.yy.LINETYPE.NOTE:n=t.noteModel,function(t,e){Ec.bumpVerticalPos(Tc.boxMargin),e.height=Tc.boxMargin,e.starty=Ec.getVerticalPos();var n=wc();n.x=e.startx,n.y=e.starty,n.width=e.width||Tc.width,n.class="note";var r=t.append("g"),i=cc(r,n),a=kc();a.x=e.startx,a.y=e.starty,a.width=n.width,a.dy="1em",a.text=e.message,a.class="noteText",a.fontFamily=Tc.noteFontFamily,a.fontSize=Tc.noteFontSize,a.fontWeight=Tc.noteFontWeight,a.anchor=Tc.noteAlign,a.textMargin=Tc.noteMargin,a.valign=Tc.noteAlign;var o=tc(r,a),s=Math.round(o.map((function(t){return(t._groups||t)[0][0].getBBox().height})).reduce((function(t,e){return t+e})));i.attr("height",s+2*Tc.noteMargin),e.height+=s+2*Tc.noteMargin,Ec.bumpVerticalPos(s+2*Tc.noteMargin),e.stopy=e.starty+s+2*Tc.noteMargin,e.stopx=e.startx+n.width,Ec.insert(e.startx,e.starty,e.stopx,e.stopy),Ec.models.addNote(e)}(s,n);break;case Cs.parser.yy.LINETYPE.ACTIVE_START:Ec.newActivation(t,s,c);break;case Cs.parser.yy.LINETYPE.ACTIVE_END:!function(t,e){var n=Ec.endActivation(t);n.starty+18>e&&(n.starty=e-6,e+=12),fc(s,n,e,Tc,Oc(t.from.actor).length),Ec.insert(n.startx,e-10,n.stopx,e)}(t,Ec.getVerticalPos());break;case Cs.parser.yy.LINETYPE.LOOP_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.LOOP_END:e=Ec.endLoop(),dc(s,e,"loop",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.RECT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin,(function(t){return Ec.newLoop(void 0,t.message)}));break;case Cs.parser.yy.LINETYPE.RECT_END:e=Ec.endLoop(),pc(s,e),Ec.models.addLoop(e),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos());break;case Cs.parser.yy.LINETYPE.OPT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.OPT_END:e=Ec.endLoop(),dc(s,e,"opt",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.ALT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.ALT_ELSE:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.ALT_END:e=Ec.endLoop(),dc(s,e,"alt",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.PAR_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.PAR_AND:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.PAR_END:e=Ec.endLoop(),dc(s,e,"par",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.AUTONUMBER:g=t.message.start||g,y=t.message.step||y,t.message.visible?Cs.parser.yy.enableSequenceNumbers():Cs.parser.yy.disableSequenceNumbers();break;case Cs.parser.yy.LINETYPE.CRITICAL_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.CRITICAL_OPTION:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.CRITICAL_END:e=Ec.endLoop(),dc(s,e,"critical",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.BREAK_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.BREAK_END:e=Ec.endLoop(),dc(s,e,"break",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;default:try{(r=t.msgModel).starty=Ec.getVerticalPos(),r.sequenceIndex=g,r.sequenceVisible=Cs.parser.yy.showSequenceNumbers();var i=function(t,e){Ec.bumpVerticalPos(10);var n,r=e.startx,i=e.stopx,a=e.message,o=st.splitBreaks(a).length,s=Ne.calculateTextDimensions(a,Cc(Tc)),c=s.height/o;e.height+=c,Ec.bumpVerticalPos(c);var l=s.height-10,u=s.width;if(r===i){n=Ec.getVerticalPos()+l,Tc.rightAngles||(l+=Tc.boxMargin,n=Ec.getVerticalPos()+l),l+=30;var h=Math.max(u/2,Tc.width/2);Ec.insert(r-h,Ec.getVerticalPos()-10+l,i+h,Ec.getVerticalPos()+30+l)}else l+=Tc.boxMargin,n=Ec.getVerticalPos()+l,Ec.insert(r,n-10,i,n);return Ec.bumpVerticalPos(l),e.height+=l,e.stopy=e.starty+e.height,Ec.insert(e.fromBounds,e.starty,e.toBounds,e.stopy),n}(0,r);m.push({messageModel:r,lineStarty:i}),Ec.models.addMessage(r)}catch(t){o.error("error while drawing message",t)}}[Cs.parser.yy.LINETYPE.SOLID_OPEN,Cs.parser.yy.LINETYPE.DOTTED_OPEN,Cs.parser.yy.LINETYPE.SOLID,Cs.parser.yy.LINETYPE.DOTTED,Cs.parser.yy.LINETYPE.SOLID_CROSS,Cs.parser.yy.LINETYPE.DOTTED_CROSS,Cs.parser.yy.LINETYPE.SOLID_POINT,Cs.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(g+=y)})),m.forEach((function(t){return function(t,e,n){var r=e.startx,i=e.stopx,a=e.starty,o=e.message,s=e.type,c=e.sequenceIndex,l=e.sequenceVisible,u=Ne.calculateTextDimensions(o,Cc(Tc)),h=kc();h.x=r,h.y=a+10,h.width=i-r,h.class="messageText",h.dy="1em",h.text=o,h.fontFamily=Tc.messageFontFamily,h.fontSize=Tc.messageFontSize,h.fontWeight=Tc.messageFontWeight,h.anchor=Tc.messageAlign,h.valign=Tc.messageAlign,h.textMargin=Tc.wrapPadding,h.tspan=!1,tc(t,h);var f,d=u.width;r===i?f=Tc.rightAngles?t.append("path").attr("d","M ".concat(r,",").concat(n," H ").concat(r+Math.max(Tc.width/2,d/2)," V ").concat(n+25," H ").concat(r)):t.append("path").attr("d","M "+r+","+n+" C "+(r+60)+","+(n-10)+" "+(r+60)+","+(n+30)+" "+r+","+(n+20)):((f=t.append("line")).attr("x1",r),f.attr("y1",n),f.attr("x2",i),f.attr("y2",n)),s===Cs.parser.yy.LINETYPE.DOTTED||s===Cs.parser.yy.LINETYPE.DOTTED_CROSS||s===Cs.parser.yy.LINETYPE.DOTTED_POINT||s===Cs.parser.yy.LINETYPE.DOTTED_OPEN?(f.style("stroke-dasharray","3, 3"),f.attr("class","messageLine1")):f.attr("class","messageLine0");var p="";Tc.arrowMarkerAbsolute&&(p=(p=(p=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),f.attr("stroke-width",2),f.attr("stroke","none"),f.style("fill","none"),s!==Cs.parser.yy.LINETYPE.SOLID&&s!==Cs.parser.yy.LINETYPE.DOTTED||f.attr("marker-end","url("+p+"#arrowhead)"),s!==Cs.parser.yy.LINETYPE.SOLID_POINT&&s!==Cs.parser.yy.LINETYPE.DOTTED_POINT||f.attr("marker-end","url("+p+"#filled-head)"),s!==Cs.parser.yy.LINETYPE.SOLID_CROSS&&s!==Cs.parser.yy.LINETYPE.DOTTED_CROSS||f.attr("marker-end","url("+p+"#crosshead)"),(l||Tc.showSequenceNumbers)&&(f.attr("marker-start","url("+p+"#sequencenumber)"),t.append("text").attr("x",r).attr("y",n+4).attr("font-family","sans-serif").attr("font-size","12px").attr("text-anchor","middle").attr("class","sequenceNumber").text(c))}(s,t.messageModel,t.lineStarty)})),Tc.mirrorActors&&(Ec.bumpVerticalPos(2*Tc.boxMargin),Mc(s,c,u,Ec.getVerticalPos(),Tc,h),Ec.bumpVerticalPos(Tc.boxMargin),rc(s,Ec.getVerticalPos()));var v=Nc(s,c,u,a),b=Ec.getBounds().bounds;o.debug("For line height fix Querying: #"+e+" .actor-line"),(0,l.selectAll)("#"+e+" .actor-line").attr("y2",b.stopy);var _=b.stopy-b.starty;_<v.maxHeight&&(_=v.maxHeight);var x=_+2*Tc.diagramMarginY;Tc.mirrorActors&&(x=x-Tc.boxMargin+Tc.bottomMarginAdj);var k=b.stopx-b.startx;k<v.maxWidth&&(k=v.maxWidth);var w=k+2*Tc.diagramMarginX;f&&s.append("text").text(f).attr("x",(b.stopx-b.startx)/2-2*Tc.diagramMarginX).attr("y",-25),Ce(s,x,w,Tc.useMaxWidth);var T=f?40:0;s.attr("viewBox",b.startx-Tc.diagramMarginX+" -"+(Tc.diagramMarginY+T)+" "+w+" "+(x+T)),En(Cs.parser.yy,s,e),o.debug("models:",Ec.models)}};var Rc=n(3584),Pc=n.n(Rc);function jc(t){return jc="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},jc(t)}var zc=function(t){return JSON.parse(JSON.stringify(t))},Yc=[],Uc=function 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T=c.node().getBBox();c.insert("rect",":first-child").attr("class","box").attr("x",h-y/2-je().state.padding/2).attr("y",f-k/2-je().state.padding/2-3.5).attr("width",y+je().state.padding).attr("height",k+je().state.padding),o.info(T)}ol++}(n,u.edge(t),u.edge(t).relation))})),T=w.getBBox();var E={id:r||"root",label:r||"root",width:0,height:0};return E.width=T.width+2*nl.padding,E.height=T.height+2*nl.padding,o.debug("Doc rendered",E,u),E};const ll=function(t,e){nl=je().state;var n,r=je().securityLevel;"sandbox"===r&&(n=(0,l.select)("#i"+e));var i="sandbox"===r?(0,l.select)(n.nodes()[0].contentDocument.body):(0,l.select)("body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;Rc.parser.yy.clear(),Rc.parser.parse(t),o.debug("Rendering diagram "+t);var s=i.select("[id='".concat(e,"']"));s.append("defs").append("marker").attr("id","dependencyEnd").attr("refX",19).attr("refY",7).attr("markerWidth",20).attr("markerHeight",28).attr("orient","auto").append("path").attr("d","M 19,7 L9,13 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i="rect";!0===n.start&&(i="start"),!1===n.start&&(i="end"),"default"!==n.type&&(i=n.type),hl[n.id]||(hl[n.id]={id:n.id,shape:i,description:st.sanitizeText(n.id,je()),classes:"statediagram-state"}),n.description&&(Array.isArray(hl[n.id].description)?(hl[n.id].shape="rectWithTitle",hl[n.id].description.push(n.description)):hl[n.id].description.length>0?(hl[n.id].shape="rectWithTitle",hl[n.id].description===n.id?hl[n.id].description=[n.description]:hl[n.id].description=[hl[n.id].description,n.description]):(hl[n.id].shape="rect",hl[n.id].description=n.description),hl[n.id].description=st.sanitizeTextOrArray(hl[n.id].description,je())),1===hl[n.id].description.length&&"rectWithTitle"===hl[n.id].shape&&(hl[n.id].shape="rect"),!hl[n.id].type&&n.doc&&(o.info("Setting cluster for ",n.id,gl(n)),hl[n.id].type="group",hl[n.id].dir=gl(n),hl[n.id].shape="divider"===n.type?"divider":"roundedWithTitle",hl[n.id].classes=hl[n.id].classes+" "+(r?"statediagram-cluster 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je().journey},clear:function(){_l.length=0,xl.length=0,bl="",kl.length=0,He()},setDiagramTitle:Qe,getDiagramTitle:Je,setAccTitle:Ge,getAccTitle:Xe,setAccDescription:Ze,getAccDescription:Ke,addSection:function(t){bl=t,_l.push(t)},getSections:function(){return _l},getTasks:function(){for(var t=wl(),e=0;!t&&e<100;)t=wl(),e++;return xl.push.apply(xl,kl),xl},addTask:function(t,e){var n=e.substr(1).split(":"),r=0,i=[];1===n.length?(r=Number(n[0]),i=[]):(r=Number(n[0]),i=n[1].split(","));var a=i.map((function(t){return t.trim()})),o={section:bl,type:bl,people:a,task:t,score:r};kl.push(o)},addTaskOrg:function(t){var e={section:bl,type:bl,description:t,task:t,classes:[]};xl.push(e)},getActors:function(){return t=[],xl.forEach((function(e){e.people&&t.push.apply(t,ml(e.people))})),ml(new Set(t)).sort();var t}};var El=n(9763),Cl=n.n(El),Sl=function(t,e){var n=t.append("rect");return n.attr("x",e.x),n.attr("y",e.y),n.attr("fill",e.fill),n.attr("stroke",e.stroke),n.attr("width",e.width),n.attr("height",e.height),n.attr("rx",e.rx),n.attr("ry",e.ry),void 0!==e.class&&n.attr("class",e.class),n},Al=function(t,e){var n=t.append("circle");return n.attr("cx",e.cx),n.attr("cy",e.cy),n.attr("class","actor-"+e.pos),n.attr("fill",e.fill),n.attr("stroke",e.stroke),n.attr("r",e.r),void 0!==n.class&&n.attr("class",n.class),void 0!==e.title&&n.append("title").text(e.title),n},Ml=-1,Nl=function(){function t(t,e,n,i,a,o,s,c){r(e.append("text").attr("x",n+a/2).attr("y",i+o/2+5).style("font-color",c).style("text-anchor","middle").text(t),s)}function e(t,e,n,i,a,o,s,c,l){for(var u=c.taskFontSize,h=c.taskFontFamily,f=t.split(/<br\s*\/?>/gi),d=0;d<f.length;d++){var 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r=t.append("g"),i={x:0,y:0,width:100,anchor:"start",height:100,rx:0,ry:0};i.x=e.x,i.y=e.y,i.fill=e.fill,i.width=n.width,i.height=n.height,i.class="journey-section section-type-"+e.num,i.rx=3,i.ry=3,Sl(r,i),Nl(n)(e.text,r,i.x,i.y,i.width,i.height,{class:"journey-section section-type-"+e.num},n,e.colour)},Bl=function(t,e){var n=e.text.replace(/<br\s*\/?>/gi," "),r=t.append("text");r.attr("x",e.x),r.attr("y",e.y),r.attr("class","legend"),r.style("text-anchor",e.anchor),void 0!==e.class&&r.attr("class",e.class);var i=r.append("tspan");return i.attr("x",e.x+2*e.textMargin),i.text(n),r},Ll=function(t,e,n){var r,i,a,o=e.x+n.width/2,s=t.append("g");Ml++,s.append("line").attr("id","task"+Ml).attr("x1",o).attr("y1",e.y).attr("x2",o).attr("y2",450).attr("class","task-line").attr("stroke-width","1px").attr("stroke-dasharray","4 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e=(0,l.arc)().startAngle(3*Math.PI/2).endAngle(Math.PI/2*5).innerRadius(7.5).outerRadius(15/2.2);t.append("path").attr("class","mouth").attr("d",e).attr("transform","translate("+i.cx+","+(i.cy+7)+")")}(a):function(t){t.append("line").attr("class","mouth").attr("stroke",2).attr("x1",i.cx-5).attr("y1",i.cy+7).attr("x2",i.cx+5).attr("y2",i.cy+7).attr("class","mouth").attr("stroke-width","1px").attr("stroke","#666")}(a);var c={x:0,y:0,width:100,anchor:"start",height:100,rx:0,ry:0};c.x=e.x,c.y=e.y,c.fill=e.fill,c.width=n.width,c.height=n.height,c.class="task task-type-"+e.num,c.rx=3,c.ry=3,Sl(s,c);var u=e.x+14;e.people.forEach((function(t){var n=e.actors[t].color,r={cx:u,cy:e.y,r:7,fill:n,stroke:"#000",title:t,pos:e.actors[t].position};Al(s,r),u+=10})),Nl(n)(e.task,s,c.x,c.y,c.width,c.height,{class:"task"},n,e.colour)};El.parser.yy=Tl;var Il={},Fl=je().journey,Rl=je().journey.leftMargin,Pl={data:{startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},verticalPos:0,sequenceItems:[],init:function(){this.sequenceItems=[],this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},this.verticalPos=0},updateVal:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])},updateBounds:function(t,e,n,r){var i=je().journey,a=this,o=0;this.sequenceItems.forEach((function(s){o++;var c=a.sequenceItems.length-o+1;a.updateVal(s,"starty",e-c*i.boxMargin,Math.min),a.updateVal(s,"stopy",r+c*i.boxMargin,Math.max),a.updateVal(Pl.data,"startx",t-c*i.boxMargin,Math.min),a.updateVal(Pl.data,"stopx",n+c*i.boxMargin,Math.max),a.updateVal(s,"startx",t-c*i.boxMargin,Math.min),a.updateVal(s,"stopx",n+c*i.boxMargin,Math.max),a.updateVal(Pl.data,"starty",e-c*i.boxMargin,Math.min),a.updateVal(Pl.data,"stopy",r+c*i.boxMargin,Math.max)}))},insert:function(t,e,n,r){var i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(Pl.data,"startx",i,Math.min),this.updateVal(Pl.data,"starty",o,Math.min),this.updateVal(Pl.data,"stopx",a,Math.max),this.updateVal(Pl.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return this.data}},jl=Fl.sectionFills,zl=Fl.sectionColours;const Yl=function(t){Object.keys(t).forEach((function(e){Fl[e]=t[e]}))},Ul=function(t,e){var n=je().journey;El.parser.yy.clear(),El.parser.parse(t+"\n");var r,i=je().securityLevel;"sandbox"===i&&(r=(0,l.select)("#i"+e));var a="sandbox"===i?(0,l.select)(r.nodes()[0].contentDocument.body):(0,l.select)("body");"sandbox"===i?r.nodes()[0].contentDocument:document,Pl.init();var o=a.select("#"+e);o.attr("xmlns:xlink","http://www.w3.org/1999/xlink"),o.append("defs").append("marker").attr("id","arrowhead").attr("refX",5).attr("refY",2).attr("markerWidth",6).attr("markerHeight",4).attr("orient","auto").append("path").attr("d","M 0,0 V 4 L6,2 Z");var s=El.parser.yy.getTasks(),c=El.parser.yy.getDiagramTitle(),u=El.parser.yy.getActors();for(var h in Il)delete Il[h];var f=0;u.forEach((function(t){Il[t]={color:n.actorColours[f%n.actorColours.length],position:f},f++})),function(t){var e=je().journey,n=60;Object.keys(Il).forEach((function(r){var i=Il[r].color,a={cx:20,cy:n,r:7,fill:i,stroke:"#000",pos:Il[r].position};Dl(t,a);var o={x:40,y:n+7,fill:"#666",text:r,textMargin:5|e.boxTextMargin};Bl(t,o),n+=20}))}(o),Pl.insert(0,0,Rl,50*Object.keys(Il).length),function(t,e,n){for(var r=je().journey,i="",a=n+(2*r.height+r.diagramMarginY),o=0,s="#CCC",c="black",l=0,u=0;u<e.length;u++){var h=e[u];if(i!==h.section){s=jl[o%jl.length],l=o%jl.length,c=zl[o%zl.length];var f={x:u*r.taskMargin+u*r.width+Rl,y:50,text:h.section,fill:s,num:l,colour:c};Ol(t,f,r),i=h.section,o++}var d=h.people.reduce((function(t,e){return Il[e]&&(t[e]=Il[e]),t}),{});h.x=u*r.taskMargin+u*r.width+Rl,h.y=a,h.width=r.diagramMarginX,h.height=r.diagramMarginY,h.colour=c,h.fill=s,h.num=l,h.actors=d,Ll(t,h,r),Pl.insert(h.x,h.y,h.x+h.width+r.taskMargin,450)}}(o,s,0);var d=Pl.getBounds();c&&o.append("text").text(c).attr("x",Rl).attr("font-size","4ex").attr("font-weight","bold").attr("y",25);var p=d.stopy-d.starty+2*n.diagramMarginY,g=Rl+d.stopx+2*n.diagramMarginX;Ce(o,p,g,n.useMaxWidth),o.append("line").attr("x1",Rl).attr("y1",4*n.height).attr("x2",g-Rl-4).attr("y2",4*n.height).attr("stroke-width",4).attr("stroke","black").attr("marker-end","url(#arrowhead)");var y=c?70:0;o.attr("viewBox","".concat(d.startx," -25 ").concat(g," ").concat(p+y)),o.attr("preserveAspectRatio","xMinYMin meet"),o.attr("height",p+y+25),En(El.parser.yy,o,e)};var $l={};const Wl=function(t){return"g.classGroup 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1;\n}\n\n#extensionEnd, .extension {\n fill: ").concat(t.lineColor," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationStart, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationEnd, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n.edgeTerminals {\n font-size: 11px;\n}\n\n")},ql=function(t){return".label {\n font-family: ".concat(t.fontFamily,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n .cluster-label text {\n fill: ").concat(t.titleColor,";\n }\n .cluster-label span {\n color: ").concat(t.titleColor,";\n }\n\n .label text,span {\n fill: ").concat(t.nodeTextColor||t.textColor,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n\n .node rect,\n .node circle,\n .node ellipse,\n .node polygon,\n .node path {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n stroke-width: 1px;\n }\n\n .node .label {\n text-align: center;\n }\n .node.clickable {\n cursor: pointer;\n }\n\n .arrowheadPath {\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 2.0px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n background-color: ").concat(t.edgeLabelBackground,";\n fill: ").concat(t.edgeLabelBackground,";\n }\n text-align: center;\n }\n\n .cluster rect {\n fill: ").concat(t.clusterBkg,";\n stroke: ").concat(t.clusterBorder,";\n stroke-width: 1px;\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n .cluster span {\n color: ").concat(t.titleColor,";\n }\n /* .cluster div {\n color: ").concat(t.titleColor,";\n } */\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: ").concat(t.fontFamily,";\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n")},Vl=function(t){return"\ndefs #statediagram-barbEnd {\n fill: ".concat(t.transitionColor,";\n stroke: ").concat(t.transitionColor,";\n }\ng.stateGroup text {\n fill: ").concat(t.nodeBorder,";\n stroke: none;\n font-size: 10px;\n}\ng.stateGroup text {\n fill: ").concat(t.textColor,";\n stroke: none;\n font-size: 10px;\n\n}\ng.stateGroup .state-title {\n font-weight: bolder;\n fill: ").concat(t.stateLabelColor,";\n}\n\ng.stateGroup rect {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n}\n\ng.stateGroup line {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n\n.transition {\n stroke: ").concat(t.transitionColor,";\n stroke-width: 1;\n fill: none;\n}\n\n.stateGroup .composit {\n fill: ").concat(t.background,";\n border-bottom: 1px\n}\n\n.stateGroup .alt-composit {\n fill: #e0e0e0;\n border-bottom: 1px\n}\n\n.state-note {\n stroke: ").concat(t.noteBorderColor,";\n fill: ").concat(t.noteBkgColor,";\n\n text {\n fill: ").concat(t.noteTextColor,";\n stroke: none;\n font-size: 10px;\n }\n}\n\n.stateLabel .box {\n stroke: none;\n stroke-width: 0;\n fill: ").concat(t.mainBkg,";\n opacity: 0.5;\n}\n\n.edgeLabel .label rect {\n fill: ").concat(t.labelBackgroundColor,";\n opacity: 0.5;\n}\n.edgeLabel .label text {\n fill: ").concat(t.transitionLabelColor||t.tertiaryTextColor,";\n}\n.label div .edgeLabel {\n color: ").concat(t.transitionLabelColor||t.tertiaryTextColor,";\n}\n\n.stateLabel text {\n fill: ").concat(t.stateLabelColor,";\n font-size: 10px;\n font-weight: bold;\n}\n\n.node circle.state-start {\n fill: ").concat(t.specialStateColor,";\n stroke: ").concat(t.specialStateColor,";\n}\n\n.node .fork-join {\n fill: ").concat(t.specialStateColor,";\n stroke: ").concat(t.specialStateColor,";\n}\n\n.node circle.state-end {\n fill: ").concat(t.innerEndBackground,";\n stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n.end-state-inner {\n fill: ").concat(t.compositeBackground||t.background,";\n // stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n\n.node rect {\n fill: ").concat(t.stateBkg||t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n.node polygon {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";;\n stroke-width: 1px;\n}\n#statediagram-barbEnd {\n fill: ").concat(t.lineColor,";\n}\n\n.statediagram-cluster rect {\n fill: ").concat(t.compositeTitleBackground,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n\n.cluster-label, .nodeLabel {\n color: ").concat(t.stateLabelColor,";\n}\n\n.statediagram-cluster rect.outer {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state .divider {\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n}\n\n.statediagram-state .title-state {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-cluster.statediagram-cluster .inner {\n fill: ").concat(t.compositeBackground||t.background,";\n}\n.statediagram-cluster.statediagram-cluster-alt .inner {\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.statediagram-cluster .inner {\n rx:0;\n ry:0;\n}\n\n.statediagram-state rect.basic {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state rect.divider {\n stroke-dasharray: 10,10;\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.note-edge {\n stroke-dasharray: 5;\n}\n\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n\n.statediagram-note text {\n fill: ").concat(t.noteTextColor,";\n}\n\n.statediagram-note .nodeLabel {\n color: ").concat(t.noteTextColor,";\n}\n.statediagram .edgeLabel {\n 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").concat(t.activationBorderColor,";\n }\n\n .activation2 {\n fill: ").concat(t.activationBkgColor,";\n stroke: ").concat(t.activationBorderColor,";\n }\n\n .actorPopupMenu {\n position: absolute;\n }\n\n .actorPopupMenuPanel {\n position: absolute;\n fill: ").concat(t.actorBkg,";\n box-shadow: 0px 8px 16px 0px rgba(0,0,0,0.2);\n filter: drop-shadow(3px 5px 2px rgb(0 0 0 / 0.4));\n}\n .actor-man line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n .actor-man circle, line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n stroke-width: 2px;\n }\n")},gantt:function(t){return'\n .mermaid-main-font {\n font-family: "trebuchet ms", verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n .exclude-range {\n fill: '.concat(t.excludeBkgColor,";\n }\n\n .section {\n stroke: none;\n opacity: 0.2;\n }\n\n .section0 {\n fill: ").concat(t.sectionBkgColor,";\n }\n\n .section2 {\n fill: ").concat(t.sectionBkgColor2,";\n }\n\n .section1,\n .section3 {\n fill: ").concat(t.altSectionBkgColor,";\n opacity: 0.2;\n }\n\n .sectionTitle0 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle1 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle2 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle3 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle {\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n // text-height: 14px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n\n /* Grid and axis */\n\n .grid .tick {\n stroke: ").concat(t.gridColor,";\n opacity: 0.8;\n shape-rendering: crispEdges;\n text {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.textColor,";\n }\n }\n\n .grid path {\n stroke-width: 0;\n }\n\n\n /* Today line */\n\n .today {\n fill: none;\n stroke: ").concat(t.todayLineColor,";\n stroke-width: 2px;\n }\n\n\n /* Task styling */\n\n /* Default task */\n\n .task {\n stroke-width: 2;\n }\n\n 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stroke-width: 2;\n }\n\n .doneText0,\n .doneText1,\n .doneText2,\n .doneText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Tasks on the critical line */\n\n .crit0,\n .crit1,\n .crit2,\n .crit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.critBkgColor,";\n stroke-width: 2;\n }\n\n .activeCrit0,\n .activeCrit1,\n .activeCrit2,\n .activeCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.activeTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneCrit0,\n .doneCrit1,\n .doneCrit2,\n .doneCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n cursor: pointer;\n shape-rendering: crispEdges;\n }\n\n .milestone {\n transform: rotate(45deg) scale(0.8,0.8);\n }\n\n .milestoneText {\n font-style: italic;\n }\n .doneCritText0,\n .doneCritText1,\n .doneCritText2,\n .doneCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .activeCritText0,\n .activeCritText1,\n 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{\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1.5px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n }\n text-align: center;\n }\n\n .cluster rect {\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n\n .task-type-0, .section-type-0 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType0):"",";\n }\n .task-type-1, .section-type-1 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType1):"",";\n }\n 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e={},n=[],r=0,i=t.length;r<i;++r)Object.prototype.hasOwnProperty.call(e,t[r])||(e[t[r]]=!0,n.push(t[r]));return n}(p),u.sort((function(t,e){var n=t.startTime,r=e.startTime,i=0;return n>r?i=1:n<r&&(i=-1),i})),function(t,r,a){var o=n.barHeight,c=o+n.barGap,u=n.topPadding,h=n.leftPadding;(0,l.scaleLinear)().domain([0,p.length]).range(["#00B9FA","#F95002"]).interpolate(l.interpolateHcl),function(t,e,r,a,o,s,c,l){var u=s.reduce((function(t,e){var n=e.startTime;return t?Math.min(t,n):n}),0),h=s.reduce((function(t,e){var n=e.endTime;return t?Math.max(t,n):n}),0),p=po.parser.yy.getDateFormat();if(u&&h){for(var g=[],y=null,m=i()(u);m.valueOf()<=h;)po.parser.yy.isInvalidDate(m,p,c,l)?y?y.end=m.clone():y={start:m.clone(),end:m.clone()}:y&&(g.push(y),y=null),m.add(1,"d");f.append("g").selectAll("rect").data(g).enter().append("rect").attr("id",(function(t){return"exclude-"+t.start.format("YYYY-MM-DD")})).attr("x",(function(t){return 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a=s.createElementNS("http://www.w3.org/2000/svg","tspan");a.setAttribute("alignment-baseline","central"),a.setAttribute("x","10"),i>0&&a.setAttribute("dy","1em"),a.textContent=e[i],r.appendChild(a)}return r})).attr("x",10).attr("y",(function(n,a){if(!(a>0))return n[1]*t/2+e;for(var o=0;o<a;o++)return i+=r[a-1][1],n[1]*t/2+i*t+e})).attr("font-size",n.sectionFontSize).attr("font-size",n.sectionFontSize).attr("class",(function(t){for(var e=0;e<p.length;e++)if(t[0]===p[e])return"sectionTitle sectionTitle"+e%n.numberSectionStyles;return"sectionTitle"}))}(c,u),function(t,e,r,i){var a=uo.getTodayMarker();if("off"!==a){var o=f.append("g").attr("class","today"),s=new 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i,a=n.nodeSpacing||50,s=n.rankSpacing||50,c=new(dr().Graph)({multigraph:!0,compound:!0}).setGraph({rankdir:lr.getDirection(),nodesep:a,ranksep:s,marginx:8,marginy:8}).setDefaultEdgeLabel((function(){return{}})),u=lr.getClasses(),h=lr.getRelations();o.info(h),function(t,e){var n=Object.keys(t);o.info("keys:",n),o.info(t),n.forEach((function(n){var r=t[n],i="";r.cssClasses.length>0&&(i=i+" "+r.cssClasses.join(" "));var a,s,c={labelStyle:""},l=void 0!==r.text?r.text:r.id;r.type,s="class_box",e.setNode(r.id,{labelStyle:c.labelStyle,shape:s,labelText:(a=l,st.sanitizeText(a,je())),classData:r,rx:0,ry:0,class:i,style:c.style,id:r.id,domId:r.domId,haveCallback:r.haveCallback,link:r.link,width:"group"===r.type?500:void 0,type:r.type,padding:je().flowchart.padding}),o.info("setNode",{labelStyle:c.labelStyle,shape:s,labelText:l,rx:0,ry:0,class:i,style:c.style,id:r.id,width:"group"===r.type?500:void 0,type:r.type,padding:je().flowchart.padding})}))}(u,c),function(t,e){var n=0;t.forEach((function(r){n++;var i={classes:"relation"};i.pattern=1==r.relation.lineType?"dashed":"solid",i.id="id"+n,"arrow_open"===r.type?i.arrowhead="none":i.arrowhead="normal",o.info(i,r),i.startLabelRight="none"===r.relationTitle1?"":r.relationTitle1,i.endLabelLeft="none"===r.relationTitle2?"":r.relationTitle2,i.arrowTypeStart=_i(r.relation.type1),i.arrowTypeEnd=_i(r.relation.type2);var a="",s="";if(void 0!==r.style){var c=pe(r.style);a=c.style,s=c.labelStyle}else a="fill:none";i.style=a,i.labelStyle=s,void 0!==r.interpolate?i.curve=fe(r.interpolate,l.curveLinear):void 0!==t.defaultInterpolate?i.curve=fe(t.defaultInterpolate,l.curveLinear):i.curve=fe(bi.curve,l.curveLinear),r.text=r.title,void 0===r.text?void 0!==r.style&&(i.arrowheadStyle="fill: #333"):(i.arrowheadStyle="fill: #333",i.labelpos="c",je().flowchart.htmlLabels?(i.labelType="html",i.label='<span class="edgeLabel">'+r.text+"</span>"):(i.labelType="text",i.label=r.text.replace(st.lineBreakRegex,"\n"),void 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c=this._ids[s],l=t[2*c],u=t[2*c+1];if(s>0&&Math.abs(l-a)<=ps&&Math.abs(u-o)<=ps)continue;if(a=l,o=u,c===f||c===d||c===p)continue;let h=0;for(let t=0,e=this._hashKey(l,u);t<this._hashSize&&(h=i[(e+t)%this._hashSize],-1===h||h===n[h]);t++);h=e[h];let g,y=h;for(;g=n[y],ds(l,u,t[2*y],t[2*y+1],t[2*g],t[2*g+1])>=0;)if(y=g,y===h){y=-1;break}if(-1===y)continue;let m=this._addTriangle(y,c,n[y],-1,-1,r[y]);r[c]=this._legalize(m+2),r[y]=m,T++;let v=n[y];for(;g=n[v],ds(l,u,t[2*v],t[2*v+1],t[2*g],t[2*g+1])<0;)m=this._addTriangle(v,c,g,r[c],-1,r[v]),r[c]=this._legalize(m+2),n[v]=v,T--,v=g;if(y===h)for(;g=e[y],ds(l,u,t[2*g],t[2*g+1],t[2*y],t[2*y+1])<0;)m=this._addTriangle(g,c,y,-1,r[y],r[g]),this._legalize(m+2),r[g]=m,n[y]=y,T--,y=g;this._hullStart=e[c]=y,n[y]=e[v]=c,n[c]=v,i[this._hashKey(l,u)]=c,i[this._hashKey(t[2*y],t[2*y+1])]=y}this.hull=new Uint32Array(T);for(let t=0,e=this._hullStart;t<T;t++)this.hull[t]=e,e=n[e];this.triangles=this._triangles.subarray(0,this.trianglesLen),this.halfedges=this._halfedges.subarray(0,this.trianglesLen)}_hashKey(t,e){return Math.floor(function(t,e){const n=t/(Math.abs(t)+Math.abs(e));return(e>0?3-n:1+n)/4}(t-this._cx,e-this._cy)*this._hashSize)%this._hashSize}_legalize(t){const{_triangles:e,_halfedges:n,coords:r}=this;let i=0,a=0;for(;;){const o=n[t],s=t-t%3;if(a=s+(t+2)%3,-1===o){if(0===i)break;t=gs[--i];continue}const c=o-o%3,l=s+(t+1)%3,u=c+(o+2)%3,h=e[a],f=e[t],d=e[l],p=e[u];if(vs(r[2*h],r[2*h+1],r[2*f],r[2*f+1],r[2*d],r[2*d+1],r[2*p],r[2*p+1])){e[t]=p,e[o]=h;const r=n[u];if(-1===r){let e=this._hullStart;do{if(this._hullTri[e]===u){this._hullTri[e]=t;break}e=this._hullPrev[e]}while(e!==this._hullStart)}this._link(t,r),this._link(o,n[a]),this._link(a,u);const s=c+(o+1)%3;i<gs.length&&(gs[i++]=s)}else{if(0===i)break;t=gs[--i]}}return 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0,r=this._clip(t);if(null===r||!r.length)return;e.moveTo(r[0],r[1]);let i=r.length;for(;r[0]===r[i-2]&&r[1]===r[i-1]&&i>1;)i-=2;for(let t=2;t<i;t+=2)r[t]===r[t-2]&&r[t+1]===r[t-1]||e.lineTo(r[t],r[t+1]);return e.closePath(),n&&n.value()}*cellPolygons(){const{delaunay:{points:t}}=this;for(let e=0,n=t.length/2;e<n;++e){const t=this.cellPolygon(e);t&&(t.index=e,yield t)}}cellPolygon(t){const e=new Cs;return this.renderCell(t,e),e.value()}_renderSegment(t,e,n,r,i){let a;const o=this._regioncode(t,e),s=this._regioncode(n,r);0===o&&0===s?(i.moveTo(t,e),i.lineTo(n,r)):(a=this._clipSegment(t,e,n,r,o,s))&&(i.moveTo(a[0],a[1]),i.lineTo(a[2],a[3]))}contains(t,e,n){return(e=+e)==e&&(n=+n)==n&&this.delaunay._step(t,e,n)===t}*neighbors(t){const e=this._clip(t);if(e)for(const n of this.delaunay.neighbors(t)){const t=this._clip(n);if(t)t:for(let r=0,i=e.length;r<i;r+=2)for(let a=0,o=t.length;a<o;a+=2)if(e[r]==t[a]&&e[r+1]==t[a+1]&&e[(r+2)%i]==t[(a+o-2)%o]&&e[(r+3)%i]==t[(a+o-1)%o]){yield n;break t}}}_cell(t){const{circumcenters:e,delaunay:{inedges:n,halfedges:r,triangles:i}}=this,a=n[t];if(-1===a)return null;const o=[];let s=a;do{const n=Math.floor(s/3);if(o.push(e[2*n],e[2*n+1]),s=s%3==2?s-2:s+1,i[s]!==t)break;s=r[s]}while(s!==a&&-1!==s);return o}_clip(t){if(0===t&&1===this.delaunay.hull.length)return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];const e=this._cell(t);if(null===e)return null;const{vectors:n}=this,r=4*t;return n[r]||n[r+1]?this._clipInfinite(t,e,n[r],n[r+1],n[r+2],n[r+3]):this._clipFinite(t,e)}_clipFinite(t,e){const n=e.length;let r,i,a,o,s=null,c=e[n-2],l=e[n-1],u=this._regioncode(c,l),h=0;for(let f=0;f<n;f+=2)if(r=c,i=l,c=e[f],l=e[f+1],a=u,u=this._regioncode(c,l),0===a&&0===u)o=h,h=0,s?s.push(c,l):s=[c,l];else{let e,n,f,d,p;if(0===a){if(null===(e=this._clipSegment(r,i,c,l,a,u)))continue;[n,f,d,p]=e}else{if(null===(e=this._clipSegment(c,l,r,i,u,a)))continue;[d,p,n,f]=e,o=h,h=this._edgecode(n,f),o&&h&&this._edge(t,o,h,s,s.length),s?s.push(n,f):s=[n,f]}o=h,h=this._edgecode(d,p),o&&h&&this._edge(t,o,h,s,s.length),s?s.push(d,p):s=[d,p]}if(s)o=h,h=this._edgecode(s[0],s[1]),o&&h&&this._edge(t,o,h,s,s.length);else if(this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2))return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];return s}_clipSegment(t,e,n,r,i,a){for(;;){if(0===i&&0===a)return[t,e,n,r];if(i&a)return null;let o,s,c=i||a;8&c?(o=t+(n-t)*(this.ymax-e)/(r-e),s=this.ymax):4&c?(o=t+(n-t)*(this.ymin-e)/(r-e),s=this.ymin):2&c?(s=e+(r-e)*(this.xmax-t)/(n-t),o=this.xmax):(s=e+(r-e)*(this.xmin-t)/(n-t),o=this.xmin),i?(t=o,e=s,i=this._regioncode(t,e)):(n=o,r=s,a=this._regioncode(n,r))}}_clipInfinite(t,e,n,r,i,a){let o,s=Array.from(e);if((o=this._project(s[0],s[1],n,r))&&s.unshift(o[0],o[1]),(o=this._project(s[s.length-2],s[s.length-1],i,a))&&s.push(o[0],o[1]),s=this._clipFinite(t,s))for(let e,n=0,r=s.length,i=this._edgecode(s[r-2],s[r-1]);n<r;n+=2)e=i,i=this._edgecode(s[n],s[n+1]),e&&i&&(n=this._edge(t,e,i,s,n),r=s.length);else this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2)&&(s=[this.xmin,this.ymin,this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax]);return s}_edge(t,e,n,r,i){for(;e!==n;){let n,a;switch(e){case 5:e=4;continue;case 4:e=6,n=this.xmax,a=this.ymin;break;case 6:e=2;continue;case 2:e=10,n=this.xmax,a=this.ymax;break;case 10:e=8;continue;case 8:e=9,n=this.xmin,a=this.ymax;break;case 9:e=1;continue;case 1:e=5,n=this.xmin,a=this.ymin}r[i]===n&&r[i+1]===a||!this.contains(t,n,a)||(r.splice(i,0,n,a),i+=2)}if(r.length>4)for(let t=0;t<r.length;t+=2){const e=(t+2)%r.length,n=(t+4)%r.length;(r[t]===r[e]&&r[e]===r[n]||r[t+1]===r[e+1]&&r[e+1]===r[n+1])&&(r.splice(e,2),t-=2)}return i}_project(t,e,n,r){let i,a,o,s=1/0;if(r<0){if(e<=this.ymin)return null;(i=(this.ymin-e)/r)<s&&(o=this.ymin,a=t+(s=i)*n)}else if(r>0){if(e>=this.ymax)return null;(i=(this.ymax-e)/r)<s&&(o=this.ymax,a=t+(s=i)*n)}if(n>0){if(t>=this.xmax)return null;(i=(this.xmax-t)/n)<s&&(a=this.xmax,o=e+(s=i)*r)}else if(n<0){if(t<=this.xmin)return null;(i=(this.xmin-t)/n)<s&&(a=this.xmin,o=e+(s=i)*r)}return[a,o]}_edgecode(t,e){return(t===this.xmin?1:t===this.xmax?2:0)|(e===this.ymin?4:e===this.ymax?8:0)}_regioncode(t,e){return(t<this.xmin?1:t>this.xmax?2:0)|(e<this.ymin?4:e>this.ymax?8:0)}}const As=2*Math.PI,Ms=Math.pow;function Ns(t){return t[0]}function Ds(t){return t[1]}function Os(t,e,n){return[t+Math.sin(t+e)*n,e+Math.cos(t-e)*n]}class Bs{static from(t,e=Ns,n=Ds,r){return new Bs("length"in t?function(t,e,n,r){const i=t.length,a=new Float64Array(2*i);for(let o=0;o<i;++o){const i=t[o];a[2*o]=e.call(r,i,o,t),a[2*o+1]=n.call(r,i,o,t)}return a}(t,e,n,r):Float64Array.from(function*(t,e,n,r){let i=0;for(const a of t)yield e.call(r,a,i,t),yield n.call(r,a,i,t),++i}(t,e,n,r)))}constructor(t){this._delaunator=new ys(t),this.inedges=new Int32Array(t.length/2),this._hullIndex=new Int32Array(t.length/2),this.points=this._delaunator.coords,this._init()}update(){return this._delaunator.update(),this._init(),this}_init(){const t=this._delaunator,e=this.points;if(t.hull&&t.hull.length>2&&function(t){const{triangles:e,coords:n}=t;for(let t=0;t<e.length;t+=3){const r=2*e[t],i=2*e[t+1],a=2*e[t+2];if((n[a]-n[r])*(n[i+1]-n[r+1])-(n[i]-n[r])*(n[a+1]-n[r+1])>1e-10)return!1}return!0}(t)){this.collinear=Int32Array.from({length:e.length/2},((t,e)=>e)).sort(((t,n)=>e[2*t]-e[2*n]||e[2*t+1]-e[2*n+1]));const t=this.collinear[0],n=this.collinear[this.collinear.length-1],r=[e[2*t],e[2*t+1],e[2*n],e[2*n+1]],i=1e-8*Math.hypot(r[3]-r[1],r[2]-r[0]);for(let t=0,n=e.length/2;t<n;++t){const 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Array(3).concat("ef8a62f7f7f767a9cf","ca0020f4a58292c5de0571b0","ca0020f4a582f7f7f792c5de0571b0","b2182bef8a62fddbc7d1e5f067a9cf2166ac","b2182bef8a62fddbc7f7f7f7d1e5f067a9cf2166ac","b2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac","b2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac","67001fb2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac053061","67001fb2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac053061").map(Q_);const bx=lx(vx);var _x=new Array(3).concat("ef8a62ffffff999999","ca0020f4a582bababa404040","ca0020f4a582ffffffbababa404040","b2182bef8a62fddbc7e0e0e09999994d4d4d","b2182bef8a62fddbc7ffffffe0e0e09999994d4d4d","b2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d","b2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d","67001fb2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d1a1a1a","67001fb2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d1a1a1a").map(Q_);const xx=lx(_x);var kx=new Array(3).concat("fc8d59ffffbf91bfdb","d7191cfdae61abd9e92c7bb6","d7191cfdae61ffffbfabd9e92c7bb6","d73027fc8d59fee090e0f3f891bfdb4575b4","d73027fc8d59fee090ffffbfe0f3f891bfdb4575b4","d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4","d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4","a50026d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4313695","a50026d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4313695").map(Q_);const wx=lx(kx);var Tx=new Array(3).concat("fc8d59ffffbf91cf60","d7191cfdae61a6d96a1a9641","d7191cfdae61ffffbfa6d96a1a9641","d73027fc8d59fee08bd9ef8b91cf601a9850","d73027fc8d59fee08bffffbfd9ef8b91cf601a9850","d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850","d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850","a50026d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850006837","a50026d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850006837").map(Q_);const Ex=lx(Tx);var Cx=new Array(3).concat("fc8d59ffffbf99d594","d7191cfdae61abdda42b83ba","d7191cfdae61ffffbfabdda42b83ba","d53e4ffc8d59fee08be6f59899d5943288bd","d53e4ffc8d59fee08bffffbfe6f59899d5943288bd","d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd","d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd","9e0142d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd5e4fa2","9e0142d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd5e4fa2").map(Q_);const Sx=lx(Cx);var Ax=new Array(3).concat("e5f5f999d8c92ca25f","edf8fbb2e2e266c2a4238b45","edf8fbb2e2e266c2a42ca25f006d2c","edf8fbccece699d8c966c2a42ca25f006d2c","edf8fbccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45006d2c00441b").map(Q_);const Mx=lx(Ax);var Nx=new Array(3).concat("e0ecf49ebcda8856a7","edf8fbb3cde38c96c688419d","edf8fbb3cde38c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d810f7c4d004b").map(Q_);const Dx=lx(Nx);var Ox=new Array(3).concat("e0f3dba8ddb543a2ca","f0f9e8bae4bc7bccc42b8cbe","f0f9e8bae4bc7bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe0868ac084081").map(Q_);const Bx=lx(Ox);var Lx=new Array(3).concat("fee8c8fdbb84e34a33","fef0d9fdcc8afc8d59d7301f","fef0d9fdcc8afc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301fb300007f0000").map(Q_);const Ix=lx(Lx);var Fx=new Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(Q_);const Rx=lx(Fx);var Px=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(Q_);const jx=lx(Px);var zx=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(Q_);const Yx=lx(zx);var Ux=new Array(3).concat("fde0ddfa9fb5c51b8a","feebe2fbb4b9f768a1ae017e","feebe2fbb4b9f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a017749006a").map(Q_);const $x=lx(Ux);var Wx=new Array(3).concat("edf8b17fcdbb2c7fb8","ffffcca1dab441b6c4225ea8","ffffcca1dab441b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea8253494081d58").map(Q_);const qx=lx(Wx);var Vx=new Array(3).concat("f7fcb9addd8e31a354","ffffccc2e69978c679238443","ffffccc2e69978c67931a354006837","ffffccd9f0a3addd8e78c67931a354006837","ffffccd9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443006837004529").map(Q_);const Hx=lx(Vx);var Gx=new Array(3).concat("fff7bcfec44fd95f0e","ffffd4fed98efe9929cc4c02","ffffd4fed98efe9929d95f0e993404","ffffd4fee391fec44ffe9929d95f0e993404","ffffd4fee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c02993404662506").map(Q_);const Xx=lx(Gx);var Zx=new Array(3).concat("ffeda0feb24cf03b20","ffffb2fecc5cfd8d3ce31a1c","ffffb2fecc5cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cbd0026800026").map(Q_);const Kx=lx(Zx);var Qx=new Array(3).concat("deebf79ecae13182bd","eff3ffbdd7e76baed62171b5","eff3ffbdd7e76baed63182bd08519c","eff3ffc6dbef9ecae16baed63182bd08519c","eff3ffc6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b508519c08306b").map(Q_);const Jx=lx(Qx);var tk=new Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(Q_);const ek=lx(tk);var nk=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(Q_);const rk=lx(nk);var ik=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(Q_);const ak=lx(ik);var ok=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(Q_);const sk=lx(ok);var ck=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(Q_);const lk=lx(ck);function uk(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", "+Math.max(0,Math.min(255,Math.round(81.24+t*(442.36-t*(2482.43-t*(6167.24-t*(6614.94-2475.67*t)))))))+")"}const hk=fy(Uo(300,.5,0),Uo(-240,.5,1));var fk=fy(Uo(-100,.75,.35),Uo(80,1.5,.8)),dk=fy(Uo(260,.75,.35),Uo(80,1.5,.8)),pk=Uo();function gk(t){(t<0||t>1)&&(t-=Math.floor(t));var e=Math.abs(t-.5);return pk.h=360*t-100,pk.s=1.5-1.5*e,pk.l=.8-.9*e,pk+""}var yk=ir(),mk=Math.PI/3,vk=2*Math.PI/3;function bk(t){var e;return t=(.5-t)*Math.PI,yk.r=255*(e=Math.sin(t))*e,yk.g=255*(e=Math.sin(t+mk))*e,yk.b=255*(e=Math.sin(t+vk))*e,yk+""}function _k(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(34.61+t*(1172.33-t*(10793.56-t*(33300.12-t*(38394.49-14825.05*t)))))))+", "+Math.max(0,Math.min(255,Math.round(23.31+t*(557.33+t*(1225.33-t*(3574.96-t*(1073.77+707.56*t)))))))+", "+Math.max(0,Math.min(255,Math.round(27.2+t*(3211.1-t*(15327.97-t*(27814-t*(22569.18-6838.66*t)))))))+")"}function xk(t){var e=t.length;return function(n){return 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oE(t,{sourceEvent:this.sourceEvent,target:y,type:t,transform:this.that.__zoom,dispatch:f}),e)}},y.wheelDelta=function(t){return arguments.length?(o="function"==typeof t?t:aE(+t),y):o},y.filter=function(t){return arguments.length?(r="function"==typeof t?t:aE(!!t),y):r},y.touchable=function(t){return arguments.length?(s="function"==typeof t?t:aE(!!t),y):s},y.extent=function(t){return arguments.length?(i="function"==typeof t?t:aE([[+t[0][0],+t[0][1]],[+t[1][0],+t[1][1]]]),y):i},y.scaleExtent=function(t){return arguments.length?(c[0]=+t[0],c[1]=+t[1],y):[c[0],c[1]]},y.translateExtent=function(t){return arguments.length?(l[0][0]=+t[0][0],l[1][0]=+t[1][0],l[0][1]=+t[0][1],l[1][1]=+t[1][1],y):[[l[0][0],l[0][1]],[l[1][0],l[1][1]]]},y.constrain=function(t){return arguments.length?(a=t,y):a},y.duration=function(t){return arguments.length?(u=+t,y):u},y.interpolate=function(t){return arguments.length?(h=t,y):h},y.on=function(){var t=f.on.apply(f,arguments);return t===f?y:t},y.clickDistance=function(t){return arguments.length?(p=(t=+t)*t,y):Math.sqrt(p)},y.tapDistance=function(t){return arguments.length?(g=+t,y):g},y}lE.prototype=sE.prototype}},e={};function n(r){var i=e[r];if(void 0!==i)return i.exports;var a=e[r]={id:r,loaded:!1,exports:{}};return t[r].call(a.exports,a,a.exports,n),a.loaded=!0,a.exports}n.c=e,n.n=t=>{var e=t&&t.__esModule?()=>t.default:()=>t;return n.d(e,{a:e}),e},n.d=(t,e)=>{for(var r in e)n.o(e,r)&&!n.o(t,r)&&Object.defineProperty(t,r,{enumerable:!0,get:e[r]})},n.g=function(){if("object"==typeof globalThis)return globalThis;try{return this||new Function("return this")()}catch(t){if("object"==typeof window)return window}}(),n.o=(t,e)=>Object.prototype.hasOwnProperty.call(t,e),n.r=t=>{"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(t,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(t,"__esModule",{value:!0})},n.nmd=t=>(t.paths=[],t.children||(t.children=[]),t);var r=n(n.s=4505);return r.default})())); //# sourceMappingURL=mermaid.min.js.map /** * @version : 15.6.0 - Bridge.NET @@ -16547,10 +16552,13 @@ b.y+c/2)},function(b,c){var f=Math.max(0,Math.min(b.height,parseFloat(mxUtils.ge f=Math.max(0,Math.min(c,parseFloat(mxUtils.getValue(this.state.style,"dy",this.dy))));return new mxPoint(b.x+(b.height-c/2+f)/2,b.y+c)},function(b,c){this.state.style.arrowHead=Math.round(100*Math.max(2*parseFloat(mxUtils.getValue(this.state.style,"dy",this.dy)),Math.min(b.height/2,c.y-b.y)))/100});d.push(a);return d}; mxShapeArrows2UTurnArrow.prototype.getConstraints=function(a,d,e){a=[];var b=Math.max(0,Math.min(e,parseFloat(mxUtils.getValue(this.style,"dy",this.dy)))),c=Math.max(0,Math.min(e,parseFloat(mxUtils.getValue(this.style,"arrowHead",this.arrowHead)))),f=(e-c/2+b)/2,g=Math.max(0,parseFloat(mxUtils.getValue(this.style,"dx2",this.dx2)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f,0));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f+g,.5*c));a.push(new mxConnectionConstraint(new mxPoint(0, 0),!1,null,f,c));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(f+d),e-2*b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e-2*b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e-b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(f+d),e));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f,e));a.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.5*(e+.5*c-b)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,c-2*b,.5*(e+.5*c-b)));return a};function mxShapeArrowsWedgeArrow(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrow,mxArrow);mxShapeArrowsWedgeArrow.prototype.paintEdgeShape=function(a,d){var e=d[0];d=d[d.length-1];a.begin();a.moveTo(e.x+.2*(d.y-e.y),e.y-.2*(d.x-e.x));a.lineTo(e.x-.2*(d.y-e.y),e.y+.2*(d.x-e.x));a.lineTo(d.x,d.y);a.close();a.fillAndStroke()}; -mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrow",mxShapeArrowsWedgeArrow);function mxShapeArrowsWedgeArrowDashed(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrowDashed,mxArrow); -mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape=function(a,d){var e=d[0],b=d[d.length-1];d=b.x-e.x;b=b.y-e.y;var c=.2*d,f=.2*b,g=e.x,h=e.y;a.begin();for(var k=0;8>=k;k++){e=c*(8-k)/8;var l=f*(8-k)/8;8==k&&(e=c*(8-.98*k)/8,l=f*(8-.98*k)/8);var m=g-l,n=h+e;a.moveTo(g+l,h-e);a.lineTo(m,n);g+=d/8;h+=b/8}a.stroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed",mxShapeArrowsWedgeArrowDashed); -function mxAtlassianJiraIssue(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1;this.dx=.5}mxUtils.extend(mxAtlassianJiraIssue,mxRectangleShape); +0),!1,null,0,.5*(e+.5*c-b)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,c-2*b,.5*(e+.5*c-b)));return a};function mxShapeArrowsWedgeArrow(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrow,mxArrow);mxShapeArrowsWedgeArrow.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrow.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrow.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=d[0];d=d[d.length-1];var c=d.x-b.x,f=d.y-b.y,g=Math.sqrt(c*c+f*f);c=c*e/g;e=f*e/g;a.begin();a.moveTo(b.x+e,b.y-c);a.lineTo(b.x-e,b.y+c);a.lineTo(d.x,d.y);a.close();a.fillAndStroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrow",mxShapeArrowsWedgeArrow);function mxShapeArrowsWedgeArrowDashed(){mxArrowConnector.call(this)} +mxUtils.extend(mxShapeArrowsWedgeArrowDashed,mxArrow);mxShapeArrowsWedgeArrowDashed.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrowDashed.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=d[0],c=d[d.length-1];d=c.x-b.x;c=c.y-b.y;var f=Math.sqrt(d*d+c*c),g=d*e/f;e=c*e/f;f=b.x;var h=b.y;a.begin();for(var k=0;8>=k;k++){b=g*(8-k)/8;var l=e*(8-k)/8;8==k&&(b=g*(8-.98*k)/8,l=e*(8-.98*k)/8);var m=f-l,n=h+b;a.moveTo(f+l,h-b);a.lineTo(m,n);f+=d/8;h+=c/8}a.stroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed",mxShapeArrowsWedgeArrowDashed); +function mxShapeArrowsWedgeArrowDashed2(){mxArrowConnector.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrowDashed2,mxArrow);mxShapeArrowsWedgeArrowDashed2.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrowDashed2.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25},{name:"stepSize",dispName:"Step Size",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrowDashed2.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=Math.max(0,parseFloat(mxUtils.getValue(this.style,"stepSize",10))),c=d[0],f=d[d.length-1];d=f.x-c.x;f=f.y-c.y;var g=Math.sqrt(d*d+f*f),h=d*e/g;e=f*e/g;var k=c.x;c=c.y;var l=Math.floor(g/b);a.begin();for(var m=0;m<=l;m++){b=h*(l-m)/l;g=e*(l-m)/l;m==l&&(b=h*(l-.98*m)/l,g=e*(l-.98*m)/l);var n=k-g,p=c+b;a.moveTo(k+g,c-b);a.lineTo(n,p);k+=d/l;c+=f/l}a.stroke()}; +mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed2",mxShapeArrowsWedgeArrowDashed2);function mxAtlassianJiraIssue(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1;this.dx=.5}mxUtils.extend(mxAtlassianJiraIssue,mxRectangleShape); mxAtlassianJiraIssue.prototype.customProperties=[{name:"issueType",dispName:"Issue Type",type:"enum",enumList:[{val:"story",dispName:"Story"},{val:"task",dispName:"Task"},{val:"subTask",dispName:"Sub-Task"},{val:"feature",dispName:"Feature"},{val:"bug",dispName:"Bug"},{val:"techTask",dispName:"Tech Task"},{val:"epic",dispName:"Epic"},{val:"improvement",dispName:"Improvement"},{val:"fault",dispName:"Fault"},{val:"change",dispName:"Change"},{val:"access",dispName:"Access"},{val:"purchase",dispName:"Purchase"}, {val:"itHelp",dispName:"IT Help"}]},{name:"issuePriority",dispName:"Issue Priority",type:"enum",enumList:[{val:"blocker",dispName:"Blocker"},{val:"critical",dispName:"Critical"},{val:"major",dispName:"Major"},{val:"minor",dispName:"Minor"},{val:"trivial",dispName:"Trivial"}]},{name:"issueStatus",dispName:"Issue Status",type:"enum",enumList:[{val:"todo",dispName:"TODO"},{val:"inProgress",dispName:"In Progress"},{val:"inReview",dispName:"In Review"},{val:"done",dispName:"Done"}]}]; mxAtlassianJiraIssue.prototype.cst={ISSUE:"mxgraph.atlassian.issue"}; @@ -17791,201 +17799,201 @@ mxCellRenderer.registerShape(mxRackHorRoutingBank1U.prototype.cst.SHAPE_RACK_HOR mxCellRenderer.registerShape(mxRackShelf2U.prototype.cst.SHAPE_RACK_SHELF_2U,mxRackShelf2U);mxCellRenderer.registerShape(mxRackShelf4U.prototype.cst.SHAPE_RACK_SHELF_4U,mxRackShelf4U);mxCellRenderer.registerShape(mxRackChannelBase.prototype.cst.SHAPE_RACK_CHANNEL_BASE,mxRackChannelBase);mxCellRenderer.registerShape(mxRackCabinetLeg.prototype.cst.SHAPE_RACK_CABINET_LEG,mxRackCabinetLeg); (function() { var f = {}; -f['cisco_safe/threat.xml'] = '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'; -f['cisco_safe/capability.xml'] = '7H3Zlh03ruXX+LFyBQlO8dzDb/RSuVS+6quyvSRXldRf36QzD4GzN4OMkwrJut1+soU8DHAEQQwbP8h/+/gfb359+/EHv/385h9vf5D//oP3//j004c3v/7H04/vPv74y//6+Obvb59+fPPrm7++e//ut8/17z/I//jhpWFt9+bjr29//O255b/efHj35q/v37Yf+e0/non7/rSXZ4ryePPjj28/NrY//vLzbx9+eV//758f3/38U/3vbx/++fG3j29/fG7ysf71P9/++93ffnv53Luf/+Pth3e/Pf/13y8s4lNJvWf1kz/XLr375efK4H8+0/7+y4e3P3345Z8//+3537++ad9r//ePX/7VhvHp+UtSnnJ6/vbnZ0pIT+J/p7x86sd/fnhu4XqT/fkH2yf/QtqfNnkhSSeF/eXDLw1DfAo3Xr6T3O1XLw1DeApT/rWDW77nH8oTsI/uSRKwlydxwN497RnYb0+pzNjH+hm5Zx/jrY3yz08l3POvM7Lfs28zKcT+ZdoO2Kftybl79pXkM7AvT8HB8P1TDD/Q7Afgn1921uHw8xMsfgxP3t2zD/uTw9nfnwTYR/+0lXv2lZTCYvET8K/rmnbYfOUp5Xv+9cvZA//tKcLmq6Qp+/rhmGDv16nOxJ72/v6U8z37Nkm4+uW2a4+Gr6P4pIsosPnqIt5InX/teAT++WmPP+Dqb/Ozpwvbl9/R8te5Ljj+dDuhnX3QEyJ9Jffp9NezV+Do190XcfOHLoDN2Q84/aKST0WPmw6/HvQC7COtfmVfcPNXEs5+fMoo+dKTlyl7nVcz+y7C6tfPROCfu8g2u++2bJ/11L7M7vHq3zbRJz3DgWdf7tm3g0ZHz6PgLYt7J6anjLNf28Doq3wKuPhJF8RsPhy9f9qnkrfyx8GHLmU7e3nyHti7p4h73z0FPHpVGLop+61/xki+fhOr6Ml87/UZ8X1GAkhevvbf//Lxbf8XaA11p9za9+6naffrxebw1u53ne7dTTeqTt/O17bHs1Ov7Sn7ulQ4e3Xz4NH1Tx43z6ZX2U3i59tO6ewl3W7S482Dksve5C+fSfU0odYQtEs3/pEkV1v2GfskXQB19qHffp29eypCw6fNW9mj4C6rs1NYcsSbsLdqA65+PU+otTSRC4enzm6aS67cd0xffq8rojprRrWh3ogou6q2h/znSsOuUsoozKyzFB47bL2mH4HOUG+APFVYm6xjfdmhwrw9odQON03vs8q7rkOptJ/rq3G/XWq685xq0Gbn8crjzLebDTae3G7/o43vnwSvzL1rsNJX1OGNWeUJHvukR+G2Zvmm1B4rLB4VFq8qlM49DL5+OMOxq/vDwejrLnq56Y+3PQo9o0DqVwoLPZK55vmgVxbI/MmVYZ9afUD7ncx+/+5n26DqZ/G+Qbod/Ae0U+lszdvI4XQbXrfpdv126NPtbrresZSNKORzV/P6Xs+qi7r+5Yxvw6z3js53meqHKfWV7PyFNaTY30vmdYIaUv0V6oexq4zHKspN+bGvE5TyTt/ht45XFQlkTSU5fBx2WXy83QNqiIPTFp9g+utNvMHroG4SfBqm2+V0NPtGFdc7Fp5mKfIVE/S1pvI5o3oqC/U4dRXEsu/roZtfUMHa6HHQlA447PWIzM0ybcPA2u+kYVgpoGdvQ/b6qDIKzr2wmMoaVS1eREfeb3f2UNbkrOaSvgJ+etbL1i1Xt/EW3Ua38dYPR5xu8+5VRRjvVelyY9jh5HSGnine3Yxrx4abAoajKhwHGth9d11WW4bvpAi702+ggN131xVVYvu5nP0+qYrX5Viebr/aBC0zjSvIPsd3XVLj3WcV2g4GmMrt6X3A36sx68bfB+3SbZ5yV0c+67lNIHzquc0g+1I3Xh4pmRspOsKyvx5s1HTqViL+5jqU3qUynf/2KIHzbxSmGf9ED5y86a9uB8kvzLLi+zA6/+0JxI8vetBe2mW1Xnb2AWV/pcxv/vph1HLrUmeYfZ/IMFW/XEDRy2yVzen2eB4elzr2bkl8EUXuthuPl0vguDQ7KogvK0hvco/NyFXuoSGR5O1UXOene+Gw17M0Vauze/LQ+5JvF0TvvSHdeq9f1un2+soyhrAZe8vLbFmcvEIugLoncLOV/hC8ce+UI0mX0QhZ6DFpvuqIohqmZ/uzm+7zTAqm82TFqKIYdZz6DPPAPu1k/63bPE8VPKf39Ce9jHbQsarcL8C/nil8TGZRM6n0bbXP+ceuuprxowG4kgTe0lXIRRh/1aZ3fFDtN+3oiL8n31MVcsg/8CVTF66/ebTjEcavpKPl3/pn+t6T/lTsm09Jnx0z0wdWf/Lr+OdGRMvsto2MIDPWKOCfu/aqBy/rLhUkHUlNFeBdzO/dGNjFfCDvl2WmEycw/lwW5gQf6YFTD3Z3iN0u2XokafgFL7mNbKj1RLr5pRFu3jndfgFVyKp1kIqlltZ++tUfpC8jmco98epl1T0U8I7d9TK6sQ9kwq0kQf7htmuOJj90k1CffKfXvmqYsPbtvY+yx6mXQF8K8/dV/TA6ft1OCo5DK169iQUkT3ungHpZ9QWZnvyqugRUL1N/oRvJA0tf0hPct/YKlqP7fq4t5HtlRwMujnVzDztnu+/4dt9rE8LRl2ynJ3GVM2m6Y7cfcLnQUc0TVo846IPbPddtxjGrffjGtceKKFdD+nzf1RvP+p4T2CKhP50OeFtGqkmTh8cs363TLBztAsjRKt9tkvo/GuPy93fv39u/YDRMJT2H8zwW2dP0k5cRmsien9+8//zx3XNsz4cPb9+/aZE4z786FczTv/rFwTy3RXw5n+W2hie3Z0a7uH7BmgNQkXtkf0b1sPQ9opParSaJnJiwP203qLNHZ8Mw8tyd4zFHPbefudOfqdPHyivoTnMhZHl47snhsCeys16O8f6pNZ8yT12uX3BwoiWQ90LQc1Q/hH4rHxfKjuzsMQ70yBvEunhPb+p6d+MT1e8Le641X2rIDO6XZpSH0QcOtGJlq7YLc4OO8Rzcblw4n3Y51bqIcS7aQRmu+Wy/FPVL9MHNQ3TQzVr76NEItlOIhkSMEKnaxYZO7pX/p344o366UXSSbPQ8qF9Gm6wlCZKOlszR86iSYPTt3ZNeyX7u5K4KMgZGiidXq/DrVNgEKYmc7Loix/zRyW9JQiSz+gWNE7ohpFPc3YEhG1i8NxlLV/uP+0uvaU8m/NF6iUoTtbXibpV5RIrZGcblCAr1aK8KuYssqXOf8t4oGmZwUJqEpJEjZ2CLLuH7RbJf7A3CtKumiX1y46HS3n/W1fVwCwk/PWRlarTz4nn2lD/6VNu+wUNlSIKkY/5o8rBiRmjrPMh/OX6zKWcyDTfKcPY76dx2GZzpVZjZWAYNZOCWqcNoGW7WBTxWbuEWPHuqabdsajXRbYZOYCWdP9iD0zI62IaZ5y7p8Oe2aXO1G/6hEH+P/B3bpx3FiOqKHPNHx4BHE8mJczrcqSs5RcM+o/eQPB1I8vk9MlB6xgIy4K0/vMVQTV7foq8WUIEyAixJkHSxgApskebwNiWNBZR+9pySMvj9wq05HB3N7kBNGOpUBV+PceHWHmsKg+uPrt+z/OfjP3f9jwQavygiefUXy3vm+TOzVG4aKPvSHF8QEPLGDXB+YD+h5/Th3wfw+FCHugh+bQOBoLFVjx79PSowyw493AAvXehRUt/KaxvQw3IWey8amaoX9UxIcYM0jbwUE+D82gbYpek5MUHN584JN8DrmWJJy2MnMdIuWDRIGrl/rkvcYMEhD1blwQbzjVkHXeShBgHDtBYCta6DDw9xcOqkf22DRw5XEkyHbbfG/U4eRJhzZoeA1hl3jTIxNxTfkBTjLQsnUyxkJzTMetzppjkr5omGIe6bZs3q1ZrmQceD8Qfyyaeo4bx6tTu4opXZ3ZNjavSrX0YNYRATYBdWx495URIo6JrXfyabtx4AfotzxO6zbMbfz2O8JbBCGMlxEymXxOv8e2Rlc0mmvU1w+YZlwER5grdJGARKOYoXCpkcsJZEtv+ja2K/729L751HkEu3qBufQ4T3a0tkh+l1Ks2n0xtmAtu4nnp/50l1heJRWp41B6JRPuyO2nEo9PjRGT+6X6C7zT0zlZWNCbp0dnL/1VFz+i7mZ7Bbo4n+yezG0Dee5izOXTAtlRVFayQPUEyc7K6d88jL9jdMlCpNtFd/blym5qODMxMwQqYEgHZI8SFeKDipkmaKeXOlgmZOMaAEZXDf2cSiwdykFkYBLVWGJAfMKX4eREOLhpxs9nrLxf2hBkL5Tsv5MLlKepOiu9Vcrg9PyT5ZwJaphL7hRT56ynQ+LEmIZHbchh02JOkznGdrmPCybUHN8wQtTiG3JO2wQ+twpPjJka52Cxwf93enPQe/p+7uJN7zRuLdkIxxCzVLimnXYL5hb+1Xu3Izd3/avh13106Dwy/PNFElHe1fRx1+uMH0Pqh7ZQfngiUJ7Sij6qIxzJKOVG3oL6kHPq8SEjnt2nyld5hDXlrgB+rmibLelTTusNH5XxrEhf+gZb6gRGH9y5B6hzmPQpnZmJNt1mFSGNcz7CmoyFwVJq8fj+hohjNFpCtp3GHzqjs7wxupYJU0eC5SCHm4ud5sVE0Cma2ksZaQ8FaseyjOlbBEmCsJsyqV0nubNEdNNzAGfC82cMsUhv2wr1TGTHe4JakSlnF6zdP3+DWsUuNIx8UNjA0GOi7uh8jIEIb0mExDkUr9BZGmHqjj/uL7d9xffFKO3F2D5z66u0gpxwC6FVyZaWJ2BIq0wY4w0famw4n9Y/P1PbshKS/3jA6BxhE67YlsnI9i7CRKIB88uKxNXSOYMtqS0s0SPu6uJ3dPXGESicbA+/4VdE9VUuTZReOXGozt6Zmp7OYxqsd9DiAWEwU1xkQZVOZX/bgXgihoOWUe5FOev8Gjrly/L+ZZH6M3OO4HT94/L3xZiV5p0kl58oQLpLD7lTF4ZJDJ6IwOid4XHg66DWGVTprZ5tga09Lg5tajjLEq5iOms2i4dpnQIpyaHnoyWYLIJnIFgCR1HVfoqL+eA3LdCGKAgtZjT4TuHY4KenCywxs+F1r6zdxWWwgPRBLJXjXf9v7uFPmtvGzO/b1wItMyCIe6SIukYGHbsh+EUqAwa7n3HvqbCNxQf3XkbC/Y3TkWpM+cjZdpP5hf9f4WSsN1hazLugrj/u6IGeFX+CwtS5z666G7iUIpVExN49nT1JxYOxcfFGa1CUJceEf2KE/WWts5fYthYE/t70x3cDsa3PwqPdHtFKrZ8B4wqnUbqbKEgLKx/QyD32CCyf07x2by4BjxcKu1LFKKFqNEKdVQ7sLUJ2aEOn40Q5XFHew33LduJ53BD8xQhTau7IQd0iDmZjHDDjdug8KZh8QNNq5086JO8H1vG/on5m0EhSoS/NW4t2i1D/3cPSDFBkk2G0ndkVMk0K0WIoRMkhTD2S3LDA9KgjdfMSFZ+KAJOzlcDWJUd5Khj44meLuf4dpgei6pQXM5TX5P4TnNWba4uO7PfsgLK4FpYvK4C0oATe02flEPVoLAmSJhHhhShTE8ywJGdQ0SzzHzu+Wi490V6e4KHOQZOMizZS3NRJZgrAyNkDosBEXmFVDwk+rUBaJiG8A0zzDaYZR0JLP6yqnYmMssR8DWfpDdrgnnRgzgbRuE8IMC2lXgts0KxtDlhl/BkGBkqCUJkXqHI6WQBsr2CfNAxqqu4RYuK+2g6H5VpY8AokpHsu/9LeqKUGd5BFNic23PJjiqoMPPHnU40hZ2auXuHQ68hYcdRneKjmHc4aA77UXO+ic/7W8gDCQXaAdXEgq1hiHt7/sbPUOzd9LRDg7U31n4wqCBgPuQGsCeU3DaozWHeLqGHz7fpNqkz2HkNU+aq+LwyzqHSTFv1K7jJzeZ0zIOtw6vYg5ME6Mboi5bSQEXvRDCqSXJAX+Ss7hJ0zTEpjaAu3rVwNMaloWF2t4zk6tHCOo57uRktiRB0kn1JeYFQLDRkMy7tJOESL3DmfT7ZtoGQRMzPC+ow7jpwuKUtDcyaiOJtRFzbRtnBzz8FcBYOxymhhW/06YLi7SsZivgHB081oY07zCmhREIM1iCNrx7WoTVaTRN1r5iN14fKzOk324jqXBugRAMkK6Cc1Ip4XyzMhWdQuNogFo3bpmAutUDFMW4D6QbNV8tX90YpqnM7p5IczjCobqOJXpGIshrl27zLwT8zOv/zaFYykvsmMVh+eUfb95/rrS/vf3tGUHl+SfnQFhuwVHP4/kCEBYTHNpV720OTt+xNW3QKVaWMCSj+iNucfBc2cEvzL6WmecuHQa92ioWao/HmIuwyhltaQfIPlEAvSEZ/pgzelBYYz78RMiptkvHw+f4cbsgcrT6s0yYQFGGy8oGgZ0iZxavftijLTHR4inpocWjelBs1LbMPHdJzg4/kc33JP+dKgJZkiDpAf5nNo8Gg1qQGNTXlfSQ6CCXGEdvWGaeu3Q0fMr/WW7XyW5vzvP75ktR2d50XE+Bohk8RTO0iGy0Q3k2nPmFWWkkK07JqlGyjSefqZKu3m6e9BoxuM+CpKtvKmGQaeHqb5qRc+SgzN2t3x2UhiREunj5JbODlFHTMvpzR/e08D0tEJ0y4O6JOVaXaKXvgHtQJCWzaHhPrSCuu/nHnjwYulIMcyq89jrmlOQm5CSxAmXKH5GlllNvmT3Gf1B86wuVBBtN9NJ8Pncc8RkYNDlELphZKItl56J1OxQqGEVtYBDEAJ+ijCpGYsSR6ZGcGXq9jqjyUiTUUuHcxBARwS4Y/7m5nf2UfaToMNuj46GLCTPUfmOwFaXKDxD0MDXSrsbxyjecFUaDIWSSbYG4GNi1aTfjJDpuY4wrRwlUy/HHRCXzItckGPFnaU3FEk+f17Qr4NoLxzLHl4+F6xgVrmMzODKZwiAtSZB0wD85Dmp3XDHMhPjoWUfzhQQSGX4lMpocxX27c51L3rcN5hwjZSICs3XK0a51FLArXMtBAmd5KCvP/Tk7eM/53JZ0zF4iHZrAAfq91tixkpFBZNoJOZ776DUXQU13KDOUdBxBSXt/oxyb5qpB0xWXUWrlYoG9n9f3Td0RbfNPMux8Q7pxT0IhZYmFRlpJrBS7sc1k1CHcT+KT33IHC/HHkLY1/50gES1JiNT5w3XZ/y13/z5gm3so413mGA57wNZRImHcedOhvJ1Zu+lN28oVzk9soLw3E7JnrK24Zo73zIY7tiXnzJ0hQjmNtkPCw3LEy3OH5Gjwk7lzAXMGm2N/7vDkuXPcexdYsY4ILG8o+qyYlyU9zR0j205xp7E/NHUSFkFEr546CQw8wvWQ5atNnmXmuUtyNP7Z9KVB5t78omE4bsfR7y5T9LtPeGy81qQ3wa1zQevYksD4647rRVlenjokR2OfTV3GrJe43HmZa60N546Q1BEjg1Bz9Qn90MRh/qLjdCrDy0Nv5Gjc83sCw+tX8ck+klrtEz3HDMnkA6Baa8Ojbw2XN0Wil3jtElWvAXBm76iAiHekWSjp+JrCsQumFvAVaTl9c+Z2jo+nXUnHzHHHeqGwfzZZj9mjmHb7QkwPxj5QDyLxRgOAKxRUqCF1x5oROqdGzIXyt1zBwzpijwcOA/LXJ3R2wO9hxLqUvXZ/jy4T3N1fhzOJQ0/C2K+gZ9m+5dm85gfQX1cwZ1eMp8Rwz4nhzDrwIz1CnNyAOQ6c3UAkSRNL0vVqzwFGIT89pVURrcFbhbMNsOeJe55YY0s9hPmh/YLwT57TI5OnGsHJYy34BrKwuv+woIglHbOPXD3OkgRJx1Fgg7knabiTwvyH82cVwJIESUf8NwSDMxRByvfB/KKZf5WI/kOZq93BGifQBbK2TjiS0o7Lgo/Udc4di/zOOvNUwYABx/AHjuEPYiANyJIe4I/W3NFTia6p0dp7Nub6hQfK0T3lONt/9FDzlD9v0RFOP9YiJe+7QA6ggYkgbmRMboZh9D0urUss8R1LfMcSX798l6OCDsCvx59sc4Esg51yqcS7aOSvEzpXTXthGwHDXjmGvRJ+cgm/+OTEi8/T4D0N3gNzljjCEmdpFsSyflhlDsvMXcT21Vtd2LhhSYKky/lfNP4vsIZexB+jPBxHhg0sijIwsQyMS0tz6uimQduW48A4n0e4MijpfZk/BtVeYA482gQpMsqTlcFQznIe2kIH9siBHRm9P5Z02pC8c677xm8qz4BjA1SJgWltW72EPflrvWOjJsOPe1YwPfuf1qa9jVQMS5rwv2DxPeZ5YZIXWgCu4MkgIqxQ2xN8zDuTp9THuX/cc01MX2i3t7AHNjfRbhNCfPWr8l6DwReuBlMYD8pTcIDN0UZt6Jg7FaMpAwAXvGIcv2Ucw926vBr8wH/ASPdkymUB61jArk25bDwQvt+sRUrfAOD1cZye7hCJi0KCAiOZciidIXX2g41HrlpZGdETBxImtlwlgyBy02iZfeBjF1fP6JRJylqSEGni9Rr53KYSp8VdwKnLG+07QzIRnKhOq0v+/ORbZmoKwICswdbz/IhmzWalzBv9aOLDYOVi4L3hF7RbaRec78DCfiDrBzol3+3LiR8Ie2GAOJ73SF6NvOGRywtZGwa4lZFiEJv9CU6cYaUnBQ/c0lYcWa2LrNZFVusir3vkTRdXu26Q6BJO7fnEAsda7wVJJ9wMEtDNsIKCMC3MZUFx14xwZRIIPFHkJHOhl5AIHVjhWP3o6KasJLK5uQV7RytnSUIkwx7H7mjsX415pnsi0z2R58JqxFzI2mcQEO2ZYVszm5qnJ7ZJM6w1ww+RwOiFHAdn+3Ny7JbVQ9xjJO6RolbjfOhhI8XQzgaZUCxzjCaqJPKtrCLBzJcNfzruA/5X7LoB88LHfbDrimIe6cJjTNA+v6YkcrB4IMXQkMyex2Ao05+zYw+88Oe4e5p4TxPvl8wHQ0e1cCzkmTm5tVDKzzKiHMIKN7/MrO9V4UZ9vimroF2YckXGLYSxi5FV2hgXVpum3WCGQ6aHrCHNNu1g3xQsv8j8HY4/c4aFkuYSg9xycREJEAyqtxr6RzlpzP/LxSWfmsCnJgxOzRXMByNniHNDmoRrP3xHtuJgvO3xFW1IX8IcoL/XZ3R2woPmGj1TVlk8LR0EoeQDDdWQTBYPphR4zqTwCC52hr+pTa8SZkeDRaF4ByxSMEcSfPX2dukPYes9OyD84xNehQUlLkV+MSnpav6Jk9aSlmZXkUqVYC7in8lAZ0nH/EcbrpAS6FYgwWYrd/6FErdObvhX8G+ZpXjgHM2/Ic34c57z+sAbZg/xt4UJVODg8q/y5qxwUUsfamNWjqqtiBxwkR1wKG5n9gIq8uOwdiDpkoW8WMKbZ/CCOAfl3jxi88Pz2uebfllnbyPz9hn+KDxkZ12aHzGOM8UfE9umLM5jFgO6LQr7U/zq4TiwGHjKnLOVe4wrBKedE539Is96/IJB36F54hlfGvluM9kMNPv3mD/6LoWrncmg2lki+65VW05P/2D8kfkPdt1O4WH2IAqSToXbU2WlOLd1eX56e+6959VrKDb3nTcUAcoRc7YPe7YPe7YP/6HMheEFLUmQdOwHpUBiNrkYkon14VAf9kqsmLMPlpJtC6fHF846zPRylrQCS+WbypKESCY93wP7iOZd3PKE2746IpMDtt21DNtskBBCNoiYbfZF1uMwSH+7H96UZ+JAkqxFbLuX0dS1ve+s9azDtM4Ha7l47svxgFsKAuyoAiMuU86D4GQI1oNYvQJjtT0Yj/W7AOb87V0l/OPN+3+/+fDy42+MyZmiVk/qasY83sE0MR7/Hf2PsRsNNZ6PTjm+ZZqQmYcbBPJ4D4pjt5gIDjcgjzvbtFdjrz9A62Bk9oHlO7uwmHsrjnHNzO/4kik0eEsSJA2F7JmtMkvJEsrjXy128COUJrzRDMncKPhwxMIay21uOT3EvAUmwlwnvM46ZRLUg09mQzre5l5Ij7EkQdLRTtsIHyoJ2ejSwGTFXgDPVnC/NgWjxWBkMUpkMQi88IGljJKOLWYYMm2KiXT+Qsfcbgfjb1xKuRlIllnkfo/PQyQS757EuycNdg8Zsz0Zs/3Ckt7At3DrGpIQyWZW3zN3JCLdwun4euaZbNuWJEi6+ty6SKZOSxIkPWDq28jUa0hXj//V/C9Y/MC6QWC3qyFdue1fzdzx3ez4bl6eeeGX58jZz5qJ2ymhzLHIWoIpvJq/cI0bYaf38roe8LdSfKoYkt9YOCxtEW/QgsvgwswbOdUMyYShkl4q/PheDT+z2/4c/1cuP6iGJ+6omVnc2CT6OZmeNsehp5YkRLrSyMTwCoxwwOk83al7lzULu2wRnBE4lSlw1qghXcrcs39+41gmti8NogfrCwnzuGjWZxsmq+bXtax5XIVB+zJZaGidGmGC7RTXYUlylj+HrTpCiXaEEj3iXhiRbIVb6gii+gzzFiV+z9tQBCiPcKYsc55279mQ7+haUNLRtcDITsLZd8LIUpbZH8HflOw1cpkcCfsqCc5zwq/nhF9PCb9X8d+oCsaZMP0Bd88wy3X25yZpDtM/wzw4jMIzFAHKRB0ZxF6ysMR5v4g5WqmMxPwkRDLM8RUQBujWJOv+NK7/aVw/3hB/qHH9469v/vH8p3OW9fRSZu2LLevRxAq+rGVcpDG2mo5oPeDY18ixr/plmymPgTqVtECF59hb2yXhgWmohEctxXOmvl9k6jdLPhv30XqQ2HogrCzYLp0df2Lrhe3SZPwcKWSXRI7WfxbXaerSvtx2Yb19KBuwcFEB7r4Jqnq1nhc5yaTOHUbvGtJUyeQYr/nQLavHuO8cYraTwVhJ5/lHzjMZ7ZyNbq9Kop2zrZceH4Z2NwjvKcfMPHfpaPwQwXxir062et60lGs/KXPPkGlizB2IBm8/7PDL9qSSpPya/Gm+z0iK74z/WFKekNQdAMDDv+Xu31cfM5foNddKReNrJq3M24MLeuBeyFQEwTJT/hiOuIqKCyzgA5/yMDjl16x6YO/Kudyc0alLbONNi0zCQWoQ32+tOBKyzwxeVQjpoMwvuMRR3IkDcRNHcRtWr2e+UwpB5vst8/02YJ7JuL2a+MzHbsydpA0fO+Fjx9J2FkaQyVa8qNsyciYP0x8GUHPYeY5+l5UFpIVG4651FJJoSFdaAmJirIDEVSEHKaAUkxcpJi8uwlBbeXMsMpUpiMCQjLWaMBZHBWvmHinL6yH2vO6GIuNNB+U/15t0Zt02Act9C8/hJOsDJKHFp752MEtAtLCjHg48oYEuprCQD/W7NyO1SW/HotqGZLjjFudrYTl4n7WAuWeSEMlEa+CzMfCzNayerc49BTjhliREMknehIjB0llJxzbehK6FXrbR2tgL1nQv9GyPdDXFxdVUzyFaeC1JiGS4c573o8wDld6MXHwycTX7Ee8+F2cnvh1q9oh5uBcN6Qs33r2QOSMmZtVNNoqZ3rB4PRnz7wd7xpheP7qj6ulUR1LTUJ6esddZ8m0xNM8kQdJp5g4Mpo7xsQOzjpo0rlfoy1Ph8lQO16GpjPrQSYKk4RY7s0fmRdt7nFVXPuey3DQxHm58YQWGExMOYBIOYFomMYz5U3JyYC1/aFigwqRhFXnItvnAbpDAqNyekzg8O4qVdHTEeb853m9umPh1CX+ui+IIHtkNMDsH7NldubTjidAT05KESF8SV0Il45eH5av52Txc1wPH5Bf62eLOAVI3X4t5QyrpMj+b4eK5L8cDvsLPhiXp/9/1s/3r3Yd/fnz+27dOYUm6dC+LuS+kvGnSbTmJ9MbED/INrvQWE4UrtNImUr08QGlNWsLZKK098EfNb/mENhMXCDdVM6F0/Po0w3ex2hpMO3ytyFOEw1jblVfMPUZG2EVVY1LC2HpDEiSNIxVPbJa59SncJ7Esl7s22eBpbklCJPNIEHwkmB0oR92/ir/QlSZ0pckiVNLsYmN/6qTjvV4fBBGYK0WAcrTTXH/xmjQIgYOWGErJYPOZoVMYTLgFbR0Hw+NOtyQh0mdt6PCkbQQ8oaRjcz0KmlbgHKSc3dLGzi/3/ENU68GhoJtlsUQEOWqJyPPlixwNEBnZNxKyb/NpQvctSZA00Vhw7xqSEMn4lNHNZUmCpMv51xVlCIgA21dJV5/dVokVfeqGJEg64i+suAlpjIZ09fhfzf+a9a+n0ONT0JCESBfv/1fz15Ntn4IZpPfy/Ff54uEpaElCJDP/BIGyM/LM8uJ8LX9h/sL81xf3gL+R6FM9cYf9134F+y/NwyLDEzo72dFuSJ8dM/LcnbNjT4NoolP8X7n2lOm8vKxm8SymWEefgvler03Q7JI3Mvs0uHk0ZDu9vW9rHTSYXC3Zfh6/FDmwgkqGWh3k1k7U2a7K/Ab+o9Q12WMdFd1XzUXLeS3oI23IiiBqIoNcRXwTDI4aivrxUUcXRmQHitEdzZNorqg5Hv7GGFs8/YF3e8gqj4zdaY4xtrPVa2d46p0QHQJne1vSaf5FtXJju0XvZXoK6EcZ8kcje1NUp6dPArnoLUmIZPi7uOYfFn6VFj7K3luMUGiYWJzNhsVbRvMfb/6v4yQVdKCayZ6Nv1DWcqt8iLjwq+MnfNOJ5tp8UoUBcS0i87cS4az48Z40HScU97yT0dmKuht7IxDPCt/Ye3zjXp5Ay3QDyN2N9359EKPDY3XzuExz35I9EbHKq/6uDhdUMlnJr6S5NcgPtt5GjwwZKFmZ5r7hIiKkSl/Z462HQBft9c/8UfKaqdbZB8HfLgw/5R7J22FJQiTDfsOUSkMSJB3zDyh4I5kiDcnGJnFwksfZXz0xRvzrjkHBWyhRSfiJYTeE4IY8vnjQFGpJE/588QgLXjlx8aHcL2SgErXZXM2eN7/ne78FzqCFJTwhyGUV2AWmv+EJzZ3biRwknref5+3XUB6Bf0Oixhe2u0VAHTvXafsZVexY72m3A/DPaJ3Mc+NkM7thsoY8wdQr5cY5o1nUduXsuA0jZR2Y94YPa6+2jsm011mdG9bS7Qf2sRHAI2dInX/gwoiBwUXDomRY5GBaSxIifXY4MuVvSKfHv/Nja2OojMG2YwD2pGdTgHK06QvVLHMMqGtIXdshke8Gg0+LC9fyUvYYYOF2htXK5A5RAXP3sp8Hy5V+cRv/d4CnbssXwCSpnXRNodpdsjp6dRLxwiGBX8iqIaY7alURGHvLO1gGVyA6ab1uORkdAyWTXspd3oErPC08QaK3yOyq5U2fAjlDktC6Vx1/n6pagZ0xgb2uLeQO5t4y89ylk8NvRVvQoMbAUC2EHoafMSYg0T27XPfsae6zkCW3/goFbuSxB7bkhhUCe/0yxklm1zFuOn9jNrstWtSA5Yl94xHjXFBbx822lxaOgNoEk60qyw2RANmD6iNBC/nIQUlhBYMYuH6XvseMeYgqSBt4cL2vMWDArzzY9Zxu/ErJ+EoRynryHH5pu3R2/MLPc3EUZut3jomjAquejZO+W6yP2G+E9yMbY4FvutZ6Y+EjrelvuPz5ac7e0eFpujYqqf720LZumIjD59RWmboBJDAGftZo88nWGzDP+D5eDb09KUFRbE9arEXFtgnDasZ8v1PTIBzvhJyYgbbXtYdAkZUV2DQxaQwbv8Y22ObB0WtoECgStgVCUVPdQMy1IsoYasyY+yfzZeaplT6QUuwDefub+PDEfYBZgoG/a/5CwRJeKEywkjhZ6CL2kbijYmhIhj3iQ5lTY8K8F3tPyAJvJ2Sy9qydhdRVHXNDLyywkbQzux2NJeJEqIxTUahvWZlbIgpdsarcGxm7gXI4ionjKyYur5jBDecpg8iQjLsVQx1atsujIYHm9jBWUDJE8faLkYKC61yjFbal6s0NUcMbfkP+Gxfx9miEjkYYqt9yUT5e7e2PCd5hnNRt1x4fvgfCuG/TezqSG8+s7OQ1Mr96TSR3i0oGSfk6xCTTDTk53jFoEsqJwZgTB1M+DpoEo344mJtChWm430M896+/vn/345sWi/38p28czv3nCfjzBBzE1Rh4g6423MfQQVkYE4vRG2xzf6QnPWzw1HSjp/6GpumkeAh6h9w/tSHdTjR4ql/mC5OekF3JBX2u38yZkay5Mas3/XZ1Fg5d6aRxoJTDR1Krr7sCSsY3XQrdutkjnQJreoVskJWEinZEaP37Dmev+kpfkgWysicnVXaYkTZA3hiUgYgcBIobePqmNOn7L5QwR2BIHVvLBsBjvZBAUWX9u9bPQoUPA8SfEyZ0/+xLg+1mEzgOOkTAiDYCTMthNbghww+K7iG+Tlm4RlrOC0i4Vpz3nr1STGYceUaMy1iQdJwuEEAJjoyvHHZK43fsDK8kjIJxOwQjgL0jqdrepdzce26adPNMou1VNeKEdjnHAeKewoaUdCT7Um9jclUR9MKQjB/TOeJPdlm/wrYNpAZUcUyQ0jLCNiZ0W6FXWzuEE9nbJP+96F1chtuTv898Wkbgt+Kc9+PzjFDqGVTER7VAqPzAuxBl18xov+n5fqFMRlofXF3xet2vbz6xo43v8b3YcrUQ0cfTFVY/HMEuGTK58bS2/GG0KjDnarYtoBUNVUnvaj2tBS4kJR07I4i/GgHMoQ878S88eIdWyrwwldQvU4J8ovxlQzKPdTx0tuSyite5qSJwzIrt0vH4W7weW6oS8G8FxuZCV2MADEABxkq29UdTlR9lj5L+JAtDZf0yxsxomJvd/AX2n2Xme5cGpqJ5zFILvMOsCE+mqmD0PB0/po9Gz7YiD4cPhAXpj03qukkDklwPNwinFcQWU3Re7hl9+nW/XkmKnRNP9yfUDnZOX7lISnIKSYuyuWcfNwywukhM1qNNuZ+OoZw53OAiMRk9PdZbZDbyF7KoXiQmLTNz2lGXHoQcXCMmoyPHZVsSjHHb+Jl5jZhsWw3Hv3XHgFXmv46U3Cmys5I8I4Uijsk1UrKQWWAh9FBwPfr78zKyFS8AXh7OMsBsZb3KzjYAIJe687aJq7nB8u0PNvD+oS45hC1YNQg4S1pUaNyAcBVWDdbrML3q7sffDtIchQGEYVPhOY6AajZtGG5bKVgbq8mVOWuKvmqFTfFdL2yic+TbjY5yGeOqCEoQyiOva0Mae+jiwfDH7LLWJYw6dCsADEolrRTM8DAkw37j2cdo33YT+QV7NOqYHpnR43tpR9di04HwHi630NVD7sBaOHBLyP7WLmGO90Tb+Y1yvO/wCmxbcbDr8ZmqrDz3x4x8ceL0hHX2yJsYF5xzvbXMisNZn8kJo7ucFRUM9NxUWbbDocX3GmmxP6Gw2DnpuyuyF8uKphCx2kJqK0dqXiQrmvee1TbMhDWki4WFZWYCChDg3WGltGuERZtqHP2mAeO6+Ii4cI282BUbRrcexjm2kfKxvUJe7BT+FhhfPTC++leQGi0EHmyCOzy4CIs13KtwAfMwSMGS/SEO6y59d9ED2y+//vbuH+/+z6PBBM+fvTiSoCqccxjnjZxPztRRI4e1DSZAFOdHgwng2BXwqxdwrF8QRlAgbsL24nioXxxD4AtXweRD7hxaZTCUIEfKektl7lvXAOCX3/dUnPHvE5YYTRHyyuhRBgayXrrtSAIAtq5qC0cSoEeYd621zHq0YY/mznFx2KNm4/OTOQoYX5FkClntRJNUdUdNxGTdCfHeiVyXeQGbhC7veZBK2hjCwFEE56NhSHOespONy+BtGJCc2QY1J6Ar3GGyGyItbleZjnZD2h9skN0jPRJNZu0jjpPtZnJzbw3Qg8kN7ueoVcaccIh4x65/L490aHUjzerBJa2crrM1OWutvCfMlru9yE42aFlOsx2YeP0mZznpg/Dc/kheoVRO7cAc1K9/usFDXWrRd0KrMNkhlQPkgSy2SGsAAKXzPdhm6dEG/pEendh5U12abhW/P3ZttRICM7FA92ILZ59tdLp5fbqZyM5d7T5DxiHcWgUtwE6mu6TF5tz/3j/NvHH1zxAJ5rbpGrqIkGRNv5kNIWmsWv/EQtaulvn7e5/8693Hd3999/7db5/rP+pToz5O3j+3+MZBz0HzGFQY380dQ3YRbk6m2CtDMrg5CG27UxZ/q0Y1T8nk0k62R0KjUls04cZQXamwqCvV/o42sqygBkIkk07sgblQlOBy7JaX5x4djt3Os6fFkIN1n/pAYNMEWQWPOIb0PFewRjjNy1Mu6XrqBgVzHEOK8rbZVPPT7caV2ObMhWx7zTcAvAPCnhtGnntzeuSBzLrCCH88cE/lae1SyNG6z9Ept/u7oxXKmAfFS9eLTXZgAme+IRnMDA+PK0uSs/w954Y6TtDaOAWa+bdsbpA37eqamibr7Y3BHJYkRDLYERizbkmCpCP+7MlxguicDRwGrCaJkxIqaQdhr6RjCxVCV3h0oCnFMMcEg1cxF6ps3AooYEy4Sbub8t9g7y3nPnuuW+IpL9iQutxwlAFvSWf3XuZAnszxbvZQ3/hvVADq1NmbqfJZ+/9MifsKYS31VTAIbzvqKYmhHTNhPVmSIOmIv6in3TNJiHQ9f8nEn7CelNT57xQjb0lydv6d5k94JgmRruZP5jhDEaQYT2qGs2tJgqTjzYdYT5YkRLqa//6EcSeWJET6wsln89rqtM60S1G3Rm8+B/MMfgRUQwkhDsE09cOL4c5z9/TDRrlEpwYxbzlsiC/lyG2vpGPVdgNBZ0lCpO+FfxQK+LQkQdLx5AcQtJYkRLqeP0U5OQJyNSQD4YBAspYkSDre+/gitsfBxOXz+BHbLZpKuYKk40cxxbglCnNKqKVZVjp6dN43E+B89IlivCK/K4ULdBYqP2yFgSDpjKF80wDqk3KrRVRgTsNOL8Nd7awXyy39smE/SPxD/leJDr0ojD0FsekM6Xvhf5XoKIQHaklCpKv5v3b9rxJdFHJmD4TGPGHO+0WSy0Tcm1SFDMOPQ8l5heyyzDTkHbVEK1a+nvASzv5xt213bIoldMLMIXuB6m83fy2agh15oZf8LTPPXRIeGMfaGc87li5h/rPpA303AeQZOY7CYw0ixd0LYPujp+mhzy9+vdDWM2jrYZVJ6anqhMmFtQozvo4C1fhphVC46MpCZ3CEZGK7ZJQGlDuDp/kACaKsMhkDuVBGSkskY7hlNjENLMcf2Rge2IciVHbCTrbnJZGj9Z8rTf11e3b77GTZaSGc+N7aCUX8qu2zEyqp7RK90a/ePg1mDrZvy5QCuWdIF28fy8xzlybjv377eMFguYb/ucSBgeVLXHIpDaq7FcLetyT56vwH4AaREBf9qubOiL9nHBxH28dzzSEvWsJUkHT85sGKY5FRbW0MvWNmX8bf4e3DZblbtDn6lIb80a6u2J3HL1Z6853CEWi4Prj/EoWbK+lY+qNhuiGlAPtA0e6eqyBbkiDpyKUUCdTYkoRIV/MPfRWtSw2kpyHN+Gc16ujxX5Q9Eq6CcIr/oMDhoLjiEvHTbz2+prs0DUmIZLR2THSxJEHSMX+EUfCeSq55hpHwO0W7nxK/f2JeYjfk5Hj/v0L8+xZRYXVCX/a5xoX99f0vP/7nM/Fs6Nfv3/jiyK8W+H0f5LpaEkTqnS8Jb8ACK6Kh56cPXAE1wQ7C2AbhwOm8fxagHB071+McP9FHPuFHOm9D8dybs8M2nDx353jkdorPiJo5WAGE1Jd5WGDUWNg+YRuZMg2pn1wCzPean09jPZqxjQsrJarzYQdluk31ZZ5Ap+iU4yghjFIqVKqgEBidYeS5N2eHbjh57s7xyO00e1wKGa/5QxvGdZvVsYceFfF6x6PjsL46+gFy+GUrXai8xjZFpYsmU/OFEhahdMlTNFYKZLcxJOPVR7D0EKkcynKpLTO1V2NEy2CpExXNc4wWzus1e3dv+jzt6zQ317pMZpPKkkALI4MWFoyDlEAVJ5eTZ3np8wGhOEYiwqAkmFXHcK6wCCVsC84p1hGtRoFKHlpmRrthXx/4er65duM2f8s1MPrNj28+/vWH8+qN224PmC9WcOzCnVBwWtkJ2CAPKThVoGJBwpauP5UooODYLggPQtUDLD1up76fZ6UdXR2eLAE6/eZIGloXwZah536dnYA7fp67dTwLdrq/UNlpX78XZi4s6lbkQFfB7gjlzJD6xAWqzNWezAyX4aZGJMvsNm0MF54yVXVLbMXIOxVWK+E2ucO7s5W6prvzvvTkmw8/1r++f/Php7d/qf//l7+/f/PT3Sp90Hyfm8fzw2ciffz327e/cuNbP8wD9S9vPr37+JcPv/z2nGJztyFUtn/zLpq9daKLVQC48s37qLWyv9tpDKYmz7qLTZOb5Qsr+J1u9zkecVTwJNVd0GNmSEZWY5meegL5mpifdsvrJjRYybdizNjs4LRbASRIOiks72cvY40jULQjRoPWBrMsyUGDnmFwpMoLNdhnHLgBOp0ocxVCuyqHME85hgbFLVBATBP77IfLuIpeB6+LEimpvxRK1dm3Rb5Bq7iAfpmEUaxRqCT2zrWZ90Ag9Huap9ZF3ak2FMrfs284EqCJ7OxU3IXM4jviGg7UcwINEwYBEnKL1KlG/KuSyCxeHIAAAaykIFhY21+TVOWWCnh/A7cdPAkIGTSI02ToJpQKNphBYw4ayAO4im1n3WvrOd8UmvGIEkJL5gLYsKsGtCoDXx1WRgiDKpSFQpwKFQAt7CsqvSjmkZTqKnYf4On5TBvmUZe5QSSYsuNdZMzLl8WNrsXoyZcXBbMsdkeunN0rltbtzHYf2BH7SJHnrQoLPqkL5jbunvJha488rk6BW4rYc0HxxJ60xJ60uhUciKwSyDpen0Gz6m3fxF+R+s1iHvTv3739uT7at7+++fj2b01ze1tn5vdM9t/1uG+Is9WOJ8BubGuMRcpWKJytUChboWUQI9LdxmBz26IMe9jJ+x+pqE8LnOV8XA8SJZgoWOm/CvNLPnHsjqKIdf6JSr0Ex4nQhWAWJS0ifmMkv0oUcinGjXKhRSMmVQMm57MAbMxAYNHwNw6d2ij2Rb+s/IUq3S75t3KkGDqGl0lGadlQmnHqudSmrsZx1CXB0XqGw/UMi3/NzpdI9jVLEiKZrY+eisA+IiUd88fAA9HwKcMfFdx6zjDwYXT0wmLtzZcN/4CemgH/QHvPkpT/fdGeAX8MGxSudNtsAcQeg+0DR+3pr47YZy5mnklXMCTD32fi75n/YvhFC8d7JgmROv9Mks+SBEkP8N/J/dGBrCzIKO2+QpJPSUenf+OK5hvtPvMrM/xBWYiA04+6+iAjtaAJw5CESJ1/UnQBzyRB0nHMd9/qnklCJAPdMgCOIeyWuKjw1vIPiT1GfDsU/YrlagdPzBHxdcCcAs45kKcpD8S+oOTJdPPor47YC+tcwhGPwkrPgL+pO3167TmGajx8WnuhiFtLEiRN8g0G+cGDBGG++bC6YOCaGEulLzCKSmAUlcAoKq2ANI7f0TtNSZNXNEe8kuxJfPNtvP4bo1uTzj83M5T7J0O7cefvPMbxj5Gtr5Gq0QnXKFdmVmee3xyx1/M07DEcqKVZAfdMm6feQai2LNVG8xYxb3yK9vdk+q6ynFTmwYshr8ySnjbPiL9wllniF0uke5tXf2ZTIZjO5vdaRfvj5rEkIZJJVsHlsyQ5y59l3yCGM7Hs+w74o9ZvSYKkP4z/f8H5R+ZfifMfwlaEn3m9aoKBnaEqfRex1y8b9ljz5ivy3/iZsfEzZ+Pcvj/5XyFv/ujx+53uG0sSIl3NP9N1bUlCpKv5s4HTs7Jm8ban/LH8YlP85rHAkRELz/FPZOawJEHSA/wTWThH858pVCBmTi9alX9MzD/x+NNg/JnTm17DPyGkRMpk5DOkOXuKy1pNv2X2GP/I5Q8jZbctt9+If0L3wmj2A1l5Tp2+OTBADzTpsze3ETazKhze4MlIZEjm8BAgyPDwbHM8GE9GKtsl4YFNV4+mD2NGBsAA9FAO5J0xJMOfhNdg9yzHH7jEceCH+mD8Q+GFb01e/9n2SXpFnd0+7GEIHKUVOErrqu3DYVqBPRx2YBdvn8x2tqxF04VIV2+fzBXaM/tWB+P/CttHbeunt0/h01/w5aCUqzdPQSuP7Y/wqC7eOwMopnvecSPGV2yaCDHwY/wzHPT1G8aaYE5umGaGgzWzJCHSfMusu38Z/wEQxwAIJS5SWh5+4V/E9tUmtdfxh8jOE/tkljiVqZbWCgjaNDFPKlxm++GLn1SFrlVLEiJ9L/wDg6AHBkFfz/9/Vf7CiULCOTpKOjJp+A4b1E0awsm1rBXKToAl1ikgSDq26GHmniUJkUz0O8LkWZIg6SH+G2jFLSAf2HPtCL+T96rhoK8ixtCiaElCJAOYgXE7lvRfhX/SWB9jQcfatIb0J/9LxW9iB6AlCZG+F/5Xzf+Av2Doxmj5OTHAMwaGki4/fowG8Rr+WitQpR/bBMwdcTX/jpJg7Nkw+wPdxycy53v2/vq4CFvyZE6sTdCa7yPvvUhQez5Q5IQPi73nAw0+sDE/MFRYoMgDL3z1COJ8rlOivZDvvX0Gh8/hup7xif0KoNczVphP9Ciuq097z1Psgdvp5ndpEftgvmw0b9Q8BvxdpL3vBKuNOb+AZ7Zj9bQfpVMwWNk5xsfQ0DLBHx1PPnqyPAO1mf1o2CM6stsYbmKVjM91l+jJ42jiGSNs53THOecN7TBupxPvdjpydoizUS9m3RU88a7Qia8kj5N+EftM4IwtRxeHn0jXrl/GA+cIkXu54+uH8cA5jhQzPershVR9Pd3KPy8EjmMUowZFxquP/hO3U6SclUFnBZ7bGRxxZ3BE3n2eEcmtDBYkfeHuQ1VHWNUZXDdhgTc33nx46l3Eh5a9WVVSIa7u8q5vtU2BO0dIVxLh0yTGZS0098tnpvmy4Y+XDcWHn3zkrh7ZZP5tJdZR1rvRE59yEzbCJFXSA4pGIiV3oOZZZsof5c7SxPFqE9trTTynQSlbyOaDGHnkcALDvcu0Xx9FpAStpICroMyRcmwH5OQwC4zT9uJgnJGL3ZuExhtnJR1LpcdwgSwTz105HPF3UKS49uGff6uUf7/96w+vSuy8sDBxUfj9LlT3FcQWWkosSYhknuoC7iRLEiRdzn9H5clQBCjHsQu9LqlnkhDJDP4KWPPX888dBc3YCSI+lTvpOMGJnM8bO783cn7Xi2ZH5SURaKeSjvO7bvvV5Jd1khDp4vG/nv8169+SHWDzW5IQ6crN/3rm15z8qnEVdBEYkhDJ8N8L8d8L8Z9Lvlfzl8AuosAuorByEQ34c27r4PDZit8qMlF/CwmAPQaS14P+FnjzB978lpnnLp0df+DDd47/a9d/WooIk1RkNX3CaHYNnBW3T2APW3qC2ZPI6L3L3RPYwXaOvSNNy5Jo238R/8HuPcl/W7y6W6UhvLoCYSAO9IaW2FCIf6bhz2WX1pDoozckIZLJDtxg9JYkSDqW3QMHA+J8BzK5yM5IiuaAab9h789jDnty6dmTn7j6aOpOJhPztuG7PZKDwpymw96z4KOIUdGa9Y8JXt/rqdms/rnWsxMOZV0EQtXNT4RpALxFa8uoquimvMdTT4VfExV+bQ59jEswJEHSMA7ozF6Z5aEqKtELwS+ymBNHtzb8S3REKqm/gz1n0O9U9il0iXfEf6cay4mjO5M8gX4vrF8K123R1MzjqC+sP5C2DgHbg90YZl08YvI3lyKWItgWbsjkCXu7bpAMGk4TyHDQnCcpufMF3+sIHRvI8Ipwmdi7QgXFnRoMjWENxcxq9NKrafRAQ+Ccsbq1nWTPG1GQdDRwj7UQ6k7BEp2GNNn0r2Fvmd34Z35Y7DdkvMv565c7f0Oa8A+kWFqSIGnyqqTh07vCwKHc2BP+nQ1DvXFPgHE4cEFSMhk/KzxD5sREgPuWdJp/GPm/ERTSey7Qypf7a2bfO05m2zAiXSmztU9cnTffhMVpT6jtz2TwhZC5ExiY0xKJHQtDBA545GVPYGiOO+Pkl0V1Q7OZzZZPaEcZbPmiCJueSaf5FwJCraQdpj2wG8oO9lXTPoLI8azKenVtXTjtMehd7pkkRLp42qPW4/ikZwbfgPXMBFz2L532yBVcIut1kfU6mvbCBQhWZzyyUhe5ds1o2GlUAfxhCWfn2PNKTJZ9IOPY9LCU8GY3mz0f8P3Ee/6iG8YeMH1Dk8uAYansdarj52z1hcfktahYF6k3YbD8/QFhdHqMLH0l99nTfwNMeDXWHTscsO+B/fUDQd1wrfH5WwgwW0nHqiE+CSxJiGT4x0j80XCyHL/wLV11fkHVXEmfddEJT9JxWsCqjq1l9hB/XxRC3TNJkHRsN8M0JEsSItnQVLgxLEmQ9J3yf/X+tw/Q4zepko6tpplNX/gkNqSrx/9H89/p/FmSEOni/f9q/sJ1rIXrWC/P/4g/a2xGrhuzNYMKEpwtib8/68hiN+TkeP+sI3tx4I7bOHLnl5///vbD259/bB/464d3f/vppcmpsJ39VrHiy8N2ElYRSAt4xSD0/gmMmBUYMSsxij95n5xfY3NSeo1whYdEdUtdVBO6ORuggyrp6AHE5bir3oqeY0Oy8gB0YNuls+O3zDx36Xj8O5m1E0Fb0tIvgDnv9k0uT/MXu2C4bmQjUXtfglAZlGQqm5aVESQdsc8U7BU5VtqQVMQoM89dkvHooTRIwSR0xfQZN9ixptKiQTJRtL3fs6JaedPX97kGDoswLbqUTUD9Kxus9pRp0W9JobJ6OaCP66I9lSOF0WQtCdzZmyrBF+4p+9l++c0LSNrOeZyb3l1PUVdtc2GEbKaqaPk+boFOQAEHal5UqC5Uy6eSHB7YTBWmTNdMZ9maPi3wtKO3OHiIi6BqSnCcVg281np8prRUtUmXqvx0X/T7sC1eCNrCSGi82GMk/3y9k7Hibh08xoTdKMeWxYT3A9vxI9vxDSvP/ZGDscNcmc++TG5YVUZhv0OdGjSFMfSZd5R70/KDMNtvn9bSEo24PPj9wPqQ0frDUGXCUGW2c56HIAfTBf013z25GYWxzUae5ESW5kt2Y4v2Z2Mdu5FBUF6xF2ltF+e8fk78gw0KSIa5qGqBRvsjDVr0193vV7JeGzy2Ocei/n665/eSRnKc7Wvd/ejiNwl+k5w/7qy9V28qON7h9921nz2nIjkuYOXZ7FcHhWbXi3Qk76mOeksth3NsSFfqSPazp1RQH1CNXjeAon8LNVrk6SG1u+H07I/0iGXtww1We2osmyNcflU2BzivF+0pyVo1UH3umDtiSFfuKfvZl/nNUM+FFLEy//00PJzZxWkZykGD1btgdNvlvnhmPTFqKW1kGm9ebRDAZVqHNOjr7NxtlDU+8VSD5tSF62iVH9IsE/5+Qoz5Qmhd1TuPupItvX5OxPN2wfVehETfnkha/3tW+Xjc4E4gASJeQc9rOIFMgVeQ9HAEcwVgzLV+2Zr+CeN7u+WOH8cnbaBe2C4JjUvfQ5hs1FR8hH3spKPT5ekGPqndGGaeu3R2+CNp7Ulh4eHbqfa8IHK0+jPQzoDW5uXmSW4UbkOvUsZTumjzRMZzsl0SHti1uycVMjjnjQzOhnTx7rHMPHfpePxfYfvc++3itvA4g9/OU93WVoUPdk2LXwY3wSNuu2ZOg92ya3XxDgphCo6P3Xa2G3JyuJaR5+4cjzlnin7tHitFopmHgDp8wM39dvp9z304HPC3d9yp4VBdd39789ubVkv5mX7KX9e+8/vovthfV/RQvYjyRRpIpOPrKd/HmCIdfFVd/hoXcFufhRJl+DzA2XmKz7QkQdJp5pGEZqFQaCeMAxYot1pJR29uTj5pKDhwEg2p8w+Ue2O7dHbwltlD/CNfWXxjLJZ9xNyTT4bn3mwwT5tQgHLisqCTEm6B2serhg6Huh4JtH5D6jcdVWKpzwd5cNYCmb+dx/uKJy0SnE1C+1dauFl6It8nnXbMV+GHH9nd6JmzGrGQGS2SWYgHbGbW0+zLwUI/skvqecv++gnTz1qxVmCXLE82T9q51YqwXIYiQDkKvCAzXiLvDC8XQxdp9fpubrlRjo6G68Fun1QoYsz34FxmAhdkIKPVsEfn8pRQuOgee6VcsHvL8w4UJD2sfJdbduc53Vso0mNwtO/7+4ja7Si2pGtcZpGUdKB1gwK6GqPl4akjDykZ7KBW0qEoeAzmyvI41i1ozN8BylVTuCuh9qTqy9uvH97+6+3PTXt+/t03xrnC2NEHDoEJAbNBlBgoVggL+MHAUczwf13gqOmGnBnsOGrUpeWAkxqjXh81Corbw1GjiHUMY10gA9zbtNS/dqRCONYhSj+dJjnd4d7okJdWibjv+ZK7uRetOZTTNbHkZRU56L1pSEuIDHADTp5Yg5F96s8eY46McKNKIrkZNoINbWXp5/wLoZZakl6Ng/IgeDAtSSMY9/mN7rsPytzoOS/5Ry1lpc4FfCElN0fecnxtOL6cHS9+cpghngijOt024/FBJbhgroziBoHlgeDZLekse/2w8dwjbo+wKTPRsUt07Bqi/xz6xZMaW+XADvveShNjSMbURU8ROA3fZMY+MfskDEcilLYaaPANUuCxM285ee7P8ditfFHXETpsWeTNHKrqqdZYr2VFGYE7taE04cZxhGrRBBt2f9dfnZw9y8tzj4THpRIT2Yvii9w2jlsIrCpkMXQsFE54HuycpDLMM+ks/2huB43ywcQlQ+rDJywVOyEnJ9+y8tyh49Hbhfa8HeTk3qsyAh8ZodDiG/wxE2iIs1/PCT6+lXS0+o7TNksP0p9sPsvMc5cOxz87ulkRr7p8mCdMb2S2qAPCSBVDMoIHT842UnXmBTksL889Eh5Wj3AB5gXv2k45EhqR/IaWJETqrAte9N+QOU+7oaCnehz+st4jsx1m4klx2Y8ja/H1YUnCHzb6LCh0liRIOg6G2vFyyqRXjPbYRfx3lQZ6yeD1IIyHMeIf6W5fnjFhSAzbpcn4B0j8gzOO6w/b7cSGmYXrBAxQnO9u/r2kWbBayBgv+vDv4ahTaHDPxH3d7x8d75f+fvqU3/QWPXe/RNYMYyABb0gTQceBiDLXDNgk3zI4UC/bSDOQQAaXlr0NvONcLwp87AIf+zA49hGfsd+S+QWXW2CBG1jghoHA+SOZf/nNeuJ0zAt898U4ebO+fpW5vo0lnb1ZmpkOD7cji6YhXc+fMLZO5RqP+XvkP2c+SDR2DPA1kC4bWQkfv1bP7JZvHw3UXt0vXjXjnXj7r3e/Z/H/+uGXyvjdzz89/+JcYFD/5Bc7JlJSKNVnyjxiSysLnzOaY4QaVybWHpwMyDNdoE+YUDEh6C67EurM7LQj+5/50qfBlz7xl4zTTiit7K5nZ+fgjuHgQ5OZ8FwfeuoZmgXi0mZxssD93hPVEXINchKRZQ3NeDwxf9hATJsBL6KqNgJfs506nridK37ddZO7fvzWQvu1KPyjEOnzoOufuevnp0AYbFK7dDwBZrY9L4kc7YDZBspYtcD1CM5jI/Agkhtv00G1HbWYWBswlobtOUFj5WWnNAdZYC3W/qIRo476dot2TyqD7YmQ7SiQnrcKj8qBkA5bjCxwbwlN/Kx3qN1nWuyqZ8okKacEhcF6aeAWgeq1ye05f+twiRSoXyIhbtcvE+C4G9bjm0r3+mU0VFZSdMQfi98eVOTDwgRuUdCnfpnZYwxKJWH116pEb7i9A5XC9B19Y+J+h+nPQn5/e2zVK4bIoONwFDjdM+EQ8RXuKOWNH7OY0hd49zQ5NsDVwelzhI5YpcMc2LPhLsL0BXbxBNHwQ72UyVjrSC0QWZUND6QVBDMl0qeEIrWFUhobCU+PTME5HMLTeH8b6MQtgQHWjnDRojr5TIIFoml69mY20jwtx1Pl1eYUFeKP4rFlVqBbwquwk4Pxw4SZMNSXBmkBv9mcm+gCdaz/RsqD9sLwfxtV3+ADNgt6TYgA0DwzU/FSMgXUW5Loh3G+o2ojqvdHWG8RcAPdz/cuqvmqcJh2eI8U5rHnJ+jvXuj52vIhMW0pUxB8KLewzMO3xkZJj25z5LZ0myeJ3ADNUF0uVGGuvejnCnshwM/dU5FUuxdMhAxciO1GQpFKW2ZmWfUaqdK/GCciqZU3AUN3htBEAsACDtRg4fjZyLg1t5CIp4A32SjXq948qKBtFLRvhXi/6ha8qbxJxkoDBo1Eba+JVVNcWVkVfjaQI8YnjCkedkpV1dphZwmX/+WZn+8suLoKpC8PbPZY+bKBWONDJLAkLqoVqg2VgGB3qEM0UHUQ6ChSNrQhGU2DKlBtFLjYdtfcZREpG3qM3I8RYK1YDms6qKhKj2k6Hj6zRytCNMHqZsujVPQ0+1QF6ozHRugii0JZku2KGihaOP1UOpoVF5QaBiXKKi74hucYODFCUs/uAtrAU4Zq1Gk0/DGhQQJlkbQKWsg/wtllTfNecaIGA00zsaZJmp7jd12km7xVFEU5G1bhR2P+OGGOrlHhZD5bE9FsmPl5dU+s6G4ga6PeB9YJgAl1oiVYzHlZ7ZeRos3nlc8LHVZ6lfhbf44PK4ZMyog3nRUuOCCOi4i51SODa5hFjpkcxH61FyCeVcdLv61EJYdNmsEa/ljton4ZaxRXElbMa/bkJSAgyyrGuPOw9E3Bh+G3ZzIqkJ00eWOyCwpD3yoJk+ktM/PmIPZ5fvA3iryLGxVsiNto9jEhtC0IG7Sm9Qp3RbLuDRZq2c7FJXfCOYkbIZPJRunebb54u8wLPEZ+8rT1GuwXWK5CWqlVtQRJZ164ZIFqbpcJSFDO2CAgoD89SVcNZh1sLp9874FRnJaJ/2qDHdnelOh/2AysnJq3GIsjg+qmVSYPO8BxfW7bOYLfBS7AI5QyXG4mC3WAhIUVpX254BS4SG+PRkM/Qv24gP5cSWhIST0P/bALWoNau7D1segy8L0U2fgVPNfApY0we//sGO8oHbxq/FB25Fovi+h9j4XlEhcrT3rSTbwLPVh2frB00lgOUnoVNRhdW6ixZYI8TBsFZQXjHND7Fu+tOh1hem2n/u42mRYDxKAEh7Th6sC1lQOZnop/muGARwywK26h4TV8MXgRVRJGuFcS7uayUYR5JSHCUiPNEY4SIyxxQetKkp34Y5Jz2agmMo0fJqwgAGjzfc1dLY5SAnIkw082lTduDQt1OHuyherkH9liN0ofJKue0OZOG6WvNXhnNmxuE8N3Tggqjb+nyWI7bCXh6rZfcdkrLDsUsiL5aaTbvVIEfsxNzShdeoS54zWTfSTr07t3eKPVVZeqdbxS4BMGiBAsf//u6QYc4Ts/8Hkkn1Cv3Tl+MXJkV+SwMrx+plGBiIa6ivxsuJT3fReuv+eTmoq07wV18qz2AfWKTxUgrm7sdlK/egnevpMDokJXTTnBNdhqNk5H7jdy8DakE0zb1XK/JnPTw9CriEH/etpvgJ/DbSZdzVRQ0bndpBkC0TzuGazEU6hVy63EZE829DXSykSODrdGwrwIT8DH+uU7/oiXsuQvJPja0QD2iazMLVIFdsugFLM/UQga44RdPxUmbQwPShO7+FQwls+TShvY+FYaWyvYCXMVGDug/QptfDuHshdCkkMFFzvbEWtVzk0v4FYkDp31wlllgvDwNktOBShiwpAInGn/DsFw246aufo9un4fb4BFasnEi12iqraLlzv58fz0pJVEr9LCZVhKppOuX7aXQsQHSl6ctfplsJCWQpvXkGw+ABqId/KG9af7EfdCUepFz7AZfYHRB67qUklodmnZv6vR4+Rnqgg88DIHR3FqLV0S4RzcavIV3dks/k0pMfx7+J/KHPQnBVbGw0rM1y8jpkHdwhgI04LDEO7IU/ob1uMKK3DHEkcxdwjlUSIlpgfGFAiCyHHNBz/J5SrGgnTQYBAjiM6nwhClhmT6S6nkQs6nsIqyOuCPkE39mp5PF0GP+MVJDYS9UZcGE7aK1tM2WwUFRfAUPbxMpC+RbtlRiOLgqDhGXnFkH276xTxCMqH2XExVmuMQolawhAUVOp6b7Fqxx3SaKqk2ePcYkuGP4eMD4BnZ14IS7YZFMZLN+PElLOzOkEK126UsQiybWDwjKwS9A4UyH6SMnk5zM1OLD8blDyq79exhhKdlpvx7zRsz/PnZF/Wy+07CZ28l0fRrRQO9pQU2v1ZDHctKrw7B3mDufKtNIl4sqotZQw+u186BAgOYpryK+FNwOLteuF0jP7W1dITRqjzuF9LqZmaCiPGWZ54UVPBqp9Nm+6qyHpPn6psowHaLvW7Q+LmcsX5cazAr87JuMAAeQG9QC+bCB65QxHnDL8En5k7IHEnAP0qZ3JBQkcvNrHe8JBhKEDxpqsFRPmP9coYO5512lJLGM1xU3zpoMAjKjiAyTMKjRZ5By7ToGPSqgS1U9vk7KmPVLWowiDFG6OVWkgTjJXYyEZWdJriYX7003DcA1gVLuho8PvdpmPvSWikUDop23GH0Z+ZIOYGpkD7YLElzF38kb+IgtigkrB/azibKiEjeTJZRs3evHl0T4jw5gO2V4b6wQYKMSVLwsUvYYDaiPaKEaKV7ZsuxR6pgsLN6vqvW0GV2ZgV1gF85920M3jMr50bhYMKiqUOfVDDh09+EPPb9u5FS0TxjkxAR+11tMHdusKkke84S2lW9ujXk9NfMEqIkiMoHCbFr2l5vMDe1NdcLp8GRu2sjONOiDT/r0uCW0G8duY/gyJxo4KnBXC9lS+0eKMhtNzH5t6nZ2K6/Ibrbsr7LTg6VnZ2v9ihrsJHDR1GhMpt44GfiYsfQ0Nhn/1heJHxQ71zmQdNsjEsEHe2OQmlzWe3NQtjcdbuihp45QKzq8ZjyV0xml75EZwFL6DnbexTxsScWlJkW9ASv/8x1K3eh3u6MJrELJJTSPndaUU7fE+g1b490YL+RtlpnBt0xJayOWSJ3lCUJkYwgwbvFko74g1xIKEjWHeYih1VUEOT+zgXrRT23+tDFIgktjGRurtj1ItPDhUUW23nDsBDH/B0pR8XNM74KVgqrd5ubaw8Ktd5F2U6JFZWEHrcUqcNJFUMTljE/X/XL+FqoJIzWrST0z0b2d0YqIELDh8Kwm0no7yJtHqfkttTfhjacr4DC5ZxQdHm9yjFWKTG2Zx3HfJO5bUf+gUo72JtBnaSwYi2rhu++/bT+7QoqU7FbeY46n8lC4jhF35DM9YNhgIlTOdZoEJmee57xiXymnOEq9yPqRpmgSfdeI/EoIiFT4JbPZNHzhSxUVaSjRa+9NVA3m7/nbXmggwaD8A1EoLDliUV/harWTo5Ca5NQhcFP1HVv4k26apCm79M6RlANG6oqQoWzZzGZ60ZDfDaQaLzBZwmSXiMR+5adlb31ARtkNDlyIfNFg+kBdqoNauXUeX5Ja4MGiEYTsIrbEGMjttHMmSLF8qYeUjrpwqAHqMQ2WnbUg4JiJFFEX+ohJpMeYFC3mcu7kGq+utAtlyIVoKJVmK5iwIg9DQY9HMBG59ptmfBmf4/Ixrufw13auwpukoxwBHj57pg9TOrN4OYj+Mbfv4NgVFtR/Vc1LMwgLiY2RpA01rCcPvIPGpCGs1FoZCmkLrRQA5BHRSjwpQQK6VJn5FiHNt893SBSgzmIjbozjNOFahdtqMMVjv3cNwJI22WhUewqAnVPbFSJu234AuKofhuzDXfzzNQolHkOUdP1CLfARU0sstIAFX9PASXZCMmbOCiLauTt01TwywVEirqTFLfTzDWORlopCZS5WULuzRKNySwxiM+Vm0XsN0kFHLDBg/dyWWHdCIMHKLBNdxwFjQVy+GVrdceqYu1pMI8MDYyYHQnHTRgpqn45wfI2YQ1qTV6ZjSwz5Y9xGK2XsL3qiwptoPywzaswDAlcziHoQ0z9duilqbcQCpnM0DVZFm8uEXqntuQ4Yu+QvZDRTCiHLK/SmWUAYYe8PZVyaGZgnPqADrUcFqj0XrOWvJI4IhjNhTlwJcGgGvaNfYR81kUENf1+EEGNM0XJfuaraubz0NdI8G85Lu6BMW+cKkfwOeOp8rhS8jQ/Ip4gOgYl68UEVegexdjtZijlTbqQUJ5s8sLQOb10iGWPOTbZE7RLXulZo9BxGbHHvPPsMXa8SqOCo3eLJ4kEcsM14AKc/UB1RrPTqVb+tPjbKnY9cJVTTrtv+AbIfyMdqJLIrrIvIDpEU3vt6mPoiKeEtPpltKs0VxrzX1SUcJTpoeiD9vD1mXXMTPlTftm+quiwjYCNcPjbaPoxoteuiG6/+/sJzAY7BsLknuB/ZCXZuaIbWzEtCLXxoHmeL16veVSrbHyvOHrBW0VN9SlMNCmMKEzq3EJbDTh7C0DiTQEB7KMD3xybo0Ai/bY973Qv+sV+/x0XjfLaPcJZGZKRd/gQHon7Lk8OO0AZzo2EEu/3fqIpNZBSFOjdl9dmcIa6aDSyQ20bva1zJP9YjrwIabkIG+W2tZ1BNpSNrI05EV5dJaEDo+VVLntA4R87IVPtXLo0D8pMZ0Tczas60/uuCo6yR2SmfdcwMmWPeZG5ILx1LtOAwebvAuMnNhj4u7CQpCUJf1j91oG661FDLIsAyzF7mq7CunymwmhttXC+8tOc/U6BITuX/dl3Fvoac212K0aT57QozH3g7Rsc2MFxwVsnR0pbz0vD8bax7Xrbhl2gAxMp9yVHyjxqkmzRBUceoN9phEjiCAowB8JaaO833AXhhOTE96QdsZ0FLCibDYq43h6orjWdfuFGHeDS7xpYaLYi7gSGA2l4ANgBv4BlaccOgT57ErI5iPSg91QeMnsy52RZRxAhStaeCe9iz6P5J3uGEPJ0g8CY6It7UjNVb+DngjNRaZNKQijehhaLkksI1qtNGK/XHKp7z5QJYcK77H7B553DTASrgQmSzlgPjSdapdMsD9xjEaDHG+R56Dx3CRvMRtRQMoHf0i1cKCusklDz8QYoxHgL0OrvSIa1nT8Vo/XLWNPJ673V+e+UQll3DcY47oWAxvZ9EcUaNrK3By7NMqjOa5npQUKYu93DTcaVGe4XrM7h3OEXTRyU7yRU1yNLnN2hfWTf1IginZQnAsd+9qoGAyQ3jCxp+SxoAUg0wFJIt2gZVSAh6EDMXpQFK0HkOVJE08/jlzVoVS1mnkvqEjVYVCeARBDNqzpaQEiB3xNA4VFsJnCgBqsOgkMozTNLU0IPftKwXukURKwpCe0Phd9tJS+CKJqBAvFkCpqLjKnD9e8iIksphO9TepjxMXccekFXYSpkuig7ZXCUnRJI9m3xCEqFXGkpk+kpsSqxM0JnE0Uw9+02mbLHoSfCsW5RZMjbqZKn19aOzmo/f4DVD1PuTqLor0bCW8tzLSRPCXa7X1THa4BgCFuWqJZXI3nij/GWu1D0tfrTh0e84azdv9epwQBnzWOHGQnLkIxrHwvU7EZ11g7P1d4x/w7kbqJ1MLRgMGGeAITafpmf1Egv5qR49IY/AlXsjvK/KwlR61XzOt4wI5w55J/Uo6v8Pao5G0UVVFKaJ7tlsli0elIIS5gRNWZXtH3DniI79hXMXqZ84kZCOZ05nnsnIOkWCB6I//y4ZiqFPryjNuReyFpUqGpqC2uZKlRNMLKwImERyfVbOKKkZEyy6ZTjnY+JrxjHP4CDNHyUM5Y9K2VRByUFCilqscaMRjmYeMz4smuhyz5L+PKk2q0eY0nICJyEYnST8EoV3ZM6X9jdvIjASlxUua4eov9ZDU11qa5eqTKFWSqox00RgqkGallBTOxcxarsBMaTd+r9zknvpA+EhSOpO/V15nb0IqVMQT3N00IFyLad0Mo1TPU4dm/kQ0GD+N28Ov02BvM2sOONtVFYgMkCNjvUfbziHqYB4tnAg700SLc9fTTnnMDcvgJ3ekYFMPGFmgn5SUnjs63VgD8fNBi829FQGgNVrdnJYfF7kSRankymSuc8vgOxBxx7lTaWhhGDalqwIUaw/h4CyXt0HtE/eCxlRiXMBT2dv58Ih1PgCAWmbrG5sdi4P+yOwQ4E1kID+Rl3KmtJO3xVJhDPxwwRIZGp9/EGCO3HWv3891MwvowZKTsWuRoYelAnDxuZ/lpABhyJZmEHtai5n2A5mmtiHurDAGKBRWYoFArapCMWQ2p7FI2P7Ugu0Lo9+RFjoqoFLTueLo6sFknjtn9MjFVe6f6WXYsxRcjqPY4YmBcTRSdbGWv8DviOIJn/7Qudby91pQdVzn/78OZ/19a/fPj8/JNzZc6fP/g8nC+ocR63u5WaFzhntJnHCpx7QuaMU4ZY3dxT+EYEjtlUY/Uw9eYIT8W5fuITfuKT4DcdEjx35NRYlQd/4Wi0dkLvF+SzjNZzJmlN1PeLiILytHDINwyxX/zeYzIoYsLT7z39fiZ0PIZphem9ZMtx3X4/g6Fo/Yd3FwCDEGYrpqdPoVJ4/hepfQULzM6/HzL8eOZhDBGQEMrUexAErev7tGRZ8DhWt0E8GeUxggPTOXChg8dTQ1n6CNxswBvWXs9g+uPfZ/z9I/3P0woKwdgCXy7rKaxQUGC7/vvp+nr0n80Rixvc+v334zR7r/1+h9/HiT8vKAqe/n5yeIOJ97n9foaj1UCWsP8zGKCQuP/bRPiEgnnIc+ETymPCrcHARPz9XDiTsH2o1ri7P87OTZES2qPg/vcYn8q/pwYz6IrWIFOD2asjI2iQC3McpYxmtdZgNoaMQRi1wcyDaSPJXxog/AU1CPT7ySFNCiWiDWZwN5uaHl9+n6e7sDbg30+mqP3eY4OZVzh72njdcnHYIGKDWY9ICXH7dA2y8RO9qFxuBSEk9PvJrmgNIjWYLcKwwcwEZlw9XWucaTotwQAayFTa24yE3mAmvscN5jvvsQZ82OoszeTFjimf9fdxstAtyf1+ktw+xW5IBfPZ3T4N4qkyj0/PbCu1BvT7yc8jZoW4uRKQIu681mAmUwNUNnLzWy4FmtP5NZc86p1OMBN6/uRBAbgsdRy4fGjhQmSUQagf1mdppGx92kIDVwqyr/cQgmtqNpY+FIVCg33PwVF0zRU8TQscRVNr0spdGuiNnqSqwGBWSUoUIF/md3SWQV2xRaksobC2lvuEPlJ1ZRq4F4Is3smeLwmup8GCYR4Vghk1OFl/z1w2SvrzXBWqSqj5akVVs/pmlS7b1aZACB6uUPFSlyiOSElHlliGWwuB6jgErrNsmfneJfQcNWCmeRLZTv7xVqAKkx7jE0TTVGUZY1D1Aaxrj/rhIOcQk8B8oWCi9sxHcPxAbuJIDvI014zE4YukeQ4n142P9ESdgyl7AmVIO5hZCb0IzMJpnzv5PVdX8JnETctshgMUdZn76RVCwxK/QjUIFMXbKsGhK2HXeAbXe4kr6MmKXrf0PvdkeILXD4mSIEfnN5Lf3l5AgqQTd6XfsWaoywDKQEHq2/32cPMNKA6rrvptWohQHD7ZWoMZhw1NZt5PzQDCmrCf4kHLhnYV76ePQr/jIWrCZ3ZMCxq2fJoqqsMGM4wxk8vVvzBbaJ8QQ8jvU9tcaxCowUxwmPg1Fa2T33saAkZyEe4doBrVA5wWDTI1mHVJcAgecydpzPe6s58jkXtCBl+YuDwZeVqD2SokrLfhsZATNxBqMNvb5Fv2c5Awn1GB9x3t6agB/37Wo4xvMA/eXzrOIPMw5ZN/Tw1mhmG/Yy3i1uC0ZS+biAe94mYvdS6FnaZawbjBTKnfMealNZh0qWwoPgTRkbhBxAazVRk3mMHcO/QGBDe968YNJgKnNSjUYDZL5EFo1elngx42mIi0cYMZdpzH6htVm5m5uLIm/94a5CmHTKcjzP0OrUGgBjMOBR0tTUmbcdDStfr7GYOMiThaKuuwAf1+dkAHv5+dnky3tcxvLsCYbshgp+P7XMEro3mqZhexQ5Wulwgd/37De7juwVlFPr+hxAyINXNBA/z9zBdS1Wi4hyMUyePf088nI3749wUv4bjA1TaFyV8azL19LhGOtJ+6i13Cx29tMHPmjBvMu4T7qEwXYfT7NO8RWO1DmaqkLtOVEqf7zmW6UiJEcp9pcFr3ECqtEvN0ChI916jBoPgRvpgTF/4wJGMwwNi/uOODPaHBjczX6V7W57CAxbKd8zwE4YnQGCXC2C0U96ak8WuVVoQakEXEWHtvFhF9SFiTGoL6FIqPtmOQgwmDDtObhZZkEI3pYEcIW6xlUE5oRxQiu0fkaEPOyzCH++lO86iXktCEkpYlMTahBjOVbNhgIsdKwhy9lOdaoqnGrg3mXRo0mGm6idBa5yj3heAM0j5fh4jRGnmfAq7ZbJDOYTYEQd/gwpTKqnRzL861e2wwN98VwphoDWaz6tF+3MJIZk8ajyAFaXugqDkLr7StUFoLIVELe88MqTuDDOKhpjhQNZP59WC/e/J6sL3zPIZj4ZWjuivUT4extwTItLp/lwhOiQsSJU/FBw3JADhhIKsdw7nrIVE0yPJ6sL3zPIbjC9iuv+ddIgdb8r7D0WOUwqqBkPj1C2jkGAjIPyZyghlSHyHXqEpCoF7NZ++n/BP5UGyXpA+MCiEEhFRLgYGxwyJ9LwoBwUQhNIERe3ZXI+hswyBYzT2iYsdAqKOGZEDX8TgkTlStMn+6WQK+s9JKvasPMYSJrSTBxYoj2E1U79KuppLb+d1mqO32s/28zzNxbed0ghFWNgbysDesaRSQkaHSsMwGdHhD18rDDdI+vYXDjhEPDzdYdClEdEBRA3JLBhLyQWe4u/UHkx4Z68vs0dukyzSOyn6376plh3vvtMN4DOtMIJpb2oclcfkYzpxL9ruqq82xirRJ73CkGqghaVFylRsYtdJEyUBuzR3PXMKnkjKusBbLNlEzmI6VourzRmhPxVCIFLjSFgwiJ4IQ+o5eB/bSGNxZc+DW+mVELwuC6H9KMdw9CsFBDTJZ3NiGlU4+VpwOiUtJiAZJ64XtcLf6qRofMprQWa2ehdR5NNnTg5JkuEOg4KAYaGa4GCWjzwu712i4YVE8IRDOU1AMsM4er7uIVStSIrSfdsxmOQlZ4ZIOGlBfCwFzhsKStzCKeWYUc7ZmpDL1BdrvqnycS16G4YsbK39OxaxKXqqCtVM1Qo3aHV+3DiNcNWj/eDNixFHU+OneYa8HnbFYrOTFGZ5viW7IP70jItffqCSsO2NPpUHOgbs4RQIK5dMzOfshYw5VmlugW73jPG8wSO7GAFQTlmnwDkg4Rj4BkQy8cZrCaD/bT/00rTlwwdewsywvLNwSPeCbhMHtlGA744HFzs43f8gkCjkF1a6y456Z1xKXiLr35C1Cs9GCNt9Lg6f0ww2og3zYBIWDJ3NMdCq6HM/Gq1ezfper+C2k2UYQTXGju9WQFiuKehTsfnrs4NsFj9egv6h3tusiUX8Ra8ccZY+rb0+3nBZmriPvmLfzzOVIQBX1cpoFbNUGsJx5A2SLMw0e5TCtuUiu/hymFkKX4L7KHY3m6PfpvkfFz13FglGnZR5P6bCEe57HUw1/P+8Q/34SneEoZYGgtM80mI940GD6e6yKMI+ZGzeYz9GgwWksWcmUOL/Nk0Md1aTEBgNENJTkKVCZaUPqkGQb4UaOCrFjMSx2FPv7DscFILztnecxCM+EYqhFEI0l091c5vUXB0uCDQaOYrTMjQoCRjI7F678YccgBxPGjmLIFFrWJ+MKmXYMwjPheP097xI52pIzTXoHuVr8AokyFPLLt5xxfEUXwr8vpjSf71NFkMFhgThkmXnuktC4XP/wDs+mEqlcQ5lH8dVtD15sajBwVGV4NyVP0JkecUNt3zyP4OxsGVae+yM8Kscr43n95GizfBdoR+8+/mclvP35xw+ff21QRc8/+BPr6E+sI+jH18c6EopVqDrLPcjemw8/1r++f/Php7d/qf//l7+/f/PTHdMPGoF6e2d/+Eykj/9++/ZX0/g2xpchGsfEX958evfxLx9++e3N74fjbnwvvcbw6m/Sx6A1Kk70UQ0exxcFwqkGApdXiskfhrUPCnx5W/+QoSjCgDkiA3I4RchUhTtEeg6HQNF2YVUkp34Zgw2C5sgYPxQWpw9CWJ1ByFuppGM/WASRFoS8pUEIWT9wkR7bJTP+eVEUz/nAnqo0G5JJiEXvclsSuHbb8s/tW4aZ8ufhe1z+nWylzZML7NWwfezXQWDZENjVwMvfPCSgJFVSRP5uBYwZefoj62iJgnMsM8M/Mv87DfebiCcjyk+Ip5jgLf1N+uhcd8ydEfP59uujy9PxnT3AZGYzpGTS9aWQf7KS5mLEcSVnR8XOXSBUauFjVEmYVb/P0VVdJBmqsEjKPVGNQsNKmWN5vjb26Q3i1G3S2Wcq+GBIdu6RfyJw2ZYsMx++Yea5S2b4uPZCBUrEk2dcq48fTz9CHdsVmSw+17EWR95aQZwx4q9FOjp/T5AWzlNtRMtM+eMrXdwiJd85igxwxmWoZw+RdcXAU+r8o0OzVSm/O3vfoQwlVXlVOg4wgApAQ9LDayc47wZVcz/DvpBprn645+relkahoC3EzlRJ84XsQD6jkuAzOYAb9gCChmzEvpJmyWbms30Ny3y2OgrpHcgIWDIazACCnDgq7O4NZoj2d5qxvSOuop9n+wrl3z3cgDfQzJIW1s1ZS0YvaCA7YNPlYANctP+Mrm2U1B1fSF71rws3oP3syQ3YngsM8oM3klF0L92A9run9pNVb1/Z4KEN6Mk54cqiXorXomWfzELiHb9TyLIrDN5e6I53O3jE6I7bSaQ4xi0ypM/aEHWcNha4Yz1CfRJ/w0wPEmJ2uZ3iELxoDNaNf9QUKumkeRU0r3H8n3gYXaSyr6WB6OIJTBQE7RFAYWB5RPT+OjLMSUDMLMtJmfvAg58quJ4dTd6AzgmROn9T7NrzepjFn1+/jHDnA+Xo+EChr3an6a7BHB2HUBHEXyi42a7H8eLbk6anRlD80+Gfe0KheM1SdkiihNL6psB4sEpCE8tFskMC+VUqCfVjQ7pYdlhmyh+Xr44f9fOLZIdELNgkWgzDOBGxINxFokPfr8p/p6ujAZZ54n+F9AgblfoKHMBjSBdLD8vMc5fM+HH5r5EedrI9L8nx+n8F6THQPBBwdnDz0GPCUznNtgpYN2bn7u8jeNOyuvkSsc+R2CO6aUOWg9XzG+HdeUovZfY7X7wb3j1CftmGKsKq7MNXn+HluUdm+Hj1iqZ46J254eENt2Wb6B149Xpyy3lPxUwbGD0e3sCHN0K9jAF/LNxkN+RE74qUntvgUll4zd0zDUsG59+Re8Y7KuNlmXnu0unxuw5/bPVO3P4br3/gu4tTJX1YZP3UL6Nty3OwviEZ/v2i9LwlT+//jTJV/UYV2u1ZMy9JOv0FVJf28F2xxxCatiKguoyWf1NUChV+qLqshZ9ju5djzXegee5cyW8fqW4g/B/TPFd3h2TW/DrEgF59hbxLF90dUsgO0a5e1PwK2SEuujzqlxOOv9DlZUjXXh6Wl+cemeEzMvgVl4eda88rYpYf+V9zedi95nlHTjTvay4PyaT5SibHiJi4+msvj/rlgppnIuGt0IpXXx6SKNNFEkUwCTumLro8LDPPXTLjH5gh6fQ/fHnYufa8IpPlv+byEA4tsTty8vC4/vLw9x6B5nnzs777jQpmtvlGe9dGJh9xlO3cUKfRp+gXoqsOLsLN4XZVxfTtldCn6J9Acogw+3ksuP3sS4MASRqD/gbUkzfC4GqqE85XIBuPKDyG6fAs2t5+96XBDihw0MAjoNPjDWgLzVw+HoPVlzvwIDDpfkKDo3TzizZg/TKlu2+kOoWNZNcVGzAQZPlyA9b+ClpZPBnogycD/SUb0H731H4KAYGmHm/wyAb0GXPgl2ENnitI+0TaQzO/cVjFFWENPlJYiw/k9A4YvW8jSHQ9M1gtW1DL/OVDHtemlODDK5LHswXQ4OB7gbHz8Uyeaw8bTHvj8scc6ksCmpq3Hqd+Z6vDTg6XawKaZOMaKRvhI1kv/LUBTZaZ5y6Z4ePim432BQFNo2iTQqWyR4v/yoCm2as7Piw4JJDgaIjuqPfJ1xIc7b7BZweF1CrlYsFhWClzFBwiX0twSCDBIYEEh13VKwWHJBIcLXSU0Qy/kuAoLDgKC47y1QRHYcFRSHBI/lqCw8615xWZLP71goNxxZaCo2FvwN4NhVTezKt3jdxoMEOoQjIsryFdLDkC4xi3LmEqRsY6fhdJjpZUg0FmWprDAB0gwNYlkqN+l1B5HJW1ahjrLLcukBzR03s/Cr1fDeliyWGZee6SDt8D+2sEh51qzwsyWfvrBYcN1O4jWkRnBTL0uUAhDi7ooXD4ZTt9AQyd4ucl4Zx5GdzYMwC5i1RTsOkKzB7tzCLL9AM08zpFNTTsA45eC1F+Vl3Bg5djHf8fKTrURcrzdpFLSpoKB8ZAiZs3Q37MKP0Czm5bEbSVBQ2F1bMbcfNmPrt5gYhst5rnDan8Kf8gUwpfFVQD2TWvJ+oC538I2XkrKeH2KxTgYrt0evxCbhYn5GZpIfq4/8xkK38MMGpm5BV/Hv6G02+MUOyeMNsPg33X298wU/54b7bh4/IzNKMwmLHImj86GZ3m5M+W3xPerBVIZ4WfkJPHcaz1aPd7AjK14liQ9Dor1+rq8IWtTKWDP0qnILjwNTdH/XCMxB09pJXERtYLLo5WRJHHTsE9Srr44rDMPHdJ+WMt0YsuDs/ucbsgZvH5uXjFxeHLqBgvHp2Rneeai8Nnei77TGklLQEI2F9zb9QPU2xZIlzLSqLlv+be8IkCMxsJpz+xy+Cai8MyM/xx+hMd/mvuDTvXnlfkePUvuTbsRvO8HSd7//prY2DjXMZ0J7YxJrw2DFbTtdeGJLo2mrOfAxu+yrXRIgZ47HhtGNLF14Zl5rlLyv8rXRt2qj0viFn8r3NtSOKA7kTXxsjKd821Ub9MVlYuyNCWEdhfc21IpGtDAl0bEr7WtdFc0Yn447VhSBdfG5aZ4Y/TH77StWHn2vOKHK/+JdeGcHENux0ne//6a2Ng4V5dG3EjE3Mloakgcmmfa+6NhlJL3DGPrmH6soH7gnujftixidd7Yu9x8NfcG5aZ5y6Z4eNL9Zp7w861pwUxa89moiuujbbReO9hIs3IxnvNtRF2MrFXEuKbDmDSL7o3Gsg5FirYCf0z7Lz819wbgV/blYSeWUO6+N6wzJQ/phC38eP8X3Nx2Mn2vCST9b/k5rB7zfOOnGz/r2Cn2hFzOsiiyIDfKYm0IZCwrYJw4rSy2K37DTsCul9JixzsQuV/fGZMj0xJrCEq4rfvJOIfAaOPQEj6d18apEUNldZhNq5g8H0DC0FYv0QBlCHpnaQdvp8wBiGBwsJuVm1TFF/hlb/nHTTbgF5dtr35IiJtmAmGWn8LCv86QH0NtwTN3Cy+DKnzvwaozzLz2iUafsbzdw1QX5trTIQcZIJ5Cki/CKjPewYAEapi7QPXLB4C9aHy1qpCzKNR9T3X+UdCYOqUz6r0bLj4uPNWCJ2Gj9fOEPSF3sgq+a5A6LTT7Hkxjlf+tQid8xw8AINayo0x6DpunEF17ovkRtVeIj+X4dwq5WKpYVgpc4KeiKRzXSQ1JJLS09YDowEZOewiqSHs4ZDC0B87pW9fJDXCRuABDXsBdc6NTHVXyA3LyXN/zOBx8a8RHHamPa/H8eJ/BcExUDgClqkfpN7jjcPIvF6RFs3RTTx9+F4Oq0LXDXqAU//JOymaKqj8afmiBj+oAhnn/DkkzIsq4UIku31QcJocy9PXnrDGzyFx6NVvAZvwWAuauNaZ7yvmHjFrRohHniC5dyrUEQGQvZ7sReofIzLbrTjRtDbKmq0kIfZzrxwXgWjZoLjqjsCSDCvP/Tk9eKeV4JQ9BrNgIE9kmL+wU2nqsK/APjjvwuS9miTCgptO0eE6f7MPT+94w8zw57mnE58INrAeQhLYccX//7L3btuS27iW6Nec1zVEghfpc9xV3l0+XW3XsLN22efrj7gzQ0DMSQFSrLDLvUe/ZXKJAV5AEMRlIvGTNVFlvsne23K+KvHQQhZLvERY7JlrgMw0zUIWMiuEBZte0zSjC8MY5Wy6/fPoh5kQ9fT33BfDTMloByivBwABkX/HdaHx3QHWBNaNfdN1MQdbwCjUoYCAqvWmG0PYQGV3xGw/0n/DnTH4jFmvxqrWW+6M/XdRy5VG+OPSMOPpPVfG8H1z0skEZQE3/k23xrCFoz+20ZVlmt58a1hibJ634QBA/j2XxhxkAgvJ8+a/6c4QzhK27Og8Mt5/Z9gyFRfvjJP6E/l5+KOq/O/zyBiWZc45Qqk5WAWv/PfcGsPYjfPnSCLT9OZbo3AsjR2SmT+Qf8+lMdaaqOdO1FlyfPrKsGyWmRnNBv4ez4zBK7julfBFBpNlov6GO2McFUx14xiaAaRN1N9xZQwHGFpmCmUsmKY3XxmWmKHPq0+n/j13RuEQIrsj57v/pkvDslpmhjzn/d/h0mhmljoj2/tyvQvFbHiUu9AWv9pFTwpVcqFiUIJQiz9ghGaZroywQ8LfHzDCuunr9cIIC6whFTbfwH97JFLPO2AR5rZANdrzJUjPS5Ae181jBY6GYAGS1uGJF6AlAA+kSumHs+OYkNehGCP+QWFxfPr2Ev3W4QDs+aOWrJh324UlOyzC8wk1NFnU1eWZYlIiDx5e/lim2YVduXFqulvieJ/v+sw04xz94YLgSJf6byFL8TpyL7OunqyDw7fXbrN8hGsdxZuOFpzf8jw/zXS+sgMLVKv/I0ao63RlhAf42x84QgMA+N9hDYkPg1q4UCq9L+5dsiaFwDjpgDromikcc5UjeOmhg5qmhw6qv3zooF2R8R46aM+gAcGABYHwe3mE554N2Iwu8xyEV+Ix4ErwJL2RL1+b5gFnvCXYYQKjRXk6C2cKLBRwa0eXeQ5ysmAUIQcF2GlLJgOmzJKFE5vMSiTe/8xcImcs6UnyFZ8lPQPcLhSc5w7lkZQ07dDpsr7fAYfkpksI1mUbG/JagWuFGDHqTr0itWpWa3Estfox5j9whKac5IUR4in4I0ZYNJPgv8UaIh+6bNy01sG/kY2r2k3/pFug6/RnZWMDz/7fYg3vsHHT2O1/JxtvmpL159wCs05/UjZuR43z/yZr6LPx/o9/fPflb1//8x8//P3v9i//8dPP3//Pn3/6549/PZp++dt3//j+6/++/jMv3/3yj+//8uUrtf/87ucfvvsff//+6xD+9k2JXo4Qnx+/+9/ff2386w+/fPn5h//xzy/f/3Vv/+v3P/7w3U57+ek/xvy///k/f/jL+O1/7FPbf3zM7evKfPn5p//1/b9++OuXb7/9w49/+/7nH758/eu/vk15+6bHf53vTz/++PUnfjnmhhPTJaCwmfJsAJADw8/x4LL/HKOOTJPJyzvSeNT1O0nL9Ixm9ne/tRxlbOcdDOrw0cFTjE0xWEPhOXLWe4tuaAgt6fEAOFvRA5LQRKKgT3OkMGL04qKPQg0Ypkyz7WN1ZwsvYfG1+tEB1rM+stPO3DdCRblGkV6MuNgYAKJrrHPWr9B9Q+sbbA+k0uWgHmIhhN5CmSSFMklK+gDPm6yUDzCY3Vlq/dFvn2fwk9LWpOe5yVHq/WoHrFECHdIEVX5z/CJ7h4zfZ+f7yWldAIYVOqxaekcpeMW4V6r9gDZnkjh4QrJvSWiTIXnbYLAXdJ+9RaLvoxOoPazIxpKeG0mYERGHUSNJzRkP5qcT5B1AMr3tXBgkJiTGqD7CCoxdiBOCMPBhHGV0fidIDCWzEO1lsNYLSXOGRpVEVWxkYVTghYoIadP8vK2aVnbS4Vqe9VFFT6jJDBirbom5kXSmq+cEM797bEiAu7xRjb+yUeDsgCdGkZypur3lETljRy+EbNNsZRXaPnTwQjlWI3sJcR0SVUqZBVOIpvXqYVw9l1uiUikRzLYdncbwVGSQlXCubVLzIz58Jf1Em+YHMGEmEHWY5L5X0FAHKN8Epw8HvBJqyv5beAIT+Fwhk9v8rO6IO9yV8HjHDFA9SrMw+kmqfOLonnTdk6IQB8bh6cu7jVJABq49Xi4rlfzUX7axYaDcjWgx73Je0bq2n0jxrfZmcKpUYhCfTDKzV6oytzc1FB9H04m8ex4tfj2DoSBZRyAgG4GA2JGZgEc4eyMIwzl79nd1O/xQsY1RQ7YPOHoTWaGpmTaB8+APOWNGXzZDkaWaQVmdyGbMpqqcTTWRzZUxR/avsPb2EJsOM7Ns1i27JZspHlerrR380WeoFQXWW5vOlKP6rB1RhxkuyUuy2Y4uH3MooG3snOU9L1g4D47ygQym0vkInFK1DEvq7iyBurPlEjljSS8rtmGhvXp4dOfzFYxwry2CD5hlUhJuzEL1aGrlE1A1eUiw6YR86sTQAxwetCPTZOgX0EZrPzAwHvTbEjihZ+D4K9WFy4bxv3Vs+1KDwG2VMM+0yVl+zOnjMG/TdNCvdDuNIcH6txQIlMwJDrmSMpIZgaBuerQe678S6FlF1K/wfJZI2euUx5YZXdSenIS/rANmmCo6YO75rPgw3wDjDQpnGgF20mFyPvLzbHeORfZMmetmmqqxD61H624duu3RdEZ+oTKPnbAkO4FKWVLG9Iu3zfLhWp471afdh7M0mjsC1w8FHBW3ytSPpnPRgIlj+27Q2vcPJG9omXcbpt4kcLTAyUDWou9dxlwRXip31+g1MGyeOXNUz/Yvjoqaaua0NtN0PLqEMqN2IYiqU04ROLshlo8hwzWdF0qRSBu9QkaBEmAObTo/l5gYZa8SoabfEhPTCweZM6PZ9Mq91amoR+b6q7noVW7kJ4hBbTpb/sQFkCcIDEII15aY0kek0tz8R7emED7YdYsAsjgJNncGD1gJ721A/sN4O9d6x+PlPlTIqr53dw39SV/5B8skP3FROIWpkgm4cM2h1MnKlxhNMoVojoaYGmOpziHDwe0i/kjEPW6cDuxxtJy9+TtXdqfasEK1YQ2hb702StlMOSqyR5VhZ+7SVX/YCAZQKMfdggu/gvebvR0PgXfCWkHwUnt+4I2D6J4ro3T/qnogHKvKMIr20KscQAVFm07I7wruBu+XVkh/NU2GPqoo4/5AOZQC3M3G8GGN0WDqRt7xfW/BuJs4hlWbzla/kW18ZC6hcVmbDLeh9yExaG/G7Aeib4gpfSzoWSvlRw9cJuD2zDURsx/DO6whz9ZAlsM44EzPh/0VgImtpum3hL9sbcWYUTwExmUtrXW9ilFqnqnE5GzqmTCaTdNvLI6tbwx1UjS+EvlM6eiNMXr3eeHqjZx/dI8XhdoQbDo7bYoMa04b1rJqmdjdElOpPAmdeFY6gd0yGp9vdwi0/n3kyf+eVoRRyJop8SvMaaogrCAALJOQgnDl9iADbKsQqzMT3ysNHwEQTZMxfyD+YhN6RbQlcN5aYkZ8o/zcCN+gGsRhNX8h6Lc2nYmjld7X+y8j+qW9lhMTU/qY6V4PtII5fxpvqHKsewJNFyM/0Rlb2d1dhdJiqklg15vKi0fZ/4wwyP5oC2PaFzLmmiZj3SJjrglVUfbytRNLLB9bgviW9tyodRHhOxon8vPxuuXq6xIFcmWGYajH28XGQsHp1F9WJT6R8b5FVXctMbWkoHSwzymVDmibZd1uX+PsKBfjZyFZFRE1Wfcun+tAQ5oEY6K5drw3gKFNk2EoLBKwLxIiI+w7EqCIFdI3R20lBHPaqJZqTxQMaplEzjjSe0YvGBqqcblnVhN93j+GvzwPfXketon0/U3vB5QDOt8TusszzX0YaCkxyK/mhZCANoDILB7NlqkE2RFHbHRFbfrtebDmWZDQdLpAIj7piRt5NRrrqXYDVR9A5By7BXK2z394CHjXoCQTAj4iskfTtajuBzN+ncInorprnjzb/ajuyjWpK4EhNnb75Uqo2waA3Lwbfb2nVQJDbJ1wrVonv8Yw43G1jQYMMiKsPb2nYn2N+x3qwyN4tsCVyoCNNYcZTlQPES4nw/bxvcl/KVahI6gYJAf5zNWEFvKrDgsoLDDzl/cuSHr3fOseobIb1Kbj5u9k1xhuFbSibcSfqarzVo14/rNqRKzw5sE1WzfK9E1C90VqlOmbI/lZufZm5aLJdl3VLN9w90Rtb3K2/P41C74kOQpLzBUn6qAles+WuxCm8ghYwVfFQo7GvNIr1pTItd4Md7kTOlnNA8auNtqEVgQ7G24INGrgat1b7OzjCnGHnbeDQluFPGcmssbGmLHNMMETbpQ4QRNYeRzKM/qNke2EPDF2Ynr3HCnsajKmuwcXLIiw6TdFUxa6OfW6U88f1ywYoR6g24zjiibXBTxfk0onKwj2SXR8oZs7FfKKJ6Ho0SEZo3D3DW7uvJLFxK7rg34jx05mEIRbomnIFdw8P5Z8Mvp9qQQ2T1YqU7Pvp4DeYZ27unoe/pH9XeTf8wcXRa8mevCZhVD3BoZiV033kLPlCoLRKDViccX6IXetyxWH3gmufReiaNsbhctw8IFQl4XL8BYKH5lsdV6ZNso4vNCifb51CaQFw3BJPZ3E6aBQ2g93AXVv+JwwUofNcqbIuNXn/TDPhdxgWZ/3JowM45YzW4r2rzLLdP85kxmvNJPDd8gWJM+1Kwf3gUym/KzJnYCAnVndKwYZH7F3xvKjsl+06UG/QnADRENkyljbPq6ntAgC4ZTkx2WNNEJUIIQyWkolG3DJxGzlCCSwCTmBct5VYqsCgyGARWvZGJ8Hujwy8fo+++7y+sg0QnTSla2inUIrSqLNLgtv9oFTea4/YehPqShWB8Yp8pp5rmRtArEqa1DpsRj/btYmBqel/LHD3GtTZNGDOvKeo8iSxNOfQFJjFQ7pVLbINin9oGZUo4jl0lDUjBZ2geKtJhz4JUE6iUnQPDoE7MJ1JwasJa4Xp2LzWmU4KtIC994AscYooEL5FUP7x0RUjv63Ea26V75cnkmqTObqQZ95hYwwh0nAnNTuC6pC3r0Bx4wvrUZPhWEZRRzphZMflgi9vlMEa2Fr/eBVFNQLBentwgutKCUFZu8xMz6qWFB8CC9Mfczq0tF9o4uCkEB4/RnGGyuEDWRtok4o4gnTAsuR5HvF99b0Ma2cGWiQn/p+cKsTQFlUOb5GoGic1asdhu/KE22LRt+92KFguBIvUrlDgbeNOgSp7+35fVryh/c8pO/leBzNO5DqFlY5F6GAh13hxKpt402M2gNfCOYuUonoGzZHdUuMjuQjaZ7kRnlBx9CQiCyRfNvXmCtOX8gqL0KPwqJpgUYiYbxcyTeeeUIQW9EhzxqCdtJhMl/0Aijgjs638g0g+ghTGbiCtlIiFNX9l8lYpajWBjITbY1CUdfSWFcLji8t8K3jmzXZQ7Md/WQuLnU0Xq6YTNbIbWAKmOg9jdVcCwaDwiuwkXSrQWq0HZyOFw3fNtie2co8W1E/0aa5Uy3R9mCHiaEeIWNrpmDjjBe6HZsO97Al6ylwh5sBGWQ8cH23QsZgTVM2wLgVCLeCLaWDQTBYE5nRj8wD3O9RfsB3EDcKrB7xWrjWiSvAcA0UE9JmItP82KMRiYb+U80cMv5TrDBaC1WgYeVtheILE+8tQtBUfmRat7B5beEbv+t26lEWRztjd/OBLjX9fvjJs/s9+d85i7JN4rY3Srvd54evWDtaOeOuWz6vWvzILOqgzqozScOoEUGcY6KnS1346cZOssFsGJgpZGTa18yPHByPMg59owpI7CQzfmoTZ4nFmWmFAzcLAitU3/aeOx3ekYfyPPhZjq6oj0Ll+wTFwoVwIuv77Q5jeXznglApWklkA7QLZyJScXtM/KScrO8tv0xt/uHPhcorTWoIp40qR2uEkEn5RmT7MOY6cexPSqQlJfO60yup4dFaWAdPvppExnJftk6+P07Y2fpmCpLMQtFvE29E4eCm0rl814rwlLy/uL31SJSxpw9vTiMmTdQJnD7iLu+JUzDDpUXmZZNyZzw5wJt5IU/KuAPh3m9Vv3owZw4eTKNeO+MxIFrQLswID8KkGj8Wb+OEgCjAdoKXIolrDLB7v2XKcBnh4Rzg2y5LFpaLLcKnMZq2GT75ATfN23oMv1Gw64gYBdbfBZD/3M2an6+KPsInTXy+o3AR7l4jg+feBGgmt9QaWr1IraktyMEvMqtPyWhRVIqezet2Bcxq++b1RjGOA/s1juRpmdCIWiNfCHObt9wQSR+6sRqD1G60dtVU7tDQ1RXHnjUZ6OpBH8GY+L6pDAvYOfNoowBNrSX3JOiizM2MrpGV3nfomBgJeJhG0Anb4p6U2cB03SN80Gry9r8NoifKqjFNJi2FSqOupBsPu6JH3tLSw7PB02DAzuVn8pnxKDuFC/bAp7P/CJ65pvDpgi2a2k6gG4lQL/at8NHpDCUN4aLLaUNs5HEYwP7SGYiT993nmvwsLDUi/zxGBfFk/OQPE+Nv0ojICLkFeJqc/EFY3ysWsh2wWCCgb+V+JDKzd5P6ItR0nvtBj68lSlHmHJshjBj9G7XftmDSlt0AOdvlPzz1Iy1ayBFyP5Zfvt+X44cvv33966U0kLQ8clC/zuczeSAJoexdLskcW+gfCOCOXVfGDOpRCu/GWcjK5tZ6C4dhbQSoZPfgCL7UthPqayZvhK6+fXpyvvETwW9910XV2MfoJYjnfKL3+J1Et4fdSfNqhweOKxL8hIz+bHlP4anupC5sjUoyb5WyyRKXIxcFFTPr9mwPe1aNt4qO2FoBmAPq51W1uR4UPOV7Lbgku4LUHLvAvmmrYAcvUn/vUHhIHhjAhrjy1fdQcIfSIf+bLoqN8knbRtvaTOSW8VgxxhomRmrTmX/9CP866TBxKGL0mRSyy5omg4CxoWG+0fktGFHESPxgz1gCY4wdnXpAUWGTRgCL4w5H7SOxtS25cR7NBEFe7QBexLp6NSt2pQ1cDxWr24cdNhfkZdz4FUfk5R91PjfN3dVVNNpKpYvzfSNZ0by4jvF9oxk4wmjL1GFzkYS3TCPqYKqADis6BPchNY+CBr0+9O0liP7fOE52Hyec1LH2cGP0jXDv15VSLfaf8nHKh7wF8oYzjA6Mzvgt6VQf417olbhugbLRF9KuWqbypvV4pyt9LQPzIM/+U206d8FsoIavFKXLct2S0pcDhiKoc/Zs8WntB2JyhrknCjsZHhMQelaBEGy6ouwsqDuMjEw/brOybSgxZPzK6QST5NnKubsSgapT4IBBwzamKQqaKbR6wpjMcjgDrqyeIGrIWD0PooU6jOyFuyA4+0mpIClaw0eyTsSGdVQ0akgAatWEQK3qih6HyjHCAzqZE9ryM3VaLXexVw0yO7qXEP8J9PJ9ofCl3zZCxMoLj579BRIlSvcJygSHOI/SwLh5iZJJM0VY5xbYdIbNKMP0K8MRmXV9TD+hsWEAXyIKLK2+Z4BuiEmaDojDs3O+oPl+RHSiE7lSiI0BTTeJuGgCzi0IcjGJbZ6vqZITO6/kKBzZdhj+FfGOdCq0xlLWLquGraGrLydGyqTVdzZvf8qDzjgWx9283sgM3AVj0XYlAPGPxQTS666jk1cKlPWZWKETqjdJgxIe9LM+IjSyEu0IZaE05BLBnHZV3A76RZtEm4D+8BBhJG3hIn/dBeSwv3uoJN6zY9fg8up3IB1mOxBCDw2qkQJpOUdnyLGrCElA7OWFeAgWMRwJqL6dqVOSfSoHUvph6WJD17hU8WFfZgqgt9oj8lZwtav3sKYOpcOLZ5Lfm8GQJgljjIYMYnh2zOQeE8Tcmhy96zMdfxFK+ZRCGvaIZEcEG01ovHz+RbFPjTWVCqsI1/gTgggZv4UZt8RgnjOmY/ZJFN4mjcyJUtlRX0nlM/aMfKwn1qDbrxEXRZBeBLc7jNq2fvxeZUSThRBkzMKZCWLiWyfvMq9vADNL4EUBqrJwmaGNUY2neXOCmsFKaRq0etETItiftiE+OnWgGa6Mm7qS8mGXTo9vxeNjQo9e2iBN3n8MPwrxanpirZMNxHvLBJgzfhn4q3Cd2lFf0QfiFQpxawyuMJBogfxGEYQLh9kk38yd0RRVjxLn568kFDcTn+S+qBRNmygV0NRCPAa8PLj+jP5Ct3FbMGV7wIDCcaoLZeHUheJkalTkqG4MQ7pRMYDKUVmmPpoJphecfgoSIdrCsNHpA1TVlinUZngTcfUzQdbsTT66VCuEWdsKFbS0CKEao4OWQHXy2GBd/6XQhExxjd95I4gHMXMbB9uzrKkdk5rYvpJAVa+d7CsD0Rjn36mo4D4kKtJX4J0J0pxKptYSVOC2d43yK2rebaEol1oR9aY2QgMboMi+TSXN2BXTlocY4v3C6Citv2b5xdfd2yTEJ9PTrnF8U61Uu2Pk7KDuHiFc7b+cePmxhEU197qeF0wbHw5xPq++j29wIoqrSaDASm+XmuhyG6IZxFXZIlDujeLjm4KQGvbbgP6ItMS3kwkDE226js6yfHAJUTezWyjXBTvMANkwjFPxDwygCYYijl/mXCsKhRRIdprAFDTQNo172aA0TPh9xfPWKRmpHtay+YLRClOHoOoowEQHG1QJ3SnqUDBPMog04A4RhUrJ/Xc7BIs8ZE691cFoHgdnBcuKHYJ9p427t+8Gj+IYgae2Tjoc6bfzDgV99zWCwRpQGoiMVCmht1TKnqiN0hY12OTppo/oIzJSZWAmLW1n7g3OmUOTTM1Bsnk5zAUG7gNrKRQDr2W03MmrBK/t5YY9eWIAw0qoUBqykEM+qh2ROLIkc33EXMn30Rq5fnqlEmzrEqRI5pWKJ8sk0JNsOH1lFzNXoOtR5VgplEY2XH1Ane1/PTOk+6bJJ4/bvWLZLLa/HRqBcXGD58nygb4GEIfTOPEObtuuZwCux7Q1xsfDi+sZv8d0R/7+WVIOt4arQnZ+cHch0KleyTrZC1VB64wzsmJZWzD2C9gjxwssX13OrVDaU3OL0veOGsQINPWDQ/iFsyZk3lXQfDKiFMF2vDZScNce+B3XjWq2bVw0yDQd9IUgbPfJo4I7uON6IH/FIugtQNkQRq0YdlTOv0ggeJqpQqcuM4xZ7CVAdi8GG1pvOax8OgnP6EKmw57J8r43eZGtbIum9boVzoG9I1NszwGoSF1pe8xT+Tyawy6FioyMvFUCr13riPnVVspttgJf/amYcbF3pHren1rrXl05wh22HORbmlKLutbohB1JW3AJ2oC6hyARlWKPxe4+EOi4Z7iIxIongd0EvdEd3CsV6KHluhfm1WsUZtUoSq1kLqazqREwHb+MdpYxI9RgelA6s+SZto55bBNBsm8VVtNbuUoLM4+PUAdXPAbZTiAQKHpkIYCW3AkipW/kIxpO9OfBr1SHncmj+rWxss/BI2snwOHtgE8/li6yaBdNYDXkSftrCMu9U8fImZXL1vHa++49eIuHW2cqP1kRjeUlVtq6oZHAy2GfUUfGC/0BwkVTN6xN0oXqLWwm7V/5HiODVxIbrJwiLOYu/Rfgnb6Q9qV6tups6AvaFx9wITnlgqB3VgocsLtq3k2sGuPsA975f/6ABLn1W16SJsd9/7+/+2GntHz/419+/u0fI7nt6xfX6iQ9ikl9nc5n8uNWTXlVxTGMTcXg0I3rxW4EZTMc+Yy2jDYNbTp3nSHY8zA8A7McLcZLjZZoOyC5OHtDKvN4nMk3wgCTSkXEtem6Id7uh/CuJiaWeUin0/f0i061hiP4X9PFDB9BgqpGIhzDX6iqzUDRQN5JQQpA3bi46EY12E2TCVFEC40dklyd/8Y1xjYqSjCZ/wiOwzB6vma0yXmJsHqKQDh2YxMTyzyk0/n70cH5+ZbOh0fzXD3NE2sqqKdFKx+Y5cPatLmjgnW0zG3PlSqVwPcTrGXcbNsk1OSNlgVlvFrX6FeCfpGFrAKyENR38n0JFXeXOsxM5aBBFk6otWyT8JetcEALGa+X/3aCezGX6F7EgIJESQeVw2n0Z20SOcqVHF0LiRAGsPySndGDtnq1bboGl1/yneMDcQwfbRs5p02TSbjISN8M6erkLbHMQ3LmT8Uv7G7I2b77qKLrs501l1idoVSfhSKBFnQQ5cJVarhwSM6xOoPPnoXvo21WVQ/VmX038b2tTU5YCycaYSVY02RYJ+F9lEidCadviWUekjN/YdblkGne/CAoNaPEDMKoVnzxt5WiFEyT1WZQYB6Fu58EZhgxiqy7osneTsu4yWDtDhOluYz9qXOuycjyAtoNcY8NoUyDuTzvRiZGLmE+mbdd48w7IWe77jGNMQl8656hWh6FimIRgrsd8gr1aKBDwnT2VzoE8WiZ9Ni9CQs2ToJ9M0fLZ7YT5h44q8aiAPlJ+KJwiiFXvMkcnjNKwnnYxrTn1MFlGROuegizwECzcPHqhQo8Vs0OMrcU1UYuxPHa5FwTIKVZztWVojUtrcwjOpXSfEsseEt0fjV2VuSFXo2j5CXfUr51zhLLPCRn/kkDEvWWxtVfgmC0ylENZkPONz9t5BodOZmYUboFb9bGhfQsP2rsJ8KeW2KZh3R1+o3TihrXm7RCLNFSZ96Pq5tvaWUekZLHqtmW01RDxFxwPvu+6MCCCodD0FEwcfgagGoNZmyvo9poG1kctMkxmLGGiV6RvekIxktMLPOQ5OL8Z2dXPR5Gdqyoo62cyo+aQn9E/p8TR8CNmeCaTL5RRuCoiIKTR8SpieRoYKq1++FsfuF06kL3pCAe1cxUzMxHUfOJAE8sscxDujr/xpD587OL5ja72Jm35Or+z0UXqUmT+XeuZrJS/B8zv28thnhXzbE8Z98FFG1bBl6oySIpTBDW8vPw8+bb72Yl5zvD1XQ6PZmDwLMBC7qqZJrAbf/ax+fd/ssYMTZqDbC5M/Q1CIqujWIZ9gOFoPiWWOYhXVaypxc/JmybJms/RS17pXDKaPstrXOldzJ9y2rGHMm+ioD7Odne7sj59ouCJx70M1eqzAEQ3lzrReDyCftbYpmHdDp/T3g0LPJJbwYMx//M14eadjEo6X6HsNZQ4XwvBiuohatHT0BsFkrQy0sQMzZqpuDNXdnJa+p0KH1+caApPh0J6vP1ot2mDi6zHCH3j4tmizIxuLj4zQ7Nj1AUlVGvdqiRa5ODv0dlFTyuhT3TlV2blTGjouBzsyiGPqG4MmAVZcdXdksXyA/j3JvnxcLvXXYxgDBXRXPm9NFM6XC2Ts97FZNMgfaV0wwGvgijFL1FMcmENl+Fk6eFzUFvUkwKpfpPWY2dbe9RTGol2PTKJSRN03sVE0sr84jOp/8uxYTXnjKnee/fpZUIZa5bdlTeJ5Cn30ErMUANBxHPll401uPVDoEtvayYmPJKB9/4XlZOTl25hvZGOFdvMr6XjUq8bFymY2N73DuM77zn94zvmvx39bJplYwoTSEsTUQ7Fax/y2VjaWUekfC83nvZjEwjdPWYSoDqbSt42b3nsjFVtIyTEzXhvYnsr9PLBpFKdJTnTlayYa0EPGSaDH1MaJjTz74NbaWXiEHENvQXtAI0ghe3FdbkaPIhEVtnA3JHzOTW2QhREXJuFHdA5i+RBY2BAFqjqqetfeBNL+TqnRvf/RoDowYYOhor3XatEu7EKLiHi5/1pf6gn1ycEvu7x3p57+hWVJt/tYP/lLY+1Vc7RG/vJpQEM1yusOam9sTdp7cfBte4Ypspm2esnh0EXtooY31Uq4E916Yb2nWmgvR1oVQIS0zpY7ma0N9XkwKraCgdZuzXRDlAb/L31UxBpjWz3S2zt/Ut/j5LK/OIdPp0377o7+Plx1zOvSnh42ahco9v8vWXjXL4C2XClI0gC97k6y8ruVvLitdNoepUb/L0G1JKHBPIzBCNox/9ZTPeS7Fmj9kFpZMNqTR+2E/oZ0oECq+7WQXCxpGkjSsBCaWq2hv46m1vftnQxzxq02SjePFpURRl4jLvVzKslMolritH1BlDbD6aUPSGulaplAVv4rhtxDjq2kaxU10PQUhJ145CxkPlfLZgZg91wxpu2HssQaM8MR7YTsqxaXqvJcjSyjwinT65iN5jCZqdl0v5GG8yBlnmdPkVk70HCAr69/NHIfJhwsIBmajkCSWMxYUIQu1LIbwVNmLz6idkvkaKmhGgXnRF5eiCGtRrNcfK0MeX+eS2kEqPE6l0WQ5A5Ij5+bJCXIPSqf6a6APuIN8RjXxv8bGGZnclw+UWtgvsv8xwxoSW2yHZm6x2EEuBWn30fRQ6clUTwYP9nsChXb8TcLAYg55RQrEw4psCh+rCUVuJqiKOaj1E/h1xQ3P/Er0BMsvV98QNzZ9A5GBKSuyTcUP8BsGKkPM3CD5BB+IAB+1VnH8YNDjdfvQxpBl5BLISfoGWJTC5mcedv/2EPknOdwvlqOQDrFmhe8VEMBhPMoK9FjaAlIXrWKSH5eTcAEEYKpWThCtXYEx6ieajKSei77+CKkH2GRRbx/5iaSl5rCKSPvzJd0Wd0qgb9G5MYs0Nqc/MfaUXwCzUfqMXwHzyqNPEe78RhEpb2Nq9EH6OZbTM7HiV900spB8xiXE39qApfdz86OTbJBY1PU4SSyrsvmwfKPcnwcoXMOwnlk/ZiLwQdUwkFWOhuSr27VTzsSBIPZPO8YZI6asJPYh79CZ9p5k6KQ/6DD/XCkeJvylQmmvIzvwMjWMd3xQo3RQOTd0saHhiN4sNVNLlp5JtwUuidXYxdrrwJi42G6r0IC9k9qB3JBekDaIIrvkEMali4pPUXzbvXhhtik4pP3ysj/TcITslfv/Rb72/yisZzyo7pH+fCBDYugi9ZmCXoXaRGEk+zfJR3oFfM/OuLBxTv5CIfw9+Tdmo3vx466HFauOH3Yv4NZOHJXsXVlTuePovYhcFYIiUEBHkQRZ+FxWGxysEC/+mhG9LLPOQhCem5s5PZ3wP0Hx+FBNWQGasgHfkfFeuKmoHdD713yPpuyCw+7iI/AIWhZ4VQ+fAC1YYeKlSbUSplMQZw2YJF5cSykRrhUpfD8MWWxQI+GlFNGOeP3o1zSqaSwPfNcLQ3KN8F16aa1A/uVUSuwaD1Avi0qqF1lxIy+/XE26VIFJsk1CTIV+ZPNVP7m40u/3dq/wyHTCtV2ELVKUgAMvCgk0Xjps0RYL/dmX0IH1CGm23cITw0F5BUI/CHyAtCknKEkjKcVdiIcbCKK5FfXaJSGUej5xM/nmzFQPsWC2Bym+E85+el3cUJ3aVqFSpxnFqpESlTqepcohM3ajIsTadJWdATWrqMDNpXYgYZ5tSZYDuyi9rWjCw/mtl55MdiRI3V+ye/MtSOIZkIcDr4ZpBBhQKWS0cxyAr1MDmej/5ecDJjYEeywcc2IICamYTbHIeI2IIbmgjoOKdE6ggVvFhsc3vfpthjsJ61uO0q2EPRtup3FsRLt9ktkjO+MFhp5TRFbUED86UuHBv+oCzoy1G58UaJvsLkDQXcQsHmZ89dsYvbGiGlnn8ciwC2hIsF2TmFTlhTBC+XZ/YB2Pky3szIjue96YHlohRuhrfU5kKw5kmazhCY0BiQMsD4Hd+0s3vHh28Oqr7LQF1RanD5K7BeLT9xsJsB3uJJfxl++5ocHYyPhmhCnRBQLlCT2xnQ5fnros30QUm2bnu/abWkkRfPSa5PE/QpTliXUEqHdjGStc0/fY82N94sGpr9whbKpnHcj7h8RXoSCvMeHUp23V9XrFf5XluCX4+8wjmc/0TwVv/8v0+/x++/Pb1738wuLVUVNRKVGdziKXnzdkvCDoHcsTkWcUFVeeklWkMP/mau1Dw76SCk4Kuq22QHCAUfXjEnZzTzi+QLpNQJjRKPlrOLpGF0Nxsk1CTsegeml7mJsGm80sMj2SpHEnUOKHSvAQMu+DCl8drZS7iL3Cpd2d3LNoXbbTpYeK2KH+vsS1o5elutNkRj4+wNdxtLoQ12e3Cq23izQ5ZuD4cD2d8PinS1im/YH/Bo4+1dOK2EW2JLuYKOTVXlr9TsSS7rfqsb2gKM02CTXOVKWYXH7NbwJKTHsaws+lqbXKjIaJP2TQZwylNd+HpLoHp62X6mYRqJmY/Wt4t2XZNcYXJ2ybBpnNeR5lOAK3a8s6Zv0b5TXsuhUJDbZNQk3kzTuKiydob8fzr9BeKorFNgk1n9Be9vTI3CTWZ+WMVKtsk2PR2+rPYWPY1+HrMhHhBc8H8esEjZ3PYjWfWPfGV/EQjchVPvDYd5A2tzCO6OHlL6xb5N+28uSBsQsYkg4exKV7hfLjcLlxP3u1WsPuIsXSnKxS3UjIFqo7YNGD0yu8Fqq57QWtG2gvrEQvpESPBk2hTkKw2nZ2zjbbaNgk1Gfpo6KInQzR50XLb5rVCEjbx5LE6+xERaB0ckYBBX6bwwueNNn1oq6zA4hkrJShOb37518xNDv3CEq6QiNGmc4sY0rdNQk3G9o3zt02CTecWFFAt0krOhZEMjFvfKUmv0u1Sg81vC3G9bRJqMtTR7n+feCJr6whczEBcqIbwlHi6u/CV51557pXnrixtGY/i4iPGH/XpOd2NpG1h+iju+NCTpPfiLxr6syNxNWAkgGcbF+g1TeaewDfvMVKrkwTu/04R/dfIv+kZMqPfmG8neb3Et5nTWXKNEhoSpSnaJqEmmymGSknj50gLlv91+m9Qhy8TpyTFlfL5hfXhEr1FzGExe0+hJ5yl+JKa4JzaEfRFvp/gHTXRMvimE77pdi7FY2ubBJv+pPRfVjHHkQTyFRn3aDkjXvgpUfgpwdL+XZP/N9OfA3FMcFAqLv4UZg2fUiHzv0z/iCjP8H95+v95pCAhLpmmcx0nZ1IybJNg0zl9uqv4SdcWBnfMfFdSTvnRch5mioV4K1M3TYY6A3DcJD7A+PBhsdKjyjS9k3ji52Ti52Ti5+RbiPPMTaiA86SZEif9KOI5czWZhUerjb3AXjpqECty4T68dZ1Gmsjrs+R3o/C7UcJ3oxB92yTUZG8zWGjbdFUNTcJMlsnxZZrMhYJJZpn0wFAJt7RukdfnhWpiibTg8BEyo88mm70J9UB28tpX0UWD0evMt1FiqW266vX8DP2Mp3wlXKs7TrzfPyhoJVvyzaAgKkb/UlDQyra1F4KC8PKdBwWhxvXHBwVRrvefLijoP777Hz//8Je96Zd//fDlL3/74cf/+fWLPzgsqJkNPA6UHyFiuhycsXHO4/ZB+PYrveCn2SO+P3HfXXpDZ35DZ07f4Kx8YVQAiVABZnbHhbOHFs0CN744zjsjPI4QlYCX3zYJNZn5I8yWbRJsOqePhkfb5NDPh4ebvRQaH+Su/avvIVnJ3G2bBJvOY/knaCBoOzRN76ZfqYbVAMTAF9HGNawqX5yZjYdb9B7MbLoVLrKrJ+TQ2gpj8jHvpzU0+WPC6qhCNAHkgOknXv7USWtLUeaYKSNwWEFWhmTkB6klpk8jkHy7GhsES7EuMHOwTsg3kny2SbDJCVbjWDmygDW2gC3EfbZJsOmcPsXXsw5mdsTQJ2vIMgPDDehziefCeDCFi1DNi38i/RSdvrIRGLFtcumj9Tqx9AnZv/DNZ5uEmg76CxoGTItAyy3iaIErbIGbEkfeS+Hes+gpfOtPIml46zd6r22R6ZuvfOErf6KLb2R8fYk4hnWMDGN8CPBjbUYcrUHhustK2p6wyBUu95tY5sz33Q+tSBQwaZtIZ/Ik/is3jlEQbfDYGtOf3HgbvZRDkSNs9xY+dTKxu79H5AtfeTYtQI4mMoC/R+QPjQxP3koKn2l685X7Mn1VJqyZDM2Eocox2X+D5fyrLuPEAYCn7wX2Tyx7Dh1RrWQUOTs7fJP7LtA2E6s7JtrGmTq/86z6e1XXzox9P1v6RuB3VrFXRykevfCtMZs+a3uJtb03vXUyh4tnDhfPk0QYysEByr5tdOGAsoUDyiZkhadNOn74ukYjI5q+0Pb1JqPG/KABr6fONpX32DRUR/s1Uwte1U9BGSBkXjEoJWa0xIyWJjs+pY8hKZE5LcGOb3TGNw4NR0ZjtU4i+bJRZPgVyoW06UKqfAmUKqacgMt5rwvVEylsu9qbXL/Da2x2/KolzTiuPuVOamxiw83kgBGOJk7Zl+GUeGIP+olIKay4F+Yvn/DLwrusnFe2UhZjiQ7Vy1K8MMTSAG0H8pHa9vLdWTJ5i2yTYNPZ9JndMrNbnrDbm+iDzprZQD9RnAobKQvL8xpeJhwSPVl7UhpHOXug3jg0tuUAvdPop96Ro8m3TAr7QKBF8hJcZpnj8TPbKWb0hS6zl+gXTjiaPBj5wTKhT25tCVTGl19LDe40BKZovpGAvRLCXonJI7VuFCVV2UaiTef0KVF+4qrlR3rdOPFmo5dKTP9VI0ljI0FjI0ELH+mvGkkGdDasf2NptzcFRpqV139lIwXbqBrvf+P9b+H6X7WRoYWusXGysV26hUailfmfZd7EPNlJmeykTPbILvxqVvGbiKO0tYbic6P0lDgxfugQYOvMNYP8fONvM97LDhE9UvbgoXkoPHgvO0QaqzlWFlwVPIUP3swfyA6pNwn+wpEy1kd27pB7k+B/2SH5ufv2ZbJ1omOwjlMjHWey7dYzfO6GxmfVKwqWdXg/foZFzsQFP1PwMlmEQ/3W+vv1ZzB9aTJ5q0w/Vq3TZRtq95WfNgOJGUMwMpU5K2ytKWwWDZ82L4egvOlp9XL4T2GPRGGPRPi0fTn8xzyjVVYSYEwYfLYQnKttEmp6jyGl8UXf+KadBJ29w5jS+JprfM1NAu7eYbmyoX2Zm4Sa3km88253TrLtkyRbjnUzFsSLdsrOKb7XqAurV5PSV6GFdk6feH0SacdMR2F+dNC89AZjLrioGmV+k2WytWaytb7pRUheFI7tz7xslW2PlW/IUiJMLbY9CgcJysT418lxN5EVNSrbNIuuJ/C6iQVobgCL195jHI4ubtHoOTOCfWDINpldjpP4uiXyuJJ7ILMZYe7wvRZrEJAnzMFJUsSEbWbk2d8sUaQLh7bKxGJ+LaxYGHeQ9t1D2Tba48XFq+zArHxHVr4j37R5E72kMhxDnYCbUaBEnjjLo1MzQ4OYvAQngdHCqJGToPCAeWoif0dtXIuFHwXzuOB49X3mqc8yJ7wuKitYlQ1Y8zfNO64ru1aZV/R89yb0Z2+q6MaYBdZOdPqJt2yi3XYKKw9vTHtSzpX6yeGt7DSp7C28dWX934Sw/5sQ9gckhKWFM8J+GN8sX37+7v/d+/70829fP7iUEPbt5z6dDlaf2d/dlsxgov62wK6Y/iqpbhy3zMilFSj2SSDgArz3aDhje/2JX/EnfhX8zYQNmQdyaa5Kg3/hbLZ2Qa9IFr+WX37WwIpbfGDgXMmd741x9vF997/P9L1XFMTY/47vm/v9UYXs8f3z+5jH/6xkrI/6e/Pvk8rj43uvCgutf39Ud5h+P+rR5xu/f9QCenycN+fjCiVz1oexZ/65HMVSv32/fXjYC1qV4/H9iLXzkC0Xdeh865Cg5BigipsqQY8ZJG/CBmb3sfrZW/1FC0Md398Zf4cyFrRA5fn7Axzs7Pua4Ht3fzOW/GlQdhS+L1hxJ4DZLiqXHt97RWCHvtjxe+fwDpt1hu8X7/cbj3/xf5/G79Up2Q8jwIr7wmf//pZw27+Xit/7wpmELXjYPIA/LaCmpy05wxvFip+/R58Sf08dnp1g3KFTB2eBm6kb+K1DeUiE0w6VOnhz6FhLJx1FJucdNn0mfetw1Jg+61Doe+eQju8FOzhCoC8IYbOr3R4XdrWn6/fOEvUFK5HtHVZHbPRMjHfgmJ52qNjBGxEpIeN7Zw+6caF+U7mSu6aCe5AT1ObkDpU6eJsw7eAchZ6O+saPDlgRhLYNKnJkcaX96NCwgye+5x18zrvXgQ9bTh+evFDjj35fnY02ZcCVk5pHYdW6RdrBO/5tcno8VmqNj6c3g4p1PZOvBIwOlTp4MrVAPbXk33L797im/jW3v/JB70zyKNh67cmDAlAe8uHMblW0upuanxrYgJq6PRP+sD5Lq5aAkxMWIlMQk9/vocb+wRUdFqLVTh+P6Y0qGY4ira7ZrhdCU+2NQhH2JiwDPbz8MP92qKhqFPLv6F30VVDqS1D4ee/SwM65y8MF7Jz7UCherFHsStmU/9VK/3w9TTYMnaKPnzVGzkOXVX9iwd3iwJVdQvm7VVXNMtglmPFjT4EaLCmVuD30LZvKWlxuLZ0CCQbINczfPgYTEzPGS4R8S0Ed1uEUx1TmTkZu0aqP6qKYIIge0Q6PfqgfToKkM9iRxs9wSsaGcRR6yoyNH2bffM3IYv8fHTbnutkZDJ+o2+NROe+QPg68RVVAneOrbxDTwYdM1CvKJLUQCoKJqTLuBUxaE8rs2DtuYSEdOEDDL4cO2o39w512MGvh18f5WR9G7rPzo9ebcfGRh3Nyfqu+rx7nx1xAgk3X/PpQHGRoF456YXfluN08BpSkzq5vNBeIjOMOlTp4FBY0me2b4pkBhDXhDBVhucOKHbxHoRrKjg7lURt33mFFwxYhKV/o4Mx5/+sKmvDqbvToAPu2uba50aFQB09w7O9ewFpNnrVtvG86ElgdxXPXjlbgpP7QG047dOrgDUlwCiMVz1tVrEU8LFDB95k6ePtMRp7RwduFpmAixzo35woaHYQ6eLzd6GmL+QBU7xkxfBe3APLegb/3RtTxDTY6uMcZZB5iCvP31MEzDI8OlTpctuztV3p63sNxxXkv9Q2F8qgM6dkCph08pX7T2sXawRnSuqD42C9gz7Y/OlTs4O3KvIOz7WtCb0BJ7l037+AInNFhpQ7eKpEHYdcqvVLv8w6OSJt3cHZ6NXD0hzbjubh21ujQobsUOp2O4vsdRodCHTwKKzpahpLmUVg/Kn3vEeiPXdKAFJf3Rgf63jugk++909Ppthb/5oK44QFE8/xMcuTTLszgyhieKu8iTqjS7Xq+d4kteA+PXCm/A0jMsrm+jZc64PeeL8SCen17AeQP58pI6EYYnzszvv09IeHX5nqL9tdJfd7k6nv7RjJ/wyF57mILs3B08Jw58w7+kJCPVncTZt83f0RgtR8dvFXtdKVUl+9Gh5U6eHOedrise4zcQuCTzTXJNzTh4/dkbJsEFXaKpzZNJjkSjZOTmE6H4RopovuFvfqWwU4x+43Dh+0iPELd8mHSPILr5CFj1ZQqIHbhodrQ1E4dyBhSDx/6YQwpbAzRpmPAZnSZ5yAnCwYDLsh8TR7jObfeNFhhOwfhldDwxQrmk2aieQSbpgOuDf3DUYcNH2QjpS57M6xqkbYh8JyWuk4Yvj/P0JwBgZYLh3utarE9TpAnoteG5qGGhTe5g1AHT92cdnBYbD3cX0eH7mvATRlbO/hDmnTwtPiGbsm2uT66daNjsvn7UDESpR9p4WcqM/jc0IoLBAT9noGZmJ8JbXXtSZMOvmlydKBt2LxVzWgbHyEy3nMta+D8cRyen81uJeYMKmELw78geG117SbDZLx9rgONyL36k3ofL02IOwQDHBVn8+c63JtRpgVZXW1rF6Z4DG532CCpAjrwkLCDy3OVpN/qvaT2pzg4Y4PvVxT4I7PVR31Y6QIvnKRjmgzWSoLrbcCvPJo0jbf5/hfOMLND0gT2w1uo9NHbPbzO4EAcTb7/dD1Cmg19VGAG/Qz0k4YWPOhnZSc5mqLlL5PpM/mG06eqcHsLJrX27F739me/dRCwjE7G+3gyGXZZcLzadIxXmF3kA+EC9qbuXCr2d791qAGygR2dLnBH/tZtOAZsNBUNw6gZBtwgFgYG3MAydft7cZWdEaPbPtkhGFFBdYo60JKrH+ZXdQwTqL+QR9eury75giIFi+DBgAWz6vcleTb7TgZMeFPyASEcpbAIEuUa5ekEjy5tOl1g4OkMEVw03kJBDyOcAQGiCpa5GxIC15ezhbTpnDwCs43YctzfwjIracCwimwsKDlEti+DOEBqbFcm/jqslkp/wStjoTp7fQE/5oRdHsto6BemX5A+A+ON+GDklwVsUBP6BemXw8Zu1n/lKxORECb4aAqGccWYfJwTVVC8Kyd1jXo6FCjP57p3WOA4L4+Ioxsd7lLw1NpE1vpe4MhQB8hjWR8+lLPv2/OI1uxbewUDR1Y/JCIJ2J+77xKdfu8PiL933iKJog57ccNe5x38GU86uN932DTf7T3v4K/RpMMnXkd9cd3MtWOy3P0OyXVjTYaEHdzXUZ91j6D6FtTeK4HS7E3Hu0CvggwGXtskV+kXqtxWDgPYE33ULhMFr428CVR18CoG1aFixlV8d1fGtqxHyKAZ8BFFmPCXnx4cuGDZ198rRicOFcp/IFWC/VHIs2O8nXFIRYNJVTdruMCIC0jvbzAxdXADThiScFM7P6cZIny853h9Q92MxtsrjjdgiH5cZmbAKypznUo2d0JY2Xm6gnmbD5BvHYEEvHFKvIxJcrBQhwkmB4Fcap6jwfY8tKKEv2znW9jc4Kn6lFE5NGKf/c3gdLyI4TEOCfJ/Zl03EwKONp2dV7w0scPkvLJAJuhes9OJB2fMKTjehOG8Hj9RlGXETxoA/vL3QbRxRxj7wgUE9iZ6OZileH03yVsW72abRUcjTKFpCraTxYObfm9+d36+ZpA7k/GiPmAYQ483ZoPYEy8n/HBTQfMD1tgafb9DdgPWJkPCDjdnJG6820SDvN0hRLDAIWGHP0VZ8h9+/v5f3w1io/1yMfL/2pmvk/hMMfIFxNTw/PhuG/j+SBGZf0+J8/c73B3RZ793bRrpHjX+3p/+qFxya70mHe6O6LPfu/dsQptyQG7SwV+ASn6t+x1uD+nTHdxUn4TYCQG9SQd/CWTFKIX7HW4P6dMdIvQkim32ohy4Q11czJyJYLrb4faQPt/BW7MBNlru0OMOwRKwT+52h9tD+nyHW/I/IMfS01+AvGEU6e0Od0f06e9dKBu8bQmCO7idh8PQR3XAQ3a3w90Rffr7W/wVUOPd8afP6sLtDndH9Onv7+kXATnuECwAqwu3O9we0uc73NMvAnrcIVgCVhdud7g9pM93uKdfiLiJSpMO3Q0fmwim2x1uD+nTHe7pFwG9SQd/CVhduN/h9pA+3eGe/PfJ8ff+ArC6cL/D3RF99vtb+kXuPmoc3c6LaxWbHLK7He6O6NPf3+KvgBrvjj/9ibpwt8PdEX36+3v6RUBucjf7CzBRF+52uD2kz3e4p18E9CZ3s78EE3XhbofbQ/p8h3v6RYBbOOlQPeTFiVy6+/3tAX26wz3tIqA36eCuAOsKt7+/PaBPd7gn+31y/L07f9YUbn9/dzyf/f6PrUoBUR3mqxerUiwQrWOwP2xVCqCLVSnMMC5XpcAsXzOW8wm3rBA5/7aqFMcI/iRVKSb+wL//9K/R88fv/v7blx/+8svXv1/zC67folm/TuYTfsF9+xoI5yj0WCqFHkui9I+B0wThY/rLT4UqIHxmYNG58ROKJaZgdUnzc/VnjltHcQIXoD+QC4FPqgu1nDKGI+xqmh9dpeLpkBvaIvyzmjp8QKZocvSkgrrn0yuUHikBlmSqlFeA1ZJSp0ijVihyzTbJCXG69oAXawpgR8cbEljxyJ4xEqoBJ9TMadlCeWvadEJ9ZBxwXtEjHONIC0+KI5KYmFalWuEklBVYcVLc6bERpjLaFtMvWYNG9QivcBTCk2gnm3lJztffHvvHEV4IqYAlkaf0dEJNk6A2WGoUVjqi9PFoNkadFKoNpjDZOnwBwKIJfUw5skMSnpjipgoK0qJYL4JNc7WsYpwodZjAhCIqcm4E8juaVhow4mTaJsFpndFXZDxDf0X6nSKtLSqgu2HPDAPC9AKH+bnZUDwvZNAhE/B85yNA3RTkrnjTmsllXoKz9eawKtDbfY5qVAsm5KjGmb8D5QAkiGkyHFVRgphTcfUIWmKZhyQ8MXeFD6lwjaOusIT3MmbdDepQTIBusRrjCO99nm3pvNr1A253raujk92iuOtNc24f7Mx1UE2TUdxA3A40RYCJGYjTPko3Fw+2IzqffVlm5eXpti5BHVOz0pm34/yyRE3B5qFTavqZntRo4+VIElbiSSsVJCaWYTxXJ64GMosujWrSjLhB+dVRN7w2Ir6zM828Ho6a0ilf3ZwEgZZrSgok64yF8F8PLyspncLFB1o2SiisRPOykiIoM1ayAuT1A/fOhbIYqLT5eblWH0ohH2AHtkD3ArHqexPVCjZvGl2tmmi1gjzVcHs9eb5iZlTIHbvQywi9pYBPBiuMp4vABorEfHF39uFCwmn4fTi9YHXYWeFhhHMHHzhFCIM44LZRUQHfPwsjta0fLFfIENIpz+X+9O4s5wgEvSmKaiU5ujeteH83Vr/NSdL5Ys69vzuNEJWj3RmKHAx3b8Ki86bJSC58rKxkTwwFp6WVeUTC09LVOqT0y9xxZXv9wwZQX/m4HufcWBCOej8JHtDysNxAvEFxscGGykf41R6irFRFurjWgVIJh+D06hxQPvmFDgQL7kG7D08Q4PQmQI2bVEPB7MahWoFMMrhf6fhhVDQz4a6U7MIo7PMDbCtx0Vr32cMTU9Okr3fwQAuEIG33eXo71Clu8ub3QXyaUAJe3AGhsxEchS4GjH1qLhDE3uH5nBQfrWYIB2LKW0VTw+/zvSXasJ5BHFgJJdnGwfUBejqsUXncfPMOWKlzXNfO5yt+7MIQrsRDFYLHr2B2qQJhIbAe01Rw1+Nl4Ty+xa1JPV6Rzxwj4hc67lQ/oT+SM+cdWNh3V7IOaCLY0cVNSywJM4kl+7V8Oypo1GGSGkyoQroSTuqqtd4boQ86i/hX8ggHAqYNOyDjJheXSwh6N9hWLi8dLPoQBcGiUwcQZsGkx5DyrQ6xLnXPsUH03mYz0F+2bJRB9ZSoHt7Ljg0x4IkZt8+WE/N2dDiDQY2Lzt2oQYoWqnS8Bg+zgQn9eue5u7LDnq5OGK4hg4gukdERERPdKp+JJ3fuOIyOHKtAQQdWsoIjd2FJvLcxYnWFC1obIajUps6yx9O4EwbRWxaUHS8hxzctM2cdL8/j1RZzQNFuJAx4GgoIQyrzeM69LlYYZdyaq8ftwu7eMuHSm+994riol+Ex3UoAGoKld95mwt1/GeF19Qlta7MGhV3AyUUdSBwv5K2wTSY8gMeLYQ31g8uJek/0K/vrl2/s/LLwveqbYm9lbcLZapOZLnPHipp5YPNIiJQadciIXxQs6JUV8QLzySob0DMwmNdmxHC4cYdbVp8LU3Bvo476Y8hSdVV4qMxNQk3vZCm21IYH/mVTrRVHZsB3JeTLtlorjjNuzlWRc2WD791IlPHINwJaAy7eSJsOVT0eAgwynCDufs9vJPQkTG6kknQL8tGEnnjXupQp8xw+f/k2qiCfy0JRR3sTVveO0qYv7K5/H7XANDa5jzDqaDRh3PdyGA0Tz02n20E3DMypC2I/Rem+F+YXwMPdS8lG2R+YMrmMYcBtWn3MGupWEN1l1WD+d3LbhfVwryq280XcZrqYq2oBUWBFpMtuGOPmbw9fVdH2vHxTGTGlggvNqKHgfPmislI649Zc5Y4r23vroiK0gLddVPrLut7lA5e7BFUMXr+nCtmF1FFlcw3cGsQMx4AdJoasw2qlhiyMSLAWMh1wxwEXys2IMEQubLBnyKKnRcgfpsthyMpkSTBNHn8IKY77Eiy+IS1TcUERMtjvTRTaVigCvhSFlL/GIMPdegvk5coKextExeciegXKgEcT6liK8n6HYETxFNwVuDvA8es3v4ewiGhCnXCuwg7RFAKAZigqG9Abv54Cehwp+0jPMQiuqBOUpkfIiF14Ds6kGJ5q0oHk1hZcWJIgEmsLePhaJBbVo6yc+DMVO1h9JODRxuBt0Y42LRh+U22qFIJr79arF/lcb8JMisYlq4zS4FwTAVDUhQ3+3RKUG7wcdo0NDk0y8SL5maTY/54tbaJ0zCM9VcmaprP8ZDMMuTJXSyXzWE7n2xhH+3Z6coMny+30ZAzn+/enJx9D0gzlv/30y5e94S8//fjl+1+/ZSBfyk9ev5Va/zqZT6Qnj9SLZw0nypVPIGbWo+r7r4ItTqY8KmJLoAgaMpnHQr/ylCuPRaYX4g5tOmfJDSYesSQdAjuUq9OeACLEc7bre0Xg+OViMCoYY9cmygWVi5EDqP4YduasS9FQQpPEiCkCLYrE0pqRJmgc35Rj2TCKuqo7XrNROig32nT2ZNkOd8fxZFmpcpt0rcSbmFjmIZn5u77f4f1H+nX2ZKL5F3KVZ6H6B9p0HvuAWWiyaEEc427jJFIsZ7A3NTA4jcRESx6e9FQrO/dH7OLZk75SeaGsPhkDdzDJXiogWkYTZuD0oPhOLpTkkDPhnuREtc8tMaW/gg0ku3GRqaL8F/nwnd35CBE4pNJy6OeHyUabjCspA3vJxuZrjFsk+oaYmowKWmBEle6HTg86mIkfOQAJWlApZhjl4Rrazxam0+4zxbNtiT3oZyqFNarOuOQ7Vd6QlVh12AyfqZdGybSjYgcufQvgEEZcNEpWjVcxNRmlEP2OpvM2AQYJ6rqUo3yIyS/FKkr7SmPZm32l8WIZ+wEXizadKT9a7NK+sTiqBstOWWIP+oumc+i6NVewWmIP+p1sj60Q54tJ71auRebX3In5I4vCMvMaANnUzun1jW7CWijqL5tKWCrZMExSm87oKwTCQV9IslatNGqz9yapnZFkJ1g2KPw8ri7X7DDSpYHBWXOwKpnenFgm2ypT5ua+HIZlBeg3/ihBjN7gBzgfosVwja0Yl1t/WflzZRtEdDNYYpmHdH4zlPUDxUNG6XS0nF1Lq3pwH9dSIV4zTUY4oWjW4Vy+FAsBetkBnU/drnPm3ZCzrfeDOzGYtCBcHJs40EfZKoXTmCbLOahTrBoMdFmyVgrnsUM6v1mG+xlxhjLjHOUA56dqnL8tWTYpaMjMM0EvqP3m/C2xzEM6n79d7MxbImf778O4AKTW/lTzo5t2sYmGquG/x+DgTLA5hettDngyZJ+jlP25tRiNr/Wwih3cm8iaXhOBelVTPVrJ+xhddSUf3Ugbxt0rPH3m3kEMuadBygnR15qqhnvwwW/31VgKUPaJxiTL2fZ7LvBVtS/t7orOxqLzMDGo4N70oBnmYRc0PlcH8/jRT5mjUxt7lNdHxPcT9wD9wT24eq5GP161QFvUemG82ejdXQkdSNnUck71rWobRX6lleSe3VPDOeQ2YLa5yjXjxUQh1D6M38hWg6UbJeMxk0w4BadRWI2wZX6MyD10lljmIQlPzAwct06oBq42nSlbut0GGAOvDNNkAgNI5jI0Xzh/SyzzkM7nL+yNsVsiZ/v/JwA0/eGv3//45Ycvv43e//zyt59+/uH/+26Y/b9+d81xIN+Ctz/vOaiYm5jCOrtFjQVqP6Ac2UQAUSkRwm8Seg+O6vN+6F+anZkEPDtwFYBnk9BFmRjeTr86o78wnOXywYbpFacvpCeMJiHyHtqcUKQkdZiccUFrVyfFYmSYbrxelQbcaLzBe05DSUzsT4PbYW/C4LDxy2BuSpxSrVbDM/qFcs4GggXCWrFWntgwmzSg4KBfH+vmiFikv5K9STgWcf/l1q7Q91G9NvLCjjsVFCMLIabk0dyVOKtpb8q+H6mQr1GDg22cLrrbG2HPGgPxQb77s68LP4ky3S9VCAQ5raQWJhN28dCpXDer+VmjUdN7cOO5s+Fs6LcoKQ7MjvMHFaJ8jXrZKKiNVVftEGhOSAwol46kjnMXIuLuFgObbIJS8OQVSlDbmxBlbB9ScFFVQs0sjPq1Lwl5XoXCf4Ywmkg+f/6N17/x/CspV4nfJOPuxPnTRe0nOBx378FkvrN8f6yQR6tT4Mh45YCfYHZ0DQjapbMzoKSA9sbJJBvZ4SbhMgjnzxP3IxkXWjf/2Il5d6qdHiN9LBJUwoHZGAv03A7h4LuXhO97Ldlu1w7ZbiX9LC8Md50CsFjzyLVPYdy7pq8FfUOT51zYXl8eAz/37uF9awDo5NgRBl8maMOFXnT5kc9zY/NVdFttA2RONo9+JU9u8yXIExnwrkyfsPaa5qenY1sRU2Jvwus+H6WQzrUtDNsYkQSobS2MnWtMZuo/Z99H4LzYKBNhyA20oK/sq9IQbOVZTCEfPBv5TvDoGQhJw/oFWX8O/ccwoDUKgkBla3gL4MbLJtFW1w11TQtroU4f34a47xha4POi0kCtcARdXMixLv0DTZgLxKxAEMSG+aElBeafwc64Xmx+yXlqNYThbuSp05jzM/KMuJs5DsHcw3a5EAAmsfUjkFWZwS32LljGwhQtMdxS0VFpmvSGCR6muq7mZVgmFyXKSmNK1NPCEWZ+xI4JWznUM/V6mKfJgWlptg2n39QsrtP3/dojgB4j7Aq9jPhpkleW1J3J9wDjXOiWLqylaHHrm5sf8d7wjuLbaAJynon8wKxhVyfOXhqgml15mwlJqloUY5StKSafEpW0ERcZBTWgnrA3IdL4CKrA3A2hSNjCb5ORwODPv1CNisrMP6PP4YWjicHO/UyD8cuJ549BHYVCsMajDg3Pjf0lPQgv3X8ZMx2qPjFNakgCJX1nXAEluWxUUaH6hoHKrrZKgnc0gdyvC1HG3NQSZhLrz94jXhjUoC43p40sry1KNyPHbXTZlY2CG9SMck4dwbxq/eBpI2bgiOZBT8tGd+3e5MdT18oMXzmKCblt0+fnQRwor4GPpRqbR+YmDQtAGKmisSfGPYgwJ7FfvTG3N3qQ1Uma2sqiZiWlXPEjz+lXFHWNj3pTuaIXNBqAh8cyA/3IDDR+mePnBG2QjbOjNVLRiHriPAkiyetRi8HcdBlvmoWmr8igFsSsoZq1Bs9xg+1g1SzUczTU4FA0Ggdmi+Ia62PGdxdJx+nPYn2FCstl4epRQuGe+ZBX50oupuYb5DrzIMa8rxG9jgaBxnHhPXJ/LPzEYZiSocHxk7Qh/c7LH6iZ42EZo6RkfhFaWkq+4fJ3iHadTB+5bxgfQPiJZpYY7tvwjcF6Rq4AbzzZfhS+I8ARvT/6SDfbfwRYPugXReBS7veFr6k7anwA6KytiQCNre1L2Z/g/Q+OvKHnTmr/rZSWIUxfGqVlHO/w86AqemZMyVNQVaE3XuFCJ4G+s6npJR9NmGNRuTJs2aigT9EKJibS3gOTtr97LFbwKNkoNH8sDcgq1FEGLjreE8ypcjjEz6+pDoKqVsoNrIXDvDeKnhzeAxZU2RWUI7KO70n2FC4w/czejtwoJ2QUiXSp51kNO4r+yxTDlQu9R2ZG83DrF0r3KprpY5NC2G6L6V7JAOap08K3RpgrUV/V5DPZ6Dmu3hDrM1k3Ih/4TDhJesRI4DXBJRNT56COrsiKSh98Rp7LqSHOsYbOnQ+fjDkLARWXTMlnaaW3lW1Sg23gaWZPr1EobewoutknxiQ2ZOZQxdaoXONpFzw9iY1ZhQs8FYqxyDUIcqiJSrdVtnuPJUElq3CyamEdu0TJsgy3NW4HzDGeSI/E67+wLfG4i89DoqiYSifcCMvYuv+k5SlinhwcWS+fHuNq1FRniVI3UUcafeDw56OGsrUDo4rI78MxIN8JUUj0jqcPkm8EbJsbBV4f14w9OzD7oFTms84w1GCX9YbfYxLehJJTserM6NG6kBs56+PSbhNvt/ErmPcNsj673IbnGHZPBEqMzKIk4Oaw9XdVghxPeeMpBfJmP42j2D15ppqr9fjB63pkIgP1jdytJXHYuwSCJ3P8dNqotPaIIkDbTlUfqKq4hJC6BVnqI2QAHa6To1umKT9Iv6np0ZjRI4cr2nZmpZ45trJkhmjfKGlk2C4i7sNkORP+oB68FaYvjf29LLokirAy71YbW4nGlZVAAiST2jQcmFjBIvLfSiMUUCls3GG9R6H3rW2LHKiR3iFaCsZYNzDjTWOZPP+teUbouj3Xo6Ld72TSNnFT59Q3Cq8bNW3QhZODROoJ79kBmXuLXThoVmVff2RPz43wOUypdiN3M578jbJs60K++5H2G518fCsbIW/odzj5+y/nDNPf2Kq+BZkbxjpqo6yQ9dh/WxhWZt8QzNwIrdq5EYZC5uBG02Ss2qg1FX6wlsism9mrYVBDDH0sJTKnTw7UMNKoUlx1FqwMkoXyvQo/GPe9zmhYykGupymsbi8+PHz8Xh8WDGC/ystfJSjbaeNUjHUal79r1GrCX7a5tujU2Q/J6uvsK/mvJxcfW9X1XD2Z1hhxtvlW/YUAZIUfvOZ6sNyH7ntzF6o3xE8WlUTLbx0Nen8x1jq51MCHK5HkMaXujEdFQOOWRqUzhUtdz269FoSVH7UybfoRqlxFSOWaXbqFsZ1bACpZOHLC5jgY+ZmB/kb4JSaMTDlvce/8wge/cLKnXt7Wm4n1cicW7bIGIX7jl3H6mRw6pskIPtI6GpmaSgug1Cwxc33Q6k/eGxPI04kv1c89E0JxLJNzb5K01MCZcfPh4JUUQFxNPJl9lqtJb61M1TdGFBHfuL7IN8hPnieVw/UKvXRnbvQahetlPPbCx96ENNqXHmI26RPxuHBqcOxn2RCq2jrabuWnVm1koa5RFMX4ZbYzdNZ3Opy78csg9pTYE30/qr8RaNUswX0y/5X82KNpJfpbtP740reX8PlTt07CltjSUFvkx1cho5cHBpZPLr3hsELywpBlEoBjCLOfbBQ+JKoVHfTZ0DD3Ja6u2B+XFx7+jdjPfGUEb0axz/Mnwcu1QQm925fUYqqBqF0SAwyHaWKS2c4BloRLIFHcBYpq9vxOki4Lp8DsTSSqcxRanDlFO5GonqRoD10UzYKFgnvjSzoxxts1+iwsR34ecmuPkHAm6jGnj0knZ25dCFah8vxrNH9plIJU8W1oK0brVZFRVDbGIWpRzAmLqkkC1EJJILWzZWT7gLVvS1BUbYTXIPmF0s9GWBICTi+UfjaAqsEi3lJUFXEljN/xDGUkFmC9prAChjximDeJbHIrVbHMDOHOZaGaKVLxIJ8pA6dFGTjjycvvYgIUSRofkY5fRjVpb0J3yN4U5H/lD7ymCjlijdpoVn8j6hhDsn/kR/Vbp6MKfQbWxOQ7A4huOB/fJgMNykeGSASdVzihpbCGPLQvpG8cFA/6R/jBeaglvc3YFzcCmlFJEH4brlx26XAQnbuhEYSpsJJSOGu3JH6dLVzmZfnwX+YT8sI6Cj+QrOtD7egU6rkFEUyaU2qkPgJoDZ8KHH2BqH6bHanyovjnvhCerhnO+dQz28PyRgDnOYK/EkrXLqycl0mQKz/OlJZ1AkeILIQcN0lkM85tdaAkUHdmPmjygfuJ9ljHN4qeyPSuz4VSofKEb5KG7OeDu9CUu7NB9m8sIdU+Z4KJyHMnIgb+cbp9WaKkWU0wtD5k9OAf1l1PVzZRm6qrBuEXmfBpcsa8kMzx4bOHDZnzhqvNX/xCkTuZjal5YkxlN45wxrIcC3Kd9yZrzxLbMppxoHIW4DPrU1XK8Kx4VQ3M++kYgh+tUtQfZ8Kh0YY2TJXI60IVVcWEHppnrA9J0hlvrrP1tJPDujAkSWErVpgLUvps/gjGZJoMffIaFpXdakbwl5/1swkYEIep7c8y1M1rpTf5eBj5+skEi6gyclglZAyTmmicVhVXf4uQw+hZOJgPb8lKyGGFHSca/H3DddAoSrJUwqaYeE7KQlUAhzEYD3ska6RTCpypX2GFDUdr0EXHMcayBeWrMyOvT4BRhNnPEjs//KHnaJYKxPNnp51wHpqwx14wHWCinib2HzBuHRUPF8b1zowOTKLXk9xaguC3YyS+w/dQ/q2Kh9jOZZrFRtDYirRreCeIcNYMGet1RPqZ81hYwZZJuIebSFIMl6g5bWNzGsZYGiOoYdwVJ09r74WIEgCh9CAHaGDS4Ku8cSmbStHhdqy6dmiTIFiQiT2MM+BQvx4eddTwEpeKZqiBUMEcZxzfhUI5SJN3YeH4XuNKU3HtZ9rPjz3FZjPIyMxtOAEZiTTcSW6CcIioTKT+9OQgBJ9EmDiDY9gmtKFFjF22wjgbBjfTHp5n7vdQ0TPWNYo1RjZq1IWKxVSGG53FOVUG1Y+4tzKw9SQtKnOYVZt5Eujw3IpO74hVO/TJQPKQVYQR+WWi7nYO0puECR1N1z327DOeecw5Orsmyv0diO3ByUdlXzhEUDoFKdVJlBDbw67MnvCFOutbncGl2SxTGOGGNt8/eOX5pRnjZGSCxq6ZYRO0yQZ4og9poQJ4NTBmjphUfKtsJLYKoxbsbxUsBTuPN/D97aYErtE5EDZAY7GMFwdn3xbSt1pkSh4nZ5JRxP52lNqjPCPw7vCjoBfpCM9y7Kl4dqbl79Awsv8y5mM2oVoerUb23IW8WKM8O78VMCmoNbJl78Qwyq3VILxZhBMLOL50gtrcKoV5tUqulBaGWzB2q5iI53OtpTXCh2qVYBxbCWoaEMJ4VbAwoSaz+R2daIVibdSt6NgpOMZugopP9BM91BtbiVoOk3HRe25HdC56GrtxGicVtSi0vqwcvbARiqGBCzOhPnhrdnqohpE+NdHq700ZWH+STIqYdJXLjg6rVQRYTWVPN87kXNFGUDupW5VRitrhWTo30DV8ZrPKUNgc3RIl0jbOKdk5zxe7RWHQjbaLrLevPVhoGptHG2JTRT4sAzZnNF3ad8FUutoph7dSPkuN8hh3zsBEvtoon2QwL1DXPARjmsTiRzV6I9dGTpjKIq+yyKuc/38TFayQVc6Chghtzm96ThGgplL6a42iyQfKApMnID4hJbUy8EJNHNcYLrzQ83ykaOD7jlPYRjY52sSXCUJJzPUYT10z2ZYqx3MPnZbzqBD5gNRsACm5oJd7L0ITmHf8YI7QsTE+Rl1Zjl5TCfG1Zqq3U3MUFSiUMDhsQWyCXtEDkkmtqRweNJgpor+gWilsDBICKB4MwPSxdgqvvmcENlhmuqJRXCFZ8BnOZ+CBcmQduu8q41y0xQdpGUWV2YA/AXPKeD0tWB2yLeQ8a8GLULNxn5JdkXcq1e2tG5VX3Jvwbh73o3s3S5uBPJAZt9P9uFKifV05ADuK6RStk2GVYs67Iedh47DGQi8y5j2/OObybASvFwBn0Qw6zjRDlGS84FWXONFsVNG6YUs4NEjj9MU6GI2ztJtQcFC7UIdjArRM7wlGOm4MwtXohm+RBXP4WPk5gXw7VD1+SqJOPZt+CK3EUsPg6h70Geq2MdRxYwN8CzWMQqDsdkjO/Bcivkxklis0ZvhvU7WWzFgbJokPAcXa3fOpA+3iwjH1vZQQX9L6Q2qfCynMzhOumSIrs3onk2tbKfC8L+eTLRogNft45tBEGwN7pSaAX43dMrZJjsH7cdKFneElcx5jInf0vlLo1xjbglc57ZSz0cvTuu0L6cdRLM/DTivZJkwg8GPYqdMlDGLc3S5TD/5Bd2UUV9P02/NgHzQTG0TC+a6stNrhnM95F434RFlh0qs7a7u0z4v2qzxPL8HPZx7B6XT/8JqQXe3xV8pCLt/9/cvXr68Vh/yvNfg6tU9UhhzZlSA8j0ycqQAamCrPQR1VgoB108VJozcpFebtj5bG8fhkEJEwqRODLxn1b4CaoG91IzvrsNLx29eHnMyd3v62SeljAQ79ZUsfU2W06Yx+oxy5GYhDQ2ubpaX6JLontel8+uhjMRsi2GKi4TBLalRa42g4P594hJ5jQu9KiTqmyaQz0+Zzdbwi0eIz760EuGmabIoeorIb44DgV+eLfzB65v0QYkefPqGy58Duplxl4p47kq9o7hy3DAel0OaH1CujxxRG7ymMCT8Jinll9oXRc4ST1ASLlL2LvFCi0oCIw9XPHFQypU/VP0Lez3zyp/RR7u+/TCUJKqNC1+AxbollXhIhjjCRCVSPYWWjZyj5Cq9/4Xtvwn7zkgx87wXrf5X9MCZrJvmnF09w8V3lv8nFizZ/exdfvvenKScoffYmTFMcRm80gybiv1DvMb9s6GN+9N4E7Kc/bMEElomvyV1+/WFdfVj6CW5Zp3C42gm9R5vOg7AzEDeaprGAo85TuRxF5dRwnrvz7msmB/qk+7OK20wG28WtbpybVjfMBa8rG9zfo+EO/HZY7n2OaHXsjBL3Hg13/2UUNLbJbBoX/XmHhmt+2dCn+s9T+u9QcQfT4vKvVPNoJS3nPSquIXWH+Hv02ylxCp9bKXzuTfqt4fLMeyHEi29Wb0fIHZCvXN5ukurzHv12OMLZnY+oxJgG/ybtEi2gtdCb2jS9m3jhmRdKFBnFHn4f1XaY1lHiFPbnT+i/R7W1kzXeLuY8KrP2HtXW/LLhPFp/hmN+h15LnMfVQ4jt3qPRXmQ7YXC292i0NZNGWRPLO7bRvkmjrQx9MaeP8vZNKq35ZePkwtxKI4PfrNZWhptqjIDQ5qA7b1Zra9Zd/tqSalTAYeP0NrTvL2SKSolifTfKS9xivCDEyjIPP+ctuCGqYOqUV6dWrnNLwIov4YkhqNO+SaZzK1z4ZSyaH9SxEN9iZUChmL/hO+NkbCoMWKP8jEYoXbZJqMn45ckxbpoEm87pA8+NTBygvjFOVKOLujGiXYvqPRWWGLZJqMk4IPFp8hJ9IRtE4RvDNHn0GfkhXP3CisI1+spXVlGZQCgHQSmJTt6Qhfw0o7RMoceRTApu9SAd2hJTRYUU1Uw3pjWLqgsYEbxZ5Pp1Vyal6yM4VLSfN4IfZ88NWxUGPgwiHUVrx8Z7MxzhOT26LbRzqRASrDY5AT0c0IJyq3IQoyWWeUiXOUcY3XCS18bzt0udeUPkbOt9znmO+kgtQohbGbp8pft2hFWC3EsNsyuUlm5eSL4zLieDYAj7nSyxz9Bvs6RItEsodpYz+04IJLsc8G/7SrrOBKWLaW+UB58zGQWyBFXKhEsmSJ9Va0GJnyvTX9Vkpr5KH8LB/LLhPLxxJpy3q3p0bjc+t0fTLdZDsdW5FOpGcXi2SckHiu5VzkOFQzgd16J3PjqmCJRUyOk1As2RPlveJdETcQCKIn2JbiyhC98uyfkzY2igCD+zktjUpnOFi944XLGksEXSEtOBo0FUJELO52urcMUSC7erVz2tv9mSq/s/CffDUJOSyeNlOU2Zjya/BGa5kmf4KcB7JZHXyT4o3bPnp9POUhqngMTocLVyRulTjb8trtrAyj5tPMldI2QfxBn3Kecoqe9VTT9nop/YCbRfesHiM+Oh1CmCmup+uzbUsjvhYmrT+cJjiNV4PTNuTybyWJ9urm0EMocfmTLBntkwxik1Xnmufs3KzuUg1yHT3OcZBrl2GnVZaMkw8/9WhGsmLl0h2HMFihzbigX8wmmuME87ipN5jixjCIDuDLDQI5Ruu6LPy3US22qJZB7K6Yz/8PDWx5qa2NYf/+Pn73758vM///Llnz+P3/j5+7/uVL778S+/ff30UmBr377lJX46tvWTAd8aQ20fe6i0fzLgO1OcxDF/pWua3hjwbQllHs75nD8f8G2W9tKh+HzAN2GKQkZpqo9coXnUsykn+GKHdhSmOk3skM91oCG5CMYU5NICGNcDLvfi9yZz+pscWx+YNdMOoyT5ne8vzCDI7jvy5y9NyJa4udShLQiiF8yoVgQOizrEc3B5oGqC5PGDz9YF2KL+8cnvO+gysKU8oNsdcERuaFi6N5/h2S2f7OBPiEd09/s7858sH2ILRxt69/sKtabD/bzdgdCRbzGAP5/Jft7u4E+IR3T3+zvznyxfcmUab+jd7zPg94b7ebsDjugeA/jzmezn7Q7+hHhEd7+/M/99fxYY3hIUozddjFNqAUOHabJBKBzsijmdIf3MDu3MLsW8alSXiX3ikEeqSZziUAYMApqBtmmTsTAifBGWphxGQJ94JsS0YT/iMg5YIHBU9sMiGFx7J0eVf4bDE+inhNb1vQXziS0tZRrBh3wOLC2JAZpTJutuKlSgTti0TPXGUlCMfJ/7CuGeiU3b9kSpeQprXg2wd4SVIcb3tFdRpMyL58Z0Me89rJ9imt58bkftKWCdpui1B/1C3uz3HNvWKGm/KWbJQX6KEPzpY2spaSwNGuYrF9J+07GdBM6NIhFonO7qb3jvuR01iBmbRDBwcyFMnXec25oZ9SwzNIc5Ub/fuRWF6XjYpfJz2SOwIyj2j8aMdEcdkKRH41sH/5Uqi2I+HR02cYcUTMFbgG7SW64swP79AQRxaQEa40cHz3RTn/rSAsRT8BZgQ33Qn3/Suk3XRrffh8gx/vw3Yhh/gcMJuJa3qkfqyvRHSHa7M/2yEr/40x/h9+ud+cdTcAXA8+DUTjg/aw2NaIIAXtDBQAh+a+kPd+dZB6z0sD4AvU+G5E/Am7wR3pemnxQJ7trg9g5puzN9fJ4GyxtPwJV9GSVnMP+9Q70zvGac1pemv+sljSh4C3xhCu7x15TkaytQJhvkjW//Xm6tQKH3ebDGF6YQlTeA7oEnQdDGO3QCvwMWTMOiQdCh4302QAAdq+aFObg2F6oH569AQ1dKMLy0aF2FSwuQTHjopSWOZ+CKAbm7ABuqaNH4Nq1bdWkF9iHhjvprfGEOrhxQUMRrS1AyJnEHAyxNK7ddWoKBdL7eWeQLc4gEATBdhtBGOnUgedNzaQwSAw0/74GcofF0fzzRBO5JAX/6k0Pqj28iBvwVYDnjLnA8gUgI9Dvz74SCHAxvo/0Mpr+R6ugv8IUp3JQB/gpMTqg/wIkM8JdgImXcNb4wBZcHNNLta8PeIp7QxZdaXt3v06LY0d86bFCJidRn0G3yYfw6GVE0A/8tBBItmP/Y7lvDG+UK1zsLMErNrHeWOJ5CAI7d650VGNHN/c74bL73pRUoUybzHtzxHII3EdwiwRI0CsMIBrjLNbCgBEvQM2rcwSJfmINvEarAQ+KZRFY61EdthbNDjYeguRanTGegQs4HGoSC8QcG0Vyx9+aduPSRcTaLZ+BIHzT7zRMBBZXtfX09g2s8gcAg1gp2X317FXhsRyqz9yResQzrgH/0KKyoCO0M4G3JhTkEJmHZ/BUkEy/KKJ8HWqcz4zPBPiQ8My4TXJiC64U3Zf++dV/c8SWtXvTogLXWyIwMsK0jPs/5vqDqlCWSMtEU3GPQtXrbMSHXbNtJVUmPi2jeweBt6Ao4S3bU7jMr4D4g4ym4gpDkVAKnHgS+bApSr4fOOQTZhJGr4PC1pwpM5ujC8fjd12DXyvOXpt+qoqtfmr4tmXdp+sM22i9P/8IE3ECsjlpNWl0/R9Y6HcfofH7pdA1gnS7osGoQybchbR8O/1+YgisDK7JnWqGEHImoreH4kjOh1OiaOnLu5h06PnBzcmOyL8whKhzcsHt39nQUscu4BNnhmlHgB1fAk+qjnolgB++mvTAFVwwI+taCYzAyFoirXbkhmnl66RiMMPwbp+DCDFw5IOi9TQhKBKdO0CGz86jnIcmFBEf6cA7BkJIdR+SpjxemECQmgIsxWIF9P4ToeQNMJtv00gospDkESxxPIchMqHcWYGD+ETlvASp5sP0FYCHozT4evjv5jW6dYPYbeq+C8bUFTTbu5Aea163FjSfw50jW+/LzP3/5Wnnir99/+Zpj9/Wjy2l6/7VqX2f0iTS9/RJDblwCbJaB3Ye1ptqBl2TSjQ+FJOEvazgbJ9mPXGs3n3TgcEEo4970mMVBv6q9WsPpjnflg74QqlCWCNWpU72lsmFNhWpARpV8RfKZIT6OphPydUHYU6Y+rA4cS4ggeAYi/KBeI5CBlesmrxraqvQPsaAAJ5TlXymWMUdFu0ftymfyA0oRowkz1egZc4W0Sbsflxd/Av3ZKIx3AOMiyAHn+Wcubjn0iVewphlsGle/UKasDW41Yft+MGehYkFDgORn8vseYUGPUeQCeb9R2erh1XMTugeSJx79DcF9ysarb2gpecQ+HWapCAEUi/wNuFMEnu2E8GGffyZrgpcf7HYTqG2Y/igXjEjnWg/OwJsQnlsl7g8z+WeV5iZ1hAvDy6xYYFE2gtPbmyTCvV1x+Q+3vAN3LY3KqRlUHgsw4p/9jWt0LZh9McrDA/lhosfZL3T0R+iwe+3sv4yLP8jj0d/0zWhg7HDzC5UZVH44Fz0VN79pKfNj84E4g3yIoooaOLZA7gBh4fLJQuH7A34GaI/oUibu19Yceb4AxWfqJBrc2QRzH7GvyHedwFv3he/uqd9/maACEm28QQ841r58UAS/1p02jBekjggVrG+Vins2k5igjNdx76eMF8y/fOCVu3H1cJUN5tiDzB+lI2HzD4PBucjbWOQ/ttUwX4Ybb5a+IFS7vKCzjtOGMmh7lTGlTJOFOsfiDmZEBpAoII+st8++8doTgGg5/ISqolPWUAFP8GTxMWlqv4I7iryk/qUH+TYrLUGIz0uA5lcXrofM0ELmPWSStjLQHwWCG9EPIK1WPeaOst0p37AudOONKvVYSjzK3Rk1fFHfWAjSyz4hNeMJKzzUhFL/aDm/8BbQ9dsRf2xzxqQRdUxZKx/A+SOA0V17SyrzgM7nbkq8GQRUQhSjV7YfrShkZfEvLYUK1FTVjR5Ku8ZL77SkrhR9JyLwtMbfndDPnPM2poz0C4KC2QqXRl9AsRmEFFMWzq4nVne7R7IDMJttEv5hVYswQZGKhy8PmXHmHQbXZQsTgYtWEjPQaZiJyzibTUgw2SY5oc/OT4BWWcCRQeyYjqiGX1UVwGpsls/NkwslGesw2nQmydIhfRV8nyvbr1SkyBJTSSbIj2tUoLywJC1kN5jQL/lI1DQ6XEWbVXQc7WQzL8n5+tuzrza7DaUZiSPPyLxOnMd+Au9CRqcBvJCfR9+EEs+HuwWtPpVRbRtEb0ySpzekn5l+ptzzUdcWyG9k8Rs5oD75hQ5PVbeLefgmNDtsbPDc2OC5RgXmdcPMA2hCP7PZZQPmVQOjNXpd9tBNbsIWlG2xYJAP1s+MS1o+sGCO/rI12mxostvAKU1Hr9HNMjQ2pK9N5ipEm90uM8lo04Psd0ss85DO578/X9FmN0K08QVVgtT/wmVzZvicLHr2UXZ8QfUPWP6j5Wz3tWjGQZ0tljatNhGpzOO5OvkRvImIIabJIb9oGOz52zlkPjvXzCviyH3D6cZiikeXDp8fXkCBuq7YqwQ30hrX+2kaiKJiD2ETJDNuaYXUxAlmBdldpvTJ4FbZ3jixtkYGt6YeLAPZsaLdKRPcy0gmQoNjZtiI5L/9Z5eeHAtrLl2sazkCvFHqT+TmnSBljJnYAhfhwEEHdWckZiIMvjZZHHr0kplLVG9sD3fO/u4hJ7r/XCtcN6BwvYvCcoIdO0WNc+a95KaUFkrDRcFCuT3Hy+LgZi8MWgrm9uQg9546jEUPlpCw/7nMlGUmoyWxloblyZjnfDUFwtIHSIt/UXW+qA43nhHUCGt1/K496zh4ye4LVCjPuwa16MzQMo9feBWMaJw4otATVKPnpOI02zoH+JzRJkO/4tVQyTBJ06e0I0C5oPWdFabAcj5mDs6CsdvebrmccZd3D1MkprTA9WUuOXMVogtmchWrmc3WdSDfVwusM/OrGF8gjUM+ZOXSj0azeojHHIR8NAVeMC8g1CJr07eymuHZCUBW+MgJ0RYGDysHdoRZ/ga3gzWd6TnF24G3/55oa4HbWDphj0mfMT+67fWXLfdg1IIWMjqnT9LCDMk5fP0DbS+di8JE9Q/HQUdlpB1H2AirgtPvXBekowcrnr2hlXlEzuwZ/cxuiJztvid6KloOS1jcPXMNOa6uzgE/I0oLJP3cBRO4gCYOuIkHrJELyPqb9AFJRW/RBUbRnICOFLrMJkEKRngJ70PCX7ZeE6zCwtt1uRxGcVHpJ/j/eD43NSYl+upF/H8MZOxKxOL/A90J/j+KdJewpZJ5LOcTHlsJEuE++D+I4tvg/wl54pninyy89h8/f/+f3//4Qnzte8pg1BWhQse72w+06VRPpwpXD9xY2TB1vVRLqbBdrUDGxQRiF5WdYTQH7hzBtMCcC4XbDD8wPkUx52XiOYSzoZl8Sn3Ru0lVPVIWCrm2wtXffxmji22T0idj96YRv4+OK0c399hxitPPpCzYyN2EP2ytLhTkFiormaYvne67CfNlVlbGKNFvnB6mkXNHHeI7j+Dy/Ex/wLKjtV44xPOF+Q8Efzx8nQNuVlLWZvM3W3J1+80vm5cG7r+VKol5LTNHnrK/nw2CBtvqO+oqqkrteG57W1fZx1g55KBGcfma+6Gs80y8GNAch7iGHZnAcP+NM/y06GBOdG5GrTK0OCY1Fqq8QWPpEliPBi5nBvILWo9s0ZqHPrCRezuZCFLBpnPyVHdxIfPlnH4l8pWou0fGCCPjYCJjFIustCo8S+YmwaYz+usH8r1tEmp66+Q108IQz6g7cz6G3eZP7Lx0eh+JsLIwua9YW3jl0Geu4WV0g191Gi8LHXf6gznguWWbhJoMeZ49J8P8TsQbBWXbJsGmT9GfqGoT+hNVrUikqmnAhynHMCkSTuGZXENtuNFg79t+7/8ucuf4YaWuLdeJY2iqbRJqeidxU4DA5KGgQW2ipNhVzrwXVze+LapWZG4SajIR8Rj+9grjv0z/lVNPCa6RTuYbb9Fz0bFg0cTTg56Lzq6Wzq6WTofMNskN+pnoV3yQdPaCd0q3NL9l6AevYS64I42MRKbJ0CfPzXT+yY/g4PUfehQrtmgAFQMipJ4jvOCFClahaidUPKMI8br5ykQh0P6LYtoo/e6aA+b00fUzahDj+hd2PRUyAOtX56otvirEZEI5/K/lVYyrMaE9gvjfw2lq4KctYa72+oGL1yl1pxSultSpEK6JR7Bu5SjsFo33QxWdHB6OfSu4eZlcHxWgB+nscATRcFewJW3BveOXwT4VjOAZxnCfd5Mmh2pwBirnZlfVFo8pBBZ7Us4230e3QRiNNQicHDHDGLjIGRBDv8En9cqBk/pbJuwzEryTGB6yhDUO+q2cbLty6Fo0/f1nyAzKJd2PWbizX2e5vn7M8Qi8Bt61TeZhxXZINASNomnoNM2Ijsb01wvTr1S0aNw7eO+tqOSUHDyqR0Q7mmFXssPJQkenzTKvsKZ9LYHbb5c/CU7uWDEUXBU3v8rMBt6A9UsNCpcPjzySb2QEN01m+uTFa5x41wIv4kzp6fSyk0mxNZN7nrlJsOk8fg9jtvcmoq8RXyZdAgX3TOkrAcyCcLyJkf8GYoSYf9HwemVbDBsOI/5H4R04/IOLUelaOeCD01Xk8JabjOcAYaVRKN2I/GYnADndK3mgxm/hw74C9N/EqIXZOrZJqMk4/TG8yzYJNp0/rhekv1Gdx4neYNBRTN5pwuN3NN2gP1GbBD1wM/Ib7n5dg2CvESOHwkcfLs69v79NcfVH6hsml4X59olCGCrHwtZK3FdNvSZ9Ki344opuvspao20SajKHn0yKG3sAo5vfTlb9v5g6aRW6hL98T/H5/UI4JhENMGbz1ashHLBXfaPARNPkhHCglAxDODAi0YzlfMKNb6j7IRxgfLsdwoE+jj9fCMffx3//LqPt+y//+unn//X1gz84esPu37fVzx++2q64qMdByMcNaPKIO2gOKSNaxXiA4M3hc4YhlHk45zxZ+cXUOuUJatO54MTAlWFJhueuaTI2adSaKj8Y/clbSpnHcz55u8yZ9kJOtt0vrZKezTRpDfTtUikgzDYJNRkXJur7tkl+b/rDoI5GVtMk2HTOOVhY2zYJNf1p6CdN28zcJNh0fo2hTLdNQk0mnwEzbG2TYNO751+0HLtRuSjm62h6+/pP7JSmSbDpPHoDhUfh6tyFq3O/SJ8KGYUCw8PupvoKIb+LUBiobRJqevN5e5n+wENG214h+4o2nZt3MFrHNgk1vZt+ZaeCaRJqMuoymrdsk2CT4z3mB+4FTeFd859mhEwyMiha699M/03yxhxZ+1yCJ5492O+UN1cEhu9EBkzqlrHg0rvOe2P4E9skvzf9ouCuxqB1NAk2nb8KMJXbNgk1/WnoE3CnaRFoOWP2RonktkmoyRiTC1rzTJNg09snDw/nAu90/0HyOtlMDhTbJNj0bhn3In1KKQ6FhJcolqiQfMTjL79h3nTGXqY/IHzzM33bJNh07urHoCTbJNT0bvqFwJFtk1DTIeNF7fiZmwSbznWaDufNNgk1vXv+r74h/t303yRvzJE93rCJAsXswX6nvLkiMP6tqYoGlvo1Ozd6xF6zc6+c0vmCnZtccdNURbTp/fGpimjC/D/Czr385w8/f/nnd3//+ukfbfFeVT5+G/Oj4Vzuou3GIIeZ3A9U71ZKL18ptz8ibn7WEEfd8kXiLQCIKgzLYBdD3dR44zIePWNiRMSFr3vh695u5w3itOx+DVWot7QBIgHVKwVJ3SIEPcbgHmoEbrKQJk0A4A3t+i2APjQ/aqNPkbk5+rRpwkumlqvMLaTRGJg+o1GilWpTp3emFplvUoDABaiL1JsNXHQ0uFKFNHp8XBu678AXjh2zTUocc4KuEG++/88AvR20C1v2hP3CF3g1wPoTNuoJG/U42LeRC76RN/wOu4z6L1CE7MhMnyc1LFhGbw222JAwjx0sClA6GXQ6wUt3ig7sQSWOwppJYSWw8Mu6U/ZLp6yjLSqBs/IzazLzjeA8N8pPTqCP0S65MmFBYIO9ux/VtHAmSeJjaaoiJRhnpplcXDTzoyack+CnE3nlNwrENi0CDHQ+bwpmZAUpb3QumVdXEkdrIIgza2d5oqMslKq1Eu62aZGTHfcC0DVp5MEvySvqXQsKkS1K3Rc9Bho3hQaImid3DvowWexHd7X52YN4JuauiYhfUUT3dV59/yk/DwdwOVIX0kRTolfa3oTqIO6UW0G0kTMTy/ZOYr0pbqXT6dzXJdPgUcmaD94PW9EfNpHmGYh3lkrTpcMXZ6SrzOLcWVHKlc7njGlRMiXfQM06mm0S3s8TeUz3CG24Jxe6hqt8617c2vOm9pLGZPmCge9rQ/U4HY3QYOcMhlscn079ZQuMwQGtWDxLf9mstTZpbFL3iw80Do1qFJNmN+JBX+gS2JvAMEvb5UoHc7sf3YMbLNPuZcGya7lQBaQkJFmTJtAco5fogBYKarNNcowIhZPQY8I2XRZOrLnkhPB3ewud0UTP/EOKW87xNV3zw4Y62pTzRGXjRO/EGfa8955LaEG7QcLXO1UnR8niOolbomuoaYl3m9WNx6SQLNZDYTnNL21qftlmlaOY2qjOnGVrh9MravcoJjYGeV243tJCBvz9l0lMNRaTZGvxYppWCrwNHt5pozILaC/OC0OwsDVsnw1ile9N7ssmMx6CbZJjhCSjKtYHMS3KN34toPUDVL+JRyJN9JfCwr3QyyrkGvPLhj4qb3Y/E/6ynXxG+rjtfoEBZBp8M4CEMFfuMc7gkHJWaGObXGP7TupUgHhvQmcMHxKk//+z921Lkhs5ll8zj0qjX0l+To26Wltmamm2pN6u/Puld2UQiHNAgIwMpbRr/SIreYYTfoXjesBGns5GHs36En5ZX1I0SabI8DJiUHH+nI5vzX/Bomz6PpSD/XJ5hLqodxf+OA6FTmqnIFvrprCsnQwlLTo6J29KY/66MH9fmL9HDJLF/cSWyWQIUmy2SmyI2Pf3iDzLUYnlKL2nxwdnQRk0O349Aj+H2gy5uO6Kruq77eKOX7axc3RfnwkyYiQsYHQlC236zZJnzGfJ6ss6DwN5BPsNMgOI6qaCozzmkRQJ0FmQYn1LVlboZzLP0oa5TEJ5hfbuwT1lt4t1UhVGQ9q/jCJ/ZqE3p4DFqy8r+kYpQkx+zqyu6iY5Pq4wk1jjEIVeyCdik3nikkEG+UjnUF9W9IlNsrcvs85hLT9tv8ctFjRa5hku/z23mCeUKHILSkPMDLfbGYW6s0E/k/CYWX7LpJ3jZWVPim4SZrWDCSX8sqaPz4Ifh25xyoVMtp096JlVDsONTZvlcoqEponQESQatXdTWDtmZ19mpSMHSod1T9mnsZvovWNDOkeuQcJOgiColfiTkpnS3VHQZNGUFfrjV0IHXgnPx2JNLPwa/njeb+e4zOSzLGjLAdZA5ogScOI5E77hnMhuNyerihWVIGaXRug7Ul9W9NFuuXGLHd8j4Zd1IjoK+6FtvBsGCQOfX23E8fzLhGectsvbbYEWls32haDEwUFyF9XtRItEYZtvMWSwNbygZJJIbJJY+BFlXUc3ydFxhX3yqLBFYmbxhUkbMy9YTJlOLWGXqJZC28lOWkUceTLvus8hVrjwwNKBQRTUNPyklrlQJMCcKYlINakkPryehcz6JfIqzGwJsMizubRkLvGtmiREJuBOEwFDzhz6N3PoX2HBpVTyneFe+dxh/+De2XcJraQMr6Rh8AtKlaArMdUSWAvPPKAqGz/R8Tg+MNGGdc5xRkeGyEVCmGoQndgrohwRXglJq5CYVEhM4m322EGSeLO37hi2QvwAlA/qYLAEDAqdGaxz5jiAwqFvhV/sEgnEJ+knirwrbGMqHBsV05cvK4mlsMRE9FliKSwx8fp7uiOqExVfrvvtpsDrGvmVF7JTLJTvwvG/dSJc3ErCkZ8U8BjhYrzvZMkrc/DsnKHdSQEoHEulm84SZwtyJ43LIM7228K27wDe5CHKamMz7345OJcuFyMhpUa64sNMqdKrU1lOqJE19mGeVNkaqZtu9DE26lGWhDCmqm76Tp69ujWy76gvK/pojNXbmvDLOvsWWSLvvssSV2BxWAP7niWqS7L/PrubLTz7EktkB76Kvd+nGoWKnGNNlG7LVuPKgSI1lq5i4QrRY+wtRhMibZLLH7IYCt+6R6GTM8NWndNjKj/alYWGGtmUTisye0pmwi/rxGG0KtUehPjYigzGfRhmjjozg+Jo9hqaedgArZsKb6yz/iw08v57x0cC9r83tLtXEXAsKAS9RmYRLhG1kgt0JcdO5SDdyh7Qbe0D3oRuHbaasvN5/6reYzxikdwip+LYJsK5EpU8r5VNQe2065XtIS3U8c3HEy2QM8ftN348G4W/tdCUxBFhhgFWmSl38mxNamxNaoH913bNYN5bl0LUHnmefeSIUx9Wzpm96djA0uwqL0j/ihtX3cm33ih3AGtIUDi3hV5f0+2IoY46/FZmi6pFYzGxnbAXL3BHddOh7NI4ZqBxEHy42Sw4sV2IGWNj2aWRYYi2KvC4QnR3i5R+fSccDyanqDd+vxv74VpkXDKK+Rr+W8ZyamRhamRh4rVjD+oeWCKxHhjb3jtzSETJb6QYtkhy6Zy40TmwXG9pwi8LfY4Y5Z333begXDQMyAIWUdDg0oIHPHEycOIsGyMw4zkHTX1Ykcdn3HApnTpoUb554lBwKywjkZLRSIBpbHmhvQpiuHZl+a0lCqPvnIJhhURxlENna1mHdJcWCZ32HaV4MA78a2wxa4YEFsZsNkI7HEWg0Y9byY/bSABsbLdqUV6e+rAiX3D6XMilccpq49xP3nuPS1R05HZIHgImQVbcHlllVQjjflEaB4NzRlc3yndzTleLvOZWnCendSVKWGnsAmhG+nsUPWYGz2G+qd4GmT3KrJ2jx3C3XDaREeaw18B/0tlW2BlpQgV8v8oZR1W4kyDUIwOSjiTP3FR4Xgm/rMnT3oWBmxKiojJg0BLS2VTa2VTaOXAznj+re51tpY/Pn7Y/QNUFTuF67xOpKNsIfMaokiL2u7JgZltivbxzvk9nw3gPAy05LdLKHGGvglHF0yqfGlmmEzuErXh4Y/5sru2ICHrBe99WRDfpUUp/M2R+Ntl1Nup3EoY6Wwx7KHezTd/IVGtsl+gsd3eWu3ukdDTWuBpjDzVj5xDLleTQHkVO2Mm8lOrOaAqdQ0Y7RyDy1nvZrGhl6GhrvecRKpX1dV99nyU/mv/ZGz+nrOH1yJ9yLgE0cTxV5+yuztldnQJ0T2TWGQmoCeNGOscTdNY6aLtcNkE4V7PrsR0aHl4SI+ubs647Ry92lvq3sQdwGDM95nbWOx2dhcRu3XR261Q++06/kl2kGXBEzCPZq9EjpUd9WJG3SgogENPCsgQb++fTZu9MeGfz5Ho9FRyGsBUf4ZgT/DOrHBmFNnbfWHckegtzQ8pAtjAEHedCWlscRTtlTpSxACxYr+6sWM4caUrb5HIHcm7MQWBAY+eChRjD0HIzp/nMbPGdI+dG4/BRGy4H+dPMmtrMzo2YPxnz5/jNNvEFXfncGvwxOj3qy4o+prs3dm/Y/JlQoS5g5jCW1uxaJXRk8pmnqHAsuuF7zJyjbVwUY6o9MoBlVnR0042+IS+yAczY6jnSa43IjHMgWHPCRJ2ZXTu4V0EFbwgCnSOluHI2p4U2x0b2mZXimZXyOVITNbpc5iYVZYB8itXEmdXEOTAoVYaxr+xjqI2u6cyW25mD3+bInFdZjNNNhfc14Zc1fdQ3ePt9HE6wXs5+8rKC4RTZw38WCstNKgh7vyvGs3RuvvSoIn1+lgo/S4VR3E7ud5TWUNjJUzj7t7AB07puhazltGEut0goCc5BeH9lGDoLr7YShsxMsZYzBxvOkRNdw/Jmbir7iFAinNmkZdGP3DyVD09lmapyvMjMYG6WTBU9NJVlmsoBIzZ99OJb9HH3PV5BIKzYG1gF/z6abeFntXD2buGYppOzDekzoEZhA2JhnIUHV5vJU1EhDvgsnLht3rUeEPe3er3fuhASDpU2y5HMfuzEoS6jwChG0a/BE2M4sqm2tRGtYViUKBKuBy78xlDith8YjwwbJRqbs8KZG8gchk3EmLxeZt6yV9qyM49LRmSMFEWKnpSFWBZLbGpIBpzsH0Z/vOCcRpZANpCmY5MWqYyNVUa2Kf3p9BMZXHRTwaZj/yBFBGaKCFRNKpkOIcZ1U8GmZ8/fzIOhlCdfEXl88Z+Te6Tuq5JtSLTLlNL9IH2qURpyi0ve1PCwn4SzZ6SxJ122h+krs6R6JdFokqNYhMIBqYUDrlTTs+kzipNVwsGAK6OnMtE7nYJ3urCDtXBQpf1QPmXyM2uBM102naL6F6H/JGZzMjaALXZPYTZnuIVfoBR4FYUNPeuu7x/WkRBw1v8w4pW9+ZW9+WH+UWaLT2ZPWWZH3Z9Onx2VlR2VNXJEWHEoBi6kmT5HaYOVrNNhfuzD8xd1Q+cVX1bHHl//bOTngh67tzyb0T1CnEqURmwiqFB6r3TXsF7Yo+pLZZTiymhnfxz9TajFfJ5G6UTNd3du15DKxC10ylTTU4kzi63MYqvB3xkBv7NRt0d5bIXzDgsnHhYOo3nK5B9VHP5U4s9gLjaiO+WnsDn2/czlDHv4Tz3S/9QjPT4Q//UB9Ui31XxbOahI+tu/vvz+4//68stP3/96tghp+/f8vk/mHUVI87ZSUEOo3WK+bYUhS3L+2yfay9XfL15MFo1oU3w9IFijw3RrsaWRBV21lzsMAN4rI7r6+2ATTnQISsPgii1u1UDexIF+4KzY5Q48pJGleGkJJMrp5CZe7lB3c+vJIV3uEOzDiQ5BASgcYPVLfXfRsfa7WJ1d2Tos0KG+LM4i85AGRK7DHrjDwBt1xIOaMJj4ege/toUxpKsdgn040eHavrfsHn1egssdhqjgoAbwkK532M6aJxbS2R3JsM6u8NkNOhi7Mt/UipMdgmU90eG8aDsO5V3PULhd2MFuWKD3DLFHhNt04w5auG0s3LZAuFXDKOemq+lkHs3xlEee3j11ke1eC7QcS7gL6Gq+hKtIZBrG0Yw/XMi9yeFKxC2Pi7jrc0RcBd4rNyFAcjPwfjkyzsL7ZfiiwvVrSpBksHEihMnSTYWadvKMxVM4DlWajulTcmjjnLtKml/h5NTCUbwx/cpo5GYWPSbdncQ7jkJ2OsfW2bnJRJ9j6wqbqX2saVUFR2EBUdmnhVAELexLrl1UotpJjaOAdVOhpufTp8AddoYaBXZLJR9F4VCzsLzwuYxPI+E0c2Bj5hKmOcTPeJg++4gy+4jyYxmvZMnjqODMGHmZ/ZE5BH41yp4xRqCRmW4U8X6IPte2tjA0GMLDpo/ML17/cxgeTD8x/cTzT+H8n0sfH58UJbnZ9In5mmX/4PhZVfciz421/YVyMFTTTp6vn12aM9j+wuyfRY+eyZBulQblpOsUJX13DmvvHNdtVT18Dv3G/qPG/qNmbP/T6FOuXuZc3nPzZ89hFI3TGBfkJHmz6OXl22fRN1IVzaKTVDmRMW1SJHk3zl9rnL/WjBqnjKnzEH3GRWmMi9IYl+Vk3aMIIbcuBItTOfSxJn59OUIis+ibI9FbfVmlVRhpHUg/Uf6eUQQ7yNOtjKdUOcu4Mp7TqeK+AeZb5SC82nnmRun2s4wnSr7Di1cZQ8Akj7SRcEAWXW1WyqNBlqPvjIL1YcYlX7fK160aMEgU5dwpyLkHMc5/NnEEEqhcNapyoiwVtONHJpJxHg755OCYh4gj8lbhijzFyJA2iBOej89g7DQqyiPiIojP2PHCklVhycpIt0yc7pgYciu8ayVR8F3hGoo2fbA9Jo6z9dlM4TykwnlQxciDegJnt/NMKSedzVnP4exlYfILx91xgbhnPKkPE89sSrQKBEfyhMredULrDbDlbCbAUXW8SJ46h6pkoDo9SZ608GI602dooOfRx0tvANIbJQIt+kYl9BCyhmsEnqT/hNQGiziHG1uLz2/NI7pkYvqJJ5+MyT9Hl01syk1syk2cNfws+ma4N9Fn2MOT9CNbSuLLl/jypXP7b+jyIZAzqxQ2Pi15VVmZNE+/f/ds8mhJt8ibtoTLlsSH6T/Jkm3R51JeiWswPsmSffr6GZb0Z1iyE7/9iW0piSXtJ1mybdDVM/Sf40lRFaAU+8f1N+pEZfbiZvbihp4kK9uDQewzC9yFQRMKF4sKPWlmzXRkPoTn+CQ3nojp6u5jTWYR5W/EsewqGDN81+lphsM561QukSFRQrfxSThwNl89yW2fGKRPVDeFNUGJhE/y2htFZ1HW4syuQsD3RqXKKF7iFGUmfCZUI6yczu6SM3UqGVivMNrbH1SnMsNmVwZklKYLxMO9tuqhMl+vIXb6QwetMlOtHB4QEtdlSDI3Hd+yyji5Vgm9qASPutFsjHF4TGWsVbuwWkD+IbZ+srJa9KA8xNyt0oGsS4TlLh97TCsDiFYutSBNR5IEmw4zmw4NSeJ59PHQW3mrRsVNMt9V4u5xva5H5chzdTbiMh8P0+ein43rurYQvd+kjzY8Q49onFJpVYc7Ub3gxqOVHrM3HetRJ6vThfT5sTmnR1r0OaU0Xv9H9diT1RvC+T+XPoE/h3KlSX/FN8eANzdTelGujot3GPtv6PFG9Qy+f53v35nqGcj6zeOP18+qVMMm7LAExMNWRKt4xwP0HzZhP4/+YyZsi35hdP3Ib/awCbuzWvfI9XvYit3Jf9QN8PAIpTYzOFI2PDgMjmSVmXqEvoEozT5bq1wnuS2NgpkR8CSHw2iP1rH7rLEFu5HI2yIL7sPeu85GnM5GnB4ZcQpjOBYDRJE9p51jsTtbsKTpmL6BkEzzZ7exzXoJTCKk/6jLnqvvAGXfW/6op17XnblRNiI0onoihYPQChcdMsIkbGBmKugRRiqcDdNAgXtmgeMUMDSHqCRgeYXL3BrxMTa2coQ3i5FBXEJANxVqUtT7E4hjFaDK/nIjJuosqnUAO/poSNbpnQ8rADwWhdfZZdTZZRLevIfD8boRHWUVofpjJv8cbl/ZllpZzzHCP5/E7R+OfbXK+zDmLpfAehb9xv7axrHfobRRGXa1GrXmOFbGqDvMFrZI1Gpc/KJx8YvGxTeeJGc+nHjwPPqPJR7Y5VzZyHA98P8c+XMFQSPO+3DigVbp3qFlWgVZef5G3suTtNzT9A0rw5PoU9pd4bRTznuy6RvMN/Cj8fXrfP2MtC9r/00t32f+p3N+Me3NKhFr4NadyHl+LO3OtjJcNjI+TP9JRm6LvpF3x2mfTzJyn857o8f3OUZuG0DvRNrvk4zcD6cdP8nJ0rgeuG4q1LTTZ79uY79u6GRqbORuXK7CSHuvFMBQKUI9dLD1hR7/zvVdOlf+epKD72HEhcqlQipX6wi9qw8jLlS2s1VOC4l8y92oVcJ2LgPw4klO/c4FXDUGR9mbkPk9yas/8+M/c869gXfypKCKk3grXAntefQx6Xpm5jMz86kcqVi5EloYTTMz8ztJf0LiSPkpZHHZC9fl1BFNYiA7X3DvPzCsR5v0HxjWPxah6tdPf9sa/vvTz59++fHz1+9//mCIqncefkyjMw7/TDaCi4d/esrhn8ku8sjhn04d/neffXABXD77F44+AN6/VAAs25iGg4lJv68ZOG9U9ON6B8z9AaDSIjd/fwM9EF+7Dsl6qcPFRXr376NCgYDcWF+WCAEA/fxbH9TAVJPSwBeOsmvg+dk2wDf/a2KZh1R4YuIlXQADUq9ewaZjZysKgaOgPDr6G6eKKmKZh3R2/ppY5iEdz18vduYtKUf7f+n45DVQ4UrZp6ziJBZglappX76VVMjC+d3x8ilimYfkLF+nbKOBzDzD8iWAVjW8RxNs39ZnguOrmpQBYSeWeUinr48ilnlIzvUx6litjBxD++89IBs7v2deIzbYV0HLC4xetRRseZU7g6EOuqlgk8N60PjP6r9qUplSOzfM3FSw6dj4MwHr2Zowqr51K3OHUmeUuiQBMr7nrzeMMFQtBVte+ca98o1/pRt/RFxchTt11VSoSS3+CnxfNxVsOqK/YkaDainYsk9+uzWw8rqpYJP9xp+4J841GxEOIBZNAGJtGPoyPLK6qVCT4hKUMcRulvikPUx/l350utQElg6WkdjLO8Fh002Fmp5PH0N7dFOhJp0uhjl6qzgD5ZXwAzxO08f5b1+eUchLbGlEOf5p+y9fFvqZLY1/HH3D0Gum8XhqyZkL6z2rwoX2R6L6r+qjvLUqU3/mpoJNT31YNlEmA2PXTQWbjs56p0A23XT8qlaqhqVaCrQcP+mYDKtf+WORonZ61VQIllr51RVHH5OntvFgCrRuKtjk2GvQn5Fp8vr1k0gedGbrpoJN9qsaX5O/hN3vp5/+DUk/ff38P79+/f3Pgqev60te75YrTTdX+JGqs97irVScFgUJLqRpyIfFIje9IF7gdHOymZurP/smMvUgL14PLtMMCi/DTcQzYTgSwkDMbt2Qvs353hJFHej2TC8V7+5E2oBqUgNOiQZs4GZ4FXn1d992pMF5ONEhuaYmPR01Q54gnJ8m3DJzU9mbJmd+g9+X++HeCDnvCFg2tibS7Dtp9vZ5L7AfdN1wvP7lhOtx4jY7EsbWnemtXoWYhoW2rnfA42WFRgC/GfGdGdefDgshk750Piu9Hg+2TzjSC78e6cj+TsFSX+5AS+2a9LqErr119y3c3CFPL870B0TMlZ/P4jR5+315yU6HqkTAUwRWCRR+7PeXF4g6uFWxpltFur17D2yMjV+GtpcOlJsgTftl6GRjTLPwq7I3VT9ISRHLPKTCExN3Vkf6rD0n3yMyYrjq/YKF6vZK6t7WVFDdlybtrUfwSzWH0wumiGUeUuGJJd6dzHtYDg4MLNiJE+aXaUy83q4tb+uCRuicyFGrmvR6I8jrcmMH+oBk50Lq775d0cnX0vTgMk+h8EIk+TCawyaC5JUmm4FMsqMHHcjLMrGXY+KMyIlLI00EIaznUOz1ovEiy06BU1EPzh0veYUSORWzKrRcsMk+EPv9PDzB3OHS709cEf+GgXIwME6dGz0k/PK+DuGWqS4q3xx5llopufukfWRWl/wyi9tJAJnj4u/LBAZ0WI9VouMOOtB6kH9gtIBfUTWpG1cRWmwit/TW5BqxNC0hj7XQRhPsxkoRN+NTiCG4Nx2FUVQ4PdiBxstg10Oug+HuLdoJvNBwMVgnXKyChonR0pg4Gtcn9uCr3SvnjhZd5ssd6DJflB/XwC73uPy4kl0wqcqUZW/yX6+H5cchuePx2H6Frsa96aT8SB2eJj/q0WWew+kFe1h+VLuTeQ/LwYEJ5Uc6YZcOaI58sQ8f0My+4FGsGsWFHAUCPHxAC8mvos4KfV/DNQ4odnjeAVWjyzyH0wv26AHVu5N5D8vBgYkOKJ8wT/zi560EkfKPPm+F0lS2JoqxKYG2Yj1viEaiJyWxCoRnXF8arvXedCg53a8V/t4QXTCr5JzkpAeXeQpnV+tRyalwJa1CKUV0UkLJiY7WNdaJkSTPY51GJEsjz3qObPqPs05llhX6mEArTWdZJ3Z4HutslPGb2bQcL9jDrLNRKMT10KMzJ8yzJmc044/wVR/VJiN069aC01VNarqEBt/5peovzmz1Z99aItNd4YSb0cTjxe0ZX0a9b8aMzL3F5h4N40Tw90bwcEbDW9uV729yJgj/ekaE1K0Fg2+3Jk9NHGY5CGupt4S2g/EOMwnYhXST2PsoNmM7pRiHUyU0SaIzQkxT5FZbEz4OW1NH+uyDHPm2HAdUHavFpgpMlM9wrUPvt3U4OhHSZT8RN/VZDsREkT8jyxO4W58xl2RvOfIIz/eyAv7eyP7GBJ+tKcPjoZoU7hGCD6jxl4O1guEm9JkGuzGy8IMORkTM7rCUeBw0NKsmdd4Q3qKyzzs87wMSgssKp4L06bJR0J+6f2VvKp6Q3nF5iZ0YHvcM3KE1AqAbTmA05MycGHqR99YVjdwR761cUXBrQugK1eTy3v1ZPRtSqmllHlHhaUlIKRpVRqUDpn8f+E/+fJAjgg4DwgGyxar3dG8sao+nP/X7TVy4Mh79gh90sEQDWPFipMSyKKOXV1Yc07VHk2PSZ1nmPrOPPRoYcurNbZj6UWmb5SUp1HScCk4oFNMthPmYNj1ZajiFZyTByejcGsHJQD69eFyqiJRp/94C7EKFpzJihzRp0ABaK3QdhoulaWUeUeFpJdqYDFtX4vNUFwx6uPbrsntcz3dYHKOu2SHI1GI8+8p4+qMJry9nag2AXhSW9yZ7wFl4wM6x/FjerUsDS4ZuKtSkVKcVBqy1qYJNRwOupFoHHcp6pcMZZfKaGS8Izn7Uikdx4XZZuHrdSXXGisd5ipljeHIgaT86dTO0lMqh7uLLs+fO4ThbE1pcFlenJvvlEqjUD5svF2SwmWOd4qWyzZfozGTz5UwKw9i8TOT9IGT5sKZ+grhxTIyI6T+G9DMoM+kzWz7z+eQc3pg1PGqyNgpWUsYKMsXQYI1M1DMHFhTSR2XkY2qbCLSs7/o9yRH0aEoX9Wii/U6/VSLdY+hdUZ76gk1HYgloOZc7eHIVr/e1X+Nqu74I0t/zAnheocJfXQPMEGXLpQ6zGCHeOsxwtThHgeA9XAoLvBZXf395jaiDe98aLXG58YkjpbXtmSC70loxF0/FcCf8rs4wxyTvkffrirCKVObxFJ6V9MPA4fEpTnBfnDiGqlIzDjoYaA4ZRe6+P6w795AmNeCl0YAxcDhcL00s85AKTyzx5mTewnJwWoBhnDhe104nZuw963RyvqDlvlhu/OXZp5MkvZGmnYn6vaQXHk7s8LzDqUaXaQpnV+vxs2lbZ3G9/OzOM4fLVxb7/dNRI2gSJRpdUZnkuzpjHc08xUcGNRWmigJp4fztQphAW9PC1Bf/kbpX/On3huEedaataYa1Uk1qvAsuVmEMqWC1NK3MIyo0rUT7knnzysE5IQE6PFjeuUz7+XnrHfigJsxWutyho92Jsinyu37PTrE/Dn/TQMnCfEDY4av4g4gP+xj4JhypR8AH46l21mCuow/CfC+jD6Jh6q+HvPmPTz//69PX0fm3T7/87b9//fb9B6fy779/7ftU3pF8P3DiKH8kiEuRxJhdWEkvE+KcSZNKsapwKtJKIcl5ghQrg/5UiP4CPFZPTEJ00Uax9QPBWJqONNldXDjXQWG0vHWogWOlNIoLGxI8TrBKNqqYhzFqsVGG1TALOcNVxSz23y++ZtV5uFJqb5fGJlkHsVl1tCcvbE9eIJuepMFCvnoVs7DTnzmuayEupYdUTs5ffVnBRlZ0f89ss+ty+jJszuF2GdQnuI21U1SbDuJIfDRU1CWSx8NKRqMMZgf/OtSFnE/YwQgv6OhnnMgpq5p0Bh+ubyKLbMRuNK3MIyo8rxu7Wym6QXPAgk3HG4wm2W2DEXxANT2Z3WpiDv2Zo0QncZNL/Beer8lVAEakBSUkXOYGmV4nixsVMbGKpkPcqATcaJOGOr6OCylMm8aY0YRemBsVsvpG0z/9dhA7SMyMrcviq1+alku+82Hhs1L5sASigUHegGBl0eDRu+p7JBr4Mxbf+bONi1KVM5X/G2Z8TFVeRO4Xrw2nLnqcfFh/gZOvwVEfHkRMTJ0ppC8r1AB3vHTVwkxP+fI3eT9RE9uG1GC3y0RX3UpFd8N1dCiGHCv/ciRy7g0aWLlBmjT0JQy3EYrPJoZ57h29DQcdjJBuDFPZmsgBLE37eDuvb2ez5Byl7zR2hjYKkzHO1/ZlwkZY8OXZW462t8ByLb4gprcy84YXanqVF6OA2F4ZpGlEaHmCWEJsnqiDys886GAIYitLQiswd9WkAr4QhkpP+tSGtHJ1Q0YwGsbwVinwWahJG6lhtDNzh+j0aloqPM6o58W3h2zknd2//nXXu3DyutvbS9VnV2anjf3VRTi8enU9U282wuii8Ee8cGo11QITOzWhU0jSip4fi37mgm2Zigfpt070Xlwven5pg3dj3j6HQJNY6EIM5H5UVBfCmlHChDPeQLoZGKIY9DjLA16oSUkLmUOvMAdAmo71GKyuUAtJC5qPUjSQc1qk6TgaBEtNVX4eqvE8mMLKZfqDqWE2WSeE+cLBwgZ9tSJnV38wBDTaFZZtC0eQLpRupQ/E0eFzBPM048s3pGxv8Gmm8NetCWvCD2grXLtML0lBnWpvsZ0mkpG+n1kfTJ6G2rmIrmRHidaMFSCqeDnL3vQWkHxIG/d4pgKiM5fQa3S/a8MDtreYqyRRc68P/bxPQX0EDstbiXWkiVjXqEwNol1PxLqkyRZFF4R4Cjp0Bct+0IE8PRPXH5yo+Kxq2meY6HrqSZeD9QVUcvXdM/s3KxXY/j3NL5OqOEoecqE/lAUrgXjq43r2YsyFvNK6ScgbyaYZnl51VcUp7UWeFVTskeNYqXqwWJ2j/UdBZXyqCumpmdSuHEj57RpvHnIjS2GUBJP5XbN4M1qcds37mDrlwGQrBwaFiu3DaALZxGg0OEmTvbVsgwg6LKgVjMADLzFiwVzEoENKGEkZdViQWQVzGC9c8zsYhipUxTK77FWT0mzQhK437uQhyezM1iMqPK/EB/LBC3VC2PFEJXVtzjBm47i0m1n56EByEIlDgH/f/OA2fjy3Dt5xpBkHBOIl+gODTiB7u0JQxPjJ/fG5GHOCQX4LBGEsQNCodnlP0J/hAlPUIziY4vgJCI8fX+eS5IE/OdIkTRxq8uXHr79uLb99/ukfn3/5/dOIFvn+m1PRJm9ffHe4Sbs/8H4icCY8IX9nYGMGuiFsTLtywTT9AsO/yXUzxVrva787jSY/xoqLXu6f+FbwmwkbMg/k1FyFRuZxHMxWL+gZfuLD/MNDsWNb23LhhHXKgt9nTDjBbDf6PUC7z24RkFYRcGZ2pZxhDF7g9/7PZ/y8W9OgYrXZ5Cf7DEt0xQ7ZM88WRLYeHbwdSLjDKbtKILCG7deTH0cyXfr8MP9dGX8VuA/VwTPINsxfm0ErpN9DJIx7JLafz/h578RpQ+qZE739fsETCkkA3n2eJNTm7Zl072dNkiSyr+7q5d9R/lTaAz0OO1Tq4FAYBlLq4IHbj+oLMKR68wjYHRoGs6S9IJfdoVB9h3YLBrI7MBp48rFHqB7c1sErUz0stNAhgJhvCGg++dvQII9t/N4b0Iy2oNVFPygER7JXNbF/v6LfcfUXSEWS3G7CejpopCmMnltvL2pjpBXi71dP35okCvHMbIbdp15Yre33nX7vjade2+3t95DjEByn3pErB+e1dwzbCW7EppJOdOfcPesIn7PdardDRR0+4BsDxQvm4HOmAUAGFHzet53TSh28fRgdCnXwRJpFAgRuHc7eovGSLkjMy88cPi6YznyzxthGqAVf1+RjJo0OjTp42TzzC0wf61/D7xu+wHnyS1M0jPzPk7vnuSJnG1jHHuBFxUMyOnjFLArKOAT/DB0mgNoacXx+hhBtghsUl7BYwwBk9DCKCzGD2b15mTLjRwdvSBU5eOqu4DsiuDN28LhHpszwjXt4INjDw7hgh+W0kXHOUmt4v62etjMXlJyJHnWY05UZzZTiGazZ1gGkhGBX5o7idrDvM0ub/smaF8xUCc7ujAgCweWYV6lZISzKnwLmlmQXlmlbVZA+AgYyOmTq4LCouaL1NmCCc0UJO2Czc2YW5fHxOWFGRfBQzFSVLniK+ooZSaOw2Hk0joUUq35bxCNL8l6GRJt2b3d4dyhWOU9Jvgz57bv5X2KyPbV2mcihuPFDN65rqTvm7m73rmSIXhKmW2sgRfHVTuAKH8k5vtkEOM/cQM83wrpu6A4qsArTn4pYiG6Wx4Vgz7crjRUjtiZvfbdJ3x++ZQJGaWQooMFza9qjDyQqBkMNti8jxtAYHDjjtlll761aUQ7bbnR2T2+ZCN50RBBi5BSHbc8qIVu8/oicO+8h/m/0P339cfvzz5++/vT5h+3fP/z9508/ff/pm4Xs6+2s7FLu11ds+e1fnz//D3cVO8EtauPbD5++ffnth6+/vvkE9K9f9xHev64fMULJvjgxwk2lur8jf7k17Bhc/QEjHBbC8wPcGcSRO6YTQEpmtjgE9vtb0NUTe2P+ylR6Y/4zYH6QoI/YATXAKEkSYa4A1hfgM9uvMIt2WwmsrrC9VgiPuim0swt3tH15Px+SfodsY2Q5AZ9rqmKexK0DEEXLAd73EEtwuyYKtx3lCwEjpU1idJR0y4KO3F34O/KnoIi+BNUZmmiLGjrjfrxa+BAH7u4JuK1zfyExgWQUP0IUQky2Y734xxOVb9+kkynibajjjmQrovXewdcX0kJzwB2gSBGUlCa3ONe2pP1ehRlp+F6Vhi4lyfYOXo5KUmkPwnT96A0Afg0q4KWMprVNQPBUya0DpvOvIE9Ch3L7s9oHb86Sryi/n7wOlc5ed5HfRPdVHTzPlui+ewdkvtQB4f6qq3qK7rt3KK76LLqv6jCdxgdbMtp1cnatwlsHsLoQPe6wXpnRUgiQ0l+zpVAtXH9XloYlPIJ93zowaqN3spZOBc/9s7uQKdy/HMuMpqLg9i0z5Y/793vrABGVE4jntAtwvQvK89QB4x2T5/cdvy/4e4/LLoSWHfDxTZOtl16KZSJ47cB2tWK0xHjtPJvGiv6I4HmcVzSCjA6esWsVIW/vcB7+chPnkUuvgfzcJ4oB35qwNuwmVq6gRsqXdQJOBgE6r4Ea25Twe5Ov5v3wKmgyxJHIygMq9LH61W5UsuXBbjybUQf/9wb0GkJktUYJTiOOZaH5GYXJCwiQJYI+aFmABm700+4xUTAlE9AflgOG+0W7URQHXxfC6hohIAzJSJHoRe6awkzIQL4GlX1ro+M1ygRhhGqVh9eJse5ckmQOSqLUjpjd24ogSkljUKqNFpZ5HxYqhKSsEMZs7D5CNLZC6tam4yw4/bqr1Wr5MXCxYBA90W8UxrpdCASI2y58RvqZEERVPRoxbq0+c+FShqPMDoS498wR9irhUbLmUyf696IQMde6ew53+oy72JVPWaaPaRiF8EgjBKh5opIGfaZCjl3FPN0ObabE+Mr4rS3CnBnmAa4nUmH2tRBO3/YmoIWycUWHEY0YXH1O7MXsimFWAOJdjLdCHBFC2wK+QGvyyPeXfaVVYTN41rYji3aprR+evHFj/eQqCLw80SFTB5ezdXn/92DdvJeGUbl5Ba72eGuw0E4mfLPtdE+eoEShEaW5qtLoUKiDf3slB2i/P41O0LZ0e6qh3N4JTGVFMhmVbOKeoJ7x/I7EKiCuBD4ll2HFbZWUr+Sy06nJ25lElHgfAmHlkrcLl6njIpIDaohljhWPRgmK+g0YfCDP2cbb04QFbAtjXZVCNuHxNHohReRzl7f0aLxGEv68u4yVkILj7VTwtjBS4PBZuK9kFYeQgiDAPPKaySZbVn4n+JwPABe/TmCXsyEiKsJjjS0E+lUxgbxPtgD94sPzNgrFK82Pau8YPxRykvGAIPwzY5hs1/sEhEklm39pL+7+9kJYjJtgQtn39QU0PIWgqWHJ8Xitt32xX5aKQS4jFNUxUSmZSXVwBY3BlWF+mc9PIRWycg2Hpo6U8mlESJAo5SnZQyA0EFyuFdKgh58dPMd1Bc+xVdAFAXLMgi4VxSyG0Ggq4lLlKPu3F2ivnGhcCQRz7AYufSPI++bbGltFe8yJDit18MWcyioEw8j2Tth9zRCiqwTxCnMOhJBObv5eCUa2q2A1dXuROVZymIXlUTamVOAx3YSOCqdbSwhKgUfuUViFOx09myauPOM6jioWIy7dq4Mmscjq997DkagyZvGzS+wO3hQKnu+RPuL5vgpGaUmCyqHfCChkD7Vh/J4S70t2O0DoW8USLyc6+ATqir/3AhAXQgIorsmP608VN5yQU8eLlzq+0HQTILjR7yv+3isLsoj4LK+poyetYveR991ZzpXcs7Mb67zSrdwzZez9nVAzLW4qviReqN+f98CxplNdJrCs6DFHcvz75cJ01gmDU4P1WifyswQbMmFWQrTjSbSOc0cqocAcnNk1YUh/cCnWhH4P/9KN31+61Gt6ISbjehBnTNcZb7/nf5tpyvX2pF/o4LsQkZFltz693cH5fUfBvU4u5+topAqeQ7uDN+WG7vHgSd86wKIOm//5NDmKbae7Z2iGiGbROuGCN1U8LcmXUTVkM2VZXgJTTWFTTSKErU1TwEJKIrhq8FQMe61+3tz4Lp6Y9/3egHec0QFTGV5RyeqiVaFuWNn9tf1qdd1vow/aVpIMST6D/qdhbkH43SJ8VNmEfNtOpXi7gaSJDphENswhRTF9Lv3k66bqw+p4oWVLNanpZySfRRIo2HTs/5rR8CKgBMoUiEUwhrqOUfMMIFcnsH0Y1xtNLyODEPXjlUvCrVwuceUCfhgFb3j3MTq2Txi92CcGXpzI/VcZ+L4msNGz8gi0UW01KCerOhziio4MBt/tLXKW4qsLbnwh83ltZBQZpS7w4C9gPgc+VTCMY3TwGFuBuAL6vQXxBjsrviyFipxwfgt5NisDl9bZLxTfZEs8FOlZCnwKP05IfqbsjlojkOP1ZoPXBtUbe1AehgnpFyq1qEsdK7buku+ESb01YYmBVsivOwRfPF1ivlOnu7muobpQLpBOt5HPoFtf1aNUwJEd2VqPQIsLBZVUDisYTcjWu3D6LE0GfX/+mTwGw+SJ9NMLLr+y9Qt5wrTvscUVZy/5UT51njvy1B6w9MoGOVGn7iQKunkFyc8EGjgc9P7SV6vIaQHfXjVuniA97/RXZuxrFI8/Md9L5HZulcpqNXYWtYmuXpsw3I7j1VCg64nsoT1jRd5RnAkZz7wzMXXzvcjz8Vl4V4obN6r8IKqD/2YXKizVlZIgE0RU6eHEZ97GEpNfRHfg1iH5RHl4bWXf8SIhiuIMpHi1+cXRwtuKOCGjnoKHP7W+kPWr+Qofh000IyJMaZKuwocKASucXoo7uubG7fdi+vOuOUgHzy4z0LLu5Zp7+Df+/P3pFrSuow4QwNv868DG5dZc46/dwZ8xjGj3DB2YZ8Hp0DCiMLAu78lI54zX4kW3o2ReyD3mRdbPmBwgAHQHvwcLUUMFMv69C1+AqT8j1siLz8bfS7GRE9dnzehNrItvRcwYg0T0yDaLN8K5P/z5YPor3x9/fc0O3gaufKX9E7JmwMMLTiBbcoMTzqZi/waxLXrwZt88Dtbu5iMlbB0gy0hUmSPDLPhoNgrZYzJkyW0+TiUblwO2Z3fwDeR4tX3WvRAQYPA4LDPmk3l3ZyFWVhFg2XVOF9F034SWycVzJldwT37epNnBe4jInS3wW3aHhuhc3S+yOjpU6uB52BvNwb+rW4cFf+/KJ5TJ2f2kRkoVHb93bl7qeEo61l6kbQMBaJ58lz8lcs6+SZxTRWcUsaFDwsTMMQf/9wV/738fuJNg1x15bFfeZr8DuHgFf++kD3kH+Dvnoxb8wHM+cMEnPPg9uGj7Llif8VE3OoTZBblbJ9Ezd1bgsn9yUvvrxU7wYEMWijIItnxZjDPihkksWIfMP7ULhYX4t4IzOINrxzmiwcXmJNTZz8ikLFc36xZxh+fsZrhmgEvtPv7O+H3DDh5kHueTBqyYE1Z9Xr9UOhDdxYrYOqzEZbznbakIhRY8oOyepifareSbETOo1yDZc8SmYCHiRoH5I+b9dvJUFCR4ZQbAKBgftiY/HQx9BipXQZU7yeAL6ytl5MwTGa3nAsjcBlIMIq+MUq5gts2V6oTOKnz1Rr9hpuk8BwBTWdD+FJQ/FntJ5DKYJeVkp65w2GX29/yTyCeu9pLFi1D2QWIi5sylLGZVTUfyfADngFcfZ88pIZJDLpvfqSJRb1SktUd5oCVTJbEiPGqnn8kfOU4+LH+ve9KWkD+fTZNWfGrm7EvmBLIyZ1eIZBgXwQc87DBTBx+x9GZyf92PqVseiTLSBtSkB/dJGWmjg4fSSrCu8+JiYTBw7Ly45hLGON06eDFaOSGHXvwSeQzsuiQfpxWRY5fkYmcMwCrYhtWNiMoTKnkDosAvnAVG5R3A8+j3YHIXhFC7A2GsDAxSL4KUUFwE5fRIy8MqHc3dBUaiEaTWI8UWUJC2+9ZO2+2XCcXnufixf4WOOsI3kvwGODHBmjESTbArC1UyD/Z9YQhK92DNK4pjwcmVP5+8G4RMG1w+hr4Nbveskp73ZW7OGs1UcGWbgsehGJk24IGMfRtw2e0YgC4Z8PHRgY+et9EL2Vj8t4hRWYLXjnFf6D2NcN/vd3FybaObYAQ2oCVBCud9B0HSUefEy7ErVAVnKW5U+egwUwevvkZBDicKmN2hofq6YPlSogAZ4AvmUtEcZvy9O6L0Qt93wSBXKjYzu2b5TGYWMRIcHQw4F901IQjMlerginUEmT7Atrw5Eyi7wHnZHRqq7UvFGErPYz1hgajFryQzaucmHKBnNwdQ+mDBZswLCHZkJktksOViVTp5qHaz1clT2wkp2b8VXIhEbHNHHSC/egmKuxC+28jK8aasEBj2PY5SjOFqV9eXJKaik9ysL+hMCfhlp8JhAUcWe9ohz3eNR3RsnTNSMfVywSA1+H0mNjJDnDp1gCynZXbvXa1ofl1m982v3bhHQeExuqjeo107cv/hLHd+T4XTVnQCUAfArl1dk61Cdbj9Prly1J4ypX/vrVBCTiC+8qMOIP+ugVxDRask9+yoA1bFCsqAzeBhXCfMhw5wUei5cOs5PtKhXu2wYAdPjBoh+IWWzOOFXKsrKF1FxcCCXWwLziE4JxKRcfIkCoLzuaOusUdO3SUurOlfVi7cGXADrgy6BoUvKRJnDUprJkysXv1Kk1sH5vpu9VHWQmbXyCAhIieZeGv00PvPxEAOWrGD9xBJuN7Jp66tuKz0mH58ZeZb8WhVmPnX//4yfjT97fP/+fLj+Mc/Pv3y6afPX7//8FR15uU5xZkHZjkAwRasXYjOhiYgfzdvg0A8KlcPZt3JlwU8q1KM/vZ5h6Pqz769MktQ2yWtlKU4TITgGhsw4pgFqkxKEvS8O5pV0LMf5Armg+Jz9IEZvbyvQ56DJZGSSrpQAC0J447kmXFhVZGqgk1HNmNEsQ47YE2ooEPHmDzqQKdETqLU5KakK9X0mnj+u/MN1sPHvdUffdvxEIRN0hxvgyXEq0RJBEUBVwtqzW4OE8Qr//DQ9R9ON0wPUgkhcp0SXP8KtcSrW7+8J4LcnDnfc1Y5eAnIOLc4mLT66jdxU++5QjdX5SocLvECC1IPepi3Js9Qob97cKQMBEkEh+28TV1F8ty2V5W5FGcyQRz6hoyRSAQDvtxhdQN7O9XGow60JDOlrar5e0uyUtpsmShfOmDTnYKm6OUwsoWwhlrrcg4lHYzwnc2Xa4Y93BQ6T1PQ37WfZiNz0oBaxDiEkSsHF1SLAbczVwiakiQTsn6GooxntCFIqww8AbRba3nc86e24Bvvyh4moTYqwYdldVS0r8hN3pNoDtftYK1H0KEEFGhFpMu3TGT3FVEjSTz/TItUDvbDcyORcT77pTZHKml/Xwe6f0Y6KD46Kp/ae2pXxi5lmFppOtqextszsaTfCYVYE8s8JDrpJ/0ltMJuJFCj7qsXdJonkhnh90a5LWR3hhStmtR7AiFv+oU5EhofJp+Q264MBDwRNKY02UIrLS91IBG7kfyWKuFZqqb9OHEVSD2HswumiWUeUuGJHb//agvLwWnx4RZZ4vdK0Bod5iCXeqXTsRA4P7/E8lldmYFAcbv/0nWRqm5yCwHzN+ZanYtiNAuQ1xfzmGnNxLMMPc4S1CvzTNwnt2IMie3cHfWMIvUzRM9AsV01qeETyzV1O3/xNDEJiC14bgoVPtU7lXk/Tx6cOdOpnRNdUUvN6kx+xkhSujORlnVttymNIlBnF7I4bBrKCq97nxm9CtRZ1qJ99+mMJrSKITOG5kTFnDtBkmxNiJNbE6FyJLrRhPMFgtOK8bPXOxTPpmhs3NXf32+0x/kTCskDDcp7Z6lDww70ziXigImrLSfZwB3FIxF+T8vEQ6Tp0Lp3b6yLOpBHKuiQqb43dTAMniQrZUKqy5XYqp6/LAmmRwxEfefA6O++bfriBtZw3uH1DsgE6JRkgrrZDg7eaX38En5Zw5ehcE/H2tW+KqruAyLOC2CnDq0EYJCqi8pQwadFSsjJEahUbLapsvUFm44iHha4FdjBsKZkEAXqjuGprT99pQFXHvCEA8YFI+sPBCkPtEVvhp244uUOfoHhTLUhrndAV7Th3ELwLeuUVAtabz84mZvKwbH2boXxjvkp2kaH1XVOjbxE2gKvw/b04UW9PCTs4D6XC/E1HKDh7kMJVjmyHN9WXbkwlsoFEAyrkD45ktjwricmry8abVriqg2I7kz0F+brM/P12Xr90Wish3R6/opY5iE58zdgMdWWlKP992y6HTOpBiqZn8s2k5GiKFSyQk1q+AgqOgp+INfNkAFgGIkRAk0PqfDERFLpSL8Q+KM0HdHvO7icymLFunKqSRdcwaIjakin529k0aohOfNPlEuot6Qc7b9zfG561U2i8cY90ZVDTW5X0+SigLANepyvPWbCtr4FmtwILkAQ1EZF/5T7dYEp6hEcTLFzeusCk1xcmnoZ7xfpW7mfFAzyNfMI7Fn+JeKBfvny+69fv/zy0/e/nAoAGvlT/2YU36fxjhigOqEpV7Bejm8pOwbwwBvZ5hpERj0OkO6dsdq1oc7h4c8SOamlNLS8S6lvYS4LXoPiVhPYVCIIj26Yvse2WDQ8cx0n/dkbS5sF4/XG0qgK86hSmJ3RImZex1BGunOFgoMGVhC8AEmFZIu7ugAH1k3lgD6lW0HMX42qgZZCMOylUzXQahbLRJl9e0V2rKmCTcduOsRBH+CraO/OVApWE5OOZB7rqDMw6iViLzRJl1KorQ0024E6DrdhkqBw8boDVBfjNS+JyFNYRWInbiGbba7MDBrqCwzDThUOV6qCbcBVZ64GW1RhABUZ5EXBqu/i2TveL0SL6MmqOraLw+qgY5jESrFE24L556Xvmr+ueoYov53dukOfRsfl/AIC+kDddM9Lb6QgDPLAvLcmRFfX0FG3/ZKHQBdNj0BwO9Jnv+mIPUbfWMUwjEKzF6Bc+7TMmFhUwqil6QVN75lLHVeutzoTsMt2lHOm1Vqj3aI6vUi8cwEThdMorAV1ybzAQ2u4SDLeFL7aAzGFr/a5oxJMfpFy6nJUsfqjus+eN47OSo3EnMZI9OoAqZM6geBQFdSLGKNQF6uY+GFxdiAvLQVbdHUPrEKQqHhOPPnZqvHNUNX0qGVhyJmbCjYdk19WmnzHrW/kQR8o44xET1jkS4DCP5JcQKgZGjaI2C1L8nzCL+saFA33foEESKO4DFXV5UeqTeSJHdCeaAhdqcZ6xcK2RhGM3Gn+OP1GQkVd2WEDKmfzFetG9rO57Eqk8oBnkibp1FE53x1X7dj9n5Hbc5ixMe3hYoJdH7oW0Jem41VHUbpNJMuNuk+GYgcMd0DDAPkl2PR6K++n491OCPIbKbQzaE2zYNMJ20+TLJfXffTJ3Tz7yk64eVIBbB/+QtGMaeUAzwkwfI0ri6Y7VZdBla3BekzblwuRR7fv1hRyDPRXbdOnui1qXdX04crKWuvDcx4VpHUEZ4h3jxn+Jnol0OJ6Iv+gHqsMv+Hhi5Zv6MUo62QyPBv0c5IEzZtUzmr3iN32q4mtfHq6KAqiRZJYXiUdX+hjdFzxQ8e3k4JlvpugSzg6dJYiZDv1jIwnNCgpn/5OniNtW6azm1nYGfuBi58Cq/uYPpCX6vRK1EKnw7inmc7e3vTI1dkOHUBKpPXFP7mV6lWRisDaVJ5YmUzEs0dym3twupTpUFFUGeQ0S5kVM5cKIUcZWcp4HIsLmA6l9Wtl9ML5KwOa0EeHcWz9yOQv0Qpu4U2V+Te8tomq0NHee/5qsiNnTGo2al1RjANL2UaMQ1blIYTpINPNiJNvvVn4ZGfydqkmZUimCp2JnMUlQs5svHt6SMfzLzNX0uOUpIqIZrT+arEzb8mxxFUrmaKGloO11noAXFpmkY9uy0hSflF13RLTyjyis9PPykycuemY/jbu3f+oTKdo34iOn5pr5gU5Xn191OXRyygw0u3zo1cBx1wYxJGyMnGkdaJQ6znJeyTLjp7+LCESh4Y8QofCTPDQ8rdSZUEpMaDfCkxnmUTskPGSoTqSMO2nakHDp9oIWa+M9I3EedovF6II09Jzh7KQjP5C6TEeFkOh4jFxB/CrXe5QIquOTl+SnURXnGrajwBblcoD+r3hCTQyqgq7AgenADmzqCIkBZvOLlh3oVyGcbq9r8PwMbmXcljMMeBjkcLGhZqU98ooiUdPUHLRnMuEcJBRB/q1B6rCK06GR07TTH4HK60U1m8lG/XWhAkv2j4l1pbd4Vyw6UiEmCjezS6ZibD3mtixySxYL6npeHKBjQ7Rpa1VzAAibBTg27VyRGHhqqBF7HQFm+wBq++em2FHDKm4Axa+9E91nRFPL7g0xhyudigzACoZtkNMOqtcgaCy6bSw8VCFD6jMJRd+baUEvcsdfEezHvlBB2NJUECrUoFBHdyEr02jSsrb00KZeBXScAztrqJ2l3dP0De54aTdVM7maiReRwtGCb3XO0QSpWROXWR+hZlv4Ursxc+CGH6Ve15GHYykghUMXbrJUTjZ0KWdvAWb7AETSCF1MCoy78spii6GcxvPW+F43JFHDOOdfLOkfkkvCSeKVObxHK2W8bS3ROTxAmuh65q46mtYhvTnXyAW+a93QAnWqDWCSlRhnqKaPJd8kQDBsxK8JpZ5SIUnlnCx3RsfiIeWUuXB5BR6Zq53iOKZiuBoKgkU8721Ail6Lca/ZVU1sGDTCb12ToDQHLtcJTDtmhWjsHRnIzsFGd/yZUWfMvUn8ruosHgF8kM13ydAliKrhETvKAM2GqH6RBnflWN8Honz6Ow17Rw9qfZVxDYWUQqKKLT7vv0a3/9AhqNCHtSBnjNmH1pKEpVgxQelkw1KC64Fm84qP4EcTg82dTj3YC/wZFaGJdHKu3Sk/B+0J4QyHG1JgNgA+nqUMNTn3f2pojnRqmf47iTYwY/TCeKEJPrrOExKObK1BR1vr4pcOqd9d6ouGlorrOBTxYEK74MT12Wwm/fk9wBy/okUn3w/7KKitxP96tE0H3wdVglKLNTkJPtkWip/vppQ5uEcz7lnck5dT/uBWV9O+zEeQpjuh2f+pEkEHpX988+ff/+ytfz904+///p1+8eXv33+5fcvf//y46eRz/P956dSguT73yf4jpygRiVD3Q1TaH3nNgz2Kyvw6YIjOHcd9RDoE3JQCj0yeld2t7e0HVBfMmUd6A994w8JS5hY7tXjOrsAd/QyD+t4FfRyn2FKXqTVRCVLQOD79PXH7Y8/f/r60+cftn//8PefP/10R/PrLV3/Frbz9RUafvvX58//ozreuNLbELKkV//w6duX3374+uvv3++OweaDjPiCps1N5bqPQDk9n0QTSidnNEuM3okZjUKvHzzANYnNKB5gTfe15P5yKziw7z94gJvYuKs9f8kVHDVw1tMDLNUvkEBurbxXg7U7ZCwpk3fDV7gGCfnK7UoLY7m1+GtQVwnHPnEPm4tPO2Ll739f3ZqMQ/SHJQhwr6hKzggJWM+tGfHih9esStDqiTWbXAt3mygYMVw0WIOE2FB//HskT+KJFcDn0lVPsfBVWUDdOT25aa/reJudtASMQRTOE3wBB0hVShAU+0+Y0Qi561emtHoJoQnrWfZ0G8eHTimd51w9uYE2HcsU0+8/YkYSOXNqQpPDKRtix489fUyGetc9Os8l6Fr4bAKqERXnWaIf96CAVII6mVd/f74g5VLwBRzmnZNCAOyTBGzc9klacJ9umuUuSqbzgpCEIXzcCNU6nRnhCmXSP2KEs0TV/n+xhngOXXTDgriyI0Tn+MZsYwYZ5vLv1yCxeuOAGHc9EoQYDBGhy6sq76ziBzBoazkBs4f0O+UZbk0UUrUwZMaCkCh7yxH1mYyqI88D0UAXdlEIKSGOkUJhamvmWjJ5ofI9mRHSqjLzSoIfekhaipAwFbHMQzqe/kiJQryUwgh5JXBZ6LXOvCPHmz9QLGHzR84l2s1qFITL8OT6PB4ffk1M6OdO9H0s2kY5vvo63shXwtdpnFkueWPaauhIPswrxgyc3xPvwt+7UeYZkwpqD9zhI77ifnGGDxczQgplQdZuJaSseDfnKLyjUtr51lSBMammnT5jNQ0AV7gblcQ4pl9x/nXXgRX9m/FI8QZMAB/oqOjPW4N0tjF/jDiqDH8oiEuaN0F4zcabMCVlsCs/lqS8dIwlMfY/U7jX9uUZ5t84Iath6VLj+FEsS+KIq0SJoC1RQtjGLtGd24ofoF+xmuv1Du511iAsD/4eB2SkWGBtujIRGlVJL/y40AHKFGA4YCn8AyyGQxWf1fACcczp0FMYPxLRoBqVMKYDTKc38+1Bh4wufya3l4Dp1tvlOL49tRH92wlR9PdDI7cXYxEMzA5Ukg3yOy11eZF5FtE4Ra7CXNTBPNGDO0flpDJJlWPvcfnzrqBr5o30Z5IqZ1+q3I40lfdKVmQgzX4mqXKmROg6Rw/ntCNGqHtHwK2T+LeEPDoDt8WnPJodiumQUUBKwHx7SY8HTEivE8ILjeXCQBAK/KpcoWY0BZtF72ySBVRHBWXwThn3WvQo2HQm7qwikw2lJAtysIlDSZIdEGrkQEzCqKM5ytvuBLJdO930yln342TzTZ9w95ZATNDEhH6eiT4hY60cRbRSZkFdoyC3RkGbIz+Dlp8YzUrFYgfrx0duCiA6ayMpZWvCIMLOQspE5XvbRJXHBixmtPsU4mfUpewUlj5s4wxxTgpsBuOtQZ/q4vUXeOLVFikRAyUMBkoZKpWfQsGIeNt1RFS2WhhgvRJQzCPqa+UIupFChjA/WQpOuOorxkkNgdCnr8QpyepB1pNYfa0k4+yqsl5918WZSH0tQRRbZYFwpBnieDOxylYoYWAcFxqvX4Zt25oJFMrKCs04LUweYX2GZYXXq7nycK3WaUVG3SSRKDGtjHPV5P2c9xHkiqt/KitvqANAXlSz85yiUXB/ZTT72tjUxelOWxPdlRREu46lRk4l1Vl0uDeyKgOaeBKYrIJNR+HeExhvrnYQLeQwoJzqcwSPR+UTYR1IElOVPqRUpPsFCauDDObN54HlJkpWXikjcmhIWN5lieS2xi9nY7yVJn5+0ZCwNuLWZChIETNAFWVsR3gaK8GmX1ePts92gxHixheCabbVI1z5OZLYMqEOV0b6qbZuiIY1VcxJLb2X+Ki+u3eYogGjLj/mwA8HQ+OgHWVXhrR+4tshh5CBB1VBtJX98FBWQ0cZ673qUSqGerQ6XCzVl2u/74gB4RvFUrv8eyj/Jo4Uu0NCrhp3KJdGJICP9s/d/VjFOHFqfTND+l/tEJhB8y5/Pvp7f7mWl0urSz/3RzMWlITaax0GR3J+P9MrvbgBP0YHsub4ZZew7pq/4SOjm8qKXeww3yRo2z41UyLb5Q6rD4oxEdTL1Q6BdMZDut7Bt/bTvl3iCwXLco5T6R1LBYq4y9PNZ+yo/WEHNw6jU+3VNcDnG35h0B+GXxgLzTRG4V6pFkpdSX8Rh/4hfSBeyZNiOYonAkdsE9dxDeMEFLEM4zmeuY7cFs2N6oBFarte5sybUXhLld4M5ItolwWbjmME0MA3Sl1whaOKimPhGrqEhhvPfiYc7q2JQhRmQhmwqsBl0lPirZ85PkcNyZn+ZMCvkxs4PvczlUHXO3K8+/qSyb1DGx/fey+acoa4/a3BL63bFzq7nUtAdoWxnfDLkskoK3EbveDbHtCfZ7IQLqJS3uivSsoS+nvTW8d5IjjhuQMk2D2XXiesETojgsSF6NqboifRtUfxfJChNAmziOP5ZtSHPmKESbylJ0aIh+5jRngh8nWeXeyfsSH3KvC8BPdoWQh9Z0lUdHBOYrS6daxUZm7NlOS5NlepmhPq7O/vYICuo3W2GWAJTYIu3zquC9nyV1Xg663jsgL+7ulDU242F8l9uckCQfqPMhycSH7ZQ5Q+bIBFINPPDHCPQvyrruAtAvAjx7eHVFwfn2GShCteWcwb1k9M5FaX7fZUMfrN3EDJMwDAEQC7dUKf6ZnQd2Yubbo96Biysj2os6MB9YxFRjqGeXAHEkZ8k3OvVNehN0oSV0KOyALAYIbcQdMDDu5BM2VxaO2yxb0gcz6tVYK19rxWaQpSg8VVfOJRW27n4yOHqIsKnGKi82Pi1XvG2C7lef456ziKzVwQYMpNUjpiFgWdR8pNuMMtTFT1dq6kFM2d8M7nyIEyU11Wq1YCR30sKjbrJkZlCjDbZKZ7W9IHvCTzHqD7F32KxZdyboB+fCQGR7aVqjPNE9UaWDOh5W9yJUYWr4jTDLKp+u5BBwP+ByLBNyUyw8u4zIQ8tHJhl4VLc8xRMOdSsMT0vDAsnnpTbsMuVBBoTugppZcnAAXr92u3ffBerr9wFBc4i9LiJ6iNsqk3VnOClzWA/fuIEco6nRnheuNKHzfC7WzU8/f5/4E1xHP4Z1Sz37VvgbT6N9U8/fjrL79//fXnt3mfQbDav/Z9Nu8rag8BySHiGCjilwCsVH8NOOY6Fww8OQxH4GjtoQHgYy5bIPBqQXSB+sw3/sw3+sydMAH2bT2ks3PXxPgzzvz1Qt9v1GXoqizGl5tgiQV7CI2kvOv3eYba2PD7gnCK1ztgERjQH5Mkbr0xpgQvYUSBoBLCDu0WAXluka7+fkQDOyFqvMuXOwQjyk0C8x7t4C8q++ODbWMKwcEwOvhHj1fpcge6PUHBIkxyX4DHEBoSoJYMZ7YHHZsRHPdyh17dXSl9D797tEMwpJE+yem6PsZ7tKx/hkzxXyhQ/Przlx9fv4sUf//y0z+/XoXG/P7JZ0gViEcVVUkrLFkIKr5kGjXEt04ML75dmHzj3mXnDH78d2mEdSC0HOpcRTytlCkigVoXqFcyPhaVGXBzAKc9m2fHCGW03x2R64i8VM1SCYkzOGI1kHuCD+v6elg+IUfVQQaTxiSzCTMldIrtjXohGS9XjLfNWM0an8l75nz115Nvi1qpjpqq+65sURifkCtlIGUuiRSubGXk05GUxPSp6irXXbF31ifPdcr5VKsmdaoXcBpkLqKSA4jzihJW2h0fx04WzA1Vj5eStrFIbGqUhpC4aAbzQB8NBwoJjrrsfhRWoniGPBEoQeaLJF+W4S+UcbV1zH40KsQf9xLVFVWjyzyHwitxU8saJch1LmTfg8vcsUgIdSDL5ELxRm1lPGVp2gfcydOu51AOFgwGvCLICG2J4ThHwOnGDKip0SXe/8ynpBwcSS68dC+PRx0WjFe93mGJ8gIZVkizaZWyhJd83bnDq1yvzrfkHnwA9rDigKkD7SEn0TZm4qrpNfHo5HplHHB+cTyp+rMiBnhQldSh70t5NMFOqU56zpJwOeOtIvGjK12jYNORRteBC2AHI+ATs6ozi0uZM1v16DJNoRwsFyENzaCJ7OfyaLyFipltU5jAR5BZupTIbB0liBgCLSqdY60XpbJtLcg0NaqtOBIJ/90vzZJVUNBbh0BqkVryOqS24jOqzo0ElSK2UWOhrYXFb5XaI0GdEx6vLuJYYmIS1Ir3ofkesDxjVka0XPNuEtEwbaA65ZXTzLnynIWmEmpuE3EPVUNOAWRkkDIrlwrSkrAElXn8vCSM1qAOhrrTUdvKtL+66BmJ0/t4udqkyLBnNJiLv8ajS6ar+r7f+6MpCU1V1ME4HBi3VAyReEW9vioTgpyNCc9mVMZqgAPiVd7vl7rJqH5Vtt4LXOIdAIW3vKrw2VlO3eho5saQgxUrv+t7K3ru5SJNA+kdw9kreTuMh7WyGWZAyGWgv8L0w5e1BOL14y9r4bwXRi2oEcbGoy9rZYjEymXSa/MVPnpZB+v7Y57WcflwvbqAC8p99PW3h59WTcyl7/oz8GmN1+vRt7VyFU+raHkKAHTGQ4owj0ny0+WpmkH1KCuFcpWFUOLKAjVj3Nfn4q+xMlHw9lz+vT8aXQf4oIO12CgXnHmr9MLmffnxsQgLXD78Vhn1LVnqlAN58q2Ked+jbxVL6bpmXsGmp79VRoE+owxbdqGs6amSnNRnP1XblzFVbNwV0MJKhJRgP1VY0JC3q8wUSGEX9AxzNIl4/E4OpxReLUm2UWys+G5seCflxj77nSzK+XQ7XBD3Uf0KdQ+/kBDpU9gNVhDxO3gey+pm3+dZIoj3dfWDJVUXxeMQ+FO9uorH0iVYKF8yPIUL1fDNKwVrGp6uwpXwlC9SuQd90F5xFirFs8CpMtx8hb1B6luvMu57Lyf53BPs7wQVMYwBY1q5VuiOX0Sjpj17RcOS14++iKUiEk9h3TEoQcwPYsxhH3wQC5e4NQ7XreXZz2Eho0ZplIde2sslxS3nwGik7bUyXERZUjxXO9zR53zZCUDCZOgDsOwY7CnTxqhjH0BiE25aIDXmjM3qFH0F8iLxm+hHDpw8Sgs55xU64zt1C5xj38X38u92GPEoMaKxlpMTflmvzg46LZsTuK0VscxDKjArcWehzSatZDORpqOToR4weRkR5FQ1KfqIEJzY/BtOvrA7r/CbSpNXy5x5M8rRznuRd+T/Hr4SR34xQOPzi3OqQcG99OPLQ6EO/+8XCC8gUS8Qub7EoetwOcKZLjDVbohb/6kL/p54x99+/+fX751/+/zbb//4/MtbPOMHRzsuYAhNgbFFddEsGwOzJq7fkrgCQiLok4foJwb4TGxYNOhPhHGJpe4YtBFoI+ETVB+ZdRHMCGXFReILAc4MLGekX7hqTQ4UsCYpinugQyG1vgnqnuzWDFo92upHvKY798YS5HCA4okrAhkqoifOPS8Czy7KX42EFIQqKitXElA5hCJ6ooJQCAu9+NLryjUfFgruXUiN5BoGZSbFaA4Uo4Vo66ZCTdquCtR1U8GmS/T3YygmDzSTmuTJpZaDbZcPK3MSBsypJnXjVrxxVVCXCjYdke8U/zZCfBGYThZEOVAQ4mmUiWB8WF8AKBOf+onw0VSTDk7AAhCqqWDTod4GxFH6QEbXCUS4E3fvYYEXNF7qpkJNyuneQe7RTQWbjunjnuumQk3a6U/k8cS1F3/DuS5bpmItmS7bk2ZejKJwXFaIib9/2pVeNt1UqEndMwLsruy8qkGtyNL4njW+Z81yxBOfKVyos0DJeqLfKZJZNxVqUvPHSGbdVLDpmD7duc53rvOdexJ9tCujZYidYOgf1k0Fm46VfzzwCx34hT2ASBnJujTFt6oEGSq9pzywctQw5oIQL/eWY7kdrlmlTBlpUZQzztkQX0uAl/gepeURUYZwgEMtyzPqzWji2LjB7Irr8vTt053pTg/wXljukdaKwQ8VOWoosI/iTrjaK4kuldExtXickZj2FvmPyaYwTEyfMPcWdpo22u0ipWSVw9iHlh2V1JD+zMrazM4y9JR1y58AW+8Due/9zzCINOMdVS0FW3RwJwp8qqlg0xHxRmqebirUpHgEceTCHLkEHDlxJmOqdGpUk6JPFc8K16+IHuLty/gQ6iaHvvkQGgqHyzJSxwdJtRRsebKwbxA/c/CeRPyxU/804hhcsjVhcIlqukzfj62ZKM1TNxVq8uxKmbiVNB3TR7tWZnjUkS95hjxy6sC+MPGFXyl5R/NQEQrQuhIIYt7rvlKtkQaQqQZOHKoMlaHLVdOet7DQwBsHG0vTEX1R8L5lbiKdT+jPksOVualg0zF9o+QYol9XChdoM+Gs6abT5CvbIyvD9Fnkjdnjjd1WP7BAd5ZlDXNoJ1m2cWSrbirYdHz6UGG0Tx+awvskSRB5b8qw/J2A25g+GeFN6cqgvxN7On302rJsbZOnnLBo+Q1reOPIosbQ761LXmjmpoJNx/QXIo8pqAb1RlZJ4XNCvQWLP7CBMCt44qvPqkVrPPvGsyfWe8ltntYX35yfZ9o83VSoSaEaNERVUE0Fm5wYSY7OpOe20fJtbyUam3RTwaZj+lit0YwO/WOIV674UbnkBEOx50SWvoHzAOSTL1+PAE5c+pkqx6smhRWygmVbNxVsOqaPN0c3HXpTMhd11U0Fm857UwxfDnszLPIPzP6qNwFDKDBiww/ZKIkMAIXLGpSJ3oiRqA/XXHiKjmwKwmUnuma274bgNBY6a0JM0y/ng4s62iBGkWaXySvv5bFVFjWCltH/o1rKWcozWa500zHxQnYz5R5X+dNBrKRhizeRpEi0M183FG3C17XMDOY0k7eZZ985271TAU1pevbim2K9oVUELih0BHA5In2WhTiq4ZZQHxI3vUDkhWl0Y7dVpYLrD0h1w/KKO89FrFWTr9RQwfdw/oVMtqb3kcTKJy1/Rrgn1eJSNyZPCmV48E0XJJ69ihYoLT+/59Jbfl8USa3JFzYmFIonj3neg0tfqFyzZsKnGT5PvpA6YR37p7w2DNp18tJXUiVbRYfc3mLHzZ54lj3E9CYG7u8tu+/uKIyVVY/eKcdja0JL30TcXTeh5/CIeqe3pXM0jUmd/H8qpE38f77NBjMQOusdqkkZOakk+QM2Vr3MGSfqTN2IL3jAv/7wypteDVz4FkQxWXNnhVef5oRf1k4tOnYh/SoFFTI3FWp6psu9Z7LT6qZCTWrtMRXzkbln0nh7wjddWp698gnfFdVyTJxn/siZL/Sg90ImStX0ZK+KWuYrC2+GKuOTGvO6xxaeA4U17z3L5nnimWws1oF/ziNTyDJ/8rInil00AlYTvM8A/B6/yM57rsWp7y15ikLCCxkZGkxVoKkvGFYisuwmb+wmNykjR91aEOg0NCIOKQkR/zJa/5UsKPZbMiE+YL9tlWaOViVr5oYF8QET3uMrb0ACVxKispsiTDNXp09UDcp5bQQmo5vOUTZSHzKZLlWTWvaCxFVTwaZLLg9UzVWTWnZkqQgRF8z8XBzVSsLTM5Z9+yxKbrrJIW5MmxGi4tPOfq6EOrm0qHtOSKsP3HMdLpe5yZl8kqpz73CVPL74iqUKfc4x93m8PmXHXj7ryL/7dUkkMp+87IkddKGPiAqrhG+w94TLo/PWELpyM3myrcnSIbeszZUNTyVIsCGWTlFXHZI928Q64czicZRsIDi1WkxEWGJLTjNirgz6c6yQkylkpXVXTTv9mdUDTngItYOVtZOFku63JkRlNsRUwxYSZRarDyvypJUuZ4R0lR63B8hGmMJ6ru7qk3I2UbaJqaH4odmjhjDNnqiL2cLJdVnJ5FegFEysmzUK8mTh1fYuIZYycRsXpwILLo5l8aOuEjkFxSKiYs4Q+3xYljDqqJCHYCxMFHNGBRaMqCvOh8cjqzjNTjwHodFWzE8hQ7G2fycmdqPPIU9tDjIxNbFL9LUb8B2ewUbhwT2x6ZiNeKM6ADoJ+OBihSa6NByjur2JVIpkIoalzECvwmnQMckn3y+SNd+b7cOLoyz9yseBRhEjkVOPVTFqUCH6HFUIMpIqObePPav2xUXyYbycSpeWR4NiVSd6a7cPk4NpYQdTJGPZcAVo/MeX1vbqIt+QpiPimXlmZuKZPA/WvTVd6j7fsOgzz67sXeM4ZSNUUu7lMXk8+cqg+Y0EBn1xsaqMfpEfubhplfu1D7/6qGiFxHMjYgsjl4wo2+0oZzw6UZTxQJ3jW0vEDd8k35tHomwfTot9UpSv9oHf6E8cqchSohYunLMzB/KGhaOZSQXWp4r9rIptopjKh887u5Kj8rofH9+rfzKtZeHjw/D1m0BKeClrsH0qa8PLK0mcTLYS/bpQJJcEvB/HmuLxNaI9NUDJMX2lgJ+OLDDBG4jzcQCgjuA4jiwIQ0q4OpYdf0jRVGaMOsmL0btjYWcUUrK204eXV861Zp4Ux7cG4OcDOhDob6cfkVP0tXKFDiNBp59/eJKINijsHA0/kYFAN5W9CVZvE7Uwxp/Afpqfj5bY2J4KnRwjCdJCvFksKPEgA7ZwEmbebRw7fWnynKeG5zbyHGtimSarTg6yLcMytXAObMg2rSRQSsHtHI2VOAyvUgpsGIant9o9eCSsUziWAf7iw8DBrWlG3W3fT6PfN3lyMgx++wyMfXvWV07twJMbphcUNCvpJ2j3uBDHtZxUlm/uFpd+njw/t4a0MmpGIz6YkfGP8NsGw0VFQ/NguTYo6WuwC1EPMeBDms7fm0blQhPV4NWkMg/orEXTZlp8awifbCbI9Z0/a7SF4NyzFyFVmjkiRSphej93nfwldOe8sqMiHr/u+518DStzTkzBhRu1BjBNYls4Rr9FYLkBTRzdWeIYTJ4Yhs4IkctG3tUwHYpTv5VEpJg9JgSdyobK8Y0l5dbglpnsuRzGIessS08779vU9lv41n26ndfjVAU0KnFFiE2FRm673RWsc7c971htQPjU+fyejZFiQYyFDk6nl2ZrQnYjTcfSNTqnrSS+StK1JpZ5SHJtAt2qMC4gXxsO8rJurUG+RzmUnEhnxYyvlMinpJudfmLYaDp7l/wo4dFV5rbdKLZwFBG/FvJlPXx8qmWSFzzsie6ORb/Sa7XtFS3fvslH819INzyXPq+lhxt9la53OrQjszl8Zoy/atXENbJgr4ZWmEB7lO1RLLZLIT3moxOSN/J8jGyT20ugHj10fetkReEdxS8LxkViGHfNcOVYhy9TgdRLd1fFwMJuXgmspaCYVSwY8mDjxbWisdYoDm1hJyArh41LEamHiM3YO/nuT155RFS8CMWqzByY0+jgWMGPYeTlzFGAla6tiqg5CknSbOQsz7IDdVBUM4hrBinyBoaDpRJEjIjTdCe/kjWRY7oTFUgxJk+n3hPxoVDeGtgTlH1XacVUl46DLUTpkUOzWlpxIGIbdkgD7oEEta0fRfF1EhOl6Yi8AaC80rExrMCaWOYhnZ2+BWfLnt/GV2YhOVVyAne9tMdZ5I8Bm2qs0cxNBZuO6FcSdKynjkEANL5v3leE4oYjk4x6RD2/f2HACawSVND/ICrg8TOP3Pok7edAfdjpzHjyKKP2WdRnFjEzKUiGiGnRZ9U6MkRaAEULGeMMjB5dNOrYJjMHe/94vPrMcspCqeQZSyGfo49BbmxDzisjjax87VbfgaGCxMl9p4iTcM8sTz0LsvSBkPJwqsLM0cszh62foE/JMYXiTVTSiE/fkBF9CbWTcqHAAJSEbJDng2fUiQgOHnv9LBHVqNWZkTwivuw6yvHC040HbpPI9m6kmC7ss4lczRIU7MU3wXnToqpcEwzKlHtyRLugRqStGzfajQtUGE7+mTMdoxINNg4hvnIMBGhVaDABW31Gq0Bm1TODWVEartp1FuIzJyzyQmjbRHGRRniV5S3M7OUOkSOM2ihmXRaibwQ5PIJcsbKAx6GFBpz6s7ArVhayVjZELuytNdIoOLE+MEGzjGOZsWZidmaGNVIPsIq3z1Jw2kwSjmpSQfRPqVZxFqnIQBV4En1a/BNVgaz0Ec4hSA9M3ijYYEQGTrjz+iAWbDoW7cn8nnjvmTYF1CoRUK5ciGJnGBTQ8ZJJrdHC9vFbG4I1M56DyjdU5Om96xSIbkEqRMEpmpioJ2TOgKQtjcusngkgzrYcz3Q6g+k0DBDYelDKV2MUEk752m4RuegvV9LS2QrHBjTVpDz0WEGMM57ChC9NS8iTy4ctx4aEaKJhRFK5kbxCaeOsD2qRTNgVZm+UIJDZSqVd6KHCxB0T3wnPrDRdSBoqnEBdyP5oyceFJaQWCahGzpRZ9oTiqZ6D1qu+rOijRmTTz0w/8/z/KPqVobIrQ2XXKAHBpM/kKf2jUkUJE98rmD3a7BmnoqFqotKsnSsfstvGsXA2wyPbZ6fHQqOviSoepLjyS2WxezK8b5o4mqCk4Mr56euMzsxNN/KEtWtHoxnxYEDeeyr3dNPbU7kETMNIUDXSYyWJVr2UuHQLcuvIjtHBlNAprkPncohPFw132z6St2KNEnPZvcoJFzqh0nHWWBbz5JrOFCJbpiXeqa9ksW5kMdbuA9IBz8WUQMD4pm1cDaMD6xOc8/2DHkhGXKL6nqQehcPZGTB0zpRaJk3HDA5tH+oz3+gzMvXM6VkMWBrOXRM7NnUa8zeA5NVulIMNv1BB3Ru1UT6ddux+uOMn96O9WDodcbgfKJ2OW+OeSS6bjnI2TnH8BBjn9ZrpcP0u10zPaIG5p/jhBdPn9eUGDyI10//3Pz/9/OX3163t179v//nt89f/8+XHt36nqqbvX/0+q3cUTi8q8uvMQUwvMzyqaoY7u5Cm4+OISoCM5IhVKEKZh0OfkYMpv3rlQb/SoI+PJyoh/vHURHjAp+fNzAa9Esac9QKfYThBqv79ERmR8r6Bp74ACLl00clHFQA6dFPGT51eME2LvuKs2VCDcL821R04ijQdPamVcVnkM9/oM3JOVVPmIZ2dvibGn3Hmr5aad+2Vdu2MCJYQ5WGETt+NHiqMUofhCfCjBBLbJpLlPcJqLNuXMThoyBkgQtQJwmPuByxW01tG8fziR11vIizHEpG/weRiGAI3tArYHmk69rDOaECUz3yjz+h88MympBkEvvh0KmLKIoSmpES2302Yqxg4y651Ol9Rps2NSe7b6b8Byy3dXCcWopagmlRcRAN+PAJ5jAwpn7UpYlmGdE9+hNqgCbLRWW8TSoTtTlYGmPX5pd0H6BfMCoKLEa+t9+aoLCTZWFd5GyYP5PoLaVKDxwEf2L48gyaV5JIqxfft5T5aHxhwwTqpUQee4YdLq2nqL/1tVHfi6tdPv/z+7+GfFlHlU++WUTf+UO4T4lwZNZeLagRiLW73EkQOGcE5GS0zR9eTuKkvhVRovQESjL+3HSlrYu37ZnzoG39IJcOotszjOrsAd/QyD+t4FfRyv1NSbdu7D9DR98jRn77+uP3t509ff/r8w/bvH/7+86ef7kh+vX1pZ/NfX7Hlt399/vw/quvt6drf/+nGhn749O3Lbz98/fX3T+Pg38/t+/+tN9Zj8gj1rdd9hr7xbxhP8Hld6CSM0DHExktooNDhdcqv7DwS+rPCW+86fMAOjAIUNwkn3oGUwPvwASOcpz3x9cwIcQ3vF1197DaMyJ0zJwrwQzV6zoJ/K74sdCU1kr+2Jke81199ewYx0eojln95SecPyJDwP/oIbxy4nz8gtIb3i64+dkPsqkF22VJf1tuBkEcB3U6Dv4OcuemeWPdvzhQRONcgIm2Zdgl2P6Az6XTz9pjke/oLx2gsq7jC3jquM+iwIJotWIFgdHCuYFIIf2/rEMXYporOqa2lo4UEDRSNeDRrgCPuyddh1l3yVC4HlFcygTxUzlzcdAiUlBpgycHSZlHi9rN479KJOoxUsLs38wPu44jAu6l9Jxj2BCFAHzDCqqLJTj0pyZE71Mde9432Qe43jnJ/pGojEISqkvjETd8wQGCiBLERdeYNV33XFqs+Qu4T2fPEBoBc+lfR9L5+/sfnv3359Pt/FL3/KHp/ZUVvgJPfrDjCc30zMRfxqlx6pVIqnXxYo0U0MHumDJ5m4FAEPJnRrGyE+2Gt543FYKijscqT6Iy38a67TriPd2860iPbC9aR3VTL0oD++pJBAtTEMg+pHEwfakBtrz65nPzYjWFXRmzttn9FeV0KXowkNv/9TlHUTcJcSVBsKkHvlBdXAJy3Rwv2d2vCazSrmByRHNGbOdBfYLgQn0RqGILC7Xblo+E2cn5uatRN/JYgBEKCHDZYWN6RKgxelpHn6qkwYtUQnae667uJ/TMYQta0B4jcBryymjsSIzH+axLAnduA0Q12P+C1yUfeOqwvLl9d+y7o7uNtlISzlpcZU0ES1VPg4kwVBA5Y3i5aBDKso+XtFBi5UAWGhTC3FFd7Ja52+g1aCKVOD6fwpBRTQxeWMLVXYmr21qotQG51tLeNFktvd+Ezw0ztlZnaKzE1e8BkdJmjBAl9U0SNnkE91beSudorc7VX4mr2cZzwtRSGdcSeFC+60W0UJ6H5HvO1V+Zrr8TXbH6quDQuzTH7R0lOvwgFN0pkyZUKU6ndeiW+Zr+v6hnEw3f0vqrHNNPp1GGl8F6pk/7KjO2VGNuRZTnfa6RyvY8t4QXOsBZqHGmdi20shB6wRCnciRRiJdDduDIDJytKzNpeibXZ0maFUGlaXCMDF1HOK2X77y+YbC1nAerdJr52aOEB7R0PrwUbiK5eebUVIkkF4VTfFOZrr8TX7AEXfNuJPRgDXuAsKrlI4/cge1rovZwb5W8QewTz5AJZZsR/jTADkEWU1LlrmeUFllezemZqr8TU7NEq7JCD94110p3/7uMVqV7Fm+2bz0ztlZnaKzE1O9JhwnJ3JEGQ5UI0on3AojftA17pfdXiimJqaAIOlfiVvIR6SKSkaS8hZtUoiY7Ymr3Bah9s6ZSGqzaTVTSxenCONoNCVypCgJI5jFZOOfKrY9M+xsiq+4QKmoSjTYTqqVURYmr2WVQsRLiVfxYXeic1uyr4GT3gBc6iVvaIqdnMdCL7fpBaozk962f7eI3g0o7eE61KI1OzRytPIJ65I84vgXw6cw5Gq+1ZwtOw+uswRaGeT2YvvzY2mFfLFLy0lYrHShf90KISXbh8qnzqNJvStOgrjgQ3SscA9bmhiWRvORZ4kUfKR77hR7RCAadMj+bszBUl/ooz80rQBIVrg/Oue4dmEqvtW/f5ZXVcfNyhZuhgIF0taGxML2hrzCQdbewdTWHDEYURvBXi6mC8FZ1d1MEwjqK8oZAlC7YoxBB8vPUMysFqwXAbQgbgdpx2dm2i2Zv1/+bskpbA2bWKMnjC2VVe7kNLP2KEG7O/4I5bbtGt9prLx27D6AArczyldD+lcosXv81obwgcvKvEbccTovGBhigfO1qBD9ijKnWS/6KHSPGlE2E4eBGvvcUbg59OHimYoIR73yYoLTjB6X6CScLZTx2qdf7oEco6nRnhApr7R4xQBTr8f7GGeA4/PjjhltepAhN+/efvX3756W22J1Mk13/f5ndHJbwzMZjzztAKkRZCNbqYHJxQUL1NXkmq0nSUk7kwkpJLWFPJPJbjCfdMWETXM4VBALueKYxWi9PRByOJ896AUSLg8Y0eBlT2IvkqhZp2RapQ0F3JVNoogjHWtC6RpzofqH/+SWSXAFLQpjwXoowKlKq2pbLMuDaHT93YbdVUqEmnIiH1zjD7KNwZ9NE+blzMrsJYhL5R2AZvijQd0U9kUuqJ7HV9uslLQr9xaZZG7kNpOrJaLDdZUUNlNVAoVdOz6c8vBfFcO5n7VZNHf0Z7ZVhXSNO6Rn6xapNg7UdpukBfrYiz/KsFW47A1VPgeWv7sVLK+QrUVZOKnELw5MvERUu5izLDpS809cJQqrqpYNNxlNuMJ081OfQRnq9R1H6J6mkNYwZ6EQvVHFVNCiwL/YiFvZ7SdByEjAARlXe+dq7hNxNKnW46S7+tu16pwMKwhqBqUon3sPyZUNKizOSHiRcug6ebzooYBv2RBIEvbiKmUwihUMs8BZvseIYTEpmXbayOpIzTt+vzWS+ZvRCJwCCNsu6NsWtXf7O3w1DggddNhZpeE5F6mHjZC8tp3NyGeo40aRxMmLpuKth0RH8m6UY3OfT5da0MhlhLXI+FHGb8vBZ+XivL8pWPeo10idKo3mWpe9qTctgRTj4XFyZVIqSuSnso1zFlD7EvtvHqN5atWiRbPUy/snBTWbipkXBj0Fdii3Lvws2r/MZUfuNq9MZIYTgNAIFRTappp89v7EP0Z8pbazz7xqtvkOcnNlx9TewS/YFcDPR1U8GmC/Q7RyJw1LZNH1/ZnqIKyZ0jXTqBXHCt254xSLhnggPtUclLY/NnjBLjku6dRdvOom2PRNvEbN8qjY37Xii+E+sjRNmSeNmRoGScJiDwEEElM+zsPdEWW5LF+8iyzaCw8F5YeCeyXAGiZ3jSKaAuFL88c5yImeLA9RPgtWTqCMuLFMaUJxyPk/GGZh/+vvIDrpsKNV16wJ9FHEXHpxCvHA1Tad0NDdEgzseshtpxocdTNxVqerLkNlz7SN/QzqVJIgeAONfarjWIRDppGjCIU/XLysaBGkK4P0pelWvd5caFi8wsEXy+Qd+wzFRGBSSVSatwBZuOrx1qbLrp+NoZ+uJD9M/Z5KTpmr4arr5hET1F3qy1wunhvkVwpWwW3VSoSQkP6AzQTWfFps5hbNsDt6JphN0B4YseUlae38xNx24Q/Yg773pUs+K0A4joZzIV9ImYTlsDntcmtgVPbAtmR4SlrRnqyhzUzVAShEJjSnjyDDnjSfTPGeWUAHVNW233liIwyp2QyzyjnJJ/vrdkZHIgRlaMK6cOhhUPz2fJ7LKXJuUrQK6YJzJm5KiuSmGB4CR9rquSua5Ljix5p8jniQTRTG9ipjchcpImjoy2LBmi9SknJarSlpMyIm+ok2xFZG1WtRx76KJ7qXV2R41n4oZ3euV62lMgi53R47NC+0n4XX3oyU2UA4g69WWVvYVIDKMKArppMoXEF7ZixPQT2VAyZ5OoJo8+FzMqUTGfzNlKJ+lzMaHCxYRKJIlb9Nk7b62/4aabef3naP0zJRvqpttnWBLXxN5BX70Tyn6O4mBpvP4mfYzFmX0VeJThwSfH9B5gQogi5fgoQ+eJfFiRn5H8TEhNhZ03hZ03oY/Udt5QrVPm+oW5vuWjjiw/J51HBn2upFXYefRn048lDoO+sf9se9LijXAtZD4scf0JwaO3+FUVP/rb520hRvdRa+Pz1+9/PhVHun3uOWGkGlv+e0sY1YkQDNMNgFPhrQQxnbOoNgXHcUBZkck8FvqK1tl2NSbTXigohSlyMiB7jmI7hQgP+PS0jdDdeM56fe8HexnTaiQN3+s7A5o2ivlAzKM2E+bRCFDHxH3S7kmGnT3AmCxQsOavjScfE7w2kYPyjaVpz6ZDYXslIwStEgw1IYZyX4J0ND20zBMotAa3wSYqoDZnqmEmTUfkG94/tYPOpmpa7yCvT1Dmc1b4tDr0EwFphatvHepT9OXLGqkto1pKl8q7k6oiy745zUlnzgWRlC53iI8nV9DIlerL8PHsq8RZ3/ZnouBiaTLHq8/dQQfa0L6XXlFcCsfbuB6OHl3mORwdKMZQD7YwsEJBfvqAYD8mN35/T24AJPiFK6SLEgkxAb8ytFrtEsYpjiED+ssHJxmeNPYIYjyRatL5rBhP1dkxtd1Ur+KPKnp5ZoE3CpBefPX3HZyU5IwGqLmrv48PiD/foKBSuhcixXhsT5879JfkPtaqi8q6x6T/gWIA52EUW8bowiZllwo2Hd2HlTAHViqzrZoU+dyIPPpMaPqE8IBgLrjAxnhrogHj9TGWa+HiyCuXXFgDjb4aIAmJ5fVEPgZNLPOQyDlx5ngqp/ipy1nQxk/cwoqwR26VKQzI4pYzYf1Ujj+sUfxhWQj+tvBrVvg1s6JPZyqvRq8FVQ2ari7w49ymLGLdfGtxsuSNX9dbhuoRb2rtnR2ieA+E/BVAPeXyR4y9kqi27MbmsTLcsFD6EReVIYczFuuqhp3XMLUtVFpXmo5NPWTn7BRso5peExNzTH3R9DUx+QxC3+hTk3itJQKu4fKf9iQaImC5iVwnZcZYFTeKLiq591hrS5M07TouvFmBG0+rhzeFoKGpiPUB8uFdpau1jrwvLG5w5lKCRFkvwkm1nhWtq3tKHf4Kie43++T0359++/y3/xoGy23Z/10sePzwdOr7vw/eu22WwyF7X9gkNbdildFhvZU1sR+NhKVTrne4PCTs4L6B2yGfr9AzOvgz2qSA9N4Ol4d0ZQnqQhhtPj2jgz+jnlBMud7h8pCuLAEfIvGHnDx1O9DPET+DCV3+/eUBYQe3VGpHgPuAntHBnVBROJIP/v7ygK4sQJ2wKFRAz+jgTqgVxGS6/PvLA7qyAE0ltJ2iZ3RwJ8R3+vLvLw/oygIYN6i7AWlGh+Vm17OP6IzVr693mIO6CKrLLrTNUjBxF67llU34ZXEAz5Sl3P0qufR4X19C7HDt8Q7oGR3mG0rGkZqj6rZJYEJFg0B/mc+sZ6H1dPRh9dFHZ3dlNTd1Orcr9MwOnn4/i435YPXDDg+M6MIKkBQR0bM6LI4RpakozlNLYHTweYbBNi93eGDSFy7tigDgOcL637pMwNTKggCiWwt6MLYPV7DJZZU3rpiaZ5Nb6BAuN9DzIyMeb5l3bc3f+7aXSuUlhqOCQZ0xR32cBVyR9QWjjFbIO2BEf7hkK4QlUQd8mGeAyTNQqxFiKS/0jKkmNcGObHehIMIcFLdX391ZcXO9BHp0siMVrXGrhWGOUYd1FTzSm2UpQiUfnjlMhUhoJJKWnboilXlA5WD2wKMShIsEy1vF/SkdJl8jhhI3I6LYuYIDZKJih+wNKUvs68EdPNPB+X16WUhY9LiI0QH5lOEqmvAMMnaBcQZzJ9da7lR5ltn0JS4/8OSzO/xK2Uzbqc6YvjmTvXETOyl2MlPZAik1eyQ8tXvhaRuPXzNnXHB8ljJVa9yacMDDcYGe/SSSsGxU8Z/FvJ9ylUpOkc6JEt+2J62iBX5mC7x/6/V39/F4RX7OHIlL+hmlAkTKRXETmoYklt/3+8sDomQGT0MnUTCgZ3TwM7pIErz8+8sDurIAm+AJ+k1x694Zv4+ecdVFJbJi2Ub9HqnAa7xS6padvdIDvYzTmC2QWRYjMIN+pvDtGhWuGUPGWIdOCZ0jxwG93wtJ2pW03W1yk/cGh9t7kT0st+fw5G0cFjTPGkM22csdLg+JOlwz4gb0uEM0IxKMqYMhGHdwU29NNzagJHnMER5BNuimXkgwvjzDSyu6SbY92EHy1qYXMBcNFHaY7pCYMShhIUlcr0A5tT9sNL7cIVjQMytyycoc0aMOwYz4Ubrc4fKQLi2BwXcSaMMho6ouXOImVqWgg5G02eHdyYyYY+jbQ1vEsKtMddevzxA7BLc0B70ZOACt5G2iHMW6UomXTDXO9QKUU9tjnNDLHfz1PLEg1w7oetNFT24fmSsiP8HlDpeHRB2uORYCetwhmhHa9kMLz5C6UNusuzVP5dVO4IkYIYEYiDrxy3Jlfdgwz90ZIQexGAYaD2NDZVBW9Vgzz+jIQBZ5Ei53uLZAZCMPDhB3CAbITOFyh8tDurQEBlfYWeVZNoKQ1JF8fb3D5SFhh2sCeUDP6ODPiMMkrne4PKQrS8BRCQE9o4M/IxZhr3e4PKQrS8DyYkDP6ODPyOAFlztcHtKVJTDu0QrYUtHF24bcvQeYJITLHS4PiTpcEykCetwhmBHHDV7ucHlIl5bAeON8etwhmBGf68sdLg/p0hJgsakg+cdIWsdInpXKHaSZMlEu1ptCE+jMcHozw+kZ2ASYfRPNd2YoPz2c4zmr+jcCTnBPPC45Bc6nyyWnUo+m++ER6PNeh1rFoP+2UZp+//m37b+//v3vP//66W/ff3ISMGP87/fpvCP0fNtDcJ7sqNZH+k9HVKuRSIKm6QlVdgWWfTuYC2WtD5wrN9UoL+RezzODKs2U7JMzZWWP+pRAfo2iC2bGdDLJU7yHuqZ5XyJyjSKiGLx8Ci7o7WRnr6b6IoWn7J/TtacKd10KVxZsUcYYDF1olMW1vXHdVasVpUyjKTQhUUoxrWdTv6jaQXYDVkdZh/s7cL1D8s3fFHkTdSj7ORedr3n5zgnzo693mN0OWWGgnepQ7n+9cRrfQ6FWVTm9blZu9ejsDEsyqW8tKlUVjYF705FhJFuI3ZgQXVU4aWJiEkVAeXyLHzRdMcwkWN2WyGd0uYN/QjZdA56GqMMMNbODQ76pLnV+Zwf/os5JoMsOOhAPzFR6Yi5Udkc17awoc+EVzrcL+aAmxvAyO301MTHsYTqn4swFWmwpPGNkiP/7PclZRXeV0CuHubqdcoWNOz4Q1+CSKYmiQMsZPZAFnwVOt4HYYJhOEeZ3eNe52iUmOqdV0O9F+FmzS7/t8VW6pgCQb4RAIB8W2SeR7HNrsdWthvgW2++9FIQBhL68s0P1O3BQ+uUOu05ztOIzvwnzXg56X/JF4I+Oj2tmd1zeI1OP6C8EErU1dTTWLxQHsn15BmawNRFwcg2ua5WqKzv9lUtcrhKDKTnLC4rbTaQ3iWQs/olfKelDbN93/kFc/06gHyMnAkCY9kSQY/JLJfKo+uvY3QQf1jkn2aDuIwatO5NX5DHxe9t9tABoYoo+3vg5qMI0Th+u/kJWgDqjqqdpZZyrJu8DyCpRS10+Kw4VdT2VKaBizzGMNlL2NLHMQ3Ji0JRmJ8refkQlHjT7p8+IgVM7crz925c7Auiml5XI+6gaK8Gf6fN4fPYVKSFOAK4piOnV90xdPSaPN7/sz4ymvzcVHNKlq29wno6bnwieb8QHYyR/ju7eyoVEFobK5JdHBUMrANsO6niIXq2+rOijQq4eQ4WeXdDS0aRCgbjHlwdeXkJLE/1QAfjiyzvCF/Hy1QBopHZSRjcZ6HaMlLCFd0/Ryjyi09NvBOoy5HtURqVJLz/jNxPv6dH1U8QyD0noIzpYoZdvgOzh6V8gCcSqnkXUWdDlcPoCQocV+7ubEC+sfWXOV6maR1kkn0ZCB9EaXTBJy4BToupdZvksRHEVC4umT1d/jdSMzEJX5quXsPRmYeDLytDVdX8cj7WsjM8+Vx7dmrBuQuVnd2uqlegHMvdEMD8qANQzQ00i4GZuKth0ZAZb2Qy2yImQU0zV087S9+dfFoLlLTNVrhv3HLNp1GJn3pKz+186gRgXw0QgurCivx+2/H/Ze7dl223kXPNp9u0K4kjycbTL6rKiyypHlbxd8tM30VqTyPl/YIIcc0iujvbdWpgDTBwSiUQe/iRL3mX/BNmTKPla4qds/+3TN0GOz7CQtDtF/Su5J9Z1+po81vJ19eaZwd6220rZn/FhqC4+EH2s+juV++b2skn+3PvBtaP5tAl5D9Nbz9KKHNHV3M39yl63r/y28YwrxManrsu+V+OxXryuuKJkQYT9+00qT4qwNXx4EDpxrPwryo7vplg9i+fgx16QVzcY9g6fUVnZIWkHNwe838LnZP3MIt6uaUFiVTKRVl0s6wGvPXni7rMiLSyqvvCEmWvDHE0eMlUuUplUH0i83JtrVkH8epOtC8JDlvis8Q1qLb4f5DWbfidSZjrTWc2jElfb7FFpvmzI69UauwJiSjKdTcaiMDEpiP9wRwrQxARx9NBaoi2lgrwKiTQyQVR9hMzsL+YQGPJq/DVNxv6DC4GK0NT+ZIn1z+g7ZHBWrLGr27+iGp/XmUBeIJBjt/Q63BrXXjT7gfkR7CI+9qm9cszePF1qrK1IW49d2N01Vcf+ILCrNRUssXxTR0HhWqlnY0B9V81leFQAzZIBJh4p16aOgsaFEfTVVjq4VqxXojsqVl39maMk9UQ+k4KP2AFCAMRInJIIrTmGCdzXUHnh+keuP82VI/qnO+kRfZQ7i/BaHysLW/lg/fMMnD32DJgeFaYVcBs2Dh1FA/5Dva1pva+brxaAMEfW+7JDuj3/4ctBlx8Wq7GbTms5zXd/9GQdvJow+QHzhc4P3S+9zp6MuKfNflw/WVsZM53+QuG3TFJ9m9apm78SGo4Wm7B3G9qHX34DLhXjArywghc0eIXv8C9GBm51FPxXHxWzGT0d4MNXT9Rf+9sdCLh+D25lZJtWDR5Khg/cT6xTP7zHdDHWPY0haTY4XhSKVm9rbvWLavLKX6korGcejrHunQAhnT5KIYcP8CdL38ODGkCsRTfia7DCjzvkj1KMVx3Wr3bQTZ8OCVziZWtEYGjNmGxsQkfYCh9O/ctWICvWw5TJjCW201fiYC/Fbek7bW9C3222YNbnQJxZJ/iNGiQug2UmwUJ8r9mNSNzOroMgWCj3yqTpgi1HAaz0Gy0iF48mDeC2xCKHdHv+3TRp6KPAVm8y66/xCq3uAHXgGfmtgDw8toPpGz6L5MbbTG/WOnJHnO1fgDhiz2HSpjsXk1G0z+6TMiYZAQfWFZHQZIaveeHtrtCLYarDDv0eeMEMXhAMeGisytOz+BdzAurdKK+FXldLLHJIt+c/ML/fe0GZxY7cknS1/8+unDCLFIyornc0IV4nwm3Wv2zZBw/A2eGPwCm1I3IOnymN1XcPgZJpEjV+CHqEyp1ZCcZlrpMfWj+0tN908kEzsuxwnLkTr9HuRrrael/wSPXllsbjC56IqGrb1E0XgJhd4RJoMYU0M/o+v8jHK8X2yHK0USHfEFW9eVHV9qvn7ze/w/7FDh2Rc9wBiUePO2DH0WHKIh6H1QEW/4TDKt9chW+eAuiz/uVPgaxPOaxQsmeEEpomw2GRcawQjfvcPKOhjHZI19Nvzjr1YwTGM2lm9wgwR2/WQUCH2dd+NBelP8STnQSUrLCOMYY/bT1kOpBW5IhuT38DpFfaaJreGMkYkEttd+T29m+MK2AOwWD+ltc6+yFr5Yy8uF5+uLFWmEa5+8MYeo0jfSQ6zGvsrugYvekWBEPlgQ/uLaIj0wU3fUi/R2gMXtKIABx46d8jMTKjBEb2izA6su+QGMeXEYEZUXy05cZpDNZ7RMZYmR48JdWb8yaRMbIkDLVpnf+bRIZd7Mgtud7/30FmFK2FOpcZpeOMxrMpisBtEdYRo3+DQpt53R9NmsbfrCVMm/mqQmu/eks/NWv1aoeJfpqr4gs97jBRaO+wiAdOdkZkmu67V5MOgTToMAo7YmTEjbCn/mXLExpSP8fNYHjCvVASE/BiLxQGHgXXPR8ZU300LfICsDsRSMyn75LfgCbeiwF9QnVVj9Vg+gvuk/nybzCN2iFdTz9utE8Mth/s54NP7TgtPvdmcu/NLND3cO84F0y5d5SI9x7uPb5c1LK88UIZ5IINuNcM6fb8h7lgRW+UQR4q61vYLXmFfQbP/20CZtWcjgOXp75/mcc5vhDJPZP3l6EVOSLn+bv089i5Rz2uST2uA+uHvr4Li9EUVDKwtCJHdHv6BXgaZkTO82/TeGO7Helq7589/2ask3vYqFFENzWtmoiMt7KOpRU5Iucd9B7WyQvKmx1Nqwq+3vRm3rHEIofkvAN+D+bRKJg0wXJ/2QufDDxudwXprZE/Xl/vsx00S6FGyBQmUNap+x+zHtgOMOvKxOkVl1XafFUrn8Bzng9+WIoJa74BUb43vdsHb4lFDunu7F91wduVjtyP2zt/1wc/yORBJawMJ+ac54c+eBguBtufkDGQuPo48c8ERp64gMdmH808zfSEjTLATLTn7d2LqJ14c/UY8J/OypI2tM6vBjESmAGOCtNk6O86fzOk2/MPcNTcFB5msSO3JF3tv6fnrhrBMU+gW3H4B4b2dXT2FEOxOYPUaFsmafMtqFSoV+gKLWdMmbcAqqd5jJhZ5ta0M9+92G1EImq1mccd9DJgnODXfq8bjgFNOcT31J+x32d3/x1u01ENmzPOO1M+6Ts8EQ1qnp47DPK/kyG7ao5Nu0gHd6uf45HwDG7udUYK7GqV3/gM7yO6PXtDK3JEzuwLcAHshqSr3fcut4rqUzPmsegt8WwaoCkN0otfYR5gv2Uc99U346/f1OjRW/pwFXyqf/eTJoXR+k+H4WItuliVIARrDxyPbDKXgEu+noByJ/kOBmrIw1y7AuiwcbrOfmrwqyig28rWCPmzxTnmzzEADKGIeZqpw1v//lNG/OY0qU20wVt91mc+x95bTuCMhNjrzKFPkUsNqYjhJEzpe6+yIHyxhI9ytCfxo2l3Xz4bIs5XzHzFzC2lyPHcnfk6mPk5nMuZZwo2uxPpas/94hZEEf4+w7ESwQ676+Bbuhnlxd8/HpB2mESuntGTt+gNOvgTQgn0x79/PKAnC8AMm8bQznrz9z6kckOH+trvn45Hfj/x1ocn1Aa/92fTqhPmL3Z4OqIH8/9c1qRhDXlia1DVREMsFgQpBBORED9TTfa/FzRbeQ6VlWKV3MQqyXomeBxOJrrJTO0grmdaA1KjexmPD9JnywVpu6ifl+sf6fP0AkhEjuNqwn94QZOPJTXlTH754ed/+eFv//LTf/34L8cf/v7r33/58d+Of/z0bz/8+ce///brW5VN1o9ggd+m9oXiJl+v8iOX+EWVH1EhHp4HKC6MzFgZmTGo8iM6060qP3IW7XCu51wZ5va8yo/M+nGVnwGw3H13ThOqn6+Zun6Yuy/G3AqtifWjJDg2SulIPUG/3Idfe5Bm0qYr+qs+TMqKsqN1wYPU0op9REp+nWS4tApd8iY7NqGIfl9p2q8sg3U0xYrpZ1fBr0Wf40cXBcM5PqyoiIouUQNeNsei+RF9B21FxKwdzcDMXde+7EC3KCvyaQ+eiS7rHQutc0/IkKkV+AYlAovXRsn0wI3kxn9UAqLWnjJ70g/w4VsDRX/HA5GzTMBdyqkAW9ZXcLhivhxIrD/m1RzRm65Pvjr12sNxAAOviJiGWJ+/Znb2JscapDaJDkdmvGpqk7DEuhkJJUm2WTjuWebDRiFEkBfqrdaHcF+pwAI+2Cb70UeFXjGi0FuBfp58+DStKE7adCdWswxqQSZH/bc2h1c7lAli6MD80IKuRTLHHRlstXZh3RfoRN1K2nRlmF7oFghQsE2TuRkUVa6a+qbpYv5AGwmPVjjFnsJ80WFg+deI7uaK1hiq3mSeEEnvPsbjH7fE5yMAk0j6bLtuRgXHMxQAOPG4wzEkf0kCcUzCjqi2Bt0jvtJj/moft6uUbu1hy89/dKrw++mhCpo0Fnu6wzm91B075kypxrFqEP3ZckU8n/fWSb1A5FlhFECqHyh1dE0O1A0ZN8HE0ZJbdeb3lA7NouajbW0ojDJK6asIlGiqjiokxuCUtOk6phGe9gJ90DT9Gkis32Xqam/z90xkRbPzscKjFFR1XVaiDtVuDTePDtEgygbnW2+6jg1QDc7uYSInBBLrqp9qUJy/VwPb+Ki6VuKsNzvkfQKFYrqc0rHiVR8K1rtxg1wYrzBoyB24+YN+QuCkafIZVN+qEwa1371YYQw4IdL0mMOesGDq3G5vA31hbf0hlLTpin5FaTW7h4mcEEisM6iWm+H8/SLtUQTi6qII5P7oHf/+TiAFK0wk2hJyQVZrjihslZdZxXfxa/bk46sBhxOhyKiYRQVuYOTJpqVBWzCGmo83rRxO8gDNDjSUBVQdTrR9qKbTyy2Mb+NeeqKbMbOPMb1Se8jM9okoGtdrE/TR7ogaB32oWvnz4e9gdte6FgYcAP0TgZ6SGGSfmF4y3d0Go7eDvMbstibG9SDYYmO28/bxPBqvV1QHEY4PhNUORAGrjqfepLdLZIlQAo1Benh21IzRFz+0pRQEmRbDsF1gK85ULghObx50usurezUfLxutIH48SWDMWvBabY5ZvRoJwNgKYbg3TTFoj90qktWcQWNW+7LGQe0Iss1nBvgV/YySkiVBOth97fNXO/Kx/ppUge33ngrin8nf3JWLZPsG5s0kUkUlOD9s4yywcGkC8WxpdfKaBRfpLTm+rEn5LdJaxWqcQRwvNEJ0mDhzaWtFOkuszx/1sWfzt8Q6fQCULZi8Oj/MdqSLnfdMcFHjcKd8E3F7R+LFxoBKhgO+UdP1lGkCyhgew9EyejFS2o2ZRhcuTqSNQZM+6SeYziO9NpZYZ5pIaes//CyxTh93a2Qxr4SCPl/jm0PISgXjECaKVEm4KkrEiS+nc+Z0CQe4R4/3jYz9eN745SdK1LzNQgtUaxKtJGS8iEKFge14ylRX3LQvb6S/k77s3KF3LHLiA19kYRI3YWl18mpiaQXIRdo1KyQhbDUXpqFp+vS788L4fEoFfdbaVr69gGn2Vz/g3DQPh7p8jHuxCxzg6cdR4edJAcYdwc87q38OAAMyfD7NnqgILGVW+ZjxAZkhla2JtTz0uokbM95PSKwr+hvKBN3LuI8bqnlsGukfN0llGVBXa102BjQTlXoLfgebv8+wPE+4dks/yNFvEeH6gFz4IFpQzqDZFVzylfg5lZs/yFhfWIhsgfGqKy1X9DOZLyP6PA/RHkB9UCPJt4SZqGBLXU9+ZpZJoK0hMgkwSh0bCT/Marpr+Jj+dg1LxS66XZnmhoQHVatzpcaZNClY2GqzcsFqAX09LSn3N57x6jFivzjOOfvds8ME3SsT3azgBZbXUaYcsuoLsyvKbMGIRpNRqahFMyh/V4KLVYDVpjp5xxz3mGZZlgUFNsvC5JLKGo8VwTStyX8AL7A2lQWBVO0CZpapWk9azqMesFVs4wPNBvOPyNE+dM8PiWfoI8u0AlShpTHOtNqk9BPwwUpiIlYBTnky0W6d/eZatSq2iZpVwpOgf/kTOoHO/wZ9dR6WgkjPMsDjLDSP5q5sdvqr67w8vqzXS7NJqQFo75WBOv9r5HU7EoPUMldeH19WUJG6wHpYl47J3+kjEW/l7X42XQcSLjL/2muLmGgyZLmveFi0Jp5/X/7UiHCVFl8ndoyjaVQBk/KHx8/PIq1EKm/BdLr8mdMvFH+F7Je1WJHSrwDTqlW1m6NF31UW57nf1sgsjJMCoO3LjOPU098CLvW2jiwAaszZxgU0i2XE7mec/pqBjphCv5C6ejeA1vRvn0p0xpoBKHs0oajiDk943AfojH4oXwtblWf1KJQ0wTE9flooPkprci8/SyxySH36an1vUGJEoiM0po+w0T4sxu/jPCoUWI0EFCqKD9Jw+pV8nDzsKqv01QAsrhZIyxIl2PyIGOpmbPQPH0Vvuw0+kx/cPNHUOP0w6exwdIVtpvnsAAJvTXrz7oCTCqvmxIQVinqY5FS3WGy1KO2n+mKoq4s/FIBpNRubks8TH3bZqffstGgZM2U36C1qTgzw2sGaKXloN8yfnquml+LtVbK8oMVu4nm5QzoXeRxGgCE1bSA+6YAhTYArT43glL+e6/5Gh3tPMzXX5+52MrcDitDsCKVtgGu+1ZOYYaVHNZi30aDkMd4GET6mrjBcv42CWl0jAlOaEV7fhokIRIlvkzSB0DneBhCQVM5KxPXY1S6rnC1UDv1KliZhw7xN9X5qOaVEndj1bWowCjp9H+mzsIxv6VFA9m0O8gA/qKiBlOok0WMMtKqZmiuK6JpyEtYwoi+DMnHW5YLZZ4bdtial35VK8zLUTIdmGPISpUt/3nSm8sVFgTbXIrQwXq37OsILy1An0sSvmgtrHhXWHSoMymLV20TggyRVj+7ggM+GSzulWt0K/FlNjkUZbUDcSQqTZ2f7svJ2gT+vIZ8Qh1XL0zVpq/SXGTJhJXNXQGQ0YBMVLQvNDgtF6yxoKffUPONUQE2DrU+20x9giWY53P15dH21IomKWTL2zu5Xa5T9t7dt0qYbqkQ1V9PZ3Q/baU+yz6OvCa92xvO276pDameF5V1C1AbvpijMczRptkcl8lfcWZxuB/SVnyGdO0qUebEL6aJO+Ma2PLYDCNzNT/2snDngi1uLKiQRNUWbbYTeGP/UmC9b8rrwlaB+ETU1T4H6ScROyetzvULEVxaFtOXauohH4G2eGcsSgKBqBPJ6PSMlzIUM107hDVNm1hKCVdSAMPoakLaQKk2VFYmXqU7C+OsCY9nxZESsHsEBxq4SjcFoTR75ZhvQ18BOT8VObbiiJGdroqco+6+BnXm/G5a/PaJpKVdjUaqAdWoq2oT8smL6Zx2JTj4p+QyhlxgpmU7wgGv6WR8DOxDzWpPe2BFpx93ta0XfLFBWFRYzV2utGSgMaqrbYa7p15Cz+2Q+8r4+RduHQT2CuC94hsRhqFtYMmBH8FXXzOzS++/A48ub2imXkaFQzaTty8r5Qc2ks3IlNaAUbkN/WEF9I3Xl+0AHzeLb6eoJGGU0HQ29aU3qoFgY+LVD6DROnF05kZpWVJnfm8zWa25hYzy1kM/Y/viy5uZUuketBmlUPc4fgW+qaH5+Vt3RTL0gy13h3j4Hm4xE7EDCq4jbiHMZ6YuNDIVIE3tb8/LqOe8vACcZoUelTGJHJva2TXnd0LLkdfqZ5p5CV2yZhQIUuqLTuYrWFQ/yUG+Mx6zPfoqoowaEkrRocjO26QWTeb1nugLTN3/vI0BOS0ROaom8XhPJs1x9ShM/eJsqE0FU0NgTZegTK7/CfHJ9yqfH1Iu/78O+Z9gPSbGCH3foT4ex6wBDapYzJwPxxhxcKWfsv9+HvM2CjiKCLhpwIHhN5VzYEM8adqiS4fQjXZPXNISSUP/MwFmZaOpFfV87IELCVJfr2Qx2+rTrY/47CjoyojMuE2h6I0M8t0L4ptrcQqd3ZEHGNJNzLGfagtD0pPcm43VmNLG6XXvT+Kwvmo/ZXOn+tbDQT2teokYy0gvFEAUaCjf/1Rn57KECWBKTbZde1qSrn1p8NJ0pAw6vMkFOY9+bp4qG2pUmH0A3xgnueAnAOyoLcp3zPqpVOHh7qKE27pMAocw0uw7I8clQCgUUvKr2rh6Lf22lrWol3uCkHxHfAPYUNwQT96ZH9Ln2am6LLB8Uibt+nOcJeSan5r2rKV1SoHRs6QrIB/2M2MCjyS/4VVjuuqXYqE4UWCc0ITY1hn4ce4CK//hqX6ag1gowxkts0l409N8mbPeLwjf4lcjY4IjCwwP/b1wA+xN2nD2oCSKqb+gVnlpiqqZ87x5m8y2o19TeBMpvLNrSviz8ZpvSXfobYvebbkoT14C+JjuETL3kfJJdvz9jBH3cNYROC5kRUQXQAzdCktTWYJuMhVGoG5jLeDZpcmhQxWBk4WMkMGIRDTqX0cpU2AaWpY0TA2cznNO8vql1P0ArbOFwQj4yFjF+vJGvDU2YPouVjSwtCR5RhOKtszjU1M0Mnbj6lUzGbb9oBnGQUElvxGFqipdt6vTVG92+zNKKg8qOvuWhJlR4b01qYkww7bcvK/2dkZCn4c2hz/lrXnJr0hS7/Rv0nB1YxNMUu8oHWWN9Ib8gCLxpb6pjBkKOLJO08AZvIXKvLiCOsJEFAfANkyFi7ovz9m7fFQvjNvPBLozaXRCVVheaZDcksVv+NUqh7/1eAL+7oAprDfADNaVQLbIb3FC96VpM6oOg9ixfa46nqGDItmKJtSZfVESi/0YtK2eiqC15fQ1ujNvYJk7AGoG11zwE6gqJgL1oXx6sPl8kEx9spAc+wEZaAyIA4saQzJWScpVbCqdFqoHMO0ihqzYO/ypaGGCxgL/K8NGjCXGxAIY+ptmDe9PCgQ3UTXXuldXdA66ilvwvC9wsWL4OulIHXlHj2TRZ25jqoDvefGGGFdimLwzemtTPulEH5lUcUGP6aPFLpg5Wf0P2blnhZm3apc5+gw4YZqW+ytqfV331wXwr0J3DihCHkQ68zrLx1hEcFUIsVAFeoQBrrHOoE4yBwoC0shIIamUFlgKMhaNJUV5bkz/zSudPBap5g9bUfITSn9+RTbfpF/i+CuoJ9B8Z6mrpaOCN2PbJoUc1gQbCr443AriGFcGYgXWSW5NPnllgJQPLqWTk4PYvXzPeOnMGZIAplgx4B9NkiGPpGWbdm64NrIpXPvaFCPWsKVgvEY+U9hFvzhJRy6CBtYLvsO1+HYmxyxHmvYirLhREE4YM6+o8BSki+67wxWvtSB/0EwLGrQXmytwj5q0b9qlnjscoquvMyxeiD/QLx2O3Kd11bT4dEjo8zMLy6bFDWD7sDuMBIgsrRBf/YpDn9XRIj5agAPz6kHeftmgg6hX+rV00BFyEhrMi8Ls18arxpW3FNbeO9CvNOA0oZhpWlG4JZzGZa/UGEGYrL5oVQXyB2Kphg0F9nvK58qIjUnvTuFTisGZyIBB102595ZpAUqaOUievWA/HhzWCNWxDe/5s+ZFzuuLx2ppUwdyQTxdoZutNDn1qt8DaYGHU9mpR+kO//ys6plbsLoU65g5soOb4V+PBMtv+gpLdJTOEN3VDSffn6Mu2ozslHaMT36SKTiKEH8tGDWbfTO7KfTMj5wjpJNOTnQGqHnZy/w4De2+6VjQVhb5kqjsZcaSWmE/ff1sWrVvUPFngfd37sCNzpPnyxGwXtkl42crgthWpE62Jz3qtxmylUSc/LZoFAMVB0SwWMA8bUmnDRvzImd2s+RF19QvD67JaLRvvUfLo43KfJbLqqU/0ItO50D7LqSPTf5tHsOy69BHFDMbRXmqvDgTZ6HafR+FOyNvoTdaiBPJ4ZWwfJslnsW4DsadPe/q2Gufx4C2OBtskrAAdqMV0ICfxLMt0ww6tAfoqW5H0rvopHkUzfXYSifi5c51pJIQfGkU30fF46rl2rhp0CnMb9uZUIc4Omy9Gx2eJrEwX+U5eHumvTpLxjeX1EYe3oN0ntmCWISkrAxVX4I72L1u7VFDrSJ3FY6zUl1bqS5W2cCachRUx0a1+ykxfBOpuxy429CG5VxooVmpM5/Su6SMfoTBOtVJjIf5C2xIVXdh/j31ojagzdTuRfYbY/lg+Qjs2Y59K/lm+ovmyVTip8CmAQv+ypb/yqT3J2kpMWEx8bnUAQvvU14t/VWi3xr1TZEVErlKw6tEZBPNUlCfoEN4Oce49sgVZJDSwPvBYdARfsk+Z9Z+iRvlf//bDn7//6g8uRp4Mour3JSoTN0GkiygwPM80GXsx3AQmQrV7Zj+HiYh1swALuHiqDH+fs4BizDqUOkkksNOPXKTEpe5BFPqqUcXWz8QvrOQwRs7TIsCDAtRJNgLTRlLe+dFbC8sO/s7x92CNQQAVXAkBb5zBRgRGSls+AE/fM4vrydpnudURr9NKoKVBgm//so09jJ9HP1+9ZVRLHgXYuHqxgI1fCSmKVdObzdP3lCs7IHhHIUUF7DydviXWQ2NUzRtNP2put92PdLX5XrG9XcvJxGm9MLJ+Yk2XwejTQpgqlr5Ns2rEeSNIWh2FwwHCldWI7ZDSxfwRYLT6suVtzN7wKTTNlOA1aZZ89iqzW1qRI0rj2csVd4O9PKAgLvb2zVHD+HvcFG/bnUFx+7LATNqb3rw7llbkiNI9DQTbk7ZJ/biYAd+emKIyWq8F3JyD+hTOluuzHyPOPsCzefYNqdjHo9AMwlzPWLNlKu3Xa80OU23vZd4sGyBTG36GSNre9GbetLQiR3RP6yNvtrwvV0d9mTetLbo/3EU/PlvezZuGlDFXC3Vwl8ecUljQxRdbPg/ZGA59LVbd48vn8fqYZhH50OuO+tArgZ2WzzTtMNKdyVoqkWNx3k8Rl+EmM95cynZdP6/YP9LnuQX5fOQIxnP9JzAw/PLDn//8089//q35loHht2982brwRY7/vBNZtqL/4kVm1yy3TbZ+E4LK5p3+LS7fZIZ2BBdTrKxu+py/v8remztJ7xVTeufvEnQSlhQCTMU7El2J7dUSZGWZMpHd/N3ZEfEdibGs+2N+8ivG+6uO13EvyCatParkFLsLysoxHsGO557kXUZwL2qb1mmbn/zKEf+KEV8QP7QA9esc73YV+2FXZ7yl9cGn6zeh3qqnuGZ5kxtqdlyh3A5lS5ltg1eghXSIylyKgMOA/DqyGSp4qTEjGr1E3fHNpK5qUfRhBOOKHOdYUXD62A71qZWgxg6DxX5SD5P8jsByQwH1Xmzusgkekq0vNCE3CDp371vkssgZE0l90q+o96LEKxGi6yzeOUYNADI49VdHbl2A97wmZNj2pitZA2gv85V/4CudPJOL+6duihpDCJ+4FLBBlfDafWJJWq4PumYK9thb/UbfaWbUBn17+BOuiPDd8eoJScVLZoiAiRU2HO4Vebhx8/rFrGP83HtqLxlUdM6IK1MnY955bzMTNs8iiwzKijlRajZPA/MDc9VM0b1TmKUJPkmiQcAO6WLyzTqqD8wNwQm96WryhYK8oAB6LEjYssQMfb1HNBZl8LpXGKnIcM6Wbsl7VNd+U4W6Y0EM2fy4xCQPtSZJjRjwSlY9b8e9lxIA16036nTVQeepaRLL0upfiMKVBlKwJ+l28nDZsdBZywH2stwNIN932usEi6SuLA61IniiZiQ6Jxb8Th2uy5j1PWuTQZ3quS8+rFneRpVqNXE2R+QNh4jMbNuUOn0nmyiYIKjvk4aFSHWRikTnQE2spZCJLpIJLZsDoFXPIsFX5DM8yKFADw0V8iOblBmjCar8CF69DJub2xU8f7wdduc8wAsiSuwV1h+JihNRCL3Pm85z8ZoAnVMiuXrvcdY1CDYT3KZxp6aVV8JXD7Lay0Ra5wLs+LwiXqAhu8nqAccqIe8ipknZgBa+ypx2REBXQKseF8rAv6wurzgDPKToHUCrNp1A3pvHNivcZY7wKfnIOsfCixg9PqFG+0NWaMpNNlGNfcPwyD8rrl7x3Yrq5alHAp70C2LwclXw7KzqWZrUA0pFc/lTQWXlVPDQbR9W7TDhzZEkc3Bw4jSvN/cS3+eurwAuzExozyis2sj7wY/du21iN8HzBQkPhyhX2EjE/jWW9597hVWVWddzkOuTFkTOjgCd1om4GSHXBZS3YeWuQ9ohnoVFlePExZ9XXG2mQJMRtlq0PmbCSRXlvFgnW59Z0ttIEsP46k45llVTffT9F/cJuOxxuhUtP1UAxCRmeDZ0IpX1GwIvcc95t2Tpm9m5yz+0FYCXxzlWBL5DXGbVOhcWmFkQixNPJ+bV1gWgvR4nHRUPWXOtHRKFF1qJdrpOwG+MbmVzZZgPUWT+sai9pME9yUV9B2xWbZMDD3fDwJRzm5Km6jT2VgzwdYZDscBh3IqCKd5phIf7OHHqMG7bpn6A5JcYyaa2YGc+ddWkCgDC48MKv2i45lczbv+JCAiSlIGAkjKeiJnOosyScDlMtLTEcPW2rUrfXM790GhydDblrvrbduIVSKhIa7DtDf3M95ACPx0SAvj/u7/7DbReNaUCH5StbNnJq4U2L92M0JffB+BPG4GOF7zHcoToywHvscYRMv0cJ36JzOoLeVDeaEHEfg4srrV3s0A//L7GEkZgJGrO0teJLTnfeQa045S22oYySyvlgrob0cyzS309+B1472rpefJyBPxjY3O9s1lPbxBCmdRmPGA9dYkn5jmlzGKUA4xvg8Pel98H1RsdvQxYBqtOdPqKSzAKYYXW4SktqUuO3jJTWqBuLoAVyIl1U+hcScZY0YfvJ4y2Kpl6cneAeuSdz2sm1h/EBhHAs1tb03sXvrN29XekBFU/ZTyuuxrhmP3Einao/+oDaOVGlXdXFuXbNHQ+zeDyMqOvmzyU2acdVql2RfDW0JOzfzxRrp/3Gr3QgoLVqp2RkpMMHHgX2jr7bZIOm2hDNJWGDXlFkEobrBtpA0B72gQgaUBfU9z6abUqg6YPpw13Ztp4b2yT50Lq9YE6eaT/JGx+IhhnWhn/OsNta2WfdPlRcLmdIK1HuVJhWpGNnGaPlXZcKPe0JF9TT/ToK+dVVns+L/arg0dUgczkzjy4MzLrciTEd6Y0r869yd7nSrFXOfkE91snZun7Ry+vgKzOzI02NZXN/BUsMmWgSqQyia4tiF3KDKLJkTbVyvrVBtmq856fmp1ZmqFpy5S7QQ0F6ze9dTZWgt2++ZXiEqHyz/eFpT6Qe0mZDyCpaZsg+eSohtXMOmnHDhVSH0g9HvvVp14BgdxuXN36Da6MkdipozJxk4fKBoxU9QLlbVAjTgP2bOGyrqlOC8Jo/NDAjdIqiavEj1qLyITCG01rdzXNXFXVygQpzZnllwNv+8A6oHFSD6UpKNQ2oOwkgAilDOy6VFgBt0xAhJqFQA2rTKi3GrzRU1gCF4ouFP1/hhDuf/3bjz/8cjT99PMvP/7lLz/9+cef//S9zx8Z0N2MV5+fRV0CDz28gw5J4rXg8pcEk+cdHg/pyx28pyS7p7Ni8V16i+R/ARHm5OsXOzwe0tc7PFyzItnDU3qbW/GBbPO8w+MhfbnDwzWLbu7boEN2S1oO2OZxh8dD+nIH18xj8KS73uM/dwgnY5sSmozeo15F25Tu0meRnMQiOaPH7pvoE6vLNiU0+fS1GlzaJnDVr9Mfq7364psVKWoldDWeIaEyQkrUezfkX3a70n1TU3vtk75m6ZkmY+tRNK6X6A/5H9YOArWP6G9If52vfwb8zE36K9xzI/5bZ6E0X6D/0vnzxJepJHr3+C6o25NY9jWx7Ou7xMeCSvK2KaHp/fSTPh4WwN+apsf0J+zzMv03ia8h/cH+byo+3iS+AqyFtimh6d3ii06+FFDd3jS9W3yxvOBN+iYKJ7Lp9vV5l/4pWFzx+TXxZeKszuFPXQ2K3mybuvSF5aVX8DTsk3T5ZiXyXpf+hthX6CfA2KaEINY0cDIO6Rc1Pe0z8UX07nv0c8DxyayF25seaH8BFtcAUNyMRLLMdK4pcaaM2qZr6n1ZP4WmqOoxXfwB/UXrMzZprkd3UJ/xFd5bqPktfPksfPm8h/cjYSKOJrU7miafPizOM9ljiT2jvyJ43zYlbXpEXzX/SHyOtCJ5KK20ep9x5df7j7MfkOTXsrrpbNFCQWP6fgx9YtFD25TQZOhnqm7P6dPNO3z4a9mIMfnEyKjJ8t+9+u7RV6BJsJ9UyLlxV/tBwGes7Nni5yqnTOcaAdBNk3GtapkQ25S06av0NRwrdVx54+XR0z5J0B8dtoUX7cKLPsKz+QpxzVqwTeaRokr6iLgWiJmuvAlIMoIOOV47CtGlwkiqgrSFKedFFr9sIdtKf+XOF4WkaQF0UcjXSRygpdXJawhm3DVrIhH7Lq3k+3WGTLgjRyxuMLCZJiNnCq8ZzVFLs9qfkdgQdkjX09+QLzS65W9oGZj+kHzgA/EtWs6GCNjYi6+Y5S+3tKzHGr4l9oh+cwtrwtQCeIzedE1fI1paQgwPn9ZCHNEfvjB877Il9ox+ZvZBBvv3pgf0N0T0xA3YJC23SePvTXJR0qZrLWtRA4lpSmgy9NW7/sfSDz0lILLp7v6nXkY8oiVpyz8H8TetPOtM2KaEpvfTR8JcBSpPYn7wmL7G0k1PniX2jP6bNn9IX/OeWuRcAH3YVl6QvObLhr7efAP67zJvDOgX5iwWSL532TcKiqPZpoSmd9v2Cm5eM1l//rBtbkwgmClelljkkJz5r7j5rC54V/FsWZ/66ljpGmJxusT614moy1O92xJzzh+zPq2S3xeOAY3y6vDK7OQeqfe9e5hE5ZkuJte7ivSyH/6QHiuAiGxT0qa309+BWmubkjZd0Y+jnFmNRzVNb6afiZ6bCWJrmt5Nf+mgCpFNCU3/NPTfw38v008swpJYDWV6/l6mH3l7RN4ecXZ7vMx/b6L/8vl7F/1X5c+L9CXS7YbA9syjW8ctuMlvpotJU69qo9sIKfOe8/Y6/ffIm6YtqLZWUUTcNL2ZfqzEj61wBpqmd9PPZ4bvSd80JTT909B/D/+9TP9N8v5l+m+Sdy/z35vov3z+3kX/VfnzFnl/R2B7dUrKGTH6AWy4zarGZ/U+mpakLR+T7Z89J2ub0l3iCYvdUKOE2RtGzXaH/qBs+e4rd3R9Z7reM13vMSC/2jYlbbqmrx6pETREh0Tu5LUCa4MmVF6LE0yUkABdZ5sSmk76EVDpL9GPCkkTGDMWGLM2Ij8ADsyTCrKBMWv36B/nQY+6bUra9IB+VNDWweoXwpIUQMidLRfEjaj4IG6bEgVKAKnXiVdgIdUVxnjT5BAvAFOdLryl9Yh8XIgYubAk4DK540f0zYpcr33YEfFyS+z+TtWDJmVGwgps44elVNRf/UIplUdg8oNaKuqeH9RSUbXzYS0VuQAfV1KBivvPVyjop39rPf/+689/+te//fXnn/7rh5Ym+tuv/sg001ZkQvLGwgSBviFiaUp2HOJmMTgM9SdXJgWvs/qXr9I39U0iWpK0PCAeBqjiCn4TGDLR6omLmOxNV6r43jE9uyqudvOzxYgdFN2l22I2d0PpAe0GFUiwul1dhssEU3hIfJNNtyU7u8dOofoirqc8gyEwHzbwE6qVm935tfMLyStM4ixGbLDpO7Bdfz/ixN3QCKkBw+dE20dSvKOz5eq0BfjJc9CnmCltGUDIIz3xciTkHxRiDZkmE5oGjLiCwj1pBiBeMuoBtEKJ+hBMjIHOLJtrRtljG2bTVxxrA0N6kg8jow/K5rL2Jm+ZSYHvz7nDxzvBf8hEIqCHgCLJpukUlaGrmN3YpKuXF3/1LK3IESXOq2vzemxqh1/5IN+brnavg8H+w3xGnzIGASyQWOSQbk7f0ooc0fX07VJHbki62v1HzNOriVwb/FY1ApRRzSxZu4w3eDtFGpwzY52ihQTtcJylq9BuCo5db3KOvb7DMos4ZaBZW2IRI7rLNxmVnOyAnGOTUJh+VDMGG//71ZD9POT/qaj5aVD3XoF/bEXN/5534H/8/ce//dZ269V31u/98sPvf0okXxD+/0+JZCAc7J/96mGdPA0ICdii2NQvtKPgR4zQkAdVHz5art4GGdhkY2Q4rWxpSEWOJ92buyUVOaDruYcEBOuwoDZ8b3IiGPVdFngsAypuWGKRQ7qavoeGtKmHrRlz3Xu+eXR073ZG8OyMYApIvLFNSZuutJwFMLaFQKqm6Z+Ffk0oiWubkjY9oE/uKQlnpxY4+Y7NVvLr5GlZzlNxUl+BoWyaTuqrvuvteG5P3tB6RH6U9TUMfp1s/oB+Rhm6wea3fFuWCtpk/r3pOu0KBbhZ+3tQ/NsS+wr9wiKeESmPpsmhb5fk7vpbYo/ov+nwjegTSLkVZvo9Dp+pc/1s999z+F5mvjdJXmOKMvm2as+0Bqs30x/oTLfu7X6n2s1X1RY3r2D43biq/wkeRf/np3/58a+/Nf7Br6KQFXpyajEJCVmEgT7SEJHFGFZg0je1SxXR/cPLcR0xMqCvuTwD+oPk+VxR6LaclRSu56+2sgxc8FbzXVS5uvQgkg+GDmToZfIGQbxMZpHhaiDQg3y3E1/UWjWjXVfo4JVVNlsRXy1IvaPs3KEUyMaXOimwbD5syOtDdUC+OUPUD7sgie7gRb9ecUENnVa5WTa+hQuoG7ag7rplj7uWyoNX42fybRLCdhmVywZ2ylt2UucBFPrNeJ7ZyZnp5UnOWzAg/y+wiEnYUMc9sv7OoWH4iPKBtQxChoGbqAtNTxGREReUMjjG7ZQSv7Fazlq38ubbs8Vu+qYu9opiR7GgzFpbbLUUBKC5tMX2UR4SMS4CzCR2Yma11UyyQN9+tHwNSKQ+W74RDlhicc2A4gct5kpGH2HkmQFEAKBgQzCmnVNfcg0Ki4sK2EcLFwwKwclDPohUYknWvGqxmFZHXp55kRhWkRhWU/IV93LNcKVUPvGPFdYU61Z1TVNsw4fN6Jq8Gshs0zX9VtZDoxbgreg+yWvyGilXiW3QdBCN5VyR4V0IrVIml2OuuJvbismZN6IwyHctcY3lnNAOFcCFpqb9SbvC9X0sKuq21w4x90E+T+LDzJdP+pWud9LPFabJligsptG4zRTis1yw9VgoplEgrMjxZUiNDaG0PHiTirwATZ9YdjOjfZZuMDPyVvX5xPpqNE+kMsNmWIh6DcWqQb8TtTTLwenV1KwHeAr9BkCsgvj/ViJPA70iXMA5A7U3n3W6r6dPZUGrTMUKYJCqBzebfCDjjPBoxwrYx0Mt0ZibyNdMe/PIwY0oXV9mEU+N2fWmX3jTJwBWF1a4Kgm2kTNl5mrle26/jbFTp0AE6GXJsIu1SCnNPUiT0n6tsqDe1wW19Y49VFCGYjBw+/SR+5BmacUrUAdLAChFSwYSRasUyu2MWkd+FfPjG1EujZLpkUgIqm35SnLsygKpk/dJdbkScWkck9eYXrrTrI/oY9MY/n8s7SReinivpdAmHwnFVVkLuCDvJqfJG+FYsl20tRZtJ7xXiNWd4whsOarQX7/5019UV+wFvc7FrwSqL6ysl5Ff0MvIXjF+gdjLrEN9NAGHrbC42zqqLTepQZ+ABmObHPo7Ii1bOSDZ+zBRFRNnzwr07SvKepGslwABedyB1Z99ZBXyHTDxLcJ3oK7JrZMzPAL5lFdOgPGN1Y+n08gElqNMwA4smHVW2i9A31AcnIPQprpWJc5uQphmmoQ3JzpDGqo8YaiK6loR2XbNZSDUp5rmEAVqgIKkinqKVNQjYhhI//eLtvufcKT/74cj/Xf5mv72y3/88Jef/uvHfzna//TDv//wv3/6y0+//Prb7/7IVKz2gPpgje97r4nukhmvltQ1eYZXe1u9+PsnifenEensG+M1MetLvTX53JMRbs0mo/7YCl+1X6U+fLY7r4vkDMnqdVvnSc5zzdqS4Rfjkw5FM/ewxJOoLeW25XOGsqxf7Vrl+fvPhhh0qNggjwM2teyv8UGOSNwQ5r+7NQCPDjohxSaQBV+w4Fq/VToEsOjtaMxiktQ+pnNNqb24gk7e25wSBpN3MOkNBMUrzGasGD3uoHqbk75tOp/iLEA0psNbx7PlVAgFPBO87cFpmERelKzH7aC3eDtUdEs/M4/8ev2W/9c1t7h7E8A7ReAjZekWXevJ3HWlNleuxYiDXB9cO823jnQfR66Vrb9izul7J2HvlqVbrFyD3hwN2OC2XAur3guHWuWtX6jKCs7sD3U0YvO9c9N8u9Ihabyfh8bDzdVEQKyecmdyz82AQnZFx/FnZRil4O5P0e0tm6Qyywom0dqqYmPI7zMkVfTuUe7/8qBMa2P+pNPxFLealSHK7p2fFosDDvC+v6oW2k7g7d2Jco80q54zumD866ek94IZgnLbsVye1mGixT46rA8qDwsSVsku6whOYkOK8VYaGhSG9rnDccWK6MTqunuzgF5wB7hh6aJYFj//fhcNfLJaISivnDhDd3Zm197L09WO/mpDm2xKmUOhaXRJ1zfclgS6enn1rlGD43H+3FNAV002Kosr1BaVsnl/oBSsi7JOrrIUYG255ZtXweugz73j9w5rrkn1x2NA99VPnITjNbx7Qhdl7pOr4lXVOXLxpOCuIr25QO5vTlDVOAefd4LcoMfb3tM/16Q6xNHBuwVWAzB2jmi/f4eiUPrq3oj60sua/DX//eZMn8zy/PfeePD7tLkx5bL7WOvmrPJOGtillVjz5aB22N0CbIMhSUSjOyEAKiVX1FS5N1JxrwGcteP33m7uyvspPZiLLEMUTRJCUznBnzqvtMnkeZLTbRyITQR0r/50cUHpXHxzl8lY+f5735p03Gii10a1V02EJqbjctmu1rjo72TUyXtvmjViX5aPmIQ7tshF+WCW/HtwImJqmXo8iOll8m/7lHrO9gkYVRxk30aClJppfXgbN3jOrGUoadMF/fYZxcnIGqPVW0ygiiaw2QHdnb0hFTme68nblY7YjnSx8/4LQtguurYeyMKoliW8CD4/paNi08nvYbQ9ZvMAqphn1JkMH8bH5L1Derw49PO+3Y7yPFZxaD95egMDFItdpMPE0JXU8hCTa+kJWWUmsvW83Vl78M05IVeJLqp3RN+lVSt2dKI6bMqfT1zuLShYUimqeyUe65c+33FBbeZqivr86919pAS1YYftvqGnZlW7gmu4aUZUJebZEo7vi63jmE3xOhTlTlBwN2fXLJnkvSG4dr4Nv8GAP9r7uMjZCU9MPRW9k2uTx+T92VRY7Z5ufn6Q7hXxdj9El/dAikF19uAbruJgfK5HJut6xQfP1QKxE9RiDNeUdojuGwTeqZDcm6rgSSmZkN7urHrJb67UOW7oqJN3nVmwXwfv13Ayg1cmXuCqk/F8U2rBnG0kbtBjdOvqdNAbdH9wgSaGeLgSNO6qTfmeCPrnw+Kqawmvlv1BwEHe4N1336551cVWavJ7NcAG10LKEID1gQzICe5p92bPSU+By5itRqhM3ZNnLexe5nKbyaoaov2JmFTGESnE6DyZRqvI4p7eSZ0qEbLVZa+06R3o78iiCsDDn+to/luhFOVV+cdjKYoB4fcAU9Sn8x8OpkgM3Ov9/1//nbGcR9v/9dPffvzPHxrZ9os/GEQkmYrhH2drggqzE1V++RYGcegS5GsUpXi2CF9MaJuvGtoKFWwh2z3awiNnUddr4gpybdeiZ3AoFNJHFmFnUFTBndHuXzXB9xpXzeLvhtAlaay5d/UigGR3wyShfJ8lea/WOKPYdXOYMb1F88pqZ7dzpmvVRfaRJsxnTXYHkvoSKl1XQKSYlnOZpxl9m+Y1ZaaWmA0I8uGT+I60ov2+KWykN/jyoMC83dw8ip/NxJAdKcA7EgFnq2Y+exI3TZ14yrNV25D/O+OXhmuplaFzx+/4IA5OXcWqX5EItU7gdFJWskpTzelrz/OLaEkXO+1Jgr1nUH+/tZdvngn40PlVv1z8A7GfFjxjuq96IFaANa0QBSvKh6wfuBFXxPtnDR7GpqJgBe7hCkCKFWhF+yzLbUN9qbwBJcvuwHmiFA9/DNcqSW4+BsvJJWf3SQXGBUvXAAD0sooQ4S1uRi7pHWAW6g0fONtUhtumnpKv9YaJ5LEDx0RtACM4AhUIC1xtcefhVJGwAuVp+6jIcOXm29XRZVoSdzPIZ40cPFvS1ZZ7ZiCTcv+9e/jIEL2y04gk2WcJ0ESxa3gBiggbcTh3uBR5VW4fGaZXxCPhaCOTzwkxtPUqmBEtfaX3Wep5jKCul20h7EEIqPcQAnRBbJVrvay05C5+cd6KYuCxQxSc52MDllcz9UWMPlWMflIcmK7oSG9wc5xG0NfMfdt0yqbF3bxYVYmPPYLZxAGoerkDSve8Qe6DcJvvGuoK42b2NOiH3UsFW++JiLWn4n/v7gfFlU2j1MIJOHB1UGBDOFoUt7Z5EzT1dsxpEau9+xgJFWn6tumDvvG6Bv2yXe6dy725t0EhOkthZRa7ER/0EzJxm+9a56/75coJmK7DBF2lpdUotkxixEw+YUDM6BUvMaGAGh1Og3pMelBNUzpHtKgGE2Hes01dTC3+VR5Pi4EB4dPNiyfkiOFdtTR0gW6n76MK9Q9bvEchPqhYGFncNFJG69b7ntj181u0uUq9MJMIwVJm2GtBZXINsDfUhefUgPZ0VgM053kRX5FfAGNkmz7O6Q69LSSAa9qmdE7fB7QoO2oY1wXqst2IcH5ZAT0aSprqE7pfkzACDVuoqo4QmzSLSa5l/OlJXdQk1/KOlFcLwGCOpuLfqQsu9EWtci04Qu+Y87uWelEZP8PhCT1G6vRA9ARBgx2XVZvKio7e8rZU6Z+xjsWpi2xK3NSgX7bTj2Sd+6poy+uTK2b/mNFYUhSYL7YPELKro5qBxt6yNfWoJFZRWU8wReOGCXpUT/Xgij4hv2zTB/0IgNFgtJzIpnTO36/xeHx5U1GRTuA2M38Fuzu+vCq770DbwIZNwsHOw9qPvSvoQ4Xb4mhSUBQTm9RFTFFBv8Fgh/CvwWHhWRHaBai6oQfNRbRcHhSlXWASCZkYmxnY22EFSuHAf9ji6tznuvmyoa+oMHZLg37ZTv9sSlc77wkKuNyjn5hWN0RSzqCK6np6tw3WufqJjpGctq2ueCUxSscFqJBtvv5BrQBBtk0f9Av2u3/Z0l/EKt5y8Gdg61ozphbAHtmdCLqyn1CYFUxYN8wVFElz49pDwj+qgxoJA3bNwDhT+0qrnRKxdr750nzWEFejtwlXDvphC/8NHOYzU/CKfEfiPMkHYK3TtnXQ0vIQI/LnglyRDyiTZpsS9zRwqZ3Vx9a72cv9MfW9++pGTrY0TBEtdVL49+iCqgg7K9+aG6gbc5I8NI8XatWTmif2OPNlQ7+IBtmC94V87k/fyKZuyZoIqoGg3BBJYDeiT1/R9JqXXaev++UKijDYbj+x5ehSxU1jUuzNWU2iEDUzKEavdYOPOfpPx9FZjdDHbNpJ0C/b1BZ9OsYTUfWKfrcCftDfIan2jv0XlCssdY3FaHEK7uL3D3fiSZ8+gZxTAX9rm9LV1vuZMBJulsI3L852jVrYKC2TvV4DrvQ19Jd7Optwpe5wLTVHt/LaNikyvRJ40jZ1QaUGubjB7WCbukfsFUG1VtDXSliD+acFFkFsmI81cOptZ2+fV5tjU6+1peNH95Oq4TsJhX+OFi161Lxas4NaSV6hMzd4k/uHbXGFTN6pLu9silG+ooTZyroSOzFLFxQ+TSfY6RXfAqXatCTsZ9DPWuIbmabcZprV9P/evYi9AdnDpzHtewfNmMNkCc57iBrAfsbTknzONxMaOaGWQDohfK/oR1Sit03pXAlAMxMc2Dalc0gTIbWcpWFP+ucBMuSBj2vqevQwHn12YL98GSGoY0dv35i3o9LhjkDbHVbozhN26FGPSVIrLIirEXqHDXolsm7qAiuyqRP3nbJrN1kiHuqU7ABUbgjGhPMebJp/r6C6Z8WtsqMoWCpqlTEt6WrD/QR5uVL2j6lcCYdctYOPG266nIcjwfV+NClydovV14XeEKfXcDD8XU6I5rJNXYNR53f/ssVNT7rcM+jsvsRGgVEWD+r8PmaqpuqjCaDxuls+4IqAzbZo5eutHgGcuBu9wXrB0DHz0XB+dYAOr1U5Wp78G4hvKv932L1Sj/QzW+wXg9mADb+hIobBeQ36WctfGnZ2NPmXX0X9rErfQN/6zl9Fr54u928v+2vE7Qb3PdfiWeA3Hx8nfn4K5fzR8jW5kFDIpGWBCdM03H1hmoaFNJNLd+QiJEP/cCcfWNAgTOI0jMAzckmjciz2TDjnWnT66SN+1xZU8G3V5suGvlbxsfsa9Mu2oIKGBXH7Xcm4i2Qs4hK7geQ10XPUYrHBLk7xlAdIJEkzVwBq9h7p1D9ruVzDDNrO+75DWKqo51TWqxnu8aoCQnfJlRCmGMT37rOAyzUilGr0rIioZmDCqM/hm4Dtj+HPUm/sG8p5VvXHh6k5otk3mek3Ddxv9qzRGIe1mzAMfZTOZU5MZiR83vxyOwMbtW1K3NcgH/5U7AjEt9vyAeDCZZGAS+IwikDZJ7HrO8xsOxyluwaT5E3NuZnh20dTdL1mu4aS7BpJsna7VdCPWtKxgrR/wJBCQyPJyhrzGy+gHRcQtmhmJPm8wYr8eO/61Jo4R5NWj4w9KOZ7vxI6KFo6m/xAvf5hQ139nPTe9O9a6qhdOUu0MOZWYxRdVO/bUP1wTF/fzmUWJ2i+bNw3q6pui/oqCwMFCwMFufc+/utni3qDz3UCBVuUr+DtziL1jDPBeHvUWRVMhek+XRRQjyxdH+ZWXFRKXVB6iy+7wqBQ29Q3W3ALpqoT/S07C9QyILYwmhibNfHLnsv5vTtAqXlQwg03546M5YanLdrXqMgs0IVIX7OWR27e7g096RdE/tumy+Wjn1XJs7ZzRfBRKahCVXpox0ldwYkH4Sir6C+2KXFbg37Zrr5m9j+CJO/BDB+8s0kiIGDbts8qRM8iuA4fycJsRxOiMmOPievTVRNMYUzqlNnMl41beJXtbmA7eivdY7Y6if6xQtGJ4egbEc6F1eKQZe2xhOlivybBXstnKV8BKk5mLbJ6de2irx9VdarXBZacskMLPJp8p7oNFIts6rFbRW+ZHeUlbVNfvomjtTAiJUMbrMy8KBvr2u5QRQuCPBlkC52GqRd2Y4N+2dJXcxD33xMWWdMPOrDIWFpUTXTpNduvYzO18nwoyBNqdTu0Yp557/X5amxk2SbmL/NlQz8o/fRNhcUG81dhVGyrFvJCrF1U8hnpB8eXNX+/Z3Kc5HW7JtVeJIS81WLx7/WkQb2jgOwM/f9oCvI0romQIL7ynxkRkanTRERjV1DGEZmEd3Zd3aTMbPrsCTAZ1gBL+/EtPaH+rAMAkGzTF2aNvfYEw6gM0+fXAwoRSf7isd8+toTJmzDJHWrUb+HYejIM4mNfZTXatUwpPxJ0RbaBbfqgX5Ft0L9s6WvET5u/r0ZUWN1G2SUbsktqxkV4NGnwBjZsUqZLC0+tk2SNVldIZcNyOizMIdH68F0zP0dvkNn6/Rf8F09AKMggra1dkEK9ApPFNvXD4qNnmHy1f/TbQYtk9xRds3dA8SlqMzxa3JfqMPN3x8yjSoiiVjzTkq623a9Vd77nvnfXMDvBkDQJpefa+8r+OFP0DKpNZxNkceH9WbqQ6kvtR/BGyuNIeXzIMvWpVEaB2qbO5z4SRDRnqtPXXNWAh3Vd4dKxz+90sV+ukDApbN+7776nvr3uRMSViri8QY523bsVv9sTNKGs2+KuD0qUxbNN/cEHGWVMijT83d68UvDWKhl4CCWr67WBm4vu2Q+mPasTKI2sESGmJXFTg37XUtdnOvbeLzi6fVYnVo0HBqyvdOgx8lcHpepkW1kIlRMZsXF1A/DF6KCss0TZ/mWTUb+JVI4JYV79y5/2Wi+kWQhsK7WgcqroZtt9MJY7Ib8yDBXb5coJAYsNkxdxs8yLIjjCm+n4Nx9jXwNC3VsYQ8DYfb+1RdaJbDL2Yzmm6wLXtW3qUsrPXizMCSoL3K/FYEf1vVODUmX4cqtj4UvJBZGZtinJrgb9rCWuCTrcfB+KS6RElPQiQEzvIiVmxVIMKvV5THbibmzwcQzOib2k+lr7Tgbz5ZP+Bh9H3AC80b9s6WscbHcNXtNXj1aLhJW9NhsBP6A5abvordguF15PC6O2kAP3nOQVe9fc0ArLusFHc3x5kwdbKxBYMPrsw/VtyFwcwfVtlFMRgVy2qcspHzh0RQzcsYZq9s4FyLA2Hr2LKXVRnV7MK/L9wyf5glwws6tBvmuJK+octt6H7xQz1qpx8yImiiL8Ta+Ehi4pk00JETkpIXB6ZWJFq9vDK6n4oJ8Jzkjb9EE/Atypf9nS11fPOkt0SAmvnmNJFEbM7kTQnez0E/yJ2DBXUGgZhaO3b5rIEZAvOcGXm3NX/IJ+2Y5e00R69OYV/YxsKNuUziGpMmaD0yObupD3sVMNfu9JPyKe6lhXddBZ7amLeZXyYSKnAtxztilhVwMoXdPG1nuCYteEV3QXQbF3E3UfgX9QNmQEpY0Hde1hQ0G/7C+1Hx1kPnySN02dvDpXxjsN1TlNLOWtlKrKiQ0PfLsR7knTF+6j7Q5FU0aON9HnlAmxWbPD5tVBorr5+PePB/TlDu4BiVoOZ0Jv0MFdgVZkZf/a7x8P6MsdJlVmpFD2hN6gg7sCBm/p1d8/HtCXO7imn65JfXT3M7/Y4VBGihMEaxNpXuzweEhf7zDReMTQOqHHDpMlKFoB6OnvHw/o6x0eyn6fHjtMViCGHn3/YofHQ/p6hwlG7f6Iq9lhsgQUTo87PB7S1zs847P2BvLC69hhE7/4TGl43uHxkL7c4ZmWMaE36OAvAdWG5x0eD+nLHZ7pGRN6gw7+EgzO5uMOj4f05Q7PNI3jUvEAKAYdkiTrzBSH5x0eD+nLHZ5pGhN6gw7+EkBzePz7xwP6codnN8CE3qCDvwJUHJ53eDykL3d4pmlM6A06+EtA4fS8w+MhfbnDQz6r4p+Y7pFiTs0Uh+cdHg/pyx2eaRoTeoMO/hJQcXje4fGQvtzhmaYxoTfo4C/B4Kg97vB4SF/u8EzT6CEMN2/pkr2qgtQbHv/+8YC+3OGZnjGhN+jgrgDUhqc/fzycL3d4Jv0n9AYd3AWgzvD4948H9OUOz3SMCb1BB3cFKJUe//7xgL7c4XcsAy1hD2nvmJsmwF584Q9LQasP/CwK3Omapl8/D9YBdPcna6lEjuV6wi0b5zPt51WhJcDkeVlod6b/VFWh/9L+8Pf//OmXP/3rTz//+bff/fG1odfPwQXbrPrioGbngrJbDVJKYgs2wJdvgA+fETefNcQ1ZeVF4ic0zzXxQXFoxbGyeF8fxwJI3hX4tDPi5rPG0YySmxtSvCuSNitCn7Dsfn3o9Pma2t2MyeP3gsNQJ7FHOUMKjKNHFAm5Ihq1aqBVncR4JYAg26ZOGrmaGuMFyvsEpqvhTSnpYXFozcbageC0A6RLt2gSXpY+vw32CfhCKjwYBeBT4/LQqAbLofvrdr88dHm+bhN2adWhGSWm8CgWfPaaXRA1PYvQS0grtk2Jm+mcEiWOHffLRJfPb68GSH8tEFpo9WcryjY7GjvgwRogkwqEtb9pPxSZDpXyoUAh0e5suSLeP2uDblcQV+Y2pC6JzyBdj2lq7vZo5jvCIPeewPGhBYompps0KxH9WUtAb4aZK+xuA9PWkxGBd9VKV09Gfs7tirYJ9YtsSudwFJGci7YjD2bGLs1GqMSpHsUdx5K8ukEcbRNoi0jdLA40FLObQT5siCsKyxOGKakrQd97h8+iFAWiRYbMNrlQ/JUEVIMSB3eOQrDsmOpMDTWfNQk7yt0lgPgdNTQskxSOg5QCeDQQJqWeoIcGxjy2AifC4bpTk/rQ4bOu0FBf/HzWCsB+A3tnEkAiBq+KbKvaq0w6CxhlrQLTkjAef+k0XHSmq0TqKpGKUiw4nzuqtBk2PvnGJU0dzTYl7mf49NnrewQb7hup0mebUFD4WpSF1vqw0S8sXHhfG6om5VUhO0JAYeEBfy0fEf9X5CtAO2xTTzrV+lr9y2apAY4U0oTFSt9BQ1/Rfew+hPPLege0qtBCHmDDflHo9Nk814qs+RdYxObFpCCZMSMRMCQI1gbSpZJttnjmyyaHVRMBW3U6kEcB9YTbey6bqLjEoNUtWvK7HtGhaNRrJc6ABgI4xzYlbmrQL3fyEahi3PtJWWjRH6qnPzTAGhETPgZVwCVUQwe0SOcocEoz62USE7vz3hX9BRmvtunjlO5I0LFc7TB60fqJRO/QrI0G5KQYXAuStY8vQ0pVFnrVd7OPtCN1XsM6q/PaL7+TU8VOHJeemhrOQeGUFJY6nZQTMR/utJE/G3aKKFQUMS2dbya1IzeFEA58i4aB+pIp3DPeNlO2MV829FV3szsa9Mt29lHpY+P9etDKN/pmQD1oSW5qaEv+MS1EFaVNrtK+E/iaO5p0ujObb+Ubp9LEY2Wfw+q0+obZc/L48q7TZxrhaPp85wS+srBfs3LQEre8zLi1klsrCpONTgvfiIG2wSn33DwthUJ2o5DfKOSnYpIqf6B1Mgy0KZquAo0Rpyy6Ik9lKlCZCkzX7kLOUBdFlJvvg4QWyUNLrs+iblrCIE5eHXXlUVmBvtKQv2SvY2CZV6r9U143X7YAwCoq6D2ItLfZpqSjvJaUKLNVqVDx1XUubCcfWSpUt2tSD5r1v31OpetlxKm5S4VwfnhQzVo136gGFR4UVWdsU9ffFfc74sUaofbHiaE28M3RX/QWy1eFZKRFZEB99ugwHzbkISPp64t8dIyWXnfeRx0Xm2VUCYtq0KJQxDorZrAQWHNHKEmlPT8W4IFFKnBxVguo0pNim7qYOmGFgn7Z0tcrIc4UyJGY3KhR0IUe+e4YONGxYROgcDFPNLvfjFtVTgzOCl/I9PdFPpr6Fj84qvRrnGZ6l3cKkHtinviigsRA7RBR+6gONW6XwtttpgjvQMzeAZg9ElFUgwfBD9x1v36JOC+TWnVQCVosE2mZ7HNDEYqfp7sGlmsJvEvpwBr4tONMbzVfNvQHtRQgpKi3RuqtDEagkIJxgkLS7sT1/NOCqp2wwrlFR9bP7o0UJqwaGCTUT6Q5o2qdSDT/poEeNgvFCDRPBJontlERcbVr2abOOr59YlQIWovFUI0h7cHU08wttgJnfEVhyh2Fcoy/1hBXqxC33ZcRUuVOa9Si1Ku8NvwCAmtCUMBK1+faH+/nXGkFSjDxp1PPvBZPeofbpn481XaaIowiibp+gq5PHWpVLmMM4MoYwEQdJlGHQj3hhzWgfffQqAa0PjR4jSradco4mmnyxrlzha5ATDbscc0wsw0zNpcz4EgEUlUspNt7NYHvV30NlIeln1VdSlSXuNN+8ef0ObwBxZwhEuQtcqf6swaI2qbED4fzy1hqRn+kmW58k35AHF7/cqe/4iWXZoE35stGa1EQ1RF9ai2JWhPX3y1zKi+LrJcXKkBv/u950arFYkO9JcYCZyoZGQpSntmaXqOdBrc8zHppFgp4h3bFQ8Agkhna2OJ1cvPRnlzx/BoSVxlKzWq66K/RNrsbyQLpitn8+s9a3TVPdNKXJVPG7ZOpLxxNvhn8ZcHUv2zpn0236d8VTCdGZ6evZvhMX++d+s+D56SaZu2+Bv1ypz+s/3w/VrhqfdesN/i8/rN/TkZFDDVzaSAYMzw+Jh7/nOosfuSedNKgwEwrcmb0SJ7GFEx1ncoKr8MtVjULmzQp/3waD793n4XFrRHRGKMXBbMuMuNWM1WHPDMv3XxQLShfmGlgyjQw5RtW4cGLRqNBjO34pL9SQjHIPE8NPrRKr4wGsRsb9MudPg0+3H+/AvRni0vRm5EVoEWkzGwkOxDAd3hFd/h6Mn3amTpEnqnJDF2hHXVYBVp15BGjz7SnFbDANJEwiyJDgclUYLBNzywkZSbdxreoGiVXBvUX3qIFfqoyC81bGTA2sMkay+VJnm6ywsDhMvHSjf02mhJXt159LZwfRnVezn7mpTMfNm6bs+na5FLopSv00nHzXZtL+awSFFVAUAf6s3woM2/w0CWpcZBhQdxCoX2rRA36KTcMyJpAYpsuVZjCINDC4P7pVo/0J7UTUTgWqjBHk+oR2KmJO/Zk5u/dZ7LVHgnHu8m89QL/XKF/rkwiA62PwvHtrjDLFkQGFkQGcunoWT2jTXoAiIa910r5SBddobmr1FkACNM6KuPORxKK2dGFnl3u/aQEtJx5VYFQA1oMMGX1430CE4UDc3AGMRuFKmNhFOqM18yHDXm9ygduplu8NtOXAyPFR0EbAc+NsmqwT6EKhb2ahHZJaYs6DVVihsYoVIoxEJXWsyrJMGWme46PKeLEGBNYaD4rAy1sGtJZGICSUdejFdjUY7rBt1oY0llmaXvmy4Z+0vlXGEMKfbuF2Znc/EnxZynZGj1AmwCzbp1lAwXWjAmF0eJM+KoMyytM+Sqzl/UoBJRZXwEJLYU+gTLIjp/Flg3j6jQd1W5Dn71qrZW6jO7WpPTz/tlsWWfxLpV2w0oYChMP/mvncbVKVHjN6tRrlqnyD2LP6eWtTOSyTUnX84p+D1wxKTJqlKk0m1aaTWtkfdvp/PngqzSbvj5/bL8nKWCVqL7dMuCVUtNEMpqsifOwbJr6Fvg6r8wIqrSS12kgJtMmR6kldDFUPvEqn3h1ZqUO9BKPguUH82dGlhY2w2ZNKkEL/EmduR7LQPOn/a7Swl+hD1Ui1sysh5X2/UEuW6FpolaYJiqfPXX28igEHShEJiqDnWMdaNFE6yycYpzsi1R4oi1UxpNWBiZy5yfFoD/zjSpjgigYIVRmj6xxgqgGoA4yRGvhhcpHXp05V+6liAZGWVU+Mivzv+oso2WUfDdIUUVlrcqElsqHB/ZrUgtaYLBWN/++PfK0xukgL5x52ZWKb6XiX2eaoM2Bj2zqTz+wDlXBOlAFZ1tnMt5P+hnWkTKAK6Lpu66832amb/NlQ1910cIEmcrYgQHvrA7MIEpBr8o4ri5hADO6YHEtmJEYAJGvjsiS39CbBodkdhnGopSFbCJE3eB40o1VZxFQkXk0I4gLvq1XgbhYERODLXJFA7wb6yQDqNC7MMKToQN0pdF3JWjFtIpeoQN0DKajwuleFb25cBrMnyGdhQ7QSqtI5TO5TsGE6AAtdIAW+jfGwlmtEtj+R1Bbq2uUsMHKd+6hxPj0gQcyMoV7PNXBUvvaYuQzxzZ1+hHkBzut1+A6e9UOQjQG0x8gZK3ItVsZC6RbNSn/LDGh6+xJnJnkOYKiM5A5PcBB77CVb8Q1zqDwDPRcZFOnDzFFH+xKk8A6MScZjL2TPF0MmSrMuiCid2UY3Doz5mVeq7YpcV8DiTn0nyS5JtguV3Wisga0yJVpbVWqTCkhnikNbiWa78br7QdvJ95KibdSIsTbeL/1tbPOorkSfTyJacGJ5svRcaMFChs2qR+wQlr4xeKJUTeCsh3WgGYBa1aA9sM1bleAVl1wpTlrZdDjlHczeSdTo8oMF1mZjz/WqPyXeqZGkxkv8jr9B3nNCfis2ptFoOX3s9kmXupp40llXNObVjsRaSPReJiIvvDiapO8WqESAz8TEyZvHrXbW92MDKxo5ATHHAwoeSaPO5T6zTFycURPf998QU7J8oY+I5VfkluVgr+PH7XZb46oR8je7eCv6Y0ODzf9EH4OPS7BoRwszqY87sAhxfXDIn2zQ3vXPGHDx78/I1HuDuhph8ku3OgwKcEk+lzLY/Li4ACg1DRVz4f1tAOH1KKWHv1+cXPpjxmKa+Zxh0MJ8M4uh/S4w2QbbnR4tu1hd5dggJu1fnziPR0GMypuJSX+Prjykbv4uEPztXiuGAzpcYfJNtzo8DuWKlIA8EGpog1O+4elitQy8Vqpoo35VS+UKtJgrnGpIrVcPq9VJErf41pFaij9Zy5W9O9/++n//PBL+8zPP/7yn3/92//9209v1Sv67bu/TeorxYqMwe/7sSqTAh2VBToSAtdbKYD4ebPOD1vkGEXM2T4U+uGR3xUaHb9nBpdG/ByCVI3w39Rv0z9rU+VPbJR+BOLqETekIoaTMKX+zs8aULrgDPemsbwOis+HDgPbjAbAHnud9cVHKIXmamBGwi4HsTddW1dQKOjUifv7fv0WmSSwi9yxQ7q3YM3wDs1pkoV6SBtF7Ujfsua49SaTQYIcM7Ppd9nLEoscUuLEuhXy5OXuMDg5/t5ZzKuGCU8PY6tCJTfLselxzmFNUMiRMNIkScs9A46KvXVq+/vYM2N90yjblpeoYm9Vg8RgrY+n1uJK3cyo16OpqumxfFSDtmA8UXPlTVPSpvFem+92ddErhmtScl/tkP0hrR/FdV/vEL5lf9HXj3rf1jmj1uqjqeiih7OjgeWJesCPd1By6dOz1qoMiwrYLBuKj5C+LXp/GTHU3QwT7wwRbo4mMN2OtK3EK6w5S1ahfxxY3+K7g+mb6JT1L/QsHveWyNejRX1jR5NrfYDXuBk7fZ/7cmexNBqnjSNhtNuG0W4+sw6ZBc4J8xoIJNYtvbpY6weTX58VlvSqyqomBOW0cwvpgXDcP+IGrmlrEq4ZzvXMM2Vjw/L4TL1VXfa5dOtXWOReXG98c1UI9dBzuZI2XR+SKvte5NU0OCGWUie+rSBePZskE8XDBM3Onl9zpDcMeLkx4AgHYNMhfZHKTPV86lmeSG/AKXJKj/t/FVZt17Srs7Vcfo032BAzZ0EYugJQlFdLDx7q9MPsqAxK72Vl1iGsRVVupc7am64d/urDLMjEzQUq6+BR1EZUMf3FX/4eIWvon00JTd7yV01EznqjvEwe0197qHlnGyAebbMLncU1mxap3FeIynF8Wae/9dCtpE0P5k/4/Ez4/KaJ6PbvnSGNJuLTT6eIMw78orcUc7eW7ubsUivK4W+IA77wibgju8HKOLAryWtg/9G0ZpCfaAiBq//h4unkl298re4rqO+y9seLe/Elz7DU80f8m29eWHTxwwADwD15x3dFQ2gYYvryJIiroRQ5nLtzT8TobuB7OneCRd5c+9nON+1X6ddeh6Xr44DaMGwWyYx3Gf/4sqaoatbZ8WSoatcxR6wTDyrzZ4e+xVzp5PM3OXXG+GVkzibkm8wh+eLP/XiWMuSJNYU3hQobijy1QU5Ffnt36crDRmSaLA6RGNXsJXT3xrPEIkZk4r0kYirjBdfuLpX3M23n+HDR2Xd4LrP3QGF6j7bTXvhqUo3IUDmaFHb7TepOs0Po/Lth3rHVv6buwAR9flYZ6H4Hz1NMI3d7CfphTaFbtPuKZCyImtEyrHgNLEoXZP046lfU+3XbbXGDSGlFCjhWelN2rP09effx0WKwM+jLaYg78ESaQqiYcOV8NBjyya/ztp9CzgSKa5j62WKoq/LVsAVVEuWJHD4+HDOoqyyIGwVxIsJr6iGed1+eLUxeU2k2VKLcNM8uo5hPe/YK7ZmNoFWs5sprlHnnBd9KQCPBRAovvP1PLdMQVyTCpT+vu7q6qF1sZhwypCLHczn1NHABKumZTcyuceROJDDGSbzb3x5YBCU8Yvsm5u6ZBfGCQzlchQewxtU+XhGOU2tvc4WG+WpBPjTlks7aVT0c6h0YkNckmh0oLpEp3wNnWkqIzJ/a2iOjLqy4vr4brGG/01/UhjrzNbRiGXpIA89J+KasSmiK7lex/iX/Ygy4GI3qktBkHC3LSurqaAiz99FATzrmRT0NYP5xAOYf5Wpq+P4zNVHhk9oW6tonGs8HvJd7Rl/SJueJIuQzH8cZkUaWlhMmMZ0+EXXsgzGhybB+1OlH4J9PN3/0OEWO62j6A+ZbWEBrn+DO27XuqxiVPh+ocWcRqh27H2dhBK06hzL/odsK+YFTfsPqG193kpY7TvmX1Pn1tQfO2s0Nxl+lKu30wfLxmOgD9mpQ3Jmht0BbfxX2S8s/2hsgf1oaiS7Qysouy4i51eTZakH5zLVyg8hcFfuTaPJsTQxb+Dx9We6qD8q2Y16HrUv4Vzvkj1CVcYcdtcuedsCeY0hTJvGy4mL3c93ksfYgUadOAFpNsz5rFT1jTusCbNf7Y8ZjeWGYRucVY9iuqjku9HwHup/jx0v7mn6toL+pT43zb5e8CKEm5qPQz5LnMbDrK6qa3ZLEjTU3j+puuUdapQsGHXhVNNW/vZk1MS8j0tESixzS7flnqE+tiV4lTWq1ix25Jbf3PzMtNMPKN5p/4Btz4Ttvyv8JhYLtljj7zzjESAv3I/FhldROxNe/Mt59LX5Ir6jeZIevx3c5r5v7+p8hFjkkR/uOsI40UzKjrPyoyJQ4f2M3Tmgy7Av2iQggmc9/YKROt+ZvFjtyS9LV/j+6fZr5xr99htKn6ulLI+5XG/exVijSNT39Cb61m6cvKW5w803o5Xc2Pbp8EX0UWDzKEIsY0e3ZB0ad3bt7Agsnmg1JV7vvwthLdkBn0IvR7+f9c6b2BAzeNFnFAUu36dhnDy9LK2JACZNyfFMrC8ysk3D7DWy74s290hOxArLGjufu1Fc8uTccWc7cLnLETqSrTfevK6mGdLxOfBiG1kWkZexRJf3cqDe7vYT0vK/Ikmg11PzbIiKArJmq1J9sTHD9JRiU/kZb1dl0+eJFqqXroosd9ejFDgjAlA65a2wvdsCeS4cbTOLx2Io1m/JY5ZVcT5+keTYj8Htl4cUV8RrTkoCpfJjsrElMa1aYJsNkSelvrDG6f5isH5ikzJCc+e+Ayck0yeWZNdqsdeSOJO5rvw2DaESdGe9HFKcNuSZp03jmxLoPllbkiPrsV3/1d0as0BFjmozHTqE/0o4owfnu01tph3Q9/0RAfcuQt7l/Q0EBuyPX22+PWj99CrTzSHgc+3f2vyk8cjedGXNEVJVsYSLAm4THjuewMWJZ9lGt6k3CYwcsqx1S/8ym9N8iPPKCrE+7I4n7+l7h0Xz2tAbhPRR7cNt7pUeLntVkjHTmWdgYW43zeI/0sMRMuEaczv9N0uP4smZl2i253v/fQ3oUdVDMpUcZBOir5pELdfP3qLctpE3fk5kpbxnlst6i3trv3tJWB4mRTztMtNUW1PWl30+U2zss4oGnbFqaNPk+MxvtctHhXuSWRu2bJsuTauIY8MQsgsgSixzSdRhPi6VnhtfC+CkvM5YrjA6DQB5VYI6mzECeTAVOBzwWwZMFM8Qih5Q4MVcEY8PAMJ4IRO2JKb9lhuLcy1F7E79ZYpFDSpzY1/jtXiYpsmQGOXIMiLBDujt/SyxySNfzT4xISIxZf8Q+g8f7edE8er1pIu4g12R8hQ2yYSf670aM1VvPl3E6LJKszqZHxgtVQE2ToQ/D5gCqYDr/YbLLjdf7MOQTgb7c/2fPtxn7jPV3AE1ERkO9h30ssUf665vYp72v1J+yMJrA+Areyz6WWOSQHP39/ezTjvLnWI58msCd04/DrzmGg3ifQ/WNcvWOM158MHib1tZFMOgz4McmU3f6GouQJ8EyCPhpqQteB8TvPO+wf1sexe8876B7Tmi+GZM8crlOeWwkooYBP4pinunAyQwYnaZyvBzw0xOmbCILkvjrPODoXsAP5n8mCFnXnT6SGyCAb2IYBPwMRDSdrj1b0OYULnrIlEFHJhamUa9KnwEvlljkkG7PvwumZwE/drEjt+T2/g8DfnKez79QyBUq6Hl2RQ4DfgBiMdh/xotnOq6/Kj7O5Ivr4Wu899GE5etN9o4gBobGpM63L5F9EgK+R8u3dvNQZ9/z2kza9CxkgxqGpppYYpFDuj1/Q+xRzIZd7MgtSVf77zvg1bpxErmO11rUO5eJIpeBEzgafkHJlnlKcwbez82k4g3hnu1dS/ZZffrDpOJV6fcmQ1/DHe2Qbs8/MqR7EK82mP8wjRTHF/vvV/yRsvRT9rFwN/0Qqew8W77IPMCgE+zsVUDfB6O9BauFtV47NFPvCLikWcKyAc0z9LUKRCZwRevImxaiamqKYwnbVp9I588Sulknv42gE2ZQRXBkVZgBTZM5Z7hlX4BOsMQ6fZXSA6Sm9x8zxcqeAKMO4LIH6NEy7MCikE/hsuVS2wQGbRP06AFQNp2d/kw3maodxfVUWzlv4c/nQNmiAD4GytY4Xc71D8fKXjumuIHL/utPf/r+s1vA2O0j/+/a/DaJL2Bjl6TWhFg+XLRXpvuMemYlI3DKNJ2pMAXO36Mpi8yI+WPfh9eL/e73DmmSO2FH1weswd9tJXTAEcHfR5Pai3rTla0jyIC1w8C+hdA0+rYSfVt2dH3AamCKZ5GrK1tL/vzaOXZpGk2kzrA2B4ajkCM0GsYySbriSK+sDRg6zZjjNW5GGE+AptSTy++y8j551rzOyjusQgaHI0nLXUbeJjGGL/PxBhj9HYpdd1nfZOO2HTO78ktsfHy4yngRUuNcO/JarD2s+mMM7qBrj4z+ID6II+1N3ZYvQzbpwt2GvniSwnz0+54sE4SYUdRtPVnTOs5E2W3V4cUuEjqo6ceAgwblo3hS/Dzg1sEd8NFFHcWlIjDCNJkBq6P2aFKAZiyYDLhDjJwr4xueeo9zuIX10gtK2nWgl2ssmPvQ81Xzc9sgZggF+gpqvEIQNzXY9C+fAy8FVTuLr1XY73YZOhvwCG9wwMmy0oUZsa2WnA44Cn0KY1lh7TCIGVUAkOY7VJPcApg8O7p4ziGJ3nY0eSFb5rPnJk3C5BbC6u2wwNuF6ByhMMaWSdIVRzoMHWLfxu/dV68YZvs9ygv6xShNl/NRmZH0EmqvSPEx3cC38M6n+O5GYB3fXeS2rJPq58foNAIrRECqhEGWUGUIS2YElqr1XGGpN7ZNwJdCOD0zPRdNg5Z7i1GdBhn0TCDfHWVk7xnf56b5OHY7fMxhgYnBsqXREBVNteLNotzrhj8WjS7zoW46QIoJjNNMedN0Wgzk5VJ7Ftg57H0Wd7l9HmlJk0gI0+Uc7Yo4tMiSJ4dQjLrOfYPOAS/utROrSsWmDPkDXiHF7RwSVyLolzsbF5RcasWrnces3baTO/zq73bz+wqreTcWhCodz9QsYuJ4zCoafHvyOuM1WLr9967CF4hjHPrSGTm8qJyIHC8dj8dEd2fA7buCnZImrxbTxVgj1VN/6J76ymoIcirYKgRb9db3+Gr6LIXB8YP11SesuXzs+qoaYo5X15tQM0xP/Oyeq8uHtuCsrzLEBhPowWmRJlB9stSMAfemO9aNTU0GdZlc06VjnZ4W3EUxOXvLOfgFYcpHE1DBNzn9UnCsB5WZ+lnualeGxtUFkZ2Fgeit3KjavipMMr1p/N5C5P6x+z4/FyJK9lXpA17pDKjf1INji6gmbRq/A9K5cf33fuhq6s/t7trU8Zqmc7wFOO2hAkkluHqxga479yNMwMTWr3Vo8tNdj8BUvgXVSqKJ2u8PwCQMl7geDebUkUftuwid8xFXG16EvosCsWQYvNmrHncBGvp9bgSot4PIjq+aLOj5shfV0Lo/5Fr8aiCa7wcyHpZTcgW4GXoC7k0HX68OYp6ealMzF++LDj6NWjldPZ2uabp28wE4e5lE7FhCXfAqfrLdwI9BJ8RE2y1IV/vssUnuiQPfuXJmP8qJdRcT4zUTQqrfYj+y3z2PkW+OsaPrgUZqys9ZoYDfYj5qMRmywDPzUXPva87nBnuXaXqr+WhT3Ju5+WiDY2cYA6ORDb+D9aipqQ/NoYdg1ipGrUyLKJ2m6a3sbL97k53t6PqANaGpvZp/D34uprrGTX4uxN84mjQHwjS9k5/tZ2/ysx1cH69icBWWGfkdGHpg319mEX0v2/cXRPSVhWUp9m+OdZPm/XwmZr7bvN/QoxgZhVIOq7yDZuZ9dHibed+OzoRMqv6wCcL1zL7fdsQP+3vZvt/Vc8MRGmNKjnymcMwY+nWF4w0MTX1jytCv6htv4WfqG1N+flnfeA8/Q+GY8/OrCsf72XmgcMzY+XWF4w3sTH1jys4v6xtv4WfqG1N+flnfeAs/U+GY8vPrCsf7GZoKR4vt9QHGXlU4+pc/ZWlqWHd2I00GGkeahMG/rnFEBVkdlE/6aLmrbsjv36dtRC3705JwNDvvxFe6q2zMyn+8rGxk45mOZJB0xY2PlI0pM7+sbLyFmQfaxoyZX9Y2vszLA1Vjwsuvaxrv4GUqGlNeflHR+B1YmYrGlJVfVjTewsoDTWPGyq9rGl/m5YGaMeHl17WMN/DyQMmY8fLLSsZbmPl//TEJHx/BwSbh499/Pv7/p7/+/Kcff/7lbz/88te//faLu9kfvyWZ/TajL2R/hNwDl39riSeW0ZU7JqGSQIhA9DZNp3+WwE0xwRsey8RNYYlFDilxYt0/rDXk4o6And40dteZkIl7HXpAxXcVI3xz1/dYAI2WyQjmiJnASpHxuwl231Z6xDnA5Ad0eBs/9C/bCHTUBpgCzL/KDw1gQuRH6uIradMVO6gmpx2wvxm4HmbLE7jGiDsdbsXpaXmjXjQUuLflhzpmdfIDOryNH/qXPwXUfZ5gOTEM3s0O5uI8ya/gh940XuBVF3jSoYWNfv79Mqtkt7K+8c6HVwDycUPcY5gwcEFWNzytZo26RQf4tFdAxdUN8XSmyQKZ6A2fRn58f8EsscghJU6sv8dR9XPpQKJJm66eqrtcANph8LRWKNAGLyUDTgZTpQcqR1mwuDFd8Xw93GRhqAQzGUEdwousZ/cPwXx1xLvmdx7xAmQc03SuTwC0SYxwhM01kIKAITskVwNRR1yPWbf747uGjy8r+PIh4jbhD9Nks+p0/mZIt+efUEXXDsmZf4Rr2m5Juth+zyxoirOeZ8DPXm6WRBn9ICfxOLZBHkg2M8CIA4UenKh3zW6m2Xo7s/VYiTQxy2OcceqFN9rvnmqji5y89LrTr3YoH2afcYegEdrPO0xDVwLhUALhDiNrIA2LF+IKEFf/AAsJUGIREYZHU5EbsFcFtIkyGgHfwrgn5JXlms1DMT4IVp8K7pOjCVCzdWauSh1MxdzjpA+s0gp5eTQhT2gVkA/aLoGNnFyNpQ1Y7YGDBTu4jvjwip/T1LVBRKi/YBG1SXIYQe+pTcQSizpZS3/15x+QBt0A2VndISq/bj1AvMtWNSJNNTZLLHJInb5majXhOihuQRCQqbjQnCC7Jdf730STkA8MxAzzYnvAxDEcaWz9JK9+t7aUOv0wsYYnAv8lAg/yuA5nDzSmIOHbI+A6zv5D5FrydyavgEBBSleP1l5lVTwVGeemyIQKaQiGQj5PUk2Or+hbJZ+JgpbzYb3NANJo7haQn5T1GN6TQb1MBoPY8Axnj4N3NjlOOtXNdmi2g7BrS8zwbAR93zbTYsJJPxTQB+bpcPk3Xf/ycYqv6YcC+gqL3Qr9KP2Kp+rRVJR+nZRLtJqoq5xi/StSs/LaH/RJmx6s/wY9zWIBd1NBIn192bTIjxn+B6rUrpoqlUw4RjddLWqp6AXoLWamT36F8GkqkNKvXaga0xkjRLIev21S4/xQ7tQ0eTSpk7lphQPQRTVOboQc3mY12TJBH3N3FnZ1N6mjbUhfa0z3piv6CRkQrSIwQR810c8S+8r8Yxf18WxSyOdWrlaP/931n+x/gGGlZfuo+FuQfTIw3VqWvM3/C7Jf2gtbxd8CqBV72EyElDovZ8e/uXKEvk3D7x4iYPauXRV0xc8kF31HHMIxWRSpHsx/KP60Jstc/LMqQGJVN9NkxD+u/4FzYnr9sahfYlWE0fwzIb8zQxBn6o8pFe/vvyJwvEn9GZQrjhtM+81+C/Lv0H6M5dcm6gv1FRE779F9BqgRK2SvaTJRIVC8y3mODe97NqW4AqG5TlAxTRczYNSfWkcIzbte1gN8/jJxExM0NhI0Nla+0kq/Pvp2abbe9KUSK4w6kcGKpsmwC8lDVGX/jRoJGxvLKYNP6oUv9AwA1oFPqTfdd9IXGAiOJj2okfaJSGz12SO1f9hQJ57GogeV7o/24NODGiZwyebLhrz68waTHz7QH1tH2tIr4/WsecN4iMYa0icY7uzY6Qs5VqhocRCju3xTU+aO1OupZSwyF7qNiJNH5UpjhusvK0VzmFoGtejoIHIB+24tkA+MoiKgDTtfdLh3SnSpCpR5a2I2r7CnVu8GaHNntWBDLnhKt0eY8Cl8JAPyavQfHRODN+F4vbMasmYuB3sVdD7V+riD28m6Nzp1fUnPHC7HhxFjs6I6XUNSEkWuve30mDIX9WiaqQYDRUoDRq2jvT8AUZx6QH4WsDqmf4LAGD1S9z4hlacVglDem4WExQ0xqLGXZTB6dFJRkXu58877Wp15zvt331GoblZQndoO6e78x+8YmDEXsl8GQIfdkrv7b4m57zjMf8B/3fxsfMx+iKhd7P6O0hCwwTv6+DLmHwDi3gwQs/kr4lGb2dyOlBgiZb3+SZtuRCjceFngKVIf/p7FZXY/Rm361vFCLmIvL9XZzYczj+THyPMQETDSAJtVHIcOb9j5cRLyEVVbbzY0tSrHAaoz4NECpXHwcVr7Z/s0vbyxvjAvd9BMfiBG5a/9XvcbA5oyiF+MNk16M6JHAQaPJnVYJr4I+pc/iRvVTKfsVVGVIxFy2TQZcQtExohioilNIm4tscghOfPPXQPo150CFqYyqVRnFztySxL2tY9bLTeJuBTgzoHXRKkzvLSVtBwo2nq8zYhuz35DNF4rkgryDO3RKpF2O27v/QbRttFiP5h8RB1Zy423WZ+xtQmZaIOdN1UjjYKkcSJfExvTsa/U0gibaZrM6BEIGIFEP9+6ld62lVoaF6/nTHa2BfUyCyOv9PVU5sP2JhsUppzTR3R78hXVHe2IridP1F27HZd862lo5h3Sr3Rv8O19Qf12V9Nvb7IaBRkHSzd53Q29VLD8Dl5XqT/2+85peHhvun7dnU+5/roralnoTYZxtTiNHdLt+W80AN57Xfa1jtiPdLH1jyLXu6Hm3aHr7csqc+pz++HLoesj23Fk7m38vULXR5Zzho7P5/9q6Lpd7MgtSVf778ud8749xd3E/LshQME29aOn4WGJRV3bXaOq1joxq224MdthJHnEha6UPBvf9WfT+N1qvnt2+FyoHR32+rUOzUHgPaX3byV/rQP2HB2mTOI/1k/b6U0eaxJQY6CCVmRMAekR/cOWxfSAnOD1l9SF9D27GYtR9q3+JB1c2gOzmdoMB/PeCSe00KE5Axk3axy5EYnb2f1KSJILLAOqbDkykejcIyPvEuNeA+uALnQnLx+y8jr0CpF/CSkSpsnMHxb7vQfG3916QytyRNfTt2wWyYy32T4CBcHuyPX2myPWDx0eA49EhkH5visyqFWkgnyBZknXW/U9MiPT/pNZtS0javlNYsPQihyRM/s3SY6CbIlEndJu65tFxyChriIWA+f2TXJjhaNxlCu7onzLm+TGyoD1lZBdA2f8O4SGWeXIvbje+N9BaDCvcCo0hrH2Guw2qLX4FlX2+O6iqsYw0lxrjr9FlbXfvaWZmpV5tcNEMzV5Fq92mKiyd3jEey5lrRzQDWhXISMg58d/D6O6bgSVJYL+N5Or8sQ0uKfgPN+Jr2mSTCPqFpjEetN4sbC66DACMtHhZkY5ZEQ5DAbcUkpU/kyXKzPKIbMQVmYhrI3VWgfbBW7xEP1MLuBNZjP5tg+zYt/DbeM8Ow3RGSU5vsZvg1Q3VblNWp2XabfA/G6HdHv+ETgq46RsnHaz2PQbvMQ+w2e6f38N32tarMM02fsLzPNU6zGUHr1Wjn1Sh2cmhEJvun4rq+MkIEzfNBnyigBmR3R39gGVGc2AnKfapmiAZi+u1JanDzWfaSpfuRWuygpX5TtYpsJPWfm8H75R3sIxhb6+goBA0/RmljG0IkfkaOrv5hlAX64zu8SuavKtyJ2GV6vPu9ydvkmbHDGnGYGRTxyE7rScFJI/Y9uSNt0L3claomMWifO8wyrv3UkozuPf64br7yfs4TvgxTw/564KrLYmJ+aBK/3LNotD4wfm3MXCmfcCd1p2DLFHg9Ivc8vNIHBn0Ut8MP9KFawyhWj9iGVyhDIBxzVO025sOL+MVIoV3jAw5ygCQ0/3rdAdSyxySLfn/1rojl3qyA25vfvD0B0NwGCQtuW0SH7szB/9qLkNaTzj8BNsfqLZMiFu6pHssCmV5/D9XM1BfexxjDFgJgcZYBk4IdNsxR2i62aqaOXNVPs1kLTpWRCGkB+x7kkqckC3Zw/WHUdgYPKj3L9FOQdb79eTrGK3uAFyEvThPUQX0nLJr3EOwMuyXLLFL5wTcK1OMkPH81O8ywFA6PFhDYcdZ9L6ibEthU64Iy+41S1OnLnVlH6l0lZnhoUF4bhNZVfDQm8y9DX74ZUsdkvM2CdugOi8/XQMdLI8qXo6jopcJbrLNPkqt4LFzW/FFdWUb15LrKbcAA9UJ6iz6shDnRTOxMrdq6iObId0e/6V3sR7OplZ7MgtSVf7/yjALe8f2RfvDnDLO1S6soxqE0/gn18NcCtFD18xsa/pbNrcs/9yfJslFjGi27N/NbzNLnXkhqSr3XeY56Mi8XeG3ScKjVZbPs0cxhOoixZgmHpUaznAf3AWVuhkTdOvn4f6K4b6K4Z6QdrSiRzN9YxrgO5tykv8mrTpik/66n5euH+kz1MMpBE5kstp/+G1NrbvAzeFNv7jLz//+Lcf/vdPf/npl1+Pv/zbDz//8Ocf/+3Hn7+X1LhbcOM3M9hv0/pCwY3c9WRTCdjbq3Y0tUAKwUgL89hLh109RUqgkWIXNHAckwxPg21KaDISPeiFaJoe0Ndw91qQvWeaPPobRPrR5OfxW2KdfsygPwClSvpc2Aj2ceJUXdNXTEDblNBk6C+qTg9Asab081mT46R/3kOdfhw8NQFJmCGqmhfS3/7C6gErtOm6fVN9IvBGWxiwvU8AL44PKyRb3RVr5WjJaqEb+y2INuJfFI2WXhS99ONJv3YEpv6WW1Qb5uErZ1T9lfAhWvkhVhTuxAq1rk4pKFQpCO+C7PNf+uWzOb7O8Pwaora+BAtfYiI3D4ZX42pduHRV4m9AHDaSYwOAIb0DS7J/2GqilZqoj+VX8gk8de6c2cwuNlC80xDr9FVsHJ/3rQB1wTuqBIhtu6kfHSPeMeZ0p6ut94PT6udX8JRzUoXQb8G/nwefFpQsaSPdMXgR+XWdXHkt7Z0BrSpyW3KcnLpjOze58uxyfuzdNkF4aoYI5V3TlNB08g5DIwpDU+7QV7+IQS076RdYkMb0NaG7rJM7xxJz5EaBX6aswGEtxF8vU/z3wtCgu/SXFfS1UnBvuqaP+pKF9TALUKbeSF/ldoZfLpsM6i671OtsxWmXnX6GYzfJdvqV+PcrENZKRaXmMf3J1ZFRcLKB3TM0VnE47T3VdXX1TD0SnmFTNIeDyOIe35gJY7sgsquFzavSsPd6dY74qJNC2y3PFNKT1PXeew/vNgifCOqQ3b3J0NfaDVac3JVdllinP8BQ1myEwtoNr8juVFm8quK5ZJrefHeYa7rznpYTbcnBonaN1I4CsJdD0959z1iB2hUD4vLsoeIz01zdmhzNs+cd3VUL5UxXL3SON5a4JDaxQEyEQx9UBNyyoLjmNCIgMigzMig0DoJChxEBjyMSYkFM84B9koFr7VaarNKDpcXKWWTuOiKEiVTqmmzRZGKSPD686/IzIOW0KF9RX4g/zNqjAfjDI7Vn63GzH9SnydkExDiaNCLacnUXHVobs7DsDJnfOztVy1hNtbZWeVJETyB6tWk6h88y0ZWQtMvErR0I3h0WhWI5WoBmskFn0UCaXgTgcupCOLHgZ8VLd5T9R7S1VkTbve5DBtpcYKV502RDMegxBGp3naB2hwwL1Wj+iZEotdtMO/2qNqI6ge22xPr89cZtTh9GcSn80ysyc3xnqI3KNL1ZZjfOUrFR8Vq0B7rLbE0kKAkV9XjuPbFRNA8kpomyP5B6rQJi/Dz8yKIfMSIT7ei4/z/tnduy5khunZ/GtxXMEw+PI1ttxUTIsmJmZE2/vZnu2kzs9YEJcld53LL6rnbWT4J5BBJYWMifPz+nwGDsvKyaxrPSYgIqvH9kgnitpq3keI50zcOzTQVNpvfqYLRNRZvuFT4YNRqTiBqSiM43a7ngs0l1Ts5BDqdjcNgJGf1HLc0yQglZl9qQH62+TiMP8aST1qVX4KP8kvAKpFImEisd8HN1Ml/NIMvjRvGhtq6qIHdb70C9HWOZG3sHPL07eUr3bwXiw52v92TP2DbMMx/iTaLyCC4ob1+vDzjX2o7iymNEPuQn0gTvLnGfWg0RkZRjNaw69k6ypSnBPJasdp5rbwY/NZUUxzzMSbAy2b0Lkv47B7h8ftpAcdyXoZ4bEQ19QgbWuUy1WobRjObU1o3r6IwcFCBIxA6fndBjg/UpR2Ho0fkdUSEO/ty5L5fcFFUYLBuuOd3CFY3rlHk6d0cWF0k3vsRgTGvMtaLHnm0qaPp1bFgFKCZmtSTNanHkq8HWuWYUYpdAz9zNSnRf8aGj6T66AcqGhXwZC5gHE3OK0ohyme7POdgyU/87EzwrzSjTT9pgr5+rXnPRWPycKlfB00jCc8wtbh3b9Fh4BTi3WxJqb2QEtBOTpu14GGU1Pzc3cuVm2Ft2U4/JV3hnYvUQ7v1XEeXw6OgZYxqZ2eHdbQmRsZTg3dSiBqkEc3e+Vqsznk0KLvSEt8E6NuZOL9rp8r7fy9fOOyHds0ldu4l+/b5xdONeTS+QUAtMhu6J0417wGQ4mxQJ1DXYfPJJ++mF9JF00XWuWizOVeUy6O/XHrh2Dy+JVH2T3k1twT33bAooW93qjIhsFFxVEt1zaQPVTnh09Gw1VZsH/AwOosC6foadm3X63xwdZt993PNbkGxot+rYPRpUd3aPKSRzTV/jTfNqut89h8pnUYjG4n5WWOYnlaf9Z1GMh/ILmKJsU9GmV/KvIZmMf0ZxQf+mH4x/AqjCP70V82uFZX7SXf8/pxE9WbDz9Z4/35CGyfSjp/Wqnp0NVK95QyJF3oJiolZY5idN5nsFM3s3x/S4XIM7kj/fCmIwTUa+Elx5F9yw/wkgmofnzQZLy05JuZv/2fLJo9TKZexs8+Fr6phqBwKBa1LYZ0IaR/ev6lkRWcnne1XVnE2qas4PWsXS6JFJnbuGG1oPP88tvf1SYlfvB47okr/iimLoeM3caWJ4d+jNB78gCatDRXXtZBTQ8bySLNgSeTd6QEyXbr5M2In409LQvPS0QlVw7c2ZnT7gzx+BwAtEfw8fqmKnd+wtTx71adcGxHhPh+Pqmd5vG2tj2qaCpmvyBtdeRstz4XpFYVVS0zSRvdNE3YNYxrlJcOabrTT2LdbtjuS9fJBefAnyr05hChvtgCGdeZZIzEjrGUgA40+eC+euqTuu9nY9fyy7gmocTqJA1ydRXvUhh0YH4cvgd6+0GDjnm7V6diO3+7h93svX+Lv9pPv+N97NW0IpFm77mVfSUKt+P3QOqeLkgC9QkGNhRQzz4uGW0jCmd7vfgrRpT34ilanjFWR9z8T6nimCT1gX5JB/6PUyAbiWCJxLBN3G/U8oqPxQ/oFSOol0hvH8u/KfeGUPxoGZrzCaXrllH6y/TNCp/aTb/s+2j+nlZUUEXC6J3olHTvWcgHs8mxQFEgayPad+glfZmb7TZFRWCRtbLtp033/V+saFPvGq+4FspR2I+7+woE+C1eH1PwGFk1mEjfM/Q2F8rL1Lv81Rd5pipUWCwcAzwNi/ZjYVbXosFt607jmF7LJC9mvS7u7/zBCvytLu40RhmZ/0vO8wFh7KvyZzyDdN5fGUe/KVwsYZfjIvJTkqRtO9bIVohyvOiMnyJbddnu6Qq2Pfn24BqN/Ed4eSyWLcmaZZIqK55pSraU4VZ4XdRpyd6Vo1YulBK9cIYejiRDRd38GJWGEZX/S071ZW5hfdd57XSTsb5W7m5yTcwjkaDp6TDWKbCl88HbzXk+esnGcr1wPGmqaiTT8qX6/jnQ2OPM/qBx1NLyD1bcA34M6zl1LNSLC4q+F3DkBeG+4Vtqmg6SeDzDzDbPNIBhUe6vgEeu0BhfQvUULORpLB9co1MQkxmr8/LtwWnoqEpCgRt9fUVqTSCk17DmNV+RlR07OzoHANUyoqypPYpoKmn53S4SAenPXfkMzny1e3QAjPtsIm8t3zT3OJfXi4nH9zsNQmtvEegATLxfljo664Vx1Ed+9gNDqbDrVajiCMcW5MXIt3Xst3XMvHmy0DgkZ9Y/kOWKyAJcjkN5rsBmXNFnaiMGTay3pqPs4B9uOMEinnYlr1Sle/Kd4kPjm/msr3s07uFd33Tu4NWfi+/KzyI2y2FTaRv440t2nEFhHE8Eq/Aptum6byfwY2vqykAnTqCznzn4BxdVMDclSiRxMjDB+igdtoJq2Hd3HxNnMut06HSRYADYKZJhvAFvGjpUjLvXClAbRNBU2z6PkOb2yvpTnHOrny1WqzBIfDamIg5W0QaYHJYJsKmn5mBKvTNuX/ostu1Z4nlhfeYC85160W1kVZCDFcwAttmozC+xl8W52YVWd+gb1iLYkxcCgn5/JtbY8deb2ugmRhhuDmg9XwDtYiPLB2mIVpWoq0vBJeNYbCsTtfrP6djthR4pKr6X7u1Nbs1LOKUFzIFZeAebGf9LD7VtY78QS2NwLbw7n35T9YuiMv28o/EuTPI6C+rfxk7Tnp2xVOTfb/lanf2od/83741CX97OQZbx6f71BGhbQr7smnrlFv+lYQV3+JuuMAd4MDMHWuOh51yIpyFGH/rbDMT5r2f9H+N+BGOP8zxNaBgmZHoLjaQdQOIVvtgLluk75HvzUpqS4B7ObcHlpkxzYVNJmLvu4+21S06V4+GNcqiBpNk1GcCKm4RJFzokorLPOTJv3fGc5yFffcXu4KQ1mLDkRA66j5YfKwD1U+RbMpI5pUY4oagxWcYRW5pANoON8783hWj76I9Dx4S8vVpNFPT/MZ3taheOfggT45CnxySWJ3Dc84c89wWlTfysNdHbgpn03q4+2XR/VxF1zVemx5Kn/NwNavrK/Vmfj06Cmg6XSAV0Hv1xWx1LUC6bxmVnJZWFDCieXmgKxwXYA3tE0FTVa+ejhZ3Gw03ctXurzOU6Sot4OpvMxjdghAqHjmekvr3rYgr8Y8YhavFiK2Lx57HvUqCrLQR9Mr+Ura7gzfWBhDfmYVqKvpfvpA8LsA+GWp5RKFZX7S0/5bYe/kN4CNbVN5OP++/AfLt9MEMrSNQkhReNe3m56sv8YqaA0BKvb/ldk3Qg6T5bNj+J6cPiu81L2Ghk7fFhQs8U8/qD5n+jYWzPgCP7ZBE891n5q9Hj/3xoIpUf+tsMxPmvR/hZfWjy/J/E+Wz3oMdf798I7C4x7DNQm2d68ypvr4LS3FiAvNVeeK4Pg6IgWTs+e0EhR0auPlw9e4z88eJ9Ek48q7Gojeh6dzBXeWF+JIAXfV2X89e87RV4+JndYhH4ZTRq0kzv7cYyHYkn3ubsoZinNDYN3sqPT5rbNsvpBtbWNkLuPMtj0alrKCWraETTea7g1uDWpv+QNYdHX9avmQbkVlftDjzg9Rmd9z33knLoZCwjrnjyvM1GmxF6e8DN2CGkdTl+yr6jIZVcCuKiJmig4QgWp1GVXnU6lWROaH3Hd1HcQ/19RId/epZDuin4frb+Vzx5K8PvML/L7+DqrJ/Psv/7U/+K//+s9/+m//0CvAnH/99z/9+Zd//4f+Af23z+rJ7N+vNL917EfqyaxDNX2fiBwUAT889hm9K58HnLIzXy8ea9NJQ18+8vTu4TDqpeqKS+EwJoI8gvqqcTp5mgbVjw/L/bv8z2nQHRkg/Hz6wBP84goAyHluKb1jV9EaiS1gFM4pws8dyAXtlLRy1ve8DDLGII95AfK252XMvdJOYoGbF6Rk9OmAWzUvHtNVwJbkFENwEwuQzrgA/ppZOj4vUUG+xCLRT+VrVCSzot1oepXYgSLVjvwEkrqciN9MEZs68YNnEwoiJsIgEtwDOQGAFa5/Py9KS9CcTVpR8HyzRoX6saImeo7qJCc4ln35q6z/ju9REz1z/5fAu2aFvet/QZ3ojvIkUV5QpNvtv7P/9YqUCxijbNOQP2dU9/LS3PWHxKYKAODZpKxDHR4a5iVy/LWipRklIx95eW1syXI1lbm+dvafs/8XchE0uAetSipXU0BJvsC/kQ9YzwaqaJBISGzbCMPagvM3H2C9ygd4LIyWNPIdIJRu/6tI2714TenuCCKF7+/jYElXE0CIO5P5L9CMb6+Y9z4ycAw29eED7dv+5vf1GIbGFx8oKaKfYEChMZexJQTiCzPJCzPJS4oiqYn4M4f+w5HPSGYxfO9jr4ZUUY585cVtCUzyZUEu69kEXtwH8vcC+Tvlwym3gEkgH2D66nt1Pv4ZMKZGr1jn/1CVc5D+5MD49y09d+nmS00Z+cqu2us7qMo5UDouE/Oew0i6Dj7rLfYgMTkstOKhbRrC57HU881VYQzl2lZGvmZm2tNtyNd8qe7giWAcmi/VRqkgA2MAhcgOUmjbdHfgC0+Wee+lRuY+3EZevNZQ8qWtKDnTKZyYYKX2weWlvxNPlHzbyDazofzC+WaNvuaVXEXrt/le3VArq4vX3m+IXvniNfzRjYi5rtgYPd1IVbTjrD7frKSY1mJ5PPz7OJhN+IdUUUoE7fdfkRfd1RBFDxUlvy5wT6zEXOaV6X3rIEoc5mngiT7g92sDoTbrf2OSyooIQl4D5Akxe42YuUY+2YzMYE96C7iMG7OT2o6KOb0Yjl6OG7iMvdG/mu7la7l7uyALmmz8RvvfSLgUzr6z+neEAhrDd5nxs0ywfE9kiojSUGV0Z6bARudEZfysInae6zwC1ZjbeorXu3HbvbuhYvXHRfj53diO9XT1Y/MV+gYd+VHgW2OXjWB38yvTeY012Lv607E/hkU2xCuT9LpAtmI2fKfAnIp4XUDh0E89dF2HnTQOdiE+GvZ1AX352bTKkbMmpkUVXI5yAU9PuObON2vEPIHhbSVNkr/kHHfQ3B21ZpiHvfZ4FvmZJ24hjW5BOu/41b183XKrKTM95GuJtlxI60mkZR+liJpSiUv6jKi+d6bfPfGUpqofwpH8B9OfR7bpOPDhjW5kqbp+9Wr6VeGZFTGXH3rjPt8OeuF7uR1E7ru1IInWNpWrCe4rU+VvfLAiBUINfb75I5Jm5F9NQz5qdTj2mTtgwXopqFTS5euCKaQ9rsgf99ZroCXWAhbeXlaTxwXCjRW8NbkqWCE4qbM39JoQYFbDa895cFS5S08vpmeTw7iNUOso0mDzl6Op1/xhs86N/KpjnwGs7U1qneR46T3bepqQkTON40QW3SsK82L+8zdHU4j0BN4Z2zSkz4tb+SdlLH2hF2mh2zoK83c1yaXPqcep54hPHq5tHjRcd60CvJFrfnO45nEr7Kg+ggrnIZONVPPrQUgs64fXgsT96lDOXFHce1QffAKrWqcrc7dbwq3ENhVt8nXkOlwtNw/gexttqgYE/Nm0HPEHL7jGjKY7+RVU6StTvs8mLaxihZlAgSb+PZCvKde9SVGYFT40T/4CIsIWblZWFukKWc8KKopm8BRDvnJXtiUgmrBaYaIoqaQ7BUCBfE1gaWECS0a8w5xf9zZlY/5MW1h1OUpcNJcFI14ZwlaHuNjJ3znAdl+vCMy9Sa8O7DXB496hyqTY0cTN3gTx86ztLh7SM6XrhabuwHfUXXO36kdZxnvhSu23Et1zXrDBQ7mPK844qvU2fTbtUfYErnMLoi3Go2uyF5B8ssGR0bMHIvkKv/fdt2DnWoFu6IRVOvxX4dKJA0/l70C3OA7MyioZX5SvOdc9mVE9ORvY0eoKG71Xiqb8CMftRC8Ur9tWoIRrIzlYQ6Sztogwf2VJMVL8NFL89Nxah9aTuUdBpHllzvLK6NEKdq3xZitfU/5r/XBD3ctXZ1pPklX/OcsP18rctzogYEN+EOxsuB17scMGO7kS3HQ2aTnA0XQvH+GTpnkEraJGjy/eGf4553tPRmfKvI4+Q821Is7eh5pEvHNqzPPNTtZ00+gNQ+12qDM/qWjTvXxVPr3Mih5+GRXVxsBa+Up5H8tnEVvbNORj97njv6jhETFsdZwHcS5Y/YmV6wu5BQsJuEsALesXKd19CdyGHXpE+ciaryDZGkNyj3NC7NzBGS2IXj3uf52P/wKSL/tJxnyn/A8DzchXaPXZNL93NFLj9iY5fiyAbDL+Bb7BMUoPgWk4MMIHJvdg59e7RJOjB5pis8MH1CUYPrDL1QgPXJ6fmwfARHGMAyxDrFlTi5wpPXCqJDY7L1P7h8E0WVN6prlrWuHabUd8pO0gtu+WaISd06LqjXDtlpAu0sjE0VgYvEV8pebNRr7SbRuE3SX/AN10DzXKnlojuuOuLfRMz0yHpk7pNyEZ/9UU5hn3wM9oLIFvmfd+fyAHNyDnEOp3O6WtWYFvX1kXsrso5AY2mu42zII4dmmIaDn5NVbY/YAFO9zmLT3c4QVUN52hQ1nC3PFSpdFdalnG62p6YTSxDK7jrLPCxngd6qzaguRX68n98C1n4DNN069mZ6jSbmQ7CZ3LGdADz7nM/hdy/NkY41PPvh3szCm5n//EOrImpbBIy4f0WWm+plj3FC2eOiph/23MgSYT1Mby5xXI4rMJRbZq4Grrd2TSqqqnu1N26OBVVIhLDVVyRtOd/DoQMubiouSmBdoxNVZWrHA1jqY7+QV4sW5LKqdvhsU7RvaVfDFnTCznBz64AuRkV2Li6shcQ+Vuwc7IWcxF5Hr8mGvjRPeWm0mg0X+7uH5gvdnrnLGG1BpgJsP5ZiUGs0twyJ+HwL0b3gJeNsca9A4r+tdG071xodxKlWWGziZlpbPCMj+p6JDcW+MgM9aTWheus9MbzIr4pDkUJ9RvBrwG6NXSX3iO+LDaOK7WC7MIeLVPdCx6Cx8bb179uMm+jebNppsMK1orDjkZKP7svd83GSWHbFLMkA89yWL1qaFoxxP5jmcKxaszjJzH/S/Pp29Y4x/Tt0YJZI5bfWMC20CKX5+/AqPZa1nK1+8CfJE7EEx6POBEQTTH2ICWJ1GYtIP59mxSGPtoehWFwWmxge3+fHOGeL2zdmqSuR94g1VoIj6THJbxZjtdyknxRD78oCt9JowC+cOvKb5pD0pkdbLiDPnKpHQ2YbftwAimHZjWUb/sVRQKDHiMAp1vPnT+DU9euZrm+INGFrDGQidOFMzUXBvioaQjEjCTGmaDMBqDLd9EU1tgVL6aHJjanP+xFXqBCw+rgvC/B5PLLPaeo9kvKBmuM88IyGNygzyXnQEPNWmls0zTAvu0oyZVfkTdaoW90rM543rhj32Qw+HqWU2iME1ziOQhOy/E6fl2BsafmcaWSWTId0CSc3IT/35SdOcz09syqQz5QEdHIM3GqrmN5JmOt9yHaTY5ekJnju+tX2X/dVueOE1FfmUiz8av3txPhjIuaDLyHXIf9ZbPKdqspCH840g1wq9Tdhz7F1p9nPuaupqOeeZsr8TCu2FVX8gBYo90gDM8HchkGbrx+dw70TdzkTJaF76oHZkJsdVhLuLTvafR36dG3z5PHHZJDpTXxAlUJFZY8o2+6OR3Tl5wDNDgVMrffj+g7IkXzGpy//fPcBJaQtIk7pvP1YWyIckzrREdyICEDJAILicEqSRC1HoTpQfCVUFX5DsZCoDZTW5FUYXRNBFPNgTdIxXFqOw4T4Z+C/IcLfPCxDRt39QNYC6B9/fYaNk15E9YU3lyLfGWHbse3YkUk+zfCRQZ5o38irBgPPEuMgye28Yr+TpuyUO+cuDQhTFnBb8sW53f+yiRGnbrAuVm0Lf2Silff4CVIR0BK4JWo+jBZRG9gBA7HY5o5za3zRHFhn1hSM+biodsNSmUbnbwKd6PuUPFAJVyUKGSqdHv+RzI7UUGmZHdHJ5dY71MDZp5rMYKG/JjJo6EkoUJOPJh4NwLR/Whg+fFAdxF2sEI7ftwZMPNaNiHbf5bQ+elmrCM8feK3Pr8+3QMrOFXH3j7Rfr7aZV6wx77SJzzwLxD/b9/7PevP+jNAJT1W3ojjr+fd6cj2Y4ffODtF73pP5dP/fCJP1xuHweAv5wzZuft799+j/5+1vtkWCYeiXMemPYnb5ri9/r3rz/ozQB0jq9X8pwHph2qSeuSvv796w96MwA1D4fJI3nOA/MOGZvsi79//UFvBoAb6JCAbbDhuvwJFJgK7fUDb78Iv3+pAefi+EDQIWi0t79//UGvBoD6Yy4Ovw+6Q4X2+oG3X/Sq/1zQRUIR0QbYBMoWqbT3D7z9Iv39Ox0YiHMemHeISu39A68/6c0QUIcE8pwH5j2iWnv/wOtPejME1CKBPOeBoEdQbO8feP1Jb4aA2+gQgHOw7ZrWIooU2+sH3n4Rfv9OEwbi+EDQIWi2t79//UGvBoCabS4Ovw+6Q8X2+oG3X/Sq/1zQmpUabYBVAAyRYnv/wNsvQl7tK00YiHMemHeIiu39A68/6c0QUIsE8pwH5j2iYnv/wOtPejME1CKBPOeBoEdQbO8feP1Jb4bgc7m4bk1PA7SsGKew9fMVDh5QXMmvasaRjOSqFDbEmqZfP3+riXZdn1EedtcKyvyc2y53WhoJd70uHKeC3xeO26Pe/t1rx23HlW2m5eP+/Mu//ttfR/W4f/7rL3/+07/80/nvf/xvf/ntiWdF5I7vgYPfevgDReTKjqzJoG5oyaCNySsYs3JGdHIFbcjOoHgJwP1ppOpe23OUgvuQbppsYFhRQwVlB3tOZJ7KbyCt6atYEAkdDyXQkVIR6DLl+K689QvWfyP/tAg1BTGTBLVDFJU0h6hJ2zTSv+aoscRAX0cSCHTGNF39Z32Oc0iULywe/w3YmcQU0FxYEqkANejB1WuA2sssUZHrSLv+kN9AbHmubC2RkTj+KUtSmFgChpj1emCedmgeuT64gebH++BMgLXhy3y6Ya2wzE8q7NgYMCVEtE1DfiheaziB5eZmujQ0WwAgCldL03zpTIqh7ABJKhjGviJ9BQmqJ340GfHa98rqkVWK22OpXq+9js48IVh2H5jnQ9vevFtbjWu7of58Chi8/K31ZHpX5A6MliF8Tl+WyV/1cHZXFHP18Flz/qSbY4XSL6j4BMZo+PQG5iHPp76OHKFxDit6up/WKp+Ij0ML71y5HRMloGdaBXy200g/ShpReNoFzr0Xv+i+NjDNiQ5cWH1hYfWFZUqFY987bJJZOIcP5CA3wzxieggbc3Ta5CYAmz5otWxuxusRruDmMwvOWBmgDi+sbXI13cuHledYGZWFh2nl9NwYxcYXqa0iE1Y1izDX+QzzgRYwiZiTYaqXZff2FiXIbizs26L5bVrF3n7P/eHVz1xNPVqZerAGRD1+5x29pUd3v2hlyL+ahvw9sgm/pje7907lb2Rn3wK0oCffaLN7xZk3pj5toOLoZdumaEHPMFqBUO0jq+O/If0h70g6zBGNjnnzXD5Sbxz5bv+D8V9BPZoJcM5Mehxvtutv5/oP6pp/1XTpQ8L9BwV2bcmHhmaOctK/fInyzyssmAenpXOJemBpjoN7yCdZZ74IS15tmCcbtrGchNv/YPy/vGHJ5TGUw/2CebZhNQvGNM0XLPSxbhhZsKtGzeITfqObYtPckX506HrdWMV0Y2HILVovOxXcDu2+Q7vvXC37ex+RETXesuhm2cGpng8mVR+crCMg9rXCZp2/vKFDPJT7gcO11/mNeo+zagd/SD6wV3u54M/iTUuRljvhB092JjZmJpWeL1YovG0q2nQvXzMwbNOQf2VcTOUrydRounOOszhcL6KuoZRlcAh/PJhQMd02latpToHZodIqP43shPEalI9OY0rGg0757BZVrNfcn0IKShNCMPKV091+UtGm++CEcuqXgqqMHYbB8VdFPWqVD/kXj+Gd/IJyJoWECmeTlsg73yx6wrQUafGhEnWcKP7v8bEVVRzPJk2DLQ1psOeL9aQqGamoZ9M8kERCvNKQAH42KQXw9eIhveCgKhLGksFqqExfA/LHDkURtdKblKxzBa2VF/mpSHEaTffysbRW1Fs9m44C+djalVu7SrkKGbANIGZ9AB+8IY3RNn3I3bm8KpJ3C+sFjqY7+TsIBrowHbAdBGxWWOYn3Q3YM/lY36Z0etI3BxMWnMU7ShvZphEvT1wwOIvr0JhFh+ROPkkOBobgHlXgjX7DUdiC6gY93Pg14Xq0XEiWIXwNgrRG0mTgdx5sG2rE9iad+C1gkDNLyshXTqe+FilfE9dt0/VgIFxpdexGmOx69hxbbp+WHyOWoX/M/Gs35Jl7Z9SG8lNlBw2/E84vRwSmcOTvKILijZYTTj9AUlmOaKXuoL/y+68koXUhnID1r2pEQvNQR3D8q2G8GfK1/FuNys/djH+sIypJgGzTkD8nIfJ3ywMdUROL0GQPTjKvwnJzRst97Wza5L5WM0h5fTjJPGPevPlvZhnJaWGaLvl1qK18NWH8azD+lXCeNuil7kkurKzRfS2VGaJ52u5SJXyWPlrM4aPcg45FGfpJjKh8fY8MfXNibAVRRAuuegoMqUQS9UkNTz4evCuKTwHDNgPJm8Ptt5ZNajbCEpbfB1ppG8fyx+/nNTy7ztd72Yo6FubycT80O7aEfuyTa8bGE5EaYYfZtsNm15GdwpaXUfnq2bj1014WVILlUROoNHfs5R10cvu8HIt56cNvHXzkfxvnt5ILdTb048c/1hGup55tKvges8AgXEkn94Bz0nYzczCM5sLqPsoPC0/f9MxxlsgCc8OTrYyHoewFtoZZ40a4FnzzRp1TXp7vLJTpPQIu80qW2l7eUgt/7ORSX0ipvZATOqqSW0lSXFkqsu4oa5xYJTelsbKKNt3Lrzvka6lQMySX/AQzJdFMRf/ldBkA41+fDpjhMB4TpjDdsyl/dcCC420UuDbyF8oHJQ7t6kRyzxTZ1Z78FXxIpsnIBzyN5KYpBxxYVtiQr3xIpsmgbosumIxKOYAJO/JR7IMw+V62UuffgSlXwvMi6Gk3vEV8BUp+/MgAT5v2frDgXdJbNPqUXkZZdHM3EemD3s6gQjH2LRr7orSBHVWvOqagpLSVlflFjztvhA35WPqO/Epyy0pyS4X9PpOPpV+49N3J150XrrzClV+oZcuA/o+Vr70n5LrMGSN9w8qx6sDZ6AkHq2x0mzZGkzFvdOYTdl0BKvUB0B8W8HUpvHngiT3EtLPq8AQ6mQnGHVG06d4W1JS785PU92SajHxs1DystiG/zGdrge/rcf+hI9IHRZbVkcFGTSRgTnATO/clX0fqRTO2Eb56Bfo5RlUZR+tTo+rpyYqTzZi8xgrWCVukVoF8cBXuAPzeUYOrWq0Vx0Eb8OSkL7afi1Slq+net7ao+MaLXuNhSN+yI/8QjmsZrfatfp5e/b3zuVWPA/dzneF68Lkp5GNv3A6OybaOZTsx2RcmSoWrZYXZstJocix2d7U4uzEUv+tqeWaxf2m1OOIzDfZM8VoN4IAuOqCKcL2eXc4Hk+nHPo8O8l4jQOzdXklAndiLdzs9dOgycyIjRdYW1nBZUEnAfJJVpKpIvnDZsZ0d8lFDZozSXJE7hkRg8JN8tjIntTrkuz/JkHA86a586KUEt9YjQ2LGF51QgapEJXgywL2dIT9//vxeiEQT2dyU2rdZkr0Ckpy7ihdEgUdSnNvEm6fxF0Uqtoup3ASetNOlDNyqCQ4w8LtNci2bQao/fSD4PTpXv8lx3pif15ifN14cBLY/H6moc3BFrW4ewPcy5cw2jXAYkKtuJF4jUgMccPfBS9MPnoduzYYw2wb1NcnD4EUP6Ukv6s5Gte1FVkTk//bLk2tSW0sApRc6wAeww37wHOth3mzkY0my2rYVZiAtHLB5ZK2RuqFXF1L5VNM+LAd4sAs85E+Yee91bARbePGqxDh2BbgeVm4J54yKmEYcu8bXa1n0akd36oQ1rQJxtfj3BxNL8H/vxAgyXd6IkWxwuTqYszbwyeNr56vryx7/n4R29D3uDzzePtrwNdrR97g/uD/48oE8rwHy3JePatGu/Cfw4BKU0vvyBWa82cpH5kEEjzZvnl1fedv35JdvelaE3Xdvz4jQVS2k+LN677pa9KSq3HyVaR+FgFPtPVxZQhgejpbryXJiFOpreDpZ84PdeN/n+AP1/Bmcf0ZLkZZX+AOUxib+wBXuTNU8kj7cqe/QDw+7Ps8NuwkQqHS6fMebrfjl7dAb9/IQr7skEZDv9R0WdrjqXH//FYK4x1+YFT4VP5/4BeXobdOQrkjHxyfUPH3EwirHNeWQ+42D9HycPhJkI/iAfCJNn2UjvNbPD3HpxLX5+vl9/zdU+n2cvoP+u+fONN/JvPd7S5QctqJEo8UlFjSZ7KysuzWjPGpJcfaQA4JEJp2pq5euN/+UTMKVyGg3Ow3I/KeZlIH8iopeRthcvpPJiPMizGR1s/Mc+Voe2abNZjYN+Z8zeZGf18QfIpnH0e9HNvV9Bzd2EFk6TD+0OeGZTeVqypF8pGe58jVLx0tT35GeBe8jskUFxRy6K02CqUkXRW4xc1udDx5Z7M8T220i7TgIG+UnNbK/kNguo5WHB8b/vZOIjO1jiFPHKaDVrd2PfT9WJunaHEJ6ejIP3DIOZE7f48WduFZc+SjuveP0tKQ35WrKcwi92/8Heeg+AYaOP/g3sFyu914PzEkjHFZds+jMBzsMI4tOmMNw0j5c2febq+hp9Chx3dJvDfkOw0ueHfc8jfQBTz8+0k+qH28oxDhgc0oaawwM+ZgwJmlYYUP+0iB/TglkEs1n9iTtM4+Spw6v3GP5G+4zJtNlYk8/pgQK5t/NHNTbnJM/5M9/OP5INVV7I1wwTxNj9fZrt/PHB3+BdM6X76SDP+LccjjnAnPrawnZvnR0Xgn/ZLbGa28mK/59sBuY8X0Qyjbu+1f3nvFzlYDuqTst8mf5fmoJNmMZKRsjku3wRc7X1tPMKyxtl64SgfSILtOAXIdPTZk5HNStpQbNbCpX03xnd/ehOn9dn54jP4trJycexXN6VZumdfPAF/O/iJEeb7YfjOV6Nd25qy/Uy/cHlg/h9w5jBFceIS87Eb9+8DIie+VqypPjwPrtbx74av6DGnML98PCIgVX048iLyvlOwTBKh8ExRH0MuJT9qCXbuwKAKZ9NGU2latpziPup7c5sVMA6PYRzhvykbIRkVnbOLGRr47x0WTkPylfvs9Pz42xKye5bQcu4pxWPb7sgDwefSe57xjBxBHmd4q3O6Nf2f9g9J3a9QtG34MP7mTpd0pKRFTqj+GD6P82TrJ8NSFhB+XjKT/r6j8YuSbMwoHBefK36HA/GDneB7t7QZPpv0clr+Mf9n+/dMTL5NKNCVMbs9XC+XeTS9H/A5F7Q9v/IX4F/DEqI2BFDekIh+6EvXtFDMBlvwYn/05N5UpHYvFK1PkKHv+ggEPvu8bkzGaY7LwhaiZ8ms5h3vpwrB7BfL1zyszL16fqMRoLKGd3qjQ/QEfr54HcnVofr1eKBerlq8nBDip20VkpTqGRqNCJB53MIKzvQGod+0YV2YgwD+VnqAhPfkI9goeFVlqQneFDN0HT40z+o0NqC+6XX599Fh3zqHKupodQ2/iBWuYPOBMMG8gBExeeLdsw9kcP9YIV6sBWwEhvmwqa5jYQRnj9nLcL8HWW8YrOwsLDiFXYHOz107MwmiytaeUjv3ESP92N4WmAxeJOFhaLm2CP61KUYe6P/s7RR8JIpcHo0AtEpGEPN4sz/pXHwRfIFbz5d4H0OI3dFHcSd0mW+bzCsFCThMCOzt0hzsIDuIrRMkOgOTCc9hEVupF+IGrTs8nlrtuvjKRc06hFh099lt7doNOZO3c2qhc2pHwn0nL0sICCShpy9Dn2s6kznXz6+TvMgLRDDZsSnR+f39+sbIGJbIURW2PiTS3xppR4UxpvtvIdtsZ5xnragUBIO4jZnNXTSz7v7H+4fGa1zRMgCdHOWxNizKvU223Oym/Itj9XY97x7XMbaiXkeF3BtmCaTH6VOumLqd3wdONbYR/yK8JfdlRHoNnB3wGR8WbrrQa1Npbe/PNJ7O8kD3lEnRXcA3VFju1oupHvVJWwu/Fj6ZMyzgrL/KSxfNp06zklsyxkoaDp16EsF9n6tun7g9sSEfU6+IiV8g/AN7eE7Pyt4OgbTS8iII/Sa6ywzE962n+HUMpkeJrdKxewZ8PP5f+mmPs2HTkWc9dR66/Inz+7l1EXffuymvsms3WV7B5yTdOvnz/WXGXUPAv7awVlfs59n89fKXDTVDL/tWjTnZLcsFLmRd2tkMxPue33372u+0f1eS3q/pdfzjH4019//e1/nxVwX78flL915QcKuLdFCzMc80SExkSEs0mRXmfTIYr4QB5CWoArHk33vhTFdZ9NmgfRDL11ut6sOPzOqaKXxyVKuk/svitfoRoIdaQBNC3adD/2CqpvoxaQGXsKR2WA0dPnna/HNavGh1sY6lDMsxU2+k+iiDlKZQfiuhpQ0pCukHIjajb4gWxFP1Win87BUPDw2XNRn/6qC/IDWYvDE+8OvCYI+rsuyP5xh17Rit7Qu7tOby5n07ziZGWdgbqh1NDZpGD3p8M/w7rXVdGl8UZZma21ggW7Np5SPCXe7pJG0Q2JNx07wjNCaQoSE09SVMKrW+cakitcqoVTlVC2JrGEVroKRd2DkzTx5WzCKZGH9yNdb9aqVClr1n+Ks0OTblQC1yuB88mkBA7nmkqvUYJmQkku+0WTzldNGzhbtG5jdyy977yi5itR+9eLrV8Xh1STQwo4tiIB0fCBbZ8/4OU9694qPAbr8BYNz7WmJZxN0L8hJsyh49MM0IYrbPcaiuwV9Cej6e4MTJ9dDnjg2RmoxoppskE3xpudD57Xj6qsROCfwViNG/KN0oZjeAsAy737mqzcuBkc8fvIdjReUhF/+VPu1YDmN9gJKWiymDDV2AfEH8Ex6Iz9NjKaJvr6wDlkvmd0PvA2bKiLYmQZ8YeewhuYX5ypD1feAT+vvbYUNJmVr5XrejCPWmBuLXl3pAUnhSff0wLqqrzU0qsbmqpA74ZURg3IoQI18zcFZSH71Y8XNE1saY4ScvW/JiqE9kdj6ljLWPqmydg/mHxjEhVtuo/u6U2l0f4xTXP767X958tXR33L3HtMvPblf+4/YvFSwy0esDJusCMcrRHFVni3emawpuC0aBWZ4rapXE2FA/ZTFkzB3cruoZlTQYTzYqe+pBnz46hb9jFz0U7fOXE85ZujZMoVjDAHzaoDFx6zG24ajcXX2g6ndodQEcfwzhpsBwIKjXwcqzNrtLQhuQV7/HytXjPOJj1jTdO853AHtMAdcr4ZKuZANMWuqKHg4I5wZl4X3jwMLnbxRR53HwXW3OZudmgobBtmz7AOoB+ZSZeiTLruvJBQ3IqacVoyLmdsmZ6jzQj0XDmuWjEuL8x5ZWn7dsB9uYE2aosZdOBDK7yar7i8beDvOVv0brzlKQGqfe31wDpRZM4DS0ShR0aI3sQLop5H55uzWD7rAc17NgW3Y6Y0m1CtuR2r5bPuiBydTXoqnE0hiRqchIPpxnqeVshXJ+m64dZxNgVXroKNbZuGfHW+jDdb+XoqnU0zip7u9/q8YM4H8uT3BsDy/fctutEn6JzK/Wuarg42LjBWhF5DjsblOgZsmizDsWoprQXhh5UYjDUHnBwHxe+sdz9qctrIqEjn2dkRGnMGKOqNQr1hmn5N+uYhf4E/5armeSd+I2HCBndOT6vX1c3TpfF0OZsCQiNHvl9ql8pDfW++/GDxObubhAU9QqYIEu7uBuVV9ylF42l9p88Q457PE7H6wzpeaJ1ys443D8TNASfEaJrEKtVAHTA66wZokK/KvqqdEQrnSWWbhvC2Q7gulsrF0lPupkeFebP1gbDzulmaIDjaAvKc0TTxQBDfDfdThuO1LeooNi1DekCTneH6axnHVKMWbAuu023BdbpFJmYruJv0u7v2vuJW2HBK28yJMWrzsa9c9Y2X+YabyfXiQPo8/tPI6nI2wfO34VbY/VHsvZogHTk/P3Q2Tj51VKOO6utBdFSjkd1KtO92RKA8+TsXHy2ERhblFrFEdpeEbr0DrELdJSDALcVYtsZ93yJHzk5/hCP8gP19LhGNONimMtbWfOcd9PwdKAjWHA3Ji22vqgHxEwW5Dm3368Pfi7dJf+8haBUAnFBqfjXFRhO6MpYkdvbUVl+zRt/09/jajOCbbRoWLxSQY63wLnQutWX2veZ0f/pAKS8fkKroeMBDkKvTqhBBXuCYHm8eQ7IjPN324Hq88np6NinLzeoopp1n486zcQ/cleeblT3ZQ7A3MI5ZYZmfdNd/mbCGDRo+oDs07OGOGd4WwNNMkzn9tYeVF/DQu7XR5N4WKP+VB2ChyVt4RoyyCnf9PzjDBxwwZxMIsh2OZpcjOFjhBypCrlRApumSn1m0J5MiO7J+1o05IhUKaE3k1Nuww3PGDf1y9U684rrBF0//Ih6xI+zK1ZemGsK+VV/xXF2v3C0rgbyJ50HiefRgtKBPFy+hRifLeNwHPgFgochZufKGaHT3RJ0n3hBt05AfJlOppbwyRu+MfqY7JfOSmCNvkj/86h6wZtKH/ARj7WxSYzGn0Jpy9oq68rytmr2tCoJVPSpEt8D3iQeerReEvHijf/zBc0iLt15c+bpenchN5s0uR6UfVjoV1sT1SndOpm7NrD+QowopK91J/n7BemWJlAz3Ww5iRys1+0rN7lxtMmJHrvDPdg2OdgE2Rg+Y6+XNA87VEVc3c5W9vzd7s8t7e44sh0bLrV9d1V9H1emvbuyuFOtCvTo782uaXp6GD05jYEAOKENvfdFpZpuKNt33Xy1Hs+wmrgNfvjrtxpC8cF3sxIw56y/BdTEm+8X8b1x/rBbRGBvOCZZrZmwn0obmxTO3HdMjPeWS1HMC3SLHxeoow6Cynvu98O07tQ/oZnQM7Zyj5cLaC42R7sZIdx8vJW/meEWz1QjvZGmP1nDNzPAwP1mrMltV8/bjxV1RS8DziNPx4S/ul6urqisoXl2VyqjCNjSe9vnqemtpWX/91IWP6fUXN8crmC5HfuVZTD9RLp6lA10cWVpfH36CqzIrLeUoyv94/B1LT8FlvvzAh+9ub/TfOdzoRcmkmIn77x6uejNtrPTky39tafu6EPLd/jvjD1sg8mI1woj6+hMYjT1XPuQTZdKJ2kV8BHLp5yBPS5jCjF+ONw/xjKKcvwq6nz38OEJYmaVPGmAetmnID/HjwM8XmuLGYZ8w1rPR/z5Fr3rvpFfDLVK93r+e/IS9V4kwqs49pNEONlWEP+RvUf4efXIP5TsezI2LT32CKFqsZVRCzBtBSZWonMqAb95oWzCokkPMHwPOHiqHAe/MoEpGltXVci9dcch1BR2YaTLSdbboQc3iQQV+r4khOPUQW2TUdTrNIKuduGlXAfMAiHnkb0MDyGRYMyHpi8d4HLzFqk/18/fa915dnnp1zBN/o8K+vlfxSQvO+Uozr0YFNZUJLdPGMk2XcHqztNrGvFCU7WDmMAyHjW7YyjqilTGiGpUOPt+s1DbDI2bEZ0hfIVw3TI3cTJnaJWdw25gmIx7DTidqja4WVljmJxU0XfKBDqq4iNUUAP/93hftfcJpVenkqUJnVCL45Lg4XrITZS+oT6bngoXXlqtpck7ad16/nyuVvOAGkBdUCsyLJkkU6rSyMYwZGQGZMOdEIyAZWOKH/BUZjGWFd6WsgXfFvPmlfFrAhTimUgMQVzrgrxgxv0v8iAKOILZTaBeFW9sc5mwkDdnqKxnRxaDvqsIw9p/Xqn3vw8XiDdYBHWbmzyxW9VYURp0f7BXdKLpLRCyDx1igEbrX2SDP9udBKsYDaQg1wtdGXXZ2RgWy1jlAw13h7EpV3N7KdHuNfRHhyRNd9A/l7yxAvmsMrASWtifdTZpDPVT3TFY8WwngdInJBzaNr6DJiAftMKCNJUJW+imDarc4KYOFyM5+KuFInN+Kk8nzyGwqaDKHoiz7wrQflF6XM3HTe06IQ/K+l9eyNOYhXS9WK88ik8rVNL8Tp9UTr9GRxGBSoQO50MosAQQ9DafPJd40lasJGoHBJCfHs2gsT6arIT4xv7Y5D0Q4P6+H7gAX2Q6ZSM7MwyB0evgTjP2A9WU9MkO8Uxw4SOBdweWb6PNwzsLM0yDjNAhddGn3zDP1zzqKwPcPa2JRBMWwSmfoIQ2PJCdU7UIV4HEKd/fXrFM/OPQaqOCYp4+UsI9TQOA1wil8ffCZg5iZg5iDHETf2H3SfSXGpdkXIgb9vj+4FiUm1CXeYpOeergaKL1Z8IDhTXr6wDr//ROz5MFWSHS9pp00Q3NfNb82MuG8ix1MqN1jXSAZ2XvSBU96PFIu4wNwyWCcmPBVOG5gXfjiZzYQ1EcKnQ8UBc6j4Kcg/WFihQ/owYViaU6xgze/Dy+FNkyTr89MohWd9OTqZJcwatw0+R+u90Sf1Yakz8x67o1auXI3ov/iZNs0QWk+wCUpu0Uwg84D8zVSmtZICFYhHwjW+YOdNN2Imz7e7e9ZfGPHIq5TU9x5YA9uepk8v5nur0ya4165QKMDCcbVXJ1kejgK3Tol4ZrZKUV0Ca8ay6uz/V6xWErE8Ve434nHtpM8LplwFJoCYuVmLcyWkiUyvCZ6dqfucbrPK6OXw5seL7zyFBIwF7oZe7EpPd4Kj7cakBoXEjquGG0T+Z2IrzucX/OQWSXPl08+rfi5yqTmTpErfe/7ZHK0Ppjc59Uu6rTsBEtdfFwXJ/orUX+9KXXhII+v4gZDrmn69fPHTizIeWetlMxvue/wmnGL3qXH+1SyHdfPI/a38rlvSV6f+QV+X38PtS3+9Odf/vmXv/zlbBz1KX770bMSF8f32iW/9egHSlz82BYAwQ5B+D+4BUx297UFjqtwy7UFRtNP2wJGSua33Hf4Z2wB9af/X90CnxeExYpd5m0Qvi7wPBiPjkUOMHaujo9KxHstAsVx5HtQFZXfGLtvZNMhKrBGjI+F/a9kfOxE+6oDGZWtO4lFIvnmzZf8gtxap6pAJ7JQ+4PcElsQEq8VEUefex2UOkQ2tQ3ugxYBqzrQjDA3xwTR6neNLufGsHSLqE5Nzy7zr8HjbvfVGDjB7ViNOi6X7fm9CYULWwi7OTB6505Rj3WuCjpqTC5qgN2EnDTnoaCkl4UX84aToxFS6tE+hMCbfcBsRlRHw0H9VkLaOJW/kg4q8hGWhoOrV0RUHcO6iR4pTIHXlnM/O/ezwitywGOfSeadWdEik0w8g8c+g0Q/FL5g5roPmg5nZDkd2HSsd1QCduUOsmDXgZUrRAFVIjwa1m2JOH4zL9iZtTZMkwk6I4rLaiKx/Mr+V+/IQxT358gvK7HFO9kkSOLf48M6/gfPjbDWmEvj/6CIQSOPeyOPewt55H9APs5N0qK3kBadpXQaLY5WWbKSZQwaa+m0GhDJrRTvkptrGkar9Cdnh8VvrrQaDQ7bVNB0iUfBLdNSpOW+70gCWZkCsxImyxqDtqlo0518VgRwnF2Ose9s/VOxa7r/MYPpP9BRs8rApkrBWHqzvq6sPrBWssCw+sD14k+rHIt8LryRhISrbGWqW989XORcZnNKjTay2oYHCHm8PGHqoiHBkqDcW3SlYCHJ01QDcNMpqbezluPK8Okx73xaAUUfcUSLYVGz0FglBsigTs1TL8+P1ytca2wb2V/Ab55jCtHw8/cNNzerNkSty+7WJlKzSjPH6ccuS8SRyBXfjie0Px0jyHu8+hFaCvwIK7XqmmGOryx20inSVKvG+/335Yf807/89c//9pf/44Zc/vGXv364JJe//PqXv/7yP3578O/sm+y+GKAuylQ7GvCuuVEt6qYcTebgKKKbu/mMFTwvPGJlZX5RYb/GCt5kBdlSgEWb7nbQiOgYy0QryZumXxOFZX7S0/5bYZmfdN9/M9aZE1LuZn8W98Pi6XQoU43bdSKT+3c5ek2TJVphei/CluHoGWGZnzRZPY3ZHWQlD1MHKisoFzKtmCYT4AZFIyvXxLtnZQXlBWV7vNVjBjtzSsrd/M88acu3/NlYPB+v84zJ9VtVo+W0uwjAy6QSyRs+f9fPLx+EuvdWgzoFzqaF0Fd1SnRUqRiMzvLN13lwD+Na6JJZZflmh7buNNpE/P5t15vBZYbc+yQWOfo7WFl9eYndP60tWk67Gm0BhK6DEmT2zyZsnnpNyGzxlm+auNrdaHOXCNMne1/l6LXLeqy+lauv6exj9c8xF5tsnhLFMFZoju5XZ30cApcd3PSik3fFI+4xFEUWTw+hqN1bcd3pm17tht2xG2aIE3PIDYTNNl3s5yOrfq9pKnzxZaF8/tjukNRz+nLb+F97nlaCzbqiHffXOfXWqUmQxxE4lFrVj23YF5BNNOTnlajYO2chguViu4ixbDRJeYoZ9z2bKj3LdS5/v/z4huUC9F0L8nOMrCF+0ZWYYo4RNaBt0634jk9THXJuaT3Fwn140AQwA3I/+nbT319BeQy9O8Xax4DeT17VlX5c3hhDUXJ5XJO++RNDix7Cp+kzn73l2kbGgoRjdBkTM44xZGAM28Em/8yQxKfWBIvGd3Xz/IHvPtv77bnrwbfihtMRjuwhjCyHgSjK/z7fvOgMt2+rBptH0yy/6OwsxAdg8PXznebULMGKdL53hVHWWVj0TrFgRQ4D/t6mxwTrJewqZ+c+0JemPLBF3vjxiFnzCpIzTcbu2/XIMHjCYXcu0xVphQ35Wk7J2/P7sPFHHNQZ4Lm+MOfLODGrLkhHX53fLSf2qR0W1VdX0z36YpFLYx1bzW4IDYUaYZmf9Lj/dazmzKZ7+R27rXb3dtnwj49c29lX9oI938eRrwqbKmeusa5eXgfKMb20no/s/Pxdp280mfPsUMPX1RhppgDMe4eKiQDHzz4Y870N5ufxwZuO9xZZ3htsWZdTCw5yIyvzi8pN9zFeDcfj5wF2vhfgsE2zq/zhWnR+V56OWF/vluf+seFezfYDePl4s72XYXfvUeaSC29/str24eYZ8i8u4aJNb1Zbpfiqu9PIyvyiF92vHP4Hi+fp6C+PHXJ51+L1pwJZp4OXGcYzh65BqahLpiOuqBp3vUtlcchJsLqAm0Gpm/FALfMHPAiWgvcWD4KlcdJiChx+9LDgMOyEFPMRTtieHQxcMcKKzi4rTpceb9DL/fqx/PwBO3WjXO7DB6443fVAAI9k0bp+h1avIgNKnUpEffINXsUuf15ZtlxWknErKgShL0X1BxgO4jHDRWc4BU7d0/7a1al9XC6jv42djLJFycHZaU47t/DkBOjFCj+rj75kpudXh8Gobc4ToBWUHOzJgOrMOYgMT1FEZ/2m4k91LNI3Dxi8ydx1m15shZYCV1LbkUvTMRwaz14Yz87jsBvwLj0dmjopUUemfp4uPIAAfMFlda1wn3hV6Mq3VWy7XtVVtG1YntWU5rvkpxHUmExYG2eXiVyRykiW61zfIct6HgHotqNmOa9gjyQ1uPUSj9jzIoPXITlT6RWhZ6MBDSRVPdKWq/XyDkPZdm7P+UFdAd7okBiVv6IGUEeK6NytuMicv9rnB3Vmgu6Oe6iTL3T2rHKzq6XYntR/13v4MgKS9xGBZvJdxxm5Sv87Nify8VeVn0dEbvj51VZs64Bp5tGkmQShY7DQMVix/no2NLqvyId2mT32rJtfozO8EIW8UmZPj8V38ODYdPFh68/U5KJm5Dk0OfAhycBt0JH9hMvy7QU32rFLn2/c2gAorSy9WVnSwQoz8lVH1+iKuUJL9juzLlxaOJU2rK+lP/cftOL582y1S28+f2AO6jsf0aIBPc6iVpCJ6w07AHuDtMZ9b8xxfRlbs114H2OEKSNZb5IJbgxpdf/vZIDte4cZMP19/nxH6GM1tzIzUU8JyAO7L41vRne/0UYfSw/bd45bkWtyCwKenUldFfd2qX+jOJPc4ZpBCRijy1kdU/EEPfVrmuafbcRYNwQ8u2WmB/cRXaGPK1RkLngaPuhQDpm8XvZOu38AtTM+aQIZVLsBnN8lDYTOUJsan2kmw7NcExKw0ieYvOcSgtmy4PTrO1GHP+F+i8X3go0hIPd1stEdY0sJGTbcit9mo38W+7VkdK7TsLs3+ehhj/uP5Ix5n44uK+R1OnrSIw29/f2Cof/1z7/8r1/+5ato6P0jTfbH0dDrcEl8n5k9cB5VVuYsvBOZJouGVv9tuUB6w5oNrkTNy4tX35Xt1zgT1bI8V7bqxdE00ctME1vlSmSaDJ7VwUkhVBT13wrL/KT7/puxzpyQcjf7s9ALFk9IZzmSIC0aGkCk6hVhBp0lUWbx6FVmgySQxnmrpwDPWVYyFWuBF+dCCzT0TgKQnTmmK1m1zSc93j07c1wT0dDO6jGDnTkl5W7+Z86ow0FDz+/jPTCpPPRN9ZXlmB0hBYTFE27E+cILTiITIp0VkW2B1HS9WE3ynq5FVECZamuDoDVYcMWxZXODNTEr0iADjbsFzriNB/+Ck68YyoAhHmtnvaCxFgo+7X43atWqrJeL1igep1BZ/i86+ghbpg9//X3QBFls6WPGxugfHhYaYdNEJDzWfnDyCsYtfwzoHWbquupcD2zzB/KmDwQYVzlX6oXDM4468AQXEoTXcQcq2nR/roKuLiFmOIjf7OLQC1dvypCfZ/6WgZL+9esPhK7YJ+DsxCqBDgn4ClfsuW4Dj5pxPlyuWEzvqgFDB/CX4AfvmOI5YuG8KYvs8k0n1wmXJkRQClN4OuXl3A9bAMarjEJUErpkcnSaOKdV2pF85QLqjukD/ffY9wlGhNFwrYZ7ZyqmfkO4to7AhEGj6cE3Wh5Lpy/FFm0saJql4OzM4ghH360QmXX1Ob0/kAPTczYcLGQEpkMSy0qTtcHoKbykW6aSIf9zDo6cVNc+G1kkIXMXXN8NlPHV2ARDvyexUopR3Ua/58n3QjPGD6zb/AFnRax6iUnIB24m2270MMuGGMP//Cj2EnKZEGuJWIchtkpw4Um9ZPFlm/c+UnY2aH7zgHNN1CKjLQH+3Aedyu7S3T9iThxMuWD1oY6/VYSga06g5EX5yGu53/NFz5yNmWMrMAMdKCXiy9hV5oI0F7+i3EtvgvRde58Jfs9O+fqZZWTe+tRQjUzhyJKW1bx+2Ob3owNwekO57mrq8CV98ydLjNeweW5ArSTCrmBRMU1GIWryW8dYOR64SD4ifyyl6vX/AKNFtw+Z0T0H1PTwto4/OWw6yFYVYmI2W6JCDuXvTOvcFYA1WqwprJuDVeHi0R+iMr/nvvN2pjPXw+PFt9Ea2tQDYzeVUT1c+046eH58Cc4HKhSE4F3WKeu5GBqWrMM5MZbOyqWj6eQlB7h545oyHhwFfnZ3kQxfT8RU5GMZEJ8P+Rc25U5+/lhdQ34FFq07okR8GykCw/sJLoo1uMYZ54gJS6op3V2dEK9UGKUhLBkCN3vogA4ktZt6IQId/Qat3oHNOvsRkUrH2DIsCoLFgwSHLnRcOW3f4l4T7eTZ13fYqRKJtOtMsbBXHT2TkDl83jj2Q6uXt9BGm6iHxpWQOQ9yCKOvP4uvEY9J28HC06lYxSQ8mxyKvF0O3p7K91l8u6id78TzFrou2LnrQlbXBEBRSx6Kdb52Hcr0NSNnZc24BY+ejdGn2quXdrqTn3Byn0MCOMwGyHotzPg3O0y9xk9MxnFkDVjBGiXMNpoM8OAcY6MY148YDXUDh1GExulgI2ZwazpnW2A0NOb/N1bwayVgUemgHhGfLwe8ua8qUqyAXPJLSLHqHVwLY47YOi5UTO3ltkT5AgX5LB1Bg8GXsa8b0p0qyQfipXfg3OrWoay8FQhaCzUfHnVN1Q6TFfpJm0V8heu2ILPeysr8otvez+3F5bPK62+c48hYNaGz+GjEz4GxOkUIDEeR8dZPl26uIM7ovgOF35fLqjPDp56er+LfNVGnXWangfGxBsJD+HsUckOekuP6JXdjX2Iq/yvw9/SRjGejSkp/VLNu3fN40TzNs2lT8agi6OC/RXoZePyxd5QDoFdgUD5kF/ye57031t2wm5Cm2oAV8FCElXzQEfq9gLOmOHvvQLT7Bv5ObNzzJOOCCostChoN9nkDgNV7uuUPGfaSUoo0RsyaOsU8BCyREjg56MFspl74MLNV/B7gfPLBySNtXSFUoQNgleX44Na5vBCTq54CYOs3MdZL1vKfDeXTO7Yqi/AUOAh7OPMRa5oeW50BSQ2OhVkzWHr/l6qR7WTcWIYX5/tDaQNlwyvwa4EzdU+ogrYTU+OgX5HgMhNspWR+y32HV14nX2Jfd5B7vMe+qiXxe65G9uf/+U//1t9iGID7b//OUNc/dsJ/+p3wh1L/vSv16eh3pa7Xgf+USv2Pm+z/JzdZJ5H6j5usFf/HTfYn32S/6LzWtfMf2HmtB/8fzuup/D+c15/F/z9yXv8Rr5XB+w8Qr9V46Y/Ea2kuzjXuH/HabCB+133oemGY5Kkkf4+TPHOWr6/jePpQ9b+3JM/ff4pvAkEkb9mlEV/4IMM3Snzqd8z5A7q8Xj+A9fgH7O3jzX/A3j6J/33C3uZum98R7K2zeIsZVUWTyWblA/kjqeweH63pId1q1POrwPIwA2X6iwSYJMxBTNjB8XBMF4ixYM31XMl6TJOZIM2s7YBqXaBpTtddlHC1p81FF2rNBK7GwWIMcyclS0HQBz44X9W0JjOs+RE7FNSBarVWlhHP/J8gw+oAu5G9JBc0GfnIjjmYB37MS/WY914TPK+B51zh6yiibj5YExj73laN/n5H7M4HHyHIXneEg7LfPYV56JGZaYJclvjdB1/vHYfUfAtv8C92D5fuiMoE3coU2UrOZD0kp2fs4n3+9LZy3i8PdY8+o8XI8LIU4wl6bHH+vWkx/gPQolTN6uiXIrUQFjgoy7C1zOoJamRmgJsN6ZtJ99v0ulU8VhQ9UEeTu93se68+zHOSzSMmP1Hd6X1WmZPrZICqa+Wjxf/cRTPk9PfO16p+7030oGo+n19NBeU4jo/Qyv30XjQZwxUKX0Bxq6kwg3tVdb0HtC1W2Fhem+6uZdweTdBM9fVG4pJNMrihL+vn5ZXDQnwH+OG7v4sJ96g+xJrRnepEOaaKDBhMXiEDzSUKsNBLXAsVfIH6yaRVytzAuQg3i3yw8WKNKZkHFRbwhfRLuCqcAwSRnVSASwIVV/YomnyQnzbBO1nJwN+PchF/gB6378gv0KVsFJ954H/EES2fBy3+KBq56vpO445c0GTNK5Ge1b3UObNnCcZJWadO9dDmo7Uw4XZB7NiaPUnfPL1AwzqaV6CW6nb9RJ5/fgNqpBMvk0DCIbA4eFvS6OdourveyQX69QO9XEQOjh/nxq2EDA7bc0maLm89XkWb/O81zBs3DzgzAnZsx1pviKj6/jg1t3S48L3hCpp706/7183jLNeHB4L5HI+YsJ9T/YzD8+PTuWuAPJ7O/TKMrbrW2+JBa/BnTKd57bP9tSmZMx7wbpfaQTNFhROd9M32BNHr2av19wdroIj/e7MGZpH/B2vgVPz/U9bAH4B+f/z1l/PP/w0='; -f['cisco_safe/architecture.xml'] = 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'; -f['cisco_safe/people_places_things_icons.xml'] = 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'; -f['cisco_safe/iot_things_icons.xml'] = 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'; -f['cisco_safe/security_icons.xml'] = 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'; -f['cisco_safe/business_icons.xml'] = 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'; -f['cisco_safe/technology_icons.xml'] = 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'; -f['cisco_safe/design.xml'] = 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'; 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-f['mscae/general.xml'] = 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'; -f['mscae/vm.xml'] = 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'; -f['mscae/enterprise.xml'] = 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'; -f['mscae/system_center.xml'] = 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kpJkW0rtIPnfsxj+gMYEMny0cSTiyryVeWpdRezL1X0GRkkfShUQsIupANjGZYmklOTgQ8yqPEygPmi7KSasaGljKizIGu4sKyckjqgpLK2hd2uHpX6esutD0nu+DIC8TSCWehhpMQVQaKdVrEDoBI+M7E47FzI4kn5WRKCktQBEDI3i66cjSmYhK78jD9orcGlI9MKUiJB/jIOkk8MsMoS6hE/Q8og/4gxfVA1TkaBLIhEKCkN8k8rcqZReSkynUGkzgp3aDg4DtBDS0wlJykpMajICTiHEFDS2vLP8kcvplJxUYyZxUtSraIyjd60qjqLkqlYXBMOJE+gkLLDyZdq3JSecy4uuHHNkYKGEzed+R5UUVOV2N1NfYqcoTJA/qG4qwXXas/XLSSF65/py5s+HTNn7/Hw=='; -f['mscae/other.xml'] = 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'; -f['mscae/deprecated.xml'] = 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'; -f['mscae/intune.xml'] = 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-f['mscae/cloud.xml'] = 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'; -f['mscae/oms.xml'] = 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'; -f['mscae/opsmanager.xml'] = 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'; -f['mockup/charts_and_tables.xml'] = 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-f['mockup/controls.xml'] = 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-f['mockup/menus_and_buttons.xml'] = 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-f['mockup/misc.xml'] = 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'; -f['mockup/calendars.xml'] = 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-f['mockup/advertising.xml'] = 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-f['aws2/security_and_identity.xml'] = 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-f['aws2/game_development.xml'] = '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'; -f['aws2/sdks.xml'] = 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-f['aws2/networking.xml'] = 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-f['aws2/mobile_services.xml'] = 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'; -f['aws2/app_services.xml'] = 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'; -f['aws2/storage_and_content_delivery.xml'] = 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'; 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'; -f['aws2/internet_of_things.xml'] = 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'; -f['aws2/developer_tools.xml'] = 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-f['aws2/database.xml'] = 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'; -f['aws2/administration_and_security.xml'] = 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-f['aws2/compute_and_networking.xml'] = 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'; -f['aws2/on-demand_workforce.xml'] = '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'; -f['aws2/deployment_and_management.xml'] = 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'; -f['aws2/management_tools.xml'] = 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-f['aws2/non-service_specific.xml'] = 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'; -f['aws2/enterprise_applications.xml'] = 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'; +f['veeam/veeam.xml'] = 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'; +f['veeam/veeam2.xml'] = 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'; +f['veeam/2d.xml'] = 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'; +f['aws3d.xml'] = 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+f['gcp/management_tools.xml'] = 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f['gcp/product_cards.xml'] = 'xVfJcpwwEP0arl3ahc5OfMspH5AiDPZQHsMUjLe/j4gQIGSaUcZVuSHRT/3U3eol43f9sThXfcZIUzxXGf+WMfb8/tgV5yM8lmc4d+3hpbz8KovuYKVYxr9nI8hiiv5clReHei26uvh9qgYhRo5ukzIG1LitWcHdqe1Huf7StU/VW324jIi6OVZdfXF/3/wpFASftJdt01i1ddtYRvdu76HtqseufWkObn0uhgOHr+f2daD67o7SAhRzh39EFMezTnWDI4gBo7YRlJCR7tUQzkCIACEoCrC/uQoA9og8x0gZIGpFigJNg2iJK5kcdQMidkjp4uX+M4cqAkzt4FcqKSi6p/Glc0roqAX4CHlnboeMSx4sP2gc9x/M69XgA4n7Ler9/ilVsqIJOUaShAzFdE1PknLgJiSqgcqQJgkpEjw+mAkoEowfpQIkD0ku/T/RXMZEeDdPUgIVa1OCwN5kHGc2cihNiv50hLU44l7rUCJvk9/JK5+8jggRvi77MefOh/p0chl6+X+da+2WKwhptcHkIKLS8K3unxIrg/mSwjBkhTAD0xwYkrns+6LmNoACwvA8JVB5LC+GqcPqJkjkhsLYk/f2/jfhiAZ2g/j+UgIS67F9U+UFA42974hQBLjeIwqvvaEw1yCxihYZOhkQ0UnzjOFAkMQVmzoZoA1aKWNKEeB638yZ6QrfaA5ap5g6GRDR+V8ZmzIOTK5T9s9L0RzseGA3fxTl8e9lEhK47XzzL8nguQYT9nVG4e+Z2IZK3YiwSRlxph0eqLxJ3jb6mm8D4ktHAPQlG+AsxQJcgDa3AXZuJBREk1CS/A4hm+l00pVjgPAxuzkuzBDf6EoFKs+CPlfY9tkfPAI5B6WzoNWdAmZqdfEQil26lt9J7SZELx79xm3l1MddOxzNaWQejqx9eHjPoVUVSIO0mo5sBVAYzdV4pKcRYjEeTVPFNPeZPCSaNh6tatLOeCT9CLMYj6ZQW4xH8972eKRWtuTerxtFZ3Gmp7Nn0IDcwo9mxZcSUCHdYRTmPOQcRAXfjL2vLX1+1dvlHw=='; -f['gcp/networking.xml'] = '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'; -f['gcp/big_data.xml'] = 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'; -f['gcp/machine_learning.xml'] = 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f['gcp/storage_databases.xml'] = 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-f['gcp/compute.xml'] = '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'; +f['gcp/big_data.xml'] = '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'; f['gcp/extras.xml'] = '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'; -f['gcp/developer_tools.xml'] = 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+f['gcp/machine_learning.xml'] = 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f['gcp/identity_and_security.xml'] = '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'; -f['gcp/management_tools.xml'] = 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-f['rack/dell.xml'] = 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'; -f['rack/general.xml'] = 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SkbmqhAvkP9RmcHRY4nBwZbo/Ljqvwibck0rK6CY59NFIvXTGTerX6wvcAgu+PIPR86by6P3S6uotOJQtOpQDfqj7gu64aN/plvG8aWF5xvNui57sFI6PoKNao+dN5Rnnl97auo6z3xpKhbBWpHUFSLto4/PztRdZba8uKrK8rWE7qhYXt2B4VDyP3dXMNlRLdl/lbajWGmRINNLl6N+yCIftp0rcQgULpeIZDLSCfdNquVZyRTlsZzvTJpmCuVsug1nuNoDtmA63YxjYPViBlCFKt2KUqEYHGzEB8N2dmHq5ImZ9q2hEoxYjGoy3SRW4HTnap1XjcQ/R0z3EGgIbAYGYyEb4m+wgIFbP7R7SnmV3D+EboL9fxi0F9X2b0noqCr9mFro1LHTRgoMJIzJgUdsDFjW7LF5ICMviYJpN/EIwWzDaN2Jy60p6FdiUAUx7OHiW70ux+dW4b8UGnGNISBs2CV+MM+8iwuzPvIsz7+KK34k68y6uzryLM+/izLuIn9XPvAvZUcw9y1eOFuZRNuhBXt6fr/xReYpHZNMb2YC8gm44Km9hMzrZJjYoL6Nbfy5V3sLGV+tuXQwblJfReXdU3sSmM7IBeQVdf1Tewmaqrm1hg/IyurouquGQvInNoGmT1kBeRteUR+UtbJrgTtwYNiivoGuPylvYtFXRWALCKC+ja91ReRObzmZpKK+g6wvL0IC4hUvnbSOD8jK4rj4qb2IzGNmAvJJ3UB6Vt7Dpx3fa4gmgvIKuPSpvYTNU6x31MWxQXkY3uKPyJjadkQ3IK+j6ZfMnUd7kQZdeUycuLiooPnFZH1awMRqsjEBBAViVhxVMjKpxXVhZGKGCBrA7rGBiNK5ZncXJYRQUgOPC/qiCjdH4mltcA0ZBA9gfVjAx8rVxjFBBW/s3hxVMjOrSyAgVFIB1dVjBxgh2zzRGoKAB7A4rmDwfSHnQEokScx4wl2h81JGYsXLCB/Ie1AM+aZkP488OFOyAZ3sG8WwPd4KKauTLfgjxOWQRd8QHMyDUMz5HciCC8XdoJX7PHs9TbsaX4DzlFv8K/Lin3DByoJ1tQAX5aAPGDuwKFJIt2qAxQgUFIMQP7AoWRhhBUBgxCjJAjCHYFSyMMIqgMGIUZIAYR7ArmBhBJEFjhAoKQIgl2BUsjDCaoDBiFGSAGE+wK5gYQURBY4QKMkCMKdgVLIwwqqAwYhQUgBBXsCtYGGFkQWHEKMgAMbZgVzAxguiCxggVFIA0wGCWt/DBCIPCh1GQ8WGMwa5gYgRRBo0RKijHOyHOYFewMMJIg8KIUVAAQqzBrmBhhNEGhRGjIAPEeINdwcQIIg4aI1RQAELMwa5g8rwx6KC53oyG4kpj2CFBw8YKAg8qK9RQMGLoIUHDxAqDDxorRkPDCOGHBA0TKwxAqMtZ1FAwYggiQcPGCoIQKivU0DBCGCJBw8QKAxEaK0ZD20qAUESChokVBiM0VoyGghHDEQkaNlaYkq2xQg0NI4QkEjRMrJhEc/VA9IHzb/zJaDjDqRd6ST/RFpxXTz5uz6Xbawfujxxqy3Ps/tAptbTD92d1MWc6fXZWFyNwzupi2S3zrC6WaKcfqbrYKxXMr5qlGA0WzP/P60+/jn/8x9jK0xUWzZ/icm9RNP/x+o+1UzJX0F/585aLJZDsGocq6AtNcSe5xQBs8kluOOhFa4e4+crRHaB47lgsbpN8kpsA9YWHk6O+3QfKneRWqvAknuSGk7gVnqYUgHInueXsk9ST3NQHXI3B7xid8SS3ksGBh1zV49HJJ7nBzKGC0/zN3IW73e5dogAC2sR8E7/cvL3aEBzmtp3lfo2j3HiS21OQ2y5SkkzoCOQ6zE3SYY6ZOX+aWzR07jS3YuiHTnMfnNH509zyVHnsNPfBmZ0/za0APnSa++gMz57mVkzi0GnurDM9FjVzxbYup+LLgHweZ2b92TWdzC13Ri3pZG7utDh/ZpJXPK8Uh6bymPvmi5qCXR7F+TQgn8epCZE5xO93ekrxa2Ak8jg24Zg7tAy/Z4PGwmKyzTOzvmr1R6b9LLbPzPyq9R+Z+rO8A9zYqG/Bgek/z7uAXwD9bTjwCcjyTlydt96eVbKTd2oOVcluipe7P1fzLWG58aH2e96uSHZVyyQOCC/ZLLsfaIfehFqoeMSwzE9ueQTTfi1O++hUUvk8xYpDZOt035HdXmW6h3rF6mSfVrB4/FlaA7qqcJqvRNcFnUoqn6NocYX+SgW1PaulnmaEtY6jMuQ3Vq7+L12e1uLylKuqreyQJlbVxhKAwxaovCzlqmqLb1RyVW06l8NytBK3VLiq2toOaUJVbfraF01HUQ5u06yxqrZSrjqxqjbA7mloStzp5MpqixudyXW1oVA1lNW2VtV+taLaWFMb9mOlrU62qLaTwR6pqk0CpPr7Za+qra6vDlTVhg3MZcKI3MDkqmor+4GHqmoPV8Q8bF8Ivqq2DPhYVe2DXwq+qrZsEseqapu/GGcsNsLsz1jsGYu9Yr+lZyz2jMXKMM9YLHy3zljsGYtVnMXcMz1bWVs85YLVmAdpi4WprG2Tp3jMlbUlNkxlbREdU1nbJm9hw1bWllK9mcraEjqusrZN3sKGrawtsOEqa0vouMraNnkTG66ytsSGqawtomMqa9vkLWzYytoCG66ytoSOq6xtkzex4SprS2yYytoSOq6ytk3ewoatrC2djGEqa4vomMraNnkLG7aytsCGq6wtoeMqa9vkTWy4ytoSG6aytogOK2ubxC1c2MraAheusrYEjqusbZM3seEqa0tsmMraEjqusrZN3sKGrawtsOEqa4vomMraNnkLG7aytlSGgamsLaHjKmvb5E1suMraEhumsraIjqmsbZM3edBsZW2xuANTWVv0ibnK2kYFGyOusratXIUCkKusbVQwMWIra9tKVWgAmcraRgUTI7aytq1MhQKQq6xtVLAx4ipr20pUaACZytpGBRMjtrK2rTyFtvZnKmsbFUyM2MrattIUCkCusrZRwcaIq6xtK0uhAWQqaxsVTIyY4LGaTnQkeszkFQVJUbF50BBAjsiDTo8ghwllyQlxXMa5lhJ3JIqcJTGOCSTredAHIsmJCXLnaZjo9+A8DXOehomam87TMOdpmP0Y3A92GmZz1OXh5vHp/uEm+Penp+Ufl6Mdyz8tx2Jiz3tc2purgPiifKE/V+mo66KcZ+TZBazkLZBXqlAyfrVfXgxzgZJhZJBWoGR6chnPd65PUko3nW9Fl47a8aJeaCXLRx9rWQuVzR8c+SZzR0szqxeZjxL0rR4fMXmvHpKo8B5zWk5J6vHNb87vTi0fKQihOWTgsRvWtKItVg+HH5Yn/BYuGQgqHZNXRGCuTwKUCJOi3HYR5BXR3ArtGhFPYWJaER13Wo3p0F3lXHKoYOJccqho4c3ywTQmh4JxNw1lKd8Iz7rmDW2ZyfYkKyYP/evFLuKyPeVJIDXbEzL16MJf66Lk9E3I88prgt18CinSBql8JiPs4DCU6zB9qRsdkvx2OFV5c6Tx0W+h3bw8ijNFkM9XTZG+rwH+2J5KrqYIeYfByPk9GxGXfE1BpznlTVo1Nu45tx12/G1ilpsEreZ2DPN3bLvYpGiXRzkn5rAlxwDySCvb5BwOQOTsHA6jw9H2aDJHZmhtI8IyUTKGoc2UBywjz2yZbhxZZkymj9UpM9lAck2b6XNP/qmTOurTdXbaWQxZIeOaaf3tzWWMpMOn2/+cDJksnKb7BdU7PtNWTtNthswFhzTusDyKWj2BeJblU4jLIXq/01fKEgpGI8ciKhx1h7bh90zR4sX6pZpGnBcL8nm8WB8U9Zg/Qw6ojo/q11hNuaJz0PhAP9lO7CnsWSqfaUXluJ5a8Mf2VJoXG46Jw5HzezZiscjxA9BZ1lUgn8ci159dqI6PBmKRzXJbalaLHH+2IRY5Puo8NN5ZLBLk81hkiMwh/tieSrPIcEwcjpzfsxGTB6uYJHqwqk2me7CZ7DLdg81im0wfq8aZ7MHmMtBkD/ZNjFT5kqORqp/ydCPN9Dk/sAbP8Uln+lj9pqevwzN915ON9BW+7RAP0UyULrMiTDR5mcXaKPS2lIXHxKZ8Ub5WcMqvx1zc8sjRyM/yKC5ARcXzRKgCXA7R+52+UpZYdDByrLBoAcPcBl+PU7ppXwEUMhr8+ttrUZy26InNj4+2BbRUo687kqyaz+jrfq41t0IeH5F9hfVRlNGDeBajD3E5RO93+koxehiNHFYfjrpD2/B7pngWnp2FzsKzoUzmFJwPk1djKxebLry4r7x8umxfVEoFJ5dQfbMJisi45REsAHtxAYjbOFQ+TwXOENkKtiRuk7r2S6uqOTrZdFt8cs/puq8RdxdwG4fKZ6isGcJakQ60m1pxV5zUVNLrh6VYn8e6Sh6dNm/c1abyeYwvRBb47NZlcJrxjY5rS+PQJfZUadzVpvIZjC+EtTriFV3aVGKi4Abl5PO8gu2tx7LWSOSAwdtBDN5iYhCVz2N8IbI10lzTUlda3DaxnvDoYtKeajFm24qZAZgYROUzGF8Ia0VKC2yNjzpL0etXML66oCshyCqpbVmRVDxbzWtIKKGnPLTkm+Qi1jQIDV1U2bIiqXieItaeoqQF6GaXNSWVQUHcLddMByWsyeq2w6g5AxouFZfm5w62c5Q07g4WtgHy3ZUtTHk1pHDXYgo3syWjJHE/l4CGLRnPbMl43JKBXO4aPidyMvfmV9lx4KpYc7sxvad4Mc0DrijXXzBbEEN930av1NPJs6lxf72m++towQ52Z/ScwJrbXPf0hWc21+Fwk3X2xviNNn0/n791BO50TpegXR/lnMLDlhwDSEiRS5jGz8MDgGV/YXAeHti2/PqHB84TWpmCYOcJrVxBgMwntJiU5PM4QKbp9sMfB3jXYybmSsxSTzOVmF9CZbw8U4nZJk/xmCsxS2yYSswiOqYSs03ewoatxCw5HUwlZgkdV4nZJm9hM21YdgY2KC+j8+BzWeVNbDojG5BX0EFxA6u8hQ1biVlgw1ViltBNlZWPyZvYDEY2IC+jmyorH5O3sJkqK0ONQ2l1BvIKuvaovIXNVFnZwgblZXRTZeVj8iY2XD12iQ1Tj11Ex9Rjt8lb2Ey1lZ2BDcrL6KbaysfkTWwGIxuQl9FNtZWPyVvY9Fw9doENyivomHrsNnkLm6m2cmNgg/IyusEdlTex6YxsQF5B1x+VN/nQU2nl1kCHUVC84qm08kEFG6PByggUFIBTaeWDCiZGVctcASAxQgUNIHNpgFHBxGjaYzQxQgUFoPOHFWyMOqPVoYIGsD+sYGI0lVa2EAJ5be3fHJQ3salLGxuQV9BNRZUPydvYwHExhQ2V19B1B+VN3g4N2bdKMYHEmH2LdQTaoqWH8uU6AhC3V6sIJAXux1+lJ+SqAQsIDGIBAaZMA1XIGbwPATqkEVdJgInfq7UEjkTwAwNwaCZ+zyDPWhpnLY2zloYWXHg+bSHYESp4WQHCBXYFCskWYNAYoYICEEIGdgULIwwaKIwYBRkghg3sChZGGDhQGDEKMkAMHdgVTIwgeKAxQgUFIIQP7AoWRhhAUBgxCjJADCHYFUyMIIigMUIFGSCGEewKFkYYSFAYMQoKQAgl2BUsjDCYoDBiFGSAGE6wK5gYQUBBY4QKCkAIKdgVLIwwqKAwYhRkgBhWsCuYGEFgQWOECjJADC3YFSyMMLigMGIUFIAQXrArWBhhgEFhxCjIADHEYFcwMYIgg8YIFRSAEGawK5h8b4wzaM43o6E40xhpSNCwsYJYg8oKNRSMGG1I0DCxwniDxorR0DBCxCFBw8QKYw7qghY1FIwYdUjQsLGCuIPKCjU0jBB5SNAwsYLgg0YKFbStBBp+sCuYGEEAQmOECgpACEHYFWyMICVaYwQKGkAahrArmBhhkrd6Ijf5wBZ/MLenuch63enUM1vhaenk095Mnrt23Dv93FamI98Hjm6lHfs+793YNH7eu8E3/mHu3ThvOJDmgPOGgw94w4FatyUtx4Av3UK/OHIdTSwNoFXRTEoxmAoHUag1FtCsxQKaTIlSqpAzxSAE6JBGXCVNJsVAq6V5IMMgHH5D2SFjrWO1ClGy28lbdEvczog6vMmlAoIKUckVrphqz1qJq3S3M1OZq3S3M7HU1XlRhtHtPC/KiHU7z2LaZzHts5j2MYM/rziQP3rnFQcf4IoDzOnzDcGvJQH68dVyggLk9NkVKCRbEqDGCBUUgJDTZ1ewMMKcPoURoyADxJw+u4KFEeb0KYwYBRkg5vTZFUyMIKdPY4QKCkDI6bMrWBhhTp/CiFGQAWJOn13BxAhy+jRGqCADxJw+u4KFEeb0KYwYBQUg5PTZFSyMMKdPYcQoyAAxp8+uYGIEOX0aI1RQAEJOn13Bwghz+hRGjIIMEHP67AomRpDTpzFCBRkg5vTZFSyMMKdPYcQoKAAhp8+uYGGEOX0KI0ZBBog5fXYFEyPI6dMYoYICEHL67Aom3xtT+jTnm9FQnGlM6UvQsLGClD6VFWooGDGlL0HDxApT+jRWjIaGEVL6EjRMrDClT13QooaCEVP6EjRsrCClT2WFGhpGSOlL0DCxgpw+jRQqaFsJNKfPrmBiBDl9GiNUUABCTp9dwcYINtg0RqCgAaQ5fXYFk2dEr9NrlCsL0zIL1p8NL6lz9Oo/+bZCSC1Q7ypMu3agh7ql49IXrikcxGsKmZsHqELWqwcG7r5CWhZXua+QSS1Qbyw8kFsQGoBDM/F7Bnne2EnG6Lyxk+ByiD7uDfiBbuxUSyOX5BI8LXAxvsiiAhY7NitQSMbyyAojVFAAYsFjs4KFEVMiWWbEKMgAmaLHZgULI6ZMssyIUZABMoWPzQomRlgqWWGECgpALH5sVrAwYsoly4wYBRkgUwDZrGBihCWTFUaoIANkiiCbFSyMmLLJMiNGQQGIhZDNChZGTOlkmRGjIANkiiGbFUyMsHyywggVFIBYENmsYGHElFCWGTEKMkCmKLJZwcQIyygrjFBBBsgURjYrWBgxpZRlRoyCAhCLI5sVLIyYcsoyI0ZBBsgUSDYrmBhhSWWFESooALFIslnB5HszZZUV55vRUJxppk6yXcPGCksra6xQQ8HI1Eq2a5hYMeWVFVaMhoYR6yXbNUysmBLL2oIWNRSMTM1ku4aNFZZZ1lihhoYR6ybbNUyssNSyQgoVtK0EKJ5sVjAxwnLLCiNUUABiAWWzgo0RlFzWGIGCBhCKKJsVTIwg13lKJFaPdKYdI1t/etmxG5unpVGbjuLPdoys6YuSnBsYH9Gjg+ujnb1jmlEPCvmOkYXwHJKI7rLkY2ThADkcRr9nNJZjZGMbnWDicIwM5PMcI1t/NjRPWrta7eu0Y2Tjzy7rAbc8AtPsRNPEnqXyeY6Rhcgc4o+2yqRjZOGYOBw5v2cjtllQNklmDtBsMv1UTSa7TD9Vk8U2mT5WjTP5VE0uA00+VZPFSMe/fL9++nr5x5fbb9+W//Jw8/h0/3AT/PvT0/KPx6eH+1/X/zYpfrr/dv8wNnz587ntK+fL5/+F7U+y19++f70eZS9/PstO9ZA2OFdYNHJs2/fH0LFdQdlnUeMEciTcdgCDOWBqVlASXtUDGyY+WvUtvHXbrKBU8VSrUJv4KFegoPUY5ZUr0rQbPGPf7/EvX8b3++8P97/ffV4ePX69/n7z8o4//3V8SR+/T6/+c2N/XD/cXv/y7eaC4OuLeSyO3931bzeXZ//r918ujy4zxZ+3n59epG/vvt483D5d/uufs6M4fpWnJxcG93d3Y4u393ePC9pfrj/9GkJ9vP7jRp0qyk1HlfudSgSle9e3ogt1fmxnWsnyZeTIjv+gPUQHdzP4lgk7HMFxxNaRhPSM/7q/vRtFnv94lvjt9unmgUp9uv4+tTr+/2eZX35/egpFnnW+3f42mUh5+fNZbvPCfr5+/DqyHyWnBue/Pcvd3d/dUNGbz6PUy18QOvM1qrADNKnY79qX+7unL9e/3X77axR8+cuz5OP13eO/PI7vxhcq/vj01/TKlZc/0TAS7J+6IS+iswsy/9Nvf2j2WcYPKHF9Rp71PC/5d383iOu9UZPS6sb1ap8u7AaRQFMXQ31QYV7NsAqQdUnFY5IuI+63quAuo8nKSWUEhZvYD/LnmJZUEPtkynoknWhWqFzhhXoUU6ZaLyvQjg9U5p4PH3n84fXmH1rn0S8ZnEHXNwJD6EGQl/eQi2q7Bb0senY2eKl8NTpEArxp4+KgAkUk5qj0MHpeHO7JQFx3UEMZIgSljNG+m7f7WXLby572viHVVPWEzKDzUnRvSTvO5L7emvcUuqjomjZ4FlyUNnvD63VRnswtUwKhnKAdtuYYVJ4hNxcFLOfBXN+xChK010e7ndDgvpdnOsFjJ4TtOUQV3Que64UG9r+4Xgh73cHQ+B1DEKOfrui2ETnVjipmS7vslp9Z8AfPMttR2JpjUHmGXGY7Gme/pqUQmE6osBNy2VHF9UIAS+iF7HY0uLXOYZwZ9cPinCyZ393yI0vu9/oorw2FbTlE5JFWXgMamsVZn9sfkP6A9DNZz4D8Q0j7/LObTufW2q5xptMOcByjXQvEztiDR3lNJ2zLISKPtPKaTlfD3njXLTV7l/bXR5lNJ2zMIaR9/tlN5+fwEs9lcZJ4tpXsBwq2+HZTtjCr95/u+EZPm+K2xhG/N5v3n74Eip885V44sAb6GN7/juNLRzF4ltmOwtaMfm827z99CZTLjg6sgT6A95/s/uaxoWTvN5MBJS9+MllP8urnA3j/ye5vHtNJ9n4zmU7y4ieT6SSvfjKYzr6ndpUtbD45snOx/jVw/rebsRcm1+5lnKPi5938SxcqEfHztw4ZNqMBkMhFVZZwv0M1yklFFTx1zhMUll7n3f9yvYEmXUMG1a0Dn6xxZgacmQGvkhkgpbucr2eG1zNxF6bzgMokXA9yuRpFWsy2X/Lp1hi7l3LIQb4R5aeNruaQPMUjnvFfA+ovXkfRCvt2IF6NTorQ0W1bdO0xBQpIPA1P4XUim7ahjVnlR79OZAPdReVlNi3pir6QShJT8apuxLdgpDP4gxoUkrgoAT6DyKeGxozyVV0rldugx6iCuE9u/QC0g3V25jS8+AVgQFGFN8umiJ3Aten46HSvfE3kMSZvsDRY/Xw/TppwOZ8d2RlYioTK55wZ1Ynr6MyoTr22UWnEvmM626rQLjmfcaMD8nKe31J57eUTPmqLteuofCPKt572tl2BIjLxqY18xu+Q1NsIz65wiE8jWwPKW+HZFSz2htbazHuSsa+DVaEa/VT5u0VnHFDI6FtEfPmPOhe6+5LVt4j47h91LWLclw+3s/gCOHZn8dKJFyrvfDJHXeszQ27VODfWzo21d9hYe1fDTt+SoqhMwsrkWinS4ibORlfws7aCo4vaStdQdQeko12rZogGTxyK8dvTCC58V3KfUJtGNIutMyG00aRKNoPY/YqwiL2MhTQ5MD5dWKNQHpCuWvFksMgYdWlwlkT/WgcJIaO3R8ppV7O3F8al6X3F66O9pls4PEXzCVpMhaG35AZYfCxnkkgRAtnnPM7DJBg+HQ+jbTu6QU3bdpAH1JKIa0tCrmEzDsHsspaspCYV4ivYWMfBqmkQn/YZTd7yHO6epk+oo0VtJECyP1r9uogMUheoiZaaiTpIXWtJ3kbLJB5SEw3ARLMmCSshEslGe5ow4dFGLUEUOGQ4aku7a1jP380vF/8pAG/CrACIxMQz0K7lqJA7rOA6kRAgAnnTmzzFSuR0ILdY42rTcFw4eLRY9vLL6zuFV1OMfDTLhtPKIaRd4/bV8gaE93WT5j21HmYic3Qi66COVfAovH2bHJcOIUXT76CSVQhpl77D2zbCAfF7o2+ynU6zHahxNGKHvmuh79YfDk2npdOx2nct9h2UeGItZ/7mhteWU8upNMvx9B6a1uF74+C9CdtyiCiavMP3xtMbZVi7aQn5cDT83shb5lDXy1M2TolWhZoOjjKHgrzBZ1ZWg+j8mxWmoJ60WqNOPIh/2OMokeHThrqfdS1eG9W0tFpSisaycc9rACYqLyebUIe6lVtDfAkag3wVNmCi8iZG4xwhXu2N+OwaU+0YMUeHMqLyJkbj2lHY6GLgmRWck3sA+pjK2/iUxXbDVCdk1/BFJ0TvEBOVNzEqq/nkTiy+BI1mPjcVxwjkLYwGPxd4jYRnV2jlDqCAqLiFTV/PR4UiwdkV+qIyTHEgbmHTtfNBjUhwdoVBDC0DICpuYTMuNEzvgVW+q2TylAsVf5dw6uXfTCz1xUGLjKVO/7yQeJ0jGkqIaV+0q5Nlz3jpGS99h3ipjy/S+VqW/wxC+Mhw4jleKxKthROxQhtuPZmnCrd+vfV3XtrI8c56vRo1VaFUdjMClaX0vZtXuWvlvCAtZz6IWlS0WHYxkJjC8oRF6+r1mgJenoIdx6Yje4bjSqChB9jXR8tpuRWaA/h+p6tI8Dz41ajBqKqirGWF+KQBJ1+5PS74aeR6fhKrMK5JS6lINPn5aj4REkGlI5tOor9ChKeWeoF6W0Mv+77opNcQNWhnKXfZEqttRSuvIaONysMrOQ42fSX9+pZ6eDRbectYOS0jqlh5+KtRVj5lUJpeC1Toi14YrpFV2RySVwBN5alNDBgFbZYNVOYhHV8DRyau0LQqGEAHg+x37EmsG8LMFOIshtOeVWFk2okb+uEcvuYxdLXaO8EtLeGeOjkDvT6KfEFBgXlDG5K7EH5HPTwK4y+03mzAwe90mPqVl4dkdDxwxjMqTJOqMOhoVlRBnFPxjZIBMtOUVUG1ynDOXT2jkgwy4xm5tahEGCGkVtmKVomfGVCASSaYURx07PIaleAdhegcctizSnGeaQuSLzZF36RpAxQq78Tv+HSnFt21tmoAKJFTB5ycyKnpoD2rQjUilCghJtRQbn0nMbFu2WDaMTPvl8PA/1jDqBVZMQSPZjPrgq2ruf5Kvx5gmEvnOCUXKGzMISSPxOZvaTN3zOof9fMJnbX9nh7aobXGy6Jz2/ZrvxTrX+aF9dHSftCYQ0ix/MPGHELa5x92tsMh8XvjbzOfTjGfer0wfoHvsPscdN/6yyv8AS5J0LvPcd1X9Wr3jWNV0eHr0Hw6xXx8DVeKeYevj4PXJ2zMIaTo18fh61PDjWKc+QSd7XBI/N74y94o+BliccjRMSE32SsKzAZNI32FVoqs9Psca1YW/wQwXZkfXvnrmwvZFv8Ra/Ojy391fyGrCxDzfT7qA0S4GZldgORPYCYXIPkTmMkFSHaBMrkAyS7Qx3ABkj+BmVyA5E9gJhcg2QXK5AIku0BZXID9r+ZVzhv05n2zIMb85+3Tp683j1e2WoDTRVnDM58LmbePNK9sdpbOM8ADGmfU+Yw6v3nU+Z0N+0D5ftKITdoNMglZWNxI3XZWUUo7jFsGoyMt7Uw5JphpU6BoxBwq2ICWuaC8Aq+q2vUYR6qGhRFJi5fZwLLYKl95kQuc2yqjVwsNLLhkbFN9d9JtZgWFDUIyMZrqyGzVWxEgyk8XOArv8+iPzUuTVAWKSDwp2GjapDWQV+BNdYZNHYAKFj7tQPu7k/lUlI9VvpI/MggIFMTxaW34hqGw0AdxhQ3CMbGBr4h0seRGdvywldJGVTPMCevpGhRP/AxdNfKdOT00ZVWYDhIKbOCgVhmdb9Mud5LM2JYy77xBU3nXiNCmAzn+mAIgEr85bqlSH0cIFRSAw/gJaY8pmBgNPX1JZUIgr8CrxvU8ViM0apgYdWBDpcio7sCGzAq1yAgRUXnFA6UmJOMbPJiQWUEmxECyMIIPg4LvOS4A5UOtGjIlxCQz2t872t07GCGXccvnyNjMz9CPP7ut/2yz0c/jZf1c3u/Ptjbp6Nm1Ody+Y9Nw2EA6vjG+M40/pkDx/HPtITkDG5gxPtDu3o+507rve1zljFvNRQ7ZuNXLqEbGrdzlkPyFy9uHrcr4E2Ur752RfaGSrnDGt8741nvEt97PrJPn3Ko4IKxcsa0Ii75JS29OdmIBOJSv3Px92PVsSUVUuwbFJDLqKEK5pt+0iUiaMytUlcgIIYGCaGWjAVfblWstno5jFCaHVUpHrOuiQRfXpkFByZwqClE+11rVnrZnVhhkRgiJKiiHM/zWKmi1OvqWU/mpFKowLUzVgODVsylY6udN95PCRS8Cn+lS+eqQ/PhSSHQQECjYxqfqi0F6z0FhtHDpdBH2t1kBIIlXTZTrDbJRjFBBATgdioMNFpuCiVFbM7cRSYxQQQHYDfC9syqYGE2ZhM7CCBUUgNPmTH9MwcRoqhBVm8yO0VAgTqXIepPhMRo2VlOFStv0gBoaxvGTSX01s4aNFU6Zg0iKmZStCpP3ZJrFQUGc8yqY82SA04FTiAraFBRGCMnEiLmBTQbY9TAjWRUURgjJxKhvYc6TAQ49zEhWBYURQjIxqsoW5jwZYTVdHG+yO0ZDe5UQlY3V6H/QOU/BOPrUdD4ya2isEJXCan8PMUf80m1OHeyeLbN/PyLm9sPfD/s3iuFhqdOX4B1EfLkPewd2D4ThYekHs98X4ZUd9PvMniXDwdIFZmc+wtU+6MyblwsMB0sXmFdoEeungys08xqQ4WCaEKzL7ohF8cFlt3lhz3A41gXyzpC+b3NwY8i89YQK3Vzp7VX2L/W9xcPbl/YtUtSgVxHn3JaO2DM+ui0dsfOdM3QQsa9/NHRgjk6ggi+q+Bd725TAZMtaieaYwz9ycOlweQW/DeDvusD25USEq394ORGxZMm89ItYlh1e+kUsL7Mu0SMW0AeX6BGbAFm3USI2OQ5uo0Rs1GTd6orYiDq41RWxmZZ1OzJis/DgdmTEhmfOIFlEDOtglEwPw+UNy+pB06NhWT3wmy2lbP7X4/jP/w8='; -f['rack/ibm.xml'] = '7V1dc9tGEvw1fAwKC2Dx8XiXXOqu7lLlqpRT98rIcqyLLLkkJbH//YEiSBG9RGNmaYEAPXmIRLqh7VnMzs70Lhar/PvHD+tP14+rLL1bf7xe5T+ssuzj598e1p8+JA/rq9+Tf/39p/arVf6PVYdtoevHT9dXT1vwn+uHm/Wvt9cbUJZ+2H5Z+e3Hl7/5/GdS59I0/eVv7W9v3/y8hTw+Pdz/fv3Xzbun7tqbuw/XDzdP23/9a/udK13S7Glc3d/dte3f3N+1vH/cfvdry/W3h/s/7t5tP39ab/7e5reP939uOH/e/qV0+3e/HH7q/sTVHw9bpOtBP2f9j3n/D3XgrLP4S4f2u3/Pez3SNXV7c3fAaW/dnpcO3bfi9v7xev+p/eWlJ9oP2E3v7x+ue59vbm/3F28+XN3f3j+0TW1/Pje3yvL0+b/DZg9vY3vbXm6nQ0v+d39z10Kef2zd7ebp+gFRV+tPm1bb/z9jfv3j6ekQ8nzN7c3HjZ+k25/PuOIQ9G79+KG1vkVuGtz99oy7u7+7Ruj1uxbV/RJSX99++rDe+P7zz/Dftx0whtp06RFMmpRFj/r7+7un9+uPN7dfWmD3yzPycX33+N1jO0DeI/zx6ctmFKbbn6FjRIyIvuP1gWdy6D5317sscLUXYBkHzJqkJMQplvGupHSc97FQzr2K5u68uDNdmcKdVYFHet/zeyX3mzxl7ZTR2Kog7AlS7jmcDXqEDs3YV5Hs8Z6NMAo8Qound8Czu0Wm0d4cOTjvpUmeykJ/lmeSOL3UvutbUScan0R0lSdkIiny0+DIhdlRepUhAZxTc15nSojX2LLcaHgJc1HghrypAF4wx8ABpALrsgKdGSGeUgvGjw4dnxvMOaccnpXaX7Cya7/alu+6Sn4/wsNa3qfpd+38Ndt6nlUvY5MhViRa/BxK8lMTDt2YUw7oo/FCOaT9cCfzpIMy0wXYY9FbF2LFVlzCZHcJwdWkrm9M6jrjZLHU0WNy13mj7hSpofNJ161Balj5doin/7m/WrcNp9+3id3984D9aX23/q2LgAvJFPdWCgezFj+HTNFmtG9sRjujU0fOaD5pxKE1xBaUPsVSEVBBqp2vkrQ+BU2NCKko7GjnFg2306a5kZtxhAq1JCJP//rSfFpiXUdr3wDuuLpbnIrPNFWmyhREc2b+RLjKjuX69LJj5Jlzz7ft/368XW9yizfru+t+AvrvXXppyacln5Z8WvK5pMBqyee8J2qfjqQrsMG0qJKiE3V2m0yL7g/sdpnuPu+3me5b2F2QNDtdqLukpk16aO+AQh5Y0V3kXJIW/Wbdy7JHLkpJ27/BMz9k6tqe90WfrXNVn+v+iz3VHDvokLykh17ayI4QyUNzXHAjMrxXuTp7DVxJ2bvjnYtGlmhh2bcv6FiP5o10axl062ifujS4m0GnOlqfBP2I8GCA1DBAoF8K6BYXjMgD0qIRiRGg7jcYDkePLQZjEe8+c7QGOsjz/vF10kAM8ftFzT3nepRzmZSZopcO2shCInlgS3dZk+T1auTu7L8ZqNUz9KB0ZGyleZIC2c13QPbgq2F3P+AvGmQHzWRH2OShTS64HUPDGx1jfirMxSQSS0tMp6j4C590EwZW/PmMnyliddDeImFdo8VbcW/F/eTF/Rmdetq9EkVBiVPsufdKcO5VNPfp9kqM9L7n92p+ucuJ+5sL5dMBavwr7bUMwLoHNrTwOe61/JqevNQIOEX+2HZ8V+Fg/lguNH+kdWsfujdeOMtq8ZZqWqo5eap5Rqe2bblSqG3LPfdzl76hbk+x83gSnVtQRVsw9RPVI3fC8/s2v6Jlyf13qU+vXsbTxKedErBfLJKZrIRPeUoApxZ6oRY/v1MCXmu2urx8Yc555hQF/fCT6e8+52VXKiyjkv8Wnka38vwbK8/tqVl12Iwsz3NxdY7IIqmHwRXFMua5fK6NVxY4eaSgYH8JqQLcO0+7yseDX0vewdtHOQWeoUJzE3LNPZhDUZ5BX5SsIgBwRsuHvIgHIw1N8cdNCMpMXgJVp8E1dmDnim+DI8tq2K9yqLhUCnpU3vmMTtiXGrCY/SVE7+VkLFMUenXThfOg0Hv75me3rzMWUuvtrRGmuVq81XpW601e653RqaeNnHVNiVPs11mKzdNYqLjUk1dKubi/Tyj0WIcDgRnWeCMe47l/aXq/kXepAjqyyws4aPanwfMRJNi4rInHstqBIBWjleVSOFwV2NfapQtX8g3YyEmF9pncAsRqPH+EFXq0Cs1tQCanWOFzFS8VeiQKYRhVRKH+GPKME4xMFZZErJog5eOgZDEF/FqD5T1fKfp9DupSUPBXGm1mZNv5yXhkc/EZgJTU2bPdKXSC4ScE37752T+XqOk/f9ki5qMVnPTWMecTl3df7R4Gb8fyLqrk0DHCasseNDTJYfaSgz1oeKT113nQ0CSHZUkOr/hImUkOJjmI+t2KlWUWK/Y46gwWNStva5pWYFiBcdYCw9Y0j7Rua5pWYLyqomkFhhUYtqY5zsrWNG1Nc3Qc2JrmIc5kgkVkAFJSZ892p5AJ9o+yBDLB5zzzmxXNn7o1z2UoBSOP5hx794MpBaYUzFspOKNTTxs7+SOXjmLPfRDVaz3rOt2cO9L7yEPT/1nvUpKfALLbfHKcEB6ArsDKMx6XSqkjlPIpymisvOLOe9exKjqtYqEuG8YCgT6U97oT8yl8LJRRRwYK7lVSgXCU0JaO4EsVvh2JrIEyO/kCtIDaXwfNpbw5d/oFOe/ikBJeML+q8RLi/nLyhXPXWj63WstqLau1rNZaXuy0WmtOc26/0CFZUR/IjuQh68UUKc4Zu4xIQBqQhIt8QRzP65GyxgM4SAullEvVRCLFrOtUyhqQzF/TPBYq5g2HuREXSSOR5GVlzTCQ+nUupbJ7AagaSUhD6/LXzFZSLlUdiSSsoXUx69pJubg0i4US3tC+nHd/5NClwR7U0dORcZeRBlzLVwQxHtNWMgWlcMaXgxX8MTLTVoJJmQmZwXwvByv4Y4ym7pMqKGGc1qEVFri0bzzbZpVipxIsxEkNVrwbAphT50+jsfzN1w3FKmYnSgl7SIHl9IGEhj/MFJQTzD8aLOcPJDT8YcagnHAiUoG5BUBDY0Gw5MH2+Pg8HsumaLrsYrrucB+brjuBrmt7aEzXNV3XdN0Fxk7Tdec055qu2yXcputKlADmIKbrmq5ruq6Qt+m6Y/RN15VGfdN1B1oxXXdkajJdVzT/mK47SMN0XdN1L0ebGL7jqwleAPo5L7f7dTt3Xoaua28BPbTEdN2L0HXtLaBHWn+Vt4CeoOu+1lscL+FdbETuowUBGSFFEQvNpKzhUTpCGx+6I2SwkJVDxbxromTz9Jmlta6MxoqZO1dJqSOUp+RZNFbOXSzdFmJlFZBUXhhGUh8vpVwqsYhdiUURaF3Mus6kXJzzsVB2slAWx9s5sejsvFwTBihzEyAQqRY5Mq8Akt39IhrqpLwxMhPiCGX3P42GipljbCbMEUodoIzHirkHwZnlIYilZxBm8Vg5e7hlbOJnT/9zKF1nJFBFNKfnFjTRUMIcCchX/jMxHYzTKizhjhTkihIEVUoIYrUKy1wGOYjZQ25OUiNAMjfAt5zLoeJaFLNzVgB4MR3MuRVQMXPMz1kJ4MR0gqRbg5UrAJih0zKgkjPCtFuDlbOHW8aygTwaShbakYB4pR0CK6ODm2sUUMIcCcj3CGRiOhitVVi2vSGL5I5RletBLh7LXAY5EParb2qN6PX0quXonMN3fDXlGtGi9v7bGtGhJbZGZGtEpzn1UmOnrRHNac61NaJBzdDWiFhVydqwNaLh1m2NyNaIJAWnrRENQ8+8RmQrFdOvVJhePrVebqrt9KotPq6SsUdQEEtXZYt4rPwNWnjH2AMHsF9fhaVrLGxomG473Mem206g2y7wzBbTbQ8tMd3WdNvTnHqpsdN021nNuWJNiyZECFVsZkmJPsWzxN519CHrSCRf2CdQ/vYdKZtMbCEOQMa7iuSd5WI2cgsZGYCygo/ybqRscrGFubz6RB1BfoKL2GtzuYXy2jNnQ4FWzWKvLcQWoqTBaubYcVmIvdaLLVRsFCpix6UXe62XWygfl1hTy3mLvbYUW1jKx6WPHZel2GtLuYXycVnGjstK7LWV2MJKPi6r2HFZib22FluI66eMd+y4rMVeW8stlI/LOnZc1mKvbcQWNvJxWceOy0bstY3cQvm4bGLHpUvliWwqz2RTRSqbysfmyrRO0zpf/mUKrbPpCk+TOQMiJnPuQSZzSkLn8px6qWHTZM5ZTbcmc5rMKeJtMucg0mROkzklSJM5TeaUIE3mNJlTgjSZ02ROIfRryZwjG1IVh0LTogAnTg1WUUHAlbQySOOxtIwwifk42CTm80vMlTeJeYiIScx7kEnMktC5PKdeatg0iXlO020plphLRYaI7ydUYMUJYinOzBWigDwvL2PT8lJcUCpEAXnJXMaWzJW4oJSLArR+B2hsyVyJC0qFKCAvmemDk7TUF3utXBSg9TtAY0vmRuy1ClFAPi6b2HHZiL1WJQrIR2YTOzLxZXKUj8JK+eAMXlIa/cwvI+TkZjr5AA2eJFYILHLFxynMlA9SfiAl5S5fv3SZ3MxMIWzRdVHOXe7EudxMfBkz5R47VuHeknxLcZKD/OgEhMrlOLnChqdFKKB0mIp7fFiYmVCKy3evBdwzTui52yG+pK8s9HlSZideAIxoNgLsHH1DIoIp2qPlWrji/YsXULEtp9IfHoeriQTS1jHsXYLDREwl3YNMJZXMastz6qXGTlNJZzXnik9cxXe/kDECC9EKqDhrw31UpAX5CbeN/IRbgIp5wzmt7CRS8emfgGRngEWe/inX0mHLjRxJWEPr8rM/Qbuh70lXvJJccRAyYuX5fNq/kA1/OHtPAaXH2xaRva4peRBMX2aPYUUFVtRSGDF40YanrzIwBhgVWFMNojvzm4BoSsvl9SlojRV4qilrCIKgDlxTE/BsU7kFELk4KQiIOjC1AGkoLMAwwFm5vDoFzW8DMtFYoXgTEuaO4hCjgYrPJMY8hzBHKKGD2YsCqjhNWX56bIBlExNEFBVWzh5SapJgQjDRQNnuAfYsmyLmMDq4P1oBJczpdgpNrGF8MHaosPS5wELMfjUHNb7wIBoXNIgGcJfzEN2ciM94UA80by2+kM8CDXlHBng7FtTMYVD8UGDFs0AmZY5INieh8iGHSnnjcgkhHkBpWD8JLI5Hl6DvSEmdXRccjqarr7am0nZ8N4+Fayr18xnO/+18Rbymst1NtLVn+kWVvUEDjrbjF3+BLavYssrkyypndetpA6hvKHOK/VoLKwnsVNahuQVVtAXttKch1roA3GMdeuRGhGRUtijWWQBKd5jXsVB5EiRfscA6SwGlOwHLYaimz+lLusBzNIqmAqt4bZni3X8oo2mwdLtmSbCanncsRcSRwYYGOrEC6+QpM9rNnBP7U4Hl72Nn7zpSRRrF+/deTXZTxEmwm25rreKx9FVDsdJb8OpD+sZOwLIxAv2pwsozHYz0zD8x1GuwLGAiB7nEj/2p2Fxe0JmqjsbmirkK7KZTeRWNLWjiURKs6nEBOqtA2kVnqzoaWyhmK7BbsWSlwtIEpCRYTd97OqsAls5WdTxWMVtBNURn9CoeSzOQkmCpvNm/jkQGQLLnGJpoqHiWhevYYwx1NJQ9D0aQ81tiqRNY+0rIEEOwdwmdiNIEh68OD2S+mXpaSuzsqsywB68mkbUbk7VN1t7eGZO1EW6y9vwDqMnaM56GTdY2WdtkbUHX06FhsrY+0pisfQxrsvZ4pDdZ+0h/mqw93vcmax/Fmqw92vcma5usbbK2Am+yNid2dlVm2INXY7L27tNj+/H/'; -f['rack/oracle.xml'] = 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'; -f['rack/apc.xml'] = '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'; -f['rack/cisco.xml'] = 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'; -f['rack/f5.xml'] = 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'; -f['rack/hp.xml'] = '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'; -f['rack/hpe_aruba/gateways_controllers.xml'] = 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'; -f['rack/hpe_aruba/security.xml'] = 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'; -f['rack/hpe_aruba/switches.xml'] = '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'; +f['gcp/networking.xml'] = '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'; +f['gcp/developer_tools.xml'] = 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+f['gcp/compute.xml'] = 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FoWaTI2FrrKZ/uOYcVWb3W+eFAMaxu3HwZ/SYbwYgT6Jn28mKvz3Ar/8H'; f['sitemap.xml'] = 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'; 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-f['office/security.xml'] = 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'; -f['office/servers.xml'] = 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'; 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'; -f['office/services.xml'] = 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'; 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'; -f['office/concepts.xml'] = 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'; -f['office/clouds.xml'] = 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'; -f['office/devices.xml'] = 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-f['office/communications.xml'] = 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-f['office/databases.xml'] = 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'; -f['cisco19.xml'] = 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'; -f['android/android.xml'] = '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'; -f['ios7/misc.xml'] = 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'; 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'; -f['ibm.xml'] = 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'; -f['aws/networking.xml'] = '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'; -f['aws/storage.xml'] = 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f['aws/on_demand_workforce.xml'] = 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-f['aws/compute.xml'] = '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'; -f['aws/content_delivery.xml'] = '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'; -f['aws/misc.xml'] = 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-f['aws/database.xml'] = '7V3Lkh25jf2a2mYkyXwuZ9ztCEfMI8a9mHW1usaqsF5RqnZLfz9M1U0SeQ4JJu9NSe12euFW3QAS4AsEgUPwzv3p4+v7Dw8f72z77v7tw5374c7at5/+9nT/4XVz/9vH5pf75/uf7z8++J/v3I93F/oN+Y9v7j8+P/7p/tXrL1S2ff3yez80k3n55bfLL30zvvxw//HDw6vnl1//cf/0eP/zmwvzx+en939/+O3xl+fLZx7fvX54enwOCrx6/+6d5318/+5j+MEz3T++8zTtpxemtulfPvf58vfLXx/8l94+PD88bX6NTfmvLz/8ef93zb7v/lT87lbbVUrpu/9b+q657rs/lvuhtdDD8ZdiLxfVTn1+Hnd+/qcdnw8fu0L7HZ3Dn9+v/ebz/h8033++f/X3vz29//XdLy9/f7hflsryr7fv//GQm1O9WVfjqvmvTy/UZkt++bPvmv6yWD/Zl59sY7sLkaUl/sldfrpQOKS4iH3z+E7o2LerRficoUc1e9d0A6gqtFgVC5YmqCra44jIZToJtO1RW1XTSG2wA4OeojV2Mw5ByRaVbBUFE0Yvo50YzO0E+LTV4zMN/ie3JXCJvtiqVZqJb94vG0yc8nFG+z9wuv/f+6eHzd+Pb968bBrhE8tPr96/ef/khb7894vgO+v+/OV/Unhu9ZiumbuN3v6Xqcs3MsHQN+2sjYFkWX8am+VvORCeqp22g2Hmxm0Hw5jGme2ABKKM9KlxKDx+9iJobDoDosfGTVvZgmgV7RozarIFS9BmHrayhX5Bm7bnZrut7ECU7/Rh2soW3419PkGfz01vQbggWn/yq1WfI4EjMFzanWawzTzfzDAOaocIFrO2dQDb74kGMFRT02GH8CScVvuWET43s8WJ0MFEmBs738FYOBAtaMQctLpoC802Q9Amyg76xQUwTcV2R6p8r08wDeWXbWhEC93ulTS4+AXV+pO3PdpEFBzXWjdkUMx4wkZn7a4f/+0E9hZxyiu2+FY15NCIee2HNLVde3Evg5gJcbhGpV/9mA+VDKZGIz8RTFUTygOwHejt8MGJYzG2WmO8odkqN63dkaU3NfRTU6dQifqYOe78tBpRkLb6Egwl30Ky5H0LZ8JPed9iMcnrKO30LWzfdCidnAvrXfIehLN3Ian2uheSJ+tfSB2zDobYjvY6GC74t4qDsQwPeFbsYEiifQ6G5NjlL7g27CY3MOgOhmTJOhj+J3C42L9ITMSSf7F0PRwX2cGwQ9O5OxgM9DAk0V4XQ/LkfQypY97JSK3CkpPhe76FqZhwMpbxAQcr4WRIqn1OhuS41sx9HSfDucbVeA2ub+x4E/12ngD1tK7p66h1Xbq2GexN9AWHIaF+NYNr+rrurGYoqEQToppB95KunamdDWGrfaM3oZ9eS697VF3XdP1N9P7gY5yq0DDdyOCaUVlACZWqGcam0zp1JjtWzaBPP54W1Qy3zVf/DwzE+Z9ekkOZPNFff3hJg4T80Lz6DWt+yHfDuqjOBNE/eYIIvruzH3akhuDD07yzh6u7Yq/Kxb7AD+9W+bBUUBfd2c/hsLH1q8Bz7MZmRs/Vb3ngtPud3MIRyvuEa6BQnOAGDk8NelDShCNTkC++vAqLjoQImOl5itAV6VRF02JH2Vkl3+6evV33ihy9IXrVhWcPvh8ajFaLzloTS9G4KsMQqXIHCDHAhr9s4/SCw6xQ0jGRyzSedkVX6C1mqBqOhWFrr/26UBKAO9bR0bksbUlvHdBhXZ65JS04QhJwwrjE1Dg9Iemn0QjnUDXR6Ccnnv4x09jA5BFqOSRx+xobGULEYTW7YtUYOPV7V3Psis2NVPlV4yDoIL9seTxC1AFP/ZIo03SeooV58U0cvfaHf/f/9xe/G96/ewXAoDHE4i6O3+AN+R8MGdQ287Tv09/N98PMybHwIAffDr8cAw/Cz88HooMgR1uje7UzuFvvw5xB1+Nx1rk15ZMzaH2MPZrIA6CbhQoM6hImAYMqqVygsrob0lMc1fMYx/IHkr+6T1I+WFRn180hJ3+gZIprGwt7pz9jD2DQl+gIoI68gUaQVKTKyO8NpVPklyOYCJxxv6GgN8ygJxucoOSGcoKeNo7IVq0bQE+/B/idn9d26896hlHPbvkB5gOJTSxFMAU9HwwTpsBTtXpgt2i7vpUHTgvDjY1RdE/S68u+j8cTE3iwr5cuAwd6oUKwY0hlR7M3wlGY5HfRVEb5DpdzFw9FUb5j+aZj+arZ9YZisiS/w/a7qGWU38EJog85YylfP3v70+M8kHyw+p5o7Ek8pnI9Vc/N79Ukem/p5LTwwOHbW5aRh7+Hc4SnshPJVzfdhcWQeJZuOpI+oFUycf90SJUT34ZGSPEW5LcEjlyowGr7PbcfWL4eAZsJaCy/LA5xPPoJ+WiZy/LFssrLdzOd171Rn9DQDsHP/Bxtr9PyW4IjmBndWnntWhiwxebjzjDFrojbmMVkczyui61Mj1V598vgzjRGDME6YP266qL8eB4VDkiLW+kIuAiasBMNmPzyRdhy1OX2t/NWvqQSO6MSiRRH6M9hhI1q3oZ2tX9xhg0h/hlW2ERhCk81woCxW0m74UEJUbGULoLaUuBL2D6DPHFiDjHiHUE6FuyopNp9ehkolu468oqlllElw1FUsiSBKm/IRx5ng/uYi5ng6MXNuI32a6pUWhI9lt/PcclFL7IFw+AncM+ntxnmmaTa2/+SJ6LjeggH9nPcoSM6rpvL7W8hA55wYxDm73nQvZejZHmWKuNP879qoR1xWaJza9h8XZRdu4LK01HKMW6u+xg4tN/qwIY5IAn3MUgPaZdKfirYqkYzw+IUK5vw4lqOtzH4kdm6GczgqhhaDC8XVOomTJmUGPoQOd2nUtejq1LNUFKJpnc1A02N7xOFb//6cP/Ll/98ePP46v5FxTMsn/r0GZaHrj7D8r/HsDyHxc+w/Fb+GZY/w/I5q32G5c+w/HcPy3Nk8gzLq/LPsDyJP8Py2z3/DMufYfkLwRmWhwmuheUhrtfjrZGuhc2BwkMdBdEKu4moLGGQZxOdhuZ2JthusZvMMD87732XdjMsf7E0m51jLELRDSEULAzqiPJH9Y6k5IgMuvvhGuyvMQClhb5YwGSJxOEG4NuOmGzTlOovYTIjorKl84HOz9KDIL2LUbKoUKfFNzsKxLl1hua6d3A6Q2J/dXBWEqrH/ZUQ77ZB38pQUZLFdyjEoO1GXb9FFZIrZv1inA5Taj8OaYswHbbaLpLAtqlY+6mBYE8ddWHgliU43cbAlueQBGQvSg4Fl0C36JIl7oq4BfkxGnDJ2uDGiGHCOEmk2jtS1QyYYiwlZ4gh4UYO4BV0iZyk6LjoKKBTwDWgeETO3POZe/59555x/M/c887cM1ursZRKHnqdIWGtQs8b5NkcutnnClux8ApgFKNGWa8Acq7oRqR2HDx0Rf9EWFeskslOmvCgopOm+lwd5NyuoNeLukjvMu+iObKp0lFVPWC9tJL0raPLlfDAwaRIN10/MOgebeLAoIYs5Nkl7rVjor/whNN/tROW4RMWVxiU58AYAeggYFY4klafYZmh5HpWO7dlk6WeyqsduhlLuhFDyj/DMRPOqOKfWY7a7HHQdrjMPUU5hRMZD+UJt8VBjLfkz1Y7wOUR+U54j5/8P375+fOLbifQI/XpE+gBXX0CPU6gxwn0OIEeUskT6HECPXbarhPocQI9TqDHCfTY7rkn0APkn0CPE+hx3r8UE/PMgf3L58DO+5dX58DgOZduVmFHSYZO9YYkiwgSQy96Knwxajk8D9SLE2ddCkkfUZfc8JeFMBDfhtEX7hAGhGesM5+IAGyFL6k99MTbmJuJ/WFmanwLJqwb1+WQ6/whVm8RKRzsfIGBiT8hzkcQxQyOvrP35Ap6a9miAR2DTfscvSPcqCKgKS6gQJV3xFsYevllEX6Bse9aqucoqWLzrZZxc1iuvnRH1uC7B8SQQnFxuiUxvSDA5IdhwPGdyXWJVPm1je+lyC/HuYwRkEVJ9LUFlehg9awheaL7jTvUYltwend00uvEG0FhyquDhWiAvhCNXDK72FsDFcWNV4RlAnhMHMthOcSb6/mwgEFLbMNP4lyMz9ssJ3XurR4d/UCVN0ZoDuSXo+VBS2wpGCyIhEIakDAyXL/RQbr822Tm/vPzT//zH3dnXdQzL7f99pmX+0Jx5uXOvNyZlzvzcmde7pvk5eiVKbO17ZMOKHMYna6lN+F9kSygyt7IMIMbSw8iQZOrGbDNWg+bPvFImiZuefV7uJGhhWMXM7gqBtNU9Zj/HD6GqzNMMYGxS6EpJgmupNf1GSI++jp6fVXM+JKmTm4CLjmoM6zH9hyDsVUMDp+zKWhEk7qWnjpUf1s4scb1yJGNcd6w74pTqA1ULVhlTwWBKzPR+zXL1qP6J56nnUm8hQ1MvgEdxeMOa2LyUcrX1uuIrysvPryusFcFHMp4HBL6IlLccpDVt91AnDFS5ftr7Fk8+ElmpodblobBjm/4vSFPZZUUnhF5kvCLkqNdnuIGi2vUXdrER4j3MXiFYb0E+EeW3lUxmBC32qkRVbYrMexYtNqaH+EwvgyJvuR7io5FnrjkO8o2LXN/O4Uk0TqrhkZzbiVHsHnaZaRlz7iNfijYIMERFznCODzRBEt6sXfQHVPcTxwQ5YTPERhv6LvxNIZpE69iD+tZUsXBGNTzqeQxoX97lm9BfE/HYyuekl/Fd+qzofgCbVd8Mh2f5/L7Mcbgl0fcsK/smruSE3fAvjKFWILkMauDgkd5P0/wqeqJXooWP63SJ3jClU5P3srDPj1xHCM0QTyYBck1SRNbrkWIJUfsKm0JzvjGZz19qw9F5FhnQksvyC8xjB57AxOti/mEo+9cfjEdU1Fz8sV0Ggp6sVwQub1NHwj1ZRIO20BYCU+FWIGUvbLggdBQ4YnFFcAtrqXLgEbAJuLURXDFYj0Q3MLgCjPoVsMxtsIbWHwnc3mJHTwmuSeKyQLSabNVtuol8kidV3if3hFkbOa+66IHkbU5LmbDd9ucme7Iss3pWgrYzASKkURuZ9MlT9yasO1dS4vcjLTKHcMrzaTmtDtxvS8MtVZ5xYvgs0SnhdAmtHpzKZg98ZOvM23WbiTLk5jKielQdBzlPMs7jnLKCscRg/mCKjsjvhVQfumy7VAEUEou+omPi4/qm5ML3hkYBh3dOqEXOxbuXDtGKHgZCEV3E90hNj3dIZZUYnDUk6nkiXuywUzPGAHz2T05MTdLe3IiuMx7sp+/WPJpUdGCdEG1u/Ed73FjwECI2DYC4fkMkVqYhTMEVmPiA8Ry3YIE4wUMsQpEhOJrFAg676WsVOe9FBR/3ksB6ee9lFr5572UjcLnvZQ/1L2UHQ8LaQHY5MNCKgPXrpvVJNnCMNYwLPaSCtBoKi3vBN1ETwjO4rNCtQxLlRfl8Jd4VqjAwM8K6SolnhUqMPCzQrpKC0N3G0NJJX5WqJaBZsZ5yUvIPy95/R4veZ2FDq+85HWNQaozebVGtdps128M12w9dZsbv8pXy1Dan1MvC5Z8EmAo+yR1Tky1m1TtiFVvbuXt85jNrR4WZQiXpjNUArsqYWO1qLRa1NsVqLoq1F41LLAad1gNbLwGOlkHzqyGf9ZC64rQvWMWTz3CqBLCVI2Rqkdh1cK8KCls8SVZwrHNFKGTCLUYpMYj/1E4upEqrqZwdALsJ+SD+ATsEFGERdgh4hRTsENwHhP3IySaUuAkR+qvapymBIBG+QgTEljSIH4r23JtZ0K73Y6nq0TslVfsQaahDJ4AzSbaiBGekYCHoJcvgR95dIrhu6cHwVME7mUVLxA0hyJzZkqQJ5A5ETsUk4AtHDAFUa7lt2GeHMW8rmFo9Rs3giWCR7a9IXFlR+LVJA4uix1JYPUEou5YqJ4EAa7iewrQSkBhmIcgHGCKtGTh7EMgyBQEFMLvEl6pYEAFUvNgDKhAlwoMKCLKDgHACmBtHgA70GtCEqPrmEqgkTUDO5BFLqCLq+HLzIAA6cTk7dGER+R1nLtYPOFKwBrD9dAzS4F8EnC9ia/pHQPXEzjAaLUIycFROssXHBiteMjOXsZy3QgWuwaO1oMXhIC3BOCO4GUjbZ8JvJ+E5R0L+EtgHWeyBMdgHRnblsBXM7SNsY67kG1lmKfEzOVxnkch+0YGFScW/cRYy5kAG2ItRPGwXWsg2Q6rKFyFvkpAzxh9dQz0bCSsTQJ6lsDdCRUPxt319DqkRAeu8geqdSNQh/Fwq+XO63GNVyAnC9DMxHjAcEisW4CaQGccgsNjEGICipcAIQqoYA0I8ZhMZvVFcodh6GqGwl342rv21RfVy1fhv1HJo/9+un+1VCk6ax6dNY823z5rHr2sy2v13nz57qx5dNY8OmseCX229jwXhzhrHv1r1zzqETMxqNe5lxfp7E30k5pTXsrnmpvojYG0JCmEifpqhgCu2atSNUMIWeZUgjGvZxjhuUqCoTjy/+sYcF6o8YAR8fT6rFrqHpub6Asd1onHOq9l0DuMm1zNUNPDIyWWptUPyEXqIkbNIEu0avT05BL5Rv+CShH7BVFwb+hddH5aVii44jqpXIZotgOajGRRk93QV2NUB/G7Ez1qK4n2NlvyGO5PSypaHplsy3nEtUptYPJwbu4omWRGAr4un+GL3JgMXKhA9WENv+XFD5hOYdzxQsUXYzG9tlDhwJXSeyZc/RLlD2jajBzatfH97NjWlpeLln4yHcXbqhl027PkVW+i182zb3LBnCdKZFnocH7LWcSt1/6O9xMd04RYcF+CNQWW9SfGNFH8zzZoIMb4moEwEFq3Co7AoF9SXdBVeHPY0iVRw/f0BJRO9FWHM7MrPNlg5lSBBxbfYdp5CBdSpfiEXVCjtYZryIwBVSzE44sChm8p4kEnpGvTQ0XrZfdtLxtvKO5bbZ4BxelnBmspultkgPBSSaUWsdslBodwRN1k2B4fgC/QT+QBFju1NAqlMjDgD5YcLtfi4yoJh8vy1ZGExyWp9voelq/OsM8ldMz6XEvsaiu75HP5Qzfe5Gena8kqgewp+BwioYMXyec17JzNVcFSaNU6Ba7DmxVXMKid0ZHFngJ8SySYMGBEdfvkFAxOYSHPaCjJmshQm4acX0ptGUoyltCvgiVuFIQJMbyxDoTmSrQ8UuW7nVKsAxWeW1J2DIxocRYKqrhRtsrxUXKE/Xe7tdG8HW6j7wogT8ER+6PFlHfPgDU+i6TGQz+M3H29OkBLKzDzqIE+2VmupTcGbi3SJYeZIlL6NUczMpTEUL2z1GkrIkHlaYsguPotQ8kSTBQuleW0Q/a6hXinHAyX7t2DYNldfOFnlaPFFa2jgIlbne+cQzLNVQxdfMktrdExLafIT2kTGAgkxXtAH927MLZ0fzXS7N0DBIuwOXh7l0/RvAUkwh+lHcB7Oxx7wVk9MyJzIPs/02tWxZbPVK53IkC/UNDSwGTbTcN9lne6UJ3lnVT5Z3knEn+Wd9rIP8s7neWdVmFneSeY4LeWd9Kef0zWLdAYkpURCgxc3knPkifKO+kOgb2Jftn5NJBOsgJGFUOnl8lOV/HQGJJ1QjTQa7ISicaQrHWiqJSuplLFUFIpWQGjusbG3prBZ3mns7zTWd7pj1beqWCQ6kxerVGtNtv1G8M1W0/d5pYs71TFUNqfk+WdCi4Gl3c61ImpdpOqHbHqza28fX6lqF8pB8dwr0QKjtBeDHs6BOyVAD0x2utK0FMR75XIuiYAX4ms60GIL866MuDrKqRbFTywFC3lKHEiWsph4kS09JA4MUdLOUx8VbS0GCTm4DjHiDk4fkiIOBEc5xjxlcHxY4rMCchOEFRE7HQdNdOAixPv8m2euID1eB1eCaPOEgkVTQ8hhgSqSgV4baPOOwBeVld44nvREWqWR8LhteRjgHAUIJZAvbAwMX4i8X8OiNL9lMAX1pCX4IvV+MhqBKYAeWYYEklXsrgCPRqzrj0m5B0F5K+FuPIddHyYSAJxBZTvEIQv5pwldDiKJ3yGgCEHpwCEl8Bs+lxIrIsRe4qD14ZLVAloYg3mUX9wu4QtuBW9UAuPKMIvUhMfdoSJgCgJrMNE+94xUAeJoYjS6TksQ5e75GC4TOcehHaoRVNWwzWrAaHVkNNqUOsQrn/uVKkaEtpXodrLg6CigKsBKF1MGa4LQEW4FPEntwJcyi04qDBTLRauGmzHDAjnS5WrYTgjeusSdHgwnJGRnCk4YyhHKN3oxIOcFuXvQHNaQE9M/FYaoznTjwjWwlg7yl5TbTUJsw0bBmLjJFE45KvzpBIbPFAR3loGhDcnUgYM655wHg6UyD8E193SY84cVEog2jmqdBCgPRFXkjreiGBN3Avnood0gzIaLxEiYQgDRgsQvlsLDz4oh1Z7T7b6Jm71Vd/aq8S193B33PQ9CGJXe8u7+h559U11CWW6lkG/bV99n7+2YEBtQYLagge1BRWqb9rvuMv/1Qtb/fT49sObh6We1aLGWsQq+jeXIlb9EPruj1LEyuz77nerYIXFlA6rX3VV75YrS13VubW9sFPbYieYq7TdfPYuUaYKV9/TslKi0JYOwibEtS8LrRsCEPX16ha2G6OTWPdbMduR8Mf1NQr/22olVy1eB7229UYrRSzAjUEXcWMjuhhqykmY1s1/rwQeDe4qHo36vmI53BqWU92c5LLOD8e2evEVjWgLDThABM+rw1cHL8Brpu5N+277b8/PT48///r8sBHbxzLacQ9ePbBzDz734HMPvmYP9usbwi7LSwlbZ3fJfW6tjO1XtOAR5tjGQM7rINGWdpVshoBapMS1Es1H0XBGGfDYV81Qpc72Qr0GtbeYfbL4kGIKc2svLAZ5YhjHxpfKBEgAb3YIqjWQ49b8WU6+4IlgF44iBSUDYArvlcjGOyDKCO8499bxHTxDYAyhoWOivU2XPIY71bKOlgco33ge+qpzs+o/s3ng5bvDPNRAah/evHn88FGGtiy+ntehViYmSV/jL1/dc/m4EbxgWsF1iS8Ynq7L6bqcrss+1yW75Y+EYw9LLr0p0wui1QzLZTkto04qVTOQSur238YLoxd5M9wEpR3QRaSDQZ7NxUpIoHUm1L4Oe5CgWn/qYBMg+YInbsp4DVxqGS/njpBGks13SJVzP0a6Jym/HO/3GGz/SIBISbW3/ZLHcM9a1pIvByvt5/E/zAeIUzn4AH2zPSHQu2I1HjyvnU5PHPDqrGUws1rFiFWqZiCV6pazNY1+r5xXc2DRFrN15MsnFrMd9KICibVsI8BPWcvOYHGv1FQ2jY4E4JUsvptfyFLF/EIutT2xjmWn5texGJ9822ncj4HR0fTUTqU8+Ud18ieWVy1DlTr7D8m0rMoPVPHcijza5DKGcSY8uaZCuYjE5OoDFEfbI0LoXltXK1GFhxC/m7cpQsO8SSm1PGFSZJfmTYocnnzbb3yPSg2ih61B2x7H0lm0IoBGn8fldvgBXExLnBjrAbxFpdqtJUvotENONJpfV45wsm4QdFs84Yf3b/05ayPzhCKcsQTo3TOWcEIRciJOKMIJRTihCFdvwH95fni7kXiiEM7t99x+/2lRCLn8uiJjBxLhW6RLs4EcujajRE5SE3wHYQHhwCpUM+wO4IiKBdEz0F+pHOm6WGQR9V/4RW26qkI3u4sAC3wfM165XQWPdE/MxapXjhvtgCgjeSlOsBXt+I1JSzVMhH6OifY2W/IY7k5LKloel3zTecC/WikvDhNgqefQqd8RdbA4KQA4cAFdEgEHq16nl3J6KaeXcqWXMsP6H2l3j0/mrgZguNi5CidlTiEGFRGhgEq9A9FmGrTDL4hmJrfNQzuqGarUIeKCIzFtHYm+LeAlEgXNIo8oU9WDK9HxpVtBFBMk6p4qOERdbCyRw8XclorbWJNINN0hVa7tA0E15Zdj4ReoFSKVdES0s+2Cw3CXWtbQ8ujk287jfkMiiNeuV95u9+KUibhy8fKKieJ2rJgqYteXnHpcvLUMpE7dAna2UBg9sYAjj7KALa8hXsA24JR3r2Db7SnHaBPldngW2+LDSryCbeJhJVrBUsnsCi42npewTZgPXsJyfBTzRSN/DEiCZujxZ2vauouLpJah5mwNK6pYCyb1qjNPal5RS3EoOOnxiprW2bB7QfWEy0jtiAEroc2owhMyqf0wfje7mHrejGktlZrNS0n2Zn4pmcRC5obzkH+70/WEZZ5il8YU/Frw7zX+UpHtJ0HCEn5lSYvXRPiFKyQVQwbrX8vJ5v8B'; -f['aws/deployment_management.xml'] = '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'; f['aws/non_service_specific.xml'] = '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'; +f['aws/deployment_management.xml'] = '7VtNk9s2DP01e+XwS1/HNE2OvaQzPXbUjZp44rU9XqdJ/n2p2ATIB4uW7G2ag3uJpQJ8JAgCD6D2wb1+/tjvhucHqzf90/Dgfn2w9unrh32/+6j6L8/q/bBbb789DZvDn0/9pv8wjD+DzIN783BSznRf/fEuPL9ebz+/f7vdP/WH1XYzilv98ShQeaXr45svxze+VaY5vumfd8Pj4fj6n36/6v9aD8f/83zYbz8NX1bvD6dxVpuPw37FU3ncbjZBN8A904ug1K/G6eqvRyWtquNw307Px6ddGOlpOAz77C0v6rfvL97OH9fMG/fdxXHz2UaUS+P+cWlcc924bxbOd6Z1L05XX2XcpVaYOduLRjBXzTYbNvwQ/vxX//jpw377efP++Lzrx6Mw/nra/jOU9+A07Hq1mRQcz2U1LZwc0msVZk8lE3xcb58HesqXarxqukzV18qbaZxKte1N8q5RvpuWlxNarCBmtMwAzqi2WbKghfLWqq6w63JCixXEjJYZwDRK2wULWiof3LrgMHI+S+XFfErL91q1Dt3H+AJeqyrhbwsVnKoLCmemtFgBp7TMBMGB6nrJihYr2E6ZgoKc0mIFMaVlJjC1agtOLVe0XMErV1A4M6XFCjil3AThB2fA8IDp8e/tfsieV+v1kUSmQ6BUeHXktIvorX53COgPKc31RjWn9HeiubUh4nunuXeae6e552kunsj9eFII1Ia4mLNK26iuzQ5aCFaNyQ6jcapNcc/EghwmpCznLsE0qnFLYeaR9hGsQMpAuFK6wDBC6qnq2xRC6Dazp7NM2ChbSApJyLxW4bqioyTIkX0qVTbmNgWx/YXMd9GVnVWVETuUu3IgqVWVu3JIxxkF+0/T5+/D027dH4ZsCvdG0T2D3jPovVF0bxTNXMG9UXRvFN0bRfdG0b1R9NM0it6s++fD6jH8+mXoN+8O/TrvElVhMSdKFbtELkbBO8cV41qo7V6M5mrVXDfyUqKrdDvTyjPmDOZ4MborrDFzygsJr1a1m2nm5W2jKdLrVQe0OxTbGe96/Lw/KpjTiVTGnjROb0yn4lK+2pi86yhkSegUCL+60xujbIxcp1fBBq6EHaKpxG5sjl1RxCDsVrUA7rlv5mjhTQk7EI4KsJtTf4ugfYy8DN2QgRmaTO6mbD4dsWc20Cw27AKdLmSRIJ77eB0tfVbcKY/iddFpvPK57WrKWtF2wR18bruGNpJcplLeg+00dO8Q2lilAbxR4K6W22Q2zs+2OXYi40BmAjnRMGJUQjYGV00OTcjO5sidqotrtoTzjU8OAjsBHI9EAgwHFL3odketOmokRwpn87YxtDS1qMRcjCNTCs7nCtRJmwpxWsQ4Rx5MYSacYzjsnncqmnBkNLB5gdZXRfiEBUX4UQc2cJTqAD+RYvzOSXxfxK84MBtamYUwO/aWIc6GnTAux0+lHEpNmT/RMXJkS7M0iK95lnH9hqWiV3fRJFPr90ypDY3sYP3BcRsIGsFza8gzqXs7ksrDxs1nKBisAxc30emnbYx7HNbYdbBGz54Y40aDeTy4WAVBmYSm0kHH1bsR41oSolOYgGMiD5ENWUQLVy4CvlGw9qTjT/C1SArBczycL+9j04X3V0N0hoIt0Ujp3fn6saZLtWuEY9SfTo2wCxWR6GgGx9GTSI4TqRGJnIfUWLxAUgVrheyOTKPs2JoTKmV7dGvNV0CWTOchcrjYf2Sq0WGHUVBjjX7FJ5N4jqXrJvKrEDeQ6SR76UiqYFO5+ZxGZvrhYgUf6Fgxko4NKaBAQafGk9YoCDJBqEXW3AqDsNR0mKHka+TInEhpZMYXgdyw0zC+L56vqqajkiTyDk5YbRV4o6u4oHIk1ECQDZTEFk5O0jlhYuVKRGlGFil1lIOx4WI9MPoiQU5VDOrwgem4h2ZZqs4NZJJs4VjKFvEbJsGMbxvADwEK8TUf61uqWSqS2SAQqmqRA8dqG47GjIJS1GN4MNJClQJ9g4U0V7w31NG1rKNrUUjXTkBjeeJjnk2x6yK1toLZGW4XcGkEGW8sISEcXFOTycSErYv/rw5Nq2SqByEGXVV910TJyeI6plFGr9mFLUm1mBMbhfAGeuNnIkzXALxTDRbhmuMQv3Jwwm1ScPGrOsOHroqJ1klCYlW61JsRQwshOC32KN1cqPWSRZVrTUzRZ2vNq2pdI/FriW8kfi3xMUXPwEeG4CjsJZWIl8tvwT/GSqQV8G3R/IFCaInfAmX0YZKIz70Zwtei1B7L9sL1mevw8zBvipfOQYEasKSgyxRQC1I8vsIVerZdJEFG4QJbkWwc1QfTFBDD7lj/I3wn+tVBqoV8E3zFYADo8M5d+lcl4FtgGOnBYXhJQJd3MpIeCVf5MSD/RJ0ciwTcyk7OnE7Wog8DX/YaU7/a7darx/6Af+DpKMJ+Ic8+ueQPv9KkavoFbjVNnmp+9k/3xvtBtMaL3WpykCEwO9PQ/9dHfNztY+eYOfjlm01p7B/+OZ/nnH2Klg4/IxaVCbW6Yqz2ZBOuTDBWjUKYqWQt6i/kScdfPRs5LjfjME846kJz48oADRn1io0K7FpZcTvn+EaJm1ZWICOwjRf8k6vusAFgiREl9BxWPVYVWJC1VE1RdRCFpuqipOHBRRoWRprKBW6AVtidoT9uitht9ICpwoQqyqQuwcSsZRXcCtab8Ktoiqr4ZZr4c4n5wpzLzgq3TFOvkx8nUy4nq/hJXHpMsH633LrlYyIq+Iq3gMs5X/YYbpIUmheBliFd78TFYHjV4MVQLK+n0LX8BKGlcMSfPxgMUI56hxygPHJJER1f+qux8dXjdr3dB9Tjv9+BH6x7+/2/FHwqqAf26vMepY79uimjddwGNZlPJ9uFVxyawwBvl4bt0pd6Ta3oPfDdNYG3VO3RGSekW2KbqGvTmElBvcO2RxJ9bwjq+PVBmisitgBuHQIvz2OcHw37vrjRaqCX8DIZ3Isb1TMZ3AtfSznGgtOJlR6f+mTlUOamAYQTioWlXxGZwrE0IpO2EJadxmseS3GS9lzzcSBPz1tsApuqKfJ0mkwCjd9qaLo2TrCxvSmCy8vWl/FpZLb/Ag=='; +f['aws/misc.xml'] = '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'; f['aws/messaging.xml'] = 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f['aws/groups.xml'] = 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'; -f['flowchart.xml'] = 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-f['vvd.xml'] = 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'; -f['cabinets.xml'] = 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'; -f['aws4.xml'] = 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'; -f['floorplan.xml'] = 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'; +f['aws/storage.xml'] = '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'; +f['aws/networking.xml'] = '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'; +f['aws/content_delivery.xml'] = 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+f['aws/database.xml'] = '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'; +f['aws/compute.xml'] = '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'; +f['ibm.xml'] = 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'; f['aws3.xml'] = 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'; -f['citrix.xml'] = 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Y7/bjiONlPxUkTuGII7X8GEpV9j+/MarWpb/ad650C2L8XxcKX3BBhLjGqMUroECeKUxHd/Ls6cwrgJkOXJ3ilWrhOwngHH3R1ZBiGNEUF180ts4jERToT190NyITxPlTmlcCN6WSywFXue9Ay/5eAUzMdJVV8sXARdHkr7IktCDUI5DunSmF8+/8Kc0rgZkSXKVzHMsLdflCXZ5L1y7U5S15uVCXP12oy3cIvFCXH/pculCXL9Tlx+DdhbpM0FsX6vJeAi/U5Qt1eT34VTGK2D8Ej7u/9S890rJ5exdX3AjuH9zblR5uB9j3FV+XshZgVNyjJwHEcRtsA9WicMnLXhNoY6d4LIdrhP5/jhsEUGvCUCzzU7gLB/fakLRBUAjjVT9xJGCCN0CuZkGx+/Fy9OJ13kRwZuw6ceZJ7T5AM9tDKesHiiA7Zu3G8ZT5hjzzmtLLDjT3pbkkaZeV8RD+50p9w6zzXIGxkonML9wF6JbgoqMq1/uKKas+n0glPHiRdIwsm1pCw6Y9vji+lJCe8p0D4UGzpukovPM+vAiqZImeAbb6VbZkPQE7RCd2ZuGX4JW2qboVuxB9qc+Bh1U+SpdKk2BSDXbjK7c6jEanhqtSvNcwwPe5ByknWiGnvxEGG/fGpOEQJkm2pGMqU8ciTRIqXpQr+ygQpVyL0gX86JCB7TKUlUQPpbhMT6K0lC/dn0994rVkwu4TlW/ZwjopSi9txUWeBKRNU94mDm9NKwLPFVhhXVTrctoAix1RvNo2wGOm3F4/GINrba7BsXSwPZH8eFJShbQnJKwI0sV5a3hFT8uipAXKAF/L5oFO1m0oj2/B+7BTAHjfCEDPhiYy8KDbgJzQ0J7Q5eiNluDg1X3RKlDQitCuON+JfYv1LcqBhPMFVzBp+/pTtcv3cSU+dt7y9v23f/4g3bkfzDFX7j9t372uBaqXYn8VLguv9gbu0pwsW/ygQq+8W1fvFqKqAyw/VoVNmrwsTRk6Er5t9qjqOveMb+bmbi9nLg7gCjQuq7IQwRCv/euTwDCERPgjbywEVwjoTsAALlQBu3XEzZTBSsHLJUQkcPIJHjeQM7QUsl3hzAavlmFoIRGFGFKR+t4TqB8KFhN8tRxUWBPhJZP66EDhyZcSz32Za3BRoIMSwwNaencns+t03akEDzlZhfAvL6uakMS5mmolR6twfjDydqr2mRRf3+mVTkVrcKv6lbV2b5/EFnagLtJ0/WqL4bM6U3n4fJe1v5PbWXvw8TjFR8usG4clx/E6GDGbn2yCb1kS8KlmpuymlpJzEGR8ssHDodMEHg78yjI8hUmvcEIDg9gXkMtDkVAoUDwMjjGhwswFFcVsdNcNoEXg/GSzPbmidAnsDG+VdSeBpMxPNlvcK0L3RwkqtcDdMQfVk9Pcsu0dG7en3Cxyhsv0qXPVXICB67ZJo892TJzzTO0ZqidAWEUCSECkjwkF3oE9Oz3YEHs79ZzHra8/fgcCCk3n8McPn8IpcDrvQI9USwStZDt5/NmTaHbCpZtAoedSiN2CwL4gnd7OdYLb61opSOD4ZMO+CNYpiUJmRymKjZZYkT3h5Ok7z7Nzd1iR4Tgj8HDgVjHzj7pYiYCnMF534VLItdFi6yO8KuyDfcGTlB2rPFWfI2/dmlo8FJ1HHciBQoI3Ezs9tD2QA30E7Ireco+7HWs83S5BUsj2Zdj+oOoIXdjDGg/cGxM+sQrv7UJAoRx7BCB5eLzTDwic1BuKwH5EjmpKIcGs6acgRkNBmXLNCAJjm/kS3oKEGEHedKJ1GCPOCC9YPhi73AvcbApFp/EFMX468snewqR4Z39hfrR5BBk8jUlQcn+Wy5mnp1dUMtT2nVgnDOy0Eu0W1TqKPreK6+RzXcAI4EWIP6oiGE6wiQDHp/BTO+UaVlkQYr56vNzfKqxihiloiGzBwYUT4toghlJpGmX8eAIBC/tRryCvlerjdTlgIaUdsWV73ckevO+OAQ4G05bQkcHxA9IGhMznJ5sUEgIXdtIOdAp9EjL3KEVj9NR+GKdomG03KAk6wENJcXeC4hx4FO6QZEHah+HttsdjoM/h6Quq3TWPMQ8dAVIsqHbHdWl5IVLtKYmloNl5/uweozZYihSjFlqRFUq3nvrhGdVzws1tUkZdIMZIMJVlk2Uxt5Lt7mGerfdcoIJgYgX/VXD1Ci8Q5SzFPoiXtHn0cbWK05QOsUPn60WhUDLrzJQ1PnR9p0ZKCwYalNaL2VrCCrNDjbsoFIQYDzuQR5HiZBcS2gb1ulPVwsk448ARUhpyNCuPk2GwvmLqFIpLCjEt6B2O8EAq3HFcV51/jsx+BTI/jrVP5SewA21yR02inHVa+MapsQEzWUb0KP8zifOjzZ1I2IhqDD2TSRRjxmvREH16tEEi5cBzstOlimHbgXLWsNGZ+cw9VqMjdaxLzLT9VmMQ2X4tEHetRgtuannHjTPyUwq048b7MRjezpWKVW14AgfmbVkxlQJSQyJuTqRgCOzHH2q4xopw39ibsSf0w6oir8ccAvXIEV0PKJyfbBCoCKFDP6WLyTzspxzkxMP50eaJ0xNoZK9zGj3EbsQJbRRFoOOatjuMM0sxH/nJvpw2xFXsBAoJTXs9vPNwfObKjQWnyPOECb6erjGyvtdqSsnTIMZq1pa2Y4xYEmhkJ1D5gmI8xY+ON5J4FKa6Bp1LCX4JfiMOlptw5F/UibeyCKtsW0fZte883tePOF/cMloJODg/2Yiyu7HsFEWha5+0jfg3hDXuuRU4aUSMkOsxeNMr8JB95CXxJqQgSwqYZ2ChZmJ3wQsjdysHgBgbSoFQbCJWy8cjJOYN3oUKFDKTthQKkwOPYLqGTeh5POQnvq2i+Ml8VZPjIdIy1KQj2XJruXdUXRlKsV88krm+/FgKO4vy+GSTQoqucQD2qoEvP1dGIWW5RTVikucjeAAw5rW3yUS8/LNuENVr7qmKLyYDpz7pcm6vmcXY/DRYIJCQW+8VE7GVm8UhkidGhO5W6xt7cpHo416A2+FDLuQAtwd5nTgoXa6yCMirrZ920ZuVzkenB93P8/p4R02lYXPFz2rYFcVZKkyRin60N0YipJiB8z6I6Ef3bFH8tr4TdwgaK6HbSSyaKs+zSluN4xrIDZkGcv/+9PJL/Povt+9/kPrIyfdj9H2z12sjt/oD11BGrXbJOq023h+cUrildjJJa8eNTsvJ+3KdJwUZvuTtvkiOAENj1cun7UZ8BRCu52fzsiIKqa2e/fPn15WtdDdtlzTQJPQDarfW+xW4fXba4erfiFuDyMLqG7vZ4YaCeXNqDIJP5IqBazLgEcjTK0SEYB/bpLGAPIuiTkoKdb3j9kTQgDqNoq6nXPN2UziLbA1C3kkc83wn8OQZPg4dk7yhI1SUKbZg8JZWqm4gUKe4G8+wqIt9hPDUBduNSR1XqRhFEdsg5I23niPxr+eS5wF1HqdVepLO464tj7g3vAnC0kLBgI0Q9ZRqmnZYa0HvKdkuzZZ07l6VQY8TVJHx3GNGQ2HXOGGPHCQQ6A1bGyWBSRx5ipTO9FxpZ+4/YUkCJTx7A8L1lbj1nWs1cAQOYANije46TUStsoNdNRG9eyMdYhHaYgfedQc9U3REQOP+0iXthIhCz/41/SaB1ixPQKbtYYutjDPvF97OUENBH6gd82J1+FWqsKT/egEZtMylTvH9TuBqun840jOoEfT3DnOChwqaRw9mrN7Mr9V0xMwccl1fMETSLwbYKwH0TlbQcAmucXEamZmLHmSLHxvPILcSQdv3f4LFa4ly0GaPcxajwhZEcIqAfKA0xBCN6HKF5kXBeARpiIgvVQLXy3wAIIdTlyRtbD+gkQUz35uyE5QhMUIbFWjMfKGm22XYWRkB7vUQZ+VE8RczNJphDEihvyhDeaVEWQ+SUsRJlTHSMxTGu9eFlvy5Lyy4erQ5qaD+qgPJ1zelrqOdq1fPAlPQ05WkRY5drXPssUwHaBoDNHR1OIWwa8aqrYVCZJbyTHiUc5N4VIlx2CQKX0YR0eAsr+JKJ1eT9N2rSSCAHlaCgM2u4TFGqPzLgEqiIC8HS2k3IiPEHfeaIZ5ECUkkXByNMIGK2+OzByTOTza46GgLbbgLbadGInN5okCVJw6kpi1vJCoWiWrqrzPXlinU5fHBUzoKx7OpeE4LAftoRgjMtUnVYPtGOgYCeLru0XcoExpHeJmZxvFJdRqZG3iKjCwKgLEUWsrm6MdLRnQuioSL4g4XRUKjoNHITTjz9f0w3eA5lkSVsFHdZWOiqQjpgEgi8/rVDi66qfgRRaLnizR+MyanJulg99y2WGJS2ovO2KhC2GG2o5AkMuGmKBZcQiLhgo6E1VItbMwRVBpFoBFjM9WG9psitEd9Q8TjHi1s801R+ndFb5LbO5O9yopyn1JG3NF6NrC7448lJFrKOhvudUD+AR1IVBQucnvx71hnQbkbHSlkHyzss4/SPikuM7OB5rzvtnfimkI/UAANIonsS4vccyWQSLgSKA2748YOEj3J7Tbsy6l8aQlc1BQuDsXY8TDGEOdgtRx7Krc7LQMZhnAW2SYxo6TehHIYWe5xKecr+hOJ86Pt0whPYhK9bAm8IOXUcH2O4fb83tLsQIU0JMdLefblQ65rGEkkFTd60IAFhIikmhrfLj5hcp6vamPGkxJ+UZMT3yz8EigkiLxidxjk2yUxuU7o7B1lng1Zw48Fekr/9kgj86b9Hj72JPNJT71BK2zGe/4aZCNlnSUXSEAl3QoUsluBFI7SNuNtnbm9Ufok2t6jrkrHulZCf5ko04IX3MBn+CAXNaVuOapuPl4oW6I1oYVjPNeZDtuOQ1PQglgzfGdLpaMoEG8yAngySeQGVKWQk3pCkiiYNO6we6MxSQnDJIZmS3SGWEoDehPHkmemKpz75c721/hkY/fF9hwEVRjccTZwMju5pEhN6aI/3jxzIxWpyXtca3bft1TT4GmksHHHUsNIqkSGoyOJBEXDDlPuo1AT7Bt+FJAi1FATDiQuav6pl8o01uP21MSD5OJy4GUa+qY9KfEeEaBaR1OldHPXF2Syk0sj+4yJ0RVaiQV7P8KuneIuQtu+CJC2Y7clMo1iin8vOpILnOMSdiShk3Gkkoky1ic4GPOTbQVJOQm1AU3/YM2xnOJei1I8x2T+HvtyYbIhj3hT+aIHHschsm1chSkarZmN9/hpCuJJZA1XO+3wv8IGILTKkJbdlXmKI5JjKoFEAvpNXGjbOn0bV5pyoMcuXjy7qJ1qiiCSSImRn8BSQxoFlsbAR0XQMoFGwTws1dQdbpKZ+dH2QUQJ2/NXO41E4nekndKayGRdz4vc7zHf5taJxyYUE/2IrRCKJFIq/oLyYcIn7EuOEZCy4znDTC6kS40uNA58FBQ+OnCHrY2FKYYRXAJLZc8LEuwQGkHMwvt6ygefp3EjvASOxoEp2Nw7RFLQ8smBQKZNsSd8T6tOtKDKhXBce0Di/GS78J1kPQ5s7JZdGQZCn/h4e5aLTZgJq+GTSZSwWkQyrHXJAS/TtMM6Yl/Vus5yt1gBLrUj+ahOcvOGuYMQXwlAQMp8Y2MtvxXvFIrx7jSWRiZo645M+9yb7mDVk/IRbzwqCjRApLF1SV+0yxSNRMNjo5iahM9s1EhXhqYdLRdxco//r8ZEB1ZimG4CLYaXphJJEQAQMtsLBDHYsfR/mX1hX9rFVrStmUC8VRzTQ63zgBHFhECh4mo2fnKISCE7/rFjkS0lry+5uas93uZCHJA7cS0qDwIIsVA/H80qghc2edEfU52vcCyqjdY5zb2QEHZcw5GMxXXSDyrMFINYFOCt0/znQ0KYtdl8VHOQA0EhPpZhCQnx6+3r69P3D6lAgUG892B93+j1wCBw7Qbl+iZisWlfqYmuhu0AZbnZIOzB3xXIULAJpLj/LrhlUGx5CG8klDtXynV3nXLzTfh2Cb1eAjr0But6yLtSVjV52/TF0e16zddpkfK7M0QKkhQ5FLoTAWAtmBku/VKyX2SRsOT1IocAJaB7abnVV7IWGwwD7T4t5W1d7qua0ALvdR8FknK7fRaf7wMk3f/wRVu/VlZIDVdSW8BGL0seRTaSzW4tmr9Ihgy98ev6mftNMzdEj0r8gUqjAl/8k3pGgZ+kE/WFYwiS7ssnwKHakcMXI8yTRe2X/QpUFd5eN6YuHrrgXQnKQPd66YdqWJ3YOMVOqvBt43hzLXSPvRmtUdc1KXYfUVWQJG5NBzwta7SgTN3CQgtKj+GdGuCylzu6w5blsB/6xuimsDh2LT12pRM/Fbo/ljg2vP2D4QT49Q17xIGJDQUurEdeAx1ujRtrrNBDS0GiWa4LxoojQ8txc+x1gWdp+eo073x5frm9JsL5v759+RpeffuvtzffjT7EdhgknJEvOlDJeejYnYfGv/9r/fdWCHmiAIVvVPYe0+PdFwLObeEqOLGxkkkFdrpU7HVLFu7OyiX9ogxh5QR/X/Ho05ZSejP0jcmTjtDMahBM6iQId0tkTplwR9+bxpzzBMY5zSSOi4c2EIgzzJtM3B1nCLSpajsO1xbCUbpC8BJ8gDAUXbQ7fsxkOxOtSUsKz4rwq7Gn7+p1XexwlB4/sdqXqQUYqxLbI+KXxXIVFERsNEgxMwTiHLtEgwsyZybUARRGWkvOzdsKhSXJhEOuhD7W289r+Lj7l4fWNqkreiTArS3nEY7NUmxGS3bFYjZj41vvu8rXwZ6entUaWPx+o6113glaGe2yVB6/+rSdVdyzFYDH8dJDmOL61aKreFgGMw2mFg5SUpS2mBIrvqurA8cTZAWG3iAxcONBnVOY5UEZa8o+Km7Px4TvuUoTrtKE++8/TGlCKfb6qV5xkZzCCYvyolsUTvE/f/n29eNtVImRGT4axL3PhlpkdFdex364c+JPN/SAp1/HRA243RpBySMK5YUElSMAZUAR+Gms0fEpvz/A9+H4+EDTeuYKM/OgeqpNPVaBQnDJ8gc++UBx71YC5x/VzC82X6ZUuZYnMySTiZ1hebMBtf6oQn9jSbOJfX4aEkcS/khcidcKyswbdF47TSZIkxEaTOaoUq1heNLPvFKtl+EVlS0XEHsRCsV1guxWoxW1Imcqi99H3RdqKXhEHdfjBQ/rrfZPn59fMZKi02WU/0KWgEu2MDMArBlz0bQtDNelQlDq2WmHKrpZ7Oh51zLbneCkfV010UraG9B22Y6n2Y4VFOvr6/AZVezqEuOvzFydMFdB3m594OBBsv4gochC85VXLVTSL/72hCoNpXJLJjGC2K2J9IF1xPVw1AV8uPWoWZGVGg6GbQgkJRSoSjpN8m80+0yAJqBCURcNewJ1lnuaTn9vUAev21OwkrQG1IFiY7iRNewAs/G+3BDFZKspKOyNU+HGvjjUKZCE2dxQVOrSwA96Sf2grHUSivoyLzfm0w8diTovie/7UgY+IccXrzdszGUQNNoitCTp/YE0l6HHz0XOeG7jwqixgVg+NmWTDwzxg7CUxTr2lCSIg0KbkddFScgQaIkfDGXXN0MSjJrTZjSULbwMgfAQ2/og9u6iTSl2JMPPSSdmVaysK+zycAzDDwbiBxF+Zyh9kdqGsfMWWpbS74NWoZEYtBaRCYY4paB79swoKP3SgZvQFw4V0vvelFRdhsOKdy2tcSHBlZi8EpOrmV+JSfTkf/bg0pWYRGuy4xKTh5XNaGsnEJJF3cwvTz9+fPnxMWdMyUw8ed+bW71PpV5jngP/+LQn3et8/M9y/e4fr+tqqWjOFkN6CmhXz214zVB+cmpegNP8viSP/boeLqgi5lQ4p7ci4G1aVVySaagpcFSeuBybQ05hMMO1qGAc7A4OAbyFhW/CF2krzQXMXAruTAbGRARhL2ohwUT2R5ZfXl5eX1aR5VpC7kAPEMllK0c05svhGMb2fmMqSQ+HRJzQswGNMXEq69rtdXa7lx7cs78b/11rz56r16dLAosuz6glp7DKuvL+tbCcOQY021mNktKQVKjywWPX1eoR2K710lDAZg2UL2gKrdeFvc9AY2QUsJlHT2PQ1UUxDfIk7T4/VOU/V1NK5GPU4dBgWdGxb2zvSmMXDtfP8T8YdZNpb6LYG5t1YM7XmZBIz8VtnVyO8gN3NkBIkTa+I8zGw2jgn1l96o25VFOfnMCTtATcgkR18qoqaJHmQu745dnfVrZDoZMxDgtcrjsVD1DN8I8ypJQQrtdvCLxdO8IRZajhSSYpMOFiS9xhNJPtufAtDEKLebkh8eB6X9QQdTQxbiqSIPECnuEkiT+k65k1z/26TXpiSqxbrzswfeg6RnRCyblEMTy9vK7bmKb90VeUqDUl498THUyjZnj7D0a//dnCguiN+i8SFEzjHj07b8qpz55CSJgQDlTSFYpgd4q+hooaMq+R4Gtoi79B9nJU0F6OBItOQS9HAEjvRkwxUxuomRQoDY08WdjZ0xlQg7LDk4Vje1FtbDWBsizK8N5vlR8xeG/qDT7AwT20iWoO7mBQhz942LVi7TP0ExbcAYMHx7jW4NollPs1xFbNsWN9XiWmBP94Dd+TxOhqDu5hzJs/eMwDAMplNeFPB+9ttcGDwPRrU7Afqgl/Onh0bWsNLuHg3gLwoZqDSwHhxfij+yToCQPxFcceYNSJP3YPO+74enslGTtWsNYa3CcRX1GP8mTwQVcbe0gaKCU5m4qDl2PvxLi+6ySoy65nD2VGj4/qDS8S4muyJhk9xvALw1cr4EWFSq907JWOvdKxnHTsIVFRbh1FhAB/ZMndzg0kh7ZlF9AcLrsWbpMN2eXnaJvI7gBDfEXZlYa91Y4V3th1+9GLKSJc9mHVFLG7Yvtyip69uRuUU/QbFkNSThEPsoetp4hGwE+kRWFl82Fa9PCKikSD/nw1FNLU8w2qF1FIs+UZgCoKy04dHl5FYbdkHHaKYFdMN6micBtSDqsokirrx6misMS66T9J3YRzj1E3UU7ntEsnOyiAp6WTe/Ew6eSYDnuQdHIP67JOSifHgqPD8slS18sppTlfaeSBGeW3IuZaoydZX6nhCVF1dFkvg5LmfWMpxHFZ5egeHJdWloFZh+WVpbHHJZbTiEXV0XW9JE2a/Y0K8LjcckS/PS65HE7WA7PLbzZ/rdHTDHDYowfmlyNY3lH55QjCdViCWRrohdfMApt6GyYd3NbbL2mK2dWjPB3c1CvRSnPMSTC75uDliOTuNLCpZyTlhrewc1fdPHASUak7vCsu7Jlp5itb9allnPXKVrFm80DZqsfKNdv2G4QkvZsRVCi9SrBvoh0tvSq571eWXsXPX7WQ3ui1UqR3YG+1g6V3gAmEB8w19/Uc03RwX/Spj8k1q6R50gPlmtPel5u55gEmFB4p1+xh7dyfWotu3bKupkWPzjWnGvRnv70vk6L2R8o8D1uuAgCjFexeBEdnnpXYkvh15lklF+QfKvMc8U8omeeoIx4086ySYuGfIvMcEbMeIfOsyjmfZpnnt97zD5F5jnGdB8k8R93wIJnniD/1GJlnV/H6SzK4r5dxyuSGB3Vk5rmvF+PP5IY9PCGqju7qZVYyueFeH5l5jrAfx2WevTgw8xwRRCrxJc0NJ/GLqqNXvF2fyQ0P+sjMc18vt5LJDft69S2Z0aPNX2v0NDfs+wMzz0roAzPPvl5pTjK4SppY1UwOD/U2TDK4EvX2S5IcjsB1x2WeK17hT5LDaWi7Zua5HJ/cnRoe6hlJmeGVgHBJdVPDFdsEZIaPwCaPmnm+cldX7mo1nSt39efJPEdZemTp3Y6gJtLLxzs4XHqTO1Ib0svPZjWR3mGjnSucPXurHSu9ysAEwuNlnmNk5rDMcwS4a595TvqHPVLmeQtmJck8x6PsYTPPaquXyJ9Li27dTK2mRQ/PPCca9GfPPKuk2P2BMs8xIEjKPPObOx2eeXZbEg8yz8ml4sfKPLutrhNA5i27JuDwzHNSPPxzZJ6df4zMcznn0y7z3EMBPC3z3KuHyTzHlNmDZJ57WMtyUuY5lmwclnlWul7GKc0NRzTp4zLPb9WftUZPcsMxb3lc5jnFXaiZG45VE8dlnqOzcFzmWWl5XOZZmf64zHMav6g6esU7+GluWJl6jfozo6t6uZU0N6x0vfqWzOjR5q81epob1v7IzHNYisMyz+H8PzDznDT+qZkcNvU2TDq4rbdf0syzq0d5OnjF2/1p5jkJbdccvByf3J0aNvWMpNzwdjgy85xGVOoO74oLe2bm+cpdLWZ05a6u3NVWNOmxMs+u/QYhSe9mBBVKr04AbR9GenVyR6osvZqfzWohvdpstMCEs2dvtYOlN+na/4CZ576eY5oOPhR96mMyzzppL/ZAmWetNoyGNPOcQCw8UuZ5q7fIn0uLbt1MraZFj848pxr058s166S8/ZFyzQmQTjnXrPkNno7ONesEdbyca9bJNeKHyjXrBPy2nGuOWuFBc806KRf+KXLNmgsKXDnXrMtZnma5Zq2gAJ6Va9ZKP0quWcck2WPkmrWC1Stn5ZpdxUswyeC+Xo4pkw0eKoIqp6P39aL6mWywr9eWMjN6Xy+XkskG9/bIXPNQDxM6kw726sBc81ANFDrNBqcRi6q55oq37jPZ4KFeE//M6H29bEomG+zrVbRkRh8qYkOn2WA/HJhr1qIeOnSaDq6InJsMritC/qbp4Ipgxcng+kiUZS3rUZ7mmive50/SwWkwu2auuRyR3J0MHuoZSZnhtawJEp0kg9OISt3hZXFhT801X9mqK1u1ms6VrWqfa06l/OnX3355Cu+9//c70d3q4Lkn37nDtmFWSBCkobx9YLsDds/FMao0xbxFfiJiNRFCY08HA6to0jwgzaNIm4JEGFjbjdaWAra2ZKMTSAEmMz3YUDmakF3gh9jZ5DmFJ0/DgBj+7AHUWSRxA+Uw3cLRdUlEml+45YDQ4aZDSGck8J/YTF/4l89BZ//1+7d/fH2dHv345em324fefvvXoHx//BbV+dvP/fH0/cvT86+3dxo+TC7/sTW+Pv399v7k37/8/v3Lf4ZH/+M//r+PGS/stbdXvnz95fb9y++fliZkxDJ94/z7RL59/Rp+OEz8x0T089PL35YU31P/UGvyZAVofokrCKAk0FenHdiG2oNtKFrOwhrCNNYMTvKDYB7rkODRE5nZiJiIV4WJwJD4+uWD54G3KNbsLaiD8AeUJ6gR7htrn8Xn8H/LX0JmPYIf+Hm9le8JcdrFlcdvBfitUPumJ2yb0vbXFkyDqYx4szCU3b9mMJiHgerINZ3IzEbERPrSRKCr3LfcVpTDYc1gXu+I+3L4+vnmXlE1di5pWzkaSFkGp10uwet4912uWTz+XWbxQDAFPZcyUMGFM+wIlFne2cLjmKfEopwsLX6yV+Dr64273mh9iQfr3+mHGuwaYzOzM5Rn19rx9JSjwTC1CwhcjX9XpEwfq7/XlPUE79aXNlhffrm0vUABYXkjJ5gqpZcVPOOJr+vCeWUU99UyEaACkfRymXWADNLLhsI20ssURTQFRVDMkZLCykzBmy68raDZtTG6hqNvvA/qqkzRI4Vjb4hQQvvG+wlnTI/n+sbYgnKKSQkTh2u+tI+xyDGSlAmy/B/f/vrtQwdjoixvVXxv6nh3mCVw0a0zaTHVv1o0fHwapDc0KlMzA9xhjpahNXUU4nrdiZbESUuhLvpflahD2cqLrYWhbhizzXeOrzF+OxmMsN4Fb2LDlCLKMjNTOhZlNA6d4lGX2I13soRr6mhSZCCzD7ZqlZqKIjH+iep0S+povOtd51pSZ0zXk6hjrixPKhZyiaFOAKkomXCxPm8t8oMFrAeea/KBhr8H4hx9J3d+kJBU9I57qMSU4R5nzOCVpSyX5Asii7oFfzCZF7YOYxHnh274WViXbLvSrh2m4h2klMgZNYD/henLX6hEluhfbOgTKXpoHCO+8CSqUuYmHxTdXENVkpkvthYnVVvJF9VPGWDoet8Zgi2puVp1+vu/1n9vkBcB1QjWl+XqBib3wpYgkBfxYpiqi5ff9aazBOtwKO7viMBClIh+gDK49YVLJCLYXYL2BclyyHxv4W2Cg+1Q2RvKERPIY/rCuGo9SFz4OQJxhmvD+zVxHkecp2xw47mGDY84UojDsA1Wnn+x3Pg48iRaqGL/L5qqyHyhoRkKvlBDxscgfkFSFQtI5dkYtW3djAj/RxDHGKxtS9+CRxj6hOQqMyZ9WlKE8uH5l+y/4gaOt9ZpYmk9PMFd2aaNfV8tyQqOUSlH+2LuML9QTyUr4e3uJOk34iURmjUfYX36hFelNE2sbx9o6+FF5gu/wSuRWFS2uOZul0UVu4JAxdxzpQh38ILMgrQkn4Yd7mARFzNMBOIemXOGffixiFvsKw7nynvWJ544m/McM5vKedj++ljilKIYHQ/NudiEvyFxi31Vfc/KNBioi5pdL9Ka977Apy7X7EAlLrX0lJSLhq7/4ZcbYwcsio7x7Ggdm0CaxyuKZtFytPELGF6HX/SML+A2ZcfBgE19x6ROFQQhvxDWtGRPxeYB0C4kf7HJsjRoD78oa4aURnhgbM+q39AlLmPlMXUJb1lJ8YsduoRFHClunazO/psph9RZmW6smViUWv367R+vHzxBXWTzY1BYY0usfjz9MTPjbg/MAfZBM3038CqMsfeBoe/eEarYgy/OrH/mURc0CIG6cDAoHnW8TErEkyTcTZBc3vEu0fqwVoT7CZ1uSZwMHiWBOscVih5Q1+OoWzQFRCFHcMljZvCcIIlFUOtM8uAxcuccgTftwg+S7uwwtx6XvHDkE+57CLbKA4uLrOIMRw1FMgxX53HJI6mVWCLVlLzYMhNP3sA+bfmSSyBPBk+8LX2atPlid/umJ65UA0nzCcvdfgbQZ3D0SUPjn+xsS/pir0cKeZq7vDzyvKZoZilFx7zry1MuzpG4Fwy+provFi5TZIPvabDIC0acIhwcYuzg2qjsyFAUi5dc3jGp6zSeOMe2WJjEDZSFTRzcfWGDWvgWQ/8kn9Xy3UJHwqSR8CHt017Fq3l9Xf7UvTCCUp1bhxFiIT7zYB7We2D8e0O4SeeeNtxjD/ZfGv/eCCPYTjRx51hdBKynnHqB00zqHDeMQHCFPVdrc8MIirKyQ8dsVeSAYnTIM2WWS1QfM67eVgrsO1SXCEmLX8U0WNNjpdeUUy9YP0ydIoHGkyiNF8kjWAyGbTFosLjj31t+uqPsPcfWKkzyek+yt9gBQK1HoVrcV50ebXnrJJN1cGz5ZZ0bUX5JwQR+sAMoZ4VTzpoUi4nBDm6cksc/TQzGsN1NA+gzOPqkbBQsYgYTaLEOMbT1N2mBytidvakGdDThlXxvHRa94KpeSPmZGGjjkge1M0o1a5Jo9KqtRS9JaxuOQq6/DqiTKOpIkQ7Hzlpi7xUBR5JkMidu7gmNXIYPcV9UF3z7+9+fwrBK/Pvt6++37x/zxnXMfWMHr8oA+QeyGCMflHh6fjYvq0472Ja9xQY94OW+9G6/7hMk7r8ZT3jQPKnUJzp92+oSIWkfxX5FzP6ejs/++fMrCq39ERiY8GPdkW4/O+yz0w4FB7JByk+2TT6//bPS0jmgBYPinPwAZFjaldzr04nfgKtJwoPZRhAtFm3MeJNAU9ZbFl28OinXaTRhDiBuEA50QJvEMc11eGAHAyTpcOL8uNtxlSrMsnPWosrxxMRVl7EoMyzKlPxgBL0J9eHKw+CxFibIpmaSQOGbYxKHBV8BHWPwMspbTx5Zg6fstJUMwH4vqlvjmkvu0cGU5rCgFJD2phszdsMhpXB5J4iGMq2RYDWkNutes4jjViRJwrIOPVOomXsu3gcmqEPmpXEmBJHvCWdvtEJXmw5rNdfJxVtlB3tb/v49+7lfy3HBkQBvmpIPYSF0uyk21U5etwXewR5S0Fsx5v4PZd4WJcIMJEyWJ5K+X5rJ/V1QDYxy9etX6IPh0x5SK3N7ur2s0WvuXrmxohtgf29RvDYWJGDMLc+fqE4V5ML5zq0RDSIKWTF4kn4h1P3Xe9sJYM+I0nbIzDpYRHpALho7EEFZhoSg7WVQBhScHMvU/Rwa7PD5+YE2KoOpjfaSftL9Orh/l1NGwCvicVolNAGZtlWSJlhyJU7lPhHlT3KEaUBYBakbnnv7jOJUMKQ92OHad0W/Kf3CTD1j7nyiIVR0ZETpKm/uE92v6drPJyH86wtKO/ngdoJJu37kA9mxcNNgU4JddCPawYZbHpxUgpFsp7YSFYiMKWCFItJRGiTEDTcwA8p61DILR2jq8rFBZPhVAicV18dVYqpIJDPST4oXF+4YOs0jUoYVA8hSi0cbIRlBaeQvpR3HbUlkLNYZKJGjfmy3UGG9F7K0RaXrCEDrUUsyy2szkoPWQfGWlyHwMniy7DquVL6xshOvXhFwdqUJizTwqNyhKiOVEh8vil6Y4Sbf0n05s3drXw7dgM8oSWe4gfRUxBd0bxEZ3GrCgveSrS312Mdk0RhxerSh0mdLAsVJaGXst3qCZ3wzqKT5Uh1dKudSOVlTfTBjFew8Lwvm1dKlWZgjl8nRwOQ4Yze8fLZ6QBWdLaz8y5I/2pI/YysQTrNc5MJ0phRhzH0CbyUggh2w6QXiEw0c95bRjty0raRGhWy5W1tu1uGoIX8ShPI07ZKddt+5It5n+okLlmiRuem0nSB/Yh0g7OyQrIX3ZxDx1b7rqVFcV/4kF5IdAGHl/GhmZv3Y8AhNpp2MMvwnuvxJjjAHCKPOzOnRwkWTGbYqcZXtUPwiR5YCZLXPAwtUWfaVbeRkiEDa9+4yhJ22pvqK51/x/Mrx/IyBjaaxnRdgcl6AQHmE7eL5c+/buRPA9Ohyrq/g2prKf4ng2hXPv+L5Jasnb6q6oRfr3X7faUvfLdhTFmXVejlasEt7sxQcCnaP1UCt2GKc2SvYGjsqIl+waSNwJKxt6bnAGeEoBjpBTlh3W1vEjRsTp1570GQxBZmGlTEWtLoBX8w25uILUXBQB5nkfbRb20sJTq2EcTJ2w74drB5MRzhujS7un2G+tb+MFxb8rsF3CnA6HkOl7InrPAySDqMh25Jx/WQsIP0QUZDuwAewfWJrqdL+8dPJtQgbFBfH5sJozLN0D+P0dMJhT9JCdHAx2vSFBy5fKnmJ5jVlbaDSL4p61HUGfmGBiwe+mKJEq99YflAKPMXuTkCMgp2kCnzzc4fxu4Fh9G6Y26bOuDb3gA/FWtOT+gpKqzre1SQ5uZFkCh3JS07YvhFX21HL/8DmzTBMLQ8X6ZCSVu8TMY4tYEpBzeDPGmAQBeO5BMkjhUrOdTlwXbMdKlAKQ7iNJ+f2sHemZac2fwvm2eInPTxvwheiFBsXEzz2/InvZCkXKMVkxi1imILnGO1hd3BXCEB2b+iqpepsace80PyJGzfjnU8cvDurYDPI9EdgwFjLMSbclHm2UwQTsYRw9bbJQCIiooKV8iPSJZ6SUWUxD3MT0KjU3CZMu1gnO0+xrsNUCybfcrjFmV1yAaMIKpgrkuV7HUE1QMsyfFLWqybxfpIm1fCTBDX37YQo5DdgpZ2FZlxw0VSJfYFKDT3oCeGynckTrxQrQigp+OyKZ5bxjZ4Fd1EkQs7TjJ5CYYF4ca+rketZHH6yPBfC5Es+ft85qFZcx1uafR47ob9b1Hylcz16Q1B0YWo4CXXAsFISuUh+A7rs2p3hsqsphIba1XIMVOZnJZKMaDjTixso5ZyaQLfvebceftCca26MXOCMJ1X2vufRFmakK4sd0TUIugCAlUYTmpmr3mXma1JqIyGyip0PtVwEfy0e5v1YKLWqPDjB8AxahSCuER2laEiqsXf98hNXYnjwG5Jq/gFg/6a/AuMqwcjQvKjFLu4pQleVGEK3ReaZsU3oUum7ogOj02pWXd6twcDVG1+0kduBpPLMFAq+I1FpSXUsDi1+kgrhphFuE81qBlD01IZ7pN5mgUZTKESDVr9KXG/tu3UJEz4hPFnDU9Z6lJkt83iu1Eaa8Ny+9lPNBplENcUPkMYOE8V5Wu0FpvmddDUkUYx5OywXmXUzM0UMLjqKyQj3Is0Rqpot9vALP1rh974wMD1kTog39Y5UWuNkMS/bm0QpxupaVfhCj4jhs+b1AEQ8+Q1YCWrNWC3SknOGgvbyVrNd4pxKamiNK++glHPGFPvR9Db1qA3IkzbhXN95gpTHniWlWc2jLdzdkq3EqO2QMJ6se+B7NinUmEBvsFZmyT9mFGr4RM0FVttSanboJLQxBbcMao9XLUnIUUEsVEFpRSCRtH1P0au2SYo6NqUsxyIGqBjFyIC28a8PVmALL0pB9cGllyl850qBQ5tEFxwEoU04Nxqad79owjlBUnPOjmRj41/xykThi4zsbRdSQFXqepAMbaLn9LiJsDWLpmAGAuPOJEVT1o2Rj2YujZ/UJrYQg1uFy/Vowhp4wlljBnAOHO/QeEVKM9upGqGZP+NpgFPJPqyV10lLTu531BCJeDjXDaWjbUg6ccqN2gaRhKrsRrs1IRPNZKdH1PU0iWZy0+2vrWDLHNVErehWEEmnWTEJcqRpWlVBTpQTaZncbYQhKv6ITeKPVnMrk/ewe4oY49htijs1hvmSXWTLYeyI8ZfeUVWlOhwxJQnmT+C14CbM60fDCneKiqI1ETkBFYME5276hQK7yKmNnEtaseI0oKvRxhOEUhI3VfLfmdY83EKrFmt3oghCe88BjZeoBvB+35XuyL7V54EvtqRBpmXQDlxc2wooD1AChw1xUokDYHuu6k/rSOYniAgvRfXD+N8OGuWYBEPQSLk2lbC+fSEJz+CAmcXwRSnTNUwV50uJZVqDfK0Sa2AIBmvQleuijcSVhqLkoImbfJFq8JLeGvqkgsIJbgnXDr71JGVs+3JAwSWnUjjRdUGxpnwLVkOpFDeWLkGVBS+ktNlvlKsfVhdPpMVoCzPSltjA8Qw0DHop0BGkkZk/lrQiXctiOxWOma9zHY5KYa/4yZAa7cxixj3Ms9SIYTk375JMWfikaAe5XF+Z0rWm+Am8dBTUyNB+402aCGuz6+KW6BNnMaj80kW3Baz0ygIv/ooda8rvf9KEeWYqSkUa7cVSeGHSu26ueLTkRBBhhMMq82CFtz5i3yx7Cu/gnY2y1T+Vmi93rmXffgMtGijmcU/wiIMJz0wrzxTNNCJJpPUUCEqKz0a2l0FrwBK8DOYlpF1s7Cn+O9yNx10jfP/fEjDuNZz2NJE1nWJJ4qd6iOBijqTPoOD/8fT70/PTj49XUWDg3n+Yd+883AUHfheqCsYyB+DC4LUl0JXjSbkJAkeQT0hcmoFfve9V28kIwlwS2goy8mkbsZ3W2K6AT3R7ss8r9YIFQ9spyAUQ9B6CoN9+/fXLb5FZo8gZOWIMj6LTrxdmLfegrpQNblW4abzedmw0bg1Kivu+KAG6W5tLqp40T2DEGzm6ngBFTZVn57nTmf6eTlGMPPeOItDQGWcTh+rpZCzFwuxhkoXPOYHZBlITONdrUIhzBLZnYwTI61h9/GMV7JCKFmA/NcTJGYDiL7fvf9y+f8Jbgm/NnN9GrGAKrv5AmBaFZuzPz+YF1Tk7TeRfiKjU7tvPHtpBSG6fwsCEH7oy6qF9dtqhqnA2SPnJtklqpvLNTzcedxO1wnfMyjmIEq5wKOEKX7ASG9+xaLOANIuibLSEMBZOS9R3R7DAw3ZULNIk5JnEMc11+KS/0dw2pEziPAGQXnEFgbeoUhJ6Lq2LTvDWGYsyRbowybxIyFQehmAEi8abzVH45pjEeUCbR5FGuB3KW08eWYOn7LRSLkopeAGJe3QwpVk5wv12ZvcC7saMvfLxusZwG+trKNMaJ9NyEgaUTcC8iQDbI+FaWCtJWNahZwo1c88JTREfwZMHCVdV4lbV94Sz960UdkneEQGjgueh7GBvy9+/C0e3luOCIwHeNCUfwirgQxhPet0WeAchgaC3Uoa7T94WJcIMJEyWJ5K+X5rJ/V3QOBQISL5CH/dDcFXyUqLzPSpMMqikjejA7cYRu1sqoPncdLN+QzNbWpOqhEqwfjbtUhXrc3kn4Z6JzQxGFhD1O+5rNUs2BvEY77B8hGdjeVYy84+ysPnMsmDVHjjtONiksb0rAkLGC9lpU1nFq7vKbTk7xg028k4z4t1RomQNu9eMmYqRZutoqq3c0BHhaKT0E4vAfbwcTYbKqdpz0/61JHizeEeK2Rw0JXIurt8uW6MUhVoP6q0eODt5HX0//9F3WNYyGJRTr+x12vLl9vV3Ur5SxRuab6x7nw0iX3k/kw4W1HIvMACXHuXRW8ruFMVrC9EPA1OBHxw6lbgmhFpYyGY4mR5ORjkINnvwdBRlbeLmLk0oaT+YfnDodARpMgmr9xUPFozPl/if5S8hrdabCP9ZqTS0gKuD99HaHCBJuC5vooyIJ18cOpmlWKL20b+akNufR8j3Vwo4717cM0ZGI84F3AlGs28SrlmH62WpLeX0iuWRpQZi0shkQmoofhL4Rf7EyGTHJYQdyjYVe3pS2AYXtfae01Krdb+6+3suPZMj3tGRzAPOiSZ1Uo5BiqI6XazF3U8OnVCMoJMmBNkNt3dy3EWJaDkh4vbWcHvDyHeq5pJPDt5yJHskZffJp0IM6TBLg48/FN5aQJDOhAQiZfNI2PoiPRESqh7pQEjW8+QT4K0X7cOeABEsoWxCJCdA+skjnQApuzdPgCgALSdE3M9WlO3CjEpLPnmkEyBl99kngNAtDVzqESDKLm/mDBg2wnrpGbD1ReYMSMh6qEMgWdKTTwF/rJGx6wzo3Zq2zRMAfvBI+h8yelP7Dy1XhriNY5txkuaHHzyS3oeMbqr107Bg62BQ1VhQ6vRtxHXeMFqpnwwnh4IiFm3FUNDRSv/s2A8tkL4R+lny/pzQjyQGnzdCPzKTtmkb+qFu563QT6rTWkd+/kSBn4RZreM+NcM+qQtTjuFktP/mF4nybxv1IQrLyVGfs4M+JNW/FfPJqP7GMR+i6t+K+WRUf+OYD3U3b8V8Um3WOuTzJ4r4pMxqHfCpGu9Jnb5y8Caj/De/SJV/23APVV5ODvecG+0hKf9ysCej+psGe4iKvxzsyaj9psEe4ibeCPYkWqxxrOfcUM/r6+vthpLGq/q20lSIlXk9uTCvaSEbtS6vfAindT5NiwyJgZHHiooZuFMe6HRMQ4jbUbGjA8n7omIJt7ejYrbtAhGjYq5cMJuJiiVfPNBJmTJ7v3SKz1Kue4msW05/TGO8CbqmXmQyJfAEBXfG9oxtoeHOHHuQEOfgyKFrcWQYIFDtkUOXGVK4GNG/gi5IeDK8huBO1dYlM3SZecdITG+73lPI2DV0LeY5/xDbI0PGGWuYMU5rrWFm6FpraI7TeZmhueuyZ3sYqn48ZntkyKjFaH2cfswMXWtTq+N0XmboWgyRj6HzMmScsakzZEhoi57DDQWLTOptpfLQxzA6Q8YZjM6oAy4Ze7iRIaPWemfUNHe9Kx9aZzA6c4Sfse0yZJwhhBkzrNa2y0U2T2B0xpQ+Y9tlyDhDCDOu0xnbLkPGGXsj4yqfsTcyZNQSwky448Chy8zbFVo6cOhaDMnF8Y4cm7tVd5WHH13ruqs8PNBLLA8XklwevvlJWh6e0PVIRSLpkp5cIxhE9Mh6yl0lgr4vV4emFYLwi0fKgiWs3k6CiaaLQ9zJwhank2oz+MEjZcAgp0+uDTx4H+8qDYR1NZtl4X25pihTFr71RVoZeHBN1b7CQLiaD5ddlX5YU1jPcJKDX69MNVPywJErsSM12ssjH+N3Zagocq6V28Wloq4Pyl2Rug55rR2XGbmSlKQhlTPWL0PFCeuXBttqrV9m5BO4nIZLz9AYGSpO0J5pIP2MHZehopJcp6mQM3ZchooTuJwmyWrJdWbkE7icpjlr7aLMyMz12xXMcE1vI9CCGfBu6HYw4+C7wfuCGZDV25cdoVP3SMGMiDxdmk56LMMPHiiYkXD68fxNp+qonczQvWjvYaWWCpOKPXzOUFGJzRkP8riRi5zb5ekdN3IlbmS8t+NGrsSNjEd2ggRmqChyrplfWGn9MiNXWr+Ml3XcyMw1qey/nbAzMlRU4nLGczpB/jJUnMDljJdVSf4yI1dav4zndML6ZaioZaKlI2vTvgYqQ0ZyZbLe3jhwaC7zKkv3GWuYIaMWozP6uTx0s8PqDEZnTu4ztl2GDO6iVLbqam27zNBnMDpjPZfJ2DX0GWuY8X9qrWFm6DPWMOOVnqE6MmTUYnQmVnDg0LUEIBOVOXDoWgzJBdaOHJu7VXcVWR3dTnBXlZXe6IyblllttZ7N1FltfpIWWiV0PVSlVbKkJ1fXioNrkXdlpJJ+ddspqaN7Fu7LSSXc3k5KHV0svi8rpTaq31OdlnzxSHmphNmPl5gSx10hiQr4oFs1Rw5diyMZG+vAoWsxJGPPloduZt2XmdfMjaq1hpmha61hxgc9Yw0zZJyxhpmYQ601zAxdaw0zsaADh+auS+XY3xnbI0NGLUZn4rcHDl1rU2di8AcOfYZiyuRGuGRUTtGcIYcpGbDUq1omzLsHKHEtErFn4CLbWiWqmETUTVNVYnGqmg8buNKWT4/WEzZFSsQJcpeaRpXWLh34BBanpu0JcpcSUYnFqWty2MAnrF3qWp6wdikRlVichgYOG7iSzkxDMIcNXIkVmVjXcSMzN+eeRNHB4CN70kSBGySItg1ItzRFtPVBkiCCFD1Seggu5LnJIata3iAhpYZM+TZMmhiCHzxSWgjyeTMpBCsfHykl5MrISYnugu8/UDoIsvnclisH7+A9St4KmpLXhqjktz5IlDyk6JGUPFzIh8sxWlEnnJQZ2dcxbRND8biB6/AiNcaPG7gOK1KHpzhwK9evyLZWOcVKa5cZuM7apYGG4wauw4o0SHTcwO23cRrgYxJRt2aeKUt1c4gnCHSGiDrikQbWjxu4jnikSZHjBm4vd2lC6wS5yxDB2/IUVz5FXmyMJ6gHikm8BSiotD8ZUFAZGjDmBqDgcrjxk7aAgkuW1gAU1Gk35daIgiRU2UeDFAym/GHoWrmxa8EFxVDBUfhaubHr8UQehiqYG7saT4QlYmEdc7bm6DgFoGnoD0PZyo1dDWZrEIftkdzY1XjSH6encmOfgj3mqDrtoL2doaMer4/Tf7mxT1lHS9WV+8Y+Rf+ZA/VfZuxT1tFQdeVRvKbq1Xb8qIWIkxv7DEyo3N6rBp+TGfsUVMeMDjkDcSpHRzVeZ86CM6DOcnScwuvMmX7K3svQcYqcZ2y+ensvHfsUXmfs8VP2XoaOU2Qx41edsvcydJyxP3K+9Bn7I0dHNZjhTEzkjL2Xo+MUXmdiW7VsuNzY9dbxOH2dG7sBrGEmdN0a19BWBTY0kgpTGPhF/iT8yrnIhtQUxsnIhklOrjG0IS0lt4FtmMnItcU2JCbkNrANc/m4ptiG1L28gW2YUWmNwQ1pybhT0Q1TZrWGNySp/y18w1T7b8AVZpT/1hep7m8LcEgUlwMADvfZoJkddwKaUIaMSnA7GQv0yKFrgSClvsGRQ9diSOq1nYHdlCPjhE2d8emrgYdmhq4FT5VGZk7B38qQccYapnG7amuYGfoMRqfR1zMQDHNknABhmInNn7PtDtPRmQzLKdsuQ8YZjE7zb9XkOzP0GYxOs6inyHeGjAawh2mkoy3uITHSUQY+zEU6mgIfUiMdZeDDTKSjLfAh1XXbAD7MOO+NkQ9JkY4DoA9re6Jn4CJlyKgEX5RzFw8cuhacU8ZdPHDoWgzJuIAnYEXlyDhhU+fcxVqYVZmha8F9ZVzAM/C+MmScsYYZd7HWGmaGPoPRGRfwBGzYHBkngDHmXMBTtt1hOjrnAh44dC1hybh1Bw5diyEZ9+vAoasxJB26FiJQbuxqsD2ZhTxy7Go8yYjNkWNX40lGSZ2BSZij4xQEz8wRVm0dM2Ofw+vUaDkDLi9HxxmgdjkztdqaZ8Y+hdcZZ6OaDsmMfcY65lzGWuuYG/uMdcw5/tVwgDNjV+NfJsxy5Nhn6NVcAOycPVJPr+6rwGqNfUgrwdoCP8zUYG1AGeaKsLY+yVRhtUU/pMbyT0Y/TPNSjeEPiYmpDfzDXGaqLf4hNTW1gX+Yy021xT+kbugt/MOMYmsNgEhLTz0YAmLuPKoGbpQZuxbcU86uOHLsejxJ7bgjx67Gk4yNfQZSVY6OM0DScn5VNeTQzNi11jHn856COJah45R1zMQ5TsEcy9BRbc0zsa1T4N0ydJzD6+N0cG7sU3idiUtX20+ZsavxL5MHOHLsU3RfJkdTbW0yY9fjXzJ2LWDEdOQTENoy+6MWilE68gk4Xxm5PQHoK0NFLS6nupe5iyqfLmdwOT1rz9hxKRVnyHVqW1XbccnIZ3A5taXP2HEpFbW4nPpDx418wvplfNoT1i9DRS1g4DQucdzIlSySTAzouJGrceMoPZcZ+XgUxjS02xiGkZSx2sBhTPNVZVzFTLZq44M0V9UUiJEY2D8XiDHJU7VFYqRlqcpQjJkcVVMoRmKGqgzFmMlPNYViJG7iDSjGVIE1xmIkZaZOBWNMWdUYjZGk6zfgGFNdX4ZXzOj6jQ9SXd8Uj5EoJo+Fx5ixZWpBMmVGrgNPlbEZDxy5FjcS2/zAkStxI/WBTkDVylHRHsQt4xvXwi3NjFxn/TIxiDNQ0TJUnLB+aWyq1vplRj6By2ls8QzwuQwV7VEfMzHnU3bcUXo5kzM4Y8dlqDiBy2kuqZZcZ0Y+gctpLrDWLsqMXOJc+JfP377f/vr92z++vk6Pfvzy9Nvt/a/3f1Xi6cdvkYi3Ef94+v7l6fnX2/vP/DKeCK77UBJfn/5+e3/4H7cff/v922/vj3/8/v3b327//PL6+8cnX77+cvv+5ffVdOT76rwb0d++fg0/GkzuHxPBz08vf1tS++Ppj9nOvv/HPa8sOEX9iltu6HiFlR9MH52Mjz/LTob+2ImYYJLoFIuufk1Xj6Nr5ArGqfZMyvyaMl+fMt1yLR2NMh7PjFiTNv69QZul0AYkoODKhj+gPEJtcl+BPj0/m5fVL90TUlBebOWawHXgALbKKb3bry08cf9NqUUHe56R3ra6RIhL3u8Fcg2Qx9Wzf/78KhncPoWBCT905Xpy++y0GzDs2CDlJ9smn9/+WammX3/75SkaAG///b7Ma4PiLudkt7ZEpBi1N1khC6D3pgdbkXu02vMDkzYLSLMoyqRAU9bzDjEN6NIouiYjDnNScG0SCXkmcUxznUMTZ7iHP5e40QxC9arnCgJvUeV4YuIgLliUQcsER5mSBMtk7W4drjwM5VJa483mKHxzTOI8oM2jSOvxMspbTx5ZA8VzWAcuwKmtxizi9Db36GBKsxpTrJipaJ44czemVD1B15ieeYJoKNMaJ9NyEgaUTaB5CscCfWNxpEnCsg49U6iZe05oivgInjxIuKoSt6q+J5y90QpdbTqs1fz99uP34N2CqNwYbXoLbmE8D2UHe1v+/t2KAQmsfVN0fJPXtbv/sunh2LY0dvK6lfc5CGah1tw3BarAu8MGTWBZCe9ai45xrLbA+yrfCXi//bMcdRnwVGIR+JTrDXjFPRgOLRC4OsL57J5fXz5j1mZyF2e+gFVdzzR9v/clzgxDwhm7tjIAJ5P3netKERb4vi3uGL/eXrakh2AduylqraTRfqnczMGXR3c1/3oGpoDy+lDWt1pDlg+mpFbWG2ha/nnByj/nIMZGSZGCl8szSUhxoKS6Qn9xd+tvqHhbbxNidlC+8fqRPA+7rUAJnKWEyYqWMc4BdicmckVVY6I3CVcKlgaHK08vr8PntU+Ui3B6DN+I248mlSS+be/sZrFhVEpHpid/MG+Ykc5Rb09JsTv+FiiIVfjsq9Tc0NOaMnnHnQGUSYKrpYEZcbCXOlCYxiUNm+UEXiCl55IrGmvgkokoyyncymsTprF7iVb6wZgCdPuCfXmsVZcYUo7DwftceVEvwytKpT+MXbyxOhWuLvTBJusxPKniu5TmSrTTM4a3qssb82K1RfFmk5i6Lsm5HgzLCuXHu2xpqklwrCinaQCroOuSl53icaVtuOgKSZxzeMGj688q0MDG+FSvNLQPO+3DpMrUhor/9/Z+gw5ZIWpV59/m9D6hekWiqz8+bde2XUWl/7X68yoqvYpK9xeVXhWjH0RfFaNXxejjb5OrYpRM21UxSibtqhi9KkbHH7sqRlmScFWMXhWjqKlcFaOQd1fFKGPPXRWjzStG11EnXXAkwJvFeKhVwIcwxTBx8rot8A5kAAz0Vkwp9Jq+XUzUGkiYLE8kfb80k0fJAlyhj9ZFo0L4l5eVfN5+/fXLb5GGMQLe21Hd/BM+mGygDsJGmG5dZY1tvCGs6nE1rEGtAbtE2m69VnhNrDoQFZ6flAOJ0Y/GW4BS+k7yLJS+c2pN4vxkwxRUUwIDReLQCd5ZG1QO6FY3PylzcdCdxzvi0XToed30KCQCLtqOUqKjmTZy0HhgmecnGzx0YwkajkLbCR4Pg/f34ZouDJfp0aZbIilEmm5gtk3sLJDo+cmW7Sc7QTD+AiNLhbVBE0I9FSTXt96+EWREERSVGjpm2aAe1cdsc09P6tKoZSd5PUjDCidSNj7ZotEQPKpIomCGcTqh4VKPTzYqMIPzYgiVjmGp11U/DRR+FDLbhEYzLsBCEQisrhoIKj9Ygppnfew4N11HqmmVneYqHvxuBFykHe2aDQ4qp95os0z3qBT6IKYXkSQOPBIpNlxCIqmuejp02pmZwRJ2FHHpuSTyD8HgM9iBQKLvDDOcyLbifE/S3UZ0gqd0diy0/yhhQpKoOlPPFr5XrpOQqPHBxQg0zzQz+ad0WGhH0IvGdgMvPLtjoYOLQOGi7dYxpgYHoA9+FkEvGsM/XWDd2P29CEhUFIMxMLFBgABQGKZC0TnBfWlOougGyjoPnW9+/snRq0ORaHWpnNgnSTcbuM6sJuGflzRwezvwzUs2iYKkAGINBzOR1HfAj5ifbB5GkrAxkihmhdsy5unp9WU55v0bIcFyVIAg0X7nxWJwRQlaKq41yfcPoyNA8RvkNPk7iXY/WiHLT3gCxde0MZ5lCIaJ1B3PLtkRg1Ga5JlL05nWholcGIJIqVfNY4JKkFw26dpnBmLGhBI/kD13rXP78Z7PBuvNwo9SkkB91/NotKO3N5dfTk+2aHRj1AK7H5lBDjv52DON45OttTYdpQotqB7JtOYJ+T7IR0k7mCbIhYZyHdMxBItDDOPrDQ/PQCPFRRfB/G2uw4XvNKUq0rUPr8YfpbgdwnL3I98AjkZlT9Hh0OCsAEj21A/PuM4CwXcc1hVG8dKe4kXZ3Jg0Hnk2PdjYeoZUvxloZoYBd6SZjCO5XlZwE847tIwxnSTsvNjGpZ6rg5TgQKMhSDB/rXVnoQRPT7bW2pC0DD9auY9GTaGRHQvECzVcadV5gp0YXmfGAnNSjXW8B1rWc+gsT2IoUg1WWvuO1P5ojLQ39KJjeouSsJNd4wNGa5Jto8XoHm1SKD+BvZhGznGmNjEGFO9LMU3EYIuChV482t6MBK0TLzPwCkJihAAcMYtH27qRcg4GUfSlUFXU76DtnuLiQO+wKxemGup0h2bcfrtSOdevC1Pu25VuqpGbotGyc62zt9RDyBl+BRPb8YoIzQQN74LjxTvKxRRwIAdUYr0+JfMAo79N1lqSgj4Rx49ZQN1QOdmgQpGcBEfRVC+4OIokkkZFKf+1Uwydfpkq2ZGLR1tH0TDZyscudxqHRG9JbUjxXCfRdkdF4012lkIjO6mYqkhsnVCkkZK0D+rHNfe+tSbtx3DUMCuF0rVG1xyrYXQDcTT2nWdGWvYYmWE+hGCpG8bCnZZ5Qzl6qygae811blPlg0/UuEngUDQabkkv/0JRzBhQknKBRqZ3u0OwRU8SmrDWA1KwkxPbJQrSIYP3hnQfBnb5bJJf6EkRq95xo5NpVI2SSxI0Gpl9DtKYFV6s5XhZBUdjPxZT77/bcr9mAYq1HX09LI3VXENKPYCiiExfzzbD11WEvUyh0YGLqC1y7cqRXGy26knZiDYfle8IvRbjKcOukObXgAlS+WGg0fBERkx3eEca5yfbNFKurIWlbh4ECEtNyd0EiWFm2imRvDSXKCmeAgycYSN5d0FE9JiwmrMvsvPMSC2hsm3NB9olY6PGWs12WbZAoaGUs0tuW092dohIYcwlcS/5sJfZjBEsLImOaVPt8DkXIoFc6bW4NOvOuPJ+ku4Vswr66F5hg1PXr2bqzVTxuig3WneSWpG83SQyISOYqCOO39QKevZPPjgezFhAR3BY150O2C16KjVyEd2w3ovHtAshEO/e/oE8uoPkZW769YacqC1O064naddT9CDTI4GJF0k8pp/Lk3hxfZHysdjkn+s/R8ohfoBc+0rYgivnXj+X+8qYtVxOFbQfdMBSeJ9ykKVD7iboBERleLvQwjsa4LmA7H9AaVwZ8yCl7vsiAaahf6BKrS0Gl9xRAu/jzylwRmG4FQ9RArNEcSoGTiUYzQ2nQulwKKe+sHeukfRjccy9Dw6dSwyoUxo7+PJkBjgZuJAHT6anTKYsL/Ew3xCY7Q/KIqx0+fWjFZiipHGBci311huSPW2G0vVJqWAFryiBySxajP7XvPFK+qKHvb7Xl3dqdNdLTy6srVI44dZEa653BrcHanOMvhGy3Ky0XhCXWwtm+RxrIpRiBVjYBycCBHaqbGwzEcqKlAVOgBUxTVeEEiaEE9mQVbTlHVxNObzy5LCMQXuJ7cOLrTpmT1G8l7lCf7mtuN0u0lycxN1mEHbs1IVltCluGTddZVtMix2w485K9tO1eNSsNIjMwln1yS17I0+YlSPdE4zx5qIDOS/99InmthGUSQBYIntMLkWBNa0zToSM9OquBMJ+T+Cr7SGBK9JvIu/cBuv8adEFft2KclvgY6eNlcSfcGhIOA1um33egUyx2lzRRFISOojwg2OnohTpRlKxV/lisElFMXUoayqSMpV1wSbc9cBwNcyGw6zNJQiTONshSOSw2Nv/Ets/idhqGvTGcRi2I2bQAsD2f/z7/wwP/nL7/sft+wevkAC28e/36RyEXnuB3E50XSC3DMoukFu4yzG0XSC3D4P0coHccthxgdxeILfrjX6B3L4v2gVye4Hc1jA7LpDbQyXhArklknWB3DbZmBfIrbpAbi+Q2wvkVl0gt58ukNtPR/q0F8jtBXK7JPECuT2WRMDFC+R2MlsukNs1Iy+Q26XFfYHcrki8QG6zNF4gtzXOzQvkdiHTF8jtROIFcpsl8QK5rbHQF8hthVP6ArmtcQBeILcVDpcL5LaKtFwgtxfI7Z3D6AK5pYYrLpDbj08ukNuU8RfIbR0hu0BuN/bjBXLLofECuV3QeIHc3qXxArndH169QG4vkNsL5PbuzrtAbpcSfIHcLmm8QG6zuvoCua3hRV8gt/NevEBuV0ReILe17MoL5JaeprhAbpc0XiC3KwG5QG7v0niB3C6ovEBuVzReILd3DbgL5LaKkXmB3JaUzwVy21iwL5DbOvmFC+S2FLO6QG7rqPAL5LbOMXOB3B6sHqH5eIHc1ggCXCC3F8httSzbBXJbY5kvkNsL5PYCuS20C9nR6+SuineTXz0JFsQRIVgMFhiH85MNsSImhg23akYl6klh1RPtDmKM8vGUvJpS0DOJGhXqppKoOmY3xR0L7Sh54Yjkwgw1yTSILJHe1EImkCu9lpeDO2G/tWEDtXhOFbF/vJt20JTm6AHW1+YX0m/gC01aeVmLXMyYxysLEPh6GCMe6E+sHzNl1Q5ZfKfs3GpEGgvTfhzetuyhzdi2DN4+7paq2VU7MgaW4xrLdCqCJujBgbN4tNnHggLhqwfuHQ85W6OTPp8fbfZgoBT+a8uNmEweydyWdnqyfRuS1g+E26FZTwnSyYWcH20SSaw8Yxb+7ySSElEOthWz8n/HYg+kJgdBfTFbkqU2EJbEQZHKeMLxxazf26V8/FSngryox7yxu2c/Ri+OkgGODjBvQ8Y8DKBy8WiLyrlxJJJKZoHzLiqDyu8Jmlz2Y6j8zsEvp2jxQtiYbhtfH0QlRLkyPb/edCOHZaJo/56rEoJ5DOOwi0fbrPS0fkvMnpn9dBbOqQc8YCKpD49E1wnU25JBWVIMO2NGnU3WB3PfpEkfzI+2U9yGciHMgqrdR+36LcWc5JsEyo8ykHcqZ6Ni+sKCIP72F2YDsDlDlgO7s9QNfBjGI3jpafVlIqEHaC34xc0vDOzwt/4iQ1UsvjX3Z3V/p7TtDH6Fgnb47Yd0Dn92z68vSCxllSBXOwe8EYjjmvnEjofJnU/sFN+ePjFjIe/d1dOArw6eQdufaAGqveEnU1+kWZcMRV0QT2sHdntETC1xLPOJG4pq8e1eNsBl7QUICaRNasYGztOvQJcI8ckAshrwk7lIfPHJUDjRoLbwicA40RUBGeKFONBzy/UgLbX9iRGgERHcCylhCUD6/gjczd36GzJW6af6voUIFJ2JzCdagbJoxrS3P2mzhGE/68rtBwix44itBaVFdCVhkXMEYw+jynDUGNbu59PTy+vweW1d5yLHHsVJxgZibFOGDmjDS2QUHpeIC/IN4we25163jV3NYAX//Gi7/pMSvrGam1e1k705J6fHOrotGgUJQQC2gmzhmUf8IUIghk0iLTsNQ3UDKcJt4T2s1A5zwNwJFlAZ3ifd90YUDZHDXWv8URImB4sag3lX8g9zn8T77UVtdoypul8BvqiX4RV3VDCm/Th+QIX+oH2wF3sUp/KWefG4q+bK7XZM9nPKvFhtkZyq4ymd41yhPlGVvZZ9UcPYQqUcLEtigAMIoWx/UY4fZckSoLFn4/habLOH27BXlOaK0lRXJPioZPiXz8E8+uv3b//4+jo9+vHL02+3j/ff/jW4Lz9+i5bT2w/+8fT9y9Pzr+9KY6q17vvpCsDXp7/f3p/+x5docH0LVqgSf7l9/+P2/f2NpeS8vfjl6y+3719+f/9f/znvnrcR3yf17evXMFawQ39M5D8/vfxtSfuPpz/muXH+CP8Cx4T8uSfK2nbrPRaWhXm59dPaA/qEcH8I98rCPlYsuoBnhrpZrSktFZ1nUgYcW5RTS6NMt1xLR6OMxzMj1qSNf2/QZim0AQk4uHIZeqYXkO2RlcmPwMCEH5qy36o6/huk/GTbpGa1sRuz0RO1wjOBXBUEd1c4cHdCcDPm/1m0WUCaRVEmBZqynomxAujSKLqm22SYY4BrcEjIM4ljmhtvHyKIM9yTnUucny7mbROnuILAW1QpCahZ3ApxFmVz+1LUTfWmyoOCniAabzZH4ZtjEucBbR5FGgHBnVnoySJrIPWAL5b/JnBi3KODKc2x7S16KponztyN+RbVQxNneuYJoqFMa5xMy0kYUDYBt+0k0DfI5nmSsKxDzxRq5p6LFYMEdcjEKIWrKnGr6nvC2ft2Z2FJ3qNW866jTrrgSIA3TcmHsAr4EMaTXrcF3sEmzdBbKZaLpG+LEmEGEibLE0nfL83k8EwCslL3Cn3gY96FxuK9Vy8KtS6i6w0qKOXdVB0yEQ47XAKWp5dvoyvNM4LMVFs1t/QZUHc0ektw8WKGiXsKzggiI4kDDtrD2wk2E4kKxjMi4p05UPKzeLRpThIaI3l426EJjZEzlsZILuYDe62jCEgKjZbbbpIvMdHipyASDuV06gJQ7q7moJT/GTgribve7kjXshMSNw7MQ65J9OZJvaIS8EGHJAnongtry9/esfMo5fajGfsZNSRRT02AUSQKJkTtDgot7eK7HasCGh5ZhnTvMfbYbU3im3qnICxLUEjShMaBdlObfRrsObH2nQaNDlXizfChtWZ8w7qm6B3Hxp3eY4hSWoonB8xj5eO8SjoiBqe4LxQl9T7p8qcMF4zQJU13HbLprlckACPp2UjGfrLMJmPbIevrB00CnmTmMnTaBkPjm3VYUu9ieNKnYXBH+iBoQgVvuhkuWLJPgPDmJ9u3NT56MmMbxpripeXphtv8yQCwgJKL4wO85aS4rle8pA7izYtH5aIf34/QJliwVG4KbrrCM1//MahNGwwrifezUxKPCO7SQoAFHOVniKNcISyVKnkxNmAhq8OpYHmpDsdHDxIf2UEj9d7WHkYm97bQ5wqJkfHwU7zzeQ+Ri13HYeQZoQROP+xCLFiDonIBbyrsiOiE4wIrcwSr3w/cvmZ8CmPsiwBzPsAC+Idj4ltJG+/g5pO42G4oErmXZvjXxePeWmd1Bsc1ynWmrzXOdggmOQEHI7zNDBvtoNBRGlGdwkM1YtWgKPRc0EE+hYu9xuHh+QbilYvE2jZXLvLKRR4cNr1ykT9ZLvK4i5Ex5/NB9OJi5P/5l0+cK5FWfZxi7/M56E7kp+1rkEdc2CpclV2/qtT9N0HFUrHILa1CUor2vrSU60lxR1a+ocS9sHUWC9N7UrRLggiW7Lm0Nfzk2+XYi1uSexm1wcWtwXABLABp9S9ucS+KN7i6ZZhXFppc3WKaHw0ubmmuILS4uMVFvm1wdQv2xnuoy1sPfHVrfRHpcW5usS+8tbi8ZYtnd3J9S3EPkCbXt7hC3eYCl5Xsq28J89DcI8Q6uLekWlzhkky89yY3uKTk7rsmd7ikWu+7P8cdLlP0KsAtrkLNSXopq1B3k77sSs7H5h2u4i2rzPu0O1mFiWTeLs7k/i449w7XFQ05Gk1BCP/yspLPOsDKA2jljvTNhbCqR4E7+BlOaxHBdexwLCi6mp9s1IUNHcUWjCFpnp3aJzWhPbImdFBT4gFFoga9Jgmla7AqRmHxgPXU0Q9Z4MysGKGQCLhoSdhc3DZuc+pn2onTk01M5R5v7sUek5ZZdSOmWoHZcJkebQMK0og0PCLNhE0wJ1gsruhVSFIX9XAClFpgCJPoKa24sJ387RsrmhVBUUXIbWbddSeARzA/qUyjHa9j0aUMYtTLuxj1kEZDcKoiiZZdBwzQeOcnGzAAwX0hgdQb9nURtsKPQkapJ+XTaEZAuoUiEFhdNRBUfiDR86yPHeemm+ArkLvRcxUPfjcmlWWUo12zC7fkVIw4y3R/pywKcJF2BSyQaHgkUmy4hERJOZN81/M0I9/MjG3LCeJiJJdE/iEYfAZLuNUTvOiBWcXOtuJ8T9LdZirLb7jQnlJFKA2/iCrDRdzFpUAiCf8V3ltqcEqHhabc1Lawi3yLhbakO0+BRGaYln8Aek0pkn+788Q9XeAluvt7EZCoKAajGVoECACFcgKoRq2z6pid8naQKKYiXBSJBoBBtJAWSboyan3pBqhPGic6xe6DwD8v1QQrguo5qvnmJZtE0i2ZCPnB7RHcd8CPmJ9sHkaSct0ZRjEr4CyZp6fXl+WYJUQqpQBBtv3Oi/EHSpmrdFxrku8fRuQfit8gpyvEd7Ltfro/svjkeDUGPHNlR0sDOytmzJ0fg4mw1JTN4cfbYg0DHAtDECn1ffOYoBK0lkuifWbgDQidkhqQ3LXO7cd7PhssPevH+0DYJJDi0WiTlhYW29EiaMiBEnkX3CCHnXzsmcbxydZam45SjBbY7pjWPCHfl17OIR1Mln05hy/Xi6sqKBp157hZFvbhKQXJRQ/ro5vr8NivhLLWon14NSLOUdyOiEXL4yPfAH5DkqNdXqwNhC6eYP+QuxawGZL7ntaNhh6VaW5MGs+NnO7crwNbz9DKODU3DLgjzWQcyfUKPjkz4bxDy5j5Wh2KRsduKpnRMkgJDjRS2mHx11qPuchFZtbe4SNca0MLbrCjlftopLSg48cC8UINV1qNSXVs5JwZC8xJNdbxHki+VWA6E8GAItVgpbXvKDkSCeB2W3jR4WxUlISdY7aKZR8wWpNsm4iUgLQb5CewF9PIOc7UJsaAtASgwXhxEaNxubg7Mz3a3owEraMFu0+PnQqJFi0FFM6SJZ6DaiiDKRs7KYlFTR7vdN9hVy5MNeTp3leOrCrn+nW84b5d6aYauSkaHR61zt5SDyHn+RVMbMcrqGxKG9NejBlpKo1iCjiQAyoRc4WSeYDR3yZrLUlBH6c79oXSdsrJCXQLZnAUhQMCEjk92aJRUcp/7cBt/Ruj77C70/xo6ygaJlv52OVO45DoLakNKZ7rLNruqGi8Tf3cD04qpioSWycUaaQk7YP6YbYP3pMg07T96LmVQulao2uOg6njCCqyV9yWP7uMzDAfQrC01+O+apk3DLqU0pio5zq3qfLBJ2rmLq0oGj23pJd/oeitnReFjwPXu90h2KKnCQ2+12FyYrtEQTpk8N6Q7sN83K5vmV3oSfEqL7mxyTSmRskkCQqNYrwNtz9ihRdq2WnCKRP4yG5eCm+23K9YgEJtSYAyXtVzDCnVAIoiMLKeZYavqpguJ2JpFLUOGbRjqBzJwWYqnpSJaNNReVJT5J59CW9P/ZcglR6GE2bgCcyksSYa5yfbNFKuqwU+8ti4IwAQlpqStwnywsyyU6J4aR6R0Hs6DZpho3j3InODHp31ZeZFM6O0hKq2NR9oF4xj8pW5UuwMW6CQgq9gLLPhDT8zRKVQcyvZdyyz6QzlaopmA8ns8DcXIoHcjGtx2RDJejATSbOKWet8NKuIVwH61eS8mQpcp4oT2fn77Sq220MmZIQBx271U9va2R35YLJM8GfipZLhLh2n9FUfnCvOtEp3kB1QJHtbzsSApIBNWSzYDrBSOy0R6vvRUcp+EgTKgoRZOMfWVU6bX0hYDwC+8J0DCabYdrs0kczcY3vt08Frb+bmbrgLC5m1iF3jSrjrj7J8+9OPXvvXJ4HiU5NtzlmNCnsQUwCY6Lz7O0pPgcxF9YMv5MOHYXK9pimABjDbH/SgegFyNkPVdPkxy6btaUULrQy+B6nUMNq4/YUfbTf0vIwZGxYx5wWbnW0SaQbQ7WT7C19kXZYqC4riqNNyPQAs26Qy9hujLbAdRr2Fnpfj4sS07S13HfR8JXscMoSZ2uksgCG+vfzj77evH7APKFCI4WOY94lQISGQ7QhlsTP++mVdbqy7elcUlho2iSwqgLSjpCyR4eHb+F6En7bRMWpBf/JN/gcwT4/aQWDpVPHA27HO1e1QEuGPuvvr25ygzXaphej6irApbhP4cskQW5OgRYkbReothSRXOEvBq31xOSERhXhUkfq+2LQXkDQUnAL4anGnAyI83vwFbSIEhflS4rkfY1P4CUhBiQeeZBFex3t7e68fpma0s8H3317/evvLl7/+Eo7ih8UDewRwsOJyw2xjsX/62uEo7NBMg+tiMCdth11WSGlD7BUx54GDncPAFI3rgYDBaH3Q/1zb5FhQMOGZqdAGoGCxgzmLtuNBwR4WEkywoWsBbUdAggFJOpw4CiiY4gpCC1AwXilAA0gwdgUAT3lQerBwwa2aQII5JnGHY4Lx1rMFIFgxGp40JeQeHU3gwJiVPU3AwEzPBlJLWIfmHQEMjHt5DeibA6DABi5OWRMsMGYvhDZIYALkpP8cSGC64EiAN4vQTgm4VxmeK8UCK/BuEwmseJk+eVuUCEuxvcoTyWCBsXbBuUhgV+jjz4oEZkBBQRMkMMu9P9MMCUz6jolY2wwJLJh34tGRwGT7tqlEJDDNhQ9vhgRmQUULwWxphwRmxubIZP+8GRJYYGQpwZpBAguS27xjOhVlK/YCengksKmPB13KWiGBSVAHueNq7FFIYLHcTTFpbIUExqexHRKYYPeIaIYEJvkQhK2QwCS7u3MzJLCpvdKRNlxCIgkJbDp02pmZRCSw2CrxwZHAtB9bMLWz4qhIYGK8n95woYlIYArdBgTBxWOQwDTXzGyGBBZ7Lz44EphhN+1qhwRm+KdLIyQwWNLf4HAhIoGZHlyfaEEiDQks3ux5dCQw3RXiiikSmA1cf3AkMDu0R7imIoFN3W7Ibm0zJDAYxTwdCUy033lkJDDFtSYbIoEp0J8PgQSmGjSPAZ45FQlMM3uYN0QCOwPqnIoEZkEPiBZCRkQCk659ZoCKBBZBuXhr3Q4JLLzO7OLTDgks7EdmkKMhEphm4/q2QwLjwxM0QwITwwldgolIYCKYv811OBEJTLj24VUyEpjl7seGSGDQ4DwdCUyNDjKVaY2QwALNzDBgQyQwwU04N0QCk6C3yi4tcwwSGH+t2yGB8aOVDZHA2LHAZkhgihsLbIcEFsEnHhwJTLsx0t7Qi6YigUkmnnYzJDAxukebFIJm7s2QwOJ9KaaJ2A4JLF5m+BMggZU7n2WRwBQTtL4hEhg0405HApNjf/h2aQoyEpjhVzC1QgKLvbYeHgkMRn+brDUNCcyy+6m3VE7WdQbJSXAUtUMCg03/8ELTEAmMv9wNkcAk2u6oaLwRkcDYScWGSGCqc829byoSmOFWCrVDAnM9FxyqIRKYG1qgTkISiUhgmuvcNkQCM9yS3oZIYIbr3TZEAtNoiL/kxG6FBNZb5g3jdlhgveNGJ9thgQUamX0O2mGB9f1YTL3/bstRWGARKPHRscBiU+RattlRWGBhP9pax8xRWGBs1dMQDYx9Ea8hGpjhAhs3RAOzzChZOzSwIDHMTHtDNDAYODsCDUwCdIBDKtvWfCCigamxVrNdlo2KtSWZHW+aoYHFXBL3kk8jNDA9df5v6XNS0cCguDTrzngENFi0zO/3r2gHDRYc1nWng58UGgy2Czmk14l19rb2le8ma6SZDIBpg7sxKEhWFC6J6S4ebd+Jp8QireBGnvdQOdAq4Y1l1oyHQ8DB6Pj8aLNrliCYGDGty2wusIORgUhKxHR2hpqutie5YEHRMbNzuwRnDrghG/P0PDMgNjeFZ+z8aLtynNT4xnAjF7tYGd0hguTA4oFG6+3ncx1nPNsSpp0Ro124zKFwa2fH5MvC3lboNDMRJplHopquMGxHWqEPTGkyGUlc39DYbyi+PL0K5P22qgf7vIjkZZ3v+2BvqDNpVGMt9SL+4pFXHR5YonZMK9BB8b7CflX1aHTI0jdHy0AToZgRMuWUe1qfiPfvjM5Gy0SQ5lcNQT00P0GUrlIWVnH7uROSUmlBDiWkGdjIzALskw9N0ecQTbEFjdqTehoG+WBad7m1Vri6/iDDpEoXbmh4xymkae5GItVHALWkERw9WdP/nJ4MIIRjp9tkk0UPkS6RFD29vg6fNygSIMQxP5j9OA3OuhjKMQx6kFEwW6Q4Xjk1K5LV4q7l+5NBTIHTieZhfPQw4Sez7jFzRXCuCM4VwbkiOFcE54rgXBGcx4vgHIcpOVbYzICS//3L99s/n6KB8jZlHIzk29zeZ3EQgHgJBmL9avHK1epNUXjTrgfVRYBT+LZc135AtAMPXsZ6A5/+pZHDX9Wru6HM1kO2Dli1tXVZa4WxSJSvzrhnDCtSsin7+CF2PRpJJXBFuyfknkUF5QA3itgycIK9Wr9dUuilWb3KV3tDhhDLFJRXz/k69KargOOuLSLxJNtnrcjaMxcQUObt4M7k7LoNzAZfVaVtsIOzkIQNraPMuRs3OnaUnbvu9HACf21pP0DurmM9x/NWWwDt5IpnUPI6xLjbGF1CoMuN4aUtjA54t25RACDS1q/2ukQ1XBNRVOzwbXhsAcDldbPMvsht8LJct9ApDjx7R6iRXYFkr8Gi2AKjk5d9kdXJ63LtR24MnuDPAVEMK7cWRl+2sJL3pSywPPO6KXI98wG8RgEDwuumXq48PHh7KLIevi1VyZyEL68rHzekHhZUbwl9wS8wPXxZ3CcE7PIyMh94WRUtdy8hGQNtIzpZ6qSdvq9L/o80AMVdrUJMO848tz7zKN5iIR2CK2et5wEm/s0xeR4eXuQVaTky4DZMyFfLkFt8S/zl9v2P2/f3/xEXdzMfxRfv06FG3u7/gQg0FVK/z8/mZbWEuI1XUvcAebQIVpuiiaqyI5xBHy2owgz2aJEcaE8fnvq/x+2E8LKknbU4FaJjz8HZQLUppa4lkYXVd2Kz20AGxT01pZwn22fgXvdTEMZb4WC8F319EFmXQXDpg9D2SGR7SaGun+5vUqnjAbT3lPIvJ7lYlhLyTuKY5ylVfrERaVvySEhtii0YvKWNmBcE6hR34xkWdUrTutxwqeMqlYi2RqBPtt56jsS/nkueB9R5nFbpSTqPu7Y84qQQpK0HBQOizWhYHaHYJwxX0CcgMcyENFvSuXv1DZGHoMc9GzIZCrvGCXvkIIFAb9jaCHS9Gf/eIk9RFnhgX3Nn7j9hSQIlPHsDwvWVuPX1ntQKTEDMbqzRXel6tbKDvS1//575bRVwFmwxGLuOl5qiI7J+Vxfqw1Ii9H3erek38FNZnoA0SVi2nChM3y+8naGmMJP7u6Be6E4wShTiv99d1H+9GApa6lK3+H4HajXdOZxC7Qr0TIfMsdNduekTM1aK59fKJG2uY9+6gimSfjHorpS48AqaLsE5Lk4jM3PRA9CjDTE5pDDsZm7uhru4mlmJoO/7P8Hi7Q/9eO1fnwSKTU32OGcxKmxBBKdSPX2XUxFEcU2P0qC/JBA7M7U6mzPMXSmBnflAFHN1GZokaB1aOpcz35uyG5QhMZwHQ4HGzBdqAIitm7Oar1jyZhVOodIvZmiMqEGS9kVfyjRniLIedMslTqr3pR/MUOj6sWUo+gsL7nJvTiqoP5Yya5sHvY52rl7dcazf7SWY3kU1mgsgN5mbc2fKO773x4czER+4JNj+ElxYmqR3przbOxOQ6IjNDpmApDOI+QKa7c6NpF0UssHjdiyypTQRkVwMgNgEGvYznx9tEkkB+kxEpSC879K5KFB4H2qqMQDxHlDZA+rdPh1cKfF//89Pj1QocZVQ3Hn/Idz/q4SCy5KrhOIqobhKKBDUXSUUe8i7Sig+XSUUH0J+lVAstMpVQtFU0K8SipFfVwnFVUKRMSOuEoo3RbsWs6uE4tFLKDB74IqgXAUU+S8eLctyFVDsWbyrgKLSFkRw6iqguAoo8uUQVwGF+nMWUOCqUa/DnatZDznYhfAvLytPKIfs9pEpntpwz09GZrgO6hoDdDT6YLCqR5mJYdeMIKwLlciEQ5ig0ka/d3qwid43sQLT8VVyYXL11Dd6bow6PtkIoZupJzmSRCyIeFKiMqqxRQ9/LJakIhRYaN1pZutuAokSkkgp9NGGX4mEB8lNymhIC224C207AcAa5icbXOwnCEgsiYpFYlC1CeaFQmFeDL7zFIneOKlF2u1fO3abb/b2jXQMlKbu/QhHT6fRws7U05PqNDI3ML4QLKXQUjZHP2K70rkIi+kkspgu0ihoNHJTznx9HxwRihpgk0ipSUw0FSEh8IbwwpUXNhdd5y2BRM8XafxmTE5N0sHuuRhgYlLas0j7O+ZRYsFREDn01Dz/SAsuIdFQSAT1Ui1sTD0B82BqT4OeP15YAIUkkAsTzizu0cI239Tob2ILtbk4VuxVDi4vZZl1Z+vZwA6FBhadQso6m7Fout0BHUhUFC5yIYB2rLOgQdJb/sHCPvvGlozYZXZccXYgMHB/J64p9MOIKYgl0fOYyD9XAomCIixuhORrSKKn3a/pO9VaKwYukuB0hmL0eBhjiHO4OsgEL2bEPy0DGRTsVtskZpRUnFAOI8s9LqVPoSk9EvBnmOodUHYbjF5WQJc1T09YxGabQCnGmi3FYxo/UCENyfFSvmvtGkYSSeWNvuuLPbDVBIK2+ITJeb6qjTlPSvhFTU58s/CLFBQ3Qw1cVF++XRLT64pwGuipUrZlLNCTsBMDjaa1fRczYxTzSUsu3l9mM97z1yAbKessO80T6DnLNeup8ckWgW5UPOh15p2Rasz1LWjsUbdWY2WrIUSIgkwLXnADn+GDXNSUyuWougXXpeRLtO4I5ppiB/d3HJqCFsRSE5xlS6UTjESCUCvbca1ebkBVivnaP5JEwaRxh937BnhEYSQ0NCsUmD31wzPqfmosppHA/jKeqwp1J4C6np9s7L6ILEppM+C4l2B2JJdiMo8SpDwhcxNBeBUlOORBDc4uTYOnkcLGHUvNbRsSSSQoGnaYch+FmmDf8KOAFKGGmnAgcVHzT71UprEet6cmHmTrDjER/puSeI9Y0K2jqVI6EkR5THZyaWSfMTG6QiuxYO9HmQTOPdJ4oEWAdLDCmKpnR7uduCMdZbVt53hS00/O+kjk/GRbQVJOwgSPHlYdyynutSjFc0zm77EvFyYb8og3la96KOf6tc16376U0ypM0Wjd8cSKn6YgnkTWcLXTDv8rbABCswxpbWcUi8YpjkiOqQQSDYWNurOt07dxpSkHumU3VGunmqxAF07LT2CpIY0CS2PgoyJomUCjYB6WamowN8nM/Gj7IKKE7fmrnUYi8TvSTmlNZLLu/2fvXZskuZHEwF/THy8s8AY+StqT7ux2pT2NTLZfs6qyZ9rEJWkkZyjerz+gqyIi4Z7p4e4ZGVXdDLaZtJUDZDocDn8/ks5zf4/65qZ6qgcHFBF/5GYINRAlGX+V+UQdQd4XHCsCL0aVM8rgAr5qdqJxxeMowWMEVWz7aJhjmVpxcqFMOifBHY9mFEbh83bMhx+niUOQ4LEoH7a2hsiMsnhyBVCpU9zjvpdlJwaQ5SIQ1xmAuHyynvgu0h6LttPtfRGGyVLnwBhHbQrlNbcaP5gkcatVGNXVWJAc+W9aJqwrjGmrchZm0+DGdiQ2ajTauOE1QcjPBHACYR3nF/ZIGHFayiiwFCqMyhbbd0Tal+50D2Y9GI985dFO1jIXxr1T+ppeZmUgeh0ax6kDwAUaHdOUkXHHdtUb3TTf2rJToIP7YpRmgsyHh0OJIg8AcJlxXXjH+IBb6sAxPmC3S/5Tjw+4u1F2p12i/hQXHOetP0U1vGbD+e10S9XGRYJRH8bsuMZ6w24ER5iubQLjooL0DQo/ux0ucu76yL662+FGjVzqKXtN+VH9QO5oZ/JpsxESJU/1IhcjJP7LuSLv+ZX27fhPp99OT6df3/bxhklU1f813vT6NLabJvHpnpkRjF4vS9/V6SwXn8yKSQFPCdh/m3d6MQk1zlFLauNnFXPmkctHKyqLxFSafE5SAPPk3FmaLs+frDT8tqJi66QunMhA57M3I/s9/irpCJLHWv6R1lfIhxCgcO6JwuzornbOoGSdxNJ1qtQS5EbU4yiL1atB66AqsXy0gsS5vxoTRqt7KWH2ryxtaKZPaAidmZIxmBD2XTz6tIjWAaZfn7QhDT3htp4ygqdVQGszgVXqAeUun2wJoTPa4iIz+6mXt2V4OBSVIlQIlZUIkt5E/et3XuJ7qLesDrZoWbwTFbfrIfRzSGeCcPlkhTsViduh6udKReMOMZkkZdmVDpVJMPoeWTJBXiHUehILzIqYP1lB4ShpMFSJVul6lyhrUJec+4JxIPRKZU2vTVazWpDN6uYklP1kXtNgBfy6TF7o/bQ1EyVl9N5opfIdt5wkCq+fJ7FsgcMpGrEKoQCFYYrY7CeU6yULRl/4pC1KvuOSnSQw3npoaHGoFXlGZLq2RiTapzwR3ToZwnCuJHG+QqhUbPQSpQh6TfiiTbC7Bz7DR2Cw2k6+dzyTuVk5C8IIrDzY+HOuvZ6ygdQB/jtE5DiVnXOOFC1oVLEDhFnSaio6bf6Bt3NTzNlgWD5alUCiKgpZZIThKeV3cYkZUp26kFV/pTFJBGIBUwx2MAFjFCVhjaB1Axi0Y6fGXRcb+gkbOzDXIJr/ZtTdMvTelZAGK4DQ6q1arRISgiSO7Aa3t5OvFZNIIt3aXmh3oNDMGVOsnA6tFnKNDG+ZZD0Oq+YjSU+fc/jkzukIfBfLJ6sQSvK0vNZRGgc4K3H5hL7lqt1KujsoLUZRoA6g0EouOWvrR/UvuZr6gkKOqG1GqxeRXpSnHMB8mz0czUXS28jptSCtj9Rlib0zo3tPxTYWiXWwfQ0tv0dLjnNIcSI5r83ojnPFysL3pk9WmpF6SaVdMNwSiM1cUdlOSGHa2Mrmx3q+ksr8vjkQ+i1dUbx3m8c5JeiRl7zULyyB1MKqucqjxO2t9zfeBaGg8kHvzZO8ZECGWaJj6buyXHvKPA0hBREOxz1UhP6WkxuyIEyZJlTsZxQnKxHBzkzn2U+ixDTpnsxweWa+ZVBVZ+d47UUklWUvyZw59eDKdnOtYyTk2MtHq5QoKAar2qoyvTpNPukFi8tHKyCK5F59gyM1NtPModlpg9GOlLpHf7zQynjCvNfY9mzCUjUj0Lomzv2u94swyMROfXpK16jerGpjRPkMKY0TX5HXUnggdrjukSoYBYG4GPcQOwDCJCmqjFbdaGc3fqQvtDNIATJMWyYlSZPqNtNXqaLlmeLnx7J8tAKjnzu3P/SmsTORS4vVxBe85+i1aqReSat8WDC1Uh8BxDyRm8VTIRSkasWo9TXdEdDKc6kcB8KZvO+/ZW72b3SSbnlVcdeGLu5QI0OcC8k4MLo9KjwAhF4y2rFqG7qngtkNO7qSJR6yKoSU2Vr3VPE0a57/nJugVKYcqJ+zK5LnnArb5gJW4WJGLPecWYTYem7ybf88vkMiepZY1s080JbpQy+ZIAYkEHzV5lM22sQ+KPZrdhL/ScWhssMpLiq5nVQA3jKfG2an9SVjfi0I2AsaO1UE+q2S8tgBe1E9WZ69RvuFw+MoyGvUcxqMQrZ6aCWJLXlUR4XU+Vhe0kCnipOotekzEHjLJ6sQOhEK4965oXHuSMl8ycqaRpk7DkX/BNwG+b/ubahS2Xjsi/6b/Hh8EV+PBFkFr7+jPa82OlY5nxNkklttnpk+siODsGVi6FjaXbcsKeIrWlPtHnPy4j3wKLF/K/d7xzfprnLBfX6fBfLsOny7NTcLmJnS/O2uJoreKmaRdVOPjYv2+2/4Rhn3JoAwyns3VzEVHkMedJMGHAD42xRSzqfwFFigj30N5y0hEPwcV5xIoWjDqm28FvRDLEPE1gofpigfsxymhxHWcsxfNgn4qM0+uudQF8jlKCEQxhWOckdDntsU9pSePr/QJN+aVPQcJoxL+uZ88ty/bTfPsLz2tiVMkWqFtMo8uxU3H0WclcfFGO3bPvUEVzeUXpUK6iEn1wjODqwgUetjJHBEiV9RylNjNLHmYObAy6LJJ5Y9WUSF1zloLd4rIAZuCpqRBG2yXsu+BmJmkUa1h4IARNM/FK5u8y79zw459/3KuYc1kmvDP6bWLBed5H746UnUOC5MQe/Xg0gbx2G92feSdf57zlwDVGxBHtGnbRvObd4ars0sBidw2lQoWA7DK4Zxi/ea2XlJx6sBcIYbSRL4Jisylc1bYS4PB3HeSBDX2kc9EjYU+RBwID9qp3n1oLFCbz5JgjLVfM/K1zD2wE1/r5fXCRCnDhkB0cLS/KoOLXPI9JgDZb8GKQB5TwqNIgptZQrKsek9bKw+7kLYvLrrAKBQFmxWwnWCtu8ScBqyHIZxFIEGRfVDmXXLjRF171DCBnzqPHVRJEiCU/ebVODNi9LnK4fSxo1Y9IYSECR4C9pn6mDfdMfrm976MQrgUysIXNUKQOclqlUctXJYqfiJMg9i1N6tRnQ5I4KtaPtsarQrK+qjkdR8TnmrRsJNUtoIc/bWewXQjRLo8qiFTiNbrcgQylD3e/C9WtEAuOy0mNNIMCuiuawuRLJQStykOuCkLsIcK6WE1UkJEyWt93LSBqrV0AlwV8yjoUN9twS8uBRAecC3maG9Zsa0p8FmRP0g2tSzPYELotGJxmo5EMymuJVKgSSLID8MeQD37MDWBltDQvNaaaK6SiNrBaZmORpTzcg4Tnsz1Js2i8ax7Hiw5IYhUicRj1VYKR1etofOsrA9ijQyax5Lpz3mSpSQqVVX22jeUBHpY6390Y54k91p2si5xsqSzSKJbdUOUwN809Pfq+XqEujUXHsinRk6Vhr5klvPZCQPjnKhqmsJmwt7Ki9JxoLVWqxG4CWRK1wtvDSMJIpCNfGx1jpw0icJ/1WLBp0yaqzspUI+smffNBNQmKro/aRAJNyatQQ0pNbPUmDG7eoWMl7E14ra7lEpy14UECpbMV3eK/AiL67+WkHtIm8kgxc9Ub27TwfcKAJO7VHjvldwsU6kxCU1OwHvlWfcOlGNU1LjjvdewcVamUQNOzv7rEj/DWqJr5QTMkdusFrsAbrjjYaQOVWqVFEyFA8sm+nvFdy5UYI7r6Y8B8BzPPBkgszDqBrw+lwkZ01gqJ1YShUwiOQLUrn27HxmvIcpkkbvkVR68mUypbGCh3p74OvxEvJso6yVnHEcgFzhOS6MLMfU6IcPa69X5tUd1de7C/8xo1fXi/bg8QRfxZ4IOrXkCwB7gSlcRHlCd9wucuvxqM+KdEJj1P4Cpd5lZL4zfXANpllxoRNhL2pFhy5eVES4s+qoKbxbVqKrMTJXkFVn5Oj0wiLEntqprHsZRUZ6Th2vh4yFF8yQCTVX1Jn2TI98j7wkkxpe/TI07zZmEeG5XXP8opX5b7fixzyvfBZRnVerKokFHIpmiGhOLWk1NnoKsmtVu0tBSQRLycsyE8NvlszMi3cL71Ud8GZCh6SY6GLV5pkurNyq5EXYU/MTiD2egjeK4i/Ndf5Qdgc1KCuSFF4dRzAwv9TwspqbvSDiyOosGqXxbWTGbX0eyhQkrq8MGt8y1qeOl95ygHkDk8SS2j1rewywWL+sljSpfTeaWFQjBgFsamVDE06RwRb16rfmTkVcK6o9Ijqzz8vKROBr+CCdxxJo+DWm7pDWwihAAue4t+lYq0Do2ye4nvW6eQT4nDQWQUfr925nYvpZN9s3iHhYR43p+i+6afz0P36qH/zL+fzblx//+vYQOG01Gt9qH7xSt7Spxqf7WmDAq7rZPjPAoT7VCFB2R9L3VUzzQk6gLmkHWtzRPTPNo6w4EMap6ELMefXdM2UQOm3T5ztuOQ4iALWTVe5pnrm8Bt41qyZLSRjyzclSvQzStU7W+NhGNnoi0WquX6lsP66Ant9MebwNfIyTDXdt7WMTe72kLfntIyzfc/WyHuuljYIz9JTdv7D7NcazsZknJ80cRJ+TP3Ts0w1wLML8yVq1LoW0YfQdeNWeVXbnUwMYJtWamZ+8N3zRCehu9+sVYS+UQSm97yA/AXxRxxH10C3PU3y3j7A7b3KRMvTPNDjlRfLcLjBhZhA0otK5DooCLkmvOG0jO24KD4AsCYi+zf7Rkb0qACCDTTt9Voc3w28O6rzyBWgoTfQCnI6JqV5mEZhGsFnsQ5W1arQJJkUrh1qoaMyZt5E2zAaYewbnnETVaAWpe/K0Imjda7U9JjW05qzgFbTZDLu9T8H45AqXjtNqMOYl5qDJyjegozMvUcnUb0D3PgV9ztWcQ4k1Ac6U01QVdBaihNfqOIbmXYqmtDntDDQVxiQvU5l0o6SwKDGVwq46rQw2rb6tw1sIkhstO+pocVIImVVYulegeZ8VZ4Jx725HnPkscbcYZT9e5Qt1Ati81n5SvlCJVPdxV822pfzw7zTuKA28EUAWjVKD1LxQZwXWQLQ7WgO2CCgtaF+B0vaU2HdeS2lK23OUjGbxu8pQy5dTYU8vh8j/An22vQMZZAEm4PBtAxdVx9KVa7SW6HxiYBthBsA2WQdLE1XLgk7CsNWkqsPccnO8bIXuVldIAkQSRyW/V5KExDKxbD12K5KwEuiCkuurSUJgnYxUcggYJ5Qm5Ezw+F1Jolorgsht5iJ9I5JwIhfXngSx3Buvsx+bICzMMGnN63c8mBUcK3Ih24gc5gRaJv/akyCsJLUF3ukKQaAh57qcL+XBpjgAU1IzHVpbkQSfXKuOsyveoiTk7qh5lUhk9BnSvux6MOcFVkZgek+2EhgibV7n2VELDMEzKgJymPX8afOoOxYw66a/V0xO0bG0gTsdbN5IzOE9sSaCzHnt8378jTqte1QJmxVoXXvjTWRvd9TGzUPTDwTvf/1IuubC/7Ck61azoTsFkD75hvTRpu5DwLi0+Wm7ycbj5GXrSrH+cf7lx38///hWaMUqw2q87Os3vZ5EWofFe0wRuM76iw8ZSGfoQlxZbgGDRWQFcr8TBQxebilgcgbuqtybsSurI/XdrQtUf1KCAZgIHWcmUmi5sh5QNRzVY4GNZS35/Xh9pPBuCsQNlJtr6ytdEOtnOl9qJ0bheuDFhJdlwGUtb5RR45NMjxyCpXy6p/Tx7M7+fLsglxi2k+I5dfi6mcW9+MuWEA+Fubtvnr5JDE+OlGtBk+P+bJ7dc+BgR8IYr9GU+RhEyMRLcskzqUZ61g/woO/Hz1N+Hl8cBz9/ZqlHXtOfTe6tctf7qbLE0/hkVVQJcyDuUt3EkmQHTn+253A+c3ATHVRrPQU8Wk7TQURkQ3IztDyE/ts3oJpQPj+NHMyY+RpnaEiyaZ29e9MwjCQLQeuTJ+kMwZMe86YMBzuIXRqS4VzhrgQv/toJq3+CtBTE67OurH8T1VIK/d3CwdKEeQ07G6sIfMIRCvGv3Ud7FmJp0oHrPamgIXDsuDXLkVCO8LB3i303DomS+6vY3FNWJQvFA/lO0HJHirYExb4L5Lcjf1Dmh4KNkZkFeL3P5JO3UE77Qn4/Wp+s4DRLGSvPaEHrw4ptjC6eZnhoPZSsu+oRIcKboJ50NDDbkPQY4fXJ9pEEqHVEeFPsjBaTUCbkik0CaBYUB6ytj7TN06ABev3GMp/ZjI4VuMFqf0g9EbMjB9xhDCA/1npBiUkEL5KfwA6ASzzgjKRuNGgrc9yIUp5Z4EVJpYkPStTpwpUxCq7V5T6PHdhfCQa3aIkZoV5Je3vg8rmS/+rygjxbpFBBy7PydRlII4ZHIxeuOM5FqHtg6CjYxCCAziTaYIHOL2tpTg1ZnyVv3mTUqIl2KGf4/bSmh9dDbUrXo0rSE+620AnnGOPLJTQ39WEk+rWJcZqm+ZUI+OklKVFG3vJVC4MndKQ4NxRiBdXwclKvKDANKwYKmAR1WZ9IroZIj7bY5lYEF4KZMNgKPGv0FPBoeQ47UlCeMMXKySCdY8tXTeemTUP4cqLZ2iNyCqfzE6uhlJA+pQS3Rs7co27WVthykHKkZrBWH6kZR2rGxNG4UfGH9d1uR3izH5Z8r//rp39vm//b589fnt+Ws1K+zGsf+tfDPCbhqxiKYIHJSVydsygnkHjCBSw2hLcGLfbkExvJ/ErohDOCbwaLKTeORX4OiokAIGgWAlZnSkfsecdCmuvv49M9qUt1p+lzJbgOxXJyT6wkCz5honzbRCbn0hijXgd8SRv4V19O4Sltiw7ROwXo6DF3//lCqnYey3FIAvINPCduktHTs+UlGX0YpgjaNZetUXJ+Or98ZqEEGHGUz65bGQN1QAv0F8tempW554Q59fkpPrMshxTAfVPoMAHyhEicEq9OVKkABKRsjhU+hbj+4gvxCMDSRD6CkNm4BktL3BobW4ZrINPIOreIgbEawwvWzI54Vi8T4i5hzpCzqnME6HYOTLeztexztJ64m8wIYzmfzMyvWbABB/fDCcBIBsHo+kwow4hBEm+Klgz5gmB0Fqino9Wxj22c9NHGklj5TitawoZGmaPSCgAUfuMU+tO5iufMwQfS3uyG9q8E1Ztg5D2doof7QvtSvmv3xePce29JjJfOvf+3/vl//vjb+Zeff/nyq8i9l909k/V4L8R4AsUgHj+SlpDtHwh/KWzYDYIzvUpMmvYOPjyavaH1JCFnuNpRRhNaveSyX+cDgJr7bNiHueJStY66Y3B9T/lkeJUlEhoCSAik6U1jjCJkQPMbpC/beOKpOqITXiM52fpHER2fSiyPSkQsIcMcLCdbHggmAtnY5h6rYEIJZxatyI55P/ujGNoKEj+WZwLStdd21ITZhjz7782BwBvITsVHodY5KeTSg0RwjsgzY/kNTSir1EAN98HTukErXlE7ezJNxPVZRo7MtvH9N9t9fWOitKGk7tuszAIdBa241U20UKIwDzY39VplvV5HpQpXRg/TM0a67gCud3SdQgwwnUOLLqWfa0pcZ3UuJw6CszTpUpw0wgSiUUvEylz8KGjWCntz7euG41fh0FITXgEsbaW9C3C5ixK9NJBaGH0KS1lpAKxCuQfhEYzElDFzK335EYoAsWSlIlibySuDBxjJyBx5gChAq4ToAq32A8f55uH4M78qsz8ilaTLx9zK+aiYNsyepe4SRDoJeScg2zXiAsDDQKPgLYGYLpVmKmAca6+bQn5Vf7TgGzIQIGDfawyWhN8F3Ut6z0DA4eZkAv1R3ZyPc9m3aMabNrl47f/vH7/uayrdqzrIcti3sc1f6ez1NFt57JMbXI/llIeki2jrrOjWpoWv8eY82D2ha9UGfOhS0OJO50YJEtTFcV/UpWEUZXjsSnVVqgpQtzNwrd5GYASOQ9FBpzNQs+jBVuNtV6rLSQJd2PlNZDsYwYudeP4NCdl8MkBEmqglVTAMnjf0q0IgodSW16d0MwNss6CzQugSIAZ2HfKnewKlIYZz1NQsPJ9expfny417SHll+2+BV6u57PYb3/iBn6TmOM2EKrInuQ10c/bQ+qMUzA5vj9JsnC3HD6mbVg8Kr7MMo1LHAwjjXaef0nKZMT+tMgBKyHkc1onUY2Or/bvvU5Dgzqq1dx10RgZd2uhmmfnZScIWv3Y32k+eXL5L1quAb3aLrsxPn/v0pvMPP3z5uX3rZP7necrK7/MHuT/HLBYnSIc+LZGb//vyUj7TwKSp58sEzPLBxJ4GD2pxgKjbNtsikOB6N0zzoN7gDUvBwBuuPCiuMNBMU4e8NnMn8npyHj6Ywwdz+GAOH8zl34cP5vDBHD6Y94nbLFPGLqI2/1r//Ne//fSjqMwiuDcGrIvafJt/3EwCMrM0+gMg+vrbGuH6YCWrPRXR9nA1mTW0XOTCVOmMabwh8Cuu7/InPr08+5fu6Hy/SO77W/BvMu6MPHCbq5S1QY2lOZ2enjjYEVKiCJdbv6GPlVxflTwAraOzRxJcb0g6KYiuDI09j34AlskIWsf24tOxlBXjKwL48pNKzCmI5cEkt32zR1NKL5lFFq2wE0BOJkVdWU8IjisPkC6FaoWy4H1TbQCvLCeJ+go8GzvAz6fz82eWa0KGyWp6w9dCS1UZJtcv6n7U2Kc8Pp04qKm8BMBOFjYbBLwh566gx7oiMi26KZfYPQnfoyH/FYTQuWZ+RAgnDbOAEKJl3dwShqlkYboSJ2HdsByQL1gCECy8ONxYRL6hqITOANwZntgbvQh3KkLfyiNcvv53CQFRMnF6ebZdYvdN7/Gai9yB6ILvMJjDkMF4gDL0KZENSnDMbST7JhGAuZnp7+DvOd0THrBl16ID/jluuzUjQczO2+/ntotFB7SDRQf8k9x2gm3FQLHgN37XGR7vtjfju77n1mUrJYCK74qJtybb8IThT8vFzZiHqcB/MaC+JzbetE54wvSn5ePGuClsOGMjf0+c3BiPDvihMjTGftzDEbm4N3LxEFoNpzhG1ghXi3wE5IzEsuYiAKhHmCFq6QpyyJAkU5C7gvIPZeQot/S8Heg5oea5IBw6ghw9wqEnp5E55CMMI5u6mH4qXx+QZ9GLlAKcx162e84KqjpXqPd+zLjskmM1CpXCLsPMB3ocmLdT373149i5wJkp7w42+l2zUX6f5RRfeBkBVadIAH6tt51XJtH72qsONKULc6KkWdnRR9fLSJaFCZWth5aXWJGbHYbb+EEAUIIw/b3W61yCt+j7cBcfOFCBYFiYc6I71cZ2NMURo+RKe7tEHdXh1TKNEpz5ldAx4n+6ib6gdOdG7KznNnEHDLserrldIw1ZEEEWtM/ZghdjObAZ0ZOJow40JqcB4kNEmfU161rh8UrsAGhOItnopr8WBVF81pKAKqxb6VMipkelmAbkeYM6AWhZUo0HlZsVNf6BTeHf4FoSlf+fLz/9+r/eTszrLPOmOL4eZLsUZcKyBGOwtNKRd8/9e3L8FpxJS3+8clAIl2Sui1aB5ekT90Dm9rxL0Swcp8QZt8oEwBYksPFbgX+6JzX89PTkn7tfYrY4oztvgcV0w70+tEtY/jNj4mXM4dV0kmhE67ceMolLhJnYfhcEIny4jX2P4Sm6yHI/rYDyTZLJu3YoPJ7v42NUT/n5xEocjhlAvmLpTrKQ4UWEa40hHJQIDmO5HROZL/4lvKQXVrRBdkgP2QNJKXi9oas+riCG4psraBTd0G452qyppdcoNT2IVJPOfWOBcmZvKGfAE2VmfwrHDlDOCQgAtBsenB60wh88mZSjRyDKWH6IJLCbqMlqkKSysuPverbKVvx3ciHNGVn8tStT3K+wjh3Gaso0EQmnuVdrKVCmF7qvMVxODWcvsJuwbLEdCBFQ4h2LSY9dycBXIl1OFqYZ9do8koNlRwemh4jX09NP0KhK8fpAXdE8RUa3OpOwVJaQ7lpfDH1Wf89qirkhLMpWVxqiQcmACBQbIr3BAVQqNqyAZO5ZTuGzQFkhW0xqyGXCgnY5BQpEoWyxrEL5PTNleXPtDUBdI2KtGodUX14Mhq9g5qKETTnzaWRDppxUr6vBjwO/X2nUxgy049iiYBqb1zrn1bPiJmrn1HBqH4KysYIRWIBWZ5zCyAEPMmsEkYN+xuPDmYc3fMjGnYktSvCmTbLKALbMAi3x36juPnVgFUlkz1CzWqyFU/O0okP5mlv3UvZRnO45awnTLFOmWC1clBLEwTftmHMpl9bdHJ1Al2Snc4YZawTXWpLyUStpbrEOWOxQ9x60k1BzEsjepoV2RMf1O33aLpMloEFJ/3z6+beffq4fvZ2Ml86S7au69nqOreYkAXzB4bFkQI3MQIc2bImUpwQtJ+I7JYK1VLBuwtqi8lC2PVptoPMVbEgebSDT269scOSGnOD6vsnlozIqntPzy0sX9tt8fr2EmhAWyErCFZyRRN03O9pkdn0KrGEmskN+aNLj4uZzK8Tg4AYDT4Uu3//V34+bEk/jEyvJRsI7hXiU0tg1rr8xXp7sU+C1qyzQ+b4y8jGDs5JDHNHqKUR2y/8HQFFpJSsv6czCSoCAU+LzbqSQ5IJgKWZjtJzy6ZRYaMGgPxItxHIESdm8jhiP1bjd8hXzxgfiBY75hWEFCEzZOLNxyySTas8geStCHS3N0fqsM/7hcIhbffr7rInWx1HgPNZ1jYe29S3zFYDmlmk0rFz4XW1rYwV4UwOnnEcyisqFWtVkpzzcleLC66MM5WgbI6Zz3OjuzybB9Rl9c0n4Kg1vZkubuMMHz+zsLhwlPGPKPhBDB2nfMInfia7WUAZFfRmATC2Z3nJlAxwY/xjTbJtAcg751Cu0N2UidN0Y0nmDVtPz4DFW6C7r7evgBrpD9pUNhEy/YtBvrN+ewzmdP+swT+PSY52VuikpJtev6puoPzjcpd+Pu/SBtaxvIF2JANg30cSJANjXBoOv57irnJVJ3XT5AXwKdAInqmoZ6VQstJ4icC55W9Ci0QvWGlgaDZcbtJxIF8fLaUnlAPNO3OqKT/cEAV7O7d/lL3HlUmz/OAz1kYQx+Tbn66ZvEKw2j2hpFb/+x5RI6GjPp8Yz2v/7dcXrHTKQ7BJEGjn6LfR5vyZQWBtBIqnvKBNM3YAqCF2gEMHyAC6k//KAig4oj6xJBS4P4+0vxxUNdAWEyWiDTxT0MU7z4S6xQ11TcUOBacJ5ah1//Tcqi4aTZc0QKdbqYFqnCUPvAUQ/EcGONnCZorY27haqmmHoNWUwVzYMBWoF4+Ap71qVTrCCZW5JfPU3qtbk8G8UKtm/mmwmIvRm4j18zSWHv+KHkRygEtCWVgfob/9KFS0ZWl128IRiF8oA5VPLe0rEleQhAagqMfZGIdDUwtQe+cLCADuQix7yD09WX1S2l8GtQ48MnN1S1UdoiFfypfhIvY8CH1UBhAJrQvOAuOY4UG0lTQSE5YATGv5CGiLgJhXOTDnjq6aNHpUbxkj8ShWQGZ6j0hplMYT6TuGWCiv5KwmxFB9pbCV8fJcBxUPzOA8RAhZJ3mjaNFi4pQoFgoJNxryu3ryhztImYMB7SeRbbFXxmFyok9SX5cFD8R6IEspW2saNNI4x8yrNgcY/lZtwrAOCtVrT0wzVGhSuNW7jEvMtizMKqD0htWADdGbiNcO1wMPx6KqKwi+rML3O8vAkRRP5+eRZhzRtprvx/OBY1HZR4w7/BpE7w087hcbZg7seFQFkqpj0Rs06nmPgJVRBnYXNQLdyr6zY5hskOTydXk4s33gM0FZzutgT6G05i+GV+g5+EYWh1J6ETM6+TwWfH6uOkfkJ7YZsoIHLX70ZdCfRXcgFBJzDeEdZIQURl7oQQncvZRQdJukS5im1Ln/m9WZLkEoypbVmC1avFLN76AHwdqDCJhbdWxi4Xlcmap5j+8dBjcjZjrzFkXputGuZ9PnDAMH9GMmm/eNgRHTIh3vnoZss2f77N5hw8ey9Z+WRC93ed8ZEKDRe8airsPKuMd4jCgZu/BuMgu3Zp/ifvzyff/w6TOwv51/+cf7l9X/fo2Xx0Zj4j+7PozHx0Zj4aEz8PXQ2PRoTa9Dx525MfDQ+woR+ND56vbSj8dHR+GgLzeRofHQ0PjoaHx2Nj47GR0fjo2+p8dHOUWkbSjhfQnMzAtS/asKsACvJuQcBhnLgdLiV5YHAJExWQ0EjMncQrSbLZzwOSdE1XGg9dZIP6n4/HCH7OLKznfJcL3zZ/3L+5flvpx9fvvz65ce/ftJ4tKfr03m0uz8YjrjDA354wA8P+NYe8MO9/WCufri3D/f24d4+3NuHe/twbx/u7S2Zx+HePtzbh3v7cG8f7u0/k3v7cGgfDu3Dof1N2LR3VJJTt2hOfszdC739mivVfS4vnJtsDVIhGnWyzyAmyeGRSz0Ah0cme/vGcGWBVsdQHeQCkaw+qpQq5w21+NEHCRKzzJDtsJevun6Djz6KxFbqyV4UXOa3FX1+MueOj5x/+OHLz19LK/7WneD3Xg2a0QDQCXsNsiuv4ssTq0qvaljgAnV1xKW/v8LiDYLyW3JENLCLYPnTQw8xI5DFFUgdaarhvrn8sQcRdFlYqTAzsGtaf3uPPcaERBZVbVzxiP3Yt98dVCN1Rt+by2BhnIaFJEHP9KmP9/WbntqBzlqX1kCc7fc5Hjx9sNKBY4KAVSoOah1JO8KAoznt0QyIJ5sbAWXUd19wR+T47wI9R9ENOieYgQX9zDsqAh9D66tMNOmHtwS7GhnlLSndJ0bCbgxZ728iuid1zoeFz2n5ZK2jjcTNB9pikDdl4azyVnqs6yTk0PHczeNhT5zgXaVEtuuzDt5YCsrhDnOPq+XGCvPGFihYOsj7z5d09Q7eruUicevLy8sP599Pv7wt5jWYrmIif32Br2fZrP54GHu+EuzU0k8cqO1v9UaaE6DS+ed5IUclaLEHjdczRwKaywA04BzLCM0jaHHKP4sHh/E8dmAl54lqTOugS+MbdfPiBolsX9qoGvZJHtVkDWiHpdJ8VeoE8tKMWuiSBjpTJLTQ2vHSk8UCpO7mQ9qXgJrTSnAkpycHFXxNHxe8Pvj8HlUCH0/J5pfLX3pgHhPyEKU3av19vsMOZ3GEr7gAOlyfXBVJAKak6nmMc/f7yUOypgHYJn71Yl7imddlCYK3mXxkie5vXT72xHbnA+2P800rVaRpE9CbKGpVQXW0IDpcTnu+iK8+IQFwnhSrXw1ZrMX4/c7zbloMy/95txazUZYzqyt2lS1ohsQYB2XrY8DhWP4AKzMAWk9G5WVC/suDLsigKxtxHSZ0Iq7TZmTsCZ1JMujUN6uDLg6SSIX+ZnllVhC65V2yoINv9mOmtXzTCsjh1fl0eHUOr44YusOr8/14dR5WS57mMpolIPFfz7/95fn0QyseH//L6bfz76c/3k7PKiMvZbMyclbIYhnvNldwgUgPlbbpLX+tJUfzoITXlYHGYLklAfmqaXTrqeSEAgfm2UJ+OVofyD75TWW0PcatcD0ILz7KoXk2Z3d+uvylm6rU2Hc/5jZBP+XPhVWeWS2oHsVkS3t8JW7c9AoBNCnogqOUHvv89T8W8q/kWWsHaJpiwUvxhsS0hfm1MJVn9fsTObELfX/0PTwUp9/GiZw+p3PmWRTgGfAS5WnGiBl0COSNbMrQ73frpJfsctoaK1JxAVlooAcqruJ8A7yE+o+FFzkFSE+7JmCkFLbFLBVoxV+NSCno6t1UFji0aCWrt59yYJUJXSBBfvp7JTUoCAbpqKvDuZWxADZJSaR3PT/evLAAwMbHms86frJV2RAez03EtfmjvJnybx63evEWKPPZTyNNL9+OVd3sNE52vtr5gxXrdHD8UvG6mnS+DOW9j7PcAO84Ij+thA5z/deZGMQQqecX+9KVut2iL4/U/6Is3Y4wvTLzEkaDgElpGajGmbxghgFZ8Nv0aGNFID0/GdV7JcY8vM3Iu00R1iCtbVUlxlSJut+++UAi1F38t+M/KQEAU+lUV5fA7YYExHyR6EdwaCKfWAFwvNZ4RlAeB4seYJkmKnLXNwICZ7nZAANWFVhBI4ekhI7fyKGHrsSB769OysGe/H5APXDJC1gWWTnz/Sujtq87bIFKouDGT//rBcMfdQUpemU08BlQBc8Tx3GDee/jLDfADCNLqBXQ4W0Hcx6mqdyTNFiJ6Y1VbqEdO+vxX2vk+CyyAkgZJg0J4/sfabkJ3pHuMU5u00Macl/knux03zfpwaIdRSeT7qEHwy8tT26gBm03JKT3P9JyE5wjwVt6H2P15J+eU5fNSMgpVggsjUMCb9NoNR5UNMi5iIpZJ3iXvvedPhq4BTsc4MKumIsyJu0+MuYMO/Yssm7P5fPp1Dl37tXr6rkieC928Do/+hRpuOBdhZXUksyUY868+aBlrloAFyzxHrUyJe8eAAWuSvXb2QuBkAS3SBV4Z7kUBzA7u16CsluqkoPNuY5M3h93hW7BDwe6tDPuwiBohdI8bR8Yd5DuPrBwisOEgRm1O/OtOCnyzEdjdB0q7gHQCu4+DFnrtdACOBemPPbp7IVBoieLUi4hX92Rhdqt/7NkoQps7HROz4mpy3xdy0uRBN15b9FhhgRQN+q4CmjexfJ0JEnXd5j9pA3OMjsgJVFL7Y1C2jysCboYRa3Zb3vAWCjLo2A8idGGCVWglVECmC6HSvMCihNErUykWHnOQ4HLdQfhKa59+C1HQYjYgP6CD4UsFclDjsoMkMdDlnfEWXaCWT4VsjuMENRWZVIppgqh1EE2h6qXPI7uTQgiHsWArnSWzhoe59j8IpGolvnjCBSIFeVqdIODiKW+3xgID125MOahD3zCrslwfYD4MRQ8xcPlgdKXgB7ikGZJ/FIa+nRCE+mDoItIPcUCRgpzhayjEpxwI/le57VpLXfdwVshqyMKXK8VpBr/hJn/Zihs2h6PXgOYEemS2qFLUQWaEeTN2EhbJSO4fgccMNgEA+RSaCaR4Cum4UFMywKmRXelhUMIbVC6s3nV/DDbygs6glbQdOoUAG0+8jpwfG3aCnAOB2Q5kq2bmQAuKIIskCtQzCTSjm/tTnp4gFh6sD6BfhwlZnEzKGBekSPPjUaxOEO+tAoZwCutHjh0b4X+fjhJ2xkSfj8CeFY4kYeCzhlyvYP6hKP9NfXresELG5FDOoVahIvkeWf0Xdwv+Q4MPC8o5JTR9afdivj/5V//7Y1BvWsBv+aPw93arf+zuFs/3VP0/9L+dYyUW8xf8rlPLjyK+SfcpKdsMi/qfhTzP7aYv6RTHzM4ivQrVsY0+dHFouMoRn+9Il6E6YOI0qMYvYftKEZXvJjvpf7nKEZ/3+PsWYy+jRbBlAjdqzpqcY9a3KMW96jFPWpxj1rcG8f5zmpxjwrbK0f67ipsj7rZK0c66mYf2pL/CGB81wGMx3h+bfvHoa6ISrKUTqX+3RrWs51+nGPO0BHyEXnzVxL64Po0Ujf27VcutrROEIkKg1NOVFfVt+UwWL6NGGapshN0C3440JWdcWcHJ4AufmjcQbp7/8pFfYijJa96iPxx57r27CWjiALIydoBvgVJPPjKzp0L6vMqfO1R/7z2wiAkwd0dK+8r6gqMwiZtQa+OH5ZR4KetoiTsyqxn7HAmz5h9MdcmOfExlz8w5hDNfdNSrsDIR9q9Ar3CkAXtfHXh53ug41dH1Cef9pZwefB7vKydEAjJ7xECjpreejq9sOKdU8Eqy00R+kP6kbJgweJAOyh6MLzZPKfqOY+ZJZwf6XF6r8EnH7fG/6hLOOoSLtfL6hKO6qHXr3949dBROLqkWx6Fo5NwOgpHr7Oho3D08YWja8zyaKzw9v0fqrHC5iKuJ5g7Gm58w00etE/h6K919Ne6BtfRX2ufF3D013o4ZEd/LcVt7tdf69NmfQOqHhLfHt31xgF/+advtnHAR/6DnxO43NBVDob8+/zFLoJgAO2kdWGKpd/QsOF6GhacGFj5iBeV0PtA/wLakEYQu1tzNOci3FBvix0d/PSNdTiIGaRHrN5P3Ph+AEDVJo1cZH9zXQ5QntxaG4KqfPfvc+0XoiPfP/6Fqqv2IH36sJ0OVnjbldRrQ6N7Y778vt0OVg+L0p5huoiYD4rR+ZE7HrynmIVND/xIr+8dLt4AGfuRGh949XyGHTofxFGdGYyqQVnA8fEWPXjOf7Z6SxCxq08iEG5C1PugPSHtVIsdeh+0fkfEcVDvg/2PI+p9gG7nu+t94MZvzvJBLRCqxB917G6PHggRHucDNUHwiRbIqAuCU4u9fdogWKjLfaxGCJX7ZK1Kg3QaFniiVgg2ToXBf1LhbPs4ahvCRXjkUTOEuj5opyHu0AyhgleI46BmCPsfR9QMAd3OwwaTt0dEaDVX2ibUHTvrNcK2CSmQitqVtgnvcSRR2wR0Sw8bTJ7JxCXUXSEXZf+bnZorZNACZ7W3wjscSNRaob+fb6uvwhFD+V5jKA8xDr8GV1hO5xQAduisMrScblgK3BqGzgGHacujrgcXYTOn+o83CVMGuQVhBpJzgsUrqecPR0rKLUShohXy8usjKL2uMG6FwZXLuR8nuRTXs7mbqXTQm52p2yyQnZLZy2h1JRUqeRB1E35A0ZB99qV0nOUGFn/86cczSyZyRzVD4jOjiPXQeeKA/AzI214DhbwXCIoNIvZgRKBsyb4f+IL34oHvLF2Dgcf0VOFkv7oMkVicoabV0scl65smp2rFsIV8lUKPuyK1hE3RhlYS9s744YtaESlUhdb37zRMFvI2yFy/rT1FLmgWVWGn7hU441qNDH91KzKlVoOiw1GJFZnAvVeSAtpqtYqSu7c0BjFxVbhst4HmkTTK8TMdhXygubMF4GzIsh/+Tvdleu8sWy1yyLYSaeKweIOh8d/8KKDkisY/3uAh/vcUsmL4U4IbTCHpB29w8f0xxBezYpLwac42X8wQ8s1LUcq4tD2Fbb0eiKFM3rAPaEMRbnAJcGiwAYGkVtX2FbyY2qyRMiAal5jaWlUmIe2ugEQjH4PkaAl5hUVACb83X3/8I96ZL76zJPYwEubIHhFoOUxhBQHouSnnxSMgvh6v9/H9HMlS6INH6z3lScHrPTnGcQ/s8OWvkBQsbC5iCLebFJPrN7Wn3DUovGw9da9VksD15EBAvN5b0omJ4IFDLD+mzMUURhbsYyJwJBoxkTnSX4tZJYn1K6/VyLiBSzJwtuTcD32uuzK+dxawZtFPbvnAYUgabTBUbxGsUltLfj/e4MetmaUgWiuGv6XfIrOGLEJBGxwdxtkDQ3xBKyUIN+dILK4tcjKpFJ/rN7artK02NkRPogNY2CRYiXhdMwnIKc0IJOd1GNpX4l4hNTJueIUSaExiWrNg2uE6QDTqr3oYhNxhFIK0LUN/+Pvdlx++s/zNWCuMZEoY3mDgWA54vwHpVnkl6wztQJlwu8pg+Qkc1icdncuHd/i1ut49sMSXw3LCGP2AIph5W6wybm5PYVwysgTcSlcFe8V2EO5AdcUgFwYB5WEa6ccUx5jiLJxys0oObgWbV0iukK0crjBUGv3X3vFKjSIGCuUu787ld3jMe7PIdxbN0aBaaAM68IOcDbShvoeR2FAMLE92jvwFvCGYwb2bB1oMf9M14TD6Ag6wuqM5V94bR3yxLCaKPE7zZS9dYZsilXFve0rlhJoONDONgD9ltKEIN/g0FR9e34D7IAQlhvaVyZjcqvgT8iAal1fIrUq/fkr0Kkw09jFM9c1LuYQRwrQ1c9/hHe/NHN9ZILtrrzhQBcZogxuHRGyI+cpjoH4BbwhpGCVFwpsKZDH8bfQYesujaEOw748hvjgWk0SYO1ZcePjslihlXNqe0jhgbu3JGw4BbYB1/GsbKg1lagMCqX6iw9C+0vgKtUUhA/I0LjG1teA5EZe9wkRp5F95wFbIIiqbFoK0MV9//CPemS++d9TYL31ALsiOdNKjHUsvkes70qxfXVgp5G/gHWHc3K4R+K3lJyge7lgxha7sWNOVd8GSIH4sp4xYz4wKQShdXIFXxt3tGkau3AFiKdP3XC0WuGPFnMA7WpdiageGqsorHZZ2DiVjqnMr5tkViljBJ6a61s6MsEqvQbVyAxgq5KlY5xhGCtX23H6PN703r3xvKd3KI5BiRWkxV3bUV0EpSqbiA+pihf4NvCPEze0dgZSWnyAWoYl0ZceKEr0PliRZXmLKqFj0tn+fgdTSFXhl3N2uUtqhhrP1BOQ9t+oNkaVxZUelJUfuQFBV+1mHpb0TvjDV0YbbFYrwK/jEVNcm6hL26jW+unIDV14z9GCsQxXFUG3O7fd403vzyneW0gWrGJaMw+MNLtCh/npHUH+jm75d2RHt5nk7AhktP8EVnXWlORveEdIHwBJfRssJw9Qjo6p+Ms1EjlbG1e0qolujUWTG0UlsFpkNKwlCeEdYaXyNoQpwQNDHFNGY6LyRcqOwgs4rRAdbOa4CtYL/K0AlMbuwQqA2Z/R7vOe92eR7d7G0k0Y0H5fOPcYb/ModtHHQ4CfWZn2hHRHewb4tLcUnaL14AJZWmq3iHXE9d/fxWEq2/eNgKaLu0dqBPm9//jEp5a9/0x2Np1/n9DlfSa5HrYDWJmChDRny1i1kW8z139Plt96+tZN/ek68QXZgNPvNZGg3gJ5dbZCYrn/53DppZcYqmJYcBsufxNHIb1foFvzwusXvi7tqvwugcx8ad5DuZP3Ibz+ac/l8Op2Zj6afFK2eLVePHsCzgnF1QTN4MLm9QulZ+PeD5c9cSTCNfgcAFyzxnn4f9NgBQDsnYDz0fe2FQUiDu8+teV9ZV+AITAcmYTyYIZZRMA+ryhLlHBElt56xwwEu7Yu5lqckYRQfGHOQ5r5pMVfgiDkPAgo7sMAyZP7orvqqvHYmix5Aw4cvDqbsDF8evOxxpY+MQEiBj5Bxm8yOkDpcioFz1FxccVmKvRUMj8iusyQCwhEcrAjyWQvasFKxijZER9bdYpDUwZN9Pd5X6C2JHXw0Mq8QXDBkhfEVNyWN/mveMdodfQ0o6FXf23e6x1Pe2/H4EId3eDqdXngBMivBTuiFxkrQBKyOK9OvLPzuzZ23z3nMLJPnsZPN4JSvNYcqmoXWfD4q3NT/43Olrr/+8tPff3yZP/r1b6efz28U9vX/rDrtrz83wvv6a/84/fLl9PTDq448/m0G4Q2mH0//fn797L+ef/vL8+mHc8P8//zXf3v9ny/579dVX3782/mXL7+9/q+/vx2xvM2PeT3NTz/+WH+9aiq/zpA/nZ7/1yXYv57+cWE73/zjdgwjDAnilJwCBBR2oOnzR0J/6nS5tz9X7F/+RPE0Us2W4HRub3Y8Bd/Y8ESXL/AyM3Vp/VpDTNVEw4/IHloFfO9ATlLoCYdqYFbgOGxLDQJFqwP13YjeI+jjRbCQ+gd8fpCLUEy3/bv8JW5AMrd/LBmGQ1SgadqDn6dgBraacUxNDZcB59dhA+PDiwC2WPqpooDq4fjLAIaQboxkcBC+B9CD8bGPfGX3KyV4zvjNrv+TH38G3FL3NaLlpITD307kYPqpKuLWd9+PFze2fxy8oIO6RLVCvhsvJNbRciii7seM/fofBzP1yXqUe0VqOTgvijjrleVViyLeHoYnqV4T6QH4+g/Km+trX3L7d7mW8BbwWjLA6/dGOcva90yS5fFbniWDTTpyfAB+4TperznGXOnIOQalUZUIT+FBR9iHnqMUyUGoLPmLb5plteoYXC0CHCRICAvaINsNSM+n/Jw7L/Htt/0cnvMzryEVerNaHU1DJCLUUtWLAb1YXVqCUxwiSQ5hyckDBZ0DyiztSXiknoYkeLOUs3L5punNZrXuD1RmHvsJEvYTZTNKHuK29KNPoTOmb8rZAjUPEwdCj88GPnLjKLO9JYiA9Z5SKlOBVGsSpQllpCiYQGlmLd4Cz0tAkxA0mcJOijD1vM1lFZ2WgD2h8giTKFpDc9EN4GtAvjzUuM9+DjkwHhH0BQmCvAC4+YNV8AScl6aCjJSMNnBVdRygZOTrRwEW/kImPEwrc1V60AwTNBmWdVjT+EXqpUnoMymtEQNk6a0sdADcYh/ygNM9nilyNANnWcBZiXisl6rNUQSPYf5gFTwj0Km0PFGJO5FqAUPtJLtP0EWgxrxG/ctF+NK1qb/AVJiubz0TUkAUBvhzKbwXh8Ss1nNx5XAsoqogCFhZBY+QZcWi41jlXSnJSPI+rFJgwLfLJCGBmKWcwAX5iKBQBuvdlfWWWB+usAJCZ29xGNH3Z6SDZxL+Ag06Q7rQCiryreup9kPjCJV8yNaRhVnQesq0RgiCKeAkhwhXHOc6Z5oqACR7Uk75pFAq801FHIEnCFHNFr2YGUHwDM9OMKMRqhM63g90nciDLcx0z4NNlyoNYOPhzYwi2MjwhxmRXQ6l2EOfUEO0hEj3jO9+nWiyA2xAmk9hnVXonAi6PQV6g03ytJ3SygK3ytNXswhtfhuuw8va8EJ5ohN1KtCsUJZ0oFEy3IwoIgbHGLNPlhQna7Qq0T7DNtE6c+uVY+gkzF5HrDq8ReEb1/EflYgcRTazMiqlwpqRcW1KdBtsUHpS1psRx+No7R8rB1qmw0MWVg724NXIN8DyhrUHIGHXZDCltV8CdQQ29FKRZKKVFqCdlilDsyVww9+jKKF+P7TT0q5MWpaAkXZVdrIkPgvH8z6c3XgRjVKJhyYiIovbOEK5T65FVPVP7rHMysh8hfTQZXOtfbVOSdbRjcy1EbZxZPLemxHFlyqJkowNO5kz3wHV7gkrr5uYz6xoVmPjMt6zyT3N9b/r0ElU66TkjDx3OIRNFEC1gvSANnQUyVaSsVqUl1NfFOH2NRZlO1hquUmIyMlSC9hTGuViWNpr7HCHy5HURhyyAeGM+ceyO28kVpYz9GEyOozWK60SRE7ku3S0f9ChAIBzAxGBMU3vBBssn6G2OZlI7lFJSCOSk4G6nORQfCJTgjjjCEMkk6hwalCi0JWw3l6o88ZyhbWwzYS0+szQaSCbSWT4yqL12vxCqBnwYgpFpO72tRwP5TAXdMF6kyrAzKiBTOTZc2T0L13jfOy3n7Eupc1d0/DNIgurlI0ImwNalvmsBQpsdqh9gV0JmEPJbsj111QHOkDtIYcivx2WNhm68hW5zNxIamYjHockPK+zZPwb+VUcKb9ygfLLkUnAbdyuBJ4q7xIS9xsXi5lz+3f5nRuVF66WAK4tJwjTIVAc9d1ouYsiUBxxp3hxElUL0uV/qLFytzeQp/76XMB60WpS1zOjg6vJp9uvJmeYIUgiidIr60lIehzqCgy3KNeV3ub4iX+X4JvtPXSyZ6kuPCV9k3dgZAXXj6URfhlLc0bEHpgmIzcJ0POM8crgppRfpka6b4FDA9DxAWyaIqWTtJmBCN9ZdyQQLOU51atGE0T4tsqc+B44lubbJodJcJ21mFMlCNWrFVBqBW5UYk5V6tDGXowi8JQPSZew39qaZQF4RUt32nKHBmDkA6jnklr8eQn+2ivnx5NbFMNuhH9Ntnp7WrJ3r25lqit7aAAKiKM5zAnsa0T6KbR/l995u5ocGgy0j3EilMW+ECym/bU4oYQ0Rx2q/2szsEXryfx8P0J/ACy0h+0DUWE+WbMbDOr2QCrGeL1LpLsE1S+QLRsCdAbQBhdeHwPlzC6oQpk2owKa9h3IfCS83lOrUWjAkza4Q7UUnqZN5Oz0nvJOXFlfWYiKKZCN+VMsvTV4bwOZgB6JI0uxPQ4ZkckOV9aDcOknojsp2Zzja8O2y2+irOhn1wtIAm/dac4//PDl53ZvUyPKObdzaiU5N5V/O7CBk8aXiboXcD6kn8H43P5xrv0iJjq/NvIa8XrKieWh49mToaUr6/ndAtmP5ym2f1s+HkzcnqxI8yiyH0guhNfXW+p4NPV4dqepcA0bFFHhDXSra4/yKOsnlJ8Gb6j8LqvcUd8iK3KT/rvoG9FDMAElyH8lDLHvOVo5fB/k3ORnMuKrZRjLys+QwvQpPvdTbnbnB3i9l/KDLUTp+PU/zgmPPsZv0vDoY/wVtqOPMb/V/qfNmqGbtwjCRS/0f/2P/1b//sv5l3+0duhfqYrVCN2N9zRC/3RPp+bT05N/Zvk4AEEGkuWAxaSRmvhE5mDPZ0MmSaLVdIgoovVbB4me8tPnF6PA9rsgEOHDbZynEJ6ii6yBLCugfJNkIlMGbqpFIFX2eL6Ke3nMPBYbSjhz7gY4g+3tMwY4d4TyAKDFJhD47oEwnshw07x1vqCJHSCZdCmCwbGTwsJbS1NTDwW/l9VkPC+YpLKr4WpHZX6PeDVdXXoFFkHdeP1yoC36CPypsAwC7mi5jtQGhzZUc1m0wfgEdpBnCoPD+0lVFe2oIJIbEtrggY28tsE0O5tNca1BUkT7SRDRDufJDa0eCWwI5JnwBuOhp4A6U0tDxPs9wRnxjgoiucGjDXGwog0mjGAHeaYAx8e3/dTzwDsc/QBtQhvg61jb0DQD/nuy9VIN2h+I2AXe0ZIriQ2Vx8ENeZrkztxgggU7qDO5efLz5X4K7XhHBZHc4NGGQt4T3tCUIf491bcA+WbdT4KIdjgYTAMbEtzgR/pMaIMJXnKmgt+jp0FEOzz9AFvEBWyAr2NtgwlBcCZv8XsM5PPAOzz9AFucB2yAr2NtgwlR8J7aVFG8nwQR7WhBfWpDRhscfSa0wYQkOVOZGP/lfpKU0A5PP8A2aQlsgK9jbUPV90na0+jxn7/+d/mdV0dis4YwRAOGIn7t9NB9N7uvxJQ4PE8jnz6gHbtTaxKGZzdra6UCAC2wIJtqzViDulVwOQCXY8E1Vbiz5gtoe4kbiDPDQ9rULYPlqXfKAIIWuDxH01j5dspcQNWlLtNGxf1h+U2AVJDZqd6M1fxYV9GuZR6eP2rdaGNu6pcgwZu2HVwGsGUWaIn/RnX3qQOrZAmlkRX6FsT81SMilK95LqF/ZC20kjDN3NeKxaS1jaYcfNOO96aNlUz27NNY+AwHxKC5dTtGcK1F2z5MSXOjkzwfbZ0GvFXDu9WcBLK3aaEd0e0/adtcFJVexJf/6T+8HZYTVg5fjevXA9w1XPtmpg280qmiQXqroJnAjdZH/Y3yteNGmbEDjMzKAGsfmlbiBKxm1AIGm1bcKM2BCiEfv1OJ1nWrFISg3J5EEgr/FIUkkgA8VSaDUz82/cgKCKWJiR7HjxrzHV7av8tfYjoRXk7t3+XGPxWPCXvSjpeQDv0GDIona3kSKAnjPWbJSar8JI8C88++dnDb5FJ4Q3slOrBpddMqhYTIKB+jOfHy8JkJJn3+QI4g+PbQh+oEbp8MBSnsKwLjjloaV80Q4hOFIaObHmWFzmXeYmu6PwdLffBT+0Jm6SZ1I8t3TZaNncpyd+GfXmDXVKOrxzL3pW6TcsR0zndhjlvv+XgIH/4hZJgSsbmNP/aHseyjpKSmFhVojm+vpFEr6XWgiTSwmLVXagFw9gZwwOkpgC0UtYqkioBJpLqH+t4jGC9dfpaeE3NM/Tm1f5driaInVn60xZFUq74s2LWHpYLZqWktU0xuo2yzePDcWpoFmlpxBeJh8qCs0LgRyId2qUkHXFLgzY0ij66eO2jITeKlb3NZlNII4K0wn4LA7zTmjVwahsVUL2o6eQTXX+oKW73KMA+b8lClP7oq/Z3YlHfVG9+rhHyXvtojHtRpM0c8qP+m7y0e9LBy6eSG/HaIi4D2Ty9ffno7MCeknfyQv3IZx4hqz3YYOMDtvqwwf3aBWfzGbH+rtxoOAh42A8DxFBgAHOBiKBnY7nuYC3SyuBlVuhct7JgL1z/4MMlLehEiVINKSw9Pg+7ywce5wCfHYQafwSOyyG96Njwk5JC0dw9wxUKVFZFxCCQdW8RiTNn1MF5yGAMRjRrngJ7aaMODnZdhFHUIHYew5yMLsubAaergtBPu/ORKYuWIJjWDgl4KlqLmowQ6D1+dIIkVQMdT06OE7upZlCm2Fnpi5w82hc8++tWCKJKRMCFXtJSnadXuZa8iDH6bQVK3fHcAutlY4nZD10FXeuBuOD1BAC6LeLHTYk5Hc04k+Cp0Wn4CX+zNsWoAPiu62XoaQjBffNktteShWoYTPXCkzr1DtvXck/rSNv3ly4+/yfp4vVY4cWzTV/g4SdZXUsFu3zxg7ESDhgRz+RzZEAgtN+SUun7teHulGXs/Ctk2HS6mO4kbD+iMAsNDNFuqL15E2YMQlEdl3D6dn8ML6mPMMLhKOpkne7mRR3AUDSE0RLKj4TrWyCZUkPI3Gev00pfOcj3bBFLgUrL/O25ZRQ9Uu7I+bo2VSl8hsnoN45acxJvJqIMbPa5pkiDzV0s4A9WjH7EyODDgfhSWUD7zHpsIhcmScKOmmT1K7O21czvN+SFv/tb4Dp8rooYSTI8SNTDWaTb2gJXzaTyxuiSswbKhRKXeDQZj65z08+fP42dWd8zVN7yqvdxx93ujJZyroGIxZKFAvldDukvW79aJhJXsjOG13S0KzFNkn/LSciSJmC1nSDfuXteDQQJbDoPV1R0nAFtiwTY3VmDFzLQ10Tofq+EnedBzghxq+5mpyayr8hxJAdSNmxz8ilqO972ZHo3ViWg5F17tON2NFwBbYcImyEPft9ORmWe9c5NklA1LVA7/Wd9npanp2oJo+zCJUk2VzXG0txpF5Z29UNuiUfUpnJ6fuPM7Op5yVVjzGgRDYZ1Eak4E3ck+KRPo/Oi9ZyXGAVZPtVxfOxoF7FalDA9vPn44MS/O9006MR83VcNOw3c6V/xPz+dff33jhyxX/Pj2Na8H2coZj8tsKrhEm0kTB9SWknj986jOC7OWaqWbATQ+Kc2CSfjOZgEvzGwF7YioQZLOQzTRww9Rb1BqXJOHOA3Ug2utR/sX5wdlUzkVTlunYTZOo6MGW4UMyg7qi6eMBojXNFLEFxIgvrQv8YUkqAbIhSIRkIxXInXuOAJ6+ppOTuAJ0t/kmN0HTaKiCdNyNom3AYsmVqIVHlS9WJL5tebMiLdS6y2sqmntSAhuCaEBD5tsNe1g5TX5U64/SMrKHnbgxlmZBFX7ELS0dYPScod5DrwsByd5s4G6n0/CkCo5g7CkMaEhhty1XN34zoGzN1WSEc5Gc9oWyv2NWha1CXoBeyWt8Qo9IFyS7qdWCZkmw0wEWRVyO96lpGNshUyHM+iBnv5egU1SigxfwKod855s4baTo+eGhFwOSHKSCkwAcpMwKcFsr6CVFirVJQVBpTIpjxPUVQ21ugrFfjWpB+cE0OkGIlqYJ7/9ooZodQMVTksQaAeQVKEjwwCDgQ4JNj25x6slZ1fhVNsd8VR/XtJ8JJFOgBGaANQoi8WcmNkZeQ0F0l+0uxqsRWSwknZYgRp9KitvCSjlJN/LPfFl0rWSAjSGHXUJEYFiqQ7CIJkhgmN78rcSpCYXtIZ3f98sFT5ZAVPWpnirjIsknP1A3A8KhbAbsD2Pz/Fla/kegWFECGxQlpxGrf6o4gWBTxqRFME+AlERR3J5j0vosgOLE3QIalvM65Dk+YosNeTWQ1+xzaTvBolqyreH9IA9XVZBovcZklcuXzXdNblapkdDOb3nSxMUKVEJpTK9GAY/KGFrkKtwV+9wFs3aIWiiwNCEJUKGBUpyW0jVDSrELu6q5BaJO85nijZKBmgK1GLgsCLjNwVSHVz+aEoKAiQlUlXP0PLOpFRDb2hFZYWxxhR3lWsxC/SvWVnj6Mcw4uKLkgJ4zQOBWim5f2+28XGyIIsST7/ThjFBp/bIgkwiwZUt3aLmLkfJXQIqWzMKNssZQEKZVtYM1JWNAS6oR4sRUUNBanAvnJo1ErIWYrVQkzF7Nlp2dZB4AXoS6UgCa0nhgaQmGUuFJBcdyNV7sLdNkkgSSFevgaPXfCSXCxN0roiiPTU20VuDsN2Rc+OgeufJHAkwzn62wnZ6cBIfN4xKAsZhoHM1kMthmkAiDaqAMm60ZR06RE0TxTk9KAk/bIBq7WwM3EqIAfJqDKTnAtIeWv9oeuLHuJvopVxP0GdjKGvSwUgRnQ6DmsyavKucsxJF2ZhOvlDqv+1RVrQBM43y7/hXn53y7WpUf9GcY2WdiUbxtxJBnrUJIRrV3/JpE1KYPhqAswJuRgMqD4U1p2nIVLqmm3o1X3gTPFWSGQfAURKdFQlD1dlq+1iZpRnlXBVUrZYbJAU8nVXlElQf0i4SM6QMcUYFY5MfQoI4K1RFQpy6uF0EJSlHaXPBgg1VxdAOR9WjuSJCkMvVTCiC1CovBJ0BywiqQtGGDHQIuoVmo8X+YkoEeN4HbXZ+tyzr1wxUoC97KMNb6gDxRuuGESpHeaCUikaO8Dcy+I193nVlLxLFau6cef0ZLd8274j0006DSWAHbMGImMFowI48jJRZPQ4FXI8h7cuYpqu4BKp0O3pdiXScwnqnUhk+FQ4ahwheYTXzlBOue7Kw10kCOzT5ak21MrIyLNnDdmOIAnAdGkGdJcLzO6QXaBSKBJuax6EQ5kzd4eCjq/xwfy4cx2GUlDZn0HwQVbY48AjbKANCfIWqWkGmGgZDmf5zu/hL2ZB0b+0e1LUMYwFhx2GkThUGZKwRFIfR1tQE6mbKYEDaTBmSzlN5F71VZiAYDhMm2XT9FS1ftqiMiVLkxZp/GEApTlPQlNX996CtzPfNM6hH4lByXd4NMOfKTPLu1gbQRrPepLKbxF2aUpz4NuuJzl25rx+qPpgEN1C1mRWrQCwUN13jrV8AFk3lGukdDMeqTUjGcNmJ69/SmyOQdZXFkybKOClul4KHClO1OrG1HfugLsxEwtTNSbWyqiJYqSWNYvTyVjVtM4n0ZYfWS3wXi0szV2JhLgCio9T5lmQMzliJtij186nMWaoFG8EoxTKMOujAmLMbI9WB9ZAnjYsFWwA0+1DrIcaZJ/LwpnS0KfGW+bBhkpPZNp+26xSRFvOjaxXxjy+/VuC//PjX+j/85fzLP2Q9nIMZ8tdvfT2ctHNE98ene1r9np6e/DOrHw64oUAWZYPFZFtVUP5F5J0bhzrTUsU9eHUgu8HivrepA+b+ZoJP+enzC6v35EdAIMJHnym+Qc/Jp+giL3JBg/KdkcmmPSfxzOasLdfQdp0UROuKEjZt1zU2ZEqTjDvMHSh4glHSlRyVGijEmeEhTVgBpTRllcCJMvK1D0F3qUbi3FU2+NN1XhXV5CvbImqZh5dojTsTW5TgLSqBywC2zAItCcpldwSrZAmlUQ2xLUzBNFrRoXzNNkoS47WDw3SEaWwS8Bp1aaKDb9pxm8RKmp1mpe8BpGLxZt6auRyPOTR7T7WgVe1LIlBanx4kOt6t5iRK0QeFpFytWdLNiLA8bCjhfPn7N4cA9O+Y8g72K8lW2+FKq23Jcqr7P5jrgBtwUmUewuk5HgJm6IPg9bo5Bu/aWPZwfWzUHvj2+3wZX57PnWfg9Xsmt9xU3v7mTwvLSPu384BgUscJud4JU55e3G0Y3CzE3qCYU7jfLhfmTFkFEPcioipcMHuiWZfuHfDRpBeExRkKli3duGWKDvZu3P/9xyeV/9a+pQVt4L/V/HFwKgWn2thRfvh8D5/v4fM9fL6Hz/fw+R4+3y2Zx+HzPXy+16T24fM9fL6Hz/fw+R4+38Pne/h8vzef7zjm5+fufZ5/+OHLzw2GyY23NGv/HX4w60ADTKCv5N1JYqZBPo7BJtYs8dYGEhZghsEoq12ncWoLK54/oVNsmx3N1wBbrrvRaShpmGYZzdMy5k9W23gngW5f1TvtGKOpSGdRBeZPaCy2dpWCiuFmRimbWAlARO31BUi02kktleOBa14+WcFhlJT7tUG/o7q8bsrGXxSX+aNVs8RIgPSgJQPfPp+7O8wZ8/Mna7qfEZWc0vMpGieEfMrCat0dyPdrZyUBo7IFVILxNe6JfSw69/zJtjA6M9WMyl/Z1MRieWXTJ2swiqbyVhBHpRtnKrC5uOqRVZHSjBcvqFSqV12sEkYtw2+PLOwCo58u4IIRjFxeVQQsv2qCTqd93CE341yIyKRGp2U8fGrEnagFor2CGJW+xbk8b3nT0ycrWBxFlX0VxKIDUaLDIRCNQCY5r+2Yo1czW+MgyXOBdaI7CMFqMwRB3bCDzSR20OJyEvFuP4La2T0uOkvadpk26Hg7XfjWjEAEouM7F413WjVTL6XbcDEBX/Sw08QeFx3mFlRMEHsf0w4CMDtRObv3eukCuznepkUAopUojBWJOzgIAIRmbk7AAjGB5gh7gDhOzRJ4IJYh7y7/jKSXhwlkt7CMgm5tKLYym0QvL+3cFo11pKJXL9UgjiIGEGGzQr5ZOw/jm83a+ZNVYWQEhIG8mPenOUV/Or08X37nLa/qV83RAoDG/SnPOCdpq/C1h6ByaK3aPmyGgKgjiCWbGBmbJy3kcovuQek5bfNnCdtiK1ub6X0w1oksc+MH5SSSOxwcF4og89Xb3X2CdhSZbCbuHxloEROJ/8Ak7V1fo8dbNhvMN0uS7pZtedLBGCZrb0m/nD9ZgzFOXgsuPSqdHGG2sRcYp0/W7toPkiy0NgxHqc0L4n0Qj0YmmMzUDXLHd93CMZL+aGUw2iiLWnhWGCUm+phAe+VdnNR56tbEgzHu715tPyoxO1rzUh0e9QpwUyqThIdDhfN+DXg8pfLEKoBotiOYYtgKj6zOyxZhL7b5gxXS86L8zQqz0g14R5jJR5HpFUZtwPkOLuO9pKtdSzhSjtS4xmWYL7jCKOlmqb9rN3ejXSKz4QYe4V17EZfReyvvg9FJYFT7AvmPGt60nWchMD3nSl/gtVfNNbyLLOpZprSKR75qcNMuS+YRuTh52ne0olt4SxKwM8oRQ2oB45xIt3Gw9/BtCM0nQIvYc85TtYU+oFYvpVQRqy4KLvrio3ViFHCdVsygSwhpHgIgYi4+WueNEjnY5pGRycthZhLzFqsc+XSHXnmhqrGkO1Tj7tcrbYypT0y5rVfGOUdu9kabqX3yfmEKqRCKXp/BpDa8vJndGiwYq+GlE+Xj7HAQO1Ravr4k8gC9v7vctRE5fUIGA2k+JHMKlYUyMQlE0ZwveCGKDBNGK0n/DUE9XCcgirz4aE0UFcnwijuuG/sh2STpvMifGw1b79hQeTNDkMCoDipiFsnNE2owSoL2lf3E3a1v50T02Ab26mwJfNfsnGNbRGPeljFeuyqZywB1FpBlGB8vayCIZrJWWTAmpzVuMfPhB2rmwXE8GL02pVdfUNQiBpKgXIVRad3e8bDHJHo0begH82EjiR0Rg4xM570X1cOkoKwwvie+kEQeqxS13knsVZPEkkYZjMo+B9hnxX/WRjJ9yizzIe+vbbmdswCf9TIqhwnjZqahJB/ASp5M2k434+dVVFqWwBhBIeoesXYbRSa2mvVgNLLVR5vnSYhMKaPOkNbngI2i9MMKo9c9mXGu4Z1gXD5Zh1FSslavencnQL1qSeymzaTTvWqJJw/HEgUTnrDjbLdWcJ2qhUrll/NOrUH9PMx6ygb1c3rdRW5D37amA3m9Ix0Co8pD0KLUhEUZev2kGDzhNYKyanU/kI26RoxD6ac4PqY3wUMaK5zc6fnp5fJnbnmGi4MzPJuVWQj/+5UdLcWCmMfa6i0dSC51FlgO61tGOJgZFzvDFNbFVLiR9RrweD9HTjO+tsVF4DqAbTosGvzrMsjWWd+SLNXao6UqetjcA86iIzvIjHh0cKtxpqA0eDp6a4izAiYaqJ4mSXvjXjFg6JI2GNRln8rzifNkNPdZjw0aVDf3eCJq9zXPLKLxllVD6DMp92znqqNiiCdExXejlnWBG6R9uZSfemXmmjRNLFReQ4wD429XCShGcobvtR3koO2rUM2plWzcxwhCAQxmCH9l38Zi7skV98S6uNHNDT3m0IfXTmT3yIs7z0xmNBbJknC1AcJWkMpeAIx28loz2ltIyhbCqA0hLRAteMzMViZRFItzaicuQuPyyXonEydBY5gyXW6IlTBVDFyaQMrWtWYKn14cyzMx70VZTS3opHUGIqcBE0IrKvGvWCw6g/we4rCiSAkKL94vF1/Ky8u5u5mbzFOjnxs0zdrAblMMW6OsbGHYGh9fg/BxelFsFbQMVL/eazsCaU1eBYtWOq5pb4WubryyBf7I+zhxbprls9J7iUilM9kUPHh++WiNX8jKedzccefGwymzCnNhZfapk/BFp7lb07xFG6mfQ3x/wE/WI/WSzltFG5y4qEKb78rfTMG5AqQkCd2pe295VK948dF6gEKUcRW0+XV34fLCUcFsPxCUSVf34LI+J0kejl5tW5oxyFE5LsoJC5VpUL7ve1BZouztqHvC3cONWx9QUfej/dEYRGYmEmr72vHl6RSeeKqoQklUqKJXtqAuWwwnbBnIyUkaJ+yS0DJvgVl961s0gQKoUGzQkWSMObL6PG8VIKC1Zs2tc2hrA1/vM9vXe8NLT2nl1yIOa+qjgqYYlLtzQ/qWvM8y2o7o3BGdu/1WvofoHBDVn7ab/5ntXF6xzP/876eXL3//9ZNqAOjbPIjXE901//PWc6/aUG/0x6LNC/3Uq2+frqpufR6MICUraafRgbxkVlKyk3QjiFkJGYgHsHr3yiDTDslT3WWUQabDGZxDN/29AluQwAZewH7DXo8xMZfhVuYdHBNyVWr2MSH3mJDbAXdMyH29tGNC7jEhdwvN5JiQ+9CXcEzIFYJ1TMjdhTCPCbn2mJB7TMg9JuTaY0IuFZA4JuTeb9PeUchF3aI5+TF3L5RoCGb85/LCucmW1gXRqJN9BjFJDo8so0Dwmb5hOQh4oYNodQzVQS4QyeptR6lyMHKlzdXRHSRIzDKAZHCQ5auu3+CjjyKxlXqyX+G7bLman5/MueMcuE72FY7fe8VnPjhAoAXxRaYHzT3HF26CCwj8KYccg/b7N3rvA24gaYtDCIcCLCGn9bpoDmEkpSuW1IoMDK7D5Y89iGQGIEQxZGmobmu/Y4i62zw8F/x2Xn4aYGo625qCDYt07HLmLewJbMSNW6TZrqRGWAPPXzeQv4B1NN/rr6sbPJlQV4Z41/JEP2584b10JK0YC3QEZXWZgyVO7laJE5BLghiGcbriJj1skpbSOt1KDZuROKI+NuaI3ieQWB1sfxHpp4E3VDOaSkSz2E4nWUdE5iBp1l/bYAYqm8wGGGYMhuZmeIOjuZm/soH8BbxBeIIkPHIkHdYInLiCIQ/5JaxKFxJhIv0W16iWTDn00AEPc1ZWNyRAhFz949Nm2XJTV9yLTLnzv//0W9v73z5//vL8tpqXKZf9ZplyrLS5nkEFgpaAvz9Q9xTAy/fkKwPfTDxgEBAh+U9VpnpSrLRDPEW03JBOyNI/K8rrFqFWJ1xNs/0MubijXyhaD8PrYH3qzSnvyfpS/O1RBk0gvj1DsmIXN3y6J73tKT2d+4QrpiFT4ml8UmRq0XSNsEBlJa+gjHpdH48XbJAslsPnyHLpiLC8wyOE62Xf/iEeITv44kL7d/mt2wZfaHpFB6Q86Ou43irOQbCZfLJPrMp4oYzL/LglWBoICYflMj9NmfvMYzhHFkYER7xXjtMsgUTgx8oGtRGAOhAmiwVIIM0hB60HR0grtNh27/TxiVsCl7Vy0DZMoojMsJrIJwnI8vGJO3MUmZXDaEmDfvmumWJIezsC+oqS1V4iFmPWcbV36NaqEqIfTz08TMXDVLxfSxU8MaynMvVPgmxX+Yj0jh6vf57tOZzPHDTAs9HqVn8syi0KFBKifSmy6giyAFrP3GlpuUay95KzsLi3MkLZhjiSGzBIIYEN1IlcgqQDd4O8u56PBRo4sDqunB3CEiFyqZMsnSJn4CyYlg5S1dzcxHI274Ub0khuwCDFBDZQJ4oF0gIVd0gFEkIk5AZenQgOgyGhIq4a26SE8vmpg/dmSweYGxXpCBQQSGRfArCWaomHwIBzQPaPQUyRxS4I8fNPv/z25ce/vv4PvPCD/coPXw/BCD4wk11HUm8AmhqBd4B2Sjey0JBcCVv1ADtSZW1NGmDeJHeoxad7PNHn0/n5c3fqzVNqPsBlIOy6yETu5gxnDZZvhOi4CY8nlxzLO44Sh1cY8QiVAcFa0irAgGwsnD6XpxRY3cozEk6EyooWB9onDbyDhC4AlkarE01EY90xvzyzeImDYkDraoIVqUw/2A4FYhAybmmdoA96AFk8fAdd6GGbmiituecEdeN+3Khekoc3y4fM5kGXg60r+XNTVg0LNnU3GxVscxoYC7aoxBu80Vv9bHrYgqTXDiyHU78EHv+IQcA/ghmUWZEANmbwQVIDrUwc1/E2wazMrIML1b2yXoGozr5oC+3hC+XV5PoimYsxRnXvlR642W29xtxGAXBma32j2jxnz2rwszCTg2H8CRgG8CD2/htt+G0LS2BRBg6Bv6nA3/nGnz8H10+Au+knCCAieCjGWyjGO983X9Ig871loROeIewbCMNIrQdGfKS/vV+dLPjuPW1+dNI8DlSzCIxJT/ZohmeN9Lf3qzMcGrUnj0AnLeM0uYCHmewHKhURnjXS396vLmbYOqxzjzex0HOPgIuwzQ+XLKenKiFokgFfTwXu8G66oAXAttLzvV9LugwRIJmYFbFyhlztEypPCgBW3BAlywP57Qia+kH/9d9Ew5cjBkan2FyfIs5B9OFmPtzMTJ2VB9su2rTtIbM3io3fxc0cAWysKbnfrdV5eI14sH0bXqPDzcyD7btxMz9sSkpy8xipi6yrn9qq8T/8/PN/+unH+ss//CCalFJNmVcT4PVUdArWbIOB89yeyDWPyvsDHkF6yVNO4HzJlnPFs8XL6ilsAHBAZYaHqcfb9TAX6GScZiRHAS3prrfWP/gwlfAi/zAI1SDD1KN8VHiXDz7OBT45kgs+gw0GdX/97/I7b5bTVVbWI8vz7x40sYJCnoOqi9/nKEcODJ0Eac8jvHlT2KOXNzhMa3LLP0zr/03VLnrIYqpNTDVvrKcvKxsee/pRMizWZenp6Q3BoZx1/qvf4vRmnrPK0aQ9OMzHGmL+vUm39D1LN6sfLz8CSp8/2FCRQuDtX58wjZK4pij/8OX59KbjWrae/PX7OEryK5y8Jkmf1pPzKR9yeIkudk5QQj+wL6aPqHHdoKgZ7oTb3/s/r3qWRwidoNyxtbrr2yoTY4J9+0eD3TfxTUArgaWtvb0nBN2N7R8PdMzFiZthNUwwqNBO7c8cALuwPNNaMPicrMl0qPum0mkMuDhPIklcxoaIl3uwVOv51hzCiwY4EdEdD8PDTjtHRHUMSed2x284mEHmlFP71wd4rIF1MCOZTOamxddfSxW74LnkQdkZ3AwJDFmdA/brBxLYBPVBU6Hbdh1oYlLUkZ3+SJX4LN/9W7+WGgJ18WXLrRode9YfyZVB0HK7PnUvyfB5SNk/lqlEdlyCV0I1poXLK41Z5X1A7ZopLgUDkuiGRpCfqQeMaY/iR0lUjn4nsN2SLv/u4+ppNk5W6ayo1YemaxLuB+/6C/MT71+NPg+CRuHeT6uvO3HMUEDX8zJ4pZ4w25yLTGVFrVsgWvSiMlGo33xcwDQYh97UePyJgh0iP5RWvzUSWvXFl02X6vQncgmeKLDC96IRNj4IUuLaHMEItzsdR3dDAfMs/PRVa0QY5sfNOaAdqCJbi9qBtKwwZZe3oQClYc7fXT+S4yur9eFT78pXyQSkdH0eurme+iNVKrT8I9XLp9yOF1+2XOuoZn4GHunNs7/ulLd87tee/u2H9dE0u3YBFl4JKY/wBph5LKCyCBKV5mkoq+/Gi95NIbTV9m6QYqTkbuoTNUoXWEQz97r5bABzC0CAffu6XjO4ekLsWyYJJFIGvK6SOOvS3FzVwczPpGpjwqw0zilBQ1GzOh2nqwfKgvTEQmbtx4rGBE+ke1bqA8Uwm+8cq9wSpwkwAhaq4qJ0O85XfXEeXnKaKAwW4jASefb9e6rmYQZt+NRzjQcPdLy5nmCNAPOEU9b5yAR3l8CoFWeBa0yiDiG2Xli2YD1QFCSumkn7vxWFBbagM2pvhPZElQQdX1JR/Z8vvmm6UKt1r1a1EJDc0otxrQu0YNR3ffNWIkffWburT8CBEpLZpX3rzcANbjBa93BEHq/ES5LPsyXDezRUUkt9NICv3fFotCeKXkBkK28GaAkqF96GeQFEDu1/+uGnv7/8x1++vPz1bc+RQXtk0FIP9cig3fA431YGLVSuM4j5PTqDVmAmNCWAclpZmEOKNjw6g1YQL0aIXmmhDe6piurM1Nh2vyfnJ5WWeU9owwe6J4Ro2T21rFWmsbr7PZk4hdqY94Q2fKB7Qog+spI7bB5ZyXyN4chKvsf6+Kfzr//rt59+FiUlH6bHYXp8h4zkT2d6jKX9u/xOlL0+1fb/3v85nQBKlgh4HbeH0tf/SEBCn/0f+uz/DAHJOkCwMYYB6fP5A3hvBr14Ax4JExTz9R8Jiu9x4nucGAeRYmBR4/YmaoJaKMpdEEhn8KhYxf8tQigQzlU32hW6IoLOk0WoLsIkg2qaaTkY8zj9+3ci6eLmwMw+0LVUKAF0ENmk6egHj7Kp96XzJQmbdzhtrob2FUqgiwMRIa9kA+oLvLZlh5KOsuQw3g+6VFolcGbGDgc4gOmVUDd0j4RHc8v+bF6Q65OGuCdokur7uDJAbkCcpOz5Vj0/H9alR8sXwEaSqGdDFDhpW95DhofzyqolHXV7SV7UUjmz19sTQZcpDu6XBN4/5m9/LAfH1Yj8w/gyhMeiGlD5kknHgQ7WDRyu0w6bh+v01mkO16nCdfqWR4L8pv/80+ml/n//4/zr6+zJUdkHrf15jx+VGP93qv+6N/uaSAWP9nv/5/+++kwuv4bLVc7t3+3fnzL+fu//nLMjQdk3bozAgOEUn0/9JMkehqoPT5lcv6NPLvwooL4ZNn7mDmQ8t3+3oQGgADgsbBBtRxVOMLfvobClg2L6c4ICday40rLiEQ9xuZf1t/jPp7//+Pw30UvMlXfKhsICSuqpOcz0u/6ePt0zK/VlfHk+FwUZBFOeXgj24OZ+z9PL6MmxpwINIWLQZSi1BaZhLp/siwvnUUIoTHt/h9Defz8/n7/843F9OV8hFTYWOuJ+36IWfMT9NjzOEfebADnifhiUDxT3O/wCh1/gu/ILbFNZJAiHV97dY9aN7Ea5ALOg+pZXAb78PrMmnyATawbfH8bDmiL2YUBV3Y2eCSjS5fmHcbDnMRnOLfBolcS03AkUrRpW6dMFBEwfMHVTEbXa1j9oA45jWHcVRf2pM8j8JwM3HoUljfZNzX//0f+96q+X1EFYOonDoDqIkV0HAe8qou5Z8Vb7LJDIYUTZ2w7EgVfCyFDyQ22Rf18BNQYN7P5gAgETEin+W+wQ3JnXhp+nL5oPdEP+g/tKkuOYAo7zsVKQ//v55/Ppt2N+iFIbOlwROx7mcEVo+MgWunQbsgDkPjRr+ciC7Uu53YcE2nRrNEfcvc8wedPziznhcUALxunv1QwPQXpk627HlvmhIKYT1AISNvpjtUgJokTbAAUkqK3DXW3U+rQFd2VZdxVEHXpaI1m+7ePgXT3+XQFjwYnuin5XlU53f1fAlEsPe1cmwjjT499Vf1cXENz/rlqrxv44j39XQDdZILj/Xd2Wf8iDa/pwoukDmw7pbA6qOYcH9/DgUork9+rB3cci/cv5+e/NTTz+h+fn868Pq419BfgIoB9W67fNbP50VusRQD8C6If6dahffzr1a/cAeoKRTGdJwqobYCQXxnIeXc1jJZHcNihnT+i8yNdyx6vUQSca4mVhvR/wsEbUuYymHY+EoXwDXbFvkSNRvgGCRMZeHWrHoH4NwF3E8hZdlBBrxlQ/FDbnRLS2L2yjhIegOwXR6hGyxDWyRlSzQnSUvOgqS0AWve2z6K8QewCdrjf9cjghassvb3z2dv7/vV8eh9tY2dFD8uW3P96o+YjZH96PW4c5vB/fmfeDr75fCWRENrIMRBZKbmNOhZYlS6FQC4gFFxQLphP8QoZ5CwHmlqK2TtDmoRNzq5SEWcYrvZcz/IUQgRkCNiR0aBi2RCDB1lSBBGlpUHSxoVAgxXlyBQ+kgEZyBdgzBmxw6BcivQElSFdEr9gPMPcTdthBQyHxeJ0VGwgSH8wuRa064BlW8lgcyjUuJHl7g+6BBqn1FgG/QF+cQ9ncHkbJ0YsDWKqnIlVqjw4Ne5uBDagQwFv60Kids1/NIwasto0qojdALb8If6FNIKE3QMMD5q2v9FgDv2f5HeKBpHVQdjheXvTFHD+O6gDx8XD42lhyEXxKTWUf+PS9Iu+4X4FqgOjvaL3T3/YRIfjTRwj2cj/88o8vz+eja/nhfjjcD4f74darLMjUyOQUPItU3ADNVkHyMPJX3FRKAPVn0Wgi2vIw13LXyaRcByks0KMDDYqzVQtQGSy5A2mLP4DXB5cyCDE7l2+g7bsK7tqGfZAmGa5UaBy4K+YeZVC23HWwAXILlC+OvUpa5qdGWmUSAkqTH2mkI8IOTZbPoPwZhZCBG6u1DqdTKGCkDGZirW2on1AgYdeDeAMCaYeLd17UgMDQHqGIElVg6h3yakEcjLRXC1WYOf0sBjXS/Chqwr+S0oGcjehIyJ0JWUwir8Vb9Fr0GTp6pFlR3w5LPh7sA5ZvoKWfx85KuGEfpFkB0ujSJI/VJtqd6rHa5Ek2i/siBL2VpedpeY678GZ6kjjAR4KdPdaYYKSlH3a8h7S/2iTrlhHoZi1YtkWpfBZvCJAJ7qE2ybqmwGsFR0LewUgLQ4YpuNIgCFI2JNSH9j5yovpfDy28x/ZlEpVaO6jlPBY2973gDdEbmfcZBqDETB/cEvgWzMKYuiGLMVHfGch4XD5Zkd9+7u/L0q5DIk6EnH7VDusLZZDogjkUhkRZZUD9SIvWwUs3NeIOlM02BjNPNBEocLidch4MMRraocyWamvaTCDNDB4gTT2w7C6kSWKSK5kA9VfBkeww0oT2Vjk2e3xh02pEaW+UPv9CVbPC3kgTMVKTh0jTQenbh5s4pEBs8IPz/QYPGBTiaMCMq79AbkjwPdcNbzd7awNsxTBbALdyd6beecsGQ4DUOD44dABMb4eLr0aJoEFCGDJx7wG1Gmk+Q2J9QJMXKiFQP+CvDEHPe7+VECdJwHsrxHmWIUzLeQgaq0owoJg80dCt7wccvxKp3xtdCwvl8ON57uF1DMym0MUGytkRZ7f7hUwyBC+q4EYHNyidHXchTTC3zUZSLlekFSBiEsn86oaxJ7QKOPnyMxJis0G2I9LSEAQq5kiqmK3DVL/egrFhKGEVCD03D4C7xf2cgb8Q90ZZFWqCMXBuoASaR77VFXlhoNh3cXDUnYxDgQDtzv7bQEe+yKwQJmp03uypuUCBJUTAqulH9m0zk+56YQIk3ThTP3/VhMDlk5VmZ37SHplJecrBiHoI/SIDeFW0SiK8A8JZoWZme6W9cXhBa7wW0T0dHqmXHTaP1MtbpzlSLzdOvWwNIP7zLz/9+JZeeSRfHsmXFCs5ki83PM67J18ena+OzlesUadP7d/lRqLFD843pVJ07LXO2dpXiAZKGOZACVk429Mlv82pBY60km+K4tF+JUcP/YLL6hwAPdJEoZeV3jgGVc82/wiFg/FK2iGVbmavtc/Rqo56pCVJvmmDmTpSRNowTTgOKVdmJU8RI21UZ9CpkeayaAARnTziR1icbmBPceSEwThYKbuG1+LUeU1qpHlZtSbddiggwlnp1xXQYKeVFFr8C5X2tIUHaqS1AJmAp9GEgwNYjq6mD0jBXql1v7jjZYO2P76e0qJo3Bmd4e6RTrnWswAlewSaazqEtKCeOXYHT/OitEO6amd21V/kdva64/3GwnNq/y6/E+mjU6+rm62vYJI81AmYoOTU/pGgmB4U04OCu6hZ2C6BCco5tH8kKLmDJPeAoGRr1J3tcIAeDtCrX3Y4QDd2gD68EP0V7GNEwOEo/bZZzuEoPRylh6P0UMIOJex7V8L2HhHQZqH3mPVq1xkYX8iaCnrx+xy0FtqlhRumWq13RlOTFEQ04g2AjaxJwi0yktov7MED8KybEnEnS7fi9KitgoXNPvnHMeA4hnNXFxDwIlCOfVcOtXQJ6u4k899/9H+v+LpkkyBWYhioZ691avddRO67eMt9B2o4iyhiCP2+5H3hzrPqOQ8W+Sct1z9pRJNPoD6LKr3BkYw6YDm9+vlAN+Q/uC9Ru48AHZMfzGnxx4/Pf/vlpx+//H/nX94O/xhfxeGe+E6V8cM9seFx3t09wTDG93FPMEzxfdwTT5/bv8uNNzOW8pU2J0pNtvTUU1gPW9Y4QK9lA82NN8PLRJGao9ZTlJiTwAZLv9mwaWY+WSdqK6due6NqVSFr4gXTsB57p6JumQYGbR/qG3BG1D5e3TaThzeg3somAcIY80PfwkWvO571R7Z0Q525DMwneSgRBNkMAdiX7KGPJwRJmhwajSNIeumBM9zUKgGJOuiBZ0OHLN6bBi8qYROQqYcJOY+92Sjy5MFhOw9WEoIslSlqoVM5dEUzIYKalyhHpIpGalY8K6FTjq2UKaY7croLpZ13q73STHrfUFsTz59ytoF25mVOezVsXE8uclMLRIxX51WqMBdEDSHU7XOVmJNNzy17Yq6ljwpgUxfo6DBnRTE5/b2qbCnRNMJWerAn5mRWAeIlR1V+h80jH+LWaf48+RD7xHf+7fzjv/z09GXacRTlH8EcipMcwZwNj/PuwRxODKV0T3/6c+NgztNz/de1KLvJHhJ8UZHvHjH9rbVewP29LZ+sGIWjRIuN6upCB+jK3aAroIsZUQ2reuSCB9lU/kY2VQ+dEemx6HY3CWE+v3QZ1rsQ24iJjUNqQRS0qxArSS0AtT/w1P6D1EhSO9d/rG4WF4i8H1mA0DyLp0XZTC9Yl87naQfXvXa7hwXcP93DAj4s4C0t4KkbKmUBj/90bkWZ9f/4l9OPp7+KMh5fO48+wiKOoDFr1Qh0nVV1wdSRfdEeAAZM4Z4odN3ClfHggd+K2EzTRK4eokWD+uX96gcfxBXBqBNDHaS1L4fntjueRNSolzhG3+bf7/kwBJ18Qx6IDt8tXtMtT3vehE0Df+hAD9ku6aRVHDrQYcMMufdDVEU/9yhcch2veSKu/QjIFjVz/dT8+NDbF/6GufIbMcGDgN7tLbDpJAdZQRU6RaW+mG7+wM1cVkizTtdh/q6pqgIdxGr5tH6sZJowxJpf+pGx58vu2FvoS4w9ch4fFHtaxFtwLHv9UOMdSFfKMhVkPgog+7g402qVKsgWWhLj7L3N+/dXYwUK+Xepxj7eRH84YLubYu/gN1jmaV/6Df7+m8g1YMbyNlSD4x54hfCyc1P3x22PHRxc54aiu9k2rRnXKntWuMKMeQj8R4GABK16L75tMaWyTjLec6xRUmODQCQI99N62SvRLPt8Ck/dE3lAR42n9PT5pfPf4WaMZbZjfl8uDrS+gR5bc9vouFsIdiR1swEInKsYYKsDYKbP0/kmxmmmyU5bkGKYZ1atBLVG0Zwo+QtrXdF1Q30qigqY6mNmPZ5+YMXPFrxmNPo9IC4tZVcrI6a5mrwMeq/TRK6AmKYWq2u0EWdfCQfEuQOxUMBuw1hchA3GbqqrZj7/9PQceHrATRvgPDKTyaF8VSGGU1mrzKYGRcf5kpYHTIHUKirABnomXeuHDg5t6A0ZYckCkEjTGCF5Bb4yTYWeD2RIlLVZ9GCDJTcEBFFlZhRIHoFU6PVh5qQLu6I2WIRiD8iKnJIXEQnQCEgR/lwmaSwZSDIJiNl+fc4QX/SV53pahK9CbRjhhkI+w2rOwRv3ACISwRk9ykgiIAV0IzTGkrmygcQAQrGl7zxbNE0d0hjAGWYsNNXHEYEEqZ4rCF55/Y1Gll//u/zWS2OpaoqL0WR6m/0wcb4rEwcoBNtZ52bS2xbb/C/n579X8/uPtwNzrPNXRXIDy/wuU+7kTs9PL6xXACRIoPxj4NYitXbpRzbrh4LFlgyb99N4x9srI/xeatI9WhyJb869sReJNwmWGkeN9QYsqVf6yfLPEUDvqSnQYOgCNf8ZSQMCfATE1rMcnuxTeT7JCZumVYtMVmKx4OaDBeigqnk16AhP0UVW8vEKKDsRN6QOirw1+Bhdyk/dd1516CQOxgBnNKKDzQ+BhTTrJKvp774CS+LzdAMDJDsb8U+uON68vh7uotNwQAk/y7dkJnRyNJtiVXCB/PQbFb0gxs3Xt8qoDGuBSmNWI4tmBfIhC0rIYEY/CzIvyAoohDhdOrXM3EIbAgWuuht+Onjzkjw+GAfjmwM9aKwAneEng5leV3jozRuBwTUWHUck0tTKy8uZV58GVVJCfX2QVhz6KIUJW2PjcTKbzpPEGpEbHLEeKkVRsnrluxEseSTXg9qUze9ky+wQYAXqBLUH9WTT3yvPXBRgoewa4KYtFGElQChm2LNbWeKLgko3OpbrwG041m2kIMhwSkErpZiVh+rMm1J2xVrgK09mVPr5VChz/MelV4eg0sHDWVXRBXlBo9uX1ATKmtJxq+OWTgBY0l6oDmd8wALXj/wA67U8nQKv78CCa6UvlZRWEq1xRb0jF0fSsQAch3ErHyPCnRm3Vn/iGHNkNeGWYUSC6ztd15urhOGZ62oUEvfqfa65mC2ljKHl8Ol80OAkOOIRlrmg7SMss1tY5mHR1vRGLBfB1r+dfjn/Z3HvMFkm9K331geAki4NQNPml59YTwlQoDXuBj3fapJwg3E3+Cf64Snjt4+wfM/Vy3roGaLEoOgp+/5Mck5MJ8SpqbTY2wnUKXZ7JGt7RNqZAa7YGYIqwb1hM5J7htA9wiV4U/9LuCZYWRQE4k230pZBOMRIKunMru0vWpkAGzbo9ebDBtqmG1Zgs9KMICziB11WP7pTVnAzWAFsVllvMADQ5g9WS7P5D1MJm2a0ipdUlNZHs2u1axaEXtuYTBVsPHEKIePzDqflHfB93uAdPWSCbmUu9WYmyrXvTTVvlY8ZFeRz+wVISnZ9UqIZQceKDTsvyFeosBGmayWQ2C/3A+GfRBOlR9AUww9xI6bLEqRhLothzilTMjdl7e9c9McdQaKETidM4+D50MV6lj3FaeP2gpuNw8iEDuq6QwR3u3yymjWUHgLhBoLVWcm7qK9I+2pVorVNExFAZ4akg04jXFtjEMGtGjVHUQnYpjCJDMBMOZ49bCJVyUb5yNVi1i8doRhqVtKiWyloy1TrxIQuEehe+k7N6B7Bcbg28B19TjsADjccF/6HueEs20kDTwEIOrPeG9+ZCwHbvxmJnUqaLzzwX36TON/njip3e9//j7n98+JeSANRdHhlgwPV52tVimOflQUCX74Mro8J2DBkwgN/ZYeJZoiEdVDsACPClYAN0X1M46G9kapQyvnUGfxMN+BzfD49nznMkHO81VvdmAwwTFUIjSopQeD25RROrCKGBxGN+Mxy4t8g7XeMobCSeo3HheLVvKKioyXPnZZmSopkOxa8IwSq//AVoKri7TZ2ugtIqV6RAV6dNHiqVBjvMH6umL++xRTg0DDV6iczCNAOP/ebEWLpNnnMze/nKFceRuLuSkUMaISQyVNc2WBI+rsGk5kaBG34hMr43H3nzfC2n1XtC85KdrkfQBqzsX7qgsLb4OZuZ9fTLxBI9cFtjCC+sKqWkoeSxA2JICK8Y4WtLs0qLizIKNpgKk6dKsHxJmGEIfbvMyfy2uI8RXxyXYWpjxFvfZtAQ6D1CkDwqe0rodFDNmakBAPmFa2mkuo6fmVH6ztJCh8M1ejexui9x/PBt9YOTfMXQBdlbm3CXG8nFyaTjhpSEyGfwZgEMzsqZ45pqERDvKFyWEtgIMxTSy8UCOrp4Q3Gj8phGBLL4ObbCJNbZJZxI+guDhhavYFe4ahytxBiFG8wlT1RldimFVqBLSWS92DG+r/DLjyJVCCubEmgJGjP18cAZxVL9fkFSvN7EF535eXiU38Ugt3V2qp3lAFAVeJF4qa/9u1C0mgk8YR2xDJx+Bt4wmClSDakezA1VQEEp0RUS5w69bUtYxgCxWkqLWTgIRjpDl7XtlQiG9mir+EVorrqopQK05Lw4Q5DK7dXdkRSA7gGloN60p5GVatqAwyObM0VE+oPWJ+BoVjolS0VC+TtY6BMVbnLxhq0QDi1wE2viVWFl/QZ4B2GSn42zsxxuz8WxFHa55UtSBTc7ZcwyOdsjKP9KxE3Dl15ede2rFiuVwFLQ3w/I+vKyw52mrHGZR/N/UaKnP+/vXfb1RzJ0UOfJm+FOB8uDdvAvhlgA21jfLtO6S64XdXIand69tPviJVLIYkhUSSlXyurWlM3k2rpXwxGkMHjx+4LjzfZr5IVAfzepaK0snE2sk+Ut+wTVZbNPVHFW5KdqG1XPDYQ8JmZga1k5Yuoxyt4/ROvukhZhe3HFr/yiXLDyaeE4ZYVuxu4idmPvunqCqIDfpxRBkxxArJkOpu1ho2w3rD+izquCnePXW8r7TkcMFSTQTLlSnHlr7nbiHoVKuSEP2TnrlT97BVTNnn3i+PycKVHFlvlyzz9hd5cRS/CvGLtAUT52n+SNH5ae7pS/ESPLOUujprgsFgQJOy/sGbAOjRrMhV+oQcMS3Hli+SAo4N5YzVkYsBtrNA44buDCGOXDsWVXv0koTflGl1uOHuiI90bq4NtAT21Lg1RDFGNmmYmV6zXU7Mv1pVtT1Idt/xZ95HN3Y5VCpEFrHwR8fRNsfqgIZgUiD3sftFdAUdNR9Mj89s0XoRbmw01w47UrX3h8HB4T1Vhxifexb1EhzyWCJDVRoBtAIRPIiiM3dU0NZ71aW7Yyr4VYzXzzkbImOey8kHccYh7okL7kZPEqJxnGGexaC505YNk93JcGVohQGXuflAuZBkK0JfzsOQL0WNl2qy+8t/+2/9bHvzl7ds/eRPfavcjr9JyG1ee+I8vh+Dnn5/dy0KPEXFOsJoaUECLiRtIq6J4KB02Bg5y0r+vsfh96N6OQvwZBBM9wZFqNG5/Fgs7ntjTEVbpuOi7xPzpjsuZQ++ChgNTtRUCOBsFkOHag72O+o9/EpAbpdNcZaB1mt4OEKUjsWWYkhxE7uCkIASQa5qKj8hoDZZiN8hISxxgCakgyLa0IWySuk+k4KoQWJJGm9GcZn8lpE2qQMYqTgrohYwysSRw+LbMI9MbnQBpiURZpIsoRPN7MGWZAyyBIzBqAzOGRnqBCGW6DhOlKxypUEuPpzYc4BOvhfeIhXJtaXKteUi70k5BiFBMnIvQ8FZoMnTpsVOWpXekUMAabqymbWyKjGu4ptxEGYlzIIG98dmTokrLOIlDvQrQRsAZLIAFxPuXA+Z8wPR8N9wJHaO18j4WJe6mGmELWXkbXcn2KfhU1Nc7GoJAkZ4jn0qll2XUtxtHP40t+A4fNGsIJrFVBuVn5HSXN5EEspfSYGBxQR6C0B8adeQMamRr0PoSMiPlgWMLGlj/QCYxDsEsSZye7FiEpnWmkUi0Y36CbQm0ge4T2M34BOditi14TyIxSIE6OCQCLnoGcKFunjL7JI6VodNJbE92eBgGxuiTWlbphdgyauhAl6ZHu96J5hHpZES2EvEJkqU92bP+NAfdqN4AaE2W6/RUbWK8+vi+144xFFWF9pNB+LZK+xlYj6L5BFwa/bDEN2dI2ZhQnaRsfLJHIweqpZLoZWw0Y7PxbKvHJ7gieC8K5QzUdsMSzv0ChV+FjDX0W0xj60iZKQJF1VWZofIr3pXM+jhwb07JX+JpTFLFQz+NgIu8q92GQRpkHCu0ZzI9PtnhomovEkl0MhI5NlxHIgPrsRb3CCH85WZmsYQDQ1xq2ZOMRPklWFEuGPM4Haw4ucCKqxV1HBBqNwgHCh7Y6DTWaNFIDKDy8hAXaSOKUytuo5GYpGam/JYuGx0YetHDWqYrNtq3gk8iicIwrfwCTJaDklqBncS3i4ERgs2zCEhkDSd2+YoAAaBQjyWttH02AEjqChIVByrzvfD08vtPj8YVjcSEAWenrlcvFK7L1OiB+9KMUTzSkoKVm5diEhVLAQQIgUJ3ayOcjjA92b2MWFPAYRTzhHF+7unp9WX+m5u9c7Wh3ACC/PUnr8YfDOPo6SC1JuX+4XvjC0Nv6p3GLlP8zdx98ng1Bjxz41vpNXFVwpi7PAZjLMsz1wkUp18R4JgZgkSpF8KQHxAyo1guW61MujozUDePlRrQ0r1eO49bPhssPZvarIlJICOj0Y/oQVMlZnuyR2NxwziRdyUNcvjmY080jk/29nqCFCSqniC05hn5PshHzbuY/Kh3L5RrrXgWh3hAw4HLs9DIGqBuAK7xJUHqNHo6NBrV9eHV2tzNcTtUlp5HuQFcjcrIuQuhwXlCG+1TzM+kfojqgUM0Cx8A+geZaa3zfuRZe7Bz9ByvjNNKw4AH0kyONaGm+uTChPMBLePciA5Do7GNZzlDyxAluNDoOIED8V7bMRc5H6OywUe4144X3BBHK4/RaDnRfXEskC7UcKfNmFSnRs6FscA1qaY63pnlWxWmK5nEcKQa7LRNrEGdGiBEXeFF1wGEnIRdEE54FF8w1rJsm3KFLyHrtinUX8BZ7CPnNFObGQOyZZ+FJqIajcv5UGJL3Ok0MLSOVQCKkO6z+FZINPUpDFuTpnrdyLkHTUbBISrU3KgkZjV5wtlZcrvSsQZo9WbccbvShBCX8QYMSH2skWvR6PLo6uwt9xIKSV7BJHa8ispWDA0fFUANIdOoWsCBHVCp0OOczAOM/l6y15oV9AmtcOxnVk5BAQhK8lWk27yX6SrSRBoNp/y3As7K7vMafQcncvZo7yrKzVZ+7Hb3cUjykaxlcpzN9mS740TjTTfIsscmFXsVSa0TegfwZajIDmLokgSZ5Z3HJK0U6veaXHNcTJ3AUJERDqC5xsg0ltMtGS2AOrwkb9jmO9FojFLntlc+9ERNaAJHojFJS3rlDUU1wcBJysUs9W4PCLaKPKFJYFQN48YOnYIMxOC9Y/XDfHTXX5ldiKx4VdLS2GQfU+NkkhSHRjV2wx2PWNGFWo+451Q+BikfYWfLdsUCFGo/FvXQaDTnOYacagDDERh9nmVGr6pozYlUGtVZlwzZMTSB5WALFU/PRLLpaFJDOibeMOLqaHn9l2KVHpYbJssEpmmsRuP0ZJ9GTrsaHEl1RQCgbDUnb1PkRZhl50Tx+jyi5ngJMGh2FNUz29FZn2derDBKy6hqW/KB12Bck6/CnRJn2AqFjlPK7oWAN/LMEJdCK61kP7DNbhxKTCVRCy2qA/7mTCSIh3EpLjsieQiXceHsdGAVk9b5AKuorQBxsbjk+nGjepwsuQZXsQ8P2ZFRfnAc3tEwbCd35IPJup91pAGwgRiR5yTclpqtCuhKT0EHIcOV9GfkKORMDUgqCMriwXGAldp9iVDF6MbGJthxDsP8HltWOe1+oWE9APgi9RNfPT5ebWXtRddmzvX6EFSaN/cW3mgNCyt7UVHjsHlFP8v2HU8/JptenxSJT5ccc8lunHAGKQWAnc7bPlG2BTJn1Q8JyYfn3FyvtgQAALP/QQTVC5CzK1S15sdVNu0vq1po2CTvnkoLo437XyR8JOgaWQ4MlOGuC4Kd7RLpMkA72f8i4QPh1qjy6DiC/WWFOE62pFJZ8cZ4G+wzOjBolSwI2XA9ttzSmriv+vPV7EOu+fi1/kfauto81091tbLMx4eineVmvqw6RTDrkXmpa3HdoYZhZiJ8Ups+TytSiGBsHJ0+UKEwYW/vYMFEFoEVOUJIIEwQ0iK3dQQcE6tGWOWhlvSN/97LdPBqJ6wGY9YeLSCGSZ8fZfoq+hKrtXWqS7qKPsPrVnBS/oEGvY3uPHj6PGt3u+Ff9NzLkjqa8iuywcJT0VLeAdVC1CyZRx0ckEiPnS6pI2MDss6dBXbog3nH6x5z0EqmSy0sNSByL7H2ttaNCukDt4Ym3hpMBLaED9Q2am2WIPrJrId7tktC7QBU69bVCRPwiVXSJ1cPDdZ+SgwQU9uKpyKMlIE0IYTUeRacQTHdhA1gvW1Jo4+nJGwz5R9zdcLTl3mGpdwwIqowWIrEA1ko9EkNS6JnA+kzvCtAi68AIX1q/IPU9kih5yU6fcqxZNcHqWy0UTdzYGgaB3Xg+a4BnWsPgwehz/CL1Web+DYDgqMt0fMOsZIKGUie06owtOYpeC0/JPCIPEJFObmKgoW7tLJdlXg29AEDoytCJIoY08AQ7zA1urFSI8nbYakFKaQv8IoioIbZDoR/OXHurh77S+dzd2us9uu33379x5cf03d/eXn7/WPN1Pm7P+ywH7r2vPm7Xz5nyq7G8kOwbA8dRLSM26vtN1cmxaBZ0X6ujGXNlNVxQcznTdn9HAb2Y21/ogm7vIFCf6xj8tjpuioJawovmK5bRwGJaHv8dN2fdrauko7JuWK2LpCkhxPHma5rpIJwxXRdWU3tBbN1xaW0MuXBATOUTom9ZLZuEBL38OG6sv28YrIuWlTSoXtLr45L5uoKS+Qvmarrongiccc6Mu8YU3WlKBBA3zxgpm6WDvy9ZKiuEFTsmpG6ChR3/jFG6lrEkQBvojNSuym5+JzbfqguwrvdkbooKlX3tsII64fk4gtZGaorOgWfO1L3Dn2cU9W42U2YOxT/KSbHTve032oZn/Zkx1ihe4c6aoC7AopNYfZPS6FkDixnepGKVI8VJFRcLLfzyQWrqtKYGfdOx3mwrNnPbe7tFcuasZfYdZw57YOEO1Ll+t/8N7vGtQoe+EHk9+7JyIMJequdEw/Qx4gU/fg/nKIAehenByM9sYEQNHogjg41nPu1/ofTY1qr6vfuySSYENWwIiptNzFuU6Tf/0MpsqmBXn3vnjQTUPcTdzXolPmEYOafUY2a1vT86WqUVxe9q0ZhuYCWAtukCeWnhRumR+dd4h2F1zolvTrBOjYDODU+SCFGQmuEmQCQw0bFwwryG+PydR6MIIZmq+6WVYMTMh/bdcLgNoUBpKlndFBLjRf6C+9Kcy293EKqalS3bGddNxSxWSdJIMY6JkqI4pGx3SvXqAU3q7Og6ZOhyjQ4lNOTvTrGyMLm8QkwH9+9NsBp2j0rBc6pLWpw9wJ59xQLx6k2ke4EVBPYPSuGYNW21Wm1hU2P9vZvooTYI4a14ME6Nt81I4Yo3b8aQDDLZc4e7feCcJC361RBxMOs1dkOLMyKR3HoaWrP1P/VHu3XiTtOPskvMZ2ol+6X0yp+xqK4WbXP91/+8fLXj9WSynvSR3zlxxK41T20yJNH9h+kD7EYn1q+i0WdxlVNP+yxMFL/vkeMxASDjctIP3IOvhwpeXqOz2+vEncv5yf7TPJT6JvR8cCj8dYdlmFHwiMwB5LwAL14h7nGlUOHgR9cdOQ+wdutenTJhzzIHChZdYw1jBExLW/GL1kAxDlausmzBthIWxmEVSgcziVp/Y4wT1d7GRgVWSLapNUe7xXTnDMnrGST5YaLoU93l4Qpf2phNSTNM5KvVqpHYHmRIxJnGfVswvG4QryH4rrTz1sQ+uhSQS36ni6oQVrNJlXA011KoS4LKyXEdWOMyiwnFAfpxhqOHmknlE0diH5pYiCYIRBtiBybNmKDEKAtMeQBGkvXxnKtt2YJA7xl5TkFoB0NYr86aL9ivoVbhnOK64bY0VH39XTY6+C3gfUHylfsAF5HqyKKZQc4gtYKdbUDAX6MwXd5sGyL1klkWE1fbGSz/XpI8HUU0i4YwCeL7EACDRFqQKIDaUlGkQ1yxCz1CXG0xCeFEYRvMr7R91dSGQMWqCw/BzJmGX+//wNqQGQstySFWmqn9bdzXy8wIK42rM6awoUTd/EcSYTLr3hy6BflWIEv9PhkI0KUuy/igIUa3n0K8AWc2g7jzQFuywStvPGF7TYyA179EerH7ijeeuXYefHcmtLpGjj/W32tNm+OQWxSWNeYx4d1NX4zA5MLexUoXuxMGFiJaR2qRbv3KxYnRoruSxAT2SI7FuB9e/Gvi/NNDN49pWf1IpBofE86RjR8dSnj0IJTeJhOiPQWAvwrhS1L6yUH9EQpWD3oULbA173Gfh1WeJnly8eZQj8rGmrTwhesdjfC1zkv7+iSjpbKdaSrF6uFr0ViGGkQKtVqzPbtX/fY65AUjxm0ov19fc1fSa3aEKt75xTDwn/Ne79mVzG/bHkVC31gRBe8FdX6RmELKOC2A2Y+hk7loQYKfD3FHU3TMdFyP0BldrnWlM5WNqdmlbrrZUdNL20Kh1920DNTgywMTs1YLUsPJsOV0tEtTbxQWx+XtAVOvipaYWDNgjD4+G+ctmbKPZQ2WXOyM4zMRvRSvoloY4wui1JJoAeZQRmO4iQPQPzu4m68txACycBkG9M/t5tzuq1ZXBG7vIxqfApZsInwg2rWYZ3XK19UIAXsi46ovuMCMzttZ7Qqgy7KdlZxudCxNfUf1G4H7IOOJKsYK3I9R4oFiy3JrexTRNe08oWFQ0HAFz1VZZ30VXk7ztObaESD7z52H2gkZrHyOi79KwTZQHd3gu0gd3Xr1lj9gyH2X9gxwEv9wik0OLtClc1gkCHqxNmub69Y29iqYuy/COiqVr6oleDYFz1V5eKnrypN4w1njhK2qpT6LzK6qpUvXEBXtUJVBVUkryr3XJmGJK57Ij3ny5WGrWrlC5fRVa1QVUf50E8g4DovjOB4YQTHCSPo08MIL19f9SvJL+OEETi+Ne6bHnR8Pyk+8ant/3e0Hu7N4xI50bS04kom5+N/oWVyyr35Y47Xj9Ucwt/cOil9dNVLOzBoAMRLd5TR6qgzilewfNtJ+98BkjqpJI9eKajGNhO2Sy2rFVSM4JJC2fvec7ZkcTHmhRgDy7XQirwCJ1Dm4f7DaGx37EMYghDHUXBi6hQzRil41IA4uDedM1i0kL30pE14P6IFPSqxGlT9b/6XiFbQq6n/zT+8NShtEaCJkjRNhyPbGm8q9EtP0yWpyoW9vDQxoEt1EdodhQs0FHz/wRqKtScd4MwZdnF4/z8ovFs2dHh5ep2/e9SG7hJ81/KfBXBq8aMEBs578eUgurltHOjoI0GhQ1NnPzarqojXqVv9Ue9H69P3QPlAF2aAA2DLRS5bi2TG2piCpl0eCph7nzEh/sysMlCv8G6Uegy06XGcQ7Qj2xroKQ+VwYOlmwHbiyPOtZ9qWi1JVxJBAnL8957OjYyur/dBsFdCv3NwgXSQmj0dcUTqomNo+SzGp6P3t4J6gcy5hMRXPfXgLYkrMkwnzok91SwijtFbBXXoI3LyZxmMb6H+N3/3qMFYE0bgPldeapu40fzjWSeOc8wrOLNQgwmHkvKcijr2Q0ieAeQZKnkM/V+H153iENA6CV1mAdGL706Rt+IYoFx1otalp86xTp02UhtceOomtUESCqhSeHY4Lw91x7xEPsCdNbizBnfWgLKgh2UNHpfgrRMefzyZ5Xf/+suv5UHh8NuvH0lcWop3/DF7PMP7GRMWuxMEBxqBUoruwCHvRtBSjxQbZAe60NFejO7tnLHXDXxd65OLZekzFh/IQAcYaFCOAJQvI5uMcgZUW7c9BqG8Pyh/oGNyZvCzScjs7rt2xCJr3BNWnvUokTDgXYehVWSIgwE0EKOro2vrIAYHOShkMtRtGQZZ8gy/VTx9UTi1kpGulc49p/bCAKxAzujFIrwi/Xv5ZKquyQERQPiyQ9Wv1kBcPQqwAl6uHSRIkb0sfX1+Wedtbj1qrhNinIXn1xfSiAMPq9gjZkR1b6PT1wLEo9IQSbLr9oFcNFhVdPc+CoDkHJQfRNYcvEgtjqXbva8dVmds+9cN2ritMvzAeu4HKBhYjpD3cCId2mgFLYnaNYXxy0DJ1TgkEXwdX0xPjpFhn6OZmPhGsvVt7og5QPne6w/mu8YGwvcrVVl2Q53hY3nf3Zdc3hgUgY3JTAfh9ip3zkZLeYFoGqveVqLwj3kUuTLK5d7uSb/MVyUFmXRnEhQNKxxu74AL4zZcmGUKfPIFKfDTRkSZ6fwECmVJcyhzQudK5vgFFtektMkAnp1n0BZRxEzXKceACys8zUvz5mLfjXwHaNtBfe4MiXuw1QdtLCPhItIGaV7yK0m7/0S2884eHedKiMVYixSunODfYCvlWvG9Ub4cjH2cNe7FW09izR4tD3BYPtfD+VniJ7eHfnvoh8/vA1uHP8yOWV75t+9vVTD+8vbtn/X/eTdsSInlcQt/rIabWP5yTfoYVrrfU+ofmTz+GRjY8cOKro0zDNodUv5kx+TM5HGAIwXeK3UXv/3o7PFYcUfxLLOQNlmXxui3k6D/RHQJU50Mh7cO9xWRJp0+FhhgjuIUsXg0GgPN0UgFQbapmpMlXtqAD8bANKz+VdkwI/GgJU659cWHLXD4FoTEUeFgQcUOo9PvQrJyYvVFzCnrIYi6gUKXSnPZUPq9JpzWJz2YmlexFYU3iLT+SU/9+hSbQFbMIxzC2EZNkVojo1CohWdOWY74KGnjjqwKKkXG3Vut0MWh+2nLoJZyjDgS4E00AOUhgJpDU67d6x7hHWx0hN6Kw8b+9G+j4SXXAcHhC+nfx1bys4Qi79DHp4TYVB7Gms8pyvbff3/79vuHOqKNWMrDj9kusujaA/+BDDSPsGTCDxmpqw55yKAAWg1RZthJevxikQi6x2r9IHUixrqa6W7SFPrq4AY6ffWvCCe2imai1hpLToOh0GIXDmzVfrCMvVUjJPFVe1vbWSODQDfY6wTjHbueTlyRWo2IeUX73tUM4jZAWoOA46ynp+4YdiDv2t82/0xMZjnxYNNEALM8H4aWFN2TeSVlpFN3CIrNJTwDUqGLjqMUatXNtfQFlkqtNu7F/NPtwqbprIv3NxnO/pa/IjQ2xEq/TvBiEXgxA+utxLk2xbeSnMBjN9MFBAaWDNvrz2BkERgvF2LL2mF4ifxcecxUDMvlrRci2HHgW08aYlxhkJ5hEWBjZpml8tNhlsSN//uOz8HyiKz4ApdV/Nbo4JH7G+YKUmcx7X3RueA+SlkgBELSmXOBBIMvSGsoDQFeObBOSw+2EzihmSQct8hy7Iq8O6EEQfVqSdrVDAxYoI66q+H2OO6Reo75eeH2UN0juvbWYptR99dhe/KTBFqkBFahVwz3Wm53d8n48/lnkzgUJKJudsYkvPuJIZIXCVAkagxiwBXz8JzQEA0cL2eWUyuWfxFxWrvBMY7HaWG1R/CuukZXUjc7W6QKIXDuqHedvGkz5UHDyYhik3XJIZIxUMxpTWdQupS0yCHtYrYZ1rlyUv9NQtvsSEn49jPbd0/h6evLoiLpqH2n/VpiAnPP1UrGUqjTJIkZw7JkLo+/1joMVnhTetGLcoK1uoBjRwvNQBlxLjBD1+narfWBma4U6jyJVHhezApG1bu2tl2d8NhkpWYFEHrqPsMlePZUCCPd8beOyb34MDPTgBfnEFh6qlxAF+dgWNZPna5+8SVkmZr04iSqYyWIrk9SetZNJNf0YvqOafvH08fLr9nLzx8vSQHTVVcYkbz8H+v2uzj/VxysPv+HpTxCl/4Th3Qk6T+tmOk/6eEwS+JosVLD8i/kBZuy9J/lVu9giayZliN+0PmyRREJ1y/L/XnFTP1hy3FmJfOHVRlas5L4E1pGssSfZrlI0UsTNbLEXzGLeIk/I1KrnxEYyuZJn5v469W2PlBdLc2rXRawkBLoubkrqakjyqzx2FfuMmlIRUTd7IhJePdHz/vVTFWX95NeV6LskFW8vN+lqati9fHSfpdmJXmsMxcndGdHi5b2k03RkKf9ynt92u/CHFExo1lpvytJS8z01ZW0Wda5slK/TUSbOsS3z7fu7lTencqb//snsYwlxN2pPLlU3Kk8RC/f/daPFYy731pM3N1vffdbzyXpcf3WjwPuqPFi8+PRErijPPjPv/1a/u7fPtZOQfAwKhyBxyWCuhTvdYlKD27AOMSO1YnzQbBDQN5PHcSPQ38/jlNJmhaNg1q8v30wNTiYFugBWn0kHSbL4EvPFizFa/x9OMShvI/tnW7QcO2DhPL2vbt4qcXsYK5kLg/AzRqw9T2o95LBAS4HDs/WgGHltKEcDhDC3MEtfzTDIgcz1eGypSMcHh5xYW8qaor1hAEb69N/oDuOrXTwLb+Y1Oy6RgkQaL34BNgu9h+4jJ6TkMC50kVpYSexrFGDv+DRVfcfWPyD0Uxov69QgmCkCQrS8vo8Bl6CwYK/qNfF36VO+MhRRVJUJ0KAr+BxFaDgB75caKzzWZGnsdO23NhylmRQcNvcsU8222cSd+D0zSJaqL7ruFMWi2oUBe+4UHTyp3LHe/+ylKTNiODaatGz8PDDo9US/LVcaJjgSvjz9PYcXmjNRwHuLTTFuKYbeB/qZRPQ9zM4O/DtEyYL6ZCWAIGb43N2aNlbqcelBIy2t0BKAF/gJMJqtZzNmZfo0iKz+/a3v/3y9/qro3s0XlHfl/8c71SzvJKAGCzIYP50HR24ZEDCfv2Ma0cXOwesqOwxKtm2+6IoP1R5FFcL/g2D/w0dBw2+yJ+pYPs1lxWga76CSzU6Ar6A5t2Vl3SNxsAVJPyaXuUrek9P9mL7wqIq6JqzRL+MtLHdChLuHq55u+gHNUe6/AA3+6s3C3kEr7wrLyUKPScsGTBV4+fIdh7nT3c3aZ9WQPcffINUX305ACyV84xN5I39F8Uexb5IvvvC4X+jTlkGc271YE8ets24QVbW7PA1X8GlonkAl+pvnMwlxg3iNVxBVoNhcskNYWfNpltz/PSzxNCOoaOnSFzCVhAyUHbO49qxM/R3I3IwPJ5g8OvSS7bDS6/nCKN/P0B6lKWEXTuBRe7p9fmNwqK1/Ae6w37pE9exj4zXqxBhvl+fv6kza08+QP4thPBC00Ss1a7Gl7HlCuLLuww9zp83+xbeSL3NfmlsRTyK29GudgzY7v2Mvg+pwQMq6Epqmo9DmcaPdfd+d6rRlSQ8rIiuJO/oo46yHS8Evr9jYANqKlyheFNqlILFZQs9vJ33Hb6LkBwND8lx0cs+f32mXf9MYTKgvyfjJ7x7HR5Brqiiw2/WxAmZ8wyJq0l+xXm/9qIg76+KaxSvZkekeuoia2v0Tjx1X2RZq6lCxeF1HezCed/ie7kqtMjeSKTQpfLfE0kK4fVtccXevb+z17YbxGTOT6EEVf18ynINDEHV04BeF0z+XLLeF/OSX0kORF98tGO8AuLVTh4F1i9U9ENUVXT8rx3iZx8HG56X0SL6cejIgQtmLRe+vqdIO3K6soIrdUOx5BMs1HADMg5s5QOrsA9q1AN+EJbtiFdqhxA7crwZgmWteCfCsLZkRjHl6RrCmQGUstQhFsgCcjfCTe9YqbrzEQ1+aYTUaV0oOFdqCQI53YpZ6+3ed/gl0xPkoQV1pZ6oIbIE6Elo8HLlC7cT7tRdiFd7Neizo5dkXVFNcEhQCICg3VXv8OmiVdO1xUrp3k4IxIJETjGQEjIgUgdgspQbEH0f5Ndq6N36kw8FWVOsUYOOQfUw+lrXi56I/gu/EyCBNNVyTi3hENYfml6ye9IUHikYIC0WdUL8pe794nFYhEOmt+gycoPD1y0sRcV8S2chca5Fx7fshX71GjkhAUh/uXk8Nl8VKgvc+ej0uOr1U0aoW/mi6HGLnfgVtVmEBPsjG5p2+Vfo/Sfnwoh1me1aPPKD1nEwbMtlj3vkwRmwoLgEr70a51mPv5/hz8MMhGf9/D79WncWIPRSjq3gPS4JhJj1BwhrCBrWRsLC2oNrCLAQ18C81Gf36cuGUt/9S3f/0vTB3b909y8t1n/3L6376/9S/UuY+fXlvPbfOvnwY9VT+++/vz2Xf//l7ds/axvwu0BQmn9roC8d6P7d/seXIx1bT8/P7mVh7xOvaT9KAWU7I/ZuXB4stf1mDfYC0UNcoZW3vcUI6Wqh9DJSc9zRf07PX19pTuxPwMCOH2fHPfxzsMtYxGaEFCflT3ZMzoSbDqMVPtnLaVhEQxiolh2sJRGj+QvVHkhZSBsVnxdiW5Mpi15ElwV0WRJdHBOqHEeifdfBeEBMZxrTwuj7ErHsLyWuuc0Ub0gqCLJNnexGCm1aRBmEKadRZpqXQULHvFR5OE2nTF182AKHb0FIXAK0JRJpkS6jwlECIrJy4py0hQzAtiSz0sFzpTSXDaXfa1YmztKDyYtauCi8QSyUaUuTad2EgWQTWBFxY96l6RsaPF/RhfRtzVEo1MIzpyxHfJRMHjTcVU3b1RQZd2+1QheH7hF4s4jnYXz2b/O/v4mosZRjrNZo+abDfAgPg8wusV6nF7tr18W3sFRY/7bCCHNdIgVfSP++rKrkUzMUd+gDCb+dI59KpZeXhXx2CbI6j+QHyd/hg2YDwTCqKsd7cRMTHXKlvImkfp9U1BqwS7QflntF18RmVPcT3P34BB88k9qMOJqhlQYts1AmLIaRxOnJ7sjkyLDti3mnZHdtUTkAP316gnMxT8WXFBKrG5UfTiLgoh8YTDRWaCO3csHpJLYnOzwMQ6TbehWTVcl4qBsE6sxwaY923RLNIdINWUakGzsxpkFi7cme7dc6cqiMxABhiyaEeqpIbrr6+NbkvWEoKjmqvB3Vx2Rztyfn0tgVXDGkbAQ8maRsfLJHo2N4VJVEKdhyG1E0bbXaSAwrQKIdXGJt9bJK/AKFX4XMX0KjGzdgpggUVVdlhsovlqCVWR8H7s0wZAYXLQSJeMhpBFzkXe2FxCCMLQ4RTN2cnuxwUbUXiSRmGYkcG64jUTPuJNsunevMzGIJB464RCmJ8kuwNq9nBolpcMJwotiKS5Glu2uxh0zpHNjoNNbx00g0gzvPFjYkG66QaOnBxVqIJDQz5bd02ejA0IvOg9r3Kza6uAgcLkLIggsuwFT8LIZerK1J0tvFwAjB5lkEJBqOwViYeEGAAFCoG/4UicTivlxOohoyZ5/zkC6///To1dHGRlqsnTZ1STcfQW/NFfdlUWaMK91nuXkpJlGxFECt4RAmkuIA/Ijpye5lpBkHo4tintD25p6eXmkoU9VyNIAgdf3J07X8nBO0NFJrUu4fVkeA4zfotviNRHsarZD5JzKBkmvaGs/ijL/VdpDZJQdiMHUaKOdwOFAEfkWAY2YIEqXeXB4TNIrlsulwfWagZkw48QMNxzAcOo9bPhusNyt/lJMEgqMN6MWXrUmzlV+2J3s0hjFqQT2PwiCHbz72ROP4ZG+v3cCpQiuqRwuteUa+D/JR8y4mPeJGXyjXWrEsDpUBDsEVl2ehkeOiKwh3eUmQOo399TQaw/Xh1fpHOW6H8tLzKDeAq1HJGUnYGZzHLWD1FPMzET08N1dzKp0ZHWQu08KYNG4zKccHO0fPseo3C83CMOCBNJMLLNfLK2nC+YCWcY41m93rcUlnaBmiBBcaHUOC5Xttx6G5s8ys3+Aj3GvH0jLyaOUxGi2HRnEskC7UcKfNOG+cGjkXxgLXpJrqeGde1hNCcD5EqsFO2zRw8nUBAL9d4UXX9BYnYaeHiy8Ya1m2jYVdxdsUgu52sxI5p5nazBiQCeQGfCguqk0fnppm2qP9w8jQOrWZQToMuhUSTU0K7dG+buTcg0UUExaqqvoddKm3NpEL7cqZqUa63aEZd9yuNCHEZWHKtl0ZBggOGPQQrs7eci+h4OQVTGLHy+kW1iDRGABSHJlG1QIO7IBKrdfnZB5g9PeSvdasoE/FCBMWUF+onHwASHzkq6jVC86uIk2k0XDKf32LofObqboTOXu0dxXlZis/drv7OCT5SFrHiucGOKThEuNND55Dozip2KtIap1QpZGTtC/qJ1zufVvLOo/lqhFWCvV7Ta45Nnl0A2k0xnG616VGZkUWZBCZx8KdK/OGevRWSTRGK3Vue+VDT9SEJnAkGp20pFfeUFQzBpykXKFR6N0eEGwVWUJTB6ISBbu7sUOnIAMxeO9Y/TDRCzuMj+QXIitiFYM0OtlH1Ti5JMWjUYhz0Mes6GKtx2YVGo1xLKY+3tuyXbMAxdqPvh6VxtNcQ049gOGIDB1/8wCN/U3oOTQG0Ih6Ra7dBJaLLVY9PRvJ5qOZ4OiJt4y4QlpeA6ZY5YeFRicTGdV6eEcapyf7NHJa1spWXx4EMImVuykSI8y0cyJ5fS5RczwFGDijRvK2onMVkBcigepRiB9Z2bbkA6/J2BkyRO9pWbZCoeOUs2sh4o08O8SksOaSpE0+4m12YwSLSmKQYoHJfc6ZSBB3eikuOyJ5CJBx4fB0gBWT1vkArPDFj4uLxSXXilxnFUZL8KiF4pDMD9BjOGOCpp1ckg8mF8sVDiILANzgs9HlFXDeHgMQ8jhw4ZDa3bIGLvzLB/wJEV24Xo9noQt/OQIoTEBu0WMr4Xfw75Y8Blk8A/Iop6O22CnhMv5JK83dUHHHlmrNWk6NqcmDFFAOXA2kaGQdWUMnrjBTWqO7JI7EuKLgGYyz4pQcjTaAXclqCHBKuKkgPkEqk3ORY9k6OFOLcdUDaVAkxrGqfeqEQRl1oCJ8oxx8SZv3o9lDBMDFpovVKTFLxePSlSc0sE6o19KMEjCaSU4sk7YWV2UfUXBCSbQZjtYptMkMZRCiIIWigmKRBu/WhyprHziyI6cNRMhI4THPuki8lYqC6JKLnORL0VBC2mjnDehqHt+8VEzbJJhZbIDCO+tZ9IkNBKppBahzHNMqwFmVjzb8LCd5GoJ0byVXl2UldoMYPlBiXRkWRlMU6znhrrJSuTWdcgrnzJa8AupY3Z9JSamT3K2G5QglaPs9eF+N40hEslLOSW4wwzpzCc7Y5eR1iKcOhPozi3dGesPKbokafGNQF8EI18dTx+Bd1o+mDiSaIkcX5zygo4VSV2FeA7TX3Xo6sTJStZ31QuI8D9LXSDVQBMo7kizVCoXIiLHBCOClgCc1vA0OmpPeJqKt1DyYSbHKkbhqmqdxdAIN+XCg42RxTF88+OYGGlRZVnVdlga8zJI6Q+K2Yllkdc7xdXZFDpxjOlXpXCFDmWWP1TqeC/nG29N4UnCNNtCYdWMbccB0nP7WZJUUm068EyfW2uPRadSRmi2SZqltaO2cnuVa8i56lprzVxovkaeCxVas5MKLrFC4+PKSKJLAStWIoZokkckQOfpXfDXIjNHamMCRVKhHLgUf8V2aKsvjpOBKGP+9V4qXOWHcfGlY6H14NoM4sd8jMpYdKyGUz1K6NClwrCiufFtB2wut58WxRFQe7pMRp1jEiSNqVHmFFcgsIy6K1QmQV5pzaw3n1EUx72jyCjbW8G5Uf3Gwz7DsXy++8YX3BC+QWwfrnXLuaJhKvKBKuVWECgWOAR7/vde8qzi8c+KTR51+2Ws8xkXmYFYNgoVYaNNYcRBLaAJ61v3SmVzX4oQ4WCKp5RFJYSSfd6dUVfDQaA+UHh5MaO0ckFGnBthoTApcaF6N6XtX8rXby4vqKvH2XqJ/3mvJHxmlhccv8KgT33xwJvXWSGpIH6tO6MDudmE92ukzLJuwovxea3dpXuxMnlyDZVZU6ljcC9KrQ5Yv4g2BMuKsKdxbIugwLxRkxBU5MrswM7knDirLJCPzjp4V5+uhYqElM3iXms3iSntiRH7JvMi7NZxYMiRyGxJvdtulNX7B8OK3Z+ljWlQ+sU6dE5sqkURcl81gnTnxTSvx0aPnbas4XAqRTyjbmnguhjutmJmW72buqzjhTaSuu8VYGyt2z2Rp5YqYz+KeWJ9A7hGn97LyL+9QmVdWKxnWTeHEeQQN60s1rar5fSoIj3/XxlY0z7mVw5RTY2XQ+WYOYcHzpcvgltOwACyKQ69muTqSWuf1iUZxXEaSZ6obzaBNbEhIUiU82oLctJbsKUsjBXG0Q+bSOV4LCJSG45HnUxA1RtUx4gioJZqGMTDCH8E6jmJp1O6CJZaBXarVGpRbDs8zAYyj/WwcDb2c5Xc+WgOD7JCj6lFGqO9uL3H+1maGQ9kGjzbeIgHOlF3mkGpgZDmTJ0cAAg2STso3XK4pq2MM9kU/90epIcvguvTUvzTFvjchlnoLJjDggZQGSKqw6to3qLeJeQFjRZ0LaCDzlmM+4BeuTcAbv0hgBAz8wg/gDNRJVsJB4Ue4bTVrUodus6zW12Ub4OD0iQcLg5+kBiw4C4wG9JM2LnIerNTCSZyH2OdHyaUGBQO2rjxi+M2jEnaHexDKycGyffiJbfPxmu2upLjOh7hneNMtfQMT2RCq6eeaZvVg6EUvh/C8FmVsMvKJbjN/pk8STlhRaQn+FQXOK9THqYGtzghbolBivsa7ZwJUTNn4jN0ahcwVsRKiSuoG9jVB2FkyBvSIJEcSKiMFYjXjrGkBjY4Fctqxfse0BcbMWfbapxo+FQ0RiGdRFRGTtaIv1fKTCjuCyU31h5aXt89LEEb4QWyTOMc/UfZKdp4OKUPPcOMcGCYI1uRNE76JbZiC8hEO3/bQUwRfBA117YQxtPFFcZOWCql6ykKM0SOMrukeuoEZ49hsur6saMers30BGyPgFxNE5xiFsPiNHU3DsxntSyWdH3CIdXVsAQM3uXgQHjunDU1wYQaj5XQ1RrD8osZksVstTqubFVV8ysELrMHExQrW2MJmP9c+SQB/vpdBcFjfIZwxA9OH8eaaPtE4YV63U9IIg/Mu+pFqznSELZE3UXOnTjdb6qPasokp/mLzhuXhK0IlnU4nN3YcC4pciHh4wNCZMZZWPLpkOs/O2bZGXtRLeF388sl2RgSfGJjl7z1daF/XZvrP8EEVa9RH0Zd5xyUKvYpFpbdId9wLZ8BPYuf1q5YautYJDRwBTHlc6sa6ium1VGS1XwfTQz3zigGB/42l1i8WCnW+zKnHznKmCZVbGA8cTb82WodmJ27E9w0UvP2CH+HAL2Vd0fkcNDZI5GFrP7TZhBOvd2yAuAx5lO2UzoY6ZEG1oD/pzCWgUKA1FLtlZTxcVDyWsBS+5FDOVay6pTooRoZ0yuQhzsW258SoesBEKWqYYKgRK9RPUuNUtnkwWWF/pLi5MCfRfXIR93hzToo9iAZty891IW84SXxXBPfNcNOFEMvdHj+Bfc6zDl9t30fmm0BzL3aThZWRjo+azOJWWj2K666hzBqbKe9/ngp92STWwdX0fUhZao/Zlo1u5VXkabiGk4/KMLdEL//qJvbSucjCNO8PI3qa+dnhajdbmJAoEoRok5xhucB7BFBYCHZAM2TLmsPl1faaUmqTXWaJMCzHksIALqSKoo64idX2B2mcYoQKRx0fYVshhJMgKUc7IlZNaqpo7skm5GrpOVch+ZA/kae5lbObXDhT7dCBC7wAJgSkAssKMNBVJAs7QeuVHFiYoegDmKAsCsV+wiWuGyg0Ve1ZzLirdRkZsgKty6hoeR23I/pFhue0bOgnlLSYdtZpERo4Px16vqoTvzCgH5hON9aQJca62l0Fw1ufUSGQ256T0qxpt/QB3HvO46GtwjogsdXQQyODJnY4j90nF3HPsGYf+gSc+t3YVjU00AxPL4G7tRIOutjV6xfCAh7inoqssxfs0v/FzbwM01g2DzJL9oDLUnjNsWSrGpHReMBnUamV2xBtHaFBdsBpUY7V82MNMBKu8FqmE0fscURyb/I0Tl9Usp3G6ZLeVRGgRVNOdQqqXCBopWytrwPKupaRYaEYNw4snkdilCxxmMZ02dRH41pWdy+qEjlR5PdwEQpUk5pTMQ9KYUaCV7CS4T1tthOUWknOobta49t9JZtwSu8RhvtxfDG11tOhEb3YVSuit2+5nWEdQznvBuVc7KK05bwbmX48xLk4MMqb6lHEbDI/3epTZGAMj24yD2oGb0dDYztLAoMkDpRXXMM8xwo+1ypZ9By57lAEOEpxRQKh4adRR7fGXnKvvQ36SewZ3s78xieuM7XrX6HbYa5LAb13M++QCRMZ9RIRxjK6wpHpCSGYyzDu2611nESzOXu9j5RGhu3Wcf4zikcEVofuDkSRDjRlWxQ3jId5+WiDA7qlXFKc+Cusm+v7MqA9UD5B41u2dXIunGWMeTaM1a/zC0NYAn6IeZ53vC0alK+sUFAXKTCVe597FbwO3aMAS33rJ16mvg5xL7dtJJlTDrd1Zj83Myw9dhNK3AWzYvsv64Ovsf158CEdkcdt/9plBOtC1YA6GLkvPnVAJK4xqExrsyIa8jv2VCdQCW05KH4EZMR0FDf/CEwDOAvqnq8yRjnFhuVgoSJYJ7X2sdK9T2BZQyHKok6n7WKK3SfXcK/BeBAteSz7VH8NFk0XwwM3mHsZJJjlHfMyyPZdo/Mcp8CiEom1XEG7ry9AL7wSKqepN0ZiMjuOfLUp4VwaJ4paZLwFQPcxUji9b86AxqBLXA87RruofBTSeISP05kj0QjPI889Kv/P19++vf3Pb7/9n19f26Pf//r097cf//rx/xr19Pvfa3vh+x/959O3X56e//b2g5IRD2NqZ/316X+//Xj47799+7//9ddvv1WUife1z5oF31/45de/vn375R8//tcPkIfoPuoMfqznt19/LX+5rP/3RvXz08v/+iC5+XlgFdvD7UbIg1beaUElDf0kQq21cQqXKks1Aihlvhot81FwMWV5ly5mxk7CatSgkMWErksTvv/gxZSDF+iL6Vi9XM3sx7b28sHLmfGTUhcNxeARODtbUmkzdLpcs23ZKTugeCmsqk47nVUdbcudr/12y8VUj+bCxZhmT1FGTyn0GBevxYPFRLSl17dG6fGD2ktDXL1erl6nAWSxpyf4NVpdCAYPstRdl+wPTy5rcEHGPdmYvKA4ojBBZVzCOcUpcazBCpFG20cD29Jjf7b7GCjlP9d9LD+7WsH8jCLJFsv068ijHt8LbPr/57f//fHmbdHfFj2mQW6L/l/TojddbYXP0r3PY33uyK32YC+y2mzXE6x6C7MhtdcYrUiBlrMRm5lSDsx2gTbzGCt7tqGz7C0oq1h+UDgKlVm4+gz4xLpzM+7bqLHCjHgGalHS8gMnNjqkHCi7wDgDvo29IJ4BrwDLsIh6cU1BQN0FtB3bRKhzJ/Tg9Q8UlDoHG74Zxb8QrX4Lb33pfBbLTTM4bsGCUAZ2/Hd4FtdpqId3jmz/Fyz0QMEHZlcx7hwJ0IZi8NbGwl3w9yoy6MU7zLXkMTVZ1gu3yIAjiwLIByhT3eddhAZeTHIvXsjAIpQMS8bgMar+jHdHCGVghgeqcEgaDxLyY7YnFFMl4TIfOh3IVRIu3LGTO3Zyx04eEDv5t6df7mzoHTu5Yyf/YrETXWeZPM1/czN20h3kYKQWrgZ5Fk1KtETOOXYZ9cgiXIxxYpha0WJ4OkbjoyOqt2bwDx68nMBKbXbMBlomdP413M0HL2fGUMoNAAXhuFy+vv8fRS771LaHZjKZWZJxWLUjiyWWmNs++7HRVUnSC8ZAr2dDIwOfh1V00VEH5NJ3Low43twvhzZnr5wPhqKpZb94IAsG0OEHD1+QTiyvFD9wuqskKbpJ6GZLF2RYQyQM7BrsrgJ4s8EP6AsiyQ84bp61GOgSgRCAajHLqSjm4uNmA0d+OvqA/DgYqzdZelHTFwTChJpTy2vh3QbirA4GSmt+5brbxxnOceto6xIjUBmki69STpWTkSoqCW28WKCOKKMr1o6BHwjvRclitOWIQE2yYouxcDFe7BSLFpM5i+mMw8+ZXHnHW/8E0ZI73iqOt/772/PHeu9w6x1uRRTIHW49cTmfHm610b59zKPeuQgz5JWVK1sPPYXpyW7TBge9F7euawEGEE0I2w28P9uBHkBL7AIe1LmcdB5YGD3Y8zCKiyvdVjcO5p01KJPwIstOcEqBxB6qnELNKg/reHhlTemM1PEMiHE2GgTpVE23AesIIkiBVVEZ8dKpTk4N/oHrkikaVro8nAM+s8K2eOWJ76KcO+g2vtNUjq6p9JIDXXfZZnPZkgN1lhhDZHCf1lkYp3Jw5NXeoenaC8EHnaG2w2PblTpfz+PZvPXjPDZd3KDjAFqi2J25naZJ4zq5hlWrZDHtFPumXgexishKE+LZlaL1+sJnOqJexa/Y+RxIeff3DJy4+nAGVlQUBgMNLuWqMzIVWBCPgc7iF0UX/Xb00nsgwuCaIKEfe1anZkcbxgvTl0DjvOil8VpeGFbUcIcX2xbWHQn84UTckcB/8Uigjmn0N6dI4P94+/U//f3v5dFf3r798+3bx7opEcGKDPf+c5SI4A9Kn/45rZj4j/L/wJ+B7Nh2oZ6en93LAhRsU9SXh69Bj60H+JYvR+xdMANJbb85IQK2X8aQ3fq3vcUICd37cUHMcYf1OT1/fdUCbn8KAzt+LCfMHWeHfw52iZm9xY4dUv5kx4SYq3MkzukB3NAqCSeDGDU++A/wYMchY80IFM7fA6R5EmVakSkTToyxgC5Lomscv0RKtaglOCgj2gpo0zSmhYEO1ueAJD2cuBEplei5yg6bbFM1B6xTWJ3jRJRVYEQyZVqIDylUHk7TKVMXH7bA4VsQEpcAbYlEWqTLqHAChYisnDgnDavnMQZOApNeHUJpNoExvYWKYnbSwawz4+i6pqYGhJzrWEfmHZ28JJsvI8Mwq4MM6duao1CohWdOWY74SNGG4a5q2q6myLh7qxW6OHRUq/nb2+//KN7t7N/Fo29+MXWChzc++7f539+yn5cTFLCJSuBNh/kQHuL+u8R63SO86zKfwFvBBxJ0b6Mg/P38Anwh/fvYSrZPwY+NXt9b9f5/81+dB2uMmgVt9PIM3qEPgU8LZA7bGf9a/P0F2UhvlXnVL19Ju6iGRQzh7W9/++XvldpW3/dhC31f/rNZSnDpyixZtQJ+jZ6/oH1StFUq5V++apx6vaQe2HkASl8dorxczM/dD1BjFMj+kCIVuZ+CJTNLpE0kmTVNAVeMeUygTMZsHmQzDgxYDHEpjIkkGtXZdRr0yjz3y9aiORPWjcGX0s1JuXAZnNlO4IrBbvjsoSfktHAquRngygbS2vI4q5g6DBbx7LIZFNilek+L5+Gl5YomvJrdJXGGKRSJ0NgwrjqDHexSYa6WeQ/yVVVZjhxxgghjvWqIcAZTGiecX7ksz5pMbjMYasYbfXGOD9Lftps3o4Ex/LIviPm38r4WBkc0vEs18S61nLvUKHTAle40XFNMV62nnnSe3OzcqFDFiVJrP68x925EL72b9xmuMrPBjUPYZ5VYkQRhmfMQGUOWXRhfXxesBgg5l6ws0+JT5cp025LKaLVSbbIjUbrQCbQm9mO3y4UuNiGEq5qarGmr8vhc4tnPzXZXvCob4ao8rUjeMNSGi5wZY8qNY+LnPyAcZG7b1MFJxMam8b3j2NAlqLOx0Lml5XRbqB3tEGVRYD2qnNnGKdrGlWVxxpLVM4JKWRhAiFBXLSbLvhxYVi2H5SwLtiL3yiPCQ+iko4cbCMZsWR+pE0JKgTkbmlNr9skGYJUJ0JL0vmAskrv2SUPV5p+3AJuERgtmX4oyT4ocNpa3SpHtViXUefJV1VPPMQfDgGUO5j/XPkngevsT2ITVSwNHMoB4DeO+SkADuhY32DPlbdOVpHoH1AHWzb5sziUcUX4k/ELUfmVJluP/amBnwCxQ0R3grrJGWjUmXpRj1XZrPOM2/7WWEwmDNLk8wHr+siqaI+k0p69T+zRuBcUk1HGw4DYOshDnNHV0wqMOpP4rrV2bV0tbISZfLePdttmDSBvHaOrUfaaNA9Htj9KOYtFOmIlrc+dH1nn0V6+qiHli3GLW4wKmulnQ3ksDt8WcBcfPDMSOENumW5BOXwCzp39yS7AIRAIGUMU33JGh7hM/BGnsOXQRtEhz8IsQGZ4QYRNV6j5DXXdAiMSrcopz3PZlCCR0bcQyQdtm4JcTm2La8KGtrphfXt5+/2AWtS8m3Y0x5l+gOuRujJGw426MuRtjQBHs3Rjzvml3Y8zdGCOh7G6MuVQS7saYuzGGtJS7MQby7m6MEZy5uzHmboz5eLDNu7sx5m6M+bzGmJMixSq9vCzks28Y8aO6+Q4fNBsINicoOMGc6JAr5U0kIXCm1FJmzYqBFVx0TWwgNuD0BEfUqn40I/erkxRWdcLQa3MC2pMdU7CNjKCRmAclu2uLyumSmH4j6L3kYrasDF91o6RpIDqJgIue05JgrLw+Gmzz9GSHh2GInBJpP2bE+GbLoGGGcHq065ZoDpFuTD2y/fNWcDCVc3haullpXjWsHxaOHSybcp2eqiOhrz6+WhWlzambaskwfqIfgrtNT86l0Wpp+e00e2uSsvHJHo2O4VFVEpUwjDMoUKI+PdmBWy3Oi+MUk+URxfI6hf9e43sJjVNN86yui6qrMqcLTYGavCvuzdDqdomn0YrLJ8insWvc4VztVssLCVa6vTYK+AAXFav40oo7NDg2XEciq16oXTrXmZmpTWulkRilJMovweIzeE5tRQLo5xdYcSmydLdToFTnio1OH8UWRBLN4M6zhbemo3UkWk6XlpWamfJbumx0YOhF54csC88e2OjiInC46IdljOmCCzBZXpeGk98ucEzf9lkEJBqOwViYeEGAAFBYlsJrKhNCch8gUQ2Zs8/5Y3TaldKiWS3jHu24Tl3SzUdQAnzFfdkmCdCWlOXmpZhExVIAtYZDmEiKcHjD9GT3MtKMg9FFMY+XOQX39PT6Mv/NzXJg67quBq2uP3m1WNdwgpZGak3K/cPqCHD8Bt0Wv5FoT63OfvaJTKDkmrbGsxzDMKmdQiISD8RgjGV55tqN0CsXBjhmhiBR6sWdDWIhq5ONOHwM12cGasaEEz/QUbrXa+dxy2frkJgGx0kCxRGGhl182VoSW/kluUkxjFEL6nkUBjl887EnGv1G/xDcazdwqtCK6pECHjHyfZCPmncxte68C+W6pmMYFofK4+sXXp6FRo6LrsRAFEeC1Km1lpJoDNeHV+sf5bgdykvPo9wArkZl5OhwaHAet4DVU8zPpAaId1Qh0CLqzeggc5k2okI0nrUHO0fPseo3C83CMOCBNJPjIWTUOWyXaxnnBs1pHdbjks7QMkQJLjQ6hgTL99o2iKEpM7sFOgT32rG0jDxaeYxGDmaBPBZIF+oegICDAFReF8YC16Sa6nhnXtYzAziBh0g12GmbONh5NoyR9gu96Jre4iTstBAAV3zBWMuybWyborlLof4CzmIfOaeZ2swYUO2XEpqIqkGTTU0zm2hl/WFkaJ3azCCE6PIdRsjs0b5u5NyDFQIJLV72TUm0T4wQI/iAXTkz1Ui3OzTjjtuVJoS4LEzZtitDq5Fr0Wg9hKuzt9xLKDh5BZPY8XK6hTVINIbByq7yNt+cH1CZYRqRaITR30v2WrOCPj5JAVWvVE4+DI7ISXAVtXrB2VWkiTQaTvmv9wB1ji40vjuRs0d7V1FutvJjt7uPQ5KPpOWBOQVNtjtONN704Dk0ipOKvYqk1glVGjlJ+6J+wuXet7Ws81iuGmGlUL/X5JpjkxtUD4nGOIJSXWpkVvg0BpF5LNy5Mm+oWXDL0Uqd21750BM1oQkciUYnLemVNxTVjAEnKVfHssuumgOCrSJLaMpeZ6Jgdzd26BRkIAbvHasfJnphh/GR/EJkRaxikEYn+6gaJ5ekeDQKcQ76mBVdrHVDbiPRGKWIj31vy3bNAhRrP/p6VBpPcw059QCGIzLxPNuMXldhRzBw6nn0Z10zZNfQBJaLLVY9PRvJ5qNJDRSfeMuIK6TlNWCKVX5YaHQykVGth3ekcXqyTyOnZS16YZTsQBCgbDUnd1MkRjrygRHJ63OJmuMpwMAZOs/MjsmoKbPSRjE8smptuUZeA/GELn1dBq0OfuOUqmshmo0888OksOaJpA084m12bTAbkcQgxfmS+5MzkSDu9FJcLkNeXHg2HTLFpF4+kCm8a3N1PlaaplFPs1KiJUrUguR9AMiOjGJ+fsQtJkDayff44HgxUeEAzwBQDMTwOyeBtCjgpT0GCYRBu35yKr1BFm1kYrT7ml+J61xqhc0xeXHMgk0Xj5faQalTeonobVeIEYap5iOovQCdJbkfDeKkMS35oma8JZYeL42SHobHwdp5sR0jX9V7MpiDsgA5D5c1/dzm9l6yLMUqUeqk5DMw8NPLs35bKL5OnzVFMOqzsh+tcHbUX5NybycrAb+XeOfZl/D6vLhHNzVPbg5k46kdvDQgYMC+T092kYM46aQwWh+rh3n6sVkthBAH5cCSMss113kMN2727MAZFd0nF6yq1jhphjrtOA/1zvRzm7t7xbJm7CXpHSgjj7BTt2eq9ZrCiifXpbEEeqasE61sakYHybhPIGILxLbBgU1fBGmzXejip2EzTwc8lokMYs0fY8pR8QjgaM9y4wnr5HUzeCffcXq0n1jhJNG8xSaf12L/0WltX+hBiCut+xE6s0d7mY6JEirECmNIlelGRhovrdg3PbqZoaKbzSkhmurLhA4ctKPaQMFZZYkQCKlCD8JcWqKWv8woId0vcem549uXWnyqfa+k1Qp1niPYvfZkb/MSr1rBjEUiG5vXucIV+1O4KtuBG80e7e0dZ8hBreNcVtH+dAOC/v3t+WPdP9FsoHtqkPmJoXPvqUESdtxTg+6pQcuDfk8N+nBa7qlBMuLuqUECyu6pQUJJuKcGMcm6pwZdcjDvqUHmnhp0Tw26pwaZe2rQl3tq0JdH+rT31KB7atCcxHtq0GNJBFy8pwY1s+WeGrRk5D01aG5x31ODFiTeU4NWabynBp1xb95Tg2YyfU8NmlWr3VODVki8pwadsdH31KATbul7atAZF+A9NeiEy+WeGnSKtNxTg+6pQRuX0T01iBuuuKcGfXxyTw3qGX9PDTpHyO6pQTvn8Z4aJKHxnho0o/GeGrRJ4z016Hh49Z4adE8NuqcGbZ68e2rQXILvqUFzGu+pQau6+p4adArw/D01qJ3Fe2rQgsh7atBZduU9NYifprinBs1pvKcGLQTknhq0SeM9NWhG5T01aEHjPTVo04C7pwadYmTeU4Mw5XNPDbpYsO+pQefkF+6pQVjM6p4adI4Kv6cGnXPN3FODHqwee6zye2rQ8SDAPTXonhp0Tw26bJvvqUH31KB7atA2EgiDdv8a7FLPbx+oV/OqX74S1xnwc+VNG9byvXsyHqzYHNFZzeSyHnFlIgq6VUH7pGjLVcq/fNXoKlxuVanfuyfjKlrLxvxYdqeSs4hi/T53XKAqAWTPlqk7bN4K2JYKjSm9BWIXfYgk27XiXLD06/JEgsEN05SNFkyKY2qcvyab4ZrsRnlutyZOxUDDVl1PIevWLThflBCRRLym94ggDxZjWcTWQ8VDBHynpcWDR5bl24wRorVpEZj/7oIH+mB7kIoafYmFYSs1vX0fIKJhEGRWIYlTwCYD4pgghJdJ0u4j3adNaTMOypI4XTomgrITeG5dP0suSXsoxYuqx5YDVWUysEt7HQOA3+reCksFDq2KE0KtCoOD//4YXLjuGt+8cSdQhalYDJce8Ho5aV6WwtBr8VhS3q/KD6dsK46vb8tPrxSEmUL5qt5PPEctZOCCrAgQsOetGhLnqvgjGI21KyKCmv86TEtawgwDx7b5fvuws5xZmrUMDwOnVKYv05NCseuVUoVABFRzPEC1COo4YZ9sa/uan2NhcdWBZRnHmcZT5CZjd9X0a7Pd9VJLKXQKZAsKqW+t5ZS+OBgsxqezhYYcM/uBKKyU6vCebEsX7OPMccoLa/MDhpBeIf7glZaHLD2QtqtucLR8SVnWGP6j+jLYsozpQlYWWsZXLKuqTx4qIDqJd/Zzsw12UqNwRX3QDmEdz8Vx0Twwkn5uq7AKhQUehTWgLKmXo+4TJW2L1z1I6UBEpq9yxMMmRJdV5ahbVZRGb8Srqueeh3KHmoazn2ufWMCIP4NpqCcQrFY3G8BVzrmzlrtnmr23Z9jbsW+XWoCcMd1e8VLA5gUpKMFaXIaoAyt4CCef50eVub6qomDgRWyDdGiTfFVFDlgpwAhuH7iq6efa9lpwdXOW1SmQrYI6uCzeheUdyGDjo0NDN7i3nGEj2zvTYmOzmhMiLIFjnciK4rWgEcqZbU0is+2Wzn1tyU1+PNjxkC8jbhqWy8FB5S/G8zywLMvC1rMJ5Od69QFnOWhpH7NuhQoze5fmglUDlqPqDQgC/OSGYREJOArZQm+pl6LukyTtudAtejAzoYjXlWPNTq5ShC3LTofkDCkSL6uee8aBo4gRNC5gfOYzRhGn0QxfTCL+z2+//uPt2wefaGOIP6bS/FjIoSnEX+6JwtS3P3tU7D1R+J4oLHJB74nCe4X2gLR7ovD+ZX9PFL4nCn/8sXuisEgS7onCTLLuicKXHMx7orC5JwrfE4XvicLmniiMJfDuicLHfVqyzD2/1f9I+6KWNfxrPUTLppTpwf9tD0AST5mlfbASxkYg2lz++oZ3yoRl91YALWSqc8P3qDlH0/WxhM1hyH4A6RgPHCRYauGhCeaAL9pV7YI0lrHY+zVUDkuidj6IXZUE1j5ieOS4zuTc+cC4FQZhBFnN2gBYwbj3eke/Q7XTe+cF/hc+IQQ/1kotA/B/++Xt148QOy0Anz4KauzxAPx50fiX+PL6+iS4kipYBPlKwm6OlMCW14nQjNexDrQA3sWuuwTrnQxW99q9XVFIsJMdu0JZY5gfWPSD1GkiWe5q+6zk9GSeJeYLuv0d2Zi1uLdI9BSak9H5vfbRv5AuOtYi/wxnxX8NMbxSeNMTbzA789PF9AQ5Ck/qmZST4yg7Jh+5Z2xNTZ/Ml2fz7J+fKXzJFhKDbmpIYK0Wi/N1b2uNCGtPijmXK++SRAocZN+hGDySKehx6WhZ1nWewJan9PQUSWzpSX8kW5DXO0qyOluGnl5f81eSbqnuKdQAD+SLwkW0IyZ/Tobb0linuvuWxTr8Nu/eF6IBBRBVjRtB1TEl3UwTTi5YCK8GQuVb0WhAWmEcvRcgSpNz0mSrYfBNTBzMtzoaceXEjr24lF3VgxeNHJBXjRh4j1bIbWEnqywlHRnbp8XJVQ2lsj3YSa9aDnlCjGJx9k+xmkqFA7U0PPuaePgta2s15lAEDY+p8bgy7z6w6AdnuWbnxHKTT0/EQSEw1qLRaEv3tkazOD1XLG5P6M4AsWgOZe0D5E5fcehPtm/f/Ft8I0XRubx0vc2K7RSXk/tb9YdIud3xzT9PfPNAmgs7g+H9/+Y0IOLs3uwrNRW5/NE+79eOyHf4YHI0P8ZJt80GeZfHtdQ8qZdlt2NPfxvT1RYwPZkZrMvUkckAJ5k6QzWE169vOEGqAV9/757MPdRlbtBqMPhD7Ipudx2lseuu+YKePImtG0oAgVf12IK169pMZFDKpzSOOmRSm/Ms/qICpKMQQGbQCf+C0ZcJcUmmJ3t2cebgktSBEyjSwPRro/cHJ95dsagZbym1fgaM6QaL8nbs4N784opF+TBh8BIWtTNpcPZrW3t7yaIm3lKO345MVdBnd/CLPUl3ETKu+4LToStVeDMyKAoP6mS8Z9y1kSEjG80Idb9xmgxsJC2nyRnsC92ANMcT26DqNxSmHYHD2hd+5MGJdjsL62JpB2GXJACarShoYvDS7sxsgZNDtZg5zeplP/JOOyrAIC1nUtgSdGBR1rVRg5RF5UFh9UCzX/v4wicA4XrJogynVd1nFFd1vu9j+FSJB1IeOH6JM9KjWxSv/R6pWyxmcX4Vyq3fCUTcYv5HFXM1Ok8nHzeGL1WHEWpIlXBI8DS5a4aTQQP/MK6BdlJYncCg+t7CAvbShJZ/4aJs5gC4Fr7jQpEhfmvQ4pGGBxaVOEZgMKPJteHDOgjWGtxIG39R/fxVGlTrTAgka/qEW2JFbDXufPVf1InrYh+iPz40nXqFoJurF8UWdHSnekH3EGf/Ey4Kq8ZBi42qMIKoXXknaw7Wd4UdQx1rD6Hyuy+uWFSxbhjjdju+99ECAL9WBx2Lbz/xoibekkpmBryTatr30dvXg7Al9cjxm6RAUM/yCRfFithGPJ56C/ofV9DL3rIKI8CJ+3Jee1DSbcjWaoeQ+st//Pry12+//frL/8dE7DIfqGo/1vdoyK4twbIeNNGFLKx9Amdp4yAta/4Y4L9RiksDcBxJA88tB1ciJCFlAHx8I3h9hDIpXI5oLwOPMhnPqBWSgDbPoY1X0XID4X0+wtkNhHcD4YncxBsI7wbCu4HwCMTdQHgCym4gPKEk3EB4NxAeaSk3EB7k3Q2EJzhzNxDeDYT38WCbdzcQ3g2E93lAeBz53ARLyN3o8ym+zVdn/UhgRZwJXN1RhsKNGp0cNvu1/5j2KQmzIgeWNeMvqc24Zag2dIZpw0M3P7lkXTVZoThDZiD3+5JntSz267f4moXNWExZWCctJ4Quv9b/5r/ZdTB51ca8f++ejEfPt8k67ax4kHYjUqTf/0MpqiN2l11qsycjRWE8BBNFEeQqxTzCJjlBPoQ8pjXZqaNu3l6klmKpwnzGZMuQQP8b3V/sJpVNT/atXs+g0efBX8/HMCjGkDgfpPrRt57AFupsT3aAS4rJnRmzFb2Wnkc/KANpHJ/s0RhYMwSL6+pkfDwmM2OhGumWkUZ+Apx42h7sBRr94BlMLAQ62Z3GYSLY6GIYc+Z8Jmnf5AF5mQ1Fp9KIRqyKzIMvvLSrTHw0bJvHTj0aSqbvD8hX/aO86d7SyiLTT3QlTzu1LCyc2iUiU6ZuACS2B3s4VZaDtlRnzgojbce2OnBoTIMwWi23PipSDsOnqLWfQqQ0qUybVrdGteGEjWEHuFh0KcvOLGap7DAe0PfaTb4BcadleueAwMz8BhKN0KfAm4IjzKkUW9rKjJcDNmCFl2dInJxGXSQM9rBMj/aojEPgWPxO2lF3hJOR03pfL6kgnKB7iJM83eCctEZEzsgqGTwSpT2hRxhZjBeOApNv9xFOGk4/Ww1bS+NthzjJ8k46DfRzlYD9mePOMHL3Z407Oy0NaqU4StBktU2PTs1/dER+wpyU1GhYNkL8l7ff/9c/fvt7efyXt2//5PVAuDz8QBP7sah7bPn08h8yZXlXa0vYcVdr39XaoDLrrtZ+37S7Wvuu1pZQdldrXyoJd7X2Xa1NWspdrQ15d1drC87cXa19V2t/PNjm3V2tfVdrf1619qdMFoiLbVybcv7B6O/wwbgRboQpmxRUADhknzlbIJY1gkHt05Nm8rVcxEzJeknZKWW4QGEPmHYwPRkpSnDseDHRl4706bMFckMmnaesAzF31s0WcCDhYxq00o6hO5FBrE5AI1oqdvF7ySeIgkkd3C94nW54terniWmJBE2ZOEAq2scBG+04/VhL5RSOSbHqxUtiweq+ezVoZNO1gtvNTy5YVR09xsq7Qc7DZcWuPafb3UuW5Vj1zJg8VVxnFw++vyPiJu28T7f5xYquEUEsHlpqYsxyzboVobVD4UEXCjxHFoLE1bp4bJZ6RarO4K/UMjkkmZpVd8+W8y2bj3zaTIGlBYRcjmAagjZ5kCIDwiMzPdm5GyOrOqeWRWFSUOe2AOVhkjS3LV9VLaTjlHUWxqNnefZzM19M6tMfWNbEXlHGHgjPtPftCyNuxJQfwUkQHlGG8AAc0BXRtXAeQzdG7xb2P66wV/jUxWZ9AmS00kPyHVlKWNHZCh4nbgdif5Qdx6lQuY2OESqmFpiiVmXJSsFkxcvSbVoJrcjLjCWRG8vKcJ6Sdna4fLNm3CU22yhszPxs79snASgJxrLGUq7Zsog9o5MsiJb1CdDRa+Jr0Dtj9ZNyzYitju4QjW2EP4XEi50l6bK4Eq8HdBpkL/DFA1pGAz7j1si9qSJFCj5yRasm2sTGxIg628WcgjXP8JMrlsXswICch6uKcEyl9kraAX1kVRN3iZ3kGVvWbO/bJ07aRndgWTNRIPYmLEfnfMalsSK9GbR19ANcb4H/4wp82V5zwNP4cl6pfZyIW5Ta/9tvz7+M7xIL7NWPKsUf67lnDNwzBs6n7J4xAE/5PWNgNcXws5Zu3F0rEnbcXSt31wqoUL27Vt437e5aubtWzjA77q6Vu2vl7lq5u1burpW7a+XuWrm7Vt4f3F0rd9fKTz1jIMYxtT6RE0FhJl2dGaDNDEWZBd9IIHYdLMkD7PXdgire1ZULmvGUpJ4tnhas6JJp55MHr6iqJkZgvuc4VH2qW1K3rY9e0oytpKEWUCqOx54IyP1jG8b35T/Hg2ZaUUfjvFppAKOES1/Kfwv3ZBNGzXQCVkv4iXsHepVsc9Sbedae7LbdKB5KqRDFHU5d35q5vkwvFHOV02NQLxEZeTBDu5WfXZI320Rqp9fJh//19fXllRSQPvfAqf7A0dSFY3HMyKcGEMOr93njnbe38t8z5bzNWHkCu8BpczTX2BpWAXrxgIR9Z7cC3tjhy1JLCwNgM7X0Z7Rqoe3yJ7RquxJfRmiog2EliSXTm+oI/Ays0g+aFtVTfHjSH9DxPxbBrZ36csORfnp04y7skLDjLuy4Czvuwo61i/Au7LgLOySU3YUdl0rCXdhxF3bchR13Ycdd2PHlLuy4Czve378LOxYv/+lDH2SZe3qr/5H2RS278Ht0TgDNCXA5IbDo4sDz2njDk3vzKC1jB+z35T9HpaghYxUQkBV6sNP99PL89NIt6DCIJ7Tx9dKY6gDZ4OlCj3kL/9KUxDRue/p9FFEOQDJ4/NdNtyUBUM9rx93mKZNLxgCyMJSWPR6BW4D12/sckmmAM+NauaPRY+pT+e6iwrwLC1SIQ6RBw1Z8fwBRQJ5my6ZDb3R2QH0oFbpPajYWZUwa//e5hYB7aq7/JINPTmAS6SbPdkSdmlbs8Ul+KnafFPcF/aQwKcG/YvBPCpPgJ06DT05gEin3kF2/4rTDpNR9UvxxnEm5W7HZ2Yrpf5+f1yNM+rKXCRz/9Xv55/8P'; -f['pid/apparatus_elements.xml'] = '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'; -f['pid/shaping_machines.xml'] = '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'; -f['pid/compressors_iso.xml'] = 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-f['pid/mixers.xml'] = '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'; +f['cisco/computers_and_peripherals.xml'] = 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'; +f['cisco/switches.xml'] = 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'; +f['cisco/servers.xml'] = '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'; +f['cisco/wireless.xml'] = '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'; +f['cisco/controllers_and_modules.xml'] = '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'; +f['cisco/security.xml'] = '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'; +f['cisco/hubs_and_gateways.xml'] = '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'; +f['cisco/directors.xml'] = 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+f['cisco/routers.xml'] = 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'; +f['cisco/modems_and_phones.xml'] = 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'; +f['cisco/misc.xml'] = 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'; +f['cisco/storage.xml'] = 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'; +f['cisco/people.xml'] = 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'; +f['cisco/buildings.xml'] = '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'; +f['pid/agitators.xml'] = '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'; +f['pid/feeders.xml'] = '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'; f['pid/valves.xml'] = 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-f['pid/engines.xml'] = '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'; -f['pid/piping.xml'] = 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-f['pid/instruments.xml'] = 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-f['pid/compressors.xml'] = 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-f['pid/vessels.xml'] = '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'; -f['pid/flow_sensors.xml'] = '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'; -f['pid/crushers_grinding.xml'] = '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'; +f['pid/driers.xml'] = '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'; f['pid/misc.xml'] = '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'; -f['pid/filters.xml'] = 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+f['pid/fittings.xml'] = 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f['pid/separators.xml'] = 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+f['pid/instruments.xml'] = 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+f['pid/compressors.xml'] = 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f['pid/pumps.xml'] = 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+f['pid/filters.xml'] = 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+f['pid/crushers_grinding.xml'] = 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-f['pid/agitators.xml'] = '7Vhdk5sgFP01zrQPOor5cB93s922L52daf8AUZLQRXCA3WT/fTFoIsawmsQ2zfgkFw+HC/dcweuEM7GCGRIO8ClMkRM+OgCkmyWH2crLcOLBJZZQMq4QwAm/OMUAhYciQ7HUI94gx3BOUA4C/kp3BsDX9p75vmBzwEz1/5SYc8Q1SEjOXtAaJ7IYjukKcSz127Xui/ydGzGjVM2PGRW7DsUBMZXGlD80Qaa4UiTVbNvewrNNYXljbb9X3z5pXtU4mGsO45clZ6800XYGc6/zVsre0J545B/nJZgeRwa+gTVZa1AbrQmNLMioA2tko1WN/XYoo75XC8ZR1daBrw6vI1SXFt0F9ed/uqfxivHPg/oa1Adaq88mqbqkoyoU8li9I5Avkava7oLApTGMFyzj0i54wsIWa4Syw2E1iW5cuMHC5UzFXe1gC8duUOozzoRwHxBMB7n3J3erVEzSLh9bK/R6FBiObQp8xCIetNdVe11O+kmfOuF58HexLr/Aa9PLI1/9cdWPBSbkDO76Iv2R9xH9BSVehq5Z4k8ESuQ+EJjkbM8wSQgaJN+AnPSnzMhv2NIjyjTd6Fc59uP5K5Q3pRgzJqMOMTm4Xn2khoawGWraGzVUPjBmZBsA/dw6QBlFdSH/Zpgq1PaxBen5K6iLp4jt7tDhTLCydjmWTr0T93jdsGbUN0RwDMktJNO/vO1O24vgrv0NNuhQhQiv9bZrld/3NEOEoKG4cKb+atDWJQNQrLksGZS2vWRQ+tmmZNCzY4HhWJdaxtX+HgIvALaceease9LcAW86+s/yZuKF09apcwC2Zs/0EB60FGpgCjUo7XfTtgu1Mn8brYaWlQd/fSlm/INzlhITJtDJSdjvr4i9TvPrlc9VHIaDq+ngMksZt1pSuSR5r57bw3NKFpVWrqg/'; -f['pid/centrifuges.xml'] = 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'; +f['pid/apparatus_elements.xml'] = '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'; +f['pid/flow_sensors.xml'] = 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+f['bootstrap.xml'] = 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+f['flowchart.xml'] = 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+f['rack/f5.xml'] = 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'; +f['rack/ibm.xml'] = '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'; +f['rack/cisco.xml'] = 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'; +f['rack/dell.xml'] = 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'; +f['rack/hp.xml'] = 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g2IZBqeYzOaFKE6wYOXngoGDvaogc9IPBkcmNWA4Vv3kQLJjQxnFByKD5yqFi3q647Ayr+L1z3ovRpSbOXudNLZyQAZuVIxltaF7O20sxy4QsTyK6/QNDY9qohCMXTZpJxQBwOxcQMM5HGrBGAszvTEWVhbmjEt56HnYkewCt8bKUF2SQKnCW0z42FPwKle4+6oJ887+z5frTpG0x/WWbK7a//fY8/fqTSdv/tumLcGvnZfZ1uusDJLx2gWTNKg0D9ndHCBrXQOlqCvplOTbmtDGnDc9p46C79KBz9SvfZSe/dAPDfdJrRTDUiNN4BZSkScVpoDxHItYGQHZVVx4MlbJupFoxNhBp2SVaBCnXdSEuwZiU7ogIxhaBNYyC7ugIhZpUXMEA6MViwv7Tqv34fw=='; +f['rack/general.xml'] = 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'; +f['rack/apc.xml'] = '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'; +f['rack/hpe_aruba/switches.xml'] = 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'; +f['rack/hpe_aruba/security.xml'] = 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'; +f['rack/hpe_aruba/gateways_controllers.xml'] = 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'; +f['rack/oracle.xml'] = 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'; 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'; +f['cabinets.xml'] = '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'; +f['ios7/misc.xml'] = 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'; 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H02kEOntqJAX7Affi8vlnCftB4H6GDckKH11mIlQ+oMwiXuCiCM2cdDplquFOE8OjVmQOd447m0ayKWaTwL1p7iwekMP3ZjRbWlQ4hdh/qu/3E1PowWVUvllGr75TbMnv1xMiz3M6/0FaMHi5pplR1mg/X/AmlRpdzqHuynoJhmorhqkrxlFX+GqOaXQ5slbQHITAFtshOhiySBBUlYfLcWTJlzt2eO90jV9lNGb5s3pQsInSjUcTk1iTO9h3Nr3EIcK0CxR/xkCljUCZRPPzQ7c1Vq/sZQqb7EzmLfqprv9crD41373FHI8phjS9jX1ZLKPh6BnI3riy3NeQu9QFlpzuk6op/C70a18daKxronv9nmySxITCniUcDc/V0EBnMT2cKuhcRUmGoZ15OvAo1DNnVvmS/VbuJmPyz8rkX6tECZ5hnDTWf5MumrW+E0nYRBLRRNrhJeaBFE6kLdl2fLDkfhPxyxhqh5dMpGSksYkYOhE+7cFTn9ir2IgnUnBmmezK/Hn+aVVp4nAHCqiSt4xgkNLCCFxb8rLlK6IJUaBTJp5sATQFCOm5LKHbHKJVAVMdqDRDCkCZaoVA4cJPVe8hdbSqn+eLpeIgX1fsoR1+xMbhYE94+1WY8w6wwoI+SCViN0+uKW2LEGclRDzhtfEckNWEhbTAuqEcT5xkJrfWwBe+HOuFp9pQ4b2amnqKfiojdAKDSdqQHFia3Hc52HNGjBRu3TgH2S2WdqicP/lZ9nxw3FE1/U6gu8g1OrCXJdj1myk3ppA50ibZA8xAUW0MXYylNygqiMObVIrzPNLxGFjBAFfI5uGEjpvCcxA6Ie2zV2uU3nJdoxZoYFH9qdIbFN30hRwrjxWSg6Ijhg7jMJqGYu9gnQ3FFKdT2Rf36/r5sV5pbvskyGUvNgr4GnuErjH6Zk3kkhWZNXhaH9JI2WFEPKVQdLktA6DF9ZcRr8oyJT1rT/nl/lq5aoHeFLAPYuAp+Nobp7rcz7wo6tViu4ufCHa3T2CIUjRa4qmy4O2YIFBYSz+b4Eopu6hMstuqYLIOx9U3Snyk5rpHWHtsv9LPF1w9x9HVifNyL5SQNFZPW0XaTQiR3Cns+XO92R3x3xfVqypMaKBIxZi6dkGcRQkgIU7UVbVEoBArCgkpEajPTU9N0yhaiDdBzvpBKXtaAGkKMagFwyNXE52hwtMknqB8fuLpGc/pIZ2WzS+Xz08xQfEMc00t2hDy6ozS87au27r5z430n1CYFhSg6OmW5pEVA2uMC3LQJI5yMQnDGcv66zwoyOE+zNh7pUfSB7vwqJOD8Pd6qzEvNDiGubHzJGLlW5ANrGTAnrqjNAKN6o5HUq/zQThTLv3UTOeh2jML4z+L4ore60JfcBmB64N7CRkwbGmbKBBzYIQ401DMgcc54S0Rx+P9P8+H4/lvebmhqB8EKY9WCuUcQMo3gpRTniio0cCOc0EPqPu5Z2K9qFbbNvdpl9miOB75MNYQZrL0NDj4BQNqMkqAMYzngCpcMX6+1/ae0917ikpRimwuOlufx3hmwUrD3B0ULJfzegiKI9j9C7XXtov0Smbeo+vTdQmVn+aYn355C4mZ/X3+efFJmy97fUIjzPrU2bOVyFkBtoGxs4SJS9iH22A3AuGX+WKlKz6tdFHs/jzwfSOENot/Ve2SdNbZR3oA2hcRPQ8gCuHMkrGTRj0jtEJTQtNwskuohZ4RZETiyrKnwZ5KbVEYv0JowwKLAPJGQn7kiuCIQWu+blnYvUQVUjuBu6w1cJ0KnZeNxjgydi9o75QcFLcwA5Do9SHvSO7dTwSRbdEMp3p7lE7ns18qlfe1GIShDL06FNFmBkBSZ0DZD8mdc7Z/a5iNkP5OWGWdvZFYQwVRP4XW0SEpSxVLj1JZ9s/b16ZWMJdaPy2F+HhmzNRKlp1tEFU/DWAC5j6IQfUntGywLkMxScMoE80S55gro/byJNofi6vPemwOmI5bHbFWkC/r/Q+M84svMVVfbIuh8zwahnP2tf1J1L0WbKuvRDEceBZ1PRYOSJKoTWxvh951Usno2LbsCu+1g6dZV62rHT3LIuqQ4aObPOqqYB/Q2KT10rTDp7bz25hWeEatVG9HP2WBdviyiGhXCD78EXM7ehZHWUaHz8ooT+j4R8Td+GXWLVs3fBzNUN3uLMqp5MjbqfeQe/KLbrXKqL0DWnqP5ReP69WtaUtu3swgpuTmcUTPLh/emihhvGKKyHBmOX7VDp/lLRN24yfm0JboOP7xqz5mORmsHT/pitq148fxkTONO1i7bg0UY9a4iJCYE5xpcIvuCqCV+NdcIhx/0c42zrp5dLMto/baBGKBTtREGd7nOLLsWJx+ZZ2vOqEQWSYTkiOLW/bNeQWy2RaWFJpEUIKc/KIj1kQ5O8N2FmWM2A5xR2ycHmdkuxWnhj5nl8q2qseXI5bC0NF3JRXYkYiPgq8bvtnK/I6z5IHj+5kkY0fylG+sy3zH8Wds+id8Y3tYFDD4rpgkZfBGniBdiPVdyJrTB89DytY57e6W40VROEf/iLabZ3YC1Yq+2QXRk82iko2/E5dM9Jx81UnermVtO3wxi3Im+Y5f9Qx/OlY7fHJUGGz3VcdAxh2sHT8+Nuhtx08ucHluo9yZfVw6s+caSnHco+6ebE4ivye7r87fk5c564aan/2y2P3y3aO2Td+15u9ROrB4Gw2Qv5I5VkoQC6DAyos8En6ZzJa1nH9VcEU+simLu7gGMVBNexrrxWo7SVihIqCCd4KGmUcUay7eohB5gIo5QrrHY5EzR3JdfazW1er+thNrva3MyOCPzP3yGJdGA0dOhdQfOMkR8AzCyulHCUS8ipYcNIh1X84uV4RzoRw/X46xKpbhYVoqaMw01p9reItGBU0aWOhfucVr90ycwHqqW1e+7IyT5XFTClCkavlCwsptishMDYvmcimoqLSkqJ7E+1AE0GXgEJAaGAnmDYoyYBUcCbkHPYNUPYDajhFn/UrXIGbeR4h4OIlWJp0pjAi1z/N7zfNtj+NqmcZijqT5CiwChbtgZYn18hCaHJjO2Z3rRX9CyU8k1MsdyMD8RF00CXKExt6goy2JYkfBmnBIedyBBnS0RbHxEIti5dvP+khqQL0WxbZG6C5GPRId/0SerIQMuHRfU9C6hoFis7AvaOLXJsmHs9prRLKAYFlSFjvkxwXS+j6MB+RToFfTZLkmznvkH/OHRch+6DSAuC06IrLE0yf0tb0YC6YuxafIB0RsEWJhqxdvk4RKa03IpBIyKX61W81qKRCbYijEqR2H4mwwikci2M6oHecqkrOIIWchCIMiT0002GInM95KJdR6p+lw623KLhBj+CVxkA+5mawni4kGW26TsVIFNAD0Kg4sGQcOh5q5Z4dcEO75TYZjEWdBsuFYm2/jcKizYOthUo0UGdDq4vjm/lEt6/nDnVxxG6jLCq9nLLS4sJh3vwZFinKacmNer2lJHs8hNzkypLdRLM11/P6jeq7mIWN0ZD4KeZCFfxUE7LXX1B2QN6bJAAXeS4CGh15VeL691xUmVyTi0zkclyfHuPRTRt+uNWbrMo7MQGI04k8sHpAvL7fDhGlf2QH61s7zjgJJ5QErpo5bVmJKXfsZU2dTDXUm8aXOr793M55m7Yw3dZZRZ0XUWQ11Dt8N1HEl5wxu5SzEGVy4DExbUDG44cvAtIGET8fk0QxkHybO/J0RuHnX+UHJfjCOoDwTKvihWr6Z8YLpAxPF7MI4QO/gQpbJeCNtGT9U2+1i9WmKSD7muUCqdOYJWVKbi9xxwSoit58vlqpTVCAAzouCJvSYGYrPKkr2+GwkCkpojSPW6i2NPP2GXotUzhSLlAAXlaOUK2Bpkg5PJWfrSYEDL89xeyQRBEkEJu0wRgHuGcZyRYlY7sjoLbgdcYkUHsISnhwmLGAUORNWGlhORODliVPFAaMbxw4NlROYJQw/NYWhVmMGTr1jnJFDyyDFCiFR4QuJRBU/tMmYC2PkBf35tXGBHfClxFgNX3gxt7Yaz+gEryVSBHiU8khp7gcQCgzPVjBUaW7HlvSCuVG6VPUCw5njnTCKD4/z9QFmzPS1BD01YAKbArQUh4rLIdHwsBinrz2CpaDAfCx5oSiEFFafQtZaNP44z0c3beHDY/383Dwfmy/fhU3f7d3AhHmrh7JNKyL4Y+Sx1AmjMxYPtmxERPL3gDo0CqNnzeovoh+gpnYkPmWKVpA5WqZxzo5bzvnD48vHjy1UkDOz26H7ernrkTbb//8Nzaqt8XRh1+SltzQJcQyrBcKRgaqqfcspyAEF8mnBdoRQsiBS8bRg60s5rQh05wag+5XRZx1TYw0HtzTKAqfaKFZiikqb58yni2UVtMDvRCZwm/NnKNJ3EjFoRi9rVEWWgSLTOiMAalF8YuL2lqOy1VOjTWlb6GY6zqIh2JytshBcxWxPYO8BJEQJJAjHibIFqXWqhNnU1kLgcXjIjQT7sJ2vA8ql6+vdZDZCRf8vJLij+9VE1JidWugQofKgRHKGWUNyaAKT440L5pPBFMuXormtEwA8maHEKTz6YVs/v863948Kli2vvEnL2Rl0fRZbT4nHC9WglCt24RIGgFiRKyLtnwariUsPo4n7kebMFwIkqSIVPy/BUqnfzTHZ25hsbYL0laCM39pwCOOv35qAjC6p5fVxwjwENSLdFxKVW/E1GcpnmCDQwHF8nf52XYv6W312vYzaKSehN0VCl5pX6vHVjr1LBcZAADNQZCXjzQupixvKdVRWEDdig2U6fHu2OSZifgtDfT7mNgym0bOXMgfPYDUlh5giRdgLx9cJac/46xbT7oBj2h1iOO3jyIPEEQe/vv1y9BtUEZQvj3SXKDdYHune6krkmQ77gG+GInLT1H+t66UmdLFDcvXeFzGVq2QhBm8NSPegK2wsiBADRhbW54j2zg3ap6mQB2Aj3zF7shR+kTKeeRJy/erAKmeVUJjvj6xZ3OjkN3WvCHqjCFCUu0FoE5bAUzislyi0BAh1+eOW9ycC68LKMPudSr9l6arwX9dzlJepC5vl4lvAqgQB2NB2B+O4yO+QViznHUV5WiNnM6Y/90/Q952sIDtnxXomaEF+5pH563q+ebyfa16aA2VTg72BaqXC6Qwg0QUcVC3I5HoNjL92zpafcuYzBSNXC5BmI96s4KfYghGCrqSVM4Pc/j0eIyiCV8EDnVsQ0UwRdzlJmPLbhwUzIrwxN4UoCv9SvBPK/Pr5UZX6nRxarQzwooysOCPOBbZC3mbWZcuY28rE3HH4K3sFGzzrgdpNqpa2iFADcbHUyHgFye6LS2+TbnzRRQgtds7EkbS5sBdMLoy9SvT9bYZbJHfaUCTnHBqFBrvQ0KweXwJ3zL0YfBw56sa2/vp1HxUuFqNDmWRLoBkMbhHiqp/C5abwlyR+OpffJEr5HFDYaO4NisL8MjlWg0ADr6F8CVFxe8QwwTlZPIMrLuue6PS7Rl2YFbP3BPN1aRExc4LtRvZFzVOrBkTNU7EQ6qBK8G9Pf6wb2ucTyG+/Y8t02pRxfSrkel/ZJz+OTNeR5UG2pptbo0vzxB2TrvhG18t3uQaqvCS/PBmotH3GMPXHFAY0oEj7t908hZzMDPHbalnf/1k9KCSw0vRMo//bRSC4+oQyWUxV70OAB6pvnraNmHFg3MOBrIqPnAORYYPd5nYCxnLzdX97VnBUmGR0pOAr3gK5+IB7AqLBeepp/5vb31+G3gYsFRw5CFKEFeaiw+gDRMB0UnMTtIPeRKl4PCjE7yVomSyUNbOycnd65heowJz8okqWSZdlOmDJEkaX9O6glCmcVonfesWUrKFdadavlI7JGHdlEroUDwjf6CAvuhR+aM/18tlFBVW+vOXF82kR/jT6SIk2fzig7PKSqQoTK5X149yr7aE8Xqu/Lx6quvnmXb36XK03e2pV12wUD9PXETzVwjrzxTsGlEZWTMXvGvehXvGgkdvp0UxLGs6VRSEP/UhOGE+ty2MKpaIBnkV+Tf4Clb+mPF1OgWO+kMEgBZBB6ZezG11UFETKdgNGToqtDEGTM848xn6vly9PB6hRXQg0fBoxPZMGwJxYWilSBgmxehspkZdfVPWLNjNqP569ZQsSjHs99gLU8r4ee4K65wWuadCWWnDPwCxWnQMTxcO0E+HhgzkqycuAcwjMFegYAfvDWgh7AXgYv0nO2w/63S2toG4vl/bzBdWtG1ziD2FFlFmup2Hz2PUD8ZqKn3v1OL7k4WNQlbEk5zUf/V7h/P1mRRM5ji55WbISMSMZ/p3b+J/z5bKavnVXAe64v/bjDkDejP4MyJfHbTsVIRSwdPuRCiwfA5Ku14y4RZ8sNsziDhhe2bYUOj3Qi/cLxXEuh4lRT3h1+iNt53UKpziCZfCBQ9nSTGOc5MQhDnXKlzVDeU7N19fQdkoVdTGA+xQXrOtqUkSeaZt+l2rDR/LWAw5x8DGds9pqifGdmrQ9Kd2nuCtHJ5kaJ86pHkL3yXq3uPPT4opEsU8OcWifSsP7EuW+U8vY1DLRPuWKbXJoQ6pMPPOdiN+joZTn5zukTVUR8IwB6Z+L1UP9ehdOZcUFUMM485leE4OjzvUsAsuuZQIJ2tBk/YDsNEoxGiNFacRUcv/BKeRVD6j206b5+H8='; +f['vvd.xml'] = 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'; +f['floorplan.xml'] = 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FyGvr+UDjZ4tIoOTDSXAP0xH7ZyyNz598NtblL81HgFpJlSGg2TKW/Uj4oIfJULcB05x8BFhHgEOwEZOPAr2dEh7CsLMS/tvh6XP46tCqvMNMAHLuuqWU7Qa6NiFLXCeJiyTevIKoaoIsCeguAg3PpDYAOr4Ef9kFaLxpHQ/pWoUdc6qKWRU5lWo1XnaX41NV1H1NHN1B3n7ExSRkRIOEDB2vpiZx1vHinsRZMyAjGiTkOCIn7/KqJDCg7pj2+YBbBlwwCz2JMMxUqUmEOwZkRwLOtySxGMU9+7EMMd8/oABDw8KGkMG+bwgZp1FvBxnUQcHHIJYt6+l/5M0f492FIi2ri4/mupbV9rtZVouX2v8/WVYL8Qpp/7ClkrR/uJiEjGiQkC141aT9a2PtvGL/HAMyonGzrO/Jsi6mbmykdm0svThiC8U3f1LMzZj/nzPmDALWu0Hu94IM7zcUdW2GGsrUu7n/9Pzw+f6Z+dpVy0sdLL51GhPQmooa6Y2rW2mp8nQKQ9b+9HGlZEvVPpAPyW2gcii5i/x74MnpUnftE8LtfLMacu1tPbfJATdAjfMULwloV0KpfErR3IbjdYvKjMneBB6uNFyPwxWDJn6dF7bTtzPvCv745fh7wbcxi78quOju9WNTzhAJktPHYxsZNfplii5Mn5cVy4fQexz9slDchViTam+GQSCZPYwwQRXQyio5DzflcrASjhkSnVZPVevBrorQ0jFWOuew+nzFRYwXuVspyoc/fTw+vo5zfvv3K8Q73dSv/0whM/MdUH5zUcAUfncHfZdOOv3x4Sk8GM2pSTFbA5bEP/99LlgpHWkNs29Ulkzm23hqB8RWdx53k9ZKyXtUkDmkUnCLhmRwZwYpiJOVWPbFycUoBdJfpYvN1K8WnDN8kr5B4e0gfdEMr+VUj6pMM4trqZnEi5iZamgUGRgYBhbrCDN8UYog7EW6PT4eyC1hLky11bJ25wyN2kjmriFx70nevj/+Oq7NErpuq264NTnr/g3lbBOmxV7jEkxL/eZu5/oeFFiSzFeGUGAs0IYFejtdMAjWRBccPx0YKqC/LMqPYMGDVfiO155yruvZYxlClOxC9gW/qWL+gMwghEXiH42LVy3nN1XCkLucruPtdDtZ0DNZr68Pzwcvd/WP3w4Pzy8MudDM9NdMQIKFxdJ9ihoRiH4fpvT0lEZefikuO9jFpfHv4QMKyTMRmoIMTRDUuw/wwrIlexJUHdfieqKqjY8sK9ZjndRT8uE0MIDtHI03xrvkACOM9xlUVIpAHN4JX0G65+CskxMx9FMLPXR51gQpGYTEUVckHfGVJOo1ZcCX4jw8Zl25/GOOhYUqfWynp9OX5X468OKWi5wWaPjod1bL8Y/H1UOV/dtbATWkt58PtdsF146B7Hb8qFQ/MwvqxJOsFLJq+9PLNNm8uVhF6qqks4t8g61W+IWyj8n0bvz9d/mYTNuWwU9ydq3m4LbynExr1zhn10dYHG8vK1Y74emSW5nI4Ht+T8ZLHjS6lX9Ppm9HHN7lezJtGfzED8p4oWXgV/5FmQmP7fCizGJ8aVumFbT9da2gsvZ9m0EVZge8VzuodL2hIVTnx26uYglVw9sNvRmTcnbRzViW/8Qwhix9YK9v6pQ179vWBRF/18YuCOa7tnZTPito7trzQM4xS1p1xPwCHzdgT3c7PI1aJG5pK02ND/qgXI+j9KyrOtn8RKnJ874LH8uuqmVSIbJ7Pngfi7S5KLauqonpHn2XMJOSjtsSBU9qZcrizJZ6Owwfmt1SCC0xL1rJ+mslO2rX5uXO7QgFeBtD6FHpYmfAB2BNYUPopZ9yCGaPo5GyoNga9iIshZPIxSaxH7UiA822sru7FokIdOzTRM4Ue396nEQ5upk9aR/V5J3mP887KGcggyvWcrWg97QLW8jg7/DRdEVNpO3px51nTWRLmsgQ0wBDeX1d0EaGoM5w7X5vSCMZok6TfqPcniZSmr2nRI43ihe9+Gkdn4UtbidVmNbLdhx0cUsZtIAEz9K2MojtQFWOa1naWE65j4Mnz1pCeRVas4DEZqhPntsFmmEeaIkWLVWbYZjoTKn1dFZ5/VnKVe6VDM2lpdbA9zYOlbrhLYUFu9HhFxoN39jZGBr64ZokiStETp5lbsogKDo91XOQS0iLPqZe456d7S1vN/RmTMrZRTczEcWsLHN3nZJrEECH0+uL+xW2GZHIyvPKZk1fkIcugt8FaWjNwU9M4AvS0OYSBMVec+dNa+w1u3G2+bzaaJsqjqO8Y6Nk0x6k9tBRasOHdSZWa85WtZDfxEG2D8MoaqZIGiNFUnSKnoo9ld2ZQbAGMuNcMFf1MFHNc6kWbUlkT3x4Qo67T7dk64qcLu0hwuNtbQ/f2HdLE+nM5XWU3o2i677B6NpLlRWmrsRWMOQOqNTpzHkY6etwclvosaASbLOyL0RSbhA9QcnXUWawbKQEl1vFCdvlK/sYS3lCSVf4aoCq4X0kvOvh1QPEB21lSuagvcrlJuSckz5Edol5lKApfEBL5mZ0IynzU5tt1ZI5aItKNHBUW9BGhqszzE2p8NwY/cp2hZuyVcmgWPNTmakkb5WF9k5Il5xGXzwNveLezZ+JlvLiBXloIaLiTjBxItqMhGUgWqIjLBUHAaLIo1IB6EeXenQb9BCvLdhMg6+wGXFhTmwzSf3hvc7hta+zw6ZkGMqzrJqOKGew9K6QEEtZqrWpyDFrcxj2UFeOecN/Ae4w+i3FzLSraenGeZHZO2q7QUXP78hWMO/T9PCFfTu1zuKZzesov9tYys6Mb1if4wsjyyOJ7WTXDW+cc0Tf7B4FxUayc8MLn/mCJcZSbCE9QennNmcVlJDiYvM4YbtsiiNf8sq0w6Xj+TvIPsDF2/AG3mDcuUrbE1Xa4UhvVdpblfZWpb1VaW9V2luV9lalFSN4q9LeqrS3Ku2tSnur0t6qtLcq7a1Ku3RetyrtrUrL3NStSnur0t6qtLcq7a1KGzlstyrtrUp7q9LeqrS3Ku2tSrs2Q3/tHUvPhjhRu2il1nodlLysPFRqh5dSsyq1TX9KTDeXV2q9OYm9FB+8UAlI2+IXnK5KJqZ1xXh3sVNC3OQehCqCn8x3cBzckK7pvJYVztk5IGVtJqgXYjMm4Wr8ws5V2oa1GTjoglXacdzSxHHpZcHXBWXacZBF1mm1oOZLFGoLYXhBqVaxMBRT+YJabXMRhlKXWdfJUHbjqpaoYOk6eQDAKfjGrorduw+sga+1FDmxVXRNGQRlVdqeg1xCWjAlk6H6S+yzry1xrO14uSG3kz5ukXxj1+1MxTFnO3jW28TRQcJMErGLpykJDZ+uWcN4TYk5SmD4XCEM5YYvuLUMDMVUFhu+Ka9JMJRXVeoK3lxTDc6hxbSyGwsLo0UoO2vQ073m1qW8Tqtl+U15LbYRoakKNiuFyJ5dJPLUVlEKDNMFzRxPCbclK8aOY7YZ22paug3LB5/JcLa2qkvWY2v+FNpUnLeqx6qhJD89jvjRvBL12NEz4ZxJI2XHC+qxQkSb0sbSi2/Lrvp70relG3snHMhCNOZRsQAEpwL0QcguU11MbY/zjlVtpXkAkcL3vhp7knA/PiNQynQGd0iCppFpH1n83fEHHgdqG6JkHwKfGZ4SbkvW69vxRx6rxlQN1cjkepx5/PqVcruayGr+rhJp3shyuqTjN5yGk17ckFpOZwTdXd6bEHKj2HIGZSBC1BbOrwbpHQjLkp3iaVa30vy7hGjMo+LEimmG9pmzYjQwVB8U4+QN2EkY0pcrpPnfG5GePbMund1cN+L+RKnh9FjWlJeZYum0FEnZMfZ050+KYNsBnYE1PDfVMas6JX2hQZStNF1VU8Zl5sw78l2MADFOPIb3R8rFz1MBzeZ1FOCNkrD+KFqV/FQtezBBnoU15/YyhvQXzsQGLMm8+QwnSpGUW8nJ7eh8FSUkuDwhO+E7hgjEaIo7+JqRLc8azVGBpbeFbZxy81qzkzlqsjaTdkR5sfsLkoKeql3hRp2AJQ/JIMVCLGUvzbnhSggDRQekhs7YpkoZVRhtiF4c74bLD9lb8uYuvoYAD811Q7JpYlCF9xZE3csNn9lRgLcxj+7cZnuWKiusc4h7fRWt0OeOo6ns7v2pNWK52kU7I/xCNMXmMexnrdc/QdNIaS62jy6jvzvV9zGWa0xPP51jgbxDf+z4e6EMFanFfVt9u7O4pK2+J8nKavU14ZbONkOZtDXoPbuaVK3h2Tj4Rm+kulUUINqVDHVcCQ8iKr2xJo2xQ8mpCIayAHvFcY2xS4gL7BCMwAoD7RuKatZ2WktvxyTcnXxj3+3YlcJGTZ91sa7fV+3Z4EnpwjlqbfWIRQ71u+LXbIMyKIKhPN4OX2VgKKayPNae8JoEQ6nz3NRt0sNLz61p6h6/4RWocG6NRLs3vM7IYHuE2Imto2P1JV+Aocg6egIzsEuIC+Zk0uK8xED7mpOOtR0vOeR2+oS7k2/sup2pQOZZx2aHvt8gY9D32xrpq9Ri09fwOkLbYfxIOcvnyiAoN3y8vmQ5jcWGb8ppEgzFRZXAljDB2NtgqoXjNaxIO1Oacr2qge7sfhtdw672t3+2EaEpTODIQmw30pLVDWMp42HNHE8JtyWrWrqVPOTctsIUamJXOhnlG75RsCFrKquMXaE0b1SN9TKYnoaw1i6PCvU4/pJzJLZ4yjnoAhGiwrklclNph248Dp69dJiQPFI88x9LwmMOFXN/cCigfdeqYTbrQoRQJx2/4RJ7wXygd9Po8tvs1KoOtrW73Qy+kADPXjoGTBZ994KeXz1y90JOoU25SkvnS4lMTN8Len69E1FTDqMPTbHn1xZsYZrIKmNPKM0bmc3QaquT4xOOL5XbTWcFjbRWPJFNbDeDLhAhqgvP+g2yOxCWJTnCeatywznhQBaiZpOA05zH+k3NoCU6fo2PibDjt6lhCuyu2t4oxe6C1OJrUFK7GbBkdvz2Voqk6Bg9IZkdv70ip/0GbqrjULM30gnaEuNiTM/t+FW1qizhKAaQQ9/HNCtQzmJOZTSb3VGGt7GX4TCw6Te8bFK46decZ/Tkn4itCs8wDFgym357KZJiQxkoaplKwEgJLraSU75jaPwYTSnTq87H4AaPgIocwhVEGAnsNaeSkVbWa+JGlLNbO620DiC+EuOGenF+R52nqgxL6VVSUs/MYeh9IXIIg+cmnSYeVLl0bHAoNaWXZs+9hmAjvUgKz0AEw1owVp5KaTbLoxhvdY+0w0G//pcK20jVafrdg1kNsLterxMkFRlPzrGiFM0LxhR1lWM21QZNVdhKTvmOIQKbGMkmPPSRdNZHwTRk12yHX/D8VzBlGLISFE2xHcZI72NJ8666KYOg6PRUz0EOKQusEJ4zoXln3+4WzdpM25KbMQlf4xf23cxEEPMGKEa4bdSpE2rO8RlYaWpN3qgTqtz5VB0HkpfLpuoyCMqzqOHx33wExSSW9+mc+UyCoDgNUrfYfODliHrWw9Q9fsPrxIKj+UzNenr49cpsYXvnWK9+X4ChyOC5moNdQlwwEq5ZZaB9rUTH2o63YOR2+oS7k2/smyKdCGSe0at3sHpBxlxi9koP3jPhEjHLrAgHWMjtniuEodzwefnkYCimsjwjOuE1CYZizy746jrWxKGxMgIO2iE8EQpf8R63K6i8JW+EhpSXk1FVbAIlj4S+Dh8tVzUMcTu/dU735BSpZuaZ0HD3qFyRLYRtZLFmsYONmIAUAku4txG+4gpe3JiIK6tJNeb8jaLC8KAfNlT50Lt0XBheCmVP6/UcWtxOWhGihYfrBaXV8xu6xqkA5YLFCfuxENWbBI3Bp4AUcZg8TKkPH3MMz0uOilR8T1UW9ZjxmTZW72cra+gW99p4b0iEpytXkw0pAPqx0IUeVaoXy8c9KU8JNyWyL32/UhlZaF9zxN2OEJw63JYr+WboRFYZu0Jp3shqupn7O9i5XMBqOitosbYlekWg7aYWItoLnX1x601IWvAvEHXFxwBMOZCFaMyjawJAThXSMFVI9fX4hsewnxYaL3YdKzQzUuj48Hh/mhiUNU/obUtvqiJjltDrf54OyRP65eFfpx9W59e8x+dNZ35oPLs4NVADjQSzSmLKnR5wGH58DBYjW/lnhOgywZKHZW3MFybeGuhJx4XeANeZCDq0PetIswHo8Gsfj4/HZ7/+7d+v37nzP/H6z/Sr6eu5JkJDxZsEAsZohN/dgd2Hcz6z+/8cvt2HzX13PD6G/8hme7MR27vBlAGK85yxOdMvE/j+9R+SwMNEtN/jjwOBY/pymTiGHYNWEH9HErKbspzhnuPzzy8nG7Kfxoz1UpevOeJD30IratAsXUwWgj3XFS5D268x0wJXPx2fIoYGBGBvMQIxx2mK40iw8YlBfy0DbBOzQSx5sXlqzB5QSVyXwoCYjET0ZImVkQtGbgdkJd4P+F2XqJDh04v/+L8='; +f['mockup/calendars.xml'] = 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+f['mockup/charts_and_tables.xml'] = 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'; +f['mockup/carousel.xml'] = 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+f['mockup/form_elements.xml'] = 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yeY0FuYnCWaKkDfbITUhEviQB8KO1feG8QHTzPHJIVcBHaDxO5OVuZTbunHVBCj0tLmRqFBRx5qFwjJI8BU0X97WjUyxwnqgKas67E6KBFG74cuBmcqtPC6vSyvOQpckGQDGeB78qaQ+4DOa8KEAi8pJAFxpnJlZN6m+AVF6Wkh1BJvuYOSQ+rGow0/sKueOUQRshhxxo4ZTthPKbUA0ZPLtJCC0cuuaeTL9cRZpIQLnF8yoCRFFwqFEKAZh3Ni1xdNmdT1+L8Yg4CwmcuR3YqrFsjUAKE2j6Tsgltpfh1irA/aW16raRxxniGxN0Oy4omXZmG3QLoLlos0RU1qqvPrDaiL7zD0ETtqawo+eCXTrv9Yocycb2FcQ4mmujqrPIObHRXDGitH0tN+//s0/s2ytzmW1joJNUfh4pzD0ZEKR9fFy6TJm6vkttJn9lYLO59qvX5/WCxiDkslQwN7lj+8C+TxbNYNvv3E20kwaIwxeKlwtiVj72K/vC6JS9IWYb7skBqS5dYjEJShm/ztYSvdLdPegwk/WmqRQtLVwfQg2ETc6iiAQ/wCgHzL5AXe4a8TfnTdprg8wEUp5croSR4zoZskeB+xdqnR942VCQ7Kdr78S63JHmcOs7MnLbBZyhxAY76XbYfCvhCL1jRtoYXITzJCqgY01SckYZhtktgLAItB1QHpx3PKyGBKkPoioVZj1hGYQPyzUENC/yGOIdFh3pb/4cOamZXotkHPGG0o+7JDlAN8d8to5WQ+Y43K9lfvLHpCwpiBukSqsuCxqxOkFmNyOLDBydBPMKDEyBFOyDsLCCZY3z3H4UFEzXalJ0UtutcV4yN+WKYRWdMkU2F4Ldj40Jkb/hmk6a3HcDd2masxxzWwTFACV/giXxqwC1YLi4IhZDJfDA9IDx7LJgEc8JHAD54WIWgnXujvNnMfZahAxpizb4LeDJ3RQuwnHcofelXBUuyNMCNRB/fRekf3sjkKER+0UCCLT6r9MwBvgaMmXgfAo8bfWkbuG9+FkHAGLfyOkOM+EUXLbtKDmZg/RXhqAEhIAKso+TOxHCBLBY2UWJSYgx7TWLFeAGHzDdVrZLsdx8j8MTTWjIZh3+XmbHF3gVso4tSqc10a9c2uegfEVLfaFpMJf255tn9R3ICSIwEU6fbp7UfT3FUcHxcJQM8GCeZqd7zQJTMGv5cgqUlnMbGM9B2ykMRwYfauClUCuX57f8301hvKq/hWQC18ZrEmIFUKkW/hYnJBM4yo4gAcp7NwtKpOwIyOeEPsnp0Yof4swIaq98tgKIK8jfRWGamxs1n7624ZmaOxpOgEEg40/IGKoAVtFVyu4RGP/m62gda6b7aIWdDHDyMGEjuJQ0xxGFCDqudwSacNI8nYx4IoNuwN3DNLcA5wi2HtuHRwHEy2QdbTlyKjaAh+2GAugkL+iDOIoAfXCLaML5SBsg+cKZwTRuvbLH7TustIy2QEKwdFFQjVtYzH4FviFDdaK/oUve8vR8TC9JupMPrlPfCMuwD927qUKSdeJjPZtPnwXFyZQ/oQi/JxThhx/+46fv30NUanvfJyDhCUh4a/bjzQIS1m/fL+khQMKhTv56kIOR5zCeE5YrZXZyQsOK5BcHWXC2RDAG9LlCXlPvIl0fZRTeVDEs6nbljE048UuDOy0JzMvwW6TEQhTtTGDHaj3jVjxpa/NJs/FozJ0DRNYitWRErtJcNwZ2aJUUWiUv3DPwY+cVN0SkTJa8ZVI4L+ucZrVr0pRo9dpTVrmnjJlkZDUD0L9Othdth9VU28dKTPP9YImberjntHkLOSQBwgeFXiMDKqSSmej96c3tb+9bMt9oudibbMsVszqjDUb6KWIYuJKeAE/ChgkjkG/QNEmUhgISvqLlUqVOimvCQ+myqi7dt2W2kIZpa8G+JcodRVvIkYePtIkCIkgeRag3wgBQe+BWAp9XIcPCtchZh1i0eRvUSlKfirvxO11K0CvpKgfjlnmdGTcx0R6uZfqIm7QPT9/iVL8rrTrwFG9YoWD/hVjVpdGVH80HE4zaotJZqGOwJRwn3eXJVLRlO5woTERDpGuRckyhiWtc4Iu3gjjRSLj1WT2BH5wg5TbuRpkLpbrdqt+HU+HeHi93hN64SXVj6kmt/wQZtVRlhM1eyqO5M1RMSmuc9doEA3g5e0mjb+1A/AltEqUPolA56Iwl0LFNajablzMy16JKwZTiQEf1XjBTYZ73xPo2eSoO6AXiB6wID2EjxjwOYnOo2MmKrJKp87BKrRpundR3nLQmI2UrpM04cNjfTL2D/WpFhME/aOs7Ql4J9cyTnnk+IGIcmkC2y8vPM3kArkh7cJGCG45x+R7w2yUnnMTC4Vqez0VZ1MIJq3nzpRTJEYfzZ1KawieePH+OidcGaEnfXfu71mmT2Nktwb/M7mizR/Hl598BMFueGEy43j2V/+W3gHN5QriIICznr71Fp3jqWTe7T6whKcVbBzXreQ4xRj4KOMBLQetACRgsWmY13J3lix5G8DKkL8+NGlMvflTRMEMBjg9RwFFv6DpClob8ojICRRk6obyRxQYXMX8b+fR0IprD6cgxRU8ju3cpK/jfJylj+EUJN9EnGudQExStBcyYpbScskzEOsSofx0z6Bls7tabPnjwrTBzCrqxmUImJS/swcBKsJgCsJORRrFJwkztbzphaEgnmJvko7AjoJO/cNrBea0Mhl6cPk8h2t9+yB4m0DV/7R235hAyvF9/y505xKqrX3sLLOiMGHezIGp069RzBdBAGkNc5E1ysMfdYhnVgm41V0HknBjuZ6nvmaqfTPmz1Pd7lvr++u5/tyF/etlnne9Z53trxuPN1vni0ry0gzdwSTEbRyq7uxK3dEthUQwcaNRe/YGBoMrCRQZHxVFmfsPPfXP0MmO+IcAEQ07lGBCoKmmU1GZbvLXjECyYpoMOci93ceCqsqiIic6auURIxq9KEtN8/IULffE2Ndr+IlIiDNlmVvZBWlKSP1V8O2RepOQJAPFNO3qW5I8fNYUxCHPtwPt0HARYdSS7XcoNk6d9nokpFXceRTV4q38EGkRI0oKNdO+NxBG096TDbxnL1WbCjoNA3MftFyjZcoPfyirOlGC3lH/7NNS7VbR2FZvRfuR7VcuS2vGol8H2PDrog5SsN9bNG8E1P8RKezY1a800FOG0A4kzjQG1G1rIG3vSvIcnjFLe2E11pBh6tWgd0fE+iHTGMZhGfrUnhm57iH1RecYWW4sYoFtFOhR0UJxXRiZeZNlzvZEO3aSbBUIQhXbyIK5sDIIkeDIvCTQhzIeQo9BvYjEvnGPKXnJM+HX5GpXFS+91p72V2+sTGnuLi9mW+yE4lmUSSjtotQtmHhpS83JHHbVPuyK4sQfZ0UgnHpg1mYcUPQzHMazlTsTV6M8O9Psii9JeM3y0rFgGVmcWZfSLJ1JcztDnsZt2o1FuylX2ptF54RiOAxleqf+205w7gXAOSc2zmUo/bY4d/YmdzD/fCAciBUWWCJekGTOnE+b4qvhs2/LVfZyFgRg3QBjyF2Ea5+cKGl/Fphflzw0nTByAS3DRFC3MUn0ve+3x0qo7FZoFekZEzaoIzaJ1O3DdexmV++GfhDt0WtANZN/bdoNx4QDnMyft0R+saKh456CkpOKqi2ox46iXAnIVca+NLYGnAtt9PhUlKbGzWV7WSxJtVejfSS09SOEUfCvLJMX70HL++hzmWlf/wf7mZTg2gGw9HLsnulm1BhM5DIqrJHVNd1Awz+IukuYBzKsOGPRC59JGi8+HAlCYrKmNhnouRJUTntN8h0jA+0hQihOTKWvajhEChGVVIbVluB2/mvNhXg7D2Ct/i5wlEkMBTmpybmTew3hg4Q+yxJsmdNx1QgG18PdYoipZLlHZZwzN+CjE1zsKoawdTtBg5OokVE8Kx+fJiXQycBFCnwo4wPTsAWMQB4TJEGyMipgq76JBVAlUowSEIA1xN6MIoiWAdkY+xu3uNx6AsJSAVIP78dVMzHrhmzu4UtoHxPHTZVVX9cOdxoce0OHAU5leGHgEGASzeuGDlnk0EE888TWcHKDroHToc5leONUB6LN0Hd7xm8H/Y1TjxllA37NkwVW301PSLfVEsjHfNbeDNYAFOtE4zGc4FgtbmqwY3XhCp4QWPz+3NKvmfOzqtB3NQo+Qq9C/b+JVgoOId6RfSxYHc4NnC/LoxPRXYTwAkTRLSqPxc85jAwyl+FTYHhIphxc+izeFKJoK6HMJJO6Wc9xHAwruUZY5Gfsmddr9sCoPItqKOQt3YimeZd5npWYy5c8y7x9Q5t3t8LPU+yz1vjkD8mZLvZ+hJvos9T5Lvc9S76dP9Cz1Pku93zxLvc9S77PU+yz1Pku9z1Lvs9T7LPU+S73PUu+z1Pss9e7XnqVe6wM/S73PUi87qM9S77PU+yz1Pis1V6/0LPX+tqXeHz/8/NP3H17f9lnnfdZ535r1eLN13nfp/bt4mKtr6l43/M7dr1qJNov5+OSWBMW8uWdsbhq5Pi9kM+D5YSJBENVwRiJBPeyboyvWL12NwYUTBrgTGjpzrY/BPG8fQsoSg+tEMC2m+enHptsXz6SseovWJYJIHYJWicnu7LWhGLFqKAKfnP1vJOTDZOD2t8frz9JuMa9D1uiLb9myMTfp81UEjpB5EcXalETZE56v4+mxUxYf+66gRmKFsc+/5X7n2ZtGEOR7SmngIVZ5VyxxpjPFTkiUhTPXLmvIWakwS1K5wqIVi8MTzeajCb/be4efvtxIk+QIojEiyYPe2Vwi0d40Ek2S4kktIqycAw0mL9qTI1Vpzse1yxxokAphLEVkxew1CwThCiHQKCzgqlPB1FWFN+rGoBumA7eDHClsWbzJBYngIXjFx8YGmaCBm2uXaboTvjb7XePJAvEnTwxjZFz4x1ykhynGoeHWkwD7/Od5uc3e08+E0AWQxpmANCgdweAUDWz04hC3sksxzNFAzo8CwF5wHhSX+yDMJbsQWVoNmo6SK+SJOK7DVfg0t6mfnhd2gK9ProZCtU9clFwxavN8mG6s+ieLcE4a6NsniJzBsZ80niwNf/LEnoNywpgKJnQCXcwWYTKSC/uDwo2KFG7icgxgKULM7OKA4vV7i+jWYrVWSkTVOPeoIFd29KhyrwFfDXtdWBIQl7iaBhEFxjcYSMo+aJSVjkPGETfPb69VCO6hG5Fp48Bfoq8Pkj6atfY4RhOOUtf56emMWtfrNHeti0v44Sp2E8yRXGQB1IBJ+YvJv7/eWrIU1ofE4IXDZNQY+2vO2fNxj1Tqgkln74MORaTq8BVloh05S5j76U6HUWNDjWusXbgJ2tKh116PKUqzEw2B7HdTcj5t3jgjY0vN3cwWHosSdBUgTXO8A5tIP4hpLbVroC1yYltmgBSXh/O0m49wUxUMwFrRtwcWRORXzbVhnMKgRu/22fjU3T7HG2zd4YkW4ccWMgsgxYeq7LAtAFjonDbXLoNlN/hou70pIl1pr41RRDF5OL5EBDUGYoc9I+sVKYZwwtmeFXEZq+LK7DeKl6tixhLuVrYo2w/ciEiGExHJMhhWo147LCuBr9Zxzczl3Is9PLGPwsA4DbidtXU254MXd4h8io1Ll+D8oFzcdZXiv71mVxV7UhjW587D4XkdABelFHb41GZRCYDWfqF4uSaepbBnMnsy5c9S2O9ZCvvbu/d/fv27ZyXsWQl7c8bjzVbCwhryUe7rap/6tMisZdbEpkQCoq3jHc3H8pNPg56Vjj7bb8lTYQH0PSz8NReqvGi/m5OkP1qQpOfOvrRJt6+cboc0CTnOOjtf/7nKx/CufHzoc33+3BcTsL+6eO21bpSriogb4smRc6apDitiwMOC2wXC7gRNN28O8EuRsBQrSWUF48gr91FUKeGg1FU4c4sux5ua4iJwbkjWVPLd0fTHuHzUCgVUnrSQtCnT33STBpFvQbsawxt9yYqZbau9eh7FKrl4dAXN9TF8WXoT4xhFeeF04KKdgDEGhbwCI0rbC0mxG8hr5hGUqKhbgOZpBF7lAZE05/bi4O9S0oC78u4oVfTtVq/wSqvD2QPByv2sWxvLZEtXk17bR30rBLcukuDzJZ3IY0ZFCmOfc/NU86QjzZ0a9WkiHUWC46mAyuQNorMaF6gnaEZv7Zj93CsVo8Tvx5ANopN77mKbgjJrk3GKHhlNWJeZpSRnE5pVWf0IybjMSzdESepsGkM88BDmDeHo5WXQOvAoUhVPpu/eZIg5JYNrgtVuS3GuyYXuf+n6aubTcTpk1CfMLtYuWiSaAqXIkc6ZNxMGke9tZwHnpoJF6vchJMk2wmrkyBMhIm9SKShS3No0Ujnn2aY5UV4o2mZuU5vkVkD0ENyQNmAByKIwkr59LoainG0Kkepku8aA8Rhv28zbOPfDYIxiGQpyfX+sAhg/HcXiT3qFykucfxF3JpdZJRWOGlTkDZKdNGfiGuPFs5S8T9K/Qh1RRyl6DMIYUIPTEblMq7tscDpkab/ajX1fgouPubGPnGBcvjTH6cUxqWdeHiwsfSKjtH6hMSHRmtpkZ0VZWZvgsDdvChtOJeZh5WWX+1UFcf0ggPjVLAU2uqjApnn+N2Q1utEcpn2XL5r/bQvIS61qtPaN/K8jHAQrrcs33HB+N4ahnnNg8MGJI5iZONCdy/6W6TnuH3EJN/qJAQqYcnyLfuJhYff2KAOQ6E5fVrdDfbhZpc8LDAHH/81buFWNrFsEh3LwcIwTIvqzcELYvt27Qt4ccearcG8QVKq5AR7zRqceKAkiWXoAb+cNmdjL/D2XKH5kyFHa98BFIoCMqmLACExmFAi2/r873+sNIiP6+MIBEJq7mEwHFEIcFG+hGhco8yJwJlCHzAPBzSFldGVbvoIkbaPlvn2ErcKOA0Qij6Jyuf6M88rxKNrKldXczolKkdiGA6JYAPs5sHkHWG/uMjQbI1/EeVEaR/y50BfZpNJ5OeOtmM/B3QGMUMrjTjfAFwRpvp6NYhmOXd+PZYys70e/f81LvKtGZ6F9R+H/qkXsC36dEZchDJ6hceDmm7nA9xaGjXU47QN1u8qJgdNG5iJrxze4Lfzc1radJTAgw300Dtwgfecb8IRMrTMcXWZJ1fkgogmrzKRqA0JWwXGfmEEKGRtxqvXU+WpP8mPK78J7+5uXnRyPuBTcybEomIEdF/2aTlmwIIMs/HondterK4mOCNpezS6mGQy+uZFUskHe48ZCOiH6wV2JIgnsjshOX7M53JDsvRLAbRCX+dyVRalN8irInqwJM5+StB1seWE+LNSNnMJZ0jCC5lSarBnrBlyc7vra4QT8X3tqdCwZpzRZ4HASGI9X+rYQufZ8cjwtZAGAR2FHB4cpk9sA2rvyUQ09ZPL76x3Pz5YnYiR+GqQ1g4Mji0VuO4Wz1zjPaRWCq2s6gmZ5A49gceOcMElwpkJsPqfOgklDdSD0cgdxBJEHY5EQgwnEcZVWLB/KCSJKgUCpQw0vv0VgxxcYKQF62j3SV+Uqh6PtubJEer/xifBdruuR8eaSNOgBO0mb29rsC1uslnVIko9pzEr1EAwQYkerLrKemplbOX243m6qE7VyQ6/XhxCrEInFRWO5RZCKsdxkclFGYhOHnca9hdjXjoZwgvBbvPjf2d0QTaDeKLOAPN+9ZUE5gM6WZp45N3BrWeKqzD4hSIHwzMA2y8/0pjWMmXrYvPqTxYiTgT8Dcstk3Fo8wFwbbV4YvptvwZ4hCD9nFMoruzXHR2BCn0EdaKeAPJ0nsPCJDZpM+RNY+LsCC/+2/9kTV/jEFb452/FmcYWPKymgouLI4sbbRqTFaaUMTPGcZGmhd+F0BVIT4ZujL6XE/SW83ITLXsgiXR3Bq2mD8xQdgQGXgqPmHnOsPKiXLz2pVZkLguGBH/7k8flwZ2kCwPBGEwA+wjmL3cZfG+grAGPF6VP7iXuUOqAdI0pNWmLQtTCjIGix6HoM0DAjNzSsWTquNwCQhCZ+cHwY3B7HuWCjrPQWIOuc5183QRGaSwQC+1exJYpMKxp99dxDn9prMyPgRtZ5Q9DohuHotewqgII2DOGMT8j38LLGNeaAAannTW9dkX5y4CgEupVNn5cf7105Zj4pUSTXG0YnGGEeRIvRGQGFZA6nYMDiy3lcRLvcZxq7GsPFGNrSZK2WFuCUoENgKQOEa1IwClnbLdHsPcdyxhNtkFI0O+mdfA3M4cp5IBtbGjzAnGIAmAclSHKMKAUcieUUgPmhmUCXveSi2lhv1iWQ32LvnBhckLlwjQTyCRw+AxWd2N6ldFOaR/exlBGjE7qFreOYs+QxCU8FxD44isaczcG1sJBKU7yI4AiIWz2fwEDac54U+RvWuCjprhk9V7FXsMkdumDmgpvRYVEcpbY2uZLjIHB45fkHWdaeeB4HyCq4k8Ph1LdpURC806y1nmIPumjPVIV4xP+64cYzVfHVqQr3/od3v/zy/fvXt34mLZ5Ji7dmRd5s0iI2N7QefvNab2QZvsPwAubtQLGd9awJFkvSlAFK+gxcL0WwcBtrnQSa6SbajUZk0VSACleWfRCMMbp2JLZCaxbFFCB9v/HbABlhTxryAScaNlyHSkMwYAwij9CzD+IWj1eytjOULoY3sheLkNkgnmdhIwhTsBIArs1FYJDm4arkJkvJjTZAjy88imXwXfZRZKHaTEBn3FDqpJFp6PDCICJPgFoK/aw3bH1hXGNNIRDz33DflcoptU0ck6HTMCmSAnHS2AE9giIf5E6jYtM55Ka9qEpToBLiwAapH3bmi4hQbvHCwQX/etP1Ifpvl8eUax8xXdRRYV/18h2Ejy8OuEpHha3SAtrWpmAOksowglKTYfA+T3nssD2YjjTviNmLUScDZhmKM15JgOwsdtMaRoanY5fyyATFq+n+DXCQH/y7+O0j3/+RWaHPbz/R1dQrj2UWGNXGbUn5AVB9curKqmkZOBw3kW40beF63GjtLkfXZkMO3ioHcl8X8hqc08Y0MgsoTitO7APg7SnbFW8JNbePRLN3uBb1Y/b0UBgAxI6vSKpfqHvh66s+sbhwWNmXVuiRb3P8nHalXC2AE+klTg+hFY5tEGaR+0dSElLl5gpIYgYg/DDxr9EinI+bZ1OevREiK4KOBwGBUHDZWeztW0H6XpEV5ZTryVb4Lap+wR0iosvv/8i0kBmyX+lq8sUMQZOIu8DDqiK4Q4vsSE0sIMYq9tyPwuM5ajCNMfw6bpn3RyyjS8gioTn1DwiUUCpnL0t369RhGCoPggmphdEUd9yQ6DVTycT6sXoFrtZFQaMW1t3HvQrODmnhuQZ0bLMifN65sGd/WIT9o3shFUevHjcdnWzir94+i/92PdLEXxfN09jQ+7dxd43TyyK+DWCTiYOuNufc5Gqw+wbaTA03Nd3i+8tpH5ZAzK3O84AfFvou2YtVW25FN8Mo9Q/44TqQ771orljY1WnxxBm2ku7Slj0+uSycF+2uNBH+CD2ThL+IRaRwngYSwJaz6mSBss7JvY1i+QpjMa8ModZU6wtZNQR9gawaNpwSfZ7A2tNZKdHfKsQbNXhTSuSC/2FOvPz6YfaXyrPPBn7WZfKIpWUBXs9aC/dnSi0S5KOYyH1mIIxISWefg3w0FTAKe2s0uKmWOaE4Be0xiwUcJsXLr5vZH9QYdvbLbxxhPVHAbzop/iytfUVp7ecP//j+x59e3/ZZUnuW1N6a9Xi7JbW85vWD/c3LjAD0kY7+5NboH64n+uyWdulYwqNbYmBhoC+4BcQ6dRY6N59kjV97y+3AcmKdli+55W6STwb2BbcA8vV5n+Xz75BhzdV5TEZ5/MCMD+DsFp9vBA0ri6p9yS0ysOmbAbx8vL8sd1SVdVXhgRBP+P4CS7Pjx7nvGkjJjrGP4+eWG9JBzb2DfqVS1ntjmRICp6iUNcVLWdhcuywAqv6BP1Gj8GdqFPaJ+71rOeECC8x/KYlLVaPYSpOcuzYf2+R5hB9lrADDTCKrYpYhKEEytoNZ8uqLrqsw8yKzIljV5EXhCE2+jDbAkJlWwly7CjnLHpeZnGRRyIO5Zhc3E/OCgZJxFyjP3wBm7RN73FtfOO+UBtraIlU581G0A9pcuxoDhBUZRG36iEfbTNDEaPt12WCrxt4ni2K2qhbDqrpfcmzGhatmEQyLP6vrnNiJsJoaTl+RkdkRxqXL8nbuNep9DKuStJpLg9p3PK1nYRcB5iOZkKebyz6ulzbi6GUxy0LSuesyoiJjXQonUhIT3J5RtAl+pR0SklReemA4ckpKVotPFnld13yX0StZeGNQZA2c8G9PFEh8PoHEf9FUIGPFBCopLLIm7LX5XCSBxMPOzA+OwxN7ATvJssBcMJMPMv+ZjnIs10xfxFy7BHgVrV+VLEQDh/3vT56437saytR+rxiKZ5bvGadPpvyZ5fs9s3y//OX1TZ8ZvmeG761Zjjeb4Xu803+DvRHyFFxSk42ATBLRf2+40pmO+mroL19v8StBwRUoGDhflV5mD6kGZLV7qcse6p5vgyAoStwy0xQGmIaZzJfJewAN2NHZ+5xXwiIwyCeTTNDGQzZ79SUOAYPdsUtT+mIQKHt6SH05yk5Ng8S2SpgE/hZCCZmAneVgBCarCOEESxLZ42RNJoH6TuR4/HoT9YMPi5t1g1ESGRG3su3i10PWUQQZxTRSRQqDObRLFF10MNlJ14nLJ/GAkwYD8Ges80EAasVh4iKs6CEprwAoRzUc8KIThSl0YTqIuCr1MdQkKo8ii0Q8lKMDDQLyFTSG6O8YFpakiVbGPoBvOPAA2posPA2uChUfyBPueKiDkKegIYfTJ8CGsDoTOOBz4lEU4fqFbEGcctSK0NsGUp1/v6oMfoYA2VJkCGW05jtAGp/k+4UbyQ1gvINsp6IKvWCe4cmLTjOabcVw5ieWu0R5W+qiMQBiWx7E6k54q6PigxcvRLntpLkBVweT2LYc3iyiF6wMRbcHRXglN/IRSe6uVNA6yzSwnd+yD0Jbm6RyAW0W7jNxSs+PtOm8bQREHWJZmt1iHoJgk6i9bSQOXHPvdqmD7LAnbMKNxjz4qpUjIys/RSjavJKyzgVUTJiyJHa9vEdKUYuhD92nKpHYEcu3JCbd3r7TrD+p3UIKF0jS1Imnexzmahbe7hd1DPU5/s6ZQs/umC5TXRoMiZqoUn2Z+XN4r0qOE6QtZ6jMdkuhVxlyC+e3xMLBDJiljkcpN4RlGVhO7JA9GSpkjG8+TH4m2L4iwfb3jZri3Y+v7/tMsz3TbG/NfrzZNNtS33338aHWSnTeZnZNyk0FFc11XEE9XOutkkVaJcGKxw0pIYg0kfe9o+YS8+KkeQwNfAxPADZGBCiy9F7jmvbmrHOSdjDDBY7P3YneZ3aDRNO05ogG3xKZUcwvt6pZfoi+jP7PrJ0aVZuQ/QlsxoMV72Qm/DyyQtxGoS564RmOhZ55Dmow99Iv5lXKDotiruoHQgsWUca1s1Fww9a2DHkUIQk1BfbHvHcOwuSaM6miCoI0kXStoOmJwRalSFv4JsA+XZsIuGl7xKEBNvZo1u/RfptziVgpHN6dWIopeqcqCDPftiEW0QaHoN4qU6mssUHkEdv7C0YiZsrEnwXKTE6AX2LxVqSDuA8xhCo5UUQsC2cuHAN+z+R0pR8zKnkh3icwLs1lxfgZnooxiju5b9C7aldoGOAmA7OLkg1UTNgmkRp0FDfyY2XskZFAMcdBHH8nX6Q9savb9lEsmqVuZ9dcIgRJO9GDy1lIRu2y92MJaNu9U5lA3R+zDbYa0tjdKt8JnSA5Ll8U3XTyRVdVPh+/PtJAa9Waw5pudG+A9mGQ3lZj4BzlUnUUbc5ZNxN1JwbpJbcjpS8XdxmQo/5VTrRsDW12HwSwdCJrZzhue3oz32Hk3DiSR9trEhSszwPf+6uZxsLrKhku2f4Gyw17LTSZKm0xUCnxB4HHIhv9hDMdXpGjpDFi52OuSUcxsu5jFEVylOCD7XvHoBaZdcuvYWz+Pop4kyn1xQ1oe/+lNEgDDPSQ61E4hRc+zlFSYVqImm7Q0cCsMoE7TKXnBHq7xuho1I7lQK9ZlB+3boIb1elFKDJQvpGiVBikCmNduLFiw/i7lfdIO0jn0ORNW56P5OSHaJQF/bFXkJJwNmxMAFzSaPvrprpj/RBbpmR7AZFH3iN5RCXd3q2i1hXyLUvCGlSkySmkFsZIuJNS0BKTPZr6kvJ3RAkIxngUbVmIYpcfLHpjcRYpafiqGGdskTmNFNSJhWY6FiEKRFd5lzzsowhCGQEDJdKIqDjMkb1tCWSei2ZORRNwWU8IRYKcqBvpOs/F2s3z5SjKkGzrJZoiJH1b8YjXBfASvCw0PN5AE/PvUZTfBQ0dtD/WKr0xCI04OkblVJZms4o32sFZDrKNcv2kDsxKtcMdPgCcHXsWrtMOXpYdV6G3A20J6zXAixB5gGbrnLg3WQIZQJlumkpaMMsKHKj3sPMOKAmHpXFdhazQen9Rrj1S8KuBC373DitYJXlhYzuw0iSuMRPnpcMaeC7TXGphE5gQ0YkTEVbvR6G078wq3CTYhZkOILC4z8UWcPDKWbxIiA81BPFXfWWEykZswxMR+ntejQGGgRYVnGahJE0DutDX4/rCITrMtZDPpXxDJLXBFASrE8XYYRAC32r+MRt+hA9cUF9uHXczdDsT+5zaPEHlTd7O+chl/XLSS7H2uPpyFEGygQgtCy+KriZy2OMM19l2DFNS3mzy3wYY+qz0bv/pbVRqnpXer6j0/uPD9z99+9OTMeXBD/ks9P7LmY83W+j9jH6Kdt7n40KAr3inBR6kBRxw965rFfXaCCJPULTIiH5zcCbgNceb+mYUIS2DpTfBUx18byaql37dVWXmzLVzBDIqYnxk8S1KLBo1BAfkVagEvFAJHAbZB15HFdlM3zx7eXhij3myZHI30QgG3rbIduUo3H7XeLmSZgyGUGIjzIELN6ngaGUOej5jURz6QuuwFgky6qqlZVC536R1TPLEpHWi5wHEoaXXC9xe8LLQtJRRhDzvPfKm5fr1luxvIjTk4bh+iQwh80OjNMHJBygqyDLMixDcblXrGxZTJ7EqdOo5QgPVL89em1GhH5Buig2Z+jCL5pYtPtbKUFC/QUyPe0aUWYSQFDVrbs8pygaboxTKxqWrIbQ4UUUFg9aizbV9CPZ5+xBWETYcObZzXLL94bFob3IEdoSmaiw1xqWINOXGYCssnidUPemOque0dm0/aTxZGv7kiR1NkSRfv2FDHl6EZtdYXPg8sYsqHGOvmh/CkgMbhzcTDjXzkTjT7qo0R8EY+jm4JI8U4UHmk0exJjmTkbGlqawnApsu0qqihWilhPYPst5Vr5o/IxWbsCj/iDe1sb4E2IAvXjqZUIhc5qkqp9KkKO0xoAXVDkEooReQR9GsscggZ0FQzFYh2p3CYSbvPUMfVVfUsyHsF+58QqFPqfXu+e1LBn58lX5NWA8yg/CiWDDkS1xCvxqIy6MuIZLXjJJDwZaxevbanUvIOULce5M3tk8MY2RcuISmgROXsEo54utdQhz76WgJYztW5i6hvWmUdqo2q4I25vgWaKPi8xgE/2zPzbVLk7KqrLlXnJ29ZrO+XIqG5BoDJVDXPMqaqy3kxvfadYwviwdmkN0WDs5CO3tcIPQnRGcwh9zybK5dlueiugb2u8aTBeJPnmiQMoxSbEuiPrwStyrO0cVOOKZvalJZFOq8cXi7WVPgkPnxoUUG0COZo7R0qMesMCYnyyIKde5kEKiV8CCSEyZCc+18IUL7iybvC24J4UYR0JdVVg2o3Qud49DHFjW+ZpjYjMaiCPSNEmy6g0DDtfIoTPQ3XLEy4IXddkVR40NZWiCZ6CCej6KsHFhtoCPG+cIwMhRm9SIzjqBMbHmtNwVurD32q3zSXtIWL0v9zSJ3e34iin5bv3RZY8/Ddpkae+I8R0gjDuqZGiexEfpZucEYiIAbMSacWpwlaIfNSvZsS13I5zCAkDC+P8Oj4AfcpCqS4s9zFO8c15bKg4iDpbGviaCyZPdTYX59fJAqSudnsSq4LrlGDmFKVveBqThSKNyGq3cGCS9G1Ct6yxnAg2NL5F1ECdBcG8bXGNpufLXvIAHIOf/u9ok901MEF72BWAKNYlk6+HWcQ1U8opPD8Nm6K2N88xWZZ0H3Kwq6/9//en3TZy33Wct9a5bj7dZyP3770T+kh9nccX/cpwhFjoQalKwqRW5BX+zkFhDDr5RUSIkCM5ZZWITozndZzPM17Uy70P6UZSrtmdyg3O8EfAsFxzwwxwqIGwHY9F38aNJ4vVQClap1xsLxjhZ+z8Qb0PVEz8jrNO198iG3nrNwfUuVIgNw/1928v0WSASkbiN5C8g/THOtjj+Gz2HGuQgOr0JLMU0+t7etgvs4O7L1kbxRicOz3z9Mb0m8eKbc4gfX3vktUOCj7bLEKS/kyS1tCzHr2+zNLG///mZ+zwmezz4kJnmLujlHkt6ydcPPto8ODPNHIPgZECGIw4NvtkyGeXLL3TdD4XVN8mYz2syTWz7vm0HwhqR7sGGm9KGnh8pMqhh5DeFbZZQ0x+NZpm9QzD30YpUpqzZh7+l5IaV+TOY6+WQnt2wghMktJwPDwqBi4LQ9PhPjF/JBYbLLQPzAlj1zrpuPqCxWCv7WlLzMsbnezs7H+/51MUdwE8xWlu4ydPnO5uJkK8Okzxyck01WK1nszzSMGOXM3z2xcndzcWZL2zA/0zBiMj6jJKwnE7h/Z9Cks/OvLHsu/NwxEeoZ9GvOHEy9AwXe6aiqSF/7QC2VukXojrhQQVXtIGu+3TwkeWnVB34pTN795JatvXV2WJ0Yy7IQr87tLfjyM67qMDpjegzX6TOfOcJnpC+/9swR/jY5Qve/Xif0mSh8JgrfnPl4s4lCt/1jf/Nqn26ETirDOGdX2ohGBB2WVTCvJu4gBZZSCSWy0l2BVm3OP1MHZ8aANQyBgQFrMECuPgo/lC06GqGIVNzWnD1HGRbFSG06gQyuQKk70Ch8VhKFoCTyId2oo4HwxjGuJ62iCrERCvJMDDTCGMR6Ih94B3PzBjUx2BZN0TvqtTEThgGrgx7L6JLoC6rc0EQdnthHUUW6D740g+2wepihCd8yE9AEwOkbBoJmeHgQLe7zBPHYgDmM4QTRDE0FrlXpp+BOAI5rJAeOlohww2O0KkoN4hECHa/SCeSTG/wfBgAv0ON4RxWz8VbxKIDQ5FG0Wa60ngHxZcDS9kQZxXKDBPeLE61ZKDZzU4xPqyhRxqEhYDkzGZuy1WTmOxuhPXM0glo/8CDGlI0Psox420DgZCpSviOWiqqJ4JE/ZPsCo30yisIfpF2LkUeRdtN9aWCCyDn7Zshla4OlU0aRBEyH7SB8lbG+zE8dw78yBjHUqYd9Cco3FkdvY791GU5LH78jLK9+jypANnxFOfqKGx0Q3UAmVQZ1q86EW29pVoI2O7miaNJ+qY/BVeGywFszNjjOdbbQKNFPiN2ElzvRF3PTACI6wWHh6GdkO0TB+bDEkeT4gKgrkTIyGnv4SrvTdcsQBP9k8TzwMpoFbGfKcdz4BAIlBeGQuDuOcYPTFOCgLPp1LLj5Hs5ZWiRh2llpBqadsaj48e6WmOOZ2UG3Q2w+CkN4aPwlNqlVGZnXMJp8jc8ptNB1uZmHZXT7jXlQTjb0bekqrCcsqUEpHMFgfNOj1VVNjJ+ShDAQx71o+zrTExTMNSbJgxLUfC5KErEbu7ast9Tf0UQiSp7oGBq8NcYczII6S7dL+esL4HWtD0ZlUYpgG5XavHXNdGkdyEm5USIuwji10R5xWIYnMpkaWKhuOI6yrCnLqjx6KF2HQpgXcByLoIuMxhDSHc9ScqJZjWu58kxk2eKIwERJCieyjOKWLDY61agLRmre/NLKYRkCIokNtR0c1264qX1VAnq/CkED/q6sPBeD1nSEyVUjVDSdzxuxmovEHgsE05QDLInHgjYBbgfd9OA4ZeC7L3W5LrI2d0ISlM/+VKS/F78u0HuoBASdiznqfWsI54am9t7S4WeNgAnXmckY2ybwKNRazE7yZqMd+SPo/Zq7f2CR5fjIBSEzQ6uwtJX4rPy/IPHgRoY26TexIjwgdijA4yz5lzxObpOLYld4m/QTozfXa9uamKVpM0pUsDF488JKhpk4jCcK6XlYbk2vWP84mPf6ELTfGhaV5wFGVhJR+W6D4bg54ccWtYsYtbclrOJbBXQbismrjAYRY+O58xcfQ1pXqyoqgoLwhB2b+TwhcHjj1OSiDl6q6lpBw1GYTU8M3uLVtWqjnfMPI/MlOYzm5Et20hoAcxpz08lmxrn/TC3FHwh0RWU9k+e2sEaBdvz05NX4CnFaJk+EvAFmbop86hGAfcbjxKcxeZHCWMoUxXlyCxBdM7lmAGUpEAWPxQz1enKL8dseebNmx1gde+ln8AV+QNxz2OkppE5vwbEwi8pPBob5yw8HxLAUDFdZyxQQvFHQEsIIvN+zN0tDjna/sk4rl5vKQJSHlEnRiYFnhUd5g1s+u8O5KSJ04x5mSNI6BaCf3AJK1Pg4PsuEngbCPZvMk1uMvPLFFwuCVXNumr0/u4Vn/EmpGp7l8cmUP9E1vyO65v9+9/2Hf7y+6xNa84TWvDXb8WahNZ/Bpwp7yIDzwp7yiTSI6ECk+EIBNMTbubwYitY4Q+ZoDbRGc5nG9tMMJkFowQSCsXmdJzmyhQJXVCtYkgPEWHOEUVyUPW5DzjNJxvglw4FWtUgD9vxAo8iJ2qJEK9KXwUC4Mx7E8VW7VmRU0QCwrslUBKFsQK5ijnNK0QmTTfIrS6QcVltPJJjaZKcLcTQCXZOz6K2Ff4ErJf6Ok7Ko8ieYJaV0WZJAKUAvyuXqdILncMuNCCr6GxifFFkSBBEFYcXWNJAVr7ctpinz9UbEO2H2+MMWMqRCnJ+L2aSg/O5Z9VzC650npG7+tiwSF680ryBXYtkh+437d/AiEAmOL1Fs08UwCywHyGCE3IUOljPZUtYTwW5baTXhlzKjq3JRiBeQJ8ItGe4K2VXBKM0Yib5YO4EClVXKUB7c93Mdi3y3KeuNcdpyo1xeWoLy5bavHmkEqQjcLq9SRABMY26b0F6ycFknnEBAzGc2yCap5udVVDZP1sMsoA9eWtGWTm588Ra1StK6rD2DHPsVKZouUasYyGILV2WmNjMeAX6cphGUdIw0C14L4EWz5ls3EluHmG/0itIJhrS4F9lU6wmuaSBTxqeMolXqB6v2BB6iWfMiInGHz9zz1XVYZZM1Z5q8k/VwwwLd0aqv5rHe0CLoLWjAT1Oq2vxSv/KOCFXQGSB0rdKLKLcoNiMoyDqtwohsrw1xND9UjPpxM6r+3Y8sd/BDiNKJrfXCQ4lkAZ9bUCwS2aTxAY1iEX/UeXY+DFd7/MAsB3tyR3NZ/CQ5H72Byn/5LYXVCGkhVf/CGdA7/cLQDjrx51YnKC5cE5m4kpRIr4RBONn9oETFRhq3/e3HZgdhJovJfcEtxd/oCZp7BgN7Opkd9fTQ6hvIlI6VdVitj5+Jax4cba/nfzul5rVkQMNYqmyrX/KZhJ5UOg8QsSSKfVLzVli1DdR8c58dPi3z96J+KVTYTgKH5LN4WSci3rFIgpG9gyzqqSj+icAw9N5FOC6KnwULyFhbKFDMUas4GAV23CI+FtWFqyGYkbb2mM56U8mW1EC9ZSYv/R2tu6eiuorA3goJPIr22QTFM65NAjnuPgqDzNiEMdz1Yx9noFCiGBojkxcIh2d8oXlAOoQ3x2Yq2E3JYXgH3XZmJZd1Iuwusi2LJgaay85fA63WbISDof7vL7DIx4CxnoPcYl0FBRSbYZPAGmB74dkNHNdupoMGkWK4i63BKcLZIu8HXLrvM20Fw68zwzausXhqQuPaPBgqGl7DAeVBhOHZ90EEJx50AnDvhMz0BoETwilKnBNnh0PBj18Xs52l/enk8JiyZUdxO0sm1gcN8VUNF/QRDJ2014aDYUB5PXVYBbey5S/np499Yje6RdmbaxKZZtDrcL4EXMMcl5lrj/r5o0Xw0Tt0vp9kCzLGN1/SeZaDv6Ic/PHbp7rmgx/xWQ3+lzMdb7Ya/PG9f38k47zmtBwC5Ls1c3kuWGDvGX23Zmn2LjEV7GD3vvnkHPuOS5dRZxThiFKkZGWv9aqZedzrrXXIu8cxATNiucMPv/oyLt7xQhQtD208Dqw00V6OI0RI67CUXFyNhY1y7Sok8UHyJ/A46cuZSyMFZJ7X7wyjCNkDRE/cf1pyFN2PTZOB5mE5aXaJZ81960lz33on6piyJJARX0sTVFRP/vDEXkPXKBW54Hm8fnhiD82c1KlyEBkWoAS4Hwx8DCpkdNdtGQe/qYnXo/T92GuWFYKFjOCLV86eQCdvuqcPT+zLK8mqAMeFRFZxBIM9VF5PAnaG7eoezSKJdTB2Ua+NgH1VSaz2kXrCqe+PwFW3J2D26eZ8jZvzjJC+JkL687sf37/+4TNIegZJb856vNkg6TMgs94AKXdXwRNfu1Jc8y0oxUz2DlwgFpT47DtkWFO8AIjwuM2L+X+1tJJEBxgVJXaSotWI7g7vqtW2ULS1OdyBLzbfkP1FdKHzKIJXgjv7RNMOXCkVfzIXk8lMKDkf5hLB1pwbI4HzguYStTKuEGEuIwdkRpxvOJxZ9MXNtcs6lRP1NVC4i7g0VBd5FPaJJixk/gFAQJY5TwjI23gQEgvBfY4UhQAkqN/TC3oS7AwuzGcij6bw/W2A+ebvUb0EAFCSZKAXyllM3ghmpjpfFcELgxW09niH4ZpQFroqanjttYakSI/I/JTnG2uCKeb5Dp09P6rdFqIfaPZaaM/N5XHwUxhFYS/4U3PtahRA8nB+YR2iKuMbRmadxI9XXsxQWZfFLBt7Cv7MrAHTVva+Vi4zTLne3KLVySyEReDvKpTcsdcsy4GgFA3o3KAg5mv38MA+iBNQHIqYnE2oXvnXoIVAG6hfOp87nW654zM/V2wHxnL3ue5uUZ66KnQQzWkINFH22sBJFAFrRNDR0DrdADzzz2WfaPDildYMMiOZUlBo1s5US8Y13rLm2qMfTG+ZfbESRPMhd0TQ6SP1DnAXhskY295igTC+Q+c2D6NjkPCrZDqDEC2NHz9k9zKd7ThL4nwQ9oH9PMgqlj7YfI23pjLl8OAq48TAjjSnPlm8oNUgWCTMV3nkIi2cXehwCq8x6J/Mh5A1zbnREQkv86KuFoA8nH8fS8y4WrzsnogGHeObj7if+bqvyNd9/+OfXl/1max7Juvemul4s8k659ZYHkM0pMK0Qu1YningHcDWny5VZkC/vQP9QmFyyxZQU0SNJqBZx1Zxw+3YvZg01draiFDJT13nym5xxCH7Q1DW/5wb0J4cJoZmI/Ykoa3RkHjucOtXRBPK8qycPs3p0xP77+GJ/f3bf7z/y8dXh+vpjj3dsTdnP96sOxbc4o4vfrVPq2EEen2XILrJ3NsYhTy5rgJIg1QpN6p6qzW6J85c6mXBPVMD0sJ5djaa1FDPwA062tFk44VDYs1SjipV4IEl3KDRkJPnQms46S9H5w3lzHIduLOdSKMIV3whN08qKTkIfXQsVZvoqsLhVsf5yzWLFERN85blhIUrHEMGubkXwrwp6O4f0IUuUdRXArLdjNIMc8FblPoCZaebI5qnafXNVZUalJNkY1wWpf9Gyz8nG10W2oro72rk2/zyAoIMy4lgVaEE9AbtpUWMmjt352IURyZZ3UmLjAL6QiLS5BTZ6U0zvYEKh3AcRKiOpVVmBZ6YBgjh9UdjualO46bEhZJ4IiOX4hieabpjrakYnZAU4e9u5rJvWfNBFXgflkWK5HExAIeewx6ECRYu4G+WVe0UObbMGwguEPM6ChYGLsBaGnGJ8kXjEGG4LPPGAVDoxqmMkfVe4QEKGfn82j/m+CBBt1icNwIA30uNAKktz7lpyF6aJ2AGKlv1lLUz2bRRj37cZewb0497A3TwJ8IXVWh1QPfEpeIUs2iyJHB80xj6pcvjbdGufbdIARR8ArSW7eM64LsOf7MDvplx/YwOv8opr9j3TS2OxoCCGR1x4L/jTZ3cnNfnt8laXCbDwLR+XKGQhZu3JUD5irVZDrKDUa8NocOkXIvBiZnxvgtfXI7iROgQIyPvY+NYY3o+71g5Ak09wj7lImnKa5E+qihKGPCVYXHzYLjZvdg0KqW7FxuG9Yt86WqfgFQvHIeAZCIr5aCPg7tE7PP2Iagn4Z0nM6cUfU7MBTBpTIBlrw1HbFFURzNkDFbwfplrHB4e2Afhu1qG5XTgCu7GzMWrchE9rnYu3DBs+BOXqhkott4oeBf2SKNyPqHOzyvCXLs0nUHl6tZ0ou5rdr8/eWIfRVaCOzUTUyr+hTO84a4eP6heLN5PIAHmmqGOOb4AivvM1BR6m9nlxjJP68ACP0ZlvCmm0AlWpzeYryJyXOEOMJVGR9OwMHUcjVGvHUTBWPwpLiLoCiLHG5/OPrGjI+IJa+Oi/XCQ66OTMAjekFbDzVo6YYSbd9IF5WKDuE6kHWGvWUI4lrUpq4A7gEPxN9g380DzOXb4oJ1EPjeBTQ20qjd0j2h4lhuyQqQIxD1vgXRkM2muDQSeeaLp50syF+5GgPzwxL69k2jzHj523975RaK+8Y3i1Zp4Ym1kjG8+Q/us8HxFhafN7l9++P6XZ4XnwS/5rPD8y9mPN1vheTzHAA+WBSXG8M/RHc31Jq27IBgSjcUXKcnA7+MgFPEYw6nXKIoDyPN4Dr3GtSu/Br1jktn3khCw1wZbwplOe1TAfJs9P/eu7BN7TmAIQg7lglVyAtHXkaowsXylUZhrkwKV0KC295H6AopBko6uJyzMKmCA7AdRmkxCh8X07+y/uUzV9RaTIdlH25lDL9cukRnDiX2cpXlLJjLncpjHN1Y04J8m3hQRbQyOPzjoQ7iryRKyRrk2SQMxSQdynokWv73WR2Gf2HPuHKjCbsx74+zjwhgW895CPoRTk2WIMYyKYBaeEHPtOnVNq97IgYyccRb6ocPjuh3ykjRGF1+ZHFTIb9Ia3OTlb0raI04fWaNVipIoVntO4qHtgwZejOZz5EuXVZvlhdKpaSnCF2yvdXkKlZhGOlhah9sSSnOqmUX3UqyDyWjMQ9a9dCJIjyZeLouaa5PMMq8idPRy9cM7KV8dHmiqy5xzATDAfZE24zNEfkMu7jNE/poQ+ac//enjz69v+wyQnwHyW7MezwD5PkBeBjl3j3bjTfkbpBZSTCgnCXRzbdSFoqgvNe9C6t8QTpiHu4cnhjEyhkHC63JUnYKuEpNtbgzq3MS8MlsjdY+gck/afoOI/dK9SkOoyjw8C7pkFZJ0S/Nu9SJD5Onj2PKMMD4zaqwFQhKntw+R+CP6NKLmMD4s+9zm2gPBZ3QqtxTuWAI2ghhOerRgPVH0aa9ZrgKezE1shMs53pMO+xk5S/I8Cqf1f7cKHBX8rDyXzQFfeS7HtculyGLwAL9Ox428lepEVYUSm2sDDBqF5nMTsMo8e+6Of9Y+sS/FVbC0Z0sxGvWG8Q1Xkf/plx7JgrRnp+NUQhHEzXf1skgCwjfDJsAHc22A55KCSZdVoOFgopnH3gN8sa8BAGjmQDN/gtjAERZ49n03Dr+alxbcSHtBpkXpl86XbpEs7Taom42vGT7Q9yqO2emwg3J9gbm550QMHc1cdgMgH8356ORt9AvMhzQkaS1Og+mpcK1Mkn7QaxMOn0QaXaciNMzj5IKcQfbaOMLTMJEdSxCVxymyiCNTxAXOtEckoaYWy940JlzTNCD1YuEaZBt5m21bj2bcXHsmJ57hhfzaMznxmyQn/vru57/88vq+z/TEMz3x1uzHm01P1O0f+5uXPQLVC5lFcxHcrH6vt7R4u0z8ENQnqOkK4fOsa+tL3nqt75fkvvCtt9bCGbOg3oI0w0wnbWv6YznYzPDuJ43F08g9naT/Iifpp5/+sjlJL9/9/M3TT3r6SW/ThLxZP+kzVADQxk3Ar1ho1iQHBB5y7pwLqaN3bCqFtdIAbgyvl0z7fqXMebiXZEaf43EMoGPIlL5HirCXiHryWnoxAJDjpCnMe5lXktDlzehN9PFKy7GT/DOwTdxri/xxb03e7/VdCepqFKnI5wAPhmcMFAhCOCUHKnPutlqyil3lzlBw9T28AaxZ8CP3gNsV1+uCXuCbKDBKWUiX5iwbD6DoPsP7w+/ShOi8laQ2cpTUwud91TRhyqORzJAIOPqk4ElI08lcRTZgDdI915ZskJJQEf0EQIf7QjOfc5ZXD54FFNHLNUWQhnV0Xu3zX/dG9KvJDqEz+43SR6d/NjwaYfA8dOSj1uBQVWA+FuiNzIK4rVmLdVDq/JZoVED2JdJ7pa92aVu7TLYBUsKF9gfa0LTL1g3Wid7q64UjAVDMObq5mQXRgkCPMvc8Iwku7cZFCvBgEFkWnfCZwAvWaDqGj7C0R+vCfDWZbwne3RhnVCrYOIPJguvUG0xS6tRZOhcDuB2kTt1rp+cDT3Hw3uy3VCoNkWsWKqO30WM472UHKwRXk1IztI5MhiHRMOXYRbHzKFxzORaU9tPtnHyShtuz2lA0AN3BJ5NO+GTWFyZFhwV3s9XlVyYLhfqon6Vxcno5TnjM/Wy+WlxgSWH0QFYbvTGw0IRvdFNUuE+oth7fFCQoc9x4dIvqUpQqdDFn8qsJhGXkfiSv7kdqdv9GbiEpi5ClbB2yo1pYg9hToVFsZUn66DBbc8MWVToJD+TqHqywyLRkFdAFs5CjzQ423GWyc+HFMCQKOjuTJvEvce7ff2h+xiFguHTunaHRMT7tzF55gSUBjz43tMmAf/r8DeahUVBX4h3gBRiFgScyrZsfSgdXoyjuRCLHCZkVlhdzcqHVIfD5Cm1jUb+9JUmri6jfYpGTQwN2OSdRSZFOKkiZcEsLMFQzLAeiM85Koz3qHofE39D3MGnAkBaZvMCVcWCDPH8/XndTsoRYh7u3P2QufgLnhDmBQNU1e2e48J5WDK5JuwKQQrJui3pkaWEbvpGQTA8ScDLyssUPBVoxHkQx7BaGIHgKPzTJDiiaOh8F5IYFzpVEOhqfdmFMjA/CS9SWqPqmZc/PXPjhhYnB0ZV2o68GZjo+AbF6OAtgV1QHj2WRo6lZCLd05U2hiMH16MU00h31bNT9IOY+9FTOt2vOEjjBaVHCNa9dinm0nI4zt0jgBEr0G73C4JTupq2QxP5HMajE7isq3Vlz6QMNIg2ipcslUEX9HeJwEldFszG6tR6Zkz4VZRnhQJ/GPP2EEFWkHk2Isc9dSGSmlE0kaOsaynHkQiIZub/0SJisQgQa0JF640NGwXNBCi5zRGgX9owkJzvJd+gO+Hov6F18//HI1jJLcdKOHKHzBb7MjUh3fwV3sxlS0PwXYjnu5E5RyXW3SZOJrCreue5shpdx4NDPHINYWXAy+ThwkwaVm2gMWAiMbIcg4jwziz1b2TjVIRppPTFJoYUTLs1QpIUaLdDTMBCmSe3wPH6NJ4RRiDcZiWtXlLFCnowqsr4rf0FZelNHKAulwI1Q4BZ4URou3J3+IS2ydDeFMrZEOSs3os0U9ePfSV8Brs15YBG5suu8kf3xsnFBThOQIHcbaTwhceBDYinhkzQ276A4UvAmQ5a0OaSti0yLF9R0keeieS2z/v3oEjfTI/K4IS5Ya08Hj2TAoL6ycnSeB16Mc9njn0XSxp+lOfnQociak8vY6Wbz39AIuO6Tjow9OYBnGeQIj4DT9XFwfBuDF6cGb3N3ac005znR9llH1akvNm2dhyQt8xaGkde+GEI13Jn7HLhVSJQ3JlM2XdGYqR53VsnrbrKas5YmrHT63uhauTE9XhLScG6Yd/mwmEwpMXGxA44+jVs9sSc26QksmEz5E5v0u2KT/vn6pk9I0hOS9NYsxxOSdHseQg7QH2sQqP/M+W82gRF229FELLoyUbNA49cNbCNKJhBF0XwTQJondn+uCsk8KkXcWhiMKHx3hLwQaZtrV1MRRrProA0OXIIwl0ZWyUvwjZRD9xh7BFbvFLrN87pnlk7mwXxq0xjJQdThC8XLNTHDAi1essvhnq3fS34T9OPMOoxSEdezN9Emzs07A32Kcu1qFDVL4yLmt3CC01yzgkFM7YREfCYfGeidMksroIofDtOHJtQ5L1bAgzg9HBeBA4Ssyi7IurOyS3Bu5FiiXLvck0Vk2mNJMn322hiF06wOohM1DHE+CPvAHmp6ic+Qw2XJhU28hjIsqN4zi7a5dvlBlhNlEC+YSXvN4gWYRRtVA8FnOFkWzxZYGeOb94OeEdRXRFD/+PDh12cP7DOQessG5M0GUkv04YijuFQpdQyaRcY7T322NYqQW1m4fAgWL3ZSYpWCNMSbKjmaECWcgxpbaMSB3FLGoOJu8AWHsvlT7KEAOC04VnczCcsq4ArU0amQ0gYaaASDhMSUUJWRO94y4S6Mwtv4yOdlkLbUeNR1tFDsowaS+jhqgCW48LuJ25OrjU7hmyJE5o6crSsgHEcA2meuPy1ZdU2DKaZFuXYZeOoshLgqw1xUEvHDE8MYWU48Ebcqt/FE5TaqmmQwmlcDeu5faA1tPVPCkVNIuYfhVJ6btDcF3VlbA9QnqesDy25edsxJVGFhTvlNx6Wx7rzENZvwJ0fIbbrnCCDzuJ610GQDoAUcHi8qS4tVwGgDc+0SkGVEHg3mgXuw7DW77lZZd4uQ12+6fTfkTOaJPUhTCn1Q7TuGcfogsDC0N3CqAAtvjkFxg5J89CKkcWzu8SoYzhmEktOo2RtEGdciYWnnGaiERSGs3Br2n40CaTxHuRtgQ0RNIJYblq8EbDzDgeN6AgoKo3baYdUL0/uBkowhDUCqHw8TRSYtLLCbjP7VAAWdlMjbUSgdbTiheSbatTnaDTKvjkzihrOSDRIGFLtnTxYF6K9JE7TrLWKxqAro1rVHg/CLYLQAh4y0KMD3xdRvuHYjYd2GyZz1kDJnmBFMeCKLhc3FGn1AMVYaBdDwc+ZJlMXP2ja4YSIElV3uMLRj0wYviroQ/5ye1qsKUOcq7Jc+qhY6OmaYShTa6km+RxfvuPKcIJrJtKouydJs5pe7mTEIbp+FuDqLFUY5ek86Ppm/v13iPWpderNFGfqEJZ3oGD3x/b8ehNne3723v3kJwlwD08wA1BJmLH8xSvtuM1Fp3oIGk8xNf6Pp1xjcqDoIyFfTRLbVz0g2+BHLrcHdG4GGpMhYwsPi+hEb9CimiNW32q9xXDtWPxhUXhn0mpfPQB5uVRj6XJXWj/Zo9mN6DHK57dGUtpN1PU/Oy9lUTgpFXqGipd5UWMC7mXkUAJhy0FBX/V5ttCxXCgsQ2CCvXGE51bjkOk8LtQuPIps12UcxWrBs0Yzb+OMoPF7686soVFvRkCHKU8dM93msImeyuSe8dt1dF5UbAiG2sYBl1MO6iKTKxjkgQXhRdmHXK8YX0ZAJi/chhDmp92ref981TCF2BjjlWBGpjMhbwOzI/q3KDoI2sPEsADjZuXPY5iJdjG2aJ9nTYGOVffLiNOGKkUubTKUOP/4ebnQPGqepPvpiYCjZy5EWjzrflHUX8D7KKbOrZq796uXHDzS9LKuDsG6ejzo80cAKuoK6ATdw3W5rnOQ6tOnOtQLdc5oRBB/SKdJsa+BRmGtWoDuTB++zakRtDPfzzif7RNP5xJ3uh69tCtKsmHf4SvFyWcygBXk5W1dztPaml8agZR/lk9prdmGxzFzbo6p2XgOf+AJcNk/si0ME15cRXvRVFVR2LCkBvrl2iW5YZQgo/LL2oL3WR2Gf2FdVViKftsPmHsDhiQZukJLOha6qql1Q9hPFy0UxM8PN/5AepLnDDKNbKeHv79qmATtSDoFV+G4gmiEi43506huH2ZGBA+H6vAkWhpxnPzuR4NvUynkMhlbFOswSjKYwbRja0O3MG7E83rOMzRbpeBp1hPNH2taQfZTxJteJ5JHohVbVtAeLDk8VoEsnTiLHN6XedS66ID0yGwaK0ozegui6p1pGFN39ZXfiL9cbygfgmJh2wPSw9UG40bwzBmEWcz9EDA1KzwNVgtRQoSaOYtXDDp+HrgCjcNrWZef2sKJMflRMf15VYVSW3mzt4pxgOv27dqOapFC4qmYFaoeSXD3ZsNGpZEV0N03QWaVzLSvLXqarQqeEITAqbiM74M/v6pSWyLuqn78StReX9gwVyzB+aU5U0J7D/Xke0DRa6vY7mqCSJ7vtXseZU/3ezx6ZJ0BjMuVPhNfvivD67runAOOjn/GJ7vqXMx5vFt3VRvSdf1CA0Uh/7Z6EowaV40S3sM4fl45fuW7LqT15CFoK4ow8I4oowvaUh6XkT54ZB0TpwRdDqJgmU+Ftif/1lsjwitu5gMc1yyHH1dSRx1PitOqlmhLyLp85fShJL5NPptOH6kf8vOkDaUGd1IfOPmvuRdZHpw8EZG7ylJPpw7scvfinb/s8np6+7X+Zb/u///d3Hz9++Obp3T6927dpPt6sd/vxQ3NwH+pdQK1j8TRr7mWaD0Rx5vWgt7h9JkAylzqMq/+0SYyf1NGn9VH7qI7ijaqGa9+sF7IE870UKUsut+Szo9BvMK9eCE3ttX0IizIh+rgKKeTNHBye1hPrWZBPZ5OA8gTDoO2HiVfL4A/kJtjqfwRyKmFGyIYuc/aUl06beX4LcusUaKC3ZRabNE/aUdRQurDbuXPtpFoYHPOO8lOMjMnrWMtK1PSMQ1uZAN/HZUqAj+KMZNXdDc3+YE9/vQNO/+RNVk/wOEBuZpxs0BtwFMpVDuWerc7P0/4ZLPyGwcL/+PPPP/319e+eocIzVHhzxuPNhgrp/bflqNR1GSpAY4dEb5O76TL2OQpJUolddCvylR4pRKW7BXJEeGnaBMYp8M08rQPoTghhIN3CXYt5YeL6YiQfIl+6ihbQz8u9aakIgCah/YCGUOrACO+jXw1u2Iz+hq+69nam0Y8lDeeHT9zDhVUwPCmtDDY/WQpfvTY/fAf3+pG1Cfe4kGfaXM9Z4y46j9Lx3PFLuFlM0JlgLnnoGwiK8mw5OUXFftF6il66XqBzEmhJg0moEEylGL2IjoZ1CpUucR4GNQNHNFW+zHvxYtD2ZadSlvCQeBN4QCK5e3hdlLXd+5s+uE3LTgB1TlIXh+XUoasnTFk4NXgvyrr7DfI56WP4GB4y0osh497Xy0qITOWr8gy+B0M0Q73ttQELXaU1Ijov2FTY6ZtPk7UVJQQhsz8svY5tHkokg1Z7aKSNZT0H3vuokPdmOJlNwF4za5SWRjAgMTMJc7QfULZM5bapj53kdQo35KBHUmi2V4UJ63r4+szO+w/B/XZehGoMkEwR2M/mHGxWnemfZja4vwofUygiq4FTmt6skzV99zmrKnZhswngWhc14O6ZrV5fZecrmhUOzQFwZdjVU1jFYUN3vSgcnngryGsJq0Asagxu3ZW2IhynN5dVOoVP/ZW2NbgFBv4KKx//Hg5Lc5a+ffegnS6shYhS/9xMBy8mEurGrIJsrx2oFvj0ak7DQllfrOk8z/7bJ3Zjt5zoq+ZxNvY1nYbyUD/Jq5CvmmtXczEyKQdpbG5lsNeGIJXqQoKVY008F+WGlOXwxD6rg50n6sfuJsYphZH9RvFyVXz1KnXbP/Y3T/Okh6dereMEsVJOVdcpdAQ6D4ET4ssd4woEl2mi1yL8Hps2E39to4ZovBty22AZZ3npzZjyi0ZKM0wbV8C0ShlLCF3OChSr0VTfd1q6aRrxJUijEZwhlnfZKgq8KlNWlfK8qFZ6G1icfOKL2Co93hx77iXEiZeAPmLWNIm32mBVTSqWWqcNiWPNcjwHsBzX0bBdmVcJvspvHRA8cVFvOlv5LHV8Ranj+79//McP3//lWe148Es+qx3/cvbjzVY7HkeggBSKe4YDdZwynKQIAuXzb0EMPYNg6Lj0jik7RzEsA/sP1JeZv352R6DIiJ3lwv7fF91C4/rc90I//AzNcnaLpx7R+1F+yS08sM99MwQOn/lmqSfRHh7ml9zCA/vcN8u9bf3hN1vqnmh4eJhfcIsMbPpmOXKrd7gJi1GiYx6kz78F2ZlZ28vJwPSWOWFZFtQYSLFm7SV6i4fHOXszMMN89S06sLuGHuLBQxJ/SsikdwwxyPO58Otgev3yW3hcn/teqVCj2P2LxTSlaDgb5RfcIgP73DcrN9DKk1vAOT47/06G+QW3yMA+980Ghd/DbwaowKxt7mSYX3CLDGye2Qmc+PYs+U2PjMIY8wW3QN1pmdyi49I75jxCA2HRM/ppOpcnt9wZuZgSkz9+wS06sHni0gvvVmQuZM7/6S1+IRUwznUmFg77kltkYJ/7ZpDenqJG9JbEZYL7YX7BLTKwz32zut7kbPWWcsPLcjLML7hFBvaZb7ax2syirJNbWkzsZoRDOswvuUUGNnuzXEf5fnfW5u3YesedMQj+s/2qk1swrpmXfx2ZP7PUn3zVN5FlemapvyJL/dOP3/3wj48/vn+mqR/8lM809b+cAXmzaWr/3eKOL36JI0ITHxHH+LgjH/cBCXhm0HQP2EpQCM/IDBm93aiwND9Eoa2Uz7yHddNACzQKsFsKD7sXLljwHHsGEqX1hXFEOd3pWS+rkBtipXTxEqsRQmMAmaqw4hYGxmMMNxORgoilhOY67sJgg5o3ingN9IsYy+RTGL2g/XN0RMbVKIIXhA1ktoUfuIqkEb6/sBS3dRJ5ED7eqVylOoAqHYAy5nkQ0icR6IASNEPcNnVoXhS6P2bxhncMcKoLkREpY6qTD7ppzR1fwvtVCLyx42gmV9VaaV6Lm6Op0VLOtNcwa8w5XQxHpe+vx/o7IMHs7kDne2V7rkik1JvPBxJp6LxZWW+BdLtF++RdkQ3u6s2yRngjWsygk2JceQsSWXUGPeXSfhMNidM+CrRN32jFn2hOnGh1Yf2zqSvLqPiZlhPGlrt4wwC+ybex1V+qfA6gc+txDEhRCx1uu9aB030QzNOlNNhlHDMGMclGHwo0ywluM4jBrTIKDyMyb6HxdZiUDt0amc0BDm8mhVcmKPa5hyYY6fC+uwPTYQk6fJEPggYAxxhWUGpzv4FbRQIEe4YtrmPmLxXU86J6D92phSzF1mHE+wPyIfRB8GfEMAwA5nwiqtHs2SHbbT2zomVyQdRp1iJy6c2GLrQk6nqH5G1/IbqCa3hEHcTHONjT+rJchGgZPPfHooEuiCAG03C/9zFgarhlweKcu4HJbC+3hqUboO2Q+xqISDfapvogVMUOXSncKggHizni4dHFqdWGMFxkXGZQ6bYYo44CTV5ktUGjzU2TYJ2ed/uBQ32XnRv6Uvmk066KsYKJEW3DqMco0vNzY4UoiHnM0ZGRvY4ikXsIxY5A2wO7m6Hu6FGt0xNs09UiOwGRvMomM4ujDPnBhRyzTaaQlkWCwMN8WSyrdmi1Y407IOISRWwSUowsW5z8aAgao1huFP3iEqRFBqOQM2wpYrchRcYOHtT0uAMiuXzjUkBbtJDF2gykyE0mdilg7LqcYu8gHS03Q6Gg3FgsfLLClhslQmZC8l61tIpXtclR5ThoaU1tN8QBWfxzU15lu7ks4m9vq4e3aaqq6geR0PkhloZQ12ixNrqL0fw6rU0YAe5Z2rQFeZtCbHg+isWLzAvWK4dxuLZSGAdjwQLV8UT0ACJxee5ULHFkhsIYGX8QiPPwBylVmn1xEBf+IM2vn3GawuJT1XO99ZChKCkKx3V0fPfoc9XJa7++R66D26xqN0AJRBd11trE9h7oAbJxUCjhQBwrnL0AdE8GdgMwefOABUGy9JotIvZ86M02gQY3kQxZddOunW8MLeIqbrb3Rga7e9pOQ7d1tDGOvEgVlWWN5acKVHlYLLMM56E4ZATpJZYq8hm4Vk/WVCB/KpZVKANiuR+EG53U3Uf1omwBuo4OIulmoejKzrqoNgM4/545CXMBpodVKDEXsrRPxLg2aIP4U8t+jl3mRurw4HoA517o3EQ0xd5UWiXrCEMaaAhj+BdDqIHXNbTpeBaa2ySiiy2uWPm4al9/kZO73nAYYtOsPAstYHC8Ipopl1E0OykrolZJOsI/DDcrwqniSru2cqpsqSxrD6+JvgW8DFoOcNfdPFmH5swTPklOOfrFSwAM94elUeFnsko0rk39KB/Uj0Ls7mlNrAu3N8K9y7QiMDUqEh1v1G/y0G/qMj+LNNSuJ1JTpUiaDHsg0CxAdGsukgYNKZkG4Np4axTTwdt7cY18fQ+eg7B7Iuxb5lsDGsp89q1FDESbURmEc+LTYrdHTpQBLDJfEXUwPAzCFN/zHyNvGVUpb/VD9TOMa+nEDShTRw4N25ytC4skh7ZMAysitRfw/D1ckTwZ/JO5ICb02zje2hTUuVwFiTpeFElyM7HttcCLIoabSAcENpwgwlQw5ytqJqucG0GYfzY5cfENy429bP8I72uwyczuWw157uFNBLXaa+SU4bj0m5Uzn92qb7qM/8QBfRUO6Mef/v7x3evrPlFATxTQWzMfbxYF9MEv4egZXe3T6FVyHbz6cxZ7n7Ty50dcP1BAWXICobJT5ZOquoZ8p0fc4hnO3IIA0XOuC1ladmfiiX8ZTTXQ1HDnaQlIRXEmHf4IE3TCGeaqAko6TuaiDAntPol7WeRqEOgCYye3hS9cDEbWrNIgUE9jnVUUBANn3Fzm7irxL5NkBSwXi8UIMBKpKD+iz+tgIItybQIM4zIoKriZc9jtdYTbKa8SkWNkC32PLXibF2N9kGQwrnHxD30BLNuODxc5Beqr7BBwSk5l4VbXcxxXd+jsOV3N7RrXITYDwTFb8FJNDzbB0BfSMs9nIF8tcUrb2Htd1mL7BGviR+jSM89ZYVzt2jrX8F4Uf7Q1GPJMpEWwfTUP0YYefQfVmg/uRkc8Cf0w4H6ZDVz7M64owCx1uxvGfDEYDPWCee12e0He1cvAOx1Yazl2dVU4/bANxMz6W+gPshLC4RVG8s1kJVaO4wEHoiwXTKrQQZfCZdOvPoZreJe+PfhV16olQRqdM6moUNNQTsNyf7q0Vjo0uc1IO3hQU54YkRi5ARDqKnMjgsw6V8KKFpdhljlTvxgs1J6QLMLFWtyUGQMVxPVo+vyUIxRkXMqu5mcVwpL4EetdBQNdeAKhyz25M7bzKpX/ttKpfAEMK+3lOudVg5MQ6C1HXury6/NEthEvjzfc5VEA3YteKDNOWuGqYdvc7+g273xVewOq27+oPzrUpKUZx+bf7UaiZ5woR7EZzEHKiW1ZMG22kY436CpTDOrHwVxoE5I84TiXqLi5mYVYMssHAdI6MxG1MhEemDz81P0ERz2dU/bSgNEJ8KwtdUFbgV5DMF/rlMvCJyeKTy0YmS6anAdSeV8Dy2fwj4D6m/gVkSTNk2UH6HCvdbzeksP0zbYZOi7VDXc0d6CECzsrlASCsozeBiFnIvcJ19hzAZ6rTBbRhl9jBa5M/OoCuaBNH+kwZi6SNOCCr5dSeZk8Aewli87kjK8Ay4o+cS1zIoUqulgJXtz8wASYics1KQvrJvo6uFKSsoL+07IIBgmUy8dBTHlaEn8/PwDg5+mkkJhbCsXRGYUBULodwbNvqnVq0KArF45fBHWUOTInZUXxY9rYQIHoOYuFChrUtM+VyYPdbMeMh6X52Z52RPvCM4U5wNmIxhRJkTBZ4imIt4Y+73kxP0Uv6gqHa70OrQz+EJsTbH+qqq6QPMXtPD0DyNEZNOqcTMQCJM0JOlnkz/LTM3/8LD/9YeWnf//47odf/vbDP355fd9n/elZf3pr9uPN1p8eJ0tFgpEmLbg7HQmouVGQgwwhZZjMJdvJ0X36DqfRppawCD8/jcE+z8DNpAKWBkRwFBryyHztwx/4o0hXrsKGXhYyPQPDHxtNNZl7OMyzOl6wjDizt0L6GygqMEcsFxDBm8gdHO3XO6bMoBb5Q/gw1IpG83m/dunAhhHddv9eWzjstTEK88QO9Taidfso1rtG/MMTe6eVYzkPwEw91Z0AuOJ+TODRJEGNRH+YDsLUk0ZLjRcg5naNffnFSfUrGCyrFeDxN+1e49fHyozjmqmdcF9PzCPjaECxDL0/MRFfn6tvYW99yJFHIzpFrpsYxBwrXKO01aOoyv1nqI8xCHDLp9FmCWXUv4fVWoj0S0vFiwDYUZyKZDXgVUplMhpcbl+nTnp8EBCt0xWCqiqjMlHOyDyKZlClRdOfqBGhsB14FCuTZvIo0jBLQ99zkVSZ74klMxWmk9+UBwMfIzio5ljdZRiEMRWLmPHDmrMQCBpEPWmW0bU5S/5Ux2I1IYQpSd7JLWAnnwrI59Eu8BW3jPaFhwf2Bbe0D1snJYsNRr989S03A0uWtubLb7mZ5LOBff4tumCmK85XzotjyR7pw880+jirF1NHBNg2Qe7vMj9uIO5OTzqpM2qvouOS3tbnE2gQcRAEjOM2CLocVoUNCFJ+0yG0P2CsP+ruTEexgWD4WPGDRWmY0ig9YhjE3BPElLKkGmrx3BGEv+Oqw8a7yqNYvBbIir9jSqmjnmQVmVh/8LDgui0tipiwCyVerszZ0nZiszbw/pRMmOOhL7gjcvM13ZGNYt0X37LhieawjRx0WeQTPBG6q/mcD6Pt0J7z3OJtrl3Mjmmu/eJbAOqZFurKMlrgr25RVItydmy887x3zTWLMmLwIFhCBG2VpjoMh5/eZyfc6aM6N7CFfZ8tAnrcxFeZ8aQqHZA/IX7BtTQ/Adqyzxx9tsW18ChQ/eS4b/y6mT2DmbKu7JzQofllwnlSqs5FHp2jo7rkpCMT24N5PvCR5s1vKIeyTjxwE0JBE4rIewKjy+QWACbyXGww3flZ5BchaALXy0kLvCiv+izmFw+UM7k5I3VWR7a/vVs2EWs96ZqXJrG1DtPVHx504HGkVwySWPDMN+b17KCQW+bc+OvLcR9vINSJ3xZ6Y+n1HWdq34ktFrKHbNDNNYvDE+YQZwgt+izHGyoXX5PoM6PJUjp/m1PHeScAQyKlOTZoLi/2+DIfA/rwyddA8MhrBnmuerLYRf3RJ+HBxM68SYT6dfhY+yi8Unb4tu8FI7oGoURDoVZwqr5Q6f+sK95xOL+cJBXAcMk+qDM6peY8kDxguzY/lTaKN2HrWxU3fAb9rkFDgjYyZuDA2TiDFR1++/WnyxzF2dat/8obFjdH/rVQqR8zX3wLlssNBYq5afTaxtNeW6YFgPsd+ANISud4/ChUihwZOq2eYIBnMW8y5U8wwG8IBnjd3hYN8MP377//6fPRANs3ehgNMOmIix/Ch4e2JpLOx6XiGO/4xyAHRkHpQfDAJEkwfmwM4xgY/lEm5zMszu7bXBudPL3hj7M7n1Fsnwfk9tcuP+0fByLIj7+XbJLf4MD9Fv/3yJ49jgV1yziJEt1IQr4OPtIMs2/jxMEF1pJKd0tSv2aRKvc+1Hh7rCItRmfQzV/Ta23z8Bt/kxhK+vBQS9Mw35MBfcE7fM0kARvtJ56K1LIB6KbEin2v/untu/rjh+5pgZEAin3ZhUmE/yWfx23/PPJ5gqX/l6P73Dglbpw52fXSjSBE1U6anpxUBcwPDyTAGqXkDeM4Cws+zzD8QXvoNw0kngf7/6kH++atf2HY93UBxed4ljrK/zYA41++/9OP3/3w07vXsOH3ghj/8u4/Pt6fdk+88TNF8V+donizeGN1e778RA2GNN/M67zp0kNCnOB9Sxbk5aK5Z/PbhiM3qEDKkud8EfZxe/4bMtrHERx67HsxI4kwV/OEem9u5EuXZcgx7I4/xSo6DsFc6u7eIp3A3vJaGKDAnJLVPq6XY5V55fCNO5pnFXWWw8eJl4vhwfX788df/t7OFvPv7dTb/+XT6fVF3uPMxadcwlCluSxsBZEbKgqKNJf6QraKNwYOxdS+m9THdAz2eb2etCqAGCtelvKgj98HUczqjnxpAu2idYT3S7yUzbV9CEU3E+ot5WQa/E1rpgafZ5IV9jP34Uddy/b7xMv1MJWWNzid1weFekMPgJI9gwLCILcf0ARDeO/lxw+UuKxtENAMOgdI2Cf2Ev+q7RrLCbORW4TGBqVlR+Vac+2yfL6O5oj+S14AavbaYKV3IgqDcjwroWxJhTn6ej0RFGsj4/aZU1RWNTCWcPKV4uWy+PqoeX23HoP3a7uXmCsDPLrrfImAMkIQpVFkC+w1y9K70nYDibG2Fd0uVPvEjpJIUkvHL1UaBcBecormLAgLc+1qobooBzmq95Hmwl6z3U2JlsiGB/nsY+DwRPNLzJhjv7YfU8bKd4ePFC+Xxcz+oXPqGORBjGidk8El4f2BqtHKJ4mrAtHA3zFBO4QLBJbQxpVn3BdJgOB6iyKsiyKsm5kQAm87KX0vFdUagGSd6D6szLszm/4gepog/bgBp9RON9hXchk0+2MlC5scoF0MEgRMZ2WYzs3sb1J3y2fO/qaxID5QVEc2qIAJ2gBVYyEIhzuW3PIwlvlk9jFpUyGdk1vcrsty6X+WF7Y8BiU2FC780Cnoc6aIpo0ykr5XcHPaJEQxTJ3It5wJlmaOvuqJr3byvZBhY4exBG1ClNn+TFsFQrl5kxr2rfC6xlU6OrFvmdcVu4r3PHBVTJ95N/0HQ/jo9ENChIFw2yAfMFag0eJTEyhBOq+qMKlMPWUDMH59r5DuHLO28Gjpg1eGVpC5NLqazQl40ogyjlx/Q+Jqn2cir3LiJkfefTlJG+ua5MQdly7Py1WbWMMijJP2Wu9sTuKGbVJF3DOwcAOAhF72gT30qifxQjxhF86CZTt8oXi5IP57VZYOy/eZ//0N3uYJUfvvA1H7dMWWk/7j+3c//v3dz79zNelZQHoakP+2BuTNFpAeT6oj8iDmuVT8lJjv7JbAOtYcOvmdMHM05jmSZbh9yhfc4l0m9gbusArMinl3C/oAKQAGlcSMyXDQt375HZX5a/hFqjTBQmZ9YtDOhvX5tySXiKWDP32V+uPNLd7ymV+tyUc3ydNjfEMG/+kxfoXH+P2f/vTN01d8+opv03S8WV/xcYw1kk/kL6QugnuRfOY7wDQ48zC8X+Xv5xk277NUOr1fRKnJXrP6sFLpXEetYrC11KPPwINeuE8/eKYol2EvyhoWc1dI72nykQoe/b1JgATItjK0x1y7LCcZca9ek8zMOwTlo8Jp/qxAL9B65UCDqIwj4E7Xwgly3HLkGbu/JWRiv1chlyKkEsGQpI8cqHHvDbEiz3eIwqZjrp1HDugip35quUWhO0lrAUuSkp+9NsYdVYksDH6dOCYvTnbx9tPkaOETTYIk0OHTjthumaepnVadoJy+0nK013718uumXuNF3xg1nCmN/yLlmnz3iexNY9wKFHTDmxyc84b3sJOm6C4y184/UfsdZr554BY+AyGrPecIMzcNmpo0jrBOEBOEkzO5MJIAZpq4nmGuXWx/x7gtvUXb+XtD/eh5KwKHsdd+9SdjDONbMqQVszdTTNl+m06J9o1mSgvtH2Zg+JJbBoPP1eyYm4bwoxeA4KawzSAqkM0xd9N6wjV2d/KXzBo02/E8q23rLZtHcgMYGwpLVk+eee6AzWGBkg2uEo7vCjhK16Hsxni9Bc/1Mu1Arek+gs6VyJe3PRh4ECUJXWcclHWXx38Vml9oKjFlF2AHgkkCHIB2RQQdFn12c+0SI1G1TJuyCMpDM4pBYvh1RubUMhJOfSrucJ04A8UdC05qxT76Mfn7INag0qdgyCKoRlzyHRdQXIWRCGhbJh2xfrUpNDP5M5Yro0vVZf8j083YLKROB9LdWc/jdgu5EqFOe+5Qx2Zy1ZGGfPQWHdiUHDFL7+IG45ixs7o6AK+fcQsln4fXdHVom5sGCnNVJklD4Dygh1H0JsGCxn6VuXY5CiVrxq9XRuOYa2MU5onmXtlhjlndePoia8jdzThEkzixXus8F58C65yF5iPNMT/2phGfeHYi4fwwUDYHtoFQR2WgUr/0uKfx/7P3LkuW3EiS6NfUNgTvx/6+Fncxv5BJJrspXV2sy+qaac7XXzdnOMxc1R04kRFki3SczB0k/DgcD4PBTE31zU9sR2aZmllxKpBgUANvhqMLr5uC4SVue9H3O3+l7xmOf746dryX5GkuZn8EZjPGhZpBYrSpSEkxKN0xdf12zKGewmZd6Ewzbbe3zXFS6U/PDyCrNvrW26b5ddNxpZ+JZvBme1R+GkmbM7Cf463N4YbbZ3Xylv2Rtyz3aCWB9Ym50m8snqQ97EGh1yVHBVz7r6OEgah0YmxqMy0gyTeD8gn/HaxmIWOfMfLKI7jR22IDbO4tfvguJU2Q+6bkgYa+LmBkSUQzMdyibXfulJDYw5Ej5IE4/OLo4bXm9MbhGydl8Y03QwFXlGBuR2a8Z/l1CTjgDa4c2iR3nyqXAhIhKKO7OuDaNlaa/roRZMBKnEUI1P7u4bhlBGRTp00Hg35IxdBtMRKOphAho0tgrbsB9y4WSaHojd9cPxRHt23aic4lDfmiE9UvalRObxyXoKyKNGbR0yWoqUCt3oIiVbyattu7cSPOWznUPYZJTJtexSLfjUXBnIcizonPXeWh6I7CgCIYgG7Czi6OQ5H6ZanGvHRJMOt0IdRpNL3wXDAi65DWZuEJkQmebaqqIRgTy5mTO+0P4fAJAD9gxxMplu86uijvvFkHsgXl5QnGeGZUn2CMPw6M8fO//PL6rU80xhON8dlsx6dFY7xNarJALCtMs/0BOQOiu2AucFfMBZjf6ReFo7mvFBXcBW1BZYUhkYsndbBgogLmQokCKqZtcjVFiXBJemAtqm2zOiUV/aNQL9ht+vx+fHph0I45CvdlunRIKT5qyegMxeulMFWsMiwRhxs9JEmvgyEXj8S80MmTIC6BTaRED3NeQhpAbDZOc+cm7+zxs7XtNueVh+C9XrQCZYJtm2beEtGxbANNxZUiexLmtwv7xrGcI8XZQkp6dxlfUJkYYZswvLGbtluDEOimtUvfoOqqZx6R0xvN/YhAMSQ2ulxK2xXHT/LoEiAs732CV/gH2G7/pZ8jm3e2e69VB9vdRn3v3f5pkQVp5MsQexEiC7t0r6t0hAj0WcUwhAWQQkoEAhrxoq65Iim6EgcNJEVTtq4DSSHwPUSA+LYgFNgLz6lAvWrb2ANDsEfLi03MfRS0XsA5fFgJf4oiIUaOPCtHeZeIEVZWQMd0bb8IVHSHnBLUi6h1+ea+3zDI2XlCJH2OjM6CZko4Fi6vxNGSJ/0q4Y5KGOkW9hcCBmVVzBpjYTBeZiwWlG1S3Y0V/63ogrVcERjLa46ioHEzXnSy8kZ9Fjo/bzuTIX9GSv7ISMkvf//7X399/dhnqOQZKvlsxuPzhkpCaekhPY0denHOoyRRzT31h1CJhYhbBMEKzrZpGu7M+OkTWRtRGwpudOrZ2dcZ+hpM6Z6+bmRWHd1URSEP6WvC4p4ajbrZgLZ7FiG2bYO+JpBXJ/rwFYFJy3E4vXDwOOWHBiJub8Q0sZ2geLcc/tRIHi3PHdQxXZ+CF0Nyqx2BQ/p0meB05teNSLVKQD4+NTsICbVkBJ9PMR2eGvkCFM89YYgitd31Quh0L+6kAceiRKJZu0QtJcdkzeuxKIx5EVrIB1apBIwQR3CapHi7LGaBPTHRAFnarlVzGeed9RrBoiUTBDlSWFK8TsIrNf6G5UBuPz36rYEOrgMSaqoGN1pRd8fU+14vd+7Ent23fUDMcRskaodBXem1R1M4pr12ZKV26AEW02UtRFNbGYllVLDgi3IxCRgj4owu4ZtVz3hiJI7NCH4KAxK72OYMYZm1vOJYdKGtqnNyoeqcnBh2crV1QuH9GzIrq2vbxJYhGkmeIrJa06a9yJwYiI1FcDWOfRvZMm80v+QuxiIE6EWBiJJEYHD7jaaJGSP9aCkvCdAB06b4kYSuj8AYI4RQHrCl9oWjE2GkgLQTXK0p6SNKWCXPp5uE72aVVD0Tz6yIeM8dJpe5XNMVVA03TXYho2i4dDHjcbi2n+Z9Y+yUtny2mVoitmP5NRIA17ZJgJb1iwNRWNq23/zFG0ei6CLNshwJ+XWGkkVWlN5OCMo4pkix0X3J4CpCEeWrjBOKhkknMO0pIRbEggdzVgyTFJkyOYRFqsebSKZmPd0LBolrY+h98C9kWAIB+7b9AvWmjEyrrKxdC8fLpawPixxiJgpscSCHIvrja8L8umIc+9X2QFyfkCzhGRm3oQ+wJkzbbeatU7hcnkJ5b9um2fjA6tJGMN6eNXHqN5/eePTCF6L5vbJWIoWN1soXKkKUuo08K2gKWQGbx7KMq1Ii2ZpEbt9Vr3tUKThljR3o0ky6HpLCf/sZZX9de5HojIrJs5uKchZy2cdlJJIOi2TcdlHBs1raesMuJILZC6MYqVEUqtboDdK3l8NA5LJprA6dDHMbMcnEhJMhb0S3ia8ts3uP1GhCyZbcU+fue+Ra2N1VxzVl2ixHroOrTwxK/DvsghDOL+j1G4c60sUlwn6igdcQ9lkI3aATo2liFTyOhA9cqGfa7ISS/9BIsOaBgbAvNAYSUcyXA7FtZ1xVpymKt4tiCpPRgMuocCir0kufCG0S/UB9m7GMJD0hVzk8/GWV4s1GPmPRCWMRjFeH9M9SHYnhkRhZgShuLk+s2Im00L/YiQvOnZDKIgcj4S0lzzAx5QX7kBsRRwjwwU+XttyzsS7PX2wvuXtnOPyj8zQSoVwcHL4v1rYIlAWYD4mMotU+Xb8Heq2wM7atTFRFETGdML1oXkKQtotmRZdQggXoEm4rCrUJgjUHUSd4wcYQNPx2mhEci4K+WPGEPxJwQaWFGYA0lAGBmbAk+72SUFCB+FuEd4FwNVJsgUaXLcWsSI8DwjurwXwkN782wtEhyBPUOrNtigOpfIBta+E7blz2jUcvtql64PK5s0dhBMpQAv0Wqe32BGtIrhE31wY5923bb/7ihaP/6TuyN6c3jjH1hIi5zFrEwMVtdo7i7ap4VuJQHz99iviJL3kHvuTXL//r519eP+sJMHkCTD6d9fi8AJOf2rcza9QtM2roLIpWDhz95UBfPCL6xnMSS/uQesvtomC+EK+I95Fc1a5g5SEMlefsHJEInOgJzuc6LZseTnLFxLhpOvps+2cA1hhO8Ju7NC1XMb98zE5euW+mg+POWYkaTYIzfFMsl2UiONSm7XqJlISEgfzIleIxXS7tsokX689fdHLcqSoLf9La/lMlK2rWlNFrh6gA5KqcH2ENO8UH3TPbRVV8p+Kjk2T0SEb6aRnK6bdfH9lWbp133HbSwPtxOrfLU8cgc2AJ8D29DOvQtF0nQn3SZfHgI5GlOLa7SpoRbW0XkFgWj1xpEGcI6NjuWgbj8Qmeft1ARTIpm+00srM8MQ/PzimyIMhJXAwn0RK8HQbPaBGJ3GDHRVGEzGKfC1q2rony46dX2oShX6CctqtuggVp27TjLOUpJCdE0puQ2Qcz8wWU4IXUM0/t4v4Mwhr6RcVldywC3Ilh7bR44oMrfLMjYM+Xj2y9hvTYautJ7CDVxSOc/Whah6mwIRKpt20W+zJMyjAznU5p4QKbVgLa3359pKxyyqdOmsgVsr9LHJvsY02MM7C2PlLb9SSVjKRy6wNJqLwQ5BZs+VLkttWBROFXkQaeYrXMbx+TNKrJbrFanThKg6LjDNgyKY21N8uCTqSihbaPnki1oQ7R8hHmb1tuvlQ1x/3gI9u5B48sO5YS0lmv96sw1zsIs0q+n1eP49VzuV8br55tKUw7bn9bPaA55ODUyaDjjDxXgr4hYFfNdHw8tl+nwfZuKL9/b0rhEDm/NlTOZKi/+4mYZ09c9QqfmKcQDBvXayd6mEIxBKuc09seKZpZHIUVFUgR8REDaXrwLWLaMB2yeETgYgk61kAvGh9pevA/+BYhIO1v7FhHSq/VSthsXXvjE15zGK9PuA73DJyVpKInj71EIB7vWJ/Cx4wTdGil32IKh06FAehelJ4b7KEW5RTiMZY2vAtJ27zyXETFsRM+E0/v1oSa4vKBoWMfui7Uow+Kc5ikLAnD5hsRW8rtwYMVFaFmpI8QgWi85O9t8+mI3IlQ1asxwEDXsRPHWjmJSje/HInZmnIFuU2TUlrffYWlNzRwQBSJ38Ft+BXOEwhO0n4ZkoU7NeL8HhscAeC3I7niqpK8INXwB5ZL74Gg59KJOVBVYOZESpOUGtVyUHMvCrEWy/B4GAqp9Z/yMzukYU/bklpxDzi6vAjgO+IUCl4UxT0kUIF2IerCHv2OI+x46/iF81HAj/CAM4uF7Baqe9iWAiII03abqh47HjSVPDruFioQO/CcepEUYWlAxhhDkaEKaEy27x6oSzt8C0GMzAQSArfHsUA5jCSiWWhLttdh7YwM2EKTwzGCQuCiiJMSTCvqD8k6IqPa1Z8aBo3UF6gTgUmyXONO+CEwZM+XiHvQB96D3i2YTeQsYT2YzDvKnuJefz3hwvQmtjd6sQir2WPjMB7puGjfrmWWOpD1jbwwcnaNDg1rHtQHMiaMKHJWrN9B6WtOsT1ayRrFMgcKSyQZmltjRWEgJueibwEjq3JAlFl2ypZlvOORuoLCdeY0EpI19CF8bySDJxQxTKFjijaidrxNL6VCjYMVGrIPyQdwDKOWX48VexEoirz3YiYzYH/bLMi56XbhorSkD0ItHb5KsZhdrupiuSONmPRiWd/CcxgJ47rXvBAjVCTpnF1vizpRjivgzeKLJBkd55nMi13Bj0y3FbAvSh/jfKQkJEbguEhBf1FEcuiouKSnqpmuXnGk/NxtF/QpdUJkHzCHnANtuV3CjtZMIrm65Fb6V4J3JemprLrf2guvuQ5zwnQcCp+J3WBn+lqQPASSuxBiO+QCzIYmy1yjUPZMbjU5YydQpoNXRaAclqwUzKh4rLhORrPK3qLId90cN/dwPMyXehWhmGIZtkfC+QkJ9C72QiQ/R1griIcxm4k1XicOfeR87O50zjGzqXEnUmLW/TQQrNoHk4UenfC8Fbbry5JFjnRgG5vwaELnYwF40veUjUAmoa92Y/JU8iGJORLKyIFqeHZ/iLCqTEcpB2CdOm8y1VinIJuj4GyUzCUC3XPl6nYoJI+9qGCkcSmTAGgUnYHZ6q+VooBvf4T32J8JYBKxINAcEeuSp6tGajCQIkcUbzIsXdtmbRfF40QrBdeu5MkXbBHmjaY6hFKX9hPH2r3oxbae6RKtbbd5yKqFfyOBmka8wVbiUQzCvtGcqljl+8BY2DcG7Rle5S/HIngyqnaS4u2ymFKQBEoQiOGcryuhtsGviJFKhWzbySzTuqocDfBplVm2bwzaMyrRFeVAolttRAHVAwPAtO12cUfipIhWmSRym72ZEJqrNyrmT356PsULIRTpFo+DmWqzyytF1zIvKl4TC8JqyG3JD8xYSS4e2e+zk5NgL+C8uAK/7RHu2Bu/TFh/Z4HHq0eEPONtH/b2J6hbTxbUJ858NuTPKpU/vErl1Qw8q1SeVSqfznp83ioV1+r5dn97yWtJ6WuOk52Q/KQ6oA+pB6osBOqBFioTjyJq+JezAxo1sGW5A9LEeRPNdZhtfoRLZYaZ1DKINMqCIzVppxPpru4fQiQ/dZbJtr/8e8t2HrkpCMD2b3S5XAhResL01UbRj6oULEeXtenazasEzaojyXy7PLxWHwWzZPCCYteexx/XTjfk12oBRUT/TLl6p0jigVJKK1IeHwZtg+X8wBykbdPQduIAu6+kHCmhknmpmPw68XhuPQsQTDt9okHnUApXauopm90WajvCyEB8Ns4xR5Jp017QJVo6hswjDwyFfeHoxJXy/MVQCNyLMFuJuEculsUMqRSrspkdG6RO01VCEwBshMtHcsF6A+lmndxgBSUN0MHlW2rEPbJ8pHkG/0XAJDA6s/i3vaUPUreH+1URASuxozhL21ajhPbgI6VR4tHFqVq5FAtA5djyLUmRELePzBGaJol9TJJHqXGCPnRFqhhgIqb1dvQKhkG9uwiDdgY/CPnMoheei6ucUmlqPr9zbmn7dcJV+fDCQbMFv87+4wRoYgb5YBSDrNXBCi9BilKy1y+JVP1FoUBwzOZqZ9vrr1cMCctkYorTE7hritJ0Ouiv+1JQIPOxDEyKux0thEzcJg8T57F1mlAxBIh3FZ2gRQmZV2injqWnlGWwYfPRCy66kDd66kVdoG4N+ZbyAwe9K0Zu04iwqW0zeFVC6zlMnCPYMVD6Kow66EnHMVu0k6cSYX0k4b1koMZzX6AeZ9ENpoxCFTu8dL74tpd3HHFx1QlTlgjPFQrNumToUQMhKeXebSe8TrHBlOGse1Xvs97cRWKnoQcjYzfvg2uE2RDMJKaqZbcOfIY6c9gFZizdIefzLegcGQLBhqFRlTakFd6hEeRQKgzFlgDEeaK6N+IflY8+cv86EI2XsndK6jZOuUxFTDvsb76hPAu/WZS6Ne2sxBde6KgNnCVzcZotl5/O4Mf2viJ7FxwxwSM7qzVs3+IBdbETXpFUHOsYStvydKZyYCkWwBNF+MwosWYqFaaw//bysLvlqyOyh+0smCIua0fI4EOPcMVSnW464YlGAygkvThWvl3jMsYZN869Rrnt/dybR0caow2kNB9LHr3VJh6nb2GoaBuU6NqJ9hImy11+euB7dEEuUC09MKpFuXct+zd6xLKoxvsMtAajAfJ3c+lnmRp0A4Vps+DgmTa755Bvei/tuDAWeeI1nH5bD4HZJeZiU7ztEiNqFR4uTs4vQOQeyWqEzgGJZ4WEAck5xfaRq9kzwUmkbTFfsVPIwsdCcRMfDdDK06+f8v50zulZetuLC6ioVPETNi1f1EbFi1XDpK1y8V8QlcbC+EgpVaIZ8QxAENg9lf0ZWhRzkfKLRVFY0EBkYjA6K8SQ1It+UXyYdTfYsTib4unaDlp78+B+yh6jKLsHtARJ4lEp1LSoSCLsHh1XgdT5gQXbEZHk+dXDKb5dBQaiPKLjnc3/5tqOUfH660g7ID1DaVcZi3l8w4eo4NCgbXQUBg53y4yTFJkzumn29rWgAcsXvbii7i161TCooAYBTbkio+SvHJkL8LSoZKFbkNiF2ncE9qJlinPLG3Ffyo01zxa0/e3XR6qDSUSEpyPt+rc/sjqG/uBMXklKMaw2ZgFoq54zAlVJ4TSTZ4jiPP26sWAGfmfqNNr0TDm9ccDJOtZPyxfikSLHK0o37L74hfM/Z1+KmWNzojCG9W227eT9Xyh3I0Mwl6xwL1gYRpCrOfFYRDImkYvV7CTF22Uxw5+VxEcK+sQM1+xkB0Sho2GOx7TZHA/6KnL/xuJl8RwWSR77xjGYWq6igxlJgFymFO/kYo3QMpu2yepGUnVJfRKXuGmzlxQsRd6vTx3Hoq70Uewbx07Xs+C0yfCs9J0rsuwsxdt1MVtYwbB8qQWdMk3yI3v+ZgIL2ZUQLrJXb3uEOzb/MiNor0O9IihPFMQVPAEGkAR3QOySVSHBSjnvKNlv2u56ERNCJGQ4cMNok3bBMe/B1i2E9T4wEOZ9BiFCoivbONCVnrNFUcACOAzadjsZVW934WKC4sVM+4s3GnQMliJdjMS73YUfvxZ/9lpuBWaFWhGSpyvMzTa8wA24a/LNgoHbCkA6QSr7Z5oeCEeJn18nHduBJMhZVqZCfhePCO5pHraxD6klPyCGZloxwBujYy8lmpjULerpTyVRbQkZqXY6vOlOEXW4gHewmrla27SdyPZgWITeD7O7QqY3XZj2t4/596uAve1k0I+hGFxAToWd0AaFPSVbg2Jr2na90l3H0OHyEUtDoh2cPmFyCzdPcDS+kSxPGFDKUxIBKUj0t5UWU8iqkD9VIBIzpIL96cMItBVtj+1j0LmiLKgnYUeJYEVw4CWSgKlY03Zj7zIiLPgR6jfe24WJmpIOpm302vZwRMFYW1WG7pxDQ5NrfvuYoFGKe9dr28nRcU8l/iIz2mHjS60jbny7cuJjS7sSQdnqCcm+ACvnYsftJ3xePMIujCOwidSO0V0yMuXIyZKMVZxZzUnfcePFRoQUiR1d9Dvy7TM0uohLpptsucPs4cm8R2q7hYEFsInLM0h2XcWlWBlRaNumZ1D1RE2zE7rOOm5/+5i1vsrgby/KuPm3j8G9v3mPKGi3U+/QMvmOQ6ipp/voIVQSHrerfZeYDnvxRPB40K3PRodkjeudKgTERF0dKylV2rbVTsViyr1js34TpaxoyK1owkwfR78jL/ltDTLHMcPZHturTyUp7uOnr7J51ujJ+Hxvjd7PX7+Ov3wW6T2L9D6d+fi0RXo/ROEpsb95G6vLhj3ztfvie0ydYklQIilxK0RjZJo0AROIVkxYRDABE/KKRM++77jm5QFPN4z0jBURLqgCmY9WCCqiTZNM1LiSjtxFpHGwbb95ft/R/aIUgL+Z7s8Z7tMFRED00FvhgUBx+l3eGauN7AzF2xXx7iX67Uv64TzDt0u0VwV6vHZcoH9z1GfPQ7JB9VcuFAtqo5zUrv+MKddwsUjbgITfutKN1LF22Gc490IChg6zHs4pQm/0ImDBYix1FQMSokCMuV2kKk/jbCD8VJonNNRYU8sTMk1iFbyzmTz9JH1NEu3NEWPviZrLPEs4XrlCo8xuQ2U3ZsjRujhLvISlIbsoG12OeF2FGijXKWtyoVZfiC83BmagPo3zWFaZgHJiBzAocTEhC1ULTJMI5eLUdMlqxiIDofUhEqtOVdPByjgdQ5kigQ7lHFkkXoQsnRIvnbjQJQmJTFqnALjZ3qhjvUvILY8S0iwMlSlhbSXRQPxGXlZaOmfCNUON/pEZlRs6qMe5sCi6kZJWBB+LQBQS+8Ws5F8jul8JmuElYQNDuR1ti1Ullcho+auRhBx4/04IaB84y+tdpR3qBeYyr5ZIkXwDkTLCtX0a5oF0qxREkSVE8Teej6lEC1Wbbt97AG5vD7B4oRuXie1OEOZo7mRGEWCye46UQnArlXc1JQaAyLypvmI+TZhmkV3BNyNyFvU75/FUKWUgJSFR2EDNBDvMZhRHWmhE85JqSsXb+ZhNaCG0ukgTLJwBXwkxJNtslDqMsTTooOPZzE6rVHCPi/6IZ/sF67z3jXjmRFW14bLKkbwzSbQUmFIB7yANrRARLviRa72QNeFeSAU1agtG7whdK7F0ErvMDcACT+KyZ1RjNuTPoOgfGhT95e9ff/nP1699xkSfMdHPZj0+bUz0cbDaHnSD+ovNHZoybKdMRDZ51B09/IhHHefzI3JXOBsQyfLXyQb1KVIK3k+JxIQl6/yAhEtnVapyJT2vse7n9DKZvlwKecrkEZGKB7WXPlc/F52mSN8x5SMrBjn00FjJOwDcJBPSJ6MVS0aYkMz6lOb34pFcMTz+7v3hQqvfvjyyP8Qrh4GSsM1s/q4eUZKN23UFgkx7oG2G790WFrAj7ctktq4Sqk/IS6bTkY0Ut35KmQG9Lh4RMzzVSs4IUpFCDMCdTlWYCq0aucxPhq91ZMrZkUeTJ3wmNuh9y0yEPPklIj7iJofYHhkCCKGEoGdYyWxqH4+u1imcXFaCT/SWWTGH1G/CEMu3zKySZGYQB+3r1CztqhtkY2ZI0R1DB8tNhPPetNr2xMjj7F2P/MC7h+I7pvWhFfq8kj+d6nc51c8r+buv5K979Hknf97JP535eN7JH7hzVMVfHA7EqGe/Ofr5EYVQXz/SiSlW0ghh5pMUp3Rgx50jTu8cUrFX+SUzt7Ew6a0I/c2cwItHxH2arEz5FFiY3mH6fHblEHwNXKZiPkIWl6/sAWuaBBAxowyWDCJmMduUhIzfIV767B65ZzPhke0uMPNm97E7+5my/ubyPYbv1LxlehdowDG8a3zOrp7FkWMu4zVZOftLCk1Kn16jmRpOqKIW+wb61Sh5uch+rp5/91B8x6w+sj6ftQ5PJ+B5h/jQO8Q///7lr3953iCeN4jPaTw+7Q3CufylfbO/eZ/VC5h12hWt5yywVWsc/9MAAol0zrSd9LKRdC4X0iPaYUNTMKH3rFC6cysC9kz81sE7a9DfASGNJRAnuOhQn7nMGTrmaCw2p2tcmLSetbzAUAgxy7iKDQBfGnhuxVX6BVx3u5Iwm3O6KE5NWTkGj15YovAwLgcDrXfUffgFs51g3qi0WuSWELfsDBfr6EMkamBhdCQWi23EFtxf2yQis53oV6DMjG1TWGRRuPYALleFEQ+4sT+evenF6Y3HIhdkLcIi7e4znErYi9OmidT2YXYjtu5+ODnlt+SHktyDtFjrEHng6vvGtd8J6HzEuDhYH3Ktx6KPHGmjyF1moe4lhAxInpMdcWjspLvIKVTMARO0LWLVR3ELva4dKP2d9nObI2UjG0vLKwTiLfaTBwLLX66NZ9WhH8YzUhn+A8YzDM5PYzw7ixlcGU9P28QHzzjqx4wndmIznqh4f208o1pKNZ5QQPOA7VQKCkNJM4Zmajqzsr0YFDhKGTxgOrfvI63tUlnxuwWFIHhdOijr4C+KeISHfcHdWHEkpA8ktW3NjyFRwkNkN7CIamc79WfCqIQtH4WnVszx+/pAwymfhvtEmH9R68IVJil1fixvS9jq5qo32wJBFUohGiGsf9FE+6gnUrkJpdV0Gukba4uiQtSJhvqMe00VjkRWkXjL7YnUnoKioKq9DmgF6sMFc+0uKIYj0TNxgcgwXwnCZ5qOdqyTu61Cmn4iM3VB2lg6dqEpc07QbjFr43yrxqAk9KOsSW2k5a4kAuxmWFuCtqH/vc/P1HTGWEemYUqgmUmvUxYblnHuXNdIEtj9omZCitKQlz76xHVNdvOP2ei6Usf+ZH2JCysxCwRvXmSC2HP1C8raYEgztUisEImwMCahh1YvSti3tgZHoXRiIXAkNV0oCiMYT6pRLuwcSTki1iiXrseVKQ9eCMc14kQNXRmg9UQ25ImjrNbwTI5iWOamjqktpB+iuEe4rELj0zA6FqAQO4m9yO2FRmLJprw5WlRWu7VhJWh05JvEzSZmNDTChURVtX4RcZCvRo9ZLgUB5yMkKtCSZRjQY66B56OMQqW3zIfPxNO4WWaWYRYHGXuRG9eM57pQApJSr4rOgAAIwU87mQCvv44kD9IzUgJiWzEzNj4Q5XOJi0PU90zrSu5+VERZC+lDyrWrUBApUumgHARpfgnaFgLpaghTGt2Dot7AbcE52jx3cRWTXOvc2shZgReAxDXfobAal9jGAqeYUECiQxG6m3ZBeACxC9tHo8BetDeesSIr3YJkD6C0ikgfL2igRZCF+BATeVbie+C1VNwfEtXYBpZ64fqSxr6wSIPsVdznxQj6DK8scFVr9xRPk5r1OZ+MUFgju6q4sCiCJC7LsffHjLRAVcY7OQwyqfQA5RjMBEAS7rtaJQ6F3B6Iq6OQ4o5MEnEw+9U52B3RTUqYjAroS+VOmKJ6Y/DI15VygnkFfW563zLHOmoPCW2ExyNIrrB4EBZH8U05tOd6gwJZ5oOwU9A7WhT2WNaRFRaE5BeP421zLbQNfKI6fglOoGMiRxXylu6s32g1Vf/ztCzyPHDTGqkRiQvLUdYLKdjt2kAXkKSMGuM0jsgOQfdRvgUJAwYeIKczciypzioC5YKlnA/TBaXBIEr4vUmYg6cfkT3xrIt2NX6DFI9jHG478CJGfryhBz8OUEFmLW72SadujGTjOJyv5NdIvBbTORKuw0xKiQCjulIVRZJlL2Yek0o5Mju0SDRi9bszemiDoSIteDKE6wK1Q0RZrcH+Em0p9EoktYWsPtKG98ngVgFB0b9z6BuloJGoMaqJrh++F/3u4Vc1kucUloV5jFjYzAuOheib4qXUe5Kd9rmRePZeVIe9SA5ggxypzngMSlCawk4ySci9HT1pFe3JLeiDjyvW5a3nmLwICsQ8bdNK2zSTBl83mudHpBoNxbsjo1/bj/Xbj/Y3b8GsJuY+QGLlZWp9/cgeBd0RBdyC3Tigg+SLXtyDtuEptCaDkV+nXSLs9gF7cbFXvWc3zTXOOK736rbwAt6mUtVIysRuiXVAZb6g0aa32K3SGBjQI8duLky4WEokrxKBDKKNWtpwOTT6VZyaNuvFcZZYt9Oqbb7hOMuOHYPsUO7icrN6Pkh6peDo+lQPrE0tWQNigzRiKX68DoOSfnP6UGrOhzrfoEF9Kk3wMShADDqGZwXLgddrOS7wkr+XxE4NpywjYsUc9xCVSIwUKvfdCKQPM5Eo58uG6lk898SuTYb8CXz9I4Gv//uXv73+2RP3+sS9fjrb8Wlxr1/ql/Tl5K3f7VPJTIVTdyQ4PSOzEWpC1GyKHZxAfKRjElacjDMLIBDNRL28H/0qUCw2rTarhXB5klSZbPCqqIjXN4YEiTDqI8o9a+j98gkRt0ISGRFpffirtqsqVFJJeMpNvkpicK3B2M+/Sy70yMKR5qqGe3gHPiwTcefky5LnorqKiX7ke6ioHy83lBkjyQ5YQZW0Brg4sJQiLA2aQ8IX+zD5hXwZ6ngpHub6nXKVBuYgkViePSLcnvAE3pXxwyp+mMlfPRJfFfQ7UPBIedusqFHSs7DJfJ/WgAroBLidpE53Rmu145LhkVIQPzONHBcgVZES3Cn3yGbOPK7/NFWLl4gKkmIX5PNn3UaU+tpW9JTrJgVUixfk2NRgNFV5PnZ/Pt57+/UV7Xue105uZgvWa5pvin2hoM6Zn5a37qEHNGRxXni6zVqF7S46CJNKcknkIK/U1lc/2QdSOY3qtN0BRz4+YvQfjkfKdB/smSMY5JCmK2wXJIcCVSlhn6zjJJlMmBc3gkzXj4SIFHoS7Zup3EnmEC4UslumFdSSdINHen+Z9GunkgdvyCVIyvKAwSNBwVfXS6xWRQi9/srmMU7PrRqQ2kgowqZUcrnRdhHzsqA7yzBgmqS83cbIcSek+pOFLOIS/bz22bpOrbMQlfH4pck7JZuF7klrc4vuEspUhza/gQRbknB0LCLAbvZlwdHBtbmHM0tSDbL22PX1WPbXT1TEXe92Yrb6QiCyiEKojQ+QJcrxTPl3G1yoSMYWpXZlit+QLC6iFgqFgE2TJqed2jebIUfYXBi+5R1aoJDojCDJIUuzfRyV/WzHCQFINoNJaDVtu+nCNm0VcjS1keakaVIMS2O9Gd8YPBjQjmMX7Ptef0jyyplGwRNsw+vkhIvJibdr4f0FYaXGrw8VhIl5g1NHbgBzZQyxHAi0EmKIROCJRrkz8+sGvd2VFHFAGSvwOzL6rjHsOXnOMNtPHLskEuO94GwIX5SQZpVrPBS+prDOMhwGhXVqm0X2jDdawBqifddjYd84MDWedUKuxqJz7uw0S/F2Xbw/8rN92teHIj9SggRH4uaCzkVrffNUp+YFIotpLNOm4EjHorViDDC7WjCGwkgI88agPeuY4+2BqoDEsFQwpZJ6bLBbTNvdCnHpQvIjqn2N3KYCReaNIyPZGBy5HIvTG0fOOqrOTuTZNlUOg74mXExSvF0W70/q1R++fj0N7609jSrb8vopMnjzzRu4Ll+MW6apaYThNb9uEt+Ni9FDWYnM2TeOnG9lWN52vySsjAADYG4EujKWbqS228RzV7W/UaPltEw+cpsFy+BmEbYBlDGR7HeegwDsG8eCT7RM7WwPXElmSFslbODFqnj/Kv3xx1QfOvVT8kxXO2qX7lzSYPIEo+KpErzatiliJhMwQfZ9BTsmdnFePnd649GL7YKOp/7pEwfOJeplwk4O0UdU4LOmXmzWL4E1TVLthL0wbactizJOxVFl5wNjYd8YtGek2XkxFqK3FeHUP81SvF0X716ovX8t5YeHFqprcOpLbciiDEBw7nDeSkEiFTiaNsUXFyrL3skJ8eri84JL4vTG4edmKsqzX2gA+Ijr6mYdRWq73bGeWTVCJ6SdbVP/J3G1qTM6Wg+PxOmNw7/s4yI0G4lQuTDQTlG8XRRPIM8zGT8Z8ieQ5w8E8vyfX7/89vqpTxzPE8fz2UzHp8XxfMsxxIcuIDs2+9SdHfU8j+ZszyCPya6SijW/TotRVbQ0vIAfIaUhCQMY2nbTic3komJ2jcNpHhHpyOxL9nWmFAV7wMMwA9honduJOHhec5CNuPYIGXQdW3tZp5LheOEVdube0LabXnRHAcsyYj4jrJ403uYv3mZqGEdt4jGQojs+TS5sI42V0wa6brpA0rHVcC+P6ACXJ0m6JE6XdPF0i2yZQsfeFSrU2nVfCOF+Ua/sV+WYUtOEFxWBQ6B7Lmut4HKwbwzas1JwJPwK65+1ylnB/krsp724kPJNjXsh12BcEmWOCquRNKXpCUoPRapyuwj+e5e4+l5IFiERErarK9Zq7G3zDe0z7SWJcVU0jFogbDb0BXliD7ShL8zKB9CdlvTjaVXcHhe1Ut6+oJrXlSIy1YR2z3U0rhNThRTiU9x9u71jfsi0TYK7XP0XmGjUtOnkZMoP7WFwNDRKBn8bVg1U7RaEkgaHoinp2Dg62eAKzsLhHte2uwkRm4+Wpl7wJ1bmTzy9cQyjIx6Wi2UxPT8ZOlrzFKQlnQMX9pFH/BnDIIH1+Vg1Vf/TRIk7CAlNTiBRMZxUNTlM12yWuuGMadvtsoncC+GdwXVj2uzZgAR24oZhAElmLCyi8ZEJA1IgmXcZi4Rnw7bmiHLGdUqgmbbb1VsGpEDTeAN5aXlvOgIi7AtHJ4zrNqzJirZgX0oBOlEvamerEo5YrXlie4nKZDBGYtDjXK9mETwFUCw9cnW8I8uw3Xz2eCdb3AOluPbIG0btaRt+QBAwf/np7LjcMutGQogKMfWcFSQEmk1BrmCl/nZSKlrBm1/HUSnM3BZKAowzE1OZXPRAMCgfkiIYGDsgDhKZ5ap0W9Z9mFsaKRlGS9MdEUCLq8/HpFEtMoc10kiIrzPnAzRAduVMa1Spb+fa+FEZg/bbZsVItQzOLO8Hi2rzm1GEaLnX5KEIWSFpC+CU7m1EgxQvhrIzGetmqeYO/U4PBDt+r4kh0jU3UCrai3xhLzvTjgrAfH50iCuLqXVhIKQDrDLjjf76CcaGhcwy9QuymWx4L4K20WEuyDK02q1Qff0ulE04lLA6Rmth+lMh6iT6007rQnBDdJhnT3Qxpib9bl14zXQqE1KmKv99jxEOpV2gYTpxDext88WpTrTd6Eh4IAYhUSciMefsWMkAnRCe1QX9aKdDUY6Eir3w8QXdms13R95OiTARGGZri9Prv3gFDqEO3dPFe4fVXMS0kAjJRtoMYmSqS4U5XnrgCnQ3Ns/YFPGCyMqpr2JDgRi92dwJutp5LM5iJt+kfFFj/hJz2CaaPq/MaOqhO0LtCFyqT0dCWEsRlCFlTcRBXhwdWb5fLORIxHt7edGsDKFQLVfr89PePGI7ndHvKZ7AxTs3GcJqhYPk3OmLY/LdzmArX9s5BnLrDKaGEHTBUcz0t4XaFMD0q0f2hDmgeLbTYiZYnjbjNYBaD76lZKyGXXfME8w/uZkNiLURFeniiU5Fb25eNPcEATwzeU8QwJ8HAvjx33/58ZfXj33CAJ4wgM9mPD4tDOANQtjipUH8vWPFM8UShWmPcACB4PIi14TeozDdBcTepoo3Fh/dglPeb/c0DAaHzunKZG5I5lHqg2e+URkcN68sEVGScydEMIPd6KbhlAPHUAYG4OiDOO0IQRY28HkIs/mRxVSwbSD2V4HDRgRC+4QBae8Lj0OIyKRyQXaNwUPxQSMhTKNyBQw0tiNEg7fV21HX5cx9TxnoWGRy/CIK0ZDfblebw7hrV/mHkQZgXR7RcsZoo2m7jbt6Uo+SoC7xIGcuCzq9cQxdfoHIlND4lSkMYmd5xKIPoYrHSj7H5RbVUWBKSAJDwZFoC3JscaQQjCG/ThTCEmijkWhMglk9V570hIV8s/rqnlGwW0ZlIXbhAkXzJWpJfOemzYZGqMQqXNEm1oUy2umNoxeJMEYSO8W4qzCNEBW/Y0EA03a7uBtpVUgWA4U/bJvWRySS3JAQDUV/t7GYh2hObxy96BQJP023SXv7iyQqLqyLdTFdWEZv7NiCcVH+s/NRYfhYAEwUSveXMVMq/wkmwDumFJlbOPLnSfhj7xlJNjWK/ElOnYRbxX7AJh1NtyHszmeeUAfDDtOmk7WCDmwHI4FtRL10fuKZ143II/OznibaBG0J8WPnJ96uiKmWjBGcPNakn4+jVBw23J7CsI1GwrSpqfJUIxMKj6RM1XxB2RcG81SATvhANLOCHKJ8hHI+v4EHWnibIyxrIdfFE9C2aS8ys1F7ioiKoZrjpez7gukX2il/oS16aac8bi1eErMltZ0hIIgQ5plsARiRTGyNVDxq29REBa5xDlxIK6Ndpvb+9MZgeoYZFa9wHjVRhSsUq2ON1kpsdcTR4PnUMRKPijtj2cfTG42dYkWEthiL0xvNusjk2TWi05Y1hQQaO3UXeOa4KGb5dOfo4BOM3TR7KzlxQgVsbWAgdpAGGogeUMVmVz9BH6INCY1Jlg6xjJKDR9Ut8SsqrCnBMnq0lY1VbKQXYT6bleXchOsJkQUnzqTxBekCUdkuMFBt5U9JdjBAL2LkjKXvF3DXxojKXml/PTAWwkdIHChh5OUtupRSkCLzhODtZtjPLOJmvi4kgEI2m8U897/DTmSlAjNuacTDS5LBc3iDjySbHqzK6FgW4QLqERThMi7BkRxc0zaBN6BXZiTczoATLCrwkTXC5bqCQ0G2Ynp+GZX4198sbgEX3ou+YXGLUEuAQ1iEI0gYNTeGzeRK4i2SnVwQpwgjBYW3PBWWSwSH6GSS+WwTlaK6Yb+KbrlK7qEA6VluPRPickfN4GmeLpDTQlN4mhAAOwqcGBO5YQE6kvmi0dvmleg8HLF3iR0jtE++EIDTtlsrGUmb/IK+69JUZ3ZCdvcIjWRApskr5C7RvdRMRTbhyq1NifQ/g4WHRmq7xdlcQI5SZFXYVCmyc3rjGAtP0rSyKtpkIUnoEbP741i+6XdyI3BmwpqRMZHimuFBl5nqQkYZ6Yt2hdY5DVxTBbQxerWywuQ21yjiFzXKYbnosOxO9PjmRUp7eJWQmcr/aOGh6NnvbJVoFTsTGRQ3p+nNCfmbhWy5fJd+yBNF8PsAfopE4BNF8A4Uwf/89uvffvmP17984gieOIJPZz6eOII1jqAGzQL+3iSs1acDlcN0jggRBR6ARbOlUQa/BQJfi5gZuFZ9dXmXNDP6d9KGfql0AVMZF2qhgnfA/G/MKzCF/rZ2oZDGWgl0VRHKAKIxM3KGv5mbqpuHbbMjLEV00AMplSLuQ0eJQmnDijbpwWIt+MwzYYL7etUMpBxupVW1F5Ez0Kmu6rhDYWDLNjZEzGBX+3jWU3itNwrm8K6YRUuzEds8nGC3IMiQgAMWa8oPIe+ZwHsd7KudvRevfKFwtjMkEJHhK1+mi6fwP2PJaBTiSuyFQHswUincI9gLkZufj0UMHDne7jp4abHjbG6/yHy2C1/iHZwnZDKjvSHDgRCtTq/wfXDR6cYwsu5Rl19GaIZh71ZohqquKjTDoz4NMb8Umk2fOuXxBXxCopypU7pzNzjIPLlc2b4min77yorG0oZ85PKNcBHeVUrQXIcFZEh+G+E6orSMkC9pw5iYnA9Y2yeSpTgdo5jiNkTptGbM5LdYLTZorub12cplS0XV4I8uSBncMrmFG2uPF1HE2REWYVuVCJ3amjpMRemL4MwuhIUqrdvs4M6QGD7yfldONbakGYHDfyiL0i1Lx6gogE7YLYlreYiu9UpIn804IB5Dtrqf90FExBHoUzNx9McLiI2cphh1lwAvQe9cXSQ7pRikwpIUUCAhIcUAYi8kiENwzAsAYEDZCY7XXSgmeEcx1+RMWGwYiES9EJUy5vMJUHpDvdi+B+N19o3aiwuKACMEbWUTEPQkoh1legAnF7g2rmslka6LrHHlsaYCUa9LjBNL20VjKM7rzLYNCdZSpEAqLguRaoA9msxGGqz4ycAuj05oRdUtXKhRid6+/6i+HtaE/DT6dNKGsyFiatMeSNF5BcdSmOUpe5wzubcpanXm0YfN+nqai7iwFHey1kjftvNsw4LoFzoJzfT1mMeaUL6GOtGIEVdsPQGnmvLTmTAyuoWi3YE8OGJt4yKZX5Rda2QbtVJVnVNHdlsC4TQU6YKgONUF8EmIe4kmQET4EMbmE1aO7okSUs9g+LiIPi0g0D7QJVwyg4g5ihfoK5kQqgTd7q5IPhYLyn1yL5KmM0wSmguxL1LHUouPtCo1Em5I1uZ8Pgzpga6KTGIVJ1Ko0YnMEyIYccxxrDdI6+TcSXCDMHmtkAqA9IK4dmrTBOqw+Wnhau/pW+xEYWWXrWOIdhHNRuRZFKE02qa9LkIjMhQZ1uY++Bd8CUg7JMdfhCNM0nmj9nYcwnEuixbU3/9Nf2Z+942FdHH2HUs3cC4LSQb0MLrtyReKfXHiiGEs2IfsiGtCTBep4tSqVIpjXxuYyHg2L+6Nu+4Vnv9S7xGgF0GxPJq7rKwQJAlvUpAqL1N/TGhEkORnZ7bBZSTEbmhcQtCxD9qGtxVxMeaA4Z1lCzqRmWlIvIJjxBQcc6EoZqjIlNrGL/iOdv+CeFAumIZEYI+gdAo/t0Ah4oRRscZbTKJBrI34DvPICkcbDkVMhGOXKh46chY9cJGgSntZCUYSYiYEm3QBb/GyLnE2hGtnRfyZiQ9mDyNiLzzDIuSMJnEzZ3aMsdBzHJ2EXvGiINV8WFYgkYoMe1S2TMAgWdWAqXLjxDmfiBceNIr/Ojp7OwvwSGSQiJ98I8YkDrQ9oQLUx0+f63tCBb4fKvB/ffnh29dffvm31899QgWeUIHPZj6eUIHloSiAzh6pP2Uy0BePSMTwDAJGBWdTw/rdj0ixY5g8ctGx73nE91UtkXlIQxOB6fIkdIeB7a1DBBPwplosUtv1BvYN+J6+44ntzn/O2KIIedJg9N0jfMk00RF7J8Drtmkbg6O/bqL+9QJd3EBJADpuf/uxhcCj8/YnVkv6olvf8Qhvz6fr/Dz7nq7zh7rOf/vht788/ean3/w5bcfTb15DbJupvH49q+sKpyOU/MSpkytVMNk2TQM0zWqObJIjVnfxv2YplNNvH93yRw7gFpJauaRVKnmpet4TxkkilUiL1IgKoQETArjpgi46u0H4ACcxI2EdcmRebdM28MzEpSGcWxTBLFjthN6z+eWjyR8O9W2iiBVGouJ1TYomjrSN4kQS58Ltqol36xQH2yhWffcjKeeFaLR9SMEHjemIRGEDFlUqneiIkkiNQG7VtN2mP1Q/V9MfBekMTNPog31f0H6NhXr0QWTbJoTR9qdvLcnTxac+fvpj+univ8fF//UZGX9wEp8e/n870/H08NcevuHBfe19TEDHB641PdHiy+TgFyLa0t/3wC55e/+EgDZGOv57n5Cc/kzQT4hWyrsf2RXg3tax73iE5/DpWj3t49O1+lDX6h//+vMvf/35H//x5S9PD+vpYX1OC/JpPSy3/7O/eYs9SMpYNI7nfBQ7XA50CS/nMJMQO6UZTRG/o/oj7HQDCchIbNRmoa9S6QUOYk64/lX32XxFmTwiL4kZRqoA+R5/Rjh/RgoJJfj+TKSJwRkf/psvULGGk0ePyArws8+uhjfy8UdgcGXVzCJ2F/16+xOuAu0gdiuTNtnbH5FK5CmYJ5hK2+9+RCayPM5kLHsSlyYWJcG+Z2k32fizXvJLap3GYdPmz3d6x/dtmOdl4RMd9c/LwjsuC9++/fiX5y3heUv4nKbj094SHvcbhTUI09GCDV4WfY6yxlEW5lRUYhTpkRixsLSSwHhTX3okhN0il7/9Y+GDbYqQEr3XC8UBVjkX5LCHVL7hFLpccdtPe4j+DubzW4zKRT48Z0Yg+EziYf1CrSFEUiERxpwyh0HUzjCI3hi90akYfxfPooJATwRH+xq6X9PgscaMV4T1GgyxEf/JLuKANE09kzCf0IYh14Xo7AzMxyi2drAAmNFO74FWmi9erEIkvi6Jefk3y4E7IQ82ldtFePbd/TaVdY6U2hx+j9iQ7d7BfN1B8RaDkKkx2Tlt3xwXmCep1YxYsy117CSqbjgWRnWu50UorCpY+t8DDsRkFQq1XjifHxc/cMGih9xQ/uIzbJsSjaiAgyKKuvKQDxCVgyAMV5QGFvTZdmWHVbizB0InQuOib6nBxspzbbtdVIX1cFoi02bbTlXfWIW/9SzRUISFROTpjcO2d2IEPM32sIuGzjFcTNKD6+p5cX16n395Xlzfe3H9+s9f//bt19cPfl5fn9fXz2ZAPu311YX69esP9jdvYUTRqAK/dj/6hU5c70RQ17QW8/AQTNPAJPsL5qteFGtjMOBzFSv7Plunim5j7Ex8lc2db5SARuIKFFZiPyt+rIYrVB+Zk8kkw6I5+B5DQbWhFNS715t/JvFkYVWjfm9X5DadP/vrSjoZmIp0eyNRTgWinApcAivEhwtavZqJeXpX7UZuXLtAj05k88ajF5JwQWg7r+R3b61v3+KXM4PkfUbRMI0dQzWW492wbMYgwN4SBnH0vuV+eMGB2WBdy3QhX6/A9OZkg0LBfhAnGY53qiD3MbFEnGj/4B1ACHuQa6gMDurbXlTmkRa+OOSVC8bXGHcpLsAQ+TPkXVpLOQYlOVfhwDbqwLUTga7ZErMg1v/IXNbbyOa5MFdoJIklhSEo8CYEyh5WhawUnA9ZUB72iuy9OVWtHICuYS+C3lktExcqvAkdL/RC9gcW/0jAM8/LcuQYxgCgcH3jWLRKeq0iBYFKqVK7hZJ7YVkcJJEWVHKUNlS4skqgloOqYADIq7iExiH7Sld6G2kMQwmzJzHmlsDC0kIoDJ0IiTgod3K3+VBIVh+ZMOUIQlJQyzfpabrPZHUYMBBW00VINhJfbSxGnXEcaVFpz4bJctCF0ogyV2K5U8sdHWlzyHqLVIN4wT+5eS4NLEXa9nwAa3VxfHxApuOHHE5De3+eZRSY2Fmpl4LdHuN726YIsFGkYJVInfXXT95ihTUqFJTzIHP2rAUgiwP60J3Sd3pdLx5CpaLFipV8Ek0P80jn9hQp2DTDx378kksUbxeMEBmulkmCNio93+18FD27TP4E+U/EPaOxSInGQvRD8WiP24EW5r3YDhvsxc68iSwsPqmrPkKd/UKONxNZqxBmhnkNrlGkseYzo+VKibhgdnHlAGMhnMC4Nrd1MZ8RoYjsOCN91Piq3cgkOyJij0Q5vm0aDIBfbNM/IEP6jM3+PtifIrTyjM2+Izb7159/+LdfXz/2GZd9xmU/m/H4vHFZV8KPP9rfvNunVW92A+1bFsIIlW+D3ntiDfc5kwx88Inu574aRbBIbbcBLCNKMQgrNAqljBUmMuUv3jgupSZ+YdARZ/luBreEi+hixzCrzyPyqtiIpOLmJjqM8RLTdufwb2OPMQI7RZFn2l+8b7iEBmMeb5fEB/h1zp2jx7fItzzCkr+Zfs8jFr5R3H4nWsG4iWk7jQpFFj3R64tB6PNLqX3jwGww9G2PrmPIwgdiEJd1m6EXpu1uLLr6PCMKH1WKcuQCTJvdKRRP2y5QGFvcOfyn14/TG80d4rhO6VgE1NjZdRHwPmgnKd4ui+f14+lBPK8f/0XXj1/++m8//uV5+3jePj6n7fi0t483FDUEI9f3etiXtBI4FZlXRMULMh2cbil+iBTgrsQ7vuvAgNe9g7kX4dTGEqdRFXcswTcqxe/qRlhckQJJWcrtYi5RLnpUJBoogV7MzEk4Hj3M0EiiXHwZGgthfZx2IlxMiIBkwNkWuT4S91bwi+lEG7+n+cEVrFmgydwLR9hqYcQkuZ5UCaguSW4s2ZBdOFc4lYsHSYwHA3MwoB8U1RQ1rooJW5tSHZAG2iKzoo1m1I7ND0zXlQAW8M6wy+9R+qYRPkQSIhXHMlA2TRINbo5REfgAZizKoAgwKYumi3ZczC8uLtG9YCdCWYikRuaq3TcJdMETgmkPKFxkvjFpImn6uRhW8I4lB72pqhof4ynnvNcB4Zqy3LcGEOHns7GZ3QYGT4wWggDCBWQotEayeXKra7iy20Al3fWi5Be610cSlj4teoPKQGJYeRZBABe7Y7K9RNYdilEUtnMHKnQaLAujqcPeqo5UqWNgSIfcekM4f4IcC/NxlJom2FrbkYcr6mIq5YyrAbvQuQJEiDnmEEV9aAQEygsGJRpFRuSDsb5uR6jgIPi0qG3KpH6YM5E5F89VMKKHiYdWb6QmKunnPj0uCqPwqicDJ0EYCh86VgbvQUOKxyA4FKIGsr5igj7HnshzBMouSohBz221klBhYxpsOUEDLJ9gxDfVMFfwt7lCU6F32otCspF+2+IY+Ny5O/B0CPoFqrBSlsVUGtC2XOZUTKWc16YX4eUiCu3xjPL1ZY74MOff6EMqemaMPpj1Mc6WqH7ICPBlKivzvazAnNtGQYFZrxBQMx+Z5HkFlYOBaGlDlINA1fIS/YLVprIO0f/yxM/eryKdheyaHMbzgmfpOM7G5jph0FdQQOgyeAa+yBJs1Ie+qK4LTkXC1WUgJJJ436gaLeFdFHYNzhOkVep10wKTZfA+QdtIYH5b9GjkfdfVpCuiMpy0eeC+ZO8pkp0I9q4w8FCN7MRuwbATgYeihgUSXlYS5SM2Fy6i87TNbIIJkdLlDI6kL2ysfG4rkveAsNqYWex3O8xRUlUsWoHN4bNRJj66sFnDOvciU8DNsZNCXXQCzaVgrVHZXTQbGo5DXV4sYuXdETOBBXdyA+iEVIxQApMBxlLcvwAYSykIMe5nhp1HhjkLni+DoZA4sIe0jOyiuRMmNzOSPa6BrJV48OhQi1Xz2IlCWVQx2vMMpmiqd5wPMQBY5r45OIQ7b5nAmzL4HY8OWRVzQ7GZFywRF7+csNbNE9ZanIyxb41LhGBBr7Gm214EEh2WnqE4iviWeNnbHQ80mlk9/d+MIzDPGe548nDuhbiSpBZvoYgGBZtwXeQL/os8Dp/bYEpg3Lkp7dKQTnnB43wzkFjEJNaJwO9EHXIV0ekdOzHQ6icMaaRlEfRaEnSpkF+z3b7nQAOR1mYaBvZ2oz2pRy8y3RqlDWMAe9tiWRjQv7n4kFbJ1nZxlHYcCrPjrMmaW29ZFRjyDCq3bRH4mNqX4hO8NXlLzDF8gbCwm3K9Rai3XIMH287A9EaNZRrnLOJB1i/mo3soDLxCFqNM+h5wxrFIngqo9rzhlc9NAIOyqCWLqfDalEgp9kIiDLgstkOdjMXWFulQR6F07ETJZDeFJ4K2ab3QZrqQsBE/L+AlSMJTiyIVrbuyvWg4FIXZUkTqlU6yngiNI21zshMpSCFlVvEO0W5mT4FTWYgefd6e2cHZtlKdm6zUybWQpUJnSAoa9h696IR+CUJzjxd0VyG8wVJSTrfDGAvF2+iMOM6QeMa9S1FexohhSHOq29CI6lYyE9O9bR9S2I6j8ueEdDWBS2fFxgV0RTpSBlMPkqO4Qkp6GRk9yDx0ZqucPFQMkYmNK9MtlUpg+FIxt/yobRiok6EgDqRtUinkG/zCLZNfDzgWhUGPadtSNCGhEGmOeP+0jOQKMg+ZmkiZXRMBAoaydrgcsGqlje0FpUT8IsaSZNOheWmBIqdSDtgxARsyLs7NW+ADOKYVtd3mzKEW396GB7Ak0HBZbFbIU1Ik6QVnZALcykMtjS1tjVSNJ6VjHnux/TplgaVajPIRK289br5VoAlRO648cYa9aVwAM4dCc+SArOYCbnGGjRid4mbHncdeNL2zm7Aw5sqKueCMoWjA9n3ViUyd4BJmoYaist3aqJhbkp4OD522rLXankLbHZvjQ0dqWimy7+kSt/PbYRCwrdLysg4xFV018K2d4OI3SWtR7XBNdHHZScPnnbiofSumQnG4IiZ6MTrhqLA9lK5efdS2pZwkF+BVxuGKU0+LolDAR+7oZLGEMWCBWxmXIu1E5OlIhQDrEvgotCaKxtHH7c8dcaHboQhE/iZjjyOxWVKyml1v2aMPF5XcfVQsThYmguZlTWD2UUy3B3Mld94ErvoOqcaR8HUF4MlV4WxBR4du1JvHEyEUGUNgfpmQaY9K2+ru5Ck6LdlbZHjc6zuxLHP7dZSUlZ7h/ojz6JtcW5Eac79YXlwikf9iD0tAD1wnCFF0yDl/BWRiUFfgSt1g7oZjTUQ2VpvHS+gCCZktygb6C8bIpd4efU35dbzVy95zuCYcV3AbTNIk+JbxKuvYy9uJIBAhsK17vE8L/ggnJKSFqxmdkgWNfXbh2Gzv87Q7Ivn+0gfaoyGuCHADl9fIUwn36PbrBS3F5nUTSWQMNBJi8+f7w3N0WkwOXsT2cBx2YttHHjeIQHKgE6ktRkIibxib7iaxNRamYz4nU1Ex7FwkZ1cuygsm382roUza5mZi7mZzj/AAk9M2YScMeMgCVxbxcckL4EAo+60ORGJlaCnWwgXhiZVlNzHzLkROFGwDj/dicQkIOhIMKNVEL6mWxafF1UNQIRSL3U7MiLFYic7RyeG0Z0F7Roy2gsKYMyykTOvS0DdoJ0zdn5kOvIXtuxE7keICTyVAHlqY2xIPOCE5K5Oa11WIIXo58h1t0bqgediJIIjyomqV4uhFIJoH2XxUcyZgJKR50CjV7YQML00nxF1kFT2hMCQoSXa7NIpLy9/NWXIk4kGJf0+1XtJGFlM8T1wVRSVphrVaEjiFQDdBQRURD4rkYXFNNCaESZlcXbHkC+gm3gLlbQF3aEwUHBB/D4MDe0YDrXboC4SSjAMC1XeMx7kTEiJ0uCqFB4gK7xzv0DAM8B0mZjOZBBkTMA/2ohWi0xcjRMtysx1krGJbMIvtwUaUIth6hif5Ds2hk9wwqo010RWvMxZmWFSF7jAW7IVkrJEQv5pY0LATmeC8Es0egb3Ri7ggTBJoVsIZEUgHVXEzIkW+EU2mGDBkCYp9gUKVHycq8sLoA6Esr2i4xZcjL7NTzEiWzxwWsyfqCUmYaIfURmApOTQZi9pIoWLfNVO7LflRDHP7oYNsNkjlI0yKO+ge6KluQHz1udMvn4iBEsnGoWezqyng0tzuNQWNhTNQgOEVjZv+XS9iJwJA7x3dBS30erhmmbgpxS+nizljtJ/M8NTHT1/C9yz/fU/576+//uO1wvdZ//us//10xuPT1v+mn76WsyN+T/VZQcg4+fgy4UI/seh+7xN7VDHcP7JHQgCu0ZHAGR8hdTYBbc5WzFXH/HyRXTwib8mTR6RUCZ6oHm7v+ITXCNXrI2WkeR7uV+0QLlk/kgLENlDKFhfLdzwhaYHJ1Av+Hqe+DuzMzSNKCj0mJR03sgf7JT7qhDgTZdguCN8dCALAG/mRWAOUx0Fl2HaNGXUgjz0iiIYRVhxmK09mSNLwPb3tJc2Ez777ER6wJ1fQ87x/13n/vCy857LwH9tW+pe/PG8Lz9vC57Qen/a24PZ/9jfvNaQ6EkFKZfz9MPMD2nLtjozf++4HqEtTKdNOj/v5+zwNwVsf0Hdejxl1iR54ekpPW/f0lP6rPKVfv/3jX7/+89///penr/T0lT6n/fi0vtIP4cd+RoXd+krZcAa9ugKxrdK/uRJhhxRSI5W4pH9JI8YzO4OAFjPgIwQdOK8bPGEhBmClDaqmASm7qHG6KICXiqOGOWiN2d2hZkz1ifIiNJaudH5AIUbVoFMwqun/SNuP2sW0wGhIEv+AsCoo2hQeG+gm1S04xwV4gp1ELoBSj97e9aIkVWU3NU4IKROoGDESJMM+cPRCuFAAhSvF4fNaRFFtCudOCKU4DoVUvmEdiU8XHEehEBfAXusz74XApqncawR7DR45IiGBFDMguWMSADTAVZKM2Bzht+0PXBU7OR9s0m2ykc5dKhYjwCOSVn+MPkS3gH0KTgtLvqWK2mEnqiOMhui4oqVIwk2E6LpeF+qIAk1BIK43ldWWiIzgKlK6gshsIXchxGVdVFuLgcGab1nQJO8lZGKIsEueVSA8gdSl9Goh0Zi5SlZqr6jke7ueEh1tNE7DMBWMSZbjYVH+nhNx+u3qZ8QPcdGLbQlgLwQtibKyUu01r+zZWVoRiOtZ0FWWD5UXZfVvDZ4LmXkFNTyv9pJ1iOVF3iKEzaBSYU+KjIHd2pAJ4OJEnwUbUkDfUCp5/fwzpL4DPkPqwMDgCXsFHEAiO0E1UpsRRH4JwaLPax+2H0eOYy8imAhKCxen4GYrqQA8jwoCS3E8r33wyTFSUTh8EZPGs7lLTiJl1LbvPVh+7+rCKRGiP7S6UjRO9CvFbOjjWedZqThX2l47n9IC0xxIyWMXk8SVTTQbIpWLO/xCOHqvEZ9T7NVIWrBy1BCQN3ZCS+7UeDgQlUn2RBB8XrMmqj7kLSeSghUPi8hXCpPsCcUiqX3WhT69ZGnR1vnN1iEZ+mnzj83BlcaWoGO4A2wlnhHA5w1+MuTPCOAfHAH8//758+vXPuN/z/jfZ7Menzb+97V+cz+dgjW38b8eMf63XSDmvAw7CQspaFxo25vgz+FLdE+s8D4krZexV66pd5mkogYcmiS88Ej3lDIJue+kWuhgFmVBUTqCvhA7SOKfY8yr6ZCqp62iCOPiIyXR4FYl+W64Q5q2Wzc3UTy2MJN0MdSB/uJ9I8aSmcpG9DvmDPWZaJZaIpXNXYOSCKcKRViEVQ8ZtcXRXlC9yx0HSb1FpQHjPJ2lXSR5DQMhFDLo4tLeePdezV/aTz98eWyvBg2nvw6xX9VI9aYBphHTTKS5syt0IMWfXJSRIS5ysbFcN+eLY/vHxL0uUKGvXCqJJrYw2bnITZLajRtX5dttUrHkWZroMiisPRR0imS3QlD2RCtHMI+Si7uITGBe0cYnmnG8h0U2GNLWsQ99TvgUfKW9Kh1HLpmdZRq6EKJSiYyQWR55GJ2MvOJyTkZ9akRcmKg2WAs1PiBRNWWwMjrjAwaB6m0vKvOth6p8lGZeOYlUSL9oM3lUih/Rb7lSzGGGBqZl28WWKDydURsiCXU+nKcpHVyPt324SOlthzUSku6hSQzUp4tAfVSze4oPzKMUMRI1nIS7sBZfjDUS2rSEsyG0pVh2LQ7IPLnZI4WmvQt0oktQj0QySruQRGhMJl3dQldrl+qgUmNHii+nI2EM4kXgSnOINpcGZ8e7z7Iff/jJ/fSD/c37s0y53cblfLpAlWPRkB1lYs24ouHqRYOo4xwLxPu0CwfM+iCZSyJzLo1mRcLXGWzWzldNmh2O+HLlqFwnTzDULsXrmDzZJX2QqVZSOEQxWokXYD9WFonvTr0QfhUW7UhcfR0zUWDtpyl6fLoXb4+yQBwJu+I7kncI6RbGVqWIHZWzhTcBd2v0L/P04ra+GkaZeyJZgtOaH+F2Ffw4OtFMCDZe7o1nWPUZGJkM+TOs+oeGVX/+9rcff/r27cfXD35GVp+R1c9mQD5tZPVxzWrRuYOybSG5ntD/8xOCUwyzJzbXJIR3P+JG7OvRfr35CXGsFqRb+ozlNfLg30vwosDdTyKDGEBEXj7v+lJoqxF1/w4Rwh5coFqFdiihL+kDa6/5CCgxrIzOGOITnquFEyz4AgxipMZBDHG7sePbqJNCWHEEQpW2hUJYYObRcCGfFxzdz+THkbZ6p45CzIkE8GajZ3/7sZUqtN31nU/I2p5TuZlnlAi0k46csH8hn5wXdXpc24UETmR5pzlHbrrgLBbJQLw2VkK77asbIwrboUDyVD7Oi+A6WgVRlV2Aihsz+95I1KBO+q40ykvb4S1T2uZiAQIMRjivzTVEbUN4m1DXkZ5VaUR97ZU1/3rw7G8/tlIFw9nftrivHlkcKFcde/sjq7ORd93bn1h168p8vP0R7teTMu7pQT+v4B95Bf/n355ljQ9O4vPy/d/OdHzay7f/llz90f7mLWGcVL/B7VsIz+d58dg5mZA8lWJIW4ErzF6CB26e5J1Ig6guKL+KUet59BEjDvXaJAoMc3B+5TTnnl8moQhVtVWpo8qyaDWwwk8d2ux3jrUI2aPWkdHM0Tq5xnVA26+TIJnq456gS3MQlzBEX2nrULXetqgQNiRZVBTukNFvkPuW695klwtleztPO69X5N9rQyHvwSekcup8eongzkIj1Kuaj4L9HAOIeiV1ThGjIUFDQQBeCKXNa313iYyL2rmIvaiZZRVFPRgXSlMGc52isCie2/P7BNQw2LsRIYoX0lyFtQJcIr0CX0DPAze7p6sTG7YZKWCICop4bN0IhqyujCk+YuSXjiWej0Vzm0c1dVIjBNhJmlf0p0lgKjma5L1GBVne05L8v6gy9uhF6lraPFBvjtE42RHSYI+7YCfiimo+Ju5E6CRfI1gPREfJUAQcCtHJJG0nt9DQ2UESWL0bI9cmivWivZ8J1RmscvGDB6LET8rZzvEjVwQFxAyfCxMUZCPW4bWTpBwnGxWHz/eF6rb8OkpNX0onSBSOJDWMEM44GTudKyJMNJelksAS7araX3AotkOL7HeMVIsubYguk064xdZOCkceEAmDhDQ4DazNFGwLQnPF3ergbsiptNCEEsVjLPh1/qIXgSWCe2e033f4d6GqiOajy3kvdMT4cVBpLo2tG9tuzmCqXw8X1uBNp4gooAIz7eJEEEA3bGOReZ7EIk2d5qNPBIVTPTYdtuT2wScSxQhFi3caP26adxm10UNMaGxAF18QT5g9o20Tl6CKuNZCNcQXcrSl7oIYEATejSs/JVK02dG72IkKlggTjwX8VRk4N7egYljQdoVCIDPvh2Sqjl3nIuJcSUlO1LjmqmGS/cCj2BWyn65caCY3quiW2xpVV5QGDC8wdAKcfdMq3X2Ftz+ClNaL/Sbf/NYn0tqV/AAcavI/hdNv3gUKxB8cxUe3HSIEplO8/khKIQjUaieOy5T6kXqKcEWFZG/jZBjTdm9252HkR7hiqlLZlgjFc8VUpFol8+snJXRy5txcElGqsTqMXIqNULyCYccc+86Vgkdwz6SRKbz0c3YeH4mdJzm+xu0FWuiMuEL5crlEk0vkhsrv9V1cqGZgBrvHcDuJlusIaMcjoV0FaE81Ez3QrWBvw0BF68CRzsPneR0ZVMboxdaGbq3YByJvacbbGgupLOAG8usomifbAotY9onFsRAhL6r/Szohwy6HBQpakn0BQ0etamXiSKo3plUopI5mXviWTtTCsPSqtEXaiQsB96KqxUoslC/ENT/eSn9t2//TJN9a6aiqXiYzO0vMNsXEHE+EAJF2Doo2sk4yQINQzCCAiC7EFw4ECkMTYdqHGPdtlCnxLcVwg2g5UFAU/aguY90/CZegpLKwDs0F4PfAL8JFthEkGfrsGVQkV21Y2n47MxHysLlHaWpqZGVj9aJsL4rM2hCf10/koWhUlbQzWM2P+21QSfi8OVaXFtYiNDUuE75fignJ4IWwKAmSOBLORzTxyBHVIUq5baVQLEFK4xAII23AsPQn4iV3NXD0aQqU2+ImNwrSx9h21OugUHLQCIzJXhDKr19WgWaazAtEUV+BHWU/k+isqpOYPc6hTqFHIshe1Wp43eMNNFVYuz1TVEZEjTL0QpzkAAt737xUPVPUTI9e+ONwuoV4XRxfjXmiYguUBJJNjuRhghLEKOM+I/NeNPatRC+GiDyLU361scnTxSZPpA0ti3NOWHVJz7f54zQj3oz+2OaB+URDIdsvbU980hNk8MQn/WH4pP/18z+eAKUHZ/EJUPpvZzs+LUDppy/f2pfTAX8LUBK36GzNhPzi1J0LxgwsM95de/RcTZu9kcENQJgeiXZJ6T1uU1HtotZEyQUs4RHeTV2hKgIJNiEtQV8VUzSmWJU44CCOiNx29MG+b8TyM5ObrsfBvnA48IWwClfjsPlzFSfDzE+8Ww/vXp6llFoeoho6ZXkPxzeviAnkw6hWIwxHVV3o/AIedMyZWGf3Ry/S3XPWcyGzJjCXRECwE0IhhOH5EKALEilG97mP8N5tF+qo89cuVNKlF1FLTNfKhQ8Xh2D1OvZC6TDuAqQuEum5RL7xipmC515sQ88pv8axydSAihiOO4lqwAVd7o1zZjdfiDc4XSDOJLI7DJjJ+iFWYB8qCqqmI+dwG9kNA2FgQ08IIZE25KLZU9fQic1o0UWsx+PaeHspLRpwMyspQv4zGjJ7zTVpBaCFATnINcVUp4izKJKwADSUBfkwVkBoVUY08DCB/uD0uYGPOV1rxyNtnloKrtAFfieKQpCEZz0Qny84xkx4fgDPMGGN4I6OaTmhMPGT1K6AsPziiSu8qseASeIwtRjVjAGT7dcxLS5gvQyrYhcdWWQdPKEaLqOirTCkwCdyBQTkggWfIS6K4gTbizFDt0BjRN37ZvgSgQp2KCbFWDyj2jZDS6MXXybdlkiNg3TG4gkJGYPcXgurDZHoOJb8AOZ7hXcc0ar74sfgudKYq48SEHgyMwSCBwf8cU2LbKPQ/yWYLZ+UCM/CMbEANJooq8IxVVN7OBUrhjYpMKehjIUSrwKfQc8mugv0WqY+SGhwAcbM6kkFbYse++Bo2QrOHkV+BNg9UPxR2+ZwcAEN4eEs6JvDS1I4TOfp8IFqJKQNSRSj5kfueuE8Jeo6p4U6U7/KbyM5mtC8Uuq394W8QWf+wq0J+fIuuiCpSXQ098IF5FAsq7Ly7ZNR60igQgFXhI8kLCC3aocWOFXOCWnbDarLI3+wPDIvuJD9S7CuzS8kJs4aiDBL2CaRO0yQpAkmUFyIMgkrSZYAC22cO7KDt8YoKKHB6Lj6z2qMPDEfS+l1hZNXzjyUMwpayX47fI4OMLFQJKwRlWHVzjulKnIheSlpO7vpMHzbNDQ4eXOZ846KGAtuGW9TUFHbCAk5AHeWsBntlzjefQo/MyGBY6OnYzfedjuzepTRJtNtFsj4O/+CZtcZB2yAhQIQ6PImA7St84v8vUiakHFIidwzb3hYbbcRpSPAp+HGmeMiTbwWn7jOfzsr6nyVpEKU2t6g9BS776jUJ1rqU4OaR65g8aDnsYxd4pAkwxqBnE6IghEHMXj+Eczg1Ki4J4Ddn3lPzQAtfm9KAX1dtHEer98Cm5pHL4R0x8EJL0AWqoLcRogWTmvsZ+RGN1/Tduek+8S3i6jUnpqa9oT8OL3xeFaUxMBaJPVbbm6+TqOFOuKLbHaIhAjbZcwwMJgvFo5whGLHt0WCwZ+oPLN3vr9MMwQOvBHa0qoPRu/ECxZb6VkF14BX35OX8pk4mg35M+n8Byad/+8vX7/++vqtz6TzM+n82WzH5006PwyxlLTO8C9+b9o8k3klslAvYKy5c1R996Uw0WlFE4YTUoh3fS+hn0V5GxWTr7NIkhJphF92L3D9ES+2UIy8XxCDey2oGlnigvLHs8L7EvDu6VNdkfa5EQA/pVQxiRdLv0Rosoymlr7oVT9Ob3GSRsAc3jLGHhmsvF1yMUIhM19h1UjYmnU3PUPYc3/D7UkAt1BNKtGl+RoSDDxhQsNFomW7hDSIWMg1ihRlXaOKKdHOmNUJhUxrX9Pst5cnY5PGHcTT5XWvg7mIr2HN907MgLD5NjVkaHicWofXpu3DpkQXzSFPRYizvxdCG+T+9AsAtAwKVugLKJoluY3Uj9fJdAS3DSQiFlQR+OZDPRrlXc56xnMK3pZso3kiOVTOoshpQMlRO1EDq67Vjhoq9hriiHczOl0S22WeloRfJINkLIl/xVGhk9S14X6UR6nmq2rydWyJfkRkr4deymKAPkWAFnM7YuSs/9MslQDJgr2+4II3BvejoBw6Bmx9RcjSLJi0/SoEk+Tlc1dASh2IhqBkIiW5FB6pmaLfEZWtd4nv2Um0bTliSQqLGvLTMjdp0IShkNo0IzKOsUQKaPIl2PHgSKJvKrBe9GA+fiAs86C6DiwHxAAaDVNViZZGgCZYOSs1zOgJCK4jT2AZAvAaR/Or3ydFBwvEILNT90KWRziGIF+4FyzD4HdHpVNCZjJTt7/3qZ+xpd/H+VPcD5+xpffElv792z/+/strAOkZXnqGlz6d+fi04aVvP0pOy/7mfXjJII+O7veVHmpm4eDstdAhUtNwD/S31atppgvjTpMXBd72fQNPoTXTFstPQZbEgnrZE7u/Nt1d2TPXmMsHooacbfvN8/tG9yOH2XJdJF1PL7SVuBQ0u4CYpc5q1naG4u2KeH8ENH2NZw9wtkShriHFsCKA2lzvCDeIzedE0I9pGktUf/uEBOCpyQsdZ/u+AYrwrI4jkheI5dzu/hE6Ibdc6IM23cb0Gi9Rka6FG4ht+83z+0b3FalmybgWVQ32hSNF3gmWf5ro8QFFMYnhYobi7Yr4M3kQJHQKKNmUV9Fu50kvVu5KneI7gZk6U6ZhEboXvBymARO+vek1rX8y8X6ibyWBGXkdlSoErp8X3d/pTq1exVgNaoeqspwjWgW513cMEMWLwKdQ/szHYes66kj1hoRxQrRQMfOwrWREZXpDQmDBjbMolfx2gWCobwuQs9D+tItgaAgwePUC0E+RUOeosk+SD2c0/1WsBjHOJ1muURfgSGhH6j8KHINCuJBgd0sg8Ewqckm3CZ0wKrb/aX6IqNFF+ZcI3jrWB0hap0wnQw7rjCMhYvXEz145aiUVLshC7Asrk3sPJFsY6ywq7H58XwWKGC4WqpEe6ZM8zfdYU+F/Dac5nFlT6JBQu/dF1s2/YLC8OyohlNVaIMwsP47YKWHpITqtpTJ9aERTIxrSpEMuyHFEcEXDXTPyVpW80j1OPvfOi+ooqEH12jYMUiK4vxD0UxGhlC4RW05ZUfYEU7ViLCry357MnvmCcO6E8C1zOitCEJEtajqHPoP3qxIpIVKjNOiFOvVmUSlg7hwupF0OGyuV14OXA1cqG0/Ilo1fZcKxLk6yAChov33p0jdgKnGxzhntmfQMw9c5apZ4GFXHMgI9r2CRsmNxLCpLp58s3zAKnch4pY2SGJttd5Mg+h78hoxucUdO+daqIml0cegSPsGXzwjXZMifAfI/MkD+83/86z+/vn7sMzz+DI9/NuPxacPj7sdQzkWD97FHrVo+Rk2VxO4c8JRJtbdUiuuYphF7tCplI/boNXpsYo9zD9K+b7jQjtSLd61U4rpxxJgpDjn0QZtuw+PqdCp3eaAaPNt29MG+b8QeAwNoclz4sKcXjthjZPkQO9HjAyIV/Z5mKN6uiD8TILxdWML5LEkO4WsMC9KHVFWFQ7JymegQqkiukfJ3GmQhUf9oHjfaCxuxGJvLcjsz3ezYYroqd6ZFz2lR1GzfN0J3VQ8Rs8wwYLPTKMASbY04ObRptktgGKRKy8Ft3bYNZqxGEKG93vFil8xVj04vPEa0Ztb0M/p1A2tutuXIP1W6YiXXX+YDoZdnyxCG8RsjHnB03ntC2wmbPobOZFfM1G7sTx9zE16WjGIY8OsX2kQtkYUTEByGPiV+jplQARPneRrSX1DLSGAAIX7JXxTfBlYakggIkky4cJwJt+s4UvVizP2C9si9QCckTocKbIGIl1Jf7aTimXgpF6riFEQcFfpHz+EKn1hv0PkVG3Dik1eIfnAYtsmgwI2jCKDwwCOtv5Q51/lIbLOPXfCRo0e9Ei2yEMYQlLwkZtsTXYI5hrN0zcYbCHLHXgjPCQUAqxbajl4U8oP8InS0zRZp4XVVK1M2HRWRtTHIjunPbeRRzG09G75EIsQXUgoqSzd6AZoHjkQDLxdqTH/uybF5QlxsGY5FdqRoZY4jLS8w0iQjGpmQDkcwDWcBn6s+oAqJLC6szZAz2GNstcULbcLOoheuLzR1PJYY7QU2sChD0b0/7GxlkcHAErpised5ouBYLMIXEvaSNkY3GxqqcWz0F1gPcY5MEOhywqxvM+R5ZmOQanJO5BXHXEmjQVIo8wS4bIwCFkKgRRhf3lU7SWtRZT/04GqUqNgZ9RYcTResEaJ7iovSynGarJ3H2fCGOs+A5MP8zrj9OpFVqZSRdqISf6LoKvK6jHRZEgXBhYJpvpBuy0Z4aRiJpgm6sTAjiyxtSyDi7sgYN79aFnhl21mFsBeNFR/latfAJd6hJtiLGrAMEHshRJ+Yv9q8yo53A3v9OnpRiwoOGneaxoJ78UTBUx8/fZzuGeR/R5D/37/8/NfXb33G+J8x/s9mOz5tjP+nn3769tNprO72qQ8qHj8CP3mK1RNpXqxMD34qHpmksBnokUMAQmt8JCNTrnTso4FZP2z/vn57bKQ6Egju7tyEvU84vML5EQlRnusmv+OzkW1CRe4efETYCcN51gX8NKvrF4D+uI/pW2bVrzJiyKaXM+zIj6j3SPEsRjybwmWHkICR5XZpf1yxvSIXXFf60hHdT3zDzYZfcwTQmO16D2dOwrnCEXled7HOo7n6hFJGeqZfc8yh5024dYRpAoOhTduNXan6O2pXZrMj6xgF1IOfSlPHFskURQfZPHwkKfzu9RGBhM+QqN+xwdi+eCkO+uCj4UuJMTwmqfF2uyKadB2+IaK6MdpIGFlZJZO/FwPp8PQJiwCDZEmQolOIJTFXYdt0eQcN0QZd8gRsjGVai77/NhAxCKh2aknsQyqg3Alffjo2hi3xF7GqTCj3P+JYfSLzPrXj/by0v+PS/ssv/3L83fPW/ry1fzrj8Wlv7fFL/eHbD/Y378X4IuHrW4YyZfBILx4JcQr8Tz6TGBY9wh4Lc+YLwobqwr0meBSI0Emiee831U24hdCE+EioeyACWXgF21MmmMAIhUE9WX2u4Tc1LKcBz1bI5uEqP+jA7sALsVF2VAAUOHri21E+ToqJEBkmkmM4erRSPqC+7esXn74+snQlQziKrI6PLlPJDlHIwzt4zauB7KrOYUpwiHktMKTKFaqBTyEROEkk3ua13zuA5dwHCaOgLpz3iYpDo6VtG7k8p7erkeKt00ocSWLX8w0r1GVW2A6USf+hco8QO5JkTqLCaCGbhF6nvuARFW15KiftXWVE4sVyMkEUlAy5DKLQuvuAi4//mt3pUL4NRvmm2dpjB+cFTamo84TzqHQWAhM10Io4s+YoLSuxEgRw7JpXsyjNtqaRtlJ0RBZVmZm0CSXTPepFzcuxNlS4JREFtCskIgqoJRTqeH9oMcZv4SGzJrPZ8RLkjujv3bCILg5iQFSy70SziAXsQqaBkAPRTWqw1dbF/9vlCoyUwDNJfdQjcrFW0gnzLqnVGnGRIeZ0bd1DQV5NYTac46cF6IQRVuFDIOKXmOmc3MuBEVaWCiHbBeixQPmJTYTtKMAMKjbeBq8X7AUDqnzr6gyPAwpr3p/RmecFazbkz+jMnxCdcf/Hrz//z2eU5sHpfEZp/tsZkU8bpUmltZ9OHtXtVVcE6E/d2W91k/yZFE+iiv3ikc1lQIZph2xgqHHu0VXlR94/Tv7Ll81Nf2ScTnV2hyPZXqahFRI6WzzxB43sR/hiP/x0vm/9Vw7TQ2sDOc47Vo79AcO0XWTqH7WapPw1QGjUlZcJOEkqJFACIdeXD759Jl+//vhQql4qYKp/07QJQiFC+OEjrNPzdvJ0LN7lWDxvJx9wO/l/vvztX37555P+/MEJfd5P/tuZkc97P/n6xZ/Tkvf8LiZh+Nr9hFA69hpAUEUklOeCKhLqxBrgHhWQF6nJyjMjz4SUHTpIWoQQMJODiZPIGt3FaQWmoYTBsjqfIpWml4QMqaPlLmKdCwJsBdyH7Ji2bQTaHbGjSvQfq9KFqnIuqnV64ciKJxoFyYpXGAWhfERSbqlDxcxeWYkySdYN8w2br0p02IXIHaPoQUPGYSfvgMJ4XsR/KiXN5hIDa5IkYeaI8Z1LA9kmZc2SUJi2Kc+j0+uLTZUSaiK9TNAep58+5rxBWQf3O3KhaM8XbAvM1SkrigQHa9Ipjto257vfmS6R52hb65gNsm2/mUQzkonvypfQiTwH3O9J9fPg0RNXOW5kJRDiCOSnt21KMeqJJGKXZkTLmAIkIREWZH778G7Lgjno1MlgPgZZr4UmFsn9m8k5j5xno1k3bddhh5jx8OJHLlEhBK8Jg3lCCUrCBRtFI+sjyb6BTIl3w4eaZOa3j8lcUVadOmnK3Nk+NGLykqXpEVXVC7EFXFipqSCfMgc8bOaEdZnoBrpX3dvIbR9s5k4//aiZO/Vx9FtJfrXflRb8x5k5EfBEWysoOpRMMG0fbOV8NdC4R82c3/yXjpNetKxK+TYa0Tt8lJk7/fajZu7UyWA+Bvot+opoLD7IygnTTDrf1dZWTgQI8FjZ/MWA68S0fbSRO/32o0bu1EkDUWLrYEzPBxu5e9/wGYT83bn+FNGDZxDyA4KQ/+Nff/mPX/7x+tXPGOQzBvnZrMinjUHmH798S6ffnHFMp3OKOlVkFMY0pEq8HDHIzZVN4f6REE1Y73AY/BSWetGxXZLog/PazrWQH6r5+Y7PvtLtzvGg2ru5Hg008INPPDS2HxCA++FrP5OP3sJuqsqPPfjR2zhByE5y3X7GoCGFOoAZkIjEJOP+yNB+AGT9W3tQaep7PuE7BipnhCZ8zyOdqGffPVI/fovfzpSdMyO17NDyG7axDZOxjSUhCkUGys1uWZVr+iJysrx/oGoLX9pjse9HOvTuz5ZHoIRMdtKM3nrnqoyLRz4g99Zq/vpY7q1GpSpXqzmr4HzoG8DN2t7y1pHaBhfCk3LMfDTFfyzxa/9eD4EPYt4Xbx3cRz577SFsjzxrNZ5XiGcg4k8ORHgXRsz7KhLx1y+/vX70I3EIobH/nUPq3XEIT0eV6epNHLQqGXY4T0Y8j7/njz9in8I8B/iANkd3OkS0+rio6tQnhsj4iMEqfbX+7OtjWsL62/nzfjt93k3WT4UWrjY95808qRHp7NqEn7Yd/XTnThaubExzBc5Uce5bW6jo2me0vywMI+OA49qznmBBV8ao/o7U9nH3/fzjtx8eusVGp7X1r2OSX+ZZchaSF8I5UhmhCtnthx0stJb0qnrsigi8/XDIN4XjHGc8OKdcUEsgm3Ch986a4lmN/5h6ndKxUo+vuj5CMiL+c0fx4PffnFpy+TFt+KCF6GNW5sJZKvil8CBSB7DLSKd7yMwc023YAeP1anvz6J0fULTT8UBpB+naB7qAX91Z6+NuuB/ozns/mKgQ8xDWuXygFiWCfH2gHnU1d+dfVdL9MJrAYtus+nGwsIp4caRZUvzLR3PI1p/al4dCU28e7kC1Nbj9GQtFytPR83kXSPlOyvQhgSpNxJnx0idn3gPL48/E4nkoV/Fpyi3pjdry9z9RjvPqJoSmbD7f/cS2LNK0UIfZR9/8xLJXiz+fgYfkNp7PFx1RiJhtBH4izQmkxUKU9z5BvZpCorbVD5Hn6iHSeYWNJhmY6ggDaNsGLtiT/spm7lG1qyQ8kC7wOYjmE+gLacDYz/PDviIHyGbewU8eLbdjwNplQr6BElGZ9PfMu9TgI4/HegDMu4J2ieQgr76/DfW5owd2VuLdKpitos2knG84D3zAeOQ0fghU2n6oZB5BODO3H6vgdGrT7RryAzGuyzgPsJjFSiETin3f0YWmlLtmFudoLfu6MY2swbcLugGEugaexkw3J22aLCQCjJm5iTzDnt9m1tFyJc/WkYBvT+todQbQA6vDrzZYqasHGoXsROBxhtvjJ5bvaIoY/N4nViMlF4v8trFtGF72Q+bt0SfoHfPDyMgwHetuWagTh39qq2QyXLZtm2onUqWOJbwe2NRDyeq2C6wIKzuWVLhEJBkx8YUCIKGSLdOm2y6oIKJl5Wpky/wF1pps2bbCU6FRKIsj+QJvrFe50yhEnIhKfvyFpimvhcVayuCzRlyLF6OIPKCim4kMnNJG8pNGo3R8vR5dOooL1Ufz0/ZEaKQ9WajyLJhKEQ3iNBhFbbodhTCWqT2aAx0JjYTU7PsGZJtVwP0R9pgcSgG9A+kWil/aSR7dZ41lMzfxbi3M1lI0qoGP2efkSEXlzU+s7DP36m3WNng8EVZ93G7lBfPeb35icUcLxrv73idWIxcy0ve9/Yllr3h033Ld9MLU+rbzmp9YzY7vL29zO/iBxSj4QBVPb34ioFQuPkGkpN/xxBzIetWrtz9R52IqNLhvf+BN+9+Zi/cwzAupT9coVOdd5hNSyF3gkJeDgKodNP4dsemmC13t+yjMDgO3NAqztcmeTXBCb11C2fttWucVNl3TA+P9ha5L2/dHrK8pLJEdFR4Zsel2CpJKHJkpINWjopy36qOQ6JERQx2H6pTZeudLRe5TUJG56jPp1EpOD33Dm2Fj3zDDtPm8cE97pWtCT+RWmSZ7SQjw/qacQsY9njp29mWa704XA0D7JlFZ1mYYyK2rK7dum4OKISOXOWq3LZwAzu324xnSfJISx0q8eIb04LpxSmv7vQ+QfZrYt+gihjZzgBsE04KBztbqiW11APeYhDNnT4jz+7Z3BMLQLXsVdRX93tTmMYvoKoJkV0/4iEjc7eoCVZWzcPpmNAGJVjIcd1eV+5UI1gPd9UVrAe9nolqPgedEhbiC0pzXKbZKV0QZKuTkkGgLxl0TyeSVgtWspR6X6NsOFP3e0YFOYtuhe+JTt/F4jdihyLX81WIaknLa27pF5ACwU6xdIF6SppiHeLcSZiupefTNc1kQeoQWqKh7B1/QJ3iyxzkqx+IR+/VUJatNt6N4IZvhOGSzt0HUSBKUmMIoGg4+RnHUMN/seQ+JWikKnkFUxfXqb37ivMkrFj1f0YqEv8DiUoi27rBOV/8aSQRFNDfAv9GmyRYjqgiRNUQ4jGkzQfEG63vrFTq5suTnUhL2dWZ9YmJARiHBKBTOTWwrAfNbfaFGI2NOiCDV/LB7HHMjXUfFvB86UPyKOaAXYg7oSmGpHQhqxbUHyLqQK9n6bcekhaltLx2iUGL/AziNsl4wFifbkXqAObatn+fb9tTMZUc4hXpM/vXuywV5UugJ+mZZGPDJ24LCtJxts2k5/OZEjvLmusyFXE6vC9qrwxW0bEsog5QdFdSnSnZRm26GjQaanphOVEqo2Csp+dkb+Ynkp5iV/YRr8yeuBjbT3GrkXefWROM9/rgObHnB5Rxe0qIH5m2jBxe2XbZm+AusLjApJrwSsenReX37EzST05UQSEt7W8hpDh0Nha7KcgXsuAODI8NrSObUK0DNmW2b1rnhFU1j4myphK2Qmzlytsjn4dnjKSm9TXl53L0TijjwIdxqEKMjCdpgrlE6iHH4YMaJQN9qm3RER2QsgqRBbIQ0F80hZG0K3pM4tf649iCQgykXmkUXPF9V/Kh7MIMQeLdlJdMzEAu25a9Nt4uZuasE2texCzEqeMLz+xRi0fG+5F9m/qevGIQtWDh+MXENJ27ba3S5CZEuN6XTCWh4hAyyZi5HaMOS2oXK+PFg9Nb0foWXE+kVTFwZt/1HNqAzmu9qBWegNH5iBWNzmr/+7ifeBnzbrhn1/Lyk7BeUWpniD1IhjYSYoomEO6oYciH1CJETSpvuuiDgEsyMtsiIIdNmHDR0iwVrjKfoyq6cXhe0W426cDEKTYsZNALh4HxY7hAZ9ITxZDs58WKSPb/vGAWeCF4L0x3i1Hy9jnWcKtJdPCGHzNw1N8/oR1dOim/jDsNeu7JhHXUGqm5n6gzmHuSOIcIQsom+KD6iK4De8/uOLsQXvJr3qWcuKw/BqvUcQuYuJw2NjS5Xcjl3GTPEqnY9bo4uc7hMm24XayKmT1mYBedNiqFg0FRXb2yXokHxY9Qi8gxcbBfMmQkZQMbtsl14Kaai42e6gGTGggVc2Qx0h7xSGJqV02jtJlq7Brhp9+t8DFSfzyyERGmzbR1E9KszJS6/xxnyPWhNgzk9+sU6INMd1I7p3RoLhUQTZEZC00kbmczUHAbT344VT4Gxceki62TaPhorbl83uhAZK24/70Ox4qrZetbUxfeTMu0HYcXNu4J2ibDiV9//B2DFN0/2rVhxfWSqSbx9wB+FFU+FseLZMVbctH00Vty+bizjxJ6fUZH+aKy4yNriKJi5iTzDfyBWPGSEWecCdbG8kAofxSHyNLpOaZ/CtWbb0YSVevKh03Oo01LunqTSTZMdQTiHS0H/KdcFWrpzpWrn3KF3lS6WqamY/BEBdKQvr013M+CzBiCOGdiu3LSKgydRA/u+owuBUMJCxDND5+M1sx1B0VmPcc34OLqig9YUp3H0uBAcVnmCbI/9/ABxkTx/ybvAAWaaRgeyxrcO2+OUNUCXTZ+OgX1ZMH1Cz8VpwmRsm8w5Z8cu7Gh6yywER/E022bT3uhHmNJBjSTNYvRiEgCF8fYn2ED9+fSnYVwFbklH3P/787/861uEmMSI/O4n/f5VD5CPfAQxg8dqk+3j5jchhyTTjoTLHV1ds9cktm4izOmmDj7EjAo1zPkjHHayoK+olvDYIIqzPrYHwSoGPvg6JlGx9qpgmP1PZGFIIE2RVwC7wGIk7OKTbdhWDCEpdIcY/3BKnLccOUBeZPj7mD6c3uRxAoZ1b979tUhjjyAnZIBD/pJtNcTp8ZAaVSSnpoBPTfwWOKHRodg+LoJTFQis8SeyL7x1sI1huN7zvG0c5ogIFRsJS+1ImQH5kF4mluaBFfEBDJA/NdceGuPNu6FigPl1sDeKg0rwDoateUIhRkf8PsnTikthcY8pGqQ63l8CBeBN0/AHDYfGgTmLihM/VnxaOKT2ZeY6B75Y7RjP9InCWEVbIrTcvLyZVPQRltUrry0AQAgovVxpmgaO3E+Rta1TcVJelExId6G3icoVbKh5XLZJu0w6x92dRg1qIsNYGsEcTdN4/YVDUVSFRldKnn69fZnemuH1zVEqNarOy7FOK6XAtWky9rhPPR0Lpmm8vpKkiNBCYa1KnZYZCYaPKoDe+ABZoklEpHesCY+ra1VnQyJ1ApSaEJJHLKeJetcb0WyiKtOm24td44JXg0jQix2jFOz7wliQGNbaBmFeUGPfNnZaJosig4D1rqJawyEJrKjRptsLfiKohp2ayBPs+W26UUqlIaiPB2i9R1pF+cn5GPpEYGbvK5fAmzaz1wrutUSoieVSPr0uaLcoyWU/71jLleKjsry5vqXPc0yOtSplahE4bNvsdsISm0rVaetRsK8L2i26QF6MQky0mO3cxLu1MCX08BfVnHOCDnoioSr8FfUAERJtJw+xqCgpn4nQObzbB02CRmy6Dc7XEfyzLCpU4JaZhcK+T8ML6JOlBct9zrhpU1zxVuRCSFsvmOQL6owSadwwr5IqhqNHy10HygWeoFRKjJVCpBWpEnVHiuwg9AVMz5dMpSzCKOLwABRYNPrSnnzpFNBBY1lXmoREmFhZJRRbTZ0Xr6fFGxvF5MVmLCiA3GDk0C4YGKpZB1gdGXjxbqdyQDe1rxIz25hjeaTMzQXfA+a2xAlA2+2oPjT4aUxj/+G5mZqTjVTMRUW3YIy0z5hPvhhyLsbEiPp2eKBjHhdOj8CAMZ6eEzs9mZmnzNv0pEKIYXQL2uDT20YPmq7EyRBsJxWWcouCCtLO1lVqp6QLlccLRJWdXs/v05s02h9aBNOzMv//7L3ZsiW7lST2NfWahimAwKtMZlLLengo/UBOZFNVxVsiWdVNfb3CwdzACvcIYJ/MvCS7zuZ9IIl7YgcC4xp8uQtdoCecJt+V8sROldgMoHIsrvPmB6RPK+wo8UnHvEg2BRe48sjXUZg7YDKJAfDHcV/5UgiCksGRPF0VcPL5RN6juI1oY+HU/tv2QOZS7fXWML88hsAJfB3oITkdgiRJv+dADs4LzjS4ESrqGGSXRCTbvu/x6AWhVKEaTV55JjjTd32Y24HVCXM6cG4MnMbSqXSRxW2kvMeRwrRB6yMFOp+Bu1BF1jtcMB1Ew+ceRq+4C+nx4DNnSt25EvyYivn+wydsfCqaUt4xikFqnMPYk+Nq4nx3WEJd9ipR6YZNFNBmFxc2JCMcYA27OOTHDgxPn8snBopxBk7LDuSJnRwIeuD490nO5TkaOCqlBg4bRhPatg4rVZttmLzmiHCLHuxaZBM3cR9a1ItPqaiEElVS8qPpZtQ85xHe/oRM5bygS98Yp8dYW32LJ3RgvUTlYFxwVM622TACHWPBCQGbX4mHn14XRrek9PX4PNagOBZ/0eXFTHij6dmZkifm1bKBtcyCYF2l9jVJsLpV0PGCPpwVTuwcgyzkPkrS4lckLcjs8MyjIC1QD9CmHIq9hvTxaFACwjLlEMMPE5dC4hQDPYEI//bmJ8gm3JfjkkVgJuSLswacB+ynuw8aopXwSm+6XRyGyjKMRSb16KbNWIWJTrvkJOsX04JF6fQ6sz7ZZ2tVPZznvgiVZ41wLkvi8/C8xjxk5SWwq8JczUxPmaUIJfTajNsulB7in5cxRylmOGwf9lyjuI0hLuQKGp0BD8J2UVi5XWi+hxFKG13gSmYwDD9/KR0fX2k/+UXwoTGs8Pmeo1YZZy9XzHBfhplqYPLDxKrzLY1aYe7CMWKc9EBbvwl8/z7ODoYRphj7Kc0HYeAezSBoHhsDwx0oEnSKEv4cIrOTWUjSgSLAztMMP3qQBQ8ck4S9dCFMFQ4khuzrnN9lV5LL1RMGYNO7vc+upBq5amX1jo5GfL5X26Cz+EvTFuYkEaWygvDqCRQbUXjHMRPNFO+e3pzetc+M5GrV/G7Mv1p+N0XN76YL5jvT9pPzu/ZtvQdOQ50x/2r53XBBLG3nJl7M8a+Y4Y357RneqJpmfmQ3zDyGXy3Da18XRrckw2s/7ydneI97RjK8oWqGN2gt1c/K8NrXhdEtyfBejMKvkOHF+lQmmlnU+uKJeRAaUE5Xf+yBRdT6HmD4Dz8Pee8e1BPXyPt/++Nf/uVTiPshu/qXr/kBuU8jHPtn7um3n/qr6NI+r96atjn38ksz+Kd/za+tGaxT+lf5Lju4z3wXb4y/pjBcDI6DxC0IPJNzxefFH30ESYQZvn8P4xb73idW3UpenNzveSS7GePwVb/e/kTdpprFV3PyHY8s+nWxVviJOTtv5LqD+AyhKTOjwxUT5qTdCTQbeCKuwwFHa2Ez16/EeFq4gH3q4CUB5wub+iD5Y0N7q4NO6dGFLTIZoNipSapsG0M72ak1S11F01JmU9nvGqMqK3hJVaVrFCRKnW0qQuLWuL05hwwZYs4QZT6zLxOyHFE/fCpmf0AIsfNpGIcjUyoDspKiDV3KnCgqFtmiLi/SuLAwA4f4kBHj4UMGnux8pHvVc/bCP4q2RbG0obsYPpdXfEosQp6BnjFKyAeBCW1+keWDyoy4Gzlo+TPojDnovGs2KvoglISNS3xB6OcH9WwPBWSNVyIIw2Ahr0UvoLJlkCdYEiZGC9LiRFj+HU/oKfqkBfHxn//1v388fugv//0X2+R8nt/ZDS9r+H85axjAhvydHtg+ePn7h5m2n+WDaRf/XjzqP/xyLP/jN/7wT9+++OVPv/zp93aCvPzptT99GPdsGJa8yD7HHISHJOYqLBIRxK+MTSub0PkZtQ2Dj9sXADn8Oud1YtakSoQzJNArNxIt3TL0nLwEum/eh0QsFdEQ4NjkLeMAAD3f2bCHXRSoB0fbnOYZ7gWreKBOQhj1UhqIExvJZ5gSFBZoLkJa+TgpsE4Bcl6CORUswmG0ix4ZVEOoA8cqnXMfACCvNSxV4AhwlASSkQUxjRXJ5GStLUw7sWuhL0CjnrISAHd7Towcv67IkCjcWjDuF8odPojGVdMzY4SM34RdChACVg9paF5223IPS9w6K1mdx6wcvS0jzMsyV2EcbL43OyuQF5yF2IIXcdAcFxQqESgh8jdjUmGf08nZJzGNiFOP4Hjx9S6O2Cm2xYsygutEnndrsXhBCIGuqvCxYNoGWMxIQ/a6jqpntEhwXZF2cTjMFycwaiPFYrB8tCnrLioWo+n2gI5CvZn8yAB2VhTT9uhAVd7Hpl4t4YMVYOz0wr6kqtSWnSb68QExjmUWLuYn3q6Il1MtfXz3JvHLqf5+p/r//Pinr7//+O1jX/70y59+b4fHu/Wnv4QvX7+exuqWqswZc/bRVGZ5YNCPC+DUERCfRQsdqw+3l8y0FmCqnd/SvLqni1iT+0CfBTdt0klLo/9wCRJJWlCqIIoaahN5nFFRGRPtYUPtDzjxMyDAzV298hx44ISG6qYfHzYDvSapq8dnTXLdeEcq8l3b08Iu0Toi451nki46wgx5ZP+uOE3JJxu3MaM3f0licMHOcrOzDzsc2czAgTQlHY0okaGxKMwRzaiJMGoyxlv2ybKIOXGROHJuxNkyI65KHzZ942yRAELo9buma9eNqNN4S51sY7yF9jG+62lWiFb8rh82m7BWtlbeNGE4Ed82X430tLxpvr7n5thdzZ9PHb/l8TV8J497ACt3mlvdBx3KY7rKVO+2KRZWeYtfHHhUDuf38ABCPBm/oD3bSCcm0+kdb1l82FlahOFBhQG17SVTve/KWxYf9ryKAw4jop5o9/CkyALHRD1vh3bbTyFcYZQOj7dMByMnlhxu8olvOIuoriO4+QbEMVEYMTe3Ylrg+sKKmS14hJmjfNcs7qFLUa97v1gkirmbr0M+YjdPRBP6CjaVcq+Ff/KMLef5isc79xkgaIts3ccBjL/ppmdBO7xletpssipanmiyEH9OuusV0xLP6T+uW/qKaf1ATOv//i//+duB+AppvUJa7+7seLchLdf+Y3/zvuQi8Eb1KCWe2Z/6SK7k5dMTcYjbf/cT3oVpxUWOFMN6+wPy4XP+lX3UFT43chePLMYBgJrdv+mJPX84291HQ511qpYBa35ucnxilcS3P7Ecq6ou39sfqWnqcmBsKJLmIWE+K6QHuXuSl7ztiTeuNLd9eNsagJDem/bbxRM7CZ5yzUFmL/LNDyzn8/j3+/ajjyy6JWPLfz+NMKfKe2fVw/bIm2YTIRzW8X7zE3snu71+YvekRvTmB1Z9wuZ805q8eGI5uNKr73jChbn+jA7u9zyyOAG+59b/mtKXcyji9tbfyyA2fKzL8CgOu7kuA99EydVZOgBivZRASMe1HmZTDq3CJC+Js7Edia77T/kJUYhjDsNzScKLz/ZcjbUcKdBF55kRloNYH6tHUmTOgFhZpu3HF+En/POdA4WCwTiLKu5B8iiLJ0rkTEBj+nzbuv2OR46eEYiSL54qAdLVIz5wJBA6RXWaf9aOySNzK1d+ABXBs+gjwiGBQokg3pqewiJ7r/kaHoysnGBhmqk9jlw6XGLcP8zecfHxxwn108+WpwH93zEbT30D29GeE6QYqBkeAPXdjIxY7Mzv2P5PrWZ2JMMQGn7yETDmnU8ZpFyeT/Z+xwHSxveNT2wfSOh3eX48c0q9gKXax3cfSHsF4b8/CP+fvnz9/Z9+9+HzC1v65Ey+AvH/4c6PdxuI/5g+b1+ekmj1aRMgSIkrWbBcBu1Lr6W6oK4wbaOcyTDi9+o8Y8Z1xkAOiElhXJBiMJTSiJqI/cJezmbkH3pJ2j4oIqO03fUiBBXbOSb0AUgcJVGjbTCJ7MJtDv8ivXko7As7eeKFrMPVUGTVujrNUbxdFbMIJZC652UFriU3Z8IstcerrGwas/Yi9sKyacjcsG4ZHDMmRAFb0LTS0XsnnQDbyrkLZRtFgJ29OepA7lkFs7ayqC8Ddo5qLfcgil3BC6Mp5AeYPdkbo2dUWmbWZpDa2yoiGE08hDmkneEeN2XIXee9b8z9QgdjJZgC11mqTofIyan2VWrCvS6IJv8n5DT1w3yHV6+10Me8chmyXfGduCuJapHbBz6wV33KzvjxG+A3n/0ZW3cblIUUznmnHmfQXKY6Fi9LNNbOIDbqWU3bYA3KQ3/I7JOeQjOFi/Ny1NMbe7F+6lC53ovI8xKM4PKjC8fJsNE+MW13XTjWP6sSoTi30CVk24ayxSb75PjDcbSZgZgfnKc3msOv00NHneq+RDcVZLYzFG/XxCwUAd4s5tUrFCbW6u4i04mYEK+pOBRBx02aRDTOZyPEGqXtbkL3JHxYCSTedAfZtlFi7kUjCXc8M/hjQsP04Du98TEre5Fy+5icGFjxQrcxZqczOtruxiJouT1Q1Ky92kCctK5Ob+ykfxeUyNuKHxuZ0Z2Mm4Z+5S12nKysUHJ6o+kFEyDEYxek6Vg0G4zMgpAMc3enGHFCPRAvTKyYkq6LfSPCPe1FHadbp/0rcu6e9l83vKtIiBWvlee6T19Y2pcbPhnyVxjv1wzj/f6Pf/r42z98/Jdv3/srhfH++PHfx8ee/s8rwPc6Wf5uT5Z3G+D78unzl09f7G/eBvhiZMxNgnUwj8QcthRrkkASmUwu09RpfsZvD2oZFJuRJR5LmWpZ2J82R/RkwR8mMxU8vf2JWOrCDrQPDe4fL4ERfF+g8ExyphY9XIxXvJ2fH14wn1JN5alk/5tH/uKBGKn6k4fRLqYHE5Nq+foL98Z39Fcfw5JF8m80XWexi8jKyxMy8647z9Yx7IshXqwqrx00tFmBQlGNq2CCQ3hmif/4Stk+b2U7QTBnsBAqVY3HgXyu7lf96yQi5Id/FDm8adqGNxckao86R9bgDkvP9vTGHgDalTzLfmH/gCB6oMDAbRS2MW23waMRru3+9Tb0BQYrnBM99NMbTQgrv3ksTm/so5o44n01FNFrLuc0SfF2Vfw44O/r1/zl6/cuU6lo12XaWd5tckmkuk2blRpg7sd4LJo9vXVqTm80ZPnMRno1NwDyFPL3WxSeLhvTdrtMvQQdYtqE7s62jWW6KzOrSyq7sF6m9o02mM6hj6t16qIqa9pZirfL4ofXafwUv5wP9bes09hjWrcpEt/BVYMMcVMlA9M2cmYmYmYWapSQ0HKhlgvV0+AkaopP3C/C4IVvx+N+5kSNabsbixokUohoMSsJ27ZBDGneaM5TjppiLOaHun3hxe6fr1M3oKLhYpLi7bL44XWaPqf9zHH0hnUKBOXi2j9sl0zrFOlKiZ+atpGjyHLvI+XBUo3rdXp6Y4+fDqjm9N4HIZNk6+twSaO03fWi7HKUIVXI975ts2lNz/e+lax9fizsG8PomUiiX40F5Gk5h2dnKd6ui59xoH6KT8OWmYirMhHXVYi9xyz6URY0823axkL1YuhjSMOb5wY/ztmGqObH5dxAll3Sikn1wEfb7TrdBNsCmWHJNuwX2Qb7xjCGlrWknxiL/SItWDZJbp5m2+w0MT/GEjDrVJbFXyvp8RyP0/G98QynAUokTq/DxtbMGlHHG4Ut+/JSVrms77uUcfexqw+wDlPJx2N5i+DT1aXsTe1sX0RpYc5D3izQrQyiv6uDP5D3jkJadvjAHbbzYTfaJngW7gVErQr14jTd/uKNBqfVFdzj7bp4cin/4esf//TLH76a///5TyMn0BIPzwSa6qfy6bSVbo9n8F4/ev9YnmVadYcPphqf4B1XxsgBMtiux3WrMtW4rDicGXzkaFPbQrwAQ54zZe5KUXgc025x/O5DhsvMuHg8dhyNsRJ450QnnPs64FNYx74NhYvHZ3Cojyt06oBmdYNrdWCwGHWLRzD24QJ6FgROeXRPfM20EDnGuUBd3tJKmgC3FE8WEBsiTbCJGjtwBGw1pKwqDTLUP+GSSmXfTwv39gpynilK/fF9eVaRp48cT9Tp7APKWikm5o9NyGHWVsh8HsZjm7MfuftRrPSIDNeHlXDdZ/O7d1/5E4b965dPZ66922F/oj+rL5BPVhDzppqWx2mxc7Qr6glZiohJliyqDkfTpODx9Lu/3qh/DF/2T88t9mc6tPyGxUdvkd3oRdbi4olfY5hq/PRkZPWpDv3wVx9m7P5jD/wao7T9JoezTsy9HJZ/aHn0DhUphpZwp6rtIrS0CaRThajMr59Cv2y7b/usbhm/zESwvlCC6ir6lTkEB6ibCN34oQlsMnusEIM0maezxLRddxxgUCK+Gdj82+xeNyNHes8V0d2ybaPjivz3gz9idNxnArxTfg9O19m8whzN/Sv70Oi4k4QawNKZ/avDcsw84sXgBaK0/bz98zW7M87wdv8UL1zBxa2E3MB5xfsHJjfvH9M29s8QV+7Dgong1AnCsItd7CSOA7Q/i3fF0pGfoxfmHu+LalOx49F214m9jv3XV8gmoVfbNpb2pkv76FjlFYKhWGywTUKvcbAUm6HwApzApZH4QLOTFG+XxQ+v0/w5f8wfn1ungYlOUL00V9oDNviBjbE5YKlhMG1jWKoOi2X87pMz9Y9PrwujW3JmF0PFYyzHxMkbv0lUwrTdrtIksZHDFOnG5TjHkni7pzeG0TMOR2OVzuue7K8P4P0mcaLTXPsx9BwUP01RvF0UP75Kc96fX6XMHYYTaT43UXOv1Wt9iWkbo7KpKGUqI6I2FumHRWDAvrHPjf+QdWr4/Ai7SlL6/QMvj950u1ljL1MamzV1g3ZsVuOKen1fX6JFgEtYoovj3Py43a5SlWEnupf1aSZtzL5ZobwgfniBllpKeSosiH4zb2FiVjidmV2jzDn1s6kPimmzgyJ3XAojBtSnpiwUS09vDKNnnIyPsKd4n8QLIzJUSXKatrteHC555fN8d9227r0wbWOnVLUIkfgUqNq+wmvYNz56cXhuEsaz0+3H6HMkz8sxqovi7ypnc/LMxgpKK5crnB95zuXiKyvFbqJNLQjvBEV2iUwcbbcul/8elyvRaQpv5nGTW5er3+4Ll4srOP0sNt18OZmgOB/tWhRjggTDhYHA1Wg++XEi92W9DVRBlLbbg2YT/CLmt/BxdxUdsG80xx1nZnWx/nUTSZ8L/nnuxihMUIfq+JmgBrgjeKP5D9vCjypqqiNxzFMPYAXbyT4Ns7xbIEVYL9BvNwmfxT0Lpedh3IQ5gG9PI5RrDCcuoz+NozHwN14tIWhQhgf82cUy4wrlEGyoU2ZtqGJTnCAslZmrymujbefTs9Zhq/WxGRps5sbmvDAE0Wck1XtlZSoft0UmGQ8JaHff1Vuyo2gsDbnivRrkPNo/wQhMxeUvz2xpf6FPBCdvTt3hsuSO6i44VdNk+WC4fhxMmZwtHWo1l1OJdUObs4aFV2OeGfwxWaz5xg/O669zRpuoSFWejdF2HS/PTljSR+r5bqzzLkEDwBY4YzSaRnRtpLUHSckmPCm+k2fcRPm3Ueb+mB63iMfZhwasu2qi6xgSTi2D6YHxF8ey4aCgafsVzdL7jExmkUdf46OI5m5UtvKBTBrEKGrlQQkaealhEOF0RIsfKe5o2uZopZyUZgVJCyZSQptg3f3QAwzjs+V2rQt28TxKQP48pn0mV4k6DFa4HMfQ84+k5X7rshFjdPiM2PYPZHKiL52moh9sRdmdXFmgUbCylJwp9dkfndhGXNagyVzmXiQt3HHzJYJQEmPd0S2muTrGIfKpU6u6lHUXKBnY3/epNYXaocADcWyNIgs1qu1dh8cRRpN4LXVfMrCNHx+diOIAtM4K7RhfGnUTLgq0laknhFGW9dAr2MdcaDkcflsSfdWAmMx2PaMk/qomSFbtWuTV5hcMLg6pG3KSa2m0ZoweRgpSamUGXnPsEregTMHUcPIYb+Tz4uhYDzf0TngJpaMWSlDuLhKI6mqfbJGHImhlih1nP36dC3bQpgdGeKR6/xaXrUsc4WlWwkz3FFLegR4JlJTgR8rAG5pHFk+cHsA1PRV9daoVM9i4n34E6K7JE14oI/BEmX2J3/hCbp8yBXCJYMTy671qA0PEaTYp+i3f9Uh+YH9/kteMmILn9ZWnUrANlRBkwOLskeBJ7AlPhNkQ4wleYHFRf4A4A5+lIY3qjO6obhrHrkEqqbCii9y0fgHsRHilsHUcnZJSRj1MT2/svUiXTIgz5ov222pkTg+acOEePfEI88eXRdrWPjQmaROcBSIxVeyAPD7L2CI6SdtykoI6D8eSK9KL0WatEZ2krPFQGQtd4kVvg+/DI9wDE4NeBn5BYAksOHN5DibAsYB3CVviTEtikkRhrHjCGkB6l62BAYE3vagXxShRYpDtCpReBBY3uuiF7OUyAjDRjA4X3l0aRp2d0IaIwtx0RziQj7Xo1X84/o6rVFuEQ461UbNnLec43zHHrzNQD58tFBzH8Ki7HYUzEkfdLu62X/kQsWovkteCmBQ1+lWNAnzvRdDcVZ1XKOC3RapnPnbJ65VwrGU2bJHKl05nhZaBglOCX9siEdVSVTKBF85wzJdHHm/r64M3L7d1vljMRf3QOPiErTMcZQKLlLI2QbZ5LyAxJYdLksxMa+MUKLYPl7LCE5PYbziHI7UTaZTWmbya7igNYJ3E1k2YhosX0DbHPWJCZChiHImr6eky/AbbCWZMdhtT5fzorWbnZSw9P8ORpyTKNWEqQ3PBdI9HZoxw7ZHzE4Pl+foJJNnliZk8mrdpeWN+TzH0aVgnT1rsV49scwdvc5JVRfx0Nl7y9e3WnO/dTfnW/WYup3jxBcYw4NP0ZCzYMMFMzA+/zQ5g5pIB6XjUYs5UBeACcUE+dK7Ka4NVCIijF2lxF2XVHxjL1jL/FwmybFK6g4Moyn730+LGi12Czftddu+LF7b9q/fB3vjihcX4/AAv7L8ev/CHbx/80nd60b++twPk3dK/viFHsW9sXqbYaQKv7/OLR0IPiFw/ggt/p0dWmO0QBtB08JPsErSzbZ1KNShmOx12CkMpgc+bCtDb3/72LYhJLNh5dtUC8Jvw4rQo4hUQkDpeFV89mp6douOJOBVOlyf2RJEq1iNNHA5++xOAQs7gjD5zyZQ8ofwQTuk8di9Qf9v2GP3x46dqpcLx+EFWdr1q7E+PhbZiiPBaHOA2RQ7bFfJY7j4JzKbtSQrYmLZnZwiPlMnCuXpEDpCXef+6nV/m/U8073/33/7xH152/cuuf58nx7u16z//Bv/Y37wtj7B1GQ9jIjCa5IJUhMtXs1MqPgVtx8NKCv9wsj+iL1KAH1HkuqifcpI7Sxf0uLbNKps5CveC/70fWI9eoLBsUXoWtOS9Vgk6o3ImkgUPlmGhGduvBVPLjKYkJUEdbfEMoNJavySeRzzcKE76wWhLHCxPRpHi0e8YhcoBdQ9zob6mCyeE4FGE+nLVAuQ9CDc6UNfMFwXwYJ06YSi6I1ADdEYYLg7zVmhPtjoy5gY8K7wJJVKhPh3GYRv44cfgOcoPydITXT9w5ErZTh6gYJN150Ql8HNME4e2ec4ggtBSzoGBvx0TeAEe3pWS0x97WiRmgd1d6A5caBxuVeBd6JkTXEoZFWjGAw/nTgTQ6C5WUVLlTOSgeRl5J+Wcx8NS04c2R0Nx3CuLGqAUivQiXRCXo40rYcFYKhS34EFh1sNSF3C7ZJEw3cmsQjqcjkM+UC9wDDMYIwaajhj9UmMljvxZL2vLyoaSq4SEYhq8kZbknylr0Tavh4FCJHciDdGPcchuA7/QO6FVQni2bDwUPXl4aTwQ72YwwqLjLkzTRdXYlpmR0tDbDvrQoGNpRCbGfX9BH1rjAh8YsmqchBKUhDgbpc4eMYmjmKl/gRIzIB43P3RBEMz0ENiWHHtBSLJbE/2sqQqWgRQ2V0yMtrtcbR3f2HO1RjZ6FM2VYdv5izcalKLjbe6XhTzFS9k9auCYVtaXPFBefU1FUbACgzePRdNsndfyHAev6AEcp3pfsX1GvOBUIDvDB+9pxUZpe2KTAf3GaP7jIFgwZ5qHLOhHgKegI7tQoe5HpMXb8FV6XLlx3gvDmTUW1saANCgc8YyCK5A74SFALwZZWJzd2IVM036YuEybj3ogBsXBB5E+XDAS5G21z4vgO210fTA9D05+M4TChAHCIVrYrq4qswfK+qz/wbfHYSnuvCI2gyHv26vKikAgfg5Ogay3SEwcgxPpLodzLLvLDcbmfpX3GNW4werq6A+7StOg2F1q1C40lDYnBh4ubk7vxLCq1rtC5dlNG7VtjERWlE6N4qxcHBOTc6YOmo5bvBd/xe5EdPAw8XhZmyZbByEYS0tBfevqiGKfed+3HwK7Mq1qlPkKyWRQIarD0XW0tUzb3Vw6P4jYevrGy6K2bZZC0InjeaHaVsJKG9O+MYyesY1q59l4v0IAY2co3i6IyYI6vLlCkaDDGT9vC1FsZBp3H4j9hKu9sghQ+AVK0RWmUW+0RL96bfwrydT+1fsIFb+STN+fZPq/jv/1x3/95Vsu6ZVpemWa3t3x8W4zTV+9/xq+2N+8V1HbBx7lW/dBTr8ocsuDi+qbpZNHSe7DRjJNHeoyfttY/ruYi8dsLvja7Pu63eklV3L6vu41hBFA/fbsVoTVeFtVx0bo6XG2CxEsZpU3bY8+2Pf17nfKjeeH4fS+Hu3vnu1sGGI2kctwMT/xdj38uF3naj2bl/cL1CgOf+v4tqIjRwxSVYa24bpHbRvO6a461CloydjhAmyT8+j0248Z3lbJN9vJ7pTmEf/pMYKLkknY38yTFIPyJI222+HzsqhC9hIjt22Df8680VTrCQHYcZzOcKqn3x4jvgiM2E72mHIdBdI9abP3kM2fTWhHo+KbxANM2w1atjJRoT5yFTDlYApOFy73NG02jsF8OzFUifE1Cb75sV5GMGoI2DktoEZRJadGcFLxwW53UpS2Z1IjF7dTKB+WX1HoZjg8c1oBo2WAjoW9KeYixdfrI9m8zJzsEim9uJegQkGxFAgw0RCOptt7ycv1nI5tyVEx22YFn/gMKYZ15PmLyb7QwFH4cry8mWIVEkE7PfFuKbziDS+H4Ucchle84UfiDf/+8dunvmINr1jDezs63nes4akLET47jRogGQuLfhPMEHIiLCMAmVyBcPkLfXC3q/QqaBgXCBMv+nHNr+AcPLBFF8g+gXa4karvOIC0IMAGfpRhreHCssxGGsnkv7kPOQmWDXSec2BHk2HlPlQltI6W7sD4pzv3AnlmBiPE/GE+G7VohV7tczhGohhEsYn9eE6ZpjywZX0otjnvVsvc88I8ht7xkkAogjuBsRfFsyhCPYcnMSPkgLGe2ICZLyH8olTXBSGDxi8rQnUTBF6j6Ai8m+rC2Q1Fxm04lBa4JkQ6PkmyGZucGXb1VJn6mHWo8z1+s6vQ331CUq33YEnQDHiN0Q/BiCCfmGAZoLx3kMwtBmMwpNgaW88+VrwQIDwOUYY/NBgQn0vHRqjzMyFlPROO25D1w8IFKy7YRcjRA/9WliNhJZmArSeIs6LSpKc900NWiokB56AoQvrOqjRBKDnpRRWWKPRCyMNAJ0jLAqEkWhUSddQ97gSHGCAsIiHEMMb5UUGbNXbnLqDz4CGdn47HR0v1d3E6HdmNGPRjIAA1k3tioLatRNS8IgY3Jm+PVBSdelxMgfqwBVUg2ooSaedItcRXQF1WxgwxSzEK/o5ZCVE7oQquFwyjAGTO5yONKPrYo17g+KfD0B78DMd320hpdHCqnJqTYzeGwKxMEE5biAQeh/0jRtuDSn5IjFnzg7VumsAlI99KELbLptY6LysAuf0FCFDqdFwU8TOo8PAub2JqZH9Eqca/ShWI+uxh3Yoonq0u74URVQwQ1LizNHBTr5mrD3k1gzC1XNxwmu7eC13eqAdgWwxjMeFRpuu8buNE+fb8cVkvIqaAa/K6ckXqjRDIZ6AvgIuOA8coCuF1hbZ5L0JRmcOocGPbNnqxSdVT3MyYm/j7Gc3IInWBKTNQwrSHySNhG97MeGSW3EEFmzziV+nW4CTdiuSH6HP6IFxyUO3i8ip0UiapLstHsMUktajBdTgpjjd/3ZmCEU1sQaOz81oD4FSjeEBe2OkCO4Io0JQKFjgAvOWKcBtLF/Z+K4xxiMKcjdqhwrNRvDD7QUmTKWaRf1kog/oooFGUru6U/8bxU8nYQekZ2xloY7aW9nfzhWk8qH4GDkbssTD3UY/ZO+El67QV0QGHLGxdHMRCp44bQvAQUEAROPbFdGyqCoGaPrJ/ZwdxSiMEMA6pPDl8UMCU97c9kotUSu9MZ3QFD5DtUxQeEMouFD8wD1gTuwEueMYgYDohawm7cBPpI2rbb0L2DVNbSJVKFFZKyNdyUg06gRx+acf9dMQdS0zrI/N6t50La2H5pfmJd9wY4tWgeoi/3OodePPrvMnKxfouS2Pe+w8SvDgOuMD+navi36Eul09eZFv5gj6mZA6URwhzY7fGeyYFxUhcGFysFwUTj4mGTNvtdDgdCEwRR7/sXBvjUxfigFJZs28mEESrCly0Z0kE2H1zIFurmeKRzCOQ0L9iUCd3e6s7n8bqS3qRpqVrFrWGBYXGMpSmzdqegSd007qHhrqYoPlPv/3kMRANi/aTj4Q67r9h9bn5loPcBIcsD6eDJTwxb44v17qJclyr/yb/2bRNFkrklWI0zsbGHyQFoxfmjcb25AxARKJgTkpcNZbQyk4ZJlSVm6HtOtn7ygqPM2kRRAYLAkc0QF3OE+LUSzlOWEEJcbAPVt/8LvAbg6VwFWhx6S7iZLDluOi42Xx8ex9t56NDmQXZ7MgrMmz70Oh41niU16AxdjADRuOm0fdmt82XsveC8sLyTnx/WA0OL79+6kVhk3kTNddZbW6upGiV3L6qMC6DN2Ig5i74uU1bR3q5oZhs6SVlK9QwZUQ8/fa3RyDXPCubquPe/IFH6kaC7XpS6P2M7qbMwxPFL4JwOsf7QL6S6VJJfpvG+74nmew+5q+fTpvoliLJbSTvjhtgofF9fBkLkqAgVjS+L4xI5J6YGqUVyXEy2XciyFt3MWnILHqJjYMOKHvuhROwJ3rGRny7IedjkZSZH7wVnMECHRDHMQIEbZgo4DAhKt1oa26UNtLUCQis8rVaFSRoIIiGP2JTnDaS2tNzGUupyrLYhPHouGM4noI8V6GQTqNi4oFY6QYBsauxPycGBhYPn2cBkGu6G2A28UAca2Lu3iBywhcUIiyPaISFzfOSOP6M1b7QdpUk2J52FRFpp2AubvpFGNU5Ra+DwpjWlBFZH6QNA2LxZ3tDc3kKbvJZHxofD+e/clZHPRWB4GJ3ce6pTTFTkB27Nc+9tGMBsSwXziwOTDXyKVlU6QMfd1EhIxiJBX3FMPGN0erloLnsBBwvTj0dK5uTopi3RV13VfqjpunIq8JrmT2WHG8vvytdjl/mI48dKK5eyJoejl4KhnDKi5KRjxI/QNucNMEO4P803yNr0ztOi8Ly3ng+fBbToIUHFg5VkewVkoqCRDk6obs06FDgXJRduoynCXoCqPWge5TTeM2VlYW5Sz4BbatMuRe6NsQGNzlzk2TKsT3YncJAbDIQcmZOM2hpeM2Pa84tRLpAFyE4vaxUa40EhXc5PAjeYNsmuSvc5IteRJUxb0tbdrkRse+9MNg904so9oRbceUg5RGoF2A/4uyMd4KyArDIXRgUDH5AdH3OKoK9ylphDSwlrFh+HGW9F074csJgzjdXUKW4kvaiiGQ2Tgxx1mGw8owkE0zpY2GgTH0s8sIdwjbMPBYAZkiZpKHWs1AvRpGmXU8b1JTNz7wc9Douw7oYlsngcRu92C8NTZZEaOOzyCEUwVA0VBHXyNljwEC9GCnVxkK3CG3U6XnjpNKvx8onx42YV/UCcnaxw8oubPv4OWU58x8W1tUuvFy4cngcjx0gLLPHbwukZncCtEIe55x61/2VNDDpN614xC3N+8twxVlCqsjTeZzjdRGkdYq+C0nX1DE8QpSWjc5670VU/de8goofRqAT6yqObH3vxDYCVr0Tm4CDgErlFBGGZwEBPGzuwkvzcP/Y5m4Qf54P94GPOztF0bTNV2beRIwCOU+FIZp8kOmEuEDHVzPRJhbFvjhoQj84LRBRTG67/2dDEdSwkXNiFmYsfW/2guKum3cbZgwqBnu0VTpo8NuMcgBIo/JH1Avu1n21vYAE5rD/fhX29xol2ZNQhNmJsaddnA9FrVoDYVigThY796LsOhQIR3InHPOmimkVhFYYmuvMVNZIiy8OXc4GoZ5BXNp9Wxg1fs8XjIxFUnbohQzFvuuEVKcXefUrClhQl/KEHAawJKO3KLhrBNQ4JQ5oCCcO0TZfFpgz8V9qUeGbo7dsWdV8sUEScxFiJOYeLYJ1nJECWkzge0GJOJrpw4GOverJv5cV+X24AGSGJObdZS8Ggve0NqWyAaO96gTbA8AV6lAUKUtpGyRwJzTwj87O0RoIGiuT/eBTH72Iemzuu8g4YUL41BwZjsmq4F0KL1rKhLD7+P6pSUXpJbxd68ouyjtzATQAumQq1SxqrKIMMHBR2Fnwdyt31ODh+mlVZRzs/dg74VVVoF7MhdyjU6RGEJSXK6vDzm8K2QpV4Ibwi7kOEJDNylnL45ZiPxJtfmFYVSE9bQvx4rAT2It3SqLuLmAvrlet3O4uPzwdmyugsQDjh4AeXVB2ZWiu8YyuSEsjBzLxNi5+wykjKayaB+ezWVOyruNicwFOyRTobfA45FQMi4fJBO7kgEXvxQFD9iMuloRj1ZVWbHEBRnC8uw7fjQP9Da0fuBNhVYJ1rC2Fp1SN9ditZ9YlR9+wfrkc7WKPvug2XjXzkyF/0W38mnQbv/zyL//8Itx4chpfhBv/4Q6Pd0u44Wr+8vGT/c17GbnEws3wrs7VjQRsTKYM9duvZL+oPYEhrsn1KKoIoK9TNLgX0RHgUqUs4Xh2XpHky3jKMq+JWkfsWBAL0SUTCIg3jgyZtrs+ICNPKR6Y0jQQpqmj7uz7HuNQo6SZII40R0zb9z2GYeApxzBA/Ik9pZQl+NuiB4yMRJRhHrI8PHtWFAA1pKA+tguhjMNDkJBMCQp1GOJY18jJ3SBTzfKfA0WKFpoAoMqujd+vogabVhl6J8lbDN88dg4wzMapQj/KtIZb4SStA2Rf5MgB0Dxs0IeN8gh0FACkQxDLrWdff9px9mn/sn09deMe8ukGbvexLNxUpgDZGMotglxwwSURsvjXiD+IBrnbRLANNSCMxUOVBtNIYqfNaSwRjRXYlBPKoab3IdvYBEF6J6JWNsa68m6PIWciXYNwNeswCHtBI82VwuiB0x+98BT153UYPpynEHRMz6d9opgO8Vg1bp7sCEFEML1TCdF2sLJbP379VGPA229bapGYH++dCE6TT3FwD9jBZy5RRGik3Gy03fUiZUGmgryXjyLbNog8s1b4p02otuPWD927XmzKueDTLqVap9l+9ALlmTIhVeDKF8vix9nREEE/fdk9O9rZckQZcJlZascVwTzDYaNSAsXGqn0Sg4q72utiBPyEfAkHCKen0Qm/gJ4nZfFITmo3cDAwJsjCkW38MtHuauW1s0MlO65FA1DDLwacan5A2pYmbmVTN6WzayurbBZKWzi8uw8qhz48gAlxCicrefkJbGIi9gsU9V5EY6xVVjMucY/KtuCdwHYRreUcZxxIjJteQDKU870pXFDsX+TUQGUhFZoXpV5lqVsavBTcthoijvqD6Uk8Cy+USjD1adOMprvpyE7MAewZrn+OcRs70uv7eve93EeH+7TieimaZkVUmI2BOsAbxssTJy9qCSQKoucgH6ZpAUSK6xPGUdq3VBI8I077bqn1e0gKQX88xl0+u8+n+MutfbsPjOifx+KcQ16jJcPsl5s5YKO2WR4OTsA3mgAp50sr0el8caSDKYGP9N1w39nrQPyVIiRwpu2uF7UK5DW5KgaTbbPXW+Yz6zBVEp9ZW8dh355ZVQW46y61d6fp7uO4KT+LnaV4uy5mZTSsIIdkVJiOJKQAZD6DJvA3Axc0pz9773UT5wNQhjJz3fZRI9L117mMim9oR55C09qb+LiN4Z8iZMfQLs7B3UlJOnirJPtZ6BQMe5LyCaTaJKev8/PDx1CJn/xZe+TWEA2jvrsLWOwEA6JIy3GvxvPIIxEfpmsMASgOtBgsuo1TcRYbEE7BiDjHtyqqWxcxQ68C1tWo+jzidZucF4gJ8Vw2MUwmcQ11kbw1P97HAUSn7F8l9WygwsiEHsdCZNTQaLobhuP4lnJh7D/2NI87mzHh9n3dU86CF0VAMMyRZHB3BaQfx1YzeDYGVHtfJXoKH160NxMjVbiu33HMqwWtF6wwm5BdQr2br2CEDJUK2DDF9GXkVR25rGqZ8EvMDYQNwNiUNq/MPbpfUdImBSV6FrZnAqcoDN97Z4f7aWfZly9fP385TcntWRYNO/C4i/K0qt/UvjxWRVnwAYM5m8tcMI3Mr2knaRTVGVBGXz5+xNP6EqirUE1WXWifB+GXRXox4hoRZ16IgfkgW/XuZPpBhcjTL9XX01idaCf5UVd+e48Ucc8QOuOqftvWv9pWrZs0Bcco/ShjmgTr5BDwEp0qUr3tnUINqxZOj6bJEpSAMQhkeRhM26MP9n19BIPYJd6vWAFPL+zBwo25YU7zbMwB1t/yF6QCFwtiykJnWALMXp3nMzsD/akwlFlmETDi4m1oEDK6ramUB/6KbUW17zrp1LhUNuE9wpUceElFJ8X4XkXe0TR3A9oxdFE1vbHHj5Hg6ZQOJBU9OHqwngpPtjbwdYVd/s2Nce/DkKTKClYUc3Qhjjwrj/0ur79+/Hi+Ze6uKCR1OM3m0zwSeZhr+9lr8YlgclpnnOVuMJj2E9WGMEAf60nk1RHmlekMi/ANoIyRQ0io0Tp3otGhXJh4TH2CbAjXpPrBvHkPXRUybDiyXB6FQCwFwZXA9XDpdurBaLqNUyQBMye/a5zCtHVzO0mGvlaJD4BDfU56cnqfiQqKRCYkI+SQC1I9AstGlCYhOzIfiX0XRgS07bwg9gsFg+oHwVg/IXeNdfvwYb4eDrs8ccCmaKFAzFEEbRtDhZB1FC3cSL2Y8DoQER3ToTfGoemeRjZVojQgJuSFHL2sI1wvXHYJN0AY7uc8DsCiO95LFyzkMDGYkb15nXxL5HSxjDLBJdhpC5LLQaHyzz7Sv3zdPp/AyvdHunodntWEVcuFgi4wkhZMHuDvY4+5aoUlUPEc+21WrhynokCMGzrOV4D3XJwIMqNAJh9SiruYfFmo070tGTAJ7gWBe9j0XnEX8h97Vh8g7ELliRtPlFBQgj/zfpxh/H6szI2LGJ5chrc5gmKysI++llUlFHQ3OesLlio+ZU3bWCdFiAcwYqzYjZDVguLKvrFnG4LEdyKzRnrnpWalepGWHU23124cMdp+5RVhG7Nt/eL3qq3snEb75mQvp7f11MAmJSunWTabxYuraiYn3i6HV53GC2o9GfJXncavWafx//7b1+PD//KxrzqNV53Gezs83m2dRqmfv/7mqRAQwgr1vFFRnz0PD+4XCoRgDJDqdjZ33abikwAOPhyEjuf0iy7Az5M8eKxiT8XNqTUDrhJx3kd1dfebnVuFECBPz8Yt4BYMETsM1EzZt6ZfKb3YpBfIAc41LZO7cEAGcYUxsSvT/jSBWGF23AScBBdyBdDatUh+v+AbKFmo2UHAxsRzbULYvMwrXyxcJCLhdynvwi6JfW9EK7qZHYV/VXfHLAUQDefOt+f3RbD0AhYQXBb4C/Kh8gnuQrQvagUA1tQC6xaUuKFtcamy3y6Y2qJ4C5C4EbpqsPDMvSYQRwmoShn8UqgChUeAwtNYIHjNZw0i+otwpSuyqFrcTkJdF/ySVm2zBwe8hLqAZVyIUeTtYl044c5HTJ+zEUAuC8VLUWguCj/mpNkt5cNH/7F9hYkpKpthqxWgbV6LJNlkg8yStmnn8BuCAfN8eVTdLgTzpUYtimogMh2M/fGG+28cl/siLOKttl4PgVYhkwJTpGgXOs8HVUy7UopAwWx+iR4WE28vQFOpD8nQGQ1QrbJq4VEOjLQKvmkfQMnBfdic1G8iiCuA/Fyl5g2obTpnWnnjgim0shaPT1WIi1BhSRZNArRI0MXlAlbnFnBzqNFyCj0E7UNSIbdGrcoRouPYZ7F53Rqv6MzLwZoM+Ss682tGZ/7xv/3Xb5/6is28YjPv7eh4t7EZ1/5jf/M+lxvZe0xIsS9hcKJOBcQXGVS2rVsz49eHQYU8IlfuHi71mYWRcKz2tx8WaprC+GsQPSt5gj91HyUyjy8togVXijio5peNBe20Rn0QVV722f70N0sspUVVu3nm0efdC7KuehVciFmq+UIwfJVxtPnJQF/MzXc8AkTd/ENPa677Sk4oSRHzEkzoJnqBhzOTyLcYTdewFtTMn5eUPKEekZIsQplKVIiA5adste3hYzUOPo/u3faqieuz3w0fsGNG3UIVMYUkyNcUylBaido2gDBFKPgAehEEwtHxMLmBT7/9OCX2BaflqZPGgePtgNI0Hm6AyBjneTq/orT9il7PbXi9VJGG9RuJNTIcRx6B1FedrBrA8LhebfEIwFM9/Pztkb1Qrc76kdVb7KH13Y+sRgzO9VsHuW6jaOcx7mlK6XPxiL5lGgzehlJBH/K+c+9CE3hIeHx3hUGj+Jqu8xZ8FHmDpKTKOa3qow4jgNULm9ASXbatjS+urGpexfB1dHhUnNNLhwu4XwtT60DsFHlEuF+4QABMkyhsWtVbpaRxcaP0YTHhmXrRCKBpINiyulgQUzpjUzzx+AG3YFdo7GgXsjhSYhDqICwwcykSQZuy+0AgcQ6IamF3XtZVKjDB+sSTaVN6pg+B0wtbWelfYd2LcFTV2GMeRANjJK6SHEllVEDCMO/EJtA0dF2kwFB7IpHgKDBknEksD2dERe96AcIK3lx+vHHwTl2Ur/simUy0Cbm0HJayMjchHcJq5dyCXfV9h1dV5KybsMddbI9pemHEo3oJ38L1SeYcHo/MqXFQplRpIfpjgUk9cvHjCjKnCtfhoi3L8K8g3SAxZFEHFP6FyL2ogkW/XIkuDNPSJF7nDGj49ZK4F1k5BCEfLKsgC74AdPqBjycUnc0L+45dyYojfivKf2UUqHonvCYeq5b+4Kifb0oUDPGt649z0/FQJCVeafo6F1o6zK+BcywtFqepzOiLU/kYEHgQpP9xLvMhedh/oml6vGKRL9udpIkQ2ZXyUlPeMjrhR6WOuTC2jXuR55rbNQnTAFJeE5MZUBMKtSLvOr+WIPHCxeionA689qBozyZfLoJXbiafKFqtINOtXJjjSDDlpKbTKUdCTqqel9OFpNWKc8eD5EPKii9Oxlykshz0PFxa2lTNeN5LWq2+MmTJx4wEUVW8FN0pWcp8W8WF3ExhJXfjnIiMIWP/yPaPXlyU3Oz18nzuV1W/JfYFgxpIH2VGyq7CvlmBPtFfkJDANhHpg5W9gnXBdjgOKrmr0iBxGL3II5xlrCZGXiE9/nSxbzVCR4+h9ItQbVXJawD7I9lcIH/kMw33Lbt2uOGF4NIt1YlBAcC9OEZILhnTZhU9BNziNCRZt1np/umXh1HsZ1aW8wNK8v2PLEIRrU4p//AjQ7zsNlTqleYSJRcyBUXUtLBhGdoDuI8AMRCqWCyEEXQeyzEJjLCqpFfbUexfG0H3Uycm9SFkfefBRPNkFgEQ0G31iBYH7UM+rUNQkjDx2LZpKiEWsXBAqzSrwTv99rd1k3rc+a7jtpMGCcT0qDHuirmMSYmug/IkhlVuQCfpOx7xQ+j+1hwxtETjCqYNUqPgAIE5Zv69Koy4lSiROfS3d2/gz9cPXAGUOf3RZJh4UZm2nv4Y3ev7cJeonT8204z/02rrDJNuAQhzoh6NlIgwPQL1ydg4MFAyCGlPom1r2q77XQZK+e6JK8JQQWjWXRjfbdvgH0pyk8ICZ8sIgOTpDra//eiWENAI+m0XWeYGH6OFDSwfO7vJKrI9EiCj1NfA3+blv3BriPpRH7nyx1h197RFo7aNzI3pZM/6FI3G7lL/+2Tm5oVB+8ugvgsgyQuD9qMYtIcD+cKhvXBo7+74eLc4NP95d/VJLacgVPJ1Rihz8feO4/70yOHskPbT8pEyiqJMbDVMpv/qkdVbqqi4fM8j0+E6ek1Apfnfx41FbCEbs82M6otH6tOOOALoOwVoyrYiiMlepASgpCSE6eXCOd0DU7ajSSghSyEJhCuWGsEt7LuopaNtk/DxSImeCsg4wzvyI7e92CWy0qSmPfdCC21AIihC5RCz4iB2WAX08T2cWGuTxL1APp/Hwu/skrYaJx6KoxMLfSMGbAJQwZxBtm3EK7y4lyiOEsatVFe0fgOjeULUSOmVXfUmWc/IRIzrzgkt3R6z/QWILaOk/EImCFte9tcxSFx7HJKJf/TB3EQPGi5Sj4r3Oja/0MbBAmIasKs6USRAhQUsCt88eIwuiX8XxeBeNACjy8onZ9oGiZpTErVQNYaN5MKiF1nypI0f72IoIqXPkQhT7RQnpJVh8PbfnjVeHHOAaLSwcBfVLKTKpRp8hD1ML/IKtRb9hWT6Jkmi08r347sZ0ABtGQ7IXGyRaTA5yCVbImFxNe8Xh8q7zXUJN/mumdhSldd690yEOpru+lBV3gIkb4zMaQXzF0OZKLaFS1O2GI6w6Ugg9yiMsBppbo4u73Mbu+rzGQZfmcFrzRMUYA/nEDAg1tSHY62I+gEi5Re4tcC7PM0z88fxz0W7eRSA2qAXs8TjHt95Ko5jmEvz1/c4EqssEYhhkDTwXkXxtJFoi3jBLtD6RjiwUOfzwuvWTm+GY3qvcMzx68accKISGUa6+Dos7xVdcdyKCwsELxeQWRAG1ibfwbl8yJWJHVQlf90q4ucpvz3pyXLsVqZQQVRdjmmvbNXo2UXmJi43lDDHQ/9WdB4vVhJg2jwUYLznoUhuBbWqRe9NF4XFEdBDTuXDuGGa5QbRZatwcwsUph/qs5bXQKCg3hgt/XDZRXcTF5Zs7b2neW/X5qCDtMes5Ll2rZmBAI1gbuommmOtbb42zc01jrl6AfgKyncxft30IgxsjjEhyvOXtw+cogCsZkHN7xSnEp0wVTTCcvoI3Mn8EUeb0Dzg1J0BxsxPjwnOkxOtidnsP/wIwhzzKU6bmO0+KWVQ06tmw2Y3yb8wFl+QhRZWiAMkxRl6ApFRXmjH9AugCWbRBeCX91x1dIX8eODs4xf8Y3/zLnAG3idSDYavsiDqDEEMvhSMEGocbexHNMgt694CkXMxLDOBz9NvPxaVXwiR2Id6xw8Th/nyE/Rh+dw4jD8WIoErL7fJvqjgS8eK5W3fRi/q6MlBnrJaqsdOcXx4RYbq6ejpJp6bluaZ0e14QctetcDGKdqyeQM06abtutu6Wr/nEfD3TF1UfBcbsPh8pg5PEGdmNMdeVFdhvNGgDPYFd1uKhqft0YvDWOEMNtqYyKgaMaVusTiB3MPUzLPRO05cBv3ERbmIfWZ0OwvwMW1JuPMRLxOXNKnaT0MezWo97W8/9m9ceJDoJNeoJi9KObbNem9cYGIDT+M+ZodexztQnK3mRQj51ElzqjGlXIK5LcfxRW2G9yINBsDePBKBEt9IYR3wMnHw9rQh/fh1Rd2KvwB9jLM1M8W7umFZjp+cVcvvQoWnT0i1fBKWxxzFPjBN9pt5i5oCpFMlyLke6NzprGkpEGTNmZw6KLb3WaslUAVBqzxHdSM2lU3HbkiT9JD55bGd5yEF7CXqcRL9sItRRhEfCzk01Ry+MEes+tlRdmlRGWDXwbdXF2UXKIZFsp/eWSxHXBfsKJm2y07rDviOJ6DWMPtKhAn4K6uo+5mm8ZW7pNCcKc7tV1SZzoz95cf8xoUdaDv46PMIeffllDRcmZxYr9B1Yy4CGIZzQcKiVbrPDVsrXGXXD/49jxu6/6Zhq72WazJsZBXtGgWxa6i7QlV4FeEIOOozXI/0k0EEL/63dw2eeWHvvh97958//vFPH37zL9++9gW9e0Hv3tvp8W6hd2/gD8om3vPtGo9ubjM280hyGRcJwhKEoxlahBJALFVqpU3bXXDXu+H0PDzWXfwg09T7UJTLATJyhX03qM7OYzy7dKEO+eFTHbVoBASBQoA4mqt2TdttZqloZil7qS6DsSe1KfaNj15su6g+wluq04B/411gsUOXewnYqOwZcTgbNmKpNCT1HY0F/Ou5UHFMF2qH+YJJ/VgBXM0NXqhAwatomebjaJsT4MTDXuYImq8MI0BEkhXT4+HvSlQBwDSpHM5zkv8EVTneHKNE8BTuFertw7TXFJspwjdowjltnA8jLN6LjxQcGcG0Ibz2UV21fAFnyOHDQsUR6rlMuedHWncUyqWLzGtRwJKVXe+R77wqpTx+nVPhkLNkNB20ObkKunEUhHMvoP/LnAvYzXl+XgEEwXoHoUpUI8WkqiZYUhwZP05IXpvgkDnzwDAD4T40Eh4mdFodtE5iXlAgYVaspucQqN8lakT/OB8le5F7EPh2JSXRJkB9rkoNJsk/+cFEcapeFJnhWhbRD0gNMi4z5txXg11JEk8LBkpqwIgCOY6drHQyIYwkSCNtZcLtu0hjIgehabB0EQPZFpz2KXtROUhQsr1IVkgkBhWGFxFchtq2yup5vgkpPDlsx1nVZ2QfOsx/NqcTx4NwHnKwsKkmLtaFQtFxzvHidE6Q6HH3Qssbtzw4yfpQLFnX9qGEahnPmGngxKdmACasxA0TTI58oLYWBurGsq0N9sbIjHwhB14VTIiTYeNTLndd3jv7NAahEwSlC21TML/IWSE8fqeMoBnDOf7q+G2mO/Mmi2Tt9AvCBa5NiBDNornA8p3ny4G7Y2Klhg2mzYG0AnPgQVCqH+ePXoR9XEN9TUemHnsV8kof33044BVM/IFg4u9+/08ff/vLb3/59r3PhhP/4mX9eDhx44K/v1E48S0rdBlR5AX6NzpFxtj++ClCSMG/zSnSqwZ+yinS7927Wf2rBRU7JORvoyuxpd+cwy+3QcXNcb4dqnp+LuQeB5vq4Gr3Uodi2wZVSR57ycZuBKa9M1pT/BqFrMfkVR1xM3Ddjh1zwhgPYh3OiZu2W4S0V8sNtMoMnzVtg49oF3pQMK+K+uhWFjp29oX9h3apRjnNdrfc0oVyWhaCxotlsSA4387B6rSx3oFCkaOUpR6WM62q0dLX1PjlsaYOL35nsMCWFz0wb+tQ6As6bPj1LJ4AGQjqgwWyRm6621tA0vPe2oIAFmzbow8XwNnW/Qs27DmJ0umFfUCr1mHYWe4f4CVEfJqgeLscfvjc+/rZfz4DTm99gs5D/1jdvfrwDn5TOFLc6E5pRGzbOPI2wVoihC2ldyN4eLdBsikL6oG90OtFB1Y/yGHTeAE4uFbThbIuk1tdbFPuwqaMtPlCVtcwuPf1eUELFtPKUz2uTOWtr0LyBdRtpNloBTPnTiCixZTxCL7MCbvARM280CXIinASPQEwk/mYsRs4PGvabrrgWKrSidCLE+hv8yArv34T3HTaIpfPTw58sml2xo/yQavscmDn49Jk0GHSYQ8+fDrkwP1AEZe6vLf9UOa093ah8BckiXgZQ02I9jNEkLgPWMfzAsQ8giYjDii16grzAk0qB4fRK9lJgxH0p52x8fPHz+cqvluumOTYIo9lNS8QD5fYKAplKAfUyunPo4Jwu/KfBpkXnLOLitbx45ZDkHMYJ5ejH44mODbsAFY2Hk33zswZlIO5nJP2t3oApj7cigDD44Ugifl1kzIKo7rL2g5zHsNNTiXYNLSx42Hmah1X0bQuhIaYEjqtArpIsuhIKOzhtEJ7/7OuImP7jDC/LOXJ8diEh0mXCNX38wKmlLTeACoMdNeO6I35jDr20TDrN/FwTNvtSoxkKwFsMa9MGRf98A/VfAQHUx9WLz8++h1NPYWpbljkcfeqeS/orTPsxE5NN9niiI/0E8DJNr6Yw78vHO0rbvW/YNzqbxf9fkvM9O86AP71y3/6/bcvfsFpX3Da8wnyHz9/9oLTriPfbmeLDNQ5M+r34gfQbTyRp49c0F9ui+ofMMaJuiHo7BkfAliiFEUnpV4/OsniZ/KpakJvF3TkTpAZQAmyAtv48RMqgonx4LDO8wxVqSmA2PSEXEKbYIYOh5xVbgA2kdh63qhamRk8KweyI1hqZtSillLv+UdY6DWXefm3faaPThjYtQEjSiNi0tGSm/IGxV2cHNN2CyPahLgDG4X1kGzbQJeZN5oiPw5jNGmtxcYkltU24BO35mL34xESV57qASYKITc09lw7KuySXgDw9oLjhEX1zI+b2GlRUGJYisLbN/bo1SbV9/YDTeCL91RNoiM3mm7D2JuyChXDxRW1rQtiJImlex/HIfv8OBQl/2qi5CLrp+OQhjjlCYvPoXRdEQtmI1JwbUtyJp8CwaaLO2ymsFSEzmV1ieGRTmk4OnYmA3nBuF5m6AvG9VO92H//+v/88m9/+P3Hf/72xS9H9uXIvrcT5OXIrh3Zug9m329NgTNc5G5YQ+7hOXTf6NbfUPFfSMxxMUv2UpCEYg3RaT8OXrbaQu7igXedKIP/r3cCBRfs9JQLEVijh2dLaoQIyPtF3h3ZKwbAwWF+AB5seZETDz1+YAPW0PHbqoV9akVjErlCDGwnnKUMFxU1cB3EnchKa9kqxJ7n5ixJyOuTWzj5sLkFCrAN1MTJDmfG9nxBdLoPhqUB5uiicHe9iIPN/38a/4omFJ3NNJYofWAUH3Q8mNQ67h1lcteJPWi1ttsF04FFeyUBx4EfKKlxxgptc1wlYlZSmQvdWY66xI0do+TSiEiZ3dmd856BXrF9xbwLFBBOh+Pk3XGySNH44VEIs/VuKpZ6cCMy8axATAeIadQHe80jVyflSUGUBMsFD+PmF/SsOPASR3lS35UmyrMzixjAM5XjcPC2+KgJcZHPbUEe6gQK17mQ8eitlM3BE+daMSBjpEwr8cKkiM1mttRjN+bFMkJtsoi+1DxMMFulzcO36WIGnJJLmhryc47pTEO+wV4XkXtRigZ+klLsApjBcUw/du0kHy6giBoEWYPLTZRTq+EL61enV7J4IaTTjT0qJnsvjmXDjJ9Nf5R2FGTRGR+CmjWG7sWJ2YwHKkVZBKfF3PKRiTdAaJyfj+yAk4HMLTSF2UAhttPLUvu+MXdlP0KiUugiYMr1mVExLM3SmcaXNsmRZNbV0o4PDasR5nSCYAYCjwHxWxYLDVzUjMoPC/HaBhukcxv2g6gzlCt0XxF033HxcH1CdQulJ+BMZf5qFl4HsPOx6BViEtyFKLNXMxWV0rKNhrfkMQZhUbKO2s4g4fxNpLpQrsy9xqgzGwVWUOb7xq/GDibVxvZ1GcUSNvEjFAzuAhsJilNBGa+Ua1AYzvihkASjCg1bhnxjl0htcq3KuRj2xf0PE0SyPGAjEFcjDN/Z3H4CqPMDUzbMsWXFuhvg8SEltAsnBtSSmTMGGUJ2/sDnzAZAWjGlNH0VThvgh4SpPojmCug0HBvpuya8YFrNierj4H2xdPnMlNI8Jx6JYxTlWEaajx3Qw7Kehv23wR/wuJD8ipcDnfQ8ev4i7+MMqVBP1PnOpm/6LWg4l6b5ju+JgyS/lfLF/uZtHAT3STiPyrEc62wgB4K+J/HyYivg2mLPBG3sKTJzNcxJx6djigJsxLm0yFyFKIpabc3zEkyjLGNY41Udf79LqVTDA8+v+e3CYz7uPKZY8UAuMEGN86KdZzhiRifcNDcPK8zTjB8W0mzGwT8gka/0nRmASfTuy5f08etTq7aYOrXex8k3ByMP91jlK0Uba1/3PLs7z9OJ2qvHV7KKhll7sxfE8USpXZGFvhvlD+zGQlslMlgBHCFCQqMXyHFYELk1DR0AwXRs1lUgosmGcpRtV+2Y0zz68eucJ4YtqZwYP3f17V8/xS/Plf+GKPikkqdBeo+6PfIJ9kfs4fbm9iIZd9wfiS9uq0fX0/S7MmpBUYnPihzowOJ9Y6TNxq223Dddb6m7UUHM0NMommCzLNqcJTSpw/3j8//py5ePvzmZtvd3ptnM406a6Xycqq0e378sqCnK7AbGeKGWiVElH45ZEME+o85xYsKa+EOt5vv8qWC4nK7bvUi2ockf8gLw6oMjtMcFwbiRKy9cGe8fXwBfvn758uWp6weRdkaD1GlBiI/7sGOGYb4wWVKU6tlNSzEa2ZsEwKoUhPhYhd8IFtAa8cNMi7BYxImpScLrPgRRZW3WI4fhDlvqzEfPuLNCOmDIPCwsraokrnC0Kl1BiGYk8cmNUWzcFYkBH6M8l+ppB6zMoUpumgXVd0IVmJ8/DoQiySZeeX/NNCouGo4vpzJNozYeQjpSol+EpooT2jVv4r7Wk5bawlCE6gvOQO9DHAszTnAQCDkl2sLY1fMM2WGgc1oIaGMumD2NY9/DTiNDKV7mAH66LMHHz9vn05fdroA45J0eKzcvai4bzlCkBfcPPCjbcKCNP87BGVQRiz/o80o1Mw+OB7ukVBbYKREKkAucqHKbiDS2AO60ExCoEAoS5TZuWRW+Kk2s3+BiC4WpfI/H3d4yQdLy2JAqZag6XqBXlnOyjqxevF0Rf18Ff6f1+4I4/YSveYEk/35Bkv/l4+/++cMf/u3b174Aki+A5Hs7Pd4vQLLUL/6L/c3bIEeSkod4XPfzGhXkYJlqqUWKOREalIve/PpJhUtpgfNCf/v0xh5BvIg+piEY0OMmSL2ySbM7jj76lTYAFCUCR++KRsFsm+XZI7sfPE29WwY2ss9t3KKmXTB1P2MgrpSQkyRjT1MUbxfFBNQRw4DTPPYikozzPGqMSqwGa5Thq8EzzzO0oBlHBZ0IhmxCEGBO39jQXLyo3K551LRLNAbMHpFhhlsUGVMIksbpsqpFFKK3IFw1m1MNU2R9mKAlZlW339wCqWJ+3GZEOZWLjAen1sGSxkHJ7KUCbDTdpve9hJjB+8VIFdv26IN9n9nfl+Mw7YN936MPKaoer8VB9RRHZm1JgJ45nRhXOEsVu4gjGmSYiy6EWKoX/kqQ37AGfVyKUQOmx+sBsHgvR36RIHUENo1pTXNm5FJDui2QFspFj7zB48gcOQc3KoY7ts6Q6Rn4LdfTomNzjaAWUuCQI84uOiFG06BP2pQ+aYDdTndfnUcUzPs6hEZnI6QLJNKelN41OZY5Hk23J2WSWlmINjP2JpQBQvT6up62chrTQCXBHOYfqkSYgFjkEwKlGFwsi2kUNgDk7zjGdLTNmSfjNrj8LYSV1SKwBHu82cuvn4QaGLeJ+Pw+Cbeefnts2bn8K6i7uN+lCKVrPLxm1TTYO/R6HG5FSjUAvVqMHqRiWGfKZWH6a9hyQbObO75vqKIaT8DHzfFsvggCCGUD3Aug7xh6G5NE6MoFCBklAQtuiyySOMioCXwK+YhzHwAjY1DkLqB+7LsFfanbJVy6B6FNAGiXqTOxW/muuaJNaISFc3vW7woj25yQVyNUz7korEseCdyWvCJizYvMEohPd1oRKCESc9RtPBtYqrSn21rivQGQ6vx8Q8bswtGKcusae7vvq6SI8OONDKi7MMxfUdtX3GUy5K+o7a8Ztf369U//9q/fPvYVtH0Fbd/b4fF+g7ZPwzGQjyV+pi1NWaD0iebFTtZaHgSx3/2E9upnYN7j1/gUfKuZeARp3d2jGv422pKkxgcWUqH4Hyh2pbJs92OUTX2QOCNuQXKHACHDSVLQXD3CnhzQDbZSvcOSN4m+gUtsXvaNX+fi8zRir2MkNpVCRqUIAzyt8GocbXMNRIx9IB8V3mHi+JsbxUfDMQtSHtqQ3IGHIi4m5ERw3m3pIqmG05LzY/ClF0B3c8W1rs1phD0wrRswo3OkKdxlRy4Nou6Mr0IkTuDuxyCp2mkecOc+mPWxJiehxEzrCqVFUkOfPI9kFIgX+OqVtjCuhGSAueIuxKoEjrGKUAcI9RL3AnxpvMF2KYO96IVEr45hdhJzyH1wxllTlK9jr6Ikg7awmI5BU/LoxKYaTQgvd8iuNz8unbhYE4OX/TYS5UQvBGQpTDiHXmQ58arUojdVKF4WidkstReJo6oIkbGzXbxyRmInyO7Yhx64iezOLyCo5orLX4YowQgmVgGsYeHLSBy9lUVR0jzrYaXMTzWmPB3QyeXtUQQshvnfeTb2FflJRCqOp2O/kGywy94W5+iSyHJYZWLC1JPfCy4a1KtM4QmuDY7AHHMkMdIQqmjZgI51vj1Aw8+9QLmt3ILRX5C9ehEAQ1vksQh5EZdLycmqsPIDoxfbiKKbIKmYJcdVUSkm1iRs5hZBdLJB0tF3JoxoEV2ekWPTsFg2NkOimBgW50LJHTPCvXAjbm8tAmHmOW4GFstGNoXxlK1tfnbXC66lmlXK/couQeE+Z/79JsVDoLaa1bwgO1DPUYP2yIJvIwp2A23u4oCRmmlfRUQN1KdSP767he46TvKLo1YIUMC8JeXjVcAbx7Re2HTzTD/kXzyfLwZHYG0AMQEu7r1aPnCU2bkFTht2SOI+xCDUSkjlVWEvCxcZGM3lAZgzJ3gCY7ectCFLIRzaZENlKZmFM5ZpKYehqTLphOhmhqLr0prf/XBJetxv8cIOETt9Jha5F65Ca6TVk6BXMPHSh29wmMlnEBE9MsjlxiOFmI+41s0xxgc+pZ8V+OyFKXkbpfVcz+4wAyqti3YyhvOUYPsxn9wxVsPn7Bm1oKwbx2KpM5abqqWAS8Ma8miMZwIkJNOljT1b2NWBjBr1G5L3fMSlXul0fTYbYSE74JOIHFL4PEdb/jBbCDVR7WCzcuepzmNstqhjw7WDtVycvG5cCWEsrG739HMvPdzMZ7aZL0IbUcKCcDEcRgAHJyCryGCxwDwsgVOUIe9qFmZelFp2FOXgBrxjowvMm7TlOK02Pa3y4FMZZ6Z/mAS38EOzpnsCXMhPgroruxPWB+x2obivq7qxPQsVHUqydobDuKD0HRAxZMO0blqLfLTN0RRYDTuvaT/MfVsRzaoQ2EOs3AgGBy5FbHf+PG0d3BDD6L0oIoN6WvDmqGUYJaATHVjS14TsjNnWCjsbiHBU9/lnxKKY1uQYXQQfW8gFs6oMtqgo769tZQ000CV3AsqffPUcf8c45xasYivVsmEaa2C+rIDEZFRIyirlnZxYZ41zkMvDo/I9mdLyyXzIURc3li60DACjE1Ht9cMd5DI6jMQc8Q3nWRgLDfRh7DDV123RGLYRYWjzUOjSXLC6kuwNDtYFq+uepOAf5oRQPgDBISGeoGFYo8xg/WiqnJfLo+jlAW1POTQNX56JaQt5BxY8+9HHoM9lHI+rcdSYG8wTk9FhKHifo0j2IrwvGN9jmc5hNqAyYLw1ajY5pIAibObgwIpn8iyseIaeNyjUQjM5DtczjPUV+Cq1a66PxaYJF5AQcUhBF+dkdVtzwBhk02WVqwT3IQ1FNm/eh3Nm8KRcjY+LxksINT4uqbsuFLFHsrpw+cLqBgUFm91xVyZPcAzPR2EXVgIO4Oax1Ya7sqkVEJKmFsLquD6GnMMrJUpVCrRNeDkHr5sqOI3TAWI9vbcMyXhHEjrBxB6OlzptTgjVbH2HGYR57HbfhaAErFmVj1lnotM2gckXJ2C+or60LWwIr7xyg3l40H3GD5Ltym5ckWEsUMbu4wCak9N7DjAdDRddyGobhyJgSgy7bIdFlZT3VYwHkIZwCQOK2LmiBXaqLMhjuDbuBIZ1fsqDzp6OJuDoA9kwIGBmisTgDTV0GG90bM35uAjZNnoWXpUg8aJOHKYiX/3I9vPptIULsHO3PC/9dcDLz7GMxlc49zQPq4gr/hrDB99NUIzjvbTVYR2bfktWKq0oDMyRbYvthMKg7CKd3CxhIWmuarFgeS+styBSD7DeWFrAG3zAWEaVoeKNmVE2lF/YCogPCfmSd6NcKo6/Y0YJWMdiKxwOheMj/nA85vU4TSiOPV4nBB/oxCaLYtMNZWsh4lg8c9LsYGpO+khchAd9Hh6gMaaFDP9Y6Vx8gciuX/j+najo5HULhR9khPmU3ZLcdylzGL9ZtgvvKAobfmNEpC7EpOCO6JWQLQxcu+n92m0Xr13zUdj+XI9zbCLNzXlDFGd26FyBBDenFAZnxVVg+nUkOgrnZALKFj2+ap7iQi84ldBWM/fi2Ga8Q8EUL5tjV/hUjotkadvXdOfBO2FXE2cCa3fAV+ATM1euE0M4dkFvefy2lNSGi7hYDOpdIfokIcIL72qvi3u3BTB4ZW7sZ7a9eBEhFJf7aBOOvbpy/FvompeE9fr6mA7RHsuXmXhhcpV2GJx8t13IYgRhohnfiOV21QVmZQqQl5WMY1hkz9v1z4GcpKg+7DyuqkW9Dce0QB7NoCOw2c7znsHUuduFySiw5oJxEtp5Yd6DcywIk+qXYWM1CMGE56gXCIGwAEYLVEv2NYmv1HIhcwMPK4dtK1C5iipAEipXk2kxvfADBtTHIi3GAgRwXszMoo5C3hSCtRdJmSElyL5zSYRPZArXIJnQ4xBasCcCZs5O1mHhSL+3rCihPY18ZO/4hatZ2c+jjh+nGRP4hpUOQ0pitoB7LpDxBD42cdP3pI5ZyRpmzysiD7hEUu8Xs6Rv4KwJlexxTkUOmaRNS6rTCtEDMjSO2fiL4LI319mwGvaLEPeu6mldr+PWRy1S4d6YDdk9DIWLDpHY1RBg1DB7Xim4tRdyH/JQsjbeOhMOwEDgcuYGi6c+7HleXA6yP40YOGGYAbm8cLtUp9YTri4eiCW/NcIychwZZ2ZEkPIoqTeXpaReqpMCaaXh15pcJyHyU9u3X6oXDk6pmuQtF6ZLcfN1WYN04TiiWGdjV0U/2BZ8N2AFRt4Z274IqQIGQnNRVW3ssAOzpEzMlTU9YOV6ehXCvmrZJkP+KoT9VQthf/8V/+cvX/uqhH1Vwr630+P9VsL6nM75zXt9ZzdCEt+6H9MCIgV/lT1uIN+VaE5kQ9MwjQfPnIqGJb8vuF6iAS+M2q+kKsmbE4MGNZFMM+edIPdQjjC3LFFNFbkTW1FSry0JnuYkL/d4tiqeBvKvq3rAKlY2qhK7QGCfDhVLArULR/BRtCfiW/uqE+FChtQXqW2BGOomcbGs0fP9QgA0L5V9fZYoDPheGFCKlSKuF0ooOVQaLiLXqItZFOMFrY7ctQYaDDOSzBgSyoMNqQ7+xI64PjyKReHvIF8fZT6bBAVQ+sOS6ghcMRURwkic7EOSdV6iCRLJwJ244KaC6hj1IWSBniMPzkExvwzNJZQxUx+SEUp49AHCeKyrFpzy6A9tR8NxlhdnZoI2mtTFXzARoSJJmKGKwGoAXZaEowsLH7DVIFIvUCbKaGOcmoK5VlImhF4Te4HAPMxPzXhRuxQ2rVWNF0GzWIfsnMnsSJBm7zWmt70YSW57dotuci5cLhN9kMgdRoyDxrtjyZGLMlG5xFCNK8R3ToBG0SYOHgvKaVk8lC/ngbu4XWiyp3DBRrwJKyQ4DpiREXueEc8pxtWF7jchkIOhQZcYDJYeIOsbXBkCUiyidpHiCnyHYBIPRYu1ScmJE5ZO/DqnuRKHaS6MqxnyOxvp90eTX8lhbV7oNVssVVAFWVN1YF3kO1DqAktcKLLtij23cjYjmq9aqq1cQorA6jiZTbJzPg5N+0poRsuFaEjQeLT3yvG5D33sce6zurdiboJcwwgZcBE2MvWqebzrNeyLUJE0Uex51nIrqpCINSzKy1ptiwuWQZUQVdlpd/kl8ifGTdK38VitYrMfR+5jrYyxCJIhgCQLlyj6wTp4e+huUmYSTYG9LZ1lgGnLETFXJYg9qBOxrk676gXdibYgJmJQ9tcYJOGFXAIXt/nhkt32Iqn+82FsMl0lesEJXGQYqphGmxCfe8BX5regqTQdt+AFNfIWRecIMtHUh2OpM1cCZOwX1oDBBo7bx1Dn9LMvDyivOWgYwY4kF3tymKMFHgxk2YwHi4oSBEaM69G8YRsavfBSmo+U3CqVreACiOfx6Z2H5vNYmlksozZHvCgqq6nquTnugXFubiNLbIZi49RRqBcUTsph2sD887s0OoUJpiFDPpBQ7qKMqsiENEgQW+16o89MApX0TYOS6Ra0sgvEb/fCRgJ8OXtAYKfaxMxU8CmM3bCwrZzywQK+zr0APxCTjxcnKn+4JVgZIOYVpr2Vn0kJlFp4qORhtxjuQaWxONH6xNG2YCpGAQL3YvMKP0VykzuRBIgL4mghx922lVEAQITUEEfFXNYoOWIMBROx5yAi2zjG51eQTfNay4R5QIKxKf9sLg7mAQHbP0dsEApZrc3EEqJAybHBeqXDnGyt3DD7xS++2KVTy3+AmkxcNi34rwf0ZsDjvGj1NcInGkv4UHXnz9CqcLTNQz7wNQQVZoHOHQkVxb5CXIatvJS8MJRhMBe6pnET974l/en+KLswAOITJUa9SeEpNB/m+LjsRfIB+E9O+gcJiMatihAKAqyc868rCqh6UXUQVBGmaRuKK5iU9ghM7dwJhFzndOQIwDImxyVhzasXNTzAUjEIpARBuSNQMOenL6P+0aAfOCILk5krRhF8Yb460GhJoMWtWPN8ysL/1BSf2Rc0sSQ/FiAbEwgpaojDL8SOYGOyRYOpFoumyki0QCoHe6KZIRPkoJPqBQR5pXInQ/4CgvyqQJA//vHr73/79Q/fvvcFBXlBQd7b+fFuoSAp7yWfJvRWoTx7UihHwG1REpySsDgiwMQuJMy9xHbVpgU5aCvkODWlpKmdXZMEafZNRM2KMt3ENAJKw5cOkmNG4DrNzUv1NkoQ8EMR4UXQBHK5HMRoOIoKEMO8hOLwtCP1YCsifbRFdTZClHAydHPEl0cp7NT/3By93w90TOxdYhJkVLqws9Mc7Ys42Tx8movgYPaNyzcbCp660LhFLuqKAy1FJNgXHCQIR1LSqe5CHHE0cWkz+LYyrQQUYjMbS9O4n2+H8ePW6evr02AWuEIN4vWS33CO61hH020I2Uk85TiUC/mdtm2km4S9Ar1nrAPC/AuKPPy4KJE6zf9VXRBAXDCXChAXsibH2r3rBYgIORsbLkR2Y5WMMp6VQgyfJQww6IJ/2rXx0X9x+bP9zdtrAzSX50gVsBDzSFWrm7qoFRKlNq8lMg2bwrHHpK5wY3ydusK1CnoP6TaOz0ShhG7gQz61kxcYI+6Ned17UQIAXCUUljiamH0Ywr4ihRmK8MwgbLRPY0QXhEPbLokvFONxUD54CQdEO2EmODPPvm1R0l5blviQZe4yIew+Of3uiFpFmvu+v7/AOVa3J8nS13hBjJHk3A4G+NphUX4RN0VhFOs44uQrfF5FN+7mftY5vUPdpthFFxd8yoDYcaDMH9ceE1ChjdnBgVNkZlHQgHEGcttWpYTmx8dQJElY4Zd2mg+UIQpcAYBl7sVom1xiUS6QImA522ZBE7w3Wo6e4QpgJZgTB9o39quoywZYajXpRNHseM3KRunisg9eEwvByQ41NIgnQGumcHoIF5oKsROX/rRbzB93wJlk4vYWQ4nyo0d/aUKWM8/3CojSuMhyK6JtAIQRzw3yVBLiB6aXvZ89rGq+AbDgHZuyqNDCcBS1T2hOcf27gf71Xvi84CFsasAXVLpybtSqtHF7Ul6EHOVGb3HxOXOJ35Uz5Ar7Bsgj5+vjBWlI2FSMxe/LDNjIWA3zt2p21ys7Q8Pw8hlaVPPCb36V9De/PiL9XjJg4INgRMux3/s998hcbWL9jqbbyoQLeQWjNjKgVqpAktU1r1W03xvbwEIFpSoYvwzu3oEuysIq3AS0mRMB8rsXJQELuYYkaJbkdqHSSyZ2YummRBAmpQvVpn2xO1KqwpuacmDScDQJLPM4mtghAtc/s8g1MPm0D4clxlUJmxesV4pBdStAHMYn5iZLoqFTFlj8LMCHhhvgJbEr2RQqFVhDK1ninf4B+0q5IiaBnAVTeDEuVRMYMDNZaHekpDGbNMjyJv4poyGb4XPuxOl+NJABx5ABqeTSW/SHr/Xdff76m6fK23ADeXJOa1ldZVC5YItr0KidrM9Ax3f7dTq+2wlE2wSkRdPT21tcbO9EUD4ZAPPkVg+CXkZRF3cC3A/z8G6Jl1R9jB8ICO/S6jixTBn4G+OUmsLHdIUa9tQT8xQjhHKWGDOiKqogtXF5W3vFPJiURlnWsICjsuSFpCTiSEewHb4XoelvlJULhrqk4LWspyfonHg+wLHBLA4lMLFIWVSVRQt+7OvbSDlFbXv0wLyt+2WmsKnvqs4feHuZqnRUu3dE8scLSTIgpMKlKRZecIuNAQOCfXWUi7Jr2G4LsTOdHJsgtt84YlDcgiEPaCnmIkvbJuhUZKGEFrYGsSqi5enqZtG+GAv766O+bpRu2UJDvsfinjWWVy+wVnVuVIRNik+TH0Pau+CuioEVNw3AIIucpsEtfbsonHjJOGOZXhUbgYFODR3I0JoUBeCKv/PTi6NRHAvAdRPOHZzZzGwK3CLHNQHmYV8dy3qO6UewXFh69ygu0OmC9mP0GXmG+mxmFb24yV8woxdMYDLkL5jRXwdm9Dg7X1CjF9To3Z0h7xdqFMunT1/sb96yziADdOYIHWpjkwAzswbUJKzxpulhTxghs1GTVlUPI626YF/3+CFfVA9j0z40fmVxyb2EjWBu54lW4Om3H6bRRv0meUEnpSRNGXoeFgpJlO7hTGsgfZNvRbyDfaxoJyFK2623maQcv/EZsJtl2kYkRqcdDo5wgC+n/fTGcNGzyVicFlrQ9Ri56Ve0ZG93Y/G8ppDonq4pm4N+jGOdPuI3fWT5lp0fQfpo+sh+0bH5W1Bs89a3PDNiz07hy8F4R8bBy8H4OQ7Gt1F9ORgvB+PdnSHv1sF4i0ljOH0eF3QHsV2bAdmJRHmdTExjGGNLIzwyVTf2TB0R8McrdsJQsNXkBx2g+ZBZx6JR1nh0bJ8aJ4zo3fidYKrbp27JxkqXceCC7zy66Jgmv2qc2jQN7KuWR0M7JPwDWfargnn7OpP7DuHchabfHs59AIK5ayQ8eu/G9EZumkBkWGAoeYWnpAu5afu+7tgaUL8Zh7l+6+mFPaMWNM+7GWhtL99QghBwllYGso2228yFsqmCmoN5TBvYVdhUndAXwA8VUPguWOSXmS59fPdX7MtM/wEz/XfHrwb3v/3y5c/Hf/0ff/j69ff/8DLWX8b6+zxJXsb62liPccDjR3/myltAazNdbENws7EQlek71SxM32lPYrKkw4sIYdUL4TQLSRXwLqpl0lak9BcYzo7Rf/Qi1QW3NKoVA/XCluUNmh9luMavM+5kyzoUR9uiDMFXgel5ECVz/a0bVcFjKKKUcaVURLo+xQ54urPoR3lL9ymyIMPqwLxaImPHXYB6Kg+EdyveWSD4aRwMYZ5JVHEdBLCyosxYg4hkg31ovjt2haftuxIuOSlLadg6zpqUTRDvMe+PRX7XhSACZODaoo1xGEZSD56jVjZuu8AlY9f4veuB8pDtyrCaN4H9t7JNSdY54SAGIfZcOd6QA3bnbqD5u29XBImFTJXkC0OQ7BUKc+ZidEkLG5Ni0lBNIo6d8ldCmVRIyLrHedODnBjxb6shTN6WwbvlQkoYVRqcwQN2bk6DVlUU0Hmp9IUcg/DNB/FugaYTKtEwdbCR/b1gJuBKY8M40LHDRZkJnB5Lra5vuhuqk2og6PIynPz4ba7gg6goFxu08Ifw266CHX7UxVpecLksVXyg1A90YUMdmiYBYo3zOsZUhCSjrV8u/EheWH4BxuSLchd11C0v6NfAGsiUfFDAYXbEZBUxHxupiBQgljEj6v0Qsrw9E5QiPglYNkWxnMCVIKq9aTC7j5LvFRssvo8r9Rq/HGOXQ1btYAhwc5FFNloq/Z7cFuZC0x3hgfBBSj0aSFgABoWJKpIrajkNzsTb6JvyXzdQB4+EsgJuWco3E9ibeVW6QnKhP2zef/1Yw9kqvZeY2kbk8jExmWLxV1SmwoSNr6WjYjRZSHk3rEwsUwprU1rUAdn3PbpQNqG0QeZfcO2AjPAKPfaE4NpH2915cSwOJs8EcIhXqG0bN7h5Ywek72pPHjZCmhdy2jeG0TOudD7NdYfFmwUZLiYp3i6KGUFuNQoEY5XPfcbjPAhcSZRHpshW3HEVJrYaF/E0d0S4hjlEoLQCWRUhilfuk+N6Ya1rjFE/a7t57pWUtdQFVxJq10XH3plgSB+LIPcQzl+pGjf8U2NG/WJdgauDrdNGxU+LG5V27LBZP7Kfv7uUxcJ7mecdcE1IlXKtQoECZQRBmSXl72qVbzQUAOEtalicEpPD2WTy5uSUovYYfTnzQB0uMvbBLWqrMKop6FhIhVlNUrGNY0T43IJUjTeBo+mtHE2Rli3Z9uQzIJkja/OYJFkWyQ2m6e5zxUVAA162aGM4qWBBuRLZJ2k33PFhtDGpW7uWfzLlxadPX2I+7bnb2thgXIuHKZcXNMqw4JnCGIwrHOSJ+UKVIQo7DIqQGAsJG3NuxnuowF/Eu9if81k5tVDSz3QkIGHhmxlG9FzNBr/OxAIefPe0QPDrIujmJNiEfI5kbl1YUUofG0yklrDcmXbDTrbxLYXwAvzRfJnoqpihB3Yj3vNo6kf17Z04dowluRGCGVck9duECSUNHoSGCnCDuXpkc7ZFOcur5kjaxUGF1D17Rt5pAV/tWOJbH/WixjfuogkHnT0+/JoQ1IUyUPca41ghcwamtjbY+D0+h02l02z3NRlHYieMSUrsp+qymCoiGAf88RlxpS5RkkR+YAWK+hYUSHlGg2YJvE3wjGBynl9nPo8l1I2cyv4deE55i+6RXUwIVdE4lrwSXExB2Edg0e98n/okdcLA8gubVhSmO++XnXBBFK8a8Q/Xpdp5tlPBtJTHFcP8nBcLYrKioq+cIAabwpxVB+MmtgmAKzyW+CURisoSzPMxScYHn7uQbDzWdeJe1E3oCJKjBeX9LjgZzB0fU6hrcXOrGRYyu4TH1c3sQof3JypqIV9Ih5XLO3jOwNWEMrgTiJyJrp2Z6n5Mbbq/wU7Di0rXxFSfyY8g/ePc3FaEUfumCs4uizMGQW3R6q1ZKVuR+mBehdF2O5gaIm5hNfJAmmopH5b2jf0CL0qe5bYVLU52cv81CmjeYCGNk/Axjq5KhPRYWWrRHAfdnM85MpcZgvNayG/m2o/XBbFyq1x+F4tiZlQdXo2jVYW08HRRuSrsdEi1X1RwJc56HDYIh68C5E3JjjBtkwuY04CtVIZX9nE7sLLS6Y0m2Mw8AA0VsQj8DNK5EfgpSsK7OZUCNWSolpyOHUrTdgsWyNoLH4So/DTZ/uKN4WLm4t2qmK0q4JEJKTwkyW89jqyEUUUFu8DsIJxAebhCfUL9Bzr2AaxcyPK5KAqFQQyJTSnE/AVfbPMI2QfN3bi+XdhOJ3PfRNm8SRjzkQ1tQ+pEVsRsG9U5H9DOW6t4yaBgURe2RPKmLIM5d/qScWmsOGhw3iXqBQQkRU/PrrU+jVkVErcg1Lm6Jl88Hy9U3mTIX/jeXxPf+8vvf/vL//7p29e+ML0vTO97Oz3eLaZ3q7WcOdNnnAL1vFGBoahzm+pwNh0HHWF+k4HcZLIFO1lFhDvWrAQbUDlaCCRWSYG1NrGrqpDJwUGXPNyuks+pLLKB+GxmfQfkic1LrB7mIAVXKzM9InDJSeK4LzhIQS3JsS7IRXCeBWo9HOM5+srsn7kK/X0pq9ipy6Lt1KIgbGZHLY/zbhOKQ0CghUobxaLzyMjxNRLrQoqBOgH1WgEQJmUgBepVUrOiAs6dAP6H12VVMpTT1usfUCXyiBSu0AvqHv3hQyPXT4e9/dShkfZBMv3oUFktUnCinkcFDjR7QfDyeLMicsaVi0UVbgHzXTAGH7vQs0+8DfjG6ITCnQGBkAUCkDmvUrhn87TovgtvcauVlPSVU17U4IWUFL4yuaR5JQjX2HxF2DwKzvTq3IL227kHaSShnj+0tqry06B4Ybrgi+O71SaIBteF7NP6/MZZLUy97oIzSK+yhgMWTbht9PYNV9mm6a9jmDnxc9p4Hf7gx/R3fI2mVS926A8fGZ/9Z/fp61NHxrGOCllneXuEsW+HRQUDMVSML7kalrQlqdFIdkPdD8vFVmEoRTMGJSh5Ze2EC01qP67cNyyRXYGWuPcvYt1yqxwLlfM4gGCFymOxtvwu6LUznxnHxDLmCMPcYWePLoSsXYDCue0BcSZgzZwjoQnSKC922Zff+Io6/V1Enf78j//68fO3P3xFnV5Rp3d3erzbqNPzleRAVRU+c7eVTmxVFTdk95iBx7ZZOQlG+rZUniB6ysMQn+QTxWGoos2EMlTGXkB1kdzYbAqcIzfdBjmCFCnCwmP30bb1aI9538N7zJzHwyDkOd+rfV1HoHgJAJ7mufvgRgAxXExPvF0QMzhPCANl9u0Hhtb3nSNedxlJaLgxhNO2WXzy43MHmnUbWeueT40rdUL7xo5EMdXAcXwia4KjYJ17gQJSsqpH0y2YNUtgBEGEwt6FaTPsViIm6r2iSONKpvH0wg470PLb01wbkBjjLk5TFG8XxRR4YdCwjx/wC8CdD1HZyoa6linhDYJKMr9+4sCOngdzmwvZnV7YEcZBStp93FWByGstdVMaZNzDaJtgUFjjBFFcJv+wbTbGEyQ6vonH2PClC52wIIkCDCrXypxm2+D2JdDkVRJKV8VkWVU/wmXfDkrH987ZzNAn2mkwDW2ZZywLuk/61QK5PJ7lgkSorTGxgmm7XQFV61CKRrZwCMoJa17YI8ZOeA1GrOv2mI8i3t2gfnqssO4qLiFeg7uyO5i22wNWRaOBspI8UUlC/XJ6Y++/7+M60JL1sdtuTSitYEZ5qNzbKPBmOSznL6ZjE6whcK5lniA5rBCpoEP+iHph2yyKlq2HJrxIQ1E8BYXIE7E//a0J2nL3T4RRe/v9T6CWuU66hVIl4jb9nkfkMHlxJ2of372f+opyfX+U67+m33770leE6xXhem8nx7uNcLn2H/ub9xAJAx15mHuO3CUWK3GD1ur7HwmJmUpmpXV5VP48TL+HpvTlG/UBeNQzAwVkcuxCz58AlzqPHQit3/bI6i0txKIRozc+AozGZLhONGjPvQTwobeNlz4BsP88kRtjFtxaY9/hIOIFlwaKwDMHU4vBcJlYS5qtpSqyQaBMi/PQY6laI7tVrpaKxr+3JV+J+t22C9fmADE2rzoDzJBDsIdvFWj0UjBqqKbGiWFEwD/S4Bneyeubxv704zTI0yACxjv4Nz/i6IBJGxW9UseKQWt99yNxKe2cUJxDCwHEZIzcgZZwoPhGDFrgC7IcpqSJaRFairlIeAOslDunA8wW9fLjBj3kBumFKXnf3rT7F0f4xaXx9ieQjPkWU3v6qHz7I4t+eWRC8lueqJFd8qYZ8ZYH5A0/gaPtk6/hKbg2mG4L3w47VeouN9d3PBKA5Q0/97NfKJt37UW84g8/EH/4+qd//uUVgnhyGl8hiP9wh8e7DUG8Qa5hM/msh624Yt6sm1SJxxA/EMTGNA2TunBVAIwnZjdpXK3zGh7zujB6pRJXmwLyw3ZJ1xY5Wzva7sbhgs3V74M/dpAnKKfs6Y3GzeRs3bYvqAtOLzR5y35OxIuJNl6meheFKRx0QUzREPugVn3Yo26hcOBdFlc5byJ5AUteOFSTSDKDupILG1AgMsdsmR8f3HtVFAZasIaBYykLAQMEzrneJi/4/4COYm6xlNIHxs7btg7aykrttY28tN0QYdaH0/seffBZEAERlBm8uzdhVQe9kNSlHcvTTxPhmEGhBKm7Mr2hYIQLwYpTtz0VIXc3bbf7O47P7njApPSYZsX7ixf2yNkutUcXW+OVhZU+vntD5uUF/ZAX9O+/+/T1j98+9+UHvfyg93Z8vPyg5aUIGlQyW0FnPdN/doaP4nufAH71LGpCcfvDVKL1+R2PLPqFik6Cxb/9CeDJtkmM/KJb3/EI7KVZwutiiL/jkVXHLhaLPvIy5F4n8cuQ+8mG3C//9v/9w8uOe9lx7/P0eLd2XP766ctZe+jWjvOJGbuh41ZmAAF9BOKHU4yX30Z457lHGlbl/EgIPZT47CONQWuyqRvQn0zMrQcnn31ER+wnoCJjrZ+/PDWFVeajyQ1MII4XjxyNVGFCg5s2gRMNBvBnH1nNOnBFafvRR1YruEnDrRb9C4rxun1etuvfznb9H7/84Z++fvn0z7/89hWKfJmw7/UQebcm7G9yDf6pUCQUhCsBabdOZXiXtjUPDah+HGxwnZvh8aWmilt1qKOw3La2Gfw30xDuj6jaXY4Xxdysnb2pNJpt6+SS+wjZ9WS3EemNt8M2K3OBTkp847jbh4bYTxERchn3wOlhqDj010dpe2rQIQi1zbHoyWgamqIEFcL0wpYIaSmGi6DsnIVJ3zbsaSujZPzxWWnBTGofGvQ2WcTntyoSSzFFIVSGhDorffemW+BN6miHjllJQrBjmgbrpGe+AMh9sVwHeEnnsr/2dR2yEgYbZv+hLEI42C6F5vL4OZbLOjbatHjd/PDjmEgLSSisaeZ68BeKM16rYiDLGIRpwQ9JFrMAF3Q69o2dp0BRLo1/ltYP+HuY2vZwy8O5D6PpFsKWRe0MssHMddwE5Qk9Zt/XD3snzBsX++iH77HwZa+fT2N7y991zBaVBYFTey4VH71jAmikgTpVdhfiMaV8vVYmyJIGTlAYoP32YbqtgDTaBH1kFIIew7sPouihFT9oJgx3hgvch7TQ+xqKxpZDVegv5F6J3ZTpQ+B5baJpLsp7fJsKAdWobDimbfRg1FwNlKdZxP1Yqg+217tdilORenFMvVLW587ePq7XNKwGc1cJEclou1uREDOjFRmqsMWPJsvIIopnvgj5V9MpW6Bdx/t6F/JgJet9SMMs8mNoHC3IK+7+gPLRJWO9WDrBqbB6CKLqC/nyRPYOgL9cxgZ9rRVvfuwUwYOcpoidezp8/Gjb+YAwy2kgA+WUesXOXm7vZMhfsbNfNXb2P/74722A2+e+omavqNl7Oz7eb9Ts+UKm5CWNeYyanxGj6CMRZtAM+XXYsZGAb4e14Kc2SyOplTohJ1LMjQqDqxlSkFgBVHNZGmK03brdSWls04ij9U6YttGJJISjYEIQDRPfE6R3vbBv7IEvKR0DqyPHbeCVEd8otFXY9e9Ntz7FiHLYeqluVHbGyCSTYd/XndMkBj1s1DRJPV+tO/hCM8CBPtL4Ft60UqFeNZcu93vPGp9W6i7zszFTBUh/WLkc+j6RjGvTdrtSzaljVipTko6m0YddRODB+xh5kbi60oAy7zOVPyXwOORBaNMXWPggQVIvDN6m7XalRvb6wHzDkVos1EwDcXqhCW9JgNzvFKldL7sUH3V5zz7SaqYm+6Et1f+fvXdbluS2kgW/Rq9lgVsAeJ/XsXNs+gtKZLEPRzqkTK3uac3XT3h0JdYK90hg7yqK06adrLfgjkwkLgvr4sv9+sYR8H5NmUx2KrepIeC+s6mF04jHltjIlIB4esSGSZ5NjGqmNPRbjerlGx35srAGb+wuvM2oWjLM71YWyYLoz3UM+CMKy+3RLFHD2apjrwoz+PFbeDX893191Tb+mIQQKVe03nVoy3vf3oZu0Mxu766P91vfwGYvs1e6S8w/1rI+8jVPM5ZZyHKjJzR2NEGNMpbYKdo56loa3R6eUygDhsSjSJuTsXN5qo32IRTF+TDAcgs/fFgYBnCWRc4gF2Xd8s8uhiHSKHKUzQixufkg/BcOh6kPliCbiSICECC+juRlwNoxq/Z49DSTrtJ5Kewqtnlchl3uj8r0Y6drwENIVKBa7n7kP6/p1vUrvZJgvB6YnRydGh/cc88ODNjpeKdGZTBQxnn0f3dOZR57jhutx6On+7RJ3/65bTiR6Z55X4u5A8yBvJZ/1vuUB3Fs+CwTYdUIk7osSjgOm8Pyivbs6U41vkjbqVrHRG0o8Cj8N7piQ6QziwVPk8DuZuOdtaOpzJy8gvrdttqrxLZR26IZ/uQCvIEYbGJMotVvxwJXYSY4F/g6O/boKWxgU+XeErQE4Z75EJaFWYsT+PWEAnPsgv/CYVWbFKWwcFwbbLvSRBwBZecChD2bbFYm/cBmZdKP06xy6dh/4xjFLo5nsuv8zTsvvnt/a3rk1bKmY/zwucdX6eLbSxf/48dffv3Tnz//27/98vOffv76m1/1i1f94qPZkFf9Yl2/KKJ9fXY1zWE6LYz40eJ+RUP4Z5anzJJ4CYcPxsnSMJTcnyYfqopO140RMviBQhJ+xKicNA5bE8Yo9+wpYKkPerMxCIgWsXSSe2YiYk2F4iFKyJm4suIxu3zjCA6Nb+7CW8XrUbuquvk1Sk93xUzy8BjzCGEfj1a4K6g4bZRDCVnBZ/6ZxcddNLzj4TNT5jnkukD6hBukMpJnwsem2wopNIo4cjKUe+JHT139IJRwoL/P7Oq7ZwOhmQRV31yeZeyoeazhv2xAroqp5aWbRfZryOvg1yY93Q0zdr8j3KaqUs5pwZMYmNMueK49d7g4NYxrg5GE51UiK9kepY1nQ0hdBFkDYlopKnVR98sxc9UP+FuJX42f7j4C85bn6yvQVZwn1uHZcoEBqX0pMGRJjaBCWwQPW0QR7kyrzCtRqSrRZdqsfcMx4W0c827OAR1XVDSzPwCIcaFLB4NQ2Srt+UYnMgsatOxSawEhZibbuqbbxLFicbzjaN8wEyaToAv2Ezn8h/JJTDwVbSGtCwsnSW7IXpJhSlm4KlFvKbwe+y6mKZa6Sgk1g2V768gpob3rTJQo6RjI2GTOYNbR4fBsFHWXg31+I0t9HBuFlT6Os8VKH9itgXNCqBbPCx+lfOL8ZTR2fPPCitwTCRVYTgmlKGy0MBXxYqapBbw4CtKHQaqLLggwUkr6Fy1HnFA7fh+nf0GrxPdLTpsg3XNeaXQgP8hwe5d7denfKDc9bgPuxbC0lhtEnFcqisMif/221rj75pUdkzF++Mj2lR37juzYn3759W8//78/v5C9b1zJV2bsn85+fNjM2JefSrw6NE/7CHMzR/3hHmwLoKl/ySMwCjsVh+/OLpmnnRwRixNQTvLsaQKhaK1wq0wg7h5ZWbtLw9Q5rusQTu9xAsbzn/xwazqVFhXFU6UDM+wSr0MUYGQ4Rn1TdbdPEW1y692zp8sXRouaARPckqabvRFuvnFUWYtWWRsH7FN2gMO3jVe4WD7Cq7lniy7V649ADLhxTtI9s/xRZgQOPO7MYUHdiWaBRdncRz8WrqxiXD9Gh45pHNnFLg45sBeBNm7c601rciW7p8GJC+0fo7hR10g36hqXbxxHWDFtpx2ZkYQ1RYW0VW95ulHkSAaBddG521Fj70Y5934rpGc7b5azywI6yZF5IgiRq6+czcczGrlW7Oy/7RW08pJOXWplqjGobyy/pFTDhH/zK6sJO37/p/e9gSwVJeZhZmd8gDev6Ld8/83c//jj/jayxVibzO1hkKf2SN4AgcgkNAfjYfq+F4B7nmVmzx4bEvmNfQoeTtXSSW98Ixl0f+B6+6fZ5Q3plOvklu1hmJ98B/90LEecjerYt8xP2Bn1vppfZLZnpJQ3bxzDqlcjOqthxcyStMGUiZ8WBO0lKwi2AX/2kHTBAR9rKZBo9DZxQdCePctZd2s1eLdElP/GUZbcFZidGJ7Pllkxtdv2kKJ5WnjQS+ysPMr0WX/aKILu5haMFHlSygF79rScuotw7mVd080GCTffONY/jQqC9QIFDiWm5dQujDcQTJ6Djd1LVhVuis4/zgmXwPAzWM0IZiDyz7Bnz1YU1uamATByIc49s3y9+8Yxmd2YJUZteicBWPYr3Gc/dm9f8Cz5MQ6cwj44ePzsSY8NQiZK8bcsKkz26NkK5m0EO2MF/aqmm+0R9PuGLcmMwA2pcJHhxTnxSi1NpvyVmv5HpqZ/+fJ//PXn/3hlpt+4kK/M9D+d+fiwmemt589/vPzwp/GvkR2OGL6kVVv3YfMY0VPa8PQND9WlicU+2zXzBKv7j3xynA7APtlCkiwNkhGKRuza1ywKn8DMcJume/bUtd+sy8x5lIld+xKFBjIeLiPj+04tXh7F4dqnOY6mKbAJHauV5gKtVYxhARTuwQcwRnG8y7iwY9IefvfTZHcWfpC0WxDlM53smINPTmSENxpBSpRXkhHc9A9nJK9pU0KbIHHGFwy4vBr7Jk42+gXn/cP5CM8fHYVjFMfYmX3CP7Od2QxR6/oAGSp4ljKmq3H5xscojvV/8DzYXCSOfJHR3bnycBzayIOwZ2/J3xaHznp8UXuc1/s463DrQ5BX5ocBIsw7BYi1Cr+fe2S/u1nz6agZKYAaENh5xcx/34MMoEiXIX5e5pOwR0ZpYmcyoS26/ufm+Rh3oSGEGARzC8RlpbwRgnXJfGyOgGJke8qKf2RPQpILsW7ag9FU5xyOPEjLJ3D9jHU8OULm+uZJ+/lRWRGqnMN6CL9wdujKARmtVoxyEPIFT3iKyirgoaDjUG0iw4yrjtF1uOuYYwO3UZxui3QDIAbANlAOB9U16VGGHDvvzXCTwwnMJqEF5WSi6I9PAhOK0BZHrmojNSOU4+2G9KRvXBW9yawy1TzSgDtd3UiMcVnTcyzbVDgI5Dim7YFxfupGRelIDntQTDKahgV+uhm9lLuyuNXiLDUsqFeM69Yn1Ri7eLHhozrM4NNocIEL7vObYIivvNArsHvlhX7rvNBfP//w+LtXVuiVFfpwxuPDZoXe3smbj5i8XuEEiE7zrNTf9tHG8OwNhRlFaYdKiJ+Yu6e63oYgn+46kbLQocS9EfeS9t8YKM1GsUnHK0bBXthu7ZW+tNnYLc4jEfF0EMU8rgEV05gN0yyUkVW6bkEZyRMxHt2f/ehIJt/2BrR0+I025RtKoDpavaK7JKveT+0slOMeeTLNSrHTGVFLz1ykyiX/0ibwg+UrxSKCxyvchMVgmWaNjc9e0X3TBF+ACeMkJMSQEh8hsJRKM18QPtrx6OnG4TXlN6aoVIA5CYG1sjU3r8z3KtoI43e+MJ8GKK8GNpnzN3bHEPzUZM5mDlR46V0zd2aL8+o7JcWclBIA0mccstciJ/DWSlfRqwBed95iB8UPAUMdM8iI3pM4j3P+exJZHfTLiR3I2wOn8WwUACtL9iILUcTh/BcxRsmgj99sppNJ7751JwOpwYdlbqZP9rl3WukTJMKZtjriD1ueKpforZUuMjGHp9Xn+9R93VibXThk8esKpX+RExQOvnebQkARdz5d7zCFyKhtdGmsDrTvV3/TfoDiGQ9y8UZ1SlVvHNYeTVTpja8Ua8Z+mwEFh2R65xvRlt5Gmmc/viTTSnvjK2jVXZ0fBl9Hazv+lrsgAPD9vrvg7pX5RgjdMsjP3lC2gSwacZGrIdj4rMHlbWO05RO+AyMhfVqnjUIFgy8sPIjtBjWYq5W+HOsCp5zBzjDHLkamYUFptzNw8fCPuRcIWV0pC6JSFGkI9ux+i22jaP/WDdKHxX3zK+AtoH1cIi0Qf0sSBL68oqDkxsWl6PT0bElVY899uLtumqJqDzs5RyFcvnEAjLvm7/ELZWM5ggQHqK0323tmOKA00GnCv+GV99kaFNV4K/E1d8O/wqQjKJxJXdQ9MydSBAlPj46bGUtajMF/3yjoqW5GODy1RCVJrJdABL5lvTaH336rb9XNaR8lZRvOY9ju0dy1SiLSe15y0wPnv+8xdVtkvzegmBtpDPuu6Yk3uFbTHbgVSVYsw5hjFjeyGZDbJZPRioju3QcxUWttpS9g9IePzPCEZmwtYwjOrRlGKyt6PVdlqjaS42dD6FLt60WhW8faBjacR0gsya53BzAwBHHhfurBTYqfx6/n7ZebGto7NyIxDzwY7haYt1Kkhg9eQdYyAf0WqyVjpXj/gCqIb5x9BbOCBeMxpC4xMHQ5lOtchYcvGzvJs3cmnl8V2PN/fYwiyqsC++0V2P/5+e9/+fznrz/2VYF9VWA/mvH4sBXYbYs/tYuH+Oyc4lqn4sDJJjHnm4UXwwHp4f9wlgEq8wzMtw83MJdoW5dHy/i9a1cD17wARd3mMNEatb24apMzwHJMa4omxELOXQibcOe5Z0+rIhRO4JU4LxsH8cUgMSLcHiVLMOk+3I2bvEE4ynO0M3gOuWS8aziRinqkAPMFiqmxfAywNWGiJzkll9l4jCBxBPIbHJv+w49f3nRsemeKAgD+4zy8cKSWlsdJljR0eRzWQ3GfftFDERBkD1NiDDR/COIiT4sN2UFyH2dkW/Vp7N20ZhwjDTeLoExIO6ZloeJFglBgrzEuphsQhtGJ4FAfnM9AiwFPNxIVHAY31QJCQ/x8DNlAGhcJHFpyhOcci59/x1KyCHUijQJUDXNygNpE3wx5EK1pbnKC3ae7UbirdqBvmRyAKzWuH+axV7dHJebZwA2X4JrJi4ol5hs2ZS/gNxp1NikJu2e/nSEJcbsyHz3ti1Ov5SR+mRcgQ2LeMSDDheqhWGeRj8657eJYde6Lw7M6r3bUTfdUN1yUUdHe5CmqqY/6USjH9Ip/CzpXQn5WmnY87EHhTDeD2IIYGtcE8XQQVqixhodNCsKokG9UrYcp3fmKPgyyNH/Ysye1wGxuy+MVlp/VrhVV2z4WUUnzY7VEfJBPdwNXrnewo/zWtEsvVP6HDuteOaHvyAn9r19/+fpnr5TQKyX04WzHh00JvR2Uf3a7xqs5O27TqXh3iMxoGfoMi9GM1cncjvBt6wI2q0fm47Ew/hmvzHZZGVQlR2F+vTLg8p1JLCMMyuTPt/KpTQJsdMcT2gkBVp/kQyCgQ+mQUgjY+ub5q0bh+Zg+92i+r6HdMSC7b5i9xmm6t69yM2ztWGX3bD5OEASOoPEt13clmrPfZTZP/rZ3jFJO5auE+rryXu7yb+0u//T5P/7tDy+X+eUyf0z78WFd5h8q/vnPfNrHuhWTpnt4RmWR3M7BKNEGe5IJDF6KJMMfH3WF49OpQIG8J3canb1fs6z84a62q+MOd3QuIBugYsswObDRs0Jk25iXLYegGm5duW7QbrhNtikqstTEAR6gbT7urQkyE4XjJLC2LOh4QAOFKijtQo8DTO8MhQ7VvP3quoeQmO1ryvBdrAL0dVJzpLKzrtgdA4xjb3qMfo9CZJdLEFZeKNWNQSTbzrMwB3zHVLQ/ooFp3aoHHfUWRdnknEChdkrCngPIJI8aOpx1wfVlOqc2il3n7vg7VviFOATXGADmZBLAsJdPk1MaamEwN3q25+YFJ5JLjygccZXosADjs51lCnRKczCK/VE5a9OsABQqWLSijsbsZ8UUQAGiWkVWEsZ4BFxSN2skMXAJCyqjaDSnsMoh3phmVeKFfk6jis75hUxXtFcZRO2kHSCD2KJ0okKcR8RRmlNwGbXvm6ptTwIlx2zTNvrua7O2zz99uXzm00wTak2UNoK28Uw9pEduXcSntFmyJHXR9U4sxKytKwT73wszK3z/RP10uBc/vmWiQOxWyL+AQtfs7OVP7JDUKcwDwJHrxIIwNc5ewRAocXW4d1SxnbbkB278Qo20z76zJm4mxJV6baDiqXD8cY9vWWl9NBb1gYLTLNnCLfOBWSVPRseZtTzuXuk16ZSG4ld0Z/c8J38IjqrW5u8dv2zbtLU1TdFbsLflOpuo7KfZApTGOih1EohBNuWmc7i/XaxiZ1YZqASH2a4KXXhD0Y+7oJPg+7BUkpTnlujEUwcCiDSxRKzC4XxU28mzE4b+TfpK0PRMN1XmbkxYrDarGOxRXBo0nUyQAiyotDHDBABTdQoXwWwwXCSa9+zwRE4YOcinO53BYM0uA8pVV5Lk/hsdm480Cu/tRpO8mf0bPT7FMLxJnj0bRXNNRQPAs0ujkX9mvXZFWSFrNWM+3t0WALnLNzqaTunc9ssdbPYru3t+ldLTfTHbWMenbnTD4BRONbGNd3Uc7Lm1B7KNb5jDy5/JYoHBlrwlIOjym003+Eop9sSZ61NYUeRCU+Jold9ow0MdX9KnomIn+peO8mEeqE9u9sPaxpw4MFkzpacT/UXmeytzk5Wa1ukiEblwnXMXpypl7jmf/bK6Cb9FY0Ew1ddrVFytbSoVGJ3c4+NYFkqmcETKDnLaWF7zN6hZ9y+5fvaf+RRGeZxAysQGo1t7cgIbu4Uhzcm2sFFpOTuDA/maK3yZrqDux1rF6116+AizHF4KG3N6BIiWTb3owlsZLdV95u9g31LglcpcYw+5XtYX7FP9u+iJkL++UgaXym+3sd4MhnC9sjYg1krgFYzSnhJHA/gToxlYiNEkJZ58SWbDgPTmDDQAAHu4LjqawqeuoMI6QpwHW3lj/EMI+9Sunph2DemnMolJswBHRDFLvGJn0YWL3qf4akF+1b9e9fN/WP3851/+9uWvX/7ta4X8VT9/1c8/nP34sPVz9bJ+E3gqghkqWZuYzLNiWGzCvQweMyqluEe+8ZJTHSk327euBa1Pk0/++0YFOas4a9lVQGvP0groWV0TP3pWXDtCCe5Uynm345z02WMM/vscsdbIP7vhz4VALl84alNR4AMxdyOfe/yAaLpej/FDLfw6Bjya62dF05B1xdFiFMeD2G2Trmr36W4Quw5iW+AoAFLmHeGR1MZa2ERKDGzIOy0HwBUj2PQFvmlSIzG3r1SWNIuaZBchEI40eUiRc10+OdSBVUeLsXm5dvY238s4cLyNqsFCrDxq0kwGnwk6CtTvma9sdL4/G0TbBzfZaHPugyxgjCFFkaNDPB2vQ4Ab16mhG5jgecU8ggqQC/3gamc6BnAfM0wCcHUeBXBJPIrDcMxHAVsgmtnRdP9MkKyM7mcDa/RPNAiwSIog2dK0eDV6z/7HgmR7VpJypO3Zzm/KfAYy7Dl4IKDYzzCjqgqBgKgwi9hZnuNRhCowI6S085QiQ4UVAMCZo4TqsKSeISPz7B2HjBEjsSelmeybpOLBObdg3CxtEJYZ/1kfaAZbw6Zql3tTFtV8w+UKKciF8mg1TcnRGVuVinxPwuV6Mo3wTblr4zkkuOaANVSRWeURpivTyU6pKgAK5WQWMetFucg1CSJ6btnYRgYDQB6/0QpFRQtFtfN9ja0rt1TcKaet1SqVtjtzcyIrH+0Yux8QuE50OABsapHNnwvsnXThXLnLNzc2bI4QKSitIQwMn5Ceprn6Y9MQEgQr2OZFtsPesVAj+Bikzzu7PfN4N1rn/LDN1tBiArJxJWObNiXWD1krfVuxCGp4ShsPoZi9GV3qmWrpd2y+D/tgBCxN6JHhmDW+r3MUDqBzXpmhuQ7u6iclIYF5pLoTzEMtcx8vedMcyc+4xEYDULcZtYjjwegUPNwEUa9sqIzxw2czXtnQ78iG/vnzf/769be+MqGvTOhHsx0fNhOaQ/6p/OA/8zmQITPgLx+x99xDR4mcY+9ShG/ePbLmjipszeBIUyamEZc+GYP/vhF5m9CF+edFXCtE6NwUVBxTYuJHzwKV3XniD0/HEZqP7KYnOQ/6fWP42YrMjnp97mNevnDMqKF4bCLcQjtyTG4duKxQerojfk9+iFq4Xo9+oPn2wBbdOPsdLY6wLhoNqJFJjZLrVK14ND3MoGlhE+w41rPPKwfuJWudyqr2VDbREW9VOBvRObRzIsCePQ3BkwRw6DlkHRL/bIzCf6Mj6hqQIZddm0dwl28ccXQ3RK2nbeOtnTfL541f0ERG0z17Gkcmy6+OOHL/RBvJPbJSjvs+1xQj2Yg6KGCfjcF9n+NNk4zIYQClcxPnPtIgktFgjpROeczr07RvUrnK46Qwu6U9snxIUaO/ZUkyngi5eYLKfd8A7+46D0XbCk+ZILa4zUjzjD9uWzTooW4TJd+aNfPsnnn6PVHsu8l/Y0v3V3D8cnBfwfE/MDj++08///XrX77i41d8/OHMx4eNj3/64Yc9XubqaScsHHZqP1yq6Z5s9UzQm6t2UscoUAGIDXMvfPKoEEfuu8DeNEF7nJ4YuSnpCDi06ytIYzvKHUybgcrMNvUaz44VHkU03IhhNwxVMypBRdxniLyxx4ZAYj4Th/eceQxb1FxB7RalDO+/qkDZ8ZukFhRWOpm7Vd+tlLcJJMw/8zUxGUTarUHNOdDzws7lG6PNnxCcVzfProFPZNV7lvAS+JAFDzTOAs/FsZ+lPhhU0RjbtfFcOOoJw8fVFRwqbBJUoYuUA7viYAVjQTYuM0MzINMZdSQ1T3cFj6BvAqSBIgdXKM+kCJfb/akdQwgP+/U0rtsF14QtId2hQbUTvICyQx7IGHbSiNBC6XbD8GNKhJd6I9uqbbcOEAedkFSaGeCnVc+kgR26VlmyBToYfETBqx5pFP2GICn0hXjCKXbBtVfITvNUBPuJ7myMgY022ahTEbnz824QjH7Y6i1Re5UsVBSzDa4kBrCirWmOwQDvEyVekLotvByHic68M0szUKtbyiwWMzIXgWgPBRVXPWIapuM5VSsZCBJF4BWIwZ3BVfbs6RnN5gmOuzwKPAjSImy2L9/oAMWZM0BAWcwGAdgkCwPtNqVelkfkTVoUscrDxAiWVz2rSa8q+GpGav/rwmx92oWLVxjNsu8LA+lfMm/Oetv8DsjkwyRIubMoCJJ5nIa0Z09RftZMPQROk+wA98jYlXZNQ+aiztye5hvAf50zTKLqkruhVNx1xXg9LFbhq2IT3+Gl3vAKcidT/sqR/UNzZP/+1z99/a2vBNkrQfbRbMfHTZC9nbDgcEMjF7nTlKXk7pXIXChaho0SnJ0h3R+uzseuoBOU/iqlDBDDifJWZ9YERYUHRYV7kG/SZ8MF8t/ouk5E6j5mIsbQaEBhxUiBdHZIj7lgbAPA2xwsFweBSM+WcEphpAuarDfsfg+ALzUsXpEIZDMONAtBVJ7PPzM4fFD5tXbTMbKMjS/f6FKamf1gkKyyPin6WzhtkxyIOsmzZ5sA/CnijWt61z+zLiz3jSN5ZHgCr3k5JVLahRsY7SLzntDLIB22nPNNAMpz49YJZhDC1W6F/STPnk0fctB8kr2JSTdbO9x842MUyGZwRJ3TowzwlkOE9ARNJnbQ/GdU3QXRCaj6lBVTTKOXkDOpGT0NtBfds2dLmrvpiLjorvIo3DNrLNWsMkY2DPaYzG3OlbSJsDS2b55a0ssgHZRDeqT3GygHVpw6VbCEFNHao6d1mijmJMdNltA/e4zBf9/IkFU5DrhS5jbt8oXjYAWrWKSbTTquo8ratYnj+pud/MKzyBg/vL/9itW/I1b/9Yc/fXnx3rxxGV/B+j+d8XgF6+tgvVSrUj5udBbzYA7KyoQd8KvmtYpWFcNei4A+wFzANcxTMuIxRIcNkPp+jCRAeNfZnyRCGtVpG8QuPawnDkCgJ1kyBsc2JO5l5vysXKJC5WgmVYkQZ7/aUnR3l6kfi5qbum/39UFGyoNmtlE0czi8owXfSAz2OU1LOiZo50GkKC0XgAQxtfKZouFVP55xy8UJhH9zSAVRAqKmDUuWnIwSFG2bU/yDNq9/ZoH1piQIxeIJr79y7V8hg+0/+xGChAW25zJI13i98yY4ZiXSwE9icXbio20qT5Oz0FPBVuR+JFAEC6wmSyyIhhppHQ+al3DPnob3TlV+WKAqXTSIlprUS7vwaUB4JXNECm2ZeZ8cQhW2g9smSQb/zBpYdrvgBmjNZICsahunLN6XzzaLN2eMvwzyMXDcuDx9ydBKf/fJAE4u+XOR5NkrJHx5dc+8uldI+B0h4THqX//y+V9fPQ5vXMlXVPhPZz8+bFQYvmz7lb3ueQk3mbf/8G2WpdDogMrDY98Fzx7gg99QBHFPat6yFFByqCsKudKlUTnkYKR8j1EccUOgSDMfsUklDyunLCynUCecsyVtScg9u7KmNQdcH7HGXfGjmcM20ufbHJoH4S7y11qQRulejEdruJnJopMRtKmEYeD9KXOwC2lbONx+ZqbE4ojSEXvbQBpKRfr4iQvMMlShKHA7PqjRCByNlfH4bdpTkB2W2sGdw5xzdx8JjUH7OwQGjfbXNGB92qNJS4GidM9K6TT0qVWkJJGO4a1Qb0l/Mw+hqNTTSbMxz7yEqPmfw90PshmaEGMEYIBFSHWTmtb57oIXM1gDgatyV4qHz2mmQZisoCuQb8JhgETXfCbA9saolePQD8VR11whYq4lGGXgOFLRwNUuepzL8YJ9mIvExXqdrLhXjHLusZuKsNCB1pXmARx0c0IJnM3rCE6OWiEP2IXHsDVpRYPyCEfjEIeZM32mZEpRNogbGuHjlEfeEMfZ4ITgSZLH0fi2TYdwbFoFsEQRm4VejlDn9sLNBHjEVwWelfla9CjtcMhvPPhCfYKLzRRwBI3uzLjdWMqQVpK3UaXxcPsy7yqoXjbKjZzUjsyigCSpdHd0EndV9pxkxyC6kTGhcuvc/IRmG05ZgjeFeQ7xrE0SNKdOKhE04pU5Eiqb/tTYSMV4cg0J5chPR4ZuE7sCSAvvZSi0Lpha9yI3LvJ/UY51F+ZhkLuwwHk+/o7hcLmseug87beX9BMGpL2pD1g3ZUBCnwv3Z4B5fkFSXuRUwYfgnXRxtsdZUKKYUweAzOyNV/47Fo/QMpuu8TyEsuciBFgI3iJwwXhWjrVh3ziUmzRsM/MztukSL3nEYo2sLio3zFcGE8LdhbDEmUaBKgrjWwATm7dZZmuzNsBZHxGItdR15emKrlvnMQjXL2te+rYoFEXktplQ2Bc87B4T6CiEWne2G2GX7sJTdnbe2Oe9MOdeJY7ajutScJzZIdkcUokZ5ECqtIgdD49BGi2B4+QI9vBmBYiIX0CDgACw4BDjA+v4NG5Sdx3x5MPDMhr7IMYLyDEWiM2bFJvAnT3nKziFyZgsrZQbDnRtRMauyDyKI5ZnHBxAy2GxK6rG8ug5pzsNz9iCQuyaowZUtiP7Z5W1u7V27SZ/jCII9Rlq11LF3KtwV5cmZhwAzYW4QersLkPSj6mrgZAV10hRiXgmhdRttRxAh5KlaM3Apo8h7EoA16sWgNquShOVdfruDsfGdiKYCLyVoYL03sJjl+jpeBYjj2JUSJ/mmG7o+Ph4NucXB7drhBG/KX8FQKiLRugivPzItYk6wOF1S+vtcU8wnwgYzIRxbLAhPE34ZZE0AlieQb7ADnBqIboMmU1FEmfvDWwFh6vEGZbTpWJnL2ddECQzeBQxSzSLSufiGoWzx3OxK/MnwudOF5jjf7d41sU4I6pfgGxwGkUyAqo47Fod4R6fjcP3lhxLuOGvMKHeZ4PomzSmo6tCBlGzgJdB0ZkoAjhVNjiyh1bTvBcCHAe8HDWINE+su1LdbEU1PIK2FGBbx4Wry/uyF5XO2LJSEx77l09oCmIv4yA/fBYIRW0GSMXYOC27kEx5aJyrKiwB0IHiNAvS/osmHRAyMn7moadgxKFBKTQOFyfx1XUYGPZy4Un3qWeHjn0mB069aVzabN+MUZRdtIH2bMm5sZW2BRpq37RLCPJrtCfR0yTJ4Kp+xHGAOidZls7MmeblgwGyHL44XFXcBpF0OWrRJiE0Uc2JdlyizEaRlLbz2Dni1zWh4oUFle6QrS6yXpgKUZWBqhEfDqlOpCweFbp9At1dCAnmcSiEh7MMobIvcYmzR84ui5edj98cyMu+CchfoBoZ44cvir9ANd8Oqvm/vnz+8ctff/n8769eizcu5QtV809nQD4squYdvRahiSRiGZiZZ16KS3CbYli3xUz6zDzXTQTfItqx2W1M26I5+vKNDo0fKf90xkk0iKAN7kgtBErPumdPI/2q9IxN+TLdMxvEdpPz2KV0gJmYq2tcvtHFZowhuCy2e1f4S/0apae7YtLT4Oq7Y1vVkUl5uqDGTuhTq0xi55/5OICxECjXcNYkGkHZLLUqCV6Xz9ESttvcmZuMoXYgoWGbU8EiESVSwpvT3kz6zBT5GhfgMaqdl3M5D5cvHIO4EWy9mweIvfKmqppJu9kTM+6BY8xExrGX1flsijlDowcnZxEIc7YBLBGcgELZSHgc0Aw2BzPsRiJniIpdir+I2HgqW1KFRUj+3uRdFogK1OvpeCEzLlKTexYIIDLCPIoTWcLkNGB6WPS8VKs2j7uj6vFynXhTXhKA54TneFsiMpNyQZQguZdToTZeRxFvYFexZYlyEbcvVH17FqBNjIpM8Bt/ROlR8h4AMAhrp56QmdlOhd32JDI81LmTncru45WVHBS+RxqfjgsrRp7+KMytJzRSakdROgHDcfLnbszJ5yvXZlaa6RYkPx6KEQiPH5A+kRNz4kgXrN9NITIen+nyNoUrBXm3trBxKHdR7jnZwedpwFbENJzfyJRF1UBZth5R6D1OEk7aiFsn910GYYKvNgik7dhU31RWk+/CHPVd1Q9aM8G3XaBWqVWBneEZF7FAgL+zqT5ux8oOXQ+LnYk0MJc1AT1njudTu4mWo4/cmrNOSVFnAIpOpyIHhw5/DCJEAemiFbUTCsNbLOdUBnFtV5zbSB+yPjLw6HI+oOfLg4hF+6ND1VAjjN7Xe+yb/+zH0UuP4zjJ7gthzmb4Wb+EmW/bvGlNFmxYbOIgdjA9U/h0vm0xMjlSXUpOqC8y3ByYD8H1coytR2q7cX6cdPO4qhrfcvhwbsE4Ozy5IhvTojyeoIrOBm4ozV/MrHRLB+FMxwKJXl1OBAGkXeQ++rHvdiIu01E3LREdVp8bhGFcORA4+ezZZUNmItK4D69hoet2OHWBRhGderyn79p4K8eiK4hnTKmcywOB8hQovwlIHWKULFcSkjbRoJe48yh6FFgyLMEcIh6O+5p1CNBVwrWqcKM5CDCEEN+jfZ1deVBTzwH7m8I4AUPJDDmBaeZSMqCvbBX3Jsz3iM3a3H86ZquzKw/XmxckSKUI/rL40EDycgLmePZm7xX4k2tO84T5Lprfd1Xg3CPrBYZjHAz5R8gYaVOdmqZccmsLSgqkZbjoh7QMw6TB08HtF2eJmkG5h10ZBAWPawYtBPP2i6bqFs5fcjDpOzICldiAhiRDNZJp1zx1Aq3JyYriRWjs0XTHnih4/hUyvmlgVtoU63757K+v2JQ+HfiDl/4ye6JFUboU8wEN52EjEBMBhr6MrZv1FI6AYJMStj8oA6W5S1r2hM3yZhZ+lcmBrNmQyra8k5nXFyDTM/eVUYFjI7RFzSd4oPbwlW+kT7dNNAfAO3K9nCgGDpUZXNK8xSaAyYRbIeuIMsdCbZKJAVCKNZnRqif+feYxi1BClpMGEDH3WwFeJYMISVDvZ9MN3+oAXs5vdaCDJR2U7dmIFLrlMIeb3CXoO6HR7JmFvCClwQKLi5q1HxEuI1Og4PYXesvj+DIW5xShmCRS8Nmk+oHJWeT09iRuLUTJaQ2TqRhfuwfZPzTF6muQsSDT2TWHUTfunjj7qTmNsu2SxjoONEfMjQ32XZjYOdqyoMDRk2bbpGZA2AgA6ig9rTEu/CF8OPeKHaadtzLGuvM8pF3atE6ldV6MQnhLVo5xH/1wOvPi1sgxSJABcXHGgKHjjNNgcF2khpWyVDzQGT6nhYpZkj9nYz3f+1sS7x7xyV0CikGBnZ0Pld3ZOfkZrrcdvYFOwOtsI3EzSSXoGzgoiwxIVkGjbqHQcMuczpArO0j/R1FNpT5ilaewtC7cAUDZKV2WqK+Bl4A5u3IKN71rfZGkhO4S9zxElwyw8uAmDVIZ4GsWWg+aNMZUzOM/iJezBlwocnN7T2Z4iJ236cnRLQg9ZlF4YeNkjB8e2vLCxn0PNu7HHx/Itxcu7oWL+3DG48Pi4rbzP/+ZzzmIN8urPXyIfaXCeYTwmZzYI1znpsyaRIHRffYFOS8JNGR44mwMNZrj/vWDjsCS1Q9rVn4jpLjYP9nyTUp2AP+fDGEv4iLBdeNYuisirnVtC61VXCS0wE/9VbBxMMFRsEE9osoolTdgBROlweIWteDU26JoggxP4PRK1JUIIJi5DgL5D45ntqzF09AW1T+o7wq+JGzSanWqUAuHSr7Rpq0Gkhre9k5YGyKX3iNb1LbqJMU7Qsfg+C4MF9MFetac4PgjoZBl1KZDdZ+LQY47XgaN9ZwT9xybUqqcQaucHs/1GHPgYnndBLm493kVAVQcLHwKyg4hzHHPHgPwYchj0pJ0hKP2tSCq8d83wqwk/GpoaeOSEOAzUm/eXU4sybNJrVeyeUW7bx3JuasUum90VdPEiZi8CNuxhSpNBbL6PIZUGMEBi8AZXiSfRH0rbNOs9LmJrrAFBPqTF47oPV6dU5zu+X0D5E3lshG0nbiLEcAkhhiA8o3t/ZYE5xBjWKmdtSJl2VN5mbEqcVNlICDcJJldrUSS5Nmz7Z+TgE3B3cPlev/M8xHsPBehqtXPw8A9G4X/xscoyibJGuT4dq6I1CAihEiQMluHk/p+NopkvFyWVQxSrkeWlsFcQa8esD2KM3T8qHne6iTE4uRZSFLTvHh7LnHFUwE3jVvgb9zC35Pu6Lg78vV6RY64Lrp+dwFV4fpi5Qv/zPfDV/KQYAzFL1jxkV6+0FVrGSCFu4JrLp12R+3CxFlX6UTkVQMfE1TipdLc5Jj473v4+aND1mZgEDU9Rdg10aKA1ep8SfhFdhBa0Sr3a5Oe7oaFFkW6hj2gFJgv5GELuPsEjgB7Pog6pQKLfh0hFLXWb7sBuHimVk/1LjN0E0SgriqtAPj12OtvjldwAIHzQksBJQtxgDbjO7EVdfM8RlFuOqOiRUnp2YLMSvCVve+zi366LR3o2twnCVwARmHAZW0CA0Gvwo1g5xwyeASxwwyMklwTs32WJpnd6Jhthr2BJ0x3VFpEIX2Xw9miVMWq0nCC+oERgwhfhGFJV2LW/VKcDOxjL+8rPrcQVV3ohlQVrr1qXu5auUF/2vVXwD6v0WpcuHGQ+hGOh9sCFqMHT3ZSwXX3xY5yH247alOW3XLTWtYcpCDaEot1CHXhK6PhgBmHwau0kb1HPMb+IVqvWM71hFyIl7ovwA5nFMBOUVYebiCasnip2nIQmQoHrUhtTsnZqyAGcowcHLlHvr0tsJE8BsoCyRBSLnN4u/s+d/cyux/AYqJDlKOwgiK+YQwOwHnTDYF0XqbrAnanUHH3cvbHVXOTMvRHNsmz/x/yqMHkh6xpLy3ErYBZ4/aHgDPBVosPCfxHPqognBVRJHDbzYfQtsF4MrJfrklmZL+aYCLg2IrN2qXgDTu2EJPfslBBA1zBN/Hd7kh7Fkoa5EU4tHbPJuaC+2GT9Z2Mc2KUS24QVYTGAE/imBZTMedKQtul8OKAzZSza0kjFqyH8JLmG+1mNKjM46bUpCPm5OsWJuGiC3LcLJUXpCj4G6djX8xFkEQfjEbj7ChkyHkuDg9t4xVpVQBXkHdYMNzdNFA2I0a2I5oU79qaSDE3ld66sRPfbbi+/HhEIZfPfBpYH74ly41sedGthFtH6JV7V71298y6x7Jw+ALGJESM6COZ2w3/jSPrYRTSdmST4MmhDVH4fi3KPuieTRKgjeN74bGSAoz/Luc7C3V7G5b+aX5Bsq9Nqfz9Ko/p25RKa1PewZvtMGutbYV5qfEB+9xzrppQRB+MUBC7Z34/aTdiFuJCBG19Xtb032jXMQ0BsgzSBdhtdt1mYq0O9+yp59xVoSKoZol/5rcUW14QFHBbwClPs2jUcN8YbWRcWLis9dhVVg/0u0rcAt0U/4B04gsr9l++8YeAe7ywYt+BFfuXf/n6S19AsRdQ7KNZjg8LFHtHAQ5KZoVmrS5kCfEScyslR7r1n843Y+kxFIPUr0vKMnF49wtabAAIuPfVMamMTH+4ISnvhkdwr3IGDL2/bQK08R/9WMyFTFio0bpBXQZQg/BuRBiPnFmXqQOlgahTWdr5afJwEJxYib1rid3JDF0I8KQPIAjc4GYXTasDxXp+37oNT89YaOqz9JagIte5PL4F7X5G9vz6K1Btn6d2gLiRNsQiy3mzCRED8kxiHh5cBRZepIXh402IPbaIzJDs52F3jbFjiUKBCFgeY9QwxdKwVPKivANeZk1IVSnvnM+YQSrY31nPtqP5+qZ9iNbbUeeyD5iH6rVJfehYE44w3aOxCe2jHUajSmkGUNo5+7f/vgeoQAGHAAFyXg8FQMlxFknbuGfPtlTapXaMJk2h2Sg34F3/jSOnFqWZEwp6cwjf5RsH+qzLxr4s9MD8FEHPXpYoPd0Rrx4nGeOH9z5fceu3x63/8sOvv/7l1eT01nV8xa7/dNbjFbuuY9fD44gUu8aduGy5M0JeQfByda64r97Ua7/9FR3YFMfohbUeIx9SS2/9ZaAIu9ITL1+p/b0/7P1vLIfVM8eC+uOnTnyIhqt7OKd1Sp5w88rih4HM910zoS/ooN75q1a7/W4ihnri7RsgJOBd9O43FhNxKtP273xjMaqT52n/zjdAEzQj1rwZ1je8AkRJnOc53Ev/6VJmjOa5/ASXbmMUJCIrVg4Fu0N83/TkONIqTyv5u6gL1Ki8/lkJvYDA5n4SdHxQHf0kdYnTMTB+1G9Yq7sGUeLFz5MRBIcQdjjDNFtyPSCrXaKm4v1vrC6cV5D6cjP/8ApS3xOkfv0BPkr9689//PHrr31zkHragt8iSL2JUefmOAsSkhQjHxMf9FcPE4gVfpga1xrzvvBzmlLfrmP0w07y491vo4LOdh3k6qhfL7cp/WFuu9S/bGl9ytee/f364/4eddzpyfzcHGKu2K06Ui6jize/It3MRLhZ8XizM9LTDfj9wWDAP/+ZTxkvmrQLv+FE9CxMCwkdvIzz21xv0yjGVWmTycCnSiFshcsCHJmFg1yHqvOTurTyZS877voA+Ig6OYSn5VTtm4IWPfP/ncTqnL/3AL4BlqxSjAFecc47gcqViAyLkAPZKTDVSlsHnFyuKR/nJE6OFtmplXvLdmoXYGNxUujDHxXq0XcYqsAk7HM7he58bui+4Rz3z4xKRNszqrappseOfDaErE0A8OOVUsGUpI1ds0mN9tSzpr0d9vQ4A89OWEkyEUmO1+FnyBBuIKA4FDyCFOZNpmCsYZ5YYJUjGRpU7bixElH8TiGc6+Vw18a8udOvn9V8d1XE2jep+eZNW9qLmrq84HtFjTDxEEDSzRX7LUpDezE5j8cQPC3+eLPMiS1uwOW+D9OqlF1iaUgkNEaNHGNg6EpoK6D9aWs5LnXiNFb4TnIdA/YiBPjRkeEOY7fgbUcXG9M94TphviccYW4hA8g80SDQ0CJ8223JOlscD+cougZplso5yunMsat/WpVqaOWZzKLY1OMCh5Sj9PbUzCoCXZvHQazPSlDo6ufGnnNNpqdqa0yxehIT8xA6M1Xk0hR/cIyK6aJ0/sglzbY0b3a9dumR+5ZgRLmR4AxTB9J/cwT6Kxj6LYOhm3SBttYIWTNgXHQJ0f5DzwWbvMuz9PT7/5vU1L/86y+f//zrfz1+1dRfNfUPl+z8uDX17XONb7qdEEqzoHZbSqRtSanNoYJBPtyFTHGY1aBSSsnp7w48+PD/n1d6TDDh8UlbEoFYtLdx9yqIfLjVO4IAiQaRmBFhUcQnRQy4fPOZNC2d8RPA2sP1qug4PQehQhFM++k0C1N9+nTdC0oSXyU62bXcWDcRN3Wf7Zgluso3VxabkzxQtSTcAOg35Q6IVXUTIT/NMPmkDbDu2dPVqAyTx68JNBH+mfFb3bRDB4eFSLa68wLm5RsH4N6kco3po0vXZrImCpeXc8ke16ueJ7Y0gPWAeLXQAzLnoMgOdhtta2UOtUH0KE3Mu+Q8kvEuOVjySoEzIiHAR6oYsYNlfxzHxch6bCLYjHiw7zx9kUrA32+y9/wlXuf3aea7BqOMeuy+Fd8YpoDb2yHaxnmQCMFw5taNyh8HbmCKWwNagRdpEEsRW3k+6iB8BuyRx0msDVI1611Weogx3qTeQTknDItdRG/2TXhOQTlEsfNxvqfH+9QulIx3UDoMv8qWy+Ke7GANK87QyW6YteL0wPCrU2NzTupx3FtM1XyGWWIq6/i1lubtklyEiFKViZwTi0DFr5G9yXmXdqC8G6Xb47bpQqHabxhrkZWcD8G4c7wKEGd5QfcqBKooczBBFi5iIUQc4fmztYDoO+tZRZWUuyy062ZisplQijgRNzviv3mS5RWc/TcPzl5IlO9I7fz8y+evP/WV13nldT6a6fiweZ23ExmCJW0wy5nvu6ADhiwlF+8Pj6qxRwXadS5THqFnI0gI5EmEPOnwe+bpeuCPuHaeUX/kbnXkdbgSgqZ+1izPQYpGx3VB3iWdo+MXbtcYC5igMJdxuXHEcg7iDoIKkwNg4K0zDTyBOTleB47OiLlELTowWFIHbjgLa5x64ExImZJQ3Xn97AHrGTiTScmFG5QTGte54L2XT0FngrUPoVPJKBDHeP1sEC2YlvRwz7XpHbCZSqNApYflPeKepeCNFOeVjow2UuysubkukYcuwE2oP4qo+JYlD4VZ4TRUc0olY/LqApiFrhwOKo4YvFNQkbxy6UjmRBElwQqKsDl6sudjiKPcZqS3mwwib6q2DI5lIfMMQSg/8GzOnYDlEK3X2CSjBLHUQkna89N5FFsV2oktzSXes1rzPSyD0yZk2tnrgY5xN0n5nGA43kdlE4FfYIwW1hySwkzfDHq8eB3F2ZBCg4CicKRBZIUrgDCjTG5ayndkISaPaV/wLYDTkUWH06ZUejDPwvtxmHG+ko64VjLDMS+EymBAWTUmOV57ywwH4To4L38ehUuwmz0LU0XgdNizTEUOiNXOGmK6Y4t52yug/2ycfw4rlm7JmocyqhOG7K2SWoStF4SVJ6gZ+yx8miPu+m6lG2d9aQwn6FX2erW7Ptr3Ja6kmA96P9m5mQLDG9cnbBzT6SvTExWqrFZq3I10Q5HJoi6oDDDNPrJRMlk9qrNURbghdW7bVfYQvWBQxmBiJDwTbmJQ4DBD8nFpcjYWOvIL3btjzdhPCcWUjS5TISrNymGC88/kPMnwV89GcZx8YVLZq6hBhZpvyjfVLmCHlWHxIRha6usVIvNmUMBR1N3Fe73suXGGNks2R3sW+NLSzTnb3dpBHveZzPrhTUZy+Y7pmZ+GnDmPXJJckXs3Ez68nBvtqa2L6EXgFmwRnDAEoyXE+SwePpzQQIckKD18G6vAwKIvyof4Kbz/jpgrUshwynMIeXC9mYYstxs8zoXmxWbcYTaKzPTxMF6yFJuega4KlKdgwtT/bypQVLPg6/akl3yPeonAQechtL44ho4FyUC61i4yoJeqTgd9TR7CXWvG4VD1eRS0i7Nz3H0iTpsNGD981yhlslNiVczAYidYacRDEtijAHKcifvg34nsBwQ8+DZPgcIwrsMbQfvw+7cF2V/IA8di47Zik/X1dCYHO+unkj3pQji4FvWD2GOiK613Ycnrm7QWYVOxWAmeiXxN2RaSfoBbk1FtepEABiDTkNRXHuj6Sw5pvhJHkM1x/HHydtpAEKyQ7EPQm2yP0l91GoGFmFETNEnA7qTNMDDnF2p9UcfaK3fkwy+f2/XUZSvAn8rs6GVV3DzbaHgl2qb4osOmzrUw0MvBZj2pqBOmK7FhD+pWoL7KJi2hzWnqYh2Lzxj4EVI40NxNWm438bKRl2vSnSWOyfdnnH8s4af4o//Mp7CUbacOZfyUfb4qrQocA5pWjHW6UZ12H34xsdxNAVWala0qIlCCHixuWQuxycrAXdUWIev9svp5WqAZg+/EGTt0twzOOCZZDFZA7p0GsTmt6bG5wwI8hatDKHaPsyqcjrlLAQD6ZKIy2YXSEQS2aZoxCkWVoREi7TITXWRrTveNURVInTKqIpSV4YQELU9FidKaCgLKRhYDVyv5QLC5zMGCP+vzyLDsqixYmqTR0RHJoQE+XQAmgO0IykUEYSUyNKSpherBamEjMhRxaKc24aA+jOpD8LFQ2GosVg7FKyH+PT6Ir5AWpYvjeLOR7TbR1qeWqjBQF49kT+LPKES6aadvRSXe28KdwUfzqTh+L2dzg+GmbBWCKMT0zDHiEdy1xQCyGuu2G1XRGEEXdRdAqYKYqKxygMAQzu0k0i7s3vYiXtUpwcKdtcenc6IPI+Ob/Ija5tHyYXtEWQUFUMYxopxGN0bVnPY+Ki2PAexxkS8AYp6BlHlTuHQ2iNyAMWpFAqWESCPIKzb2HJWMO0dx6zCE8eGPISgH8d4FSYn+2PkQbjxLZJhEZScVORLVmiPtTHK6Cpm7uXSVW2A/AlamRsaJ70twV5Pn4Moi/s6eh+rQ9uQCC7LAIuIFWnG5LqOoz/YusFprZn1aHrGK34XkniGIEAOglWhR0qiOM2zsx77qLx2tFi713pV7rAfJHu1VvOu9SWdi3RaWCdNUKdzD13EaD8PitIkRuNsktE98Ta5IB9ouRXdML29GUMSRs4CuBL4hVGjgsIvznMlJ7McD2ERa+7yUb24I7gCAN8dk3HBX5kqpOMmiuICmVU4h903kmEFOwA7LKeUsx3Jf2cde5UggTSlc93HjyBtnniXjexT+HThS8xK+aUY7YHDn2D8llWtvTaQKjlCNAdKtr0aQlN4Fz0T8Imo+1VcNH5NQRA7uVEWeQ1Gis8djFoLQYKTQpMcKG5A9J0RWnFdGOLFqLcqSTUR9kpkwUqhS7kKvBQ8iusTIiE/7IrmNny178tgkiS5MPOPeA6QQGTMfZAhlCSvxXxdt5tl9g/kTNee9CCYH5LKsxAkGxm1BRhAkojlzsXxfuZzGcP1cCDVcP0s1Wjlfkh+/I1Xy2UHzGNHj0f44YzPX+jopKABKAQbiE8IeZH1ehv7T9v7Q25yuBdusSfZa+5TOzDgLlbSsQiWH45A4yDg8oUW2EIo6HGz1ZjCgscgqZIlUz0AOjOO6K29AXCXR4TUydw3S/+xhVy0L48O5yxb2QeKtXBbK0rg5Mw8CvgHfpgDCseEC1wsNApE8X6a9L3AVWGzumYJ4B/sV4QZYAa4w3Zg8hpvT8TuideNxp5DseKj7Sg4pbEoqdNtNp+cVqRpZmWzQ8ZHRWSjCxxueQfRWS7l+26VaGQ4nm6ELeCZ9u2h+nQ5iK9rUBwY/seZZyk2AnHDJC7+aO2YhbTs/rJvJtnrgAnOvXZbarQaXWrD+clB0T8wIxPsNQ/wq+RoPf4rZXTCXmWNqeEZsdHqUTBcy/JxsCy2s0hvHp3OlBG3eXMLsCubCHBV2EmoQ4VqXwHx6HQYBUuPncGAdfObAbau788VjGGC6pzm3cJNzaxJFXNZ6vNtv3KUs3cw3m2IK9pLu4/OsLXZV5LgQo+MwADndzJ7FYU3Es/Bwj2Qbd96zilMWeRSHbeHOW6ipSc9qLyrF16pksmEm5l2rJ3yKvSzkstnLOlZFAoE9M5IUVywDG1AsWZ2vrPkalDTZbB++jHSD5yiS53jGiB/ULhYXWOpS3TjTipy5CtoKfdYk+PIA/IVBHro3X42rr+6zyZS/Glf/oY2rf/vyf//60vl64zq+elf/6azHh+1dPW7xn8KbklfdCMCHZk56NFbczvPhxRErJIo68xxPu1HEha/J3n10jNAjJ5IsqTRyIkV8UkCCY5wNAoiSG5eUO/1Crea2PzKp2w3jlBXxHdg3rPAdLWsXRN2lr+hEujJcc2/Cb37iJ7lHK9cFqRwyf5xKOMFCNIqWpFqBGrMwJHeVGA/cZcdjQN39OoKyCxjt+MVMno7wS2hU6mbb2Hvm01loWYAuoXADEaCSHHDGIO3XIdyEvVtfsNwH3+U5km03Yu/g3RUM2NA+cFRsmx0gNw+zfkdAa5nmFQm6yRvN6AdHWLrSZsdSSs6mRC6Q4dcHXvF2Uxmqyr4X9lHLfppC6xqLwRBxmne707VvUr8HnTuDIM90xKIdK4t0FxrJeRAhaS6xZc01d1WIPzu+Fglva5+y9VBqYVRuO9tkO9wuT9CkfozFXNAFB1egHFUyaxG0KlmQ+jHAGJEMAVL2gqC3Nqeno6iCgkRnj0BL2i74w7Od+DqI5DkHXOF3OgaUySpnd8MNPLdajv0xhFylCSOVKiCfVLYlHHSXdpgQHd7kAU64adHLu1yRKD+LpFsYlAm/mbvzw+HsXAsKz9wd5PjSNS45ETez/tjNNUR8fQVrsMCnVK3kgC6A6wVAbNC2bq5HIdrHDVvvjkSeZwJrFxECDEL0QbYohiYd5kH31CbN9IfFmNe0/Mk1WEI2NrnHJ2XDV45BlE2yqiknZaqEnOB8FNDdYHgGevZ5FLFKqRMND1XcrihoayGwpVszueaex/meNjeCYZY6kpDJ3SevpGrg/Ydz9gAKP5saGPjrzID3gVkawQDIGE/0CknrVVFAWVxezNBhYHhhTuboXXgf+Lxsgqc6RYvYAsfGhkcGcUOGExVSlXoTtv2TL4DbRsA+ch0E5KPqvLMe9L3M9rgpMe4lw/L4AQB8XMeQj11XeRC4lqeG4zizO62Gz8BbDSFJvJZjFkKSk+uIL6M9LRtWVPwDFT1R7gpSyEipiH7Y2T0baRDH5U0b85WxfuWcJlP+ylj/IzPWf/r7X77+2Stf/cpXfzjb8XHz1Z8///DlTTfiSaZ2hUTA45i3c8EzZ6AN0APs2KG3kzU04HFy8gk8W9zlCHa9edL18Bo5wK+7NPYht0ZuXXJ9NhYRqs58NCLqZznXKvNwuObcyQTAfeZsY9O26JOh4ToEdC3MIRnF2hEM7Vmly/Jk6LoOoXRpWtiV8qOlBb5x79JGdBJtcVCM5jFaiBoEv9Yy65iEWJaidhunvuGm807I0cnFOLAs5//A8sk4o7PNcz4I5Gt4FEe8vdM8IO7jM4GYnpsm0h6kJpO3tigMgTr1gbyz7EDQ/hF/7MfJLNz5mz2bxJhGMQ+/IzgcC1avMTyyjXMIF4QvOSt6eTZyga4ONnKZjk3Vp4+YzqKHRXkk+D6eEX9tpkbkoJ4sVnMysdHiIA/LoNeTkGN6XKG8I+ipIq244JDjHgaQSUgUGIvsEDxbCJ3UKhIMJ8EJg6K7m/xxWLLwvIZmvCsjLxoXpGFnqyzDRdHZKL1Wu2SIN42Hz/uIgX0goprjyLqq/eJXM3UCco+jkcttCqEthrQ4G69alhSRm3XzjLrZrsIeIWvSCjVfNqFgSBKmy77gjjo3vsALs2ChAUNkohMUO9mEopOUySzOeti8mnQYBj4hQOwJyLHdEEmHpF0c0nB13LJznCWswl1rrgCZ9xs+jZzEuQGNDZPqhbziYkIb08Pm+LYv3hTn/cL43RxMhH7APZ0YsMOctqntTlnZmJCOCjyK2FSnpG924zvnqPOmQLVwmXWPUtG6QcgfRoDLaltX0x02abpCiXFftGXa2bZOZU3glV3bz467gpejKgkPkBPzAuPZJs+W2yX5PcehUBjUIiWtsy2AMcCtE2JGD0jXUYSbAmPaxOk8OwJkPYpiT47Pm5MrnxGh3GJK54CsqPBMw8lkqjAQ8NKuAFnCIsEdbzjTk7WiWEHIdRv6kq8UHDqrY60vkLOUJVWpZNGRu5UZlI3ybicPCxUthn8kIwZ4ekDYvdpv3Csw03NEeHg7zDeTDuPK3XeQcNvmRhNIByFbiUOl2FhvurqaYBbjMCAHQUTcOLxv9MBfmfPzf32M7Ncrc/5dmfO//vrDn77+2lfu/JU7/2jW48Pmzt/e+Qz+DgZ7Aygx0eZBsxlLEMgrymyYhU7YSStem//Yp4hVlJaR/+bEUUp9RTXZbwB1m/GFm+e/C8gZvmflpE1W9gu4fYt8SdwFWohnzHp/odh0c8HAFgQNPIhQVtjbWJQtKWQmNwCymh3NLd+UHnahzjqzidPV2LMkes8w/6YEcwfwYfxVbQLmOAlz53nVrQl9FwiAhtrIKIBkZd1gfxukCJJUXXK/g/RIckbHDkycrcmdk3gAizcJR2+0t8Fxt0LW8GYoCjBKSYC/OMUs2gwtg8hDqGnRIIx8bRQ4eBORF0REHP0gTSLAX8wrb4hYSCSZEXmuveHZK3cHemPctKsHXlKP8TpwfLqG8l0S0ki3LEjgtq4CEr3eJP2qlvJ611IecsacXOnlkbR4to/qLh0Ue5CsOGp+XdYwq841OKe4prnFVZkia1oc1xYDGG85ryEPJQuyC+92LCQ8dlfWlCsP3GjCSGHTY0mNzbhiRiq4CKY/GhHw072Zlcoh75rsKlXoCc/uG0mLB2bLRCUkzm+8ajksy/ptAunHyeYk001rDzKZcuOhB2k+E8emSHLjOTzhsJW7sFokNB1xcqUqxTPkYOZ9BSgFC6/xNhCsdt1sqrKxO2LX4YG4CvjI1Yk39ntSX9VsI/o6oFJWtCe1a9MTOs2k20K5PpI1dV3cQ0GXwo2cmH6kpBq5wmWUne9vC9erNeQFt2lrFVopE72SBhT2/lvaxkQy+oryRm1WdBpHbhfnCjID3E539piQCcRNwvysSAouUon79olvdH8Mh18RRcPjZAbiwkdpmmkvzGbDvWyVqdggWjJbosMgR1oiNNZN9g6wGuNOfdsr4EXkHpIe57Js1dilBtCJ9cheeVQd44fPhLzyqN+RR/3z53/7Xz++SDPeupCvROo/nfn4sInUt7u9wG6EqweQtxUPLrosB5XccNKyoWGTPhtQx01BfQhJWDUVncDzkOTyjQ4eyDH75SeOwncXur8TMcb4LXv2bC72jRU+0CzHei/+mcWIUaOzoIoG66m4fOPjk4p22t1ORd0FDnFZpPR0W8xYJOPG0tP4gDDxX8E4Uq4HuG/UDMtBiWHn3vbGCcaJi2G9XNHXXfJyRX9LV/T//Jc/vLzQlxf6MS3Hywtdl/OhZkKtcCBXmaPFcxQ6jlMFUvB+jnpjMEUkVX6uQWh/kKeed0CBZ4sB460LGW2r5uG6borElVgo6rBK6Zzqoe3CjBJCkyLehWVqFE9vtP5y0TLs4ZTW6VogE8pdJchHciI8MddOd/T/X9/rTgh9lNLzivBiS0KHlZNWSfwzQ8x3od0A5IL7IpG9nsuU4NPZD0fXmfjhqUpgdKZ3RS+2G7J+TGFfCHKAP5Cba/ZNlGtQ/q18LqAYLtHZrtRHNSw0nYITabbTmVU61x/9cTqbBUsjJOki5nxjIyYhCepQkTPXYd5iicCKe4RgO7jHM/VdaKRgBphZrAVuM0U9Mc0B3r4xaoyhsmpgal2EiE7BGm5TKkEizJP9Zi7Ac4ycx3CMvHKs7RTdxiCgt8cYBxwA6Q8qC4kuYMBZousso7EaUjYBXBtFFsG4s37Dhzz2ObsZ2J2k6xZK450HodQ6p+IPjQGN2jwTcVt1HpQgHOjgSWOkANZj9DWMMlmVNnA8EwBQneOgzqIxrwY6Cbk9CNp5OgS5+mI0RroxEZXwYJQAcC18f3/HK9fExKkystj9UUhGE4p6/FPzJk2TgH1IP1avog13tuDNO4yTKrdAUbxLwisISOVE2XAvbSiitHQC+uaHMKoI1gnvYzWwlHUuskvYOFQHy4jGsi2a73HEO4+iqK4tuAykbfI4KKzMfunccm2TKy62LhA4XKHC+VgVgHbWmPkM7EkAaCdV7pz27Ph0hofigmZg5uUCHF5HUONcb8wiftV8FLv1DdmKlJszUlWtA+gr3he1ikQFuqHmjazpRgjsFC/kuYiqsQvpUYFQYc5kRTKhl7hE7gIJ98osk+m0+h6uQlmofJ/MYDzfUVgPble9q64ytJ0H4MBhYSeIHELQpGA8z/b+1Vdl2KKzVPboagbpFXQWk/2ubC3oFbSTpfe9AjgMw13CdAnvXrFu8ieIjSRye3hlkv85X6HfssX5b/EJfvfKAnxCiI2Yp+vo7jP7ihk4KGxmd974O8KmyBOerWlNIjh5XnfK5h0ASY3rycfNBBZ7EnTvyWwjVaYkRC/4uziHOdddkaFNZWFPXUv299C7zFd/s0jsYuLn0FAnZ2RQXU63NKcEPe66KqHQcTVwYzwwVnNHDDSNMg+H2Rac7nHtC+zdoJYuAmh2CY84ZJ8HhSC05/KnF5a88K2z5YX+II8hCzrsNIzTMeTBj2m7UvMt+DO5bNNmfEuuj4N5nk+HfC4zlh0xgsvASe6pdKW8Ro6KHY9QNRZCGBLnZ2NTHqamgoZn7Y9PaNg1Fjp+N8N0EVVcBkFlxe44F+yNGb7vfIWt8ioOOduZ6ZfuXVq9oe7Feukn0QI7N9tmaljJns0JoZF35QAgpCAqYOh/YeZ5gMZVlq0I0/8pAjs/hIZt92nPERSPQQTrNBlReFLCkuNcCglZXhCdQy5VxECOq7Dwzsu7QuXLpiFwSdY5NYKQskAg3ImBlC783OilERmO454XGMQR13L+FbHKIt1XJT90Zpx5DF2VVvekvugR80jPgEU0z8awV8u0juNxg5QvRbVZqhN3dbhjpunAs1VZIgl3C8Qs9HjcqBHAVZM4KKpR3JkTjYxLeOglXwKQF3HBq1b5Qjn8w1AOv/7w8+c//8fPf/z6ty+wwwvs8OEMyAvssLwWTwfrGiykrT3Cryf5mCbqyZibaW7JchQjJNnnWZ/cJYEX0jyBByq7q9E5G6tn3xKypqN2Ku+TO7MXSa1tlXq4OLyS9inwp80a6eCvFk3CxlnbNdSj6LdUEYqa5UzpC5HKX0S7PQspH6IvYaRwz6y6n0Rp/SwgPZ6NwGdVcrh848gEaacyohfmzgQXXSeHH+2lzJ3pnj0FOjQTlRqFjyautn9mynfKO3YGEJyTAsZ4XhDz3zgaOW9E0AqlQNDwulNl8LJE6emmePnuMsYPf/W+fPfv892//O3vX+3By3N/ee4fzny8PPe1555M1nd47uGRAn4KjS1KVSudcjkpeK/tN4nRonU7k6t8OoQmlC6oOg3uJIc744xkCUqhfCyupqnTAsZ4IpCYPmy7odgBnY4ky6NIOKJYKCWrNISfZ7DUGz04Jn0H400il/FE70nJqmvxYqsUZ2m2XJXxkLOXwsEx0wzRPUmtmccsFF2RuEIrg25IJFIPFzjStjiZuUSxdhfCXOwLqaEY9cVkRYTRbYvCMo5YS1Bte7lh+mmKarNM/rPdabPljoiWMi8mYBzUcqNTkSSsurEVs9AQ0oxkbI4BrTpzBfoN3juuip1c0MJHswseDfgt+RX7SnoXIhSRdjd4jviMAQkmeiyexWiMQrF5awFgvMXwqL3ciOPcdIekrt0hdxXyXh8u8tPYMCtDeHUEW2NSg1heQD4ENFFvuLQGbuspVtJwbaYmoFLhJ1k6n/N4o9JzXCeCzCsr3VpMFgfr6PVgIM1l34+5aCqMGlyCa2BO5YBMAWvVMICPVV5tq/M6Z26gWPUuPY4Yw+5A78Tyu4DsqaDo6DqYXWNcby1J1K3Pzp1Io4ACjOi7Oh7CcTLKQhUhbEXor467lOH4VSnaTsgqDWGvcoedrFOzEdTAKJi6SQNY7YJDwJEYOCmXsxmWYMBE86fpdui7kheChooL3yj28jqEIOiw5KkWk+3JNj3gAZ0TggbazPIMHEIUMDSEzUWYurjm/bEnFzNx8gYKhWJRREbNoumzO5dvbIf4ABy77ZBXecmWFJvSXCA43Luo6kaZD4VTaB5rUVZrAaVyngaU8AWE0DQ/CwJNbgE77Ihq/e5L3uKk3VdofWNkVsjKk7vdgBa7yvm0fRH5gB+QGzQP477xGDY9GzD47FHtdpV6hM5czwdjEHAYFGV4Q+QhZGdX3yCBM6jSDTYGvurcTIKFkYbQtWvpzM3eEOUKS23Pdos41Nbi3spBbgwUfETtyuOSRsixmySI7xji5Yhtocbt2DqNOCboVKDuIj1DQfojMRWFLs/Qlgl75N1vEvbSI3CDEwqlStyDw8bmMqRhyJ+N4jBVNIi8FTmh0PzbaWeiHZZdddww3L18AuImNcIcHUr2Me59QfsMBfRIkwcksni0m9Hwjnuqyl1zTp7QPq9IUdFwVDnQCVWlqcLGolCI7LX9bdMoPqXlIPTahWOxVZ4KJ9TngKfCBA4JMz7Yh/mfR/FoaGPRtAzyblqQDNQj+9VQxOQY47COlWOMxBtJNTjtxFr/dZNmQAiGCh5T0eG4hNQXYyJU3ZqGKbdoq7BKF2JRvnlLUJb8GrT5upYlgamdTW9nRa7MBx/DJFjrmPlBhur2HmH6pizoqyD4XxvlQ2T0XwXB7ykI/vLzD79+/bGvcuCrHPjRjMerHLguB+5NOdEjOY3cKDkaeIbDzRIn3L2ZrEfn4db3aYts8rKnzt18cycv+vwatTOVeSiB6tUISp958fTLto3JG85GmVkLKBKo9MtyYt2iyS/r1+2DyZ2RnaOrj7GKhWkwFasYrxNxZkoWfV1deIPwRZKg34TDCQEHkxmkPanEg1FTPC2YaIEWn8SNRMgOMvU+4qyB83MFWknYhDYFVCbXPTVchPndAnoc2qznZpxsoxwynULsxbnAaU5F/Hp8DgvZg1jgJr5h8V2wh3CAAybSNg8uchTuGSR1mW0WiXmGXeIHcJI1b7tQ3iItTUnWV3AhY/zw/sEruPie4OL42GMs//7jH14BxivA+JgG5BVgrAOMmg1o8bidy8pHqINKyNgfm7kNSZ+ZF1dEvi0hKc3sj2Ej5TQm3GkMrACubM4rdhnkGHgXSEN0xdSR09+FVQN8LJzGRjP4nGEQgBTurgEGgGFgp34ZFxZKEnggnjG6A9XguaIkEEJKK9aVYrAFqdUhlGBpzRiU2fb4qXNoBaj8GDR6Ul9yRv/wIRm6hEw9QxSPWbwjm5sDJXNsApTMOQmowD/zPCeBixu5DWpeTyywIJf13/gYBRi7dp6KTcuW/abJx5+zJM/eAl3aBYl8JgpmZ9KBM+0Yz6k+TuYsMSZxVKmsaNyF/hSGQxAVwRGTJHk2qRozzQwMfmfLULItbrj5RmfSmGkyBS6pcAdmtM9+24SXbAbITv4+n3C8JIkAhVSd1IRcFd4dSMPBeVlZxT17uuxBIbn7jb7L8YzZXi/fOEbRLGNgVvDNm70YefEb5/445u069whr57ssN0FDgxeXCYuBt4ychEFCQXZZMbxCkmeTCD+TwQOBruz14xkTXF2+0QHKBNgXAmETlM2Nru/VfKfOcuyAYcwJI8+fJRKvkSVFz/lmIEGtQmF1tpUyAKKuSBSBYxevA5dE51E0m9tw841jFE3mG1NBx36KSi3m37xx9pOB2WyJ14ztYmnSxqzSMTaplYes6axgqNjLZl+I/FaTFXZ+ws6TH7NIP1++0W12AYpjJma+aozcwb6aboyGkiFwGxf9BVn7Cw7352a6Obd6YsAE+BSkU9k9e7rmmzCJew7si66pINGCtOCg45tVfDEVJO082+ymLPDW2Qd19HX2zyWe/m4gg3jyg8MuuxYTJuw7nQXd7ALJDCsFZTjhQxVi4AmN3990td01Hm6+0W12xixhJvZJGH52Jr3PtoB2nzf7aIt59lPdT7D5HqAbP92ZLXvfRDf7JO5jiJg9ezrf5WYQ2umFZ9zddPnGaCOLNN84AMRJNtvsWxZe4NXsB2tEeSwxVxh19sOgvjC8qSI9PQbV23YmhDstrWy0suKG7CbCbqPIWqroWTbB5Rvddi/iTkUCKzIJiNG2v23Cz9HEP1y3+7YiZ+1ZCCDw8/PNhLPniJ1GBzu0XfC97tnTQdyUEN32MfMSpBvi8o3u0DELJqZihjujKjKIYN/ltmMcmW37El3ddkEehqYc7KgjasJLWf9OW3tj3OdjCNLji0YAkSKqXVQg/ffFm2E5094mNU24xAOP/bbZxgDJae+ck71rb2DRB/z6yHsd9Rze62ADZ0cG6SpKL7pnT+c7C6Ie20C6PHa5Si9f6LwpNe2ji+ctex26Oe+bfKF/xVYvUxcCTLfcb3VSanJvyRGDa4U+a8fTN3ntYd8/NR5EGY0rF77RyIO4d9rZ3J1NLzNcBpqD8rvme8+Sku4LpZfgcNv2S/eRDrdf2pTkqFexLLgTuHvEPXs6CjXswTWtmm0J0tJ0+cboRiZOeyfczXSzg855f9fsF3ehD796+quPNzgFjm54TkEhwT7OkQ9QxX34Fp8d+B+xdsUFUcmecYfjM5dd7pbBXn4/dbly3nY52cqTH9Ki5HD+Am4hLDekzsX1uvjI5qajQjrG7NnTUVg/j42iiHTZZT+Fm290QQfv9ZPS7s2J9pCzwLkW0583zhRjjef7LG/W+DPa9bpkoUJyiEO327VpsIhYmnv2bBRQcZBR7NJJgnbTfrPdWWnsvHKkzMGzT7OHdtT3zTdGc30BHA1z64J3hMJ8V5uK+WbOiRsc1SkuJmqBeREmY4U5HXPuBBoENhRXlfwXRhvYxhU2TMXbPfbYVVtlPvmxcP4Gd/cC7RiLMAGgpe1hLj2B/C4eexJbc3oQstvzQkItOL0x3xnKs486n7js7gtdUYl1PU6PbjJ5ob0zG3MZjO2EhWpHDMpSH6PQP5zTzUY1RSWbSUEFu+zZ01FkEyqLbiPwIIoy3vgvdGlL0WXCVFzP/VQNRjQbEGPN+TzCcckIADNswnPv1daCbQZpcg9DxcMbyLnt2pqwq4StctkEj1gD0X9ddFtU/KJApRvahZsDNbxt325O788Wa8FxgR8lP7TpdYTJFvsoWdszqS3mcTybLDj3sOMZC4Ceu+nm8KjORJKU+Wm4Z/MdssDxeb6noHdHW/V1hbeyQON0Vdr04j9fR96tVmP0ATcEPptSdblnz4aQRXOxO3aHNB5FHoH7NjeCjStDmITJtLfOGgrzTd6dkOfXF/K2EHTBD2KGhCyhdM+WBfbFUwa3HM+YMsM9ezaEIu3Dx+IzSYPjOfFDiF2HoPx0GwE82DioFNh7tndT2uaeFvPeVMKmBVGzbe6GGHCeLIYFgtXcMI1n0wPWNqkH1i7gKpdDtBEUZaHrmXOWmIMZPzjUFd/l6mEo3BOUFnAW/CJy9I7fzXJFLUgID7gNg4fQECMG3J49m+cgRAEtctm1RUHTXL4tulGx51NGr829FSmfFtH7q71Cx/jh0dGv9grMzze3V/z1hy/HN/zr1z9+9Ve8+is+nAX5sP0V2/mf/8znSiwCtctok11kyi1N4kgHmeimqhK8+2zXB1qlJHC6FNM8uf++kSavUpY4kcNcEspVOnX3KsrP9ujJEEDeytF5hsJqvI7BP3uMwX/fyL42YfKKxj77ZBCXLxwzGkQF/rLQjx8AZUBajcsKpac74ndsATpTNpylyqv+kaCgVnALciuNf+bTVIkTrJtLVI7oOZAoCbVl+8/+ugo5zURUkxeofPKG/NJdCeXSTXH0juXXPvwSvmb6oUihl0n4evnor6/EpUx9Vf5WT31s1GHp8Umuu8aCV+uu2Sz9lOTZm1fo/a8AJ3EVluRVTXcAwjoN2jAV2gD1tmV1n34BqgrJXKtzXgFdV6hwz4sK9+vaRKcbs6Jw8ixkbCj0ByqjumdPF6kS1EFeUU7ELhWx6IgmjZ3ZoTXCzSAdJoilhQGzmSWCLp/9tg2JYLqvXtEOyc1a6UZ7SxPee//Mk4IKK3eMmgCK3HmgLZLjsx+GZiDung3cD/Lx5aBAZowfdpJYu3DD0GEWMPGjNy/Ru98Ac/c+Pf+XnTd24y7kmLeEKPHmAotJE9Aoi729KyMUbhMAjeCcM+RM9gsXYLA2o6TPjNdFqRlTbAKqwGmfWYPLZ3991PqqDc0P0lUuRNIsNEECnJlN3mi7IrjdsyeILbNIf3/2yp0EtAApDlsrMBb37O/hZpBj4EVrnXsgeAEPPAnMu6yUxP0YHdSMKWkB8uJOGLQwRYbfZJWRc8/udwpYxLmAsZIjhNHK37jFL4Mc7zoiIeeBzVia7rb4YX7nF979FjeiZleb48jhdMBo2OGm7mHPnuyTTeU2+RVFCnVpRQaOhBtE/TNDSHURXkRLELciowlvn+EW/Gfblbo4mX6QDkonECewULFFCUJ3HA9fQuU4wlxFFYViOpjyiraRJPPexmrv0oHun1mpJkjnFso3YlF6pVo49zy5zzZ/rS4GvstOgfYqI7Wjkclf0FzchQN65YHMSPLsCRZuZ1dUX9EtHlWW6I1b/DJIF/kKydXhELT3bXEwhC8QRUkJ1EBvzdB4yC7xuJPKrFw8gCTP3uK0ADB7nf685YVhhOcuAgZb0W4W92xkuOzT3c+oN6pQnDy4kxbh+ihGxqVxpLikO/i4oFktJmxRiB/cs2dR0eEjMuAefBcczvlnYxT+G4fBU6b4WPYFo8vlG0eWaxe1sMty+wNBo7isUnq6L15lSRnjhy8qvMqSv1FZ8nGeX6XJV2nyw1mRD1uafEfdJzfLM5ofO4+x/EsmSFKErgne5ohBhqvTpH0GAlgqsVdnKDFIU0TOk9WVFI6TL7V6VVQhFffMlDs2zZNlLSaeIojTrHkUQFziGIvCspaFOkReUX2QTRMmVZvF/TOPuGRnDmQ9kulJG6HiOGvuPvvrI1BkTMftxzjG3SSzBrJrLnyfWoicoQIilxvE7Nmb1+j9r5wds/Pyk9974yxoL33yEsS+hY2LIUDFcjHEnt3fBIfTz86XvCKRgmM2M5LqXYAB5zMeuB+kRq9j3GVefbp89GPC8zz76d/x3Noc8UN6SrgL0B7LwwZ/4g3r4hUTTBtFDe43vLLajvgFnNSWV3R68viJl1Xl6blZ1csxc72ZiaPQwwSHicm4WVa05cyh5ffrmiTnl7d2A3DflUPS278kz968SGqkZ31Cm9QhoF66ELXeIpOwhu2mZ3u7ER+2D79IUSUu/IDzdLJil89+zEVfqVduN7qyW9LkTzDhdqefqepV2akJJnl2P3DQqRCdmbyipDdR+nSQ2bzLdormtB/kMPeVLR9ugFnOEB/NLGz7oxT5dNjjHRt1MkjLqJxrrg1dWtJxuxkXihcLjbNUZyxCuiKvaFuUpZDevcH9IEdWPAlc4BR9ng1cNzhqlHPk3O0GdxKr1odYrb9m1H2CkCN9ixsD94x85PUlcBbahC0xCJ+Sfza/BII0Z8MJnG2Vy2fbJbCsswkvUarS6YIPEoTWcQfcNBi99wpAFSKuXHtN5jdtzk4mHemb4etb/PSsRJzQBdxmJtx/9tdX9nFanw7cDXL4cZvwzJ1aO7zDK++S4zISeKo9e2IHq9Q15ZU7asIYr6N+8/b2g3y824pQXqctE/33cnunIQv8nu19hNKCm9q6hq67Njnh9uf+0Bt345WblzF++KzaKzf/Hbn5v/z151/+9dP//vqnr6z8Kyv/4ezHKyu/vBWRqOBW9bzg68A7LErtk3uWBIlCPox4hvnbYhyCh85x3xf0KwkyFCxs0ppIWCT0hUv44HwpF6UK49HxC/q8QLEXo+8YSIYs/F5I2jBxIz69sZeHxJHMRVvQYKMUIOWGHAVGDbCNpKWiMhiCykQU02VbTFJM+CJKUUFFct5pgC/gFgmQ1FNclUr5RJgQtLs3CcCjSEbG3hbCKJBDb7SroGLIPCE5OJSha1La2PuFbiHjhNu+kn13DGgmz6K8ZTltiuV0FAUWOwTO/WAQ8wOWj03AlBKQXHxAoW0QQabiAmaMNvk7Z6C2tNgVOTpxlrEgzWBpyRaOj3lyjOgecS5SKfFBjPJsV5TEBKEn2J7HEKLKtUQjXYm2T1jXAewVc+UaJJnG1I9PCno8QBQUaTnKpg1W4ESSfpay4DNMo/LhJJQyY4xzcOdx9NQE6WIAxW/qPIbt0V71dEuozc2pjV9tG7Mzkw4Iq+VwhBsFJfBiTMN7fDhTvuHEMM0Mjq2Y3F0Tnc4+Oly+2MxZWn93iEuz7Quu6T1JWr84EzhSK5tigVFgublEZS5xxucJntht8UYK09GljtxrtW3sL1E2/VsXYC+yjYsM8PFJgufetk+VBxGkXwy+IfOzoiwuuP/l/XMOQtLQyairkj1jfaoIwnS2uf2GyaetCHq3fFMzaeMis5pJ1L3d4u3eFqemjOr7JCOf6f4JoUkjBsTDBw/0WJBoCOloiyQEe6UR3/4dqeJIpT9GEU0Xz9LrRqtmV3ETZm7cjEwPDidhxdK3j7F70jbmtKqSAMU91eiUnsgYwY+3FcNUkXpULUIbV4uW0fDRkYaA4y0ET3WhOVOHJfEUU73KLDBoGGtf+AKMjgHMOfyLXYnmAtkPQeSswo2rfUqBMJLi2CN8C9fR7vrUakdFtB+TwznaUyGAu4lbkIYCDIzx05iKhZmAgI4INBhnsUkA2ea1qYisEQBRKXEG6lBceJqurlYIGPammtCjc7BEmgXnU0RRdrWYYWWrYOw5JD6dbsFANUmaowjHPPZnUMZ7M2WmeRZEU1L1qSpcnmiwDbQrTjUwvsHqTWXKWOCfDiLIAYHCKVeAz8Gy2T6uK+mf6107Lfu+AODBDjGPRnSZAAN33VxhXvHMbSm9PFZM9yeejmv4UCHlubDOfWeybjIlRbt+MYq5kAp6j5nY5GzkijyKpp5NCyqNtkUFUaITbV4Pa0k6TzDTzJ0HIVDBM8Qkrd64VfabS2yfz8Vx4dMNgm5T0ZTJRYtb/gvHIDbpkkQL9xwwmaOekOMLOZw8vUreFcceLhRF4QdID84gIn46iGZJjfFBmwRRp3qd0OPf9OduUdsuDyd1oct5bBvxa7qqg556Juxd2adfYjnWVIp52ZrVqspitJsGMagKCa/jLtQ/cJUYHYldMW8SPAbBVwiqS0zDdMoYCQAlqOrPFkT1Z3uIOjwdQ//E89CjJL8QRSdOO0EwSIzmbj7x2NRlwcN0qpgwnvjYXSxSEh2KyxtNDklLuunWW17om6FlbBBNfZut3Lj9m3RTQ/FQ+IbKItFxQsA4IgWRBAMfWrxRx2mCSUIuijl11n4/REHJWqEfka0V2pzFbDfpFj4bEMXx30nRUinKdlkOOMHcs3zJgYxsS1XfP98wvmuy5AVKkDF++KLiC5TwHaCEv33+4U9f/vOH//X5lxeT6VtX8wVM+KezIR8WmHC4S+FaUH/KZLpvFv5+Hf6epqoSN6+kw6meyQcDMkrCH/qK0nkUzdHnpG5Z6uqW2aebS3Q8EyHYtk+7V059u3gdeCJkJ/e7ZOaKkTfu6tBcEkm9SJCYivGEWBvjbhT045dGZVxZLBFaNvfVqn7/zsz7/uXzJZnzbGdelvXZat1Jv7BWdm9SRTjmllsNU82KKiiGBbBmjunyIzG72jC/wSymVn7Mb5lF/0sf8VCY6gbqG0DdXxNwzNSXLHX4xlditVLVs3F9/zyFH/cff/jhLfN0d2wXE4V8+/I38EzF987UzcD0le+fqbR/zl++fONMnRH7jOkW6aLyvlcOE0YM2+d98K6Jkje+f55K+2P6Kbxlns6u+/f96Juj9+43FrOUWlrO6/fPUvvyY/nyx2/cTSjCzrotbn6zvCFaRX24LFZN3FT/uLj8URhfx+SOuwrh2qP7aS+RfSZ5QzBAzWitPSSr0aAvUxh0hF9fRT7zOuabafsHQGJfWZsPFHG9sjbfmbX5H//x5a8//fnX/+frb35lbV5Zm49mQz5s1uaPP/zx+M9/5tPYeEsG/3p4AXN6lZtXTnjHVFJ7E87297+Shmrek7xDEqbXd7+xGlbag/AWvf8VneLfwF/KbYtviuRR5SXSKIDkplF264Yq+eoFdioLs3ZFlsbxLVO9Tl3bGzWQOglQmSG/GWTs4YdXks5hIoSdJFbRvJ5mPwyt/DTIfR6Bxi6cUegumpQu6ZA2px1iEzP7zpPBhDVP8jxvFzOrUZ+1/9krIRLfCHB1xK08RcAnyQC0ASa5/2G7SsaUTuAyGuXWjbrG9nOZvpIkZXjEONTwMf1lG2P70ZMyM6s3b8QyE28HmQCx/H/DGzyqV+T28rq+y+t6RW7fFbn99W+ff/7x6899BW2voO2jmY8PG7S9nQMABJ+ZHMq+zZnK9JVQ5iJC6XBI9v27X0Gz6cyf666+/s2vAEkwk5o/gdLc3/7+V2SSpy6gTvlJPjDzAW9eiXFKdQV1hbR/7yvLyTiiufz9r8TRUP7W7fMNr+gkv2Chr3vm5ab+1m7qnz//5Q8vN/Xlpn5M8/Fh3dQYwk/hTW7q2W1O2l+pLAQk0PvIPcpIvXGDWYrKHZrTznLaOVXpXoGc+pzfIh3DHOCIwWykPePnMxpDjubCPQaRVcQimwTbs0EcH954JlI03WA3E9wFmiFryJpbJamy/LHx5jjIFDaRBT07Yrmvah+ZejeKKqzWuTRrvxujGNjYZ7vCuLCtucsUhn2rHXcT4Qs77wpItvGuOGKbOXVYaEaM6gXhHj/HRhFMf8EtCDVg5tyFQAa7YkF64j7cWsykZRzEQDITxzZsPAanU5fs2bVkcjcRvDPxbDQBDjKAKk2goNfh1Qiu1DdAxpHEq7XLLQlAN+zNgN4DibXf0N5modFGJDFEgx+j2MOn+WocUypkIyEyBU3flGZqd+23AyXstupAaoeF4sauqqbHzmKd5F35gNIxeGmP3m9ZPuZq5sCIUf9na0pJtCnTyNkdTdsh7klox0AaUebbAeQqLLscgyhUgCpH2AWzWVUjdGifaE+idTROzRQo5JlxZRetibYJfzRO8E6YcWjas9Q29tvcSLUqpGOYGqZcCSlJl3gIDko9WISqMM9gIft0Q6C1dOezeVwabK/jFgwS6biM9sajcEo0YxSNJJlVftaoIowYuxojzdhcXRSte2RzjaZaahEvo9z8bAR7E/MAIge2UaCF4015rDRrmN/5MivOF3gMlb0IqE3wEA6rz3LkYGqhIQA6QHsSffez6ncWkAXgovMb5hTyYAesbKOteXAIGimGiQip4jH0fAfzQLJnC00wbAK6ak8hVDJsGSAFuu9P2aLIowifGg8iLzwf8OTx+sFVEeUdKK8ycxB8TCbtOTbt4xgaac9QJ3g2CvSKk+uTcxMyqXzsNtHC7V258YOj1Rl0OYm4DFm4qDPy+WSJmrNRbkFsAJ4J699mHBbWh34jDg+VcdpJuMTmpH35sKysnnTcL503UnL+8qBpUBITIMlZcG1NToBdwzQNiAmEhTGrEw3aFI4nUlJPHlSvbT6KbCyWNhdVWGUSS5+AL1SkClqXewG9ZnN+BHySEBHvVSTKYIR4HoBOYYKElu3uHoNIC4nxdPxmJsvDLPO5TiHL5XS2XvDd4GKyv9scLqTl0WYkHD+tq2aRD+XH0arS53YyfXI8oTH/dychvvxUv4Qf/Wc+B7sZtdgjCRH3FS9XNr12U4xpwqtyXDYWR7gNzjrqORvLiY+yppYfDYBJnKg2qPIs3HSyLuPW6Ddrs3+is5KPr5inYwA9Y0IsPNvYrQbvm2zTxk5UAoEbbdJjgRYMflWC/+AUyoxKJIkziT5XJnRMvsjm7FacrgZIVjW+uAk3j1uKXZLTKvJ5LcZRbbJkK2+gKYftbkC/QemYPnHAm3aJs1AmZKcIWNY0tVsgq6ZpQOzCk5A+kUN0AgP5MgWWj72Awz+Z26wAmmvOgLA7G6DxJ5pIQeIbxAisQRX6SGVMgk2OudtuEzOm4Y7N0ciSzCerwjkeUvw0dclOJ5rNQzIeK8t/qGcDrl66zTFhnBI7MxmLTJBepSCbetxO3lA2DvTwjZ1HkYXwKBj79jNLGasQn4Ofjdn0Eb102hRdo83DGw5krfeySNaCODDTuQB7F3PfopeTSRSx42lblsz3xZ4WFKNnzppHkFR4FbKCOy1FVX8CLqYsRFqwrh9XZGefJjdRtkvHuecESEnK7AnyRDJQeDZnnoKLljl0BMOsNDsWVXJF16YETElCFeQU2zxgik11RzHzLEtwhOKcnQQSmE0lyNgjz0ULhMBQZ7toBAtebZ6LqO4d2NqEuPDYvcIZmJbM6xCPjTQKsFPTzoQ3EslcIg1SyZE5wfM3BHFzUk04w3JCD2PM7hToMgInCOFa0CAQCNIZdWLUT8PRJFpt2IhMfptj4sLSCT5id2qLyk0NUzsPwSDpQg4VdgVrnUOsgnOEJ/scZ86hHSIOVX+Iszw9ITdqFYfztLO9arvxFI4ILnElI7VgW9gVEeaZ64SFFR2WneURzmCN49GmSWO4txz+4Nmi2nhcs1xXOsN5DsJ6E3FlfDqLNGAqeGsmade5u8GUi7gbxeW4RKs4NaeYEBc9oTzL8YZGXr9B31P/Un70nznrdRsc849pXiULemYhkeMcctqruUh4RNZN2XSQZLqh+Jwn0+FZXEfQXIn8MQLzucxg7FzeQfwgEgdtZS+6xQljDlTW+JRZYJtVuypo1yxpI9BNr/j0b7Qewq7B8HFDVZ6IvVn/zxhFkhQaHL8+Z7WMSbjL8UzEHqIjaRjnS6U2T00flrDCnTSPPqKx0pvag4sMXRTWOZ3Yb0JRbEvelXIufkfgSAB6gfDNx06K87VBiZB3SClm00aaIBvX79gh1UqOj7Upm3oZ0JCZoaxrMcnmh7OyQrzAtZPl3KsesH0X83/qBPG4nQa6A2csBtGtPjysf1BGZRSc+CY8zxcn+GtQgYJ9BXk5adU5M5uMsdvoy1xNaUzFTZkBJQWu4oawEmc7JpUjazgFfMrPcIcGsVVlogftNWc5to08Ey6aCUQbK7TIax87mxnCUSFjqA6e8UYCpr7ywI/1F+XlyIV4xmNXRsphEeYXDBDbtPfgmEnsvG+SVXJV+lHhzeqYh5EOfRq6VsPxDLuoAm6RC31Q2et8BO+kodAPPd/8qarcd09SJUKec+cjeFziIq+O1C0PYlucwFOohBM6+6hb2hhMLnDc9UUSW+AYZx8QZ/zbpKR/Ex8QqSLifMKFEKeTcly4DHcK5UZdKbPOIdaKa9FFBSND7o/T99T/SSYcNzyPaEXZkTZUkA20wDjbl5RjHaJe82IqEClC6g3MCx8SRLTkhJ1zyKmVm2oRFmh6z6NjX+TOEZOQJ3gn0QGPiD3BmkQn5PBGt3kuYduuA4C/NHzk4UOpdEwNUpapWZJcLa+sFfQU+Z7cbnJ9KCExsiWJq2PiLGMIvS+SOhik5FyPn8ei84fTwv74CcESnFEzFTKXfp4xMeBioc6xUhfDRi2pspFNo071n24XJt48xaAfY9g+o+wdzKs9+T19Z9MHHLQbhbtIpLaVtbYFkLTw42apbeHTRaBx24QfF3WPfbqpg93ltjKbkNSFpGph0IUKN0uTeWmAs19EEeXGGS+SBcE3cn0JiKKNCxrHHt3oFsbULuTCfAl+GFoty6PUIoPYBdqKS53D/rOoOi+7wiXkBQGuk6fC7Tg3fs5VAq99A6j8tv6m36SLdk/cp4KNO3fSzjoFX4GHCyj6N8llWlxBX3ZpV1cRRbU0P7CpqKZd0oLXuSO5uoAsh5yVxtIzcFPS4qh0yQvdSpGiVi+Flk3ETgCPYwA28HFziCVw5wKHt8qFnZSkViMbFtRmIkjxDzO2KEn3KDAawDJE3s9vufEDmhTfsFNYpepmb34/T1j+oX95G4e230lv3iElqAVBwy55Src7JBeRicUguI/mDTukdu2YaIqawELIDtklZ4cflciQYSoW+cuaTB3XRQI7X7F3JxZaOlKVVNXDmwX5XR0PCqtqWi1MqYotOs5flGCzGsDOBVZdVqapM1a4AU4WJutVW7vIlaPYyqK1WAQWVMb+lqI1XJG5EVPa/rOziAcBpCm7pUfczU1WpyApG3QDDU72aGffeM8S3tlKOxSIgJ3xdWxHZUf8ntd9zcJ6dxj2hWdcg4AqgqUx3ZRskpAMJuRpm8Mli8YOZSeIc8qZFS9OLNoCMrdLOutEeYvlzQJghLdYMw+8S4vWzez9ns2lMUpH/3HM5rqB0EHkxrUYVbccOQauZYWsVST0GihKpi/A9F7gzkLnXdGlTRP+gJQxkK93qXzjz+YAFVDBFYrfk1cPGXCCIt2lJ8bxJpezs+MED3Geag9VMr9bEnQ+gIICH0PVgY2vw/4Ymi+TCM3dekS6m49hKAjabzkXJLGaJLQvuap3szd/R9uHNPnAtDhTNG+fAj6UZ6VK4xAqQgJyzEmD0LiLLPCZwZyfWE9L4NJMDP5FFxK3WIbAzv2mkARNMt11pEsH1VbETfE5QN9Sx2DwELOAduBULmokW5Pziqq/aAJjo4mLsIlWNO7sxssBZv95Q9sRt/F9GJFy5gPrN5xLCshROUbB/WQ3O/N3DHQw8lEgN598LrAADBwHOtFBrqdnJd1ct5g+3qhvOivSbQjcIKfn78+K5q5wXG4gwavj4iojj1H0ptW8G7wIjksWuxGlno1SxeKmh7PDG7UEFfL2yx3cp7NHnZL27sm2+D39HxhG3qdtHmacG0QmpQk0FnBH7jk62yVvqkhSysKEzkdRN23LrV1tSMsCB8VmkG0agyW0XP5+zqNwdi2wE9a0Jw+HpbBnn0xPznITSf2fsq2U3tEVwVNRdJfuWasopd3k8bI0VLzhoj9ibpaHwVZhJOZly7k4nFHCiLmbHBbem7+n+1OTnpW+yOmhCshKPyfXghCfOMKXsUG6cI6ctQzeIHEhkNiEEzpAJnp+vlrgOgo+hx37y6SMcQdRXg4eoZ6ezt6LYk/G+OE5sl4Ue5ifb6XY+/L5f3/9rS9+vRe/3kezHR+WX++PEf/8Zz5VZE0iRVPqNJdcXcfl1zeMhOyJOwFQKbkT0Nv4w8WZ2JO2H6CA94eLKxEFCwhQ2NQ33XfhrKjmXQ5+rSAFIjT2MlND9P24o6zK3aWUfj+2ZrqmzgBvm1NtgDWJEcS9S90TFWIBEKtXj8ovd90BDTJHDN6tW5HsHR7JEDZp5gGAdpfFawuOC7Q1U+6uKp7Vb+Ngu5JHcLjZzFuj232qDtStoPZo/0ltldnpg6rogrTjDqCTuoPJB7J2FYAKgHstjLnnWe4PzXmRBpF3A4Qm+0KmkYKoEsftADvzUYRyzLyaj2/cuWKAFkEKVpGpFAYEUIYxPrkH3VNoLJrh4qPo/6KQMZd/B91VzTx93PZ5xPQM6AL3JafmToa8SHOXlvBysP0Iq2kXPquwCRDiXGiRE9eYDH83o1khtdyt6eUx0l7PfkUPBrN9DKUKeNI98s0ZnFLDBcEZk2isSM/G4L7vMQSPvkk3v89dCVK2Ouwok6K6Z08GgfZc7pVEBy0fBf/M02FtfDEdl8y+81SsbubLNz5GgfTbW+YiR8E+XRYpPd0Ui1018h4Pu72v2pHjzvkK9K1LS7R7Zp1HuxQ2YrkxK8dcTnfV5QvHVGYh/L2dysO2BYaiHCelcgLfnj09X47VZpyv/6+9d1uWJDeSBL+mX0twh+M/Zm+PVaziNKW7SQqbI9v19+uKzgDMVd2Bk5ksDpcnWE8JHo9AwAGDXdRUvcD67NjcVl4YugC5rEmXYtMob79xHDFtI7q8bD8XX9qI7EuKj7tisa3Q+EP5O9y3cW1yT4dByChOQ125bOcNBem4NL14YbEcgt0wY4/+QxXwGTxY3li9DYCvH/uNw/In6ckCxeOVNkhd2HC9NMMkwH10YbN2/WZhjjhMrmAcynbTDhgF3m/GnlzYyXkxGQKk0cMMzV4k83XDLkQpeOK62dAHyoV3bisG7QFMyG1hLorYO4qdAsOeY08vwjsFqIWifa3hENbpyzcOo5AFI4FS/7VcQnnoNpkrv4wcbVfmOXe+MuIU5VD3SYhH0c4m7iLS2tyNeHjKQ3MbZeOOf5Rqd7zrx6xFDSscJHoDWYWQ156X+7ikBu7KSelwDD3eR1EpU0plT8sMXWr9NIE2iTq/wrsowrqGW1IugaihN+I+cfadoP+PyjfRW3rynTRcLPm74PCbFhz+13+cf/h//Pmc93//4nfZ4V12+GwW5NOWHb4GTVFnzvjl8nsCJbDudJiIkOmi+8W7QaiW+Vu4L3v7CMjQ6tK9tg/N5OCkuZuUI6plAsX0ymFiDJqam2OPwWqVVE4EJFxSa0USSpdvHFnKLDy7K1X1WA0D6Wu13eud3duDOEVGvv2R6HfNyfahSZnnRdECSQIWhEJCnNMRsZl48fVs2yE8IUEl/Di1KFKrKsWo+XQTxx/SRQYeuBUzxvUY1kmVY5a/Ls4HkDyJj9RXP4L0/o6JyQ0SnNkjeyg9blaChE40L6I0TYnmw47Pzhty4dkCU4WM1I7NWShUGTOT/M/kAb5fPvvZX4ZQUNr0K1aF8YLcgbdabpoFBJcspx3Q9HKd9xx62u6uySvslpIPnRmbIN5yx3ki4Mg2sGbP1pxIwIJb0m+hdcRTUSMyRyqr1FaRUg6OyrvbRzrl8Wo97TMXMCGnAfH+aDOiqUW6DOshGklm7GkWyGwITF0pN+2YpVjgYuZ9u01bQxrtZ9/eTAqub0KPiYKJHOSshL6ofopoRAui5GPGHtNwmk42Jvg1CWuV/c33hTkvph3HFXPdRG9Mpczx0wco7xTH96U4/vzLz3/48cvvfSc43gmOz2Y/Pm+Cw/2YwoduxfMqZhflfPKHVX3s5gkUXdd+TcgaUhYvcpEIKQUU1KpIk8UQtUBW/UbKpLeG0CTAbC696DfszrkJ7QN2hDBMx7ahxe9tUOyY1soyqp1DkwmNQ5TsB+h4uOCFBux1R3wQVkEA3thBj06DrqIUaBgbFUzTibURrGyichy08BhCURahMjt8ZtTlxNH1aT2D6EV3EUVwx1MwCrOzeShp81CoSlPjB03L45uYqNRLnyKfDEj2SiNrUPEM14Teyg2u3KdJlEk2NI9nElwS2hml7dt5qbu3qeNoSBbXGBZseAGPZCH9xFEJvA5OEylghfCcCnC7TXlMVQ7bT+Yk81W1UdJVJYYB1o1zAUjTLhMS6MZj/qTOOy1MEekHfhnomJOcyMEw3N5GutmWk6PS9hSLTsMZZrPGD9AZInYEISuaBABK61sjTe3HeUKrah1lr92zKStlhjFyxkhsclQ4ocwvg+VxBK66U4XHLDxnEiASyz28oBpfvxAYXj6i1Wk/83mMhF8stslRGeaYGO39GzlurFVzIpHXpab46khezXa60cA6bbBfH5CWBKrUITi8L1pR4spzIwZZi5u2zzB4Qh9ncUOl0ryKiABPyMe0aoO5d2q4wwY1Br0KFp/u0ilM3+6MXfjybMuiHXwGs0yldeyI74Ap5Oxp8EpjH5LohhgSutfFEabn9bo4NqRm0KthHGm4oQcOTmSfQMQrIGlvAD1jL+SdhjMS5lxZQ2aKfAng4IXmKDqhOcIu5TIAqHu/IEMfZ5GF8yBCCJAra7EIkrHzDUo7tBHQGJlHR6lsxZQxL7+RnJ/tG026qJDU5HXIRZjVzqGyBvXmLFU01KDYm4mWV2/MoaqLnasyDcx+n0WZ03GZs9xwg5RDuUGyuajCXB3Gzfu8C3k6rpaPZ73ZmOXQ4kbKygKWnFLpxLShOwY+mZmNUMNkbyIWr28kBiXHjE4V4hA9bNYiDtj4nEW9KTzfzMIXEVcFB76QuM6xR8h50bUwgelrEofJmvv54SzqiYkp1ZRfl2gg48yH9JhS8nMOXoDasIW8M0MTBtfO0LtCSRjBhtdebq9Vf5x10JaBw920DKTZQzhiRj7UYCzkgBHI143sSBasajc3IpdSFKBci/K51KbaBOfPXOQhu/bldeWOTBcDI4OjoBdAPrQ+LOgSYcMx266MITe8oCbbw64FsMiiExLzRu0Us+CWAgAduCn2ojBs+jMKGQ6kbBLd7j0PtTFfhqbG9KpU2XhF6FHgMUuHaTsm0mB4Bn73RrD92XwdaZq0cWqzSucBI8MKbac/zrc7kD8bI3oUERUAzCSz/QI6nAEP1ZAFjiaHoErd9RXOPbYqiM+ZzrDaU4CcsMspIuu5SvIyoErJXMsJMjqLkj0+e9jiL0NTWfRp8dqhnsndK8QdQe46Pp1jBoxxyqn3662NWH1oveJXCFRJ4FkEaQBLwUnTE3RQ18ygEUTBvBYlq4EpEj71vcW7+Wiiw9DlKDcuwWxlnva8KDMoVCPIvmAZBYuGRBqf7Fx2s0Bi5QaXJz7z7CixHbPcgAQ0CaeE0ZS7pjuMhsdyBg+q4tv1Qflgn4eBexPBecfeUVdaXu/N03URr9mHqYIzAtoid3xXjRVVJhPqmFls+LBaVdba5qQPCdUDDqS6nCALtk4wjwFKjraXxzyg9oShDiEch+ceqPxGQH/H+wKpU3IVYX7rwk+zdQFTHyIuhO8uWMXfxZ/jz/YzH4lADqao6Lq2a4oKlAaZmz8EiYuRC2SfuwcDvI6H+Lvdim8EpaI4EVBqkHIDyIqlBOalpRzfGNnUlHG/PJZdqsKizhuDhU7AHi2dosA13uAVOYGH87pWCAiGnHauRbih7PZCzohzKCrZR1Kyk5rXyX4E1ILcJGOHXaI9n8cMxEd6PqpYeA7rKAwVA16FphSmLalTeaO+gzeWOEsBxMsye9eKiKZ7wwQxT0a4oUN02v8XtNbgmebiDr0qvMc+SfdySOYUmDUUqB6YJbjqct5aq77hECZm12h+rH1hTFJ4Nd0QoBuLdyRBa3cSZClPZLklkCDf8O+UQ0rrVr7rv8wnNSlPBFE4vyf3jJtkeFeqokkgq87yFtHw7Zh9lOg8IVZm5hFwKm9UnM5Pl91800Xdv5EbOd0hwiMwlo2OVABcem1XjnyrHKgm9lD55qQZHqhuMm802k43pMDRiXFBJVsqNUbFaFq4m5ZyA5QYhh4cU8tJFCeRBgpZWSYRJIkAiOgwOSZklcAZOp+bQn+TpA34UVjvtCuJ8J3XtMEfoV+kc5rgt67PaYoSaqAWzAVuA1K0oZ/j0A8CnNxU0SoTVr+7jN8QusWSvyG4f0MI7pfNMDG4/+OX3/3rH//0l3PmX37xPwYIN33b6/z7oXAXTVqyn6+UNP+IJuSVz/iwFaEH/kENyXXhP4bFLX/33/UtWNz/bdztqHbE67LBPVvDkxIT5iQwa1Giyo7N+kgWgWZQ+Yi+QMwbMbXLN5p8fOLCamoSwBWnSJgbtZa84U7tLiv7eE5lfe3YjMUkrYEK4k2VeyOz4JQyEGrdzCN1ec3jWa1yX15QfNwPi75ZaAC3a5EC7vKqi7PMkHZ0r6cNTyGQXawaBL+Zkimt/MC/OidpWUMeQ5C8W4TB/OzpWxsE49hGh4Boj5u+9ix4D0cAoBsrfr1p3Wq2qTmJSLrNvE7XDL1m62ixmpDe5UjJtxvTfH2/SLytGQOzwjc6Ix4n5QdkaWTzj9FaO6sTRTucp4bEAmDFhg4ZvsrnO1bRLeuFTqEuyCJdCXAWZU///l2Jb3/m/x/+DKKOK9vGP2RgRIQg/xi9if/jLz/+8T///ce/fvnTf5Cw6O++R9+9iZ84sfJpexN/bvjPfubTOcUSMcQGqq3rcChr80xKN4y+qBWQu5JC5VovGHkKpb3N2H0tCfXh67R3TwB9e32ki/AtEiHdK49f9cjNenYS9r/t+005558ur+iZXOur12lkvF8OZ13zqqB65jePfP9P/iXjv2/c0vIKvv89ByOL+vSIsrAGYSa3Ryne/AAvH26qiFXgntC7v3Kaff/S59Dc7z+09M3QAz9uBVoUtP5RQG86IAcPijZFmo82UWVUbBj6vhYXh/3oL1MKG5I3O8EwnmFAG0AFFCadDzJoN1fGZo6RB7RQnNiMjzzwdzqgJR3u+OVDNqlVPm7nryL6LQZkx4mD+IpH6FucI2kPeiQXVnT5yCNM97SeFxQViv/uR04r7hfZkt7Qz9RV/MidHof0sTTpiY3oWr4R5GCwzCHNdr1pebGaoMBOdP2c2321ubGXSIQHkjgrWkco2JCVcm0p2gRKxHh9zV2pZvUCoOty3X4gjwyLmxc5FGJ96H2Gm9a8Mv0uC4XkvDCaZhiDcHjpbYeJ4p5uGJiw+q2AWdIpkEfuiDIjGX4gbUVIJ99ogZWpCDPmfWjvwzH6K54mUZQzI1bV6cAxqIxmqV4BYsC7MS/57qi6sD/dfwu+kl9++eVDJRIQBtJuR9o9Ln5DiJGT4PqIYkaqIldQAWCukJB16/pDmi2QU2Z8YDrWna0oTDBWEyhJJib04IrlzHqZc53bsIpQixGofgRVHROvM3LrVfTe/Y22CGbBHYRA8WVygwIU2TcQ3ioZc2DOhGezBuFEOEyb5ygxVUEz+dP2bnRCWhRVsIBmFVoKbAAvRSbV10LLm+dZFG64pt3sjOrM/IFrmRsQcQpLKWAT/A5hNhiedxovFtvBKg+/dDybiBBXAbeFuw674DK/QjM2J1GlUARSTQ7NsZHyehJJfXqUhTjQAQLxoECnGwC+k7ITAXAztigVMmFrh6SxIrsPWjNzwsADEydnakrF31f6biypPPLGj73TnKslf+PHfssyCUQq/vLlx75rJO8ayWczHp+2RoJo6GPxUKc4IpHYvOtQANCBebUQJ4+xkZ28oYvPFFZCn1WympHI/TmZUFkiI7Ythwi6jIWbrWqXEJgAuXfaNeGoA4pfeqfR+rTuaECJiDFeTnuV/Pw9ZhY36rZnSJFpFnEjF4IOCtI47DwJa4Cc0UO3y3dwQGs31Hjnk/9gvvamog668/6O6EmPDP/1zkK6ZC1G4qHVxkHJ6RAESlHZsV9NgiZ7XhZVHMRxWKXjLp/92mbxha66fyQlok/5+icQAGxkJc4wj5Wce3eTbPYqSRDEscJNCcZ/Lgolv1EE73oQ3Ml0XhZMFBC8iquj7U9pe8xF8yqH+KU0CDLIZLA2ig43T/jCZ3RbR/iGR3b74GZi3/BIXOdPO1uu9H2FH7i9FtK43LgeizBYokomRhIFxjUcNwU52r3nTnavsRvG4rEOBUoLnMW9MTBvIQOZ46d3ZN9R8PdEwX/85Q9vmcYPvsZ3FPxPZzw+bRTsf27t+NF+5mMUjD6S66JFt9HshiPLfEdHYM6lOTKiuPnJhhEmKK0cGB7W6KL5bS/XtNyoEeSmDNsQHyR40eFFdf7YVTkRmXAiIAFPwERqZmz0zXjhCPD5piKTB8PIE/LMfqENo2QhEguAgziLqSMu7yc+7oa/Z1ufywzqAHf0OvYCfdZBUU90Ttil7dikyIki6deZZejVHGXp918++vUOKtF66rzNHF/z9kkoHyJqaQzUObejdCSGqeM2S1vHWhw1G+7Bp0cUbpE0KVZuCC/N2CS8NJMcNTknB7LX6VYTt589j/9GrtNO0iTlKk88GmzRyArN4v7cKVEatG7266LtELvEUXrC1w0vbohFZGERrjF5ix2biAvVXgA6jmlsDrfhK7HfF+a8mNzy8gNHddtguA2XjpOER9yQicO08s3UmfN4JczYZPQx3zhulSisKfulsF9oAST7lUBxm4PnyxuKj3ti1ctqCZE/akV9qbMF2NxSjiE0WYEPt1YURM38MwoF7pR4sx/92lJpQ6p/meOYd5CO6k70RKROMDycrf0WKwrLQ4jpvRXtskUiSOCEa8eOLa0okjiM1Cxu3RphP/v13g6WG5b9biY53nZTRMZxg1U871ZGZHy/EQ1tIrhelv7Y6NcA+c+HFtk9PrVmbGazXx9uMl51tjXPHt9lq+Tlo18uwbFxAS9zHPPOSpkVlDIrOhOkD0cpCq22Gbuf+GESj0+PqKluwiz50e1+meSYeGYvDXyicREx3uz2CKWIr97stUgBsOdxmfb2NE0sV2H3Tnzaq+/EqMzx0+c23onR70iM/r9/+Otff/nLl1/7zoy+M6OfzXp82szox3NPpVELWFwLbkBS0lPR1Ntq7iiaquReOp0Xx5lRVNaZNrSkTTNqh+cLYXfW0q03MlnDj43CKBVtYsn4VesGHJAZC2NnmkzuNniUWXinEgXuhpfflRde5HEWygJ/FGm/QDZb+PCbksnWKFoNaPFbC4u1Q4D7XvUi/OnFS0oveuXkn9pAFykYv9yZbWqHjF7cKO+iVdWBAWcAJ2aqmzRXY/ppk7CHPuJBeBigUzhELKpNAG5ZXganNPLAtcSNcm9Txb+aVH8FFOuNJxHnrw7zN/EBxZZb7sk4wURTxiRLJ0cXcrlO4dySkiTzhvF2EH5tqwYhybEAzwO9iwTbxR0tMaqEVZm50WFcypZrwg+w15yDk5QxFBPGoRuTqKpDCSglr0QJG6G5FIu0RmFmHMylqjEoCkmccoHxZfVeD+bo9fvISrKc0jRKcy2UAxAwp1tlLJrEaQKI3liWwvApjxtIach7KpzTZgC7Sct+UKUHCG5v0E9J1Q0gm0hLYe7mQcJQJ4RtLGITTUy+xN+htczx0zvH79D6e0LrP335pe+w+h1WfzbL8YnD6vKzu7zQZ6ZmqtLXnR4HKCW4/yIaMb3ptydGHHWRb46rnReVljikFBfVCkn7Q3yH5TiKEVLz/OGmGNpUmOSMfa4mnemsKldZUNRZq66G0xcMXGWpTaq4+HCuRYdwU4suWlP0Lz3ax7WbOp6z0pOkhR4VHC4ku6zSMk77fjC2xtaABIElE09/mh1LyPaxWhM+fFSuxyS0hwdF+RWnDeQ/iUyjtB205hh9QcYtj6o33A6RPgOTCUth97FA855jT8GBq0IhDOXPRLvIjl1mwatXlCu9u/5rnjX7ja9ZTIofsxZVScIh18RrEZPoGJuxxzeSVHyzDmKXC7cMgw8v3zjK9GmaqLEWayZq0FNl2kqoea8Ri2eoWNiMnkdTNKDRkiSJoKgTd4rQMWOPLzEobtJwn42tZPnQ/M03DovURMzHyBc/zcJ+42sW4Qax1lQfErkzliXGnSJJUr82i/FQPUE0xQhTUilMZW6/bhjUQzTsUKteEaJEfwhMJbaN7F08T2GglGb0kkLLs7vKoNQC3yfgP+R7cI491uCVYwoNmawHZcfmLOKNIVAlRhzBNUXX5Rst1kyutaR0KCWLNhYMJVujuttD5xvk1G4MUTVfQ5pUXl6/z9hlgZrlBfqXcGbRiwJCTEvoyN0j55W3zlXZh6wo6UErjzSksDsZfdp5esOsvkQZe5qFOwSEjnPJEoZmzHqEXO7BxESy4ozyV4ihy2d/bMHrIWR08oTwYgZh3LlB996Be+dHGzzdjesb3GYKN0Dd01RG8t6Ac+TcpDf9BePmSrrN59j9UkOmlGylPHKHoWTvzRt/aDImxRtZk3QDzK1qLs8otK72yLmHuGsVJAMLJQKQdQnL5E4a3R+G5C/MMd4mnQmMzSGYMvklgVaRjTIAXRt2KCd6Kj1AkY5nw+hnwLcsm4gARK4G79aBWjQtJq8VL1QxZfbXNOOq+S3r8mZIVVgOUeMSyHVJEpNCNEd+amTKWvz6sp4D2ncE65xVPKh6qeOgisfkx4CRKx1XIeJepc4NZAUn3dzj4t3QiKEcJHjPJnhPmGr2IaLdPFHGHtGbWSjV4NG+Dv7crlXYMuPddhUp5zPOdoscFuJY7veohUSr+BEnl05jplslizgUld3ihCoMcP2EL/x64+5drmwGR8yxRxsVVF/2/LkCS6jaL2W/cK72rDkZpPKKphbS2Ry6pUgCywrqMOX6AadoyryXbrTK4sjS28CXVZ5vvIA3gd07Gb5Y8ncZ7W9YRvvispg62q9//uXPP/785ed+tJb23/mEv0kt7fry5xwf71MJhl+vIV5X3uvPHgX7I87GjQFDIaXsnarp8tp31ynaWUf57fOnFbp+3HWOm6Pur1n7tb4d3Gi6KOebNdM0Y08Kd2be8WF99BC762Rl+XnCl8mFmx8RbxbC37zvcLMv4uP2+3uyY8F5pzYRv9toPs3AYV7ZUZqQgW7hcCgabXOLgBT3cqc+CN+GaXyyog97il5o0JvMISSnlZf4EkV8dHG9MmGlmXCbEEglnwtQPRVG+CZhyrGD/gGbWzkQdwOYZZI1RR2oI2hv3eFEAxEJibI8Kq2I1qt3QRKGQPVJDSoZxONw48gMIRWwpi/0422ZGF3ThRcZz+E7J2XhLk4SZ376NqvEabjOostYcvK9Fgm90MkpiFT01bHsafMbWnRUjirNIp2hFzO0Jbwhhub6IndXf0OcgD/chmkLRUFZi2Aox0cMf0Oi571QWXTCPK5EzLHHM3pI86M/6P6+mEF/83XmVUZaiBt7+b9BH/TtGfwtPYOukbne3AhR2eoW/wNZfnIMofvMNt8Mxcdv/8cAwP2ff/jx51/eGLj+rzcG7hOG/Z8WA3fO6Pf+Y7RGJfCqdfG5jaiRgboMvEAYFfzpNs0xS7MgUu3O6LWNOnF91ZOfZmG/cZT/nXJJhyRlz+SSoLnS6eQx148Ze0yIFum1g+oIXYVmaMzBft9AfgSBI/Uq+nIl7PeZjqDCnttNB0vXLwrXSfiahXjBjD15bkbSZOIS4xwbwUmWCiOiw8ge/eGEhBme/7EoF+L7GNi2dmUC+Fi4EwvBpRAW6QtE5Y4hnQh8WA0IVb9NMHT+fnZ6g+p2IhxjEIk35box/yLtgdHvYiF/HkIpEDelFj+dXkoSJBeFvAOwJg5L+9i6FIYvJHQf6JELTQL8woxoSymJulByXiq3EQQ1G+G4IhWiLtDH6L5QbyIhJ2R2iLYVT8EMLH+DPFJsNfxkP/PR6qObkgXY6qZxEgwwTGbXWwE5WFbwM9iZmcD7mP1VM2A/iMtO51CVUC+0iSYcgeaNkUle+rLQj+woQvSetRr15nFKdog+XW6T83nCXkf+J0503Ei9ZAnYzzhjQ7gYheUMRyBw0gAMdjwHF6SnGNTynPDuRcql0cB9VenAQn9BUHj1UEgOqsZCcdVUiAtEOOudeVOUxCFm+GIIovGLiie/DiQSA+dP/I7+CHw9zCIUDbPXXAoTGg0r7lTdDjBKsqBdJG6NLmcGpg6YFnC0E5U/oIrG4ow9MVrGZ0/vVvGyzUycBfcK5+XpRHremNj1vDHPv8t8RI9Nk0QX2hUTnuVavxjCYaxm86/lIWSpwRuLuUAkAiMxrqzXr6ibt4l08kE/A30dlfIWOCIsmOujE0zL+csoeZHzxrcE+rTKFNoP7BYg8U0zqEGgVOcvZlxId2o2RFdZpwBZXnqXdoWHzTe4y7GhijRM3LyKFaubK9NLf5nesKPGPK8kDhSQS2Ud3WCbMwZUvakSue0tGH5R2Kn5OlVgPm8faRmwjtPYjEmUUk6bKuCXDvPbSBc5uTWAC2bkfZy41onPu+mAKUVAJFBPXlek4JUNmK7N7jE+L0btozpjGL5A03lDcLIZHu+GavG8kxhA3OMKjprsljMeL2/u3k7AQazuzTeg5p1ZWyz5G1Dzm6blf3oTvn30Lb6z8v90tuPTZuW/Qmwgx4lweDkKmZor7qJg8apykQweiPUDl4/DcdMR50Qqy4w91ga8KDx2rjju7TRjlvSa6ZSC4W+zMPy4XgsJ/oAPCTSFmG56XTR/hwiUFTGQTPLrKbgqGJsO4OHMcp7x3EwSpRknjSRRmckkAxIKy1RV78xgQv50g+owYzNNpFKXgCoJ0xjQHxtIpkrXY2aB49jsJE3kTZfnZBurE3sT51hd47/OGNWRr423xI33oUiHA8jUGP7lb84H4GQb2VbIsfLmBGUYR2DWBIwyQVQhROQdObmstmKVmTgjr5F0eUUgI5f+9DNCku6myJsq2ga7kerSFA/6TAKf8Tn2mHAL2v4OBkKRzMjC7Hj5xjBnJkg6NGetc8FRi2/9d/Na2BTfALIdCmSrYfZ5j7x42tg75OED5+YPrSB1IRLe22fIyOAtUPcJid1pLus6mEXWTVCeeVKmjFkkYYBHYpFRnqDXO/iYJ7fZmvh0Lt9gFlGMzaHnHCKVnC9Kmp1HXmmXuosC6kMiS6lGou4LIHEDzSJXJVgEeUVY7k5fhC7Dnnfble3ppMLacEHNtyIJvBtjscqdYQ249DSK3otcjdwfzXBoGhyy6Dq4g2tPSLezajTGNnQbLgmBTb8+5I3WeW2aBL+nfYX8MS+l2x2xTj8rB70ykA0ZWmHMvEEPA7Aqpf7TM8vrvV2ylGlRes98zjHGuwp+n2jbVHWw6tDPeZzFLPbPWWSpwvUkqwAOkpKo1iy1pw5MWFub2tTmtahtvnbfj1lUdbAOL8pnNwdkWWmo0iRwmqsNmMY3rXmHzGl+3KXMIBGz1kv6GDdFprwrXrHcMBTkuKAJaujAU0iTXnmCf6PI+UF+vqyreMWgv0fscCizD+RrhAvlEK8diXQ+YKAC2/CM3WBp8HtEDQwpVknTR+myNHityfEVdpGcYU6xO1tCh+NGvui8gzNHcog7uaxa2q47+rhTOVHiAtzwg/zXPHuw1T2MXz0gSeV1bTym6aMUNTvxFvfQtMkQ7efPZsAbWr65bAKXdMNr0KKCmNuh6kZ3lDeuMMWKR0O2YJnbrhhn/PexEiEKfRkK5lJZPYL0iXdg2Q1d8qZb3R0CVmpau4ExZdcfQAfP12AwKlmmLrluoulM3LQpwIKc6DJGpwhjx0DZwiqJiK0ZgIhMQFrP4gyDmEAKoemrmD+7mg7mtAP6RRAx8Y44+nj93dMkQhGPAH4z06J0kmiOalH051mg0Z57q+LOIwDJh9D7eRVcQ9WSdQ9gD6W16hBIDNz1NSsVgiAmQoKTIERI9poeUbVBnli7T5PQ63zFhZQNcch/D6WSlqxuCDhHUuHLd55HaX179z5D0XsQsQcFAqGayhhG3MPcPFR2aKSm7EDnTcG17VKYXzKe+5tbh6B2Klem22BfLNz1yweVodg6oMBVidyiExoPGEZOfOKYueUMTpvOqDBE1sJH1ZQJ7JhSm1+ezIUFwRKLzWqmbyaXbZAk7JbWQXi9hkM49VIUKpNcdhCHpqmpFAZdj0HGFclAF0PTHsamYvZ4RP9re5iSgsFS0hxEMlDTiT8qyqaSq+rQNr+bRdCEZ3IKH4r5ECZ9nAlRyAYpG6PTsZ2XdzUMWGbfqVbF6Zv7Ym6JIhkyvF82DW3DTnfu7vn+h9fiBZzX2SVlW2rDazyjOXYY0J65cxiqxIqIc7nd9GKxB96zMnVvykm6TdWyv3UFdI6fvgb7xm98D37j55///Y3g+Oh7fCM4/umsx6dFcPzyU/7xGoI+ndPOV3iZDuhO1oiBDjLnILpF0SEGWNlz+JqUTBZUjpLqmmOPToq6zyg0iWyfGZuzUGYOAMjFdS1tk+C5fKNNFXFLHIDbXGw5smRAmwk3oow9vhA/v9DUjrjMMYdml+tN/vO4YSmfbLK3h89+9JzTlaKPpbvTTC1++yNl25pgHppr4yfYxLwg4XA/Jl3oTJQXcWbN2GKb8BtC9XRUXqOOzXR9kaYbzGzAy81mDevNar/R1PGZtqO3r97IARQKOZGfijyLOfaYHnaaCGxVYn9rmvzNF45JRKZ5AoFj+jCuBAlHwpVEYXGlvJM+0jnYVyyWAGLV731EJ7b6ZSUxXcruKw+DYXrttEaCKUyonWfU+cHfFQbHz0cfOc1USrQSftPohhuJjty58+h2sBRNpn4usfx5Ryvfed3wndcmzV21SN0XfeacX7VfF+a0VNDVLdnOU5sJ/aeF/n5vo7gf/c8XD+YRL+rSbGn6mNG/e0Rkf+4gECzp2405WZhStRaHbcNJ3m96+3AyRHMhuklAHXVstQGQ5pdruW4IhS5fOPytLBcPAAk3VHKc5O8VCal3jLFH7EEalZP5OrzWO07zIy2n9hvHLNJMQxubnxfh2+Wzp6e75hrr9PiSEtTm5b6RxNM99MJMaR7IKGOPlZqolNemp+q/oo5ZT1cYw3OWehGchw11ehJ2xv5BNytx4+eKLFZLqmkwxx7fRxLdV6SXGT04hy6OLsOratO4A8Ccy56gbWQ++smAra5kKAnHr3MDkFH9yuvy7pEUNtgBtOSJZNVpA7hMDPFdBoJjQmw1cXITecp9bDFv+9EfPR6Y48A3BF2AWcMwi2JtNDuUs4pskBeeGiS3C77zIW92wtd5d1BaiuR5ZU85EmVPPBRoibomI3aKoToaixUFoZi00oIQfzOJ024IOwZsiRTfiqA9O36GjYkI7NW4SqnQkbRI7+lhrDH66HRm/keQNTGauirO5lCL3EM87pGeY4/LWIWbP6bJkzVJRoIwGFy+cVzJUzXyAnwKy1nYbwxzZqIRX5vqh2RD8GDNBr/POfZYTJ3g5/k+Dnb3E2AqYruCUmukIJS5mZmlyFEF0u71W+arXotNRsblgLIlfGTljpvGgNN1vVOz2CAqWxChIPARKaur4hnNp1/SR4X91Kk89BHD5mcJ8WO2VJ/YhhXRkEh/8yM7g/0t0dS7Y/1T1yzeFc/vqXj+x5tH9qNv8V3v/KezHZ+23vkVyhQuTUGG172fNr0zgF1L3SQfgtTzh6ZyUQxk8k2fyEvrbYzbmiuTyAZD0TdpLyOnPjrBFvcQwZdhAQDou60TUVC8YtxyVN42EJNy/cgbuPGEjsaJpLPI/nWnxY1OCGJ26d4siptEL5voIZ/xqnTu79XwkBGQ1GCRGBYxAGO4e/vfdRLIWAsfK2KadT4MvjuTGEzkt+m/MZqxprjJjLrB1NQvidV1OA8ZaGnerNoRBb4ojiAsN2mYL+ngxJFzm3T7Bb07IqIihA5IPItSB2DGtBZ9jCeRNhIZWFRGsnadaW7LilGQrB5Cs9w1nzVhbLqNHxMDmjCOh7KPJpe1vzlUJZYIecKNTa/FenMir8KUxclzUg5svtJocWMqmpu1zIFnyDsCt9NT5aYstPfxQqAGJwTgVc9H5/MVTK/j2FYM1k0VwXvh+egUCbQzQc3KrZf4Vfw6kD5b32HHBPgb8xt4DuiokH7Bok3BJcgcusbLGrOTR1rFoiAYihHnVrWNyUxCDoAAV0TRcLVpvolK6udDUigG0oLCpO0VvQTJbF6JIB0Yb3SzzPHT++vvWP97Yv2//PTlp75D/Xeo/9lMxzvU34ONytRYMZIxx4aQTRuw0Dom9dEjzVt/eIx54vXCHBPvoDJqS/3WJnza0UB1xyyaKjsg7BXdwxJUvjoX0rijcof97JdzlRhXKcWkG+qyWrWya9/N8FCTsv0fjsGdaJ5eKZtuN0E84o6nvzqlyK9NuiIjoj1uEj6acAPCYWecbATLzWYtnRA/o+bPZHR4UdKies6WOXTi6e5Lq3J71fQeJ3FIKyDG2FvGJJjBoMsdcJ4jVonjwOmyq+5GCSWhdcmc5HfbCuG3wNhaEI7CLhHy8X01JA++GMYQtzRwTfrtsRrcKWDHRhQ4P312VQZNnoHbe1With/95TSVnRBsf4gPw/lbEkXywAFwdgdJUiFuOO0O5xLG0KNVLhy8QlWLkZQoZYu8gPm6MYMswCQ/eTef0hnI0DHMyGsSGFIjqhcRZ35hRN9ObgZkOeJyJVIoCnYKVRqEsTt4KRAbM4FeiMoZGiYK63EWSmmItWCGFyAwJJKvhlNmYAaMTz3O4zDCi1kIciGoggfGJBF8WgUm80CWlBPBMaVN3rG/kaCzYBTH5QyPfR0EhQM0FtMPwds4tsm2RnYaiA1H2c9YBRqZfJAuF8CbCi3FjYlb8eflCSr7db75NXNQzypxar965V+FSved98VYlJqUdLQSBPEO9MsGryfLaQ6gNeD8kAB+S9R+rlyX0djlg18nN24ajEBuJQsXxDhd3orxu4TREqJ2N47Xh8GJ59ZmcOL+ikR9iU4SyHRYVc2OrW/IIEBObOzreabFt5/9Mt5pJ89tJ2naknjHzLakyw2Zb25IIeydY/fzRk/Edb31Ed00TZkiT2sgzLS+aMnETvI18ZIF1A1Z8Q0PSohChwOXkP2icxKJ4btBtYNAl1r4LgGadT0JaB+yd2Z4rixzpyD9j5tZHEVb49pO6yX6m8KNWfzVC0Gti+3fhelvPHsQqx9j6cxnm0OzmXi5eYd5dn3EucxcDQX7Cwesl+P8eP+w3TT13g+bnJZU1wZVVS7jmrGtzaEVT8KYxxMPjEno6u9LdxRnl91RXHeNr8obi9/bxj4YEi1XXO94eIGbm8o8NBtJ1FgCGiw7JQh95sd2ylolS7Nr230DPsNG+waESFzKmkPrXeMnzZWJ5fIiP2M/+mWS26YSaWdoJl0bz7qJqQWvc+Si7LdcVN7cER++qHwVdDeIG0VfzowtL6qsEsoG0PMw8YN7U3q4vUaJ2EmG+WO4DA4oD18r2BTMpPTdm91Hw0D74c0emtSOQxVqU4wxy+vTbo/klSN+WWx2s0lN4uJYGhrsdVp6pDRpztDRENemSb37W7Y6FCHS1/pkUHUNjRfbCZgGY9wUcL/Vq/pkU5rxfuLJz7D0y5WRuK2fHimRuRnwLWF5OjorAh1reNvcIQ3mzRGNGHv0NzBHXaHz2rj1gXd0OneB/H3wRwTym/F3LIb3+I6E3Zzq/sx8WabQ57RGG2LePFmxJ/4iSyOpz6pQeTm032GOvqXmE+rvwi+Xs/4I72xVXqfodvIO8NPReHpEyWcO5a+sU/JxrKQZGzvAR/F3vXfiAHgXqUBzR+w7vjHMmXEaDj+xUcDc5PiAtZkcwDn04ILIan/9E+d813bcPjM5rYM2YQM2SM4WmI/JYQR15vVXjpHHSzxq+7rX+8+OWaLO6/fXKKnOeixZbi+f+6FlRktbSesnNIlRxDgAyMtip3ZsbKYotLCnf5xpN2FD1w20V6lheiaJpnD+vIFofu0S1xTCaU9alLGPLva3PBKOTdvkZQMZQLfAVSHPxXeI7aweiO6qCrdz7BFWbiCAIyIw5y3q2JxFlUS+j/GGDLi9uEp/QxTAGzj339fvp0C/vIFz3wGc+7c//fGvP/7bX7/86Rs990bPfTr78UbPbW9FtPETr1tMO+Lw/tAN0dPBPmT1IroCInd2asC+L0TuQG88v+1O7UlMLDlvYGvBqJzYQIpRf13gkEUZshIjQrGV1UfBFbDmVe1NeZyeBeqEOeucFp4BURR2RrPv4/xR6/YIBLaUNZscJmYGHE+iz9FzVFudqKNApHbpkh6T2f41gaNIDbg51UpjbQ6UI1mVwYzdB6ix/cBprLxBSEGph115tLVkdqJzkP4e8+lm3odKKNbBqvGYDAja13IcUoJD5SJcJ4EstXDqnKEYB3CoyWz0PcHKSEvRu+ZE+qkqJCffcEidB45xKBjb8M15L2CYrv4o2k9ZW3xyvGGDqbMhbYTBYSfje64qJ6B71Ce0vMYlGoVtozFhKjWZ4AzoOF4TFPfkhWRPDpF3RoSn6oPHBJHZLBfP4jTna9iaNwSeM86ccGlbL9MOamNtxhGZ8nfzaNedrkU75lU01iJKIx60mO4gfAzVQo6WJwHE4zrHEZKE3F1bmzdniYIw78ljtha5qMZ0rhtyVNzArNGGS4ShHzD1ksE+Jop0TKJp/hLU2Bt3IU+WNgsFlJbdpHLbpcmNZ6/seUK2OZAjKkXmOZZ5V5xjic+pc9pE7YucECCb1oJI+HTWZALjp8hzehGfCYzeCudFE9he5bjRv+nKnwyy5tJAF41lAi34V7wIaMgXYrhADFoKBfKinwspT0e3P3p4RbAbmEvuUkVpn5G+AEmsZ3Gae+btjalpV32ehVxrrDytBfqZJTWHsUXBE0RlB9UOB0XrIxI1KgcaBKVoI2OMi81dD1DmfYh5Qz57uXjJsGTZSbTKk8iSre+vRnRmnXbAH2VTWUQ5WdsWigQi6JMYBHTjTGcR1wKNrlDjTcGAp410/h7hdwuCTwYml5cCGm5yrItKUKLA4NbY+eoF4dTB83yyz6Vgpz5UxScDZyssc+B82/SRFJkF4DxRtsWNY9iaoOcBGuTgJsZjQ+SCzckF5xQOSXf3U3OdBLQM2bwgZPVUX4ChWIcL2PmsBWAxcJOr0Av7ZcymWGmCZCGP5CBZO8yyuMh9H7KNg1QgE6SDa0AmYWRtxyTKJlxAh5D0lqTEIA1cAVxHx4czsKTLEYsGZdzppYeqbKTBSS0X2MXGSYtzZsyWATlqx7NAc8QGgOpmS828fbX8ZoR0xyx8Zk1QYFelz+oc20iVAw3JoEL0ItIcgHUQkgiVJASclXENe2lrI4tinUIJIQ+lUMHSM0ihy/rxnpBE1pueQeb46bPE7yrTt1eZ/q8f/+1Pf/rzj19+7bvG9K4xfTbr8YlrTOVnd3mhjzWmdk21g75+w/13OgKc2K1F/HeoWd8oFDRyknpOmGPLFnfZ5SMIQhf+nXQjJ6WxAmqZ83eQIODsQNq1nHXdcc5RHKaH6TWJZhSzDL5ZIKiHn4ixkaRPO3aAWpVfDQ3XvBThpoGsaaId6WwOqJCY3mSN0B3Ju6KJnnmQ6NYZjJopmmnDpmzLpYx9mbW/18vKryzDAmHPTTEgIOPGV3/aGWkiTobccezHm4bqQwgOZBYKAUQqmSsW/kanp3csSSSUhKIAf7cR3UGhNFxngeSedDaFfKubJFR1R5ED1glRNr2oYYYcpg5UOBYakfZV74ZWwlRc5krUTSNyrJw+6glNLujZDTf2RJ6owdccyiFZ4ZududraRgDk9fyozz3tKWf6i77MJAcha83aF9hFJDiYO3eUiH3ksCmsZzXYralcaQlqr5tqqmMVDsq3mLHHOtxMWduyjzQ3lygZycs3jlpHU2Ih5AuWneWFsRFoGVy/QKQ9mPwY2R6Ox3H7iI6db9LdjFfI7K74jvVxRHMDFyd6rlBUKoqUipDVCNdJQNuM2zR7r9ZyJdqhPLfImvKdW5SD+VycYTFNzYyJHnDxu3UKE01FTAAyT/FcCDM291GVOj/6s1nPFDZtncK0X/iaBBJYUiFRngaYPT5S4Hfhnm0z9pi4C2IfT9MrsPziNHtov3Bsaj/ze2Nj5h0ndprOlOXEZvkbEB0zS9OlY3m4s020BlE4WztiAR3a3EmFlDsDmIq2MXdqVbYuzZAkRxl7BDAl4c1Cgx1TodixaWnNNxr/XEixc2XJFblxnHZnuabC0EmOKZqgmcENsi9sKm6uvTek/Z0uWCz5O9n4WyYbf/nXX378y19fCcV3uvGdbvx09uMTpxs/Dmn3fFDDlCJ/zPY5lZWohxDnd6gE0xPBe2RxCx9Uu9hzPZLbOY1O9dMjmj2IivCLXhVjolNZVK+Y9k5Rwc6YbxuyDy8C5Eck3Qhux3Yzwv8yVEcC5xH73AQ07msV6VoAjML1pwK7GihbA+BTZe93jj0Cx8M1OaKPqMOcJ6fv68ujwpTQaqnIcTPJMH8MAyAAzL92P/CCp5lceLm8bTdx5NTY01eOPDj1gRYc+A6G8wJxxwiWMXS/s4IoBcsTeiKycPb0UI1TevEQnjY7QwNUaZzdhPLRYtbZqHm87EYjPAQ9AtZeIodKft1C0XmgBNxbhJ8Cto0JW7o8ivzSr309SOgcPOvN60FiQEivIewpMkJFwVm3b4d5T7Bw4TKFDXP0cT3QyK/5dUriDAwFxVPyTYqoKIx2froBsAYtDjWW5KW1rxMGOizo2KoLqCJ3bmGMK2vAiDEtFzCvktyCdRJKk7UJBdPwsBYfNaFotRL0VjSyWAND5oW24NaEAuHKK17X5De9zkHhXDs2jgUQjCKaFSWhidIZcx30LhvOldjdEx/362rDB5Osex2YQbh2/8OLnz170yXYJJSRg5Iz4qVdqsOr+Yz42TFgPSohfNx4VACK+UoT33lUyDcy93LnLhe6zENz0LceVdK2IpD4rCbupirZlycKl5E2rLyZAoe4S6ihWYttQ6cn4oQaqCrINiSv/F+dDp8zanHAHx9mYXhTRspZi+7oF2Nntim/MXTrme2wS4wt66PY7ZJYdLf0SYW9tRglFGhGPeDLo22TeEcfFTdIwIFn/IP1M748iidZ123WYk0FQiStBSTq9BiEKVE+r4qgXMNOOw0hTEduVCsbZD2g45VeRcKPpleRYEN4CvmGgEtlJsCBuCZBz03nkJLkmTtIgs0BQB/CwJkk525qoI8Q6izU+CCT4m4ye/DHnT9FMyfxd5CU+42FeMNlZY6fPgP1zmB/Rwb7X3/863/++Oc/f/m57wT2O4H92czHO4G9vRSBUAgUtbRxXz86CEXYKdDMJimJmDXr5YP204TMBIpxEpc85nZuZNVcu8lIGTqMEeEfiixMToV4wQq4mgQy4gzp65ljBklAlpwngZiOVdUm3/aM34JbTwLJkhB5End8DH5SVBs0miOHzd+gG3saeBPSOYUWGoTViEbTbOoaSZOmgUQ5pD0Wk0iLbA+ysYVD8ELSBHeoTEY/AQd6S8XJbaQhTWSNKYgw5geSSGt9bVuPGbMoTtvkJpzWKMTM3IDpsAs0h0l4/ZAGMF2AXx4517t9OBHgLeXLl89sdU2Ue8YxlOVCBLEOmXsKiklQ4gw7Z3zSplaLnxNi2CMkyznNZcaezE9SEpQe6VCUZMdGBsN+40gw1hs9xbE1H6F7QXhk8UmNY7Vyg9kvk7p5nDrnpT9/DD2anygEPT0oF4jWoRRP5vuG5cqThXyg1dom9Xn5wtcnhSh0/j4ePwhkLgm/AlgjRF4xec4nLU5DFcWllBgYTYfBGaqCeamuN0DT939DMmZJTGxfK5uuloQCB0u/bqCx3zfwzMfMYxjMpDDsliiYcrDI0OUzhx5LDVn4nBMOKM3Bjg0+Z68SoadFTTSHPVHV5QtNEtrzDZgbb0E0rTNeMp2XGVU75tDjLeIVOerdS63QeiOOlsF+3ZiBFyE/GBz3Tty8I6934uY3S9z84b++/NJ3zuads/lsluOds9neh2AlDJfpoAPSLda5S8iRhkkJGxgErnpuekiACfzLxZmIh1fVoMOrGpybTV8zLo67VFM1WjLDqUos3xDjTStMiuLZ9ZiQg/OaSS6EFg/thtc9itaPTUuVF18Qn8PcVOj/Yr63NIUqpypOEdZbtKqtA+UIWXteOyjF8tqVyWk7iqGHkBB1VivWPg18Du6YkGgKXth/kLdT+dUqEpjgtGLHHMG0W7E3g8OTwqroaNvxI2Gyg33wkWAC7Ne7LRseNeBfeXOjN53Dlo5WpdRTP528Oo0xdXhn6/SXz1FY1CAGwiHD6axzZ7T58MsmYXlkvMm1iJT3whDtDfnTbFVPN1KfRZjDpma9iVscczB8v8X+3e9+53/5kMWOlWXbIjA2K/DvIfp0iLR3tNFtlOQt+Jfbu70JN197Md+0uZ/mmbMgvnHjIMnqecGt5bgxVFbn7IXgMGrwryxAlT5DIEs4/+pTUMm2GDYIlKoEehD6pmvm8EoaC6vIrY4hSuDsQ9ikgIH7YTiSR/qaawlRO2D78WQESnCCBcMs1l3ReFtMoAtfgU2SIQuZk4jaCyxk7bERYPZGB00o64/ZZTyrGVEAST4VUY0Ct3DglyGH75bXmasCLomkLKwwb8rsh1Wfm9KL34HW1nVjNpB7MonzDUppIhhaA7MvRXESYyKlVHdS5KcTzbcUoN/Cntemq3bZEpzgDZplxMzW6XY3r+RZ7UvSehLhrNE9BRGEg0qOAM9JjSsyga7WHLMSF8AnYZ84ZIU0pyJlGiglciMw9uaaUhFVSaW49AN3bFvl7zR3Ha/FaUW56wDrs4HcKr0M0N0Ml4MTqjYzDm7yuSuC0n1PCtMnP9sdQi+TzOKPxG88xIOCfTxkFl7bdM6ZtTWTBNQaaBIpKxFtCqrdGaJqXIB2WoyF21AWAVLH9E3wxrgoD7YHTsOfE9NNcSPyer7f9fmoVRhJovHjZ2dbkkp01xbhMib04MgB6enztcGarvEsh0sp9eKTvZ48dCHg+TPvkTpv3+9Nxt/HX+KHvEkwlnE0jxrcujRwVNUImEgPY8WTkmhDGkGECg41GgAJrK24m27dmMRUWbSMtEzG3pUjhGKsCmMNMNdrTolgWSzGLJQSHlz5wncCODWXi5ru0h7GLf0c7DXVCHC3cglCbFGVEb4FwRsfx4ZZ3Xy2nULm6rHdcCPFE2Y3jgGdyHWmO3PVTAAyPmo0AvnbqgGuNRHyRiyzNhHnBmMy99Aie7noLJUmSUB02FieDrLwN5X4FRRvnUvQ669Yol2SaISWtOH/wtXCv9s3Ldb6m2CrBG1tymbxo3lhH24R6t2S10I5TvC6cQMCroWCFCwHJwyCUQ6Yhyfptd+KdFB3ksD1WlZtnADJt8QIh2j44sNHzs2YERE6PUTo9CZGEO/cK/98CKry0YFevJWBXhN9i7ghGzxXWhIPIdyAAACOupFdkfPUlCsIYKT1JOKNXT8dP90VVV3SKuVvWDhxw3RrLlujPAveASW3+RXZi65RMCjNCSPw04k2GDxeSlyvsrUHyvBxEpr7x5jgisC2zzHfHcEdvlEu6vb6AY+zOFT6q0TpwQ/lELpClBu0BBG1gxTrs6bjAjpRZtFuFAjdDCn9/PTEntO5Pgxwwt9tbqxz+zt2naoTdYVgBfLMLErmtVAhPYxtXOsy7+e5L27Ycu3OH28kC/li54O9mQUdkb8no0ej7OVxbBrHxhPTkUiccYXLKQ4tmt7kDriJP+fY4wwmKar1ZpzMYo5ZkjS51VsUpSU4vhtaE/uNYxZeuRBsd56/+UazFoVvojn2OAvPsfh8QZHfsb/5qmBeDwfAuhmWzqzh3ZvXzFpPxj5kV5HFjhCwSHBSjZUdt5i/+Rl+w36CyNBJZNB0R9mf6G++cczCzNYs5sa3uVuL02fxbG1AhSnxSRa1oz6zr16Koyhr7/csRVVw4c22WO2rkCRWOEa99tFDS8poHYoQKcKrZSLmJ0vFYp5m7HEWRVoVLjOLNz/R33yjsVRR7GWiev7H1iKqoxgmtboxVIxY7RPjzf2BpYjCYvx9S+Gm3Fp83BbLfdVm9uv1AXWdl7fP2O4JcY6CSReM0zHuSXtCRXlyji2i2iZL2aQB5vID/c03mjzGIbmtvBGIQ7zDWnloLuGOgB6381LUQwVJv20tYlAP7SvWggXJ8JKEP192xRsDLHP89Ei+Nwb4OzDAf/rLz3/+yy//+Z9ffu8bCfxGAn82+/FGAm9vRUA34zXBGNHDtWJEa+aOf7kMZeOr4kOlrtuaKAQA8pgoswrnzEva59CywawdP4Jq1W1HsT/QLAAKYKwivpEJ5YJVORn4kbzpuIuN3F0Q7wkcuUh926i4ztpyLarhIi9w6bP7wnSooO/xi4JZB0TxVe02HXZeWvxmb/AFp6pQcKeZndqEXq2Lj6xJ+M9P4iwXcvSMC0NhUiS0Dw1ga77Zg2HDOoBPF7gsSqaMLjiXQtIzpanmyrl5EocapWySXMANVV6KOCnQJmrXYCHHLGbp0xbzWUAFY2tIAbo8mRPUz8bzEWkkLzTGEKeSF+I0U9UGw+iiis6dn8BHKTtmlmZwJP1kDlNTekJvjk05MmalEABZqCjdxyrd+xce3oG9iVqDwytfgytiFkBBjNoEi871l8mcm+Imw1OdFuHO19vW5rFo5wPgMszkVuJUNB6lzKpEBpZKepR74o56FCaO5gDdGAbIoWDIJTSYX2blOM1HpUMKiewrKSWT7Fbmet1bWeANMm0ky+Fm8TFc8MKnczbltKkH7+a6q2cApMPHGvBLTkxhjHtucIlLIt0AqS/F3C3gUyTbAAvilUiaV4LlEgtXlJ2xlF0ttswvHBvyBq7k/QQ+26r2XV/5zSTqliuTr5wuaMdVDZdYNg4fznR83f7fEKtsCn/uhvrd3fA/g0VENoUyrN5DhY4XW/Mj2KFof3vwwpISqtZAjffwq7m4pSoNsvgVSzgq40STouwUS49tGkjTT7bqqehda/SdeIsLJ693VGX6lu1Oq0WpcGJTYQL7E4ZzfkxbE+YYNyTJT11SyhyGFOX1ATtiKPCaRMqAAnMudEhOxJpAIytM5WVqR/5qTN/6Mm5ezmyL4qp6JwyaqPMLjSe67KRw1ZiP4p2ElTl++iTKOwn7N0nCvuC970TsOxH76WzIOxG7vRnRUUtIT9To1xrC3gVRvEFrArdanm+ksJcQhDcNkMQm2cxdhIP0g+SzoKbAvGlQ4mFv6QzrK80CDO2RoGMQjP94CwBUNYQGLVO0SM7uuafS1aWGf7yOaKJhVwxzKHHiKNXZkfBa/ZSkzfR8dRMxbyKytk6sxyy46S6aIZmKJOkSIJx4+RFCBU4nnsd3nb4CYSCnbM6fzYSKyKp4Tu+ip02aXTVng7bfNYS8q6kIziqLJASiLWl/9sp93w7FvUFZYZ3SvGn7xfpxKx+6ZgX37LxAyOMN+K4MienHvKrJX9pGi5scsyRWTyswepFsxC9ph7oBjAEMwvLY/nT/CodRh5IyIO8gwXZpN6CauON1hJQY8zoeQdpMe9f4TTJKGrGPKa5hQ/64bs2vUfPtJo8yu+LdBJ2bxEO7gTklPiFIPFxOCAvfTUGq1xlN1OlGT6SZqhqpirxMG6BYV2+ylptGGDd7j0cLip+d0iY3pDBNPw2WXR1dnB39cFaU/hnhc0kENnmE8wY3K7J3WZvUa9iB9CcXzYUE2fMkQGRyk7WUg5uVwaHshEyCqTLMfoWgWcsz7hIgdDlEPrxLWkmT+uAMWmDSmXwINlmylq2ppEvJwukCg8WORU9brumjboS7MYvAa4Eku+yKfAPeNWtmKpc7fL5TqOehUuo9/3ZTP5WM+mHIZQ0yMF3fyNLJiiLMdXDZ+K6qcnBh4GhSnQAygJs/QBfAmehL+WV4rHHjsSaveOzkqtCSne43c5yiW0kUs05PWpp3DyZ7UhCA6jbF5mgKh0psQmeNa8DdmacpBDTPLdJ73Gg2G6WGA1yXOBDQwibaAbOT9iGnPBU6xyMHPbKTCqN0RsdvrL2hEu/YgUalM8rQpIZSWSaUannP9ZT+0q7ftGqjOzfQnkNsK15hmX1br0lYmG3kocfDV0XiDtxXZELM0GsGd6De08CyThgmf1UkVIWswq01cEGU39i85TH7KL1fl9cTH7fDO6stc/z0Gal3Vvvbs9r/949//J8/fvmt72z2O5v92WzHp81mp1h//9NP9jOfzulhZJtebutBmczrOusT4BF0C3wUGPHy8b2P6Lz+Bln/dKTwIc8BmDzCeO0W6uaR3c8GnRWx0X7DI7/FSv2U/S9Xr/Wxqz4USUVtVurmke3PPowi8jc/8pvsqfrT76/G9Jl/YGAlP7pQ8sTuR3dv/OvO3s0jv8U6pd/9VK7Eao+tD+XgZtXdQt08svvZCbihr1upm0d+i5Vy/X8fWSlQHxOpBZSv1wQwneidcdUtj+TgzHFoTQhkugz5xxhXJ0E1tqZ3jOgQZmD16ay7g2cRhecJWFrG8R5K89SRWmsk6jkJ5gpDaqdI2iuJ0hfOpjS/NC2EYGw5CcDemGcEgL5GK3F52X5+OEPMkfAsnAFAxfrDcm9dhp0KEn7HLgzWchG49spCCP58VgmEBnWgfCxE64Yo30gh7qquACFyj3Rys21kvtEq0u/RVSHsxMx4Ej5s8lpWsn5uKy8FiwgCPZax80mSwhiTbqZzYmvG8FiNsPcogychUMUYiwRg8UXKEzy9lNQx6e/HWnwe5e1JJjvVKudaNO3sMqQew9gE2RWdI2oNCGhesvTYFYlTbHdHrNxklovnXdE10BZaBXemWsIVPVNOysVpAj8uWhOBjWSa8I8x75SkKQ1aGjtT3YTZAyUFx7M4jOCswVNw0RrFSy7UItoKi+XDBU8JBnx0WZokIFZEJePwwsMZQYIinLU3xFpxwooH44N7QRse914VQsNupWj1kjfWZ5Rfm5S58Y2CRjkntmmwDEGo19P5SY6MgR2bS1G4fIm1ZwILQNnbynuyH/0yKX7ZzwiZumEUHi+iVTEsmKLna2jHxwbQjPBfx6nEOvFDWcgG8emR75DQBDTTdZHXhjN79U2yE4YkCEmy9Q5e2PohScx1AXCer6sjRhjTLEVVA4RjwHVB3JNyk3kRmokTKv80izDx9eOD5mkZk4DbwkA2p/zG3duQS32No3JNFanNb5lTmGK18204vsXiGUgEmsAZE1ORVxjqq6Co4nmsM28Iu+f9HJPuh3DjYOnh2JyuwuHH1vE3ek6z1hSk1mTHZvihWhjgLZQ7LY92w8eNHURpuOv0sudvf+KoNQ/ZTWsPA71RM/b4Rg/x/I3e12VXiVE+P50hDJ1flC+oXHftePYbw9yzlff23VKg91ZaKs1Lio/bYrWvztNGN0WoA2TweESTake3Q2I5xG3ipQAPwldcnXy/08kLL2f2EQ8y2/LmLKpqJ7ist/0s05qNVSc6dNz2x+a27y1i7Pqfr5TZVXHc5bKP0yoYACw3yfbu3c01OjFhtqjM/fQxKRc7Pr3xUsQoDdyd73dzjYqAA/qYmXK39zFzsiO6CSgwS8Gcu/i7K8Uf+67ms6fTvX6DZzghciRZoTDnr5Oo6TRtVexTEKBX9583wIRD2u06tlrUSA6JILu4NJun/APPYcLgHudQhBw3Wi2s4YHMgGQe6zIzmyNRFKT1HdT0a9xud+t4L0PWhA11uRGeUCx3J5/nXQTG7s11EWUrn0Oik4OGBbbTh+L5w6FM3D1ltt4TPkkojZ/NBItYHVmKFpW4uSVpZAcBalsfj6n6dXHRxYdoalpOa8ypDXwhc/N2lPmWikBSmOeGFj4Ek5o04EXprzivBKZtxrtca00gMPYyiaAG7rSynGoKWZM8MQqDNQz5Jo8KITrpdXAqW2TSmpM8x5C6GH+QW8gxizWgvDMZyN0b5e7FmKTdoJQpaxGEH7E73Mu1wKe/XEHrAQy287EWKoyJg8QQQmQlWXYRY+s3Aj9EqOZb0ZaLVsSpwzoKkLEVoZGBsdggt1sVxTn4aU72RVMH96iCFA5WpW+4luIZLolQB6vQY0JB5T/JF42eGl4YnO+4zveBJ0j2B0MbGHYqN0T+SdqcOq0+Fy9AKMOW+JwkU4PD3dnxaKg2FQhSZBaQXOBXfH56YgcrOnESzslu2A0ONYK43gScf2iDEVwjVnkMJs9iM5RXLDiXm5vgrndbqzomnPiGRzCxjYSH6R+cbQNFFA9n25wNdbkkgkYTbl3A2BpWHQw6Yszh3MEHebTBCpaZWJd1XS7p7UecKx+zwFXir0sndiUmKgDXuMleoZlPuq3q6BQzfU43J6Qm4bsJN/0r3QjuWN7kcoSmECuQFuOOjdMVVN3hyEreBHmudeOZoeqyzVaH56WIkkbDDSQhYWucR+sV0fVKGMa42XeWZCdeXrbx2xzvRJtQMEtRPnwpgdY8X/No+3or6MrZ8HatBW6fa0Ex2+d9m9jbcVWz1E4IC2VzN5F96/z88kariHf2b2QnGGVNSVNvqfsmZc6lrXL4Ya9Z3KD4kQTnGgvc7sz+p3ek2XVHmpcpQAPfW+M3klQ3s5NTyu4urHXdI9XdHJhbC6pdXOnsRFp8ws6D4djYlKZaMiVvyJx81UYeb+BYqyN2cVdMvbWxtSnuiqsgNN6Nqc5hgx6wdP/zTDnheYcJYSLKcK48e1TpBomxLbeim5YTmb01kDdzCcrIintYcj9NtlGOS2ytP699R+jHlDZJR6CnmEkWmEiORDv5oMzb6T2HHjK27nG0fj0apNmXPV9hVhkj59UrRuXkptzKATEc0jWhaUC9iDvevZlZ1DG7FhL4ZBUs67LuS6So+eyXldm2uXpdPowd7En7oCie04Y1uVXa3EnGnn/c5zoCq87vfGQwfQ7KAHGbbx8B8Cxcn9iEbN6ZttIPPgJ5XnpkQzUJMoJcv+5bUp2h3QcfMUzLZsHyamI2QvrgawlN+Ix3j/gyO7pfN2B9eWAP78WokXxsv30T6lf4Y95dav3/+hydJu8uNazPN3ap/fKXP//hy299d6m9u9Q+m+34tF1qX6HUCd1RWrUYN+XRrrMtzPnCIAzHjcGeQEcOZ87AuwT0kOoGsXscEgNBFJBDIJeEpx0edaFsCKJ0T8EHaN02xEqnO1c4M1RmGDOj76wS6ADt0UrAn2YMindbZhQLITIBMUPm8K6ZzQOce0J1FWYC81eTz1kH00CHMZsHUrbCnO+d9ANgpUXh1zfJRIDrty63Zow3RXOw0V8nkXxWmWGQH/H7OGYScuSU2oboCvDbg9IKCQwpFBhDYuVO6cPT3oS2PNdo8X439P2m9jorgk4rNdYCjAywk44bNDMxfODGVLyZJmSOn/4efvvw3+HD/+GP//Nf3i7824X/nKbj07rwpwP80xWV8kigcF7MhIaIbVPGawolaUFw6Odfsb9oPvqCZAvkn8TJgfmQ1UzT93m5saP09JjUbddHUPRYZ9nh30qJB3VIjlWmAMpwxbKTdkQ4qkJdOMfu513rBJs/PaLFlTipakddr/xAzjSuLaoNXKY4aqNBWML8xLs/oLEac9udr/UHv3pDdeB0TQtY2wAVmnTwgq0u8y/Nh6oBAkrI3Vd2g0YZ+5udz5/jz/kaHD6SLKBd4mrUUtoon3RCTxZNalUQ/YDTMnOA+fTpvGMDXBclofduxYjhC2PrIFa5MN/AjZLCzvHC0T8FKee8DjJEHT/LQWPO0ml1GGW1VwLAkOZFHrq/Rd3sNvz14QntFa7SqocxR1E/pDYPiqzsDL88eujZPAr1vTNZSearv7PCrrp6z6OZrrUqbIA15CTWNOrCs6M8TXbegbtus9fQmx0nu9DszChj75LR22f8W/iM73Dz28PN/+fHf/3Tn7781ne8+Y43P5vt+LTx5lfopQNDe90IiPbyIjDAI+XqA4O9/1j4OAmCx/TIGaPlJfHLFFgfE6svJMwHAFCgWqkEtSl5rQQPVG64PhIb8QXxNE3r0cvljUuoDX4ZyV12LvgP62WCaLtW+YAVMLFENsegr1t3IXU0OQdzE6Bt6mFl1lVM+zAnFtBlwBBlHNBlUa4TxXHs5INASzEmEGVAS5lUBGBjbk6LTCqiiMByXW849etURb0DNfsJ+h5FsCrNIykLWB5rPDBwpvHhWj+7Trs0DhLQR7Dqxbl5IvvXIbpfmhjnXD/6yIxeX9NK1AtCu/fws5D6euRYGhwAPxkAeH7Lcl5n0CU2qmzUkYDFl2Z9n2/qpIeCd8+xYQdeWxu4T0Ydu0i4ce5tytwnj+2yFLWppjXltcjcesFWS5QKto+4zOfGTzW3pxU9DEPNCFOjsgiVcCMlMTHnc0WDdtw4zmdq43qQ42vTM1afhFMZISZtGj9dAuFfq9vmr+pV8RuiOFz1LUYUeHQfOUEVow1CZoF+0fUsIJnNDCGlCOcLxjKtBZDTA4w+OpyrdAn2/ul1Z24pehEA58GzONeMFexjcpPEaVxHXtAAnTtq5fkEx8Q9+0e8AH75rn6X2XWOnz52eec9vjvv8ZYo/uibfOc+/unsxzv3sc99oBmbePhaWUpO3jziY1xWjNO5duQBdDnTZVIhTw61lyPluINvlfvQ2m0uy5ahWA2N6itmaesf5isrY4KgcRWqgCGbgAJgFUsfT30ULxkaf2zAxbinhtTjyCHUgT+YHAoapOHTGcyKMe5P1Vkwh8LBeAeQRa8ONby7I33dI/7gXrFOYR5WywNEKncd9zFuuoS3KRwHUfuvq+kjtF75uvUzeWUhyoOjdbr3kxrdcqYJFQkUlxlmG0Yt+iEDEEXl5dzQaXFsehX9+gSALWs4AMR6KcIFQr5lXu+bn+pvYks/uLPGL/WZWFF5a0XJaIUdmVvP9ci8nXDE47dkSsUFcGYJJ2BRQpQw9FAf90kQhj980m2LsJBT1xtClEO4MMpLSv7JoEyitQsVRqU59Awd97sbRuS5ElV4E5AJWp8YoIpYE7uNi8V0bLsfeA4svxhwDUvaaSzq/R5yXq7C1jhBL3MOgz5nZEVVNhLtFILob4dypjovbdKYxIrNBp9NdQEkmd163kHVTdEk82LAGBMH55usdhO5SYyxifR+kxoDaqqQieySvJxTBvG8bP0gZOQ5KrlljTvh7zblwufeb0yK1Ic4MQYOeeExvCGLc37Dvds/nXuW0OHMpYnTq2m0j7pGA1cF3CHEkmhtWXZMF6VEc4SoW1KqOYP2evlCnJ+/Q0AyoXbOopBhhqbccBbJE5BS8gY4N4VfHgX7dQODWZkQCRal0UHoJpKFm1Ff4xM8xx4RdYMbfLK8ZqH6sGMTUdlUw3pa0rkOfkcrar9wJFiDpkWdovo61zi9i6Jcmjf74Z0qlDl++lD/nSr8nlThf/zHL3/58mPfecJ3nvCzGY93nnCfJwQN8TXR5StTA6l70BRuHW5kxFwUCRj42OwnnwvA6BlEDG6Nnmk3BK+A63DI3kyl3jTWC62dn2IINlDdeWsT0GKL6eytdwQGJw7cjVwgOKSkpO9WU+hiHdw/nZ2IBcbDMd03QlZOcYEkkcmlge7ZKDsck/FytrMfU3JitJIHWYdOX8CzSG4miMYsjtd3PMwC4misLActxULJi8uuH/09Xlv7i4SyN6djJZsYDuUd81dvVfUKi4qvnC67vM9QJQK4V8NpSqdfwo45HRzXIi3kNA4JTjNi5UaqIxt2SdPRn5YvFJ/OgJkQBRhxoWV/TSIn2VXgLpZcEDLjG80LFQYC/idwGw30mhiqkoIKhsQ6+/UGf2DZiMal2CRFmVKUDiSMVU6tRqXh6+SUbHUBbVyfMHwjbc4Ui+h/XDb+2BZ+tl2NhLqXpiI9Icty0MHpXoirbBREUpWUF4QIGIjVhSE4x3I+y+lebNPAORYgxNawH+CTBYiVRMek32A0CeeFGabn6wMtpXRb3fHxMwk3kE2RlqKnluh9tiISrV1kgOcg0OYbrQjRJqpOCDqj6Qa2DJOiFQFxOGaYjG2TfQdvSKRZJPAR0+vA34mgWxKvBiabe/xQEPRr0CUorXkpzgBTZDPsth9psCrpd1RLeSX0eKyqkl4J0lshT1xSee6QF+qdU94lNwuHZgG4WxJinLSxuzbsOq2N18koZZBcM+WRb0pDDapLSWLFGTKNpUw7jvVYbsiX03zHr1mULNJ2UIkRaN85JjnlFDZit50MW7LrgbVxPNoopXU5/yDH6xCb3aVdFljBZlKmr5VxG4hom6ICo/e/TqqgOPda5mxscBNSHuZGTjRr0FgtfTGwjTZyKP1McM7SSGQL3ckOmLsLtopZmjzrEjJp9eTHMh7ksnCbI+sK43esC6Cn1+9oseFMFvql0PFojX9qmeY2zDEGe+NNrS+C3oYtgn1KU4a/O9h/97OEOwnC4gRNj3flf1hB5cGHTKWLtGNYb148dl+bygeU2aY8Tc3EQY8DdmRBGUCvOqyNbvYz7TBKEFla8S8W3VhdFohD4CTHXE3/O2svc/z0ibd31v57svZ//PmX//ryY99Z+3fW/rMZj0+btf/ld/734RKiPpLhngaRZQOKX7MkgaeJGtbgOS9QIF0nOskjce1IJqdJjaA6L4DxRXbbgRziFGxIgh0AxnjtR7oouujAfHEUjZw/g0m8lVObWfnrDMJobX0Enh4szBqY8heyNpKpy/EHTqkU4yFGGftIjuz0/qkRHnRCm6SMeci2f7KeqpfQJ0EchFza5IOIRZqxhy17zLrQ0yMaQhSGz3QgL28/MzbnHUTwE2OssgI63LScd5xAudcQS5DRI8VLlLd7xHkmscLE1vq0ABAKD7TNAA6gYZ7t0va1Fl2er32tiIK++rWCrNpzNue0TyxCc6lerd6rm+HZfK9lyRrXQb38ktImodehpjTvc4sWzkLVIhRcXYKegrLebMvGIDBB2h13HcNpkVzi/M/5azgfh/lzAQOUC5yEgpSLW5YOsKc8pxiCih52TXC5GarA4NE5Tysxh25fIECM4XptyhNqBrNwZHfTyLlpa2O9zvA16STs7VOH+zes/7/D70/kQb/D7+8Iv3/59z9/+anv4PsdfH820/Fpg++vUKLxiZkyjN7vYzyokLlzUMrsGBuxk8GYifpjiyp/ihLBRoAlqPQJWDykwSxLb0knU2Hk3pGFaAR9Ahs9zmbATMaXZ/QFwnzB01QjwTN84ipBSNiybwF15mgtUBsSSZzohDM2WIKVMMeGzuqYxbpic3q/gacQXkzEhvJbWWs7OY9gL9qMIYZbGvielXWYcIa5DkUFitDYTTsTQItROx/V4Zuup+C482bVPXRD6A3+nTUQE9TZDAdNRmNnwL1MQD8WM06mI9PuIlpPLXET1M0sRCsVrPN8ytNEzgwgSxVBHSRXxt+ZQOPiuLPWJ3W6J7cpXsagVHg29zPKhk4RClbN+DXn5FlbGERBaxhtr4xzmIzI+WYS3HoHZJKnwm+oaSbxjEnYVFDPwyJyxUFb0HpbJ22hZFjHwnzLivMLG4Rdl+XiDJavKpJlT4lpAmYMK6wjswLeHKfVeUzlB9pVdZ8GziNZNI9jECQukIlcEj9NfKSlLEodV92mpRQpWAZM3nYyl0PAozAIZF0tVPoVuR+vN/BYkj9G2sLedCL/fr5zXoXzkuRceDsEyOtdJA5PTUDVG5bJIk2NaWIYZircT4TxyBY6ZUAIx0bGo6uAiXU+prbHOKNOLhnYT+5qxLbJPIu4A68iuS53RM7a5X+OSafzeXAbO2EAQrGVOa+/uu7yP2fBOEP8bu6euBy78UaK3FRwD1hIQs/n6nxXk1Oc7upmW9UiPAFdUpuvujvVtliFvBTukyQ2AeHebSvpvji3AevL46U08eHqvM/CfDXiSeJKX3uS57nkbllUkTix2f1Zhom1CasdBiJPp2rce2nnVGP38yTiZFadCfIq6J/JqGmTq3y+8HI3OfqsWiCgqmA8c1Rrh0dpClmTzHk3BdzxsitLnLbHXIDMpJhU8SIfMoU6tOcfD4YXEoFOPcBGxp46g1tkI4PrSWhT9Xiuyn8m3nqd71So9KtA5DZvyjDHAm1qYLIDH60UpQCIY8QFF1jxtIFDD26di7BH4Ox70U6zc3SAReftdWhzE1KR61mc+0BqAPmm3w30wHyHHokLuvhCPlyIictya0MwNEshokmAA0A8YyODKdKaqKTx+8hbptLWpMGq8wRzt4BPSpFRovh1lvHVOqe7pfBSSQKPLuvaXDb+mEVQnpw8GXF/NbcvnZDVEQuTOWSUBguhdJVgOakj0KbVm7VqY5lGNqZp78VhMOTDysSdp37cEPGeY3KRH4fEf+Cdjhw456DtZvD81z1WQGzo5ub2QaDRZXOfa5/YJ2qGLGyUWOsaNYLOHum9AH83m7xaJB8DxpQkljtItxlQ937d8sZdd73ufp0BmPk5P3dxzMfte+MmQ+ls6VVB+ppNP2j7mN+996oIX1mdOahxyJ28DBzyY70O5x5kMpaYhDTtcvLGFaySTuCM5l2pJ3R1xE/jyMJU0Oxe36K5imsYpRu1jL0/fBGny9h7kcgvxAzWkRc2q1wbTMeGi91zWgWWiC7xiD4SzkflY2PnACTPvAitCSQM4hs8iRyFEw69zYVeJaQPVhpxsCXMOhnCpiEMcAHRfDN9DfPGbdqLBePFHUShymkEOfia4REbnFtQIGAnptHuz7F8Yc5sNBdESWTcbORVvAhkErVIwLvb4LKyZgCOctPsmERrHPc9J9ewwAcvpmsbnj90NnKUhBT5uACHVYnaCQXAlVB8HRIw4u/W7ksWorh4eonsQ6HFmBubovc3zadmbGwrt/Hkus47G/nzVzMzZvKHhM59+9Fl1yVQaBIlkk6q9ut7EQ+FUA1zOMSaJ5LGz33MqZD+eXTTpFmPeHofRXv0upER5+OYBngso/phKc4q269mGTfiECFIq/u5Azjra8/esNSmtX5Y6iYrcXNIV42fpz9xLcLA61hTCaJ56g78yz8iOTGYeE2MM0vnLuaWy3SGQW2d981eVC+RSZIi5znGGc+uNRp4FkG6iVNIS/7gnkEkBr3zitoUj5D4uSNP5Ymf3rSnifcyD983sQrlQpx8BI814gkUn9jpSU18YUFkE3l6vJnN03GIeUrIWm/INJN2EJ/XhSTvzS4d7kYTMk2QMzs2DLqdV8fhjB7cNYmScC1tNIMnDeUEXnrBoXujVToPhBNSQ1wJjU/1+R6uER6jVoPe1oHIgrWOqSaxs8nybZ1vzJGvN2yMRZpvcW+FdWhajajUSKUp2QTGZCuGIpQXOBDckZ8KeT6sJjR90mmUNqTTN2q0SCXKOT7vk8ybNyXBeqSbBoB02oo1awk4jm50uRV4bPb1yIQ66V1O52QbT0IPwLsbVOb46TFlbzjqd8BR//Snc33/7cuvfSNS34jUz2Y9Pi0i9cfjd8fVsXtEpJ7OQCDfNG+SEKgNc6iWlQHLDE3vwAsjTE5C+Q4qsWWgkXUCmBQTzHXQxnUGPmvonzPzTo2RxzRMlkJtMqmZKEOv7zffZSYuCxA3Tna6yQOdnqxvvABZKO+R7GOCIvte4tMu+HvipPOkwRwZhLxrEjtmRWmQ/kTJjZmh2eWXp5Lq2JdNC3s5bojo7fcZ0JakD6IcDV+1xNmChGxz6LHAWaRNE7+Pa712bIA5gvIOnbMXkr0dtubyfaP+4qZASbx5zSMboXyDl/cTH/fDd2/QFOvvfnc5d48btM78/sAZcwWc6wiTD8oIg6ztTFCANSSVuMyLPDQjpfy5Fx2FgyBtZWI5SDJvVF9dUoWb89MF+3Y0Fm1GzZJ3VM2S94aUsV+sHXZcpRp5dD+sgu9gNG/nl6zRWJ1YgPE3YOuUzFGdtSw/fxa3mfZff7fca+TncagRaU4SKHjBLOXjUcenSbSsIF7nlrJnSC8w92xJy/XWJ0DrvFlv89BMFeUf5BaLQvyL4pej5UaSOnMhYY49TaLcQCnM8Z6ZIieaxpdvHLPQtn/UhEg/ZlUkyxOG+FrLo2y1X0xsMOCdXljY7NishxTBjqFwFsXw+50Mjv3GcQq8IIbzRBxOexWE0hofx01CZmyB8RHMFQDXTIRpxn71N99orKawo8KPXC7F5RtHvc0I9MSbtz3sfhbbfXlJ8XFbvBvA3zHzYsnfGbffNOP2v/7jTz99+bHvhNs74fbZjMenTbidM3A/fjDhNtM0r1VLrwzBk1eVmvSqQAPtXy6OxByZFcHK0QAgd5rWODbdjebLTClauo6y1lJ740q4zqEU6UydQwvgEyv8pZSlNcKOjQYR5Zr3aaq9/GqyEeuWgssXGrRP4kDYvuMBpgyKOTLvJz7thb+nog9aaVgn+SXn+AgS9ZqJbNLAZMcmOcGUihywviCZng+A+u0Xjklo32sXDpRerjbTMiMGnU0CE4fudmmSrNmDmCl1MAYm6tlNJr9R8a8SyGIV1s2BOCKBvx/dodzaYN/ygFgWAS/Z1xOfdsOysaGxbjTyWVdYH+XI9BGDjr9/JAeWA//IIyLz7DfbPCvlA0CKTCmPLDzDDXtaiRfXyAnMrMwg+niaRZufPnUmgrxiOzbZ2Jq+4pglpkRfTV4muS/fGObM5Lidx5LTu9hBLOQCPG7jvE1Iu7WwbZImaS/9RDkozijcKEUEp1hYl5Z8hH0nbXb4un1WdNJbJjEERUMfoq7UZV44r2DGLB0Mo29hcrlTMZT6AfEyBtkh/8sNL/iFSoEStH02VhHtMmOPcCknO7H3inG+yYzZTmIvhtffEh74pW24fOPIIIbbteDWcPRnCTA8S6PhzbbYbCvq2sR5WicQu/dGtgVrxA0fdmyep6Qd7uj45J9RdmnMyzeGuV8YvImfKHY2VsnGQsO8sEPhJH8gFY8mRBq9FkOmZQ5NK3tI2wRazVVFbXfC7PcNULcXkP3lXY/pO/F4L68oPm6KFYwVonEETN7c5zeP7C5nb3HAH3ykzrrTa8WHxNr9E62yMtHuS85dONsHv/mR3YIBLX3k730EvB159VqaYz9/+ybP/Vq+bmI+T9HIlyO0VvrRJ3bX6XM89O1J66qqObOP6uGw1kPQxi1KHyxIyrkFFTVgbirGYnN0CjmWDYdCDlJwgNPnuJB1E6bjGiLf8JuidNPxMwMxL5VieJAs8XcTpdvWwrEMZcMugnYZaUGFyCN3J0Xt4cDCMwgDL0gyJmFH35NiltsUwoYh8UpUvcfyDVFdcSp0mzfKTKA7OPh1QHRTmmomVcKMS5uyUnnlUgohbAphFiY+0VpR+Jwg6cblOHw67Ut4A9xI2pliljvzGNz4/2X293UC9uCPV3HMLThexewunqsgFuKDdupdOvunyX5/7tLZ61//ef7z/wM='; 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'; -f['veeam/2d.xml'] = 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'; 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'; -f['veeam/veeam.xml'] = 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'; -f['azure.xml'] = 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'; +f['office/servers.xml'] = 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'; +f['office/clouds.xml'] = 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'; +f['office/security.xml'] = 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'; 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'; 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'; +f['office/devices.xml'] = 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'; +f['office/communications.xml'] = 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'; +f['office/services.xml'] = 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iVs/X5/t3L06ZjWEZZi077bFVL489oBvA1ZRzuaEAcO3Fkba33nr6TxdnAu9e143ewQkfW83cZ8fbvTjTl9yLzXj8SFObGyq7v7mdUaIrb/B+d4hcdKOAyzMIAxuDHjwzXJn3cMdD97P3j3PVPKr1pbenZ5vz7AOS/PTmev+Su3dIvT1QhV30DHV5YhKnCaEskfx/qUDwQFUVNxo1TFcPQD20IGK93siESy0rDzGRjySHKiyW24lOIReupioMT27ABUNxG/jAfVX9tQ3Mxs/qGAds70YZPcEeM3fNSPKdwdPoWhdaLk/fn107HxQp8ND9EfMIpbjVOJMH6tlTVxsC3e+TCx1PJIyEbFr1fD1Ahv9pDFAjPKhXq8G9/czNNbhDKSfP/NQDO6bEalqAxOVYiouR2WOU2XrsSYXy7LUq+C2Pu7xKW7Y2Nd8W5ux+stYCVCj0AOT8aC933bCM+QfxZP1K3A6TN/rsPSkQ90kKVN2YAmWjCsOPStDS8DwuLdbmvS3sC2aZFKmyT8w5I1OZQw0pJXJT62gQlf7wQ35c6LL8sKFCdUZ7O0HaBXvEDS6ZGpzBdgsnjVdd0olXIC2ChalTaZ8g4bGDO3VwYuRpVA8ij0v3CC+qPCv3CfscFt6NHKU44IKBtuNShfimnJDRsQ0aAsrjko/DhuUmFOV+gKho9jKNQcQJkRsjJTMxzQg3MM7gDEF74nJCYsQAgQVq8EYod6n1xBDujv5jZiY16XJsL44vHdzhoCyD6zPfjUiJ1noqP+vIGCcmm4i6eelMQqa/nFxkfom6LekS9YtpR3zVUH/iBC5cO2mZOxQkTtwCGzCpM7Xg/Y4tltLne+s6+meDN6IWHBITprmIwcwdgXHE00pn6gLb24AsXbV2JwCB+RVbCo6w6MDOsyFYUOe5eNOhYuCspMX5XKoxob1NGb8y/24ckwZTJsddGEAWLRS3f8O9/S3bogqqaE7I9G9r1L8Vfd9Na1J0GiFBQjkRgBcBJc1RvbpXcYG3KxvhYI8JTWyFptrxdDgTeRDHpQSHv5rc83ChQKfggt32cimKlrtbdsXUqL1I+FYzgZ4Fg+x1cNJ9c/iv+8qc4XpLlIAonACpnUoBjksbmF+Ba3oOxE7+9n72+PX+hqmyPCiwdH/bqGBEkFHgQFRN8ZkGe8RPYhXv7e9ximl+gyvZ38xskMc+hVWSlWs6q5qW0eAKBopD+zAjFixwObIDEbmYyUCNtYNjpg4usMHJAPukhW3D9vp0m8lQb7guMB6JatfIqE5hLENVePFVbgYi93LUXbQXj0SNog+WfEahxxEifDWRByz1Mc6KS0l/d/xG9vtXX2KP/NDeSDvG8cMV50Pi+RDdzI4FIeoWsypKTdBclR8zQEY8IJuB1A0uQffSBkvhzQ0ciFWAX6LrTK115tFNRAVPGEJLhh5PIX5AikAsNEYiReug9GFyAMXaR0N5eZoLQ2lgPBHeoPHEXFe1p3mnejDDUmI2MATM2JfpeGOljHy/v+Enqr01HBhKRgsfH7jwtPFpqy2IRlSTxJq+CC+3oxr5ZWl0JNG00+D/XviBMhLUBj/w/sNPn94JWOB/vvvw7i/v/3b8/Zs3KUC+8o59MXAg4Om3LQqHIbmXlfZooJ2QF7iQ4EciRpu44CQWuBHumJG3oEkl/P2bA5X7rBYrRy8lmoLGouJhNBKRd1Ypkjz62o/ksJ5CjuQ4Jo2VaDFigsDITpR8MSy+PAUC1kUdOEOvgrj8RG+3hBrm9e634xmV2bQCAT93op9l/54muAtSGEwxw9z6xauxYSpUz6VK9IO2bbKxFCYVUFb5qxEj3uZA48WdZoQrzKbcMEXkR6XIjuzgI3FbMaFVh8FUU0KkMZFSxlLpiFTI+Vw319aEMKOJHC5NoxqoLeIHi+Yo8mjQPXP4xKQgl9kMQccmJVEuL0byTrHjiSkOQDvVzSXnippnq9y3lGHBxyXiic2G0lqdSmQ5Tjy0Soh/dbRBYERZ8cS2G06FxoRXTc9dBq6N0WfOrCZM39DZkTmvgne4aHg4zsHF4RWNiY77/cUheAf00CKNYIpkxdLO4e3AXMrRPf1r9a9FW/irmQvILM+2wdViwoMtn+AQMUGzebi8RDWXgrbwRpAeKAGmKKUwIQRZVhkK04lj697JcbBdrUcD9NWKHvYMu3T0coKR6PxWMd4UmZUpapZFh5DpEolc2rhDegJ+nN8jVaxyzd0XrUgaGR3zavW1G39tw/0nEsveJB+D56/qasdK1SoRx/r1kTPRgkxM5dbJ13xtwnRMIrh79tVLxKRCOhHwE5PTPRYNCRgZO3cn3yKnWXaOqG6DiwNOpsRgtGfBt7jd8GSjElmmvahkk4iINZmcrm5cXnY5YvJIdjWfNzbNtnfkucWaj0o1SqlysQ0SEK0g3Akj35MDFKbmJO+NntZ2w2BHYpEycQd5c/cMg3ADFOzdVWRolE0p4iVB4LIYfnXjjGB7KzEF0eASfQCIjOLsoUhSITrFUiiOXSbVV8PpMiTYWLOWEKpDmSMwZQHjhpzpQiYMUSNElauqZwwNWiERq64DA4zwtvGyYQlqTiugwU6EW0V9LJP5RK7CzMRR8jKEkSYvUytF8GB5xwntor2VS5PkV6C9NRCyp5ECouhlJ2hug9cTzgDQ/6pceo0zaHBgLp0DsZ2IK20SUNcpQpFKcjOJwqIDkeu8yCRWhiLViKWphr3AZO7xbFUyRUZE8c1pbzFb5uuVtjjkl51YpU2owyA5CGrAgqSiI4KJgu4jTyrIjwvwwZ8QhQVU8/hqE5lHjS7DpW8zMROogWfQigLcXocy+boVkuzH/s2sOZrJoB0/jJWQlVnRa3Z9Mytb+fpAWUC9SqCwjwTxMVO7o59fWetCLkH/1gJ5V4KmwWFboBG+A8Eip0YxyKSKkIuusmZXjZy6Dy53Xs4ohzf222vvDDNbWphma0Mxs1ToZGESGKZ/3WDGjiTXdWXQEstozJzfjZTGjgmMWC+Z04g9SW5mOZMomrAp+OjgjSOHnUj2Utf9wYCRoMGysYCBaMCVQ8EcwFaKUfQ7OGtUVU9vCWZEMr1pMHhYONA5Kty9ok45r1Nu1udfTBrgNUdjJCuzamYGnMZbXAGXp2QfylEpdR8XPsSEtaFyOrNSlkSCPphO3Qn8R6EHN3KxYQ2qJkidsyfat0QeZm7kAWme9W6Dxu4el673gwaH31IoFV+YRcC+zJw8kChrX0DfCmVMiuHd189HYGwlIkNbcJ/x0rW1bmhMNjLXdlgjv0y3JSxN4dH//Wrpzz41ufCPH/78/tP7D5L3Dn/48OF4y3dfkBB/Faj98oT4/fL36zDvb3ZKdWt6vKyX7k27WzOiFVMmLuJypfIDbs0VUSo+eXtxKxxk+3RvnwT4MD2xTXJ3hD2KlBwumoQ0ZzYQu/AoCqn2VAEI1xEpJDeWFBt6aAUdYElsYXZso1RFwpL9CXkHAuOyRutN72GqJBldYt3nEGqWsBiOk20wcsrFbbMSGN3KzLRnFJk0NbjQNd5ZpmKjpLMw3yR6P0ayJQQe6eN96Mzx/oDv30lVN+5MCVlIVFXoKDh8eh9umOXJUDNpJyhLVIkUG12E7UaoBlCzbuivX71/Y7HmjWCDUhLKqVYkkJ+ImizFwuNGqNtIliNS1t/oUphAOxqOVahUZhpX8OJJMm7kiKfOeeaNFLbU4DmTDxzVuHOJt95lsroUWt657C4sMnyRD05xJxJ8sx5MlReGgqSID2OZYSFRs1ORQ9zJ1TouIZQqB2KVz0puZpLaYWV7UKoq7nRulPdjKDcqVk4tNn1+XED6405FgSLfi5O/k6OdE+vLZpp+UifoT7/Gem0NxYziTH4SJ3/ORIebF/VkwmZP70bty9h46iXMUkgUHd8e8YiGb68E95lJ6xXK9gYqV7GIKA01+KCwyEKPUUv9xusz0ZWlxrtuJbSxAExcXk/En8g27W9TkaRpYqCkXQyE3k+Z+dUMoF/T6tXtsJ3o2jeCHnacqBK3wC06ULgkruThG7q2nYJhjK+1q1YnGDH6lYUKMauNaf7S9jrsD9Fk99K4hLxuEauGadQDySHESIKvVv1JUXGomCmy6QzKu4+cMmSF6NB8cG4qpKpiVow9iLCqCkKDo3m99nRyl4kggTETnynylAsV5ezEqtAJRt8W4Nw6KzGnAgI9HZ1RWzpEsFR5g4Ab4RGRVw6Zfyfldw2D4kxuM2mtGG6Ee+5UzSaiFg5jIZwYNzzbx4VFkIwJ5oADR+gYwkBI1Uo8QjEDLxDhF5iWys8/lERkFKLsi4CLnXRvYyU3J6q0ggn7Pq7TFJBaJgZXNVcCBOnugW1xoCiVoEZSO4VEAJFhzIlP06a8Rg80HsyuBJShXZ5ADa7bhFsbLNzCW2vcSf0wFiqlwP51V4JJSY+54yGrcsD8vsAg/VqjQPAUQ8tq6kJR5K5EqsQu5hyg/eTFwTITNfQFUUOOxCwrcFlMjyZiPujEqSs4JyRq6H5lc70xoXzxO7iRr2SaYiubmXuGkLe8FQhY3cOy65nCIGr8TbMR8jI37uBO6RpByuExKKJ9yljFxBSehFjyC4VL0PiI2lOU3LOsEXpqxwWrRCj21OyR+xSMROeBELtGWHVwig4jiXvtYSQrTohMXA2ZRK2I+oYQQFDJqkeoq/ZunADamLuDQ4IyctDepKxu+WJ4CWHV7y0aTSACAGlwfQCAEktfJTojCIKN5++OCy5Bvp4SB7jg6rlnXjeYtLoyWQiRqJpgnbGArjMZ0eaWgwiVBNF/+YGaSqXuleMkUuA/IZ/BOE0nBKawj3kzYlcvaBiApXgOS/2c1sC0F/O3QU/yalgieCAF6e+huRXBzkqDfNXeyqp3GlQY7a1a+GOwm5jwrYQRVPdr3uANEWHb4pRnO1P7F7WJdvXd1LBg4Eq4Z7C5u1uab2SQDPmM395OCOLKkEYRU5qQuUCDjbGxgBpnw6immH+YDD86VjkjVROFp8TyIDkKTF8xK4xf2zxzlnC11bYgv6+J9B6Uj8ciMOnk2xU9buwKdq+PHwat+7ovdgvZypDZZ2Omp65W3VgV5kVBcNUG+R5ob0P0e0XpsMl5ipieCm0WRRVpflGrgvLGtVEMiHhv6PwHEubyhT6+NRKVYQnEpFBMBkM7mKieduZx2f0DhnGicV+69n8R4Dr3fzEFKMQzOCM6U1/4coPZlFCowfAT1h3hVblxutzUkhizguuNEToV0zZEvgic+HV5wIiU4zTpGlv+mqDB6mtre8fwant3b0IEBBAXhI5QFJMrBcWPxfYGpQpV24II4rIxnGJBpqWFZArR9h2InMkCGx0hLUDS6IIaF2KDy0S+SEEIN4bRsFa1rKqNzSPWYiDCvBCPRdmJ+6VyMkovXW8JOD9rIgyAuWS5ZxBfuen5xTTcLxExLzN+EVYEFKpwKgarq5aAidFXcEOMBLMSrx3VSG86n9tn3w5j//tRz5znJIXb/ff3L4i68L9//NO7n+R/3gCyOwNeX4yyOxYjSAtKgsgLRUSMRS9YR6nuHe+fOB9YvHTYB6wizzs7ogTsThR6S4tjsuW71dMjZt8EiIroEEYmccmq67MTw0NctbUxhqwzw8NORT2B1GVRlg/jx5PoErpbjevhOjE/Bma6Jl6CtmDtKJ1CL/aSvhxRBJ1KK5iUxp/MDNikyewlQjI64nHFkCYuNqdxiPRo18yrpnE4E42QAc1EXc2wQrhoyXayE1V2ej3p6iVKrXbX0iRM0fm3o+yWO5C5P/nbaCXx/ol3RAXPlbhcbaGBpt+JWyYTtwwZ6Vm2EhdJpHBUSVQeI7+MCSYC+sT0jMCUQrmGn7GACekUu7dPgzvpvs1l4yrQRspFpbqHuHsIeV4YIZJWwsM8F/IkKl0OFPfFMjhiLAFGjAWjsHIEWWgEAl0TA64CulmJK2J8Lg7zm69X0mLKCmwUNhUDbjUVPBjik19GVGwiNcmUAJhJfYsN9vn1+YHm8v+gG/Tc3Qtu90hqJasHuuInxgMe3oMfKD6ff6wo8KCh7muAHkZxBI2H0KNCYafCMq5Ws8QE0Z32RqpBXOipHKYafcUYKMRgLtkKCGotmavkFpvYn1X3YoXsQj4pC/bKox+IFa/o2Gs4ECMMxe1dlm8vi97NSAcWlfbezIXQqLEIACyFhZYqoLpo8ob7xS11bit0aQRbGytlBMUvw3hI5wwQ48p50/R1EUE6jhAP8L2N1GOaX/EemZpcsI4bfS7StWV2DXOlBH5144GRqNQlQujXfHRWVlMiAwP7p3xipHyX1Tw14GOPPSkQmVr2kX2GJtvsabgZ5hss1Zw4OhO5IBIxjUz0Dei4vqigTHxQSYl5wzKRXko9E/oaTU+J6qJ480FcB2ZHXLENIho7cQA+Ga5j9anw9JzYvigP0NXZBr2NbSHetZO0ew7M95QIMJM2VpveSBwiba59EMDHfXPrSmshU3xVeKMQkVQov5yUCMj0L3lzOL58voP+xRk0ifyQutQEndoJQ5iYvFBmEpcHuAwIjUrGEdQ2ycggPD9vPCN2Xctq0ahoOSGGcKH2WYyDPX51QfKTicKjZFRrN8xQprkdAu45Mjmkf+AX8BMhZvxKmVL1UDeADtBadkVzpWINAefB9M2+zK9KDZn9e0HoEpG8rkQ6PNnfNQFPZlBCBGyJvuh2QcKyY3749tfEhQ1ADaVCZAyQkYgTisIvgTmA7J5m9J9NvmvBkJAJvV5Up81EVHZM0DUmxOiEAHSt7474NAnb+/llpXIyseEdjQOz6YpqFBJ5cpi0bG45PmbD44qImZWajKE1treB7a2JwGmVj/41+fSAhaRMyyJClZnvKWemI5rwPemDht+HhFiyT8BoKOReH1hK+0Xie5KM831708bZRi34Gu0NVPEtr/eZBUBrrOYFAiU1KtOUoh5kF2jEsCYqV4hAKQRXrMUlANPSOIM38CNtJIU1c3+Zr6yqfKkBe2EyGcFmzEZEaDofPiUBJpwOkcyDCWtqqJVsA6nGoIYynN02CiT1s/3XZzfUSYmdgtmxTdnrMC7UCUtXmqvbJWdYiAWMQMT14Xgkw/Rw3PGw2Qj8VzIFiUtG14z2ViLuBnrWEhdSu1IOyUXZyL0eJ+jKQLpSmYVwuNzCSxcY9rCx/RX/rJyIPjI1cn4UY29jRVjsVEioEqm1ZkkyVpXDnXZcMXMzfYMjjXWqx6f7Z4AN1TlyIXl7W7+sXirSi4ubzRXV3TcjjcqY7FhkHtHIL9OGIyqXB/53AnJIPO51SSmQ43/87d33oiD0BvjGK3HOF6M38v2u6h8w7271c2HIzvjMzVBT7qx0KEd3TPD9nXHhfIYvuBsUGR5vveOuwZ3FbU+i7ZEemPAwka/Uic5HAhD3izBVLp2Z8Kk8bLkhg9q+DmOX3bDfcHNsi82jNKwzKZUrMbGmt2EGJzYmGeg+y/dvSf01xGCuJh2KmZQl9xdSOEnQC4vuma9QRERw5+HwP84dF/xppDLG7uKyd+6IziWtlwk9Y8Vw/EZAmGREMAysFzwMK46lD+6OAUk7BtvSIjuj4kM2WowKcTkQYfmEGSAxhUWq4BhwtJjo2HwXPyuvsMHLYDpJoqSIqhga2qa9SD+ZkJqAkHcAh5eTj+941akaHXZw5Q4OBNcWiVHmJ9kd05FJ3CJiDQg1eJ8RPqN6iESaEBC0EcFo3KhghghVKKAJS27IfF2Z5YRUQSXTfJDwIKYPElVgy8kW0x0JKtapZAZdq33BaVfYFUZRRKEZxnL+jch9pb+RgsQv8KnKTHF2bvCaetyPXM8S5rlvbA281AJjXJlaJ0W30kBo52EmrIJtNVDqq0ai46kmKGYcHEwlVeZq7H7tX8VYvJAvublmzITWxsD+xqxJnDmwfHsGrOWV0nWUlBaaGXevkPI3rFztxAYoRUbQ3p114naiNpFid68wuBA3Q1zgw2shlbFaiMbL/rDmxjEzUwiTmiuwyFD/QnCiLc7Iti+1e7FQvDPfHXpJRolB4ypukS0V/hWkGeCZy2WVjcgBKwuMCz8ChgYDC2cGF4NXNWSqoR+/jOcwBJiVqYGoRMXoYCCTQfAlkjarljheWV4MDdYFytFEz22D2fqiMRPNDIxVNSoxKO3mbcOmUnBcWVDrcKFiaZS1bbOytIDNxRxddyXSCtGglLLgmUHOFhk+JgHCQFwhxHMpzDFTfAqUXVEL+nW+y7uTx5BZkyVvxAco+TjsWfWDtHPdCkVCzMjMcfcJVbRbuLx4BrKzQ6dQwJRiBXk25pgBOGlaFAXnqrR1avCxZDWz9mIkBEoJ5PHm3RNtygT4UrqYq+YGHXw9syHFjJwFcT5EiiRHYkdTjZirCAAUgMrmsjoTF+he+RUmAEfNsdwxeJJN6saEALwjpmFJ0Lnon4Aip8QjMb/aaIKeTdGNzEa2R4PlUPHpE5aj3OwCD2irR9RaYKi/ZNLjyBvxScj0QDxsXBHKdSrKqFwvay6Z2Um915k3Ny8Iy+3LGEVhvx/dVCNqpW41HrH00rW1pv6fFPSYcY38MrNM+POv585vmOjYT1Ni8hw/f/fe5Dk+v/z7Q4mOFl4X0xdnOsqG+K3UVqJ9LGkkul8YQtg5hNCYQpYZj7xTmGy+pO7qk92KzA9Nb6RGLjNeZsLyZfWidXoVH24GelF5MLJcNTdQqYYgybAwkXIOBgNqjD/RoXU3I593rHYpaaG3UALRMx2XkE1Yjxt3cDPcXTOpu5biMloqnN14W7sfYGS26KxKgcZ7wdRu6ZSSl5mEB5vmzggV1zXuS/cROxuxa0+S8KlQTbClkdEeJn82gdw9Qdb3+4N5Qe2VhyA7mDSLRJA649vYCTPgCwzGhjGlspLItPgRhZQQeXnVRI7OByScE9AO7H+luRM4dlISH6zHVw0uTDSfacXFyKCMOaYEd8zunsf4tBAW7MSNCf2YrovRqIaHW+0Kli/4Z4Ux69ST9cF8CUEfibA6iUjsC7lBBsRoNgovadvJaw2LtAPD+BoV3TQiDbJKW8aWsM6LJ5NKMfzF/bQJSrWK+3FhWadMxs5SUqjVYWZ8jw00YrhfBBz84idKriVi80pMjsxkXlLihaXo1Ys4deRKi33BlbYTVXAMmmtTs7F1ai1CgSOTSxwPegG9HSg4kKgXG8tU/RsGGHbaoRtp1lUqBF+UJ2ZKCC+07aVolqsT0RhXStezvl3SrUtnjgef3FDKcSmVGXRfM2sEAwuFcquN4jaNlF6bzznREEsQF1UiMppojRsp/6ocmaVCgW05EA48uAZLSZYNY4znNvP9qBkywREg8taoMFlcc7r/ush2zsiJGB4J/wwXOat6WIMd3h8T02hktgYbp4FXRR8xE3HjMSi4gaXGNVaFZOJyp3yIsgBenQIS13h1OsPmzlWrbLsFAIJn2OLGrFZxh5e/fvfxh4+fjh99+fNfv/vh44f39mfl2clt3xxtSj3lb+29VxGAqhWmakc8Tly63y/JrFyk8OT92B4vAMiti+HJz9mebN6z91ODnvye/OT3RJ+0fdLApx/AJj35Re3ZLyrPNvDpB7BJT37R7qECJ/ej87Zs39MPIODd49MylQbDcfYOhXVDFvKnH8AwNQTSqEXP3r+wOfFL7/dtJrfn2fsXRoba8+z9CyvJDXr+gYVV4SY9/YBvGSdNevqBhR3hJj39gG8LJ016+oGF6eAmPf2Aa/0mLXrCNmWqiE7Rr0PgB/yqC2qeB4tnS+n3FRvKlR4GgxlG8sdEegIlV1nVMnGszwVr2h8dXV3ceIhtWuIPyNoLGJiKGs/Qoymeh9Nz80ruf2pppMfzzB0zJbG5OIC8Ex9s82KXhbSV5MjkoXrSjVwYr5qxqAL3WObBCa0rbnjUIwF1Df0+aNV0CGzT7+9wu59Zg0rtY7fw0KYlIPFU98dro4iV15kBw/iREn3+CdD+y9diSR6CBppz/o/3f3r/6Z2kir95Y4Fd/zoVdiYtoECN7gxgIq2+5x8IfoUYNwkfcOtricN2wBHmr8tffH917+f21Mf3WX76sGDBsabcvOcf8Im+3Ltd1rZApLTeviBe4Zfc7laEUVuwHszbdJgs12tY+8Lb3e9g2sHHv4P6IBbXJaMefvr+6N9P7cH7nxqVReuon5++3/8abs8zX0N9IWUnz8z+Z++PzrbKA/O4Di32wqJd1MvP3u99Bw/Jw9/B49HdTYzH49n7/TJqbg9VUT81Kn7reFSevd//Gm7PM19DfeEXA1NXP3t7fGpjwdufGhe/adTNz97ufgk35okv4f11Yftp937y/uOg8NTeQvc/NS6L1vEe/uT9i6/hoXnma+6pCaqTLn6YxCA+Q2LAN/sRhRGXeuPtsXm3p0i7wrP3B/f+8vabfbTS5KD05P2LxqBAxbO3u/2oh7q33u9PA9TLeOZmUpuFuyOWpwvrgxs/zIHkqNJGNByJFRKF7wjlaQtHEJuLpDBAVT0U+pWSyid7B3dlRr0IDS6BGCEEAYt4zOyW+SYuNytu2fXkAR9ixDw0ZUAKrrukF+qSoTpswBLQI43QfqJgh4jlHUgkob1dpT5fDTcKPkwQyyg0JTVN2N6NGGlrZlXOTLWj9fEo7UaGx01NTO53TUONHHN1bhcEOShROR1vGSIfuLthnZl3ILHlRHcbwIPt9u7mTnkmvbPjw9k3n7rmX664UWP+dXe4stKHPHC7xVK/eldOJyVUmXjqZp/CBIbWSxrwJ+YnBisReD35xZA7FheupEBkr6psShAFuBERni29MbWmaPvCzUl5SEko7F59UW2UA6FsZQfG6pLAAoydqtCtTKMBpHljT/DVYzYs+GsLMWpmxufnRnKVUmtYqcEo8CsOjUe4WxWyO+aUTysm5agsAJYhxSgEQUjNmKbUjAka7ANX8gZZsxxWBEyahrD8QEglyfxAWcuoDNIQWeSOS151d4lEz44UyBOCoMR83NjgCYG4Ea41JXNYsZFdyt3SENQsH+hXoDWC0hYGCpsyW9PBSHhu9YXzxQDTTgoS6zSDJhW3E2qNjknyMCP3RH9OJjU2eEHYv2P5Rsa0ELe3YFKfFZ+rAUGf7W0kHDojW9k8faNaqbl9IaJZKxVIVRZnE0YWXHGdV1xnfbYOFc3Q4I40u1K35HdwpxI0+ZUEDVZeW3PiwT0uUntVm2De3oLOXUk310DUQhatFu7fQnwgWQ+ZZ3MrlXQJXYbHvaO98Ho/CnBPehd3uNpJ8Ufu4oLExHwgjY9Pwete8suFdNxtb6MTe+XTXmU6kGMFIiFAZXnBeha5Xbqa0NwA9aEzpiDs38AKGTstN9F6Z8Fv1Cuvw8W/sr9AiVgR9zJjPEB7Fni5Bebs76xQ3kklW0iovB2u4w5X94ULIdsZcvY13pEb7XDVQCAUjkUzYoMqN2hwJc7+k1f0qr2ZSDKt3u4lYVBVocrRXNQXQDoJOuDB4adu/mozMj6WLAgmQ97Inaw7kfwq4GY012dvlGISmAvILjRxf4f6gXF/kR+gYixI7BsKInRqrgtJk6IaWGplRb1TlbrWMAVha41ojEaCWH4kYiAoukqOh+e2w2RIQBw8owrCw0VgCdqdI1eJqs7EIarUYFeGdiNygB1AbTP+3Pv2yhVubwDbKxsZ7214uKC9FTrYKE8PG9T80xDO3ahqReq/RpgNxYg7nq3FpmLkYcUSBHmy4ps084RlCUIOtMwSnzspZVSqS64rztZOpLg1kKaeuWRlfGiUccOSb19RBHW0552KFScUSSJ4hcVyjRXG2iL+fUERVO/fbwc18st01Db0OHHsfyeOoKrF+QrY/H9++fDdceGPP3389O4v8jPPgzbbKSn48nVfIotQMT6+LwRbzBOGbSXiBhBpyUs9OTLBJyIPlGilHz9kuXipvod1u6lfp/WxyLIYjXdyvr4snAsiSvL11qX8fKePRibVHRzihYR6Jqo7Q2Qzyu1Rh7jROX1FAxeT1u9qSS+FavnYzSLIqr6q/CCrcmpkZTcTL9OlYR+JQqyTRB9NcQ81G9XLGhbY77VGwSARigbb2pSZQh0kcu0zxYJqXHBPssBPIP0nmKRyVuKsIrIi+mzKoCQyqCKvWnnfxErBhk2VQpW1oqD9MPwQ5wLGmodJnTpSXQo1N9epj0qS80Ek+NjIfZWXr6RpUcoxZxJA4lktH4pmZMIvgr1OZxMEywyZqqsHkIp+dfYqNxzanFibIBJBNjNxSYocOQg6MMuTs41JzW2h5pUai7s15ntpFElKu/qFeqwgTSqfOz/1G8g/yrnJ+8KGWr0C4EjOAwUPTMLj7duPTMGfud5dhDGUNATDS5C7NiPrMyGuIOWaMZYxUWRDsdwUGEsRiW7SEN2ZYCvKUysx8ryHM1QVidPsDSHdX1wWdSm7BnqulRrv0SGkN79TPi3uxAuE511hT4btpyBFPrWW1SAXejGRh0+p5MzwIY+6DWzqOQy5Zmm39vb6ilLjJbpyqML5A9nv4J86U2TgTyRtkRSJJaYE1mcM95+ad7ecUKpFIfe9IsNKKiA8WqsCwkovBIagkfhFVqNqzoiu7HtDOqzc/b0ndZr2sl2ht8rTXqRyErS3El28ptUfjPTkCEqvs0gPA/kwC2clmDRrONl88BAskS8v9hdxOqR9JVSfbkgbL6w76JQzPZohC0vjCgr5CIGSRwyqroUCC1ak5nh8kRmPwamNPHFxWRAIkZipMAFQkwLXdcP+XYTSduIFLZqMHlGZQKYw7UShpFomtoM9D75kkpQIYFBmaQEEFigDuAkjYTA4swaGTGoW1XSrvZNySekadZdcyRS9lqppkrDjRH3lKaEMw5pH9hjzCiFNlrzMjDQpO0s7GVCTmjQiBm3qbBoMkC+WtMOGsa8kOyKzBTAJWQ3KlqPbW6DtTT02M/V9NGaB6HVccMWWTmp1cmktR1UyQU006moPzV643XbEeJOfz7DdqdCNCLtcjURzVjrrJRsgsOYH7qckQU1ATd31H47bG0yHMomxbwRVr1EzLfqVyNVdfRK/oqkqzXz7+lnHEFJeVlUvRoOTHk21wQkWnKSmWKzeJVjIyIUuKBd//pax0E2DT3NrLPBwThSTMFxMzR5iYFKwGT5JAhQD1G3h9AivAkZABlzdgueQJrCyuF7VxJjJfAfP6dlQ1aeWVbxbGcFNJBIzNba2QnPfyNdSK3k9FXklCf8JJBfyhX5iK5H8g2hwYJApEdqvbgTuMgkM08NenZe4qzAl+tk1135wA5M284ON/p9mwBHdVQ2/pKbAo9PgHFA7qeYFX3faCI5maipMBU6YHFmxwVEvGZyKdzIqxL4YF9ycKbMmqyY2DTcpJe2jiq1pg6mH482TpE5GLOxil5kck4mGOZL0V0oUhFItJ7vLQXuLb9USxUlLXRiJVEnjwV7K+sOYKSkzRv+Efg+GIdwoxgYlEQXxVrMFSAaD8MyNA2gbJVtkdjCmo/leQmC4b+FkdCH1EfsyzVtgoEFBitd7aEAfMDD+fIIu3YmeOjc+xaD9mRhsirhuqBtnRjXyq3QnxXwRD/5vzVubYk/f3pmnS97agsi/vlKMLCS5VzlNWCtplXTUt1QV+LPnustHWQuqwjWoi5i0lTDBhfQXj7ZGmGYGUjbSZRik9lOSRoXSAFAZPr2jNaWMWyFB7urqRbeADtcgeZ93a0dpAbx/Aq6lI2dVpzjz1IrjhzGlFjijR1J0Hmtso/o+jNVT78TuP0B8fJEY31si9aPjEmashMMe5nwsRFAvlHQ+H2CmcqimNITm/RHMVWQ8XYyUmo8BioVgehhB+HOV+sa1mZ3sbC9biMYpV80Mns3dqdBWSNn9t9dxBhxvzyT81zi5EcsNJ2ejCG/s8HqYXYYw8vWBDc6fk97Crbglbi/4AZE1SAxzgsk3udHPoxdQxulYH4gsPS4lmNkCcECmyYAyQ3H3IGGrfWjBpDh5APkTZrsB1gQUSrMelgxZQI9fxokZC+E8ZWn7JS2gxhv7IhdUG29fldV42c7GTrHeqFG3a9yGR2ddNbw1VkfzS6SApZWgGssHqldlURrC1GUFey2iB7pblcaf3J9hndlxgsqhzBfpxQd8GlwT43+54rC28M1pTOrHvFT7L18Lq6k1JITV/D/vvz3++4cffzz+e3zL+w+vcMyHwJrbSYHw8mEPgDU/v/vH7+SBdxPZfMwD7wpRO81CHyWiA56YKaHyxQ740VTQLVs54D1R8qcn1CDqDPj+cv/7+FFwUbu61uPNRaHNX83/7hvqkPn+d6/q5Dzmf/dCoY+eCXHYOWT+9f3vXiA7sXC/j85JyX+AvnanWvUtkLL3cYlUfr6O+71F4tLZAiUojksI3P8q7nfvyr7zmPu9cWxnI/OgV76q871lKrvcImVPjxFFD+sr+N5mUjzqe2+BDulboOYelzBu/3Xc76MfEC3RN8pzHJewJvyru9+8CS3c78kDK/dbHoGDmWwocCzsmasYvob7fVhZoCFZut+HbaPNK9PpaGJmfwX3u2UkfVm435PTlHduhbtdx7sVJLNaON78gO9488c+43jLQQvY43zHe/KA63j3iDljx/Hmm9/seH96//mnw201fz+863ufdeltsoJCg7o1BPy8/ebi0/BRS/B+9zhaMGG0aFq7fdHt/rdwa576lu25MakYBH/i5sV3UEue+Q4rgntOCLdtCZHydD9LxaIr6NeClcRlNpHYdHY4cHllNuj7L+rGmOIlMWsVHTmSxqgzXJkPcsCwI94/QY1hFYYphhqhpUwx2sQoN+XQ0PORR0bDEgzL2tk0ijAMAgtRsBX876RQydGxmVUmfUxpxaOZP6GpsvOp2zPicbnSDMGJiXH7uuEYpF+674g50s+zDceoEu4ebANn6BE3lxodU63VONsbb9jcqLFBRYTBpPFMbENcZcqLavFN0SUKq6QFYqAkZtaB85cKEbIoQevVlA9U9loDlUkJWhXruljAOfFZSjwwHzS2Ubl46UR5a/vV4DL4+zFDT93vDR7xkQiMf1Vsv8E5VAwGQjYTYfSkoA1PVp0qXJa9JzF5NFgkaC2xfHz9znyAcAbPaZWdLTcYuEohNwGrTojnkDuxULRCiEeWPT/hBYJPt0NqMHRcYYGlYTzy3kkgovZabotgk+FOMjkijAgYcjSDVkcukFxI0tmPntRGiWZF0tmXEyujYYg+X74pxk79HJ/G0tAEm6lDpFmBCv1LJN7NErmQLS1Yq2tAUFRVtlE7dR96PZay8tgvbA4QTJdFqU6NN1zyHN4QK4DkJvkGE0fpte/gaP6qz4SZNUUKxl5jvFs5sGwhOmJ8w4IfTnDtWJayMX/kTs6v7LPw+n5Dm8d97x+nkIuvAF3mjP0Sxk5QglgFlIi/tUwQ0oH4W2UW29dTTQ1iNevCxEvjsLeVuMyA/InevRIatpj9Ol/1l9fdCen0Bdy3qCEiQmCfuq1Q1Z5lc9PJVXFP6YoOSuMSVZW1BTmf+WWztiL6YhsFAjMnXEokQqsyuFyupyd+/gh22tnZ2LJgHFKQmfh6HK7FaPf7YwCZVZ7dVJPnI3tVVNMS9fHkJs/bOBVpXMKwq6DlVxVgAbt7UkGzKxD2HO3Asw2nGipiz4qj0IxrftBaIrDjlqvZAGMnFcCP74EJSVjltHm3DVAxTUr+A7OljUDgqqtNt62Ax4ykRcV6uCd3sQDT4YwVEvu782B33DYTu3upERnFSLlfv73g28sNnE07DHH8LkU2NrIrUtHxuBmPQAmLOpozPjGkC+pcpNNoD9Jm2cbjTE19ERPKjQrdcqc9MDOpTeJaeaFG4gPqgk9tY16ZnbDFg5zAxgeQ/1TmcoLX+yrNNFjpccGBYnLQahX8sd6IX0mw+UhAVhiub0zQ+WAlAYGlVTTy44YBE8lmlefk7lBL52kmudkXHEJ54t0GiuxKx+JcM4z0uiWRldqxZPaZhZq7TwYfEV4iPoDf3RpVMktrxgSGB7FC1WElc4VuXnCPZ46eSLEfGGW5hIeZQKVIQjrL/l73l3ZjOYdBzmVHGyZbv8FYZw4d0Wg9Nda6Nz5mFzQac7UDBaIbsVoLakULDHU11EsmPgnB9bLkt+hKQ2YsC800dHeUVFVnWiOgltQW+4aNa9GFkRR3YBpq4VLlcxS6mjRaLl60YNmpOPlu4wehn+07DBdZ8n3jZELjNzLKOppXr1dBHUPzi6R7SVntdOgSnkoM0la9nsWeEHjokvIaZe5VPRVNaAQChxweHjpxX+4d5WMSLdTIOkvydCWlVieIaDy49zLTTBKp2YQVL/Hgbbija5nJL2qb8ZBl9101sfeKdrOKaaY0DTh6mY/0G6JYDxOGG0xalD+aSmzz9Vh+aIdV88lIA1S0hsIEWveHw1XiuAPrUlqgamVN4dQPRFCqEir2hIrl5kYbymY3VisfmZSPkUI6yVyorE5KtpGVyCRcLmP8+P6sfr6ZPFg9q9FX8/1EO5WQdTOXBcdRRLbwzIk5O6q6cmjlZnUP89Xg+9ph5d63S21FJq8BIMOtgASzmQsTk1bPmAP3hmOXF8wDskMxy2yBAEcudGwqtPJSJbsnBACrqYMgRMP3YKYOBZeYvCMxvQ93/+9Fgz1Qzaa04n9+/Pb7H77/6Zdv3kKAXc4Kz5fv+gIC7EhqRAXxfYQTSv79E5wQGIgFTqgTEfDxvcTUU1ymnnugUFq4ngQUou0HHadIsXtgI3RgiLoup5hF2mEKbc9Gf9hANxAeFO4bGJlyDrqFKAgRGxQXsOKkwF7DA4GxCYnwYATRSEGncWkDX+JosJfMSAxmSi7YlB+oLnY2v/leOY46N8eKoNzVAx1pZrKvbDF5YHdVfaMW+agj5a/zSqVQkcnloqbLTKQg4gEucN7RlcyOkVCfwY+ZxkCIcpW2H61VsfsIP2vbilGNhUi9+dXhyvoLy7RM27qBhx4jny6ZVL1k4oNxFWm1lsDErPzGZuSuj+qcjMZmgm1IeAod+sx9O1jCruYtZpzb6eheT1zk5IqVTq92pzQJC06YI4kYb5COFxn1LKgBYU8gKjaSa6xQODj5XrTSsSLhSuQ4Tza6WRoK7GCkxbV2MJyxESV3BKJWam9HEFXsBAiIG6OoIpEqyrk6QXuxxA72iABFdesTYVScjEkqIIM4z/8cWV0yaL2RBqg9NcxkUNbqGvv8R4ki+olZD1ImPq9USe8uVSJAStVl2U8kGaYMX1cNbpTuSsxsK1V0SJWQCdcmZxk8uBTARhHVMboZSHw6ifAgaMHMRHPSoeKyrpc0NIUzoruc8paYXj9wdTLDHEsuHIkuhHKQocP2kvYJjS+0tyPLP82gSU4swJLLGwchOjMzV0JcJVbF0SzlvMGNlty+0nzuZILzRjZiQgNpDYIm0QgZmoDCb4VyyvHmbpHiRzDPJiLKMmbmLWhUW0tAiOgrPgMuvyxqhCWAjTCGQqJspZDcqASbEHXLgCyJkCSntRGV2PJKQu54BEmZuU7X/q5OItwudlafDe4RyHbDmBx+AtZ2psGtIUyjcrCftdsSRatLdhlMreTueJHvOxu30sxdyisx++Ph3uGxpNFSk5t8GnSAXAmoxE0HSHoTo4KdqHEkcYpHk8Z5uM7JnH7zbNl9Y4VueWV5ic9WzayxvIgGqJH1JfnEr5DneWsLqg5UlB+Z5LOJzzYTgVfORCBWM+seZtYUS64gjTiP97NhSYofKSlr1DptiBs7GMI/kkPEGNru6uSmjqW/NS2OUqlRpU5qBMRJDCGrmWDjJmw6ejf7zKUmm6jzx49YpRFK9nzfhDtb5YBVjVOwseermzj664hs/j6clPXFEMOehms0NzLYuFMtjVoumyT32FQio7nbgoQidtJjiwxfieyqC8wUjVkj3pm6igV02NzyotQrVoK7yK8Uai9VDhifSne3hB2MmyvJPwGBfwBiAWrvTgTo9lIelxK0N++kQJs71RpQ8MHNnrIgxbaQA0qceW/oVooMB+50mU7KMhOxsxsQST+CbdpIjm5DVW/7Kh1qdBO3FWZS3+TgqgKBfXIhsRNxsxO8PiyUH6xZTjwamYc08stM6hQnDo7875d7O6e55t7+1/uf/vnx038d1/7je7k//PGv7z7968+nM3GDA/CLM3GpYd2451ZG5KcLC5BJTprUMslWxClktZhnFkl9nKczXWLEoZleGw2QzKD9ucx2ledCq5vcXcL84KTfXYNXsBi2OKfu8MY7Y1yUpHD2EnFfdLTZCTBogloZrjzWa0/erkJqV5NhJ/oqKfTBSpuN9MxSJvEUSfRhkC+7Sn6l4jlTwrqryigMQpVEot7iAWAYNXKVdiIgk4oYXMYdIAhVYd6QeAk4n4sHpGSVxtAXwMkbIzw6G51KR1lxaqFHIpEkyE2ejUwUR1wCYtR2mDgtljtlgqDOwp6TQHh3iUOyOf6+PrC5aHLJXMAH7iA/Q+IkQAt0vMEvtxMCTDDJslGBfaksELsp0l2Preyk3CMT6XiUwZ/Mi6rlRKnHVBDBLOQZCGQs7NM0olLJ3U9kdFQDkhi0l1riBwbY/zJVgvf7OflUiIA7cbTDdrSmuSfHGeRrlIjvvZfp7ZY7kJbk5sZ9JaUDmcLq84Qkqs08rpAKCUuPC3gbSxUKAllz8dWXO8V9UZ5rtrYwUbgR/k0QmIheDFRylpWixB4BfBcSjIG4iEsfEoyBwD+hg3MhtbgcOWsRyOGQzKZjDkQpHKpXUUN1ksfCVIBc4mAfpgLMSlN7XiH6kKo7I6xiylh6Cye9cR1bR7pQhQbd5TXR2hZSgknFZRSWzRr2n+4DPUog6LaUVHMx9AbzITHELzFwInVXeroUFFuWD3T7txSkhSiFmGikxpe6F0uZEgNTaHSJzy2A+3S+6Po4NIoQkl7CRMtG4RHB3PH03XD6orgetLfTctsXwmCiawXt3Wk6iAgh2zOcDsbH0pymt/vWTDgY4k6eUKwgrVQZEc7RXpa2y4HqneVlGAGKLoSvVmTok/iPz8lSiWpCLkF7KwlFZZ3kNrHJlZ9e0rhGJByX4KCvmZC0N9O4FMCdtj+smU3KxO4c3wtu+sJ2xDBOfjbL9Kb2L2k8GC1cDf4maG9J5D9K8Nlrb8ENudRFcmhCL8VynTWzeuskU9hwwclNHlNrQKSaZDZ9g7aTxImlNjN4OQTaVZa1a0ye0UHriwwwLDhKz0wMGqIeNj7Rm4J5zQ6RlGTECHGNLvy6VCxkU1qh6+0NRVUEJo/7W2GK/0xl+JYZUnOb3WtwotQ8sl4z8IHkqAP7kxsVvpWdNQkClw3uLnIy0/GrpgU3kSU1UP8M1Ydzw4KZmgmJaALTNrvpNDdjdkUmkJ87zlw7PimwyazdGolRo0ZCIioh2FVynnUvfeYqOd8jt0BiboNIXH3FwNvVQARISigm5QrYB2gCxXtcHeE2KtmWUx2KF3athlYLTNoWXDoqdS/embNpFZtuMW4PJyWB8ItJMB2bKGJs6y8VpORF2g1wweQ3/fbuBN5JOyuh7oQ820mQ2oBoTHqzPhztzxm1+fK2IPEzj1h7gQxCgRygkunAXEzcIuOlaygcjrawpOH7N6JPKszLYlW/1TL7wrv2ZbohoVJwCaT8IsGWCXQb6zPHpWt7jdlxOySZBzbyy0ySM/H334//75XlVAyIZjn/3w+vq+///vj5p/d/+makNz+/3PlofvNl1L84v5l3DOcVl1Ynvfne5GaiuB14/3Nc937LmLv+mbv9L+G2PPMlEhomsIlf+Nnc27nuE/mxF3WfVFmFcKrsB4So5vNJcnjOmqKIEBWNP54Kr6SI46bC5bjwJk54LvoEo+UnwyeE8B2OgZNTPoapxH+kU/59O608vHpOFRvbXTglnOe6P3/hw567W+be03Tw6FYRQbcEOtBN4Ux89nPrkvYAEjF8YFKomzH1wCSr1kRoRhc1z/PODLloGnw7hJwbBRRpJrAxXBzHRMc0rUBisPUTXu04Y6X041opUTVEMnTNJj0Ac37nNGNgwfTgSjZYVbzxCd11QwlAXDgrVpgjIxHLQlbxXpsWe5xfhWOIlEFkgCNWvhJCUKo1caQTV54EPdSag5kPXzXMegpf7RCCjyavbg6GmDLYKEUnKXE/nx0IEaUFiQbuSwFUUm3IE/f9mext3Eg7qfuqj5H5vKIWDNp6cExfdO1OgwrFKrK6CNbEQuwmMVMdUCwaqjNJc2aFRDhOWCAnjm/FqkpT+2rKVpGn0Zgy83o8aitw/er9LBoRN9qW7bDq5zObKkHqcPC9VR8ImrQtMh2JM4tx58bvpDMpkQsu6KNM6AoGLmOA6y5TpDox66JV4DFbAw5ehoMr4TwSddgC6MFyASkxExLDiZNqq1gaKmTeoAHztadApV65pq4cGHwAO2iCncAKVdm2YYAmSK1M1MyJWTFXgjSGXdrgxJBhPxtcnzEtaNoqBa4FT+XjvlCcelQ/Xz0AnrJCjy6RZXAK2KCQhpFl9AY/WTw4jW3kFLmn7MwYIw/91ynzStPN3dgKwh7iDonbiWlHmGBsijQ5rVOnw9lxCQkjYiPh51gXijbHz2z4/k3VUzN+hr6fy52jCkON96+i3rJpoFfEwISo8AX7/YBTEWHWdP9+VZa7/n4qeqmU97QDq9sKeoWJGRZ4/H3CDla4XPCN6Ccbpw6RzSlQluN4cMfh21BBLzafMi9xUj5paNPZ2mKnwpOoDPm/6Kz3WHEnW1sC9oLJ1pZhtic1aNYXQJRR0qOd7ol4VuXhem5rS25Mih84OmjBHzLd2vB7cyRCzEicx3bIdHr4fqPsLliYFHlvS1pYrFYBy6JSoPJjYfryY/aB3HbxPnB1TDaGRDzAGoIxbvPjmlWZNRRWpskSp5qTFyLIE28NrDZmzPzDplnOvYx4RCGAgiU0pM1eNczz6K6UK9IYCAISv7zRWTW2ybTFerblnpyVtsPU01VO9YwR1T0BC5ySSchd7kn+WRkFopGtcLInIH90CqSgoItHe49DWpGhR8clP4ibAmmtyfuxTnenapvIgZZoqiFMhMa1OpE5kOenVcS2xUIcRLGQQ8/970epcPjqItEpmwhCz7MyI2iQDZGwMRPOPkYiu4zRJbvkTTVGv7KCH1giHfKM1Yp4MiMPUKMjjwkDmQlSHw8o8KaKzV/uwvHmeSkNoUwxLqDFEt1Dp24nXSyJQeICiryAmMt3PQN3juh3opiabJtycsEZSFhAnh7etkmFTOu9wxQtcr5fe4/WPuaQEEO+NHw5UoWMFI6t+UDEytLLCdMVyyITI+ADdLfSzNsjw1sUtaGGDxEu3PNPiZ+76WqSM3/83kVim9rxVGKb6ox8VotJnVFeVcVNC404dkGFRhkJ8zPDLMVf9GwTFRqlZRXYWwuN5NyBvtFOMKS0eyM/qTMap/BrJxZLf3OmI8BE4kiGHo8gG0dfu6synjMVxhYIr828/gdI8LOeRzUeSPpbRTVVNRx5f2bjQqP7rFpKK2BaZ8K8zsjbjucEs+XbMxYeqZNPMaUjMlbKgnIsMKVbZGBzIjFeQ0htC3Oxf5trIAQwXbF/fXYNqwlpgG/QXk5bSt03hyyw8IGGlyuNoIPzSnRV174PFKTKs0nlc2Eq/uIjxzuds/samY90FhNhSKlRgPZuPCF2Fn4IPuwkUxBrX4mgZxZBL4RErJyFt5F1TnSYBnvI5mrivsPE+h1cmQjJFL6YWhiMQlk4udrCBlM4Z89E1KQ+qe7hLvxGao1gBssl2OPsD5/tbcy6y/EHxRNfdTAUawgExq8+M72pHdwzdTBCgwPNYKu5rUhsLyxZC6Zky8pRrYUATjVTPrtmhroXUgli1mi5yXMfTZDm9YFB4XhlIQg4IuYLt4xRXWtaS7xjlVAvg4rsygADU4ZUPvnab5uSjJnmImnpxrxjO8U/pLOw1ghnI9ca3U+HUa50vcFR6U5h1etC4TZL8qhoQUR2Vz/gURKSiEvPrEhWsdizcIArm2y42RqRCWFThIaOTHJcCCHAjNjBC1WuTnq0uZOkm5FHtMU7qAYYyaAJgaHnpBmTrVNoVWxP8oHTYnskuZZdGi3EjqTRxac9l2KjexeiNL/4LGfWzE3jRGFrjdBCVO0anfq4wZUMIMJlrVFZQR7eXGtUudqzUP8W0LlflhrFFen5W0uNCLtWmNyCtleuNLrv3mMDX4BKH640QgdCw2yGPKbABkdBiFWpESB6Vyhs84g1F8jFEAiCXCIBgGQq4nQucGaelRqhfd1YgnkjPkH7MvVnMMYg37LiHkA+w1KINfn4ZfL/mLhTJRbuuEn8EEBnLbVMRJx2YCO/TO0QMbrT+P9epUYq62tKjf7+0w8fPwqh4v95/+3x3z/8+OPLLQ/VGG2vWdqX7/rCEqN7v6stKpbffrMb7eSGlMcB8VzWs2gYVg09ebtfkrSqd3ounuw3DYLET93sf8UqsL3INuG7/EJ4dk6X8k4auXg1AYtSqUTs0yWS0593N4pxXy6FXEbrcilMbpLnnMlxTsz55CYCrGc4v39SN4XQtMfqpkzTTitMYqzV9fEnpVMY9pqVTmGQRYnFL0unOO2VMgk/6DR8ZPnsixkNX/bk7VpzeeV8TYqn8KyemCM8kEBDQMDPoqixYix6VdWYKgFslEjJerU4aoWrB0sioASbCs++Kl2YYbj0j8EbEfTXwOsjsubqZNJNgPUNKC5pxqsrb96Ph8Syc2S8Kf+a9jtndlJafD4eqksnmIntVx12PKNaLHe+6n5v9HZFg7w+vi2gkDVwFDnSEfCwKhgTEDpO7L1OQTjpPj9myYTptTKhU+X3cyJRMOYsW1T97y+kNiKcLTR5SQmOtyIl27KlbH7atxrNRZ28lCXZCeWTEwXp5PNx9tDwO7Onmu57/cWVzntNhPGqhWDbtbIwXZ3wh1Hf+WLPtRF35HGJ4vOVUnhWXet8+UZ0znlBNVS5Pka1ZWy+KE+iEbjJRAqerPKtMk1o4mwwceyQXsdCVF3QsJjAwC+sDgkS+ZUaNSJrYlU5d5sJwrhTplBvycziNjy266FDxR4RrmGbzRQ7RFmzk82pYaF8xmjsYxNBOLTtVd5pf9GtBuMK3Pn+eQoOImVRamD6wERFRmmbcTqo8ZxUwJCWTGGPkVx/9fVCXZh3aRrGkBonFViQg/kuS2XtFeosr6uTFpyOx4MTgOYHtLbf+VwECTSCDBazdWqsierIuRIjt8XCKqxKKQz7HLLDIkthgueQHdKzlyVdXSPMr8VNZO5YY1g4Ak9CZzhgi/EGnTayqjy74YEA9I6znBkNN+n8bQMNr74TFk2lnc6mx6Xov31X4n2DmGBDhlxQORDZnuFVtuyh/mzTGfqzWaToPKWZ7DCV8jd2AJ7aBJNmdV67L7nxIy4ESf4xcWbKKhFsKMWmRQAR13DhCtEC1KeTtbXzQQfxMbK5wevZ1UuNiK9EcdY3bY3PWYx/mp5TAmw8aWPhhw11J7yxVhdKn/ZTKTtnBrtmj3XCocialrSaxifuOz8oJA4vk8bhLnj4wBnHzvDA6BEdaX6VGPzq/RuTkKtejMkkIVIpUwVTSqq3bLBrHqk3jdYzBVslIjArr8Sv80Zpv9yYcpKxptYGjUMRVW6IWfSxroVoIoyq5c/6MyigablY9EyJZ4PltpAn/m1g4IkJXhmsLZ6pA51p8z3L1TPrNPukAXS/ugDX6/pcjGZhJcz4c+WrehL2IEMp6bwgc5nJzU0k3wot7BIpgS+LFHq6LTK0Birys/4KVk0XokzInTCpWXEHJkH5hHdNY1eBB3Qx1pqFvNqATEG1GjFSMN+ID0MClNDXlTma1HO6XlZEvdtQiUbiKnxqnBDZVjzK1BWRLnPvCIE6bsA01scPk7BiZWwLjpaLZSioUlSW8vOViiEzx4pyJ3BZ6cS+Yo/hGcfz6v1JDaCaNoReJV2COnioPFZ4Ay5ptSUEHjyVEjV2IsCWoCeuu3PRBOnz8I4qoCNYquEcnKsMSWdlyU4xh9RJlC5zAXlupAG8jDQmLiVVPLctwUZW8VzooCUrdBJt85EgzE5nq8IVCVJxR9+IdVuQT4iUTSvF6ETcSSK0xdU+Efrf6tXqsZ6grzT+/vRBcr8EEmUTmBtVsAeK1JqCQXNOLXx2mBxd/ByHFB9h92X2EoruCTrvt53eT7qDGwCdJ0Au4pif1BIZkIF+P8bJE3G75LJQMRSuIO59BO1tzBZYePFmonbh0fd2jkSkQs0P1mYV6vlZVzAKNmhg7I7zDGMsWe8y6T1/6TcG4VXa9QudnCaEcxW1rtMKAZdZzmam8Jo4tdsmhG8o9UZd/xT+7OWv33384eOn4zdf/vzXz374+OG9/Vl5dnLbN0e7c0/fvrP3XsHAegUV7ehXVG4R+VO7qw3K97dFedXGAJ/j0um9nEOzMQ98ozNeI5hPg5zzfWMBFf3UzbuLOYROv39Udd+vujAsHpj0IRb4SLfC2rZjE/GX73iLwDIJVY4T3ucx39wP7BXx8zEvjizHIxgzOy6h39AL01IbQZekl7ASPLt4IBy/cHt46FvR9Mt4vZ9Jb1mR9ufE1pjs+a3mkvnWDVzsqHbPVv27G4V9WRpNwgrjZmD9cfTLiFmmc5VEOB/ti1q1VolLoylifLy90eF0J1WESICnuBK5sq9Ko0GYdrKDGkdHI0ZOhoOpVraHt/jG5HttoSncGvFTtU35mLNemvAMIfleIQ8lxkV41vzyeH+nyEIzkmtj8FBSotPhpi8kQ495i9M2UsbuuIQS053UZnaUo4orFukWyLlqieLCjVn3YkExTRlknLY07h74pRNBBNKKAdqRH3CBp2ANHV5/uLO6P7sZpZP5/ZNdD8OzG/HK65URxaKV2ig0i0Rw0NQEMHHlkrtqasKTwxaJV9Bu/Of02Ej+PDJVtl56aPt66m74Lt+ztf/ylWoqTNZdayr+8+M/33/6z4/ff/jpuPyHv//08W/vpCrim7fJuOyvBuDlC7+kxiIh/bws7xU1UYcNx9aGaWKI+C4Tb/aRTvQRhUEndK1YaX38DJbmHD9DhIqZE2pBuSD0ZLSgK2UV4gldazLyXyYOiWfqjfUC2sKxnKlQNQr858YRhUoRDYmDImq0QD6VyB1GoE+/1K8l2yj+WjZibpdLMGFSw1LzKUZ480qLO+F40qIws3SCNpbGALXKAc9MBKUSwUBUbIZkO+VGIEKbx0y+ToRhkYTEHmE+dMpvW8ysQWLgfOx+ZTGVZpZBynqdzEnYwUyYm3fcBZFaR2pyMZHjq7pnRahoWfF9Uc0sy8fkRbjYJpqsXcdRERsIsxFghbNrS+oA2jvq3q/jrUi9NitoKMT3WhJr1CXi1hFSnuv22p996P6E54WyIjtGS5IiaVAcl3CqC+qNa9LR9Hv6ztHwiozh3Nx1GSshP2IlFslYSbGidCatMPpKOneiY0hEnYJKvJNrqI+mIKbMbnZ6ssCSf0kiMKgbfT7J8DkIgIY+fR782FdHGC4foKBDUfyVMT/QucoccQVAx4ooEP8SXIhrRgbGXAuicEkSJWEuhIPNHMWWXcfzjfXThk3xo5uNYymkL9RYpF4ZTyzSDEPuBdI1MGd1ko8F70+BQHSPWGpJas7WM1VgE5G0RUjrYkszBTp82xWZUJTCHAlT0JHJKWKlEFF1PbYNwY5CKe96QDuFtyVOBgsrJkqZxUIxkZiIezki9/J9c3e0s22x4+3EfbdTdp2JjitLTnMtAyCuYQoU9NSGWbiaAsyyI9YfTk6ifYD5LHUcxtxBiig/KRKJoGQVm0qB4OzJsJGfb60kttqoTKRReN7lW0oNE4VxgXqTOcJsuQhGFowC2IJAJ0KUgLw5O9bk8IxBld86rfan7+q395v81cm/RuTF3H0pSbq/LnA/UqSFZVKVKFjMJV2bmPnvRIGOjV0U2kAJP8l9UXxx9QB97EaEIcclpOA0l36J+Ms2KoG7UTg33Hl7zc++Ts2FlrxtmzYXfdPKKyarx376JKillj3XicfiydtX+6xwsyGV2c71bYEQwKyR3Qjt3aAgmfgN0B4ENypbC34dPTCpmR0kfefAZSLGqVx3ERN5kzHr1NN0j08LpkRnd92LXvdG0adjWyNlg0pqNwX8vdVsIPkVInKE8M/zD2zPzU+8fwWchbB8BCpaRs4idYNfOBK5cCVy7C1R/GJXOOIZ/qejx76ArY7Dv76boU+F5dp3Pb8Pjw5Ta/uC0DCTpqu9ZN4N9i0G4nWIgTinY1zxV2Uuz0qTihlcJBFLTiRCjilZnCOTfkeXuEQubI+sWpOYgT+tXu5BvnaCEjR/gfOC6G6UY/IAsmvPqCOxdxKdcEtCWFfkrS9mSrsu356pQKUU4iksJpOtr684N9Is6+sTLVeiNi+ViItL4eRNpBAPVy2uCC+EfgpLVDOzyiXEsXeK3nWSeUOBQgpTw0zsTySoJQgMzCwIyyD+SnzA3XZ4GwmupzHxaP1tjbM2K+d9o0z1yDoaP2Nn0n5y3jPT30GKCxq7oxsl7q/vFe0EQKosYSi9gFhNMrgmoGxiQd5gTwbj6QcKMt385lnrqmKWJmv9989/PS78r48/ff/n77+DjPXLzQ8lrMsp5/flCetMkbfsShTmitzYTz+QfYGJgpVuq8qtzOo4iWHNkVTIC1MXEyK8QvJtpd7R1uIdrGezwcKyg6JRIIKsoOZ3Q5I63wSn+5YLKGSVCsPgcCosjVk076AQloZHJUg07nAep3dzcaBUPnMdagbzych1ikgtasV2KpU79lhEIx6XKBQWMb+qRwD9ap8UIFO1wU7CNJlZxKNRUks4uneYoYdRrFZ2XRvnLfsJJb3PbxIJObigeczEeVYiHS1KgCydR/MYw4IxhngeSQoLfS3llTDBN5gHC1HYpI7h/P5JXndUBJ2rJVNTD9tGTnEk5sxYCdISyddjS4ExIynRA0uRGxE6yapBiEqk+s4UgDqGBH+A+0uquby4cyXZ2t3VW8iFNJD2M7E0fyDj6pEmrQqtdhjDHOlYZWi5LRUg+mCVlM8SAkpZ9et+e9BDw9WgV0pzpUKcHrKhQns3AkrkwOR38eYMuUxl8DGyu+yFnBHCpj6BUcrkxeRVxicSmWMKmKaOO1MXJKqxzplwfVqOeZWgAr8ud3iA7C/roM10y3cmwNtJa69EivWWCGlS6GDeYBLGTr39KSPhUMGYErwvaO3q+Ay/+E9GD2d4IDxHChQHMgQhv+hGnmA/FoiHN8dZKa6uoKVR00MmNY95vMQUWpUorBSSYdk7XJUBLdIbhtmvvRDoI+cdM7Z3I09+BsXk4gWpuPSWeNfNZ9ghH812PIJ61nIJbV4n6UCpxsUOVrpeNe4eTDtTekQYdla180ReE2/oRUfWMdsY6qsCaKZ41wu2Z0Kn5bQoVs+FqQ4qFWvnxsXqkVUnIh2YCApKUnyROngBJta5abCjJHC+s872jByJhOJwfIl0DZXtcAZNQtsI/tZIrY2rw4QwVc9m/iLUNcABg2PNYIHzOhKP0peGM9OEW9E+FJ4OlRIBOo/m7e1En1R9WlWFNFqkNkWHJ+XilciiMhONqKM7b+9Osna4QCfJXiLE3OngUHaWtdsZ+7xj1l2B1fP2NpS1GwwsV81lDZ3CTCgFOtdm53QSIaxKuF48fqWdJO3agjjN9qR2LkralZ0k7RrBwIrKqYz2dp8jaEP/Vdh83eZuxDpfOinaFRZUEjZfaG8NtBnX4Dn0pVD44IFgCZVFME2+Fc/R9iItTo2k2lqTCxkpqlVw9i96RxNj1jmnWTipiaJ2tRHh1XGpgPU9LlXH28k7yrZWFP6dbG54oDE8e4Y1KsEBQWLhiA7sWHlSuy9hZmgpXh8oK0axSpVVubBQMuvi1kLur+F2Hw0u7hEz04Gm9kUplPhi7J5hKZhUMeCM6ERI3DmU3d3tTYiJYAY3JLJi9/f0Y3z3l5ZcozO/EKuDCa7VXXJpAwblmhbkMQLSBHcyNXXYNESB8yGSCFYNRH1U/BiQHLNgPoSFyqzAUvE8FGnHkIMhFrhydtkoUxkT7MaAghYv6R7jmjSJ3+GECAwcDUQcUDqV5BrK8rGRu8BsCQFABKEuBC9SppKSxAl0G1vQzYbI2xNxTFMIwo1gdDTIAqdZrT/0f7IW65gEAUnDTAxyoBihXnJyI4gK4pp3c8lsucglJmWCWH2WF6pL9mW6IeFhq5BciS2mUfcaeXT10rW5xspROyKZxzXyy8xGyl9///rfS9NOkyqayf7/3v/l++ON7z5985b8dT1LLL48f73Sknu7TB3c61MicDtIi+spUTu/Zc+J1OHd/pdwW575EinHvY/Dxuh3HIkrrx5oWCEbuw8eQj9h8YISsBBl9UDU+NPrAxsw7BBhOsFUF0OyP9ciU/32+sDuTpEI0hn+7XmfgEY8WGHumMJcvKC5N7vbqKEJe6ivjJbagw8Y9qiHJqARRXvwDZ0qdhYP7BipXMxADc09uuoSBuvWTcJxcIfchjsfur9NKMS8OajlZw++IOux5Q3TsCi35TAr3ttId2ihtMdHxUCZHQRMBJ1WJg3FZcXFCTLfAybSwkMkvARWEiaqiCEEIQJ2rtsmIa37SRq8xtVIVLSPqWGG+wZGjVXlebdAM1kKs6/0wRILE+p5w5SpUHVuJ8bs1JmkpLtqLkCakHzqebi7+9MeeuK5u4XI2z+QTpQzKX1EMBTh6Ej3nZY3XiibbwAbZeDxgQmEIkFrCyvJFlJ/zBuVNQtAO923V4ULHrBfRPLifSrc7KzQhLxZz938jCcKmTCvRPr+TpSlpW0EHf2nH3i40nLDCb/YdOkQsrg/RqwOX7gyMWMObPWG8pzzHVVd5DFPJm6I9lq9YX/O+Y6dBsH1G4Rj4BnfW5lPH3RkYiLorv8CJcx/gyOzFAd3jf8z9y6OpdSOZ4yBrAzQI6tA1M4AuPt5mLNfIpdYr22wQlsaswShRMEGMjU42O6cXPhbJyQIplpnMgTY2o145BVwYIVtSLd8p4oUgTZ750GyO3kZa0ysW6AeukWAI3ZlJzB02mbivh46LWcMzopZ99nOMwsNZHLRJ0IHqVB+OhUmVMnAO0NREpgRKxFWJcrT9nbW1ehcoZRI18PmOhRl5vnEeSPAaVsIFhU4XBgVJhN6RrrVZFRlFB6L0Arkc6d4zIRYx2+sliaYOkWsIqgErEhcZi79jZMBB5eQKxCAoNkzIxnE7P/GwlcTmbVCyelUGMnk+0ylY4hF1udKuv3cFQ26gg5zgSUFN6pDld0CdU2CS9t3HOkQKrav1Lq5crUW1lzm6g5L6aMNRmwQym1SXT6CSdOKkaMSvqIaTnZtL2VbMgmnSJQYd7jsU4hEDJDkumCxEQVrwFdURr/aH1ZLmMEA507UDhI6cdpr+uE0V2ec0elg6l8UQJWbMHcaKDtdjMi75iI9Pr7KgJuyqMmvhbLTNWNN/nFlbA5qCjHVWzRpoBi+6rhnNRDzZAaFggn8CssEjSKVwTMh3KbwflwM+YYmpz1s24bHmqVGWtlIkK5srFG6kUETtW3o4BpI77kGKF+ABlc8Vh0LZaFqWiiZLrsetLeQsFKNRHVnARe6Tr0dLmEKpmyLkFqJpDcciNFCJACZ+5JE4DZS/x4y3Ff5EESLxUWuO3cWXuqc628ENRcsG4JXuExORtcvYGr3603mj1/AlDGYNXd/8Txk9QQNTBLtw37zQjpCGABMqA2jX9xerHnPidSJImGvCtdKlEL8WpLyc+ZvGgTDan276z4YhTIDPujQXoN4MuZsJBO1vWx+PVJBOcZC90Y/XZEMLldPx6gbJkkdVvck4t/APLo+oZc4dHDeXCm/akWfNnhnaNDOgtzMrjHT6cPwwyKpDmDj4yWLsuXMCp+d5HJKoGIuSWbT7EA5U710ZVwrkbofFpEEvjeqPLIvM+c67L2O4vW8eSLbYtFScPv5TCrf+DSATJbpAYFTXJ12RDKPa+SXqRUiOXca/t8LG6RMBRYb9PnHjx+kPeH/Ol7x4zdvggj1r0ZxsWPiVw6Tvm/AlX5idHj6kEJ7VzCxWmUqlEKxOgKgALloWhWaBPYVWdRSOgLbW/V4qad1FC3SS1exJgyH4AMzaDZutpXFnivxYNjWafiGyFurRzJnf1YHxHcOKiOzmXszj3ivmQ/oHGgk4y74+HBOaDKd0wKn/fbpnKiy10b7FIDs1VVOpnNYaPy+eT7HXbGuaVzCWINeenA+0wNfbT7b1mmDaQEGn42LJ3Rc8dC8dUIbrvaE08/GI5+QwE54Nl7aZ1NKarfXBK3PdNb8KvbZ/u5j9tk2Tnf1DZxJ6Yhfwz5LFudJ+yyZZ3TXO/EUmUtf0z7bn33QPht1YZPOmmiSI1/Zr2CfeTqv7PPbp/PXsM+T6byyz2+ez1/FPvN8XtrnN8/nr2KfJxN6ZZ/fPKG/vn1OxKq8nNBKm6atr7qlZ7r0VSe0/d0HJ7RtnTYYg8Op/DoOBwt1rCd0IIfDsO+bSqtfxeGwv/vohA6Y3ZAyMJzP8TfwNybzeeVvvH0+z/0NaH0/Y2OPTucKpb1fbTp/HX+DdWeW/sZbp/OFv4Hzw/c3eDYv/Y03zua5uzHBojzsbvBszsuywbfOZvllBJAnTowmt5Cbp7PQ7Pw61lk4SWB25ECzQy89OJ3pga82nW3rtMEI98i+3AbPZ1VW+brzWUYfJ0Tm/vUrGSnWzZp3flm3oTBSVwmRHxZLG/GHF7HmRaaAiTJkGDnTFeD9mclJiWLLnWZZa+ZNkJ/c8M70SDjHCiXYSF1uEuLe8LMr0VfY4dTgDsnxJeI+51H3QKoJEyQRE1iz2uH71hcm4jWXDLcqUmFFZnaN2U2n2t99uVJXETHTONNpE7IQMIGV+EcLuU/F9U4FLQy1SQvn9HgCj4dxo841l5StF31TmBXYTYQFh26NeWE7bLsSt179d0z7Yo7azot8NQe9Kdw1FacLzJ8TdUb/j1HdTEa7E5+QLFwk70qLfLl5laJiKMHIikdDasS6QDAhx5Ur6FEgGZaaEE2pV4z7BdMrMUlVWsG0EuJGKoem7WiqscbMYlZ+MGN2YdC9OZPRlSrbWi+jYGI0E8pXcLOYF56IqCpdo2HNin6mKhGMpZgyPAWrJQhslMKwG9Zb0s+7zix0iKtIZoHFkpETyKwjtb9ENr0EWe+6Q6ZxCcXWBXXEcsIJPz9RHZ+SRV29f1N5X/P+RJ9P+suRONyLUbDTFJIft981B6+9z4OPntJMEHcnEIiUpfuDH2dshwH8JR1ES29HdIdGoFWHzR/9ycpD9iyjZ2Oq+3DohS1k8nIfID34wO4A0rDyayRIRAmEmC+qX2re31ZwXOR3F8ImlMhTRSvz/RgCyhuT0W6L/apmIquphag5q+6p5v0VXKjMAlpCAOLvWY3YYoSiDRVgmuJftP9JSTxSNWpJi3KJ2umYUjUcMd7fte4p8pRUy4/+Au88PltzuHcpFUhydcpiBTLh5MZy8kwFHxP8o6G5/IU27Kv3F0I0SXUbAtgqI5qqIsGNo4TvHzUS1wA6XD6pc8FWZwCdqS9Uu1MQ8Ic1h5NTLpYzCREzfv8EL5v4+xNxkZXse3xZD+aGy48AVZ3OP6UyfrDO4JnJf3/Xanv13rD6bCM0a0nEtEXI8Xzmda43bTzljxpWA95AKJnsLvjlmRxOofvxJQ8D1YXJPgoTr0TU2i6FzUYlpoTS4KA8cxjxkDM9+Db0GTYKZVeO7rDdccxWrEQynxaRwOMMWGDeRI4zRI4z2KO87rpIYL27mYNIYYZVaDhymOH4Aiyri5XDIkQtwnFWP8xaKh6AV1HWosgNAzKlGA6HGTjIGll016sOLhRokDiLv4wqCxWygmWcVYNWPC83qj5J+2L7kKAbruLAgFhaxdmURxm7i553A5msieeNvOjiQ7IN41IsDFU0IjbNfXXoDByh5ey/oDDQ9SysFK8szqbzm79376QSaQRWDPgdS4/STjyJEnJH17uuZAoq8ZALOwlGyDtHqDv5DnnnWi3fcWoUq0mMNEsTksrIElqRdFDYAnt+px6b9Ad9URRyOwIRuAc+r0actiWQzyGnfHfYAsnOoiDWdMDAtOVGxLoCcHQji4GCNIFOCoEC+4lVOGTHvH93XUQoAklXLT+63CCnWpRIfphzX18ukNp80EDJOUWpUDSyuBwlc8OqUoCWZhtn6/PNrLMZSFiYZO38VbmrB3cOVSDNxKggYX0xxo65VG8ljCQ/u9PLsbQmmhjDGGgMhDC0cHDtXb8ceSRiIFsYA3HWHlMZPXmhKECPrIFHNvt49LCUD9n5eEuArpsYSZpsD3Q++NM7bsSdDtHKHWVtMZcY+wkLTlcWipwnlnA01IPqOSHjCFvy36skRiVgtCTmj//1y7+ePt5x/Pe//f3z4U5+/nz87x9/+vjp3V/kn54vkWknPfjL935BiUxAhMO+qD4E6o1E6XaSYNmIh66p9cznFb+qK5pdSGNAeDoRdAQsHRJ4yBQ/rStln0lBXeXEQdVYZTw/CgvaNhR62hdOyPGr5L8mzhoYsMvZYVxaHU04RpPVfug4RTLYG8MMNNpwvr2Rik3kwnlpkB95orhtoIxFoKhxTPzySClamue+BCooxmn8+mrCNtIr0pqVEXKlTbZSrqkm8rprXJy5EhGiBCq45X6blV9vHO1t7vmY7EnMqyMSMdlXygqqhLrZkzHEFRsRHx6X/FEqlBNMmWUsdkrKxU7gQ+HPw+XVFsdTEVxD08JyrRPTYrxrXV8Bvx67nmuHgGpnX6myVcpk5Eqh6FzQDBvBDo0gYwZZ48xXby90QsiJTieZdX6SOQipA4dneayspdIDpIvcVsuwUXFHaqwSwHkfEZvD0EtgHdAEkWumhiMeO4/JSI4fgEMpkNkjPCcwheS82Etl08Z4RFS3OI9LGA/JWS9pNAqrs/NCN8acIIfT7FPdxJ2C0HHnAE4k8rm809k0cu4lQd6aiKhBl7LklVYtKokUV8Y+RWKnqQt+AbuXaI9QoHinrEClcGbpdIqS+KqvFQuaAcridO3C4AgK0zRL6SDuRdLW0OBqONkUawSegOdIULlmia6NlkNRun8gLLRJUiTCaOvF6fcSziVo32rIb0Ors7vqeLJ93jc4t5VmeWZQeqYa5VRYerAxZLpSCV/GswVZPWDIy30B5jB1giYhumFcc9cfNjFtDKpWYsg77NpK/Apg/2fM8TqBiwd/LR8zzaX+jZqs1m0IvdGMFVZE+Al0aPqmq31eFfW8GsOsrTP7Ju7zOyEMd5ePR3YV2AWH1tC1V4ROUeMcw8aQ/0TAtszhjZzgjEiKHKCGsOQflOp5TKwGousKBAeRgYPe3SglQ6PLAiiw3JaUAIXwB6VoWkVz6bTcTChN5y866VJD4AO2US28rPGxp9W0FDQYJ6kE2LDGQGcSJs6FiNVpL5uH1SlEwGCMD8OqoGL2gmHPqLFUQ4FKgkTuiNvFvkLhRkQfy48gtyMrJarIu03NJDzeBpe+2Iqejg18wafaNaqvfg9RcLCaqsXK6DQiujlMARJdImgPitPlOky2O7WHI6y3GimAYIXczJdigzcfDLBjVVtFMenJ/O3QYNGMhQ7eCI9emWCsRhRjk5s8KeuqsUz9ANd9EBo2ZMhSpJYFYqN2ZiQsak1E93lc2r3+LVhlVVeJk1KYYDdTkqxksmeiTQse5XFpQw+6Q06SSWTuN7i6LfSLAwHmZPEjZEuPcaO9LHZfGW9bB3Z/viErf/LZ3rLARnesYhM3FsMa5QbeTq0sBlwxwCzv9hpL7MXyde70PfwR9B7URbGQChSkOboS44smYzIavAGbK/H5Af2rTB93wxCHmQkV0P1lrFBtRA9dmc5PVo/Tv4Z+9fX+ZY3uTuTFSUOLBrKBiBnRAMLzKgP1Nco779+iT6hJXOFz0fxKSgAP2FwFWQ3mSRuMWYI6XLariADzvy56OJL8tvwK+DvJuOK6wWFSpXRS78T9lYJmoHZ2bCG+B5E4CZQqM2gyxVQp5E8WU5Wp+VOI0HsRDGLrF7u/On6OeJkaDMx7Zw3IxjGOqJVaTZwt46Xr3aDhdluUkjTTJTM9qe7IFNDptuen8OzL1O9E9nT5fNiN8s7VH1WxUhkvXdtrWp4bRzA32g3ty873b7Pvh+F/Kvv+8tfvPv7wr/T4y5//+t0PHz+8tz8rz05u++YwseHdn95/a++9SnYftheAprEtoocS3kMq+UgZj8JlU7Fj/Pe4gqXWx6VF6U4ntE6p7HqZ0Kq+HktnIm9e8QHsKqE3Kx9eGkkVxEJM+pEh6HEku67e3wgzUzrlgEsn8Ozxy5j+1iv69u5XincGwGveygw+yrIdX4+dz4UfsS6oGQyduyk4xcCS8Hfj66vGbvT9GMk9LvmdLxVhWDelIStbbMvZSbTcsdJRO5ZFZthIa9haX5ZxwNwwS7THTOckAbz7mCXVlDSjj5EG0a/H7ue43nGJsrMoyzCZ+1Qy2aj7JR8PG6fImuHwB6q7iWHFk1ApbFwq7dulYq21KbEakJEdxn6Qsl2/GyNSjTK9YgnuX90oYtJw0bdFeguLdCVugF3O7KOViiAqUTfXlaoGU8coN//dcsODCkHVNU2vL/flMmsmL6kWMvS1Usy9UlStUUajL0qsqoI5xssrKTLoUXa8vKtRG1MNHcQN9Ibo5YWQOjVT9LNmUtvgZMOuZ97xcn9/r4n4jYyUqzXxO74cyT06wcy7nxaqkXBtNVB1GUdJOh0zu/aNjrjvV+wY8pC4NZrWTVfVeDeifjo5Ndtitkl5GIJRN62QNrs6Dzh8+D6BlfmsI3Lm5VrohOssK7ThNOqBHaqgTVSj7tr0Wii1Vitv6QxMO/aUCKb1uISQ95hv7rDXSgwaldAftRIQWHZ0Zl2p+PF1wQKg4TFbBw6BCntIUH8GufwiWzk+SzjnaDHj50x+fXyHsOJk7KiMWyFvo/km/KiIDey9ZEBSitho7vsbV6U0xq/XHTfluN3YGZ0AUf2PV4Hb8fHKlWGmDuJgtQBM96cOVrosHPGaZo44UadstGqSarCcHT+pmVg4JBP2BhWCNukClHuJJGUdSc5jRZIkWWAuAZ68PJFDBB74Rg4wcnZQ3hWIAmIA4Z9JqSFFekywWiM9eFbOTOzVqJBIju+rs+rZC3Zf4eMKhQp2qulJgYVVg6v8QeblPigqQC+/83amlGqENC+ZwuRJlfWMdUHRUr/0qzBGqwTC4ZZApd7RLGY96mHGZmXZ8j5LGDWcOOqMG3cEJk7BcPDgPrkGC5B2WiMvbMMzbqATNpSBxUVZcE2s4VcoslQ1vD1eTGdrRqYuKvsbQwhbpIxBU9uj5zv46J2ImOKKz6Hxhx8vx8Fuxt1SL6DiXNtIXS+u9JdNGsx6IcgGkzAcnhJhqBPV0fAy96Ox9l++VhXUPqmC+t+f33/6ZlQ6fX7558fUgPZXs/fyOV9Q6iRKvfc2sawqBhulOmMkeL65ZEr38agQTdBAI1D+KSkya5UYPAQaJlonlRJrWCTqvVYkvDHDW4gsy1watuH+nQ2T0TEt2KtzpoijHOfoexHfb3ZLTZBhwI+H28tz9du991GDiwMJ/s1cdYx1H4xhSlhIZ7EmmpDpsOHkFf9p0jqksWkhms6Ut55DY3a/8+WB+3iwAF1ZX+VCJhNuSmARypc2VgdoxKbeVhwnJPwZE261/39x57IzSZJU4afpbSn8FpclD4A0K5gtagZpJJiWGpDg7UmbrgyzPJ+neWV1oV6VKhXxp6dfzc3OpTTkcyv73eJb/en7ajWf9BXckWJrlci1AuBEC6Vz//6WxqcG3NAoh4muxkJoZSGw4ga3pF+3AepHO1Sz1BTXNL7c8evrgRDPqJWZ8deuqCcDkqSTpXW4Btv2hN5S11X3346jpQd1u0mT8/YO5TmYUHP2QleBizZSH+Uo4H3/iTPfnSdMCuJELU2mQPJOH/DuT3kJPFWPP7yu8PWFa6HtANm4k7JpF6a7XXAV5VEh+dhbSqwxKrLgLrvI9C1fuBfMNyKh+orJXA8KsrCaah2tyM6dil4npdRu7dRvOGCjo8Ddyak3G8hbXZHbk0BGZaLqhYyZqyBE/RnVHdhohXqnlt61937j3u7yO3gj8tbWnAZeBXfwdlCldFdnX3soIxKE8sq9Gefrq7FC2Khh0gJqyturF+e2683Zve3eben9dcG0KtQktHdXrwP7VgKRlGxsHBbt3mAH7ePyWtQEUUPnw7YQ7uyTCvRGYD5UD+qFfLX5EkhzlUjG/Jt0b5MDZZLK0BPTpAA1l+FqqIHcqTyN5kUmPzGz7cEA9EO7d4GvOIAD7CeJJSeRWXLRqRdZZ1sKao7YMp89q8oRktBF45Ho7+6TVy+DrQCE7cSjeXs3l1K9V2cuNxNwKaHShXJB81Xsq5RqNyp6a3Sq5HAcuxrFtSXtgcbN44Aw0uMjzUHO5XmKxAvGKkxOi3ECxrotyrceZ8WKiOaRTjjx2X5RX9vbCwXFi4yvtHd8eT0s+m2f/b741nX+uiZILP5Jcxu0xTq1RPouJBF0790NvtJX/Xtqnu5C/DgoTdFR7+onVYevFCU8Dj0sbGXn+8PB0u6BUk0EtYdM8Gt7I/PZ85HZ/WrAj2Bsi9vEqIDl+2/MiFyjAvswiGoeLcPlD3ce+N+7Y3Icbfja2F5Jxo2C/WwcZMHQaXSc6fXAsBAyIa4FC4ayzf0AD7y7uvHd3ossmIssmDNlwVgxDDSjHO7XB3S2HVwca41FJ/COG/egPpvVhpMNzSR2hViyUmm0OwHDsy4llIlX9bjIhLnIhLlSJkxUd/QplMvN7CRWTwNgtX+L21E4G6W9e242eyrVc/QcLdJCrvvZ3IEdImYSHMxWtLm0zBhF7L1IXJcZXFfmuAVHXCtwxmkbmX0VFismNYH2XkmIVmnWdC1U1erlMvoeykJQZ3ttbEBqhQNO62A4X1fWw55jSPKXcmDEj/yaUGRDi+LjvrEocR3phzR7EZiNX1/vq9qGvxJ3C61xdwrJX4AT20xUgGddJEPsBFGEZwE6InwUJqcSvU2lRXqvL2q+8bvCrFHIX4fUlaVZZG20HXLoC6Ev62ndSnZu1Tt09MJXOTJAaRwc+z9KgfKGVXrp9Z/+8utf/+2vP/+LFU1/+h6xyfEsUvzuCqyJKckdfaRuww1qMuVY7RIN5f0o4OjX3Uv24HKgxPT4qMsyM15NnsUV+buR3+KCdOPdXHd9CUfGvQYcjaDssDKIBx1pkqdccKxXMxt5oWmSsLYFjcFU6LTW2bD0Imqn+F9+/YFGK9WyU/uSzJ9CP+LbAeRdczfW/DcvnHnNH+IzQc/Dq2Rw+EWZLJeLkhrN2MSsBuzdybUxZ2dWigOJ7nY5oaj3iLAUVjkoL+opoLfVYAXsUYpao48KnXOLWZRYNhaeTK5T6d98yCBXyi52BJalqs55qQtdwBNRYmEdtpw4iCPe2yEWSutZpOXqBlHViYhvbVDLIP4ciLOFj5BbGgRYCYi4G8Q2kQ+8PIfhfZ5/ea9MpTfo+d9eRJHLhVOBIvNlLCzQeuNlvJDHuaHyVjegeOOu4CWsI9kGzYIA2/yitHMRLHCqpkq4oAWghuo0GhlEd+1DoPI49kVzycq0+dW2+j3Lr14oRTF5EGR5Q3pcSdbCa2ApXcKaLslQvCBoBMum5zISIhrQumh5Tlj3ih2rt9CKr/MdeItgrhVo5xpYtD0NLCq0Zdu10i3sCs6ZmYXsIGfE3HUo1yvEvwkOF6J6Q+5zLb9t8wU1QIXO4IkX8hEcwEqF8z3KPkyq9TKlQ046FOu/WQDbUhbS+JqWM8xIoL6+UCSbNQEnQAbyQDXOnqJbjBa/+wZ7hJ7j9+xQliV5rE7SE9GLabcoiu+CL6DdKfVSSVKK5/fe7SFaQTwXShiPXUx13poba9x75KCWLWl3JvWmDR45pKmrNi1qjhMIlp6araOHWwf7vxXc2gvMm6zimjTX85vPNZA2lVIB7QRFqE3IWUFcPOAqlaezCZyf2ILX5WbF+jwiIdYkOA2HgAj15EYwV2O5s8k9C7JpKh29KHf2QfvoQcroDtmpes1EQVXG5HV0VZLutaVlTW7VtOrjIyUCuURdrNRj1qrPtS2avE5UEFosEoNk/oyN7OsCN/kdd8AGP3dbBBmuoKvCtdXpVzRIlRMKtPRQR64D7VXqSiNz2dZ9VjgM/rf3wbJgne7QcBk7C9+7p7pCfUkPtoBM80J9pr87lPVgee60ubyqDHoiDIDwg+ppqNM3jcM0y4/u3V7jRtdged+9iqUfhFXbU5pXP+kudOKUcP2HtzgIZFwWFPBB3n0nlbVDzmtSIlKQlBWpszJ9QVX2CR5719hNIXPdy8MBIlVlc4hu4iFBxCJ9pq15QUlxV4Qp9zJollzUTAFH2XhuLHBqlmEcubTmDm/ra8EDCSLA4VSDwtCgONnFBNzlSWIv0qc17+Y4wXtuLgSpqCbWC42YLphBj6EhmeuOxhp9FvKG1em/L2uthcSMyhTw3A6A+APSJ2IgpLWXJJ0Q8Com5njm9N4HvHJSzONdLRFGVFrA/mg6NsdINZdiuAv0i8aCJtaQIiKdZTTQnUcFYdhV1t5Wu0Wnsi4AlJZDkt6tJ+Qf6gkivZXiufWqfc24YdnvbsSiBJqXTQyYTxlQhXPVoK/sx9rk9g94nx6rBK8LmGDPw4a2gd3UaO0YEwm+BepO1pvWd5FuSLMVXWNgK9DmUJNOj7cTyA1L2WqMdmlyelRgIcaSBL6rMEm/wDMNH4WZqXexiM4I5emVgDYsogcikk5oQN9QD7EoW+9W+0JprZ3s/c6a7dQBRJVN2jX9/a+j/0eV511Xx+vz/2zald/JjP4t1vnddflDLTrSyRq8YUP9ChXSCVAaBdICDtG28K4wSzX98g7BLLMA1NIdcm59IhWW3+Ss6ivz9MJ3H0AWHJ5Duct2WsH5Zt5U0cR62fMIvgL50t3y+PntAK0aDVbrXpSbOhbKxScUUcqGil+hrsaJwbqoNbUt9vRCknWoQLbnJxCv7MAblQPcfat2pqvkgFhTV7JrQX15QmS3OrD+ch3xZLpsGuHXaxEmTQyxX5u9ocusDK3Qh+pf/Gz29ZpvxSkA9hCd6i9onQbifPhuhe0YliRdJRd0+MqGpFJhbdqoyGrZUgBGb+rCxtkCSwjf5xqG0lOxoNEVr1e3dyOebS9FhIPaLoiTCb4HfnCuR5wcB72qmkunGVY/FtP19Bjz2QXOi7kX2qmBS/eqTIj3NBdYF/iVjh3mgM9P6NFwy1OG+GCiFx2fIYUa+Fn51Z8v9Lvp7w6SgsRr3QChKBPCUeAYPEd6Z4FuRT8PknthommBsFC/oEM5x+JW7e6VFHfZAT+uG8t9DXyKdhLASkIQxuvD4d4XtkkTxFMJAsMBhsc0P1zKpjL0+S5RuUsUnMalzLi3ijuqYS95dnuXqshs8uh1evsi97vJ4NWQwnZYggKADZLz/WNXVyro5WIcNcDbsP5U9FCjAGHF/ayWhUtyRUUgwKLC1NFdtly6w5vmt8qAr4ivhUSmWrHvTMbOxF1UeXISllTV3fxo8JZhaN3gBlfIKy0debKywS3yQsZUaYTovEEJqUMVlSzGlD17h4J8uH3f+Mg8pqqkr4ejOBs4IHo2JDM3dS7IcbQCi831r04Q0QyA/dpsK9ZKn23YKCsL+Qu3kJm70lR7C15bmCzh1L0nS65AbpgSIlq0cB17846eFcNQNpgd20r5BPosQ1ZVfgCIM3nhsbDzyNUXTyQUaWG2Da/4+saipc5SgYcpZZFOMKKdxq4H7ubtmMGQ1ZnqsYRxKJXF77eEmgLMLvhLTIY7Cg/We3TUGRkD9tl4tz2FvEwmyNJH6UK43hqcoK2/VV8uVEY8CFCry9pleQFQJICtqhEvCJ4aKIxFHtlRoXH3AM2pI0Vlgm/6Cw+IRNQrRUwNNepzCZx3BTLFzZYUNdTgh26qSfmWVqB2Z1Ioiiq8sMYNcUUNlQkaJ+MvuXhhAOPUrL01CJD4QFyyJ9QD8Pw2AFRvEGkzyE4iDypllAKnspKDaC9V6OpFwBOTn9v4c7XyUU9k/jtx+cEU+L5T5uaoBuKVQtG+glUfMCSyWGl9RHZiKE1/Rtqrd/DVnsdbo7aXZ4xlbbW9J/Jq7aTe46mKi1aRX+y4t2CGnzAKx6gXaATtpPcYnLzNij7bXjh/NyXIZ9MfmMrlPc1A5krx3WH11tnZtYLqttEsbJE/7ScoG92VxUMVUY1M6oZgv9YZ0y5nkvUDU63vsBUPiS6/pGp6KCTWwhX7lWIDQKmU162AnswOQfGtnm46l6w9+XBUt5x1pEzT6G6S0e4wE7LcuGY82gIXF/7y/1R+5N+v/i6PvzyJ7nYdDyyGbC0Fbu3XybzlO8fMo74gkrE+hvvUkHz8CX3yVdnKgFz65Qdm8oF0SykoBpQOA2xPu73/emwjDQrh7QJq6XEJ0JrdpUdMLatL4IVMWTuRUo8jGvI0So4M8qjtzcDnEch4XabbwiakjS+yBbaLIgMFfNYCfROmO+4Q+d2wUdXegA264Hcg6nfcng9kqc4FGaVRXcvUanXOFFAlBrziKtYLej3X9ZSlbjFKpgSy6SCvdTI3hctMKrvGoiCPRX9sBIX7CC3Ciiq3FuU6TC4hQxrcmAizu4Ry8RqVnyuC+pbr2ATnxa+f9IWQY3MWRUxMaBLqBBWrNUhdNejYmEpO1r+HQsDrkti085J3mzHFLUtBIdGVJhQXtHh8iK4o2LVVLvZ7XgzpG6TlekH/BlOUkIhQVHXdge1zOMe8vW5p65iA3MLZAHnSwX1wX90ZS1w4EesFfFy9viS3/mC66f27IDedE3s5OFcCBT7Lggx4V+roAmJ/31x8+qSRouFLlYBT73RaYFzo9lApWWKZAZ0OZ5qjMKAtCE45gSEY1j3b2yAhMDouGg3XnMbAtt2x/7y5B5TR2wJkPw4yhk5cjEbQsPLtTLeH1uDr2dRESxp8qVRUW03fxyuQcgycsnZ/tOmlfSpFqqWTdptKzxs8hDFkB3gu5biTMrSTMjRAGdrQv70gYnTFj3f9K2T63lcT4qIUKf2exoXCVHfIe8g6QQ4qF25/TLT2OiHsKpFPiBMH8jio9RqwSL4RTgDCXXY02y6zHg6IuLvBW3pgDIK5XD3vhVNI9LrqR9g+rUyGTWJxcN5E7dUVAd/vaRMjViU6RZ6C/1JQLzrZDF3cJsB0kjk8VBBicsRpg22wNYY4sQmP4Sus+kfKbRkp/aLvao9TVsysiZt0RyK+V4QQxnKj/J26442S1lJ6AZVsaAGZBGkgOGnS0zcwugflBqOhqndwT8pbFqxKD/eFZ7YFznr5nUbB4JI1yNs/PlJ3VXdAnjeY5KyVX2M7NEqz+oRS5gc6uF/Uczz9o4AczDVYRPDBzRqTWhLlPSGXWajgeAL5PrPPuKsc7+7JQpnHOTNTXNIGE9VqzHs9mENlzhernhp6zKJYJ9eMXheCuq19YQ5D4+DgWRQUQBTm1Ol3oGmIhb6nUCL6tlAUa8QHdgrHWc8qPJFubdFzoOlH7/ari0FYRXU7fBRmpzKLH628JCzv2yoIDF/mP0P1se33a5S9+z33HnYZuzxdW1BlioPROKRFvsYLplry5rD/Qdwh56FH7tAvv/7r44N/+O//+uU/RODzEybR/oTx/vYLfweTiKo0pa9gxZeLkoechpaAK2qEpaJCWYh+N2W4FTJUv1+R9yWEIM+3mgdWDsFB5mhfMYoYJwdr10ylq8Fhsh0zDaF80bYKeGDwvwkxg2pTtEExjQ3iCaZXlWXOTnXpsF+6UrVHVY0crLAXhtyOeuIYR0cxPDkt1i9qQcNoEacfjHsPxr07XKFvzbmYe1BeS2spSKq7aMvd3JJn+jZKLp2k8YYcbQCTkQqqQontyDJ9tEjqKy3NTrqSiQ/oBL4YRDK3E4psIcbJ9DQMSSWIl30V43SAYk3uUFZ8Iw6/H7C96JSvsYp7VgzYhN7Ty0K5sp5eefTtWQuxtSMX1SvK2B21i15FNlwALxU0dJXgQHsrcmc1cA+8Cor+PT0M9vhFJW37mSajyq62OCu96uLX8YDtV99103HWTMkEULTPclFXMh8Kii1dXRHQ4P5FFpwDbSMXocmCaxOhzZMmakdazNqVzmiLPZ0PO9224a4OMN1Ec942Go1Kr0x7uvrw3EdmPnNBLq5QIKiO1PH9ZNcwttHeq6VJ9UMzkm0Bz/CStXM1u4T6O8tXJ/iK5ppbX9tqe0myxHY1Ol08X1R20DoxTVVtwCSCAQuROWdZ378s0HEC9iJbjDpjijqiYi0iB1ipmAkzZVMrltu9bTmUjs/sWA+1KzV+3IJiq2j7sqlcTKHGhHH8lFzQcO6VkqawQwr5OYtyMNuJzMlteeFcZMXf7MxUAjfVRQII+vrn6wGy8rQMAKNwfjzXVDg/FCukckxV4ZX50VzgqHYs/KftYqOwjcq7Du18duxwu5vH3JtNz/biXXDYZeGUVOmUNBejVZkrSrSLSvqWkwR4f9YA+KP8w2///fmXf//l18ef/O3fv//Zv/3yt7/EP2vvTh776dGin9s4X/hS7y7/Fhu9zt1NtgQUwoQwgBcmhbBToqVQ/0sqo3XDfbkSzl83MXJZlhpXppIXTeMIposd8TzWWcgFLKulVh0YjQ8fT6XYxqGn6oeP75815sPHz88a8+HjuUUKGvPh45bD+qQ1Hz9fBf26as+nz/cP2/Pp80rzWrXn0+ePD9vz6fPnh/NBn0/rFpAxLyOT2IyXsvv5bM+mTWLREwpoM/F5LzdaZP5CU635sufY/KG0o7yQ1ruaSi2eb5JEM/uiJIbrQICdGW2ub6pkeK58xIW0ZEnkrHAYqo/PL8hOuZjtnT+/EN/bcd/KnE0nL0gOeLFAtnz+IShJl+vJxuS4kQtB7U5RlH1yY/yi2VJchHueCtlwsd0Wubx9YzLkAiVlnBR4KigRhpvmHT3VDBjJgfjwcWgo5ZHw/0MNbviV3mtwf/7HP/3pp+/y1Xuqwf7uqluHm3zNehZPX+mdtCPJrc9Pah5NonQrBWsp3DPLQfJCxbxKIbG+rUrhzFnPvCadfhnu0lKJjolXv0vnTtF9ggTYScTjRbfsTMwcNJs60nXTNNXx6fNibpDs9ZPvGim0tHc9qvHCBDcGMwV6Fvedc2kgJVdI2je1v5U0K8dSsQWPj2R7Lw3lRk0fPwLrFQtNYdZ9AG7UO6jGQVgpFsbl20tq4DMZWn0hlXM4tPC4pQ5l2/c/nBh3jF2pOh89DE7oRMkfwP0OcrUyripB2vWAHlld+FBIDlw0lLQUob/sw8fPtNBxyljr4zONAybXJrk1DZlOcDstK6sl/FOJsck83TXIyNLzm1p+lZFmHQ9JOubHLMwO8sdLgd6NAkTlha7DuvgCZ6F+2/NBFOebuqfsUotOO79rcSR9uqhxatlFyhH1gawtqWLm+e3NOj/oT4vmP5k/tem1s5xfsuePzyZcRarg0+ezrqnwLfrs6VJze7cOB8xcHLN9+9Pl0jtjUWOz1QvfPtta1VmRNY1P52PWdiVXrUL9UMIP+BtgLy+fmz821A9/OXz/fSo79hex9o+J9RslrgPjKmBPiwZpPyDWN6qcbLkfPv/BxON35bF+RAi+eWEmiKaT6fD55RARTKaB/MT3xPozH4ITtdR2AITxA6J9I3yoeoBLBQQ2BHzrf0C0PxncT6L9VhQt30aaUq1hPX59oS34Q6aAoEjZEwvNniJSVv1QooXhs2NreuWIwuN+vOUNvoBUbRsnU/B48xeVD1DhPeS6jPMBpQrDttKL6bCpa76swk4GvZoLUGAHS4TrTOaO0wb0dXpuaxA8iUNzFef3+Ej9ZqK2UL0/UsKeVUsXOXVkuZcnlXYvtTXbpTmpWilAXEHOqvVLclnsofj99XmtwUzUiyYaNLCkGS758mzvgNtFlE90RHuW2+6u/O/de62yJSp3BLWgAyDrGW6ruvBfezO2chffBPSJyYPEwebZ0Hp/pGLcY8Nk6MBCmY2JToaeyi72C1HAkQtAj418dLduCdSiib4G1R9AUthEgBl0dGFCusbTu/ZSv+nxEci8ZFXUC05fcef3BmcFzGgceB8uef8G14Dqf0T5/gcAlQYT59m2y3wwrkimWAF6dxsrAn2HNbl9RAUItYU0mXpp7wGBDdsps9TXoQjQvi2E+WJvegerOtIgnKtv0EILSi13oS6HYOxaf+19wYwdO5Leg5woYxWTuAnzt65ncb/Vo+ftrSrI9Nj5c/Wpx26g02FzWKKTchRm3Z0xFDLc2rt7LggSIij5ovfbmWrLDTeMD7uv8qS317YOBzQGYYJMpLoDaG289dW5BlXHHXci66MqrQXC0x0KI20+07qKxqNfPzlX5teNVjaBkuErRoUUjAxGGuw9m71ouABHQJcgR6WaJuJrcxsNbttJP9MCTehBxLd1eRI5RNsXn0A5Y29QxHoa96p2yQgyVc6cu+Rs8+DgXYJI4D8Wd9VFgxWgHDgLgfB0Z4+98gfWfKdtTEsTu23TTLDthyt1OViFXDgsLC5QiV+3IY9Eau3hnhZ2ov/o/HSZaShre0/I2FsoprIEZcZyUdNjHK6aYnxpbFuZfBVXpKj+ka63Qq72QavHHR4DyDukaQt4d7cjF24Lb8Tdosrm1pxM4V2ta6/7eDT9KMFVqKrOBsOp8FHUc9ClFNgmgXuVhyUb4tR+wKesN4Z9lQrDFxWGr5XO34Xf3+iDE4e18Mvq3aSqk0dH/8dS/Z//+8/Hf/8P'; +f['office/databases.xml'] = 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'; f['bpmn.xml'] = '7V1fk9s2Dv80nrl7CEckRVF67KV7vc406U2SzvVV3VU2nvXaHtmb3Xz7o9aiLIIyRGn9v+hLVw4EgSDwA0iC5ES+X33Ll8VqIqJ5/lhM5M8TIR5f7st8+Y39tXycm8eJvJnUdIbs24aGR0xm1T+2X/zpzjz+Z3G7+X21LhcPxfP0bl2/M51/K8rpevOvzzUf1XzhdjGfF7fr6WJuxPn35re/8tuH+3LxNL/bPC/ziln11+PieyXOy4ZNtGH6o2bKko1sNZe8NCJFs7y8L96Zv999neX3zntlzUbVjz+cx9VzUSxbL/HNz/U7mtVkL+/yl+nqXblY51UjTiBY5AjGx8s1m84Ln1FNnJ6rdg8smKvdaLRYt7PFqmiezB9bozYP0OK/LsrCeZ7OZhvParOAVOanjcN2+W6ioOP+62llenxVwcCnp1lF+iVfPQxx4yga5MelIfAFcpntcO6orctxCgtEEYW4RITRuly5QxlHu7lmGYsRYpetUMHSAtJEARVu9THWsvLVsurRV/Zfpy/F3eaDdf9mGhrc+3x+W8zMTzfzuwFmtmHkWZn9wfDIp/O186WPGwZLw+uxWBdlpy8zV0GO1nfw/TyCLw/g+78Qvq60TAXwvQngy0fw/RgkMOMxUHHzS4+ax7JPVZD0IWrZMhss/Vj2QHrzh2fvEPeK2Wy6XLVg3nrds/u4F1Bte6v5wtZrZZvRAOgVEvhK80MnomlIrgG5y90jx7l7wkDux8BML7tuMPPXubGkx+Jumq+LIeCZEXgSeBJ4hoFn1uE7h8tI/e8L9/vC+T7EJwBPHR8IA+yd6BxD/IxRdIbkOkbReRh3TxjIfS/o3MxzeDC8eFwW89VmuBeOvgeZ6MD6AINlnJS7EO4MV0HPgTexEVOwODxcmmMOngcPcRw7oYEOxWqK1XuJ1av8OxY4z3HUUxarteHVeq6mv5zQ3B+DE+BkcYpFyeZfmxwBHfJ45Akgx8KA9zIumoZwgYvmkeOinWZs5oI9jdAI9Qn1aYQ2ZIS2E/dhkh1nKJBn8MvoYMojT+IBuA9fxkXTfJBoHjku2knWMW7KclFSdk84TzhP2f1es3uNQqmEyItPmSkvu+cYeQK5c5DPnyTHtlhLyTWBLoEuJdc7k+uxiXUaoZky9EihUMj1EmsxaJKDZ2cAub8YiH3OfxDKXgTKhnj6LmfwhnJomZpDOXA8miGVphHK+GzXfnb7TfTTx5/Je8h7rtF7gpUBQ1lPE+HIByw5D5tz4n3kp42r0fvfP/z3t5s/CSMII64RI95WdrRvXz8mTgk45SKGrYnqCEVBbzCCcveEgdxPjIK/fyIAJAD8+wKgN/+hIsfkldtFveWYx/fgPysXjv5xl6/zf5Ivky+fnS+78ks494dvCEngUrRWWHT2yHHunjCQ+2VMddQQUHwv5mvCAMKA88OAPfiRF6nNF1PHnLc/bKN14qKB/aE7WvufSJhwP9H8sF09djcONz8MWxLxi4c047t1n0RWjppcKaYRnEutZnaQD6o1MiCLmIW3/BJLJlHRcPIzqDX6pZgXZU6bpi8JX2nhe4T0J134PscCo8Mlbw2kUFENYQthy4Gx5YqKao4ASZ/XebkmLCIsIiy6eCw62KDot+n8YUIjIkIKQgraf9E8j9h/oYCTKY1NUXrkEp3RVHDBbig5ul3D2yiHb7/2uCd4ITMkh5o5g+3XdRSgQSyFAwoHV5U4nmZnCNyMp/DqKu9kDnQjiYKxYyC5xDeSCMgdDzWQe5IMIoeaOZ9gQNMHFAUoClxHFCCgvgSgrm2juk1AeKC8WCwHgLEQLO7GYytVaJUK1APPWJS2FbH7loAasuwtAfYoSHtNgH3GLzDgDVAHXBVgVOcK19OWGJADG+hrOlZJw80ozyGeDCyeOUy477x3ZGNc0Ye8fDAwGG5ldPkIXT7yt7585ORXkaiMiRS684d8/vS6AjjwEpKMb4re9u3Q8ah+FSBciLBwEQd3LVJuqRDK4AYkrvxJiPgq3DI5UlgokmDSVCOkwW3Vblt1SFvtl0Piery7AWB0gZGCtopxhnngtkqkAjTOgklTgZAe1IbtlwPaGiOBK06DSTUcCIxq66gIFx7gFNKADKEMlj915U9D5A+HGyXaQp3tURLeAveHYrXK76s3aY2bprNoOovWuOvn3Wvc7uV69R1ytjka2LF3MxKYJwqcievl03PcOL5knfZxP8lCwxaaaeGZMJoweq8Yfeolh4MuPA9CaG+zfzYOofv49GzCxJcn0j7uJ0ZoWg0maCZovg5oJvQ80tTD02w9Xc5o7oHAk8CT5h6C5h52nizhHYc38M4vtPTGK+yB5INuL4O3PffdXoYW4niiQfKjV0zaJcZOoP/VOEh1z/RqCNx3ov3bFl2RxU05jtBdxkVLX+Ld/QMOegoVJRtHiMmcBMt8Rssb/gitbXo0iUbJRoiaKdm4kJHaSXZveGOvnsvKvWvm0M123q0hkHzQIVbw6vK+C/PwTYlQNEh+BpszWnhPU3IE9AT01wH0hMUXiMWfnijvJjgmOL4+OD7i4nUCTr919SkgyHKF8t650c+LI+jeOv8AbkDewx3f6Odxh+Q93PFNih53SN7DXaPTkf5J5oD8lJGIRgQUgigEXUcIoihBUSJsDyCPIhgPPt+W02VlPgN3AGq5px2ARgHuXqtxW+isnZc/3Gd8d+f24yH7Wg4rGR8vme3XTgvjUMGA+sAq5mer4kGSuZnJsS74FLDvFNLRCif2dhG4xBLhHOPEgLPy7A3hjBN70OoSa0wbOLF3QblLnGGcceJ9AnZm78ZoI3ZRfp/eFsMhO4vYfuoHBIv8a1YEgkAma4P2wzIkKGYMrM5Lo3LkThHXVWPOYkQaYT/duEnMsK3AxlNiNz9XhgXWXN0cnNHKGLAXJFOuQhPNkgRpQsxiYNzmF6QNRt+p24YkYRK7pUWzNIUiCWRzuFG6AiLhp+Y0Sm/XAmEvSGh1iekGpM1bpQd2w7aFzRfMN7HNxLE9uKX5Ardq6/5CwiK3VMbgn8Cyw8RaWuMJKepq2quBilmG9LOGyG7cQyCWZ3SeuN0mJGp5RufA8niKuqf5gna9J8VuOqqCHhAIt9PYkyeyztTtCSnss4zFmOcYjSKTGsCRObRRiWKRaRwIlw10dCNLyjiozdJMYece9PHH1nkMLLnuIAO3p8Pjn2qVNMc/1c89B2Lw5jawgKMTxm2cHyfZVi+DJTtapskTFrvw2hdGYwj4sbaW3/2CtAfktAKvQjyJx+CqNYMloifugrE0ZxHmTdqLiiZpRL4gOcQmrZjElKRZ5mo1ja2ed6ENOHok4ygiVAHEbUMqrc93A6ZozgHaihQhiKkUy4BI6AVvSQpDhEk8JRbkNDQ9nVlQ7w5aAkbFnm5IOUs4/EKKRPY0ZRlIf0yrkMieRjYotLKTCGm0EUmC7ESh/maz93augeXEpgluk2VmE6hupWrrK61ZNMzyTOoALE8q1D/NF7jbBIEeh26SH+5KVB2rh1lqBiUy/iew5EHAXhMJE4hSY6NUMH+aMMQsjEaApYoIhaTmFsjWSElieCEshLYSPolhnuz7AHqZb+ZfQznyiMdRkTTZXscZMJkULNteovxWNyNkQ+L8MY/A+VKUj9P5wOoU2oLm9y8tDdLS4ORSdp3tfNHNR/zbkoXTGPu4zX3Bmh+oyzvm5pcvpqvLCVXgEcYRxl1Z+cNBK/A85totr9DuBfTc87wIZR9czN1zYj0sIuBORv8m3v6VVxlW/uBxhxroOb0B1qOAYoEMEmNz1QkYrEBkcXmnEpJn2NBOpwwMvARDDpRPvWPY8GMqoJniWvdkT+xgJEz2RlXdo75ogNYbNYRpHfRoWpeVBPaoRktxPONK0e3mPjnKHWgFl9zTCi45V4Ac70+jYneGDu9PD6VwW+Te5RyoLXqy437kyQ79aHKKMlmbL1KdLCWKlCheaaJIuRzlcpTLUS5HudxF5XI2evBm9X4bz/5YvaZtQysj91PK7hrRVr5OXbnEiQTE4XdRgNpn+9xXklI/Bty8IcaKBu/JCLsooy5LDBINqjh8iQ9czWKf8Vr2OLyMZ1v3dhzR6nLRw2ptXIfqZED503hrk0A4GSRcFu4Ino+CAg1Q9AK1jJ5u5pVeHdh4XCWclV2fAA1C7dp1OTnAqiPUdEC5uExG6xgEg7CLM20hUkh1ImxIeMEHuHQotODjEKLtpd5DhXe/16Gwbgk3liMWgTqCaIWKDagzKLbLGxRF9/AG1B5vLJGsGny7mC2qRHDz/1ceE2Mhr/+1+ezSBKjNe4NtAWjhQVFJ2KmQgL1/ozNHAcxeBJn9gFgxWmnjJGvOIz+k0sb153FgLFA0kDiGJ0BifFoySrQBV1yOt7Vxotnk8gy19pZovucyRPtUTQj/Hw=='; +f['android/android.xml'] = '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'; +f['mscae/other.xml'] = 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'; +f['mscae/system_center.xml'] = 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kpJkW0rtIPnfsxj+gMYEMny0cSTiyryVeWpdRezL1X0GRkkfShUQsIupANjGZYmklOTgQ8yqPEygPmi7KSasaGljKizIGu4sKyckjqgpLK2hd2uHpX6esutD0nu+DIC8TSCWehhpMQVQaKdVrEDoBI+M7E47FzI4kn5WRKCktQBEDI3i66cjSmYhK78jD9orcGlI9MKUiJB/jIOkk8MsMoS6hE/Q8og/4gxfVA1TkaBLIhEKCkN8k8rcqZReSkynUGkzgp3aDg4DtBDS0wlJykpMajICTiHEFDS2vLP8kcvplJxUYyZxUtSraIyjd60qjqLkqlYXBMOJE+gkLLDyZdq3JSecy4uuHHNkYKGEzed+R5UUVOV2N1NfYqcoTJA/qG4qwXXas/XLSSF65/py5s+HTNn7/Hw=='; +f['mscae/general_symbols.xml'] = 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'; +f['mscae/deprecated.xml'] = 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'; +f['mscae/enterprise.xml'] = 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'; +f['mscae/general.xml'] = 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'; +f['mscae/intune.xml'] = 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+f['mscae/vm.xml'] = 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'; +f['mscae/opsmanager.xml'] = 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'; +f['mscae/cloud.xml'] = 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'; f['gcp2.xml'] = 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'; f['kubernetes.xml'] = '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f['lean_mapping.xml'] = 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OLEsiStDIqVwzJar1hmocDRU5OthUC1f/PFVzOb9eFx8b8+u93t1uPzwgpi9SvXoPp+xb9unVCUM/q87oOmHgVI8eUqNcssHXrMFTXXqzfLNJLj0keDOQVCn+vCVUJ8x+F7t7Wfw2Y6Q4zdbkuwDB5dB9d2ZnrzDeEVjsJgTA2svKgqOuKrYiQUxFO112WhB6FDDTkdoIQ/1rDHXX6oXhFM3TzQwCI7jspsUU9xPDIGFNM1PPA3Su6Vg6IiSCoErLMUXIR9LUmmPE88iFoLQ1TiwdYERFcLxsCM2dAEDzk5Ur59AN1h3ZKQ1B0rDk2wOwkcR20MYs6tkNqtnfQA8u3E5Jp0bOKSrV+XzzrPZbyDRzOKy2shN5JtM0mKGoNbpVdSxPex7TpNzI9gkyL7nT3zyWSYVsvVQBTGtO5EVKJtBMpsn+OtqaSBH3CHcXwIlpRroU5TJNg0KAjCrB6pOZoAQbaeeVzS+feScvS41hG/l0WopfGkoTMtyzr6Hr29D1jfTfMZYYBxVidk96hZiaZkaWFVnzaFp1dGZes6G0aiNreTyvocAtpxlpcoQZXDEFUZlJo3igqIalUgZDJemGGqNiFSe7/nDmmIw11B9xJK1KpLMzmTNSZ8T8M4VzhgJMgb6jtyg27zKpvVgzYsQmXASObZtGTjpGl6nE2Cp0pjpLnkGP0fTwZOq8USqfrXFmx9LWUzzdkb/fRVUw4GdOYzmlo0rCXlyhM44y/KEO26kYOXWEtKbwYQmJEVBWqMELKX2bSg8RlLuyUesMS8GCXik25FDMQg+9iBEEWWA2uM2mwQMWRbCOXChio5iu0TWA7e0azkr9MaLz1lSFWZPyWqOSlDiz3BOEEnJMRXSuKFZVIwsx1D8WS3NHZsZwISoHLKRrFCGGmxjXkRozS/lV1OiIq8w60d5LykEhDdz98UOVrJeKWzBTK0UpXpEvo4rkYhnaghTNsCI/HB33GTppim5YojliKEQaOXTzNMOR1HeYV9TQZmiFeMgpzy5bQ2sSNDRqdsAe1vkXK107ExuqsnaGRUzLaGfczs6M5ETIwnOedsYfaOBOgpFm5DO1M016IZXDoP8npp9FDKaZGholoho/IgUERFFLw++NLaOnebLtctEkbS2G6Dx9LQ3RSGLvDJ2NDBFDJlB03nk6W9rMsk92ns5GMQhD4cjYB3lm6WzcMp6SqE3sExDzdDYKVho8W8DxH9+TyP7g6UtpqGNFFrCTYmUjwTxZtcgO5sEh6JLT0r6OBOlSEQmY73AmW4p7ua5xUjhPdlK3H/msjFzsDqImC1ruFaUh5pEHLSNO4JHKcsQ8Fzyi0XTMapLlQQ+/XpnWdNANGqGA9MU2bnL/hujJWKjYJ2MTXcaWKGwqkwkebVQAn75NxxvN2EXIiN3jpGps6jQnd3xOr/cnYAkLBhb4NC3vjLKzi+VSOINFNJbC+eb+drv5eHcA+CtkcKqEcZ9V+mbCuH/B7M2kwWdiPhz84pESOCmzyIlZIiNaq2ylZmutYJ7yh2isl+QJZVSIXsIZaWXoN6PApmjlcwasTL4ZGbDYmw3d9UgTMT8LiR11PtLn+npLVrSlmrbdTJyrR8/O44uRk5m5aF4mdq4hJzwaZ882cejbzWqM2b9zLsLzN4FfVOfzgx5k/4qdBJe2RF98FKPgy+zt01nGEugjOgoWuiKgE0nV1xm90jxGVLKAJR6DwGIzuIy+cdTlXpJP+F1PgUlI7POpHATV8YJ2htPPm7cfDnj/tN3cXu2u3h8g0vwDTVG9uAhY3fsWXAQwcBIlkvwDiHLSyGnOARi5alJGnoPzcORHcwvowg5Zv1TGsG/MD00JoCQxBr9P59HCC4TOPlNnlTYV/pX5TjUpNAosp6/aiV8UbJc9bB6y/wJUcseC7NGVL6ozNNpFzpE9HeCeR0HM+7VFDZZXVVSSw4JeaPdFohOj5KqiXOMrJbYohxHhfYNr6WNHjFlZKOke0Qv7L/hJMWpCya9yQNITKBe4RK2WWgqXiF8QXBKMzv5zSWdY4ZMXo8SJ9qWOkoZKy9inj2W9UEm3gvDx7UVdIQlw/ILn7MjeJyl14aQX9vdbmiHOQRZauipqZgiSXB1jCFmsLcIPGCOvinIdlvDq1evhRVpSZnhwJ7VHSnoh+0yVhYGda7nUGt6iGTKjhm+ptTJDWkr2IVQnBHrULdf5zEiy2Oi4cuIZoW+hy1oFtVaUdQpGZyWdYv9ZlZp2TzgfI5jJOgW/EOEhjNI6OkW60nmu2rygPgHhyHV0CQVn9UkVCUBmJS1i7Dqn7kKE1w+BI7pDlE8ss9yqqGG9Ms8evfVZ/Cty6QmhZ6A3ZMsEdxJjiWpD1jFqCgOMeh2NYY5EqKGuRtYYsg9fXUBH1TMVhhVtqH2xlESrpTnrE1QokjZt2lVkCcR9x4ssgdgekFJSrljBb+/GCu0AWM/ffwc1y5EZc0yOej6lsA2bHuak8i+rFFQFxPqkhTenc5rmwCXwCJkYmdX8t+lqIsuLJ78ZIyJsnZsBwUP5VuTu9uhhyqk0Oec+XCz3damQitGFcP71x+7t72927z8co49JsUn/sMDDWtYMTIKm+hKblEmclgQMKgAaz+elL1dCB8BFw5NJB2MOpYcjXzxWeJLymCSfPn45MwvYaSkLgxChtuLLuAWpd7lUmq3wEwViV1ECV43YMwm8K0CehZQXBW01bC1luFrMDnNNFrhwHggTpc5Z8BKZyaHrSbC9taSrwYZ5sYMr7q5IR0KEWuMtY+ZVmPsnlvJlbO7YuRHzqBC8OqeaedJqoZ5kUvh75LJLLo+8yw6okGRd5ivC4HFTYtpbHn8mcPlEe/n4P7UrO3TDfeSLviRVovr56ddeffg/'; +f['aws2/management_tools.xml'] = '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'; +f['aws2/on-demand_workforce.xml'] = '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'; +f['aws2/mobile_services.xml'] = '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'; +f['aws2/app_services.xml'] = 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'; +f['aws2/sdks.xml'] = 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+f['aws2/non-service_specific.xml'] = 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CD9O/+RKheu2eloWVWRcGvRc+q0G6IjwXl8Yiquho8RxnP0JWRKl6Prr7PdZoUNsRkAM6JCLVopehndWdpzYGFUeIWsQzKK27RueGp7QO3rLG7uUJ8l/avduzPRFxBvYa/mCupZAUSWuYa4iOMYcPZdoaOeBsrBQvPE5bI0UfaVDCzrYtJ9uzEOJFd09d80NM5+wVfL0PfB9SAANiXOXOSW1vqiHpqWdLWEm1DG+kJgxuLXOzB2+kjMA2CkkZ/3CR/EQNHgnBNZqwGpVUtlbFBSKvgIuItyVSQZeek2lTRxlOx8NO3qmspFWGUM2bp53s9MFINWD0HgxiixQRkRrPYDonYvj04dW3VsUFIq+Qy7iWOFG5jNTdyVEiZ+y4U6qjikUx1LoqQD+W2EHqcqHbCHV3UnswqG2m+kFhpFR+wvDpw6tvrYoLRF4hLxmF45BLMRivZFoKw8VepYjLpQh9Fp5PbP9ulcSIWZ6SsENPNVJ9/Gtr8M+O6PDh44cH/bOf3i2a6ft3PyV7S/f45yOiNxL/w/v3735OMs5q01krbv1j+9fVlkB+qe1On0UiYhQw1F2+OP+gkVW/9Ri+4T1cpGe1lo0hpzGILeGHj59+/enz42hbe47haV/H7GWvKdqvKdqvKdq2LfU1Rfug/ff4pT6BiZb7cRzapmt3HNrNtC323Ssq++YnIYMxOmitZElqh368SIrbGqLbHzMohz8gcEwfp2iljwPDZAaYDg655PEPukpCFUJ09PcIUE16PFLz+1EAWyUSn9NOUbhoJZVnqlUNUf+TmR7DJHT4g0XUt8IxuvM/JlAsak4S4hawpF14Yyf8gbPLjMacYHL6g8Mg4QcviKDpLJ+JoAs06k2jQ3f+x242T5RBOfwBgXOIRacIDoMhMsc9/oE3c7UYoqO/R4BeEEXT2XwRFm0kSTH5HPqxC2br3u78jw3PZ40tOztpjT/wpnmYmezR3x8GiD54QSRMp/jsQUxPRi4R/f/7w4dF6P/xzWMpvT+9/fz0TVsVvfBU0/iYieZNgw7zGtJUULquDGmCiVsQcUapbZr4hFq7lvq5XLGFiVtU2zPRSm6O09CW6uopMnSCrgTUtN1TZ8hlKNd/Xr0OTiZ2eea1F47yDee2X1Ie1HRN+1xfN6/usEf2MpIRL4sPvPjao0Ytvi2Ve56fH4gYc1gXyAwZSx3AwR8dujWmW1K0A3p9IGKsk043IROn7Y7rcnMFVVV6hoXVUMY9xTBEagja30yi0wt5Bmd306pLx9NnE7cT6tYKAnuOLoVez4cQ+BhdnhkL+TgnufMBh3bWZz+b7YfUa/h1CiwqX0E4+BULblfebqAr9u1GyWkyLiIMco7p51PFcXuWomfynS7HjQE20jTrcpIOxMSXobWrWF4/YMb5vSSt1liXXZ5/4GCIc9P+dD39jxTvc+a2n+XvhVuv+U8rszvN5RVj9cR8d5jOKwtAFhAoKlANCaoDxJlMxN+xSxkD62Bvdss3DdkhuuipnWDPhQhvh7Ro68TsXdWwUOvtlr4gJFB5Q1U2M59YTvfMJ9YD05zMdEk96bq30eTxkev4K/D3qasXs0g+MHxgEK93nFhlVzUsINZKWMDKp9QLMKoiS/nEUJiZqLPGdLNBRZ9Xpe6Sgssz8PvE1UuPwnxgVDkT0HrHgVV2VcMCIK0Qm469lMIsGuf+89dJFSl5fTH47lUwehWM3pwTjDQVSvLDXOckM0WFjtKlMJQv0T38dOtlieMKtvGkYa2/IP1zAw3lMNKRxJBlyAPFpy5PdnMeqNbUO9sApIFT8PYML3RLShNj2KvD3jy9q6Ry7KCLhTZsztM7zm1ylA6QXKm17Rde9ZIIMtH680Drz7z/ufqeFl6pkdfHV8pRa6Q0hPs3WcDZxzxVl8a1fW6LqwoU+9rZj7z8yGfPpSb9SMujBcxX2oSlrmqFrm68OvYSTzPz7vNrJevXNt+zAhD53gVeHk0WvSf+uwxVupQFCsdPGQS8vkPCX2aeaX0SkDzEMBTW5+Wpp59ncdpTT/OU0YG0h31qC3LRhHzH0+MbFWIlBQZ7PKYh1MxDJZNmmbnvaf01tF+tH2j5UusHWr3SzN6vXdjV4oh7xU1kcZTi+0AN6tJQrXvChHt3lOmwDPX45ARpXijrU+HiWJF8ouRQqPWxP59jyo/M9qIY42V5b1N+lxGrTJUjst2OGU+8oWISpSiXLB9rTRCwm+YyFFAv6iRHW+WZ8Po9Un4EP3lB8MMXbxla/VZZ7pyzD0ytPyLji9RFpMdATVoe1p6EGCWHkEry93z0PZfk71dVYW9x8dmp9R1qY6OQuazvUdjqqRr0MhRt3I/ZR6dSwOJE63u8+T3ngPVCDrK+zXeWmTFxNwxcXXpYt2H2cODWnGnIVjqGTNV5/V5uo2T1YSfZZWbsTJqGmPhsn98yM+lcPZ9/lMXW9ZHtqVJXIQ85k+0t04K8s4xQLerI3XsGEe1keVRM+tw0eW/5QG04Q6AXLwSuLD5IhVdZnxxwA9S5ovV9Vu3z+j4/MXl9JVvK+mhtTEN49sN6HfbWd2jrXEaI7TlmewNbfAfJV5XlBzu9sKNHdxnqkfS60vb59Ee8+cN6uHvWhpmWX4bw9P0kSo0sz7ufePnJXn6i3FcxTuvlHYqbA/lh+oGSuNOQefiqE3Nef6RWX36QJl6yPqmZ0h5dkm/NxQfyQSULCUZ5FLiesGud+YukV8v8VSWk8/oxP555/UD9oNPMuPmRZf0R689h5nFPDaG5cVAvMrzjpRTbRVk72gZYnwNDsgUyX7FshKRW0L0wS63kIdmjdQUMkVi4ONmTbGskIcpzmwpJ218lyomOKc43vCKdWVaQSvguM5h4zY4KSdbuSX0t0ZSjSgRJo8bHNA/t03QmYKFpNPOV7pRaTK3P6rP9mnjVUVzutC8wFJQkvMSIqfVp+WgKUl7uhuJnuPsCO/VZANK2k8Ly5lueeDesLtFn+jFBbupvKMUpY46yHNXeMmypp5839ZSy6SQw7tF4XbWb6XdbnvIJpWh3Y+R7Xt7x8hUlxpHlSsk2So5COdKLwiTLEzf3Fe09sOUkiXawvBT50AZTNBwp34oy2NrLBzIeJMkW148sxzk2XjjyaCWWbqS9BOGrma32FX2XT2sutRD0yCg6uiud1CoQrr5VOoCrq8jRzNYHO4rDccCMkzdUrDMR4E0zY4mZOUtd2X8y1xzcLr9Ean1yG3vq2RNnUhOWIYwKXYYqRnFPdlExravl8V1LE9Pq6LhMQ7ZtyiNj1YZKZRWdaHWUFBepAMXkZch212oTrKxPDTo9eWOWmVFeSkO8fqVTKruisDJVDBQMHScuwDKJvUQWD7X4JT/Q+lh/Jg2h55ADmJYhNEmnIdskHdgwGEhDTUMs/1FE8kT2iUX4rLrCVq1WO2TYc0ry5yhRUuI5nUZa3yrr1uLqvah11oE+c0Eiu5+E3GoZIVET1PPYwSkGLiPklGDv89AIWFyGbE1bxA4lm4woHXQiBsryvPo80OqzLZfOFFa3DKFx2ytuIToi6jCODbxpyNb28iXXkiliP4nKkdZHt5LSZ9T6tpFtEfgxBtIP9Hwsagmdfk+iaRpC/PfAwyAntRepK39gRwD63LNZAA7oi/FKSBd4Y0/wRqTWvuIM8eQIk7RbHYIzOV5+4uUxFaK2vAvcAR43z8aB0uKBbEIumxIbjQNThT8ru0U2DqD5uC/JJWQ579iAhcnOuPhMZJLuAtJJYClWtUcTpxGpXLESWxzkPTkW1aMXk+2j44IEI47qgRpnXS1a1UkghXiakLL1+7ISF0c3OInTUIzY6vxRexvfXJYoG8UTIamE/+PDLw+fPjw8JcC2VTBbvaKPu3nO9Fh0UL7ADNlsHL48SbbD+LRrS/+PMDe81ncV/h9xct90jo0Ix8nBn3BX0f85mJO/+RIl/8cwDluWtVuWRAIUpAqxxR4LH8SKI3zkIIghiklT+TS33DF21Do7si9UhorwqmkzfzelOg2a5w0ERoODiXURW0w+IOx+jTyiF08eaSgQwjE4L7nusWxwT9m5wc6j0fPmd9oWjxJ0ngGuU0hSF0HvSKZbLlK9xfDZgOqGrVVxUUutSp8QKtxEqEADXhjIPh3Y0b5cIBtc6GCeaM0ULTVwnnZgkRrAGigFinB7x7HVtlXFw1gxPQ6zGPp8HkLb4zCT+S0VTkZcTKS6hgkiwaFe04yW6uXs7coNGjrPezAIrace9CkKCJkEYvjs4TVsrYoLRB7hYqCYxgEQUXhMOZT3SzymSGQDBYAViIxf0hQ0CVos4fXskVU3VcOBjbNFe/Px0AcBOysmH4BREPOlCQ2FHZsYbcAQ0VUmh7ZUM03qQlJotSdRxazIR5KcnW2mQA68bxUzit4NuQyhjM1XanilhnY2uH+m3/XfDd9tDE1Gozi3fbTMsj+CyU0QPrxZydkFCIC6P5GCsF1X8zAXunkN5CJJ7svtylyqZCI7ah7ZWbvnpKd+JB9br/qHOlpqtQp6crG5sZLttyiymO3Xpqa46Ybyru8pdCV0ZqXFBs3xKjvBqWtSZTo1yeYozzllHTBZDh5AheUEIntO+/CslrlZHL5BCMSkfJlYYkAdrU1U53HpSWyjQvV2B6kZPaLLF+SSGylWbiTp+Lr6T9cZ4FPg+RMViV3yf7798PavDz89/G6u/O7jh88f16/a2u+uIe/HjPFP+HttJ/LaTuTbbify7TX9aPTPdAFIOY9c4qGZh3PTt/poPMw+t3iXWn00kzn5hT6aM385Umh5t5iGRKk9sfn4JDaVnd7086ESvecozaSj0Bu2xqkHTEUIoMM7hW5bxe6ROOJcyX9XoHkCPxAKVAg358CCLIR4/RrK+CtZvHiyeGmEoBMdd7BFZk/4gI6D9F/55DdB1AAKaK+a8jk+e88UEnZoEQCmZn90VRFeBZznLQRGhKPj90wjYY8aXzSn+FoEMkiqmUJ4Ia+Kq8JQxU4PAawM8FbnT/kdNoUMlAjXSCEdJyN1FPFKGL7DpVHbWhUXiLwSLggVaF3qBwomTUGCiIog2RwhDw1GgUI979OIW6fdhxetS2oLBq11nMrUSUhz2MHvHUdX21kVFYi7Aiow7SfVHWAyprQuVQBGODoltdmGcz1v3qEdDauh87wHg9gcFwR1FDpMGL7j8Gpbq+KiFi7T91TlsafSqKVHtecs5y/xqFLVWb0Bg9T4TQ1UdgyRe/rcvKQvCdgW/2E82IirS9KQe4hByH2uE3hKfLii4VPaNBjJfSVFQwoUbZguukC4FIPMLDb9iGnuMVfV3H3UwJE+V0pHaOA8byEwIkQi4XJN+Z0LOLRHI0CE+PuCtgXYrXR5j6WkZLhVhCTLCUFHUHFCKIgD7drRQXumhrBDenxBa7RqNPzqpUiXIh2b0XEubUq0QFKXIZW0QRl189oBdJNRaC6v1vIMUeB9SUIfJm3EgRMqB8iuAXYl5fT+ufNBIXcNa9ImjxYnr1EG4kAZOXoPjfjSa3mGKPC+HJ+N5xMMO+QC5Fmnr5emEA6SivqEmxHy4yCwjX4/V6pkegpr6+j+dHR9ZFodSYqp/pJ8s2c72r4UoavUVezounkObaPsXVUETLmBkXYJsy/bVPBKGV+PMl4aLehibTv4IiENP8ADKWny+NIGLpwwc5OngQrOaxoJO9QIUtqMLc/4urIORFKl2kNgTDimAM90EvYo8kWzi69FItwKoefal0EFoUmsPxZcThVnjJhuPW8WLexKLD03CGgkESdVaUWO6UB8IwzfYeGoba2KC0ReARcYW1W29jjmoT3e7yiFgCQhyNkAO6A2vxqRDtnTMMCzRG2eD89T1TvC8B2HV9taFReIvAIuSA/pqQRSMkYBKnp5EiVPA0v8p6B/C16ZVu6ubVnsqSWB3oFBa4FpLXBeCeL39NFVd1bDBGKuYKohZ0yhSHrhVZ1Ycvkir6qnNDy9h31KKzyqXF6Y8Hv65DpxbmQAOqv5EqPCxl1dngbawD5UIRd5/Wq2Rd60GVGu5b1DzyVElHtS3AerT16D6HKdsBopCrtFIaiRRu1WnVS1yoIqBHBU5DxStYZKO6dTipYna5sV6Vu7mkZYMLABhy0Wa1IvfVBBh/pAWQCx8nCB0nrqchFFCA4w0kZm+HOCVUqd5SUHhJTqNkWSzRXoLfeXCt9Wr2+kAoU9VWkrKPOO6vAEz08ito2pvgO1PjP6vD1TRWDKcgyd5z2c1SLeXBn5vorYKvL945/epd91C+Z+D39P/9wU9B7WAvKPaHwNej8882vQ+7cc9P7vTbiAiceWmb+9cPo/tOACJ27CxWug/rcTqH9FqnN+VTLAfW7WWXab8gehElGhPtFdbbCzSriB7JRaJ2AY28C1+Qaz26qaNoNrtyLRsHneQWA8OJx5E6rAYXdb/L7sXPivRSAD974ZsNVsCq/CEJbAoXLBzPpV04pEWusShapAI4F0Ih5LXCaCi+g9a8Wpb6yGCERcARFxIkREvNiDWIzl4DAWOnBv1GgWKNXT5v31tYOj9moDtzdjOnNiBleBKtzLtbvE5t2wsyoqEHcFVAS+cp6PziEuIoeFR+oPEqHbFMHrgNR8pR9nAq4neAPfOSI11XRXzm7ERwQRfMfZ1bZWxQUir/BAYZGi5EbCMCR+T3vpEPQl31MFm+cdGKRWeE8D9Q1C9J4+uYCiW3pLLComTFQwJ66Wpt97eckyPN23JDnQfpFSjuKHY0mxz04llnTgYsuRuzSiuGIFk7I0VwsmxaZygTvBKKHR81UIO9h8pYZXamhng1fUVCIOaJdUOqtXgQPM5UUFZ0aSX4MCc5nCeu6oaoRfe2APE/45PdUs7FMp3nmC7h22l2r3eVXo8ipP8e//tdyTWfrfrLuNBmr9eAPzGv6+1O8Oey/M0mkk0FB2olCXjMiEUOuRMZd6mmDgmt7U04cDlpcaqUJtHikiivCKP+emkFhZbaT+lSM1OB4pbGbAUl01HI3Ux4ObLajdODoLT+cVdkjDcOi6CTNM0r039S43UFeP1AiICwFixy+ZeZODyikidgOUSA3JNUSB9yUZF+jOjD1nXFT75XTSCHalben2YjSA0Yt5Bqlx+3otzxDtb1+j2vOBhL3TN4gneNSP7M496ve60RREkaTGlJgs46X1jM9D1K7L28Fk5N7H37PbnGxDmGod0DCk4fIMfSjhCV978N3VAjcDprBHMrj15Nx3Dnt0u46rM3YmRvVJ7XxQIIEOjTaKKgITlmPoPG0h7KCK8rtsev16BfFWzqDCAn59/8u7nx7+/O7t47+0lcGbnopVPO7nNSLg8MyvEQGvEQGvEQGvEQGvEQFKcpqwo0pq0WdlMNAH1Q7p6hMVC40ZDJGST5KnaT0p5cHggiBWgLGe92kkQFPtQkQ0JoioHQTGg8OJNz3FwcRI+H3ZltyvRSATdfnup1Klu54VnxEk8lQpyqoLNlHpk67SnFlDd4xEOirs3yt+tEciZ71cDVur4gKRV8IFocLz2WF+Uq+MgGI+JaU1mHHdet58457QuQ8v+pbVFgxa63I3H3V0bEYNl3iWGzZWxQSiroAJ5wgTaKhK5f/56EaM6IjS8l04upW3rufNO7QzVdigp7dgkJqTrBgV0YFhDIjg02dX3VkVE7W6OssnTz/QSYwUR194U/tsQPiyb2rPuR9qDzatIcCZJemzuyYXjixJtRqNjAobd6pAXdPvvQS0CN/c0saLlh94v0gqR/HDDrERhIe6J5hr+WZJU1lLjWOBIlMk09U8YiPICmrbKpQJmRa3XuaL90oNr9Rwgb+zPS6AWaCdGXtSu6K4APS0B7ugVV2PuUxvPXdWNcqvPbGHKf+cumoHBtgl6E4QvqPohfbIgBplfvHQgNjfwLJVy0NVX6j2YFi5I5WXI1//AIfLqeTevjFBWoyVf1+o0IAR4otAhQ5MNbSf8qzAb0rw1ZM+joy1Ii49OXs1/IGRIGEFgNlJusEHGCkCq4+r/HsiA644oykjMHk5As0T+KGMKQC2TrOWH9mJhaaN4tUXyo3o0Y0YpODmZRQf5hzI0kjxsaMnIjrsJCYj19G7mrON3BVYnmEPjIDLqF0fVRu16/P2TBWBSesyam+gVyvkZsSegjVqV1/kV3GiSuduloJZl1G77yXgqI3aPYcHYXCOB/K5n9L99kbW6JwA5AAivfHLqFwfURuV63P2TA2BSeoyKm+gU4unU2nYGkvPH0gYC3bNjBQWcj+FO4dF0GsU7vzNgXayDEHMoIxcR+VqzjY6V2AJoNhHUiPgOukFXZxV4SXfDIm1ygQRiKau4+VVOrVYOR7IogjVSOfUgaQ2K9t9Jk8DurA6UwujI6HfX3MmGjJP4IcyomqHMth9bM8xj9hjDFyM1B9ZhhrZB31wEf/QsHnaQCgjqsJAiF4NYoc3tkbq597YKwidX9kqpZ9+Zi8g9sI7W6H20/LgFQTPEmGV4E+IhBcQe41eDVInxalG7GcVpyvInVWnKrmf1p2u4O2sPNWY+1ll/wpyZ3W/Su4n9f0LSL5Ot1ZtP7KO1aj+tHXsEnGG7GN1eeasgewCsi9YyCpkf9qqewXZs123SvanDbsXEH4D7VqUH7FYRrRdedH+cSFBA65Jds/rbEcPaOHU0SidXSWTpNahRpbyBE7Y7ie/ZrBsdxuQ2PPQnlMFMYofFMhnAq7Z9xwj1pNupKHzsIFWJOmVPMMTeFeOT8TzuYU9CrHkbAepqovEVZGvCjlhMZfCzCLWhMnJ3lOxpEVojKA/JznSMr1NNXDh9/XtWcih1UYz5Yd+H2KlraTGnGf8BtqFyxNjQ+XU1QDY7lFw6femOWK+DUeOYlEaurlyFqwoYaErT7prgdI6itJ2QzZ8ZErrIf+ggpxFD/KmTXFhdXSW3MlboU0UrAHOcjlwDDs9RLh8NnSynGiKjb31fnZxHbwEMayEOHA7BrvrIN+bcWV0e+CyaWuigm2a4lyeuNCrBLuxVu5NA3YtW/WYDTJtFyd0WKHp8AfEVendDjk3WNXGGFFHU6C7PDNGb2pGf4Z4C+Dj1avuF+92qYQVirtdTpz9TeSOiPtVjEQuOQZn1Q5okne8kRUun/R4QDHrCSqbGYtYaVYixibsYcvM7RgF19iLJibPJLcPfqlXT6TSd/TOVm+QfcNbdmghiM/XXi9Sw4sqRjW5eiZqA6OK3/m8XSxeTxy4hlFi8YUybBMCrIg6MOqEdvJ7IhaZACRw6IBYY3De1v/tH1+jg8m0clU9S8iu8jae0MGWOSNwNefk8Qw41KiG0QeXqWEaOs97aEXVaU1Mn4vn0wt7dPKVcv6DZIdJ9uj/fvz4j798/PT2r0+/b8r7H6YnenrcU2ve/+Mcx7LzbyP4nK/Ldu9uU0uO7XMlj/+hCWTItGibujFj2kMgKoqId+VLYzGEte9M5RxPQj435b7/8STo87bC0ZuGfOn90Nw4xX+J/6rne8xwyFc1d+hZ+244yTErkZvDh7eYVLFdorbCIklA0uWyyjbp6Fj2GUg3wyqA7gk3M6nSSUTiQslY9giez0Eapa8sOWINUxZT0Lu/YAPbOYWJ/D+LJuThSfLKULyKKXOtpnXMtnDlLUPNZNnZiGJSx6otm1LTr8wneZGj0LC+DGGP8UVjp7i6marlp8162P+01j7e23/Hm8dafTKUF+damguZYxLhckSzvbijfM5CbMeiXfawvuMK3VEyPAOM7Kw+5FSDtnSJSDmkGozWPQO+FRD7211Oce3O+0+5JGj06e3mW24i4Ss9yrB6YogYhidLiUo4gu0zNZv0JqGHrGmos56Ax6TOf2jyCuQCSEO8/mi6INTMSiV2wGii3H21/sgtW3tUiX3F9Bwdta2LgXufxZun5SOefRRtUDRyO3PaEbEPjqJKhih9hMUQQkUJezI4pmqPJvazDKvW79etquRfsv/Mgun10nVSkX6FG9+3i/J6hu+HH7ZU1f7mhud6cyENLvCb657tzS2wfc9v7nDize2oLaqWJuSxxDd3YY3Y0TYNmZxgpsiGxlev5+076nXubLPM2SdvohfP0YvnLn7xuGrCxA+eud1Tr13Pr52n184/12vn6bVz/Np1z/bascM7DRWapT/Ta9fxa+fotUuS5vO8dh2/do5fu1qdkNOvXc+vHXc7T4V6n+e1G+i1G+mxo4fliyexOlXzNF8tO9OFu37OZHecqGdv8nahyD3Te7csblWZwVbSy4vV2bSb/cOq5ir2bZZmHXLjO/RUKQKTR237NiOwAwBb64KQRR9VaRoLxM7UpjY9pADrSEwmzW3Yn5czzeWQ8n7tSlEukBNlGaL6xj6XhVHIxfwa76V+thDCbGfY1Mj20FXaux5KvhCHql3SP30C92M5EOwUvRwIVhpIEhlckEg5UmloHy1e6Vf591MtHID6Wnf5kfxNjgONJmlmtOMP7PgYV4ItA8z1Tse10dp+uMUIhLcIN1iZODluEL8zFYNPc2EAQ7dK6WWAByzwnz6oJDHmCkeqwr9Dgpg5kb5QSnmWPlAqVMMKEGmg4EuuykIPsI5bZb89FtKLoiAUhNH4y68m1F2cPC/5CYpgsRrNUk+Os6wqgoBTL4fyW2E6kPTHkNRH6s5NuW92Ybxl0uzwzIKDGZQyUyPxiQTmmTLCIhfxo/qL480b12NR6MHhO6OvCNHK19l56g7npOug0ACKdylfCxU4BxIWUUGNZg/djYf379/9nH6/+gtiDiz8Bw78lncWtmebGKsG4Yi7wGdzs0hIdq3/3lFGVapriX7kTviOPBxYN1CEaR3O8yRZlIUkJ188fTBVuMbyyQD3sGfBo49CuaKPoFS3DGGJnKShWQD3KHiI82AP4IHij5S+oFQIirjrOGBqolTklDdrycyDMCQ5JTu0YCDRTvpEZni9oE4oYkKK4EB4j50rAN4GEr7kvVoQHvAF2J58qewhXpVIxUaVCJbZ6kxsFbvlDHZVW4/1rnLsoHFLEFbP1zpIOJvwYxLrvMhSwo+tZ6CngleJzdUq+KAhM10JxO4oJg15l7HniAskDTgPbnQqKDb3gODerifGT+wyhIbXfiQET/TIDhSo1Jttxhoo95IbEnt6mobKFYk99TiJ1MwqtV4BY80i5HXAOpZDHDAoKYBRlEIBO1Amsp1sz4Q7IbwpfnELbhhEC5MYJuxM6yQJX4XJV7pXT9tjXD6YzVudYkEJXHQzzNSty4ljOoM7yeLi7rQUieixZVcy6ZjEEOilXugDm3aldkscD9CjrWii5uBuME0ELdT73MJdVM91PuItCT9vwxoxHavgtU9v//wuBeC8fb+M//FhObRPj79pCmFbbtljLY9HFL62rjk882vrmtfWNa+tay4JxKTmL9Au4L7GNdj8pWny17Y1vy9ViNbclTM7qQ719G51dlo3f+ArZm71SRad5myCV1laeWKJs8emJD01g5ShsqQ3Eryh0rxTA+d5C4ER4XBmVWIfoEXsfo0y4y+ePKK4PDS6sYhWkNASsUahGTIZqGzFZYy4QzvWU0N3jD46qW8h9j6EFxF8WoWs76yKCsRdCRVc1Af73Ea2YPbcQjkZRPC2BLuAnpr36QO3BvjuA4y2Gb0Hg9hcbpCizm7mw9ti+I7Dq22tigtEXgEXGD+WQudQR+yoX3uQfYstDsPHUusVm9gi7q967dAJpHdg0JoTwvJ5CDtCE37vOLrKzmqYQMwVHqgJMJESELeIKL2nvUQEfNEHdcK0d70Di874ORUbZNjB7tlzW2ACE1ZvZ1cWMFFB3ZEfe6pY5u+JsvjSkgPxIsvxUEEMN2hAc3WlQUNPdnUlWopTZTIEm61WyWJcrUED1QQFEPFeFju4WW3HXwngvxwB1I78ioh8ZnJmU5rTuhN1paFiHKvZv1XvqJ3QebX0xFGZ5F57Pw+T+wk91CJ2RP29tO6opFZ7K5oaPX7xKN6g8tme0OUhqn27Ayn0evL3bjYdwAzQ4Q8IIrNsCK9ne9R5Q0d/HyAbtIqAwx8gRAcRkBMCGjd08PfjmvPUuJ2jvyd4vlYFiD57ZZUh9v98Puo0e2R1q3H3+eo+bFD2Zd1EZ1wuQ4vZ+4z/omni1noPWNegBRtnyz00OeSOo7pp2uOI3kx7n2Phiv6FCX/g/NjsmyueY4hCkJA1lT+IlZVAVOwl7FVFntplyRynlQ1cLaDjzE2OIEqZo5jWlYf2BLpAVsjpFv12eRlR6RtYtdBx3mZ192opz/Dsb14hukFse+H9Ux3WOiO0UUl2/CDalb9PE5lnN0EK5cVkiTx0MZH1XBBDARTKm98iS836zDR50YU8zYvOXsnXy0GXIw15Qjgm9i4TYzsj11Nyp8vpinvwjlsdPFGbnWzP9aPbKMQFDq/0ItXsUchpK7ZCWQZgG/5LuMAPEHkFXFBZTIf9fANn46S8XA+oGCn9MOVIWfB2GC6cYj1rzTEcw0tlYgvE1lMNxwWbmLZACL7j7CBfwPV2CVn+AJFXwgW2Nekooz6o4rDCaanY4iz1RiWQ1Urh0/NmgCvOLgWd5z2Y1IZ971KQL148xPDpw6tvrYoLRB49U4XK4lFi4Q2RIlDZi1eR4plFikhJCp6LfRcuWkGkSFFkWJ0GiasuROhietnAt1pJXH5Dhbf4rVUo5nibH+5YJWxWUa0I2xe5RFkdBKV5xC4GUqj3k21LG98GNmyTmXU1Dg8yS8qHMGQsPe/jSIqhMW5MKqXl7/uADoOen3DX7ysAzZh5dfT3FXjqxFf5fQWe7vyPiRiqFYGoY0Oguiia6DyTZsChIpwtF+ciJwxrLBX2MopQ13wHjjOxlFi55WJ1Qj2+ihBbGzU9rx1+yFm+Wzv858fBJkN8v+bBP78hHpTP+3JBQLNtmfkEzFfmgsTDM3/NetFnsh9anQdbTDTlHjW6DobDM59wHKSzvKxGNCWDHC8Q3ZiZ8Ix/uUL2ixEb95mOijiRrar31AJCDe2WmESVZ1qNHzsr62U8AxN4O5IkiybkVN5lu3oe2dt3x6aCgcw8AzWGkoU8Q9O4c7WQZ2j2Nx5o39+uj0JTVBlrVKkAfu+q9TFOE1jBMjZhP8o8cjGBTdi703EpXdo6JYAPJmqvIshrbuJZDnTuLr7eCq4a46kZzTKEnc5dR5kRulaS2PpHG2DodT5X4gM1cIfIYyJwJ2k8vUMdZ+2j9W3V0EB4K+ABexf33AS7V8UU5JL66jVJjhyrjxDXaOig8GMBXs/wYvfiMp15OLg5F+kKZezecW61fVURgZgrFZpFRDhKAVyGqIFBbgqia4GgfyauRF2GV02bD9+ZThQNnOctGIQmpYEUg/AAL+L39NHVd1ZFBeKOUNHlTeaHcSTeU3oYR64d9CpBPJsEMfKTpk7OuGEsQUSug4lkdd7md8CCPxdcQpUjkIJ/ilww41ENqXubr7KgARsXL2Rl+4T0Yp5BCryx1YPgpbCQ+O969t9VuuT0uZqY6kyMHgw1pGvJc8cCKtlf279ezDNI+/vXyPZ8JGHv/F+0JKvpbAeBxHIwUL+r5Piep7go0bHZfQnkZvcIP01rXNlyBEKjbYOLwqOr7Pko86KbeZoznb2ZrzejcDMGKg0aBoor8Y7jAxxVSFuGzNxhKg3qcu6ZATCGzLU9XjNHoE1UXJgwfFbqbNhaDReEvAIuVhJXuMASm8sQCuCpzw485MsQyjOpSrQ3AQYNx2Pl2gLA2EdF78GgNtU3UsKuMGefMHzH4dW2VsUFIq/QxRybmixDE5hXglQo11FMGBkTbshqsasIwKumzcRmt1vQwHnegkFsjqveOymEHHYQfPrs6lur4qLWkiXFwGDSrKfSq6V3cmBcvMoTzydPcGsJfXTGHSvIE1FK34QdwrqDZrstCQasq8fJilvf3bJVM9a7wzi24x902CT+mgYnyti6sxDQIX9gb8VHDEypfRCQI9BxHJUct0EuTxxSwgFXxvo4kGqc0A43D9uZNbZLYPm/tIK/awmJYc8Ju1BZPxUWqDUWsNfo7XbKLQtc4jqfscuNr7XmTWX70fTEHTHUkBJ9CqyoQ1Y0QdAyVReH9AZCFXwQpcHJ2Q+82UmrSuPV39sAperLk/0BmQcjVmhKpbVQnFasV8QB1IWEh+m+DhZba2C4tQ987m+6L7dQvtEkDcpCxhP2MUztgvg9RpdeXf6fsxivio3QezxzNDg3MtT3IuBQmSIabu0Xi9nc8jVpgdx+/04w6Izp5ivyAswgDVDWbn50lR5Ap2/+II0pRBGY8OZXRC0W5kjUKhQtRDdKxNp3Gg8OJ970fwbFnxnli7aTvRLIVyeQL+HpSs06tzKrvAo7WEgGIdDTU/86v0XDMoTFrcrvDRZmrb53nh2zqRkbJr8rhUb0T+wtpp9gUZz7Y4pSRbNiRalGZ6kzMnbQC5IYYGRhlAkNMFy5yHUNo/Z71Hqwg2p35+9teCrai1mNbLqZ+gZkxoTcZlKa72FBMq1WKKLnBrmDYU1ruaUv+jVpuASHzQulW4OdHNtujaeGnEGlk698HV8zOCI1796DzymvMwjueg+BMXGfavRKIss9QgopdCaN8iYZFBLJU7JofVaKn5736YO+9tQOZBJXWzAIxEvvsQMEctba2LCzKioQd4U+rQEvS6SuU058Ni5PTLLiTHF8y9BgkJqa9un3Y6UYvIbN8w4MUpNyMYoZkayI+D19dNWd1TCBmCtwOeoEK80U1cFhY+cUwgaY0MXzhS0bBi49baaHah0CR+CO/IownWFh1FRPFOkMsXvHuVU2VkMEIq6AiJ7wsIYiGK/pMm/EY5Pers/6mkYWmnuCF8ksmc/wwhUYBGD3bufEE1yZLMCIFoc1MvMO58TWqp/0pv7wIlcomQVVO9ZaIs7UXT2GG7zUMqIkoxlv4UQm1eU7bzANNe2TBhLMbseJNtx9H9BJUGXiGn3UPqiAlMKMqATEsQ8qIDWQX+2DCkiux3iRwx8QZRSa22NM+iKzo5JREskmMj5oYg041Gqzoov09Yztq7zTfCuO87RBqm010+39/tAGwnou81zE+sxmOrFTficJZPHwCKqh/XRiYJm1DAS9jGdgAm/nyhSEmep4DRSILCOXZhOL9WtdeqaSZ4VtKwz77RF8e8nEmp7KSKOYJ2yCWkubPE9eVyQTnySvCzKBBrT7NZCjf3OcHC+5hae5z3/CVOKvcyfSkCd0O9DQdlKJuWyolUqs510JzU4l1sAdIo8vmUpc31YNDdVU4vQJoMFRyG8KU8dbckEmsZ42E4OdSayB87QDk8q+WCJxw7aqeKglEntHdZxVboY6N2pJU0wkxvy+aL4Detp89hWJzJE9RG/BoLMvmkjcsLMqKhB3BbP/hNLDSJyn9CyOEtH5Kj08s/Qwsoinzs24X61pxIdYzZvLCtzFIecFSVWt//vu0y+/vn2/jP2vT+/+/vaXNNN37z/++ufHHzYVvRvXrqWP+HzWonfdlm5eYAMaLKB5XRG5DivQX1pHzoF+vwa3VCZvAxz7mUFB6jt73ePkc2iZvBHlwZz8TUNFuX05fv6+d9vUg906FwPGeMf1OS+y3OX3M/3e2Q41KNWdPrBdWtCNOWILMmbrHXBWu8lfDOwSkSIP2VZpp6FCGE68QbXBWtFZrFWT3h2QVFLdYoitUcw2W/sHs9B9qj8K+MQPCJ8RJfiRm1uroQzvQBmiegthB1VbePW8OweB8I7c3nrZAhZX16Tu+NTFCwNPK16Iy/ok9lMfmi5pypIBdmGhIyEY68qIY1k5l7BcClhJI+vMXaW0cuxzZZrfhGInOIk4UY/4WZKnsg6MzSLyyM7iPZfY70f0qS0jqBColUTxnFCBGde6RfuXZgbrUNutcew5Sf2i4NJ0pi/pskuDhdrUjZY7gwEc6YYAvDK0FyADtYHpg4LsDodbZfLYul6DforJ4yFU4yeBx8+c56xSn1UEFBcYiGb00JyDYEWxcY4WxwJFEyfIT5JCIpRvh7mrpUT7xOpMmoet92679HUOgit60ybVmMpizJbcMkunjqYPUvEEyEDIdpO9D0Z/6IMeV6iBNKH/tfZBRBV8uWPRiIxL841HPmg4h2tSipfLDZbOyt5Dj/GZDBm+zBOVEkuBIPA8qiGVWjDDTU2tpTHKul8DuYyoE+ATC0gO3qhlY1hJYyKTWeKFwEo7S3EIXoLFTv7eJhQ+v8MfVCgL6IUATFiye0UPg/1BofQJlSIYKYJaDekDw6h8JfgoerFTP0cKOU+R45h6yRlMPpBMVaJXb9fYYAwf/oAwfAmvSNVHSdyyikOWfj/VCrIi6ntH8cBxzM0lVIjYKm/rQE0MsB0rrCL1c8FcMJftLXl9R1lQerF1fbbsJqHBzkVTi3kGSe0fJapwQ8nCE6/ywHtKVVWBUfbZPaWKlDKbRkk+ctEavHVMK1saHsxHPs5Ykf/4B/3N1urki3wWLF8WaHHZPZ2Fp8yTNGQqdotWifliMd5Qn80jqh4MFUEIFLKcKNFcXFbyDI55DyOw4OUeYPkcGdrHfQTpOqWk4z2Qobx+T1UIA9k2Ui9Hm1TgyTrB5+4ogVJ1Uqx/SxbS/w8='; +f['aws2/enterprise_applications.xml'] = 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+f['aws2/game_development.xml'] = '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'; +f['aws2/networking.xml'] = 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+f['aws2/storage_and_content_delivery.xml'] = 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'; +f['aws2/database.xml'] = 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oLK3QBUQ/38QgQeF2PgT8aIUMSSza1RVQMl6y88wfP/z0UKk5zjTHmeY489IcZ+qeOZrjTLXjzIbBub25Oc5shK05zjTHmRfpOPPou+bv3nHmhILbHGd+r44zV/sLNMeZp3CcEWetOc4UnDnNcabGcUZZSjVibqPZH0GywiyKQVRl5fNSB8VWLWrdltGqJ11ajbdZb7kdPu10P3qYhrX3kZTB8MV3HvW0dj7cFHaub0oc+0iaXURONHK97X0K172HakOIMzPwZY/thgbuPB1AvqNPa+dRV3olZ4S9bRbXYNyoH2MnBaNqTJZQXWG+iXplVMFzQ/mDd18Ip3WgnhnjDfbNceXOTtfLFg09T944vHYcvnxR0Go0C33/hsRPlP2oI03ESAtvxX6JZL+foXP/aZ/lCu6k7ol/gO7DJ99/1FmQ3BlE0O07m8GzN8F2qz2ys20rXKOCLlvL9kY7rNpemq4ZL5RyeU2KxdLhKMXidsHeVFpBwfJepkdarQPg4OTLq6mGIpcfS1dVyM3BdqphAmd851gkRXrcUVMQ6HVhKkl2p9U+VVh+pAezDEH5EVwj6wkfT3kVJivI+kVUZd1nlm1uVdvWfWaZ4RnP+GsUDG1vcMYvOqLW0H34dLGKEXemiaJo9GD5u0LHcC+7265NSHu09h19uk7FMJReKaMxuOPzVPmMghHK+1lYFi2wIiGEFygYuveJxLT/gipu9OlSFSPuShM94uK7QslYSIa7hRsEKLnRp0t1jLjd47vbY+gYRt22B4isMxgT3iiOlVcZF5BhTR9yuEKGokUO7KnyGY0hMYLqClp8skswtbpChiSUitryspZ02Bi97OU10ueM1/pUeVmdcj6N46nyLsmrlGZmuHW0Gior+MfaUpKqKwyrXrFHEi6g6gqy9LFYVFc4J69vLvUOejhtdr2D/uvup3eVcJzNPSj+rbkHPbTV3IOae1BzD9of2fO6B+Fb70XuQTmCX7F7kCzHzT1IkLZC9yDcZZt7UOHzbXMP2mNML1r4k241VeVfsHuQKMFH3IPAUNXcg0i3a+5BzT2o6Mxp7kFVeXVsOCLvv6hpheZNj4ArWLGCmU9XmOXy/dnyOYLM6QoyRbpyxFw+Q9AixWcrZCiqHXEtS7U6XUGmSFWOmMtnCFK1YscVMhTVjriWpcPp8vLWkiCotoIDnamhqLp8ZsqYoOoKQyVFleWNPGImqL6CrqSotrw84gRB1RVksWOKKstbecRMUH2FsXJrqa+QIYm2x/oKMkm8wddXkEniQ6q+Qoak6kHXspVVhfoKMkms7NRXkEliha2+Qoak6kHXspXV5uoKmV2GSaqvIG+UCZKqK2QmjkmqriAfVwmSaitkTlwmqb6CrDQkSKquIA86QVJtBVLdniGvzuT97B4+zOBpSc5e6I6AFcjCoXy6Em9CMPROFH3y3mlz8LBe3doUWWQoXxL1b+jZxwTbYeSf6R8xlJdJ74e69j/SU4fzvZPck6J2fYVe9ifV3isvYphCgs1NgwnLJQkFE9bS/QTvVG7wOYahtc99AmufQZOPCbl71lr9CmkbOh9ukxa5tbX3UXlyfQyYW5Hf88py7/s4h5Q5yhMHwoW2yTAP+31j1xMJ9iJFPVhFl1Giz6lTKfS2+/ApvRJ1eMQ6WCEzGbQ31JbnrUGIJ0iMZxSTImiPYrZbIeEnO4BkOyd5nLHwya8s33KYMXYUd5mhjNh/1JlmkgwPTHnmzPBwt3xS4CccPpVKTHUF4vAz+ZIxVPN/fffgfVXkNzascYH3o2h+Y6/Ibwwa1rqk5SMkF7V8DJt5Kmn5CM3blt+c8xUrBh4GKNhBDCoZMXPiYFclpaz8uMYoFjxuOavM8Q3rCsTh2uEuOu64PUe3qKBcetu88LSW4qR+FO58N+pvirgzGDzFccbgSXhArFFZGrh8hv1MEInz0wP22uWgVsUyUT3mJFOFDhw5wiH3aEL00SkFpAM8HOnL5rcGOJStjcd1dh/8xQt0lO67b5b//cuy5b/95ceHSkU6i12Ngk1ngUPv1eksJYw4pLKUNHxIY9kCRl+psWxbPqmxFHu3d7cOgsU1IFCDVpEob4TbaUeFt1NzjYciPRP0cgwYlR8z/u5RDe9OFX0y4ROYV6Zb97AZh7DaDu6rk2hqjBtdBzeJDt7lxKJTczgntP8Cl3vk7Jk5k4eVYwOyLcWGgdmALnDmBkaG6abBxjGRv54PGN2ldUPqkImbjunSTP2+eA0hBMfPGMYtI1/PzJg4qgwTkGcJJkw8X5MiJoxgco0C1f2EoXnaJ7/Zo9U3uo5N9sOPKdNM/65wRTAePtEChr8gX09MWGZUOS4g14gL2tsDIxP5KpK/BXtcB6EkSq0uyiHi3oT4eYOfdvoP1mLvNboGXATHUf/Fdx71FNI/dTALeCTQOSifOOQ9GgjTRPw+o6Y1I0BMqoanjPBp/ynDT4rmqdtfWnFnnmwF04RS9aqOcWO9m60sr7jRNnl9RHmNJqVKg0nIa0TRjgrz9M/NMeNiPflqdkDcgQ5PcHusuGrBXCMHB9fLISG4Rv4jFhd4/F8leeX3PTeh2zPehfzJeyyEcnSZPFBRlYzerbe864OdJIR0gMi4L7Ii51v1wzNiWMeO7m2ZXDgbl5Y16DB2osdIZO+ZwzEzshwriHcpVhAnppE4MfHETSD1yye6h6g1b8kevRMNUM51FVMXETwTwShpLvJVv8Gpg2xXxN8TU5cbWY4VxLsEK0ZmBYamLZ8wqNsFMsPUqXBHCVMnRRTGzT58mQG6KUUv35/GvKy5OGY4WVwSBF51WwafmLvc0HK8IOYRLxRdfI32LkP+sFEhI8Y6d5Zuvs7ejrF6A4DL8yk7wX7dUQh8Rwnj4p5CoOAME+FOC+mRMjQbtkstEdtR/HtEvsCqKDhfM/cMftrTxKJ50Tx7wjJLTJXmxBcoW2dOiyc45kE5W1RD1M5SU2E4iLlJ7aNKrSVlNp69fRUnJbWc5QJF6xniuEnXUd1NnBCrfcbJWHoxRSdPSciNG242PWqp/su+7MJ8qOC+GWQXjRA95s5xqfOhZ1+tSW695OY0aJKqJw/CHm8DoNgqOfN5T96hcgWtg7f3Axu61elir0Jd+egBrIgiB31tz1XIXJVi7/CDFZyztZzrFVwwMhVcmAYlP5JIcpnhTVUFc4M3aLeypTTpBpF7qytkSCLhri1PgvFsOR59EixyewkeL91/3b396es/v75/9+Pb++KlLjBfW78fY/OAaR4wzQPmsC1eIdi2aIvXA2XYNx09ebpAJdkW31EEV7faIfd0IbaGL/uAZWuXhTdnHbBM1noheZ03h8vBWHFPmunZH/ZAPiUT3fVUB2nyEtAC+H4Zz4PhmVS+5QHf7RSlCQqfdvofKdulnJ0o7kOvTVAOpQzLId/QSPlAE+M1NNwX9/xgt8ofcoFUcIteJDpnw0ZB3VklIKhTyAse3H7gXrfiC+zSSm+s+hpaYUX3dAftQ+6pHfE6YUrKDCvHBuBaigtsurZsU7Nwx1vaJb8ffOCcxMy3caPr2Mac3dryU6xluzWKV08Poj2nCwXGnpkyeVg5NiDbUmxg8z0mRLMhgjbMGW5QE7kYZn21zPZWMWR2b8vJ5WL69wWsp2jDnsKIkbMn5iwzrBwbCpy1enxmmMlgmzjC3fHM/ifTlg9KZ7xSy89w9EFaJgZ2ZgeUguAwJjP86jM86kN7RiiwYOFxJHk/X3LgA3NGSoN4RL85rNQmFJ1Y5SrW72Y280XSur+dzORePYbEDN49rbvsIHxy3aVMyZ4DRFyQggGN0m2FthV6YoUeu3xO9N4W3Qj3bkKXRIX0iIPYKzGikopbAMmhOfFm5vACqWHP4lec3gSrZXgJ7jWwREF2kkwYjvOBEBd3RJom8g2xIHhbkNra8VutOhNcLO23Iw5Sdl+H8s7zIqvNJzTDhDbPz1s9p/9HwLrMJMbtFs5iOcEQKOJa3tLrmMkeT1c5cucGluMEsS7FiZ45wV6GPqI3TB0+TCrekdSKq7JLL7yjznkHLYueI9EQ9kVtYR26S7hPsF8Qg8/MXWZoOV4Q88ouZJSc3KxpweK5m+H66AAx0PKhxVD4uF0/QpObPEwFlb7uorA5MB6ETJlJRSEOn5i83NByvCDmpWJ+4OpvenLvxYOk9yi0kc/PjO4AOdgh1QcXDe+NoOAiz6dY3NXaex9ASIMzggiKh+/izidTNNiji0fP/iVIqCZx6YO7fUSojPATz4fmWRPWV9RZ5A2Kew3K1Os64c1IxkWah2Vxs4vaKxPXiVj1MJF74ur1gTqJxavnIYkdS82qBRLbpWCNnjnBpNHoMaIKfE01iq6ilH5GBeOc8i0PaA6wpOwtnyY5/2FHArF8wqXjUhWin5olGGsHp6ypfxnKPZUlbmYo64nMtk5s8dGvv+GNu8+cc85PCdivR/Kod9d77l7h8HvC5HOf5P4HzujYB79B4z8R+/uboe4xgN19kvKbWvRXchXk27DxW5SnNxkL7I/RQC9Zj/owqQY/7fWv6NCLHkgjAw2hf0edRf2zS6cVtzClOezJ+3CJTp0WF2sU5x/sQ4Kl8SJrgN7S2odYpsgagOp3gTWAnF9xXbkFyyGFlJ0icieLjhrs3eby8I7Ji2PZUYM3x/xRQxoMOELlEAqtCkIUFJgejuX4eAnyaFiw1mRR0S4Mp9CTu7QuLOAM0lIs87KuwFpAFRKb+YxcVN56HJ2lI4h8aDlE0dqApBhOAdl6GvUVjlIU+TGkCY6OYNgal5nGk9Q5SUuupFG7voKcebnz1q2IW5h4WXEuYUsGebfagNp5PSf2mYXnvvuEpu7IZhqWioUFai12b3vxdXlhln9R2qmQOKgNbqYDWaJcVg+E5LTepu/pVSHgLfBL1tPcEzT2b1MHH26oy9xo2M7NEKKpDX5KMkwN6O5RXSEzJbw/VFfg/UHIwJwYUTY/cK/kCjRnlvYj98KDl63wyc9ZlO44LA4FQh6yKQvPSbAhxSQZHlhUEXN295yBuRcZxhyursAcfi5P79GrM4Kn9w/LDz/96ct9ueIshy0zc/Rb8/FuPt4nfLxnSeh5dySjYUf3IxN0+V0Xb7hE+qQIe8p+R9vyTrgbqD6FLt5i3xzPG5OzO+ikgzc6h3WYOpg1TgOdx5NgeBojB2/Qz53HA+hQ4dOu6wmauvIO3qC6JR28pT7JmSSlsr0+/25MOnITbnJcvMBFKuGHklohoLhMwXfMiylO2AQh70wsPHTm/bsLiYXlnPTvxteHLWNPvMFkRpXjAnKtLKsMew5NcJucyDCWdO+WrS34CJJ3754SG3BWup7YuzszqhwXkGspLnAGJ043NoLJKencDVvxdJNJHbeWnQLfbo4Px/j0hHAlXbtphV3m2p0ZVY4Lk2xespqztM38UkNH945jNx6eOoM1f/zwNmx5D3lVI7/RSZSB6sPbULoq5zdKsT5VfqMSgUdO+rTbaK1ec1STTeg3saZVrNbN/KyrU4kLcSfhJE9jMIVc79f99DpLiWY9p9J+4qnSVmdbnQdX5+Hb5kTv+0mf7k3fV7l0QyiiFk9SLm/lk1STKb8LThiSS/eIL4MBWjN6Fx3lDL30iCs7SHTkHxKRb4gD4RF34kfcGacPGXsdUgN7BmcuXewZnNttE8ly2dGWUgYpdswPvsJlkxg3G2YxSy+/R6dy/yccg2GjDO/+G8fgy45JHloGuAKiUJF5hblYeUdCYMg+UlvD3GFWyF7BXPBFaRuwZXOgvjs3/ESuW0weO6M/bJzY0uww+MyVMTOyHCuId8fhG+A0c1sNuvBp8pF2rrHywoMsHna+CsIBhS34v8aTp2GnIA6fuT5mhpbjBTEvFRuMN8iBPPK1CUmpglOMxoUXXsT85PlPe85TPXm5zN5lbv8si7sKfrronYGHPjrKDrRL9aLa5s0nsQMTenqleKVZTbB0rQmf9hT6gYMRNKH3phaapYTVzn+ac5BeB+fw9Ge9GdlHMjEVhvK0vzqxBXRMxytRbibKeFksthR0c0RsR0p6WabnpMS2I7siydYz+HgbDCF13nWyM6ImJO7l03q5i12t9JYpzscbY58jkYh8vGW/+9WvNL6AkltcR55eznmbep8H6n2WvWBmdhmeKSrVGZHRt7EnlcF5XYNIBEfsfa9AA0siAmyL/PIGS/1rtFGEtRS7eIvcX67NqD06NzE0zfQ8+z0lK3Kf2GXZSG5LfdhyfAX5KccFQaFLvkHHQHcLxSD0nlL1uE8orX0mmCekGvW9aw4IUMF+pLDhTff4SJ3rXhkK57E4+LSDN3Zu6L7tHLzlvL1XGAdgs+9prz9qHCAXbxQTFcKc4qMGr+AmFf926Kjh+NLHO2pYjdnenRQhnbOTN6IhmIkkOz5fIidvFq4RVDo+hp7eyXtAU5zJSXBUxUvR7EMA4t0GDSMa82RbSxk3wqf9vQ6Ns842DL37L5FTL+bbcLEE0LmPG9jrPPQU9ll0+l+40cP6XSQf024vnzBGYrlBiL1HW5bnvCLTYvTJd9/Tu40xtM+7Y1eOm1Rkhl2EASPfXM50RF/iG5Z3kwvdo+Mc8x57j9U0Q5+iWAGYeR3uZdHgJ+lQHihRNFZIaBE9ajHWb60Rt3C2NOWTd7cKUCLCp73Jmv0V0k/WSJeg6NMXxZ1pTxFi6rnoBbn/qLO1/8nHBsRKFHQ/U2THouii05zxbvP70gKjd+81cNBGnyJHblQLDO/cIe3O3lEXdRZUaNwpnH8gZnax5AFhGTY1fNrfpDvoX3W8VXQUpBl3tvbfhzvNOn7ZxFxyqjxjBvAHGUS/8H97++nz3ccf/vNf7/9c5A6+qFz3itn9oF6hO/iiRoLx/xW4hJuChst8wpdrJfIDHodPOIYH3la2XuYdjiFRFE1zoYP49pHhzSkH8XK/Vb+8wgVrf9fhwsMNqT5kMY1xq/0ZKb1YJSqMmcyteuKw8omsx+4TnpcjPY9GvhLxcS2wLm7XH8yZOPiJ0wBMhJYTcyKoN+gUH5s8zA6HT0xebmhZXiDzUrzAGPeErjNx2NYYXrHC5M2g7LhPgsk5btePMJMUIKJO8xgEaevJXzs2pJsdDh92LKEQPhfoJr89TF5T90aGYJT1RgbFem9P3jva0ru9zppuh3AXDprfyLKAttu4s2B1ROelsLb3ZMEbJcOMyfk8JnoAMJbhRTuKk3WGIlCVXRoHoFdlwlsUp2eYfZ4FbxHTLIkKUWmdyQHvlD6p4xO+N+AEjOvtZY8FFs2ndqDEC3a84TVxDLeisHdgxOkIDMDOnRkRrmnORwotkuHTlyA2uFqCFch3P68GtL3uo740U7Q7eNORRXC5EiZuifIlOWa0ptkwMJ/hiogbhQt7xfhsnXnlMD0nbGNrjklYczQlsnGZAXDh5Vhv2JoTk7Qz+ETi2FgQDX662LJZpToiChVyhNRHqGB0Ju9wSnqLFo9rGQ1ymqAijBZREtIjFOX9MMGaU8zomcDbicMnzv3c0EomL8sLy7zA3LtsTzSawsDcJzSRaDFeK27Xj3DS1xDMk4fn9EyOwcTgM3NXhUfHFYh3KVZoZgV6eGg6NjSFQrlPaIfXUq6gqFU/PNEQHFOmmf59QXN8w702egg0O9w9M3HiwDJ8QLYl+IAPR8tZ36OiyWc965kR/miUbSeDjXLorLfkwLp8wofX8Onysz7qLJijEQeeDipAuYzafVTlIFZDTmhGBxXilF6k6QKV1QljmQzLVYMlJrG3KBbTjrwZcE1de0I+vnpTpJwHh4x4waJy3hZsW7AXLdhjV9j4xhg9NWLSJGL9NTFTGtO/hUCXXfM2IWFY+XIfqkScWddHxJkJ5KK3lLLNfWKHH0mK43b9CLPmgEkzwYYJxlAvRX6XCVxx4vCZycsMLcsLZF4hL1jHRS9mGy6SYe58Nuho7mTlbqLx5bRcDNsolDVF/ga9ohd34u+ZqZNHluMEci7BCcwqGYUYRJxIBAIMsB+5T5xJNSNpGGWSSfwaE6d5CPuCpuh64j4lwisv0XisxvQLfc5XzEwU+7Qcimjajv07FLYchmYIuWv5JEW5xu2GmZCxhDXhNxoVnL4itQPzZqiUhyQt+k4mWAWvxUJZN4qcnIymo99xgoEnMEqyZ1ft5dPWJsIchiOxz4S9m55FYqIcKhrdB/uBst5EniSe3CHjFuT8eKH3wvMt6iywCxEgSCHIahB4IBZoEHbmK4CmUIAYOyvsZejtySv4mnDm4FrpqZmFJ18u73F79/yrKMAp5EIIPucKmdLz0WzIta9X0HnO51xcoaG4dwRjl+sw/mg/weUZxRuZHbZeM32GPFtcR9LGxRUyGJDZCYcOQj5xT5DSx0d+xTOjW2FgATCZW617G8fHVn2Di5LtAvJv8N8lH5Ng/wjOjLLRdtl6EUZTz+ST6ZwO0H6tSbnXhr0kejH6NuklIeXnihwigu/BKCX0ph7cSs55/fSKWILwjbF4h+2VFJRgU47Xp3B82tQyy2x7VUigqRBFxTBbk7g5b50KTSZ2DbLGKDraiZWKkqNLuRuBgyF4sySBadpSgdgl0acv21H5WBICcb3K2wYc6MhG90gKBUX3swKW1CcwtDB82r8RUMb/nhLTmUTqx6gz8UYga5+akYQVr/eEfq/5aqh5+Gp1NNrV77fHnkMGkPllKFOY4UxMNtqNghsUblDLpwEti4MMlqXJjxwrJDImjChfxm85UYyZf68NBFOIzsBPg4Noo7MGw79dBTm3sPXukJGVmxB8LQGJuJbRejkQ7snyqZcZ1lOkwPJJa+i/D8hroX/Mg+Y+oaV7yGjSLroA/fV61lAHCkp0LbOEoY3SDLl0IwMGitiBUC2WTwMPH9OwuU+aujfiebW0PMOOYEdKQmfHlLxithP3ifvX8vQzgHTYRTY3UmR/j6Hmhh1B+Y3nySMcbZSD2x/aWjjUIkjGsgpmpmNzAvQgqBAgxI5W6JWYYdeEXChHKyzXAEl3XCoMNeWdw20NQVYnslSJFXp0285RFGVzPlghR9IYdJaDFTKCsRwLYLGjCs8WaNX7h1AKtHL/+xpnFWFxuIKlIVf36vH98F5hyNXvF4EjAEDCh0zjJVR3mKWosPHSWCukHNKunYi1SlD+bOFWIxx9PaSx5ccmOitle2R84Y0sFwn3GoyMnUIm8HBzRPzO5VPOZxaspzm04Ji6qku7HSjfQaTFmh0Gn7i850aWZQXyLsGKhGsUPk/1IaNJlL9khrtC34WjKzxPSYdd3K4XCZWbO8yYEI9BELaRHqXtSJl8iMMnJi83tBwviHkp90teeJjMxCn//M6LbjIp3wotwsvF7XqZkG9mMXWaxyBKW4c7xZRCBFVXTd5z7Jou3SUmNO35ySlhOOo5c1AvRhjG7T5UMJmospi6ql0ztBxvFZQmBjl80cPhcAN7ps5dOpAxMidHvKRUlyfGXzLwfD+14yBLop/WwreDnhwpY1k2OwtHejtgoZEfDyKSDQ1bsWxqlmBzyaxdEpVIoio+VRxev/BUYQjifIR0btm9MTdrx/fGY3NXvULProRjO6K0EnAOLlgI0UTXP6NlZLNusXz45XOp0dCV/fTu/zpSvv7ztaSyWOR/3v787v2XpdDDD1+L/dP/uXv/t7vP7358+8e7v979r28//PLT3S+f7n765sP7n/4pbuHz3W/uUriQeV8xmD/cgP/29v27P/9y/5c/ffj8+cPPD5x+mGk4kCh55KUWmxqDzfqOWmq0+aprvVqbTYf5i16B2ebSLDnQ+LVJco40/gJz5GB+7qzR5tPbv4WNq/AXwdDzz3YsNvRs2eIydkgHwqJn4SOhh3CPHIfgjYogqT0qXJSgIReHg0lmZuw3ykSgqJ+1FkbHD1KIZ9TiOpCbjNs9YV5IY2/whGlmYo+mFAodJXBYv+xNjMKeF92H7RucEhGnJrzPBH+uquvxx7tPnxfxjn5fThsvwcUB/sUy7FKdbCfJSOGqXHyQM5O4dJggehPlVJ6Is2T086IWC5/sdwZuZ1Zem2FkEaG8RjB/iqWsmCh65ppQxeyAcuOvZNeQEYNq7h4RA5+BOsolhAsMej5xC/xu1N9seLR7CwzISQ9EjJmNn1Fie9xfnGUUhj/SzpZMTSP1vNxx2FWePeWx54nEeqZMs3M2UB2vvh3u5jxmBxG37dnQnmqU3LOl4y4Bc6vQNw5zzru4SuhXZ/zSLPYbIRAY/BLHb0LPHeV/muVZTiAd2PyIPfLqJgkNyddWsq9KQVOjZcGRM2USS4AbiZLP/lAhklNem3hRZ2lBnymT0Tl62hNQFVQYLOZCdaBfUgZNThm02G9YYZGUauqZg4x5XQqO3QZ9V/Qkqw4RWZJQA4scxgZuIEimOC3ox9aT8zMLAy9gnJTuwDbNOWmw3y6RPQwXMKyWugX81Oro1Yv92uKVxGDxE09jZ5mSfd89IHyUOtBQ3kIDEFeVDCtQKQoIDdfKL5q+7KySE1NlcEiynR5yNuUYRsUzT/1niMHiL4UpLBYgFB1quAk9k6wGPiNrOEflnJvHtEw+R01Cc5DDhY/pmYZcjQOjQy0pfi+06eexXi3F05TV0hnNKlHHOLxLL1xRP+Ekx8npMntUx3sU7VB86eFzHC96Fy3GCHDbEywsRi5u5fEbim7zaqEgnD3ZUXpSbHtTJZwuIC5DKKqXmvRgQie3JJx9hyoXcvSyVDc0cbJvExQ3W+085ZYGS2amqFY6XHuLohsewOL8A+JMkFnc9GT3NdRzjztp3+N+hsJKss2ZJURCeyJ0KmARITb1SKac2XhO3A04LxOBgEKfCncUlJ8XfzN4YvEv4zLeNqMvRftWdlwXEdqREHYYe449X7lTyVotTVXOYnNsqjhrBC4JUydTleOC4lfyV74GEH+vkDDc5sJZGfjLkb2VDMvdB48tBXYEQnel7rL7YI22lZqqqqsPRbzy6C1N05EDmxNCcfQ39nzFgV2XlCsiSxPp+yzSLMkox1KvXvOUrgD545p350suAKTySC7L27JW3pdr81pY2pApHUrfSWcnOKaOstRmk1rgNkEzgstEndHzn1qBavP+WPN+dCVGGeVLJoWLW4lJ8hyKZU/J9RUP7GwxzJjEEp5V9MxtO9x0Nd3MdNiYDZTZP2IYqCjvN6LJJk1mQI/qmZYG8sTppaMz5bgjY6+RTIh7QMJ9htkQBDgERWG+RU06ua7YqbS8FdRnXkKNhcOfit3FRf5VblIKCavKtiQ5+7I5k2MVsyo2ZVqCHXTDist0a2Prbm/5Z7EjBjFNpxsKtCgIhcYwDMLgqy0mAc2lTNXQa8opAK22rChr6FV8zyKbrff33CPTEJkjTQm/uXCSlQEVDiNuhwBGhoUT6ZPQi0DT05ChVwByeqwmE+9HWUL5mYSxASwKWyGh8usZvWFZnMeeXrAGFLfoS2m/dCNMPAz16GNc2LPs7zPgY5gLZIeeB9xOzIDbSfQl9CzfRwfcw23+KWwgN5qB/H2GjNcjG64V6gR8dhgyE5ieeoad/hkSIgXNxR+rUqpUBbq7XNx4zkUJaYTiA2hrlcXxJKQkRZSesKa4lR8Y64pH4RElxEQpEIuK9+CjliEG48oqi2eIGYGYyuKyEFiLZ+8pR7G9dTKAIFuJQTMcX2JhhZKgRPbUFscbqEwLyU1VaSVezhU+U1YWFx3/K0srmM4MKR3ImFwc75wiKacKy3SgzGJpPOcGPOYGVNgHVKEU2cAs3ZEew4lAbU8hJfr7cGHxNUaBQqcowkPNqGYossAog4e9/7LX74xKbIg79aYHsv1E/WhPC0yBnAU36iX0C25YakKThyIfI0XewioTrqZGVCXVQLwekNeEX0khHaOsO0edaE8I6HM8xT3OsMXHtoxHEebb0WTZ0+RRZemJD5Xmcaszg/kLd/9RNJZhmHMmJicpOJr4CAI74JBIH8+o44pe7RRFuCmyVA64TCgQb5RvH4osg4re4NSM3Y54ZZ/wqXDKTMn2tJ9l3mjyLA4W2kjKwLBAK0qRT0Vu04y6WTtWuHkxdxTFgShLPWdsKWpEW4oaSBzoPhr1EzZsHrOkQ+Dto/YQ2m6NlxyLFKos05QqLs/yhLzW5DimacVfcTiajlxwKbopfLnucDRkNzbkla3BynLF0eh3o8DpgTg9IKdPH41RJ9oTMuBw6dH/7NGY9GGF0RqysJw8HA0a0sXDMRKuosMxKTj8kAQCe/pwDLGQ0QrFCZxQjT99OGo6kzXhaOkZuz15OJLZPXM4GnoIMWTOjuIfrzsco27CqwSeysSdKw7HEGgdbSMoDqlb3cnDke+e1QfRIxyPBiwnvShdIxpaMtdnB4UBs0yPOoYM1Ir82KIvBr7s94yH40CCnZrl8z0bGrPB49HQC1GiZ3oun7MdG+oY9QEaMufgxQHnxjvTFjITpym1Cw2XnplyoyXTgJlxezUhZHZfDyG3ECU6dduuysKXWV/bRQxLkzaMnEKYWm04EyPORFIhhBM2kw8i6kYTKbuSN+JU1B7siZiNnlZajyuNDnZKjJAbLbkFRYTsby0UlVig8V+Ts7XGUAuFRWN3ePk+VFrJ3j+Yaba2eM0w6Rx7RkyIByZRisEv9/kFv/vmTUOFeB3pBQvabagQ/7CoEHLYTkOFIE4El5YyVIirongaKkRDhRB50VAh4sl7XFSIR981f/eoEI/gCdRQIXb7+QdBhRCFtqFCvFBUiNw50VAhcmdOQ4V4OagQX0ohIUY0BUG03YX2mgf2FxprahEhvgrbq7XXNESIbeMNEYIZfiUixKOkIvL4MnsHPjkXWItPH5ZS7iZyy3OMcC5VIAUdaQI2CK5IEfIDOBjoHh1isvnkgUWZR2CNb0Oc6rcjBgUvTXL8jZAf5Hgwve23B30hSk1A3psR6gOozhg0njtXnwH1ARLYy04GUDgTVZh0asn60rAPjxexWOhkVIIBRnXA+4YJxfyUlPIuWqkmxc+jN8fUKpK8lql4jl1QXM4fIJOS4C16xLHLI+88FBcRYUCYdM8nbnjliA8aOJXZ8C365UXRnyHmElfASPvZSPvZKL879x2+socdTNjTJhJpTiQ+38R7TdSPJlp2x2wIQ8fQbmowH0k+spajmOHsSKAucD57nXUtQPchim8NX4TMw+QYl/UuUAnvApQvPC0nOtRHWloo18+B9gB7eC5XNATKZnNFH5LSRLZoSkmcSdV2SEo5ZzPGfsuudcckFFckOZlhRnnyL4VcM5m87hFRQZwzrIm8qcPQcAEreQEf26ajfnzP0C8mAL5kk2ZonAjrIpyorygl2dWL/drilcRcmC3/qXfAEuELkb+avoTlJr/MvVj+Clpyir81o0TlJT/KGmKw+EthykEwMD52MQlJO3bbsXvi2OV0wYyFV3Ls4q3sumUIKR5zmZ2heD6zM7vssIsROqmkMjtTerHM2XpuXNelY6aG5d2Z+Js7W4/xdyD+DsTfSoZVjeui3MIvhL9jAX/5JfoMfy8ShA7PnZ7wZy5LA02Zkcw2I1UiMSEMyRA0XoRPqKDV2NOE3dukXFgGCZXJpNx7ybMXk1SQGSokL4vcXyUyFbo3mezpS1GVxE30qqDUkpQt1Up6W9RiunhCk8FooYlerujI7CmwucftTNbZ5sTqYcdSFDXsk5mTg3cAQcvDD+CzHgW1WSaTblI9KbW0Fq/xwMN8YnqfGVQ2FzC7ZQTlM6HHu55iZXtKMSDja2ByKUypl02xi1NFJBIsF6U33XDwomDbrR+DNElY1Ersys0oNI0bBer0z5ETHF+gxD1kwp3LElakpcQXibzclJu+ICM4vnxR3uDEy9cVGcHJLaHqRW+oKp5Ln5x4ACQ2GHTHo/VGerCWzjfKBi4ebvXZwFE7I1xCBJ17HfnAwU9Ioitpus4ezU+VD3yrpGM26ZxOn7dh8XGP08LHPaO/WTSY+C/nVG+I2U5A86WuPXLPnPqD0lOxJaunvaynx1UZ64JsWQbTIXJeAyR05MnZkhmco6IcxyCZRnRzsgRVO8hkWkr3ZQ2Z3Ejtj8g6SqjBtZEjlG10FifeWhS5QkLl6BYynloK2A9ZvKOeR+p5rO4ZJwdN1APqiIX95kzUmJOcclaFHN6XZmHH8Y7EabbDpnKhc0ZyWTmjvBw9JfZh80gijz8BiBGCwJNnBleIaq5ElaW2OKbT6qVlj+mBqgqjRzzmah5PlB4vK6xUFSFK9vrHRM0VdBwvmyFiuJ0qLs65wizgiPx3TXrFDm6TSnwtqCwepZxdBVmw06kR5EUujZhbqpdMSArz9qtBtkmE1J5e05/xKUyRq6yirV/RoaMyh10yLSvmEJ68dCjqR+pZmq0JJE5l4NsisgKhmCGVnHR9q4HQEa/T/sveDbZDHUhT7kxNpmRF2fkikTNeiqSrtiGB1kJphJaQS+fW1mUJVeFU60SqRiie8TXVpDHpHs15mlBcCLod5GGS70JRF8FBHe06IyqII17CSCHOaOLJ3LFZb3pSxMnXUxYTdKWfpDPHoCm2trTId05hq+neHQnQHt97uvtmcvYG2K3gio6JSC1dfTkRKXQ7yapx1IkXbeiUkjKnUm1ivjrhkIu8zL1OJdPIYH8TLb8Jl1+kqa1karSfqcwjpCZoXU05zFkWlCEGVWds1JT8XpMNJnwRMjaSVVdp8TDoUQPRkgZCZv764vKqILuAplA23gQVhbKpHu+qlPWQIsQo1zElBo6iCRT1E6aeMllnXmo7mvpUEB32rPC4UQQzjqfiRS9IlGG9l8KGDB6+ahCL09EuqsTcej4pKxo7JzSRhS/CEuecnZn3XEMnrRmpZ3i2oZCd2mPGkFXZkLE/fNk9Zuh4zw6WXj8MeajgYJPLOKPaFuTjBGXGMOgAL+KeJhdjcKWkqahgqy7zpMdZc3HnIbmAxV+r9hnSNoNhMeIUXHsSah+Y5rJDJbBAQ5mvEzMEypbSdMqJCXNN4pSTngeC5dm3LpyhAUE17EE5B96sZ2xicZxPC429HksKzSoGTvo1/iQ9MlVGQNRniotmLIMmw7rSskUNhwmFL+KlZm8W4RCuLG7QjGXE2AtKKl1ZPIP6m/AkqCluJS88vLdKhVnGREIoN3GmeF9Bt8UdqqpwhhC83lUWlyffWtDvsPgLTJP87x/f/uhKtzzJYrsvKulOQbstT3LLk/xwFrY8yb5luDm1PMnRXb3lSa4aWsuTDGMQpa3lSVYs2ysTW57klif595onWaSx5UlueZJbnuRjC6HlSS7Nk/zv9yPN5EiebiM99Vmp2Y9FzToXRV3V7tuidrW6IVp0pt0fy9odb3Mdve+L2jX2puravStr1y+tvXYvtbI9dFVqZKvNb/1VP361draW33rbeMtvzQy/Mr/1o2e+3rJF97LvnqUgUEtOdLZDTzENp7g2+Hjuv+w/4ILNJXh/Ri47GvolJ5LV9y5KQCzHyAJ78kly8bHd0mM7weJqykapO3zm91/2JkZhz5Z8mkJ2pCj3NU4NZX/S4HCW05WeIfc1pMkyUsANF8/EVGnyV9fkWB8Btgf3QrD1sedoNuX61m6gM1GlSS9OXiOgYyey0qPoAT+P2gOyA8qNv5JduWTZ1dw9IgYW/ck0RQtjzydu7uX5rzHKyvt47u0vBt2XoujKEFuIwyevbXZg0qPswBQlFgxGA87yhj1PJNYzOifnsjIXJjmEnjm/XDKjXi5yFUPTDTpkR1PoXQ+hX3LHNlp2x/ZR2bHzIthnwhch9zbjNswZNzWFQQEJxAgasc8hGssXLi+U7OfIgQ1HziRpHVTcZNz3e0qR1VNckyUn+oS0gJeZMRmdg1waLaqC5OgaZf8KPnEYUZ5TBi25Uiry5iP4FUPKYCJDvBK9rtC/yKdE2Rdq/SYv1MCiKAu0Hx6SKU4LBp9TXENCGHgB46Rk/EyT2zSIQyTZYbPEA4KBCjDt6UvPgX3pYr+2eCUxWPzEc+ZZpmTf5A8In0JP2+hL2BFk1w95XAUqRQGhEWaNpi87q+TEVBkckvy2AhlTcgyj4hn3jDPEXJhj/FKmsFiAUHSo4Sb0zASGBchuJnvwQS2Tz1HyTzc5GLNjeian8Q6MDrWksAQFbtY+LrZGLcXTlNVSikw2lFnMf7n0whX1E05ynJxcGkwKj/PiuXvdSp7jeNG7aDGG1FDBTUnyZqfiVh5/IpJK4XJk4ezJjtKTYtvLMTMonJh8rkC91KQHh9GHV3gQzigvpklz9BqHEMr42MOjB+2iUNxstfOUKyEsGcpQaOlwTaRV62niMI0KRxpiEFxPdl9DPfe4k/aU/wiFlWQbHAVURmQ4Wo+SbyRYxDnvkEwZPm1O3A2g12i2FfQRHARhR0H5efE3gycW/zIuU8SrISEU963suC4itCMhJJw17PnKnUrWammqchabY1OFO7ehJZFLiX1uXFD8Sv7K1wDi7xUShttcCheDcRsqGZa7Dx5bCuy8hS5m10Fs1GhbqamquvpYTriOo6cA2UMHNpxIUYjwrup0yYFNsXu5AxtjiClbUIJFmiUZ5Vjq1VJalsQVIH9c8+58DdQFclByM9+WzcSJ12aQJnTbRILrTjo7wZk4kzqtMol0D36zPeVpRt69bAWqzftjzfvRlagxDl2eFC5uJSbJcyiWPSXXF6EbgMUwYxJLeFbRM7ftcNPVdDPTYWM2UGb/iOF0SHm/kSvwDcB4nsM3IMcdKekoFu/rk6AxG4IAh0A2BBEgmL9ezH0CVGp5K6jHOECNhUPWBOJeKsKB5OzL5kyOL82q2E+FcACpGWzd7S3/LHbEIKbpdEOBFgWh0BiWg8JKQBKKvWoyhqacAtBqy4qyhl7lZCZos6V85Zx5CskcaUr4zYUzpadyw4vJTrZk5lLY04NqyJYS4RrgK0BZCnuJTLwfZQnlZxKGg7UobJfk2qc3LIvz2NMLVirXPr445/qlG2HiYYhy5Rb2LPv7MPTuQLymVGJRcjFNX0LP8n2UkpjZ/FPYQG40A/n7DBmvRzZcE/ggnx2GzAQh21iEa3DCdH0FroFVkP4I8dYoudJUUdxg5nQjenxQisvK4ngSUhYpc6a4lR8Y64pH4RElxDCup1y8Bx+1DDF9He1YPEPMCMRUFpeFwCLWARa/5tUS7xFWfrcf8HynRIM9eibyyzEac2e5zx77pG2Zs9mS4hMlAzXwZe8uQi5/SqGiF74ISUfpypoZb9SNJlL2RkwpVmm8OFwh4yjlzM1A042oElPuT0r9qQieTpG3i9gnnZkjHl0JHuFtkTwD5ANzRlOC6tCvJ3z5guIbep0qxqng5jmj2SQl/KCSJPKb4oxespkENJBVcDIJ0iP4EE1fVlIxMTuvbbq/qoz7kaIXAEXBRGpEzWfGNUbOvCLmssJUhbl9gF5xUsxBcZtwXVEiXxlohWcELB0RnIvf4aFLCgISQ6GUwUO9qrQy0pmuLCgYlcVn6T4HKRgyQSDL/CNrac9S5Ls+410u2mFKpX3EO1WyY5B2RTYs3qFzB4Oik0GNdIaOaHVU5LSh6KVaTqGsZlhqWDwh9ri1F6y1RBp3suvQFiicuyBPkyh7Fm4sdaVzqFyIsyU/MKUkm6cZbWJkiMNTSp6ykbZHUDowew3M1YQyhd6y12ALabgqQpA1CS7kwpDDfRF4NFMcdk7xvqJRZDLF+zpS8DaUKW5ruJjjubQGNSEcdmJXBD0uPtvUlaazq5MNSRG4icbR+EcesogrCumMvpidnq+B/sA7rhJ9Bg1Oa33xHLgFus3QWwpH3kV3QH8I4BEg9poCjIJew5dw9ECfFO2X0S6jTrwvfW6o6KFI3kGyeBoKD4o4bmjSFPbiL5fQ7SjpiyQFItYlSWRtaS0ywOJUGwpJSXAdL5A59Tqft0ODTq9BA2Oncbqz5rrEDhMoMbiQ6LVf0UhVDnucgbXpwSR8iYw2MN4kHI8M8VG1k+WKX5Sck/Koa+m8idCvDxUXz2RDptuq0rJ6wANFf5Rr+DnitIkMsgTcU1d8Fs3JA91Ua0qLeIpESV1pUamxAz4QVJUWpYbyftSVzsgYTf4pGXtzKXTETla7//jw6fOfP9798J//ev/3BhfxMnPYFbTb4CKeGS5im57udMpUhUWuTZn6H/fjzeTeXK4esAUOkGIe2/1Q1O6yp8917X4qaldRGsVsw5/LGu4DVEZhw38ua3i5hqm6hj8WNewsIpUN35U1vBz2lTz+oahhBwY31DX8n2UNz7eukuJ/LWrYuThl5PiiKIGTgDN16cEb4Ew14MxVeTYa4EwDnBF50QBn4sl7XMCZR981f/eAM4+QZqMBzuz20wBn3jTAmecCnBFnrQHOFJw5DXDmlVlPFJr3M3goZbaT4TapqmYLTSeLqjZXtVtoORnIJJNpt8xworug0pa1+7Gs3f421rVbaDZZ9rM6/hZaTWwOHueY0cR2ZNvItFtoM1n0M1l+r3z5uP8Vnz3+6+7X98uid8TffV6WR/f3d8tupLv/+Jd/f1jZZQ8h5uEK1R5CttS+iocQA22/HiwfpLwIk6n0IQQpPwnnc4VNs7uN8MgrXrRD8R3lzN5GMje82SpnGHwtmqjIU8oFTmKEZvgUrkdnOo37iDRfve3WbVE6060NOHORBVa6kmXm48kvRn4jLpSQqHwU2TphyobElKlgrfZMh1mTPAqQTDmoX98s+Bt2JFcd08iGPrawS5OLrJTXGjIyItrQqH32ixEWXMVFY0YC5fwX0bxqnn3DArSXAmME53PB7y8rj1Ur5P7X0k20Jjj653fLOfD+3c9Or+nu/70f7Ialu6uOXocthnVzMhIF4mIn/4YQBdErmAznngTrLkqDYuBLck6W+y5Sm8GvcHFLsP6WKzIGEUSfomcutF1H9Js0r8gRHKg1OWoN8TYegGEuhEwBGtNrWOStnJolnrF0+US+J4PLsiPexhKmiDTN9Js0r2B15uX28RLB7Vo2+LR7HsuGvwLl7rMD3jut9+q4/iI3eMxavMv98H5RN6sd2Kavu/ervbc5tbzkLvSi7m6XArEiP669vR1q/QVCsVY7sV3kgjJB0ghhM6bCkPLo6HOYi9bb7vLhOEwfuVxhzDhTuCp6e4o5UCwKniBLu0P9g2Ns+TTCobt8mgTWxe0+fOlvsroeU6d5DIY5oXzLCt4Glk8dEowcPjF5uaFleYHMS/GCMS0x06/7BM9jrmVQmBymOtwD3ScZsLNXOEIjvujE1GkegyBtvX9KiyZPw6WfOHx08tyDOwxtUdHkPGaTdy2JEpmtPqJRZjiNc9GH/TRovRM4+YRPe+95iwLLWUBHlgWL6yLqTPvBepKCLIySsr+0uz0U3IyJD5AuXgphWhZS0OjUrf4xMSi0hjd5TbBfOpNZ0SXPwixswT0sTg2GkkiYY1rfEN/PBcFWefVc8rYOEzCur0t7LAhhY+GO1zE8KrxXh3YzmLC5ezQlKPcHSuwSh5M/YRybiwLFjWte76r7j/W+L00E7Q7dgSThPTNySwthf6O8VURs1jQXBmYzRJbiNuFgWxHk0X/a2yZ676wdgyNhiGr4FGPEYlK8RSPGZZfjfNyZZpJ2Bu/2CkxWPBLjWeKvQoqtURyHreZNHGH/V0iY6c+eCuEtWjuuZcyoGG1wQYRyvss8wpzD7jGCXcuoss3hbXtP5k6c+rmhlUxelheWecEpKdEX2LXM8Lc9mo30qgrvEmxwhJO+hmCePDyl5+B9a3YYfGbueGSZhQcYj8i7FCs0s4K90XjrHECM3Sfw8DJaSvcTteqHl/PVHRQTq5lYBF6fea+dww3X7HD3zMSJA8vwAdmWcjhnM22fVXMMa5mLetrheWsz6/3YWW/XRRn3je7S4dPlZ70lr1cX2YQGdTyoKLO2oZl9DOUgVkNOaEYH1eGUXqTp+pTVCWOZDMtV830Eu1cspl0wa4fVimbtC0/Ix1dvSnRzE5z/ovWKunlbr229XrReD91fDYcxxbfK3WvUVfitXk4fvii4p7NpGyrYm80Fu02aOOM/GW5YhZbRwdzeLHDGYcfJ+w2PMGsLOEiwCiHgwVGFItKQw5dOXmbv5cnL7r0pXrCGi8F59kbwH36n3cydrNoRFtWY03En1nHLpg4DK90n0HGJv2emTh5ZjhPIuVT0Ce9HI6sP6Da4tEyReZaF2OYkDd4bc6iIMXGah7AvaIouJ+4TOrAhe49OnMvdP+BMdPKZOHlzenQmoll7OZ5HSzORiAMacA0Z6J/gKUdLM5FLWWdZ68BwanfUJzwJcf/reNF3MsEqBGAXyvpSpQdZdyc4qkkmGIoCh2fkcH/ToCY5jFAtcxiiM3u4Cif0OhIJShYXwUSs5A7eD9GTG5xIPLn+056eNFPvhZtk1Flgl8H+USEoOJAzTwN8CLmnGdIqw9IMFXsk2FKIGq/ga4J20SNroWYWnnu5fH+TYbnU6mYR+dIqkPqOwwt7PppNYF3YMXuBWPLYz7mvd/AUGdFuaPyCZ7LnYRzhv2XrRXlayavFdSRtXFyhF1XT/IRDB5j8ZiFI6eMjv8RLXYer2/0XhxkpX9MmfyJFSGQoDB1F8GrN/iWE0apzJluHvgxnhYt1wNyzUxhW1D16SBj2kOghe0SBh8SYcakAK/awHjeFPbiVnPP46RWxBFG7Y/EO2yspKMGiHK9P4fi0qWWW2fZqATNn3O9U8CEIjtbS5rx1KFzmXd7ucK/Do51YeSp6YMLMYzn0zJnvSPUh9JnogTNXo63CSia6R1IoJjQVsQKW1CcUK0CwLfONAO9mTiOEFzSXJhkXXNSZeCOQtU9NW6DT7zknM+n3iaQtmoevViejXf2e/OpHmV/mZkHRMWM4RPasigPtTg4SEq2K/lN6bYXHoi87FRJAmyMoO9b4/SaC2vRPtYHgYWSC8VVwEA101uAF1VUQ91OHuoYHsiV5sJFXWEQwAzJiQiOHSikzrPd5MH3/yy1MQ/99iDUP/ffMMPRAcZ/k8feUSc2hbeJuMAQ7bdQ/SxgaKA2mz0u8MODwPclx9wMP3+Ir8hC87kL3RoYpH9bTLILiDE+kwW6ekFczUP94HXShLPL0z3weKfJTjI+FoMrh+w57gPL7zpPDcpo5XNvDjMu+mzOFSTqNmC0EGrbokD0sDirDUFgACE8g8GrYb22IL442BAo5ntDDwwb/3i9BkrJuiCN2r+l4tFFcd1jI6Ljq1jbmZvJu3/vM72A/WI4bhASLPn0JhKNbhzVkn7F4s6b+o860JwkdbCJ/1S9Br5hxQY5+JX0x+Gmf/2hOW+bMX+ANffqiuLPIrDXS+CVT99K730J2KqQe/gpOXBWSzCgvQxoPkNk7IXuGzZlMT04U9RucsAkVqvDpi+LOwjJH++NCuJH1o6iz0Awd4CYoP0FVQYOtDcbfL6FidsGiZ9EiHRQyHT59CRsNGjSXtjow8LgDSlRo486idY8KhOag1plTSEZ5sw1+2ue/Qf10oBuV+4RvLR0tWJemALdrVCAIlzlxvJxI6/bmshDHYfBv/1GI491PP/zl3f88hC8WBTcOX6+e90N5hZGNry4jzXVRjdAyOHCciGhEmotaLotmhJbBG/bCUMZty29OhTLqrv9ma3fdN2xvyHAvdBs6wLrSk5XaX/EKK8zrNWHHbL5dKz26k1ykr/d6tt+WuexT2j95BAOMQIkWXSjdi8CvTIrjvj7On2uEwqKJLiMTVP5liET5mqkcQJVA1MhDkvEnxOGK5RKbIfDYTw9iK9GDWiM5S0pbkZdMi2A3d2ZFsDSr9cuzSZo2wWGiiJvK1nATSsvcZFoEbuoBCxsk5TJufjfqbzZ036cnSaidDwqk0uGGVDS2xwavWn2dNmrxp3u1uPvuvxfqu2/f//WTUyTK1WSXuv515wB5dZpySZbCQ/qsLtHBD2mdFF719MkP3QMq5M9Vq8F/byfCChlwc23IJqMJdzR8idDNBzDpO3hzAreFc4Kp3RKbsyBEpGmm3zATlGcbQkosnwiLF5l7VEvkgb1yRrwuKbvMsQlhvxQkAyLHJgiMRLYQKrqR2Ujl4ZLjCHoEGA0X/jNjR1Zy6eIKZlUk9t+q0Y/ZBQ6iLViTt6/D4wVb8PIJHzOV7DEft+s1HyV7A0TUaR6DYU4o33IHxnOl8KmJGNzm7vXO3UWrcLrBLcSxTzIHcIVhZdXRqaebIOZv78DL7pqxJ7bGzJFUuZcqggXUSjIocHk14fPgVXuvwn4khzsqv4zDXnhIJcrjTFwm7j4U0/NccpBncdeZOE3Ei17Kz4INgMt3pwxsAnI4oHoshClhzh2UHTgTW9Hl2iJienV5fbMnlvnW7BBA/f6+3rV8MOxD/xqdXYmAGv7OaL9yqaulp3Wu4BPs7pwwUZXIU9KiL8B8owQ9wYckcpdG5yD3KUOwxhFm3oIj6jSPwTAnlG/Z21a1/7SepZ5g5PDhxZEfWpYXyLwULxIIVOgXMJOj59IyRt7G9rIweYNkuJ3x6NIqg4sZU6d5DIK0qZCII0ze6tYWTd58iTJaMLQsL5B5KV7wyuOFp8GnQEfhaGHuvIc03kn3yIVktHT6pshlannZkagpAuhyGgsn77sGFLNgZFlWGDmS1UUSACemkIkxOMMgPOhydmEyLh3FJxr8VHqE0hHH9GKeyGgIgqD5huN4HEqfiuw9s2E+x2k38YaZnDut3zzL3KU2zILTLjF5HO9OHL5IJZ6DU2TQcGUXJ6zgE/XuXY0n8iqOFGt/NY507TCV/twIU4nJSEiUsjo8sZIJRi/8eAyGORF2UDyro2S1ZofBbe5e79xddiOf6SjsJCsJVzDi1KsZwbVd2k6hh0SF4XFsUCPa2vQgHiaJCrMsRZYuv0a8/C4VINlSh37q19zKCaLdqWDSOcqX1sw51iGjtKRgdTgP4yOM2swUVdjdJJsjlzfy4phwcTj3B8lqM2HaiGVxACbDZQaoHjuaJPtQ9VAGeManmJ9ceXN7jOcecvEwPbwrkRkYKyBaQm6/csu+aoMLyVYe2cjuwiGrrI5mukm4bwsvB4vMEi26PVh0XbTWI5xrCR73K+xr6aSMmRjPqIoP8p7p4cV9wmxvI1mZDKgnbiYyMtfj8PLUjkztxNRCfMjSMsY7L58M2IGIvWdmLjO0LC+QeSleaOLFwLygdMtTsF4GHQ/zai6fBmENxO36ZZklGKNTFcM4pEQtEf/cU9pe4vCJycsNLcsLZF6CFwj14j4p4gVedw0FJsaxckE/l/wsyZxgyPc2Qa5icgtkLcIhEyNrFfpyHZ263NCyvJjlnANLDY2smCjjgprIsrs0TFvQTGAoDhREmjsCI3E7vDx3nLXNjSEvaWNIXxZiMDGkjfj7+g47MGimpm4Ke1IUxwpS/AhTR6bowtNuJDwop8hi/gXk70UKG77DO01Bul9i+YWPRrSqKMr6IefNCQ3G04eWeZIeMW8O8S6XOIeykoRhh71yBBtKYF1M5nSN/avN05PO00V3gmgdF00bV6B5q51ncOxBbDd3cDzCvmIjYDdPmHSn5VeIEEu/Y8AJemZRBRewPCFJj+KAklJTJPgWruAi5OXkMWkHicQLDOh4zg63XQ7uC+ZK0LnHSWtwgHLytHJ6UbGZCSHQfcJ0+lfBtxQMLccLYl6KF5p5we4GmHjIatLPrSb/bash8RH7BNDKzPq2sD+HH4Igax15x3uzq9nh7omJywwrywbkW8rXABM2zQSLEPkfRPOGCass4+5YLea2jtv1A8wkyJgJFiEegyBo3XoQxwlCKHchMPjM1GVGlmUF8i7BCoS0sAwvuxxC/nYecoUoMGdESV6iXCUZF6PR50eLcpUk0H/wiT/urKL/7OHarfK3TzDiwMRjEBjWUTq5+JMp7Z/hdeM5FBZbun/cJFHCXtthP5HZNy286G/fhPdphBct32XaTrp/AtcjoMNr9FbWqHGg1Sp4ImfRANdME7IhRT4WmLMqLUoILRQ+7fXP6MjO/ItJ1iZE64n7irrHXcXID5ATvLUvDJSBmCYywscDELgVBdsFOaKUaB3eenm2MMOZkz0Q40gKFPdVsYya4DbBfZWCe5Etlp+2e0jYefYtXIeZfxiKlXP/cwWPcHLt2KOUeP7LXCWSGRHGmHCnVkh+BlTerpJ56cC1pa2oF40viQqj7PxRa1NUPUZqu6ck/Qhj75Gy3keWpsfOFXxOk52dwLlII8pA4KCPlbe0FUTZUqKk6zPs2wvBkk8aT1avMr7VMXWax2CYEyvBmnHrDCH6EYfb5L3iybvMY22mcQpbEJfPxKYYSq9hDCeqNZTp3QEPMCicgVftPnOGRe16Zmc8wQ1ltjWUX8NQfg2HAMdofgNK3VWhKQUDy3ICWZfiBLqYGwJijKL/Yzw/sFX3kW9ymDoxZDhqN6yT7NShE79JgVyQrEWqjvafFK5A5PCJycsNLcsLZF4qsQRPHqZpMIQNu+yeHbKiZ8CN/qaF3TNu1w9wzNLL5PLUkawxrn0MEGV2+Hti6nIjy7ICeZfCHkGoPkPhfIZguB2WF25BPYUT08FLWj9sE3TuMLkYzBePQBA1w9iNhtDtib+v66TDHPqJaYuUk6edtoE3iPw5l5i0SH/ZO+cuU1YY4HCSbn7EFpmNBXoq6YmQasOJ8ImhX4GQVxDVWZukIlM+JPgqNONThcvCTA1bkYwKz9NhGUoJ7gtedq57qImM/GfeHQ4/1Bx798haVXMEH7eqJgmutxMetaom7YQTGnXBSlprYcqdRbnkCEcPo2N30ewumjuNjt/2j51HWbtaL2Z6q3buy/twnvXJjD0bgysxqhEZV20IjFSIcXDeJ1NF7tjBK1/rLZnhU5r9Y7iclVaAMLulghRfWJAuNpGYE7aTMgl2CUrhxqU6BJldvmjBzsECrFel8mprlSJA7nLYUFLHRNTQgxoqYYYiGhayJrPVzmKo8nI+wOOFS3SYC91H9xbnn7odV+KBSilCIw5CWZpwllWxrGAfVsVi6rRnDjqcupyzEsH5JCzX5VSJ8pGsi0KT7pjJ4HY27L82R0JBBoNsPI6H7tojCQNi5DkrGPTJJJUlSSSLIvkKgnQUQ3a59IUgFHhWZifJ3mpyUeZyV+ZzS5KOluN47s2HnoOJJF1VvjZ2viCyPVshF3VyOBBtYJi/KNYripCR5sgEcEPPwkwyc+vXRXSsIy5d4li3rPiH+Yr9lLdTmE0BMMt5RKtzBlT7SeS9GDI6Cns9JAygrKfQXcuEREGKGRx4bonlY10SBWR5dVbr65JUK4yBjrNAG/9JisYMAhHv9FUcUZjlJFshkx06z0JOgEMnrmgwowo5i1w+zWtdDhwoHSG/HhwAVchuHWiiK0uBNaEBZ2YUZ3VDC2HnsTP93iwn66nOcJNLQJNd1v49vLQC8o9z9ICO5vPHp3vIp2G7LquaJpjzKG/ZeorJyRiTSdW6U0mqWQYyHMxZ++9/LcW2qUEG//nd57uP79/97PCauvt/73eqzZVbAOzQ27levshRflEVr3lMlLZ52Wd8w9HxicvRBs4a/JSci4noxfJI70D2j5BQ018RmdiIMs30mx1mweaIxOocsZZ4O5BpaSJitebrbEec1TKx8YztVCAldKKE2LF0GJYxxdRpHoPZ4RbfO3KyW5ly/dPnDx/j310K9s0KDkv0wy+fS5/vXNlP7/6vI/3rPw+aBBb5n7c/v3v/ZSn08MPXYv/0f+7e/+3u87sf3/7x7q93/+vbD7/8dPfLp7ufvvnw/qd/ilv4fPeb2wEWMu8rfgV6c7z529v37/78y/3HP334/PnDzw/Tc/9pXLd2z0QFnqZvnhCczv2pgdM1cLoci4+03MDpGjhdA6d7jVLWwOlOjrwBnCUJ1jMR3MDp2tw1cLrLx97A6Yof+Bo43cbu2MDpUhUaOB1OZAOna+B0DZzugZ3gxtvA6Ro4XQOna+B0VaddA6e7XiVuAGel3h0NnK7NXQOnu37sDZxuM+0NnI53rQZOVzyUBk4XuWE1cLrdCg2croHTZWYuM7QsLxo4XQOna+B01VPXwOkaOF3dYdfA6a5V2BroWURRRYKNBk73Dz1PDZzupLmngdNt1ZQGTtfA6SJeaOZFA6c7OXENnK6B0wmsaOB0Ww6/eHyvBk4n+oc0cLqXLLwNnC7JmYbxBfxtGF8X7MFNcJvgPqfgNnC602Nv4HS+owZOtzv2hm9mmBMrwQ2c7nc3eQ2c7k0DpxMGluVEA6dr4HQNnK566ho4XQOnKz/pGjjdtcpKA6fTWTY1cLqtgDZwugZOd6FVtYHTNXC6Bk4XU1Thk9nA6Ro4XaCygdP5gw81mwZOt6eKNXC62gwG2XicBk7XwOkaOF1aaBo4XXSraeB0aQMo6ykNnE43cLrf/Bw2cLoGTrcdXgOnM0y6Ci03cLoGThctxwZOtyG2gdPtLssGThe1wOB0D7x5TeB0bmjLv99++PnXv352P/3xw08PTTSUuoZS11Dq4govCj+Mqd0S+8LA2XJHQUOpe5FS1lDqTo68IZ0lCdYzEdxQ6trcNZS6y8feUOqKX/oaSt3GANlQ6lIVGkodTmRDqWsodQ2l7oGd4M/bUOoaSl1DqWsodVWnXUOpu14lbkhnpW4eDaWuzV1Dqbt+7A2lbjPtDaWOd62GUlc8lIZSF/ljNZS63QoNpa6h1GVmLjO0LC8aSl1DqWsoddVT11DqGkpd3WHXUOquVdga+llEUUWmjYZS9w89Tw2l7qS5p6HUbdWUhlLXUOoiXmjmRUOpOzlxDaWuodQJrGgodVsOv3igr4ZSJ/qHNJS6lyy8DaUuyZkG9gX8bWBfF+zBTXCb4D6n4DaUutNjbyh1vqOGUrc79gZ0ZpgTK8ENpe53N3kNpe5NQ6kTBpblREOpayh1DaWueuoaSl1DqSs/6RpK3bXKSkOp01k2NZS6rYA2lLqGUnehVbWh1DWUuoZSF1NU4ZPZUOoaSl2gsqHU+YMPNZuGUrenijWUutoMBtl4nIZS11DqGkpdWmgaSl10q2kodWkDKOspDaVON5S63/wcNpS6hlK3HV5DqTNMugotN5S6hlIXLceGUrchtqHU7S7LhlIXtUAodd/esyYDUqe6F4hS98MyDW//7H5qKHUNpU5k8ZGWG0pdQ6lrKHWvUcoaSt3JkTeksyTBeiaCG0pdm7uGUnf52BtKXfFLX0Op2xggG0pdqkJDqcOJbCh1DaWuodQ9sBP8eRtKXUOpayh1DaWu6rRrKHXXq8QN6azUzaOh1LW5ayh114+9odRtpr2h1PGu1VDqiofSUOoif6yGUrdboaHUNZS6zMxlhpblRUOpayh1DaWueuoaSl1Dqas77BpK3bUKW0M/iyiqyLTRUOr+oeepodSdNPc0lLqtmtJQ6hpKXcQLzbxoKHUnJ66h1DWUOoEVDaVuy+EXD/TVUOpE/5CGUveShbeh1CU508C+gL8N7OuCPbgJbhPc5xTchlJ3euwNpc531FDqdsfegM4Mc2IluKHU/e4mr6HUvWkodcLAspxoKHUNpa6h1FVPXUOpayh15SddQ6m7VllpKHU6y6aGUrcV0IZS11DqLrSqNpS6hlLXUOpiiip8MhtKXUOpC1Q2lDp/8KFm01Dq9lSxhlJXm8EgG4/TUOoaSl1DqUsLTUOpi241DaUubQBlPaWh1OmGUvebn8OGUtdQ6rbDayh1hklXoeWGUtdQ6qLl2FDqNsQ2lLrdZdlQ6qIWCKXuASPtNaHU/fDD8qH7w8qHb9//9ZMDHvtaoaHUNZS6hlIXV3hR+GFM7ZbYFwbOljsKGkrdi5SyhlJ3cuQN6SxJsJ6J4IZS1+auodRdPvaGUlf80tdQ6jYGyIZSl6rQUOpwIhtKXUOpayh1D+wEf96GUtdQ6hpKXUOpqzrtGkrd9SpxQzordfNoKHVt7hpK3fVjbyh1m2lvKHW8azWUuuKhNJS6yB+rodTtVmgodQ2lLjNzmaFledFQ6hpKXUOpq566hlLXUOrqDruGUnetwtbQzyKKKjJtNJS6f+h5aih1J809DaVuq6Y0lLqGUhfxQjMvGkrdyYlrKHUNpU5gRUOp23L4xQN9NZQ60T+kodS9ZOFtKHVJzjSwL+BvA/u6YA9ugtsE9zkFt6HUnR57Q6nzHTWUut2xN6Azw5xYCW4odb+7yWsodW8aSp0wsCwnGkpdQ6lrKHXVU9dQ6hpKXflJ11DqrlVWGkqdzrKpodRtBbSh1DWUugutqg2lrqHUNZS6mKIKn8yGUtdQ6gKVDaXOH3yo2TSUuj1VrKHU1WYwyMbjNJS6hlLXUOrSQtNQ6qJbTUOpSxtAWU9pKHW6odT95uewodQ1lLrt8BpKnWHSVWi5odQ1lLpoOTaUug2xDaVud1k2lLqoBUSp+4r45niTgambnhClbr3kRChj737+9f3dd9/cfy9CovNvR/cz3JDovmx7kdv9vqBdQqIraPePRwgGIKYLIe6KWv7hCM0PqlGm5SM0b1t+UwCet68n9Hq23xbh5bFT/jCIgbl6vG03jK01LlNYejQgSsh1+CoPi67/Zht3sMedroYzy+WwN8Ws4dICb7qn4ct3o/5mw5ctCsm6fz/sxMonCSscU4KY6w6XPiQ2S50v3Xcffl7WacVB06/DqztoVNGJoOuPmsc6wv6oixoeDxyOh3hRcjw+1rH7wyFeFB3oRbyAI0GXHL2PpSr8dxEvoOGxSAkp4QWh1j6nevN9CS8IDfexFKeSZg9womR91FNbtOzqqcWsJCeUJTbAEPjWg71oBcOGU69DkFH3zrq5iJYAfG37mASWljRf418Kp3wxHRpRZLPDHOv4WNLBU86r8wyfqgZcNa8lzT/FvNqhdpiV81rSwVPO63B7xFnNN/4Uc5pTxE/NZ67xp5xLl2lHVQ22ajZLmn+K+TQYXXT1nJZ08JTzqibwM792Xkuav2pe82NVtWMtF5yStrO38vU3p2v9Pw=='; +f['aws2/internet_of_things.xml'] = 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'; +f['aws2/security_and_identity.xml'] = 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+f['aws2/compute_and_networking.xml'] = 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'; +f['aws2/administration_and_security.xml'] = 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+f['aws2/deployment_and_management.xml'] = 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'; +f['cisco19.xml'] = 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'; +f['citrix.xml'] = 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'; +f['cisco_safe/threat.xml'] = 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'; +f['cisco_safe/capability.xml'] = 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'; +f['cisco_safe/business_icons.xml'] = 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'; +f['cisco_safe/architecture.xml'] = 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+P3ghCWhrfWcLvpDca8iq9Gbs39IyQwvBG4wnUkkAOAAq34+GfaX1QgG7d4FoL5gQMWCmrmAdYRXKIKxWcvbGE9hxarcXqXtgP4FV/S9TKHVYrxrhwQl+Mye0Y4WX7CExGDadMbw5LBDpBxNWNEZ7Sj22/B0L2smaw/y+LjNu6brBtaeDGrKbOjjJVDjQ1SEkcDi+CozqrA7AGBO4EF8Fxigf/oecI+HjOXRuGdv3bbFnlV832Adwe+52eyKv/dQruBu+U8ffsq5eFz6fRUP9Dzg/xL+T6BugbvTxF9rVtv5A+8ikZdDas/R/Lg25G8KTV5Ahous1IJQP/zPOEPHQROOVZMOuUuyIy1XnwGqAFQ0TmFp9oALvkRu9taBBCAFoMVKT9CVIkE+m7b4pyKs9gbochUsEhaC1vMIdylD3jiSy3ZdMLRNKmZTphAinFdN5Rw0/QcXXWwh8EFfrUJJA26t1KF8wJsMO0Fswkha/HyRPYWaPkr17HEKgkiQKNM/wh53Dmkn5eBsEbqAeXXoHgY/B8c17xo9wCHtbeBhk6xH2WjU0zqWcqFyCb56H9jMOXpBL94LUjCMZL6ZVd5RicXTxlborrdQKapZF84IUj3tzaYh2CIZ02uGYmnM2zygv5j4QziY63ZmR86K0O0ElsS6qoaMId1fa1P3ZPK9huB+U9/7t6fev7/+97y/v6gm8//q9/dDvv394//Tx1+fZr1nqu2raWNVu0jli0PjP87tUQ13GIXeLW5ChujJxJnsmiYNGG3pX14lpVPNsQQuxg5jsQbnRBZ1N0sdPtaXscV6OF/MM0tH968U8g7S/f3XWnu4j7Fy9XfANEKdZ7OzSk5G7r6nuY4GGVPVeDL3yytJ79OwCtzrTIBln57vEKEnqGKo2W70K7xgerNpoKT/lipIzRUVpeA4jjlrLM0TGw1En7fk+wt7lW6IX9fxp6Up2xmemOEM9FGhIFcvDd6eHAg7trZ8whkaNGKsXwpxWRo+rIk9WX8nF7qUkjGKQ3eoubhiMSdNDR9dvSuxAr4X9q6Hv8uQTUl0O4ZGh/ZeLdTYDt7AfrR+k3sY+1Z9iX8VuWL5pjEC4PHfIqhDh8npod3m7bArUDmp5RLNCm6i66KHAP+z6LyP2OCZ8bp0kZqhf1m0G0as7WH8l0qOHAg7te5U97t9zm8NAbf/cSoU+9dDh9Zl2RaZdkamH45rqjovAu2lN9z9/fQqAKtTKWw2p9UlkjNTK20Vw0g/ixxbc/7H1A8WP6aGAQy9bPxP1rr9M+MdtRl34afjHrL8OeXz/Yfb+A7e9DNx2k9/fRtfPvHObNbrzo56fnR7sEx9uy85d5KeL30v5Nnp4G727bfbs7ib7C6lKjpsdu6mqFDrIOi6dA+kx1sUpTPA8FHDouKI66snIxcl/4vrc2bgOeXdkfSI7tq7DgTsHDx8ZPr52K6f6gGxiOVw2KDgqzHYPxcBoFMFSpX7REClYm3FdbN873o1Mg3oo0JAtUlHBszJJUgmSva7aIGDnat31yOGF6PXR0TRfP1IKhx4KNNQl4kUKZXseCjj0J60/o20DR19ro8vrY6Cid1SjTPk61fp5tr7n/R9bH5sM66GAQy9dn87fE/557qTt/U/DPzbleLam1KFsr79SGGfgJs+D9+fZHOHZHOFn5gj92IX+OFyf6U9rCYbnn6kY/3z9TljV8kz9ePFHbP481W/RzrAuuiemZu8irNvzUKAhhXEZ3SNq6CjGDQzPI8OvDL3K+r334nX9jQzfo/Ud99laZp1mUpdAT57/Qq1mPEuztD6FVsxEk1O1g4QN7MeJo8VLDwUashkMFsGcrx8lktXzUKCh0wTWFrDUkfXAczUU+GAfvj4ymByRwsmIvTqxNzdJGVNLnVn8Mbx9uDiy1tHJO2YtRzDPqnesRNPnkQhVv8lUm3vFvm+ehwINKWMTtegcGpum62daPtPqbGl5hMrp2NLk2NLkhpauh6w/9NJgqq0astcnS2+Y6IN6sbPrr3j5aijg0Kn1yUs1tHR63P8R5LPeDnv27fKewwnh7ASr+sVwwm2PMZiwUR2rsxOSWYuSIbrjewue0fdGHszge6s8zHaBNgfnvs4OouJnwLzKBKvy0XDCajeNAoQ4P2E16xINQLpjglWpazjByqY6PWGAGmcnFLPIc6Dalme/nwAUNywqe3qCDVFasF7k2e8nAOUNm179/O/N+nCD7y20zsu1uun9E+ynyRCd/94iLqPvLep19vsBSpydYNF3AufcxyZfGn1uZZgOPrdQjTDh7PcTsYDgueN7S7AZfW9JTqPvT4tmL5xgyo4b1iaYHFjYsPzu6QkTwYsgOvv9XHKcTTh3YhPixAdwfsJEzmCQTk+YykqzCZOSyFAzcgJgq67w0gn2jgYgnZ5gg3Rgghn+xXKOzUMGktTZCWYheYLn3NcTYA5MOIdhNtVgfDn7/YTKMECnJ9gQzb9/6y/21l/srb/YLWq89Rd7fKbTf3/99K+nr+9+q6Nfvn/5+u5fP754zeQmt2IDyF6oaE9qhrI1bpkUl2zlQjAxYKG0CvWVCrLDnBbnyFNUh6wu8s0gDk08CqSIE8CBgqHrECYwOS/1v8W30PtRqGBsNFGvdnMhbH/p1knofSKPQqIHIyMqzAvzDhpkAGuXqMfMXSjrj4EWum+HexI7HMGK4ZaqQoBKEkBm4ScmP1UT7XnCdsW5PUzwPV+hY4Ia2scEv3E5OUowDsuEDNYfXjdafgXhQeFmz+lYLnC1bWSj5a3eJdScJmQUKykTF+sIyG9cgd3k1lz/WYzgDkUMzBK1ECw1q2Cf9OgnmOgKua8r/js83FXsKBIufSxhyKr8pxOR+jlEb0yQkgwHJ2Ro2N0gMsRo+j5nbFXMflyIf2gjmPGUKf5BmiaL6KfqCIc+tBnoWakEgWt+76l7N04YJLdjBJ9XvCzQkNrgBlJQVoVcrxvcrqFvY4AXbCXYqkSY8DKj1VsIfBAiDqPUVoKUAA84NIS3/ki+lSRoAomzsQd2S0+RW2gJVAWXZ+jD+KQAUsADvAfuuAIwKrADb97xjXvGi2NYXqhO1BRrCycCtiE8VxnSz3IjgPtLFYCtTof6d5/JVMKybgOA4YSb8RdV5JXQtv4yVrFoQcecOWm2dYpoM5xN8NQX0M1C4bn9QMt8AG2xNZRB3uiEtQsjx3AlkiPYAgM7XCYAtxxnzIReLnAjMqLFDkzlXTi86SoIjaF1YPdvseem2CEzTFgpzJeBrUMgq/eRHdy5gbQKy5OQ8CAF7zwP7eOBY3HSKVu3COvOJGT1lykkOnBKRJBfFl2BirWslKMsus74tDLWenIeTeEcUYzBWupXOsCZ6qbXX6YcFi5rP1EdK6L6G3jzrPLGSn1RmkJ0C20rVgDHm6kQcB7UTjD7MkWJ1zp4tj6QcjEq++XxkTsOVnbSu6YfrYeWD+wWQbODfbbtCQBba/gObE2bM/rhRmTD1HEGbR5mZQZPTVLLpCh5lVU9WAsrXmDMYdOf0AJSZEjeHRWWIHs/PiNHFVEaEcarVp2lXUcrrBk+0LtJkRygGrYdVNuQmL/bxVsmICqGjvSsVlXD1vMSRbs6CjfV+Ch7j2hzIP5AJG8gk2NMvmQu6VeGSpJj8bEOcRIaYJ6VOxjR7yGlXcaWqBVVJppA7o4Nq0DUESyF3kdUCYwN5YZEdjMSJClg4KT+qkBTcmckaHsYlxKU4VWc11+bSxPBnXy/xDMT6sOIp1aQCh6Hv8dYnalGXaRisu9DqJuoIX3kKx95oCO3dBP9u89iobeLTfoyKuRFRWUK9WVqPwwatR4KMmQJTGjiCBiONkhpRgGkle3BnD/5qr9AlYYnRjhE6YkR7gCBmXiiN0DA1ZTP6p+hX8pkQlle8HVx0LeCvMoA/ekJBM+kbR9odXmdSHytv90tcsSE0qmM9Ke38tPbSMtuSryp5aulPIETeE9iHAAmLMcqi+NJD+osYGZilI7CqmkKCgF6MU8QHd67WsszRPu71wft+TrC3sXbXeALod0Eb6QggMprpOJAA9H7Qaizcn0SBVLgjT0WeQqndXLGTOSMmQchDyfMaIj2d/8TkEeahh3FnTpjA+iTZ4+fJ/fkg3BHL+YZpED7eijqpEVEfd+HFpAf1NBjUUev5Rmi3c3/BMx5C5t6C5t6C5t6C5t6QNjUf314+q1N/fKu7v7zj7++ZshUK74BlQ66h2VPj4w9iqDrkZ76T6shXWcMDe9Ook0kAiQaeqT+3Wfszdff2APYsyVb7SHwSQjbDkifNlbU+9BYNQoYHHFgQrYnHG60svRXc220IiN2o5UUJW5s3milQnjbRe+vD+GgAseKwlWhQgJqSAkY2KqxIg76swhL4dILasD0DgjgQrbgugeMOdDYdH2HYrNV9f4cAEx0gCJspoTDcjyMpq+G/ZZfBU0Y3GgAm2jKVH88cTNL+WXtFcJO3BNCpX/3IKHS0Hnew/6N5kKFS/OG5v1sttPlC8HvB3wgg/zTSiIPqiSj/VNAk4Aikvrs96J/9uB70cB53sI+G9B37xlDwh46WhWCsLFRK4hhGcwxSb0VwbWRn8wMiawMiUtRqgAS34ew07GLZo5UxFzE6fcBvk+mKVmBvfM9HwYGcyYqr0Nxp/VXu03TlGO9cXHScVoCoG0acPULKVAppJjKmawSDaxitRHUFSJl8Bog6nT6/QLfb9eLP3ht+P3g2jyeBQZ4JAnqEuc6FtP1C7WZb+5PK88PW6u1sk62eWQA7IJWUbIqeo5WrEMYMNzKTBm8OEgPiYPf51tW6oPZmj1itC59z5HxGRkZW4rQc1p/FWOYInVMETTduTcI9BZQdghrOPl9xM/N55zpORc6iEJ6rI9UHskHKgg9uTVwJ03vzHFgRR0KAKzW2FTwDQGL5Ys9Vm1HYOVnD12Eo8jFeyZ480m3ZASMtggUFN6ScrAGY6SK2ipC6ej9kUt6foWFupaU/tZVWBGWTAxknvaqo5F6eYZE1n6W3oZ5IRiRNv/eJZxgV8V2KmdD4qwKUGW3kalCMzd1gXgi9gW2qsKTN0hR8pBfPyHkjrJ/acLoSOhE/C+IIRjV1yr04oF4ERiET1k6ow732uHCA3AxyKIOoUqk7llFxC5gC2z3jCZtW2SpPwJiwHxCJHnPEqLa/jZ7wuBI0BFS52Cp9xblisK9Egllomcp0X7lEIjTBGAT3PUax6LBRe+HumdlR15QF0ki6YQ+ZOkKzZp0C+70e+CbE+VFA74zYXAiG1KlVQQmdQ9ol4iUOViHsJi4O0unJ7qnKxisNZ8AVRJcBCVp4EvppYVF10JbgssUvuYitRmuQxlNNZM7VBz86B0G6pClpQUJHC6sYVOmasRmqS6ab5AkmdmFkHB1fkKchOVqUVGkR4eslk8DA5rb9Q06DlnJWpeTl1fINlJIqisYOqTRSkBlSK0U44LEaGb1mVmJTBuTE8PNseUcFvkjUkLqDfDmvJBBrQ5hlzZNtJSVCSm7fest5OwUpU4bPRubF2jIdybQeSwibsuRYFJMPWjqQaM4mxDABY8kW3Sh/iwS6omxKS9EdtsO/C94gz/F4NRq1ySEdzIhwARbHMuULTa1OeUFVaiGBhj1rVqI2FYnVNltp0omedP7iYCcuclpK5fHAHObAgySbTI+wmvrH+1CVoTXnLCKYeB5gq0SJekLfVQJboSBrxDjMtq5odWFi0I3PRCz6CIkptEVgoA8sygRmT4wgWxWEzKNj9yTXacOoTkuUr6mNhQc04Gzyk86eH91SgT23MLjEaMLBnppC4uyYqCKatsPM7Lo2WWsaAW/Z4JthsqrZLKpCDbORFnwjT/CDFU8ZuNNb7BIDREVk7XBCyyBpPmHGKLa72Y8YTM2PlJ74ukEtjLblqg6pcAdliSJZKEPOX6FL7dEFen8fIzsVkC2iWGJjmSdcILRkSCWRKpHUyLVLHmILapE1Nuntqh27QxwLgRwQYDHtijUHWxZpl0J6DnTCZiibItX7fSdPWFwJBiN2A4WLM4lcKvTB9ii6s9CSt/MFlVhwxTstgOsfxG5etcjbFH1QlCrnk5AY9tEE47TCaOyJUiYwohWU2fDRxijmFZPdNSiguuPTogrHoltjGo1WMCUUVy/7H4krts1H2qM0nz84B1qaUAEhEHRkYUV8Zcao1iemVkZzhpB6PuZyzXzaSiRUuKLumDqaOvKKoEeg8ntBap4N729QCk5meNpsyd9peEWXx5bUbwljnoK1pkaiWZWJcsoRbY6mwKiaX1mf7nbh92oOb4EblVIQetTs+l6MUX7OiMxuJhC4EgEGrNP6h804ff4sKbcnhIeOJghU9rhqAWvKkSnWL3FKMi0hXFXDGxEIk6dmQrVA8kXbogsdsY9Pm8mC7FzYYLzmcywU7TPvbqEcp9co9ekJoXYd07HuFlu3UIkYZ1FVhQKzXWF3NCFQzFXItErtw2buFwD1hifu1y5tbfz7MMceHtWOXKF+1xryIpFG/h7ejzooyNXdFKNegAI8JkHMGCJE7s72Yzmdvc7bUZ6b5zDpfHf4vkDQjox2haqIZO5FFQLgWZ8QqutRrFjDyCrWjQHH0CTPlCm8hcWUSiG9jDtt2xyHtu/EEEawIuVapqYhTG/CjMV/rOit6EccAr/WaCfqH1KsziI/3UKKnGe2lM3sxzS00fQ/5ZvSX4cm/6rEpMKYLL9eNGnHsgAWimgk5JP653FGhYaDkYa1iMYwEDHmjGAu23GP4EBtFpgVFzQGw+AJ1ATW/ASOexhcnrCaZBogq32JJpt2e5Q75l5Le/XezYqX+wX9nktps9rELzrJwT6XsVnbPsNwFAmxuoMSujUVJ2x1kzmMAeJxHQMl2fow85JIahQ4MQvoM8PlDQgrF3cFbUngR7QLpgt1KT3EBqe03smOM8lNadonztl0moE1eKjciJ6c4L2lGuAZ016D+GRN8Et5PFouhMGjRUyP3tP4RbeU7jFLFiY9J55sPC9ek+DDs/XS/6PctGci9hfZnGEd0fsL1y0QNW0uucBNCMemKon0Sqs90yjVe7VezaS+/yguLGN/+wrx/t8mN6jkUc9ALieGdn3qIjOCb9n26w0O1DxXFjOWz9P9QD4xXoDXmqrMCX+mSsEZU8JDxozfx4DGOg9E4elv5wUe4qnpgallyHUzissSfQQ+l/IsDFjAIVrpxfugVK4qcFDGADrPXP8v1fveQgDGMTKzBjA/bEyj2cAAzUmW9XiB99vUA94qvacnnAWIvjelAA9JmxJFeQ9/u2p34NzUm9Q9IIVHsiovrIn16u0O9hXSygPwVFNjTbkaP3iaH0stCRDw+PeqI1OnHTL2qhb1kZOjo2CL+rPFlCiQiJnV0gWc9owQKh9btv85YX1s12oHIdbSEdt5ZMHFZU3BtcwIkp5fHW4xv4G35eJdLNRdcBVxGdJK4i0OzA4hoilsfvIvn4KUm+muKRMERyB/McNMbjjyGoXnqYEvcwRNaNdox4fMrXDq0eeJ8puho1Ti4L1Av7IsBJrCoM68JvZH50aw5ifF4w1C70Hxe7GPGxMjQT6Vdla4q0h161Di2V+RlcrfT9AP7KPoFabRfl0/XIx3FoPHQM2YgpBuwgTXyNJNBx0qAJCXf9ZZC/cAm+7itW7S2P8oAQMydJo8q4/C9QvLkSs46RtDpZYqd/b1FpB5gn6QIfv+s+i2hMXqh8TF1sPRjuFdKTbRUDs8JNJaCikBETVqMDzUNhZfPK0p8De97SjJwUtOspnrkPZPFmsGd/zlYbfr8jk6XuqxTnYHO0NmUF01L2odTzki7C7qii+07EAExCZC8ZIRf5aeW9gBzFN2oJk4kSZQwZ551J0Ti2+bbS43aliJTPdRmWBtUDjeCnfTwOjWmMwW4ixoBQnUVILegsqHHZtHcdJTlqaDLhndbdYYFYPhZ3lJ1J5TLaWf59QHhOTziSF+gTW1Rtn69BkGss8ZA57AmotaF/lkl8WgIvgQsAhQ+XC2CWlBYqNGTMjWpVwpIiFVC4Z2rMx+4QHVmY6KlaQb310MdNZKaSOofO8h7BzYQAwhXgTShDAkdijHgr8w47xzzOWCkpaGBkxiXn+2iN2V3DcWK4OYfj1Q167o86fM3LGE8LVKL+/QaxH19zu6KXgzjGaOr+AXTQPE55wobTf5q0CUXTEMBQHO8orVWkLVQADO+eM9p+oPGHkkOepoOAy5aepYN++fqIWZloqESEMe1FPhKq2e0CYyYRCNArFvMENYxtSx72J9A+LKIadurTkeUwmVj7Yo0JxQ8mNAOauatJK8JFCfCsKBUQKVZRBFZ4NpM02hBEXMqRUJGx/qbUmwSHTmqV+t0+Y9F/f2Fe+YWtRnZYm8GICotJIj6q+6od1JS7kQeoezineVqssjTXPE2YWDY17njFUvR9U1h9h1OAHfwTg+x68tg+JySgxwNmwbzFJs+1hjpqBbXY3cM0ehWJnvg/kGNqyJ9ujbnxTIXXl412pysKAY2qjprJdo6l9ZmTV7FnhI3Ns2r+y6N5tXh6dvhJhROLFtuEDC3PCxi+h9/85KF5N7PYBg2fnjgnuZKxE0EAbfqxfguR59Ls8TJzXPh5l8GdcTBYxpeBxcmoNFCZsWKZ1KEEfok1SR0A51RI71ZKt4U29kFYUAwa5TH2Ymevy50GeVKYaiw/yYWYOissZGX0W69RDXZg50WnPfJg5dvbc4VVDgX/4gW7MAbwzcpG5rUAdwvJ9dWhFh8cj6EW7uIgHbG2Qv5/5MdWZqOQJ7BHHBWMe4sn05CQeB1xhANODnJmONPM6dGTnj/Bm1h+mykWBuHx9HD2I45EuTYexHpPvKRN/6tRsB4f78xSdmbl/3kP8mpxGNHdsDrERzfoNQ5CWPkINSNRXfurcVFOuAKeNasMm1vIe4t9MG5V6TVxuWdfhe6CLk8v7TX2cGjjPWwh8DQ91czos9jb3czoO9PDkB9GI/kgrCb/4OcD3vvjHuDuJpE0sbTliNeapw7MS6B49IDtE5xuzjEf5PIU7CYFCzWzALh/l9XTMsYYIyYbcR/g9tVgiophDUSyzUesRnk8WrSauAi0TdjhsX4iWLGWHWP98IBw/xBnC0vHM93m3MP8Q96fWap4nzNyfSjVSytJcWXuQ91NrhqIsYh1pTuB4iPOz/Swdl63L1yl4vYWa8OYe8/FQ12fr5AvUeeb6rFMyXu9GdkP9ww90fbafzQjv5LlvVI0rc7H8FtGO+PCQ514up1yf/P3M86mORJXWwtqsLREEw58e4/ls1cA4AYNK+HlyQzzI89lSRnD9wA2BBvt/jOezHjbl3bvea6ivv1AQ4kM8n3WrELow+d6Tp3Tm+FRHpy4Yo8D0Dz/S8VlU1svOhBFGYsScJ8dYK5/6U6IXI6YETR2frdIn11CkHCYZeqjjU/9un2A7PjV0nvcgAFO0w0M8n6PKr3Lqenk017/c86nR5nnCzOShkc8zigo+BtThH2Hy4Bd/BOD7XvxDPJ9E0iaJAMsoXt3cnuOia45sKgOO8SDP5yhlMYxKy5Dj/jGeT82eFT7OOeZDPJ+D09cijMi7j3d8knA1sfOv2Bd97shQkqVsDqsnaCn2oY4MkuZnjs+7hfmHOD6VUvP8/czvqTUjUZYGufnsiHu52/OA3/JU6mo7MEOQGEwoF+P2ORP19PenAcIJdsEeaJIlCD4m7BLav/M9p4GsgBxbp44q6pqcnoO3N3Q1FZOsu4XyezaqObtR5x7hxpqpkIt6u/KZ3b0PuqJSzqBDH0UhHSR0hUuTHTh4K0W5UCKffc+uDPzF9kXrijQSu5SAh7goO3G8Oc9HcPSwXeQmmMN4ajrvlUxc+v4Po1qioh+txCnufxC7NJYgmM0cv+/sMRFuct/KdH3wukflnDnDMGcWoB/zsnOiWrB1CCMBc6QaEw9629mzVKHKdAS+iJ/3vLVYeIyMe2wYNafjntLOmpUF88426lP+oOedpQesbTL0SF4e87yrSoOl5+r+MR1mJKA//nlvWIg4ukm9kI24sOaM+2y4/vCGBu2h9cXWbhTL74wQufAga3DsvIO1Tds0yTczx45i0B1StFKxvDAy2waqV8u3ZLFsxSgPXrJmtxI9OygTR7ccqHrnyE1oJ0CRiDE7as0dr+Byr6ABw1ZIYNqIJ7HGw3BYtAAN5JWRRdJRI/hTl63Z1MHL1sxO+F8CE/eA/z7oSWtmL0FcC9Jjdom//FGzdDN113IBrcwF/gbCwk942JpFHrxrzWjFOETVRxRTf+DDZuFiSkMdBUJr7rnPqh/zsMf2HlREBpLKT3jYrJ7H3pPwoD4fu13/oMXg/ITTIOGEk0fQs8IPrpfwymc7Oj3hNEg0wXzyGH+QsDcT1q8A70BKFzseUjpZXQP8OB4RKXH7UUD3OoSMoA4VgzpE7Ksz/R5Id8pX58n4qsR5sfM9nwWGNicszZGpgH8q0kHT9yF02tUhs+ureCKeB7aJUpVIYEuUbZWkYJ/Ec2JMXYvnhIvLi9ngKEonwYPfL/R9scjMJdqfD87C41lgxEKiCDfVdvp6FqjKt37RVkAt1m9ukoHpq0pdoZOaQVj4IlLt6SYdAXfLAZuQ1RHLDRcw7mv6fb7VIZqIY3wfpbr3zvdcPwmraiQSAonyZPnmu8iu6DPLvS3gHoLBWaRraMMOUQ0nv4/4+cQiRlWvMwXIcsGjzBEv7XhAwpzcW9XcF9jc7OJa0flbaFtlerYIYJXCFua4ErxYUrntykpWo0r6k8vgGtn3TIjePJFAHnYXyAXbimrjkXBajMbwg1dYsMru/ArLFUV1LQE0eK/YEr3BxjeIHnM6LkqFdvQ+zAvZLudufEMPhBzz3nlsXO9jo6hNt5FGn0nvaGeEB2Lfn3dYBno2YcGw6gkxb4Cv9oTBiaDi6DZSHOtdYtRV40xIlQI1GReWtocjYMIiVjxIQMfiog0R/C94hag6oolXywUiEFkCS70PyFOZT0AOZItQraqytyccQ2kMZHQrVZLXAqHIiBjISAIqXSAkbadiKyLtypEmsZW+XSnCW0TnEQF8Ad1/oizUGwFwp9+DaWOivTiKPqEJgxPBwJ52rHyDmBXedDGU8hPfoC0kMZmeqJ6OyqLOJ7iMRzJpt5HJQOMyZe+1PimIJIn6+CbVbPqYxsr9QeZ3eG9/kAZwIYAjYnW6QnRQlJldCUlX5yekq49jX3zEQiGHGhuNsTpHOhHrCssAXPsGKZ1DlHvlfyJQMT5JI6C6PKtVOVKkmeVnZiky7UzUtHi2nMMerERPBqlwqP02Xoum9IWsq5p4eUaGYzefVEOLoxPw8dg8IS90hjOLU+7h/TdHgq5xJxYXYXoLkgfFB5XVybxC8LtNrU5ti5heu3TtQ10hWcm2C8sUJ+1O7TdArp9OCDTBksvqn0+antSdqwOhiMuFYv3bNd8eiHoL2v5k2RmWC9l0FvsJLuROzws5TtNG2bBZ+VKVCQrwbaKGtPuYqCEwYRWLwfMEWzPiggBTVbjt39ORYFeChhl4g4DQOVEokijHu+gGltGJYYmo9IEJZLqybRktYRm9w8PoJCyepC0BShdGFLEvsHmdwaY6vUBu7T2o5kP5oTuWRP8L3qBly6AY4tl9UL+eeyZMLlBULxXuhFbmPNDcH2GMak1qgYbOLrClRsALLIGIUpE6Lw81R5WAOaiTKymRdPHpBLY32/aoEkkZLpwkXtT+H2iPKlnw4NiEhFXwJ3S9TnD294MDwTIKdQgNdCWydecR5qj6uwuwlZk5qoGCWUmRs3IiVdsfmaMAWFuIKSoR9+iEQhMsuapEsj/OrFFjhMbTCFTz/SHGqPq7ECM1M0a1C8f4+8hhM1xB8CHGqJJIS51OQGvbRA2OaCKf68GBTC91CPOiA+HzQ4xRTKQn6mmhSjzzCZEjJ2Z8i+KaubRLHcLWfw8xRnGvwukV3t2r8CHGKBZlZiaGsxYQ+h4BGtUWQVHpULdVvXvPZ3TwBin3eH6DvucLK+E8D4TzlQBGxpIkbELfoHXAnkJ2pkaimVXJTjE7FfCDBvmZ8aUFraOL61BL+KQClpXxBWQKiQI6ajndZtZvR72DmvsevZQLlYCvvwx5FE1RZieXyfTx7uc8n2M5WY8kw0hSFc4FWKwc187KYojkisD4KwYW++cU0pkEHx1esUaEbvva4/bnmsLPsD6TIXaK+KwxN8eKBzwqErlox7oh2bNj3VpDdyAK2yy+olAGTXP7IOJnanjSMAc57UZFoGbO14Ccdu58DZTY7LgmwMjts3VdWMu7GE3YDWlH3T5l1nDl3rbw7f5RvCtUFebUE8jUNXpmeKe28HPD+51t4VMhO6g+gbBz3DNBBe9zAC7mA7dNc8qGR+l7Y0Flo8T+yQNoggro67MH0AQVeLHjspYDR8HLyT8Xsp0+gNYEnisLdyUwMGqqB8AaHzZKP/cAqC/8TP9zWNJ/+gDqFNTm/KhoCdbtfQgLaC3dyfNks4BxXTLHAGOO9ENYQLuRietplEvCyhblkgyUrUewgIGyNX0B9zaG/wksYJDIUa6enXE8Dk2YBZlTIsfpCadBogm28nPOd+ncICzfdl5qbUf0CcpjHETyLuJmU2ZKdOc6u4cPR/KGSd19HSgiAGNxRNdts9oKjGY5VRn3oPtSSfY7389TgjP1jcyiVzmGzDP8YeewMBwETJ4t+sJ8/mzeww4vCiXFWbigW3gRq8aewXqiAHFspIn4hcJnp4hfqGhVi4jG4NZC0q7enOcjCOOjJnjRRx2u7oV9eElhK2ypoDikhjboTlButGNor3SZw8HDgbvRBo7FZfWneWvQrS6x9dpbcyrqLXdLzz7AGATg5Mkp9SeSt0ZojUEJzzyAZtA7xcqaA3zCKkb6BBVVBrrEHnO1Mc/bDztnPfOY42Ueqj9NcpRoQzpkhZE/4NXYyJ9F7DyK/JndAnWINAknMqii+54Axh4eRCzI5Iq+2Bnh91RxN3M9S42VP4/4N6fGOd+lJ1/1DPeLp4hOz9VGA4m5bW8YHnGW9rfCkIT9JulvBUoJWjT4ty39DNKvdJjD2L+ypWIlv/dA7XkI6R+Ey8xIf/OAIfqv1NBopdq3P4Hyty6Ct5LBYkLOHlk9FGjoCvpyC/ZyC7K5ZmEH1LrcLnj9985qhUiwwxrquGhf4eCKbcsc84Gl3mXo4LJ67/uHWzwV8l/hhFfziBUWKGM3KTkKVwDe+5ZVYe23ePEt3N7jzmqFO+FNT3g5s6CgSV9TDx1FJrxUiuYfnGwh0mS+mZsnXv/n96ev//zxj7+///BB/+Xvnz6/+8fnT//98bc+9OWfT7+/+/GvH//rl6cvv7/79euPlf7n6fP7p//68O7H+v+8vYuPT/9692Pk16evTx++f/laB7/88f7rr//88cGXr58//e93f7z/7evzzPcf//nu8/uvP/76h/61H1v59PFjXfr9p49fOtgIs+yOKkfmW+ZRzGhm/r41vPT7E3zGntSzCQWDQlxnnMMJrdr1rfTXWp6fWmC1PTW857MTfDCL8voVnSnnJ7ire2XPMAb64fkJNkhNoi4vmzA51uRRap5MiGS8sjFjsICNeilgV98Jcg/2fHaC/T752s5+v1nZKIx3Jz8/S13we9MeTau55czOT37tza20Fgu3SpJlCByA7q6+/qMTDPZ2e04j0K661dHNr3ZVHyYeixk6OKBnZydI0vHh+4BNm2eG4RChJ1mNl6PvsacNhXODQfX8hLMQ4ffncKa1XDDDc6WlSJfjAtdpq0PU4LuIFcP3IergXK5WjP31McVCD8n6VFG2kP24VZTFvgd9aHzcpCZGN3GchERdT/VQ4B92/Zex0ldUPtbQh6weOoHiM6ZNf0Km8hOtGwQCzCFK9ZcxMUsPHQRY3dzzBLtT6WDCTA9RsKsrwSqcIVKERFSned1h4StZr1a9McAL9S2M1+CR8QSPnczwe9ogp74HDilSQ6pyJnXyYvW9DiWLKBNRij0TZB9gzOXUewh0EIJy+Kijp8R0GdrjOliZdDphmUzADbYARiCbLcoRDEYtR57r1iLZHO/Q6qXYQiwJYJvODowSA4Vda12u3zVmhsXA9UBtFGJtLtrm0sGEdWLeHe8Q7bv6rl3/ZWz4XYew4Oh15KCgg98TtCv1l/GSoqug3fCJrNipK3IjKTosAheSgWOyibI0i79O2FAuQRLgyHodHHUfDAv1u04LtetN/EJShNoYsMOEzfFmE4rYoHHRlz4pDKFInoxgqSsSssOuF++ZbOBKUhcw9gDOFErbqnCCe6rVd8RINUf2Qj0UdtYHgD1WzqIrIYA9NSTWQ4GGOsDxAmxPjQgGrbPVMYrLe2qHrIbU6r1AkWSIYKJkHfJWYSuPUUvTqiAaOs97MI4rSRyrAIwNR1M2MzsH92t3dNWI9jxhmwhCGl0FgzF3VT8NFbqIOxzGwlqC24BGbLZD+H4SQVS+jlBo6ITKMw20L0QT450JAyq/oOjtqFeDZh8OYb9JpMFoatv8yXwsTx4VT5hS+ZXKOmveLYy6CwASDOBgh5mpfJ5akEA0pQkDnMNCOMckPQ2d5z1Q9MJBwS3b1sThBHeHpDfYIdUZKZLN12N1SKPNdiNzLdT3CVPhG9uyqou1cIhfiR4KOHRQH5pMIAWVvn+YgjraIFuRcrFtDKSgTlHoXgU1Z0qib/kviEHZlITYYjCbECle1k9C0AN35goc5ziwq0lYiuywlxdQZS8sYZptOK31hDWhUMz5OjMxKBvWdYOZWmFpe5lCOdwgGw5p/ZnhMK+gAT/McJhXvpFN7DqSTXDySjx046UJUAihzHqQBu4Ops3LgnODQA80++ihgENjP+KCNTBpAtVNX6j5kVgnpYr8Qh1pDgNsnbC2xO3cIQEcKW1ZDwX+YccI4xmtwg4OE8BYrGT2SmP3LgvAgYzPUcKBHvpK44IN3Cd0iCcQpaMdchhXlFI0fYeJy9YJVZXIKroRpPMA70a9CGxOEjkXBifQBlU+s+9DV5d932Dm1JZMDg/NPoW3O2uHmVJbUBgYAJwZYMzJ1ich4iHGm52XtpKjetvTCWDImYpbyXeFsTd88CQAJ88C8DF5EuVZCsBgAdjmDHUKCsB6KNCQuhIqDqiE+GM4pH+3TzDjLXjCTE0c7xBtL+riHqomDnBopiY2ax3ikCNjoBp6qJqof/d5gq25R+7MgLYBogNSzrvTAal53unAJvlgYiwi+x2/kokxJVFlr9mEgKo+2XfufFaBXB7amCQ7xA1uVvx9/VUP9smZ9a5Ooe5CgXweKY4u5OXWO51bvXMhBHDhNlZsaEiFmnpxfK0YT/ftqYPl0ZKT2KOV2Mmojbdiz8VSBZNCYYnsHGSxvhtgtj9TJnwkY+DUYJ+owLgaCYwF55wFlnalcVbIqymlaMyXx4Ctu/Ure6QzZkBs0N30OGLDDEN7wIQ1mgyDyal9JZqu70wghrFRFSvNQ0Rw7JzIIeyyw4X8J+QynbHEiVN2MGHKMBz5T7QcILiD5voH+Mi17DP+foBx6IA7JjU+wkfOMuAkZGE4wTYJHRaLKYqES7HqOA1RqydyPEeRTOV4tLzXITSbjvDnaNjLRGjEbtz2BNZ2p4E9d2u74x2iSYgip2ba7hSH7tZ2I6d26XCxgEPjK1mwYsBkQoUN0gopvG5g9MJOCZHzxyI3BoiFVKvIxnoKL5yZhCYBjNqY1UcmFotAtmxtOBPcwcabDwnRZDvkHOB77ZA64vU60fGVYBAuXQlU5KAw34GlNwGl1cZfwSFs8xrYJqQjnwMO7dnSp3HZb8msb8msb8mstyscWvAtmbWtdDSZ9f2XXz+1qb///uH908dfn79/zWTWTL2eQ4CkoKfPv9a/fnj6/I93f6v//7e/f3j6x835fr5SxmsNiM/fYeDLH+/e/c4TrzDEbhf429O391/+9vnT16e2ndtbfAYvQosJSP7rv3X9PkPK0v523IO2k6XR1YH9IHywn4wlKukAfv79CI4c2RDij8VMK4+HqLjXR78qD1ztXS/HP/VjfxoCVoGtS6svRkD1Y38aAjYs8T8HAV3E/OXXR8BWh7kc356NgOrH/jQE1JLQixGQ5e3XR0CFJY9GwPoxIKDfriOvRgH9KQR0pn9X/Zi64IMvihHQ0Y7coS2lsyho5dwlQkE8g59/R+EMChIOWSjYSu4Gmh5fdXtJujIfREHLeUstnkOvC/hqUuAiPWmOIaBV92PBSoh0Aj//hgRLDiLgYZNKA2G1p//07flFQsBfjIDqx/40BPT+jFZl45/81p+GfgpHHo1+zWifaPori7jSeOkg+lkm2USFLnqo36spIVIN+CD+2YGSKzPggxt61A0JlhxEwMOVUloRJaB/6fLK1N1dTryuXu17zzMIl7VBT4FXEABbEMgJKwxCyBElzj6Cn39DgiRHrggQyGS/RXqo/Uno56XZ08vxz1PnqD8DAf0qjZxejIDqx/40BFRo8mgETMiAW8COnT0fKX+nDmHbFK+KBaugG0x1ZZ9nHbKTux0VaqpDDkIv1JCqp9B9URKcRLEi62z7ajFJLkf3U9s+unwLNWGJqg2keOGjGVtYz7pb5Hy/xAWcNPpeJUCCYmUkZ1ytb+bhEr7EOKu2EKnNjuc2SN6NivYseGBBbPLh4Ppu404HEgXVvVqqLud1fe4+304Ho9lWFDdw/ZVSf5z04+n7XyhGoL0XRFjPbW7DxKHnpeOSeq8Bz58RprJeLMZeF1tXWj8clveD2lKfblX34AktvsKuTYixUWcnEEjmjiKFf4cJQjabFtYKkP7oqhBZxAsJXJ4i9O4v6kKKGUcUpPOUigHBnp8tUsTT+tTxVbXdEgJuV8SJjrJ24kIULKxCmyQuFbtFxJUeRKWzm0lBVcU8df6cf4qdH6Nq3uL7UMLlr70l9lbP8vYlkGYBctTiYrDgUaak/TrkkRz1yiB766+U79JyYjkhGju+tog15h8eA/uy2UYvbGhzj9Hum17hxSiedoGc39yZq7APinoLTL7jxZvLRwpPDxzh1YYQW2JPAu7Lpwvflo0skWJd6hAW/gnqZiTyF1sJREXoJBLbFjZCpvJu9T6wH7kaUsLWgrxzE1U79K8mmdRqMbl8TExu+e64vpPgdJE1qZu2m1UFTbz/2Bm1cfvtlzGZwnF7825ZGz+WA7zF7voD1RKarGJtV83oEXML0YbWmJppQ0TSGKlrsQzthVVHKp/RwqoxMcpTYpReTGhTQNqEmt4grNvDc6sgYaZc2z8mZnFNU2HDxzlzPWxu84M9rkYdTtVaCtvx+PH2LbtYxHaaTTGaXd4KYkVLtmLkCaAXRq6g2xQTopT21a2kZbTUODg7NaRQFwkld9+1qaReSLIIY6KdO4iFrPQPs0mSo9BzGdpbP/U8A4W22GZTX6njxUQlJoGKbt6y6G8XEPBn9oS4kUIdpVKPCtyPTOMfYE9oAhMmOyXqg6yGHmxP0Iup4HyUxgsj7mPsCS0jCEPYN2k3FuhaH2lOIGyZavOR64W294rHlagV2oOsCS35ALHVd8FKFfKgXKzHWBMip0qp9AK1fw/o8iBrwigvaOW8IEKXn2BMeEsHGC/6lg7wlg7wlg7wY6Wj6QCfPv/+6fPT1zb9t3f/8/7PyAdoabU31KyKdZMcTc/pckvPjdMJgaidJs7TzlJB6UqMV9syo9fyDFGgbYm4TIVTOHE/Y5zLQHAiuTETeqohVbiFCgdsXHZ6tvtMFEBDtL97ddCeryPs3b0lczvKJLHr+hyYMLhsh2a4lQvcFlFoxNqKUnoopJs2Q4+1fEjd0mnYbIG3NEM3iqheqvlJkmWwEW2QMxmoQlCrbIYmwEXkYXmfAUW+BQJwRhI6CBFNccNiBeFalER3WsFyInX/WH+7Zdhamc2Bcse7G2BvAsQAtAl2DRB5ALpiCe5wlUcqQj31ySgSACjSqH3DzciFoqG7oPDiqEao2A91yRTsm1J3l8zt118Gw0lmj26O4ulx/Yw29AfJsanl7RqwLXEL2EgO1K7WkeiWeh9hpf9i/StRXPfPHq+eLcyt4g7rc0hHW7o2va2ZwS8jB92oWlkj9WA5abRvkA4NR1+HvF20IIrqqEgLslBFrpVhHtfPpM0yVbdjMbk3SbJLEs4mDPaLjczrpXnY7sLujEDKax0i31OY2Frqeaxg6wgrcpHInvhmFQCJRVtfBNVt87J4orXtgqqGLPKElY2KLaTo+I3rpE15CqQqqXJC6q0FDp0paKcMFyRz2fakNSKPq29IZNNKBUWaIIYCU+GiWFgjaFAUa2Pz9IqHL23qhczBya/kx5FiHmOO6K8+UVXR6NZHTROQ5ybor0fbW/oayi4T0YzH0nCjo/SyRp2xbh+2RUioznoFziwAPJ9AT6kwIZHKcn27kb3oGzKtJh3gdrfre9u3AtLyjmpYR5U7IrLchlbAla2A26zo90oNYcJGdeZbRZF5CEVSdVqUh818y62ij4f9Jy4jkiVeRSSmgo/Zi61SWSFv1ifGgx1Wgh2Vn6loWpgIRc2oCRvcegEcRaodqtYqXllUa9TuyqyC39JjPVRRvB6nK8e0AHpXilpQKOMa6eKEM+QiJJaOQ4TUu1VOQLYy0/3S87ZCVBdxvfwY2YDaDiL+4O5aB1i4u9aNGR4nq4ubXGa4jtiqhCsUXuMKtbjQlri+eM64OGrJs3ANl8g54RL5kuqQw7XRe7+RZ2CbyPEuUvNJx6Ks8+SY2Siqyim6KfPswkb1A3Sj1SEME3KewpoqkLj5emEYKeLKLMozkGxXTwS93/XeC9x762wOBMNHUmFbDyP7+DOVHHXsRqxDHihy/WX0QdchrE7eelTZUbbpAhp0HUGGVIcwKtqL+7Uvn7srvy+fJ6bQMfZh5IhjJbZ1x4HlWbhsHWms1QcGGuqMlESFuC6tWlFcmbijSnkh2flZg3BXO/yRVc763lAOdlwNWn544m/OJmvxjoIVfCTW5lWwo+PFlKOc4w+9YZzSv9v52q2sN5uQ48WQ9TkDZvJ9oCLycZIA4SUiy/czRUlfDalGC2AtyolYc8aXBuA6VGXyxHKrYfO8g8DHcAV3owDKslAIoQwN4W3dSG7zMWkCefYicfCSqPqtGupur4VsMnoPYXxeAG/CkD+6EII3EefRWwh8EI5v3xOKhCPYW7fsz7yOItGEd34fwkQQUFO+yS3g82gNU4C+BE+Se1DYHnBoT3NfbvFtMqH+Oa32BFL+Fm5vuVKnlQEFrQwHm3b5lUJ2ZszOJwqSbPlf2MQtUASKh8fhC5qQKszF7nvpmXl4NFW3dCyWMhKy+Sxylyw/aa3sKHPAc5dH7yiVyCvnkAhZGWhZE8Xsow/Eu5tcgbln0vKsrx/JflqhxFi1prvY/fvYhCeCoZVKVOXOALfvAgcjODs8We9Vlsf4WM+OEsf2yzqE1nL5am/9SD7QdiO4vr8UWh6jg0f6lbfv3kmUl1yhw7NfiK5tUmj4GulCXJQ0aivjyaNERDR5ShPtCZo4H52ARPTsBJsPZW4daUt1KxbXm36PbWBOfj8TY2lCM5fazhInSce+nyp5/FXRMwnMSPDYte4QcGjMF4Pohc8jqAgRwFw9OnAMmkbf68RIkbT1t7BtAUseVu7Fgk1Wqhy3GHJAloDxYxMGotfpCevF0CwHW4DvTSeAosIdPG/b9JPEzItRmYzqMtQF2SxCs+9DaNRu/bLsvERuTKlBCrwx188FuEs/KS32zyqJI29pThe0qAfyDaqlPIFzeOuBOlZGlulGW1fn7Pk2wt7VT9xH0MNrijl4chvHgW0cB/YgtNk4EAwPbiWX6kNwplxAImguaIxLKuRNfwzKqKU8wWNs/PEYkxzWKJpijPLzqkwzNBeroQcjjV7MM0iBN/ZAvGnRY+jd4XavauihiJM4nE4DZGz98ZjzlkKwY9B+SyF4SyF4SyH490p3pxBca1W9Yg7Bm6/8zVf+5it/85W/+crffOVvvvI3X/ktvG++8jdf+Zuv/M1Xrpd+85W/+cpvl3/zlevF33zlb77yN1+54vxvvvI3X/mbrxxWf/OVHzy7N1/5m6/8zVf+n+grB4ao3LSDj/8UJ/cthP33BOC/gm961oH1z3cp30J4e4pvvuB/j/z226cvdeD3z5++/vDk/vKndpp/i3J5i3J5i3L5D4tyAUPTSr66dFXUxzYDmlCFgds6cIfbmuVerOza10xG5q2V/fPIvLFZRYVbm+trQLid6f1XVog6eQUIpfjQX/UMWx2a42fY8NCqOuammG5WE4li4n2e3h0FY2vgghbZVA43FH7YEbpuKD9wgq2I1vonAHgcC3MBxeMVIGzNFrdTEPrXhtCLGenALW9Xs+tecAWYJFOaFNWSwKmbcBN0m6gX5PovR3DZpUj18eihmXYK5fLr0+2wrgbFLfQViAzBE62HGZdsCiAAtJqZWDMJHY7guClS+Kjfz6uTifryezm/QzjuXhnAZvFwZwBcXlskqWuGU6T2telYXo5DVzDAzHhxVTLo9vIunb02G6nM//jhhx6WPH6SSWxgd05otaEtt0+Hdu/7VzgydW8HzqwVknztR19Ug5BD/Zhv+dpf7gzxXZiv6kIxWa8umkm471/09C/H4fsz8LdFR594YTbNUHFJ906YkDEF7t6Ev9ilnnlQThUVfR7BDmOvo+5c0y4O7K9+nf8EjTEdV7qbcvTqz0pq0R6B0FuxwPWR3ErfvlcD3g9Qu/Ik0XWwj1bViDaw2aFHU4cLSjznaj1oivFqJ/Hacm4LiDsuiTcMfnX8yGdMCkQFJq1Rob1lC2h85f01M81xtuJ6LNYrQlgkhvYAhJuJ9rpJKTzaPYU+UqvspuOj4z9R6+f2tjGAOlE7Wm87iJt95dYCIWGlr6qO+hNE0kFw6itBeOKZ+mu6xStCKK/9GCE5HLqovAPX2a9vNjzpRIFmsq8B4HrG/t+C3Y1wXnZctXwoI0KBHQanJzSQXt1pcs6t8yfc6inPGL4L00ezYfBQ3Z/VLmPBeGD8fhTVhZzF9YBNHVeFnKVg+wi/UnqC3+A2AFyH4b6td4TpXNbAed5C4HO4Rh567q0dJK854NBYYKX7oAkkXUs1AJV3hW1iPXd70dB53kPYOTCK4M+3J0xXQgAr6DzvIfBJOL5/T0gSdvDxHPZPHTeY6SO+H5Xi1t1BDn9WQ+4h2GKCzOxmmiKzhs7DBvbPWZo7CWJIjlNHjARS8oxS0IRR9Cs3V8fIYTWkUjsiCKF6D8cwWf/uQUzW0Hnewz6t0JfvGUUoY+0ILvfuWtfjLtc20HvIUSS/nbMPNTZDsLH8su6s4/C4e5ecXWy+9QC0jvJTbEZKVzhHXw5C8ArTHKuGtAG8MrTHShJ5SSeNonxvN3QOnzV0nvcQds5rhs90I8fwue8h8Ek4vn7PSBL2MNKW96GRUJzw+gUVBJow4PUU881tddVQ369q9CPJHd12LA8/WBRS/W6fUMwnm7gNsd5D4JOQnWL8WxN08Ak406zAV0ITKPltI+mv9XMECqmGFMDIg/Qews6BkQIDBmy6kkG7rwI8SO8h8Ek4vn/PWBL2UNJ6AhE9Wgu00oLt0vc9pGRvtxHjOELm3mKLvOTrvEKpw63/J+ZS9oIaO8vHrh3q1DZMd1FD/bAX6r3VOh0DdtTdWZmH+nflfA3lp4F7i05SuuDghLpCskByEt2D4tnuhIwTrEoz7TJB5F2v1QP23hA0sG4rWFRiNMEqhlJRLtE9WAFAPKHdw/FnVVDyqCBbZ3ZgAj2sTJgdktiOAg2pl3UlNt95osJs03CjZjyPeJN3RtVd73lCD+Hbw2zoCxg8VqmwrwAMvqG3ZhyvF8nR6sE7PZ2AvbQHua7Y+Lzpw9iJb5Gu03LZIAxU/sDtkaMhy//ypyTPvPvX0/u60vLlXT2L91+///j7K1dRdLdaokuTRD3Xc/t0RTkQqtVQTz5I1NzWFUwTdBv4MilJLN7K1BWTN1Np0cB52kHgYxDJaUWd1nH7VAftS0HJUg6bnQmjaiZczMWDiKmGNE9GmZiblNdtRYN5MD7QhEFZTVRj3Up17tSQOmEUYlqLahQi8IIBI4jbzVCIJ6y21J2k+N7zIZWJ2ScIOdcFcfgOV7SwbZhJKyKkJmV2dLBeSypeoAzdCCkbFgKgUOouCq2oO1ONjYVqu7WWrqjWDfVuhxbRXmHz6JtrkaBg+Jq9ubRJnaxrtpvDXu0y0o/L0XFpqnEMgdXP7uAvJS06DOfQ8Ac+hetDLZgjrklywKGD9IH5hd3gtsD0Ylqp+DJpAl1m4Ya+hR0ehUu+9l++KfkK2FeHslWgZkUriC9mNM/8RMzcgQ3r4UiJzj1XPxbQmXFQNaUfqJRiMhBOU3N5H0jOJhypkQkQVWccKQUqehvlWr6Jdow2hCqiUj24tSsSysNhwTu/ETPmjzSBSs0XU27eqEH5hgU3NurOLr9qxo2ka6GO4V43rPrpZ8LjJnXZPI0E+lUBFm07zRYN5j7fax2PGb8EB4vmXSwVBiLeT35ehYBsnB2DM5lAh115ejZtafcddlPsQPBt7wK5Wri+nh1gE4iRaAtiYFeg2q0+HhbKXiSwSkxoWChbDx0zRbmAfup6GbYzxImPQJWWRlu9Gvru8JcF4EXq4QQc2ls/0u3qoUBDan2HUssieW7iliwW9qrf7RPs8zoGL59Xq62PlGoT4qW8TgY+8gXPJiwUwoe0kHbIFWzcQt5pTeCFvPXDFFpMOyQ+YEV9SsDxUTaSN6lL7/tQD/0OfYihfzknybnnYx67n0yFPmgCbbDHScsGWSvLQ62MdrhxmVh4AABvwqRJemEEL6txeguBD0JeONb21I/+KIXJXEWjDeF5qZtz+Mt6/Zhpfct9qhDtIAfJG9Y9K7LrXvB6uSA9fgQDUT+7wx8HBak3gnabAhuoiKbm16EPZUMHyCv6ESeiR0kXcqOc+n4iOjFAkwl03CT7Pea4tZQptA39zCT1zoCdcZKyUNeShsogW2ga//M4iTYTycM15c5Bxcwkaq7ykhdUGBeKI6rvbkW35sz+pRfzDJJh/0oSTCeAXymucnrbBprmHcI4mU7NVNwXJuerpTwDdNj6t5FPWcGzv3l90p7vI+xdvl2BJN4yvVaP2IY+UHnhVjkbmF7LK4KnKr+sAxYwXgE94iD0Jalt+DxhvdjOkEiWXj0U+HevzIovO0v/C1X+KdnrZ1L+3Ua37ZceFKe6fuBtZ35qtD7FkG23hD5hGYNB8KkHgPVQ4B+WkhfYpSAFaqNBFzyIYfMgJTRyjEGZCnEdIZNnjAs4dMTU81arbrjoW626t1p1/5+tVfcnBRJ8/O33T+8/fq2Dv376+Ou7j18/P3399PnHZ68aTxAlMKyPeFNarBwf26RV9o7+Gs/FjMapjwWt9dkMEatSTwa77XZd/OCEFipp8hw1RYlkBSg3tp2srMzB9upQAlm+DhWDQ0eHEk12E+k1cg1sHZkTaKjTYU/e20wSWO7xb0fDhrZrF7qxuyVhUxC6cFIPMiXsSMUr7Z72bOlCWq9xMODQEQl5FTHweaSY/rt6HBgDeXbCpApgKAMED3Z4Hj8hO/BbTekvopCtscX9+dsraO5Vf3sFYWXnxAoAT+qJUn68LcPWx+sxvmIZJW5gsrZbiGI5jilqKZhWiM6KYbOtk6wdj+KkVpoENWKcvToICdnCtKnWvRT7Q0WoYmmaE9zstJmA3X5Pq3EYIapELT2CkygWEOX01jwfQNg5bEr997f0iDJqB50iOAi7oMLu6HI4+kTjV9hDZrsSIRip65lk4+k3UgK4uM7CMzI1I04bBQdVxoHxg36RxsdX6hvIqt30O4O/5IQdm3w3juzpXWJfVQBjCkUauA0WSlJpyONvAaYTnhhUMLiApqN4tZDCq6D4RlDocBi0UOgdhZ3jo2i7BOwKL2gAcOfFfM/f6J7lvAM5NjXOhD0EtVT0QNEYGSvwoj7nKOVTPctv9CxvvCbsh/BgkQlmcyYhjiqu247eFKL3jYneNyJ6Aq4wkA6uoxw5YVZHnJZZumvtnDa8Zk+hmbQevuZIiq9qeKqcgNiWWW+Oeeix62kWe3CkTK6n+bTgMeSVYuL1wbGM8p1llO8koxwLTcKERjdBroV6gurnoeQdTOZK1JlRuKSKQ7UEX42zyPP34E0UOqjfB8k7N/mXGHsdKWuEjst6CwkbRs8OW6OxWHTR3KGfDAtMOp0YTxsPj/zx8HbpeghghcgScICmfv1mRGDKgNsaYe44bWZTItnsEdp8y4hFANhDrkLhB5o3Ez8VQ4BIG8pVgD5fkWz2TPWeDAF2rJ7musxPvxE/1QCjG09JfbpG9nHW4DDxg6dz2Cq2hdWyJ0Eh4CtYWUL9ThLqnl0CRGm6oAHAmPqqZU+6Z214wYg9jTMkoR6zS4CSKYRjD78g00Uowp5Wulxgu1qx3lVKFdn4zmTjO5GNsc0ClX6ht3vQJm4j6gid9LkxXVaeNvSK0PFOOttBEilPRyVzpcesFeVdLTNzxXi9IZKXjinxdDuDEIICNrpIUc1a12Z56TvLS99JXnpz0z3/wpub7s1N9+am+8luur8//dfn961a3Zc/3n/99Z8//vya7rlWxZ/sA7ferkEUKFYL00NCUTFgQn5Zm+rzQGG215eMs77+Qg3u8yCBV1rMqFBJLGAsQ/tSGfZATiLy6nQykIJbo3RYXkYOr86OEj0UaEjtHmu16aGAQ/vrU0UibiY8Wj+IiMJhaCqq1hbisyMhXg8FGlLYF3B9NRRwaG//jnRUPRRo6NHrB66GmCROX87fw/JV2Mckj8DLu0mJsrxQ7/V61sj10kbWslZaEzPpfM/K6+an2fotmQ6Pf8VISt59U1PZEuzQNrlMHDMtjxBbiBfy21fhFouI6MXEUYzI77eJ50H9cl/fjWR2XN8x6dVDAYf2hXCsB6iHAg31/TPx8Ux8/Iz4xIyJzlFsen15zjv1THv00OHlC2V46aFAQ2r7yHk8cx4/o/1VZUu4/kpO8tH6xHn0gxDst9MpKl4h49dDgYY69gXh8p6HAg7trx/x9amhQEOn17cFj/rLDtdfyO9Xh9AP1ZqS4OuTKn59fT9Ju44LLo4rw7JqjRcsG1jeCYoKC+PC5OnR+oEsBdNjV7+sKtahxNPERlw/kH9YDx1Fu1YpA5b3WApCRhTFpxSxhRMvZm+uSYigyOsha3lieCRsTglO/d1EW8eYHI8WogcR+yqe4M4jo13kBgiPIfZNEsOIpJVcVWrowbz27vWlGpxOTvRgzaGacfO7b7lPmLPimdcoueYFolbF1gJURxo86DwGTNAaSFoDXjeTM91KMR5uoxic0faVUCvnhoVXp3J2yzfAGNjMMQ8rmf61UC9e6RX2P1UzGnpiUa+V7Gpq6MFqjiIY35iGfKNHrN3c6CjWQ0fVTEUxvjERsddH9A9MfaZqtm6HyxLjNyLgjzZyeFZzPcs6aPt7iIXDcQ1SPRRoSKEe8ns9dNS+5KTmi1o/RVof5Q1tzJL1kfBP7WtNRsL1xUff12e3fdgY9TaqwRpnIode7NT6kcPbIseHydCJ9dWR7J9/VBUaRD/AsIU483LfjX/RUT1DPaT0I/PlgZSP5nZ8c03dA6zXQwGH9oPs0Nfs2a41IDiRX13kVzdf/16C39R93j8lyfahRxN8ZYHo62fGut4l/NEMt1l7COkwQdrZLWGakxo3v5KLUg09dPHMrCaSVWMgakVm9bFQEai4TZJxtFwnJ49RFixppshBFiuptwlLLQ847cIPr+Tp9jOT26woYMCh/YeHRi09ZK6P5Pau9ZVWsa9kspozWD5lrvjvILXlYWpWZmqfmdpPY6oC9/nTQ/tqbmK6l5jupRnd0zq1yKtsX8BcNKZ6eujw6nfZVhKzvMQsL81Yzr22lcQcL7GclWcarrJYKcxDOXNg18qZMS8z5uUZ5q2ccqVMbft2vebtpeUzrT55d+zI0YbGHZNmZrTLjHZ5lv6kbLTKkouRZgNL7uPWR2FLG5f3Ldmj9TMy3OnNHzakoyH/QZh3tx8ls3Ens21p+vLu9qPoZy4sH2XdKeGJXJBWD+37sR5E87XTTERWILsDL96DiP7dXszKTDmdGCP5riOPXjyRqJtI1E0TUVc7i68/EqgyOruvU8a175G0lKNc2BYa1Aeu+7Ggh3r9VNDVcQLyMzFNN7+S90yL3kfF/JbRjdHfgZO8HbXW0TrFFWPYojjTcrKjVml6KNDQI1Wsu4OGRG3ViRURMG+q3N4dNKQ1aaGUSHGmyr0KxlLrb/OQrQcZV3R8mJIYMROHQ9YeZFxRwXgqZA8Z/iBkL5JBN5JBd2bQesnix+xptrSRuSJWE6MwXrBQFxltPBQpEcnu1J6pFzu3PruQI7uQp/bcg+urQFAR0VHa0SbmXXu2lUXisQrtVFhqxd7YMJjZPpLRPvMYLXHkiYnkCQzMN7Q1QiQG7j5st6ysP7yhkspVpVuTOMxAZFl9RDr6He/n5GC0rSogaZiHRuaxI8dvFeZQh9z3bdsWI9n2xm40RB7PuN/KuKATPUzyRzWmyvoYMDhyIx8LYpiur67K84XuY89o/aEbe2JjCNRwVSP0/uMZRSuLS/x72Ll+K0WqQFuV6eGlQqZBPSQY/HPubiS0JJIY40bpoRpRr+uzfWr2dCqxQIdIJSkYgBEHblB1T55v8yjqpIVQt24fUXcQ6jsIND5y+jbqnGRah1EHgH8Qz9IH5fk49+9utP5Q17KZhkYUz+i0j7ojeZcNTFOmqd+JKe8jzyIDw8ilcIZlveUKHkvae8sVfMsVpKGjyPT/k1zB95/f/f7pj3ef2/Tff//w/unjr89zXrWgp8c2RT288PmXoA4Afb+aDZSdk4qd933vMLhvBtD5CcVsLNXqV8MEMNDNFsAjnRTQgxRO5yfNkCN7PiN7PtWQCun3INvVoYCZFH7S0z1yEl/kfgCBo1vrL2dgA+j9cXFSjysk6u0YOLQ2DPvVovfFKe/sdf3t1gFBnbKhTMz0e8TuzXZwdLledlcojitsItT1MBjYWpFQIyGjm41Xvtfk7fcqGKOdK4hXWaxf1/UDtQJGtKKaEtN3YBc4wUdbzJ4mPMFvZtGLsLzk6wgyNxUhXssLJwSrLSWCc+Zjt0ERfOqnG172/dmLogmm1SljlbMKn8WReMLsqldxtd454TRINMFkMdQsjaczKUCzbfScq8l50vLLNwkcWFPZmWVIG4OBwoGLWRsuLi/52r6tKOF8d0+Ik9JJkdNlIlvJ9T0qCyWaSxzXTHdQVJzW5w43UaWwhD6EtbX0Yub6m3XdEavOSlvifYDRHRwjVeUcHZjy0nlG2YBDR57XijVo588r945qCnyqEcznPXpeSs4LHd+yvT4b1jVIgTd2PT7lZBXjZA85CDi0bx0kC5ej9LSkMMnxYtf1K3/AZpfZrnKsCmfuTDhgzowCin1gaMxdUTLqI/txJ/6X6WUpX7ujlXyHBq8qmcXJE6lnNGFQYqOg8ZQDRUZHxQ7jxz9Nj7Xv6bA3ii5LXAxe7UiBT31NPR13MLsf6EvcmTAgJdTeoVA02OC0BTbPGwh7p2Xb2alT+m2a5Ay3gl2TkBZozmu72Tx8n6FXBrUt9OllE7wtyPERnf0ej9S0XtMBR8zWnxljhIMenRAhMRmEecV+75yQelzHQZDumWCVAh1OOGXiSv7qYBnveUPl7vwEDOuYgnTHhM0wog0mbGZB2+EEq+vpADPOTuiB7wchOv19Ma9tOMG4BL7ms9+XaKvmCyqmpyfYEEWJWL3z+wlAUdXJvXOCDVFW0ubd31tIMZhgYl2L+HUv+n7ybBigeyZYT38wwSYuwwkW+eJbPj/BJsEDkE5PMLnI8HuLTQ0nWIxwgBlnJ0yYOYN0foItkAwnnBZ5oMKAZXZWTY8P7ai10lpfNmFyKwzS6QkE0qShNPRUmewoUXfw0xMmO2KQTk84dQTMBiePn/na+Qk2ARuAdHoCgnTuIUy4xACvz06wGR1DdPZ7AujcM5jsZ4DVZyfYG2KIzn5/6gDeYqXGi77FSr3FSr3FSv1YaRgr5Zbcw0LG8VL/evr49I93/3r3oyFy/U8bbZ8fipyS3/+xwRdET6WAKQytQb23biwNktXX7t5UBtru8XT4yzqYF5uLttxSy9W5oic1zTqqaejEoIxZrjGP2gRhykjLEEXCtVxm7T4puChc2BNKZRU4u9hzF5l4JYJj7cFjeE+bYHfp8j2fUiWGYgGQejQeKG2duA7SobkMxaQr0kqeRJVTrnMzPay/kCctcUu2KnJYEkmhXsQ9D20P3sIF2DO1rtXvTBKSqGCM53o99Bwth4XHpkgt8txOawjY27W9SfRbylCHPlFz1wS0vx2dnVESqdSOAifwnuTIE7zLUaWjdUbI/NWQpn22WLo/cen+UQZ4oZCQ+fY56lCDZOwf0/gSU1G6d7vBNNpJps2mOIkzpAuQVBlRWENvNF8IcTCjgeKtbl2gW7BThxRknsEPfAjP87Ykvd6fJ275AvGVfWRMgFUCy/h7or8bsdeyUE17NdShFdA8wx/GR3ULbWGVeZbao2HzvIPAx+D43j1jR9hBRDjeRX7k3gl5EkqkpiiGCK80S3iZolIrF2ehDa42vHlgJrGfppjjdX41IpAaUmRtwECxHXQdMu2VBVFocxMOqqHzfduk2yUqNbh5LEVR0RufZ7CeZ1ywiSl+P6gTxUWykO6tSPcUXF5ghyCfdlAG1VuB6rWLmJWSQ7LX3Ra6qFTAl8kFw88jbpV6l9uTnSJujFTjOnIrGTVkIW6hwgita6aFCup395igZS1T1ZE6Dk9iFJOkGIhiEHG//oKKQaGkg7xJc9srh3CzEE0uJNAiYjk4HkP26i+j+FO5wAaRNnUI2pgPki5QLXO8/kKdo+svI1vWQ7J+mBU9wzbu7TEM2md4Wh/FzzqE1pZ2JLMQWTp/Fj/r0IomLQ4ra9YePP8AmuHg/imh2rNaHLpE2tcPlAtfh5BPlGn7kMAhwrnri7rqWaT9e1Q012HROzvitvSTVWaBUmh9rHrWCrjg+pmSU/j5W9RD6iJ878dneZAGE4I9IaOtnSYM6BOWRKx3hu+DyFOJwlGu6MEFiEuZdKO+nzwVKjdQMjHb0sXPh5OnTI3t9ZCsb3ccuJ88qZQuWR/Rsx2Jvf7d5IkChMtKvZ7LrDza/dRpuyTc/kaVQso6qQ7XqBMif5acAqEOA/QLQB3ai8Drt19rM5zdup7OT0ACcpL+rFeOepT+bPaETKFbOGFEf1g+mtKfdSH6s3LHiTXMcwfvoz/1l7EO9sptrupQmr2/++hP/WUM29ZDsn60938v/Vk5g2dVpmE5/9tA5IfRn/rLCR7gGqlqxkopzY8iQPWXE+4/SbqbrD/pbjcmQKgdFNKG6v7RPdaeBIqn9nMd0JPTE5CCnCNA9c7OEaA1nQTw/AQEyYwfcdLl6ceI6e+twFyp1jfPQ4GGHhA9sHEZTO267B5YNbaz6nYB9Gq7N4XLm4VOLr4m9IypkQAjJ9bfuAbo4MC3QgWdboBkwHdAUBjSi7GpocB4NID9ZSBsFD4ycfoPVtbncfDwTwUaCCrpxB4sHzZFOFhzIwPj4KAFrU/HGdwSg0JW0W6cG9OeDWlPpf3FkP94gRShCO10wmLWTdmUL/fOCdGb2U0MEk2wzrh5tiE7yk003FbkFYhuM0YDj83sa5Zfvqkph+UIo5m1mR16a2nCwDlPVZsDZQnrk3AMnec9hL0DO3XeLZfVLjrtuVv21iPBVGzBBg9RflmDnxH8NGnyoBfzDNL+8bWitlj12pNMJ0P7ng6P+MZNlfJGuY16MRHGIzDdVqDGePIKtb/vTBj5kjAYJHe0sfCNtfCmPcB5LTab0KhtXBeXb1FLieeDCgVncJEzCb51uNCEges2gMqQOXRldFps0dUYH3DoSCjIitVnpq8zFerxmTJRw5RI4xy9zkVim4W4ZCsmPona2H/WjNWRTgX3TqAHCxOkbOS9E1rogR0+xKUpWxlOLA25cjVsZXIXkkiNVd1EzW0tFzAAaCMhdECS9WLG+h6s8JRw03+33+EkPmzjnhXik90/L/nhh72xFlhI2dLREOt4wgyh3NVKdPeEUzuqDAG0at9dMnteaZgwAbCR5lNHwBNC75yxa2l86YRgFnAagHR2QuuUbDmjC8YlnJ+AF2dyC1Xv7McI1bwa1LRdkXCpoUBDquJLN5n5PhRAdpah/fWxlHlTeTh6D+NqW39FrjCE6qSf94yielKrlPCRKGisa+cDN+QuFAJXrztZj2KTSPujE0ChpAmjuiF4wIv0DZHAVjTPtCotKM1krpiVJg6wREViUqbCgXXIA361cuN4vwvZvxm/7HQ4SLR3C1hWKPcMJ0S7HEHGOPzTExrKGuZMBun8hGwWPGRe4FZk5n+RurV/PLXF2vhrlqrVPao7MUiGhWAwIZmFWzfiAme/Pw0QTpg0zMDiS/Z6gwnmhiLXrzn7/WmAzhxAI6DbmfUGE8wN5UK1Hs9+fxqgMwcwQCAM059hXPBQbR+zXl/w9WlgaMKk2xCLgdZ6PGGyHakfdfeE0yCdOoLoMKd2sh5PmOwoFZGv7pxwGqRTR5BPoVw+hc78nE9POAfPqZ0P3nKCZmXTxz+pdE4M7fyE0yDhhHMccLLeYIK9I2Zp5yecBunMETAHmaw3mGDvaPAKTk84DdKZIxggEXYrnWFdnPQIWF7w9WlgaMI5LjhZjydMtsNM7fSE0yCdOoIBU7PX4wmTHTFTOz3hNEinjgD5mr1YPoXO/JxPTzgHz6mdD96yXVZ0MMGu181M7fyE0yCdqePJHGSy3mDCpGQ5MbXzE06DdOYImINM1htMsHc0eAWnJ5wG6VQ1V0KiVkD3FNal3inyCF87+fVpYHDCOS44WW8wwd4OM7XzE06DdOYImINM1htMsHfETO38hNMgnTmCfArl8Gt7L/ycz084B8+Znb8V1xov+lZc66241ltxrR8rnSmu9eHTH3Xg108fPtTpnz7/+PurV9Py/YSvmsHFMr4WDBeq35tJDyuWJzo9Ic6qVXnqFhF61w1V4AAj7jz1oosr5WS33r1mcI9aSha/FiNQOUedT4mvOCEVXDglGGspgTiz4nXUd34bH/n0+df61w9Pn//x7m/1///29w9P/7h5JJ9FOrxG+nz+TkNf/nj37nee3OVQCaP429O391/+9vnT16eGkbfv8RnGBRKpXgXGtYcTHABxRUfzX/AYN0TNV4ExqAjXv+o5tqi+49hoF2QNkof8/CQz1qbmJFCkR1XJTCD4xY36YlVpdgXZpMVaI0nYzJBp/bvPG1yhrMar3EFczry3bYGiTa8CY2V+nVLPYXRLgGjqVwEydzP9X/ggkwTdH3hxK7RGo7BqiBOqKB/tfleFGjBJIUUVdZ9AG6g/vPCL67F+qi6GYYotQWpcdpJys79XuYPG+Y/jSUvmfnUQ1ygq2jH+9vowbqXLgP8Zx1i6VPmq2FgkseQAjB4qL4HVJqGxv5V8tSu0ZSrVU9lr58uBhlRNVizV1ExsWClzphboxSQRqIAym6R6UFdLVkqSaA2gOQ/Jit7Wv/ssWtpaVy6UmYITJlVcQeiIERJbBkVzsZRp9tTuNHuSkmIkKanFLAPNTr2b6lhK8mQ4xgmD6gbXIF0t1mF07wDglYov6T2EvQO7P1P/dq86IXzw8Z+ZYg/+Cf2TArsF7J+QEw8aON3EXyaF/RZQCIL6i+We/+lmuC/vPn7502xwnBZotTMLWXLAnj+PJvtMCxKA0xNCxD40XHsHa6AHLwTzaoVbxF51tZ8lSaEXfreBE6KSVfMVXsAFdu7zjIodpRWAlY0mkFXQc0dYL2mLkokCT6h1ykP3xLASkt1At+mMwFzrL195ZK/ILNZ1oxKTBikcOi+3RCktfO+MyRVq2HcmkAslSS0iEQmRVVRhbwH/QlS1sLxgLZdOsLpH6d899Air3L5Onrkpkglu9Rc6qRotVcBUGe8NRFY1pHLXsQG97nkhCa4QaMF1uTcU2RVIu29GF7vw/arxzcjQHgWLJJAGVWwj0NB3x4txDv3h7Qeu7KFB2t2+PmrPFxL2bv9NvHwTL9/Ey8eJl5y29493H6vY2IwtT7///uH908dfn2e8agbfW9TKcNG3qJW3qJW3qJVT9Oz9b+8+fn3/9Xsd/O39538HrXx/fYIWCvZDKb1iwl6QKIQ9twmmcbL1OQW238pDYaH3hRrGFUeVVAsXLStuVknVsa3R9fJUupIvLL+IK0pEeOy0lLdJ0bEWIootQzYyXrc4FxTFVX9Yz0Oyvu1Br6LwCnSjDm0Y0qMQQfa/ZNr/BusTvpiB/4HKRmObBEC3+QTab6SaZXUIi8yFAQ1x2KSlrUWnvZlCbuBmNvVqyXSzUVeDvIqdRrynWOYyrxPnbcM2YP+tRjI+Nk9lg7OE9Kj1Pe5/vR7bfrzG1eOimriswBvbELqKCu8/M8NK1wewr3hm3H/olcXU/hHbc5J6b74Pbbj/POsq4qhqSqNs2CFoo2aTysemFN8l0PoTarOQRti0Vdo+6t2Zuxbojkvq+G3LZaSqPDETAx811YhUFqcOOUR/P/EUpoUrTHpav/mV4PHnhaqWt9oysP8UJ+iXAhH7FKg6WSCrWJsHAnFyFK2UFrNiS5LYze8ywS7/5ui51KEF0LWdKgKsoJPySw7U3OY6nfVmpTJKuRMCha8ZydUiFavE4xnwuYTZ+o6ZxUZ+yErB0XxSfxnLyWVu81Dfy2IzK7VZYc5oEgmRep9l6vaXVQND4VaL3RkxELUKgYrMayYsskkGctHEBeyyQbzaSgdSmpqIVnaJqiTVNQV7ViT2hVTABj5Sm002KczO2+tvwtnUqwXRqrU5heULhSU09gOnl+OsdmSk7aeEDTJanTRcPjKri6SnVQy3+7WpSqC6AhyamFVz0uv6nkpHqq7DitbbBcowJKQeBy0eL8jmPSFuZg9Z3bvNZrinc4rUW29w8YFq39UhYvI9tXB/+cHmcfUkxSbV5hHtB0TTzZhs5kKxhTp3Je4wmUUVUmH6SLXSZtuRR/GJhQ8/U+m9tGK/yDpCwUjrrG1vIit2Ewvw0ate3a7vyyHLWDgi2U86rlYKs6GIsVDD6Rb5xCIWNqZR4bBKwrTLBFeiS97YyH3b2O6WuSFq03BYwzrRNy3L/fUdOcNtcWDCoNIjinS6+KOcNwaftcNlkZrOuztS95kMvvWFsR35c5R2b0JoGNWmHao3lqaxI2eVXdGJWR96xKvmHjTTDqaKdygOQ73gswQZylPzQGfTynEQ6/XZ7lMaWn+lHkh1CJXJlFk6ThQK3YR+e/+riKKyfkFSs1IcSOsaj+rEQlFyacH2Crx/EjAKlX8fUdpFYghFMCq4fz+r8ZovuH1ugdT4HKweJB5RyQbIZmZ2aB2HLz+T8fQDxShK53cd9Yp2y1QmHQjbu8LtD3zYUQRHuTYHr6+VTt1o/xPsj9g/uB01bj+RatbODSxJiVX5hvz28umCIlbqKKSWd0B2k+e3T/V9G4LawiXbkRqXx6cfSTNq6jM+fUetGhKmIg4uv7Ahgdb31H6u4SOTHhSuG4raT99JLWWhIBENSRu1P2stw1HK6O3SFeeJth1J3AyqvLJHIaeQkNV4GnsWsfto023s9Qv3Ps1kRlPChGkW8Lh9kjms+JFNsKdLTZspsqjSvV2tdySitpDCgV6MYsNGlCNvkx7p6qFcl09kVAqJSjfnlQinbnYd+pCdRBw5ejJ0ItmXdyy1ZApNy5k8AGXCNlTri97Wa6PC5PpWRT7GninN3I5CG12+hTsFgzMReoiQmX5PTcxWcu55CdFXu8UAlFy4i7M8Om3vtp2LC3VxbjcLdx3Y3pzYBpEo8aEOTZbvH2j7HUqoYeXtpwuiWmJvS7CT9QNHJ7VcFqSSgRrkNAsMGwJIFXOTdlRVFdxw/SKZqqIakWtzIU18Q+0kzVAvIX921Buo8keHonng+MpCfqaIqda0uJd9dv4MizviTso7p8ILE0imIc/0soX0AqXv93OPZPkLgeh7e0CA9fW1zozmyJzDJol+4lEGrKvUBU6+jqBk5GeNwUNmf3ri1cn21igVEBy/EnOZtkWoP5yQ4HRDrWZumAvX2iJgX4Jybeqnt287eENmilOkVa9QHOqhlvHN+YxvrvVpsC3egq3KvTzoipzx7jMxN5/JX+LzJK5Xt2D2MoRdiR0JZj6RaOETCWYes2QH+8euJ621GPKbQrEsrSsFrh8Z+ePk5SuhSck2Efbf+onh+bMxyqtG8Uoq8eb6C63fqYVw+0JUN7BBIHiKM2yhG7a0ESmqvQ6he9eLC+u7IhpAezCQZ9aNzjui+H5BScNtZPSOKt9W7KUbnHzsTVP2gg43LI3jViI7rasJVubZWB9lT10dsttu1d1HoLreUT6Dl7ROtX4Bslv5LVq94+zh1WvGuAbPVncfOWGU27G36A94+BIjtrd+ohTo+n6u9OObcA8PZF8Hdgm9BrrX2sTZSoUbvXsk+rz75s3FVoiOevGEZWKIDYXJ/kIxVVGJVtdj20SqFHqBHieRQfbIrqRga3MAOnpZpwpsDFKSgZBruxd9M7izy4U6Iy4SLyICOj6+xkER+Wd9Q5ufGaMkxIOtt499Q4PEmYkZAzthtsZVMxcE3v7KyxfygDQjEpqhIxlj0rQGUKbl2ZzQagvB7pOKiFBeALj9NOuLGdkL0Sw/KG0XQr6qwZAVPJElEqs1DExhC+M+qphxJZGn3hqaM+JGqVyisO2vnxH5Vop2j9wkuR4S5VIlcUuFPpRtkYsFXmV4M2xxjWgw58GIylZQwEb+zPuP5ISJnkKEtNl3//rLJMijRe+hulPI3RvUsxIdmwOkBoEOtrzpRbNSlkR4e35DF0yOdPcjO2j3Uu5blxY4+6Yg4fKFojwSu7ozCT1s3LJrlkNwXQ5Y75YPD5WVIIGnyjiFwXWZbfh6SBmxTboZAjpwKpqgGTSjlj6OzqFAZDd5Nk3uwWfjR1Q7oBF4IZ6VyrCUpP1sI0XWxcwNGhNZ5pLHdxMT6slhm7iPRmHQQdiIqBz4akOmTJZ6aZiAGuJEXA1cECYkyllvIiSKq0Gcucq8gesXbBQ/kFfRSgHJQ/VtF9QSpRm6Epe4Ws+UaKDX2m9ko1CarEq9xjTTMBBW11m+i6fc4yCsQJ19QGFVpeGLMbkA1QrpYh99ohqqhTOviWIHjg5qIALFbhhjC0ueeqDHyMk+3ERck0FBPNJUykxUzhSSGQv1s25DePhcvS56iaFSeqodf79xvcqNvOZxpctXiQsK91FYrftfbdssl8pq0VkYULyReVLQRimKiHpulmtU0GffHCRonYoU/h4cWQebFwfNQ35SBit4yj5QpjDtjAJNIQSKCg0qIUF4pR0xUQURFNV9ZmkpU7xQpSkRH99G5rHoJmq6Z1G52eI8rY/JR5U3JWR6kZq5t7dlXn/9ZVw+dQu3shFRzYuVcl8S95JPYWKg86KUXZfHrTvaugqiVlJ6RjE9z5hOZK9v7uRTSaqYeJK4tkESk2Zfn7LscH2mO36jvKcB6rezRxMBByvFNIlXab+M9sGNQvGbGZhNFMTzPRnGm8vJ5noDRcWLBCrsi+yDC8nadeiKOIrpT7MOke+osjbKMYDRUoG9/iOmnyfn3xxw6BJ0VGogBgqVbGIhWghzl9PV/id5f5yL0MyB6JgJ1I49KpSQiWSfTZNQxRjIRuQp5qOeCFrI0sKJV1JqS2kbNtddOMV5Jetw4Ij8FkqPr3+j068qkR3x4uWkFftEidNxfU53gbvPLPOwnmtFnCQsJZUjBDhDyMl8woDNEq1dOWlr4fCmYeLLArRGKmfuHzcGhwUJqFC3jbSm3iNWnkjKYXRFtnUSFhsKZSA0+oRvfaEc01R4/Uwytpho9/3/rNmjUSZ6qoemebrIxijitvy/mYqB5TeaRwc1e085c5EDUxXZ+q5olC3iB6oH1yQzJHULewLZINgIB5L67Zomsa/bo1lHAn6VXcejaWFDw0arQ8CMNszUSwr+SBxbGGn5qMiqEHoHpC7OQp48O8IcO+AX5jOJ4lIjxxbGbRKV7DfKr/eFCy6J+UeHJbM1mIKyy+TteY4L9oHinnwg40b95U6OxBmS2RmSTTnDC71UMv6Ccmam7KO0UcmfQczXOgn+aUYjvP6lRxuoyFZKsC6o3qbIbH6ZGOObnojGlUSVKFvFDXz6qwSKi1WRHIERy0Qz5afYpyLpYEJBMPymEWiiPKTfuYlVLy6c+iXh7oryYXEHoSpayMdgz1aoYRZ9hBpe43JsVWXbCnnCEscg5KtytM/3yKi7sNyxUfBN5NoWurOIeALt4KewUt5lCzblyDdkfClQuGUe5erbpiUxv2ixB60rlRrT0y8Ue5SY9Da51y6tslA+jkTr3TiDWOxaUOwThq3Evv/D3rdtSW7j2H5NPzqXSPAifU6NXe32Om7bq+yZtv/+iF0ZBGJvCpSiwumannxymRkU7yAIbGz40d67UAtw8e6iL6Poy6T3lMipaIR5YEnt9dRsUYtJH5EPHYucSUfBhtZCgC6B5jbEV0LgiJJtoja1axoVh0BI8ebI5JsLo7mY+7F5Vv3dU+jiksJvpBVdiS3WGlpny1gzz/itKzbDiA7SmrYeKKPm5IqSg2F7KU/CWQzfkGkeffiy0fs0JQolM7q2AbBMXiwrcdchSlw4lifFPh3GpABSM6UJSURzXzF0igCzHA6SCDCbB8HqMy5vCRjDKPoKNKeO7JKZw9gyrXw7Cb5RdGXAZqGUepHfqnmlEN68UbR8s0xEt/3E+moitLYVZwa+gFKHQ1hZ6nkufHWE3PhxZMbPwhEOorAWs3dRaI4O7kYKZ0LkGSWI7NjJXsGd7lYDD1plyEHl19nKb1MGCzVr2Qycn7D9TABduxD6PEKg4l6E9Fu8Xt5yG0qnPnthdlgHr0ukUza4DiMryIpdKNY/5YmKIZGDC5jTdOBAS8JW/IEVNU4C9zIbtgo9LvcitCOmQDDPtGgkpEFNzNiQyLBV1Nyg7XdYnd5v6ECSjYbfXGr+7q2k4dmb61BHaCEAbFpBmKV+6viWrKChNVMfrn5h33lFNmczEuM6nsCF+OCSVSkRN7dUDGRrw+CZr37bkeWs5p003iO8o4NGv5uHJepHMvGeycJwmYVHv5D3JmUK6tnPPRJJsdzxVHtz8XUdY2KUMQyPahTCeLCYRsFwGY1S/C5Xtef4aYFyI2YOAs3qUddbBylhUqWQ12aknT5tEJyf6ZZuvUSxPVBvGWjX7BKzsJQV5FZMZJFuRXB4rD9MLdK0fZIvtiMHPDcDINok2SiW8igWEke/Te58EwUTe8lNd+2tD7wRA29IJHws7X0/c1qXetr5WRwnsTnx6yALmZRWwsmllWwqCoE+ap7zZKixxrSOnqyGzmCvaWVjuq+d556853ddAcQW50j5thuWEZtPjFfJ8yDaRc60H3D4hfA6zcaG9kRafG/vGBthr37viAG2zXkFGq9SSKglY5DGMOEtM8BoGF+yancTTg8lNO3tZzqpWUg5Tws5zoRj9RVccdS+sRXrmaFw8USBHJFpKRrUCoNX8ySGLSXmRo4jslFk04qcVqvFUyZufxa8SmHbnZTLDL/i8DlyVynwbNy0j5AoHMO1oorVIp04brnrfKoboddUpmyNkfDgmalGM0fxSCbrqaxElqkwEkfSMmciAlMzG89HfstBAKFMoJGZQ1dbY3j4E4XQNYWAsXkVb+mprE1M2piILDSxhl3p7NmQUhW1IPocURtWSnBaZpCPQA/jFo+LGl4kpolRBFwgJjZZZ+1TKIURAMb1gJ4f83w2qGr0/Ggo9LEVD+23u0xEDsK46a1srI8ILF1Iwdw/P0E3GoYBHT9ZERPpKQYDaIC9GIijiPnj5UdU+V5E6MZhQsSIL3MNILIhBV7zYUVc616CrdtdbdR7EJ10adPO9w8OpB9KMwq/FiSOceMbOa3CNnpZBzbpoNNKZk47+xTQ1wF5nRYSu7KS09DmqFBjiH/nxsCQ7EAmpcgqZvMX4ck1qA41iEwg4ULBo02bwKfhSoQRFsOgRx5PTpwJruZsYIsmJj8RSoQX2WUd+WUe8ywOqBAsNy0Ey7UoLJ23277p7bM9WF++x+EYaI/OkRxfTREAlbvh9nn6EZYsMlO5K0EGLKmm9CKKBVopD2Li3KWaR+O4fVL5maEpGz+DXvtIZJdWmn9FMRy1v1IsVPPz4/g3giWnjTPZrgTLT2XGlM1+17wxhyZRFaXIfCUKPTKn30elZ2bCa14g3P4aFWxOH1IlEX1vjPNYLGQpb7Z7NOcLk8UsfPgpGEi5Po5tuvjcG7s+8dKOnLfXgBd6+2WS3KAdYRT9ia8ehspFduY0oAk0v82gaiZOWm9eJGxZ0bA0kPttm3EcnO9J2j8MGy9UjWPX1jH0WFa2SC4cjkFqh6e1bKjuNwC1KzYiA82aCgjHdhDNI0GZdfS6I0/MzI0ZOYnivk8wu0AzKCPN00puXwMPNVvXxxlG5juxoHd9bxDfSiGtLRqGXnNtus2vBDOMG6MsF7KnR0GoThNSeHLCxJ1hsBgGsUGxNJkY3hZCGe57D0NpVHU/Bozg5pPIKhPj3EIludFOGNyZYZvA/KJyt3lAraL2TqNrgy/OnBpzbUwee4XYbmKh+OmYyJszkttJHTx6avx0tlGJjXQTId9GHFLMkcrIGcTacZwRbeH0N1YvfjHhay+yyiKUQI5Fn586Ot4DVpRG71ByodiCeRMykcTCxIQDmZEn2ImY+Y3OhN0xs8xKLLNEXQ5G2/HbT+TJsWB5/QyaKCLxs8VIjAtRZj7QQJq2ZYwTXlHtN10ZHBjAC++jQ5d7O0GMc2Y97H2iJJEx8zstEqNp80bj5gk+Z0GsvHc2iiqQhajum1sR9k5TqeDMh3WWB4vZXE0Ei7lx0P8fCiIvAgdvhinyggPaTCS96lwYNm5vFx09Zghtv/IfyZEZlhKn0SpkXQwr2UiCBuKZC28ST8YxNZnRqTkSZ8Pgwjdat5Uc7vTnSJp6427CsIKV3PeRPdhhI30n1FlAWyb4QIrDqA7efKhvFDKRhdmVIYYWRy1dhM9NFLoeilpSb+1nvPBCmuQzGkQzNmg0e+VQ3djbqtR6Brkd8kTbaTA9aH2jtc+BInr2wSO1XxhkTl8n+WI1DcYd/gD3PhOYNzUFlS1+qDVZ7LvFhOyDOTH+Qfn2jKqPucTa6zpC+3mi7DZvN7ZfOI9bJZ90ZHY3hFvG6pOb5UqaXmZmvcyo+PYYYk0Pm28PT7f5TbUjtU1hHGnLhoaBnAuRq5k3gxn9xDi1MfpipWgusxpm6lHqJsoLHSeBnJmfuPsuQ6GXM3vDGXvS9B3UOOIkLCCrrDDtI2Ys8yMzkkctBqbxnpFUZYbMGSu0Offol9jPfeE7F5E/oU6igdRha+98xKKkQNMfMjEW7CIeGQvCzDAvK6s8K0ONOb1PSORTC0IKZ5AJFkSEob4B3eFxozTZgRF77dYBsdfu3Nkbm7hqMoUxN4cqrf6CzW8EhoiL2/bofY3sAZFzFO97GkFX5oVjDt55iL5lZdeNO+M4GlhH0DK3okU9VKLXCpVUxX3dfNtQC4/Dd9LGCPWFEHOh0Dtp3zekLsyQnhsDbZkHOTIVbWB2t3ZE8aXgP9JYT4yZKcBZYodMGydQXh1eeD+0I9wbRvZz6bP4CjuChQlyWqpjPHJCvpgg/MabekMY6WnJ/NWfTWpupNiGwNT5IU7MWsKJehI74lMkPs4m8XDnCoUA7kW+UbeBmDEEkRW9RLEVwai+5r7hgzNxhC7ExZoZQdJAajj8TNRo7d2Dz4wZDiFHos0w6drNOwOtmqEQb0UTHHjhpAkpZQP2wfZLlS6cltAHBefgwovoigxxEtqSEkltkyHW7D40DgaTwefWvAnVlF40yfMuiOBJiZS9xOatsJB9JxDwNYQJaYjG52rzfPYtglqbx8nfKPh4m7EmCLM2DLmxUNXaKAJ0owxZYZnEVKWFEjfIxtRYnCw6LJTFc59oUjTDTU85jmmLIHcsi4ea5enKDJSkPSyEgAhhFtK3UCJFWciVKcwEHAJlrGkHj+Uu3HvetWkQPOf2jqlhLJOY+EE4w1dYkG+l7RSUmsvk2MrG3OtLf/94ltEFHZEbET7MogEHbCc2jt6M/b5tTvixEnhhncXDVTIJ2qUQXk9tPOLAMeECLfokw/Z9NFqYZoWrZFdIlc2pFR0xTa7jTRcJcja/alZ62I8wNwaYqlcNIp2bVkXN+97LgaKRlHXT6Dn0sgxk0Av8vAoznHuqhPMe8Z4Xyg0XFn7YL2RV4tX3YmpM7tCu4PiAwRbQD+K6cEiQ+ZWJJhukWaKIqOg7ogz5vLGJIcFTZryiMJGjMFw2lgnBU45kjS7EoNuk0AB4gWrSSpqCZow6viyJ3C3SE08Wel0zebYFIxyaBk49b1HcW4yNMWmgFzKxWWQG1xuQ6Eq/oizyAxY/cjRe80ZD6zJJdNLensw1wRwteNeZ1Fxm8jFAJy4TppCmEKMXbCEfbBbygY7sQgOobp29UDIlbMiVoMJ5I9BR07AwxoFfiFInFsHMFtGyqFtaehEmeWqweA4QGvDU+G64rA4d4w5AWk0rUs19i1DdjQmSSPJ6iuKm89fVHP/WXZj3P5AfSdOqWsAh+pEadwLHGUzMC5E1xUiGuRbLxSm6ItwbmuHB7p5Jwo9AzICNAQMl50YPXPvy0VOPp0f5HI7NOys+czg/oF1X0z6PHwOZafk9vGfBKBXXHF2MHSBykVDRrefLfa+X+x67bVbGd66QnuT2/wetDVy9ZRJq3ls42WJhw6MtEiw62WxlQpnB5NZI0IYVZnh1p9jsgg6jKwTqsHsF+vtYs5WIxmCWF781O+6zM7xcaVC3ibUn0itntplwUSkWcjCzldAy7pm5O+L7P3758Ns/Pv/P33/48Uf7l7///Onj959+/u+fvutFv/7jwy8fP//f53/G5cOvv3z89rfPLf3Ph08/fPivHz9+bv8f92vx04d/fvxc8sNPv336719/+PmnvfS7j7/t1f/97/ajX3/79PP/+/ivH7777R+33/7j46cffvv813/ZL34ezs8//fS5/q+969hvHSE8gk3I5Ovs1pkyFyjwKQphCwJrc/rlOww1anMr7Ml7bgKTDPDg93xuKgjhSlAAE3If8LM2Sgqxi7IA/u2+s+az/fe+daRSYEmlYFjOhyiBMn2MchBjLO59Z4PJ6XhQgSQhookLGUOsR0H9Rcj50PJDYQDYTAajBathEWkPostLiXgtvQZGUeTFJfYPRi0+V0HQWpCKr3SGRIcsMLmg/W7oH0bgYuMHH/DuBLe/Av1NE0eA2pN6fwOlkA6Ech3FEQ/Y3bB14Ct5ubfj5WViuc4YQZSJLoC5WtmIlBcC5eVlEjaZSJlN6OJPGLGaF7K75oDJ4/aSey/z/RzpR19/PrNYJCJ0wRnCCYqEmcyRvCpZALIKO89skdcK2wSeHihng9mLelAQ4TtmbUcdlFqfHey8TcyAD5/svNL12QJucRtUWNep6EJ6D0hiorf9UYVBuARylkkkLc5qHjpC2EAlUr6oMrWSV7KzjnCf5NywbUXqkJyarWryYJycrRopjL5GYpgzRX22WHQ2Vzx2GM85dNh890CODDq8CXUY8/DZmXDE2MJk7f5VWozv8qACPcOjGlr1tYkABVNkzE+IbLL6wylFxbakjS+wvCWy7a9SmLxVnM7pdHXB2ZpUKEZde62QJzjrwhh/WyT8YeNYGDCYoH1qhbyY1OEKHV4neKVS6cSVlTALexECZoxDNFKJHLQOC5KQ91h6Wqqj82a4lCIXSS9CQ4dEoleyQcRq8/ddBzWTo3wvQq+jKbKvkkHEMj+h7p9EMGHmu72CH3Nke6cdRspTM4cG/I4J2+JGUSdxm3i62hrHv+GCYcI4uxMCftm2T76m7cXRSOy2ff29THAkhYnU7RHRA0zhjZGDlPjZSe3PJM6UfuFhiROFOJtiIlLUxmLj7Mii3pQjEwRUWFQxPqgwih1hPkGKW2MVyhpU9F2M5CJs4/FwEmQiahHKM0I+RERmzpBuk5EG/LJdIHwOTuY7al6Lk9O9/2BBF4OCM73pZsi+HYIczZcHHI+YNXByZeeKSPOp3SavpMK1JCeIBdgog3xLHcx0mUQG72pEtiXVs9EZWzCLdxICC7eUAUzo7KZkFHWwn9QeTQhMN3cuzIC8UAin7V3kMZyaK9uS7i+KfOeEhHZVIq/dkfbobkwT/vs6d/5jKJMVafoYakkTQexxBr7Ry7GQqpFXkhtadIxkJ2wa57KxExG4schdOno8vvsa332N777Gd1/jn+xr/HG/L5Zf//XDb9/+4/Of3tLDKF2k39K5zcKJejJXg01GNmUDCukHnciMCxK7zVJKyUqmwwYPYUw46kUF4/UL2gUKBDFBOqSol8XrxosTs4tJ1WOsrMhlZD98OzpCMdajgLl0w6wddRjMLiFP8qg3oivor8nuIL2IQ+yIiSKTdKHWobuaX1Kx3t560O9jnLBQS+L8VIFySJosr+bJxtRSxCzWX1RHVnoY3gr0lfB7E3p1UGEUnXo/vIZ7xOjUSkcjMG6/0bagpK5g1Yf+mu/2ChN63krPDDME4XnQmwW7q6kwzXbLznIEk6nzoAK70omH2pBu/K7TFCP0N4/CtlH11KJjRQNJ7Fuod4T2C1FK2sbM+eQowsWbMOO11pZcdUE5Un4364TXd+ZggIJZnXQr3fEa+eTT7OMaNz8AwWDMZWVeofriHAb7VdzGF7pb6B3ZJgINMqMEDWQRrZAglU4DvAOpAvV3ZbVXEyr1/q6Ujtn2jk79H3Tqx/1dycAX7nMTkjBN9w/jJuVnnGRE4BqZ9X6AKWZEvCTi6GgUy5szwIBe61mF3GVib3P1eeUzwUEyOeUzRhvYJGxqhxP0GEQX6bB/diEXywxsA5pJYFLOEIklivoaqaNOP4t+T/VKt5+FntuF2CML2VRlZXDYII/d7P4vRHddiMqqULJQUUpqg4EnH98G2wlnKt6fxzR1+dLxKsRMXzgfykJXWUuMjtbNMEkJPFqmlRtHc+Eg3x8xU6dO3jbe+hH3VJpeZEKmenMc9KQik3ULcmRzLEavU/MTuTJLAvuYWLEhgWpWxByeKbsgs/ZggM4GiDaFa8FI74MKdC1Ewqram4LeAjrCTJz+LVgUsSDB9U3zvZdXN0/YoIJMKPHsLW5eA7iEleFaMsqim2C/ZXylkSYCwT9UYaAXo3P0nKJnexd5DHIwYTNVr0wS3Y4VUww0HOjFJaJiWgwxoeJUfMXGtmVeAwgELYS3LkIGvSKUzqYIgBXoGQFgAbXJHq9vh66b9wCubyWGzMK6yl6EN1uZAG3poTipwA93qvCsh7t+2K4IqpoluhuYH+66q578cC8B7Sh7CaLLtOgQ7Xjf28nvV3Xo9QOdZ2xNCe2bTE9nDVA3gcKGsFx7dxX+mZ0Ll+1aZQU6O6iQ0Hrb08gd28EwZaux/BkVnrcb5rMqbAej5md21NLB78+2o+5fxgzDpWAujYL5kWk94HhUygPPNmrKJL4SGfjAPl6FKJWrkAO9yiT1ijXGq0Y/iOOn1pHOurI0qb58b3p/weny0WuWVMXo9MwGidm/be+0w8h2opN61H5gdqpAsddNry/UPr6cKusPtF1gwirqoLQhB/BpdCTbIuEP384DcafaEyK9aHHObzL2zZPyJimvnMEM4HlInCH7KQKnqfQwwasb4MAVcvWJO5puj6wvAy5fom5oqZ8Qbs2OE7qvAMNBcMLJjdgU2uxXIECQMGFsZL5aNobZ+12vfNxxqG9Af+mVRhrNgMmEMq8JEbyqZm91XBQpVsk6pzK2B8C9tXFeIU8qDMAkeCcWtoi14Qx0RrwTE1H6kVIOHTaJTXHijjqckFymNYuA0ER80/aJoQNF59T01dOGjQhaUyRUZB5dSBFRKFE8PvlgtsxXcedd6K4Qo0SJlIPqKY/wEjGEd/oIb6ca7XmBEN2Fef6e8gi331Wp6CEyTWSOSucZaXaFE2fkd5cpFemJrJXHIOYwqZlvqWpXFhhYJxUS3gpkPBudUMRscx4S+2G9/ihdYyGILRoOob/kEpjaRZvugng69oc2bYqDhr7cMFopzQ1ZfgmyJZQF3BYZ9R5uJWNlNgoqG559o3flOCejQZvmkeDKWthv7S/kvyaLP80X4HrJpTDoMOJ6K6en2IvwYWD9FwagBHfc1J/SVoLbvy2OaR/Jyq3zxoCUuH3PJ2s37muFiZPM7n7V7wtoaYU9BV/oJSNRQ+6/p4ka4fwLwtoL+T5JmEIE88S52oT6pALdFoPct5nyj2bz5DYgJQ4JS3DYyX09uw99//jg9zO8gr3djWaPF34kJoxn4BWs4nNQYaAwI7vgOQXwGXgF1gB9/Mjw95PbMCEmsyTiWaYMYpVzaBXi10acD70FEGeISKJRxC0/XlCVKgahbBBFyNL6AJLK7MrefqT8J/YZ5yKpLkLP7LPzoMLT3t8j6FlBizQB9Wbvb4ICPv7+Ri7PlUHjBp0oWHRoEYEOTyqMUl0md0WsfUe1euSGDqM0pWjSisTzS0jWmYGqeb6dFbSmtb4vfCiwNdAZnR6NskOw45eDgdkoSmDnpxlFLbLaYItQCCLYm5YEbVSTlBjWxGyU+vg33EGo3BaiaBgh2SdNI4XVmNgc+b1NuK4CjAjA7wEY5qEG7/FW7/FW7/FW9y2cavA93qq1dDbe6ucP3+0F//Xhxw8/ffvx0+c/v2XMVXvuAuI6QJ5gImGI98JPk6CPlZpMtCvLzG1SyBObeQMYYmyDecb0AftLnXJSJhf5oDgHA9IWz6S0EPFIcM3E+xkEq2+jrvcsBfNVmvAyRHim5gmVTBsBws4z2ZxMUVcsM1PJxPv515wiR7ge01Lk/giP6qZRbJSuxuTT7Eb8XnSsVCMyLjPvH9PamaYid+js6DNxDtr+HA8erWd2JeRo2a/tmnXifUmFCdUYIWOKDIcqel/2g7vmq1PHCB3bJWfjVLq0WmYydlf5xp29z5hEXLMwmsA+9j2hacd26PSxWSkcVsjUN9o4ZqYjr4ccLb6vIoMp1pe5/PvVjWJMmgH0sd+nCJkYJv25/PseRTBGA0Z86acFcljNJggn1FuORu52aT0GFVY3niCvxFaGFQbUMghhbxYTpP5Z+Zbf6LC2nAKY5QYndNA+xjHaLgkPTN+tmGhlL8Lsuym61jee4esV/D1Ws76l+pS4lJTzXeImOjL62EEHB94JfM1Y3U9vWkSP7OKRyJk5AXTLb+WMl1VZ5Zk6qYY1eqRLil4uLkiMVcl9WJtnoSdltWdPOnIhTRfp3fTxbvp4N33ct/Bu+vgy00dYSpfY1vzx/f7/3/7844977Z8/ff7zKfOHfu/LTSAF82hvk/x4GcNkGrwBvYZadFujDVHPG8XWhrtlImhSAUMKWl4GPcUIANN54fGr8x9fspJpI2vRsL9r0kS1BxVIniXi292LMG+kKeodzqwSJnr403xRh/N9h1uGdu96r+oVGe8c5yotBZczLC+O8lGLpiB/8Pc+KqyQM3wvKjD3lJq6UixyqOyJrq5quwpN/NUKLbO8pybRZFMF1xRSMXw1pNtdcuQ4RGIIufEpjytg9NTs9xszl3rQ7kyHcdJAXhSJ+GAFmiP3OJCzPC7ABvzh07f7X3/88On7j9/s//7m7z9++P61pc8VP71+q6fm/PQHFPz6r48ffzEVb1ct9eH3bz78/sOv33z6+bcP/063dHelvvYPs27DHg0IzKQKf/qATB/ODAgn3OX4NAFhvfrmSneMjm6Ag3gvXkxRNw0uhJKNBiYmvUj8CPv+3dcDFCbYEdu7CAMQngO1DRDKOhDHkRaNvdMVMapUgSyPlRJnimJYTKwf+tJt7yKPQQ5mi4ITIdquQdM8lrWIuUJ49/ibDxJyx8mMBoz2vF6hTtBkwtkvJXDeYtzelYLDI6c20KKjDSMZe3utQsL5JzpkmHGqcFG648vra5PuyU8ux9IdK3xt0p2eutfWq95A0F/peq3Qv+l6YYWvbb1wwl2BmF/AVbeBAn1hdLcwQx3ercQfn3bixPBaTnGPNTRrTpuDCm8wItOLMyuGc37thO2XRX50gG9xwvY7OzsrxieMKnxlJ4wm/NIJk55s+2s9YeKZBwYHDH7/1Z0vmnH3yR6QSnIaDdTwqIi8WCgbjylS5AUlnBBR3iLpRV4gn/3u55JcfEaQgPh9qnBhCSuuYD21gNqHEws4oZypolm+Dir86QMyfTgzIH+FSkZn2+UKKQIRORhdCrJg8C73DkmktMPJRf/lTMGAVyvsbdZZgDNGdDVIFIasKVeYyfuCtDXJbCnBoiMfL/CoXa4wWWSedKpw7SLK4OX+6i4iJNOf3kRY4eu7inDOXfRNxSi6/fkdnEPDFVK5WQnGFRImE51V2JAcrqXcdCqsggb0SQvrgrGqlyvQLF07Fp3X6ms9FpsLNhkcC6zw9R0LnHP38knoMNh3yOpeDXuVBfyDtkj4wwpM7SHcihcKYGVrRV6EacDLlioMIjxv4f4mwrMXCX84cO8ij0GOJswTQ4UYCIMb/FsR/9t+/+hNs+H+285sP9OHM+qYuOkY9wngLGOelzFDqox96bygsn1Q4BIp0Q1Zjhs+mbP/RtglQAx+hT99SUwfziwJJjRkVszgVzge0PKcAcVVJcipAXkw3dq5z3ULnH3CPGk8YdWwyvl4SnIZAyJlgb9cYauAOv3zVzRoks75DGyrKzXWhK4qqvCnD2g1iZVPDAgnnMUaxAgnN+XKShcBVfjzZ6AqMf6JTR1vWJZD/RoP9XrSd/Ok8ZjL+KQUtd27plZpVMyz1SrKZCkEnW1FHicd6VRU4Wk6le1dhAFQaNKZJ0fF+z5vN0T5W9mrTB/OnIvlRjhydC5W//d/vv2td+HMscDp9lZrf8HKNbFHFbYC+i9cfQHZgC5XaF06j4IISAntwqd3uY/8wrZIqOgJYPz9KkLJYpHAHdBsyg5a3YichLw3iFK3DV1sfNXgzkglAiUX2rfzcTzhW9VwtUHH/+COH2GYAhPkB2b0D5yKzzb3RV3YKBpjgqEftGzn4+TkX8Lt61ayEDMk8J5uOGhzo1iMwURvmIng64LtM2PBP7/75+eiN80Ma8hmukYU/VDcqoar2Iu6s0qoqGsJQfX92IswvUljlvID6E1jkbskPDDVUnp0tKpVlKBnmjyi6BtIIfzIM2eKTPuIYLRdOj3+TMzBtkvO+AMRHdslkaP196LWNoy2zcssDeJGXPENHouh3AulQdQva/cXJj4Os5ykprHIXRIemE5ft0Do9CFzmRYdjX+l/PZ7EeYGWokCIVAKV9uhs6M3TUXujzP4hUmcF0rLxovvPac2jPFIxUVKcgVqD7TugMHpkwqlotGMujTxlIDvJ0UXi8UVdoHgxvWaGoY9pIALNxblwr0toCFej72o4ulJLutoI1cDHAFWGLC2rQCfTisRwZoi02GEftgxyHi+oL8rkQGgjxwqFAQnX6+wucEcLV2kfGGFCFaoQbYpfMePNkmm9E3JRFVHLULfCG5q94aIYOpvaBxni9HvVfIcibRew2Y7Q5FmoqlUom58HQfeYJ7nKqzKmHeuwobhQpMKzeRKngnfN9ZevygkhNK8x6RhbIHHr2QtG2pI8eanGHc4YXjcvsPdrI6ETrpeYXnZ/HtP+NaPPe+EyS8LM6IftszoKDZpT7v41Kqf1Op+XKwG/hki/A32eGMHx4SmC3FN2yI5mD0K8cuAgQgTOltTxYTHYv7VzEE+UXlMVQDh21iLTuoJ1yuIm1xisIRYYYJQ3gCAkG4BywcTWpl/qUrvhGGq32BGJdOM7kWUebjMMxtsQu1TZoOoODF9La1wje+vNczwtBcV9wTUgOmhG6EHEt+bedXHIqrNspLNYy+Kp43TjYp3snogrrgCtUcWrm5Q70aP+7Gu6q8O+FE70/g+mc80KZiFeKgNvUvgNY288me3mX64G1LpZW2nUzc5pWMw+14Olsld5az33mv1xSeeWjCNKFUY3NN4qG2RUFEf78LpLxaypOxFPkPxyfbNwDQgj6gIA7NBBhejMZhhrDDIbIusNyETi4EpMh2OlTqMJH7TCQuckMZ2SXhggVcn8hrK0YbxHpsmy/xryep6pxsd0Rf9XqnAjr2dEUw77ULHt96CWfIsx5jSjmG6Hi06Noyh0Nxn9CYYzNu4ZGofA6EHtGctw+Zp40YjxLif7OLmW2ucbpSfw8+aPE5Cij4YU2Tzc2CCjqL0rhoY6/E+DDo8qUAzMv29rH6FUdpbDNXurf4u1I/Ag488RXK0Hv7hBMtTY151VeaGcMVHW+r6jHm0oYqjX7YEpbiaxU9pnUgjpd3OdlRKyl4oLj4IZRlvMDe8rPGorS5Yz370tQKiCyjGOucvqxBXsNIMWA2QYWd8maJdu4lh0Nv2IsxlpUWHdgiKwp1U4LBdtwLZoajC4LqM9zNidDdHnbPDv83IRhkD6baeat0CzAkD7ROztBNrZaTgGFUrJy+s4jYuzPzGbonR3Xnf9Ph5PzEvLOTMrpU8SrXSk2NgXqCjPBt35TxaNXXd3XvaDZT+xPOebq/U8Uuen+IzJdBU6S+klVFSlQhBmksalNC9CHZ1LzmyVOAhvPh71UTH8zF69kyo0Arn3ap0EQzmY6QUD14RvqS23z24PAYwN+hvzsSO28IEWE3ki0txB6omVkfRs989uJoHpOkYtpcqvXqS0WJUM0C9JlM6F1ZM3llK31lK31lK71s4h7B6Zyn923m40/f//O1vjaL0p19/vv34LZFP2WR9f5WEi5+ybCUDn7jBpikhijRubkh3s5hSCy6XC/m3d6XIYwdr4HPK5OrRZqcNxyB+UEcWDAVrao8XaJ+QJNan12jIabBLBTdDQUu1GXHMLvN3pnhZf2eUBeP/Ys/mPR5zwS7tk3QfnDUJREDC+uznw83d1flwheDGGA+6hBUm5jKYwUkHE8EKrv7eH8+gQ1fGw9OR480bcnLCL1dIq/sS4AWC319bn0n3aL6v/t4fzWB5LoxmsDobhPtOV+dyhQwRFbPloQoX18fvIK/P1d/74xl06Mp4Guhpxf55QLoNSRSv/l6zGY0rUIeogjseykoz6R/lc738e4wohwrcIazgvgOJR3XSv+WFtueVnyfxpAH3Bn/vjkUoGt/tXEt+TcLg2u+zqx0MOoQVJsFLqO+ID9haiFJ7dQnpBhWKKw2iEOnl5QqTLglmccIxu1O2YLiYYHpomgGsIJC+mPoHW/R6BcpY7QucBZZoQc4XRgPgq36vI2j/XjjF3EKMGu0AgzGjbcvJpgc7XkbSbAZ+3tCq3QwhyhSs3ngCqxR91KjnVNC/0IvGC7TiDUcVyMS/cORG0DGoX6Nih03vIo9BDiaMfHzok8QlYV5xjtWIZCq1e023REEX84JZ6XlH+lIaIHcB+Sw4QA7jlHLHMneyM0U3B/ysTW/eTQXmGHiPWv1svyJ8b77pWqTuC8/BzZCYFH+uzgh0wmjRWFstiqs/qEC2uIUsuzUR6toU9Q6b3kUegxxMF7FyQeZbWg/qcCIvhR2D8EwEXvzIW0SONuO1vZz9LLW0QFRh5KUCad7CYUDWmCIzXgFpbrlXzu1/+92TB8D2LvIYjheoxBcwurYNhUnre9HR7QMrQhXo9gkU9L0pelGwxB5YQGuYAZzb/hslip7t/o1wlbb7x+LFrnzk/SFHm/HdhfTuQnp3Id238O5CeroL6ef/+uGvcB1JRGPQLk3dnFIFzTNUYRA3iQfEFgl/OOCXdQeJIswEi8bmOx4hVhgkaakgNIXRXvbDgXunlxNosDxfXr7cNKAP8g+MqdIfC6bIRJuCupQ3ektmBoVkRFOSdXFgHvThl1kzDEQuEiq63GEPnGu/2wXKfUK/BztcKBBYv2xFIvJLadGRWxJcq1ThwS2RKIjN9i7yGORgwsgtOtvDIJQ2RG6VglniGEGOePlCGrcwrqgUuv1LfmHNY53xaAwSa2FSp410j6Jxm731QDqpFh0J2ECxHI3mHOSVKertB3og2S6dHb5tLHKXnPHrVEdeDzlYezAPrhjSGXp+7OPzu8ByxagBF0JFyjukmbdvxyFSXFpA3m/yV0BarZYy3JeQkcJB2hjQeLVS0GyjxsUZ3hRMLFg0Pr8BE5RTBabnB2nTQ/VU2lQKXrFdU/glBljSbEFvKwYT0XoMMswX7HBm8RgJ/9/Q+ygeF10EOdqPj78pwZgiKCj/+scg8OMBt+BX8oYjtxbM+V//9Lrv4f0s/p98M42Tg//z559++O3nTz/89P3nv7x1XvCa1Tvw+vE0CSWpS88FYggFKoQo7FdzRmmTKJakWXTxQV0BBTfAjKN43ncfum4a1Axvv5VIz/YiDNFojEvu7buL9JvZ0JhzA1xm1WTmVgsenvKmeZI88iM798OHjqC6YGRdWZVGX0efwZlifIp/GKXBp5PYKH/UXoR3zV6UYPQxcmxV1M2n7a+uaKiBAgur0Nu2avyQ8YNhjMo+JQXvuun0az77fgdFMoKumWiEA7MvhEqUd40CzPUDrmytM42Z9rvKo/OPu795upD/cZ2QSK0BWctaxgEkvwjqkL01z8kp9uaRQ6qBZ3zhE8k1USNxWNVIfDomdYo2j6sf8ySueR8raSCBOBlWY5fX4Q8y4FYMANkm7JurIqXN7ksge9eFA2byCyj+LSfyfeupQHppVm4o+sUWHbdu4tejlkRq3neBHzQv3Dy0XokiIVVySzWCMtdxs090ha2/LzSG5q1FoyP1eSkg+YSNEA2bPTv5yDy0Dph2K917sjBFxEKG7JZ61F/9jdTGzSQTvLnZot6oao5Et22DuiPjQ7qFdB05zpgtcmWyz10+o96RAj3Lkgm51eeRb4Tav5zw5tkIlFM3oouMZDTLZkeoPdOffea72CcEMRSb6FTfRr9xkp1Icr+BRN3Jz8T0uq0aZd1fiovKNLUtodYjmzLASe+Sv/s2IcBO2+q4++MNyXUne0D45ECSN1ck0uN7D4VP22rxvv26Es915tzn2YTvavuLv/vWHvHY219J+O1FC26/qi5qbR+JBHOdGCjrxnrHQkSGa2Ruv8rcfisRArUi/+ZVjdIGRuP8Zzr9hZ0w7bnCJiRxXx2NdQuajxqjfmve6JgBP2wtWAFtQjO1b6+z4aNn60lojNqPau/+K0Ql7b3sO7IrbO7YF7IvNcYx3HvmKanKeo/T0qcSsslo0dHZD9R+WBLDC02Z6QHyyaDKvV/Piw8vsW1F7tLx+BuDF9pbE/FJ8IvbC5hYyR24Ti7Ohr9F6+uib2ihIvtghuXbtQRUXKZ6m21MX374YG68JzB9OZJ5ciA6SwCWcPCfYpD3Ko8mq5I+9beEH1oyySd2JbXRurpsGkWfLV3lur8732BAwbzDTiRrijfVcbxEghmBd4njHknh27Bp2XAb2LOiYhw5GGuid6AWHYnjRIizdhuhFaISQNs2ph4zJDiaHinbWOQuHY/fnl+1gvRTLlh0QiLt7xIQSNvsJbURbcempqCuy7JAiAvNXmOBgd43GgX3Ptu/XGD1NiEO171owfbNs0EFIr1kZEI2uLENa90oB3vLBoYMolHzzmn7aEPZJtlK9g9T8yZTlz5kETC5fxkhiHFTjUPbX2YPWTKhsbPbbCsDW+DVR7wy7z5n724ZhWnME3Dsxlj2sAQ0wLaiftD07CE7mGR19t0OLaZBI21EjWuTDtBTMJAJdC9ahTqwucd3f/htoIpvhXKX78eHnoIrPwULk0nJTB0cHN9MNkC7tMYQgft3JQZp3gGX1LHmiPJ6n/UQGY6eDTX5Su6D/mG7e9B3P705bFuRe3R8c2TWZfd3FJ4+LTq+ufEd3QQWtG+KDNYCHzK2S6eV0Y02j+2Sc3Nmoi82KyIHi+8m3bjfN5vLXAy/bvyKDoi+ZeH50gozilEppAMJR/UIh/U0IA2AOtKCfrAUZpybHKZjeyQ8LjXHYvKahNao5JJM8GSl6kJmkjF4na5AMds+6DMpd6FBqRKXVqUwoP3LyBzXSDHQPIoGMuJLAR7IqUWtrRZj3pBmb4B5a7Yq6C/ziO9FXn/b1EB/scKI+wvClvZlQgtUMptbJT4l29pUlREsOro4FuJ9b4ZMuHbbmxmf0RvpTbZL5yYsG4q/ByvsD53iB97pJvrd7EQYYGEbW1CWGH1UUeRdcEOv7XdPDbBRNW5+hQG7I/EVBuVcNAYNWMGVciWaQ3DuhA7Gd7VC2iYPm1wpDDizkbpNEzspEOfXOJ5QM/WFZjFgkoMKtCCZfDqNcgjWI5M3uWVfQn9qJZdaKm5/7TwcVKAJXiklwD7nSOu9r1wA5TGx9pKYll+LDnGRhJRt6GjYwFlIZifOfZGG2qs7YYvGXp+uADO8TLDxmf08Wd9IVsriCBdiTk+L5uC4XWebH10qmNeaKgyi8nAHC9mm96IEt5Js7BVeyS/Swt2d/u7zANZVqjCYYMSa50BJB9NGjjzh9095QdNLeZnd4Wh6aBoRrG4rgivGNBV7d7Dx9falo9Yrt85O1LSReBQGFifG6e5FLq/TdvH0yEpq7uUKMzChcQV3JXAjONUAet+y/CCmJFLM5fwVsVFMq+2S8MC6LYXPOhoyENExm62WNcF5o+XlC37dnpeuVTBxMlCzY3Rz3k9D+ywcDH3IWpPghXQvzXQGHEIRXDYjoxj6R+/KZPDtoB/nnYQACS262oU06ALezpFyMx90YeKoDGTc+cJZYJhGPm3gaM1wzkcfP/9vs+XGQ8DUIcMhCCuRHG6ZZELB3j690iwuFB+3bYRBN3eJwZrQUzpNtLzm+bhvf1soQd6qb+X+TGCQYa6cGbZOuHHWTJJgTZSZdhV+6FaE+eVKSJ850mYljOPGOubd5jKqBTy0242FliXag1786nLRcpPNtBxUGEQ3omGhbRGMN8qklLQnEqqcG0W4pM0Px+SH/eRdGDHaZLqkORJ0b18r5NRpcz3Y0QgeyvQuzBnzknoun5X4CfMEc962HyMP0WFVDaRVdXNcoIafR0KUzfcY1EqGn3Uhf8sqFO5ncU7G2QyTt0JWhhHmeIC7RHHAZhnFdFlDHSHfuoHgGPdJuNPEyEezrCqOVtw8FZmvePF9Pj+gYHbjrBoOPNLMoYnaFD2BMGXjpIE28kjFZ6FkVNDqRomLwlQFKpQH62zjbRbu2zclAiUX2t8GEGme8K2Sge2uk9zxI/dSoPwttkh4Hw36/mVd2ChEYcJzMmjZzsfJyb/EraJbSZ8NgYNRZhsO2two1nIw0Rsm4vi6wgSZWuWnj7//9697Sfh///P5T2/Jr9KYKIEfbcYe1ihJ4bqKjFSPyws8gsJGQOG4EFI2YjAysYFSJgEPHRgo/lFxiEdSJlNqRVsk/GHFryTc9CaOVXpRcdwUISN7RiyTl33gZFqBodOBA0dipTS2kfGX1P5sRRJc+JPfS/fXHm84EHij/RYoLkeEkx4ltuJMuhsUAHVQYcCGgDFse1ECfd8U9Q6b3kUegxzMF9E3YLbInit0XCEhwe50x2mw3e9mo+OKFJLNz9lwnB0PjxT1t1JQqy0S/nDQYSEkzZxy0Rn0ZFbEnOcTodXQ0wUrTGAvgz3HVhW7mfVwEWXIRoBVuhTokExvEe8Rzpj3KYfrSo699tBAZ/lKdLlPuYUysaBPVrQFhMEZm11DLawMXXGRkpTaDz/zGsrGoXRSKDTLCCLPEr0NmofxTxAKjSIl4gR7cp0rTO8hU8XfcwQte8ZFlFfiQZ9dRHmj51LRu1Sw5KnXUBmoBd4t1FgfQFGbbbgiZHXaizCLaEkKf3/mjiucNHl2DRUNDjCofoyxsx9+5jWUN7RczoSWvrfOXkNtx6FY3sgDarfyM6+hM/eIB9hciDpydg1JooyqkcdrirxrKClk7XbGFvSrMdoVMyEL29LtwNTfjZdECnRJaNGRUzGrHfu23oY+RqjIQNVxR9sunR1/Zq4a26Xj8dvJvrDfrm2fRsnhYzoTBT4m4uXTEkv1gfIrkx9E8HSPEKXQeCJkyWjvZDqrsr2A9OwlRyeHnhAyoOTTIgOVQK6BTCEq06ELMxKaDjnbJpPJ2S6GHK37hFANFJHtBpM8tlAgQ9FehMHCIXH+7JWkjmycBngDHCcQzlO6qYkmoPH5r/O6TTIeKLytCxV1Gd4WR+8m3c7IQJNWCoRvPjUPRKP+ZPzq0VYi4gTRp8ltRkklTBtFW6SN2JJ28eal7jEwwNffU96a6cwWDjJnv2vh0IzCFAuUpYsaxwj/Qpbzonm7VeseYGMHXmfHpVkx7yX+nBn0Elwr9QVk04rp4dvzAMEBlX2ZbkdXhHD5Pw95kO/qPmXoSHagsbBQSvWgl6gJIwigMezPuwwaSyP/9dKHZUxnlWWS8zxkii43ks0IO+QGzhwHsj+gKwi79qb2Orwov2cftPeOaWZWEHfLBPi/V0H6AfOVPsKizl6FpCL1h2y0JLL5HS7IT0sVBgZn5GoJhRJy2IvNXN4Is9woxovvP+f6LIJgsun1aR+JBlKLYlBeEAwnLLSFuT4m871/F0J/pvNt3sa9w5Gge/YFHXg3RN4zcrBBocMbeiQmR6BkhW4eHLIBTh8RGEWvYucpb0/07ZALQ6JQyNBTPsIIUYwN9hBe++YrpsMIYrMyUxEvuIdIjFPOn3qvpkzuv6ARQicvwEh0QDUSI8tehLFIT7gEq7zEa50VfMjsJQWORxWMN7dqhIHTXVVrqhB8xxYJFRm1qmL7hfNz+ekRLRPmgdI4IDnECOW9CENkB1RLVkNVpZVCdFFjhg5nzD5IKjl1ODEl6nCGESGUmBPVvhIUQOelbNs3OQSZzB48GXUGelENLIMDcYLcd/auUwmPmFj7yHvkRo0Vs763fNy+P7CqBqkuByT8aOo+oeyJODKQipYiJC8kb1mF60b87IwLYgLSjC++mScRE7CRDzqsRIva2PmYm5DCGLYbc8RYRSNIY4vUczscKkKMm5ZJ3UUyuTYRIJEWRGllPwzFuB31VepzzlpPpTovV9AnTZGRoIQAZEBwE+p++0OHPcJXLReJ3iAB26+Un0KLjvbvRpd58b29QlE1zcaAZuekilDAL99dz6h9+B1GaZhg846MbXB4WroiJBIIXd6ZF9wG75u9qKtq+oIrjjaxfxfumxxheNxh6C05zRqRL+6FwHsxEPmIIqXHe0ETjqgi6rhprWehC0s/ADKyU7CR/OAA1b9uIkiQgT8Z/j91GSRPOqwILqcK1GFMhdLx9tpbc2XpzYKpY1oRRvDSzebBFKIy7py8GPcqEU2ZkYIh29ap3H18uXHmnclkZ4IzTye7CXfs8ELG172IbBFMBWk3jBzsTsrEhLQY/v7PhtTw4IAN4uAwjMsosZYgBp825jTrAafLBoUL2JdXhB2Q+BrxUsBdvhdhuFAbA96OQvSOVqJKn3NP98hssfNvh6yRE0cVBrwQeMhzIc7/XCke6/R15l0QuSLUZd5hpXY3SJAFLEh5ZCJGWgGrQpzVV/TDpnWMaTVFF9UlVNcIqLGAAoAK4cB+hVdqiQScKYHia4zyqUeVdefkSIj9q+BeI2V7wOJB+aE2pgjYKJrJavbaXyJhmGSzqqPnphejbwyVXcoGf/8KwQbURGdJEEYMczhCfcI9cqnKRsHA0/SXGxMLreQREJbgidNftgB2XJ90uwLH+qT5bpd4XsIv4YyTs/WRTLewZEqYJ4kylI3vqIES6j2o9+9CPrW5xpz0Bo1cJPxhg3LkO2pFG5h/RzWLByVw9EOp1SJieQEWeCHLxl6ljeKoM2esyzODgnCyhWYkytQ+2Y834kXY5dUC7WvRWAtZUChSBdJCWCimZYS0oQyWpneRxyAHCwYdDshDMquQkXxh+kxNnDU1cdZU++HAG9ZI0wgjnCiG3OGZlGiCCgzPibOmtnh4jLp9hpTYlySCnufLQa5AkpZGGEgxTJyUwO5mnRoyuw2pAtzMzCeupsczJY48SuyVRKaUQXLBLwgmfZOEixQ1u1xrsQhpVbZIsOhks39S5saBrxwdabZIeK9Afx9r9i1SQH5RhKhuEwVgFmJY+z+ZSfI4RPS7D7992P/z7ceffvv4af/Hr//64bdv//H5128ZNRooh211zZr8+xCBgZ5ivLZLv68an9AreKwYYtyArxUg/nnagM+cNhjy1QpRXBWnpVOOX1gh3CLTjuyHoFdfr+B3qUS0X1+uMJnWLOiMnVRoT1zYe+7OGDTgb72mLkas4G3uwZivVvCPJy/b1d9vL5f23cWfXxUu+HvX202thcWPw6LBX6/gO4HSgpCO4Px6MIDgGtlPjHgS5kC9A17E6fhX36jPUmS5+QbPCrarFcIGzKjzJUEySM/IpTCU14Ll5pkZ3070+573bgxRKWjCvl7hao/w9zMjH1Mh3tVm+wjClA2Y0dpn4G0rxDMjmkSy42Fo8bh5xHs0pCe6rDfmHMjEEGeLtP3VM8BlzYuF++/YAEc+9sTzZT6sdp1BzhDMH9cuRc/HntE8k1AGjeJ/0IjL7yIphLkYuaEHjkZfBsqKsZDi3kn8+1RujrzjASLRsASict4l0YorMshfsFCI03RHtFxGcIKMEms85+TF4FDMtFAi62b889svxHoXOQvRaPyR0/km8jH0NCfHMAeMTNynH110EikyMzFm2nBGG0SxS8JRKOJkUoFupOZ2dzdYXMlgZIuEP2w84AzjxCgwdWad7HBzbfsoweGOxAd7rJppQv1qmFjJFslB+wwTBHvllEiFK0xwkJHITaPKJgMkQya/zJ6pLMjP1ngk3e4KmMgT2GMH3UVHWozkhLDzoCB2hAkmAp02WLung/H0Zp/6qVIKks1Pajywgtk9eHxCykIMCIX5n7H56Yne/KSHDx/ozH7nrLzjBlawec8uFlnZVaJbjm//9wMgIMEWN/IhDa6EzCa7zBKrhEmOZXv/RBq1cyWWRDjyUijDS5neSZVw7OP9iOMvKwV8l5WoA8tMAFv9w7iV0em4EvGvbezWfqa8iCX6KahIhyr+FWOVvz7pPv+EsLXdKppCg+4jLJSK1hbJQfszvb1MtcRH9fZSSUsqDH0qqwsdsQ+YzyU1TlLA2GeQvoyQHW/wMKuRsFq2SLDouH2asI1CDQYJBVqsUqL2t0Tte0KyuRoLTph/6PcqGEusurP6MAOt8LjD6JWhCSNrJmxJWmH2Q+MhXdwdsddgt/nAa077F7eD3dJ64O7PD3b2mnhIXW/pXeW8sHsRktc+RTpYypNT8m9QYXY6WxoeXIyVmKyz3gOGShr5UB65YRr6FjN8RcKqtqBNOJ2jG4a5pKc3rLGt9/alAyu88RfKoWYv/bMaxv5oQ4KFtJKfeX+8RtRwOI4rs299opFlQTPbrEIgrvTpDAfaYbZI+MOqpAorqejGRx2Z+ovcI5MnwHhDIlbQ+nCe+ARoK0gqtffEGVaYcLxVCufIbOYxReYNh1YA86wzwLsJ6x6sR/JpfzKrwOPu8gOZI4EQzzN9n2d+EJopN62jUahtEET9CVkgJgYF9hROTSZ2r5r4ET5tFHf4DJMJiwcyCj1NPIwyBDIhFxnFpgLQX5JEvkOqMIgfoRR5Habu3DDWiKgDRLKOqV3TXmfGUhShfb5hjQ1Vzeaob02tupktXOMNicO3JuQvsGpbbUa1TdxfVnNyrNpMFEHppWcame82sKpk/4LvF7EKqVq/UUUF6fgUnwhp/uT0eY7mb91LuhMwpRjthNm7ZuJTG1aYpPMzzzTtaMIBmiehun5wrwslu0APKGNPJx5TH9SAEe7RzfljbU4HFeghvlBQjwhuVBkEZg72atI4Rb2ZJkHFA0sPJ1WSxNDglTQJlkMNguDj9yNm5ZSAW7+xV2IE1kAK8TMr1QntpllfY0gkvoWVUhQkUqMS22B46b2g2IBm48lWa4mhxK8wUCoS6rjsStVAMLvXEL2bEjJVTmc7rZqMKfY6Ea7cZKghAy/tF+w1FaGe1SJyuN9ws2EI8eygtSsRpeBG2eJGN7451c6ldGWz2eP82m6Z4QwS+4EHOAOWU3lgkQCc8P4gnMBIBO1NVmo69n7S1QqT407MTXwHTM1j58TKQKwVTkxYMj2Wy0yfMCL0Nl0qZo8leuF9nlmo8k7xQG7mMJ/caFYk6GnDLG4DITXcaCQlppM3FpKYxs1K38ArFXk9z+02vgbmxlgjRW4TVjiuneVaYe7qQgCR6dkcKdoZ33EDoT4wDH3pbnuPFBo3+h4p9B4p9B4p9Lmli5FCf//wX59++PZvf12IEAfYJM9Uzj+v7vuYLTFXf598TlCuEH2iiUEL1wYMP3fVk8udqwgOa+aEaxX8+GV2BVyu0AjCvRWhLl2vIG5kTjK5vB9cc6pwbRlnm5JG1PRJb0RcoSP/T67K9QoLEKZOu3S1gnRG2ZPLmKbrPlsH19q2ICPOlJ1x4wz0W6fh7hcSvxVMSbyVYFZVn15m/yhE4W8u3cl+Ky73ciogHc2Asb2CwcIWCX849C8jZ1tgwqpG9e7FUXKH02w5CkF0QlFC1lu7jAtsRPSwHrZIDtqnFcG0Q77kHFSoEO0zGCEmQAwKL+ojDMpFpWsJj53ADIxadNQ8Y6DCQl6bTSEogdvS5mWj5ou7IRmytmGul9HQE+Uw3qdRwKgRukPqaOyB8vgFVZl/1zEg6DIqluTWfgzUfuyevuFeIczl5PdhQcNHROk8GCDy09ki4Q/rABMOkKlsgk/0Ehakm6UKJ3bjRs/njdivA1P5Bmb3mnS3UCpQfz3IMhBn/J6FuGwzUelmYtLdNSNMbRCF+CYn+lNGlvk4O5mma5G6LzRl2lnkhY2JwA3RJ43ilfDFtNkQr7+fsfRuZKYJ7D60+1dh4siJZYvkoPnpQZ719/GDzDTIBmrfO+xr6yypkn/wE9KqUQUaYNdc7AA3sO0MroJodApdEeR5brbyyT0ESh+HlPIdKEbmq5+VcqbI7BpaCJgz2o08dmEqJUmqhgoWHbUfKTusVUpUelK2uUQ6b4vaw8011XpBZZLkV6iUpQUF9UDH6iqjjpBmmNVefSjbEeLuovZnaq/MboqH9XRhtUyYtE83zsmHiPQ5P6oA9Msy42m1jyq9slfQ/azSEfqXKWNv5RS41X2tWwXuoMIgzwDmSIsLLclehHzRpzvsMtGb755akkj+WFp0GmEiHkFbJPzhwDss8j7UU+JyX3CHZ8dadRjLtX9r1wRJbii4n3Gsd40fj7UvuLgCPfAHS0LZO+oLDnAdDRA5yh+5GeIgomchLVAWitka3QxM5zq9GVtYOCIElp7f3Rs/68wyeKDNtIKWSRDEcAt1xajEgc7ObNJWUdGj5KlRwiZMv0JLFjAxw44CWznucYOb0X5Y9S4kqozMlz3RhOOmvNInNeGmTcCJMPvPbMnMS/LlqrsIugYmT5NhhQl8LnEYX2KCk0QEJ/ahpeIQbXT08IMOJ4w7pJflgx0WOqWRjYqR9efps9p82cAdEYVlVyLgl7V9g84+Z8axW01VG3+FF+IfsdtaDx2Srj/FzsFSYtrhx6UEMwxb05IqTZ6XYSAHJzczxctThUH8N96zK/H1Di6ayE9Aq1uetUTaW03vK0xGMrhordlTzdzod5iaYe2trjsSY50H47c23y+wQg+mP1HmW6s/OVZognPvD8ZretzEyG8Vyj7lE0VKCIFmlddj1fopbgxWrclR87S3QGADYGBrJTmqZq+dqaK80IPZPthU0PSj2Q0/yBm/kZ7se5pP+Bg9gBkFP4SJ+cPYgQ4qDAw8PYmUbiLECe9CCsX3aPcZ2UqWIcf8wtYMNF5SNErgtYkLhSPsx9c3NER6QxjDrrGuYZB/WOkNEbImAJGjyfeDP1hyuE/GbXByJ/kQN0oh2jJ70cFF07YdW+QZODnbTQdFnPLgSR4o46pd2cjrf3arxUyhL03Ln1/kdl+7gvb8ageM2to7l13wnTkVxtmNVj8+p5Z/yXnbrBNF3goF9Ydi/rmRIVrRzMaegu1PDEAsCedm0oUeg4FzuLFkkcheEd5svFze0U7o7JyutjmW2ol+dlWpxit2cGfZAZ00t5Eoms62PUixj5FiJvhsC7+z7I45uz1HSpQRN8eibfz0X9BPcWW5y0pBgD5L66CCQOZhqLB8ya8nmbe4M1crpOianwcVshulAAO49msNcTjZmesVuqY7rFCFSEhXd34qmVlSf2+Ou3QpaJT70xi7rnTH//2J7T9RekGHTS4id/D76o6fEAH0e4osoJCTlZJIm5TlAT+rgXSVs2SvQH6B7nUgcFZ2hXNYjqu/zxHCKif9ufx7nxqK+3P197dQyZPdufbzIn7WTezN5d9nFxfM/bn6e+LYp62e4RpfyVrKGKti4jBvgKCVWBq06ORBvlyhdraKcQXD/fJghVmXKmahuFxh0iW2KFyuMOmSseU8WmHWpdv98ejvZx1S8+xRhYG+vaL+qiZrx4pt9/lt65vTIL3IzR9OZvfJwW6J2C9JjkEFXzQNunS1gi9buUeXf+9fDYMOXa7gX26DLl2tMLmeuUvXK6CCMTAKRTTnrpQ3154pVXAoqyyHi060MTrbl3/vaocsmy7/ftIfEq/XK/j6Ld0Ql3/vd4gvuesVrmroF4LmGCne+Le8JVQUxqMVlCV5PCDq0uUK1CV3Cgyl7KucCa5XdFChuPSxnIzpeoXLXcIKfrDWlcbw1/5YorHlPlrhWn+ujHwwce49yb8vPQvQyaW8XOFqj/D37vi3i+On30+Gw6t5ucLVHl0a/zvLxPil+s4y8c4y8c4y8e+WLrJM/FXkEnFTP+6rILw5FceCltLX7apkvVrBfy1Bh8IkNoAr+E76RNr+5Qrr7MEHPbr6e1yDCW0gJCBsl7tPVY4Vsk8bEDGC53KF6G8S7tL1Ct2PeLZC9RSEwRAu/l58jYU7dL2CrxKrxmycPrM5IgC7dzC4hdAZ+M5uPdyr7ouDj/rE9ELCR+37ZyuU2+E/eXbVoHSyglp2Tkqf6xXETXfGPbr4e1oFl6rlBSwBnc17PBr8uZ/VumZML3u9wsUO4c9nPDVQHTckseuZXIuxr/CNN9JwJyNvfaY8HKkQJ0Aq4FkfUDdzzh0Eapqi3jwDtBJjEfcijztJCmapSJ2l5aC/wgwkwrGj9sOhf3kF5TEz9j1PsO8FEy7nBe9y7DAr9FIpr4YwiswSRUYukoP2SVgImD5XN98xV8hpkl5TGE8q/VDqCMPNE2BHSNbsrcOw+x7a5mh5ZB8XDtgWZh+3jUXeJTrDYZZA9RZfb+NHzgwfozFy1HQPt+bzBBsunJtShOhUReXarXk1699ar5RIc3NxNtEkLztVQQJySeRbqMHR6HTeLH94pNlF6ovGKwrDKwRyy/7tL2RGpwrnNmPE4w5v6n2RM+xEW3Sut0zUkbuf6agC2Ln2CuIDipk0JWbK0RaZDDZvxBGUB2dtg8gc6DCRDZcFb2dGION6DJhTBtQphTl3GlMu5tlafMA4LclewVNQ5d5sXRDnNthukbcbrocwRnj/Mgb72SI5aH92nJupacpc/dB5LkJx+809jszZ/tuYBVbxjn92fjoIe8To910yZx4YXgOFo991FnVgeX4L8SUU8RbiS7AY5+WteabKq/00HG9E0suGGxGHXznSoJp4I8Gi4+nPoEYLg/WtdhO4MQVSdZ752/SjHj3TmqoPabX6Xp/06J+cShmuhK2mVkNVvMyWaYS0wfy7glX1vYL4ismjqnphvWxfpQiyqfZI36MlSfcuoCpgvBi8hZBTxDyPDl9iVWh+q4muFiw6br1i6+ZtKL0I00dUE/YXuUiwaDxdlGyEKgxerkWow3Tkorr6r3UYlws6nDW5wsGGGCTooKd24RnOlLXB7r7Ie1RPkHgbMmNk+vTIJw6fSomC5ZJGXTz1yKdIYE9fqHEFEpuDESLvUOJQ9rwQpYeV0V9wbbT8epijjonOsoZdOddG5WjI6bVpciOaLHFIQjgYPqvT9iI/qzRkDjRPDERLlGSysMgrzNjj6VaZcb7er0cJfsGwzENDxkRbJPxhHVvXKlUfQ4IoUnSpw6AQTFX5rEhFsxUw3K9ZCDDLxzNU+f1tiWfXf6kMK/ixsJkTJGXOY2KKzFsMA58L2+7oLcjeDHjM42vz4Q6T8WFgbGSlevraNl827fci4ZUI+GXbfuT2Pflvt1pvybd+ZA5tt9taDx1q4U8xgLCUmHf4USlhjUm6NCAA0bhFIhCm1zeeJTXPHfx+kI8NiWIyE4YNrhdjCdTBgQScGiYzZf6zt93x1WqNoLqJ0LMxNctmppO2t/3x4AeegkfM0oPJt9qOqsd4eAdmaWspv3U8XVTeZob/hI6yqWvD6qI6QoxAtnrvU10b9AAg583THgCZjYEDTwE5r2hJECXtu8eGFSb6dCBfjH2m6SMSc5tZ36Gu5Yqb3nevn3F/ekkLA93QEyuKMScdVBh4S1DLEkrFK4Zx1dmyQ2eN/wQdGXEKrc9ehAoFL88uo5HBMGOU82D03SKp1lckrrbrcGufKf5HMolm3wM2LRRI6q92Vgqus6ttNI3f+dz241A4Iyi7JjMTeU3n24gS7wEvFOhjFzfyFji73faR4R2YmNpupAAM72CS0FfW22zqzwX7E27xk4IWMjCNXOd8WPfHGfKtjl9EExo4ytotnI9iZNEfmtSped9cxMJwbnBlWvqRC4KES1k1uuDWX95svFweEMYcqZOrbQ+mbjnUJqwQCNzXyCM6N90sjabTnZj71J6348NtN4NjvJltz7H6RcghFm4jg4EQUfyl9X4PmRg3+h4y8R4y8R4y8bmlsyETv/3yuehNk3AaEq/XuZSb3Hz91IdPLUvojx8+ff/xm/3f3/z9xw/f383opxvIoBvQP/2BJb/+6+PHX7iqcbLexPc3H37/4ddvPv3824c2ovul66sdJ+BKiBmOkOn5DYbUXJjr6SGlnmH70IR7r0PuKto9S9nxkAINKdGQ0pkhNbtdOD0k8RFC+5pwrg7PFcIVaB+8xU7V83Jmp+JZct8J2wuya01eWUH1qY59oUeelnSTBz0SosnYpKaS6LUdSWm1vREe0u2iD10x79fQ2k1R3X/Yi44UKQ0G6NdCIeytKer3gmkscpdOjt62FblHx8O3Mx1pOeRg3S/tmrBMHhzNXg+dN17dPnecQka/fMfsj9bA2dwtRO9pe3Q8d3m9kfFZDUbQ9RxnJCSR0C4rPRa1xCiJgpYR06GTg1/JDmW74+wbdjzb1ZCjpX9/urw/Xd6fLvctvD9dnv10+eUfP//0+pu3fLy8S7B3CfYuwf7DJBjzmUPQb56AR00Vo2NhEpn9tVJAvd1/Rdz7240t8i6JjqvimS+bp1Gp0/b1yzb1AdHn15tz6EL7PfGPpe/HTBOWw/U2cZtCvASLjtpfCVtpi27tV3qX2sa+pP1hllVMJW+PgtO+mZLT8184j+659iv5Hm3R6f0n5PsNgVLTmSKb6ATTEUTyfU7Pn23sUvv6ZW0/M3gvTSKlR+0nypbY2Fdg/+/PORSYJVBaMy06ar9SpJct0mUkftdAadUeaT8GhJ9ZiShU5DRvZ+Ts9I/E76n2R1ALhh7w9vPTI6z3puC2ob3emxpdR6xk1ypZj6UadjBUInA4FfGIUPuZXP+26GYgWMgZHDgu4JH2G/cqptgriMvXEqf1yJFLs8k3LV1ou3/1TmrBrq2TfEHcspmI41nP6gq3Rxb1ugBUvYMgwkGCWUwgM9h1trEvaN9ucUUSYBZse5qO27dTcnL2R4fuVPP9wxYchqmicNN5xtSEaVJbVIiPLEvE5t2yfsLOiURCsHT3kMX6IitHmJjBJbxkELYtAwbcNabIcjCAGdx2Sc6Ofhnh6jLawWn4jc/5vvVUVB8WLDpqXTBPlV0N4TUN3FakDh2O3ee/gYDw6dSZKiboUrD3G4U9PmvrVPIC7EXkwtCiZ2+dSh4c26Xj8T9n79i5jrwiwuv6520eptGebh6G0+79WjFkN9Mb80mbJ6UeBdLbFzr3pujJm8c2FrlLx+N/0uYxcx15RYTX9U/bPDkgM5OXvol/ve9wP6VpZmR95mjnXeojGFW/rGM1RXKyffNlc8XE9UntR/ctf67xPMgjSX5St1nvDZMxL3AD/vr6lFbp+hRnQi+GK1uFInpYmwTkJfPTDJsv9/YjifZR+0ExHpGLntv+/riNKB2e0775cj8yK3GSfA3to2L0pPYrhRu1WE1ENGuR1/5CPvbp/reNRe7S8fhl1fxzqpOgBUyLnr3+trH/+PYH5/9J7T8sf57VvhG2asRZUP5myiO/fznClSVsguP9f+36CLdxP/v6EEFLjDAfzP4ee/UFPH31kro0IheZ9l3d8uHbQ7981/5g/G77j5/et24fd++T2n/09hi1LyrQVVP0t//jt8fS/d3Gf4XBslr07PWPHL/9n9v+4Pw/qf2H5c+z2n/09mhfhre93ZKH+//S7RETJLZ72u0R80vF6eO3+V7kk608vnyFyFZs0XPbHx2f57T/+PF96/Zx+z6p/Uevj1H7mTA60/3/8PUR5SWh1SC+oPS4lTx99bWp/+TGR+f+CY0/LnSe0fjDF0YkCtK2CUFh4x3/NSBOf/7xh2//+Fz6pnmFVuQiSgC5p/zA8Pt8i9AeG2izmjserYA9cvF12L9Gh+NlJaLf+8wou7aBHtVZYohdjUEFYsRcbaAhatsvIMDzQvHwue/wYwBLjNC+KKRM9KAgd0XUKD1jKUcoQnhxTc77h4lpPBKR+l5EWISlOyXM8FfE74TJ8zuGm/zpzTNTSgyEHmzjQmd8oOs7+23HjkAzU7+AW2svqti4xu8Z7BDa+huXl88lnQiHsasAtPXyLZzU0tQQdiqT4bwxh/ntl/5l484vcI3sj1rKmREJO9X8Smi49c8qi5LrFVB6XJI9+wM+eVmP6PcFoHCcArv6FVj2sOBh5BoKHqnsaeKTlwTyvT1N8KRIgi8RBCoFmNynCZ5kqEkiF2n70Z/7BwXP/mGkUEwBUUBKC/ds0ZOErI77sUGPevMY+2L/UdHTeE6oeQQt70U+H2+TPLD4DduDOCZh0r6oNOYGxoEmc/+ksiC5XgFlh4vzEhXXfWLzDOmEcJV9zno2+2PhECshHmRBTsm9Q75R6GHZIJGMkqKn2hiFyp8jHJq7HISDLdL2fZfio8JBmM9sH/6Cw4+z9C+PSod2V4N0kEzZO6ROQrYflg5SKMmGmF9JL/JjGpp4gMf1vokxpqTlogAQRtt+MP5YiVRa9ftjpB8SEreZHYgnNOpkUgz3ogLSmU+/Fze9qpvhc0m9baijiIBM+NYgHJGjRRpHtcDiMZl98MkD7Vc/l5QNsmUOAkg2AL3YEQhPw627BgfzWrEK8Xtp0bDDjdUM2PexwgA/jBEvdeluW0NoQBkkhAjr7BjkYMIg0+KC5J+0JAMKhADHyY5BeCYCLX+kLSLj3Qg3Z8Kr7+rvp+iLxAbQTPE/uRLZbGA9suVUBlVCi8bbRwar4UdVlqRPLLWfIcjLFJkOY9xsy/uKB9S3qNjv9nWPfoczodL2MQxMnQUu432TIfqzpcfACKNeNH6GBaI4xArnQhKRccQUmQ5vgTockAC/ACU2iEDz3b4k0xhG5ChpY8D7nnPSBOYPvb6H9yMJce3TPbxLhpsa3hWEjWLbTZG3hzmfyPbizK/96sGF6EPnC12n7m5KbGxPfJ2m4XUKm2mlZ+p2g4UfI4/xckxs6beDCn1W8ZG+zz1aJ7XIwa0jInXrB9LA5pH80jYWuUsnh2/bityj4+GvJNsrMa3SwvvbBg/1jVnpqOu1GyhNuEiCS9cU9Zkjyqasps4+b8U5IZKQvy1EyKY9iCu6VTEaL0YRt6cUSqBEBFu79oZR1E2h8x+cHB6ya+n43C0vuMsY4G6Cz41HSxz5t+sG8LpXkqRjry+SQGDEf+bH6S7TA54Jwx6oc+XDHZeeLr6fiY0ieUxRbz5Txp3AgKmA7IXAi7fhdbz5DoY0OMKlv9LMEcbLOKuYv/WWaOPoEL4TUL3Tt7zTt9y3cKrB/6X0LX8NHODTh+/+9eHTvyv/8suPP3z46dvXGm+JDUirqlO9xH9nNG2S1SkEy5mibnZfiatkv98Q65rL7Qgfa5MIHbFdEh7YTeaEfud1mZPJrKxFR1enUBrndpPfN68lvXXTVOQOnR29aSpyf44Hb2c68nrI0eJ76iztHY0ze/besbFyahMmm/h2e1E+e++0SE10l67kEtCi5+4d21TkDp0d/aN7x8505PWQo8X3QLpFl7hrkT7QoJ0WTJBWCWhgiszrAiNUAj+id3XdNzHbxiJ3SXhg+ixBZ1rQRGqCRcf2V1A5aiKGHlNkTw5CRLVDZwdv24rUoeOxB35D2+WQo7W/JHamW+dhsfOkrfOw2HnO1nlQ6jxn5zwqdP6EnSPh5V7mTHWdBuaHbR/5iWGKnqzrRH7L2S4Jjeu5qs4u+DcwKbdLhhnTK2jjT1J2bGORu3Q4/D9B2aG90xIYuntHEjkQhGm5TJEBRSJBUzYgidOTxwRJtkvHe2dhfqZIRhMtcoxxeHQypUg2Rb39SLZL26XTRydTelvbpeO9wyENdkHkaPUvKTsSJuCNh5UdYUhrA2/c9162CZ75YV0nMSFeWjlZwCwX36PKjm0rco/ODv9RbcfMdOTlkKO1v7Z1psiCjXhmalQkllCRwf0gskAKBnbM5y4S6sv2yNk6wo+cTKHYWnQ0/NhD8n5X8YGxTKaot28ai9yls+O3jUXukrN5CobVCANRePWv3FlTRflhfedJivKj+s5z9OSH1Z3naMqPajtvoSmHWRjCw9qOfll7v5EDYj55D2o7+/bClVsp/liLnq3s2MYi9ej0sXlQ17ETHXk55GjtPQeZ6Ok4KXQ2eiDS+9A8J55s1KGX8YYPYzuip4qboKl4LD4ZATta9FxxY9uK3KPj0f8J8mawa2YCJ1SmzN6ITtAUPVng2MYid8nZPE+ROGF5AS2j9gRMXcfjlExPETempUi9cfbNnyBtfHc8wSwB8/XX+9Hve9i/px3+GtzfAE2kOf/rvdb3PaTUm+/u5hj3b/728dPn0jf1MG89j8ltQfIE7LOiaEu157HrFmMtMtAkRCYVxS/d1rK68Zr2s73C5qMbTecijUB4FgyQC2XxQvhCLRrDzgpenJMKiWB9LZBoSlwbYYBChN32w2pQiPF+hLtOnkHgC8b5UYcrdLgnTj/qcO4xPQYtxky3+IoryiMRuUgOWodL5l74RIGct+6vW/iij6IHWVUCc2ZEinFpAWU4sMimhejHuETFaB5UGKDfiCOf02oUTqthexd5DHIwW9BhSsPU8pd4izGqsPjGHk4cshdltBQmivFSMXSH4mSk1D20mRQaSBWyV/CD8vYqlDUhkoljL+rXmwrXilpzJqeEFh1b524iwexhfKkWs9iBG9P2uXkfdTq7ibzI/0VNy712noWQoAa5F+EDr8VtMMg2BxosYXwLpMigEJJMRpzkbufAZv/AXgf7Ya0o/BrHkMmwQcgiIM6Xl3v1vJ15h0Zml62l+hVGMbFoKFG/pImRSWzhQ6K3FiYKAknANk1BSOn+rm6Aebe7gVDadgTC86CWTEyLJYX8r4L7AdYjY7jCrELpdPZHFchsVygdRkXEfovNxxutkH97L0IHbxuAc6OJ4TPDaTvq7kpPX1kJh26KzIIgMnZffHINCTAuUIf7d3uF4lyBXCGGCeLBDifS/P+uO6fCltvlI2F/VdgZEeAFFrZFhBsNKwyM9gFkliTizpPBFWx6F3kMcjBhFCWDrAyrGycSDbvSgRgfSQF4YOwd3VAKmPvJvbMzvDD4GvPAVyQTGkXMTBvH51zqHn7zesD3Ufswpp1X0NQfWtHbUPpnQ/fjs2YkoexISciTkFjo7l/GYJM2dhBKacYb0N5W3H4Wah8v4VQIuLEXUbb3coNajSdMUGvINwqjC/1NlLs0GabUm+19o/kqgbivC5J/QX/JGkUVRg923JFrt18bSFo3aQfuXeQxyHi+oL/ms6+/D+6ClAXhjgXVjBF4BEP1I8EXhKzDLagcF8QUyUHzMytrmZFIlUREPrbo2JLZni4YRRRox5cFbnXKL1NBRPgiPNOtShVGoAB8Jy4UTG6KLKAFRmi2rznT3kvAfldPo3tGbO8ij0F4JgwAiFEU+BIgXjE61KApzytgLrPZpkscw5UKWVPsfWfuJQQXCqW85WvRc7dnePnstX0Tl/S3r1F60LIiiVyH+uG7SxXi7lICaiPQYZQL6nUfFIg8mPy+vcT9h0+vYR7OGY7LIB1tOy54BVeGn1WweMLDuaJNlSoMAgLRlRvYix3YjW17F3kMcjBf0GHz3S4F/VCQwI5vY2ExHUZuLmte1Lsl4B0RZ2QVpjFj4cD2C3G3FTYNGpuWuaNWZwOb5bpNWJpnSEY2K7NPzJZEfEsxFm82gvYOJ6AIJ1tOWbHDXoXGl+b/fkBXhWqc8CVsiswAkYO8TT+qcREYmekdBVb+MmM/FNYahPVkMxFGi4MFaVoc4ot70VikGcqFUxVMnkgVKr75XDjFrC0S/rBebfwOySzj3Q1koMUHl8IAgoVRLg3TiJeS3nV6J2EsuL2mBIu+HBfwHqZ/ssX3MP0Hmn0P0/9Pwk38+uGn7/7r59//9leH6W/gy6mT61H925YxBUmPtMi4cgLcHrv2gTbD7cVPQto+vFHzG1j29z4uCOLYmApoY3jccqt4ZMQCI2vzw/vTFcmy39inob8LsRvGSGxvMVLEiRYd3/XEom64n9TsTsHFzKLeugSv0eg/n3clCWw2zRLu9leIMFGE6CtNkVnfFf24G83X3OovJNqFsbMSRgHJGBq47/gI2qoWHbU/oFbe+uYw3HW4X2xjkbt0dvy2schdOh5/cxPA8Y4B/ehxku9hnGK4c39p62jTN01p4xiW2oq8zZrU2PJaIc2sJSoPzG5FImxh8snGmobZZgqt1l7k38776V7AmpbiKPc2xX9van7SbYbmgUZC55voi3rwVBqTxTsrpYTBKsNbKTIxW8u24/jp98srgzQOs+tj7UthTPQ0YSvnsA7s1DN8c4JFB+23/O7Q/l6EoTimyLaPC7aQAWp6fdrGInfpePzmqlbphtYZ1h38UCBARcV1gnvRQBMjmzZ8mC96jHW3E8nLov5Vrbg55vxG+w1EfB13fiRMu0vMRp1htOteJHw8Mcw9ss87ToV5Zqb09AKbLbIlun2Yafopj0Fw8ZUCEESZJZ3YiFa9MUmC7I9qru0QiKTzd+ttZnhlAVp3WN2su1kr+LFZQrIkCoGa2ocZD4qpxpr9BTEbnXZ33GEzEfiN4xmm7biRcb9dDRj7vRFxwK6xUl6NcFuH8X7YMAPN5Qr7JpzYGquygqqtEWFYVvKo2lVQvLMHlgWUTyeT7w1de3U/s0AqpHw1JzgiBAa3w/bC8o2i0xfIawG3qfnsqfXZLw7A1FCFwfWDDuS80ADzwjRZZrtF3pR6ZHz29gpHfHZisuL8e38LsZnaD6tihq+3durxiBfXdp0XVEhJiA0mOPMEI69vNnAk9fslxCEmpuKSWyDa0QyH+ytSwiRRpSp9vb+JnvOZIQWiAHV7Q6I+ts02pPRjYliEaL6E6O7blyO1T8F+m+vvTOaBqtesHxSyUXBl09bglrSyRyUcvk9bh1GlIBHlGcMzmvL1qfxa4cOnb/e//vjh0/cfv9n//c3ff/zw/eefvmoHn27f6q+8T39gya//+vjxF656q2kyFnzz4fcffv3m08+/fWjmsLtfaw+L501Bc9guf++VnDcYUVIGr/mAGpDAQ80glPnq7wuyirzBBGhmhhMTUKLrkq1RQ58OKrzBiKqoFePEkHDOYUiCoVaTRa0Zs/RQhbeYg6LGihP7Wm4X0nifGg3/4GS/wZBKUnjGKdnj2Z9yUjPRZXEanjUk04szQ8puwpzSU7mdrFAD4hE0peCwwqp37qnfh4IwyUmPmllq9Su8waqYXjyy0bxbfHuBCZzIEs2E+GiFCaIBO0Q/fw/c/6sd4u+B+/8JDujv9v/914efXuXPW3qd4aq/fyOevrdzfz3dxKmW+OJULt3boVvI37CHxm97oofZVZbMx9QU5TsKpNI7szmJbzqsYq4wt1HjOcKAtIUtH3EWv5cotZSxRxg/MNoxIjmWJFBwz160OvPVUscC+UEATN0bbIEYNcnaiS2QwHLwBj3c2+y3y7kePqagf1kPz7+lG0ugvHEPo2q8Z3p42/AHLhd14aom6LuoVvLgxoohPXsJ8suZIGV1fOOtvJ/Y1VVXWtZojEMuhPaIhRJ7jeJ0K0E7Ve6N9RZOnI0V3mKLGv/rCdU+gaR/gx6ml/P9S8tXPX0pA17qLXqYrygbCbNdwNUUMUMkVRhwEyx4xANhDvZfYSBzGrCdM3Fti4SdNE9shKkry+aML6BR29grjblBxJ4WHYpEgsd780sGiFxeHjMAv9Wt1RIh1L+gh+dv/pLBJvPVaU8lv72Kb7TMM6u8Ausn7HNRLou+zz3aJX4TXK5Q0tsL02svt7K9vVJ8e9ye6F7Nb/7y1Qvwq50/gwE90UPcg+BhDZhQfLLLlUXBVnAujP16APoyOqlvMGnZUA98ndKuKMDqK70xilLpfKW3btZcM2d6WLxE5WlDcEnb6B47waKq30GFAbqC0K65g/U6uiITpE+/bCMNIwLO4oQhZv8yAt5aETePcY6RbFgpUGjtRFMvCVnhqMJbbOpN0TRf5/OoX4Jf5fPy2vz9Fa9zvQFP9dA3ieSELD1UYXDI8X3XmE8QIzdIvckBYY2m6/6QtRI/o9BCJLINmIjxaFvHSBnYMNJtmOAfYyneHClqJPKBhe6ru7j+CiPntcv/rzAUX1Og/gpju1E0z6wyOiw4dAYC8zZg/BuxZw/YrfCgrWRGaiBIsNXa+AaFSobotl+I2aOZnjB0R61NNqkGIh8Lwe1brJMLFU1sRtsv9ALahH1waPvICxEr5UbA0JnZOyYgu/VX93j8K9ymFx7f4HV+B5W8g0reQSVPBJXczChvCSyJlGVBox/G+lvARy1VGOi76DHNhfLwmaI/An7ZUnJhZqmUICZkEJOCeQib1o6JrQJTggWKkJeN8kK0yBX/UR/5UR8oQn1/wQ98tgvGxEQKamwOGz8CQojpvYVBM6MBXsOGQkuBKUjw1Vh/vdZFiVcNPwC+dqSnLTKvDYwfbib7SK0nd/D7BsfFb855aH4vyuivr+RMGwRQpQAY6lFCOFDCIge8myKz+QpuftFUBUobsvj8fcKAgUzJsSLncGnaK8y/PY+CRe9awbtW8Ld3reBZWsHHfdyt7nftUn9rrcCQ6//Rl/UeFkWuTqjQfDr+6zgyE0cecT9jVvCVIv2ziR29yaXtxnt41HxmlqFItJt2XK8VSya8ZNmI2IHmyyV2oBALro63alRoqWG9iffdt8FpofcVw0AbbSRzLvqMiM1EgYyIkdLt2IHp8vU7XJdPIAw1r+fTwTSV6N4CW8Msrp85sWIgfsRgbB43QbJQ1say6j0tfUJ9xuOwacSsARjh6qUR5yu1b/A3t/aXSdDzPn5My2VCWy1hJ7bPuX/28WOyJJ5/L5uP6Cf74k90OuYkrpop4LZ6mRiv8qbHQWcPFy9OON3DopT6t69QUvdMdNx5oE8Fjf5WffJebsFt3m1+xkXmOdsHFfIs9RATWu1FmNF0XwNEn1ViSGpMQUh2uoExfZBjgxIDRZpfu2v0mYk+yKzp54xkSacFc6R47VwnRt/90OLJEkraEo0ir55XTDS1DwijzRsbkZ/2B1MaXK6QbzyERzdP6H3vI1w5cZOZOX2GU86GoltGjibYE/2sdmQ3TmFQwZ+gHJSJ66ACPfcDEdLlheCbaaPnfhaeoNw5k838zJK8YNqgXbGZ6zVZ7wSzPJgDhObXW54SES6eogcltfTlKt28aNlE6RSmFTC6f5JrcSWyaJlkNisrJtIqTJjWihA8nEixTYnRuxmsPRS8H2GAxYVBtgqA90KXPIfGAwwGLED0e+Cca1Pu/F4IZhknnCStCtzIrQjw2qbI2lhwyoPCqpU+yNdHbGOq0+JTpiVYQwvbQspwUp5KgRLnvoYDv5AuuZA33zSktzyad2SbUHqZllQVCzjySqbVpqLCyGuhqDMtOhZ26OLMTOeYDRA3cGO39hNliNrV/eDjpSpdhg1EBuPPhnpBn2GYIapUIostXSYf3zWY9TQVyoWQIo1/0P6utdMrdvaQatlrOOMyPgMb4gSEXZN/MPzEmQpm75h9+MQ2FSnmci9CauX9y7j8JRB5U3tauQd//zIa9iOd+w521bZXNGBsNPa8vvhOhUApCXIgLX0vwtxkeSUUz16EOQnyjFkyB+LyM+mbTPtIlZhNrsdbxZ7Y+07NcV9hrX2UuYHID02R0XPwCZ01Tre3n9wgmfZdugTT6TfvrkNgkqToosyaZWzFCn7inqRCx2ZVQjW0EBObIdAzegh6vZq24qM/KuuhaioxajAFUSWOYkocRDXLy5TYQpWYu7F1iYYvsD9TP+YGSOtfDKnS9tQdcpdrEZG0QUWBqiSUMmSBV//I54erP0hdmCgafFNKHeMrRIwhQrlH9wIufqXsrG2JBulkoXnzRDWuyhmpX4FXeHuVIWti0GNvnH5MNIp7b58kT6VuexogoR29dbhZ6aSgayhxdpmGNOXFQtC3rIAqGuxVwokV8o/vS0qAUCO3NaZ4Q//0Oht8JmukGqnu8r8hHnalDAXNP48O6m2SMiwVPqurQnTJcGU5Nsk/zxyoaZno0Jk53DUTpd2tgu0bLIaKqgKnZZp/Ly+K2FZJiSzRDZ+ALuqkGqsuHGoyWnQ0/0kD2B1ZZe5MljL2psIcc3i1uhYleYF7NruM6vT7CWuyZOTEnlUw206X+FKFSQuJaMUvV5hN0oZWt1mFjDHFDXrh2TGpArUwsfPCqrQ96aDYo4EhaQWf/Hq7mfJ8sm4SMonAsEk4lzFuCk6Tcd94y1GBNtuN/F1qTrM81khNs6FNkIeeQRVrxNCMQVlBwDQBD/J1ZfzTeh9OT2x0eOBWRBj43im0RvlblyvMeNSrPlEOKoySfiCtf2SrSySCgMaojJiqjQ1OmPVj4HxG130jGuf1xASFTWnnfHiUX+7K0c2YX6hd917nO2BKcUKcPFL0jahjjmAwsQz4t4o9Z9KRsa6vrR4FDfQx1BIZTYVBT4c6lvrOUZdx9t1TSu1kPM8YE8DOvYYkwOZXCvCT2c7Z5wcttWEjQWSdlmb6UTHnZKOS3ZgAdoa2zXJaN2BPtSwT26yRBobKAx8iLcUEkoKtFM/ZojJgtU+AH3G1hY1EA5SGBY6Y5rH96ibDZeciz9fkUgYONvGPdjRGdx0uOl8Hw20pZdEYHulwuVz5PFjNY3EsRhFIMMpclcl4274c77trs6DKwWz5Wxti8uOMb26XEfhqDZUugTDIZBQoMc5GdHcN0OGfrMAQmsopThnCEhSN3dtflK3rteLswa50gBZWi1nP7LTemheCgbSx4smi2b/kBY8dSHfSC97TFx2D9TYYblJdwvFp77ONSc72K5DShMgMLJgpC5MaQD2vdiNOwjQlBhgkB/N1bbpJrM2mmwTnyHzHfh2EOOVFoYgq8TPMd5PlK43Xvzj2L1eQpAasZL0L2Dy0bdIqyMFkudpdwOTOU7nUrG9o9y3U9fZewq1aOR9hJGvGNN3mSsaMrCiFPnMmj4XCyhCYucsKTDAX6sSYkisFXWa50U3blUug4DaMFwZdKhTrIcGUI8V6z/TTnEjQGO9QR0+w5TYK0ivGQGI1dIPz0eOgEKy2eSpBzpSNXlYW76SqB4I38G0CTqVMguXq7/MkGiQz6rntTtwdCTO177o2GiEkUiRWyzbnu6uFxYpQGmi7bdSC0C0eetujXZ53l7c5V0y9U5KbvalG5H3f4NYkrFEEM1mFIHhcz7tfN+l+4ddplkgRvbWcV89OiXprK0il/fCht5Zmzp34DVFhpbsWjo7lQkFcDVsG3bcTfqtY0Z1kgAd6mn0vf2H/SFEuoA4vCnpEFORAWHtzZm/ty41I4RhehBl2q1AcfR1gSjd6RLZYSLjR9rvg9H08ieCimdNwpj5zpkio6CA0y43W+SsCwWahXbMWNSRKd4ZQvsivJaJsYMTCDWmLhPcK9PexZt8iNG0SbeY3qNvEPnYC2KvfI9z+XdIj3H79uA//0+c/v2WQ23s06lvIjvdo1KeeVVClEro9dxU4xuPRcYX9jZn9jJ6JsTScITYbhJhauhDoFyJBXLXoyH0H544qDCLuKbjNJM0UKjK2KoQz7GNAW1FwEwrYzx6siAsMDHg+BMO1yLbE+cIuVsAs3oPMJggybi7K+/nUEpNwlNA5ogYrddn4vs6CsX7C0PqklPbGdYxm3vareN+6Fh2Zc8ILQ1OwdUHuCtuSQdFhOvCMzie2AqIlKxK43G4Zfa2TsyyQO6Ot+2k/eAvcgQdnABAegESoglqHj43MK7zy9sERDszYyRTAhjutmfwQsVomCA0xmASFswV4rVgSxsCNKdqRqDpcY4797MEEu+tDcqd079KxTR3dT+p5t7C7AkdLv6yPl0ihiqXnQhjvj4y5G2cbKhHx0NUKaZt45EwVGzuHSEyWNs04jyCdRKBhJFBjOYvEnA0uhjH1WmQgQijqKiHaafAMTFuvTK8kzBNxuUKJE4lgqvQZSURVKonokJt1CN/XZtcKFp1zR0O+gNJN7Y4mgqGypzQR/bJ2v5A1uxQgNJyqIuvN+HNSObxcoUzJZx/VJvcvV5ySSlhPXhJfe+7K3eeSGmZQ3cJRNxtdEaao6/zM5lQ2wq+U4ubatt/tyuhkvk3v1AQ4MPgv6A1byPC7Iv5k9ejSY8E00vDzAVYmgJk1LiT+TFF/9KGN1zA0WK3dQ+0tKP1KmbyLbN9u3Y3kom1EEMTAct9buzXkaB96/ugN/Qx5nQH4NnIvy0aATFEmbxs8hsFToOb4s5YM07Sq5cQJu1CWRPRq53VE7RA9fWAhjaPMGGwXQuu1AWAw/aaWW+NnYy6KCA8ALTpeJ4zhko3I60yRaR9fANkoXNLH7+yyv8os+NOvP3/6XPqmlFcVU8Q38I6HUacKuQcjv1Y4Td+r0I4bfa+WTLL7xEu5X+Lt7fSGPdQIvzM9XCE19hv0sIGLLqSC+QvmMC1Xctu2feiFpy0DXOX9Tp9cN6iEJHDfUvQH3E8nKkS/wkBQoqNxH+bKphKMQ9cvq/aQCUoZygz1E8kj1vBpTLWeQS9syFNEI65sc1xdkhr73dctEGfxoYXgk2mjyPnEQOymNCNNDOMX2+PfjzncCGiTlJvF3GwIcNs1/ALtV5N1UbDoaMMIJboxeZhNREwAPaRyikfbpbPjt40ZvBAMnxPt5MrkAYkVC8xYQW/9fP8S3zeYT2NrqhjbBAPJM0zXvr836G9gno9QJvHEUllhXQlHL/zuaocZmk8Yv8TSZaJtw9zFCZiyBRVj5zNFoot5TKtDAvmv24MP/YJpYuhrex3XThQlKFRkJg+dfaFS/BXtHYqQXO7tJsq0fXw4MHjdgFj74Sw0YVkIJpbZEDs/nIWMFCb+xBNOG9n9a+LXXZpYGVDnb9HA921rSZdLaWRgQH/HdOimqZtYXgl+uStMaC7InDKk0dchK2vwQvXsZ3uJC4FT0vCD3x/rZq89u+lmoUv1m26mJZMsM70TZ1JoRC+GZDABV3+/vDjzlSrqCfj7N5gv04lz2bc83mGegesVfMZA2mP0+69tj4nroB5MwNXf+4eY9hj+/qvbY3F1Ybk8A9crFNeUQHuMfv+17bEWVnNpAi7+nh48A+clsYcnou+2gfKqkOJFFfJAI5yk9oqU1KLFxbOGQJGGws0rktmAYs6T1Da/MlyDk4QsDbiOTpjlBS55LVHGQMrGQnCePIvvWJAxzXZGeEQ3zUpNAjftRq0YAiVHw16Z8n0l2Kop0sYJA6/dOTlw21Lk/hyPfMCxQvYJWvBL20UmJINpZa94ZUJbA2sL8GHbdTTaz+bNtBS5P96OQQt8Ja9QnbycmkzEaKRADlxTpBA/Qkhod84eFdNS5P54OwazBwr5SmjN/YCNHjOgEvNSjk+qQINdkR0l94x/fZ4zkfnt0hxTFDXzGUjT1c9QNIpK4uBSU9RbXymSWekdzF0y4RCNBDtqEXvoEmdC7RC0R+r5RPovLTpqvzJfNZ8wu6aBG9P2N5x9P3NI21z31miqMPBpI0N8i1xi0lV2afegqdd6G+ERt/lqEddv0JBPoaJb6xulDQlMNbxvlsliBQ4vjeQ/te5HjU1AxtOwUdh7QGa7wTlF0FjemKtsI+oX25jaktBAwHLiPRjpPRjpPRjpvoVTDb4HI7WWTqMO/poYpHcI2jsE7T8AgvaOjT1R4X8VNvY9EOk9EMk0/vUEIr2HPB4I0/+tIY/vYdj3CvZ7GLb94MGc/x99pfzw8Z+fy97yjRI1e9ltOcLNynckj1bO4biOkq5jfIF+2VrJMKNA6PzDY4GUwJ3aBL7bXXlBrT9SKpsoxC60f5dsagNO4OL5Ppt/B8gBFz/zT+sI9DYowEvfKAIyIwbK1tDcAEjwlr3eNvsc3L6dqf/IPpPUlq1XDLInBaHzuX95Wam/+E5p3LnO7b/vHqD/jrPgmL0KwvVCICxxuzmRe3Hj5CELazsB1HDocNU0D68VEMxJHa5sASPniZYY5QzvEEmUy1cTFjitc+NofquUvGLXpyscHqPf9+ZXSF4BsxUpPeMCQRiD5UX7iV1x4X2jujTlt40cZituEJLd568VygSqbU+LYljRP2RPprpOV1jgltcEfcfVvYitIOkdDr5ZIhDe1MgsPbeo1LSeYH834g9t1KQOJs6K6dcK+R5/RN2NxC0bhVOpC+UwbLlQ77trcv+ZGKvJ9NZ7A2Ce5fzr94O1UeFlReCN/bOY1qqHf9mAtNXrbHy5t/LknpPleG5RAY+RMnM2uvsI3RWy8jQ/F8YaIhsp8b3Hu/62BGCuATCsRJgeNDleP2ursh0opCbD9LaiQfJr77IqmLw1x0nuosDEyHsRxlHsRdjhlqgQAwkiZdpqRU4oUfNtF5xhH2AcEgG3AvPTGpnXZ3jlXKmD9OK96Fiaore9YbJwwoTUp8SM/GmlZ40m7hpOmLG3d2kmbn83mq6VkrtuxDyZlZy9r+5CRtLmTHaMpM2/DwwPM/d0IzGGl+KGUSKb3vtqbyHweCIgRSOqdeznRRkf+u99Xs1CRNGZ1LxM6REzp2nei1CNbp31qHsxEUXeJpkkGO+YKW0H42PyRpg965s37npH7K+YYqUskwCOlTztnORjY5jdQnbaslB2mILWQmDpxcRMRSZc6+xPK6RdGWpwdZrD5V8SGc5KApM/HbBEbpPgXqjNJ8aPE8wZ0RRa6G6l67+YrMzGReAJBEqAUjBX+EDcUn8ZdBESJQ4o5kzpBBODSwJliZ6racMJrq7pot2e2OFMETDtpoYLtZH94u7lSM6CyRhJHYz3F0RzZM2cgGT7NeHCqhAW9hrhc3Uvooih7L+vN7C1lDgxrgdVi/oEb9TfvYhyNkfico4EYCpOXyO9vUqcpGsyBhLzNkADbVQFxnJkMQER2pIplpwNWRDXu/oVjEVNLwB/hJvmBFajBTJMLPQabimrkWHCQFEVNei9hiVi2pmGfHSltRhlTa0W6IsSzQtvXhQYido8OAhH7kXHbkBE/rf4ToyEXQmVaxuL3CU5GD/F7gd43eIMDzhMiOYtcHbZqJd84OWMvOhysMGgwwWvuFwnXt4WvMPpWDkbLtLS7R9GeGcuL6hE5kkE4kr6eZ31lpLHKn+BCaZIcMFZ00bs39rwPYHGFnJuQofJnEOKZObgj0q2+VwpuNbajrTDK3fYS9SZN9zAZDAbwX0RH72RfaZtqwgdjpQmy9rw1POePE1dM9FqhOEkn66w+/j/s/dtW3LbyJZf04/WIu7k5+i41W6t8bG9ZM/Y+vshjioZkXsHA2BWutrjqTcJlWDgEgDiuiORP0E1HSZRZf+U+AYUgIcWWU0s8pAST+xGP1MciTYS3+j74AJFju9JAqARgI4HvjQqLqWaVGAHutulAqE2uEePIxuWGNoXOI4GjIpjI49GMep1Fw5EKWTCECRGW89d0AVzADGcKTiBdMcayERfSWdIFdMbepE7LP5aXRNcUVWFXjpsg3Lk/UXB48PgZP0pQofGJvHk8WjCcti9Wq2zugk18/2x9IMvev0OXN5E8A5dX8QXIFLVwd4U78fbA38c5XyXz/F+2gb2+VoobLCqqqgSQZd4gW8Pm1pgqje/ufE4tVGt5eEKC+jJMeCV3ti9KeOTFcUbKyuMLJwRFAEsCgGDG/Pih4q1KIOTCAgMx2mRLCBdvMMLWFWElgUuDkc0ZTM5zujqvlh7F/TRIv82LrmVKkHxyG2gLwjv+m0UAb13SC7/7l1QBdibUIPsTXj/VtQgUyUNPfk+kEYSVxqxbzsQZ9RwqXxPJhN9D5Xj541q3gawIBP3YrrnqEjv3gXzPVug/Kpe7wgZInCVMLY6d5+4o+Lsx6KSx9412TSp0qeOGxZt25uwPpKuOB6PJoqIOAKF7PtsQ6tCHMkPdaUid3sTooX1+wxe5G4FNqpZwv3QQzi8J65+gPG2QThPD0TH8VbKEKwqCFwtMIZwNJLA5Vf2ePMHqHU2XmBlERDjIeo4exNycF9geOGiQohTvmvfpJzEYigiARqVK1cZly/f0QeJ1sun3MVDOO/dnO3XN1vYt7ARmEFVpodwfBlNKv2w4Go110ZbA4KR7ReEf0F1URXlgUDFd2uganZpoeK7aaHE7LS4L0BZEfgzLQOnY9d6eYUpoHijFe5LAQusrpvbAmNEEyk4HDF9b9M1FBysbqzNBsrHxTFbmGOkw7jEXlo8DXJBVx4GpRmAFihwabvMTc4r1njRyxC5vCFG5BHiDTxYGPFnYUHQaDHIQFvOxDeB4qwOQRTftQdOE9GbR9GURuoBBnFoo6LYUZB7g4r1jwexUGi8HvtqU+pLhzYo2KgNskowjfcDNmzE+5cRjFOh/CZsOiPPr0/iEIPEQS+aWKQRpZPZw3ItqF7R+tJ4Fy6lzvUtdRhwODaTwGwCvZYcLezBKxZ0McY0wIbMkaFMV4E0SNSkDv8h/EeZpGGO8aFMV8JP0EM657b9V5jfmFd6PqXpzIOzHvVUdRYgSGeqSRl0E7CbHtLs/COX7dFDOp9/5IiayMknvP8O+1QxWckDOiruSsYQtt/XjYCk+pdh9Xb9J8Np7YlmviyzUbBkXSl9oUvgqMxmipZUqW+ifK8u8+wyMPrnd7EU4wlqpJczNdb1CkcPp5FpR4FXCP0NbVGFbeWRai6lhaA+0wLGB8MWtqLxrjAoRKXg6UXszBFZ7Y78NI5Xh5mChMg4cI0oHCqV90WZC0WMBgG/LMOPhMaRjio6Z/QLXX0iW+pQX3zp9i+TaSOSYpjSoF5Th5XD+Wc6vKpJxb4TRlLicu158PRoYkIfIZpipvCAJKukTg8K9mkEEdWVfwTKLQQqFlVUsngisF7VflVQXmgdXJ492gozZxpmpcZG5ZlMQxyenToA5+pmA2S+RmprXAlXoF+TTL4xfd9oGldS6iJbpVWTok83N9fr6pDXPvOvzHzkJ9fmFrm50fHcHY94c2OtemP5Kcq/YeCI2B50PjQCIalEapX3EX2oBo7D6HAPCNVQxHoemJjQRxtaaoOKA3bKLUp9sXDeS/sAQk9qVDyvs4gTRrzLROCSSBi5Z1xVGJkbVXU1dVXhS9cO66paL8wi6dn8o/WKvF4bPlUKycF1OqFSloZxTo2UsthI0NgPEIEYbqSUJQ50StvoqViPG0YpWYhg35HPN6RPi08RAevAYxIZMa1reHhVbRQ/bIAXJDGszF9VipjQL3hZMJRh4rqKSQV6y2kZLD5XW+gxyrT39E4VCnLbmzAwvas2o5cCHSo776GDIjYC4E+FYs1T4ZciI34C35VYdCsW5n0ViiBiCmcIkkM9jyJUCyWwxUL2I9WkyCO6495ET0Ue2K8iFzrVQ1LTZ/gKLLbR42FYxaujp4qk5EpVxGJlf2WiKpZJJaYkbDq/+jDRITaWUhul3GhibMjS8/e1lCaYROrqxf1f2Z9oZqguvP/JCZGLG5nr8wDuJG4Y3xM3gngU/B89XkRWSoml+vhhKNfhaeXwIq0tilJFL1Xk8AxSKj1zHKUndjXR8d4aHfyyx5Hc/1d/jwNy56Ps/XPz4Q7++FZwrl79+epWTe5XfXhlhwqSNY2Igkeu/b64+e3GgC53SBC1TyOq7ZUdLvHURgF5A57iDi6T5IBJIZd/n0a12mu9QiAjrt7g9wVzyEcD4g4+gfrhyiXCP/c3rNfX3i51SBR00yC/j3ZgGfCQi6GURc391lLyIG49cNpbWCmPQjWpPIYGj1ypJJSUAdKiphV5RInnJcEKlAV0T/o+BYgIc7BQCBQaopokowfILohFOZxzIK+6Hs35nPX6Rt6FdLbl79jJ79jJ79jJ9xSmCL5jJ3dKs6hkv338/n99+ufe9uvvn3/7/t/f/v6mCGUbppwMcEwopyf4QfZmB1/nhJDFQdQGExjESJkdPKQkXqPoZ+4ZHSq4Ayk3EaTC6x38bSiS6vxwh3xT0ec7uDC/3KF5+SV5efzHaRg2V0jsv9hhkMyjovtfOizD1dloOR3HBlMI6FgYzWGArmp0KAAK5G7CtV/HBYJnhmfsaod+sVw69sHfAT6UlzuskOA7GtHV3+Pl7uJYo6a3ugcOfi2QxubPmzLPP9jh2njw1+7MaV8k/vVEXum5Rhi4uHGh4k1OUMAvSySZwt6XiNbgXNZpw0TMUYcq4MUvHdZRZGil1FjdlPjDEiuH4JmZvZB5c+s8poalkPcOg7rbXP4sSbzxMWBGUu1QYzzgtdCA3drNvCUDQAfq0OsljUDdMVciSeizB+gQ2RCRJNJItGJPykmSqncbcPCZLhNGG3Yw4oExv7k71jAeOFOkhq4idZshJ7D3F80f8AoDXkYFyzMFxek5JF6JcHw5TDGdB+SVFqwINu6AZY2xgxXyjPfAQnhaSaVjuseKUBs2KF+KA8b98GuO7U/gig7MjRhINan9iHAv9803EDW9WhkbMVAexYVtzECylmp5McOhZMbwyMRAAyQ45gfqYPADZhinQEV1VJMaMPKDnkM6WTAYcMCiOh130T3SgMtXoNqJgZpT8GWPVNhGNSnTI7qgO7ABoqpsvgt2JSDBQYcNBB+hebqByG50OPBsNApB7WlPMLHm4y2xbFp9LAbDtbxaMYsVR1spVl43JZs6jJZsvqNtsDoU/+QLgpiKtVjhIKkmhTaEyeSFn47iX6z6u99a6jLAI9WjizyHxCshjgi8WyvfrXVxkx95hevialuRfJU1DZJhNYNF4sLEnCym7QRGUN2UTsgPTnIH2HjuQa6RkBijRF1KBoM3SrqgBtugb8qTDjSxSIkm+lZWwVQ0PUJuTJSzWrMvyNMLU/FGHXYgtRsnGKjOm35W5dEvcPRroTrRVaJFFRBhdGUqwtLEDsajT1GBU2KVHl3kOaSTBRuJVVKNb77D4Da25DDcD5gb38OV7+E6EnARF7qN7mEtfkfaUg1ECGpg43tYNyVsmtTqqMPTtDpjwJVViDrQzEmrGzLDw1pdz4cDGbeulCQtTZOK9qgDZYL2LDD/iq2s1TXCbtU2itsMJXHuNkESBQVBd9Ly0VwXUSKozraMhHhl+FGpA2wLwjDitlDKhW5KJ/RH1raGss3TrG1tISC8FigzdG/y3EvGjiQXOlobNk86GBZTqki4URiLNsXeZpgJm1A3JWw6M72He7GFOhhooFjcJlP1CGm5OFx/fTMBU406qHJ6J1tO80uU+q+bEn84MH9F5kI5I544nyV1dvZQZ7Fi6uxxHHDkcr7PONTGlri3Fv+erkVjghjtkRPlKOZM0dTqCr5dypTfTE8CQXPAnTV4dBgAljrQ/DgRrIcvIvxAITS9yi4F/dKKHOC5FPR3TwQHY8B0Bag5JF4JkQMwb/G6pNW9JvSM+JJWlooFCmKXCkgvlD8wLRp68H/apn0i/BJ8jnQ54HPYuqya1AqjNVHL43Msob97dPAUC6PDSNcrLK2r9T94aOND/Qxdr7vZLup6HSEIb6GVclBU01N1Pf3d43Lz1O9c6J5FBZ9mWKlwQW5YdWtvSWzmqSj8GvYT3x5SglEjxO2wCFTGQdSVXGyWMw7V8V3HgCImIzFj+aMFj8LQ6lYWyvcsDLq7NyFm6VPMboUShEf7YXXwpfuSj6zpY4aqKVGTDuHGGG6+lslyCwNW331pGV7LcwNOdAcUvpYLX8tkGx+t8MD6rnnjpWXgXNAMFpkNEzPzE70LfKLJefK0I11INNTeHPHduIFgdGUN9kPfnScdjOIAKLioW1okLSqI1agsd+G0Z/L6jR4d36to/H7k59VPqEhmCMSon+tn+nm1eHHSweA4dE/NSWZP8fOyoEWu98kjgs/IQlCXhS/ZwpcshR7QgJf7FabIBkPQwlgFLb+fs0Rm7eJ67AhrF6MOpPANY0ceVviM2BG9cXTdTSp8FP/zNIWvcMXbwma4QcAU6+CjDtk41j64hzYoiBEFsy208eI2w0QVGXRYWcKmSaPIIEpOW3MO1hhI98omJDNsbNda4OJ6ShwgG+Io0vFphrjMeCuZvQ0U6TncEj+WVJk8T35vWFLxnlv4FlAWOdHTFrBt66NHp/FsuMPg3vfsv/fsv/fsv3sKUwTfs/86pensv5+/fPzh5VdvmfRnJKpg9pIRCYU4SKFy7edKtdpCJbjIsHHdhexCcQSqUJx8Myd3yH72GncoRyjb+R2AtVT0Kp07MGvgcqcqJzFh07nJguB3ExV7Uk3q6sWC63pI6WT+9wumvzu1wtxhsIfcgbjEeG2p3l2gWF1jSzRLRmbchE0TgoJxyLYBLOcuLCPWXKWCotKiBl/g0o2Ra7EMF09I3dYuHUDBztrFQoCscaUouzgq/afKT/8hFwVicasmhYWNVng9pNnpa2LxGFKZmH+kQgh6R9LZ5ntCpprlMckBnnEmL42KG3KG30PFYPt69SQEqTyazu11G4RnF45eZubVtCKPKJ1MH64K+ezJ1fIsZk9s7lWBLArS0g+3epjZNbHIQ0on04fHboK9PKR4Wu0NYAQHu0MvxbN2JxvG+IWA5YdJXA/vjiYWeUjpZPqj3ekIqa4o0g8/xlJFgt2zFixIyCJbf44BH03nxmyEaUSMSj75mlCU4SBEJPLWJc7s9lNPxMDfD4W+Rzmz1z1FdVc5kxI2PZszNbHIQ5qT+Zgz8zaoOf4wZ3bDIYyXo+bKMGbPYEyjRgHxZuGgvX1A6LYk7no3HL0bjt4NR++Goz/bcPSfAoui+qIh3x4/+8GIUmLt5RM+nihT2F8LL+qUO0htB7NDxwHJr+sQVj+TklfpcgdcVu9hKQ0hSAcYXtwh+TgIAs3yeAc/68kY0tUO2cfaqdUAz3WLazbCFfW1qol9cGsYMesPtDg6XAPFgimQ/DTqkP04Hz4rlzsM9t1YpcsdyDZw6XDlQwSf5IJugfT8rXRWLncQ6+3kkK538H2qfLh6zJUzBz5cgw4T+/AufL8L3+/C97vw/ScL3799+u3Lxy4/9+4/ffzx62+fv//1H28ui6cNS1O3gemqlxyPuEUVmF8VvA7wWeGNlQqJZCjzzEegwsHbFQGsKrx/JKIVaKUQrP00YMK3NJ3d52LmVFdOAvqqSV05GFlZCpXR6VWe3ZOxfwZDUVugNKy2WBXfuFIo1gTvePfu9HvqZyXyGFCmmpS3wyj4hpVCc/Bj6xvXnC8b1Zuzdr9Q/bQWqCqLNJ0bTXH1w0KePdWkElux1GePW0fr+ID3Na0b8+cjHl6l1uPJ6xiWsPr7txBASprObKCZArfzKmWFJFATl18Tu9GPlCYbsIYTxUFzDfLsD7hRadKcjnOo+AVLs+7vy4IDLlQVem+6jzT/+OX7/c8/fvzyw6fv9n9/968fP/5w9xZ9ud25R6zhl6/Y8uvvnz79orredvwY7LHg33384/Ov3335+bdvr8jdo3es0L3P421GeFQTnhjh6mec9ahi2MFqRbJj2mlQFetVtBCwXFzcaKGdf8K9NuLXw8xSJkfnkSPWwkbFJfbFxXjUHgyAsU1xEMiTmlQ0u92yxgURqMiYJibPKuYf7tfIdjf/N+CmbrWb56ZY/eof/c1D+JXGZeKNDSpUarqjmNP6+M7NyEXqM1HPLNsqUhKXgiXNejVBLw0/oZiXllEaiXDFMd5AmUXdbHI/3LRQHEtHFsLQgqPpbLMqlczrAR3IzQtFCmpit44MSitiwhn9hcLyeuFHw0WLWTSFwqi6gw9OkzSdLX8lWTNzwU7VpKL3G5zmnFnYWkbZA9uxZoo+wqpsVJV9o7tkF/UwS6tX4B1RjytRN9LaIqx+twRiAUCOouqz9w+rkazOBSut3c+CDqgGjjjc24j7KtUr3S9uIC8tau8jnL1cKKxozPsBoxNSITnfOPnlAyhZ+4cyML40nS194HtShEqVtoLAwJqYikDDWp3Rtbt26nBRVrDz/inv3s3ocduhf8w+ev2ejG88PKE5M8K8/HVXLycwSL/F8OSHf8nVSyKzTrAfVokHta2ivT0EHwlFKVovHbDAiZGgW/Gl5DrwhmK8klreKHydrGFeGcqKgHIB0bUu7N9N1JD9u7UMDmcS9LM/V0d8eISyTjNS/QIFPd5ghP1hb3+jNSQ+HFToBUy7UG9q5JlprBz69mEaa4Q2HwpKDD2iAfT0KD8SYfE+9/gNFM9Qr5gxuub91qpxt55fGqEfdx9Y4FbZD8clmti6uJFhv5cEu99CMb68oe0giW34r2krUwdtZoR0CL0oENHeJIhkeetrtBtkwvQE9/c4bG89QqXlTpyicF/T+C3u+Sha599hCYkNXS6uqIztxHyHdc/PwvSrKPJ2oqZDe4yEuq1MUEp1HryEipjYUm/uJ1V9AX1ku9iNkfW5suFiuwdJe4NbKkoC44y6glGQhqiAwRPdjYUblMkrs8v0GDOS2Uo93qBMGcjxsFsc5Jv4D8S6viB/cMhKChCn9jYbdOGh4xPkJcIkwZp5GVQeZcQlubAktAehblSTWmCE/+3GPEx6GpmPNDHJUMHq4mg07jBLmNeyfQCrZT0QYN7Qn6aczuPN3SffXO7vBdLBrlkFbv7YHQOBfkHbXs/Z4b1xtyaTUbMHIGFisuI5ZdQFzqgf0K5IjOmFY1b0JqcywBlXlgzJTSOLsGpSg0fvXtoQ2l6Mng55zBhbLHfE4bKU1KUEi7d/q8C7Jk2Oc5FLFyDYjs7CDUxMQl+oRmC62XDeUPxeBL1pfLRK/lDdhy0xaEBPqUW4Jd6hHrLKZbAop64NcNcLByftfQ47baImJ6ew57vhxbtAjVii326+IHU+UPDSB088RlixsDMbGgHofPphupgGsD4sNz0qFwfFDxNyUwC56S1GeMnIkTPAzL/FCLcj6/lvsYbIhi4Tr5LEfOxAe3Mz0zUeKTcx6k1HGC7oJ+VmNjszhK1is7jpByuX+93ond+vNgwS2QUeFCEzOL7f4p3bpMbZlAi5vflLLGVf5kY4qNKzUNpFXMghpM+X6A5Y0KOnsiPwIR5D14Sxoj9rf1vvUxffwkZTxIE+IeocIWJvOEJZpzlh7OGb8GFLnIQX/C3WkPjQRaGSMPvbKVwgWP1t3HJpno1fc5M9PEKVjjAxwvb2NvluVJxn4/8H1hD58D1/7z1/7z1/7z1/7x9/cv7ej7/2jr/88uPnjz99//LrN87cQ1zLEb5WqhSmkZLYZMWIt4BuExljKybCMYp1UG0kSpq+g42omhQ2IxoxkySjKRPw6sSi6e++dPABLoKqaPLyNDVY4fsOGyaM0O/5TsDSg1I7VHIpKci40XYUBX0lqVjZT6gTUpGGk2hKkk2H9uwiZVGVudJDhxdr/SEwX+5QIIKeARvypQ4JMSR6LRGvHGuUjXm0Q7zde/aQClbUHnTgEr8EZ0J3QqbAH4UEqewdCP+b+bXIilUTNjlpJvfkc6FyMJn9sZqW+MsXdAf7wEJFqi/PLXAJWI7legefSbqFPF3q0DDUZ8DoJUk27qMd/MPagmR2n3QwxF70L/WkaXCvqSblvaggOugbavouVMQiDynxxJTnGFMuGif3+g+HeJYnX5pemey+Qy8k7tcxCly/hKVe46DHRlVSI4N7svDhhZiy7EJQVZwWQtmVXDrOKKEjX9YxpsggsY6K6BaqJtijzAvRxzJQUUqiH/QryS7SZKelFCyBuu/KfagXdKhYpOhyh+RXpspNfIQPdtiH5J/K3CjnfW9CHTGvJKRYPKtkyHQ0rT7THbgJKuX9MKYL+QoBC1psikcTph9vfsJ/r7nDGYAYq6HrbYn9G/OgFgqkSWigtBIAjTJiRB1jNQIn4EWySKToFw+Szx6/bz6nyDKo0dL1oHDCAo5EjxfTJdPo/TA4RSGZyytQmXzm5UJpWmKZzw8KanY9cggPSiNwhh61gNEp6sI806ysMot8UNPE/DlbNrEYl/B2nICNVzvi7H5lbmUhNg2F2I3qmmqGPD8sLMRa5I9BTh6WieHyxUL14LlAYGpSNU2FanByr18Exq4EjUgixq2eVo7RZdT8DqTi32zyZf+wYgQqF3TMC8ahZdcGaD9ohGFTKYzKAuzfDp+mQjnP/oNWCfi756vj1heq96qJeUvvEi8Um72LcAhfpJr0wmNKe2BdL3xoPttnLoyphiSTj2BxzpHMk3vTDQXroJ8G+ElaXnRFSFx8+bIOfcbKLILxcGn9EWE/c7loBZujIAUIviqPmC/RtWPWI8QIxkys35uI+OCFipwlGiXLT3iI4ByAdOGkgPLBv28CP86iSKrIQAyJPj6sqWNCvTSdkV+o+GhisH/LwmMgWRQxmCRsOrMwbRKFqAK7I9BfOSVCEYs8pNn59wBcUHyTwID+Ia9Woq3na6fQfT/Y/J6oiWAKYuI5qBcR0AMzWgRenGX6/bNYzIfr5KbC9TwyVk3Qh3D2vCfpo2KGKTE70zuvLxel6/N95yPYdJMImjazeCBk+lQg1Ljv2N0xvO/TUR1cL39m+hnpq8dF7iqUs4bv3TR9mn8gADT9BE899nqlnc1Phzb/ZElHO7ZEsdrw1lO61hMlHaXxOlW0tLX+dZLO0Atw2W2A+u7IkzGicIxYBeuurkadGG1ybwogLvRYP2LeykuIXuyhkpCOH2j8KXw0FhIXFn6zDB1hUEQuLXxyF7JmqCYh//qTE7fjLTq8tNsxq8NLK/YseWdXPDgrQR8NtUP5sKKO90aUdHWlnKKQrvXVM1UePG4yq5Pf81bRPvE2sR5Nar8yRMwaPYT31QFZkDp78xPjWyaWq4Y2H00s0ojOJ8/2+MTKzNDilaiClubbcyZ9zNxHXALO6KF9UPOwe6gKmogi21wC88rImhvJ5GMsl3GhJBYF1JaqfqOIbLSPmeeEDdkEjLmh5jcyoyeqEm/e4/CKKM4RyiiBDv0HPR0Y5x3Iq5kiqR5STEboN2JTgeI+e6XT/aMrbhFHcMHVkuPhSE2RTXPWgm2jNEMF2iGXA2aHJyWfwzWsmBTV9DGXzuoLzKaoqaXl6sRNWb2yqoaGQcvVtHLV3uHGK2KuroCRYWwSjioHVhjVjxm0tQXMGjdUxVgI7VI3paNppCk1JN8QFMByjWdKbo2sqLJv23ONXxatH5D2mYLnGp4YkjsjSWEXZ79fuDUx1HqX5XBDKsUGx0LJpLHIYy3s4FduTQplWgQ0LDTQjTaMFFzwGhTeUvTv01dgvdV3j/OTnDAmY4Uvd9gAZIsKLIXXdvCrSs1wiZegEjBsashkmcTnTIJBJplEPquP/IYv84jD8kLwxnlB2sRbK/IWF5fvVQp8wjTnkIeTbgTh38MpUBI7nHjnk0b/CykMeiMDstpdNEUE6siQhhkeIRQyC2Mda/Yx+sPZs2ylmxI16ehnsCnEhuAbw32fpU6zVzwWmROnGT6QHVxviLP76nTJgUNY39deFhPDN5in4fIpM1fAL+tTS+Fno91TtK6tHoOcdlEdo8+Opit3ZUPy0qTVAgx+W6n0yvjOIlvc3MVRWX8sVMed994Hx9zuVf9h5KA2e4ts21C0Vw6WgF/WrINu57FoP+eGYZ0qruQGiWxPjBOWeETcsrJOEqVjR7bE6yFNz9/wBEzplHqxI29JOtv/AbYqBOtglUZLJUYbQmIzXxQpU3T5BdXSKHH0CZvOTQJsEWAjI5utKhOvTNwr+qM+K/vmJOyodXm4QwXzNKWhgCp0vYNflnOGQ3xl67jfZhmssc2Fq+x0pzXi/R9f1qbJDS25Qwar4tUR+gvTxyo/KbLDIZFU2o0GA/JY10qPyJm+ClRSJhO4nrsy5+u6hq7JIWF6X6XjAS0RkRnvvAi+Ib1JTSxx2yS8nldC/k0sGOohTc9/JcRM3ZSoSYWOoliut2R2+2fJ0/QTSeVJlVIW7i8j+uQqblSlzNp+ddTk9DUQbi5dHtpPOnl5PKZEP+nmeECJfs6d8ZAS/aT7YlKJpuooz7ktHlain3RbPKxEP+e2eFiLftJtMa1FG8Vxnn5bCKjQ9G1RJOxRArs2UEV6DSUMCnqOLNtD1laijzlw2QCnfYY4q787JZ6q5Xq4gy+edlDl13YYlJmf4JJr8iwu8pxAQ86DlTL1rE1OBIQ5IVBglPXkg64Cz+V9uMmG6ob0y+HY4vxNkdW+k0j0D2KRhzQvTh+0romzaqkvHLGL8syIeR628z2HeabtfHS/P4d5HrXzPYd3Zu18NPnnsw5jeXQz0t3ajSLH8PcTcXZzQX7yZc1qGJ48jt/ioJy5EKrCciybxRKaxWi5cH0vdxjAvYx30L07VoQDGW6onYM6zph9znaaSX2UgmikQD62nVOp0oRPbuT0sZFbj2h69kZO31QCaOKUQrUf6RHOCR9AyttuN+H5rY+hzv2W42sXpdKNL/1NyohIv0E66HLcleraxVK7mUvt9iasWaLqZ8qFPciy51K7ekin0+9B6pgYFgmFrsMJjrzSlGcfqG632tVwfBgPzq5MGAg0PihWVxbxzY2UntQnhoHumbM0Ep2c8fQTZwUmzopMJC7rtY68I9O7P0c/HhljOksFs3QWq9DxEIAICzvoLTndfn3S5PCRyENn31N26N7wg4p3KZqi5ho+OD2QjSH3ER2jLxOe2+XmN3OitFCAqXKW1MvBidSUz7pQkWgqUQ2OEvXdY4+io7rK0jz6++xKgLvi19LrOtCOY4cBf/iex/VeHBpnoZiOayMok/JWlczKasR8/poZjzuRQpYZITTzo55H8pztuF7QMyRN6mVAiS4zeOd4/okTV03HNc1/4RLwakvS2f57Qo2CJJhkn8yGCBsThKDdnsM+NiaKQR8xUTJD2GROuRgmsFnzr2zslCbFvhhTrZuUjds3tlYK6c6qlpvQRzDWzDkyFtxBhOQDw9i7omBTyLNmIHZZx/eB9FdNLNJkHayNP+P4oE7Qe48cHYZYiJkYqkmfHuSexbp8BmJZZLi4GbGoC2qYu52kMkbCpksqkRHvxjcvyuRqQNOTD5hcNqcRLMy4Cx9c2nqHcRhSdh1knXOiWWDvpGo6Bs8Yu73EGyzdEEgxsE+W0zdNVFmj9AaqstJ0Qn1l8HR6sFd6rzWlyOOZnTrjTKyEVccz14sceSvS2bZ7tw0lfpXg2sqMDr7oqtFXH+1weUjYwRV3JVPp6L35ORcJ55O8+VBBkiu/vjoW/P3AY1bvPWY7L0cvCI47+PCuxtZc7nB5SNjB5X8VSztFz+gwmNGG9VCud7g8pCtL8F7p4uSOfq908V7p4r3Sxf9QMitdhKUeQGlS7eJ///OX/f///Pxl7/zzl29/nSp2IZ/7Np9XFLzoMOT3BrmjYrT9iFDNqm4K9YA0VZDnox02KMBMWO1re2UHf0gtiaJ60mHg9YQZ7VrOtSUQ/MDJGV3vgENyHfmqLONL9wIlEbhMCIDXr35pio0SsCvWynUGuCq/2tQA65GZfkYOWGJDUYAmdJElCmTcDFlidWPKjB2+3AGHdG1GZfngcKDx++jqLjy+6x1gRFd1HbcOSRAB5qXDYWm3O2SqSXGgGp7K7yDwpwtntkmpxbkZ1Y20S6QHZyJKOsfUjFqWYNmTNbvIchlSLoc8V0f5xZWKCfV4UHbkYnWlnfuoRPxKoAllA0cy6XgL3TKLc41179f9ntXg4lZ0u9k9hRpHHpSVQF87a6IHqVFEWa/TC0uyX7toAq4APYQOyvvBXvlxK37eWsNyENTBWArMglSWUR0hc78SayAQ2LUSCOy6uq5U9dlvDVtw3/yEkOaXf799cA5XrQf87aO/98ezn6j2yg60oobKjmm9dSUD/c51mLemty/yJqcpDmwLxmVf7uAfCD1w+/e0ICvVANjPLAY+73uJkcf9ZONhz7Ljt44RCo2SVAaP6uA620lggTL/wtTVqY8r2U8X2YdQ4P7b+2CNNy19hGMomC20/woN4vgiDYUafPP8YBgpqyLdPSmliCdZFtSXUmDHFj+7ImC28D7FZVpM2/mTbebehGqB8RE5loLilQntclbiN3t6QmHFmICdnvcMKCf6IYYVR6xjAmvGOjCeZtUwhHcwPu5A9GCAi+Dnn03JGyGbNPZD7nv1i+CkH7dcpCICqklZMtHytN9ZmH7Iw8crJVIRAz2kxBO7Gb64UNv+7GCGgjSdSbnrIaypFC708akmJchgikLjupXD+WtikYd0Pn+92JG3JJ3tv38AtytCJv9+8GjvJzbn13WgV9uz1SS0pPjz4d+Phoc36tXfX5pNk4zXqdnQ70ej265uJ3W4Mp+et+fvLaN3XGKelC9uJ3e4Mp+msnRn5sO/H4m85MK73OHSfCrWhBzMh34/Gt6KIu7lDlfmsy6oE/nz4d8PhremixvKHS7NR9XZmJoP/X40vHZxQ7nDpfstYPFc1ym4T+emUhzOV9WUqOkJLuZNSk5KMJT4tyQaqlIJR6C6Ed5egOh0DoSqZHyaJb5S4R/VkqDlAn29HucL3n8FEUl3g+SBnwwhsvqpmxLzkTH21w1hoxiDgWfYoKzXY3LxL3mjhZUEZyxQOsSQ4YDmRhEGxkILW/8lndG3wADliP7p878+f/pn7/z9959+/XX/x6+/f/7t+39/++GUT/rbV79N6RX+aAjqOo7WmQF2Yxg+joxMHCDYKLn5BpcoWssHzz+5ImRh81HXMmQyh/DBT0NKlECnmxJ99nbWFILH7ZBL9bd0tBTPhkMK+N7Bx7IkuKVCGe6pkkcg5KOK2TFY1ZROiNNWQBLOvrYDJwl2OHS4s+lVCy8Qixb36jpgIAibIDDerqGFsbMPIJkzjQkwToIPRR3JzksdjMR5DFbrBXNAklBNKuznqHF920OGsg3FTwtbMKxk54NBITI1ushzSLwSwnRoM9g5bMM4pQQsASsspe2/znaogw60JZEKXUSurrjzTsOXXk1HHSuQdfam6A1YqjYev/ffykgB/pGyCyJlF+yfRRNSYOzvAf+ozx6/z871Tb/vs/XPhzW5hnsRP8D531tgcnsLnv5byyTj4O9pqIlCBfemFXciMdB+RMlFDT+dLBRZjwBmf79b/Zuq3t9UcfTURC5LHTkFLHIKklVHYMWnsZcoc8YbVrxZBx1iQIUzrj5gSzf3sYCPyAH6u7IwiJYTWcqWhbHHu6CDicoe0IC5sNr+7CHWqX4Jw/FlgpI2YLz9ty6QfWe0hZLueuuA8gKpfVI78w91oQLLBa6k0ovrIRKG7KVGiPMszJlAVw7ktvMBI3KHnoMMmLLYIyOHmKg/nkeKdyS6cUCaNV46HAmkZxPcCOBVs2FiZpb8eoKUajxBpD861KkNduThU92hbEFVSXxIUnGDzYxrK7nXMmUm4+9pfuoKlssH67/r6/7QHLg0qXLqqvw+7z2nZyf7C2J0GJ0p/YbKs4rR6fq5VmmXiOmxkIQsTWdiAASo4u8NjmvMcUN5TA8t8gTSyWoN5Kt8FCiY/n1xjUGmPGYcJywlusq+S0Imapx700A0vj9M+dAyzkV5tJnKhirWaXA49g9TtfCN6nRI06SuMupA6iN1eJr6qKcTcfV1pqZrAiD1Ma+j0L1H1cfcUEjWaAsEwDCp0A86aMvCcSabe11p+4R6N9AoszLQBaPq5izLIMEAbuUpsrGU6NrTKqJK7lwwMAAULiaMeKTKkKVOFOIwbAyTg8QH1ryCz9OzzHn7h1FnKUEMLulo8mR6NlaW6lvIKEO+HElX55ZYwrXZqCALIocXBrAuDKBdBvC5C8XwDRG3F3Ki9HePwQiwzO/0gP3VUnibGpyO6aPFtFRSKApLg4PtzQWDCIiBjDj4gAummhJ/ODC33gaseDodTZ5414U5yE0Z3Q65MIw94xxlLlDzlAuCi2H51x//nu5XI2aKwBkrVQlYqaisvsvjsQoI1k/PC4Shkodg8IAViiOgDhSUtzCGHZsVVJN6odEFkqm0GwkIsCHqsyciiIUVChKFnkLihZCOhK9yWcgrDSHBxx0gsnco5JVGmJY9thUugZ7mgjAoppCH0fEkRcOAV8whJDHdiOtEb31ZyRKqmtSA0TGlNQfhIc+Npr97dPC0IKPDSCnV01GRo7glysLxTKV0/24BphtppYXtBKVSxIpqeqpeqr8rT4s3Q8qwIEsEzZB1vSIxTiqYtSAEtTJ7KDcqWnpcw00NeM/6vy/bB7Dz4HrMnSkMwFHfVS5UtPMo05YY3tz92zDxeGgpLHL3HLHdC2E4700rGqaeYSmsBbMuyRZKweAFa9GoloQtynC7gWEjkacJ7bYG6ZVpo1ismvxSHoR37R9O/d2XDmgYf3jAhK3P15+21Yth3k0e4s31XQ+ay761DJ0rmlcl26iCnUKfi2c6V+h6IO/Rs66HyPFxkU8b+s6Gl5+/H/oSPulA81NX+W1+h5NUCXkYCKI8jbfpFVKDyPc5er185yr/fujm1m+xPM/oXNXv/tMc3VpIsX9vpe08JN49wdHNstog5MDsEEfzM4Q7OksrefECl3fWYRbK/ecPON0r3RQxYgyYRJ9GIZMG9+jwlIdjclgFGnUgpXQYk/OwUmrH5GCmGEU9jbTSIQ89rJXqIK7bgCtZHgeBaGwnGHTQBovjHG7ulaWsHmLooSIZRiFrFYcnYQsRDD0UGjgy3IQAtj/oQLWuh7GVmSHDtXVLbG8U8f2M8Eo2FlL06NOMhSpS9TZeLkiHkbO0IeBIwMDch22xaAsWyKCIDXYIsWGFRulVG6aV6zsjZTRwNaqKhaHTaDOHNYI4ax/8CaSKXe7yVeLuOr+fZ4wEGh6VpTjgh+/SOxHGrgwAbPtJBxVwP+mY3hqUBBoOYgUYsnKBxzqq0Kgu+j/kdSP6HDlQuaRrB1FAxJQKOKlEny0SgYMXg3i1w/HhjOQr2YhqG2RXW+Q5cMJafs5ublzfU5rOY4Uwu3vnCHyzY6AnUBO70V+oGExdRxk7grx40L8VbdPximjxagyZvo8IfU3SdEZ+pYoLkSpoJS4/p2lFHtHs7BNX31PFoA76RXKcAy/1K3a/A1JgZIJYd/Ul++fsfg4EF5op9EO8Pc/efatgweEMUW6irdHsn7H7XdaE3S+BkBVKQoSkJ21+qUy+UbmGrkFhftBzNr+DySB8zkLlACtXO3nS7tdDPRD6lW5+BX7o7T7Mvbl42/3uhrRe7GBgDSEKRF3JcF5XNB0Zz4RGH5JX0n+l+zsGz1S3JY73qkrUhggJgYUEX0aqHJJQNtJjuoYNR+VJQlLHwUEMElVs5PSkPklGKtJH6akFyGcqnGmJSAnl8Dos0bqSVc8qK8O3dOVgqUc2P4sJURSBBgKyiqd58t4n0boVpB8GU/ET/aS976FqMP0ktXlUdh0hCtqbH65O3yjaKlCRjoSm1/rK7nvwMw2rjddReeXAZsJd5EUniBJ5j+Gz12a/ywqrF/Xu8FDCCNikREeYF8jD4Up3FYJNRnd7lgJBjEvTuT6GLkExggh9aTqexUAQ55ZCNJw/87tuEvoJ+b0yvx+7c75hBv0V6Weqpm6tPxfErpwdwgzr4+wiuNFELXq8LVZWKFQExzPZXX93crstDUQqt3jX63PYPfF2J6WSyvWK5dctdl+5TgMKVoxYVHHBfP5MrDDrOTgLlmnBXsufSuCZZM9SRGwRF1qF0ZdGRcaewp+F4WdG/GkpSQUTRQzB7znc2b2nGBAUDsxFJfhRIY9Z7vSZTROLPKTz6T+f1wzLahoAYMSV6iFG1hrSglk+8mEZfaFCu3VkO9e0Io/IkZwEXFh4Bx8yaTojn7E+ekevQ7typGKUmlY8BkR21eHsE2mMakTO5I1nNJEBn/fer84EedRD1slcx0bV7VSmoQSmoWnecYP2KZpzuNxW7VHxSHpK2lOYLUd0YuRAsOd5ocK9T2K2zOl8akTO5J/PbNoGMslslX2YtVC+bq0Y1mbxmvEmogsCbFEVoCyGi10LVUmunD1g2+1wtR/htRoIb6YuR/CWMgZh9sKTmK1ywUk9JMcW9nxue6+6ZhN9r7r2XnUtvldd+x9Kk0B3/+fzPz/9vLd8+umfv/z8+acXBLu3xLdLhA4fsCzTxy/f73/98eOXHz59t//7u3/9+PGHu+X9clMXDtnny1ds+fX3T59+UV1vJ/Tld5t45L/7+MfnX7/78vNvH/uM7vfx5dcL4LW/xQjF0jUxwr/+GoYKZfXeYISK1x5ZwwGoOCLS/Se2IByA8H9RNlbg8H9VNr60hv8JNla89mw2DkVe5//cFoQkwCV/UTZW8ZB/TTa+tob/CTZWvPZsNu7ZqpDP37BYJls9KU0nkxNF2a2PfP5GcFTlKIYq+fzt5r49jzZAj/OuzWKI8N6EHu+ejQJG8r0JXb4dAMFPbTBKG/rxCY3zVhva+kolBJ/CeXl7E+N33Nfcg+FG3N8eB+E7ITIBI9tOCBTqe5pzvB9vt7th5nMZJOaVQtaqItUeD/qZwbIK009SQehGP94C9c/nT06YTDGfUjvrLi8aQhp6BB/wd6+zOFr/ij6VTOEs/chxEnCE+aeV4d4GkeUlUcxnd2oguy60/KliLFMqUnVHPG+Lj02xUtJJFm+ySgA46sHdyKsScULfALsbhPMkCZ4RJqIEhEQuuO5aRvorFWbMCxbGZfoYkbFzLCZu9ZQC5L4svop4rBIBJRxPybmtmMmjV2ZvIuSMKudBuQQQ++QoAHg+fazmlLkqZqXwgl6hGMmv9LYcMWDnbgJ0KPZiUuzXQK9Q9zHC5u8X8y0s47irI2A4uHpSJKSddXBzx8zx0oGSBRIjOvQ6bHBz7E3kkFxua3zmfN9o8xg8OKt8EyGPSSm9CV+6dVRwt1E2V6OA1d6EOEMrIeVZ9XaPbESHPB6dRngamYvbdiEEgZkKge/u9/LAydTYKVfJGNfvBJx/FE4V5kVYnzJKb+43J25/4EBITknaD88K26+CNZUz0d39nfkw/bg/tQxaV1FsaSRm7U2YX92X0g8tWhlTbj0CvFRsEUZmdccbkFdvuzw4fhzkRsynTqNae5SZIln296aM1FHInANFq3hvL/RqZ64CmLn4bQ4DqIMcSGhRX1avJp79PkqEhlkoCjatI6mBQ5AtD6/EiyiZjYFCEME+jVSyHAhGu68isd4Ks+8iG0JZZDr5aVjWu1H0fUpUg7KHyqLMtFBxnx5vgtMf4QevjFa7EkBix+PE6WeSWVKlpNFENViZPmLmr8T78iMlMBLsysqTX7HCqkGdI5BRXYpyFX2VK6OAv3Vn/Ywi0+JXed6XFdNEpIqR2nrC9QqMtBZEBVYn1r/1Fwn+FZEnIusHxmJN5PzqwgpDlfoJivuXMQ83BX51UFwslrBMQHrtdl2erz1cOpFC76OyUyoVC++8jSqvFqzNa4Qwobe8h1ABedGdDnFjQQSNXQBhYSe7F+7+3QUk9S4wI0R1ZGGvyC0k1g3cdxa1PVPwgmUvAwn66An/gFWPpKT94QqnxzKoipc3h22ixLqAOQsQ0SKffWnIA9guNbRIw0+8BrduRgpwEzUpYZM92g1RIKgD+d0DwR41saTdBqyaVDIYKnF6Dulkuagq6fHdk/0wQkA2HHBgmLGNAIn15kdmkXTGjO8RM+8RM+8RM/cU/s4RM3DEM2Id9Rvex6qDeFvqYCTEUszmSrYA1XQg61QBfxdpFk1BXZVw7mD93ZeWI7bybMAr+Wj0HBKvxK1j5FQClf2VsMkcMG8JdTCQMTCieX+D0VKqmtTNhLKnnkM6WTAYsPruyZbQgNXoIs8h8UoE3v/IXJLOWPKvEDT2y0/7/7//+afvP/3025ePv/385dsv3jJsLGQskt0le/dO7OhusFNF0lwTNSnJPqEhNbBikQb465pYpBElnpbYUdFd2siUJN7j88mjZhGUSyxRk3Jvkxm5YpXo8eTZ/aZH5Mw+EJSB3o90tvdegmXFShz52JpzUxB6UFKjU66alEqMMH7dVI2GyHqTi8/p47WYODNFT0y5flApboQxLE1n9CumFe0tiEOhmhR5jI3QI5qefiUwAjUiZ/aFMtL0hqSz3fciS0gr7p4834q7sO93IW1CNSkTOkoNmQq096Qlr46C+uzR4d7lQB1W/P0Isw0DK1TOj5MG1H2raCurpPfvTS/hD+f0E9Mn9+BGQllmgN3OnBHoNwAxtXwUDKeEucwb1d1q5JyUqZ7vrkWdiGNicGYzhmKkyNyWsGnGs6t8UJMnoydLool7o3RBQjh57FwYxDFVcqOIiGg61uhKb5TQJE3nBm6yMK8COJOoSdHHhCY9pOnpr4Ruo4fkzP/pnGM8yPkWwHblQaIzryKnAn5Yjx5DAvYm3xiXCJG+VwnA57gQiFZWGfrCuQjiNX4PFbFII3JmL4hG2ifM0Syr7xir7Bibeo4lnlFFs6DRSpocYYyxedAruTetKI2sZG3QQ5qe/kqitCpUoVzyFMvUuJCS2pHp3VfEFP1I86eyOoUiRTVDiji0jNBGEEBvUhhVwY1y+DBSlc++d3VEKrs0vDoi1Z3tlRkQ/jGyby+TXVouigt3RyTA7BS48F3gQExTlyB55WgyxTv93aPD6giQam0e7oAnmjoci/hoh0s8U6jGwep7g/ce6MrodyCe+Eon/viw+MI3hNXPrvFY04k8msRTErEYA0dz4MjFMAgb7sGueNgzVTFWTcoTjoGjekhzk89U2F6P53zyapUj7UQ62XSPZSQ5YJZlIsGQ9INBlwwHO7+WYSJGuiaOdNXzeTK/BPJ2qDIyij6F2T+DXxhZVo/nfPLP5pccEQRfIvTO1NhImFQ5cYR4ohhhHfsnPLOgjWUZgZ8oYpGHlHhisnEkVAbyL0vTebAX3rE9TAbIHy06O4Gpk0w1nL2Qijye88nrlY68H+ls8z09OlMNJewOeIMZn/Qhs8VCr8relGC+qunJzKaJRR5S4om9jtlowWCFh9ypuihgIwLsz2wANga8cJG+4YJlMgDrISWemDAo4hYbG3aJQZPCFDta/OHrkGF1waK+vtJ+69BB6Yioz8PHeKU4XvVhrbFhMKEMUpHHsCppssVV9V3ZlOh2aNvrOsjtZXfYEHThcgfe86si94BlikDSi+CJYSK9njm/hwiQ1DebGd7XEhmeKWV2eZjpahT/ulFZo6HcS/4OBlsy5p4X1rBVmRZ1PfoWhkyxSHo7HKVDhaLzO6robz79wrXhKz1Pe1NBC0fgpAeGX+5Bur4QWznpoTI+aOUYVLXYyheCFpaRxkdYn5Vjb3nyms0iM+M051d6m/V+OErXioZhfRQTNj2qdg2uDYXecBvFIpATEmmDqHBPujaWY1sUeTIuLQQh+JRrYyH0RT2e87k/69pQCx15Oxzd80nXhq1z4zMfDR3iKbdGZCGHI3QTR+g+5dbgaFs9ntO5P+vSiARgPmd2eP6lEY+xTl8aexeEH9dN4gvDdIvniKdxJRtbL46K5BsZ1J8inurvTkmbamke7TCQNiMW2b36+0sMw6FkaVSD+NFQsv5hzKZvFEo21AYfDSXLkdg1J3kNxMbkJ9M/HEumiUUe0vT0Hw0mS1wXR+9IOtt9/7bBEt3Rj5fpqWVG0AO8Uqrpa4APy+Dxmk5w0q2YB0xu2uiF1nMSjYBumiIesoRNl4IesHCnajroK2KRhzQ9/5VQXO2gB5o/PlIRK+rQtg8CHu4dWN0pOXR6s9MVDUCqSXENGkgT4892jXNUsgENYCdOX9RKCqUCVyZfR2J9xQs3qbrciZrUhUtSfcG0vPHkuQa4GpAzd8Zq1tuRzvb+GuuEUXWQyqaMSq+VES4iX5bhh6P+1/nwjWAZlA2nomW6AMusi7bT8e7Z0TLjYKHERcNToSSIvpYjhRpfa70lDvtUClbSNgcyQzhXB6plU/EymljkIU3P/9F4mcT5xHpLpvffjpeZmH9iHIFILsmZq9uKl+HoAdr/QJmb+kgmbJqLl8kgrgyvj8hWhal4mR7ows8mQWcNly/y9gXWbDlepr/IyL6REFCkaTJeRrhiMvzlegc80aPwl+sdrvCMLqX9rYViskmjhIrj4w5MARASPKZON/gtlbY1fJM2tNU0islXod0K24PEKQ6TGOkAyuqiwrZRnOEatP27+CJFwgOTpjNvEfrvkh8ztmHi4fUO5dZidshUMu96hzTI989cQSIHsg5yhEFS+BnyCqHmlX0Tz/7ZlYkbAQYoAmVhbeWJYb3Lj62IxG45Mo5RZAmoUopElwBw8m2QGZzlAroY26L0GTmmDae/utimHROFnI/BR8yLlDdrL5gRH4Hu/n6voMh4NDnswshHqO0JqKEG30GJaWV2OSoNnZFfCP9A0oI07BVNHktUp43ji4exOAuVFTLSpQKjFS5sXQpU9bgjSI3uCdR09Xa4gVBs3KLo8ghAywbrVdz6yHhzycI8o+j6yKE5t0Geh4GhsqKbzo+qMftAsro0XYhCS5QV0xcEA4PM2aMH6TA2Xlp8RIk1otC47G/OaCGSWPtzzqPK9IGqwGYD9Umc8zoyHcgP8xSNB3JhtDkjlyxTKvveRAcvD1LpezVnlMk2MiurUM3AtIT8YQkS8nWUVmHFKKGayADc1uoX8UHd6A8z+VbKo7SRFgPSryZANdJvA6DL/mXOY4xEHle/STVToU5xuyPQL3v1yXfbPiDrrwx4tjLS4zrAneg6Oiq5DGCiEAEVfUL5XEVmu9HfbjrsuY0IL56e9Ixh9oVzejYyjOeNM6y3EcZtIahFK+InU0Xc/cuU07RxStk2AJPv4U1o4M3kGNCKnkufXFpH0xl9o+A6F87s1h9GeSWh45H5Rwb8i1zCOXAS8+z6D/Y/kH09sIls4YTGjfEFNvILjdlfigQqvxTW3xYERnX6UD3SB3L29NtuMUxaiHz0C4oc5tXjZ0x0BE/0/m8EjW7O3bj5KGhneO0vVLC27wZvPYnbjV/9RxLYF3ZsLQRObkxfPbHy6gYkP5GCjnUtJ9PAnyP0dI8ksl6jyOioHNfPlXoiI4so852ij/DeT5J6NDGhj0inqklJPSRym+gRnhlpwrRpDHgBSSFWUk8NmEs9Ohkw3dQDtI39wwX3q5IzIRqlBI6d0PtFQW4jHSUWMuV0LFbOHGmonjJsQOHbKvva6f5dFJPm8lYsyAgDjjwPAE6tvJlMtQCsvBUj8iUJbPasfhq5iIpuUvTxsjYif1QVcKG/+LdVJg1VNznzN9Xzy8aRff0xd3pvwgjXaCAfGPQDachhePbQONHPHghpqknZRpD5lutRX5qWkCfEED562ginNEs0So6sgnqlZfEnkra0CfKCUZSz3MCnMLKi2qeFMMQzA8g3ikfWluhZs3dfHdwwY8GMLLtKOrUEpWmr/+bLNoXM/vZpoUwCLjl1uBimnQ76WRDqmFBqvFTawaHc/nBXjjwu+4dRo+3vNF7VjYIU9w9jNHZK7DZ+QKqidEHGixPHmk98FOdm0s+o0DBESM8p4p03yk1ln/MaJfBMxtkVKpwhbH6B82d1KqwWr4lFHtLs/G2lhkyZCzOfWuzIWzK7/5rYuVJnzd/gv0h4gRKycL7+aE6zgL2AduS5S6CHCnfxK0ekxcJ3QWejYUrq6StAfuFgPYosuBRZHm8+iScHlkeW72KiULF+2UaX/IOB5XElP21kK1zc/qzA8shWuMimmPH0Hw0s12sdeUfSyeZfY50wOHQhUkxL4PQn1XSMXpXFEuZBS8549TgHSA/J5R6qMbiIBJSw6Uw+PB7TuQ5FRNDjmhhJNIb2l/FaS4SF08sG8a1O5ZjwVWE0bQhjGD1DD3OEfFkLwCuqy8NEjUc5QrluRVuvrK3f27Zgf9U+nHSwUB7YvGAI7OR9VpYUxxbaQMMacbBY1yc5gjo8jSMMQ38JCJEzhoF+lCFKpTKgZSWOkKYzax8s8KBD90pBVeQwTlSgYHdGujDQcHv9IKzgs3D4BpbZhRIBWW7Skw444FrJAF45Olw1Kf8DJe0aJrXRHVE5OloPKfHEHCU1HG4kJS56iP99I+7vVPy95aiG/TWgAbiM8/4aYShdZE+ZVHib5GCWCt7L4LyXwXkvg3NPYYrg/6NlcP7xBjVAwlIPhV7VAfnfP/706cvH//r84+ffvu5/+e+PP3384dN/f/rppeLHVD0Q+fS3ub2iJkhR+Tq3jw8KO3SVFI7CwuLQQuJQWCi3pRs4UB65FQ48O4kLiUNqQIlndWOXSvfPVimzRprOTmQjmKFNuRcTNd3oa2KRhzQ5+41dmXpE59PXKx15P9LZ3jsvY5GI/pfeaRCwVjYKE66ZUlKrQmgQIwPGaAf2hO6XxOauXl3JxFo3QoE2alGFjWpyxCiRLMor4eqWfWZwn1cpTa/oH/AiokVjxFpvIvJxRB4xyHdJEuWwqrDyFXk8uYWAdrrzwtHF953GBJdlgA6zd0E8s/35Qtd1jQyrtEhipLok2LbmR5iVRuGlJZJJvBcXQNta49plFV2nsQJ5ELMz6uLxSCQ+i0ZuVHu6LFRNVJ1bYe/DrS6vOMbF8PH2Lod4BFio28FP4NgoabLHf2AguYohEiGEhs8Y+XEBIzgsd8Q6Zvs3/LegR75jik6UoDzxkKPVPDQClQ+N4krCqMKQpGXo2Hf0GHVHOi5YI2SKPiSQFGn+oOiLH11qAW6u5NDVT84qLyDrpUI73L+M5xkv3zYwtaZ03Gs6JxYu/x40B0pzD6BgUy+WaN4Pp48fa6S05yQlo2+HU50bYW+UXEKWPVWn8/54OaezLfJ4HvuffcGH8Q3bJmFdN3VGvYpyuZCfIZJdNB7C8pniFwjXfF0ojGgf0uH4Uy6qCdf4evNYns2fM+J3+a3A/Fux8vEopbpScfVuPXYOW9+w24iPBVtdfmvsT23sz9ScII4Z9MssgkGWzvjFg/YO6DaIEWIcP375fv/rjx+//PDpu/3f3/3rx48/fPvpi1b35eVbtyL0y5ev0PDr758+/aI63mYql/Vts777+MfnX7/78vNvH7vSdEdGxrc6fhD1sVsHLO38509IwQROTMgvBa4+drYCbzGhAwpxaofCtDQSFcLb0d0P2kwLZ7dEiZBQUQVwXWsfioogQqNlGwU5G+EAReQNcY8GuG97hAqQXxG9p8d6uMRZ8N7vG3Qq61WVhxqdOspBpJy6sPiDywNY8wjLuc6at60R3ry1DK+PI590gjlXAPd7ixGqgjgTI9xuNrY3HeGRLPm3WEPkQ5eNV3EPH93dG6BwXm8vWYvWgig5BRIbgGkO0cCvX9wKCTUSAsACCWHcofgdSL+PBzKW0u8tPxYjilDIWeCc/fDB8/sFzGNImPhA4z2WTMYbKPGlBg5mMGTAlQwoaXWDGWo70l6+nnSgARcyCOwLjJgI+7QoUyWzZzWwrXYdpMiVFU3FpVH0dSnkp9yXEDP0KpccrO2DIzJDofp6KJrnxw0VnG5HxcEmKnhQ2TpWlRqQpMmnH8XWIcYmjJQpCg1K6GM9lT4k9Kzh/GG1lCAhvOMKCYWhs3PlLDguUNFnytjNhJG3uG7dzIi62MEwMGHGZBbD7mEv2TjCdCENvOfbsVA1rxKt6QNoRKNs73WjQL+Nw1D2JjSed7A3ziNBmawfb/cu2b+MmQFbJKSFPiSM0gii7cpdgvHZJQwSTteVij2tmYybqwQniFGUcj4TVTtKh+Hg3P4AV//KECNqV5XJCyPjA7l9ePM96K4sQRzHgz+A88uEzZNg4XoUNQrzq+ylUiUwQHb1kbOyWITOzgmPlkqSccaWSr9X55SyIBayaw4ullQI+W10sXS0OgxgCpQJz0WZU+Yko0bMQeg7BOQNEXDB3ZAu+VPhGz8nZ/0AzBMPT9tdAhnGv+XDj69BNlCIWAZCRP8ya8JoOI2FDLfyZR0ehtHpZYR7FxkLNXJFxciWv7IQFubehFioe9PmuIF6APQ9O5aRJBM4Pzuw2BUyYePvD7MBjED1DIufRRTU5og7Br2sMXC67UIPlQWYvQz8SDFTCFbcrHAzTHjsv4r39LuJA/1IdNk6d3X35dLt98aGwqpgGcZKbXfKnnOj+pZgCC7pbeejfNYT88HxkVLVVncB/vz5CI/MGW7u+ccVFRqEaHQt2RXqeylk9Cky0n4xa5EeDmNRnzALrDaoh0NCPcRqtjiILc1yP6rgUi5fivmibcHKAPvYCtzNu7JcnbtZA5OfdDBEhRhhuAnDl3TuQ8APy3gl9PEYLxrF4S2pGIKxb2R079JG5Yk61AeXhsrIDsqfLJHOG7z9B3jn2WoZJXIy1/VqRklgzM7p/TAlkg7D4CaHiyJDuNEbGCirAsGduPvK4z6ch0co6zQzwnpvA32LATYJoftbLCGyoev4LxIbfRweV5pqjRAO20rCZNusOu4JlRupOSRqt5+V27gQQiNY1WpAp2wUAVYqoeDWUURVjeSFK5s81+n48u1SP+7rTHr/zniYaVE3yEQAo5xUrf96sIYv/JZGmIBlY6dBYJNrIZjsGmnAxc+10N896WDE+BXY4FqpdKIRE9lTqfCFKVaVXs+m3grGVQxt6q0Q7FwrZAnSBy3gl7UTAO3EdB49IyKF8eSRy2XNhB21NoJ42IIonaLMo5U5NwKrLSNxbV0pgHllLKQ1kTGqUFTKfjowHXTn/uCIl6vALx8f9UNm9x6YabU3IdTWfvutaPSUQoLHeCNld3dLuM9sG8d7b2RZUoFYjo19b8KoJ5o/nI6IJYhrHp2OSGV/Gle+aJFy+fYvY4h1LYR2VDFMiugH0l/aQkUVe9Q3PBi1UphabRiyW7dRZt5Gr6VucshvVPZIN03TbwT21JcMp5/E2yLqEOKQt0gR0y0PfEL1SEI+yC90uvcHCbEYWqayNXsTgubvTclRb/ZnGEJ491ndxxAYHl28Di0HaaWoxv1BisguhUA/aoT1gudSkja/vqKDO8P9QGAMe6uUq7pyGGAROVkZAwmkmB4cH6ABi1q2QRhWqORyD4cUqWyJh6FBbK+YaascvF9FcPNymcMKma6kX9NwV0IGDZzhETaqZVwjZeZ2lf+aPSJGyUQ46UAKfqQLKwZGxwuU4lAb3dctkjTT6nh/0TPV4UNwwTLJA/tVuKGATeh0w2SyTBkxPZE+E3UMKi7BgpAmJFHibudwbBEKsvbBu5dt97WCcLBFCp/ZuETJ/uWCwgGDl5Q8KFK2RTqbW0D0813gQxjWyomAtRD5/iK5Ts11Ib9MS4Q8UdlNuP8KgxQb10hrIxjcKnilKpsLYUUry4Yt0fz3Wxr9UnVzYVj7n++POqrS/PtIHUayFMK27kccZU+WJVROm9Z98S7zqxWtFe1t1IEYQoHgim5DugUjyFVGMOtBNfiYo+wLAz7MuKL6+sicayXopJWF+40KHJVKfvmSCfuHrw8vQLpggHQ5DBhv5QeJYrYfW71K8XFhKoTXFExm+vOncyRozkzHz7VSyZ4n03+L6dw4ZGY+yD2uUZKupnIUjXir6XVFfz42uTQ3l1B97HZ3LbcX960m1M0E8xOi8YEhYEPUJFqBt5jQEXMytUPLtF7S0alwOcJbW/2jaK8zGxbuPWdvMcBjlWbGd+gCbzjAfCWB6C+/gsiDoys04wa8efrEKlG8MxNMb5+CotZpZoT54VCQhwe4SvDS32IJkQ3dezjhPTywd2wSYHjSwYqENXLm/3EncncchZtAIjoNFqnc1aMEMveuDHkGytwQFKHlQVXNtHEsbCB025gpx781UsLaRtUT2jaqXZEwg2NvQYiDGLHEWGdjUFH2JiyD3laIzTKsU1jebidPlVYSkU9sTV9ZAyVm8QAtkuRZvXTHtfvTRaBupJmX6driBgOpj0ms1fpoNMaDE4pia5+YEI6PUlhy8lfgLXboSJyduBzp9HnO3mbsl39410BgVRqCSOx8aI1eM0GHblJa7atYJgb4OVXK0UkwAuEdGfS5TtcaCNK+lQF0aouUxtwY0l4v7K1jJe9OY2ckr//g/oDty4Dv8gaP977Xy7yE1hDR6S1GqCrnToywwhX+FiOMUn7sb7GGyIcuG2/iJz4mWEdZsxiS1OOuOI8Z80daQSSDxi7WVtDSxDmodAllvgQTBbD1jC+8hLgweL8EfVirlVGaMqNELZTk3L8c7+lvgaq1bcsAdK6X0YL5d5xtkCDzRnmD3QIPIu8aJYRJZDjPctmDz+7N+NTB4Besa7o3YYhSt1ihX0eJeDeG4RJErQLEvZu1X0lix4BQEPFVKOIZPQ65Rzde5qI/uWJqoZ5bxLWd3Z8ecX/vdhzuT693h0BWkQr1qFjPcDAPbs9a6Tyt2yDCsYfLc3qPUdILc9rXxiDAEnwogLy3WI8z+kEsxRLGh8e5EozX/mEQqdrKATbIXa66HDC10gUTXguFZummRE1PgKbeuPKjxsUVtFhpO6EqxUwlJsGXPu8IXSS+UuVF1ZKg5QJ9vR7nC95/hfiAepA88DP9WThERXcgaJnmI2PsrxvCRqgKA0Rpg7Jej8nFv4RiHRluQjfNMhzQ3AiZ3FjoDaNa/1og1jdAcQGw/v3Tf/WOv/zy4+fvv4mUcfnX5y+ffv/YB/A/sukMhPW3D3+b1Svgq9lvnT1MEP552kCHhOcRfPoXf97fRb+cDo7+coeL881HoMtsh+KGVJsdvBQ/I9JgedRVJGFMNw1JWlBDuh3Ol1FECRMea0j3IcdvMLyOmRnnh3dk2thRjCqN42XFm2umXhHIqWDtvPMlCM9agnRlBcrmJS2HBcNOCYznLfa0HKOYcz0V/2BDsGB81B//ikN0LSQk3PBrZu+F4CezWh3y1Q7tWod206XnOzTnvTA6rLcAsMkOVM9j2CHfVJP5Dh7um9lhvfQCtOId37hKrO1jvx8MKAcJnnuwQ88m98HF0ys7DIZUJK/q0Q6DIfWsjVd2GAypKU3o8Q4er5odvNNgdPDPW6+eQC7pax0GVwAP6XoH/1YyO3j3Hu/09Q7+VWwM6YEO3utgdvDeH2PjrnYYiMo8pEc6eNK70cHXD8wO3vNDd/Hl31/UbwCbaFCi4l6I2gbZYt24i5baBbFGpEV0/CN3WZJMDOvCvRZExIVS5OEknpNAeCAK11G0VbKOB2VcC6ftdqRWoK6ajqTniDArejyzc9e0Io/ofPJ6oSPtRjrZ9ktM09Urd+kUVprKiYywdAuFHB0fviuthsiBw6VTtCKPyOGbQhl0UjBnvoZOR3xDlNBEsJWqSaFxkVGuEILD+NgkgpDRQ3JYp1LZD7Uj6WTzvQAOiOEPGZJ530BlUzfGBNQUVgO7v3w3DGiQUdiPvmzey++xXswbmBWCSkeewFYJbo5SyBgTFleAEYUOTWLgTii8wRr00mUXsOxxl2BKm4QeTrGBon7GZ29jYdvm+eA/cVQVr8yMsLiyJ3NqWN0EKnVOzii8wRqsF1KoaI9cYLwNZfG0jDB0V4IhTStmonegd3jG5cMalBbhj1OAZEFAmguYIpVu9eTOhrsQro5uSvxdmeeRay24TQiim3G8BnQb1msiyOEqgPa31zoKUF/kpjPiZJ4B2KReZczd3JwoEVw3Jf6wxJOjcJ8iCbi0u0Ypt4hS0kLg85prA7NSZIZL2DQTVsA6mK92drjC9XUdRrZeGtLlDjQk93pIWHNmMKOyoM/kcofBjHhIlztcWoIOoHFpRrXiqbvcYTAjHtLlDpeWwOQ6z+jEduHrHQYeBh7S5Q44JDf+jezQgxmxWfl6B39GxpAud7iyBMYK+vZW43a72mHk1GEPx9UONKRr1+FgRsbtdrXDYEY8pMsdLi2Bcff4MzJut6sdBjPiIV3ucGkJukHknk3d0L8+GAR2VE2Jmp4QbtgiRZvdIpgE6cql1qhucJ+2X5hkuUaxJqomo5vSyV6OyOq5ny9uixwECyu8ukusuOCPyE2JeQXG+xhZMRrPhfQhNT3v2RW+FEMobHJnrgVFYMhMuKky7fOVVTz7twgivCWpvmUgYU8PBXvHqHQd4hJ3PFJQ2DJjDYVEUfuBFbYwtEZsN7+Kqk66YLxpJVz2wNYIPaI0M/cem8WYcVipLDDwVS9gD3PvyDbxnngcYRz3z2SivwJ91aQKGmFGj26app8It0nVCD/oq4ru4lK5BbWpUthY9z0uAwzdXpeJMyCoNO1y+BvCsSNwT4SV8onCisApbFhKsPtpIUhs1XSQX8kRGbic1N7kp5Ml8oPqESVqUuQREfewPgnL+tUxZE0v0t6osk3YCL342J9LK4/YtjZ5xGqMC4XUx2WERaC2WegjVHcKmPgTF3aAb4RFPGT7XsRjgvxCdaD2Lxc89gthMffsSj/xiD2pNv0NGD8GrscaPrAP3M9j1LSuTT9i4lEUROaD/CAAwJ78xKnvmKToRo5UynO/Ul9e/dfxnrH4iVK5Y+Jy3AnCZ+dWH6sPJvbix4xe/F4QGy5dCluZmn28J95zSeDg69dVXqrjDRIxwQf67BES+OBvhLQZV0oh7UXDcfEr5fHHNqhGvlLlSfGzavIUQtAk30aiTxBotNe48TFyV6obGo2CZo2roXMJjKgKgql1c3lfffmPyE0u/WfIOykRSHZiFBbV9Gz6hUD4dVOipifTL5J1fcj6gVHNAxUh+U/T31UCrEysmxI2ndGPhKvaaxkg/SToQvJibzD/pKRyERiKe/d2OAOkn+j82fQxj7L7yzD2DVFi5uhj8JkR+6ZA1SPSukQeE551k9CnquOKmFzbFd+e7RZncEY/cx36TOpGyYSzrOG5IjcJ/eizv5TSUfQRwKAUKswdBUtNHT8sSUf1a4m+KvZ5rurvTXz7IQKXbhLyfkWLUvj0FwExu5GvVNFHPzVCP/L0/ZIS+5eR+RsfvkaHTz6sySOo8vDxLY0en0n6jRD1tTwg9LN/+TXyzJeVuX+VosEi+2BJC90kslfyuW+j+oYdgwUjbxc5V0I/oNyvwqXT0bT5hq5FEKnP6e9NJHhXgnvQQ0q4JOfzR8G7h7QiyvqRXKb3n7QuJY7Orv/+ZTT2dGxTOP17E2Z2W+tvzL9AaqVhaMQ4mpqkpIfYstHQaMXvFhY+86g+VyIEB1Wrwpt/JjdHLORdEXXkfP4IYSYtQj1MmNpM6tGnLhE/CruIsGgC1TiwNS9a/VE5o/3LWGxMM6TQR7QRPVllo7y6+fJhRb4i83NYlNZxRe3Fp2ekdNdA8I8dtRfPvlwHvtJPd2+CEEgrdp6nj1Z2tSE+fQTfHBo99Fp7zE9HT2FpvYZ8JPQQ3eTQT5LeFXlFppdf3TNCf8OnL1EUod5r1+YzoJ8ImMm++rC+ir39xvwH6y8z0x50ZP9MTh7tVHjN/ufjM6qYWMDTX5j9Df4zbH4Dk+P+YeL+QpkrVaVpCHms/qtsoAl/dEZePuyRV4h01yyecfTwFxY81IY4u29yHyJN7ddxcgXf6d3HgGf77jdMnr7gPbn9hQKYp+n7IcG91hpe/qopUZOijyG5uukCfYxl0U03+o1wCxUKjZDH8JLx098ItlA3CXl0Nllyn7n8/t3TyNdlk8/89LcJ7h/e/Y3v3rndN98+4+0Z3L0m99HuS9Pl22d4+xH3NXJ1Wttv+PhVk3i7gs/95v5Tca9KRi9x42ln34ai3zJR3Gvi9KmioUIf64hq/2fCpnP6R6F3uf1I8i6seCzMfwuhLHaAoQce3wn62q8tzl5EpRwE1xhPr3H4+OqziSNk7NDT3ATr+gjEKhTjppocrTNFsrjmBZBwiH6hGLtesw7pB5q/ghK90S8LLX7JkKBH9BfSettCzN8WuvxKphLXJSNuYsm+u68XbcW6fgsB5jYVwBCIVOTxJGw6Y76N8HKrMPDBfCuVvbMnjxGA0nRGf2W5a6WEZR2vFpiYt/hD8njvUZZbL4yM9a4z+TpKomdHms6vfaxWq95459np7hdc/ETWPmk6p79MPbtUjT6RtVNXjEjYdH7zoatZX4bnQq8m9hr6os741z6qfBb9SL6WMqpWvH8ZXY1EPFvF1vHa7cUg8NqLgHpnEKfi2ZmLZ7PG1V2vQD6QxFuGSA3ZUvjI1pf54C8k8u5NaO0qC6SmG/SpWoRhbhDjs6KP0W2FRY48Kjc6bW5BW+/+5Qyvft7IzZ23D/69b5p6DVsnmlrzhvFVj1BfKMaj46BjtoQ4YxzqK4nbe1O+6mXZmxCkpIO5A/VVjG838o1C+zIWC5xzcmFkY1kpwGn/MoIF6yah70vb6svKyUcuZpM+hjbmRgLX3jRw8a+k7e1NWIZe/eqgX+UyjEcTCry5DtF9UiDyho8TJa7MlWht8s09+VJMUvt4sQi54eO16dPZq6MAl0oiV68Mj9zPLnab/qESJWw6p491akqh4EKOMNBrHXlECZvOIwzo9BU+fZm5v1J80cFqF8hnZv5M6QRdcG1E3lh99LBmgtSfiG9JhBKvmpS2heFdexMGeEjTeXwPRRgY4U1KjwxMzOV+P7qzy0XrDH1MZ5ief3LlnhIpwCSS2KNi0BR5enuK2AOnlz9QRcAilV+c6Dpr+QvlU4zZ79HoPn3TvObyeZi+KXZhPoc0PZu+KXWjzB/8wOrHiWcE7lctCVqeTrxJtEvkpoRNz6ZfI5WH000Jm87pZz55qG+ppufTx7hie/5rJfqIUlMZpaaXPvVPfpQyXe7NV4h8JeqViLfRrc9BpcajhyH9XSWDW6crbpy97If1qHBVRR99++ppPuhnkQJFS0b/CgG8G48+mpi1HHAudFQqStatMTj9Opq+SR7tPBb5RuZ93ZSwaf7Ry1wZ0Uhf1SC2Yh9ckPVHhV0FwUmH9GOus5FOpIk56z86+io5U6VUoHPdSOF80tVjpFRkyC+3F582fyMjmzTNy/s6nfncwqyJiXUSITnrCOyqpSMF6DDwV0KGUE1fZeBYkc6yNgzdK5WQKfSQzuffU6zRt5dR5ADXlg+uc2hUL33jIBZ/74JPtm5K1HR4xiJlYummhE3n9LdC9LdC9DEa+nn00VCjmxIv7FX6sP5+bUAovzYefqXShuorx/BV4cWAA9PDR/eKNJ3RL7x9hQIqcxZiN/qJrl09pOntyxRPmhkTplesnNk9g/zg9CSxqAp5Am1ImMBsr/515jVmXyS+V3Yf4wk7ynAm+ujckaZz7sMcXt2UiCEVfXTu6CGdzt/DU8riRkAWu5QHRCIj5wGFxNAsiaFZku+W1rQij0j51pF5E7qlVcs8ccNGhlkAelGvzh3WfgCFRRDo/r3TfV+obQTK4DRsPIGjmUIUk3fCpgsmLrE6nVvYNK1XXLvanCbKDicQooHRnr1B3i8wqxU7V9fDBEZr+g8cHMO+GUnWZjXXQsq5fnCUKc+1MSwbUWfihJOTBtEUZeFLY6EHX58o98E1GB84zzm3Kpvidm7rAO/ESkCYSj+RL8vwK6Mc1QHKkc62EK8oJX+Jo1TRx4OjRpRmp8+5b7pJvKKY+2ZPHw10Q/raBStuUbRMk1PWpo63xqhw6/5dxJzQblqhjsJKRctoqKSjSdMFj/CURzY0LtvAaZ97U/W9Ao96hAOnnQaFqJ2OpoFtciVJ3XKJskvSxvq5HH+qU4wjN4mwZYDtUPyrwr9JR5N/bxYEedJZ2OceySh2LRX9bIDdRN8nkikMzXZJUsq7EmFk9kb0cxuJe/khWbPjsGH0s7H6I6gjS9w0PMJGyr0Z/WxALfkBuLasTevPkAcaV0roo3l0iHRlS0wYA2ogTmhYrXgMCQMihtHXGl5DRKaIdy97JgyIN8I4cwmbLpGEC2+IS6ieb/zcjigbKgId+cB1egxcNxNWLvksHxjlYaHoM9Wk6KNF2Lrw2+jILZTsqJck0WZ4D06Ti0no+0ZZe+fpwo8U+bl/eUGeq+gKHUsbkUNwzBNHOtKkpDdwhZoYK4Y7Cv0xWqxzJL0yUlBN/Z4u/MLcXyT5OR5NGbmvjLjfDAFCaYNfe/mwJo8QL6GMpB0jAKryfVdJRSx89gpFAAWsaWiQr0yeNFSOP5MvC/1MAEfSdB7/RvaBRmZZhUSi6KNDRjclbDqnTxgrxvxlldT6I8aFtf4HQ16aPwm7KwGMaZ3SZb8B95vhl+jVMFQdk/tJSR+SV6Gurq5BlkVj+RVHTm+/Ef7ZCORCNSn2Q3y9venwXQh9nzyreruWjcZBA2TC4n5j90nL9mwkEvAudbJ8PFyNxqICIsYoBbbgQMMfCS7TAC2YqWjj8RqCy+pun4GEbaM0LHh5KSnFFVwWP2vDAMiZAqjRZgnXUuGbqCInakZOkxfIIEUeQ9dNK83AQmZgZCQq86XySBwzTZPavtObb+SM5ONSUpu/4dXVKE3XNpMs0y6lJGLXS0O43asvv4eKIPR7pzpHNxjF1/wax+JW2tjkqp+aitHBrzcDcQcXf31lLqmg1Xm0LdzBK+6zYVXRi7++tC/LBxhZvYlk9rbQ7ze3PGiHg3rd73E8bmEjVTdiajpGB398OdAxuNzhyoz4RPsT4t/7w9tE/Xvw91dmkxPGlwymY3QYLPeGRT6vd3jV/vQwwHRhf3KGqNbRtXu9A47o2j09mJDRwR8gX77XO1yZEV++oy3iDv4A+Qq+3uHSHuEdnNEUNbizd/rFea7oDr78ezKNXbqzB9MxOvjj4yv4eocrM+Iz7k+If+8Pj+7gy7+/Mhu+ggfTMToMlpuu4OsdXrU/JbiFo/n3h0Vg8gq+3gFHdO3OHkzI6OAPkK/g6x2uzIiv4NEWcQd/gHwFX+9waY/wDi4N0jkGd7aEZMzdwZd/j+O5dmcPpmN08MfHV/D1DldmxGfcnxD/3h8e3cGXf39lNnwFD6ZjdBgsN13B1ztcmdF7pU6b6HulzvdKnZpN7lzGhtvAZab/nyp17uR++/Tl808/fPvzmxbmbBK+dTxeAxAphg0vbJLPgbYnU1J3z49APIk6yKztWYtgE4+MnheKhabSwCHUR4T0wwe/OmQVzKZ4CHwI56CaFIoWZrf1JjyL28AloInd6LM3cZ8FzL4FSqpunOPThjk+hdA8OkgRTF81qfsWk3z0kGanr4lJJAVW69FcHXitI++IrBswv+fNjBLS/7ITcVxwAOM+OzQV+oI3Wr5efgu4J62UG9q33ffmZQ655qtVNR2HZyEAvp0+BsKkARJS5derFkIC0usq08dHJTH+IS+/pzcskmImq+ef/eUDLF5UYJoU+yuLFzBssLfEf+De+bCh+pYT8hhCFgOGUciHNXkEkRogeXRKRLsi7YVqBHZVKPPcEUWFVt4Xvzfwk4yOXUgHnOghqwXC3lNNB98lGr5mxUm217RUJMVw8fYThnfmfg4Tv1g+2/aavzj7RiEUelmFPga7p4Kcc+nQdVgMyMk+glxORt9BRfHGTwTdtzchbGWP1eHwIYpdLAPYyo6eZlRo4jQRI1g43pM3arRso9lvnGC13rZAhY4hjkhnXLhzdjEBy4Pt3HQfNnyvJ5dKV+SwA2jG1MEIjaTQUMEh0KGZiI+0ED5V2iQ9IWGTPWAVTnjSwYglxXKpuuk8eUGPTgbM4/WszT1EFofr1zlQB0MdH0ptTRj7uX8Y4Zb3Jgx3lyZ7uImHO2CHSDChuknipDGjTw9OxotFWaTpnD6lpog4ouO08aXYCDhnvz5xd9db4sE5+YKXDetWKnJcXdWYw743LfhQNddbor97dBikkpjwbhggpZqOATeqX2hcUPvL6pdxKQFLxpfDWq2yCjJyS0WJbG9BZUSazqyI9V51pg6kvWwCth2PpgWu813HwcWqpLwlhmLsb7PL3PuHK2yWbhLyiE8hX9aCAFV6LQMoysyVnueUR0v8N8SwMrApdTQbVF4bxVKqJo8+RwKnUSC8TZ8QIgz6mQWxTHlPKY/Wvx17pugXtNwwMlLKBAW6N+HyZz/pUH1XUSd0lIr5tjZxxIQaT75izqMCOFXUMQXkOXMv5APoyJW48wRBqyhFHs7Z1OGeUqaw2bXKpC/ppnQ0YXmSyb1Ko4OSCbpQo7skalJi74pSS6KS9NJ0Th9TBnLi+ScqzqWJuRvmJ+x02JxA9OfIT01/gGMkX9ZAPoHoJzwrhrqcCDN1vPyJkBs75hXSj2L/cpY/8T09ZL/I848MZGSYCzLlHFj0h9sfSCfSTcpg1Ij+1F3l44WrDyvy+EqyfT9xutZDrzSjUuSFZ79QutSzXulF6g8rPQ1UkLRRupj1Sj8w/642wOWzNx02EFElEJXDnj9dPsj9EEygvnt0WNzrQnVRA0YVUzUpwL8VFyyKHeXUwMT0UWezFywhwzCcQGKXjDSd0eeqOqmR0rYL7FhHN7FPog+J5z+gX6mWoCLm0Q/HpXrQJ8twCoPCJvuHsbiFTR5hXJIygkduEvpuhKys9I1fl9us5jv4JsAk7iS1wWgUUE3HDBcqkt6bEC9jGySva2IufSrTvXG1vo3QWsgICQtW0UU8tFruXchJWS0nKSKCGQPeFwzdXNJ07iTFrLG9CZGF9ssRE66FdzT9DeXXAYdlQQk56UADzpRl2O9pGG86dHV/vNfXK5FhICWqCaeaFP3CDEblIIcMniSpzaWP8++xaQhIs4pgkI4mP8nRnj8aRmRHDvIrgTPExng0R7L1WXzq/YMbGyZ98HDxvc1Uxa0LfrhaXM4mcgTG3uT7k6wQBHXgnNNd5QkW+kzeO1t8GVW/9FN/HXG1pl5HNbTI40/YdH53Y9Uz/ZzI3Y3CkbVYRbxnCZvO6aNB3RaOiL4iJvRbuUrfkGY3rHhoCNMW+SGvEPGNsBG7XwMls01A18/3fmLtwe6yiP19kllUF6164LslTWq8GNukD7tcRL7eyeT3JsSFUsrYQb5RibrIuebSdKr5EXFD7Zshbswd48posxrcwrhZww6jo6CnI3o1RowqTV+dBYQSsGuO+0ClmcMQMkdB5Mh1d82S6wT7lge+Pdus0pC92KwjX9b00RcZ88C3lw/MUWXVOkYkVi2qOZ0wblG1pKPFr3ubOQRFkfKpo2cvqiIh6WjKjozRDZrAraPyKRactmmDxRoS8mU9YPTsSdPZgFd45weBmVZkYqGSI5kxnjpYIu5vwDJrPazKsZooy/3J743hIrKEdhKc+yPky3cYhCiXhDFaOWI2Kw+JkG94FwQCK7fILx+81aqYIbX/vrgSuuriua7YddghCxkycIOnSVAEL7kuyXW6MQwLA4bqMuoJm849x6gg2q5blPlt+gZk4uav/4oqR6/CytPPKEgtVDLdJj9Y/k3qNYqfn6CCF4YYN6dfKtEfFFGUoAIV5YBxBoFBiDYGIdowCKzH57nEA+N3WUEONPcVnYd7C8FXbSPwOK4Xr2g5MRbW3A366wg9jlGi96aF6S88fXQG6SHNzt9gPd0krE/QiSuj162UbzDafF03yp0+Vi7uKJ04fVVi9kZ+BEGkicn0jYsPTUM9kRiBKxv5IuVX5/Oni9ekT9iJjeon7k1oXJcmZ/58+DDo2zp9jSLmbfrZEYP0dycXzLiq+LIwbioT5/Tydqkva/K8XCveFuZ2oeuYlmsiHswMR8P4uY6D9gxuiWTtscMHqSCByS3oiuqoYiP6FD6Z0NqiIqo1XBkn7SGw9Ji8GavNdUg2PivG6tPs28ARZgdvoq3N3n2qBGIw/xBV/uHdX7kWx8rlMI6muWDb8e+L/3sLxhfX14glzlTgyRJEGIjRZ63MZU4yIxhnBnG1iBtLe+/jprDreK+Nji/CYxXUUmEcL0VdT9+Cg2soUc1nM+bbuIVmzuHENWDg+xt7heSrGBPkFiKs8TIqbmEt/YpPoJEwUhixspDzr0NCj9DtZ06JsfqF/OGSnXIhYYU334ygp0u4cF0TI18moy/PS/cRzUWVIfPv0Ecf8CQZIvFoQmk33YBvz6m3SuTRWWSEswdVyjdyU8Kmc/rorOqY9PyCkfhm0OfJD4lbeuaE7DY7+cHic4KjRT8wTvi+93hwFDukM9bzUEtUEPRL92Vk3jdMREZwv6GpBAm5ikeTUYzK9wo/rqhGcqDsTYQzHQe5xYamqpU3x0QWqe6sHtLZ/MGmuIIXfbxej2ZDTK9X9TV706RI67WyZh2pSHSIFHUgTRfoT2VDhMRFGdQJlOPmO/uMZIipZBC5R1511RpIAlY6QiHkGDuv9PIzPekAKFwRpYiDzBFTql+5zyaPBWEyw2jYQpqhKvoVwCx3jZlisOJtUQkJQQ9pdvpGhoPhLTLJk4hcGVl7JKPa9I3ltyqS8O5j0OQM92E9nj6ksXdvUkosg9p7tncRS2AZ7lCLfqaIM5ZS51IcgLwkHajDT8ufSczMHxxlUrnBv9q/NxznWMJB+9ITf1dGi+FxJBWOKBsuewpZ4JCBJ4mEmti1mZuPxFgkZPqY/K+TU4RNMRPGeiPVsz0tI0jWj3NKOA/qOSKVyu+alanmrlXjWgtcC9eQgYMbSakfy5MOM4l5le/hygUeAgthgStDjbA5Zt3wuL+mymBQd/eX3PDUYcYNbw3XWK258fp1vIwcTkNkk7gAT2IPfBqHzDIrspLEbjCLcRyH9E2RdUZif4xdnpY/LF/W9FFiJQXb088DVhLaRtFvc9FnfJVvVAJuo1DQzY8EVR+dHOyD9/4jY3048IuKVKpSoJGbEjad08dSlVPJr/uHMWD6IfLxsAL7UYoJLxmTPtX8maBPwp4RpcnJp8byW5sPjOfhEG/o9digWBbE5hu/98BsJA588lTYiX4YS86h9H1lCq4MRrKPgHR01Hzk8SRegwAfVsTLisTTlW2p91dfu1n5pvNF4kpCdFSl5QJ89+5Acf05l58VHt6NeliphpVqcpyiEuJ7nryG9DWxG302i0YDUchI5+Wdy2nwaMZE2bFqqQ/6BsBVogJuukno+2a+yC6NXiAZVBjVdMx/I3hmI516vP4bFVvuQ+L5V1h/hZYm48bbdGTniIzSHJUMe6Pe+DY3rHxZ4NDOrIwENU+qvjvaRjKKGpo/Wlb0R2YJgzq+PHpAieck1I1ClZhmKqaTS/RR2Z7cqweQ/uzVx5d/b9pw/oWApx+ivxLshU0f8yNsx7FhE7y3SRKvQlEJ8b3Pd/ADAyJjKU5y2GyAkB8X8fgOm8GMRlyGH0ypvnxxh1cufK/iOydjaCavl8qi5Uq4MnYorR9FHSslQMWKwCKRcd2NIO5dqkBgjWEOgf0WoDEzqvriAb+s6bdE9F1Tj/rwQZ6hq62H0Ey5iPgQh3sQWqqxUu+F7UHGkNHhSEQ6m2ChGveR0Z3VnFWKE2JNmhlWI+ai5VVNCflNiRkI3GiJmaPkMsXISs7AzWWgVju3zcitK56cUY1kRE9VMzv4ZgED+N5+nQPIkbN51D7sv6YVeUTnd5ed9H41NdaevfFyUe5iI0u8nRrrm/4efjk1HoEofwu8XHtTHL1cBv2N6ePLuX8ZtRjdJPSrT9+QjVaC0F55+goN4tZvkwteOg6UqJVfTos8sr5B3Zz8YPHNydPRW/norRQYJZw2n5f9sNhi54VzEv96ScwcptE/rEaZVxUOd3hRmmrMhJA5meZdRnUCTDVi5qhy/KsJuTBY/EdPaiUfhQ1O4ruI7JOKgQ2qyedV9NHQWQFmVd+dvdk3wprcm9DcvjdRnrUBPrNSGJbcN+f0EWE+LeSyVU2KPr0sCo5n1j6kiclnMBBINX2VgRtYUQiuJU3O/BEjxJw/AcMupPVrOCTpOMBe4npGexPC0ywUBvYgVJVBHuPAUiAHuGo66AcKxNFNCZvO6AdygOsm+Qxj1xnkDfC4AXhdOKpeHOQjuZT3poTWUQHKE/IYBScAe2fko8A/3z6TyDhuAW/Z0IGItHo0nXsGSiD6Y+CrZyEnZsbdymSbV9BtavWJ+SMDzcaBParDVuH0p5CsBBNT6CdKriXkTMKyguyIMdRmpfRKjf6YjiaCekxcv8kcsJ8BZmE9GlCXBhJiImeOBitWjOZhkzYquDXA3bahOclp1ygZZhpx3cctsJ2GM1ius1i6HvK3wt76etKBBmwiZmHqloGYpesByICPqgEJm87pr5noV6aPCFhPKlFg0Nd4wOloQm+dfHmwYQPwY4W3FblJ6M+AHxcG/y0jnBX5sqI/gcLV1x8PeCGclX5/ufv/GASYVR+jHfAkX+WYDyCPDIAuc/GptE+TpBqhX5m+76dXbKXox0T0Fzx8ZvWXiIu/juc/Bz9Hh38lyCfdJPTvq99QOAjENQyr9WgwP/e2wsgGu1oQ+vaP8kyXyGMpKGu9DNf6Rpp+r/Xmv24blaKyp48hKfuXC/BLb0pE37d0TD8WuPzyZaEfyCY8rIh4sv7jx6Jj7AWiT6Voh+GoJl7ixGPRw9qBfKRwTGl63V1tFOJNZDmwIkvyKDg+cHC+Kh2QqOmgL6EJ8WipuPp5lMDVDmVfJTpTrmy1yGNugMx1PrCnbIfCcaNfWXOuhuZslFZj2XJoONHE4jGkBbZfV7g793hZkAiDaBHGmclFLBnnd58RjNcIzpBeSr8eKBQddAuoq1rwx7YlyrszKsZDIXW3tDjQ1CXpX7qvUEV9XVxqjRMMRxXU1+UaRSkDf1DVTQmbJsnquZ8vri5LD+P9ej/eszAzdu4Hdu4bRePX5TVkuaAxrPLiU9Pznl3h5QpBYROdr4h6yZCZcFOpZrSxso3so+6ZuTvi+z+kZP2/Pv/4o/4LFrffm37998dfPn3737d/xuXjr798+v63b5T+z8cvnz/+14+fvtH/9/1e/PTxvz99a/n903/t///10z77z799/fbXX3/78vP/+vT753/+9tLt80///rT/+dtff9ef+jaPn3/6aaf7+eeffj3GjAOWqQFeRhKz2reWbXAJJ7KeFrbfdawTkMA2wu3fsPDHNkJ5yRRYWzI9/3sTBtZujIvH0Tx706DyZKYqRb3oKoMRRWDLsDAw3iKAHgmbzpeeKl8mSobROxqYWOQhTc8/cuHceLh/DvqBLAXyZU0fLTXSdEY/UFxzhypBnBkDqmQhS41NfwBGpYgJfQOqhWL5Fr4Rmf+Q+6lSarvXVYen5dHl2hiZbcGlcgkvtxKqGlUFl2nB0IW5VSIupRKpBKIygEVe2f62EoSaleJmnurLXL1/GSW1nuKG+aBGipsss6K/8q3i17O1Eywp4VoVYrjRDyzUs0o9zkcVM6JK/irALlbGcaBQlxAYlSIOHBz7l6n0XzosEzr7C/k1MtpsFOgWoT8ufYj0Myd8Zwq1CZFDZCPjTCdAPZ+b/8rzx2Ja8mWd8I5xhCENTCoW/anKmz3hnulXpu8VoO6aOaD4DDtAvAV1MDgcIbZ63jgDr2eUG8wZon4U8iAG3UYyp+KSjVG2yGoSMiNZH032eq3oQaMOMzfydmQaHuOVJp0Vwhk0xoD9hzOzkdF6EVZyOQZ2oQX2yITD33vpRUIzk2pSWRkk57BHLNRR1YqVis91mCqmj2YerZGJ5kdoipjkYaw/wW/f0y5KLghMSGjTazSae1kIokokFUUeqReWsI2dH3Fe4YxxrfMkavI4LzOY8PE8XNIwNlSwjLfAfIsqvkXH8+jQZw2LUO9VcRj3LcaY43BkAZ5reAaMKEaGlUL5GrYsglXhhrLQ/uWArF+I+6hmtxa7hDomFEiTrWBgQZGh5FjEAXuMtjJQfD1SKK8JroPhKgfsSQcab5WSdTLeDcfbyHliS7pYDUiazuiz6W5vyhvRJwN2IN/hzP4a8+fLxUCJNcwHqOhsVDMXzUaO+TyK6jd5LtEYGNhHHDbyuugbQC4FyiGLN83qzM4rF9lh2KZCIKtVDSGB8BYbqQepDdSDlWpRxEg8k/k93A8navGNbU5tZHPKkWVHupF20RHjIxqbnNpCGWT1ZgI8140pPEKSIBX5Ciy7f7iAu1c3JWw6p48ONz0kh/6KBbzqSpxXR3tvk6fNl2vlIN+I8ysLQ3UoCDb2NleyIHVAKyDPcmjlPP69yU+Byfy+dIcfQ3uhHrB/Gd1KmSJl96bB5uPSm2CRaGqupDNVSouvqLGRinlcZUeH4Pw+SRzsy+9Hd5p1rE2UO8xXqRwGW1nQqWFUdlLhMYgjnzibgZcr3yuFqyuV1Q+jyQtz1kKY33mhIOjCl/rehJXmyvBgL2TzShsCDiV+0QqD9Rf20+5NYRRFhI6MuSieXYJocK8UvlcK3isUdXVvEJCn6tJ46TAaj2AlwW1vQjyZMiySyiDXWIisez1AalTVBkSTxGyFDkzomLO71f/+KqAOhtl/Q6k8HoJfOlrwzZAPS4xKISdRHoXTdhWWqKOLKlLObOYnQw9IqA9cNKaLCnN2dxkXkcSUQe6rPHUoYucRp5RE8ZQlsYtMYVeLjQ6Tdjv0INP3k1YLg8x2VyzTx2iI/ct4r+smETX8suaFkdy6ixTpZ/IO719GBT43Mh114cuvx8OFwvcmMiBUSi3LHM/aDXxAfh1YevtNgvp7PU6w0vAQkF7Z11zy/uJz4e39cQJxqagcOof4hlmYeRQcVjbe+o38OPqxFnMfU0dhsQyd04qWS/64ZsTih9ptYTdeGRpDOKmxskhRDZEi0MkvLFGVkUS3fxmNGzb9FelHqkTVb1EUaUamw13kW+Dir1xqem9CJ0dhN1JJFEleDs+S+U7u3wVg2VGHiDIzdaAZRjrcVZkGbjNMZJwtiYXGhIe7jLxINZEloLKfsiYqtlGomHQhqJMyigCryiUo1NEyXNlLaUhBpA+VkUeocimuyoE/Su1T9lwiTsqC78Cq5PA7vno2WjwHhWps7E1Yt9YcKyqtZaQzK9VbkUdfY62kWMmXNX26hvOgdmrldEFleVD0MUaosAdDD+ls/rBXBDIzXjBGiNqbELtAG1Seu2AN4xw5okg1qTcTiWf2DA+Ni42RGlsgpMYWOBe5WMmVlI07skjvX8ZSr235AMzaFPDVjfzCQJ1skhZQg9O1JzNAo0ClpmjdzNErxS3HlRGU1kHkRV3J26WPz431IpUDipErjHPy1SicXj2B6sWu4A+onMwROGzbCvx4TGLAXBbV5Aee0PSH7zknkyjrllp+CryiJ021zC8+psHrJiFembgR40DFcEae5sr5AZVhAAxhJnDW5yMxDpqYO38qhcUmncCKeqgDGARbmEO8cy0l3uizotpxIZH52sDTbR2+yKk8xvwbl5dvFNEfGhw+kn4Pd/1JB2PAWIlgkmEaX1aNw9SGl6Up/s7QZ5NtUKE7Qn8oAGOmcE2oXOt1vZHfuBABP1VhFMxr82ti+sSvRjTvRji9g6B/pV75TwVFsG0UQWYR92qGaJX1pIOhC2PAXVeP8WVRaWEyXAYdZcxRxxej7Rv27w3DAWWHLWSysp5hg7EbKe6hjQwH4SgVofc2En2K6rdvQk4a8337mlgkRvJ4q3LMDZtMw8hkaokBCxXv3Zso/tmkjyD/45dooZRizRLnhqvATt6gosRnX6L9yxh/a1gN2wd+BwvvPgVXjDSQ0qiEp2mzpJAc81Uh5l8BQBYOq0JhOelgjBcD5BqFRu5NyCtsXrYk9tEj2J19uFqNvCuNA0PN1aLwvInNikQdy82WyiXsTF6hSPkhp1ZC+9UGd6FPN6U6Fq85KUWuBXEu4LOimvz5G8y6OO9gURkYs+xSCejOXjC6WlfWsNjNPT4s5oaRO8RgmNnj4mt4Nv2F54/eoMAKvikIDKJ5H15+zleMHDwV/297Z7QjuY1D0a/Z16BEyXbV5wSzg0WAQRJM9iV/v6Vst8W6hyW6epw89dNMG1bRkiiJIi8v03w14v6PRaMscK+E8pOQTLhbgS4Bm6UxXdB/0eHuR1s10J5XsHMHyYoHDHZZrNcBNjuqLVfwPS8oNRQOVjBXGr6yA9jQG5eKhm8WZoEZsanGLDArSSlvv5GOvVW51LuP3CAfhMcEeVpJquP2IIDKDwPXjfJvKt89GvJT5LlRvvISBoFzI/bbCkqD5/PfUDNpIUdFj2Qpmzyx0R+afwOxUA+M6l5RBttq0ZF9GH+df8uAA4XULoV7dSCfvlijM9IyZ+T9l3FWXHDD7qko6guuIFbyj4b8BLlwQS2DHpfXLFTHI1P0l718UEjPAYzXPe3kz4PvS5Eja4JOAEJSWA5QWkIaXB7f1iRO0GreTH9+Pt+uyY7rXocK1v2RmibGYLIxx8sWgSugGMP+u2/fk8Q0jbaM0ZaxYV78OTqq67NekaXZLuIvxvfuXNR7gznLrx/NMU4geV7AIN8uoPltxO3VWxLXMwc7GvJrgXxNJap02FUiXGvisTNmMhnPM+N5VumvrFeFC9QMCGU8Toy5Jkb4dKVTq/LmUbeEBdUaUij7lqLdZ7H3ShxcXUExnpKKGnF4VsGUZRaRWqr1GZTA09Uqq8U0Cl5bUmvEWDGQWSb3R6CBBLakVqRZ1CwF3QhZ7QaDEtIXYCaqkTOXKfh1twefy1diD2MYPJJP46PS+EnD4N2GFuPHkHRqAQkoryqVOT41s72MDLCu2JSTr7oa9J5Jl9WyInQEAfhHFY/c7KtbpZIAoaZFpEL5R7SvIsmoAlmVLr0SFasMdA/82gwEV5YArBliOlp7x5Z+QH/MQGxdM+UjBOXg2iNiOt6p57jNaO0DghLofkz+rEsvA+sbESiR7kfiUYuAKICa4eoC8YVWv3vkVB90sgH+KLOCvbAx+Mr04B45+eqgjJZ+xr3ihbn+o/uah1OZbh7tfCUJPZUbYsr+UcUjt/Pqpb8yg7pqcuejmeB/9204EqOykBijjKvb/r3XwUNd9h+W4fKlXOr+aG5Udn+vEi5egdnosQ71kQSpuIQAWObOLsxGLcxGLcwGNbrTg1RgyyK1ZSREvCifd7CoIF5m1MbyNVIbySda0BrhegKZEm112SDx+8HnKhI3Upcr8t2Nm5tVqmu6uYXqqnVmOhaF8qEuJO20jEzDlVCd7y5g62XevDEjwTK6g2BzNaArebQZMzyD0qsZYsWd4aMLcK/Qpiw3VC0pjujGTdrLNiV5/QOTPop8BWipbKuITXq1aoLuh5gORPUV0yD3T/e7e4N5Rmo8Xge+l2l7hUmLJQNhP7kCUF0UB10A2o8Jp5Ii0XQ+H9TWY0jU7AISDD2KB5LyKJINxqG066GiBguFPcc6DcXP+36B6PzWHcOfA9655NoZ9pziteMB+Dlg/duBiM+lf2jSmSxWjEiK1OHy0Vk3FiVnsI10MhMymuWqoYGcJeoK7O5CO2yhHVQM/NQRY2TmLltoh7peuMi2GhZP+ASDRTMPrNOwWGhYLLw1loZba8RnWJOUnZ5qCcTeo/BVOcnDnqujMk0ZWEhE4AejUqXGzAOAZSTYf0VxNUS1SJ0jCWi5WnV7g+21Bmp0SINtJLW/NVArKW0wtytcQHZ80gzmzgY1TeAvwFn3pHsURHqcXpYX6ZFiZnjOIea1oqD7Fbn77pHLINb6Fg05lug5y8jaK2Pr3S2HZi9oMNeP6q7IhzQwaJDoeLKE5stvXFPexF+mMegKKo9qj/n86ft7FPSZAo0mO09KUSu6mvLx1QEqGiG3qs6kfYd/JhzEH5XpyZUAnl6GSZTX0XPUXZ+3OSBADvFqSSWrxprZnom6cpZHPy/qdx+1YusTXZiqEr9+eSeYeYY3EF9IS1VjA4ldr0hm7K5Wbto0wtfpIqS7HRcy3Vb7fqSESxt4UQKS9U6BpurRUHW2MzXNCZ9Io9doMjUe3PUGdoh6ZYRzm63kA/P7WW3os9rQZ7WhR9U4JvCz2lCXdLTa0C///qvl968/939+//3bL19+7oWD7n99/fU/f+1avcU/WYGoAItWVqka+ridDlLKkQcxsyNLUQH2zlgZv29aFbRjPCf7ewHrhO0M1U8dpGKortOyysWdQm8Nbu++yGfmvOGq1GY+23FAO8D6DEJoP0k4porbQN53Pvz9Fy6zUW3a56IUVJiGTJFmx2wNDfqZFcYG60yv+H7b2eKONlA7i2yBUn379h6ePdoF7fPUMilCGZ7YrcNZfujr8PPJLYDvl58m+0hxIegj71uB1f3q+/Pv56JNBogSkgkIGuxQ6oNjlDWASrz6/ium8eqSDw4NwDJAoMeGmBKSSQwaTLVkrVofJXkfl4nk/Zssuldfn3d3G5jmgwOqApIZ4/tzheL4ZA0wAVkDKt3LDV66/+Hw75SFM/wvzItONzfbaLEqelLizERqeiXtqZaT92FSLZuEiDKbbZlmhMAmHPQUB22FVetUZdbIOkdXWcEQaXr1kQYzi0otsJ7DNzuPYOJ1noGXzqNO5Tub5lxTPx0dn46OT0fHp6Pjb3d0fP/67esff/TWX778/z+///bLr28ejH/Sv+FTzN5O/wyV4jKFHP7ucZrsQlQyEDmVKM+aQdciUPIVzGRe9SaAfFfJouqjZ/IrWAMcxmOXX8Cy4YW9yyczWs3Iowqr1xYSKftKry5UIOJvQI22jLUgEm8o1hgMfyNu0pPaV330TP4VxIR2QSJ+gEWLGPSRDdMySLxLNHGJc1VGP0rbJMKjMSFjPHomnxzqdkM10koa78YKgI2osLT/tQBj7QLnu/yF8pGJ95HZdwvGhwk1DfwCmudzZr8xGacZEOatAbJ80uy3FYuvB+9k7+nlP7R8wdHZT1gQLkgavpvcYFhi1u45sx+RgAzqLQfs0lK858x+wIS2ujpBsKrOnv11pXy3Ht7lM70lnn1NWm5aQgCOi+vjrR0N8MHMx1lv4KRkGZ92YbGVMMU9YWVngkNEnc35qjQoK3DLmZU0akxNefNY7uIcMylgF1qxUwUr9SQryRXwcXwlSm3VacIPWEkr+GLSBP8OAtGdcgN3dbBT+7H+8NzfDwW9IzZmLI+SWudOveOv2A/JDVwYwRl90txXFhmqJK6ug8Ty5blPkltumHvjMRHYaB+b+8RjhPDBfJPv2TSybQQ5jM7kdSm3uslXVihKN00j0U5gXwdZWRVlctyTIX0OnXa5mbMUwuB2Yag81zB1LVm2DoXt7jZIIDQQ4jWuW16t8s4b8xeDqxWLHoZD/yojS2HJxcIKKtG9milhcaq5KP4s1u32poPrpm5g63fELG7L/XuWzfjhyb2kXmlqnLFqolvRyg03uJSdsWru271So1WU1KvkR+aiacyVqbcZk0wtQXQvmahDMODgbGRpyx/V8gUxm1TLFzqfR6TqIcGDBVE+ouZgjbSqw53kwoS8jQFvIm6MZ6hmZ+1T7mh4KpcdnPuyas5VzRMEGj9oYoOfr2uBlzerrmwbmV8GtHq3RBwdWNFf9phkpRxsWWlvL8z4SRNXG0M8jWZsy8xYx77lmGeUeD5gfmk0YxujL3n/DcTz/pMmZmxwIIfMNzL/sxQAd1E6qD5tRcG/qDg404UOq0+bBJ8b8oXS8Y6qmQepVYFzz6Wi/YC+RTWvWWyrsdrUSfrWyHTkP2lyZT5f37xT5qC+rQtSOFwZt93bw6zXSN8YBW8Zm/RK9Ym8cy7iU1STvbcL3sFs+tYVJcv9kEy9k/WE7dLXpnqXf0Flv4XHxUnquzIwtRo8TpG373z1/USKfCJFPpEin0iRc5Ei337ueTBffvv1v99/+/bt6/f/v/pPYkW6A0OQm+9O3BihtyGRRMkT5ELfBt3DBxtUpYcAb4CU63q5QfJJPUgKMu9pH9JRnfrKygiW7UfVYxgXTGWb3OK1bD1SY6QWdVMiCMBpZcjuhvQ2A2YuinFeLtPUBdMutGX6/jIytt/ev03htAcGdXpdWpCWMJ+TxcYt8tAH9rq9ywsj0E2h8sIIr00R0ckULtsgIjqkJD0YKit3roYHBnW6Tq5IProKCRF1QIasTJPa+ufYjzVY91BLPARlQBs+2CD5pD7I7aU+5MOa+aUeO2QiLkIfKg1JGcVRRoBMK4GMXx7G5Kiqsps6a0LdXm6wr8oVZGjd9pBIQ19SYk/2oqUSJRqPJvhD5cQtKBxwf6SoCi9sXJAv4lJdhSogwv8pJe0Fw39/pCCUlUwJ63WkRQz0ymOqyhH5dmj4nUfo3WR0eSVVHz2PUKpTt1PyBoTMep1wwoalfdHp3xEREwCixmcrC10sCi3YdqKVXXodrpCqj577hJXaqsMPGdo38RF5YYYvOtr5HkVSZIHBRdajNyrejfQPTH5nKRHxV5TsapdhbJw79/fdXItS9zCJgmoaqjacM/kdfagO0ivus3fDRcs7Hp38dcqR0u1qDebY7qdx4RSIP2fyl3V3XTn0IUqQjeVw8ux3+KE62IqSgfebuv3rb5j8Dj5U6RsgTR18KN7pePKL+nBuU3q4++9uYvhogwh8qP7gG3wE7tHkoOhIQj2otuSc7m3oj9ZzOpivdVTmcXZCpZ0wt5PWAvBlN7m1YtgV/uiT7KTOAqkV49YdlTJZrifZSR2BaCL/AqdqRyCi+zCT3BeN7s+DKVfwWXX8Yb5V+6H+gdnvCESVP2wyB4fRaMhJs98xiDL6Pagi4nlQnzT5tQ6s54AgXtVQuAB8e3j2k/pON0y/8ayglfbR2U9iEY/X2Puec51unR2D+PjxhWZOcff3oj88vn4Zl2gXAptDIG+oNFr2ZeoRiCJ949RtQG2MO8cLBv6mmJHgfrFdRk/HKa9Tt2ULt2MQ9XpnCOO5R87KwcIN71dJ9w0mdkccQrzWmfRDbTrRL8y9qYVdKpPrgtudq8Bn1Maqjw6CEJGDP184mhjYEYgEfWulopOWjfvlye3EPTp54dQNxXoqDZ7ocnbOyun0tLrnG+pkuSvkZOXcP0npcVODrw5fmztzkJpXkJ30ZPx100/n33bQooM2KuAmOnMXjP+Prh1v1h1cO3fjUIfvbkIq4endXt0h+ucun36XI2u5Zoy4Rycvn+h6uYyDcHK9PWf5dO4MhZYWVpi+AFr6ZPkIXisf/8IKz+6TJveF89WXXumd0/W5Y0xz8+xKsOBt5NAV/WXvlW16Pb4mq8dob/cSTgFYEMpzFXt7M82M3J9MkJJq7dIvZQVAVydquAbgkU77Ts31X/Tc2A5sBnL3curnOEmhWkw1p9Gx0pGImtI87pMva846J5q+gpTbP6p45Pwke4jQdKqOz57vrO1Dous+cmqeobrNYLS0wrriF9SqOEd1vSzjF03cBOfrrndFHdTd+9YbZNjq3K2blmmJVDc4srNY0Ap3fOSS3ACY7Zqr4j+gud0LoC7RBQXUYo+sTt7rmru6oN+7dBcbG+5oPXHO0dyVcThgbQPf5vlq+4m1/MRafmItP7GW71jL97/+uP/5Pw=='; +f['cisco_safe/design.xml'] = 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'; +f['cisco_safe/security_icons.xml'] = 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'; +f['cisco_safe/technology_icons.xml'] = 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'; +f['cisco_safe/iot_things_icons.xml'] = 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'; +f['cisco_safe/people_places_things_icons.xml'] = 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'; 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'; 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bsAe/ui//GNBP/ikeC8G8jEK2btJ1b+cxZlhQQhSBVtFc03yawVI8zGLWE/JhleLmq1yeN7ZWeAFf+QzW0PHqBCry3CmllxbADcruZq7R22t6PhKaR5qeYAhllLRuj6dCLWumieUCa0KsQjd7IUy+TbxdCkuUgOIfdB+uzxepUFCKOI1oRje540C4J4a1SWYmXF/irDWsE3THX+BEpoqrSfqqCf0SDQBzLMTM6Jc4cDmL+j21OEkBm6JQ09FmkuUezV3nYt4JtVgcc3JixesXjG4X/JwnMZ7OgYCJAkHFrl7JYlH0LABTOuX6Lghqncz0eRd+w869k34CJpfWaOr/b+5lbRO6tvUrrs20xOiBDyMQbxXdFAydz4b69Zc4HDNErshxTZZZc5VmEtTft93ueGJKjnq5hI7JrNeA53S41kf9sbs9WoHGkGvJWJOnNKG/8VLBwoG7vK0Ae07Qaq55DOLYRAHrRMETl4ZlCNHZizvGAl8YxmMSKY9RtEwOh9SO0Vk77De2ypxmemmSA6HPhACAiAK4ESAFzgkmQ2k1wpWArvOqml81pH24m37TUu65y8ZgnB6vwPFz9I6YDqTQi0wHp8+2wEJ5zRE/pmFX+QePylEWdoL0l7QITPdxHmFwc369ZaRyLHwwWwoZvSQe0WpIviHiFz/cGzKdhyUJyyGckSHazuDYgKdGSViBbmCdTnIVCUYhiOl1lUyS35M6KResHYUcx4EBE1GTrgL16dZf4vI0g//glEOklGIw3GDzWqlbPfpE/1OgmBkAY679cV286nsQUrM84P2LPiyM9s5NQ70mXS3aY+oru/RuVp0iOCCdQ5kbvMukR1C687BWHAJx1pxHBQ4i7YKrntmfkhRBuA4iGnI0JR8wPWJjJxRC2cl5deXDgHyHNyWMx9G1I9+Lns9P+SHMd0hKmw7QykeHpNoiHqC1bvaw9HSSH520kcDiuJB3SBy4jCvp8MupcypuenVMl5yFxE36KwusZak/FErLF8XqjUkcOcfbklbhbrrjidRNVzul7k4EEmYPPbdBR8Vn3CR+TGb08y0ayd12Ok3SfaaLzrY6ISGMrRSMgSeHeIEozHNre+Qmud/SJ8xqnQh6gvH5L9+QSitpB1vwXZlPHtknR43T1kUaX98wuZn6EgamE1/qzy/v9DrMqSnv/PLLf3768MP7317/w3NksP7Rv/MNijzxx/g+vrdTc1vkaV5PY3qn22iRaCVP6Cut8oow5niYONqdSbu4dJXnnbtROGLt6u4+xnBE+A5M5Vm1B4MtxV3sMhU0ZV4bSzgykBKXGU/FvOL+OtMLGDHHuimwCEUkuDyHhUTkwckMC99AcK5oZzqjp0cW4dbpKgx+0MNZz8xsyOjmTpeAL2ABNL8hLNT9Yh5/rEtk95EOIvI1pAsb/E2x90jJJgfyGp0ohAVk8GvEFtHLLhtl9EJ1PmmBQkT/ZDt+dZK9ff9DTs8VgRt3W8S6IcKS0g5B9mrliOjYwxkTguKA4LcxcDvb+LyhDcyTxFqKnOcWZiFM0ObEPQZyjUYRdtFhrFyNjvrrip+NWl/x5r0nICGMUBRLtADxEpw5cs+HHZgGyhOin8M8j6yfwRhtkJxxwrYaCHEi+WvyCYRoDxtGQ54QuqRlV91sOUuQ8XyhIDo14LoS12vgLJdTgrwSZk6Ggl2RJ3kbTn9uTKiTHfSZYGNeQRbrE7e1HLfnStHJIogHvfPkh0vQ5bFOkyvVEAUpsel27o6wfhJgjWumXhUxtJX9DtZE9jvRXkoZZcOAX7i9Vkw4rt7jXAoYnAmOnyp3gbKLYg83NL3eFHBHlJwZVyKFKFhJAqJ1VCwwjb/jsELfA+n4DdBZb6nrGtEEHCc/5PEjyseh7HDiJk9pgUc4xnHEbJoZTDOwlj49Y7lz4SzJEUJhp5SfoM7OzqXlIEqkCvAJcCY49aQKXRLm6s5LAcdQN0GiVIkwPJOviPmii8Ecg2gEVxRbwlR8GerAW2Nsily3A2/E7CJlMDrKmjHUw5JEXTSmykWNZse1zT4UdgTyLSrzQMTGnTm90DcUlj88T53f4W4PHz2jSfKFV/MRKCPG6mzKxwPVR02JjwO1bOj7TpgJriRXueqioO5LDZoouTJzI5852PUHOZwB5JjxxnPRnT2h5KpJ67vDiW9cCa9t0zUmO4OZw2ccDJ5JSuqE4L909rN2rXvaiaRtCnHSPhh5UVTGIcuwCJZQ265N4QgECeUSMrG1SE684aKolTvHKoeIQZOszzhuPaKIzAktvhz64DJNbskZMAVYQ05Ef/D2Wzrmq+EO6RP4uhtO01EWd2SjHvPFt/AEL7+QU17FRyqq1p2HGsj4SBKWYKahM+lJmSicpE78SCZQv91zkzMpTejhnUEYjGyUyVAFfSJj7coj33EzihqYl51ZwH1jyGHTEs2FKApd9bYLMxMJi8RILp5lfxo3NvX6tI5bwADntNPSSBPeacnJo9np3DEZGPPoHbUrCp/3Oi9nGMvGJAjtJ3LHtEbVwNKpsULCCZRDEiDLum01dubol72EMIIoSD1qE1PeHxPuIxu6bPeyMAeXn37OEsZs8LlffMvGFkp9KHztHTtbGK2W0RffctbdVrcIeIAt7joQiy4j8UYwPD+2Sj+MsclYYkt1zKb6GXWlLQgS/pS6jHDffR6Wqcv87d3/9+nj69UnO28ePH7foiiTY7ii4G6RzbbdQY/wTcdFqJQakCw+Gp4T8A1b/viI5PflhACAk0p0nejy3C4vcQwyR5+VaYJgMXWEVDkI+C4d2+tcQ4uTbmH3grS0koJh3k1uPjkJJynx6zbqA2foh07BYc1ho/XIHNrK6Wk+R6Uo3zBa3+HhKmXODoOKcAxzyQZmxAbL7BESxywHYJ/2GAA3AfVMhTLJYKBPIjOKhcIz0bXOOhtKJ835VE47t0xfojdqhRJZDhhDH2D2mzSHUSn47KrF3eJpiUP7FrmTriQatBBRwz7KhbCUqe8iaklQ4i6KjVMcoROoKhV0IRIHsnmkS26/XOIclQSWJF84UZUJxCVYKmlP1QzCo1MUA06Cz6Ru6b27Pr92yn6LZBV41I36Z+D5PdMGbkZO8YFQa5QzbY682TqA7eP1UQ6U7Ae8evHkQpZAuq+1ou3ABFupm9qdFA/gvWsmwlnjVo+VV4lvIhZmTS4bsnvZ5QEGIN+d5CLLJL/HxWXUj920x0huhupFqbKmqrmmlCdIgHT4BRjSFgjkMF1QtZzzOD79joXd3KSdjkzEegZx1DIYCPFzVn0mvN9XTnxsAsn69dUjWceMgZgcS2O5pJJZZOL4SsS25Sd6AopUeAYzbhf1w+puuugNC7JJfVL2QRAOmMqPgfaLlGmJpUeKJBvceiDhKYGtUgL2WP3UCJGZkUN2FvV0tW0mJkwK3QbZoXn5wgpDvXBDlIsTCvydto9PTFWd40QtMBEyRpTUkLXKkeGW7sC8nghhZ6YyCach/MSGyjZD7nn5PRJN1OPgxvHZLuWvRrL81HrzP9rfvA2qelBT/flk8ENb4BaJqoKVikStys/3+CCtaSFwYIMCMRrECduN4GHXRGAydKSAEteANBV6Z6Ha3ph1vDtqxz41TdaZLecowDyR3DgIx1ICIqdHYh+F22vKziETnwUVksRgY/oiT6gutYh0xbbiGCq0iXHbYGLAf46sLZ8zk8kev061ppIIJH36VZuZ8BM9noTUAmcPEKkqJIb0pM7Fv5w3IEDJjWGAdyKwMdHoNZtggC2oTCSfDSM8cTrXdVDN0tiFWYkn72IBxix2AqTKlkFA5sRUrEoZCibVl1inb4iIB0M9JgoRGBC2QksqhxhLc94AWSO728309BpsBvXBVurcO6UcCPNfdsFe7UT4GRxLqdZK1uWkZqfWt0pt6ee967Jl89zA0jKd3NKgQOZFDCi53pllfGrbCTs1BZXrKAp3UjXlSNdaTmQtupbJlZZnXAVT2Mo1cisldEEHQsw9LEw5+bCXR6hZh0LJY1XEbU9pCiR/4h0TkViCnMcgTApYSbVYoV129lpzLM0kWFguctJM0Yj1T1YYydSzcfjTE+bJqYiJSZh//PHXTx9e3asnM+bxYZOezpjfQo+zScU+FpEH1xs8zskttW5ZyAJDR5SBXQOXQoFLbJWIgpJtbot0bQHswz0vC51LyJFIly9PHCXHzqICNBUwe/a3n5vwFqnDme6gOjVn9YRfHRs3GpFzmZ++NAaNLzDO+QR1iuug7U9/fvOYgFQMMRpKOPeld5gs963dd6QfLarAE7eStA29oxbOy3TF576nVHpHKv7Lb9nuOXuTLVYhqa/EvvSux4mDuVVrvuym2/gcXWvwNkge3dyRr9lNh5pSsukwrtpuOvvbt1to4WuqxdWlJo7h2m83N2nzTtWs4zgcIwFhhZcDaStCC0RsPC7dxpOqhahuTkfxYXNJnZxASZLKUtA8DbhHO+7qI4pb51XsAE24gOtW5q2D+RJfBgszUjxhRuy+cVNPmntwzS5fNE6Whp88MejIqOVcgJJPBzzJsPg9Jr9vOkTNPQqUoQ62MJMO9do2ZBYgKsSba7c1WupvgB4+KOtcHjOWXiTPlt/+uvTcd7js1vUQiA69Em3rqUCpH2lqoOaH6Fi4Pe76mpORoA789SIvAj95nPGtEE0kPlhdpAavqy0PbYgBrtkx5ORGSgqVhbHEC4M36ENr0RRTEZ8cMSN8/dqdeGDSpv573IHYgeMS9t1Y1Pgo/yCbsqdWIbehxTqlI7BXwwVqanTcWwuNnY5ItT0k8OEwFPIYaLqPu0ZgaSDC0bbE9Bu+TkTsNUGnkR3i7US1aQV8lewJnCOPgOLW/Skk8SJtlYhajZ3woo4I+Bzl7UZ/022tzjOJfPJ0fsg1dMIDgdQjaTanJTLwNOng8ZRNx7nkaQlP3hSeqc6Co3aVzO3evRGjwcSErKp0QupwfYfDj1vP+glngHUq2BTYVXpp1PIz4ZSbJ0RSLbvDzjws6Et7zPIJPgz2SQ3EUnR8EMwp6aXbIFdpbtWwzPiaOrWK2Oc9DLjH3H0tG41Mx4T9YvMx+Lx83sdXiFSjtB8m3q2CVZo4OLQcLe80y2QVoQcauJHOXjMLCYWJWqC+CslZbpo7OqWLxf/ApP+p8Qw+STXVX11JeELppQVCAsFJYULYY6+ZlYQmVEaF2JjtLNjHjSGoEJN+CEdVBxFFpqVEFAi0FNZZwdf83L8iNxj0gDO5wb+/++Hnz3/4VGrwxEucy+YbgGmPKSzXRqi7NOLV1TbvMvdAokbwn8+m5qEShwH8S6Yb0iI1VDBFKVQWy5OD+cUiEZ1AoJJCoOx3CokqrjwfX1+Tr+/Du/r+mW/z9tmOATk6o0Q+G3s1UTAjSEgicymkMBjsSZKExOyi2yGSA538jRifK9dRxNYjD3dwFOgKv9U63xMc6TJ45krxHqUZoy/kIZ9aHxNOr7A++yulLI63Q2qz6AnOGo3Yrh0CRhZSx1nT00U3aQ5iVcPIrD29YseuuANUXnQbVKHEQ+TEEiw9eiZkr9o6aStJRH/RBkrnNnVE9G4xkQ+o7EuXJlkiPC6Ji6x5FI7nyXcl+n1kigTRuvxwySFvSDCw3JGkRWl1wQWgyyYMO9TgRwZ7mXxQravBCxc2qJXUiSUoKSpzWCBP8mkxMotGjKxjeGYEF2YzZzx0BLG0LkPnTsdOidTBKzh9hBy1xuQ5xzXqZBZViKWbVyvl56XyjmmQwrCE1pndVVK3lCLMOyUXIV/GwpxnjltBByMCLBhKe9vJjBlfia/WxXhp4UfTIbyz1FvZJ7gEE0xZNAGMoacNSKQHSgK2jMSQguJAvjXnyOcXFuIZRmTNCynfHpaDaSTS6NHpb48xVOJdO68hAK23TXLsWGwVTtLuMDVWo9IarEYgpysmmzTDcjOCEqlSnBOmEVImXVrxJlCxWpwnDL5Oh2p5lotIF8yB7XqN4xJyHEQVulBrVkmfmO3pV/ukP9TgnmNEfOaAwiZUPS3vDkGmryNd1dRIIEYYjbD2JV4M2hSh20AGwcParVGlxRNdu/Rl0EpG8y60LtQVVSLZ1lM4demMCNoKOQwnlB2OA2jBb3fwRk6hbxiCG3Sm89jNZzXG+ssbkXGXiAmqeypc1YkcbOGasWDaqcXR1w3pSmWJs+LJjbNLeSyfGcuIZ713dspWKuceCjJytK9LSiWiT1eg9GZ9FuNZEHC1TcjQts5NoS7o41zGcpAlovU6VwSnjpFqaqLkuiYU640B+q6RU3j2UEz6ZYharRMAQrr1Vq74ZTk+bombIEr6MpjmfSJ7UzvFs6duOK5/S6hnoFYbCaPGehc1M8WxtGdlHETE9jSpSGKXhzA8+TV6pATtbhqfgbvUTpkPxAKURM3OF362qC+1Ed/JE9r9POGlO1Y8esnnd8O5qJwRlmbcDfFGbtwneRxoOIg4G0TnmmVXD0Obv3YNChe+pzGIwh2rmUWB5dcDDiJxu/ExsD0FCXXuSjcWTUWk80FyDySGGzI3fku9bNON5SjdctGpeMQLlS1cbhwvmJY4S7+01qbqjjR9WqLWGXN2mIiFGjUEaYgj4EPmq/3E96m8Cz/Y37zNXT7jOyDAkuo97KFw6Jc1RTQWVOBOrmT6vh8OFvuKuSCtg2Kib06JgLxO0sK/3omZlRtPHXs0jaISCq7dpEFGiBBh0D3upi0qM4yWO+Ok3JkZqeUaAU2lvxGbdCa+4qpmLJggaocDXQ/0T83hf3eo896vKko/FoyyKuuCydwDGSZiFq4QKbV4RpsDwXGpN1eqjkngUMEM1obVMSNHatgDNjl3WTVIldrzhKXekyE25+fYN4mU0fOOo1zQq0TJ4jI3JjlPHOXF4yRUTw2xze26cicEAhIZIhugpUwZyKdAKbQL5GdsoB2JwSmhNCE8ZcHJzt7BDNEUmAuFd9I36C0tvV3JSG/PgidsJOxsa61v7DA7nJ40lWUe88T1rhj3OVxOndIuW1qdRGX/M8uAjxf4PaGWMGwDSoSwldSNZNRke1Fnlnd0ClZex8yHIuSUywH4yKAHUSXBpqyJOZEkPhwniYmNtuZE6Gux91X2FpXxJjY1s6dvOY6fN6qzJdiYzb5lashKmYuZWoNUt3LTfStvXNHBLl3T42MWAqmNRlZbS5n6R9i9+fP5y4Q09vMLWcjF3x9/9yR9WficT3gacXHfjNVRRlw7Em99gMpV58I6MSdDLvL3NAoBUuU8T9kJY0o+H09gXxiqFBMdPY1auwIFQRtZuqwppRHOcZZXSvEsQKFcHY/3j2S0jo+yKftHbKo9J3ty8CKFU00sd92IpJrXwKpTZSxHzRNW1GTlor3iS8ckiodIXVGN8RMuq+bBKAAn2vCx+B3tQBwIAIv1opOvUENubI7q5rEyECeW8rJGZdcJz3YuxOZ25liwZUp2Ik7EcY1x7DulPEFLYrOkoCNgJixd82MMNRPJoDVzOoa40ckTKjzkodCwRXF35ARJ8Z8k1hzHFoEBAVi+IYC8o6fjRzhx5Eir0hwpbUpQvOmcMcBnTayQT+8rq3K4RC0hzZBBPKJrbKDkGHMSV4i8C2m5FFK1OTYJscs40rmTkW6WYslUQzslIDDJ0Nkd8hOVQAluSHd1x5AmsBPUtZAay2grGieVpz4mkT9AXHd/wRFsUuEn0xx1pEWW4XKBGLClqYMkLY4Njgw1ghxf16NO9DkedcepQrPADBx+JokmZUdksXBbObYyk41kPYTLOfS4N02gGkUrBSbpGd/iG/7LQLliqh+WgzxE98Mv73777cNrHvNJX9E9gvSnfcUF1a1P7hrL3LMymZPiMZKd2MNZBkQgXVVyYvUJOpFbnTzLeAZE9myEWXpd/wmGYMLC4PFAPmnR8TAUfkochQjHICamJOAWZRdPxXE0zZWY7FYKuojMKYzpk5ERT8e+Fla5I1WqS8hUKSEB9ggKY7oDWyyzjw5S3itQN5ZoMgIslskBZbZi9sRjk7XKOsbQXzbyG34ivuoS8dj0SIWXaMWExtfIjPbVnX+Pq8AgXZAdsCKMhI0OQY2KDoEIb8WPWverCjM5wkwbib9GztUI4BH5a6J1psatCatPX53v+zH67/NP38xqAUiIOxv5FYiCh5gyBMiNiY7MXaB9glI4XCOPZ2pB+UIctIkRjCOzzJQJjo/6FQ5PA7lTL5PodZCILTppu4gzj86Iry/9/ejfxe+f+fxPTQsy06C2Cc89gXzIyw/YIep4BlPk4qm0+YFNF8yYW6xXeaF0LT2JB7Y+i0rjhEebsEoIGxgmPEJnByyxDooWMG+XH1cbLtfi5COa2jc6xKdq9YyT7ht3zfwUq7vm/2+tzxOfBugG0Frx198wDjgqH1bmbBfxtgmohWhcc1rWRoKFqjxuiRtx0ZCZqVsgZCR/YCfPYJooMDfuUrxb/1//0X/6KbinhHifmpTrPFZsUeaJ55h6nBG6d0gUUNoZsGQeA3ERnkTp+O2dB9cB62I6gj/0lnXgJ2kwLow4JooXEAkuWjEDGH66yukIHATzPUFTu9yyzuOcthFpAHpkbo9eKT8rVfmGi9Yn7muXJtylwRRoDYXNpZPvHmYIslCJ2PVE08FpM9m/X713sv++XVXo7osXKlWumj8bnGOu5MWcJSVcU9UR0v4IfDDtnCMl2Y7wcU0DL0EVoQcCp5ZCIoKkQgQ5lczZunYh9VBSk3GTeqtn7xO1HxoJhxQShqPCTSd223M+qHRRKKxtgaRDOonZ8AJYQXeesUpXg2Bt5J3pmyDykbx8wnHRGVjeWTCmFfrgbceyYQ22hZpRAG2nw+OP20lHZpKJLV/xIzxjVLEb25j4p8+P3qihRWr7CFWUKhCs9R4oZm+JFLFa2nhbZ0sNVbkc5bIvM+Lxx3XmIzU5Tk6jP59kdBDZXzKWx7//x+/HE17/01PZylOc5m3CXHeHgwG36c5dhjkMBFmThukPqkksRBR4nJorYoIrjcGuU47YpLGtYJL7IZl5gOi4+8GdKOtrQLw8XU50IFp3+aRoaMy1G4op7jsqy2YtXTn6wcdDbocbCMksr0CyvqkQsDwVEiJKpOcwrnxRUWEZXhz/s7986yI1lLr12xpg48bYTjm+wHAoH6gf1DtyEXbaZpLHB4OZ2HMuDKykh08QQBuZEeNfaaxJimLil0GCoU1iDS4Ab1UpInXiqqaQbYhv6K7HibdOfgJ/+RWoQz2rzxfiZt3IHyD1qBLF6UnHCIJCNMdJeS2U0WSDiSkEpw+JudUDNVKnqKANheQgMD2FnU4j0wb5CYCOe9qTV4bxwJfM89eoLBav8Pqy2nRJzKEpUlAhpVvkfgsbeHojMvVCS5eB6Yn1zKJ+SMvUt6YAGbGaplSReJpkeUOnXRsiUSv7vukcL9p9M+L1CSif+KpEUgqNRqJ6pR+y77eHGAPyCytzKrbmD70RVV99Jk14GeU6oO4EHAqOWDxCYA5R7Row+F3KKW6IT0IiwEooxKgpzGYIkmDVGPuR9PlrALOYOAYtEWEv5RJ8oVzCMSH09duO98VxKakxDLITe6Llw9TFz4WkXaqrM2bLk1YNicRIcyjRmut20Gl7/sCS6i+gEH1dJc/lhusRV4EfAf++ambucYNfPqBibVAswzpUD414KE4lTrQnxwxyypMMuXdY6h5X7gYQPfedCjsXDSCQcI15mp5AY5WPG0EbBInaDIJifMZrVyTe4cjHrWvl1kiFE9X8u50XvUfnhcsn8rEIjxUIjuE9U+j6XRonMOj5XGOkm1qJ5sk+T78NOjk+LmuH5w+jgCTiWJZbVJvHdEO0RbZtdocDPlS8wyNt/tvv6A9zfXNDRFb0tqE/phu2Y9J+8zfcQcZmPbc8qrffkTe69HIPMpOdao6IahXXC/dN4bojM+v4PUFuIvdQrmH5Wq4RtUEh3VW5RI30L2lloewP675ZV+yOe7DH0NsAcQyaBYp8Y9+C6dF83RIbB2IjsZtFh+BZjqBy2bAwAcEIrp/ey4ToX9kbQwv85FkyucMt6wHC4OXZQu3uqPhWaX36yHvDl5BThaDhkSTfPXUIyjGNrBg7r8CnCVtaYU4Mc80MAHkHvKcuOY1VbyatkEHcfEoJpviweuMdcUca5LllQK5RF79nPW0fFMdv3AKYF/+yXRnkFMh6wud7InDzftKCywHgsN+3qzlu9th6jyaqBW3VgJ2ymykYs1CW0F4zBh0BuhJjomFKu6jbPi7osNAVE4joM18de9D9rqYoXQ2Uu6ZVRxLAjIb3gXJN8vabZ+ODE6cp7YfVlANhGzjbw99/s36g0CPH39ohcJEPNjfBAEiFEV+hEZLW1wlH2k5KmgDNIs6BDonz7BMl0h40ajfGmq4TZqfuB22hiJH79CM6FhpyjAxxG4lZ2UEkz+eqOotRr5FXxqpoBEgKO0iUm0RTxzXquzue39DBitT37jOlL3zZlDpkCih36ArX5e0aVwer4lZqzLhFW2Gxlbpn4hsQPAH9mwwJFPp7og7KhGAXNibYd31wyNnSEn1wIp6VS8tv3gPVCDrDIOw8qN1EbQEfqKuMX3812wXBnuozL2aPJo9GH4ivVlYB7lhtnzDxwIbZzhMKuDviR+yOWCJ85VOH2XIlH70mqnX0cFQY6dx54BO/fKCOczkYlwd+9yRMccw0UpD1ODOXSI/gHcuyuU1D4vHtKz6/EjerNCqjv+GIAM0zq2gCxmbY6IFyC3jDZKshr8dxCddqJEkar70RZq0Q3qi8rGdLIUrj6SzhIdxw+LUm7mEh5W1JTDxNLN6MVNp4xzXZnPD/QFDRPJXgG7eeysAmDhZ+7bIpRIuOCez0FomFUbiFuKZFRRUiJvN5U8pskVggW9Tyoj6esg5GOFudo7410/x8FJZoVE9snrcayyl51mrdRXSGNcOgBZFcojnqdTXBoxo6ivQjolNX/K9NWyT0kFhkOvmGdYmE98Zb/15C3aUpaI7czMagCmFeJbY4JtF07OlvMifHWhr7VoGEyLbfSJ/QT3ounK644eUun80MgxPR+5b4zIwco2ZSWNf07N3zE5WmW6SKSTMFH3UYqDReSQeW1uKsX5I2EjY91E7OJlMpa670PkqFndAnRan+dFhbKqpRbHYe37DeSaWjWPZb//5t75PU5fp8+G5oIAqzkhU+BMylAd1llDjROLdNVd8+KYzxIC7QvpR/TCJyoVRyXnZMWCWTySiMQjOX7gnRKvXZbd88U1RcVHNg8eYdFQA6kfnRJ18tGCO18NwG4BseDc7zv8+KBNO/D2+64U07wCkryPBW1gshKz/q41vkRjGHqOZiwGeY+hTbgsqSPm3cwNyoBJUn/eaVicwTO0KZ9Fd93sQQuRIdxDEkPDuFIAodMVUVtdUnPr/WvUIy/3B+5Y4p3uKI6tYzNtgXAmK8RZf0eEiiJPtyNzhql9iR++ZOUjS5kx6drDYO74ltZiJcsTutcyHdCqOTYdgNkFNOfpm9BcQdaxR59/zM6ieFWDCF6zbA842gge42atiLm0p5rvz+jdyV4ohTTtC/8PhIOLqwmf3i0Fc6riChnNkQJuZBITkfZtDnup58Zn7JzCst1JYMbMlcTqGQLywRHZm0G73f7ZZKHbVZZSXMhFHu2PGAnTqcJqxYn9ND0298L08tZVT80vaMFRAJObjBtARF8X7BOZgNJ/JTpiwZhTGcwvnXVI78J28IdDTnJX+3dL2yr7HWaatvewejSvwFk5wMDmB81FX7TCr0vM0N6eX6FfsbdGWSm9SMl2uAnLu6jL5SZqjmqj099TcmOhIxhexuMJJPY4251QSbno7nbgjbjbXM9WilWj3GtYpfJDGAyvqrNXBKPDFzs7JdWfd0eWDWQEFaJei1XjFPZ980wLN3nUJVOWPNs1E8sDIblDdlH+Oaogkum6YDmXsUOiKxuGqIx4xryrgsqkaQZ75eOFg23CQJE8Gid6wllcnQpBkf3JMa+LStxADyBa6pKtKPpztSRqpuIqk280zJM9zViaVhmB6PnUXVU+unzyS54ZmfXBzTZUJa9hktdezrkrWGrpmmPq1jiluNEtL87ZEXXDRraadNsvEJJz9QC7d4pjsrRzvda8+Jzj6uPM/IUa/LwTimiyTF8Z0ROOp3W8VTH1oNhBGviXQhxCNhXIfHMMoBHIyen1ETu5YZj3CePJ6miwCjqEkB01XI83vLEdiUQPw5S8Y3bMoXDbOgb/37N72PUEYTnjEtXHthVUQwXtxQJp/3II4mNipNC40wqXMFEhT2nsuVfocHjIXo0GNmwUkzHQYPR4JAXOPBWVtzijjUDPF117tp5l3foE7eoHDXTyMtKLk0qZVshpAZpx9NAWcMIZIKr68Mh6qMScu7xvPIdV+j6qcjSMqdqT4dTUJggrJth03MjIqLTEB7rmWO66nJx3HOddt+1cc9YwSmSVb7SR03dDqumk36rxK4lmgCssIdxh27/TfB40Zu/5VpC3hKs3qI+EOTYttGFqwyHDa2yQ6aZGQK9SDPUanhDZa34cEdw07TKbZJh1nlTx8ZthL504dOaECRvlg368RJp4x0YdL6D+RuyfNgC0bH/K40C0tTamQEPt/ftwuh81lQiTZd3hQrWImzY7LzoIB2XNrotMWJfmh0pA4m17ArN3aMTSOr4MaEqZZJryINwLO0fTTQOP2KWMAUxg6wIaFu52CyFyMa8uSYqbNQ9TYUjat0Ia/bomXlJNxLiROkco3XcYeQUeZu8wm4ibXDwk1bP4r5h+QL0aopVG+KhRauaDbAkNtOcTZOlItjp3rbefSg/TG4Hx1BB+99SMI/s/dDQJrLhJBy7BajO0K9cspyWx5kCfc3wGcdcmt3k2q60m3PLlbzzx5v1C4oBLQXagNYikslaNM5rgPedCYIjACXwYT+Xq4h/E+SwHAMRfaBYlh3Z9sfVpv7/NlrWTR0ea49mBm9uxQR4Z1t9sbjb1sGE/xKcQBKbkfAnKGnRCwNgY12dIT6FDgGGu1x6XYIQZ2NMQSnh1nka+bLowMeHeFmY9wFQp61hc/WOVx89hs/ZqGyDTLfJt4thbctpYR1m9ksEgea64oeH5FAI6blxLXBZL5tHMtrI1bgWElJrjEZ0ERbK2HC1BBFmqW06fr2jqisvJFnsd8ROU4rBQShUN5MWXduR8BwglN2l/YT4f/s49QHQo226FCkmgypp8yh8BmwnlNn0r7AtEh5ep5uJqFxj5UBhC+3U6dChV2eES89sZ16x8yIkmVMj4LJDRUUS7B/22Md8wvuSGsWBBexfiHcBasTbXLHblQV4ZZfcMd6cmejevMdcbg3t7YoktyB9LNRi1smXI8Y9Ilbi9ot28yWKDNTw+okOyHdeDiERrLZsbGODpI54LQVdBs1R7gYdMODUCSBaN4CBjAiX4R8bg5FgYWkejNrzDhgtoptUaXv1gn9FxtxzWgq8+l9iatzmcuvL7BS+8si7dUMZc4YX1va99aJ1Vk65MC690jcV5Wk+uZratONNxFszJTnOC5hUTJWqvMclzw6GXmTK501pGWq/h+v/4SHESlVG8NakqQHwkh3R2Wm4xNhgkFieXTXPRMOul1XCUNjZcXBxz8uVXRvOkFzhT0UjFrY9Y8fz4/0+iN9EHU5ooxMVHaqx+MDCQOGDddmN1j4x+MLIi965SjBk09xPArB+SEsM9TS9ggiPXnTiCJrFacrcfMod86GRAFtSCSvKjyjS1PRyZZK4ywkVbsjsoqQqBsxZCphh7KJqmRnYNuzp4Be2jOhgm/dXl2stFr65jDriTdrnvWuEjOso5yy5C9ws3pglKPnNw2jw7iECIbO8VicKNglaqmQk2KZk+4DhGJ3C7YOG7p39T4Keh+dauJpU1I6vj7iJ0xd2Zgq5IV1RNaRJskcOFaX0M+GdE7HKbN2Q3IjBZjcSS2ieNq5cqRhBNUUuGqSomtYtHJrmC4k5DMvicqyRp/QnLKRl8665x2lj0oeJ7V5OFp5WaR4xEc99XXfrF2MklhvkBVoC58y0VH/hThvZDY2EGdHich5+wu2AcsvcxoS2RpE2ejpqn7OyNaQ8rIEwDdsArjcWER9d0Og8G2d5sydavzHJBc4B0XDFCa0IjYHc1KhbPRMRdQZH11Ii6hUoscOrIcUWHgmboxgabSWjks+0+ORSy8yRCWysHYsG2zD8a5YEzT9ZLabEf3VRgWxyEdgcpuW9mOT4pfPnVyAyV5KjkyJRW+rHV0Qq7HdT/kNey9FbKWNa7K41BD9vruhUJ6J9HlXXPkNYWcJ2zcIPA/NuuJxr1SHjCOmN6yMQ5ykHFZDyg47FHbv0JETJGbQr2VAe3/TDR6ZgGlIS1xy0CrMk94GBgk1kYmohd20b+Nq1MpA04ZK69UIWX5bT6N2OuyPSwmc5MoiVd/I2aiNlOaPGUH9hsr8kt/G2ahMcFkj8VvaNfWvczZKV4/qKWeDb9j4DtIV8SbvpAZyZ3bORo0EBE7kOR/fs317Z6MSBsjoaxkCF+Sd+Da+Rgu0lFogya/mkfLjG7kaTellzUbGbEOt1JbzjVyNCQA8Et5hspG+hafBNn/jaXz3f4I8mvvwv3/+9PHzTf+tkzb9sv+tk3Z9tbFD/1sn7ZvopCWPrRJbuLpU1SZ4OYLLxKYzPmaUtoTP3AWYH7tkAdlDiV9Bu5LqVDTFYR0CMbRzt806sSlgxJ74+eg0yzWU3TKonlXjvn8CNc19C40RQ4IcZo4tLIZY2q1R4txxQQtMmTD7gWulydNulh9HzL6fEYvGhXMm7wu9xXjDbNoIGRI5LSzTRl2NLIMsbYVMob1uYZX9w9PmmNQ+eW4cSrx/EkG1PdVlNpB9bEoP624pYwDu7pi9NGbjz46hybwjPn3C7+eZOMJvhWwa8bycqwERqXY+dAS8ZSvuF5qDJcxXazNGUiQs30AgYgguszJsUa9Rl07mhq9MIEFtJ7odgqYB7BCw/C3XMF435CzjTu6K9bvTR1sHL8DijrsnNOK3c1RWmjd6bhZS6ESJK50HhDI8Qn/ioWf1Me/IJRRLuP4M0VNlT64RZD26WXswzQLjEMSwbYbgJrqLncoUl4VujmDcT5mlAGg/bPYTtLCmDfXOqVgVcBIdNx6MS9YK8xR2tge7riNuVwnMPHXKX4Xv8CNigVYMIC5lvzvBQ5tuJvqGmprw/DQdALUtb9As9llBh4Sse7O9nJir0nyVeLcGlgehRyyUNund+B98hwP7hXdEEut7+x07jiYfmcbxbKmho26qckC8VlPfcGMdMsuExEIyC3rJWkheWAiV2Ql2md998ksqP+yX3xE2qeZ5r3Gefhc6wIO2Neq8YIZQL62WBnlBETFMcono1jyLTxgzpFs+rrSG7A/fTPROSq++bZPyHfWBzL25IWDR6c03eLfJ+p/yZQSSj5xaCHHGpEY0QnM/ZmN8EzsRIbNDbK6td2naecTc8JQ2a4Eb0fzbtunkjp2is73HfhvuXYusruuZPNuzn+13fVkhcI7FLDMdQiB5Z/s8E62gdxU2Gq68pt+0T314owXmGxxoxuINMzK6t97xtneKanBfL/VtI0qY9NcFcrD00uMrdpKD6Gp+H6WUHa2DJwajc0DUiBOJnqBRhqhp/TfCldvHR17Enumk7TV9vqv4fEz47l+f4bqXMS3e3/SPBvog8ebjL+W6GnHs5E1B6VSAwu/n6kSui1ujJasKNiDPZCj3gnMksi7SWLiCpLGFCS4QQuwzuwtxpwfqGER7Pm4yBOJIDRqUmVQrWkK/oSZxE1/WFUQoXLpdjDPN3Cikl7Vzpt0k1es6oe7l2mOq7EHNNLF0UEdgYsOelKw5Cr1j890ygn9PnUDqoyns38zzrMziXTdqd3UybZXrFK5xhjwpsNaEl8zUmJ7vqXVMMBM2bWeGSkDvWIcYpJ17/AilhSYdX1awxWQUJvHF+vGFXSc3oaSyk2H8Fh5Bxc2Cc7aEQjnixs/AfU68c8S32hc7oxqeoS/7exrQEiATJtyoq/c5bkDJ3bxJHhTWVT0uoWZ0cZymz0Rkl5lNiF6XobpYJzguDVWoOC45PvGIjT0TjEILNnfPb0TumjvJ2ubOYnORNT4jJ04ebYt3s+/0ZAs01QapjGA8iWrQ69deMev1r79+YNy/Z9y/p5YZu1XNQcOsk2H9fMdk8J2enzvnlD0zoXn+/P5lkTbK/YVycxv6dlW7MZ+LJEu8oiSMZwCjdVwMcZv+LkGsc6MCCg3JJa5DIHjPpnfMalnkPezvfpkxQ2XruCk/FU/uaNEKh7VNON1ce5oysm4bM1Knx4dOjw+4OSInVac1F7c83I0Ggl1t2EvgWSEtMdlcYl2ptGm+LJ7QO8WjPlwJbJoTE80lUsmR13/6ZC8dechTgnCMoKJwg/SaLrJT1aPztbshUON2A5z3BCqK5Zea6KwVdlduDoH1FPisDTu9wdrJ2DdH9afmSfwiZOJrCZV00oQZb91MHKgA1wL1WQleFaHfXvvxHniwSPF5zJssW3NM5N6JYXlCfVQJeW3ABaZDcEcYjGKXlSkHBbE8IctD4HnnBsUKXDWMhIZGifQGYR6+PcYNmk7otBHnH6leXDMVO2NhMopKUivajXD3/EJgPgEDI0G08vWZz41KupFkjWLeCNkeP4x8IMdiozaLpqbSj4nFanMMTCvhdsz5jfIolRFrAmJmcjNUZAysoqwt03fPT8SMZIUM7pd7YBVn6bzG3eax+LYk2NTxf178fsesGEmd1KCQNJWo6RaPv2zh3Qg5jG2dCvDY+y+e9Cb7qaNTnwMbO3wkze9ONB2NjEuDyb6O1gCC/pj/PQ7W6Af+M9Cy+2fklehpaCbBxl7/qqPL/uz4GmtlAjs4PQCRhuM4JpEExJJkB14g8W41LhZzcET71zdovOAJyh484cjMJUuOxS1fdPCi6Mzk+Z2fj2Vw+2J6FCD+UfjB8OjLO+QN93z5RlLD5tJ4vnmYHgXY8rV7ffusMEaEddfZ6zcKsvVbXxyP54GIUb/o59sTHOS0uZEx6K03kMINYgRwSCyJs+pKrag4FPuSQDVFIgt1kFsmESSgZw5uKbOUI/bZ7obUqYdzcwM1yg4C+fnfk/TX5u9JW4wGtGxlDphXJfISmuL8thsyKmSHoZP+xAAz6fRu4km+YRMe5ooe8/4G0L7cxpO5kZCAZM84HYVw/G8TT5bEyctMEizFiId823iyVBUnCuPSqN3FcQnjuW8TTpbCLBOZ6PZK4FP1m8STxRE6XGhDYPZzJfnkbxJP2t/VDfR0PMm3b+PJmW5oZ5YYzoZ9o3iyBKbWiCTdeVyaUPR8g3iyJBTHKpw6KibQ+bbh5PFeCB47JoR4TTwVKr5ROCklAHDhSLKXl/q/IJZsdZjOsXXDYqM0Qw83PvW68bR1osi+YVxkgnwUqImVcDyxgOjnjHIRibwy5b07l3Rj0dyZrnRiiEgbf7lnsus9M5EYS6EZsKtZ69ixFf3u+YEydd0RiYyQLjJFA4Urjvrqw4Bt3H1/ZlzE0LhVmvwJhioU4lIO49vePpxC3c4KyZ1LXCGQmQ0eBSeD27R69kShai9EKtAbIciOX6bHMzN7WKcGekXuFsHjrgecqSTYmb+2s2SjoEnxewUq0oS4Ix2cci7iXnFEdRWZnzPOXMB1/Vb2BZqKKeUi5tRF4QEtswnk4ri0hotZeks1FYiY6wzVCirEbSkf0VS4zVbtjWa/kQfcGwGqDxvUMLKPBH6JeVOP7uwBy25BctrEPlF9wYOi6YjUA117wEK5CKaqYT3FnJfG/0Qr3RXirhnS8PSh3Dt2GQSkISLGdbxhHZ0JT/PbCoqzO+LLEv+VEO4Twltv2I2pIkXZF9yxntrZqN58B1FmTXGiE6hqgb0nyDOUb4kU/YrjxF5S31OXE/aNCU9PXCINgMiZKysvFPAT+ctAHuvYRm4D8C1MpOAS96K7QFwO0qmNzl1HvvW4i9nll13EEXjuKLa7x6RD2b0l5py8POJn25IoyzZaKTXitO+1UljuxbHenGuKEvH443bakZo5Zkx+zcDlM3QsNrk403ewcKsdS5W0nVybnxCJaBuIbQ/AjEko7K0YQUX1VjafoXIznDdClAMHZQgzPD9OvWtECO97FIJnjH/wrBkXHPUoHD7DhDeLDu2yQTzKGyMMRGYGMZeXha47EAHudn1GvPTsfoLU7xjM7Sso44F9BXS8RBeGkzGoIBkHct2w2K2Zts0P6/MLd2r4RH63oZNUv7fBDOql2wEYguIxAs+Hj7lmiOcafETTGm/nYLOdPWakZFSzVcRpCox87GeJd6tg2ScaEWm9FsKY3CCe0LJFzpiAp++o5Dtt+igswccwEORVn1wCyOqn6rTGSCY0UdgEhMU4R/o6bXe8TWkFCmWMrEigicMQxywZOsyO+iXs/fLDekY+z4mTAif1Np1+wtlHlFQqD6kfapIm65z/73SW6Cl/C1GJEyFdTzswTqRrGkvXVK6AYJvQjNGCRI+iaYE0k4BDsDwhaggxKx+2pX1xnIngqbOed/KMNMrU1Rwy2SFJS6wNYQpMv5CYi0/+jpJAhutDXSs8jjbtWjGSCHPcjTlOeiWVN/jCaEZueB4r38ZPk3rKegRM0n5KruLyTZ7Jyit9uFhYL6O8oSB8MtpBhdzvlO/kHoxlzNa6TCLavU6MLkYu1ay9vSQ5nhbHp8WWgHOJYAauUmHI1mri3SSsoRjpGsdv+pWiAZ+9XmnLlu7kkYQDz1OCeoy4/qkBHVsUwCS7G4i826P4J71ySm+6QeXSv6TtwhKsPU7LVVIpeSJpWP+9Isi1Sf7pbZcytuBsppuwO94tCUiSqnA99/eZ+rbTMnmV6ozhZ/WERptkc0NBTuo3LYBsOj2fmuPjBt40bl2b9+QMZU+1+eyYZCaTUtaXdBGmTuRkqVEVJE2pyWZdhMwrlZfvnxpJL8rDwAE4RkkEj5FiMYnswBHzYVM1E5Ja7GLUBMKYf+6skJ5BfP+ARTsVtL3//Ngxf1zCk/y45CBksUQlirJGgKNgn9fLj4W/jrlGdtjUmTbBU5+YJySMR3Qu7WfiBFtjKVIn3FQ20YROFyau1VBc2ghhuO6RGbibrUCZ8xyoMSIH5G33jkgyZlw3a4UP+dnNibwxZgWMWVz7mZlJa7Mj4IzsFu4hdGiaDK5zeFYbTzsT6V9iYS9zyfYQcg8jtzevu7tTJ6B9dpTwzI4yfT4RIY1PlKdSftrF7PPBwIaB7HJiw5Be2Cy7pz2NPKOSWh6DfMPoop3fQFJY3i37JiY3vGkvJHSeR5v03ddgwGZOxN9sLhl2IojVjbzno9C7KdXbJ+nDyeoxRWGjbAmrzrRN4euY6sehOh7OulTmkiEm6vjwVN745plhumY892/OkivmQ8Sbb75aMeWN4RDfsOa7yA17Yt/6929rKU+IUt/xY9AN6/EVVaf+wr/3flPILgXPB9GLQwIGbkr1jg20Q1TpjmpItOHw6YxfKZ0UQ71padOnv5nYuPDxVHSJ2+czPeaEkpdI7xKSx9Dz6eWxK+mYejobM9UvPFcjt0HL8Z2JzaGoemAcS4rYDYyEgj4/s29QV2wOzPH0pq2XFcQz5r+s2wUyJYtLYVXGSi2Vym//NvJfbhdACk56eCNMp2dtYp9mjFp9/fLaZ2wWG55+pfFKj0yeHZiaalexlDdD9HodiQEz+Y9jyYRIHRe716DRhGjr9y8aj+nHx8dnijkM560+vaAbSjQ3q1Z2U+gYCz8uw+taEOdWM0t8JWqtlR01oeVDK5U3G0daqeHxkWgbauSlO+FdT5rl1qXblka6ashmno/JHZFBQzsZNOmsH2/Cjbp7e+y7mAmsZULOeEfNq95xbmWIUtw9vyr6+fH8RoWS469I/MaRXqLKHVwCyEXGuyZqjsQbJhOG4IjKwLhjwjJutsQs80YY3tjZtTBa4Qkr2qukE4YSuJZyb2nnAcG+2uykQOoD+CQw3wXzxfj3M+OA081QkJqZdNDz63piClBWvvvPPeGUIduELBcqoHKh32NKKHj7VWsMN/LuAMwt0Fpt/gX2VvNUPpMfZrbR4aXqUlnTn4lcYqHHY0A8YcTxkfd2mH279doRcURs9gjDjR3Pj7xVHeetp7ZtnQpsCvEaz8+YnjmuEPmdY+5GKlsrH9zd0wulI1ohHFrLzKYW+O0ZPb/l/jt+GQ1VSxR72VVtDlbmPiRDRYt/vXdAn5D898nHCzR6hF6YSyszG4lUQQ7vdZdaotitJYK0tkhSIoEQcOID4NL1uyapMNs6CDkyl6xLiV6RZ3K0sGH0tw8L412x+3e2dRNz6U+5ZuHrL3sS0equqNfxr9eCJK0hd87bb/Cb8uFxC9ZvWqcjtCn5onXx2A69Vb2kOypfdU/JQXPJenhfLV7SuaSx/n5dE/hffMNOuqQ7Aud0N/siiJP+RrolsiJwdzdqtpZeRTRu/oXP5ZloySKLZ3/2ZoKXzUgJpak2TYf09245vG5yPV94Q19ya/TChQW3KHzw3+8GROwlT9zwtjnlIb35hrTrvCwkMIjUpJ2BX5qTtOYfoZc+bXICnZS0eiVyPcpHKBjGPJpPnqUx4Z2xnqVKia9ekET0uEK17swkosYRVR9rzVHSC1WdzHYwvexjh+jzqdaeCGPoE0AjtlsVl+HSkjQqJ2Qg2aB9AmQDiwywdw5pitbVjfMGKomu3SS5p8IukRYsks49rnU+3SfCR7hTtmoKgWIc7zh/Zq/ZMAee/3bVIxdpDWykcY4RB4qjy/IZyligJ/xG9cgxy4F8hFZxXvwMNvNNVI+cYTMOZo1RDyc3O3wb1SPnJnz5z9dTvc05PPdt+Y62U0CVxqIAs+Qrq8h55j9plD1vlKSg5sdJrxNJl/nOQO3jGgbq3NzRtJowCtgb5dGg2tH2+b1Mns8bOE28UVqna9jE+baTvkFkLpaZIn80sLhJICBLAK6lWeciGTFZA/QNCheKA2/WMJPurCvTb3/4C3zi2f0bTcfj9VAxGe+YTRM1ufrGDZ6+cVjuGYlpIrNns7Hy0yN/Z4YwOELMECh2ckQKYQWEx37Z6I17LurLxGDwNFsrM8BJwMeDUb989eMf/v7u959f/+WnD7/8Yv/LT59+ff+XXz/94+OP49JvP7/7+/vXf3v9x+De/fb39z/8/vqw/3z364d33//y/nUIPz8WXh9ezsd3f3v/evV//PrjPz58/PR6+bfff/301/f/9eHH3z/f8+Hjz+9//fD763/9r9dr8TXieH2LTx8/Hk/98Onjb2PEOFx9MSBkDQWVflpdnteTO+r6pBLge/vaO3K+ukpwg+iufOUNuzHVjE02b79jN7c8qrffIZwIffXqPLlfcAuNawm4cMiYd9y+Mtl8Q0WfEC2ukS/70jtoUMu8ZcD+WOke3BF/dBI5jEz547PBTXj9ca7IRmqhr30jjCFNXtT8KUklZOmK2htvALnYc1j1MIp46Q5O4QjPKA2V4LubS6brK8Pz02jaHhPQ1jre9lEKaEQwi/2642zyEzX6QG2fk2Wwci5aUpTm52e7DQ9JMLHsmMHADO/C5UthaWPwW/RE4Gmu3c4jN07EY32ja2+v6WL2LEAlhTFExjoQM8ZBXB4YdGDYQyifGLu3hRkZvNtgoIoRL93Nw/EXHhZUOOLmhJvafmhd0LihjgWNCF1aDqvlVBrBZF3ZxQhpsPxoKNsJSjmxCNIWzHDCzno5eRcpRZMB/PxD7vp4B4+2jxmxgUcUaS0bv9tdHxqZmLRRN4m8NZRu3PWxbjnfxzCJTCZH6vnypavw03W4lvcNVmwOu9RFM1IixnygAc5ZbduwPMSh8pYXl3oRNrxHrLpGbHWHV46OCp4ChVi+ckQU1iyRKij2ipFVSBO8qvrwdoGvKbdO2nz45q0hivCyf/3kecNmF0Zj8UZfxzevkca/IMqRg+dh60yU89tfXy89F+EclvBc+18f40SHGcZjngE4iDoART/75221LDvFw+IDM5db/Hxt1EkmbBGrbnN7PH42bXWJvhsTaG9wq0e4RCn75KBEArfItFxfJLjRhD1/916wjyG4spzcU2sKSzflZTEuoXwGEZqJCs3qHM0JF4DvYdOw5g2F9NjjpTGXzESnywtLMZ6kvVOzkPh+6/K3b0E5Z4elUR7vMYruyDvsTG/ppZCDlqanTeVMXsehueuMvPVNCb3GKFpjlEubINSO+HqtHeNbJJtbC2HkfKlcvymFk/RlknuUBsB10Je5wVpWCnJiyxM9mv7YWeo4RMYhhx3VTB1IabMoElVdfa9ENyv81TAT3VHguT6AbYpSfY5AiT3h7IDl0Jj1rHWCSwqj9qK4eHIGo8VFlQ4eNNP2ny3uMGnBqTiaRouV2QGUi8B8urRhagmO0WLymaiG0eNE6Tawsr10ZVBquO8qKUKkTaPwLOzeO4P2RDMDRxGNTR8FaQdpKJ6LQqw1Z10TI9+JHpJPHXmDZfPShi5uI692cj3RWq6qBR11zTVcFtUImox9WCiJ4o9Tcs2eIy7M4KoecWeiPIp8JGRumHWBnYzjsKmEcX1TMiiZSKx9zsyilQrzR4VKcyFPRDZbiU3eoKNOvHVi8pcF6ERC59Uv86FyCxDNSUn6eR00d7nXuMvzx0luB8EOK+og2UgJfKxhWG/fqOAdOw5fbWpX12/h+eWC9DRiOFcV56Rdho87jkurbMifGONIqwrHOL//8u633z68+/j6H56LdNxjfX91qOORi9rvLCqkPyDnEpCCtBEAzOgGPgL4l+Wpmhl7zDS6pPoESQBHLaM75/zYEg284l6Z7iybGGgcfdoc98hBVJKLFybWdcLUZSJSvrC/jMR3pzyb/rhayqiRl07BOgVhHfCRCCnjVcYIOsuDsBYkV3fjBg0iC53SP2PxX55/fXim/EfjlmW/ofMQ+4OiU8EYcl0CAYlvhYoNkkCi5Q4roOywGM2TDlEMpPnlae4LMf0I2yFT58BOX4a3pmnicci4zQSKt1Rh6/rEjcBy1hMiMZjQKeg1ckR1Z9/WrzplisWZJPbHULnuIMQ0hMpLWEISwZMNEza3Cco1Iu6UXOV1CN0xrCmREyqtPGv6xpR4BLkwAq4wO0/LpHTUMrGyt11Luq/MyCIhOWc7En2IlknFTmI6RIv4jd6Pt5wHJrQmaJFd7l6/O7cwJqLvneyL1cYSUezLvjr9hPVbTJpOJV7H/LRcQ4iW+XVTxYpaNniY1NKQU5hG4VnpVRThMMDLiUeRVQ9Az6fKSmlbRaKTzRhHEQzn2LD2mfjgguOKnmSqkB3cN7chSJYzEQkHVHRlkN40ag8rjgS0xTZhcdX1DT+5AQBYTkA4KVKlvd2Z5L4VqlbUHVAhVXJVDAGfZf2BtFnpxDlUCrHSlbp5/yOqRE5ESZmzMtQAzX6+sXrqm6/w8Np2Ml6cb+mJesB7pgxD7XhON0d8jKOaePf0CS+vqxN6/qwOiB+jpL7aTOTGJyZ3e7wFOmIz9fbKIYTJQuFTx3pZbEw9l/bM1BOcSnY6OcMeZe4PPxZrwHM+h0m7SNv0yYhtfsQ3mvZSSS5NAaYJhUQhr/1y6jxWRN5mABV4rZ5rpYbNs0EDBtEGY90fZiNhkXyH4z4Lv7AhT5UFzLslViyqhVA7h/1BGhQ5yZc2WQwQ6diLWDUYJbkG+/KwQMjBU1iKvO68vpNcFifhOK8Q6XEK8sJnEK03ysNyECuZUr+MISTKw/hZFh8poLTIxezkKZI9KxG4LQ4bVda+37GsqKYhaB0CvURK+3l1bi8pUOpibn3jLJwwG5gKb4ipTDIYa0xnPxQM4qSDRviPEC9t6vpNpWSD+XW0EJ7CSllymBe/OHSRrj0DTGTRs60L2jKt7MYKudIjTq8w9z9RD8ywQ90NIVGvldR0qJ3GcHc9xiAgwABjCFzkOM3opq+osjaP5Cjx4JNviaM4FiN2D0vpBn0f2axuPYrgWR4uDKZeDS5VSEiXdWDFYgFFoSN+BKYbpaXj0EYXVK4RrE2AKFheiJFM/qkbB66QbLhN7TROFNdUW/0S7CNiVjxmJPoQnWXkBJKzYFP7Mlq0OorMSgXBNJCbPY6Hj00dP7vH/7zEdjQADZPY/sePHz59/+ktPQoysa/O99dDeBzpF53+3NpjkBY9wiB4Io6z19SDDBMO4cr0DJHqEVQ49ZR4Fg+y4inlKm2kc9djzVLEgrGIrNfm1W9phoDpo1to+ornbHHpPPDCvXOXQZoEGQ1c5CzXZ7x94hhFoizTifDFWCRF0h+8fNh4u5QW52twDVUpYtuC/5gI7jyicC4joFxjory75H7hTBFpkfXzYyYLJhY54uM9AU5TI23qzHqfJYL7DrVCKWdfK1MCNFmfQN2xTFxjZYAzD0m9k5GJelygNt9eNr0KkmHE1Fxp3AFeuWOjM8ltNWCnR9QRX55PLgpKAwF6uxcw99izK+DZFQ0v1CNuIuPzJpSzSEahByH1Lgrg9dpNtS+TSyxED6sGTPubn18m7NabHdsw+UacwswUdnTXyGknJvquO6bv041BR8N+wDhZCJ6f9xiCEd187NMHi8YTyy1WpMktg9/trsKniqgPa5XovBXlKfCSMquZpUy0XgIPWkupFNZLyJq4iOMtSCU2k8Maub4qA18RWBRqENzRoEkTf6Nsn4YzI9mYCDB62BJUGWiNCB6UxOUu7DKE3SNhqsLsmhshFkGX6GA4iTDQxNa3tFpHYrLZunmdmKh3jSNz145KkbFsQn9H1LYTBTjC2IaipukrfLrjxAU5sb1LV7rq+hgzhYSbjTQU7vw5Kq2IWtzSytrnaS4OJYTLiJGNM5eZNv2rnTk5uBHALifFcsXZm9QrqLRr5aTABprS6VCNzpGdNtduTUchMIUQBjE7kQPnSCAXhP6rpvcl6kSExQq0P/1YEm1zyNoRmuoGkRzEPNFbClRkFKT4ddDjygKjT6e8/Z5xsjA8PW0czp6JWyXt/zQXfSXZQRN/3+2hRJ2XhdJDktVA6UnbevFYfJJkg0MjtrJJhZsfH4YkIjFWnYxASq84gsoFSnPtBntYERH5JbfktmkOzIUWS+A6mOBYYJ/HzEyh8QgcIcctHktfR+GeHAQTpI1KsAFYj5DPqY84Qs5ATLMnvG2tvFMwBCqZKKgKU2IHy1QyRsBSvSe6bfkZCrXO9cAgj1iodU62LB4aUZBrMARz7bbikdRKjfSu4+KPCwSPiGxtDaRwzELZljsSt317Zr06Ewv4LQI3cZwoSvwWwa0lycTFpxqYJx9briEjmf62GYKyy7xhIsyP23pohzU5iyyjK1ifjsefodJ4zH0NyeYAc2uAakNQNt/Cy461J3wHB3dcGC9pTerjLaVkh8v++PVN8hLwwb4pebkW+TzV1+KxQcFfvJw+ka49l/X+VwC5u5pYk+/+f//j9dJzEO7R7fN0qlve5odPv3z69fiV1/8/f+m7EH96//17f0mt3KbF9Yvq0bCiN3Z4Q15zzOWOgHLihYBMsyi/X/3ptFLgPdta4QkBmrn5Dn99iVO2fZX+liwq0HHlNQGN3AJSwgL5dYtbbJ/f45a2FshoDttIJF/RF4kt/oKCx1v1gmATsGBS39Ikrgv4fsGe/3tqwWZs6Ih+SQoqDZzXGcrrsFjgwa7iI+rqI7CqJ0lvrRz4QqrbopK86IPhO4oHrQds58EYIXmAiexukMjMP52GEWCdp3daNcyfnXSBHhlW5yHfkvyqUYtHJbHcs+8krkYI9FJxMcLJLbsvVSqScoqvsrIafMfbvtVZ2rk+sUP0hg34s2NjaQsLLacErDjwUs3hxEWPqMvVO6VIqYXjrdxiUwl5AQqSHvOYV5aRb0lrazQZVyF95yU7j5YTTHOiW2wsadVEg18hC8+HNlmkNY2DpJzBLstTnv5ek0Ws0j7Pbi2BE6+aAWcb+HjuSn1+trlaBeP8NkO4G+XEqm2mYmY6ZZBvMYTyos/T8fEBJAnXVf12csgpF8L0jmuHq+SF2+JDQT/seooPnwC8uQXViuwGEHYKg6rl1tzV/OzvR9vnP4bfV5aK7xBgVVgZgYk9lIr7hkLToQObHlWcm91CnOomNvr3xWdNQXkQn7n/+Pxln+yzfRARf4MgzZ3/szNz5/MaQP/gAt5Ji/XKqi6ZGEN6JBTiSbZMzHqNuaL8rrglfA8whJapX9ZwzdgmO0LduD5Rtomb2mSt1IZQ/ah6mXIuqdO5NoFbp4mUy8jv3uc+EYNiSoWjom24e8yH6B2H0CnX7rcKmkF7FrVgwb0YlXphpDgR4EP0RlX11redYcwK3ahpN2rPiIUkhOvzS6JUW44bcHJmtjzpD8ISdWPoksIBBqqgkAxHyuujr2KnrGQTNssW22RrfUYuNwZtCBhQN2qdCXHTLlIitRNm7YAYzVuBCoPKAWiazOnxZd2/dPjp8HAJh+FjSecaIsk7lSskZrg+XAqqu8Y1zAwf3xeT9ClSdVGSzlQao5ePu94xCZXg9aNnZphIjXuHg4Rvb8SkdY+tVQmDkgRrYpxmP3gCMCkOU58PhaLjPfKmNYX764tuBf0ZhJIIDxRa60JaC1vdr8g8W4lPrOoIOlUID4I4t42FsjxI48TjJjF7bRhpKikHlQ4YYAA4KLmyGa4OZe0Aj5t1OmAbkZ+w90qTEiqotEQnW2vUvtOxbZrFRICnp9cN5fDptJCWBQkymSNVwZid1vep4EI+SUDpxlUc1TCaL35TSy2sh5IZC549tgoVrzQrepRiz351G/sgSRTcIpVI+VIjIrFqADmKHML2tbarZqdObYTHuyIDiqDVYc0dOww5C3rCvmpR4gqrxxdH5rFE6us+TmYspos/jp5UJcHhjpl48gwiobDNGrL4K2wfZDnwZmSTHjfmh2mbezJPLNevrwX01p+Li0zrhMbBcYPeiYkY+eSagxNOriGELUbyruQaktgIN/lG1OcYOIn6SIKDgML9BbmMBRzEijaRmlFPU7cZxYwHpSvLooFSETzeT1iNfUAeFK/asneDCJ2bW0Jmhk3LoWTDkwkJPH0QH3aUML5x257lboz6d9gz720BMkxGZg7CdahogZ36QcIEEprIAxHPoOIonBHbZQ/ibhSJYYFyjQ724xr2iotTQIjeyurKyg2/GAR+D2EjxsYrawHMt0SUnw/ccMKmYpWfpu4n1ze+BuIeRo5h+LF4REvSAbk3Tv6FgNNXNwGcklNrENGJdbQMsXObcyBkc2hMexB3rHCqfK3OYSBX3hKzqJmd6JRET66KjHVnZrn/zCs4wKyiODFwRb1o4ylSv71H1cjZiYOA5fOJAUcRXsjWO3KaTipH/BzB79oEgiPw2dnihEoFTb1Ec+wRzZFw4VFDTdw4L6WQ75YaOU/RURpGrAEZN6FUI8B93HGCUDNWp3SgZ9VaMR902nXmk2aj8PXu0PNYnhiQcTwhpSgCyjzVcTB8wdJGxJaeuGLsPGkrKj7heSqCk1EBSh0SAqyqL3yLyDIsaesrRpIylctaMd1h/LKnsATKGfd4rbYshwk4CCu/Us9c9rDRLTEsY2oe1jF1YGRXp6S8A7yWYLgX0IBWqRKpgmQ30JRGkrLJravux76s9BCoXizJDgtVcbWmdDP3dIv0cfdleTqSEtsRj4fl96Jb5FT3T69DE0+aGt9KL47vkEG61TI8rBCGaT2su335Fp7wP7+QGJvmFbSQ+H+9+/DjP14vPldFzN+Iqtc1pDQQiG5Ypu2OoB/7txylGXNH1t4ozC2Y3W6BnOpY80btKhWi+46asFRKAIy+Y2mkLCHtFwTEj37TQOYbdt3FQMxwxSmZ5KgvZEpbSl8j9UNkxEfiN2jMeH64+VgPO6WHUe8rVEbhe25LP6VGtoE3EgqIaSUIvNF9GP5QVVdeO+kKlyb12l3G3zFTjWDDiJgsZORBvTxwlDUZoi6A8zUX1dn8AmOQLjvsiujMynXy4CNdjtR4kKhmL18mIrXI7RsdfY8YCrPx10QdoSc9ArZlhV1OSNpYiGHYBSKOlKxnh7mIcnJgCUjsBu7Qljdd7BIWECOW+vamDJWJLuf8dezPMHZbLVXbVKNEDoMSITUQi5KQukHgFqvBzoxqnCfJk1jRM53R9CKRpSTpkEnzchiMUWSuyR3+WKAPQqfGwmVIBJ6StqINc7bJflwLZKPFmtQVRakjXAcvqNCGaYDUNyAQx/QVnop6aYKEiY6kc0RvjdEPm2p6U10+03x2fb6AZZCJ1dEaksIUTUDekRq0acc0xt32u44dEKhqICxl1OfLC2DZou8QUHemJ9YJQdeJTaxVbUbXj0E0A96wC2npBTdBThsUzeG9I43QmUzFjRg6wyIyi2IRl5nbpUSzp+Y9b+tB5sBGtmzUfHTYRlrChlxPDB8lkNIIokwWy3FGzzkqfp1pLDypeRUsYeuOwgpJRmyFb4ly3NTGtCGO5eEvyf/HQorEvC5NPOsGSBExwObDQM3Pp6d8HUGk7Honvg7vdodriYQ1OOlB8IgX/k+sdTi1ko8MXqBKR60bnMXJ74g9oGLGMAqwn9hUnhzmAkMlyMNkLayYahxEwQF1ZfgdGtGGXFinh6c0Ue0NE+VgAT0SgWmGnNDsY7aEo4gkqnUW9nE9l4mScw7sQCtp4+1cdNZma42clDNtRgx1ngXqfGHFQF82BjLGxp3uGaxjzJGlJSQiRPucslaRhmXdleelaZ+ceMlH4jzAvjpljLCzOQZaEJNl+Sf23on3Ad2GMbSNypg3NsMgkbEYZi4pmNHEvyNS97QyhI0kLC2ufd44urXS8U+zxAhZ1jKZmxMmQQy7eZnnlE2EKcSal2qqk1sm0706IUtC2dqYOuAPUfaUbhGyvrpKrkbKhX/BLRKatlVW32u59O4OPmiZjPck1CXGBU9gUvPrZvElKjlFj1wtmHr2KIm7mx1p6MKe3rfeIUPdMBXrPZZUlOeGvYAowBHCenaqEvNiW7eAER+V8CqsWtsmt4RlN/pkE77176Ugskp2ewONvbuF7FMi3KtheTJ8PChBY376mpLEL+HcTi+DSVKlPkxqu94Rr5YccJiIM1/OQK/xa/4bMvhZeS1MBv/992+iJa6PEO+rc/jUtra2aIgpcXSGhTqRACZUyVtYOIWzMFyfe/hQSOFhLt0End4xk3mGqBPkHs1vPvwfJBSjVo9IjM1txg7WmYg+VyI1E1F2HLS5dltgaNrgMwK8xN/KXFN2mUjCVoKyRGUrIV1ad4BdnjjyBYWYny4QxpFrSKxdHarivSJduy0zBJVyHSuhUxJVL1nQRcT8vqV3fHiOfQerc9RQchbraR4aRQaN1d4kAcy6HzsKrsILonai2rPXBm46sNxvVBC0roe8Br5enjcWpYEzj2moCEM605XEIT3hXMs7MqIcKBO5ptq8PGZEloFawIIK3D53tvzrVF2Dwg/tCfPzu48/fP7L56rE5VGL++pDRkx4Red56cVM7kCCcgDERA8e6Fv/nka0TNdYwrzHlo4bVQx7kya+JnW+xr1lk3YVTDjppdsdGAj1fTpw+PzDbcbco32eBtGEf+M5WE1iyeiqnrnjdYuUuNxUpqyY4TgPXTxUeqLs4cVfiXRtUR+k/KEvBKmUtAq2yV2eaILCcRCPZE/ZHfO9EpGdEjTaHCa2aUqNgD5nmOpJrW26HNNYuUb4fvSdesZyIBLNVAkrntuGVVECPCxJqN0yQyiNqOGrI1WTblgHR3ErLCmzZCVEWMN0Cy+fTj3ZEgBhU7bkfpBn3FcuApxoJkzd6rW7yTM8j9rpGalHX1JexGR7/Do16bdCRa3Jfl4YhEwkZ60vcXWCWiltfQfnA1W/zjbgkI62uTasYKdl2zLy95YdF+jlacMhnOCAJXUDq/ZYW9hjnBxxIySsY0FcQ/NMN7ztM0nAsWJwO7/T7paZlIBHv3nSRWCvjfWpv26wOVlz3GN7t91ysU80UQCVXafyiY1kvU5qLILPN9iru+/Fd6w+GAT56iBOn3b96xUxzbGTgBdkI6eR1LhYRAWWcM21u1ie9TTyTn7x8qjH75TEsXlmOo4eqEDTjYc61sCgFr1NenaWBJ0UquTarOWNpXmJkPlU8F0Pwvy4TkRHKR1Z5eRCtUpdrDbgUBcK19i/IdVWNOFjAqEPH//yeu25VNug7vjGqbbFvqoeyepCXjLwTW7QdXaTsA8a1j4+2UAhzG8Jkbz1XpbkoDZsf6yptmSWskwpIyRIUHfd3iIN6YthGQaeP2ipPGESxaFdUZX9ebG+wPwe1Xe7xH///h8//PX9729Y5zE8xJO+8TqXT7HGAROsJ0+U5RS/ozBuLFjHSin/sNMrip04onJXGU9N8UX0MCZ0DJ6AaQlbciaN2ORdtE5tcafaJQIXdll1TG5zPkAlUUz0Rql1qW9TYyA3J44DREvSm1x5lGMcY/mQSFNOF6dJzCViuxEIJUaQ68arC5mUmsE1eqpn7GA4AY7hOuZTgwUFDaTXHAYtYG3k8BAo0prQShIGRKp+zFyAM7wwGE6q/hFWriCmsJdQgtS6DGNFmxCDb2Vb0iCWxM3PtkCcBhbUFkyae5odNxl+kbG+l8PXoHl0gxbS5jN67WP4JSMwWL42CRGUtJnA5hS+OD6i6o8Nhy5SyfNMb+EUHovZoR92XMublVTIK5akBkHhauHv2A3NytgLmT/kMWGbRFLznJpsiXJZzZSFxtfwLziGknhPiYN7GQOYghoQFBxj3AqMdgL2CPqtoPnOkSL5KEy9sIximvQTZeS85EJb1gNjWGOToRyBDWNKY+lcdDRehTYKRCCo56MsclfRcU5goNy9EvL7yQPHIDzjOUrc5LQkxIfj/DCBeJwLXx/J51Vi2hO8AEqqxZgwYfAm3+9bwOCqU3af4bKsIb8l6Xd4uDlMgGgujXxTJfRZjmRmUttg1+3Dgg4JCRCN6LaeMUiDGZUBypDqbcD7Bts7QudM+1TSAQVmIFSUAQkT7eu0QahKrp5Az6GRlOhJSIAjSBMrSwbuWJhr6ij5CFSALXX0Ika6ZGDf4DAI6BqlLRsQ+rOxrNj3KAs3oa+fHTZ/WhxGGOsSTVTxO9x7CNTVJT3RtApkVFwtgCmQoBvVUf1uFURHmO3uEYtg97fnhz32TyMBJjYDG7gbuL6HK5A26SsjEWjSVySn05DYxfz2pWzBiHO/awQxzxuZ3c4NFIYWTQHn2sOjmcRMpFHj0m0i0+g9DnNSqaPJXlNkS0Z7Ijj4wNOw9tsuzxvv4pg8qzDNT49EUHT5PvF2PWzWk7vmh4xqze1b5AkfosfmNHNpLCiriDNKsF5PqzGTeSMQZR73GIG0ok3WU4JFLQltbDiVQg6iH821xaJG0+xVJf3Sb4pfMzAYVlLYCI7xLWwkES9PNHuUCi6FyWel0u3wc9hPFG+XxL8Bg6ksoSZrdsQDf/3lw29vyZqlUX/86qyZZH3CwwqoWVsh+kNDXY1UN37YyZGEJZiaCT0hxFXURFco9V8LSSHWXYe3+OgIC4yBUTD22jgGmef2bNVBGqQteezlgSYJQhsuFMLkiU+KK93i9CJduz1NmWrZJ890e6EROfsMGSieE0q5Cvg2Pp1DQTRwB9A2ZMVJ0cGvaXCMuK6u8YZEbisxk4iosJNefEOtqBgBXfIOnS5xqQnd3goZtRgYRmyu3SYN2feOhSnN7TXtBHGMyBUXlbrDOqiEMXaqUOFPRoYg+zN1jPytnUQnO2GW9NLtko9E3+uN1tdIEiRu+ujEHyysE+i7xbU0SqaE71nMXw66tknwWIi+/8x3X8dcAtX/34R8D2ytk4G8jM55C4OZF8zFrUaHQCRc11Q5jrfO2WyBx4UgvdFAcZLUnrsaufdNSue0iDAJzROHogA5KKdjnvcYg0uafhoxd0YE978Lu9uHL2odk09/+cv7X7973i0RnNJr2ePr3RKheoWCrBCqr02uxDhwxJ+q5Qi6N9cU5eC4F1b69yHd0ROyjBEFqXmgCfawPnE6+7BvWyakhXgtsG700rz6HVEX9LhhXQ4UQiuIRWom7QVzaThGmTiZBY0H59Thy687mO3DHj8TqUugJ8amSAssacW4CVupQybkVUjZFVI72uXSOtUnPZdUSZDW9nB9CXtNyZQSlRJEZQANZyd1Q4qkWPFGfgnzA72Q7LCQQWRMELQJ26leu1t9/lrOOEWOl8NuzIpQC20Yc0lhQZ75SamBXtQR1rIz5mEKr8RGbV59EnxmdIalVxyDT732xOoTIwCLb5jn+5Ii6tY4qsk6onc1Zl9zzJlV5o/j+BrBr1AqKmhxM1jo5ZNMO5PxYjdQIlFsR40IbsnfKJBL6PBeOkHy0ah3SVR0MFQT+AfCFLIm0x+JY6ee5WNF7XoOghJQmBopz9fZTEFCXpmS16dMyYSS/FojxfokN0v4He+A3T4jVO0s5mOu6Tls6nQjt+Umua0IjAAwbs5rSEv3umPO3qQTPtQyFBYUuBycOu2lY3shT6S59u/GcAVFyV2dvr+9+/Wvv333vNt3ZsbPWXva7bsvR/bzf3aCnmwhDn7JGPs8urg1ZG4W7+Fb01u3/kNOT9FbAwhQP9sT79n7mlu5NXZ0PFKJ//mJUq+IKrM0P33667k0X3769Q2rM+bHC32D1fkWvXbH6tR1B4oRlSEy+GFy5oQJmU/RFMMw+IXqtYfvd9VA5nKlIzohIbqjAKZ1Uts5nH+s8FSDGHp4cm0nYFCZjVPObyoy5arqWQpuQphZM11Y49iLG2IIL12CMITjjTFJKi43HmHRaz505FcLdy2mDqBk/hRVuyTNeRQwiWgX2/BBSJNQ8vREmMuLcpUIzUSbHcqOeTlS68ExtHHMjgwk8VCe1wiv5yjtfkIn10yUlMmB7uvEEqBdSRa1kyeyHGxeQ7gvPeuPtTdIEKe3GOm9h9pU39RXkiMkVtRUpubrCE5cWPdEIgDEeOCGZVR/8zjipcz9sXHj9Q6h6N3wQCbNvg2j0FmrqDTaDEbK0aCmsfBcNnQ1sv8JdieJX1jLp9oAricsfCeqmWyUvg2qeyR26kYvO+IdktJao1UEHI2kPKfwNtbJhNcEbQ5C2aQIMpHtXfkkApxDLQXfIIEF75lM9eIx3YSXox7eSgQd0teLlHWRQTlnbZ8SNo4YOiQOXGslxcca0Iqk8uEa1jzimJHFgJCSEBrVJc6uhtWiEiEpmLocoDCBkZXH9ruzArg+yVrgyOo4qhErKh4QtlycRML4riJrCKkpmad1okmQ3TiKk/EUNrAkuRKsbeuUalZf+bp1FGHDoCkZYjZklZovzoZAoiSJ1D4uZgDJkaUE5NZV4DzLU0dafZK7JgC2+NRozyb0yIoVujk3zPSpi7LwRr4k0vrhx8M+XHbhrc8eTEp+uKpLzR0Q3El1h0IoSkplW/BRlFxyko+ValqPsPUnMTWR9HCs+ZEaq5KfpPlkdjjhmrkwXSp1IAhab10Q9pHI3U8GfqQAkLQ9zEJjYhxxqBD7L33ReXXMJCNW8LilbzroZZET3+tERPOykB6F7EzMBS1RJZvW21qep2JHYUdeKnItw3XDZWqYpeK9fpbHp6rYsyv+J4SCqZLLFTNZy1A2HUepUe92MWrZWhtoFA8Tf1Rml2sjSt4Zoyc8mnhcSLsBGmriJ0wE1QE9eDSOWXujPr+l20CtpQebOt2PRYIwh8vC0Rpcx/VZCNZI62vNVF4RNyP0wm6ZtvVIcCQJkL6xaInCn3Mnwa7ME12Z43RDsQGxXxgBnRQc65x3bMQJI/2KHbaKIL8DeDjS6cgUfMwkKUZkQzZQVBxGsV2TICkH1fQxBwOpHgirCAxCXcabpKJDibe4bcZtTTUyh2PWqSX03NXojScj5z1euTEiN/Vt5stTi6WoMqKPapf18KYcQ3JTn6h2kAbMVzs47+IP7+NTKfPTu8bYygNcEGNII+D9eAe3hjafvFiUjtBzexzvidkoz69EsGLm2GXxNeYk9+xkiA+FToY0R8Bh7VskCI9UfbDkePZeL9fUiaXCuTBsjjbII2ffZw58rFLtGEXaBHkNjxLZNOvQNCS0qDmS6sVlQY30JwuWSQMKtVzQylv6OmKUKce04pM5QyoIbbFmyOYz0MoVbS0P/oZviXJMmYTiEHO3LuKfrVrEq9YZQSKVfNw1FBlkljNIu+qntExTxdtPSAE8itQFBhwGrYeOjbZuig8BWfYr0n/PuogxlhG6PSLVsqvHj+WDheaSiW+WFtlykT5x9BFcJlxDyHODL5tXaiUMufTqskuOLt7pARNexcDdjVVbuxkxkF+schwjp44hwalsBcvkbLzChZo3UXRj9r9CXnmauArBMZXRscUIoipKNUssCfLO960cRG4TOLjGrZfUE4zaV2pGPZkU0bdgN+vPL90G5Rawpdt/vl56DkYaHlmopyu298odATPDZ7ZlbYilAIPOqIjYkVHxVH00v25SY9zPfRJmbnQKPBNIJ6NoZgA8EY+DyiIOci+tc722QGYiTY6j7mFzSf0487gxiZVwPGIT8nLn2OcZcCiJhgbG56VG2P3LB4q3S2LVrKIpsMd5+LI8pJjtxjvC0ofMjpSnDMpbUPyHhwdGMnvK7mbm2ETKu0SKbaEs1SmMoNUIMvLLMv47Dl6MWtuE69BH6jcQnBuGzuJIwZGml263W+asaOB0uL02UnuVUA+SXcdGGdnzee1z2wcaEO7j0NQ9X7lbv3BnlrXGtmlonckwUjg35XIkK7ePGcUd4w8bIOlKLpEOqH9dw0MbHDn2mPrHjz/+8Vb0WxRAzduY+u5D+Rx9uEK87062yAebkp7cFh9gaVUWA5h4jbbTcXiNjVA9Yik2IruEZiUxVKTbkgAILbib5HY6VsLZCCMBgiehmUglF291Dkd8wce58FP6hcOYq/qdD1u2A0GlznV4xZuPMRsE3zCJnUoNvRDduMY/d5+rUTeNZKAxn+kYxBsjKY++5eTypghszSDys9lrN6fXMZLe/3/23m1bkttIFvyafuxauF+e55yZ76giixJXs0kNKXWL/fUTHrUT7mGGADKrSsU5a1F6kBjckYFAAA6/mJvRe6/bAS6PMtAf7kdP1LrZOiG/T4ZeWC4Si6/gMZYp4TEn5d1igZ1odV5gGw3y8g5fU5g1sVhgrukSa9T5IKybPNV9QyVfOOUQmApQIADUZpdolTvks3BrbRDRZSQq8tiIhMFeGwuN2gwj1WKr21lE+7DxO568W8kiojJCJ1EBWWl45spSewIIg4amahfXGINQMuA6SAFR7xeK17GEdoU2OUUjWbtCFFqzQZzatnRIcGVcDqi0rnU27oyPEpBjaVwEMTHYEMEfPCaFLhsGEcOGmySWykQFJXDPdk5MESi8nkSH0YizSK6tz0vJniMpRxT6JdoaibhmhC0e2wKD7bkcu7pu9qewnVIjSSOvRc5XjJ6kJlxxVUijIwaggkxamsnoqQ/buCX/NGucAtA20REXcXqMDLRYviiQEXe21EpxFCURKu+cHVyZJZPmhPCgbWhzsuNRSAkEdqmRxdXP0SYxgjHh43O4jRbcsWhwj6bCeGJTPTdDQOiIHFEetygetbwsiTwoejYSk4TEMaoG+UdxOykpwq78l1cJk/PuO/ub96FFIrqMGK4lPygSCpUL6izswDTxWCV09tVGaiTy4+hmSY6fmh1EEI2yS3EjUSbWFvt2pYGf1GRyZFSxT5RmM/p05nP2a/oDS6ym5e1xrkaEMq5wFnK8husPRFSNRh0qI/qmo1xzVifHtMnRUbHllIYN/4YrH+YpdXTWghbs7kxxbxQTiT0g+pxjpB4NUCmUkBS3ElGk8nd+GR/MsjQSODN7eJpmaYgFWdCzMIjYUBiF2lO1oVQH0ZgjQwTHJo0VZIaOHU7Nir6BUDMXiQOGECfok4hdKhe3XeKqRmeIlpRaV93Hp1cHHed19Drf1MO9Ri9q4NZvmpnEUQ7MiHlcuxcNQoUShMksDlPA6Yv8GOx6YRyAFxc3cdWM0iEJkf1SvFvcnMgFzfXnCFAakze9IjHX2t2KNxx9cwn1c8lFm0BaBWQB30YvaUUwKcpqhFGOmGaFuGltmszjhonzhGgVvwtT2NL3QZ1GsDLWaePOWqOinhUgirbX7vpSbD7p8e5ho5h0edaArwXOndtv+8idJ6KltJ8k3i6BVRneVToPpd9mTUJRyZ5mrcmMesmkTKM/bZbQaIA3K8gtPRH7tEcNxBG/v7wb8vsnR2Alz6hsvXSbdpt0XZZADHn2mi4jakdJkQVj/UYW4/K4YSkDkfVevrBWYYjAx36aeLsSluyiptLylC8smTg0s63uKDAFP0F5MJaoOsUeYeaPMxPrPuIKkzSS2zUjXcBGBvRGk98NJYR1hdG78p1jTN/X7ZI5IkL99IWfx8THRP2WQtO9Qlo3EuaRuV9jjk+cBjFaehaOF8Y8mKvYCStqs/3qD5fNoXOi+LBe6FnRr+WJIzph9y516g6v4UjHC6K28THhBEfKk74ur93pYx4MfbJJQK+oPqrWlZ715o4Dk+kA84RIORFjv5gjMveSgMCcJ626pSZtQkHJ0xded9EQQFN1C9Xmd8qWTnaqPVSiXlvruTGzfGFNPU9QaTFECLmX5Bmyiouu50p9LHv+7AWUT+AOw2JsNtBypYiHDG5/MnLGkT+fAXxRiqJ2Iv3mz/ztQVtOk+q2Gv7DDy/R/8UhQPvluC1D1vu7zudV1mlFfHJM9OqPJ7+/oITRF7v8/vOwUH6a9BWsEIYO3h0p1KCtKxHiJrpdcxHObwd8MsyBq7zdMCjaThu/yIvzZpbqE/MmNZn+0rydAlcr/2TyKaWdd/GQycydrQSrfCrPnCkv/cHYmdhVG8Vai//5nx8+fvz+FXvRH+JVX24vBN9wPT/NMO+8J5cpbN4AnfpEFsZ3vWZL5stnAwmewEwmJI0ezpTGKbOXeH2do3KafgRzmplr97y+4dV3vjwq6OZAWMXkxaU7xoO3evkY8fajf3OZJCFdGknMxxpJUIa47vdiaJretntHDTqklcmU4qhpaRrF8UPBUp+WDfpiIPEpRFqMT1FOybc7wmD7ubGPnU7Xukxjii4jZj776ECZD6tpHDuSpejgYj+K1+rO26WaliRzUh+FGY4ZGwO+vXtXtV9RDfb/9ddff/nPj6+Y6/pInDxtru+3U/ruQ71qFt27gg5z0CIetya36HrPk5b9CIepD1iCEjByRyS95uwEw15MX+v4jU71zG5gap9j2H3TKlzAz2UMu2D+4NGV6RSEmZ4QPGGnaFsyab1J6hjzIfZzjvx1nYgBVtK5mnz3Ly6Lf/+DDPM5u54xRpeM2YrJS4jgrp5f85v1UzT/9U/zPYj5brKIYqY6wiuL6NRpw3q8NC0irkFanZEcR8HuBqpKXVUBaMw4DwfMx3JLXWeMJb9GmlheGQxHIiJz16SLhF7zacLTR+Th5EkqkGW4dJXqL36ilyCtZNgwJBOBsH1eal++9j+mj+Hj5dC8VwkKyJYiTss6ORkby8wK9R06uuaaLdYTTqa/owxR3vQOnTSP1ETViUDxsvRGXacRill+DxPr+zV6FmjA8T1hBoRy1Wu6RoPyKj1GkY0Gt5mLteqvZHwpvR+ZS+XyrUfK2rF0m/lG8W5NfPEa/eG774P7eo4C+rcViQulGrsh2T/sJNLFn0rD9DUz4zMDK7edCdmJn7H7mtwyJcVb/pqTlZ0aFV3tMrtd2JilcBhQsImfuQkE9JXqOgJ9J66KpPVJo6BkMgtP+CqFZbjaRKNj5qy0RJhO62H/K52V40c/vH/SYCfoRJdM9qaYNIGY+soNH+aaJYQjex2omV6WdVoPwnNVQbhqqAbZIlNspkgUDPJ7CH42127BHCrEotUVT3U1e812a6OotDdIEDsXG0iJfaJBi1KDhvnW4wU6MULYbxTv1sQXL1F3/sf+5vuf/vbX98ffffrfT37oNdN8C0TNEXttpfC/hB+JHDDE+ULQttFZUIr/UbtOKrVqgz+SK6gTRgFuOjpt6SLZcNpSfNWATRPrAmK7pkRqebeYKOngwXx+3nFi947zdCpc4zxJmyfuippJTE5AvNQS4B1QTzwRUYXw7Czd+Ah+lWnrBtCrZ+96ogQ5Scod5hMpULVOFMy8LoWxdwNTkgla8LMOmK+XWjoLmm+TY1JLP/794z9++vE/Xssu1a9G+tC1Eeexsjs0YqFAJBe3PuOWdTJgMqx1SAcb3BVcuqRBiYlVusP3ZdUxZpMN+tw7WBnztbdKeU1IxncIWHplM3iMr99Bo3rxrQRus5pHviPXJanXZIyv30GjevGt2muvJDq6rw3w9Tva0+9zavld7u15VTSXkwKYyV++oS5LITwi/Pvl+7TCdO9hqdY2uWWFgxg2+jP/moezZtOi8ry0LS4ziFzQz9CGhP6i6f/63DtoVC++Vdl0g/MdGRW4tmN8/Q4a1Ytv1ZGgcftWtazapCZDfPkGGtOL73RmkZdQUr7FhSV2ZzLKz7mFBrZ2gwPBfw5Ts2TnK554QD/jlrgiMZgNC25Y02F35EBIOx43vGNhz6T42+sX/DWPZnnaKkRVt/BK5ZxvQBQsvLxVqvzMG2hIr71RiyCVsHujktaoCB7h63fQoF57p3MnvvJOIsa6Mik8wtfvoEG9+E7Sn/7SS3mtKz89xs+4hca1JG673lv7VxIMTK94RZO/NkH0HxbIxxgH9N8E8r/8/MNP//j483cvRfLtISnwxZH82QJzPRBCQY+YWmlUWUmzpkoEqD2phXiL5MeJhl2VHJRaYDMCR6wycpAhEqJz7kfyseE6gKLsw0ZfY9NG1RMxFAi+F7sRpTEJ4fnN6ARrG1osNITlHIi0C8pGCOBq1h6D2kbHn8FHsMD9wQoAWbsZ4Soi90+5MMyeSzIPRhAdi+wYEoKRPd90dZ3lDpLjjiQJcFnmuhSR3se0V1j5jKftXyrg7OzkxBNLf2RPUBQRH8byPaOZiHfFQT58wjzqIYPaA/VjnmlsWMAsCR5JF0vS9uvlo5qvFogDT/eRoAu+kfhjcCS7LFzX6+eLEcHnH+/WsL4bK5JxH+EoEmNlh6Wf8kBm3W6fOulvc++oDpcVivD4AI2gdL2TBTk5Qdfb57BYTO5NJAsTNvTAGXSZz4JFGb+T05Clg1xMp7ofDMISzQ7ghifyWcH14Hfw0AnAVcBJob9kogg7uflgLeagGTjt7yb9zK0UQPXcXl8jycoIwQ5JhflZbzIWy33ZkP4InApZgIVnpIM9iMKLDR8i0oFmgBmPAWwESk6aK3i8aeNUNqxOYvDISKjzMWzYphwtDy/4dIF8oktzHOcICpTORLDFtXHDgpjINYapNLKHJ+08SRN3EtkRGzXyFQaFhX6NL4gtnxE9IKbsJBzBEzV29eRGb/nkZKiqdaxHQ9p06sspOBgKx5aMrA1cHY+iT3wLUTHA0vxxQqxJL4SmyYGbKY1DiAA6gbno6EbP5GgpkkyytCCvzZN6+2YUbYbnMejUYVfCO1ibgoSGMUTpW1gTlR7rMKBxSIHhGp3dXdFi8VCYFj6LCjskKlLu1kQlBo3IEYYsGK0Tza2EX9iNLTyQWB6PYauIIfR4k0HgTESy1MIxiW6bNDchHPa0PMvPcfwBwh3FMBKrprDJ0efwxI8kPX9jsUZ9p7XBisfSRfUfiSPAZgr7ZcYzqyUiHa5Gxnls74Rx+0QIqYGhEEGlSJ/Dsw9dDL3PMDJKqqJbtGG9lZaEdqcr2i0xi2LL6hsMU1dJ6TOTsosYvw2WqVXuDmiNorGTQJeYHCP3ZgisEUfRKjbl0igYLH6qnuEhZnkivX4jFMiT+h8Kgsu1tqofRUdtRX3nCp9RDQ5cClU4fcc1mr5u5IPHwAN1V4QtmvpMraAP4DprmNREIbX4D8g6EGdMsRmSgDNyaKTjFGAo6dZ6blO4sLmMnEBkF0Cg30sXoBUSAs2OyNdMxG2iAgdGthgv/e1GisyXbEd6iuoXX7Me9kZkZtJ1CcPvZdKqk0lWU2zxoJgzi6kvl7SQ+0Ju5DiekeT2CBxJYqUaQJZpNCJy2bDhrxDsGgJej+eNo+sxBM4PiQlkiFYlQrcTkbF04iqLrWfmM0yBdPJOmXSiM0wc3FW/WcqSVECiX+adOk4yh05kbaxB3pgJRYzNWrc0VRJ0qoGo9bqjIUQXaS1EH4i+TQ7dNZ9PL6iWIg08YF47k9hEq8Y2/MdEnnQMQ8j2bgSj23DQf3VKFR6HFQ7gsH0IRzfJfOu/rmegkL+UHIvPeWLcj4YIxvqNaFSNnvTNCKB30jObDAX3MkeY7JIlT/Yolw23cXL4+sd6w6KBZIyQEEhSKigkN9MalohuLbhwUjfh0RYSmQMR/6JRSJoDBnEETkSqI1o169qBFIGxbet4RVKnj51Z4GQNIwebwTSNQRQgAZsRTXcwSr54SveciAFSmatTKjKyjELYvxxEzRhKWfoPHUNkjiPJSWBomzzJfQusMK8bIkT5IOBMBJYEKqZuM46ppLkYszlQpuE0NJtiStcnDscps7hxNp2gJi5m/zNTDtBce64M+i9jOEnHCTJpmP/l559/+fvH95+uP1UKTe7BH/Z0KXTRqexzuDKx3ZZNc9ai5cP49B2hcE4kUCg+LbEaiyeACy3liXJ0pZz/ycC+Tl+ErP0EY/N6rvsIAXiAUTQTygdd2kwxX3c66sLzgMWXY4Pxck+sKG6ZJsamcxwnprirf6RO/T/SC4USQGepZsLHiGktUQXE3lUh79swcuZ3eCS1SIb4ZHPG3pjoqPxwkoHAGMalRdg53NERO3YKVyTcIqL448eJbO7YC3QupgyUI7w/IiUZT6ELGEQOLMh0+OXUwysOLn4N4XtdtasG4lahO2bMokgocLJb4rb2leQKzpMNj3NJS+EiqrsQw08SBz5Qa+HJNgpjyJF7PlNjNemEcB4uJ+YRP+hSbgxJaJwvl1/HQeRMGUGZMLfe0y1yU3yL1AouQFKs5p0DIyG2SBrz4mhsfLzGVtZ3trICVuC8ZGBp9DIR8hB1rN3KRPJSKY85HIRknSibRHICk+KFuMlfub2xh/fpwwXedU8XEggAenysK0UW9uRl9eEersi6pygY5pRPl0qEOBMxtolIMNvGhshyQWaQM95A2yeiEnAQqfd6w0miBdG5zesJpdAOJyKt0NE1Yt+JKIOsmJ6OqA6ekXYpi5N9HzeyJBFoIzfSxo2ZKtKxUHyS4rIPQYwgkIa1tOTJlU8f4dO7hgpty0xjx9S18LetGkyOYzpVuCMv+wKKMs48fNfjvVbiil5NqiFxWLf8QqqBdV4NG7BtqkZZK691KHMKIGUy8BWb2OdhGDJws4NKfMVZPNmFF4YhOfrUwr63rtsFAk7KJZTjaVzHdZ7S6ufxDp6e+B0rXrdmoI4PO4/c32gxi6Z61AiBaMlqSXuPcNwYM+SpcLkFJMUTfr+l7kYzGvNvtxxx+CYHIkl6MLq6XY3j1tRBenzJ2oiDIE4qmEK84Rfjljw3CKUIwCYslqp0OWd41WPHp4VdipYA5XHJLfl7I9ACyGyuDHzzaFRi6psyHfVvxMOBXIMGZdEjF7rQWFN9zFN50eYchoKCGFfEvQq09wVlqERKNwI2WTYtTlqY+lL9S6RsrhtCQr8VS2TsDlVian233A6aS7EJaq8ma9inTlqdki2gLLFEleiziu1YLG5J4iMNllSMNl2w2JJ47M5V31QsRsbzMdgtpU0NBHcwlwwKhxx6r0g+TR0H0neWSVzODSs3SHvQYov1SqpxcnT+/6AV4m39aPLvf318/9Nvf/vpH799+hdPUhr0t636dPbvNpgoihr/HYd5V6KOJCmy4cDUF9fALmrxc2SaC5jzjXNVA5Mbl0JqetIxAHHlS/SF3nGQInVaQpgk9ZvnEE1xU+CkzBFpXAn9VUgt+0SukSqkCeIfpi1QsSCyvrpeukU8eQKJ6Bo0QzDXDGYcFfqKIxabvmu6uDxuoK66fhgD062Y3pBWGxLWYPyZMCZC0xfBrlRIXgFo2oKgaF2Hqsqy0QghUlg83VcqVkwGQSxxZJAvG3tk0ztlkO3ejHjpq2U3nie57pkkc47F7telLG94vEYuNk/KmwlhM/LjiI+UyBrBcCfGd7k2fGBE/5kkxg/jKqE0/aQ9S0jHEp6UMW6AgdLBCfnQxsReNZJnL/OFMrqSzyaxr+Q2pJRF7dAgK060RUrhbHZ2hLmQOgLRrNVdWrh0Yi1uiQy2XWoaGqHFjpyA5AW5JDfpmAPyqiF849rxLcelK+AHA5GEDuRn3NJ2vD80rtfvOKz/KmUmxie0L7xjNyqpK/QvvGM3vZNhfc4ttFSWUVmsRCnm0kadT2qxI7k4DhSnXTEGi1vBtTK/fpFcok4UMULrCFdoOakbyUD5DN4GgXtSSiTF16ymV81nWzNVSrk5Yqk6NAoFpaaFkWAoPBPSyDkZw8bh8yymIYkwbL84AbKIk0kMmfKFTdhZLdpkHCppMp/AYBiEXXFjUbC/dVko8XZprtZ2IHN1Qk5W+VsObj7nlrxOOQgRLihAfMYtcq6uMeanmuD1g0iDP+WXj8O94eEeuXFWDndqnQwbEcViuns+/xbXluwcYkAKGlu8hcsmnuTWZYFRK5u5pthp7Sm3WgUR9y4pnbIQCk1P2gFTfGN4TEjchinE99j/5v2EJFTFh7QRsOz0tsuE3KBOoBCtKnOqp18301eI3sBrL9JtrJtIOEkg5TQX0vSBHzGzVoDsBUo29Z0W/GEbMwZYldlIBRVC4OnDJic4ieRjegixhH9tcyrHRG3qUthGELmUC7Ex9JgzNsBS0MVWQI+9TrieK6mFpbBrqDU32fJCwOmTAgkOPDXSLDC21IBu1/Z1dlbQLTt13gzHQEA9RazeNDo56BbGxDqFJQzDXAihbq/pV8501pt0rjlmy07MQKTVcRTHXdQz0SjDJA8k6Ij0feN6L8j5hv0KjSBpYpKuAxB4zmStEyruWOvICiE7cw3jiYU6JqL2mC86b4zRUu+TGYhPdNjyhD+CDCRXqZxAOEIV7LAUcRFUMTvVwtD4uV3/zkmDjUtBXEGEBoZMlSb5dXKBfeI8bxgwhRvsifntt3d+2PFbeAsiFl69oawFHSU3kb/sBlMrupt8vcfCMkl79wiBEEIgxxph07W/+eJzl1UNemL4uE3625dOstaYbe3ktx//8vMPP/3y/q0+8qSabH9L5T1dPfkq6n21E+movtWdVdQS73OVFjNPihGOrG/joFC4qbQc24nymM0TXHvSt/VSpUW43LGreXwtfbS9dlNpqYXApM1tiuyXR43Ja8Q4cPmSY+iGnyNMPka8/eRfS0eyvW9XqpH7ldgwmSVNtJsOZ01EmfxMUzR75Gu2RRfpz8SXDRE/UXi48LdhSiP8fJhwsJlfupSBYHF27ufSS7d5ftWy/yf/zj/pd8YA7KWHeY9xtk7Xe9M+bfzOrIXJfGbjLWGh4fJ1+Cs+k5rxzBAqUMSw3uwcsEsNM8GnFI4arBTEw51EQZaTEwVPO79GeYlphPiG7uAlGJh7LUUOzOykeP07wrMVR5wgQgAB1aZVsJIS6QdWVAVhn1/JesYyzkRYcDib3HDPkjySvEKQ9G7uM+Lj9nMfqWWkVhbks9OhsG4WEpwo+Mhie57smOd9QLLmztXkQ41kzR3YwjPRR6KytyRmcY9UbSl+fN9EYdHZnrJASSvG7Pe7GyZaLpi4kMVGp+jkM0nSDauxQq0D1gln+UXb1DJCk6kM4JUAw5TYESBZIyWAeuEqv7SIYwi0mfaL0Xt24gUoheQLMsZnLFNrlEiMGZu6Ql4Kj6GXUTUz8Fi4fZPFFfYLSkRwh7CjzJH56YvjS1Khte4aadysgo7ZKzmlMQPZOivemh7+iJduD8ZIB8z5eggyMdc0BCfOgGNKsX9FvKMN3MY+7zGdooxGxYbKKaHi3yHIxH6deLsYvnlYmR4pbxtT/teP73/++/tfXwopHzjWpyPKO9/8Sg6dVloy1z+N8k0Xfy00lVAaFrTwSgMFaa1f+etSoSeAC2DA4L+5Q3okQMN3JRHiOpxbL/1xHgwRN6NvpO6p2lpPPuP1OwRju6xdhkrI8s0t3WGmDZbcH9Upf7JFU6f8//rxL395YVvK632ypE/vy9/e/5e+zt0mFT1LaJfNecljz3dI/HslQHz/63fHv/7p/a9/+fjvx///9x9+ev+Xt1//dOev2oLzAPT/qm7kI1n/239//Pg3c/Mjk/O2stvwYv79/T9//O3ff/3l7+9lSmabmMd4fSv9sSenQeSsse79+i0tQQXvfubcdebyKAc+Js6QoK8nznTH7yeORgi2jFonaBK+VlaIVTNvF3Um9jhljZkvarrD5/Vb41/XTUHEaw/1U+lP84umFFPURYk6389LNLS2qRxBsjQwt0XmdufKdPjRpDUjXrrLECeiP+yewnihyb4+3j7r7b7MbJgCUF4FtDFoemDcEVbbme/YBf32Fs13RS6LxImKKoWTq3w0NmoVlIBbZ69jY5rW2KmKaq/dZK89k3qsO5NjR81I+Q7LxrVGf76hf+3M9TnOV/N25trj7QoHxcLhApuytGX72PnDqNKy/iDmDg1iFPVk0STYuCGSSoSsSYF7BvTafNQS5YCxf+YWyIzVrbC0uUmzko1IRNKEY6c2yktb90vZbTByRffT9MLd3TJDzTN0P3C8ba4pIQ5HuydmCYxYUBH1m4Er0Z1+olWsI1Vy57/4luMUWoMi7E0WmIFMFuIkYUZEzj1kSPBEbrI6sAt1TZ/n60t3sA8xOcAwD90yJTt6oN7Lk2yG6PEKIz9igkOMMpbK3j3OUNo6ohFCcCWvGEEDV4qQ6jiJjZcfukWqKR0WEhG/QgpEVJnakaR7gKg6l6Y9Je7u8lSHkd413ICV6YfOhCM8viDeg4sR18dnlqLP1NZ18lPDAj8B3Gi3Ytwh/pRQRcvOlDa17u640YijB12WhFfjXfBkruvXj7/9/QhRzT8fYfPjHyAKuGVtiwm1zY1huXEo0rvrWbujLjBq9eOGl/6eh7RM6x+LNsNhU9ddNSesGBumn7iFibE2lbU+YWLqgTWyhAaUiLE6VW185ZZNc+1uFE2JKS0pFfKu2ms6Cm7alJERXLz55Sq6/PaTMy7q53zHKpUYKjVLCeXqumPQ3HTBXU46BnHTC9CTSNei0udGvPS0PxDrEo47uaUhJxN7EJmatcVbyPiiLmCEWDvZNuEthcBE2EaWFDoBYHByw+pzxkCUNK5vcOP2JhsiEq1izOT+CobeY87AB4Jl+KWEqQSLFQyaD7tz51hJ2Nr9bMRoft0MmzurZfJWGtBnW8F1UR1fKKzyOI1Irerwg+7vgNzPZq1LoFIi37Kp22aWzzEHhUZBiXDE569jD1k0rBwj4HNItrwktvJIIySIzraI5U95L9jlabP+e6X3bpr6MEkoJHcurCmXiFV5XLkrFno+aTxNeqYIxTzp4fMaCaN48+6QgibN07wWphcIOYZhYYPBEEaf6/tNJBnMJQ3BwhQZTs3lm3Sk/emHk+nXpDZ2gDpmhtMXjCcOXxgdkLMbiRpYBuL8flWQzF9mdmm9ZPsakLDIYl6UjbLuKK4zcUsLcyx+uMiBjcS5MILSSVPEXLsLbiMJFgkbJmxMc0mL6AwmkDASj1+ZhLRW5Ag0CTVT2u6IpTC8Fm04XAiZKAnOhbDpaoB1WKify1yyoRVB/ALruoSwrtVmzZaYtEtfOk1yT6BBI9WMVL+IUzZpAsQg+PGrmWt/GPYhJiV4tRXWH//yy6eLTyIfHj0fT5dYb2HJyeORf1JZr4Mti88e9ZfM2mjmmkVjIpndmWiAj9XcThrNPnDES8x5YXKEJtFsMhsGMUbdQx4dJnb1O5HTiBQ5ePrmkvqSzG8uneRIEedVwvnO3nXihJZhUb7SfurHJPqiR0GYfKF4uyY28D9qAS9LLrbZLZJLXR81vRFzgITH2DYVuWc/UMfj4fOQJLReu7PznrIOSjVgSTaZV948znjNJKIpXIdrR7BRDaJ1pugSClGs03njaWsLB3Yv6aWFOUBRC+kMT7AAL9/Y8/MeZ3V4h7lUCahX8etk9axqjIdTBjmp1/6aF/NX6yfx7/sVk3BnuKPt+3tc2nU2ianI+KUyyUBL5hQ5SH2gQzZ6g+9+LHVVC7/dtIWhypn1JCVtgPGiEI2h6KuoMqL4nehTrju9bav8cBKjckCrs06alpP6gz3WLaHXmnMkZurFMHqZt7R+jsgvRbUK28xFenPT1jM0RLT8oVrjhq+JvoJFBY4hFKpdxm3/8ZmuwyhW1DUwd+BMfce0o6AMsWhII5pCJmLDupKVQ1BL1twCetlyj1EIRwzOhXJi6yh4b/4BVJhlpCWN8/nL3/7206//9oL3Kev2axFhVgKm6CCfB9/smDALt+nmTv2ZWvx7DnJ0nALUoW1f6DHeSg7vS/2ZOVNfhH4CszrNtRuESzFd+0+/9OVZY/biU69+8kuhsbJfI95+9K91oD7fKsxrUZyvts70G50uPcwSNc/aayoA4inXL9B+ZmjdfaIzAsZBNEw8zT6QjB81xYTThVk646Y/Urh+UX7zJE/CmTiuoabt5YnmBSgc28+E+XU9UCLRrE/nQgpwxErpWU6WV8UqFhKZBghs/K5PUEA2WJ6XslOByTwxr8SGYxSJx2tk7UB9ejLl1yPufJlMYodL1HZ7NppRgcfTKLpblrhPFNu1iFHbhtBBvBgMyuQageZUItNEI1iCrQrKMJi5snQuT9I+LIlInzv62Ydpx2xWyZSCLJmozctQcJyXM5Ss03ayrRPukjwhlcY6YcKY7Z3jc+PXFipVanyMm3Y6MWXYh3XeRcmMOBmEeaIBIqNAorxAW8co9onml4j2TRSoSdfJcK8NJIJnTsKOOdSZMcOpkMQyhvbmmjKTeHJ5Tt66188W+0TzOsxMwXWNk9dvwi1LJ5ygxRdGQMSJHjP6dseQyb1FF6nKvCV4wxK8vWYXMzNbVmRsfsKA2geOucussD5znVyY6NAmKo2aa7dBFtM3nHLquKXMNVsQIHEuET1/+TCRXx+0gOZAQH5gKbETl3jxRLAia4aOtOw2uMez13kyCiScOmU1aFlkZkoWxDK1GbsdcsIFIhvtbSg8jtC7vMOJiAYPZIeAEyGMpOsCVSZ95MTUY4nJDw9XjYotxX2GYTE/rmCgOt0byNwt5GpYKYyqrq0YxL6pOQltHsrWS6cXZk/tNS3VmSeaIghKdQuJ+TopZx9oSq+IJJiaquzZVMVImexTlXOVQE0RkX3eOYAds5vjiTpNELQIABJvxeNKDkHh/2MlZ60+Pm9kza/rKJg66Yz40UtteXJWN15JAuhaO51HuJJgOZ8uH+bASyA5SmHJI0ytT5pXGmnZsutiFwYZGMThwWVczjYmGZWgxvSV8kCsfXPwskSM9ndY1UEhPJ7KCZel+Oq0rArD03NkGEMqeq4N07BtvbFPDOYj4wdN1OUlTIjYZXYSztL33AYSgqnEqYie0gv2mv2gmJkUpD7h5PdTYZ9orCRmqmdTkTTHram3yGrhvCqWjOsOlTVP3sr1sjpcRprKqJIFZiqR6VE2La2qXCm8kUA4rG196EQ9eiqiorEKnCWRQg1Vzo9rRD2aw1a2NlHR+kRp4vk/o1xL1MJ4IlSRteRYH0sf6Ai1EUKQOUavysBu13VDD0QkTdEDiXWzrkWzGZmNHFnskgnA52NiN8wQnY1Dt21qYcURhOFwa7EEI1kCGICQDhAa2inOIepA182+KZHE3cTItUppJokmJ0gh3hJuV8QX/QXMXrbG6sV2048SVqB6oEkpGcwYWYcNDzFWJY7jeH1qifuMx0Ug4L+5pNW0NDEu5TNCLPs8haI8E2z2xASWLGiul26Pq0JIFHk9mARzSY9MfdoDxOBfL9DYh42DSjVrl/F2dlyqsJ8m3q6EPwBFpieBKeT9+v6/f/zl7TM+R9WRHi0nT1fyLlQdq7JL+3ilQHmOe+fMLC0aOIB+p2/IRaFg5zvXdAtz2lfSBX6hf13IoK4tCZv+dacckgE/i/WtGukmsc4dZjpjARAdRn0Ndb9OBeRNuMqk4SezPqF9PIkWyOwQ8CrgkbHqg5BiJLRph3WQGijttK4W63iG6x6oBMDr9FvKtYkGArRptLgpKaWAueTYSG0osrq5+WXjbk0SPjUv15r9aXXQNhKIZoRhvAaWn1JlRbEYqUn9ZIKHMY9L0yG3RG0k6xukiyRdN7+k+tyaCwpIrfgO6ltuVKcxQx0+26Qopz+taLtOBc6el1rKPC3ZbyQc7fAeI+ZUX/fUE6B5TG2VUUK80SsTlyQWUnIABlCtTt4W9iNJX4pyJBWANBPp8ad1yCynd8Roy67D43fb1TL3TUPQeQsmVI+3wD0u2VpMsHdTxgqTtRKfW8ySf/evrf9zAuEIWm8yKYyMI/vmDs7zNsIMyfnUMew21zTW6phs9kYmRkMtpBtAx4A6zKTgutw2lyEGfZWGmWFn4lEbn2HNxNrySNfmHygW6mPfHjZSnqNij0rNm07fTp1IdwcOlVlqXupCXX77May2UWSSmxpW7OIEUc6NdbIo6MyJnvWsNmdI6sgOuLvjOOwACbzddZ5IC7e3SIfka6ehpLDL+o4ZQTbKQJ21C1o4nhfObKNGXjexLkdtf1lX2oYyzQ4x6KsEtL0+at7GbFRCyjy1Ub8lnYW3NZw370yFem5AKIbt7PNvIVoBPEB4YMxEsMr2SM4ASC1EGXvJ+Zn1Mz55i+nMfAxTZKNWrAyxIb/Y9ilHZABP2d6SI+pSCKX1ki4iN2y73z6lOnXknh1Yx56O7VqQAsSrtyjpwNsdx3qIy8+iRDnPPkT1CD9vjXZimovSgblmhC+UW+6MIDzijwKeg/w01mykwwBzC2H0Ktx5/ZUq/E1J6UackvVcMSNAcrRolL5tg8HyOJHfBrevNeZp9Jhflz4TnIHoKAsg19ZTcMw4EUVWksc8Pi8qg5968zQFnSgKeQoWy6gaUMtjsSOZDBVJWHjFeJbjIxY9rx5v4AoyDUizhMfKX2/AsjjpscMyTe98tEpYgFBYQdBQeaASyEDGsK7biVgpIjpP4g9MrptrOhGOMFTSIsKZZbcGdR7/Hkh54+Fnr2tclp3EAp7aE7ArQf7TwI9DCasrpy3bpEUAjcq38Iw7VOGSbcIVSuyrld6v0HHUhSAxcbTa36071BvK1ELfA+VYpB0NNR2OEWGbnGq33Jkuhh+0RHoeQjgCuS9bHND+NEdAjqg8K/cl2gfCzpAYwAgESkK2K3OLmoTMZL7r4wF3I4iEPRX4N8xBVqJTc4Bgd+3ZG0ZbLm+Mj+TaaBng5rHHs6lEYYX2vJZ4BCvmFHs0PEzHrrexd0z19oItnj0itjC6Siq6YqY6pOfFrrv10u28dCtpyjeT4TJHBtbVozNsOcZSPq9hLrQPlxk8012LBKeAx9iJfu2OeBxH677tkohltBRyDaRvAS2Mc9R+eZ5gWK49Br3uAC2daMoELQarW/QBryOQ9dQTjqBQIvkcwWLazC+bNbg0CIFH7Ig1U7sjLksLgZKX5WZW99qvLoW/WyLsriReaXVX6nWX1c1GyQPlFi22TMHE/Z/T8oe/Xm2dWBgI4TbsO4YQXNsVKdcfmFztnAv+Qqijc361dcmPR3AEYEhuHFisUL4Qph7F3JL5CTskhid+5eAnvQeK8B/HRkZUjXRbU295SBtk0REtRZyDTDZYJMvx8A6d26olGEEloePamggqBipTDaE3W39HJEa0YMYwGZUJfeAzrJZynWUTVlgD6U3H3uQdvk/+AByWiZx1yER9frqNuPoTl1lPT24N7uvcr5O1KXIkUIn86fTJ8fQVcCh++B3DInOgdjLR3hF2V74nCgdI3gHPtejjtteE225YZdEgA+wpgQVSOW6J3fg42ECyh+DDBAcT9QT4CrEwDvs4R1HTVh6HFJNRGQvnq7dQ2ynR1xJJH6boXr6D99TXwEU8iyUSq4c71kOScYbIjWirZYnDgrXXrKXiTFkmEh8x4essy+WJCowhiV37huPI8MzM4jLHu26rwOgbKn1KGwLCUe013TiZAy43UWLez4R9YtCBYeg9mwnV9TQGzHyieLsoVmBzedAkqbxxAALLkrhISER77WKHKe0SOID3fVM+tg8cUxlZPTrEiTNmWNOMi49myFy7XdqR5CUFxkNFbHPtEmjgkeBYYPJkpFn7hPaJY5un+VzQ2eypLfzykeLtsljVnY6YGOpOkRrWkNqbbjkj0xUbuOQmJsHsa7fwwF58M8mjLFOEk1vqqDI9/WafcQsN7A+A80oJ7s3QI5z37fJzcN7yINX+9CJfEc7rWr2mpm+PYIsueni7fnfwmJs0WikMgpXmU+r4KkTJHfKkGTSv95ZWZX6/u4Egle/Aw3PEgOmY/zJP2kYNtYDt4lmpvjis2rZHovBmtNxqErkWRzCiSNJuL2ChcyKevU3W/6TExTYKWR3U+8cgNgN/Hi+I0jsVD6sv9k6//1D8VQL2bmt0hQo+tyRth7sasJWKlRTA4RZVB7qBTzgsLecOESZSsjhUnPLaCPzsLbK8w9p7MTdZo0AcKpFjqExZFPk11POY7PBvCOIuphb68NfcOvspPDvgSYloLsyIuWQ5gRBS1w0J+EC1u/WC9Kw9WTYlHDvAMF6jg53MnZouha6ZO8QrSVqba9NBt0J4rs0dUjP1cItba3AJX0RPm1u4xJlJA6oP4IEtLsHM6C8buG6iMonXzMVdbek6ZKFrWQZnZnTmuUhU4G3Jxo8PPAyTLgPsiNZLN5Agj7p+dAcTCmXmmSiB+WvMtd89j/AxaCavK+ndajHZ3x2zGNdoAzu+kcBqE32uCSOEi7TV7XqJTy7o7Ek0eHdLzehd73aa2CVEf9MtM9IOnB2hUCBaMnNNOVyMARkz69TJibpqlhj0TuPuW7oMO8Yx7oz7/eRvQ2zx4TtQW5Kx6REv3XzTit7B9sgRK4xtEEkZWf4Z+dry0CnUCSGtVEtIY2Xh5rRjZU/MCXIaD7RUx2du4DzIciBaxs84d7xa06cPnuSo42i36YJHxOzulm6IPp4clyvUcrHdpifhE34Dn4hi2V5bb1NP6UT5fsuA3/72Y7nFx6F7O/BE9UN5GVrzrmgiymxUjEKe2ajfFMrdMqEVhCF/bQcECINn/7FzsaJor1lEVsE0eYrIpxbT4NO9LW15potu3A9zecNRlnbU1msTL2MUOe7o7psj2iMhXMQGWHtNRxFJ4ThaXo/n58I+0bbJ4AeZzUUK1HJw+UjxdllsgPS4roSXf2W8DKPac3fEOEN4L9OZ8u8RxLB+SHYoX7O9g4TTZO7i8njIWv1/7iG1YO/z7g4BpsCwBA6yxPZ7VALc3pIY3R4acN9za0N58SkhUzmeblli6JvusscnKhsEaOZKdkL4YTcEsQYAiRS8ci2grYkPOOXNAFojT7cV4jBoeYJC5XNIIAYVwgDZPGuZnZaJnK41snWdgyex8IS4SqxldV5bR53aR2YAjQOaGvn7ev1p5NCUYaErJ5IOzxduqqpSjW3YNr5/5f5TFXaxkEgU6BFAEH1IHyeQyLCcwkj+cG/MzX3Ejh4TwN6R8OopqUADiCBgOcPQI6b6VBkl7s0JNsxn4rMVkC8yhJ8l4CUUvWOHvhy1brkLvWPVFLmG2XNxEjHvEQnRIqc9boE8WppvRk28AlFLIbejdoyCcfpwnW5HPYkxewKxCz8OfvO0k8fqzIoovJ9sPPB7Z0cCXTJLET0U1nRj6gEkA7e674+6QCdXXmYY2aSjTTZHnavlh5gwnUnrMlhQFVy2a4fyfKdjiIs++R2OPiMtkmiGofXJrLESM6XtBPiHJMQCzwvLPdQd4Vs6YwB6Z0Tk4Upg6kOuEdXNca0t3MDeMacrIMp10NM7cUgrN4ZdvkgVLK2dGR2AwLxkRrjnbvkq1YtZvpi8bEy1cyLnCE0XWJgmJLTbi7NP+DjQxR9nxl0RK6GLv7+Dz9fl+s6VTJ1wEsMslTA5VwrL9/hETfvnkbtcK4c7j43rovOLdsaznpSlFzInvENXzaMEBxSwqW9dWibDct5KJ5RSqVScEQZEPNZCoOa+4CmiPy6tVUOkcIjVoUbqieaSHQAKl5x6UzhrxMEIi62hvsQuEJlsgZfikFCwFip9UGv+nMA1DKPKqqE+5btPNOIEU8uAcrfTdykTylDONoTBCmsNEXJ+ycqkUyxknEWG9ZLOpcrIqxdGMDITjppjLE7yHW0TDYnpghEkikSEw4KO8kCkpTEl6oaVaxtK4ICy2IcBxyNJNgKNIJO0r4l7rnPw9FpuyF612z1hEFQb9zuv6z2ZKXMNOdPIthFXvXhmuPByJElrubaB1DtSA9HOoTHn6ikZD5IA9dmRuJJMwTIP4UjlFCnsCGYkn5aQ7DFwN41QWayhrPTwTMpSkRjY5MhGRs+z/5EOVr/TYqncSzNhdy/cb2X1LMYQAu+5w7St+kDsT79d6XnJ3hXVHfnsO3aHymeBU56H8SWnoYcakA0xpDbMWPZVwvl2pEzTn770mZNlCjuKb/O0MYBCBdaJmIN4wWgcg+Msi167G0LkfJm0ACFRgL1mT8rxxGAGRp3rAdoqZ4zt2Ht1kRuNk89sqjURam/2A8W75bCUASCaw7hVlDt7aBAAdkwR6XiZa9b0ktNxmMROaypt6iyXJ45RdG6lE4j0RCiVwmdpTqL+EL8hshV2YsZFsvNjr9kGkYyLW+Ie7KuKW1k6+8QByYsTslrzucceT8RHFydKg5N1sVpYziNP4plMW1jzyR1SRVmqS2vn1hfcguNav5dDtrWzo3wDjHGUaRJqQEz0CIDGgwk+0+fUdkZtb5v+IU+yRme/CTxeL5k+D3x0J5aWJybAPGw833HvsavY0S79S1SxoQh83fYo7TYdH28/SZx8W4/PGg+fcEXwBHzzXgWLo8Vehbc5fa5XQbC351r59CJP9Cp8Fb9mPFZds317grlJzV7mfm6boP7K7QkFu5f37QmRElIb4uuv1ZlwGee2LQHmldp0K4eyX9STENH873sSGGlxzhU6U3Zt/Z/TkwD4qCeaEpB7/ImmBLhl15SQlTDp7ambnoTcMVzZ9iTwLU/0JJibrCVAQqCT3vn/yKYEp1G7nla7pgRSkPEq4BXp0tdvSnDXIT/VlIAKY5lkSnIj2Z2v1ZLwMlBays2QdX6mJcHnzS2c6aKmtt5Io7NPpF6/Vk+C+em3JbltSmC5ZwEyYFr4GCBuya/UlOCwK+aJpoSEWVyxV4+lrz0JzHL8dXoSqFb0RE/ChOJYTkYcs8RvpDvwlXoSHKLG9j0J1IL4TE8CNGY905NQaHZOWUcKPTohbL5iTwKO+6meBI+JIpdox8ukEOH5V2tKQLa1fVOCZ5bwVBiMbK597a6EgsjVZ7oS6uhy+6f90LiDMlXzv2ZTAra2PdGUgIT026YE0mfcNiVUpJJ5pilh28cwg3KhA+cNnM4StSOU6+s1JZjffqy2fVOCGaTBoFUwMNJTiKxG/+qmhG+TXXgb7Z/ZhUtM8Wd24c/sghnqt8gu/BlN/hlNzm/5M5oM1zH/GU3+GU3+GU3+GU3+GU3+GU2C5f0zmvzX8+pFJSW10eSPHz6MP30qnIzxNVa9e9/5uxjitbt8JbiGOPO4Y3CtkaSZ11GZnSKNylhxQWQ663IvQKRVmexY3gjMp/SwAyZoFWwxHimMmFJZlsFVGxd+v4708cCaUdnKl/7oXL0LfiP4+1ZywL4vM5NF2vWXbxBvP/UXx20f36fvrlDb2zyGAHkuSy9QjZfP/sY0r87IX9mjEGelciQr4s+0CnvfFGhPC0pyR8psMBqmjFzGAA8lZryVz4CGre3cIHkgdV4eGwhXpp3mgQNKKmYzsHqZZL8m32OFJhMeB/CKWt1RGB+7gMB+x8mCbpEMGafyWPmU60lRiWrG9yyPa3eDaAw/l4wJ8UH6TntN/FVcVb4ZdvUxirCbitCpTUnIg7GL9DLPXkeGfRdiBQKc85MPsvqiXnsCBuAhbVJ2wgmPvFmFO1FPERYMyI/gFsWEc6FGZlnlG1EIIe9ChQSRbkOUeItEniJEE/RBA/Mwt752+OXYwIWdHFNBO6/dkiYx4TExERJHVylgJ9GSMBm7YrwvG2EqSWZ6TBsL3wHujGNZDLWg8Rae0saNlXJL3S0o6eYhDhpOlsQ4EZtQn35ANbnnMW56g2QRogfgRcMIfQ8zw2+3Fk8tuq0Rv/nkQ6w+ZHEUyIXBEnUbyCntw3gH6VgjXoTEUYRgScP1LWqkXMixcepyWxZK1MVGQlDRE8nHsUSwyfjMyaFdSGXjufbAMoXRMbWknWATSeGXPLVzcU/yl1h9SplGjMnjhutehowUf005q8eeVImW8RJV+5XHS1Q96MZLHO7qGoYcPeomJi0SjZbewk6YSBbAjpRWEFQV0x6Au0/pWCoz8BB88yQ9K72MCWehR2rZki3u/mAktNHhu0SXv/ztwy///HT5yeDyrfvv6fDyttxi+rQfjkZaaixP7ji+wArM2RuhJlcKb2fMd62ISgCwomgRywOMhucKXjWVVq8esr7HtWqzv+WYrLjSXy2NiMRYi3HNQFXBC49D7OSJYqevHgwYfE2S4/F+LcB3/f0Sl2o/vYNS9lo+65wuQPEWYHrCL181ArMDnP617BvoyzxeIC1W+0VM0UzQYpkoRZj9CCtqs2D0X02k8NKy8rUBH9Da6XjiB754Jl7/nM8sxz/AbCclUbdm+x9/e//TK1bbPXqpv0JW0Ln8vn2083KbFUyZbJC+0F1WMKAe7CYpaKZouAJVeQ40cK6PjPHNk5PqmT58ESOQ9wjXEpVSJaQq6Jx7EhAuASh/OEEf8dUlYCTuAMsP8aiMRiJsSJH5pwZT/K1HmAgc4MVyYYAipx55ZO8gRFLxzecSpBIeEQ/y4UE+ar7/NF8S+4Cl8T/ABAQN2uKYpk3/bE7Yk617xyYdAjXwH0suwzI8GUNhFUilYc3Nc3ngiDYDqXFddtdoTWzcPWs3SKRrXy1jG1t3312c/fuMbSH9JFc3KXuJOYihWTgiIOiqXgvlj1lJk2RpZX42IT5c5zFyI7HoFInpPlSCLlw424Jeo+VxXNtUwwJ2je6gbIUwYmIJMFR6xj4irY/mjdb2sVCPfgtIv7Q3jz6QgfZCXYb7YmIfU+dt0Ymy4SnziLX3WOiMuDGPmPrwqrX6pH2syglvo25kVprZx0SicClSa//ePsZKgCOBEhFmopod98i+NKK0PoLvghVk7zcEl5Lqx2k4CdQoy16obHLCEChx4VgokM3RN0Qi+ma+1tvaDGlH9C2FBjy75YjAKvmx8EkaNGRKcAq/BxYfTva3DeVUnVjpiqwmskNQ9kcYcIh1yk2UlCUpvzRUpzIBzkRUGnRzgBJVnKjckK53ZhJeVzckGFLcQw1HSQhig70ke4nN0wdiNPWF8vbxiFDWerFSgyQuthnJQIiU5JNfJ2qVQeFtZiJDIoIT75mBVqGxaK2I2yIxpEu0YeUaOtcyijUCScx7iDiKTvzUYaYr5woTvLrGBC1uW3gWkhUYhDNVgbEo0pSkitnx0oRblEzFJnPsrrZGSlIbKFENBHwWHELCbS5RNXF3OMrcdq915KiDWFcBfDGV1aDXyB9AZ0AqJ0i3IwVNTMELVnkj3V07lbWkaIswgnC49ASuqJGK51KhSJA9luz32i8Tl5CYhzyfh8ceR3SJ/HjBQRwuRWg4FQmSVbzJExPfiddB2ysQn4jwxlIF/vj+KIUs19bJA3lvcBGF4LDh9xBCIczmd0dRvFyj79EqpNSe+R6uzZSTPIZvLajtGZ+jcIdMLWt2M0lbI+pHShjY+n/Z/V5/HMn4ZGCMASAzsbIzLiPHkCRJ1meoKArAmhLLAxu8NFIUENgLvQPFWoJEX55cJROfcVXBdEOET3MYEx7gJzEiriXvdv6UK5iQkChkMPcM3GXjSqOpUtomE+JJcm1zgMsqQX9KlBbQ2gvWEle0z5oEGjNRiC5JTuf1pjpGGSgrUpivKGSCYkjUEnBb2TK/PfrX9kWkQKj/ibURJB7BNpHTJhMUtVOO7FRZW8/FsQkSRmGSRMdRNKb5PJGuaPHt3jRLc4OnOIwj+lOtIZzilInA3REMXVTQb4ThhoTta4ZbqVfjGI7JoWbEzmOQKBK36GGQMBBsacMVL58fiX5DYqFTKXVjc8ipV4IHX+2UtxS/YF3Glj2FB99x0hJKyCcupRdPnV1nXw21ZbptJ0hloHZv5IkI1o1EX1Pm3ZEKofBO1syN4pViNi3KhvOn3I9y6njDIEqgNkVZYxv5kMgxjz8cMDw7Lsfi2N5VOfrH0jT6NFGXK5yfqwM4je36yCnsHOwUJxmFQBGTZBTAxfZ9QmFNDNYpbZhBz8wBZRM8J9y8o7YRoTOGQL5ESoQfFtKvO+yQJt9RHgE58rsJY00dBw9/WQ7rTNfxxRDTGhMFWUcMS8C/kNRvNcWIwCNYux8Cz0GoVdIEzyNtWCmw8AIDxhG4Qs5HqzsxEPO1H1lDr5CdsY2itgY+7qyaOnp8vEyKEofjtGaz9yLngC6YpJgpr5ZILSE7UnSS/UOs/48H3G6DTmUHuUbevNniw2EZc6VoM+XffowALcEXJzs/tO/rx+/tb94lO03+/Hczk8uNYcs+I1Qj5s4JMFiscsDpyESyLjbGbVC57AcWcsunW1PTJLo1CzHLPrE3I+m9HWsCsea4JMUMODIN6d3LxkkQqdenH54e0kDMDPPZ4UClYiOQ8axplq+EgiDniTHJeMP5VKK65293CpPDy+dTimSh5YREfPhsY04OicJpze0RnUmpyE9w1TIoalsfHqNmE7EvTjLkGz+nDGuiLSxcs++BkqqHA45SbUZBUBujRz/J3QlRqYkmG2rfx0wWRrHKDOBCjIFqshN79AfgN1XbygCB/ueXn9/+7ikcUBptSl8BB/S+vk/vL9vj1sR71CA0quhz/FYz6o/D3MXVHT0QaXuFzwZoOdJ6Olucwv2HZocaMueSKLmKdIEaj1Pb+3hkAx+epBagX/Yk6w6LiYgG5f7Y6dQbsXqv3JEhwas65s3km0awt4Gv30sKU0BOcEzOGtKX6b1SBm2u1XvFanpL3kyHWwJOJWUHvObDzbi5ISCFR1hTr8da1B14s4uIad69VIWP1d0SRh2l3xyb2hv4O7huo/q2j1v6imYjNkc8L90DfHgtwhCxBn7yfyw+l3DWY+OgT7Cj8RZSA5bYta9wuceiw4EVSuNuuuEQ/ZQ8iBkgv4XRUXys/bWCoADnMnwASYOtdljl5nxlNLkdGHEXhKWUtDSqgXpMQl1BvKMi77MEP6uNa+ByY1jrXXFmEuHl/VBHuXlKVJdxmOu+sHpi7VFoAbt04I7OdBJCh7DaBnIIXe5oGTBleAM1Vmx4p0QWFU50CZNXiyvaGOexuBKk8tCGBPzuA9V/c0PRaPdhpuKSvDtGj5J6sk1WiysaGUDDYbGaryhkQTBfvb1bPUTav/AUHz28N4bJ4dufjvDiDmkYB4OZ6lLuUpQMI37GDrx2uLOqpn3ebglus08Cyg6eTXmrjeLrO3wVNKpLr6cXJMM7E94reeYSKHXRUJUGb6lE41Q7xLlsL2H65CO90K6b0ERLOWFpQTodUBJqL1aSSPPB7ItA4mIiWkZ3XTIKcfFan5OG+i7meO3JvcUkO0VhPWY57agTIpWnN1hc/ckLdUTGEmCIm7gbCEwa6ZJPZKZkvMRZFSkjaq7dZ4UhK548YSzMJa09Rso9nSKck9dfcxzY5w1o2jjEzBwgsu5UPMMh2K8Sbz/+lwPkS40fngbIwxFjEgC31TczAxbzQdgyvWZhj0gHKPQZCfJBko5fQwXsA8ciS0SVN0XgHGYNM0LiUVXCCtRdWVhS6ggWSJwctdcsWKBigTwH6ifaTsXlgeN1JvKns6kQVghSeMo0iMmq+OJl+j7W+uGpvI6wfWU4zeS02aQs06Sml6iPw14bGTv9dQPfNormA/IXt7lj7maQdAK2cpyEZjiKkUUwKV8HO8VcuxtC4WYSb4pWitEy4Y+fPDGMYX3ORNgnGhQlquRdvrXBBWFbxeUTxdtF8eVo+vrdhw9PcZOJXQRyyBR28LlIVUexbAiwsddGqwlrjUfC6CoUaGFHsfTsDUz2n+awxiYw7wnT+RJPmY/M5xlMsSnytRu2skIdJsFvunwuTzIQzocLa/luEL0RtQnElluvI6Bv/+VL8fvvU33qXE8uYcB1VsjWdb7WqecmVjcwj6PCYa7pUnDE5yTdQWCshFVuuRwvz3uMQep9cKxfXvBRBGd2ZLFeSPoSNkwhSZYOeNvJ0K6NIVgqNs/Pe5SIFET59CxcHjdeJRDT7WwWemHaF/tx4u1y+OL12fuHUr57Zn3GSrk58avDalJi7lgIPmXDsf6WWfZbf/uCkg0YkPgdLf3lgUHHhVqil/czbjNaDS/gczrEOmQpeaNq05tW5AN1A9hr6tl0ouoSqGagg2M7F/aJY6sq9e1yLo49lgE0ZT9SvFsT37weKsmwh5eu9dD//eH975+uPVcO9ent0396iy8qh37MMcSnToEWkbW/jiL6zUdtgZB4hhRp4LAMTdnD+BbC/6RO+B+9dLeoCrEkhUAdDYG42xLX+C0nVrx7/WUjQaBaiEsb1rLeiXitVSIQzqbXbIL+UoxAJNC2uXZrHYhs69jLFQ9xdvXt08YIuDfzhNCsc0ZkIyFbFbQk+5i3RDrLzRNcqvRNUsBRnixG0gzJmVrekqeWYcnfIHotA0XThFIE27Z7Yt5rF6ht3z5tHPjw8rv2xxPBghRjLjFju0s0/8fIG5wKjTN20lG3qtYE5D2nG9gLJ0x71Erp+GKGUH28bNW6rwW/Er2dAzoewpeZFRKGncAwoDmF9Hr9aYrQpVOEkEVkNb7Y1XKupO8vR+Nt7iRkVF9qeadDYe7RpIUjN0dawTEyO7lAaVa6bu9I124zBk2diRGauglNiyNM7uWJYy9EIg5sCSqvHKGbB47kCXdeylQkWCCFDWp2RGWfdwtUetgpRLdfKE6+tOfnPc7FhL0nvB6Wx2JCKZYFHZmMaeQSn/prqCyKUNiGCCCNAoSuVW63liIa1gmSI+y4wPeQB2Bcul0jQcHyptxAZQJz7XfPz3uskUJrpO3Ebi6PM2kcZgqNE5xsZpLNY1aRQNhcu025ZuoXE9gz1ozkOyOt0eWJBv6O/dqno7QGy8oq4u1CCyIk6iYJgVLyPkzoRqNbolW8I5ga3zI7vgnjK5ttcnxjU5NQyFEDgElrT9NxX56Pyu9/uBKV36ZGG5Wjhdh77RoIDxNsqsz6M+L6Y2NT4yPouITNbtJDuBbuSXrAa2HFTQjOPX2Rzoa3J+rxlm+5Nm9SYUJ3/qQUwgpTjgy8PsJOasxVXgjrIpVlBUHCQgTACwofS8H2KxsnCVvuxQFGEQMVpXviDDo7Ql/dX1Lq6vg1tdHfvEXnSowKBhrDEImXQ/bhhqOkdm0lHg0dmQy1LGsSg4pGNcsYakxxyrW43ltJW4Q1zs7MlCLItImhRroWQbMT2XsYVYTbQnIloq2z/RoHUbhA5x01VvRCM9HKrpM0JMo329K9fo5Ki+JwT9HmGhLBkXNIAIHhvt7Ofb3VODVmd6HqUI1k6ASUB1ZGLm26mysbmVaJjvGMCWEIAjSCNSnkQ9j9VjbOvswm6WpUT+VB6ZJFsq1sQJiae0qce9rQaSTtILemFnsAJcOCH8LW99WNw/xTiYAnQGhZQTQa3cGOX531YzuPY+7qkZiUHU6bcS1GEvlhq2/Xb6Ty8rkwqUF/Qv3EPWLHJaTAapu2RSGybFi4csQQIJeQKy5FWr2Ze4NkHV7mAGBs9ocf9ikCuJsH3TiJP1EzlGvIKWDZCG3bLRZBJ4fiFzt9rXxoV4qAW6evV6QsFzj1Cr4aqCy0uyMbWUE9GpZo3/7SmDR3//yYHCWOtYpw8+KVdPZ2t0isBZgY9U3/sHpJLG2ku0295Pv//OX7Xz5dfY5I+rDFn4ocT1dMbhNg3G1gBjmP33xEwK3w8K2t0OHBYqeuFHoxlTnEhiwkjjgMnGmnftjP4wGbumBFjQvfOfsLJ9d5zl+ffvosRFlTHofeXfJ7mPK7rL+nvnU/ozBwmaqRxxGz7s0MGv8aqCjWrQT4i1COynjExHKT+5yDn2DwMmEn5BBEDB5gWQI/vW5IQOQsCeA8CYAe28SlCcHDCXgcGwQA7IQyq27DC6Mb1gwhTWrSIRJk4awy4UeQJA7CdQ/fbwcY9rQJTyU2jK6OKIyQkAoXtHyBBTdC3xEnS8WUNKiyn6YNMK6JtgFuvEBFbNHJCrqoZJKl/2R0n8npPE0eG0zW8LEJ4rt1qFMoAo8sY2+of0c2RRGMI85h8sDiNolaoWuF5ydDdaxe+nARNMLA5xvmJVMf7OsUnw+cghAxGjQSlfhJpYUcDWVXJ1CnLq/DrD7BeDlWRT/xvhBmGZGCMQmF6jqiELC2FD4TX2005Rq1FF4twOOMYYXmrmzEllNiJQ4sJZDHC4+lm6BPnMOcSmxPEpok/HiqGGJqYky32CrpBOql20JD15h8QIgyi0hVLauanCiSHqtDYRJYCXqsGE0cydCf+qLEjl5Ye9I5yq+3xkqFbVdncIXqk60hG1tzClP2/LDhbhDsyCuJ+TPJSB8pBClhjWWzvpCG7YUIj+w1tQQBwWzeAnIeL0G9WxMmN2TQFu8DWd6ltRmHkAb1nc1DZrCH5tptBrBwNtRw2K54bS9PNEXqjF8z7aifLk80eUh0Hy9f+jGKzCSm9gvFuxWxXFGJGhlr3EBfemPJAMk1I0eNuWbh9ZhNyJ11aWOGuHdGU9wpBKkUBImN9JTRnRF5OU2sRLp2WzKZaQdoY42WTJi18vLEUTJhsuST/GJD1xjI2RCnASVeLh97LKpMaGr7keLdoljV7aMjagVpMN40Hlam901c2bbX1E55nspsuFDGvW2TKrs8MejIWC3IE7BKOJmwScEbiJG1VRugQTAtVWNpND74zDVrqzqOIrGy62m011/EPjGYkdFcOI62p7bK8xbjdbFaWKESc4DCyW5P8E7pAoxW0QmXX8VEifARk9zyYadAfhBTNbiYXNdy2HACuvoKY/KVjc3aqIYBu167e//s6Mg5M36E10hcjLRPNDYKwxHBDa3n4fLEoCPDiOzyic1iQqGhk5aIjBStheXR14gnJeyIucSbynh+S/SABt93Qr2eoEUM+31jvaTDTO/Y8Vl0WVqkSMPbEExrx3SYNCw7zgEeo1ijJuS4pWa/zm0SJ1EtofITk/SHhniB89J6XWWuJ0qMgJG2FXHRQTRCTkh6D/fYE1MhdmBG6oouUSAV7PO7IT+vN9qoxiNc58WsDLra60gu0fl3NIqMLX6yhEnBYoNOE7a9ScBGBq96Ku4K+oS0CoSjC0YwLt2uysQu2bG+sRf3sv29/jjC005YNy1LshPLU8srbe/bD/QtElMaZSD+lo4JTDObdpqRXWx0dp1SINiCVJEgi3JYjeCOAmPEBiRDUjdS5EGJmgzyhDink9uksSSyJx0QgtmH9I6sXCHqbQkZsA9LPKNVBa928mQPD7EtrXOLFHD3zvIGgam6z9ZmPPRbIZJpc+3WLDLLsfx6Qd9tYpsvTwz6d0TnmvtuFI0x9yevEH6/mR9bE5Fdy8hIiVyv3QZpnSo2Up/BzmdZochmf3nimAvHCKQUrvHRhGIIHNcUNmy0Ur8gruwQCOIqSk4J0yYt0jcMQtOLR9vh1K7bJiRl6zB30zN1+ZzctmjTJ3yoZ8UPjbpss6VVP/Oo6PHkyCIVpB7aWOZKLCQGZWf/yIoYqUYsm8fjtEivVEb+FTXwWsYBYGrg//Xx159/+fvbnz5XBfcPDNEXV8FFa+dqM3cSR8fcouNyeAiwzCuXsHxiQ9W5Px9Ym+jpjrrzK/sL1SOEOzbMTGZWFBLR7uX+0t8dXZCD2nmc8pnYbUTqFaxjjVSeEDKL5cxnkmeOkUCRmUpEovOFRTJS0atx89l9o4n3gdRvMiVahB8UHp751fsmvRFYRlBr//rZC9GdZy5ORacNH4+UwlKMGOubHVkX5ejsmwqnJ8G6UzOU8KSRfMRpGraRPMoZeG9ArY1a2s44l4TaHAnYSikBOxF9mXg7h6O6ye0f4Red8HI64EI20zxmohB5ljiKKKox+R4rl584G0PeCPEC+1lk92SenkERKMNYP4pcyMfJ/fX0EXMkYGdpRAzTOO/amFZqu5RrJVClqMahJlkgYqtmJDIepqCRk1PSBpTcArHDHG+GFbIWCNGSA3mHAkRBCEXc4JlapLD5iGI9PF/KFth05x2fgKTK4nayrjHR9pH0MKWbc6RuXkAUOeL98xsotK+cyzo3G/ESFSJrytwdwKs/tE28JoJlCGmSqBZb6aXDEbu5g7EUehYgKl5TG7e2vFI1S1YypRVb1QTFgEPRElBx4oFI34nynSEqYYQdbQIJBxAqkQpFaoJLvY7gMPZrLJOgjxsshOhZiV6uYWq1VY4VpVuFov2NMpDp+Qr8NIuTRlaIk6mQFMc8a9AJvG0TcGVdeiPgatovMNZCZ0V2SX7BRIjoNSYTY9o1I4u1w3Nd4l5EDaRE4J1YAutN10SC5MLR3DfeheduV8e+uZCxwfewgZEOohAAJGpi49ZARe5Qn0hmiQOFnqpwTI30/mMUhaqrArDeqPLmzPmcXMjZk0GgfQhcihMdbAQvnILQa1Mt+jhU+A+szCLtQ7Awj5Abfb2z1Q9m4uxZW45B7BR6vS4y+tVHNta1ES2SXKOAUWKHTQFG79Ikc6OZsAzOXn8ce2FOBwTG0NKuU9JnBrT4pF8o6t+1SY4YOXROInKU8XJ+J0FuEAs6iomG6fE9CkyFwGXRfb0ks8YoUFlldoQjJGUGqxHoCvZTya+zEPrEXO33R5+UP/qk/NGdluPHKBoVBwVijBAGOaPWzrTQbhFwrzP5pfDh41QEw8s9jo9CefuouvOLqSCdxd4YdSYMP3h+GELZMYrIitFR1W7m2MsYEHspt2zYDQTEQb3gjlskc2BPTH/dDDyhJxTD7sg5ka24qXJkQuzU9dsMJ8Yp4Mnka4l1bdeQXgkII4c9Uq6Ju0sl5urIATibKXEIeZv29WGivpqYYKGZgtOYxPwOTZwQvlIGHHu4ZjBU3FDS3oHhWXEETDpzL0Q+F9krdGnHk5NZK1qcApqJKSchLErx2El5NaMyyJRygxBann2QqM6/iW8wVJPMp8fjv/QdjsQVkq4smfTxBC2NkAMRHEbIwbEq6Vukvmn9ENgANl0wk5SwQeE0JCYeOQW0cBr8TiTaN4oRfObqXiQFdYEWEBW4C4T363mzKwo5QJGPW3Uyxl6qiDOQUiVqBE7SZd++tCKY9bcX0tLK//3+5+9e4WPUifziukowVYCHXS+7c7iSx76Rc+gsIHgiCtBHLmUp2eYuAxX5ruW2huznBMDTItVApIIOxnVFCo2Nlxnl+JYU0mJsEZBhdonxqzKlSSFJljxBjBpySKO0nPlRc8hufLDMZF5tCC2ZgyszEqYFClwvSyPerUCc5T5My+feIbmDNVDF3KNwWUd0Rr1SAjlKrwrmKszGV2qCvEnbYJ9R5WjQXBrPt88KOiYsT0dVBJjjVBoCYye24dub0Kzs7taE/vofL1hQOUY+nfhfbEGvRsmM7gkTtjAlOsLP/OtjKy9MaXMaGX7e34tTuNam8qT69PotJ8/1oheOx/X6HfzNXutG/Ypru6h4hF3bv/31x19++vG3v79/YYnLjq9fi7TZnf+xU3RLV9A88nXGkoBVarUnJOxaydFOHuCgFIbnXOROX/DGUUrsCuFebDyd5csLLMYvYdno66PPfvMGJJcaBWTxWTihr9E7LcVs4MM7JbBXX4FvkTSWX85UQwflmVvq9eOdsIQVWcZkYJ9xC7FsslLfKGF//i0Uw6Fsnido6eu3yKd8QRDQars8Fmdbaohmmj1JtawGyc9AZjTksGnveFd+3ob5euZdUmadzfvHj9+/YtfdI4758uDPcJv+boa4YXTsE4575ssSwSRKnwnOmbDInJA+66ybvgSjQfUI8Oqo049AVAHbD1hIR7oYPZ0sXUhfuBAQh25qKrVPmpRU39bilbF/AalVCsd4O7oCCboKPF6XkHl8L0xskhrpwZy4eMK5ZmyBXHZyNvLZtqtOcoJEkyzYYwiHpFsXGwcE00YdOZFB3z1udCxLY37+MJJvZs1h312pLI6QDXXQCJrXIrzgKKng6T0IlYrMwmGCGb2cKePfzaYctyZK8Eqn1Boof6qsI9TbZeKJkxosAc575vWXEsEijV19Yv2ljFDiyf2cnUVNJX6FTL0X1uBfKtSY8cg7ikvzNM0OIzdWYjmlc4EGGIFQwgUYgV67W/xdkzwPPFslK2YuaXY4MT1S9MRKLcWCNXTDPk8RwgVqJvb7juKRKRSHybd5ciF9k/xGVcD31Un48I9ff/7467+94Cqkx1L7GiFgqB8+PKWOlSOJt6ey6T41LALP5ZSlXIwSl1LbJtMQN9lsxMh6AocJmwHVnib9cEmx+6Ps496tBEdaGyQAv+sdaQkIEJgNFqti8uT66Mc3w86OeKClZIbD7ruTxf64zlxl4djjgUh3e74A2AP5PdItkDai5ZrpnjlDXKcD2a7HgaEKRH4srIpESMUL94vD7I8f4/trpHwbZgvIGPuD0gZ3LeSq6CkZYvMBvGbaefPbF1AXWcm26xrOzG8keE44K4TRmOqpBkBiMFCI3hGA73IEJXCZwpkm3gHeZG+tJe4v69TKvq7rHKE9HpaiT0UCNJa+cXw/Qhgo5uh3PeM2zCeJ0R4S6hOfTuFGHIvJ1wUUYBV4IQDeYBz6BF5QiaHp5EchlvaikOAx/omoRxupmNtqpaqdWuwSUaRLwRqR8MJKhG5wa0xkg/HiDNGGMjxyjeDgPrJ68IScW5riiTZuq+4m4TcRRZUJyqBWpJeUfvMBRBmD6CTRIURR6+9xNkVS76dnFHB3VJw1X9uYh8zK56HvuPsN39o4CIsS+40DnLF94g+QSy0l0OsYTuh5WI4hRCLvF/4L1Ma4HAPD/aETNFI8OTksvkKS+Lt8dajuTy/3DgoBwUNqnw1nY0HpY08gUq43YjIzP351CBEg1sMGDlQKwQxrITDwqXeDoKjUCHx66qZiqiFHZOibUDVg+9Ss4d8zL760tqHREoB7wXgr7pjIJOkCRktMHRKRnSE+zoRRhVCkXKWDXE6yuDadrnEfXmBZwsshPaJf7vc/sf7UDfhA492CJ5n082wBQ6OVOx/oPTIuGp3dMwOwBkUfrjQK0F/4Bw1kED/GYVRIH1K2C3rcvD+/vWCtNCV8umKi359+/O4/fv109bnI98FT/lVqnyV8//0zFu+an6ub8AUDz0TyNdXQBo/AhXKZjpwit+MfDZUPnpxpNdtrIyVNYEPBfV6fX7cIMvuwkV4MioV6/FB/h9wLp0QR9tbmTJGbuXYbw1IcvU45XB4zRm16kOPNh/8Kh65z187v25JONf487qhbt9CPQOzSEUUspo4yCma72jwxWpZadypC9nkjScgFnXNJIGcCh60ryN6kQw92ooocjGQK6x5AbSZ64lyrdePt2AcNs2xipjj5pmMbxOk2IEcDv/23L3p6/YrGov/y0398/4JBT76/KkF+v0XaO9ghwhCxbhoUdn3s4DD9TrZ/kgiPfeFaiiBQ0AlxbdNTLa4rlQF6ZNmzI5yatfVnGEU3HvMjfz/yL7dj8JpgMzOBnQsXlqtHPYppc8pEq2FHPl0n36J0JmMzsnSGYwT75I5BYWu1dDatfVLp3qAhJOZ9LoXIIXqhnt7euRjp4kYMQOYJqyFiKQIuBrPcx1ro7zCh4D0TJvO2WPGNROYR92ED+DeM/8bsd+5LjoaaZrxFpbdwTFTQ465PXpSncCIPo+Vwbx8/jkGnMHnBirYH1GNFp12TX2ucrROqm+sIfGnISVcD9cBYLfTHgg471pzCbEmSGmw4gspszz1iwlL6aUjLKyDYmCchT4jdClFWiOwirYXIfTiSnkIR+pMDfJOpayTbanU/xoKccKmLPA3mLIPpF7T76mnB6hi0qPv4MDtZyGNwmGKLibUII2ElZNFhXcQ3bi2Qb7Vp7KrUZe8DrafJl5SzhEbQmGq65R1FH0Xs4N6z6q03DDFK3MNKPrJd1qnWiNnFzi1tiVKLPgc6IX3iA0oy5mtPwRHoJ2SyaNExdVHsLNQi1UUCfgRon8aOCzPqx+dPGwky71mD7BTlwTbjyKk3b0QUR9WiU2dmHZ3gtxnIqPzRw5I44vASIE1G/yYQc1Fhfm+puKyToL4ybsc7Im45lcaQwg0VXb2CjfX5bf0Z5KADF693TjQdVh7ZEIon+jpG16UdC4GouNBxGDxlgU+6U9hC0VOyLQbiqY1tS77cuWoU2bs62YmvI0jsEwiCACXhdm3KUgHDRZAckaBJoQ8/QqApKJkyr2UnSypJamzHFJ8Aq3eVKbwEfQsjECAAnINp24J1+FLIRiePo1S8pOdhEmxhd8T1VMWNbqdXUCqbA+v9jxPBkzmIDv1TYe8mHvBHOHA7AkdEYvIZkPXgJKrH8ySxkDyx0NUNHZ+c/xFXoiBXcAA9UMsf8+VUolzQTMYtziPTTuiTbGWPzPI/kUc0LdTqCG1qyN3xVjCU2AvOoDChiq2ksh06AOb5IxRO2bZG7YgyUua+4HbAgjXs5HbulMtMYnG8HbEyJg6TIpFrxqzorcderNh1QHlKpd+x9BFEYJGphh6VH9pgOojVLe6keZIjAqsYWSJByEZIqIES976TUrOmhW4D5kx0YjLj2H8rpxAGapk0XAIVBf1Go1W6qEf9b3iWhQP23An4RUKhmPRIj/DpNu2SNSE80i5Nk9cj5eGQIalzCi4ymnlIvi1yLmgKT5Q1vn2pRGgnXWqEQqf8mxAeLN0CSTMRk1th//T0OdAWJVRem4H5047jVvB0COAwLMWGzQY2oRE3UzOAnlnf0hrSaSCZduKGElZDiBFSoNgmZfKPhTpiPQKhWsJKbI9ckZZUH+wBEYuCOUj8DWJH3XMaQmRux870osLdhzxdIv018ZCxMD/4T26H0GkhCuEUijlGHyZxNuzFquZZ/aLlPoi+Ma/iRJgkhglMI5OShJAtI/Yzb5JmwmJVqX6jRM46BEeI9OToQEqBJJDSWFS3s5AJ0SUTjseBcI+Rhxx16YdxCT0TgYytMx2GbUuX4iSFK6k8JPlkfrIcaDcIJeFmCJGkIE/4Fc6Cj1STsJraj2CpEneMcJ6v2g2bxy7gvKMKt/eMQbdEBA/SYQzuVHYEPj/sWKMvt3z8YUEwyI+9KW3u8At5znRnWIcS2VzSEJu5GULymZL/WuczQ/AMwjumADMtngJMQX5uRmAoUMcIEoU2SXq2ka4+E1m+Vat4ZN7jhig49kSNjLFpu4ouA08+ZcvaFm6GUGgW1jw5sTgmyY3MAyo0gcNp14IaLsXKisYDHbkw5oiXPq8FHEGmGPeYPwIKH2vWoWPr+sa7tHoqas4LYXSj9WNMRQ2rq5KyQ1ESKbP5dXtHTETKGmMj9XXBdiJzuLw3SVYe5pnos+XaelVmIz83fLVAatFyjfCHLjAFvw8M3fYP2q7FIBDEH7OjgpA0aaCre0r+IT7CslqP5EPdgKWiOGM4FTHy4RIYkypZROS+lGsY+koWcb1FZR1S62lVyrio10iN1ejDmaQ6ScKKhvl6aQZD1Th2aafOb0HdZjBVovvZcGl6BfvaRbFh9K48COc5DSFOOi0Kbu2Q3D5GAIJCXtNghQ5DOH19/BhGbk0zcspepPWVzIYi9ScovREhLDNPH2PSYiIZEhxDnDCbj0at2xVRib8smi9t7TZ2GJ8iwcS0r9TsGpSXDSxG3po64qQ4QS3ujbi6vBHq0Wgk8Q4V0MkmHsqUKT57HTAs7p4b7etEC7x63h2FWF8mECFSKtTGdjOKzAIuubPhzgZMPmp/W3W07pjA+fBWSDxaqHLw+MisD38YeKrkp7BLVdne4JEpCeRenky81HPTSDhSpGW4DLrjFpV0AnGLZxbNO7ufYRA0guqojnSm/dcfQz4rTgO7Nac+FRqK6ie7w/EerWFjKU5MMKGVJg03NRON9Qk6wbOjeZ6KljcRh7irlEEuE4r14sjTPfu+0F4Z7MtIwNcN+PkMcWEMqZJo8SU+HzlETwqU0rdGzm7va4fbEsRa3FXAMQQ+wY6TjnriumeL2coul51YvnnWJyppgoj+hClK6ZpwRP4rLDRrr0aemNBiHnOPgbDMBeE1aiJ+h1PVcmK3N6nt6Dmp6jP3SnbucvGThk0ZGaLApEy6PsOk3xHLXH0iVC8sK7Q9HKl/yX7EMXS/wS4JPxotTVcoID6pvtBsd06yyx4lhfjj9NvQ5hw+BUJRRBgJ+WZkZET3YjjpdZcm0omVN1izfggqHkEINm9jDB/JZAqGAkteBoptiT/WQlK+diq/yuoCWyE4KbSZAeuOoqmQOk5D3BU/RdQlwBCaZw4ZKZKytcJEq5C9k697+E1tUwYvLIFQuKO8VT5GW2X3rgWuP9W2gwbVQgjw07jAIIy4gG0LTDgTAlYlK+Ef4I3btsDCMK3EIouX/mDzKZkBjJUOZcrcljkeNWTPiGUGkKFVocKbxs4RI43zG6lLQeSwRnsiCpGTexzJOFxipXjDUWBH0dejCJ7oiSTjgnK63jNEREwMxcRiwAjxWXeITx8oIBUYICGWgjmmzXFOItXS/oahx7H+N19k1lQdGu2Q47ztMBWnBSNvt1Bfz7lr1g12xxLAzPaZacKl6fgIO0zr1O/HQQiMb32YC/UTcmCEQI6NpGGwvVziGmRsF6NCeAXpWlyuiol8TYkUCFqQ89haifq5JWeAsmMTNPS352ySj8GcTb/8+utvb21Mz7FSl4cKyRc3OZ14UaCO0UHeQHb5Fs3LT29xL/217Llhie0PTP9aJ+P5B+RIVKSfcQvN0zel1jUCxoNOtUNcC+8gGKj4pbeccfBqpnolstDkoD7NzMswuQKXumJsnhjY5imTW2KEBC4S+Bqv/eGqFqiJ4C0BuZjEme2rDTUZWEBve3vL6Tyudi2tl9fvOCWFFrd0p17740UCxC7Asp5RfDqEDtHnfljZLxvQvoVpD4+Yxtr1vx+b+y+vGPZPP/LFVv1qb8O1SfFzhQbi8yYZ/hQG8Bpr/tcwlnCaHIHEYn015Jl/4Y/zYqZhEPmVOflX+CKm8das2V8//vbXD//4z7+9sGqlPd19nYUL0ymQnjXmuzmq8gmR8ePSA1fQCG4dJ6JgQr5FoV3BQ566YOIAeNhGIASbnhUkcuJVPcxW2NB1jWHbGFqoDeVMAmMaKkTi0pOoh5rJQiHIqSEMXACvWTqwc8q6Rk7eiwOGQZWgJSD3cRwYG8jjcaohUObka4U1IfU1LPxaRbaR4iXI4ZolInrtMB9ghMJwxyNKQvR5mfSFpsSsZW4HgBakA/X19TLRcFT+wbEzJMuClJeJ28NEaXmNiJCKA0LHpDgWcGf4yMKolhbgMYpaSM5ScLLr6NY1Ai31Rqlq6UkhuhBTbh9Yis74T0+s5hjbemIBaJ3zHS6icrFANBGBemorYXK25Q2HnGS8kKxMEqpU75XiDtrK4kjE+SQFA/sgIfy6hFIZs3S2hdPW7IRClYWDvWKSSaIe+rzJSko1kQqthXUJpO2C8MjH58dTw2fPrUptVMNvE7QVKV0E8tEh83NMacD9GSJVOc8uDpKzdJsUmBXmfSxLh7iQBuRGYqSwO6Qwm8Lk5F70rpeEsmthV6K15A8jHcm6qE3zQAYFggfNSWeCwPY46ri3hy4RzkWPpVHBy0zYQgnQonITUZfD2vPArZQqgUiQmcp5OuotAd/4eO/WAr2W3M8AQALmkQ0F6nh3JlbJvH9c3HU75kRou7PVGlOnzhMsWfqhsfFVks00Col2l1ZVy4N6tgyCz8cQjt0xQnXj7KA0b2fVbyFlWh5u0lKLB0slWd7WCesnSXqCoSZagiI7uXq+tMDAGlT08Xj/xIuAD/eTFgdPd7YCf5DgWpIOVVbkOYKl//cfP366/KTY2qPt8ulQ6T7+/VA/uh8u+/Q2WRiUPucpvdFj4zLWITPE2VUS40gNRXabo4BGpnO5sgRrTq0azRE9ufiJuLpmes++U3nm7BJcAwar0bgeFr5OOpoJkxVnPWRmEWnzxbi2cGARnuaoZAeG/vKo4T77SUdz3nT3A/vkBLQpgm6EbAjUTy1gWXSdD5u3fvnSKaDsg6ZKC4WVQqkcCVAdCuGfrpvgi7P3+X374bv3z23IggLAsW6gJpIFoObyzKC0sxSJfGaFqA97YHCD260GP2HsFwIKlEAXkDh6PYHbOoVEhSiDct2Vbr2fFJA9Ie2lqMyN/o40wGtjoGJLGx32s0JKaZ/JIIS0HgfRA4O75dqEu2jNF+8fM6ogD0+6FuJcohq8AetYQBpGUyddxZ57AwfRJ5knN2ORmlTzm9IXW4hgXSfhpOuJ6DdYouVUMQRjJR3eBJY8/BiEM0sYH9Zfo2T2izujJQ8jisCGs5EGqZcbydRI5906xpY5ZcpclgqfRJbSwjfaOh9jEKQcdh2XuGaVKpW6tJJH+gXJk8GXkDQT6niJizHMxkhb1V3zd2XZmUK9UUfog0mfEFgTWz4rIWfDRlikaTvV+AyOicAvB8Hj1kI9YsUR6IjPiy8+v77/7gf3w1PSTZIIadeKrU8bMkyB0xErQ5xlhzslJQUKDYaidSbMk4btTVdQIEjaeY3aHopuBZNCI2mLUojDWM6TDXRV6hFgJyRMRJ22k/USBtEDKVtM0eVhgxAUexxgi8iph2dHbiw00v0EIdgY2Z36zqVJhTmLZEkgX05MBFw9yd2wduIZLLnHo0lPP7HJtSmLGHbWFqZBPNxc7I3nrfHtq31Zk9k2gP3x48/f//CisOxwJ7643FcSqtGbcU6LqHzHaVZWBW5dEU/ecP3r0EGCYzugl++QAS0NRmEKeqmNYbpNiyGWPyKDW7HiPEeV7Kq+6+f8tQrS3ICqTM/xzR1sMiJ1uMoOdhgUmmu/e/xx24SO3uZh+q+ASUSnmR9+7otf+M0++5a+pfwx99hGNlL884FJPjq5n8+vk2gDjM/56806id4goJ9cJ9LrS6WmcJ2IcWGxQFogIryeltA0/dXnPrVUh1P94ls2Vo1G9eLf7wzzZMF+xi27Uc023+u38MD+AP2arqqG5kD+x88vIW/qgzD0K6ST/cfk6vd2Vu4VuzJhCfu2Z6w0KjdKNgaLvydO5rotrZiU7fVFNytEaLJFmKmKM/3+7C2mz+KxnsqmDSnMmI58ZF5taTegCnMhrhZp28Dq5FmvWofAKbKIX/bcmZYrMZKeajU4iMTkA8JQuRFA4I4TaSpGQ1wy8eCdGCqMMoxepo0y0gJdGwCNyysVwYtGw/LJW5Ijc5y37b1J9d5sOEwMjaEQNZu0WJBQvDBGTAgqwtpnMKKptn+R9HRENBJOS/ka6FyeWX6KA/2aq+PsEyVG/zgRkIvaWTL8wcylzMzKQhKpX4XLcaePWua9SVtAGMSXHfvjuWXjLQnLs7c0/Qxvl46gfa0IdxKqY6hvuLK0Vs6K6KKkSd+4ZxYVXeepu6MObps3flSKO/dvm2Py0naGj48bbOIRqeMIciNQYGEGvlMDFgYg9GtYKz8G39cjUCmf0eHETEmFgWiynKk3NXliAdwdZq1hzYnvoDRmIWnepipTA2FgCJO8DpAGnRPTCalC+t0QEuVyW6POsD5RSaiJEvveJhdHecHvhPBc5DyV6SvXilNmW91mUhlBuwrHKNwmeSlfC7MAk47F0FnUqdbJTLCqk7TzrRexlLgizoTRM7F9k5i6TJ0IW+LrTlxWhqunV7EFD2rplHHiFyNuhk0LuU4MwEvHRaX2nZ3lp544aRR9IY+1+esBXHvWMzYspE/eoQIEj1fyG+/kiPtZ0pUp7gJRmQvsC2m0O6GH+04aJjFrao4KJzYAJ9hwxnkx+C58fIXHQ54wkx/qdzIEEw2AnIlDyGCBLTEhCSO5ygVht6vOiwsLwU/MZCljJg0AMagejZRn0mOhfmur5EiheduszGx81qfvABu02V7H+2KEsLtDOYqfdEg/q+SX/A/Xbs57OcSqFJ63A6I6bCe8iLB8klaXadpRHFfnjhAp+iCICAs8MI/aszgyqbuSkOTXUOpN0pZYwpY+FvB79LfNPsLqnO8baK8mduwAKsbNUTxDnLbj5HVYIRRDRjgbtxtECshkchJa4iB8mrishVoGTuwQltEzIo4w82sIStSxXBO6CY82kWAKcyZS5YpIMjkpjMPwk+4XIxp3O3usBSJ9OSMKieYafcPKCOXoibpZskVrWgX5dRpEZOpxQ1SqIOVOQhBnqw5RcW5ExoTxFDXehCMYg68TTUp8oJ6ZmnwgcqD9IFyecH+r/FrUS8SbJXgd/BrF0MU/6QF+jn3+0I7/Xmrot/b58N0xAeHKu8XmOnnDLjeobMVtarNR20pXL0ETNYYC8eGaZKqtSEQMc5jyRgtZIn1s75OJJ20PcS4Bdxe5oStkRpFs+ehCY2nb7KmvTYDPAdZzJoQVlNnqRldX1jG29slmQtC/XENhFeHlRiKhOhMTWKscicFHdROh0adPYCGmj/fPhM0uQWOhxyT4DcnWrPNBYGcdh5BVpW9gYRvFwtUkuR4pDYdZ/m9I7iF4Jzj2RBXhsjBwLzftZn2b17aVMPV0QknTMHaJnv1KKIcQ6Xw/7A+upOEY3G7mSZ+qC5jSEEOFCylW7kksHJS3x+e/mwMRhcetnBFZcUq0wwAqdeFlkjYQFvflbpYQlE4lH0kj56TKxt2cqZUqFFKRlG+w9vL8xFtyfipZjijinHg3Gxa1OBbiWscxNE/pGTmLiOm0UvO6iFvjZi4s8JCXQrrfBIBl+MNNvfe/f/ztpYJveCzEpwu+v73/r4/PGKf3H9v7i829r/4ah/XtC5dd2lCSaFiCiDPFVr02TE0hNzRrEmjAYeOmmefyuKDDYoXGiT9eqHVhhY5hdHrWw3GYOdUX1CKboy0GYmg2wfzsm18eNTLQnnqpZm+eI9Ew2u8R777/k/vr14+//f1Yr+afj030+Afo5rs9LKO28z94Q6QLfDkliYXUpRA+4bomIkRbq7Yoq+uUSHl3Q+UrgtGUGxm9cjY1gvV5SXkit7L0hWN3mUDy1sQhJ76JBhGolVfyGtgvcOIpECvfInWiC3xjIyPimtIhjGOwsxB1KDyKEkiZSeoYhNjPDXQjIdUQzBn/+Oldt0UMSmitA8/Ud3K6x0TH3Ckikqki6ZG6406UnjjMFgXTT2QdcmJwbBNhg+6owCt48Y072T1n61sguYtTaxoJgAOruYvrgjJJBqxyg8RIZAuklWtx+ENdJiFcOGMbPlCeGbWytxsaYPdm/Wvo9XrPMmRnEho+lyU7fPg7gdze5kEUBCsxWlcZqYJ4bfVGqJ6Jk2/uYNe6EuxAzpOAp15xDP5xrBclJQpC1gsydEv3gUzIVhDL0gFR4iekScvihKycnGyYvaFrpfCg4Q3eIqc6JxmSxqkKD/LUAB01hrsk7igNHZcWUfApHuoiu1sETnTNKUknyqa4PmnyddQMcyxzBLdXbqMshepFInP+/P4viPcT+7FG2pVOYXR2xKyTJszO1TQuWy+EfIm0YRgympCm4w6rLGnizRzXMCN1qq1io3jo692eBmJwDIBZ8GPGtXpqzWLzZfBE6Hwu843UKZ3Eh/1EpIooneNXCIEU+uQaEcKEuOmpqgTwCSRS4ahWfDpu+Am8IRoaJ3DfZGcd5mbd7tmSgEGeAEE3EbRoY6xIs8UbjTzNxRQ084WF5wU56dFS6bW7km8B1y3vNKmysosbwmmUhVVZEHMqZKZpOxzYjA6nc9ClCnAs01nwsJ4OoKyTzlokpMiFnPVUOFnk60TSjMVApUF63fgudgysXQoksRArFQDkY1NptBRmkC8FvG5MdSq0Q+9YC2TItocF6lgew01q0EavdPjokbQzT5mhlcflsOXlFPrYEH9QTCTEBxi0s2ybzeuqQTEO1UirBjjZaFdBnuf85aUJSolMweG0oLOVlYTBjJnOAV8U2GPOgbxwtQ5vHZo9JLRYxi1SuQFDMNHdypkywCeoA0lGYmetdtFGXu7qQAq/xxqrYD8PJxK5dmRUiM4VFwgrkwa78YQP1NRjfjTMRHRXr7OugkFK4LbLPLRGQkZipBD+blRLxlszf5rkmCli1Wu3BZDOsUFy1PkrBhULeZcnjrR5JXCpFL9XdOmyy1yl2d7QG4RGFTipm3AuM2qlfORaGB8i66PDwKVOtu6bFh8JrGpvRMFnV5PHnzZT56kKyKvuj6L/EtrPx4fV5P3/8/7Dh18/XXwyee/fwsmnk/e3OfhM4MBlBlrYNkjQDiMUHZ/daySucXxjTEGfx/i6JfIdptbcGq9xylGjNy3CskRu4yZIQk9Z68Okk4FoWGtf9XeUjADc1Hd8p5O0pvhrhH6rgeESLJPmMsMx5QBYTXxu7BmHnVk0Gq9qXTLyGkp2lJRzXSE9mMqQoeJfCMkFqD4K9m8/mTaLx1gTDQY92abTmWWxdIqITEOUbTtbN3A36hyUVqXlsH1nWb2kxEbD5YusT+srHUede9tbX1pUNDKRmo3CBkXeIgFjE1DhssQGwkqVh+gWN5BYvXbSjyHlMo/hm/GrbXMjhpzpYbJuXjQRyjhmkJDEDjNDuaR2c6066Q3qVjsX0EeyH8qURSjaEmgPRlv0RZdLInL/mfIR3wZfieyJeCYFUpne5tK9fgaKvyYa8Q0RQ8hNEaC/QQzamlJM/GjcjUIwhBklPxETZN9Qvgdpc8l+X3A4Xed+aLVqumDdcO2jJuDGKPoInrXqPCl4V04XnGAadBJDWB/8R4jprqfmWdZZU8qJxDGs+cbtis1Tr86ZCMKJr5Uhfp6k8hYTn5Qq72GghpzrfUqYyAElPUhyDBP94M5ASQE84NEv5eOrlcRSWEE6lniYuTW0zzaP3SQRNQUxIgrjHVs6Q+SDkg/2B6v0JKd8mdaR/8+Pv/3tl1ck2JL0wXwt5oWP3x9z+Bz2RizL9Qwxr3SbSErkSmNm+PpF7TSNCC2oZIEtCq9FYYE+Vogc8Yx2nWTVeyJgwSt4GwFxYxJqfC+TJjXXbuA2jVexmMt14u7yrMfsRcZUXD6myW2g2Ofla8Tbr/7l+NT0IV7fbLUMId+z7171WkxVkJ82k0a6NOxLYxIrgUGjwuOpCL0pBlPzaus8BNcZJhEUJzOscqNKsF66xduQOrBQWGPZwV4bS8M87uHhZ2pMEcjPGvJ6ed7ArFSiJ7EfeQwhkUDx5evE29XwLdHTor4BTocoDK5j9cSCEpLMRZWWgAQU8tM4J6cBI/rYsinfncTN6LClxH5yYFl1WQpYCxcwGelZHV7BhthYkChUdyiEB5YAGKH1kqBJsEskJKSgI9VNblGGjgnOSfOUZAJIYd7KeA3nyxOWSFq4ljxeRrx8xGt1J4FVEgtxHeEZ0jzITCGZpDTIkfx3YmGQHDbiGAL4RAKiU5acmMI7B1xD88GELpWkKYQVY92FJ1kKIi0UUDdYW/NLl2oQosGEyga3VEY5Sp6JzLJHoWg4ahJBJLRzvDb2kJ9N2bCOJFW3bM1IGZhlpLDlF1kU4SwF+rUTgvx1Darke8Nl3PcGlcfTsEg7M6gJt3BsVMCUxdog+Sm/7tCmiq4bolLarsflFAInmvZOxTXJYriIo6jKfT08lkLi1gK12ajV+MT05K5zZi8FEiq0MlRjLzsGc6W06RyTDTl6d41NLXjCWbtnXgCnQvILZNi1SfXWplI+um/ATYLLwNkzW/9iU7F54DylcOBCTYP2bDt9sk4xHSRJQDSphVUeU2Uwo8guEc2923oISkv/T2OdUZflHBguJBe4+zF06guX/ExcA9edKgSqUc0EXDd2b9SrG9cec2VpFuFmWQEqUyLZYJVJubWpEDnLLf2zvNSvWFkUBVBOSPz497/+48Onq08SQb61sX2FbIT7/thwT1FCeD4XzPvcgeQq9XqtkxF2ivQwyEQc1PqGzQVyEQpMvfgiyEBWE22bV3IRkkKosFnG17IBX0LBFEhFSHBAWe+66ayzTxqxSSZs6uVDmtMP3Z/Lp4i3X/wbxnpiWwdJyNuAIvLzckGiMhVp8kqdM06zQBXOkxQDDhRRCq0YAkv9aLkcK3OMhEjMmBEdgsNvU395uKWRxXxa3TGE6tOMT4KpCGleQ8isJjH0JGEJyLDRbj63Bnb9ZIbM2msaaXLK2ZkvMwZfNsWpywMtjgc/RHJadRrHWSGvSMhHsD1OGDc2znIMrI0RKkEU7TVdkVlZ1MeK9MS0J/tiBeK6/Laa2XV98jLIMfCJrqwvaN9O1Bi1cBfFYg9noO8kXaWkRGwA2lWinm0kOdATP4tu0f/H3LttW5IbSWJfw9dcuF/e9TCj1aPRWqMfyFuxqWGzWiS7Nfx7hUfmhnuYIYC9zzlVVPGhu6JO7EAgAIdfzM0kdIFBCPPs2j+UucL93Cd8uyKTi6FmiNTjeoauFHXH3Z7qkWEzjSTTpHiUMfJXPTzjKjfiW5KK/sZVbg5H4MhHlY+BDR1+om0rNilBmvWY1nVDoXz9hPspZY77raDvo/jgaDv1Rok0QXzvFFY8NxzXyAjeZGjQDYKJ6dgchwwCeliHDDESSk+S2SREdDwxJByFU9c8jKnH9pTt1zg8DozBe6L2494ZMi6GmKTpGSkoS3LtCDVmEmyBZOvkQMIhZM8l5dKo+CDH5Fry+RgCluMF8ICrwU0EuH1lGxUjbQsBbvlNfdcxFCNmlmQXgjtMh2RPRUHbfWDt9YaQOAfyPA5Dg+b6ND44FYXpnsWSEOK5+e3GSKzQ5TPV6GVjFDw0pMKAqcE+6VqqYVOb7ZnIN8SpB+ejclqoBNqa8oGoaSmHTU2sdOImkC4TWJaFQC7n0/D4zsxrKyQhV+JtGkEhW10q5caky24Cf+cVWSlOkrTDWsq7RewPaZnap/ukd2umNVsD9YfIA9Y0LD2zmXZJyWEGciWpgzTO/Eoc2SJqhoju6LZtMiFRf5FPE3EdG3U93FDvqJdL2t5xKiaj+N2zLsL68xiXybr82+c//fnHxSfx3I+W+A/Iuhzx7vdfLgbrnohT3TQ9C654JPTsMfW1kuexgos//xpUuJGj0WMLvJnfD8sJfD3++fL9mQkSHCaMR/slbt45YkP8scJXRZ2nXhozkETRtbtFQIP++q09oc5hYP0PuDSW7KgZaZxlTGCv3/3tvn9L8QqWXn273XhgjhJSpfF2oBOH0HnrFKT5RZPxqNxRIIDOxfc0yOOHJ7TuDOMWwEpMf56FdQuVjBzhB92SeDVE7HZw669QPGpZ9PVcCPIG7EwDSlW+oV9Xd0Z6t/dvH7IdeagmfNh2+FxiDE/phL/BZpzF2usr9GXLpLRe9euydNA7zaS88K3dhoVD8EUPSM7IsoVIlCf22siDU5aoMNFegp4W5PaJyPAtaOY1l7q9yXL7YPfO5SgYCZ3ONQvjdGha6a0H5QeWoB7oS+MJ/frrHx9/9aQr9OBz/wBXKH6uX78/J0MsJCnXzzoIam8sAt4gTTlpdUAe628UdO9u4aXDsaVOkV3unvzo05JeV86pA09HTdzoLQtNK6bAJFLApGjpKmtssBuYd5GIukB0KX7TihxJEhdovkrcCmNFUjCXcj9OnkR6ASPC1Imb4TzuCcQLy+QD4DRfPvv05SmjHhIl2kVmeTWR1QBiHt9yq+0lrO8EA8ucgIxKv6lVpka97REb2wXUvOZ9FCIqLK5wJ0cwJO/e7AxCAJHOtSA08yI2qRkVJg027m7MmcXIvHJ12OwUooSF9gJj4FO8N8CwqweNWUZ6aO5LO9wSaZ9c1tIorDQFswV9ImJeeNF9QOXWf8nuEl3e7oIEnYLCyejXdVtqyAK3XUiK0CK4wMilw8JgC3OPK6r0Rh7PmTVdDbZ6OgIKC47Vyg1AuVBy8RSMmiC9/Qd7pt9j/B6eM2KJBE3cg7H3ZkaSkp+PaKbQeeQNKcOIZ0yp6GFGyicoAhzLY11wPxEiiM09Fh0SFcmoOuxsAGMEJnqQprXLgsCAyn9qMF8eQjDuB04MXmyOZasEuwCrqCU6CIuBwj0KHusWSCMUbRrxkJxayLEhL9omoEXLSjMGTrD83z8X2N2YFvaA3f/21z/950ue8HEm/jDcH+AJp9LaL5fj7T4pmNWQ0ItNV6QIQ710AwiKaaV57jiPiVjc8n6L5T9/DuWpA+ds/L66XSs1++AxWbP46w+fy4/AUH395Rql/DMm5qlVgEFDV3/9t5sfCYZ+i4UjMArUbqifVpyZsRAba2pwlL77dZOvX749lXOS10Wdr/UX85Z188OMzz8DjFsHi9/kKPgvn//yx1//45UuYckDxNdwufepjojMxma4N5/F9DQ8BrSrQwrcFaKfDTw3mPyzCdcRxiWMjBv6yutjS2WuBeGLBEenNmo5ewmfW5jsRj+bTdUkwo6Z7suHPzvhriy7sObyuFE59fT2QomEvI7SKYUq6SdJ9HUQkowPywytZF0S+HpnazbxLUWC6UiyIEO6KGaWnOMF+xqh14c0hzpD3/9wzfNOJcYxiFuUqQlHba5ZlkAi+RWIMjHc9lUEevlpDQ/cRl/HjHF8VE9pd5kU/Kgn1yPua9dJ3eWkpV0n9Dz1PJ+AR1ze5ppG75V44UVwjLDOZUm1eoKzIH6nWzgFY7hSBn6vcPRlrimrfmHZ8saqJUJOsuRTsr/981LwO4k0O8gxcKwatsioQ1+Yt8azoI+5NvfgUsCzim9hA1Q+Qax7pqFxlZhrOu5I9sdbYtR4N3U4bvPbunLaxnB2Fi8KbBsuhmfsjEhM7ZIoQHXDiYVakTS5hHScexMn2QhEYfVGfZLm0gcbOPvLz9o3O0CDkqWUkku01j/OvAlokImiwqRtPzCQ8GPsW4tYtd6bt2raBh/ei6kXRLr00bbN/vSzpq1yRaNy+2MLJMv7UaZNUm3IwrWzbGe9kNqNjGRL5Gsfbdouv/2sabsMcqxsNgoXg/PBpu33iPtSHNQcs7jv//zXX//+699+/OfnyKFE5+CjquH52+fv1y9769p6Q1ZPbzZfFgLQvPoXMWBZgR1RbKSNBXgYuAwMA5PK4AcndJxrIT8HG3jDWx+3IKeMX+OVLhrYT97yzNx+QGrw65d+DUnvZsq9Nnxn2mf1Ul8Vts1xbSq0q2TTM9P6AZWw7+1ZdozXX+EN8+QbQdnecEumfr53T9S37/H7leD83j49MaDtO6ySzaFgbH+ybKxIfmJBNYnz431wQ3Nt4XN7Lj/xzIDe/drnLZCx9Q24/BBXaLJPd7d8QJ661fzlORz8MVOYyCmAQ3zDK1xv0aP86VtkboGcQk6X+MH7Lpb4pb/VL6Djl3fFa1P71EtvvQKjwfhPcwYFxvDA+sycwT9//scfnncF4+iUeX8FIPGhETYefKXernUy3768oREPkNNuDXBfCHMH0J+PiKEmnPvjDoNzx+RqIjKGTNplq9Q/ViajtnNN/pqy9AZkMbL0iWkT46Q3CtAjZqvou4VF9Hb+5vXbH59g3WRp79HxemZXOOYB57VnpvFzgbgmzbUPM2s5f/v+9SkvPjr0A1v+tEx5CIMt9cYz/1WjdK6kj2GhNUML89gVca30QjLFKv1yN+DGFCGdtLaOS1BziJko7mOi0HvTWJMVr/xohRgi3h/nPbbk8lOOUTS92eOrLEuZkm3ADeDUIEZeRvq5scdYCOkAb4ar7eXZu95QIh6ghQC+HwAK+eLqU41YTwznvS+csCaTPRB9kMoUhOC5AtvcJMmJErSSlbyugMrqTpnRz8WRKmLxH83J+LX+0j4/FZm/PN3GStxsf6bRVts4+l/4vAvEnBk59SeXCD2+bFp9Ynn8vkRT4NKgqjRmKQIV7l6/o6xhN8lwhb/1jtCB0RbvKCj8/Pod21Ft/nxV7Dpx1teMvBQJlry+dEcKS/XGE6b83jtoVGu1KUO0/fP+gX6/y9aXiVRMdUS4b68NEA3TzZRG1PfayXA3BPu4xxCK6WSIk9d7YLwdFTpyxX6PDEg6ngPPFYvcPmFBUC8Ni1+R0qwwe/Z+Asyzgg4JPbbp+zcCbFdmFOFVsBRwCoDke+IFAhIGnu+EparCVKu50pkpUmPgdOql2zXktUFoLGPTkxP52hhCINWazNoJZau8WictQKVTcfRUtIVquJB/4Gdkln69tFhIqJZgv03kL+z5aWYdbVfyUoGtYK/O5gygG3aHX22IOd3ccDjkAcaUN9JkdMf2GU27PN56x26mJLBA6Oxmbg3g8XFpzSLBd9Az1odRUZKbx7oDfl42xJFEJk7NRxIR1GvaAKX1lGEAKGUigvBrXIYYcFSYlXVPQzAcVgMVSgmQUMmWbTVuz3ZjHEJl/J29pl18rMCVidRRmp42R7KnLnavodxlFpAJ75h19OPtt4l3a2GzljL4rHGjqSCziChGX9NgktZZZHSw/rhhbyP6gOB3SAjz0/ZEaOhYGNE48yEdfki9UxG60EnNsxBIp1pOiUBHQmOwk3neAAlzQ6F/pD0Wh1JA70CGRTDtMmGXJJCY/Tbxbi1sxAiJ3mNtn5PTRrm33rGzzzyq16xt8Hgi7MYYDUXhm+/YxGihIqbw9Tt2MxcyCmS+fsd2VDy7r4SbpxTsa+c137H7Or6jWvLLN2xmwQcSXX35juDAaOIdDYkz3nBHWPJLzEb1+h11yYTEk/v6DS/tf9eok9MDFxmDdxul6kQumk5IIXRF+G4hyl05LvCE7JuzobPOSg9E6Wku2bMJCT0LE+WEDbNpD0Sk2QuFS85RE8+x8IlJPBLTiV66/QRJWVTNJ0BPzxUiVpXfRh9lIvVdAAyNmKJEFAV1w8sr95CciJtINN1MG/uGpJKNGqX02SqFCT2RW9VnYllU+1UU2MU9Xjp29mFa706TCaB9YwgQNEQgt67u3Doh+STiz8xZO5GdxNYibVc0IQJJvsUrUQWuG0cAl5dvIPu0sG/CGQSpzY3ai7CI5v7SHcfqAEozSWeu7hDn97VnhIZ90NtRRWxxaOuchXBxAh3i7g4flbD9xyXt6HwmnX4YTeheLnlHU9Gj8tSOIyRQrC8tvhifSasiJp4T0VQcl9ZcVyfpHQ6hsSSR1RXTEWBjQCFuEeEj3up65ogDYJ0xYYlGinGbj9eMHfbPVrdJNogtI+nBCcP45RPrEDzEqKWRXjmvhNVKah5981x2Sl8taPOO+Yzox5yzCPY4q7rZyP16EmjVS7ez2CZ6IJyyOa9B1kgKlFjCMJL2j1l0S9ju+cPXDZzXfAnievWX77hucmEY38xLRs72U/kUv0zrFPpXZu+pmQiY6lZqxIpHj8XhVDcl8jWTFEf1XlHDQzPToKg3EbZgmZbGXVMyCwlmoXBtojiqb/UNoZrMOSGCEtFKyRfG2kgncdFiqDUV0rCmiz9lbNnIOBpAUCuuIwhg53IlW3/smDW54ok+RFGrw/4jLZGsF8zF5YK6oscIsMaWO0TbSzOXHeEU6uPjz3dfNq1oN3fQO+dOOl5Cbovnm7lmy3L4zokcZVFkWC88+7igo3q4gsrKWHSrPYbgSLFK6LXBLuqlm2mjiaY7lh9KFR5tSX71RL5DlCNXDcS5YJM+3TGbWFSLF3/jkXnXb2uy8R5/XCe2oF6wyAVvRmCeNkYwse2yNcMfYHWBSTHplYiXnv2ur99BX3K5EkLFnO6xkNMyVD5Fg0nnKqkhGnkKR4aXNS+zSr8ZZENdG14jaz1G4CthKyQyRz3d3KmcdRh6LEofn7w8797FgCSm1e0mMTplfRiT2FhjPUQSfKuRfCvRsLq+wXFl3fQsOQJEmgcfVKh4TKInIg/9cR1BIAezEKEzDcFzqHIMC+WQJOVFuy2T6EsOpJ6ql24Xc2epsuhZmjlGBU94fp5CLDrGS+v2El8xCSsitrsP1/DDCT0+zVqk4KZ0OgGrU84iRda4rQnw6PyFyvjxY0Ujj8nxPAxOLO2yiTKfj9SdVkCfBL7xHTsYmzPa7G+94zXgmwgiXe8vaZN/sPcoO09k9qjGTNfFqJ6pR4iSVnrpbgitcGW0RUYMmWvGQUO3WLDGeIru7MrlcUGHRRrjs1lopHGr2+H5HSKTTkQH9uPEyUf2/LzHLPCH4LWw3CFOzdfPuY5LsvfJHSqUeGcWzD360pWL4se8w7RXo4Dx6DNgpne9tFh8RFRksi+KjzA97J6f9xhC/ISheV965rLyEKxa1+TIIlBOzC1HDIcu50nZi1jVrsfNY8icLtNLt4s1jSSIXawFv5s0Q8GkeZ3Hx3ZhdWZRpVsDlGz+ZIzADxisTkLjnIrOnxmCg0kQLODOZqA7JGgxIosSRnEaAK5dA9y0+3U9B1VrvroQEpXNRJgb/epMhcu3OEPe6oCb0wPpyWQdkOkOasc0tsZGIVWpm28f+eErMJHM1BoG01/HiqfA2Lg0qTqZax+NFbePG0OIjBW3r/ehWPFYGCseI2HF9dIHY8UjiQ7KkAgrPnv/3wArfniyr2LF9ZbL/JE+Vf/NsOLCGYf2KzvGiptrH40Vt48byzix5xf7b4YVPyadsOLm20T+wr8hVlwgWWDNCvTF8kIqfBSHyJ/RdSr7FO41O44m7NSTF13rsNJS7qZ7NNIlO4NwDpeC/lOuG7R0507VzrVDUUPGwDK1R95WM4BOL0W8dPcFBE6Bxtg3XsUiywKegH3eYwiBUMIivr1C52OY2R5J0dWIcc34OIaik9YUp/EYcSE4bMrkPCUsojF0I5Ln35kftDM9qP602h5HhInHsunLOegTnk8ZE3ouTgsmY9tkrjk7dmHHpVe+gsj5kO1xpBFhn6dbJ4D/dgToqxz9SeUFSI+X72AD9buzjmTlT7wlHXH/8qc//usr9OOnBONHCdQ+T8zgsdvkeLl1JORQqMypWmDEK6banmH9HJsIa7qpgw+x0mEIa/4Ih4MkolG1hI8NwuLxBKsY+OB5TqJi71V5I0fOR7AwpBEHjo+wBtgFRU48cqbs4pNtOFYMISmYYZTW1aszB8iLDH8f04fTmzxPwLAfzbvfFuRXPYKcgAqrIn9JGCS/Nx8/NepITo2E/I4fLnBCo0OhVFIKaySwxu/IvvDqZBvDMN/zvG1QLjUQKjYSltqRcBjyIX1aWJonVsQHMOH90lx7ao774ANXaP86HOyN8qCSvINpE01C5MtxxO8jPL+w4lLYxDGlk3ZGCZSAN5eGPxhIsE8IMxDImzYOqX2YCefAF6sd85mingvWtuiVCFduHt4qCRY2DXltAwBCQOnhnUU0/BJZ2zo1J+VNy4QMF0abqF3BpppHsK3JuqCD4+GueawTGcbSCOZoLikfNDsURbWNdaXk5dvbh2nUDI9vM1nOTxDtxkolcL20mHvcp56OBXNpPN48LIwRYdQimPtF9VkwfNQB9OINZIkWGZHesSc87sKqzoZE+gSoNDFTno4a641sNlGV6aXbwK5xw6tBJFhSe6wm2ueFsSAxrXVMwrqhxj5t7LRMFkUmAftdY6OOGjGxE3u+zjFITw1Mgv00kT+w56fpRimVpqA+n6D1HmkV5SfXc+gTgZmFPZ5a4M01s9cK7rVEqIntUr48LuiwqMhlX++xliuLOUfCmuil289YiUZPPi0Ch+01u52wxaZSd9p+Fuzjgg6LxU95FmKixWy/TbxbC0tCDz/p5lwTdNAdKWygwvYeSz1ALCpKymcydA5j+6BF0IiXbpPzdST/LIsKNbhlZqGwz9P0AvpkKUP8i6ReGTdtijveCgEpEwdP194OO2+R5g3rKqliOnpcuRtAmeAJSqXC2PFnSFqRKlF3HO9LDkLfSS+VTK0sp5odHoACi0Zf2pMvnQI6aGKfNx8hESZWVgnlVlPnxetp8cZGOXmxGRsKIKfSxEHXhsMMt6CF0AvgxXucygHd1L4rzJRI7ZGnvuVkJaCf3EnYJjjqDw1+mdM4f3htptZkIxVrUdFtGCPtPeaVJ1POzZiYUT8OD3TM48bpERgw5tNzYqcnM/OUeZqeVAgxFE7H9ea3TxsjYJHs2RTERK3cx7GUwfzopdtPoH6GtT9MM2I+r+fnaSSN9ocWwfKszEQX6AGniWcl3dGgExsBVE5FHN94A41phx0FPulYNsUm0UDEfdG1MVdhMgkB8LGTQKiiSC8mebkqJMhHi9wihY1yLcGqGL9tDTK2au+3hvllnQJH8HVBD5F1CFQkfYtBDqoZr4lBp6migUF2ibTG7PMet04IpSr0aOLKM8mZsevX0qIyRwG/3BHdI3Balk6HgyxmLXmrSUHaoL1JEU21gEPoJMEVJkwH0fC5Bx0VDiEtFR4Q5cxid3mz/+QVMlpF08qrsxioxznontSjCevdYQt1aZ2y0ic2kUCb7ROeTYUSrKFRQH7swPC0Xb4wUKgNXLYd0B0NAgi44fjviezyGg0cmVJDjA2JnUZuEmjss6nLa0yE24ygcZNNzBQ+nFkv0qplQolOJXm9dDNrHusIr99Bn3Ld0MVPjEszdq6+zR08sZ6ycuJcYFbOXrNpBDBjwREBm2+7Fn/7uKDDotbX4/VQg8IbkSBdXsiEp5ee/VJ0x7pbNrD68q7fNydKVp8ddLigj2AFCzvHJBO5D5O0+B1Ji1R28MtLQ1qAEcg15lAcPaSPWwMTENYlh5j8MHApJCwxwB2S4c8v3wE+YdvOSyGBmVAmtkY4DzBOd584RUvplYBSXLQ4DJVl0EVG/ejmmvEKE1i75KjqF9OGRenyOLM+MWY7u3qwzj1JlRfOcG5b4otGXvodCvMS2FVhjmakpyzUhBJGb8btEFhPdt7GHKmZ4fB9SCmUwsYQN3IFJ50BTkKeNFZmk6RS97zgwRepkzkMlfRnTN3x8h32k98kH06GFbTvJXKXcfF0xGj4om6qI33biOQjM6YBDHJkxrDoIdfGSeDH+2F1MGiaQvdTWk+C4h7NJHAdWyYGB8BqypHSn/JH26+QaACVgJ2XL/wYQSE8cEyU9uKFsFQ4oByy72t+l8Ykl7s7DMBmDLutjqQeSSt984xu1LWfHFVWOosfl3JYk0RUY1Cfu0OajSC945YimYh3Ty+Xd+09WlztXN+N5Ter76bI9d00Yb4z1z64vmufNkbgONUZy29W3w0TYmn7beLkG/+GFd5YXq/wRtY081rdMN8x/GYVXvu4oMOiCq99vQ+u8B7nDFV4Q+cKb+Beqo+q8NrHBR0WVXgns/AbVHhlfTITzSprPbljnYQOLCn/8g2brPU9wPAPH4a8P1kkfr73FHr/H3/78R+f0/sMD1HTH6/zDr1PWXOgjNTTUgj47J/w77xD2DxWH7EHap94+Y7NqHQS33GH3+HqeVhvuSU/6NCend833LEbFi8UvmVdDoqYGNX0/G0lolHr5Un+Qelop67BQMOwl3w6JGD3fQ3QNDar1lIL/eFdI5JSKOMoNVSpf8TaAi1Rxw1/Vh6pf1MxJZ3JQgUZGUGFrOAphEM5uYFYvhkBNKaIgwafQZUSNd1cCC2eEse8cUO8LXzAAcJu0ZlDYjjRBMIZAF3cPhDENlZbkV4LAxyoVJYNg6LoM5C7cjyaYBXHpkAereKoFJRNT2gcl9btnrWR+y+8pOE6gKRQgH/oSkOSFGGZIPTxjvsisa5snfiMrhGB4tnajEs2YIjta9wAkL1Q1+GeKcRAJeoiHq1HDUz9LagF8L2lLXqlxyv4uwTW/PVb2FCuPZgfXsRv4MdEr4bW+DF//fUw9ceP/PV//uEFL8Y/0kTv9mJO9TgQHvU76FNhlra1brl9eY1JPdP45yGD/JwpLYWaAmSdol7ssSSRX3alRM51nU41O/0G+mh77caGCjUE2oPcNvbg8qwxfVn1w+PkY46xZ4a72c8Rb7/6SzvlI0RchYoFPaXadqyF4t/i5BTlbLHpQCRflUMP+ZVO+0Xr0m0YW85SC41ChSo0L8vHlsShmBeVXnnk2xBGpE39sZDIhUBNiKngGESEdSpcsWC1DbNKHFfWHYWW0OzhtJRBTP04OR1LEiekbGnma430QNlAgGKjIF94PSAzfZzc+HxJiJCvd8ySwyEoId2dt8lMc0XVDkbnUmSv+zANqNhRA7lcvmLClL5BIlyqcCjB0d0bJw4r89UKnBQbeMRKr5vNTkoD4qsILIbmlU5LPwXDFCU1zawnG5ByDAzIOVY5wZoa1/2OiUDxkDaWsfpxaR33+cr6zwN6eLeFQ2YIgamEqh3Jk+9nNAINBA+rthOb+k9I6yhaQ92h//L579//8vkPz3tCaZTVnvaEFm324dv37xf7cus1iUAw5GX6sjtbWGyRrDp8Wtb7HWqLCJp+lcg5HgHgj1pf0E67ci1IfLUCX7FU+bFD4qJaJMT0mR+xCB8TIR4kb1Lrsy8k0m6zR67U4A5nAsjfWwHvDDkpsQ9anlEWKSTj79n3AijHSqJHwIyJnrmY+9iCnjdqzxaDTLZebZ6x0rY5HoJ6vMGhlV5WUgsCsyWD4BZrPgrHN0xF6FAfhFtqQBk7k6e4fQpwK4gFgBLe4s1yIr3luuTGEJmvhmsfxSdwWTl1YfQpYcm1E/iEIi2fZQdHQuaE3RcTK4XalpsvdtL3vfTB5CGhvvTB7g+9+wOjuV6+Xub39sA4TBFkwnwF3Se2EkAbOUSAbg0RC0+nZfebCUaHH16eXtVyhuN+rZAKxS/Zcbu6+7+O3kBgx++vEkDy+7BRI1YmdhYIEkhy6IbFGENCnv0UQCqA7Q9SaK8mQYTsgMgfJ3ljekLAN1rtNjEKiLgYqNBby4OScX0pxCHPQCLnV1wVWXmTA3CzMhr5K2F1nPlK9tRFQJjxQ9CeisfyQkdc0tzpY1unNUBGQOiwCVuBgjzb0175KSvj4mlRGA/+nxZFxDJ0d0wQ8X/9t3/5uWGeo2ErP9uPPiCEcOc/T50IveF3S31pOCZ3LOyGsMaA8XztryXXvjB8Z89seucd9MZr/I2RkHtuxviOxRycVLH56b8unsxDXVoHydxAV9/q90Wd8O1/vJuZqkzOb74jrPWZZIYAUJjiIxd9Uy/suAqFrva1O15aU83hklzNssViv+WvpcFpsUEkG8Yi7i/esfmMXTWR3nrDZkw8pXTDGhmFm2QzwEAhyOKjJIdZmJf++HiTVY9GLhSXv3rDYjg1vrD6+I8308hDefmGw9quOIR5Ol++YbO33xLDfU/p2zWkuK1OlQDsmnUtZn+C2zO8cQdoOZ5YPEnDx7l5iFar9Bl9Ma1u/Q4fQKLpSw7P5VHlda8uTdzlLPiWjh3O/BnAC9jd4RuGJ1FUtz94nr5/kf+9cZ7OLqDV9qzssK/vSA1z2kJJ75b+FQ3rLbcUt0QRCfEfnkCbO0iW+9RyWfGbT4ZFt6ydU17JPi67BoUaH3ote1p6kLkh5aZQ5yyiXqvyqndcBVfouIfsnAS1bnHHbG1W6kz8AGbeZ1EEb/gUT70DercGG/+YqbbsyfGVMrS7PfmGjf/UUsbUYUXB6e2G6Y0oyjqVZF/bMDvbcSH3fPYWhw1HO+PxlIX6JxRMoxo1zXX812/f//L3P336+krNNIqW22vosftt+Tl9zd+e4gtuDktQQhe5hu56x2Kcwlg4WmoiX1Mq1kxFfMmgAGFDbTsZMPu8oONqMIbGQOrciCb98GkR1qOXbkYgpFMAZEiBIMTmkunhnmjoYMfndgYSK3CVkW1dvf+ZlEVAif0s8XYhLFv6zK+qNdpQDfpECipy2l7fIXdqmvUt6JqxcFYEVRzu05rSOE00XCZabk6TfAOMm0lExwcjGvKA9HTsf97g0JWud0xAIcquw/ZhM4A0WuOzN+Q0LRKC0oeJipvEfAAIAgTlMUG4fmLb9CzLB0MRb8ECUTdEZBx+4e9/uFUNzIjQ4a77308VJZwB5TrXHrhIgjjSlIb97z57ogiabIN3+12ff/nqy1M1zlMxBsp1GVvOCLHnMnWTx1CoL89eG9NiS6SmVQAB/8LuujRwlwcOYh1WeLrgiB/LoyPgfmzVePn3m2cLDBpZESRrhOhVc03Fpa4Prqat3HRJbBiR7MMG4GzU8M27O6KGl+2C5t1+k3i7CpaEfkad6mG8HeSNmcs28BcMhUkJaqBW4eMlkPwqMoUZxA8M0e6fwFFRP8ssY3NtPF8f9lhBtIDjRiXz8qyxjfzIJen7Z3aUpJKBFt6xnIu5dreWhAaC1lJGtdCTnw2ZVuwDxyCchliRrt0NIjjm6GyFaQBT1Mq9nzzRjCJQ1xVJgdOCdJPTPjFLsJBR4iBYM0/Edx2uCmIl4kEk1l+sk6Znu+XGcWU4IC0oHUfBe/OfUAZWNRATG/3lb3///Me/fv63H//hudioPGqAT8dGf/v8n/q2l39ZIE2/fP325ZudtLtDNVdMypmXvT3OyNnZtOeY+VPwfyHgcHQe/PRVZvkEfIf7v9a5fs8t0WFNkabD3DRsY8wKDjdvh4o9UaRnUPqlsPbM5KO82/P6knqqT2W8Xpv3618fHv86+oSgIUTtTVQoPlhz4RWCI3XVbwUf2RGX/bI7S74RxqeXbx4ni2ceWxwewxj34+XQvL1hEb9/LeSvuV5xy7fZz9qRJ+LE1a5Pq9CIoKxlik3NJWUIKeSDn58fQ5MWN02F9nmGoIPalDsFiGdkNWkfghCtEcKM2qcCc6SJWi05kYnCAPs8E4qE9uo0XB44PNlO7WyziZD+L2QquXygeLsg3l/M+v69fPv+5hXqN30xskI9rNDuUENZr+j69MyZGgr59/sPY55mOBFa2X8WwQBGzET6T7BDxpVbv5Y7yyQoI45kc+0xAvM0kz8Kr07B5XFjs0cSA52uzcDkb5ePE2+XwrvXZvwSv6WnktSztVkC1gGp06wQLWDvqq0S6ZKSOwaFSI3VmSmz98Tq7KzlktKE+9kh9/OZMYHF4VgF1Vy7zSToF7bEgJgottc0U+wpCJclSq2Hkkdcj8I+MejaC/A15ms0KaNCmHyieLsk3r1G09fUrq3vr6xR1e64W6OT0FyYwUgfwFzTaXF8xrv8hsPt8kTDK9GeOeUzK3jI79ES0Wt3S8RFNmO+DSCh5twaUXBfnjh6ZJ3WJZ83pvaJJu1SccvOFqpLKmsTJl8p3q6LjzCmX+Jzhfg60NmPdeoTcjdOJG0yzIpPhdxAvTTmxGcizBE9BmKTfmKVGvZq842fsCAC4PeYuxFgDW4VvXa7SFmVQVD4HulyzTVdpI2OFZnY9IZFap74+CU5a8JkLnCNktNhPr/hb6Il8RtgRT7/+d//9fPxdz/+7/l37tNTVY2uIqmjvaJtzqBeiPRaDuOGabfJYUw8EG87ikOZcPSOzr7LUYxEENOjODkuLYi0xHoUkSuesqBmPjOKdJ2lLEpKeyr9BUpJzahUKRMrBz2Mwn5oP3ngWP2VidB4RTy5hv/6/W9///Wv382/f/27JhOfZVj50r/UL5dJuO86cdR9md26V6tX1ATwcaOTFax24vjymcrNAYl6xJVuuAVSZM617JYsfa7AySPmb80dcqbd0UMSwAgGN3YKjW+CCS+pOZOAEM31swvltujqOnUzF9SChskJCekERQcR+j4nFoX2sqQl8DgSUnMsMAnrBn5UEQeDyakBuOy4Bw1ftTbsVp4cYETZ7lUlQ5WFOrGAnDRpOO7K8AOe8A84wlJtVz6Je1g6Idw8ktRg/x/fsUGOxECUeAbcPiBIUWGEDyYVrcY/ipsEgIrLhnH7o3fv9wHz/f3bl2uJ9W6+nxnP7g3wjQkq1EkX9dihUDqkih1JmLlP4PCtRWSp6v7x0/w5fGtfnlrW28Esx75+0VoxgF510tAf/xYT0+OXJ9Onz4znHa8rvuvT7VT8x7/F3ORfSrgCi+8hSBnbZ44hbkALVQFe6itPJGoKS9Toj18Su3CwNb9sn5cfho43vylpmlt0yJ2HXDPrkDC4IBTSQS2fFg5E9A17AgP2ufEBkghmFCMDVOw1I4FTYJaP8wglcNKDJGQ+5uN3kdhnABxuC4t6j4JqEpXFomcdCKOpOFZGIf2BTtP2/s3yvbirK3e7WXpGx16UMddOcouM8BEyLBJTSqTYrT+uVbqADINljzFKlJwR7DFqCUg8lyA7kwJprIWmoWfES3frwqcJ2Iq1Vu21sZYbJe5SpPTQdhYujws6LMJ72W/8cMmqAkcDf5p4txTevTTL1/K5fH5uaRbkcWlDEfN2aU7ILw8DiIl/e21UbyNNSdXanvkqmyDJPi7osBAFGDozUB4uH0ojdUo06KW7deEahWlirrFIKNcwiLXPC2NQiAI8JmHNx2p/egxBoivaoIUixWPScXc0VkLlpfD+pVlKe35pAkVL7UjxMvkqaC+Egj7iR9FrY0a61soU5ktkmGEjjnl53PgoLFYvKxMV6LIhIX2si0DAzLSjJRWS/4SGuzbiFJdr2INgn/eIh/Dg8BurbX/Xbk5KqNsP/PgKXADTj66NNLQO3r0ua6/1Snh4vy4rinGJKubaZHY6SCdSuI2lcPWXldi6UIZYKrFre9kmWrg9UOVc3g29iVzIVORIJUm9dLs1A6lDSE8Caofaa2MIkXw8qVHi3vSbGsvlcWMInlNrnQmsSybG3mKSbfFuIfz/qsRyiazGpK16js87SHB1HzM59A9K+4TLfeIexETgrlCoA0wv3UZN+Q1RE+7RM0KCpWGvraKmSPIpEjUtYlP5YaC3k0LoJlcYCAcSpcOYHADWritJm0we69kwska8dGtY+vidiy9InPAc09vnqW3D0ikt0N+34vO1yv+e2Vxi4Pw18E15ubnELyjXzRXzo1x2618o4ebFxYFvLpuggecrvRTUAEOq5iktla+j5J2AudFvglnxSsknyiQocZlB461jZ2/GLArN83uLPREIuDJykiB1pMNOqoT8mbPNO2ojI7aNJDUh11DHIBudKz2SsVpyHNxpNegjikXJs74NOSJhZuUalu50/h4jZkxizuRd0zR/gF+Xqivfntq/VTndf1wRrYKwjjc8AeLD0HLQSt0nSAyYH9Z6l5wZ1HiUoJZKlERUX8obiUhzj35B8s1jIVfUyyYm0ESgrI65Nh10y0Q2LnesxtwjRfu9k/9sLumYw6eCQ+5qZB5DJuF7yL53YlQQouqlv2vuMW3wmCM5JgO5BIQWI+CgjwVDChl67Td0NhckE0jZ5sumVa8pSc7ofUgkuNAKV/2PVU2IREGhITxEr90NoZNr2rlNrwcWy5CcH34V6eunIfQdURDUcSIiB2G7tE9olRzAgfgGZJdqGyG2prQ048sodH98mcgyaKGzgqEw2pN0n9sI+DZPanS1YUNrNdo5nn7ZAJor98WILV1PgiM5l8ZqdELwj+JGIbCcSwgM5AqPDvS7EWTthA/jywRYna0xcUXwBMm0nAd2BOvkjfnxMYRGiniNk93e+kBjg3TWcukgXjEhsEAZRale4Fp0uh29/jS180q3ODFIOBzC7+hmtMrbMyJWidcFKoS3RFWQlqg4Jj+NxDTn42hdpI1EeIu8LuLY5mZdOLTdIU8atoryc40h1I3AZsskddQKpbDs/Hr9abRRoUwsRMHg63c8UEV5kw19WMHLuk62vsGKfU3KrI3vWAYJxL0sZ/FyUJAclRuWnGiTO/xSEedwfNBT99gVTHegYoPGzPM7TOHoqReXGwLN7YpSefIar98R3RvFNm5RV14rUfqMJXusJ5UdiUJWdxRl+jF3rG9AKE7dOOCiXALniKD1IdDJjrLN4shic5KML6LR1Gs3Q9B41qLLUJM5T4ymfZzxNsmtOo63xXo5fhmYE3c2JXGks7+jwbcMftP/a+4Zn6YTtCE1YpCRoztQINAnn6ZvPk2qFIukwtLDesl6GfRpBAA4cfZWyjn2p9WXviJR37uXlXJAn5E3KQ2lPh0UdI4o8Eqg5OKFhd344UjgsD/nS6SUskBR4NOUxP2VVSN7c84nGsFws+9GkGhxHG8cYX3KvFAD8szZUbSI9bfaMhTI3OKZSd9TMnzkbqUJVZdXok2zQ/raeCnt6hgBb9Iy0ZWURACuBG9UFK39XNqJkmgIpVAoUKq+nbGfAb/DcQ05J2SoKwR/qSwO5jbYlFLI6B/vgSSWAjwiHs0+mTfTGRn12rowdHwU3EAcyJpLdgSTEI63sENdJB4AJhlLoKKQdCDi6jUkH2b1UtNn8JvT//hyCeegUZWkNOoUPzcLDSGSjLNs9ba0pEJSjJNQeANNck2hsbzocQzjOpBL60lwNAmHeQ/of0ysSDT62mYEWHKXI+uK/37vkVWI7VhW4EoeQe5AaHSB0x9g2o7jhwIICrqD4NdhqeNkaqCWrWZRtq6mz9s4xSu4eZ/esXrzyR19GZ3VjMp1Z4ZzNVf85nIqLo98uQe2SjXHT+TRG6+DbGaok8RXWbY8HT+NlZToNgLUxwgRflcTgUlqYBMjuwsHHScsoxR40RA8FYOrIzsrlygl0qmJReaNHZUMiaH9xuhv7NH6w8fR1OUBiEKaun8/fuKvP/7LUzx1XpTOX+Opu88GHT/3i38D0Zh5n+lXgL9OfpWo8I7kZJLfHGVSG4V1lgIV4MwlBfR4ajMVFD+uM4GtLKOlgHKWIsu9GrId30C8EcOUZxbk6CiV3ilXOK488T08Emmu/nilczWW4hv/2q91TU+Lt7ljxvaNnl5nNIq5pKVZTftpHRqC6ByW+Uz7s7qO1vxWdnS2TIFkIMHIbpteAPSKzs2G4HG99uynkVtWKc/ZLWQUfn9De/boNzS0f/rv/+MFCxvLg27mAyzs11/kf89Y2NOAoKJy3zCDyZGPbQfdDYDiBcOKh34JtOBPVWeMK0resD2caCOi2QxEom2v6SgK0WyevEBEm4KKxtyzFahYeTbLIBmkwIxgEJLHRudDzC45H27dX18T7n/v3K6xqrA+gSRq0WSJni9mhnsip6k5okwQwPRyBNlwJA/MZGQK7a5ghYE1VfaX8fW0pvMogW0gQILYIih2CtSjEAWiBRF6mWCACASh6dB5GSNn9LZT3dHXiyOBvN8GG2xbBJHzLDkKp6MRkx5Wewd+c2n4Abr7C4Up0pmKOImYkPrtcKk8bP20Ix+/tDiNToJJO2rPSBKUmS5JDBK2w/Vdp6afdJeGSoXgeMw5Zohb1oUSxiUESfSwkRAQvTUcQSnIGSWnCp7fggbD7jNvtDlssNjXS6FUbljNzB0aRauExBRM28s4CFhk5KTcWIPWjequYvkKqyn0zpCqY9kEHEVPyGPgScCP16Q2S6g1C8TBJOfteOBjED1q23TQgRE2QKROL4NYyRpkk7vSU2/5Er4wjN3L4sRwQcBiOJPjx41N1jWqJ6rbKef0wRRqaepCwTEowt9mFLB7Tdpy4UAVCvw1hVNP1DrmK+xtnyMJVNgc4tiUlNDQS3fPP0xJhn0l6e6E3rmr2ijg+XmPGFWRycPCpQ0jiLcNQTqVWH7yrhBW/VilCVeCq5O0TliTOklQRdR8ogCCBEl2pY/V6MjK2hUa8dITO6pkkoE6jsK1e2juGZkp3TsGypZhEmskaHROdFQe5+m6dCSfkWg4J8RYElgRq5+i1kZqjI7KXYFZtFjQLopMREKTIkBL2E0VnbzOlatt+77rlPwP1JYTlHZLTwaV5nps5Ubo44w9WIwzL4QpPXm/CR3vFNv78LPrBEpYaBFIznRHppWVRD/oxOA8nIIhGLBlkw41H7DgOX18wI1hz9yofWbRYS12I/Q8lmJlmsueSBVMmP3acj3URE37do9GuqQWJRKpthxmGHVMbMJKfdyRmnJHJBNt6U/wKTdiGyanP1xVNIQUqmxUGTxLDQVPGP5O1LUrVYZJVwm2OyRPa9Zc+sd1rCYyGzt5OA+bhj77IE3LkUdpvp5Gph48EPsB4t1HXqwRDTWG+qBb5l0zQmszCvWhpoSiicYNcYU8rFQm6m8lGvzAckfX3Ilm4f734//727//+jPZ9lwq7vC9f6QOPiAV99377+GbnZl7rkzixzGvdG/PIBLeWQNHbKuSuyN0UE+bGBgsggRSqDU1IYMRcW2woq/ZhMyx3vhcJuI0127NgueQd/vWl4eN+WNA5ezdJR+KTunle8Tbr/5+BLbrPT4nSSCrAZah8NKu3RzXES8nYQfq5tprOitehZ9GNicpM8nwkJCGBdKg9rd/nj/t09IjuQwx6GOGhtnwD1nJpxUatYAErmMeV26nrdFqErpr5E2214Z3nBGk1CqpDfeB/p3XU+zv6vuvdWUvAxyDLjRr4hEiUEHQrODUWyzO+NZ67aYORKQ4fAtH1UwqeqLh0GyZa2PcmXP1AjtAgjWDoLiNaln/8kQ6kTTsRPxIzZMaELt9Il17JlM0OXdK3/Hm+4pZGoFSUpKG2pPMT5t36ITq2lpi+7hHfFhIRnRmh6U60iFDIVg+Tt/vyK860SxVx/UDc02Zvon76gyFsPN5fx7ZB47zqNKBOJsHaSjjdFUnarbJavj9nTuFCl+cu/98RYneHzv2RzLgoxy7y1a/pfQPROmvGYC7+nwh/izvMqFXe+VErHAgT/CzaGOlA3ytxNc9sRw07jeXVkkcgouUVbdqRI/BrxsgE+UsWkdO4m4EyB73ecqc1Uj+bSmomTfJPhI9e1AGmUvmDBnMtFFfme2uz09l04BwIi/wlJX+VnQNXKfEUfakT5czpeJLRtAq9+43WIM9UxAs5STkAqqRDMtha5BCreMphQitpkZyOHQb4XXPknqiIovtkfLbgVZt4jLM8XvoiGo7722GJqIz3Dsp8VqrML55mrRuVK6JsflYnO/N9KY/fjNv+i5EXgWOdzlo4BWMov0/jF+A6aZziXJ9c11QO/YQHu+Hh9c4UYfYjhY/QabwsPpIAV/yxk2rlSpALdDjj1AJe7NyZooXz+yFecOLI0lQTJuL/acKkNkjps4Prmr0Ex2cTUhnzgczhE5sxFLbISqATLVdlmlfBvpnKyuav2NtobibNyAOBWeQkHSgnkHR8FxXLlwnAUbn6QuIEcOItlK3earEtiLwl+USbAkTvbWRf3tYWnx71pDBKKXGdVhauDGxVI2dHr/iiOy7mjrK47uztn3Pm0itRkJ2Haf6yPs8HI/OuC6XSHhyogE1sX/LSnrEXuCT/mK9e4SxCyyoCMskLLlEBljKr2Pb1kn+gFtYVshakD0msqLCsESF5KgFbx0FAzROmnEsHfQITGk8ikwwEQG/IdLr1KyCFXUe+bCkotOGHh1F32F0E7szPnMl7vK5zShwYZ8Q2slc5KcPZm91YX/+QO67wnz0RJgmVXESuUqFUkYnPgGzGJkFUs5r61FItgW26Kn4ht6puaajSESWc/bFkShABSYl8A/tbz9WRlkqU4juUOdbVmlFkVWiW3aUlP448pFgSbCklCEXLvZwnR4RmMey2UkTiFG50ibeLpVOCEvZ/VT8P1zMSlnZStz1cg1XvIw2rffd4dQ6CmQCsVGf/cg4CEcw3RMZh9uu5Y3YlkRTHQcRE9HuSkWXDaHT0HXk/hoxRorK9Ro6KQYOO3lP7US2QKTcWzM5FSeQiQaRN5kF++tqBxNyTIm5xGYFOfKxjeUkK8UsaInAQ8IzwdhbSerSwRQaYW+lnxOprs7+UfLw8gtZUO7wM4wUU8twnI9A+LG7Q5Bt8Iw+mO8WwSRtH1eowU7cVZyowz+gJeOIYf9sAVjgyy+EUne3sP+eVa5ruGKOD4jj9bBQJ0VNdH86BFCnpV8RzDnUbuM7VstBQttrMemM/5aLOmcKWbInuNpxDCDd+/nTeC63yYpuG8c9BYpajzOgg58VO1cWROeapEoq4QbPUnFYDSF26sVMAS2ctFXAACzl+vjoTGlirt19BU8sYTkTJNl+X68/TcuuEhm0FGH802YlBmSXlTRGX2752DDwTEogMl5g4tuhbMLZvIFnZd5FX8Vw8zyiP8Z0m0t2CGXi2HUcQmkAW4RW9k6tmZvdfpwIwBr+xB3UM7dDJh8zh7nFzEJAh99dwRBLywSiHs5WT+y9cFiuneyu0eXw+KFEZbfIvDSXxxmvEnPy4s+F5RACJwdCo+RAYHnLc+vSFs8EKT2565aTMAFnVex8SJ4Dj8OkInmpOHKID5fkX1gauVQ+4UJgafvcqd9cvAwsfp5eHEpC1Qw2AhBenRyJ6nZENp2Qj7kSC1filO6FWcZsawp+xQdby0x66hyKSmyuDXtEBWJ+2gwhqsFTl+9ZwwzN4r5tPnnRRIHiCimGcSSoczb+ISLQMyep1OxXhPP2p3++bBzh2BwQY4ABb71DLNcGW+y5VcKR2HWigObs0IFpCYEALJEpot6NhXKfy/cvT+k7SkiCxEd50xQlGT2CmSRtUdAAy8C7R5gaWdc5ePJBToKg5SCOk5+SXWXSRVPyhCeUtQQ9Zv1O5ow13KZ6LmBK30mAIeTCedzDUiCMVgJlomDSVNJtoFlJuE7SZdipdyYIEHVeHJNdl0TWWrpINnMRC7fbUykjBypmn+3S2CMsbhYCRbLbJWGLm2TsHEN2MouC+RS4pCJ+BxH193V8It8QDyFJBVTKihcSCwismSdppFluvz8d5klqGtvfpRNjm4L1mM9WUdP/ZTYp1ubO9Bv1fGeScJUl2tdT6R1J3vdK8XWd1LmTowqRTxOebukbW1oZEaUBI3PcgzTyITFRd5oonadIWf2z3WvdRe6pSBkmWrqTIcSCdWJZ0hhyn3oU6076Rl1qxz1I4mkSZ17XGbX3hMZ9cmFXKDz2PgZshvLSMKxRh1fgVPO5z6gTOK498sNmTJhMcS0mp7t1jCBPGNsLuQEyWZvIqFLrqhhdHIKnsF92M02CSQ3rEHY5LxFju46gREJsSbxBI+ikWu9tEdnshl3NOugrj6zbpNHLmj2zIei0O1YycWGxfVzWuExvu546645ui7oZtq1R7b95jSfHKRcZWFkyA/1L2YxhwpyY9DMZrifU+JGfRk0x8RrIh8t93f+aHCWyhP4GLYsnaVcpzlEHbmYEwtnBvGaPYiWG1EmJ4fBbSL0ldYLYyjU+Y3Y6CImbBq1L9xiCozqa1OBQLF38RVRWMw7PfeSMihiCkEA9CubQOjseiaiksWnRauodHIh1B86eaowpPDFenA24tBgKVQHOqdmk9BtXr47zN5ArnQnvLE+MNAoj0TL2JdmGpXHx2Abg27BYC2QRbOzeCdnVPPtNrfKCmrZO+c2BLTQXnIqBg+JY+A5dhuNpOIDWmQ5dtEOWK1qV4nRTmXqNZumJFL45Jpo8jjQ0r7WumSayp/Kf5KVhAML+jFuq4iqqBmw7Hr+DV4vlQ5cpabFcIVpEnlInlMrH22a0KrVt8HWC04LdVANWYVsmbuDGDXyXrxLp2j3EkDrzD/+B6BWcEvjaQVAYUxu350smddNHErgw7yvp/122up0K9JuOjUseC9uEVSF4sB78+Pfg8obmOapn8jinyfGsDCtwkRn0+2ijU2uy2Uo+YhOKb6zl66mBTVhnaDMdposa+7vbqZ925qRqtJkS00H51rinvk2WkRi5dUkgUFuoJA7BpAYlj7YWFZ3eHjgQ3dfpC9e7G1XNwmQSep18h85leuc2XBPJ0YYWRijWR0LMcnAsiRpc4cKdQ5742eFKHA+hkrN00gBhDdoV2hDBJcJOB+d3RiUVqhBJhowwcscxwKwnnfkueuPEQC+bMq44lsSmlDM7bdNRZM7B9sCKVZ2Eb2gUhc56CQZ4Liq1cZy7A6Opzkl6aVPbtAtmDqe8JQC0XijGdJ1X59mDClZCNsg6R+DTBJRyhMLUUyOGAg4bMdeobif7JtHq7CAlNWmrge9RG1FsTVyfoMzpOgI5PhEl4rc8xm1k35QOhmahImHlWYOiKejkxE9OzBVCIlILsihnrIPCwhAFR2C+w1XD5rjTJqOlE3wTWjrig+dUC6sKiJOCGQKxdIQ0kdlGqImvxCUjZ/u6qCtBLpZUz6w+TIUvlalKvNfQwXxObNMSe1s3Zx9lvs4sCGadbMDnda1Q979jF0CmYr2tJJXAlZ7MJa/j11GDXSYfBxFYvlNSy+vzrw/u5rG3uflMtIWwxh64Y06uoTS0jGBt75Pn0M5RysZuOrMoMXUm2wU7tya785/QDVxHBG26gX/99d/+/Eo/cBxZ5R/v8a5+YNfLt89f7Lzcci5LOxbANwR2Y+9FEHolvoOKVPEcGChDooZWHrF4rVAK82yrJfC346VwhBDrIFcyEWioCyVyEzMpRq9kDYoPYKFhc+2+QoQSUhuKHPuY8fadCjPiSa+zdkiaVYj2LtYJ3CZcny1J5oh2QPzndT3EYZYrOXI9cyMOzWA8eI3JqvaqjtAehUEAgKsZHrvG1y3fgTgnK/OKyGBwzO4THmRSBsYzJPkdp4TzpFp16kxN0ALEEJLZgqfRsG4/3DWUZUaWcTrpTEMJ8t0QmC/tW/5+CepvjdVxXI7k1mM5ZOj5YJb+YT50dtbN5lJqamitgkZGtuETzVXuVHGRcif1iIlK24b1NJO96pW8qc4K4OJ/0ukpaX0cwxHgrJUZJK/faQ12nojoGEie2Y/JlaouIa2VoWQRtuvm9ZW6jVY+vXHgHsYybwB2gVvOxStDH7KQYJz5aYNd9wyqFBzjhv+YaTJZLS05qp0Gez6PifdkNM21u8R0Iv334sn+FE7nXR4XdFEW2gR9E1zZ5ymcACmpImeFxVhj7798HI/BFa+Fdxu073J6XJb0LaavVNRWk8T7wp6dmTdoBpEm+zUsxLPfIYdyh3k8QbG0jQPloGRlEOJWRrEmGDt+CWt2Z0mV6GdN3DcCgkZMKmdnPwziONbbyphMlOkisNvjfHvUTtN86PyOOhg3hr2KjxD7FrcTCc4v7S2I55eGQ8qdW5H5kZIq1Ol+OibrDySJZeITjIQsPiNLXCbBCFOMJRY5MZaQL5QR9eQtamxko0bHB1+qhG8+hS8xi9DKzmM1YmxjFEcYgD6zlbvX9obCHRYmSLThwhq+K8XZAHMh71hxWSTO2l6eON6g8EnUdw3E8mnxHJC9h1j5kyyfWOIUbKp9Fo1zXMfCXhNAnXUXTKk0xxRA1qSO7dW5a7axSgvZ3g/guqxf3dcLu8itc3vsvgyeqgg5rB0VoWeAT3O8BFpUvaRTUrlFqzkOLMuu3GWfN34oTiRYMldZcicUg5wSqANjrt1GmCY2G6u9kr9kr9kTjipOxTi0ZirWONjLE4OOjKhH7af2OvnUz2w/UrxdEytO7xbJwRBjsUwcilFr9EmdcogYJxbp1k5jgRveO2Z86xnKNHBSN449PQgkYKBQKVAg6Tk8qrP29D+eW3bmsGmN1J6SRNTauHP+rKlTdiBhnX3yid5tiGr84q/dM7dOaTB8AnqSXxXQoAcsKfjh54/kXW9s5CpcmMj1TEgFbb12BKWZzte2Q71IWgZr1KMWMgZA9kJoo+Eb1kpylAnb7xmpgaYiBM5GTiKbwNVYVoHetKIcNhsBP60ToVP3DFVnuhRP8IC4p8YrVPU7BQwwt1WMLO9j3hJnRCtzKjqA2YCxCA3Ny546yHR4KEgp4WHbKvHMNhapq4WY9I7ZXmeP5R7kgfOfYL3KZ0RgiZu0q3guWp+ZxGX05CiV4txSYeItlurbt+9fv12OhltLlQr1no7oYfoKtWELvHSbLJ1wESeESEBk5OGrm2+j/QRVQ/WxXirycve0ScMc0WOE80badMHvbYM1RT97o6NYqsJTzZYVt5E0tuFnD0tWeBCNKJiyEHzj8pCNmRvEMrZVM8BYf3e8sUBXsbU9bsiUzaOGP0iV05QZBNh1oh4blCg728afFgFSLjwEeLq5NKwMER74ip5F3DEt2kc9VntQSF3kL/qo9apA1uPx9mvEuw+/glQn1XH4xzi3NoXGlBgKYbsXhq3LBKouhYR9cqfMfSZ1ETrcEsNIDxOMMqydpcJSppbbZPgT4ri0duB7nwgqu4mgclYePy3ZTzRjMFxXrYLbzxBHTGVRbwmjde1TGiPoxAsnZQM839fkdm8K1fvnz9eO9FsSbXIepNt0VUmrhjPg5zvlR035NuGRKBt3QvEwsHbMpn6sI+TuTY7oV7St6zbz4wjAISYE0VnBECj+Qy04yQNkxObHvnGSTyuLwZZpatJga6IWFkmA8SV5FznjMJiXcwB2kb32eDTKu2QK41PaiOlcHmUq/0RuItSjcPJLCuw6gsY9X+ss7KlfQFz+hUQXz8QdaRoUbrjyzL0qDtKaeVhiOI9RUgsUqAitcsDDOAXu682BQ6USAcILSQLWeZfdvkbknYEbjFvgpAiFjxMZWAF2kdsYSIG1DXWv293bqGNOyopYvJUSB3LnMu64dlpBPQCEAUvvjtTCyigBfZzZ/vY9P6cv7x2FC1L9KauQx9Zzh+FeF3OkmQGDa8GOowt3Slii4W5kNVOkzMYgMbut93Xi6ZMOZByA/A66cR6FNo8/wg+f6gbUe+oj4cEhkGGM74+pwjZs8Rzw7MrU01Qi5GKRJzAR0bw2fTyVOM3q9fz88DvOPYkLkWdZdn3H+pm5NiKXQL1stqgzrO26/+bytHFcdkK/niSlmCUgzeRK7Q4Vdy+dmY5MjsikFUyqmWvD5nAVM1NWLfqN0bs8bRybkbrOL99X1z72hWYm9eBl8PtDTqPmrQ3k9P/5j+9//cePq89BTsujCfrHe7wLclr71++/POU9y4F6Nam7HlU5yZDYSfKgSCshmAakOROEMBZjqxpZNSfrlW1Ly1ppYyTUqUpDiZiozunwhzwrxvoAlFi8ugvlgqJJkY/9lQcOQkfhM4/CVRpFH9n1u0GkRDLCUaICqo137hoWmj9i+aikGvaEh5UrcZ2caRoYhM+UQRbHBOFJ5/eAM0aoX9celmvDqdUxZB3XWJeNcIINUaKTIIH2xSpZcmzmkQT/cWktaiHzRyn4zGRUOVJsF5i0x0gMmIW0UfUohjXAbmsYQrA8V2P4Sb/rgANMeCW63wCjhQCPKBxTwbS+Gkub7yvUhyXgRLQuJ6X1uhiUCq2k6DslHU/EHOaZpUsV0Q0+Ml2tb2uiNnFSmc6fB3HyrSHkOOQJVDtS3kaooTfJVymD4SiEvILQl2bBmyQknOCdUB7XbbESK2pEw13WakvSNA9Dz6QTViJVaDJ30zU3kVpyoJ1Mz/dU0TyLOph1q1wkkhWD4bIMnmCjte2c/+wILySZC/QBc6fm39N/RPRAUxmtfxiDuj6jYqZNHYy8rVrmyA1YzTM97WGdiQ0ybgo3J/cNVlm5H14oa+CYtA6ewqaM7OcYfoC6/KbtQ8BwyC5iVrk5ILHhJXUWGMXd8Ps7wipxah3h//Hf/48/vOAGD36gD3CD3fmPnZXbbMThy7nrgR23iq2dsJGZAbTm0lhQZqI0HdtIskHOnFVOJ3M3hVQ+w/0dPmMgzndQ7w252tglxdBP/VHdMWKO0XKISVsM1/yynud9uc0NNvWxV9iLSpRpkfOLBPbKxOof1+pixPxJXr8j776IXWUPSxbRRZLuJNaPIsmkVRIeU68BSYCXPu2Z0MLKreUDHIZLuctuUvaVtKV8Bx/uOlaJgPp1VltEbAR5fZUOiJhY1tRe00jKgOpGONeIJ0OAHnU1bvvbj5MN1w8P3AzS1kaoOMETHbOjIufFPEW69nG54vOfZ6yzIBzAbKUGOQLsFMA7zt60VafA4en6F29JKmD0GBdpQ29v2T4lq/rEW+/YTpeo7vjXbvGVe5XLsoVxdgs9ZRlWVxL2kt/0G7rpyHq91VPf0sm1h96n64zj6JU42iX2XPvhQnCMZFCW7FbPpsiH0wy3f8w1UyHsdabmSACifGkM24+em+kkeYfNA3G0FS4yDTgTAqtCQESdKMQJNy9Bdjvr4fCq2MjtEXIt7GiWJyVhic8zRsZ5xrBVGDTbMvn0gjrYTGXmqQyavBhTyd9T8gGoRytjaB7H0He6Ya0yB2UP5AkLaRDCpE71eSQ8cYWFB0UAeT0VIjeO27wx94svnmSxZVmRAEnSNOEo0fUdE6YkwnB/JX2gtugGHoSRodSY35EWzEmhtlmajVCSJ1k0DMIu+zET2pwy9lelMv1keyz2VzFwcN2z17otiPAw6F3q58ssw7HGsemkFZJV7ZHlZ2Jh9qLDigWPE182YDPTc6VYMyYdl2vITzxdgjFTq8YJGlx+/OPHM+xGgaDBx++FF6AsG7TwIm+CUZvqKN+FjJUyX9IchjRSHtFmgsNHzKbsfOrX93WzEUui0/a4hDjhwhz4AlkmJittBbAdM2sCpmoAJo85yKTz2T0RnEjTCzJRyUGAwEO5tmG7c4G1PoTFA48oX5lnTn4dB1EQLn1mu++38fnDsI9dXHYBCVYAe6Rc3ERA3rhpthkAoXGinU7MuZ3kM8XDQzoZObLX9kcAOBiVE8qjMaHN+cuTlmHqz3fE9sEsKZj8mFlANykhsTK6XGMKuy1rqwizkgnMrIfkjdyFcbaxYHBKBuExLJDe9XqQ5hD0zXwn2s8TmEJsV4GAB6eUGn4O6ZBZH8Ou0fcQHhnUlW6dZa1SJez86X2gW7T1SFpAB7Gy0k7J6lUbbwQZWMUlItXAI6AF/tNlXVQtqU5tXDeGOVJNmrC/xKBB2ThSM6sOSncSRSxlQzUvoggIPuWuE3PJDgFhrzJUWkyhQdAEeSHz02qj6jLRoLmeN9+xyTMIPz42bL56h/gza6mBPBaYpnQbiWZJVwH6ssmTeoY0SxDnTdv1vyRmf2GYh13bZhMNDUHr0qNFS0NF/plKaEX4+i7tL10jcXcLt5J7ypuc3HIE961Us5oWAKRaTsw7fqmLfPntn9Nc87pF7DLGoO+CgoYn6RPB7io352kC/+kyAH+i1+/IbcPN0SYsfqInigCBY2EivC82Qh+FRshWvXSTMTX1kZs7GIvqqSgvZV9stbXXTPUCOTQERQpHYqpLtUTTPK2N6SiwOEPQIhbjpOchyp5J+VYcblhRvlAjmrk2PwHcOMj/cXfHjLwF2wai4pjM2elZrMazZO9JeIcpquM0c4sQ4PLbj2H1nVS0HWTQl8FcTlAGelOtL7S2Y2YuDXPtNnYBZk2+hV2+qKw0Dxe8EnOQ3ex+MsRRfXKEXpLJ+2cjXiVx9IijsND/cC2fKvYn9wh/P6DY778215+jWS0de2i99m3dnKB0S0DOQLije2y42NwhiqYgLd8SkCNu79g9Izbii335jt1kyRqN8bX5bUT2HZdNfJMb+BnLUKR3ZPhpbeNZHAEd8vafbcYIkTz2B1YuOlMR9kRouI7Vw9lJxNFQYTmJOGlJTgS+roVI4kvaUIXITxPONhYmpAmVxMYVemnbSRz4Hao3dzeE4Ng1lY9D3ZgsLBg9US1JShWHUIFWbtZXhBmGHlidpjOeLEViJEPkz+Gvb54eiOf+JPEJ+Hhm76uK3hzwxkx84rQXNmVZwLCUuJGGkXtIA6Oy5rfMM8JbE1P1x0iA8cM2bogYDZu8bail7hSp6l1H4AvL06jWjcKbdiFW6gybl3gXQxVzTf0cAiWmQC3+ZSd6dnnccG1ZBvnsDoZZaKz60NGtdTs66iDN2ggTcoGXcuMw5uyYwFS5dLbBLPQdks9icG1NmkqYdqVr3hfLds3PPgRsiNWGEl/3eoC2vCFnFTKR4R+boh/qTYmaJ26oHsjXPw6nkbmIeOkWXRDIbRdWGMqUGKTVGIJpbHjMYqeOMzVU9zALfH4eMYudAhQ5aIYQVxOlWPqqO9ZOQeOTYQ6Tc2GSLSqGj/lRs8oEIcttl3YW7DiM4FhPxFTuAzUE5YShqm2BffZ0lgGg7NepVY87OlYWQOlEzjQjyekbzg0hK/FYEMpJGaMGOKMTD6L+uKlBMgtiXVJM2N8d7uyGYjwnLhekzvkciQoxeiy0dGIglZIY1g0TJ/sumRDDejqAA5UzSoFYzmMhrtfkN8Lhsn8YVcMdo7O1kzrh5LPRwH3sn7iZhMNg4IEoEKlHOlOXTiGqh9xIdlD4v2ESStxwM4soMCacJTOJdA8CZcGmjcpts83THj5M+ZrrwRuFS2vKkehKvg2VVJ1yFNneRjTmJ5/9ejFUShaeJWWqXzvWex4/bsaQqYf68AzS08dycVghaX1zHpRGGbjKCoiVRCOOD4T9P7Y7/3EcFhDcJn41QM36FWdnT9gC8erftyEBfV8jR4/bVD9NkXxAGxVZ42hJBcpYyyfeMmohLoS72Sw7vllPyMVkBRl0BLS73w2U/vxN/md/8y6zFY/AEelRPLKwM/en42xrTcQPIdcceuA+E0GUPNFTHBABmgopI/vbP1fBDvFn79GybCT0Y+xGgeOxDpyK0DzWQaC63GFf19jiKAk6zLDXRDAfuYZK6IeLgB5nrgS/THmdXq/p0/V7h+2Y9RYdsqc4IYrOPdYyuH1faNixySFApwUMebJGX77DbSQ2ZU2T9Kx58fFdGoFzoffEUYZspxUTm6H1GeuyEd9QHDkWdX+5jVqB0cb7jatKkeGO/TlbgtFYU4VYvtnHkI8DB3tfNGFv1nEg1KDEEeh25SX44PLDPzdf2cR6MkBSF2ZkgL1myAVxomuk7lqKuXGiGzYZ7RuqLyM0RguharGWibEtzGEaEquuhrxpho01EExLNjwmUC87b3hlhYHjgX19GVl9OocYjZSrvkVfmL5QsfrMdzAXEyl7GK1L9Sc1dPL005dyKKo4CauVW9G3epQ8aWHT0egdQfwducCgVFcZTFw0zTaONxQKhO7Lyzhz3oT9xLHmVXdoMbPH7wbYiql9gpFGBH/vZlUFom6TFAyRbySDN1Fn7+QGOopsUFUFz2xc6q/+vfcbPzsGYqYJlSs0dVL2J2Ufy9yoJ9DqcwRC/QqDxzoLXDlz2In+3QfKG2bmlRTBNVjofqPOGgLrHj81XyUhWrx6OrBrBYXa3XQJjGdThNMeNGV1oByFXTnjAxuHbWxUznTKtbdpC34czkAyOo9zUXEG//L5b3//9Mu//bj8HMxgkC09DTO4hQ4Y0VCDq9xwcDg24SUPon5d3ZGInOVDY2bvJHxGqJZeu8tEwPZaS51enjE2pCEqsWN+Reo0sR98Mh/jvnLE+uGovuY2ge1JSgO72gfaJYLvxCqxowxWKNSJVcNWZM0xVZokCbG+VxuFh+JJYDrTx0REQlKSWmPyz84EjJMl+z8R8cLG9rNdI8BMHP4HAdHFS1lHRdkTLFPiToSTxlqJVOnsDEDvS4SrYCoa8VBP4nWPfm9jhXsJHwfcx6wmYglrKOMqfb6bs7kk9r1FiRuGEDIxKkkrIVqDkzQVBxHdpgc3OvZ/JCpqsCbkGpH4yX7FUbhM27PEDam2CfEML5BWnOxUZCh/h0IoBk9sHdssweEYoIyZLIdGkbrRr5ynCUKkbhlxWlfhoxWn/enM+I0Rj5n72qJQk9LiiYRtTg6Le6FP4IU7vkGXGQPVB5e4IjNNvPS4NRER9fHCpBUzBH1uzVljUlEJxZCnIxSEbXRH2J9eqHn8OM838NScKIssMTweLMmp1MEYQmfBoMPppkS2UmHdDCJ5ViJJhlVSB8FfQgrwlGiqkSkP+w51EHtB10YyFwiMFvuGFUOJtzCPcGnjGK5NhpCaV0Qd4DprzDocLafm6aTPCSsLspnxlJXSxgbZXogpTywQgh+E1w+rG0L/iIRQ4lmhrGvzm5aAkwORCAHypCeA696HR4or07LoPL7kILq5SwNEIic6Nj42IWo3twXmFVgOhlVUHU73MNm3qwGdPiFQh/cX4CwmtxuHkrJG8XA9hVzWxdPiiflIyA+IcN4lwlQFQyprukFhEqpDSbHfn+2ta7emCc7+9Jf/+fmPv/7x1x//4anwLIsg8mvh2YLyLadfrk36t6FcdsS1lNpOijZmyu1L7hohRvaann+NVXmF9YO6bD2gvsn22yeOTeZ5l4nPjbY/BK47eaJqzbsyklDoEJWMi2T67bWRtJlpBjYiXDjV5peH4OWBw941Kl1evvVjp7VC9JaXTxRvF8WKqj47rFWZnXKLOYmkYpkVXxzxylhRnTumzz4ZnMe2GUBmMHMqTFSfKtUkWqNGZUq/PS7ceuGBMD8pB1KJstc0Tocjo/UJOVNfs+hcHjaqIV19ijj5tsMfjlQAv3yWeLsI3i9t/9V/vYoU3tk6nSZd0+uu68YcTWUCgjLXrJkjJpNjT+JJLmZu3fkrv47waBGNIShjDEywXjphsU7QGBZzxfnebU4cQmZIXGnEbH7sOnTqGnUf17Jx6YJBTtmmE6QRFr4GjFEvwpqjyjGhljjsT1in0o5xYuKkcirNEaFQzEbl3O4P9Cv7DkrlUFt7UgUjIuXYG5FrxF4ZGtlBznhl46+FMffY/3e21REv0YlEw60UiQ4Hhas6AcDS9pQ+nFWCEgqfCtIBZSIIy4E4QSRBBCOodRMPlE7iM+Lpw9nGHLK5Ewv3JFsgAM9F4/xbrGr8+vnrlVPjFm2VDOvnz0t7+I2EFBgyO+1j1gxKR0FNyV9giBYMqtla1o04jv64wj0aVSTEM0eCpJYQV+kwD+tWqMHzN691e+EgXZrgJGIwiFnKlcq10kRLy9gRZqIn4pcTH2FNpCK/TT5CoKxt5WzLqSuGB2KJzIZ8xAIble5SJvPAfC6XhWk+Ocf3nnIMkxW8UpO1XQSPH+2b3rmUkgonPhy+2ulQ1cDQehee8jXicWD8Yq7dLkMo5MkOWMNHUiYt2uTYT5QM2OOaPYgQQCKpZqy7ynmZ1gZECRkvISgST6ZJg0dMqvr4GIQwLcAY+Av+/ukFpyw51/TC92//9S8/rj+VXRBP9ke97d3F326Uz36efoOSaY5LyR2JRWtf0oCcjSPA9uvdJiMuQn4Z47fG4gIC5UC6BImXwDzWTk0T9J5c6QyUDRB8UcUUbGUFoGp4rcKYaYriBJAQlmNogWtajTvgTlo2hNaFztDWzCVnybz1ZR+7IZDRlXxFnyCNSkSOm2duGb7ZY2ConcgYl0g0rafOEckAshLiGYlhNGU5oyNduw0kIhPEZRXTsJ1ZVBJPE8payekjQLYiQSVvspR5xle9DrT1jYF6Bt7okUSBNBN5V1NRwxFywJCGePxd011ONKJxV2l0kzZGSgjZtxrfiHAjr+j8CpwL1qi8EOxgc+kuVmqYhNq+sX3OcEqwcDB5Y5taDPwN4t3nfjrAPFfagtLIIQfIYVBXFJvFUOA+dSgVU6bQIb0p7PpAByGFkQO3DsJ/fv+/f/2Pv/7l85//8LyPIBoLP86WD6hAPC9rINwGAOw8HPe2+NTB8HsNAr0dAf6JlcAOeyGCR7BrnnAC+8pYD4mV0PDXtquPFthckj8i5pTKCE+x1sh+L/NEbRkiVbYBTTpCTZ4MdDgRsVOHbU8knSJYIsi017RuLpXv5zEdU7gDTvp+URA1d2KQqer3jRJxwFh61dBolKUfk+034IecqVSRlKZae6648FQ9FStOyWGqr7ad8KYjvZPEucjMqrZnByeWeFsgpoMzHbZ0uWulfhlJqyGYTerMBIPxiRC4J2MSHdG7cPTsCYblrMhhs5wd4Ssvmr9jJjpWjsT0r2F9J7EFEhJ1FoUXMTki9BN8ASxpkYhEWN+xvjYEnS4R93I0nMbq+edJU02nVsBjDNgoXMIGbCrRDuE/YpkU/bljWvxabJ43jsZIaWzgbCJ3gHi6s00dFmVkB19oca8DSJlYanMD/ntwq1NBP+HYJuvlI3UT6vc/ph+Tod4TXXThFZwbAZTz9nSM+RNGRcWhPuJparHbn+vHx3bBuFWamdc7qE0YeI4wMuAIHCkXSAs0Ru9nMQx3UMmbQrpMHeIapIsETYmg/8CUGCYsBVB5DbBGjckDHxO6NmbBPW4ZVDXzBSeUX0Br6xLi5p72s0/ozTIkq1p1G+l3lVh/5N1UhlihRapGZZILCPw4PZiF9+dVMvOxv3ZBf6GMSNYAazyWAGmlksuVAyVDkttlhQo1aHZyFarTCt2YL4InTurHG1Rgc/S1OmdJZfEi9h8MIX2nutRw84FUrvJWnFQEzQnHwuH+qU6BMruBsPGBNdVD2CDCT7lectEjEbKdtA8keoxaEccyQ8LVTXklTEgIfCeqDGlcwORdjdwp4ZmCS9SZNkwIbsLzW7sWK4ZHValeKYIZ6FoKbh1rc2XXISzVO0RQiu53gjNRwKDXIYiPRVq5JkzWEk/doLxFCo0ORcU0jiOJaFekekQgSiM/o9R4cSNmESpp6cRCrbqFMN4nrBgWQzXcdcOprCBFDvUhw2332Nd506krJJikQsLVIe7JM0qZdswYEZwpwQ/mFkk+1/rN/ua9RK5xLB5HfwPxB5KbDdcaW2lbwXFNCmjikXFHVNo6XBwM0HMi4Sol6L71oallrCrjqh58SEnJfbPRUdbV7wxQ5si2KaZm7PzGniBnxifsOAGWD3ytVjGTKCtz+YH76Poe6ShsgP8AodBv39Ln70+tUcEkXcfjkQYUT2tjHx8v5XeBt3jGaKJFJRyX6RGyYSLJ18qVppJIzFEKG+tGMsnVEGllSdxfKWwA2EmWJ/2dmYVJJPZe0dLLqVev0ycu+CboE7JF3OQ1T2QLA0FgnErJj4UuJXjqRyT213cvw/b9S/z2FLRcwMxYn2sNkEpw3gRsAu9949tn5dwYtZJAbkJlYRwDIDA1X+K6RN4o3DgRtXzEWjyxcfCItL3scTKBJg9MS9Y2i8a7mX7/p//y7dvnXy6b8fbTu4a1xZyXQrqnYCcQmUgZYJM3US47tUD14aCY2K4R26u0qKLK3llGxePiONTyItCpdLpXjzI21Bx0HXLPyv0bJxOopTkPC1Y6psClo3l+/3f/9v3bt29PnTyHnUzXyeh+ya4SzTuN+Vz7JoaJf+S9C4lLTHgpi6mWPObPRN0PryZtni8sYZDqbY7jkk4ID2lbp4w3o5D7kiJOkl3AMp7Kxp/qTM/WPOHHhdX3OuDUyZ3L3GYtNIFhaaGHTKV+sK7fMPLS8WNE2AvXGOdAK+z31GQXHAfYuQZGC044A+j9+eK7gl3J1N1j8rAmEA4YCTfui+E8zkBczyEfEfUhpCi3bpoopP6ipXVdbpG6/rKnHE5myUGa4A/43p+/5q8XB/++XQ5rhWXLe8JsW5F71RMzDOSAqZSYWYO47gAdnjrVayAsiYiyXp8uWSdy0NXLjfpyOz1iTGCUQpi81FkHM7A4VyI4S9nkXiVFhUV/kiO1H3WAcwk/VBxVSPnb/xMaUDVZpwCQ//b5T3/+9Nf/+HH5SRGi8nHtp7/U/s1/e2Y/SW89uH2yPNf+k3zViom5Gqm/214by0p//dpvj2nS49Dc8HbYJ45i0QTF0FUlUb34yHq7vlO22Fy7DX9VAUhjCc9U+5ayyU+eOFzgOmkLiKBTzvkqT1GY4HFRn/TyuUfKPbLKq/1K8XZdrDpQD8MDCysOLfvbGmQgLUHx7ZioaGCR9awtjgjzz0YFRJXXsOZmliOaiNcr1deEbgv9y84sRbFzt1A8TtA1d2viE5wpioArS3iTuOExaTeeCUzT8unAlVUSaaaLMgo6O6cKyvXxr0AupbEFOSPUJtqkJ6eREHXp2/St47odxD5sfL1AkGBpt8EdFBMVKqXijtl+wdxs2rJSpwpcDI3wn46d9Rg6gaOjYQPRsgv2GNIu1NDpf9mFhJuwEDRaymdY+XHMwnvC7zeUZR7bnCSNjzh+Aa0ViDIFFIriHYIzCvgx3C7QFVbxBhPRlIl2uG5MTnupTo5DTiHnltnGLyfCPu+xvBN9CzksO+ZXpIwPYzhsMjqQeunWHsZPBJoUuCJhUwq6sPZxj1RL42YGEWFfD6E2bHiS7YUD6BWJrIXBMoBF7hnhZXom3hZk66g5aVV4Qk1/vEmHIdgDd1TjgsagUdeaW+Vp7E/rrIQ1IM33ifLqhBfJkrcNK1AU1TkmPROi3ORebm1aYS6enFm43J7gA7pRSGTtpHFFiyI1yW3TIrFl5cDwY1mhWBk9fAYqlnhHla0adyLyR6SDFe2ZuE43CvcGxAJDkEIv7CVR1VuX1Ct13Ho63jOL3Z1yTtj0Yis6A5PQoVRH8XAlSZc+gx43QgfKkkQ+TIGn4mKIcVv66ZGcDYluydHMLJgQJwI/0g7aMDSOaQcEP6aC8A2VIRYXV3p4e4EKzfJELEOwz/1P4M9VXh8bIf/9X//7f37/6y9//vX//fHfnuujFPN9fpGnw+R7Et2I0rj+MHCr5O/5Ku++hfkSVoznr/21e2kkr/21pPQ37YDlvXf4Ck4ZVqn0PH/jDfLQK5HSdlB8y/tTnu78x/7m/TpVqoZRmUPqc/baGkaxZ5yPjbCpEoTFHkja6VI04h4mGptQ2YvnPrpTigzDST2VFEniNcIZR66SQY1BuLyhwTvp+wIPAvP34laQ88YHTh/8CwNaXXfTIG0o2CGhgvU6gqCoiVEkL+TENy3n6CzETW+CJBAwDzzjrjlpBTFZdrg6DQbhbfvIwJmEnf/jC8cSQb+0zkSjuE7qwNSmYZdqpGvPpKkss/nPHyjois9eg9a1c0R6eubtqIfZNH+M/FLnhS0A7nXOr1WiXhVaJcSqCucjlmK96kBeqD4zuFLy6XcK1BPIvivc/uOr1jMe2yvMNKCxvvlEhOo0FDM7HFvKz7oLdv0bx+0RJDtKfTa3SZmpW2JD1EwKXOfLkI0h1KVo1oCVEbXYDUVX6VTnFQuMsMHLkjdZbCz1+kkbyWRvrNrNEyj/nRQRi9Oab8h1Y1Ii9zvFThC45EgwWX565MZMopc043LZ8QJxMJEyqfklbgSUnyZitJw0vBhDwK5xkK0iWgBJ4S0crxhRy+X1G/JG2iYFggalRmz/ORLCqgWC2TQik6x9ya1QnCoUvPGG1tZ8kUIrgnXdhjmpVhHT0SIRAooUJ/Lx1TVXZOfIUXJdBFB2bHRrIaIA6RlA0bEOgMtZcpR0gsNEMD10Uodtmcpeog6L2ZRt46lUarDoZbQJLm3MqLxYKS1XjStsMB3LEeRKJ48c5lj7y52UA5o2MBtCsIjG5/Aqri1zE6IewA1LIWX96YwstBYLPSN2S2IvLBPxmhBRUqtfRmAAhmUegWpnkW2RAZ3dsjlOZIHg7LzhFjko1j6QkYFWGGQnXoFTmZ7wpJU8fLmGwZYQWK7XYkqsKpcyYzHNNR1EpuLpWSKns9Cvo237248VXHZK8XaQY+CcBjtF7QMM/NgfJDRdCVPYUAOD6+eBq/i+8hhcp8mTfnXcyY78t57WG9n+sE72BnpvbtJROwIXSfIWcRjetqWYnZwn7s86jXmG5WiGfVOyD4OAoLSyGFDiUqosLyQ7Ytnt6BHWt9vpLSKHyRvu0GTGXf2uUnNEa8Q72h3l+8+fnmBDsMVAvk9fGoYjCMUz6ohWJtSr1P+aNYyz7ik28slCXQmA259Wv2Q9b3aEYbwHAvSbMko/7muEMW6dusC39qBGaoYvBkinyNsxP378csKSJxeKelrmjNkZPZts1gS3jgzYcaRjpa+kyQE00VG6OdLXCl+idYJDaOSTVkdptkvYZa0A2SKMBqEVwGGNlLf071//EPfzkT4z9Y/v3//+H//+4+pz7FD1EYO9u/IhUBFYYEJQva6fxonWYyJ1gJgqVcw655qk/jbZk2uC/hyxKVJYZ6mMLLzosMAqszjXyEpheY0Mi4bLx44gR5yDRrY0d0peSu8D7DFlY7itpUfirI2RadjlaxG621G+I1dCPApceT0EEefCETiGSdk1plYVR9AqKS3xUlwKXWRsBy5uo9h9NqJge+1hvBImyoSYCntYAmVsSqIKdKnY9jfBriKu56Ttwqzp8Xfob1aPNAe1krU+Ite6ngSD/7dcaFQhkqQpLOZGEoSWl8yErhsq0GMIyLpjmVl1CH2CNsysVWWzHSYDsp4HnSmTuS1EOSMJEXTR3EQvy/Fq6Lsc5unaBBhDZ8Rdm6QRKtIM1EyqH0q1eDsAfRNlrmLtEwHzZVgMhSFWxhEwlHSb88WVCXlWpDYlGRYuR49z0Dp3KYUNM6AMoEH8LMzkHs8Xr2BgA/JCrNQxox0+Q28bXL2AWUhX0Xc1VsO2BrLuLZEAzLESEHk5hKLvRhAScTgL/hQzGTE2onY3opCDtKYS/Una1QiFHBxB4NE4gwoXSxQ0Re6ZiZ3S6cL7vqkpRKKRFpFYZECIpRHxbQ7kapRKkqDyaZYjKJF3g3ART6QGcASS/4ANeSz+AUzXxbiR2EyZNBVjodyCnPMYNzrPJU7HDQXntfUYwiDQ1dXYqath5mtIfhrtkshZIhz6LBevKh++EDulOvS3G7nwNiKJYV+ZxUy8bBi0DygD2dsG8yB2GtVexJgy2LFTI4UYLgwHLaOPjmFdnhajiOTNQZviL6d7xpjU0bEm3xPDeMkyrTOzs0Be/HzkhRSXkLSbROuHRtFYo961rQB3576W3AnAnDsTWbtEgg29z7KLGwh17oRll5cm0lnrT2tBDg27JVHVZAi43UvYhVOz/JjudfZNQBfQqV6h0IGsMB1YYWqG8Aq5/yIK6ZS8pP6T18gR71gj+oXbB/0MeTc85IU7BElbk6eiUTBaMz/vXKH6gsFT/5yUnW57aAQzCaFT1CsoDGK6NRJXD5egILHqcY73FSNjCghELCNjdXNHIoWMBEy6OC0VeU9q2rUVB3bWZF7QYZV5QRsr1El0QGbNHI6M+ZAkfGJPSeEvQ1bHbXLDUnvBfMKJDbq+gxyc2KHbOonAC/gI49Bl05eX5Yg1K2/weiaKQ1D+RCe3FQIwSfJ3PQOuM1ut61xK95kA6Z1VJ08kHhVxO6xXLqH0EWRrMV05jfQ75Ak6L3Ihx0fqOpRra+USWQzEepYDnRFnSQgHEUhcSipRVK1wdQMbOcuO1H/pWNDVrnavk+8w02j6JrTaArtitauKUZ/+uaa2Wo3VodsqgiMEjWiGEOWxqh1RRkj2A3ZV3R33njRxW9EWpvH8TFNYVQLOhC/DkdazfqMF1CJTkxkuQeXWitRGe3gg2CCePZWis9/E8/IRHuNWlENjeGRRtXpDhIHcByLOyh7Puv/qrD4Q0CIQ9+xljZliCoSyVdHUJs0HS3G1lF1FILmgkTbF3UrCiWdnIbW3V2pvF0xPgFdo9Ao1b+CdPjo+JKJ2ZNlDqmGulGVoqieF51I2MJ+YqDXYxpJ2Eogf3DCoa9Yd9pOiNG8PSqVx1INSpVb1lAokPnoYSiyuZU8NiHnHOi1ADtrSrpJi5GWVPSYhUvWjRsoR8mJcLWZdSHpAb7KcpEGaCKXpFYw73pub/7rjzju/IYJmUnx3fTS7zyURVjCTdK+oAy1fm/vqPXk3gag8U6QDPQVyKtLOCnM6sSA6rtKUx057JjbKoSkP2e2KZU6MSGoMnlWcYqMO8uQIn5j8OpcaPPl04kZfn56Y9Tx3ajqphc6/vmuaTpGwQUlVsQztEZIn10bCIMf+RXOxFUvVtNl4fOXHd/JnUyY9A2EAxO79tlGhUN7S8Xwp38KZkRs9/3CxafH5T/Dtw6gM3mEh1F0wtEvYbWMaQLXJVZ3mUQrS4HTkDjeZU2E5gdevjXLoLVAGUqh4+MR04Pp0D7zZgPihrrs1R1YvWFLupDwhfdkw1lpR8kEcbyxox13wJYVKigAzVgAvXO7qqsJcpUreRRqsagsoNVrowBSq3lTZx2KtmlsYZQLq0Y99d7angG3hgsBEob0TvwpHu9nnpiCORBeH373uV7RSWhcsNzo4QlKONIWRtszhVCJtea07HGNS+mMdQiGeRkn/YyagOWLOa6zec2y3sD6xpOmLSPcdNVNJkIyMzpVpT0oicIX4npv4u5BghehuUvBauF3ymBjkP0qRiVfaE+EzbcjKZR+vStWGBoqKX7FQ8SsRZeWEIABlKHyHw+tkXcHTa4BXrMuGuyHthDh6pGy9CKISS+3hMg9Dq+uAOhu4b7b5dQFSlPRoP5aCJQuJXDMYxabQFoPyKbAKlD3+Nng2HQkmeKZs1CR+79zjIkVJIl05QpX1MXpmctAmiIOEu6Fxo420yFJ3l49Mse53QbgUJkg60YZjo2SgjOY6Ck9EEZKQJCUKh2q1PAoF0uqibKTrdfgGs0GEglNROUcpUdL6g7TMwr2VAXDSLVKooBcpsyRZVmKcDn7X8FEKEQKddHt4VNgeQ5PrpVZLz1CNM2u8Pi1yQM0wyd2TmQqVNO9OOhfM16qW0aUCseneCI651H3kI8tV7bT1+uuEcfed1CQlq7GZCkm7wyAUf2Z9SFyZLlOJSu5ErIIa33lrQIZSo6SdlyNulbp1Jo0BrRPM5iSgJkYpDhDPrv1FP9VhxTJmUBwI8FJUwdw9laMaSe3MBg22UGrWeCqljXciAEVks+1UJjlOBBJnYh6FEqmTIe9AMYVbfSf5XHNyjUihcEa5EBW04ATWUW1niL0jNENhpc2SOQPnKaMtTtZy/oujbHA2Xec6jfB4gSliDq0z24DDMu2Evirg8yORRwnSmfZ5Yx6241RCetDz2nIPpIKWJgUqWM6EZ73n08c15q84LJLbILCZqDKSb2izBgrtwZJpZ3/kMEPrRSjifdfHCzspekSFjECLZO0razjXsslneiYDjIyeCMgFeARfHU+8qdmks2bdMfKjeeM36BsRDP9jsdu+kb98l385Lz/ZONJ/LqinG0cWzNK+pGtT4oq2CCA+gtNbexOXvfT4ujkxVY6EIkQ+Gph+13dqbRcqxXVC5sSE4yhapNLhGcRA/k5oRdHSntdwFG6E9bcAusRzoeyVus8j5aVOPD7yj3aHOMKzCX3Na9IYGH4eHEiUZwIzBf8kQhJKdgqjMIludhRObcIjlenckZVCTv8RjjQ0/JVBAT7vqBPPwjQCfkogYYVgpbxHBbEQz4yEHiTN5sMGGOy4EHhKdFMDUNCkmIVHwCAQoy5kVsvjT5qgMLEvaGVs2hB4Nta0K6f2SyBF1ZQ3GqGW1luHMOkEK57k6wOTiwjODmbBbZotY3UUCquZNSOoTAjrMxXWhAuM4Q2bNizBnhNCPCByK4pnAIuxRmrrVU5wC/BdI3WiZ+Uv8eqottgaZY3l5MV4QPIllA8YPb+3AF/PIgAlMjrxCBNoTyYsH0hetYE/4jfkU7UwwrhnUviVMwCBtcFVUhg+yXzAIzuDrPWC9J76pYW1mLifpIqCdronUjQTAHmjc9Nvil5yxGDiVlLjpAtxfCCi7fZc+JJuFAwRo2ow39rpSEy/ITGRuzgoGKZJJyNyH4opRcy3bKt1pHqCC3AuQiIK84ub5PXXI43CT6jcyZ9aISYEroht5Y/c9K2vzbBxOT0L5phSYnHHwvJRkk+lDozSNmkH0bxFL0QyCogm644TXaVMaS4oFRzqeiaap4mQTjtkUXBI73ZaOi7nYztFdjtEn3PM9REK9WuenxR90kjnrtc9MgKvNd+VcNVjRf3cQrCehb8MLAzoMxR6tN9V88+cEqyAE4UzsbK4mwJHvbFRhTK5XVOY13yR9bwcDiFEbIhKDCeUkizu5rTryBLUPfo9Qbmt9Mx3eNYd3wmBsYeTg1oAkvtYe15CFD9pCsMEnIyACOVZnuQwaUjxcExV2Zx0nWBo0tqE3BwCUcBqeTbJDs0eRTjw12z2Z58LboPY6COIn4dlqcg5KNHhvj4+IMXSbCMSV1GdQDJTJSygnyDWCxEhhLwTPQoMreqdTtjjEjIxHJ8cPZ4cydVofUPg3ielqBCZ+Ehoi2EG5FyGGciZslByeK0XgmiPkM56S5SJuhy7416WXJInklQ2nc+rnipfUO735KDfUNlWpgHwXE87TTR9SzPiYZQrdYadfVebUXC1WUZB9KnOJI3HhszEInuG5XDCSqJ6s6p7oCJSYY/tFLiFMRia1TGGHKgbxigsrqreuKi6HjzDa8zUAX4KQ6JiR4pU05NBbPiqHQlenhg4LDdHT8JqF0LPMRPcAC01kvVZI7+OhDNyjgUchTiHlHqqhGKTkhymW6IPu5UZAvXEiIlG1/Oy+cZ5nWgU4sYjjpU36WqXO22PMmnVtQCtnOyYLBCwACbt5ccxdXUGHvgSgQhHJGZZp21EJRvzZ2KgWXWbGB5izOzDRe5Lkansy7VdI/USxMbqI2UquEHZZYUrmJxq3CBjQV6tUl9OcJTFFK8acUXnkoMJYDUK9p8otS2GkYnVKHuYO7UmCSSRKKKPz7euIQZUJkiByAKFZAhDOQF8Y6m+VNYl6H1DAOQDE2V3SqHmSH3pZ3c0iSIF8l/EP1kuw8a98fJ6yEB0isgjx0Xw5DtEk1jQ5MCG+Ub8SDp0XeCj31ocrz+O61EyM4jympim31+htQ3UvS2j/e1v3//yx+9//fEfnpNo9T9X7gfU0VJptTwl/yF14yvrpCRU155MTySzUDutrmxIm0y9B9noz5oAOlMtbByZlAipYJD1mhumU/PRMqzPr4VF2kvf6BKETEgB4XilJnssE5+NdzCAkogmTUpSfb29OGdVqd1oZmLqJzT0hyeJ+E1x7NaNzXDMsMvCNEbyhVDkS4wl0mKflmOdLGLZZ8GlwwA4SXDGsaSOwUAVr8KWd0iRxt1ejSDEqREzuCQbWRo4UJpABEXXO4CLlrYldcA9Cn2HkkhvJbIqQNwJJMvpjP5W8aRka68N+54onjmsBTgb3e/YBeSXqaHccRewyDPACXOaPQJroq+hC/Z2F3bibDyT0DgJgrTDIUgPHK7FSdbssEUL4pP7I+7+dPjsv7ny1f7m7ekgh/M1qX/S+S+/S0/UnFQ72SbhPsHorjHZ24n3BuPUtt1hnYpmKWBjoGVrMoEd+l+TXg85HjaUe3rwKKKAuYkyFRRO9iCcghKo10P2S18nkAxXyKMMS2lMZmUOlqR7hPmd+qpPBbB1Npc0JAqVLQ/DhzCu88/wiHKV94XiV+7PaKJZS6zdwj0OvjS20SVQDVsye+u+o9yJxKU6Svk0R8SLUvEiQczk+Kw8wtQ1nK70/4+5t1u63DiyxZ5mLqej/n9uHY7wlY8dnidoki0dWjKpIDU6w/P0RhYblYm1gKq92e2mNRejhj5sFApVWfmzci1quMmB+Lmzoss1IApM1eUrRQJth7oyvz0nIXFcLhVs+BAlc/9ZIw55vbQ4qVA+aehB4EGRWZ3MPk8DWhxCDzuWAfu4oN8YQSWiQsAULIH4H+WVMOkla2E3Cq+8Bua4om3ZlAdYV6QnueVR6iQNp4616y8+sPwR0FxZ9B4PLGGTxCx1Oe3AY4dkpQaY0VCAp7gLvD4ib1QRQca0gcBZ1hVASSDCsdkLN0k67gqTAhU2JElYg1gTKQNvOjUl6UNSI4nMxaA1xJPDN0Jh+85SIy1tUrNifrEUKqkKREFLNoHc6+NeQgXkzki4fNIePkITGPkjS5sbFRvxbw2aRbKc3KrYMrQ5380EpYe9xivqSGSkTIqZUFju+vQldZZgjIiPPXZK6dprD/V4OXPxxcvGebk8au6qSsAQYdVFkI10NhFvcswUYYkxXAOOZG9jHTLmxiSlJvuhCzEQMMN2Pf5mFvGmKt479aTNXJHxY2wQaXwpjHIGuxIahuNrr1vok5/w3jkG56kjLUrLP6a2RcCFsuuOmv7FTq8jzmiIKvR7OKJ9kF9HzPLg+EU7XQrDJGrY9Se0REl+qWlh8kcsCCYgTLJQHZpAXQIC7MybPurOfXHRIXr7chyeYyiG8WvOYr7ROadz84sP8ua+//SXl/D9cuoAnExKRevmGUEsEY+RYwiL+JrIpDR+HZdpYByT4B43wnFOUQgWT5Zgs4y2VYx+eiERg8FAcFNlXdPfC2AB6e9H/ybOheRpwYJLgg1Fpyzf6VzhFeVPbhqcUQvBGzpzW9/EZLGQt2EgKMue9YHyrn2zVyZKE4ECPMulpQDteMpkN4YcFB5paUPQZH/cnuUkI5sLfY/EjNdFa+MRrjwe6YU8moG4wtPMXJuBGLVWpUCsMa1u+CcuTztH4D3Rv0vqDyv/3gCzNCBmqyXLeQPxCpU6/0VnhVBmNbKaUUlkOyVYQo7c4NIGchg7M3YllwnMnFwhbtLxPSiL36jHW8LStZGwvz7norPGpZy8dJYFR9m6QZWOh5kgLTb9DiY3Ns9m5gCWsx5X5hEZEp9VzJ7qxlFFsB/XhaPgWCiUkBo0GH7COYoaicw7VmYgiEoms8LBYlpdoMDIzZETkTtJ3wj2bksjB4bo4gulDWNPZBBgvOEYtae019kP+EVSukFT0HH+7Yu352a+Ld2e58NrfZC/v9/XKN7G+t13P9iJeXSSZqj7+7+XIV0NpBWIFIHXD4m46npjbJdPhBrh4ZAgiLTAI70ScymEtVPoJlXUtqBanz97/cq3fyt9QTPveNrNuJE3kjQdIURTYjInlAUXACPuDQeB+Xnh6RxPnVvkzs2lMHFwIfQpc14ZZbX5nvqUcDOUp1e26+aVTMQXBxl/Gf95af/MbN55bF/sEWr3gqLAFaFw/eNc3vjhWX7+/G+3+GHfcBSLXw4TMPPKL68n408xzvOIu7fP8T37/Blm8bKJ/vXjvz591fXGdmmp/2BV/dTwbfzKRP0Days/OMXQ5rrCLDkKpH/N3BvZd4sFQECO+DHgs7yVqDS1SWMNFf8W+drTAacKIOad1w705VHGaaRk0OGeo7r0aA3GlJRVnI507TEb5CZezmaDCIshZx2dCxTqDwUgShFGXHlvEVf88unXfx7by/z72PvnP+Bvn8210iWqkfqwMmoXsMs0gmed4sHCZk2aTiMLhROy4Bqg61PC4hY+INbS54JvqjCohvH2NzfRyaikGRP94/Gzwf0vP//w2/H//rdfPn366Q1DndxZPfkKvvQbvoDgEK/u9Hi7dZwkCFqM1qRURVySjZM6N70MKRk+9zMDENomOS+/TiTctd3wepYPYH2TZyiWpCGQOiopx8hjkd3fiK144q/orHoqWQjMqiQfeSb8ji6uJiqVFK6h5kyIY6lvYAtjcpFQJ7HVTf9cZkJ0uQQjYA6zWE0CZ6YQMnMziz+9xltUquHmQuqCSXWiNHJvlOe7qA1PaOBuXyTTzqMJQ0ThS8AE30EKf9SnHz3RWInrtCb4FAgndbMSp0usPAvSdgEj8Ik00aTo7tYoNJbAlUYTPJNZlU3yn4g/GlLGNzDpnfwQp7S4u55obgWRhImkUDm1JzmFdaCMKQDix89E3iFHNne7sUrN6IrbUnnhEmhUhklcIhP0MkIZpKedpJd63nSSHmNEpLKhBzBDwERzMxRv82AJZBKl62ndYpYYh5cccU0lz1CKG3UTYcNFgyRO8pr6WnBOOAkO4ZglUGu9v/kMUlzDSTjmYM1u0AJnazyvBMmpIgouFm5LqkT61XcEA47ZhsexgN2GvVBbN0QpiQo/Qji2tAIxBdbrrAxXj135LzU8JN7v3BhOo8rNj5WGTF2f6unZMdxw2ibOCjot+6tBKBtHKQqZGQI6RNYNCw3tRmyws9CNHBUVk+spbBQBbGFAyx2F2gTlGp2POZK2n5BT4ZaQIs662lEy0dFLzYXEoGuiUrn4ZlikTrGRs5QKEa6+FTM+u/WfPvZwraM88gQmUzc8v1DcNQeHG9YlJbw1ZWtHrEvm143/0Ln84dwGPHx54jmK0BkHl0y33HnvTUFq7I+bLbMcg0BwYQhG100brVjrzT5u+hCJnUmK4Blwk4ktfzDOIojAfurpzDVCrV6+UHxcE6suadN+ZmPFda+3FDKQS8wXIjhvGZvGRtyDVYOmPVBaXfQ7JHRyVDuwHUkW6UotyiImhAtbGXq0MaBsOpcEPoE0LxZJrDNR+DjqjkyPtKwitYUoyG9WFVacB4kzEf6w9LdESchzKNYUOyQG2mF9LhuaHo0QIo8is5DOIERBF/X4PZKPPg6R9ZmYWQTdeHk6hk5Bs+hIoKkbcR7GKbWstawEfkaC5plZdyQYRcRUdJ7Az/LZUO02hh3GUT4HQV49Bc6ytHBZygvQmjCoI83l7JolYlJskXatJDJ2goVAio5k1I+DXkLClGGqrgvzi2tu3333Q7zGIU8HcjNEc6cvFzatRCrdp9WFQtRY3REmXTRQkal2cKBg60Ta1VW6Evnb7FaAMQjqjsKYyNo5NhNvfOg1TkZ+nOCNgQnapWEElV8FGkn0Bol72wRhtwFZukJWq7Pmvf3OBgLnMJ5rjfr7eD2seAeTJ633zfmTIsshH5YFgXB36jPyCYjszjXSxBKE+6aF2TPCRioPSDTmWBSrOgyHbmCRYj6XA+idYqEhAoRBcfME8bGYonM/BsKo9rpbz9VTj+JolIIR2C88F2Enqgzh3kJhDVwKS4Krqp0851PcjgcgTDGC/zKnMIM6naoWGaOGmhHc5qiZ26cRCMQWXZnGlPXiZxP5Tr8JJhWIOw+8dSg5MMvYpSJLGblIi1HZPI+sQr0agmwHi1AjyKNwq2chNOU9bV4lfbd2Q1sdNPCOj0thtZbE0qH8Sd3kCo3Myzz5nSNejegz+R/ir0O+tpOqZNuxHQ+KFRiAqNHhAIqnNFllWcsayCs/vuOailWcPrSK4v1kzBKFSnmyG2GwTvSHcsiuW7eFiJPpewLqRV6+8PkVfKAtLZ8dCZdvlsJqLQVD7XyeTGGT8Qw3ocVQFKfAPRCPureslcZVwMhiXnqaScd5X6E0RVXp0diF7op5XtBhERlTCRtZsbFbcFOFyf6kn5Ntk4ROJCtWHTuP1W+4ySRlii3QEihhMeTyqecoOiuLHCOjk47XxMprEgHb66IKSiH+dF6XyLpkTUXJ1WfpxHtj9fGmt5FYo0evLU5cLOwNlWoiV6iEuLk80WSSkd/hcOzX2WypqjQwlVJIo7yYS8gQOlA/YCrDHdPbXqyuOxrEIKSmtvZANF+XJ85kVKBVdbMoFquqR8y1BkUmPb2FZ/9laFfAS8RGJAmDQIPalBqrLkn+YcPjUlnMu0UigBZgHGp/SS+0w8jK6mOY0HANJpNiC3ZjDB8Nz57cqANBzhQSpZRzBs+eUDYlW1nbZKxCZs0DMe/YsyXlZdzmQkN1Q1uxqVyXysw6sVCvkF1yxkxRWso1kuG4WZvfHkAVNSFrAFQ///TXn//X736//BJoShbm1xJhyr3XayPuM3mcgU98PlyF2mP9ZV3nnkBngDvTVYtEMC0dLphKGZ29JOOwl+XOml4Meg0lLeQaRm5DNxFLG5YRwZyDu1EkXuXuhifHsebeoIOBw0x8bhSbWT+/kgjUEErBJECIRM4SbvplTZQ7S6kbnoUcyOZJngjposQaI5mdpLZvpCqpOB137Rxz99hUSCMM8cjPkEuR+SA1gAeL1VmLDwq2gtqGU6BqwGXTzdS1o5NwJNWx2Ma784tTv6V/F+JLEEvhjbxyTUZ1u58QfY54c6SXDN13bhgVszCX7Ezns1KapOrWCU/AMCUm2eu6BGb8lbh5uXqW4Q27bnLpsLtB8wFwpBUWyg4UvQicnXjLNxrVnfmj+g0Nyq2Bos7MprCK18xTZlz7cY30sW+MdAmI4hMMNTIav2KiObU0UuBoIm+Oq0HSiIyXrRBy5ZXjigu3x2cgBWKzw0zZlnClh4eEYMKbrfjFpuF7/7377tMrpmHIKV9MQwplhzgWDBAeHc5RJHgzKclnTKELnQnmHffmqVPJ0Gs8ufRkRKSKWDgDAxNeWBqJxakrpcxuj43USTRWQEBUO907dZI1I/S3QZ9GvYZ5FpllYnmrNAiBY4dV/5o3fCvkXf9pHr60Q5+OhPHwf/uPf3z8/vNfvta/dizZ9F5bxCMmKmrXwsxO7/D94iPNg2+eaF3hrZGvaXCaKYfVPatU7QgkLs+bkR1XYSVodpjxaIRmfavPrDqCtA/aJAQhmWsPCM5QaG2rr/JYY8k35ASdqTPspz0dgX7D48iO0M0SWCUQRcUDq2V5U6axuoyzkF+pP8Nc+s3Tb6szkSlpVuIG42GfZuId6pSJXmOrWR1BcEVgSR299BjvJKblqUrdpdvohs6LBXFMo8Wcg7BrF7KPCzosTPBcPvE5f0XdvHDzaeLjUlispcS9bW6iYB5rVSyP5Nkz90zu6jylEFqnoqfiCx9PPDKHkYlTUiEkRlL2VcWHsjs2Lz08X6SDwBQ2R4G7uTTXsXlYmB8AuW1FAXt5HtiHafkaHVL7aTUuQR2hyzeJj0tgsYSujdUh4klydRWuf+2VAP+1CPCImQqY/VRumN49k2g5Q8gX6drTp27UPNAYqNEqYdYvjzOAIcSsS7p6LeQlXyOTf1eZTUyUVWAQ3qyBeWugIMhcW2TpKUNSK5UKWiRtvssDTZIe89LSTb4GO4hCNmkd3RzEyZEf4G/k6SQfj2KRcm0nWDldZjU+mRpa7DULBCN3oHgCnohfdXUHrnvo8tvk6t576DkibPoP3BIq8r1dbzkWRC9fegcZkPc6F75e+CBd3meyRcOH/5b++vul1zqq08k19uWhgzOg1s92J0GFEDrwI/XGv3+H9ui9fRaIZ9MWK+z61+7Dik/lOLqnO/HK34vpuy6sumYF4Bs2DygG8f0Hbyjr+RnKqvWNRwwVh/5lN0ixdw2TlnwRWsBQKDMYLW2/5iURiuDIBrvn8V5+c3qja7in9JegtxgCoT0l20M6f40UIW56smvZcL/HcKNNJ9SZ1PsWGTzsIzWGix+BtIdC0hgWa+ny26dj4aBLgiebQZnrO0xDwOfJcR8Wm07N4x+/QfBK636TFDKLFvVCajXSzefRcciOgJpyMGAawRwWT6vgcEEapTFu3Be7Jz39+pWCE71JkZBbTN/Nft8Z6Zsj4Y/cEjykc7fG8Y/cshmY9FvhJtjcIhXu67nTkFNzdwM/4qv1Yn7n+xWi/OQ8CNU1ZGgDpEu2G+3tGzIxbn77FLA0HJBG4H/79M+///yOGzem79++hhdXTcxBQ3yyX4l5tihlBNxiUXiksQtVQhc8N6TvYHl6IbdYJQ4FwfYhKKo5ArK+J4LQmTH5/Aj2xAwId4SMb+vMmtDahuLdPmme1wyTia4RenaQARPNZGH9zMOh3QAdG3fMD609hMn0wETzLt6oPToqcZlrj4G/J14fgbw3OLUqsydcHmgAwMR2zxvgK9nHNyioumPCP/8BeBgJ6R0ZDyudS3iim2tKteJZbSxU1vQ5BrbpprVPDDoyJE+WllFsZxK/ghJlx7mLzs289LRKUsekiL/B5NprNldH2kY34Mnud6KI9oHTR2IR5sunnvBP1nm6fKH4uCa+/ZHmtBJ3OdL+9eN3n379tzcONfmhMTlffKpB3C/2YVUudqbv5w/fsggTDajsj/zxbjA6cV9yizzXrXIxNK737zBr5dVp/QO37MblNn/9ZyX4pKR25uOvO+nn//yfb2wkKYfW99zDBabv03c/XPPgr2068zKvJNtWH9jQkr6we1Tq0RSj8yoIvblFexbvgyrViDiX6XrJ8Q08P18OsnKx9+9/eOVbNUcWr3ko813f4OYOAV2FxbxGRxytgrNf5nvpltW3nuv8D/71bo3KMshf6at9xQP3cJzO8t7FTPyPn3/526cfvjtCybeOXembeI8Ne+Hhlh78Sx5uPFwh0CwYHuE6c2lu0pxV097C6VNlRTrOklukanMy0ngRL90vCfvLN2uOmw4TNcrpjJvYzVx7CB17I2KZmxlbtY8ee9j3N6fc3qRNdqzfcDvlKXGy0lVmmtBrr056cZtO9Mbe95D7QWY1c+0ctrD6UG02cpX6rcmXD5zgCHBlJ5xsbtK38Dcxd6aMx7B3CCs1puO3SNceIxm1/eco1kzyl+dMxH0l5lThtszLaBKyPbXdtIPMjuzz8b1RtqHQs9cnkf3Vz4Zhp9o6AMeQpjmsCbIem0tzwWXiE5QFh0rfsuDWpF72cRPa4D9Q5J2193UmuG5EEVMjvU5zbRH/IzRD+JRISEqoHAmh3qiBUlI0JGfFO+eLnafwQ+vfv0gkaIpu52bbakUK/RL2CR/2scLHEbwBUpwIwwClzwpTcw/Y7IZ5LhFW7UJxOLtoOql3Sv4c4WKi6H1HvunWo3CN1DsFZEL5mZszRZYXcs8J2NOBWZNra3puUXDD7lZRyaQkUUOlBPPbhnEtEnJQkkSbMUROlnmjda4zwZB9YaqibuOQmPdNrz2uikaQ/QEGoMRhIgW6yxNnwuxGZrmHzYldblqeBY2EiO7cuQHRkZjqQGXi/vBbcPWxdlHsWMwzgimHj4Ap1GAo6UyCnLi6helmnWq3ysJ2pyEjlDVEXkfLhN2eW57ZYn37SOaIpk63xUYy/+PXf43DWK6/2PN8ttV8cepQiAwvpt0M8tZT4Bu8W2asBP9xdS3Evq8LQKxaGoP6ZOcnNaXeeXJU4qERJ4pk1PTaY+FFEZ4v+YCXx8z9XIlOaXC1vlPx85lVzxuxjAjlJoL0D8+5Yc+nXnvyqQr5VMUTE1IuPPf2cdMetJu+y/phEfzQ+hr0Rov1xTc4JKTdLUhRm99oKnSm6SQh8lCJbWTIACOjUL1js99RpvrGIobU/uNuBhCIn0pOXCpEq+7l07LUp83fYTahdsNlXygw88etDs9tvfbs7jsYwhEXo6hDvhFUto+bgYLTc3WiiAJQnW2WmmCw2zvGsvcrNyGtTKhSHJ7XphukM6N6ujOVsC5KJiKHUgkLqJcenUribF2bSfuQwLZkBulnhPiijUwkE3usRGTtDYHjTsdSkG5DBiWk45AekGWI8h4Fp9wzlE2+C1hojZteW1E1QGF28/er0oMcNfUL/loAXqvtIFyjgKEeqhbLFZYKNRqnxO21qRERQi/EN6VwGyUH3CFBBlEHWj6n4JBpwpkjo0YyfSWTwKDsxTUKpDXq+QqmtVqJibjdWn9cuVKU7nsylsYzGHmMYZmJWOI9oi4/LCK1oDijB23wCSiqY649TUQ1munzWzRNkp+/JIHUDdIBIVkD5EjdoEhMsV/3eaNhx7dIM9oyB5yM/To/QfmwNsaiZYNndE7Mo1ITtcqa2P1C2+FwdvTa0yiEqB4bdmX1oLdkrv3mb554jkL8P8o09E2m4fLEuV7TTbdpIhpIocZgojoGB5lrj8djpV5BycMQiYiwOdJpVZlrKXC/4kAjrhADN4svT8q0V2+RdPYK4D7WK0AZfNh0Ug5RBvxIgrUmo5JuZAAC63wclg3z/eba44INJAgj5NMdPpK9plFf4bjr2EpIgiSMoOtWx8sT59Lv1CgxFiwqr1jHf+agI9EMmGuPC7aRVIcs2ITHbTHBnr954hyFJ6cyhg3E5Wb1lbfXOOcx/iycS3Kn02+yPv/HDz/9/Le/f/z1159+/NuPv/+Pr6V+0hnefHHqR1KZIMYq7RZrMLQAUiPFgZWZ+M0128xx1wVa0QP3bht2mCdOr9ARray8IuyVyqFgYW0evfQwghuAtHQmXB+vV6Y3lqgFXogFMBQ+HKZ11ck8a0YynMC+fOGZgjdHSLj5MPFxKaxIMawF+rxSfV6jVk1qxOS6qBSgl5R/LxNmtUamHXU7Tgz7OM11TZ6O50WUI0WS78DrRZyDOE1iYHI3c+0BJZE4eB7wgjVpvH3WdI4yxRP+LqF0+A7E7GU+SHz6+ovVUyIUn6Nsr+XiyZFF3Dw5DtLBCWFAkq4BMELGQmsGIm1oMDqRpR9mq6IZ7PQBRWIPqQniTUVPWh7i4swzxuX0O9JGVy0zgfSxEjBz4iMRVQ0mHXS2hIkBZk3IM9bBdCV5OcgXVfaxjj1JhSbh7yJHuO08vUxwqpiIxDsxv73MCTpYo6qLXJc+bdh9q6d8ndQ66dyKlOEPrA8so6eiuHD9rb3u4yOR/knLzMnuuBNy9Pvit5D+WlwIx4St2a+DoW22NhAHEW8Y1RvxEfnCpY7oNpoL6kvZIXTioJVppmrHDdZroLRwRZS8Q0qExI5/LzcudyY9SqmkUfWzNaqJDybAZ1MikAigtBoNVxuhhUY+mCw+wlbI+4EJLCTXZWujaoPLGUg9LqLA4Urn7jyBN8E5JjYfM9FyNiAvvxxF11w0NrVqF9JsKUTWjT8r9BD9vLNub2KPv/308z9//J8/vlVyjuUz2uvluGPROPuXHMJlgp5ZNxQR8Zuuu7U8gL1JV0VgK9s8K5AHVtz1lWi+zLVFJI2yvxI1U/emufabv3miSUBhnDAUJ1d5HPvbn1eEq0gMSQP3pJstzd7EFCd+DCYiRC6epIITiYSZa49JGbVsFjNF8Bi7QPzNE6dzaOjyZ1KGqM5WIY7NQ9L2evQ4lHlXQVf5A2Zk9ZKyOAfGBhoFEGvaVxQ/9qfPo2vtHpjhzbCMeZfFpKJzcGNSxbFAgiVzbeEc4A5WC2RPZr02AxT7ROMfYBpqYBMWhv3y2+dc9w2V+WWQ8+ENvZrLWjJJPNz0l0UQHxfdy5RAMaF/vqSHU9KS27+WKu1bN7SkTvu5BbHAvbtj9wxJHs1c8R++ZTdRNZNh3dwRKh9kaYm04jv4GV+OA+7f/VBea3gT8CbggCWUWFWrb25ZVZRzR5aM9/768Pz6qkbR1YydKPcK7d3oGBsq/ZfuED9jJsE/r+EKeFR2vgss2MN3cCufs9Grj6BuNa6q2OvfdNkvq/U8wT4geG1/S1lj14Gfoyqb/+9XctpEceaW2TYRSIcyVxJRSvWmaUOHH/HSExwkMbsUn1Q3B1VkHvSUkJdR2GlXvFJ0Rnm/0R25OaFSpfEKMBhpPaMy5SoLkuf8o157zvwiash+xchrwd88bgK5PKvjqTDFK56dD6rXcF4qQFfHLLiB/HslSdB57FoLNC9BinAiLIsvodcevQ2kVrtpKmDKB/usOYmV2BaEHrqsTAq6wxkNHc0Z9aiFjv0HuRN8L1QFbJ73obxlWC/6Hll5yX7AeLMSPD5KU6YRAjGtB7x5Ln+9UF9c3DPtY0L9nz79r7/8+K93Iv0oirLvNcg+Vxgr5qh1lI/7yhFPm/RqXz9U80TQbSdAc7Qce0o5ex0BN2aKG3zCWJmKjpniYqUsrYCMqD1Erz3NQ5ztlqbEycqZ42BHGI1j5RPB3CPTddppqR7fAutElkVbGzMyd5UyMKJ6gh2LkONyBKUymMiIkCkXlHHtzs/oqFAlMSuc70JEuEzkCJUX8tZLhgH7+wJj7wbwjdgjIwfEsa0ly2PyGJPrNjVjMNfsaVPQ2otThadN7Sds+GkQ9omzfJIpoyVspCg1PZKyN0E5IlTMtVe8xa6vdm74NT1gCujPDxWN9RrslGPetILoT5o8SCCQgcAG16RKCHOuCjo4i1U3rFJGstK2oWP6SxAD6xbfpOWYMB/XYdHJDoWyhOTysSG5UbtgahtqreNnsA9bpG6Yed2pfZ0bhjOAkcQSpYaztME5smRFZ5iJfBgs82YCmwJCYPf2o7ONhE8a2h0JdrBJMTA0TsJWJM7ddYyKoAZWa2VUSOklP45e0zGqCkugmr6bcwizFr/IpwVMA3vHGmQ16/tptRvp3hMnI3MAKCSDFKv2mJgULop5X+QFziF0hbiqLxPgCBr6TRv5mAmwmD5RpP7IGhn07CPxIQ5ZWoRcpbyx/oezgIlsqWXDJFiLbMINxA4IoB0pfNl0/2nM8xL4sCv9y8fv//6OI50OA/e7o/nFjrSjLKgO8YVErltmk3Scr6Td5K+B20kGsxJg3325r8EgKfXjcg1Hm1+SWg2V0L6+g10gr0Iv0wUq1B456EWv20B/Ww1io7pi9Zs2QKGWiDiC2AisPEYAwcmxhTO45IIxgn0oHt16ElJielZHGTeZX8ggCUcxzEFMFBPopYeqg0MNt90dLWNO9pidFQR5MKmX9R28NiKFjULwgTJx9tpvHn/cMt0joFEcglU5plVsGdnekTAhXlCsF+5IlBCnO+5YrAirlyOK18TiKIQrneAtVWGKc9MgAz2+ZUeWNbpjySPVSYllY1pu7tgtUReRO/LdG3azIPDo+tYdMWN4xQZyyb+VsbCxm7dsxKReNMniwGGeZIQW6KOLePLWJDdH3Xk1byDxUki+Y4quFUfgKTovlTx1YbAHi7xV8U6ZmvNGThIGINBdmAOpBhAP0rsmWTIyDUuVmzuiInNfMskCrvPrG3hpRAXkzqVRuFXYXFtbZOxDy5NI5vHLFKKyGFYZQyiBDmII5dSc/2HjJxk2lPh4x/h5EQJ+aw9b5bXX1oLPOMTdHQk1k3eDkjak9NYdoSIB6G6mjxgtvHmH14/+2R5kQDziqEzt4bU7vEfeyc1GGwTdfj1X61aQgtiIzVzf3LFZABJT5ry+g3uH442M79lSazIJrKAbmY8sZurxk3ldlwwN8l9H0BnpW6v6q2cmwWHLSy6Uz8p9A7qWOWgdR+CYpL2wBmsxvuKZ1CtE2qeXHmAIVxdktzJKxMrs7o7YcL3nzZCOdw1tfcdd/xmyhMo8YveHXjJlEQ+zeDgwWB6afP6P39FhCDYwIwQZD9S/c7gKKAdpz7qIlx5mOSNg/P073rIqKjf/eIpRzowZCCUdhvlre20evZnU4cVTQ2zGlh3FPm5m4huL9bpA0H5hu8Mc7tvfSch/Nl4W5fkKqd0UTxQC5tLKY+Kkcy6b4mthDoPqSfulFiKAPWJFTC684i4t60sJMw3bcKRkauY43D343jkScvouPVQQDHRs5zWBbo5UocuR2IBypkBboBt4vhjHUesla3c3NwSklERVSqTwE7Y3xIy/HYLIbvebEOQOwuMJFZK1K3VaiErb884lqCQIJ8m65WqX3lJkgfSHk4csuoLqQkueucpYjCnTjOJGuEV61vAsk942xMYYvl/TTI3Lxi7kiJf+PHSMqdppSv///PjbPz7+/ferr3XB5K/VAuNc+Mu1OflRuwBtkCRtw3JhJ1K5h4K1JwNgftSw3TruqksJljRhwvGYB2UWGqwj/GZS8bRps7jZJO0qrEvwsHGDPv/1hn3Ot4Q999LwgCqiAzAGxsIR5UAj7jmBSm367SL6fIP1EZM8QTWXjM+HvAvFERKmbSDvHmVDRhP2H9nXq23Rv//h0yvbQohKwnU4HetcdDhHIvUsntJBInKLnS3GfGifZSE1hVHdXUT8RwAIocYgV1nsp9E8cl2o1a15FeQgQoVgOSww64XMEIe3E+E8kSVPxeqwo7u+6Xka7izmvAJPtE/MmCYUllQy7yjfwk2ADNuRhj8sxwx2t3AdhXDxIOe2cJIgWElOyaXJSMqVYGlKqJXuCFpxz+qPX8bQcQyHLU/L3EpToY3T0vQd5CEw5E08lUChEydOZVsg9nDQB2Cful77etbDB3cFUjzqgN70KaBAOcGRAmLw5FWvM9KTJmVmriByV1y5IR89rq07xb2QfeJyKjfaJI2PAG9kCuwoaGMlUsslUGhn8pKgsFfd3h0bBI2msDIyevXbFceyzusLkx86zcKseiOVgRygh/FE9psSKZWnl+43lQ8otK2f4TEdkajpoVciDOk3gW0kHGsphKarxN/77Z3sw0U4V4Fxsv/7z++Rmwu8d6zKl93sRx/BtFFvXcLeUHdNz53bG0rXYOv8xg36sT/+8v3xP//94y9//fTvx3//97/8/eNfL77qL6Zscp7zv/zG1379H58+/YNvnw1hTvO6//7xv3789d9/+fmfH2XWrp4x/fCD0wHvVTJkurj+Bwn8gYFd3ZGwGi0hdf1jk1f1O59zZy7h1PnL1EmBZKa/X5i60gDr9PonbnGirucnNtfW4zQmbz9KoUf7Y4P8kqmMKhr1whivDFl/FkFGn0EdWKy/fPzXW7Jy4bN38BVyA99X+T87PY+oNx81M3Uu0Lohcp9D1YMoHlEG4rdCz0TxKL2sM+973nvsdAdJp7iyFuLGtKtZljaCTa5OqqvgdQi3NRyfQpQMJ37M3HowUHTY6BlQjBtrrxoLmTFt+F9VB+p0lSr2MqVAqIxWmLS5Ubmv5qXorZDjlKuNFcjjxSovC7kxIqefAMY27BGI2K+VUhRcFTPbUAmBAvk4Mdcl14UhHzlfwUPn/67DwhGkOZg060yZZuQv6p5G29b+YCUNIp+YyLpypaDpcjkfnj9AylX6PVb44BaJ8CnsBCD6FB3SmNDP7aaxbKfWPOkciuB1D/gtci1l1PdmXB1omsbjU6yVXIR6t0DWR+wdlrREaLCCvYs3vG/ye0TEI8KFa3RocBS7yTUs2Q4BTaw1OC69D9UdnD4xUctBeEfUPgIkRI7hO9MvTL7IeSkIwYamP7Y/GIg8H4i1ffzLp8u6eDwQKybYhPdpRbLhTGZvuv1+Qaok2Wkg/JLukxWVTE2ISZDsDmTRvnyW/nJ4DT+8Mksj545Kv37NUtED5VuPAKgtb+mI5hS7cz2AeG6hqXw0aD5PFLxYBG89V0jqYBiibvVkRypLonOxv/BSit17AJ8VRTGfTkDAVPXqrXxH10MAbXU1kccZGyG+QuuAd9CyloEvc9MhAwxvVPxffy9HWB0B0a2Y6QXiBAtEtAKXYMFSFMukntGKdSh48iSGG/Dqi1346s9ljGaR8Yb4jRsyeeK6otNQttyKLkQS4NDzIkdcWVgieLOSsKNf60IPc6kSg2bDLF9MCuAwFzWvWRirQ4dGYpVVgplxrhnrrBuq/MQFhuwQ62Euaa0ViwspEtZipE83ujSO6D9yYwwa62FJRZIEVuVECjAGvfY0hu5J71tIF6hF1FyzFY75xKAjw5S0VDk3KWnHquPCZ03OdGMhYGH7RR7XjEWWlXIkrCOn0r/GRa2reLg4Qkw7D5B/vKXikRKJkZIlEsA1ijFgY8EKgdcwmpSjcJUglQWa0Vpk0HTGW4pWCE6bhlQZiPxJqJYuxI6AzFu8WGvAPj5Ie5ZaJ45sdWpr+5SoPXFAo57v6Imcp0p0uCvsWvvgMcHqgTgQS4UdMRHDUCzRtka84HxKBXQKMfrhmZ8akmZ/sS/8l/4p1Y/2Nx85agq1E0p5ZymWzh5FxbwIr1H4mjvqVunOhx3e1qI9jVD0i2rH0JO8unspLnHS4rvDEpauz5VPkwJWWWtdoocEewEgE0HDrRg9pJbhIORLqOD35evp5UZkiQUhu9njueQfPpzTZOTvl0pbb7vUMRhLHd4ZnxHQHGS/Nt7dsd+2gao4pBgUUNlygTTlDvl8x5ptO4SGi7xu1keiAF8I91cBg6N4TdzmP7SivmKlok7cjS1V/PjTPz/98unXz8WI10oV0vU7vuPLtYrHxW6EPz7/eC4f1onPkqlNek2nEyP6Z42TrWOBL9OXkOmVsOX6WG+S0H6ulMmM8ALGkJmDMsmr6+ybpJ+59qDzIkwpmONtfSOXeHnWTDp2xfbMX1J2Mw1SjDBT4DU4833C6rXJdE80lcYpkcRuhDptbjtPP24G4XgQJULcy1As4rR2FB9kXc0zc63iBRObnlipIPQlle/QNQQ/qaKTcRdbYZOR+HCkuZwZhRVdYDHufiMMIQWz5RJuKjCk2XOmgJOMeoBBiFdEg7CEVXPjtd1CNpQ1upALh5mSkkTa0iNWwo6n4VQA5qf5DapaXLYMU+ENaFKB8sz5efj6SMJmU50n+Md9WE7D4YEFMJ3Fa4VRwUuoJSkeLdZthUxw1kpfNimlEieXIdXTKfDK/meSDphzSI5FNdNsiFyVgrF0JkhssKrCJIkGZUDaYRDHpehxEBkYmTiY9hDFRLfLlfhy226ClG6jLSXg5BWScT8eqXmDWazE0JWqeFraMTA0nLpjiiNOndNdr9BcQxFhEl5l/QGNPoPiGFlkUmozRF4rHx8hhJGK+X1LbSkCUrCZ5ZDFjzFqN9ch9Ex4Agmd8Uwax95yQYgPQmIBx4aOOAYrrDlRmIGA0oOGE1cy5VoZTemQ5U+y8B6tmtEinYMolWrRYoLRtAruYH3UqQi3AWvzAS2mBnOZiRlXBz8A5VPLOvN0HEKQ/ZAYfC3vIXuCtZsqtRRIlzeqkwsJJzKk+puBS+ds3qoMZ/KwPOOCBWmCZJGRK9yjhxpPhly36OTMoxD6PlxIQnKOu7oalUczj6yvFj4szXLntKjb9Qn7QkozYpaRjtzGOtYtQVxDTKQlyDHRnwZ3Ux0/E0T+/eN//fz7xdcCyGOr9K/EEC2wbUiX6xifjrBKjd2bCLKzfOEAX1BDh1vz8EIM2dnzGWcWeKCtEhHlO1GkSDYl2Fj6CYwLbq49RJHSsEDvvCW9s8+aIUBiOS37Lc3YCwZw9mvEx4/+zSkExXogLlE97qe1WEhCVoJk+DQisIB4mhoostT2aUXTOOiXB8RbQ5Ya6V0qyyGbe6z7nOhzJjpsLyWCM45hKGXaRRHiaSGaUzgE0fOx12YzY6e+T+mOLoBDkvN8rbh+eeBMLSWKp2RdkwSxAlnM5/MfsHJorj1mRxpTiZQbHYfCSg6XJ1pMFqYn/JYso7A2g7g/KLc2eLxhKroRppvT6KirR775mmJ2KHLB96isSnyhdZgLijN1guSZKAxjnje15HrDpSZSojQTzPnsOboUsl0k+TTXHkv7nSOkwzyRS9JRNu7yvOkLFpb37g2ZRr99SluEqjml/fePv/3lx18+/+lrDslhvn5nlfhih0R/alrUNVglmj7TM25QiezHI52bUy8R6fS6uZ9QAhn0le1MKga/QoXxJpeDQdfGj7KPmXsjk+itpHfXok3gSB0xI+2vfNMJl3F7Lf2ob+5BCNQMy5eH6ShL0zvobZBYILN7FeTsDdcJkcYsovrvpgw3zV7eJKeC+SVdkYGNr5Cv0ygCwuEtqcjMydQNRlre0OMYwg2Vp+AO0fQeURy5BTERI4u0ZG9mImg66UL0QMmITKz30jhdPU4F894L43vdFE0c5Xpl7KRsbK7pXHgeRSjEyyJl5DXV8+WJ0zmJRF8puRr8IJXlzWTKkDDuWK7LEchOwHm4azvwjWQoxIONOA+1ULZXKk87UaJKbr40OlR0FQ/LTwvTkWdyOJkN1qUkQNZDqMpYoqmmQmRFwfZYq93E6oPZsucIwubQCi4yV1GJ1Egh6d0Is1ACNQ8I/gC2hQCc1i0olZh2G/MnHqts/rKGaQ3zS9KBQ7m2tk5UHuvcwbndtcqg6fOoPz2/nyegobd9s9bALodQlR3q/JiN9PsOf7hhwrHHGwqAwJPgd5L1jRMSYvC5FShRYbJG8iBEZAUs03HwbNT3XFQ9rvN3AsWPKRGNpdi86/OFExODxxR3bO+VBOV6pqqoOEJz85vMPcFeS0auN730uB2dNu5MZwxLB8Vp/sXzw+Z9jSzSyL+uT8oaqIdtNB7gGAq1NJniiEl+a0FXNyS5T988TMlSz/08fhum/Ocvf/v94ksxSp4EMl8co0g5BcFcOsbHIywgWnzt7NvX1tRd5py8VBqWe4V6LDstkZyoVCt6Og1MxTtp0ySaOfDG2bD4TGYxy+xznzaVoDogckKIFddkiPZhcwKV30hf3nzOOXhH9d7LB4mP3/3bRz1RNbkMRd1KOvTullDX5569RyOUiv0OYt0Q/jB0DNHadCOvHenaIxzGM7eWQYlpB2Ulw395ogksSAjpcNXjci9fnjhTbhoU6Vwkah+W2igVjvVzmfWNn3DdeEcfNEr7+WIJ1ACMvnQDZ03aB8jMxeNro/tnr2kjb/hAOUoDibVF4vUY7ANnKcmrBIU9vskF5Oz5aJeGVTgvPZ78qlxt8RPEW2quab23U4pShDLRqIfp1z9A4BOSxMetz3QZ44zHGtOKaa/cpYXcgdciSECiidVrC7wDBlIX2xJvlrS/eeJM+0fmfT0cz/z65mlRAT/nMqNeD3K+KrW1D95whFV2wzh+vkZrJKOdQsaFqJce0wONCe3FouEYzDWli2b4g4xr2uk5lX5lRi4/rWt34wvZMc6FmG42caIcpLj0HuA/jVWG9dJj9Un5LSbvqbbbGHYQR01rjdUt5VPgXpA82dqaXR44TSpDCi8rdB5CXIiLuVM4ebOUvz0z2bGwzkPPuPA/f/+3T28h5/0JQ/1yH176oK57fgMC6ETqq8Mxh5+59uDNHhsPa3MxL3tBLj96niM72PdldLNOccOvYkquelI6okOXMiw3yW6lkY4VieqdkiIjCPzh7mAeVdgDMGFiV5IFUa9HYfGBhhgnw1SkysG6fd6MsQszkKQdNzyGYRsNY0+1FkmdYhQky2Dh51/ZGGLZsKEzGQ/71Yzvburj/v+yKiRJYaoQrpvmBeF0uaH7k2j9OSWHmdGqzv+EhhcN388bWaj32JDIzNN33TVZibdmVtIR9X8pBGQV7YuEK80zslmS/qvWwZF6vxrUsIlAckLXYeC6126X2BNseC+eF2pmGnChh8Rq3WQ3sTTcGyLwlEiiQ3rkUYQ0hEClOis5GuYlzEG38udjA7rWc8yJ/cvP//z5Hx//+hY44Fi76T204vOu959cuXaWP/eBRuxLFaqltT+dO3VKibosrK1RYIEPGz3sIWnux+8at9qunc+ppgS9M2WWySUd6p0BhlCMrI1x5zd6AGHuY3UbiLw8Ei5CoHJI8yeQXeKdrjuRrK6Y5ZmmUQXT+SIsu37jtYi9IJb4tLMywpYOqX0hicA6l+MmmxjJmsroyWWRHtel+3YYR4SlxZumvcqVeAkusT+iegLbDvz70h3gTAv4LI2dgWN5EQzg+CHEm4pczJrF3hcmNim8CiqXGj1hjZvB2Jt67/LdvbaiKEgGz9NmMooK6pmgtzAvIeq35h3+wGnHokWgoSk6JgC3gTRLwwiMPzOLjJQhoX6CRkrXUpdDRMpwr1C/y4ShM3vOiVbkSOSa+406T2/cqCQNTTCEQKEDeKVbvQ/ZgUQe6pmsz+hE6dpNaAozKQOVCGSadyjdGa3NESgLhC3wwdsLWxzswmPHUZlVyFDXqU7RtMZ067E0G0zCQLjiLIRIKm5DWwnhH/p3T6HsTelhUNaS5HlgixRuQCjxxhxKXn4dUAv8DU/Gqq6A2qROjE+ySVhXIxLjk0gHrNvF1J2yKaNMRPYxNJKLkpQqWIaLklzUa1dOT2QJqdR9WfyuZiKVGyyXS5sgJlCkdRVM+tgIWLnphUrm0gS9RvEIMxH1dAsUlzb1LHWofxN5VxdtSZ6DaFPQ5NGyNKqMjgZTGIOr7OYZt1yLwhHBC6O5YdPcnmhLSXsfLqOLG21qAZg5Dtw6Qd72N2SBEa1vQIIKMWpaf5fAqqLiYaGZEeK0CIduPNzmjJMSGes2yL/XJ38v3F5tMKWK+UuERxXaAUzGhOa5yVuUatc9wtLqCWtU6mfUllo6l3sPM8wUe57KvYJ6WXckCJ8e4R+l6IGAL8ECoq0rBHkT8gOqtAkVxnoqjNtliizIfdBMHD/tlpE2MQlMlDuRtOw6Ljz8RWSBKJydy6qnaCHjFJoerkCC409wfMtZSOyPH0seQ6LCxRJxBhuGRKWyklJGzj2aBE3FGswXHr/C9YWNOsP9wpMvslLiQDZvulUrRejDqSEQJttN8QsxNhAAQkW/+DgC1/WzELjuJ0VwqvsVwqKK4cfPMajLrmOQZHNeniBiDMA9thj2eRrSNEiWJcA0yDVq4D8+2prIIKgEt8IwuInNZOuNU0j9zj4xFPNYS2u35tgWKN4pr8KM+yiE1JkRRJLM1+f3tgkR5FcwQDrO3QIn1lB4JyaHTqzmFyV4E2JuDOTxoYhYQxUlLmhMVC2WhAFW9KVPvtEo2q5n60ZdUPozzqWmJ1ahnMGAORJHjSPfzrstOYpQMqB0W4033QuJvkiLpDpBzuV6CnoiVKygxtE4SXEJP4SQy6HnoP1J0zT1TdZANiDxeohyJobsMVDVMQYyj8fq6GAWct6krcwgjRvHrFvCMk35edVW+02PmIxxs9+hPUXVCIuvUk/DBFIwcse6GAO3jwh/KdrHvC2+BscA4ZgomWs5eOc6ZqSNv0EXSGC7zidbFTANuQoltaVejagjYQTD3laxLJhKkT6ZsvwgMWQy1KJCQzxayTN7UzJysXMuAsMXK2pB0ijSrCOaUVQKPwXRRl1Flv9zxgXURiIox03ftWMViuGpYlopcX53MD2jM+cMrcmrLszI3FKvWb5RMTQcpnMQjr7HkAzF+MLtJCWleE1Z5mC4cIxfSC3oUtxAixmmeIGJcjKIgd3NBbU8Z0/VY8FDYI+VdPagMzXICrH05HY9sYN1mUZRyJe4hNZe1yv610LEgn0lNzH4t69sFmXF1srm//Xp4w+ffvnp43++hUcS5Yn38Ei/fvzX10U3gOBG80vmWvhrbSZ9RBiSaGaotCSSo+jbOwo75UxEpopBKLRgFEqmnKa/so6VQyF9VNFYIDeQ8UburmXSET4445gZ6kNZi1gJHX6DePI3ouqCWkC8mMhLrYcgZA8YGARuvhgOMnYrOmKNjIGZKwuwVd9l007LZI8ZjI1GIhdb5SqFZ6kSrVmdBZr7NHWv2KZTdsjU0c5IIWVkbMexz5CcpahCnumxxEAm5s2Wk58mO9wzOfHR38QxzPaDWCwk5qdSS+Tyf+rEIibkLRjSOgLmek8MIDFtQtpBC4O4xcPnw6UrI0X3PTFg8PAg0eiUuFRfvfzw+R5zrh89u0JcggMzj2WZHKi8IehEVH4XL7fBlhP/cu1eZkeYZmkLwJVzxGjozUgrrIOvJ84eOXbSyrMw2PLbQKY+qBIXDOF6il4OppUG2N0tsm2WbpYAVALubRPdqZvVNEs8N6XCPzSTy/w2klpde99Sq8aG+uEtI7GAWB1M5obMfEOSLME6mLo4j2kKTYrpIVm4yOCwAHXEikimJjR8lNHelddrongseTqlERXbPa/S5ph1k9yg92Cnwuh+OG7m34dLef4D/vYRgCYwQTAjBTGUnEpLnD6SZCXCpc01Ddk9dZVIjsBhyH7M87oQdnniXB2R6g3yioh/EWNG7KxeESKRrj3Wfhi/PjSfbrqssMn88sQ5ioZl0pF83PByJYL9D8DLDakmisj6zD7w5RvFx1WxEjgKHhUYJJe41uAc59cNZXNAo2Ou6clwx+LRqQ9ZTqe+Xlb2idNDuMtWex5FKexd5M6QFtIOuusFQMszWFhxXZlrtnSB+UFxoTt+0v1cROYSH3Ac3GJ3c2HqsBqnJOZV4XXxlhV8LK57VLIaBY6lY52VEmcCWxuHI75SVlwwV4mKqJ5tvrT37jQIiPVw8F7fHL0EvBAnBuuooXL/Y9qRdwgXVMN8qEn5KqorEoxI0APohog6LcFLO3pp3MJcOEYNDjU5oooSmQ+Sb1JOnkvK1a0ELy8/ffpGdVde6I0rHDFgRltW/nTNZpbN6ZE5AQFVGyLm3KEwzx0nElbj+yQn1tQ+L+VS6YQeffe4lAMt5cWJUEyu+Hx0BU5Z0MNV6tPzgbuu3eJQfFpIlVn9HZGgEleggoigSBEC4d02FWVKJbp7b/rZXKUIqwRyG8WPhdgmhx1AKMWb0NzTARYNf/uk82i62k8DWAl6N9pIN219nmo68ryA09Ab7VwxbJhXkSAPnTNZu35dTnHcPTtgJTgRXXMiMzXYOXvvb6RR/FaV5JgK7C2MhpffVpYIqO89neTBMU+n1BU2+uaHs4yyJBJqEi2CsDHhKFzgGnxPRCArurFrLkmpImHLQoyNsm1CT4ucUOKtoDy8OKW0Nuum3ig9L4jXloQA7Q/ZyjgIUwRRl/0GFRLyUhzw8tuft15at/3IEBFnLUkgbAWXL4icEoi0FwYAdAkypJvucm5IpjUAlZTxy4g0D5Hro5loNXzaAaxd4Vxtx8JPj5w2iuQVBSpJxl0vvvwywljEQcGKvdg5bDuy6Q/NupJpT0sJwMsPn+usgnbe3ahJPqQyCdro7mZhM6zllkrYxLyDpIv9qBjX5c7U8MGrj3h+80KNp5EJwPIun9UKNQhU5TybuEBPS0d4t3G/O8Znju6hNYlCIiKOaE6nuXmIFFGiDWS4kpQAqTIVt4ksjh/H7t/ImJ+YmaTTcfNt7dSso7ydT3PgSPsjGXDc+TGrJoMmZChTdB9sS7A9B192SWXAFfKzQvy53k+eG86GugxsJ7PiLohj4tQrhFaR5OsaoSGOPFtCf6NLVOk0l5MbraG3Lr9JO7X1KDITpIhTVmEuBBdONURBlMIouiOtM6W+fIxyAp1KAjylbI0z0u9+/ngB2yLCURhqeQWBPZcxEYWuJKUad9zwERde194wRFoGizWmznemns2JxnBZ8vN0jlSPE6NO0GfeG38CLEL5jCws4ocfTtDDS5CIFPvv8/kyIuIZBOHGf+y0PGekEiodm/d5XOCejGa+bTGlXutKOAHxtXGfj1289rtukjDodLYPsMGHTbxhgXcUxU086aOxI2GZxFg0oqyQbAG2WTswL0KXvDm2mWs8Uz9BKsTIIml1ipmwxDtKqqunG/Mw85Ew873cVGoz44TFvUWnRXpUtmpdlAuvCfNvA0d6M4YbARbknBfvpiwCpYGeB+Yut0FRDmwNOupS8MEz+jB8Fb9bJZJ6JjP1BXrn0E9nmsNJvPEY23Q6QwYalFKdlZCG3jMNEtEJuF14VxIVX6SLEwsO9toDdZRPdI4nVL69axjFSkO05HXz/Yv6UOcu4TaJHkhPRS89Brjc+xl95Z5VVwkUbp+nebPTRZtQoC3yVlYOlt17p4KzgGMR/1si5bulaQxMDtUSkXI1qUbS50tIdokb1BQ5dE9vGraF1pPEwiLxk0cr/TpXe8P24CHhQOoifgM+i0bbeR5rhbr2RB6bfOhYmZg6NIqI5qXHgKiS95qEMwQPGHNNLaw+b268yka+1jVZ/eV5E+OAuTAbNJiwHgUDJG1K6MmQdl9CmR/U9Bhyk/klKhEtDg1ebKAsgb0cwVqso+NsOAtmosT02s7DLpEFlnoaToVhNDSQF3L3vmG7sSUj+LxVW9wQvEiOmJS93Q3SzlwznUIYV1RPh+mWbejyOHM0ouCLHA3Y8BxuVL0dq4u4TeIilsaHYwsERLLXNNKlkkpoROyQttA9+7igywlFBC8f+TwaCrni9tvEp7WwyJ3Ew3dMVx9HECebL5kb8dUMpgiYxuQLcZ1L8zTOozQCErIibhgOZ+xnzZ3iZK2fQ4STLZI4uU/E2iPX1rwGUbrd6expnIuzszwHkZnXtUZivbz5HIvvmbzuHX2LnRoUudlAvRRMRXOeGp2FscWwI4w0x01fbdQ84cy6BDLXrXFfbUyEgRayFVpKaRNoFEdbMhXCSNqpnVFGIpYOYVRAt/nmG6wYon0iOolcNzVSaaEmluMQqfGtBdKxMj9ugJ6V+2mkZ275KQvTJaaCut62o24eDY4wydId6cC0DanvNXFApiRDMbROJlrFiFGAwxEdscpWQaLttVcsCw5h/aMrl7pSI3uDkfVihs4YDGJeWuR0ETwgdaeEvlhk2hf7vLmtOgPEi9/oJwi5dKTjtnAY1G6SH/bzG/TADRNuWpeJ7QONT0czIQSahAaLrIriKpUc5aNtEv1Bq1TTvXXc7uaZaPCSKjgHkRlKdGMjvtgpfT0pOhr3LzZL+JY2EgERjh3BKSLTyXAYYHFIjQT3quTlI0zJ6LBeDyExukqU8joY/0EEj4tDGy7UaNUb4rm+I4wWWhtk2CDmt5ulIfWjOTczz9AoiDbXFvYCIZPBUIZpPSxRC9flifNrcAg7vsZGcIXLH4M0Fy2niI/jKGomKsYhm0DcM37DAyRwI6ahi8yT341R9Do/KOUjBTEiJu1pw3gyhO2wKifAOFSu8I3UlIZ2CpbbPWsGRCk3rUkR27R2Wo/iDjW7+z39thmDv1mbZCa+2Gx9+iHla73xmZnfdCedx3LegLBkqeWOnyZO82NBtRTJxpsSeEgUxUm8ua4oXZ4YdGQYSQ7oMxXiTQpmeu+Zss3m2irVSdnWSDTG9poNgagVrd8U0v2O7+/yxLllA2skNW5Gk8wnmnH7keLjslhhElL/wMtqw+YSOYsozTHUsJBIlT1mikNGug5tn5toncd+hUSk1JG/prweFsGFKAGh8/KFpzmMdG3RB+PIgU4s42Cu2TWFBlhYXBHZJ/trJ8prnjgBFpG7o8ynnkvKJB3CzTeKj2vim5fiJXd9RgqmFP8f//H7pdfq8O5zLv/lOvxjbjNkLFzIANcJhJBvgNLtAxa3DevlPKQIIJ8SI7IkK7NesJkdOOnhBFfWUY/lgM+A8TFciDOlF6C2DjwL+rvnhbUSkDTnE/gpKH+7NZcB1jYUCTMnIAXEspFT1VrTzBO4htgr+fCYAh1GhojfA1Hb8qJZJVwsFcOLi07uwbSVN9TftlcvoGuUPWXUB4Eppo1K2lR7RW8aE5Al0XfkhSf9KQlPPZex8iURd1jUGWnl+bCjqygq7aYnTCdZuPGhqduT2dYH9RvBB0nNkHynTFDWEUCic90ytf0P7Cx8PEFgfMECPNaD4/W3Y7pS4O191hbama2hnwNvlQghozaPPDwalHsC9+qmTh1R0r+GB7MgwUmdSq89gYAThSSCIcWuLHNN4yLzvImlCuQnCZfChtHYPvHMWrO4of2wMx+ViZz78mni4wp4q5/yK4L1stIRqIfwH9///PM/3kLrSRz8e3nmi90EcW4neuXcg5Nn9gHgQLeEFfpHR/uH/56HtFZVNeJMny9lD+HX9p1E+Xkh7nZzh3vrnd77691oxLFpm1dezdmVYSpjE8WKjmrxIla46g/8MQ3j9TfYLeLrXx/G+1oNAV2xjp/67RsW7+3fmqWbv94MRg7xic35o3dI7Lrq37oZ1h+4xWR9HyPaQvzF0maHwIPLK5gMS8ZEmguaxzDpyGs353Z6ZLmtiVMG7zuWFYvD9mOZNOJuaVTftieJ9mvVXZkgeGp9Mkt1Img7ARoFRIFp0NhIbU56q1bgVd4Xu0Xy/rLiO3anxzd0AJKm4K0D8MuP3/3wb2+c/9IF8h6B4dP531BOfHSZrzNbLhFXsGTciI9BNLwwWpIuIKo3Vd6CdQeC98c4MXUs0D5snpK/w/yayYppf4cnvuDRQxCWgyiNEib+cHlJbiHeUICGqrqgBi2IotiSX1uDZAdBC7rQShU9XWgjp2Wy1yFcxyCFCpSfk4a3jb6No/4rz2BlX5ilNwdmLD5MCxbJRWJvbdwyUWNFpi2UoBniiOo5CiVS2mPkfWnfZSYpGmfzLoCv6+NRZphA0m3TQy6JfuLTD50Yl6Rthdq3K4EkjpeHfSBF1XV/gWIHLiPAthBJReASlO5kBCRKWwT1j7ud6pgwyeESzCxt4DNn3OVgRHKDQdYJCbmK6UOuggdKyEklAPmRpa0uwjqUjPh1CCWQYPFhcNZ9A62SSFGLBNlvWRuZz22QqdLZOtH1SK/veh+2RmUsOTHQInoWwxz87KRCWIjIVWXAFlgEdLVqIt1owWsjNtWyJM/EGEtW7Q2iGB+is4+MEx7XqKioO9pCdjqW817QRrphyvbMcuENulyR5I76rAecj85qv2H8EG1LZGoYDDM4CO4juXSNTJ+9kzSSgI42Z7W0aRGBWKfihhFdnLWNdmMlC/GvjOaM1RAqQ2SScpzoiiA6nmignUpj1ajtf0CqNuk2+hKkDortRIK5ooVgAV0TQpZ2QVAmeuOYqNqfOnc1hMK4Rl85APF9k+09HF6MH7sngdZGlkHaHJHjORB1PTvPX0k3Pf/w8bvvLy/2mNFznTqWBAqwthPmJj3BI1f+smM7URvx0AwCClweeu0RDlIIfKCxjhmFuaZcAoUYTkcfOuGF8iYjfXni/CWH1kp0FgpaCiFqxqJaJJUmvbQw2wEnwt1oodhv7fl5s65Xb7jmaE18++b1pjpxJhz+9NefPv79598vv1g1P1tBXo6HF+1D7mMNl4l5VivUBr3f9MNt1GFV807dAocikkMuN1w/rPBcEa66RYoXJEW2waJVRyWvUTrEUdhWxmnCDSuXyWNR7boWpERbpeybQfad69hvpS8yN6gFx5Xj3Fj4XYZ8U8NLMJlmiT4dKKxfBSdqURiC54Wv53milN6AJG4a0pnHJxN9uaBtqGUzdYK81k796Hrp8StEyj4I5RWxuWVkRKjMeDI+FXm5bsN5Yh83fcRMPIcXTaiZC2Jl1kHDif6lax8WFZGuczAtQdhgdFsh+bV2I3hx7HrqsEjw3eQtEGwj2e4dsapnM9Ajx0khEJmEJISxx1z8ZJTREY+0fGVQakmfwnVPPvtCygLyec219ckrZECkwFHTjRwdE1NJiAl+UNGskOn8X2eShoXFQCU1HoIIPeHhz70evhIM1C0fXzRYn6dM+4C0csLKg083iLN55011ZUOVafUL1Pmh+g7xu6SE7d/ZgNvjw/dfHUqhAvS0bSgJ5URCW0gEJQKxTTD24z6H9ZX0AdlZJKW2xoMl1o+JjSnN1GGyRoU5ig3d3Xln3fSBSCdnhPUjneTEq2khSOcGCizjF7U1ZFrEXee6+LbkPufGneuBYn0xt4Skdo78AloJ3955juqIGef5x58+/tsbnvOx2f17laSv0eMUjQryFFlAWo27lYWpzaQMyLq4BciGXqswIBDjZuNCh1YPH0aRpDkMrJPOohmFlcadfrcnNLMoVeHikkTYlR0H5LVEwAECjyMWWVNBpxip1zxJQgbpSjtTjAgRJwXXJXFwXd1Guk8obDyZB0eNpZEqhzXcdLYW5rUoaZPrEN0T7CodaOmAQ2jcJ3ajbDn4N4kKfMcVGDMLygizCvLJJ9fptBiRILEgB+p4F4GaFQgmuYj8FzLwDWXxYZJJ6Mm04CsBW6UGafEkkS1YrjGTdd4IMQxyADzpCqu1DQIbgux67og9PiK2aUuj+hpQIb/uwBjEmngUbao5WTq4hoPIjmRfQgY6/rvvgYVwOd/RYxq4cEzd5RsujpS54TAhnTYspED2XGp961beJIsBBx4CpkIGF8UNZSdGbeKkUtW27cy5zB7TbLHwcTS0mtohE4hwqCXS8PSd6DI3nAXpGkoKKd9GEDWqDJj6nawg5gzEe56MmQl9MzM3lbBJrMdgxO5mROixAj443EgCqVDkNLAcuCEdkrYhz1zUd9FjY3WUDkbB/t4twn8FCXa/Y5OTiis15EpYRT2GnjW+j89GvKzHusWapB7cT4MoHUM7mzbXzHa5EYS4IVlpnSpQg0w3LCYvBJTX2s332FPISkz0gasWwm5wf+fqKpvGBsENIVZuCGcRR3enyZKMFamteRPiTQ9j5y5J+RsPGCEjwZqhXKMUZ+RMrVxDYhkpJG7ktMSbIVSD0irZucB8sUS7VDxspmwx/bYd3/5g7MR0VfJURZZUCfodkdsVRpMOJa2RcJ6zI4GV3rQd36RHPOMbaiMpG7mGjfU3i/Nl3PPwyhdCjx37Ywa9+Tofxc20odIBKYT+sAAlJiGEm/06xsVZ59hzI6EBKXLAnFcWdxWG8QAjyJ5QNZKUW1MZ1EaUv7UT41rthOoZRGYYOqXILq84m8sRdFJNqazRYZgmfjPOAS3+WCjqHGTE288AkyAEi9cRxErn+7CH5HB7amge62o1gOMerMz6TmxpAqLEEYhGPQwgOI5fXdqQ4Bw34TFuGgDnZmhUaJDTGQtOsvnJZVVtgWcUCeHcxEe+Q5Ij3C83JiEuntVaSof4C47kkEnNcJ2ZFGwX5dWFjQCx51HR23PmIrFqCUgVmUDERVnzs7VE8IIaiTm7MJ2luCAk+NAiyxgeHt36/MjM3S0EU7CLRR8LJ8ETcFp8LWI3XdcWiqfYvURihSlaCtbnc391IFYxF9bVFRX7VfBNZFIxlxktLToESI3jCqOl3ZS4fFyJzHAh7hOJakrz9Q21GeXBxNxQyTLtWOw9cwXKe6N7KXAlOlHYjRh8Nvg1BLe7NKclEsvcjVeHYr4GWm4TcYjYZU/kyyt/P2T/l/CD/c1HFq2mnGAzw5zPuXx07lR/VpfGTWeDK9TNb379YlqxICoqeutTtjXCKbbC2AwC0osiIVoIQbhiBcxv+zsyEyB6R+zDAtMGK3U4xwE2qVSksJbedz3Bx5ZCbbbRD0+xV6RMfzTY8ZmdpANuK+UiP01o0cAqUfJ32BydODmVHaWF8pbULSTi25N4EFvrhfcaSf8yC1UdRz/Ja20JGKNj5pYYuK8jFvL+c6NaR2YSsS3ZsWWts3E4srrdEekcHx63pDTdYHIz7oJwaVHBDZGTYo8mzqjyieFIrst3pkTaUuhIKRuPC9EpwREw6XRgigyRU6LDYhf4Hj9NjZfiTuIImKDX9AZpHoIRNnWnhp0bW+fciRxGwE54ZiZHAiApUu0oxQ1hwm2/V+nkQAnRDS7GI0DGJF7iQ1t0HpculLiYhNlRDkuLjyB+fMxWB+pr2LHCSqKTlEQM/7ty6WWySY7gZu768LDjafPMzCvX0HOTh+MuyBounJ4/tVN4tyk6CdoOBeNG6hfnvjNJdWXFRUVazRloWxXqSuhRK5QyZyBw93Mlks3YiIC1b8yAvAjWS8TEIFt4sCLbugkR41KRhvawFRs2R4E3YxI7ceFPKrX4EYIjUYIjBA3wEV5h+KQ9UCLxpoyMJjpIOqa5DJH5vm+8VEl9ZXTbS2ZweIlMGu8JZ3RsIGSz3DZRjACVIoeiSTrzETgd9QHhi9FTMH/YwbYB/96Ij4pPhV2P0o6Lp4HXidHTAHtJUt5xEefG4jTHzGALsnwIMEepkGcinVUwgLRpaRJfnvZCc0SsF2y5VDcj0lbFG07RumntGu1SWPVzgfEcNn6fq4iqfiFT429oG4XxIWBNQyisiGaIxoxrgodSjNQIHvuu/tpZrGqgjfFk6P4DBwvoHKVG2eFjse+aViplBQdHJ9rl7qlcZRjOTecptu8I4GI9BzfYR/FMcACV9AcqV2daJknZvsOE2KfNAQTmPDY1gRnyJgLUSOyDsB4JMtL6cIiZW5hcZp5fm5+YDm5lmbpC7dg3eYxvqJkjkIo5Vee4067hpDTOdh1WGEmxJa9MnlPOii2Zbn+kY9OrlPpjWsFTS65cQ5FYGQXaKonzSU5AiMXAhzy21ybxJ3EHjMFSWZg6Oh5bh7XHbZoQBFB2NZxgpV2mJ5oo63fXhXk8DrtWCvdrtLgDeB9nJGIABSmPSMSByQJb1RNlmESDAj35OLFOT2OQCgZ6MK6T+3BZ7vMTqgtqVyRG9Tf74lvqCEgPK9Ro/Aa/PuocmPU6TDEmOsQ6own1iSflCEOw71DISjbIi2MQNAbPFfbmGEjkCjMIOIMAnINoO1tROycbpH6Pdrw2rha5zgUr71jR59iKaz97FAgReCEOHtpN+63NB8GKiTdNWPFpTayQNPWKNhAqhrah6bmRhTjmFl+gdsZsR0eZq5H/vGHJ3SEYOmnND3wZFp4qg69kyrCl12bD7bq+Ap/4EMyqXDOPd0eh8+CIIc20fru7sD1DbGHfZNEyL+zCBGr6qecJ2LgzIkaS5r5ZExvJ+ekO6gm5zoLcSjQVruSKAZ7OtTHe5E5YjIY5QtZKyOIMEg+WjB1NRGLOoSHQyUsbU9PyidcyuQPtdJObJgshgvZkLSNZiB6J36PtoXKNPH8hFKG2fbHEMBEIgW4MzhFE4fos95HJCyRXeHNskfSZsEXjiRFZ6/1mUX77jp+gUabt+Pnnp//753foYwdx7pjR31/ki5p+jjX6F/9S5GDSf6eLGa9wAQSZ6Pl+Luy6cesMsn/CK7wids4S6A2Wu8ZbzQXMzwuMZy3d1gtbBc+SjoKpJCXfnvjEMyDh38w5tbHyofKJJ63xWKhwEbuyR1sUDiJF1hMWkY2lbWrMjZ/KTZpSgSXTOnrS5/S+MwvTMfo13iXv2G58oKYIKbbD+xd1uZQYYEMFpkwQuhQb9Va3fqNWz5GmTtEs1Kxzk0NHiFwehvpIGy+CJpGRzjGzeYN5R4JUj1u3QFcRosKrVu0/byO3yzz6cKP1ZT64qcVhhf6G60ygC1ge37U8jKYIqol6CpdSJlBbagTnyo4qUgrNe/zMTBQz+MpgBJmp/w7HHPs+DI/ub7o+1yLxcvhTPTJRu6+kGAgy40zS/fQ/mmLW5xZ1Z2rzMRFfWOGrOk6/qgyEsTWRBZyyowysvOcaMjKKIjiKzHz6I+mM6aXD7yJgmSuMkt+250myEVuBfMZdf/wMSQHGyqRzqVJxSM7xdYm6d2IAPEIfrAgkA00ytT3CKoTARGMuYq/wFydWvj+8mHCxaY+JlZCQq0bi77BwZQZk73rHRlYjMc54EMmQEk+8Efxk7XVPiije74pLwvqBy9lqZcz1kMm2CMKE15JjCUGpxG0qjYmUTwX3jgy7Q9YYQd/JM89vjExMdoT4a6YUKR1hHmakenEU1ZEqmmQQ0bE81j6aF9rY2AQVsFVXElsrsm118+ctta9IbKRFaaK4Tq+rbE6gGBOdQDElQgvGnJnnMmbO5iaGLPrtSTyabrGtvHaC642mZNovnpqSBVLD3IJtwzsRBQaLRESSl4BlEpPnHonjvdH0SZyCqNoedp3RxydD138cQ9Sh1Jjm3UeCLtqoU1vG3EZUXupWWGYQt96D9ZCsB8Zi0SdCL4pjQHQoOW7S2dJGTv5ZYI6llojgaECGCPB+A/nv8T11mf8vEgPSkv95ckxi4G+//ePz372YFjhZAl9OC6xUZfK19hBL2lGTlsa8R96R/1QcOXGxZgKbRoFHEhtV2dDzRVbA8zc0mAZTObEYhchrLkI0MxEXNniGhAgvCFlT5CZugbXCw03pwEAsy9KZN5y88+UxR37EJFj7gYCxkdR7SBshLMG1UQO7xTmdbyB4LawTeIoibmRgS0YNCPrylQ8yIRghRomEGA7JzhP0vjAZmtiUddguRBHYZ6j70p4gjTbBCGGR0tAF7jo+7l0LCkSjeKpfoxE3yWWbm62Y4SCz9uk3M41gD74SVe4bWAZXMCV5LIJNvCvqFxhf2WsmdU/xjUgyhevcXEDqM0L0Gw4bgSMgF5KkfKgv3PKZz5MtUhk/hMa83jFv4m45SxGDJ/aNWhEPpwVN1iXdMdcYCycPgcENJjlRqkvekUKE0LiXqmRK9gkeikhY4g4UGrXaqrCKzFsmRmIDHREUTkXs7O/ECFEmj8JTl6W8NvanSnWEhCwD14sl98eR4y4kuODRTe6R2neO5YOFsYGdvkmEYG5O+hHb++yW4cYDPc4PzA8OXRTq92yUBJZm3TXWRXJctEVUQ+HSTIVsSYIpITECqcKSJkPd8AJKmpCMVjXUsTOx4ikZL22u4AfbYv2ZJ3QbPWwJskmlJHNPl5wzCPppntB53RF43gAeHvGyleAtQ9ODALuZP0b0VLE1yVdbJ6zrBF1unNFIiXCS2gliatedLLdX8gRTmuk7pvVQmTrZF06e9ztnsxFzlSzfjFtUNHM2heNO4GEJHIlXJGeuoGvSxoyCM6aDn2VTQi/kc0nCnDRbLJnrvDdTu+EQgMIcdsaGejaanthNRgqOcHlODYCJnHBZ1EBuhaSwt8A86iyoyhmlaS7mpJN2eEJzO0f0t/vjw6gTXrL5iO4QhCKeHpnVQqTQgXWVoFxhizYTajvsNw5W4QRssNS40xFPzC/Xy044JTaiC5BCaIQPYh3ZOYvMrj26yfF7sMf77fMXWXnmL/mLX37+/m+/X34tgxFPRuSXMxi/fvzXKzHF67BLoOOJEbjfgDhPcY2Pd1B+gFSbLQ/+CXHwJPAkp23GdHjxN62gadON2j0D2VwirTNvmjmmhanahRz0GoYehyFy29Qe9eQacKDNLzpMtZp+3t/MCYxGQiztOskZMou+eSYL74VM9nFRvUlj7snn92XTIC0q9UTHySY7cNjhuAlpZDiJV26nCFmJ1cMROVMi3RgB9WIblsVDWqDJuv2mqlM/z2BC9SdWNR2kNDADvVOnvmI0ntJmnuWtfKLklZSasSHwuBVWYivE1963KhCZyx+C46GkRGZOE9mmyOchPf5chMEyPFSooinUPt1yu41x5hrFJTKbOHPD8aXiUaLc4ygybQgvGsrFHSc9nrGtcEwgjSIE4zTwHYNgWDPsVSYsL6zSlgPLsQj/VcAhOIazaob46VgxgMnPPyQlKdxFNwyikTvbR/CNnrgQry2dLnm/6wiEahPdcOeUi2k6wOVG98ARQ6a4gpv1mBjKmhi8MJCI5AF7jotaobhIWJLi+nArnWH/pd/IqXIsILUJxM4NQk8YRNn6ngZGNLdmoCYdIUwnvbjEXZUuEYbt8Ko2YgKBWwojNbsjP1FPLDEsnGmU3iRH60XH95dPv/7zcCPNvw/v9vwHpKkfU89VW5VPz6/taBC94RfUdhBlcbD1TCLQEkVlYo26iwcCjAKgLKbb6vxl1JuCg6Ebpo1zC+QlS6UMol6fMlg9FhTUo8cDMTZ4y92EIqOhvwl4xb5EMnuN5YtCYJysqxuMi2xjbiRgEF8MVPPpmTKEpoJ0DqEWcGRh6nJFVlD3/NcS1Bf4NsQcCcCSaJRqXrtldIJf14yvkGKEO6R559pJYuLKP1Rj+ooRrp/6gSbA/fvHX//7D29B92XH/v5GX16j16zxnC/hMtn05vkbxGvSKCjyNYV1OFZwaFrztxmJndR34rirFrKDl1ec52PjCFROZCxZ67UFRg+tsX4fm01mt+3yRFOowYbz/VxcnmhqisiKdDsXrZAqyuUrxcd18TIhsa78e9tjdbT2tid0jDEWfy1Z0bwezJ9mDyQiqGQQ/vf/eMMWiASxf6+N51GPJ6lvQAN8ctYzBk2lUuajsiMyvD7yzxqRbgxQ99JZD+wlR8raOxYhiZ4D3h5IeWP09y2toYOHeyr3tswd7IVY2W1ibhqNbXkz3zS9ZaKkHjh48BqwwYOEFqL/sMw3iKAsSnfoctSH22uTbaRSe4sgEWny0wZlPn6bZHyYlW8ADTB3cBxjdAjEQmwOI0paF9Ik3Yd5yJqIA8hrMtGYX88V9xYJMia7Y11wd4kYcEpj8JTZ5XMzZqIciYZmzQI+wRx8c7RONBUtjSw2GjNVM8LnxHiqJFXWnRd8QcZwyRndIINDWMfR7ab33DkOMdxNzblXTnGpmowOQgrk6wSh6zcp+869yi5Q3WAsZwx0BGtG+Z20yfZ1RiY37fiYX6PfNG03bgi0pVdTfV8DxWsgCpjCZKKGVVKHwPpjkuVKlG5sm6r3ca41sBiZ7baNyWbEWVkmR1jecU2GvmkPlYATt0Whw6sGlNgcBQ9CpCTuW5dry00R1UE9D4FMXKLHYiQyeOHlDTiCTmVmabC/iuGA3+kMRNTcsuhqHLdci3XCJb5Z8pmaaFokDFJhPXuLfLaEQ1gbGOCfpQHKmYAFSeHS2hmhOkgmL55xroXShdabPw+Rp7Pa0SEZuSU63rDKxBvFxBQYa6KyIk8ngSMC3ewRdJNvunGPjUjeovQD43cocYNrKNykWCMSoVhFiJkeSqyrq2o5ZgR17Sa0TFC0lok4s92wRlZHQi6SJmM4HPYF37SEY52qstt4bAdqkGyeuqiOkSL31EChrMOWolQn525IvBsSYwJbuqkxsMKwtBOt6mQxEOFJfYsxRUowYIZ6Wyf4UqbmMUnJLbJpcsBDTlAYc9Iqz1urFg1fvKUnjP7HwFZ53ptbjtdPixmXzCHIwo0ZWyWg5RZ4FxXifBiY4w692YLyMGMO5MnFh3KrYyur52gfsrolKPL21VcJejw/TthSxFCKEvwDG1LZwz1EdGZ0rL4gSRzEcQvdDHlnjaWmxoJcukbRBxYWFWZobANxgQi2SyNO1SGlSLxw2C18x6VJreTNMGnNyLAwrCIV1sYUdAvaKSEkX8e2pVOTwV34NNxlHMQNg0didVOvbM4LuCy13mbWo5eBVciyekszPx1md+Ou1m1vf6bquBQcUIthlFoIJZBuXNZE0jXm2iMyshOZWjCBqq7NrFzfZhTkx4TOREcxAeAINTYr6ZO+cAt0A+4d5+E543evRj9oLr7IWluusxaLU8atiSrxO9C6osI0t16IxGVgtTFQ8YXp90JgsT9tSH+EorLu4WhtxzqDkDUQVWVlhMoxY+g6Zjynb6HBVOxoXOyo/UbeNbH4euEypdcY9HEDaBFb7WJlwutW2X8rlaHa1VHhRxxbv244apxVujjXcxTmFJyudLtRLr4xjNrz8DSK2iilI1+ENoiQyOBxKfE3QVUSw9bbVpNBWtqwpSLdwNajgjy9vjYFFeXme0yM7L2rFk3vr7ll4UOOHYU+ZDzRco+2oCuL85zvot9g9dV7ZyVM54kEgn2kb47FHlbk81BNZern73/8+Pd//fjd5z9+rVidTg6qLy5QieUEgigz0KeAOyIdOHRSI3Io3eTXOstQy2DWQB0oDBUWqZX+TTihD9cexSFAIMWtnjlcW3QOUmV1FHPtoSCUPIuYS6vv2jYnZhwbgoABX918ymkKAulSXL5GfPzm375pOBTETcjwV3xo4l96CIdCBypDDA0N3PT0YLDHDm7xpkHx90uqkvmQ0TR6taevBkID1ztapEc4cJ3B90sYFDe/jIlLofBepBIXb5EMkeLpzvQPi0fooaaUsxmRYt/e8EorMkMCDsP76Z+/lTfMrnDh5K+DCxi42uv3lrW+o37J3P5bKuvW1XAD5K1cYEiVBWpFXiisR9EYK3k4oiTEILpxaI4iMyl408xtY6UNW0BsFDdKBIrVYWnJR39Vgteb7l8S6/FpSxbgZpo56J4i+Tqv6vYaSel300jKEWartQ27xigsYvK5EWKrseqBEEGG6wh64U8htYrVAKTGC95ALzf1z8jc26FS35SsBlJujv2FD0FNhYJGQe8gRdIRl7QOSphd1q4J5db8Mv4mBT5k7anftZB407iGtYiauGeHrcQqXai7WdGeaeePH9vIQQ3Rskyqv3NDtiV8o7CoJLAnyi+5dxP/mHblmaZwN8xwhSkwDsNGFFMSJyEIMG5HIUzFOBfCm40IEGnIxZ7Z4IgBW8CCZGfqrME/VvkiFTslTUpJMpFCp26eetdeT83cecNFLkVrrK7LPJ8JOI1Hbw4fSSzDGLyqj9qc5Xplhkp47qG5iZGiXfaKBYcR9CmWoD2BtDdW9aJiJE/Pz7tbUHKGo6HK9ebw9Nz97CulOwOha0VvbX1yBkfhhETWMIepU6Yz3BBYD+FzInXZfMeYWXO1EJeKqS0Zm0AC3anRmSXWak1N4EifGyLYzqSXgdE6smBQ+1daMNaiTSGTCHMKhCvO7kYrnvtrLzzTUZfhuv9H9I0gxVU6abAIgwdC6/wNn66wilOP724WWqCUe890yIzsMhrW47eJ7UlO9huepY3IgwFdXPqMb6hsCGQY+MQWnCh3pZXNxxAXq8FU+OMTYvWhsfKn9IyQIk6PxDbtj3vXOnc1cqOkJ/yWbQM1AAJsC7tICBkUxTq+iUpmpic+M43e7IusGUSLYktUCNqFWJHZv0RhHM64Y6uQmo3zhPeUohKY5xbX8K3eqOdcvGQ84IZ/CsdDTQRrqoZ29hzA9oCqnonPRYsJg5rasUxr6EUMAJnbtraqQq2yjJnjrl2xvrgheiDzVDNWZYrfKcFGBQnaDhSqT4miFiJ/G5PAJYZh5w2YURhj8ZgWSmDckTFH4nnN5IN7IqFbtHcIo/AE5Jxfe01wEyNL5w64842HyggkhozzhKVtaT9X1pBOheh5hQAO06SloABg9xSKGwKKRcyCx6ocolTL64kal4SGFxkTEmWLhTVq+R2kEAojiBprXVYNNjj3wJzRIjiLNnSZLNccmRlAYUWwmB1phVrqzXmQeGYVP47LtQ2TfUJknwZkals4EI4cLNvChEWEuway5VLADorRYozNfDaCMIAIaidOgWq6N6HGn9aCqcSkNr/604/f//z71Re7rk7I5JdnV6vh8lNPb8UCn1S69ryyynQPiOTL/XKi+x2uP98rcmesIk2XiQEkduDkg2y/evOf70jYsotFDqdENudShA4MnLOCNYuBtFmUkVb9jD4jlzG8kafqkMQdixLJcfAHqHiUnS8uoB9K4ZHwTJCEBvFD3LC/StsERuhKIrKAh6H5EP+czFdR9JyGiI7Mx9CsAm+8N6g6oq5GRSxswZYgxCI1XKNpdt8/4HUT7LnmAHDJrWkGVh30Z6gnN0bqsEiV0rziChBFsFZMH9O8gUicc+C+o0xJXmsptS+tco9F99j79CfZdklflxvbfvzuMaT//OEd+y57L38d+z59bh3l+jge4GYsWnXPBB/mmmYOA3WsSaMC8SHlsizxXn57HjLr/IQd4hx2oFSZJIFIgDGQQ+k5Kj+ZHh/dGFagFNvgKAsfCCIH+VbHDKJ9Qz82WpcwqnCB0Lri26EfJQEJeLOZWWVr2ah6R6ciHTawoQJA4E6jmkj+RJCtMIIdlYpwbRAP3dxLZgTm2hxBIYrhnllY9vjIfh1W2OfNsCJxbsawg6vhve9yxLb0m028lLft1GYW3JL5RNIKCW45YsY1f5jchMDIodKNNT2REUK74W5o+ALRQpprj4NwlBkbTSFoBo5rBc2AfaKxXjdA1SUJkGlnfnG6ayXeoL6BXso9lI9tU5LxOtvUzaVQoJkD5I7etCEBHZI1AYdQOXZrlfG4iXvqMpXa2gkGeGWZH+YBJdG28+61SHIOom0JsFR4Rf3eRpRgErEiv734x9S/ZfwGu87Lep0XpjIfUpCY/izcQGsfqI47LnLke8TeLEeNVrvZFqsFdGMV3F5+zTBBwvqamZI0Y7KptM0luED9gnrpcQidHQtZOPi9q6He8/y8mSCB59c3aG3kq2Dj3m7Wc6Y+KtWAffTbufFBIPsEnzoOXDYuzCgxPv2NCFHeRA8OwbMSmpByVrppG7YPNMEp9btkTJDddC2G9yY8VUQPprBjEk6qjK6v2m/nG940aXLw9DYqa6XVHedkZs0fWQTk9MtqCtcR2OedQzCEoJqUTi/37g1xwnen3SF/EH9cnnfH+r3S/Emsucye7E03ysVnwWNUrz0C9BKF6oPQ9I58j3Zb4F4Oy2dlF3pYTJ+tFb444zEQY1PfqRWbV9BXvaMp5h62SJUHAUcgTVje9PLJ543gn9u1cyHLwRFkFrcqhGqIRNW8WulBEfOvzruqs5mFvqmbB4aISYk34BILnrv2CitGDftKvf9h0wwhSKaMZs4r2EwxBJU7GMsNoENGduO41FU6WpJNbzouvhKJ21ZWxHMnhFen/jLh6CWaXru5zIx+eMRLj988MINvYIr8kKgNxD5uxrAaH+upssCrwzr3Ablmt9PuOsHwc9tRkknbJVp0p574kuqoeAbZin2lHsGwO1ecwT2aAuENuUymYyVQC85lYNZBX/ZVOGpJ2054wERB7BuNEq8t6PqiiXTPRBzE4TJvFAuZ0vhcZGU7gsoaW65zz4/rdHra5xnvCdZ5csjCuVjonXhsd9PeE/U35L6pe3QtlkxEWCAUVHfUE19uuGz+kHMu0i4IjWzUD3xE/phoe3LN0b7JJKRF2a5lTRm9NtEymGtSOeWNX2xfSaFKiJWXeYa3TEwAniIxt+mlp+/MJlw+PYQFPVJt3j4szCFhlC+s8i+b8Bbemu3asKw6WqKWdrM2atColXLY9a4nwDOs7Q854yLiDVl8EanDIdw0Rzx44mS3+0mueD9tjjKvu4mOWMEvbidWEkn+rSYSXhNWpOs7ShABadpcqS6ol54eb2B6QVcLUr81bk+txKkgx2CA53dkgFqsasGVvDXdIrbF63pNf1YiM/4FyiAdiwUxxCPNdpMwRMZ8c+1hCDJGGMJxycEQsiFJ9zePM+vaYbKWpv06b1nlcF6c6dy0KeSzCYobsLqQstBLYt+FxeGfdt4gJk47z7KjeunpOwfKohiOifn8SPyW9mFhDgkfHz+87IaojMmLk52ocVc+6LoGkRplwiU/B6djKtxXaIRlLk4uLWu/6fhOGQVCUqIJT4whvDzN1noob9IBfcSNv++lTexgzi+9fMNEhKWC1/Y8ybBxlQhPa6qNRHn00tPzlVFtPp95fe3y8fwwfX4HN69NYM4LqzpGAjYdR8LST42RsvcxkoJMDBSeSICFNmGoZFA0iN+b8clMEu0YZ+qIGfnyuGAWJHo1IrMVnpecEnm/ukgtQdU0R1t+TeR/FuLMwBMNxqA5Yvg0gPkIV56eHkikUr48PDwSCMw8Se0+5q7bhk2xahPJ0/QucyMdXZAcdmAXoj73vCd9VVC0yfOTVFdOLG2dkU6Ly6CcOZ8KT1qWY5Y8+zRTWqI2HJmDxaT7QHxe2/ojEmC0HeOUCB9idqNSkHtcwvaOwh0uhSTZ9NJjgZ153Zu6cYoNQoClfZg+H3v/GvIQIkPRh90ELz0QPeE/354csG6Q94ZEZ4l4/qJ28M0ajuc6zHGto3+67ouPVIALhFwK7MjQZjIdBPpkJK6/TrTbzDJ8Fh3E5xuc29F0zRhi2kYkA0oUUndNpJoWJcbGrj1EKiNnKmpmKiGb5wQdDB56bgrP3Wd7SL1rs3z/7du1AVRNFVygor98/+l4xF8///WLTCufGaR/f6MXoKJfQ2FYcF3hemiZl3pKpqlM9WtkWHaeJn6iuxvtgbypfwEZVquMQW6VPBPhEbw+/R0yrJHmwP6eSnzf5tIDHLQ6KugLr+za5zQPmvBpT5nDy3c0UFIHp9flS8THD/4iYdHXoMAKlp/kvFSQw5r4wcoNjWWnAqS9pnCixKj4w7KjZFCMK62pyy+f7kMGZCXc0k3n5NMtjAfmqshQPSKaVscZH6M+qAQrnvq6Bupt2efgKO7IOyTKZZBzzzNT0Ojvo5AtMb1mvoGRZoSR7j/SH7jlCLv8ail0StzyLXcE1Ziffvm76q9fSICJAzW4ZcPU3Xd1fcMfcP9duWI06hvEpVsYsegCN63rtcePhE4B3cINzl2JtyeOkHlt7DUduBnkRAFEFi0IiLVFzbmE1JPbBelMs/PTLfSu7gY93RtLK5pruvlu0NOiCY7vmhskcbH3w/z2aXxQMo/i4UZijNL1GaHgHlxSBM+0dhFP+YsBjHTt5U/0/i1CZevWio+BoQWS4EFd5kFNhQ2zOd3gUbPS8Eb9O4hMd2IQoJNa4xa/HKlfZSCrCafvCadvft2Q6zjWLBPp1ZUqgf3tcybDJpl3GWTQl6E+o9QUxXMO3AeEsMmO61AiNNfuAQMdmYP5DiokV5ruw9AiTYS5ZGlTOu6PXj9gtX454Ei5gBY3Dowd3TngcoMr8STuOCg40BDVzAADvfaQL8rEMk+33FE+Yhr01XV9GeS8N7BqQlnXJG7W9SBXXwPWbtc1syMOVq4AA8836kDHcYAsQ+ba/TpxRIlNd1AtuWPFryhdmmGh8TRmMz6zj6nBtOZlbt3+9LljwmYz2hFq1rnCTLfOBlzaZrBxWnJiYEDmpfv1ETtq0dAdjJSOhISRrnbs7dJLttmbWCKCkekxB9amhR4Y5NKu5m0HOMd8Q1kVTe/fjPYqpx6kHwEpq/TaPTijoMfJd9CSZprS19b0ZYBz0OGWdW5lQG7WtJDMr4nOeU1XQ1J1lnGqmuZ5mnsqSVxO+EjXXnFKmuqfngmq4zNvbKD3JHkTudnIXFLAbCFHX0wTQmbHubcagn1c0FFxV1+lHtqeCKYtrG7XAcwrT+6ldphoHQ1lhyJsFvOY05xlYlGSNtQQlu+OmCQpWiDy6vJh7bqHN7cfJD4ugG/PsC20aevU75mIfy396/PnfMDL+d/njFolcdtKvQyUUdObNKOm7oCGI42Lke1Gq+pYxUSD1uvSbRjNssguWjcqgIO1Bteb9+Rh2mt6DDtqBBGqJUTRSgyeF4fD5benb19XIYuQ369vYMfupumi5ptq8U0hpmtd9nTCq8Juz6jBLz2kyw/PY2Cd5roMcA5aSR1t/hqLn5XJuUrVjHbES69+mvfvCDu862XBnQspOnK6JW9NbMWJ+mFW1QlM4WU9P27+miEsN/iKaXrM0SDXYJtDNSMyKHftQl1+85yPDWjJ3qPjjcoOMdOkhaP0jpJAMVBuQS89ZBrJlr5/x2bBiaSZ2yzRO6pEYgWyc7X4jnYTaWUKsTI1wym//Zh9Jxx+/zEDxh4yH9jSI3KO4BlYmxbx0qufhq3uqiUEP9Por1pHLh8gANioBukPXqiGsQt0oDIWX+eKRAiub7qtoKwatMeQtrZJKOUbHSpHRRpz7SmphHz9dAf3CnmWBTnGg5SL9ppNhFF+u1e2Zt0vg295fUxvl52Eh7nJ9pOhAGVPrAFY/Y12dEFuHb30sAVI7xdv4EZbGvJ6EdtRGWAYFe9WmrnXBdzR/dqsX88F8lAJGCpISJjQ9/0L0V4C0rid7faxEl+oQIuoTdxcW9luT4lF6bVZDNn+7jTdG9bw5KhcKekWIkshhtVC5MTvG24hP9+414yb4PJqIj4Ac2nhKksj5IzIp2WZeZL78zGRaHHIW6o/agaMnRiPRF4KA7A7ZXsJUNE46LUHm1app5pu4fbkzjxzLy7nyyDnvTdyOCWtQaS8pA1N/GpNY5FUEprYWH1EhBQ5mp5sPag1JWBRJGmR7Pp2WDUp157HtUlY/OOXH3/664f/5y2kWjkZpr84VREl4wQhpd8E/NEIbmpqK2hzw/TsDdbwNJ+eamCGxtJ0U661k4V/E0kBxLnFhLSI2GDb7DF6xG5EhuREv9NKFZpESrN5ctxCzSTrEbk9PhqihnMWtiAsEzUoY3ynFn0RksWEhCgdhesQSsQWS14KK92n4ykOUipxU7+RN0Dwu0wY9l8LQSoJMBxOBr6CkEBQT0eoG9IgoXeksCg0yrlHOdNgEDdYNh9vcClClrHGGR7GkA6fHJhykfWxG5MteEd+lAxhs6vKTX+NNC0S/X+jeQjEniTzTpwi0W9WREysij4MDoI9RW4GPXTpWEPXIddbxod1T8ZopcHNnW4EsoXWAQZhzLw9UUkq3JUNd5gcXR5cqKH0gDkt4U9iwC2WN2Mn8GvYyrJJIRmzVYGL8DF2KkdBtqrwgly3m2W2r7FkSlzKNZTDuNH4s9RmZ1l4p8ih56wdgqM22Gg4v6YX68ghtOQCES+9kv3Iekp9NuIRWQcQ++FI5dropc4CqLrqhvUASVwj4yfiTvIpFwq0hL4MIZaJmXu4qTSaGsc58HLahcd9TC2XN8o2odHna5EkjMXOkjxHqBvi7tCoazJ0hU5Pa8Z8ZKExEcPxOISYDQXjtUllPIoEOjiEzihgz1FNT+SntE0lNDGXcOJa8OHtUD+j0aPT1YtGrG2E31Kn5oGs3aDm8cg5KcEY9VaHG5GpGEHTnoYQSdknViJKC7PNUs8SxzJXQt2A3oWAklYD8B6buwMx+2vKRh9fmUVZuq4J5lw27Csooa6MN3oSIQajqRbRDBUSKRtEvxMJYgvUkLnrxj/2jYBYlTArbZMlbZ01B52jrnpJZSBBh9Cmk8CZcuyq3VjvfWFPQ92AIWCOIXbWJarFWZLG6dQxVDcxiujJEndaTyT7NwDFsALqnagV2r+0w2G4wqhzx0hsGQCmog7TgY3rRiF2nkJhcwqJ6icKuvpeOM/RK7dVV0YyihYR78ANnLI3znl29dp0DF0BZV4XTMVBHIuf9MXCtplGRSLNx4gU5EjBhHakK5Q7EB1KGISoo62jZq9ch4pXiMSaM+rC2I7sKZnaAiq6NiwNMfJcRe51BI3irKHsiDbZq+q0BpyOFLPi7Fp6nAZOvklFKeKxgFVdoc4tN1EWJWj32tXHTDkCVMQbQMXD2YTzIAqFFP1jaxUDjTvvjBsBNZEFI52BY03CIKq6VpNGKZ1n/QKkQd0i5QakkT0B5o7zGAkmmf5Fwu4NmWshF8UrHnYOwBuqQY+/bYMtFCopSNbFJxUz8QnXJXXMHH+HpbnGdLIinEdU7Mf5teNVjXRYyC9VtNRWg3dOoeMWJXHsMewNfVefEhFDYnftlI8Se4s+q2cu5Z6wtbKlHbdvuFsOnbl9o6P2pcb0ssclbDrfBQ3CZYxTEDP7LZG54jtrOwqDq8PYLa49J4nccAY8oygdKzsOtDQ1cFWOHrdu+3Fc4nJsnIU6IiDMMI8ogSIHR9qOsoTWlAeKkzO8jYhWsqkJrTsGOK2rI9p4zmD8WUwCfWqkm+LMPz9+/7dP//X9f//403tUAv7sC3i5QPPcyX0cyv56gj1yCVgZR3yt+7LdzR3H2K+fBLjkvLpcT3dQGojkByQGQ+IrNqnml83pRpRGUQWjHqqq0BtYUNcVoVXc1kG3cJaFcfujVRfdynIjLt4atRNGz7HO7tsMxvTd5/xyboFUyqePl/PjaUXab/r0rdjwkhZOVPaee8SLoA9R9kgmFVzS3Yf3wPN889W/fPJiyz+kVyYPMGQxQvlmyX1T+ocVvGeEg/m9W2IAxDQP6cunx/9Qfvj++1em526XbuZIvIXdK+A81Xfn6WZcfMuXT1QsH9OnT39wogbyYmFHQiSU2uYOaaMJlztqfdfI0h1fPku5fRf/4l+ZpTtk3vqd3R//483cDNO1mc0vn5v26Yf8/zb3Jtt2K1eS4NdoyuV98xU1qcqsGvLpURlaESFpScrM0N8XzB8PfMMMcD+XpKgMDWIJIi78AN7sxpovv3zjDIJi6du7kfxjVbdidbgjLuXS1DResY0+rtK+D92HCDIFP2sZotZvoPtR24H2bd03Q4MTeqy+o59OqTpCzVc3m2Lg/+t/ffnrH/7jz//7d+/HwACPlB8VA//y+1+O//v4oTl/0RuzFFSna8GK5ovJ4L75jh7WCPmoOLpvuGU3rtwYz/kNt8jL/QGqVam58FZw5I0c9HnKvjaD+6P8SJMXRB3+cp5fKmo+efWG0GgkcYYosN6ls0tm9l1hXU2OZ+ScTqff3MMgI+P9Bml78d7C7O5NMYFGOq6r31X7J7od9erFzwKPhVWRMiFVeIxO9IxLWd/i+ifKC0E4WMWzpHfvhOTZ69LgHHASUmWoS6o+eleBos/eV6SIITJyXdjhLMa+8aNymcXcVw4Ul9ovN3fETOruPEZTxf72W2Rc/wIOsp/E/MuJ+de/f/7jrx85LJG//hjyMUWlsZOr++oEXG2I5wi/8V+nuJrpx/9KAe9H//1wKlqpmBbxwPr4HfI2V2uJoos5V97JJirLV3HhLohr7DfcsnkDaDrwtvrxW2oldMh2rnz8Dn27/6pCcgoTNEV7wn98/ssH9oQEDO+PEqQ9vssf/HtyoMdxH7mIXDceVkPS83fXBO447djAAiIu3LuLvQnOJznK4pILW8RuETdKRM7sMDWuhesQkkufMo+gCNonHVN/rdw//jiNoQm9duTylB8mVD15DD6LPU3y5dMaNxuMM/ZEDVfB2wEGcbL7z1EY/YcTr+mkqW7m+FMRt00v27N9BvgWd3OBZ6aqP57IKAuMLHR+F6eJxaKJKGzPGNTDMAZBP+GLsH1gAnREJ8Wml2r++IWeFWgQoF3xqzimYZPFEUWSHde27dTXl51vIopU1oD6cBfGVqNO+OINk//4AWsYoJ9yA6ax3QSQPLDxNDcjpBl5FCFMSu7JOoobXH3PgkctUVwOk3pIgXWkqGgzWc8CUNzBLboIUxGl1xuysWlyFJoMqBRSS3W4UW0Wp0j0R0UXZCNGeTISuuBRR6WOpZtd36hWGturU+QqnOfmOYTEPBOg9MQpoN/0teFGtnbjiUrfmoSVWcsThEUOCn+KOg8HXG3HkGVUoHFvPJv7SYqJtQtns3RRZSx1B3zyTjn80xt6go7ClF14fb4irKfS5MA8ktuNmTLWnUCv6nkSWlAiu1XkJNtzrOJiHdxOlNj3yRo8UaZedmd8GpqLRRC6HLWQrYLGLJF9OsDYEOb8EVUw6KqLPHdownNK63IEgEFU/65tIwSIzbPSnEGXmx34QBJiJ80eOcoavG7hRe0AnDEF0Z6PYJowXe9IiAKd6igkCa7aRYHsGZvdp1G0LnMXYapjWIMzffxzFBNCY5kFSpfbmBPMHMFu5bqXxyMKFYR58WwO4ptjmTt/fPC0yCrjdOGcuVjZ7P7gNTIAFnwvpn3GPE3wJvHbMJbP+DYIKhtnlV/zmIt60kY4VcjLUzkcQFr4FAgWc3VuG3VjtJicn/DCMOcM43Cj7difG4j5rGY1crwe/Q6mH7uOIh67gaPTKCYjFnNSLKoAH/E1+TgAtbOuv0goouIFwIinU3ngvnkUqTMUN6bpdmCDVCpd37iNsMEn2gEcnADIw4cS/jqj3qLVrz4ndt4gUYfvJB8OsStvwqbr58Tuk4kd5iRmo9GbvP67Ozhf/lC/+F/t33wsNMBo7doYGJnGmpDqnEJjj53YcwYBlBXtukiS+LUkl4VQNv7dGpeZlauNvVoIHQCxco7t/M3HaSItG7fG4cjfXOFR3EhHBYMKO3dgp+FTcnIOQsNhbTU2OImBRhGiyl37NH/3ud795Nyc671IKIv9ax3Nj/NanZA5istdohKzN5oxTE39SbUqm7QqnRT4meaLsFRQmlOwO/sZzWlkNAAQ63PVSWJ3hLKsd5yne9QUaQ4aUIJHIHrYJyHxYQjHuBu9hebFFqgklXM4wkOxnKlpbm5nOpI3AMLiJLmGukaVt8DGRKBXsOAl6tmOzpB+mj88jaCI5mYrQjsGv5S1KKuyWmrmmhMoJuuNQY9Rf4O4xSbJZweeRpldVeo+5AXWlZ6qZrcIJVkjBpaPiWZCLhyXRlOAOouor4/8dFLEJGgdgJdFlvY4LPkrYJaL0psc4kcgupbAsh2kWQ+uGs4c279IxGTx/M1KQK15p1LTlP0MhS2R70T2QZsC8AhNlsONHvVxra5zpZtSR4QdMo8CwnVCQs+SNkJMhbkUvm3si+skr/6XOXd5d4xHBs51L9BHuDqP01ekZmZR6THOzpq7Nl2asWpYB7B+lozNqzR6Txtp9OMPOf4cuQngDkEC0zrQe2N5NlAJmXE22MrrD5LijdNwVwOulEWeYnhdcik0BrFIwpm8LgbHnJibgFnIB1asScGHR4jORCOcbExRxyrdzAqQbFiioTXVOrmhII6KEXMknEg5IdTaqP/gWGHFvuKEgIfFHLk4H8+syoSTxn/s/JZsz6U0iiSBHKSyT50r00TrlA7jr3NxGEGt5D2I1NbZV1HNTRTEWQoQmC9WtcRfj3yApShzEyny/ghjDcVR+hOmcpNYBsUNT5s3EnpmI96kXD8Axde/5F/t33zKAVHEZbjRrkgALcpwfSlpKnDOBSvkbdSjWW90yKVxkFvCpnKO0IKGYOiK55udVfpzx2jawcleRBXwG9c7xhGvNzpGUpG6ORxLeP/Gu+L9OxYpGeEHLTfOcuOtopIGxytnd42L2M05AlPUO0fQNuIWVWHjsDahAM92Kg1cQUxGjgA500aBbxOXm2Y1ah6vtzDTwNnGSlI/1KxzzEWOMXU5fPfyfB8LAv5poOJu8uR4I+3VJnEWqu5MGUUQJxZptlJxBhdBgwvnl+yDIYdBnD9XN9oUg90rjjFVKm64xns+Bhl5YXtlwYcQdqMwtudTCiBPGvAZ5AU5/7CyZGFFnVOhbw+eJnoEI42nHc5pGn+MTLoK/c4yLu74lG5qH81AoKgfCjIcTuRL10S+5Bv/t7B2ouhVfXfDrojtsxi5DKACC26F2fCeFYiuSitoiNK4G7vJMLfK9E3mR9i0AHwWj3lEY6L+6J3Uj0YLniIv4O3FsvSYRGstzpELM4Yql09S9vbSh4B6CeOGwo0IJY67uu6MYxC0Bs2RYUuaLHCLo9vxIkxqDTyylU17Xp1CcO0Mfs5R+Bl7nwu4ygIYiFoJNH48MfH96K9OZ+1Tortsmr8QW6fQq2Rp/ZYsHXMoHTCUCj3XSls0Xuc6cUXVjNY3y5k1xc7AZYBLe32WNl6lRf9pPSnCtOmcUzOKPKo30pVGmIOmxE1PaPZSFsg+UU9qqqmII4RmZckS+MUssL4j8NxsEdmJpNiIp1j2ODdFkcVZzT1zXKloQYtwM4Sm4kn5prKXnbSOjzSyUNXg+GuMIZtIoEVyKFJax5HC9awRhrABTZE9qqpvSE1LszD4x53Z9mvt9I29dGiMeDm22k5DtvvCuRk2+XBD2olPRt1Afma8DOAfvZJS1/KUhtp0vpPjNOWoE7JmXBktlRc0AhpRPcocLMue2ufEnT0bBiC0qnbyySi6mK/COq0QNFqrkfV8E3tnqXQMDSJRSjSt3rmxctMG++86cPO2vX7urdpyH4bUHAC5G6vk6UVvED2dGH2aADTBxoy7bnSwZBTZq/RRKbfoyB9d8xn/9+4iqRSclrCLyAxS7FwlUTRM241sIATM7+Tq6JVMgeinzubsTZyrRBtaPciZA2QAK6SBAinmIOEsjDytkq6wA1dudMHU9WBIqXFi5u4s5LbernHWMm10LM6qtv57fsYubS2MNgQaxaQFPC6TqHlynDpwdplUybKcjqJMW2abHtK0/O518kv6ff/ylnaOnUnvThBscrJ5eK+Eh7sZYl3fzhmSpOf4zgxxyniI8wD7L7MZvjxa7UYqKnqGZmkXS1gOwiAt5mLpoiB3t2C5cI7oI0ikIR/jp0Yank3bMPs338XdlOaMNLRppYqe3JE9yR4WnMZffufUie8ip2zowhUbyn7SC1Ymig+K/RwxyMZTLUn5ejCDBDtVtdgR72SxvfBhQOjZoJbCjTiyV7OLy9c+N0D1VR9PFMspmRY/87APhsM29/YNoiwIjGnMSf42YLDxPMU3lCx/lk/nPKUIiAvIWaj6xx2bIwm62nw8Q+tcNl+12h2rgo/neDOn5OX9zE2nBikrhrYz+SpVmWe1iFUT6grcrAJDhcvqR9QnWqJ+jZIPDHYYWu7MsjhWNZdjSxIc0JGXNzqKStrQXJDyO07VS1J67BGq84SuntEvx3tSdyG/k5wuVVT1BgSOyzbBKe4kOuVcpa5ZXi7kyKcfIsoowDmQDMtONFMaL7zf4RdIYCAz8mfud7WRwpw5OR+xckEwk1gNrCsFhKRAFtFZo2/T1D8dpZp1xwe8GK6pAZ0rZb0itMiaxWuoNCk1SzVJOeRZ2FCAXNAATKHP8OEYUd2KUnr8Dpw1mJM3hkudtwpfxNMZBw83dHFEN97As9vgcNDclOOvqSeanWom/5c1kqo0H27m5E9MbPzxveK1O+snSeqx7Bw1s2lV6FZ3i6Tr2WqMkT60Rpg4PNaImILdrhFW7ccaocnx1hrJXHdOXUGtN8iP462zXR50wNmR6kwWn4aAiIYBWkfamWQP74LlxB+n1KrnG+6dTIafGOQMDwTqSnm3O15dVgXDI9sSX4vJDL/UL8WhN0tfCjC/NTUmeCEkhql4b6ZnElRn0xJqMyOd1bUNOwfgEN4/+01vqAgVpFdh9eFs00gnbLpzoC0EHkQoMj9hrsHQJG9lxEwEz8fp/kwfqBWeD/nGdMZMNpNqC8wXqjpcndJZ+RMDncFupk3c+w05BP0p3r0ghSDna7hZJWq90m/MwPLSFBoImXzN647wczOpYxBh76G5yGvbvpHXrI6fuBx/bJXyIeW9/XQlM+hBvzIiq1r05fN//nbxPcmikxP/28/4Ps3PgP+8MxdBlbxWShH+LXA9sDK8zt3adjoBd5mLoLJC0ASOJm0Rv6DsNn4gIYthUSwSlR5/hh59A/WMQeCukRWFru+qOlbem2iWJ4BEEVPf3AS4lW6smdXyEKVkBtG1jUF1iAJk8kkIYD7N+tnrxi7I7dTUzqfuZIeK6GoAdxCuz7ez1p+zkMMjP6vhry2O5/bSlBk8dRbGbDvPyqwINoA3uE+PkJJdX1HaYUonkAIc47W4kxTrVfri0SkEf0j/i3nfTRUQrA4eRU6kkKEoxKx1kxsDlKHUKnWTLFEVIgyJd0OmarVqq7MOYdyVnNAq5JenPbqRGkm7sovPGkiXfNRiHq3L26hEcB8Ic5zNHELpwijBPGLvUaQU0oY5MqtVj46EzEuVo6JtBBrA0xCZiFhFWc5eO+PqJhaKhmVzbiiNVYJv+HOM+oqm1z/5c1X2FGjZiDOG6uS0jYoZFERYJwf6AbwQ7LUpUyH2XMkJbS3vjuDL415DQJ3sjbdQvdDdm5JhdC5s5lK/1vp62Zm8tyxtJ0gQqGhMFoz5/OPzJ+hmktuaG3x52vkSZ663eonRcNLPpEZpseelxwUVpNYYTY15LiinnDvzvHm0sq123nn+XR53Lih3u6DYXLyZrmfQTxOfpsJqKsGkhx06+iaZGvhxPpp6U/moWhSM2ryaS5sUYFJJ2wYOOiy+ufIRi8wnfCZh/Dc9pZuSBiFUFIIdhESo1wAVSgJbBC+NOSeBjqSoElZNU3MXtAfhdjSP4KReRAKA5HB0ecws0TAxf/1UsmGeVA3zk5mNH1ViyCcF7KQNnaOoWlbL0gRsVSQw7cNeKzUJoi17Kt6ye4GbycbXvwthh/3UpjdWss5s41g6G5dRQz/vdGp7R3AJSlRdZ+394jdQyugEoB2jl/QLBFEO3kOX+uzKTkXPliB7QTIyeecss9J516lpQhRGpm/jg8ujzsM1CW4Ayjq8p5fpx2JKbrysfeFz5acXarKf0agt1PzP/zz+5f/zlz//6bf/6a1yDf6W/1i55rEcmCuLOZmRPuKRDNv/rV3Q/vpzN+imnn32P3aJHW2F3nNOkpvWIL3KFX1kfcRexIx9fgNTGTDXHtbHsIgV4de86WBdHnaukBuPQvs1z8E78XW9fI74+Nk/pMT+Q4rTEhKM1u6S6ec4mEeDri4KY9GSh+ZTltu53hIh/7dOe8xNk0/YRY8OGgwMYAFXj1ufENjitoq59jSKFCf/zUTMLCBtr81RlBt7Sy9MBbyLRZw3NAUDvfBG2T/ZRODt8jf68C2Q01ib5NqbpuZUV85nVJATviXrjxlw0CzTlg3xOoJhJgFLF9itvTblIoqo8Mc41XHmJ3JLmzLmj7dPWd7+0qQpd2Gcf8Mtva4RYbiHezrGMMg0sTW2Q3yV+QyCRzhL581rj5iGIOcfqL3CMzXX5ppKIgKNkYmOAzLClYWU/dtfbwGPdl3gtoM8k4mg7W5w3fgQrVkB3iC9c2g8rz3WOG/q7OFOi3hem1mFeWKYI+NMLsw19byj054Ev6zFNha6V9/STduyOraiGepjqwPt5pZjeqx1uuxNcweJIgwVWIgWqTyrQsFN6+QlR7n2CCEo02PdYAiYYWuvzVF4USHCyBikDmRGWuwol7/9cDRpz8mM8VwSVU5puPTwuGOMIroHja7K52Nhc7c75T/WrjWb8DkIsy/7m+eFOa4gB0D8tNj/f0YKhEP0hXm8pkB/+fLrHz//9j+859MeXwDfH9Cv/oP7nMJljjwC4KYq2Tm/Ylr7EN/cEsIOM5eCiLX7G1VUYOY8l32AXqL5gG2KS+Y4w9aMfd+LSN5B0F84Sb0p1eJYLVJHuVkZPu/UzfzUOjajmLoM/2V2KCXwJZX/g2cQqzFuSWto/oi4S1TsXKqzEPPqYFRJv+rsC75GsNNGxQbBbZzBLuUdIkWBaFXdXYvX2vvZpHmclU1li3OR4AHxGMfKqQhxL96oa7uNKiYQ1+ILhHfHCwNOTSxwkyZRftZRVVlmE4DWpuIezSvmu1UpBQACx2vCafzkN+VNaLbourzRF+mzb2yGINyjm8L9djYC9Rd4CKoihiFEjiO77AxBaYIh7+SrDWXYoq0ZUTuUa1jOraveTFdbpLidjVlnY2nCVIRcr0gedmlGpTwxjKY6vj4pipfKFB7HU6E0YS7lKuD7bKQ/5q6wDj2xJEXYpN5Q4bDp8RDUJCtnYTZD6HObjhVZk1N01x4RfFxmL+zq7Hl33n4GZBvnHnR2WIvKTnrP8VsOsjlnhc9mvwMRez9LOuf2dsJ3LI6Z5RUx73gq+tk7mmizsM5BvJMGNQJ2hk/hmugrdhFhAJdQeJk7vJ2b5Kb5ErJoTGJ3YWekOqmzrwqxEKXWLvMxiRQGDjmp0SYn9Hon7ZskVWIRfJIELKnxBIp//P4RhbOq4TSUMo2cwhti2Qhx4E8zIcrS8yyOPNJCTEE6Oakw+mwKCD2+hHDDs2hKl8tRSgs5ikmcLad/vbNsDS1zlVgR9WWOUQbaknmLRYS7i1KRJknrsRwQhJEFLWORL9eSb2nSNS5GumWOYDMTDBxgwu8y57O4xIdCaSK3BSYqyyztshf86dp5BDdz8fh3VCiEMzZ9haxc9VQ2mg7D7o2pebVKeID0gz+DFZ6be7IKbm3mQZutn/kOkvI6mo4ATHwWoiuMgMeVje2Ywq9DVww0YI8sXQCDHB5BE+n2GDaISlS+uwyhiWPguMZi/joTLCzvNRMqRexcN+xMTDoysrKeO3129OegK8d1Q3aOs70mFmXNi7Z5S2yILXPnpimB9IvP0mPbZPYEmM5UVEToRa9N0D4M/TCy8F/v2PjiFePE9jVkCH1HiytKbTkyewkZSlTJk1gVjAXwEZdajglS1ttlCaJRBLCTCIYfmyOrA6IOwep8oyVyo9y61tbAJxeG4LE1CPb4dD+cOV1RVWRvNMbOwCvuPgcmPivqOy9kuNEz4wwf2uE0iBxZqXGAltcAPadCSWjRiLObPz03/2HOPfERm3bHpsfUdiajQcNJdBwF7xnTTWcyTNbZea8yq4GmXPUiZpk1zHpnfV16Gri/Yb3cfMHBsRKVx6pewdiEAw88bcBUgygsx3+T4qW1H7dlfc5LY1Q16zj1SRZhEL+LsbHy7lI1JxqNdhqE84KjB6lhEwlVFfLATi4cqOplJ8c5wfEgcHMspTFMazf7bNMUGXa0HAmUKI6XKEw4HkX2t9aRbTMKxQ8PmXeeFinxHocMjNvHwcIFz/y27FplsWpwHFQpELsln+6oNLAXgu83CvjHfhXWo/BJ56b00Y/tmPMkVPC4BXth5p3v8CyPPRZubnStahEpVBxxPCWKuvgOSVK2T/FpydGxVXzT0vnRwkvx9/HX+Kv9m489pllTfLV/Z4H7cYWfB8ykeEjOe/xSCbFbFHAydk7xBe9lU47tTkKHgRIUWS4vxzaOckbnDRi+UF3chm5j6FWGQKjAAvw72emKeoehVMMdKyzKtRoJNPo4hMG74MyzGXaNWd1Md0FsxWaoqG6uaT/H/s7Rg61LxHOWVIodIOvDZJEBsBAp0i2VLclrUNcu7yWWRGnmRpuWZT/61kxPRT+qLAorTjRfHTsER+0OYM0tN7dWlHgcvUAy/GSl2haJmFIEdUNqBCrgzrPB8Hz9ZVsZyugZOQ/5NDFpdYYF9irbRGFYQKyVC3gMsZG3pjblUFlimXgvShhZnWFylrZSyZsqNpoN9NVSkWYGM0ZrkPppa6LLDSmEdScjVZmzuQpUs1bZOEBPZXHyIc4oqajfJD9Dbpl3L3+3h2axtUY3mEs2YKAycx3tqLZBQFTdQ4uSiIfgmDBQs0SLnuMCRD8bl95aJYNApynyEIqKoWKnu8lEJR1uDFJTvGORKsyQT6ev0Yt8DOQP/BoG/JgjJBCFlmsSZRUOL5y0mwnxj7RNsMOhaP3OiSXpzwcmtam6NIFJ//dfP//pb//x+e9f/+17wKQzufsBwKRfO/5jX81T0BhNTvmKYicy4ylRt4no6wtVr+aFx/fnAgMc2ejbmnc4T6jz2n3BDnC26xG1uwW5TqBTrRB6hx+SZo/hrTtu3mYg4YzvTghSzvmXy+d51rX6+EtqcvSDUHCVy2HYqSlSPd3yA1zmM/7zjVOaPsJ3f+Y8O0RPd8iaqarTHW8KOpfRe/7jM0jootUFbfcfrV2ej/TsD+9NtkQqmDeTgDM/gc+uqWDmL5p0L0uXc0hCLfoD7nfXubFRehPe2E1jXtV9o1gQrHhjtApnwf01ysW//kkLsKTm2pe3pkKovKCGJHBY/IZiClYfuIWekiJBHVhWpcwO8QduaR8aGHyViZ3yLbe0U3b4/hZblX+6RVsDXlz+RhglTdUkcqejfkiLL4jpMLqcafE+Yffsr42BsNbtqtzLGxZ9q2O7BRLPGQ3B1UcuxpdvLqrlvDiCpETVNijmrGKWOlVerbXmur+Xi4CYAWbhGBplZzGmC2qOPDg7fHD0Ti0lXWnh+nr0Fq2X9xsloKIi3MajzCDSBNPl5LxDqrRpjh6Hg3QEk4DhsQISz3Yf1Zax3/gcbZYpytvblf0DVBzdly9f3jR4rTzXh5XLiolgiuhPdyi8tAqmzxT+TBErq5ZX8dIvAXqaiyJQSluO4RglUzThNBConHr8Ha5lohXDfdCB62Plm2OarMvbaF5RryQJGmNemQOoQnuHqBpb5+H9rSmH5mkTFCUcCOfFtQ4yqCIt7ZzQv/sW8x2iliLQm6UxJDWB63GiFoIZ6o2eplulNdGLucMUiH0cdlaEtG8MjMUrEbuhoOJTMDc7qz3nuHcWxahq0oFdlBpXbphxN8hMbzv+5wQqm4ZA0Ti9NclbhkfQjaLb2YA/N9EbAf95bVFeDvwtklejDWDdhDagraphRyG1xUT+rDSJbnZOueVfUII6pukrdDYlKKiD/PW3q2/Vn2DU8MH603MjMkzc5ysa2ClQAvlfaJqhyytKwcc42dxySDFy2yN36SGg878EjrkoxTAXdyddLep2kqLakrks8AS4NnMv2n7P2Yvum0Zui4JfL8YzdaKgmVQTfRbfYPRVuQWBOG2NoU9ZWqjHa+AVai6dn69GqXmXKGqBiOL9YpO3f/m1awSiX6wKAR/71+3EYD8ieIQwn7wQ/fNE0xjaH2/cpcqpm/oGK4KchtZTqSJ3UJoSjIoA0XwX5qNbllhw2FHavKp36L+eNY2HOmUnmYkP37D73DeD+oZb8DY3vmRw/xLvqypA5xG5cph6RLgM2Q0MNhusoA2H3N2crlF5gXZjN3Aax0OA9RAX5fQE+JBI0A88MNMkv9oD809f/vgRKa35Z35Aw8b/2nv7bN/Os5WKp4lsfs+iM8syqptSq3lHs9TqRfPSQyt8ea5T9bTe2Noaa7BzD+zCIfiI7BbOvhCuT7Y/6cz87c+8DvhkXDv115v2R091NvssA5zk89h+zPMwdMKuvAxTh/7jqggf8IIwoPavl2A3u+H5NaEfD69yxrSaa7MeE+RUAmmP5UagZJNXIZ792/NzbsC4dpAnbtFrbJoVB4tiBqsx+3QDzJrXHqqHhnX7dIvGIDfOKEeoWAiJYK9NvZwiaCafpPwQXtDAh1qs+cOv1912VDw7QnOkCCcWNgqBRn3jKnOZO/Fxtq5Uraqprr7OzJ3y84CjcfkpFtWHiUrnM3/9Ik/JZ3s/HZ4ej/aiQNms+j6XXzgDUSZWllM/9sRF+Y21Z29y9oyXz2w6c+1Ehs2nvQoPQVDT21dwedpE9YgH7s0bsIqg4ebLxMe5sJhMx4ATdUC2W2dTL/QbuYCiLr53++aQbqL1gFV5zSeuC9n+6bn0+3IB2BHO2lWmhLCaTum59XRpeH/LnmkR4W/vmUNSik8pZxBdUa8t90xoWfPAa1/LUdm//bpUdh4oTmFnuEt0Tg2lZk4TNfz8AdtmKkyrA8NvA+1P8bbUJwQDc22i0nXLQgm1SzHDExeJEbCeD1s0tdcA1Msgz4GHCbA/B55n2HK26rQEEsQ2al56Ll+xZhzdoZOmTHOOD852O0LTEebifAirZu3NTM916713A7Ds8UbMp4ioLeJrCRDstImPE/Xnl3bzpKKZTPV///Hvf//y198uv2fS5dynj2mePcX9BJ3pfSNvktT3ofXJ9zDcDlbggg2PZqB6/A9g9nJfhJcOzfBs7Kpe9bQ0WxVnFpmEH3vRyz/XRnuVfR6GAIsO2hmqWk8cm1LnyjZYDrIvOzVzcWXDXwPpTXTIVHwqi9VuOCYPG5kiVuKjAe2ytVptaDIZktIa8o22fgzi0gUUeaWceCDL18wSP7OIV3J9Q2ecB4Yp0rEUmxeiNN7Amlszic2rRqjNYV6T2Gk72HUVuvE7bWkUQjtlJUBACqYNKOzrGI6PzpW+5EQvOPhNtXH4ITHN12eBx0dDyr6vzVhJohNyvCmLR+jEB3p69fwNotmmJjBdVNiCElX8FgnavDRUAYsWUyPg/pnaW6Xemw2q6JUHhE1RDtrPHONiWCxefR4cJidzQuGEmRXtR2l3MOD9suBPrHP3mS+hiz/JseNzcbCKc0P3G1xELFH80oK7lW8QzkyNYrM41Cx4P0BMspFV1q5nc0J+lOpsFdEEGyvM58tn+BfV3AGSeLW+bCTz59+9H8XEk1bz3WHMqC+THWheyzeifCtqvzkL5wHkOvGEdaLU1rtqJ8539DSGoNzM0Q+/EU/kI9R8gLOYUkWo64h4rtQPrp46QnmHLWXdn9YrtvzDlXD8ZVaox2qUyumc+Odr2xVB/bS9maT5ps6IFpr6il8VQ6MG1TvjJ7gJ0lY3VKjEVchLBWxyXF8b3QyOZsiWFjWQaHFAXz9y3VSbInjIvDUWoY7BY4it0ooUzIpszeeVx+7J+UlN96YJl9JeWzw/zK86m+4bJRL7tHMEqog3ZFBYFNHdKKhIlDAvPQ0BLWA+IH1Q8CoWkxp4MQs4BWmVZCZ0cuneaJ2e0c4aMjc0eDiu8KpkiPfGTsDIdLjiLfJxfiOhF1MW3bJYtZxhr821FrjmWKVOCtjF+rvdkD9jcfr7uZdfvbDnj7fJJc956XHtnh3ZiwQRA29H3ZzRll2ql72Iv0RrS4S/MWY7O9R1EwZBaLFwUmJVKc0WzUjtmCQgxb4kskkbg4vhesfV0+DUAdlcmxgqXfJaUQL4bI0YCjd6c+ADiwhm01ZJnDTeufHy7Cm72YNBsiDI0PvltwBdHd16efYUFcQNrNq+qB+XzOX74yOtIJp6Q3vlkE89iiys/VykOZW6WD2DWsDbhXPqkjivPZfIWMDtmNJiS5oEJ3Z5XDhHxWgFyBkvisb2D7/1jo/zZvdR5CWLm/IGfRLk3QaNVRHWLR/L0BOtO2YRgziiyUy5ZeA5/Lpw+3ogtUin5qflKIe2w3WkgIpydAp8NYcaQshSHfC+pCQBU0YNmuSpncp3FOEUe+K2KcKtq7jOcU0aI6GKBXIISsPxTDrLOxOGmAQG4dWBoUtIQPWmKHt6W6ZLgIdfKXpHeOJXNxiWy+sBZSOE5cW/B5L+7ACGni/Tip0UMbxoR8eN3AbwNvxtUQ9nk3D8u8D1xPm1Z0W6UlZ8pGArWGctjC9B+3aNhgN8i1dcnfVVqx3GiXyWg/7YhWlbcktoms9N4jO00kWfJDuF5DiakCgUc4AYlmx9dFep8JE+rTqh8Nomy/Owk0+a9K1JuyozujqXu5tr258/iNWLccyJDIxj+LHuOUUMnyFG43gQCI1vaiWsqt4NDXVWGOPizbXG6VPaGEpBY5pmRotiFXrMeD60Yp7krZlySmlcjul/VTGwTzaWKQb+4y9f/vL5198uv1cQDC+11e8uCGY3+c6v1R82nZTUxDsiaUctm06ZgQTyJM+K8McO4JadzarMLH88T/b+mm9knyqPoTXRSq9t5zcVstTWclB84SR+niu9iJMKxsTt3SHDvGGafqLwGVUSsT+TdAV/uXF58ThvpZ+DoutqABRmGhmy8/0LyLgXCWtqFeREZpSQljuUmjcTzwkw7EwvjUHSxSqV1bRhuGAds60T+uNSEm+ORTi5kefUNaRtGtoQR2ZM3NwRTOYE3hVXKZNE+fgijNKaReLHepcTdKWJuS84b3bugCGpYMXMznihOW/CW3VwaVHQyXaP8zfPe42haVBxsxn+i86OFGYvZZ4d/+2Pn3/98qFeUnlhjN4+Op5h88f7+YN/DzbfTBT89RJaGsuwAF1ELqoiEhVcn7l2pk8gc12/L/Zn8cxay7hdnvb6MwgMaakZufork4RiZvsRz81mXns+7RgXuC4jXB4TzIcXCFHdFAdpi4fwP69w64V0rq4o1kAj7+UTZl57TFmStJCwTrksNxQqeBQ2zD7PuaTtx9CpSssMOqPU/9oWTv3rRa6VOQwvUdJDn+jb+eIEbAKtA6YhInBaG4mgqE0BAgCYzATS0oN1jLYbtGCvyq4DGdXOHZSsznFCihIrohPFGLR4fHk2uI2tbeCp0O9ho1jUOjlaGY5D3FA6/jrbC0WrEjv3kU953UbHX+dmbM4iSHFHVUYsLaIccEmlQSC0/dH6KrHX8Iv9m49bvPV7f02ksKmQBdNJnXFEUBcPRCQCjusiP43IRaIZF3ew2mOeyihQmhChfd1lmqagRekq2/1iCH5w9yqojC+M6jmoy1XEJo5JJFK6p/j/I0BM0/AZLpgh5ChvISl1uzWV0g1148iGtdVorQ5rZt61nGeQHjD3zOfH8SFpzTSYeES8FO2IZbObnhW6LBAtHE6i/FFvXHxL2Giih5ksTybljSfacfKxWSfOCxEVRiNcTr62qSYNEAU3aaITKiu+kRbtZuPhTDbUFKy5zeqMRlJwNnZnvjrfRJBKq/de8j1AWkWPJpRdj7Iqbg/NQKn32m3w3KmyglhTktTvZr9cNAmRp5LaCPDC6w+KcrTUgK3znJmf4veY1bpdYUnrInAtgi9B1T7w0nJGm/y890aceaLZXsle2232XiEuaAA4HoJ9vRPPxi131FZFlUk/w4osFB31PmIrG+9SyIErtc+L7vlgCnNMU8z8P7+jl3NzEG/XrxLRNKMXQlONvuPfsU8c/l3nDLwWrQLE7XYdo5wZOJAE+HF8FYkhilqNoyjD3m9oFmzA3chlpB/l2AlshO30PYITT7RoMq0Z6bKXmxKxsuxRPjYlO0SVp25NYJK4xk31m6n509lBKUzlDVsK+eVD3CD8kt8+2HcX0XtkRVIzxPtmuUGtvFZg3Ig6tigUjlKYzAsDCV7voBNwDhO9SPrFmRs/nsTSWtJmdmZ3knhHsQRBjc5gxP0bexRBR1IdBBQEqUUEFfM73gj3ezf6sVEcHqrqaWKvYm/WFMQY7TiA2Bpm225Alit7XBF/PUws6XZfn56VAs24Nv31USyCwaRg43jwGKQM5sXTwGazZ452Ook+8iaK7K+xJZFVjTXdVJwN7/vc5btIAg4qw3oURxqg+UnXLL5XsYfFOuB4GJpnXJPE3yubWPTG+9JPfMo5H/F+buoqLMsB4wPZDfLO+xJnp5BR7fs5jzyVJgRpQ5CDMBFmp42SdjgQX4Rc501b5TUKu0e/BtH7PN9eFTJfJE3SzfxjTYAfojuTCivvIwdad8mGfxXXNUqULs3Yyzgg8EHIRuMafyG3dWptSexiexJAArT3uFUJEULhLPes+oZtV37Dy+IdHENnbMaomobrKAZllQ+wogrgedc3BLKcT7BRORR9ly45PYoNhSbrBX9r05Z1pIrMU0R9gugMjOieK5G+qKPjkTwJASv6NfhvZGG8gznBPYPQI2aKKajBZspSbRqEpDVWpnjJX3xqAppHDC3wPK8CdC7IBgaY2hrLgGSRkfvgxgouyny2mb40Ca1Q/OEi+diC19vo1HA3/YogAQZUc0Vn1shNX0IsGgScMtZ99VQF0hCNTIPBTzEYHihRR/nLkX11xnXk7XEyt7jZskjnOXEeJ+oiXvp8768Y0UuMUcuGIFpnxeoM87uEOUUows1E/q8X0Fm0CCfjOsIpWbpGLQkWCzV1QY/BKYsz+uLFvmrIEoflRwD2kenixxTmKpG3VHRTkzgzi7NO54QKhR/q1i08HDSMcfAqAH05ms+dPkr7uZsN/Dzz5AhfFfws4+P1ftMuZ0Ltkc8c7GccsSYv5a4BDuXkpQaxpce1tVYw0DEsEYP3FoK+SzaXHH+dM7jSxZobDu5l/S5SE9IxQPocDh1fRQrJyXjNmGay7HE7cfVhuiQyBOGTFECDlpGDQUCeY+hKjES6tgEvB0GqYmAsUQW9Gdlpjx258CiiYrhwaK5FIUbiyaOIahd4mfem+SeWpylqSV0XyGqFFeMC/5p9ZbNjDgoSrzAYL9KvOM5q+aK1KxT8iBgEhjSvPaaEXly2hjSwSHwYaxR/88QwR8bKm7B33Clc5BsBwzatd85l3tU6IN/4ccak7BdfNlxIbG/iwBK8ipBCoY/fhcvMo+1NjLb6Xksta1Z6k/SMs5DJiFVwQ131PoGjWGvvoPLF2R/GINa0vaqaJPovYoFR5UWgbrPJ/oAiDddRjAUtO38QlXgEY9Lh913kZwDG3ZjYH+Gt4BXNYp+LNKgETszKF8lNa1i6U6y2mm5+22sd1g2xy95kEXFciBxNYXGDUNbcaL3RrzgvPWbSTnQtkacXSh/tNVuMlSE4qcWi2rmhO7ssUjpjofKLqColM9IaEbf0atcNB4T150hFOtNgF4mFe1PK8Y1DSGnSHJ8mOo+F4aIQq5ZVNNBcOxOWJkfocYoUiibqjgl1eVyYw+KGKt4C9ybqdMo2ijasrHRcKmtwldey7AgvZXlnKay0KLLTPQjfbQAJ1sFlK4L4G5pvfPbZhW+2mMqBttVPPl+h7BA/vfs2Mu2vY7Xdt19//Y8PavO9aAg/AIn85Zf8+fp5nj1aMrtlIDvcFEecWFoMzCKfpNGoYr36P0WA5ghTaYbPS6uUmCkv/gaJbK6dQ4jagplRttlq1uGEfdqZfWQh6Y9cgNLhpm4NXSXM5qXH7+C1VFYUumGvnVGVed6rrjFrnudLyGt5VPuHf7u0dDMV8eyP/etSdrPC3GOrdqzxiG/CZuftlN+bAV5WiPa8tpgXXLACkVDql+aajbY77XutsPrr/hC0jzunZhDAHtIJxqonVamPk6UW6cpj4dIp0TtNsPKsnmYxAYrCiYtBEsAoVcNFaFmbuFY6bqNd557ecYyhLRZC94z1/fANOqa1ojIRyjfPi7N29yKUn8ne7Q1ZFLM3T6hOLLPWN6TEAgKYt+sORYqyvpMTnmPURs3wxKZN357cc33v1PzBFuRIu0iTN2QNatyNlD/qxhTjwlF18WHc+h3/AH9n99n/ejl3HpuwkNC8zuKVPbX+axTX1x1Cc4+t1rJ1AkpnjjbTflMmxSegUMNceywcJGXqtxsh8qZC5Jcnvnb0KthCnGzrHbXdaIrD8pzrWT5LJSmZ3Wxu6RzRz0sLdOOd+YkKHxZJKuzzTpiIgMBjWQtK2T98hqobqWFAYiUlvSm3HBNINP+qHIUpChRyXnosLkc2Xh1lpxutRjZtsI+bYCGawKXttEXt087qdlawlG8Mg2xJiGuGmGEC1TVgCjuy1EGTV++PpMqH9nmvlLhJwlASLSCaOvYP3+xUq6MWCKqzg/beYdsqaWt8+AY4BK5ZzwbZdpadIOXGcuauC/4rBkWO3+AfPRVU6fi2f/jNpRCN1twErVVu9tjXMVcCI5MmE+esizhqYe7e8i4OvPn0HwvTYir8B44ta4MqjU2/bMiqnei1qJmCdP2TYpTSDk6PciI3nHGN+xbRmEac7Kskbf+SxbO9Bu4YrN5iES0tRA4bZesupxUkv4XvecRznII03XZHZiYgzbxBkaCfLc1mQ8tZUnWcagy1JqTTY/fflsgDbf4Do3bzHqhKkTpbkURVJYg7UQIsAU8hXES7gBc9tBgULCvFIuXdHl/1OgRaxN6xclGLlPsosjspzws6Wfu3hm9EkwcyXDe1nY1zoMglxzwV9yz5MOqJydpJLQgcrMaPcKtKZS3P3d55c8sqOWjGPP1b/vVuX/4ZpeChAiJ6Rv/tj//5MUkK/8L9v10Ifs+lBX57670iS/smR1HibyrZCzFchqWqRp73rzX18Pyetazsmhrg+iZKx1nPPfGN9qf+y2NRuWtRORq597NuVsSXMjoBYaaq/au0EzFKqto7cBxcVS5BSuvNbI1n1c/fQEDqpzW7A8ghrmDWk2A80WY3oIV6A4apkwE3e8OnX8hjwtvUr7C32VI6kxb1SEFZmsuowLGyJiaaWDud/esI0L1nI3PMa037veAFmom6X3twesU1z7kjv4IgRF/gUDjhPqIfLjvgEoMv20YA3jdtsAOjwYoVqIol+go5iOgKEJHCuWYuwQ1ITUpALQsEExR48Q+UBJ40GqFvvwkEglSyB4GLZXld5Nw56Y5Qkli09J22G4IV7icgChIIanVKEQbOmb+BdyLvNnSw1hMBXSyaB0fwzy72Vnb4DECdZJuBgZ+YGWsoldH3PGHAbbIHXqGgkxqKP84r0ZO/+Qp9uRCPvZzpEkmrbzGLc2hThbHmZBW0jZRmKFxCCk7oZsYUwKhxSKPRcTen56UUt0RO/zxDdvjRft1FbPz0198EV94Mn46T+Lc/8t3h08X37fXa/WbHAGak83rF0cwA41YF2ouqHBPqR6WO6STO7+qeKJsJMmrWOOe+5T7xpgHlatGjCzey24UWDeVd5k+/lh1X6XTYN2jg5hQ7mtRf29+ISngRBfKQTXi78nAzA0ZquN6xj9RKHIJauHFecLJgo58lvJl1N9Gcxbm09g3Bq+Qy0mBACM/My6YVXRfyBE44VkTofQOsBomNS8+4xk7vYxA3nIHOWUWp6rqY+iauHxqj/Cqau4FD6bQKoQlQAlEgAwNwgrX355WxJ3nNK/gdbuB1USopo/3JIbG5NgmmUYQd7HZ7ziuInz+v6cuf/np6+B3iNd3YHoH/EHjYRQ7vpkRl6Jpex3xeeTw8jdPoawC1zDwrzmnCLrHmaa/nq90kjtTNMqgzgzvLSV7CaJR52V4iiu+naZObMHqrPRe6nEvzrLRjECoVyAWiX1i6FkS72zTP4R7lpK7mRaIU2xsXlnHosd4OcnrhWga3K0mGImYfMTThSMebrAb7QeJdKXspNiC3i8uQGn9dUguj1zZHUdQmukehaqNAL1LfeD/rqWm0/ucOXVTcC5xokfSMAqHGBtK5Rqxb2wrakg0NfX76jb5kKVLuBxpMtOZvihbhzmHYTYD8jLpeJdkF+FjUOSEUKa1ehd364yzlLKVPIR8LBV+5uFz+9Iy61lUGIJEFL1az6lLaL3OGXenGmMOpOZ4vn96fAnF60759PCJF5W0eQGJptJtr6+MxiDQIZvdK6//yt79u4PvUOkuMhN8iswZnrzYbuPDajC9L5EsPSEvH7TW545ZMwzGuz1IqHXkq1ymLhLg9K18u+E2XEvqe3KRBaMbMC4xBCD3Hls0iU1hbUiLsO+oFJABEyNSr8QqcublqPUriIrdVJNrHL9jEhuYuS71gctPd90B1Qfa/ONunM9BmLTkKDu3fNutlPXA7yPMVNC42D4smFnI6FignqpeF/Hj80Lhhifrh3abPPt/c64U7ay5t9xrGuKZOhx5v9YV08pBVhLAedZA6Furzb2z0A8P1ZiK0ets3xzt+6eaEMjdNBvzNHpmTJrM5CAP+vWmyPKJcIgfcN+aMC1LK7V3yN3NpN2fYJQNqRisjKvunv27Gp47rU1OuixbwSEAEzh5FrsZWuL79dPKmafDu6RS84IyGxRmNeV5anE2tiLx1a5Rs3bipyQxfF43s8M4RzzBq9j6rurxmz/5v3z+/YxJ9pe38RquUiz1eLVfV7el+entxHB1+58/vfc7K6VDll/sK6fmrTFZSflwXiZlvmNR9ZhdvzukQJEYPUeBMUBalUOduSqs8ASxcFgBKSDtfp8OAcC2igWK0B78+wm34TKVKcQBk+esvrDdRcGWO+se/SMuzU/bmF2laVoLBOyvjuHn6rL+I9qQWO3kW9CX2/nWSfNwTKdXPjRVZjxP03O7sBsNQsG/YYXadpIWzSv19+HJ5G498Ruf4Q6ZEwhvy5X1Z3yBfXuVCahHpa3Pp7AkniVjRyuVTPG66kfZhrwnkhfXesjSEg6wUu8NFvnS/d+kb/vgdfbMx21tm2JEFjOSNCehrtkrLm5r+a0VuWE/Sc4MeYvbaP66HyQQgMWuNxY04ajB/8r33Gmfq+XTHHcBI/BBTEo1qe+2cPUkITDA+Zdx42im82cedBY+uDMlYxC8tObFisWsq8qV33/TH7wCENSx/pp02Z2WszrbsOYXVSBw2W7ThliraafPS4ypS54bLyop67R9en/caQpQyN5zpPoId+GegLt1UMzOogX//85/+/vnf//71374HHcA5N37N90MHbP3460tuZStDxbgBKCjytzL2ABcdEW7QdKPadd7bqUDAfO4pmP4Pc8u6fhm6dFPQZ6Zx16xCS13VM0c1ItCw0wkXf4ps/LTIOZsyQi/yojoyEsXrAGoS0coj9F5rFEoawSVIVfz1TfXTTO1iQnrWm0wS24MqoCjvJQ7xaojWpRfMlQGK7x2HTX3jtVGyqL1WjVqqChN3ceH1Xhgl2FmXj+9REWxdPTKP1IypGCVIfmGAAq+3lTboZmT4Au0F5JoXeJjkiPMNFHFV6k10gnrbGXVGtf5C+0EkK4qU/wAKYiSZFzRjKzspy9gFWhy184pBdSpzlC6eSukGyrirZ916wNst7JwITZZN0GPZFxFV9XmNRwBSSXyx0UWQwKCqn1JSGnsUr3Tvd84Yvt+Il9zoscXIjrFVEBlJiHhhkz/BmEO7tV7NFME/pTfgBOnPvutv1MC5dTUOS26VONW0Ddp1l2ZN3UjqohEU+bAC2UsaRll9WiMfVyHINhB3BpqQthQ8lEvK5MY1DsCTSNDlrrrCO4rBGIJEO117dz5wftcVV35sjwyth4H8mpatid5IcKR52JjhNSMiy/ByWm9a4/OSQfKfMUsRrZpRSKPgoahMZkqqct1ewf8jMKqJWBrqawwsHjwB2gagfkRLQSVoO3VwCSAaJ8TgDCHWgRb88AQ/lFRQE/V2RzNXzQ0wt2jx+riRNZs5gh3B1KefIyiqnNhuhNpF1Cy6DSMCBGEZwnFWdNo9AcDNXIDq3CqAZJIsnfX20SdKeSJLo+iSD94jvYFj2XNWOaIwYea8bn0cQxBEXRBKKdJajrt90TPc9xv4Qd368FVZPUBEsZJ0TBrPDfdBphgX9fsA/8avey5ZW12jcxx0FKw26I1ruUF60xB63HDWMNUFQgaAJ6MbrZDTOYQs6q44jBliOdLQDcayqK1tV8dQxO6yMLt6U+Maw39MqeER+53kcyDxEcZ3Vs4W/jpLL0K7g7uPflr/PJ4t6iaRtIg5SnU8M2vXUgK08HgQ8IpYH/HRK3ELtExGXfuumqT55oPkoEkfXHk2PnRZEA8j/eUP4gy33s+/LmzGXBV8W9LOZBGFOB7FEd8JPMeWjV6jQOIjzoBaDbypL/2LeDwjJRBJzP/++d///Oe/fP7t8nuSmP6Fcv3+ehySTBZca7vFHL049SBE5HPOdYE+dCdGPUdgxbQ37NPrAVBlCcEgY6WHQDYv4tkcPGtSrNqz95mtIqEOwDgjP2JyN467ItwAAiEdLcVtJLuHBR+NADx/fgPg0bJ0UpeW5bEDssgnFvhGgMyfW4AVIONY6zK/XlF6mpdmm1fo2DoNN7CjM2Z9TUm/hiVjr6BwrSRJN9HPEHnqOqn+Jk0XDm/KGycbo6Nju3miRxk/cYhyPI4VkcHolBJx3U1nn2/S/hplMtlrcwuOGrYmzbz9tDJ8GkVV0MAwVpHUe3J9ZtCoCDwcPUHeRdzho1oWJpGf0DHTF1J3BJRFWF7EbvizaM7TcjGtuzENft1+Qimeav6JK4nkfulo4P5GAtKKWZgFuXww7clJTEfR0WMyfJbi5Ye60iVq0bLfOAt7L5VbaksfSXfQJt7VE4RJX2nu5q+Vuvs62NwT5yXOAMTOpEC8dy/+8OeH8qrVCYH4NcXmOC65xgJTTi50QRhK9JeyU1l8lyVdr2kTByM94iYNSFaFz1HrnP26t2tGkMWIZCeCGIsoEM7Qag7AXjuPUSF+wQ+ONxy/g+pfHndOxKZyRse2xyWDmhQjb8Bwc785rz3mZudUm0d51DXkmtZ97QPD/HfSr4NMyvoAuOGiYjsONAosAtaYQT4i+XrMcgD0trNCgd6oCLhPcQq7kbEe49SGOWdElXR9XnpCUHlBM0Ifml6CuXROyCrlG9BX5CDeuTTYp73q2FUooV2XJM7JyKUbYIRpX7g5wP5Vsgr4reIP/t+//NuXz3/9+yvlejMhe2F3fwBAwigFyTgXNAAh2HkvKUluYpAVg+by4abQhJ7iuqyRBA9PcYfxrjhjpqiRW47KNkLFdtNElh5yngDCGbepeVCKrG+vApplY/CCQJ8tAHEys+goPm6Xk+RslJnaN9Uw4Lq5UQPyWntGECcs5iiyjnC4Xsdgp3fM00EKZQd6/ckVyQYTjgYpJk2AxSsLcyIQhmL4umkz16A5Sm+UoEElFmGsnMRXZXTiOHYvdatsWdRfzchu2ZnAVsqDPsFwYvQxGU6s+8HP95muk2T0ykzAJ1pgBcFdPxOkGS679fv0UawY8YeEGO/ahHyee0LWMuUx/x03E+a1+zi/GjXXp1vuxE5kQVan1onFAIz8zSANCkF0BcLpBHU/8GPbOOvTr/DprLS8Q3ZBAHuFdw4bj/VmABiHfLKqnUDTmptdqHjj5KYindgO+qqFGgRm2PJGDnxoMNAhir8jfStDpf3HDNtYSh7+VDTRpmXV/edqjehRcoOKoGUJ16APw1C3IbNDB4810HqV4W4VuFaUrgFf1PrxJt9Iqj0PeKF4UFYBO42UiutedtLEx2m6dMw1LZS5NW3wKtHfUIs783LuuFLDiFBcYqNgJXY7k+fFud2WgBxqEqkEdWc6ZjTraD5tS4Km3SAkodFJ+Aa088KKAxCNXufXiVk2+jr4goFyqbFjclAIRCwFJYjdKC6995tbrWcYKV6/z3Y9N1Xza1WCh9ZEafZuMRtQ1uvGTEGUqjR0KjfmrSBprOqEHlWuBXVhDv9zVup0rrLbm2sPy0DLpHKLroQ6O1bnSmgKUYYpY+CBV/GgxY/hcHGKKdxvnjYdmE9bHWyXfGE+ZeMlfaMuhDRHjC6iF+thk3p81zcCSYJ+6/4bAYglaLjjGquMDlIGU7puv1ESOmGYZnH/MqpGnOaZthLxb5///rfPf/nLb9ffY2rUFyPx7ULE3z7/rx+bGpARk/iCMthNCbTptXk8ogYUMH8WciNdmPPB9K/ORRBn3HYWGHfKJpWLxrUqpQJ0aIaKK1v0I72OITTICW716lhgrj30OnpV1crKvmea5JtnnbFmV1oFwliWkjI0zDO1LUkcms21Ramr0fsHeF7YY86rIIB94lltn04FpnG/sgDY5dd//fK3vx+LzPz3Y/G//gv926dFlCq7PiM9WYZITpI9FCPSJkZS1KaftI75SauQy4dYnHhXRUVdz2uP+YBXp+jkZGLZa+co7BMNrkwdcd1mU7k80cBKuPQNcCAbB/WJFT1LqOKBHribqKxEP3OgiQ5Jsr6F/Wmfdrbkkgi1Ifnf5O7mca8yqtqylHojBxoEmDawJlSyGJqTi+o/V5k68+4GPmc5m5rKhiFLZUEIxCPczUpOj4ibcvTAhGxA7EUcE4KRCj/b0lFKIMGa+tiYhzGX8Jhdz6dy6p9McEkVuwLnpZk0eveiAlaF0uEB8F6Ty5o21CD4xYvK8G5mulm00ezTJykFbW2Zg0aRyFpEAA9mWkrvyvQxumpo9E5tPU54DRjl9ay0AWgOD2GRdpo93znqopXPHFTbvTgBOAApsPHdKEXKmMOgXcweshz6dzApQ0c0HcFM0tPqb3jN/YEIDotd5KfE7G42yUzM/sf/+t1HwnX3Lw/Xu4Frvb4b184oZEev+ZrKpbCDWsQqDTpEEHLGuxvPDuPBN2sbnk94tBeWwQ5oD0Iwa2oNOHitPJfhiMGdytjmpvUaBaoAy3THc6URQ9hA+I8FIM538SbyD1GSDuzAvINBEVdU9dyJoH2s64cTzmtrzUrMCiLt56p4tg3tZ468j2trWgeOY3GOA/mJYevwOhYrIpVuiNZt/CyWp6XfKoiSXMpwG3G/4/D84B3IADgxZtd5DeebzPAhoMbHrdMUcaSnom2vQAC8xfU6OzJJDmMBaaIvlApn6OYvX0YQeABlA2iCSKw468kUiV0TRFekwo0FxDUCk/Z+8PxZ7Ni///3v/Zd3dmwrgiLh5v1k8sZj6bVR1Q0btiYx9C5eyqPg3HH0EVXHCyPgLaf6dVVXgTBhx2FXV6YqFmFBVcOTsIf9POHONgH7YzD8VdJHN/fLE0jRKHEyntevqSo9uLBRTEcmzqAxL33L4gX84+RgFc74Gi1mRElMv4JZpz3JeRpFLB4IHs5X266G72b+NHFPyrj0N1QqvDSuBWlZWxaWTjk1kR5+eaKuXcVEITqxcA5OQ4q4Ey1IN0MARoRGkHXmV1moVVL2shF3P3J0pe17zRCC4/5PlJJBmldeLatXWvHY26isD4pyiCx61uzyTpkLQUko+dP66Yl/+TFhWOHHWBvb2cemPDGJXECqO5RJVq7tkIvkn9+8gO+iAFbDyTwxc2+tnIK13WkAiKmYco22vejR8foLmqDu3L6j0eY4j3plMQLpLTVx8RWQfulO3whmyo02/ZnT2cc30aYKUmpKYg7QN5tPNJnK/PlJEOwxqRWjKjyFIg4Veae4OKgLTKk97mI/LbCGC0VbQFELPsvPesOchH1NPBktaFYcLRLw2bjJFFnk6L8Rz9Fj4LvjvfiH+CW+Fe8hVaB8O4ddAfIGEIvai/CpghM+FbTpaWWmJuTe7HceneGGYQxdJx5BFN3jrF4ygNcznGrnqoM5zpvTYIXwS/CRzd5qlnS/Fult1K048UxfLL2Zm1XDy47WZ9UgunqJT0rbGd5Ze3ozhLOHFm8m2avworI+x3nDWgw6F1cV/eMx5H4NNctF7jKqg5XvWIuRYE5xqxTRJAemg6HMkWmbWJLX7A8ixAE9i/Duj0bPklQyI1db1AyAhDgjCdhrY/TOIdkIGhkcDoeB+IHh+pujEfOJ80Plt39zMYjDr9Opb8DTw5+YlgvK1kws9xbXOrNVmqrHAmKh2bqrHCBGZicCgPu5B+eT8LEsIHriAk5/lble11W20YQQCmoUOUCU/dkksWSZurkplyAQwkiH0CTzt6yM+RmqRDVptlrO1dOFoZhPhbzVTGBQWVGJgcssex0ehsg56xaczutkXE1mg/B4wQ/d7idUkwmEeU2QlpgldALXLm8R8iM8m3c6VvjTsiUYzao5BCXpVz2CaxNOcN1pW/oWRTa6zafN8DCqen1QQ4EoIfrMPp9G0IUPDWK5yBr2LKJQtYm6ZDU0g/kZ1qcRqI2RG7GITwVZkKWWVjsjC0CUZ0k1t4G2DzTSDT9JOf5VeI1N7WMNwNwMgZbD9xdE3yejeKNR83V51x0P29wzQ4QboT2UAmleGN9ME5qdJ2jkS49D6Aog93fk9SaS4/Z5ryGEuYhfQ0jr2s3laecIinCmIK/J7Xn7uPkSeAD+03JxjofJVzBfJt58YS9PC/O7cHws82AVnHqj7f71MEmbCqi9xyZaDAgcJiqa5rDYWXH6ExwzdmQIVVRDL8OKNz/P6/NeQ0giJ3W8xXXUcv8WtAY9uOGcZSQ57L7tLZia4/e/BXwbLobIXFjG/I5j/i150N4zAy/jQ3oGXlGcGkuXRkJ18iHnpcchqDjZZVjx5ud5fd7ckxof2GlTzLl7CalLNQcBMIsY4nG8J33LS7CP+/6XULqAznUqLKdSmmie8/51WdzeY6cSC6sh1ucM2NoZzAXJKujz0mIqBXmLZljx5ud5fd5ckJyET9bu4i2wxAiyFhaBHOk2VSdzE6v3b3sLCqn8yFvguaTW5DoX3gy9fgRO+amzvPws73eWr+/jI43lFVKa4WRv9ZVpMd32lRnKedtXFvbxx/vK1wcXpXb+1KayCJFz4qhN5bCcHm83laWjxHatXtnzP7apTIHEQ1OZXv17TWWhLn5XU5nRDG81lXkIsBl8r6sskhoMHf7WrrKwa++6yuH6dBXib1v33ZuQOkzhW8uY47rFQ2eZm1rbzrJTLXo0l7l9kp0YABsi+6a5vNF4fGgu80tAc5mmwLvN5fVX6ElQ9G83l+kFfGNvmZu75m1fesv0+Pd6y8tdMJqw8dJbZkWX2QKyvWXxorjpLW804qYU96W3TLFTBJKdHu/Fvgi9Zd4F21bPvap+digaKLyPGRY5rLcww7QEABnmKtE/GzJMUivvQYZFpNbr7LHb5bnsHiDDgtYtm7gpsv/VwAvfvDtHe+gADPMW9u2AYaYDPQGGmVz2BBjmUOobAcOrGLVVFg/Y3vLNiOHr23kEDPMq/6GAYWad3QKGOdl+RAx7HsI7kGHe66Tb9IQY5pOuNzlsFDF8/Xi1Mth1ABUWCiaXvO6fp5GHQOjrbzEslz//9de/HOnj3377H97jusQXq+S3H/M9GnlJPOaPmP2aBBOIoPe5pc0Ad6flpcrImHGiqebSzLfOdXUnZFSFtdLyhhSKDVoUQs0ft2pKYn/otScNK0NmXQ/8y5oc66LWd2uSrrT9MjaK5BXSVBdZP+GyJgYgEfFojjhstT+WwlOg7diLVavazUki2PIU7nk1zVTJ7bgk2kp1gy9sTeRgupcIrCu4r50eTufjb2x3/StNeHg8Z8FN9d2bZuG2RRrO93jmiK8aTd6At2y3/xXEavoDlSZ6fBG9kloFywIkyPJMyiryDy4ovXpUgFkgOVZ+9/0Th74bdX1wzIsELV7dUqC7yOUXWu9Zpl0qb2hUc4EOsJHIFS8cySxnWUTQ2zjxnNn/iVh/TH/T9P0zb0AaSvjjNAHh3kUToEn2u9UCRtmehboxaztNAVQbI5cAQpaeFiIt9rnwNbDShIyiSDEMb49VCYbPGZcBsKPesLg9Z6KFUd4ci5rP/ObO6Y9NibeP4dpLw75J3VqbYf7ceFhkrJVdP9D1mwa/VztD2EzL7sl+3i2KG/0WAYS/zMpYkHxS6GVkwmQt8g6qwWHMPXSDfalFxVJSU3R2cCL8VKvo4lZxA6t5x72XGqKPiqZDfSzQ45P0PgCU4lngdqaWs7xuhpCE8ztw5zQLVC+oFfF7anUDg0Ytl99BdIo/OvINZihgJfAImlQSWycNVe52uNk0eZ0J0s9fhVreSBnNYDOvEt5iOhCvqVip2kcROtRAKaj329nVtJPkjXSOLdUzMdpmNmfuaBjpZ1wqv3Vp2JHZTim6vgmzYKwi1PgbzfmbQk0VbBb+WqZVinvXVRK2U1KIoEoODssWOeSK7JPHIGt4fn/Sn/wn6r1PSZzbXPZVNH8vn02vz/bd+SzCAJ77c6xPuYETuMva58X+/DlbvDDuhpPRctnRbKkKssHf4MYUtHy+Q/5snAg3tpKFQgp77SEmblFQKfAG2lSjky5TlJllpdiPeY49TMxRuPkc8fGr/3Rlbxhs5OsWhgDwKgBP230wZbjXrtmW8gYXBrDZaN+WpkbfizCfwyRl3dGq+YatWG4sZ6Y26PkNkcDfaH7y8hndl01fw/Djzg0/CcwLlUwujGN2sYMc+HFcGO9tW9FpDIsefRQZQ5L2IqJF4e1BM48lBXESv/09LU3gtboSxfisPT3Je6+JujUZr1WZQZBF46wAkk38u4u4jA/Tk0A/O8QN6vZIpcU7L934BAOvxYeuS+IyZqOAiYBZO80DOyXt5aKwJKwYLisWz/l1vqF4tA0mHf0/7i8iQ2TPEihQSYklSpHBV1XPbjvK1BFgsmdJ6ZKewNqdkT1O+g7HfnRjdb6u84DbxHoVir7uKiDequbIlfvrx+PX3ECIs4Xr46GmVmkOoPnD7ERjlGdSE6Yawf59GfoO8bnrCHqXEguCalZczJ8oO8SOR0/vm6gXSo70+1sWJ7ba5CyA3hsd53hxr1DADCAu5bbT3DNfSzASLIsTq0K8wOGxuyrepEnQ/sc5rA32J1YViQ9NVEFR5WKNeOckJRkKfVVezRqEFYL2JZ0ioQGsoLXZjcnRa24k4X8d334Dxj5G4GUI6lgNCVVZHQbtMOvvfFC00/twAV/lwwpZlxTRDN5nbhAMAWkmSJsj2BBpvZclgpIyB73AVLKtEH4xRSq2kDi/w4ZCfctuyGKz4L2Qp/oE8JizkmfiziwRNUoG4qBkx/hPI5tnNwoGo42NgpFQzjGPbunKIpBb95oUj+VYBSFHVgINygIcYR13ELHR01YLdNc66AVWm15infKw86hJwpLBrBFj1e7FXQUwsLDIH56B0D+uxACi3StJnCWG//fzn/7HR/y9Y/q6O75dWXhTFTLF+odffrGv6CkLnBXpr58vU7+MMEr0z93zPz1iRaLSfugfy0B+ANEwtRTCO2+lRtbK3LwXvWHxY4dvSv+Of/1PeDe/ZP/lGkQ+1g1SYiX/zcu5uWPxe6H5Gst3/Ot/xsypv/zhOopnimpmv7TN27m5Y/V7q2ePso/963/C20m//6Vc5ecf3w7C7vCht6N3LH4v9I/q22/n5l9/89v5ERwbOBay/Zzb5PfRkBPO+o6/gQ1BCoZjeNT/6cwPQf3Aw4nRXACouP8H/CRHTtF5YfeiR1YZQHXk/SLsH3eKGhgFN4LxsxnNMGDkEv+oYwSIh8w4wrW2gcI2bgPGiQMxeFxlPRnYyxyDFx3040UQkWgVQ0bHiWTeqGzhFoEUh1l6nD+hCycIHUc2qwbumQsG4Axu6pZGQ3OOwgmlD81D0fyDfDrP7FyFUYdXsZGzdkVRxUewz4jREafyKKA5xnOqqLQTRrZu76PkwmRdwNylkNimGNh8F8ZH+5xVXQRrUAtYkyzx12vmUXTVIOxVFDZQVQi8yr3aRqBStymquznr7LxgwuvdAvNq+zBMDCVLq+QhwqaTvE+LL4DO5iYSENgW2B8Bs5nR6V2dg7sTr4rutpt04RIcdkxuqyFP7lSMxt+mRd2z8DxQ4/OLMtjI7+i9+Y2DZH+ZgJjV1yZY1zZQGFNRZPE1J5awta5L+HZ3sdQU2Qujtk9qluJQrSItdwwqradOUjX7oczPvSxzzUBbPK267qU048+Z8RAmVQ6TBrYorG7pHMnIqbPsERV2RQLCaU2fHb58jOMDulM6PlF4VPjr3LfFNU+LDF25zSZZbtBoU5zkMgrWioVLR+f9qXA0VsLGygPJNBc08XJ4r0FjRs/vLsRWn5tIUg22+wbYOa01z1FEY0r6GsURbfCO53OZL8ec30z3MOphT6MIRiP3NYrQRa978Dvl/K56ZlWtRwFSsAEIxqwQ0+R0atp5f07NLC0oXJOTUxfIZoVdm7DgEKwPECu4NudVF6+jecnyE5jlhcOYz7DR9NxNbV5cx6iEqGp+3esIqyLB0/0MVSNfevyShaP7YCxr7XTivbirdXRvokDrpxv94xC8yq0eOUHiKa0vASBJKVPbbxMf58JqLuE8vBYwYOm0kSudkvMXRSr1G5q605e8lZMMcG54SThGTGrPIYqFxWBsi3btDe3TeRkFGhGMHs6b830Im1OIge/p5XsaEfeJDWOARlVk4xF17E6MO/B5UG2rotQ84Cy4++NEBaCdaIZHvIYm7xe+4JniZJFPqTfq9pq610pABS00kfhOdztV9trEr2fgt4W+ETgXaV0hv12bl37DqMQPZWTB0NXgZVQnT/+1HxXZEb2bVHBLnU7LjGyQU/iMLWLUOtAwkhbG6bl8lqCMD7Ppva61RIbKAU/h44hN/CnilLuYJajAQJfhCi8VqLgxjMXWzEpIuMYw/OEoz2NIOoYiCF8UfzYz4vgxrJGOHy1WysfLEdBRcmLfhAoUc7qGtPDmoFY6fZ46XnNDqbKhoBSnBQvVPIRc7wb7VFXaBimRsKuasaM4R1G1GGcsMmcI6nbiFqB+8iiM8KvdXJneh3xD3gUcTmkQxyM2un35dC69xAzi3ZGEnGBbnXMMXXidGMRaI3ZIHMlp68WxEyh2/hwtChAKCAnPM/NIvzYHzRF3qmR4FpHWoQzDceyRtLEgKGqN4rGMa1sdRdFM8FEnhU8SxCVVJYVwNCNDsVXUDW8piQx3MMpV81UUwWVhv+JmPYp80juQQHDFQEmO8cVSN+DWotxRz6z2/o7cuN32xh3nPPt6VNcNKQ0zhfVOsZhFlq/pXG9BNuEq5mh7hfOWhVg59JB5BF0l8aoastYqkcExzrKeX+5m53M3qrPmmomPmNEO+KskjP61Sz90h81ffm9CwQE7fu8dzu/8uNuMWc+vAyAVg84wN7keXKW50YOYrQKSuQadGczCOYSSJPfBz2fS3hGXsvCcrVKbrxOWC6tzb/dDZcKBhiJgeHC7N+9Udx+S4LTxNl0VwCBGyuCRivKcDGUD9zu+Mx+DLYgUcpsOBXMEXTTfELxKmTIyIJ9HMFmu5wiKgC6705pYUs1Q9C2lJpbKRn0PDQSGPB7ph8w++41No5S1V0fUKMHyx+iPsxv+NBkFV+51j50048noM4eUKXGy+c5oW0oo4TdlOXSrfOY3qXatxwsX+jpkvngM08DUbABr6OYxdyKNAOcTvYYqdrGjfiu6JU5UBEZXeVnIKUXEU4wp+tc/U5IW/nNQ6jyCKZGw88SMkhFk8ceqSU5bAGN5SQXVxQZLWTINHzYS5T1OSL8BoQrR4m5Jeace7K5Na13TGr3iH2hL1y25940CB+4JPOwq7PlehNrbs6ivdMFLbBujIHvTXqgeKM2JAkaf4dz59KIzBzpii/ABkusE2/ebimH1IpwNLiJF7U3lAluVA+z4qZleGAQBls9Hh1io9nGWX84J2yW2rVkdFQSp3fzOuCZMNQnLW+Dygr1m3oHwqroeHS59WsSVlz/82jX6pkF5GaEtdvH6hLKr9OXCXIsGV8NqJx+Kn9z1B6zD3GBYrK/v+6rx3d7geF5v0qzAx+/m38fIoNIhXvd8QzIMt7eecGzp5UM3JPOR5jtakHZMY/i9r5DM7H3rhhiZFYQy5lUWn3MmNm7bTCoBRf4TRepmJm5Q91/++pc//nbxPdQ9XKk+Brt/5lBLfmnG+LQPHFEXV2hzUP+KNMsAJxqlCkwBKS4bJqJcuqbHdukaOHm6eGgehzJTkksQK9G4SzynIfx53nqxakQEJGLnTDhThc7EzHJ+9+nGq+CIC9lHdhh4iYN343fvpeqWOkHH7qRMxPGsRxFsHX0D1ilVn0afRIczv9onK6AMA4p8FsmtGLNovpHAgraLUtoUgefqM08HVoQJ6aGrE1ASHBo0fgScEvsmWI93fV8Y93AIU7UyNT6gKIHe6MnoRvCv2jbL9Dcz2+Yf//Q/PrJrYkfwH9o1nxkDxzn2y7Wf97TD9tmt+/qqS9xgLZOIedLeloRnbv6o0XwQojVW93XYdJyHCat9Lc+yVkOKk0z8dY73nd2u055zUNxEFzJzTdJCwYBZsS+QXuN1wC2xyJTcoOqSctj0KFlpL9KXtaN7DbiI+kT1hG5g8nWZn/b1UeqyLtkc8y7RPlt3+WqZEP9XYuOEYm4jynPqOdGxvEzHKNfe207msnxchr/GX/N1sj3TmjzTrMyu8jhTy402YFIspAsieWX3rFNJB1+fFZ8LF2Y4U4scoWHRXTHmnOkI5ehsUi7a3XeQSzEZPD6iCGmK/t1KLYmiez91/+74TgpDT1NZNcxrHHvGoFLtdPTrQvRuqYKAr3xdhyPlW4k5V/FDh1nBBgbcvDoNHtdE76QwBGNML5lyTZQAbyb+T+cfQ/PktV3OI/3/+/xvf/7z7z5wpkNk6MdIdUd170aDacmiyLNt8HVOnavj/o5zuPOOTta4jEOf4FADJF+FZUzBL6w+hZA7LIIAMPL6dccZckWrW44DiXZX6Kqu4GpQEKPiROBaw+qHtUb4XzOjbh/YjbnOXNCbipeLKksabqTUjt2EGyT46+w6MK6xDJfzO/HI2G8M08N02zJZs/T8epUYBJa+Iit3xEVudQwlaS7FrTi06xOVMuu8DF2HMhVXpqOghpLKQ8MtasG8pepgIoWf1T9esdmnePtb/zrwCTBt4O7vsPIgrxX/2mce+vdG8vf1R1aFUDRhqSyYdh5rsQmlEp9Ekv7U5dwtRTpU6NGxDFdYbp0IxcilNCXiTvAds4V4utEs74hHrsNbxOaOWGhVpLTz7/BVIxiXFL6FFOP6IlOTjusRtnHx5CwMPIZ6UVYlai4c6bl6ozOsiklJHdtC3JmWoc7NHV/Q4nhb7VUb+KGLaj8gBEIBiHkHcepFlF5wjQt5gKvQGLJTek9VhUXfwgaAjT8uGJbe9GME8dGFuo3Yt/Uuze/eV9y4Id3HJ/f2jsIRBR+9/6pKEYqOr6NNwsqPqeb2l0HQ9xfZU2f+oRnnw8w4tkiGl6xVc+1Pt1BbYbn6HWecVHPBoxBIlWJ7shNL4zzTkUhXHs+ZxBzfobPHyY+5dj5fcp/URUcM7ay4LO9eHnduj4r8vnzUczUn2RcunyU+fv1lCF/nzvIaUHhVux9SEy+y5u3EK93fUgJbysPcY3n6Wefh18AqS/atftmxl3P7sLAoLf8yuWVVXuiNa2d9GebG3IUKVta8xN3m9kOkjq1w3gzY19Ur9EmZtInXy5aAaN4Io6SJIzAuMb1HB8F+cpEZ8372QB4i5izt2+0tcQopvjaoHWUMNzGIcVzjGKSo3R7WfqLNBgmSMApi3YhBQLBaAMbG0+ZE0RdVvPNZAXjOxNqvuvSp1/xQwG9cYeiOKAhcXkycb7RdyxT7gqSwPQhqFYuNsbrNSd+yeSE3HZeWzoZFUPPY3TYA4ypC6thGBY8GIBXrKRq5+olxFtnZdAWg3KGsmVrpqxPd2YGkYWykcYe+NBv5SAx1A4MfHAU2rzg2UtHS96YKdI4ii2RJjyIhU/PGZRm9SBpBrGqOkrIittIsHLyKEFE0oqB7v9rIkmklfw2L8tYbuypQ24t+AFhlNOMBYidmY1FLmZKX5epssHLnm/DLEZciFMQ6P9+Jy4uTBz5RcfSNLU5uwvI288xFkdJFLZI/cowqMdPUP9B3VQKLnfBPemiqecOQP+YIGNfkWKgKbwBbRxQw2qYZN/66yKB60boBej/T5MFpKe7y8LWjQdRCZUcGwlZxVzhuCdf96uf3DfrMem2C95//+eWvv119U7j0lbF+f+PAeW7Qlb5B8QzPQC6nWUzTmfffYGDVawmbrKB2d2jOUYsWWXsnZEanwGGArdmgBWDrxEeLq+yUKfWPm9I2ZL/lRURdbi6r1At6dOowse7vo3zBgxiGGZx1tiQiCs0JpCzfuD/3HdO3e1G4h0sIVwWH0TODqrLaQzUhtKSy0WiLMBuTIagWwGW+v3LvLkrmMNaiIeiyWOr+Be4Mgxu7UbsDUYWZ/McBKzRhsCFEvMhoyp0JQZ0x1Ll7u51hRJgJ+1zdScAUAyEpykFNIWK5iOoWMJibiDtP+YswByZGuLEIpGPwxIVU0m5o9GVH5ocwh0hadnVHjU5VUo6wk5EFo6rLo4jp03JxwRApU2CBjiVjJuehYAYRo6BbhoYmf46w/hx4nhj6JK/ABTvtz8/RJRk/JisjSW6Wx0r0Bl2j6/pCRLlR2c9eCbHeqxqVU/kgtIu4Qoedl/ORoVi/Dqy70b8yRXMRZ3BOVPVwLweKvQqFBH2AjeSMCyomBbaupO5Bgcg9qTAX8nQ+xMExXA7imEHSy5mx3tyyg/gujNfMsK3ghZABl+C1pBQOCWaOQaKW29Pj39EgogYzKNtyS2nIq28s0L2iCntU/wc77c9oLH+i3Q7YNz5Bb5bHio1ZGCzU044IqY25LBJGWZQ+BnOZzRVbE++GsMZ1ZzWojOKiHZL0oeBizPKew26OnRcKg6UE9+rkrMh9flUTRbDxQjnFQeYIkrjc4AHrd1DV76wWUYGuXSLiYIzu52oq4qSCDW/V/Q+frkUGlD2W74x6NV5IqxK7N+U/O9ErSjv1s+nxeS75KHM1qqopgfCiClTnFQWqN2EDlb4iKCGeOk+d1/G9ab0Z+7RZdLsRnmgGzXViITvNgiQSL2XngKL4PxwE0oPrQY3fvCgrBMPCmNDqVX0XReRzQb9WTtiohkOBgFZOS4xZRIQtu0cXvW3s0WJW2PoLMvK0f00Iw+vVu0myPGMkVhHD7sltU1tkmC9Ntu9/FRsC3cOv79qWQP7065f/+u3qWyUQrIzysRLIcyvry+/9H95037BeXK+F5Na27sFoSr/Oss0Udkz2RDF2mapMNZjZ+U6ik5yrUFtDE4+1pPD34jcaBCmLeVOa2N3z+YEncOsiyzlEPYRTVDaH35HXMjCpdVFxRNVFEpQaxL8KH1X0LOe1dyIoTNDrRwQlab0P2ZvO3TNXERdFx4Q7akhCGT5t1tpZzJnX7idfdNyO1FvuGhxcM8C851bTvDRH7UUHEdcCpTSwEV9hBvCnGaUCbflVU+3IIahXu7slCXoyTvnQp5XhBacV1Xsxqrro+KBZX81Hv2j5+PcMwtIk9I4W0W4/ZGiCHhm485Uggywb5Hp+ufklnX2hScHKNy3S9KS+azWL5wfkdNYgZ8+N8Kayk1UFBoP2F1sQF8fUNg3qWCWbPyITFtHo6rAZiqDw3qe/DPWWBZpFdzetIs1z3O5uTWQQJfL2fEIx5/SnN3cSnKQUvfflP/7yu/fjGsClfss9v7u1Uz23UGPLmybm8ebZbyUXaewUE2CeMzDdEMbUqxfVzCXSwVfxp57GhI+lByVlAtHC8IysDr94S6zsgfIJt2FGk3id+UCCSBKvaS09Sc1e8krgP8T0vAdRs4arU1zFmrAwoM2+7bJh3CT2pzmeidfMxYPu+hPte0aPZhmcG5jrrzL9Y/e8ysxrTlR17Jw+6y5ZIBKxR2HW3kz+VfjWkszDvgOnI0LkfRjX+EW2rvNwjs7MwyiBcNi8RjDhuZDoipShwMpgEaphUsEl7qwKE2EaSj0WdosYftu6kwXCNn4RQNBJPdOg6kw7c6104LMY2s7d1URePoq3MdYeb2auSVoPs7E1FGIYWIlpU1S1EXQ/qC4YY5XmTSxZCZG1rHXykBtJdTklLY9G9a+KZrCzP1tEIw7kwLqMg4d1vBAWupB0LyvvbBKH2eQ4g8sor+Jmia6aSEbd9/VW3KYliE5N4UwHnvC8yyNZlB6SvsvRXOdS94QbPmL7sh54WCRcPkWRj+e2wQtYFRtxA+llo/QwCC68zO/K7tHEAQbnw5sN4knB+0eWmNXNxiD8z22rqdNNdeJcDZkbUTQpKrsHGeUN7t5JynQxrzt3DJWVGf6s/CpKV1nruTAet7wiEmejXy0WcToKND25+jsUqrnBGRwh8VX3PavO+J0XgIprj2SVF0gSEMPNMl0d5dWJLljlKFRX2HxFVqlIVlh24iXQb0JKdA95mR8nyrp0AA1xAdAGtZcYUnCyzNXwBqw4WWDHlrkGFfYJSjqTyyxhLQp0N+qeasvepSRQdpJdoUlQE72gi7IXJ8rj43CXOGZ1VU+b4mruItQ+kMH0FcLJ/plTQZ5f5zl/dqvWTwcwU6YigJn8/OJEsozSZh+YYBdOeNEirREahgJxLovs1Y/M3NdEaVdN3WQtrhYzmm7M2nFE77/jkrDeFMC0vDsPyw8WiIH9LkfFx79jcC6KNGt7EoxCRMdDlX3RexUdHy1pTg9K1Q5tdQSUE4lE4hHsG/th+kbO2S9IkcR829Ht5CEDEsKbOeKW5QCoSzyP8YkqcPzwos4d2EaY0YfAZ60rfLZ4Z8wqBavkZ4nVJmJSWWyCvJo+mY+NQXq8YdjPnSfesPm89vSPe2+Oc1o8P50fBucSKloAwLLcFI0IxHwzRZOJqP5lyJcqJxNo93LLYabpjztzFtwrkIaRE/7UhFoSgZmNPIoqxsCxrjl/YHOR3slw4l4fKdlJWoqCmZZ8ijYMVX3PC1N1SDGvd0PfVJcsC0egJSmWIcpl3ekI/hp/v61JJgzOuGfoBIhnp+drCMBYSGpepXB/M4+XrpCV+Z6DpLrRvvISng2rSI62s4n9zp+hMT+usboFRrFOBXHuMADLmohYXQhGncQb4gkUsJiuGX3Y4XV7EiyfKQkYGF3Td+GqsJ+hbMHFFhfoVRAEykeWJwEIK6zbbS4LcivMUu+FR8C72bB/45Oueckeoby9Oee9WtagJKQouiqYUOS6bEmC+pWUiXQ+L1G+ZeYw87WsdXvGB2d2Cpi8N0lw5npAr7IgvJlA89juG+fslkUJ4EhzTobCuSgVYwbeZqbtbeiPc+IGU7YN3jmK61hq6v8zRTINcLxNAKI5IDh1Gifg+k2EJp6x/pRzvKKduTBSbkzgmnlj5711B0qLU6HzXF9qBxVc10jSq+xyMEhHE0ftXkQW1OEI4YWnU4ShCOQX8yoQujKN+GZ1bPy+KJeKGyIAbmGlRQQJDPQBwZbTwXBT2I+SDoJpstymYMQhdicKnz8SgMRvUW2Qo6p3p7Be2jlwqz8HNtvMSX49AFK0qlHupF+ft5VfxHYccnqnCtoxK5s5TFbYXNRJ2TmNz7g7TTdpdE2U5YXRHGgQKJbzzoLtVAbRNpAz1EUkq0dgG3gQXXWYWpXaRAuSHg4B6s2CqNoPmDJaZhBOU7TopLTQFHsna3LpydU+XUudoyy2fo9HyCL9X6/MaeRXrI42BNcZvJ4MzuRc1dv2uZ8a3nYUkksdk11q18kL1wqNFcaIYLmvK41m7z1XtxfF3FiUHxR0fSPdluapK5smcvTqxFwEChySNDNGFCkV3ywVPx83io2Ax8uRrWK6U21k8gjcRMeeuUhUVk7ZoTmnir5pZIgzZlT72uGUyEOoRV5CTcxp/el4oQiW1m9XDFzoz38+Eop//+3ym1Jf5euR/DZi6Llo87n9vl13i0ckNMp7V4b9/EFPq4sredfPSZJg5v3MUkOX8vng0y3TK3pq1YbYRWf0VWFqwgpeQeM0DWliMzI/lZnD5tpD1X7KJ8/fvKaM2uecDZOuO7r9hmbcnjM58yXi07f+bjn0DwhKHWMkHx5IX230OeAgwtKVVZxPzKWJPuhSy0VpgI8XDGstHWmfd5bSnfbzuDjhLVxnjp15n/PSY1rqxHkSvy7wpDTXZtlUIBhwfGIIxlDCXL4D+7yzYDFt4e3kzDSGIe7E78F+nfg4G757eqZYf//7y5R/VuufiisGWL5UZy+OuHN+3ZYDu0OAXvBcpOB3EIt4NsWqluJG4mrCHuJGdWEYYtE5bU/lGSvEiXIxczrwIJzgvAawfynS1rh74FcFukGPI0odSD1bXoaIrR5hLgsIw99I6jm+S1A0fvvd216HyDFIK/Z4sdrzmDzumfopcTw54dYhc1lq1UHdX2f2Spnx7hagVNdZlblpoqy62Kzg3I40u4dSE0eATYmM5tpjWbZK98+u7QuQhY9R+0QTh3IVDxUggtOs0rteJeiKftNBBGKEUSQlCzWqqPiY+dsXLKawszqrc0obNcu5g+ROCI7H72ONmouDzBx+obLNvLSAJXHNAj+Qz/956R9en2a2S55Q2InS+ugzjztf5w3Q2n7lc7/vsmdfPk98nA4/P7FpEwtiM5v/+Z9//uW3q2/aY/SvxcwfkNikXNznNxMbx86W5gc9ZTZaYN4kN+YdWcR/pGkNnvRaCYuym2MpCokeFlBUMqmFD98PJTdNizXzc9lguu+YPFXxYH42Dh/j6C48Sey4mtc5RTS7Is4Wl68RHz/6T0xxhpAz45zKRo81Ot7fjpOJdxd7zeIueXdBO1BATkeyso5LL088R+ElUgKThVstaNMwMGOo5/KaqDv1qGZy3XN6ZD24zbULMJnG0L0CrZzb+TwalPzsQyZtRtsvfX4PJwKsl28UH6fEqp1aItt5jPRgZUOht/RClTO6o1X2FdreUcTNOZ8ozcfyipegJvSqJULYYoXr20VDwHP1P0VVugRXbTnZo5NBwFSDP7G9NgcRGeoM0DcLiqBNuQaAXB4Y5sBkxfk4FZfNuheQcI4iUoY+ddooGGVZ95jtnqvGgDgJCdWJxwpaaJ6LtrFRjHczkTbTe80HiZ+u8zCEU8zxsasbVUjruIuJa/bafPsqxI1dVyD37gQ7P46iC7M2GH7MzFSiyuUBqkCxwFBp5k3XbdS8XNJ23LEihd1rrs1Ndz4vzGFFhjz0/mld+bw80DTK714En4EG2PmPIN/f7LkyJzYcI3Ywm8WEx1/hRcoYKhWC+K4qomP+uumFKR0SB9jGKrmqRhz6piKX56NusdUL1cnfYPTMtccSUxKc4GAq0iDmpbnDBgEcAIKroInt8jLPO1/pTThhv7Wfr178Re0nio+TYjGrisF3vXeQ6x2bUxkA2w8d41BnZ8XlvlbGicJQ3z2jOBbv//gdu1eFgoPP33sLSoFxdUtIEuDvnuKMwOF7tyAnomGlpfaQ3LA7Qp/ToM//8Zd/+3z8od/+//hj7moY8AgIZ29FMPc3cOKgpboqeDvr/XCWl6KUC9GTEZLSrsvYbvy4QPgUvxJNxn1nFuKHkvEcBbRw4R2bKLRQsZRlNYL06qvbCWjmKHqm8HJlzSL4tnL8iRntOQo+PkjkSBx0jnVprRq5tHMUQVprVrXWRkCZp0C/6++5TakVZEsB8gIMxnXrmsUBCkaIkUdxh/vMZZMbgSLC7OBSVXIoaWfIOnGcR34RefbjRazlcE73vUnaodnYNBDtXpqcqCxLk0I3g59f4gxT+vVS4vz7//zl6798q8ZZW/6oT9vfPv+v+VufS02//d87u+3wfn8tia+XjrS/LWhkQwEmfvctqe76i7nPtXPCy0QhGFNZeHsIqDicL1Xj4D0WCVwEHoS/SW39nbys4uLxo07k1PkL6rLxdvnbr1XOuxEbHQVWEfyGW3CKbrTCjh2V2bEg3koGbLVM/Xwgu33g+wpNL7bdTIHzGsfoEMugQRS168XskfJDdIpaC9yq287w7QvXpae3rCHc4vgWJPBUSq8TBAa47YLAMNcs1DImflleye2oYIbnX3752699Pe4YtHaQ58CDhHkDBczHa8pKJohBPRbjjmUEbkSjqQa4deLXZ67NaNM80eTFnBbLEcf5hvnTrx1izz82YzyfncSe8jKnzjXSRZjBzoT4OPc2kzfwKXK2yBcwrsqT1zWJdu01uxuLw2V2amoe/BKtc/nbM1Lb6P7bQZ7TxmmCgMkryP2bOPlOs2Vee4zMukgdI/DSzplX4X/7RPMLmLIKnb+rsAVDdjzzHEcKtFG28jfyak5O4cukOmOBJN7Pl7kQH2ffyuPF6EG/FwPpHQC6rLXtooqpmBLxQ3d59E9kviTRZYPZz2KbOTYrOlw2NxyPJdNybJZXEu71DkCz20ceAaG4lj9yByZJkLe+KJroDfph3005/vrlb38/Anjz34+84vVfiEv/6NFVG++TQPOuwUsxO2F1ABzCktAQsOVGLKTThE/Rs1RvsV42HWl/Yxzjm0AUYigso4Nwi5Wp8fG5fAvn33WBIs4g8xzDce5Vig0BKhAElGLJvHoZHiHbmuCbqsFEvjLyUkVYswY1yKISjVZovNuU0CukMOnIrJDZo02k1jg/+6yrMdfe9gxf+0jYKLDMPNcMAR2ewENIKqXh3Cyrm5BTwAk18CLlURQ9/CqUdGg2VrRPRfYgqBqzd9KkxOxepyqlqVR5QsLEXeOq9nmoO7Bsmq1FzFHI/vATwSvV0lVfYXpf6r7e3ZLDuv1u7zk/J7jF/DlvaPMIfJ3EMkmtlOa1p8/ZAzeHSncCu7HXZjaQFFOfjLpFnG/Cr5o79m8/ve9VKFOt8+wrInMvEuPjtqKgzpqUsVdT1Ej8SA8ZoxungY7N+91awgO0BF7SQVulmAMsXgtpY/H0gk2ShIV54/1TjoCCiR0FBxPtsPbaTEryDQZD8WiDNX9Z0jQJiqhxI9Ff78v2plkq7ucZY18fA+m8NQA8D+iuPV63s62tsdzNJJ5Gko507e/GrElRjmSZQ1sPG7ajDr1oKd6tth5I52V7C3LMdb5+2UXOnaUJaBrfhqnewTYkz4TdibKLufa4yfo5jc0my1BPbMaBBmEZBqZvzq21EPqGE1u9jKCILkn1E5uwBDj5pmQA3e0W22WGPxl9zrgzKcjdi2Nt7mfqMvcI2N0xTuvY5dj3Cm9X3AfntadJhUUTrqMoPgpuzl6z31NE6KKy5ke3Z4lFMH/7tUb9Zh7iJg5iy415I15fktpfErA1zt5EExHX1h7juRdxRceH5djtMkPMaS+YGOPcMDExHxHxyEXUTXdliJtbdnm9TviP3zFUdNcvN0kLvbgkMo0FWw1XyI7Fz3VV1/XdzmtP8yxqslSgJUBBZUk3ztL2ia9RhCAmCDil/Jovk4K4KeKJXPcpyavpa6637WwJrkLeQEvtX5/vok7zb/NBWNXLUgNtcCVbVskbFdzisuRLWIfMZsaU0/5bVslt2DKKPkWjqr9OZ0I172pCtEzdh6uFd7ccyYFfVxqMpP6ZXHbVLU6tynGdqzj4DFst6ZjGTYMpIc+WDLdJTpRyFU/VmbeYQcSbzCAvP5j9068dYt2LS23Kn337LaNxuDyBcRMDGlMP+oV6Vf4z+KU3fZjCnyi+bDmetlrnRUQpO6P/Fm/moIktA1fTjU7cpV+6WlM6v3cvPMfC/ibfcMvHVm7s09Tj7Tq/3NIaKcjTHbly+QM7zodu2JzIKadzxX/jDa2RlBCLC3sunLfTgf7dO7691P7j0D3eAMdu0D2vftdbCB9UKsvH5Fke+wCO7CpAS1/Hq0iTuPIrx3e8CSGK+BEN1oyQ8yvVJISdeAbZD7zIIGc29KhYeaXoHpd2uvU3jTOFY8bIutUwsKCHq0PHptd7ZDPybBTXxQQ3zRb6fbnfzVzwfPba7MWrE+hw9mWwemgiyRDVksNYPk3Y4LpDP2e8GUFUIyyMgGW0GBsBjU6Zc24z6YeoPfOsZ8Fxvv2bdgewGALCrOoIkvsmgh/68nTCtnTWFicPkj0w7OYzmWFBeCg3i/8nlvi7I6qUn1PldqvvBlL9dQFXosuru2C+BlfALvxgVZfPBf955xePwvx1PI33gf+DfvL2NHz9t78d//X/Bw=='; +f['fluid_power.xml'] = 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'; +f['azure.xml'] = 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'; +f['signs/healthcare.xml'] = 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'; +f['signs/sports.xml'] = 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'; +f['signs/travel.xml'] = 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'; 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'; +f['signs/transportation.xml'] = 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'; +f['signs/animals.xml'] = 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'; 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'; +f['signs/science.xml'] = 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3e+yaEW39UIHJa1wnUYPXsMRr3ChRt8QPz/zAtqjBKy54u3slJeK4Bnl+VNUnu3CkAF8WcUmV40Kxf3kLG19y6NGNRiUOoNifbBgWiMiZOd1KJTD3rSN6RYRiNwKnFsyTUHCddas7mhtJE7zXIUe2+mSsnqXTrXbX38taiPmfp+JrtGO/qM+CdeU+skzDgHVNXjnVstXR45N9RNYEyM/KqfMIyzfOzveDaC6r0iaP/pxdVIHIRrpEtjq6cNnH6C21eo5WH0+Hb9XB9/IVMz4TW7yTfjAgqghkNuwscBhvAVCcPaf0KgRTUs+1+Dvk4bpL9Koiznj9ZKtX4XraXw+euGvafz9V40BkTFJR5xwnYFmaEaYpF6sEni+h7OFhXXRPQB8v3GevPPngMfIsz93tHXyHb3JGQ2nj4PJdeb0oqM3zmGcyypkpV7Yw/LpwxpWdmdB/LkDX9vignCnPUVKOoWFRn7h4xL6x7bKtEWlxlhp1Gy+p+yppUTEs8rqbBHLuK/YvbBiuXeACjRlCeKQ7MFlUxB12Xx6+2zv9i5TOUPIkU9fDEzJdp6/vzUr9sC96Q60jZJpnhAUK/GIG6zyjwigbimeoc6VK49MbXC0UqmFX3Q51jtTjPBmPwDKqbJdJ6pLfhtLRB9/hGyF2B3WOV9EnmimcmtHldFIy9jXOUOaiUQgr8cu5TV87dc9IaoZ9mRvqHCnNbMFU/MSoqiapF/d1zlDjSm1WeUdXkEvNKI4E1q9V7kDlfJPwjUjqti9VFmr4JrblvMMvrxq++fn2/tf3NNKK1sLW4lPjklrE+xa/VPYNH7TDwV/xSTsLs37FF+3widhXfAxk65ebxht95Gnmb/dWXsSfEzk49KsFV0oZmLrQsH5IQT+ruWofDCgeaK/ehiokey+DqmeH/Tz4WSfqgljamVagJZ7eQt/depVWcS3PJUHBqNQZ6w29Tkfnhs8EdaySt/wCqyDf++ERk/E3mjrv2hn1A0L9V+G4bJKLP/tVHSaqnxFxs3p7yzi+hsP4zK73QjbiAra5/+iF6MPAOMNZmKDqgUqKCn/FRN9DJ143nbNYv6BEkuI7b6YFfE6yPEbTOwyLz4OHMKhlLL/vgTiZn2UUhRIbZegJQ3KiXKjuBt5+US/+LesVkqvR4+QZVdHF7Rd4Zlc9AQk/2nJ5BwsgFx4tdJBXubS92tKNWB3mIIPIblZudqr2JlhdaSh0P9eDwCs6/RJNzCDP9WbXfukOBub9oi5GWIblTT6TDhIbLnCq04+DRxLtzHXDrB+wdqa8vwPb5/WTrLKV0E99iRR9+ETVIzFmSz3i8vVtOOcGLoh48UhebMCLHUk9gkTmFC8FlRurWC85qC/mS67STusrQari0eDii5U2FxIPKuSzQXzZKrdUj82LGm3+FGyPfKlUwJvbszr58gkt06yqB2Sro5wn+3Ahmbo5vmCw1qtgacnRI/UwCFjxJeNV7QLe6HG68GbWuz8r35tb7RebYtym9MFyz4SXx6kRvrUvtR6Tt52wzSv43kOHuP5V4P9/AQ=='; +f['signs/people.xml'] = 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'; +f['signs/safety.xml'] = 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'; +f['signs/food.xml'] = 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'; 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'; 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f['electrical/iec417.xml'] = 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+f['electrical/mosfets2.xml'] = 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f['electrical/mosfets1.xml'] = '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'; -f['electrical/transistors.xml'] = 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+f['electrical/electro-mechanical.xml'] = '7V3bcts4Ev0aPYZFguDtcTeZ2ZqqSTY1nqo8Mwpjq0aWvJKc29cvKYm20BAPGxBAUbbyEktqHoJg39DdaEzit+u78qFaT0S4KO+rSfxuIsT9j9tV+XAXVPNqulnNpuV8/+fyzX01vSsXzVc13ST+bbIHqK8v1w81zQ7hW7malZ/nVUMkwrvdlyLdfXy+kXjzqfxZf3PzfbaZ3u1+Xde3+af6Pvuy2V82W9xVq9lm9+v33XdZ8nT76XKxqO87Wy7WT1/UGOVssVHuNVvsEB5qsPtqU612X4e7b38on37uPwV5vr2R+B1CLx83EQM8IuBRxAQXFuBk5PUf2kR9Xa6q29XycfFl9/mhbKa8+et++a3qmhQRH+LOZ4sDyv0DHSdVQVM+asZHJdMgRDdqkimkGXuo/JHG5A08T/DX2Xy+Y/Sn36v5fPawrp7FJVU4PlXediLV5wwP73QqOH2LTsHJyPuw6z8om9Zf7VSOmfbJQk371J8+LtezRiQGUkIfODooSLqnqAP3xgI3YuB+stCZHKX2m4VG86TPYgUX6jOVFCsJgEq1BECNM8QMKqxGG4nABDrJAjBojTwLAXZMiCVQmjIhxHEUiG5sUVDyPMgBekTIRaqS+9TLsfIcjvWyW/BY9nCP8xskUe8NuiQ4yoEElatp/dO8XN1Wb+q/33ydl7eK4K9alCdOWv2k36y/V9XDwaWR+ixPwvDjTfljtn6zWm7KrRk5omASaSSGURL4fxxV07auEONhkLKS2qOEdg9CH4P1TlJh8E4ENSbPnEZYsOHK6XK+XNUX7/7fAkxEHG7/HeJ0sas2MYqzSfSVAFNISLX5VrTsdL5cVx2vKqFKVADVn1IFDYkFVc/UI1CG1ad93fl/qeb/xSf6fztEI//P3J/ieGnm3hQH9WRf1Z2PlgIpqO2UupKTBdK3tdDEkJywMxoI0eRh91QQX4q8YmJpkToyMrlEl0jp1qJHfuFFBmfJwF2g821rYWX7+af6GRumiG+WZMbnBBeGqZFfMstZkAFxEDGRnvqtRKKbvoYLc3pBrpg/ZKZkIImnh4cXhQFxwNMgA8Y2D2KVXoogLeyt1e7jqW+FmvVYWa+wuVUI6g8+f9PDsYWBKxWxOdZnLEeeaMuvsZwjr/Yay+lFffmxnFrl58TQ54GiIwdYcCdRq9iPaqQ3MglkRgeZ5vCpUoVeRIEaUBli3R0FbSSD+1j1MCPwVAOvwImQ26/AidmnZlzGgUy7+VmjF2mQgixRLMnLr/Fj4CbU9DKlN5BEhblx2a8BRP4NGAFEJ06yQfQmJt4xUPG6rLKjN5FJQMYk0hO5Dd5YhW9hllYlHcbZ1ANH/675dsL3LXcq3Mi3PNmn8uUDnuKrReq7ZJqmSDVNgqzBBW8Nzo9wqyEeJIbES0QxqgyQDhcCjXROXlXlP/U3b5eLTTndGDC1xYJplMFPd4sPpOyjHDpmROeBKhISxmeHHBP+WDM00rOp3Mdfv+p3a6B0B6oQ81gfFsdMcGEBnqa9ev1zOf3HXAyGVOvtI7rU6kJ1TpBQSVQoBVElH1V2y1/9gb4jKoBe7YnQxPTtXbm4reonX122Uflg4YAxYG/OaKxowSXfAiC+5oNqJhCaKxLM6R4AGSvfBNoay2Es4BHRmq2mj428hFunzcgYDiJXoVpX5XBlQ+u1XMlABGJK1AtSSIkXpsaGUD4sRXW7ZKySjUoGwJdXNAG6ywqIE7C0G0Zg9sGsA0579/Hd335l5IONkAiOlNjYHx7yjc2Yi5DjiVpYNw2aI92nBFQVHnYcT3WKTSv8fQ7cLXgsAupAJI4jwdod+m/AW7woeS2YP1QooU/Ex0SgKXugGXug1CXkgyLUWF3qgGg5shoQ0wCUb4u+lOu7+sdabzUVBO1fO8z6C8X+NrTVl/rb/R+6q95dC6oMT3Y/CM38sRNODuMwItinC4hd3RtblmFN2pqdAWyryhgujSvLAv5mFeYpOMjCAjnlLHWtHIKsiDnQVg6BsT+wapi4veAku5JqlisKhFPTFSVPEtW61YxbMAPQMoDJvQRTEz2lW3EM/yTm3RdoxYd0kRXDqpWC0qew0Fd7ALAHSR88iLqH9BXKomfiey/omxmZm82MjMymJsFPoE+PdkHv5IM9Wkdmv3uLllsBV7wD98ItU8f6Q3+CxP8t4j78YVwnobF5FEK21S+QScDf+uMwmqd1Pnj38WaMwQleSwIrl4HXSsHKN2OO2ir06KuNgmUXAdvODLCHgjP9ari5/5SYhVPsUbVTGEaZxqQkpZt1CCWfdRwGdyOqP3+fL7/XX/xrunksN80M+FSlNuouLDg6yWolar5COlkl0crRbpXkplkK7OoCYiZ0N1MxYfLqpao5pnhHId4PoL6JqJuUFCcgUqo3zlX0pvlevz+uq7EpjJFXurVM2h993v/2NIIEMV7jjivkuJWHINRCLcJ3U5zsJ0f8ivKu/ymbbnIjN9AjlzdqRRWnD5tRhRSaewCqMSEipkY3nTC5cBe4fVLUQmGD9mNrTUC1lYF0S8IGqA6P7cmQTcR8SqTswm5KI0dGnVUyqSSUdHiTMaxKhDRwW9QKmWG0397BPFAafyyq1WZWTobZg2wViFGNpsMyLZqhdFVYj6wl3wT7MezUAvD3MqF0t+rn8GWAT5lr+3q8rI3UTW2OF0duwYmPK3qwHUaHtVrPP9bLeblpdi2OTnn40h2uVMeLcd/xYwF3DBZ6D2QWtTX3n7P7be3yOI3iZa0GHPG0VPcqo/314LmIkSG1Z6iR54tdEu/NEuD+8MPbsYlAGMR+pIACu/MLQRyYOApg/0jKxqSp5G5MxIKUs7l3Jw0oIlTMQsLTA3l6hzdx7ej1YDv0xWTAkN7/jk96VY/AofRqy+qXnm1KJAkzR1mAarhz7hBibQdcy2zHxZh2rq7HQTXpi8tnOZTkXJfj/z3OvtRf/Vl9q+aT8Qana6HzFaOJPMVoRmuLyQzAGtBuTsVRSiDyp+RAL9Uaa9i5gp0r2KRj0oAKQs9cAQWxD3CPSElc1pr1msFylcFCKSR+J+P9R0V/9jTbaDNSjG4bww2qnQ3TQaEOIERpAzNEKFP+SuuaTjumktvGCwcqefn4pb7KsN+BsFDAnK1b1E3jeGmfhAUwVUDWvXnIfoQExCIE8NRx0g3tfQltSa17+Tpq2YZIrXugsEPzE6vWPp2d9wxeGJrac2UP3pfNjS65odB4PLHLzYgNxH1a3OB9uXhszju9Jq9csB+oeaLsB/p3I2eaBM7jbkrI0mCgOkvD3Y2q0uey9FlcRKNC8TNIZ655iO+r1fRxZXWK8A7MSDxHe+jDKSJKag35NZE5kCZBjlmyWxPulXG7Jtx/dHfgTjjYqNr54Byyp8g2bogtBnuAdJTTanB2oQQRAKNcCopnAlE6BTYTg+BmwhVwyMd1Zx0KhnUwiuQmFhaC5cEF5s1DWVujw6AwBuZt5w6Af3jKjms6Ynd7lkBxO4x8qFu+VVA12Zso6SSveo4ffJXJYINCh9cQk8Y/8lQl9Ws8Rjmr7Xxwzhbmn/jarRaIg6FKI2j0JtmY0ho04+9FLYAzygdFmMMscfTm9++X21rwcM8mLMsVheamy2cDfAay8SFxNEKqJ7VDZU5S9X7IV3Mbf+WHnSEpMUUmwWxEi9j663KxWc9+NVjb/45cviXZ/Jxvabb/69PZ0HDPYdpUPxruKeez273Om1aLzUH+Zy8Uu8/fDug+Lzeb5f1RDX9Ui7uU2SDUtoK1YmvicL5GsWVmLZrWFyAXK6KAFtsQerbRbs8LXqni0mO2szzgL/F7HiY3enRCLTH18zi76D1P1PObYoUS4MPQ4jJKDVb5flW8yag1aqLoe6j7dD0EP4PYECt8EjeQwyAoa49aB2gPM4x/KbQC94/lej1b3NbfjTvRGgac9r7muS6Ce0rQ4QxpUXgeCgTN2aQZsV5n6AHWph4O2HZW/VrW39w02Eb1QVcvq2vIaBUfF4CUJH0jNiq1V7DwGgQ34Vglf6wAlFCedjIXrCRtmb3l17bKcf8rSGl7PkDyiBDOl83A/5zd3pkYDBsRtEq+BrzmoFbQrJamJ5+5OvAZsdwEhmo9HGYwyHHzLlMYxOJxkK3G7GnHKyrfpHo0ASoPvTuytCTPFQJU9N7gnjmCivwJLcSXqZoyI/yPCh8HbFf6cVWt14+r5uoRbzrzpHQ8CcNoN5A6alfqrk7r5Xd77m4Zr740hRX9JvH41TKk8YJRF0t3Sqs9dfpQaS1/NFvff27duzH3bxnIYXKnu0SGxJcGvgkxPsQLItM28BCZFq7C01mIScfDIM0s4hQR0+bsIP5H91fAQcQZqtMkKz88bz3ACdif4ksb071errvY98O7U02ZHrF8XN99ftxslk1pdPPT0+m4Y1NMKWuNaHcqZ8pAtlF6zDHbQBe9O9s8rIzQHjioTBEqPYaHv9xK+B5hApQdKsbHTSL5LRgy/gRkYAL4oBEC9aUrpRL+d6wp3YLT42x9jrwX3KHzKaGG3554Pj7dXghfbmehnVJ11ZNn1pMvU/k4FGHspO0yy6OTYOlNgrVSs1cowftKZo4Eq6RUgvkrNY1WBe6Lp1wl+XkVrUryZOTtS70thvyIMaoMybopSYQm52LSk3PZIoxOyEgKQOpQhCEwfxNC2E3pUy247YAPju3zqxS08mZNKXjuimpVgMM67MKuAucsx12gRmVQNzhq+3HVDq4bNfpUD73g7vSD0JyGv6ptR4ohMkaXXpu3/XNfAVaups87bdrtK2SS9zMl1S3XUYykaOK03F0i4cbahR0nRKDksBZ4jpc61DM0tNLb2v1VzcufBjJRFMYycdGdStRqyDg8MhkspjHiaL4N0mgRU2vE0gQZrbZFAodBN7nDYRDngXYqF4e0th099++tp3uLaO/N2UZltyubNy6i5AuTcbHP63O5bO9SM+Hbu3JxW9VveDWx2dxh0QWDZ5GRmui2yKxOnRYNNmpowYIGVeinLAPs99MrsSHYBSMHFW506z+q9bRtJwBGKpFok5Gqbm4Way6Xmb8eqQYmUl84TV8ae+wYnh5JahxFxPCG6IcKoYZ8VgyCzLBv36jWU7O5gZKycJGslBRTk5yq/ljLBkdekuulwQU4UsOY5KyHub23BrjoUsrTav2V1223iZtfoqmS4u3bCJXu3T7DYrV1jo/x7NZxXBvwbPzKWLazlQWILuIW4WjrPhuUrk74oOig0RiRwudHqIjy/Aupdu1klgKNBlpAndE34UqCh4UDf4VjsMCBckgCnAql58WI37XIyBcLPMk0yUMKb5KJOP1E0aR8/Npkk5ozuH3kKp0epPPr7Ee7g/VOeX26YH5ctkJ8bc1x2p4xxOWYFgfaEC7dXYZwcwNcresH/+gsv7Gn9XJRbtv2jY9jORVudhzLQa6/rmdjzjJQOA1t3aqGNHNEBgqFu2x7c5KeMqg3J+kUY9+bE/a/Qek+QgpLgSM2KiEFMTVGTNFdB5zepK87ndHuEThIiJdfq+0e6T+aLqXz5XSEO1Vk6CtEQpDdmTuDQ8oiYJTo8UP8zdER2yKdVP+lOGOuT+rtA++MV7EbbSUpl1Ir3FMbvZ+r70GqnTZ3U83rS7atey+53QGr2xIV55C3IYaTgqfQMQtZWCCn/rYrJ560W2zQvYbfvkby+9dIPqpBVxzUFidhn8TOb7VDMFM+aApQSZEzelcSnBXsy2TIPm/npL4RTsFRSYtj7NQpuNahuQe8+Yrb4L77GLYgpQdK2/IerhdSg5FnMrySY3jDuFHZy/VsW2lnYoeDMNze4IJtMcuunZzXdGovtYy1q+BXXL9Pvs3UyYndSAJphP/MT/x7+Ld3jux904q6EOrDiSAFZ5rKNJCkJ1Ic5Blto+3I/NWiEJL3G9K5vyBL5dZ+Hzklo3dmnFirOBCp6igVgYzBNrO4CDLS+UsGRY7sVs1mkXpFXPvkBtbLg92KwiQoCq3bwTHjlVoaLxnku3YKF2y8eL1RbBaSQnCQhQUyM0wWW0AnBQtaWkBnOQPZzpz3notg12U+MbPmOjlcr6Z9tvxJvMAlPets4zvol0DL3uuP6Hfo80dE/qy2nrJuRVH03ETgK47cQ70iCsXTfbmPcuQaOFu5+Wzpl+BeRD13IGux2rAR8hOTIyc1CXPuLGkBCc/emHt3TwhNGJx6ZVt8VRCKgvK041nKnc+S1k9oKN+yT5pgeCPWhkm3+gcpCbRsIy1qFnxwv/JIIuJuudrsDmZ69i7ZXmQ6ntpr7sEPZA322rMRR2Zk7AkJk9A5Mcjkua6hc3/WaVSh8y7+jEEbLNi30e5Q9n2u/GlTePu5p81/u8uuf0842vRAwiKR3SMU6hOwtrW3c8d4ABP7OGAfqpvZ/cP28OHRdpp5aU2oEkCKq2/cNKEis4BqetDBib6MjOOWTokZuMtApyZqD6udO/pXtXlcmeXjjEXNwhlliJlFGMyPhKGSUHo0KKq/oucCcTm8a5QZ+9YSyBYZpFAoQWKJLa9DGxnK+UZbtweqCsu9dTPO3XUzNjigljAYPMvWlsNU0D4WG9Gxv86sV6R1kRrOxOjF1JvdpqHWGRqTeKkpdJc11DRSfD0hr0MCPBUYqP6bz9Wwl40K+m68Nml+IFhtTtq8/Vc0njoqG+nqtVw0FaPvykyPzAfHrZtw8zx9mzSH9nZaZnk3W++nyyj0fPV3OvWnoyUwRQVqmZKC9O0luzGmi3B38qMf9/t3dV+zW7m5nvh79WdcnfirnhKLz/sFATEprEnh3i5bUnqQ8dWpg6Y6x6pmnPvV/KgZYyWjvWKpTIXaTD1Wmd82iUWNLwhMUOuvkBLVwN90SeptuzH5A9VtPz/coni1SNY9xhj+rsXgfrnelCOMMSTqnliHq6DeUk47mwxsHT3Bqpv3aHklW0hQIzv29ouzuKcezVEftkPPV2iyVXNk/cW7ffOfkR7cGXk7uDPydXDnC5czYt9U4xuLblDqeaJ0AkKFvrdB8QnbwF21R9s/tE97jDHVFvvKBcTOcgGkPatah8WuKdp7xW1N0f5jT1HUnqMYNUWo25HBgQCEFATOyIlgCJSQgi6HxHc2Se3DE9T4+0LZtQWwM5bBwU3D+O5HQmuqihjnscLXuNqY42rEDfASV1NRsXOBVNDrC5b50yVaTvSoLhmjtyG9Jbrk2BNdZ0hJYTdKAR2NGwVmkPhGSN8RUuDxEN8IKlGVVNHMA3kR+kLj+7L+/EntHD42qfe1N58BezNAOP70Lq+oVBVion6s1DsBqEQ3oTJ0ROrMiuuVfOLwPg6MbfupeaX/Bw=='; +f['electrical/rot_mech.xml'] = 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'; f['electrical/transmission.xml'] = 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-f['electrical/inductors.xml'] = 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OsGR1vrUZSpbRlx1XMpSS8WwpKSwZg5LCkjEoKSwZg5IxnZKBR8QEKCksGYOSwpIxKCksGYOS3rW2m+xIv22LRecHeCY1Z/9pD7EF7vMiJhx4+sYtOu3ZMrqXJigVxxyTk4qR/l9QKsaTkCgFI6wsyEnqFsW28LED9OgTQVi6MAwURA8S6K7G3vwW0LLNIuBq2e1JJTGUaxwQKwi6bh5Nd98cZmoeSb0q5HAKzF3uFBU48t8kb6eEwqRlWzJCrdKyKTXjjlOMrO8YORWM3zDKJlhZi5Wd2eiJC8egvbhsDHUhLhvnqQOEnFhJ8O6Eu35nGOPhrNPdsthKP/gqGHzvBznU0NK98eaQogb4HN2ij+vtruiXuid8fNFGaT4dFtf/Aw=='; -f['electrical/miscellaneous.xml'] = 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'; -f['electrical/mosfets2.xml'] = 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f['electrical/capacitors.xml'] = 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+f['electrical/inductors.xml'] = 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OsGR1vrUZSpbRlx1XMpSS8WwpKSwZg5LCkjEoKSwZg5IxnZKBR8QEKCksGYOSwpIxKCksGYOS3rW2m+xIv22LRecHeCY1Z/9pD7EF7vMiJhx4+sYtOu3ZMrqXJigVxxyTk4qR/l9QKsaTkCgFI6wsyEnqFsW28LED9OgTQVi6MAwURA8S6K7G3vwW0LLNIuBq2e1JJTGUaxwQKwi6bh5Nd98cZmoeSb0q5HAKzF3uFBU48t8kb6eEwqRlWzJCrdKyKTXjjlOMrO8YORWM3zDKJlhZi5Wd2eiJC8egvbhsDHUhLhvnqQOEnFhJ8O6Eu35nGOPhrNPdsthKP/gqGHzvBznU0NK98eaQogb4HN2ij+vtruiXuid8fNFGaT4dFtf/Aw=='; 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f['electrical/signal_sources.xml'] = 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-f['electrical/electro-mechanical.xml'] = 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'; -f['fluid_power.xml'] = 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'; -f['networks.xml'] = 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'; -f['cisco/security.xml'] = 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'; -f['cisco/servers.xml'] = 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'; -f['cisco/computers_and_peripherals.xml'] = 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'; -f['cisco/directors.xml'] = 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-f['cisco/switches.xml'] = 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'; -f['cisco/storage.xml'] = '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'; -f['cisco/modems_and_phones.xml'] = 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'; -f['cisco/controllers_and_modules.xml'] = '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'; -f['cisco/routers.xml'] = 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'; -f['cisco/hubs_and_gateways.xml'] = 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-f['cisco/wireless.xml'] = '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'; -f['cisco/misc.xml'] = 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'; -f['cisco/buildings.xml'] = '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'; -f['cisco/people.xml'] = 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I1uuZuaTpCWTOAcEU00Z3qu6XEI35Xoyqm5uqTNqVrmcEa64/Y+8HF81XTNoUqYIRcq5z76RKaurEFG0qV6VMkhWN1SzoblVWqo8dyLppVFm+Wg1HF774Fh5jj+o1PEYdNqlbRiVO07fMdJr8LacXMzXVrGaaModrEo3Nas5xU9tg9OK0toEb1qSQac6PAS88b1LKnZCCiBJkPW14qseXQ0I1NiGVruxI3FUWx93pm3j9kktBw9PfV3ooSM1mWCRUoYNUkxvc2jquDmENV9GDaE4fuvttGmiSg5oi5zmgrFJO5QiTY1SGMatAc0ANbJZZbmDZK5jRLGNyWfBhmmnwGbKBTPt2LItObS5iwhqATp5ZA1tEZwoo5kEx38MC6TB83mhqGVeN7twO827YsjT2hzEtteS+0IHrTOkU3KggrFSAjK6CfI37QBOpqTEbIwiOC+cvCWG1RoBuGm5bZ3kNb12Tg+UcVPROAXzcL2a8gJxtU5/wHo5As68Mh9m9BT2TeyvV88zeopKb7mrr/A2RqV7n0W/XimYLOurpNvWT1OhN3CI3kt4votARyOwoDu+wDTvBSXkCLpLMZll0uEJdWcjAdaIjiYevm/j5x7SDlolPL+aIEv1yUU8O5VbcxEq96g6TGo9p3FVYOrlkoqPkHbQK0xC0iZY5n5b8ZITEXODPpx/UhDHYwWvMpe8mnA4Jl9f/r7oG4I/XNQjyuxY1GA/IrM1D6LBUTON7SWD1ghnaE0qn289CKgXY+4jJrTNvylZQt8+s/aN0Ng1lOptjgElCtrkTz+3UrCupCcHNLJjTzGQHLvpcmtPvWlcqapd80IuRMuFggCkbqEAb3tXTINOf9QykmcSQ9sL4FENFS+jL0qOP3lEKwkWSlOlZSTB54oorSTUMWmZSxZweeXlvULW83+24yyVhByMPn3LMa3KnvInhmB5/VSY7FRxVkI3UqAKbV3IssQvaEAwXNFmZlkExLUlHnd+LcbsrspnncT2OyMa9whL5d1EixRxaTC6Mtp6dEsw0hm9UZtM5UhrtqrxyZkLm/i5MBIeyrrAmC0aSL+e0fFP7CqqySNNkPiaYWX8mV0RInwatwJ6gWcpVRl/VedZw3eJihQKbBgpFXzXnoHqPHGwZhiW1DtkcwT3ulPfDp+ahE86lTj2Ghs/M4WiKZc35aIplOwzBVMs0VqCaY+YSyDj/iZkygLWVsqBZdKC8nQHzgpw+r7NtgsOmNDoF5+UODpxueWdP8BKTvCLd4NNF7PB5epgiqXeq7kfr6nxetfmrmVT0f00YKS2ZRcPZDkxyEWEHScW2ee+tajbMVRJizHnSAyuaFQ59d21DiJn7iWDoJyXI+XqqJ8y4ARXTiMFR5wJhFZNLamSgmeGOfjLG9dnh63b4hpm/0d0jdSuR4ngYA80zis1cLSrrTbBr8lpUUwU8A1wXFzXXBjkuwaXpafrZ9xYfC/J4V7jr7xAA2eNJQVOaFKTd7EdvTDBl5normMEEtVfcW8DdayqtDTjDvQY8bQznwJXH9FSQvG4TLfkGRdaoBU4d6gzBOdrIw5QapttJNrF0KZhWDV29VlyrlSvAFdkwM8keZmZklBuJxes/mBE8DOvklckfSKX0FT1HHHhXFN/3Shg/nyx+D/HmfNSZxyZ7n8N/wW5OZ1n3sh7BuXDW6Ely/iqg6cGrmCYtQzHT7ruAFUxzgY02WaEhnTRZ6VU1OoSGyUPJt6/ts9Kj6vQoWVeodybxyYCbe7AMftq43uCjVrxLdpiZh+x4p7P49DkvakRmlJm+HKbp7pbEJmxt7phNHd0CarKrOlpjoC1/xlGmoMsIZBqE1Qhk5kjUNBfEXEPZdSC5ThnmvhMs9rsw1aub5YVhNIX/l7v71eCjciCMiu14cGwyXg4njS9sBydfPjY9T//408Pj7Z8fH/56/9PpV59/vvl0+/zT8z/r7v7m19tnxH+7uX/6+ceHX7/+9+uX/PwySWej5rfn3yznw+Pm86fbj1+ef/23m8e7mz/+cvv8l+cP+u3upy8v77m7//n28e7L178+E/Rwf//07N3D/efTL54eurm7/3KelN1382ZaXjbRp6c3/Xr75fZx89szLX/YzFzPe787Hvte/UP+6iKvnvve/GP+5uOVr/6+46N1QnZT51x3fPeubl5eOqe64837g3526ZyTP3RMynGStx87J+WHzcuf/gFu/+PNx7+st+fnm791HJm7zfccYpfA4Tu9bORgfAKrUZWjGkc1HfXe+EdmLH1tskf8Y9g+Z6op+GnIZcpPQ3rJnugNOZjuYfTFHOg/nuiMOWQu5EnnXFzIk662RFwmnecwwQRoLHMEoK6tAqaOiYmMRb8iYHVuJ7JUDWEl32Fv/EDLFnNvllQz+0PzcaIXc6900pTbF8UEqcvQ1lkMA8vWMdlKunWWlHVNCYXCmgIKhty/2se6tqHjdhKP04GG41oEvbIU/WyNeSWHXj3u6Qc9FVSJ+6rqpafEvD21Dlkx+KybiRliMylXET1zGw/CUnQAlvF2wGYJgF+j8Yos0cT1kCpDGoe0zZBLsFrEejq+zrASI14PaTKk9xD8msXFQxjIR6cEAPw4fggvOwXfIi9mV9EjspjjP/OIOMoZ0JyN+iMH4swoUM7be4KLq3HW439SWMHMKsIN5l4ZmyGvPdMtZyp7S+aamcVVsSiHiZNgUd4S90B8Ps0VpAKQfsaFjpGZ3q59GEM2yHu6dNejzvMM0WXAs54DM52se55VcyO+kdgN67wPlT1IbImezxM3k2Gv9KCIXR15ptLWlE1712nH3TRpV1OFeRb0pOzKZJoG95q0y/wSBtfSDBMqzybNwyykAZd1zJCNYSSwhm0J2wYJNjtGYKtidrQ1iDOWiKnJ0eZuONPIQWjNK93rFlXbR2ghCY9aTVnK8oZMVRLYiYX1psCAR3wmC0sBK5tmBjwHTDa4dhQKYaUcymRqxi3sKkmNe+bRkaL1QeYazVRSZGICsRbSaXqgc24lx3+wnHw0BSxjmkqmybMLfMcv1ZHygA4qYgSWyrAJ5ChsjBkCmpYXKHNl8nzIN9S6Tb0RzY2utmZpHrURRukMd61tT/aGkG3UCJJtap20uUlHmFCFg43SAbkj8lszcGrDpumkHK/mZuO6hR2MfeUK4TYQN1r5ocu4cJeSe5exjaqHiqkcM6m3hKXpFreL49GSwxpqQxHx1tXbdgpJ1cye3sHm1jWj4JqgxxXgKgS2sO6WOZplueDrUOqNkycVuSnBxsvC2TbIRt4nyO/LRnHrJKdyqSptmutpr2KZzAST/htT2mja6/Xk36d9I0iwu9OUsbqUgxKiyT+YaG1EqrMct9h7K9usdvTr+8f3hOumRxHkGuqZLqs9/a4VXw0G7cPpkAGbyj5DtpG8ykPO8LVkv7PhgKsvj6m+w0K9I/W8uuc2MSmOwrbHOXGlm5aUR4ZMXFNK04Ga83vMLP1q5BML+iqrFB0+g685fsuJF1XzaPpEszbqaXGSmafldn4msi08Pijv6dasMz8DX/e0AS8MBKfEG4X4aLVTEG98ATrzKLl/X02f709SO4+mRQV9K0djtrHIOwdfqDuZc8L01jFuO9obeckfXcGLUd7oQNsblcOwdck4i6br+ZnAebge1DDoPPtJehLZmt5DemmPNJyZpJOCk2xddoO8A9kGOTulXe7MFpnB7z2NFKZR7zNPBc/ORbwzkj0zm0AwubxGmNxhs2hCebWnufI1iz1TZE7mZk5B1gwDAxtiCqAEOei0mHg+GFKzqgtTH2dcQAwAGIVzi5zeEk3pYe6m1qup6bvQy6kzV5+BVYOFzngT76CCm3EVt65eZGBM0q7q8PSyimJu6tDOgibQYsjWiNZoFEI7+7tm2cYvRsWnpJ3CTMtqc4mDm3OAmwkf6yfhLstQG87oe2rDXQGbBbeK9iCh1yy9N8KZjkbHNKYj7SqPP+y2MxfROIvd3MKl7og0jHlUZIE1fclNWaL2Je8pl9M5N/ffMMRXKEO1PrFkDkt3fYVp1W0m3DQK1wmPbTnjnDFlVVrQZdqxC2weqTE3LFcQjDiNwpK9a5jaWrm3XFd0uvYaO+8bPbtlIkVv7zCHtKtG1Zi5ybG5wltj+k84zUjJptoZ62JG75wkDmDU7MnwtiE7LQU1uUXmwlfTTYrgiMCmgVBJplrMakta00GXuseeeqOfYMXHlxCQ5wJbtdIFI+rmsfVYqpmk1gs4eSbnnh86+2JyjdOHug/9fEotN855ULdBcWT1gWSTHk2amMCmITTn3IQGgHmmWm8cbMl+FVg6lJkWZ3xr77hrNrVoX//y8eGXh8enNz//9/eXf6jtT7//bw1wabuhdVwLjywqB42uGerdWupNnT8tuibbN4pOHhiNTiFyfkwzT4xGDZhO1kYWpLXRQv7T89m12cZUU+82sFuCO5nv8fbzl4fH25SnplcZoOrjJbnCnMySlzWVvKwpvQpwMpo2AyeTyDRjuU9M2E6tWAue0GzaBynNqVtIpJoxpyYmyeulfOshbTNkYJEnwBpzilM9SrBEp9Q9MlGIW9hx43n9TDDbDj+hOcucN6Wu5gbEicnkxmw25Zg5vvGI0fnoKK8KLsiZLeeQmXY3GeNZkWcgJ6utl8cVYJr4es9sh3kahmBT/iqavemBRnsmrac29XopMgMWOtFpLarpyWvqfWm4CqxRQrIVpqlB7WdmsJkuipk6YWbmzNzSBpw7ylQ3UZR1gOfppBbclDaR8rFyVIPM7WyQNd09xETpEStgMw6bmdmfuTsV1hSQaXCKdC5bzDDN9DT44k6aUevEiR1Oi3SlvkpnlhM5MyaWVp6q/cpVpdzQrDYt/0yzvkz5p0m/MhWgJv1Ky4zjs0FLm02ymymzLdqYy/jt05Cy8dvLeWhKm815OI/mLWpds5tq47dXmg1sWHs0a6yAiQNuqo10NjGpVDwbp72RkobDjJg0AblUQrvba/ONJRqX2dDx1bUzTXNzae5M29ySPUoz9WsiCyx9Q4C9opZc7SjtVuBgTRZnioxoWJcMY0DMcXh8SBma6QsB2TSWnSTL/OaziYB2bCzTD8NGurdMNu4vXzdgeDkE0xwYelRNB6bXy0pXSU5ISmFd0jE7GBZTgEtRudADYXLLTp/YdMjFs6Enr22WEKNJLDMsfMzsQyMkj6ZBgdF7THcE0WUPcVMGk1pmVB8qtK7ViMkPThUgY6IaTUQX3CgDw8imsp3tKDDh+xj2v0/fngQzA4zR/tWu5z+zXQ9dLe/YseeNQdy1b+UFNe3mb+73lMmdmHSizWomUxQdL6uWYeuCStx4r8YgZzNpUyP9zPbaqcVcm6bsQ9972pQnm1vflIeeI4XNJJImHSisOheU1HmITiESc6vZ8olln6ykCCKToa+CaGEeiQqiJUuuNfqoRYYssODkpKvwAc7CCCBjo8Zi393Fy1OVlv1MM2Bhnm2eOM5KI00cMvJ32gMZWUPDsCr29cINkz3O5IcE1vTioLm3/jiJlUZTnV5qTXHVjH1iWpzobLtQf2afmEQDsa8XujLAYQY5c+IsjGs0+q4WkZimXnuhip62QFmMg58ODWOWmeCG4bY07RReO8mfNyKlqJbeYV/zNM6Ne3bo0DTy2RA8FpJmLh6SDkzgTKPCaaKFoZZHRzN+Wa1uovkbN0pq9OBUhaUTpVKSNRO1y0R3y3dVM1uaSbbN7OrMa9Zc+pCCCzJjOg45c1w1I8mYOOcoZ2ZNk9Vu4Vnd6PxvJiZtTg8KE5No8pLB0p9WMwnNmlajl8tNLAHK7+QyJ6YJSysyOVwTeqbM6teEnsk0+qYMm0z6lNESwnWeqJzMtj0ztEE2epv0FuwYWW/eFlXM9MDO5jkB5Pm4UCcxCS3GijKpREtHrgXUX5ds0VORPDF7fEkr3EwLW7GuJsZZ1MAyORdbG2vc1TCviHk5rMI8NOO1MplRxhfqoiguMyoEN8lJLrOgA1lhM6stixmZrpcmtcAQnCXBza5S0E14lgRnZ/sa8HypTcxKs8HyTA6X+8fkCpd7SHAGzLZM3umve4+McelhX1IXkM4CNQEwvAl4MG0oRzZJkCbsYTjfeb4M/hjZGc05t48GeRy1Zp8Zah14KmE428YvZfCpiTj81JQz9Jt7C8xqm1CtS+eOWU2QTXjaZDcbwW6QrxFyfUeaJr2IkEuXvCcBVF28xgvpemUPk2xuEDABzRQ5dkKaQGoPixmazf1B4zmY6nd1Xbo7JGl+hYCZbZCtib4xb+UZgltAdwUJld1UjKTZHjLDJnDL5e1q4J8GbznJRoiYi8J7wFMljS5XvRTDBIgEllZz5nvL87hNOMyk9RA5zieirW6musTUDvZ7npl6oqSaDsiKOcbMJl89xzSnocDuE0xkXNBONq2jaCaje2Sanr/FNdmuk6T26AkIzLTchGmfhlhm2NIodwmneT1ClnbZCy7IdYhm5lxinplCRczx6ouS81UBM4/a7BqZMHVUZpLVpXhFwuVke6+kUy1CwzHWFYLDdCAx+RiuQNHmXCZLrXnrRGZMhlxtkGPZZSZ8r8gCu1fMIcCuZivANNfqGVLjWn5DqvEnmnk2/kTD26k/UWVInuujFrKDTd2opizBuHEN2eZ8cnOe4gO8Z85NuZ5pNhOXCfKsqCYHU5SeqhYiozHxlSxGsdQrUlzZmEn9NHVjWUdFV7WmKUFUa225HtY5U+ZTJjNkf1O/V0+1nuZDXTfnhs867JjOKskUP1twUyqoZNMr0OHl7Jpz44N5N+/b1d6/LO+YxL9zw4i1VHn+TeoLYZDXOGJMZjcnmxItBafhasBxnxfNqnFHDA1X4/YyVxw6sse9QEJzKknV29Yx1df0wbkcqVC2SqoldQOZ89FdDgehhd17xUGldy0Y5HznjsZmrMSCxKC4JMHXLOrFdcR1AHn5qZlQU2ujOVa0jA3PdoArss4pYDtc4kn5qTl/AGsCAH3IVxw+ZrY7yDbaDsDfyk04bGpaRWQu03K6s9NpwFD0VcaK+0sb7UCDlWm1d+mOGQtOa79OcXbI71xssj4Uexe0KHG5JWSIK6AsUxwAi03CZCmop4CNMXMbyGS4GiYaZlyqSY5gu2uMh//b8xEqafMF3eX07VLijIfuClt+C+s8oWZNtTVxqjCYOw2N0kAmtuCjUongfgd15Khb8Hc+adZe1M75dY5X4yJSl6/xD6H18rBDriuQkdff5T4xE8Ww4B08tf7Et1qvA+poDdnW6KJVeDZvhAYXVFpublXgNPXKqMBGv0/BXf+3BBkEk5W28/xPTHpb37Lw8pv49k7jBdOL3owLTLytxfi/4guwtWNocrmc9mXVWwlaiKZXGBstSm/5MAqxtsdPlTdzl7C7ksD25ldwdytix5UIWU6pu49AAoLuHr0wcdlcQukvvTCRMT39rrp0Q61ac+u42tPmnjEVY1kQFLA61dQfce+FudFlu3vf2Z8pd50hdfGXu/vNaMiWfTD6oO/ezp+OhgqiiVfpxxzC18to5HWFX9/UuJfRi7w7+u7+j16G5yRezv+05t0TVjezG0Rgy5GseuXp7xeUyhrrPSKtWq59mJo7dWm2VPVgpYzrGMlKGdsykgdw3q3y+kiQUb3GI1HGWWUSdMx9Jlqsk4aY371vuEqTQ5w9UbdkamcfLQI7qLFSt9TFTZQmWp8HY5qZHizGTDE9WLJ1beYeaFPIynVVshvXNaa8mZQ+IbtR29LmQo2qVtxfqIm0OnVlCkiViJOpU05IVTrZ4qexQZe7/9Hcr5F1JzOlwqY7WZN5dtdemstk00s3DXsZ8K47PydGNtO+cBO9hetpPW3pru0lSmaysU1evSvtBCzIZuQvv/TTNShzdaXYXsLq2ihdROc/0VY+9SNxWhtOK+PK1Mxzc1SZJsTmtEpLhph+h6g2LbnKDDjTzSbvRWwuHTPVM98QX8BNSYfqg2baVSXM5lwbfZgEBm1oo6UkiwZArmL1oKGm2jRpzxjWwVdTgEXZiY7hJhKQFpqapvSmM+uV4KN715KN7ctLJsBHadGb2jKTwiq1jAEoZjrVZssq7CEn9QDYcTHVISNNYZARE1e0v3XFMkq2Vq4ozTlsjtnVMAbImVAGtR0S2cAqb6XlX8rPHbBOHLtTMBUgYC9TbWcEiCP7Cg5zKgAPBfUkmy5nJqaXnEWOt4ncQ7lpdJZSvmg+AN3Ypqec7q1FHeiZPLFk5zRTnjiaIUM7j+Onf/zp4fH2z48Pf73/6fSrzz/ffLp98Z79/s+6u7/59fYZ69+fRuz+7eb++Qt+fv7l8awq//bylWfRcfP50+3HL8+//tvN493NH3+5ff7L5y+PD3+5/e3upy8v77m7//n28e7L178+0/Fwf//07N3D/efTL54eurm7/3LWHXbfnXwKr7/Yvcz0p6e3/Xr75fZFo35ZszMxf9hMmn/3Ud79aoBk7/4hf/fudPfn62/mvnf/mL/7qN/90j0qfff3Hd990DnZd85Jz4cXefmu88P/0PHlh0lnvPPlP2xe/vQPsOYfbz7+RTaS/kr32jP/bxzg//Fw97S1dr//53fg5+Er7PWmedpu581zkguZrt02U9CaPAfJdd7KJ6/yWQatj6rXyMGr8GIH5tOQthniBJVMzpvJXqM//+bksLEBiHnR8UdB2o4/N7nsHL/X8fo9Wyku1ODrzjdOdpKzzRdWYq4dis8IqcCanC9Z9lS8eREjUsykHi6TgmNVOPYSI1agKM2I+a+eKK9k6wZcKesnL+F2/62s/r6aY70LtZwdgSfUPVDL2SN3RhbYTOYYijUGvR5yIQa9HnKKQesm60CeSfZCsjXFYjVkFe5PwAV575BB9kGRBfaQweoligdyVzOw51EnB4IgHzPkukXWjMpaMM+ar6NXW9eYpXdY3tdvOKfPELMKpmr/IeaqdHidQqk5FTq9C7bRqgp+XdUd7qTVrUuXCvhX9e2XWjSsCtHPVUQJsJiXCymmyjCRpSq20SRMda0gLtvjNxUNq8yadYH+XmdThRLXcRqXS+sVKFuOOachxRKpGPmfwh6MONRlFNiGRSzU/ErN+OdIZJ4/hoc0p1E3a3LmFcUU6VANIA88kzgaH3gsg4PkJ7IK/gl7JQYlT3GXVvEy6jFHpoolvjpB0vWUDAkjiuL0zIm7lmzUIAI1h87IoRBWTraJmKVD/K0HvZpRIWzpUBULT1WtLzx9fvd2FXrXWmDlFF7Q2JCpCPn0Liq42CznPvyX4vTCtIuIQPUWLjy71Ukadz5uPLX1Fhedyv0OzANhEEq+xo2y10QXqr37StiDwia808TO2FPOt4PCZpghIM+WfcE2mbhN1qMu5D3sS8JME9WIPaX9RImEe5caRFLST1v2KAgWd/+yJxsfiZmpoI06xILlhSxceKquR8Eb/lar/KDumCU8VprOJfmnSXPGVcwloGiOBcMRzDNTwE87TOesqSt1BBacI8f2xLNsdbPKCZOH2ZJZiFMzkpC7hc6PhbO9ar/fj0/jzeEfiU/zeN6ZDZvgr595xTflq7raewMuC15TZOEzIyFJ9pw09zvXAHbmS89aZHkgJpJot5iTemI7mGyiD0Sz0VZ1b+s0T9USM0NZTz+D3DjPk1ExZKrj26YaGXsStUZV/4lb2rjYJj0PrhXJr/d4nW8zTDhHPA64K4GuM6M0nd7SfZ4rrNkneyIbTWJIhzGC6aQUnbcKYKmu6Q5N1bXJaE+mHlhVp6SQf58p4dqTYU8LQ3uLAHMaxZyAicAXvWd7ekBmunz2mRNcuzHvaUPOPPf29DehDXRSSyGwSrACaschnvL77JRzLGUEsBoBB5A6ETlhZvpAHLJuIx7uE/0S+zgF2iBr5rX6e/SgM27ZuBhJc65VRFKPO+w4ydRj8nkWbWIvOb9qe+x1erUfchZLmejp39NbazTlPb0wek/SPkYuqSE9SbatCqr1K85iOSFY5SPdXGZ592Z5O9T0q82spmbWPlMIq7GXTUSO9rKRhJUm8z5zgQOc82rcBFDORt0EqwvpzsgCq93/tSRF5X5cjJIfNwCcSKdiarQm86052CmH1ZN9GJayAbBUfwGb+kIMMytszWHrKKzKBp1hxdTpVcDEx2+IZEjZKE40W11MAykm+SQf1GNLcXEQX3SjrDiEvnezYw+s72iMpB/YjrQx1HvIeroY/KNKDMaQXClbBXheykY/xZHKcqNdcDR+a+oXR/XzEV9mXt3lwuEo0BQOT0oWKznsoIDkMK2UZEzpELrhqonuHHgUmlOemnK9Qk0XT8WBGeuioR/YBkOM3EOWKb/nTFOWMAvpQFFC798hkyT0XB9FY6ZPwTA0nSQ5P5u9zPoA5S/ancpemZreI8JUfLHTrYqu9CZqwpK3ONWGvTjVKYd1gRsOWzrWOa62pgV4YMkNY24HtnhhstkhbfLCUIKqIoV+R7XLCgNC+zhQrGqmZiMlSm0ZUmoL95Hx4RSeycaHY9KvUh+Ow9e0HdW9TMKQql9p2g5PY2MzmTwAR7axRVOy64d4kamHGM9koR6SOifdhDNb3S04xbZb8Exua9qbiWVrntaekc7TkF7jX9OWnIWsPgdjHqufI82WVdiSYCbJm/tNzPVqJ8O29mXJqJhMjE0dY1RcF3XGmehe7IyTyZvV+ycuMRPUU6/YnCk0lULfRK6rCWcyXlFNLoDmuV27hPO2TicrC9iOLrpbpGJhecNoJutH9Q3bCNaLjeFJ2A5Fem1WbDL8wPZjQir4bFJrwgfUW7t9QDbs4OiRihMtfgqo0KHxR83HQZrNA1dTsQRUrDT6l9Ea9JIHyshoR3Y3Ffy0eJuP0zK0IiFvhBtEGuxF8yVDI4kwuos69mm4HLvts0GhlAytAf+NyTUVmO3yx199srzlg7b1YCJi5+uHvq1mLhU0eCAYndTA5aNDWq5fNWz90a0TLXN10js8TxHHis7TqzNg5KTTUFmoBWH0h6C89nKx4uadcUnrugTxRbfa6POShM0lVbNS5vwYj5bXg+2T1084+MLXT0OfjpnJXj+PTo5KzvD16xBv3+QMff3E3ZG83p3sIUI+oYIASZUhJBMqr0f6cPb6hJlla+8GXz8nzCyvr6Ovr4P8MyfbRUXDdvQUsz7nXh9Q0TDy+olzn7ye3J8QQO5PEOah1y+DBKgkTOaHzJO8nsyTIExDr89nU0XD0Ovz2ZTX85xLEHJ+FgQedTGCEScxwszzIkGoQ6/Pd4xsAC5CbDoaZUMfEAQuQoLARUgQuA0ShGno9dSBk9dT5YgRjGCMEYzWkSDUodeTi5LXJxMqr6fKkbw+n1CVFEOvz1laxcTQ63N+Vhkx8vq5DDKPUTnCQoPuWAFem2bmMbO0mZxAZmE0kxbIEFd8/4vJbdILZ0yGUWOWp6autTBWocmBTeIja+FxDiIgsYdh6gR2IbWslWzMDHAEMzrf0iyMPZea0URTvdhMVhPDJTmrMS/+NVEpqA1qpibXgKdVz4wVNdZcNGn/0BhB1sKkHJl5N0ijM3PuKkYFuY6uts62xG4bw2KOyWPYDJMZIG6FDXunhdd7RTa8rcsrsMyqypdXCZ4IK7m3zaT8MnsugWX2HIV2zswM88KavdrfB9NlSqvPRDBPJuufRUKTVmlqDV94Bk2UyhOloim3A6ykOUyZPJ60VtIUzlMwTBqpN8IwLRE1kpiplxPblzThH63DhRaT1eGeHzjnARpdw5SBMeOzZakRs9kz2gbbgHO3OvAsR9/UPnO1U+TJCEa1Lg2HU1T0cHg3frKrCc5dnSOz6DCnnPlTuuCTyuZFYQUzBpRCjGbaGZjuPNrOQPdz0s6gazNXxeQMV4V9p5NAOgMnd0IaLVkTsbpU1Mo+XR3WkCCr9sIKO5zkKhIzJgUmCtfJMNobkn2r2qa649qVK7BTS5gD7LrKaYbohClcN567kBibwIrqV0ybKHPjsTLMDrNYa8iqPE8q83GrLJ7rC8jcTMTB095jUrJhKpKMEas59enezJROLZpoprWD7pC4OsWcm+xZ0pj920xHC5VwmaJkSmMmdRYw+3cy9jpdI1NWK6pVfUY/1BrGyVjqw7B6BbDpECPJnE2bORn9KK2a5zHmFGIlWJVw4ecpTKifdG2NZkKJP1EbNa2PpmwDq706qdVIL9TEQ1s9X1M2z+BnU3NlrA5u42raw4SbqdIjMdmdrOCzMVwl13pOZ5tiZDbg2jSsCs2uY1hIszQAWuQ0NFO9sBSnml5haXK06fXkllrA8zbbaesa1+FbWyFrvYKm0mtdTHwsafkz3QZ6CAOwKmA2vaYvgsk9Nx0ZlKW0F0SochThpz2dXMX053FFGSwHyWguXFht5FhYWmZ6pxV6FZe48olF2DPbiZtCnJmUDzWWUhcN7Wbjj+L5wLrvSd1sIJlqj+ml1RMrYF+Vmjk1VavlhiKTFREdFJVp7/YiplARnbawcKWwjqTI2VBwF4XCUo8vC/cVDyY0paaWJ4bLu2RSSkVQ2rw8b65VaGOqnCo87hNRZQ4g3bCEXVROEXbJFhMqjmnXTk4yKk6hezxV61RiiDVP+TiJMc8YxBSqGGolqPvA+MupyxEzc5VIvZfR1XeA1Z26A+Zb0q0/jF8A9v/+en9/d//nD7wFbD7z3W/no+TlN9/+FjC92ansOm/T6rgFTOrL+t77Q/7e06UPr794Na/e4wawvbx77nz39/m7d3pJV++laB3fLZ/duYYdH33YHgK9q7h58wdz85fuoMevjP76QG9HcqahDOZ0aoMWGV83g7NEM/2YQ/zy7fYIC1/45jEy0/H6/mDw/sqR2s0iv9hrLDVxKNc5+ZjD2MtlsF6miZRH+ZjtqfvGS6EnqTKLmXBCQlmNS3gkuTCamInltvGayjWDSd2M5CFmoxtEhYbN49qNXTyPTOcuyQNDr2feX/LATskdKpcr25OqxHPLUrn447ABtneRbAdDLlTNz9Hx+jFDX1KH3hx+ybZodXvxSTaBwTdDlm3lhw7WN8fCqexGKHQXEcZv57fHD1A8xaMH5rFgy+JGYHlgbDRfHysbDIHils5oy1oRMZhXPvxAIuP4SfHepdSK6lXNaP2ecMKScuKw3KVqW8G4OCYR1syRT1YCD+D0Cyk/xs+O1Uhm2s0ULSE4BO7KtOYuXgnNrx/aUmCwOd7zRrVLC2z4QKwmb0ePvTvRBXdjozE5gS1A/Sh7PWye7AFeEBt9D0ykaCpFF5y1N17G1HOg4UuBB/ZDojJj/HJ58FbgTVH7HmTUal88qWEfGcw9H3wzzpwptk/AlVPABcLw8WkG3WWODzNyQXz+4/ifkjMmZZVQw6caGR+AhU0rYiNaZreqz1VGY7pKwkVb9bokiqQc9vH5SrWzJJMjrs6Yk7i9gg3QwNGx9KEbKmajJvMYNvVCkl5yWtHfFnOBc0d0f3rm5aJCnqgy1DW2ZVdv9NRk709rcY/BRPK8TVydPD4jTsDrIy2vsqQzEYVynsSCFpJsijUFnGyJ2KPCOSYnW/w5hQubPCAVqYHzZFjKf2ueL9iyIR9AhU0szkYPAPq/v3XXDsYcjJWajN9+fyQRNiMj2TF3j0Q1eMBdY+ERvDmxpeaBSWOnoPgYw5eMGMDByJQ3ernvw3iI+Ye7L1+eQ8w/PvyqQeaXr/oN0/XtI8wSrH3+6R2iy+LF2H13PHSGrjtCzFXj4r1h4I5Q7eGAl/e9+/v03fLe14bS6Wx3fHXV4PVLk/Z8tnui7hrRfw3Dv3+cuTf1SWVE3C4QxmGgtu7kvaFZBHGsRXDqRJbR0VBncW1TcQIDUvkhoAEWSazP1W1gL5b8NIO1OFN10ZHZh/qkiYUyXhLm4sEH+eyxL4n5oOKMQzVGuLZgjRiNPW2iwUJHqE2Lq3qECIZAYyLKhwEeZWhjZHD2JRgfDh4js3Z/NnvHJG8e3OdDcwL1cUyIdI/MXjtI43a241ak3EbZ+O0evVJ0xx5mrmrsZhy3qN75cz5c089IZdLAtAfRdxkZyjlkKAWDEdWPTxoRovFJwy8JCCyDBk9a9BuZbduR0bTj9Ep0AtYexykm28GxTkB/EMoE1B8k39I9nTy1Y+EEN3QJozb9KXHHywNHso6SiYW0TJZNElnjbXAMFkG4YZDbOD54OdS45LPJbEn3/oEvGWNjeDVLEIiDGCnbUu2IaagYxCcIc75ilyiEbeSl5+BYrSmMV8YREvNAzG7Mx0jED137yQNb/Ql1KzqaAd2h0Yn9y8h1sgB0SyaxQSaSJhTnbb1D/macN4lYuOB9+AAjz4lRZiL4CZfr6EEWD1jE8PeA7I2yA8zgZKch9WB0GoOIntmXyflIzk7mnYwTfc/UP3TWzwi/W9NU3pbVEB8GpDlx8WgSaBIMpAkdRetk9mPrT0e/n9DF0R2O5gbst4gSQaOj+4OiUxwURSQ9nmk+ENlE7IE94raiSZWdYMeh0QeZ0kHjJVrcwihcrJsUJAZkJw8ZObFmebYlQpAPjH1PoixxQhMBxc0Yewa4AgP+1exjnDIZb+Ax4WBUnQGHL7gpOJO+/mE1sgQ6Pbd/GZLMJXaea+5Ysn/VCOt/caKNTEOj6TtIZKjMd6B3Uf+LTUe1kINVZ8FKdE5QN0hzhfSBfkkclqowjy5eG1i43QuTVB4YY2bIWZq0q6dLKrqlURxx2bv1/ppoaHqE44EBPa8xXBaFT+mw6Kcyy5sZKvcy2VVRMsyYL1LkQzB9QmJc+fJhPBzBIrXgW+SzYw6UJORkMAMdcWBbPzsWyHToJqea7OTETMKGiG8AvmKZ8iso5Pupl8eyTsVLxAbmYsNBTSo2DP/7yn8mlP5zJHqcGrDdWNEuEaZPkgKYej80N6PjQzEp0ZRENlHpShzR1IqDDUIzJnu9RMEStjSvjz598N0664n6v/30xEMkg0doTL0WQ9wlsxJ9yXZkYimAT7KTYzu4e2RieKcJfYlp2R+eN4NH1IKAYia7xYOHJp6fPTo+MrddVVL08mngzWDzgdlO7+bFZ4+NjxwL5ubfRCPBLIYHgLlYOEkaHBpNWjP1lydG/ACj34kZxiB18kn7odfzlEkIkCyCyFra9Q8tI9+A0dE3jBzp+sXxi8mJsV1qFjJaGqUyPqHN66OaGH599vqRTY3R3UMTWQQDKRs/9vIB4Y/BWRr14AHarTIwPyP5ksPAm8e+meO7PyNLWu9+LXuujQxO0tvjDMU3m//ucBMPA7p3nx85XSPy/HNwl8VpSOOQthlyCdZcVWIaePO2nsI+putRrZfsPny2tC6rawtP3cuJn12XV2sHeE55HSWb7XnPx/sZmdd5rEc1jmo66k34az9Z1Qm92Lo9B+clBK9+nlXHeMNwoJyNiXESk+G2yOwmrk3yD4bRt6BZ62lzmZOB5ZWQBpkt4+POeVfILnWIpTvozCSrS0zyHTwZVjL3w2Q7eB3lvtyf3ty3NPEGosLb1Zjhk1/2ZC5QKbK0rz24/t7k7139+IsCKrWKpnQqWkYhZhiAnF5gcm6HJ1Y74fNcOg1pHNI2Qy7yk2DyfpRT7PryhTR6c1d6Ic06PeXSJJtLFnSSZ1KbHUQdu6ey6b/ZPetR3btHwfUmDYWV6xWKAoa3aJ1W5XwbJQQF7xsyt2cU3iYxZ8cewHlJWuEZMM9KMFZYGnjhAgKBXQRT7r4x1wydhjQdchETzDwb9WL/IZ3n/YfBSeblLDOv7Si85XOmelF4y+ecqxfcTzMVOyMueV2KuQ8PKWu8qk2J3yKf/l7l7xfuhpvjm+t5MdxcFZAsXRWTLF1DWGqvZjMB1tw3rbDZJa6NUvq0QV9haaW9tmc431ZGgkMrrVHHwTyTpWZzkTlZas5sFRCsLKXUKkspqTFLZWjmdiNu3cZTf0ZzzeSiwdlcNOj0DTfJVDkyLXp25zDkhrkMj1xtrjpCYUrHlppmbikapBPvtWo0SJHo2XPFJC8fMsJk4j1xRp4gr7YHn/fEmU2m+qbZYbG+2WaFTeWJuaPHiJT86kVzVi0guGfBDcN3LHiH4umuFaXi6a4VzRTPtRv3Fd/cWnsk/dSPzCVf6cVm1Zitxmw2Zqsxm43Zmjq+iN94l5zBX4+6jN804H2FI0KaI+fXpmFFzQXv5sqrZhwB9CylN1gfOaGqdhpsrqbDTldT7qFqso9Pf6/y9yZ/b5u/X792pihl3CVqrvozLtFm3GQ8gXCNew9+l0u2dblkWWaT3xeqF/+56wbl+DE3lZbw+DFsW1QIyxVmRcWvOoBHBT8AeczqHYPmmI0vR28mvkLDrNHFUsxhSy8LKtm/ZS+9Lzf3P/n72s7tP1+76ZWzcPun39f2/NN/4bvadtp7srfZ3Y/5u4+H6179ffrqqyZj/Ivf7TK1P958/Muavy8dGpLur114saOxoVcBwPPVsLqf14MaBiGUeAFcrmhd7bsL9z6uR/h7H9G6F1dcnt4QwK4GXUZeDeoF33O2BZl3elaB5Z2e9Y2YRyFVAI/jdDotkrOsARYzx4UWWQ4uLojV1XDr+3dlgavx2FIBSVn6lGt/eTedvu/yXirkrRyZnF0Zh1dwd+fxtEVGz51swgt9HibGZDIANKKGtCrONmg2bCZqOzVdYyxo12raKQhG60ZWDhMlc8EShyrmDEoFkDLrYGQ0MDMPg2DSlpBV3cnUAjFfVFC62oinRTVZPFxXQQ5DPDvCiv23o9DYYYrJSjV01coZaLasnIFGXMgZSFFxWY1++kE1C9WkN5r21x8+Pvzy8PiE9/zf3yE/1Pan3/+3hu1uvBsy/nE7QcL1vPVbttl+bJvxtBRAk2Ai+/qfval5VmTCiycFj0g6TB3yqNhczCYD9AKi14Muis+it6ZQK8mILruM5LIbIxiYW8Bjx/pS/9rw1GWr+Nkg9bu11OWn4ybMvzZfnwzfsxmr8vrStkb2aLyts41WKOI13ceESMK1MPl6kLb0VcuJRv17F4FKYGK3RTNqER3zY1TSopNjTPJuIC+xpzdosUdGmrG+zS/DSw7+5ZkZ88yUb+iZ0bsZ3s0z891uL68une/uuuSgXTXZPTPSrv3sjjnZH6/67G/lVsItrLlbiTq8cSsVnH7GrZSBaxhnx3N+C9uoxmsoR693JcFwKxG24bQ3yLTROsA7vC2cbeNv4Wz/13aoUZ8000590kw79cl02g8p8iGFPQxidnrWTIzUONdMjDR1rtE6d/j0rzl8Ogd68EG/2d8mwGj2uAkwpvPftdFL104vV2x1Q7+RrIZ+I1qdfzOVrTUHV/+mQTb+zRRZvYzMbIJzk2lN/72dm0XMhx7X5hb1X37NlycE8z/LrwleEljNphbM4NbpN7n5Pt/87fymwDNw2HzAP985eMi453+cf9A46v5nuQg5wyv5ejlMuh500ZWBC6f/5SK87CLcteXmv7qLcDsx8A9u5yRxDgrT/csz+C09g4+3n788HUBXMuLXPgT/8XB3/zT09//8PvL5LJNRH28+fX3f0//7MW9maXbLGzfWIWSYoc8AiDB3XOoaLnuFhNl3yHFVnLMVv3hfdBmaPt2nnLyTiXJ56qgvJpXCOA21/o8GL+dQDwaYHkM76OJ8SmrbsMLPck4qUW+TfJK5KpJPpNAOYs+050iIFFFbt4CSJcv4upqqmV+IJjqYlIdJ/RAyC0h830DM609f3cL/Hw=='; -f['bootstrap.xml'] = 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-f['aws3d.xml'] = 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-f['signs/tech.xml'] = 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'; -f['signs/science.xml'] = 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'; -f['signs/travel.xml'] = 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'; -f['signs/transportation.xml'] = 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'; -f['signs/sports.xml'] = 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tkBIFxrsysBlfOS8d//I5WHsBs1pPUqgfAgy/XX5murHF8gcp2H753YalVJ3d8rt13PbLH67i/fqLZ5rG3fpLJGq6xfpLllbX6y9FDLi76++aDl5Ei/XXQ66Y6/VXT9kX2/UPhrv9+rt67vfrr1U4S+6uvzai3V6svzlpdb3+Fuj8bdc/KOpw/3n9IwmKzz+y3VUmU20mGc6Nd9MAefR7FyM+22s/E5XV8Ks9LjbSXdMfHQodLh69tPFAayes41+WRxcjamqOgRvdffN0H3nzAt/0SBUz4l3b1c9GV1vf6J5Xv+tZPuIUI2evanW5eIu+0wF7R3/ULY4jh+wSvm2yDUcXTNKC8PgI+MBKD1qpanRbs3PkaXTTdlSDk6ttERTi9zTYyUJ9Z93jVvUvuhrazVYU8MkvYMpWVC1gnHGT5xId8sIObIG39jsqf+z5URfyrY7sY7xUMmnSceEsTJv0wd2GAKY2yEP2+gADZwBFdYAQzJlRwUjZbAaWLoD37sWQTCMH/TZRPsJ144ShebqcJW9M8WLBZacbBWi03oQowdT5E7aHfNgQSB0y2Rw02GMSEHo80A+XMxwiPPWLp8GBFqx/WJRw1EI9c7L1W8PD8MWM1nTlKsClEUxscwvoWx4peDb8dnPqv/tNkJT/9OFPfx6lls4Yz6uLrLSJ2TpdbW0u4CtAKdEHFG47gR7O2L0fv52UtP9tdAXle7/8ZhfTzd+94W9z+NM3UY9v9bYJ3flT6JnIS3h32je2hLLWvn69qKbAg1Prcvb9XShk6Jh9QfEcaX4UMON0q4CtLsYfgFLOtC/gz+utPKvXSB2oWwVstbxfdY/XRyCblYgwe/WtzW2a3uhf4JvNlK7MWpyH9zd7Yp2PwgWiEofQNItIADDbXKvsyI2iflageKiyZy+KfeBWChlkWwyqj8MNfhgfzk4WntHAjWR4i3C3JaR4pg6rtD2eL1g46sWc0xU26emyUK0CtlrPt6EqEXZFv3QXBcgAOEFjxLLcOjJh1Spgqxumbyj4AlNdFsqzjfEf6yAhiyvsDUzpzR3eVlsmvbxpBwYj76aUza7DZkE0o7e236z/Ccrt1VOZCRzhNjiySKVIpIvYZXIhnh7oIFDNQI1OBzTmZzLRD160pVDCL+LnGtVDUqsO2OjKz0thBv278j5jhbJSiJpQt7q7cN3HyY7C+JW8vFo214snmT8lZ4LPFq7yvb+snujXP7QNvVVsUvbGYR8dL8RySZkLtulWd99o3UciN0ifFhX/oJxeQg+TglIwFX/BToBRGv3Daq342UYCv+pWt1WUSNWiMtfN1LP0LKRr/Yykb6fWAlYn7uq5OtJXyoKxqxH1nCq8oRJ56ls3T/cRla9irN8R9V5m4fHmSaNr31Jj2eHRTVXIxTxPMnCru8vXfRxvrOdZehbS9adD0n/T3fePOI1ep/vDPMQnVPe3wGehR+A88c8gJPLw2+dH/gwsFZJk3/3tG56MgDWY7v3yLUaiDNM+/bJPYSRaOfD3077j24nvnfbTfDvxQEDniCTYvh1PFeGkj377UWcdXml++1Fpdc0KPuoOr+139Zp0l1P9c6RrRs9FLA5OHFXbFbDV2heUMOZGHRYl/yooV3oq5+wW1XAdqea6VbjYMCRhIdYWkAjNV/VwLGovq0LwnCcuWb1d4eJAEsvM9gRb1BiBQpx+k2hYEoMFZx/BCJUZ91HnH8SjGsnx94Z0VIebx1/1uD79eknXp78wQ+Pm9GdMNtke/nxQ3drF4U+ViGkWh1+3unf4dY8Leaz0KZiw5/rjWfGMej4zgbYrXBxGOA43Tq/l/jow+aUrx1YdY+eQ54w60P5INNNhF8V5i5ZSDKTsH2QohWJSigHEehrQFzM9HqdZ6NQVSsU9Hmc4WL1BgEa8fxSFNsAB9CE3YtcADE0tXM2ZPuLK2fG0MxSQhkIFFvFAS5hsaBeKboUPCNiCGkknoQdk7Vjj7YKdd+/5NNvGa3oB23UoDng7HUikrxIqFbiFKJzLBp0YsgAeHP/yOZgTcIjnSYqfHIvx8rdswQ0DZkR3a9Dmh4mJUP7SR0eVMOc7eYrK6VZhbrvbccLPPvInBBzqWQoOD8uZ6eUHbHU1vqMC9PqXT/E1qlihZxm41d316z6Od9bLLBHcqqR0vX6SPzw2UeDAc8LenK/qIUcIwcChEqlePMhLvPjcpNWVvKqE7xz/shxOzAqJM71adBHVKtxbvu4i1w/GBmLF8neJs5QXq5dWV7tfSRPTv+xZRl4miZdNJCg4rv63gxz9+8dPr94fxd32OtvTdyQlEb5Cbt+Kqu/4himyHQFgzqvhS1SEu5k5eMP/AlVeRB17CioI+exu//jTnDsVSU5KMCsPHO9vXBHXvFGuF8VuIkGC1Xeogn1YB05arbVXL96Uiw4UnKyUGaCncs5OlUnxsirMAlGtguyV4dDQPW5JokZkOHxzh7ojK9JdJFUHVaeRcYR8sY4KrVTl+QzY6tLsBBliB8Y7I/OxnskM8GJuR21Uw0Y1Che7Bdu7/exMh5Tihpt7b3EZcYfizPJLrmK4N4DitmmfE7KpWT4Gh3DmFCBpc8GPgmD1kQQG359jBFbIdNikhL34VMJpRV3pfWK/iUsWo7uRA4SR9Z7KlUWskXX7tY0/Ui/Z80V+9UbaedgB7jGgPuwArBXZyIcb86oUIvHtF5Nd684ZsUzRKomer93zhtNmmIIIYIhUGHHQcYJyPaLHmP3FeZajWILNJqkYliT9C8m+UmWfeWWqVJUMImky9iem+zjsIw6vIOzOApD1aNo0kZ7aEque2w2BWZgDB07wgXQwjhffkMmb/FfcIc+E7ytXHpRkzBmLIloHWOXHvf5gMfOK6EquyUzkovZl0sgt23s/c+/kTfn2KhwN6+21/d/n+sN8ME90kiSMnC7M/1XhiCoFYWD+idTbxb3zt/fm27t2443JLV89Hl8L6fJYAheuUmKXMiIOXVNIb/nx4/2N5RtcGzkNYwpv7rCZzo2dNNXWgDfmW+UwcAfGgjIBA8YIxp28nJER6vutruSffh5/eUzh68I4c00VGqt8rRsZlMtv/krGK/Muh9MdtxRCpW7/+P+kN/IoSwlirmfCxbUVh8XLpI+uK49BbxfF5Arc6nSWbKKEusvMMkA4jp7jOpitF37Hdu2WSQGTCmxXHzlSQqarbnRzwaMLAqYiGa96fp6lcr1qlrfxbhA+cxSm2lRbdmCJSRflHPUgrSzJ75KKQDTYBRIJCVQgpqubXQ4wA91BWL6R2Qa+Ducluhmw1RV0LHKunfpl8fQgOknPUsSETLjb5XtGG+l9FaQO0iLkRlVkBzcmfKnS6mp8LhOuf1lOLnqaF9IPEiu5u/zAtG8L8QeumbIQf1gUbNmJPzR0tC2kHx0RAC2k3y89dEJslx+XDPwo/VgITrGQftf/kMN8K/3E9cAX0k+Kc+Ra+kmS4O4uPxVysy6knxolYS2kP2h2FhTmNtSPc98W4s+Ki+Na/KN65FvFP1jkttIfuRGYw8TSL1EmeVf6JUtRtmvpl0o58gvp14P8zNvlV08M+gvxd7OMTj+Lv2Y6fTvpjyDbXvrtkLIEMjxGBQdtEi8/mR7gFuWzkgOZYPkty6MmUE6CnmV6+hL5/3D8vAIDIUVBrRRl6Jemh/FLk0zFgK3WDsuCeQ2hbSq9L2DP/WqscF77viMeJFZCD+lWAVutPZKUaL7rkDEtJGYTq9w1v/I4wvB1Wya/R8rtUDeJg+MtgUM/njfMm2zELhoyhR10q4Ct1njHSkRMfgOB0hTpp86WKRSe4kSxTdXa0x2dDgrFufpiSGSUNoOiV8WkTwsHOmE2Jsshmo3SSBfq5+PifECmB9UmQJu1KLBcdz9Mm2orZF3180wMxQyFm57/KQaqPTbbrP16aNH05sFwbN2wgCwywoqIdvEdXd+kWLdM+ZvmTR4pm7sWukmbRyW6P202wL0dlK5TE33TlbnK+tPaIHRaM30i0uoamuFx/Eily8ZrDw+ZnqXSI/Ib118ktuR4X081RmWve5aRUqNw+J308U1aiD438nUsRK8LkN9dexb4riH7oeji+Cz7ftXi0duJPnEhmYXoE1dsX4h+GBB49HbLT4EQqgvZJ0dAjYXsoyq3c1f24znFo8/ijwkzsRbSj8Krenv54+mGx3Eh/WHk4vgs/VCEUeGu+IdhjuOz+Edhnq30h/PgrdL3nPm0kL6XtHVD+sN58lbpe0/m80L6ykt/LX1XqSDodvkuUzbDQvqjWNFW+MN1Bm/yVvjDKYfDL679reTz5Am8fezFF6nEDobT4rlhqR/f2RI3o5EVUHELvyryHFRWtcmvOpAXtEXoVy1lU0uV/aolk1N34VctiSp8LfyqZVeya+FX1b987VctXM9h4VfdLn/hV9X7eu1X1SK69qvuZc9+1YXwF37VhfTZr7pd/sKvuhD/wq+6EP/Cr7oVP/tVF9Jf+FUX0l/4VbfLX/hVF9Jf+FUX0l/4VbfSX/hVF9Jf+FUX0me/6nb5C7/qQvoLv+pC+gu/6lb6C7/qQvwLv+pC/Au/6nb97FddSH/hV11If+FX3Up/4VddSH/hV11If+FX3S5/4VddiH/hV12In/2qW+kPQxOpzVj67SC/4kL63Rqm07dbfuNMgYX4G/lUFtIfvgBcPkofUEJ1Uc3xC3MB/gMgmdd9+kGuukfYojvCNJu/PmfRSQD1JTiL6s3ffg9n0d3f3gNamLOoi+Mu+fe7eItu5s29h7foDVO/sTPMXXR36k9D5pRGszDfhULvAuBT+j3p4Fby8/35NXCjU0c5iQeuIycI8ShU6F1P77wkp8dSBXoodWpTe6Wylax+V14jLCilZhi40c2V6y6OdtTzDNdQpMWyH0VtATkbVYi0ZhzYpQSnJCQybfmU6EY390p3uTwlenqXp0Qv+eYpiZ5KYvMpiZHqD/Ip0Y1urjxSNXA+JGOCoK0jXo1XffuQuONAcoIw+c4vHTAH0RMEJklvTELqC2taccH8YzMHqy4Ou6ioBwxdSccth/hAzq10UJJ7oeIj5Vc3kzF9qRsPGMf0lXTc4snC7Bt0GHHM0hDa7duG8Fd3cdhHbiJHNtHIRWSwBea3jbikNyachJrmtUPaVDDQXRz2kUeDXQgj7ogsY2kRnDx2RhS+GsNbAwIebxYOzwzJulXAVsZjzQVR8XR3awCpYlRNFfV6VBz/wAxWfLgcVwBa5A8vBkcLzouX4XSotdMjvk5cyJh85hKU56HZZiZNS1QuaSBuYMIuctXIRuUuBEx7HQJFX6uLHAJt6IkfnG24Xw0tXml0tXrp4vh3lecbrmEn5dDm6AGv4b6PyT4pgZKFZxd9sSDy2RVK5BwXS6XhbfSw7uOwz0P4Fff+4Js4kbPH7TiFdB+HfXQi6bx+zy0hFFdhX5fwtF8N7yhv2XExiZzJzd/P5wHLz6roidwT9viZC6V4Hj8VrhTGQahUKQbW9Ql7+1MmSquwLFeM+JzeCpPVk6OrKuyUkEEsFnl81FoVJ9z5pxntVpn6jfUQm0vcN9LWux5ywPaPVrj9lW5qtSNaDzGQMYNPC6hHG5QnXFFwIVeqBPGVax6J/IYeggAwxSmp9BAL4pbkaxGdwp5wog9M+jyEMmC+gQrxBQV6UnqIGWsMmQo1DD0EEeoFCfeGssAA9YUWYptkhVRsR6yQQRyXhh4QGkaRxHV1DS9YFEFc0LUh54piSZpnxVOA2zWTNydmLFwzVApzvqqHgy6aroxoiyNHnRrhkFzcgVEO8rsPJQRpOxpB5BbMsbpVwFZXy2+shC14phOVDh96CLPrIaXD0Crs4xKI0kH66OOScfwy40X6akE1LG3w7LqPwz7ytWRCw7hZw1dfFQfcxUOrsK+KRGEv6SPjBwYjzVDIr/LuFFz+/Kauhld9HPbRaBhcfSSgrOfC9X43vO7jsI9E/Bs9xD6S/8hVYjn3dePDaTx8olJCjTIevaey6ZTvONvcxqMM5Qp1AIIADl8NpnCxBjIbXQwOvGb98yISFbrw+h2AZk8hmnZpdOV/CqR5qwjSlHhi7lz5BH4N3Cpgq6vxi8QvJPCPWZeu4dMcC1FseUdQ9ogEKIukT+INVr8s3xt6CMYkUfUsZHnEsKkRPA4q5m+k6bSY140jZ/FImoDrRllHARpd60VYRE/9rtJMmJkUDf7Q2GE7QR/Xdz2mBUT2To363czbjP7iRFbHbvEqoeR68YOEGbHwibmLHG99eLEZq5MnIm69ref46jlSi4fN75Yh0vhKqyub86AS6/qXT5vXk9GjP8/T5g2cDTAdiNf4EkQY6G9KbO6aaf0Nbe5GsFtpdRPxrX9W/KKYNjamCFpmSeRviVjZdeEYLYEWT3d+JYM/ztQV8fc43nxMcFm4m7B8k/7lU6XJFMnUl9M5fiHIdYSsFRq+kI4fJRlGwCUeL91GgaKWBKOn3jw7aS4Rs8LoQ7jKQH7p8TDDq/MQwFHv/ePH9y3ARX748PFT/8t/+/jvf/k8XSEqfhXGK2CkxnnIvwKrCpSm/vyvp7OqfNniWc9jVgFX0BOZrrDkkVg1TwGhPHqEnlg5i2qXn+6fr4gRqfK+zqdhQ3XrKfRUPAdT5EtTedkIHwxUayOjww2CP/RZ9Xf0MO/E6jiPu5ILtggo8/zLMWMSKlKHulixmXkpybadscaL5oDWambq4R3pWVF95fSa17v5ug9OWSyw4aiwpuN6JGNlaEXzZvrJzGOMD9pNN6AWlb8wmJRZuWAPTj010ktDOqEDpRFxkH/BisA+sE2BdSG7hbWpzUH4k2E6wTdH1Lfdcgr4qrOnE6UOGad4c0e/MwBkHsr35EFKXEHTw/XgHWUchrzLggdCxW7ARMuLG5GYtGuL9v0XF3Z9JrfzSOZGDXNRW/fgKiXevFB6j/x4oxTk0Vs4fjELsTQKwaoSOH+TOxGr4uhWQcbfYaeQSKIRW7Ucqjm8SsdXw2NIR1qtT0TGehHdpDtsuix5zRTzBU54erbEngzsJ0TjecPEe+Nbs6B8Ue601+4QkoBwF7U3uDGDeO7e01i4O25OBaduLdxjnarkN8EQdEtWKrCcCMs3PDiIDXtBz1ADWhcgGI3iyJPTaLsxmQclJ4JvsBsxF8IveI84J2l09S0Eqqilf1h85CXR8Fhkx3PtyowVvfhUEM+0nfQaGgUF+xZTUaCD/A9ZSPV/VY8NPJXlAPsXbpuCFtSgCLd3OEnAyc0+aLJ7RiiUSEWUPL/t0ur6fCEEufBt5zhHfWwF6BaN3utxVK392n+434J/4cePf/q3jz/9x+eZnr6F+cUJh/Z5gL6CbwGSOj7/6wv4FtrzfAvuwB9/lnPBve9373gWcMqnq+EpngXKEWk3N/vNO3IO9ZTUFnRbnA7Xr+e2GNcRqAt+g8F001xSjlkqGn1IoOt8KiL5hXsr9MmnjVtchbqVYxbZCNzB/EQLItFj5RY/DLXSHUgaVDwowXgvu0cht2NT9dwRyU9zxHXhyEDtjdAwd2QSNb8J7pNoW6Kio4F87sO3QgyxCHFrdcMAVjE3Qx4GeTxp4AMDzB5pJlo2S3B4hVN5FWmCqkakaTiiQykMhe2yRxBC1weQUNHTfEdIyfwERhcPwwf6BBbEGL0VapKesoeGnmUX7AA/bjI2Nyjqkql3BktRVVrn63wa+B1WSEfkBnJEWDZICB53owYGOgZJZhTPajWlEVX48Rw+UpC2mzMF7IrqqdbrLFUp0mgvppY+ejADAWKxdCsJHB6L0XH4AjBTcPqo5InX32i7gH4mwpIRmkYnBoNJUqYJR2bxSunE6V6Z06ArRDxedB7BTS7or/WWBKpKfezwbIExDodkDMjzifgON+8BhXHAuuCjupblKD8wa3E8p6ZXcljaqAGIc2iG5RMZWpHrtY4KbxwZt1EBGVkf+hLRKZoT4oQHRgUxAVxaOMzKzdeLR/Dl6AOjB4JiBTbjlTmthrcu335YH12Wo1SH4eMc3KwAw3b2fdIngKgDpxLTzsUkYjRxFfF1YQEt3dKkN0KcuIJawICFw8PqGnk4Pdcz8N6srHJHF7aKhWXJ/pp3rDeCTilhh4qaB7y9Fat3NW8yzXpVe2EqQ1a5r5aQaZY6EFKiUDBH+ujk1IjKW6ILXbcSldXakqEjQuTNctS2A8l9nelNrQnfi3H4rEBixhowUg1iff9WpJ4deDJjxV3TBDKCAYAy2gcyWQIwRsOx3J9j03de0afi8g7QzgBT6SMPYKYU1IFMRZ0gUw5m3ZiUust5DU7rVUEMD1AgMS28EsjHJgAIRHONZUyYTlQUVCObaRKeX9+yCG7SO+l5fp6lcr1qlrcVcXAYeXe7EsHD2Qkbh4BQjfMVfDLa/wooopI/LN7nETaHw+035kkfF0m6Ftkaff8xg955YjN3gbNVgqneHWjchrQJk0BAp1twmNlwECqgaw0Zo+PylqqT4q9nykTVM9p6pYoJk6goggEenko0FgpSLBCGBts6sqish/XGqf0W/O2ffv7ll/6Xf+pd/vLpb/2/fvfHj3/3v0PZtBanSvVblE0j3/BdJ+vDhv+WhdNu+pvvYNnwp+/98t7dDL/7THopl9+1y3e4pVa8S/s533G+I5vX7QDN05zvjbJka95xsSTxUJ3epjo9xlPbDuwflujC1LYdcR62w64GnMQ6fG+HaBViaA6Lb2L7xYYgN466zOaGKLo+2RBEJeqSAEEEYsFMbkjQUH66Ju4fD7hLoPwv+Eomt4bDPvLqHeQ/cxJYUDQQmIxVsHIps0AgW0wgthI9x7WurBd+R1fOjaBii3L1yDwgEwvc6OaCdRfHOymYhwPOl+M0iMWqWd6Wrpwwyl/di2HJPV75KUHhD6qmAfAuZOQAFSggpKTGDezTZ6Kn659LQ7uDQ4c1cPnEgzLppNWVMwR0tup27NKVid8dA1Uzefuqx7otPnHBC2feLXtpm+VNkuCN5u9ZldubxN/msizEiYL5yNVnbH/O6FrC9mbh+oIIAu8A4kwMFOFxuBDPE3NlkEeCdwbBFCmzGOGdw0ZCLm8vnNcBW12Nf4g/2PEv+3kmkeFGobvmcWPEZPCb0Izuo6DROH6jXMtwUCRruBiQ46TZvm2PXGujosEucIIb1s1hdNxEBrEHrqqYBI8fsNX6PAcscewCusn4LUFiUOmj8xkxk9hJTab5lBWiK3fRdG8XgnRLzvLa+UkVkgTidqUeNELXu1mfTqftRfbOFNTGHGL7pdGVMhgoFKx/WBzPAYeX7FiVNYhsgQ4xxytlFElkOJLXErMTOMqU71oske54E6HdH53yeCOHyVhwpU02ogINk2FQk3qhE2VcprBhulXAVldPCJAVFgBpg4tI8k+Vj8gwJ3JF0zS5TZKT7uKwj+zIQXmfaaLhdc4xltrpS7B87zokOJWaDQm+Z/xB4misJDdOHaXMi1wRg1FpptnqCoHA/JH6l2V3iJctkkGSmJ9AUBJX4wd6tbqeVAKPj+VxmLkpBVYqDwhZUqVDSHtJyBBKbEf1scOAzBvvzIDQJBzBfGZ0DwddHsiFQSDZUYR8UerZmXeQ47TCHfdVZZy5kwz6c24UfRkJIMhxQKc3lQ1oPAr64dyqSMy6marHJMbuNEH6nYO7DUdbw3SekWPFpXvwsUiODNuBZMSlI7UuAezBA5acWfEgBYw7emce3Bsq+9N95J+Go1qZtP7xUwsS5Xp1c/uJE3n1YIfzs/iXr+SI9w/DNz9VU0HDn/v+9R3xr5P7EnD4my7+G3B4j7lXT8y1b++F2r/ZH//UigxfzmuO4Ymv7jQvAR0bd3ymiDlc+UwdG4oLn6mjeHfZILqrE1eE5TNFdkX2mRYwCHY+U3Reoc80M1srg+QygSx3Cx5dFkTJ7DPFxN61zxRX/Safab8+wcVe3IZprVXiFywHMZG2THUCCjMd61YBW11bscg6NRLJPBzXQpxbZcEzXYh5SFqtrUjFN3Grw8g8gGe2gZEFHQJ6ekIzIU/DFCbDNlgwNoeqR0CuLba7Hm+24UiyDcVAlQmkj7a7EPfdPwVMAkjM4OAwGZytgsdAmc9AW0n6Hpa1P4Can9zlgMQfxrYlJTDmiwdKa2TogENQ0DRHfAiEG/rvW+z26j6d39AjDgznA9eEXRqC7L5R581YrjvEF/DaIZlFSJlTpBSgaIcOAWORg3bMaO9QPS545qnoPQQkhBL4qgMn4VvYeY/umnCYS+4mC6g6fuci1F0c9tH5B3NvFOYZyXsl50qlrTvLmE94yuy7daT/u7d0GDYlnRrr2I/Ywds6ePywqjdPgUPI3Kb9o2Jcs+nUHmUrKQplR3SH7w4dVnlqaEo7wTBPFYyI8vAhi0fdsW2PYjX+cfxC7pmcuWJs43rBqlXAVtfvFqVLBWJx0q5Wj2LT7xZ+ABvhhoowv02HSBk7m/NZhUbpXodS6UDbTtqSMQVulEWxINiJPoFqPqUjheuxfTPTmgo9ds2ZsPl6YHRUHA9XHWrDKVXjdelnCtyW7TA3aSTNJdwkSyusAvYUuWVrhID5HZuT0TcxbO5G0t1VATmxPtEbro2S8+t2TALRuCYs2S5WzJw1CPvxSB5z19IBIVi4fSNGCJOdwTI45t70nt1Yg7UF1SFNzGa84t5o/ZSAX1Ky9d5+Z4L/YjCGWmdK93DQRV/YHszBOJ1VKr6DJb57I0Mj628lWF4jncW4rqski50qXDWZaW5I6JtAUv/t9z8iccmoOflYRrfVacd9eV/t4zZ/QVLUcO+n73hqC/z2XRDyHZ8n4nnv/vYNr6d/+Oknwpvfx4j6NF+qa6I/yjtvF0KqlDskfXTxDayDVQKBlBa0UBkdOys+ehg/LbgXKqXTLDjR9fIDtroY3ykfuONfljStx9H1HAO2ub12ZMgYe4r8Ump+nuVzvXKWvPGuPtpoOQKQcZNTlAKhyiqZOyO5H3OKFvKKG3hEOMj3r3/5lBdn2ulJBm4Vbi49cK7dMAcwGr+QWuTiGQupxV3VQOIW0D/8GGmYn2qiqlLHbtkWyr2SjY6R4wX7OzKfVqbHbVEgeHLLZPjKdSuZ/iYyH4n8Pkk9JeWCxzSLAeZAruPK1azrhksuNyb/r8Qllz3h6MYskYrHE/n+dv26j9w1GcdfkJooKV2vn+Vv5dXXBYeMPX3dRe4cKhxRmJkyEvfoSnxxg6TtWjBSAepflqQUxCTpWQZudfv4VkpaGN5mGF/PUi4dBJquxBchpZ2Oj9pZx7/sWUqeZxm41eX6N8cHQjvJtrey5/TohPZWt2Q5rlMBT6YaSejUBEOpHhIqRiwfl5g6eM8AjGSGilMk6kwIFSdH5mUgmk/d6OZ6dRfH++h5fp4kcr1okrR1TjB+FcLGkZwq8eAEviQHnQKc8hAEEn1OnnlwAvp6KPYB8TkfzYyISI7REAHsBCNwqfq2qebdBUUFkw4iAxlgTNTOo3jgA7cK2Go9YdXj9VNJWGVlgR6Fl2IggPGmcnRTDkQATDg24vORVhfjDzosVA8Prm+FnMCVdFPk4KeVw2GAWHA9t+EqFswh/k2ZwEw8hpqB6bTTlGdcTEdk2tetzo8jQNRgwQaMYY7gCfMjQXOdzIIcFyN2/ji8b1bxiRiwWIXb1biLaWLM1T2I042FUuOcoroL3Cpgq+t7mEkqkENv1CPDazhSVFS3CtjqKogHsfFRJ8+4mUpA0pzRwVpfYZTx7KKLaVFqUyBmCz14wFbre2n1tBj672/j4vyvHz8N39R/+fjHV0elcEOckQmBpJ6hmi/v5oTawM/zc07A9PmH89Q+nx3iiXhU/Ol7v3zDx+mAKOaZXs74rl9+mpszRQy51BfT/dC1AuQ0U1XGz8tYZfes1fD+DuBNaDNCFUwIAC28v2CUiUAMWLqRXP+2war7nPe/p5QRT+4OYR/SwzdQ20ZFbeM2V9SIf7vosNgpTDrquj6GWUMlfKuTPE/FYIUAV2l17dWj8kmFiiAPfBAML4qUIjHFwpTS6kpbqFSsXv+yaK3EKTXxR8pmI3G5XR0cR0FudxBHdfKkWzVS7YZmjRlXZuGP5bf81vYPi7NsQiqmIvx+11eHR9dLkTMnoskYH6lUuHKQBqM9Xe0qTA3jYCmYdXJypmj0pEq5CpBDBH9Enq28oRt7aIEYKPrWNs6nsOAQrfRthkJlkhwXehmgP/w6dpVeBm8e3k1c6aVb940vByyQHg5ipBlEHRbjTgGE4aAStvn8M7GZR7F3VZWxhDa7J2ehbiWPoF1lV/cRq5jqphTC4y3qezuGzMRmMvr3cwAZt0NbtxBs1KFk8EosXivkKSiVnFyDrBee13pQVnx0VERbWl09F1E0Fce/7GXTEXJYqYi2ahQulk8Jr+B26jdCteebqeK59NHzxTtU508GOaQIeWlgjBPmFpwjtnUXGqXdO5siPAoKZx4Q2zsQ6cENExGoN4TM10bOjFgoUXVDdpgqcaC3jVttuKiRV6BxXq2nqG+/PNGJrocXe9sCqg9HHBncZof9I2OBzBrmYsSywQDXRpXx+ruLUenGub+xcoDoIKLrWDcZWrqPm5vm4UaqnKE1GMjhC6tNXFcBW12tvwodgeNf9rNVafvxK7G4jlbeHH9RXL3SjVgTUe5XqkBamZM1IuRtkRGILH76lxXgG5/cyvG5QiRuoxjmw/IJjgwW+bhKrfkWxaIqDkuqBa+A9dNxjVGa6pHVJW7CcZUpDyOF42ph9SRRlWT1ocptCF+qVeY3IoNYOgBtD0+DKjDweuU58Jtzh0f9PSdTf++2GpRvGAq/rW8dVAcxSURR8eYitMBTvRRFNBGw0dVTRp4V/bsztIjBxsTJBwr+LREjm4qZoWOBC0AKA6XnRqcbR+A6ARtdYaDE3lCDw8IPGtnG4SS/gesh8soLz9E5JCkNiQuwHkTtk3a8LF4ST8/BDy5WSxTjUQquCDvzAVawNLp63+ThcPy7KmDPzwuBriJXFsav3rw0MiYR1B2NVN87/Eikj8SuVOEFBd+A+1a3uvIh0Phc0qF44inTsxREDQyvVx+g0fX9hNnj6nen25OKW3kidUtc3Gq39ERj18i28EGja/lcL50lb2EssXTcdvKqh+DI4IZhatbs7whtU89e01s6+l1xIEf44NQEAze6KzXdRxCESKWj5ygIQsy6WSxeWl3pR8TJq3/Yk3Q8zzFQo8vFW6ZIwEjq9rKpjRA4i8umr8fj7NWHEbjVXdnpPteXjZ7l5WWjV3/zsimMv+DLpigl6/q20a3uLl73ub5v9CSv75vF6t903+SMhJbb6esu1zdOFOLXyytnJbrNldM8wa/4ylGh6usrRze6fWxVn+srR8/x+spZLH5/5USJrlzfOVpA15eObvWeW6cbqmDmpAYuPgoiQK2PCFVUF0nbyM072ALQocSI2nhQ2keWbG+VBWdyHbsFeYadJ5IPMaAcT8XPfUIEt/a9B26l3Jo2sLIRgntUt2R6EjTzRp1BpE139H1Iq6uwUiAJJ3PC49rFCYuxqCQMN/EoeQjTrcS5M3wBVlArYR5UdnYK+P7EfxuQnv++qLZ+es1PNE+cbpuvTzB36k3fbqUX8Aw/k1wOwKpfilvuiUiehvI77spvO2f3rjk/DSM0voKHGciHcq1/oDtJfVzKh09GRyPy0FrJSm91E1UcPmwYniEolZHzvdUB7p3qiTlVWl0Nf3DhFfXLEkEMuPxCD0xXcBPaXLvll0huYb2xoqcjBqURYrUc5BfeSj9zis1C+v0dxBSjhfRzJAzOdvk5UKl2lr4G1l5LP1VKK9xKf2Q18PgofcWla0h/+HbzG5efJgGCIfwR0gK7aSH9ERDF4XfSF6XDEH4MRLG8EH50xDO/XX1oBJlYSH9AXPbSD4kILbfSD4F0tYX0g0NdbSF83yi6u13+yCrimxel77ki0EL6A9j5RuF7J7fVtfRdI37IhfQdY/W3y3eJUpoX0h8VJfHws/SdIm+8K/1Gptjq4qcUn9WXT7Vat4tX2AlD9NLoWvIQSiGxW6xko+yZfUZ4mgfF2CJP8yDjnPeo7qLr/HmMeDtmn4oUJdyO8MzF8ZBWV8czMENEpbqc+hB7nuT157Fdvf7wHG/reUTUR+xZQte3w1byXDBsIXoto2vZLy7H7fJVyR5D+voGvxb/4m3Yir+/OugXY+nrB+xa+ouncbt8/eheS3+kW+HTyNJfaQY78Wud41r8iZ/GxZevmBbvLj+xVryQflJFKK6ln7gs7lb6mfLIFtIfuitGLln6QytGtovd8jPbRCz8obqjUcDCV2TOt4U/rA3UC1n4JVIW30L6JVMax/7ir2STLaTfLbf9p189IXm3wh/GJh8+qsicmXaApV8XpWh2yx+2NmomLH5VYsEQv/KKXYqfWKoBdciapFXcUZmK8yu1c1wHzhQxFllwMuddyy4AxpXoRgKysMs5BmYNiJH0YD1JcXEjSYpefcBW1zAJJHLVv3wqGlVASuLinslcgVvdXb9bsowwSmJivz3L6Hr5JH04LgVTsmsEivNFSjZVs8zEBeSFxFyFjALsl3fIXlXzxmxY6GWjBBRJC9kS+k2ElDL+IEhQaebHGSpSWw68rQ0qaOhiGMn6CGDiqP6INWBGtuOIUzIZ7HPCQH5AXmHiUZzxwNcOO2YoT3kqs9aVvqzRhwFJjnVBuwHwU7qnHcWmVPE0uabRc5iJQa4dbEGanBbFYeBmcJjbkdaDscphVs5WXEgEJotE8zFUD7zmsCwpQdMhuyB7Mz/lzsXwLYSmfv7rTz/0X/pOlUJ6XecZqSpTAZK881PaXz9Sdbib0Zl3UGyWmz99I1oFzNTPDFcBAfQzk88bztr7m5t968dxv1u8u+HPiy9R7aRuXNvlYluiB1P6WAiXkcGEyCyGuPTrtJn6zQLiorSZOX4iP+dIZMTxGTEtra4DXPhM6F8W9QBZxPQsA7e6u37dRzRutmYQwaGFdL18Fr+F68sI8+/bbjMLjSEXESJMMeKkv/4nhLaNikj4zPrzG10bQwnfWaJ/XwABHXpOPFWNalKMdU6YOVoqk+ZtJkx1JChv1vIHx01NpRvis9LQE7KgBLsCaDoIkApMEiOnEfnrCPUfD8qmzRv++8AeiEYwYK4t4TyBnkJlFiOkZaC8ynkTvf5GNEve+yInTlZsrs9HSmyM0+WlTCjM5B0aI9p87N7rRoEd+PJEO9GtVOQHXOCckyMUnGfvXvKbUq1dluhv8DT8KGOPw3O51OGmhrOV7GpCKWIB0oEaNP1x3YYm1GCgPJBUX2C+I8manaF4HIftZx6W4UBFGplGhdwS530HZpHtrQ7Yr2BXrxi3xuOl0w9vMEyNQef62CF4GzbnkNohpk36V++CpQwkUqhAG8gKp7NTT4s/kkrT7z2raFrzK5ifOV/82LOnUjnjVUVo+rSA9ROKWUTtfFSv9a8KD2IqVKiot8Io4ggCoAJSKEk4BbN2elXwpvm5NavDgSXRvN9E0utBWSOD4xoxPJU8UoNsB+6zkgnE47JV22L/qn6jZvLrJksVilNHUvRsr22+vpl8E7j3norBd2nU7mA6A/56usv+9h6U5JfBdU42uKcgO6GcyHyAnmOB48TvFud4ngFeGzpI4yaaNypSYeI550kfzNpC7n3d6LybdrQ4uo9Yv1g2IdLoXvjXVN67A91FWl1bY8gZo3/5fHwqPT5qkoEb3V297uNoWz3P0ZOArhdPgreyog6sSZmPTaa37uKwj8ZmYv3e1KjcdA6ixIX5Wxab3qjvh/O1yqgN/ohHx1RGxYCUuELcvtJHP9sIQBurweTug+jlB2jWjjMfFLmQPvrLpPGraN/KMQTDl01yuerisIuMjkMXzmtnguveyuaNWdBVF4yh1UzQqtzI/KyFyNpp5aA+V6z2NhLFvTVf3cVhnwcXpn+csGeK9JbFPAnY6voWQxbowZiJ94hUZJ7jZ6rXM3xK7EL1Zsh1RmIc/+z5mahCyOfgB7FE6lbnHYrs7Yvc1gzjO0ckTKVQZm8TN+E5PDsA94TLEYyXFd9ygM+kEJ/oYE/EzNCNk0Z3cdBFBk+Ejg7EtlZU+POU+ebI6y4OujwIHdyuEFYtijbxBKyaHFbJi8vzXPNhzlT3cNBFY+jRvZ+ZU6wRQXvbgDd0FwddHgD8qF44YmAazi0kvJ31a9Z71VDfHa7FXT4lpjpLH81oRqySEiD4VV5wjIUUk8Q0FpSt37FQ6i4O+8gGR4Jb+EYw7YGWhA0O3n6odBcHXbQTmuhfJoBvDu5xs8a5NdxYmlnztcNhF+X25MaqmzoXwRPEOha62gMz4EY+DcFxdu/uXQkHFdhZcGZ6rmoWM0GfBlkOjl/AjUdFxqGSY2wm45hSy2WHrQPfr2Ig2RwjWB0i1m1NUFWVKlrAF5X8pr17XHLaFYHqnxtWCkxpHogpo8o1vBgFjhZMypvon+eycylTBSp9jPycIuoeQQFgwly8BUYKblEU13q8+kcOHpk+D1sLV+n/anvRlRwdZaCNvVvkYCGHXja9o/1Nx7K1WJQK4oXojC+Tcv1GfFHAwGvXK30uNW7ouXQXh3109ioynyh/o3IuwwVSsFAQWBKPh6MEm36wgZxnez1PAi065AXQJcnF+rT9/0NRw9Eb1QcKSb4QUS+RyFS3Cthq/VmIqnXqdHUTNNBdHPaRzyITtWSu/O4XYtbsJqLFPl0IrVbNGFWXJMAy7Wu+X+pARZuzOaE77hvL+/M4uTQZdteDFQk3vop8VyYJw5NhEQ07yEDrrTzIqjBFn7RaXxoRtyZgea0FIgcR3yGgVTcgowhISozQyETOJq2uLrlCnq1k+1ADIZ67ho5qkgbCinMOeVZ1q4Ct1schYi30tDGas2dqzjKfJkmfeZysnErlNnycKR3cbyG29c+/fv/p9x9/eQ1ISbWhczESzjo35StUG4LQzed/fYmq6s8LZjn87SdCPo93/vaNoJDHoFC4udk35g1sIoK+e0qoDCd+3A163tiVknHH78c9nxYrK6Stup2nd6AxsOoGe3pLwdQzFyn1rJA66Q5w5yw8fugWJ6ijnuF0+CGZul55gEZXl3Ymb+Oi1nAgx1AmL6tudHflow+GCSNnXKo5epbO9eJZ7hYPXMKyfK5ZCIxMCAy7faxY8nSXaRJVeZuZ40JexkhEtvJNT104UMqRs0GYA0SGHjjyvvdGKBiu6BW5pFZ+sZReqvTqp9F2s0NNUAVokeiLDr5aZebiD8Ukf65IsU70rbbeXAgsrH9ZbBq0y/QkA7cKF8uH/VI9XoXmTVWweCqCsu/waCRvJVKYc2IhkRI4wY5FUuAa2sqjVIp5L+QxkvS24lCN7kmjNJTG5rjDA57tYoBK/5xKOW1rY35a9bGLn6Ti/W7fIY1TIADIPfRlrEIoAU7BvmOaHN6cRIi4ucmtd2BAtx8NH8mJvHJoF4ypD7Th41JDJlxzb4SpFqtM5gipFuDLO7BcL3VYpP7GRPPF1Jz+eCL7a2Tv2WBCYRy4VVbCobM0H5uCgVAGYKBY4QAfAi8+L89ICooj/aQ/4c0c2VPyZC5UuShRncbRCLUj4gXvgxtO6L774DxLJ8ffzfa5QRkdcEahNkLteTOQnEO6KElgIulIWgU9VTU6r82wyWM9CLRTOByhjpaEqj0M7ike0fXvw9ipUeINqBGc7fIdxD/I5KHAQwKUICoHwYSpRAsPt1/zOxafSO7xgRLxMH6iD7w24tjygSr0DIiO8aK5hNygpZoxT5deKrY35BEaWt+b9g7zSuuOm8JzhavaCHkzAlAgP8dFGP0qmcs+7CEyRVzkArFFklD8PGWYOznq1sPwzswrGrrd400yvg+7pGqgXM9RVw+uyUjHrVCBJd1IXQ02m2IkKvXiiBliZPEgqq1x9flGfADSan26CnIdvLnDKDJqdBjFteBqTxuFdoFPGW8S8nc70qYzk2UkLhGWkZB6IRKMDWQBs2mCTRSJfwk0PLJP5MPUqO8ocBaVTcEKivODuPpcHenY0kcz2US47kPjes6MnBqRBZtJJ5I+FxwVwQj8OnpOdVarD9jo6rIMFGX0nOnsDyJNG5NkbhQkbtouX/dxvLGeZ+lZSJfLZ+l/A8GHf/n46fu//vzzHz5P9Qw+HHPTX4MP7nDTmfwVkmnQbe2+IOnEaXQ8IQIR3hsmuONtD/DTJ4jl+dk0d/3sd6jdcUduivFGhIA2pN3ckOfFB3LGWfhkhuETAYLcYeJrRmKmW+zg2p+jSghNvdLO0Rjodw83XiXv7EhpZI8D+Q8b+S8HP7ShIN7YP9PPTup4VwMfc0IWebdYLoaA4A51cTE6xDnnuajZscka75NDVWpRKqcGgqSo6/hX0bwxj3Wwk9lJAJU4KaNQip2Gr7rolXKNBdlbISKPAZwxh09cJCkSX3LjGlNZUuRV0gZ5YI4Xw7dVE4I8BrD8uv2do2XxlPjHvt4m4/JIVZUQR0p+/0bhrolnFQUc0RxJCm2eu5Ypq6DYeVW7pVnbElUZqNfLJpj+10hckt4U2wC7Ps7PZRNZNqArcANlsyq6y5jWur1zXBBMrsLOwbUzHgJQqmsgeTVi4q2YYWDhJ2vewCFVCoFMFetBJ7J/y2SgUDON4BzLzUIW3zgbJjdMwaQsuW6vQ3dU3lNQyCpiXVEufvp0VMgacy/6HdWs9VYhdb7V4c4KvwmD4pcfljR2Ya532hTHPDW/QYJ+/oImxb1fvkNjh5bQswyKd/7uVi/H371PF/jGn/7qlZH6m4wMlGEHSnHEkiR99A2DzLy9I2p8mVHbfUZ26oXuIzhKxH3oWUr2A8YT9fIDtrpy3hXSUhIz96l0hTl+YeKfRFnC2/XrPo53VgYjTFKg9KTF+ln+xgPVJJz/+gcPuSMLe6GC3qAu0Tn7g1yftWLymPD1KV+4lZmgOly0X7ku0bLyxBM8WqHu4Al2oVuJwWUnw+s+Mj6SFPVWCBsetWcbjY+haGm1fpzJHzFgKKZaqH3mDvvoYENGc8xRTrZupdR4mxRM9VFRWIy1eELdjyR6ZAVzRNKfpxthfcDiJExTKPYdzzpSceSDUOFda6zgnU3imJgSVq3kA7dR9LqPm308OueDWMbn+JXHj1TgOlVIZaUNgzro1GGxYVgCRfro6xe5S+KBOUONwEgRxQW+qP11Z12WinFxahI28jUh8lXQz/OhO4hwMb/AlzRAkHAwJpvTVYgscEp04yJHnvgNBhM8Z/kSv8FsdTW+qNFq/IQh5kKOlW7tYdRStzqXP72K15il2cdhHxm/UrETn4iNo7fyOH4CTtEVZgrHz5Sb5hMxvIaKQWO/yPCultXqAuY/xrqpiOy8BIYlyIq0OM4Jb4S89AEeSndQkDsdOy4Ogmmng3aLyTAiH9YsYcAwF2/7rRKxYcRCcJZIvC0jERw+FGkjX64NwYpULi4Gcr8yi7NyTMjCEag2icOuNHGC9R3M70dhzd6IeILo3djSb1ZSjKLUw5xuZ6YgiFRvohLzjDS6xJJBbp23sGcK7fTaPJ3R58sD5UCJCUJ2KgfqgMUNZlFUOulEhR39gco1lJ2NcPEesK2Fki2CqEKiT5kizaQ6jlfcPw7sOJ9vZJPDDZLJTyeK6SWIDUDfzmR9HpfJ4xXpNpqe6uGwiwhVdD+FQmiwt5HLV40b0H5QVZROYAjEGcKa+aBu4ZwF1Myl1dX4ifQ2/ctykAhqnYnzLjK9lWD6rsYvlMOkcIBqfESr+rCqKnuAx3rLVpU9HW/10GnuIHghwwtIvx3EKTKZw67CVIEWz5xumtZ9jo1WZGvEdhjNZAftEBVuRoNMYdHBmbnOrSEdvds8Hn2lyLBykG7X9wyPAtA4NaZQJ43+m3Jevx72H05tTPLRz3RcoXT7+s7reDcX8j0ZuTfzT9/lvb7ptX27+/qmy/3NYJgz9vWUhFlk270pwzc73e8imp7mG5dyxTOMeuyqulR6ZPtHhgmbjcuKuET6eAuc1xPtuhwBkxwsXM2BtDJvakxTWYBwkMfTwT7URPw9Y7cQFqFahZty0H0EhollvfQUxaCO/NzOtZ/jzyoqN3crYKbtrkM8XownctE+bAx03cVhH021Q8UtOGoyXPFwMuMualIL+TlHH6z3U4T3yfMsA7cKF+sHfEdBhq+I6v1iwkhBFTlJRC9ropbp/CZQFjcUtJFcX0RAG6lQjp5c4FbhYtlEG4O6Wtj4YxezlT56wpiMMXxKSOJUKZlGWl2rthgO1L8sytzE+MjBIgBaoIro0S6koHvMDsmAriw6HCY2hzuEZqXzcPtxW701EXXcg3g3qLdNTCMEselWl7e15SSn3OjBTL6rDIzOP+kjJ7BJKE9cxZiOpFvdfmwaBQlVxVl1tWIlESfOMZXMS3TqZRPCaZxepH/5HD8SD7KTTJA5vmp1d/2jD3yBemflC0zgqtZSul4/y986PkiQXjJkzxLtNSTj5bZBfFYOvzcsHJdV+afzWTjIRTbq4TJOMRoP/4FVkvJhuiqJymBElIzr7NFQaFg9FQz1hqnV1e/Y8xP6wLQRqm4ajHb2Xya9rFK0U1pdXY2bw2HCXxP6cQuWXFpQlEW4maSP3EyOQJLFs4/cUer7oIUzh3fE6DYI5XH4QFzZOTOVPmvhecdBrfgfFJU/enSrSib1PMvAre4uv1EIb/Bywuhqjp5FdL16Fv435er5fz52C/nvE/5hfi7nlXQ6e6Sk3ld39nz+19MdPXfxc9vffZztjO89I+UJWei+UAGhu1vx7bh4vjr4MWIMx+3KqqeDnfiBc6ml1sBUtY6Z5q4yd7HoYNmhq1SX6cZn6Byy5R6E+1MrD9DmGg+S4C05CPQZD4oeyfwCt7m5bN3F8X56nqFn2VyunIQOz37FZIqRnGCapLoirDyFmBsxuJaRv0o4eTUzKcQYpNXV+AfxI+hfPp+5SuxktRJ79qi8h+Pv1l8YlFA54WKAL+GwtIOIYcpB9GjS6krL5MI0+pdFySEts1GRkK6xIr3Hbvk5UAR9If7siN5kIf7UaPid9FN+QU7thfRTZPJvln6/cNxbl58Ys7qQfmyUbr+Q/iLQu5W+cisa0u+3hYdrciH96IhuYLv+0PjrY/GHwl8fiz8kSgncyj8InNqQ/0AWb8XvVULe3eV7IvtaSH/A37DQN0tfcxLclb6nGrQL4XfLFXT+hewHzOetN58T88aQvQuEBVvI3jkefyf7Rnu/uPc5JW/x4XPm127tkTkjF4KXDNRruR/f2TI3fRZ1x11ERIqNiw9GIkxrzKCfSD6tbKhQCvmOWiaDvFHdjt6IfEeOooPS6up0MqZX//J5OjO/y5liMJpQ7e7qB4AXHka9reKVxZuxcdXNcTcgb9RW9IkwtQvZDyHx+Cj8cTXi+Lv19zsXFYOF+PX9fS3/kOhl2so/FC7LxfLX79e1/CMXNtquf7y5vP9IIx3FR3gt/lgIhrQVf2z0MC7Enxwh8FbffkC9bLt6rXFdS39ob8iaxtJPTcKOd6WfnWg819LPgQB4C+l3rZjG361/6Nt4+/DXP3R3XD+Lv6jMpLviL7h4ln1hkPZC9oti5PuLv1KxioXwh+GGZ5+FXz2PvxP+MDZ5fPJEZzIKFsKvjJjerr8dlJa++PSbJ1f0QvjKb3kpfOKQSY+Riq0eqadyrUiOZcGGLTTJBV6CtClyOsyD8KrlnBQv1752h/4ZEG6he/2g2iK1EJvdcdoAy63V98XryxihvtwCCYvh2kg5jXl66me0UBK/5jXkKbNFWi2nmzwyXVCHhT2LwXFP2Nn+tGE1QBfJ9RWIW9XFDc+8J457ZT0o1LaHY+gCxbYHZz3GlncOz9DI4+gks3qqDFxxyjlCrQdFsSHjFyNg51WFsqmc2fnF/qBgvOeLxh+UN6XqHiq2PUqcOkwuXN3jddMPi8z/QLDDW5sHkwhmMZ23dpiEO9f7jWZfEfz23G8vxSdUiBO2O1Hq1Wx0NXqV68rR70rkHRV6PcXArcJ67ZC7qjrc2txRr+If7NAVFIs7lc7HW9tXmyYpHUjc9uYOmyWnRKmHb+5gfkILqb2xfUA8DggtIEZDXrd1h4acOcMDYF5ykQuABk5gGCQKoEqHgyrEJkUeELDV+sn34h256LBwiU9QmuOpnG9+IvSpb/zoJzL9+qsQbZe86nNeHVlyW2R8RJ/6TOzsw/aBDRsIO+OMDrX68chBKb5N8/6RWaCdrkvGf6i9O6m8roEUlIaOqb21ERD2wAtea7VTuXxUa3872ET/wz/9+P2Hn/4OnxhT/GEe3dNy+QaSZD7/6wskyJwPzVMSZAjh8KUyZMLNWb8RO3F3m/fYCZhvPg3IL1Oqzt+c9xuBGccEP309bAbA9QNRqHLRFkRGJOIB9QcR9Qw+PtRDDyLqCbtsAd3n/FOTajCeJnnOqLJnHx+3unPrc8BT/6wYhEjwrWcYuNXdtTsmOA+BKvTpWXqW0MXiSe6Pp2RSugg03ipdvm3OufBo3AQmQYFc+MAVtyCgNYxq01t20JiI5j5IU+mNMPPkEIrOgI3WiF5VRuaiAwmfvCN6IuIMqCh79uvpVmG2iqZqovu42QezynsrJGMb/Cp49hUiI8xWydDUJOVGiCDsA+UIRRU8uYEdGcujSgrOlmtZ+g2GS3WRwdHxJlwPanAXcHAk2N2wxXIVTf84rJAWTc8vl5V2zGbhgJ8aa9GLx+11HDQnyfFb+CYPVK2iFXJPBuLT7o0wRimtrtMLME9P/7J4xZG/1c+EzAeEPLtHq/k96z4SNsVsqkqJm8N5g9lUwjCuaI+sUi6V2ChDNh2EeojPf4l1w6k15o6MOZXoGxcbHCvBKBcbHLGW040NHh4AT+PPYyCIqQoojcUBk1bX55uHr3BhtrIcHgVcyJ8d8WkDATvUWqMHbodFEkODu2P0AXkNKhGkG+ViTwcGbUkBgFIIkRjbrtfGjZ1dQr4F9KNQh0WmngfpOVXNXh1e+DyZ3XCRPpNetlcDOlHIh6Nn+KgfqSTLuezwjl19aGwl7LiDCpuZoSynoLaf/1KAihXaR/SjHKYbyFFlq2oCm1xDrgl3mGFO75DEqMJlAO0Vhka0OePz7Y80rMBkPx/ra/j72ZiQ8gnK71uErpJAeHOAhDPaDFBe3vb7DcOL9u9Hj9HTzQAxYu3WzQAZvdG7AZpEVO4MkJRqd2uAFDCmtxlAXSj3BlBQizsDZGK53QzAHQ5IYLAAim9su8EyIukic/9lMrszUWzom/LUteGq/G0cs//684///nleZxab3Il/nc/8+UV8fcqi8AVLeJWbTtMbHln4op9awetLce73IwlX6fO8snSj3NzpO/uBW+1uuqgfnbL/iOt01I0EvSG/mPfIiCfCRTK7CMgkE8RlhHgwYyKTTTDsRxvkkql+lW+k1epJKuctAtcjMdpLqyuETxOuSse/rJCR4DzWswzc6u76dR/HO+t5lp6EdL18Er5VyyhjLdWQN7SWuovDPgpUDDsXJYIoiGrM9Or6nRVqb1jI1AWbuDVIdsbrdgGtMDz0SBpk2CluoYlayAiHVF0b1duhZ9Y5C7aw+nmr3LlHP5k4Vq8sgQqemgRVZxchEozBD2wHxuBfwHLtBiClJZEbcOT12478x4FLI78nePFrINZT8OJLiyvfMCjqCPkkYyy8qX0E06TWDSOb6uGwizhSIt3y1SEDqZ/Vq6cAygYBMhRK/zh6EYpg9cZgyeWR8/w4um4UoNHaImhQQD3bSrhSKc97wiZ8u3NtfgPsEEObRnhDkzyWV4V6FLP57QpYPVOhbvDjrd788TtVcZET4Yk6df5yFBHrF22/2zdmfaBNfF7ST1Gr0RaY/umvp1c7IhHsqpXNuywKiVasie+IkmEdR+Yb5RD4sIvlvGDOy4BPP46tZ3jqalya1DHjorS6uvEdYXP1L8t7g9l+apKBG91dvO7jeFe9TBIpSDMVhl0sn0Vv1XGMWOUwHJtAceLp+0bvZQpU0sIvk9XOZ16BSixXODFqG5qvMKZOpdqOsEbKwszE1sd1TSqZmsqzNb8RWwMqVLO0UQ5YfYENbZSZ3SjqhhVCKLAAgZ4EFUtBnSiSVTTFZdkG9QVejG6+RtPi78c3oOswEGumi7gZgavtusQwk2IWW1Alek6FzJu6LhXAbf5MFbin77c4tU9B0BTQNFuZcHixNDC+2+qmEk0kV4pSsVQOPue5FfhsK1Utahkc01wVZZFiikQ5QTkExcjCGguDrxC07N5qU5vroAxb6aOpJ5D+elRfw/E5wTg387PxFUOFzQOB4YKsAvmcWqJgvM71VvgPru9XwSwdBcXtjPD4Ai90k8I2KruKEuIzZXch62o/8hbUSxcambvb7Hv7IDdZZju6t8IE4lyotPCo74PSLSaUJ3hM9AgVqidSZAp8IGFmAVw9uoFSlINkbc+3KZEjcAQiQWfRb758Ula1uN/KKPzpDz//+OHzTF+NOcVoe2Le21lS42sYhWCjzJDPt8sXiA/U8XK3mMUN46dSjOXLUAbe5zm8FWMhe/BuisFb0wBuzvmGdYyI+ttTfpqRqT6089Yyk3m4vaGqP4p7FAE0tMrHxhFj4mYYIaBN4PKGxDsyB7ljsyAyO8RA4SDHn2ol2F47KV33mcoU6oyRC3ckpiYJXHxsx0xyICYvkV0yYM3omBV7MHCjuyvXfRzvqacpehbP9dJZ8Ma5KRnt5JhMPuykFPR3duhbbcNh4qOp4nFBuw6bGY0Y1GYJpLUGSZR22Ee7NuC8jLJlGHSTRvLxWCkUqsPrIUwbwKnqcX5Y5QWURr2i83A3yozRWxWw1XK2fKCow4KpBUvH6KmcszsIIKtWFbhRuNgtwMdyYRcUx4Lskwq7KDl7XpXnIxN4u8LVYbTufdKDMgK+F1efh+nnTOkuQTJQxaZYXH5oBGVMDKYijoCwpA4LDjHkNtVTETQ8ljsZq0J+w8RGkA2Q1z1eL7SZbn49YQcP67gE0Q+auMC3JxJ4vV8BW62tNqqhRR0WlCM8XySN18dG5ouk8bpVuNgvMou3J9hy9FbybKWNp0p3kQ+AHL2F8hH6scPCTClTBpW0Wq+XvLfUgb7YSJqansopoID5PHpVgRqFi+0icoXHoPcI/NqqVcCgdz8nWMVJL+nccEcRGL1XAVuttQ1CSVAHOg6F0kP0VDwfGs/LCtwqXOwXYWe359fS3/g+3R1/3eX6+BcpfW4c/5KEA+ve8c8BkQG70589qQeL058dEaktjr9ude/86x43PwDd5foL0Mu6/gLUdt37ALREbn4AWtTXH4A+NtcfQFm8V/YHcOcEW/e/qh7/+S8j9rMDH6L+Jn30gaJwBXHb60YzRpZsLjbVZULIEbynp3gaf2RJ6KUHaHTtbsUglCPNNR1cSokSu3SjmyvXXRztqOcZehaOsXQS+zfg6v3fP/y9NMy//vjxD8Rykuf3/5t4fB++mS/HcpKfhwCCXz6e6Dkl/pSJfvkyUJrj5q/f8aAW2vKv7kIdFLqATZ1V7a4v4QiXQUgUOO2PJOY29l/2/EiiVRcQfEvXMBfRHBmtqFV4pvDIzI91UM2G4Tix0SaFeAkGSRWCMuIq7buAVTuCaJgBsKMwSYG0wHAQP1cfH71EIVBStBZ/uJK/VUKwIAei36WUF0J5eRLeIOVCgqzHicdMpMqHNez42kBzkFDZBazZ07sNqObdWo/tOilYnSSCeuplmIftyiZQLz0c9tBVHSLi6PJExigsGXIyFJufr2CagZ/pcusOGXEIYW7B2kmSCb+z+2D6LyKVe++TwEvZzz16DUIjr864w5D3pNm8Jx63JB+byo8jDIFuDinFoIhaEGkx8P+IOPJM1ZnOYM01ErOymwXNIJdWdluBCM+AA7LfwspU0Zz+r4ekQVISZcmCFhCjWSZY36CzQzbCe0NpJWpO0zdAPJURERuLZxXZeaLUjZjP2kGUM5ErknRLxYHQpdXalnMS0psdzENSApYnnT00RzzWBxj+dvA86lbiPrK4WHWPiw6LOlsBtzdS3ljh+p6RSc+KF0tHvHNmdlTEW2vABW0yHkCVxk3SiA5uT+sU4TiD+x0xsBPgpqhKiCkcXzrLsQXB8LDL6CtE9x8DYZ8HQwncNqMVXM/9msQi7rPRtVWPPv9R+B0rXWQqmDdeIlanEr4OeROg7H3wsu99SJ3MVFA8cG66vqdk/I06m4gMP0QutRGwBFZv5OCuT47qvAQ8tvD8V8w8CbZTb5Ak+4cOrtleQE8JzMksOr89vt+Cc+LjH7li7flkS67/+WJ/eZ9EfHw7nuiUgETOez98B4P2zlz8O06D96Y73XAZ4KzdM10p4V17/R721bvUrre8KPld036aCyVALeG0caYOHDOitxJRgAYOYi68qbrVtBftGEfgoFkgPUjPcW2AB7CFbetb/EMXBVe88CaK5zrC+6IbyWptQI3qoiIGyHWr5udZJBdLZklbBFsZ+S9d3pmBhQok9iEzWvKZMhRcJEu+dzzA6e+msbiG12BeTd83u/5JoYptvQvmB2RC5o2sOq4WSHP1hhpxQDp4yJvkCySNLUxUSzGkbucztWdjZ4DFTECbGqfn7kqtxyqV0VHxAndQSZl40PEdlK1M6RcMq+XOmbUJMpDgK29cV7rLdBg+LnY0wZJ7jNXTrZRZs4PVYqWIrlbhXTFcXBhdrJTo1RVbDC9Kq6vxhcVVjV9h/HQQtUlb1CQ9Zs6NWr+3qL0CCttn8NMsuFjQqeozoWF1K/HE4wWlWwVp9dbhE9VZHxW0kIpmense4AWYMow+oYXliPez/mXx2CCPuldpUyoQEWn5VnWuO1+X8XEKZYdKE7TRfJys54ls11MAugUiLvcUgG4I3F8MziX5In4a5NMe3w8CTV/gypY21+5YDLjo35VnbFqmci95fDEIFdKijSFGqpNu4zs79SuAYHcBvZGQhYl9RRzJ5/OXeH2VUC9BKloHbHSNakWUkP5hcfZgIlljB0xkRqlxtLaVVvHaDwyi5KJ14/gHGh/jic2bqKpB40llzapxIAITqWfzFR/EUKAeNQix0IkITD/EPMKjrC56dz0p7bpVwFZXTiHP3l27yFOlmHRMREQeK71EkWOygiLX7uhiA2QcVcrWv6xQV6Cqxzj5wgM3kv067HK5XPkwSuLyHN7JQThFWClgoxiuVWUBK3EgKJbwKXPL69f/N5AHD2PPPJCU++syRfB8QT4sx6m/ni4otzMWPJeiXozuuBR5XxXCLnWrgK3Wm7V/qL8NjySxJUlVzd++GNTzHIfHF3QcApbimY7DxyfjmfSgXy519Xgp8NvHXXDXHcdhe98ReZrjMFP6Wz0r/11ZHEk4vx10eUA+gYGqy9AGbiU+IvuV033Oi7Ax8itRYW5FvjzHV4sP2MoIOcP4+pfPGG4m36WeZeBWd9c/+uAzxAV+9Sw9Cel6+SR8w3ob1QEfTk6KL6aG0A4CzQ2dBURXG76gI0YOCsIgQkSyhp0btlaqNBwKlWburdBUH+AaOLm1UU2E0DZcL80Rm1F0xFrbLSUEyseDGY0SJUqFHbhDWcqK3wsLY7eDMuEGIAwUxFoIlIW1FGj7E+ZMD3ov3H2BiivOYtp9R+q89xsqqeqJDGUwjiGZ1IKfK/PqI9GL+WZiL+pBDFHRrDUyoCKPj5r3dubGgZkMo8CQ+T2WY+U7IhrlJsdGDsQBW5IVIFdArHYqUWbUwahwh09JFFoYiQxhQkEOTEbcXuwiV6kJB7B8kJS6xYT8MXImn6erPOYNr1pyAsgRtFWAI5kUv4q4fxsa/W2RF25lpvbBAfSYvI0/8wgn63+xnLmaxW6O+egcBO8v5Tb2Z6xaHRyolP2KtXjMsryBZ4cAdhd0IO2oj2BZlcVh+mzNYDdTwrujKSXDt1bE63dFmgUdPKYIVtu5UxLq03mW+bq63OLjGnI06eHGrre3LFpXMpJnynDf7HUTQ7FhqeddElxm3WLgYNENXyg7KSuYVZA/IVq2mgJImT7Nw/7SJFhzereyWeKatyRGk2GZP4QRM7SfI8/gU97DwjkFKmamMksL7OGodGY+B/2yQQxgCkSGV7jeYhLAuaFa8xkyjuACr2JN3cG8AdgwCr4iL+TcRRUVQK9QgTOxwGhjKvxguUdSSnSIRXaIHeTudDvuwkHcCK+3Y+5CX5kv9iTil+HZmtgtfXRBZVq21PMU1wiWxcJvl0uLyhKeT75NXxiZL6/rEghzHch1/zjtGJkRUMKMykccTJlFcqEGLqU44hfMYkqsTX6+/ae+5zdYluio7nI4CN0+HN04vKfiF70VeaixvsCNsilB2PtVgIAInrm2QWyEjw7Hjrol0RfjuWxKJJTtcE5jfIIqM7Ydc2aZI83P9aBkpJEmg5/rwVSnnAAzgEF6eIoOpMf3rn+aNiQ6ZAY+Vea58eTun0UGlbcfK+y4uCnSMkhg8GaNdLMOvzxmO6f57eo7Bi52VzY86P4QLVOQYBhLUoXm5/iF8vtGTimyu5UNwZqrlP3jJawpLwuFg0fmIoy/4jsO1mkB8PXUQdaxcYDDRjtOFVFVjsWiM+v7AL7+4uwqJlR+s2GmF8yfNI1m24F9xbCE5u0qlxEjbcPLYn2tB9JvD7vO6hCxTlDvYBF8D3Df4wglm7lUvkAsJ1fzvqEJ5cNM0Buwq8cFBHMBiREWzjSIUkSTqzaz9tId7eJNCqxgkK5OegOjK9o5Ehg7ibalra+0qXvY9dcXt+DQV0Bh0PereIz9/hYOO/r7UZMI6Y0LZVl7L2la5/jCCzfHD6QvpR1uOYmGdw4vYXYV8UaXaVe0UFvs9zK6TGM0k2xvnKBvIuj886dfvh9D9b/+v58+fPzx85SlWs/5nQpNx1cLPwegznxeSgxll9xnvNj+OPzy80Lb8Ao9NSXmy1KAVJz5qfY9IwQNFZzfMvWnhaFDRXyYQ9cvWTOeSFWlj1gzjMd0B5szqtXprtnQNOou0wGA1dE8+aowg6USRNp09AxiDBgVfD0jpIfmI8K7dJuby9VdHO+j5+l5lsn1oknaEGpuyFMjxU/W/l8vBIGvHfyLoQWXKvbWq+yOHe9ZJeUgcjS7NKLX6K0wh2NBPCutrgKaql6B41+WcDZmFQ3+aBxf7W+42OBHiYCNVDf51ZDr0j8MtGUj4wILGf7uoOQrabXWxMUf+bd3dvB+Y6zrLmK/ZojjBS6c5cTbob4NDG1Lq+ubEMHD+pflJkQeBD3LwK3CxfqJkRR4EEatWCsumIiiu2x2OBXCAg/93z+uMFXCAkvqknBswvlxG69ZKkhIGqaHTFUYmYFFEfdkoz+HjsRuKIbi5d4+Hl5nmtrcHgvakChSekuHSpU2q2k393sYYLkum6nyLWO6tcdUecK1VLoIR7VbsJIawYoG1gBeplHMB400DxmKCzKpAMP3A4IZY6NKEaMY0FUmKSj6hFjb5VHgEWLyCxAWZrGEhqXDa5YUAnELzzwb9Woh5iFsQPKjkO/j6PqHz0ezkl8zModkKYTBkjSKdRQzY6maUe3qLe3b9NdfY1owiDhqP8FjlyPBnEY9MWbQQZeBtLrGtETQSvQvS8QS+ZP1LAO3Chfrh/ukoNo1kADWaxvRlNx1IL7v4swU4lCRVIiciYtkIGSxGag8fM8bfdF9D/GLDoUojkempDV8iJwK1YiMZdxLmOWmCMUkJoTces3O1PEHVuEq/jxSNzvkqZmuPX0ZayY8xuV3rVsETycFDzIx9LaMV9xwlGMuVSXD0DlKhJFWVzcsAYT1D59XHGdyZVRVOG5ES0eXKBSFH15qSxKEP8+27587RG/yqBUAaI3oiAVuguY5mT7q4/2N2WL5BnyJ/8fvx7//5eMvPyyqfp+Gz//IdL/tLrPtjRwZ98UKfr8z+WbvinvXLv9Wxdcef/arJ66khsz6o7alDdLzotU67KOpAioon1nUGs2sz5SWzh5/QWnpyYods/QwvqMEzcaVCJytViSJ38/RHXosk6qW43mKgVvdXXxKlLqvt5WhdHP8RozNq9Wj8HdV+hoarmSpJGQ9UZewSmdFrFLj+nbT9yjwsrrLfvZEFTlKQsFZDZ7SfEqlNCPdSsa3603rPjI+AjBGWjec1W6VYZ5R8PStSKu1HeEwvF2wQvUi/RhdRNJHZz/j+R5mJJ4vT+d74LTt7GtPdab6CSJ2CGYEL1FykMJcPpJT9FbZYlxIsvrXDwL9LDfMjN7HoZkRiWkmJ6ybphvJfbAhRI5UyGIocDw81o8cJjuOnwgMl5F9d0HIjBzg0kffhxg+ioxF1LeLJH9Y1Zzv3EcWkVcBuMjtGqK3G7poOvbGDNw/1uE20PVNJVMH12l5f2NnszbzVN7c4fayR9rdQ8/hiDc/aR8pJDoggmD5emYx8VHyAAO3Ov+UdwQ5zGLiJbCmUNEB7uDhpoeQlFq9+DIseA/uVkKG7wW8BesW1VWdS1QGHdWFGrmPeP+5zV4N7CIqo47qaDkOGqlJBm4Ubi5e9zlXz+h5x7f/qMeH4yfJ6w2zlbcugyR8gbODRcfSdws72By9LhO9ejAreTJFfnLw5C44mUrFPYQN9Fz2KhGXt251W4Ce67AdRI/jEmV+ZOXKNM7vbHV912C2TmYn6Sh5jPbEQcmTutXV+uFrr5gqGA7AlNKDv8h2FSIUBZ9ADlDPzHa61d3LUfeRPTzBN3N8NUuF8sbCurxh3gTA834Zr6LK935PY36mvhnX2u/++OEv6Fpzx2TuPF1r8tF8ddfajBY8wbsGQPBjvsRPoVyB3z4fhadQNRPlir858Rtwt/bumT/Nd1UzKc91F2UWpgaFMUF+vMbXfX/C8fbQrWb2jn3b6y5nlIxYSfUc13A3vfA7cLfqEHsBaLduvCNsKBLVo250c726i2hMBzwWanqeZXK9ZpI25B8fWPO+b79lZNSI1j91WKDH0F0ifTQOAHPReitka9OtBMhgYbt1j9cO3izRVNvLpj0tsCHdiHTRZCdM1omwnapy0sTgt2A7CwG+uQMJ0LIUXx5v+n56o6UbV0r5iRtyP93FYR+dCYG4jb4OVPYcOkNbfDFcW94j12SboKIrjcTRZtpFgj3XH5E+sjxHhrNSHlSxKWRCGRAhY8KPjpfSTPTcVtYms0Emv6ozixxpLoLXr6FucKm6izxeHvTcXCnKMlghMI3fkSNWWl1d3fEFT2ogFs6islHlLkAmV90qXCwfAtgFE01z2tglhRNjcyBCs5I5KuVnOrOiPZg4RBUWsgRM2Xyj4JdN9vHYPhzA9UE3sRSvUhTZSPNTlTEt1wmGEnSrgK2uIWfo6HbiLleMacRYl7hMWFgx1lkvly9YUl7KIFzfRogoVKUTtGsKqxgUprlWrc4JtxfbixiIy2QUGYADqScpM0IeDr36gK3WoZ+GVcp8MMmpR1Y9gV69CZKLkfyUOmNPIIdY1CI60g50K0ls8zZTsOpz/qlQLnyUgq5z/EYoyJipzN6Inhlf/P4NMFknqDJiwkyBBT59Gl1u9sHVchZj8pQA0FshJirZRM6OeH5tfkcXKMOmX3nIkuc4875Ojm/tmPUw23oGz66GTxIgPIefbPG/ipWBGadD3UUnkUOW4Vo3QXrviUK6LhNOEWdfmQJH621htjIzCRqyPGXT5X/nKH4Lrqef/vDzz5/6n373149/+hO6n7rgzntUkF3n/fs/ELKr3PvpO+THEX/8VJaeQX+Mrqd002f2VnTXiyt3PX03pn08voBPK5tGpd5uT/qOJy7TKblL2/w0V1xU7JZ6sDsRcsyftxpv2Dt5GgXwqRRWDvUtA3AHmr4ZgieNwY5ONeav6X0QvjQMf4QvOSIHG+Y+omHchrmhOVKhR54AaHhNWIwEbIaB8PG0IdKvbQr91kRks4NDEbNspJaeWj6qPKWSTSetrrFr6L4cxZXR5HGSWK7W/zh85lDTbHTlAUhUzXZ0gc3PHjdfWfuSrcfQMQ8w7wXSEAnKiydk0WBQKbR4KqHViLYiN1uDG/igQKvHwuWaP0wdfYwzNsmtENnbvHiD+wN8WUPB5+KKnlaPedqOw8Ib0fuK6V2LtXuVueyngBx8d8PmJMnbdt3Qi0nwAVX3TJDNclDttq7gYxXlsnN0OKaLyY0M50KOnCEecKlnMS/UsbeNWioQUjzhSVSVetl5xDZ7sYBkcCvvRHWYd9YmZVr4RxW6FZnw0DlfOEFnsVHVLuNSCIQ90g3hiGpRigcuwBFdHRLMrlokJ+HllOfTrA08vBwZ17v4QuoGsuKZNKBUqpanvmJZPH4hi9uhTILBa9AnLj4RRldfYLJ4qjq7uBorVCVbOCKQ/rJUwnTrC1yWj24XfhjKRM9ePUyelRIhF1eQUyxdUTgotXoY6waBol5cWX2A3dePtxexwru80Aq2wtfqhkifKlckiuj2WXqQ/lCKHC3frn9QPSF+pY8oZVxQTLDfD0ohI8TtC1ppm9fL14qrxCoibH/j+lylbAqXtEj4I5VnrRAEmJhYqjDECoIAM5NLse2PhPRubENsuG4hrlLNJykrLojXLybagZB9hxuRrmHHgZado+RMnjdMpgM92ML9444OwKIdaVu4kRlCOvJ3YPiDClLmwMQHbRNoW6QzDWYfONA54FsyKrmhupMp4WG8AuZtclD+wKgOuTCxcPiDfOg1oad0oAl38AKMIByMD2mi5ojeTeQ/laKMIW1ISYZXFqmMM8fUougn5/iF7zJGn4a6KeZSGrNfNXrK+pWIAQyhjFAhtQX3kcn8GDAlfNOhy/fx084F3qq3tl/FOFn1x9TC6ojdeFqTD0/bG62u8fQUGh15KocthFjcLKXc5WVvoFeNVvZNQKV9RhdULJxskfI2wMcwOHwWq9+lFqLpo4rWKIO/wEWYF6lfh3yysnz7Ho5FsuBk/VibMSqUvBof9Dr90IlErJfuxtO4qeLVHo23QSJkO9c8mtnSRRSJTGmskSlOdCuJ5zXz6tV9zhMwiQPm8PTqZWE6VDcvnfUD6rssgHNIoq5/WaEZMJopcwzc6O7idR/H2+p5kp5FdL18kj2lJPlHL3I/azbhj2dyssyJpK5x0nMhDl0dy5WP8zDl5VTZonP8SHQcmYLPmUuGJ/YFOsjyYz8HJojwxSR4pfOksHpYCIKYsp3u7Q7KBRsp2Jwfgq64cQMjiMRhtbdBZ20j6grqR4Na5HFwoRjUuaUOdMPosFh6rmZupepw0X5B+JPwAauUmB8a+qP6K4MAoVGF0NF07dTloJxYMjzWZQhR6K7U+8E+24ayssFGjXwiShtXJM+Yt9wHxzwmfT3I4rOhmd25UO6HpeqWq43DUtWT920Rlqqebs9FWGpo0m8NS40LHRQ1DksJ6M6IStXDLr+5CEqNLliBkYNS1VMFxkVQqu6yUxdBqerFtXEdlKoHAR1z5dKluwKUmUG+VUoH67AU7r4XYLyoqTi835T/TMymXj15CxIr6ZWBqcP7iMCiY+P9i4lgkIp2VselCi0f7fXhfI20/g3fQKaLpnoykYaHmA8/xoaG7znR+m3x+0rVf+rBZP6RHP9VgEza8+5o/dWUv/bpy/obKkIZ3SUDfYa4ssC45GOXrHqQt6YeRBJbUGuuQqshIRdeerYJ9VAX6OYyRlwCuUpGI4wJkv43hGPlPVLpkXa+tdeRKbyhGxX2ikSlq2Bc1/s0YXuXoSmUUGXk4UHxw5pf4HpaHZAMFQFXgSk8n6wIONGL1NIpoXfxfZzEn0ZkCnRlqVDyEJnCnc9MeLO4HvJGYdUXjywf+Yn0JeZFRnA9rK7HnZ2kL16RPnM4N3wcefmr1yFvUAP63ZHlI2BHv2FT+o+DL17G3bFf8HJVVr/18y1rT7D2lWKwE31xhJiQPg+BKdx7iUJZilGFcqurwBS+jJVLYyfJ1JD148u00gt37rt28P5ncuQP3RVfxkr2x0orxopYq8gUaiaVzGStu8v4mDGExk+tJnnp1oD4BvDD/+f3AzX5uz9+/DzVH6aETotEcMOvwvgKlWUQGHrcZW58D3b4ebVl+uNP4OF478fvgIf5x78MN+TT8L2DzzW966efhsAdHgtAL+cdd1cW6mXRXhYEzREejEGaAhdGYCdo2Q1fyZAOlIo/+P/tZHhN9RHm2beVpMQsAJwY5l9g2ZzH5gON3U7r/GpsLo/c1UxKCyvECKiqNGovFVaAQaGDp6dg6fYUdzzMhcLzSaqMqPB8gQkPHx7q8pGSWaTV8mVJGRMrR40dizudiK593piUI/D1uECfkMFqZFqB2iLEV4rwEPRVX0wy5YRpyKO96WdMjhKbfJF8QT9b4fHxDX1fyRPoLxwm8X9XSoEMZUS4rfVV5JsaqAVvdAiYdD4iiQaCP2DFx5gBb0HtkdDKQVwSZnTgjOKxIf1MBxV5Gn2Qw9IR83ykLPghbjhS8dh4R8dR5XKLBNyOXB46U9LAICDDDzZu9PBxqLnUC1HUHmSDBU+1MaJ6fMJsZRYxrQA6CNE80wPJ8fgJpg1gJ2TKNO/PB3oAB6frgtWEKbuoqHHdeED7C1LgQnYMGlFak0os9mBneEfBuBGjsIgTApaYi2UT6B7hO7hgY6MScz5hXCh5iuv7QmnC44hapgnmQQ8uUutCEb/Q65vVdtXYl3TY7OriHBEPq4tEsJPbjiZC4LsS8yJGIc7RYDCkc+I5Ctjqytk1q3TP0QuFIrpKgkDgzBbvCF1zfpANRPYHxQIW+UEjdA6PYWFf+PiqOFNhM35Cj6z+4XN49nXpScpFQDG/nezDQarkQvghUHYWCz8oj9Rd4YfK+Uks/f5cUciTpa9z2+9KfyT2M14Jpa94hg3pxyKVhO5KPzaCiy3Enw5i81qIP3mmXt6JP0WGZLD404LxhOU/6CLeKP7sKBCzEH/X+FFvXoh/4Nze+vEPYAt//ITDL3JByvafyrF2dyLcoO1KcBUqV5gL8aE05kMZCA44fq0QEDzNooJXdpk8Mgq/NVfmZyu0YhOFYbVVGObhejQLrbqV4kS7uiin5aw8oyiqyFwQiQpByV8UFYSdyFiIc69GYlNuBDQbNfowHuQoW0RaXT+RmC6hf1neyAO9wmqS5/iF7P3t6l3D+gt6V883SjIblVMcoRrjieRw2EbyiRSUheh9ocKPC9n7RhSA2+UHJ/fPtfT7G4kxEZb+eCMxHLWTvvKBGNLXSVjX0o/K9L+7/BhE/b0Wf0x0SS/Er/G5d8UfGzJPLqQ/vBU3vnymYNouf3h2MCTD0k+FGIoW4ucnciv9gdXmkD1KPwdePks/Jxp+t/pc0K+1kH1uHA9i2RcnPJd3ZT/yC/bCL4kso4Xwi6J5v33vV4IYL4SP0MmF5Puf3FtFXxlMvxB9LVTZfCF6nf9yd/HtYJgSC3/AuzkYTBC9RBVCSfiUpjZ7TAHa6qSeisM+GtOHXiOiUeXdKnmTgqbl4ORcYhFwJdNz8EhcB4vTIq2u4ejIQq9/+RysEhxdz/L6U9muX3+EDrb1HCkQjdoio3JxT2wlr2+ga8mry+xC8HxDbtetr95ruetr/Fru/D5sxa4fnmuxq/DEtdQXr+N29clRthVZzw1TzxZCXygGW6FrleNa6Fp9uZD6QivaLlzrW9di17rbtdgXWuFW7krdvBa71lyv5b7QibfL19r2hdy12n4t+IVBsBW8NjWuBe8aMbCj4BfG0Hbl2sy6Frw22a4FvzAGt4JvlHW0uuZ56Yvvnezg7eIjpUeQ1MkIXQj9+M4WuEXfxTrjNwAM+r8+/P/svduuJbmRJfg1eg047+RrYzANNLqBxlSh5jklZbUSlcoUdJlU/v04Fcdpttcijb5P7og8JdRjnCA3L0Yn7bJs2c/f/MfnaUqZ2OtiFFDQBZH65yETvFb0CjyQxx+/idi5A62p7/vpPRhIwBs41ksgQTjvl5bfQILF28J8GeKop3dDfrfb8BVVru4ofUTPPjhg5B8vodKoclD2m/ywwkp+ZwjHZPvE6d1c+6Nrw+gwjptSCsWRw1b/sgoLYrwkkMO4e9rRYb5b/6kf48tLZHITb7Ujngf1p5/pTytds1GkkAV/6sNoY6DgU+IY6W7hp26MTriJ4E9teC/32IjUayv3Uz3OoOVP5B4Tx8lY7qdCjBkB2+VH4itCsXdICe47iz2wwrUVe0iYuTsRe1Ch14XYO9IN42O7dYeDclAmYmeSronYfebrZid2H5lNgsXuPUU9JmLXUOG7y3eV2CRA7Kc2TFXlWOxOVcO8K3anQu5rubuDEFBELSDIhdvXHJn0E6lHDspOpE60dCR0TJMCFHDxm+rYkYCo0kVn1aNB4BEoxhtV3AaJ2rcfjaGDI1NT9ASIaXJGRqO1KYYoNfW71+AV4zJ6huuPY7v20wqtvPFUYjXQB1I85cr4RMiV4s10bVc+IRPw4GxfbVeiR6RUAtU5T+e6SPZTGHKnMNphY74GzOWted0kwR2PM22OigAdj7NskapBy6ASpfYbAxcJa5UhN5RLUjEac/67g+hjaHQuBvX47VesVTVBL1FotBAAviP0MDgVyUXvGlX4qR4AFCDTRmdwFIVYP6gZ3ReOUhuDI75RR/ldE+R6cRvUflcTcPiDGXkTFcApB4VUQiE9SlqtjpfQ22q8D9wZkR90PUvR48h5tFt/1xDRbciZ313bRLehJ8Kgrsfi+j0SmbO7GNVo/cuXGs3KnJ6lUuMnd7a5/lQ4SMHyT43st4n8e41o3P+d/LsaMYH7YTSX9fiJ/DNXN9uuPzPgZyL/wtXVJvI/7VfPb5Yt/24Z4xPE8u9WNo+P8i+Ng1S79deD6t9M5N9dDBiyYPn3+Omz8q8MOJvIvyopreXfJN/o9vqb56gFy/98Sclzz/JveUYIb9Vh0D3ezuOutnWfCghsUttaL0tZQNv9yn7DJ9clgXa3B2EVSWhZW0Da0bW0gCxuOMXKNZ5rq47lqWsAieqpkNgfp3JQD2WC1EPdaBhCmPqsBx+qWLRPZiII/ODe0XnP8F0cyAatmApWQ1MVPag2744dbFNo3kb2BPPHCPO6ZG+k8WSqWwwTpbtqb2j+HVX6OGEBfk87RBUcH2pjsfWESnrC2WcwX/vRCvUUf1CF9lgo/6armrZN6wXMKr4I5LHsmWNY+M5xhfhMeqIkb87zN5SS+jafXeJ+YN6ysw8SB4SDcuoiE1+GA2nWYrGKb6lybe9qnuomy5a9UNJFlCbSGVWq3zjtlOt6amQbSgTMj0hM6Okc3f9nK6Ss6R4GHD3vCklkMvL1L0uoOXgaP6E16sgZ1FdvDd+Tg3H5ioL9OvRMLtwFNHFAwugVuHonUX7MFNU/fA3f0P2ZKmWJBfYY9MWbt1DwlB6gt1WsNWTjQPfKxFRLdgUPuexkZLj8PCVFpEw8fKfBhUiytEtqj+x+1Bsqly8a9V02CG1hI01arY00VHr0L1+DeTKSJx98ipT82cVux3kyep1TJg7G00ZDDt8kxPY6zASjpx0FTiQTXf/wpeKx37tPEjyquVJCWJf+jk0d8cZ6X8VEm+w+nvseYmTh2xZaJAaexAyYJX+aXPaMIqyTT94avR4EMEnMf9NZzvCL58IYE5VbWq0ht4i21r+sVH68bzPlg3UPJ6C6zq9hQ6jsCHKbAmmWLciDLF/jYGm6lHCi0k8OEucnPA1IDJgOGLvROx+ZVaJFirXFkdi0GjyQa7ArMv5x/HMLMRUyFiLG061W41MtXuCn6++KoUZlKdhydcibrPrz00bvR8+XR7uBHfAhUVa9xtJer1zYaPVnHyR2CxPvD0cszscbqz31YlVg/fsG44OhJUXSxYS17+IaqbbBqUTBiZgY4B3cAh9jI3ZzMqAt+zsdgnOVs2nYEN02Ks90SArzPXY9Gt4UFZIUmgKTGGO/ht0WPI7XIL2QzM74GPNxblO7IVbyQDgph/J3/t6HYR2J87G7ukHgo9F8vkEQDIsOk/RhLDfQY5JYxSpTCTHHRZojo3Cl1UpTimJPOf5lgcTgheIiMbkUGh6qK8JhKnj6mkkFfp4eqCiN7ScUKAUW1+gs9EOJsThyvumTG+ZH16x4lHCpncnePsgcmZY+DwcZabGEc1n5T/Agu0/2zQP+obqrCt+I9bAQP/3ZCGNSsiDZaHIJw07BqWjIjIPt6VRUckYETpinkppA+BWlCOo10cPcIaqWB2pRTweAbywKoXfgRvKN2eCnRv4HNwlYNr5hHNuiB2UV0UGGo3Tj5H8A9PX//O7f+x/+xznYt3/9PN2Bwv78z5+urTuG1vLPgsG+yxK4/10gtXop/rq976dvoJgdXCBPYKRvTPyLortrfffU78C7ETt+e+ovg3fHjGi23ICBFi4c6tB2ITrdhaOc6qlF/iL0FXWSSrydDYWmIH7eNmUQzgR6zEEObL2IQI3CYncgc0Y6vHP7qYOlKAXFQPP5L8izNgmbYMauoyqwvsr9MX/OfSY2+mO9ylNFz3jVbSoXBSLgOGaFitEh66UOYOBGl5NwU99QdxnaWaKxiRGbuNC72ghOmQauYNgohxZ72/DKOaZud1JaaMw2Ucq4Y/5u3eqSc9xUltB9BPKFRoM7qA6no0pL7F85tSGTNVCsUmlvS5bAGJ15EnS7g0owxypesUCNRBV3xmRVh7f2GJXgm6H8sg6dGNROMsjERSZ9tDWNxPe+UFg9quracnisCd+4vIyrr7M/Zbs3Q7Ewc5qvPqnMu7r6SiCWd+PqqwEZnndXXy1kyfLV1w56Xfnq041uXn26y+rqawfVleWrr07edvPq60VEbGcXbVQmaKEL0zqw6LuqtFW6lbr6bEFF/nrCJ/h4aqPISb/6EClVCI0eExAgE9oIsjd7B1Mhauzri1zmogn1lLr9sNJAo0jHAQXgYbrSYVxmlpeCvppn22/vPt1lfff1VturLymM772r78blZVV+kzqK97RM7rBV8nWXtZKvzfuVln92Q6IJS8vPTgKSs9YTOSKMDVV9Leq1rq9b3VP2+dQ9LYentP0UEZLYccv27iS5VR32kQ3KVN0xUvxJNboek7DDNeRJIUzilE5UUEpABCq8iNGk0WilDVXYK2g/Q+p7mK3Dt+/UcpBzTy8pcKu7e6X7CDCioC6W6DnR8gy8+LA4KXCUbxytD+B3/F8//vXHP//2x2+62+XtzLx5DKOEG4X94Xohv7znEeiqvxz9w3W3vcL7+AXZH76Y9xF+19/c6DuOx0cF5a6X985uEM+Guzvv7Ya4d036Zf5GzWeLH+Ia8oIZGerjHWpoopCzCrMN3SIQwDOWTVJmU0AuQb0coNmcejvCvZSvbpgNXPFYWq0RT/jOxAniKrDdUAZObozvyA2xXX89kFlAb+xlBleuc9EIdNTZi3D4nfhLpEq0E/H3HJmt9MtB+Vjb1eeKzLoT4Xdo0lb2OVL8fiv7rKDga9ln9i1OZJ8q+SG2q0+F4AsT4adEWQYT4adA2T1b4SdHbt2J8NWfDOlHVeLo7vonOt5E/HHy7bH8oyNSk638e8RjL/9QxDpcyz8kol/frj8EQjtO5N8dcxhaZ/n7RvTnW/nrGM5a/j4Ts8lE/j3cj/u/W7+ffH8sf88Ql4n8XeXbZyd/l6nS6ET+qkDHWvyaNeDu8id1kCfiZ8LSifQ5xYeED3Y92spxV/CtUmRBuujIAtasVsQ4xmaFtkHHcpmUIF4bxcaCicuhECvC5KhIq9VRPahgkf7l66h6eir0LNefynb5/SPk7ceCVL7wYTmoUsPsqthJP3h+qlj8+kJbi39yVW7Xry/htfz1hb6W/+Sp2MpfP0Jr+U/8ARP5T57K7fpjI7/aRP76QV/Lf6Yq7OSvlZC1/LVCs5b/RFXarl8rYWv558n3x/KfqIpb+SsddC1+pc2upT9Rk7erV7w6hvS1Lr+W/sxK2Elf2x9r6StTZi38iY20XX6dfHws/Dr5+Fj4ExtxK3xtfa6l3zglaSL+iY28Xb+2vtfi15b8WvzaRbASP7nJt04Fw01+nrfjUdVwAVgiYDwvkM/x9j8yBUAHh6gdO1hXmmzU24I2aUlllCkd+0+RzcK6hxQmVB8fFeAAxiCY6373TOh2FGDsW3e3iaPGwqnnTsrsXTe9usXGapEGIfFVh4nnE9B7hKPuyetfdngovexb8GZGojC+GakXPLM7NqJw261XdxmKdgG8UOT0bi2S9aJZ2MZZcQchVnYYjv77nFCFNAXOUfm44Ak77zxB0rvSuYNbUflrPqvdKoDz0hO60IKrAvQI2MqwChixg1EizWnoZZbIQq9K0d1dvzbNHcrswSrA/RfuXUlQh8ED5kZNTAIM2aufVSYBLt7PKgCgTrRbeyh0U0xkP6m8PpF9VDCju7KPTGU1kX1MhNaayL5ThDy5fO2VW4u+GwRgEE5E3w0CPPo76Z8GAX55LPxUKEl9IvxuD+Dwu+Vn5huZSD9PvjyWfo588+yk3+0BXD9LP8tdbki/WwTPrl955NfS7wbBXvrdIOBMWlv6pRLv6UT8VUp5GuLvFgGOv1t+nXx8LP46+fhY/N0ieFb83SIAJWki/m4R4MPD4u8WwbPr7xYBP7wo/24R4P6z/Lt+j7cPyp/QbgMb/PZ4ogkFlDsFKsw7b5IA97K4oPWaqau9GAwi2h/ZVWE+HrNDTh3FAmQcOJ8h/4WAIN3h3J8MwqlUoqSfIMSAHwSE3NRuv6PFfTDoyNvH9wb5CHlSOOSS7ldPWhuhlw8NHoEffiFypOCkX5e4BgiPJ/bjTmoZorxv//jrwBgV2R5dNGnXihQ3vDokk9guR3R8GND34BGCdwATz659Mr0w8RA61Ku9gdaMyigbi63GHQ9ujLxx2WAWTiYWG6DP7i0u/eHyGZBidN7j1XgmpL7euMvedJKVHiX8SG50wfKelcjVzkYRXopKxr80WlvvSAarf1jCn6RDxwFdHw9VZhPC75KVCjH3919GAvlDVB1ZPuiQPVsJdZhsA0x9JuSL+t1rcMUDeQ2eJEIt6qLHzfcWeUQgfULcJitzl2u+BakQ+neRDJbhVe+pooNzKKy8oeXqnzcfFqTCm5DCnVOqMH6MlI3SHULW5RLxtggD57sGl2Dp2j4VtM8rR4z440qSI3L760qRLVT+uhJTYJyzzGCipEpFAgUVMkcQV6JzumFSI+1dnwqH2DDEPNmwnKnc7XbDcmN/Em9YccQNPrmOOjc3n7DNXRwpIWdyHRVF7au+MLyNj9mB2RT2ChTl0b8sNi1W1NT3gNi0BDHwQLUBCV/El3x2KJYRWD+BCZWu5JOV0VqxkJF00QlPxBoch6dv2KyViFZIudrkbtSMs89GzOi8JwBUbmo351cCmnM0Q1K5Yjb9RvW7sYCPYOb97+9+98N3vzv/9C9/+Pb7rnT/Y8YXOUm8nL4/DaleavrXN/QuH8gHJihBF0e+OeU79lLG/bj7408nCVy+zldkCbwPb7/9Ydjom/P96NkBJaNZLDGMVfAZOwx9eHWNQUbdpkMhx10+TBu5Jshcfbp9MlNBS4Kvd9O+OiLwaqZZfQ7g6jMdep58eGZKySFeY9MhJqR730wptCc7nCOAb2AzpZAw7fT5DvbBGBzxN9snj5VaN0e7l5nMv7DD058ndjApG8rs2zMOoodPKVawWckEAZHsOgQxQG5NaLsAM21boKqgjqzUXUije7Z9TSbXnKMqFU93iNnkPJkswSSs5faGe/Hxle+078bmPDZOEXhiYBooqHSYWdq/sqb7r59VVUiIzUJgL1GNK4D/X1R8Xyee8U5+vxuxDDf7Tl6j4eZ3bfEdlf8LabnnL8f3nYvXhV6oWlRwZhGkUw915ZkOOaPMR2W9+QANa1sOD83N9hahWyVWI7uxx5lYyl5AdbKYsfhOatRwK60Bjl/QGIvnwFSiVDG51cElpOyWe3s+QkIgwaZDiESNY09J1VS+16F4okGxp1QDPrCbDiXiCQrFZEKffI5Pd7A/xy/RwWR6zCOScG+8XqyUviJjjzsNS8X2xv2SPd5Hmwk9vYIv0eFDKm5vx+JN4apCti+K2yWar++ldOmm0vJhlLfYvpT6dvuXb6gs/t37fEeHe99Ov0OHe2Led/S4/IX0OPxG/9y/Im3Ygt3pBO759hF2S//xQ314TiZXw0pX7NYkOGYLVP1+uJie+Gl1U4gHxCrCc76siRyuZtWegiP4cP3E/F0p6GPZdMgRVaLNlALpf5sO59MI9sJmSh2d+lQHT8r6ZkrHk3Kj9inuFFNYwaaDi5/AN2RXcwKNfdP6VEoxuGlP57R+gOt306EkwVjfmlJNiD7bdOiZdU9NiT9O6mCoJ5Nb4PESoyMRBGZ+VWOo4+Z5u8MSeNG3o1SHvGHzYcKzw7xDkfp/vvnh//QI7/Evf/2m3/W/QR9Yk2qAlyrlxzn6CqrU4733n80J9rJg73ujyHfcYP5dW3FH0UGg64C8vETRqb+yw4rNvdCgOOzOPjw/c6N9r/Rut+cMp7fmDtprXi7EzvmD0lLzpPz0sSl8myuxTXgnIC/JrkKymV7r/HH4chDZx2g0f0gqmq3Pto9merue0Lz9ZDewbOHoojcDYWmU+z8TxaYImZbxyMe+nhx1EJChChKy9fGbJWRTBBv8dk81Dqi/E/IcIvC9cKRVReShcQ5maKszIPlf1kHeybm2JuxT7+1QDoDq0eWCLt9nO2ymdOotsf6yDpttVarFvQ43ruCP4K6aaFlvp0e0rAoOqzT27strWeF9UaWHbZ7/8PsCYfsf/nJVv6i81Qv9VUhie3Of73irypdzVwXyZ9714d2q+IVJXyMQ+RVDjw4T2zzCOAj4XZGXXfwZgvvOkn9xKTuRivboVgFbrYYPVIjFJyopWb3Eoby0guEdpeGcjaw8Bd1jzNcuOls9UeF5Keys5ptwv4T3bEyYqyGc+o2zc789Fb3tCi2yUTkk8XeNucC4IKa0Wgxf6LToH5YsBZLWIXXUA7e6u3rdx40+mFtXCtEDnbuP2c3nUg7IkqAKV6RsQ43iWGz3pWJgeOswGIbm2iGFx9MGPUkdzg+qGAZDVck87+ywmVI/e+DPs2oiUesQN/ZZ/wSRjS8K/ZMfy0Li1t4KP8HMqXvx+lBX43OtIekj41exDIT+wIGBeF7YWOynB+ntTBZHfHzSxySES1SdQmlnipDOSvHXPd6+GgzY32BZ7yRpzFdx4FebiKhJtwrY6kbs3JHzOB92YblIJtW2AxavqmZucU/zLE91yHitlAMSksnjn8gGMzt4qhduT+nc1hLsDiaioSKm240k1cWh6gli8BW0kXb3dzlAw/N/HTP6BnWjAI0W8Q3cf2xP6b6JCHvUPK4nWm2CpxUJURnSFW23Svdx2EeG9yLC609cmNEF4hDsdCrW0aBUPQfZaDTfSqnZzlMu4tkKcldd4O2SRrKAZj4vqoukimNauKO90vUDA0s9YKubJ4s60NFqyA07qWQYPFW9UosK3OjuZuk+jqWgeJfgM3QTAkMvhElhcVTgqq1UqQXPIk1YMd8IE0EEn2LgT1F/MYFbLb9F49bzDSu/GYrSKVUAylkwS6Q8Gii7e83LFXZfhcAB+vFse5yOySLa8MXuBE3eGK4gnNZjQgCdikR1Ns850lcU0cutGwVqFLDR6ulsBIrYXOiZ2AUm03WJql1O5tvLZIIGStsFE5aHdyEPLrVLfGWVKj0AI0rnToQLysmqhTrR8p2zspeSmQQ06VDNvVA5+u/uYE+pUy0+tO9rNpWNpFRkx5vpx+9iUSUtlMCtwkralrrt4PGPmG4z4YXBcFMk/8qohK3JpqnY5Ixr2oK9MmtFM+81R/hrUUpXq1NdWJFVnLHIpX62SmAKdWZZ/7jA86Y9DNPcZYALdPfB5qLBug/CfaA4epBnclKiRck1rI6C9Qo4fENImBNeZTDT9SGRa4ZqizFnTODPYHuQQ6byybP6OlySeAhFvylIxIeS41sGvCp4Mmi6kfmY/Bh2TDeRa0+f38CtAraa33JezvKtb+/OefgIAbMff/cf5x/Oyf/xt9/98H8+T1jFyh5xpUUYlb9+mcpPN0MtdzBJX4qDItCkXxcvg2f5pWSDHHi6udc35u3hty8d6cMSURygEpxbfxc3/rpIWZCKTm9Kb9wU5VXlNIbSHemC7NoZKt2OaqbrVkLuZ7Me6z7K1Mb3rFLs47RJiTMuIuW3NFot/yCvt/7ha63Mua0nGbjV3eXrPo431vMsPQtpuXyW/qauxcPZkZt8/lZh+5xNAuJIFlYnG/DPdKAZbWovQK5FLwxhCeNU5tCfGSUC/neRfAVhnDMlxTCJ2i16ukV06TNmBZy6lhXD4g4dt2Uz/rVf1D5EU3vJDp/fXQwlewkSXH8irs6eh/e43+ETaLL5oAJMfkO+eFq0HjTDkSar64QiV6U4rFTldiKUtpgqe20gcIeOSnRzvdcj2Kx3sK91hyaOdNHXCtaR8EJcr5g4kVnSZzNduZ99siAPKxorbOlvA+zI4vHJqETUHqlsXUfb4pVNfvS2KdvF1Uk8k9SD06czqcLtQPTwPplB+huXmXW1FzTpYwYX0wQgi3y/PfkUmSO5jqkf6r8qhoCQBMPJ22kmQZMyD4KXrRwEwAeoDzkwIylHjXUNpOtPwWYwLJhVx/tqxQfJU94ZmcwL81SEEChz9kHfRa/jAvZsf5zRns0Syw/Yau1Sxm9P/7JyKcN+Z6GOHeMHQaSH0cra7/7dQADXbxhA/UHnuEXC1jiu89YkW2p8tZEiI+dvBdvxx8iqc84NLowOWIYNU+UwlLOpwX3VSUkNFcpnBHKfj1W03qaIBOvPd7CVivP3sFIcYsvpqc4U3epMxKCXpSb0nX788rVhSlNI8Jql45Px+OaEJGW5Iiso3p1JwEXXnSQ3/riUomDmr+s00OV56lSoXBSUyES1wUBKp8jD/cqC6JDx0R2bkjilJf3DQlkk4mk9JWM8/nduwQ/k8/rx++8/m+afp6zy8AAh7seL/StQGrzJ+ktU2LjriNn/NL7zr4SJwy/f3I87Xq/3pTzemPPhcKtvsrregYlDMPYJOb7MOXUqU6OSsTx75k126nKYKuUQtdKhushuPYgMxjVGQSVDBY1wfPwGunk28BD+yjIDsazYg5UxIlMFgSMuJIvJr8cHHt/fjraxMq+AcbIdQILDFk9ABcoRlP2gAEpzpPApl/GlPvnNAYCaT411TU+RpjZKRov0CyialBrFVUQwbqSueAnYYi2yVggR3g85vKAtg1uSguNIaOVN11E3AUCn8maxrlOFgNumB5/v05wSq6hkYM4nWIl6KZrU+aVg5CzHHXkcMA+kDfEq8HMdn257StXT/vOYrsUSWqjuT+9grKZ4WE0rpm+156g81YGX0A50VVtc/3mSYGnBgbJkzv48vgFnCCiVge24tiybDGrn6wIpqFIwYnVzQsqnNxHXv5baeeqbf/7t99/8ngKtlwNoaJxxvK+/gsZ5O+nsYYfvBFo7vOFuJG3/4weFLW8qQs9zafl7P3xD6UQu1Lv67B21E9BB7wqI/hK1MLdPsxmsbOtIMRooK54PrpfEZvVB+MAKL9iklk8FL4STd1BZ9QgbOjU4zJFTaw7YaKWQRPFDOP5hSRLDUkJ6koFb3Vx9EVfK8AfLrnqe46MrfL3wB2nDK4NKSqobjH0k72RSCtnQGDF7IhWq4OrkFgpjcLvYk8qnFkcMguAgNJAlsitaMpoAeZTSXjkZCeebPVW8V9aXuMUPOBmRcl3PXwrmyUhigDiZLwbS5JqRlWP8Xsk7LAQOVwcm8YkivPqIKdyeuR5XZO955NruonGJ8/owbQpP5cWzRMqGOSves2vwQkgLilvlalfmC+J0vYZuw6kq68bcunJQGaxEPui8CasXXnYlhIlS92TZ14EdtweVbCOBPx6QipHWghW7JtUj4VMqjmx5xX3nRyO8ZBOVa3ssDMAiqiCi4omfJ9A2nXeuBy8Cf8QlbVzGkW73U93G8srMTYSJp0Uc9RL88+a7xkQ8vV4MZlFKkE9c1Q2WXcmzT9ImhAiEIkq7xL+YbcOweqmf4PYoFFQvUqhAnWS4Pcpw2i/v2QT3bGmUH5wojlUlZqY+YXz9d5UfOQKjysVLUVWUUufBJvx6hPujhg1KxB2UOdcJAxCXIw7TMfwxSsApb4yH55WEDlqIw8SbFqAyO31Njb7lFqns4tnqQPdRIk01NjrWDb0Nk/ExANQq1mFNAncZw3NmZvL0SXcUlh2vE0NUDR/gxj9bFVBVW6Z4XVK0nmFsUrY1kiCFe2X7Mfzl6So95YqYOi38sJA+HJeKnqtul9vzLTTZiLPNVLG3nxXcLPExq6Nixwr5dW6Vvq1zUViwuJ8VfPGa5Fers2JfLJz2f/bBUKmjRM+W6f7PDrWiRvUbeXRMKuonBYY/14X1Uc9DgIuvFGIgwYP2mjB/vXew8XKRd0u0VQV3iSitUQhctotT5M7T4k0dRenB+rSguBLlEffTAg9BLsR50CpwEExQSaHS+JjneiqkDsefKJOqsJ46L+bFnisZmP28oA8gC02VOi/oglDiDwv5Q7FBj8XsWwQvL6mzjjcsComhqPkZNywRzrEwSUUb1Nfr8dPkwKDyz4nc4t0cw0cCzbW6CR91VZIfQjwvneeYjwv6TBJfbhhpmwwfQV9sUnVbeU3QMu/HBVXryUOM0gfjp1GxiHK57VdRofZUh0zl6DzWHJ/RkMKBmLFfFvqCumGMX3ChfIPut7Fv/CL2tQDukYUhF/IRdScL32BIseGdGXPImJLunZlX2xHyFTvYN3QmKivS/M6bn3gAuKJ9PkRBCqOVTaTVNQDk5BAImnpPg6fxI4yfKmeTZCumpxInJBRu+82awDnc6EKA/0IgcD/SoTUnh4PnJBwbmjjHtA3Bk03XAyAIgI+U0+wDjx/scp2VGAWKDb9sGGI7JXkY94NLSDF5o0N8pkPFkt27AQLOqGCSBQkp0BNWpICNygrBGus9ho0IzkA6R8GyTTR+lK9FnA7o3XWJksdPuxadd/0DYr+DvfzCAOs60B7qG0nomCrEhXK2QizjoE+enzhCt3TyOUO+/sCwcVcZTUiz7uKwzwPXDNxZvRXsb4c0g7EurVZ+v4Q+Jf3D1/CFruxcKOkoVLkplJZpBcHF+319QNn8gFIh0uBq5kAnSl5ph81HeOA3TR0mSQBIoCh9RM8KRMV2qkge7lHd6nJQ1Y0Br/tcDqpC38g5S4wrVPU4ipZd0EFmiySLbXEhH5yNxilU/jpvuFl0F4d9NGE6xi48sQ5kVRCQHAfzI0R6aWwb/lfdxWEfHSpGt0ZkQqRudINEgk2pmStqIj2RZEdIj9UBYpxZttd5HRNOZKrkRszwZ6toj8+a29mH9OJGhppuFbiVjG8ntnQA2QTjj58Q+yxjFmS9mEro45VWczWiIWadOlAkwFM9hZhJLRBnoSbiCOC3a4EzjzBjjsZnJ2sYpGljeE+JON2kg/OiDcUgrR6unF8L/fTTb3/85q+f53ZVDxwIYFX1+e0EfnncE6Dm/rNVvLlLSfA02OnuD98AOx3hfXvx5Jy/ekGaHFF1Imz35FZG95300YpNgFu5J6mjA0m1GhHTZl/KqssIFB/8JuCdjKCfSHS8JsbrVAeQPR0wXh3ci+RMMrHAjW4uWHdxvJOe5+dZKutVs7wtlHHDxLNx862ehEJPQqV0CQxOV0cqaBOuy7Fxxybm1tjR3OOqSB/dOOeM40i1kMIlrVYwgkR+Rf3L1/iSeqnGLzi+5DfcXn9p6HfTG6s8ArT74CIoiTd/I/deaX0r91N1Go3Wou8fM14Su6V322Area31ryWvEwvuSr7H8BgYgZLvfiEeHyXfo6EIC90t/7wzIpy8iehToCwlln0PyfvfPCX7TmXIBw+BXZzePJF9txFw9N3iT7tmhkph+iBCDrHwQyMS5q3wQyEWj4nwQyLmwYnwew3UZz/74Mgungi/w4a2H77Qzd4WvmKSXwvfK5fnWvgTwOt28U7wR4bwJ+7zifBdYvTWTvhOFa1dC985gk5MhN+ELuT2lU8W++y7J7csS17VdFgIHjKmse6mHYVUHDbuob2CrJGEvET1lztUkKd2QqiE4fLu3WPXObJblYNKJMwOyLHxAumj5/iXr/EbBfuUD9L4QLbr15+euCoTOHX0V+xBQOu7YTNyI54QgpI6quYzkfrkUtwuu1+3GDJgsferG3VBFvvsUdiJPSpRrcWun6612CeP4nb9+rldi12/3AuxT/SBzaceSBdBsWt1ZS32iSK0XbaE3iyxa3VtLfaZIrgTu1Yx12LPjDSfiH2iB2/XXxxl6EzE3pV1ot14HHxiAmxGLmh80A3f0PKYCH1i92wXrS2qtdC1dbYW+szu2wldW5RroTf2G0+EPrF7t+tvUqPIELq2zBdC1+b+VOhUan3nHbB8CxIGfjvvcVNLwDniCc2Bn9JArGvZo7rTX3LMcPIbxu7CPIF+QgRBSUYBaxd75tPJcZOi4AP5NrKKuqhnHNOGEn1j/SXH/Jm0Se/qj3mk8RF1GdjIyhwbCuwF3K6/v+cse4SzBzYyWfaB8v92oo+OGPdY9DGQP5BFHxNpsNul96cco/Ms+qhI+deiT1zJcSv6/qBj3JVFn9i5MhF9KnS9bdefGHB7bixlnTRSpfTlIIAyRFDmYNMgZFEkhwwf+d4gUpwR/rHp0LP/gGrDmTwTPVPmETQV3c41WZkyP1JOWeO01E64CE78mrHeQAj2Ah1ya7q2Sbc5z2mF68ZJGFP5lCpENr3KVwvcKmCruXEbgaDmlKBV+/2gxrZJSM7C5AiPLJssQAGkRW2EpOI31KJQSciVK9m4a2hnBVUnSxaqwmCgfpkDEQ1N9Nt+F+yw3KjfSsqrpd9mefANFVda3dZy9Q8vFV09x7Wiu139RNFVT8xaz81e6DnXem5Ggp8beq7+5bWe2y9iTMFjPXe7/ImeOxH+RM+dCH+i6pLwSdvFGrXJIm2sFKiPmAFLDErbz/EjsMH87YcfZgU3HqkHuwH0JoX/3EQwEbhaXldyg1lgXsg9SPw11zf5CnAEMsFc4MpXUMEASfSvUuzdKf/Um8IQNwhaP6nEy1l856uOsV9X6W7WrS571W9sY58pez4RdM9z5WKASeiV34FJNGIWBpREICKcRJVPOQlwu9zAPDhcPktNzrNI1itmYVs0ZE7QdUP7sGFzybO/5hBA3rVPzIx/dkxwVnSrgK3myq1iVX/7i7OLZgQsu9wxLMZLqdf39hMeqp3Cy3cILuBtSgWMUhiBqjx4pI6jStDA/ebaBlzZvyiQknezxBxEk/gJk0+iKmcei4FPIovowfecE+Aimf0djYuJQZEr9iWztjCZNFYWj0NS1dMGtqqMRPxkUgQqTOhQUHox7+pCFwo+SR/tr8JAQIrEPxA8Fh5NO46fwHCYnrUwGR7u457nDaM7Kvk2Gs2lwbyV1S7sUDHjaV9XHcD7mw5Blax4u/DSYw4hFa3zjzdILia3YyRW/hpMck/JGLnZQSm0wuNj8/7nieOuENNTv8Ex9CxUVcpx1+AG4XfmI1gH//Z5km8KfZYXS5DSF23nVzcMfnNPS33Y01sGx7Wi12Ol7/3uHYvgCxbh8/DTF8rtJUX4qDDhfSbOO9vyKwOyQ0ZtzAc7GTIUch96cgL13AlUSzzl8+tWEpuyMul6j8eb3zkosjyZLxIRuWOkuqgJo8tuVl0vU1YNldejZFssZL+rx9eNDzQuuB5fD0YymTpCunSrsNgwmDCrtiiSWVwU+QS8uFu9LAud5RSf6tsFiiKeRzgQ+/NreaCbhCXengeo6zHJRkA7u3GK1sGsViN3dbh/Dyr9M9AwK+/vQZ9eY/pT8YcMuJ2YDeL7pjI6Vr22nFEhwpDLxFPv4FAEsjFzIhszUCpbp9J5nGowE9mSyhOetyeDOHOFZKpV02vFBJwrMpXpRpehYyYf6w6XHOxceN1jHAKeK2ZqN2Kh0/sUoNH8EMy+ltt4i5yR0X93EWZGPPA92PNM4QgdwrMWRiNMvjGLCRSq3uew4M+E5wZjIx36iaGZTD4hNyi7xs2Q6RLsNda9OXwmT5jjIt9FIfkEroL2ZokSOQjYan4yPKbQnx2c+WikSqhx6aOj+kgz2mlakPMtEVKvUwhbQfKEfOLBmz4lqqr9bPtyPYiL/TjoDS30hAJxMvhOC2U8G/VdbnyNxrdcA9rTwb7mchU6Mulgs+JlYimSPvoFQdx2ELyIekLwRG/KceoebycqbtyqmUHm3jOBbCbKR+8IJ6Mj2AFbrXAiWFF1R5ldMl1ZeirXnVGIqahrhKjNKPITATkcxpGoEQF4p0iC6ZI8uyAqI3ji2a6RlQpPPJG6lcBIbK9/ZYrgsw8WMqyRsPzydcj4gSvm4jdkwhcBIRLAIQnBY/had87fBu9uSMS206ZfHofZkcDqbOT9eqa1TcID2VBN64EoUFc3FF2lUdqKK4M2Zhz8SmS6neIHU4orUfJJq/nVErBwDHWY5PfFQhPG132Wk9uYU0y1kqulWgp1A8a2UIAPf/dWPtk+1o1xwY9lkhDOMDjpou1hG8ztkLyTgI1W9jEwhlGHiX3MtCYNZ1upwnejW/Z8g5AAUVqt/B+OKrPpXxb/B4Zm9SSvwSr5PzbblVVy4s3tysKQpbYLGcYjeRNCI3PsvBvo+mmb0EkvJ4uPTKMyH019xJ5neV1/Uczme/vV8qyWrM2CwvWQ9UG/JtxowvqbCdzqsl/xYyRYEtxm/SkygmmTh+vxKbL0TlUY5G0NxS76UL2ALx100S82QqdPA6GwxoBcCilAqHuiMSCZQpcNHCY9SYFTI16xclUUabV66SpTCjWyK0qm8fUsA7e6u37dx/HOykuLD5cS0nr5JHzj6BSHAbf95FWXa/MqgZY7KS7ycETCScyEF3eHJ5H/Q//ydXikiMkYv45Tp/iN8OXYH95G1JyJiYv1LAXviUyqk/VLq7VLhcC+ntavpeR5loFbLddvHB+PkOxUdoisTMaK9BFI1OToJzo9upXMPtrpr5UYZJIjci49S7l6Bjl2oNUHbLQa3hPttP7ha/iDXyUu1qFb3V6+6uN4YyUohex3WkjL5bP0jbPjEtZo2s7ecfn0OKyah2wvVtpQxZ0IL25UChWu0Ex8qDMyh7KeZOBWd4Wn+8jNg59OYz5Qz6QOtHpptNp8jvH0PhiAS2xfVMkIC9xqufoPgJv4l2+++/78w39DprmOU3+bvxR1v/yMXwFAAaiBz//6uFRzjEXId+HDd7DJQND4xK/vYRTv2pCPzjfXy3QDUqxtsqNqo0xP9REMrYczPbnm9qkaDcvsMrAKhA1o+MAB5kK1xqvD9KzTcMTqGkUlAwdstdK5Cul8+pcVQAye7T5JGD4QZGy7+k5bitUiKjJ6loMcrFpC4kKnqkk72ffKAbj5LPscubYMyb5Xn8Thd6tHU3EieE0wsZZ8j//Cq7OVfIpc7p0ln5g9jiWfrgIN95d+6obo4WTBxyI65VrwMRGX0FbwMXCRFBZ8dMRkxIIPDK3Yrr771bai71CXvehD5GpdO9F3gDEePRZ9OGYlhUD0CiJ+e/WTynos+67HgZk5kX1PrMXV72TfQ8U4PMveVfKRsOxdkbfj7uodc+dNhD9hlZgI3zliCtoKvzGcZHLhEz3T5Ksn99j+3FMaDQveSRrEWu7Hb2yZW8kF7fhkVyXFT/Og5P8R9xpTPCYVJ4mJtW0IyQtT29H2NHoLqzjpjXMhrVbnUp04x78sVhBxOt75LLZr19+b400V/wE6f7R4jFthK3R136wF71UxkbXoJ5fidv36tl0KX1/ca+lPnoSt9PVjs5a+ereWwp+8h9vF64d2LXz9aK+FP1MHdsLvigaqoSz8rrPw+PTdO+ZT3a0/caI9C18rbGvhp8zbvxN+VzKRzpWFnw+6mVn6XQ2OT64+R7p5JtLvujo+yCx9VUfmtvS1fbGWfjdV8EVm6U+MoP21L2CLtfS1obaW/sQE3Epf2ZZr4WszdSn8if27XXxl4sCJ8LuRjiYYC19b/yvhQ3By7y94uoOZvduIDz9tKFBK5Op9fhQlU1Q6FV3DTvIPZTeQhGPUDV5BQbD00bMdaIFPd9ggE6FOzijIs8I0A9LXbu+ilJd6X/vz87IL3PYyZqAV9wLmEDOVOoQPlMYQdptpXjso8UTzqgwlnmhe595jwsxE85JW9zUv/ctrzUvP0tC8duufaV5oik/0roOiZjO969iEzWZ610Fhs4nehTnDE61rt/CJ1jUR/ETrmgh+onVtBT/RuiaCn2hdE8HPtK7d+mdaF7rfJjoXC36mc+0EP9O5WPAznQsrT000rt3KJxrXRPITjWsi+YnfdSv5ng2NnxxLvte0JsFPMpsiHrwdsdTZB88d80qpRuboRCGPiQKT0VHf8sTzkBsL3o8It8opQ3yetFpru5nHL+D+Ko6qaPVW6PJ3hAI/W9nqDINcqpshhKhoygTkUZmou5pY3Jol3nDnOX9WvXh9e1ObjAiPOz6ZONqzA1z4B9U2SpE8j5B4craAQ3cgpo/HDTiuSzQueJtVGxkZ8ZU3hvbtxti+3Rmcssrswc/XvcG31is2o6+3kWoTPal2njQbqWm90qwosbhj0cFy8EQeGNmhRek0WxZV1yh3Qv/wpdgUZpHl4ZPkAd0ev38byF3I46dIdaY7pSUN3+CaycFm8NVd3BApgrAnoyuuZmP443LCGsPTB4cWRYoEBZseesTx4R3zIdAsP3z312/+/PP5x//ru7/86ce/fNPBLf/y1286hODz7K9KimV4xgdByOd//rOwg7wO2wI8xJKE8fpKivd+dw9qOc8vQmYuEs1XkIMcOPHr8LyEGgSZCG/P/Ma+AEHaEzN/GTYnVnSNEIka3WMHYVqlj1xkDsNxbhQ9fCA0erzHepV3yzElHd7a+z2JNPN4UNKWoqYaIT2kQIhc1Bzp44AhKwsb+rz9nXgXcSB4jkK7g7DeulVY7BVMV/VYCIPmy+FJLWWFGgBVSh+YwLsVFkcR+L5unF0rGaEisrG/x7Zf/JBqMA77aFwYpQAy+4dupQ6/cZ50j5unX3dZH/96kMLHx19v163jn4ljcnf8c6bZ8vHPiUI+k+OvW907/rrHQhyTZHM/Of4eJpzpOOhDE3i3wuI4QrL5jfNrHP9QRdN8+56imRR8fuzw1FIHsjcKYZqkjyYlIlKXRqREnkhdAmK4wevvkbLUjWoHq/l6JjenGjquIuwTTPGzT0Gb1BDjY1aCybRbA9GRAtVuOyRy42kFgRsF2RqL9xwV2ujMYggtIbsndeBsd8rSkz6yvkq+39OGI2J31Soszirlg48eNw/32QWr4ZzfFELWOuMneMoDlyRJjA2SVitPfUL/TeBCSIGLu/VJIjxE3QWr/SLGY6hXEhtQZ5ImFigDe3TRXDNYjO985h1clomrNsQM5Dg0vOqzvovUJOV4sbAyXEVx42CNTHagflcWirxEeoaBW91du+7jeFc9T9KzhIzVo+ixgPjDQUnIrA1XRxXY9Lj1bCYC3eW6KQXpN66OIsrbpfiI42FcHYngCtJqOmFikqD29MwwtERN5PFRGVNNlE4KeEvaJgtv2R3KFlX2gYiK5zs0U3nPyB6cGvBT0AdMFJLSRb5foQD2oxERxFE8Ph9WQEC1f3uz21WzbzlXTF+pjtJOmcuux/sep1o4dO+tqcaCXgVsPwP9Y9jPY3J+N5Bxro5SNHWrsNgp2NnjE/iG8rGr7nlQgPoUMVJTnKtCPUGfFrm48CTQMYSPPWBxis05n3SI5gj9Mt10IBFmiin0vGrYEam/o7kn4PrTrdTrYo6uuigQA9y+58FEmvNOgIQPOz8u0mp1IPJYxVCECkWO0ziIGos1eAQCt7q5fN3F8b6KGojkFgG/9cR7vzkrk5f1Nn1cLxMJ5ly9ME/zK74iSuvpDrkAAAO+FYWaWHSYZM1QRKkwVCdyOagyoFM6Sdo/7n9uFkO9r0hD1AkorenqHg66iL+MeZtL5tBjkeoCAVuths9cmVj9sqC6UA9VkwzcKMwXTxoCohab/WV1bztT5xfcLUdpMfoEBG4Vbh1G/j6e7kDfx4cIy/3u2x+++935p3/77tuf/vTjP0ISfc4q1/xt795icZ015PMfvnw0LtQvFY8Lj1flywJyj9N9GVf/lwvGlQI/fakOr4ho0Y/Xuxv9sogWlznolCe75ENMgUuJYAkuk2uiK57INXFQ3EVarTQoAn/pH57bg3qCc3twu+zjccxTj6tgoUTCwIRGTMWTFUurlQWcyRkTrtfggZcGSZXUHAO3Wq7c0oOKpNEPjc/yK3OH5E09SC7Qq3228XDYPg6CnBvrcRkJwolSFdbj0IERsh13o0BhuSIDc7XOYSDouC2cgEGKUD9ZsslUdSyYVX6zKiYxnnFjs1JDX4ALv0g4eVCW3xROr7b6jGzagMnfFI5oAO8SUD7MEkosofMmCxbhPUmoBNMVxSLqKVCGiH4tPexvv/3mNx0b9f9hJdXuyUM81IjQfv1KqiHc1D7eUTSpvEwRQ+X7y+lil5P8xXQ/d3XdOxxFEFMcLqivp4YVMIXSjnQmECo3ZkbAF/H1+PHLWFa71JG2MFSCUTptNX4d7OQqmoe04oUrFAUmKe28uBCeCtGudeFQdT47eOvdqp+Ah+rcBwvesJWHXaEHbtRTpbDKZCf6Grvjw1v7H6WIzoDWsLEfVR0pP34Z49tnK4xvewxRwbOpsn2HDmRn6PbwK/j9QrnyamXCmQoBhUqep1goZyLYKa+9sg8UIo9m+OeGDE2wlEfkaRpHdvVFHUghnQ6KcuVJPL+RZXOutuIHbfseYyAAwsjPfU2HXnfnUS85lTvb+9a4pliiE+PhfnORaiX7TOlVbng4V4MHYtVygWqh+oPu1548iwmtjfL53e77VsCoMX6jKIET75MC37tA4yPAxiOfJJWsC4/XZQq2sHQPB110CijR3maC6/e8EeSsLgDugMs64nQzunapYAPqvM5eX+cV5ny7q8iIghNxiLKAOJqTq1vl29m1LQKCV5TSO0ZPEg2S4b2H4TPlH5VdBbmzD4bgC9dVbuzxKZny7TpiAIZPZrGMO3eplV3f5Bt9615NE695ULuzN19vZWyIiWbVV2wBo7hpc/papCJ65xs4DpYfBwsp4aN8g4LOQGrbOFKjVoc/CExAQpYRLqOiEmJleKzgVgrxa3QCXhM4ep4ijx4/P6t9grlAnWwdjl8NhIVKFSppT0jNMf+uh7GRkb98wuGF+FBxmrtKwz8eR+s0z2yg6SFzCTXe7kyxAk5CofLW/jCxCP3n/ONskCTiI7gNvv32L9/89Hmab2Z+zxl7O83iLrie0a/vLkg3TfpfkyA406Tv/fadjCGqVfzCRCpM/vJ3s7/ueA0weHPzl7cuAzzi337//Xd/+ov+8o5Pj8aXk7pcVxByaLx/gD/838uvi8bpD6+frfEXDLIkPSYgVk8nMDzLTbgWrg51U4qtRSos4iKiStG86tV9sUIOvF/SZK5sOkw8yGaxmfOFjOBi3rCB6h4OusjzGCjwr4gQFfcXBv6l1doXhaa9/uVrfIfPY695htxfgfJQ6FmB3QqYNeZRnYF3TuraiWVvoYZOUxAKhYaR6LiyHiPhl3uNXEz0clQMwLO+rFsFbLV6+iF8773d4UD7qWNu/bpDQM6GXgbRtg+JLEW6yIY8bkaQh3rYhsQRfRqeVibGo77UDVBrHxCUGwMYRrTRcJTiAcwlcJQ8VuiM2U4iylDGLgYzdtj3GRxzzbRFYkNbJAQTvt1rajy2L5en4l57Ub+WE8rPdOjZ/e6Xddgtgaa02aNCaG1fTH/EaQEn2FVvxpTrIS6tMaVkeTywFpAdt1UasVwhphG8f7/NQK9ChY6P33L5nA83WB+bkpuaoU5kYn1KDs36YL9E/eN2KJNidLix6E1CLspoOABWpwyi6eeUrRLZZ4cDbMJqKmWlDWVJqaZWjq6nDtm0Om8s2jA7X2VTfv/v5x/++9+++/0/QtHHv/75H5VolCbcv5+3G0CFpN9Ox9e3Ma+YyheISN/mYNj+NPzwVVrh9djAcO+HbxiYnoxXd3en7zB1UFi63TRf71B1EJvGPxlVh4+gOvm8cbJ34s3rbnHYR4IYjmuLB4r56Far/HTSkR2N7zLap3qSYqJirptafMBGq9UfRPekf/gaqxDIUM0xcKO7i9d9HG+rBNxgdC2h5eJZ9JYuEiXxUfbcrjsQqZztqV14iI+4QHvnxbOtMvexZGlPHjB0ryLeedkAM9bMhK1nF6zUlyi26RP5QrgiffdurOd64N7G9Mn0/SPqNlPY6aCoVwc0YAxUoLkCIjCjThJyGFaAHTKuGKLTkfnLu0Qfb1R+gcETgkwnfa5+Pdc7J9Y68Oifan4TD3SUyi8BSqmBghwpgfLHpE0YbZq5yQ5ZT1vGzL1AUbBW8YZSH0CANmvpItdKxbu5O2aRF6lQNv7ZiqpsJZPGqVNoQC6QgwuN3AYo0nQFnVfXv2TcCcMEXP7nJrRKW4uFX4Pjak51U7Y3BOST1T8s0DGkGjylH3H4xLxTyPdOwyd6+5pQRqvxMSfybHUdJDU+Vu3t35MhrIRpceedYKHf+nMAd1O6VPxVB0S/1esn1scBvvAkGuI4D424hdKkkkwjn660mjtcDgrZb3m4D8qq7X1AfThbgQB1ozAaIXpKWq2G90jWMRs9ikp/De/o9tetFGGEPbzqI4QV6F49J4l8zD3NGMF1wt6pcnqLIa7gBZ0w5mPBi/woqKE8Jc1UA86rh6jEKlUc6y4Y9KhXIQ0N3Cpgq7V6ihQFk/FdIoBTIASG4wsiBCtJ4cb7bLzuzSG4tL825seku8h1eKAuoyJwnjr+nZ42uQ7dhjLxfHmuksg/85TG+I3gRm0SrGuE99ivv1G61TmlgOtXs5QpXd4pa/2UMcJorwN0SeVQ+jtvttI2Aty+utVy/dbxSahb1rihnJhMX/pY06+e7OjJ9Otx4XzuH99Sh/5vHN+ShY1uLT5pdf/46l9eH98+SxQfH9/9+vn46p1dH18tpfX6Wf6b4wPpSAeWoZ8cH9y+g9hgTiEj9DezLqpbCTg62jABR2izLAaWPj6wfR0niMWKEhU3kFbr44OqjP5lddXg+pl1vDHcbL/+RgQhmZXxRmg3LaT18ln8T52ehPl/N06P9LFOT4pkqU1OT/KbSkiT0xMlzmOcns4wNvn4GMfv7MuXT4/+5fXp0bNcn579+vn06J1dnh4tpPXyWfxPnZ6u2+5w1nh6pI91ekJDNW9yeDpWwXQyTA7PaU7GieIFh6dHGve7J63uHx79y+rwIEejmmXgVrfXz3Xs1cYuz44WkfHpkPCfOjvdQbI5O48zlw7WwfEJqVsnB8eHDbP05OB4J4l+HmYo6SM3bmxpdf/U6F9en5o+RRyfT81+8Xxq1K4uT42Wz3r1LHbb1gKvcQUoyh1lY2DHVnKLFPKYHfddSsnkoaBg10Romf3VLLPtsllkzlEZHz3F68iqMk/GkR2tbn6rjqtHTb5VPcX1x0prt1JFFRXdkIFdeasKiMNBF8FaHpQXpk5V4EY3xaa7XDsnsV2VpBhw51hseul3xZbBJzkRW+YSt3qKgVvdXLvusvxSTxX8AKMucsE1XjlJ3UpoOhC/FjfubVUZTp0Z+NhOsw59Z3xmdCPZNzt5RnVRZwY59T3Vv/Ck0uiVB2y1OrJVsHiOf1ks/wL3nJ5k4FY3V6+7LE+NnqMn+awXT3J/6qbpbpLdTYPBNodRvnJQjb2unmKGv2qlbm0bVa76qCcLHig9SfVmbT+40Wi1eOZXUL+7vmv0FNd3zXbxk8umbysy4gaOx4mEjMWj5De3DTDkbM5N/5ThkeBzU6OUUFyfG93q7tbpPutzo8pVrs+NXvvNc1Mq0e3yuemXAtx2k3OjW93+aFSf9bnRk1yem9ninzg3KeO5MZIVuXGHA63bn6YcOqWR9daaWhDC0LeF1Y2Jo7s47KPZ8ImJ9KBKfKrR9YmWDWdukgT+64JIXOmlkUM7eYpH6FYBW61uo0Z1llQFBv0UwKlKEpXVTwHy8TeIFs6eAubjj4HWj3WTolSTMNbfw5v2S1gI3hXF6FCVdpCyWbe6xg/T8KqVopExvNq1zKc60PmGz+/GB/ERcnn/8O33HTn6j4leQOuRpDyA1lIK/usDre8nmD5s7tfM5oUZf3wGVveufXh2wjfFtp3v+2b7MtRzwxpvzc7iV1/LeztUd6E55uiFGdfKcx06Yb9/ag0m2RG3N1STx+8lJpMblIqGPBqHMA0UVX8tDc/Rr3Tp/sc3f/32tz9+8+ffI+2i2safhqlxmbZf/uqFekpfqhRtR8XfzbrY/7aH3843L4gb+RyZqsbe/fEbd/BBiS53r7ZbiS605V/okr8/6xt7UvHHv36KS0Bq5bbzYmrWfYd9dEkDBLoWLpmaMc2il7Gz6zlkhEm2SEQBfYoeRg8UG9drD9hqNbyXBG/Hv3yNfwi1pedZBm51e/kHkWbqffU8S88iMtb/TOThfFOB9rR3N50LceLbqFSSruMI2CmGNEy6ldo+c3jVRU4PogLjxLcRiIZJrz5gq9X4iVMA1C9f40esXKMnGajR3cUzA5jeVc9T9CwhY/EkeytfpApJ59AZ7fwo1cNBF10wgFy5B9Pnq1aXp6qayfW6x+gQTFHrLpdbMXMuXCWy0sr5CLpVwFZzc9wPwf686EAeItXF8VQE4uRpvhjNVY3CYruIT8Hj9tp1dVQPOQ2IldBL8nRmAjcK87NIqTS7s2tdmo5YDpBGeFJsDNYqXfSdiTlsTpjs1Z2J1b7KJqlTd7kANYiMiEzbCBV69bKDbrEYNRTyV0Ld3RDpWw+Ig9Ftbi5X+BM0rGDso+fpeZbJetEsbIupD0lD6o5T+8CTUj1xBmGZy0CKCZa5jJuq3JBgWRmp7Akr2FkM8VGhlF9ptHKrUoVK/bvXUJhGWAuDxInR9FyFxR5yqpig/KRi+mBdw2sj2Uw/N6RvFRuPSG5WD6yNxRl0qNhXT9pRUMTp6gjBl+ebxBUDtlrptoVfIPXLCu0Gka/qOEFHtbq+/Ao1YCaGTQQFqTBFqk9UoqdD81G3zoLikGCcN57sXlfvQV4Zy5zQeQJOsdg2T3ynqsMgiBwTpZN4eON7AWsQsG4VsNXqi/GPH0BPMrfqkKCDxkfg3uKyTgmCTNJF3UUYtvWeoBKqkVhr9umRHqKyYllENUFRWZGuLdMb7Wy2tuyx4il1oIszyfl0PJMrHpWpPnVfFGMjcubN8ub4mentPD0bfZZwFLVAAy8/LE4KBX+hMuKmQ6/ZAzjwgUhfjZAfP+eUNvx2MRF3R2pcMtzLuyMYDkRO61YBW81XeOO9+BC+5O/Of/+Pv/3xT5/nKo7k65u5YnhhJLz/CjG8z//+ItV7XuhJ9vDjL6TkRd6h18XyjsdZvyyYd2Dp3Jex8d4u4BPwwevskLsaOpgnKX1EAXbk0HKekEqq0bCV7IIGjpx5VANbT3BuGepV37EMcyMmebAMs+It9zivwG3urVb3cLSJnifnWR7rJZOkQZunoxGLXa3Go7XhG1AMzxYIHjafSf3NmRgsvMNSxTmST8Xt0uPPGWOhZhcpZ/A0sjwe5UCVmlOgs3xucLUeeI9UX22TqxMcMSZ3o+dxukFI6H6WP2ENds810AMmyQHpodT/eDtSSJcwsZQfJ9uNFkTifkLDppFh04l+/eNcq9skw3c+KjhZ1eNN4RLp5f2CQd9tIbOj2PS0Nz4dE7xa0c4nzY8yQzyVOjnVQQyQKQVlHI1MWQbNUa2Lc0Heommtk8Jmm4TXg8okhTK+xvGKNPSjxIOoP2qZJc1Ziucj4KFhlTTksQDWaFH8Vpuxld5H0Gq///b3BI6oeVwUHwGXFr8YLk1Cmi9QaoEH6ZVKbaOfvlnj8Q5CDbbk5lbvZw1TvujTXkP/+V7QxctU5jqYCIaZ3XbMMI7iGdJHbudEEfyUONU0UQQ/DgjxavxEEfxeSJDZBYiSkEJXevUBGq11dswKiRRGLUXwNJ6nGLjV3cXrPoJMxyRjPUnPIlqvnoVvZdoGvCzqsTG3Ov/g4+xVStUQXeSYrhiX4+iwiiytVsNn4pjTv8xID8UKg8NXoggtGbGDOLzqc8lzcnKLmBHX8J6JGTIl/J6trJc84B2Zi1ktshtZwAB37IqgqC4O+8jXQXmGsRIFazmIwTAWs1xskMCV6G3ZUJxUXeSrw4ZYwyla0OtPlIPgBlHoymJ3iQq8mBa7c0P8C4tdlekcTnqEnDTKQctYHQDPK2m1EwYuss8q5ZuIETQAAtZJDR6xwRGIQQlPAOCS6O1IIhZiiJioT9UPITUqV5PssXfwT3VIALEvbpfUmpArVLroJDe8SXvRavjSKr3BJQEOC66SjLzo57NUzZvhfJEwZb565G49L0MMch/EKqIaBWw0P06E8XaQ4r4BkFu496KSzcc9a0duqqpRIQH/Co6PynCUIjH28YRP4CjNjJLqHqODVebkziv/MSzAb//0uRTEKkfpbdNVwcG3v/xXjtJ/5SjdnfBNsW3n+yvnKIX0CabQOelMyyc0CpVIHx1eReR0Dmh36UZiediUeJGB46flg/TQ0/xbDO7qxQdstfZWE7mxJ1qwzmGL1bUTEp/rRndX7ytzFBHdu56jZwmtV8+yt80+rA6WN5vXMlV9lD6a6Ai1lVSZDbRR6e7OxG4YMr3HI2K0ZLM8YS+I7n5ZB9oSLj+920NLBJ/AcyTP22oHYH5Pd6jOBng3BCA/2T5muyA4r8AsHcHtn8ovNIyHZ/MLwbv2DPXmOROoYdfz6w3VNQRcNXWY3Gv+koTDPpplHj0iTDOtGkmc1ubKUF3ErjkwBqiwQ2LYZHCI6LUHbDWHGMnl8vOiA6HmD+Kg0FORJyfghBNFenSr1X5RUkJ4PA/93TDnq3pcfyoYOOyLgmtXsLnjyVabFbDV6smeOisbnK1+yj2MXyiFQ7cK88WDdPcfz4ewW/74zfffn3/5bz9+07XD//nN33743R8+T/syXQTC+2a6uEOKM3x52wXqFX6pJN8vZrjcjY29p17bFUz95ebLu/biDiYLUrTPD+uu6XnD5sJMnJvzfp0ZU/BGdCMbaXUpHeSjPvtcSuZ1J6nHhFysyopBZuaN0+7sESH+4QV7IzYMxI7AfRwy0ffs+NyDR/TKQQx4QX3qA/WFXPjhoCJeBTybEw0D+ZzdQX7kwDxqHfUCzj8t77ASuKVRNSHcH7MLVlJBGKlL1wHblUkJFOM6u/Bq0WHvAilUQQIlYTRy9uCc3uwcp4AUinCdrVCdS3JY1V5bSr1DGgHvrt9Yhxhgur0yDBLVkV3oI+l/RWIkkkJic0pNyh0WydMYmK6h98juJdCOKiWr9H6mTVwpf8AXonFl8Gf/k6fBMdUCow2TwXHllUL4le5AXwmKWZmtuZpZWZVIveumlgaz7fb4EYKrxMMgNgvxdwpiTO6zx8+fB29wQDskEan0mQz+oDPSMN88HEDFDl+Tx5pDoZo2csKvL+643gMhciMjOZhOtwdQkFGPnoW0C6YWztaQ1FHZWbinUiRDCs2+7pczDmCHwD8aydFtKpt17zKYUfGgghL+4IIOIwVEk1Z42KqzVfKb8bGaTZSfUeNjclQ8qBhTf/nhojw1jrIjzUBAZtdSEo2PwIXQ0PXbGyFUdwes1qkF1/CVUoq9qhnnRyu8rzRpjKTd2aVl+/gI76xciU9kPcYvCBtRCDJVkSEZ/ibdQzrYXhVP9KuhEQOpKtErpwXNbq+saIGj2oc1SW6Y4LMw3b4nM+KnnWi3VCNxOtTd8JjekAoxbftMdSxTI0c9e+mzeaUFh0H53gV1P0/nFGl9ehO8TpNZjzJQlLZ/evZkA4OWuZxe4HJ+gcs9B0dx6JAfjwmcakJI9JK7Ngr9cX3e2xmKCROdwqbKccwovMCuvVjITAmZKnZFrhh2jv5YPnjiWrzU9DF+ZPqQg2jKJfNCDT+eCxEQ6DkmbQJsXdtmntNRapx4riokX687F5vLzFLuN4kkE2IbR4+jO8jiascA+g9VwktOSsBWK3RWpExc/cvX+BmdrHqSkuODQKnd4v3BhFBcaM4Li4ViZCLOgchs11vJKyKjteg9x2Unsu/Ga31y/T3rHxmhWPohMtU4S1/lbNyW/nnNYhbTRPq97hGefRZ/DGRxb9cfJ2RyLP9Owoz+LJZ/5KrnW/l3WwDPH8s/KTfKWv49VP7s+e/hDKSaZ/mfz3DB9bP8exwZ938n/17wby//POHVYvlnqZN7e/1Cbm6Iv3gknZpIv0Sxs+9Kv2Ri5Z5Iv9fUxN1n6dfj+dPf6VXw9mHp1zijsULp18w14XfS7+lR+PCx9M8pUYEOlr4qEnB7/S2SC2si/pap6PRE/pMSUiR/DrJTXVr7wOipOOyjMwAqTLgGphziDROQ+2p8RxVNzjPk0e3G/DiYfjA5LdJqdVriJ7gq9Q/7MZ0AT4We4fpj2a5df4aOd1VC6/ixaAmtL4ut7NUttBa9us/Wkp9clNvV5wmfIEs+Mz0fy37yTmxl318gXD0LX79ma+FP3snt8vULvBa+fs3Xwp/oCVvhaw1kLX2tzazFP9GTtuvXGtha/FqbW8t/oidu5a810LX8tTa7lv9ET96u3zN6cyJ/rc2v5T+xE7by955KkE3kr62ZtfzZTNou31H6/kT6mt5rLf2JjbiVvuME8dnVz3lvLHw2kPdnnzxiM9GTfTyRvPIMrASPHHxbV4LpiAiP+kXnXLA3msI10kW+MgIcdRCXh0uGqCfLDu9UCGzVk1UoYQq2+WyDMnaeLjhptVp5IjeI/uXriPMDUyKF2V3DwHPZ1fz2nOCjN1X8EOg+0/KR+4WYdHaC19/FWvKniNAOnIi+h+oQybiTfXDEvTgRficJw/Wz+JXf8bb4Q0PlaiL9yNSTepLXyVeTvCv+jrbjDw/FL8QhlvhjZWqhnfgFV2uJ/1Rv0Os/Ef+pKqFuuxV/YkPs7OMhRJQyeW/P/UdDNFVO7Y2mczzRNZsr0PSCN73KkzA6mOSaFDTN/spcnkevoySGjsXfpzFJ0czpw2wfIRBdNJ+8I7fR9iUCtVEcCQWrhyAiBCgyvKJnYmK4tlBgvUOCMQBXNtyUhWFm+pev8R0RUcXBMi7jO6JW2i9f9RFcQUVLT81SohuYqzNZv7Raja921vEvexKS50kGarRc/aaEPXyY6NKhpHvIuXeXrr9abOK8KEc8+SWTCyodyOlWWLfcy5rfXV3xT70yMHzMVPp9dtbzzqnhJDzu+JfFq4B25aQuoW51e/0H+d8jQyPOVhEsi7MVclWVQ+wPOeuPpKcQ5WyEZTk2WBYNpJewL+JuOueUf5ywoEREUWlEXHva5n4938429YhROuVnZ75psPvIUCnEdNt/GXPfApF2JCI/o+/RfAkkxf72U+CYrWbyFng+H/O3AKa/fwv4Lpy9BZHgc7O3QLW6/X1ESv2bvQWB/A6LtwDWv38L1M4ab4EjtqLZY+BmbEX3X4PzOwMKLPF3rdT6yk+5ItiQT5O2zxFzQiQ4cfKg1hJXAKhZaSPt5tkIzZhvdH6FER6Dkghp3grbwMEsoXpnez9Cxs8PP/70j2J+SFHQsJZfT1z9amk+gIv/crX8rkW+gKsO3r777GxP0xRcR/EFPAUVN+S4+du3EnKQN/oCxX+9nJxC/Jl+x6k2MtkHwJso1SrHMB0XTtKtxJfmzBeickiyDDTzGF6mONBMB6C+9MIDNFq/jsQmR/UkCjvF1QQDN7q78sLYIZcpL0jP0ZN41msnqVt2UkFGJm/Vni/KQfg2mNvlegTCCfWvg4ESyCnrJ/XTHcVfXDMZpHr07ZFByoVLL1rBF0FRdhdqdK3XY5rVQfkk3bWHyWW0vCjVPCS/zC5gdFodiALCalNSA298v8SIGCod4gAUbjMFCfVrKud4NsrgakkU2+j8cWB9ZrPScJQs5UtGdReJKXJy3OiDBaZiJQiAKn6kM7Lxizd51RIZX53wzjqEWFGn45vt9R1UASh44ojpZwGR8lFcFnIYUAEMxTIu++kBUg1nkhufyx9I7LFFG8ICL75ZN/pQmOEg114+KGNN+F6VMZrsKAen951WLlVYclRNLkcy3r1UZRvjp83X5hjtmQNZc46Zuc+V4YulWwVstRrfEwtPN+DBmnVMGJEPSgZzKqnlsofaJhusYRQ55QHrGBASyq1MiaGe5OJPeNlwaBMtwVQGFc41ONSmS8w/f9Dl3nfdzr8h6EYuxNKR6H4vB9UrdgcWtuygIOMTLQ3zGlq1009OTQ05OpVlNfS5Ss7n1tAfelqzyDnRkDN1gsgjRGBiitnEBXq9aF5h/Bbi+KUa62p8BHkUInM5zXp0duiKg2F0DPB5bmu21kxJreJDUGhMxMKejTwO78nXcg5vs7PoPg77iI6XGGOVqABHojS1jsUwtz4Xie4JyAM2P1e6G6tUXx/Dsy5S7OJwxWGieg822nAFdk32GB2q/+waS1nSb9eusbSjlz37jNRqCaPiae1EQx7GDzz+wZli3qKH6crQY6Tl1Ha8oV3oQMebvhHM6nvNY9Qx7orytkB52bEN77dCxx4cucK7IxFJxGi0Gp3xKwrpp1naMMu1DD1Ks7Th8DvlQvO/XeOPuLd29CM+teMBkXK4IEQMLUrLHM3qzI2n1rTvGgbgS4Z8vQkgFO21kslgQ698KUjTgB75UuAY08CVdLhSkQAlNVIh+1PscWwCovaKN+bwsdKtUxIxF4dMZCTFUcDQFwkNXTdn2RRp7ewNqEIXvKU7FcPj6GcbLJI04T7IxSzT3cs8Q3i3XSCRtcWI+S1J7BxlMSKw5DyxgS1GuqQThJeJIg0uyfzJuPJufDcfxQP/xx9/+93lQr/qxUhKvzjgL5z5V3DAP2zch6fZwtSPc6C7zFJ3mLZgN8Y981GZtjBg8NUrucQDnDUOSe3paolozUoXfbNct76iCiKwrGp1PQSbwKzucrmKGIZAjPDAhaVWHXSDlbcwIzAL3ZRBbmhPswrcSFZrw0ODcP462UZMts+UKKdFslwzi3rDgQUM8MksHCIFgxftJ3lOSBcyulgBnbNRRBOcy7edekCx1G65sy/IFdKy7ToUD5YTdHDIidgro1sb0ibg6Iph8cosQlXCssMuTgTOlXdrpXRAreZdh+0BsTH7vj0zWkjir7nXQaqC3zq/gRin7PYeHx+7+WHP3fwSVV7q29hxQ9ylu1z3SCN2k+iYXi4TIVUodJTczmcQFIDf8S9f6nOjRBrHbFy6VVisH0TTMIJxWnU286HuIns44T7EvKvzsxkMQ2EsPoLC318x4zJyCb0ymw4Z44Q5ApCbvE6UV5UjmZGZ6AfyxYaiEosSeLzo4uSxMaeuG0CIfaStzULWJuRo6L6RRnN3zDGihz8vOszC3bhVlQrkFsWkc81XUJbD31QIKpttU0pnK3/+i1CZzd/dgh1i2PCE6S4O+8hDkwgqGQ8ifO7V6+GsH/bRrQCTD3VXYRlMCG9bz70kc8UOG5esY37JPFyrytmB1vPZCmkWU6VyeT7bXqEqQDfpYGrFqRA77QSN0vmxYb6VbquzEcb3fAOqRdrg/PgehWKe6WmHZnldM6ZS2Ndhf+7g/gxmYgh3sNhdU8RCVnb4L0XGTovWNqQDT1+o9HEl5lY9W9lM/b1yN7K6VQoA9uQhZPGdnGXxZo3x4+ZbSpmpMAetsKyd6cIcLz9S/n5w5sFhVSk4cDTuOpBu8es5n37Ti1T9+C0WLFZFK94cUKcldbmkvn6Rqsu1+gUwoLdRifufhjw2sZi+BN/762Cg8MP15g/fonx/nyfxDroUyeTb3Wm/zM11Pjn+cX297r1N0ZSZ8T0JLkLQCkhIqdAmRpyxbFJTdZfh6MKomp7j3NOlF37H1ZUKUb7DVR2JrjYQYEM3kvXuHknM19EbKSpMQRM1EVhlsmgWt2FhV8Jddm/IDkSAPIw9cIoggkY5DLEyKFe1CthqrlGRARjD7ngnArxMlH6xI2XCnsKmOdLxjs6sSZMdMerbSSVJ0rIlS8OygwoVd0+4hxNkARL2nvPESHJPHQRVLQchnw/cKmCrFRQDvBTVm0UGbnSYpF1i2mHlj6wjS5DUQ2AMytIbrQRmVGzitYOQCi0RKbuepcAHHNrSvMPSan2poh9K/7Lc6YgdaQykzY3Iy1u1w6IOVYPmgQFm16FWs0TxefGVR8ukxp01DR3ycO+tQrvlcUopmPW1Y8ZTmkel8pW3MlPUIzOipFdfRlYIRyUj4wQ5aGVShwhaZw07Co1IZIJVnEGKwgMNLN1KQkQNzlQ1M2PfMd1CAJKaiGdbyM1luuJAV67gBA9Vc5/MOzZIAcfxBeZJRUok3FD4IQXjCHgBVahAPeF7QT61VghG4jPX8SkMxE5iKwp+KBhfGzj9ExDYI/sEFAGszqwp7SPWM6+YJE0hFODayBdD1ioiMoB3Q2GwXjSVUS/GtFW7IjBY7jA39PxvwPlGtwlf+0qfa4eYIRY+0QmIgYsyJCoeGBHddyMV4NSo0BnkKXEscCUp1Shgo1UgJIJ3I+/KEjkqxqfyHxQBHaaezALgqlXAVjcfj1OPtwMbUcpQDjsiMCF6IKDY+cuo4kwofaTVSq+F6iuuAlJ9oojDheianDSJu2B6gHdMcKlaBWy10pIbu9+NW6Y6ugTchuSoMmA3OqrnqHxW6ovzoPRpyyyMM3KfGu7UECD7t+ufdgoglzrtfTBc5ciy663QspvorAmoOmbJnpPxmX+VdGYuDaZbKZ3dxntPbIYqwHvPs1zbDJP1S6u7Rk7ZKfmOYre1SdKgROeI296RhpMLlWSQVusPGq9M/ctiMwY4MLWRy/vUzxvc8XUTK3lUMoiLmrZ3+z0Yn5MvwuTy1j1uMl18ISBvE/fBeP+Y1PJshcwifsJ8PhiGVw+aEG2r8fE26sArTPQJXBM9EMtVOzb6RzcXONkF4zHnL2NssQpqWT2oWMOtf07G9R1USarxLdtcIr4SdqQdRJV0qkITqnzUADxvWN0FsHrFFuQhLVzGyfPnlIkKxk9IWJNpD1ZEeZ3vlBVAuvNFfAQs89/+/O+TOFJ8jCOdltmlGH8FIDNgYT//60swiVzx+JcXDb4sxFfEkCr89gupRAruyOuoRAjP/NUBzS6hR6t7hcwnKQYiHqyBMlXPZx0VnDYeZ00Vhi9C26Q/NqW1i1MyglOyZVYwK3HBna3II1PBxJoUVxhVuMQnUhKNj6k9TXhZ1foxs6jtKv3GSmwmPWkSKyG58UgqMBqBA2n4jheyRncEOs6OFs81+oQATqVIo3XbtTfTGXDAyIGqQx6STishGUyPpmhXHuyOKy2EqhrkzKAQwS1KvJHYBwnelIsJnD6Q56f4T/YmUXZwibRJzAwWHe4SEYNl8I1zBjv6oQsn7gfxookthgxDkaH/tt1z5xqzmHECplSdJnc1AnLdfgX6JXfdboad5R+3xw84jjaMkTxa0a0rwxDtHL/z5HXDNPP4aJg3AWZfV0llw7xRHehesdsOpqk+172JGYF6jgNUSwxQvPi8YYBSeYXjAyYGqPM6gVuL8n1Vk7vLVl0EFoHVKnMkIlBXKFv/vKbGKQ1DNhY0kvLSAiRCEhUNcu1sSi70zwQeYwGwjNDTQXXhDsotD41Kxh4bV2Aog5RllWjEfBkO+SeCYiq4/rTBOOtQwLURlNIfGACcMN4WMnnEB7nDCnAHua2ubILIkSsnOnZIRUVwLN89ZaAlSoqyY7gpYcSh6xxW1KQR2PXYZX0VeXjFDY9o3pCYDikQ+WiYQEYzlHjlzBqgN8IJg8nrMGqTdlnsrhHnRSqUXuEqOekl8Vne9YpRkA7fNje4E27h7Sm0QoqOCV2qOZPG28mwUO0b+dorvSJIfFPUrwC3TK+XE3l8jkKSApbMVLcYEL6ciq2BxchF18tQOtUXhz6z8yAgR0nk2ynFHakd0PbFZOoyHSRGRQSsuGNKk9wwZxotifmwZ5Ub0ifwMZdED4VqFEajaIPlJACgyRjAZEyFa7Id40/jET7IZO1JHLb64SUMI9AeorRK5MQ9Z4l1QySlSKnGVlAwV/F6ju2wPzjdRbbQoYVfieYwJfEDBG41JLgZHD72NAHasaySJ4dvzgQ5SA5IFulog1OmI/OM678za0FE0JsBh1oF0/U2Qtk4XGpFkGms405Sia1oOAgTjjgcDtKy9nw5nhT3WEndaVzWK+ZxIyuyrWEECebIrveu+yjoJTLWRCxpGD3Fp7SdJ8jLx8vxQ/ibf/ruj3/8h8P5suX/MI7bpU9dTme5Ir5+8sJRbvqGf0UGjYiTfiF/BmZF3PzpvdP5XXtxY8aQJ/uyrAX3rgm/zIutPgLxktlEjy0zfYInHGK/e/BNdsyi76lUYznwWsHxD/QL5EaWs0T7dJosIoszsTeMRqsXhYsVqt+9BvdkEmZ24deD3KnbtZdKBKN6V5UzyD+OryV0DcYkn1vZI6ZxIvjcBIWzFnxXbtBRuVu8MooMyedIPBUs+ew+weg7wfckXB4cBN/zFnlsFLxW6e+u/dTkMEloIvheVQPr97HgI6d9bAUfObtzIvuYmJaNZR8VIuXu+qOjtJeJ7ENjS5pkHwrlE+yEHyLzGpPwe3FcHhyFH1iP3C7eVyqSMxH+hNl3Ivxu7D8pe3E8WbL3B8cnWPbdNYbMobvlu0zeyonsHdcIYtn3TC90Ymxk7w4qYMayL0QWNBF9/vSs4KNQwxhy56KVLPbjN7bMLfy4GOHL8JXDN9ET63Zk0msvrqjVFmVnUxehd+3AwIgWnx+NDjyWk3MxWq0OBpeO0r98ja8Or6dJrr+K3cL15+Z4PwWthGTCWjTLO2Ev8kzhi4nMfaXUmYnQJ1fibvX6rl2KXt/aa9HPnoOd6PU7sxZ9ZKgui37yGO4Wr1/Ztej1i70W/UQX2Mpeaxlr2WuNZS37iS60W75Wspay1+raWvYTNXAn+q5e7kWfVUbKUvQTHXi3dq1cr0U/tPS13CfK/1buJRMB80Tu2kRZy31i/Gyves8PMcld22druc8Mv53gtUW5FrwyTpdynxi9u7Vra3otd22Zr0WvTf6V6Kks5tZJYGW5R+TC6tFQ28fgyI8uffR6seoVQ4FVo+vGD1cEYe3hwIJfXMpCT1HwJpi5pdcesNXayMfF618WJY/wLoVyF3Wru8svnmpR6X29xi+kWmgRrdfPwjfOzqk+IS2Z/2SHQRwTASVPZ8cVAjicLxZCuVgvOxvZTv+JYpbiHcUsxRuKmTQyFLNMw99QzPQklWL25OqDxySzc+8nehnoRclT2vuE/lFaGXoZjX6gIcJqmZqjUsuelXwU4O5a8F0t452fqWU4/E7yXS3jgzdTy/jgzdQyjP/tlt/1Mow/kuxTo2KBE9lnRy/kVvb4Pk4kP9HKWPJZSMtuLz03wllMRF8ceQkmou+aGYZ9d6IvibLNJ6LvpRdw+XGcmTF+JbqJTpljwSAa4jxcsWj4q6pP+NY+7ErnJPKEOE80olXlxIj57/FJLlQVPG+IRHWX66oRwImonhjxAI6kehD40+RIqsIrv4DpdQZmBAjSmA6O8wHcBQSUAx6tvKn61sGPsDsKsC+uWaRzcsIrNu49R5gHNxDWa9cwkmh2oCiML2gEnYhdG42PfiBn46fTgaChU796xMQD4PqGRvOxAulvN8sfxit3+UtGGYrP//zyUfSAIenP/3pBDB2IUI9hZr88dyuG14XRMSg9LoMXJG8dGP2vN+f9fDGK+tXD3llV5hnqpg1dzhPo8sEqhics5XmnIKPLpDCRtFqpV5mwkfqXRb3DPJ4gRBVjfCf6wqVuZzPdNDkxl0aHTQWpQ+C6op+jGRsL5fOfy7quVKWON9ov2wyMTKetf9ij2PV+YVZNSJQ4cS7fYtTqPTLul51/3BO2ebswyOgoBWmyXT0ehezYu/3qtiaeb94vlfii9qvi+AcT6CIXNmC7iSlV/PJrcDXqZI2w1V0TQOZ8R+A6x4Qx0mqlnEkCguMfHkEvBFt2HmXwMgQaPIy6cvPDVbBkhMe6m9DBYQdZ8Y0AoGsmKaRDDaiXzjXukkAk2Me68Z2b2uJh4Xofm+8gT2jW6DNIwvMxtMlAmYC6VRhbueHwbnRt+YTh5sw1SoN8QJoMFm5NabX28WOOrP7ly+xwBGD2VLChTnT53eors0DpffU8SU8iWq+eRG8lNj6eGqGTW/mMsa64IoW4PMbMtDVxlxYwvoPfMcJGctdKnwdMGj4cbH8Vqt0Uyo7q80CPn3TREotwYCIj3merr5dn5YnVC3/c2PpEZcImpE8NvxYS+scwzIBPwx2ihwq2+VIwvz62ObqblsK77LJ81wzZ/jj88qvMMrRuyr3fvWGSufdZvw8z/iVWk3OYk5jdhiXPFSYA4MJynmn9enlocEp71tLSsalPqvtcappE8FUwiN7TKhnmgZcfsNXqOeerCSkf4FqKVMzn4DWbTxGQPeid9I+z8iyR9VpJ1qBpKXITecztpyNSdlnP7kK3eSJCjl7GDHPbOT2xOjP/tAcwH9XQGiFjiSZcCPXU3x9kAiiEPa+JEopKIS7zs5VVWa4XGAJa57JL33doI7VCyuRBJd/PRug1zwcmD3a0gVW8pmKZvhYg45k+FgWIcaMPMhCmStXjmiegaeIwRvPw4cB5uHGADYWxp34+SkeKJqw8x8DglZLJoRkL1ow5F2lVpFLpf9eUmkm6fWMNZsFALxGQt784KKoOlmMT54++u+aNI5UOgdNPCfGgPUS7fN+N6ZtV2SNt3g5pkTNxZHcHItwnuZCxmR3x4+RJjToHFBtUKBTyW7Pf0Fo3YfBWE0ZSYaV9KgolsM90I1nCBhZUKSBWIiV06kkqsIqH8R1xGkqr+QXhMW55dojGBkfF3P82aITvbxLMogKaB7uZA1dMbIHKZQSumSit5t+YIq2W19fGxyfyS3cGIUTnS/EUxS/l4U3sjqYJx4Jxg/QKzJB2vOPCioUd6Qc5DhPDu6TUiCZuxmB93H30ib+hXogAgRKRqOnTQUCJxDyTyYb2B8G2DTFY4cpYCPs3GDjnWsqNa/ADmNH/+u0PP3z3l8/zFF7K6wYdkc1xVL68GT1StR+0+FfkB4Pr994P30gQBtTHMe7YV2QIZ3IrvM6QPlCPuBTK52zpm1XZ2s2Jvy682bCkgw1fKgQZjHAbMnCq098jwQcDl7AWOilABN04b9RB3OFpetdNmKhatFpywEarl8tTOVr9w+LXxwSepDh8Are6u3jdx/Guep6lB+ks1x5v6+y9RiqAsTJU85hwwmH+ifQRqR2UB+wE+K4czqPV8NJ7U+HQXQYYi+oYcFiZC9ahgWgXrKviQp6DsRJz0XEpD91IFmwa8bqLHF0ENOv5eZbKetUsbyssUonXu5kmXvePPHYowSaB0j0cdNHAN8SRxkYxIN1KkLU21E91kY8S78PCSe4TzhbdKmCr1elmsseYBcBxjV8pmzIICnOMn2n8EDYeo9IovylI6qbafkRNJCoCgUl9vcmugAcOnagAeq1cMadSIEu3CthqNXylJJvYCEXbSzyA6DsGEIktDsmRE7+tDZg5LVJEmSZHfINtFDUew496TZquByNpfZL28JESnNJB7NQtCdOlfHgUSUtU3DvWDVVwy5RGHFVCix+t0BscE9G8dnpoTDuJUKiSytnXR52p0yeax4ULTIwuGpKM91Svco5h3yLB2TBa2QHnnsMGMWfPgc+aCA8mD6yMr1oFbDX3hQhRvIBEbMbTXCk/oXNgIn1HFsJZP1rhKxapIpurGxbfHIgK8pyyw+E9aXtnK3pFHR1v13bjO8Lo9z78iqMO0QmlMT0jozPeJwtx368+MAjcJoikuzjso+FziOrWDGOEldNeEhsMx0WRexc43SET30lvheg92q3uo1nv1rmXYItLifpVmDEQ0aeqv6LCnFRca1JtzcvOy8do+7S8J63FJ9JatC9ApoREoz0YCk+na5vIjYvES+S4dooC/CsVFcOsUgDxZ5mRfRcmUs1HBoqiyWh4r7QrX2ssnTj2OuesGeBmddFT0hOEeH0kWnAI8fq8Ka4JIV6f6awdZLF3UCh8GQdZ7NJouV5E+zjit5QcwOs7jbjTiXY67Mhs+fkIlbJSu7WMgzd671xiZFyFrFzO2gD1oF4qxuqbyJSvfvbBAoGqSv3PcqkiBMBzOmIYJNPrOwnT9UOdAYqRtidG5hgP9FHGZJtxIVA6YHdzI/46iLlxDV+IuL63wuHLpTqsx0fvTqykTgbFUSzWBCXCBrlgRJ21s6J6ZS30bR1kTYREWdxJKkz9XWSNsaoOyLei70RIHzH0S5eo6uKwj04wQAUpXtVctZMD8d+yq2svR0NvGFfMTVwrJGbCn+tWAVvN96shQjqM2PQaqYs5idJHFEpHJDQ9UZcTXjHf1W1ioQztSJ4rqxwUxcoRufR1owCNVnHN+rhZZ/tNNkbFd6NHhLHSduXSO5lotCIn6OYKxfhI/R09Pv+lxc1jo7sIcgbDsIkLwqggkg4SYm3HtlG/UyKfvP7ltc9PzzJwq3Bz/RNvZ1Px2vX4xRMyYTJ+8btsp0YKdXFcW5OJtE8DbnyC4mNGl2tqu2KknHqb2RfTF4ucd5Fub90qYKvV+IGcIUUgFH40wru4ZAbCR0IBlGK7NnQXgb5FWH07yFRvmapV6VYBW609YYja7DXAYPmNOTR6PTEMjqgaCGG0skHlE5hLr/jOldLQnDp/OeH4hUEYgxNujXOh6vGJK6U1onmd1C7VrQQIt1l/I4hE42JlrVLFo3ZQ5RMdMbjcTRgyMBlgFOZHtDE7sFaEPkKscTy+Pe6BPvREl4dGnYkf2y7M25Or0FRJnJNAH28fnoxh5OEIO66EREytvXwrpuMTRLW7JR/HDpQL34uwGU7BgDVMfd7AswN9Z+f0sbxUICdPr2uCWgEVl/AeHL4cfI4wuBMej3FK2D5yHPp2jD72fndKBouoWjvxBLHLRJXW1TxFzPIEH8lHAN38+Zvvvv88T8HcYOqKpCt/hdQVAIJ8/tcH5uSHGlb3UTE3gCtQy0YKAHxUVv5fmTs/BUp8jZt0mF58CqETkV4GqSsld47jku2OFKu640hyVA+FTcYqdXuHL5EIDBTIb/gS7fLeHe4O1y3gJ05zH1xBnhatYuFC3mPDPTMxh7uD/Aoqxj+2nA3lQHAClriFjy+YjOzKBqMUlTTEr5jYzEdN1HHN2u7gYXKbw9TE0YXlJkhVEptjLbxnKnAqdDaUiV5cDBK/g5keUUTFulxex87Ky/Q9OKL2LsQprwiPdDYPepwC1OubZBNhuktUVbv8WBaezJgJVnSagoicjnnjkylSe1p5aNHG9MSpFTNBPTofqKfhrVST7CYO9WxKKx9E+twd6nB3HgzCqkz8ewg87FKYiglr1qzDQ6u20svOKxLLVWWo17RjOshutyOFVNjsOaZdOB3DU5Q0F75Zwye/nm9H+T++wJRwRyfOUaHjynZlcZQNWjnfRSUZjOfP77wqjkg7aiK7PleMX01KySHisiIfzAR/kHHtmSLamTkCa5w+/Ti+h8AdZePBacyDoWaF+8dks2je1zFRNlHa1CeLsrJxfDMXFYmUzpMLVefsuV3oxLa/aFXEVPI/baq585MfuA85P5jRGxx5Rasg8UZIr1GGbT9D5ovRTVYcPxNi2TM7SM9sxfEj1cesNziCsKBcT9jFkGakkGY9OKSZKEZUEPNEvDGQAJixhjQn9D3e2R0qbRz6XhAXWJssdwfNJ+4cm4Ezns8PDcHLvRAiHKBY6RJQgXcNcfTW+Of6AyjDsVLF3w4CQJWjcEFYdux19cU+QJUA/6qawRi/crpBoje8I9Rg+GhymPVQN0j32HxwvRwyxvgO5rbkS9s3SqnvpCwIsmsmbdMde8GksIFUr9o2UZ/ud4bjURtRySgPzfi+VatAowdstB6eqr022u3Z8FztdTL8aLQaPpDn9OyDMa+aqFxnLYLjk6sMAS7nb9m2XmlU30z6WPZIhySjQp4JRCatDO0M6Rga3e495oavWyMQWfYcdcF07UnME6HnjcFF/Sbi8fH0BWU3y/i2hyI4AsxIOYdxNwWKGsgPa38w4o8lNLLyBzuJqjs5WBhyZeor3n2Ak9F3b5G9iUd22pgulWfb8yX0ARzT//bdtz99nuXll64jxeunIYtL9/oKuaAPW/Y6t7R7fE6+HOnRl/Ec95TTu9xSNxzesBsvrBYLjqiv7pqGAm5w8ZHSe7hf1L6ZtDUdCOh/UfueKGnYBRBdyKaZau+MSfDiMVx0DrUhtCkU35Q+2uZHDKILlNKjWw13/yZRU3UZAVd8zxNXBYBMSb3whwdmZdar0ioLT38ghTlQaqhudHPBuouTneQSHBU91pkyeierJnnDAamY+90hBnZJW8ntUPEg5FPJ4hVWwYkDD0ihMno0PuQ8ZYwnBvTxTLKOiOkyCeJJFGJywrLTWLcSJ6xFS1vJCdv8rmwXV4vryWk4YXaZKA1Ap5OiVlc3V0Dh4qX6lwXJhXQuiSuDSKOwWD0xWj0qEjEDXR3RP4XHA+wbIIUICApOwp7qY2q5PaCFFnUhVHrk4lKB09Y6npxR8Xb2OPrL9c/K7VTxdioDkKWuJ0TmZDAwmYT58f2QvJW1uwY3S6FyhknSCCPiD86CcpxXMyyHNYadrqdCBWjPdWNGbk+/gf3qUvY0vkWQ1uMlQHM96nGtnNzbC9h44L1I9JqfKRxPgHVXRwhH5Xx52hvECHrH0dGyyS9Q+AwlG4RUO0aZuUppT41cweefDiOc4IgoTl6Bmx0aPuYgfIf0Mk93qJDqD1l+GaS9a/7McndH6QOYvP/vN79HIuEmThMBY12+ha/OI/z5Xx8Yi/V4N73Olj7vbqDv+VL29D8LEqvrIUBytSN7SJEwwk7RSFzGkSRAKc37epWGqdCoVOGo37cavjH2g1g29Bznpple+C3TLJKLG0yz0Dj2IxML3OjmgnUXxzupYr1oCjO5x2TVLG87MOLobSl2RkJh33RlRHxkRHwlu6cFsuR7koCdEeAoNtCzCB6Hr42SKc9GHl77yhA6abWyoiJVpdC/fI3vqfSzmqQYUbE9ufrCzCx6Xy8jKhNPqpbRZUVJdqsy4mzpF0kqMqRfDs7GYunnSjyt2/XnTAkFLP0ciRNoIv0OMOF0HFv6qREzzET6Gtu6lH5KguG6u/pOt8YmNEq/J0yiDc3S71cHnr6d9GMhBOlE+jFxLiBLP4bnT3/nhIWniqWv2Y7X0u98HTj8TvohSvraWvoaGrOUfjjEsr67+vNlwWrYE+l3FPBe+udThmd/J/zO5sDDo/A905FNhO8qVlfZrt4RQpVF399RHJxF7/wn9F3tJO8OQmvMbv2d1DM6SvYnfpZ+RyIn6pmJxCESSuI2I6HHxpfkKUdTusi9QO712ggeTVtkM4VhlL4SaM4x/0cthBrmMyGNVmciEoy/MoJJHVvPc1x+DvaqJ1wreivF4ZLxGTzIdTi5CbbSzoRWnIjbN6LrnMh7chHaa58hD1nqYYK8Y6lPHoGt2PXzsha7fqnWcp+8gfbi9dO6Frx+pteCnykAO8lr1WIt+RSorP1E8hMFaFNGk1OGJpJPE1AUS36i/G0lr9XKteS7hrr/4ie6r714rVKvJa/V87XkZ4r/TvLapFhLXpsna8lPDJ/NLe+JVGsieW2arSU/Mfq2kq9MBTqRfONktYnkJzbvhgwzEg/qRPLaLF9LXtv7K8kTamnrIbCgAo2g5R6qiE8IN+hZ95/QIZTJIXQ2ouq+iYoC1FFGZ+0OQ3/U2QeR7cnzQZfI6RjfEa1YjYA9pOrCUNvs6Q7ZAYsy8fuARDrVtxGtuyNCO9UPMEA17lL9hKZQvC5Y/Oh8CkmvC0ShpyOY6gTYj6zHdPTq0dKIx+z8YSpGZyLGW96bRSZ6j8foUImmot51sfpUBwW8fzswAbDXk2QHhINmT5yGXb+HLTlbsd2JfHM9T2szOqZKpUrJgV6F1fw41461zQMuhDQYFOYCOTCZJxwbujvdRdbQ4AaTysY6Vj2oOcI4Zwfsl7RahX4hfV2KR64VG+TPPQjrfmosyPDjqZSRbiRbboW2dY8hNruSYK6EvMkHOdAzsUPrRoEahcXoVHkOcELeipWmhpXU9u0hkaZeWKbVfQEhp6c72DMKGalMnm2fMDVpwnCL33dkr1qhAuIpUimrwIxoZyuLHjAWrBCSnakQ3XnPLGiFMmLk/rMEVhH7QR1oQyt56vJB4L9QiE1GVSocO5roi04jN8zwk0YeH7xWHQUE6rJuJdcH0tkk5N6Z5FYhZXJ/MTi3C730mQlldKuw2v8PAWL467d//st/fHcLyeC/GpIhPn5b5/5eyTgfGM7wTgj/eyoi+dcxy3AtpwsX+4IMgXft9PMb8vWZa8i8rWVH39K49G2h5Kx80O1aOXM0O2IYl1Yr9Yfp+/UvX+MnYqvoLgumOkAcb0+08+b4jUKwVVjyFHUBZodV4lUrgWqDjEYrP1QiIKj63WtwxrXrKV6jN8KBbhffE8P9b3DzM3gHaphlRqLwe5Fj9A7shF+ZjXUi/O7T2cq+Q6Zx83fL1xSSa9m3xNQNJPvGdWlQ9uCJUh3wbVtNNxHUZoZVCVRgslXirp1sVyubLAwlB4kaYsn3yly/bUTBjLMyGq2OSqD4lPrda3DHzJ2ZErYnX8p27YVzX/SuXl9qIlTuDKnC98QeqcIJJRPZ98uMY6co+8k1uV2/voDXwteX+VL4k1diJ/z+ruHuk/BTJoTbRPg9GfnZg5+YznIi/OS4fvkUqHLg5m+BKlncfgZQJVKcaiJ85E/fLj46ZoxmyYdKlyRLPmRx5tyUfIgUG2bJdwYGT4MTT8Mky2e3+NP2Qmqq/7+9a9m15LaBX+Ot0Xq0pP6C7LLNOoATJJsYmCCI/fdpItMiTxVFnTu5cRzAyxlIR1ddelBkseggnxsTNVySCrIb32GpoK6Iz1IpfOwg8ml4FKV4/skU4lmDn6oKcCzBT5mevjvwE7seGfzO1x1j30hEaL/u6bJzgCen/SdTVXb2YyYiD5uPlawnNh4bHUpb46lTtU7HdBQE96ajLA0MLOxMR1lze9MxNSYusO2ohcjenr3dcmvTMTNxlk3HXPnVsoO9kYo9456N2Pga+cKlNLeTd9RzxuBa9pkER51vL+KP+TvEvgYxjCuBS0OUU2IBmEwMn27qU6mdj4KMXa2en/TMQvXs256LPYgiKA97RTQa0XDvqrukBIgLPHiXfsI5PkrEOfo7eIp3cJ8aN9ocnFO3bStlX/TwELd99OOT+M/QSonPYjm4/GSaGbZG2yzSFnvHIxJlFJAScNtIEd7nEtUsa5RInbpSn5//ypqAWbjVM91NZqft8uxWPpUrEdoh/+SiQyFOP6GHKWSfJAqmFtIeThRL3U6WQqkpk+hZ5fpwjUp58HwZ6GCZFEzIForHLqhwwDIZlXl/jVWBWP+3DKpEoa1WURiQvJAOO7I6pqVqn5cUa7xzClljtpWSqF7zyyFMVfQu+3qGYOlCVvwDmctZeWUduENP6KnKchOSk7IxbDFhvdWcAtWvq5nUUeCo2XSwRIL5kVrU4cBE2nyGHWpDF5V0CA/7qln3M/h+0nuhmsL2j7FSKLHctnpMpbTRQbR9niPh0hT/zH/lcyYMErK00y/Yyv1gA2M42JzPTZTlS1yOhmkVaJMUJcg+HyqHktpEqqAqanSLq29DPzXWkE6HRiofp8ihSmdq7WOp+nufRTWcE9IUpCJacFqIgiSI4qawwxvn92cHRb9IqFLNFFUTmAA+/sZ/TogeC/trEDMDZp8Uev3LHyVseoh0GoVfr+lCeMKvszzzL5FIDvHGf//rVxx6PV6X7TGdOZ9R1SPDb/+WSh6FRs1C/RkX8/rZ1tH5dVGh16uqi1AfU3iZ3E/Qgd6vsSEqikglktQ7qcTcL2/kbl5cOXM0jjnszvxRKT3D/rISRcnt3Yk7PA6Ubd1Ovw+yOOXDwl1+vyVRVN6CpK/UDHf5Fv77WX3g9Bn+xraMA38blCu3m35r5IBk8FsliTkHfKes/Rb8++HM8R6q2trZ8cvYCyP7o2tfytGi453BP01h7zX4UgMGx9+BbyWa1+DXkxNUGPzbLncy0+P510TuTQf+crHjn+EXYUdODo7hv9+n+Bhy8BcXH1dKRPwlKe6jqz8PTspj/HMjRS8H/8yl/rb450xVyR38jemwhl+KuGGwezf91Kg8kAO/FimK4LdVC9+F388QpqOfk3QY/caLb7v46RHpYa9JumvoMfaCsG/ShFvoMHDThFFErdJT81KB2vU3Ek99nMTFOVysKZ4OL4frgOejs0C01drN6WQvYjXK1DxJ9xPH5w2ynb7ZecROMdEXqiN7kJPVOx22yBPH20E+c4qBA71zOG4nb4/dNfhyhHPqJoLvXA5b8O21swa/JoqnOOA7l+N2/vbaXaJvb/A1+p5tsEP/5PCXA/9ZKPzmwO/YRtvpW6trDb8x4NboO5bhFn1rc67RF/MVSYuMPtvF29k3dvEx+NZ2X4PvvQp24HcT/1uDb98ua/D5UbQ/9jO+Chzo7cNtjb3zJNxiL7U2ttDbd+saeudFvJ29fWsvsbfP9jX21h+wwp4Ym1sPQpQ7PDC1caRN2ZZ7CxPHIpHXtWnVSxM6xbJqstNxqx2bVCbZ6RjzMb9sdjoMn8gQa4OvmfyQEYKdjqmrrPotWx2p2dOda3c6jP60CfY5D441WwZJUwxWeJdA9kfnPlgbyqmohzFkKdQHY1eitqRNvtXggnan1iOc18ugGLJIgaOCYqNyMVoMfbXqT2L63qZMwvGrstme8dO05Mz1ilxTMcuCGI4otz/z+rrLd1rvGU1RldueeySRgEvml9JBtkjaqQuQl0YrRxsnTQc7FAsBNJbED2tg1gNLRUjR89ih0Ej0QsR00Wa9iMmZO2Wxif2JkcG+yyIsLLl90viZOThSmw+fDIWqoma8OeHuUG/OXNE9To0gxrNsHFhWXXlFugcvWFYm2KmEgVhc/343njC6SADh644rRhmhIBMKx3BfuTaEJXtXPrPverhMC/d18PvIrjB3+0N6/v366hT94a9/++Hv//jyZyff8XHD/S+Um6GKxP9BwO11l2ne/2dkO2b47d8CbmHAzZPa2RTqc8V4B9xnoiDECU5I6HK1eONCbQstXqwT6IrxotnlZjqEBKvhZjrAkTdUzIVfO8bexJfNbuqidJW/wy+PcliuDi8WaPR1eGPgO71qHdz7QXcz4+6r8MaTX6jwYjWnyrEewr0l0hfY4S4Kb1vcRSxui7sYzpzaFM/d1+BFBTxXgheB9yV4Y+CrU8WHkfcleFkbCcuwbmcv5soe+XJxaUhCvpgq728i7whLMPIlU/KvA32Z9SzfnrsVtFwi78vvIvLZ6Nm/i3zO3omDyPv6u0gcHh9f98nhdjDyRsl+jbwrwBuL/7rRNTzqybh2cGeK4n7Ne7mMCLsnwYuoc15TVCWJJXjjxDdXghczHr2aqZizwJ9oo87oBdaw+o8vw4v0fU+FN353VU6s6SQLzf5N+xeuN8U3qfBixDsz48IAExwIW8R9GV5MdfRleDmo9mEV3j3ocl5vQXfugR3q9n5Zom7e3wHqziX4TRK8yHMxbPo16gsJ3vil70vworOvULqMg7rYPx+CfSHBi5WZXQlezKl3FXhD2H0BXiz+4Ovv4jVgREbfmrm1pdewd6px5qDejQLju6jLS2KPeh90+zqo82tnq76LC54xt4+xJebOI2+HuS+9iw9cX3kXFUe+RXmX1U4Q84XyLoC+UN4NXMbvuAOC6Nl9l2LKwrWjqJykmqB9rBMTjXsRbEUbz7QyR23M4Rp0rNeDXLj3X4lhDPXXG0sCV5q2WmZsoGCH/eHpQMYgTj3Qvu3k7N5OvVMOZNUU2LnSSDTBwrOeOQMfZeaRQGGfhQ783JGkIb1FBwL6IkKE9rFmGypk9EKS1ncr3NV96or4yTEHauyeHRSQeWlg4Zezk6DhRV62s1HO5kXhvbNtkjYvOoXOTHVzb9jR2jlZ/1t2OOzKM9b/trRS7ZDXHe71A4KukhYWP+s5dFNVf8IIpiA76rbFMHZTBiU8a6uVSXfwuXOS5PdtT6LCsDCmYO/bVs9/jcccWjtVMH58b9meaHzkB91QnHDwVdbWvy3GI0r8PLAgqcimx9b/QZ4QDHXlQV6Ye6Ef6AcZxLHQVv56zLob3uvQUYK39bCi672C5mvxszo4D5gBB6D2UcQPejq2zhLRiUzZFmddSvIgiIxPa+lbOzhu0gruon5RUd67FRJOR6K81jPzC7Hsykoe9Ewaas6ZvFZ8po3Ty2u9Co3/6jSiRODZ460Ob9y60aU96NA9H47RmpeWAB8hNXCqFKmqNy6pwbattlpdagcJGdpfVkOaThE+8y9mBItoWTh/2+cZv9L6vA5Sw7lb0cPiUKbGM34BFW76/gelyxSVtTH7gwgDByuUXeS5qmlXWOxii9OwgXR/YKpcVe77T4VbldkqZsrZPs9/le8Bflve9PmvSibVeVA2t7YKjgecvvllvV+xnry0wuMpEVOv1k2NAFFHRMrWIPhHY6OuUJUTu/l1+72u/kixxTgop20baeCfA5Ui5GQP7pv7Cs6vp1OojSJ1G8C6KN7JgDdHPolNZ+dWFpP7VbBZfvzxh/s/fneP/Kcvb0h4qxbpf5/SUqoD3fEJlJbX3/08Skt6Xc2fqt+Nlc5re/PH95wWrPwgF+SbP/77T+OgiCj/6+dLbcMTzI2OUu2j74FCKrcS7cHEw8IFc56nxmr4QoYEsY7lTwQzAgiddt4v0bqVAc8y1Fw+HJXsiGRt2+h0dy8HZIXa75j1zwO7wWKynjSjHd0cajD8PD/0RlgukTyn5PLl1z//OkiY1bZSswtDNzQ+qLicVPwkhbWvuEPekZJMD2XNoi9hVPRhiugP6oOzzKG2WnOikJFlf/kZvmiucuY/snCr4s8evpbpMD9vCyyJbkJ00wYcgSXREp7u1IGCRqzGq300alQoJcTI+M6oUaO8y9tqi3jfll216OBEmjDioX3UD50okaJoPHh6ohOZxkKKjqlliQqcSmIkisgm4paVyioSB+UMSWbCZvgBeJWibjYNtFEyQ6aMqW4q4JbZ6rV6Fo1fvoeDXbIksMBAmbKgc/jDky2frQq28jeE6fF1x1V4SMGWy0g5Tj0WshpIrKcOXgobfBLtY1meCe7Yu9UUEivcqsxW8Z0xWMv87nPgmTZISC/ptT/HN9Mv2Gr1heur72vXYeCdcV/QcfbAGFRcNfFjXFrBmr9bYaBRhsecmEnFXo3f1bJVxtUJRoXogKIw5EHZC6OTMjKND4t+gDztZglT+77xNZgOM9yGT+3OOT+d1FR7p+SovtPkaeTpNb+bZ6MTxz7BGjBtij9t+EoNcwYuSI2C9hnDzTlD3GLXQRRA44+RyTpJJ4kN3jcAiuLdreAg6ex0mY3WFysqxJjffQyBizQI7J9YuFVZTB4MgQs9tPmCMmbQoTuF91I4waYerHl3ZTViHg8Sp/nbVupARe397fhnJZZmUTf8dOoZ7Q7lyA2Mo1Wv8GWswSIORABYZN/Q568XfJ6NWIAooekd6/nyu0b4hChMeZFms9yR+CpsVBhdW61C8A22InZwuB7T0kj8p+j9Ane6PLdRriehJEGOjeKEeuTKafOZsCj02nK804/Xid3N8S49XmfVWHKXVd7bXN6rb4rXjGxIpIPCwJVMlLwfGA5i/JpXKFKLzVsFMXYAS+Mk8yRrob2YOPJ3kEYrS53cjYhERHGdPj3yaxo0HIHKBjFsbYxq2UbPNtTQy2pw/LBAK7mfi9FjtqNYcB8g6uqwhNCQuagScqeH4d0IU46omtRssyR5Zw7nwsiDxLXsn1eoUVlMmzSCIfacw8+aEobj+/k8jFcrNlFFYVHcRxq5JqCbBNoE80tGQ6m8O36m3AopjIV8qEw09rsVVwZxho+C+yY1fO6FyPym9icWhiE85sPssS3Cj1HIwykjIN+pqzGnkWlkDthWSiaIZmd7fL3ar7DeNuXm3vbNrv3r57gmrXl1ph1UDeNqZDZ74l1OTaXT0dXclFTqrN7klFS6tMJK1j8Sy+maVmUxffhepsfEObIuROsr/2cdtojYLmtERLJgj4jk6X8QEaEP7RGpieTMHEQqVwjZIGJ7zBUSmRAiPg5u910J6bsLFmApgwhSZ+EYy2A1VZM28KbXlgrTbjpUuqTOA4T/iVEFoik6F79Dx1utooAHXJsVzQvq4AQPcFlVprmOEzOqqyEOFWqkLMwRhy5OTDO4u6B2kf0TlZFBo1fyMmor3xYzpeZmh8jWM0VwdU8Gx77lWy06OF5BjDFqnxe/K+xySY+CD3IRg06IsrFy2UUMMdkFMPqgklX33sbERzt5PfVGgIfoMr2GFjcdJBb5CqBcW+GCsxVd9arL8AS2rUw4GQwNGwpdxSLDbI2OXuY6i2st7ZTXDsKlDQ4Qtjve6ABbIn/wT6I5/PJcm+dfwoP4Fw=='; -f['signs/food.xml'] = 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'; -f['signs/animals.xml'] = 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'; -f['signs/healthcare.xml'] = 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'; -f['signs/safety.xml'] = 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'; -f['signs/people.xml'] = 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'; +f['electrical/iec_logic_gates.xml'] = '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'; +f['electrical/transistors.xml'] = 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var l = mxStencilRegistry.loadStencil; diff --git a/src/main/webapp/js/mermaid/mermaid.min.js b/src/main/webapp/js/mermaid/mermaid.min.js index 02a60732..9207f074 100644 --- a/src/main/webapp/js/mermaid/mermaid.min.js +++ b/src/main/webapp/js/mermaid/mermaid.min.js @@ -1,3 +1,3 @@ /*! 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". 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this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 25}},rules:[/^(?:%%\{)/,/^(?:.*direction\s+TB[^\n]*)/,/^(?:.*direction\s+BT[^\n]*)/,/^(?:.*direction\s+RL[^\n]*)/,/^(?:.*direction\s+LR[^\n]*)/,/^(?:((?:(?!\}%%)[^:.])*))/,/^(?::)/,/^(?:\}%%)/,/^(?:((?:(?!\}%%).|\n)*))/,/^(?:%%(?!\{)*[^\n]*(\r?\n?)+)/,/^(?:%%[^\n]*(\r?\n)*)/,/^(?:accTitle\s*:\s*)/,/^(?:(?!\n||)*[^\n]*)/,/^(?:accDescr\s*:\s*)/,/^(?:(?!\n||)*[^\n]*)/,/^(?:accDescr\s*\{\s*)/,/^(?:[\}])/,/^(?:[^\}]*)/,/^(?:\s*(\r?\n)+)/,/^(?:\s+)/,/^(?:classDiagram-v2\b)/,/^(?:classDiagram\b)/,/^(?:[{])/,/^(?:$)/,/^(?:[{])/,/^(?:[}])/,/^(?:[\n])/,/^(?:[^{}\n]*)/,/^(?:class\b)/,/^(?:cssClass\b)/,/^(?:callback\b)/,/^(?:link\b)/,/^(?:click\b)/,/^(?:<<)/,/^(?:>>)/,/^(?:[~])/,/^(?:[~])/,/^(?:[^~]*)/,/^(?:["])/,/^(?:["])/,/^(?:[^"]*)/,/^(?:[`])/,/^(?:[`])/,/^(?:[^`]+)/,/^(?:href[\s]+["])/,/^(?:["])/,/^(?:[^"]*)/,/^(?:call[\s]+)/,/^(?:\([\s]*\))/,/^(?:\()/,/^(?:[^(]*)/,/^(?:\))/,/^(?:[^)]*)/,/^(?:_self\b)/,/^(?:_blank\b)/,/^(?:_parent\b)/,/^(?:_top\b)/,/^(?:\s*<\|)/,/^(?:\s*\|>)/,/^(?:\s*>)/,/^(?:\s*<)/,/^(?:\s*\*)/,/^(?:\s*o\b)/,/^(?:--)/,/^(?:\.\.)/,/^(?::{1}[^:\n;]+)/,/^(?::{3})/,/^(?:-)/,/^(?:\.)/,/^(?:\+)/,/^(?:%)/,/^(?:=)/,/^(?:=)/,/^(?:\w+)/,/^(?:[!"#$%&'*+,-.`?\\/])/,/^(?:[0-9]+)/,/^(?:[\u00AA\u00B5\u00BA\u00C0-\u00D6\u00D8-\u00F6]|[\u00F8-\u02C1\u02C6-\u02D1\u02E0-\u02E4\u02EC\u02EE\u0370-\u0374\u0376\u0377]|[\u037A-\u037D\u0386\u0388-\u038A\u038C\u038E-\u03A1\u03A3-\u03F5]|[\u03F7-\u0481\u048A-\u0527\u0531-\u0556\u0559\u0561-\u0587\u05D0-\u05EA]|[\u05F0-\u05F2\u0620-\u064A\u066E\u066F\u0671-\u06D3\u06D5\u06E5\u06E6\u06EE]|[\u06EF\u06FA-\u06FC\u06FF\u0710\u0712-\u072F\u074D-\u07A5\u07B1\u07CA-\u07EA]|[\u07F4\u07F5\u07FA\u0800-\u0815\u081A\u0824\u0828\u0840-\u0858\u08A0]|[\u08A2-\u08AC\u0904-\u0939\u093D\u0950\u0958-\u0961\u0971-\u0977]|[\u0979-\u097F\u0985-\u098C\u098F\u0990\u0993-\u09A8\u09AA-\u09B0\u09B2]|[\u09B6-\u09B9\u09BD\u09CE\u09DC\u09DD\u09DF-\u09E1\u09F0\u09F1\u0A05-\u0A0A]|[\u0A0F\u0A10\u0A13-\u0A28\u0A2A-\u0A30\u0A32\u0A33\u0A35\u0A36\u0A38\u0A39]|[\u0A59-\u0A5C\u0A5E\u0A72-\u0A74\u0A85-\u0A8D\u0A8F-\u0A91\u0A93-\u0AA8]|[\u0AAA-\u0AB0\u0AB2\u0AB3\u0AB5-\u0AB9\u0ABD\u0AD0\u0AE0\u0AE1\u0B05-\u0B0C]|[\u0B0F\u0B10\u0B13-\u0B28\u0B2A-\u0B30\u0B32\u0B33\u0B35-\u0B39\u0B3D\u0B5C]|[\u0B5D\u0B5F-\u0B61\u0B71\u0B83\u0B85-\u0B8A\u0B8E-\u0B90\u0B92-\u0B95\u0B99]|[\u0B9A\u0B9C\u0B9E\u0B9F\u0BA3\u0BA4\u0BA8-\u0BAA\u0BAE-\u0BB9\u0BD0]|[\u0C05-\u0C0C\u0C0E-\u0C10\u0C12-\u0C28\u0C2A-\u0C33\u0C35-\u0C39\u0C3D]|[\u0C58\u0C59\u0C60\u0C61\u0C85-\u0C8C\u0C8E-\u0C90\u0C92-\u0CA8\u0CAA-\u0CB3]|[\u0CB5-\u0CB9\u0CBD\u0CDE\u0CE0\u0CE1\u0CF1\u0CF2\u0D05-\u0D0C\u0D0E-\u0D10]|[\u0D12-\u0D3A\u0D3D\u0D4E\u0D60\u0D61\u0D7A-\u0D7F\u0D85-\u0D96\u0D9A-\u0DB1]|[\u0DB3-\u0DBB\u0DBD\u0DC0-\u0DC6\u0E01-\u0E30\u0E32\u0E33\u0E40-\u0E46\u0E81]|[\u0E82\u0E84\u0E87\u0E88\u0E8A\u0E8D\u0E94-\u0E97\u0E99-\u0E9F\u0EA1-\u0EA3]|[\u0EA5\u0EA7\u0EAA\u0EAB\u0EAD-\u0EB0\u0EB2\u0EB3\u0EBD\u0EC0-\u0EC4\u0EC6]|[\u0EDC-\u0EDF\u0F00\u0F40-\u0F47\u0F49-\u0F6C\u0F88-\u0F8C\u1000-\u102A]|[\u103F\u1050-\u1055\u105A-\u105D\u1061\u1065\u1066\u106E-\u1070\u1075-\u1081]|[\u108E\u10A0-\u10C5\u10C7\u10CD\u10D0-\u10FA\u10FC-\u1248\u124A-\u124D]|[\u1250-\u1256\u1258\u125A-\u125D\u1260-\u1288\u128A-\u128D\u1290-\u12B0]|[\u12B2-\u12B5\u12B8-\u12BE\u12C0\u12C2-\u12C5\u12C8-\u12D6\u12D8-\u1310]|[\u1312-\u1315\u1318-\u135A\u1380-\u138F\u13A0-\u13F4\u1401-\u166C]|[\u166F-\u167F\u1681-\u169A\u16A0-\u16EA\u1700-\u170C\u170E-\u1711]|[\u1720-\u1731\u1740-\u1751\u1760-\u176C\u176E-\u1770\u1780-\u17B3\u17D7]|[\u17DC\u1820-\u1877\u1880-\u18A8\u18AA\u18B0-\u18F5\u1900-\u191C]|[\u1950-\u196D\u1970-\u1974\u1980-\u19AB\u19C1-\u19C7\u1A00-\u1A16]|[\u1A20-\u1A54\u1AA7\u1B05-\u1B33\u1B45-\u1B4B\u1B83-\u1BA0\u1BAE\u1BAF]|[\u1BBA-\u1BE5\u1C00-\u1C23\u1C4D-\u1C4F\u1C5A-\u1C7D\u1CE9-\u1CEC]|[\u1CEE-\u1CF1\u1CF5\u1CF6\u1D00-\u1DBF\u1E00-\u1F15\u1F18-\u1F1D]|[\u1F20-\u1F45\u1F48-\u1F4D\u1F50-\u1F57\u1F59\u1F5B\u1F5D\u1F5F-\u1F7D]|[\u1F80-\u1FB4\u1FB6-\u1FBC\u1FBE\u1FC2-\u1FC4\u1FC6-\u1FCC\u1FD0-\u1FD3]|[\u1FD6-\u1FDB\u1FE0-\u1FEC\u1FF2-\u1FF4\u1FF6-\u1FFC\u2071\u207F]|[\u2090-\u209C\u2102\u2107\u210A-\u2113\u2115\u2119-\u211D\u2124\u2126\u2128]|[\u212A-\u212D\u212F-\u2139\u213C-\u213F\u2145-\u2149\u214E\u2183\u2184]|[\u2C00-\u2C2E\u2C30-\u2C5E\u2C60-\u2CE4\u2CEB-\u2CEE\u2CF2\u2CF3]|[\u2D00-\u2D25\u2D27\u2D2D\u2D30-\u2D67\u2D6F\u2D80-\u2D96\u2DA0-\u2DA6]|[\u2DA8-\u2DAE\u2DB0-\u2DB6\u2DB8-\u2DBE\u2DC0-\u2DC6\u2DC8-\u2DCE]|[\u2DD0-\u2DD6\u2DD8-\u2DDE\u2E2F\u3005\u3006\u3031-\u3035\u303B\u303C]|[\u3041-\u3096\u309D-\u309F\u30A1-\u30FA\u30FC-\u30FF\u3105-\u312D]|[\u3131-\u318E\u31A0-\u31BA\u31F0-\u31FF\u3400-\u4DB5\u4E00-\u9FCC]|[\uA000-\uA48C\uA4D0-\uA4FD\uA500-\uA60C\uA610-\uA61F\uA62A\uA62B]|[\uA640-\uA66E\uA67F-\uA697\uA6A0-\uA6E5\uA717-\uA71F\uA722-\uA788]|[\uA78B-\uA78E\uA790-\uA793\uA7A0-\uA7AA\uA7F8-\uA801\uA803-\uA805]|[\uA807-\uA80A\uA80C-\uA822\uA840-\uA873\uA882-\uA8B3\uA8F2-\uA8F7\uA8FB]|[\uA90A-\uA925\uA930-\uA946\uA960-\uA97C\uA984-\uA9B2\uA9CF\uAA00-\uAA28]|[\uAA40-\uAA42\uAA44-\uAA4B\uAA60-\uAA76\uAA7A\uAA80-\uAAAF\uAAB1\uAAB5]|[\uAAB6\uAAB9-\uAABD\uAAC0\uAAC2\uAADB-\uAADD\uAAE0-\uAAEA\uAAF2-\uAAF4]|[\uAB01-\uAB06\uAB09-\uAB0E\uAB11-\uAB16\uAB20-\uAB26\uAB28-\uAB2E]|[\uABC0-\uABE2\uAC00-\uD7A3\uD7B0-\uD7C6\uD7CB-\uD7FB\uF900-\uFA6D]|[\uFA70-\uFAD9\uFB00-\uFB06\uFB13-\uFB17\uFB1D\uFB1F-\uFB28\uFB2A-\uFB36]|[\uFB38-\uFB3C\uFB3E\uFB40\uFB41\uFB43\uFB44\uFB46-\uFBB1\uFBD3-\uFD3D]|[\uFD50-\uFD8F\uFD92-\uFDC7\uFDF0-\uFDFB\uFE70-\uFE74\uFE76-\uFEFC]|[\uFF21-\uFF3A\uFF41-\uFF5A\uFF66-\uFFBE\uFFC2-\uFFC7\uFFCA-\uFFCF]|[\uFFD2-\uFFD7\uFFDA-\uFFDC])/,/^(?:\s)/,/^(?:$)/],conditions:{acc_descr_multiline:{rules:[16,17],inclusive:!1},acc_descr:{rules:[14],inclusive:!1},acc_title:{rules:[12],inclusive:!1},arg_directive:{rules:[7,8],inclusive:!1},type_directive:{rules:[6,7],inclusive:!1},open_directive:{rules:[5],inclusive:!1},callback_args:{rules:[51,52],inclusive:!1},callback_name:{rules:[48,49,50],inclusive:!1},href:{rules:[45,46],inclusive:!1},struct:{rules:[23,24,25,26,27],inclusive:!1},generic:{rules:[36,37],inclusive:!1},bqstring:{rules:[42,43],inclusive:!1},string:{rules:[39,40],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,13,15,18,19,20,21,22,28,29,30,31,32,33,34,35,38,41,44,47,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78],inclusive:!0}}};function z(){this.yy={}}return j.lexer=U,z.prototype=j,j.Parser=z,new z}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,48],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],u=[1,24],l=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[1,44],g=[30,45,46],y=[4,6,9,11,23,25,27,29,30,48],m=[41,42,43,44],v=[22,36],b=[1,62],_={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,attribute:31,attributeType:32,attributeName:33,attributeKeyType:34,attributeComment:35,ATTRIBUTE_WORD:36,ATTRIBUTE_KEY:37,COMMENT:38,cardinality:39,relType:40,ZERO_OR_ONE:41,ZERO_OR_MORE:42,ONE_OR_MORE:43,ONLY_ONE:44,NON_IDENTIFYING:45,IDENTIFYING:46,WORD:47,open_directive:48,type_directive:49,arg_directive:50,close_directive:51,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",36:"ATTRIBUTE_WORD",37:"ATTRIBUTE_KEY",38:"COMMENT",41:"ZERO_OR_ONE",42:"ZERO_OR_MORE",43:"ONE_OR_MORE",44:"ONLY_ONE",45:"NON_IDENTIFYING",46:"IDENTIFYING",47:"WORD",48:"open_directive",49:"type_directive",50:"arg_directive",51:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[21,1],[21,2],[31,2],[31,3],[31,3],[31,4],[32,1],[33,1],[34,1],[35,1],[18,3],[39,1],[39,1],[39,1],[39,1],[40,1],[40,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:break;case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:case 20:case 27:case 28:case 29:case 39:this.$=a[s];break;case 12:r.addEntity(a[s-4]),r.addEntity(a[s-2]),r.addRelationship(a[s-4],a[s],a[s-2],a[s-3]);break;case 13:r.addEntity(a[s-3]),r.addAttributes(a[s-3],a[s-1]);break;case 14:r.addEntity(a[s-2]);break;case 15:r.addEntity(a[s]);break;case 16:case 17:this.$=a[s].trim(),r.setTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 21:this.$=[a[s]];break;case 22:a[s].push(a[s-1]),this.$=a[s];break;case 23:this.$={attributeType:a[s-1],attributeName:a[s]};break;case 24:this.$={attributeType:a[s-2],attributeName:a[s-1],attributeKeyType:a[s]};break;case 25:this.$={attributeType:a[s-2],attributeName:a[s-1],attributeComment:a[s]};break;case 26:this.$={attributeType:a[s-3],attributeName:a[s-2],attributeKeyType:a[s-1],attributeComment:a[s]};break;case 30:case 38:this.$=a[s].replace(/"/g,"");break;case 31:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 32:this.$=r.Cardinality.ZERO_OR_ONE;break;case 33:this.$=r.Cardinality.ZERO_OR_MORE;break;case 34:this.$=r.Cardinality.ONE_OR_MORE;break;case 35:this.$=r.Cardinality.ONLY_ONE;break;case 36:this.$=r.Identification.NON_IDENTIFYING;break;case 37:this.$=r.Identification.IDENTIFYING;break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,48:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,48:n},{13:8,49:[1,9]},{49:[2,40]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,48:n},{1:[2,2]},{14:22,15:[1,23],51:u},t([15,51],[2,41]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,48:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,39:28,20:[1,27],41:l,42:h,43:f,44:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t([6,9,11,15,20,23,25,27,29,30,41,42,43,44,48],[2,20]),{11:[1,36]},{16:37,50:[1,38]},{11:[2,43]},t(r,[2,5]),{17:39,30:c},{21:40,22:[1,41],31:42,32:43,36:p},{40:45,45:[1,46],46:[1,47]},t(g,[2,32]),t(g,[2,33]),t(g,[2,34]),t(g,[2,35]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),t(y,[2,9]),{14:48,51:u},{51:[2,42]},{15:[1,49]},{22:[1,50]},t(r,[2,14]),{21:51,22:[2,21],31:42,32:43,36:p},{33:52,36:[1,53]},{36:[2,27]},{39:54,41:l,42:h,43:f,44:d},t(m,[2,36]),t(m,[2,37]),{11:[1,55]},{19:56,30:[1,58],47:[1,57]},t(r,[2,13]),{22:[2,22]},t(v,[2,23],{34:59,35:60,37:[1,61],38:b}),t([22,36,37,38],[2,28]),{30:[2,31]},t(y,[2,10]),t(r,[2,12]),t(r,[2,38]),t(r,[2,39]),t(v,[2,24],{35:63,38:b}),t(v,[2,25]),t([22,36,38],[2,29]),t(v,[2,30]),t(v,[2,26])],defaultActions:{5:[2,40],7:[2,2],24:[2,43],38:[2,42],44:[2,27],51:[2,22],54:[2,31]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),48;case 8:return this.begin("type_directive"),49;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),51;case 11:return 50;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 47;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 37;case 22:return 36;case 23:return 38;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 41;case 28:case 32:return 42;case 29:case 33:return 43;case 30:return 44;case 34:case 36:case 37:return 45;case 35:return 46;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:(?:PK)|(?:FK))/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function w(){this.yy={}}return _.lexer=x,w.prototype=_,_.Parser=w,new w}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8009).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3602:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 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108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],u=[1,20],l=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],v=[1,33],b=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:u,18:l,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:v},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:u,18:l,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(b,[2,24]),{31:46,42:v},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(b,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),39;case 1:return this.begin("type_directive"),40;case 2:return this.popState(),this.begin("arg_directive"),32;case 3:return this.popState(),this.popState(),42;case 4:return 41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function w(){this.yy={}}return _.lexer=x,w.prototype=_,_.Parser=w,new w}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,19,21,23,24,26,28,31,34,47,51],u=[8,14,19,21,23,24,26,28,31,34],l=[8,13,14,19,21,23,24,26,28,31,34],h=[1,26],f=[6,8,14,47,51],d=[8,14,51],p=[1,61],g=[1,62],y=[1,63],m=[8,14,32,38,39,51],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,acc_title:19,acc_title_value:20,acc_descr:21,acc_descr_value:22,acc_descr_multiline_value:23,section:24,branchStatement:25,CHECKOUT:26,ID:27,BRANCH:28,ORDER:29,NUM:30,MERGE:31,COMMIT_TAG:32,STR:33,COMMIT:34,commit_arg:35,COMMIT_TYPE:36,commitType:37,COMMIT_ID:38,COMMIT_MSG:39,NORMAL:40,REVERSE:41,HIGHLIGHT:42,openDirective:43,typeDirective:44,closeDirective:45,argDirective:46,open_directive:47,type_directive:48,arg_directive:49,close_directive:50,";":51,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",19:"acc_title",20:"acc_title_value",21:"acc_descr",22:"acc_descr_value",23:"acc_descr_multiline_value",24:"section",26:"CHECKOUT",27:"ID",28:"BRANCH",29:"ORDER",30:"NUM",31:"MERGE",32:"COMMIT_TAG",33:"STR",34:"COMMIT",36:"COMMIT_TYPE",38:"COMMIT_ID",39:"COMMIT_MSG",40:"NORMAL",41:"REVERSE",42:"HIGHLIGHT",47:"open_directive",48:"type_directive",49:"arg_directive",50:"close_directive",51:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[25,2],[25,4],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[35,0],[35,1],[37,1],[37,1],[37,1],[5,3],[5,5],[43,1],[44,1],[46,1],[45,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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33:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 34:r.commit("",a[s-2],a[s],"");break;case 35:r.commit("",a[s],a[s-2],"");break;case 36:r.commit("",a[s-4],a[s-2],a[s]);break;case 37:r.commit("",a[s-4],a[s],a[s-2]);break;case 38:r.commit("",a[s-2],a[s-4],a[s]);break;case 39:r.commit("",a[s],a[s-4],a[s-2]);break;case 40:r.commit("",a[s],a[s-2],a[s-4]);break;case 41:r.commit("",a[s-2],a[s],a[s-4]);break;case 42:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 43:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 44:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 45:r.commit(a[s-2],"",a[s],"");break;case 46:r.commit(a[s],"",a[s-2],"");break;case 47:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 48:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 49:r.commit(a[s-4],"",a[s-2],a[s]);break;case 50:r.commit(a[s-4],"",a[s],a[s-2]);break;case 51:r.commit(a[s-2],"",a[s-4],a[s]);break;case 52:r.commit(a[s],"",a[s-4],a[s-2]);break;case 53:r.commit(a[s],"",a[s-2],a[s-4]);break;case 54:r.commit(a[s-2],"",a[s],a[s-4]);break;case 55:r.commit(a[s-4],a[s],a[s-2],"");break;case 56:r.commit(a[s-4],a[s-2],a[s],"");break;case 57:r.commit(a[s-2],a[s],a[s-4],"");break;case 58:r.commit(a[s],a[s-2],a[s-4],"");break;case 59:r.commit(a[s],a[s-4],a[s-2],"");break;case 60:r.commit(a[s-2],a[s-4],a[s],"");break;case 61:r.commit(a[s-4],a[s],r.commitType.NORMAL,a[s-2]);break;case 62:r.commit(a[s-4],a[s-2],r.commitType.NORMAL,a[s]);break;case 63:r.commit(a[s-2],a[s],r.commitType.NORMAL,a[s-4]);break;case 64:r.commit(a[s],a[s-2],r.commitType.NORMAL,a[s-4]);break;case 65:r.commit(a[s],a[s-4],r.commitType.NORMAL,a[s-2]);break;case 66:r.commit(a[s-2],a[s-4],r.commitType.NORMAL,a[s]);break;case 67:r.commit(a[s-6],a[s-4],a[s-2],a[s]);break;case 68:r.commit(a[s-6],a[s-4],a[s],a[s-2]);break;case 69:r.commit(a[s-6],a[s-2],a[s-4],a[s]);break;case 70:r.commit(a[s-6],a[s],a[s-4],a[s-2]);break;case 71:r.commit(a[s-6],a[s-2],a[s],a[s-4]);break;case 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101:r.parseDirective("}%%","close_directive","gitGraph")}},table:[{3:1,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{1:[3]},{3:10,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{3:11,4:2,5:3,6:e,8:n,14:r,43:8,47:i,51:a},{7:12,8:o,9:[1,13],10:[1,14],11:15,14:s},t(c,[2,102]),t(c,[2,103]),t(c,[2,104]),{44:17,48:[1,18]},{48:[2,98]},{1:[2,1]},{1:[2,2]},{8:[1,19]},{7:20,8:o,11:15,14:s},{9:[1,21]},t(u,[2,10],{12:22,13:[1,23]}),t(l,[2,9]),{9:[1,25],45:24,50:h},t([9,50],[2,99]),{1:[2,3]},{8:[1,27]},{7:28,8:o,11:15,14:s},{8:[2,7],14:[1,31],15:29,16:30,17:32,18:33,19:[1,34],21:[1,35],23:[1,36],24:[1,37],25:38,26:[1,39],28:[1,42],31:[1,41],34:[1,40]},t(l,[2,8]),t(f,[2,96]),{46:43,49:[1,44]},t(f,[2,101]),{1:[2,4]},{8:[1,45]},t(u,[2,11]),{4:46,8:n,14:r,51:a},t(u,[2,13]),t(d,[2,14]),t(d,[2,15]),{20:[1,47]},{22:[1,48]},t(d,[2,18]),t(d,[2,19]),t(d,[2,20]),{27:[1,49]},t(d,[2,91],{35:50,32:[1,51],33:[1,55],36:[1,52],38:[1,53],39:[1,54]}),{27:[1,56]},{27:[1,57]},{45:58,50:h},{50:[2,100]},{1:[2,5]},t(u,[2,12]),t(d,[2,16]),t(d,[2,17]),t(d,[2,21]),t(d,[2,26]),{33:[1,59]},{37:60,40:p,41:g,42:y},{33:[1,64]},{33:[1,65]},t(d,[2,92]),t(d,[2,24],{32:[1,66]}),t(d,[2,22],{29:[1,67]}),t(f,[2,97]),t(d,[2,27],{36:[1,68],38:[1,69],39:[1,70]}),t(d,[2,28],{32:[1,71],38:[1,72],39:[1,73]}),t(m,[2,93]),t(m,[2,94]),t(m,[2,95]),t(d,[2,31],{32:[1,74],36:[1,75],39:[1,76]}),t(d,[2,42],{32:[1,77],36:[1,78],38:[1,79]}),{33:[1,80]},{30:[1,81]},{37:82,40:p,41:g,42:y},{33:[1,83]},{33:[1,84]},{33:[1,85]},{33:[1,86]},{33:[1,87]},{33:[1,88]},{37:89,40:p,41:g,42:y},{33:[1,90]},{33:[1,91]},{37:92,40:p,41:g,42:y},{33:[1,93]},t(d,[2,25]),t(d,[2,23]),t(d,[2,29],{38:[1,94],39:[1,95]}),t(d,[2,33],{36:[1,96],39:[1,97]}),t(d,[2,43],{36:[1,98],38:[1,99]}),t(d,[2,30],{38:[1,100],39:[1,101]}),t(d,[2,35],{32:[1,102],39:[1,103]}),t(d,[2,46],{32:[1,104],38:[1,105]}),t(d,[2,32],{36:[1,106],39:[1,107]}),t(d,[2,34],{32:[1,108],39:[1,109]}),t(d,[2,47],{32:[1,111],36:[1,110]}),t(d,[2,44],{36:[1,112],38:[1,113]}),t(d,[2,45],{32:[1,114],38:[1,115]}),t(d,[2,48],{32:[1,117],36:[1,116]}),{33:[1,118]},{33:[1,119]},{37:120,40:p,41:g,42:y},{33:[1,121]},{37:122,40:p,41:g,42:y},{33:[1,123]},{33:[1,124]},{33:[1,125]},{33:[1,126]},{33:[1,127]},{33:[1,128]},{33:[1,129]},{37:130,40:p,41:g,42:y},{33:[1,131]},{33:[1,132]},{33:[1,133]},{37:134,40:p,41:g,42:y},{33:[1,135]},{37:136,40:p,41:g,42:y},{33:[1,137]},{33:[1,138]},{33:[1,139]},{37:140,40:p,41:g,42:y},{33:[1,141]},t(d,[2,40],{39:[1,142]}),t(d,[2,53],{38:[1,143]}),t(d,[2,41],{39:[1,144]}),t(d,[2,64],{36:[1,145]}),t(d,[2,54],{38:[1,146]}),t(d,[2,63],{36:[1,147]}),t(d,[2,39],{39:[1,148]}),t(d,[2,52],{38:[1,149]}),t(d,[2,38],{39:[1,150]}),t(d,[2,58],{32:[1,151]}),t(d,[2,51],{38:[1,152]}),t(d,[2,57],{32:[1,153]}),t(d,[2,37],{39:[1,154]}),t(d,[2,65],{36:[1,155]}),t(d,[2,36],{39:[1,156]}),t(d,[2,59],{32:[1,157]}),t(d,[2,60],{32:[1,158]}),t(d,[2,66],{36:[1,159]}),t(d,[2,50],{38:[1,160]}),t(d,[2,61],{36:[1,161]}),t(d,[2,49],{38:[1,162]}),t(d,[2,55],{32:[1,163]}),t(d,[2,56],{32:[1,164]}),t(d,[2,62],{36:[1,165]}),{33:[1,166]},{33:[1,167]},{33:[1,168]},{37:169,40:p,41:g,42:y},{33:[1,170]},{37:171,40:p,41:g,42:y},{33:[1,172]},{33:[1,173]},{33:[1,174]},{33:[1,175]},{33:[1,176]},{33:[1,177]},{33:[1,178]},{37:179,40:p,41:g,42:y},{33:[1,180]},{33:[1,181]},{33:[1,182]},{37:183,40:p,41:g,42:y},{33:[1,184]},{37:185,40:p,41:g,42:y},{33:[1,186]},{33:[1,187]},{33:[1,188]},{37:189,40:p,41:g,42:y},t(d,[2,81]),t(d,[2,82]),t(d,[2,79]),t(d,[2,80]),t(d,[2,84]),t(d,[2,83]),t(d,[2,88]),t(d,[2,87]),t(d,[2,86]),t(d,[2,85]),t(d,[2,90]),t(d,[2,89]),t(d,[2,78]),t(d,[2,77]),t(d,[2,76]),t(d,[2,75]),t(d,[2,73]),t(d,[2,74]),t(d,[2,72]),t(d,[2,71]),t(d,[2,70]),t(d,[2,69]),t(d,[2,67]),t(d,[2,68])],defaultActions:{9:[2,98],10:[2,1],11:[2,2],19:[2,3],27:[2,4],44:[2,100],45:[2,5]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},b={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),47;case 1:return this.begin("type_directive"),48;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),50;case 4:return 49;case 5:return this.begin("acc_title"),19;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),21;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 34:case 37:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 34;case 18:return 38;case 19:return 36;case 20:return 39;case 21:return 40;case 22:return 41;case 23:return 42;case 24:return 32;case 25:return 28;case 26:return 29;case 27:return 31;case 28:return 26;case 29:case 30:return 10;case 31:return 9;case 32:return"CARET";case 33:this.begin("options");break;case 35:return 13;case 36:this.begin("string");break;case 38:return 33;case 39:return 30;case 40:return 27;case 41:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[34,35],inclusive:!1},string:{rules:[37,38],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,36,39,40,41],inclusive:!0}}};function _(){this.yy={}}return v.lexer=b,_.prototype=v,v.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],u=[26,27,28],l=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],v=[6,26,27,28,29],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setPieTitle(this.$);break;case 11:this.$=a[s].trim(),r.setTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(u,l,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(u,[2,13]),t(u,[2,14]),t(u,[2,15]),t(u,l,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(v,[2,16]),{25:34,31:[1,35]},t(v,[2,24]),t(o,[2,7]),t(u,[2,9]),t(u,[2,10]),t(u,[2,11]),t(u,[2,12]),{23:36,32:m},{32:[2,23]},t(v,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return b.lexer=_,x.prototype=b,b.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],u=[1,26],l=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],v=[1,36],b=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],w=[1,57],k=[1,58],T=[1,59],C=[1,60],E=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],B=[1,72],L=[1,73],O=[1,75],I=[1,79],R=[1,80],F=[1,77],P=[1,78],Y=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],j={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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51:return 62;case 52:this.begin("string");break;case 54:return"qString";case 55:return e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function z(){this.yy={}}return j.lexer=U,z.prototype=j,j.Parser=z,new z}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],u=[1,19],l=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],v=[1,34],b=[1,35],_=[1,36],x=[1,37],w=[1,38],k=[1,41],T=[1,42],C=[1,43],E=[1,44],S=[1,45],A=[1,46],M=[1,49],N=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,48,49,54,55,56,57,65,75],D=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,49,54,55,56,57,65,75],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,48,49,54,55,56,57,65,75],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,54,55,56,57,65,75],O=[63,64,65],I=[1,114],R=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,48,49,54,55,56,57,65,75],F={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,and:47,else:48,note:49,placement:50,text2:51,over:52,actor_pair:53,links:54,link:55,properties:56,details:57,spaceList:58,",":59,left_of:60,right_of:61,signaltype:62,"+":63,"-":64,ACTOR:65,SOLID_OPEN_ARROW:66,DOTTED_OPEN_ARROW:67,SOLID_ARROW:68,DOTTED_ARROW:69,SOLID_CROSS:70,DOTTED_CROSS:71,SOLID_POINT:72,DOTTED_POINT:73,TXT:74,open_directive:75,type_directive:76,arg_directive:77,close_directive:78,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"and",48:"else",49:"note",52:"over",54:"links",55:"link",56:"properties",57:"details",59:",",60:"left_of",61:"right_of",63:"+",64:"-",65:"ACTOR",66:"SOLID_OPEN_ARROW",67:"DOTTED_OPEN_ARROW",68:"SOLID_ARROW",69:"DOTTED_ARROW",70:"SOLID_CROSS",71:"DOTTED_CROSS",72:"SOLID_POINT",73:"DOTTED_POINT",74:"TXT",75:"open_directive",76:"type_directive",77:"arg_directive",78:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[58,2],[58,1],[53,3],[53,1],[50,1],[50,1],[21,5],[21,5],[21,4],[17,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[62,1],[51,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 52:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 40:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 42:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 43:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 44:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 45:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 46:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 47:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 48:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-2],a[s]];break;case 53:this.$=r.PLACEMENT.LEFTOF;break;case 54:this.$=r.PLACEMENT.RIGHTOF;break;case 55:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 56:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 57:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 58:this.$={type:"addParticipant",actor:a[s]};break;case 59:this.$=r.LINETYPE.SOLID_OPEN;break;case 60:this.$=r.LINETYPE.DOTTED_OPEN;break;case 61:this.$=r.LINETYPE.SOLID;break;case 62:this.$=r.LINETYPE.DOTTED;break;case 63:this.$=r.LINETYPE.SOLID_CROSS;break;case 64:this.$=r.LINETYPE.DOTTED_CROSS;break;case 65:this.$=r.LINETYPE.SOLID_POINT;break;case 66:this.$=r.LINETYPE.DOTTED_POINT;break;case 67:this.$=r.parseMessage(a[s].trim().substring(1));break;case 68:r.parseDirective("%%{","open_directive");break;case 69:r.parseDirective(a[s],"type_directive");break;case 70:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 71:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,75:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,75:i},{3:9,4:e,5:n,6:4,7:r,11:6,75:i},{3:10,4:e,5:n,6:4,7:r,11:6,75:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,49,54,55,56,57,65,75],a,{8:11}),{12:12,76:[1,13]},{76:[2,68]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{13:47,14:[1,48],78:M},t([14,78],[2,69]),t(N,[2,6]),{6:39,10:50,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},t(N,[2,8]),t(N,[2,9]),{17:51,65:A},{17:52,65:A},{5:[1,53]},{5:[1,56],23:[1,54],24:[1,55]},{17:57,65:A},{17:58,65:A},{5:[1,59]},{5:[1,60]},{5:[1,61]},{5:[1,62]},{5:[1,63]},t(N,[2,28]),t(N,[2,29]),{35:[1,64]},{37:[1,65]},t(N,[2,32]),{19:[1,66]},{19:[1,67]},{19:[1,68]},{19:[1,69]},{19:[1,70]},t(N,[2,38]),{62:71,66:[1,72],67:[1,73],68:[1,74],69:[1,75],70:[1,76],71:[1,77],72:[1,78],73:[1,79]},{50:80,52:[1,81],60:[1,82],61:[1,83]},{17:84,65:A},{17:85,65:A},{17:86,65:A},{17:87,65:A},t([5,18,59,66,67,68,69,70,71,72,73,74],[2,58]),{5:[1,88]},{15:89,77:[1,90]},{5:[2,71]},t(N,[2,7]),{5:[1,92],18:[1,91]},{5:[1,94],18:[1,93]},t(N,[2,16]),{5:[1,96],23:[1,95]},{5:[1,97]},t(N,[2,20]),{5:[1,98]},{5:[1,99]},t(N,[2,23]),t(N,[2,24]),t(N,[2,25]),t(N,[2,26]),t(N,[2,27]),t(N,[2,30]),t(N,[2,31]),t(D,a,{8:100}),t(D,a,{8:101}),t(D,a,{8:102}),t(B,a,{44:103,8:104}),t(L,a,{46:105,8:106}),{17:109,63:[1,107],64:[1,108],65:A},t(O,[2,59]),t(O,[2,60]),t(O,[2,61]),t(O,[2,62]),t(O,[2,63]),t(O,[2,64]),t(O,[2,65]),t(O,[2,66]),{17:110,65:A},{17:112,53:111,65:A},{65:[2,53]},{65:[2,54]},{51:113,74:I},{51:115,74:I},{51:116,74:I},{51:117,74:I},t(R,[2,10]),{13:118,78:M},{78:[2,70]},{19:[1,119]},t(N,[2,13]),{19:[1,120]},t(N,[2,15]),{5:[1,121]},t(N,[2,18]),t(N,[2,19]),t(N,[2,21]),t(N,[2,22]),{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,122],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,123],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,124],41:b,42:_,43:x,45:w,49:k,54:T,55:C,56:E,57:S,65:A,75:i},{40:[1,125]},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,41],41:b,42:_,43:x,45:w,48:[1,126],49:k,54:T,55:C,56:E,57:S,65:A,75:i},{40:[1,127]},{4:o,5:s,6:39,9:14,10:16,11:6,16:c,17:40,20:u,21:20,22:l,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,39],41:b,42:_,43:x,45:w,47:[1,128],49:k,54:T,55:C,56:E,57:S,65:A,75:i},{17:129,65:A},{17:130,65:A},{51:131,74:I},{51:132,74:I},{51:133,74:I},{59:[1,134],74:[2,52]},{5:[2,45]},{5:[2,67]},{5:[2,46]},{5:[2,47]},{5:[2,48]},{5:[1,135]},{5:[1,136]},{5:[1,137]},t(N,[2,17]),t(N,[2,33]),t(N,[2,34]),t(N,[2,35]),t(N,[2,36]),{19:[1,138]},t(N,[2,37]),{19:[1,139]},{51:140,74:I},{51:141,74:I},{5:[2,57]},{5:[2,43]},{5:[2,44]},{17:142,65:A},t(R,[2,11]),t(N,[2,12]),t(N,[2,14]),t(B,a,{8:104,44:143}),t(L,a,{8:106,46:144}),{5:[2,55]},{5:[2,56]},{74:[2,51]},{40:[2,42]},{40:[2,40]}],defaultActions:{7:[2,68],8:[2,1],9:[2,2],10:[2,3],49:[2,71],82:[2,53],83:[2,54],90:[2,70],113:[2,45],114:[2,67],115:[2,46],116:[2,47],117:[2,48],131:[2,57],132:[2,43],133:[2,44],140:[2,55],141:[2,56],142:[2,51],143:[2,42],144:[2,40]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line 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T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},P={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),75;case 1:return this.begin("type_directive"),76;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),78;case 4:return 77;case 5:case 49:case 62:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),65;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),48;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),47;case 24:return this.popState(),19;case 25:return 40;case 26:return 60;case 27:return 61;case 28:return 54;case 29:return 55;case 30:return 56;case 31:return 57;case 32:return 52;case 33:return 49;case 34:return this.begin("ID"),25;case 35:return this.begin("ID"),26;case 36:return 32;case 37:return 33;case 38:return this.begin("acc_title"),34;case 39:return this.popState(),"acc_title_value";case 40:return this.begin("acc_descr"),36;case 41:return this.popState(),"acc_descr_value";case 42:this.begin("acc_descr_multiline");break;case 43:this.popState();break;case 44:return"acc_descr_multiline_value";case 45:return 7;case 46:return 22;case 47:return 24;case 48:return 59;case 50:return e.yytext=e.yytext.trim(),65;case 51:return 68;case 52:return 69;case 53:return 66;case 54:return 67;case 55:return 70;case 56:return 71;case 57:return 72;case 58:return 73;case 59:return 74;case 60:return 63;case 61:return 64;case 63:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[43,44],inclusive:!1},acc_descr:{rules:[41],inclusive:!1},acc_title:{rules:[39],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,24],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,25,26,27,28,29,30,31,32,33,34,35,36,37,38,40,42,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63],inclusive:!0}}};function Y(){this.yy={}}return F.lexer=P,Y.prototype=F,F.Parser=Y,new Y}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],u=[1,20],l=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],v=[1,30],b=[1,31],_=[1,32],x=[1,35],w=[1,36],k=[1,37],T=[1,38],C=[1,34],E=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],u=a[s-2].trim();if(a[s].match(":")){var l=a[s].split(":");c=l[0],u=[u,l[1]]}this.$={stmt:"state",id:c,type:"default",description:u};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},{38:39,39:[1,40],53:E},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:u,17:l,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:C},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:E},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:u,17:l,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:w,43:k,44:T,47:C,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},B={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<<fork>>)/i,/^(?:.*<<join>>)/i,/^(?:.*<<choice>>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function L(){this.yy={}}return D.lexer=B,L.prototype=D,D.Parser=L,new L}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],u=[1,20],l=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 11:r.setTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 12:this.$=a[s].trim(),r.setTitle(this.$);break;case 13:case 14:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 15:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 16:r.addTask(a[s-1],a[s]),this.$="task";break;case 18:r.parseDirective("%%{","open_directive");break;case 19:r.parseDirective(a[s],"type_directive");break;case 20:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:u,26:n},{1:[2,2]},{14:22,15:[1,23],29:l},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:u,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:l},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,u=0,l=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,w,k,T,C,E,S,A,M={};;){if(w=n[n.length-1],this.defaultActions[w]?k=this.defaultActions[w]:(null==_&&(_=b()),k=o[w]&&o[w][_]),void 0===k||!k.length||!k[0]){var N="";for(C in A=[],o[w])this.terminals_[C]&&C>h&&A.push("'"+this.terminals_[C]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(k[0]instanceof Array&&k.length>1)throw new Error("Parse Error: multiple actions possible at state: "+w+", token: "+_);switch(k[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(k[1]),_=null,x?(_=x,x=null):(u=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,l>0&&l--);break;case 2:if(E=this.productions_[k[1]][1],M.$=i[i.length-E],M._$={first_line:a[a.length-(E||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(E||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(E||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,u,c,g.yy,k[1],i,a].concat(d))))return T;E&&(n=n.slice(0,-1*E*2),i=i.slice(0,-1*E),a=a.slice(0,-1*E)),n.push(this.productions_[k[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},d={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". 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function")}(this,t),this.background="#f4f4f4",this.darkMode=!1,this.primaryColor="#fff4dd",this.noteBkgColor="#fff5ad",this.noteTextColor="#333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.primaryTextColor=this.primaryTextColor||(this.darkMode?"#eee":"#333"),this.secondaryColor=this.secondaryColor||sv(this.primaryColor,{h:-120}),this.tertiaryColor=this.tertiaryColor||sv(this.primaryColor,{h:180,l:5}),this.primaryBorderColor=this.primaryBorderColor||dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=this.secondaryBorderColor||dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=this.tertiaryBorderColor||dv(this.tertiaryColor,this.darkMode),this.noteBorderColor=this.noteBorderColor||dv(this.noteBkgColor,this.darkMode),this.noteBkgColor=this.noteBkgColor||"#fff5ad",this.noteTextColor=this.noteTextColor||"#333",this.secondaryTextColor=this.secondaryTextColor||uv(this.secondaryColor),this.tertiaryTextColor=this.tertiaryTextColor||uv(this.tertiaryColor),this.lineColor=this.lineColor||uv(this.background),this.textColor=this.textColor||this.primaryTextColor,this.nodeBkg=this.nodeBkg||this.primaryColor,this.mainBkg=this.mainBkg||this.primaryColor,this.nodeBorder=this.nodeBorder||this.primaryBorderColor,this.clusterBkg=this.clusterBkg||this.tertiaryColor,this.clusterBorder=this.clusterBorder||this.tertiaryBorderColor,this.defaultLinkColor=this.defaultLinkColor||this.lineColor,this.titleColor=this.titleColor||this.tertiaryTextColor,this.edgeLabelBackground=this.edgeLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.nodeTextColor=this.nodeTextColor||this.primaryTextColor,this.actorBorder=this.actorBorder||this.primaryBorderColor,this.actorBkg=this.actorBkg||this.mainBkg,this.actorTextColor=this.actorTextColor||this.primaryTextColor,this.actorLineColor=this.actorLineColor||"grey",this.labelBoxBkgColor=this.labelBoxBkgColor||this.actorBkg,this.signalColor=this.signalColor||this.textColor,this.signalTextColor=this.signalTextColor||this.textColor,this.labelBoxBorderColor=this.labelBoxBorderColor||this.actorBorder,this.labelTextColor=this.labelTextColor||this.actorTextColor,this.loopTextColor=this.loopTextColor||this.actorTextColor,this.activationBorderColor=this.activationBorderColor||hv(this.secondaryColor,10),this.activationBkgColor=this.activationBkgColor||this.secondaryColor,this.sequenceNumberColor=this.sequenceNumberColor||uv(this.lineColor),this.sectionBkgColor=this.sectionBkgColor||this.tertiaryColor,this.altSectionBkgColor=this.altSectionBkgColor||"white",this.sectionBkgColor=this.sectionBkgColor||this.secondaryColor,this.sectionBkgColor2=this.sectionBkgColor2||this.primaryColor,this.excludeBkgColor=this.excludeBkgColor||"#eeeeee",this.taskBorderColor=this.taskBorderColor||this.primaryBorderColor,this.taskBkgColor=this.taskBkgColor||this.primaryColor,this.activeTaskBorderColor=this.activeTaskBorderColor||this.primaryColor,this.activeTaskBkgColor=this.activeTaskBkgColor||fv(this.primaryColor,23),this.gridColor=this.gridColor||"lightgrey",this.doneTaskBkgColor=this.doneTaskBkgColor||"lightgrey",this.doneTaskBorderColor=this.doneTaskBorderColor||"grey",this.critBorderColor=this.critBorderColor||"#ff8888",this.critBkgColor=this.critBkgColor||"red",this.todayLineColor=this.todayLineColor||"red",this.taskTextColor=this.taskTextColor||this.textColor,this.taskTextOutsideColor=this.taskTextOutsideColor||this.textColor,this.taskTextLightColor=this.taskTextLightColor||this.textColor,this.taskTextColor=this.taskTextColor||this.primaryTextColor,this.taskTextDarkColor=this.taskTextDarkColor||this.textColor,this.taskTextClickableColor=this.taskTextClickableColor||"#003163",this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||this.tertiaryColor,this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.specialStateColor=this.lineColor,this.classText=this.classText||this.textColor,this.fillType0=this.fillType0||this.primaryColor,this.fillType1=this.fillType1||this.secondaryColor,this.fillType2=this.fillType2||sv(this.primaryColor,{h:64}),this.fillType3=this.fillType3||sv(this.secondaryColor,{h:64}),this.fillType4=this.fillType4||sv(this.primaryColor,{h:-64}),this.fillType5=this.fillType5||sv(this.secondaryColor,{h:-64}),this.fillType6=this.fillType6||sv(this.primaryColor,{h:128}),this.fillType7=this.fillType7||sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||sv(this.primaryColor,{l:-10}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-10}),this.pie6=this.pie6||sv(this.tertiaryColor,{l:-10}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-20}),this.pie11=this.pie11||sv(this.primaryColor,{h:-60,l:-20}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-10}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.branchLabelColor=this.branchLabelColor||(this.darkMode?"black":this.labelTextColor),this.gitBranchLabel0=this.gitBranchLabel0||this.branchLabelColor,this.gitBranchLabel1=this.gitBranchLabel1||this.branchLabelColor,this.gitBranchLabel2=this.gitBranchLabel2||this.branchLabelColor,this.gitBranchLabel3=this.gitBranchLabel3||this.branchLabelColor,this.gitBranchLabel4=this.gitBranchLabel4||this.branchLabelColor,this.gitBranchLabel5=this.gitBranchLabel5||this.branchLabelColor,this.gitBranchLabel6=this.gitBranchLabel6||this.branchLabelColor,this.gitBranchLabel7=this.gitBranchLabel7||this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===pv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&gv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function mv(t){return mv="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},mv(t)}function vv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var bv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#333",this.primaryColor="#1f2020",this.secondaryColor=fv(this.primaryColor,16),this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=uv(this.background),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.mainBkg="#1f2020",this.secondBkg="calculated",this.mainContrastColor="lightgrey",this.darkTextColor=fv(uv("#323D47"),10),this.lineColor="calculated",this.border1="#81B1DB",this.border2=cv(255,255,255,.25),this.arrowheadColor="calculated",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#181818",this.textColor="#ccc",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#F9FFFE",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="calculated",this.activationBkgColor="calculated",this.sequenceNumberColor="black",this.sectionBkgColor=hv("#EAE8D9",30),this.altSectionBkgColor="calculated",this.sectionBkgColor2="#EAE8D9",this.taskBorderColor=cv(255,255,255,70),this.taskBkgColor="calculated",this.taskTextColor="calculated",this.taskTextLightColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor=cv(255,255,255,50),this.activeTaskBkgColor="#81B1DB",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="grey",this.critBorderColor="#E83737",this.critBkgColor="#E83737",this.taskTextDarkColor="calculated",this.todayLineColor="#DB5757",this.labelColor="calculated",this.errorBkgColor="#a44141",this.errorTextColor="#ddd"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=fv(this.mainBkg,16),this.lineColor=this.mainContrastColor,this.arrowheadColor=this.mainContrastColor,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.edgeLabelBackground=fv(this.labelBackground,25),this.actorBorder=this.border1,this.actorBkg=this.mainBkg,this.actorTextColor=this.mainContrastColor,this.actorLineColor=this.mainContrastColor,this.signalColor=this.mainContrastColor,this.signalTextColor=this.mainContrastColor,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.mainContrastColor,this.loopTextColor=this.mainContrastColor,this.noteBorderColor=this.secondaryBorderColor,this.noteBkgColor=this.secondBkg,this.noteTextColor=this.secondaryTextColor,this.activationBorderColor=this.border1,this.activationBkgColor=this.secondBkg,this.altSectionBkgColor=this.background,this.taskBkgColor=fv(this.mainBkg,23),this.taskTextColor=this.darkTextColor,this.taskTextLightColor=this.mainContrastColor,this.taskTextOutsideColor=this.taskTextLightColor,this.gridColor=this.mainContrastColor,this.doneTaskBkgColor=this.mainContrastColor,this.taskTextDarkColor=this.darkTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#555",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#f4f4f4",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#0b0000",this.pie2=this.pie2||"#4d1037",this.pie3=this.pie3||"#3f5258",this.pie4=this.pie4||"#4f2f1b",this.pie5=this.pie5||"#6e0a0a",this.pie6=this.pie6||"#3b0048",this.pie7=this.pie7||"#995a01",this.pie8=this.pie8||"#154706",this.pie9=this.pie9||"#161722",this.pie10=this.pie10||"#00296f",this.pie11=this.pie11||"#01629c",this.pie12=this.pie12||"#010029",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.classText=this.primaryTextColor,this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?hv(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=fv(this.secondaryColor,20),this.git1=fv(this.pie2||this.secondaryColor,20),this.git2=fv(this.pie3||this.tertiaryColor,20),this.git3=fv(this.pie4||sv(this.primaryColor,{h:-30}),20),this.git4=fv(this.pie5||sv(this.primaryColor,{h:-60}),20),this.git5=fv(this.pie6||sv(this.primaryColor,{h:-90}),10),this.git6=fv(this.pie7||sv(this.primaryColor,{h:60}),10),this.git7=fv(this.pie8||sv(this.primaryColor,{h:120}),20),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===mv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&vv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function _v(t){return _v="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},_v(t)}function xv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var wv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#ECECFF",this.secondaryColor=sv(this.primaryColor,{h:120}),this.secondaryColor="#ffffde",this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.background="white",this.mainBkg="#ECECFF",this.secondBkg="#ffffde",this.lineColor="#333333",this.border1="#9370DB",this.border2="#aaaa33",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#e8e8e8",this.textColor="#333",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="calculated",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="calculated",this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor="calculated",this.taskTextOutsideColor=this.taskTextDarkColor,this.taskTextClickableColor="calculated",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBorderColor="calculated",this.critBkgColor="calculated",this.todayLineColor="calculated",this.sectionBkgColor=cv(102,102,255,.49),this.altSectionBkgColor="white",this.sectionBkgColor2="#fff400",this.taskBorderColor="#534fbc",this.taskBkgColor="#8a90dd",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="#534fbc",this.activeTaskBkgColor="#bfc7ff",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222",this.updateColors()}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.textColor,this.edgeLabelBackground=this.labelBackground,this.actorBorder=fv(this.border1,23),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.signalColor=this.textColor,this.signalTextColor=this.textColor,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||sv(this.tertiaryColor,{l:-40}),this.pie4=this.pie4||sv(this.primaryColor,{l:-10}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-30}),this.pie6=this.pie6||sv(this.tertiaryColor,{l:-20}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-20}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-40}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:-40}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-40}),this.pie11=this.pie11||sv(this.primaryColor,{h:-90,l:-40}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-30}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.labelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||hv(uv(this.git0),25),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.gitBranchLabel0=this.gitBranchLabel0||uv(this.labelTextColor),this.gitBranchLabel1=this.gitBranchLabel1||this.labelTextColor,this.gitBranchLabel2=this.gitBranchLabel2||this.labelTextColor,this.gitBranchLabel3=this.gitBranchLabel3||uv(this.labelTextColor),this.gitBranchLabel4=this.gitBranchLabel4||this.labelTextColor,this.gitBranchLabel5=this.gitBranchLabel5||this.labelTextColor,this.gitBranchLabel6=this.gitBranchLabel6||this.labelTextColor,this.gitBranchLabel7=this.gitBranchLabel7||this.labelTextColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===_v(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&xv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function kv(t){return kv="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},kv(t)}function Tv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Cv=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#cde498",this.secondaryColor="#cdffb2",this.background="white",this.mainBkg="#cde498",this.secondBkg="#cdffb2",this.lineColor="green",this.border1="#13540c",this.border2="#6eaa49",this.arrowheadColor="green",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.tertiaryColor=fv("#cde498",10),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.primaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#333",this.edgeLabelBackground="#e8e8e8",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="#333",this.signalTextColor="#333",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="#326932",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="#6eaa49",this.altSectionBkgColor="white",this.sectionBkgColor2="#6eaa49",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="#487e3a",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.actorBorder=hv(this.mainBkg,20),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskBorderColor=this.border1,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=sv(this.primaryColor,{h:64}),this.fillType3=sv(this.secondaryColor,{h:64}),this.fillType4=sv(this.primaryColor,{h:-64}),this.fillType5=sv(this.secondaryColor,{h:-64}),this.fillType6=sv(this.primaryColor,{h:128}),this.fillType7=sv(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||sv(this.primaryColor,{l:-30}),this.pie5=this.pie5||sv(this.secondaryColor,{l:-30}),this.pie6=this.pie6||sv(this.tertiaryColor,{h:40,l:-40}),this.pie7=this.pie7||sv(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||sv(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||sv(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||sv(this.primaryColor,{h:60,l:-50}),this.pie11=this.pie11||sv(this.primaryColor,{h:-60,l:-50}),this.pie12=this.pie12||sv(this.primaryColor,{h:120,l:-50}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||sv(this.primaryColor,{h:-30}),this.git4=this.git4||sv(this.primaryColor,{h:-60}),this.git5=this.git5||sv(this.primaryColor,{h:-90}),this.git6=this.git6||sv(this.primaryColor,{h:60}),this.git7=this.git7||sv(this.primaryColor,{h:120}),this.darkMode?(this.git0=fv(this.git0,25),this.git1=fv(this.git1,25),this.git2=fv(this.git2,25),this.git3=fv(this.git3,25),this.git4=fv(this.git4,25),this.git5=fv(this.git5,25),this.git6=fv(this.git6,25),this.git7=fv(this.git7,25)):(this.git0=hv(this.git0,25),this.git1=hv(this.git1,25),this.git2=hv(this.git2,25),this.git3=hv(this.git3,25),this.git4=hv(this.git4,25),this.git5=hv(this.git5,25),this.git6=hv(this.git6,25),this.git7=hv(this.git7,25)),this.gitInv0=this.gitInv0||uv(this.git0),this.gitInv1=this.gitInv1||uv(this.git1),this.gitInv2=this.gitInv2||uv(this.git2),this.gitInv3=this.gitInv3||uv(this.git3),this.gitInv4=this.gitInv4||uv(this.git4),this.gitInv5=this.gitInv5||uv(this.git5),this.gitInv6=this.gitInv6||uv(this.git6),this.gitInv7=this.gitInv7||uv(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor}},{key:"calculate",value:function(t){var e=this;if("object"===kv(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Tv(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Ev(t){return Ev="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ev(t)}function Sv(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Av=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.primaryColor="#eee",this.contrast="#707070",this.secondaryColor=fv(this.contrast,55),this.background="#ffffff",this.tertiaryColor=sv(this.primaryColor,{h:-160}),this.primaryBorderColor=dv(this.primaryColor,this.darkMode),this.secondaryBorderColor=dv(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=dv(this.tertiaryColor,this.darkMode),this.primaryTextColor=uv(this.primaryColor),this.secondaryTextColor=uv(this.secondaryColor),this.tertiaryTextColor=uv(this.tertiaryColor),this.lineColor=uv(this.background),this.textColor=uv(this.background),this.mainBkg="#eee",this.secondBkg="calculated",this.lineColor="#666",this.border1="#999",this.border2="calculated",this.note="#ffa",this.text="#333",this.critical="#d42",this.done="#bbb",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="white",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="calculated",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="white",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBkgColor="calculated",this.critBorderColor="calculated",this.todayLineColor="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return 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n=x_(e.label,e.labelStyle),r=t.insert("g").attr("class","edgeLabel"),i=r.insert("g").attr("class","label");i.node().appendChild(n);var a,o=n.getBBox();if(zm(wb().flowchart.htmlLabels)){var s=n.children[0],c=au(n);o=s.getBoundingClientRect(),c.attr("width",o.width),c.attr("height",o.height)}if(i.attr("transform","translate("+-o.width/2+", "+-o.height/2+")"),K_[e.id]=r,e.width=o.width,e.height=o.height,e.startLabelLeft){var u=x_(e.startLabelLeft,e.labelStyle),l=t.insert("g").attr("class","edgeTerminals"),h=l.insert("g").attr("class","inner");a=h.node().appendChild(u);var f=u.getBBox();h.attr("transform","translate("+-f.width/2+", "+-f.height/2+")"),J_[e.id]||(J_[e.id]={}),J_[e.id].startLeft=l,ex(a,e.startLabelLeft)}if(e.startLabelRight){var d=x_(e.startLabelRight,e.labelStyle),p=t.insert("g").attr("class","edgeTerminals"),g=p.insert("g").attr("class","inner");a=p.node().appendChild(d),g.node().appendChild(d);var y=d.getBBox();g.attr("transform","translate("+-y.width/2+", "+-y.height/2+")"),J_[e.id]||(J_[e.id]={}),J_[e.id].startRight=p,ex(a,e.startLabelRight)}if(e.endLabelLeft){var m=x_(e.endLabelLeft,e.labelStyle),v=t.insert("g").attr("class","edgeTerminals"),b=v.insert("g").attr("class","inner");a=b.node().appendChild(m);var _=m.getBBox();b.attr("transform","translate("+-_.width/2+", "+-_.height/2+")"),v.node().appendChild(m),J_[e.id]||(J_[e.id]={}),J_[e.id].endLeft=v,ex(a,e.endLabelLeft)}if(e.endLabelRight){var x=x_(e.endLabelRight,e.labelStyle),w=t.insert("g").attr("class","edgeTerminals"),k=w.insert("g").attr("class","inner");a=k.node().appendChild(x);var T=x.getBBox();k.attr("transform","translate("+-T.width/2+", "+-T.height/2+")"),w.node().appendChild(x),J_[e.id]||(J_[e.id]={}),J_[e.id].endRight=w,ex(a,e.endLabelRight)}};function ex(t,e){wb().flowchart.htmlLabels&&t&&(t.style.width=9*e.length+"px",t.style.height="12px")}var nx=function(t,e){o.info("Moving label abc78 ",t.id,t.label,K_[t.id]);var n=e.updatedPath?e.updatedPath:e.originalPath;if(t.label){var r=K_[t.id],i=t.x,a=t.y;if(n){var s=db.calcLabelPosition(n);o.info("Moving label from (",i,",",a,") to (",s.x,",",s.y,") abc78")}r.attr("transform","translate("+i+", "+a+")")}if(t.startLabelLeft){var c=J_[t.id].startLeft,u=t.x,l=t.y;if(n){var h=db.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_left",n);u=h.x,l=h.y}c.attr("transform","translate("+u+", "+l+")")}if(t.startLabelRight){var f=J_[t.id].startRight,d=t.x,p=t.y;if(n){var g=db.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_right",n);d=g.x,p=g.y}f.attr("transform","translate("+d+", "+p+")")}if(t.endLabelLeft){var y=J_[t.id].endLeft,m=t.x,v=t.y;if(n){var b=db.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_left",n);m=b.x,v=b.y}y.attr("transform","translate("+m+", "+v+")")}if(t.endLabelRight){var _=J_[t.id].endRight,x=t.x,w=t.y;if(n){var k=db.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_right",n);x=k.x,w=k.y}_.attr("transform","translate("+x+", "+w+")")}},rx=function(t,e){o.warn("abc88 cutPathAtIntersect",t,e);var n=[],r=t[0],i=!1;return t.forEach((function(t){if(o.info("abc88 checking point",t,e),function(t,e){var n=t.x,r=t.y,i=Math.abs(e.x-n),a=Math.abs(e.y-r),o=t.width/2,s=t.height/2;return i>=o||a>=s}(e,t)||i)o.warn("abc88 outside",t,r),r=t,i||n.push(t);else{var a=function(t,e,n){o.warn("intersection calc abc89:\n outsidePoint: ".concat(JSON.stringify(e),"\n insidePoint : ").concat(JSON.stringify(n),"\n node : x:").concat(t.x," y:").concat(t.y," w:").concat(t.width," h:").concat(t.height));var r=t.x,i=t.y,a=Math.abs(r-n.x),s=t.width/2,c=n.x<e.x?s-a:s+a,u=t.height/2,l=Math.abs(e.y-n.y),h=Math.abs(e.x-n.x);if(Math.abs(i-e.y)*s>Math.abs(r-e.x)*u){var f=n.y<e.y?e.y-u-i:i-u-e.y;c=h*f/l;var d={x:n.x<e.x?n.x+c:n.x-h+c,y:n.y<e.y?n.y+l-f:n.y-l+f};return 0===c&&(d.x=e.x,d.y=e.y),0===h&&(d.x=e.x),0===l&&(d.y=e.y),o.warn("abc89 topp/bott calc, Q ".concat(l,", q ").concat(f,", R ").concat(h,", r ").concat(c),d),d}var p=l*(c=n.x<e.x?e.x-s-r:r-s-e.x)/h,g=n.x<e.x?n.x+h-c:n.x-h+c,y=n.y<e.y?n.y+p:n.y-p;return o.warn("sides calc abc89, Q ".concat(l,", q ").concat(p,", R ").concat(h,", r ").concat(c),{_x:g,_y:y}),0===c&&(g=e.x,y=e.y),0===h&&(g=e.x),0===l&&(y=e.y),{x:g,y}}(e,r,t);o.warn("abc88 inside",t,r,a),o.warn("abc88 intersection",a);var s=!1;n.forEach((function(t){s=s||t.x===a.x&&t.y===a.y})),n.find((function(t){return t.x===a.x&&t.y===a.y}))?o.warn("abc88 no intersect",a,n):n.push(a),i=!0}})),o.warn("abc88 returning points",n),n},ix=function t(e,n,r,i){o.info("Graph in recursive render: XXX",t_().json.write(n),i);var a=n.graph().rankdir;o.trace("Dir in recursive render - dir:",a);var s=e.insert("g").attr("class","root");n.nodes()?o.info("Recursive render XXX",n.nodes()):o.info("No nodes found for",n),n.edges().length>0&&o.trace("Recursive edges",n.edge(n.edges()[0]));var c=s.insert("g").attr("class","clusters"),u=s.insert("g").attr("class","edgePaths"),l=s.insert("g").attr("class","edgeLabels"),h=s.insert("g").attr("class","nodes");n.nodes().forEach((function(e){var s=n.node(e);if(void 0!==i){var c=JSON.parse(JSON.stringify(i.clusterData));o.info("Setting data for cluster XXX (",e,") ",c,i),n.setNode(i.id,c),n.parent(e)||(o.trace("Setting parent",e,i.id),n.setParent(e,i.id,c))}if(o.info("(Insert) Node XXX"+e+": "+JSON.stringify(n.node(e))),s&&s.clusterNode){o.info("Cluster identified",e,s.width,n.node(e));var u=t(h,s.graph,r,n.node(e)),l=u.elem;k_(s,l),s.diff=u.diff||0,o.info("Node bounds (abc123)",e,s,s.width,s.x,s.y),function(t,e){G_[e.id]=t}(l,s),o.warn("Recursive render complete ",l,s)}else n.children(e).length>0?(o.info("Cluster - the non recursive path XXX",e,s.id,s,n),o.info(D_(s.id,n)),C_[s.id]={id:D_(s.id,n),node:s}):(o.info("Node - the non recursive path",e,s.id,s),function(t,e,n){var r,i,a;e.link?("sandbox"===wb().securityLevel?a="_top":e.linkTarget&&(a=e.linkTarget||"_blank"),r=t.insert("svg:a").attr("xlink:href",e.link).attr("target",a),i=V_[e.shape](r,e,n)):r=i=V_[e.shape](t,e,n),e.tooltip&&i.attr("title",e.tooltip),e.class&&i.attr("class","node default "+e.class),G_[e.id]=r,e.haveCallback&&G_[e.id].attr("class",G_[e.id].attr("class")+" clickable")}(h,n.node(e),a))})),n.edges().forEach((function(t){var e=n.edge(t.v,t.w,t.name);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t)),o.info("Edge "+t.v+" -> "+t.w+": ",t," ",JSON.stringify(n.edge(t))),o.info("Fix",C_,"ids:",t.v,t.w,"Translateing: ",C_[t.v],C_[t.w]),tx(l,e)})),n.edges().forEach((function(t){o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t))})),o.info("#############################################"),o.info("### Layout ###"),o.info("#############################################"),o.info(n),Kb().layout(n),o.info("Graph after layout:",t_().json.write(n));var f=0;return R_(n).forEach((function(t){var e=n.node(t);o.info("Position "+t+": "+JSON.stringify(n.node(t))),o.info("Position "+t+": ("+e.x,","+e.y,") width: ",e.width," height: ",e.height),e&&e.clusterNode?X_(e):n.children(t).length>0?(function(t,e){o.trace("Inserting cluster");var n=e.shape||"rect";Q_[e.id]=Z_[n](t,e)}(c,e),C_[e.id].node=e):X_(e)})),n.edges().forEach((function(t){var e=n.edge(t);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(e),e);var i=function(t,e,n,r,i,a){var s=n.points,c=!1,u=a.node(e.v),l=a.node(e.w);o.info("abc88 InsertEdge: ",n),l.intersect&&u.intersect&&((s=s.slice(1,n.points.length-1)).unshift(u.intersect(s[0])),o.info("Last point",s[s.length-1],l,l.intersect(s[s.length-1])),s.push(l.intersect(s[s.length-1]))),n.toCluster&&(o.info("to cluster abc88",r[n.toCluster]),s=rx(n.points,r[n.toCluster].node),c=!0),n.fromCluster&&(o.info("from cluster abc88",r[n.fromCluster]),s=rx(s.reverse(),r[n.fromCluster].node).reverse(),c=!0);var h,f=s.filter((function(t){return!Number.isNaN(t.y)}));h=("graph"===i||"flowchart"===i)&&n.curve||Vu;var d,p=Uu().x((function(t){return t.x})).y((function(t){return t.y})).curve(h);switch(n.thickness){case"normal":d="edge-thickness-normal";break;case"thick":d="edge-thickness-thick";break;default:d=""}switch(n.pattern){case"solid":d+=" edge-pattern-solid";break;case"dotted":d+=" edge-pattern-dotted";break;case"dashed":d+=" edge-pattern-dashed"}var g=t.append("path").attr("d",p(f)).attr("id",n.id).attr("class"," "+d+(n.classes?" 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m={};return c&&(m.updatedPath=s),m.originalPath=n.points,m}(u,t,e,C_,r,n);nx(e,i)})),n.nodes().forEach((function(t){var e=n.node(t);o.info(t,e.type,e.diff),"group"===e.type&&(f=e.diff)})),{elem:s,diff:f}},ax=function(t,e,n,r,i){b_(t,n,r,i),G_={},K_={},J_={},Q_={},E_={},S_={},C_={},o.warn("Graph at first:",t_().json.write(e)),L_(e),o.warn("Graph after:",t_().json.write(e)),ix(t,e,r)};e_.parser.yy=Zb;var ox={dividerMargin:10,padding:5,textHeight:10};function sx(t){var e;switch(t){case 0:e="aggregation";break;case 1:e="extension";break;case 2:e="composition";break;case 3:e="dependency";break;default:e="none"}return e}var cx={},ux=[],lx=function(t){return void 0===cx[t]&&(cx[t]={attributes:[]},o.info("Added new entity :",t)),cx[t]};const hx={Cardinality:{ZERO_OR_ONE:"ZERO_OR_ONE",ZERO_OR_MORE:"ZERO_OR_MORE",ONE_OR_MORE:"ONE_OR_MORE",ONLY_ONE:"ONLY_ONE"},Identification:{NON_IDENTIFYING:"NON_IDENTIFYING",IDENTIFYING:"IDENTIFYING"},parseDirective:function(t,e,n){UE.parseDirective(this,t,e,n)},getConfig:function(){return wb().er},addEntity:lx,addAttributes:function(t,e){var n,r=lx(t);for(n=e.length-1;n>=0;n--)r.attributes.push(e[n]),o.debug("Added attribute ",e[n].attributeName)},getEntities:function(){return cx},addRelationship:function(t,e,n,r){var i={entityA:t,roleA:e,entityB:n,relSpec:r};ux.push(i),o.debug("Added new relationship :",i)},getRelationships:function(){return ux},clear:function(){cx={},ux=[],Mb()},setTitle:Nb,getTitle:Db,setAccDescription:Bb,getAccDescription:Lb};var fx=n(5890),dx=n.n(fx),px={ONLY_ONE_START:"ONLY_ONE_START",ONLY_ONE_END:"ONLY_ONE_END",ZERO_OR_ONE_START:"ZERO_OR_ONE_START",ZERO_OR_ONE_END:"ZERO_OR_ONE_END",ONE_OR_MORE_START:"ONE_OR_MORE_START",ONE_OR_MORE_END:"ONE_OR_MORE_END",ZERO_OR_MORE_START:"ZERO_OR_MORE_START",ZERO_OR_MORE_END:"ZERO_OR_MORE_END"};const gx=px;var yx={},mx=function(t){return(t.entityA+t.roleA+t.entityB).replace(/\s/g,"")},vx=0;const bx=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)yx[e[n]]=t[e[n]]},_x=function(t,e){o.info("Drawing ER diagram"),hx.clear();var n=dx().parser;n.yy=hx;var r,i=wb().securityLevel;"sandbox"===i&&(r=au("#i"+e));var a=au("sandbox"===i?r.nodes()[0].contentDocument.body:"body");"sandbox"===i?r.nodes()[0].contentDocument:document;try{n.parse(t)}catch(t){o.debug("Parsing failed")}var s,c=a.select("[id='".concat(e,"']"));(function(t,e){var n;t.append("defs").append("marker").attr("id",px.ONLY_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 L9,18 M15,0 L15,18"),t.append("defs").append("marker").attr("id",px.ONLY_ONE_END).attr("refX",18).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M3,0 L3,18 M9,0 L9,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",30).attr("markerHeight",18).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",21).attr("cy",9).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 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9,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_MORE_START).attr("refX",18).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",48).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M0,18 Q18,0 36,18 Q18,36 0,18"),(n=t.append("defs").append("marker").attr("id",px.ZERO_OR_MORE_END).attr("refX",39).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",9).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M21,18 Q39,0 57,18 Q39,36 21,18")})(c,yx),s=new(t_().Graph)({multigraph:!0,directed:!0,compound:!1}).setGraph({rankdir:yx.layoutDirection,marginx:20,marginy:20,nodesep:100,edgesep:100,ranksep:100}).setDefaultEdgeLabel((function(){return{}}));var u=function(t,e,n){var 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r=t[n],i="default";r.classes.length>0&&(i=r.classes.join(" "));var c,u=Jv(r.styles),l=void 0!==r.text?r.text:r.id;if(zm(wb().flowchart.htmlLabels)){var h={label:l.replace(/fa[lrsb]?:fa-[\w-]+/g,(function(t){return"<i class='".concat(t.replace(":"," "),"'></i>")}))};(c=tw()(a,h).node()).parentNode.removeChild(c)}else{var f=s.createElementNS("http://www.w3.org/2000/svg","text");f.setAttribute("style",u.labelStyle.replace("color:","fill:"));for(var d=l.split($m.lineBreakRegex),p=0;p<d.length;p++){var g=s.createElementNS("http://www.w3.org/2000/svg","tspan");g.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),g.setAttribute("dy","1em"),g.setAttribute("x","1"),g.textContent=d[p],f.appendChild(g)}c=f}var 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mw={};const vw=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)mw[e[n]]=t[e[n]]},bw=function(t,e){o.info("Drawing flowchart"),Gx.clear(),Gx.setGen("gen-2");var n=Zx().parser;n.yy=Gx,n.parse(t);var r=Gx.getDirection();void 0===r&&(r="TD");var i,a=wb().flowchart,s=a.nodeSpacing||50,c=a.rankSpacing||50,u=wb().securityLevel;"sandbox"===u&&(i=au("#i"+e));var l,h=au("sandbox"===u?i.nodes()[0].contentDocument.body:"body"),f="sandbox"===u?i.nodes()[0].contentDocument:document,d=new(t_().Graph)({multigraph:!0,compound:!0}).setGraph({rankdir:r,nodesep:s,ranksep:c,marginx:8,marginy:8}).setDefaultEdgeLabel((function(){return{}})),p=Gx.getSubGraphs();o.info("Subgraphs - ",p);for(var g=p.length-1;g>=0;g--)l=p[g],o.info("Subgraph - ",l),Gx.addVertex(l.id,l.title,"group",void 0,l.classes,l.dir);var y=Gx.getVertices(),m=Gx.getEdges();o.info(m);var v=0;for(v=p.length-1;v>=0;v--){l=p[v],ou("cluster").append("text");for(var b=0;b<l.nodes.length;b++)o.info("Setting up 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t.height||0})).reduce((function(t,e){return t+e})))+(0===this.messages.length?0:this.messages.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))+(0===this.notes.length?0:this.notes.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))},clear:function(){this.actors=[],this.loops=[],this.messages=[],this.notes=[]},addActor:function(t){this.actors.push(t)},addLoop:function(t){this.loops.push(t)},addMessage:function(t){this.messages.push(t)},addNote:function(t){this.notes.push(t)},lastActor:function(){return this.actors[this.actors.length-1]},lastLoop:function(){return this.loops[this.loops.length-1]},lastMessage:function(){return this.messages[this.messages.length-1]},lastNote:function(){return this.notes[this.notes.length-1]},actors:[],loops:[],messages:[],notes:[]},init:function(){this.sequenceItems=[],this.activations=[],this.models.clear(),this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 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i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(dC.data,"startx",i,Math.min),this.updateVal(dC.data,"starty",o,Math.min),this.updateVal(dC.data,"stopx",a,Math.max),this.updateVal(dC.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},newActivation:function(t,e,n){var r=n[t.from.actor],i=_C(t.from.actor).length||0,a=r.x+r.width/2+(i-1)*fC.activationWidth/2;this.activations.push({startx:a,starty:this.verticalPos+2,stopx:a+fC.activationWidth,stopy:void 0,actor:t.from.actor,anchored:JT(e)})},endActivation:function(t){var e=this.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);return this.activations.splice(e,1)[0]},createLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;return{startx:void 0,starty:this.verticalPos,stopx:void 0,stopy:void 0,title:t.message,wrap:t.wrap,width:t.width,height:0,fill:e}},newLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;this.sequenceItems.push(this.createLoop(t,e))},endLoop:function(){return this.sequenceItems.pop()},addSectionToLoop:function(t){var e=this.sequenceItems.pop();e.sections=e.sections||[],e.sectionTitles=e.sectionTitles||[],e.sections.push({y:dC.getVerticalPos(),height:0}),e.sectionTitles.push(t),this.sequenceItems.push(e)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return{bounds:this.data,models:this.models}}},pC=function(t){return{fontFamily:t.messageFontFamily,fontSize:t.messageFontSize,fontWeight:t.messageFontWeight}},gC=function(t){return{fontFamily:t.noteFontFamily,fontSize:t.noteFontSize,fontWeight:t.noteFontWeight}},yC=function(t){return{fontFamily:t.actorFontFamily,fontSize:t.actorFontSize,fontWeight:t.actorFontWeight}},mC=function(t,e,n,r,i,a){if(!0===i.hideUnusedParticipants){var o=new Set;a.forEach((function(t){o.add(t.from),o.add(t.to)})),n=n.filter((function(t){return o.has(t)}))}for(var s=0,c=0,u=0,l=0;l<n.length;l++){var h=e[n[l]];h.width=h.width||fC.width,h.height=Math.max(h.height||fC.height,fC.height),h.margin=h.margin||fC.actorMargin,h.x=s+c,h.y=r;var f=QT(t,h,fC);u=Math.max(u,f),dC.insert(h.x,r,h.x+h.width,h.height),s+=h.width,c+=h.margin,dC.models.addActor(h)}dC.bumpVerticalPos(u)},vC=function(t,e,n,r){for(var i=0,a=0,o=0;o<n.length;o++){var s=e[n[o]],c=kC(s),u=KT(t,s,c,fC,fC.forceMenus,r);u.height>i&&(i=u.height),u.width+s.x>a&&(a=u.width+s.x)}return{maxHeight:i,maxWidth:a}},bC=function(t){rb(fC,t),t.fontFamily&&(fC.actorFontFamily=fC.noteFontFamily=fC.messageFontFamily=t.fontFamily),t.fontSize&&(fC.actorFontSize=fC.noteFontSize=fC.messageFontSize=t.fontSize),t.fontWeight&&(fC.actorFontWeight=fC.noteFontWeight=fC.messageFontWeight=t.fontWeight)},_C=function(t){return dC.activations.filter((function(e){return e.actor===t}))},xC=function(t,e){var n=e[t],r=_C(t);return[r.reduce((function(t,e){return Math.min(t,e.startx)}),n.x+n.width/2),r.reduce((function(t,e){return Math.max(t,e.stopx)}),n.x+n.width/2)]};function wC(t,e,n,r,i){dC.bumpVerticalPos(n);var a=r;if(e.id&&e.message&&t[e.id]){var s=t[e.id].width,c=pC(fC);e.message=db.wrapLabel("[".concat(e.message,"]"),s-2*fC.wrapPadding,c),e.width=s,e.wrap=!0;var u=db.calculateTextDimensions(e.message,c),l=Math.max(u.height,fC.labelBoxHeight);a=r+l,o.debug("".concat(l," - ").concat(e.message))}i(e),dC.bumpVerticalPos(a)}var kC=function(t){var e=0,n=yC(fC);for(var r in t.links){var i=db.calculateTextDimensions(r,n).width+2*fC.wrapPadding+2*fC.boxMargin;e<i&&(e=i)}return e};const TC={bounds:dC,drawActors:mC,drawActorsPopup:vC,setConf:bC,draw:function(t,e){fC=wb().sequence;var n,r=wb().securityLevel;"sandbox"===r&&(n=au("#i"+e));var i=au("sandbox"===r?n.nodes()[0].contentDocument.body:"body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;dT.parser.yy.clear(),dT.parser.yy.setWrap(fC.wrap),dT.parser.parse(t+"\n"),dC.init(),o.debug("C:".concat(JSON.stringify(fC,null,2)));var s="sandbox"===r?i.select('[id="'.concat(e,'"]')):au('[id="'.concat(e,'"]')),c=dT.parser.yy.getActors(),u=dT.parser.yy.getActorKeys(),l=dT.parser.yy.getMessages(),h=dT.parser.yy.getDiagramTitle(),f=function(t,e){var n={};return e.forEach((function(e){if(t[e.to]&&t[e.from]){var r=t[e.to];if(e.placement===dT.parser.yy.PLACEMENT.LEFTOF&&!r.prevActor)return;if(e.placement===dT.parser.yy.PLACEMENT.RIGHTOF&&!r.nextActor)return;var i=void 0!==e.placement,a=!i,o=i?gC(fC):pC(fC),s=e.wrap?db.wrapLabel(e.message,fC.width-2*fC.wrapPadding,o):e.message,c=db.calculateTextDimensions(s,o).width+2*fC.wrapPadding;a&&e.from===r.nextActor?n[e.to]=Math.max(n[e.to]||0,c):a&&e.from===r.prevActor?n[e.from]=Math.max(n[e.from]||0,c):a&&e.from===e.to?(n[e.from]=Math.max(n[e.from]||0,c/2),n[e.to]=Math.max(n[e.to]||0,c/2)):e.placement===dT.parser.yy.PLACEMENT.RIGHTOF?n[e.from]=Math.max(n[e.from]||0,c):e.placement===dT.parser.yy.PLACEMENT.LEFTOF?n[r.prevActor]=Math.max(n[r.prevActor]||0,c):e.placement===dT.parser.yy.PLACEMENT.OVER&&(r.prevActor&&(n[r.prevActor]=Math.max(n[r.prevActor]||0,c/2)),r.nextActor&&(n[e.from]=Math.max(n[e.from]||0,c/2)))}})),o.debug("maxMessageWidthPerActor:",n),n}(c,l);fC.height=function(t,e){var n=0;for(var r in Object.keys(t).forEach((function(e){var r=t[e];r.wrap&&(r.description=db.wrapLabel(r.description,fC.width-2*fC.wrapPadding,yC(fC)));var i=db.calculateTextDimensions(r.description,yC(fC));r.width=r.wrap?fC.width:Math.max(fC.width,i.width+2*fC.wrapPadding),r.height=r.wrap?Math.max(i.height,fC.height):fC.height,n=Math.max(n,r.height)})),e){var i=t[r];if(i){var a=t[i.nextActor];if(a){var o=e[r]+fC.actorMargin-i.width/2-a.width/2;i.margin=Math.max(o,fC.actorMargin)}}}return Math.max(n,fC.height)}(c,f),cC(s),sC(s),uC(s),mC(s,c,u,0,fC,l);var d=function(t,e){var n,r,i,a={},s=[];return t.forEach((function(t){switch(t.id=db.random({length:10}),t.type){case dT.parser.yy.LINETYPE.LOOP_START:case dT.parser.yy.LINETYPE.ALT_START:case dT.parser.yy.LINETYPE.OPT_START:case dT.parser.yy.LINETYPE.PAR_START:s.push({id:t.id,msg:t.message,from:Number.MAX_SAFE_INTEGER,to:Number.MIN_SAFE_INTEGER,width:0});break;case dT.parser.yy.LINETYPE.ALT_ELSE:case dT.parser.yy.LINETYPE.PAR_AND:t.message&&(n=s.pop(),a[n.id]=n,a[t.id]=n,s.push(n));break;case dT.parser.yy.LINETYPE.LOOP_END:case dT.parser.yy.LINETYPE.ALT_END:case dT.parser.yy.LINETYPE.OPT_END:case dT.parser.yy.LINETYPE.PAR_END:n=s.pop(),a[n.id]=n;break;case dT.parser.yy.LINETYPE.ACTIVE_START:var c=e[t.from?t.from.actor:t.to.actor],u=_C(t.from?t.from.actor:t.to.actor).length,l=c.x+c.width/2+(u-1)*fC.activationWidth/2,h={startx:l,stopx:l+fC.activationWidth,actor:t.from.actor,enabled:!0};dC.activations.push(h);break;case dT.parser.yy.LINETYPE.ACTIVE_END:var f=dC.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);delete dC.activations.splice(f,1)[0]}void 0!==t.placement?(r=function(t,e){var n=e[t.from].x,r=e[t.to].x,i=t.wrap&&t.message,a=db.calculateTextDimensions(i?db.wrapLabel(t.message,fC.width,gC(fC)):t.message,gC(fC)),s={width:i?fC.width:Math.max(fC.width,a.width+2*fC.noteMargin),height:0,startx:e[t.from].x,stopx:0,starty:0,stopy:0,message:t.message};return t.placement===dT.parser.yy.PLACEMENT.RIGHTOF?(s.width=i?Math.max(fC.width,a.width):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*fC.noteMargin),s.startx=n+(e[t.from].width+fC.actorMargin)/2):t.placement===dT.parser.yy.PLACEMENT.LEFTOF?(s.width=i?Math.max(fC.width,a.width+2*fC.noteMargin):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*fC.noteMargin),s.startx=n-s.width+(e[t.from].width-fC.actorMargin)/2):t.to===t.from?(a=db.calculateTextDimensions(i?db.wrapLabel(t.message,Math.max(fC.width,e[t.from].width),gC(fC)):t.message,gC(fC)),s.width=i?Math.max(fC.width,e[t.from].width):Math.max(e[t.from].width,fC.width,a.width+2*fC.noteMargin),s.startx=n+(e[t.from].width-s.width)/2):(s.width=Math.abs(n+e[t.from].width/2-(r+e[t.to].width/2))+fC.actorMargin,s.startx=n<r?n+e[t.from].width/2-fC.actorMargin/2:r+e[t.to].width/2-fC.actorMargin/2),i&&(s.message=db.wrapLabel(t.message,s.width-2*fC.wrapPadding,gC(fC))),o.debug("NM:[".concat(s.startx,",").concat(s.stopx,",").concat(s.starty,",").concat(s.stopy,":").concat(s.width,",").concat(s.height,"=").concat(t.message,"]")),s}(t,e),t.noteModel=r,s.forEach((function(t){(n=t).from=Math.min(n.from,r.startx),n.to=Math.max(n.to,r.startx+r.width),n.width=Math.max(n.width,Math.abs(n.from-n.to))-fC.labelBoxWidth}))):(i=function(t,e){var n=!1;if([dT.parser.yy.LINETYPE.SOLID_OPEN,dT.parser.yy.LINETYPE.DOTTED_OPEN,dT.parser.yy.LINETYPE.SOLID,dT.parser.yy.LINETYPE.DOTTED,dT.parser.yy.LINETYPE.SOLID_CROSS,dT.parser.yy.LINETYPE.DOTTED_CROSS,dT.parser.yy.LINETYPE.SOLID_POINT,dT.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(n=!0),!n)return{};var r=xC(t.from,e),i=xC(t.to,e),a=r[0]<=i[0]?1:0,o=r[0]<i[0]?0:1,s=r.concat(i),c=Math.abs(i[o]-r[a]);t.wrap&&t.message&&(t.message=db.wrapLabel(t.message,Math.max(c+2*fC.wrapPadding,fC.width),pC(fC)));var u=db.calculateTextDimensions(t.message,pC(fC));return{width:Math.max(t.wrap?0:u.width+2*fC.wrapPadding,c+2*fC.wrapPadding,fC.width),height:0,startx:r[a],stopx:i[o],starty:0,stopy:0,message:t.message,type:t.type,wrap:t.wrap,fromBounds:Math.min.apply(null,s),toBounds:Math.max.apply(null,s)}}(t,e),t.msgModel=i,i.startx&&i.stopx&&s.length>0&&s.forEach((function(r){if(n=r,i.startx===i.stopx){var a=e[t.from],o=e[t.to];n.from=Math.min(a.x-i.width/2,a.x-a.width/2,n.from),n.to=Math.max(o.x+i.width/2,o.x+a.width/2,n.to),n.width=Math.max(n.width,Math.abs(n.to-n.from))-fC.labelBoxWidth}else n.from=Math.min(i.startx,n.from),n.to=Math.max(i.stopx,n.to),n.width=Math.max(n.width,i.width)-fC.labelBoxWidth})))})),dC.activations=[],o.debug("Loop type widths:",a),a}(l,c);rC(s),oC(s),iC(s),aC(s);var p=1,g=1,y=Array();l.forEach((function(t){var e,n,r;switch(t.type){case dT.parser.yy.LINETYPE.NOTE:n=t.noteModel,function(t,e){dC.bumpVerticalPos(fC.boxMargin),e.height=fC.boxMargin,e.starty=dC.getVerticalPos();var n=hC();n.x=e.startx,n.y=e.starty,n.width=e.width||fC.width,n.class="note";var r=t.append("g"),i=ZT(r,n),a=lC();a.x=e.startx,a.y=e.starty,a.width=n.width,a.dy="1em",a.text=e.message,a.class="noteText",a.fontFamily=fC.noteFontFamily,a.fontSize=fC.noteFontSize,a.fontWeight=fC.noteFontWeight,a.anchor=fC.noteAlign,a.textMargin=fC.noteMargin,a.valign=fC.noteAlign;var o=zT(r,a),s=Math.round(o.map((function(t){return(t._groups||t)[0][0].getBBox().height})).reduce((function(t,e){return t+e})));i.attr("height",s+2*fC.noteMargin),e.height+=s+2*fC.noteMargin,dC.bumpVerticalPos(s+2*fC.noteMargin),e.stopy=e.starty+s+2*fC.noteMargin,e.stopx=e.startx+n.width,dC.insert(e.startx,e.starty,e.stopx,e.stopy),dC.models.addNote(e)}(s,n);break;case dT.parser.yy.LINETYPE.ACTIVE_START:dC.newActivation(t,s,c);break;case dT.parser.yy.LINETYPE.ACTIVE_END:!function(t,e){var n=dC.endActivation(t);n.starty+18>e&&(n.starty=e-6,e+=12),tC(s,n,e,fC,_C(t.from.actor).length),dC.insert(n.startx,e-10,n.stopx,e)}(t,dC.getVerticalPos());break;case dT.parser.yy.LINETYPE.LOOP_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.LOOP_END:e=dC.endLoop(),eC(s,e,"loop",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.RECT_START:wC(d,t,fC.boxMargin,fC.boxMargin,(function(t){return dC.newLoop(void 0,t.message)}));break;case dT.parser.yy.LINETYPE.RECT_END:e=dC.endLoop(),nC(s,e),dC.models.addLoop(e),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos());break;case dT.parser.yy.LINETYPE.OPT_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.OPT_END:e=dC.endLoop(),eC(s,e,"opt",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.ALT_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.ALT_ELSE:wC(d,t,fC.boxMargin+fC.boxTextMargin,fC.boxMargin,(function(t){return dC.addSectionToLoop(t)}));break;case dT.parser.yy.LINETYPE.ALT_END:e=dC.endLoop(),eC(s,e,"alt",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.PAR_START:wC(d,t,fC.boxMargin,fC.boxMargin+fC.boxTextMargin,(function(t){return dC.newLoop(t)}));break;case dT.parser.yy.LINETYPE.PAR_AND:wC(d,t,fC.boxMargin+fC.boxTextMargin,fC.boxMargin,(function(t){return dC.addSectionToLoop(t)}));break;case dT.parser.yy.LINETYPE.PAR_END:e=dC.endLoop(),eC(s,e,"par",fC),dC.bumpVerticalPos(e.stopy-dC.getVerticalPos()),dC.models.addLoop(e);break;case dT.parser.yy.LINETYPE.AUTONUMBER:p=t.message.start||p,g=t.message.step||g,t.message.visible?dT.parser.yy.enableSequenceNumbers():dT.parser.yy.disableSequenceNumbers();break;default:try{(r=t.msgModel).starty=dC.getVerticalPos(),r.sequenceIndex=p,r.sequenceVisible=dT.parser.yy.showSequenceNumbers();var i=function(t,e){dC.bumpVerticalPos(10);var n,r=e.startx,i=e.stopx,a=e.message,o=$m.splitBreaks(a).length,s=db.calculateTextDimensions(a,pC(fC)),c=s.height/o;e.height+=c,dC.bumpVerticalPos(c);var u=s.height-10,l=s.width;if(r===i){n=dC.getVerticalPos()+u,fC.rightAngles||(u+=fC.boxMargin,n=dC.getVerticalPos()+u),u+=30;var h=Math.max(l/2,fC.width/2);dC.insert(r-h,dC.getVerticalPos()-10+u,i+h,dC.getVerticalPos()+30+u)}else u+=fC.boxMargin,n=dC.getVerticalPos()+u,dC.insert(r,n-10,i,n);return dC.bumpVerticalPos(u),e.height+=u,e.stopy=e.starty+e.height,dC.insert(e.fromBounds,e.starty,e.toBounds,e.stopy),n}(0,r);y.push({messageModel:r,lineStarty:i}),dC.models.addMessage(r)}catch(t){o.error("error while drawing message",t)}}[dT.parser.yy.LINETYPE.SOLID_OPEN,dT.parser.yy.LINETYPE.DOTTED_OPEN,dT.parser.yy.LINETYPE.SOLID,dT.parser.yy.LINETYPE.DOTTED,dT.parser.yy.LINETYPE.SOLID_CROSS,dT.parser.yy.LINETYPE.DOTTED_CROSS,dT.parser.yy.LINETYPE.SOLID_POINT,dT.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(p+=g)})),y.forEach((function(t){return function(t,e,n){var r=e.startx,i=e.stopx,a=e.starty,o=e.message,s=e.type,c=e.sequenceIndex,u=e.sequenceVisible,l=db.calculateTextDimensions(o,pC(fC)),h=lC();h.x=r,h.y=a+10,h.width=i-r,h.class="messageText",h.dy="1em",h.text=o,h.fontFamily=fC.messageFontFamily,h.fontSize=fC.messageFontSize,h.fontWeight=fC.messageFontWeight,h.anchor=fC.messageAlign,h.valign=fC.messageAlign,h.textMargin=fC.wrapPadding,h.tspan=!1,zT(t,h);var f,d=l.width;r===i?f=fC.rightAngles?t.append("path").attr("d","M ".concat(r,",").concat(n," H ").concat(r+Math.max(fC.width/2,d/2)," V ").concat(n+25," H ").concat(r)):t.append("path").attr("d","M "+r+","+n+" C "+(r+60)+","+(n-10)+" "+(r+60)+","+(n+30)+" "+r+","+(n+20)):((f=t.append("line")).attr("x1",r),f.attr("y1",n),f.attr("x2",i),f.attr("y2",n)),s===dT.parser.yy.LINETYPE.DOTTED||s===dT.parser.yy.LINETYPE.DOTTED_CROSS||s===dT.parser.yy.LINETYPE.DOTTED_POINT||s===dT.parser.yy.LINETYPE.DOTTED_OPEN?(f.style("stroke-dasharray","3, 3"),f.attr("class","messageLine1")):f.attr("class","messageLine0");var p="";fC.arrowMarkerAbsolute&&(p=(p=(p=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),f.attr("stroke-width",2),f.attr("stroke","none"),f.style("fill","none"),s!==dT.parser.yy.LINETYPE.SOLID&&s!==dT.parser.yy.LINETYPE.DOTTED||f.attr("marker-end","url("+p+"#arrowhead)"),s!==dT.parser.yy.LINETYPE.SOLID_POINT&&s!==dT.parser.yy.LINETYPE.DOTTED_POINT||f.attr("marker-end","url("+p+"#filled-head)"),s!==dT.parser.yy.LINETYPE.SOLID_CROSS&&s!==dT.parser.yy.LINETYPE.DOTTED_CROSS||f.attr("marker-end","url("+p+"#crosshead)"),(u||fC.showSequenceNumbers)&&(f.attr("marker-start","url("+p+"#sequencenumber)"),t.append("text").attr("x",r).attr("y",n+4).attr("font-family","sans-serif").attr("font-size","12px").attr("text-anchor","middle").attr("textLength","16px").attr("class","sequenceNumber").text(c))}(s,t.messageModel,t.lineStarty)})),fC.mirrorActors&&(dC.bumpVerticalPos(2*fC.boxMargin),mC(s,c,u,dC.getVerticalPos(),fC,l),dC.bumpVerticalPos(fC.boxMargin),HT(s,dC.getVerticalPos()));var m=vC(s,c,u,a),v=dC.getBounds().bounds;o.debug("For line height fix Querying: #"+e+" .actor-line"),ou("#"+e+" .actor-line").attr("y2",v.stopy);var b=v.stopy-v.starty;b<m.maxHeight&&(b=m.maxHeight);var _=b+2*fC.diagramMarginY;fC.mirrorActors&&(_=_-fC.boxMargin+fC.bottomMarginAdj);var x=v.stopx-v.startx;x<m.maxWidth&&(x=m.maxWidth);var w=x+2*fC.diagramMarginX;h&&s.append("text").text(h).attr("x",(v.stopx-v.startx)/2-2*fC.diagramMarginX).attr("y",-25),lb(s,_,w,fC.useMaxWidth);var k=h?40:0;s.attr("viewBox",v.startx-fC.diagramMarginX+" -"+(fC.diagramMarginY+k)+" "+w+" "+(_+k)),f_(dT.parser.yy,s,e),o.debug("models:",dC.models)}};var CC=n(3584),EC=n.n(CC);function SC(t){return SC="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},SC(t)}var AC=function(t){return JSON.parse(JSON.stringify(t))},MC=[],NC=function t(e,n,r){if("relation"===n.stmt)t(e,n.state1,!0),t(e,n.state2,!1);else if("state"===n.stmt&&"[*]"===n.id&&(n.id=r?e.id+"_start":e.id+"_end",n.start=r),n.doc){var i=[],a=0,o=[];for(a=0;a<n.doc.length;a++)if("divider"===n.doc[a].type){var s=AC(n.doc[a]);s.doc=AC(o),i.push(s),o=[]}else o.push(n.doc[a]);if(i.length>0&&o.length>0){var c={stmt:"state",id:eb(),type:"divider",doc:AC(o)};i.push(AC(c)),n.doc=i}n.doc.forEach((function(e){return t(n,e,!0)}))}},DC={root:{relations:[],states:{},documents:{}}},BC=DC.root,LC=0,OC=function(t,e,n,r,i){void 0===BC.states[t]?BC.states[t]={id:t,descriptions:[],type:e,doc:n,note:i}:(BC.states[t].doc||(BC.states[t].doc=n),BC.states[t].type||(BC.states[t].type=e)),r&&(o.info("Adding state ",t,r),"string"==typeof r&&FC(t,r.trim()),"object"===SC(r)&&r.forEach((function(e){return 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++PC},setDirection:function(t){jC=t},cleanupLabel:function(t){return":"===t.substring(0,1)?t.substr(2).trim():t.trim()},lineType:{LINE:0,DOTTED_LINE:1},relationType:{AGGREGATION:0,EXTENSION:1,COMPOSITION:2,DEPENDENCY:3},logDocuments:function(){o.info("Documents = ",DC)},getRootDoc:function(){return MC},setRootDoc:function(t){o.info("Setting root doc",t),MC=t},getRootDocV2:function(){return NC({id:"root"},{id:"root",doc:MC},!0),{id:"root",doc:MC}},extract:function(t){var e;e=t.doc?t.doc:t,o.info(e),IC(),o.info("Extract",e),e.forEach((function(t){"state"===t.stmt&&OC(t.id,t.type,t.doc,t.description,t.note),"relation"===t.stmt&&RC(t.state1.id,t.state2.id,t.description)}))},trimColon:function(t){return t&&":"===t[0]?t.substr(1).trim():t.trim()},getTitle:Db,setTitle:Nb,getAccDescription:Lb,setAccDescription:Bb};var zC={};function $C(t,e){(null==e||e>t.length)&&(e=t.length);for(var n=0,r=new Array(e);n<e;n++)r[n]=t[n];return r}var qC,HC=function(t,e,n){var r,i=wb().state.padding,a=2*wb().state.padding,o=t.node().getBBox(),s=o.width,c=o.x,u=t.append("text").attr("x",0).attr("y",wb().state.titleShift).attr("font-size",wb().state.fontSize).attr("class","state-title").text(e.id),l=u.node().getBBox().width+a,h=Math.max(l,s);h===s&&(h+=a);var f=t.node().getBBox();e.doc,r=c-i,l>s&&(r=(s-h)/2+i),Math.abs(c-f.x)<i&&l>s&&(r=c-(l-s)/2);var d=1-wb().state.textHeight;return t.insert("rect",":first-child").attr("x",r).attr("y",d).attr("class",n?"alt-composit":"composit").attr("width",h).attr("height",f.height+wb().state.textHeight+wb().state.titleShift+1).attr("rx","0"),u.attr("x",r+i),l<=s&&u.attr("x",c+(h-a)/2-l/2+i),t.insert("rect",":first-child").attr("x",r).attr("y",wb().state.titleShift-wb().state.textHeight-wb().state.padding).attr("width",h).attr("height",3*wb().state.textHeight).attr("rx",wb().state.radius),t.insert("rect",":first-child").attr("x",r).attr("y",wb().state.titleShift-wb().state.textHeight-wb().state.padding).attr("width",h).attr("height",f.height+3+2*wb().state.textHeight).attr("rx",wb().state.radius),t},WC=function(t,e){e.attr("class","state-note");var n=e.append("rect").attr("x",0).attr("y",wb().state.padding),r=function(t,e,n,r){var i=0,a=r.append("text");a.style("text-anchor","start"),a.attr("class","noteText");var o,s=t.replace(/\r\n/g,"<br/>"),c=(s=s.replace(/\n/g,"<br/>")).split($m.lineBreakRegex),u=1.25*wb().state.noteMargin,l=function(t,e){var n="undefined"!=typeof Symbol&&t[Symbol.iterator]||t["@@iterator"];if(!n){if(Array.isArray(t)||(n=function(t,e){if(t){if("string"==typeof t)return $C(t,e);var n=Object.prototype.toString.call(t).slice(8,-1);return"Object"===n&&t.constructor&&(n=t.constructor.name),"Map"===n||"Set"===n?Array.from(t):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?$C(t,e):void 0}}(t))||e&&t&&"number"==typeof t.length){n&&(t=n);var r=0,i=function(){};return{s:i,n:function(){return r>=t.length?{done:!0}:{done:!1,value:t[r++]}},e:function(t){throw t},f:i}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}var a,o=!0,s=!1;return{s:function(){n=n.call(t)},n:function(){var t=n.next();return o=t.done,t},e:function(t){s=!0,a=t},f:function(){try{o||null==n.return||n.return()}finally{if(s)throw a}}}}(c);try{for(l.s();!(o=l.n()).done;){var h=o.value.trim();if(h.length>0){var f=a.append("tspan");f.text(h),0===u&&(u+=f.node().getBBox().height),i+=u,f.attr("x",0+wb().state.noteMargin),f.attr("y",0+i+1.25*wb().state.noteMargin)}}}catch(t){l.e(t)}finally{l.f()}return{textWidth:a.node().getBBox().width,textHeight:i}}(t,0,0,e.append("g")),i=r.textWidth,a=r.textHeight;return n.attr("height",a+2*wb().state.noteMargin),n.attr("width",i+2*wb().state.noteMargin),n},VC=function(t,e){var n=e.id,r={id:n,label:e.id,width:0,height:0},i=t.append("g").attr("id",n).attr("class","stateGroup");"start"===e.type&&function(t){t.append("circle").attr("class","start-state").attr("r",wb().state.sizeUnit).attr("cx",wb().state.padding+wb().state.sizeUnit).attr("cy",wb().state.padding+wb().state.sizeUnit)}(i),"end"===e.type&&function(t){t.append("circle").attr("class","end-state-outer").attr("r",wb().state.sizeUnit+wb().state.miniPadding).attr("cx",wb().state.padding+wb().state.sizeUnit+wb().state.miniPadding).attr("cy",wb().state.padding+wb().state.sizeUnit+wb().state.miniPadding),t.append("circle").attr("class","end-state-inner").attr("r",wb().state.sizeUnit).attr("cx",wb().state.padding+wb().state.sizeUnit+2).attr("cy",wb().state.padding+wb().state.sizeUnit+2)}(i),"fork"!==e.type&&"join"!==e.type||function(t,e){var n=wb().state.forkWidth,r=wb().state.forkHeight;if(e.parentId){var 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n=t.append("text").attr("x",2*wb().state.padding).attr("y",wb().state.textHeight+1.3*wb().state.padding).attr("font-size",wb().state.fontSize).attr("class","state-title").text(e.descriptions[0]).node().getBBox(),r=n.height,i=t.append("text").attr("x",wb().state.padding).attr("y",r+.4*wb().state.padding+wb().state.dividerMargin+wb().state.textHeight).attr("class","state-description"),a=!0,o=!0;e.descriptions.forEach((function(t){a||(function(t,e,n){var r=t.append("tspan").attr("x",2*wb().state.padding).text(e);n||r.attr("dy",wb().state.textHeight)}(i,t,o),o=!1),a=!1}));var s=t.append("line").attr("x1",wb().state.padding).attr("y1",wb().state.padding+r+wb().state.dividerMargin/2).attr("y2",wb().state.padding+r+wb().state.dividerMargin/2).attr("class","descr-divider"),c=i.node().getBBox(),u=Math.max(c.width,n.width);s.attr("x2",u+3*wb().state.padding),t.insert("rect",":first-child").attr("x",wb().state.padding).attr("y",wb().state.padding).attr("width",u+2*wb().state.padding).attr("height",c.height+r+2*wb().state.padding).attr("rx",wb().state.radius)}(i,e);var a,o=i.node().getBBox();return r.width=o.width+2*wb().state.padding,r.height=o.height+2*wb().state.padding,a=r,zC[n]=a,r},GC=0;CC.parser.yy=UC;var XC={},ZC=function t(e,n,r,i,a,s){var c,u=new(t_().Graph)({compound:!0,multigraph:!0}),l=!0;for(c=0;c<e.length;c++)if("relation"===e[c].stmt){l=!1;break}r?u.setGraph({rankdir:"LR",multigraph:!0,compound:!0,ranker:"tight-tree",ranksep:l?1:qC.edgeLengthFactor,nodeSep:l?1:50,isMultiGraph:!0}):u.setGraph({rankdir:"TB",multigraph:!0,compound:!0,ranksep:l?1:qC.edgeLengthFactor,nodeSep:l?1:50,ranker:"tight-tree",isMultiGraph:!0}),u.setDefaultEdgeLabel((function(){return{}})),UC.extract(e);for(var h=UC.getStates(),f=UC.getRelations(),d=Object.keys(h),p=0;p<d.length;p++){var g=h[d[p]];r&&(g.parentId=r);var y=void 0;if(g.doc){var m=n.append("g").attr("id",g.id).attr("class","stateGroup");y=t(g.doc,m,g.id,!i,a,s);var v=(m=HC(m,g,i)).node().getBBox();y.width=v.width,y.height=v.height+qC.padding/2,XC[g.id]={y:qC.compositTitleSize}}else y=VC(n,g);if(g.note){var b={descriptions:[],id:g.id+"-note",note:g.note,type:"note"},_=VC(n,b);"left 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e=t.parentElement,n=0,r=0;e&&(e.parentElement&&(n=e.parentElement.getBBox().width),r=parseInt(e.getAttribute("data-x-shift"),10),Number.isNaN(r)&&(r=0)),t.setAttribute("x1",0-r+8),t.setAttribute("x2",n-r-8)}))):o.debug("No Node "+t+": "+JSON.stringify(u.node(t)))}));var k=w.getBBox();u.edges().forEach((function(t){void 0!==t&&void 0!==u.edge(t)&&(o.debug("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(u.edge(t))),function(t,e,n){e.points=e.points.filter((function(t){return!Number.isNaN(t.y)}));var r=e.points,i=Uu().x((function(t){return t.x})).y((function(t){return t.y})).curve(Vu),a=t.append("path").attr("d",i(r)).attr("id","edge"+GC).attr("class","transition"),s="";if(wb().state.arrowMarkerAbsolute&&(s=(s=(s=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),a.attr("marker-end","url("+s+"#"+function(t){switch(t){case UC.relationType.AGGREGATION:return"aggregation";case UC.relationType.EXTENSION:return"extension";case UC.relationType.COMPOSITION:return"composition";case UC.relationType.DEPENDENCY:return"dependency"}}(UC.relationType.DEPENDENCY)+"End)"),void 0!==n.title){for(var c=t.append("g").attr("class","stateLabel"),u=db.calcLabelPosition(e.points),l=u.x,h=u.y,f=$m.getRows(n.title),d=0,p=[],g=0,y=0,m=0;m<=f.length;m++){var v=c.append("text").attr("text-anchor","middle").text(f[m]).attr("x",l).attr("y",h+d),b=v.node().getBBox();if(g=Math.max(g,b.width),y=Math.min(y,b.x),o.info(b.x,l,h+d),0===d){var _=v.node().getBBox();d=_.height,o.info("Title height",d,h)}p.push(v)}var x=d*f.length;if(f.length>1){var w=(f.length-1)*d*.5;p.forEach((function(t,e){return t.attr("y",h+e*d-w)})),x=d*f.length}var k=c.node().getBBox();c.insert("rect",":first-child").attr("class","box").attr("x",l-g/2-wb().state.padding/2).attr("y",h-x/2-wb().state.padding/2-3.5).attr("width",g+wb().state.padding).attr("height",x+wb().state.padding),o.info(k)}GC++}(n,u.edge(t),u.edge(t).relation))})),k=w.getBBox();var T={id:r||"root",label:r||"root",width:0,height:0};return T.width=k.width+2*qC.padding,T.height=k.height+2*qC.padding,o.debug("Doc rendered",T,u),T};const QC=function(t,e){qC=wb().state;var n,r=wb().securityLevel;"sandbox"===r&&(n=au("#i"+e));var i=au("sandbox"===r?n.nodes()[0].contentDocument.body:"body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;CC.parser.yy.clear(),CC.parser.parse(t),o.debug("Rendering diagram "+t);var s=i.select("[id='".concat(e,"']"));s.append("defs").append("marker").attr("id","dependencyEnd").attr("refX",19).attr("refY",7).attr("markerWidth",20).attr("markerHeight",28).attr("orient","auto").append("path").attr("d","M 19,7 L9,13 L14,7 L9,1 Z"),new(t_().Graph)({multigraph:!0,compound:!0,rankdir:"RL"}).setDefaultEdgeLabel((function(){return{}}));var c=UC.getRootDoc();ZC(c,s,void 0,!1,i,a);var u=qC.padding,l=s.node().getBBox(),h=l.width+2*u,f=l.height+2*u;lb(s,f,1.75*h,qC.useMaxWidth),s.attr("viewBox","".concat(l.x-qC.padding," ").concat(l.y-qC.padding," ")+h+" "+f),f_(CC.parser.yy,s,e)};var KC={},JC={},tE=function(t,e,n,r){if("root"!==n.id){var i="rect";!0===n.start&&(i="start"),!1===n.start&&(i="end"),"default"!==n.type&&(i=n.type),JC[n.id]||(JC[n.id]={id:n.id,shape:i,description:$m.sanitizeText(n.id,wb()),classes:"statediagram-state"}),n.description&&(Array.isArray(JC[n.id].description)?(JC[n.id].shape="rectWithTitle",JC[n.id].description.push(n.description)):JC[n.id].description.length>0?(JC[n.id].shape="rectWithTitle",JC[n.id].description===n.id?JC[n.id].description=[n.description]:JC[n.id].description=[JC[n.id].description,n.description]):(JC[n.id].shape="rect",JC[n.id].description=n.description),JC[n.id].description=$m.sanitizeTextOrArray(JC[n.id].description,wb())),1===JC[n.id].description.length&&"rectWithTitle"===JC[n.id].shape&&(JC[n.id].shape="rect"),!JC[n.id].type&&n.doc&&(o.info("Setting cluster for ",n.id,rE(n)),JC[n.id].type="group",JC[n.id].dir=rE(n),JC[n.id].shape="divider"===n.type?"divider":"roundedWithTitle",JC[n.id].classes=JC[n.id].classes+" "+(r?"statediagram-cluster 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1;\n}\n\n#extensionEnd, .extension {\n fill: ").concat(t.lineColor," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationStart, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationEnd, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n.edgeTerminals {\n font-size: 11px;\n}\n\n")},LE=function(t){return".label {\n font-family: ".concat(t.fontFamily,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n .cluster-label text {\n fill: ").concat(t.titleColor,";\n }\n .cluster-label span {\n color: ").concat(t.titleColor,";\n }\n\n .label text,span {\n fill: ").concat(t.nodeTextColor||t.textColor,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n\n .node rect,\n .node circle,\n .node ellipse,\n .node polygon,\n .node path {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n stroke-width: 1px;\n }\n\n .node .label {\n text-align: center;\n }\n .node.clickable {\n cursor: pointer;\n }\n\n .arrowheadPath {\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 2.0px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n background-color: ").concat(t.edgeLabelBackground,";\n fill: ").concat(t.edgeLabelBackground,";\n }\n text-align: center;\n }\n\n .cluster rect {\n fill: ").concat(t.clusterBkg,";\n stroke: ").concat(t.clusterBorder,";\n stroke-width: 1px;\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n .cluster span {\n color: ").concat(t.titleColor,";\n }\n /* .cluster div {\n color: ").concat(t.titleColor,";\n } */\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: ").concat(t.fontFamily,";\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n")},OE=function(t){return"\ndefs #statediagram-barbEnd {\n fill: ".concat(t.transitionColor,";\n stroke: ").concat(t.transitionColor,";\n }\ng.stateGroup text {\n fill: ").concat(t.nodeBorder,";\n stroke: none;\n font-size: 10px;\n}\ng.stateGroup text {\n fill: ").concat(t.textColor,";\n stroke: none;\n font-size: 10px;\n\n}\ng.stateGroup .state-title {\n font-weight: bolder;\n fill: ").concat(t.stateLabelColor,";\n}\n\ng.stateGroup rect {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n}\n\ng.stateGroup line {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n\n.transition {\n stroke: ").concat(t.transitionColor,";\n stroke-width: 1;\n fill: none;\n}\n\n.stateGroup .composit {\n fill: ").concat(t.background,";\n border-bottom: 1px\n}\n\n.stateGroup 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").concat(t.innerEndBackground,";\n stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n.end-state-inner {\n fill: ").concat(t.compositeBackground||t.background,";\n // stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n\n.node rect {\n fill: ").concat(t.stateBkg||t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n.node polygon {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";;\n stroke-width: 1px;\n}\n#statediagram-barbEnd {\n fill: ").concat(t.lineColor,";\n}\n\n.statediagram-cluster rect {\n fill: ").concat(t.compositeTitleBackground,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n\n.cluster-label, .nodeLabel {\n color: ").concat(t.stateLabelColor,";\n}\n\n.statediagram-cluster rect.outer {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state .divider {\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n}\n\n.statediagram-state .title-state {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-cluster.statediagram-cluster .inner {\n fill: ").concat(t.compositeBackground||t.background,";\n}\n.statediagram-cluster.statediagram-cluster-alt .inner {\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.statediagram-cluster .inner {\n rx:0;\n ry:0;\n}\n\n.statediagram-state rect.basic {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state rect.divider {\n stroke-dasharray: 10,10;\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.note-edge {\n stroke-dasharray: 5;\n}\n\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n\n.statediagram-note text {\n fill: ").concat(t.noteTextColor,";\n}\n\n.statediagram-note .nodeLabel {\n color: ").concat(t.noteTextColor,";\n}\n.statediagram .edgeLabel {\n color: red; // ").concat(t.noteTextColor,";\n}\n\n#dependencyStart, #dependencyEnd {\n fill: ").concat(t.lineColor,";\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n")};var IE={flowchart:LE,"flowchart-v2":LE,sequence:function(t){return".actor {\n stroke: ".concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n\n text.actor > tspan {\n fill: ").concat(t.actorTextColor,";\n stroke: none;\n }\n\n .actor-line {\n stroke: ").concat(t.actorLineColor,";\n }\n\n .messageLine0 {\n stroke-width: 1.5;\n stroke-dasharray: none;\n stroke: ").concat(t.signalColor,";\n }\n\n .messageLine1 {\n stroke-width: 1.5;\n stroke-dasharray: 2, 2;\n stroke: ").concat(t.signalColor,";\n }\n\n #arrowhead path {\n fill: ").concat(t.signalColor,";\n stroke: ").concat(t.signalColor,";\n }\n\n .sequenceNumber {\n fill: ").concat(t.sequenceNumberColor,";\n }\n\n #sequencenumber {\n fill: ").concat(t.signalColor,";\n }\n\n #crosshead path {\n fill: ").concat(t.signalColor,";\n stroke: 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").concat(t.activationBorderColor,";\n }\n\n .activation2 {\n fill: ").concat(t.activationBkgColor,";\n stroke: ").concat(t.activationBorderColor,";\n }\n\n .actorPopupMenu {\n position: absolute;\n }\n\n .actorPopupMenuPanel {\n position: absolute;\n fill: ").concat(t.actorBkg,";\n box-shadow: 0px 8px 16px 0px rgba(0,0,0,0.2);\n filter: drop-shadow(3px 5px 2px rgb(0 0 0 / 0.4));\n}\n .actor-man line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n .actor-man circle, line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n stroke-width: 2px;\n }\n")},gantt:function(t){return'\n .mermaid-main-font {\n font-family: "trebuchet ms", verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n .exclude-range {\n fill: '.concat(t.excludeBkgColor,";\n }\n\n .section {\n stroke: none;\n opacity: 0.2;\n }\n\n .section0 {\n fill: ").concat(t.sectionBkgColor,";\n }\n\n .section2 {\n fill: ").concat(t.sectionBkgColor2,";\n }\n\n .section1,\n .section3 {\n fill: ").concat(t.altSectionBkgColor,";\n opacity: 0.2;\n }\n\n .sectionTitle0 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle1 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle2 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle3 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle {\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n // text-height: 14px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n\n /* Grid and axis */\n\n .grid .tick {\n stroke: ").concat(t.gridColor,";\n opacity: 0.8;\n shape-rendering: crispEdges;\n text {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.textColor,";\n }\n }\n\n .grid path {\n stroke-width: 0;\n }\n\n\n /* Today line */\n\n .today {\n fill: none;\n stroke: ").concat(t.todayLineColor,";\n stroke-width: 2px;\n }\n\n\n /* Task styling */\n\n /* Default task */\n\n .task {\n stroke-width: 2;\n }\n\n .taskText {\n text-anchor: middle;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n\n // .taskText:not([font-size]) {\n // font-size: ").concat(t.ganttFontSize,";\n // }\n\n .taskTextOutsideRight {\n fill: ").concat(t.taskTextDarkColor,";\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n .taskTextOutsideLeft {\n fill: ").concat(t.taskTextDarkColor,";\n text-anchor: end;\n // font-size: ").concat(t.ganttFontSize,";\n }\n\n /* Special case clickable */\n .task.clickable {\n cursor: pointer;\n }\n .taskText.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n .taskTextOutsideLeft.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n .taskTextOutsideRight.clickable {\n cursor: pointer;\n fill: ").concat(t.taskTextClickableColor," !important;\n font-weight: bold;\n }\n\n /* Specific task settings for the sections*/\n\n .taskText0,\n .taskText1,\n .taskText2,\n .taskText3 {\n fill: ").concat(t.taskTextColor,";\n }\n\n .task0,\n .task1,\n .task2,\n .task3 {\n fill: ").concat(t.taskBkgColor,";\n stroke: ").concat(t.taskBorderColor,";\n }\n\n .taskTextOutside0,\n .taskTextOutside2\n {\n fill: ").concat(t.taskTextOutsideColor,";\n }\n\n .taskTextOutside1,\n .taskTextOutside3 {\n fill: ").concat(t.taskTextOutsideColor,";\n }\n\n\n /* Active task */\n\n .active0,\n .active1,\n .active2,\n .active3 {\n fill: ").concat(t.activeTaskBkgColor,";\n stroke: ").concat(t.activeTaskBorderColor,";\n }\n\n .activeText0,\n .activeText1,\n .activeText2,\n .activeText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Completed task */\n\n .done0,\n .done1,\n .done2,\n .done3 {\n stroke: ").concat(t.doneTaskBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneText0,\n .doneText1,\n .doneText2,\n .doneText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Tasks on the critical line */\n\n .crit0,\n .crit1,\n .crit2,\n .crit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.critBkgColor,";\n stroke-width: 2;\n }\n\n .activeCrit0,\n .activeCrit1,\n .activeCrit2,\n .activeCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.activeTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneCrit0,\n .doneCrit1,\n .doneCrit2,\n .doneCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n cursor: pointer;\n shape-rendering: crispEdges;\n }\n\n .milestone {\n transform: rotate(45deg) scale(0.8,0.8);\n }\n\n .milestoneText {\n font-style: italic;\n }\n .doneCritText0,\n .doneCritText1,\n .doneCritText2,\n .doneCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .activeCritText0,\n .activeCritText1,\n .activeCritText2,\n .activeCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .titleText {\n text-anchor: middle;\n font-size: 18px;\n fill: ").concat(t.textColor," ;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n")},classDiagram:BE,"classDiagram-v2":BE,class:BE,stateDiagram:OE,state:OE,gitGraph:function(t){return"\n .commit-id,\n .commit-msg,\n .branch-label {\n fill: lightgrey;\n color: lightgrey;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n ".concat([0,1,2,3,4,5,6,7].map((function(e){return"\n .branch-label".concat(e," { fill: ").concat(t["gitBranchLabel"+e],"; }\n .commit").concat(e," { stroke: ").concat(t["git"+e],"; fill: ").concat(t["git"+e],"; }\n .commit-highlight").concat(e," { stroke: ").concat(t["gitInv"+e],"; fill: ").concat(t["gitInv"+e],"; }\n .label").concat(e," { fill: ").concat(t["git"+e],"; }\n .arrow").concat(e," { stroke: 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}\n")},info:function(){return""},pie:function(t){return"\n .pieCircle{\n stroke: ".concat(t.pieStrokeColor,";\n stroke-width : ").concat(t.pieStrokeWidth,";\n opacity : ").concat(t.pieOpacity,";\n }\n .pieTitleText {\n text-anchor: middle;\n font-size: ").concat(t.pieTitleTextSize,";\n fill: ").concat(t.pieTitleTextColor,";\n font-family: ").concat(t.fontFamily,";\n }\n .slice {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.pieSectionTextColor,";\n font-size:").concat(t.pieSectionTextSize,";\n // fill: white;\n }\n .legend text {\n fill: ").concat(t.pieLegendTextColor,";\n font-family: ").concat(t.fontFamily,";\n font-size: ").concat(t.pieLegendTextSize,";\n }\n")},er:function(t){return"\n .entityBox {\n fill: ".concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n }\n\n .attributeBoxOdd {\n fill: #ffffff;\n stroke: ").concat(t.nodeBorder,";\n }\n\n .attributeBoxEven {\n fill: #f2f2f2;\n stroke: ").concat(t.nodeBorder,";\n }\n\n .relationshipLabelBox {\n fill: 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").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1.5px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n }\n text-align: center;\n }\n\n .cluster rect {\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n\n .task-type-0, .section-type-0 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType0):"",";\n }\n .task-type-1, .section-type-1 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType1):"",";\n }\n .task-type-2, .section-type-2 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType2):"",";\n }\n .task-type-3, .section-type-3 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType3):"",";\n }\n .task-type-4, .section-type-4 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType4):"",";\n }\n .task-type-5, .section-type-5 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType5):"",";\n }\n .task-type-6, .section-type-6 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType6):"",";\n }\n .task-type-7, .section-type-7 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType7):"",";\n }\n\n .actor-0 {\n ").concat(t.actor0?"fill: ".concat(t.actor0):"",";\n }\n .actor-1 {\n ").concat(t.actor1?"fill: ".concat(t.actor1):"",";\n }\n .actor-2 {\n ").concat(t.actor2?"fill: ".concat(t.actor2):"",";\n }\n .actor-3 {\n ").concat(t.actor3?"fill: ".concat(t.actor3):"",";\n }\n .actor-4 {\n ").concat(t.actor4?"fill: ".concat(t.actor4):"",";\n }\n .actor-5 {\n ").concat(t.actor5?"fill: ".concat(t.actor5):"",";\n }\n\n }\n")},requirement:function(t){return"\n\n marker {\n fill: ".concat(t.relationColor,";\n stroke: ").concat(t.relationColor,";\n }\n\n marker.cross {\n stroke: ").concat(t.lineColor,";\n }\n\n svg {\n font-family: ").concat(t.fontFamily,";\n font-size: ").concat(t.fontSize,";\n }\n\n .reqBox {\n fill: ").concat(t.requirementBackground,";\n fill-opacity: 100%;\n stroke: ").concat(t.requirementBorderColor,";\n stroke-width: ").concat(t.requirementBorderSize,";\n }\n \n .reqTitle, .reqLabel{\n fill: ").concat(t.requirementTextColor,";\n }\n .reqLabelBox {\n fill: ").concat(t.relationLabelBackground,";\n fill-opacity: 100%;\n }\n\n .req-title-line {\n stroke: ").concat(t.requirementBorderColor,";\n stroke-width: ").concat(t.requirementBorderSize,";\n }\n .relationshipLine {\n stroke: ").concat(t.relationColor,";\n stroke-width: 1;\n }\n .relationshipLabel {\n fill: ").concat(t.relationLabelColor,";\n }\n\n")}};function RE(t){return RE="function"==typeof Symbol&&"symbol"==typeof 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Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(hb);const Zb=wb(Xb);var Qb=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(hb);const Kb=wb(Qb);var Jb=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(hb);const t_=wb(Jb);var e_=new 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Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(hb);const p_=wb(d_);var g_=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(hb);const y_=wb(g_);var m_=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(hb);const v_=wb(m_);var b_=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(hb);const __=wb(b_);var x_=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(hb);const w_=wb(x_);function k_(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", 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i=x(t)?t:_e(t),a=x(e)?e:_e(e);return!!(this.isValid()&&i.isValid()&&a.isValid())&&("("===(r=r||"()")[0]?this.isAfter(i,n):!this.isBefore(i,n))&&(")"===r[1]?this.isBefore(a,n):!this.isAfter(a,n))},on.isSame=function(t,e){var n,r=x(t)?t:_e(t);return!(!this.isValid()||!r.isValid())&&("millisecond"===(e=I(e)||"millisecond")?this.valueOf()===r.valueOf():(n=r.valueOf(),this.clone().startOf(e).valueOf()<=n&&n<=this.clone().endOf(e).valueOf()))},on.isSameOrAfter=function(t,e){return this.isSame(t,e)||this.isAfter(t,e)},on.isSameOrBefore=function(t,e){return this.isSame(t,e)||this.isBefore(t,e)},on.isValid=function(){return g(this)},on.lang=He,on.locale=qe,on.localeData=We,on.max=we,on.min=xe,on.parsingFlags=function(){return f({},p(this))},on.set=function(t,e){if("object"==typeof t)for(var n=function(t){var e=[];for(var n in t)e.push({unit:n,priority:F[n]});return e.sort((function(t,e){return t.priority-e.priority})),e}(t=R(t)),r=0;r<n.length;r++)this[n[r].unit](t[n[r].unit]);else if(N(this[t=I(t)]))return this[t](e);return this},on.startOf=function(t){var e;if(void 0===(t=I(t))||"millisecond"===t||!this.isValid())return this;var n=this._isUTC?Ze:Xe;switch(t){case"year":e=n(this.year(),0,1);break;case"quarter":e=n(this.year(),this.month()-this.month()%3,1);break;case"month":e=n(this.year(),this.month(),1);break;case"week":e=n(this.year(),this.month(),this.date()-this.weekday());break;case"isoWeek":e=n(this.year(),this.month(),this.date()-(this.isoWeekday()-1));break;case"day":case"date":e=n(this.year(),this.month(),this.date());break;case"hour":e=this._d.valueOf(),e-=Ge(e+(this._isUTC?0:6e4*this.utcOffset()),36e5);break;case"minute":e=this._d.valueOf(),e-=Ge(e,6e4);break;case"second":e=this._d.valueOf(),e-=Ge(e,1e3)}return this._d.setTime(e),i.updateOffset(this,!0),this},on.subtract=ze,on.toArray=function(){var t=this;return[t.year(),t.month(),t.date(),t.hour(),t.minute(),t.second(),t.millisecond()]},on.toObject=function(){var t=this;return{years:t.year(),months:t.month(),date:t.date(),hours:t.hours(),minutes:t.minutes(),seconds:t.seconds(),milliseconds:t.milliseconds()}},on.toDate=function(){return new Date(this.valueOf())},on.toISOString=function(t){if(!this.isValid())return null;var e=!0!==t,n=e?this.clone().utc():this;return n.year()<0||9999<n.year()?H(n,e?"YYYYYY-MM-DD[T]HH:mm:ss.SSS[Z]":"YYYYYY-MM-DD[T]HH:mm:ss.SSSZ"):N(Date.prototype.toISOString)?e?this.toDate().toISOString():new Date(this.valueOf()+60*this.utcOffset()*1e3).toISOString().replace("Z",H(n,"Z")):H(n,e?"YYYY-MM-DD[T]HH:mm:ss.SSS[Z]":"YYYY-MM-DD[T]HH:mm:ss.SSSZ")},on.inspect=function(){if(!this.isValid())return"moment.invalid(/* "+this._i+" */)";var t="moment",e="";this.isLocal()||(t=0===this.utcOffset()?"moment.utc":"moment.parseZone",e="Z");var n="["+t+'("]',r=0<=this.year()&&this.year()<=9999?"YYYY":"YYYYYY",i=e+'[")]';return this.format(n+r+"-MM-DD[T]HH:mm:ss.SSS"+i)},on.toJSON=function(){return this.isValid()?this.toISOString():null},on.toString=function(){return this.clone().locale("en").format("ddd MMM DD YYYY HH:mm:ss [GMT]ZZ")},on.unix=function(){return Math.floor(this.valueOf()/1e3)},on.valueOf=function(){return this._d.valueOf()-6e4*(this._offset||0)},on.creationData=function(){return{input:this._i,format:this._f,locale:this._locale,isUTC:this._isUTC,strict:this._strict}},on.year=bt,on.isLeapYear=function(){return mt(this.year())},on.weekYear=function(t){return Ke.call(this,t,this.week(),this.weekday(),this.localeData()._week.dow,this.localeData()._week.doy)},on.isoWeekYear=function(t){return Ke.call(this,t,this.isoWeek(),this.isoWeekday(),1,4)},on.quarter=on.quarters=function(t){return null==t?Math.ceil((this.month()+1)/3):this.month(3*(t-1)+this.month()%3)},on.month=At,on.daysInMonth=function(){return kt(this.year(),this.month())},on.week=on.weeks=function(t){var e=this.localeData().week(this);return null==t?e:this.add(7*(t-e),"d")},on.isoWeek=on.isoWeeks=function(t){var e=It(this,1,4).week;return null==t?e:this.add(7*(t-e),"d")},on.weeksInYear=function(){var t=this.localeData()._week;return Rt(this.year(),t.dow,t.doy)},on.isoWeeksInYear=function(){return Rt(this.year(),1,4)},on.date=Je,on.day=on.days=function(t){if(!this.isValid())return null!=t?this:NaN;var e,n,r=this._isUTC?this._d.getUTCDay():this._d.getDay();return null!=t?(e=t,n=this.localeData(),t="string"!=typeof e?e:isNaN(e)?"number"==typeof(e=n.weekdaysParse(e))?e:null:parseInt(e,10),this.add(t-r,"d")):r},on.weekday=function(t){if(!this.isValid())return null!=t?this:NaN;var e=(this.day()+7-this.localeData()._week.dow)%7;return null==t?e:this.add(t-e,"d")},on.isoWeekday=function(t){if(!this.isValid())return null!=t?this:NaN;if(null==t)return this.day()||7;var e,n,r=(e=t,n=this.localeData(),"string"==typeof e?n.weekdaysParse(e)%7||7:isNaN(e)?null:e);return this.day(this.day()%7?r:r-7)},on.dayOfYear=function(t){var e=Math.round((this.clone().startOf("day")-this.clone().startOf("year"))/864e5)+1;return null==t?e:this.add(t-e,"d")},on.hour=on.hours=Xt,on.minute=on.minutes=tn,on.second=on.seconds=nn,on.millisecond=on.milliseconds=an,on.utcOffset=function(t,e,n){var r,a=this._offset||0;if(!this.isValid())return null!=t?this:NaN;if(null==t)return this._isUTC?a:Be(this);if("string"==typeof t){if(null===(t=Ne(st,t)))return this}else Math.abs(t)<16&&!n&&(t*=60);return!this._isUTC&&e&&(r=Be(this)),this._offset=t,this._isUTC=!0,null!=r&&this.add(r,"m"),a!==t&&(!e||this._changeInProgress?je(this,Re(t-a,"m"),1,!1):this._changeInProgress||(this._changeInProgress=!0,i.updateOffset(this,!0),this._changeInProgress=null)),this},on.utc=function(t){return this.utcOffset(0,t)},on.local=function(t){return this._isUTC&&(this.utcOffset(0,t),this._isUTC=!1,t&&this.subtract(Be(this),"m")),this},on.parseZone=function(){if(null!=this._tzm)this.utcOffset(this._tzm,!1,!0);else if("string"==typeof this._i){var t=Ne(ot,this._i);null!=t?this.utcOffset(t):this.utcOffset(0,!0)}return this},on.hasAlignedHourOffset=function(t){return!!this.isValid()&&(t=t?_e(t).utcOffset():0,(this.utcOffset()-t)%60==0)},on.isDST=function(){return this.utcOffset()>this.clone().month(0).utcOffset()||this.utcOffset()>this.clone().month(5).utcOffset()},on.isLocal=function(){return!!this.isValid()&&!this._isUTC},on.isUtcOffset=function(){return!!this.isValid()&&this._isUTC},on.isUtc=Le,on.isUTC=Le,on.zoneAbbr=function(){return this._isUTC?"UTC":""},on.zoneName=function(){return this._isUTC?"Coordinated Universal Time":""},on.dates=E("dates accessor is deprecated. 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t?a(this._monthsShort)?this._monthsShort[t.month()]:this._monthsShort[Tt.test(e)?"format":"standalone"][t.month()]:a(this._monthsShort)?this._monthsShort:this._monthsShort.standalone},cn.monthsParse=function(t,e,n){var r,i,a;if(this._monthsParseExact)return function(t,e,n){var r,i,a,o=t.toLocaleLowerCase();if(!this._monthsParse)for(this._monthsParse=[],this._longMonthsParse=[],this._shortMonthsParse=[],r=0;r<12;++r)a=d([2e3,r]),this._shortMonthsParse[r]=this.monthsShort(a,"").toLocaleLowerCase(),this._longMonthsParse[r]=this.months(a,"").toLocaleLowerCase();return n?"MMM"===e?-1!==(i=vt.call(this._shortMonthsParse,o))?i:null:-1!==(i=vt.call(this._longMonthsParse,o))?i:null:"MMM"===e?-1!==(i=vt.call(this._shortMonthsParse,o))||-1!==(i=vt.call(this._longMonthsParse,o))?i:null:-1!==(i=vt.call(this._longMonthsParse,o))||-1!==(i=vt.call(this._shortMonthsParse,o))?i:null}.call(this,t,e,n);for(this._monthsParse||(this._monthsParse=[],this._longMonthsParse=[],this._shortMonthsParse=[]),r=0;r<12;r++){if(i=d([2e3,r]),n&&!this._longMonthsParse[r]&&(this._longMonthsParse[r]=new RegExp("^"+this.months(i,"").replace(".","")+"$","i"),this._shortMonthsParse[r]=new RegExp("^"+this.monthsShort(i,"").replace(".","")+"$","i")),n||this._monthsParse[r]||(a="^"+this.months(i,"")+"|^"+this.monthsShort(i,""),this._monthsParse[r]=new RegExp(a.replace(".",""),"i")),n&&"MMMM"===e&&this._longMonthsParse[r].test(t))return r;if(n&&"MMM"===e&&this._shortMonthsParse[r].test(t))return r;if(!n&&this._monthsParse[r].test(t))return r}},cn.monthsRegex=function(t){return this._monthsParseExact?(h(this,"_monthsRegex")||Dt.call(this),t?this._monthsStrictRegex:this._monthsRegex):(h(this,"_monthsRegex")||(this._monthsRegex=Nt),this._monthsStrictRegex&&t?this._monthsStrictRegex:this._monthsRegex)},cn.monthsShortRegex=function(t){return this._monthsParseExact?(h(this,"_monthsRegex")||Dt.call(this),t?this._monthsShortStrictRegex:this._monthsShortRegex):(h(this,"_monthsShortRegex")||(this._monthsShortRegex=Mt),this._monthsShortStrictRegex&&t?this._monthsShortStrictRegex:this._monthsShortRegex)},cn.week=function(t){return It(t,this._week.dow,this._week.doy).week},cn.firstDayOfYear=function(){return this._week.doy},cn.firstDayOfWeek=function(){return this._week.dow},cn.weekdays=function(t,e){var 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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45:return this.begin("component_ext_queue"),console.log("begin component_ext_queue"),73;case 46:return this.begin("component_ext_db"),console.log("begin component_ext_db"),72;case 47:return this.begin("component_ext"),console.log("begin component_ext"),71;case 48:return this.begin("component_queue"),console.log("begin component_queue"),70;case 49:return this.begin("component_db"),console.log("begin component_db"),69;case 50:return this.begin("component"),console.log("begin component"),68;case 51:case 52:return this.begin("node"),console.log("begin node"),49;case 53:return this.begin("node_l"),console.log("begin node_l"),50;case 54:return this.begin("node_r"),console.log("begin node_r"),51;case 55:return this.begin("rel"),console.log("begin rel"),74;case 56:return this.begin("birel"),console.log("begin birel"),75;case 57:case 58:return this.begin("rel_u"),console.log("begin rel_u"),76;case 59:case 60:return this.begin("rel_d"),console.log("begin rel_d"),77;case 61:case 62:return this.begin("rel_l"),console.log("begin rel_l"),78;case 63:case 64:return this.begin("rel_r"),console.log("begin rel_r"),79;case 65:return this.begin("rel_b"),console.log("begin rel_b"),80;case 66:return this.begin("rel_index"),console.log("begin rel_index"),81;case 67:return this.begin("update_el_style"),console.log("begin update_el_style"),82;case 68:return this.begin("update_rel_style"),console.log("begin update_rel_style"),83;case 69:return this.begin("update_layout_config"),console.log("begin update_layout_config"),84;case 70:return"EOF_IN_STRUCT";case 71:return console.log("begin attribute with ATTRIBUTE_EMPTY"),this.begin("attribute"),"ATTRIBUTE_EMPTY";case 72:console.log("begin attribute"),this.begin("attribute");break;case 73:console.log("STOP attribute"),this.popState(),console.log("STOP diagram"),this.popState();break;case 74:return console.log(",,"),90;case 75:console.log(",");break;case 76:return console.log("ATTRIBUTE_EMPTY"),90;case 77:console.log("begin string"),this.begin("string");break;case 78:console.log("STOP string"),this.popState();break;case 79:return console.log("STR"),"STR";case 80:console.log("begin string_kv"),this.begin("string_kv");break;case 81:return console.log("STR_KEY"),this.begin("string_kv_key"),"STR_KEY";case 82:console.log("begin string_kv_value"),this.popState(),this.begin("string_kv_value");break;case 83:return console.log("STR_VALUE"),"STR_VALUE";case 84:console.log("STOP string_kv_value"),this.popState(),this.popState();break;case 85:return console.log("not STR"),"STR";case 86:return console.log("begin boundary block"),"LBRACE";case 87:return console.log("STOP boundary block"),"RBRACE";case 88:return"SPACE";case 89:return"EOL";case 90:return 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mt(){this.yy={}}return gt.lexer=yt,mt.prototype=gt,gt.Parser=mt,new mt}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(555).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},1362:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return 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40:r.addClass(a[s-5]),r.setCssClass(a[s-5],a[s-3]),r.addMembers(a[s-5],a[s-1]);break;case 41:r.addAnnotation(a[s],a[s-2]);break;case 42:this.$=[a[s]];break;case 43:a[s].push(a[s-1]),this.$=a[s];break;case 44:case 46:case 47:break;case 45:r.addMember(a[s-1],r.cleanupLabel(a[s]));break;case 48:this.$={id1:a[s-2],id2:a[s],relation:a[s-1],relationTitle1:"none",relationTitle2:"none"};break;case 49:this.$={id1:a[s-3],id2:a[s],relation:a[s-1],relationTitle1:a[s-2],relationTitle2:"none"};break;case 50:this.$={id1:a[s-3],id2:a[s],relation:a[s-2],relationTitle1:"none",relationTitle2:a[s-1]};break;case 51:this.$={id1:a[s-4],id2:a[s],relation:a[s-2],relationTitle1:a[s-3],relationTitle2:a[s-1]};break;case 52:this.$={type1:a[s-2],type2:a[s],lineType:a[s-1]};break;case 53:this.$={type1:"none",type2:a[s],lineType:a[s-1]};break;case 54:this.$={type1:a[s-1],type2:"none",lineType:a[s]};break;case 55:this.$={type1:"none",type2:"none",lineType:a[s]};break;case 56:this.$=r.relationType.AGGREGATION;break;case 57:this.$=r.relationType.EXTENSION;break;case 58:this.$=r.relationType.COMPOSITION;break;case 59:this.$=r.relationType.DEPENDENCY;break;case 60:this.$=r.lineType.LINE;break;case 61:this.$=r.lineType.DOTTED_LINE;break;case 62:case 68:this.$=a[s-2],r.setClickEvent(a[s-1],a[s]);break;case 63:case 69:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 64:case 72:this.$=a[s-2],r.setLink(a[s-1],a[s]);break;case 65:case 73:this.$=a[s-3],r.setLink(a[s-2],a[s-1],a[s]);break;case 66:case 74:this.$=a[s-3],r.setLink(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 67:case 75:this.$=a[s-4],r.setLink(a[s-3],a[s-2],a[s]),r.setTooltip(a[s-3],a[s-1]);break;case 70:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 71:this.$=a[s-4],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setTooltip(a[s-3],a[s]);break;case 76:r.setCssClass(a[s-1],a[s])}},table:[{3:1,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[3]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{3:14,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[2,9]},t(c,[2,5]),t(c,[2,6]),t(c,[2,7]),t(c,[2,8]),{14:15,20:[1,16]},{16:[1,17]},{20:[2,12]},{1:[2,4]},{15:18,17:[1,19],22:l},t([17,22],[2,13]),{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:21,26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:k,85:w,86:T},{16:[1,49]},{18:50,21:[1,51]},{16:[2,15]},{25:[1,52]},{16:[1,53],25:[2,17]},t(E,[2,25],{32:[1,54]}),t(E,[2,27]),t(E,[2,28]),t(E,[2,29]),t(E,[2,30]),t(E,[2,31]),t(E,[2,32]),t(E,[2,33]),{39:[1,55]},{41:[1,56]},t(E,[2,36]),t(E,[2,44],{52:57,54:60,55:61,32:[1,59],53:[1,58],56:C,57:S,58:A,59:M,60:N,61:D}),{27:68,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,46]),t(E,[2,47]),{28:69,83:x,84:k,85:w},{27:70,28:43,29:44,83:x,84:k,85:w,86:T},{27:71,28:43,29:44,83:x,84:k,85:w,86:T},{27:72,28:43,29:44,83:x,84:k,85:w,86:T},{53:[1,73]},t(O,[2,20],{28:43,29:44,27:74,30:[1,75],83:x,84:k,85:w,86:T}),t(O,[2,21],{30:[1,76]}),t(B,[2,90]),t(B,[2,91]),t(B,[2,92]),t([16,25,30,32,44,45,53,56,57,58,59,60,61,66,68],[2,93]),t(L,[2,10]),{15:77,22:l},{22:[2,14]},{1:[2,16]},{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:78,25:[2,18],26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:v,65:b,69:_,83:x,84:k,85:w,86:T},t(E,[2,26]),t(E,[2,34]),t(E,[2,35]),{27:79,28:43,29:44,53:[1,80],83:x,84:k,85:w,86:T},{52:81,54:60,55:61,56:C,57:S,58:A,59:M,60:N,61:D},t(E,[2,45]),{55:82,60:N,61:D},t(I,[2,55],{54:83,56:C,57:S,58:A,59:M}),t(F,[2,56]),t(F,[2,57]),t(F,[2,58]),t(F,[2,59]),t(R,[2,60]),t(R,[2,61]),t(E,[2,37],{44:[1,84],45:[1,85]}),{49:[1,86]},{53:[1,87]},{53:[1,88]},{66:[1,89],68:[1,90]},{28:91,83:x,84:k,85:w},t(O,[2,22]),t(O,[2,23]),t(O,[2,24]),{16:[1,92]},{25:[2,19]},t(P,[2,48]),{27:93,28:43,29:44,83:x,84:k,85:w,86:T},{27:94,28:43,29:44,53:[1,95],83:x,84:k,85:w,86:T},t(I,[2,54],{54:96,56:C,57:S,58:A,59:M}),t(I,[2,53]),{28:97,83:x,84:k,85:w},{46:98,50:j},{27:100,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,62],{53:[1,101]}),t(E,[2,64],{53:[1,103],64:[1,102]}),t(E,[2,68],{53:[1,104],67:[1,105]}),t(E,[2,72],{53:[1,107],64:[1,106]}),t(E,[2,76]),t(L,[2,11]),t(P,[2,50]),t(P,[2,49]),{27:108,28:43,29:44,83:x,84:k,85:w,86:T},t(I,[2,52]),t(E,[2,38],{45:[1,109]}),{47:[1,110]},{46:111,47:[2,42],50:j},t(E,[2,41]),t(E,[2,63]),t(E,[2,65]),t(E,[2,66],{64:[1,112]}),t(E,[2,69]),t(E,[2,70],{53:[1,113]}),t(E,[2,73]),t(E,[2,74],{64:[1,114]}),t(P,[2,51]),{46:115,50:j},t(E,[2,39]),{47:[2,43]},t(E,[2,67]),t(E,[2,71]),t(E,[2,75]),{47:[1,116]},t(E,[2,40])],defaultActions:{2:[2,1],3:[2,2],4:[2,3],6:[2,9],13:[2,12],14:[2,4],20:[2,15],51:[2,14],52:[2,16],78:[2,19],111:[2,43]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),19;case 1:return 8;case 2:return 9;case 3:return 10;case 4:return 11;case 5:return this.begin("type_directive"),20;case 6:return this.popState(),this.begin("arg_directive"),17;case 7:return this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 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U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,49],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],l=[1,24],u=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[6,9,11,15,20,23,25,27,29,30,42,43,44,45,49],g=[1,45],y=[30,46,47],m=[4,6,9,11,23,25,27,29,30,49],v=[42,43,44,45],b=[22,37],_=[1,64],x={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,".":31,attribute:32,attributeType:33,attributeName:34,attributeKeyType:35,attributeComment:36,ATTRIBUTE_WORD:37,ATTRIBUTE_KEY:38,COMMENT:39,cardinality:40,relType:41,ZERO_OR_ONE:42,ZERO_OR_MORE:43,ONE_OR_MORE:44,ONLY_ONE:45,NON_IDENTIFYING:46,IDENTIFYING:47,WORD:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",31:".",37:"ATTRIBUTE_WORD",38:"ATTRIBUTE_KEY",39:"COMMENT",42:"ZERO_OR_ONE",43:"ZERO_OR_MORE",44:"ONE_OR_MORE",45:"ONLY_ONE",46:"NON_IDENTIFYING",47:"IDENTIFYING",48:"WORD",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[17,3],[21,1],[21,2],[32,2],[32,3],[32,3],[32,4],[33,1],[34,1],[35,1],[36,1],[18,3],[40,1],[40,1],[40,1],[40,1],[41,1],[41,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var 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27:this.$={attributeType:a[s-3],attributeName:a[s-2],attributeKeyType:a[s-1],attributeComment:a[s]};break;case 31:case 39:this.$=a[s].replace(/"/g,"");break;case 32:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 33:this.$=r.Cardinality.ZERO_OR_ONE;break;case 34:this.$=r.Cardinality.ZERO_OR_MORE;break;case 35:this.$=r.Cardinality.ONE_OR_MORE;break;case 36:this.$=r.Cardinality.ONLY_ONE;break;case 37:this.$=r.Identification.NON_IDENTIFYING;break;case 38:this.$=r.Identification.IDENTIFYING;break;case 41:r.parseDirective("%%{","open_directive");break;case 42:r.parseDirective(a[s],"type_directive");break;case 43:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 44:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,49:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,49:n},{13:8,50:[1,9]},{50:[2,41]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},{1:[2,2]},{14:22,15:[1,23],52:l},t([15,52],[2,42]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,40:28,20:[1,27],42:u,43:h,44:f,45:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t(p,[2,20],{31:[1,36]}),{11:[1,37]},{16:38,51:[1,39]},{11:[2,44]},t(r,[2,5]),{17:40,30:c},{21:41,22:[1,42],32:43,33:44,37:g},{41:46,46:[1,47],47:[1,48]},t(y,[2,33]),t(y,[2,34]),t(y,[2,35]),t(y,[2,36]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),{17:49,30:c},t(m,[2,9]),{14:50,52:l},{52:[2,43]},{15:[1,51]},{22:[1,52]},t(r,[2,14]),{21:53,22:[2,22],32:43,33:44,37:g},{34:54,37:[1,55]},{37:[2,28]},{40:56,42:u,43:h,44:f,45:d},t(v,[2,37]),t(v,[2,38]),t(p,[2,21]),{11:[1,57]},{19:58,30:[1,60],48:[1,59]},t(r,[2,13]),{22:[2,23]},t(b,[2,24],{35:61,36:62,38:[1,63],39:_}),t([22,37,38,39],[2,29]),{30:[2,32]},t(m,[2,10]),t(r,[2,12]),t(r,[2,39]),t(r,[2,40]),t(b,[2,25],{36:65,39:_}),t(b,[2,26]),t([22,37,39],[2,30]),t(b,[2,31]),t(b,[2,27])],defaultActions:{5:[2,41],7:[2,2],24:[2,44],39:[2,43],45:[2,28],53:[2,23],56:[2,32]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},k={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),49;case 8:return this.begin("type_directive"),50;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),52;case 11:return 51;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 48;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 38;case 22:return 37;case 23:return 39;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 42;case 28:case 32:return 43;case 29:case 33:return 44;case 30:return 45;case 34:case 36:case 37:return 46;case 35:return 47;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:\b((?:PK)|(?:FK))\b)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 52:case 53:return this.popState(),26;case 54:return 118;case 55:return 119;case 56:return 120;case 57:return 121;case 58:return 105;case 59:return 111;case 60:return 53;case 61:return 67;case 62:return 52;case 63:return 20;case 64:return 106;case 65:return 126;case 66:case 67:case 68:return 82;case 69:case 70:case 71:return 81;case 72:return 59;case 73:return 60;case 74:return 61;case 75:return 62;case 76:return 63;case 77:return 64;case 78:return 65;case 79:return 69;case 80:return 70;case 81:return 55;case 82:return 56;case 83:return 109;case 84:return 112;case 85:return 127;case 86:return 124;case 87:return 113;case 88:case 89:return 125;case 90:return 114;case 91:return 73;case 92:return 92;case 93:return"SEP";case 94:return 91;case 95:return 66;case 96:return 75;case 97:return 74;case 98:return 77;case 99:return 76;case 100:return 122;case 101:return 123;case 102:return 68;case 103:return 57;case 104:return 58;case 105:return 40;case 106:return 41;case 107:return 71;case 108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],v=[1,33],b=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:v},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(b,[2,24]),{31:46,42:v},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(b,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". 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41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function k(){this.yy={}}return _.lexer=x,k.prototype=_,_.Parser=k,new k}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,20,22,24,25,27,29,32,35,37,49,53],l=[8,14,20,22,24,25,27,29,32,35,37],u=[8,13,14,20,22,24,25,27,29,32,35,37],h=[1,26],f=[6,8,14,49,53],d=[8,14,53],p=[1,64],g=[1,65],y=[1,66],m=[8,14,33,36,41,53],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,cherryPickStatement:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,branchStatement:26,CHECKOUT:27,ID:28,BRANCH:29,ORDER:30,NUM:31,CHERRY_PICK:32,COMMIT_ID:33,STR:34,MERGE:35,COMMIT_TAG:36,COMMIT:37,commit_arg:38,COMMIT_TYPE:39,commitType:40,COMMIT_MSG:41,NORMAL:42,REVERSE:43,HIGHLIGHT:44,openDirective:45,typeDirective:46,closeDirective:47,argDirective:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,";":53,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"CHECKOUT",28:"ID",29:"BRANCH",30:"ORDER",31:"NUM",32:"CHERRY_PICK",33:"COMMIT_ID",34:"STR",35:"MERGE",36:"COMMIT_TAG",37:"COMMIT",39:"COMMIT_TYPE",41:"COMMIT_MSG",42:"NORMAL",43:"REVERSE",44:"HIGHLIGHT",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive",53:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[26,2],[26,4],[19,3],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[38,0],[38,1],[40,1],[40,1],[40,1],[5,3],[5,5],[45,1],[46,1],[48,1],[47,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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35:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 36:r.commit("",a[s-2],a[s],"");break;case 37:r.commit("",a[s],a[s-2],"");break;case 38:r.commit("",a[s-4],a[s-2],a[s]);break;case 39:r.commit("",a[s-4],a[s],a[s-2]);break;case 40:r.commit("",a[s-2],a[s-4],a[s]);break;case 41:r.commit("",a[s],a[s-4],a[s-2]);break;case 42:r.commit("",a[s],a[s-2],a[s-4]);break;case 43:r.commit("",a[s-2],a[s],a[s-4]);break;case 44:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 45:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 46:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 47:r.commit(a[s-2],"",a[s],"");break;case 48:r.commit(a[s],"",a[s-2],"");break;case 49:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 50:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 51:r.commit(a[s-4],"",a[s-2],a[s]);break;case 52:r.commit(a[s-4],"",a[s],a[s-2]);break;case 53:r.commit(a[s-2],"",a[s-4],a[s]);break;case 54:r.commit(a[s],"",a[s-4],a[s-2]);break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},b={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),49;case 1:return this.begin("type_directive"),50;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),52;case 4:return 51;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 35:case 38:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 37;case 18:return 33;case 19:return 39;case 20:return 41;case 21:return 42;case 22:return 43;case 23:return 44;case 24:return 36;case 25:return 29;case 26:return 30;case 27:return 35;case 28:return 32;case 29:return 27;case 30:case 31:return 10;case 32:return 9;case 33:return"CARET";case 34:this.begin("options");break;case 36:return 13;case 37:this.begin("string");break;case 39:return 34;case 40:return 31;case 41:return 28;case 42:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:cherry-pick\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[35,36],inclusive:!1},string:{rules:[38,39],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,37,40,41,42],inclusive:!0}}};function _(){this.yy={}}return v.lexer=b,_.prototype=v,v.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],l=[26,27,28],u=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],v=[6,26,27,28,29],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setDiagramTitle(this.$);break;case 11:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(l,u,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(l,[2,13]),t(l,[2,14]),t(l,[2,15]),t(l,u,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(v,[2,16]),{25:34,31:[1,35]},t(v,[2,24]),t(o,[2,7]),t(l,[2,9]),t(l,[2,10]),t(l,[2,11]),t(l,[2,12]),{23:36,32:m},{32:[2,23]},t(v,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return b.lexer=_,x.prototype=b,b.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],l=[1,26],u=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],v=[1,36],b=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],k=[1,57],w=[1,58],T=[1,59],E=[1,60],C=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],O=[1,72],B=[1,73],L=[1,75],I=[1,79],F=[1,80],R=[1,77],P=[1,78],j=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],z={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 52:this.$=r.Relationships.TRACES}},table:[{3:1,4:2,6:e,9:4,14:n,16:r,18:i,19:a},{1:[3]},{3:10,4:2,5:[1,9],6:e,9:4,14:n,16:r,18:i,19:a},{5:[1,11]},{10:12,20:[1,13]},{15:[1,14]},{17:[1,15]},t(o,[2,8]),{20:[2,9]},{3:16,4:2,6:e,9:4,14:n,16:r,18:i,19:a},{1:[2,2]},{4:21,5:s,7:17,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{11:34,12:[1,35],22:v},t([12,22],[2,10]),t(o,[2,6]),t(o,[2,7]),{1:[2,1]},{8:[1,37]},{4:21,5:s,7:38,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:39,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:40,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:41,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{4:21,5:s,7:42,8:c,9:4,14:n,16:r,18:i,19:a,23:18,24:19,25:20,26:23,32:25,40:l,41:u,42:h,43:f,44:d,45:p,53:g,71:y,72:m},{27:43,71:[1,44],72:[1,45]},{54:46,71:[1,47],72:[1,48]},{60:[1,49],62:[1,50]},t(b,[2,26]),t(b,[2,27]),t(b,[2,28]),t(b,[2,29]),t(b,[2,30]),t(b,[2,31]),t(_,[2,55]),t(_,[2,56]),t(o,[2,4]),{13:51,21:[1,52]},t(o,[2,12]),{1:[2,3]},{8:[2,14]},{8:[2,15]},{8:[2,16]},{8:[2,17]},{8:[2,18]},{28:[1,53]},{28:[2,53]},{28:[2,54]},{28:[1,54]},{28:[2,59]},{28:[2,60]},{61:55,64:x,65:k,66:w,67:T,68:E,69:C,70:S},{61:63,64:x,65:k,66:w,67:T,68:E,69:C,70:S},{11:64,22:v},{22:[2,11]},{5:[1,65]},{5:[1,66]},{62:[1,67]},t(A,[2,46]),t(A,[2,47]),t(A,[2,48]),t(A,[2,49]),t(A,[2,50]),t(A,[2,51]),t(A,[2,52]),{63:[1,68]},t(o,[2,5]),{5:M,29:69,30:N,33:D,35:O,37:B,39:L},{5:I,39:F,55:76,56:R,58:P},{32:81,71:y,72:m},{32:82,71:y,72:m},t(j,[2,19]),{31:[1,83]},{31:[1,84]},{31:[1,85]},{31:[1,86]},{5:M,29:87,30:N,33:D,35:O,37:B,39:L},t(j,[2,25]),t(j,[2,39]),{31:[1,88]},{31:[1,89]},{5:I,39:F,55:90,56:R,58:P},t(j,[2,43]),t(j,[2,44]),t(j,[2,45]),{32:91,71:y,72:m},{34:92,71:[1,93],72:[1,94]},{36:95,46:[1,96],47:[1,97],48:[1,98]},{38:99,49:[1,100],50:[1,101],51:[1,102],52:[1,103]},t(j,[2,24]),{57:104,71:[1,105],72:[1,106]},{59:107,71:[1,108],72:[1,109]},t(j,[2,42]),{5:[1,110]},{5:[1,111]},{5:[2,57]},{5:[2,58]},{5:[1,112]},{5:[2,32]},{5:[2,33]},{5:[2,34]},{5:[1,113]},{5:[2,35]},{5:[2,36]},{5:[2,37]},{5:[2,38]},{5:[1,114]},{5:[2,61]},{5:[2,62]},{5:[1,115]},{5:[2,63]},{5:[2,64]},{5:M,29:116,30:N,33:D,35:O,37:B,39:L},{5:M,29:117,30:N,33:D,35:O,37:B,39:L},{5:M,29:118,30:N,33:D,35:O,37:B,39:L},{5:M,29:119,30:N,33:D,35:O,37:B,39:L},{5:I,39:F,55:120,56:R,58:P},{5:I,39:F,55:121,56:R,58:P},t(j,[2,20]),t(j,[2,21]),t(j,[2,22]),t(j,[2,23]),t(j,[2,40]),t(j,[2,41])],defaultActions:{8:[2,9],10:[2,2],16:[2,1],37:[2,3],38:[2,14],39:[2,15],40:[2,16],41:[2,17],42:[2,18],44:[2,53],45:[2,54],47:[2,59],48:[2,60],52:[2,11],93:[2,57],94:[2,58],96:[2,32],97:[2,33],98:[2,34],100:[2,35],101:[2,36],102:[2,37],103:[2,38],105:[2,61],106:[2,62],108:[2,63],109:[2,64]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". 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21;case 5:return"title";case 6:return this.begin("acc_title"),14;case 7:return this.popState(),"acc_title_value";case 8:return this.begin("acc_descr"),16;case 9:return this.popState(),"acc_descr_value";case 10:this.begin("acc_descr_multiline");break;case 11:case 53:this.popState();break;case 12:return"acc_descr_multiline_value";case 13:return 5;case 14:case 15:case 16:break;case 17:return 8;case 18:return 6;case 19:return 28;case 20:return 39;case 21:return 31;case 22:return 30;case 23:return 33;case 24:return 35;case 25:return 37;case 26:return 40;case 27:return 41;case 28:return 42;case 29:return 43;case 30:return 44;case 31:return 45;case 32:return 46;case 33:return 47;case 34:return 48;case 35:return 49;case 36:return 50;case 37:return 51;case 38:return 52;case 39:return 53;case 40:return 64;case 41:return 65;case 42:return 66;case 43:return 67;case 44:return 68;case 45:return 69;case 46:return 70;case 47:return 56;case 48:return 58;case 49:return 60;case 50:return 63;case 51:return 62;case 52:this.begin("string");break;case 54:return"qString";case 55:return e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],l=[1,19],u=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],v=[1,34],b=[1,35],_=[1,36],x=[1,37],k=[1,38],w=[1,39],T=[1,40],E=[1,43],C=[1,44],S=[1,45],A=[1,46],M=[1,47],N=[1,48],D=[1,51],O=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,53,58,59,60,61,69,79],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,52,53,58,59,60,61,69,79],I=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,51,53,58,59,60,61,69,79],F=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,53,58,59,60,61,69,79],R=[67,68,69],P=[1,121],j=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],z={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,critical:47,option_sections:48,break:49,option:50,and:51,else:52,note:53,placement:54,text2:55,over:56,actor_pair:57,links:58,link:59,properties:60,details:61,spaceList:62,",":63,left_of:64,right_of:65,signaltype:66,"+":67,"-":68,ACTOR:69,SOLID_OPEN_ARROW:70,DOTTED_OPEN_ARROW:71,SOLID_ARROW:72,DOTTED_ARROW:73,SOLID_CROSS:74,DOTTED_CROSS:75,SOLID_POINT:76,DOTTED_POINT:77,TXT:78,open_directive:79,type_directive:80,arg_directive:81,close_directive:82,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"critical",49:"break",50:"option",51:"and",52:"else",53:"note",56:"over",58:"links",59:"link",60:"properties",61:"details",63:",",64:"left_of",65:"right_of",67:"+",68:"-",69:"ACTOR",70:"SOLID_OPEN_ARROW",71:"DOTTED_OPEN_ARROW",72:"SOLID_ARROW",73:"DOTTED_ARROW",74:"SOLID_CROSS",75:"DOTTED_CROSS",76:"SOLID_POINT",77:"DOTTED_POINT",78:"TXT",79:"open_directive",80:"type_directive",81:"arg_directive",82:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[48,1],[48,4],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[62,2],[62,1],[57,3],[57,1],[54,1],[54,1],[21,5],[21,5],[21,4],[17,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[55,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 56:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 38:a[s-1].unshift({type:"criticalStart",criticalText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.CRITICAL_START}),a[s-1].push({type:"criticalEnd",signalType:r.LINETYPE.CRITICAL_END}),this.$=a[s-1];break;case 39:a[s-1].unshift({type:"breakStart",breakText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_START}),a[s-1].push({type:"breakEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_END}),this.$=a[s-1];break;case 42:this.$=a[s-3].concat([{type:"option",optionText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.CRITICAL_OPTION},a[s]]);break;case 44:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 46:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 47:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 48:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 49:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 50:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 52:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 55:this.$=[a[s-2],a[s]];break;case 57:this.$=r.PLACEMENT.LEFTOF;break;case 58:this.$=r.PLACEMENT.RIGHTOF;break;case 59:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 60:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 61:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 62:this.$={type:"addParticipant",actor:a[s]};break;case 63:this.$=r.LINETYPE.SOLID_OPEN;break;case 64:this.$=r.LINETYPE.DOTTED_OPEN;break;case 65:this.$=r.LINETYPE.SOLID;break;case 66:this.$=r.LINETYPE.DOTTED;break;case 67:this.$=r.LINETYPE.SOLID_CROSS;break;case 68:this.$=r.LINETYPE.DOTTED_CROSS;break;case 69:this.$=r.LINETYPE.SOLID_POINT;break;case 70:this.$=r.LINETYPE.DOTTED_POINT;break;case 71:this.$=r.parseMessage(a[s].trim().substring(1));break;case 72:r.parseDirective("%%{","open_directive");break;case 73:r.parseDirective(a[s],"type_directive");break;case 74:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 75:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,79:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,79:i},{3:9,4:e,5:n,6:4,7:r,11:6,79:i},{3:10,4:e,5:n,6:4,7:r,11:6,79:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,47,49,53,58,59,60,61,69,79],a,{8:11}),{12:12,80:[1,13]},{80:[2,72]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{13:49,14:[1,50],82:D},t([14,82],[2,73]),t(O,[2,6]),{6:41,10:52,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},t(O,[2,8]),t(O,[2,9]),{17:53,69:N},{17:54,69:N},{5:[1,55]},{5:[1,58],23:[1,56],24:[1,57]},{17:59,69:N},{17:60,69:N},{5:[1,61]},{5:[1,62]},{5:[1,63]},{5:[1,64]},{5:[1,65]},t(O,[2,28]),t(O,[2,29]),{35:[1,66]},{37:[1,67]},t(O,[2,32]),{19:[1,68]},{19:[1,69]},{19:[1,70]},{19:[1,71]},{19:[1,72]},{19:[1,73]},{19:[1,74]},t(O,[2,40]),{66:75,70:[1,76],71:[1,77],72:[1,78],73:[1,79],74:[1,80],75:[1,81],76:[1,82],77:[1,83]},{54:84,56:[1,85],64:[1,86],65:[1,87]},{17:88,69:N},{17:89,69:N},{17:90,69:N},{17:91,69:N},t([5,18,63,70,71,72,73,74,75,76,77,78],[2,62]),{5:[1,92]},{15:93,81:[1,94]},{5:[2,75]},t(O,[2,7]),{5:[1,96],18:[1,95]},{5:[1,98],18:[1,97]},t(O,[2,16]),{5:[1,100],23:[1,99]},{5:[1,101]},t(O,[2,20]),{5:[1,102]},{5:[1,103]},t(O,[2,23]),t(O,[2,24]),t(O,[2,25]),t(O,[2,26]),t(O,[2,27]),t(O,[2,30]),t(O,[2,31]),t(B,a,{8:104}),t(B,a,{8:105}),t(B,a,{8:106}),t(L,a,{44:107,8:108}),t(I,a,{46:109,8:110}),t(F,a,{48:111,8:112}),t(B,a,{8:113}),{17:116,67:[1,114],68:[1,115],69:N},t(R,[2,63]),t(R,[2,64]),t(R,[2,65]),t(R,[2,66]),t(R,[2,67]),t(R,[2,68]),t(R,[2,69]),t(R,[2,70]),{17:117,69:N},{17:119,57:118,69:N},{69:[2,57]},{69:[2,58]},{55:120,78:P},{55:122,78:P},{55:123,78:P},{55:124,78:P},t(j,[2,10]),{13:125,82:D},{82:[2,74]},{19:[1,126]},t(O,[2,13]),{19:[1,127]},t(O,[2,15]),{5:[1,128]},t(O,[2,18]),t(O,[2,19]),t(O,[2,21]),t(O,[2,22]),{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,129],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,130],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,131],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,132]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,45],41:b,42:_,43:x,45:k,47:w,49:T,52:[1,133],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,134]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,43],41:b,42:_,43:x,45:k,47:w,49:T,51:[1,135],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,136]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[2,41],41:b,42:_,43:x,45:k,47:w,49:T,50:[1,137],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:v,40:[1,138],41:b,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{17:139,69:N},{17:140,69:N},{55:141,78:P},{55:142,78:P},{55:143,78:P},{63:[1,144],78:[2,56]},{5:[2,49]},{5:[2,71]},{5:[2,50]},{5:[2,51]},{5:[2,52]},{5:[1,145]},{5:[1,146]},{5:[1,147]},t(O,[2,17]),t(O,[2,33]),t(O,[2,34]),t(O,[2,35]),t(O,[2,36]),{19:[1,148]},t(O,[2,37]),{19:[1,149]},t(O,[2,38]),{19:[1,150]},t(O,[2,39]),{55:151,78:P},{55:152,78:P},{5:[2,61]},{5:[2,47]},{5:[2,48]},{17:153,69:N},t(j,[2,11]),t(O,[2,12]),t(O,[2,14]),t(L,a,{8:108,44:154}),t(I,a,{8:110,46:155}),t(F,a,{8:112,48:156}),{5:[2,59]},{5:[2,60]},{78:[2,55]},{40:[2,46]},{40:[2,44]},{40:[2,42]}],defaultActions:{7:[2,72],8:[2,1],9:[2,2],10:[2,3],51:[2,75],86:[2,57],87:[2,58],94:[2,74],120:[2,49],121:[2,71],122:[2,50],123:[2,51],124:[2,52],141:[2,61],142:[2,47],143:[2,48],151:[2,59],152:[2,60],153:[2,55],154:[2,46],155:[2,44],156:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),79;case 1:return this.begin("type_directive"),80;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),82;case 4:return 81;case 5:case 52:case 65:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),69;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),52;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),51;case 24:return this.begin("LINE"),47;case 25:return this.begin("LINE"),50;case 26:return this.begin("LINE"),49;case 27:return this.popState(),19;case 28:return 40;case 29:return 64;case 30:return 65;case 31:return 58;case 32:return 59;case 33:return 60;case 34:return 61;case 35:return 56;case 36:return 53;case 37:return this.begin("ID"),25;case 38:return this.begin("ID"),26;case 39:return 32;case 40:return 33;case 41:return this.begin("acc_title"),34;case 42:return this.popState(),"acc_title_value";case 43:return this.begin("acc_descr"),36;case 44:return this.popState(),"acc_descr_value";case 45:this.begin("acc_descr_multiline");break;case 46:this.popState();break;case 47:return"acc_descr_multiline_value";case 48:return 7;case 49:return 22;case 50:return 24;case 51:return 63;case 53:return e.yytext=e.yytext.trim(),69;case 54:return 72;case 55:return 73;case 56:return 70;case 57:return 71;case 58:return 74;case 59:return 75;case 60:return 76;case 61:return 77;case 62:return 78;case 63:return 67;case 64:return 68;case 66:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:critical\b)/i,/^(?:option\b)/i,/^(?:break\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[46,47],inclusive:!1},acc_descr:{rules:[44],inclusive:!1},acc_title:{rules:[42],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,27],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,24,25,26,28,29,30,31,32,33,34,35,36,37,38,39,40,41,43,45,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],v=[1,30],b=[1,31],_=[1,32],x=[1,35],k=[1,36],w=[1,37],T=[1,38],E=[1,34],C=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],l=a[s-2].trim();if(a[s].match(":")){var u=a[s].split(":");c=u[0],l=[l,u[1]]}this.$={stmt:"state",id:c,type:"default",description:l};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},{38:39,39:[1,40],53:C},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:E},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:C},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:v,33:b,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},O={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<<fork>>)/i,/^(?:.*<<join>>)/i,/^(?:.*<<choice>>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function B(){this.yy={}}return D.lexer=O,B.prototype=D,D.Parser=B,new B}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 1:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 11:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 12:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 13:case 14:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 15:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 16:r.addTask(a[s-1],a[s]),this.$="task";break;case 18:r.parseDirective("%%{","open_directive");break;case 19:r.parseDirective(a[s],"type_directive");break;case 20:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},{1:[2,2]},{14:22,15:[1,23],29:u},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:u},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var v=p.options&&p.options.ranges;function b(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=b()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},v&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},d={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;a<i.length;a++)if((n=this._input.match(this.rules[i[a]]))&&(!e||n[0].length>e[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),26;case 1:return this.begin("type_directive"),27;case 2:return this.popState(),this.begin("arg_directive"),15;case 3:return this.popState(),this.popState(),29;case 4:return 28;case 5:case 6:case 8:case 9:break;case 7:return 11;case 10:return 4;case 11:return 17;case 12:return this.begin("acc_title"),18;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),20;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:return 23;case 20:return 24;case 21:return 25;case 22:return 15;case 23:return 6;case 24:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:journey\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{open_directive:{rules:[1],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,11,12,14,16,19,20,21,22,23,24],inclusive:!0}}};function p(){this.yy={}}return f.lexer=d,p.prototype=f,f.Parser=p,new p}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return 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${lt.lang.round(r)})`}},bt=vt,_t={format:{keyword:mt,hex:dt,rgb:bt,rgba:bt,hsl:gt,hsla:gt},parse:t=>{if("string"!=typeof t)return t;const e=dt.parse(t)||bt.parse(t)||gt.parse(t)||mt.parse(t);if(e)return e;throw new Error(`Unsupported color format: "${t}"`)},stringify:t=>!t.changed&&t.color?t.color:t.type.is(2)||void 0===t.data.r?gt.stringify(t):t.a<1||!Number.isInteger(t.r)||!Number.isInteger(t.g)||!Number.isInteger(t.b)?bt.stringify(t):dt.stringify(t)},xt=(t,e)=>{const n=_t.parse(t);for(const t in e)n[t]=lt.channel.clamp[t](e[t]);return _t.stringify(n)},kt=(t,e)=>{const n=_t.parse(t),r={};for(const t in e)e[t]&&(r[t]=n[t]+e[t]);return xt(t,r)},wt=(t,e,n=0,r=1)=>{if("number"!=typeof t)return xt(t,{a:e});const i=ht.set({r:lt.channel.clamp.r(t),g:lt.channel.clamp.g(e),b:lt.channel.clamp.b(n),a:lt.channel.clamp.a(r)});return _t.stringify(i)},Tt=(t,e=100)=>{const n=_t.parse(t);return n.r=255-n.r,n.g=255-n.g,n.b=255-n.b,((t,e,n=50)=>{const{r,g:i,b:a,a:o}=_t.parse(t),{r:s,g:c,b:l,a:u}=_t.parse(e),h=n/100,f=2*h-1,d=o-u,p=((f*d==-1?f:(f+d)/(1+f*d))+1)/2,g=1-p;return wt(r*p+s*g,i*p+c*g,a*p+l*g,o*h+u*(1-h))})(n,t,e)},Et=(t,e,n)=>{const r=_t.parse(t),i=r[e],a=lt.channel.clamp[e](i+n);return i!==a&&(r[e]=a),_t.stringify(r)},Ct=(t,e)=>Et(t,"l",-e),St=(t,e)=>Et(t,"l",e);var At=function(t,e){return kt(t,e?{s:-40,l:10}:{s:-40,l:-10})};function Mt(t){return Mt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Mt(t)}function Nt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Dt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.darkMode=!1,this.primaryColor="#fff4dd",this.noteBkgColor="#fff5ad",this.noteTextColor="#333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.primaryTextColor=this.primaryTextColor||(this.darkMode?"#eee":"#333"),this.secondaryColor=this.secondaryColor||kt(this.primaryColor,{h:-120}),this.tertiaryColor=this.tertiaryColor||kt(this.primaryColor,{h:180,l:5}),this.primaryBorderColor=this.primaryBorderColor||At(this.primaryColor,this.darkMode),this.secondaryBorderColor=this.secondaryBorderColor||At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=this.tertiaryBorderColor||At(this.tertiaryColor,this.darkMode),this.noteBorderColor=this.noteBorderColor||At(this.noteBkgColor,this.darkMode),this.noteBkgColor=this.noteBkgColor||"#fff5ad",this.noteTextColor=this.noteTextColor||"#333",this.secondaryTextColor=this.secondaryTextColor||Tt(this.secondaryColor),this.tertiaryTextColor=this.tertiaryTextColor||Tt(this.tertiaryColor),this.lineColor=this.lineColor||Tt(this.background),this.textColor=this.textColor||this.primaryTextColor,this.nodeBkg=this.nodeBkg||this.primaryColor,this.mainBkg=this.mainBkg||this.primaryColor,this.nodeBorder=this.nodeBorder||this.primaryBorderColor,this.clusterBkg=this.clusterBkg||this.tertiaryColor,this.clusterBorder=this.clusterBorder||this.tertiaryBorderColor,this.defaultLinkColor=this.defaultLinkColor||this.lineColor,this.titleColor=this.titleColor||this.tertiaryTextColor,this.edgeLabelBackground=this.edgeLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.nodeTextColor=this.nodeTextColor||this.primaryTextColor,this.actorBorder=this.actorBorder||this.primaryBorderColor,this.actorBkg=this.actorBkg||this.mainBkg,this.actorTextColor=this.actorTextColor||this.primaryTextColor,this.actorLineColor=this.actorLineColor||"grey",this.labelBoxBkgColor=this.labelBoxBkgColor||this.actorBkg,this.signalColor=this.signalColor||this.textColor,this.signalTextColor=this.signalTextColor||this.textColor,this.labelBoxBorderColor=this.labelBoxBorderColor||this.actorBorder,this.labelTextColor=this.labelTextColor||this.actorTextColor,this.loopTextColor=this.loopTextColor||this.actorTextColor,this.activationBorderColor=this.activationBorderColor||Ct(this.secondaryColor,10),this.activationBkgColor=this.activationBkgColor||this.secondaryColor,this.sequenceNumberColor=this.sequenceNumberColor||Tt(this.lineColor),this.sectionBkgColor=this.sectionBkgColor||this.tertiaryColor,this.altSectionBkgColor=this.altSectionBkgColor||"white",this.sectionBkgColor=this.sectionBkgColor||this.secondaryColor,this.sectionBkgColor2=this.sectionBkgColor2||this.primaryColor,this.excludeBkgColor=this.excludeBkgColor||"#eeeeee",this.taskBorderColor=this.taskBorderColor||this.primaryBorderColor,this.taskBkgColor=this.taskBkgColor||this.primaryColor,this.activeTaskBorderColor=this.activeTaskBorderColor||this.primaryColor,this.activeTaskBkgColor=this.activeTaskBkgColor||St(this.primaryColor,23),this.gridColor=this.gridColor||"lightgrey",this.doneTaskBkgColor=this.doneTaskBkgColor||"lightgrey",this.doneTaskBorderColor=this.doneTaskBorderColor||"grey",this.critBorderColor=this.critBorderColor||"#ff8888",this.critBkgColor=this.critBkgColor||"red",this.todayLineColor=this.todayLineColor||"red",this.taskTextColor=this.taskTextColor||this.textColor,this.taskTextOutsideColor=this.taskTextOutsideColor||this.textColor,this.taskTextLightColor=this.taskTextLightColor||this.textColor,this.taskTextColor=this.taskTextColor||this.primaryTextColor,this.taskTextDarkColor=this.taskTextDarkColor||this.textColor,this.taskTextClickableColor=this.taskTextClickableColor||"#003163",this.personBorder=this.personBorder||this.primaryBorderColor,this.personBkg=this.personBkg||this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||this.tertiaryColor,this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.specialStateColor=this.lineColor,this.classText=this.classText||this.textColor,this.fillType0=this.fillType0||this.primaryColor,this.fillType1=this.fillType1||this.secondaryColor,this.fillType2=this.fillType2||kt(this.primaryColor,{h:64}),this.fillType3=this.fillType3||kt(this.secondaryColor,{h:64}),this.fillType4=this.fillType4||kt(this.primaryColor,{h:-64}),this.fillType5=this.fillType5||kt(this.secondaryColor,{h:-64}),this.fillType6=this.fillType6||kt(this.primaryColor,{h:128}),this.fillType7=this.fillType7||kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||kt(this.primaryColor,{l:-10}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-10}),this.pie6=this.pie6||kt(this.tertiaryColor,{l:-10}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-20}),this.pie11=this.pie11||kt(this.primaryColor,{h:-60,l:-20}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-10}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.branchLabelColor=this.branchLabelColor||(this.darkMode?"black":this.labelTextColor),this.gitBranchLabel0=this.gitBranchLabel0||this.branchLabelColor,this.gitBranchLabel1=this.gitBranchLabel1||this.branchLabelColor,this.gitBranchLabel2=this.gitBranchLabel2||this.branchLabelColor,this.gitBranchLabel3=this.gitBranchLabel3||this.branchLabelColor,this.gitBranchLabel4=this.gitBranchLabel4||this.branchLabelColor,this.gitBranchLabel5=this.gitBranchLabel5||this.branchLabelColor,this.gitBranchLabel6=this.gitBranchLabel6||this.branchLabelColor,this.gitBranchLabel7=this.gitBranchLabel7||this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Mt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Nt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Ot(t){return Ot="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ot(t)}function Bt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Lt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#333",this.primaryColor="#1f2020",this.secondaryColor=St(this.primaryColor,16),this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=Tt(this.background),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.mainBkg="#1f2020",this.secondBkg="calculated",this.mainContrastColor="lightgrey",this.darkTextColor=St(Tt("#323D47"),10),this.lineColor="calculated",this.border1="#81B1DB",this.border2=wt(255,255,255,.25),this.arrowheadColor="calculated",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#181818",this.textColor="#ccc",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#F9FFFE",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="calculated",this.activationBkgColor="calculated",this.sequenceNumberColor="black",this.sectionBkgColor=Ct("#EAE8D9",30),this.altSectionBkgColor="calculated",this.sectionBkgColor2="#EAE8D9",this.taskBorderColor=wt(255,255,255,70),this.taskBkgColor="calculated",this.taskTextColor="calculated",this.taskTextLightColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor=wt(255,255,255,50),this.activeTaskBkgColor="#81B1DB",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="grey",this.critBorderColor="#E83737",this.critBkgColor="#E83737",this.taskTextDarkColor="calculated",this.todayLineColor="#DB5757",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="calculated",this.errorBkgColor="#a44141",this.errorTextColor="#ddd"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=St(this.mainBkg,16),this.lineColor=this.mainContrastColor,this.arrowheadColor=this.mainContrastColor,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.edgeLabelBackground=St(this.labelBackground,25),this.actorBorder=this.border1,this.actorBkg=this.mainBkg,this.actorTextColor=this.mainContrastColor,this.actorLineColor=this.mainContrastColor,this.signalColor=this.mainContrastColor,this.signalTextColor=this.mainContrastColor,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.mainContrastColor,this.loopTextColor=this.mainContrastColor,this.noteBorderColor=this.secondaryBorderColor,this.noteBkgColor=this.secondBkg,this.noteTextColor=this.secondaryTextColor,this.activationBorderColor=this.border1,this.activationBkgColor=this.secondBkg,this.altSectionBkgColor=this.background,this.taskBkgColor=St(this.mainBkg,23),this.taskTextColor=this.darkTextColor,this.taskTextLightColor=this.mainContrastColor,this.taskTextOutsideColor=this.taskTextLightColor,this.gridColor=this.mainContrastColor,this.doneTaskBkgColor=this.mainContrastColor,this.taskTextDarkColor=this.darkTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#555",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#f4f4f4",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#0b0000",this.pie2=this.pie2||"#4d1037",this.pie3=this.pie3||"#3f5258",this.pie4=this.pie4||"#4f2f1b",this.pie5=this.pie5||"#6e0a0a",this.pie6=this.pie6||"#3b0048",this.pie7=this.pie7||"#995a01",this.pie8=this.pie8||"#154706",this.pie9=this.pie9||"#161722",this.pie10=this.pie10||"#00296f",this.pie11=this.pie11||"#01629c",this.pie12=this.pie12||"#010029",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.classText=this.primaryTextColor,this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||(this.darkMode?Ct(this.secondaryColor,30):this.secondaryColor),this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=St(this.secondaryColor,20),this.git1=St(this.pie2||this.secondaryColor,20),this.git2=St(this.pie3||this.tertiaryColor,20),this.git3=St(this.pie4||kt(this.primaryColor,{h:-30}),20),this.git4=St(this.pie5||kt(this.primaryColor,{h:-60}),20),this.git5=St(this.pie6||kt(this.primaryColor,{h:-90}),10),this.git6=St(this.pie7||kt(this.primaryColor,{h:60}),10),this.git7=St(this.pie8||kt(this.primaryColor,{h:120}),20),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Ot(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Bt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function It(t){return It="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},It(t)}function Ft(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var Rt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#ECECFF",this.secondaryColor=kt(this.primaryColor,{h:120}),this.secondaryColor="#ffffde",this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.background="white",this.mainBkg="#ECECFF",this.secondBkg="#ffffde",this.lineColor="#333333",this.border1="#9370DB",this.border2="#aaaa33",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.labelBackground="#e8e8e8",this.textColor="#333",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="calculated",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="calculated",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="calculated",this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor="calculated",this.taskTextOutsideColor=this.taskTextDarkColor,this.taskTextClickableColor="calculated",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBorderColor="calculated",this.critBkgColor="calculated",this.todayLineColor="calculated",this.sectionBkgColor=wt(102,102,255,.49),this.altSectionBkgColor="white",this.sectionBkgColor2="#fff400",this.taskBorderColor="#534fbc",this.taskBkgColor="#8a90dd",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="#534fbc",this.activeTaskBkgColor="#bfc7ff",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222",this.updateColors()}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.textColor,this.edgeLabelBackground=this.labelBackground,this.actorBorder=St(this.border1,23),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.signalColor=this.textColor,this.signalTextColor=this.textColor,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.nodeBorder,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||kt(this.tertiaryColor,{l:-40}),this.pie4=this.pie4||kt(this.primaryColor,{l:-10}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-30}),this.pie6=this.pie6||kt(this.tertiaryColor,{l:-20}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-20}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-40}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:-40}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-40}),this.pie11=this.pie11||kt(this.primaryColor,{h:-90,l:-40}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-30}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.labelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Ct(Tt(this.git0),25),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.gitBranchLabel0=this.gitBranchLabel0||Tt(this.labelTextColor),this.gitBranchLabel1=this.gitBranchLabel1||this.labelTextColor,this.gitBranchLabel2=this.gitBranchLabel2||this.labelTextColor,this.gitBranchLabel3=this.gitBranchLabel3||Tt(this.labelTextColor),this.gitBranchLabel4=this.gitBranchLabel4||this.labelTextColor,this.gitBranchLabel5=this.gitBranchLabel5||this.labelTextColor,this.gitBranchLabel6=this.gitBranchLabel6||this.labelTextColor,this.gitBranchLabel7=this.gitBranchLabel7||this.labelTextColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===It(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Ft(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Pt(t){return Pt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Pt(t)}function jt(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var zt=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.background="#f4f4f4",this.primaryColor="#cde498",this.secondaryColor="#cdffb2",this.background="white",this.mainBkg="#cde498",this.secondBkg="#cdffb2",this.lineColor="green",this.border1="#13540c",this.border2="#6eaa49",this.arrowheadColor="green",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.tertiaryColor=St("#cde498",10),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.primaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="#333",this.edgeLabelBackground="#e8e8e8",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="black",this.actorLineColor="grey",this.signalColor="#333",this.signalTextColor="#333",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="#326932",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="#fff5ad",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="#6eaa49",this.altSectionBkgColor="white",this.sectionBkgColor2="#6eaa49",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="#487e3a",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="black",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="lightgrey",this.doneTaskBkgColor="lightgrey",this.doneTaskBorderColor="grey",this.critBorderColor="#ff8888",this.critBkgColor="red",this.todayLineColor="red",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.actorBorder=Ct(this.mainBkg,20),this.actorBkg=this.mainBkg,this.labelBoxBkgColor=this.actorBkg,this.labelTextColor=this.actorTextColor,this.loopTextColor=this.actorTextColor,this.noteBorderColor=this.border2,this.noteTextColor=this.actorTextColor,this.taskBorderColor=this.border1,this.taskTextColor=this.taskTextLightColor,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.transitionColor=this.transitionColor||this.lineColor,this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f0f0f0",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.compositeBorder=this.compositeBorder||this.nodeBorder,this.innerEndBackground=this.primaryBorderColor,this.specialStateColor=this.lineColor,this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.transitionColor=this.transitionColor||this.lineColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||this.primaryColor,this.pie2=this.pie2||this.secondaryColor,this.pie3=this.pie3||this.tertiaryColor,this.pie4=this.pie4||kt(this.primaryColor,{l:-30}),this.pie5=this.pie5||kt(this.secondaryColor,{l:-30}),this.pie6=this.pie6||kt(this.tertiaryColor,{h:40,l:-40}),this.pie7=this.pie7||kt(this.primaryColor,{h:60,l:-10}),this.pie8=this.pie8||kt(this.primaryColor,{h:-60,l:-10}),this.pie9=this.pie9||kt(this.primaryColor,{h:120,l:0}),this.pie10=this.pie10||kt(this.primaryColor,{h:60,l:-50}),this.pie11=this.pie11||kt(this.primaryColor,{h:-60,l:-50}),this.pie12=this.pie12||kt(this.primaryColor,{h:120,l:-50}),this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=this.git0||this.primaryColor,this.git1=this.git1||this.secondaryColor,this.git2=this.git2||this.tertiaryColor,this.git3=this.git3||kt(this.primaryColor,{h:-30}),this.git4=this.git4||kt(this.primaryColor,{h:-60}),this.git5=this.git5||kt(this.primaryColor,{h:-90}),this.git6=this.git6||kt(this.primaryColor,{h:60}),this.git7=this.git7||kt(this.primaryColor,{h:120}),this.darkMode?(this.git0=St(this.git0,25),this.git1=St(this.git1,25),this.git2=St(this.git2,25),this.git3=St(this.git3,25),this.git4=St(this.git4,25),this.git5=St(this.git5,25),this.git6=St(this.git6,25),this.git7=St(this.git7,25)):(this.git0=Ct(this.git0,25),this.git1=Ct(this.git1,25),this.git2=Ct(this.git2,25),this.git3=Ct(this.git3,25),this.git4=Ct(this.git4,25),this.git5=Ct(this.git5,25),this.git6=Ct(this.git6,25),this.git7=Ct(this.git7,25)),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Pt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&jt(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();function Yt(t){return Yt="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Yt(t)}function Ut(t,e){for(var n=0;n<e.length;n++){var r=e[n];r.enumerable=r.enumerable||!1,r.configurable=!0,"value"in r&&(r.writable=!0),Object.defineProperty(t,r.key,r)}}var $t=function(){function t(){!function(t,e){if(!(t instanceof e))throw new TypeError("Cannot call a class as a function")}(this,t),this.primaryColor="#eee",this.contrast="#707070",this.secondaryColor=St(this.contrast,55),this.background="#ffffff",this.tertiaryColor=kt(this.primaryColor,{h:-160}),this.primaryBorderColor=At(this.primaryColor,this.darkMode),this.secondaryBorderColor=At(this.secondaryColor,this.darkMode),this.tertiaryBorderColor=At(this.tertiaryColor,this.darkMode),this.primaryTextColor=Tt(this.primaryColor),this.secondaryTextColor=Tt(this.secondaryColor),this.tertiaryTextColor=Tt(this.tertiaryColor),this.lineColor=Tt(this.background),this.textColor=Tt(this.background),this.mainBkg="#eee",this.secondBkg="calculated",this.lineColor="#666",this.border1="#999",this.border2="calculated",this.note="#ffa",this.text="#333",this.critical="#d42",this.done="#bbb",this.arrowheadColor="#333333",this.fontFamily='"trebuchet ms", verdana, arial, sans-serif',this.fontSize="16px",this.nodeBkg="calculated",this.nodeBorder="calculated",this.clusterBkg="calculated",this.clusterBorder="calculated",this.defaultLinkColor="calculated",this.titleColor="calculated",this.edgeLabelBackground="white",this.actorBorder="calculated",this.actorBkg="calculated",this.actorTextColor="calculated",this.actorLineColor="calculated",this.signalColor="calculated",this.signalTextColor="calculated",this.labelBoxBkgColor="calculated",this.labelBoxBorderColor="calculated",this.labelTextColor="calculated",this.loopTextColor="calculated",this.noteBorderColor="calculated",this.noteBkgColor="calculated",this.noteTextColor="calculated",this.activationBorderColor="#666",this.activationBkgColor="#f4f4f4",this.sequenceNumberColor="white",this.sectionBkgColor="calculated",this.altSectionBkgColor="white",this.sectionBkgColor2="calculated",this.excludeBkgColor="#eeeeee",this.taskBorderColor="calculated",this.taskBkgColor="calculated",this.taskTextLightColor="white",this.taskTextColor="calculated",this.taskTextDarkColor="calculated",this.taskTextOutsideColor="calculated",this.taskTextClickableColor="#003163",this.activeTaskBorderColor="calculated",this.activeTaskBkgColor="calculated",this.gridColor="calculated",this.doneTaskBkgColor="calculated",this.doneTaskBorderColor="calculated",this.critBkgColor="calculated",this.critBorderColor="calculated",this.todayLineColor="calculated",this.personBorder="calculated",this.personBkg="calculated",this.labelColor="black",this.errorBkgColor="#552222",this.errorTextColor="#552222"}var e,n;return e=t,n=[{key:"updateColors",value:function(){this.secondBkg=St(this.contrast,55),this.border2=this.contrast,this.nodeBkg=this.mainBkg,this.nodeBorder=this.border1,this.clusterBkg=this.secondBkg,this.clusterBorder=this.border2,this.defaultLinkColor=this.lineColor,this.titleColor=this.text,this.actorBorder=St(this.border1,23),this.actorBkg=this.mainBkg,this.actorTextColor=this.text,this.actorLineColor=this.lineColor,this.signalColor=this.text,this.signalTextColor=this.text,this.labelBoxBkgColor=this.actorBkg,this.labelBoxBorderColor=this.actorBorder,this.labelTextColor=this.text,this.loopTextColor=this.text,this.noteBorderColor="#999",this.noteBkgColor="#666",this.noteTextColor="#fff",this.sectionBkgColor=St(this.contrast,30),this.sectionBkgColor2=St(this.contrast,30),this.taskBorderColor=Ct(this.contrast,10),this.taskBkgColor=this.contrast,this.taskTextColor=this.taskTextLightColor,this.taskTextDarkColor=this.text,this.taskTextOutsideColor=this.taskTextDarkColor,this.activeTaskBorderColor=this.taskBorderColor,this.activeTaskBkgColor=this.mainBkg,this.gridColor=St(this.border1,30),this.doneTaskBkgColor=this.done,this.doneTaskBorderColor=this.lineColor,this.critBkgColor=this.critical,this.critBorderColor=Ct(this.critBkgColor,10),this.todayLineColor=this.critBkgColor,this.transitionColor=this.transitionColor||"#000",this.transitionLabelColor=this.transitionLabelColor||this.textColor,this.stateLabelColor=this.stateLabelColor||this.stateBkg||this.primaryTextColor,this.stateBkg=this.stateBkg||this.mainBkg,this.labelBackgroundColor=this.labelBackgroundColor||this.stateBkg,this.compositeBackground=this.compositeBackground||this.background||this.tertiaryColor,this.altBackground=this.altBackground||"#f4f4f4",this.compositeTitleBackground=this.compositeTitleBackground||this.mainBkg,this.stateBorder=this.stateBorder||"#000",this.innerEndBackground=this.primaryBorderColor,this.specialStateColor="#222",this.errorBkgColor=this.errorBkgColor||this.tertiaryColor,this.errorTextColor=this.errorTextColor||this.tertiaryTextColor,this.classText=this.primaryTextColor,this.fillType0=this.primaryColor,this.fillType1=this.secondaryColor,this.fillType2=kt(this.primaryColor,{h:64}),this.fillType3=kt(this.secondaryColor,{h:64}),this.fillType4=kt(this.primaryColor,{h:-64}),this.fillType5=kt(this.secondaryColor,{h:-64}),this.fillType6=kt(this.primaryColor,{h:128}),this.fillType7=kt(this.secondaryColor,{h:128}),this.pie1=this.pie1||"#F4F4F4",this.pie2=this.pie2||"#555",this.pie3=this.pie3||"#BBB",this.pie4=this.pie4||"#777",this.pie5=this.pie5||"#999",this.pie6=this.pie6||"#DDD",this.pie7=this.pie7||"#FFF",this.pie8=this.pie8||"#DDD",this.pie9=this.pie9||"#BBB",this.pie10=this.pie10||"#999",this.pie11=this.pie11||"#777",this.pie12=this.pie12||"#555",this.pieTitleTextSize=this.pieTitleTextSize||"25px",this.pieTitleTextColor=this.pieTitleTextColor||this.taskTextDarkColor,this.pieSectionTextSize=this.pieSectionTextSize||"17px",this.pieSectionTextColor=this.pieSectionTextColor||this.textColor,this.pieLegendTextSize=this.pieLegendTextSize||"17px",this.pieLegendTextColor=this.pieLegendTextColor||this.taskTextDarkColor,this.pieStrokeColor=this.pieStrokeColor||"black",this.pieStrokeWidth=this.pieStrokeWidth||"2px",this.pieOpacity=this.pieOpacity||"0.7",this.requirementBackground=this.requirementBackground||this.primaryColor,this.requirementBorderColor=this.requirementBorderColor||this.primaryBorderColor,this.requirementBorderSize=this.requirementBorderSize||this.primaryBorderColor,this.requirementTextColor=this.requirementTextColor||this.primaryTextColor,this.relationColor=this.relationColor||this.lineColor,this.relationLabelBackground=this.relationLabelBackground||this.edgeLabelBackground,this.relationLabelColor=this.relationLabelColor||this.actorTextColor,this.git0=Ct(this.pie1,25)||this.primaryColor,this.git1=this.pie2||this.secondaryColor,this.git2=this.pie3||this.tertiaryColor,this.git3=this.pie4||kt(this.primaryColor,{h:-30}),this.git4=this.pie5||kt(this.primaryColor,{h:-60}),this.git5=this.pie6||kt(this.primaryColor,{h:-90}),this.git6=this.pie7||kt(this.primaryColor,{h:60}),this.git7=this.pie8||kt(this.primaryColor,{h:120}),this.gitInv0=this.gitInv0||Tt(this.git0),this.gitInv1=this.gitInv1||Tt(this.git1),this.gitInv2=this.gitInv2||Tt(this.git2),this.gitInv3=this.gitInv3||Tt(this.git3),this.gitInv4=this.gitInv4||Tt(this.git4),this.gitInv5=this.gitInv5||Tt(this.git5),this.gitInv6=this.gitInv6||Tt(this.git6),this.gitInv7=this.gitInv7||Tt(this.git7),this.branchLabelColor=this.branchLabelColor||this.labelTextColor,this.gitBranchLabel0=this.branchLabelColor,this.gitBranchLabel1="white",this.gitBranchLabel2=this.branchLabelColor,this.gitBranchLabel3="white",this.gitBranchLabel4=this.branchLabelColor,this.gitBranchLabel5=this.branchLabelColor,this.gitBranchLabel6=this.branchLabelColor,this.gitBranchLabel7=this.branchLabelColor,this.tagLabelColor=this.tagLabelColor||this.primaryTextColor,this.tagLabelBackground=this.tagLabelBackground||this.primaryColor,this.tagLabelBorder=this.tagBorder||this.primaryBorderColor,this.tagLabelFontSize=this.tagLabelFontSize||"10px",this.commitLabelColor=this.commitLabelColor||this.secondaryTextColor,this.commitLabelBackground=this.commitLabelBackground||this.secondaryColor,this.commitLabelFontSize=this.commitLabelFontSize||"10px"}},{key:"calculate",value:function(t){var e=this;if("object"===Yt(t)){var n=Object.keys(t);n.forEach((function(n){e[n]=t[n]})),this.updateColors(),n.forEach((function(n){e[n]=t[n]}))}else this.updateColors()}}],n&&Ut(e.prototype,n),Object.defineProperty(e,"prototype",{writable:!1}),t}();const Wt={base:{getThemeVariables:function(t){var e=new Dt;return e.calculate(t),e}},dark:{getThemeVariables:function(t){var e=new Lt;return e.calculate(t),e}},default:{getThemeVariables:function(t){var e=new Rt;return e.calculate(t),e}},forest:{getThemeVariables:function(t){var e=new zt;return e.calculate(t),e}},neutral:{getThemeVariables:function(t){var e=new $t;return e.calculate(t),e}}};function qt(t){return function(t){if(Array.isArray(t))return Vt(t)}(t)||function(t){if("undefined"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t["@@iterator"])return Array.from(t)}(t)||function(t,e){if(t){if("string"==typeof t)return Vt(t,e);var n=Object.prototype.toString.call(t).slice(8,-1);return"Object"===n&&t.constructor&&(n=t.constructor.name),"Map"===n||"Set"===n?Array.from(t):"Arguments"===n||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)?Vt(t,e):void 0}}(t)||function(){throw new TypeError("Invalid attempt to spread non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}()}function Vt(t,e){(null==e||e>t.length)&&(e=t.length);for(var n=0,r=new Array(e);n<e;n++)r[n]=t[n];return r}function Ht(t){return Ht="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},Ht(t)}var Gt={theme:"default",themeVariables:Wt.default.getThemeVariables(),themeCSS:void 0,maxTextSize:5e4,darkMode:!1,fontFamily:'"trebuchet ms", verdana, arial, sans-serif;',logLevel:5,securityLevel:"strict",startOnLoad:!0,arrowMarkerAbsolute:!1,secure:["secure","securityLevel","startOnLoad","maxTextSize"],deterministicIds:!1,deterministicIDSeed:void 0,flowchart:{diagramPadding:8,htmlLabels:!0,nodeSpacing:50,rankSpacing:50,curve:"basis",padding:15,useMaxWidth:!0,defaultRenderer:"dagre-d3"},sequence:{hideUnusedParticipants:!1,activationWidth:10,diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35,messageAlign:"center",mirrorActors:!0,forceMenus:!1,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1,actorFontSize:14,actorFontFamily:'"Open Sans", sans-serif',actorFontWeight:400,noteFontSize:14,noteFontFamily:'"trebuchet ms", verdana, arial, sans-serif',noteFontWeight:400,noteAlign:"center",messageFontSize:16,messageFontFamily:'"trebuchet ms", verdana, arial, sans-serif',messageFontWeight:400,wrap:!1,wrapPadding:10,labelBoxWidth:50,labelBoxHeight:20,messageFont:function(){return{fontFamily:this.messageFontFamily,fontSize:this.messageFontSize,fontWeight:this.messageFontWeight}},noteFont:function(){return{fontFamily:this.noteFontFamily,fontSize:this.noteFontSize,fontWeight:this.noteFontWeight}},actorFont:function(){return{fontFamily:this.actorFontFamily,fontSize:this.actorFontSize,fontWeight:this.actorFontWeight}}},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,rightPadding:75,leftPadding:75,gridLineStartPadding:35,fontSize:11,sectionFontSize:11,numberSectionStyles:4,axisFormat:"%Y-%m-%d",useMaxWidth:!0,topAxis:!1,useWidth:void 0},journey:{diagramMarginX:50,diagramMarginY:10,leftMargin:150,width:150,height:50,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35,messageAlign:"center",bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,taskFontSize:14,taskFontFamily:'"Open Sans", sans-serif',taskMargin:50,activationWidth:10,textPlacement:"fo",actorColours:["#8FBC8F","#7CFC00","#00FFFF","#20B2AA","#B0E0E6","#FFFFE0"],sectionFills:["#191970","#8B008B","#4B0082","#2F4F4F","#800000","#8B4513","#00008B"],sectionColours:["#fff"]},class:{arrowMarkerAbsolute:!1,useMaxWidth:!0,defaultRenderer:"dagre-wrapper"},state:{dividerMargin:10,sizeUnit:5,padding:8,textHeight:10,titleShift:-15,noteMargin:10,forkWidth:70,forkHeight:7,miniPadding:2,fontSizeFactor:5.02,fontSize:24,labelHeight:16,edgeLengthFactor:"20",compositTitleSize:35,radius:5,useMaxWidth:!0,defaultRenderer:"dagre-wrapper"},er:{diagramPadding:20,layoutDirection:"TB",minEntityWidth:100,minEntityHeight:75,entityPadding:15,stroke:"gray",fill:"honeydew",fontSize:12,useMaxWidth:!0},pie:{useWidth:void 0,useMaxWidth:!0},requirement:{useWidth:void 0,useMaxWidth:!0,rect_fill:"#f9f9f9",text_color:"#333",rect_border_size:"0.5px",rect_border_color:"#bbb",rect_min_width:200,rect_min_height:200,fontSize:14,rect_padding:10,line_height:20},gitGraph:{diagramPadding:8,nodeLabel:{width:75,height:100,x:-25,y:0},mainBranchName:"main",mainBranchOrder:0,showCommitLabel:!0,showBranches:!0,rotateCommitLabel:!0},c4:{useWidth:void 0,diagramMarginX:50,diagramMarginY:10,c4ShapeMargin:50,c4ShapePadding:20,width:216,height:60,boxMargin:10,useMaxWidth:!0,c4ShapeInRow:4,nextLinePaddingX:0,c4BoundaryInRow:2,personFontSize:14,personFontFamily:'"Open Sans", sans-serif',personFontWeight:"normal",external_personFontSize:14,external_personFontFamily:'"Open Sans", sans-serif',external_personFontWeight:"normal",systemFontSize:14,systemFontFamily:'"Open Sans", sans-serif',systemFontWeight:"normal",external_systemFontSize:14,external_systemFontFamily:'"Open Sans", sans-serif',external_systemFontWeight:"normal",system_dbFontSize:14,system_dbFontFamily:'"Open 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r=e.bgColor?e.bgColor:n[e.typeC4Shape.text+"_bg_color"],i=e.borderColor?e.borderColor:n[e.typeC4Shape.text+"_border_color"],a=e.fontColor?e.fontColor:"#FFFFFF",o="data:image/png;base64,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";switch(e.typeC4Shape.text){case"person":o="data:image/png;base64,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";break;case"external_person":o="data:image/png;base64,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"}var s=t.append("g");s.attr("class","person-man");var c={x:0,y:0,fill:"#EDF2AE",stroke:"#666",width:100,anchor:"start",height:100,rx:0,ry:0};switch(e.typeC4Shape.text){case"person":case"external_person":case"system":case"external_system":case"container":case"external_container":case"component":case"external_component":c.x=e.x,c.y=e.y,c.fill=r,c.width=e.width,c.height=e.height,c.style="stroke:"+i+";stroke-width:0.5;",c.rx=2.5,c.ry=2.5,bn(s,c);break;case"system_db":case"external_system_db":case"container_db":case"external_container_db":case"component_db":case"external_component_db":s.append("path").attr("fill",r).attr("stroke-width","0.5").attr("stroke",i).attr("d","Mstartx,startyc0,-10 half,-10 half,-10c0,0 half,0 half,10l0,heightc0,10 -half,10 -half,10c0,0 -half,0 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p=n.messageFont();_n(n)(s.label.text,i,Math.min(s.startPoint.x,s.endPoint.x)+Math.abs(s.endPoint.x-s.startPoint.x)/2+u,Math.min(s.startPoint.y,s.endPoint.y)+Math.abs(s.endPoint.y-s.startPoint.y)/2+h,s.label.width,s.label.height,{fill:c},p),s.techn&&""!==s.techn.text&&(p=n.messageFont(),_n(n)("["+s.techn.text+"]",i,Math.min(s.startPoint.x,s.endPoint.x)+Math.abs(s.endPoint.x-s.startPoint.x)/2+u,Math.min(s.startPoint.y,s.endPoint.y)+Math.abs(s.endPoint.y-s.startPoint.y)/2+n.messageFontSize+5+h,Math.max(s.label.width,s.techn.width),s.techn.height,{fill:c,"font-style":"italic"},p))}}catch(t){o.e(t)}finally{o.f()}};Z.N;var wn=n(2536),Tn=n.n(wn);function En(t,e,n){if(void 0!==e.insert){var r=t.getAccTitle(),i=t.getAccDescription();e.attr("role","img").attr("aria-labelledby","chart-title-"+n+" chart-desc-"+n),e.insert("desc",":first-child").attr("id","chart-desc-"+n).text(i),e.insert("title",":first-child").attr("id","chart-title-"+n).text(r)}}function 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Mn(t,[{key:"setData",value:function(t,e,n,r){this.nextData.startx=this.data.startx=t,this.nextData.stopx=this.data.stopx=e,this.nextData.starty=this.data.starty=n,this.nextData.stopy=this.data.stopy=r}},{key:"updateVal",value:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])}},{key:"insert",value:function(t){this.nextData.cnt=this.nextData.cnt+1;var e=this.nextData.startx===this.nextData.stopx?this.nextData.stopx+t.margin:this.nextData.stopx+2*t.margin,n=e+t.width,r=this.nextData.starty+2*t.margin,i=r+t.height;(e>=this.data.widthLimit||n>=this.data.widthLimit||this.nextData.cnt>On)&&(e=this.nextData.startx+t.margin+Ln.nextLinePaddingX,r=this.nextData.stopy+2*t.margin,this.nextData.stopx=n=e+t.width,this.nextData.starty=this.nextData.stopy,this.nextData.stopy=i=r+t.height,this.nextData.cnt=1),t.x=e,t.y=r,this.updateVal(this.data,"startx",e,Math.min),this.updateVal(this.data,"starty",r,Math.min),this.updateVal(this.data,"stopx",n,Math.max),this.updateVal(this.data,"stopy",i,Math.max),this.updateVal(this.nextData,"startx",e,Math.min),this.updateVal(this.nextData,"starty",r,Math.min),this.updateVal(this.nextData,"stopx",n,Math.max),this.updateVal(this.nextData,"stopy",i,Math.max)}},{key:"init",value:function(){this.name="",this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0,widthLimit:void 0},this.nextData={startx:void 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n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.height+e.padding,o=i.width+a/4+e.padding,s=r.insert("rect",":first-child").attr("style",e.style).attr("rx",a/2).attr("ry",a/2).attr("x",-o/2).attr("y",-a/2).attr("width",o).attr("height",a);return Ir(e,s),e.intersect=function(t){return ni(e,t)},r},hexagon:function(t,e){var n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.height+e.padding,o=a/4,s=i.width+2*o+e.padding,c=[{x:o,y:0},{x:s-o,y:0},{x:s,y:-a/2},{x:s-o,y:-a},{x:o,y:-a},{x:0,y:-a/2}],l=Fr(r,s,a,c);return l.attr("style",e.style),Ir(e,l),e.intersect=function(t){return ei(e,c,t)},r},rect_left_inv_arrow:function(t,e){var n=Lr(t,e,void 0,!0),r=n.shapeSvg,i=n.bbox,a=i.width+e.padding,o=i.height+e.padding,s=[{x:-o/2,y:0},{x:a,y:0},{x:a,y:-o},{x:-o/2,y:-o},{x:0,y:-o/2}];return Fr(r,a,o,s).attr("style",e.style),e.width=a+o,e.height=o,e.intersect=function(t){return ei(e,s,t)},r},lean_right:function(t,e){var n=Lr(t,e,void 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n},r},start:function(t,e){var n=t.insert("g").attr("class","node default").attr("id",e.domId||e.id),r=n.insert("circle",":first-child");return r.attr("class","state-start").attr("r",7).attr("width",14).attr("height",14),Ir(e,r),e.intersect=function(t){return ti(e,7,t)},n},end:function(t,e){var n=t.insert("g").attr("class","node default").attr("id",e.domId||e.id),r=n.insert("circle",":first-child"),i=n.insert("circle",":first-child");return i.attr("class","state-start").attr("r",7).attr("width",14).attr("height",14),r.attr("class","state-end").attr("r",5).attr("width",10).attr("height",10),Ir(e,i),e.intersect=function(t){return ti(e,7,t)},n},note:function(t,e){var n=Lr(t,e,"node "+e.classes,!0),r=n.shapeSvg,i=n.bbox,a=n.halfPadding;o.info("Classes = ",e.classes);var s=r.insert("rect",":first-child");return 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i=t.insert("g").attr("class",n).attr("id",e.domId||e.id),a=i.insert("rect",":first-child"),o=i.insert("line"),s=i.insert("line"),c=0,u=4,h=i.insert("g").attr("class","label"),f=0,d=e.classData.annotations&&e.classData.annotations[0],p=e.classData.annotations[0]?"«"+e.classData.annotations[0]+"»":"",g=h.node().appendChild(Br(p,e.labelStyle,!0,!0)),y=g.getBBox();if(ot(je().flowchart.htmlLabels)){var m=g.children[0],v=(0,l.select)(g);y=m.getBoundingClientRect(),v.attr("width",y.width),v.attr("height",y.height)}e.classData.annotations[0]&&(u+=y.height+4,c+=y.width);var b=e.classData.id;void 0!==e.classData.type&&""!==e.classData.type&&(je().flowchart.htmlLabels?b+="<"+e.classData.type+">":b+="<"+e.classData.type+">");var _=h.node().appendChild(Br(b,e.labelStyle,!0,!0));(0,l.select)(_).attr("class","classTitle");var x=_.getBBox();if(ot(je().flowchart.htmlLabels)){var 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n=t.insert("g").attr("class",e.classes).attr("id",e.id),r=n.insert("rect",":first-child"),i=n.insert("g").attr("class","cluster-label"),a=n.append("rect"),o=i.node().appendChild(Br(e.labelText,e.labelStyle,void 0,!0)),s=o.getBBox();if(ot(je().flowchart.htmlLabels)){var c=o.children[0],u=(0,l.select)(o);s=c.getBoundingClientRect(),u.attr("width",s.width),u.attr("height",s.height)}s=o.getBBox();var h=0*e.padding,f=h/2,d=e.width<=s.width+e.padding?s.width+e.padding:e.width;e.width<=s.width+e.padding?e.diff=(s.width+0*e.padding-e.width)/2:e.diff=-e.padding/2,r.attr("class","outer").attr("x",e.x-d/2-f).attr("y",e.y-e.height/2-f).attr("width",d+h).attr("height",e.height+h),a.attr("class","inner").attr("x",e.x-d/2-f).attr("y",e.y-e.height/2-f+s.height-1).attr("width",d+h).attr("height",e.height+h-s.height-3),i.attr("transform","translate("+(e.x-s.width/2)+", "+(e.y-e.height/2-e.padding/3+(ot(je().flowchart.htmlLabels)?5:3))+")");var p=r.node().getBBox();return e.height=p.height,e.intersect=function(t){return Jr(e,t)},n},noteGroup:function(t,e){var n=t.insert("g").attr("class","note-cluster").attr("id",e.id),r=n.insert("rect",":first-child"),i=0*e.padding,a=i/2;r.attr("rx",e.rx).attr("ry",e.ry).attr("x",e.x-e.width/2-a).attr("y",e.y-e.height/2-a).attr("width",e.width+i).attr("height",e.height+i).attr("fill","none");var o=r.node().getBBox();return e.width=o.width,e.height=o.height,e.intersect=function(t){return Jr(e,t)},n},divider:function(t,e){var n=t.insert("g").attr("class",e.classes).attr("id",e.id),r=n.insert("rect",":first-child"),i=0*e.padding,a=i/2;r.attr("class","divider").attr("x",e.x-e.width/2-a).attr("y",e.y-e.height/2).attr("width",e.width+i).attr("height",e.height+i);var o=r.node().getBBox();return e.width=o.width,e.height=o.height,e.diff=-e.padding/2,e.intersect=function(t){return Jr(e,t)},n}},ui={},hi={},fi={},di=function(t,e){var n=Br(e.label,e.labelStyle),r=t.insert("g").attr("class","edgeLabel"),i=r.insert("g").attr("class","label");i.node().appendChild(n);var a,o=n.getBBox();if(ot(je().flowchart.htmlLabels)){var s=n.children[0],c=(0,l.select)(n);o=s.getBoundingClientRect(),c.attr("width",o.width),c.attr("height",o.height)}if(i.attr("transform","translate("+-o.width/2+", "+-o.height/2+")"),hi[e.id]=r,e.width=o.width,e.height=o.height,e.startLabelLeft){var u=Br(e.startLabelLeft,e.labelStyle),h=t.insert("g").attr("class","edgeTerminals"),f=h.insert("g").attr("class","inner");a=f.node().appendChild(u);var d=u.getBBox();f.attr("transform","translate("+-d.width/2+", "+-d.height/2+")"),fi[e.id]||(fi[e.id]={}),fi[e.id].startLeft=h,pi(a,e.startLabelLeft)}if(e.startLabelRight){var p=Br(e.startLabelRight,e.labelStyle),g=t.insert("g").attr("class","edgeTerminals"),y=g.insert("g").attr("class","inner");a=g.node().appendChild(p),y.node().appendChild(p);var m=p.getBBox();y.attr("transform","translate("+-m.width/2+", "+-m.height/2+")"),fi[e.id]||(fi[e.id]={}),fi[e.id].startRight=g,pi(a,e.startLabelRight)}if(e.endLabelLeft){var v=Br(e.endLabelLeft,e.labelStyle),b=t.insert("g").attr("class","edgeTerminals"),_=b.insert("g").attr("class","inner");a=_.node().appendChild(v);var x=v.getBBox();_.attr("transform","translate("+-x.width/2+", "+-x.height/2+")"),b.node().appendChild(v),fi[e.id]||(fi[e.id]={}),fi[e.id].endLeft=b,pi(a,e.endLabelLeft)}if(e.endLabelRight){var k=Br(e.endLabelRight,e.labelStyle),w=t.insert("g").attr("class","edgeTerminals"),T=w.insert("g").attr("class","inner");a=T.node().appendChild(k);var E=k.getBBox();T.attr("transform","translate("+-E.width/2+", "+-E.height/2+")"),w.node().appendChild(k),fi[e.id]||(fi[e.id]={}),fi[e.id].endRight=w,pi(a,e.endLabelRight)}};function pi(t,e){je().flowchart.htmlLabels&&t&&(t.style.width=9*e.length+"px",t.style.height="12px")}var gi=function(t,e){o.info("Moving label abc78 ",t.id,t.label,hi[t.id]);var n=e.updatedPath?e.updatedPath:e.originalPath;if(t.label){var r=hi[t.id],i=t.x,a=t.y;if(n){var s=Ne.calcLabelPosition(n);o.info("Moving label from (",i,",",a,") to (",s.x,",",s.y,") abc78")}r.attr("transform","translate("+i+", "+a+")")}if(t.startLabelLeft){var c=fi[t.id].startLeft,l=t.x,u=t.y;if(n){var h=Ne.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_left",n);l=h.x,u=h.y}c.attr("transform","translate("+l+", "+u+")")}if(t.startLabelRight){var f=fi[t.id].startRight,d=t.x,p=t.y;if(n){var g=Ne.calcTerminalLabelPosition(t.arrowTypeStart?10:0,"start_right",n);d=g.x,p=g.y}f.attr("transform","translate("+d+", "+p+")")}if(t.endLabelLeft){var y=fi[t.id].endLeft,m=t.x,v=t.y;if(n){var b=Ne.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_left",n);m=b.x,v=b.y}y.attr("transform","translate("+m+", "+v+")")}if(t.endLabelRight){var _=fi[t.id].endRight,x=t.x,k=t.y;if(n){var w=Ne.calcTerminalLabelPosition(t.arrowTypeEnd?10:0,"end_right",n);x=w.x,k=w.y}_.attr("transform","translate("+x+", "+k+")")}},yi=function(t,e){o.warn("abc88 cutPathAtIntersect",t,e);var n=[],r=t[0],i=!1;return t.forEach((function(t){if(o.info("abc88 checking point",t,e),function(t,e){var n=t.x,r=t.y,i=Math.abs(e.x-n),a=Math.abs(e.y-r),o=t.width/2,s=t.height/2;return i>=o||a>=s}(e,t)||i)o.warn("abc88 outside",t,r),r=t,i||n.push(t);else{var a=function(t,e,n){o.warn("intersection calc abc89:\n outsidePoint: ".concat(JSON.stringify(e),"\n insidePoint : ").concat(JSON.stringify(n),"\n node : x:").concat(t.x," y:").concat(t.y," w:").concat(t.width," h:").concat(t.height));var r=t.x,i=t.y,a=Math.abs(r-n.x),s=t.width/2,c=n.x<e.x?s-a:s+a,l=t.height/2,u=Math.abs(e.y-n.y),h=Math.abs(e.x-n.x);if(Math.abs(i-e.y)*s>Math.abs(r-e.x)*l){var f=n.y<e.y?e.y-l-i:i-l-e.y;c=h*f/u;var d={x:n.x<e.x?n.x+c:n.x-h+c,y:n.y<e.y?n.y+u-f:n.y-u+f};return 0===c&&(d.x=e.x,d.y=e.y),0===h&&(d.x=e.x),0===u&&(d.y=e.y),o.warn("abc89 topp/bott calc, Q ".concat(u,", q ").concat(f,", R ").concat(h,", r ").concat(c),d),d}var p=u*(c=n.x<e.x?e.x-s-r:r-s-e.x)/h,g=n.x<e.x?n.x+h-c:n.x-h+c,y=n.y<e.y?n.y+p:n.y-p;return o.warn("sides calc abc89, Q ".concat(u,", q ").concat(p,", R ").concat(h,", r ").concat(c),{_x:g,_y:y}),0===c&&(g=e.x,y=e.y),0===h&&(g=e.x),0===u&&(y=e.y),{x:g,y}}(e,r,t);o.warn("abc88 inside",t,r,a),o.warn("abc88 intersection",a);var s=!1;n.forEach((function(t){s=s||t.x===a.x&&t.y===a.y})),n.find((function(t){return t.x===a.x&&t.y===a.y}))?o.warn("abc88 no intersect",a,n):n.push(a),i=!0}})),o.warn("abc88 returning points",n),n},mi=function t(e,n,r,i){o.info("Graph in recursive render: XXX",dr().json.write(n),i);var a=n.graph().rankdir;o.trace("Dir in recursive render - dir:",a);var s=e.insert("g").attr("class","root");n.nodes()?o.info("Recursive render XXX",n.nodes()):o.info("No nodes found for",n),n.edges().length>0&&o.trace("Recursive edges",n.edge(n.edges()[0]));var c=s.insert("g").attr("class","clusters"),u=s.insert("g").attr("class","edgePaths"),h=s.insert("g").attr("class","edgeLabels"),f=s.insert("g").attr("class","nodes");n.nodes().forEach((function(e){var s=n.node(e);if(void 0!==i){var c=JSON.parse(JSON.stringify(i.clusterData));o.info("Setting data for cluster XXX (",e,") ",c,i),n.setNode(i.id,c),n.parent(e)||(o.trace("Setting parent",e,i.id),n.setParent(e,i.id,c))}if(o.info("(Insert) Node XXX"+e+": "+JSON.stringify(n.node(e))),s&&s.clusterNode){o.info("Cluster identified",e,s.width,n.node(e));var l=t(f,s.graph,r,n.node(e)),u=l.elem;Ir(s,u),s.diff=l.diff||0,o.info("Node bounds (abc123)",e,s,s.width,s.x,s.y),function(t,e){si[e.id]=t}(u,s),o.warn("Recursive render complete ",u,s)}else n.children(e).length>0?(o.info("Cluster - the non recursive path XXX",e,s.id,s,n),o.info($r(s.id,n)),Rr[s.id]={id:$r(s.id,n),node:s}):(o.info("Node - the non recursive path",e,s.id,s),function(t,e,n){var r,i,a;e.link?("sandbox"===je().securityLevel?a="_top":e.linkTarget&&(a=e.linkTarget||"_blank"),r=t.insert("svg:a").attr("xlink:href",e.link).attr("target",a),i=oi[e.shape](r,e,n)):r=i=oi[e.shape](t,e,n),e.tooltip&&i.attr("title",e.tooltip),e.class&&i.attr("class","node default "+e.class),si[e.id]=r,e.haveCallback&&si[e.id].attr("class",si[e.id].attr("class")+" clickable")}(f,n.node(e),a))})),n.edges().forEach((function(t){var e=n.edge(t.v,t.w,t.name);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t)),o.info("Edge "+t.v+" -> "+t.w+": ",t," ",JSON.stringify(n.edge(t))),o.info("Fix",Rr,"ids:",t.v,t.w,"Translateing: ",Rr[t.v],Rr[t.w]),di(h,e)})),n.edges().forEach((function(t){o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(t))})),o.info("#############################################"),o.info("### Layout ###"),o.info("#############################################"),o.info(n),hr().layout(n),o.info("Graph after layout:",dr().json.write(n));var d=0;return Gr(n).forEach((function(t){var e=n.node(t);o.info("Position "+t+": "+JSON.stringify(n.node(t))),o.info("Position "+t+": ("+e.x,","+e.y,") width: ",e.width," height: ",e.height),e&&e.clusterNode?ci(e):n.children(t).length>0?(function(t,e){o.trace("Inserting cluster");var n=e.shape||"rect";ui[e.id]=li[n](t,e)}(c,e),Rr[e.id].node=e):ci(e)})),n.edges().forEach((function(t){var e=n.edge(t);o.info("Edge "+t.v+" -> "+t.w+": "+JSON.stringify(e),e);var i=function(t,e,n,r,i,a){var s=n.points,c=!1,u=a.node(e.v),h=a.node(e.w);o.info("abc88 InsertEdge: ",n),h.intersect&&u.intersect&&((s=s.slice(1,n.points.length-1)).unshift(u.intersect(s[0])),o.info("Last point",s[s.length-1],h,h.intersect(s[s.length-1])),s.push(h.intersect(s[s.length-1]))),n.toCluster&&(o.info("to cluster abc88",r[n.toCluster]),s=yi(n.points,r[n.toCluster].node),c=!0),n.fromCluster&&(o.info("from cluster abc88",r[n.fromCluster]),s=yi(s.reverse(),r[n.fromCluster].node).reverse(),c=!0);var f,d=s.filter((function(t){return!Number.isNaN(t.y)}));f=("graph"===i||"flowchart"===i)&&n.curve||l.curveBasis;var p,g=(0,l.line)().x((function(t){return t.x})).y((function(t){return t.y})).curve(f);switch(n.thickness){case"normal":p="edge-thickness-normal";break;case"thick":p="edge-thickness-thick";break;default:p=""}switch(n.pattern){case"solid":p+=" edge-pattern-solid";break;case"dotted":p+=" edge-pattern-dotted";break;case"dashed":p+=" edge-pattern-dashed"}var y=t.append("path").attr("d",g(d)).attr("id",n.id).attr("class"," "+p+(n.classes?" "+n.classes:"")).attr("style",n.style),m="";switch(je().state.arrowMarkerAbsolute&&(m=(m=(m=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),o.info("arrowTypeStart",n.arrowTypeStart),o.info("arrowTypeEnd",n.arrowTypeEnd),n.arrowTypeStart){case"arrow_cross":y.attr("marker-start","url("+m+"#"+i+"-crossStart)");break;case"arrow_point":y.attr("marker-start","url("+m+"#"+i+"-pointStart)");break;case"arrow_barb":y.attr("marker-start","url("+m+"#"+i+"-barbStart)");break;case"arrow_circle":y.attr("marker-start","url("+m+"#"+i+"-circleStart)");break;case"aggregation":y.attr("marker-start","url("+m+"#"+i+"-aggregationStart)");break;case"extension":y.attr("marker-start","url("+m+"#"+i+"-extensionStart)");break;case"composition":y.attr("marker-start","url("+m+"#"+i+"-compositionStart)");break;case"dependency":y.attr("marker-start","url("+m+"#"+i+"-dependencyStart)")}switch(n.arrowTypeEnd){case"arrow_cross":y.attr("marker-end","url("+m+"#"+i+"-crossEnd)");break;case"arrow_point":y.attr("marker-end","url("+m+"#"+i+"-pointEnd)");break;case"arrow_barb":y.attr("marker-end","url("+m+"#"+i+"-barbEnd)");break;case"arrow_circle":y.attr("marker-end","url("+m+"#"+i+"-circleEnd)");break;case"aggregation":y.attr("marker-end","url("+m+"#"+i+"-aggregationEnd)");break;case"extension":y.attr("marker-end","url("+m+"#"+i+"-extensionEnd)");break;case"composition":y.attr("marker-end","url("+m+"#"+i+"-compositionEnd)");break;case"dependency":y.attr("marker-end","url("+m+"#"+i+"-dependencyEnd)")}var v={};return c&&(v.updatedPath=s),v.originalPath=n.points,v}(u,t,e,Rr,r,n);gi(e,i)})),n.nodes().forEach((function(t){var e=n.node(t);o.info(t,e.type,e.diff),"group"===e.type&&(d=e.diff)})),{elem:s,diff:d}},vi=function(t,e,n,r,i){Dr(t,n,r,i),si={},hi={},fi={},ui={},Pr={},jr={},Rr={},o.warn("Graph at first:",dr().json.write(e)),qr(e),o.warn("Graph after:",dr().json.write(e)),mi(t,e,r)};pr.parser.yy=lr;var bi={dividerMargin:10,padding:5,textHeight:10};function _i(t){var e;switch(t){case 0:e="aggregation";break;case 1:e="extension";break;case 2:e="composition";break;case 3:e="dependency";break;default:e="none"}return e}var xi={},ki=[],wi=function(t){return void 0===xi[t]&&(xi[t]={attributes:[]},o.info("Added new entity :",t)),xi[t]};const Ti={Cardinality:{ZERO_OR_ONE:"ZERO_OR_ONE",ZERO_OR_MORE:"ZERO_OR_MORE",ONE_OR_MORE:"ONE_OR_MORE",ONLY_ONE:"ONLY_ONE"},Identification:{NON_IDENTIFYING:"NON_IDENTIFYING",IDENTIFYING:"IDENTIFYING"},parseDirective:function(t,e,n){Jl.parseDirective(this,t,e,n)},getConfig:function(){return je().er},addEntity:wi,addAttributes:function(t,e){var n,r=wi(t);for(n=e.length-1;n>=0;n--)r.attributes.push(e[n]),o.debug("Added attribute ",e[n].attributeName)},getEntities:function(){return xi},addRelationship:function(t,e,n,r){var i={entityA:t,roleA:e,entityB:n,relSpec:r};ki.push(i),o.debug("Added new relationship :",i)},getRelationships:function(){return ki},clear:function(){xi={},ki=[],He()},setAccTitle:Ge,getAccTitle:Xe,setAccDescription:Ze,getAccDescription:Ke};var Ei=n(5890),Ci=n.n(Ei),Si={ONLY_ONE_START:"ONLY_ONE_START",ONLY_ONE_END:"ONLY_ONE_END",ZERO_OR_ONE_START:"ZERO_OR_ONE_START",ZERO_OR_ONE_END:"ZERO_OR_ONE_END",ONE_OR_MORE_START:"ONE_OR_MORE_START",ONE_OR_MORE_END:"ONE_OR_MORE_END",ZERO_OR_MORE_START:"ZERO_OR_MORE_START",ZERO_OR_MORE_END:"ZERO_OR_MORE_END"};const Ai=Si;var Mi={},Ni=function(t){return(t.entityA+t.roleA+t.entityB).replace(/\s/g,"")},Di=0;const Oi=function(t){for(var e=Object.keys(t),n=0;n<e.length;n++)Mi[e[n]]=t[e[n]]},Bi=function(t,e){o.info("Drawing ER diagram"),Ti.clear();var n=Ci().parser;n.yy=Ti;var r,i=je().securityLevel;"sandbox"===i&&(r=(0,l.select)("#i"+e));var a="sandbox"===i?(0,l.select)(r.nodes()[0].contentDocument.body):(0,l.select)("body");"sandbox"===i?r.nodes()[0].contentDocument:document;try{n.parse(t)}catch(t){o.debug("Parsing failed")}var s,c=a.select("[id='".concat(e,"']"));(function(t,e){var n;t.append("defs").append("marker").attr("id",Si.ONLY_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 L9,18 M15,0 L15,18"),t.append("defs").append("marker").attr("id",Si.ONLY_ONE_END).attr("refX",18).attr("refY",9).attr("markerWidth",18).attr("markerHeight",18).attr("orient","auto").append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M3,0 L3,18 M9,0 L9,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_ONE_START).attr("refX",0).attr("refY",9).attr("markerWidth",30).attr("markerHeight",18).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",21).attr("cy",9).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M9,0 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9,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_MORE_START).attr("refX",18).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",48).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M0,18 Q18,0 36,18 Q18,36 0,18"),(n=t.append("defs").append("marker").attr("id",Si.ZERO_OR_MORE_END).attr("refX",39).attr("refY",18).attr("markerWidth",57).attr("markerHeight",36).attr("orient","auto")).append("circle").attr("stroke",e.stroke).attr("fill","white").attr("cx",9).attr("cy",18).attr("r",6),n.append("path").attr("stroke",e.stroke).attr("fill","none").attr("d","M21,18 Q39,0 57,18 Q39,36 21,18")})(c,Mi),s=new(dr().Graph)({multigraph:!0,directed:!0,compound:!1}).setGraph({rankdir:Mi.layoutDirection,marginx:20,marginy:20,nodesep:100,edgesep:100,ranksep:100}).setDefaultEdgeLabel((function(){return{}}));var u,h,f=function(t,e,n){var r;return Object.keys(e).forEach((function(i){var a=t.append("g").attr("id",i);r=void 0===r?i:r;var o="entity-"+i,s=a.append("text").attr("class","er entityLabel").attr("id",o).attr("x",0).attr("y",0).attr("dominant-baseline","middle").attr("text-anchor","middle").attr("style","font-family: "+je().fontFamily+"; font-size: "+Mi.fontSize+"px").text(i),c=function(t,e,n){var r=Mi.entityPadding/3,i=Mi.entityPadding/3,a=.85*Mi.fontSize,o=e.node().getBBox(),s=[],c=!1,l=!1,u=0,h=0,f=0,d=0,p=o.height+2*r,g=1;n.forEach((function(t){void 0!==t.attributeKeyType&&(c=!0),void 0!==t.attributeComment&&(l=!0)})),n.forEach((function(n){var i="".concat(e.node().id,"-attr-").concat(g),o=0,y=t.append("text").attr("class","er entityLabel").attr("id","".concat(i,"-type")).attr("x",0).attr("y",0).attr("dominant-baseline","middle").attr("text-anchor","left").attr("style","font-family: "+je().fontFamily+"; font-size: "+a+"px").text(n.attributeType),m=t.append("text").attr("class","er 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".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",o).attr("y",_).attr("width",h+2*i+b).attr("height",e.height+2*r),p=parseFloat(s.attr("x"))+parseFloat(s.attr("width"));if(c){e.kn.attr("transform","translate("+(p+i)+","+n+")");var g=t.insert("rect","#"+e.kn.node().id).attr("class","er ".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",p).attr("y",_).attr("width",f+2*i+b).attr("height",e.height+2*r);p=parseFloat(g.attr("x"))+parseFloat(g.attr("width"))}l&&(e.cn.attr("transform","translate("+(p+i)+","+n+")"),t.insert("rect","#"+e.cn.node().id).attr("class","er ".concat(x)).attr("fill",Mi.fill).attr("fill-opacity","100%").attr("stroke",Mi.stroke).attr("x",p).attr("y",_).attr("width",d+2*i+b).attr("height",e.height+2*r)),_+=e.height+2*r,x="attributeBoxOdd"==x?"attributeBoxEven":"attributeBoxOdd"}))}else 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t.height||0})).reduce((function(t,e){return t+e})))+(0===this.messages.length?0:this.messages.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))+(0===this.notes.length?0:this.notes.map((function(t){return t.height||0})).reduce((function(t,e){return t+e})))},clear:function(){this.actors=[],this.loops=[],this.messages=[],this.notes=[]},addActor:function(t){this.actors.push(t)},addLoop:function(t){this.loops.push(t)},addMessage:function(t){this.messages.push(t)},addNote:function(t){this.notes.push(t)},lastActor:function(){return this.actors[this.actors.length-1]},lastLoop:function(){return this.loops[this.loops.length-1]},lastMessage:function(){return this.messages[this.messages.length-1]},lastNote:function(){return this.notes[this.notes.length-1]},actors:[],loops:[],messages:[],notes:[]},init:function(){this.sequenceItems=[],this.activations=[],this.models.clear(),this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},this.verticalPos=0,Dc(Cs.parser.yy.getConfig())},updateVal:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])},updateBounds:function(t,e,n,r){var i=this,a=0;function o(o){return function(s){a++;var c=i.sequenceItems.length-a+1;i.updateVal(s,"starty",e-c*Tc.boxMargin,Math.min),i.updateVal(s,"stopy",r+c*Tc.boxMargin,Math.max),i.updateVal(Ec.data,"startx",t-c*Tc.boxMargin,Math.min),i.updateVal(Ec.data,"stopx",n+c*Tc.boxMargin,Math.max),"activation"!==o&&(i.updateVal(s,"startx",t-c*Tc.boxMargin,Math.min),i.updateVal(s,"stopx",n+c*Tc.boxMargin,Math.max),i.updateVal(Ec.data,"starty",e-c*Tc.boxMargin,Math.min),i.updateVal(Ec.data,"stopy",r+c*Tc.boxMargin,Math.max))}}this.sequenceItems.forEach(o()),this.activations.forEach(o("activation"))},insert:function(t,e,n,r){var i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(Ec.data,"startx",i,Math.min),this.updateVal(Ec.data,"starty",o,Math.min),this.updateVal(Ec.data,"stopx",a,Math.max),this.updateVal(Ec.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},newActivation:function(t,e,n){var r=n[t.from.actor],i=Oc(t.from.actor).length||0,a=r.x+r.width/2+(i-1)*Tc.activationWidth/2;this.activations.push({startx:a,starty:this.verticalPos+2,stopx:a+Tc.activationWidth,stopy:void 0,actor:t.from.actor,anchored:hc(e)})},endActivation:function(t){var e=this.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);return this.activations.splice(e,1)[0]},createLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;return{startx:void 0,starty:this.verticalPos,stopx:void 0,stopy:void 0,title:t.message,wrap:t.wrap,width:t.width,height:0,fill:e}},newLoop:function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:{message:void 0,wrap:!1,width:void 0},e=arguments.length>1?arguments[1]:void 0;this.sequenceItems.push(this.createLoop(t,e))},endLoop:function(){return this.sequenceItems.pop()},addSectionToLoop:function(t){var e=this.sequenceItems.pop();e.sections=e.sections||[],e.sectionTitles=e.sectionTitles||[],e.sections.push({y:Ec.getVerticalPos(),height:0}),e.sectionTitles.push(t),this.sequenceItems.push(e)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return{bounds:this.data,models:this.models}}},Cc=function(t){return{fontFamily:t.messageFontFamily,fontSize:t.messageFontSize,fontWeight:t.messageFontWeight}},Sc=function(t){return{fontFamily:t.noteFontFamily,fontSize:t.noteFontSize,fontWeight:t.noteFontWeight}},Ac=function(t){return{fontFamily:t.actorFontFamily,fontSize:t.actorFontSize,fontWeight:t.actorFontWeight}},Mc=function(t,e,n,r,i,a){if(!0===i.hideUnusedParticipants){var o=new Set;a.forEach((function(t){o.add(t.from),o.add(t.to)})),n=n.filter((function(t){return o.has(t)}))}for(var s=0,c=0,l=0,u=0;u<n.length;u++){var h=e[n[u]];h.width=h.width||Tc.width,h.height=Math.max(h.height||Tc.height,Tc.height),h.margin=h.margin||Tc.actorMargin,h.x=s+c,h.y=r;var f=lc(t,h,Tc);l=Math.max(l,f),Ec.insert(h.x,r,h.x+h.width,h.height),s+=h.width,c+=h.margin,Ec.models.addActor(h)}Ec.bumpVerticalPos(l)},Nc=function(t,e,n,r){for(var i=0,a=0,o=0;o<n.length;o++){var s=e[n[o]],c=Ic(s),l=uc(t,s,c,Tc,Tc.forceMenus,r);l.height>i&&(i=l.height),l.width+s.x>a&&(a=l.width+s.x)}return{maxHeight:i,maxWidth:a}},Dc=function(t){ve(Tc,t),t.fontFamily&&(Tc.actorFontFamily=Tc.noteFontFamily=Tc.messageFontFamily=t.fontFamily),t.fontSize&&(Tc.actorFontSize=Tc.noteFontSize=Tc.messageFontSize=t.fontSize),t.fontWeight&&(Tc.actorFontWeight=Tc.noteFontWeight=Tc.messageFontWeight=t.fontWeight)},Oc=function(t){return Ec.activations.filter((function(e){return e.actor===t}))},Bc=function(t,e){var n=e[t],r=Oc(t);return[r.reduce((function(t,e){return Math.min(t,e.startx)}),n.x+n.width/2),r.reduce((function(t,e){return Math.max(t,e.stopx)}),n.x+n.width/2)]};function Lc(t,e,n,r,i){Ec.bumpVerticalPos(n);var a=r;if(e.id&&e.message&&t[e.id]){var s=t[e.id].width,c=Cc(Tc);e.message=Ne.wrapLabel("[".concat(e.message,"]"),s-2*Tc.wrapPadding,c),e.width=s,e.wrap=!0;var l=Ne.calculateTextDimensions(e.message,c),u=Math.max(l.height,Tc.labelBoxHeight);a=r+u,o.debug("".concat(u," - ").concat(e.message))}i(e),Ec.bumpVerticalPos(a)}var Ic=function(t){var e=0,n=Ac(Tc);for(var r in t.links){var i=Ne.calculateTextDimensions(r,n).width+2*Tc.wrapPadding+2*Tc.boxMargin;e<i&&(e=i)}return e};const Fc={bounds:Ec,drawActors:Mc,drawActorsPopup:Nc,setConf:Dc,draw:function(t,e){Tc=je().sequence;var n,r=je().securityLevel;"sandbox"===r&&(n=(0,l.select)("#i"+e));var i="sandbox"===r?(0,l.select)(n.nodes()[0].contentDocument.body):(0,l.select)("body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;Cs.parser.yy.clear(),Cs.parser.yy.setWrap(Tc.wrap),Cs.parser.parse(t+"\n"),Ec.init(),o.debug("C:".concat(JSON.stringify(Tc,null,2)));var s="sandbox"===r?i.select('[id="'.concat(e,'"]')):(0,l.select)('[id="'.concat(e,'"]')),c=Cs.parser.yy.getActors(),u=Cs.parser.yy.getActorKeys(),h=Cs.parser.yy.getMessages(),f=Cs.parser.yy.getDiagramTitle(),d=function(t,e){var n={};return e.forEach((function(e){if(t[e.to]&&t[e.from]){var r=t[e.to];if(e.placement===Cs.parser.yy.PLACEMENT.LEFTOF&&!r.prevActor)return;if(e.placement===Cs.parser.yy.PLACEMENT.RIGHTOF&&!r.nextActor)return;var i=void 0!==e.placement,a=!i,o=i?Sc(Tc):Cc(Tc),s=e.wrap?Ne.wrapLabel(e.message,Tc.width-2*Tc.wrapPadding,o):e.message,c=Ne.calculateTextDimensions(s,o).width+2*Tc.wrapPadding;a&&e.from===r.nextActor?n[e.to]=Math.max(n[e.to]||0,c):a&&e.from===r.prevActor?n[e.from]=Math.max(n[e.from]||0,c):a&&e.from===e.to?(n[e.from]=Math.max(n[e.from]||0,c/2),n[e.to]=Math.max(n[e.to]||0,c/2)):e.placement===Cs.parser.yy.PLACEMENT.RIGHTOF?n[e.from]=Math.max(n[e.from]||0,c):e.placement===Cs.parser.yy.PLACEMENT.LEFTOF?n[r.prevActor]=Math.max(n[r.prevActor]||0,c):e.placement===Cs.parser.yy.PLACEMENT.OVER&&(r.prevActor&&(n[r.prevActor]=Math.max(n[r.prevActor]||0,c/2)),r.nextActor&&(n[e.from]=Math.max(n[e.from]||0,c/2)))}})),o.debug("maxMessageWidthPerActor:",n),n}(c,h);Tc.height=function(t,e){var n=0;for(var r in Object.keys(t).forEach((function(e){var r=t[e];r.wrap&&(r.description=Ne.wrapLabel(r.description,Tc.width-2*Tc.wrapPadding,Ac(Tc)));var i=Ne.calculateTextDimensions(r.description,Ac(Tc));r.width=r.wrap?Tc.width:Math.max(Tc.width,i.width+2*Tc.wrapPadding),r.height=r.wrap?Math.max(i.height,Tc.height):Tc.height,n=Math.max(n,r.height)})),e){var i=t[r];if(i){var a=t[i.nextActor];if(a){var o=e[r]+Tc.actorMargin-i.width/2-a.width/2;i.margin=Math.max(o,Tc.actorMargin)}}}return Math.max(n,Tc.height)}(c,d),_c(s),bc(s),xc(s),Mc(s,c,u,0,Tc,h);var p=function(t,e){var n,r,i,a={},s=[];return t.forEach((function(t){switch(t.id=Ne.random({length:10}),t.type){case Cs.parser.yy.LINETYPE.LOOP_START:case Cs.parser.yy.LINETYPE.ALT_START:case Cs.parser.yy.LINETYPE.OPT_START:case Cs.parser.yy.LINETYPE.PAR_START:case Cs.parser.yy.LINETYPE.CRITICAL_START:case Cs.parser.yy.LINETYPE.BREAK_START:s.push({id:t.id,msg:t.message,from:Number.MAX_SAFE_INTEGER,to:Number.MIN_SAFE_INTEGER,width:0});break;case Cs.parser.yy.LINETYPE.ALT_ELSE:case Cs.parser.yy.LINETYPE.PAR_AND:case Cs.parser.yy.LINETYPE.CRITICAL_OPTION:t.message&&(n=s.pop(),a[n.id]=n,a[t.id]=n,s.push(n));break;case Cs.parser.yy.LINETYPE.LOOP_END:case Cs.parser.yy.LINETYPE.ALT_END:case Cs.parser.yy.LINETYPE.OPT_END:case Cs.parser.yy.LINETYPE.PAR_END:case Cs.parser.yy.LINETYPE.CRITICAL_END:case Cs.parser.yy.LINETYPE.BREAK_END:n=s.pop(),a[n.id]=n;break;case Cs.parser.yy.LINETYPE.ACTIVE_START:var c=e[t.from?t.from.actor:t.to.actor],l=Oc(t.from?t.from.actor:t.to.actor).length,u=c.x+c.width/2+(l-1)*Tc.activationWidth/2,h={startx:u,stopx:u+Tc.activationWidth,actor:t.from.actor,enabled:!0};Ec.activations.push(h);break;case Cs.parser.yy.LINETYPE.ACTIVE_END:var f=Ec.activations.map((function(t){return t.actor})).lastIndexOf(t.from.actor);delete Ec.activations.splice(f,1)[0]}void 0!==t.placement?(r=function(t,e){var n=e[t.from].x,r=e[t.to].x,i=t.wrap&&t.message,a=Ne.calculateTextDimensions(i?Ne.wrapLabel(t.message,Tc.width,Sc(Tc)):t.message,Sc(Tc)),s={width:i?Tc.width:Math.max(Tc.width,a.width+2*Tc.noteMargin),height:0,startx:e[t.from].x,stopx:0,starty:0,stopy:0,message:t.message};return t.placement===Cs.parser.yy.PLACEMENT.RIGHTOF?(s.width=i?Math.max(Tc.width,a.width):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*Tc.noteMargin),s.startx=n+(e[t.from].width+Tc.actorMargin)/2):t.placement===Cs.parser.yy.PLACEMENT.LEFTOF?(s.width=i?Math.max(Tc.width,a.width+2*Tc.noteMargin):Math.max(e[t.from].width/2+e[t.to].width/2,a.width+2*Tc.noteMargin),s.startx=n-s.width+(e[t.from].width-Tc.actorMargin)/2):t.to===t.from?(a=Ne.calculateTextDimensions(i?Ne.wrapLabel(t.message,Math.max(Tc.width,e[t.from].width),Sc(Tc)):t.message,Sc(Tc)),s.width=i?Math.max(Tc.width,e[t.from].width):Math.max(e[t.from].width,Tc.width,a.width+2*Tc.noteMargin),s.startx=n+(e[t.from].width-s.width)/2):(s.width=Math.abs(n+e[t.from].width/2-(r+e[t.to].width/2))+Tc.actorMargin,s.startx=n<r?n+e[t.from].width/2-Tc.actorMargin/2:r+e[t.to].width/2-Tc.actorMargin/2),i&&(s.message=Ne.wrapLabel(t.message,s.width-2*Tc.wrapPadding,Sc(Tc))),o.debug("NM:[".concat(s.startx,",").concat(s.stopx,",").concat(s.starty,",").concat(s.stopy,":").concat(s.width,",").concat(s.height,"=").concat(t.message,"]")),s}(t,e),t.noteModel=r,s.forEach((function(t){(n=t).from=Math.min(n.from,r.startx),n.to=Math.max(n.to,r.startx+r.width),n.width=Math.max(n.width,Math.abs(n.from-n.to))-Tc.labelBoxWidth}))):(i=function(t,e){var n=!1;if([Cs.parser.yy.LINETYPE.SOLID_OPEN,Cs.parser.yy.LINETYPE.DOTTED_OPEN,Cs.parser.yy.LINETYPE.SOLID,Cs.parser.yy.LINETYPE.DOTTED,Cs.parser.yy.LINETYPE.SOLID_CROSS,Cs.parser.yy.LINETYPE.DOTTED_CROSS,Cs.parser.yy.LINETYPE.SOLID_POINT,Cs.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(n=!0),!n)return{};var r=Bc(t.from,e),i=Bc(t.to,e),a=r[0]<=i[0]?1:0,o=r[0]<i[0]?0:1,s=r.concat(i),c=Math.abs(i[o]-r[a]);t.wrap&&t.message&&(t.message=Ne.wrapLabel(t.message,Math.max(c+2*Tc.wrapPadding,Tc.width),Cc(Tc)));var l=Ne.calculateTextDimensions(t.message,Cc(Tc));return{width:Math.max(t.wrap?0:l.width+2*Tc.wrapPadding,c+2*Tc.wrapPadding,Tc.width),height:0,startx:r[a],stopx:i[o],starty:0,stopy:0,message:t.message,type:t.type,wrap:t.wrap,fromBounds:Math.min.apply(null,s),toBounds:Math.max.apply(null,s)}}(t,e),t.msgModel=i,i.startx&&i.stopx&&s.length>0&&s.forEach((function(r){if(n=r,i.startx===i.stopx){var a=e[t.from],o=e[t.to];n.from=Math.min(a.x-i.width/2,a.x-a.width/2,n.from),n.to=Math.max(o.x+i.width/2,o.x+a.width/2,n.to),n.width=Math.max(n.width,Math.abs(n.to-n.from))-Tc.labelBoxWidth}else n.from=Math.min(i.startx,n.from),n.to=Math.max(i.stopx,n.to),n.width=Math.max(n.width,i.width)-Tc.labelBoxWidth})))})),Ec.activations=[],o.debug("Loop type widths:",a),a}(h,c);gc(s),vc(s),yc(s),mc(s);var g=1,y=1,m=Array();h.forEach((function(t){var e,n,r;switch(t.type){case Cs.parser.yy.LINETYPE.NOTE:n=t.noteModel,function(t,e){Ec.bumpVerticalPos(Tc.boxMargin),e.height=Tc.boxMargin,e.starty=Ec.getVerticalPos();var n=wc();n.x=e.startx,n.y=e.starty,n.width=e.width||Tc.width,n.class="note";var r=t.append("g"),i=cc(r,n),a=kc();a.x=e.startx,a.y=e.starty,a.width=n.width,a.dy="1em",a.text=e.message,a.class="noteText",a.fontFamily=Tc.noteFontFamily,a.fontSize=Tc.noteFontSize,a.fontWeight=Tc.noteFontWeight,a.anchor=Tc.noteAlign,a.textMargin=Tc.noteMargin,a.valign=Tc.noteAlign;var o=tc(r,a),s=Math.round(o.map((function(t){return(t._groups||t)[0][0].getBBox().height})).reduce((function(t,e){return t+e})));i.attr("height",s+2*Tc.noteMargin),e.height+=s+2*Tc.noteMargin,Ec.bumpVerticalPos(s+2*Tc.noteMargin),e.stopy=e.starty+s+2*Tc.noteMargin,e.stopx=e.startx+n.width,Ec.insert(e.startx,e.starty,e.stopx,e.stopy),Ec.models.addNote(e)}(s,n);break;case Cs.parser.yy.LINETYPE.ACTIVE_START:Ec.newActivation(t,s,c);break;case Cs.parser.yy.LINETYPE.ACTIVE_END:!function(t,e){var n=Ec.endActivation(t);n.starty+18>e&&(n.starty=e-6,e+=12),fc(s,n,e,Tc,Oc(t.from.actor).length),Ec.insert(n.startx,e-10,n.stopx,e)}(t,Ec.getVerticalPos());break;case Cs.parser.yy.LINETYPE.LOOP_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.LOOP_END:e=Ec.endLoop(),dc(s,e,"loop",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.RECT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin,(function(t){return Ec.newLoop(void 0,t.message)}));break;case Cs.parser.yy.LINETYPE.RECT_END:e=Ec.endLoop(),pc(s,e),Ec.models.addLoop(e),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos());break;case Cs.parser.yy.LINETYPE.OPT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.OPT_END:e=Ec.endLoop(),dc(s,e,"opt",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.ALT_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.ALT_ELSE:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.ALT_END:e=Ec.endLoop(),dc(s,e,"alt",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.PAR_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.PAR_AND:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.PAR_END:e=Ec.endLoop(),dc(s,e,"par",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.AUTONUMBER:g=t.message.start||g,y=t.message.step||y,t.message.visible?Cs.parser.yy.enableSequenceNumbers():Cs.parser.yy.disableSequenceNumbers();break;case Cs.parser.yy.LINETYPE.CRITICAL_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.CRITICAL_OPTION:Lc(p,t,Tc.boxMargin+Tc.boxTextMargin,Tc.boxMargin,(function(t){return Ec.addSectionToLoop(t)}));break;case Cs.parser.yy.LINETYPE.CRITICAL_END:e=Ec.endLoop(),dc(s,e,"critical",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;case Cs.parser.yy.LINETYPE.BREAK_START:Lc(p,t,Tc.boxMargin,Tc.boxMargin+Tc.boxTextMargin,(function(t){return Ec.newLoop(t)}));break;case Cs.parser.yy.LINETYPE.BREAK_END:e=Ec.endLoop(),dc(s,e,"break",Tc),Ec.bumpVerticalPos(e.stopy-Ec.getVerticalPos()),Ec.models.addLoop(e);break;default:try{(r=t.msgModel).starty=Ec.getVerticalPos(),r.sequenceIndex=g,r.sequenceVisible=Cs.parser.yy.showSequenceNumbers();var i=function(t,e){Ec.bumpVerticalPos(10);var n,r=e.startx,i=e.stopx,a=e.message,o=st.splitBreaks(a).length,s=Ne.calculateTextDimensions(a,Cc(Tc)),c=s.height/o;e.height+=c,Ec.bumpVerticalPos(c);var l=s.height-10,u=s.width;if(r===i){n=Ec.getVerticalPos()+l,Tc.rightAngles||(l+=Tc.boxMargin,n=Ec.getVerticalPos()+l),l+=30;var h=Math.max(u/2,Tc.width/2);Ec.insert(r-h,Ec.getVerticalPos()-10+l,i+h,Ec.getVerticalPos()+30+l)}else l+=Tc.boxMargin,n=Ec.getVerticalPos()+l,Ec.insert(r,n-10,i,n);return Ec.bumpVerticalPos(l),e.height+=l,e.stopy=e.starty+e.height,Ec.insert(e.fromBounds,e.starty,e.toBounds,e.stopy),n}(0,r);m.push({messageModel:r,lineStarty:i}),Ec.models.addMessage(r)}catch(t){o.error("error while drawing message",t)}}[Cs.parser.yy.LINETYPE.SOLID_OPEN,Cs.parser.yy.LINETYPE.DOTTED_OPEN,Cs.parser.yy.LINETYPE.SOLID,Cs.parser.yy.LINETYPE.DOTTED,Cs.parser.yy.LINETYPE.SOLID_CROSS,Cs.parser.yy.LINETYPE.DOTTED_CROSS,Cs.parser.yy.LINETYPE.SOLID_POINT,Cs.parser.yy.LINETYPE.DOTTED_POINT].includes(t.type)&&(g+=y)})),m.forEach((function(t){return function(t,e,n){var r=e.startx,i=e.stopx,a=e.starty,o=e.message,s=e.type,c=e.sequenceIndex,l=e.sequenceVisible,u=Ne.calculateTextDimensions(o,Cc(Tc)),h=kc();h.x=r,h.y=a+10,h.width=i-r,h.class="messageText",h.dy="1em",h.text=o,h.fontFamily=Tc.messageFontFamily,h.fontSize=Tc.messageFontSize,h.fontWeight=Tc.messageFontWeight,h.anchor=Tc.messageAlign,h.valign=Tc.messageAlign,h.textMargin=Tc.wrapPadding,h.tspan=!1,tc(t,h);var f,d=u.width;r===i?f=Tc.rightAngles?t.append("path").attr("d","M ".concat(r,",").concat(n," H ").concat(r+Math.max(Tc.width/2,d/2)," V ").concat(n+25," H ").concat(r)):t.append("path").attr("d","M "+r+","+n+" C "+(r+60)+","+(n-10)+" "+(r+60)+","+(n+30)+" "+r+","+(n+20)):((f=t.append("line")).attr("x1",r),f.attr("y1",n),f.attr("x2",i),f.attr("y2",n)),s===Cs.parser.yy.LINETYPE.DOTTED||s===Cs.parser.yy.LINETYPE.DOTTED_CROSS||s===Cs.parser.yy.LINETYPE.DOTTED_POINT||s===Cs.parser.yy.LINETYPE.DOTTED_OPEN?(f.style("stroke-dasharray","3, 3"),f.attr("class","messageLine1")):f.attr("class","messageLine0");var p="";Tc.arrowMarkerAbsolute&&(p=(p=(p=window.location.protocol+"//"+window.location.host+window.location.pathname+window.location.search).replace(/\(/g,"\\(")).replace(/\)/g,"\\)")),f.attr("stroke-width",2),f.attr("stroke","none"),f.style("fill","none"),s!==Cs.parser.yy.LINETYPE.SOLID&&s!==Cs.parser.yy.LINETYPE.DOTTED||f.attr("marker-end","url("+p+"#arrowhead)"),s!==Cs.parser.yy.LINETYPE.SOLID_POINT&&s!==Cs.parser.yy.LINETYPE.DOTTED_POINT||f.attr("marker-end","url("+p+"#filled-head)"),s!==Cs.parser.yy.LINETYPE.SOLID_CROSS&&s!==Cs.parser.yy.LINETYPE.DOTTED_CROSS||f.attr("marker-end","url("+p+"#crosshead)"),(l||Tc.showSequenceNumbers)&&(f.attr("marker-start","url("+p+"#sequencenumber)"),t.append("text").attr("x",r).attr("y",n+4).attr("font-family","sans-serif").attr("font-size","12px").attr("text-anchor","middle").attr("class","sequenceNumber").text(c))}(s,t.messageModel,t.lineStarty)})),Tc.mirrorActors&&(Ec.bumpVerticalPos(2*Tc.boxMargin),Mc(s,c,u,Ec.getVerticalPos(),Tc,h),Ec.bumpVerticalPos(Tc.boxMargin),rc(s,Ec.getVerticalPos()));var v=Nc(s,c,u,a),b=Ec.getBounds().bounds;o.debug("For line height fix Querying: #"+e+" .actor-line"),(0,l.selectAll)("#"+e+" .actor-line").attr("y2",b.stopy);var _=b.stopy-b.starty;_<v.maxHeight&&(_=v.maxHeight);var x=_+2*Tc.diagramMarginY;Tc.mirrorActors&&(x=x-Tc.boxMargin+Tc.bottomMarginAdj);var k=b.stopx-b.startx;k<v.maxWidth&&(k=v.maxWidth);var w=k+2*Tc.diagramMarginX;f&&s.append("text").text(f).attr("x",(b.stopx-b.startx)/2-2*Tc.diagramMarginX).attr("y",-25),Ce(s,x,w,Tc.useMaxWidth);var T=f?40:0;s.attr("viewBox",b.startx-Tc.diagramMarginX+" -"+(Tc.diagramMarginY+T)+" "+w+" "+(x+T)),En(Cs.parser.yy,s,e),o.debug("models:",Ec.models)}};var Rc=n(3584),Pc=n.n(Rc);function jc(t){return jc="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(t){return typeof t}:function(t){return t&&"function"==typeof Symbol&&t.constructor===Symbol&&t!==Symbol.prototype?"symbol":typeof t},jc(t)}var zc=function(t){return JSON.parse(JSON.stringify(t))},Yc=[],Uc=function 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T=c.node().getBBox();c.insert("rect",":first-child").attr("class","box").attr("x",h-y/2-je().state.padding/2).attr("y",f-k/2-je().state.padding/2-3.5).attr("width",y+je().state.padding).attr("height",k+je().state.padding),o.info(T)}ol++}(n,u.edge(t),u.edge(t).relation))})),T=w.getBBox();var E={id:r||"root",label:r||"root",width:0,height:0};return E.width=T.width+2*nl.padding,E.height=T.height+2*nl.padding,o.debug("Doc rendered",E,u),E};const ll=function(t,e){nl=je().state;var n,r=je().securityLevel;"sandbox"===r&&(n=(0,l.select)("#i"+e));var i="sandbox"===r?(0,l.select)(n.nodes()[0].contentDocument.body):(0,l.select)("body"),a="sandbox"===r?n.nodes()[0].contentDocument:document;Rc.parser.yy.clear(),Rc.parser.parse(t),o.debug("Rendering diagram "+t);var s=i.select("[id='".concat(e,"']"));s.append("defs").append("marker").attr("id","dependencyEnd").attr("refX",19).attr("refY",7).attr("markerWidth",20).attr("markerHeight",28).attr("orient","auto").append("path").attr("d","M 19,7 L9,13 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i="rect";!0===n.start&&(i="start"),!1===n.start&&(i="end"),"default"!==n.type&&(i=n.type),hl[n.id]||(hl[n.id]={id:n.id,shape:i,description:st.sanitizeText(n.id,je()),classes:"statediagram-state"}),n.description&&(Array.isArray(hl[n.id].description)?(hl[n.id].shape="rectWithTitle",hl[n.id].description.push(n.description)):hl[n.id].description.length>0?(hl[n.id].shape="rectWithTitle",hl[n.id].description===n.id?hl[n.id].description=[n.description]:hl[n.id].description=[hl[n.id].description,n.description]):(hl[n.id].shape="rect",hl[n.id].description=n.description),hl[n.id].description=st.sanitizeTextOrArray(hl[n.id].description,je())),1===hl[n.id].description.length&&"rectWithTitle"===hl[n.id].shape&&(hl[n.id].shape="rect"),!hl[n.id].type&&n.doc&&(o.info("Setting cluster for ",n.id,gl(n)),hl[n.id].type="group",hl[n.id].dir=gl(n),hl[n.id].shape="divider"===n.type?"divider":"roundedWithTitle",hl[n.id].classes=hl[n.id].classes+" "+(r?"statediagram-cluster 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je().journey},clear:function(){_l.length=0,xl.length=0,bl="",kl.length=0,He()},setDiagramTitle:Qe,getDiagramTitle:Je,setAccTitle:Ge,getAccTitle:Xe,setAccDescription:Ze,getAccDescription:Ke,addSection:function(t){bl=t,_l.push(t)},getSections:function(){return _l},getTasks:function(){for(var t=wl(),e=0;!t&&e<100;)t=wl(),e++;return xl.push.apply(xl,kl),xl},addTask:function(t,e){var n=e.substr(1).split(":"),r=0,i=[];1===n.length?(r=Number(n[0]),i=[]):(r=Number(n[0]),i=n[1].split(","));var a=i.map((function(t){return t.trim()})),o={section:bl,type:bl,people:a,task:t,score:r};kl.push(o)},addTaskOrg:function(t){var e={section:bl,type:bl,description:t,task:t,classes:[]};xl.push(e)},getActors:function(){return t=[],xl.forEach((function(e){e.people&&t.push.apply(t,ml(e.people))})),ml(new Set(t)).sort();var t}};var El=n(9763),Cl=n.n(El),Sl=function(t,e){var n=t.append("rect");return n.attr("x",e.x),n.attr("y",e.y),n.attr("fill",e.fill),n.attr("stroke",e.stroke),n.attr("width",e.width),n.attr("height",e.height),n.attr("rx",e.rx),n.attr("ry",e.ry),void 0!==e.class&&n.attr("class",e.class),n},Al=function(t,e){var n=t.append("circle");return n.attr("cx",e.cx),n.attr("cy",e.cy),n.attr("class","actor-"+e.pos),n.attr("fill",e.fill),n.attr("stroke",e.stroke),n.attr("r",e.r),void 0!==n.class&&n.attr("class",n.class),void 0!==e.title&&n.append("title").text(e.title),n},Ml=-1,Nl=function(){function t(t,e,n,i,a,o,s,c){r(e.append("text").attr("x",n+a/2).attr("y",i+o/2+5).style("font-color",c).style("text-anchor","middle").text(t),s)}function e(t,e,n,i,a,o,s,c,l){for(var u=c.taskFontSize,h=c.taskFontFamily,f=t.split(/<br\s*\/?>/gi),d=0;d<f.length;d++){var 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r=t.append("g"),i={x:0,y:0,width:100,anchor:"start",height:100,rx:0,ry:0};i.x=e.x,i.y=e.y,i.fill=e.fill,i.width=n.width,i.height=n.height,i.class="journey-section section-type-"+e.num,i.rx=3,i.ry=3,Sl(r,i),Nl(n)(e.text,r,i.x,i.y,i.width,i.height,{class:"journey-section section-type-"+e.num},n,e.colour)},Bl=function(t,e){var n=e.text.replace(/<br\s*\/?>/gi," "),r=t.append("text");r.attr("x",e.x),r.attr("y",e.y),r.attr("class","legend"),r.style("text-anchor",e.anchor),void 0!==e.class&&r.attr("class",e.class);var i=r.append("tspan");return i.attr("x",e.x+2*e.textMargin),i.text(n),r},Ll=function(t,e,n){var r,i,a,o=e.x+n.width/2,s=t.append("g");Ml++,s.append("line").attr("id","task"+Ml).attr("x1",o).attr("y1",e.y).attr("x2",o).attr("y2",450).attr("class","task-line").attr("stroke-width","1px").attr("stroke-dasharray","4 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e=(0,l.arc)().startAngle(3*Math.PI/2).endAngle(Math.PI/2*5).innerRadius(7.5).outerRadius(15/2.2);t.append("path").attr("class","mouth").attr("d",e).attr("transform","translate("+i.cx+","+(i.cy+7)+")")}(a):function(t){t.append("line").attr("class","mouth").attr("stroke",2).attr("x1",i.cx-5).attr("y1",i.cy+7).attr("x2",i.cx+5).attr("y2",i.cy+7).attr("class","mouth").attr("stroke-width","1px").attr("stroke","#666")}(a);var c={x:0,y:0,width:100,anchor:"start",height:100,rx:0,ry:0};c.x=e.x,c.y=e.y,c.fill=e.fill,c.width=n.width,c.height=n.height,c.class="task task-type-"+e.num,c.rx=3,c.ry=3,Sl(s,c);var u=e.x+14;e.people.forEach((function(t){var n=e.actors[t].color,r={cx:u,cy:e.y,r:7,fill:n,stroke:"#000",title:t,pos:e.actors[t].position};Al(s,r),u+=10})),Nl(n)(e.task,s,c.x,c.y,c.width,c.height,{class:"task"},n,e.colour)};El.parser.yy=Tl;var Il={},Fl=je().journey,Rl=je().journey.leftMargin,Pl={data:{startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},verticalPos:0,sequenceItems:[],init:function(){this.sequenceItems=[],this.data={startx:void 0,stopx:void 0,starty:void 0,stopy:void 0},this.verticalPos=0},updateVal:function(t,e,n,r){void 0===t[e]?t[e]=n:t[e]=r(n,t[e])},updateBounds:function(t,e,n,r){var i=je().journey,a=this,o=0;this.sequenceItems.forEach((function(s){o++;var c=a.sequenceItems.length-o+1;a.updateVal(s,"starty",e-c*i.boxMargin,Math.min),a.updateVal(s,"stopy",r+c*i.boxMargin,Math.max),a.updateVal(Pl.data,"startx",t-c*i.boxMargin,Math.min),a.updateVal(Pl.data,"stopx",n+c*i.boxMargin,Math.max),a.updateVal(s,"startx",t-c*i.boxMargin,Math.min),a.updateVal(s,"stopx",n+c*i.boxMargin,Math.max),a.updateVal(Pl.data,"starty",e-c*i.boxMargin,Math.min),a.updateVal(Pl.data,"stopy",r+c*i.boxMargin,Math.max)}))},insert:function(t,e,n,r){var i=Math.min(t,n),a=Math.max(t,n),o=Math.min(e,r),s=Math.max(e,r);this.updateVal(Pl.data,"startx",i,Math.min),this.updateVal(Pl.data,"starty",o,Math.min),this.updateVal(Pl.data,"stopx",a,Math.max),this.updateVal(Pl.data,"stopy",s,Math.max),this.updateBounds(i,o,a,s)},bumpVerticalPos:function(t){this.verticalPos=this.verticalPos+t,this.data.stopy=this.verticalPos},getVerticalPos:function(){return this.verticalPos},getBounds:function(){return this.data}},jl=Fl.sectionFills,zl=Fl.sectionColours;const Yl=function(t){Object.keys(t).forEach((function(e){Fl[e]=t[e]}))},Ul=function(t,e){var n=je().journey;El.parser.yy.clear(),El.parser.parse(t+"\n");var r,i=je().securityLevel;"sandbox"===i&&(r=(0,l.select)("#i"+e));var a="sandbox"===i?(0,l.select)(r.nodes()[0].contentDocument.body):(0,l.select)("body");"sandbox"===i?r.nodes()[0].contentDocument:document,Pl.init();var o=a.select("#"+e);o.attr("xmlns:xlink","http://www.w3.org/1999/xlink"),o.append("defs").append("marker").attr("id","arrowhead").attr("refX",5).attr("refY",2).attr("markerWidth",6).attr("markerHeight",4).attr("orient","auto").append("path").attr("d","M 0,0 V 4 L6,2 Z");var s=El.parser.yy.getTasks(),c=El.parser.yy.getDiagramTitle(),u=El.parser.yy.getActors();for(var h in Il)delete Il[h];var f=0;u.forEach((function(t){Il[t]={color:n.actorColours[f%n.actorColours.length],position:f},f++})),function(t){var e=je().journey,n=60;Object.keys(Il).forEach((function(r){var i=Il[r].color,a={cx:20,cy:n,r:7,fill:i,stroke:"#000",pos:Il[r].position};Dl(t,a);var o={x:40,y:n+7,fill:"#666",text:r,textMargin:5|e.boxTextMargin};Bl(t,o),n+=20}))}(o),Pl.insert(0,0,Rl,50*Object.keys(Il).length),function(t,e,n){for(var r=je().journey,i="",a=n+(2*r.height+r.diagramMarginY),o=0,s="#CCC",c="black",l=0,u=0;u<e.length;u++){var h=e[u];if(i!==h.section){s=jl[o%jl.length],l=o%jl.length,c=zl[o%zl.length];var f={x:u*r.taskMargin+u*r.width+Rl,y:50,text:h.section,fill:s,num:l,colour:c};Ol(t,f,r),i=h.section,o++}var d=h.people.reduce((function(t,e){return Il[e]&&(t[e]=Il[e]),t}),{});h.x=u*r.taskMargin+u*r.width+Rl,h.y=a,h.width=r.diagramMarginX,h.height=r.diagramMarginY,h.colour=c,h.fill=s,h.num=l,h.actors=d,Ll(t,h,r),Pl.insert(h.x,h.y,h.x+h.width+r.taskMargin,450)}}(o,s,0);var d=Pl.getBounds();c&&o.append("text").text(c).attr("x",Rl).attr("font-size","4ex").attr("font-weight","bold").attr("y",25);var p=d.stopy-d.starty+2*n.diagramMarginY,g=Rl+d.stopx+2*n.diagramMarginX;Ce(o,p,g,n.useMaxWidth),o.append("line").attr("x1",Rl).attr("y1",4*n.height).attr("x2",g-Rl-4).attr("y2",4*n.height).attr("stroke-width",4).attr("stroke","black").attr("marker-end","url(#arrowhead)");var y=c?70:0;o.attr("viewBox","".concat(d.startx," -25 ").concat(g," ").concat(p+y)),o.attr("preserveAspectRatio","xMinYMin meet"),o.attr("height",p+y+25),En(El.parser.yy,o,e)};var $l={};const Wl=function(t){return"g.classGroup 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1;\n}\n\n#extensionEnd, .extension {\n fill: ").concat(t.lineColor," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationStart, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n#aggregationEnd, .aggregation {\n fill: ").concat(t.mainBkg," !important;\n stroke: ").concat(t.lineColor," !important;\n stroke-width: 1;\n}\n\n.edgeTerminals {\n font-size: 11px;\n}\n\n")},ql=function(t){return".label {\n font-family: ".concat(t.fontFamily,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n .cluster-label text {\n fill: ").concat(t.titleColor,";\n }\n .cluster-label span {\n color: ").concat(t.titleColor,";\n }\n\n .label text,span {\n fill: ").concat(t.nodeTextColor||t.textColor,";\n color: ").concat(t.nodeTextColor||t.textColor,";\n }\n\n .node rect,\n .node circle,\n .node ellipse,\n .node polygon,\n .node path {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n stroke-width: 1px;\n }\n\n .node .label {\n text-align: center;\n }\n .node.clickable {\n cursor: pointer;\n }\n\n .arrowheadPath {\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 2.0px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n background-color: ").concat(t.edgeLabelBackground,";\n fill: ").concat(t.edgeLabelBackground,";\n }\n text-align: center;\n }\n\n .cluster rect {\n fill: ").concat(t.clusterBkg,";\n stroke: ").concat(t.clusterBorder,";\n stroke-width: 1px;\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n .cluster span {\n color: ").concat(t.titleColor,";\n }\n /* .cluster div {\n color: ").concat(t.titleColor,";\n } */\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: ").concat(t.fontFamily,";\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n")},Vl=function(t){return"\ndefs #statediagram-barbEnd {\n fill: ".concat(t.transitionColor,";\n stroke: ").concat(t.transitionColor,";\n }\ng.stateGroup text {\n fill: ").concat(t.nodeBorder,";\n stroke: none;\n font-size: 10px;\n}\ng.stateGroup text {\n fill: ").concat(t.textColor,";\n stroke: none;\n font-size: 10px;\n\n}\ng.stateGroup .state-title {\n font-weight: bolder;\n fill: ").concat(t.stateLabelColor,";\n}\n\ng.stateGroup rect {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.nodeBorder,";\n}\n\ng.stateGroup line {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1;\n}\n\n.transition {\n stroke: ").concat(t.transitionColor,";\n stroke-width: 1;\n fill: none;\n}\n\n.stateGroup .composit {\n fill: ").concat(t.background,";\n border-bottom: 1px\n}\n\n.stateGroup .alt-composit {\n fill: #e0e0e0;\n border-bottom: 1px\n}\n\n.state-note {\n stroke: ").concat(t.noteBorderColor,";\n fill: ").concat(t.noteBkgColor,";\n\n text {\n fill: ").concat(t.noteTextColor,";\n stroke: none;\n font-size: 10px;\n }\n}\n\n.stateLabel .box {\n stroke: none;\n stroke-width: 0;\n fill: ").concat(t.mainBkg,";\n opacity: 0.5;\n}\n\n.edgeLabel .label rect {\n fill: ").concat(t.labelBackgroundColor,";\n opacity: 0.5;\n}\n.edgeLabel .label text {\n fill: ").concat(t.transitionLabelColor||t.tertiaryTextColor,";\n}\n.label div .edgeLabel {\n color: ").concat(t.transitionLabelColor||t.tertiaryTextColor,";\n}\n\n.stateLabel text {\n fill: ").concat(t.stateLabelColor,";\n font-size: 10px;\n font-weight: bold;\n}\n\n.node circle.state-start {\n fill: ").concat(t.specialStateColor,";\n stroke: ").concat(t.specialStateColor,";\n}\n\n.node .fork-join {\n fill: ").concat(t.specialStateColor,";\n stroke: ").concat(t.specialStateColor,";\n}\n\n.node circle.state-end {\n fill: ").concat(t.innerEndBackground,";\n stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n.end-state-inner {\n fill: ").concat(t.compositeBackground||t.background,";\n // stroke: ").concat(t.background,";\n stroke-width: 1.5\n}\n\n.node rect {\n fill: ").concat(t.stateBkg||t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n.node polygon {\n fill: ").concat(t.mainBkg,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";;\n stroke-width: 1px;\n}\n#statediagram-barbEnd {\n fill: ").concat(t.lineColor,";\n}\n\n.statediagram-cluster rect {\n fill: ").concat(t.compositeTitleBackground,";\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n stroke-width: 1px;\n}\n\n.cluster-label, .nodeLabel {\n color: ").concat(t.stateLabelColor,";\n}\n\n.statediagram-cluster rect.outer {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state .divider {\n stroke: ").concat(t.stateBorder||t.nodeBorder,";\n}\n\n.statediagram-state .title-state {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-cluster.statediagram-cluster .inner {\n fill: ").concat(t.compositeBackground||t.background,";\n}\n.statediagram-cluster.statediagram-cluster-alt .inner {\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.statediagram-cluster .inner {\n rx:0;\n ry:0;\n}\n\n.statediagram-state rect.basic {\n rx: 5px;\n ry: 5px;\n}\n.statediagram-state rect.divider {\n stroke-dasharray: 10,10;\n fill: ").concat(t.altBackground?t.altBackground:"#efefef",";\n}\n\n.note-edge {\n stroke-dasharray: 5;\n}\n\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n.statediagram-note rect {\n fill: ").concat(t.noteBkgColor,";\n stroke: ").concat(t.noteBorderColor,";\n stroke-width: 1px;\n rx: 0;\n ry: 0;\n}\n\n.statediagram-note text {\n fill: ").concat(t.noteTextColor,";\n}\n\n.statediagram-note .nodeLabel {\n color: ").concat(t.noteTextColor,";\n}\n.statediagram .edgeLabel {\n 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").concat(t.activationBorderColor,";\n }\n\n .activation2 {\n fill: ").concat(t.activationBkgColor,";\n stroke: ").concat(t.activationBorderColor,";\n }\n\n .actorPopupMenu {\n position: absolute;\n }\n\n .actorPopupMenuPanel {\n position: absolute;\n fill: ").concat(t.actorBkg,";\n box-shadow: 0px 8px 16px 0px rgba(0,0,0,0.2);\n filter: drop-shadow(3px 5px 2px rgb(0 0 0 / 0.4));\n}\n .actor-man line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n }\n .actor-man circle, line {\n stroke: ").concat(t.actorBorder,";\n fill: ").concat(t.actorBkg,";\n stroke-width: 2px;\n }\n")},gantt:function(t){return'\n .mermaid-main-font {\n font-family: "trebuchet ms", verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n }\n .exclude-range {\n fill: '.concat(t.excludeBkgColor,";\n }\n\n .section {\n stroke: none;\n opacity: 0.2;\n }\n\n .section0 {\n fill: ").concat(t.sectionBkgColor,";\n }\n\n .section2 {\n fill: ").concat(t.sectionBkgColor2,";\n }\n\n .section1,\n .section3 {\n fill: ").concat(t.altSectionBkgColor,";\n opacity: 0.2;\n }\n\n .sectionTitle0 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle1 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle2 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle3 {\n fill: ").concat(t.titleColor,";\n }\n\n .sectionTitle {\n text-anchor: start;\n // font-size: ").concat(t.ganttFontSize,";\n // text-height: 14px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n\n }\n\n\n /* Grid and axis */\n\n .grid .tick {\n stroke: ").concat(t.gridColor,";\n opacity: 0.8;\n shape-rendering: crispEdges;\n text {\n font-family: ").concat(t.fontFamily,";\n fill: ").concat(t.textColor,";\n }\n }\n\n .grid path {\n stroke-width: 0;\n }\n\n\n /* Today line */\n\n .today {\n fill: none;\n stroke: ").concat(t.todayLineColor,";\n stroke-width: 2px;\n }\n\n\n /* Task styling */\n\n /* Default task */\n\n .task {\n stroke-width: 2;\n }\n\n 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stroke-width: 2;\n }\n\n .doneText0,\n .doneText1,\n .doneText2,\n .doneText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n\n /* Tasks on the critical line */\n\n .crit0,\n .crit1,\n .crit2,\n .crit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.critBkgColor,";\n stroke-width: 2;\n }\n\n .activeCrit0,\n .activeCrit1,\n .activeCrit2,\n .activeCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.activeTaskBkgColor,";\n stroke-width: 2;\n }\n\n .doneCrit0,\n .doneCrit1,\n .doneCrit2,\n .doneCrit3 {\n stroke: ").concat(t.critBorderColor,";\n fill: ").concat(t.doneTaskBkgColor,";\n stroke-width: 2;\n cursor: pointer;\n shape-rendering: crispEdges;\n }\n\n .milestone {\n transform: rotate(45deg) scale(0.8,0.8);\n }\n\n .milestoneText {\n font-style: italic;\n }\n .doneCritText0,\n .doneCritText1,\n .doneCritText2,\n .doneCritText3 {\n fill: ").concat(t.taskTextDarkColor," !important;\n }\n\n .activeCritText0,\n .activeCritText1,\n 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{\n fill: ").concat(t.arrowheadColor,";\n }\n\n .edgePath .path {\n stroke: ").concat(t.lineColor,";\n stroke-width: 1.5px;\n }\n\n .flowchart-link {\n stroke: ").concat(t.lineColor,";\n fill: none;\n }\n\n .edgeLabel {\n background-color: ").concat(t.edgeLabelBackground,";\n rect {\n opacity: 0.5;\n }\n text-align: center;\n }\n\n .cluster rect {\n }\n\n .cluster text {\n fill: ").concat(t.titleColor,";\n }\n\n div.mermaidTooltip {\n position: absolute;\n text-align: center;\n max-width: 200px;\n padding: 2px;\n font-family: 'trebuchet ms', verdana, arial, sans-serif;\n font-family: var(--mermaid-font-family);\n font-size: 12px;\n background: ").concat(t.tertiaryColor,";\n border: 1px solid ").concat(t.border2,";\n border-radius: 2px;\n pointer-events: none;\n z-index: 100;\n }\n\n .task-type-0, .section-type-0 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType0):"",";\n }\n .task-type-1, .section-type-1 {\n ").concat(t.fillType0?"fill: ".concat(t.fillType1):"",";\n }\n 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e={},n=[],r=0,i=t.length;r<i;++r)Object.prototype.hasOwnProperty.call(e,t[r])||(e[t[r]]=!0,n.push(t[r]));return n}(p),u.sort((function(t,e){var n=t.startTime,r=e.startTime,i=0;return n>r?i=1:n<r&&(i=-1),i})),function(t,r,a){var o=n.barHeight,c=o+n.barGap,u=n.topPadding,h=n.leftPadding;(0,l.scaleLinear)().domain([0,p.length]).range(["#00B9FA","#F95002"]).interpolate(l.interpolateHcl),function(t,e,r,a,o,s,c,l){var u=s.reduce((function(t,e){var n=e.startTime;return t?Math.min(t,n):n}),0),h=s.reduce((function(t,e){var n=e.endTime;return t?Math.max(t,n):n}),0),p=po.parser.yy.getDateFormat();if(u&&h){for(var g=[],y=null,m=i()(u);m.valueOf()<=h;)po.parser.yy.isInvalidDate(m,p,c,l)?y?y.end=m.clone():y={start:m.clone(),end:m.clone()}:y&&(g.push(y),y=null),m.add(1,"d");f.append("g").selectAll("rect").data(g).enter().append("rect").attr("id",(function(t){return"exclude-"+t.start.format("YYYY-MM-DD")})).attr("x",(function(t){return 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a=s.createElementNS("http://www.w3.org/2000/svg","tspan");a.setAttribute("alignment-baseline","central"),a.setAttribute("x","10"),i>0&&a.setAttribute("dy","1em"),a.textContent=e[i],r.appendChild(a)}return r})).attr("x",10).attr("y",(function(n,a){if(!(a>0))return n[1]*t/2+e;for(var o=0;o<a;o++)return i+=r[a-1][1],n[1]*t/2+i*t+e})).attr("font-size",n.sectionFontSize).attr("font-size",n.sectionFontSize).attr("class",(function(t){for(var e=0;e<p.length;e++)if(t[0]===p[e])return"sectionTitle sectionTitle"+e%n.numberSectionStyles;return"sectionTitle"}))}(c,u),function(t,e,r,i){var a=uo.getTodayMarker();if("off"!==a){var o=f.append("g").attr("class","today"),s=new 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i,a=n.nodeSpacing||50,s=n.rankSpacing||50,c=new(dr().Graph)({multigraph:!0,compound:!0}).setGraph({rankdir:lr.getDirection(),nodesep:a,ranksep:s,marginx:8,marginy:8}).setDefaultEdgeLabel((function(){return{}})),u=lr.getClasses(),h=lr.getRelations();o.info(h),function(t,e){var n=Object.keys(t);o.info("keys:",n),o.info(t),n.forEach((function(n){var r=t[n],i="";r.cssClasses.length>0&&(i=i+" "+r.cssClasses.join(" "));var a,s,c={labelStyle:""},l=void 0!==r.text?r.text:r.id;r.type,s="class_box",e.setNode(r.id,{labelStyle:c.labelStyle,shape:s,labelText:(a=l,st.sanitizeText(a,je())),classData:r,rx:0,ry:0,class:i,style:c.style,id:r.id,domId:r.domId,haveCallback:r.haveCallback,link:r.link,width:"group"===r.type?500:void 0,type:r.type,padding:je().flowchart.padding}),o.info("setNode",{labelStyle:c.labelStyle,shape:s,labelText:l,rx:0,ry:0,class:i,style:c.style,id:r.id,width:"group"===r.type?500:void 0,type:r.type,padding:je().flowchart.padding})}))}(u,c),function(t,e){var n=0;t.forEach((function(r){n++;var i={classes:"relation"};i.pattern=1==r.relation.lineType?"dashed":"solid",i.id="id"+n,"arrow_open"===r.type?i.arrowhead="none":i.arrowhead="normal",o.info(i,r),i.startLabelRight="none"===r.relationTitle1?"":r.relationTitle1,i.endLabelLeft="none"===r.relationTitle2?"":r.relationTitle2,i.arrowTypeStart=_i(r.relation.type1),i.arrowTypeEnd=_i(r.relation.type2);var a="",s="";if(void 0!==r.style){var c=pe(r.style);a=c.style,s=c.labelStyle}else a="fill:none";i.style=a,i.labelStyle=s,void 0!==r.interpolate?i.curve=fe(r.interpolate,l.curveLinear):void 0!==t.defaultInterpolate?i.curve=fe(t.defaultInterpolate,l.curveLinear):i.curve=fe(bi.curve,l.curveLinear),r.text=r.title,void 0===r.text?void 0!==r.style&&(i.arrowheadStyle="fill: #333"):(i.arrowheadStyle="fill: #333",i.labelpos="c",je().flowchart.htmlLabels?(i.labelType="html",i.label='<span class="edgeLabel">'+r.text+"</span>"):(i.labelType="text",i.label=r.text.replace(st.lineBreakRegex,"\n"),void 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c=this._ids[s],l=t[2*c],u=t[2*c+1];if(s>0&&Math.abs(l-a)<=ps&&Math.abs(u-o)<=ps)continue;if(a=l,o=u,c===f||c===d||c===p)continue;let h=0;for(let t=0,e=this._hashKey(l,u);t<this._hashSize&&(h=i[(e+t)%this._hashSize],-1===h||h===n[h]);t++);h=e[h];let g,y=h;for(;g=n[y],ds(l,u,t[2*y],t[2*y+1],t[2*g],t[2*g+1])>=0;)if(y=g,y===h){y=-1;break}if(-1===y)continue;let m=this._addTriangle(y,c,n[y],-1,-1,r[y]);r[c]=this._legalize(m+2),r[y]=m,T++;let v=n[y];for(;g=n[v],ds(l,u,t[2*v],t[2*v+1],t[2*g],t[2*g+1])<0;)m=this._addTriangle(v,c,g,r[c],-1,r[v]),r[c]=this._legalize(m+2),n[v]=v,T--,v=g;if(y===h)for(;g=e[y],ds(l,u,t[2*g],t[2*g+1],t[2*y],t[2*y+1])<0;)m=this._addTriangle(g,c,y,-1,r[y],r[g]),this._legalize(m+2),r[g]=m,n[y]=y,T--,y=g;this._hullStart=e[c]=y,n[y]=e[v]=c,n[c]=v,i[this._hashKey(l,u)]=c,i[this._hashKey(t[2*y],t[2*y+1])]=y}this.hull=new Uint32Array(T);for(let t=0,e=this._hullStart;t<T;t++)this.hull[t]=e,e=n[e];this.triangles=this._triangles.subarray(0,this.trianglesLen),this.halfedges=this._halfedges.subarray(0,this.trianglesLen)}_hashKey(t,e){return Math.floor(function(t,e){const n=t/(Math.abs(t)+Math.abs(e));return(e>0?3-n:1+n)/4}(t-this._cx,e-this._cy)*this._hashSize)%this._hashSize}_legalize(t){const{_triangles:e,_halfedges:n,coords:r}=this;let i=0,a=0;for(;;){const o=n[t],s=t-t%3;if(a=s+(t+2)%3,-1===o){if(0===i)break;t=gs[--i];continue}const c=o-o%3,l=s+(t+1)%3,u=c+(o+2)%3,h=e[a],f=e[t],d=e[l],p=e[u];if(vs(r[2*h],r[2*h+1],r[2*f],r[2*f+1],r[2*d],r[2*d+1],r[2*p],r[2*p+1])){e[t]=p,e[o]=h;const r=n[u];if(-1===r){let e=this._hullStart;do{if(this._hullTri[e]===u){this._hullTri[e]=t;break}e=this._hullPrev[e]}while(e!==this._hullStart)}this._link(t,r),this._link(o,n[a]),this._link(a,u);const s=c+(o+1)%3;i<gs.length&&(gs[i++]=s)}else{if(0===i)break;t=gs[--i]}}return 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0,r=this._clip(t);if(null===r||!r.length)return;e.moveTo(r[0],r[1]);let i=r.length;for(;r[0]===r[i-2]&&r[1]===r[i-1]&&i>1;)i-=2;for(let t=2;t<i;t+=2)r[t]===r[t-2]&&r[t+1]===r[t-1]||e.lineTo(r[t],r[t+1]);return e.closePath(),n&&n.value()}*cellPolygons(){const{delaunay:{points:t}}=this;for(let e=0,n=t.length/2;e<n;++e){const t=this.cellPolygon(e);t&&(t.index=e,yield t)}}cellPolygon(t){const e=new Cs;return this.renderCell(t,e),e.value()}_renderSegment(t,e,n,r,i){let a;const o=this._regioncode(t,e),s=this._regioncode(n,r);0===o&&0===s?(i.moveTo(t,e),i.lineTo(n,r)):(a=this._clipSegment(t,e,n,r,o,s))&&(i.moveTo(a[0],a[1]),i.lineTo(a[2],a[3]))}contains(t,e,n){return(e=+e)==e&&(n=+n)==n&&this.delaunay._step(t,e,n)===t}*neighbors(t){const e=this._clip(t);if(e)for(const n of this.delaunay.neighbors(t)){const t=this._clip(n);if(t)t:for(let r=0,i=e.length;r<i;r+=2)for(let a=0,o=t.length;a<o;a+=2)if(e[r]==t[a]&&e[r+1]==t[a+1]&&e[(r+2)%i]==t[(a+o-2)%o]&&e[(r+3)%i]==t[(a+o-1)%o]){yield n;break t}}}_cell(t){const{circumcenters:e,delaunay:{inedges:n,halfedges:r,triangles:i}}=this,a=n[t];if(-1===a)return null;const o=[];let s=a;do{const n=Math.floor(s/3);if(o.push(e[2*n],e[2*n+1]),s=s%3==2?s-2:s+1,i[s]!==t)break;s=r[s]}while(s!==a&&-1!==s);return o}_clip(t){if(0===t&&1===this.delaunay.hull.length)return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];const e=this._cell(t);if(null===e)return null;const{vectors:n}=this,r=4*t;return n[r]||n[r+1]?this._clipInfinite(t,e,n[r],n[r+1],n[r+2],n[r+3]):this._clipFinite(t,e)}_clipFinite(t,e){const n=e.length;let r,i,a,o,s=null,c=e[n-2],l=e[n-1],u=this._regioncode(c,l),h=0;for(let f=0;f<n;f+=2)if(r=c,i=l,c=e[f],l=e[f+1],a=u,u=this._regioncode(c,l),0===a&&0===u)o=h,h=0,s?s.push(c,l):s=[c,l];else{let e,n,f,d,p;if(0===a){if(null===(e=this._clipSegment(r,i,c,l,a,u)))continue;[n,f,d,p]=e}else{if(null===(e=this._clipSegment(c,l,r,i,u,a)))continue;[d,p,n,f]=e,o=h,h=this._edgecode(n,f),o&&h&&this._edge(t,o,h,s,s.length),s?s.push(n,f):s=[n,f]}o=h,h=this._edgecode(d,p),o&&h&&this._edge(t,o,h,s,s.length),s?s.push(d,p):s=[d,p]}if(s)o=h,h=this._edgecode(s[0],s[1]),o&&h&&this._edge(t,o,h,s,s.length);else if(this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2))return[this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax,this.xmin,this.ymin];return s}_clipSegment(t,e,n,r,i,a){for(;;){if(0===i&&0===a)return[t,e,n,r];if(i&a)return null;let o,s,c=i||a;8&c?(o=t+(n-t)*(this.ymax-e)/(r-e),s=this.ymax):4&c?(o=t+(n-t)*(this.ymin-e)/(r-e),s=this.ymin):2&c?(s=e+(r-e)*(this.xmax-t)/(n-t),o=this.xmax):(s=e+(r-e)*(this.xmin-t)/(n-t),o=this.xmin),i?(t=o,e=s,i=this._regioncode(t,e)):(n=o,r=s,a=this._regioncode(n,r))}}_clipInfinite(t,e,n,r,i,a){let o,s=Array.from(e);if((o=this._project(s[0],s[1],n,r))&&s.unshift(o[0],o[1]),(o=this._project(s[s.length-2],s[s.length-1],i,a))&&s.push(o[0],o[1]),s=this._clipFinite(t,s))for(let e,n=0,r=s.length,i=this._edgecode(s[r-2],s[r-1]);n<r;n+=2)e=i,i=this._edgecode(s[n],s[n+1]),e&&i&&(n=this._edge(t,e,i,s,n),r=s.length);else this.contains(t,(this.xmin+this.xmax)/2,(this.ymin+this.ymax)/2)&&(s=[this.xmin,this.ymin,this.xmax,this.ymin,this.xmax,this.ymax,this.xmin,this.ymax]);return s}_edge(t,e,n,r,i){for(;e!==n;){let n,a;switch(e){case 5:e=4;continue;case 4:e=6,n=this.xmax,a=this.ymin;break;case 6:e=2;continue;case 2:e=10,n=this.xmax,a=this.ymax;break;case 10:e=8;continue;case 8:e=9,n=this.xmin,a=this.ymax;break;case 9:e=1;continue;case 1:e=5,n=this.xmin,a=this.ymin}r[i]===n&&r[i+1]===a||!this.contains(t,n,a)||(r.splice(i,0,n,a),i+=2)}if(r.length>4)for(let t=0;t<r.length;t+=2){const e=(t+2)%r.length,n=(t+4)%r.length;(r[t]===r[e]&&r[e]===r[n]||r[t+1]===r[e+1]&&r[e+1]===r[n+1])&&(r.splice(e,2),t-=2)}return i}_project(t,e,n,r){let i,a,o,s=1/0;if(r<0){if(e<=this.ymin)return null;(i=(this.ymin-e)/r)<s&&(o=this.ymin,a=t+(s=i)*n)}else if(r>0){if(e>=this.ymax)return null;(i=(this.ymax-e)/r)<s&&(o=this.ymax,a=t+(s=i)*n)}if(n>0){if(t>=this.xmax)return null;(i=(this.xmax-t)/n)<s&&(a=this.xmax,o=e+(s=i)*r)}else if(n<0){if(t<=this.xmin)return null;(i=(this.xmin-t)/n)<s&&(a=this.xmin,o=e+(s=i)*r)}return[a,o]}_edgecode(t,e){return(t===this.xmin?1:t===this.xmax?2:0)|(e===this.ymin?4:e===this.ymax?8:0)}_regioncode(t,e){return(t<this.xmin?1:t>this.xmax?2:0)|(e<this.ymin?4:e>this.ymax?8:0)}}const As=2*Math.PI,Ms=Math.pow;function Ns(t){return t[0]}function Ds(t){return t[1]}function Os(t,e,n){return[t+Math.sin(t+e)*n,e+Math.cos(t-e)*n]}class Bs{static from(t,e=Ns,n=Ds,r){return new Bs("length"in t?function(t,e,n,r){const i=t.length,a=new Float64Array(2*i);for(let o=0;o<i;++o){const i=t[o];a[2*o]=e.call(r,i,o,t),a[2*o+1]=n.call(r,i,o,t)}return a}(t,e,n,r):Float64Array.from(function*(t,e,n,r){let i=0;for(const a of t)yield e.call(r,a,i,t),yield n.call(r,a,i,t),++i}(t,e,n,r)))}constructor(t){this._delaunator=new ys(t),this.inedges=new Int32Array(t.length/2),this._hullIndex=new Int32Array(t.length/2),this.points=this._delaunator.coords,this._init()}update(){return this._delaunator.update(),this._init(),this}_init(){const t=this._delaunator,e=this.points;if(t.hull&&t.hull.length>2&&function(t){const{triangles:e,coords:n}=t;for(let t=0;t<e.length;t+=3){const r=2*e[t],i=2*e[t+1],a=2*e[t+2];if((n[a]-n[r])*(n[i+1]-n[r+1])-(n[i]-n[r])*(n[a+1]-n[r+1])>1e-10)return!1}return!0}(t)){this.collinear=Int32Array.from({length:e.length/2},((t,e)=>e)).sort(((t,n)=>e[2*t]-e[2*n]||e[2*t+1]-e[2*n+1]));const t=this.collinear[0],n=this.collinear[this.collinear.length-1],r=[e[2*t],e[2*t+1],e[2*n],e[2*n+1]],i=1e-8*Math.hypot(r[3]-r[1],r[2]-r[0]);for(let t=0,n=e.length/2;t<n;++t){const 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Array(3).concat("ef8a62f7f7f767a9cf","ca0020f4a58292c5de0571b0","ca0020f4a582f7f7f792c5de0571b0","b2182bef8a62fddbc7d1e5f067a9cf2166ac","b2182bef8a62fddbc7f7f7f7d1e5f067a9cf2166ac","b2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac","b2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac","67001fb2182bd6604df4a582fddbc7d1e5f092c5de4393c32166ac053061","67001fb2182bd6604df4a582fddbc7f7f7f7d1e5f092c5de4393c32166ac053061").map(Q_);const bx=lx(vx);var _x=new Array(3).concat("ef8a62ffffff999999","ca0020f4a582bababa404040","ca0020f4a582ffffffbababa404040","b2182bef8a62fddbc7e0e0e09999994d4d4d","b2182bef8a62fddbc7ffffffe0e0e09999994d4d4d","b2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d","b2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d","67001fb2182bd6604df4a582fddbc7e0e0e0bababa8787874d4d4d1a1a1a","67001fb2182bd6604df4a582fddbc7ffffffe0e0e0bababa8787874d4d4d1a1a1a").map(Q_);const xx=lx(_x);var kx=new Array(3).concat("fc8d59ffffbf91bfdb","d7191cfdae61abd9e92c7bb6","d7191cfdae61ffffbfabd9e92c7bb6","d73027fc8d59fee090e0f3f891bfdb4575b4","d73027fc8d59fee090ffffbfe0f3f891bfdb4575b4","d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4","d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4","a50026d73027f46d43fdae61fee090e0f3f8abd9e974add14575b4313695","a50026d73027f46d43fdae61fee090ffffbfe0f3f8abd9e974add14575b4313695").map(Q_);const wx=lx(kx);var Tx=new Array(3).concat("fc8d59ffffbf91cf60","d7191cfdae61a6d96a1a9641","d7191cfdae61ffffbfa6d96a1a9641","d73027fc8d59fee08bd9ef8b91cf601a9850","d73027fc8d59fee08bffffbfd9ef8b91cf601a9850","d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850","d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850","a50026d73027f46d43fdae61fee08bd9ef8ba6d96a66bd631a9850006837","a50026d73027f46d43fdae61fee08bffffbfd9ef8ba6d96a66bd631a9850006837").map(Q_);const Ex=lx(Tx);var Cx=new Array(3).concat("fc8d59ffffbf99d594","d7191cfdae61abdda42b83ba","d7191cfdae61ffffbfabdda42b83ba","d53e4ffc8d59fee08be6f59899d5943288bd","d53e4ffc8d59fee08bffffbfe6f59899d5943288bd","d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd","d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd","9e0142d53e4ff46d43fdae61fee08be6f598abdda466c2a53288bd5e4fa2","9e0142d53e4ff46d43fdae61fee08bffffbfe6f598abdda466c2a53288bd5e4fa2").map(Q_);const Sx=lx(Cx);var Ax=new Array(3).concat("e5f5f999d8c92ca25f","edf8fbb2e2e266c2a4238b45","edf8fbb2e2e266c2a42ca25f006d2c","edf8fbccece699d8c966c2a42ca25f006d2c","edf8fbccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45005824","f7fcfde5f5f9ccece699d8c966c2a441ae76238b45006d2c00441b").map(Q_);const Mx=lx(Ax);var Nx=new Array(3).concat("e0ecf49ebcda8856a7","edf8fbb3cde38c96c688419d","edf8fbb3cde38c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68856a7810f7c","edf8fbbfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d6e016b","f7fcfde0ecf4bfd3e69ebcda8c96c68c6bb188419d810f7c4d004b").map(Q_);const Dx=lx(Nx);var Ox=new Array(3).concat("e0f3dba8ddb543a2ca","f0f9e8bae4bc7bccc42b8cbe","f0f9e8bae4bc7bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc443a2ca0868ac","f0f9e8ccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe08589e","f7fcf0e0f3dbccebc5a8ddb57bccc44eb3d32b8cbe0868ac084081").map(Q_);const Bx=lx(Ox);var Lx=new Array(3).concat("fee8c8fdbb84e34a33","fef0d9fdcc8afc8d59d7301f","fef0d9fdcc8afc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59e34a33b30000","fef0d9fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301f990000","fff7ecfee8c8fdd49efdbb84fc8d59ef6548d7301fb300007f0000").map(Q_);const Ix=lx(Lx);var Fx=new Array(3).concat("ece2f0a6bddb1c9099","f6eff7bdc9e167a9cf02818a","f6eff7bdc9e167a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf1c9099016c59","f6eff7d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016450","fff7fbece2f0d0d1e6a6bddb67a9cf3690c002818a016c59014636").map(Q_);const Rx=lx(Fx);var Px=new Array(3).concat("ece7f2a6bddb2b8cbe","f1eef6bdc9e174a9cf0570b0","f1eef6bdc9e174a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf2b8cbe045a8d","f1eef6d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0034e7b","fff7fbece7f2d0d1e6a6bddb74a9cf3690c00570b0045a8d023858").map(Q_);const jx=lx(Px);var zx=new Array(3).concat("e7e1efc994c7dd1c77","f1eef6d7b5d8df65b0ce1256","f1eef6d7b5d8df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0dd1c77980043","f1eef6d4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125691003f","f7f4f9e7e1efd4b9dac994c7df65b0e7298ace125698004367001f").map(Q_);const Yx=lx(zx);var Ux=new Array(3).concat("fde0ddfa9fb5c51b8a","feebe2fbb4b9f768a1ae017e","feebe2fbb4b9f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1c51b8a7a0177","feebe2fcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a0177","fff7f3fde0ddfcc5c0fa9fb5f768a1dd3497ae017e7a017749006a").map(Q_);const $x=lx(Ux);var Wx=new Array(3).concat("edf8b17fcdbb2c7fb8","ffffcca1dab441b6c4225ea8","ffffcca1dab441b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c42c7fb8253494","ffffccc7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea80c2c84","ffffd9edf8b1c7e9b47fcdbb41b6c41d91c0225ea8253494081d58").map(Q_);const qx=lx(Wx);var Vx=new Array(3).concat("f7fcb9addd8e31a354","ffffccc2e69978c679238443","ffffccc2e69978c67931a354006837","ffffccd9f0a3addd8e78c67931a354006837","ffffccd9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443005a32","ffffe5f7fcb9d9f0a3addd8e78c67941ab5d238443006837004529").map(Q_);const Hx=lx(Vx);var Gx=new Array(3).concat("fff7bcfec44fd95f0e","ffffd4fed98efe9929cc4c02","ffffd4fed98efe9929d95f0e993404","ffffd4fee391fec44ffe9929d95f0e993404","ffffd4fee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c028c2d04","ffffe5fff7bcfee391fec44ffe9929ec7014cc4c02993404662506").map(Q_);const Xx=lx(Gx);var Zx=new Array(3).concat("ffeda0feb24cf03b20","ffffb2fecc5cfd8d3ce31a1c","ffffb2fecc5cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cf03b20bd0026","ffffb2fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cb10026","ffffccffeda0fed976feb24cfd8d3cfc4e2ae31a1cbd0026800026").map(Q_);const Kx=lx(Zx);var Qx=new Array(3).concat("deebf79ecae13182bd","eff3ffbdd7e76baed62171b5","eff3ffbdd7e76baed63182bd08519c","eff3ffc6dbef9ecae16baed63182bd08519c","eff3ffc6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b5084594","f7fbffdeebf7c6dbef9ecae16baed64292c62171b508519c08306b").map(Q_);const Jx=lx(Qx);var tk=new Array(3).concat("e5f5e0a1d99b31a354","edf8e9bae4b374c476238b45","edf8e9bae4b374c47631a354006d2c","edf8e9c7e9c0a1d99b74c47631a354006d2c","edf8e9c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45005a32","f7fcf5e5f5e0c7e9c0a1d99b74c47641ab5d238b45006d2c00441b").map(Q_);const ek=lx(tk);var nk=new Array(3).concat("f0f0f0bdbdbd636363","f7f7f7cccccc969696525252","f7f7f7cccccc969696636363252525","f7f7f7d9d9d9bdbdbd969696636363252525","f7f7f7d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525","fffffff0f0f0d9d9d9bdbdbd969696737373525252252525000000").map(Q_);const rk=lx(nk);var ik=new Array(3).concat("efedf5bcbddc756bb1","f2f0f7cbc9e29e9ac86a51a3","f2f0f7cbc9e29e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8756bb154278f","f2f0f7dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a34a1486","fcfbfdefedf5dadaebbcbddc9e9ac8807dba6a51a354278f3f007d").map(Q_);const ak=lx(ik);var ok=new Array(3).concat("fee0d2fc9272de2d26","fee5d9fcae91fb6a4acb181d","fee5d9fcae91fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4ade2d26a50f15","fee5d9fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181d99000d","fff5f0fee0d2fcbba1fc9272fb6a4aef3b2ccb181da50f1567000d").map(Q_);const sk=lx(ok);var ck=new Array(3).concat("fee6cefdae6be6550d","feeddefdbe85fd8d3cd94701","feeddefdbe85fd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3ce6550da63603","feeddefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d948018c2d04","fff5ebfee6cefdd0a2fdae6bfd8d3cf16913d94801a636037f2704").map(Q_);const lk=lx(ck);function uk(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(-4.54-t*(35.34-t*(2381.73-t*(6402.7-t*(7024.72-2710.57*t)))))))+", "+Math.max(0,Math.min(255,Math.round(32.49+t*(170.73+t*(52.82-t*(131.46-t*(176.58-67.37*t)))))))+", "+Math.max(0,Math.min(255,Math.round(81.24+t*(442.36-t*(2482.43-t*(6167.24-t*(6614.94-2475.67*t)))))))+")"}const hk=fy(Uo(300,.5,0),Uo(-240,.5,1));var fk=fy(Uo(-100,.75,.35),Uo(80,1.5,.8)),dk=fy(Uo(260,.75,.35),Uo(80,1.5,.8)),pk=Uo();function gk(t){(t<0||t>1)&&(t-=Math.floor(t));var e=Math.abs(t-.5);return pk.h=360*t-100,pk.s=1.5-1.5*e,pk.l=.8-.9*e,pk+""}var yk=ir(),mk=Math.PI/3,vk=2*Math.PI/3;function bk(t){var e;return t=(.5-t)*Math.PI,yk.r=255*(e=Math.sin(t))*e,yk.g=255*(e=Math.sin(t+mk))*e,yk.b=255*(e=Math.sin(t+vk))*e,yk+""}function _k(t){return t=Math.max(0,Math.min(1,t)),"rgb("+Math.max(0,Math.min(255,Math.round(34.61+t*(1172.33-t*(10793.56-t*(33300.12-t*(38394.49-14825.05*t)))))))+", "+Math.max(0,Math.min(255,Math.round(23.31+t*(557.33+t*(1225.33-t*(3574.96-t*(1073.77+707.56*t)))))))+", "+Math.max(0,Math.min(255,Math.round(27.2+t*(3211.1-t*(15327.97-t*(27814-t*(22569.18-6838.66*t)))))))+")"}function xk(t){var e=t.length;return function(n){return 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n?n.apply(this,arguments):n),i.apply(this,arguments),l)}),null,r)},y.translateTo=function(t,e,n,r,o){y.transform(t,(function(){var t=i.apply(this,arguments),o=this.__zoom,s=null==r?b(t):"function"==typeof r?r.apply(this,arguments):r;return a(cE.translate(s[0],s[1]).scale(o.k).translate("function"==typeof e?-e.apply(this,arguments):-e,"function"==typeof n?-n.apply(this,arguments):-n),t,l)}),r,o)},k.prototype={event:function(t){return t&&(this.sourceEvent=t),this},start:function(){return 1==++this.active&&(this.that.__zooming=this,this.emit("start")),this},zoom:function(t,e){return this.mouse&&"mouse"!==t&&(this.mouse[1]=e.invert(this.mouse[0])),this.touch0&&"touch"!==t&&(this.touch0[1]=e.invert(this.touch0[0])),this.touch1&&"touch"!==t&&(this.touch1[1]=e.invert(this.touch1[0])),this.that.__zoom=e,this.emit("zoom"),this},end:function(){return 0==--this.active&&(delete this.that.__zooming,this.emit("end")),this},emit:function(t){var e=Mn(this.that).datum();f.call(t,this.that,new oE(t,{sourceEvent:this.sourceEvent,target:y,type:t,transform:this.that.__zoom,dispatch:f}),e)}},y.wheelDelta=function(t){return arguments.length?(o="function"==typeof t?t:aE(+t),y):o},y.filter=function(t){return arguments.length?(r="function"==typeof t?t:aE(!!t),y):r},y.touchable=function(t){return arguments.length?(s="function"==typeof t?t:aE(!!t),y):s},y.extent=function(t){return arguments.length?(i="function"==typeof t?t:aE([[+t[0][0],+t[0][1]],[+t[1][0],+t[1][1]]]),y):i},y.scaleExtent=function(t){return arguments.length?(c[0]=+t[0],c[1]=+t[1],y):[c[0],c[1]]},y.translateExtent=function(t){return arguments.length?(l[0][0]=+t[0][0],l[1][0]=+t[1][0],l[0][1]=+t[0][1],l[1][1]=+t[1][1],y):[[l[0][0],l[0][1]],[l[1][0],l[1][1]]]},y.constrain=function(t){return arguments.length?(a=t,y):a},y.duration=function(t){return arguments.length?(u=+t,y):u},y.interpolate=function(t){return arguments.length?(h=t,y):h},y.on=function(){var t=f.on.apply(f,arguments);return 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r.default})())); //# sourceMappingURL=mermaid.min.js.map
\ No newline at end of file diff --git a/src/main/webapp/js/onedrive/mxODPicker.js b/src/main/webapp/js/onedrive/mxODPicker.js index c2c4a4ca..38f1fd87 100644 --- a/src/main/webapp/js/onedrive/mxODPicker.js +++ b/src/main/webapp/js/onedrive/mxODPicker.js @@ -700,49 +700,68 @@ function mxODPicker(container, previewFn, getODFilesList, getODFileInfo, getRece url += (url.indexOf('?') > 0 ? '&' : '?') + 'select=id,name,description,parentReference,file,createdBy,lastModifiedBy,lastModifiedDateTime,size,folder,remoteItem,@microsoft.graph.downloadUrl'; } - getODFilesList(url, function(resp) - { - if (!acceptRequest) return; - clearTimeout(timeoutThread); - - var list = resp.value || []; + var potentialDrawioFiles = []; - var potentialDrawioFiles = acceptAllFiles || isSharepointSites? list : []; - - for (var i = 0; !isSharepointSites && !acceptAllFiles && i < list.length; i++) + function getChunk(nextUrl) + { + getODFilesList(nextUrl? nextUrl : url, function(resp) { - var file = list[i]; - var mimeType = file.file? file.file.mimeType : null; + if (!acceptRequest) return; - if (file.folder || mimeType == 'text/html' || mimeType == 'text/xml' || mimeType == 'application/xml' || mimeType == 'image/png' - || /\.svg$/.test(file.name) || /\.html$/.test(file.name) || /\.xml$/.test(file.name) || /\.png$/.test(file.name) - || /\.drawio$/.test(file.name) || /\.drawiolib$/.test(file.name)) + var list = resp.value || []; + + if (acceptAllFiles || isSharepointSites) { - potentialDrawioFiles.push(file); + Array.prototype.push.apply(potentialDrawioFiles, list); } - } - - renderList(potentialDrawioFiles); - }, - function(err) - { - if (!acceptRequest) return; - clearTimeout(timeoutThread); - - var errMsg = null; - - try + else + { + for (var i = 0; i < list.length; i++) + { + var file = list[i]; + var mimeType = file.file? file.file.mimeType : null; + + if (file.folder || mimeType == 'text/html' || mimeType == 'text/xml' || mimeType == 'application/xml' || mimeType == 'image/png' + || /\.svg$/.test(file.name) || /\.html$/.test(file.name) || /\.xml$/.test(file.name) || /\.png$/.test(file.name) + || /\.drawio$/.test(file.name) || /\.drawiolib$/.test(file.name)) + { + potentialDrawioFiles.push(file); + } + } + } + + if (resp['@odata.nextLink'] && potentialDrawioFiles.length < 1000) // TODO Support dynamic paging instead of 1000 limit + { + getChunk(resp['@odata.nextLink']); + } + else + { + clearTimeout(timeoutThread); + renderList(potentialDrawioFiles); + } + }, + function(err) { - errMsg = JSON.parse(err.responseText).error.message; - } - catch(e){} //ignore errors - - errorFn(mxResources.get('errorFetchingFolder', null, 'Error fetching folder items') + - (errMsg != null? ' (' + errMsg + ')' : '')); + if (!acceptRequest) return; + clearTimeout(timeoutThread); + + var errMsg = null; + + try + { + errMsg = JSON.parse(err.responseText).error.message; + } + catch(e){} //ignore errors + + errorFn(mxResources.get('errorFetchingFolder', null, 'Error fetching folder items') + + (errMsg != null? ' (' + errMsg + ')' : '')); - requestInProgress = false; - spinner.stop(); - }); + requestInProgress = false; + spinner.stop(); + }, nextUrl != null); + }; + + getChunk(); }; this.getSelectedItem = function() diff --git a/src/main/webapp/js/shapes-14-6-5.min.js b/src/main/webapp/js/shapes-14-6-5.min.js index a2d0e7aa..82c3d732 100644 --- a/src/main/webapp/js/shapes-14-6-5.min.js +++ b/src/main/webapp/js/shapes-14-6-5.min.js @@ -1790,10 +1790,13 @@ b.y+c/2)},function(b,c){var f=Math.max(0,Math.min(b.height,parseFloat(mxUtils.ge f=Math.max(0,Math.min(c,parseFloat(mxUtils.getValue(this.state.style,"dy",this.dy))));return new mxPoint(b.x+(b.height-c/2+f)/2,b.y+c)},function(b,c){this.state.style.arrowHead=Math.round(100*Math.max(2*parseFloat(mxUtils.getValue(this.state.style,"dy",this.dy)),Math.min(b.height/2,c.y-b.y)))/100});d.push(a);return d}; mxShapeArrows2UTurnArrow.prototype.getConstraints=function(a,d,e){a=[];var b=Math.max(0,Math.min(e,parseFloat(mxUtils.getValue(this.style,"dy",this.dy)))),c=Math.max(0,Math.min(e,parseFloat(mxUtils.getValue(this.style,"arrowHead",this.arrowHead)))),f=(e-c/2+b)/2,g=Math.max(0,parseFloat(mxUtils.getValue(this.style,"dx2",this.dx2)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f,0));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f+g,.5*c));a.push(new mxConnectionConstraint(new mxPoint(0, 0),!1,null,f,c));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(f+d),e-2*b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e-2*b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e-b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(f+d),e));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f,e));a.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.5*(e+.5*c-b)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,c-2*b,.5*(e+.5*c-b)));return a};function mxShapeArrowsWedgeArrow(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrow,mxArrow);mxShapeArrowsWedgeArrow.prototype.paintEdgeShape=function(a,d){var e=d[0];d=d[d.length-1];a.begin();a.moveTo(e.x+.2*(d.y-e.y),e.y-.2*(d.x-e.x));a.lineTo(e.x-.2*(d.y-e.y),e.y+.2*(d.x-e.x));a.lineTo(d.x,d.y);a.close();a.fillAndStroke()}; -mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrow",mxShapeArrowsWedgeArrow);function mxShapeArrowsWedgeArrowDashed(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrowDashed,mxArrow); -mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape=function(a,d){var e=d[0],b=d[d.length-1];d=b.x-e.x;b=b.y-e.y;var c=.2*d,f=.2*b,g=e.x,h=e.y;a.begin();for(var k=0;8>=k;k++){e=c*(8-k)/8;var l=f*(8-k)/8;8==k&&(e=c*(8-.98*k)/8,l=f*(8-.98*k)/8);var m=g-l,n=h+e;a.moveTo(g+l,h-e);a.lineTo(m,n);g+=d/8;h+=b/8}a.stroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed",mxShapeArrowsWedgeArrowDashed); -function mxAtlassianJiraIssue(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1;this.dx=.5}mxUtils.extend(mxAtlassianJiraIssue,mxRectangleShape); +0),!1,null,0,.5*(e+.5*c-b)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,c-2*b,.5*(e+.5*c-b)));return a};function mxShapeArrowsWedgeArrow(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrow,mxArrow);mxShapeArrowsWedgeArrow.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrow.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrow.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=d[0];d=d[d.length-1];var c=d.x-b.x,f=d.y-b.y,g=Math.sqrt(c*c+f*f);c=c*e/g;e=f*e/g;a.begin();a.moveTo(b.x+e,b.y-c);a.lineTo(b.x-e,b.y+c);a.lineTo(d.x,d.y);a.close();a.fillAndStroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrow",mxShapeArrowsWedgeArrow);function mxShapeArrowsWedgeArrowDashed(){mxArrowConnector.call(this)} +mxUtils.extend(mxShapeArrowsWedgeArrowDashed,mxArrow);mxShapeArrowsWedgeArrowDashed.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrowDashed.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=d[0],c=d[d.length-1];d=c.x-b.x;c=c.y-b.y;var f=Math.sqrt(d*d+c*c),g=d*e/f;e=c*e/f;f=b.x;var h=b.y;a.begin();for(var k=0;8>=k;k++){b=g*(8-k)/8;var l=e*(8-k)/8;8==k&&(b=g*(8-.98*k)/8,l=e*(8-.98*k)/8);var m=f-l,n=h+b;a.moveTo(f+l,h-b);a.lineTo(m,n);f+=d/8;h+=c/8}a.stroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed",mxShapeArrowsWedgeArrowDashed); +function mxShapeArrowsWedgeArrowDashed2(){mxArrowConnector.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrowDashed2,mxArrow);mxShapeArrowsWedgeArrowDashed2.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrowDashed2.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25},{name:"stepSize",dispName:"Step Size",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrowDashed2.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=Math.max(0,parseFloat(mxUtils.getValue(this.style,"stepSize",10))),c=d[0],f=d[d.length-1];d=f.x-c.x;f=f.y-c.y;var g=Math.sqrt(d*d+f*f),h=d*e/g;e=f*e/g;var k=c.x;c=c.y;var l=Math.floor(g/b);a.begin();for(var m=0;m<=l;m++){b=h*(l-m)/l;g=e*(l-m)/l;m==l&&(b=h*(l-.98*m)/l,g=e*(l-.98*m)/l);var n=k-g,p=c+b;a.moveTo(k+g,c-b);a.lineTo(n,p);k+=d/l;c+=f/l}a.stroke()}; +mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed2",mxShapeArrowsWedgeArrowDashed2);function mxAtlassianJiraIssue(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1;this.dx=.5}mxUtils.extend(mxAtlassianJiraIssue,mxRectangleShape); mxAtlassianJiraIssue.prototype.customProperties=[{name:"issueType",dispName:"Issue Type",type:"enum",enumList:[{val:"story",dispName:"Story"},{val:"task",dispName:"Task"},{val:"subTask",dispName:"Sub-Task"},{val:"feature",dispName:"Feature"},{val:"bug",dispName:"Bug"},{val:"techTask",dispName:"Tech Task"},{val:"epic",dispName:"Epic"},{val:"improvement",dispName:"Improvement"},{val:"fault",dispName:"Fault"},{val:"change",dispName:"Change"},{val:"access",dispName:"Access"},{val:"purchase",dispName:"Purchase"}, {val:"itHelp",dispName:"IT Help"}]},{name:"issuePriority",dispName:"Issue Priority",type:"enum",enumList:[{val:"blocker",dispName:"Blocker"},{val:"critical",dispName:"Critical"},{val:"major",dispName:"Major"},{val:"minor",dispName:"Minor"},{val:"trivial",dispName:"Trivial"}]},{name:"issueStatus",dispName:"Issue Status",type:"enum",enumList:[{val:"todo",dispName:"TODO"},{val:"inProgress",dispName:"In Progress"},{val:"inReview",dispName:"In Review"},{val:"done",dispName:"Done"}]}]; mxAtlassianJiraIssue.prototype.cst={ISSUE:"mxgraph.atlassian.issue"}; diff --git a/src/main/webapp/js/stencils.min.js b/src/main/webapp/js/stencils.min.js index 7068d5bf..97e76d6c 100644 --- a/src/main/webapp/js/stencils.min.js +++ b/src/main/webapp/js/stencils.min.js @@ -1,200 +1,200 @@ (function() { var f = {}; -f['cisco_safe/threat.xml'] = '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'; -f['cisco_safe/capability.xml'] = '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'; -f['cisco_safe/architecture.xml'] = 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'; -f['cisco_safe/people_places_things_icons.xml'] = 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'; -f['cisco_safe/iot_things_icons.xml'] = 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'; -f['cisco_safe/security_icons.xml'] = 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'; -f['cisco_safe/business_icons.xml'] = 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'; -f['cisco_safe/technology_icons.xml'] = 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'; -f['cisco_safe/design.xml'] = 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'; 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-f['mscae/general.xml'] = 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'; -f['mscae/vm.xml'] = 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5xaPlN6MhoiqGTDw02+OVNOJhU936VPDJ7WIW824pXMk83jVRiwJr8cYuz26nEZWmqeLTYrODyoyK1ZP5zeysbT4f51+9/pnmJzd+M28ItiDsjWx1UIlOunpy/b3bHVS0VS9HUePNiHFYtopcGFoSUQfVss783ifYBkaPPlXSVx0Ut3wzZW4zJcCqX72li0rMaNWT629e46j6b7ZOYV7ZW0EaYwtKd8E4xE6oKF+QeAuYpnpP7M1xmEbfgUJ3e2ioP1R0RuI66CBlguJd+8B3TqG9Ver8g6+aU0gv+R/OKUQ3Rw0ycCf64nZhlwSm3ySuSWAo+REQ9ghg+k3imgCGbG9AWPJDjZQ7jUg7vQYcLB/QkCeCBza2GlQRrintt7lkDJuwzm9rmwHuHS96QI+W4pZqzAl+df2t0oZFCIq3A08DrkJJF56JDikoLk0KKxMUl6XIrExQXJoVViYoHprGmLDziY6bxI/Kd00DBiox8cmzviZOFSVBcXEIWQD8QtyIBi/WYY5DMRqkboh0Im/ihC6PxvKreNIWNxLYbukH+tyVUpkUL03zSe1QYXEVJQ1w+ATFQy4buhC6GrZbLetVzvZK+kWRKxmVszu70muqoN3ZlWzNd3alnV2pDcjY2ZWmV8ILd3allwgZ7uxKO7vSzq700tmVsJUewyYjdsTCLqvNhINc5Bw6oTWZnlwL2DIqGhRXCdWBQ+iIOBYROcpExZMTKA+bxOVtwqxMUFx2NLMyQfHeAQjzRvEQnVRQ/KiWWAUarxJPWnjYICzzbxmvIUPxlZWi2JtjwVFI2ab3sGH5msvxOBsjjebKbExejjB2u4eRjQmSjvnZGDiIojd7LKd/cNDVtdkYmMXqSbHf7KdXguIKkzZubI6Ia1ufkB8gKp6ly07KBMWlrWdlguKam4uUCYrLPAYyIMSk0ZjsbE07W1PjqIhgc2dr2tmalhZhZ2t68xLZmvAqNo+vCQfUciPxZs4muo9YszZ1StpA9o80pob7iLfzNuESbrmP+AfyNhmkGzLeN2g3lFdu0G54gNA62g2kgubuKIXvGPQoHjtIJjVb6FGIuNNoSIxMP4rLT402RKcfMgZwPZ6KRm8yJCEyofzZOef4zveMPiVZ16pilppFqoYTDRwwJUFBg1Fh8NSmUr2ZWwK9+hns+LLIEHDMXNt8wPc2L4yC3mR2JmstZwX6k3SH/ZQ6uv6Z1nFWcF8Qd2F5b8YF0sZZcYs3r+OswNm2Ot6y8+Z1ZBCZ3oxmTrqdFmvFC1H0VqwVhsXi7liP6mkdb8X2BbmWt+IWb17DW8GdyNx3pg1enLeCO85wrM791CsZm3DT4/mr3CDadg7nFyjYwpiEh5bVq+i5XuggFLLDbUxN3J/Z7ja/ViIRi+pDWXKD6kPb07VUH2jJ6TIOfeOxRfXh9Qmvofpgog+8NEJXnRvELBHxULxAfcE6XlhFInKDiGElhcj2mGE1icjmmGE1jcjNYgaLQsSZLFSYJooP7s3xwmoKkc2uymoKkVu8eR2FyPZ4YS03BxrvaLxgMBi8EEVvRSJyg3hhLY3Idq99LY3I9jevpRHZHjGspRHZHjespRHZEjnQBvTYt9YQiGyOHW5IH7Ihdnh+gg9V6WCQk4TEI7EDdbrJjjTqdQtJy3ZAo9stXx/Fmx97T8TH92/vP7zZL4l4XS1u+yURTZrf7pKIndxo71Q6/+CI0flObpRIq1nPZyU3IioKWUuQMnl7mSLwTGEHBh0WkCiqMYxqzYC0/ACMKHDNMoVRHa1nqtORrQAjGIKii6PMyJpjPVomgItSNZ1iETnAJCZfR4rBYRoJmEmkYqIKLucCX662FsJcax0R1lfs9oj/a3EqG/Gu2KVK65C4JkfENkhPXFsMzWVE0LkKjDpOdGg8FICJVOhs4vIhBI6PhNDpriG8+zA5XfwGZkRtHJiLSR2iJ9WTYr/XZxHSkMdAiOdARoe61Q1Lj+cnfkMd3C7nVjd2jKtlZaciaQHSP5DG5XEUIrBdw+HyfdPtAe5S299EgLtzuNiaPymHy1LzXjv8HSHJHaW4O/LlekxVUDm+rManSm+nGr+jTr6OvOJC7lyHwVOhRI4OLsqIry1IG3Ki2JLOb36pOAeMeE0e3ma8Rk0/SxUp87GCwWXHRXZc5HeGi6hOLpZWLC4ndG0dHqYTzcGIJpib04hpHz+UM/FUNFFGXCCFiiYMOl3IXKr2RwRCysGZGAJDjImZ2/ovf0X2rdBNACWrxdFBVIjS3COLCWiq0yFmITonCiX7cXqwRzZClpS3yGqgBYeOHVg0cDgICh3LRaIJ9HWi0ppfB0sTwRgRMZnR9tcT+taHvCEUb/DZMh76HRFgVGrlSXVso5V03dVvPjwYtP9UaRXQc8AihQG1lIQHK5T0J3N2qicl4QBCM7gF8dZlgesQb/r4ZluaMIoG5h2Qdhz8lag3+ffUFa7qZhn11m2LK1FvYruEg1pGShbu7Wm5BvfG1kqiyU+6ZIRwb3l2MSAcFBcG30C+hbCBe4dA+KB4JzFAA/eW4tpuBHFvBTgauLeu/VqDe1PbLFgnzTJvoN7eVQ1rUG9wfxP5v/heH/XW94VZqDcWdLag3pzfbL4Rqkvot3s+FLVNmJgS+iecxezRChU5u0coUERpJnnAk5+cV6LPJOSrUBrTcaKY41Ns8ook2Bb3MauOmMPmJzPRA3nlVBiuw5EON6DHIYpM0x6JM4TIxoqi/UoMosR76S1j5JdIaMeqvZEuixAM2YB7T17A5G+2WH5KllOulvUKLzE/la+P4BnzU0bh5Z/uvwntZZevKiu1l102aX67sktwVfXF8Wm1rM6wy8z9fiPm9RfuyZHvP/iqb8SUjtKPLxqlayglVrEUzspRxSA7JKzZdukKyoCwE9gk+ByJSEMSk4YQMRq7y1kNHr2+kLBDNZzoCoFEjAGJEW9qqKQ+O1lJR/d+OhVqGXMH8wuv85plDFIKBV7OVW5Le5zkhZZ8X55zLWiCECiB/UlgfYzKQFpGSROTw6QfIiBYSDhJ0ItsSjNgUhUZtu3X+Q++0t6riGCwZ9HC9HGBS0IM67JF3VxJiiZSNJGvUamVSfViTxGBugCD60XbUz6Brhiqxj4PDs8k4oZMGoXscHdpcVwn+m5mf1lpMhugDZdXBbK4Rojp6kUPIR7QVqYjGfQjJSoIXEm04h3jQuSK0plP5IFVihca+7wx0QOjO3acIu4eAXqvOrpvsCC8MQkhq1Qv1gSRmnTTQ2hRyQsoaQGTx6RWJBXhBMVlhQgrExTH6pzQwJO06TSSoLhmZidlguJI5hAZ+JS5bBtJVFxf/kHKBMVBmRcLgj4eYDsKuqOgOwr6e24+J3AK1BOmc4cAdwhwOwTY3R2w7GgLBngAz77HZiP07SmnnM7vZ1ApZVS7ULf1kdqtj7qoq8PSs6W8xXFlUGbmpbLfHtGNW0fACLjrGowzgWCn5Sn0LcBSofpJSxuR4AHhyrOhwyBrflQFgyPel3yOn7Fu7bzMs9C2+t3JUTuoDu98adba8gej+gNLpdgffGvxUT4/qRT/g3w3qHCKVQr/wTkEVirhdid5aSzGu+Pyz4e7omBTkj9etnDjhEXlUR85muEuUyzTa96M+U8qZKPHE/B0l/l6vBEB3rOlR5hsemQblfEuE/IV+4NvlBsqyUNTQn/gXKMxAFTRQ5OmRdVOt1rcEYn42c2C8+T8y0dEtfq7PsOMTo/sCTohAIfypO9p6nH9mmmWJ32riU+s3KzvyBh/UfpaK0CZ0W8nWdF/8AP73h+X/9W6ojVd79/N4R5ZL7X9TUTWe9e7rfmTdr0v59xJuHXEQN9R+MdVspTapAvpJTlQt1zLnY7/OwhPCzFLz6W+VymW6J5Er5MRK4lOFMSdqHAAzgIiuw911ibd3mJecomoCNXDJwyHD5iS9sEYDMMpoVioNXBbWRe259IlKNW9p3tR10KRZ0R0qFw7Kq3zj0SqTfuRGs6I473wbam6250vBI1Iew0KVMmPX4mWdenoK1FivshMO11EieLGAZFBzUwNBxk3fKWW6g7JQtEMig6OnlRz1KLngGoOOJ36MsobKAkqEks6nLSUP4+UPhhlFir3zmUWanCra3eQiv2I30CzSlq1O14tw7raHVgrleoNJQJcuQP1GTer3UEssMedl+Tts1btjhL3FpXTp7N8l9NQl8gaJepESnRhEqYAaH3J2iTqXXUaFUHBzPfE00XxxLlPFCZqm+Il8VMv5rXtkqS4sQ6xz57aAxPta6NFlEzXVFRkK4oNgvkgK+PyRvEkKyZJmaC4LIthZYLiRRpIUiYo7nAWVMvham0sNeb2GBLw9dNIYEqV02D2Y+KBbsKCzmrWQTWin3QJC4WrdONNofu5ykEaAWROOcikZo++6sEJhzkHb7Cr0bDm1uYZWMWPfFJrsWA5paxT96SbYmh3VJnuy6HuAKkk3VLnKHnCin8Ti0CaE6pnJFIl+dIRHdXzkwwvHdH3KIguGBQfIrdU/aC95A0tszs1A55Mha6kM1q8JUm0aw80hwDsVIefrKNbnaoe8BmhYzImbs/H4LdTBpNMRKcBKbqgt0O/p0O3p1Ipk9rFnh7kEFi6PkXz0Q1YdOIR0iEKOBL0NNLyYj46QgK1La9+8zK1agrwNqreWU8WhSgjvjAqKuSmoMJhazJwhIR4JRMXgBEDEzaoM87faO1UVL+xPl2q7XccbWoF8By+tc0Al4WqXD5dZU+lEToWW9sMwJF+BkU1WRW3AwhhbgaICMsbia12lKxmLDHksK4ZBesgYAU6V8YFK8y7TeJedXyw9l7rHhp41j4/jiQqnmQYSMoExdF5Cw3c6yJBGrSYuNcBE+yv0bq/pAaHv77725ud5OV1FWHs7Q1Nmt+uvaGqLJ4MiO5ZnEOlPD3BermOUrZ8QyxWtsuKA+Y+dEoOMrWqZvIOKtavmQwA8ZJCbl+nvZJMqZBMRA7VrE/TSu/FfE0ABKzQjWmoWulCSiMO2FEJSU+TxVOlO+g79M0rJxiB1WqqyDenfG128gSzk/yVfuNroUm8zrbBnfvLeVYfKXMuUAKbmajtiP2S7yfnq6k4kPE+E9VdZUpkVYO5tqLpE8l3ZlqQBUPwao80v9MZKZPCMys8j5RjsG0XVmFZsLeajduzR1rNB5wqWhh0bZ47XRa5MiYQCZ7JHLASY413+RmNFiN6umCA2FUJFKJZ1p8IziPnVEgD7t1EJXDzk/nYpJXFAL48OCve6LaDc/6DanYBSKS1xPewEx+Omy0nfDwRPl7N+jxBWJHBX7XZIqcTWORJhesbDzGIkawUTFZ1jT0t3wmBGJ3VNBobHrEPZgwfabIOhhsmCUV5NWUhPqAbktxdgoxRdF1g4lpWapycv0LVUdbuPVHrnESLDVJqIu/NlPSoqmHmoWIR7km/OY3oi6eRJgscgurJvM+w5ga5X929itWkmUfb42jhnTjLEc8pOQxI1Sk+Gyh29xgrxKkajKnScUjBFd3iURg2Yn5S4EnAW6Q4hPzFxjfrMbO3yIRqOOIB3RGTJKh9D+MVMm7ASHfIUARUyJMxzj0wp140vWp5GG4Bh6nFSTe0BBNY+tX2Xj1iSumZ1pIcIXgv18Vp/MBdDmotIUu6d4xZ13mwP06zeyAbOdLWG3XCdNXWowvkEvEOTE8iBpbDNay7a3uzHjGups4AW/A0GtHIVXNf7G9MZADOklDrCcsVvPPWSA12ZCU63DPVuU4edauHYVjFQm8uGGulgQ6RAWNL16vqaA8xjEbYUBrovZjck7z2VIMOrqATD8ycifPFH6Ay5G8rT3VeijBVzlKke14862QhuIz2oQW2rBP6q07YkvG9PVknaseqgiPlkLTXR74sPp+dF9xW7MW3kP2WSYH0kv/hvODw7TU1KLbnarwGgUOCK1NCA0S0QdjDJquAsODN88qJ3ihT5RlfcUVuOSwQ2WORkdU7eRVVJ0LqyERV/RNpeoIgzYAWwQGf0FhFxeUd3tTy5F3iXQ36+jSg2eFSZw4YVf0GtqJGxfV9gEe0FJ02u1SAZYF1OAVMs3skrPioSq/ZPqwHjtC4NKDSDUVm06/WuRWOL7zGP8bh8/LNJnCEXhrNbjo6WR3OjVq31+H+5l6+U3TMmZIklS4i0chZWbIs+J11n99y1+gDCC9NjUnrLiAh+wN5cx5n+1ql1k6b85oqtnbaHFvzJ6XNWZYHOJwIS4s6X+JYNVCARaV2WKqvkX4E9YQ4bkShbGYZ0ZEoIzu9mMzk1jYdkFHVRDlRQEYZ50TQFl2UIvvGqMhdw2CFMqJlwCMRo7FEAAQCNTvqsdydSrcd9RAzF5bW8QS5f7QfcUhl3n6XIXH3aJY7kolzItJFO9PriHMQc6BapSJpLiziHDnxq4lzUFFqosX5cTlptJ4riXNATcri6+a87UpOh0bVPQg5EwoZqUyzGUDj+8qfKu7iskcv7trj6+eMr9tRVu9CuTXAKXV1Y/ZRU8UwdOoVFqyCTsnVhc8paQAYPNWLbi10Solc+vD5upIWcBoSz/KQ7x3xBq4oi9KKa224NYNrTBW8SeMKikue0EQEZA5V6ESpVcOnXPCKRSJGCwLli3UHNcGn7cJoJSQPDfh+WU1GxrnItHVp5+blPJRkuLIqNYOXmb4OFppb8cr4wbdSEqqInXCUrKYZqGNnPHkndJtfmFADXM35ydVEKPVUyFxc9YP2Em7gvuGpGSjCIGrdAloqFnhnZ2s+GdhzDu1oRzcIW/wfMDiOSTAelEe6wSUjXaN1XDIYtGJ8p/lGmUlGszUTk4yma17HJIP0OASMaXtsMMmoKWAmGb2SVjLJwHamizadGz7XMcnQFcEUVw3KI/O3mS6cDjYE0wYweEuOFDwWw53D4NHrtKUj1qu2295PZVXbeXXlXG2HPXLcDhyvLL9pO7BVfJlBaXbR+Wprv8mOVxNPF7afcXHiLZoZscS20Co2GoJpvBiZxRqCoUi9aA9lZQ0/fiRj48m3HshZT7SiCYQzm2RxTTv3Tzc2BTMZMl/sHGtGLoTYZFocPGJu6cd5xu8bbAr2msPALhuNnA0fKfiJVjXDGcTaPQX3XoftiCd81RZdaBLJ0kkygfZbvbDAw2nPJT5wrz13IASJqkgTwqU3YLWYkQjRdE0dp6axwfPWbwxmoBbhopE2fbhhKPpV5WFSqZhpGLPSeIBS9B+vsV/XR72qyr6lxR2chsS3vGxugPh2zR9+nKB4+60EBwhSiCtuDVUBHNFGEwu37WiI1SKEIGIGeCunNk64V93OT6vxDVMbFGU1tgu19+uhH+W2ymY6tAq5u+RX3KRV1ur/dD2LVc2y7Duio30g94C8x5u0RFt0MtyliGNe0xKtdzLFuU7DLCntO72F4pJC3kXRQPJKJpy2N+sRF3L0qU0M3kp8wibRl0qoIa7jFUiZHDTscK6Jr9sT7lgV4jatrtv2t2jU5W3PISO2c96iTdc6GdDEUiHiDRp1YZO7vZG01dAm8lZb07et24ORkNdtDybqAuP4wvbgOCXHDUjjbkF7YtLG4ZanasFVxCcaKI24nRaDof6qOLfHBlSVqjAbmHBuwl94C1ajRqgUqyMsViPHRoTaP1QrEsaFEdnTMuzwmj9UkPLmxxL13n/4+8f/fn6zk/W+rtaPnay3SfMbkvUmPEN66UuT+GEZHz2r+AA+8m3FY5rLSdzZI66/cO+j+P6DO3uEKCdbwR6B2DOswPZInHB6eRsrSjt9aozpUwibDlRrRXUxtFJkdS1WxTg3cFUEvNfieypZw1owjMdksx+SZXbSq+0QKOlD4lON9zWfudskLm0KKxMU10QNCEZGhGNzHhWXPkbCikVMEOsdR+lkjdiC763v+kXx6Wi1B3JcL5x0G4PWOjRkrDfTY5D3PvGAVdmTMZkhcayTC9Dv6q+MfmKSVfqWWymWK7uV7cKh74wlmpoB5YnjAFImKB4gZCFbpplfZjBrjfQQOg0GlXB8RsBlaq9RgMsazo3v9m0HXpba/iaAl51zw9b8STk3lsdlr+t/jLpv6yJcANGpLYC6WuXhRm3fTgfaLC8r/TGmpJQc1by6dB/cs4J0HydMV+XlS+maWllmR1GsU2VnNkUhcMOlTBhJTUhCO+8GBvlTV+GMF+FrtyFGUPhSIUgzXgQh7Y4XLfV6Ft4N6j6MSevKPcqn0n40Wsjw5uiMU+5ccO3cb+1IOzgIla4QYTa1LxSiPZp9r4p3Q8Rf1JSE4g39bRkhpY5ICCq18qQ6spLqq8iRB3FwTopMx1mDnlRgQGTcgzzObqEkkoPQ3jR4N+Cb41Gv47htSQ4n7FsKO0HfJkVAPDroZ4qpnxYLiADNO3S81HiHjnfo+Hmh41hqR2FSmJtzbCcVEgfFNaRLymhQ19M9OnBN/EK9EGJ10MBTL62zMa0RZSLG3KCAc0jdsN6SytQoas6Y5CwJM7HopiNfCTT9ewlmHTHcjK9ke4IZ+Upi7CZeOnoVuwmytDN1iGQ3wRp2l98ElbQAEWwW285vQrQqdHmlRbual68NM5wQ7Y7HcIIEqMbkgI4b+U3QGrTaEWLm9aLU+Q8kTIhuFzOrdeh4TU/MIVL1SafxMGKsoyvfqSy3UimT2m1BKvHMSICATLi3+IkYGecdBkS9LYVASG3BuyXM1MvB4wVjvbOSyHk3VhKsI7qJgdrisTLOhy8SWleD6XL5UoBINRWnu8H2XOMfKdd4+b9vOY//Bw=='; -f['mscae/enterprise.xml'] = 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'; -f['mscae/system_center.xml'] = 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kpJkW0rtIPnfsxj+gMYEMny0cSTiyryVeWpdRezL1X0GRkkfShUQsIupANjGZYmklOTgQ8yqPEygPmi7KSasaGljKizIGu4sKyckjqgpLK2hd2uHpX6esutD0nu+DIC8TSCWehhpMQVQaKdVrEDoBI+M7E47FzI4kn5WRKCktQBEDI3i66cjSmYhK78jD9orcGlI9MKUiJB/jIOkk8MsMoS6hE/Q8og/4gxfVA1TkaBLIhEKCkN8k8rcqZReSkynUGkzgp3aDg4DtBDS0wlJykpMajICTiHEFDS2vLP8kcvplJxUYyZxUtSraIyjd60qjqLkqlYXBMOJE+gkLLDyZdq3JSecy4uuHHNkYKGEzed+R5UUVOV2N1NfYqcoTJA/qG4qwXXas/XLSSF65/py5s+HTNn7/Hw=='; -f['mscae/other.xml'] = 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'; -f['mscae/deprecated.xml'] = 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EgQ+guYd9goytW/dAy3a0avssizbB9ol1FxNAbqMNsrlmlBYeN0UAJjOefj7ovQhaQtNRt6cMWySV7cFwX+OpN5maVwFwZ/UHACefwikyQJ4Jz5FfsWL3p1PmCZp7NwNRNdwRS6gBKOl7+w/ORAfHMzxSKZUGlxydb5bYcfxzw7htf/5w8+7p8fbNw3FYpaE7//kMZi44J1b0+2HmXmzmtpj5+j1aus+U6HFNMxf95FavuyVd3i1Nm9PAG4igTBwA627Jv8YxPzBNhcqS45eowGJhsiHPXmHBQmXbCSpbK+4IriO4rhgfQquJiiDphSYidEeExuVquqXgywJz2oyqQ6Tp3jE+3aNGLNRiNM6cBpZDjo7FT1tpSPDYgoekN6QIFXYpXwlfqxbwnULf1tgRRcBSCV+2jTKLvoAxhFgD8JEabCagAvAeD1TbqE+2jdhp2haaUs4GOXYk7NDWoZNAJuSex6c6bI7Vxvxui1+2aqljpDhagAoPJRPCcd9UmwdUzFglDEIy0MWSWmapRWr8tEkgtmksiOOeAGMrY7EUlhUsJshEhMnuBcadqJXvDAgPuY3NUpNV632UKTHJMzt2cU6FV5JymJExCJ5knNa0m3KFhkZ7V5PH98tiNh2V2DI5POUaOjbHx12jjY/W0ewfRPYqpYAloPYA99Mihzm+8F1jVcfKQLmFPaXKuZBinwBH2Zi8mho5TNc2HJmkyUkLZ9qBqTVnNeKhTmhh8dNmrN8B1VtKDGlp1UxyAKs+rQmVMW2xMTQ+hNHFVvDx9oPjn1EEDT/zoLXcKR83XZ9Zr1IBFDnkvNEFMYClVbtGQ5uhQgngVL+KpJnxOaM9E/ZaswlCZvcPdqycUpzUTk5tg72tdo2e201oTSA432rvD+pXPsdwdqzc37X2gtHzRaN1wyNkdv9gx8ptpmRR18BNvP4Th57BwEj8lOTB0jUT5XaiSrQl+Nhj3hh6lsAYavM+57sifEMvaMyRB621x8TNSQoJ7FNswZ6EvTCmM/K13MXu0fFaHiCeFD9t2yCYJSbx7bQEPukkCbAEPt+Rg0avIfaRDwRWdZhZsIMSM39CC2+grLZ5M7nloaCqKkvGkwIf6dVTrpr0MVM28neHqgwnb8ZP286Tkd02HfttOnQHZHKyEpSq1+/oxZG54AL5Nb4BlNCfLBUTn4WJ50vtPWAwBBOLXLb9JxP6IySwbmrb8AFzGb0Xm3OGT9vwW3RJtOy/iZ8S+B0fcHx4omhxpMAMo6Ssnws/pKeqMMHSj1xFETo5THjyM42CIfyeCzMSlKrXnwBL4BN4dEfNEyO/JomOEbzWdHRGmP19Re8oHrCeXVgZAWOi9I0LHRHh8Gk7mE0HvA+Ztwl8dKGlwBL47AtQOzaMDTyaPNeElbxoVLsyMoPHT8kOL1dJssP4sIi40oaNfMDH8LqUdoMnL8gllDYAvwfnWi6OiQw+Ba0ywI+fEviO4QvCL64/AZbAJ/AZp4ZDBcJFKbDl1KAeg/26G6tgk4xc8hTm5BlOwk5UXwqYJPyNtnb8tB3xxm6wCBr5NIESATsGXNCMMZPbUq/czJqFL0EhtzxbBS803P360cM5DvkR6j6O+bYP4FBFmOsq5v53Dnd7mkD6WYuPAP6Iev+Ieke4Lz/qPeJD5ILVkfBmL46fdKeLi4/UVo0fEBntAWEO6+7+wXcSB8aASKzkvlocGAj5Iw6cjQNTGBjgJucjsf3Q9rKsS1uIjBaOHR3Tgq+4g4Nl4eIi1zf+wKj98GaHgN31gw5rZguCR9qGhcO+H8xyUbev40/SQhmsWGm5S49dHm8+720Nq0dkMnbKgI70gqFCL2skGNsN8uhv/ezmIPzBrmupgByfj+AP2gy4o2+/J8cAt6bxbEv2XseRiJcecQcv+XcQcU84Pkha9LLNpQf4KkJ8Szphc72JyNjgg2GRu7bFfNq8NgJHTwCLoG9VWd0tVxnZ468P93/cvjnsSjs/vU/zDNY42Fsr2v3nWONfr766ysY/ywyvmbnKDP8u66stlDAOegXMiIm6Ft22FmtIB9St47tVdrlk9K4kWDOLjmJLpX3Y5CO+iWrXHxTzag0zvgCTJARQqx1w9tqdK02AGEJkc7Xx1S6DFLf5TdV08haeKpOh4JVpKXeb3gcVesRUBqxXk4H2aNi7STJSZeuAjooEToTMRc2lQl40vjHxtc/A5RWjQ75w+oTeW5tDbwQZHfIDPdzIKx71ssSMK4rezZt1W4A8ZgrXEXKh3E+oqYM49Eax9y3xly8HWLC9Q1EI0POcQq+lRvon2h5CNsjZoV55GzKumR4GFeCvbAsmfqVQh5vha4I7ko+1Q84Odfsp5P1nmQOC+C5al1kzQy5lU2EodqI1T8RfuTVTDm3h2S944dQVeqNxt4ycuMPKU7Q8emKKvsiMHNxHocMHsCcCxS8WvmwffRR3jg5gdyZkNeIq3FiC3gQWPPg9lYr3mPMeqL8F16LnPTTMSBUAQ5DRy+PoGLjCijnhBY8fv/ZHD3lmj18puIKUNqTyUA+Y5ImzaNRi3XlJyBoSdoa4y5DIId0y0QOjZqgmktPTxurjdfRyY8lXCOJs4pARUhP51mXOi6oeZOpjgGtJD8sel50CYsCQRI9My9dzTjpgG4BeV0lIL6BwIItDRzeVI+FQuCNJBetR/Pf8cHHmnLDvR10tNa0ZUPFjjcBgoKn8Xmmm7An5mGpbWPWi10czYFWWmuiSpafR4xFT10s6X+HYov7TkhbCr8IiT9GD7KaUGy14hERI/AoauobfoxWCLIWrTmjF1E5V+CXcFhk600hjXGt8FH8hA1c3fXJbg/cEOqZJygjpXVKQqRMfAArqcX4c2rYkyqWgZpIiPuJiuRWco9XmwBYaA4EaQB2cBrJrebVoTyv698BlF6r0Jc8X2ScT6t5Ri0yCMlxtoUrfhNcUwUCGN5rdeERKQgF1MsEbLupK9TAL58zQOWMd1BIT0A2XpbGuCVoyASnRUSxxPZmAQtpvsFe27Qx0MWTsDOoH6FB1EtL3pWRpdETtjtbckYDp2ZUEcNVuTwmFgqw2ynB8xT50QtxjMRadRbEhXiKtmZ66rcouG26zN6B+lpOcxLu63UZySUZaMScCZU7NLglBapKhOzHxJG9KCPSPl05qpjdqTQfFDtUzcSQjCvdT0us9QC6ulzzz0mdczfWtYDBYo+ZrwUHY2QoX2MFpD6ZDFH3SJU+7xotTKTmcA7wag8Qhi6zMN5hB36O0Y+spgbNAjoqvDavVklN6UDYL94EhB3+C+SZ9yOypb2j69SL7Mrs5ThsZw59/v3uYY56m/fn+/u7z8X+rQvvddKoNfIbYPmQIvfjgfkyCWQO6PL5fenDimuFyeNj1iuHy9cyXhMtNR5m9ka0rZOPUQymdNnhs9adxx1idfPrStktOZ+Uv2u3BiVdn/9gSJuH01i6Wf0CkfDmPQbz+x1/936e0pX/e3B/e3n16OOwQbovN/SNv6Znk2lfLWzI1OUBn5S1VzXyGIH7pz6ImTpXTh6lgE7KNTUlL0d7fbjmdBGwxLLztV8AIkyXPIUfzWoqqtRnnqqpHJnAM4bK55sSJGx3KBiCboi8Fo8Ud2cEdQWZXNkapS5VS3ECSY9QIFelcjORVpMXQOxK0UgNQc65zfXfZx8HlaAi3pb1tyfou8bMjP5kr721ybrZd9niG9X5aa4lVSNai2GSH1KIUggH9BXz0RTP70MtlRn1DO0QRt7NDl4alOMj+fu9rkIYEhCkb4vR4Wgj85vVEdGAET/OWPcwSlKIgTBxiOEp3U1utE7uZFc5TwY1NT7zMCbtA2RYjahN5IPGZgYJMSIAYQgRjDWkRGNeAcQlYKXRJoRsQguz3tOQZI5dTacUUMRJ2lfCCwdE1oT8Hd1fjjChSA7fqPuIWuZmaXmRS3NYIG/KZmkIEaeTtAfFC25NJG+DnHG2j2GsDKGmlsDtmeGMMmunCeTiUbV3KbKDMP0pcnlhlyCRUEGV0oCMCJR7gcHtNoL/QrpfADqW15jJZUd6bUhDbIVizBjvyagEovcxjCrcGrHRAZuIkSaFdJZW7pBzRo0eUOYvVAhkLA0COpVA9FYQVQ9K5jGxDYHXdATz4mUfb6H5LoES4eNGoukMyZ6CfHhmjTLiA+CZ1JrqWpoySXBAqZg0Vs+8IJBJmIsIULFxKDCY+oEMmE4WQpwzH73u9b8SLhZLy6ZCh6Gx1XWNCM49ez2PhyZUALWrzQXmqvrgrsrOELqhcBYLOwhR0FKGzRs8Fch2S4bBVybDNQeY8OKpBALgWlTpSkfT2wcvROP3YqQLCgROyMLwDW8SU8lOoDi2Xmw0E6YgJSgSpyY+GKzSbpcyF9SDISioZdciTTN4RMkDOu8G3dykxEHPghSwZXnGLNjtLlyDitmmNN4bJRF8xu4Al+EjZI4WbXKjDmyBnsV8ld5XzlVrym+EuO9SW0IOVQDGESe16e6I0pW5nXmDFdL/c5azDpWRmoVYp8ct20mnmCin57HKlVShQe7q8cqIcJUihJU6umAzgOlKIc/IDLQ7VACwK70L7dOz7r+WfxByo84YXFE9q0L1v+NocpE7r7oLB6jKLw9Ud6Mnrpd+lsAHqk4/1E6+H1sfZ60fq+Ye4Lj0GbupnptEaxrQZ4Nt9YYHvuVHH/+f0vH68Pzy+eev/9cufjkOrot/HeX/Evpt2HUW4ahPNr9e54zttoDkOVdNX7iT1BlnPflFAHMLhpUrrXD09B/HQX0CV1vFXT6hGbAfiOeWcgzncU56qPPjp3ALcYqvETKo7d00YacVjKTxMlC4WTifGQ1Rz2ZDRTdUa9ZrraTgIlTNkdI/FQJDJ/cpF6hnv4EDeqFKZFjlghR+B5zX3ZERxKUWpdDpXIF8yohzRmotH8CQr+lqIzB7/LPQ8sIIYc1CcEhfQ6tvTOxQM+p256GDUFproUD8aKuCM5hzG30PL3DXEUhUPUhOEGkg0tp9piVLoT4ClCLg+NmC5TwY/067fG1wXyObrlbMUDKVuWfK7Rl5WshQAqv78iKWSO649zgVqicYtnejCthrkI2LdsLbosgI5AtuKkqDw0vBKipQCAIlLeDMUNJGLsEWMDWeRlMIAyIkgbTkEwBl1wBIY3oM+nmu6FK59KqHNlK6jtpG79RlFXQxxXA4EA1euZ8NPpG3oUCvyMLg0itc70o1f0q5ykPHe5RXn3Jek1xXggnwot9jIdh1jDacQ5gPVKpPIgcpkn1GeufJNJfOAtxsJ/pH0ObYWqGSrVA5MaXtTZm9RGloMAgi1uwhftncXwzy5vgRoH1myFshhGrDL+5oE49uuoPAKqdotKXGkCmRqITtCtKBhoaDJZLBQ5WemVhorIQuGayZbh+4aKpQGoI5kKnqly0ApM4lVe2QFR2t1pbVSv++iXEOg1GYz2DqbDEV8z7FmLginroYk1fQQFMjSqNFsB/tytjlAHQtrNRT4wrtSSKrxDY0yDRUmTduCFGFRhcOADnZ9uANZUlKoMnHAjqK95JrJ6lXsqtAv01xUnVueoqDPpa+wc0YX9PysS67nGScyoeGeaeNZgIsrplddMivmWvJcjxVToDW6SCxBZgdcTnZThw0VbkcrZkcYZwjzwxh7r3Jul1rTk6HmKtfXm+vJgOvl5j0d7TDfzKUdRo4my4ObaGZ6UOR6FelGACVmCSWDhfOYinGEnMtgKDUO5bh6jauT5Qc6RNq1/oVh3leaPFZjqxAfbtVAYYtx9H3DdaXTYC/CvcMnjUb4NEfBa02vDcKRoUcO2d8CGg/SSr2Pe7hiC/5mSqju8NrqUIGgNjPkau50rYUCKNyplnxw/AIlCZViU3LshU4ufU6p5lLCnWvlhOroCd5eLQWLBlQLcFuvGzxf/ppjeP8H'; -f['mscae/intune.xml'] = 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-f['mscae/cloud.xml'] = 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'; -f['mscae/oms.xml'] = 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'; -f['mscae/opsmanager.xml'] = 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'; -f['mockup/charts_and_tables.xml'] = 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-f['mockup/controls.xml'] = 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-f['mockup/menus_and_buttons.xml'] = 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-f['mockup/misc.xml'] = 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'; -f['mockup/calendars.xml'] = 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-f['mockup/advertising.xml'] = 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-f['aws2/security_and_identity.xml'] = 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-f['aws2/game_development.xml'] = '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'; -f['aws2/sdks.xml'] = 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-f['aws2/networking.xml'] = 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-f['aws2/mobile_services.xml'] = 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'; -f['aws2/app_services.xml'] = 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'; -f['aws2/storage_and_content_delivery.xml'] = 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'; 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'; -f['aws2/internet_of_things.xml'] = 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'; -f['aws2/developer_tools.xml'] = 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-f['aws2/database.xml'] = 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'; -f['aws2/administration_and_security.xml'] = 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-f['aws2/compute_and_networking.xml'] = 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'; -f['aws2/on-demand_workforce.xml'] = '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'; -f['aws2/deployment_and_management.xml'] = 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'; -f['aws2/management_tools.xml'] = 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-f['aws2/non-service_specific.xml'] = 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'; -f['aws2/enterprise_applications.xml'] = 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'; +f['veeam/veeam.xml'] = 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'; +f['veeam/veeam2.xml'] = 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'; +f['veeam/2d.xml'] = 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'; +f['aws3d.xml'] = 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+f['gcp/management_tools.xml'] = 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f['gcp/product_cards.xml'] = 'xVfJcpwwEP0arl3ahc5OfMspH5AiDPZQHsMUjLe/j4gQIGSaUcZVuSHRT/3U3eol43f9sThXfcZIUzxXGf+WMfb8/tgV5yM8lmc4d+3hpbz8KovuYKVYxr9nI8hiiv5clReHei26uvh9qgYhRo5ukzIG1LitWcHdqe1Huf7StU/VW324jIi6OVZdfXF/3/wpFASftJdt01i1ddtYRvdu76HtqseufWkObn0uhgOHr+f2daD67o7SAhRzh39EFMezTnWDI4gBo7YRlJCR7tUQzkCIACEoCrC/uQoA9og8x0gZIGpFigJNg2iJK5kcdQMidkjp4uX+M4cqAkzt4FcqKSi6p/Glc0roqAX4CHlnboeMSx4sP2gc9x/M69XgA4n7Ler9/ilVsqIJOUaShAzFdE1PknLgJiSqgcqQJgkpEjw+mAkoEowfpQIkD0ku/T/RXMZEeDdPUgIVa1OCwN5kHGc2cihNiv50hLU44l7rUCJvk9/JK5+8jggRvi77MefOh/p0chl6+X+da+2WKwhptcHkIKLS8K3unxIrg/mSwjBkhTAD0xwYkrns+6LmNoACwvA8JVB5LC+GqcPqJkjkhsLYk/f2/jfhiAZ2g/j+UgIS67F9U+UFA42974hQBLjeIwqvvaEw1yCxihYZOhkQ0UnzjOFAkMQVmzoZoA1aKWNKEeB638yZ6QrfaA5ap5g6GRDR+V8ZmzIOTK5T9s9L0RzseGA3fxTl8e9lEhK47XzzL8nguQYT9nVG4e+Z2IZK3YiwSRlxph0eqLxJ3jb6mm8D4ktHAPQlG+AsxQJcgDa3AXZuJBREk1CS/A4hm+l00pVjgPAxuzkuzBDf6EoFKs+CPlfY9tkfPAI5B6WzoNWdAmZqdfEQil26lt9J7SZELx79xm3l1MddOxzNaWQejqx9eHjPoVUVSIO0mo5sBVAYzdV4pKcRYjEeTVPFNPeZPCSaNh6tatLOeCT9CLMYj6ZQW4xH8972eKRWtuTerxtFZ3Gmp7Nn0IDcwo9mxZcSUCHdYRTmPOQcRAXfjL2vLX1+1dvlHw=='; -f['gcp/networking.xml'] = '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'; -f['gcp/big_data.xml'] = 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'; -f['gcp/machine_learning.xml'] = 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f['gcp/storage_databases.xml'] = 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-f['gcp/compute.xml'] = '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'; +f['gcp/big_data.xml'] = '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'; f['gcp/extras.xml'] = '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'; -f['gcp/developer_tools.xml'] = 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+f['gcp/machine_learning.xml'] = 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f['gcp/identity_and_security.xml'] = '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'; -f['gcp/management_tools.xml'] = 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-f['rack/dell.xml'] = 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'; -f['rack/general.xml'] = 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'; -f['rack/ibm.xml'] = '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'; -f['rack/oracle.xml'] = 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'; -f['rack/apc.xml'] = '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'; -f['rack/cisco.xml'] = 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'; -f['rack/f5.xml'] = 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'; -f['rack/hp.xml'] = '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'; -f['rack/hpe_aruba/gateways_controllers.xml'] = 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fZhrzKoNWCBjBKNKx3Lqky+ttJoGHzNTvm+TnMIp0LLcu6fK3sbcbrAm4KPkYRhGOo9YjGxyo4LzpGlE43sDRpWMYWTieW5d0nq7iVKbB+E6zZCGKbCyzHtn8st3faCbqsztFq9+MYGTpeG5d0nmuNpvCNOzn3ucwinQstx7pYMumtx8gchGHi41hZOl4bl3S5fUnvqasMs1/wKRzGsAo0rHcuqSDfBidX3LnzIL3W8YwinQstx7poHgPDrRVmU5mtr3WzGJk6XhuXdLlFRfOW6Axvd3B7exvHqNIx3Lrki4vuXyn02GhbGxnf/MYRTqWW490E2RB65z/psV06oNDyJLxvLoky+stXCVA5ZloZZAxjCIdy61LurzeotUfFaaWplsdwyjSsdw6pFsXrtacSHRduYp2AxBRNJ5Yj2R+S2bWTBOKdvZ95XiILBlLrGsHjGwQRrOK5emYbcgBSB5+TrJGyosgevctVZZ0C3IAogpGiXVKRncGVZpk/7EfocpFafXJxewJaiyZrccBiCYZQ6xTMrofqNKk244DEFUySqxPMmYvUKVJtxwHIJpkDLFOyeg+oEaT2W4cgKiSUWKdktE9QJUm3WocgKiSUWKdkpENQJUl3WYcgKiCEV59cjF7fxpLZotxAKIJxhDrlIzu/Kk0yf5iP0KVi9Lqk4vZ89NYMluLAxBNMoZYp2R0v0+lSbcVByCqZJRYn2TMXp9Gk9lSHIBokjHEOiWj+3wqTbqdOABRJaPEOiWje3wqTbqVOABRJaPE+iRj9vdUmnQbcQCiScYQ65SM7u1pNJktxAGIKhkl1ikZ3ddTadLtwwGIKhkl1icZs6+n0SSbh90ATSqGVKdUdD9PJUm3DQcgqmSUWKdkdC9PpUm3DAcgqmSUWJdkzFaewpLZL+xHKGIxrPqkott4Gke6V9iP0KSirBSp3n1/Mc6wRbcEtF+8mCmIe1kMJosuZj2ZoZbLeh6Tlx5iCrZ5pSE8IxiV22x6pSEIomd5m6xMA97YUxxG45my10nL1fdjVK27vDomUeL9GFXvk1loLfN+TGdvTUU9gNbeYjAa05j9TZw3cQSjaT5FGqYzglEtyZsFn/KMYPp6K/r8qSa1wOXe4jCq5rOnSauB92M0zcfFOJqXqh+jckv5S0Aqgvdj+norlKUcGnuLw2hMQzR+7dQIh1E1zwSzj2BUbmteqJ+G9PWVX82MAzO1vuIwGlG/GN87y3MYTe8BzoQ6504Ooyre7en8z2A6eyt7j+oTsBYZjMYUsiB0KoSBaHr3gYbbjGBUO8oP7Z1bOExfXzlvJhx8qfUVh1EVn5exrrd/GYym+Vs2ZnLTsB+jcksk8e0Qpq+3LNTj0b56eF+KwWhMIQf21KkRDqNqfqKhNSMYldtqbK8PyWH6emtazYQDLLXe4jAa06msBnYCo2keEnZ3OiUMRNW7o4WYRzCdfeXyn3d+sziMqvfJ4JtPAxBN7RMTdD6CUalB9ovObxaH6eqrNZoJx1AqXcVBFJ6r3/79GYii9RUOevomTQ6iEcvq6fTZOUjfiGL296KJtESVDElmXaXc6Mzu3gAE8i3UCfEaNvcGMCo1vLvXDSAq7t0N1PqIgWgkmX29AYiub2ZbbwCjqpzu6g1AOvuJ7ump/UQhGk1mR28Aouqc29AbwKgmRPfzBiB9/cTs5mn9xEBUpdO9vAGIqnNuK28Ao1KjO3kDkL5+YvbxtH5iIBpNZhdvAKLrnNnEG8Co1MgmXj+ir5eYHTytlxiIxpLZvxuAqBrntu8GMKrO6e7dAKSzn+jendpPFKLRpFt3/QhV49zG3QBGNSC6bzcA6eslZtdO6yUGouqc7tkNQFSdc1t2AxiVGt2xG4D09ROzX6f1EwPRaDK7dQMQXefMZt0ARqVG9+oGIH39xOzUaf3EQDSazD7dAETVObNP1w9RVU536QYgnb1E9+jUXqIQVeVki64foSqc26AbwKjM6P7cAKSrl5jtOaWTGIRCktmc60do+ub25vohGi+6NdePUPrn3VBWzHmFX/lUodzjBL/ybztrMBwnXM1fQxTY67dZ5BXcUe8i3XdR9noXW5NSygVqNNwvpbUVO3ajxUPOsMz+//2yXQPLH0OXUOLBfQOWhe2N6FJM1swY9pwdv/W774wlOyTfv2H/GLqM+YP+/Rs20eV16ep7Ui+75FJd9q019fJhqPuajFvIKbj3wlmamyAdxQWY2cxROsLluBGM6C4vq3H0jF9kOqKRNqYIw3FTpNPs7N33Ufvmy/PTl9dR+Galb57+u214hWf4tQ2vdPvPyPCCrn3UwXnUwemZ+G/zfqNlflzhp1pccx2csJBbeKtSfy0649ENtwEIKHQS1M8Qo5CrLpB11UaOTXr1JnpSpW4ermFq75sdRTnZe5Ps4QTQ/bvm5UVecQ8XBz1BMv9lR2HeH0OVwaThBeUJkoXlDalS3sSfjUt4j2aur45+FTFvZwNrj+O+2tFF0BmWIb+3p+L0j6DLaOI8XBf7BMvC9kZ0Ke9BWLPiZcm3mWVgZ3W+1wL9fqdsqLEU74f43++c3a3NbzNrV/Z3wbR9vM8t7Fwv8Cuf2baaOfKBkjcWJTZYTYrC6cccSLYLgvjwzy8vL7GvmLilLJ3+clubW+8zhadtf1v88Olvd29at+Rdr0io8VZvTSHW5ZNfIdlVrfcJGNo7RceI4hmV2O3pcTv8clvbHjrmSRtLnOkgCsHEkzNzQsRzW1gQ8bKtIL6TdIww/kh9iHj57KNOYojvJB0jjGe0YqlVOGo7/shWhS8Op3yf+19YRzHDg0KuHB/F0/f+8kVyTL+1JSeNa2aEZCdiWRXi4yMkFl/zO/GUl4/Y0Pa25hFCIJeOkJKkY4TxR+rTRwjppCtHSGUWjjEff2iwwiAJMPCI/qWS48maOJGbWV6e0myelqjcWwXJosP2qpIWP7w0tBSw2NlJk7ZIqke/QpatPu1xf+0cHSOLZ3Ry5w05biMivhY5zDxp4/dpmB4iEEw8gyIe2rnN46FdthXEd5KOEcYfqY8Q9zShA+okhrjHk2kljGe0YhmzcNR6/JG19o0PxcVixofqYp0ZH9e4WNzwUF2sU8PjIheLGx6qi3VqeFzkYnHDQ3WxzgyPN3CxOOUrLhb3+VBdrFPfj4tcLG6EqC7WqRFykYvFf+IVF+vUCLnIxeJGiOpinfqAXORiHe8NSKdUL7/yqcc7CfH2K/9WOj9NK/xH33ggh1q3htda0k9fPvz+8/95PZ6Gp96XBK/vgXLZ6+u8+OfewfdYy/sWzrwYT/IQr2nBcqOjpS/Pv//x65fyfwOpSvYGtXXlMXQpxMV78tEcOn1+/88//ij/5NsfBcMtYxLtbY0Xc4ouzqBjxsWEoMReJDTfa5A1r5JwuIY1TiTGYeJ2G+BgrqhQf22ubp6f7+l4/9qc9GmbeCp/c0v1e0fPmSieLva2Ax3B0CFFkxCGkF+m7KcviHzZqRv5qqctQ7RYVy2YfNziwC/bB70F+1Y903oa/H3GdRwOsWz81DWdpSsE6226Po+BXpPC+ykzgpDDvaJJ2KmYlDwhSzYvnL9jBAMbJhKEoYYhsmw2f5BiXx/kiXHF19lHMGq/MdyUnhsZoTRU8m38ixfX4qdNkPXe13/eXYMtrGWzdijRUGvA5QV9NU00Smmf4DcyDx1eIZhC7gx8ocXb0SPncL/Otp93bU3a6WF2UlN7dHAysxs9cj7D0u5L0KaD8R9Bl96sdvQg9gzLwvZGdCke3zOGDff4nPvue8MGs9RO/3dp2j+KNl1e+6ZvQLPPuKk2r1iihwl++EvzRp/Q+uOY9uRJf96XUW5OlZIizYtvt52P47X1N8j7n5eAqyN2tQi7WAwid/EsbB/NBqeF7QYks85iRkmzuvMQhRb0IUn01osg2r1iONysoxpkx6b08p9GU/LMrU08HML9POp+tyG7+GjOgAoZSNfWJLKD0hFJPn+AX6PEE/wumwCKSKc/727G/WruX5vxhW0//7VpNhPtoje7zJKyed9ZcpdZQB+Hl1k+fcn/6/Vj0HKbJfjcwS9W8GLS3bdZrv0fF304wkf4NdpNnI8tpuwMqrLNaoQ7IZ2jw76H3xt8Hmey9de9tiy2wO4TRjAu1DNG/n6Ruqgeai1rI0jSin/vP/jGOSM7qr4+IJdmyZYvrY8LzqXlQ15nC/uRPhuORzXMhjDZZ5EiSThqAxDCTFrH+JD/PPaJFhYTbac6OIwmG0NtAKKog3zpv9JBy6F9htU4VHLTwwJa2AVjMbNZZiEaxUOCPHSxYgQT5jwbOQEDx7uoUO8IRuUW5+xJdsrDYUZ0TTBXeJM917OXJftKrTt3F3w94MqPq74e0Zp1C+XbVRXoBvfktMNN0XP4AL82rXxy8GvUSp1X4fnz559/gy68i5y/l6/33+8SFy33A/ppMR6tmUJ2STQPu2eOucpi2hcfdAQpZ7mHU9sMZ2woK6zdonD44ZYxk0NJ3LINyQeZfk5m3lJBuL0x4ngNaAwLinuAWIgFnQVCCk6LIk0gjmKS5pf8cJfqE4089yXnNPIOB8ncGmdPyactEZ/dXrDp684dshqhc8yijee+JHKKBpgkHsICKt3TTW/cc+O6xT34vXEJWPH7C3by854PYCM/GynkEJ4d0F1e6CufNO6BMr/rdycOpSuJwSwrUnq2Uru1+a1NjIGDZ8+h/iDBCIlSRzWNqrdzesQQnvfwa5uQuhZA9TLv8PQp/2VCBaNtdmGcsCHlUqIVDgYw0eUFloRhuI1gKDc5d2l+At43VKSDFPIW7xsNYDTpOG4jGE0jmvF/+7XruQwLLq8JI03vEqUo1Ftgpo3nMdnjk+KSWG4jGMJNPKzLy8KEI0I06fKKNS8QzmM06ThuI5g+jfiFVLbWpXMGRyoPQDTZOGYjmD59ZD99vyvRKBycOJEotW6IJhvHbATTpQ8oP5CQ260JZ2E+wJfuRjCKdCy3EUyfRvKYm3GdVE26AOvBTo1wGE06jtsIpk8jedQl7Beo0uX+TuRIph+jScdxG8H0aeSWeLRTIzAl4LrFIxhNOo7bCEbRyPe2nwrf5BWZOewDCMtHBgKZc+m2WQmJZsLZowYwPnuCs+hzWYMyKQ9AVGZxzt8PexozoGgKkT/bcOeSlKOUX8pgVOFc7qrYaRIMRu0rOG9DlQFGMCo3nzvLdsrDYEZ03dfDUPpmCqSIpfhWDqNJB/WCbJ9RMBCtr2yCPLHLaYxKLQ/GGV0VG8GMaLqzf93KFZSU38pgVOnyaLS+b5RwGLW3YDTiE9kBjMoNRuPaKQ+DGdG11sPEBfiX3lqJsBvphDmQ2SYZweRvZfJCkBvHbQRDufVurajSMdskIxhVOobbCKZTI8xmhC4d2ScZgKiyMcxGMJ36YDYjVOHoPskARJWNYTaC6dMHtxWhCcdtk4xgNOk4biOYTo0wWxGqdMw2yQhGlY7hNoLp1AizFaFLR7dJRjCqdAy3EUynRpitCFU6ZptkBKNKx3AbwWga+QG2VmL2ZIXgKQYB8RCTdObJ7JKMYLLvO0sRitzOSj9EZcbskoxg+vVMEL37KtorGYgqGbNFMoJRO4rbVhnAqNyYLZIRzICqu7qXW7Yr7+QgmmjMBskAROsodk9lAKNSY/ZHRjADiu7rXGbFrr2TgaiiMZsjIxi1q7gNlQGMyo3ZHBnBDKha6d6x7ZSvFCfbtp9yWTStjTgdW2cADy1nclHNq3rj7bjoFUROo6/XkucIaeP9luQrncaAmU3S9iDDbQRDuYnT1ey3Q8hW6Ua0OCQdw20E06cRqJaKJ0lNuNzdszuP0YRjqA1A+tSR9RlDn/UPaHBAMobYAKRztDBWDNvxq+QuMnPBCCZP0V4skcxwG8FQbr3zhybdiBaHpGO4jWD6NMKYsiocMxeMYDThGGoDkD51MGNOE21AgwOSMcQGIJoytE2jnspvoleT+qSHGWZG3t0Ipum7nzo/jU3yqLMSPoBvmQs7tTgkHcNtBNOnERgg6CqUKlzubnwNdATT8u1H1AYgfeqAkWyXLtEGNDggGUNsAKIpQ5uVrrqAtEzwK3kcz3dPCX7l30r5SUjMxOClSJdXuffKu5vCISO/OA9as6BiGzpmMlu681eIw6XdEaSJmuyuribgC9Ya0SnTSp0KmSazrn3StXHTcsAt6OZdfusURJ3OZsVHEyom5ckXDWPIDSlqpIWb3HfRBPxpUZjaFc75fCdmNpPvk66Nm5zUdNlKyLZaGWRCTq7PMiEZ7YTTBWiW2cRNdj9WY1HKK5Xp4kjNJB0zbWkym6Vr4ib3HVyqn/FbZStb5v1GeDMmGYuX65plNnGT+y4auy59TG9Z5DulgzvyqVO6Jm6idPmbspDOt0nM3gapJeZOzER9XGe8dFu/iZro4q4mOtfHM3/sUiRfcgVj9+KpjbI1UZP7LZgV3Uz3kBheUei02E5M2qaPwirTKiqkhZvYczG7HKGLaP7SzVOfbPlDZ1Eibk20JmKSZPlTErG7odhX/srNnYgpz+h9BtnES1xAQRoe8o0UaS6QkqtPsvx9W7CPqEjWREzsMigviOZlxbLyx22xfYMTMltg/1AxxiZiYp9BgcU+yfKHLWDnUIMks2DfUJGsidi3WcG+X+BX8rgkp89ACqjDtD5Q+G4lLk8Us8swmGjz9Cg4LD77ARPOmDGAGeFGMeLCME+hAV9s8yZMggl6yIyFN50HMM5ukxy/MGS4jWAot77x8e77yLH65fnpywu0OcXq/BL+/SLzuRSrUvyGg1/buE9pLEqhKT3qfI92fzWGvvSo18Sk0qOImnrIS5n7l+meDBgCbO+Lt1fqMdCiSPnTXKeFGq5dfjg/urywRq6iy0sNJ8xBDurRoB0+isEZrMCrCluiLXdvhPDR18F7T2JVNf5tyQu2LFYQl7Nxv2fAmrYzhwPy5cN3F6gu5kbJlzwdJ5HnlLNlTctrDVSrDvI/bt6zJ238nMr0FsWQ3GHOZxcv1eShcX0dw3v6sLKxIL/gvGeVQP5Ii5h8+fCj3uLI7zwdJ5HnlGMZE3GMKflD+5US03L9ALsc0nVjZtRQzMWjpnjB3nersbhIYsjfailJPTdqApRuEjMdnhw1IdG+C7PxMzK8oq151FDMxaOmIuoYgfyRFvVRQ3vr4lFTmYhjTMkf2q80aiKkOSSRvEsUolj9rdYR6TuEoeJHM8cZix/MfXtwl35vK3puidjslqKiYJFgU3JMq2e/fuOjscpsV3B0nDCe08srOqbiYq7b2pZtX8GTNp4501EUQ7inKTvimHyyxs04S2XZWJDfiTpGIH+gQ8S9evZRT1HuJU3HCeQ53VjGPBxjRv7QcjvHi+abceNF981OjZerPDNmvOiO2bkBc5lfxvRUg192bsBc5pcxI6bBLzs3Yt7IL+P6QfHLuBGj+2WnRsxVXhkzYnSn7NyIucwn430BzSc7N2Iu88m4b4zuk50bMVf5ZGTvq2nHp+dqSke9c9ghxXoe3+y1k1nR7cuVpNtFvVKsO+59smRFo7FQNP1t8ZP3kszTXrp+K8ns5KK55ZNfHRwoFS0O4ZKgo2J4Rht3Jyuzwd/q6I0nucD3Nn4ErGbC91UIBNPOQyRNaCkbrFlmpOyybSNeknSMMP5IeTXx6tlHPUSIlyQdI4xntGIZm3DUdPyBneJT5AbL/r7v409m4VKTiOmd9oLC91kW4jnErFgE4qCKnLS1ARZDaqV6Ly5K8xfUKxA6/ZsQkfXnuXqK2IiKts2I9qfvk02kayOb1yFBcrHLZ79qFFI9yB/dkqTbhXGItzPLkmreeV20HwE50uvVqJUsocl4Lih1/wS/JmuOJqKjd6ec3DEQu5o5SbOsN3aaz0IGiFGIHBS2/fXmQHvjaI1xGQIJ4pxI087LacgAMQIRj1epNvMQmyaZJoFAAUmp0BPt5hHIADECeYv69egAze5Zvl4P0GwyPqIb2fkbiWtf5QVMrMgO15o/mggCHE+j4JbFuCAu/EvQ7gite8zW7gnNzBIsy4l9OPBQNtk9aTv0a4rH70TKRpFI+dKTRKC0jMNEQv7CeUykaBSJlFryzT1TvdNx7CSNeChLhL53PuTFJCoRVLS9TddULz1JpLRLxxiwp20ijVJHxx0jTLHMmANnaH3DMZfbtoK+mwO2mGVLG+ZJ29t0bPXSk0ROjTmWSKklf9QzeEFWPry5N8+N0+xPO7yXAnW4F+xP721v1J3lS08SOTFOWRqljg4784q9paen6lMrRNp8/Fj+YXMJrnO7SuBz4xD/7CB7aYewDUPOy0vUdl5u4cINPuzPDlBKqBdd2DYy9j31mP8O7TUUbYdE4IIW5gGL0BXzKBo3HuU7HcPNtyqxfHi7EkuejhFI1GG2HYsn+tVMuLpi0XbIo+w3x/Ww54zFMi91DLlDJUqfzujzU1HKr2SmWZxaStBdEEgmgstVhrVIOHXHzmZZ0ZZ7XI1f11qMou1ogoN6ufhzBVez8DxbtG0syjc6hpk/0gX6WJXPblVfRdIxwkjqC3lNg4ZSdMXFV0/ajjqx7DDHdKxnLMQyb3QMs0b1tVmfdL63Zq9jIQ8IcunMArTtX61wFITLrcKFloi2sMBM8L7zWliBJ20HG+bls48wlLo38/1i9M7dGecd5l40lmY/434r5PFHKsTcy2e3q72k6TiBRL2Hvc5safnOIfJ7W7viCYaSL+3DMYbkGYu0DE3HiNOs9xZr/z4D2x3cQjoMbP/0Jf+vF2xTZHtyq3lJO/kic3dguxTLXi88rwhkr71PNZB9l27r+r449ssKtX9cP60TNsi3qb8eQyBpIrIbtBKqHbLGT/Brk5WmlTzy/1MWCN8UXY2bRG+lAt0nkAQXfnDJ5jRBEQPs/dm8mEOfHcgvlNDsV7SxU0j98CMMIT9ByWA0+6XJZ8sNmHzRWKyud6KOEcgfKBFzL5/dqveKpePkkfQOldlxdItJEa3G96ZmpRMINZjSNhxnRZ6zR0tZOipLo8abLF3wz7gHQOEfL27mnBwreQW0emRutxgnZG5FW3O3UczFY6Ui6hiB/JEW9cHSoPlzo8XOmSja3rXR4ADEval9jsKQi4dLydIxwrRqvc3eL6vwTcMtLipZ35YgOEzOeJTsH64iSyvmPA2Ru/T9EFi9SltFHLMRDKEm3wKKxuLIUVk2nxf5PnWpg4NoonHMRjBd6oBNjXXqks3NzlgmOUYnRBONYzaC6VKHnSeTcG54WTa75q8BzljUD9FE45iNYLrUESGNEs58IMsWE8TY0cwHnRBNNI7ZCKZPHcuyrwPbZEvVicwwRBWNYTaCUdRx5jPos/rr9BdvUY3x8CtoV5PwPdZgvFQUO7jcEbgOyAgGEqOI4a0MtxEM4SYeyE8xr/hsn3QTBLDO5zGadBy3EUyXRnxwNH+jIp0Pcd8lOYNRpGO5jWD6NOKgmmffqPE+f+s7Rw2L0aTjuI1gujTiUszju89GXFqyZfbZCItRpGO5jWD6NJK/M75z1MDOOkk3O4LRpOO4jWC6NAKZIVecbVORDjKB4hSWAxBFNpbZCKZPH3PIo7vPQuw8k6q5QxhNOo7bCKZLI7Bb4+Y+C0n5O9ppVBxEkY1lNoLp0kdcIZFen3BxzV/RdBqiyMYyG8Eo+tA866998wcCs6eEbNwbLxVJYzGzcdJZR8i2Y/E95gFMXvhb4VQ2OGcSjorvh6jMbP5q0yvl/ZgRTROM6NnBzZ/Q91YWo0gHHteKv1IDGKWzwKUOU1f/chCVGdxqwDmfRzAjmu7qX8i4kfCulPJWFqNIB97S7NNpjNJZ4A5b9CkbgKjMUjBu7etfFjOi6a7+hfzcARegVd7KYhTpwNeJ6K7zCEbpLEhqv6auIc9BVGbZl51wwtkRzIimu/oXIi2mhVyDE9/KYhTpYpiMXdfTGKWzYkw0FVk/RGV2C3rslIbDjGi6r3/XRAq9qm/lMJp02Rddpk4tMhils2Cl4fo+2RxEY5amaDyuMDCCGdG00r/Eg0fu+flIr67qsVdepvBzdoWxCpfNB+ddmNXR0iYDmDjlnpC29BhuIxjKTc7HHLmarLJ0FhxOdxqjScdxG8F0aiQvYxze5leku/0BPp8cwKjSMdxGMH0agZrhE97UVqSzCZyaPo1wGE06jtsIpk8jIa17kFKjdAFOKbEbP4DRpOO4jWA6NRLyE/AZrCbdiBZHpGO4jWA0jWhbX83VCVBE87qXEHmNaF5MvFe5uX/ooaiZJdEKvk4d8f3G5Hcmm09+MtOLuC8dcS7Z/FAaevsBfli9Xzt6f1fEZgvfIg19R873GQK0yaayVIPEB0hA5WQIuUTjmeus0OgsitGsGovkAfjOno9b9psyveUsJmuqnv06tzjjFpX7TtNxAnlONfdwbF/U2bkHkueFHroBtDcdOJe0owiEMJ8hoxO+ujRHE++7CBvzsnFjXrB0jDD+SIOYevnso56i3EuajhPIc6qxjHk4akX+yHCl3W2mD1z2cGmRGnm0UMzFw6V4wR5JnnLP4QvDeZFrpcyczHjxbith8Tbj5VbKg3TcvvPnSVvzgKGYi0dMRdRRefyRDvURQ/vq4hFTGYhjDMkfWu8FOxb+I/zKp16SVPTaHYsIiTWQv7tupVoOuiXmJZ+9B23vd+bTHnay3bcuG/fconspmD236IyTRlplEq6fvbvdciaRmqbjBPKcavbbrw4nY4rexPtljSLF6L3tYGMU6sbV3AmEcIdgeZyqM4LMAeu9bCyyjO48HSOPP1Ii3gguH37UWYR8xdNxEnlGN5YxEEftyB+YLjaZFmv/ruMNIuQWt2Qbb5Zqx8ZbJmJ06OvkhTCHyU2zGM9xS9taf6CgWFmUuiTkh6Ib7BRDR0I0zqHyJTHkob01eqaxuMMZIp6C8hMD8iYg4mAWXNj64ZuLuUTRm6h5ul0ie68QsZO3JkVcwQPmKpw7YLeAchgrVtFiSRfkHX0Pvybb9vSE2CkZEDhMHuXLKk6+FqceGICMMKMY8ezLJe5EJjixVxlMnnklnj67rPYsYoQXwch3bKg+82CjKdYViNWOLElPj0AGiGHI+aFH89ofpgGAkkrYIclusTiRVaDtmmq28UCuqWa3NZF07dn/X/BElmfcBa0tijZWmfXDjzD0ju1iFpwzMdnZeJxTrmrcyJdEHSOQP1Ai4l49u1XvFUvHySPq3dO8lZBtHt8PLtra9U4w1GhK+3CcJXnOJi1D1DECNeq9yd6l2ciCfxSUB5DFRwHavvxT/g7jjosT9YGvGi/Vs1uHS16GZ4Vhp2UKuS8jpl40Xjxc6me3ar1i6Th5JK1fNFo4rauDpbYNx1mR5+zx2sHSZuvSCS+EK7i+Xisxd8mBB848um75yy8fKOWjW8fJbAJOORFptoxIc2VcNUJIogx9fNAsGaUUgp4vGhqMntWRUZmCY0zGM6Z37bBosmol39+EyrWonVWB9txtyUS8jeLXkFfW2G25aGjUD28dHBC3dN/nKMjbvAwg2QqLxouHSP3sZr2XLB0nj6j3i4YKq3d1sNT24ThL8pxNXjte2uz9gp33NcKvfOr5rMvW1CXhTwYKWhPRSY7N0/Aqn30WoC3lLmxfopk6r7SXhLowLw5iQjte4L6j/dO96YCDg3UrogA7iYjB3lSkHsbvrzj5Iy2gaLPiya16Kwk6KoakNW+CRYafPzz7yt2TtiMOZT85pj89YxiWeaNjmDXqrs3opA/W4oxHO4YNZlui9tpQEBpPDiBnkyxyMq6y3Orh+1li2SjRYOx3jEU0U8AnyTN8RvAxeNl4ehRRHuUrHUdO7JTLBsbJbmHHxhiRyiIdZ7ueabx8kLaNsTc7oxJPtJ/hV/IQItLmhEp5NZ9oH5YqyAaw4IuIzkS5BGaF2ub/ucjmsH0B8piYthjyfeIm6RcTPawu2vi1goduRekXCYaugaEsKpo6LWSQwzZZNRbxD+TQtJTHt+qwfqXjyHlOziJyCWe7hkKuDhPZ2/iPf9VBRxhqAGVfO84qPGdgliHqGIGOtXhZSqinCL+2geedvycmr4b7PchzyY7s6yR6LzcGX5BXCV81vQSzovQvIa92Zy3a95rTcLVkWtrzfr3KAAuce8aCe4j15A3KDhbMsjosQgOh9ujTsBaFMP/erMXXPYJjzj1NUUUwtPACdAjya0OyZiU1n8rGYkx6PLFBLfUJhxPOW5z6Afny4bupyKGQNU/HSeQ55ewBqFtvFwGo/l50oohA9VIJRa63KIaQX+f8XUeroJAXt8ShrRqLGNSdqGME8kdaxOTLhx/1FiW/UDenlshzyrGMiTjGlPyh/Uq3O5h+gKLtQdiB4kYNxVw8aooXlO5AJO7AvJ04NI8a77PzLffduVHjQ3EtaY9DJXt/RVvzqKGYi0dNRdQxAvkjLeqjhvbWxaOmMhHHmJI/tN/OUWPz+BQrhDOjhmIuHjXFC/a1UTKrRy6U3YsWNY8aB6Fc4ubnyVGTnYatae86i2vKF23Ng4ZiLh40FVFH5fFHOtTHDO2ri8dMZSCOMSR/aL2dYyZtGyjNQ4ZALh4xie55zcYHtKmRVyaSf8CMFuvNkuReOzdaoBId6bVoEnYri7bm4UIxFw+XiqhjBPJHWtTHC+6ri0dLaR2O2pA/MltpqMQ5q6O2H22oOPhKLzKE1q7N6nRofQ6NU8AWVzZeOlSqBzcPlYqj46TxnF6uHipMPzUMlQirfmxvUFON1JgtGy8fKtXDG4dKxdJx8nhONVcOleODyRPbGlCioL5+C1U2t2qfL00REt6iEgEBXz28vBJ8XKxxuJwEHMfLZRlL1BYOM0PcOTKyCJv7OMYyTGbGq3xn/IK6qmg74lE+fecxM3F3LI/ypSeJ5HETCZFAiwFVjSKRQkm+uWOqVzqOnKQQn8wyofVMXvGT8thF29v0TPXSk0RKq3Sc/XqmUSRSaumwa1D4Vts4E2sv0CdA6XBZ+nMDFYp/I3OweY72uFTS3vY25lC99CSRUwOVJVIoybf2y7lxCrXqcGlb6/JXxiEee9sbdUz50pNETo1TloinJYdJz+jDlHZmo8fw7qulSLHTu++obOlQVpTwCX6lmoVb1bdAsPJvf5CyprfML8Shu6AEDM3r8APVP/0IvzalfLLwG+r558+ff/4Nxu1d4nWvuPEnablfJ7mVGqydclLlj5H3speRCpydyqU3xb7LbFICqVsKBWzdH55+g7/M///2d+//+ccf5Z8crnZmZxwttOVWYZM0zjAM0C1AuN0uf82sSTMKrIDGgIKfbm0BbfrA4wPyMnKbxfktwiIvwuHhztX7VSFt12ME7pZcq4FHkbspuTEuKDglvyB5dKCT2zze3y3ajj/F3mLy90pKgsObLPZnFrjHif07aCR5hFJRqmknH2e8IsxalA4x4eEBL+YXI68hM8Yn7KuDFoivvkxFlb/daBxeVK8m4sPndTuQPiAON8VJWTkv5a9pG1XfJrTtVi+70a2gc+XFX9zDALglGrfU25S3QnTuWOl+yj3pltMYKJInJWpnqA1AKDMxHhnOKnBNDE22BYKHyKenG6MIx1EbgPTpA+o2Lr6vr2N+K85V2g9RROOIDUA0bWiThRjbWjs1x6N/fl6el8q5P1ty0U8ufx5JIbhJLMoBpV1oDEY/JuYPlJTpjuM2giHcxBzJy5K/Ln0acavjiiv1YxTpWG4jmC6N+Dl/tnFxBa2/FyiO4s5jtP7muI1g+jSSYl4wdGokZd8KF6gewWjScdxGMIpGrvSOrkhO5VZvaFSbl7IQcRAoVCBlNl9WWst7AHOruyC6QbE4FxzHaNz8lNciS588LGZA1QQiD7nVJHRTW3spi9GEy0NhmTqVyGDUzlog+x1Tv6MTo3Kbl7xi65SHw4zouquHYd8u4trAyltZjCIdVMZJWxD0OEbrrRjn7mHPYVRu0RvnO+XhMCO6VnqYfCQu3xD8ZvVWbuXBLFLhYqYgfQkgp2wi1Rm6MTGLkoTdDo7bCIZyE4O2HBwWk7oConQhQGHFPo1wGE06jtsIplMj02IWvAGiSTeixRHpGG4jmD6NQNHEPtn8LU1sOo3RZKPM+hGd1pG9+4RL0Go9nVdzOP/tCEbtaYbbCKZTIyOzwYgWR6QbmXWa5PkW66rlA/xavnMQtXDPDbsFSUq3XCAiEO03YAC5JpuKY7rtlqxxAd3wLdvuZwrbs4vczMu2A7RfwZ+TEPpUPfjuIplED/VEvQxAiGYucJ/iBL/yqedT0FzsO3maBDcyb+hDEKsqMHvCmNXMOLsDdP+2fNtTf9htObMn3cBph/Ymnnb55AMETRkTTMAZ7iGRjLuX29h5F41Fmg6cL6mSxbfpu3p0q8Irko4TR9K4K+5935nDIRaOSd/bWnVOIZR6aReOMSDPGKJlWDpGmiOdy8WhsxRKB2APXkcQuQtMkVRp9XjmzVY1YbEHhwjJ8DDv20lbgodMHA/Tsu1aa6+e3Ki5iqFjJJE0N2zqTH6pva8c06eesY1rzVZzWN59HyGGvVXYLo0wvOj0v73UWn30/20jCn3yqZ4BvsNiNG4KJqJ7czFsqeYPPN38LQiLgqFp7DzzqbkVlcDJ9MrGLSFiKPLf3yNwvAkBTbtwxi1VRaofvs0SckGnmqbjBPKcbjaPzCBfHcp6bAsxT9p45kxXUQyhPkH9AxQy5iaIPsMT9t62ES9pOiKMP1Af5l08+KiTKO2CoeNE8ZxWLGMYjjEgf2i14kVm4xfN7GvZF6gTbxUIln1Z8icWOQZrWRPS07arh0n17MZRUnF0jCyeUcqlQ4TpIX2EhJl6NCFlUdAAKdsuHSDVg1sHSMXQMZJ4RiUXD4+vs2fTcRY+ZXcPxQ0EZ2J97wjNTtYXEb2vcoMjIa7KvbF4JtAwAWJmF8xteZ3kmjF+wgWh6MeqQO1rupVWH4TrciTzMFzWJWUf437BujDqe9uBYqci28oRhs77837ZYZ/4i37dJ/6ysy1DdN9RC8iwsxIXmlu415CUb8USo/IAHN9rLP5WKEY1z7SihgLJk++EQ7cVM2QguhWWoO1jEPas89vHIHdFwns5F5lgzCs4jxJAqhYYnfHYXyp7s5hY9x6+1vyajOeKLVOIq3wmF0BaL64LSxSaiGt8iZJsKi4Lvmowr9usUmuoQO0Fe4LBOVVSXvt7PI+AF4+zR2V3fyH1lve2Qx7F43ceZaNIpHzpOSLTmr/myLBTnm5JpYyqUSRSask390z1TsexkzQC+fYm5Lz4WNwH9qTtbbqmeulJIoVZOs5+PdMo8iiVdNgz9azTOM6Ejx73hNzkZ/FLcW6kWqZABWwEJbodOyfRoz5pDtVLzxE5N1I5IpapN9LQM+dGavasV5I6vbyx50nb23RN9dKTRM6MVJZHqaTjnrns0sVbFOpozSYe12yauJYELEHkvBAlar98t+T1DNoQiUv2vyw90ZwTmh4z4xVncCnajogsfq/PuxPJOOcwkaKxGJcrzq1TkfPNGqne6Th2okbyindFzg3UdlrQp7xoOyRS9oLj+stzXW+ZlzqG3LFGxJDpab8P3WxlFWqrRRDzBIjLheRVhSOZEy8zMojhugfXFDwm42PCRIrG642sfqfj2IkauczIqk5wXG95ruMvtrGvs9f18QP8WuZSO5mAQx9DHoxyUYECtC3K8zcJTV9zViOuA5b2VXFRB2zBzm7Rxu9YFI8+QtBied7jIiFm8cgFKZqKymsLIV0K4o8UhyIei0e3qrpk6Kgcgqb3pP87aUszDBRtrZomCLJpU9iCY0zGM7ZnGYqOEaVR1212LS5CYn5r78ioUOUixN6vP1QeZnij4VE/vHWApKy0iPeswE8nmbOqxquHSf3wZs1XPB0nkaj5i4YLq3l1wNQW4jhb8pxZXjxoGm3+dDrN9Ql+5TOPQx2hKA0JE3fHMtz2MSIJGu5FTHnelQ7ROV4jGMRMDGlzed2Hlj0hbimf+XdCeiF8AjGAyTyZHD0ytxEM5SZqJHtlkRCVujqPM5fSWYTW0QytAUiHacz5K41SushizXA0QHJVdgIUmThSA5AONaRkZnyRVDH2tJqAz0j6IZqpM8QGIH2DAz69XTNnzB/QSEh2ApQO5kgNQESbGDvDun2SGm9N0uXVVwqzs0s0AXkX2eEIcsXICrU55Is3aUVL37zENRGfRuYZMDm83Zg7ZUGbEkUb75JXDz/C0PDmlRYGsJCpFO/ZVo1FLYqdqGME8s1arN7pOHaiFqciQdq2Zo4r2rPdm5p1SCC0/8uudpxReM6+LGXpGGGONSjtruUnoGAAvQtK0BbUkelhJ9klEzzeJBy2YqaQssdlNpwzkRRzLtquN8fqjY5hJuli0BYJh1L3jukjz3T2tVZ15gxj+Qi/tnl3MTb1mmuFKsednZtmjLQX6SxSYk/kdsbe1j7vEgw33a04gsrOEMqHp929rUiiPeG7LZU4h72LqJfPbp+oC5KOk0bS+lLEEW0bbsuCtwG2pmaVEwj3md4tw3E25DlztJSlo7K0arzN0sU76lsZt46ZvQAVM8mEJWdns+Fxwsypi0VzakYtxHCKtstNvnx2s8mXJB0jjKC+QYNnvs0TnuuqXvWMeVxqum2Gd/z16LmTQ1IWC7eOJviVf9t88ejwADxkh86jTYmoVXWrUNthQoC9Q3wA7iGGFB0JerelIt7jgyYTSBnHvY3vpjVPxWTViCDEutY8p+NDxDW7QMi49qa/LUPRMaL4Vv2V73MMLc/Id4cu5h57Xka90TI0FpehQWvhqmOOMLTjyz52nDV4zrAsQ9QxAh1r8Du96eh+kGIKQzcip0+NyQs+TWOzEjzx6fNvP4EuX/779c/qDwRJLp/uc/yf22plr/xxt28mdSzcisfvf5NTc0ZzDXIeT9Jswi+xMvJBQrb5NRP4AYZNyNaNCbOR0pfx6dg6ESovPhlbP2ZEzwTTuq14VSZzH+DXNnjb7zI37D/+4+c/YOo7GrtvceP5Kp31JLtb/BrrGwWDRWW+XSWV+QP8Guf32934lqkqZYEmdAFoNU4uQ1mB9jNry0ULLCY6vGqzeVjjytJ5CG4buJ608eck1cOPMDRaIGWeaK39Up2FxEZ7GhtdEXWMQP5AiZh7+exWvVcsHSePpPdk5vtF2s0T3SrQ7I4oLkqjK51AqMFYLkKjtCLP2aOlLB2VpVHjTZYuhgXRB+TZAs3bF4+VW5oSZG5ZHytepBdtzd1GMRePlYqoYwTyR1rUB0uD5s+NFjvvCWKKSr8k4h8XjGqYozDk4uFSsnSMMK1ab7P3y/bkf5BqVqCkR4WqW9ujQtWjQtWjQpWYo2qGX9ucdqJCVWftqTiLRQrY2lPdGOgCyXs/KD7VjaHcBqpPydLx1ae6MZp0B+WnujGaRs58pHuOPxa7uqU1Jdmj6NIht0fRpUfRpUfRpV55vvNEU2xZn8lJeaYYSJJX/WzRpQFM9jeXRfA32aJLAxiNG1tAaQQzoGoCGSi6JL6UxWjCcUWXBjBqZ3FFlwYwKjeugNIIZkTXSg+TKeTyXY0TJXkexXZah+aj2M6j2I46fT+K7ezafBTbeRTbuXQPITzBr+2T+Ci3gz6zP0a5nfZ0JXWCqL66N/Mi99bJMjYBn5bfvC6cQXRv43uMLWSDINdXstl5OkYef6RCzJ2tZaOp/VwxG28sPuy3k1lXpPeirVXvFHJ1MZudpWOkadV6k613F8Dxb1jPBpII09xVNuAghb3tgMXJijb7Gx3DzB/pAs1+bE0bRX0ni9rMW0T1bvIR530s2g7t91RRm0iSPpbMGtXXZn0/Ynj4Ny2E0xoDjiIjhIIxn+BX/u3jcsrjcsrjckrfUmaCX9uAQ3Hb/2rh2F+pWNWjDNVf3MO3b++jDNWjDJW6gfUoQ/UoQ/UGA+RRhkr86j3KUCHn+lGGina2ZYjuO82PMlTlF+lRhkoi/ihDdboMVV6fNsWlPgpMPQpMFUQeBaYeBaYK6R8Fph4FplQijwJT2weaxnwcf8yfE/zKvz29k/jIYvfIYueYXv0es9g9cpU+cpU+cpW2jZUzn6T19iuffUUFrkcm7Ecm7Ovzqz8qBeyT6aNSwN+NZvx9VArQ5ujTgcSPArKPArIVkUcB2UcB2UcB2SsLyL6uX/hPUwvk2pqzEccHzGbBaYmKNv54kq05G+Wp+kzNWUK6FMS36ZqvOSur+kzN2b1m2R1pjcNRuEVbq6YJ4tqasw5H4VaiHOp6oICsfM58vn6sw7dPsiWRyKOi7eCIha0fq4Qena8fS6KPKoH8gRJxskW2fKyi9/PVY0kIki2ioT1pa9c7wbxB9VhCvhSoUe9N9v7ta8fep5aDWCi2emw/JnuZ4sU0vn5sP4ZwG6ggKy3FDwrI9kIyzyBGA/P1Y7sxhFp/+Vi5r/kCsv0Yra/ZErLdkC7rOCi+KoX2HJSR7YVASQXhJvJBIdleCCE2UEpWkuyglGwnBOrCSqHMB6VkOyGU2EApWUmyg2KyvRClmw/KyfZCFMs4/ky9+2p3EsP3W7JGuhmVQqp9l+srWrz95ahvUn+CRr3qZYOvrFJB0nt2KOUpwq9NKbRKxenYjZec5UgiZflYYuoE/SSUCXK5o92uW+0HvNvltywedTELqbR49fAjDJ+gH5O/Jb7H/n/ZWBWzoDtkM47LIzrE3Mtnt6q9Yuk4eSS9QwGImjhUiUCL3b2pWecEwifnxxFnpQ15xhYt5eiIII3abrFxtY5Fhb+l9VdihM8MklteApxMZbiKBbrN1VjFYniQHFaxQN1GlaiPkgbFnxsmt8IPOJ1KXinhjPJFW/v0RDCXjpWKpmPEadV7k71/mzIWpOzXcCULkgLcryTv/NWVLGiq8lVyv8crWTDVIAIOTjsuZYELKqx71oGqlIVYY+CglIUYNP9SyiJQ8o4ckh6WssD3GZiDgKKNJ38rZYG5eycfX9wqWTjE/VbJApfhuFWywIrfX1BXslgI91VK0nZQyWKRgxleallQ7g7f4H0pZYHLTeXPaUQTDxSuiGjObCtmgfL3NRWz0AbWtylm4T/Cr21mO1HMom3BI5e8IMUaltf9Mf6k7Fa+gpSV6MbAZWcvJren3EYwlJte8iL0SXcrX0G+Kd0YTTqO2wimTyNsrVlFupjfOs3raYwmHcdtBKNp5Gu5ODSndXeqaukg4JZ2mhwedGMiSa3WmKq6E0O56amq+zRymMy1E6NJx3EbwXRq5Jbaua+/h7Q4Ih3DbQTTpxHvaY5OTbqXxNPk8KEbo0nHcRvBdNrILW0yk/Ja6u9b8unOUcNg1P5muI1gOjUyMieMaHFEupG5p0meC7O8rQEVpOlJWH16U/uWjrk+N11McJLTGIqCxAcINrf1u2rJdMs2jVOtFG1FamuH1ksrvYx0y20tcC4f/GoHcavlyEIYxQxAqGauu8n6EX5thoMC2J8/f/75N6Bx3wvKy41Xi/8TN9xlYxLXkpHUa/of4XeSmOPySEO2ZHeC2cudrMZBOa12qV72ZpXoxCqJB5XoejFwgi9lMj2qRNeLIdz0SnRzl3QvVeX8eYwiHcttBNOlkZfKbbFLupeqcvY8RutvjtsIpk8jt8ptnRq5VZXr1AiH0aTjuI1gFI1cuVt3WSU6HFbkjZ/EMchg8vc7ScvuW125s5Awb/d+D+YxWodqBKNRe6kqdxoyomeC0QvRzV1vZTGacLeicp0KYTBqXy20ZtIIRuV2KyrXKQ+HGdF1Vw9DFA8WTnkpB1Fki2Ey6R5ofgKj9VWMc++QZyAqs+hJcfchzICilc4ln4fy33wPEYf/YlUQPsCv/NtHFYRHFYRHFYS+TYL38GsbcP/qVRCaJ56eEghtE8+jBMI7JkX5owQCQ9MRYfyB+jDvRwmErpHyKIEwOkQeJRAeJRAeJRAeJRBq8o8SCPUX6VECQSL+/6cSCB/fw6986qMEgidthzweJRAeJRAeJRDeaqQ+SiA8SiCoRB4lELYP9NMH+JXPPl/W4JFs+pFs+pFsugoGfSSbfiSb/qn7jKerPs0T/Jrm50fZmUfZGaZXPWMelr7PUVaNmnuUnXmUnXmUnWnT+FcuO3OravpcPvtRAOFRAOFRAOFRAOFRAOHtCiCQg5TOAgiTqMpz1QzwFjIUC8Bb2UUbf9LIVjOQN79PVTMgpEtB/JHikJfKVjOQVX2mmkGakYcGudJn7Ojsba2aJohrqxlYfNZaidKo6za77i+AoHTX+QoIlwyPgwoIygA5XwHhkmFyUAJB0/z5GghXDJejGgjaydTpGghXDJpGm39UQTjm9qiCcBrzqIIwbh2PKgjldPaogrA/4FEF4ZvfSVy+qyoI0mWoCX6lMo+/5TS7yg9S++A5wa9NyGVd39fHZeylrzctaXAmBU6yCd0/vqikQZ08WC5pYJFIblISbxegOl87WY0sRR7TfcNmT32yb9jMm1PjSdvBamQhSVIphs/Xjrb6X/Kgk8gqTyOrKqKOEcgfKBFz9yTNqK73iqXj5JH0DrUAmKoGaA24NzUrnUD4TO1kBVhakefs0VKWjsrSqPEmS1crG9QPuKV6V2KQT42VWykAZG7jtQ1QhHtjbYPhsXJY2wANdKpFfbA0aP7caLkVA8D77HDQhyapral9jsKQi4dLydIxwrRqvc3eLzuOtM/wK58tBL4QD+F8YgVIuOmR6+ruuT8Od5QWnCu6HxLtlqiG96kZZiMYQq07izUk2hPeCQmpzyLA7ZJ28Q4yWHdjCLPrDNl9hF+bIc9wBl/5ymdzB6YpFlVMXoWFRDGiJ7VuW4mnMMkEqUgHy20EQ7iJpry6vPQlmRFF6eIaDd5kG4AosrHMRjCKPjRr/trXb+NaFhp5lcFnL0+aKzjMbJKVZsGsq4ATuA9gbtelFad4RcUJRjAaNxgLE07oPYIZ0TXB6HnDSD4r+a0cRustPnNYN0brrZc0YPY0RuV2ywPWKQ+HGdG10sPHG3VXbeZkUZ6fqg95847V0K5PewEsUiLF1yGcvaF3E/zalIKS/jRv+dSyeuPvaWleRbXTnvv3Lus80ZyJy7bX//a7ebSex/mbSZCUeyJnSk7a5IAyAfhW/whGu2LPcRvBUG7iwVz+wuHwOVW6ES0OSMdxG8H0aQSC3iZ6PipLBwXn8JdnAKP2N8NtBNOpkZERMKLFEelGRlqTPHK5nLKIXpt0IWQMzp09gNGk47iNYDo1AimH6VmfKNyIEkeEo9QGIJ3qSDav3DplgwKENKygG6MKx3AbwXRqZMT8R7Q4It3IMGuSp2/pfRj9O6fs9VM9SJvNbvLZqadhAb0YKAkpbWJy3EYwlJvotvhgOmVLUKYunMZoslFm/QhNF5odvfs+YiV68zf7LRPgi8wXJnA+n+fZLfAr+6Q58+yFkRa+TJb4+pDKdM6EWkyfGlehn6bWXWpa6Ftfl8N7nz7/9hNY2Mt/35e0bWc3ed06YRdBS7ESE2ScRIebMUGhKHzrrGzc7/yRDCuzmTw6HlxMmqQivtWTX78ykLfHycxLko4Tx3OKuR+nL8WMfw8EWLdEY2UFYjH5WFzhviLaKSUYetlvNbMnx7I2C41z/ZSNRfnknahjBPJHWsTbouXDDzqLHimXNB0nkOd0Y6l9OGpF/sBwkdabbP0bbP+jqeR4rK77HFeYvJieD6qvk+9lWKW6DRRil7wElGowZGaJRIjMUuwnHBZYFO9IIHQExLygwbdM19lYfA2narxb0f78MgAJl2230UjRMPWTX3sB7irIGQ8rkq4QJ2LibqtTtA/dsIUMbiN37/hq5MrG0GJAPVchznx5FghOchUZuIEvFlTmMEl2GEGhDmWoHMKMcCMY8eQnO/ozTpuebTaIXcpgklmtNPQWyI60nMeMcCMYUSOMTsNkQhCWmhwGzoGcNOUx/T2CGeFGMa0D8KJrtU/waxmxyXmaCjea4OWQrBK1eS3O5RkNh2TluSNF9OWPUP4HJ1tfaMhr0cZ7LdXDjzA0nmwxC05rkOxsPM4mUDVu5Bca8loJ5I+0iGOfyoc3a77i6TiJRM17k+4Jd4oLeHZr86StXfMEQ82mtBDH2ZLnzNIyRB0jUKvm22xeysLj8jzitAfgy+gF6K/dVdnOxP/aI3e3jDUXD5jy0a3DZTYBh41GGvEaabzrVQMlkmhXXdeRxrqWcgiavmiAMJpWh0dlDI4xGs9Y38Vjo82yLwiEsLOd6+IOwtUdcs3nTQMhEtxIfl0svW47+azLvIZ67YdXVWUPfkLVDCZj6/V+5wbULWaMPODgI7/Cr1ErUjBElve+EH8VF2b3ydXS5kkzoIU2eDnksk5PaGjHjmJXjLOyqRhd3bsWAsLr61thhXyP3X17jftGU8aTQuAxu+GvhrJd0SqatmidvDhEhd7zUjQELEZTd6Ul3YvF6Ruknz419ZU1NGGcPl6JOrzdblVuQ7ZouqvDQSGkShs2bPmixmzYO3+PNrvShj0KTicSL9n/qgdt0bItZ+BaIgrEzE313sC3NGPYQKnjsIqWbYFlyZIzTluV2V4rXm6/xin2GX5v+OE53EhJ0bilNtX8CZqstHhtwtDd8wK1757nzx0uLwfXE/byh3d4LMow7rlU1gn7HXvbAfny4UcYQj5mPyviHbjsZAacG7JqLLLY7EQdI5Bv1Hz18GbNVzwdJ5Go+f3ueXluYbfwIU/amjVPMdRsSgtxnC15ziwtQ9QxAh1qXk4dQEfAjG/oXzwA7LQxrG7AknSXe1tzN1DMxQOgIuoYgfyBEnX71/V+0vzN7HEp1j2b11bhY2tqVjqBXGz6JUtHZWnUeJOlS0MF0jFP9QMgcF45rSxRm+hwkoTLA0Sbl+AT/ViQ+lRwK8DjUb+38dJXDz/CUPLezDjlWbTF0cxOnjmvqYg6RiB/pEVMvnx4u+ZLno6TSNS8LWKP94/FXsDPk7ZmzVMMJV9aiONsyXNmaRmijhGoWfNNNt85avLSUf7MnxszMB1jB8vCdVdcu2Zva+45irl4zFREHSOQ53Wojxhd6+fGS/47xDsUkdkeN7UPFgy5eqwULB2VpVHfDVZ+2f3g+QP8ymcL67EP8Cv/9jAfX+7qVK8ZwSJoNFYnhJRjKEBbVYNs9u6e0nAvu7mYgMN3bJFUfs9N4Leitp608cyrZx9haMnQoszjXjLUGztHzL1oLDJC7EQdlcc3ar16drPaK5qOE0jS+57ppEihsgQ0vPemZq0TCLWX0jYcY0SesUZLOToqyaHGxTjiBa4+Lr36L1F7sSqX2aBoQcjB5z2KubvK7qtnN9v9nExI2HbmkB0KXGmrbLza7qtnN+u9ouk4gSS9X2P3jNZ1u69sw3FW5DmDfEPLhzTuyWuWjy9otWBoRvcCtaeWz67njEYLJKEPE55prxkt9bNbR4uHe90kHXmIW3Dczr1svHi01M9u1ntF03ECSXq/ZLRwWldHS20bjrMizxnkG46WkJ8ao9YD+K5aCwYLX6G2StLZs7W4YB3chSM1rq4ZLNWjW8dKyL57QEMlQKGFBfVa1XjxUKmf3az0iqZj5BF0fslAYTSujpPaKhxnP54zxbccJ3BwjBZPapc1YYjwJWqvuB4N3rcOK1SAxfsKF42T6tnNA2VZTbiXFdyoL7DDhtz3qvHqkVI9u1ntFU3HCSTp/ZqxwmhdHyylaTjOhjxnjpeOlTMbBZ8s/Mpn9xw9CxEITaHtFq4kunqM+tksSgGaErXFdPlk7IIM3XpvZosWfGHKbgDeh8pdj9VetB0SgXAIEly20gVb1bgRKV/qGHK+WSPVOx3HTtKIj/kjgfaC89+5FV2bKNoONVL2guP6y3Ndb5mXOobcsUakwFLGyqDA9qJ07ikrsxCUiadTCGBEk1LR9jZWVr3UMeR8s0bOWRnURiEFL7O5k2Jee9vbWFn1UseQO9bIm915ExOyg0tWffqP5+jo4Nc0R7dmN1qDCWgva90Sex30UIm5d1D+vCZ8eXSdjA+oe7JtLjh+xAScWnZvOqCwwFU8ZKwLXGdCo7ds208qAs7LW7LyB1qo/Ynqwa/PddlfFs+GKoaOkURQXAxm8TigPZmEJs+96ajzyo5yTId6xjAsfZ9jaPkjRaBI7xab+wYXUJ9BO5XZHY2a4EP+kqNzKognd8dSB7gdOi8KhvrO1gQca5MbzIpvDFeNhRdisd8fIGEHsvaQv8Oy3dTvdBw7zwl6h897Fazi2nVymMjexmuR0zzBEPLemYAPP4K3++XRjXzZWFx434k6RqB2LVbvdBw7zwlqma5zTBf7Q7sSy6F6g67DarY8ZY2smv3THZP8VcJb8cHavAzFwpeNb2DL1Tsdx85zgl5sy4zeVUv2ZaqistYpiY2oGq+35PqdjmPnqZhvasfutsbXZlic1202M85BoVqy92txuWXbJmfmk6rxekuu3+k4dp4T9GJLZjWv2jL4OZGEAizrrpz9hKtovN6W63c6jp3nBH1ba3aw9tIsEyefyh4aTgejWrNLdBMeap+teJurarzemOt3Ooac58S82pY5veu2nFfiIeBjZrglhY9gqsY3sOXqnY5j5zlB39SWLVQKX/ts2a7RzCqG7B7ATmwtvF2hch0uUFw2Xm/K9Tsd5eY5IS+2ZFbrqiVbyIaEq6lb4EQ2gsrG6y25fqfj2HlO0Istmaw9y39zVcq8vIq+h6PQlHnrBBGht//7X79+gYuZ//P9/4D///TH859PkELv/dOH/3pBN2XN8yH7bi/6ehH4rbLmSbcAP8GvVPsVufHq7JvoGuv93IJRwzZm+jLjXbPvQC9rHx6p5IUiLgaVv5lO3rYvQPtUZGxEe2VwYHW/DVvsppIsddHQjGNSwjEPayi08YERxK+1sCOElzkZ5icch1I27lt8mDQs7iw68QB7SVJu6erRr0/OTdI5I9NDAxCmUy9IINA15CL8hkbdYSL9CVIF1XaQx+R9eX2wPIPSFKch+/R6YKEMsxEMoSbWA8zdHvpEm01Am84jkCxZfYqAkr1QXv0IRRNnTrXtR/i1mTEtYVt/ExzkQkSpDZJxd2dl6+stbUORKczVNVXeriwSqWlBLoXn2W253/f5kzZt85lZUT4KB2mQsBQNnG43EGaRk8+Gl+rv7d6y7YAVZQU3krMdodRwdx6q79ZaKlruVzlCZolSPidjHcl40GarhNRXyNeRpYoTMurJ5u9fLWmCDKf1RAmZ8uvz6sOx2e1++exyTMgBy1+++8XZ+8dw9vlriaZvPBN3ThjhCX5tnbC41S+hsRN8WxxMmoxzaNwF46UjMpun3ITUMIRJZpZuJ7LcRjCEm7gdkNdmk++ULq8GcV6WAYgmG8dsBNOnDw/l0nqFg+HmzmM06ThuI5g+jcACJXVK5yDj1Hoeo0nHcRvBdGokT5Yof6AqXfZlcLHYIYwqHcNtBNOlEQjOTH3CrTRB8whEEY0jNgDpUsYC6aw7lZHdQdupDAaiSMYRG4B0KWO2ed3eJ9kcs9u5nIYoknHEBiCKMrTF1deu1gp7th7VioR0XV6Ir2IxS/7Oip+3PJnjD/4ABsJ060hY7AD5PAyW0xiVWwSXuVMHHGZE1wQjZ3cNWzb95rdyGE06C6FF4TRG7S3YGcZngAMYlZvP877v1AGHGdF1Xw9Pec257Q43vpXDKNLBedhM9ih6IWpfZSfHouoOIxjd9vLs7fs0wGJGNN3Vv1Bdy61dL+Ugimz5Y7agahcDEK2noKbG0mcQDEQjtszG9412BjGgYqVbycdf/zwvsOVSTw52MkEq88BiopGK39l5LwR8AgLVrBahJ900bQX1zmA0annWmdD3fAQyomeCueJwKMRw94NU16+9onRDhs9//PwHVH6r/+rD02/w1vz/b3/z/p9//FH+iWjKSz3GfB6VSq9ElE1lAAITjHjIt4Y8OSBMntqc1PfZXtzSB6HyZ2ZeyrvepLNvczemp/L3qE3Wm9Srme+1G++JvV1xP+M+Ba9miyJ5VRgEm2gb55dcvoTrTcf8IRl9vfOfMv16i91PMdMnpYBmLS/5u+8m3OXTl19/eY1o+UrxLtKpeoBfm5FeVOTxXySQBX0KIeZBjkwrQFcFsuCrS1sTO1e+hLKgNJoYwseyoACcl9gSHClfNpaxLPg+IwSzoGDAtmAWVPYvyrkrmV4agDAd21Fbjbe0pwS/FksDH/ru/G2ztc3unphpqgXDZcnaUGWWLHJVy835c4FT0Pg8dW8+6H5Pm6StLNoOiRSP34mUjSIRT1NQjhJxWwWIgshkVhzBWTWKREot+fauKd/pOHaSRrJbsGyl3bd7CsUlaE/a3qZrqpeeJBLodb7agj3TKBIptXTcNUqF7pg6x2oThohfojbxvd9jPzbxvStWbafHKibvyJKwYVjl9WzCl35A/aRcU9V4fljhixLlw5s1X/F0nESS5seHoq75hlFTWYjjbMlzZvmmo8au3kyhb9S0YeithgK1e2B5TYpz59t12rP7XD1q6oe3jhoLl7zw7VO7zGaNaNRUjVePmvrhzZqveDpOIknzV40aTvP6qKktxHG25DmzfNtRE+1ek6B11DRhiPglahMfrqzgO99wELfiO9+XjZrq4c2jBnI/YqfWhmQCdmqrxstHTfXwZs1XPB0nkaT5y0YNo/mGUVNZiONsyXNm+bajBnLRT52jpglDSzsWqE38vP5ecLIAO0GY31uNmurhzaNmgm03PGqm7HLjIgBV4+Wjpnp4s+Yrno6TSNL8ZaOG0XzDqKksxHG25DmzfNNRA1eYl75B0wQh1YIL0FYseN5TT2+1gqMha+2Lxkv56NbRkrKrjDNJQM4I7FSWbVcPlerZzfouSTpGmGN9XzVKqL71MVKZhGNMxzM2ePEAGTuk7Nprv/3Kvz2dLO3lzhdKIoqyYXKX0exZRNNdtPU8BjHTbq/FHrnYu2udALiHJpzjM5z6EaIOtJPPC8/InFnuUU2HZ2Qf//mUB8705enDf/0jv7HnTCwtzsSXkJj2MzGpSGiEX9vQPHHT6WhoCsdddY/Xf1ho+eAzvGnpFKaZUPWHckCemdDwDdvX6GD1mhGzjCDuFKyV6JFbIqkgira9sJLH+bLzcMP10/LSaJXd0fJ1jqHlGfG2RYTBTg0UiZnQx6poO3BFia4pBPPO0xfWHGSexEXA9qaNdMnQUUFaFVe+zVFOnpHN0m5ytDP9kfFIn4vsdGz3UdvsNc15oOFkRprBpjnmP8HOzTyTHEJl28UWW73Ocbw8J+G1NsspXDfaBFUyV3RWnRKU/MPOYdl4tenWb3QcN8+J+Xb2C9cwUF3w1ThJ/1C2apIRRGybOTk01yW4kIUW3mVbkSafap5USYXq7VEadOWTX/U0m3VWeBcUHSeL55Ryn6fsfgd/C83w+ROKU9vubSx1posohFkyu3vE1EY9GlxlqGjaaJcUHSOKP1IfWcGh6HXaR4R1wdAxgnhGI5YxCkdMxx9YaqcnkvGLFCXCuCIEcqkvsj+97Kw9tHa3sXvo0Bu4IzHtWdg2FsueMXNjsbe1+iMUcpk/UjF0jCTNuhv3SKq+ckyf+kMr6nVKFNNlvRLVds+5JZcZ7znP5Crz5dSu2+9J1+Q6Kz7pnFxlyl9xK8Ka5F5Uwm5FQCz0ZPPK9aL0dDHG++Zh+9bE1enpZviV2v8KUb2blqkiWrYLHnG9989Mb1xvhCUD2rJR43qjn7N7hVyBGLzB2YvLtoujeqtH343m+w7qlUbdOsGvbdR13ZmQBl7We0KJiSBU+r6eee2I3ISP8PMEXScO7U1k1pEcKt5+TdJaU+fPQmmY/LYjviXB8tnIUBasxUyRXO8LNDHXN04tkCazoKpuwZp1kla4E/Hf3GKSdHEzr60iqkoP2Z+S7CaseS2Ifa28eLhf7S0WaQF7fLDIWPBqfjHrlr/dkzaW+FIm6N0ePU1ybZ01j3ZcIWYyISHiq90MoiQ+Obx7lZ8XkXOT1SemQ5lNWusJJ68U7CIuitdlv+e/8QY+yD0s24pjTY9o5+FtPXIOfR5bSVjLZwprJDePUxT1XYI23uCno3XtGor6afelQSjWSndnMn9bXM17b+LtO5gZXTMOkNxEtm+XZw286VMMx80JLoeoJU/faYf8xce8G8ayOvzP3zZZn+DXMh8tyx7peA8jcMY7YYzmYeTjchYCN8C8NBNQYgMQSkzcM13MjOK+XNh2T/h3wgAjSaF6IUAzStfqKbEBCCWmxABFfGlU6Wa4tIJvJvdDtG5miA1ANMsY8we/SfpMKJRy//jc02dC1oVQL8TgFnBAmcEsm7z0bYqVEXGRFJnKVEsB66ctNO71r9b8ZUAlAqB+JE0CeqnblpeT+57T7lFZadeIxezBVgeY/FCaqrIb4/fCfTwmO2JbVe0TGJWb9QaneRmAjGiaYM6mHfHZCVhxwfjsA0yCo8JiFrlmtQ+u8EnHMZDdRTrwy19kg3Ne9kNUZpEmeR3CjGiaYMSqcnm62auuNr6Vw2jSOcgifBaidpXPXrrv7F4Go1LzNOnHEGZE0339O6X8hbF9b+UwmnRT/pKhGNcRjNpbeZ3q7Xoao3K7baR0zmEcZkTXXT0M2wcTOlHX3spiFOnckr2ruU+LHEbrLVj5zzjj+QBG5cZUrhrCjOi6r4fTbELnSxmIJlvy5Ir2CEbtqwXyfNEcm70YldsMFcr7ZjEWM6Dqvu4Nc/b4Q99LOYwmXMg+Jo41G8ConZWmrBB3GqNyi2mvPnQGM6JrpYfHFtIv5wflU68qgVD+3aGrH2P2c9G2BJwwSOH/kMgW1dcZwuRxZ6V7EBy3EQzhJjpPwRqUcVcVLnvkFp1RDmE04RhqA5A+dXhyjUkVDYrcOnceo8nGUBuA9KnD2SIbTqNsDpISkmKP/RhNOI7bCKZPIzYvV1ynRuCMeurUCIfRpOO4jWD6NJKXOPhEWpVuyoaZOscMh9Gk47iNYLo04lZY8PRqBBIDd07EHEaRjuU2gunTyFKc0TVK55ZsmTi+cQSjScdxG8H0aWTOS6bOjygsERJOMD6C0aTjuI1g+jSS4Gijz8+C+ttzpxIZiCYbx2wE06ePCIuuXn1YM3UaCAPRZOOYjWD69AEFMtBGsCocVG62ff4+i9Gk47iNYPq+vIz3D9H+q3AKw61MhjB5uHup1i7HbQRDuHWuZlThmJXJEEYTjqE2AOlTB/X/VdGYlckQRpONoTYA6VMH4/2rsjErkyGMJhzHbQTTpxHG+1elY1YmQxhNOo7bCKZPI4z3r0rHrEyGMJp0HLcRTJdGOO9fl46uTIYwinQstxFMn0YY71+TjluZDGE06ThuI5g+jTDevy4dXZkMYTTpOG4jmD6NMP6/Kh1dmoxANNk4ZiOYPn0w/r8uHFmajEA02ThmI5g+fTDevyocszIZwmjScdxGMIpG3n1n5SG5UKOwmimIAVoMJsv9etB3gKFBXSMYH3E5eLyeIlFdAxCVGRPUNYQZ0TTB9AaCqW/lMJp0NKprAKJ2FRPUNYJRqTFBXUOYEU339S8TaKS+lcNo0jFBXSMYtbeYoK4RjMqNCeoawozouquHuUAj7a0sRpGOC+oawWi99RLU1WcVHEblxgR1DWFGdN3XwzTUSH0pA9FkY4K6RjBqXzFBXSMYlRsT1DWEGVB1X/cygUbqSzmMJhwT1DWCUTuLCeoawajcmKCuIcyIrpUeJm488tG/XUnFI0c/Tnt1wruQ03YHhlVMhNvs4TRkMV4q6MkRG4AQYtKQDDHbEY40UUQLszchXoBRhGO5jWAUjWgr0atSRfjkI73f/6aVaOEO1T2Oc1OH39Jo8CqE2E9c63oEE42z0v0u62jaq7SlOOAxU9zzUrVCGBVkarNkrU1q+2ETIfUWLj2fCel7K1z6SHH0SHFU8/4XTHF0Rd3SkAfLgtZ0Pquqdj1xh1Woe4eF7PnOuAZIiKsh1ZqcsfdEQEUREL+l4fek7YhH8fSNRtkmsSjfeJLFnJcWhEbKC2yijaJRJFKqyB91C3aNyoc3d2XF03ESCUp0uWlGk4ZbjHOIe9H2Bl1ZvfEci8qGN8Murd0zjSKRUkWHXSnufC75EQntI6kdW6G2etBLZoiLQ/klfw62XcXLB2n1+J1I2SgSuWyc+iU7l7hCnl9C9hWJRorG8+OUEinf6Th2kkauG3Qnu+a6cVfbpeMs2DON58cd2sNuG2lKzNWCK55qb23C0HrvBWpTmYVEK9iaLaT0ervxXT5+J1I2ikSuG9/Zu1px6VUPmchx6dWq8Q3Gd/VOx7GTNHLh+D7XNReO78ouHWfBnml82+8q5ILzrm+stmFIQecStRV0hhUHKaUdsulssSenxyomXz68dVjB/ppfHCLvIXc/qUZdNF7t3tYPb9Z8xdNxEkmaHx+Kuub1UVNbiONsyXNm+aajxs7Z8UV7Z1rftWFoJYYCtRdBgEyXuEJoyr287T5fPGrqh7eOGgtJ2RPa07AQ0Ic3NarGq0dN/fBmzVc8HSeRpPmrRg2neX3U1BbiOFvynFm+6ahZIc2+Vbqhlr4JQrK8FqAty+tiLE4HDGHSHm9EXDRgqme3jpc1kuX/GoxdMe+i7eqxUj27WeElSUdlEfR91TBh9K2PksooHGM8nrHCi4fI8dbmhYcp2eu+x53Rw5R///z89OV/Pf3+O/yznSY4VOk9PRkqcdl6ehKe4FeqUEjevsKv/Nur612aaRLskNa8XKSCVAc1L3sxXaTIH4tzdl7EobNIE6REO3kNNUcvI5hyU57Un89jCR/ZlG17IcGwfb3uqbFNiGgUqpnYq9c5hpZnxCvLCKK5F8rzoVOjvYmfwYimCYDWmXJYbdFYnMy8aCqLB+LzolKIVq2Vb3OUk6eSWdpFjnakPzIctcJU/elSbPWl9FKfrb7UcMKFA6HYE6mNVDZebK71Cx1HzTMyXmqwnMJVk30p3oTVB2We7tevq9JSHq1FrzLc+o2O4+Y5Kd/OfOnwhwNq8RyVzrQUcuVUWzy99NXWCdmNt1k98oR/Yrb1IXcuKtjhk5nwGCraGudbirhswq0IOkaQZtUNT7lVTzmmR/2hDXXOuprhMtOubrgvk9votHud6Qozrz7xXmW7nNZ16z05915nwydn37exZMbTzcs+sco74+oSyKW+7v70ujolqoN7K6woVn0+MwFDKUdMAqo24eqOe1vj/EsRl82/FUFH5WhW3PD0W/WTY/rTH1pQr9OrmC3n9apme9btvcxyz3m+F9kup3bdek/Ov5fZ8Mnp9ypLJjtfHSHp4T38ymc3B9SiONlia+y+l+Whatmr0PezK2vmUI+Z7y1Y1nsz4Tu5wURpBcdBTEqC6+ahOMmEN4S6IVHJHGah0hS6pDOCGVEAgZwPRaW1lQ47MRtaCnhLIq7CSUOEmIplPQvJ6vW114a7kTIbwRBq4s0d+GuEzzOSeF42r4V3OI7J06hfpCsXlNoAhDK74uZZeIZf2+z4BhvmKa8KVl+b12pCkh2MErR9lPIATTNeWMG5lkPnSHOextG3Me0noPdP0t7Ej4sY9gi8vw8gxCOMLk+A6Kg15o9kwEetVeO+lbSzdFQWf6A+TLx88rZKmr185aAi6ThxPKeY+3pwMg5XTs1rv4jLvBdtvDNV9ecRhtpLaRqOMyLPmaNliDpGIH+kRUy+xdYv83s+xvSxrlQvlK0D16eanQ8HrIUSuySFTrLyiC1Re1nSxSz3KzR7XdI5f2fxJnRWk0eb0HmKWT3aCynajoiUj9+JlI0SkeqlJ4lkH3rzHDci3sw4VqlqlIhUWvJHXYNssnp4c3dWPB0nkdidkEsB11GGeEp0B6loe5vurF56kkhpy3cildV7plEkUmrpsDvFFb+Dx5IEYDHJllmiNlGcYzrXQvIN9JGCM+MFD5E8a0e0fC/aDicNKC6NrSyrxU542i4bNyLlSx1DzjdrpHqn49hJGoHMXwGP1exVb1kPPGk77BrHTBpVf3mu6y3zUseQO9bIdavxOTwFUsaU/9v54/r8sbL2wxwGsE2BUv/BgiKK01iF2pyavMwP2MDyMq+o7bwb2DxhS/cGHzDuTYc08owwoT2WGPNsjoO9q8aNRvFKxzDzzeqoXuk4cqI6JpMmtGEGwwHPpVvToTrKDnBcV3mu1y19pWOYHaujy8YFq10+fEofmqx2ziRwPUS9m0rUpp95yqtDYrVZFzOdFi+y2uLhezeVjSINxmqHWGSnG1/hjrfI24BZFI2nxw5aU1XPbp9+SpqOE0jU4GXj7VRHMuNtiEVlwJtVl6bumcavPOoPR/IyGWu7DaBE7TJDEDcWGYpSv9VAnueiivrGIuUFLtF80Xj956d6pePIieq4ajiU+ndcR3muz7+Xr8/H549prU47jm12MRHXTm6w2QK16yevS2asnmS2lO5Xm+wSs4eKTXYJ+el45JSN15ts9UrHkZO0cZXFltp3XDd5rse/F4vt8JfWZFYc+aZ3Uona9JMbJ3yEGddYnPFcbbPlw3caZWNFQzfZIRLe4Put0Lbtqe4cPN04v8pbqp7d3o0lTcfII6nvqqHW2Yk4lvoiX6ky3sKidzP3TONXHvHvvtKdlP/49f3Pn3/+AxJ5/cfT77dccZOd/uvd6M2U2yz9Im/3zZTmayoRfqVuhWN98rfCqds8eE1FOAFmrqm4478udHgK00WK/LF4ITf/Na5GbMIkHNzAHhm6MEYQTOxe/i7XQzQPPLwqLZrKsH8UsQiRO2h0Qti6HDxYvMwxnDwjWxnzjzcsfZ4h0BZu0cbrjWqaQmjcXljwet4EfD+waCrj/Se031tJ0qq58nWOkvKMcJb2k6O96Y9sR43aQwk8ZXN9CWajN7Hkyxa3sDi8638LoCPBykXjxUZbv9Bx1Dwn5MWGyyldt9yXsDisQtijxPu4VePl9lu/0nHkPCfn2xkxN+Wu+EhNn3MJ5MJJd6UHcLfgRRQnfouYlG/NjM+7EKGJoyVHQk4ZdbfESw/Ou0expmy8rqi68Ym36irHdKk/NKHeuVexW3byVQ337Ox7mfWenICvsmBO861B08MT8HWGfHIGvsqaT53TkmDiC6OmIQ54SwLx0uYgkXk933+dqOn2gFu41RRpWOu9hBBryBxmzsJLV94CVBdbz0LgCy3VKIMYnogqmoxgNA3kv88GcB6jcYNgxHm1pzEqt6xrb5fTGJWb82ZGKeRHMCo3u+RvbKcOGIzGLYSwxTqewagjbg1msn3ycBiN2232dWchI/MHxVwRCP7hCX5tE36ewZMbSz1/mFh7gYJ2KNce5NwRlmlxivlL7E9j4iQnaee4jWAoN7kUSZ7UUeHs/AS0+MNlRWZjUZWbEUyWbpbuBXLcRjCU23UezIeP8Gsz6PaaOvUGa+3qWDg5fh3fr67OYtYtaunuPVoSqubzKPEkVLtD1ntQoCooLTR0/goH1DqZkKXbLWiMdyT8Qm5PjGCyp2ylZQRDbQBCmUnjFqLSAirdCE+YpQ8qHOHinIkDmAgFf6VbKwy3EQzldt249atf61ny2JwXl+fYagUkmHMloxTJMyPXE66PSGm2IAxgvw1yAhNNkioEsdxGMISbbM/JLL5TI/NELhkNYTTpOG4jGEUjmj1/7eLMCS4Z4+S+eS1Dy2kpmLQtxA9mw5nsZo1goCiVtN/uIVrdn4WozDxYWDiPGdE0wYhjboav1NL1VhajSAchqLiOdj9E6aq4+G374gREJTavZpnW85gRPSu9e7wke/fNoyS+PD99eUG1BUnA9ufLnvyLoOeCJMbCJ26/Ut1vXiON2cXcFbHZRl+NNEnEWx3FRi+I7tWejhCxM5xGoh0rY+VU/5F4zgOQ2+0P6XCLYTaCIdTkA8zJTOvaIxsky47nIapoDLMRTJc6XMpL2C7R1rm4OTCK0ORiaA1AFE2cWdrM9eATorhvmxdD89bh6UUIeQqr3WvrcN1PrhLHijPbu+BMCuhAGypHLORaRjSTQweT2T10CzpSK9qOiHi4CIBiHiGn3IKLUVWNf1vmpY4h55s1Ur3TcewkjawmWnS0B/4UOh/dmw77pewCx3WW5/rd0lc6SuxYGUqhizDVXq+uzgq1l05YdxerrPvgcQW56wzMpvyNwBneLVx0xDcbqsbrDax+p+PYSRq5yMDqLnBcZ3mu39/QwFYIo+m1rxJU1huwyLpWZyK5lX+ZcS15JsCz6JKZ4Um0bLvesqo3OoaZoIuLzKpSvWO6yDN9falNXbmVc+w9z2apd5jm7HFJpabcYkiYQC8iQllgKaaO0hqAEF6y4xzyZGZ7BLMR0uS4sxBVMobZCKZLHXDQE7q0AZnqbJcyGIQmF0NrAKJo4ngPRPCDP7kPrjp5OR5yaxHR9dKWPR8XpSpjDk4+nYIhrlceeBHfl4apaMZFQKvGLVZvf8Ee3AXxdWgeC1BAVAwarN/pOHaeE/ROZDHOo5jtAFVpcKTv3nYwRTCaJxjq90E6OxSrZ+dk0oJC5KrGIuJxJ+oYgZq1WL/Tcew8J6hlus4xXewP7UqcNuO2oVhYpnfS5BR9kR/uCEPEj9mVwM5mzKtiXLisaCtM2WP/KOtjj9gpOmGRraF8o2OYeU7GwpBJF0AuLNwFe9vB7M4onWAIdfgmYJfGTlCJEJMvGwtD3ok6RqB2HVbvdBw7zwlqmY5zTAf7Q5MS6/vmxSe1Y2njB7bkPTVjOTNS/ujhS/uLI3n2i6bShnFOpKyKuH1Bd/2jszlCwZGiAyUrz0i3G7DHqabBLnCmqqKN/yYzyiYQUmp2MmHFGwlMknnHJ5kPONdXJUyz8hyTZL5i5hkRLdNdjulWf2hFpx0UGgl3mK4XvgC+9pjSVoSU78/ZGYtOUkcg1kTpvhjLbASDqcnFhPPHFMUlKLI5CFTr0yALUURjmY1gZHUcW5t48vUBfuVThXS99e3t02dCfk5bubm7kKuZrFzJel7MQipZL3n1YJF7VTXu2w4T3nawk0n4054X/SlK5lo9+3WFk7abF0fcK5qOE8hzqtnvk+DJMeUpDVHfmw41GAy+1OZnT74sZdt2l694n6Os/JEm8KTi8ZE/VTil7cknuRJFUl3Vx46agj+yPmnGyV/jZatx2mi+bvGb37V/HiHDy4Qc5KrxYvOtn91qvjVNxwnkOdVca743jyeiQeRmWKuhCaBqvNaC60e3mnDN0nHySAq8xojPnDf66GN9U0D4Wtx+jR+MtiNHnw1wQhF9ebE9C4vYYBeTXDgLiZmiE5Z6HLMRDKEmT0CrWZelR7bsQZiEPZ5ehCYYx2sEoyjjjCGn986GynUXYoKDn+tKE6c9n5BX0RPKWBSVDCVgljOu+zOAAddTrBTBcBvBUG7yRjZMW33SgWluqS1PYDTpOG4jGE0jZwy6x49/fg+/JoO2pm1iXifj8SWoZOYkbhVWqN2VX7KPjPZZ/JKMw8mv4lokxNoditWizYKi7WAeLh/+/7V3tktuszwYPpr+9djgJPbhtNP2BJ7zn3lh3yYWQhJgSHbT3uNfy6zi20JgzIcuzSYfy/tp5+gNv7lp3jLxpJAMQw6hTnggX+3F5J5OUmd6cc2nXCKGg89XkbJqL+Y2uXha206KCy+F2CIIdcIDqV5k4uvi13oXx4VotvGrXHeJ1TFZ5sMwm+XJcPsyhaHiqBaQD+23aedpGuL6/pzthqKF46M5vaeT1JkeOR3NedXQWnBSfXmp6rsj81MOitTPOu7btO7pt/vlNtldJbU5GrkQXD66cuXfjTup5yPKr8KX47Uw80F//hBCCy0hyU07hYRBtXNciJscnwVICi0hiZd8bcXQOzpJm1kxlzDc5Vli1snzTTyk7DkVk9y0U4jQ/aTx64VCUwj1klYx5sjY5/kUShVLbY7ljzBQ4HOkc3jxZQmYxjU4+vOHDlpoCRnX4FyorStflo6bwhY+fZgUjm5w6R2dpM2smHENrq9iBjY4GpROil4vFI5tb+dWTvYUdDto732aAkKdP/DhK5btT/MxC685f5tY3Z29fqyAsm5hjTuBOP9oDf/Inb2GX7yy3aukTJ4sSH5cs8nEu1CHHBi4uku+vycpfIinQp3wQL7ai8k9naTO8qKPe2ZTHT5ELN8VQcqqnZjb5BFAK9tJYeGlCFsEoS5/Ht2H1tFUHxfzs42na3rMMkvtR60e+QU9Of71yDDoHQGsHq+4687CIU7pZF9OR5lYDemPaza5+Fkg7rht2m5cPC18vI2oUCc8kK/2YnJPJ6kzvXiZ3MaFhG6a9wikrNqLuU3uRVrbTooLL4XYIgh1wgPpXrRSPK4z2Wt1/IKdRj+xOoCiMSkWTzTo4wEznuczVP6VtcsQJNkwaSksrSU/fsighZYMessuFWsYEmR0VXfs1j9UkEJDReIfX10pyS2dJM6slMuxxk3ahuc6jrLn1Epy004hNCCdFLpeKDSFECfpFTNslvwyx4v+tjFs2+NF//fkUe+4WY0d9V4uIbQeUfTn39Z9Yjnrw6dumkTkaRNA2xwv4xlikrMlfYY91FOaiuo6X8nRoj9l07xlK8ZVlfV7iVddZeVJN3uXNK5xMc+l76QQ//vVXOFPrA6y5zZdeNbhyADd+fzBGtNz8w3QMZUM+84kZZoQ+vOUdbrziQxZCL1ppxCfn8e8LjFnGddxlJkyqI98dcXQOzpJmuWO0K96PlaI+WI4ppmUPadekpt2CqFB6aTw9UKhKYR6Sa8ZEzCcN7rgBjfb76W+RrfcptvOgix0bhkq+VH0nKqlt+xS0dHeJA3UO766Srqa2yIsnizztN7YUJKUPalO6E07hXQ1N1GIsK4l1MyXzjv2MYvOtmOsocvYrVMJ242sNt5/J4ydnGWzTTM7BBJqxD6RGDOGsKWu7ZGHS9lvEzOtX5nJfSOfNimzxM0zLg2NNdTkhYdGUngPjY1sFDxCdONJ5j8an7lV6BJCLO1613ViGUZy7cTq0O6PQxWH9vhdxt/v8Qg2P6gSHsix9kXKlKqqCaPiKgs/61IIxHiunU9blAIxLivPSzpELgbi7KYbWwEqBKJfwruYTRAXA9EvEQXDV+Hi1022bEQLBwdi/O2VpSEtB2Ji9dC+xK31fDtOcM36OMozOhCrwqj/mBBbfND3GboD7Hd8xKzWRp513qfrZe22WWMaWKvDEbSdscm1me1890dI3BM03R4vXOWuoetix7rP2Ph58jfrxSZoO2OTazPTggefLhfWI0X8g13dN+e6TULQbMbkuqjsjA2XZr8IxKziZvj78Aa/trUYwaQU/JKyMzZtDSauTm9bOgoqBb+fI+Vm67YpBb+k7YxNW4OJPuVHIgvRH2v7xvIFnjEpBL+o7IyN3WD0F9a3z0w++rUJrZdbvKhTP5nQaoxiBEKrleFeI7Q22jSJyv75BKHV6J4VQmvaaw4ltN59cZ8aCKNZgdNoTun1Elr5HBg5+ON5kew1mc9qTsx24VnZ3ufkKWq91kdn5ckKSE16LW5O0FmNUNXorGasDqCzDgjYEXTW7qDV2Kz2ckI/mnVE7A4gsw4OYI3MaoxANDKrTaPuI7Pyhfk4bSdRGe0Mn31kVq7hbcGsfAG/6LhOLivfxkcr1KsBdIbLakStymW1UcoDuKxDYncAl3VA/H4pLGtzGI+gsg6I5dKajnls1MWL/vZngA/+MnyrNfug4FstMI2Cb200+WBJGjNFKr610abkARXf2mhT0qbiWxttito0fGujTVGbhm9ttClq0/CtjTYlbSq+tdGm2OI0fGujTUmbhm9tMznTf+Q2I463/FzjVfdm+BvxrU63UfGtjTZvhm+1uMoavrXR5qn41lu86gKa4VtHUlmzQ2MtVNaPq+4RcjBrM2/VpOUpvNVGmxfyVqsbmsonNamYCm+10ealvNWWd0bLN4UP7+nKKN2W3aXrBE/jrVoEPo232mrzSt5qPftR45OaTEKFt9pq80re6hvte1SJntaMk8ZbNXtDhbfaaPNC3qqlTOOtttqc8XRmc4q3ap0l1XirZt8u81bbTF7IW7WEabzVVpszfi7Urv4N9e2ztzy8I251ixf1NnCryc1AUa3qZUFRBUV1wAfL91u86tpqUzKXuq1ZAKkCpAqQqiEEINVUBUCqAKkODyuAVJWhCECqx0Y9gFQPi38bpPrLuZ8u+YQHSBUgVS7UCQ9U7UWAVAFSNZwOkCobZgKkqkkASDV7mGrnAaQq1SdAqslwDSBV73/Hi/6qsaa1xIv+L1iqYKkyVV7zBO9XwFJN3pBgqYKlWnbgF2Cprp7lWwZLVVUGlmqnDViqPCzBUuWhCZbq/4O0haWaJyk3Eo/vVRPmgKneCwFTpSEAmCpgqm3RDJgqYKr8wxEwVcBUAVNtanGAqQKm+sSKAUzV+Y+kO5WsJ/BU2YQBeKqpDvBUwVN14KmCp5o+CniqiQrwVM/VCniqZF0SPNU34qnO8aqrrCaeat2yBoCqAKoCqJq3BEsIgKoAqo5obgCqAqhKrflqM4CqJDQAVK0NIwBVAVR1AKoCqAqgKvMpgKqkBQOomm5uA1AVQNU3yC56+dpA1Txr5icDVY1eQwCqGl2ZClRttGkS1XTCQAGqWrlIZKBqIRNJD1CVb+UNo1m2MrJnsInBQFU2nRepj3M+eL9a0AQFqTqbK7ldTNWZTcsmT1LruT6oKv9uILXptdg5AVW1oKAKVNWeEu+Hqg4I2hFQ1QGBq2FV7cgdwFUdEr8DwKqDg1gDq5p5h2SwaiHrUhdYla9HL2SD8bEwvu3mvEknWJVDFd+XrCpyPU3XdaJV82RNR5V6NYTOoFWNuFXRqvYKyQC06pDoHYBWHRHBX4qt2h7II+CqA6K5tL5jfqGslcf7GePgnwOmGl/TGjDVmDLWgKmNJh/0RmPeQwWmNtqUPKACUxttStpUYGqjTVGbBkxttClq04CpjTZFbRowtdGmpE0FpjbaFFucBkxttClp04CpbSZn+o/cZggwdYlXXYf/NwJTrbUbDZjaaPNmwFTLRgOmNto8FZj6I151Af1EYOrGFbQAUz/49nWPMACYao0wNGBqo80LganVydtUwKj1BtSAqY02LwWmPqmh+V/xqovSze1sa8vTgKmWhzRgaqvNK4Gp1SvWKmDUBBEqwNRWm1cCU1uWJL8qMNWaR9KAqc7qDRVgaqPNC4GpljINmNpqc8bTmc0pYKpxVxWYajydBkxtM3khMNUSpgFTW23O+LlQu/o31LfP3tLwjsDUhr0O7wpM/R6vukcEMNWQBmBqtTsATH0BMPXnz5qGqkFQC6ClTghqsH7gIo+FZvfY5++zMk1IPwT1cVMniPPVHumFoK5XtgclmN5X3A6Y4ML234+GoB63dLkw3RknIKgFdE8/BJUf0Y91zTOLkDJNSD8ElednScT5ao90Q1AdW5YN0u7JVQmtMp2gGQ9BfdzS5cJ0ZzRDUL0zV7l7Iagba6yhno/jcj4rU1R0QlCPOzpBma/1RScE9dGnPsKKI+ceJVpldCFQObGPStJ9AAKqKgsE1F4bEFArPaHPVhgD29X9qEvzCwKqpM5LD3oXAgJqfk8nqfPSgy5C1Tmhir0aVyCggoAKAmpWDSCg3uMCBFQQUEFAPUxAQPWXH/Giv2oA7X7Hi/4vCKggoDJVXvME71dAQE3ekCCggoBaduAXIKDe4lX5wgABFQTULptnElC/9xBQATatDVGATV8HNv31I15VHe4y1fW34Jr+KQTXlIYAuKbgmrZFM7im4Jryz0FwTcE1Bde0qcWBawqu6RMrBlzT2HfGi/4quKbgmroKL4JrCq4puKZlL4JrCq5pogJc03O18q9xTcdMiuRU06fCSmsWmIAeBXqUDWmBHiWDU6BHgR4FehTo0Q4hQI9qqz5s1wTQox+FQI+SYQbQo0CPAj1K1giAHtW1AT0K9KgpDehRoEfPNxigR8/n6bz/9V/4838='; -f['rack/hpe_aruba/security.xml'] = 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'; -f['rack/hpe_aruba/switches.xml'] = '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'; +f['gcp/networking.xml'] = '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'; +f['gcp/developer_tools.xml'] = 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+f['gcp/compute.xml'] = 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FoWaTI2FrrKZ/uOYcVWb3W+eFAMaxu3HwZ/SYbwYgT6Jn28mKvz3Ar/8H'; f['sitemap.xml'] = 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'; 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-f['office/security.xml'] = 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JJaHHlIAvOBMW3CSKOPU8Dujk90w2UJVfSLbLYnz5CzikXuoFWODO3hEIejn7fFGWrNSKVqbC8fRazsyQQ9/uj17oQe0R2332eRrQeaywcUc1scI94GMDK0zR7IUT3cky/Q3Awl4UYvHjTKCjJeYeiUKy6Nd5meFWndfLet+bSbCDiUAXbbAwpkw4JmullT0NFja2YQMsPHrrY5tg4RmMoQIWpl1R98k1YGEAdvbAwuxcRoz7EagwbNqhx4iWyLNxFCqcENFJuKUEm/A0VLgDUjz7PO0rG2AKeaE9bgM+zn18KQidmMT6vhJfGsiFmYg8aBEP/tdFmP4ubMi01AwNUaX/7f77+8e7ovrm5r/cP/7j4e3zW0ehpk8i58V6tFAOSVQkmRuiQVK0VLCRPtFoVyriA7mPAggUadqXZAgUGcjzo5qUWx0RUXEW3JS49Uf7Vh3oGMaJ8XSBPE8lwQAdjyPTFI29IJrsJhVWwWwCWVTHXcmqEUsRrb1dE2CArVPRWu0jOiPcN7pODYbiLuUYFm628hRcrVHcGr7OP0IaypJY+vWCKpfEgfbGu5BfNAx03ZUIE8rMiVlKRtqdwbKfAkZwJcvXgGygFzVRllMRvOhEV9ljCpaHo01ArEDwuIpiqzvKd92ungaMbvcSQWa3cyNxucZoJT/F2g9hpv0w9IpgLFxDZJEtLX5ijMHmjTSDtNKuWwUE3B9vVOnSdY/Y9ODFPQvCjYm8ik6H2zdQKCpwqmrZooZ8KNkvE86vzZURR0Y8TURbH9kPXQ4qWmSKcjHsrC8B8QJMMO6gVlSao8JoK6RGVQfHKA9HgYPgAdBLsBQoIVVOlO3tHEhGJKGwULnvhEgdeUtMAmhXkQZrhhNWLRKavv24O1ocaWTIthBKaC485rzEyGDAok8E5pzgjht6MzzVfVcHPFFebW4KsIcjofaigjMJNtqC8SQVIpNL3AZWRMKkp0iZKInZ/gpKtWGQMDe/yYag5qFqcXaGt55NmWCib5i4kBUH2ItVATtCWKfbAx4FT1bPz2RK4QIdwQGPlNmbiNAweQruJU+g/wLmsRxNXnAdIqBs1j0OMuV3CDW+kJaWPGVJpCAsXoL6nq0trMrX1cmygbKFYwKPnIhcJYUjSOGkbhLZSjPcc2k2rw3FEr8OeOkoPlFS1RRBNeZhRKZMyr+MmlppwhlGuAM5SgE6l/deJ+k6EkChEKuh34eCjwkHO0peA+77tpK2YOJumi+2PcuFv4qRtR1pYXnlqcUMJWXq19HWBOw9JXhecLiDaWOERNIhcApiUeQRHjUR0jqprSg342z4WQIFUVLsBEyldNSGVBmNoiDql+RlOBywpxo5laiuPd4BA7ypVwspv4IXnF8I9llw67h5PSEXS2c4wTXQtWclJ4jx4wXTsJIRh9UqszmLDaRchHzBYWCCLlii+R7gRh57qfKO04wEl6XgQ8jxqJgnFPfogjoP+iE6YTBkS3JmWleZR47TnXqhohj24mwwInze/B6FZhOV2eouEFb99AvhYrlmeUThBOMdvS1kcAeHd/6FYHouGkPCF6wvWrBolxAiNrtzikTp2hdG07PBI8LnTUegaPqHhkd1jE8/b38Nj+fM1/BcYJJod7LPvlCuEkPBpRHR8+dWxx4ez/bJ5ztfQ+N52dd0zjaP7uzztijg8bxIEnRG19g6p1+wv4dH9LLvqXUCjw7v7Auuem2OfQ89f2632cPj3XPy+c7X0HhOfQ3PRVjVv6OTffqFwWSB5xHh86dWpzM8nu2zz9tfw+M58zU0F1grpzfXZ5+PplZPw8HHT62MPTaa6JOP219CgznzJZAQEyBjz0o0txiTpCLp+Wf9YILoHNmPp19w6WKFRRVC67rnF/Aw99Txs8/XMua75tX4ouc745mxes/Z5+35VFXAr3y+syGAtOTc08U7ZVecqam8zy2xg3gocTlMDJgpoOOl9KWuLoQYMk5kKFnJljtmFNjZ8wuLnXcryVs6N2aGcIMmqFGYBSTwVxlUClpilYReKKHBFo+NFxJkX/F+DfiC7W/3nAvrR+aGUFMtfm90WcaZcIClpoFl3wNhPgpx8yYjYhPXITbhF8YetQFpqNbzTOZi8QMmcn+aT48Y+3Gzafzxz/tovsCj77zA04Pzby7fgm8He/UCRg8m+3n6fXvtAgYv7edL1IEQ6tZk+cuLHl/Mx3k09vORLmaa/a+IyeTC6xtM5l8f//7xGXN5FJH5FNR9+q6XZDY51JdSsNzFHLANqHA0UgNGCBiU1ACEHKhwhsTKEJUk5WElVGaWSRuE3Of5hQldDByupUJlg7Dtyi2wQEA8qErfnpsE0mFS/tN6xBkiXnBOJlQYC4iqx7NHPHcTlWSS+qEaUxHhC2NoJWsaKk5R2YiLa7DHm7isbRKeawVDRR0nES9gydqC4aYzHsGbiP8nEvHfnnY1Hn/6W9Oubs6Rm3Pk5hw54xwJHSxogZ4AMK2kWoIeoCtDKIwNIvIX4rsVkuk9Q32ie90r+mwFfUFgxkj06o3im+dM72/GifxNu/a/raDLtxYS+7YClv/k4eRvLdz/bYExvi2gzLcPY/q2QGb/3BDAbw+k+c3BaL8xmHMYCHWeOoQ46hXlZCVG4kiFeFKQ5A/J9KBCrEunsGqSFE6d6IeEPEzaqDtT7nqMgqa1fORe/6ozSeVEgtvy/exGx8ryZS80qvvZxi0bl3pJAi+s484UoQjyf9P6f72ScutwJbj0v/7jz/nvf3/88Cm/fP99/v8/33/8ePfj86tHyfNeh/QDymeYCZeH/XZxPFHbAp8NZgUPnyTK8Xy/LWgVcSlJ2GveM2hk4JJlQtegKqZhOQi3bBPvz9UqMaJj24dHqK4Fd/xyAQWsS6chJGJ1ViJlnxe0CtLWeq6F6olPw9v8CbTo9ufR42VpbAHPpGMhclTKCb+pYtIG71XujGudbVPVW4VTkawkMcolCbOVgsdwbj+VnMCdY5LhYfGYYEe5+Plg7tPANeZPv4Aj6pAv4uupE+RWr6jdEOC6jY4KADQqwhQaXdwOrlOAoPAdIdVDusBtJy2fHXelXLC4GdJK27d32Scsf1KqiXD+7QR3fQzMGrbQXS9Ne0cxMuJLrUfgVXXcmQS0iQiHFv9rAUkkqVnu+v99/7nc9fePPz18/Ph0QR++4wtd/5vXuOOzBRjIt2mXX3bCBK4KL3jII1VNVX6qYstC2ogwvaVX90H15euIEJXiKkXN2vtElPqJSBpSh8LRDSS7Zyp6PVPxKNWRXweD9AVLp+uZ0rkdl/zTq+lkhkFQOC56zYtuMmWeouzFx33siOSAMslmMPSeOLPLTY31RJCJvMNgmMQKU5MLOzoR7vRMKRG3cBgvrjSJVfhFJE4Ets0kUGn5VLsugupFbi6q3DJRWYrcNIMG4j2Xuo0mH6b+3ecXFqjhAS8ELAMWbDvASYmW9YXZYsBqPj9aI4qAJ4j+YkV3JikdUZVWK7nfcRWneoF8/ZuMrdb/8+Htf73ZmK2HL7IK1XnxTRa2RlFxvVpoNij32HEJwWlJxAKTzzKC7pzUcZKiP0iaYCcJlCJIdN9g/Y6ZzmmkmsyDcCSsA65kIM35IQQVzaephxP7h+9ogo60YFvoq31YBaHjQgmLSe0NO6aSJx27IdSQV8knLC0iaUeUmIE5vTt7lTygJ593CeKbfOOiDZR3DJbVdVJbXnQqZF45VUpLknGU6YWOvoimD9x/k5wy2doWdZX6xWPTqdhE9s4C1zCc4dwGPriBT67eHKISJDQqR3vAzTK79gZQo1O0s4zURZ+3opITnzPagXz6v9btFetGp9vrP9///Lu6v5INccX7q1cyvHGF4flW8QO5wvCAR+YGh5rPrUsMTJdjlxiWAFvkVlEn3VC8GAY8QcWunuC0KK4aUtZ7ayIaUtYJJdO+lJWSWV9TyiJlZEFMnpKynQ3NUhZfeD0pm4iBq3iz/fYD/WymQ9DmKvyGtrfrWiHLfhMlyKqQjXZwpEHIZpfqPq2SRSaOCy1eM6v+LgjBueOLYpUMhJriiRQ3OvKL6v0Q9jbf17qypqpU0pX1/x7yEPzw5Ej8y32enIdPZ8psxRVM8fLLa6EiQz3KYFVLuvqeef1UkwIxY+WZ4kferl/hsLapJ1Vfvo4INXr9XWv34lmUKAxGmaVpXxZg9yXSgWyH0qSi3CNG2cVK1J9vdj/RnVx8JCiKGl/PBo1ej7C3+BZGY6Ryhb5HSZ9qqOMXmQS8SoOnvROdBAkEAE9V0FOHylb9sqbE59nD+gqO+NqziMPNI017ezfIUgnPKxGwM3m17kwxKib6/E7MSnW29s8u+JJGgPkHs/Bey5lHtu/oTciW/t3nlmQhiEr9BnjeLlpfSsRDKudi+uv4hTSYuZ95SGkLgqoZeHsdTJ3bm9MRgc9gMumR+RAmYtwwcVabd/O1awV5yXZxtp7HtssCkirbLh7OWrZdqIYsRyh7bilPYKiDtgtIGQFhKNNlf4pa7rfDUX0CdR7wviHk7BrvG51jDOX1vG/mGEnViyDuPQZKiueEnW8obO2t2nC9nXncpU4qFduEimdawYhgg01UqOSkSYjy+zqTEE5T+VpjwVuON2syW343Wy0Y2dQ96naDa9FzuWvyD/cMQl8LSuyNN7AWJvWfVB7dArJNVVFXdV8Qe5In0JlqjF+ozEiQ+rR6IyDBwyylaOQeX9D7HtbQ5O52gCvnd+MnPG90Dd+9+/vzj3wh2+vj3T/kW8vnv/3w7sNj/sWn//76q2+yajpM/rvNsu8abTfFG074TfG+Kd7/ZIr3zfGy7f7meHnBDfp4//FTvnXU3/maXP+AZ/dulZv1UTXIm/Vxsz5u1sc3Yn3cHF6/I4fX79sU/PFvHz6eg5F8MWvw7du33739Tk/kzRq8WYM3a3Ad0s0avFmDIEFu1uDNGrxZg89K3M0arCfJm8/frMGbNXizBqmjmzU4/Ph4f//+6Z2vawtOP3x3t4XT3mzBmy14swXXId1swZstCBLkZgvebMGbLfiswt1swXqSvPn8zRa82YI3W5A6utmCw4fHu/enyDy/mDH4/V0c/EZs3IzBmzF4MwbXId2MwZsxCBLkZgzejMGbMfisw92MwXqSvPn8zRi8GYM3Y5A6+saMwaxfr7RNYgz++e793Y/3P92/z7fj8B8f1leOGX7rDx42/HZvWsVbK3Nsyqh8cQ1w5pywb6nNtcACyy8L92SUgjRBdo9pwOjOvAwJrpzyYbi5XVWSFPdlgOtUmva+P1Dlcy/sRoqaF3nJdWdehoT9+1Uy7fUf6cYtQ8IaAUxIXCYbv18tSdhbf4tNwGNVjVK63TBVFLWc2BrJkHvqYqtXzmAwCPtEVasGs8xV8wVvfUJYL6UqZ6ZeD0CjXmo6GPeKT1gAPG/wxa5VMlN9+wAacAAV2De24yT05Eojsgm58aIZq5dG70W4f91AjOuj1H4K0LInCebKfqnY3meURNIkpHm1KxEEpAvGjiNJ9yUTuFKKKUGIcmAW3jFf16JRHGKx6jRStY0EVUQ7LCDgJIlYhJIJ3+BbbQNLflAXYRgb1YSPc/CudHjX21czbkNZ9QNWCPh1HBYrM02W/PUzqPZKL6guk0gMj2C0OKSJ9ma5Uf2DMufmBaOHpZYOLtjyM3DB5qdqdXr+xM/0iV9bLZsbhK///uHdw9szPHmlIPWb11DFYkI3nKvE++2lpRfGjqxWb9SVnag6R1ykQEI18hfQHDwTVZu8w8mhUxOfx8GuEytjTZ5Mu/yzlf6y2hFI4TiJGV6tj9k+AotQb8pEoY88kVcjrxiK9tw04s2C62qWYQpSTUxOnu0elVe0exQOcKmlh5V7VGGp9UU5JPUAzx1y0GwXL+gfdWvdB+nfkX9UdyaxkRH791jFCvt37JUIZCHkUa5rXPsfaqmv6pWY2UE6dYhHxW2xiTChVyIRpXJQ5S/WF0dSycpv2RGuyF4RKclY+w9Ui6a8iP7pSDU8pKl50ickkz37/Ngp8jOR/ee4BmVWzhIcziBVIc9f9pMU8Dty2U+0AnlvYx233IRBxmEtmCxjlFGvw+wQ9he5hJqGkgiBmqRz3HxknVN00ZBcZFjl7x1tK4YcRx0ls/6gyIsk9RhFXtg1hdCCqaH7esuIprfuJXVHyklFh6s0tX16rpZT+7zzAltbRBPtFwq8qSbl8AwYvR2oAG0JhpoLxAXp8ogChp7Ud8meRJ7yonmgv5U2yNeCbzyfH6UXqrKr//fDw9vyM3++e3j35oSmuDyrWi9WFYv3Guoku47QzDvLwdkK7DVSTdVNUH9ZVJpF/BOruD0QKRhRJ+DCcGFmr1mgysVZ3OPGlab9kHGE/rMEXFgo4knXnfk6JKogNtqBHd2XxBtGPDgzFVMsTvpt73pBwt7qG2LZpfqLB/eO8+zxBcHs0LnU2DXzBfXgWrR0r2M06VXJI3JX6h2DWlxZRIwluE5sqdSJgxPjWYvWXjTHncmOmdDPOq73756sVZ2Je2l29P3+De6YCPf4S7eMFxNGTrPtmmN3kaC+ArZ8dvizG3wE6r+D6WJWP1tHf85vRPFLudjr5/mr/UbZZD2jSmajd0Q7OFC4RTXt+I0Ggor5VSK3hxlQL88/Mfeq088QGcmGNIrYictQLlKmUK4Yjwd26Zg9baUbd12cODA1k9mbTxoJjLT+/H7/aJjEyLgcpbMq+Qr9MzRh6qBL8tlBoztra5FD8SOEhSbygZbKMyAusrTqBuLh28NARlkYCNVYnOEgrUqtIfj4IgvNjx+4bPdAd4VfBE6jgpno2fK09KXJigip0PXOC40gYsQgopdvEGgPnhX5ZS3dEbjkKxpuv/8FHFyl3D3WrItYbqasDd6tk/hRZLfYJcXkh3UIGcv0JsKgukHqyl99UhaqEZykVlANPQ0QKmgcE/aBup7vQn5XNCms6uoUbEi2KX63TxQISBYMtcgdcMCmDs5wZjfeQmWFcxONNqEjIbdgZTDfKz8udVY3WCi2GDxsklLEB7SIEh4Fjb2AkixM7YzAY0Fq7uMySQaKjVsHPErsTVCpBGwPUlxN2WaGcQy+l4haUMWutW97er7Mj/W16o16jByBYEvFeAQ1TnTbea5Y5XsVqKLyqIpBh3WZVZMCVaKT2SudRLbHbLhu9O+257eDuJ4AOGaDufBuO3QOsIxZGiQMrwCuHUQgHIIEp6ZxalG6toXGCNuipIWg+5FK4tqbuCDzz2x6fr6suim/1StKx/MgwYsfC66PIu743kajUJr2g2KIOUiMOVBN6gZB17520Iad7wcpoX73kFSZRLDtnBL8vpnmNy202VWTCl3g7klrGof2x1rwXv2z9XzY9StTQ5lQUBxZD5T5+TAyAH072t9JjblaH1h5Q//j/tP9++K7zK3XRMyfLvaX+0EX0d7rhbtNHaFMmQE87mk9UO0XJoafdYKPsuet7IyZQEnlykctwBMkWZr27iVHagvALdg1SRdprD5PBUyheJonGFX+Bg/jDatLcw/DQHDAwfq+UcKR9eCbCWcSi5YtYoG6S04b7Skrfhm9OIPqLrPyu3IPLuE3dPAITsK3Er3B6qCliaQielZ0k4qEG7KG8AhuuwJxBL8Q3bIQ5cprYibYcQ9udWQcfcFDChfvOspa7aRtphqrrSuQxDMnkJDqaHX4yxL5EhyLTps0PxAxqli0m44JvjCZpVVVdFp66MiNmRNZZ8rjzU0eZ2SQouUSC0EccllzA/+YvxBOXeweIgkNqyVEh35U+CF5EZMiEmUNStPuHoUthy+YFoMq9F5vEOuikyxjed4SrHl/DCCUOlep0nHrulqJtjofsr5gVoke5cqpp8SO8uVXyFYaq+tBmeAYnvaCxJBDSkvckSpDdbceFEP8gr2Jgqq0vbeJeEbIKcGpQCVrnPY8ia1EYd8Ybe0piGuwnmrb6RMuIFNCEDeQ6BQLmFdFgCDceGBugJqIdiTotYjP7bkldUJ2QeJsygPUSIuGydb+B3FJTDD63GQH3YqAgzsqDeQSSV5OuvSPicHaSyMeu2Abb8MFlRQpnq2TwtEjFATj52sThvilaX+ro089NEDgalmlf4efz1h1Xn1LXnsB19WL0HaciE5i3U4L4V2To5y93ESoa+ieYpKAZc/r723/38DjZTunwDdxtmcCVOQmik/PvWibbwFKcLdlUUHe6UXirxIoQ6Bb8Rjb3nFP8IASheKQE+L5S54inTWMoBSJcHivOQB0lB2xv9Zl/jvpSI3sIrpEHKX5FGlPBwvPlRc9RoJr3g7uLRQ0KSQmINUk7Vi5vDDfLzeNuNC9fLsym+jiCUQ2keSaUl9PsUVx3+2KFQrDj9vVLdEV64UBX0iuc5TjJEgk0RFIa3KINElRojrrzIi3SNxYx7fya+RAmF+aCEyRP77e2SJk4UsDZat5wid8ifyHRgIE3uZOdMj1I8nTOxGGfQa9rSHdsfMCb8CJamRADKsHWcMJGK13PAGiiSc35FsDTz6a0q2BJx8oIOwiRyzoHjuFJwfVv4cnb8DJUTe4Gk7e83zQRX8UTg6dq2cET265jij3pYDbelFjSoQVOayu5QmmSiOOBJOA2DM/oAXBzCQoYcpHwsEpiHLUwd0FRUxoRPgtyFbJa6VwSzwsfBNeHF28fiCHynm8/iSGm5jZtuoFgD1O7Um0ugWvD2KpYO1BhEtTe34nZJjovaC+d29KvyJB4fOE2GGd4a93Pz49dyy4swYVXxzcKXIHDn9XF4AXDuRDBrRYpwsarAt7MClUfU065Fb+99WB7UCTZx3UYaq54gASVWA7ztl2yKSBk4lmNksTs00M5NMoigACpl6sCfj9SW5llpnyrJ1ZxppAJE1geIkmcE4RIOK9meL/ZYUANzhQYupAgreaUMZxQY//UU0A7rbAZoLpSWRNIC9mh2d0kXkRq2ZGqyYQyFCD/3xtIvR010EwEEugZ6WtgNVQE1g4rurFupWgHWShWnbVgGZSCfH2KB4bScSUwihNivkB8V2K+0BRa5myfKB4VOgJczU6GTC6/3Q0Ujw5iecbEdDStB+jJUnpKMNKNWlSStRNvNDkqI1qyDr9u3WGLdByMSC2z9d8FyPgR6In4umfKas5N6EhULyRmKW5dHiXtP2pbHe8rSciL8i/PGL/C2eVL+u3HDlPyold9R47lylOkgEvbiRMCldN1cuSBLsqXn0Kl4bVfNl3JxDMY2be34FCK5pdVjk6EZmHwb+GfxuT8rOgG9g7P+DlqjoTOU6kBKHnw1Sdyc94VGQ4OlGiGiDP9JKEvfW3tw+gWEQd3w+MJTh94tjQtwl6IZWir8IDc6DpG2y7dmQ0dmDgo6O7P6QLXqYzm9Vzj/F3IeGa+DJXTcrbTsI9UWgrhk5Ove5MZAiqXUxGkiQRrs6+WpCwt/qvnFaPZKnXpNXjhVRyxc0tS2b6DPOVKK+ueG9Q1pw30xO6WumFRj4K6orFuYHCKQnmRJQOjJxqxFnYW6GvZfWHBhPlE/nk8MePHx9+fP9MSHke1Pmch/oaZv/LaZB6ZkyDBYmAS8yOGjgJR7CCAVp2zX7IFLvYEYsUCPmnuKu15U9RgNpTNf0xpQQgRA2hi0licWKNtk2DhEl9L6RBeoUowBW2vwe/sSNKaU974gua/i1OmUYQoJcI3IgA9FJtMLvyqN1P5yXBJsCk2gNmv2XVFOqR0X7hAKeJEHqK7J9oXuWXN3lmaKcPZrhW/+7OxjY1SU8I+LFXAMSx+GvayeTlGoWkUi5njOiEHn+w7kzsZGSnKh8GulRgNvzAMB1p2us/UOJaoTdE4Epg5SSQHVnA5/z9NpxBdyb90zlWCyuaNBlCI/sJaP0724cqLWyUOkLTQwRE7oj2C172TBVQwTrxUdBMzy0jADQOvDBa+oK/wIiiLYMoNTIGkyC48UKPa0QjveSmbVAXIGNG0T9hS6gyPQF3yf7VQkciUhZTQd9yzgpyCAdHtrE07btq8fML1BUzZyfyNerOlEjgtK9OHHMi12FouLbY1xkari0pRKOg7M7aYOTrFPTFMfgX5FeIlr/vmp7hez0RdUjLZ4e/K8asCn2ILjoZmQbqZ+tgbOt1QVRpGJi4ylHtlEUQmOp2RkzrDFEEQl8NEKbDFxp50YgLTAk9BYlYe/TYZEkiWBfly63hIrVTWYueX8PDYCMGQFMgwLCeF8+bI+ztQ9OtMbFbw6a5JKRH362BFHgjKaQRaXG6bIELeqFwKwYmzbgKfICK4tkXeEa/lhtirGeE3BD/M//8z0//dpRV75X4l4X4aXU8TB1VUnE5aLBRP8QovywGciSv5Ny7NgPxspURcVbggteWGEkHjFbSFkaJiat4DgeCkEoPDNFIF3XPkam7Ud429uEjFNhFIuzSSxD21ttG+Cdw5SxYdI8h4xSCGCgXp0HRVJzYCA4jIIcfO7nqZXqRO3QimG/+GY93U+LKlwkTfaVW2X4EARkYS1ABqUtZx1WeY50egukZHnJEW8g8uC/yjAS47EoqAOPIKTtnoAiKr+H+PccEFD5x8+o62t8uRKURKJsom6BEgDgTD7+bKGLn5s6CZa0YC9206gBMpHk5YbH0dXEQgdztvsSjGXlEhVJnoaaXz8eEmMLliBxVcy+ev1DIJwUyCpKECVT/pMoNVOWx1J6wui8lPNHxK8RQSpEkphHH9Eeet2voaYYjw89H7n+UfA6RFh4jfiMnuMxQRYxK56GjHF9oBJgH8KsoPsl6XJTYdvjL2lKgeiwk3S2O1VFQEHVWkumWc15EsV+vQ5zuucm11SCwg9V2tSjPTu+qK/F+U8G4kYq2FUgfVVvAtZ46hVvy6UCPWCGjg29XTcLJhnqM49B2oS60LwbV19q9u0T6dsS16KI9nlcj7C28sW+2BW9KqWjDkh6IlXVaP2Rvj0lAY50vZuxq8nzgdy4E6CrYNtvHRbwoXPZ6oiSL/LPEFjbKeJTuY4YwZnLwzJTiofICRWVB1nI/suYxdnISXKAAvFsIvesDXeSF7Z2dAiTKR5tTqeQR8PFC71pZeJQtjQDHyNycIyg+1H8iogg/M8lugzNrJPiynznvau5IVu0uEiclwnqDQmqICwmDe0Un89v+QzCpOPTv7hxr08xISPUuxvPe98aqauqLED63tnx2+Lsa54S+zBTtCrkBnOuheor2jVi8tSNl5BXgLhwNvniKI5FRaRYTT6LC6fRCg6AMefRXD4TSimqLOslIOhiUmizKicWgoX5WFsN2Ri5UQwmdVSNlIpVVR8DhSBSzvA3tvM5lxqEn424rke3tqSmBKStVTMmK5xcGKIhHPfitQZYV/sGKG/ELMxQopCHBwZ9s3qMJqapKuuqp50NHR1agFsUQgWmdqkkRpCAItARtMdCy9PbjwBhe1nKLgwl1kEQUEYE59bvkbCVyh64rx3E212Kmp8pIKk1g7X+Gmo0tHi8MtHnJQVr7jxT7jpxWGz35z2j9OTC5/kg9VCeSCIQ3RjiiOpXIEtUBKPFaxBpEAt3KL+vAZkKXORZepf4j8QEVhyF6SBPt9+JHxfVOFOCQpn1X6YLrPRHoWzXpWD+sdytkMHUoiXVnKq7M2VvoQwkzV0JbyEHN6/+1SjmmRinHv9zn6Siv//n+48e7Hx/en8pjXFmCXx5XwEqthYDcumfo+Qh4hoZUb+AZUahFit57CZqKWYJewsU2LqIjXjw83ni2VSdibiOMpZiLhn4QyPUO2ZO2Su22r8v22VepiVooUM1v1aRotKiiYSKymQKrsWiY1e9WdXK0nWGBGVsY0RESk6YsBDKSydXOMGsLY7nrc0/Hnj2H9gID8SNhdz0r4G6kzd6xpCOr056IaDzVex5pvzfcwdFmdfHnhEgKyGLKR6RB6I7+bq5rn7iuvd4fsmWIuHYAXBoR0MMep0PRGDDucTGItIMei49HVVhCDiVlFJFQsGTKdrKt6u7waLIvA3/9w5APZYwehKkhd7dPOqwEC186vOBpf9hFAqM3ThE8iSUGelL3/AuHEwq3394hEN4+bAPMAa556mHhvNlXb1HxSCQxKDkgEjArN1HBoQj5jJj0sZ1o81x4/LCTj9sk98FdXvY4LvZXQ+XE6oEFJfrhUyEC+ePbt1mRflOSgx4/3Z2pfDmG1yIFQSGRTPJvFEBT50YJiO2KVJtnEX51CYFhZdWRoCVjB0lUQgR+2/kslV4Dtqx9jwwjcnK3CazF2I8zHQ6cU7syIKTZyCbajUFhtoWN2lO7UkENsf5mchYbMmyauZNpTgUBCSNDSdJeAQk9zuOGQdXarnR/nHy+v8FJY1qIm6qEprYfx3wUnoNgiFhm9M0EurOU7FBYFkqvQlrfhWbVTZC8C7MUUXXuzKoqv7V3IhgHSBEmPr6Bz6/eIxJhw4LvfrahRXSES5qhDXifqYx08Xih4c6FyFLgIFEkacdC4NSV9vTn2w/vPjzmH33676+/+/7D+3v9s+XdxmNvfPBh8t/d6WeNWsoLLDfOHk03vgBeMDLFwN1gFQelhwWsecRFG5BYwCFl3N3j2/yv7+4ef7z/Q/7/P/zw7u7Hjdh7XH+rBroeP2PLx/++v/+ZX2VH8S9/uPvl4eMfHj98uvuVV6whjt0Imt7hEQou4fEztnRGOEv64oERJkiQ/P2NsOZxnR2h+JnXEUpLZ4SjoEkOjHAAdOoXmUP3BvZhRZz2R7hA+YjDA5Ryz+sApaU7wOqe7w9whqyzEwOcaIDTsQFOglg+NEArUW/GXF6zggU/PoI1evj75wrkfPyMLd09XrXV/vdjivlvIWolAfXAAKevIGkVb82RHXTdBL5ofOPxI+gGqCX+2yzxfHwGnbdpwkZUbl01Zn5DuSd265FPitdevy+SzCfOVXGU+atGeGZbwAhV+tuBERLcu1M8FphXX6CjrfMoJ3NtsT+wIJNOfCCifE9oQGuoVDSgtcU+mUllCBxbguvurxfMocRhjkm3LaTrt5jDUVK6vugFdvUUymE4NEDLEqRzhSSYv8X3KKqjIyrNdYdKKrE8fsYWe3yjKqJyRGlPB8+UwwmMAScw7uzYlwzQVQTSbzeFSdFiHhjhBJT2v7tDVXiENtdrx530JWIjUuxBxUb+lh8tqKKr6NKW14EXJfTAH6ADHAGxcw0d4AIAhgJH9Fa3RAeIRcETIQsKvgxB3qMMZo/eg6oiQC5Wlw+kJLz67XA9s02WxAdM2JixiEMBbiKwwHcKVZZ0Oeh9orTubCthWndUFa8FCIa5YB0yQqo7CWUhI7qaGnl4VE1o4aiwI97rOBJlXeE2R+LouYc5dVzjh9K5pKX2PhG7VBx57UbAiDeobDDZJSgQqMpnaCDFcO9EBChRUdRGJAKLtRTHPpw0xRLwWWYNKfsKURcDPjuk64p/QHCzmDMcIiXThYnzOSSqoo+6nbMs6Z0q14eqb6vKYBzCqf1PJORCD0QVmFwtD2nkOBcC3DXxsuxaBBzz4bOCAZRD0cU5xoVShwr9MeY8Mz6++KFw+3hBNYf6kc6GdK21wnT3jRqIHmLwBQiNuydJKISmfffzQW7MmDZVpA/X2EaxpYilFVS8x7U5w8Yp34mZAROFEAssnvYNlg4VSrJ9JM8ESkFucii0k8QmJaMCApi5BXP9pWmve1VwXrYPFhhUTar7gHeGqkqnpLapm+jO5GdQQVHxBHVrTHhsZxllwKa9/idKQY4zE7DNBOHWncmVj+iIU1DGosgBfbLvIHJb0xeYW15qCuq0Gr8dvsYkE0x5f/oajDQOt480qTQL5CooxYUxi7ASaO/1rzqT07M0Tg/eOoqbx0itXjoZ7MVFTLsXaYhiIHCF6kpyKBE+VLDmPTABXnmJ0k2jCGj5diyPGRRWV629feMmZklJpC2HkQoUqYK7au9RilEvxSc0aHkHqiHlidMnBCqwHTyzx9LRszmSIT+ry5G8fb6HUpuIfskNklsuyM0R7yi5ileLk0mI98ep2LlbCIoWUTJepbOQmYg0IKLkRo2kAUTpgWqJuB0PcyVjwpuk4YqFbEVMmSw5dARn4a/l1HzMEfYj0zJ48glIHv6mRtGZohg1xfH5c7sVvxPBmKS6sjKU/XbwiSt3lj3Dur7du+pK5NfMJ99B96XeD/OGoLIqTfsaI2ZepUSXTmpUmkx0HIOjRP/8+TY/k+5s7d9VokNt58P3q6LwCtGJ5d558b9w3eCOW0NpL+qOJzqqRfJu1hfpa5kM6wvUDkamuZJBBCcjMeVFJIrMifCWc6fSTzFluGzABC6QhjaUL5MFlFnnyN3XKRvQAxe+ok84tpJOf35XXL3Dnz78dPdQ6mj+58f7x6eHjtJZ/jpRL/YLS7bNwfQV717+gjNfaAwJXzBJteh1O9OCx3f6eWc93xgPPH88a8lO+Kk3yBUPB/PhxXzW9AyfGBJqmceftUcfrh495LH5MzN67unlxPzjs8fnvzMmzE488bA9/nD1+E9lEuIKnHsavR9mSuOprM8zoxpf8LD9BeH6LziVEQnzevJp+27AFNSrV6EzKso1P/Gw/QXh+i8AKWyTVqF8P/W0n86sAj58fBU6oxqvf7jzBeH6L4BVOHfLnnv61KV8/a3cGRUXDjr+8KmL+cwXAAXmYmlghxOhIQ52/EmkP4GHOWX67PPRtPwccsGcfd5gg2J199TDAexleD5e/7A1jBEn8NTDndnz87nZ5ufN1dccgNc9bxeWKuyBSMWTiLA6cBDJO7L6vXINrD4K36kwHB1VOC5RIHSIcew/b49atVayIBF6UXjxe2wEmIUZZ4q9lxA3l4qZMPY/UIHq4DvYi+RbjN1YqXEiFuPi48fuIwdCpk4gIi0UO4/EcRsFiaNC9+j2jkQDZcvhEloCRqUebVRgb1pgIrxAkxWV0S3OpQUDrpNNlKKIXXdeaCwuoory4rKzFSd3Im6cPN/gUItDb2nVMZbOsWReCkRgXJy4GOOahChTgmN27ezkkaM1SeEttbWozojy8cnOpop10S7w1nL7mC9MElSuCki00RcjVzpNlBnfoJUKHAcppagwgOxMXtdCAbkdb+d5h2yqkqK/L5sDSIfANVsKUg15s0aWzZEqzBUKdftuSgTwyFOHhXIGEk6eeTc9F5oq4EyrmABfpFMPgkmUen6miDqG8Iq1wUExJHsrSW5GDS+ud2qqIPElT9scYgU4S9vMlpKeqadLDBLEpPcUEwoDFxL0VK84H/xOJQFPMTEfCAiid5BE8SkmtlD8NfZo93ygQoalVAxcwjr6LfA/LGUQmWo89si0FT1NjdDPRPFfqqEg+jUQFKSAShBHVQsB7/Vfi8HU7iesK+gU0FaJX7wlZyKaJ53CihUsVFMRXT2NufMw9kVyV9XScVVED+pbrLVCtEZiFwlQnICqCgUCB0rskNnsImjvkS9ZgbPtHx28Ass5QZZ+IZFUWwfLYMTAi+c7W8dHihqqJLJfRNJjWd4CPsPv90StbldSK4Un0HRyDJtWxOiiPGNtjJjo/o++wwtd0KEIW2b4ZW7Cmsy6vq58PALIoocivQ0QE1Umm6W2nUACkA+maOi09xyKjdijKR4EN6DA51zIbkKxleSOMKZ/7FTaKrB6OPs6i0CgDBOc/bgwVb4nKAeLHsuDJ4gqybgINhBlkitGdDQsS6ma1O4JCIQZWvDLxZw+3ZnY7wvcuqFRUTwgdrmNP+wknIRWzgNaR6pJIxARNe7FYJIXOyAq1ZkCMrJyi5Wy8nliwYX1xHn1vxbcwVetReAOf819vX9qPARvKGf4lfANUspAtFNnXzGJxIwy1lRyCCGmFi6EoypKropND2WuO5MrjhkGUTlbqNhukIKyAVr2tJuBnHMgXnFzUs1aN1Ct5+4nY7kpyfoyvrfgRUEu6BUIe8tt64NsKtkpES5Ur6iQ5TnQBxeq2SS/u6E39ycnbqEyM3k8WJOMp84NVDdgpHSAsWOs571NVsxMZVZVk9BRoiYshCnHP133Jadt9VFa+8aJ2u15NcLewp/bN2F1c+3bgFhrzI9sA6oCEw5/WROFn5++kbWBQEDF1t7xJOVmMoGRipBOTSQryknNlUBNa+eNmp2NmqG9b9d9+TogdCu3ts4gxrbn5Qh7a29Ro0ousOxrq5zPgBVi42jC94NDvHenjkBlc6g2sYP6KRRN9JvngzfLz2cJBUWevFlRab5E/N5wONoba95FO4aOYPKu72qkiISnykieHEd+5EPLiY/9Q0t1kRaK3DW27UTS/kwh7/w6eouKnxYV10SUx1DIe5SEj8OqUOKuPfPszlj2zXPZt5aIx5P21XTmVI1o0pmHv9w//uPh7fMLx3i0h+cL9qY937Tnm/a83/tNe950f9Oeb9rzP6H2DJFQzDuiIO+8VZ+LB98mKxkocXmQ7E3x2zUS+BxMt1JeFF5om7VN4DHAoJS0ZdvPqjihlWRhPyulOk9V05bgZqN4p1UvtXz0ZrhCD3PweQfcLbR+YA14sAYa0zE7mg5kC/ESx1BBi0asE0E5I1yQsHyLbPnnFyYogXAzvm7Gl9Hp7834wjx+LYFt68tv++cEUZtgDPHuC4Ac2OsBB2PqVP0t+B/83kF4ohT6iEmpMD41icoq8SFTrjms0lyyxM3DEDzRiQTO3i2V1RGNFoSgRiJRqPoHZOOh+ifLVlKF2LtIR+LLyxNF4fOZYTeB0JzBc5nbTuLNJBi8ugNHO2QofFFqwAj2CDOFDL1Uq64nQNFoVGAYcCGSp28BtXhcmT+MCDUyzDjEzxVcIEKbR6rX0iowMwI/ERNLMN7Q5pOKgjqSwDxar4XYg50FhEVfmFjCYguZhVilfl6HP2fmMs1LlUsaO80XEAbQddZB2FldSO/3iJ6m/dPK7wfVNQUknUmetwPfWUqpVAJ8NM5bUvxickBN31HyAiaR8SJJT4rEM6KlgUi0EUWwXSw4KVymCEqbiE5Vpfe1CXMJchPyKGoKIxnwKruVCF6MO2NU1EhVwtozPA7k8hgFZlgHvAjLoYhC2BFFEuJ5m0wBkUasabisH7A3v6K21PlV6RuBfleQQh72g2YYEZzkljsEhqtmoYorm9dSz6VMr4fxjpX4SeHDiNM0kVNFIHzt8QpSex3vDCURGvuXauPOgo1d53diSBDTCc50IccZWKmI5xxM8ZIGYQuIIHasAKkWFBCOCQBnAu4WYhwkThrWU9kesFKlakuwk30E9akHDDdySZyAARe5B1dGYm94wg1JCSzjVkCkBCKwwcqCXElxJk7jkmwBWzgxMW3iaskpQe0AysmI2y1RzNNeOhd6O2IkTGLJGgIRnBSNmgLl4Qz7i1WlOXpxkMgXmpdyUb9gvE6okEVH4/lNieZ3xh2crMoCgaheywbqQT4Rqt9SgScBk7r6y8ielcT3EGqLZROhbyMNdrpYYOa5FqvyKNUiZdcnCMREAcQrcHayTM6ArixM4WhYcGvWjLLg0JFbTEMEM8+koMUZJze3BGszDIIJ3rlfGhYyFbAciLIpOHJGFAAuDDeSQyLaNIQl2XE7XEwXbtDWUTZRJOox7VqQI4p8o1mjQMgleSBMB8aEojgOPbT3RAzpLbgx06W2OMJnWeyATftXAUYzi/WAykGg6JzuTLQZVL5ch2VZ96WubPp6UP0CFzsOyjAN2LQvpfHj9XoEXlXHnYkMwkgyL/7Xgh5QuYq/Pv7946f773PbH3/++d3D26d6G084hFMcZXHNQ3gxDOGFHAQ2Y0XC9P+Tjx8Oj+sE7s3k70eIJ9iCiktMZWlhNmTCe3cgS63ITlNLcWwZ+EgBzlAzflUuL7kOFnZ1dAnyF8kp8rCd1OnnTBfdmfjLEVJRLD/7+I/sSBtQ+OgFdXWqRxB9qEXAots5HuCxtNSPkru7VZfChLyqh9yFEXZYbiLcCnsDRkq3DaOZwVrShMDdkjqrEhb2eLNxEtbykHpTYtUKpK0gAmlSlmApop1M7IX0UwKbtvOgeAnh6zwnqJQkZkwvchRXL/YDeg8c1LPHpF9M442VqGIfhEFQq0jOJB+Zjj5wFZEgHABySJNxR1p8QMVXuv+pUDaqk/QGBYkYaOHJO+Io1dIK+dE6gEVpxwcV/0CNNMD4kEJ6OzTHfn7T64iZ5+aJ9V7S4df+BGmnc323Y/SKekP5R1EDn6xlppv67OM2p6FT3DM7L9ClOtYLo87GSAwZ5SnUqB3zg3j2Z9o8RPSBp58fTdYqmg98vpEGjrTibqZc3rxfKJ1VhL7ScZAJCIXAV1OxQzUwRcv+zz/nP/989/Duuw+/vLmuMtyvq/9i3brYj1unZmFOtnx09MLY8TKrNxTTM0Jj48J1Nyhr2rMq2eXEBmLAPoMPZqkmRj0kMcQVgTdIrJHQQvMa4tnrXLwMyvu6Xu7a5GdIKpJD5WVErnpa2U6ZCACeRaCa3041PT/apYwmAqAqXG09/JENbIL+Hr9c1bY7crnmx0fUj2dJgRdHCtb7gSt2kLjBOsZefYhI+NISXscjE0gzH4iHJ0hsYd283foQcGRGM06mKrftvdDwzJF3hYsiFOgKfJ4fOUlgRBaygpnqIWcSXDzB0cVTIJ2Ousc4nYZOSCDftmMKSRAqbSOVvyskFtw/pqIrq0F/fy8TnyyNQDRPWvyqgWOVguqTU5n4thpUfhhhfLXymLYbcPULfBY2d6CYGIkps4a5gNnrYe6VRQWT55qqqOSL9R3GIDBCBO5QLyRmVVtoss4XRY1yBHZeaOwtD54bz053tQVUzJ5i4JFk16mypIVrjoxwG5GUxMsjmiWSU6ompaEjxjQ3JRy9sxEHA0JmitPJjNfq0cmAW6R7PN3EarHw/ljM/aGvvp0XGncqOg1UdTwF+cIZ1qOrLjmYXpwtZvwjsLl9UemhiQbgQFI2NIDouOKeo1wH3o6d6jUTDr+Dr0sUax7leAZqetXdrH/34G7WoxNpiQHcVn3JV9nNgTC43d0c2LQJWFpKsR+93l4OEBvvb+WASUOlKCdTqeI98iV28kBIpe5OdiiXVf1STb30RXYyQRn7O9mx4GiQoaqJeM2dHJbTcjlwQqA40g3X+ot3svrNgztZjUtmCGWynoIvuJNZw0gdVe5qDSO1MIIYxyhMc4bztqFhxM5sX69hBPLhxkCYO2k6qGHQC6+mYUTOi9CshWFnwrpKBi7J6ykZjAnTuyTs7chzSkZvQ1+tZLzGhm4oGb0Nfb2S8SobmpSM/oa+Tsl4ne1MekZ3N1+rZ3yBzcx6RnczX6tnvMpmZj2ju5mv1jNeYzOzntHdzFfqGa+ymVnV6G3mq1WNL7CZWdVYOnN9taqx8GRzJji5YrqqxrSCel5d1ZBEvc9y5WOtWGk6qmrgC6+nakyt2sIoLXC+uppGz3l5vaYheW5G/gRvyHOaRm8/X61pvMZ+bmgavf18vabxKvuZNY3ufr5S03iN3UyKRnczX6tofIG9zIpGdy9fq2i8yl5mRaO7l69WNF5jLzcUjd5evlbReIW9zHpGby9frWe8/l4OcqftxXwIYxHHF77gTGhBY0j4gvlFSbKTnkdAVeMPBKgjlVkIESWhrlAv6BFMRE5rTn77ayNIwgKG6yW6eBpsrRQgCNcR9rrnNCI/Ey+9NLVXU4Tu550XSM9LnJee8JqRFjVcTOL0C6Xl0GzBcBMmlVWI0P5oYXZL5ioMNhBOJXkqqpUCZsHwRrTIrghiUzJSbTbGkTLi/MjR2JEguiUVH4HsHiP9BXTX6R3LSWkKH9U74h0jFWwoYHaM9A8d/gOFFtEscdD9TLVSCqaBzwWyd/R2uV+oWkbZm8iEOTDKYyZygAZJXOm/h3LBU9YgTw2ecyg4f6uQa3DBBXv22/w0WGWp9M9cAwH6LxuC955tunuq1lEyKVGED2Koy9ZHdLqq2ahPbm/58eRxrRR9pOUKwQSyxCgXPvlfLYGsYlEUuvX9wz/uHz/evXtT8sbyzDx8+pz/93/m7n5+evYYyHV63uJPX/gClKvOUpQdZV9SQc6qyH2knpCkVIe/qx1VWC2kW+pHdSWbgC8dyqzwbB04Jq1znQJpiVBO6lAo1gKqT+Za9ckQn9Yt8pRYcuUmclw1Mk8D8cDo9Qh7S28hxAKmVcmO39NuMWsr2RoJvVAyt+3dMRCAsKSEb+dHWpRtg7MzsiUW1wthzxKc0QuTv2AA8GJrbzouHjdwmlJt2lfHkASwygnVvzSpyDrycRb6BjyZEWjPqH/V2do/e6GkmJP0PxL9apSSTDpr39osEbNb02AyVOSFwBxCk9etaLuQpWrFkwPSkxZGCcv2Sxeocl9Ox9HDWKYQxPgASWLktIMXwmjrrOoNxSfSyImcwAcdIpF8BU5XCL38g2LkIzZ5IrpS1aTAsZT5GgXKrQCfBieP/t2dCTYtbeHnke3Q4dgL6AcLUpZPKYlIuig/rAly0A+W96eJPfFI+SULu69WYlZ2CKgWhNi6GslTM5BS3dnOxazfnp5YGSp3XwAg0AikTA1nQoPxBd2qjsRbCKT4FBUYxKs0GT7zBgGRh/5nqg2rO5OFIbrl0Zwv/btyHnsxFUwmiCPTdCgCVgV4hg3hqZ67MCTuz9eE3c8VOa9iZlSQc+Ik3JkLgi4myZ/+3b0Db/vNAX/vps7+KInmWMYvcBm/QJycTop31hSpSIk5df33xZVDo3qk+qeF3ASmO1Dvrawgu26v5sYUby8FwGbywUM+UiRerqVTrUAfQYlkUeVztZzrrAdOTJu4UgOtuqWRO1nb57lNHZlWnAU4fEXdqJB/uGqeMk0L6ybItF7R3sBh4kKWC90L4a4m4sRM8iLmEAzqe/5hz3VjHYr04kplMg3EiPiJ0o6LS69HSB/g8/PPBNi2DTegVwRnvjZhpY28nUdz85YULS48iipdyVdERxy7IUuVB0z3sjufiCK0cKli54t81vqigimvLw5UMNojZWGDswvv05Lrxl5AqlSxSP6or00D7H2HJLCNvUd7PzBnmGKLc/WX0QtaKpJjtYq5d1/MlOsWA+nTUV0O6/x7IcTw0hS4f9uemIkBIVIYshQITvz5WBuo+fl2zeQ0EIV1YrrB4t9Ewa3WWpZ/AnUqbz/bCV3sVcQgJSTSqSbgZvOjCzwQjY+vqupe7yP6YFMtv6BdBSR4Zjp7RTqj3KVrxypyM6JdLUXKd0bvFNubX9UTvLRmKrati5/7Op1oiBa6BtPPwdTGzhPxoxuJ66+Uh4Fzw9TnU4d0xQ/06SWxEL5dNa29T0QZUPLgUWhN61ba6171JVOIrCVjS2ZTXapE1YV44Q8T24greWfkLO0HwsQ0+BkHrn42UsQphA6KwRFbc4PNkgj7Gkd9ITKpEqq25TwFOiNV54ithGa84IVvQel39m6VLOK1bzYJJrL//ES+ej82tauT53Qh828hjkgVBVadOxTvaC3Tigdi33V0u/lAl7uu/bJuuIGcVd1vz788o2YXyfYuJQm54MGAmq1yFUr/tnKjirEpzRars5QthRfMxDwGE7H5lhCvbVgIRcEvMo0jBALyCRtw+Rf0PRTWVoyve9tVGpg+ToppadUSaRRCpJ2fTaQBXTVLhyE0OHLVSlB6E2CH7htsvw1XnIP6K8wI98YWza8bkV3/+pj//P8='; -f['office/servers.xml'] = 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'; 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'; -f['office/services.xml'] = 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'; 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'; -f['office/concepts.xml'] = 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'; -f['office/clouds.xml'] = 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'; -f['office/devices.xml'] = 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-f['office/communications.xml'] = 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-f['office/databases.xml'] = 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'; -f['cisco19.xml'] = 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'; -f['android/android.xml'] = '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'; -f['ios7/misc.xml'] = 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'; 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H02kEOntqJAX7Affi8vlnCftB4H6GDckKH11mIlQ+oMwiXuCiCM2cdDplquFOE8OjVmQOd447m0ayKWaTwL1p7iwekMP3ZjRbWlQ4hdh/qu/3E1PowWVUvllGr75TbMnv1xMiz3M6/0FaMHi5pplR1mg/X/AmlRpdzqHuynoJhmorhqkrxlFX+GqOaXQ5slbQHITAFtshOhiySBBUlYfLcWTJlzt2eO90jV9lNGb5s3pQsInSjUcTk1iTO9h3Nr3EIcK0CxR/xkCljUCZRPPzQ7c1Vq/sZQqb7EzmLfqprv9crD41373FHI8phjS9jX1ZLKPh6BnI3riy3NeQu9QFlpzuk6op/C70a18daKxronv9nmySxITCniUcDc/V0EBnMT2cKuhcRUmGoZ15OvAo1DNnVvmS/VbuJmPyz8rkX6tECZ5hnDTWf5MumrW+E0nYRBLRRNrhJeaBFE6kLdl2fLDkfhPxyxhqh5dMpGSksYkYOhE+7cFTn9ir2IgnUnBmmezK/Hn+aVVp4nAHCqiSt4xgkNLCCFxb8rLlK6IJUaBTJp5sATQFCOm5LKHbHKJVAVMdqDRDCkCZaoVA4cJPVe8hdbSqn+eLpeIgX1fsoR1+xMbhYE94+1WY8w6wwoI+SCViN0+uKW2LEGclRDzhtfEckNWEhbTAuqEcT5xkJrfWwBe+HOuFp9pQ4b2amnqKfiojdAKDSdqQHFia3Hc52HNGjBRu3TgH2S2WdqicP/lZ9nxw3FE1/U6gu8g1OrCXJdj1myk3ppA50ibZA8xAUW0MXYylNygqiMObVIrzPNLxGFjBAFfI5uGEjpvCcxA6Ie2zV2uU3nJdoxZoYFH9qdIbFN30hRwrjxWSg6Ijhg7jMJqGYu9gnQ3FFKdT2Rf36/r5sV5pbvskyGUvNgr4GnuErjH6Zk3kkhWZNXhaH9JI2WFEPKVQdLktA6DF9ZcRr8oyJT1rT/nl/lq5aoHeFLAPYuAp+Nobp7rcz7wo6tViu4ufCHa3T2CIUjRa4qmy4O2YIFBYSz+b4Eopu6hMstuqYLIOx9U3Snyk5rpHWHtsv9LPF1w9x9HVifNyL5SQNFZPW0XaTQiR3Cns+XO92R3x3xfVqypMaKBIxZi6dkGcRQkgIU7UVbVEoBArCgkpEajPTU9N0yhaiDdBzvpBKXtaAGkKMagFwyNXE52hwtMknqB8fuLpGc/pIZ2WzS+Xz08xQfEMc00t2hDy6ozS87au27r5z430n1CYFhSg6OmW5pEVA2uMC3LQJI5yMQnDGcv66zwoyOE+zNh7pUfSB7vwqJOD8Pd6qzEvNDiGubHzJGLlW5ANrGTAnrqjNAKN6o5HUq/zQThTLv3UTOeh2jML4z+L4ore60JfcBmB64N7CRkwbGmbKBBzYIQ401DMgcc54S0Rx+P9P8+H4/lvebmhqB8EKY9WCuUcQMo3gpRTniio0cCOc0EPqPu5Z2K9qFbbNvdpl9miOB75MNYQZrL0NDj4BQNqMkqAMYzngCpcMX6+1/ae0917ikpRimwuOlufx3hmwUrD3B0ULJfzegiKI9j9C7XXtov0Smbeo+vTdQmVn+aYn355C4mZ/X3+efFJmy97fUIjzPrU2bOVyFkBtoGxs4SJS9iH22A3AuGX+WKlKz6tdFHs/jzwfSOENot/Ve2SdNbZR3oA2hcRPQ8gCuHMkrGTRj0jtEJTQtNwskuohZ4RZETiyrKnwZ5KbVEYv0JowwKLAPJGQn7kiuCIQWu+blnYvUQVUjuBu6w1cJ0KnZeNxjgydi9o75QcFLcwA5Do9SHvSO7dTwSRbdEMp3p7lE7ns18qlfe1GIShDL06FNFmBkBSZ0DZD8mdc7Z/a5iNkP5OWGWdvZFYQwVRP4XW0SEpSxVLj1JZ9s/b16ZWMJdaPy2F+HhmzNRKlp1tEFU/DWAC5j6IQfUntGywLkMxScMoE80S55gro/byJNofi6vPemwOmI5bHbFWkC/r/Q+M84svMVVfbIuh8zwahnP2tf1J1L0WbKuvRDEceBZ1PRYOSJKoTWxvh951Usno2LbsCu+1g6dZV62rHT3LIuqQ4aObPOqqYB/Q2KT10rTDp7bz25hWeEatVG9HP2WBdviyiGhXCD78EXM7ehZHWUaHz8ooT+j4R8Td+GXWLVs3fBzNUN3uLMqp5MjbqfeQe/KLbrXKqL0DWnqP5ReP69WtaUtu3swgpuTmcUTPLh/emihhvGKKyHBmOX7VDp/lLRN24yfm0JboOP7xqz5mORmsHT/pitq148fxkTONO1i7bg0UY9a4iJCYE5xpcIvuCqCV+NdcIhx/0c42zrp5dLMto/baBGKBTtREGd7nOLLsWJx+ZZ2vOqEQWSYTkiOLW/bNeQWy2RaWFJpEUIKc/KIj1kQ5O8N2FmWM2A5xR2ycHmdkuxWnhj5nl8q2qseXI5bC0NF3JRXYkYiPgq8bvtnK/I6z5IHj+5kkY0fylG+sy3zH8Wds+id8Y3tYFDD4rpgkZfBGniBdiPVdyJrTB89DytY57e6W40VROEf/iLabZ3YC1Yq+2QXRk82iko2/E5dM9Jx81UnermVtO3wxi3Im+Y5f9Qx/OlY7fHJUGGz3VcdAxh2sHT8+Nuhtx08ucHluo9yZfVw6s+caSnHco+6ebE4ivye7r87fk5c564aan/2y2P3y3aO2Td+15u9ROrB4Gw2Qv5I5VkoQC6DAyos8En6ZzJa1nH9VcEU+simLu7gGMVBNexrrxWo7SVihIqCCd4KGmUcUay7eohB5gIo5QrrHY5EzR3JdfazW1er+thNrva3MyOCPzP3yGJdGA0dOhdQfOMkR8AzCyulHCUS8ipYcNIh1X84uV4RzoRw/X46xKpbhYVoqaMw01p9reItGBU0aWOhfucVr90ycwHqqW1e+7IyT5XFTClCkavlCwsptishMDYvmcimoqLSkqJ7E+1AE0GXgEJAaGAnmDYoyYBUcCbkHPYNUPYDajhFn/UrXIGbeR4h4OIlWJp0pjAi1z/N7zfNtj+NqmcZijqT5CiwChbtgZYn18hCaHJjO2Z3rRX9CyU8k1MsdyMD8RF00CXKExt6goy2JYkfBmnBIedyBBnS0RbHxEIti5dvP+khqQL0WxbZG6C5GPRId/0SerIQMuHRfU9C6hoFis7AvaOLXJsmHs9prRLKAYFlSFjvkxwXS+j6MB+RToFfTZLkmznvkH/OHRch+6DSAuC06IrLE0yf0tb0YC6YuxafIB0RsEWJhqxdvk4RKa03IpBIyKX61W81qKRCbYijEqR2H4mwwikci2M6oHecqkrOIIWchCIMiT0002GInM95KJdR6p+lw623KLhBj+CVxkA+5mawni4kGW26TsVIFNAD0Kg4sGQcOh5q5Z4dcEO75TYZjEWdBsuFYm2/jcKizYOthUo0UGdDq4vjm/lEt6/nDnVxxG6jLCq9nLLS4sJh3vwZFinKacmNer2lJHs8hNzkypLdRLM11/P6jeq7mIWN0ZD4KeZCFfxUE7LXX1B2QN6bJAAXeS4CGh15VeL691xUmVyTi0zkclyfHuPRTRt+uNWbrMo7MQGI04k8sHpAvL7fDhGlf2QH61s7zjgJJ5QErpo5bVmJKXfsZU2dTDXUm8aXOr793M55m7Yw3dZZRZ0XUWQ11Dt8N1HEl5wxu5SzEGVy4DExbUDG44cvAtIGET8fk0QxkHybO/J0RuHnX+UHJfjCOoDwTKvihWr6Z8YLpAxPF7MI4QO/gQpbJeCNtGT9U2+1i9WmKSD7muUCqdOYJWVKbi9xxwSoit58vlqpTVCAAzouCJvSYGYrPKkr2+GwkCkpojSPW6i2NPP2GXotUzhSLlAAXlaOUK2Bpkg5PJWfrSYEDL89xeyQRBEkEJu0wRgHuGcZyRYlY7sjoLbgdcYkUHsISnhwmLGAUORNWGlhORODliVPFAaMbxw4NlROYJQw/NYWhVmMGTr1jnJFDyyDFCiFR4QuJRBU/tMmYC2PkBf35tXGBHfClxFgNX3gxt7Yaz+gEryVSBHiU8khp7gcQCgzPVjBUaW7HlvSCuVG6VPUCw5njnTCKD4/z9QFmzPS1BD01YAKbArQUh4rLIdHwsBinrz2CpaDAfCx5oSiEFFafQtZaNP44z0c3beHDY/383Dwfmy/fhU3f7d3AhHmrh7JNKyL4Y+Sx1AmjMxYPtmxERPL3gDo0CqNnzeovoh+gpnYkPmWKVpA5WqZxzo5bzvnD48vHjy1UkDOz26H7ernrkTbb//8Nzaqt8XRh1+SltzQJcQyrBcKRgaqqfcspyAEF8mnBdoRQsiBS8bRg60s5rQh05wag+5XRZx1TYw0HtzTKAqfaKFZiikqb58yni2UVtMDvRCZwm/NnKNJ3EjFoRi9rVEWWgSLTOiMAalF8YuL2lqOy1VOjTWlb6GY6zqIh2JytshBcxWxPYO8BJEQJJAjHibIFqXWqhNnU1kLgcXjIjQT7sJ2vA8ql6+vdZDZCRf8vJLij+9VE1JidWugQofKgRHKGWUNyaAKT440L5pPBFMuXormtEwA8maHEKTz6YVs/v863948Kli2vvEnL2Rl0fRZbT4nHC9WglCt24RIGgFiRKyLtnwariUsPo4n7kebMFwIkqSIVPy/BUqnfzTHZ25hsbYL0laCM39pwCOOv35qAjC6p5fVxwjwENSLdFxKVW/E1GcpnmCDQwHF8nf52XYv6W312vYzaKSehN0VCl5pX6vHVjr1LBcZAADNQZCXjzQupixvKdVRWEDdig2U6fHu2OSZifgtDfT7mNgym0bOXMgfPYDUlh5giRdgLx9cJac/46xbT7oBj2h1iOO3jyIPEEQe/vv1y9BtUEZQvj3SXKDdYHune6krkmQ77gG+GInLT1H+t66UmdLFDcvXeFzGVq2QhBm8NSPegK2wsiBADRhbW54j2zg3ap6mQB2Aj3zF7shR+kTKeeRJy/erAKmeVUJjvj6xZ3OjkN3WvCHqjCFCUu0FoE5bAUzislyi0BAh1+eOW9ycC68LKMPudSr9l6arwX9dzlJepC5vl4lvAqgQB2NB2B+O4yO+QViznHUV5WiNnM6Y/90/Q952sIDtnxXomaEF+5pH563q+ebyfa16aA2VTg72BaqXC6Qwg0QUcVC3I5HoNjL92zpafcuYzBSNXC5BmI96s4KfYghGCrqSVM4Pc/j0eIyiCV8EDnVsQ0UwRdzlJmPLbhwUzIrwxN4UoCv9SvBPK/Pr5UZX6nRxarQzwooysOCPOBbZC3mbWZcuY28rE3HH4K3sFGzzrgdpNqpa2iFADcbHUyHgFye6LS2+TbnzRRQgtds7EkbS5sBdMLoy9SvT9bYZbJHfaUCTnHBqFBrvQ0KweXwJ3zL0YfBw56sa2/vp1HxUuFqNDmWRLoBkMbhHiqp/C5abwlyR+OpffJEr5HFDYaO4NisL8MjlWg0ADr6F8CVFxe8QwwTlZPIMrLuue6PS7Rl2YFbP3BPN1aRExc4LtRvZFzVOrBkTNU7EQ6qBK8G9Pf6wb2ucTyG+/Y8t02pRxfSrkel/ZJz+OTNeR5UG2pptbo0vzxB2TrvhG18t3uQaqvCS/PBmotH3GMPXHFAY0oEj7t908hZzMDPHbalnf/1k9KCSw0vRMo//bRSC4+oQyWUxV70OAB6pvnraNmHFg3MOBrIqPnAORYYPd5nYCxnLzdX97VnBUmGR0pOAr3gK5+IB7AqLBeepp/5vb31+G3gYsFRw5CFKEFeaiw+gDRMB0UnMTtIPeRKl4PCjE7yVomSyUNbOycnd65heowJz8okqWSZdlOmDJEkaX9O6glCmcVonfesWUrKFdadavlI7JGHdlEroUDwjf6CAvuhR+aM/18tlFBVW+vOXF82kR/jT6SIk2fzig7PKSqQoTK5X149yr7aE8Xqu/Lx6quvnmXb36XK03e2pV12wUD9PXETzVwjrzxTsGlEZWTMXvGvehXvGgkdvp0UxLGs6VRSEP/UhOGE+ty2MKpaIBnkV+Tf4Clb+mPF1OgWO+kMEgBZBB6ZezG11UFETKdgNGToqtDEGTM848xn6vly9PB6hRXQg0fBoxPZMGwJxYWilSBgmxehspkZdfVPWLNjNqP569ZQsSjHs99gLU8r4ee4K65wWuadCWWnDPwCxWnQMTxcO0E+HhgzkqycuAcwjMFegYAfvDWgh7AXgYv0nO2w/63S2toG4vl/bzBdWtG1ziD2FFlFmup2Hz2PUD8ZqKn3v1OL7k4WNQlbEk5zUf/V7h/P1mRRM5ji55WbISMSMZ/p3b+J/z5bKavnVXAe64v/bjDkDejP4MyJfHbTsVIRSwdPuRCiwfA5Ku14y4RZ8sNsziDhhe2bYUOj3Qi/cLxXEuh4lRT3h1+iNt53UKpziCZfCBQ9nSTGOc5MQhDnXKlzVDeU7N19fQdkoVdTGA+xQXrOtqUkSeaZt+l2rDR/LWAw5x8DGds9pqifGdmrQ9Kd2nuCtHJ5kaJ86pHkL3yXq3uPPT4opEsU8OcWifSsP7EuW+U8vY1DLRPuWKbXJoQ6pMPPOdiN+joZTn5zukTVUR8IwB6Z+L1UP9ehdOZcUFUMM485leE4OjzvUsAsuuZQIJ2tBk/YDsNEoxGiNFacRUcv/BKeRVD6j206b5+H8='; -f['ibm.xml'] = 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'; -f['aws/networking.xml'] = '7V1bbyY3cv0189poXvr2mHidCxAEi91gF8ib1lY8gseSoZF35H8f0lKT1eewi+QnjWADevLoc1WzSBbrzuIH983nj1c/X3/+YMfbq5+uP7g/fbD2p8cf7q9+/jhcffk83F4/fLm7//Hm9ofwPz64bz88YxwQ/uXvfw1//+nm/vq7h/CPb+5ub3/7lw1/fHwCmfwwm6dfvtAvV59/jvC//fzPq/ubq398un76P58f7u9+vP5y8/3D83dubj9e3988JGK+exrr5u72c/ohIF3d3EZKHp+QxmF6+tyvz38//fVz+NJP1w/X94df87T++7cf/q39u6btu3+tfvdI7T5K7bt/r33XXPbdb+vrYDyscP6luspVskufX6fGz/+14fPpYxdQ37A4/Pl26g+fD/8gfv/H1Xc//nB/98vt909//3wVj0r81093/7zOZNhlcIVDsBP+y/0TsHnmFDvYHdwcaHu0Rx61GcE+Q7gjhAMCToYcj8N5O7j1OKQkypIQecRx0sgZ6GRoMdY+vPwwj7UPL4mkwZpnLlEMLyeP9etxD85nftzjT3efr9NfR+5wU2D5A3v4bVgWif7p5lYgmG2w8wHBTsNozhHsPCz2iOCGZVYQxsEez808jPYc3s3hWB3gXZBwGkXrsM6IMCsUNSzScY3DP/JxDH/gWf2/u/vrw983nz49aTz5CYQKPz2p4BNt/O2nq88PN9+F3/7r7ur78J9/vfp0dftdkDEHhRyY5ZlbvtAv7wr5XSG/K+Qi9a+nkNdhXgqn4Fwjr70aeUc408iJgkaV7HcGfeQxkkbOUuSRxskqOUGdqeQ0VtLI4sM8VtLImUYaqn3iEofX/5HGOlPIPPFmjexnZI+gcmdFI7vl5QjLsK4Kgh/WI4I1g1fg3TBtSNGkDBAO4hHeLvoMDM6gH2EaFm0KtEZhhG3rQvAqSbzP3Qhhnfv2uR9hHJy2SrSszu5b34owqiQRZ1Tgwwzh++uwTD2sHc3JrjXy4+A145EXFaVQdZ97EXzlNPAcuhH8MOrnDQyF4MVMGoIFLzWsquqG8CLpNnwBYVbn/GJ4a1R4JqgfIWyLJrbt4I+GZpDz6ibQrplJddUKmsTv7mErgn6eC9qwGwG14e/BV/vL3S8P8Zfpmet35yw7y8/O2TwOb+ebgVvyoc3wPqztyYfB4A2qtNXurn99nOHjr+WlBTLdZZ9u8EWeQxr50+GwNS54i5+GhL+qm7bhipvW7fzDeGlTshuEFt4O0pach2nY0HcJzsPTLyKaN+2rt/+0DBZimUESo+M070AnoweUEWOZWZrswwctuUAwMX85Dy+gWscP1qs9Du/XAUdPxlwOra4QRzU52ukaFx7c1UC9hVWfUlR1H9luNOspC8Ddj7M1f3F3IrK7uFD82FD8NviUpjbrBFM2BsJu4xF3m0aqxDCAkkiNEg4c621ffMkdSeS6tsEDioejAUGMwL4GmENsYz4WGOjeTZyzcEKgbDkOHAyIBcIZPpgIFgdPa+MY6GTaxz2aglcNbnCYpC5CBIpBnMzNwb8GcoNx6DD+4bIEy/w8qvsUzmPSS/u5XpOHtI+fbZJf8+45PE0rDc8H+XdmiY3/cff54fr7/727fbaschJ7F9pf0uzGt0tiv9tl73bZu1222yFwHIJP6XWh5iiCPgUdAKovaIpt1+X7T9Pgdwsm6z6/C+ic+B1nbfyoQmH4LE8esz2CSeb84RxY3ijJXB/eJT2aLLOgLWB8oSz24W1eo2ylgP6tLj7YZmECBozCKR+5fS1WNI8m1PuBFF2RZjtm16Nz2l9hmIEeC8p29rU5Z6CyaTbmPUpmgmpFSgwDKJnYjXYoMAOwR1CwbKKoY0c7GLgTLTPILwWJuByHDYfCGBzWa6MGS2BFwzmFmvORXIbF4eAOBpdAJ3MGs2waZjDLRogRFzy7Gc0ytiInk2XDvmlT9sBcglrQzTB7xcPZ+GbYwIq1yx6Zy+NnmyTZZWM+btmRQzeHD/HvzS777Y//yZbVx2SSP8czhV22G+nvtQx/8FqGi1a3biVdtLi9q9BIbXURzEXUVq0tPIxn1lZpD4pCFVbV72KnLIHzIb0UoZmU5rw7VZEZc6zeA5LwlHZBT2CzQZYkifbLwMNiquAQlUBwiqEMoHsSgrDhZowIJGck23ArxDStmmmdqOhgUNNvsH190Lh9GqcEZnWQlN4ne2bgOY7NUmg2kLCBgbcmU+Ex254LxN50zhNm1dlU2RpF23lNJpYgdoEwdt6vRKzbw02JWL9bikVit8FDFrgPXGco3rdeeNpnhUuiFbqqCw+jTdl6bNwogfH800J+JQZVF3ZwaIs23VuBMX32B/Yx1yQxkjSYkTeWHK1wAHQ28Ez5FfHdHAhdYMo+VSOlwQVQkk5eY4UJow4IX9icySCxaLEHOuyR1l1qHdYJMgMg2Xh/UF7nj+YwvwNRk/3/5EwKoH2RtHElfGLHFXykmB4BTbGmvITYng22x6TQ2VmZEB62boQODRBDKkbFhtEM6rJe+G13QMvwRE8vfNfsU3imbTIzZlJ74XXzRwaQLoPX7aUAbyYVnk4CJ4LZZIo2CAgqtpnCCdr99zajSSI02EG0lX3QPVzjHF6iCNi6DHWcssw4MqWNImUbVntcSAnkduHkVHkmUbIlDKm4SCLsIonwMHOMXuoS3PlsXJ2JcBf0C4lwvJMkgZJ2X7T6TI+CAeELtFqDq2Qhth5WYFuRWLQI4jJhYKpiETg7jFWLIGwRDj7xShlSs7Ma5Y1DH1dqhvrDArEOYp7zMELIMwBtmAYgzRzLeP2R2KkSwXQ+WzyGvpt5aoHBZwwxSxi3K3CnV6YIlOxjEI/4HLvOToZnJjEwdRYjmhRaqcRRVUZu6dJ1BK7rYaamF75HAsuLhI0SOFfhqhJ4y+aKTRtMqbONAgDL7hafcY5AyUY0ZgkEjWciWE69TQZ7l23QMxnsfUGFL+BeSaDGaftcFSUOTFpPyxSeH5jCzLsOTKwMP0aX9BMQU4s9J4bh9SPA9PTC9xyZydBNluqRyQVTypEJUGg3FI6MhGrlHYFyfmQ2Uol0ZOTU247M5LACkE7M5AfMUNGBETCNcxYY58dFUHd+WgqTrpyWQ3KskPlqi6wHta+VzXP8uxvBrLvibInf9wATKX0HKpaRqLniAlslFIWxog8NYR/mrFgYWruiD6wVzJ0JuZpYS9RpaOdpq/UnYFkiv3wuSySR57KkOvuCMJHLqkgTsUPK/Gnr9XuRoChieEnhUpb8/Qjb4DUEJqkbAUlSl4A6I1ir6lYKciE8bbiowjWAIkvYU4zBJiAD/B4NDwjwBt7ROkVIjBMGAQSHuY1+hMqGmWxjXYqwC4ezLcIt7YXHLdW8H3RPKieC/Y1+BH29mKJe+J4DJCIxjcqnFIph7VMIxgRe32u0lWhM2LxNcycpHEMIDfGYgOORYA7IRMGOBHNEJkO1h2Tkl89jMoHvJ8gDFIIyOQTXGJUJCLqLyVGZGKzFMB+HZUQeXYnLZKj2wIz88nlkJq4EqNhCbMbOcDm5ITgTjAcPIr8QnCmYODE4gwxeM3EKMd6CiVOI8dqFouWFIG+qvGgP8sYjxuxKFhZbOIU4b4+Bw3kJXbtzXqKm3Qt5CdbuMS+BR5O1eykxoWv3QmZCV9acm+iF11UJ55n6EVRdXdjQXvgO3c45w4qu5iRgP0JlwZikboQe9S5rChrVVaGmoKCuCkUFMbaBhRRcVRDTEdotPiorIISGuoJA8Eb0orQecypeqSxIUO21BSPl+AvVBQVnvFBeYB2EHRpKDKJMw9lzjUE4ugYyPoUigyBBrN6lBt2pbgSd/7kGiBAaioBiZgdWBJl34qsdzLnHisxaGZDN3SbO64AKRmahEIhPrXLouQhM10PGD/5l8BaK0hqq/aJJh3vC5X5R9YJJU6j3q/EQFfzVeYgr/oQVoJT8BRt0BMMgTJ4vUR8Lh2pFfL3wuH+qB4i1srqNRbWy1QAKyUcysLhWtmBfFYpldTblalndWuJ62V54nQ2x4rkXXLWUeBc7wVW76nVC+vluSmOEvhshuG5eOSjj5cBESl9I3627Z9Ic0s8oWq5oSw0lTiP6sb+Gnk6giL6fSNZxRN/P2Ss8j2hnqPaIvvzyeURfEnke0a/OvpQe3LBNRyGgL/fnfPq88V0BfT8Bei0+348wq93gCiR1IyBJlYqMo6p2W8Xq8maAaJXjG7UBCPtl+zGF5RL7CCiXoI7sC3J0Q/+KEAoVHNtMBFswFMNnUuDsnOHiauH145qk8T7XC52LGu/Jv2NZI4Hyevna8Bjd866QTxnBTg5AHk+7odkHXtOaLcYyErhO0Y2gs3/c3QpCiSGwqtJlK1LMHy/jO7wULoHEhuj2mcDJFOFVHC8CmZkf8CatOL0OgS5JxlSkGedW+hEq20kU9cL3CD9KxlQPcyEZUzjMpcrYlVoil0pjx8FqqSeujUWEhmRM5LZ6MqbAbaXy2Jq2KNXHsrooJGN8IbrNyRiP7YRqyRhfc50L2Rifb9Ur2ZiozGi9MBmTgNpzMeK756kYb0m5FlIxHp89aEjF+Im5hVMxBdu0kIqp2qaFVEzBNi2kYgKVhZYQmIoJq7Tqm18ouB+TjaLkYgq2AudiumxTDsU7TGTVkjGE0JCNcZz5KqRjAhQWChbSMWG+zioEUzqGFqiSXumFrygTzq70I1Te/eCLP70IvKldGZmKwuYESz9CZc2YpG6EHh3PGZmqzird8mSdVbrmyS5OISNTcXE4I1N1cUo3PdnF4ZRMQWoVUjJVo4hTMgWbqHThkxycQkam6uAUMjLs4BQSMgUHp5CQqfgrnF/pR9DZnxMyVQenkJApODiYkWHvhq5l11wbTMgU/JrCxWw2NEs3s3v8GgrQVzQRJVi64ZM+bE/IeO6qWUjIeHFt8zwhU+MhSsjUeYgTMpEUzHNyQiZMy+F2UkImrNek1I7z/vXC4/51JWQqhhZlZKp2FqVkClZWoX8JG1mck6lwKuVkKiYTP2TWCV/hREyy9ILr1hK3oemErxhXl6Zl+Nqb00sCo8eJYQZq422oo7SnZi0SKF1l0btoSxSzn6/F0OAeDn5sIQjsWrr5laDOw2N44Vp8OOuqCYJzG89dALXOXaAYWlNLFFrcm/OJ446/CmMVEl+VppRjfpvijLGmMYvTU8aSQI2LK1FOGUsSeM5YpUtSNcaaLBnJBc6KLUdBBTNnSaDWyQuUU86SJJ6xVinn9TasFXsw6bfveIUzjrbCscQOW3XxEsc783pOl9c49qrApC4vcixfa7grlKDaD5f88vnxklSen6/6/PmAyZU9P2Fyl5T50/6/CqM5R/dJaozmPJc3MaMFKIfVQktK/aQwnedLQtUwpcARFW9csU5thSfqpyyn7xDqPEZtkdHEl3OMmkrGc8AvjW/5Ut5cee1C4mRG21YaH22EAqOV5v91GI0lWrA+K9d6WaJlHE2ixRAVniiWaMFM0Bt2lLTGyK0PC2pjS6uqKY6t1vW3YC6ILysGw0hua0Gi1efPEk2u7LlEk7uk1sqMX0F1skSrMlpBohUYrSDRYuID02Qs0YLrrl+zLUi0GDLixA9KtGjp1k90hmqXaPLL5xItUGlRorJE86khULtEiyvLWT+UaAVGK83/rRitagUXGK1gBRcYbcuNp875bIWrcQ1stuTWiOdcVswu4iJXtTbzWCG3yCy27ElDjcPW2i1OZrCNXvUt8FfB+SlMnbe9i78+9PdG/9ufv3kiYe+Dnknfnw1c04y/fh90CK/87huh56IIGOg1XqahB9Ibv/1t/dtmxW+/7tvu20XL3fDlZUHCbSvdDcuyC4hOug9f/vCCJ2mOtdNRsrT3Thk7n7ab00MU6TGuZJEJq8CDVjYu98hyCFUO/vqUSfj1BAFpnQ2X9glSdnpXrt8Qs3IM5U7WCoLhAuNkJ4jglT0pn2+h7wSzgxHfS0cHY6I2XwHK6g5O4fnAVMAtnxVZQS/lp9XEKygjxDzx4WsKt04UahbfFbFe8G42SjHF+ieONOsm78Ymb7alc2GchdqX8TiyzVl1JwHOawsm2HB47GYdYMCFbsplkLzP+iOEGcMkjGmlgcHsCkB4w1QAiWStXlRFPqTZBlhneOAn9raGgcfjqHyyKrVUdMl11Rru5i7mlyKEOR6bmHcjUKHDQo+IxX1HG3KkJ3hiPQD7SPiSZIY628fsaqbxJxKu8SUfZiPqxLjk54xc04JJjAsRKnsYexV1cQkjOAsVElzN9UIEIunVH0o6dTbpYcK4AbpXPdJbnhlHcqyB8JEo19E4NkEpHMsnhpzdie6qSCodQ7mT+QMDCowmfuIV7kbgLXkTR3D85pfPD3c/BUvXjv9+9XD95erXJ7I+pqXY1foX+uX9law/+CtZ2Qf8Sl4hff5VnyzlR0XbqW/xDb/mm6Wtr2iJ47Zz66q+HB07IPHtbK1SmRCCLNLev4j/27wMwW76SwRjvqfQhBDWZDoGklytq3nMe2GGRPR2zyrGg1UfrTnSMJggok16nbgxr+SsPn5W2KoZVC8zw/xCBK9aRi6/XpVH0DvHBBQsUBVPEeVtSQ7x7ptwQeNKT/Aqr8ExG/auNsK/EhfM+Eps7XgQQuXEiidwL4O3isChfsF6FCs1WhYVA7vx9Jg8bQwL8TMNwYDE9v8kJKhamFrw9C0zIbxSQpy2Rz+khf3vRahwPq5UBXzJDmnhFCILLHSrQ5xsS2ySoy9HBoBARL4s0ngEfK3itbInb2TR/+dtsEturx/OLfo9EPSFfnm36N8t+neLvkj9V0r5VIOwkMUR1meK/mLSXRzoR4r1SuWn9zfMQwkDmbrxThR8LhrI/cFngWNwpo801EmQvzBvVdWsFPeCID/EuwVJJ1qG5qleaMGWjilBXralET5GkSohfSqlXiiu5/MlLhGIhqzRgleDgn6cVH5aqIpDXG9KF5PG7B7kGhJsOOizReAA6Cx9s1D/h5kmbsV1q7TB+4KlvJHJjkbOWOnLHvvSFYp34CTHamKuIpkgAxD20M80/qRmAOIlJRoen3uNr9phBb+lIinpZ+XtMHo4d8xOokk4WETvbKpUEuFkauwtoEQ4V7ssJDBOjlWh6GeB/Yr3pfEp1A2lT7y2hewyp96WokxYC8hs+db+CTwlo3OQwjAh6UICVc877r2QgdzZWr1V3iK2NgST2uqpuXGARJPbE29n8HbFAfQ7y4HVsMmIydeYxaVlS3KkQYitNSGWn2nMOpFa2Bpq8rHhS3xGVL7knxaVyTZ+ic9QIdyGffdMbj2zD74VNMeqRDQ37DYRtJFWzbEOAD5XiqVnntlMwnmi42NWXNaJTk9FNHEP55pkKrdwBknOmdyYj6JtWEGOZqDycRGS7ASB9M5Kj/BJSnIeEQW/nJRjqDPZRFk2EPx1+2gkwW/WzMFZ8FOqfs5tG8RtDAwLp1c7z7LG6zEuElm9gnCE9yDxCpYA2kHhiJIp4NOlGGEKtFgitmaJWH7izvL4Nr2AIsYHXSX1Qx5+e0G87eKYy1/ufomu42+05DjLbjLnOMseo3qPs7zHWd7jLEXqXy1zGgv2oNnHqEpfRqimB6ALQQV+xnRSJeo9Y70hPUyZ4+DizgNIaQ5IGM35OJ7vLuBJfVcyakhQbuteyNnwdWvUmmOqMNMagYy5aeoJPGeh6DHFla7TFaqTJ4oPmZnsrkp/7ajTobdHLyMTwuvkoaJFSA31tV2KaUTYKZ0HeIQKlxUQdB4WWvkMoZSPhoTUQs9uyaLPnKPCnOSaAyMu8aZmg485Ktokc7Z0F/BC+AqvxRsargdB9JHKG6C/3LLQXdLYyJIvjXs4ffGIwumLg4E8rDRnZH7qRaAz8UZG6d/+HOy58ZukPz9I83TKj03u175yRO7dPCV7bEaLZndZXuHe1+ou/XjdFoMPu/3Cz6sYqVg31rjc3WZ7O9Utxqm7jOpuw/Q+niGplLGQz6WK5i/J5DOHUxqU3bFLck/vqi3f20qiSXsxtIAwqi9mmiyFL0bQSYJc6TxotgV9fNbtUYI3Vm3izevTjaBTJCRw04wbdljPNlquWFHWy2E4PsZ/tCIiQgi6X4tmBZ00vwi+QtBscp6kZcb0/Q26cNfI99A8oLo+vQg6QdUNfqUmeSIjmAwv7X4FI4SZqQgrpQAQgW4ocrbZc6Jb9Mos1w84S+9EqE67FVdfywUERtwfs0RYdhKxU2hlieLAS98SSRSDODIUjHb1nLvq52WagN65Ug0Q27NDfGOm+6sBCIt6Tb6VmO6QjpySTlBlhho7Wda8HCFb3GXp4V6M0H3sOOH4lp7Je3Xie9T8PWr+O6tOlAVzDfruDerl3ushCecr1kNql/FnesN71tMDdB2iEz7GyhX4XK1zOYKttN2KaWfqfYudSYObDuUAC7WeNQtVAyyVipvoTdO9J6yas/ze2EY5IMvPndHM6XkQ73vWlrmjG4HY481KzeTmJPtNb+UZ9xzOoxGviFiGsrjwmTcmeoKnsj2C49oWe8RcZQMC1cbpR8UWamcsXdq3ohbU4lprp4V35HWN1f2vqDD/Hw=='; -f['aws/storage.xml'] = 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f['aws/on_demand_workforce.xml'] = 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-f['aws/compute.xml'] = '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'; -f['aws/content_delivery.xml'] = '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'; -f['aws/misc.xml'] = 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-f['aws/database.xml'] = '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'; -f['aws/deployment_management.xml'] = '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'; f['aws/non_service_specific.xml'] = '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'; +f['aws/deployment_management.xml'] = '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'; +f['aws/misc.xml'] = '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'; f['aws/messaging.xml'] = 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f['aws/groups.xml'] = 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'; -f['flowchart.xml'] = 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-f['vvd.xml'] = 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'; -f['cabinets.xml'] = 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'; -f['aws4.xml'] = 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'; -f['floorplan.xml'] = 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'; +f['aws/storage.xml'] = '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'; +f['aws/networking.xml'] = '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'; +f['aws/content_delivery.xml'] = 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+f['aws/database.xml'] = '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'; +f['aws/compute.xml'] = '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'; +f['ibm.xml'] = 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'; f['aws3.xml'] = 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'; -f['citrix.xml'] = 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'; -f['pid/apparatus_elements.xml'] = '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'; -f['pid/shaping_machines.xml'] = '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'; -f['pid/compressors_iso.xml'] = 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-f['pid/mixers.xml'] = '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'; +f['cisco/computers_and_peripherals.xml'] = 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'; +f['cisco/switches.xml'] = 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'; +f['cisco/servers.xml'] = '7V1blxs3jv41eu1TJEu3183MnMzD7uZMZpJ97bTlRDt2y6e7HTv761dqSVWs70MBYFWpL07PnrOxZRRBgiAIgLjM0nf3v11/2tzPYnV7/XEzS3+Zxfjx6693159+u7rZ3t/sru43d79v7vYQcZb+Ojt90IH/7gC3/+Vft9v32827/Z9+uNvcb25vDmA/Pn5++DpWvx3h63iV0vGXL8dfUn2V6uMv1/efNjcPx59/v77bXv/yYXP8l/uHu92/N1+27x5O42xvf9vcbR+amd3sbm/33253t/fND/uPrre3e5jq6/Gj6mp+HO6P09+Pf/u0H+nj5mE/0/zXdo3/9fjD3/zjBt+4P5rjdmd7xmKN+7M1bhg27l9tOoQEQ1e1k8bmpKtBJLaHvVoBOZwTdlBjFYDfrlZLJ61/7Ay//wMx+C/XN//+9W73+fbd6Wxe/75pPvh0fTgohz993B1+Ps8phuaw/YEH8vTph+2t/sHVYtkPXw2HxYncfNjdtyvqrqMEzRJXUCnLXbkhTcJo8y/fh+7EkrLey61h/4eWsfZ/QRZ8v7vb5H8/YPvf3fZ2P/7jfx5RHP89w/F+++HDUb6b7Nvd9rRW951XRx90FgRzOP71Zvdht7/BquN/H0eZxfT+8X/5SL0HrqJJJKTx57vjF4E/Of2UFse/f40n6bc6j1H9Ec8c0fz0NZ2gFu1ACaF6kAfEnA17Rh4B8wLQRsBpLbj54IwzNDpCg7Pu4ozrFqR/tS1UH+aMjoFHjrwhkaeYGKp35f3HCbjvcCjG8l4gyWdvxZJ5r+bdQN6rXbxHwgWRz2k38pHPyOeEnFhhbu0DYQa0uOA5n7fo4cBElxoRHDBHgdrMfoh5OYr3BAns0ibWxfy1NkWbsFiWbLi/llRLgFMQaoZMK2UoU6KlLkJBoMEiTWHGR1eQZWuPKFtPKckOl/LN9aeDHNv/f1kFyM27vWHYmnnBI+cSseFc1aUW7WE+H7oc2Bo8loyMM9EotTecH/YalEa5Xz4/PLhEf40zYdWObn6+Cxd8TpBvVyz6q3aghFA9yFfMuyvCvSDezSeYCCg5V75g5CyFV4y84htAWHpl3QAgnPJhI29N5BkmhupduvvY+o6k53D33x7Iogv12K7wJJ4kpHhswRFxOMbK0PZUSs7t3cGJ1aVjoWUT1v1zZbOmC63NtFdcBCRACCrB+IOlDj8SnKZTps30WmeIR7co8+Mtww86URUMolme1eP/cugSS6Gj1fms817Sdb0MATeUrFo2tdpvWlOLDdsciq6TRtKZ+FMiKS/gz5zRjaQNdMfkUAmh+vDXAn4TebAxh9FoE6ONtGaJ5tFYc8MjgYeNAKJhNtBapx/lc68eWZNkXZTvaow2S8WZyU9RRZvoMB2uRzxMkTGvgLaRMa/ULY2SpubCzMdYQm6JEcafBK5i/ElgLMafLJZGT0Gcs7YGDoocpMdBEdFMcCw7rMw1B3u3Q/Fuu6gdXdSOpgBx4SfkQG1JaOLBtmTI/g/o3d7/dHwPPV6t/DS6+/jx8+325vr4aCM+h7b2YfYcujg5H96eQ1/9c2iEoaulk8bP9Rx6sbfQNZJi7Z1z8Utov8raHC2fo4g/WPQDV8MAaQrqs+FFJtSqwfaTYSaeBgGr9GZ4cnpaGzRuRyejvUGm2VM9pJY9YvZaqB1lVPE5Ah/FuaVNoRI7p8s9tD7s9n5nhSqDah1vBvLsm9YiJPxojgraXE3Ig6XQHRwoC0DOqiSvPfBjyICl88pzmkaeYuT96V88b7vb6+jnLaIwHPRkfmD7arznpsgF4/KrTvH8K5AgFhEMnfbwwVInryZLu6IxoO8EvG6RZqZ/sEZ4eh7UxHwsvIPCgsSe8QHNL6F3WpvgnNH142JgNLnI8QqLLzjLB6ad6C4hEpFIM7acHMYgT0oRCB/gLhffhrBVOrAmrQYYp3/ZHl4pdnd/zGS7tH1MPtml9Wl+T2CUStF6tg3SYVKPtXu1XvuGtg3Tq5hg7Kls0+pqucZ5T2afDqVHsUXtHbjY1HOFqdRgcTW8LZ7DuktuinyAW5COuWIPnR7qmqG9Ir9s/kXQ2pRUs/UlhIn2O/Ytd94k4XV8JVjPBbFivz3HWJyuyI4D+SQTvyYAOf/dDCqNgLb1rGZhjhRlELpoJTMraGgzc6XBHLpoc/2JHcp5bB1iNoOwFmzmzGnZ+RT7w0qkldNuO1UjP0OFhbY+gZsCRNMhKwWO1ERWCgkEhsVKWSyAwkqh4j1lmrZQfobKR+7nqcDPuAJPmYsXeCoIMarMUwEjCoXFK76ocm4C+6x9BPE/0GcPJ81bS9VdVvZ43Dy3VN1lJfNpvAK0FXATBwUIYWfNer0xZ7lx1B90FvEdsQK0+IJorbb5gAMTvkaeGb8i9y2Yd3isPApkqFpMhMFsAgflhlFfODP7lEyy5t/08JEndjGwmLf4KAD7CkwkpGsAG3F0hbli4byiBw8PKzORsODBfDSRsxkt9/7rssObQVfUAZqUB4pvQ9bH7VAnExWVO5LDKAWg+MTG/t+2Hzb3gpHfXkFfuiLl7eX51b88o0OiWjlp/M29PK8gH7J5in6uHNwKz//i7HX1vOMWwCbj9ZQmQh+onnL7c/XFoABU8aksCt6jSyhZukvFxHw2L8mQ8PRiaij7pwe+F3IsfaB6zurS84AfwFNMdypBJckheJzfvRb9o4MIP+g32vBd6LW+PTiVQvCyuRC0/z14oLIzkx81TotolJ1mu9/0nVev78Cj0Z9Z31kDKZ739SVS0gz6TY1L2g2b9OsZUzP9kV/Gt3j1CS/FeiBFwRMSZZiWqDvaJAp3qYyer03XKSOFvn+quqNXruGZ0Afa6KoTgobuQnfHZZZGP72qABC0MboReYTqBUKDGlUVzdyAhrGl+Bp1ePqAMhG0qJAiYJrKRdWu73f3x8z0RttqtcaTwrVoH9/eFK7XrnBVNYalVE4949vTuNYY5H4xjavvzsqOVhaLoGgp/IGiSMyp0IsyMgO3ksChbFX6pwNTHC67gidTb97vbh/cQcl72Pvt/x3W9fifR8hOqOjD5uvDUeIe//F/rg43SNVK8rOuAA8tJ8vq9+sP219Pk/+4fffuLMGzn282tw8nI9x69cHwy15O9zLtZXij6Nwocy2rXzDgPv77D//8aSa7QeIsv5Xr9h3xyW/lq8op3N8uZvfFjCOfPSOv5Vr284TnZo4w+Op566/i7eYVX0qIf01e6yLg7hy0m9n6dsy0VgVuDQbmPPKiZSgTc+8C2I1F0/deDC/FcTJF8OyK7GBM0gH6jgBWrnOeRhGwZulTbSHDeOfR0W2ocXWigm/a5CLxYCG0nkUkTKb4AyozlkEzqTBs0xxeT2uyaMtF0DRqFUIbCdVjoLvVPiyqGilRwmTcsQPCtyt1CwU6FX9QtpYy6LnOgExbXYIxhqTcEuC/7tonQXvxBp+BkYiZmLMLPwgKh5ARBPePtyCaYmJ2tqjX/09vLAEjIimgr+CcxaJTKUAXhmdepiKAVB5waCFI6JIQjYwlvo30D7jKH2HQfOHjElmFUoYLfba84fiBNtsBnoL/3N7c7b5sfpEiRFvSvQBvwcxlub25Co4/eFwFEYb2Wt62q4DHniy5VIjonNBjwNGiznlfxmHA1uLaSMGoOS9AyFBKQoaSkFMjVDYx0yGg9nngdAhISxCS0iCFyFozZmBwSg2gjJy2BCijlQnGWR+U6YJF5YWieEKmi1UUL3EKnFACsRaTpnDRNeed8MJVXdN8u3dMX2ARYfoCmwjTH3A8hCw3Ph2U9kUbV2lo8VRAahKwJ+fpjDsQUooiMOfQ0//y3VW+ijvTtPtJHN8RrjplyslLWuCIEUbXfUrCB8pk1kMhFQtTmIHXBLxEyj6JKytjP3CSqNAUgfM1hQzyOZ0mEzknG68ZuZDrDMJKSnQ2q6MJic6VD7kr0XoYfiHRGwX1mtHDFWGSfeXZ85Vnz1fle76eWRu+num7vZ4VkhpQSvtMOHmt5WhdO8w18HiH8Xo063DAbSzU4IDrkfcWewLZG8t6DxfhyKEiQyWGSgjVz9Ue/ILeJeAXi8Fb+E3GhlrwazzGhFQtXi2UioCS2UKZhtXkONeEk/mZ6FtMXG6dJm0utzGTNnfu2NyxxSkov9o8spFWKFXOoQUKBzfS+kzkyXER50A9ojkH8YpJAbcgoEXkvPRh+Im1WEznUP1img0Kk/Ie/UuolyFse7n+1QRw9e85FEilDR+g+USX5hVdmtd0+GnDGb+w4aXnzKN5RY/mFcs1r/wZp1+GRtY4BRmaQ3lleHTJ8OiS4dEjwwm/ye3Q2QIu6MgNyPTuEtxxDntacOMzbGkxHufaxMkXNFb9sYmLJ0rYWTzOwrbiWZ78XqaHavPUsForHFnWaoUjy0qt2X6nctzLOVCPmE7ct88Uk0movsZiOofqF9PT4ed6XY57OXERIJPy0SGpc6Debc+BvMjtPbc2fIAilFyKWHIpYtPhpw1n/MKGlytiyaOIJY8ilsoVMaHflSBAE+ugggzNobzSO7HxIeFn60PCz+aHA7/J8LGLeI1IuxjVOxKxrXRUqzGoAhEWruMcovc6TuCLsQmKDyTCbuIrpbCVlYXWeR0Pidr47+9ncnqHUNXrrdDFtxuzUXlTGl5KgodztoNiNcLzpndEqvHzfKW9sDGSXiiptAjFpWpuFZHPmLRV06MIlU1Qa25GLmvRDtjTn3Tx+tToXuOYxBcRCDDVqS0r+GFWLBtb4swsWvakVc6CDv1W4uwScQ3LzmSSPnWS3gGb7sJSl/SBzmH8QTK6yS+LoLnhks6TNJ1Yl8FTfyaA16mvSWKRVPC58MQI7xJZqZU8MALeJtqJ9fYhtop7kwuAXhgj4gSEWYOprr3Yh5P75J2Nvb6y3lhaO9SMU4/V4wcQKiW+ZPJWTN4lY6btVbiDmUPdH4Ex5t1p85tNgikLtFK5EenUYmhIxZQSWigyWpQxtEu8SdzDMDLySMjFGFwdOR9AxMzP/IhWYI5BzoP+C2RVHf4vH7M3MI5lqqJ9skDVpCMBl4p3up8u6FY5O1Sqn7eP4aL/2H1+AAdLFrN5drC89ez+dhwsFToVqldWQMM5Wwcp1mDlXK2f2b1CUUM1PpqAVs9tHNTku2owLE2koMaV3s5N2Fx5rSWduW3CqP6D4n2guSWjpuYlFzN7qiwFXxUYNf2XltaF1gxLZw0aI42eaYsfXNq4hQ6FCiMAZIlSomok7DHRPAPkSlDHpo67hdBujyc0qNFzprGbjQos2dd6jVXBgFc/4J7MBgbuY1z8ARJIFYjC15p4m4+G15PIYfvUBtGCq0YZmeE1wTycW9kxYpAo0I1R/oFOVIFHtIJQfOUZTM4fKKQVHEcl9QUH+c+P/9bMgJzmx799OR/y41/PRlM+Oa9fHjEoFyV313Dfk0OsxL//sP/7D3e7rz39s+vWp3C2EU9mxZuB+NoNRG6ttXTS+JszEIXWWhezEIenkhgP0m7Y2nhYY6uIfJhlRpWBr0v8pF93AK2/7i+9sCXEdOT8FJHHwKasd0wHKjbIijpQlY5OHzy78Qqddqy2m11ovRMKlQsrBKe5FLzCjq2s3S1YiKW1D/pCzKgCFa9O+vq0FbWxNltZhYNJ0u2NnqtUm4OCQbM9biqDUDxoDpQIKDmRJxMzR6Keb7vsGQvRLoyXJA6AjRhvSy9JsQ3xVBZM7QfpuRAf0PJxe5+xBOQZkBf52sRMzYuFlHOIvzWf7bBVMz5fC32a+a0S6NxC9CDl2PF80EhA/Zg5cpyQD3EIBq5OadR15A9wHhyu1hXVfBx19wrEWCx1dASvX1Lcy4r29IIvjrv3D1+uDyZ49R/X95v9tSwalCvsplPH0+XwZlC+doMS28cEZ82512xQeky+zqPgwGaDWkHvaiBkexid0o4+KGs3aOED6OgG1a0RMgR1cD81rV16BUXFpmFAYzvU5n6lPEgfaKPXegipwKL4wSBFBJQK7SWMQoSM6N7lKHitsrm2Uh8v9hb/jIKcFSdck+OgUs8q9yE04N2tjNQVtM9H8ipGrVcdmeDZMCsqo10QSIeIimf2xFvNPS0LtWGsv+i5uLOsxZ5Zkr0ulA9juypx+bDAhlUOlRCqAH8bdN3g52IlGYs0+LlaSTAdBytCTib0ysTcgEyJlp0GEmb2GgQUD0LsO9K88qCvPNiR4QbdYGBHKscMLhj1QOJtVALsfoCog3fuAKlMJ60L5s7AA29dd5PBKZycCczYTkwAV1Hocm/k05OgyE4UxAWkbdhORi7SImAWag8KyIXag0PwtxqYWvswg1JqH5J55cHfRR65UErAWkNClRa9ukHNVwQ6d2uWlVhQQSrDrDOZjRaYLGC9COAw4Oqi+x/NKr8KYPKVdAdj/QhBAcDFCre/foqHocV9FS59vXaVUPHnCbjYgVY8uRc5ttGWGdEWGHG0qRr5UtZtG/7AskGLjVa2WkmfGp1SVHAvJjzOnCSL5wrSqrKgruZcQTqXcDlyaSVM33SU0mLMWOqR0/2E6poWZuFs8b0sHWoXdpPgmMcmKPNSATMX0UtSogeHJPYeT6hQr6ecpa4+q0R1cle5Is8uyYCl4dhFeEPGdGNeVkOo33ucKWhbj07Ky7oBY/fBo0vRTVaISNH9G5HzC43CHBjwMoSsWvBFiIt36w7T9bI1VZ4wHkLrfooOufVIoCuoyZjDAgzqidUPRiIf2BTv4GWVLvhwrr0TmA14JX64vn13ffdu/+P3u/uHI16t4td5bm/Pw6/+eRiiMf/M8cZrIMXaO+fO4LPpElILbjiMlfXDmlGjOrQeVluEiWQedSuzPlAedSiqqCDwuIA+BQ8/s2eIry3iKYO+4JwmFU4fXMh71F+oixEoMdra/Tkqaannyf18dbYa1jnyCpagjx8vOrpg4F9y+pMPL0iPS85//PCDNLXd3fWvh9+EML55W0T2NKOs0/ebqobjxu5+vgJtDcY9R5VP0VEXiPHytTVS1pyFVC6lrHVvGz19iO7VQvA5loJWPTUErapsxrdgKlM/8XquLoU/0NKQ3eVJCglqbFYBfYwOmfpqn0wbdD9ZD9d92rLpzfNa5ybKtDc1g8g9/Pqiwye6SifHML84htWlMdStznUpDPXFMSxHYxgXhwlX5EnL7HtTwf7nWCJz0a6v+ekE0rYCaUBSB6QHJyfOBXi9gmSqZlKp+8/Js0JIojovuK/VelBRdbswm43du6iEXEBuEi5Qs4XqwZtvEneO6msS2kwvwb/La50m4LTC46KzirAy5BVcFjILLqvwPGApVT4PGDrAG6gGLJhtxfAwQMHYMYcBTztzaPlhn4RPmrYsp11RK+BiB5gYgUOWtGeRmISjLmoNZ4C36IhyMzDOCKQMfNL1Sr+Bjzn2axXQYmNaAa0aPySgpaLGXLYW5ZpAYfLG0mFcMuZIcg07/CQQ4djiJ46IDlPKeqCzS2UfYWXIQbgsZB9aVtEZoVAsPiN49IUdtIQ34MRoKGZWisOa4oyAOEBmLZcFRSwzwCn3r9vtQ1+ppoTa5Znd3/xxr/7pNMLQb0+nrTcuOud8IW9czW9Fao7+YNhaT/7nidAHL+2F0J6xGt+W/KDPUSbKZIxx4eeaw+winKuRVK1EVUSkLrSa26sXkUbWUubL8VLKlANnRuMHZnMgbfgudONEkpcpPAOXgJfNZURZKmTeSaoyoZvW6JUZ0GDgprfUgqXVGfPOL2itYEFUSfWEPIt85DYWGlMtJPxYK8hqt8u5B4m77XL2AXafEZIPLILbWQ920oOV88CVkexUC44Ep1QLzi0pR7uWdpgwcxNYCbnJ24yfWv2ANyznAoW3KwszN9AW+CsIdaGAwQJXhbKXzTWpaLcZM+22gFnfbbQjESc6WhAhGq6D8gu6VWWKiuL119pzCV4x/qVM9nKfYvIUCXXSoM9QxBL+pi/O2qjacyaoBrtD8NW03qXJl0vGbC14KQl7vOUEYc89oSVZUNAW2uv1F7xjenVxo6L/pZQQ34kpO4X95SYpgTRqFJHSTTUt0Kb5iMIY40QLRVcQxxvRGNSB4XkZYgo9lzM0Qz9BuE6BAkzUCyRfxjLCE91IixKmAeg2POKbYRkISE56pBQYUhY0V+Z4rVwTu8vQA9AowIrgXz/f8BoxwMCiCZoL6IDAQPwClWKaF5Sfdtubwy/f7T5+vOdXlHPBiCyq+a0j4rfyioJDn1sk/vleUc6PJk+QgNYfxkydf+aK5CBoPYW8GgzbncVLezK5IBkoJ1vxr6eSvoYjgaNRx2AME/lLHhQS3lizqRNdrMfBSJWJ3lXiwqjNIfR5j1xfMCtD0ht9kYG0P9l1STDWBH3+3AI9W2XWfJ0Kg5idvSmClqqSCFUVwefFxZXMRa/II8sxaEDqbEP6F8xbPd7/w+9/RrOguQ7dHZ7r++s1NQjeqPVAzdqM8fmDhBVdiD7c3E+VOyb8kG2KXANJcSsI0EZ5D7p6+Gwpsrmo3EXgxkf6B8QTWNKjoKSLUXk8EB2MDwR+8lON71mVDgyPRaFgMVJbykE1Zy7c0+ink+BrOA+aGp10qEFNjQYYqD//vDcLxAA/ygKu2+fhN+vUbG/48g3UCCNXCyeVvzn7dDWMKyYzTrOTlb2RaGW/lvSBLrrZq2/cDdwIwes4ew5DlZ3Eil1WSotEF1cBtNu+L1otbL7eRiqhJVmyWKV5ME0jlpTO8ybg+OcjnCJloQytuQl0Eha+QHiTlp000Xi9jHeL5RB/oHXffoKjwXl9pD/bVUyX5C8QynkuyYZNHEllIo8m5kS5KViHOYPIkuNUmz3/pidJVECMiZoC5liMlr0UlHAkdJ4QgtaszhM5awQeOTJUP34pOdbCj70bGTf0nYjsF4K2Ezq1seUE93zARhfc8AH7XJjOoC5OyApcd/HxERLoqtu/Q9wLRZI/lABPezFr5jS0T6ixhScgAmi960/qBj2p1wuAlpT1LZsUBuPrfYsGL0C5ksbMvmy7qhHAOI+JrlWO3UE3lhWDeXYCt5GyIHxQxEa+1kwXeCQRn7k0sxhdSvesWRSJ+PU1C/0y5oCbr5esLawSDdlC9br/GfmKrzfuxjwdfrpeuRx8EGpPREC+4LuduJrLM1AMrNDiaMHIhR5HIn5j8Yg80sqzmNx25VyOfs7I0WdvlaNvP+itwp+DJABxo0WFhtEmgdu5D7aQdRFsrR1YXdLZAbOksZeixTe2Ja8Zy4DMabXFciX/pv91L4fqf1qU8RvmAlIbMa8Ys8BhzNvmLZKrVAG/afHPJfzC2aKVm/gTS1XMdBEWj8kmHFvPmKcNRTv/7eCJ/H8='; +f['cisco/wireless.xml'] = '7V1ddyO5jf01flwf8aNKqsfZZCYvOfOQmXPmWXFrurVxy31sZ7qzv34lS6Ui70UBZKnkds92HpJYjeIlQRAEQQC8CX95+rD+tHm68Yvd+uPmJvz1xvuPX94/rj99uL3bPt093H7ePm7uN097En8Tfrw5fZF98MPuebPbrQ8UfvHh+FvbHP/8fPyzaW5DOP6yfvq0uXs+/vzH+nG7/uf95vgvT8+PD//afN6+ez41st192Dxun8/Qdw+73f7b7cPu6fzD/qP1drenWXw5frS4beKxvf+cfjj+9Wnf1MfN8+Yx+3UYxc8vP/xU0bAra/gXu2EHPb51bWGnf7MbX62mNv5j2vj+/xD//7m++9f7x4d/796dZONlBu8e7h8e9y0d//elqRsfFi//SVv8fXt/X0qbysZeqgYZcb1gnQg/rQ//cvh/Hx/+2CR8yJjg/W27TD+73+4S4uGfcyH6SWp5dRbtssbDoqJx19a23pU27SP2w2g6LrEvSuuBWGi0nqgIu/UlNu4WtyEqXV+ZHwBzpA9UkaEPYgMfAINAIlt1AEB9Uq9yww4ZGRdKv1vqdxX1AU3rN3WGPri7f3japGpmWML7P1DF/P7wuMn+3iuRo3JIm0Cq/U/HfWtkC/vbkdYvft08ftzu1vfZZrYcFuFpP2v9a+5n19rOrrObwW5z+Guurcw5aHzVFfbabBxbLu72j3a3V93Ubps7MAr60/qPYSGM/zG2S3pS8Qc93mZD/Pfj8Qt3Ikh2KIffLL54pvJMFZgqTMePsQQ/pRrHH6guwvdLAF8SeMr7gFQj4Ok3jlv2TDXOfAGfmT+uqw+KuMC0+/3lP2mbj5un570UJ3/v1Wlu95lyK2wzwWBdahI4/ObMukTR96zbr19kXUp1+sktwTBF/PSb008unn/q8eOK8J1juXUA7ozBnw8cjtv0uR733LeQU5SOeJFjpnz00C3PExJ4psPYVBdKqXpcCW3XrdJWR48gaBjWCP+4QGfS7IPB21ROHH7zXZrfhDSnEzIyVJ5nXZQL1aPPdaNTB+ZWwE2Wo/1P7RI5mo/scL5CIcKtFDuJOnyYpdGukg53vPcmk33ubUNT4VixOL23eEBsLDHtoKvYzwY62dLScJ6kVGVpJJZaYo1y7dic6Pt97ueKmRmYmR0gW96Iw+Tqxs+CdU6HXSVB7Qf4JbB09KvQKf0kN8XQjbF++ryTkqrooJOOWbqETnqdnw37X9ROgg7tO322IXHf8NTDfadb7qQmn/lZ0WXbreVHwOHn9Ol+NCL5mTIFRYo2abnd2RrCkPrFHHwynFZYv+IeGYjXjYUcCFk4J3lC5q1SsMEsTR14rbJ54DtS1HxGS4kKR55+4nJ2eu6ep1kZHzbNdqHlWS5PijOOHcn5EgdqWhGgELKuQ7fYuekUJKIOzTg1b6R11HlPrnFAHZ2sBXL05HyXe04KuZIat3oSBuwMOQ+0GWbHrtK74CeTGqPgbuijGJ9hVOEHoP952O72Tb/8z0vrJ7evPdcNzUdjOabST/qfVrnaiZH1PO+reEhocesjQ3PJe4wnbcum0bl7gShC4aBbRm7ZqcKjZlOXwQeiYvClu+3QJFwS+lLS9Tn20trX06l03KxnmfDcxcBUo2PXFnPuPDDlRei7IC9C31FghI5PWSbJRaOyUqJ9nI6W20RYKVFwmzD2krBnWSyoIARhnaQgqrwIc+yNvH9Fbbej+9xGsWTg2NCg+w+onaC5taNDR/R4wMvpHd10R+Ug4yO0XbyoKRKgQZ0Ee2mDbNKooy/mfyS7s1EabqBhxbiLHQ1Ri3RYKQ2rnOQJw7MhDRhv1PHIYX6AzgwymekDhZp8JQ2GweDpGQVa7UyDzCnfejxPIfp9MNQmo271rgmLWZ86Pi80ugUqqCI821qeiQb9nIiQU5Obq9DAvakPc/jH+t32Yf/Lrw+fN4/HXvTxeqGPyuhDHHqHz/XjG6J04l3MEOAADc8Xr7df/3mX+1gKq+2CGIcWIxEKm7bjECYxozpwor8ImCVwYtoEmlETctyiFF2YtjR6NqQz61npyDsi0auBYhAcajSO1EB8c3l4VR5VUsS5y87eEPoW1IAzaTI0euauSt3pfbmg4wf/NNiGUZ3pgPSx1SUj11mhq+Zjhdz5ylly5U13dYtLmR9rNqEbgmGgcqS9qZgdMumM+anTCnlXjMmBprWpIW7rkwMta1PDXuGKAeq0EA+vdJemXCM2e6wYdsb102X7E2sWFFwrBGAY2tkx0VN4oghAEUa4wXf5514qsAORgjwQTQdHTwwjr0zYlYbpnYWZUsiYKUUhJrqchl4nsOh0SojGL3tXGNht3IMLyN6E9bWYJpO9yWRfyWS+4l2SJON9+orE+EwRgGIMFq44Ox2w09G6S6D4Ernj4TFXcfOwBIhg9RH6mhHyQkE0XiUIyEvEwkRZ7aTFieLaSYuTeasvFEEDMrigBBlc0IMTwJ0NTSFnDOwMWAvTAqxCW/IgMa5uyYOkMCAe5BUiBtlmMIIG+RaHBsf3RzQ4vj+yYAHTIyYALlhcGwDExDDC5DiatFklRFIA5zCeKfh4xcnYnYmrqiYBc8XGGcPyriYgWxubAL4s4feyhN1Li9uNidyYsM21MRsBk4ZqWv2soCJPMquoyJPMSorAr6WmLIuQlL7AXdT7wpSi6jfnVNjiJGTeACRw3gMm4PcGkQJ+JhlHPpGU2zQIK1g0CCvYMyYsqgwBlkKDGZYDWlVYb2B6A9DXoTFvHS1Y4XyTUo1b4wNV+TlHwhcCh9Fcxfhrbwgznj+Sniiw1gGLEtSnwPLRR/BQSNxGn5wpWxg8i7KF0dkoW3rIrLCAEFBYQAUR4RYsiXQgLSlpjMBSJSgNi8mSlmR8SVEyvqQrp+Cz70DCX/ImLOAvLRNgVQBegFwLy5ZHEhylmB4p1bjt4dH1fi3jg4HsY5I0UD4pSQNlC68AH8ERGWANS9br0syGu8elxGY7YbLRXg/LmlpC5j1CAre2CRm/4MAibI0yfvUBsb8618CdjexUWJQtxETZQkCUrVnRnOCoErwN5ulBcOKwH1vy47AvW3LlEH6VppoQEvTL+nlzf799PsX0nO6VkqJGp3Cg1XDKe/WKJ7eLwsiPr1f0BHeCbzAiaHG7KuTGK8UElUTuFISwaPUkLgtMWXEFLTVUkOnjOHFLqTBGBaqG0q70yMuGLqxXOj0JOZp1Fj3l6c1ihkWuNIYDoYQH3DxWnHCA2yObubHW+oq4KzdklUQywBjWC/aQhbxgA5t9e2ninucuBqYqHXngRH3haJH20vPMKOOnCZ9Fsjjpy8oCapjPDYlWw8PkcgQpUQCiEfAW6gssctgWcswhD/78zyH95xGoFWcMccLQinN2OHclJQpANDZOzpvh9dty0g6LUstJO5bqaIDJnKrUAJ85VagBVpvFVQJJFWbUxQKvfEpUeCXQsouPg3IaIZ8PBiwk86lMFtIIr47JrifWUA17nnhfaNjxZDlABPBht9fQU6pxeLIcCF+If2LBFkKgWLaFKChrSX0L4MLlIoMLl4vjJScqNqIQ+Xxh1FuIvOGzDySw2hB8IIH1hukDkfAlgwPAORFX2u3NXFzRnUiTKniRWWkKq8kcvLCaFyb2wsRVUgUnC1aDgqUWYSFqNSCWDjBkJuYfVJVoBmJaD/PUzeqIPUqX6pgpsEc5DRrDxSwFOjrqoeqQlOqwcvFM3CSUylJUgqdcuC8XYk6E+3IzmpItXMchLx5sPQfIHiy9XHwmM1KsPabrY8FvyXe1QfBb8l1xEPyW1l1x6IrwO8YXsvw7xrcS/SV8LkAUON3e8ZaQUgWkGhMnoVIdyhIbGSRObGLUSdRlDuLFX7dPH47wJ/9uPFct/zqVscHRePxrdi/x4rYrdY3aTS+W0PZ8juIuTGu62lEcloWcrvYUF7dc7SnO0hbnKdFKBbWs6/2RKq1wezRSpRVP83KVVhV/pEor4I9UaUUtKNTLtHYBqVAraEGhUCtcmwmFWtVBC4Va0YqwgzmE0fJsz/2QwfQqhJQOWFj9GhjzXRJfXRJpwIHDx0ZqYNeY7MOFGGdzy4rR+fZdlwWJv3JB7O/a9s8i49fWtlLRgutI9kwFt1lOhKBDPBhhNIlccDvrbknBbSs+kY4xQo4AX/w4IUNhjoLb+gKYUHAbXQfiule5KtbcVrkq1dxGlgo1tzlUjLqKiXclNbf1c2xBzW2887tGwW2dn95WQkLBbQrPgk5i3N2lBbd5d/J5J0tC5+Wa24p8VtXc5vAWLWJFrLmdfXAzT81tvpVX5UGuuQ36dWrNbR1ZrLmNXi+x5jZviQhuKWu55jYMW665TW5Mqea2vgYn1ty2h02zfXnNbZAnreY2vMviFdJLCm6TBz/gUsJnH+kDhVqoNlNHTTvahXPAVfeC4c7ORSvgkoL1FECgA8hUHVpk6wwBo2DU4vK1zi8FsMLLXpEXkWeHdbR0phcq47LS9OwwR1YL4MDt69U7/G37Xz9t97/8un5/7EHvth6Cqz6fx9b38vpua0nbLN5wbLO7XrXDrpvWdKXLelK1w2qv8miiEJ4GjbUnnAd548ZAUQ7UxHwK844QdCpbzeAu6AvFjvgK8ncc2CgDuCbHOv/7CNj53+dB45SrwOUa0jK9xVwVvFBC3C8nUwrOmMgxbSxMF3mhywLiayJMesb3dobFLpioyKU1UDKiMFEgHNE6MkaOOJRmSXhOitedMEumlAj4gg9IwHdsaBRJCeILRU0QnO11x8GPAXM/6blnnHB+P1Xw0oaGvbTsUgqCawFjji70FK7zRyFHDdpc7K34eMEZwOdEydiC8S/Y1rLYD05igfXgekI9zNKGpwPL7WimvgvFhYSDbN5N8DqhRlDD21NpkwP4AhvegtMe1oLGlPxc6dTupRwcDVX2/OKxcDLoaPImOVPIpQHWCXsrg5B8id51rNZK3sramgkOkkQ9axWhUB1v+lahuvT+wmUzqrmbHPsgBYWWFxmrcahNeVg5vZs4/WLqsoWwlfBypTgv4DrtYCrDBbc0xnbxPZ8U22Vd8lnbhxJpi85U647+rHiHI7ngvaMtAdKqvXBZbN4c4lGA09eF99wxoSgHNbIv2PwSUubB8BNCPb1wC6YX6xQOW8xnwfxwrCkEnVZTBLgyIQB9i5Y0CSlb+E68kP8nF5dEgVK3K6EegXC2ZONG2DX4iXqvHvtwwHwD7tj5LtytSWJl5fQIHjQM+aRgV+a2ZNLSVM8iU7nHhE5M6rN+ddR0CNRi3fnEeO2SCL9tHzf3m6enYzd6l+Gwfbz6Ayngfjv+9Xb9hXlvZ3MWXq0Kwu0C42b7Hy6Pb32dR1cKe1vAiq4FVnTLwj5XB+SOmpwV13EQZ6NRwsWdmkCzUGm1izv9ywu6BMSxZgBErL7gVc7SnDKWc9/ovcGYN+bhdPQwX9TNIY6hinA4xOiUINRYg8yiYNZYg2CoIAQZYTaTUNkVE5rMYlgYg4VD5YOEg4NEShIykjFMdikiLIZTASQXJdARDTTh6OlzQCHMzGuAQmiptzADV5lg2GAVI2DkMIR6nH3FfC1NHEZkWDXFj6Uo6xI2EvWoIAgN3BFhDB57/h2cedUjr4PjvZDdyGuD086d6H/VA05B/XANC8fuTbnSYqgZ8JI5zGOGw1hjjlZ593OS2FDYji42XpcZvtcTxEYIclIxuTirIDz+xpIcXv2m5EhPm5Dw2JJTJTa2zPAZHsWGhzqz2MBjtNqA2C8AQsOLj2Wmcu3x0mOJER5GJ5mBGw1LXti5xuLC+Q8sMOyCV0fLsCw0DNuoQ51ZXugSTA9fUOVFEH92jNapmKJLHktYOCDdkhfxpQe0LSxhiRXjhNtPFhO+psH7z7k0y0WeqsV/P27fvT/5nU7epnB+Wfgc5TYs8dcv4ulPG9J3x1VZuwXemvMef/6htFDqn89xhT68/odXdFwt8MDh8GlvPVmOdR0E3LGKhZA78/CGV4rhrCKGSDTUr4h5pghAURG+wVURU+55YF+a5EYH8/Ln06/pHbo4ZTBSCLzqcYjMVGEumafCdDJPzQJbfMWfbDYKeko1Dj9QjeGzCR0CGwpCvBRXk4lCfDpVk5mnUC3phwl85jpm6MtK5WCalgC1JEwtBgLztGIssDmlry1Ss6UPL17+k7ZdrAsO2uZu/enQ5P6/ZV0zeoDIT5y6mRvwXQ/MxUpKlw3xMshXjKEzjhDo+WU3YRKR9h+Q5vO5JSEpg00+GItzYKNeGK1nKTL9W7TP8ZjpGQTc4jBsX8e0HvTg15+EoXY1kK05xGDOajAmVTsnjT+GDWpNOXr34EVrx5Sn1mZwpRCn0/ZmREnYTmdYNcKZ/w1pCryIu1QppopWWUBUFxUwMci+cvGUFmO52KhNSwUWsUeq3Aq84eIS0qwIefG6MAjvMwpiKL3MBGIoPcukIktvQgEsa1Rx6VUt94KtSigPjCpGqA2swwqFgVHR8J2JMFrpFQINuGjhCa/3IZMN2KvuXPzSRaUTl8qol8hVLaeF66k3JFwlW1jV8mX74A0pDq6PO4eyFGKJpV1Meq8PkKXH+kqX02UO878/3K0PTr79//3h06f77Xp3B+7zIUShr2068Ol70Oc37zuffD/x5/OdAyeWhZyod50XpcsD+7LrNCh0Tk9eKTGIbU1gaVLrQuyHFkHJ3w6qpLBnDp+t+FaGYoFpYarllNSJr+T0//1h91x6ljrQPm3/9zCml/95ocwOUc+bL8/HDSRVjoOsZyw4Tf8f6/vt+1OPP27fvet3oeTnu83usIQVoB8zoNhcDeiXDMiDzPteu8+C9XOGdc6lO0FfAFSTVjlL5dN8PZkhFGyPniRnrH4Cv6MT4IbPekQnTUOkEJy00hiYg6scVshGNkfLD65hAAefJlvBiSPcgekXFkJpt5buK4QHdiBYBc1fGvDl1c1QgMa1LCepakldYbxZtbbZV+kR9IGu4pYw3ZCRkCvfwzW0Qp2ky460fvGs1vZf6JG2jRtzdHH3fUXfo6vpOLlI5u048UWpn+kpAB0vIaHvwqTOrAyYO3qP4Lpa4/s40yf0M9RMeT4hnUKpz94M3C1XbJ6qWVRKxjSFUuf/Hx1pfmK0whiEx3eWvFXyDU/Hhoknf5FRKkVw62MREKFa9YKQPfsiOxVYCmXFMXuu54SGCV+n6YHCcIknvHHESf4Y0QrXwTS9rxTS+uvjevf06eHx+didUbdcUkH/u1vuW3fLcS52Ydt/QrdcS89QFfLiSo458AxYriCgrkhYrqLVfUGaa1GHoQwNzcdGZZI0Yp0xqj+ubgaoV8F9jTG8mj/utV0znlK/vc/YwCVhMDHJozUyWAlpVRi0RhKqIRvTrkeDsVtojwhV7SKDC/nY1vuLEnjByLGWlTBsp8JiDCK/gXwwxBEWDCKh/L3Nba5/nxQRGosvEl5fFsbsK9zf4489jR++BkC0Zceszkizm+SJjxUF9GxlB4hY02t3obGL4px2y58FFRmcjpfSRQuROxIrHKxULSwHNYsKClUNPIDiOQYte8yd0NmLwQWwYAOnp/f5dGNj5EKoF565uT6hroEd6yEcFkaICOoXn4YxtQEFWwmxlSiprHgdp8GaipeQrdE6Y6iqvj08yYRqnlUuvbuE2dqoBUz2Yugqa9q0Z+PKlt78mappR+XVVSvXfkYUzeq4NLOgXKUXwlQF4ISqmhSrZ+rXdMil+lVAZhUrjJq1rDBoS9GSzZDDCu/1YeZ4JZ+FCvGwStFMiOYgJ2vaeTyEJy2cxDNw5ssode5Z0xxMaPDPYtTn+4lt6eESEa4+Pat3oXapvwGhsZAda1vhjXrHAstXvkJVT3vkQpljzmFNewmbzujIdVjPw8Yx44A5c9abo73iuzR//+Hn/Q9/edjtxfn+/hRfcPZwDsmxfeDhYKJ+93B+6x7O74GHZ1asIIjtdrkq7PN1HJwYj6ZejrpOYItI2dKJWvOsLZGY+qF6COnzQZ0Udm448Hx7oynA00MQK4ipK/9PvJ6Oio87RQLS0tm9/a3NYHLcPgcGKtQ834qL2+WazAV1tjtqWr8wcECNQULWg4/4+ThS6tgq4Wloihka2hqGRnqV3eBR9MxUpTP8+oTO1GnHGs7gL0nML06OLLxbI8eAGn4Y2dOCyT+RTx2BnUpJ/YTSFNYc1mF4Kdv7FNXALgEDk0860uMF9mh9rET2Th+t4LmjNDbBg2+kZpqjdezaFkY7rJZCZHQW4tTaM2sAaof5GRL7q5ZQMLmMuYIzcNjxVckbESnvzNHWr56VOdqvpC7wfmYOzRgFxwSMNgpuaBhtSvLW8/shDMDasvQpiSwJ4qxUSQIG/5H0WaJXJ3fGEuOVLa6yqiUmOOlJoVjapE6V6IN00RxhXx+9sOCMOUC8+8BJvGw1XbIjVSwPvAIAtgoPbl3KWGcsjteVG8/XOZcvjpU+wtdd/pSKf6l2i9IFQI4ZMeiCdpupi+Mady9hgSacku7jObxNz2bgo62eeEKeCz3cLpAvwqKvIaay9EbGD4WmGakedJLPOK++GENHV6czlg116wOaaT2TJjU7ywCWV6QmZ43TpxovIA3qhnwkFSVR626y+r8OPvb/Aw=='; +f['cisco/controllers_and_modules.xml'] = '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'; +f['cisco/security.xml'] = '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'; +f['cisco/hubs_and_gateways.xml'] = '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'; +f['cisco/directors.xml'] = 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+f['cisco/routers.xml'] = 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'; +f['cisco/modems_and_phones.xml'] = 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'; +f['cisco/misc.xml'] = 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'; +f['cisco/storage.xml'] = 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'; +f['cisco/people.xml'] = 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'; +f['cisco/buildings.xml'] = '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'; +f['pid/agitators.xml'] = '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'; +f['pid/feeders.xml'] = '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'; f['pid/valves.xml'] = 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-f['pid/engines.xml'] = '7VdNb8IwDP01lbZDUWlV6HUajNN22aSdAxiISJMqKRT+/VJSVlxKVaExPpRbnDjPjvNs2U7wqhYkAeX4HicxOMHA8f14M5IkWXQSOu0An1Oen/tOMHQKda1NVAKT1OiviaRkzCBX8r2F2ex6npFL3CHTVySd6M13kQppzlUqxRIyOk2Lm5QvQNLUnGYIbefCRHCugajg6ndDgxDKU2TuwyAkGiyGFKTZLbzaFFInNPL28PStEffzDNxuC9zvNrjY28JKM+6wBW63CVcvjmI+JpPlXIoVnxoZGKOJgpr/zypy/Usq9qrwMyEByZQxQ5zDW1UtvWX4egHqek8vr8+WwZbBf8fghOQEylexWENpqGIpQqaIzEnJiJyDq9fujJE58k/uAxQV8hbLKgNIDq510SPD/ZtdsqHKlSIleQzrInBhv3Dwo3P90osyztcuIQNbQmwJuXoJYbrDO86s28qeERDbLz5QqsicAQ/aLI6AgyR2wHkowl6/tv8XZ+1kY6l7C22JnWzuZLJBtcOONLZ2XL923MNI87WS452brbOlf6FkqZAkaMO+dtkS9U6nSxv6nfp87DJ2GP99r4GQjZr7H6vVxao9HDAmVEkh7HcfXwzbuxOeJu2F2sm9lH/NDw=='; -f['pid/piping.xml'] = 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-f['pid/instruments.xml'] = 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-f['pid/compressors.xml'] = 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-f['pid/vessels.xml'] = '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'; -f['pid/flow_sensors.xml'] = '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'; -f['pid/crushers_grinding.xml'] = '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'; +f['pid/driers.xml'] = '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'; f['pid/misc.xml'] = '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'; -f['pid/filters.xml'] = 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+f['pid/fittings.xml'] = 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f['pid/separators.xml'] = 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+f['pid/instruments.xml'] = 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+f['pid/compressors.xml'] = 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f['pid/pumps.xml'] = 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+f['pid/filters.xml'] = 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+f['pid/crushers_grinding.xml'] = 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-f['pid/agitators.xml'] = '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'; -f['pid/centrifuges.xml'] = 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'; +f['pid/apparatus_elements.xml'] = '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'; +f['pid/flow_sensors.xml'] = 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+f['bootstrap.xml'] = 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+f['flowchart.xml'] = 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+f['rack/f5.xml'] = 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'; +f['rack/ibm.xml'] = '7V1dc9tGEvw1fAwKC2Dx8XiXXOqu7lLlqpRT98rIcqyLLLkkJbH//YEiSBG9RGNmaYEAPXmIRLqh7VnMzs70Lhar/PvHD+tP14+rLL1bf7xe5T+ssuzj598e1p8+JA/rq9+Tf/39p/arVf6PVYdtoevHT9dXT1vwn+uHm/Wvt9cbUJZ+2H5Z+e3Hl7/5/GdS59I0/eVv7W9v3/y8hTw+Pdz/fv3Xzbun7tqbuw/XDzdP23/9a/udK13S7Glc3d/dte3f3N+1vH/cfvdry/W3h/s/7t5tP39ab/7e5reP939uOH/e/qV0+3e/HH7q/sTVHw9bpOtBP2f9j3n/D3XgrLP4S4f2u3/Pez3SNXV7c3fAaW/dnpcO3bfi9v7xev+p/eWlJ9oP2E3v7x+ue59vbm/3F28+XN3f3j+0TW1/Pje3yvL0+b/DZg9vY3vbXm6nQ0v+d39z10Kef2zd7ebp+gFRV+tPm1bb/z9jfv3j6ekQ8nzN7c3HjZ+k25/PuOIQ9G79+KG1vkVuGtz99oy7u7+7Ruj1uxbV/RJSX99++rDe+P7zz/Dftx0whtp06RFMmpRFj/r7+7un9+uPN7dfWmD3yzPycX33+N1jO0DeI/zx6ctmFKbbn6FjRIyIvuP1gWdy6D5317sscLUXYBkHzJqkJMQplvGupHSc97FQzr2K5u68uDNdmcKdVYFHet/zeyX3mzxl7ZTR2Kog7AlS7jmcDXqEDs3YV5Hs8Z6NMAo8Qound8Czu0Wm0d4cOTjvpUmeykJ/lmeSOL3UvutbUScan0R0lSdkIiny0+DIhdlRepUhAZxTc15nSojX2LLcaHgJc1HghrypAF4wx8ABpALrsgKdGSGeUgvGjw4dnxvMOaccnpXaX7Cya7/alu+6Sn4/wsNa3qfpd+38Ndt6nlUvY5MhViRa/BxK8lMTDt2YUw7oo/FCOaT9cCfzpIMy0wXYY9FbF2LFVlzCZHcJwdWkrm9M6jrjZLHU0WNy13mj7hSpofNJ161Balj5doin/7m/WrcNp9+3id3984D9aX23/q2LgAvJFPdWCgezFj+HTNFmtG9sRjujU0fOaD5pxKE1xBaUPsVSEVBBqp2vkrQ+BU2NCKko7GjnFg2306a5kZtxhAq1JCJP//rSfFpiXUdr3wDuuLpbnIrPNFWmyhREc2b+RLjKjuX69LJj5Jlzz7ft/368XW9yizfru+t+AvrvXXppyacln5Z8WvK5pMBqyee8J2qfjqQrsMG0qJKiE3V2m0yL7g/sdpnuPu+3me5b2F2QNDtdqLukpk16aO+AQh5Y0V3kXJIW/Wbdy7JHLkpJ27/BMz9k6tqe90WfrXNVn+v+iz3VHDvokLykh17ayI4QyUNzXHAjMrxXuTp7DVxJ2bvjnYtGlmhh2bcv6FiP5o10axl062ifujS4m0GnOlqfBP2I8GCA1DBAoF8K6BYXjMgD0qIRiRGg7jcYDkePLQZjEe8+c7QGOsjz/vF10kAM8ftFzT3nepRzmZSZopcO2shCInlgS3dZk+T1auTu7L8ZqNUz9KB0ZGyleZIC2c13QPbgq2F3P+AvGmQHzWRH2OShTS64HUPDGx1jfirMxSQSS0tMp6j4C590EwZW/PmMnyliddDeImFdo8VbcW/F/eTF/Rmdetq9EkVBiVPsufdKcO5VNPfp9kqM9L7n92p+ucuJ+5sL5dMBavwr7bUMwLoHNrTwOe61/JqevNQIOEX+2HZ8V+Fg/lguNH+kdWsfujdeOMtq8ZZqWqo5eap5Rqe2bblSqG3LPfdzl76hbk+x83gSnVtQRVsw9RPVI3fC8/s2v6Jlyf13qU+vXsbTxKedErBfLJKZrIRPeUoApxZ6oRY/v1MCXmu2urx8Yc555hQF/fCT6e8+52VXKiyjkv8Wnka38vwbK8/tqVl12Iwsz3NxdY7IIqmHwRXFMua5fK6NVxY4eaSgYH8JqQLcO0+7yseDX0vewdtHOQWeoUJzE3LNPZhDUZ5BX5SsIgBwRsuHvIgHIw1N8cdNCMpMXgJVp8E1dmDnim+DI8tq2K9yqLhUCnpU3vmMTtiXGrCY/SVE7+VkLFMUenXThfOg0Hv75me3rzMWUuvtrRGmuVq81XpW601e653RqaeNnHVNiVPs11mKzdNYqLjUk1dKubi/Tyj0WIcDgRnWeCMe47l/aXq/kXepAjqyyws4aPanwfMRJNi4rInHstqBIBWjleVSOFwV2NfapQtX8g3YyEmF9pncAsRqPH+EFXq0Cs1tQCanWOFzFS8VeiQKYRhVRKH+GPKME4xMFZZErJog5eOgZDEF/FqD5T1fKfp9DupSUPBXGm1mZNv5yXhkc/EZgJTU2bPdKXSC4ScE37752T+XqOk/f9ki5qMVnPTWMecTl3df7R4Gb8fyLqrk0DHCasseNDTJYfaSgz1oeKT113nQ0CSHZUkOr/hImUkOJjmI+t2KlWUWK/Y46gwWNStva5pWYFiBcdYCw9Y0j7Rua5pWYLyqomkFhhUYtqY5zsrWNG1Nc3Qc2JrmIc5kgkVkAFJSZ892p5AJ9o+yBDLB5zzzmxXNn7o1z2UoBSOP5hx794MpBaYUzFspOKNTTxs7+SOXjmLPfRDVaz3rOt2cO9L7yEPT/1nvUpKfALLbfHKcEB6ArsDKMx6XSqkjlPIpymisvOLOe9exKjqtYqEuG8YCgT6U97oT8yl8LJRRRwYK7lVSgXCU0JaO4EsVvh2JrIEyO/kCtIDaXwfNpbw5d/oFOe/ikBJeML+q8RLi/nLyhXPXWj63WstqLau1rNZaXuy0WmtOc26/0CFZUR/IjuQh68UUKc4Zu4xIQBqQhIt8QRzP65GyxgM4SAullEvVRCLFrOtUyhqQzF/TPBYq5g2HuREXSSOR5GVlzTCQ+nUupbJ7AagaSUhD6/LXzFZSLlUdiSSsoXUx69pJubg0i4US3tC+nHd/5NClwR7U0dORcZeRBlzLVwQxHtNWMgWlcMaXgxX8MTLTVoJJmQmZwXwvByv4Y4ym7pMqKGGc1qEVFri0bzzbZpVipxIsxEkNVrwbAphT50+jsfzN1w3FKmYnSgl7SIHl9IGEhj/MFJQTzD8aLOcPJDT8YcagnHAiUoG5BUBDY0Gw5MH2+Pg8HsumaLrsYrrucB+brjuBrmt7aEzXNV3XdN0Fxk7Tdec055qu2yXcputKlADmIKbrmq5ruq6Qt+m6Y/RN15VGfdN1B1oxXXdkajJdVzT/mK47SMN0XdN1L0ebGL7jqwleAPo5L7f7dTt3Xoaua28BPbTEdN2L0HXtLaBHWn+Vt4CeoOu+1lscL+FdbETuowUBGSFFEQvNpKzhUTpCGx+6I2SwkJVDxbxromTz9Jmlta6MxoqZO1dJqSOUp+RZNFbOXSzdFmJlFZBUXhhGUh8vpVwqsYhdiUURaF3Mus6kXJzzsVB2slAWx9s5sejsvFwTBihzEyAQqRY5Mq8Akt39IhrqpLwxMhPiCGX3P42GipljbCbMEUodoIzHirkHwZnlIYilZxBm8Vg5e7hlbOJnT/9zKF1nJFBFNKfnFjTRUMIcCchX/jMxHYzTKizhjhTkihIEVUoIYrUKy1wGOYjZQ25OUiNAMjfAt5zLoeJaFLNzVgB4MR3MuRVQMXPMz1kJ4MR0gqRbg5UrAJih0zKgkjPCtFuDlbOHW8aygTwaShbakYB4pR0CK6ODm2sUUMIcCcj3CGRiOhitVVi2vSGL5I5RletBLh7LXAY5EParb2qN6PX0quXonMN3fDXlGtGi9v7bGtGhJbZGZGtEpzn1UmOnrRHNac61NaJBzdDWiFhVydqwNaLh1m2NyNaIJAWnrRENQ8+8RmQrFdOvVJhePrVebqrt9KotPq6SsUdQEEtXZYt4rPwNWnjH2AMHsF9fhaVrLGxomG473Mem206g2y7wzBbTbQ8tMd3WdNvTnHqpsdN021nNuWJNiyZECFVsZkmJPsWzxN519CHrSCRf2CdQ/vYdKZtMbCEOQMa7iuSd5WI2cgsZGYCygo/ybqRscrGFubz6RB1BfoKL2GtzuYXy2jNnQ4FWzWKvLcQWoqTBaubYcVmIvdaLLVRsFCpix6UXe62XWygfl1hTy3mLvbYUW1jKx6WPHZel2GtLuYXycVnGjstK7LWV2MJKPi6r2HFZib22FluI66eMd+y4rMVeW8stlI/LOnZc1mKvbcQWNvJxWceOy0bstY3cQvm4bGLHpUvliWwqz2RTRSqbysfmyrRO0zpf/mUKrbPpCk+TOQMiJnPuQSZzSkLn8px6qWHTZM5ZTbcmc5rMKeJtMucg0mROkzklSJM5TeaUIE3mNJlTgjSZ02ROIfRryZwjG1IVh0LTogAnTg1WUUHAlbQySOOxtIwwifk42CTm80vMlTeJeYiIScx7kEnMktC5PKdeatg0iXlO020plphLRYaI7ydUYMUJYinOzBWigDwvL2PT8lJcUCpEAXnJXMaWzJW4oJSLArR+B2hsyVyJC0qFKCAvmemDk7TUF3utXBSg9TtAY0vmRuy1ClFAPi6b2HHZiL1WJQrIR2YTOzLxZXKUj8JK+eAMXlIa/cwvI+TkZjr5AA2eJFYILHLFxynMlA9SfiAl5S5fv3SZ3MxMIWzRdVHOXe7EudxMfBkz5R47VuHeknxLcZKD/OgEhMrlOLnChqdFKKB0mIp7fFiYmVCKy3evBdwzTui52yG+pK8s9HlSZideAIxoNgLsHH1DIoIp2qPlWrji/YsXULEtp9IfHoeriQTS1jHsXYLDREwl3YNMJZXMastz6qXGTlNJZzXnik9cxXe/kDECC9EKqDhrw31UpAX5CbeN/IRbgIp5wzmt7CRS8emfgGRngEWe/inX0mHLjRxJWEPr8rM/Qbuh70lXvJJccRAyYuX5fNq/kA1/OHtPAaXH2xaRva4peRBMX2aPYUUFVtRSGDF40YanrzIwBhgVWFMNojvzm4BoSsvl9SlojRV4qilrCIKgDlxTE/BsU7kFELk4KQiIOjC1AGkoLMAwwFm5vDoFzW8DMtFYoXgTEuaO4hCjgYrPJMY8hzBHKKGD2YsCqjhNWX56bIBlExNEFBVWzh5SapJgQjDRQNnuAfYsmyLmMDq4P1oBJczpdgpNrGF8MHaosPS5wELMfjUHNb7wIBoXNIgGcJfzEN2ciM94UA80by2+kM8CDXlHBng7FtTMYVD8UGDFs0AmZY5INieh8iGHSnnjcgkhHkBpWD8JLI5Hl6DvSEmdXRccjqarr7am0nZ8N4+Fayr18xnO/+18Rbymst1NtLVn+kWVvUEDjrbjF3+BLavYssrkyypndetpA6hvKHOK/VoLKwnsVNahuQVVtAXttKch1roA3GMdeuRGhGRUtijWWQBKd5jXsVB5EiRfscA6SwGlOwHLYaimz+lLusBzNIqmAqt4bZni3X8oo2mwdLtmSbCanncsRcSRwYYGOrEC6+QpM9rNnBP7U4Hl72Nn7zpSRRrF+/deTXZTxEmwm25rreKx9FVDsdJb8OpD+sZOwLIxAv2pwsozHYz0zD8x1GuwLGAiB7nEj/2p2Fxe0JmqjsbmirkK7KZTeRWNLWjiURKs6nEBOqtA2kVnqzoaWyhmK7BbsWSlwtIEpCRYTd97OqsAls5WdTxWMVtBNURn9CoeSzOQkmCpvNm/jkQGQLLnGJpoqHiWhevYYwx1NJQ9D0aQ81tiqRNY+0rIEEOwdwmdiNIEh68OD2S+mXpaSuzsqsywB68mkbUbk7VN1t7eGZO1EW6y9vwDqMnaM56GTdY2WdtkbUHX06FhsrY+0pisfQxrsvZ4pDdZ+0h/mqw93vcmax/Fmqw92vcma5usbbK2Am+yNid2dlVm2INXY7L27tNj+/H/'; +f['rack/cisco.xml'] = 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'; +f['rack/dell.xml'] = 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'; +f['rack/hp.xml'] = 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g2IZBqeYzOaFKE6wYOXngoGDvaogc9IPBkcmNWA4Vv3kQLJjQxnFByKD5yqFi3q647Ayr+L1z3ovRpSbOXudNLZyQAZuVIxltaF7O20sxy4QsTyK6/QNDY9qohCMXTZpJxQBwOxcQMM5HGrBGAszvTEWVhbmjEt56HnYkewCt8bKUF2SQKnCW0z42FPwKle4+6oJ887+z5frTpG0x/WWbK7a//fY8/fqTSdv/tumLcGvnZfZ1uusDJLx2gWTNKg0D9ndHCBrXQOlqCvplOTbmtDGnDc9p46C79KBz9SvfZSe/dAPDfdJrRTDUiNN4BZSkScVpoDxHItYGQHZVVx4MlbJupFoxNhBp2SVaBCnXdSEuwZiU7ogIxhaBNYyC7ugIhZpUXMEA6MViwv7Tqv34fw=='; +f['rack/general.xml'] = 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'; +f['rack/apc.xml'] = '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'; +f['rack/hpe_aruba/switches.xml'] = 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'; +f['rack/hpe_aruba/security.xml'] = 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'; +f['rack/hpe_aruba/gateways_controllers.xml'] = 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'; +f['rack/oracle.xml'] = 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'; 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ybeFTKRR3BZYq0Uy2s9DoOBQ6gI2qFQcNgw+GMWmGdlixgeHAEGOPYBvorQuMcS00Dz7+xqADvNWA0sqpolE+h69cYWocKk8tUM0s4fbgRgLKvpbYMn3kDqBb1GAZwOVaov59rsnjyZvzgwvXAI2mNBQ4HLpyQPo1/sK6rYGtIGyU5gqqOU9zRCsqaFi0Qv08BwUOhS6hyGlULGQhcqhRlFDnajT0kcWeorwuHEBGS9TLh/ZiAHfIjiAiXKYimHs7yz62weSZxzb+uds9Hn9GytZ5D+wIY4l0Xb4BpHQdJTkF23pctq9TklPS9gntM0jT64KgWSV84zVB289O6VcRNNRAH02o7QfUwvfAM0ZVqL2WiiVnDIrPjzv/+ebLw6+7bYUUnQAtIEPfGvnOSTwF7o/EF8VVURVWpKrwWPBOk7CnZemdHon9WPAA+ynKFrQCjWsLDCcpgzoL3wNPnwXBr37De2HExqKVK1nwrquLZ0GDzm9zH3H2ReV81KdFKe9ec3j/CLK07j2BfGkwKbDw0iIlKUuzM/qfV+5t/9f9y+pdlWP5Z2oze20WcT6tLJAIXiDVeJDUII8E3fLY9PA4DFbuy+fHOusFfShD5r9l4baFcO9f3u+8dK+8y8t+8X/y+K6uo9TWi/oI2aFIej1YiqCPiEopYO/Xjx2sEUpvKXFvyY0BmAxbBOYNC4aR0ZlIZOPjQSrq26C6u13UUo1QkB0YzekfBdspAmhiL2sRDJHwpsUq7Tjg1CflQQvIXPLXEbzocMr7KOhZp5PtCi6sIIUc3aERunuuGRk76GCDxFP4HjiQHi8CJyDXS/BSyOVskWweAbtiYxfKQGdzLKsxi/TZT6u915Tr7fpp87R+W6Eux/gQY9TZQmpyvn7/eMfc3BEDC9dwL5JGC9cgVdCZlOLi1WCJqS2bl55IbuBE73I+P80g7peQGM+jrhrWqQOhgqcXbteta0sl5f3u2mzG7ainMVkHaZbKO9AgU9PN9TEUNQ3fXoY8RSw57A9tERkCrdVIqVtBsHQZxsBaHNsbFuIzlbqfdp4XOh+DHWM0sizrcPKtEOeAN9l57y9krisXA+8zXBoZvE97wXEH3mdyHfSw9xkoeIu4vRYuLP3dn/0frB7fffCEvBt1WOp1Z8m9G0U6QjvKZpHqpKNsFgkyNTGw1Dkp0HuHqHU2ciQ9D08fic0OcuvYUHB91IwK4gYat86okQ7mwZZ9UyjfFMpSCqWhqxRsJNl1AJ7DzA0QklyaG5cSHIP9yBY5eIzi8shFsa+4kwRpvYY3GhLvL50D/4pc7FgztXC6W5FXYMbxxbhEd687qmn76pPcZTPMm4fNdv3l7qsxyq+6F+Zbd+gI7K/YHfq8+thL7Xq73Tx16gIK36f8czicGZcqSKXZT9pLtUhhX/Sw4DkfmoYGVVwJzg6EN1lwDe3obYg5XplGBuTYr59fPNGSb68pc1oNEwUc8cGOyuUj7UU0a+4eFeTpWzFh/ouck51/Kvg7UOdTRoHgiOSRgMgQOoNDHXRw5HEQ+pIVmTcvXbhLt6dLnVi6WpBrCKDHFXosAfK4Qg8FMtXuuXoPg2qUOAJ6vgosVmaJl/eQSj2WXurR8MAkBhj0/GNDDdC86CFPCxHGSl7F6ozDTrPyGtggToNY33AdIWxNwtwfqqrRr1v/fYsnvsUTi8UThRMUsu2f8s9LGif+YFIgcfGVJAGnG7jGoMI4DIGuu6aevALHqlbQIoOLJUDY8ywhEiZmrAS2BJDdstjYArQWS6zAQZWKrwC4AvgSCtjLLMFAxoCKFmBV3ImE3i5i4T4Ie5VFWFSci0U4jnpacBFmkUWIup3g8GINfCcK67/MThSLwHeiWAS+E8Uipu3EjJ6kx+MUa/Tm9pfN/e93dG/Sna6/WcCfhDfUMlKgRwItBYDd5hdizOhXLhVSsywLMCk2bcArHMY0+YFE+js7J7rGd3ZO3wMH6k3/mjghA+nGYhe/v+TfOHaiCjvTjseuQI+En5FV1Bu9tfAJpQu30uTIOVaDHB+LXPmSBu3FSldFu/GMBwunxMqp1DXoteq6guGDnatgx6Fg8EuCUaj5Crkdv7mAdhTS1aEG1fEtJ6eKevcve/+n/9tt3t7RnYobOjDx7TzXdc5zLXT4npibskgj/kLH+uerJqA3UlSc5ypOaWFtZhZB4Yb1kw4vQKSieGgioCunK/XjNCDbdYsKaiHtdKX7adzIi6zGuUuS3mC4NGI5tcNbmzeA2OiWUvQOenjK4GbJuzhmoznyyjRjoxG7YdtT+sb/uaswOwcX5Spmh6DFxx7PIICmuZgS9LnP6BnDt4dn9IxzwBQ6/4Fu8UK3J1zFJ8Y6P8in08AV1AK7JI5+5I38qE14PTJoOuw6uxwoFhEATLGhYP3YJXmCDpUevEiMANdX9OGrY8z/Aw=='; +f['cabinets.xml'] = '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'; +f['ios7/misc.xml'] = 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'; 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'; +f['vvd.xml'] = 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'; +f['floorplan.xml'] = 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FyGvr+UDjZ4tIoOTDSXAP0xH7ZyyNz598NtblL81HgFpJlSGg2TKW/Uj4oIfJULcB05x8BFhHgEOwEZOPAr2dEh7CsLMS/tvh6XP46tCqvMNMAHLuuqWU7Qa6NiFLXCeJiyTevIKoaoIsCeguAg3PpDYAOr4Ef9kFaLxpHQ/pWoUdc6qKWRU5lWo1XnaX41NV1H1NHN1B3n7ExSRkRIOEDB2vpiZx1vHinsRZMyAjGiTkOCIn7/KqJDCg7pj2+YBbBlwwCz2JMMxUqUmEOwZkRwLOtySxGMU9+7EMMd8/oABDw8KGkMG+bwgZp1FvBxnUQcHHIJYt6+l/5M0f492FIi2ri4/mupbV9rtZVouX2v8/WVYL8Qpp/7ClkrR/uJiEjGiQkC141aT9a2PtvGL/HAMyonGzrO/Jsi6mbmykdm0svThiC8U3f1LMzZj/nzPmDALWu0Hu94IM7zcUdW2GGsrUu7n/9Pzw+f6Z+dpVy0sdLL51GhPQmooa6Y2rW2mp8nQKQ9b+9HGlZEvVPpAPyW2gcii5i/x74MnpUnftE8LtfLMacu1tPbfJATdAjfMULwloV0KpfErR3IbjdYvKjMneBB6uNFyPwxWDJn6dF7bTtzPvCv745fh7wbcxi78quOju9WNTzhAJktPHYxsZNfplii5Mn5cVy4fQexz9slDchViTam+GQSCZPYwwQRXQyio5DzflcrASjhkSnVZPVevBrorQ0jFWOuew+nzFRYwXuVspyoc/fTw+vo5zfvv3K8Q73dSv/0whM/MdUH5zUcAUfncHfZdOOv3x4Sk8GM2pSTFbA5bEP/99LlgpHWkNs29Ulkzm23hqB8RWdx53k9ZKyXtUkDmkUnCLhmRwZwYpiJOVWPbFycUoBdJfpYvN1K8WnDN8kr5B4e0gfdEMr+VUj6pMM4trqZnEi5iZamgUGRgYBhbrCDN8UYog7EW6PT4eyC1hLky11bJ25wyN2kjmriFx70nevj/+Oq7NErpuq264NTnr/g3lbBOmxV7jEkxL/eZu5/oeFFiSzFeGUGAs0IYFejtdMAjWRBccPx0YKqC/LMqPYMGDVfiO155yruvZYxlClOxC9gW/qWL+gMwghEXiH42LVy3nN1XCkLucruPtdDtZ0DNZr68Pzwcvd/WP3w4Pzy8MudDM9NdMQIKFxdJ9ihoRiH4fpvT0lEZefikuO9jFpfHv4QMKyTMRmoIMTRDUuw/wwrIlexJUHdfieqKqjY8sK9ZjndRT8uE0MIDtHI03xrvkACOM9xlUVIpAHN4JX0G65+CskxMx9FMLPXR51gQpGYTEUVckHfGVJOo1ZcCX4jw8Zl25/GOOhYUqfWynp9OX5X468OKWi5wWaPjod1bL8Y/H1UOV/dtbATWkt58PtdsF146B7Hb8qFQ/MwvqxJOsFLJq+9PLNNm8uVhF6qqks4t8g61W+IWyj8n0bvz9d/mYTNuWwU9ydq3m4LbynExr1zhn10dYHG8vK1Y74emSW5nI4Ht+T8ZLHjS6lX9Ppm9HHN7lezJtGfzED8p4oWXgV/5FmQmP7fCizGJ8aVumFbT9da2gsvZ9m0EVZge8VzuodL2hIVTnx26uYglVw9sNvRmTcnbRzViW/8Qwhix9YK9v6pQ179vWBRF/18YuCOa7tnZTPito7trzQM4xS1p1xPwCHzdgT3c7PI1aJG5pK02ND/qgXI+j9KyrOtn8RKnJ874LH8uuqmVSIbJ7Pngfi7S5KLauqonpHn2XMJOSjtsSBU9qZcrizJZ6Owwfmt1SCC0xL1rJ+mslO2rX5uXO7QgFeBtD6FHpYmfAB2BNYUPopZ9yCGaPo5GyoNga9iIshZPIxSaxH7UiA822sru7FokIdOzTRM4Ue396nEQ5upk9aR/V5J3mP887KGcggyvWcrWg97QLW8jg7/DRdEVNpO3px51nTWRLmsgQ0wBDeX1d0EaGoM5w7X5vSCMZok6TfqPcniZSmr2nRI43ihe9+Gkdn4UtbidVmNbLdhx0cUsZtIAEz9K2MojtQFWOa1naWE65j4Mnz1pCeRVas4DEZqhPntsFmmEeaIkWLVWbYZjoTKn1dFZ5/VnKVe6VDM2lpdbA9zYOlbrhLYUFu9HhFxoN39jZGBr64ZokiStETp5lbsogKDo91XOQS0iLPqZe456d7S1vN/RmTMrZRTczEcWsLHN3nZJrEECH0+uL+xW2GZHIyvPKZk1fkIcugt8FaWjNwU9M4AvS0OYSBMVec+dNa+w1u3G2+bzaaJsqjqO8Y6Nk0x6k9tBRasOHdSZWa85WtZDfxEG2D8MoaqZIGiNFUnSKnoo9ld2ZQbAGMuNcMFf1MFHNc6kWbUlkT3x4Qo67T7dk64qcLu0hwuNtbQ/f2HdLE+nM5XWU3o2i677B6NpLlRWmrsRWMOQOqNTpzHkY6etwclvosaASbLOyL0RSbhA9QcnXUWawbKQEl1vFCdvlK/sYS3lCSVf4aoCq4X0kvOvh1QPEB21lSuagvcrlJuSckz5Edol5lKApfEBL5mZ0IynzU5tt1ZI5aItKNHBUW9BGhqszzE2p8NwY/cp2hZuyVcmgWPNTmakkb5WF9k5Il5xGXzwNveLezZ+JlvLiBXloIaLiTjBxItqMhGUgWqIjLBUHAaLIo1IB6EeXenQb9BCvLdhMg6+wGXFhTmwzSf3hvc7hta+zw6ZkGMqzrJqOKGew9K6QEEtZqrWpyDFrcxj2UFeOecN/Ae4w+i3FzLSraenGeZHZO2q7QUXP78hWMO/T9PCFfTu1zuKZzesov9tYys6Mb1if4wsjyyOJ7WTXDW+cc0Tf7B4FxUayc8MLn/mCJcZSbCE9QennNmcVlJDiYvM4YbtsiiNf8sq0w6Xj+TvIPsDF2/AG3mDcuUrbE1Xa4UhvVdpblfZWpb1VaW9V2luV9lalFSN4q9LeqrS3Ku2tSnur0t6qtLcq7a1Ku3RetyrtrUrL3NStSnur0t6qtLcq7a1KGzlstyrtrUp7q9LeqrS3Ku2tSrs2Q3/tHUvPhjhRu2il1nodlLysPFRqh5dSsyq1TX9KTDeXV2q9OYm9FB+8UAlI2+IXnK5KJqZ1xXh3sVNC3OQehCqCn8x3cBzckK7pvJYVztk5IGVtJqgXYjMm4Wr8ws5V2oa1GTjoglXacdzSxHHpZcHXBWXacZBF1mm1oOZLFGoLYXhBqVaxMBRT+YJabXMRhlKXWdfJUHbjqpaoYOk6eQDAKfjGrorduw+sga+1FDmxVXRNGQRlVdqeg1xCWjAlk6H6S+yzry1xrO14uSG3kz5ukXxj1+1MxTFnO3jW28TRQcJMErGLpykJDZ+uWcN4TYk5SmD4XCEM5YYvuLUMDMVUFhu+Ka9JMJRXVeoK3lxTDc6hxbSyGwsLo0UoO2vQ073m1qW8Tqtl+U15LbYRoakKNiuFyJ5dJPLUVlEKDNMFzRxPCbclK8aOY7YZ22paug3LB5/JcLa2qkvWY2v+FNpUnLeqx6qhJD89jvjRvBL12NEz4ZxJI2XHC+qxQkSb0sbSi2/Lrvp70relG3snHMhCNOZRsQAEpwL0QcguU11MbY/zjlVtpXkAkcL3vhp7knA/PiNQynQGd0iCppFpH1n83fEHHgdqG6JkHwKfGZ4SbkvW69vxRx6rxlQN1cjkepx5/PqVcruayGr+rhJp3shyuqTjN5yGk17ckFpOZwTdXd6bEHKj2HIGZSBC1BbOrwbpHQjLkp3iaVa30vy7hGjMo+LEimmG9pmzYjQwVB8U4+QN2EkY0pcrpPnfG5GePbMund1cN+L+RKnh9FjWlJeZYum0FEnZMfZ050+KYNsBnYE1PDfVMas6JX2hQZStNF1VU8Zl5sw78l2MADFOPIb3R8rFz1MBzeZ1FOCNkrD+KFqV/FQtezBBnoU15/YyhvQXzsQGLMm8+QwnSpGUW8nJ7eh8FSUkuDwhO+E7hgjEaIo7+JqRLc8azVGBpbeFbZxy81qzkzlqsjaTdkR5sfsLkoKeql3hRp2AJQ/JIMVCLGUvzbnhSggDRQekhs7YpkoZVRhtiF4c74bLD9lb8uYuvoYAD811Q7JpYlCF9xZE3csNn9lRgLcxj+7cZnuWKiusc4h7fRWt0OeOo6ns7v2pNWK52kU7I/xCNMXmMexnrdc/QdNIaS62jy6jvzvV9zGWa0xPP51jgbxDf+z4e6EMFanFfVt9u7O4pK2+J8nKavU14ZbONkOZtDXoPbuaVK3h2Tj4Rm+kulUUINqVDHVcCQ8iKr2xJo2xQ8mpCIayAHvFcY2xS4gL7BCMwAoD7RuKatZ2WktvxyTcnXxj3+3YlcJGTZ91sa7fV+3Z4EnpwjlqbfWIRQ71u+LXbIMyKIKhPN4OX2VgKKayPNae8JoEQ6nz3NRt0sNLz61p6h6/4RWocG6NRLs3vM7IYHuE2Imto2P1JV+Aocg6egIzsEuIC+Zk0uK8xED7mpOOtR0vOeR2+oS7k2/sup2pQOZZx2aHvt8gY9D32xrpq9Ri09fwOkLbYfxIOcvnyiAoN3y8vmQ5jcWGb8ppEgzFRZXAljDB2NtgqoXjNaxIO1Oacr2qge7sfhtdw672t3+2EaEpTODIQmw30pLVDWMp42HNHE8JtyWrWrqVPOTctsIUamJXOhnlG75RsCFrKquMXaE0b1SN9TKYnoaw1i6PCvU4/pJzJLZ4yjnoAhGiwrklclNph248Dp69dJiQPFI88x9LwmMOFXN/cCigfdeqYTbrQoRQJx2/4RJ7wXygd9Po8tvs1KoOtrW73Qy+kADPXjoGTBZ994KeXz1y90JOoU25SkvnS4lMTN8Len69E1FTDqMPTbHn1xZsYZrIKmNPKM0bmc3QaquT4xOOL5XbTWcFjbRWPJFNbDeDLhAhqgvP+g2yOxCWJTnCeatywznhQBaiZpOA05zH+k3NoCU6fo2PibDjt6lhCuyu2t4oxe6C1OJrUFK7GbBkdvz2Voqk6Bg9IZkdv70ip/0GbqrjULM30gnaEuNiTM/t+FW1qizhKAaQQ9/HNCtQzmJOZTSb3VGGt7GX4TCw6Te8bFK46decZ/Tkn4itCs8wDFgym357KZJiQxkoaplKwEgJLraSU75jaPwYTSnTq87H4AaPgIocwhVEGAnsNaeSkVbWa+JGlLNbO620DiC+EuOGenF+R52nqgxL6VVSUs/MYeh9IXIIg+cmnSYeVLl0bHAoNaWXZs+9hmAjvUgKz0AEw1owVp5KaTbLoxhvdY+0w0G//pcK20jVafrdg1kNsLterxMkFRlPzrGiFM0LxhR1lWM21QZNVdhKTvmOIQKbGMkmPPSRdNZHwTRk12yHX/D8VzBlGLISFE2xHcZI72NJ8666KYOg6PRUz0EOKQusEJ4zoXln3+4WzdpM25KbMQlf4xf23cxEEPMGKEa4bdSpE2rO8RlYaWpN3qgTqtz5VB0HkpfLpuoyCMqzqOHx33wExSSW9+mc+UyCoDgNUrfYfODliHrWw9Q9fsPrxIKj+UzNenr49cpsYXvnWK9+X4ChyOC5moNdQlwwEq5ZZaB9rUTH2o63YOR2+oS7k2/smyKdCGSe0at3sHpBxlxi9koP3jPhEjHLrAgHWMjtniuEodzwefnkYCimsjwjOuE1CYZizy746jrWxKGxMgIO2iE8EQpf8R63K6i8JW+EhpSXk1FVbAIlj4S+Dh8tVzUMcTu/dU735BSpZuaZ0HD3qFyRLYRtZLFmsYONmIAUAku4txG+4gpe3JiIK6tJNeb8jaLC8KAfNlT50Lt0XBheCmVP6/UcWtxOWhGihYfrBaXV8xu6xqkA5YLFCfuxENWbBI3Bp4AUcZg8TKkPH3MMz0uOilR8T1UW9ZjxmTZW72cra+gW99p4b0iEpytXkw0pAPqx0IUeVaoXy8c9KU8JNyWyL32/UhlZaF9zxN2OEJw63JYr+WboRFYZu0Jp3shqupn7O9i5XMBqOitosbYlekWg7aYWItoLnX1x601IWvAvEHXFxwBMOZCFaMyjawJAThXSMFVI9fX4hsewnxYaL3YdKzQzUuj48Hh/mhiUNU/obUtvqiJjltDrf54OyRP65eFfpx9W59e8x+dNZ35oPLs4NVADjQSzSmLKnR5wGH58DBYjW/lnhOgywZKHZW3MFybeGuhJx4XeANeZCDq0PetIswHo8Gsfj4/HZ7/+7d+v37nzP/H6z/Sr6eu5JkJDxZsEAsZohN/dgd2Hcz6z+/8cvt2HzX13PD6G/8hme7MR27vBlAGK85yxOdMvE/j+9R+SwMNEtN/jjwOBY/pymTiGHYNWEH9HErKbspzhnuPzzy8nG7Kfxoz1UpevOeJD30IratAsXUwWgj3XFS5D268x0wJXPx2fIoYGBGBvMQIxx2mK40iw8YlBfy0DbBOzQSx5sXlqzB5QSVyXwoCYjET0ZImVkQtGbgdkJd4P+F2XqJDh04v/+L8='; +f['mockup/calendars.xml'] = 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+f['mockup/charts_and_tables.xml'] = 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'; +f['mockup/carousel.xml'] = 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+f['mockup/form_elements.xml'] = 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'; 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'; -f['veeam/2d.xml'] = 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'; 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'; -f['veeam/veeam.xml'] = 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'; -f['azure.xml'] = 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'; +f['office/servers.xml'] = 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'; +f['office/clouds.xml'] = 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25rgJUCmR1sicQ6oQlWw9zXZUErEEIP3QVdasGl92y/w1a77164rWX1Qqofh2AK0Mrf6pgD3jB5BCs7sCE21HmOmMNO60gE73QFduPAKg06wGkw0+fXlPlxANVu4H4qDrvaxCQAfhLi73FbzYY+uaN1AUJiCytO7nJjVAmEu0SLApY8ATL90aDdVv9BS3ultLGarSxkm8wPuDXN5YIcTJrvQ8OnUMQBdoqaOgixDqEk1YcrQD4nBpWiVwdDWroPQ4XNIBas5qOFmR4+vBCZWylUEbJi8crjjpxgvl9gvxBS/E4tYL0Tf1iDt5y8sXlGDtWy+cpYcu79pIVYW/UdpFW8qtokSUfv0fNX8hx5lLCHAhd/bfz/dPRy7uzJwdRPLlmTOzsMXKipKzdo7TVop2aQ03NrFyIlpnD9ZQzHkEdae9jEnpZWzM/dCViUpsSk9A1ze/0i3f65tfyaKOS+edhLKHsGNFwmuIrjOdMePSeX7BRmcnC6vruAGWawTZOfVhaCo0QjKRfVGW77h8nkH4zkpHYW/cecRSlEa4kSFnNOtlhn3OLwsdl19LiFRkyrJWloPOIbgzdOVn/fvr9u8b0ClEZrNNZsPVTn1XQWchfcf6AFzm1CJ8p+zYRIT3EHSGdVG43GS5FQOAzgkvQMSSYfnnM7dhZ+MiUhcJcaXd3p60SBhGhBP4PDCbzQwAI4RmwF+G2G4ZoUr/VQH/LF6gnSbmeJueEXdTO6HgREtUlGKgZVpoZ2uiDLQdvqJLaUSHREXGj01+egQ4ywNH+TDZdgHauvT1trJyp4zNtRf21jmYtpYJrVYu12mpgTIjsQpV0uoKl4v4Ggv+7VjogoWE0H3PuMtG/7UiiS7oznirT4HFbra1StrBwKf75qqsd8V4iFwphHwXWTstepW6WpUsFp7T3Y+9zrRgDCgH7mjfWFjdPqa1SAjn+ABTiFTXCYqgb/gr0xxeCT4Gd8EhKasX0LXT2RMpKyiEc3Rig5HXCEUVji8ekLouQsF5pYv/qCJkaT05CsSpCPn3p4df7z6X94/z4L9tv6cM6Ra38sVlyBz5mA3KTpAuKPvydHhBHTX6Eft6lfTjD/xu5JOvqtr91+NrpaHi+Etfj+9Vre/yy/P2y+stf8uHT5cGLx9Wp+O1y4fV6Sj08uHT+bYrHy5JkbT9uDIny7H8jF9uKDh9Xy/zMNbPz9My0W39/Lyg4trnz46WL+ir0a7XG4bWz/spJIH2aanSrV9ffujKx0tXpdl+3Njq46XvS+B+ll8WH/aTbe7anN3BefwNm8U5bT+c/Ysgdm2XH16/7U4D6szC9tsZzRWTZ8YJ24+7WXw5rUzx9cQna9vEGbuF7bczOecmu5XrVQW7ubM40qx2IQk5U3F9cUW7nmYpZ2uP3rXvZ3/Sys0vJyvPES8+X+YziM+b7HnH7edrBfMH6eS41jPOdfKXHz88vCVUcmmpca/TGlI8vwWPxyeudWSt8Fh7/c41uJNW6UvBkHc+UJVfc1IZPWfldx5cuYWt3IPaD1zpI+GAY0+GhX7gFD0Cge0iAViOGwpGXoFqTsq7q4VkIGxeQSQdO6Mm++oJAo4UBvY8GMBvWRgGN7fMAMtFlufY8QQeUMC2efLbrxu9sn7vlgSFYNrQl22w55EA4FQcehOITwgb5LhpKHB2igBwzfEKfpY8Kgcj1Te/btennX23qgAP7H3kSBw7I9aKvQ+BLr4DVl6Oz69q78J9L1dYXl9fatNivWJd6ioJ17P58jnA3uw9DkdUXCPkf9FuK2U/wmSgYISkKjmBCpA2y16kQZbRIXff6dY8mAvRtVi/0+ChxjU1Qv4t59oaOWLD9E3YKFMTAbaMLeymIM2ZXL/7dkomBhAzq1rm+fzHlqICO8ab3dAZTnva0FTTPTnR+sr63bdzxu89JZwAXJPkVl9mEW16ih91F3yEgp1AW0YKuGQgT+97xlw2P2R8QAF3xlcE5pocGytjxMZlersz3SOKPiBYd6TJp9KPAUpq2ED6StRlSx4CLZGRie4CTTiYkPdbqlzDeC3bGaRKEEndSI3VV0iRwLHD4vt4rUrqYJ7vQDHAlIfdldcE1jxEUHZSvPB/+rJ0DnFOHXvl/QDQYvN2q0uuGIdlijcNxJukG7YFrC8DoBFf3gW2kFBNW7zmmwvwME04UGw04oJ5unTFZd4hwfGaveZNZOuWv2+IQkI4jgaOkVLM7npLGrc+fqt7NAHQWDmlRCFBoKWhLQ3ZAQWAC+y1YyRwUBwX2OsYe4tQAjgNKZHEJocp4PLnEEnd12sRoEWoTMS57qJpoK+hQUM4060Z6WXQ6NadyiZuE463sgzlRjPxtiezDAwiynULECJG6oRokYh54PmPCHWu0bdoMLegRgc5sa5VMMjMIRLSrtUB4mR5wZHM0u0gV+yCbF3tfFFLdTgCSaLuW12s2oAQ6ybU0/grF9KpAfxCc/B//OebtUN4/sf906/fbjT8hoW+XuGs7F/nAgabZDNA9sBat13VzcLVC99Tt3BxX0ng9m8XLscVR2IO6xe2WRuQ0A1oGC7dPSR0AzqGywXXI9munK/AOsFbtxrOMvdWrhLflxW2ISrWulUmp3y/zVt5L6p1e2DVvWVdkzp1+5a1tI4TGaE9+rfKCe6R1MEauByvRvbv4HI8Yfdv4cpx8zwSc1gPV7BCY91q4sJfcE25dlWjTKAFgcnyWSjjUvlwzVErVm5Ns3zKZH0dVDecBZeKdrMou63l+l23UrrDkAMBzb2c/9jyAk+YY+B51pyle3aUoFyNscJy34rtb7xwVlI+9QGY9guy3bD9BVd9oXphX+a3UK+lpP+N7rew3VqOF1jHSnBP3zmKAKViNR/a6Uki/+zRjS64GdGr3zcGLe37UMB5yL+oUHejD06emvHCPAOpPRmCTX2nIyHfTvGxf6f7VHU0IAVwNvRfDqSectVT7+lNgDd411PS9ip4VUMQUvljSSvEqsviYh1egc1LnGLek0ewPLkJIKIx5/1ZT9A2QGexFMt7tGhA7aJlZMzeek/gDzv9qFnhsJPszVwe3IQPwZ/MjX1v8DmBP+HQ2jXFuyYQhzOshs7qOja3OE9RcOzpyc02NWRWAO8nTdLNnPq6dqHuIR6DdjICg6cnr4pB2iJmN0m6O+uTVxWrREMYqlJw6KsFB+ggEw8hLceQ4S4V8L0V50t6xYq/MlixByicdXyyt19GKtcCKRvxbjcPoYVozNep5kqK504pVtCBcSeG9Q2AEOtwK5P2xspxhg8InDVdsXEyp+n6cpoBOg+sZFpKHKBNFxy07YaaV36HatiDYR1+Fh8RqsRkfLD1P1prRA2OshmcKooz5D3ROsNLBPpO/BmI46XGqHruZF5ZNUtnZ1+/9sIOHnjFQYBWT+PNTkYSwEKBbuVRUqmfntwAMEANM1KLNQuQ1cSLwG+Q6gZyEaquypyWqCnpqr2abqkTGr1Lnzuso87fKpSL9pQyMmLgZhySfPBydnI17UJU/b2hvXSK0Tx2ErXdu+lNdahSs5qLoQ02J821rYRPcjM20ZkuYjOYV1imPbfSdkZ6hZmP2WCLYrTskiBtU+3ml2w9Q0WbgTUR7FCGjW3/JcnNOL4GQGwGqzhXEl21VIhCqZMdEjszWrkOFlDQ0i+o+nekgh5KGzXPkO1UzeR96euXxpOvxFLbgSb8etnlLIjjKzeNLu6RvObBUVEtHX2OnOWNxLZ3cNSBjnhGmZCV26lO9UW6Q5HSa1CjbpTtIILXqpgxyobOvQ0o1PkWpT0U25mlIkjS4u5rQKFD/6lNm1j1i5bTUQM3A83MSO2OwbNBY19X1hvqqWGdPBV0wvFU0vFMdDaMoY2HxgdXfCNCgprR+OI3sxmLeGqp3WmaLb9wbYpSGBp7QuM14o1++MoZKAmigXkBC9lO31TPrvLTsrEd6Ak46DqBIGPPVm7trGh5ohNfmJTZzaszPrel0wQ1QAS6BZuHEJte5ufxEHrITnz/OKz48JUvflr+es5//h8='; +f['office/security.xml'] = 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'; 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'; 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'; +f['office/devices.xml'] = 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'; +f['office/communications.xml'] = 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'; +f['office/services.xml'] = 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'; +f['office/databases.xml'] = 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'; f['bpmn.xml'] = '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'; +f['android/android.xml'] = '7V1bd9s2Ev41fowOAZIg+ZgmzW63bepusu3uvtESbetElnwk5dL99asbZc1A+AQQICU7VB9qMSPMAJgrZjC8it8s7svHanElo2n5UF3Fb6+kfPh2Ny8f7wfldDSfjUerJ1fxj1c70BVkuXishsst7JdyPi5vJtUaSEb324dxtP36NOTr4XI8m64e/VDOt/+2WM5nn6qv49Fy96Px9L6aj5fbf/26fSayZI99OJtOq80wK2rfbZ/dzubV3Xz2eTrafp+v6dLIoIPJ6Nv2++5f/zr8Vo87nkz2X7aUDmeT2Yr0aPv/zU+uZFxsPoc/fSzXE1r/9TD7Uj1hExRdfvibyXh6AJkSQJGaIdmY67+fQFd/PNGynQOZn+2E6JqmZElTsqAipaQr45I2H1PIQdrGsIVx0NUfnM1Wj7ayEFYsol9WErcYbkazFhGZR+FEZDdYLyJtiYhUlJ4QIsLHDCQi2rBdiIiINBl5M5suyw3RP5Sju/Uo72bDz4tq5GJHIjchQfwsb7NRUfK1MMCO0kQRlqPrv5/uV/bdTv6sWTYeqjiLG8hgTdDuV+V8uPq3STm/q16t/n51OynvCKXzb1SvzP+i3xdfq+rx4GeCTDeuOfBV+W28eDWfLcuNfjyyFllDulJGV3qcLroNqn26Gq1XEVnTxTZyOJktquN6kEh2NZmMH9eQe42RU5WRU50hKFJhVBkuMmPi1ZhOMSUzpGYgQ6DWu7SzHvtdqr+f4Gr7XUobbRKQ+/gmrVKbtcwhu3Cbygy1A2xDPuzYwryfzR/KSYsGxrxlyebTmsmwYBq1+fTGojcWl28sdGnpjUVTYzHcfHpj4WosrufVot1wBDhLWjDStbWI81yVfWjRW4tnYC10aemtRR9atHi+uzYW1bfl53UsEXWUA1mUX56mTb50nh253XwOf3o44xXqp5kTcR6Vi/vVbi2r+Xq56r9quEiDXRvfaPeHPhqziFTLCKplOE8pnfiT/K4oVxLbyDhYElAJmF0mZrrQMbbdghvVIEjoUPoYpExsCVw5T8sVB7PdOr7iZm2kcxrddUU2XbE9p9tA8g7g8ByOiXIZTcdkdArb5IELoWDQNiTd6CvKgpIFkkEiYa4BkTizBd79qrbAYsAcuP0D7MGJeEeqjatExOLElJHi4FPOWp6yaD5lBaYcM12JdpnBUg3D9SrSRhgW6DhOggPoTtNb6UNirWiGTjDWY1lskqHz0LOdSnqaMbYfoHSuiiH0ibEFGjkCsCfGVZhmLhFONBdoZAFg+bhMJtBapHFjWCQUqjEomRgSnzN5852UbjT07Nso6nh+nr2MgJ7vTFf2MUOImKGdOEBGVPOG8Nn3BjzkmBG3Pi0QejIOaMoeMqZciXw+mSC5aN2zl0l9JOLn2WtTBuKtTblbz95pysCzlzxAgbtMYZG3zg9mXWCBJuIkOIC249nz4rvn6NlLRU0V9uylyiH0ibGBh7rPsVh49tq40LPXRoaevTY28OylUgCWj8tkAq1FmjeGRUKhGoM+J88++vN+vDyPh39ed18vee7dfZtV6t39y0kRnCrb70ODUKFBWB3SBxJ9INEHEs8pkAgu6X0g0QcSzz+QcA0ewhX+nLcK6PkFDy5VQH3w0AcPfX2RNaEXEjz09UV9fVFfX3QqeDhHfVFwSe/ri/r6opOgZwgeMhw8fHicrOOBrm4NeEQFiTksaCXWaF794dIRKGmje1HaTvei1NyaJUx5UiA//YLjmDPLdff1gx45xKYC3zQz2Y7A89OuIALPBw0k8NqwoQT+RYXvL7AU84LUUrfFDy9CPYXsFPcdqKfQod8zUk/P9PT33Oqp05TKiwiRQvZ3/Q5CpF4lfb8qKeUa6afpqFpW84fxtFxrneh6Prtb9/65cj6cSQonNWRaeJauhxUGKYKFzU/guIXDuDytCgferZEJuBsWONL/6efqr5tZOR91ZXXIF7NejzYfs17XGkEFtyzbD6FgPaUdGeV8uBj/b7eGIh+kki50Qamrj9337EuZITPnO92CQJejBaNOjweClYeyrIF9F6BBLaf7PkD7Jyc6AWUDtSPCImnGCWSm52msGj7vejpPa2ozHULeicY/ll1cYqEtQjaQIIF49AdZs4WLBxnvJrZ/grPFceG0cJxCNqVC42y+Bty9GSTUxBdikAKH4MgPEkbSKWHTfnCKmbUfIFvi5EkH1HeEYrKA1CEOiDLqHmecd48zVZY4w5i6Fb8qRF+91Uc3Hti5YBhFGtniDCMMp+jLV64eLSJK1CBJ/BfGmVUymiTuhD2LM4ihYNdGukHKIrxukLLCpm6QpmdQc4LdhTCff7TnpneDNMnOgJQV7HeDNJdnQFqcY0+FUOfAGsfnwMoMMMB6FpeE05fG4IT2TP4y3zlIY4t82hVeJpRdoWUKqCu0TNl2hZYZlq7QSoe9vYAYBdLX/Wkc83sUOHworCEF0y6ojjyzHzVtDJoBUAFA6dkYr+BljAcrg7PGsJB4RgOGRevndgqI+FSXJCPvsXppBevBGfUoccJh4bgCjIuOupxuSs2mS2upXsFulI2MDnQOSTGsE/1Xm2zK9l9/306hnIzvdueWw2q6rObbx18Onj+MR6M6aVMbKTJ/mo7kiP70QST5zQKE6UcfTOz0A2P6pw8m7ao1wvTRa5siB0z/8cFUuOzTv3wwCeGyUT95oYrRrTSO6jcvVInLAl57oVIuC/jaCxU788oRpg8+mFgpB8b01gcTuyuDMb3zwZRJB0x/89ITuQOmv3txRKQcUP3DC5V0Wb+f/RRF4YDqFy9UPLcCUf03oEwpqCf+HVCmMKY3AWUKY/ojoExhTD+ElCmM6n1ImcKofg0pUxiV2J34N54XwZVrqa8z1OPw87aLKsjhaihHZWYMtkAvnGKqIM/oyUeYwhONeoYFh5GO0NZVpZynByHFh7J0p3FoyiFshYkvSOS1IIodvSBMhRemVNhjyv02ObHHlHlhYq48xKS8MLEKVogp9cGUx/aIEh9ErD8YRORlxpLcHpH0QcTf3YgQCS9ukGZEyOrptboedb1Xh3aatrFiPkqhn9N32BntffllfFeS2zs72i+tn4G5+NlostmRozwcgVrgJAKg1o11duTXxaG7r7iktsZsURaK7mXwywEElPUTZM6GeVCHBWSDovY/uT1+/ipRlIrhtxgAsVljUAGSGbzJEVVDqOuJfSNGDiqsL+Aw/UQVFO8Oxg/rCTedXTt10pWhlTvJxlaqTHqQpsoAaLuayr6AHWqqDICyqnIqQqjHsP0CskFhozJmFpCqYllPqKp4TyZArdbTzAHWXlkdXmSo5zqQIGKVSeH9A8F/EUp9SaHjkoNjjmALSmyvGk5qsT+q+XI8XN+jtlZisY8O21NGBgumw2hYWYvZcWaIEay1Etuffj3dxrG6xVSjt1FkMaqg4FNGfdi4ywF0icNK8mFjpM24dkBt6vnlYVDwwWGTxHZqLqCxdcEMS3agLtxpU9CEUGOvuFh/47qf5g4/RUG2/bxOl3TQUedq5hCm7YJRuykzMvuLl/zapZW6qlFbqKsYHZMrANryFIT9FAhZJ47uGyYz+vOCCz8vwPrUPg1h2uj+BKI/gWhuDHdmuuMeExdrGTnbd2pXInttiGxjhkBbnkNmP4VGtjGEwuwt4zOwjGGcoJdqG0P5FK1ZMaPsXZgZ797adt+Fuf3XugaxvOwcuVPLW+P2jUr5GUynk5D2kzib7e1zQ0dtb/e5ofZt7wvON53D/DbIAxmF8OITZB2b5VorfL8nwtyD6tb61iVlvtY3B7CtW1/7SfSR7/ce+fZRqpuP0cep3RrEWuU9+6rZlypa5+dW7lJaLx6/U45qR9CCYCf84rMzdqVVK/Z9aaVVfeVOW5U7FD87fYCFVyxMjtEBBCx3sxfKZ1o8pByk8CIsY18vdGC7XmS9UO/7XJKn3prrEeZU9sIctYDau9DU9/X9bFpJB4UtIze/ye6dObSM2f79DIoqm/r7iZdaNFQ2XF0mZtCWZyBdymCACEumqOI06XAW+xW0mQVqCBFzP7LLvXDYCbq6VGMj/c3ObEFSgUOiHhRF7ANsnolmha1f5aGr6GoyGT+ux65VmCLKiJoKJpCnblkb27AkcpCzPqwJQVtfoa/tMmM/pb2PzxpzRNCmFCtt/ZLR4CU7gdNpJYUEnRy8B489B6dhEd0L3nZT64fT3Wvqmr+WTjmmz4DXk2w+h4sQ4CV23PQ5vBMO92PIsrIMTSt+415TWuP4Jq3S0LRGjWkNx8d1KHaUkT8M559vbtZ9OaK348X6t6M2GZuUaLXA5SjeYzwe4E1VavM5HKecPN6X603Z/H9LIN1zTfkJxZaUqD8W6JmPPJyaO4HeZlwKNHqZ5aTUgliTUBuQu3M77n43G35eXCpzGzZkOptW7jIAO4YnZtBmMqBzzFEZyE4IATsZpT4AcwEuXAgUFQLNj2vVHIHNzwDkZVmi6/WjS5XV8xkiN37xFlkfs8XePalJrE+H/LbkNrE1Xm3ILeCXFEB2dMyov63598/j4afFcD6buKRotwfMDaXUVmSHm8/hKh3S5v5qeVSjz3aKV8JHtnvVlgCwJDfNrlGRrRvV7o+zNW3SUACMq08OzE+rIHOXXbV/E63/RFvZGD1QMGYdeQkiiC6ZYhAJgOXj0reX2GbdzDPUhY6yXkJ3ZF/veEwXCv0E6QxKzallhmrH+wityuiZLzqAf8aKjKflXqoeg/Ns0YdXA/1odCM5qydvZtNlOVw6SM7uJYgBfAKXNISdGLG09sHMKfEB61Nu0/V/ZiLy1glouFbm5gJA6djX1LMilPp7sDttoAjF3zg2DQrq4+OjKprX2jvBwntpnAgXYAWS0xDUf5VPiU7KRIcl/VjhR3Skq3NDm20UDabA0Sv5kgIBI4vssmBGr5TyD0wsRwjWPnXPGwPaCbz9beA0sAOs9xO38ASQU4NVuzIzp4sL1qXzKbgCoCWuPMvHgNMAZ9X2YZhWpIYKwQQTjxPAkgLDkiQNGOkITrMEZdtmFocld9YaQ8Q8pkOv1mT1Pgz41MigkJ2/EIUBN9Sb9tfB5cqlZ+kAZlesNWI6qF9WWevEpycnyrLiaLA/6zytGbN0IGUjEpNB/frsvZ+2f8JJjBiJyaB+gUqrJKpBLVI1iU9PTq1iPojs77vyfW7mU+qlMgNWirN6kFE6149ohmEVuORkuSxtmmV+m2g7syjUC7JfIaT+4xRC2/sRDTsMH5Brs9mEuDZuN5/VUAtYjsPPIchadG6oE1Tgzg01Bma2N3Gx6tBF5jQ380VbMtQJqh/ghjpBDbP5yCkU+AIBIzYKeLalnWt92BwGbwGjj+XNTnW0fxFKpMcGcz7nCbc2qZa7367NTTlfOKxK6nZSziJ4GiHR8tnUvkiEjEmHRDFXKjpY57of/ME6P45XCzV3YT3RxpUOgQIV0RwWgfI7WuY8RKulwFIrMttvykHZZJMas+0b9qx3KlQJiIyylL6905yViAaZOLoadA62usnBsdEva4a42Mnu8qLoUTSHFQg2QuNeLltHv4zv7p2SOwHZO8+HzKVB2ehbyZqpXCB76367S369Z28f9m5QYngmVX0kF36BvFyWVWX7wmkdtuflILx8Vv388nhaP4UIcWLR83S9kdmRUGey5tDo9fCw/4g9O3fXeySxjS8DdTRxc5PNxRgEHSo6ptwEE76UmaSRmayP//QJwZidLChvlZuY67ibD5pKUBzgMawW65xR6i79Ha1NJbBpv/deAi25Wiq2USEkkA8aSAK1YbuQQKlL4NfxcrhO1fy284vtpM1L2Fi5SQtS4RLfHmE4o0coBnWDhvrMNCNTiVlClGUShc45XC5m0+UG32ofDhxR8qsViG11wLL6ttxu6Rbot3fvtgR9KSfju11C8WE8GtV8cvB4WE2X9dlvPR/UP6kbLp1+n0zqErY4MmnCigHPzqPvfViUNxJriUVVriWlPpY30oE5k23m3po7X2zzq4Rldi3LtIPMYLcJVlNAza/24+xrJDudhcNG1Ix7dBpsJxjsxTS/Yqtr3/yK3b9DVQEMVMHdF1lzYEpEh+2vUOujJOG8rzWNsCPFto8Ei5xJutue7+rvf9HvJ7SYvQqAb3DQCmY7nEOiCutJJKAcdj9Ozcm043Hbs4jtZ6EyUI/Me5RmXc7CvnaPra792xyM3UYV1S0NeZDVLVpVLUoHS4p2rlBm0FYnkET2RcB0XUPsVFMWtZspjV1ctkrR6l28WQy41Um4bBdbXLRf4SIEvb35x1WgczuuJqMr+yjBtbuMZec4cKTHDD8qkWLdZFxg7d9NhnMayjqn0fbOrh78NF2s3x2xOci+no2nLvlQ6XZWgW6DFQVqh8DONZhYoaK34FdO7avxHOoBEaRtfXPAo6wjzDJ+WP/0ejz85FZa2cV19Wz9H2AeLn8dXAKHhbhNCdCbSvGZsdewMF5VDkOz1k+s9xMvX83MeQDzqo3UbXRLfuhKBXtjAyIDnWmONh8b4WcWCZbtphC4WZ7JZsmgqhT8zToCpYUcepMcO15lfWmMx6vl5nMIy49Xr+LX9V0yw0mq6eB1N++cbUbMKdOIV4ie6199iBERPb2mIg85Vdt/E6dqr4FFCVHOFC6OjieP5HwjmrLIa68tkZKuQCERLs/t5/eZMLJd3NYQGeODLIGofDAV9BQmFwiT15wES+kVOUIV++0VFw24gEnIabHbYhxXGnCzhIKoVEAOFJgFMx9UWncVOCsvg8JfnI73qvDSTU4sWLtmQaaFJUt46Qvep5PeFnM2yW/rQ/swbMr98KP+jeIgILiExHvpqJS/xe8QU5dRYfS2nH/awlxMcCglr/DqOjjUWyK3Ehx6pdX6QNKajD6QPB4z9IFkH0j2gWQfSG5R+WDqA8k+kOwDyT6Q7APJZxVI1t8Wq6//Bw=='; +f['mscae/other.xml'] = 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'; +f['mscae/system_center.xml'] = 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kpJkW0rtIPnfsxj+gMYEMny0cSTiyryVeWpdRezL1X0GRkkfShUQsIupANjGZYmklOTgQ8yqPEygPmi7KSasaGljKizIGu4sKyckjqgpLK2hd2uHpX6esutD0nu+DIC8TSCWehhpMQVQaKdVrEDoBI+M7E47FzI4kn5WRKCktQBEDI3i66cjSmYhK78jD9orcGlI9MKUiJB/jIOkk8MsMoS6hE/Q8og/4gxfVA1TkaBLIhEKCkN8k8rcqZReSkynUGkzgp3aDg4DtBDS0wlJykpMajICTiHEFDS2vLP8kcvplJxUYyZxUtSraIyjd60qjqLkqlYXBMOJE+gkLLDyZdq3JSecy4uuHHNkYKGEzed+R5UUVOV2N1NfYqcoTJA/qG4qwXXas/XLSSF65/py5s+HTNn7/Hw=='; +f['mscae/general_symbols.xml'] = 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Vt1sFBG5AfagebYbKoviBkXlAZvXGQ0fDVwwfEfwp8Xb/+erh/T/uru5/Of1wNGrkj4P2hw0a+X+b7f+1U62eF7wYXv6s2MVI+TPmXFkUFrzXbSXUwTkVkCVS+HBzByJJzVFiAntIu9+bkdk1H2JAdGsHIkk1QIxoT9uZEXfYITDHqRCsbFuHC2e0w3UrS6Az0QqBrR2auI7QAXYmxGgC+oLnAhn2sg5N8/GlTItY9DUtN6dyx8s6qGgNRM+kJYpjWSDw/4issSGfGcKv0jGJK+GlqglEbh8dDIrkW41CEm8xV8FRYItBZ2VTJhjW99KIyx43uyRwIPVXnmwLt0sCnQqPV72vLLdXVYSKJvH6TiCExwqGuIocgN2uGcBtMdm3QtIya5L19afr21+ub98+psd/vbu9+Xx3/6ZJyH4xXAMt5fASKRvu+APv/TeVsrF84YsK2WDauEjIRsJfMGJ6oRNfImB7Ce49PcjnsJZrNSEOc3MHM+j+Q6SI2uuCAfTOTk7NeWSkntJTOwRdMkCCwnHRgDpnUCzdOgbEtXfAyNWd6VD74wa17Kq120MBsJzfcXmTyEH2KoouMQXEsUqOxOASebS1ggDjTR1W0k8RmSCtK6YcVI9qwFQQkgxjE+QigzqELIDUZken7lLCdGuncjy3R5y8lRoR6E6XJNniY0Njo6QktztjIxYq0Z2xI1VGzFhZS/rkybY3lkpYKOtYva9sbFDjBCuaJLgAXZWhClaf+aoK2Zj5KsrB4PDRhmt1Saze2pLXynnV7RcuaZ2rS6qydhho3bgWH+xuneU+f8YDeTPl0bpaUL6NQit2WFFfSoKQqC8HgCxq6myZAwaECo7ilh6D5bfsTrTMGpyFxa9nMIQa4x0F/6VHGO0lj7a+IkR7xw7MDFR2V67R6jsiasdA1JbwJAkUsGps2pLLh/ms3vyIfEuHRNCwFMYCRpLROTmOeoeV1UNv+5GzUt5b53X1sNk50rPhxMzasR6NsnZiUg3USMnS6AavlNhHh4+2tgLqB1EHuiYdRdHWN6ejR0It2X+GnsLs82JpvEPXelo8p3x5LGh4zOLa60AS4jerY1pCJSsbxc3Vu9u7h883b1vgvoc5uPrVAbik9kcwTUxkmziScn3UNmGf8vKjDkAyThwyfDyR8uXLL7RPLF9OAYZgbjBUSWUv/SNXbMCa725GA5Eaep7KcFdhEo+VHocCoF7qz1TwbIVgDY0n6bHsDOvVi8NWFSNmQt182NcKJxZlMGMH90Y2xiBw34DF2VbqysMC5wr2IGDnuCmEJBkpv8aMIpAIhopaH8iUvRRfoKbRc0Cd7cEzciSbdyDAtuwlRKfHKG4wmSEqXqMKTJ+rFwEuqQ78nC4zyIdJCqBX5aScIIrZiD2lKweW4bPZBrR040kqNl6NicwqK9xBgxb0FUdMv53UbFJu7/dMlFZtrhYh48GslkvM7dNuaY66rPEs2dfuCJZpfVEKjnImSlKCBfuZrVAx5FzB9Is0vBY3l/loeTlZHVbXV5G65eTS0RpgAXeOZI5QdVSYCg8AJxBL8wFgS7BzlVFA2cWjeH8lSZMyYKcdRLt8pKFJcRJMTlHtDagG+c2cJIohvQ5rA5DgDuEPEne53qHHSy/HZ2gTtD3FnBvZ1y9yUvZwwrpK9pEw/ABGXofeGrikHdYNthMUQto5IXLKuBp1iycKFt3SQorQrVW0lc34gRHWUo8fkEICYtqIEhsvhhitUNdS3Pdgct6x5lu6a7zgdswsIrdrewSBCDorbVfSWT0sYFHrFhY4zAkBg7AV05TMSre9QYkT73ZwO2q6xFZBmbejnMGmbLCH5azyBTGD8FvHELgiYYry8p93/2hUzE8G61fFfEntD6GYv0bmHqL8+SJzc4YemJJHPSZzxNS7gKlsK7DiCDrkPSWapTMQXYMhEOhQ8CIFirqyg3GDAEKOkkQzphBorUlXijD4WunFoAsE7LYYIUl9t4MBSFPo0FME5k4Hh3K3nmXmKxe8LWOim9tXEQiSXY1KsS8IwHWambXq+LYsegWiX9RYx3wsIA4BZOLsFYC7j9hdFdEMJsrm7roShwjdOx2i5FaWj2AH+nBkAL4KmEHmiRBZgV1dgaFiE9OHHacryaGJZoPeF8MYaBVGheTkol3K76AqGJFgy2t1LSs4wl3JZxhaQSLJfd5T4nhichSmhp2822wGwSgEyYCuMBMREyptTs+gfAbWK81OA81eYWHTUEfAD3jcSMr9ltEHQjRyEW2lfQCzRzYqaUYcxMCzen1BT1aBbKfQTmSuYEdH1k596+V6Z71VtdI5S7BWOa8XTrzqUYXDhQEgafgAV5YdtXCV+rXnDQgzx2xbTSxYFZ1FlBLHEHKmwggXiz36iuXRluE9AsNgB9KbI9rJDJ9X1aNCb0VcZQQFcoMaeFe/tmyHDgVeEydhPegvzhZ94IZeDECWGcRtcaPOzIgZhd7mFWb2aFITNASFmeXNNQbTAFZJwqza42bv9ghe5eYBrlPXC4ScCCqFE+U6K5ZVh4/W+WNERETqsMIfI9z/x/i5pq6K14MVztepRjAxdKn4qvAzLHDiZ6wtnt1RGFsyMYpYxSRuiyPVpB2IahYTxKbRrVB6yOhW2TTqKBMEY5rUUhKYtKOXcSKjG0IwrWXtYAxcU9qOb7G68e02MAhX9WgzcQdFeTcrbFtWN4iRjuhOWot4Y8TG+buvcnfwZquKVD1a5gO3xWvfyu5mi4wmton/usslFf56dXv17rqxpEKYXbmvNrgltd+/DU6DtrrE+gb0At//APVHFyrFJRY3SJ5Qw4oBuUSFVGH4u7bmTeBuAyJ8GKNXge+xbnh7B+Qa8EUyScRmWl3vSJnPDtQeit8BQa25w6iWymSKsP3xFB0TtXI/0DaodRCJb5rbo3jYxGd5FZvYpr2DDlm+QhJ2aOOzHbGF2aa5Qw48stsdVlgfOxznNKvjPkFjtCzssE5zeySmjdec1cHriXXaO5R4j4O8Rh3aeC3ptlqAFrNOcwc7ajE8K9yvup41Tsv4gsdxDnQ3DXFOc3skpo3TPJat22Oc9g69apZaIQk7tHGa91qGB/NNa3stVHSF7w+fAhDeMmimUmgbtDuWOKa1+XA83Zg3M+ilF5hd2jv0+kHBJGGHNv7KfuCmS7C5g5+WcKR7PIbtmypcahc6NI6NWkBreySmjdOi1dP4iHHaOxj1pGCKoH0bn2XQ/KaDqblD0P1nK6yPHRpS9THGX+O0DNKvRVuTAtnanhIO1ODIpaIvJqt1toHmcVJF4BF9os3t9V0nctqa77AIUdPcXj8biZy25vpBSsS0NlcFB6KlqbUmZBAhbY11uZoIaWuuC+FETGtzXf8kYtqa7yirRE1ze91KQ+S0NddNOkRMY/MCJnyMaZpaaygbE0LbNTWmo/qbuTlCCZZBN8fP11f3b9+ffjsWZuzPkzrN6HmhyV4MmwxenD7MI46DY0GqkFVOlT6fz9lx6MVHI47h3c8Yb+yR7ucMN4ZXQ4TeZdHGgKjzjGnASXIY6WbTUPy5Q45z0Ss02vGyDkTSTjwcwjDpM+IO6SjWboGkASG2W2uHphm5Cav27syIO1gDlSsoBM9f1L5th0ZE6MjB5zoA00SFNZKygqlL1aMqQNRjllqgCBVJpN4Yvx5sHr+nTE4/UkXvpCxiGuBAEV/DTvih7yng2/WyII4elagHhp/yWEk98a5e8LceyhYGw9HrTZ07wtj1XritjddsAQYPhhy5YjXaS4K3BPYSoJOgFJRl81SfppJUyq5hJqEe9NMTxKwVbOOZzbi0UYxrZQO9onuYIHEt5zmbHZSudCJbYDCsuWY9Rav7kTJAfaSaazmmXI3pET+3DF4METWKwYDjO6p65K1gZkiKr46rZD1F69VAgo4eVVWXqGitEYiDauH0+TNqoQtYRaleawEtxGhSLURspRQnYlcUEVrGrR5tRX15hFVIW2X1srueSlxHRzXPc1EkXPGJcBpzbUjgOHm0dZ5GYvdcegzPUz7R6sEkPwN3POcp6eHZQar2VuHZeDxMtOU5VQmB20Zhwmr+6uduCZzLSrn2MrzlAGAnzCD5O3imSx3Ob61d2vJhi8j916sPv1/d5/5/eni4fnhoDKQbzmjEL6Bk/mBxdIgc8nyhdOmmRNT5F8WaMoe014OL4tSXX6KqJT0FACKzx24h/oDaYSnUPqj4HL6X9I/zseTV1FMeIUtTWq5PVXa6iB4qyFBAkixCdoA7xyECRhpBjeoaCSdKn4OjqsHOq7gqPMLOPuQ5kDNXU5l5ldJNaQ6HprkAIPlycm7LLBYzdgoajehjlDAQR6qDnJMVMcEhAAYIDS/JeRsh/7IegiSFuacZuHo5cJrDZLWBe4LgLCVxJU+QJbWe0pQGkuohB4xEdNYBMxKwXY4tB049eEmklq3CyHeDR8kK1FmENa8wy8v4g/gUK8JBEZyo8rU6cgVHI2J2j9Ka5TKjkgUhuCAw7fnVW5KaI0hgxwW0E29xTcEdyJSdHGtXcnxrpRtV13RgW5TOBZStpGWQSrKjkWQs3eXY2UsHCpGXJCdZcGC0KHaowuVWF80nUoaCpwXPqdPIZoZOlvRoAp09MeOgiubRUipUZGUw6U49rLtYRITLncPJ63pBHKgkcpwIz5k/8UGyh+w8EhaINAU0YEsp6zv4yoZSeaMaG89V46jwek5/w+NlgIzeldENnKxpNRAaOm0FokPnMtNYDXqUUs0zs+5kwOWqTch2ks5UlzJejp4d73Y5ejbYLAfn2/Qb1to80yaC7X//dn3/283176fnhxF9XrWg+lRfjvL8DrZXRJ8fGNFH8skrf0dQlB7uYApM6JZTDlJ+mzsQSTuWeIz+7dXYTGq/Q18SUcyFHZCitvns7NDKAjhVaVyhr7VD0w55xLjIZRmV4JP1Oo5NHXaWLF8+F3bY4QEmqbnDXi1Ko7XW09r9cjflLt5S+AgSZ78WJYgiYaK09lyLsqHWuu5d48pQVGsdS6UYcbYVvxja73vVwJOrKWg5sSvJ7Zgx7gisKj8CwZKS27F+lV5kq36jLP0epKRBEdwWe1mV3I4qdmAZuOYGt8Vx384uP+u21TV9nZbj5vPjmwYx1J6VyVcxNH0xL2iNxyC1FzXG+yMvf2L5hOXLL5HpjEHSMzyYqmBHcvrZAg4rdkt0OfqBIMacKMbFouN2SuNJ8NumxXSCA9AwgnUN1yx2hZ3YAkHqmekns2WgAgkThe0MYt8Tc4pqvBsKA8wjj+XoLKA2VuxlZWi0V5pe7jGZdq/a0MzYwYJbdjGniVMpQsv2lArdvExdnblYWCvQcrJmWFnj+SKRGhBlrxAynby7bDJ1YEFzgUK1XERTiiFUHjKZGtVCnj8L4DTfE1S7N2RC6gnf2hKkqdu5u3MsCoYUeIKDrrFEy5JjRAEbTae98oSO6oDkel7ojTFksDWWUIZMVWpCjKa6qBo9slvkSJIoEKGVzRQMxpOIyYXTJ5XVkww/wMIP4qCriuDhZ14douV0iMjrGAa5Il3itg+WSwYa2VIxm46w7ybQ5A0BTDBgOnrCMoYS7rylOmsCsy+RJD0ZrAPFMSPnRZFPJSAFkfDSx456QOwJSy5KLdDKcqqPbwPdLuJQlkPekEsuDYbQcPn7QChcutO/nchMMOw/X6e1uE+P/v6HmGz7n95f3b67boFmT7xyuiJfQIKGmPXFKl4kQQOmzIEX/7tacr+q7AymgO8fIGqZn3dR5I1FRFurFgqKZO1p7mDGvdLRO+1V4yD2zq5lLXfXQRGPJDqqFYtpvUI3aYY1aj9pgMTWIuB9c/ugV6WxGMeVJ9w0gptAWt3tENQMYd4ybK9uuMHv2UcVToIZsr2D1XJYVyiyx3FnuHcIs5niIHntHXZ4nknCDm0zikHNFmUC2zvslCVgkrCDikQRCf7N6ZF71GFSYcCDgHw+qTmRo9vvob7zzvfAk2nvoH5ATFDD97NWrVr7Gpi49g7658MUtXw9AJPhVEBnqpel6tYE3YvKVZCvpEQnYnHN49C9NooSuiY5c25WqfshsXER9J/q0WbBLCyjElSM9/qN5zcMKvyHG6gYYWsH43bC1qoudaIa1iWpjDsSO4Yw1hy8hWlEcLp6vND30o5iXAv2KhZLR4/EaoL13E1PGY3GQ2QjOdHgbC8a5sHdaG2f8diUj5IZqrkDffbf0r9FqAZZW79526SdZ8zqr1TRHE2rlyjoIGX0iDVxkZuLXFH2wLufoqcvveSXKeojUv2cBcghlbrHXOLLoqJoLxfrfYlSHcixmD1k6pHpK//NbG0MHfhU5Em5j8t763LiFBRt9AD8aqR5bCl0UtVUwqJXpirzJIH7Fs/ruBMQnkskYU2nSKUxV0ok1YPZQhIGB+zNvh7LFoowZbPeU8muxZTmej/c1tbrNb8g9yxdBqPq/gyC2Vbl78+0lsuWyZc3L8jHjFcDcOR02VeDye55FCUNVdk14JnKHgngHKOnoedkGuBbDtSpHlVCETooIpVVtQjlt1KqDn1ykfKE6g2VsG4sb15vhdvad03F7qnMXg/dWQGmRC9Nh8sFnqGDAXAF6GARk8ZhJSvKPYPIUPGLr3cImHBHoQLUAWqHGHQ/Mkmg5+umrDzppexpelXTFQ/fY2FNo5jvcn2w5SKNgDJBaY8j6CZaMGv+oFB80mAW/YQ1rv1sut+ytmIwqqprZ1evgk8Fgr+BVD8Lwgg1t7CSWlWcnMUPW9Wrc83BbCN20NDjikxcc5v2xSQ1C+LGzaRjlkcCz9Fx2wZDKap6xmmckN/SMaHZo+u0l9JBg/BL24YGbK+m2UaDX73vIVmJmI7ttypAsSTji4KnOgUmipge1bpXvoJoKSSNhy18OcITLL5Rv1mNoDHUKZkgE1WPqjqoCKPgJeiouhTVu7UeS3zfA0ikuTwW47ZQ1flAIpk82hg/y9AMIzGATFU9qsrQojyeSEKJOBiElGLcmAFkKlsKjdbzxzrCabExX67aEbex+TrrWDKt67SPRf+o7HZYIbZ6VOIWTAfiaPAitMrS6Sm19ViydWGipcOwPO+5grChsA1/gHUpfdxQ/WnDylQ9mLAuFVzt4cKk8avB5MvFioL1ts6sMxDmTrUjbmPztcyTCS5YMR6tuyYHPNnjHEm33p6ujhhUz+SIulUOy9GkG7RXR68ZBgeU/XIqryYMEdZ2iZI6YNxPotTxagHlk9wihP05mqCCoKveqbkonqBlB7XgxUDXqW7xTYwAG+W01gPlNwW16HMOFgapCVGQCOMC0jisjvAtMQQHScrBhMv2UZWynKciFV5F6ncMVDmoyGw5fxiy7pzuFRtwVTPXaQguFqOCEltr9cwSAZD5mIM9NM/PQB30LzLvEkTK62vaBuTuqNppzhvXGI+KY+YTUQvuIMbLR67O2tAhH+rbN8JX9Ey4ohlXpuC7D/862W//+OEo2PLJYv7yronFun2HqTdLan+EuMGR0LWMP/T6Yz4DQ6lIx15/1N9B1M9PnsXjwdTD6y/xeeTKzaCXT2oWYRSkwid38Oq1ukISdthRfUZQukcVlIw77MyITZ7tHfQlWCGptYOgo26JU1hjvrXDDkksirS21xd1haDWDsQYaoTSiFZlubu2BAfooKOfGi4k7TsEva0eVWlKs5A4a849KaAugqy/goBaxpr1SIeYr/WUBIAU4Z0GSzl5tFQ74G9ggh3cDliPqRCZDuWmVzkxldkCcUvTqi0Fyb18c4v4RPVcJIsRUtqMiPlr8VjfV1b048Pn64/p0f9++uXq87nDa3L0a3L05WLaCyZHBy8hducPswQYrhtXqIMZVGwQ0WrLhWqxeiH7wRFdwRtK1ctGAAygqHxUYme3cOaaYhncMvkOgvBsy5sRPNJMVMLAsM0xSQ/FXe8OrXA21oNQhB1W7Ouz+7uyURNKdpBImiopD1J5M5QIECyPtozUE0W8VIjvJXLBU25fPZgtJKF/JefZal7nCePFecF0uy4UFUlXt2ZfrFDoZ3lpDzMvO2OBoxKNmPDsxCdUpIgVqBhLVSlCQfzc+qIiOTGy8QgcQMGTFV/eXFvx0YvhBrUevZ/IRIkdiOCVDHGxiFQLRh4zJ3KgBH8ZsPvLoy2ORiCEvthki89hZHfZQMiWPpDw5HUntUAUb64WGXSxjA4tr46o9YqPcV4I+4qP8YqP8YqP8YqPUSn7r/gYy9Ff8TGW47/iY7Q6tmaBSBTh/7m/evvPN0/CxZitgy9vPJmll+/YfgIEP6PtBLNLntEL9YJIxC+FX5FYGJkjLj1nF/mekD0mSOYBfbSyOjy1w6jm4RJBI2Bk6Pi2YP7xKl5Gpp08No0d0MCkz4btUS2zmdSYqxXimjsMapgZEYTNtdlMGI+eRN5Bc3b15H/Duo46da3NkRzVPWIx6dDrnJPNVuCBxaIXlA/Rk2lO282VDlFNAjGxGy9rb1VohQnrnI96KBq+3nu9QhORM+1l1eD6YIcd1yMg92bj1PZwOciQyju1tddD9xL1Q9A77HHwsnvo1ZAqJrC5Qy5XqacAYVwbdlBnFLvlBgUdW2NlQs0dnB7ZRxRhe3U+lT32EH3pBANnd3uHnQkxSU0zog2Oes4Wr3hzhzDpS8CfAXZQr2iAu4ggUAJ1RqrVlhtUA15PtEDmVDYKaQgOVcamnFtagDEl05jD25mrnAGyvp6nyB0w6Z1iLBGdRzdnO/jeJrCycpDoQPQfPm+kPHjlm9Hw3GhvcnvVTNOLUeBQRIW8sK69jLbIXI5ZWfUeVrwFCKenbBU2n7Hh8DgQTo7bWB5ATY1NUBMVHeWKNXfITKG5p6oiWE/s4I0OGmhQzm7ukM1zqpV+JUwqCsJHcU9MkuwwG94cRfxUNpoqUEmLIcs+DQikxg5rSWFYoTFSscD6gzZMnRBsweA4WAQG+VYGL1+K0lXWnJv73PnPV5+vTj8djuXOD76Gras/YuF5irErB8scefdB49FL1jZ+ktHr2LsHvHOh2OJFFjWIKz748kMWtRXKh3jk5U+kfPnyS6xqOUZzefNEC6nZ5IcbOzhSq1iTCqWsgAxI7iH6fJMQXGD25o6TanQTKf6gsh7GDqLnsiuvqYOd1BS/dPH1ZM1ScwJ7FK5zjpGOy4FzGFRjHneQUK31OUSM3tnp4NCmoU85wwK2vT9AXmlr+8ylqjyYRHB0Y/dFJq3rAUMsTc7CA8+S81QwVB6tr0cvztIndrBRBQUxBH6VK0hrW0QjeN3KtjKHcfYWbilJtEfL9it53iWUxOJGVxF882sNvleUC0QHGLXMWuImPhR3gHqWB0J2EKvznCSKS+aJ8RwSV1MJfejfrwSrR3FPD6qyNywZJdHvdVVqL3ye8TpdFRlRRY2AeOrUfGdSms1OvH0+VjE2iUOEchFqjBhZUsol3ox6Xg8Wo5MdRretJVQsKU17i2EGFay3zBCLo7uqKKDMMCjGgoul/vm/LHv8Hw=='; +f['mscae/deprecated.xml'] = 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'; +f['mscae/enterprise.xml'] = 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'; +f['mscae/general.xml'] = 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'; +f['mscae/intune.xml'] = 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+f['mscae/vm.xml'] = 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'; +f['mscae/opsmanager.xml'] = 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'; +f['mscae/cloud.xml'] = 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'; f['gcp2.xml'] = 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'; f['kubernetes.xml'] = '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f['lean_mapping.xml'] = 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'; +f['aws2/management_tools.xml'] = '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'; +f['aws2/on-demand_workforce.xml'] = '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'; +f['aws2/mobile_services.xml'] = '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'; +f['aws2/app_services.xml'] = 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'; +f['aws2/sdks.xml'] = 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+f['aws2/non-service_specific.xml'] = 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'; +f['aws2/enterprise_applications.xml'] = 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+f['aws2/game_development.xml'] = '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'; +f['aws2/networking.xml'] = 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+f['aws2/storage_and_content_delivery.xml'] = 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'; +f['aws2/database.xml'] = 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'; +f['aws2/internet_of_things.xml'] = 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'; +f['aws2/security_and_identity.xml'] = 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+f['aws2/compute_and_networking.xml'] = 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'; +f['aws2/administration_and_security.xml'] = 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+f['aws2/deployment_and_management.xml'] = 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SIBsarOzEDs3EQAA01k9O1fXZGp6tg9nmVDj/sKXZegKYQNLuljfFZZXIQHSjgzSkFSZe7k8DHvpeysano8TqV+yaCuqX6fWsmJ76viK+EE04ddOSCWdrWGczk4mDDGUCtg4JvHvryisrkgJpR6To0vQTKToW2O2k1gkphlMH5bkxws2KjgZLnH83TXgoTRildr4Ghdn6E9xv0W+PKF5I4N17V15ZiRREOyJFS6Xd4yODbBzE6SgqTzpkcoXR3jnoLUbju0knSuOPx7ex8/EnjM9s+CCJNbKFeOxjc11FTmWflUtPPfX53CyvQCGXp1MfaQOsEx1tutTJ9sbyDq4fNdsIPuJE51FcgcZB/PVyr/koWdGq6E8oc3gjzKKO6sybZ+Vb5IOXxLfs3NjOtrIzlrdvXckxnThSkk5m4JAjZx0WRavHtkTMp/GJjnYU0pYngpjU6l0hSPSN4DHuxepZo8hBZyejveUNqmaGvUcnYzxL3JmZLXrJPfWG0FLum/0vW+zvhnRInjYhQ5LRExVaVh97RhJlx3RXsBwjHBdqr+KwUGxsL7LKTssA1VWFgNxrMGd2vEht5PsKzwKtOqU3Kd6dBf+6FfMrs9bVlRNgmJucrwnBhuDCor8aNWR/wsvKn9QD59M3EnpOOgYydECNwaOuG6XaQENfp29gBSTqmR/+iSe77uheNRLehuRPKUXCH+F93t9+OIe660Dvh0fUiyeIg58ly/Fx8OOyrd2eYHVddLa/JuI9ZhZfMdu6JuOgMtvaYUeTmk/XUTsE5dNPFQz3HTqvOtXo5vdNMcw7yEUvFwoq41ZEv4hk1P5iFiZcRI4S4PEmsgmfPBu+QfeHkepBcVYOcBE6Q3eCM2ov3/y7onvawoQbdDBla1AI1kv0QRRdi5dYX9DUss2xvIOO+UCGtzC6JfMFuWu3t6hM19JG0M4RISbEktxs6XEfDIUcxg/jPsSG2KC+SRvDtfliGGsoGTrZ7CwtYZ3RM9dzxjfk3EL6XrB1pZWVSEG0WyBFi7qvSQ6gjBaIoegseY5cFu506ZHWVzD/bpIljX7os9lZXsM6s42068BCGh9RoB8pfMHmlZZWpAUSb4kWzMdMCjx2dioPl61zFNNy6Ovi6eLyQonVFjiNpQRxWqbKyfVmkdOQupds3HxhT0KIHo/cwrU1SFNNET/IwC/q1vrV60TZxmw5YUbU+Ew4lk7YQbUcA1ZsxoY/yq7w+w76hJDrYKDwNKF79wwXHUTHEg/fANen6dUrI/9u+kajOzpoqhT3z2kgviXGKEbdBCm7e8/KqyqSAelGZOjZ4SMNgDKYb1J7DHWtsBlQu0SXtPKEltRQVwjl5JOzvIR1PovnEUTVSJwUUnYrBN69d+WlFWmB8IwL3SCAEqm+RigRpCpZItrtgsIKG1fA/w9Y7Bzdz/qByyZnaQUKo7WihQijDWiXIXV3b1x5ZUVSFBtChJRxnUHKUwMLLxybZQCx1tOh1mPQE4fjp8ayOaQ8pcVmMfJpfEfqsgvi93fpUa9ljWTflTtPv/A9Zcbma1AIZiUstu6FsD0AcyyAylMHj2wPlbPWM/NK551MSh6TBfIUt3xPGbqxBrq4E2bB0uopCeOVdQ9nXdkcyzu4rulERFLUy7LeTyuqzjZltRCmmdSxdFuD8761sFlbDLogBBdFTqvQ5h+4k26Iyy+SmRCmppF56NzBjWck5JY1DiHShymHc22+QK7xs0E3ArPZWV6DY0JImiK1znAnVK2Qvrtt8fLKiqRA2i2QwjIp0CCO9iTuXUvZ/eOxMSDwTQcdCmDC2XfTZ3WTOJ+d5TUozBbE2BJms2h/IYV3b155aUVaIPGIFl4C9aIxYsaMlA7N8iWw09SQyuyyzIFGExRuKRNTvdTy2Vleg8Jt5H6JrVoxDx0JvHvvyisrkYIjlwuuZ7jfxyWhDBplSYcpCE6oI9mOHhMvSu2LgvSKnnJW5kM3MGy7VE+JGdp4VaiglSgnKRdoPr9sxuvUMQMlx9nAZZ/p0VoqUMdXWrZh6ycrHyzLAEZORXa64Ip4htt9JDLGt5YYNWOPV0a9FqMOHMyrUmUWGDWf0pou8/R5pDntKokiSZqVLLOTFkU2KEvzzJKeT7UqcXBl97lQAVNmoXd0Novaxe4WC3sZ/yDG++GXf2oYb6CEcjuZDYtCwzBW2NYfDKrnNKZemQ3v88lJQf1lJwmC6Axqwj3RZ+PrRJ35Fs83o+ViOy3WZrKqm8cnbsrRXX4/U4jT9zXSBkm73ve+NWrxnZGU4L0/0ClUJOjTS/qY1ztnQGcLwa24rSgAHXYczmFLxOeEjaLjIxCC8kiJJnPJAt7+cedaHh9DpAYdCTFkW8rkcWhOSZvnPD6MPsJGjL0slo416TXBdLgDYsQaxo9xb8xG6cUhWR9OX3CRYrWps5x51YkoMBOro4fUGEpdj84pVctYrvBER0R6kjm90A3BUR4TCkn72UhiSMO9P960fkEnxwT2wIZ/V/D1Gs5LiNc6OB5iTBbDBAOfO8PnzqnIDfl3z8IsmVhr3uxLfxDd33oVhZf1T/5nm2Iimfs70T9zf7MoMHwWvTp+bPSLkf4+pWpn/m8MFwcJ62d+PFDHovtb9743BBIUyyBQFGUSXsw1FAXj8lOmTyaJL/C/v7kiQPx/fPO7x0d1aH3d2d31uIpXQPhswkf2orI7Pl1booCVFaaGJFUlCgsTr/r4Xkz4voYsP9bNvOd+V7M8wDcXlSrUQzy3CK4aIwZalbUgYCW51SkZ11TQqCKFkxYfEPPjmGZDBISf8FLWrlAwJWM2urIOP6VX7R5gvMEuQKxVUFigRr603Q56I8ficyWmlgR29ZY7LJCSEMfBplU9WK9x2JvX6YAnFvc7GLXnUmQfjyP0ihKXF4uef9Bi2PbJkZ+Np832k4m14tSAmF0s01WYg943DaShwDGiCRk7YRgeTKV6fHgSNhG9RwXHg/exELskOjSIeHq500AVt9J/aX+d5tJjsWdOut8Jp6/MfuSGZi5a2kGtZlr4gdX6B9NyIzC5chcyeQY9V2PjNUXvx7t5C9iAJqiphd6c9M+AO98lg+k8KQ/qH+HDuLmqE3QZTZe4fhD5/cJB57uSqHrp5UpTKnDEZsXFNegYjbU1eqpcB0xaOAT0AxfUBmvLP9CCvPyDTTTd9rY3+g4YdPx7q+aVLPxAR/6ROzf9IAUbKn8w6h6q0piVaop2ox0dWkMYVCrxlHRJvfB+4SrYdtPQ26HR7AN+P3ZV3fJ+gaWXf7BpBDRALru5EZ/Z6i0PQWFCJa40l5KauE0LKmhYT9+Wibl50LK5r6z0vUyl22FTnQIT8SVQWPbCRaYruzwlOgVPz0qbN3sbL0WAKtKhNl01Kmdv37StbLFdthx9Gt4c5ozP0OvBH99889NP/76pjY73V0MPsnMl/TjHPHz4OM889Mg7zjOPGDyQ+newX/6wFjqNxMgS7Q/0y9PM546zy/zyAzr9EeDhaQCEPLhdC/Va9LpTDUlvcYdMp+JNLPzAawquR7dx9Khq72+dUA4dnH6gA7/0DhcQ5nxzjIedJ+bV3m2LCyliL525Nku2nh5JFk2Sd5KlTTDnPYJfmkF1YY2fBaeL4G6uTXch7UZW4JgMUoGCUB4jKVPPA7dM3YrdUL0NRb5a2o0FGExGnaD1dYQZ0BGIMDFDcbpAj+Omm/UGsPzIrZCX9gPZR+2EGBmbkOS9vkCDhY224Y4WWfqf1MxQwdMgVefyQ6/Nt0G51xW2o0nJGxoclpVLT7gHsdNj9RqejgCJKLAdDeawxs9qNkyDiZ9RcdAr0BJ04Cz5Cc7/+KgBhotqBGY+G4a5NmqzpZipCivssd02Z2sRUlxDRd056YSDqD6zE/MhO9H58Hsvmgi9TivToddMRxBQhuvJTBLOWQ46ph8aiSM7fLQyumQ0T4O3yXoTCNkWU/AMlTvHQ4Zipy9gYhBisOeebJR62HMvoC413sr2MxRAezHVy1DzQHmS3X5Uc8io6dEY1dyA8tn0ibmLgliEugfahbZwXCuKWFNZBaIcGFVN8NSQzlP/jwX2aJbYo2fe1OEDMk60xK2r5yImwzC+sQEZLI/WaM51qVH7RRZZkJAL7egcp6cWJGSFHHl6NPxGmkk9PulUh/FWe2mjOVOhRtYApJqUuJxp6S1DSfWoF3LBTyzPLsH9IYBTZt1mt1gCHZFK9YBWQkcJthG0v3jtL+Q8l6/92B8Hb9Geq8vSJb1+1zUgyeKe4fh8phvuJ7TvsoML53/GZQdFfeL+nQYOlNI87sEAt0dLl0cBzaQjZh8IrGwcB3sxSevSPdWEy2IbOawn5CqoJuT+qZBDtXC0kLmi0QMDx0dYRkP2fyAkzwA3JSe6zeSgnj0YMY0w5UJL0Rh3DUqa+knlWY4bO4RB7VR9KCL7YBGeZs65VsRzYivtGipeW1rRXodR89iXTlVbwEwZtUE05OMjvGAcQ5FYhiJpCh3bTEMXXJ/yj6bhO0m5SYKxgcE7AkXuClhT3HqtSzVb2cigUXfUEXdxZPVWDVTD5Kl63EtzlTQyiJmBUXuSsbsq1LF0LlDpWscoLpaA4YSp8up+nc86aofZJR6Swf0Co+GVUjH40wXE3JBULQyIvf18+9Pth4e7m/svjy9URcUeL+8rxMSwVgAaprzAchWY8LUiYkcWqngk8oEBMQorVX28NiCGMx9q4oR7A2Lzj18WEetGm3AucdfrVBLEHR7eVb9LD34XHdYikwaptK4l911UOfJR1SRZ5E9dWbZUf5gtOkliLP/z5O3wagsE32EFD75Pl15DARzEzEDADLZhO8JUROrMp4mtH51OSmz8m8/Z8cIN769lLnArnIbQAEXOfHIwDp5Te/Rpafm0OD4t6h7PT0t3+GHxdFgMba7eL4QPS6lHxo7DYoiSng5Lt+WsFMTOzrPCbSNzHnArfFY6K8SXR/kaq2+W0Wgj6BCn+xphEamF5JqzMczVlribOrQhFCokC2Lt8Hp224tvOMdfm5RvwUVIJbTTD3tuS9hD0t4CrkgA6WETKEEexaTxB0YfGwjlf2RoX4rBk0fEprSsHFgExo+YIQicbcjZGivsrTZ+1oQ8RydEgIcgxo8cKuxJGc8Zog+7UshSXGiZLyCAgBQwd8NDTaNbpr4p9DFOUMOZI8CA249bhOSVIzY9QmAt6eeybhcD5wUCux+klYTAKFigu808JdOGtSW6GwoVj+Ys+WACokjEJ+jjz+CkHD5S4rkIijks4emgIzAfzPKUsuWXjh0lL7jkMcvEDuKaGPKIxLQjGH3QMxG42moADDTyLRqDP9BArnJuTJTUAMGcl/OdftAqt2FEFYerx2lhK9eJNye9r1Vnla82zR8ZY2jU8qDVnYKCzpIdiBaiXoY5In4ZL4JwgqBPvNP0A+GoQZmx1DbKGAFsyTgZI6mGsmnk0bo8oKCXQXwteZKFfdoDRh8I+rOn5my9ZKdng3NnYgxJeD1430tkTeIvGMDOYHoETQdjjcJiOeZpgeuM6DoZ2TH+k7Gz4cE2jP8UEXBDwByRk7VKBYfdYHUBarLw4+OTVlV7nTDF9LoegY0/AKUodo6z810ZHyHcWqDGiYECsL7QnHz8LHLk+AhbqThPUQJPPmtHUVBXwOB1nk6iC6SOj49aWDnGfuV0pNCg3qzSdaSLuYGa6XC/Q8Y52xIJ9Z47fLUUa/e9BMfWIqHJGEnr1bMsfE+K9/gIsyz8wE3RWfmkVvBuujnW7GhLAeCQgLdyU7qHZWdl3NkliRkOOpifgKGmhbtEvnynUfXqOQl8EMHo8NEaow3YZMpJdnnG4Qjflo8l2R2e1l6Ag48HFzguiwVnsgWTSzIHRJYVgsE4RKAhSehB9fQqjEns9tPiD9S2ui2GZUwJfwY7altVt416IJe1abfFIKCL6QdeQzQq31+a7unn9OoA4XBBAmHKi6OWKp7YoTuhyM2aySTjsVNZMX4VbhrvCfs+nlfkRcOJTpY6H8kjRRLg2rNH2fgoCSxnkC+Pr0MZduR7GUVwQBHcE6hr/DJctdGeJvIXbwB0AHgJRefLh4u+JxDzjvrEdli3tkB7vH5avgFg4R2tu6O7Bxn+6YLiQTJIMSj+3c3Dzfif7z+8+/z1U4z3jX/437dfH1+uKxudimevHyOf7dtrgPyIALmFb0Pd12UBcizqrPp4bYAcZz5URd93znz+8csC5G/D2/btTBNbMxhdhxjuqs4+KnAeRVfDDeAaUiBBZ5c0Y9HZ1bbODU4zNIBhtACWi60F89k7Xn9S0OdzDZwcL4+WVb35TPHlcvWEHkTNJ2Rhzm6FOiqEVwECHGKoXIdCkUkH+pFmFpKzUuXHJ4/zmSzacZ4iolSDCtugzuvaKZKw+APqROi8isTUYzZq7DysHoWekto78Xgm1QHdbPGzqGmJ2pSllVt18JYgu1uK8QUK8Y2fbTDW0XGLp64Q5wmScJicQuhL8kuBBgRQN+zgM23BvHBcwUzuTcstzL1kD4uCjV15TVOI7cpIyVMRQLsPFK3vaehWvC8reUJMckyzDehKCtTRy1N70CyanQY2qkkzLJUp9mDNxRgSWlRUDmXItg+Tu3E9lEvleoOEuRw9+ppOxwDWVC+OH9lrPb84H8ryhGTpEM/M+Srza8BdYhC2raZoJmCPhljthwKmo3ssHnuuWzHKXSvNN7MAXaP/ANraF3SPWP1IAJna7SqoFVkmhgYfMO4DjlDsvANee4cF1TSl0i2m+VUGvHIQZoPPInZnH5nYYEDPUGZDTwH2gWq3h4JrIXbVwrPI8eXskRQZTPeSnEW07duCrpSPtGnwlnAEWgloyOC6FHJcW2TJqRLbsFDsBG96zivwUMOyUNmB4bRhIafCkOTHNjFBnsi6VfnHwpelX8bCQnG4czqpMkla0ZzP92uc7pv4b/6tVZPMYfnQqECq9Ub8g6bQ2cY5AoNZSAHhlnZRd+PaYWoj7gpBvoUy03gxY+iXi0PywST0mo6tW1k+CEMqmSoQOGbn+Mt+EBLe16rZc9H721kEf6DJfztQqx59vNwGrP7B3Hlf5OHsJ1lBIxb/LzCxfDlnIjSh4yM9j2ng9rXDCVwh8iQ7QgGOUD6hOhau2JDnwguc6o7RDXz2/97+9GZyCce36vr5/EKJV+fvfLa/AufvZvJWun0h/43AhC5x+27euiqHr1n/7JO5egFRXDFImp1vKo69KPaqG07AVA3Vth+FeFutlEX/GCRF9jrUIP/AgFuPLhTGk7GiSOTgFxgTFd0pTwye3ygliLfoLEGbzVCJh8lK+wwNlelyeJvi4tlpuom8LbqJt77vMS+SsOXBjb/5B9sZBH+gqmRJg68bLtve+h9AwUqJgbOf5C44tD+ZgeXLuSeI+iP2k4967QC5lC6RHyDOLKeIBaPH5FOq4+HyjjyXSjYpwKiS/e6HUfY1fx4H3QLi/FTl6jPKvWpjl2tjo5aEiADGV32+UisL+z5fGY7n2feh6vN7Zw+fr9HTvtz8Qw7w42la1jz6Jv6bf36Lipef0/FcynmdiZv3d+Ni7+/ex/PbPP73fNnmb93e3999imIJpcU/538sK3wLMuzz7ZeHkUTZn0dBNV+F/Pzjh4cVNe2Xf2ZDje9+uft/cda//GeS4vNUwfjWf9+8v7v/Or53/p9f3vy3/3V7/4/bh7t3N//+7cf7n/4t/9HD7b8eHkXh47vnxrP/uLm/++uHx0f/9fHh4eP7GVlassctXBb43R+qvmst1h8VP/xN1YdjOqrVP3zgBdQtX0B/vP38/u7Ll1/OU/0F9Djv1wvo13cBMVhKjd2+GyzlOKfA/wiwFJAHoSkUUCXsuMmN2VPEO6aynD8qyUuI2xfAUp0jiM2V7A50bB1tLKsmr8usAkM2n6xboYrmD+kLFITMKi5+7xBoMkjsbvrRfH5a0MBDLZZqTOW7aWHDHTDMciFSNle3TA+EPCjw30Fen3qXGczId9tPBFWXZKkuJi2UjgQmHCqeB/IjQL0En4lNRwIzDRs6EkQW7UiEzUcCTwRGkC0diQ3phtluLN36fCbSflaeCUh8tXQmkCDqmWAOfHKQ5SHVUGUlPUqVUQvF5JiyBxuCXmKD/Ysue3/AuGTM4tMrmOB0tWrXy/FzA2wZZk8d0jCGdqGQk4S7YI0Ke0BkjRWuWnHbxvdpG1yjNpDhbbB6q0zahujiu6Q//Kpx+r0JzlcYp7FovcfXCtbp72//fvvv397fvPvb248fdDP1/z6utmT1YZTdB8gzOM7o62xSbNHu+9PH+9stFl/vz2Lz+kYftCE+0O5rMHvrkuZxxsG3j7L+FqyRAw3ASb/9Cg+O8T8iTUDwXuZ9xL08LDQsvXy+woND7D//Xets5c0OwC1tW8j54yrKbgnMGVMdW6mEtukRZVqGk5pDZqgxDCiylnMsLYWZwkB55rG8RhvYEUxDINSCjrBiQiMx0Ul17Cmt37dwbTKmcgsRtj7lDmWIXVA/P0p51OOzauM0OLb/W0jx7MEkNAJ3lCHmI6C0G8SBMin2LkHt54Bxeoqppy5kpsXiAjNQSYV11BMqNofAYhJXao4RUvl7Bh/gsGbZEmgZp9da6snTQHf6BYRITKkOqa5I0Cy5AxsZILDsEiBL16SctumMt4m7E7/31P2Jq8AM83ssftJB26WTbhqem+z0DVWUxHg8cRxBslDSHAo4wWGy6QmmGI6PWjDpI0AlVBA5adwntYe6LTyqPRbOW9KEZsPDcfMNdYHyjiouPVo+RHvOq+4CdZkb1TyL4w+iZk68ak7k5iuA87aeak1DS0VMoxDFfiihS3j76X6xBBHQlpbvUwJoDtGAEAHA9m1HbRLaXq67aeyhkMngLGUymJaaOw0ETZXp3Gn4gVJb+V7X+kv02MVoZO55ew1inI6AJcdHmF7eCepQOjaBNIPotMRTW2qNNX6ZGLfFzNzxCTri8ixpERoGHDbOnvTVt5Tc3rWUxtW11JzRsch0WRW6iMxO5Z3xjA6gI8RHuPyAUiOmqyCsWUfAJjGTSj22nRf4OJu4EssxRq7ES9pKpY9cGDh8TDZTV98KQkeqN20JWGVULi1IDeOosapFiY39wWhwQ50+Qo9IfqPcw5LznhBlsmq5VH+jV5EHR6iiwVK/jVEOYxmeP4HAcnJ3TSwPuEM0tiFRGbISDxkba4wdda5y5CB1hdpL31HVUwRbxnuikQtI6nNR2CyheamDxzsc4eq4YdgoMizKGjYHCK6uLUCJuYZKXqMOjRUQHQEY9yJV7HSV4J6bEnyxZdjM2GkVcSt7sbmmk9ZS2WkErSMxp57z2EoOzrlBQ4TRi5yhZqvxgkGOKyUaRmceXs9Bjp/IKg+G2GgI4f3sDSXLRnAo3fb1XG6ceqdndhhWG3tPlS8+0AU3PrLqzhtLeqkR5NGszhDzPOOXsc7bU/fqaIfqy28IMcMkj0w+fu9pfAecN2p5UL3mS5znU5FqVryGbfoi6i8Iu2DEAElxPspyDdgcjc5dR3CxUb4A88cKMTj1o/ZMndw6QhAc39ItUW9pfM96eR4nlPExUhfY7zOuX88yDowWHMmI4weCq4yPcP2BvCAhACrfgiVOdkFIN1ui/0BSN3TUJDIM1KcxPtIDuJ7Wb7lH5gKsRRCdS5QTtAplkmvs11BSRSypR9lrqGNj6NAiDy1Tvy3AxosAFQcYmqS9BMeE9RpmPRpcN4elkjpdmqhXGkt6ZdsQWvFo2eKpGxXSQuO8XhDipl13pNVHewHHl4sys0jJIFU5jjE9Ys9CBEoM6AOKZi46ejsBvMiWriOmGoRpDB2BlrYilTN3r0V521Nde0h3wppS39JtE016dHM3lOnkeXjH4t5Mmte6QYOXbdsROHrb83FvCKI7otzOhxfE3bXhB+oWMC4VHXCdIS//+OUezEnPHYF9CcGnM9QwshO8x4z6Kd5r0lpb1HW4SUjkrZI5S76MnvyuPe3+OBa53Dth0Wn5enjFCPa0uB+pQUcjI8kVjXaVz7QxuaJ0aPiOG5R0AwFV5g6iLE8GjcqOG6SQH+moZJYwfHv+/0LIK7fFz3Qqmdk9aT+51b/uXwh0+ffcOqTkX/CEtDMKORo8ycvMGY/XX4zlMKaUHgAZxS56JWOGJJv5WF7FnQoi9jGM3mPofcHOZ9hUXPz4Fhp9Ed8H7c2so0GWmFcYnuDKO0J28QMJQtfRPeBYEHmrA3pFeYLDD6R2Bcje8w11anIDAWePMxxUBWC8SsivZQmafrxJUfmI7lMmvYcQlPUFF0/gJhXtQHHPzpHKn8N9ZbYa4pV43eIb7wCMunZZLHDdo2sDd8noCCy57NHN3MfiUUYUxiWHdkOOHsfQmxUObYwAduTQXfLmO6qqzD3sG7z56NjsuH/yqBRg2DeawDj+wH5VA+iMSwoYMp8nVKU2yz+ZDp8jj7bPMPcyDUzlfc/Kd8dhsEa0HZEYePZCpipk0lpVAF3WnV520cL4duC0ZkPdceIjHl7d/Yjfgt2iFnxNHUcBuVNY1P/Q1zSUfF0tY+sJfmHm6sOy+PHLGE7x1K4qPVn3NQ1w58VH6OnKSrVldOxIMj7Cszc+6nVEsVYGk6AM2l6S2pZT3/PmI1BU1L7V9dspCUh4r6Er3wl4umD4LrnayPTzuro1HioOAGNvpNHOwIMfI9uYZ2SpP1+8QdWD35+wniBGl0HsBYqpROxfVP4zpUgEht6lrsuiZmL4oNW7oPsPdOc57tVRjiEP5O/IzZF12yc3NGT8gNpeyfbJDS2xvbAVUJ9p0RPTGAKPzc2xKsMvI7TceNifpmvIw5xbmHLqEbK3bPNyg8KOIzud4TZIA6EY5mZ4tc3vOIK+oG91aGdkjRXyNDfkfFe48cYPk7rVcW9KccNnF77BrXeEKehtQeh2LXlYu0B1MF7OlFj9CCbr7VJwSW9P0XFb1JHVSN/pWeHwFMYe9R3CDy56nDjHseUkx27h5Il3S/Qd8vFW+Nsw7ahtKemq9ZT1lDv35M5ZCG/o3Jf7NuXmbIH52dkaGK47d4BmzlZ1+NyxO4nPQDBAy35m5L7c/1vlaLaOO9L2BNi95GTvsTVo7vau9bEPfOMR33NsIffmT4M31INNjy1wluNAcfylkAr3v8wjHbUxlRi/QR27YdwcTyd+afwOddxyRGlYyqHAPshLAbWeNJ0sxlUbT8uDd5mdhF6tLHiYxdNQ4HRkX5bjialCLHeuoJoZsrYCEs8k6gfKqi7GU/PgrVwbmOHrOkocyoO3wn1U31iKJzvOJsjy5/N4OqZVd3Tw8hB3bTw96yuQ2VgYT1/IJsiD9yKpk7+tNp2gYROroftmKZmiJRvHB3Kyl5MpMmt6Gt/SdWvEzZxd95RMkeV3ZBeVvn5JXBHqE3a9J6jwPHFFlD3EUR2Xrx6+UfQh8QNFWBYSifKsncypixGWYiIRJ5IQVnhPxn2esiRuPTSxShlUliNrMaVrIXsMQZglWcsmAlGDimL6WC/Ra7Ht0a3nLCr5A2XW95QjW0yc89zndcGXzymDfiFfsQeBX0oZjMmJsPA8hVH0VE6WtMhylB/rCl2RAiNv58mbMjgKe8fAE2TUltJEs5ho7srE7lGSrLyeJiq9Y7M6ej1tyZM7JRpMMLYhN2ZHNmVPOTum0V05LlDKkHOUEL/QeJRzNyJvoy+ldMOPHyZkCs6Yci0VrbkFH6ZlGVvKkDVoUDAsRvRfo4DndLXoOcBkxa6QvhGdeIhj0lA6vmeDJhqqeMEw1rxPvYvW1t+T/34kCcGCdMJUYs43cL/SaXcFV4Lr8HKNtxQsnXtp25b68cTKaIzYusLSveTgJdL3WIexkA4/4P0SqPMThekPSh34NrzthipE4Dzcl260YmUGFhDmocX1MGYeNJz2gzMXS2HMPGQq5hJKoYUoruGCqjywWh3FtdQhJLA3H0PYebxYZKdBf24phJ0HyzPXKPf8pvD9QCnjnluOF8P3C8kLHXXE8R1H0Nml6rjlbDF5oaUA/kLyAmdu5HkSE+NZCqIVUzfyLBGxlBv0qXHeiidN03DdbiltJU+RkQAuFtMtlQRlPkYZn8RgKWmHAyl5kVJyjGFBVFZ+NA3uqCCpVA6Vl15lwXN0plIxWF56JRuPrZjKxWCBlPy8PG0afiFzouPxewpiscQ96hrwtdfA9gyy7AoUs7mDs7BwKQcKp3PyePFKHsUJQnTHgBlGVFkbye//TBWF8WsUEjQBcgVpXRtDbsi1o1pVLNf7RJSjb3tZFU16n6iCKIh8VwCOYPQwx3GlBTU8V3tleHR0eV+4AnOdX25SBDCLj1gTxbBibhlkZoiOxsjIGS6Qxb9ggi20zDHs3i8ZYZm1J/4igm8LlMjRk5c3Mwlrjc+OajZyY3jd7M7s3N1md14GOt2+jqrVFvRwR64WqRW9th7u3rbzTnureviO+nQOr3OJcMysgHOY5zHIOSAYlVJmRUtGWZ7qIW5jyifryBrPcz1c2m39GHD5UJbnIkJoIaWGwHOyPJdpdF+AE3ENx5oC9YhYyijyFN8MrIoWM4pi+hJ6fNvFjCqMdRlqPZcnOYkBUcio8jy+pxzq+Aij+wOBE+RJXjK+vvyQ7LZs+dSoNousGPhwPjolFZWy6SwHG/IEv2n3OZkwT90T6g8Y60vezfUrCBGE8vzGTAPAYpoM40X8puiVKCZTxnsAM+gZ0aVtqB92nrkp9EcruJRLmuetiimykNiDqbR53uo0vCNzIKbS6ok9nlrm5dm9Lj2iVOKBqify7F6xgoupxKiB5Fgl0/gLSW2eLMEcqyRT3a5S0PKtfRvqbsO8Dkx4QuXJPLlnIkqWAuTS1uGmxOQe1A88O0iL+UYBEYm7lnlyIdvKMoSCperCcrZVR+H3mACGiY6cbIbC2BGmVznTbMEh6Mg1sJRol6W1iUWAWmk50a4hEL283s8xT4kcw9B3Xu/n1ljvuRoghRS8RyjSH29Hotw9RAzWcyOk8dHnf9y9O3+hriNFc067eFzla1OKX1VTCgvfhqZdlzWlQGjPqo/XNqXAmYMf9LKmFDjz+cffbO6GlP9hHU75h1/+yUdahlNurtHr509/+MOfH1ddwFEOEgQVvX9m92zqfHQALHsSQWlK0TZUEMEXfmALqbHZTzLTkVyXDWeKOQplBgZWGx/NK7F4wg5X2OlRl4YDkNkaHFNC1G1KLWuwYpUIXLrQtL0rrKxICqTdEikQtYWxWxd8n+OX0ekxPsLqWfEerU04fff8AzP5FNcn3LKfAqOVS8xmlureUC8kCl+weQtL0w8e/gCJt0ALStFsklsyowVmKDrKyY5Ji+gx8qVz53F9ekphPjeZLuX5LPCaoXyXwIltRN8Ltq6wshIlkHI14ZYeEzCiJYvyJ3BqreiweWqv0gQh/27iBz02lU3O8go0PnPgHhgvE0wJJOpeIi+f4a6LmQDoJ13YOopZP83ODVS2UnnVLe0dyUp3gV9jtSH5ICFF2RW3iSwFOm552UqxirDwFVat7+umBZB3l5CKCs2dAjUODwTMQUdFbe9ErAJThP5OhmAM8DbH+yBjV7dCw9etebFbc9AZIkGgt+3aKxsBO5+hM+xp0LXe0j113LWzYzNUhi5dOJsZesc9o7Ezkv5Sbmbw7Q1t5Ar8eFCrqVrfyGhaz7uIHOIc+fHPZ8diuRWyzvNbXCNaD23/yz+zda46Uph0qz20ZwrIzh7aVsD6/0lPEp1SPPt89ier+ofNAtFmmYqPTwa1DV7sMTQ3ZaR/0oWy2WRlYecnw0kRkvHg6e8/XZzAS1s9ihP8/PFz5IE/334e2b0Zmfan2w8Pdzf3Xx7fr4oTtJMxO/lnr9nHbC69j+xj1r/0aEGGjLHl07u7WLc1H6+beI8Tr/r43i7W3ZEBA2STebu7moDBEV2sW0nTSfqT3lbKUkqMrsnIByUZoKWKAAeVp5ouE7toaTMEXSabsKNFT6FdRlqndBkPhAHttZOcj+X3F2ACHbhsqbKQ8huRlB2VECN15tMM8wODZOdSBJjgQgJwtnDD+2uZC9wKp2EP1iJnHpQvwtpO/Wlpjz4tLZ8Wx6dF3eP5aekOPyyeDouhzTUbDwu+f8BhMYxoR4el23JWCmJn51lxfFZaPivIZ6WzQnx5FFhw9c2Sw4iJ7qoxRVajcP6B17YnOtbnO2S7k9b63WZ9ZdIP9B6GlhIgx0fYLMdyIrrtaFetFG5kBTmDmm0V23Zi8wJDSLK5eTL9cKBkM8soui5RcG18rgY2A8G6mYEzEBtKf3aGIa1LqAdZZm0GOIGRPOMo4yvWPGINhiNMQXm0Nn5DAamecv1aCszlQ02jW6a+KQANZThaU7oZdcfiTo4M5OkaQnVzTSHXzRLjOYaRl6iblJ5g6UsGjZTuhrZAdiB5LBlEfBlH6E6RMbACkEEs5dHalgdC9FqCGRmoa6vhjPt8StnaS0cO8dzGI4+1L5bLfkyHoF6GAFTNACnHJCDnzqi4TKu8n5X2yACaI6WXaaeFDMqMIqCJxx/Mi4fgBw77Q4+Ma5T3A16dNjWpXf5B+VrT+kMOVAbfFtqaGk4PMIba+C6WgRGadqC+YQmUaW10Q7kUpiEP+yB8IDcn1l9aLkaWR2uSIH1YkN6w/mCg4hvLCPp7Bueeae2JlGNEWYtfRbJbbCATNVFtZO6l2lHFVdYk2sj24tAtif4iww2i4AjNOxocS5BbyrGuGfwCTbQ62S/CYc0PnbGqomgy9LhpvZrcNNJja+oFr8eOJDMrvV+uA8NKnIYUMWeoq0+gDnqB0XULtpfjfpXOEKi3Y5xJT6jaC02lwfO+gHdH4FOOVPAIBoSKEDAjYUzaAtJdBPLk6qcAGlhe0jiZ1NSwUYuNLRTeUsM4T5hTviUFBMKvjLphTzqeaAbhk0ZuCf+GTVjLGudSZ1Ad82KhTdxA0Omx9J88dwi5YRz1C9M3ejJe0sAm+ZXzXWbMBzSxTNZi2uGjNS7rqMhrCUHWkZGRD2ZlSrRydInz+cKimoiOh+fLUHNO01KFp/GEXm0wTEeSEPxAHvA/QYHM0M5kAKv8IOsqmjSaQZmRzUCQk3TXdFozCLOn60NLRx63ZDD4A6+onBX3l6ZyeofjdYW604jAjiLIIJa+Z5boCNGaW1IPU+x/bWxzovNoORvWEfBAtBIR/sZS9xh5tDa+IwwW76joMT5C+8sS6tTK+OplG0FJEYCN1M6IZ4HiyBLohpHOb0L94hWAdn+cEG49U7+nNgIMu9QVShvjZ3HruWFWzs7Cdzy4pcFnPF9SPH/DqRSxFhdMWOwaviW9eICId+zUti7M/IBe2whVvckmWJ0JfLcHKGvw7jf620+XRzHdv5REMaUQVWVLPF4I21IlzgMXQtUAGFJTVHmtYs3f26oPd9u//OMuWtSkdlyrwPTHXbSoSkaposWcxHitPm2ay1+qaAEf7mq+/H0NLbDetooWNXkiewp5v6+hBX64ihZ1GT/bD/UOStScj+2zrTp222c7++xlmT3urR9sFdRe9NzOZ2ELuJPjLxY8zdi4OnuU6Z5YsGq4k488WnU8Jns/mQ8taL7cRyd+1tPgBPUXpuqZlcF7CrsMKUcr97KzFYzYv9jExaiBtvhNWLXheE/mhhf/w0XDOmrjEVNRca998kSsDpu5wOVXerK58ZQNb9inlzGwTBodioaBDZnPD6miAHUxH0BLv3GKryFhFG1/tXr4dUKA8tyiphA9IVo2ReaBTD8Y9Ngm94a3Lfcu4d4xlrvEWcMOXVvC0wrUq8sGAlSKWSfo4bQYW40WE8Y2XAFYPkZ9cPmOAAFivBJjK17aKNn0CLMZxqXocF7WEHaP6Wn88UAjqPO4SRhFsB21zpFH6zIHoZNiggUc+55cvPlYwjbYOWikSKd6Vnq63XpqE0c9AqP/EMf2hMVgi9juJG0FIktiatiiLroW8V61BKKXrkTlWscQrqMy5bjt5FbBi1U6K0+DtwV3VmQw5HlDDWusI7yqbChL05GVqwqFZQA3y/1q4iPguOGEnvUssibXk1Z+lXOo7IPmCpduvzKAFkR0wplyrWqZCx2CnRnt8wOCtpiEob+WjgdVXeMPtNwO7zHbxAEnw/v9CTIyTacnFJavtG2qwWPp1eS2OTPs5H4R/ZE01bQ9JR/bIdFu0vvN1fR+w3q/YX2sNP5Ovd+w3m9Z7/dX0vsD6/0oIHQdeLfej6Jp27C79X4cNrDe766l91vW+2v47Ap6v1LWCgW3iiQDZX7Dq9XDKxW1Jb0/pjtu0vtNdy29P7bKwBh7T3q/KeLo7tX7xy+j3t+w3t9cTe83rPcb1vvt1fR+x3q/Z73fX0vv96z3O9b7zVX0fsN6v2G9v7mO3s+tQgdS+8O11H5P96ojtd9dS+13pPZ7UvvDtdT+FtX+nrT+fqPS32/T+futKr/ZqvJrs2GV325V+e1Glb/ZqvJjC4WSyk+32XOh6k7FARJJ+MOnL3/5+PlvW0riUweybXHex2+8QudWfPd60Lnw4SpK7AmN1X15R3SsQSDDwwJk+OXLYmT+29bYt/n3VttRDZiIHbA9DKjj9APXAnYECCQjfSh2/iD0kDMPUzLS7uh8jRnEWTzEEMp7CZ+H1qV3kJbJgvvVaNSlH8RUyvX3eUajOuMvWLrifwnDW/d9DU/xpAo7zj9QrDwf4AbtsJbukL3ezOcLJ6mb9L1Vtp3zeavXUR23FOtO2sTofWlvcyWuLZwj/kGnHKLIISAP/OnqfpGC3ISgpM5L0ervL/tBQWb2YsS/LJHZg7ZUEJj4+osRl/VX8HXF5Xh0zfxsXkdebuJvODm6nOzR23YlMQneS1VEQtKULh4v5dFDhWMMB8zfvkw4Po152Hzz6dMWK/HxW68m4ny2vzoTseazO+Zbs2u/xdRJ/11r53fSPJ4bS0QXjlHN7lwYyp3Pw4ct80iz3jOVEkl8/TzmMvqqonKKBC+Kyu9uP91//Pr+9sPDq8S8WGK21xKZVR+uBJg0AYgMhTwXIkz6XV+vhJi09jpCtEEUlKvK0Tqd0ms1saCUqZAwylcvyeeZC7vUVnBxKVT8V92Lo5okoZ4kiIx8AUlWkQ/BwtE8mGgeKK/CxJVdb6rftNXDG1u9KKORGCvI977qNLafs8NZcFz6arDVEwj1FGg1ClztiOLZKp3RI5LttCF1CVfPwXDfHHKcVVrpckh5FeXQFSbegldac5WDIFAi3/Cq1rugOh0M3tSGN/WLgle1jbO7X1VzEMCDWC+ytFdD/QRC/bJa7dUX6ej5j1Hlu/nw7vbVdrnYdnn19lTv2m/R21Pyspi5LjGlXu7y9Wz5su2u9mktV/jCT4PPqbseQQ79NiZaH/ltiOKUtM0LSHLot4EkxW8f5TxUqWe2rXAL8Y78NNDuyE+DPl7qbLSfHkd+Guhx5Kc3Opf30+PITwM9ntAlriqV/+fm6+3nV43yVaN81SivqVFO2IdHRA/3f9m/iGjgHHdio1R9MXFGgftalKu/+/jh7uHj57sPf32BsvVUFaV6la4bpCtG6xpI3Los0AjO01cxW/QFA8V0/6KKCcg9JAA3QMlYMwHfVgqyNDtaTRJsAVNOdbzT24eldR53Q9Acn08//uPt5/d3X778wqz1gjyccU9f1eQXJMh/kxKxPuECwygOcB3VSIppEQUSMfoREzykfmoJJ74XhFTB0oFa5slKdvkfV+JSCLjqtQkanyoxpNSbgERgfn4+uWy6boUuen5zgejN/pe1xOaAKMybXt7GKPS2ii9ht41lugveZpWMGsrN2cNyL6MIA4H1+EHwAQRqhpHdlYk6nxprfl1+nxozZF13LNIygaFbZOdsYpZn71bohOHw0p4dVlZXrexh061hk2izVxFtYVOjl5Joa7QJ7hJtzXxygUUb0kUXbQWiN/tfVstIUVptenkbo9Dbm0RbYSwUVpveHm+hq4g2Q6KtR8nWbxNs/VXkWk9izZBYIxoVxFpht0ti7UDzROBwFi2UP91++fj3z9vSQtopU/nVQJnP9lfgaYIPV8HJ74OKuJJR1Zy6rubLe+Y8//JTmVaC5CNJatDKFeQ39pGK5FZuLrg9DWCaqd4hP+F0LasaNHWRN7sE36qO1idwq7o1O1I0EzxW3ftxIcr7SQbmpGqVK4J/QBvx9KrvZtYDB8cwVbvXsFKzkZXa9iqsdDFnxHlt4wysSir9QHpAH7tyGsjpLY8Dg2S10NUXM5NPkGKuJRyLlrXy8ReZSPvjw827v72p15a6X0jwqirBXftrU5VqPvua8nBYysNUiTs7RDV7c82okzaJy7MHpj9FWv5/'; +f['cisco19.xml'] = 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CNYqSLS0Iue9VglrMp5ynkvVnDtS5/bU6+XLIZo+2jl+z2Qx+MLfo6BA0mKBOZh8xi8PKj3umuD3l8ZlHakzcs9bOXdJayHkjL8lRUa5w92grpECRb9AQZsC98AkNMyZ9xkK5TRSMyPKGbp3Im2GlOdElrR0OH3nOoVbl/EzLi+FTInuNVbXXZ0weOJMiYSFMXtHOV2YvNc+YKAMb6I4bz3jSebrqtj7TRKhmgd/g7AXKTCUaOZzQjKGmfA6T6cpeBzIjxsUVAZMuihQYJrsXUQO5mWEdJ00WWWeOHFAYL/8JQldJ/zPGSoUKOPuWTGy2zhtHM36EETS5Uns+znZ8h98pLC8YJy73B3Nb1NhZtxPNeJDbSVNneRHuxp79/zaU8N849Dtl3LsCCMIAGNVXHrPGsnXsdACBpjw0gKCJtJ3FnGPd/50DwLX7Yt3xZR3DZxVFGepW7pliJhn77BGT0rVhbWmPsGV3lZyfEiD9hpUG2jGcMm61klCL3PZvxF+R8u3vmSJbPpoiWaa84yMFqkfXpAC4NyWMbcjehuGU8Y57ql6VIoqRJArllBFSfN3rAm7bE8cZYvwOty+2Eo19ShirxbJ9DHU+rCds+Df7hB3R6MZ2R3R6Fda4xOC03aalgp3dbpNn2IK43eLJ8UPWo+2WdNQh6/F2S2noUNbRfktXBDc0p2jDtyYUdzUjlH/89OVX6Wi/vP7/7Qf/Yt3H+GH98F/6N2+2pZee5UdJIOb3/b7/t8Vpu+htaNzAcc1XeuWKAfgO4+1eIlua7jn3yn//jZSI8f3BgXtp1Fx3z0Y+PyicRBGjdp0ffvrpo7TqLNfv8+9fv/wqv1Q+ZJffv/7z2+/fPv70thlnQsXJmrcaJPfeULGXQmCQftaBDkYIa+X0MiT6e0P1EX6JXKplVYG2VUcMOR9ShDt27h6JdhFDNlxBvrTQby1F5rbQUsyLLcOdOIBAt5adQ+PbZzejomzd7lxqVNg2VqmIzW21b/saWub0ToWELiCPIyxu6hhfwSVm/Syd1iYqNJNi2IR2YPk45lYHv7ZW17sFWba0lmjtWYWFYSa1yeV6G/T3LK2Rd7NGPSFuRGOpVjJKqS04JGJh0Qk6kI1U6LI1faOq9oggg9Eq52IlQgFf1BIwA2fI/JzpEkoZy84Nrc34SrcwSL0dbEUQfRpuYbCzA9k6PoPjYlM9kQqDPFF22YIgCMa1ysDKzBZSV5iEVvhdSVgcm8xragpovVKefFR+NcSZ8ndh4m/IVDImqif5SZLyilUquI44LL6Vy9S9QKFIVCRHpThSiepxLwq1EaiQncZqahE5CC3rc57JinUlH5yV2wf3owwSa/qskKl2KnIg36yciBuzpqsKi2LNta67UbFUB2zbi9CAOyp3rm2sXpB1ekFcTeFs3Nmwf9o1BQdfcK0mvJLgcns9XRsbopRn25jrbUqYtAQTfoREpeQgj4gWujDuqlxNkkcWJUE5cQ8iMbSHtC10+rhu6VdIwmqolN8JCIJDKnwzAxUVWKkSEjq1kArXjPVKhfMOkRhcMW4rU1e5HF/gBoqoXlEsRzc0HWPhXgCEcYIVPi5Nts3YrrXJRZUFz3lcllYIs69YoDcQ/1DuLCWYjo1kkSwIV1LoHh+6T4EqLn1sLFW1Ua3p1od8Ja+/aKgVttq1sXDa0+FFVcL8oAjwY6xTe5ITXkEJt2UoBcLQr7dllLtAxatjT19ISvS+nayYU8MqE7m9Cyi0obx7DvgmJJBvrjwIGR49Z3PLX9zvSWvj0qXahRY/24VVuYFxuNvO26pp1DtqGXHDmZZn2LRZfKoFTw11cFd17Bsi1iA4uhPvziR6aBm6rMgog3rn6lDvdOU6RrAdXNEWkdPFjhql13lDIG0CB5DH9qIJhG7oy9sPL8Ph3lTWbn6zytmRHsHO/RpdUMCGKOwAST7nXRtV8FXPRh0ZR/f94q9E9wVWfAx7viwE2yQsRSydFfSZaT+OAkS6nyQU4G49nahkHrVRrrwKVTKe2ag4qeWTnYr4YiwrqWS+XP56P+pOrVTNt/UnpKh2QoyMnhOlI/AtCE4fFARrVXQsKckSoMQqMglkLoe9eMJ5eckpP5+GJCkBY7HnpWc7bJRzJD2KUhfhYRRewPe90PdCcdzliHHYE2DIMMY29Prq8Eqk0klTGI8M4yLHkosM8ne6qd8hg867qFlIDjuMZYOJWlvnjWdLWZdVPP2M8MAWPqQ5lEeTNIeij8OtdeXmoaEjTRKocqyZYodbe9QdniFlo9ItTmxUDABjyRvFTVNcsvvda8+RJUiMaLherZs3EgE4mGjIjInhci3qObyJAakQ+4xOq4NnHhLkrzMVpr4PbSeatK5UxMT4JLG9VZWK6DntKyZwUD2DZ1rK4SmeEZi0oTHhinGNSTtuXajLhF9cPcO2UytFFmwD/VLnNas99sY3SK6qrtoqz5q+2tGkQmq6gOIazM6Scz1b/va4l1mMkvPHFaqT+NZG2VZY2t5FV/2W7bgMdQXZ+vpScthC5c4iNNPQw+YE6Ycu+VqvUrvk6klS6tyKipTnTjL8dg0fv/KrmK+GOR/PePt8vlIktzWHG3u2BLQWBdliaaelZseCq0UKmiyedxHFGH3ZvrE+eac2gs+rQkLjuLmbVBngTtnsWgByX+3iCY7VeRWnqM/F2jx6Krx6bPn6DJ5aWneDEzslNPqh2Sq+WIs85Zr/uSlUvlWqavmDsYJiVoHE986eNu8f9zYGf+XyeQnAjrUI8eCiPtWaWiqXlcJBNu3X4e6JcYuBncVMOnZt+K/A1RKHwVjGupKr1aVE918EVACudhZRN2kjiqmOgQZXTj2ANeZCJ7N3NYSxYWNmayxi44GnyOv6bJwU1+dROL13UD4nGvX4YRW7GzGBZQwjOuK1ID9J+/WDDo+deGRoVNPsyU3KU56hOZVl7xkMp6yjOEEN8j6w6lRUHQ/hYl90xwi+XPl1dGpE1dWyApDYl7EHKqhsgRo5WeiR8tFRRoxtbQwUpkhsSbyViDwBnhZ3EZY+eFEOMfDhQsuwrlSkl4hEOGKyYquOcE3kl7F/XuudcVP3TZ0cqEAxbjFVSApFhWFt2xg64zds4LEsFIGMsjA1sIEqCwsvULOs2HGOFYvOou5bjvD5lmVqsfsT962oVmmsZkjwGF/P1bPPdwmUGCEbQJZlcmzTpVlbMUmSg1iZ8JFFIsprZum0csuFrjyzcoe3VCXmE/2IKp3zlCPATLImRACQCS4uNbxdqWNZZkfiMSeGLRMV/aSX7XEblS6V6G40jsVQaoK/blR2rRVETdpRAMd1owK1Ud12Cvk657OoII97cJWidmqjzKyFc9lKFNcCRI9XL3muvMwLMVTKL3T7sfscnxW36PBFCFOmQjSUvCjvLeK/b3BCyNXl96wdUhFaW6j23q6seSiNUdnw9GKIokc+G1ItR6qpeNQhIBtW0BqecTdjaqmMJ3W8sbRPuM0p8GEnbsiyHSxxnGXfGLZNeMbFzK0F8qldqlmlAwmG6l/ZJzIyyvqpwjgGDsZGxwGViPV+T2GnxtanzDlk+aGHMRiqxooeUiCeZLJeyGGIs35hYv1j79etTOXIDBvyILpyC2Ni1EhcBZg46uKfoCBZleF7xsEognaszy7cq9gtLUbWvEGRouJOdAZ0xUijV0yxXerYzeNaKOFSnKMLmh82k/YhwXIHQs4bQ8DIEo2ZxNdcBQJSDqHARpBbSYSIG8wiEa35UyNifXm6q1VKYM5H1zYSxxHZ0OzzFrqOnB6buP+MLyeN4RrxKib0tdoKsPjEnUruypvk3QI0slmdqI2AJKwlfLwF/Qmd0s6Ti1G+iFq1/F58uh/LpSvpEHL30tiHJHwBhprsHhpqTlpFghySmCr2ePQ2Ui6VuPnHxRcuMkSJC4kCkc63HDktAdCwluQerAAxVfe9KYZWSuhyjqrinGsNnxoNlgpAJNOyKoZVIudJ7Nq5herLJLEVU5Vc2XuPsnAJ1IpE3gAshtlux5AI49krtbQWPy361UoGWqIqY28I86CgkWfcDxVLJzUceBz1XT0ElizwhDNchCJWMOXXSZ+xZyuWWvc7pXShXjg0xowhYyyhoOKESpU8WRknUYKLMBg1n2m/fvBCkg4vnp5nq21C8AXYQ9u8UTcflsDiUiqeUFDFtV27ulMOi0PE7ZFBRkiDRDfVAzxeT8+mqUQcsWugKOMY13HlqD28bnKDnn4x/NJiKieUbBG6441yrWK0CVNGkxIBSyXDtjZBPJQ3gASRB2IS7ixaliWJrvoIKh0bWUZOFes8nVT/wuVyMYCO/YzjsupFOGMThUlMTV5WLPiTHcC8LeF/LP9y2ZN+61ZHXUydNIsdxJK2nJuj/PTTplVy0QI9VapuUMXGsa5D+rWtSLelsIDLEXp3PSOKY1Vh+4kTXs0s+VYuEKlYiarnJYUG8wNFa8HMvO1BoiyIBH0FnpSqtVxJq0kQuwAuLE8FFHAqMIabwSlD5qE4gSnLPXJNlCiwaMxLeI2yu3KC8qJnGD2xScEzbChV2+Ogi1vpvm46EIrkpPrHmbYDK6r6i+c8GHlox8mykvJrj1RIXZtHLVsC56jglsuADTclZ7IWAdWHwcF5dZ0vHTV7QaErFRsovIJtyqYS2Oixc3kWBncdtcplaoPsfKQ8b0kd4jrEQEAEUgo4cV76lbeimCkLWhwSO8b0KOMoFrfl2sGBSFvLcWKC5LyTjJR+5pSYwHthO8aXRL9Ix2x9ogcVM2gRlNeAkjpEm6KkjswWQV44R6tFIm7aJbYmyjdtu2Vc6uwIDo467su5OmpOJIf09BIrSY/YdbgzEm1ZJy2c3MpVvCLRsBbNWzZLiqCqb62KIlOFQotA3zqu2DqSt/hoJotdgugevf8C0EHHlfkBWqq4GsWjMEorHchxLwozLCjQBMAGZYkxLNzL7UjPD6mHC9n/4q8ZY434lpygNqpBRrfjyqyMFcULmcYthgrz1pl1JGFBYtzoOKXGMyDQlvXdyRShOqOMnaae4XrwDYbgVALErFBfstwoz05iNeik0R6gKpJjq0FVTpoIfN1xFY2CmOLCgyBmsneD9b3DobZeKjBOiL7BikBqsGJVHWmlSNoJS+JU4Cqx+G21BDAgCsPzqymtueZhcVDkxD7a9IJ++8J/5GDBzP/NYkb5UdR8gjMgXf4pZq9vJTEndklAX8Y6tsmUOLT52JGdcs3sqRsVPeInCBbNgs+ihEHHaqVfKG1I9HfM/ReLAd3pIsYpeam8HhhwFrXy6XkaWgqduv0oocYiztds5D/xMREy/HmO3Gh8ujtQOl5dSY10k2b0LnCGtnDsisLFZ67aL0YUYgWKYx3vjaidz5cvwTVD6sROrTPFW3aKEiikHhztpMiglNKss0rdulOGm+1mxK57Et9f2Ci6msNImdjAML+GvJ6ZUZwuZRRLzvvY/skL45KIWk8ZxbH5SJSgp/KqNXGC6LpXAt0kYm2xgZ2Icv8yqvWrih6axu/IkVu6FIaxFwOu/KcYYelKpem2oXa4UyvH2v3aqj10Ajh6AYUZavqK0jXx6q4z7DjhBULUyY6LYXLHtlg7CAeFWMQBE9/UWVH7wNtVL/kpAYICYChAFOxvPe6037ObfrWlZbVU7x4nmUhTIdznjstXYFLR21qU9uXpj38TvWcNi4kvNnnK4NqeL1JXF3aOSwIgeYTb7zW/9DLp5iK5JZ6U5qUBrdSIpGlBgeqXJixI532zeupUN0nGEVwo2onQwGory3gqEXOtmkCFCRaqpZEUBvN0s70Q7C6YWULj2MzKHNaRhA2qpVkMBcDUr6udMpSyL4w+zqndgkEYhls4S1NywVxGKjqYitkTrrPECMad2zd0OnIIL5xTK73aKZaeyBcraV0ZXRhlv82z9SUhuNYWnOGadRa8T4GTRDoeSLmHGOrY3O6YTZNVJKgGKJZJbdFmxAAR3ZSeyIJG4JY6SSIeM+6K9Jn4KaRqD/0UwXPKXUyUiC3iziEVNhGGrHgq/J9hm563I8SDNXMQtlzCdlyGs/fdSgkf0vsBI+3OUr6ceHniJHKbsBjVqXxmzTIJDyv4pvurN2VBIhKCdD8llyJeclIWGuPkBc2cV6TqBLUsxDDiBkSEsnAlHARR4cbwHyKQsefApgxidobcD0oSilSsvyU3oTzO0Er1GRp2UbbOm6+SxjT2KG8hDczNkHpqC/vkHRV6SuV8xCB8coQ2uwG1jWNjIVIdk5R/UhAx1YLwJo4Z1Eb8GBQAiAgX/AzzVRXrnTitkMddJWVLLOxS6NT++Wb5NxHU4ekQWTUVAL1nvxdCsLuS2rjsnsqbXJ0ZqkO6J2A+hQn0YEidKvM0JQgK749vljHkJZRENHy0JOuCwhApUXNKUZwiqsdFrI4hFESW4cspMhZEsbINGg0NGURtBHYeUmP93Lry01U1ujWlhxpKKFcCAUiYRSur00kBnKu0IsrVChbQ9Z8UO72QWicBIzvcqCIyOvsUMdQlsT7cJx8oyiQKjcUDdgH6mLNKz62ipGgSy782KFGkwjUpr9PJMKlAnAyT8vFibiHSrNxB3IvNj4RUGGoWLYlKGK/fxsbWqGT8oGfPJ0IV94Hb2mzgduRxiqT7FEN2bIuGTImOkuNBOEXJMFOUDVvwOKQlC+o+BpuLPOU1NVde0yVMXlPJkEcVsdcJI4TWzUwXS+E+KZVTO81nqs9CjZA2ZYtAbmx7wJXrnuquVgUc59rYctJ1/0CQm0vZ7B1f7rWeIVvx+kTXdXwxmlw5aAVYcii/bv8C5819+ESQPH2jTbjypgiFwzdFFBICDFxZzRSkYaqVl7xcVFwkHQP3ybpZdUrOnBQkKXRIRQ7N01yN/obZop0j1CtF+tlMqPB0O8XjRI4iCa93njaM7jmF/NQeWCzNRA3KNeVMTRnHqAlnQNRHgjlz/AI4xz42F9gz6/Kk1tkR4ELqlJMmx9qvt0yCbk1QXS3r87FvdZHCKRVumfTjk3wmKsZOrQOk1tEpgTZ4tsCbSvhdq8ljf2hmXCxxeVBJ1cqYEJvCibKxfJHiP6FmOQ+q4xEGWJ6RgGabpGR1qLDINIEbkkns6OkwwBs41BVHgJnUpG5YlNTFa6XGhRKQJR+bT5zj1obUPuWna3jZXkoF9H4GjJcWxmRVNlNlKEN+ANfxRLqVmsuJ43jWj8VQ/fA2RlxtCLFT/fohIXFFaTynwq7UZk+UH3SxyQ2nCK+P3A1L9xFTAvksSv8DI1TpCpii0Dh2HkmUiRQPEsahVQWr8ixLwtgi8J0MzZQOh7DREqnEuy2RZUzmkVsb8XLLE0T8EscZRRsqKjqOekipkn9NZdT+pcOzHiWMgARPIsyGrGnXqS0RvZAcC9IMEK1pgQhCKlx9+Z4Zi4/VkXuCZaWN6fT5Jqgi1bisXW7Dfj7XGs9ohS+iZ9h5CHfwxbGU1iRVrVTQtwZqBCIxOex5vSnQFqiwMxhuEWCoeW6Fy53ID7Yc2sC4kGk0MoGKqk7Memsp8Ui80kiEaoPdbKhIGV4yhpXXQsT4QLxrdShNn8ocVhH/O75/puOCNonZwuRZboRn0OVNgyN0KEstC+TXA/mj1k61aX5+wxAhuArlM5b3LIvTr4S5Gtr6W0F5bF4fbfEi3wZ229kwM/5bROFQzofWiORHOlRWhAjKSVBeZmXwno0xPTCT1F+qardhBsSuOvZqJM7OafENz1S0pO7R4YaPAXKEP0i3DK11TLtb6QVPyzDAg9MtHJWr9/j6YM+B1KR5mzLOEZC2vFSHWNQGzPTT/RO0jxoRyFwHCXHr7DHRzBemwnH7d8GoQ/Qv+XULREi/eRRMy8z03hy7eISW3+5eu9fNK0khg5XVPfaNDpyrWzkyhOxMhoyqZ6CASorllTZDy+Qlsqq0tsKlpkglLlb1yG7CbeU2Q85zSNZPpLz8OJZtCzKxi0iEZSeHJMOSem8J1nrzC407LqlmxpWKGEk1kLFIVKT2UOuoI0HHhufnEmiCT8IkjVshyA9iwuLWzgC0WqmwIke0ytPW6CWIHGv880PRQu8FyHihcRz7lFIIBiMOlENuGybUAduSoC0zOVtEEK9jS2hx5PDZpCTarWalh0WeA1S8pfEMQR5J8ujT/c62Nbk4c1w+T1xjhx+0agytNTXWdipTjsVhzJ2mwgVu0yX7C0/wVnZqgYpgKYl8a/+MVIgS/Wx9U3LQLjT7lGZG49YVIvsxo1FsdwQk0E3O2nl5ylmWMQTaEFNtkgVrudxN7hJhORWFIYLGKaanA7VXTNQFxaEA0433wiROCBYTmZq7OXJmKshlJWtUOL/qW9MkclE6Cbc1UZ255AUQjnZs+R/VG8v5A5KyOgn0LQvhVIjUTRC5kao0RFGSOolEz5PCcq0OGzuT/RKthSCWVT7S9kgG6rYnvtSE1lDqpADJU/3s4uGtm9OFXPYYJgl5W3ekjDvVMKPaTnmuV0mR8j0kqYpq0tbzO/VQbb1WM5xBLwyTp8EqF0PjbE+iZquORVGzcJm1JIOhcSu5E+PWpKJQECjWwo3LJFOLxG4RjCtYqptjsIPYfSxbfUpr0uaYONVx082e8l6jSUmso6fBMJa2zSyJHKP1bl3txtBcCou6UWG5x4LhBinbY0RUxCaxKhUJYsi9vSBXeHkaMIwkbIrYkE6hPlciXNN+KhHL7K0WPDe8P6xaiezGLBCvEHPb/WHv7wZ6ZkdECOYyeqjE3EXYxa1DIt6fxXAej3Sh6uT2j61dXX5SiQjkWt0aJFJigSPW3BqOkM29zixJiZ+R6GdHuIxRVnNI1FRvg2JHp5dfn5/eoAk+GYId5/Jubwna3IJESI1tlmadKYsCtcwNHRjuj5QoH0sVn7JT6Urgj7xu45xIVe7cfmCMiirPEWYfybPF0bLYhLFyY9c6OmULIJSh2AxHIfGUrMiWs3DSeThBsV2amGxxRc+JukVoUaWUdZ0s90ipAWKajGiQ2Ca3D8lcF7GmVhSrIqyUnuA8hxVdnDUHFcBsVIkEywGTxbJnnnHUgnZrX97JDbDPBj6WhNYLLcgkacoO375tozC1b/VchlRsOAqm+cA1o2Kyd/KPnt+sbTHN1Xdmp9wk8rm0NLX/KHWDyiasp/6lruPbkA9SAaDH5iO9SAzhVEvKSCeYRonPLjOKjmPMtq2aZkiE/DjVAyQuY/HK7jP444dMjhrKcDQ2IIISMWWMKg0VWJHpfPF9VIQOVk/RvALIGUl85LqiyEmpLnKVvnjQxnJfEqcpIt6aDbWIuGvgH0raEbSDAG3jC+kNxFifkmyZr3goZfcmrSmzo5iSVOwSClVcOXHNGa5PdQsX1Nh1Am6+cQiFxLnJnu6Z3N5p1XjPti8S/qPN04b1rkoqLUtW5F3Hjb5EM2AqHKeeWgNJLz2JRrlQdqUWH1sbMdJZFo4tS9Skk3ozucfS7wWJ4I4sB/1VqZjo8Go67YEG0HMnivIRSGrrSDPJ5wq9NVBmevkhStKXHyd8pNhCqK6N2YmynqjQUo4z4XGWy0ReVquEX6Ui8TMppdNj1nYWG4VtCRK4FZJDiLe8/DiVzZUFkEEvDQAn8MyG3HIbF+MLZVtGuZY1ZEuXRWG7MrEaZw3qE0FdbHXfpOBFTm0TPw9REdntLVrEBOsidsCHVOqfooL3olMF7AJVA7iKfD0wjyISYSyXu6tg0aHmiHIrluYEcY1fzUTUmE4nSkc+Ly0Chhckci4Ny4ohom0go9w7qPd6EiTPBRBUCcEe4UehJk1SO2BZIUHHnKd0dqidJ0/V1XjIOMdVqTZy+0aE02UwDzysxjQnzSvo7Th8/RQG6L4v+fkYhlt89crZ7VU7N2XxQv0VFGSaqjiMnKcTDadcR0+ZBOLjNc8OQW4lkuf3Kc7U9A23jyR1y5/UTydlribuQSu3htq8xJr380yOMlewfZnrx/jFrj3h+yIh1e8pCKu2VXqc4YY8g8qJ3OVa0CIIP1HqvfDdFkOOIvcd6OBknl9jIwRX2+cMrtmsQe6G7YHatwQbSPteuLOkHBsqvilyyqQ4Fp4Osuz8FSh519CLbyrna6c1nqcu14KCggDpkjJJxq8KnCkApjFbewZikeZIeFiCRUSHlTvoS6l26vmuXhL3dCGn5NBZAXBWxtly7ysm4b7G8PzYjQ1r68l25urOfEJWa781/ruQhSTJOSjjVmaGrf84OBI3Q3MShM5UgSsBZ4RJ2oLQRyK2Hwca5HXGaLy1k5spgXBsPb216PBIgyFpL88r5eguFLrZbOJn+zKla/d5htnqnofKpCR9B9qnhVzPsp/Ykl1sy0wblcgBLp6bcaPwjR0pYUDFlFRWHSZwKAzHlkVigQJp2DzNwcI4/GqoClgSDtGol8QZhILxukV29cMGyM7lxPKVDmPriIaQwcZzCpbAK2EKVjED6eoErOh8hmZvWqOfUznCy6wv4ZJfMJl64bQJ3TpORXx6GcKU8OOXSZ6ypBghrNZWBkA8syDmvuRVcf6VpcpxdZue+City6UEfPFVTXJmGSBSynJ2N78uwcGgp2Q30HEtC6cDFQnydDtM1IgrcJ5/ioqhVJ27aBzrUUvT9nc1oiKJP1OPik1Un2mTjQ3Fj+4xGzLWBYrX92wS1QMf+3DBISJe72MVGqwqttzAOmUBb/dTOLIxzan8aWSooffCKx/N/gPrnwBfrZqHnVrkCj5lqD1WKcdVt8OOtdjrPTWktn0KvmlP8eq1fPFTKmue7kQ+HrAo509Hk98ciRc0cbsAGA4sKywYZ9giW09flro/J/kWoDlGMSJl3e3bEv+EBjECdHLh6JwDjuRascjNl5zjVjpShr8fsrIeqEBKtajX+ugEAds7rtISQCvq9cFZKWKvoN3tLSHbydgYDkaKtBFTSpDbqelJIp1YUtmQBNcyMxQJ7tlP1kbuhRrHOeCTwBRT86VE3QjEyUwldQrMoXHMysU2ZWxChfS3pwYWkXGMsmF7s/y6Ryp8yytt51W7yt4M03hyF4nrFVkmZwrqi+GGAJrbmGUixqk7GjBK40KueHlWbnUpv041Pd5xeW5hi3GjHN/sVY3oFEGO6LFGhGWuKOdB12d5eXr+neomd1LeTsDH9Q/Ww1oZDX4NBD6ufl3dHk+Qub7mhgxynjFNXhKrqVePII4i37pAvn95CNCq9a350c3LExuKS708nqpitzEkIhLGxvYadYiYVCkX45tx8T0VxYo0oyIw1ykCM4T7uGV6jW9wDFR0JOHugESU5wj7bcmvM1Mw7qOc20QVCJ4SijWCZKNi4dpAp2qBVdwNoeG2WNxEFcgMtetbAmZTBRQAsaJiQXema2VKunh97M50issb8EInUcF6gkbeaiJRHZC5QITFPqhP0R+vdP1iFXfoURFP+DEzZ6uJfLYdIGhBF5JWtpd/WhPoMNCQuVONVQCg+m3DPEYZI5lNHvZnOGkkcnDBvvV2Isg2VCqqCTQcPsscfhdZTYXYcqEJeQIxLp/CU/kSTxHfj/MPVd74vtUGmPIpKW3+SsWQ2NuTxzVmfteSeyEdnZsUyI9bfOEF7hpFeTBQ4PUMv5Cw7xWbyk1CvuK6tqgKJdPpMumpCE2MBoNPrzccPftzWKqx9qmdQhrHPhlwCf8ZsPHiQIkXVhgQbQlcn7rQ8m2KwLY9PWnXLy0h+8yysHs1LMu2wjR1Wk93htgLvjPiprHzviH3vD0Zy+3tiCm1wtHen6OAiIIMdJQPaeEYvx6rDYj2ZdVgcydgvBPfpfbwq2/0FAk4Rj09kGd5Fa6zE3WxKmGjrjZQGYwa6zum6Ux4BkfnqUKi8pCDDTUd0mxnCe7WnkGQC2UhHAopW8uRTk06HayCIyW0w/ph12XFS1w/5GKB2gEuhr2FrQXWVfNPsu5xS+dcC1uqCb69pcIAqOMnG6hvpxo7KxV4Su+erWCcJGmoDKqDHquEayJtZzEnOffw2ye590Cj7axlICA0Hxz56LvrseGBg8v/+O3D77+8/uNvn379Vf+Xv335+vHvX7/88/PPdejbLx9++/j6r9f/aZcP3377+NPvr1/614evnz78168fX7//y76QVOMUnz/84+Pr6IefPr0Offv965f/9fHfn37+/e3vP33+5ePXT7+//td/v/2G2Zs3vS7iy+fP5aPlsfpWCUZq27pAUVKdaM7c0w2LiTLrmvOxZdZxYyh8bTKBIuUw6cp6+JS2twkuz1GPAiOIWeACMjY2V9HbXCNZbvY2SxuNM0qfuyXfBKIQJMgSadsyu8A3BCZ4Q2Qb4AlpQzd9quRSHUtY/RHbTp8bsWLXmInk1ITcXvZW7YhWng9Uv6zGbm291FdCPEiOA9Em5VwpBhI4e9gxyLrUEvtRkoqO8rwOheQm+JTiW0KE17NXLeRE8de4OHL9xiJqx89e78ZtQgCO8CBIdm1N+gADFVr+NW0tTVJphRsCPAkbKirW46ux9garL9oOZaf34vBFFaOkDpR2xTiwbD7GRrZDAkVA2GJU4xjKm7eCbWvDpCNRWC05W6JKgq8Pqi7kVUmdlAZ8zzUUTQFjke0hU9qIGhveQy0gTsuiwxdth7LBVhyk3zsk8bb1wMzbEQEN21lPZbK8D7ANArO5DMTRVj597PmwPXrj8KSgJmJttvcUS9Zj9enVz6x6/rDdwvT9P3xQMUKvszg1OlT6xmXVcKo1VXf5KAjeKT/DQJ4e2ylfOxHN9ken905/zXaoGuydkZRtSFg20TSR5mjspgKZGGb+BooixgEOX7Qdyk6rkfqDtkPYYCv01ls6H3eDGybMhCmNcZoVFchEEjS4jLkCaqwugBUr6QhxXECsJYA3w6DqazUYa6hIUGDWkIK0kjTPAcXoWvt23cxPWymitCHJEFSsAqfdb1QkkEljuLevMFcYuWQVoN93NeUOFEDu0bR5+dGGMb41yrF1LVibtBpsxk1RBUYI2xojU/xFNf57m5tTy0Sy9UBX0ukmPYQOn1MRoM4VxNbMIVFvQM/KAF+ikbvKrJjzb8oPhMErGpKK3+4P76yJeQiRsgdCuSLYqVePNf3DM364iwxvNdWCDl+0ijLIYZAlUoFv64Wre6JQL4JWW3hDBwlYjRAiQpD0gAbRlNP48yO5HXymqxMkOwl0EDV2U/R1cqQESRlbyqyOgv6HL1pFGbzm216Y29snzLkc+ZUTxskSFpwMePZMMtS7SI81e9zTs7G1NseSpSnzHb6odAk8RFkiIbFK8g21XvOUnykXccR9238/mlF83Vl18YS8scEgntAaZIEIq3jYZt76m3LTUssVORwspzxItM7WazUO34/OXgxkp/beNP1qnMul1TbNBOhT12PfDf26YoLEeFNzVtRf7CiUQ/+UISgV0bDJNdTGburlpJav9BCv9AwfPmY7RJ3ehbVjmJBd0tmCw57bztm4m9ww4KaD5X2WnaJkSaBzQfpGgU6lxx7PTocv2g5lIz/Lw/gpSGUuaObyuGc4UT32eKY6fNF2KBs6Wv4oxopHxpLuIMvYa2US+u2jahVSV9FpH6J+/PBWZTC1NuS6g/cTYn/6t9+meNQzQTVdKURxxxQFj34jKMk6yPUpM8JiVGHp+6fQJtNJR47vx6AAIvejlv6sHbBVD5d3O+pOT9NxA9/Y0cyjFO13rg0zXOSe6ZoJ3U2uH7/uDvZyWSE9mS4/A1+I3kspa9wcdlk7uM+qTqfKnzyBANHfs0yV48VV/SpQ0diieu06GrulXAh8JpgJRlLOUc9VY+016HT3VYSd3obDB22HsMFG6H23nfNxN9nhohQut2Ic/okuk44UvSO3r9weupvt1w9xTHRdCprHGJ00hqVlLFYJ4bBltBpqNHBZ2dboD5HWZk+B+umTorBIIfv+KXPpqSbVvRFAvxNiS3I2KNC8UJSwwyZDwD/bfBLqhEeLEBQZPGBpdU1trV1q/i6DP65OeGnyuJ5wnqiyEjz0GGexgbwLekzD5lNncq9A7KvkrTi7N6notEfXlI22IgXm9hyp7lZ6aczCPZEaCR0OyXUOu4pQBt1aFKaRo7FbRKTERBQjnECJc2QUpaWDoiQV8BapCJNmJH413Omn057XC9oSvSYte79R0SmElkYmg2Suw2/v52onWWhCJBZwy2IwZce33kr6Kcb8daf+rDqp8wxIX5yWeIQpU5KsT5xEL3ir5PhaF4q/qbFbVMR28A3UEJJwpNeBw8il/pzaB6ym31xD4wsVVOeLKuEy6SR6rF1rzqOQ2kfqQDQXLvqLtkPZaC+C5R7qPrAf0i8zsPEIiUmH8xlxhGvgZRqAHoOAauymaMmUCX3g1cHdcJ19cI67d7Uix4Fkwe56h0s7kCxb/2fq1qa6V6nTSAN3dk+y2FnX2oP4U5LF4BvVEcybxYZvlMkdiy3NWrDpp6DKlsRKQ+eNEqWBVGylSDgcOmOvqd5JbQ0jo7wzgxqknK4raaGRvQKjjYwrMHJrrHOq4xuSCItSbXraNozLztdMLbolSwVeWNMgig6NTuilsobsNZv2+uh+VKeoAce8nC3M/uyTMItS9M60FhoXLhmjMn32KbM3wlhL+apbGhFazzZ2elhlFtA+Unhfiub9kPBEN4OmnK5Nesd5KDpOgQYbQHWDZdnW1OnmlF4CM3ZXM0tqQNEjj4prTr+qfi6cQ9jGbvoBGnhy1Rv4tXSc86I/ZztkuXNbFzxJFZrxhAuqyDiFlD9mc+l1NeNyVuG4XUymQHKhEz0hPlJF1KYwoKR0ZpgHK5FslJQohZ5wEDFcQYFjYQ7c1bo711du9mZFT/kkkrGNt9Kxq1XwoMlnnaipKSkPQ6AHwU/iZzcO3jy7JI4iYEYzTLErxyomU1xABAox7EZq0QYY7S5Oia3l3UnCitKRLi4/qsaUtzZ5mHG4RCy5nZ1SZ8qMTMnPc++cIXg7eWA3SPdQyCLiKYxmE8gOl2p09AZIfwzuoOK5BZokgqHtF9PEYypesgRml0AOUfpi4vRFaQdFfr7QdMdqdcVZi1v9QdshbLQVAvdM6WiMKO/ElTiJ1Tgygw+H5DqnrQw5zEdTzHyQYxduyGpbfcjJG8JTZvzujW+WxN1TLq6M75jzgGWHd8y0s781hROUY8Nlqir4SuqiC5zfo3790NQOoeeFAcfcLQ3DmK0o3731y6sUrE3CVuottwOeXzD1PctUjXYhLOS0dRL/oVBoGHfWOmy77RyP65xzJSIReJcEHT1qCW3srGSnGUO9QsDGkAczOPgYGBoqj10avd0CRZpHfz8i0Ah433GywHwOtkT6vsPnfBheREl0BRUmne+zDtZoqmrjrvO2kYmfJrSW2meg1/8EEpNK4TvTEWk5bcL9WbuY816w8jwSV3fJuPkzdlFXzZ3hxfgyCG+J9w3VYp+xcepACOi4574pdtLOLxmqBZTmNZju01rbHxLxKSGbymiEc8ZPVNFUsaQueUJnzR5LWgVclnz/a2xVW47GbvldAz1QZrGcC7ysVI2gv6dqaRBYYB4ilMPHjmNm4ZhUoRWBBSS2bVER1mUSKjw3VoQVsutOQ7E4scIyK+S7SkJq6pEKUmKBpRq7QUJeMN8xNeQCV0c8WiT6YypE6Tp7ABfiWp1lKI9kGvLzVtOIwd6TlZbq11Vx3Ip+/BOl4reKLUn/7ZXNM2xbXDPlkqixW6rfrWJLrFTJnIR7+KLtUHZ6Lw5ftB3KRlU7avNt54zcTa4YstWCgjrEDPU2p72HoTbR3F+vNjIDYG90nHi+ZC/CwDktoXEAi7xnisSah0+WGPlYu+GM4z5VaqyeZ5ETCIgUi1x3yNvOztCATQcuu1iOhMMbFNRDzeTjBHNBE8LkIDV2i4pMJqZk2yCogR6rROgP2g5hp7fi8EUlfLHR3IYRCQcSl0zZdyGrxrCusYUZeQn0b59kvqJ5QHN1nvKMa6joOHMNSVRMnzBYZFFaxtAv0hLTgDIisO+YvqzH2g2LTYrubCXIFcjb8xumv2g7lA1vGGNlxMiIT2rsprRZKZNbcmfJfaHG2kvKmA8Hys7vhf6i7VA22gu9+7ZzSu4mXwyhgRd0B0RbkTBuuqPWVmeu/DkLCc1EVdfRRsrNj1b9nWtj4wol8YChcnQYq1RE6ukSBVsHpaY0wgS3WHQBIIixkVQGj1QsX3MjcVVUY59gih/C9gl6P1SVxwr3ftMZ7rnhTbTsOdXnb9RxIN6k5G7j68qM8nQgPN0Z8gCE93/8/U1on4HCk6ZCr6t7XcY7oPA2r9FRUg9wWtuH618bAfAdMr60AUOdxRvCPJAmaFjGYFIio8BI7BDEupWw7jif2QQSZYIIhPnleoG7Ji/VSYhFp3l8J0J6JQ8yDqyGlSB2uGVGSAIdArAGT9AJ1vomIdTGg+iSdisIwyndoscddYyUyaGvIrViheqrCJ0mLcvCeTDGk5+At2KEXCrgG+NMKkdZkg0xrO1axAxTq7HnbWMAhCwTzM04zFEQ7EOIdFrTusy647LqTq8tll53OpN6bAIWYoFXrzx5kO00RqJN3HHFdNJhraT8AcmRMiqsCte5uhtxeEHLbUREZ8l3wRztg7yqZ8ZCIpLj4M+GQFXYslryf7sg99ea4vduue/lwAENrSkjg+g9+izFYY7uQj1W2USpOpVPnPIh1vhmnBRZH7646wpLpxeN82SJu9xpuGaXdudqEj6AsWNijWn245seW25kHKheHT95kD5XE93LHHUvyfQew514RFnynULaw+nvJlSxiREJO5TrjlWoauwGCSFFKqMSG38Fy1yPVSr0F6sfk8Ge5mxy+KLtUDbYiwNj2g4DOxo7Ey7NlMawydhBvNSYBZEv5TUaJh7zV9yyjLi5M0PiyHGg4wtUGugy90wp12gE99OhC2eMI1O5eXTO7XdnyoTImPy7/nyyaz2Crk+ZMEAW3Qs2mrhsXHfKr4kEqYZaZQiuBdyqzyaSiqTHmp4UKfQjmaQJhNUJMaG/aDuUDcSE6LHoaZEqGATXVmM3vU65OS5V9g+C7OqxSkXilLQDZaf34vBF26FsJDL17tvOKbmbfDFkrFyT33fOtGlW+CjFv8dVSBUvvoFtqK7BqqrhylWWgGDkLTejklH102+7WOyRdZhHpwob754imswo07qwNaazXp4xIyuI5yW+dwrvMEkPNaneW8GbRreC5qBqa+RW7G87Z+9ustpFXi0Kux3z6ppbR+WqdQVKiNVjTUtpcxu7smk9Y9fDb587MlEqo3nvlPkp60mt+IV9R71DDp3d0Tvmbp7RtZdOsAYmzqdsCBZqq8/ESmw11mpHUifruZOVKcsdl/7qL1YqPAGi+7yQF0d8sdhV1cUOugGFiYAJ9G/vcswNW9b4ZBrS4f1T4iwjyMfUMpBqcXQgzH891rZHbYXtbNn5Q9JfrFQ07//oCT6whe2wj7vJsCOrpbwzAE0n8d9RShnP2GA6R/4q06CA3zElYG/wOWF3TMkI/cMlNBnMdpewNeTIbnGWcs/HOx4LX2HHTPokWAn8kdnCelMm25cF1C6+e8qEFXqE0ZQffbuOAuSP69uVxUF3fCPnfbvW5lmugKCqorlmIuoqZ9Oh0XbW4m5tGySn69++cSxEtqbR8lJcZ0uYi74fuehya4Zr3RY75zPm93VhfD5ZJB2O4cN5f7vFw6+evQAH8mxnGYOD+dFv8RTr/yn9Fp8RqjFrA4dWoZqfyz9//vjTl58/fn39b6diNmJrmsfE6qXWHGyu4bX1mZ4pv1IjxGCaj6bm/TCuhydQXpeHCobEgkElyXvCSv+6qD4n5yZEguybWmKJ8cQSgQTrja66NewHA4m58+I6YB2/BIuHhchoOsdx1ZRTIdFTE6QNHCQyjjsYh4i++cmE2ILf50iSZgCXJrTW5ze3dWzaI4EJy5lJvkPZvxRrHJNh0NOFuyxQO6MM09Ts8xqmdcM0kwPcfZtiR0aOTIGvOLRUCT4p0YRR3CPiG76uuwF7Q6fHwsSVyk6HVquliISzwxaXdjHUHoGm8CPoKdZpBT4JQ+JF90DEHvXrzTQoY5giKWPjFCu7NGyIlmxiqJbcFpsZkUiNcw2FrFIRqKLdSOHxuOTBeApiWMNVVXqsUcH9voy3pMRIk4ZJmyv9RUUFhpUkRSiiSu7XNlbjvpayfyTue6zvZCosdU2UMQylFAFA9ccmVPitRkSiZE/J8Rn33RG2wBC4XXKrwVTMacHvaKICNbBtLIFRJd0kIDGcqKAusHbpJI0sBpOxttYt2D8kGmq7pMZuOHFYGNCUceQ+Iba6dMwYxtR5RozDygDZAPBi8JSu/CGDgWHH5di5s1zrL9q2l3FaTQwYC+4xGosf7OchFwALQuTHsSrFRE4gM9HhgfXED+b8mdDCK5WKSOqd/DrmBW09YhJSMWs3ZM3OF4qITB3iZGxFGSiptCiJpUFVR/rEiSReWQZKmhO+B2qsUcGJ+yIX6eIXSZzGVOgv2kZZIBmYW/pBlcSOsMukV7FBtpiq/Fb5EzVboENM3oOMN0RSyPCGdFR/42YVplZlNzcqFgIPk3uKwRdjV0ozMFbt2U6FrW1yb97TFqdo0sJTcYuIIoTZVj3+FBUJ4XdILg7lqmlFja8jQ4M20BZecrtyA9/2/RNeV9PS8c55XQPBPev17tuaucBEOyBa3oQZmohWo6DfmtJLuiUFwWfmBzXW3Jed5l56Me7WtiEESUY0KzoWpjtTqdhhLa6zKcRE7/W6MveGoc3UOSKcwAtdGvinWig2FNJjaqFwPJnqmCcX4PCzZ2/BgT7bWcfgcExWmcOaqZCnxpgWdDA0gRAAyC8U6M0O3OBOkWY7Kzh5BQLW+08vgCKOznYgbBivN3BB3rAc70/2v378/Gf6X1tNifIPTKqUWSfttQ+nOpSthQ2ylkuU2yM6kR/l9izEW8G8jDyHqtHtqQm+uRnqrqAXjBttVE9dy9Dj1C2136ZtAbpiZasQer1zMCPPHxWVino1xLwMJGFiAssA9pWck9MZAQvFpb7qmG5ODlCU1rMZlHk3oypa8i5OZviIflXe3bErb8XjkUbOo2drsdicUxLpR6nm0pUFtq7oyn40JTmEcBU/66iVSAoYd5UZo17bMgO+4fJwhliy6PfMu3f3hquC/Z7LMvRKy9qBm9f4cvq+SQ4wAOMtw7QxsVHgLtAMtnXSCzlGVupbK89kXYrB39ZhazS3yo1exhQYx75hgbJERcioaI2pP55A/DvX4iE1n2zS5qJv/GaqldJjDfWVOp94BlfyiO7MJGRqQyNkYU2SjMEmqNBc1VcWanoS7ARMYStRtEhB4NpC49sO74qWb/XAOwmRqv9DmvQvFlbADApxCZChJe5g4MZOHquke4EmH1a45D0fnaUL0WJszfb3FCMIHfiBhUGRlmFAmG89TRgLDYOpo4LOP8zdoxnRvwzhMCWVwo9ndOUM+VTWF2IuQ8BbUeHj2DqEzqUyNEaS25irI2fIGtZVsTsJrgNv0UrOXB0ykytWe3wc5AyHflYKg0kAAWIucSFAvcLyY5QP8TZm3AVrONghPTbwlieKdYRAoLMCxzp2xgteCnqgy5jHXVBjrfySfPFF/HXSBNcpCZ48v5YsDtmZFZTroslzBztq1l7enInzuRwE5p3IuVNIVFrT4LPXrAD18mI9A6aFMDcGgoba3Lt0IQw1d7IJLXpBgEEK4qRxyBYQQXkvgoLCMv4FfM5iWiAAQaA4KIm+H27WH27WH27WG0f0w82Kt+GHm/XMBfif6Gb9/OHX798+fSuDP335+vXjr6+QgNtfPdvhaixlvwVK2yBIY2XS1EKCWtrZ6ghatafBn1aweS0daE8Yty/Dl19/a/x5sLGypY6r0sAIvu6GKSSqhK2yuBvCKvnc/Klqxrj5Y2DvresgDZO9o35ahZAXRjeycWLSlx93IEgkqRbr1DN1UpVst5UcyCt1lVVjfceceoHVjJHz7/IM8VlmDDjcMSUMIwTZYUuG6YxEHkYDJipjzCNs3B1TCL8P60TAvTCbIKICfdkLthwg+SJeG1AVpFUh4bZr2VXnKl9jnevI1lVjt6hwCynppjz0mOAj4aGMMRTTyXXSlLlbe4EYYxFTdKc7LrnL9t1TZrwTF0qkm05pdti5SyDJWi69f8rkPqcFO7j9EVPWlTcM5R+buLYazzqXKFNep6ei9oPErezrONNt+hDoX29UqNxb15ZIF0E/Peo6enwL6EXEAMpy9dndUviOQpSedrrzoTlm650Pnoqu9FhVLhwiQWp146Rqc/iYyslbwanRE32qZ2QDF6NEXtbuRnZhRzuMk/5zkkqHKO5ybREUbEtHhz1sP6798KjXC2bhmASXCQzCKFyKRkKiLPmoSqSatxajQhEDIsB7+offZviX4V0X+rBjnmwRXrLCDNhQwROepQQoCZp3T7PsU6x+902ZGpcySuUALPH6jEL6UPRIAqwFV6spKid6GbfkWdwW1S3+bWriYocpEL/8NMbWhAQ0qY1PLaJp6o/X4MhOQiSoozY02AW06Y0PlIBupHkuFm6r79lGlaNdGKPTqtbHjQI2SEzHIkm5FQbsgnFpsBJKME5YwRG290YWiuayCWh2CsgdUBBJF5O+BhNOCPWEGwUR69B7jJAT1aHnTFHWNnSTgty5Dmvr7aOvA+6B+p5tVCXahHHRjcEQlCwXM6xlpxaI/xTTAUOsq6cQ60ptsej7vsOJvpr6mg0w7X7lu7AqWCZXh8agesJ1JBAYR914Q0Gw1RN6zOp4E+rQTQoWAtTbnlPQC7d3EPyS+nvtHBzvwbAEYytFpBc2VSGsX1gUzGukkrw1NTChnYT1ZXwb9dfUG78gLzoF1VgdWIZ9s4sj9AEjeftjqeQ8ZfuLAnRCXZPkJ3SGiT2IG6HGbtrLrbCv2cuBUKeMKldsVKgvVioS9R02LWx/kwrDCoyx1I1JxnxAKgJjci+esCZlbJwFIlYBxlNkLCBbqLFGheMikIUrlIQ1x1yhP2g7hA22Qq4CPFb6wpwWUuU0skMSFjbalpVFxIOk1JKpEbWwFrlxhN3+ECG1RD4GKQZHManGHiyk9NcUBZa2IHJEZlFaUuNGvBBmZtKKDwGEw6ostPbwopRcM/mwyrkg0lnOM/ieTLD364pKUxlxHYXlETrTslCbAtk10t/L2MoUdFQm4AHpXzVhQ8tOhcWxI1GNVRIiJe5kTz3Ic9U+bpLgqEzwQJbeBNRdl+bh3y2ITI6NVO/1TRIMRfoOZ3ObE7TB8g4zSvo+AAFrJtS/NVNqXs+GiqQ3lqHxPVipF70cAWaqiijIaEcaysiXumL2SYxLE+WnEcJgG8MXeum0R3KUqSr9hLB/ZZhgsR4+p0jgZykRckDkluExk38rrrtqN3iWKmhDJWFtpl19nBfSllRDlsoJhmAc2tDgccZsWdEFLD5MhnMh9PdsowqzCddZvxkFzdBI8ASeoMfqQWSK70UqUo0zGC7TgbI4UKU2gTMqkREMvc2xntUgzIRxZBnD7A45LfQoSFotvI26HYyrQ+MGNqKlYw860eYxlt2zHwJl0WnvqcOhM95eR5HNsE6aJ4mxg3mAUnuCYnWrR0FvL+ORhKaZ6HMc65lSNU02WKIEfD2mvL2YEiowBeg7nYo1/TlFAhnkkrfCfsqHiDXZdDqIaqkoe5jDlY8Sa66FG5pJbqkMQcJQcA6PkmqOoYI2E502wXOm+GOkmuMWhAeq9B6gXH2MWNM7bjsnM2AEff3ajfTACCwUhiGkpekzdf7EZilzyHCzC3laxe/BgrmT6Y7aqgCljVUl07FdTeZjNKmldjSZksFuuyOCpH+46luTxyRz7FBQSlAGLXj7HhNBUr9bb/AwHmRbdPvuGcxLwzTXBQtppTJioqYs9SC0I4VCUEVLQOut/bi+0WjCyiUfP3Aqc6SRYKhzXFdRMS3m1pgR3QjRniCBectQP2o9psQadicUoCELJMz1RcOahpBFV9JQhDQSrErkVhTlAZj71LCD6nY2nU0gVsjU9iRmUhjj5PsLh7U1ew4sl/J0osIaV3J4t6EBCQs+sA2R8eBWjPi8rR0MXcJ9m2xB+V2Pup4Yb6jrSbM6NlsyHwHuQJ5UnIr5iGUn2xjKAzWmVD1sYaBZ8/RN0J/TJJBfc+Vmy44ikf1iND/ZBW6efTibER8Yav+ppdRpqajZznbYc3QbDHn2tKx2OHSf8TR/W5whl5SMOVLVuoL9IW+L60hVZ7CT04ajybbTQ54W18n2dJavtBp79NOiP6dIwFbw2y4gNz/obVF7ro4BKyu7nPCIp0Vzne1w58BoeNTTUn4akx1ljC8D9855yNNiueXEZkBTLHdtWeaPfVoEhA6ZQAHTaQo8UvCgp0V/znbI0pvAl/EhT4tdOY5subtGlw8e9LRotrMd9hzdhj/gaREoh7/ol2WeMmYiInOIr5HEibRs/2MyxkyLDlz1Lz8qY6zrYPbU8HFLlQBGelDGmGw5EtBupXYiQOz1UQljJiMu8OYR6LgELFLwoOCnNRx5tB3bVY09OvhpO2abJkvvAvhyHhX81Jtu+WxuM8K9sc+hR46aXMzliU2c+2gj3yUbqNfLgwSK9bUfeKPA16dYh0rweX6UQNGfUyQg8INsAsZPHyRQbKSivO1okADurvEoiWI7BriulNJPI16mB4mUopdSDBlh+A2afI8SJhQ61tToxaMwe5Ak6VWl2Y7h3WGBP0KWSEd7kiV5vIVLJqCmLS+MfAeJDL7E3YOTgtVydWiMn7JlhhEJgW+ytDjDAPzaECJtHUKDrwylEVCT/uE3BqlA/AOifWff2OeSEeoyG+o6V/gRi/vL0DH5Gmluv1sv9Kg51+Z5ye+cwew0dMKonLWz7OhSc+bbNkZPm4tULPQodtRlpZWE8ELGv+fQ7UO4Uf/wWW4s9JETsqwDe19tpVBYh/8QdtQ/fI67Gmjq/TMu8aNOZqu8MH5gyhRskbsypKJkzlGPxtxSwhozRmSFPE5Tk1/Gbtlbnh4TEFA4N8+44kVmxen3I0m5hU1XNabfWGAr02pxTj/x+mu2Q5XeAhS0jmK/mdu65TDpcKE3XFHAUY6FvLLlt+vnmqZpkII4gevRPGeZMx3zd9OzMKknc65iGxoka2I7zEzXQJI1Wc/DW6BJOr3+TKCea6ZmT2vmUq9I3tAcKHm+DIWhpr/mXrIqdQPlZqCF3bCeQ8qer0KsdFp75j3dXn8esbRyC742yY5wi/JCjU8/v/DXsdVN5/DLDwPvi0zi53iasM6sj1mBvTzlzGlUmbaeX4Brrr/ZA7IhZXR8DcC6MsTy+xEPiKSh8Ocpz9lwfPQxD4hZq1DUTi8GleIQ8YMeEP01RQHe3s0DhPfnQQ/IjfwlhO/pcMGDHhDNcrbDmQPf52NeEPllT3zAvhITq1/pwW+I/DRl4pnILisBT2YSsHS8HExCd0U4tg3oUeDoMkYufjFcfyRsBwQo3jx/FyKXfWiqFAUBb6MhjPC8cKv0WQ2W6ZQc6JMZMIK8JyiQMoW05hIx9a6CR22u4/39A16Ujvd3+qSUOeQusR0YBrv2gjmPeFTs2vE/M+DtVnuLSsFDXhUJeGLCSy+9Wo09+FXRX7MdqvQWAAEPelT0hisKbGcPkA0e9aporrMd7hx5wB/0rpSfphQ4mzqXISHu8KPeFUv9D7cgABWNENr/g14VGzkFTsbw+5EqKh/zpqhv2Q5Jev14FR/zpFgGwNSHcpsDHvSg2I7LUrPlKAjwBzwpGvHk7JPiEzuzfWK4o9SzEh7xongGyj3gq7g2hsk2j3lRyg9jYbaMkXboO06Ox7wo+muKAkYyYZDPRz0pXUSb3EG0YT541JMiXEeMkKh1SRfX50FPio/VS9FIiI0s18bwaX/Qk+Ijelw2aCN8UhCw7UEPig9cG+0DpUe0oQc/KJ7aZ29DxAGRE4Ue86DIXncYgLcfz/9BD4pmNtthysEd+CMeFLe0qNbr0BxtxLLHeCs67ahlAYTZg+BGbKTuKBu6JtkokVqTPAhuRH9NUdBTTdHhsAHddDCRHNxlgeCZ5ZBmTuiW06FsanXKlYoGW9SoUF36HI0NskQYvtfyyyLlkp6pCJapwJylE3BEjnvFyBih1rlOZ+yHwRHpDyoiKKnXWQbrehAckbPUtudwQgOeuBeOaFKUuh5jx6ufZmcvlMxpOzE5Kd/H203JX2XDHC4g7GGHgUeVIu6dvvebHwmeqTUSgoig4QEFcdiX5fC7bzPyzljXElApmGs5mlx+GzPaV84WW9Owq+Hhh9tFHlbeWksNIa9PYXYaZlEpEK7KDTOMsYVVBkmfoTjLQg2YVtVatTFkZoZcJ37NlrShSSCwYqmH5AfPgN66RgKXKkMzEvqlsYykYii3d206fiUh03t3AuzNsAljTAdPxrTcJPXoIu6BQeG6IXhNbpnadHUQ7OJeSDbJr6/04joCXd5eoykVlNenubT+EkPOya+jFiljyTAVaSymVcWhrkyke7GsHe1DfdF2KDu/FzeqRKlCMzNwuyhdxBKk0suYn8A9Zca3WVReg+MxzZjo4jgw6+nbsXAixUYYMUVuybgqCwA4c00EHb/WFgkDEgiDL3dyPZkhRCSxlML8vrmg1PxnO3w6uBlaMDdZXcW3w6E7zavpc+M6MHpljEpJJPU50hIe8tw4wxaeM51CUdOSSB/83DjDUEMyRsC7hpXABz03+nOahM4mEMrqY14bveeKAswO2liBJOzDXhvNfLbDpEMr82GvjRQmAhESk6NQBPc6eOBjY7nt8GZwU0CmSb3Hvza203PBqp4Gjsce/9rYThMFy3mD207g/XzQa2MZZnI7oE6YFlniUc+N5kDLjDqytf+A10bjoJ99bcocCg6ZjjvSEqLbox6b8tMEse5tk/6KBExvf9RjU36azCtvOcNejT36sdGf0yR0DiKTE23pvDZLB1l8imhWfn2h8EDn4RdY/I5ooQZERZhVvGcl4CYX2y+MG+o7lW++JdDrZ68KPUUFdZidi1nfYNAUEZRa6Lk+4HFSVn/QMl16I5AvHyRkfcfUlA42nW1AOKpHCVnpykQCwjC4eK8NxOOlbK/1cA0G3FiCXymrKywNIdjRUOUkoyIY9YExfKnsTMbp71mmyvHilEM5ITO7RFJWjd3ahUi5FNLnEnZBDTUSWMgeyDq9C/p7lqka7ILedNs5HHeTF4ZJ567VMLQ1DFsIdqbM+gHagLV690whwsaWr7u2LPz7GYHev6zvnXFtRUa5yfdPTnok9qZMuheKYfWAKUjYrJbT+Wsr602ZkBkUYOg7plxaGTX1PjZqRxlJcczlKBj2ru/m+E+L05s0GLZKX45Lm3ZJX47EBdaIuH331m7cHgnVzbIrqW2sS2unET1PQYKlrTsG0rR03enuSlxNpO0sxt3aNuxH33mwJ3rXgUbbWYvrbAox0fcjE313PRa8xL3YZ316RNSYnRa6kKdPFprpgBgfX7WB3/NxWpnPuQtw+Nmzt+BAn+2sY3A4JjvuR5UrglPjqX3ohlzHg6EJSDSnQAYKJwfuTKNIs50VnLwC6odPXoBApSS5U9bF+feNAWiV33GV3RtQ/sdvH37/5fUff/v066/6v/zty9ePf//65Z+ff65D33758NvH13+9/k+7fPj228effn/92L8+fP304b9+/fhKwi+vg0loeNvWzx/+8fF19MPnL//48Ov3Mvbzx9/LD3z68vn1T779/vXL//r4708///42/9PnXz5+/fT763/99/6b5s1+f13Ul8+fX3/jW10AUt/Webz2rtPxWcKJw1Sg8jfcmWzJnQ5MmTowqV+v51bIIGBDJ7Dp00AYdmE6UOY6S6wGimVgPcMpjmrslpJvPfXF9eXaYAlLsKnlppjOF3ceXg3Bx4Rghz2Rw5KaW+BtSLz0w+xIH7mg1BeDonp7R9sXPTW5C1L8jIS3sRtUOCnjAlayKVBjN4uo+ofP7SQkS73lgtiig72zoM36lIZ46FsDWv/uKYSXiH3FA17Le6bMCLO2mb93Twmupl7euqnZclPH4BjZ2DvqoxEEvwccO76D/e+XFZLVUL2PTVe6e4ojABVsIW/aq7TfH8wTx3OLDe3hHGHWrKgTTNciL/lRRLhyAmlAWFkMpi85k8cZU6vqtnlySmeTQ94heU5PmX3FW7DHeUYve5qiwkUSU8gnKDSZXawtLYxZX7lyBNj6RERDcgO6E9kT8ynKGb/LuNri4tZa08pQRXklm88uCwUlrOShwlLtQrm9dsFccWA3/dPnlmod6cY8hTV6R7iR4rBEQOAi17AsQX48ou4S2dEtY2YYYLaBm3psnTgg9iFovwgFsyEA44bH0CSna7+Xx3pc5MpPi6WvNjms95PeK7gNIRHyouzgGJFXXnpUnlrHPUVCpKPwKwF0i8M14AXzZtLqSn9PKSCICSNd5jHzQow+LBMRnox4EkX3G7d56p6EnCnyQ2DgfdGecSfEgQxmpjwaE7W+qNyYWSbMhqVrGy42soRJZOtagSFGKSBtPMYWd3lCQRLpvR+ex6KAc/a50uwZcy8EBml8HvqLthGGmN1ybpiGK4oYBeRWS1JC5KsbX4/INWzCFWhbbGj8aGflSLCQogSQ88GMi09s4H4M0n8OM8TksmNZrqnFko2ElOmOGoHHnHiOGMRdbjtWfdhOZ3T5dQoVd5BqZWxcCSSSEAsuXAd+u2cxmeApe2ALY6JntI3dsttEk4P3K2TXanMcj1Uq9BeVN8vAicyN78MXq/kVqVY5REfRYieB2SMRvkhIBK31IUCXQ7B6s2/lIm9TCsON8Q3j4sg5Fo0jtE09ttPtvacAr5f6ocu7d/hijdEuVJjZ46SDs6QGBxeyvTtunIH71wlc5mEvTZrVYjkbMGnBGU+JLE68E5i/kTqlWLWcUkmnPIFOlrQGjKNsZTiouKqxJqjjC1xJeUHQrSwbPtyHw/esogvlwgIE2E6oWXR1TBkQeTvuAewkHxvPYlnJte4Mpy2ILurRVtE2TX1lzBC501mLbo5tMcP76IqmgvjfznK+hZM2dPC8yK9jK3PrE/Xkk6i7G9oErgNnJKyM2Bt6rFFh+BCdwzpTUcnGDrnDB20jzJnOVqA6bAz1+rOSgAtnaNY87jboBAwdFFEnGYV4qQUTlu6TI8NEAmuoiaqxW1R4bl/kdDX5ToVfCUv68EWlflGt6TrrmuKKsY9GmgueAnMuBEo7NVLUhlyxcNMSu0TAUoBLlfzL8Y2zi500bHXJElSeU31Q2+viyXFhpKiRAqFr4/oqmcOuIN/cvYQ51M5nlkjq4amPQ2YaUqdamF+oUSpVeamxADClYRZHZ4pc42gHU6Sls33vlM1cGMxwFt1sNIPURreSLSEKDZr7XgQoMbPFh1KGEGV/8/6Nk7ICFdv64Ci/TzQ/rFg2q6emYHKFsTW2XLwwFPZeGDMjFSvBcoiXGSM2YjlGkrOWSvq3az1UGsSdj9ErGctIhCXXh2nhZ21qIzqIuOrHFQb6e4oEhB6TMUzAldAqJkxYyxAVm4tuaOT6uFIasC9Sj7IFRbfHt9dxhF2cMggVYlti6U2rylDyq4xhJ1Q91qgIlHtq7UotGDZFcnwgmd89nxkl2yeutijGHaVO2qJ6R6RCsAbGVEivCOQLsX0xeTItiES2BTMwO1weZPJ91M7qN9mCe6L4ooGim9YX3Ri7RYufg4ztrLLI6wMyU099sIRn5QVVBaVmka4U6U6JZIV6cY6Oh9NZZuLGw5TMIouP7n2M2a1N77g1hYwal0klFtc5VkqIGwabsqhfPzwYiJ+zvStDVhQVn/yigesTbTknzumybCivzVeq9MA49vtIoAyd9UUPxGJXPab1QE/P1trRA+0krfvwRdsowy41NhjS6qwgHaCjekmU22OXdRLKlc1HmESxuRBCvtwSqoMSI8XRw8WOURnLY8eo1NCgp9oxZoa8PoaocATKI2Psqa5jN4OwcBF5ysWbbBuy0Y2Al2vB8FtTeptFLpJyZFjNKEeL0Xf164dnnh4VQSedRLzYmNpYGn3ZYkwBEU61j1FhloRKV9mdOBZqRfWzFolIVV9oRCRqcyWvPCUuifGCVPiKxjCgIpNQS9REUbYCVXERwbgV4t6gsFeexRZE76YwKHfwk19CLAPhFOKKMheZIphx87etHKKT+drJrURId2EnTH2VMY+nEfCJmd9imjI2KzM4TrcgxNg0dowRKZBz6GTRY98N/Xpb+BrJ6SVpJ368+/qLtkOZ4xVWY5Kb//nVk5qnxm6apY58p6LSof/Wp0Axx8MXq7acyIEr1sQo8z8UCyQfeUCG1qEVGUR3hOc4FO0CXfhRqhIxdy1lQqbbxjB7tSrYXbqjoRLcEGtx/q3Qg3Kk1gCIXRBoQH4bA80hcB9eSf6CKxdsHvo7gknYDWzjgiGzBqmrBmYNLhLauh6rfGIYCNCtS1vL6Stz+GK1jFRjittX5nBHlcqCeWwd6XFN+uRlktck1wuhJuQqoXNVj9VV5IXA6ySTCiEW5lt5+KLtUDaQPuIoB9kvhho6YdTYLUEcuY2thDHQvNNjlQr9Rduh7PRWHL5oO5Td3orD3tvOGbmbXDHkqrWFx98+VMTYWKEQZylGDrxYNehBUT23WrqcMt9q+MoRLJxbIohl8JYrmOOd8NVPjAnnPXrBJK7g4E47SXoAuv1iqAhhy8QEyaLG+g5dcTXaA908hT0kmQBbfFLgAtV9tzafjOkQaTuLcbd2DwiX7hpHwvmMiHATCFrNG0s7fmDDyimeOiM6xWWNU4hfR6aYI6jzWUZpZ8o0bbeYO7ZzytemSMBkWOYUc1Ma91Mku5QyjTwBeW75iOhcEJ7Dy5sYf8gFQ2a9E7DQkSoeVYvnW4cwPEUJEYBiUcRoHCWd8pQg7vWx6aQmtXi/ipuqnAOMkQa7kGtMSkMw2B5c9VLcpCJiLGVrp4bBSYGCQEWuqDGYfRHcSm7zIPn4Q9G5OGwKJtkelMZiGDcr+EiPePCZYHClfmNc9ykxcjwOeVIxjOEEO4tUWtu+uFMRHBn1amxg03mKd3rE+pYXCkNbhw/aRtgakAgzsaYkpR/76ci7hU5zF1aC/g8SS0ftXuEVaKYYR3RcERxY5yk5URj5lfAzEbFQAbFwK1aHhSJLJikdMZCTRVQxzJ3UY+2SJuosf7i4OxXLCgFPUEf0b+9TwiQ3TM4G6Q6OopPCSJhPFDoAaJJWlmD3/DqsOD389C4UzRhqXs9p7J8wnClD+H4Ek9mstJ50ETmVoUR0EpjpZI1gErVTgE9NJC5UYSxMtiIRLmCwhgRBQ3tsbpXA2RduYUlQ3nbMXQkuUw8QNTbIzYugHEpeFSbQmExB1cMHlZlPNPiJq2HLjaUEQccJguKRR6Yoe48bYVXue+WJMHYxuqJXIm6sjJEYUGNNDDiqMRBmxSYIojGMauYOv/12A5ObaPeS0YeAc/KWI76p1RkJKqSOwXmJp6L8Yu1oaBXGhs5UpZmd8KGkd2DmtqSYIIaxl5p63P9FKb9VnEUKI4YlDyM1HuBeQusmdyMhJ9JCzTKJl/ryPuB5ieOJFir6ES60/LonRmO5Le/NOiS8MftOeNn/kYHhvUVrYZtyGlWoqDj2yNtHzAlwWSbVeKD35+SuXKkaJLUEhrqreqwFPY87qpBF6wWoxHepPfzqGz15AV8yUnwgz/IqXGcn6mI9CZy0hJbr5WjsxqHimfAMljccngNAGkSkOZBmO0twt/YMK/+OshEPhSwfgKbp4BXrHeAFfocFfnddVrzE9UMuNly+cgnsR80/ybrHLZ1zLWypJvj2lgoDONA3Nd5F5dc2dlYq8JTePVtB22vAGEo0qLFKuCbSdhZzknMPv32Sew802s5aBgJC88GRj07g/fzlCWgnGkdJo538/qkM/OPDr//+8PVtwimgEyNRmu3nXtfzDqATAmQLK+o+9KK3Uu8aNeLQQKJMvMA5opGbh8VZGp6j7mVF48akDTVUXxFH9QgxEhxozFBSgjZg+923szAWanGOM1ZOr57N8IhaYqRUaDBD/Cl2MoO9zWwAMJS3GmrAqonybKVlDAFBLtV13d/KFbeS9p6OnpGePddgCFQp2G5SeA4KRIyU9xjDpEaecZq94yCnx0SdGLCuT1y6YC21oT5TGMxwujyBb/YwCwunbwCgo/NUGs7O6GHnsT6JCZ3MPIPRjRbKjTFi/HS68KBHRQA18V3WTdIOKKoX2vfVzJyK/DIGQykMmsH9FV4GeutWnnqc0AJj/RkqYtzYxQ1EiMyIYPBkKD+GGXFtiV9Ndo/WwTPKQzZ2G+k5GiPHgGZrlGNkn2o85ccZF7n7gq9C/SbTrVVY7ERImRSoJmqooeYGakUm6LEeaJBc8PEjYh1u9RC1U2x/MO9XAN/gGcc3ZMYxgAo6Y0kFx1CZHpDQR7eskB+ONmdehpfGZFSeBT94XO4grc0wu35rrI2we85xNZDlZOKthzxJl1kar9xFailZ1k89etVYY3pukbpGKp2VdLB0eu8Lxf54dhExGpCZwsvxsFIcpWzx3xcCx9FyNUW/A9RrTyqv4aSkxSIWIPQUGBNfRvIvRJTKKSC+zQORRY1uftuf0AMYw2CPVCgiH7WhB+KK6l/dR2awopo421mD62xFnfoDVbR3KP9tUEV/oELDlj4KFbojGOao0NtNs3DVqltB0a3GdCn5I1ChD799kn0PNNrOWgYi4j2o0M/wEt3CxNVeordlPhsPV3d2rtpU3pXS/ul2psSK5dL3eCeLWus9U4iwcXbUgjiTs5X1pkzI9FaVi9w/5dLKpCAzzH4AHUk8ZUKmAM5imf4dUy6trMdaAl01Mgd4ilT1LaMpRcyl9N4pTNjY7WLnP4ClOjRlRqZTBU33T7m2MkHa8PbSyjpTZmRukM/+vVOurSzYSF23JyvrTJmSyZfmjinXVta7NIXykSu6NyWkoU/dStJaevcUn4f+je4UC6k607dFailHd7Ezgzbs4ms02/HulHUYBRV/EnQWEg1/mHG9tsSpun1+KOadpSR4O3IobX+PVF3ZPKcr289tnkwJeMTjuyuYfIAyswVghk95q2LVRzSaQY+/bXle56dc2b7O4z/bvt4U5yFDG6ZkhVi0b58bIwF1pkwERE9a3jHlGvuFTLDL5UyGdTnUmloEzGArthm4ewkADeHm4pUQlOLRTc+qbKTxdxxlqnh030kMZBT84xmSHzrBvCCHn10dJZKHxOVIhqHPBCoGa4MlsS6Ng6bOcNpekfno79FjlYrkCHBVisPQiyIZ8yPhffjtttujUI1kEUIPNKkxH0o53+B1FOPEETdLxSd+JUE0n6eghlfe6XA6+CZIoHiDxq5mL3FKYO91+KhLbVU8zpCMwnWYJWGzZ3CUQhnjNUfCa3blrUV+lUIBhDKVkqchFEdqWEF1qQHu5UX9b6ubGbVt6ExxuFlTzeyeKUTYuIEoPSmzlfWmTMjsPCn3TLm2Mq9Qyd5+oCVa37jrFhncOT8ubNBzWl4vZo8ExiZz2RFeiJdu14ROUPsO3iDBdZpWO5sJ/XrrpWOPVEiKN9dKt1TlSoVLGBu+eF/8rHEkT8mYAjV1MtwzhQi76JeYraw3ZULmBvxrJlMYkcszCLoAJ1CfQNvgpVSNJkLUbeDSCIFwabNEUmCdOP8AYdx5xlDIDHyYuc20UByBmWVliBw+2/6OJ+SeKZf2quMJmTFWb8qMzI5UvWPKpZX1bvaaocHCVBh4t0CPDKyEJguMp/TQyghfKHLbAM+9JKSeI0IkUKq1a8adu7XU4Y1JKvH45g8QHqOpu9WgECPVG29tsVAZFxBwVMY73Xlm29/hkjumXNusHpckN8684ilScTnsaMaurDumMGFDNrANgvb2D3RgEwiWczGckVz2vSoZVegGatgnVaCI2zJbecf3cseUi5vFvpcZG3SmzMjscOsdU66trOPRFAFhRgYBT5mR6aTcbTalV7tJ4GCdwqsDPRXaJ7VksPrCR8Jb4rVelAbBWvBjzKVBwBzIqQJ5zxQi7KLOOVtZb8qEzE5g654pl1bWCWzNVtabMiGzo5vdM+XSyjq62WxlvSkzMjtC6Y4pl1bWuzRp0vWSp0ifnaHzlZ/QO6YwYRfF7WxlnSkzMjvv3R1Trq2s995NVtaZMiOzw1p3TLm6sh/lxT/Ki3+UF/8oL34b+1FePObe/4nlxb/99vnDv15Hn11WLNVEEHGUoXVUA2LcC5QUGUEcGc2I2HRdCniGGpnC5NuHxmWNUv4DGZF+GTtbvMe8FyNNukZrl7A+rmTSultjTbfV5dF+WQLcMSYNBZoUNUH+gJxTPq02+4yVaxISHiWHKoC3tysZdrib/oTWrfDt781wr9PSKtPfRmop8A05iVFU6cg4sDWyx1Sp7IfVBuX3oGNnTMP0iUKxhzUsw6b10lXp8PdSYja4KDFgpWY5l3RaPZVYBjDaUlvz3NrkBS5AK5O8dY5wk80YBTcE5Cy5MHakpltK7GwQeH0dMGHdrVz9URFE9K05VBMGI4kUDRU2Flkwyv9IEZOGRBSMcjnSirFukcXn4Y9k1eiczHux4g1JkzGTIwxToeTwYK9bDfON9yIhskIyAGrKbxJExgujhgEfC58DrEH246CPjfgmZUTVYjkOtdopvgwdfglre8fYDMKCYIGFC9dfuOd4MmvcoVz7LO2wIj6Pk/V4guR+Dr7gHfYEuDxhQpI0s/dXFs1f2GpaR+mWnRnLxY29ZwZSNbz5hVMubYPxK9SJTjaaJ0yOUqqwIbp4fcaMqCIpQCrP1s3fmJ1/d8r4OHmz7plxhQHKsvF5Eo1xIGXL1ibQMalv0nGGZG1jbf/lGRLNH0jZDlWTGZ2Vl8swfJGkAZm99BE5vosr6U2ZbFePMO5ldYkLJLY70FF4u/0YRoVP9PKEOC5gYJImE3jRaR1bZLzNk090zvL6jMlGdaiiGcMnYCFoJ5KFH77+VP7rrx++/v3jX8v//uvffv3w99c/fXOtfK26y265fP2OI9/+/fHjb2rqnvFFp/Gfv374z6dvf/365fcP4s84fOh7I3p9Nom5BYhOkPjffxMFweDZFGpuu2cTh1IsAGaNSZMW7aoXVPXqRixSaCOtKSoDXNsGtu4q7eP0BPUpy/Q4WtQ+zbOX3ujEdEdjtwgQlG8E0EmhtQBwPNb2IDJWkufw0XwX9Adth7CbG6H33PLJuFtMcIWFbJiwkGBGYV6bKWYn7aEaa/3/mI94ASf4KHV2UJF1m5VcZHCdmJmV2titm8SNji31jWgjlQD9Mdsh6uweqI9Zpug2C/FN1ofibjHBD6QgLWZ/IAX9QAq6udE/kIJk7AdS0P9cpKAbAd9vH8q/Q1jeiD0V9N1wEx4U9LWe4Xv2gp5bp2QWas20ZkzbWS2B+LVfVh2fa1uJ1mVyGKmLCyIOXJ7gwzCqXZgQUlZoAm6J5NaBCMsrNThRQ63CmIqZEGc0YO03vVHqSwobEQ0YfdI1jYpaoKoa2Ao86SEMyNrvQh16tlg3kuBbKXZ9etT3dhIslaZI9HaIUovg22YcuEoGu4tIX8GRc03KbyCibDC8Qpiglg2r4KkvuQkBcXDlYI6bElvrs5pz44Z5E+L9hqj81QkBi+txUzKGwWgGb0qmvvUyhlq6HmudlHBXsPZnelcOn6oGq6Wr2rstzrQjaH4Cj4ozic+RosTi17qZ+C1msUG9P5jODnKTwPbjqr8ld4Ga76LhXQyUubldGjbXF9Q1HW3ijPFMa6F9klU7M5aXUTi1SFBwwUqnwWFqE32itRg9PWN8Rb3q5tefQEflHaYFG+epQW2P3yVJHWyulOh1aEO3KFANequ6EOnGqaFKQKK3IQZC4Z9yq/7Y/v3aA65+PrUS/Fpp1ri3AodQe96JMiEhGH9J/ejMCMs446ucMTQG82acLMDfEMDoaxPGapfEMKCLBs3oAUR78OAIGjR2Ye1xq83ELJYFC0vXsRmL2Y1LGkJudWaY8WkLtoR97wyXx+oRU3V9hq9Jtt0ZKWIBwB0z0gKnM6XqjhnrGCjUJWoXc8+UCV3JMf7g9SmTHe4RdseUCa+Ib92/f8qE63uE3TGF7u8wEdZQuu7kk8YuzZ69f8pk+zp00Yyx1rmi+TPdS8mRw9zN61NmYqdD2KWV5dDwQs4xvImenMJ3TJlc3g5dNOOHQ/UpDlXRQlD2TB2qAquxgsHTvHBWxbba2KMdqoffvnEsTLei0XbW4jqb8gCH6vuCYZ0jmgXDpIMYeuA2rFg6IMud2t8fDjv87NlbcKDPdtYxOJwfAbFzF+BPC4g9JaRQrOEdnUKHFL6Wfxfz60pIYYu8yMj7IwoC0wNM5SYxrt6UPC7YMpZqMGjK//vPDz8rXhBLkqJiJhDCmPohlY6QAAOQfjwSuJ4eaz+u4BpUmsaxmunUj/cody8JfxuLgE7titpdQ4eofpwezmGOYaKel3aSbNk5ZprS2SxsXy5lJNQU0zKe1FZdND7mlXSrQ/8u07Y9Eg9Nj7n34x3KC4Ni1zK3vox5v7cpnVP2Ks5haez09b1nCmYX4RTmHpoyzOqypIPPuG8hv9o9U5wZwocKcizaf9dnpLEzmyDT75mxjiB3e0RdnTBhgc4JXuKA3OLWaqfDSJikRHl9Key1tAfZGEiUOKg6w5/2dNnVkO5GiZqTw7aQJ365Q7S39MseG9TOt0Nvav3lSOCWaqz/07mC7Laf9q2icfjTE6qzwkm0NDTaj9lO9365Q3TvDCfc0duOzk53GQ95engnHLs/8rDAMifqUBLMsBlAdpQJNJthsF+DUBWHG7bU0JjaMAQR3n4G7SYZG6lIubpqxlyfW8DD0tiNC0XZ38lRHKz/ywCZjj9sSGNUQ+2XFdzVafHS+ekO0U55yZQyOv5p2o7eRkssCjXRNnbjDP0LHmFssbzRL89ozrni19WfbkPj7ZiJl85PpxaHU4KLemR7D8XiHcmFP+3Y6eYj4aiwfJg1ooUOA5JuPYpmmoi6oU9jQG6psYSM/TRG4hDMEZjhxp6SBavrpZXOSEmL2C0jTCq4HMIpRERTGG90QM2z3MoRhVLFbo5HUxhumOLASRFNsbgxg2IV5WUb5o1a6pWxIi9zHW/GOG0eNliRTLSIU+yFxjGSRgTF7G4IIZyo1tgsgzVFg0cjzbjD4DRjghpuwb0Y9W6SOkekaFz+LEvk4NYow6VIqyNL5gSJecNNZm6bwL54JDCOm7Tn3p2Jg13Oa6sLqfs+yrSIGSNawQ9vTFGxoc+X2NKjaCAVmHuERxrjeA9DS6NAT7nJoxZD/MvKYXnjWrqWcnR2iiencJGbbiRp1wXquyYL6ZB1OvYRLFq5aYj6s8U7zZUJRVeG/ObZcvgTprzJQ/BLWsVsRm45vDeI+jNS8GN1eKG/fL3qL99/6t0O8xgRr2bTmUZIT50ZeVdP+kKFOgHOZpQ7YjCfB82k6QzpzjKQXGkFiJvrEwpNIy7s7NT1GSEMu+N1VnF5ghtqK72dvT4jDhPcy7PjwOIukvciF16fUWzJId/SVl2eUB7gUTvElfL6TViHXUbWSCAj12dMdmq1tIyrEyYbZVrjvPdMmZAlSaD22tJ7Uyb7K3rrtTOUqAotJY+7pHWmzDbMLa2G+f4psw0zK/cpn+1xrJUpSj4sI6u8N2UshHo7ds+UsTTt7dgdUybPQo+wO6ZM3rfuJl+f4vO4dtsa7MQ30wZ6O3bPlLFe09uxe6bEIWxld8f8XohxfoobpzJ2xNgdU2ab3BHJ90wZbzI/LtcnTLRNfiGvz5hsb0+jvT7DD/2KrH60MsizE3BrhzHtTJ3bjyHXXuVWAEe4WX3NL2uV4Z5yzuwLJDT40HzRDgm6RYD+mO0QRT/0/7H3tmuW2zbW6NXkZ+oRv6XL6Tg9GT/HY+e0PTP23b/E7hIJrUWB0q5y28lU/thmitogCIIgPha6M1r92W8D2n9j2k+IUIS3xLt9cS3rrq12QPlvA8ovs6D/FPPRWL7mNhL9Wxjv/i3RMVOKxdsNcnMrp1jNv8woSBPWJFhS4ntdSZOS/vDvUpIBHXJYv4uF1epLv/KXlLCoMT+g7Pp5UT84+JAlMJGyGJ/O4JWCavCsZrNTgUMI8TgpngzgkwvJzE+JmRq3rzuC7cmMhXCB7SC0BNLRdzvp0uUWeIiUCPFf01cYqDG2XdUqXceOv1fZ4g0mrBHRlIMdjKtXIBRpFcM9nApG7qQ81fA6iEcASh2jmSpaxQiufWkbexnjWnquQNhmMWNkJbR07Bby8OZDqYe3eiDG4EDcyO/iJ2j7iWCRI6R4UlQESjcl1mhF1KTF4nENqzuCVdtA4uEFnPiSJ2riaVP7IDlKVvTqkbyIxVmbjfqwcLxzgj4uAfrj7lTT1nbfLxDxekRALUVZdQr10AgQVfvTwNX8j2BDfvrnP3/4/ruvcI1++Z/vf/7+b9//8P0vv9X/+O6nH3/58tMPX+d9+w4mBevpH1nSk7g+xo6fmVL2rKLXKZR+69DoEwGm7CSXOWv4CDpHH25PmENmeJNz18cIYq+PnX28MNVbV2/mtwvUzOK3Pedr6bH+8Y1ynauZG026R992KnLb/i51jKL28fJi7ySnQAoDWuqGSiVqjW48jZ3v5kYcDz3fbvLxSeq6xxQoEcsF7WcppKdvFzt3RX9nV4TRzKcZHFWcYZeUcVegnjhyfggX4q7jzDUfKV3TJ3CpDZhLYIwuvtDGKUeSp7Gzb/Nz1Q3waIffxiZGA3F2dFT6mOYJS4WH+/bSxzN1R5Pzil12VS2EwRWSZ8aFcK4DDvWPr9CfaLSdA0khfT369gYPo4tiuKC/wSscMn8m46a16xDIbHa3SaYV2mH3Z0wuw61XrSk8mIjLv30Xbr0NnIKl2+hCeeYmrEbcnijUMdZI0p65B5dI7ST12JvuweG3fe9e/ZZ7UDjCzB6k6t6+Bes+YnN4QQCn4/HEHbgl6oRYBZipvn8F6s9cugEHh/POBbhFyt6b3X9qSlt86gt9w+0nzngGhGSr5YnLb9uoglfiJKTln7r86ofIt6bG3nb5nXycZO2Ju29rYq4RrciOeebm27jSVISElPMTF99I/iKXJb352ls3Cm9WvRAsn02iwrDZjIDN9kTaLL9QSV3vXpwRR/1cLKrK0kHMLs6gDljyvLVa2YknCI0KnGHujueaSrs8XMA/gQ/VzrPSO0qhwB39humIdejDy9DVlMIjG9kHsRAAah3yoG5zt+Nf5/VudR3pczNzjMXnhFfJip3/MAi1Nbi0nWBxd0Noo95IHrWK6jPXKkJCr2kPNHbijvckeTSFwQy7/7ajd+YOhxn62KjUiQrvoyP44bo+g+ocsH1tcZP2ywIXRGCZ2ffHS0PL7O0umnSsnUmeBCacyKbd4wke6iUfOzYyJt86eK4U6notTssAwt2+3ZFVAvXnrobQMb2d8abXfpLaTboRgmMmX8Y2KOdaVLPoQGMnJKzsl6naOYDY5UHZl/4536hCEM0pD0okY0Iatk45sAb6ebUp4UQEbAGCK6ZeCM7UjdtCoI5rr+xo4Niq2MPhl7v8pF63pXhnSrD+Mc8kBV5Yf4hQa5n6fGq584HGTs+QbzbNr0oQ99jCr4HHfnODX/RM2FUuHH7PD+g654NmuuetCWdycE+MykyMtqa/O/1uwENHPOzf7gvoJvQNFjpioabKkCR6U6knk25vY6PMh35B+0YzHiQ11H4+swhFxIqaLl//lmeKDPlRvPa8I+FMAAz5kUJdAELGQsSBxRNBfqrFg7dwyL3yfL+ElW/udWK9qoF7beTE3e375dgn2OknS6I2CxLCXNDYkSsGSE4boSQI7jrAbaVip8k63x95rzOa8+j0rg6MeV+tddS2D9cwEs3pXYnVTEI1g3Yl+VWSm9jCjxoyD0R3lGZlVibyFSUV+diJDntecCc628HsmNCbk+OLscrBAyVOHigrecurkbzACqPyYDr4sLZAHUhStXysmkZ5hCI2TIRKzo9uWgf+fHTT+j8MHvgB/gos/eim9dFN6+vvv0t60isDvnV+kuoS1fPPrLw4niDQXjZCWtpuTUiYEFk1qzOjSImEalMGwa4DI/W1qpK3mOGB3DsjnYf96ocDSOZqexo3wrmY8ESM9QYO9uyMyc4+OnxTLuLNGaU1Nx0vPGOe2kzcCA1jNsEhIF8lyey2ThPoF6ybsBDqyoRAnjDZyfoIRSbfnpDMDNF1wcSl+xMaSv4ZSZDkfXvC6sz6Libp/oRkYnSsBVKIb//9LbkKmFU+kyuaMBGTkgCd5+7f31qPoN4cZ3sT2Cd7bJQhaB3WLZAbqnBT1jkQ9P0aehime63NDA0JsMAbIXMpWv0KIjRLDNdKtMmJInT1IQvJQSsBNbaRk6/2tlHtqyslgw4/e1Td+N21VVK07258y6Z+cDt/k8nfrXWRUR9OyIdIsbK6l2ay0fjDJBFcnFWHjiWVA1YkZjH6GB3VW63ORhzN3W/WPpwoBLc6qvoTZWcKRaReBAJJhDLcm2a2Dy92BkX2VDtZhzDPRuLl8OSoQ4t5nB3FVdVQ+/Da3Tj7hwtU6V74sCfo1Wo1JJAKuRTN4+zJF155XGDzJGwG38XaUN47zKevagJT/Qqfjz50Km0YBatinK581wS2lHOHYL8L+VaFEfjhBHcCYnEuFHWVIZDiunUYXyyQdQV3zYauyzphM7eaAz/SWJFjzQV0YWnovNcVQCblXfmEbuk+dCpEJPWB2iGPPpwBrIZvR2znMrh2CztLBLjZpHj4YewvUNTV5tuQCaBdWeHwgsyYFl8/suH53/bjcnorYApcRjZs5HpZF9tIKAuWSBTGEK4fwaSMFVFdGDIXA4dlEKb06Gqvl65pJoy+u3AcPVKKoVhL9uGnA4eRjzVjQjK6f/m4rQMLDG2aQjK2YtO2gc7muyAjvYMPTwhu+dX6VsSE2QEfkgnNnHtQS30WqY1MLRrxZoC9MMYLqkMK8Jae0tIzDbBVbB3CCKlgzxJMcOiexubllGbDlnsgIZShwGGYztktUYq7pGJjckfsng3Xv4yBmwf4Biay1TEr+W7rMeRGc5i0xN0WSrJdt6ZtW0bM2p15imiCLw9uwOjF7iCxEIa7X18WM4K4LVy2wc2q1o3xqTsY8yHvu+nr0MfMN37u/Vr2GQlA7SjilCmyW0/nnhSmco+oa5uPw4TyBYNkdSwbjvs1EPJi5fRqpjmOsP99zwXo+TbUFcwPgOLrGLZMVmNnJLDxt0IYqV6vlIS/0pPmQFI44wAnJXNytZ0tUQrp6pIp1FEyV8bqTfWDzQ9nskYuIcBTYXkmoj1lxJdeFdyI9lx4po9PI1odM8VpC2a6RMboQs1BRIeWE6yIxu7zRTWmaMrLDTsCZAzkkv6EFwRBKrOORqIzmuOFwo7VFqHCKH0fKIoxmku3FBCcMGmYL0IiOFE0RPU+VzTzXZx79abvYy0G0mhuSfJn7zSsPgjYzIKI5mKd3Hond6L7UCd64ysiLn0hPTl7EqzVv+eZqsCLa0lAjpyVj84KCUkI4P0hSBNqXRLB/T7Y7IyPGbX/gcVIZS6hGoipr0Plw3tD4WrR32dgRg/RXCjPAA0YfVAbwRs3HKljhSjezCoUrV46xYvJZa2ldsWldNmuuJRKVETjrZpURCP0MQu4pXDj9hQg9DOguV0HXdmuoLr03bPTnCIXo6bUk9VCHzMLhAgzRZBCs2ne6otX+R8gUVff8q5/Gh0BMkYGRILmN1QwhACyfnKprfDe1faPYW+lwLaDoDihNPexc5MPcz21FbiToIxJN/g5PyArnLGASuAI4R2YPMirj6Dttbkd2tCK2j5xPvJh68OZpAHNGwEbkTQPXjHom9cPm9D/Cu8HfXga0ZHvBzrTQPSKKRqsN4jT6nHYic74yFUvUdc/jbnLos0WNGAmPb/0+/lMQROnI9daq8d6aEPc7mojV+7h3lBEW1mn2lFxdg8OXCDoEt5aDxOV4s4XcRpYD/1yDn3IisRvAbsMsbkxqgpAknskpNHMwZGDddNodgPrYWZ06d/zTFXgxbn+aTZWN37HkOlJqS5kYaN5O9hqzEbdOgi+8nZh4E6sabql6lhCTcAON7tqGd+PU76rOcq7gZV5o4srpkHLsJXFdbW9b6X3AlQmFYKZqqFOwDoyXMNt0dM/55kogwXSVX3wtuN3kp9Ywprlnjcm8P66wc/5AVnnXLDShRPlfRUEQmCo00xB9scY1ahmys2V3iIcH4tgshUMOCAKXurd+Jqdm8ytlzkEL1RvZC6s7XiEPW6ywV1eh/ARUimwnCePexuyyzBJgmmmCNPjdYFFbHHtmZ/q+YKhVkeasixm/6rHPQpArmWWRxw3SvaRsRSZ6A1MvVwoGV7KlbF8JNsg7zGDQZ/ji2nlPa5jIjk2tf2rvo9BNUnwFijuOQGNYmzljRQHfDZlDJQyzZ4BraKjsMCjtza8AurHsUx8JWWasbkfU7Dskdlf9WWM+fmB65z1z3miKZywALEzC9abEZuJ5JBJ+T7uXczND4nSWfS2etr7MJY0JNm3wvDfTmSZSfY9pqYDT0Syp4J6fXa6JxOrjehEI9EBuxmQ1hgRTTX4oUOBdKIxA8eRY08rMmUhWPnVfiXYAtTNRLEvDDTvcwvdd9wCxh7Td0FXtRtoLbqgkOiEKCR0CTLRkSHHe+BBEZ1G9/CKRGeCEqlDZmMcCc1ABcEKqSNM9EpYIo8xpHnF0rmy0e0gSRugNtYFgL2HBAx+H5W9XttuuzlOjfDk2atDZuMOvRuvMyblmIdN9YPNDwMh6qkBg2xSrKZOprvnIPWvM9YJCMbh9Oig02CjCYdCJa8qGxmJ3uza3nDUWmt5sQnWCkppWvTsHRSia9zAJMpKXQHR3JZJDxwq+66P4GhLhr4KFNGYhnG4errLBcNVm+r20l0uVke0w1X5OgPbro6uYcwfO1zNKujUrnjXPp5BnreMpkOl2byGV+xps3lAOGeSN74flAFkWFuCAY4U+458H3Do1Nxy5NY7GIEq4oRRa/17nqkKJ0xAK5XAO5HPo1L5DXW9NrZVxAmeAmpTPe98OJE0pJj6ipI0j54vmJl+eNLokBNcD/r09AOFKUJ0pploKOMjvTEimtBa1NtRh5xY1VJ64kowV6g78WmLEP6kmvllG/n5ol/oKuAUA5EcwXTRF4bKhzJpppYgdAky0ezAenwHrzSJhTAqDj55VgJVQTuAsf+hqpdMDSY5tPz5TnJgDDQ1phJMMRqgDaDL9pb+OT8gKwyW100+xFTSVuBupaLNyVuNpjXatSMXF2HHpR6c0luNIPSFoYhLJvwg9rKZTTJWfDnO+a7maOWLiQKjO2tUKrQSTsmKLQ1HFz0G/R6WCJlUnnxB+vc8U3VZ+vTP+QFZBhd6eap+jSIeXB8y3EuYnXPYnDDYZMe/55mqUy5Y5X4FRUlMOGsBUraGiTq5V5yp7CLQINKVCex4+S0Qozq0Gu+ltGIiZ7XFTHqrmkbgkExinwrlFUXVg/J1ojKwdnKlUZaVHeMITMZPEvsEbAnoTdhgripMrGFJkVzpdVEB3TuLmbERE1bzCq/Ma7AamAhe6ihtS3iJ9CZ0ldaf8kBuwvIeAC/NiAOasdQXyZVs8yO59SMZTKOwUsq3uMr8kV5dotg96JbXP6oNeZ2APSGJvZnUdszknlBDSl2R82ylOPhUY+of80xS4IV1ewGzzatBg4/gNZsJD3ojXq3fGWKk3k5Pex5YcFz7MBaBjsz1ZDZV03L+qsaXMPHb6eOyczhg2oA+mPtFssSuuveLZEn0LJK/s4rqtC7ZZyy77+NMRyVs7qO01q5qHINHVWZg7bXA0lH0e1nNLF6trV9nOMSjI5IZIkTdDKGtghKOBEEWaZYmQR5o9s5MONIX4j4DC7k587ijrO1neCEQvzo0yvF2RHTi6LAPZm5ESaiwBJCvmAewFE6V7KjqVlTdJUqVdAx/pcbOguqBylrXRClP9RVLOM+OAdk0VeGMB4SkQxUyyGfKKOF+oaNapMzNPfS2+sH2hzNpQ4yYSNmaJNIjnEnqlqUOdMeZTJxCpA9RY/ZK4VI+2ki4QwQK1h9MeGR/tPSVQo/DsvXnm+MFdi2mNFubi2oUQfAK9f0gXc0gmRvle8s+Yc6WtD1AZM/D7eD7L25EON5ZHAA4yjddi6OIGiHwSo0Lvv1UBxHDMe2oJS/ZBcjrhB1cyfRgVjNclXQWIm+JG2JYkSONq1Xm71X9c35AVhgsb9fDKz23tE24Xx52U3K9Hycm7ijUQ/2O9PYHlqL9vlMWtQpRA8lk4yPJHvtr0DOCaXaUhXg4aUoXYS2zfrbQg02DuFohNa1mXleJL7URKDeCEh/UWjvNSj/2N3FAmtX7cScan6pItFLqr2YqvoaZ6ExJsodLRBmtGLfQr+/dUFZv9N20B3cAJ3se5Zn8DVdykQc9tBlLpX55AXoHdc2h2C1TCuqtmCdPRm3r7LonMGY+G2AC6gvXgwYXDjh0ZgAqa6+nVVKRX6Ino/4xzySFk/VTHxuolCEOE8ELJdUowKT2ninkjwu5tzhRHi04++RQszJ51a60o2qzW+5H6g8Q+ZZSY0oNIMNllbDh81tK/5xnqs4lbguk8B/GB5r8fez8pYTmc+IsDjWkn6Ro8muqrvIgcR6LpumcBZrhnrclnEnBB+S1IvcD8lqT+wF5fWT0B+S1jH1AXn9AXstQh7z+2z9eD963BrP+OKIfR/TjiF48osuNMxoksah8nNE/1xkNJaB3Z35Gw0rVXn13O9l67L2P6OHbF4/ogUbPSwkDlvyLnFBxbOzPfX1C/Y0D+rteomuBTlFvPaRrobJBSQvGmDgCBFsnVQGnvuNJlSIgbDOot2snVY1dvU15ynvepgci/WAx4Yxt09uUtuU9b1MtBp6FJZwJ5L/Luy23OMA7SnGJvf1hj5wjpEIfuirCNOM9JVhT6Hkd4YRfH8agddUEgSh/vTL1VfPK6D/BVRMmaYG3r5pA2ZbrShGpDfsAmUZhmrXXfsooTAVRy6UjNzrN1djldxtNedd3mybS81rCGdPmFw1uynueVC0EnkUlnInjrYvGCTi9qWzuirP6Yud24QbU4oO26n+OEh3SDNLkGYkOEg0GFa4VUItj9bGrIs1T3lOkD0T6wWLCGdvmtw/ty3sK9UES/EBiwqlcfhhQHwbUhwE196ZFAcEfPNZfL45LFlTx7jU35M0WlHSJBhAKyTW2t4fQSewD2r/YBamspFTWJUBPa9OIimGb5PbBSdV0B179vroo3T0YRiwy+qQaHBKcpZEQmFI8h5M+HOX19A3vtOsxhUAWGbzzsKJwyj4EdlWfP9sgRnZ1BLl1WE8YcMYNRMKz5IQz8TRuHpZu8+a5Ldlw9aj5v5GEXbl71mUvRH9PkS4LV/UW0ZQIo9LHrsozT3lPcT4Q6QeLCWd8m8oy7ct7irKWgz/lLSRZQXHwjH9d7x//jP8TG4iPyrMbZ/San1gqzcHNoDepuVvTpIh84CemKe/qJ9ZE+sFiwgnXPszEZ4Ku+cYB9XF9TRf8v3VA/9wxV8nNhUzaecxVUsw3CLr27e1067H3Droevn3xiB5o9IO1hAFT/lWOqJR7eD6i5cYRfaiwdzmhsZgn1DovUv9jGE/8ZbXysTKPCqXl6pRIaZ3SXnbmHLuzkAFZf7QZVnpSvhah9a4IfWj5P5mW/8h++waG2DR6sjUQ8/eKnmzcE9LXRyFWZfilmIjVmHoSJs3znks9WbonoGVwcBWQGrueeoJT3jf1JFEZ82Ex4YxtU1HmfXlPWT5Igh9ITDiVy29+9Sjnvr55Xqn/uHk+IkQfEaI/1dP/h09/l+k/f66c+PLHnNKwoTc9BLPdIk9wUo5ogkc6LN1+YgqRZdkNacHeVTGacajsuog/OaFusbeQj4gkmmCtqFCPqAmB64roarcnTFbEJN1akRTDQvH0hMIHFM7bJkyWNKDp3prCXcETbOVwb1E8Y7YqpurWqlh0BW3Ggj/m0/HEjFh2qMyLB4pn3DtRMxr5hDwxY7KqAVW3VjWQ4BmRfEqemDFZ1oise+tiGZ5SyQflmSmzlQ0Iu7eyjwL6jwL6I7UfBfR/zlfih3/ySPj/Qf/kN/HjdBw29Vj88unH7/7z6+i1hML4+kR/8xsx9+6rr0z1kw7mfUbDp6GGpeqrrWqAEMe9oyw335p4nFw32J/x9gRenqHAvEdY6Cl31JQWQPUEpaY//J4MCrEjYT454RaDwtYTRy4ySE1pZb0bNejQH35PBklRyi0G8YRbDBIAv5kADiCRIf9ODwX+8HsyKJeu4p+ccItBK+mfaDYBr4vEE313gg/mgogi+ntTZURSGTZ9wdMJvDthsiAm6daK6rMJz7hNYNzoyNydMFkRk3RrRanQobQJzIlk/O6EyYqYpFsrolu8PlxtqMLnbnHs1C4YmYiqGKHf+OxGvj2B13brCp+y5ukr/O3c4ev49oRb3OH7e8qdp+/vt3OH7+LbE25xhy/vKXeevrzfzh2+iG9PuMUduifrxWQB0PJFfHtC9OaCiCL6+3s394Q+vohvT5gsiEm6tSK+JicE8kV8e8JkRUzSrRXxNTkhkC/i2xMmK2KSbq3o6IS6nAPa3QjjSEPEhgC3J1zO4wI7x/gNj79x649LNFcQ0RN99++jjT5UtUt844QJRd7+Y/MeXwjt2ZnExfDytr+frIUJmqznm/jeqi25n9XufPuu/tuXT19Hr2VoPBpqPi7nN7vfpHkEKETTRy5Q+tgrVK4J9O7rsRN/uS8v4ITO3uyPcvjmTs6y+1vHV3i1dKCT+2wKQq+06sELf51yeDEW4NKGXbViXveY7NU1PzElS9vPidswUojpsNdhIC/7U25bKMagRb0lo/WxMXvkTROOwshzuONFXVzEbsz9iCh3vR5sKWmaUD9YUDhjIRKvP34iz0y7JtOPFhRGvGmJry8QIXk2F3qgBro1e3mzaAqvV3rEUfecut4Fo4N6sK1XGdi+3QvUVcXWIscvXz0fRyL9aDnWTuWSqOpRpAy7O6uxkzud9omn0NmuDy1kupxtlDE9ps+2g4j3YTEXj8fh2xdPx4FGP1iLoZO0XHiWnnAmsN8+e1MMH4L3+O6z/Njyz//86cfXP78Wllvfyy5IsWNsfR3ZCvSWhnfLhtqAJoy6lUDAvThsvthHGmJj+27H8lx3X6XG8rRi7+qzr/vgwt5c6Ixch+1s9QICs2FXHSqhaVccLtHtqMbG7zzaEZ5B3qDQmj83b1AgW00N6f6BeCvqdYQzpgHNAS0R2pYByZTqolYRmBmOZcCzpIQzobReNY4Q4uxDEDNlT84OgaRzHZcbV+46vFJT53c5Bfq7V4+BJs/TGgIz4n2PwV5Be/kMhAb10f3FS4tKNn9xH3rnM6C/fPEMaPo8ryIAJ36/A7Bh+8+J/PuA75up/PvWtk/ZJi1NtZsmPXP1PQ+A/u7VA6DJ87yIwKx43xNAmzI/A4XSmcpe8NAv2jbyzgdAffii/CviPC0gEBd+P/nnO7fe7xYYKltBNOGdrKD+XYV0RNhXbu8Cfc0IWmfdT5+1gaqFviL4aSH89dUuguXdoAnvZgBp6jyvIZzwa2b+0Ia8m/mjNt+zhIQzYbxl/UyEn62fqfA/a/28h/Sz8TMV/2dtn3cRf7B8prL/tOHzLrLPZs9U9p8ze95f8OmCncg9Wz1TuX/a6nkPwWejZyr4T9s87yL5tCFT2X/O4HkXwSdzZyr3z5k77y/3fL9Gb9epkrVDE97J2unf7Z5fFaDdNW+7Ka+ZO9KL1Kb2SXMnrZ22/RbfeipFwKGL5g5NeDdzR1PneQ3hhF8zc4c25N3MHb37nmUknInjLXtnIv5s70zF/1l7513knw2e6QF41uB5lwPAGzI9AE/bPO9yANjmmR6AizaPo/qo3+EA0DU7kX+2e6by/7Td8y4HgA2f6QF42vB5lxNAOzI9AM8ZPu8i/WT4TIX/OcPn91D9G+EPhrDHGc9OLlURBy4iVkPNq9a/3L1qITNavGTg2hRw4XWgumu9tJ2CujGNqTsFMe3YWAryPU1gxmIDUOzXQ3qJwAQ11ElQP+cHZF1mgv49z1QZXNA894O9CaeSYEkSlXb71Sy8KLG/OZ6dUSlM1j2KNNHfm6khdVfARb6aXQyqtYZNDG5PiBb284Ai+HsTmmNf+4WcV3lj+fM/Jn2G8O8r5SCpoZO0uEB4WMXcXf3FfpCSNwldKeuowB2sl94OLTcMU9kLuvGWtd20ATyBNB2RO4Fd1GR5pj6cMcpMeZ5oIijPD7z3feG0rj9psbjqp6CSU77/+buf6ohL63Knp/Pv2oXmo08Hb9lHn44R3X9Un46ZBFsX0WCHbInP28B15Vo0tGv5PtZRSY8rrO/RDAI1Ef7DV6+egAN5nldhbEveYodJUuLkId1PjY0dJNzbimYMHvBoAqNuofZWmjQ/WMJF6QclM5V8uqEWspMHSkZvPyzwtzAURUvqi7L7X1cZ7AyNSPaNHEMrJ38wJcSGtDuc4sQGTW+esmYTGXlE2P0pyS37k2csxQMe52jmRA+mJOdeLMTJvOEr5P6MmJPp/hiQ9cSUGYsHhD0zZSIuI8LuT/HZ2MUBVbf/3mUzEjciiab8AUnUVaPuDxi2U//+463qqm2Hh7pspf786X/6emWJ3/30w09f6ie//vPx2b/4kD//7XP8pDklf/vph3/+5ydZ5OOfX42IqvYP+u3UDE4voBozNHv99OW7+v/+8OnLPz7/tf77X//jh0//OBguX/qr7HXgNxj4+X8/f/4nT9ydC+sO9rn8+tdPv37/81+//PTLJ+HXyBAOccesHHsq+sd6JD2Uawty77OgFO4siOijkBgsiDjwu+9QF5IL6yEBMvH16pP6j5Y/F5d3FED9tT9MAqXm8P1EUH/tD5NBJSlvF8LzG+Vc9y7L3777/LcLuvdgwZy2Hyi5BxxeafaQg/v78zT3hNcrkt8ijWMxUV/b6QhQKPv7S/4a7iyJCETknoBLIib8/rukROWK6KMYmfqXEhC+vRSuL9v11U1ksH/rD5NAH+6sZyKA6mN/nPx1GXm7+J1r3i+ff/6lWsXqv6vBvv/HV7v7glaNeyFB8+q+HB8w5NhN7iWDM8+Jlw6jyOkF4vNLT9ra59VnNTiMwvZiB7DTy4L5PJFgzEqHIGixR6oGRj8ivKl+d8FfX9xO9lxMXJo0iYm+JUQ0X966Fwg3xqytZlhFbhpHFU4EtsuSDh7Wz+vf8kxRwCU3z1zuptKeALpSPG4tkAD6u29Ol6Arm7P4l2LXHEYC39OSfHpmBGgf82O3ruJ2t6V5ZJzvAOTtxGbXsmw7XnzsnoZe8pVge/TLv4X1xJt/sOO+geHi76jZKkGA0IRcygnd985XVoNmkdVjqqDekX2TQms8evUEHX7NM1GB193jB5SqJfoOCKj30tFb/Q32qEvUlWOEbRYI3Ly3EWocksA6cEhfau3u2TDsSyEWuvn+ZMHfh1Nt+e7zj7/c6i71EQM+p/AjBvwRAzZiwLHqWmhzY0t8TImzt/PSTM+eb156QlW/Rcg+rrc0QoLWO3mHaDkhIlWbgRBJlxYy6ERsKhix3yQSbYALPzjlUt3N9FjMzjtB2rsAcFhwL7YFW60oFO3oY3dPtCO50pl85LEiErrnsid5DprB5VgfIBgTjyG+4AbKYsAM8Mu6X4u9fUbqacqhb+oyMeW3PUlKMaL0u68l3Kael9vMmIUY8RgjY2CZtBIJodCJlb5ekGpaLSKgQCDXkA/VjkQ++EnzcL80sMXupYxmYp7sgMcps0I7FzMVBEjjqISWX6n0gGYKwkU4tCKeCxyXFG2Qrs1x95P6GFjQsqlPI0SgTlVZYyZ5ditV4edk9xCuRtMCUe/KBPvNuXGWoKAVLMi5sL5kLH+qY6jukkgcpuuH5lo4Y1490lgw4ERtIBX1BmoQczsVlVEZixwq41FtxLJMqBBLF3WuI9WFBo9818PVJgHfhL9f3+3ePCuHnftXyEtJacXSHesqTrlgwYCdRkz5UC61Z/DlKdLpyNz2vGXyhkkKFYI45iofG9wX8pLDd6NcGNj921VjwSouTrJVkLOxTqqCklJSHbXct17BHbZ8pcKtenILpH6JTYI37WVJyG4hRf/vnJjnJGvnOiBKNT4g5LDi1Y141uq1u18mebcezphUDZoMjtVcb2CsLEmryppr11e1mdD4WhbK/d5WCJuSVG6xSUKTyjoLM+Xz4rpF2ixAh6nysjcFbmJBM0y2JzP09hONE8Wjl2EoLnmlZoVisyBeptRfWADj/6rZnFKXCpUG83ROsdCwC6AwDZ8rjyo0uJFyTKRC0+p6E4FdauXut/I667fhRStTzIxHjy2tk3iZTE/sI9iDqasutYtWQzmjJzZmZX62h8lCHRBDfUda3YNDDAgLmpayu6LP3gJyuOBgPtCfoPTtAfmNdb7O9a65vo85tPQqFd40N726MBsVdbkJ2Vft0ohUeH6VPC48YF+qx8M21oPEuPGFWGUYK1RFHDLIq8hmhue1snD7pVK/F6zMThFOxKiOO/766ZR1hSlhP/ZnCrlqyxXOZlph05OU/mCZzaaOR7s8C/kR/JLNxOJU7zI4mF7iD1ZfpbRQjuVUCSUpOQQjIUlSDCxVX8btxe32dpjdjMN10pVtVjRW4wwucC9ZUlbiaj0G+WhNh/qbEz+DeCdAkGUSuhlK6Nd729+FH06Lo7BhlM6fxo0RXKFXgMA+2ydQxSfbC6a+HQvogQMfWzn89lJAG4mdEEEPMMPNis0q7hleJ1UVBrMZRZOuVrxdJvDM4lrAPlUxLtSoKkrHk+O6Y72asQIiVjMkw00Zs99jtON7L3cn17725rg809vSiQQ9SdWOBIV5YOI+dQCG7Vflfg5n3Da3KznuEZPszPBlJY27LpNi7VCvSFAqQRCPsFS68gcXLh7iCCZZrPfagvu1Fcjcw4SYhG05QiqwxbRh4gQFzSBJrR40w4GP+5qroKG3PoRM4VBmuOm3XwhIJWHCBqaiLZgwmMVWsH2BpbuWe4Qxc9vnEsl/L0Y0wqOWRT1tLxrRkrgJz+Gp3Q09McRTaSHDw5+nbVIMXC9CFIcQqMWZ3qP9WpVmIHA3phS6IRvONtM8vhDm8+inBIYuEV1H//JlaX9AwYfqDs6x6f/6/PmX73/8xz9/+PSdfO3zr//88vnnn7/+9aUotbisvqqDN0ep6ykvcEUlE0NZIhZuMoPTRRzh6rjWi6Yrij7UrrREamIUqNogoQZzhwMiq2UzILdi76tkG97090QQecAJnUWuMDDJ9N44XrxnFoWzDTGzdJE7zkPcb7Ja+ft4Z0I1i6y/Z4pogrkgH+lOiPBCJAl1G8dFXHtXdhFVY00xxT60X2UrJTjUh/CEAvVrfkBVGKzONdnZQCqUAmrQ0m4SxBRkF4wpuwFqkBvABunf80zVVSYMMIMOVBlM0Dz3vDPhTBJMSfL9enmdnyG2RW2HcMYa7CRdPUX1HHrJuOReTNeVCKY79pEw/nVqNgQVUrS+kZBgdqZEFQMJSR9rW1QoJrYu1IF9LiTq1xrDCnm2hiclk+923Sja3odOmbA011Q/rIWzRNWYTl1BEjJZMXN1oX5NqYs1IhM8hSA0zz3vTDiThHuXSN2lYhb00IwYzR6LfO9M8PR4gtB0eU08XSIR1uHnJdUZ3t+akeMEQk8bTir1CT2qBzutTS0926LNVRHKQGNjxpLRyDPI4ikEhLYSGpxiuRuQ5wfLCKd8s8TVIeZYslMG6pscG4iix4ugJJf2cutuAd8z5QOPtZdgT8zZWdWhawMu4TxIc7yIHgH6Cey3os8P1hEG7GgB+kDhPFcVG6JvtaHxgaCNoQkkWAzR29jXXNGdoY5J84MVhDOegf8cU6hoW8h53omjvf2V9rbr7C4AtMrfcJVPnQAzLYCjjreSkxNF3ibiC7nuU8mFFJ3ETihm6UME/JFQN7CbHRnOU+XAU0ZHbQO57c96rR76WE8hYGP7sJiLwnv49kXxPdDoB2sxVISSgjdmJg+8Fn7ig1gTBedWT/ePx/unf1clKZBjeeKAUJ995cQGGSZoFmR0WGxmOhZPmHog1BTtkqEsyoEZoRngmU3hbEdM+xEXMInQEkvv/r0Uepm2HBL0mOCvLmjwezZ0DU+Ixe7oyxTGYvltRkvKkOlxb0lpMZU4T5gat+pIdiMRY+gDv9gDHgB1eXFs2faxq95NnjKyyBf0m6jjFZj/bkCiHyzl1Lqdbq3kAlx2dEgCGiTBLa0mbvyL9Xm4ooQvZh7G4EdCMR9Ugxk+mdC7vmV/vmGGi6Y2H1BFM8zw3NrvwWvMHsyY0aiyTJ6eYXNuQNTtCZP9Lx47YbOM2WLdalH6LWGacjShirmVmDA4BvdnSLmtJaJE1O0Jkn1mZfTxIZDq0cspApI6ut7iMwkb/R7FGOEXJkviCROmsazdnjDZeSaJJvzZqmh//lzvuu9/+a3+6399+vHTP27V0m5hfb0W3xylvFeJuG6hV/mM/pxKc5ZCbZ82t5IxrMfeL+v98NXX4zNNYD6Q5wfLCANevHMG858+8P8vX/fzUUO+C8B71JAP9MK8hlwOGvhpumJTqiGwanivEvLDty8K74FGz0sx1MM7VpCH9shujgx54Vk9+1zGnhYyZTUu4sGU7D0+bLFwRU1qBSBuQf5I8UyCbZXqHw/imKslu4H6VGNDukPY0OdBM7jOeOllZ56Y3Pv6BATHOVDoBysJp6wzm9L1Io2WK7PZDed5yny79KS+7lbg3BeueKoWjvkZOW7kPVdjYzHTonA2ZSRmDsJeWZz5cJHosV6vs1Ec6LCY0x0DwvW3+x5db7w5OGBxs4uyRsc4RkgoBblgXSEBYas6h2YIWdefhwNJjGU10yNH8p5Mr9uI+3WG5ascTBG6wDFvmQ2CFoCJ5wYjB38fpNLq+IOYX68m9eaLAwQKNdaMJO8pWHgYC2dUIN53RAhNb7u9pYwD44VR6m+QajXW8+t7Hm83931/zjeqMZGBqNC/2KpJPHoMH2VsHllXuoGk6jnQ/a7GzoiQfGMsaYnc7lCPNSr0L/oBZddZoX+x1Vp4Svk6yKgbMN8PNimMZcJstedAp0irQcvLPVB1T0yRzYhWkzTWdcl+nfGMUFmzWmrAL4jgw1N4/wKlQsleYVG/1MpgIpL6epeieqQRMU9qk6zMoMe3oW4jZrBCWH/FQWliphyu4SGUsgM8hILyg3SXCYrPWrCoLFWZxo67ekyTgLoo+J5yd/kAHn7QM10GGwSDEffvUb0HRKixU13UssUUklBC/Bw11GjQv+cHdF3XROr3mjoMlP36OKkDpZwgF1NMUYdKOUYTDJ21D88wtRc9KbZi9zC+O2FgBdMMNoIXfEIfnl+BxxSkJuL1SIUKFiA6F6Aoe66jXbB7PfBF4DwEgGczXL3m7We6mtOeNYWj8KLN8BkqcJcZNID0LSUIrT528Z54Ygbxn8tQAy1Uv2XP32+H/fYsFuFMCm+dkzXvuHOnC1CvzX0F+lUaeExlHSOessB7YK7ZRIgHb4/ZTkl8Oa6TKQxaHQnd5NH8FlOqQuYMUy2A+9zkenSpBbSXCVyWILx6pEJq66geIhN2o6t3VcSjsS7k63AC/2Cc6MO39yNt5TRvqgbhub8PchHaxVRqUnehx16Rv1+6VVzIbskK7bXpm9RS5zsuhn+xfeOSao7pa4IaATSEQp3HpRoe04cOhmCgsavH4YkpMa8mRv7oLZ4Rmmc6RXqNmz4xvmzuz5DouyFsI7IEE/HelLmmP7i31HXvwI4auVa1Vuy1EREkg3X1m/uv/Mfjf/qbZ6HIR13E8e4IyZlsFOiAOJvCFrEnmMOocAA7rqV6tO1HrHgKQknPOAzwqbFxxCwVzFXgKVz/XLgeXiGldvibPCB8o5bDIa+Ubzlgn9kinNR46AgF45UPplQZjpZVJHUZ25unEGE3VyZwWVaAZTSlPp+t+NOAzGemEGE3VybIaWbJw2BlS7GSPEdU3p7BZJmJrvVlDfiDTk665cjRxv/ZFDJXpe3WbhE0FRBJfeixDkrrKVQkJtUC6oOfN0C4/va+FvsBLN3CACnsqSnrDLRDTWpKqiqVHXzONGDqAy3iY/+SdmXoEIcehzrW3WnNkitkaB9+sBERmIhSJgFuaSyT4aIRDCjS12qss8JRTn8QZxw8ztiqxdSMhAjYbJtzfkZiG3RZuARyi1z+U1asnZWqsoJ+hbTNOvxsnuB6hHTMFDmc+3bOMp+zpDrMNCrotFsaZvDmm6oLVy/oSMvwrWZGgyrjeRiqi8SxAEliDhNo58Bvvi2309Z3tPQT2FawkO0ou4zoKQIaaznaXYgECEpTuCQ5kXNAkluR7uipIlloRFvN6WPVuJdsX/KjhyFuYZUwQuZW4tF2cKWMhsOuXhTEc8v7L98oYfG/f/z+P77//PeHff/jL5+kyVdrArI8/vnPL9///PihH+Wv/vOnn3+RP5evfeukxiQbBrD/q9vB7M+89SH0Q7mHDHyHse8hg4073/SvK3f9APZVMJltd/3Wwcd7zIBxGiSmiZhX4qnDgxqWTFmTwa0vpp8qSvosvpCk5R067NVYj1+6QQAndZbtRGQ3QcQ//KLvlKELN64dJb9fn/kFidg4fBKX1qjPiCMhLL9As3MgqYd8G3iaUxBa+1wBDQSpkMYONvJVcl3b7KIpWA1wh4jc430swHwIYRJjpP2IHA4hFM5A5ozglGKHgrSuBEl8+MX25t6ao6VxYplcp3lhmP28dHTwHvLwLyAT0TtKvxM8PQTxEweQFahJm+tHqtuM0WbeulJeQpL2XGALppI6FH/z6229xLYRvpF2iS5PbtMHfD2GRcWgwC2sBxbRmWO1nxEDMfrMTQL62KmmTQSgm+q5WMCyk7YIGLY6/GKjIpIxEt0GDTf5TC2EDpOWiLd6qgKHUYfoYi/vbRuSKXISBO98kq6SsSxPMq0KZkOrMf1OKejRkW5+KM4ZQaeZCPWLvhNG7YJEDoGINHimRMeNeuqtMDkgmFOblpUynkQPFrxwvGOXnAuctlO/ZwO6pipH2PpOZHWBa0/UrEMqJNYPpvoDkhQRQvvYGRWp0AM65dwfEU1TBHowHH6xWQCut+JpvCgvtjG09japXV0lQkNP60Y3jsQCmlO2ZTAt9ASUpAp/oAID4hs+XSUbwA6x5XoP06neKDs7raW7QxXd64B5Ceh+5EHZW1g6ZEDfwkAlJAc7tZmSiVLhDuZloLErYdl1RWDmuUX8SBjCwGx21GNXfBAkie9mEYewUkOBIEX46G8T/w72EXsvi1gAoiMcSsl78cgKxx6R97OID7/oO2XY6Sh4jpS/m0UcdMfglnCQu3tBZVZQ94B3s4gFPRg7/YrPLIAdKIKPsILvZxLHJZKujlWWMHVBWqkhrt+7mcQxOsKQiXFrnQ16elWgrsvvZRML1HfmeJZ95T+4gtyrdzDuodi16OF7P5tYlutQy+lMAOV0xjTL97OJQweFU7p2JdsjpI1P1bvZxGLOoaqVp4AHIqQvHYrzu9nEDwx9PNrVDCNcfTX2/kbx4RdVNjiiwYW4EP7R+1nFoRdqqB3ZqAejqMPfzS4OOTXHbde1GW0qUbXIiHeziuVEUhprtWIjatoqhhFNqveyikVbYqfB2JFeVDLtQpfOe1nFks8LiAJzq1jaLiDdkkQLshz9Ssii72cVy+WPFXZygSK+6cFW/V2tYslux1C4tNK0H6rVKsZa4JwTvc/0WE+fW7isoioL1JH1rWDrhcMP+gFhYbDC5ldNdF3IA5PQ8PvY6XWxkI6sLzByJ+mxBlmmf9EPKLvMi8Mv+gFlBi808/1gj8KpVLxbd+cPTIVO8gemgu+B+wOtH5gKH5gKH5gKvy+mgsSMoH1WknCsYY3l1SH0lvTYtVITS9ywqyb/ipnAV600bJ0oucNWtUJ0iJD06AFoZTPyr0hHV3/9FsyMkxzsdhYnU7L9fs+e8EcfY6j9Bte/+npXK3osXKXikeuPV4W8O7ApZH2/N6PVoqKsBJfrK/8taIDDt/dPb9AcDDM7HTYlemKKvIFnrbwW8p/KGDb502O6HrOFAZt9lxD/+oKhqH9wJ0L4jJ5LZTw2o1me9NjiVcDdwAqRCKuFLSptq0HEn5my2a2EpEMfuON4CufFB37dJnZBjQ5S2nLvpOr7GDbAbUOnwa8F8zazLxiTzRLGZgKwu2tkRA95YVjQc/rLu54sJvZc3tQz7+kpkvk6KfXcOLAlYxl2R4913/9CJkmo768N/VHzd6f+xZ2KmCn5WYKTeISkVAGO8aPiijJD7RYJ0kw6HC+mZ6bQVWTdZdLUuhyPoCQiGVpyMEPqYq2WyGVdCe28Wk6QJWsZBhJUOsqVtIe2yuSKcpe+DvkNaoCw0iv04MnZlD9v8qI0hPv846M73M+fv/zP99+9fuZbpyiKAxp6lEu/xGipDSl2yjTFQv4ZTMlugw5tdMbVpH7GC7V3zeJBhHwQUdYbaJocYkuf7QhebWwsZUUFD8+msJ96pUCY5nO73zXv3YBIP1hMOGWf9aJg/kcJuhpG3GiXe4BvzKyBLElUwjrFPCVKJP5yfZSkRW2g3+q1ZzX04BnBOaj7//Tlu/p///Dpyz8+/7X++1//44dP//j6t6+Pui/715p98+U3HPn5fz9//idP3WfWV16LMP7106/f//zXLz/98kmO8eHPT2mEZanPnTGCE418Q2LR+ZwRnul6rAczFsool4cG+uODo45MlIanfnGnYtDoKumEiRZcCj180qJjsefhBho7TT5rNscBsAm7+eixnlmhftEPKLvMi8MvthS4pXFVZwNuQMWB+36wS+FMLMzzlTHJVFqJ2X2DJVEcPcOSRY2hCT3WrbMyWEVPor3OSv2DfkCYKVbbIFUGIwKTHFfJ4sPUtbAR2owe609NrD7TBN04WRs1WzyQZbBA89wPtiacCoOV/sXq3newnav30BNTJFnIztcLubcX3O9dx8H+tHHTQ9kcCrOLLYoC423D6vDt/laxqpilCMQdH4ohZYBimv6KVJ1b/rDBFMGPmGRAOoZ9Ey5jOtBht5z6OtU+emokGQRU3mDPyO5JfifhskUiteiX32gDk3GLZkHawYA9mUHc1Yaw59Va3O0fV5BLrpOwP4Aljckie3AyZYoFuTQ4/3VKMuuxaQoTxha4YygfbZWHwV65ASs8cyyc7ZDZpmLFdggpYa3kZZsztO4ku83ZR2yb05VeVnnB5kxrBMH/BjRqXl2gUdRM+uY0VoWZ/734yPJ4V6DdLM/Sx9xBI5tNkSmtT481v6rLhBGW6vfQxGZWExX6F/2AsjBYYnMreHYrpNAfR4HGzoLOZel1Ri3is1ERmx5rVOhf9APKLvPi8It+QJnBiwP3/WCXwqlcmOgZqdeTvgp88HbTs4iiGJINrSQ/4tHxbfeHHf3Kls0X+WApscWST3ItMsEI1R8x++wIJG+49SNxRaTE2UrkR/Itdo1+ZLIpg5VMdn7Ervojl2XtMR9+cckTNFxJIqAIYoncHlON9SyXzGi4gj+yLyKccZeVWBw0F41UKndYYst/DPRcERhUhOZWY2fqI6+MKaG6EHQlpjoTuMEv+gFll3lx+EU/oMzgxYH7frBL4VQuLMGqbwzsOOcg8f6yBbC1hewWQB+ZWAD13dLw2+cWwIPG56yUN9AYlTviCo1xf6aPde7W4rb7DGnAaCnpFSEaBMNjvcYG915sEPClPQP7Chskk8mMpwWEyxaMnG8tgAKTs17fXIH2cVYqUFp7bOT1FyQof3Gz3vFcteN99Vhdfym6hM/dtZVBnV0GUlCFFm21/ciiVWMNuHalrHrnuDBC0H6CadAeftAPCAuDBbbcuUQNXCSQglpYjZ2a1YXSnwQ2BysT9VjzeHrGOj9QdpkXh1/0A8osXjguElm5EI6FwnJJScIcpJPkbOOU85R5xFZP6m4XT8CgI7eLBD4X4H6OqUc5Ao1ddabxFA41B0K0lNIGzGnJBE5/INEPlnIar8WEnwQXl+xQvmHL0oNc4kaLfVpSIsAFgX8FI1INNettW2i3kq69vP4EVb/nB2RZr/FQuE1X2ShfUY2dKa/cC6V64ronzCU91qjQv+gHlF1mxeEX/YAy6zWume8HmxROheKe4pDMtWC5eAe6JsVjPdtU9OsEOzsOZwhVx5DQzYefNJmwlZuAphMOYL3bIwSI9ZhuYUGot763ULnx2NG/6AeUWQ8/z6HVWDhArMZOLY4V4WKkFg9Dq3qsV31x3sCBsMusOPyiZ8KsZ5/mvR/sUTiVinuRnzXs4bnTSIWn9nGHazTwWLPdQo/97YGKRGHiWRhncGDr/25eVjLD6qrGM+ZBHH0BK19ru6eN9C/NBs/MCmebc88wz7MQqBMsYbxfffPf9wYHvd28w0+rEB2Xj18wRdXP+QFVhiUqkbmMVnl9+qCHRo2dXq+FABYkeyGivlBjvTLSk7fqQNllVhx+0Q8os6xyzXzPexTOJOKjPLOTm7ZJ44u1bGSPrirMsJNcBMDHA8lVVTu4V7w4zwliJ0xKaEqMhDlVBjV3g9fA416hroeFU3f8CvnUUwUbl7vvtSemSMe07Z7hVUeWW1eF5GyAqYYbMMicKimSuihb6SmPrcRgoxqmB/AG7kBOdt68dBuCmEduZJ1MWakgqU5ZTaW0SqEJ2HPryihGo1MqG0hrDYmq+KvsGmR/FFIfSf4opDY4/FFIvauoj0Jqk+w/qJD6L9+ixEfirK8KQZX4/PDTd//f18FLNTz9K1+X8ZYaHq63FUPUfPNxhW6xgy9hTd319fQUost+clG1uPQPsLI3/eK4Q4wHOEOgcnFY7hZCgEpYUs5SKY+IM1LZimXWaqwnd3sGg6yvHMYG8+AFYyoSURF6QaHyt/c6j+aHGTRdFCymBawHNXZChUTtsSI0CgI4qdaN+hIcfnGfO4q/52zWJmeFx67MX6uAMOe1PyJep/hiNjER5Chw8IRl2T1JZ+ypKpdwKteNSjpGmyTlG5gkIRBUVNEx6Rwh553Q2zKnw1bj0eFTUP1co2Cli1pE0V/3K+u17laq24dOGblQtdID+JBALvtYRw9z/QdVnRDmPM/P3OEX/YAyYzsF6BRTi6MAxGPmTR8729AYiReCtkrNn9RYz/9Rv+gHlF3mxeEX/YAyixea+36wS+FULqwCaU+t++Jqv9p4RknWe0najKLs3p9BVJlFWDmi5Thb1miKTWUu3GL9/oxb6xqYIY/Qj9V2bmDrWJ6UkQ1y8++ZpJlq80cCN6zwJyQ/T+14S4Az1Aaaj7uXzrUUA8cXZ0EYR/K2BNAjB3L4Mz3kqP7uNyT7NyD7NF/DkWd4I/tloyrBgikSB2Iur33j9EVNkLH4A6+J8N+Q8OcEx35tV5MI4WnvPbfVB66zDJ/QmgpTWLjPu35INXnpY6enhSuf9Jd+5S91sdFjfkDZ9VOjf3HwJVN2NOP/lE9cJwhPjGLxw0///fevg5eeuJIE/tUh+OYn7pY7ZPjrxye5Ldj3IERyTnrGd42UyiHY4Me9EXAaUzb8wkUVgVrcrT3xuAU8KcYktRjgZ+x9/M6sMoIRt9XCqtD3dw90oXhPh/25phhasr9KjGjddnRYDY1ASQjC8+i6U+ic5xhpDZTIJCCr6G3yDP8qODKYbyc4PTZmeU6UQiRPJ4z1Ch4PPE5cDASEq09gD3EuaIhQtJczQV3H3ulUVJNmhWyCwy+2uZwdIim3dgDNqebUjYq1EKCDXwJBKQjvKfIdHOUxud5548QRFAjCj6aQEFUxw2YOD4+6B8JD4bLReqApe9THngrURHmddT2NiUrDHqoUY/ZqrGePOu7UufSGgqp6dcKKyBAOQhhxYqOXXYOX6OrEUe5FmamTh8IGLVoPGWX3uN4TszvsG6J4L9JrPZxUrD7bPj43yGjuIPX9MG2FkgJVRlYvscGLRHxfVsmZ/u71GZlm2DU80h4DzqqA04Ej89HalVAyGA8x9Cu1ZS5NgMxFGXngsxt0Fdy4KtQx8AIGu8BMgNDG3KwwLPZNNeLYL71Jwm3obpaevRfabdO5HbDDmeOEtYULxzBlGIsYQ7/q2wwr4C/bjkV52UbSEOmhyta137L62KA7WMCvEB+QC9OkOY15DUqL94DeeTfKesrcLDNRjqS+LLsN6M+5Jt/djnIlRqNVlOl6Q0Q1ww4QV22InsgHu/Ca1T72bmpiV6yqNdGpWyYomX6QKeMjZwE8xkB5COwvXhOFsv0v3FOFwEIf4UnkQeldYZrxGSgCIvdnAHFz0nNrCuiKSZwP3QSpwQ+jBFWYD4QdJSbWSmYXedZIkxfMl3xYYgPbD4E5XeB0fvlBzG8Ta9lK85Rvx6PX8THFngHA1TJjUneqImg9rzLQjTE0tutpwHQOJ12q0NjuY6epOz2Go8wMxE5zBNR1+DllpWMKtBisVvZDolinzLDCo9JWaTaDGxB1mLp+82S8sTx1YnpYxGjK+0SmoDzu7CTpSFY5VqjAL0tNCag3t0TSb9M3LTYFI5xo1qwrA09Kwhuav3nCddfbZnWNQthJIiCgTwp3dqnKHp+zOZpIjn5DuyjbFRkyAfA9w8TsC10SOsQytbXauNlZWEhhJuqUQpbYt/ehqVMOPrTXNV50ou22zJudaI86EahL9xmBfQe6lspePJdGia71A12Lvdie1LWcESrZmKRqHb7Kz1QtOpimatBFeg/bbjVRf4SmL6DFaOIkeNPNPO6e7YqV2mwKIC9ogRUxFMWItStsuOKp96vTR5RKaTeKtkdq8Tnz4D7ccHDzyGMJmzHLqwb9uJxZiB7+tFvop8+Ywa2zMs65PGNQB4fAebmeO6xtk8wRecagU1OeMQ633+WO8b1fmZFCDKn1MtU+kEmeUxUBbLnXNZJt4ee1w9/sN+FCWb5TpLuhhR8i+dPFuB65w7ANo+tOpHu2tR8Y19iT4KBinzGujwJx8dKS//jupx9++lK/9vWfjw/+xYf/ePxPf/PTD//8z09yfz3++fWwHEF2Tq8PyXmD0HiY5Fu7LVN1b91xh/bb5ihNLqkyyl2HbIRxJQ0mbJf4Gkhxi4uikBbhTD1peokQNZEqj6SnoQVJktbeNbYRbdn1jzcRFGa4maUqzQ88LNNnclZu7PHwK14V8ghGI92OfZRB518u+9+oJaZL5IcQIFbQUsnCswqqsfLr3ed2f/d4gsOMH2kSYT/wOYWvXikYFqhqGM9+FTR8DdSb2cNl1EGfT69Cyvaqe7SgCGN9aCacz3XrMbiugA2UgW9hKZ/0TPjpHz9+/8v3//P6t9+6MUICNAUXZ3EbQRDH+oe4sj9OgKnRXnEq3KIt5QZv1u4Xt2OunuYn9nKzFgndCgmLpKC267klJgS6sgXDB3OC5QhNLMeUOelVPDSYGbgEstnFxKG6U1fIfvITQJrC4GSP1zE6gauhhw8XKTpFbENBul7RiqyPHjs5Wt4NCNQmpqVHr5wa6w/dhRyUIQyKZOTvTNE8/GJTYIUd4sVRAa6kaGNHilS3jdAm+9g4eTqrC71PsaCqR1N6s4DdoLkK+CTuG0B8UkM25JPks7fA+gUw1Q7FN76CxPnhJ1O+ycKkrXK+sTDx6eVvTqVknDdf6xUsW/9sP49vycuCsbdvQ2VIzSS/QGTGal0swizoKuQp3+aIluXPzvq4+V7E/Hbe5yViOPcP4r10KAo3FvbHsD8n1/3Lf1otcpeXf4xGfsjedp3KyYX4OBnbZMo3UiPtOXxlXbNOsv1rF22eXJ/6S+EpNmTFwrZukbcQ2HelfjzDK1F9XaFCFXZzSGqB6SwsAnuImdmC6gxPj6zyIntpVGKfaYrkLZeytUlrSAH39kcqpD0y5kBK9QrmQAZ52GCZmI9UoCUgIrbvNvf0DRUd9j37pwXiOr5bt/sDNqiU3k4U4hKz34yTCzghZiJLl0wsPcyO0o0eLh3ghHiKCjotNwc9Rilff93IdSotUTGM0B/c7TXK7jdB1qTg0YpoZRakQX3hgDdO2gktxsMlpQ2xzOXNaPbY4Smh7oV9iPUk3a0J3WixcNG8HJ8Ijm6pt03oLs0tD+ZEXxF7Yl53hXTySFux0ox/hb0UmKy9ekoY12M9PavjpfWC4UHbOWI3eg09diaW6IT1gB1NITm4K3tl2fdozFwdtOm/aXX1jRzlfTgYDWZErwBy9ikbtAPhKd4T/0yWC6QOtmrMJpjrYMr8HOlJzQ+nMgv7OXJUJxwXlavR5hZ2uUjujXkBJAnUYVfDGDF/WQ11h4vqnNyOR+l+sosirj99jd3JdZfQxU2VKdH95ZborCt2QZ4KqLQkBpmmY2AfvaU7rPr16b21MgUe1q99C4VApCyAuAoo1MRhG7nxpGS171dB4LGm9tdA1SvSPJtKuUOBMBkDG4C/W9Z6jKKYFcpVHUDin7h7rd+UKdhUjsjkpoqJMv/itmFjdjnaWG9eGM0wusy1962/0tl+1Sd2wf2SlyVe05JmQgismdK4pV0LgtTFas+X68L9AdP0lw+Ypn8lmKb/20CYH/B6cGz/z8DrfYto+hb6k0FH03/44dPfXs/1NYAyv6eXvzmW/i92Qa3rDKj2qQtqc5EQavVmtYSMPjb2EOo2zGdT2EPomgHcfXOOKs/0WCNcE+kHiwlnfEOoHSpYmB7TA41+sJYwYMoffUUNdsiW+Ly5VrGkFompCnrs/W6ow1evnoADeZ5XYWzLJomacEGJOCH+nRq7eEHxjHe4oA6k+cESLkr/v8QFhRmfsZdavO67YC4fXAiXu6O5vQV7C8r0kUkfMUXHhaDMGpKJS5mCw2XxlG+wLE3HhWUx62c9TqAPkpRoZNOX04vbT6fQizwkqn1MggIGz2E91isw3aBEIlE7XSd9QC1Xgv72K7Mku96MEx2I9IPFhAFXWlpn7hm6u8IucM72gRNtQNsDf8+JzBtF1ySR2cMNrscavQVuicMCwhnLsKkgdc3ljRlVg3u4vw8rCQN+uIEo+IHIhFMh/R0S58+M26o8MGArmZvlYuj63bSJpuNKW8K1WL1145YJ7hdnfINFaTIu9cVExpsqcvU9vvz6exnbLXNaqePKzOy4864aa+6//nUVas/9MmpFDesky/fwi35AWRgssQX8F8IfTm6hLF81dkbFxsmtYYkMbavGennHQsi/B8ou8+Lwi35AmcGLA/f9YJfCqVyYuJYEIjkXLAFOxaaRQQUUOkivCjK8u2AdftEPKAuDJb67YAVpy4NUyFOCgGX72O8gWPoX/YAygxe/j2BFKVQ7PtXmgqWDOx2xmGv49Nj7C1YcYLIcKAuDJb67YMXYy+N78KbF4DsVauz9Bevwi35AmcGL30ewpJwIUxOk+tfrDyBkDaeKLHnWCUxN6qhe8QXYL9jtiPUUveeCwJBYFPvYSSzZI6QRT+HaHk6wS9LYmRAG+5iO59OO6cWEM+7h88wRWhXtEachOCpjPiwmDLjSNqu8AMO9pH1iNVAfGwuK3syzKQxu1IXCD2QnDITQDWj0vJRwyjtL89bNAegUyaZYJzovE7CzZKcgEKKE8RHeWZIAN1iFdHJqaWX7XMn/tbHit15H1jVvaE+rnmDgOkheM0oK+epC3uiFLpF0KzojhVJQOyxT7MrvR4IjmZcb54mFhVwLkjCDkfaQAilrYd9ms89lCh+GpXDzQhnDTXRbV+DKQMa+r3NR0l/vBXUb4fCENGhsnjZKDhRALIyMq7EzKlZVd99MiUxw4YfT4ga/6AeUnfPi22O3SD36q9hjDO116y4jIH9NhHxzDK0aFZCalcKLcVtsG3olJCnTis4UzOChCSYYIvU4yNg4BgikCYIGbBtOMgfc9zIEJ1ENaaBhbKTixOWEZe7SLNi0BPTvvX5IVA0G5t0AiyJS42MnmE4ERoGoVOCGWxq63W9PzxAMJUN4csa0S57BjmB6hUdPWPqRk+7Vp5UXeGsJ+9f3Rv9eM40xN0z6yR4JqOYQ5lvW848Y1Cv2lyUELMhmuz/Bm3mTAlDh7AlchUBY4HUoQhgpM3zMqtrG+D6EAV8/abk7wNBZHT0810TnVf/YPjHTtbm1qo5xppD67olKMt9EBUp3SoSiD9hQ/HspabGgDyPmXK5kFRvk8RklgaMjmnstTnvM8xEtdETXQtshrccQI31+QLkPtKbpXB6dTlBtyjMNIBPTRE2VQjxQcmKI5OHn/ICsy1zQv+eZqnMuaJ573pkzRWWGeCu1kPrvHJqBILeCko4gnyvATOMNxL8S1pfL7gmXHUIt29aPgNnj2bfNH0FzgkT2W/aP6y3Wrtk/PGFu/8gcBPc4jAUee38TaEhF9nSIXF67k+O9raCYGMr0/pSJHSTgURgRnxpCgnmFaEgC5Yb5pnrs/W2hwy82KhiBRWBAMnhQ3scg8kt/2z09wzaJXL0xIbl2ahPJnmLfpAdIGJ4hvffvaxZJUBxxsx+HBZuF6ArI97SMDh9+xjTSbQWvGUc8Y2IePRoHHLf2jnk0OLpT+0i6y2LAR9rH8sn1dHLfy0Q6/J4f0GWI5/tZSXIbUg8jJTSWhL6foXT4RT+gzODF72ErxdDRJC/aStLH4jhjZioNfuSWqeSwq62ZVZToqrqVat2ndzRvE3wPk1CWSYtRSIJM1LNWr7dp+MwwZsqjp2vXV8NgEChC6AzNUxiu1FNORHcDKh2ixnrCsmPEdL2YcMY2jLiob59sy6jhj9uQbs9ZFJopJERvzbNm6U2ANDfdIpzAC104gSd6iurrMbVQ2J51AGdvHoDDZ6+eggN9frAOY3Me9g7a/WsmGIXV7tNAG0MT6JlL+O6JHrmKoY5J84MVXDwC6sMXD0BivwDj1LKyUQJAq/wNV/mnDGi83k/fOqDxcdQ/jvr/taP+Yap9mGr/NqZaQcQ2ATKw8oAkTSO+dUZ9/lkdjgZU0YxvWR2QHBepmdfc5vD5d3tCLDaeFZFEE+yIQYQn7YRAJzg05Y0zJmtiou6tKRXMZZyRKCBD/o0zZotiqm6tijdaGGu1e2RZemLGsliRmQFROOGe9M0oHAjTM1PsVQ3IurUq3ukpjSxOz0yZLGtAl72uP/ox80rsN3/MaPy9r0PZTdAZpaoVc9FlrEUGmu2DCB8dbKghZqhjuMeP/QQSQLzKmX4/cBSijnkwI+rHsV2BBACBgjCpxnYbv3VkjBprbJ7yY6VDLsKGMFCnNGS0KXDcY0ogLTekADIicqFOtWXBJlMFYtT86wuW/UttJJZPuZVLZ9fuV96fMFuPSexRoDKp4pcvUyNNaSOKGyDwc5RSl0kMpWITDWDfsopPiciE9/EwpfEc1DFKqlP4mDrisWGswRdoXDqiwg+oQAhd6QG2YdzFcztdoYIKVX08tg1mIhiwVcawWUQdIrRU6TeLu+Epu/aRBTChIRJ8ooxhiYyMYceZTQnqHgRTdQU96GL3+xQvAFEQCP7gEbXFMFzsrfB6hBbbqAio4YQJgXorO1U/2Enwvc9aP5qYeV62ri533UAIb0RCb6mqScAOmTJGbYdWOpp1CJhQyqwF3up6qYLvY3RBrSqVt6dZ4bu+DmFXqT50GofcmsnSI4C962kvel9f8JrUv9eYQJtgg0nLdxEwxCnu6t/nPcD6jcKFE11YTikoTd90Cgprx1L4MDhqvynyiochToqfXMkdPdv3MYfnsSTqQylp67AJ2Dimw7We/n7sReC+jwX6/cCdrRfVmLhlPZVuTjTf1DLpVytfxwoMGWNR5DJj0cSIISNjhKbtwqwdq6CW04Hw3I+5+EHuVZ+rqUBgWemaaJdRuuIIO8N1zM1OBBfmCPMpO6BuEqKbC27qRCp7tlBPUdiwKawMoekiRi6m8axdj/cc0MXW0HmlhuuSxYOe5Nxrz/ZTEagURiHUK92QbJslF6ovkzE6GDmTzVIYHEtuKRBIUWK2PNZPYynro5UikZAYRaWXIao7AhH/+5CRJRLRXMiRKouluxlm1OrfUxclXxNpwoXQUmI7CeFlQAEGQcQOKEQBMWGbNJ9z/bF1yMmk0+D5qu4VdU0YF1IKKz77iQDP6jF7gtORVN4meP2eWvE1E8hYuHAe3QttwkLRPhnDd0Q9/ggOvAUqkNvKiy2JAwR/GSOInrRy771FwQWri4p6ZdeLagK5k1Yqm3w0IUUiyuCeciQLckMEIiLMtHMqZMKnwcOyjpWARKgaIUVEDkiEx8YPAyIQm8qlFnTsRKgEyrYdG+WPyYsXYUndEmZJhamjGHUiIiEvPrq+0ht7IXxv6eAKYhkncXDpmr3Rbqg02NDHEFqkHgNMKdwcNzF3U3kIVPgvY5y57nvx9k7C0mXEtyF8UG3LrJ94/XQiLng2Y8VFjRqKeyCKvwWMyD504k112Nd3NiMELJuuM6wGHo8ZxwBYfYGbMxKV529T16HMQWWvx4IaQxhUzyiovndDDG3Ivu/ql7GUSPjL8uTIdbgpw7sre3wbbuhMZxIcqzjPT0ORcrhuNvUAacploTwN6cw02YfQLX+lW6i7qOgbLLuUy8UDEfVyobbkzs9uvdS7y/o+Rgn1dQzxBaQcxGUkIhE2nXN55ktOiYBiXRpoesTGk09jl1UZW+m6mTW1ka+TIVrHEKv2cRES1l0hkBAnSOz0Nlsxmj24/rFIWowQehTUMSJC/aBXhFHiyNSDlxcGK6xj2HBWxiiLyeUBKmQesCLNLCFt/TUqGEXkUV5GVERCvnhYJnQ83JQXnpvv1jEyjEOvkNCPZVIUTMTWWswbzwOKNeXIZzRHyoST4gP0Iq39Pdmt89kbKVEynozxZqTur+1eXSp6CYT8032xBgmZ5KGDd+n3MoLh6N/znaqNuJAnz6RBsKM+2enWQEfW2qsFjTtrncUc89r7GCufBfm180YATHIdUaylCugKRMiJmHhV69cLuY8WjrWUhexReXpgCpOcVcoadC0KZDiQEvl2F2oU6NDBL8qIwj1S4EKXVpm6lx31xpMx8i4PUBME0Yi05Moxpz5mODZH3lV8HNSxnJGIdaCqFR6q4sQUJnZBc64MlENRcXbFCbQoH3fIyIaYRBvSoFl75kTGOpbp1RoHr9YwSLp00MB85PEP5G5XUQAVc0iDC6OgPVUvDNTW065UEmRB6IhHMAalYl3IpVUVU0Dv5kqh+R7DPA0/MfyTjDX9pUjACtY1MgmRDugaZluxDl4Z0oiEwoCu29KdBMwQkMJ/oKA5a40YHPlXxVc8CERiSHjzxARBBSIPRtptXSMSSSSMqvA8oRWKxTSqZw4eiPBxAgY2jsiyi3UNnGTsM3l5nd+of4UU681i46157yE2juioMhaQCkF7x1sjeK58r2OzrI3IrlYRNyZixehLCByICsrwDH1sli+RejNblaqQ8e5aM7u16tcx+OBC7Klmgcas3BFixcCcWpVedINfVLygmt06NonDVPVGr52VPa6SbYOvz/pxDJCKBNAzI/hZlHZdORhUx8jPqB1XSjZXvDbqGDq45IRMnuH169jNUMbI8bstu8dQndN1WL6MNRaSUjQJCW0Dvb0x8pCMIXLvA3UeiBA4OzS1y6SHlyStISCWpNJhdYGMIQ3SMhkDlAs18y2zpj+PbELKbots4W6pv673qJCjahcJd8INmsvsEt96r+9OQuLLY0sUu88r+enKQqldJczU5ZY4fWAbZHbVMYevroUcIoNIcZUFu5eLfDqQPDISl4yRZ2hJfDarsUlNMvwyi9VWOqmcXlyRlHA6CMpIoh1e5PVepcffFI5Uvk4vYLFHSShXwtOUW3vFJ2hY0KoS1TWRyh7v0zSQetjIrJNvY+KpKOcFGVHHJjRshKUpY9g4xS9L97+4/nEMiTyu9sE1bp9Pv1DnKRlqOVeNCDYvDz/oB4RpTpj3p3w9JKSCLUwZI+MucDzhcZ3h6y/MvBKCjkPVokugh7CMYZqTCCHLJR6NbZLrJcjFGMSXMVQTD4RjOhqFQoUPq9ojFW7SxNEviQwJac9CICh5YO5HRIx+BE1RX64T1GoBL2pJ4I2EnpjRadhILKUNF6psRxHs+tJ3E5lk1GQZW5ENbuF2O74/Nfe7c6OdqHen7a58fBrr/CRCgwIpY5geXygPVoawpyx1lBqQgIpSxlbcCPGCY5nCSjeGeBoxD3aZeCLk05iF6uVZiRQE0tXVNMAc/cJ+iNZg8JSA3mS1E6Asq9DHMM8rc6yzOzXacWhBvFMKEhd8usR6wTFs4cYVnxuXqQoI2JQEvLW9ONSwLN11S0dlhaMgyP0LFEyVo8TpCBI+v2CMT8Yog2Aj0Dm5fdEptu0m6CkJhQrd/aBVu9S1YsHwxvl2EvJ1aDbI2IEP2HWBi+eOigxLaEPf7D7Fwix6TIFiSBvlSNaLFZ5lpl9lDgnU+kLytDI8XSH1Km2i8IG258kYBFALJcd2qGwwdURN5FCSZxUd6xkLCvc4yORifRwzVCwbEbAmzux2+6VjnGp8rYsaI+0eu22x61Z2uqvU5HbBbPvlbylXJCAMdKsnX5Z04sErToXydwpaIsIpBZ5yKGQM6yxkDJkg0VJgQo5ka+QweZhpZIROghuI4kINPyXLFIsBPd2yfcgwd7gzqooBNItr7Ut2/Hu+UYVJtDkAOieTwLFJGSNZWNaeM9K5gGgMdSMwiyTPKh3E7sQEThlLZHcWitVLKBsUfGZgxpwnrisxq7Gxru9IeQfzG9OK8qDkxOFFW1pts2H/k9m59GiGfgeR44q9RlLQCIqxzIA59KtLvQexyEFequThXvIwPpzRlemXiaNCvk6PMddTndT7nOKiPlDfj0eRINKwTtK65ePowZMx9l1t1BlafpASm3wYuGwWAAsduirIibdxiFj8JbgfYilTvUei9/lWZq5+sRCJiJWTN8S2RLFchynucDCmtTfbIHliYwUlY/gqLdzBTIo3uFx5UjDMffG0t0578LD6pyq/Zh90Ld1s0q6lZ9tQqB2OjFHK4cbugV6PoK4qKtn2Uwoy5Stsg2q0jVMFsiMCVC19wKGdAAO5oWzYkM/1F9DQWM6qTq+J4mYkAZeEnVwmE1bVYGg/cMV8VUjN/a2feLwh0i2i1Mv7jFEmmEnPSGnNz8B5AXze+j3wdSQaHAhbd6GM/tokrWAnmxh3r8nwx3hCSROzQAwcUD2FzWR891aDYOEThy+lPnTy44N48xqxtEjK1NEJ5akcHIs4pGzJ4JQLqfuTr88ob52xvRiSNSLKnrAolILxBFJy8tpATS9gw6Dk+lC7aTK9jiUsj9dta2p2SkAhbApXuJzLFTLGt0yvoq1QFFeuLQvIS3/4dUjwWqwZC+Md3Z4hD3DbClj6w2LnjDz+wRZaIwdMfGSwOz8A9+9jZwcyEDTAGui5uHouh9Y/p0nAaInfLFyg4AnVevb3oIufmNByIK+SZE/IoVvMZzOQ7ylRtonUocAbWQ3plFEyggtaoHIoTdNH/5j6fexwtVAQWdDQEZgjUUSCSl7g2lqohyPecybIVVixBUByVg/6R+0E9JTL0CEFNTP9BPvADBJXaskketo8it3D1bekUHqeGvrN4ZcPNeB39bT+sW7TgkRkxoYQNYYlr5KbipmiD8m1TRNOV9VDBgkuU4LHYewWCYVIwEL8rDocKhIYEiFzDpjLE29BLuTCw1S4ao0RBK6KKOhUcuxToMqDTn6/eALzKvvld2ofPpwglHHlOZm+j538/OhpLLcrppaosU6EZ9RihFqeqsbDr+nYM1Ig+HWI2LNibcWq2kf1iLGtCeTLRMBCFYnbxhX4idwTkueO/ok0AeCVVCsQAYkTAAMGhklRzXl7vBpxWlgVWh1iuju5WVY2PuZgRmz1sifmGzVn8hmTG6wLyas+R/uVs0BQHn8yEIRibunM47f1SgiZ9CMfKNFaRXygRP8boUR/oPyfCdUHyv+dI/AvhPL/lz8QA/e//uu/f/z+u0+vKLbLf3368dM/Pn/5+ncfHT4+zv7H2f99z/6H7fZhu/272G6SaAAtkR9FYYZEPSqjYZci4swCfwa/kiM4fOZT0p7rO57hC+Y0PjGj7kC6uRKaYjNcJXN9HdqwdgJ/kmYITMM22SII3T4zxUXzoTwi7Ikp8p6398jDRbbga9xieCwY9X2UiRg+6cEMOZdWE5ulJ0o+PSMFM1g2oOr+DElgM0St9NQnFV0Dp5zF6ziQ7WJYKX7BKLlsbrYWRT/xSLoyFjWY4RCXgNhQ3FtnSAjREjKmimZYrN46FGcPgdtVFgLQgL7DhMX1fUTlXSJ8V87kvS6L6cdTn+36/ziByE3oatULCMyG/VLPa6/U2y/14rp2CzR2EprqCDa/nU0ZgTARWlvOXButxhrhmkg/WEw4Yx12/lbfPtmdEWYRJp8c1hIGTHEsDZ5lJpyJp5Vy1dtz7CsI2BgcgyMcnFk75LSKl2PctH9Z1zBlsF2zBxQPkG+PcVMBRzV6QEu/54wTVsPG5AlEErJETdlZUtUO2Jdp6WXGjpfvmUnhbEcss8cpYObXH07QNAQLTmhGiBPkLT1Hp5dzUrEn7A6vwsr71ID9FNrIWfA8Hi91/HskWG2H5z0LvPOOKPNMfjhh11QCEwKCmIas4uHFM3rYCz/YszDY+/c8piMxLBDyQmW6YQRKwvEGXwczpidVz9EAXQQkobCR3vW0nvsz36VDIh2MskxEJaaebrXrLkdHQw2pLGySk0J36ERO9HdfJyzmc7VsqP8zrnA6YSYkakoL/2dyeemr0/H6PXMpnG2JZekTg1JDnb/I0ak21/vtWSrO7y+/9RSXXctkUuX2s5O1G04YFRYhQpBUc7FyW0i5KfI8r+GaPj98t+/JdUfmSiDR01MqaHqEbegZK0uNves5PXz4dYab3ADEJUGLvcfX6VE97LsfyIdhiPwOp3ULHRbgdTrCf0NCA03YNnsj6rsAUnnvzyCi7q3pURZ2Z02PPhXWTZ56OdIbpiBZN5/1Gd5N01cqzRihFROWma4+CDymHnvkDSgM2GR7Aw4f3odm/gA3qI84rMR4oro8qJOTXD30CfSxsQzR9vAMStlaqEHFupLbZUW3y4E8P1jGRW+A+vLJ3gz8RCAcegnnjpfMaLVaWsKZdP5pAus//vKpzqtm7ucff5GA+vL5139++fzzz1//8puH1nXflF2VeLugQpwsEJqRupSD+vn///vT3w/HynHhJyOlL1Tvoao+T74szTjwyzFTJ0NJfCXErz528vGwdQTIfVIYhKeHH0+7PJ993DEyrl+5Kajuvqly/oPJcJ+5+aYa69nbnrC4twyR6Uvf3hjpfCNcBWq9NOAJlmSGzF1UVLnNbr0UKLnAL8eeiavlBD9dbU1q9pigvHAgggH50bsDWV9eoQqBjs0yvI0wVLs6zI5YixWTfPQzggYyK/RAoEUqSFbfF47SukZCDxNEYVNW6+uK+hrIEQb+bYQO0YfONt0xaGRg1IfBpyvRxxuXJDVyKyQBvEGAlUhgvYLealLdEP/Ulz1e3b0bz+Hgmns4+nCgLmpO8AqwlmBJgKtM306s4cPKjVokrkpI7w5wLwf7SFCPkYE+HzjpHj8eABthJH50NwV68I8/3voSnX28dwnr9x6jYi4DEH66h+0Mocy38uQil47aHqbMLnK3MbK9S4N6mGfucknEx48vkTo/PXWXD9BCt47H9qabXJBJ0Pgug4YTT9zjayLVqIbecouPvlwY8OL+Ha4AmVVZK334/hUu4GsD6UDMlGducMf1kI9oPNfX3L7CpZ06aoCOsPv8Fe5Uj+SLV7hrh1ut0uHF8swNvqxsHCyxN7p5/goXPBoQJras7l/fWyAMwM0T8uQTl/e2UPcwNfSGy3v0YU/9R5+6uwU4HAvRCzHjuZt7WRjlRS6ZS5fr7OZeVnotuAGS01MXtzr+/eOZWkC/w80dKSEqLtADCy/u7SW/bUKegSYoiPZnZ8yI6nff5WXEl+MEKei9DLEzYLS8YKxwBzPuiRk+mZmAA849M2VGF3N7vhRid8l7Yuql4H1vo7m7BTe7KrJQNuFmFiAMfkJO+xF2aT5lwT4QmB66ImbQE1M2Z8cCiSycMEtA9XdYzRNm9L3cW87LPYYxPU/MmGy9ZJ5C+AirVT5qMD5qMP4tazA+auhOheqjhu7OEfgXqqH7Y8N8n3+UMN+Xz9/99OXv3//4j788gnufP/3X679/rkz68nXetw/6rRT0q/KdLIszN3jt52cIyrWZZcBk0RTbwA8dFOYilZWr3r15ymxlA8LurWxNL3DqOrj+WBu6DaECn5mSJ2moTBfNMHGyPDmtLQiUR0tYUJYToJXBL0gLlcuPmMzYMPSLn758V//vHz59+cfnv9Z//+t//PDpH4fb+ks7Ezu3vvyGIz//7+fP/1RTdwX5auzG7lT966dfv//5r19++uVRnT+0/jK0yf0GFPrS/ZwXKPwXYKK0cPzWJCpxe4qLszLcDd7jzed5+h4HvbViexUuXd3wdZ2mdbswZYsvFsau2Ab+bRNWxOie0kQzbFZHtJ4J+Qx/kWZIW1FL9/Lm3J8Rk5miOaDq/oxk36e8OWHDpG3L86GaV78KNTZiAr8BTVgDlJ/ivYiOhtsTtmg212GSbk+QU2ZJdD3pHgR6veGkjgmvwZk8Ew9oV2FJ9AsTueEJE9FkFtyeMDlgTBJNsO3XDbc1BLASr99Bva9Ou4T6EN5CuzeoGWEtUWR+C6UnL8m3EBhV+/Y5hTntfD15oj5aOL9+riWvLNSpRI+pkrEF4Vc99cYQYHwrmqs/vB/oDUJr+L5ae9bF01OILk6IXrm7aA7cLaM+3jBcXvlQwH1VekMW1aviWGTwbSQod4CRP6uMd21wgULSFKamWRasi/hjNM3aT8+fcxc2d+fNMFU0a2/01ZxhvSC/Jeo7bgX6HmpGf/eiynCDUpPbU+Zaxg168kizJVAyKs/kX0LJuN6u4M8p3loRvLuS+QiYfQTMPgJm1kI/AmYfAbOPgNlfDgGzn/77lz8sMJYTQWzVIQs4z5WASVIp7htx+tYr8HCzmiJLZYUDq62aS8EkqlBmfyyQBIqRnEhU1SOcLUOv97nWgYfrsRXF2+ZVwq5JXIq/HRcWVhM0Tbg9KHa24nshImpGb0h8ym7oFhNtiELhdjzayKl1UD5l9vEnfLyTZFp1WTyqIclct2SIZ1Qzftb/LJHhf3PGo9OFyTki65kpztsxCYdxzY1edlZYM9zhNPz1hGfBYxfH2xNmDFvRE3Xvzye8daon9jPM/XhWfDwrPp4VH8+Kj2fFx7NCPytyi0moZ8XPX+p/1wts+Z+/XH9R9G+9+UVRtt60fDd68wQapbTukb0DXMtv6E3g+lBHc0m90kzFaqgvaCrYyxCb0Knf20lYqQ+eGONYx5VcTzFoldoKG2InoT5HbI0gXcqAC9WO2pMyFKRNA1dvsbzCpcdiBFF31HVy020r4Y4taytq7EcmcPlzfcdgm/bHuw9ICNukT7vLXD1aH38thtDWErgoOBRu0RpUXbIiYtLC15chUklE97zfuq5QpfvIiBj7oWjykCe9ox9IBYQNsjYJ7DHawqDHkrKJVCRlF6uDsdqBijDAPgkqiBU6y0jxZ88bImmgQETGTA7eD0+ghRItIWgtKXIkxCdCAXx4PZgIkwJpiEi12NQudFMN5Nvvo/lXFDpdoLGzq3clYJ61wxI1BaW0r+uf9sQAxkEcqGkzcyNSu4qqcqwUHtlEbGy4mOVLomjQq+NsIHvZJ8C+79b2eEY8PmC2CYaEgBgdSapiYDpLEsNHVe0VL4eVNnKHbYvJ6RJe0H3mrdo1aXeNJZwOECAg72ejFh++pUOMrbeEzRy3XREM/17UBCZ7BKvxtfg8IN/L3QBeTtRCw8e9NHPMZPLkxGSW70ltPeQ6ZVC+xwmbAwdY3syk+7RiikM3hcY8Lhi3TvElWxloHQKox0eX60pDUDuOBGazy3w9JnCYKwWLCRJRmQwU2j0mxC7LR6LkAWBppXrBg3ctY6ts1Bke29sIiJs1Q5BOAcazreyKylhRmk2XUYxket7yGan5LTFjBdU+cQNpEugTytr2BM+iH0LdD5QBZYMudPWlXwdf+pW/pJw6mfA3DpRd5cHhBwcfMjihWf5GDw0Li3+xjaHk2Bjaehp0510k34V/gfda7DBaN/imfswPiLIkaIAXoulk2s8ODeN/ebQH+2oHlP82oPwyC/pPMR8tsUkEydRpDOPd/5NETP/+6ZdPf/skpCxfPv/wyNj59MPXP7ro5Fheb683OzkqY8Eura+fZD6tq2UeYcey7ylgO/L+Rngr/cttx8JC7oUwa3EePTVykacxnNh6nUd4xAXVzW0XtaWHQXfCI+B3kLxu7Zptp6W0FOSAI01eVenh7oxTTWF2b1yxsSkKRKwv/D1WEha7gV3pmG37jBWA5aiPTPfQtDPsX9Cbmigx0mkcCH1p+CNTBIkvmDLZiuZ0aiZ2AthYJAQLesNbWGwgelO7mSIfoPs/3onk40gveAnrH/SdMHzWpqlzocpYQbeXoF3jbZZ9Bz5Stwl5OGJmBOxQ7LexQAxzVW623PfSR+oYiEyW1Tr4czwFw7ZbiFOaFSyXkjS4Z+pzCjHVhM0gojFB4sjISiugNh/yj178qJBOdtWhzPRd4609/aIrztWMecjDlvCW63sakbvVlbAf8KUvuKu8BN5IvjlsUw0unqqx7YtHAMIIu1i5N5uEroTv3r/dOcihS+GzvYkxEiSopPrjHiaPUhQDulLr2Wq3Ub8zk61kqnguyIIq/KRk1FiTY0+AeFWhBDBYJ/fJ4cNXz54m0KuFUBmKpwCWHFHgm5xkhoyPNglxYyg7cWUPRCfAJZU3uqOK6lWzuysRfJUPX2YS6tsYDd1Mh09SUOClsS4t9L0T0IfOzLaCZVJ5oQB65VOB9evf8u1T+POSt28qH3nlwfLD1ja3WW2F4AV1z1EVzwLlJ35ws3ojxBbVab8f0GrrI233Q7vVf+tswyfW9Ayon/KNnoy/zhiu4sUC+U+qlei+ayu0ViLmL9wsK3V+hPblVnvRH1motkKvFQv966bFLiYBevyXDhds3Du5Pw/6puG9wxeH5bmre5WOnrhi+6AHiOsPxOyJUyYxHnIHRu8KJ3Q/ZFNWy9gSo7gbOlFZ57h2x/RQT+5FgZZhrLrh+L4mMoz72Fm4xxNYcT2/rQJ0l73cVYob/JzvZG1EwjIpURK4cdgLuf1hL+SMootFDDR8HtSnjYcD6KxGRvLdo/hIhxVbWeUmAe28urYfTVkX2raqhoHckvEdIaF486pKWy+vVF+B99zgploD3dZr5psqT24qsfPQXhDbEo2cek4QqFv/3E5B7B7rHlu0FZYcN2rekDwlcogZk3ALSk8p2LkXMaFJLrWJ/sjtiaYtPU8UFIZqXiinqg5FMDZJ671n6purLG76ajyBVqxqItuK1/ZY7h0u6f38Dolv+qv7yCzvTRPnB2sIA1Z8pL0dyP3Tpr19pC0DS98rbXmgGOZpy4+Thuq4+cAV3WrsvdOWD9++KL4HGv1gLYaKeEva8jeJbAjI+uuNfIxs/KU3SJP/81pEI5fXiP+bIxr1eZaO5lZ+MaLm/Ofl3p97Z2aLFAWY/+QEoN/SVNVOK+X64vnPzcXzn0/WsikL7ckJNxa/KZyFC4vnPzcXz38+WYu8tHJ644wby88eRXM1N9OjnN38c7eZi2FyaIIpySvKmkme9PbY3vLnk9UwObdWsyUUHpO8R2+c9Ka/n6yHCbq1noEaTCYc4WBCvjlBEq4Ny4L15u0JtIZ7qnbCgsEEmwU8YbIi1p63J9xiwUAl2iwYTLBZwBMmKxqo0PszbjGB9VyPSV3UpLcnSHmAsSQmiSbcU70TAlmb3p4wWRGTdGtFrO0mBA4U6v0ZkzUxUbfWlBAPSkKM9uubElBv/X1azcQR6Wuzvm0CrcDEaXUo5BMGDCbYHOAJkxWF1DtvPTnhFgtCwVMxYcFggs0CnjBZUcJM77t/f4sB8gi9x4HRDJsFgxkzwfYbqrf7M+7xQdfIXePDYMaEDzxjtiqJu9zTITzjHh8kyW7CR/xFnjHhA8+YrSq7HpV4dsYtPrDxHAO0WJ1Z28KFWxPSatYBsLV9ewKt4Z55PmHBYILNAp4wWRFb27cn3GIBG88TFgwm2CzgCZMVDYzt+zPuyQGZPck+3pmskrsTUjYPN1FEf2+aPYFOqk1fCGRj3J0wWRCTdGtFYaODZxMYEU7p7t9P1sME3VqPIIfeW5BEt/Gg354xWdSAqnurCpGUw4TGek7x5N6eMVsVU3VvVdJA/h7n00ZX8+0Zs1UxVbdWxe9/IdG6ysjDcHuCEGiocSaJJtxzSUwIZA/D7QmTFTFJt1bEr/8JgQMHw/0ZkzUxUbfWRC6DuuvZevzR34d7f18KtAqfeRhuT6AV3HNJTBgwmGBzgCdMVsQehtsTbrGAHQYTFgwm2CzgCZMVkYvh7t/fYsDAXTDhwGiGzYLBjJlgs4Ph/ox7fGB3wYwPgxkTPvCM2arYwXB/xj0+sLtgxofBjAkfeMZsVexguD/jFh8GaRneRDMZTLAbfw0yOVpfu4sehtsTaA03kzNsFgwm2CwY5HPYK2IPw+0Jt1gwSNGwWTCYYLNgkNVhr2jgYLg/454ckNkT7eNNHobbE0oyDzdRRH9/zyUxoY89DLcnTBbEJN1aEXsAJgSSi+Hu30/WwwTdWs/g8T8TIXYw3J8xWdSAqnur4sf/jEZ2MNyfMVsVU3VvVfz4n9HIDob7M2arYqpurYrf/znOmh7iXXt3ghBoqHEmiSbcc0lMCGQPw+0JkxUxSbdWxK//CYEDB8P9GZM1MVG31kQug9WZ/T/57/29v99s6DT2MNyeQCu455KYMGAwweYAT5isiD0MtyfcYgE7DCYsGEywWcATJisiF8Pdv7/FgIG7YMKB0QybBYMZM8FmB8P9Gff4wO6CGR8GMyZ84BmzVbGD4f6Me3xgd8GMD4MZEz7wjNmq2MFwf8YtPtCrZ9Ibmp9VtydswVwRUUR/f+8dNqGPn1W3J0wWxCTdWhE/eyYE0rvq7t9P1sME3VrP4MUzEyF+Vd2fMVnUgKp7q+IXz4xGflXdnzFbFVN1b1X84pnRyK+q+zNmq2Kqbq0qRUS/WM5/jP84rNCL9Thhef6PVT3heOH3/rrVE75lymQBAurt4xtnXMY2lUgsZKRbP+Twh+79dVzsheSEzLo/Q7hh7Yh/w19PqGFm0oQ/D1ho/c+/f/7up7//Ua0V/eL3loVNzlvr4Z1bCJK5eMKv8EsgPGC/JOo7UU1oD+AIQcF1h3bUvJH84JcN20wJJKl1CsTc9Hdm+GV5AbnrGKOnjHHNT9UZ46gtyIHpO2NSx1T1jVcNMyqc7Y11y0kjyOOx9NkuUl0jQsDJ0bburA7yf3lGxO6Syb5JvVte1nsTFPjdJaLE0+HvzajCjVoYmTvbHMROL3YDryo12NezcsZyBVdW5+M5eUBEWVNKg8pvUxLiv8HDJlGHUgGYsjLMuJ1rPfEzXNBIM4IlZqsb9Vc0wcCkZ+zxyG/ZQpmGB42nS7AOWTRGCrjyDMK7CoQpHglIJ5aOq+foy4f2S4i3KKhlzqZgI/QzQekC3LHkGJBeANEikpB6vywFQ2uD4YpEgp5N+PuIgSuIhIAcI3BfCPYosGBwivHH4epLHbSy/bj6bgN9AigYp0E7G+ITxnbox/v92X7fdWaEth8EuJb7ZdIoWLnFj2ATm5ec6hrWBHBliPDcoaYbTu/St1rhMS9w+ctYmmHav17dnYSA8Hv1cDX2qk5PDeDQ9zHsQNaGxn4CPuc4wfTk5I5y9zrdtzf6WPHzjIw4a6BYHKEa0oxriiWxZgm0rwzMJmOZ9jVjUHEgWqxZEOE6qU1sJBCW5eNNQs2jIuzTQK8AjrN6Jyu0cwTgfdxP1EPMdwuhUbBM4DxTJjikVAjPUE4uHvCN8DQFQC6gcCd8KjNEIPz8Rli6akj3PCmo3JUeUurVTX6+/5xvq0UTOrVyagXoGKgHgOAIJtwD6URnqjjZA1Sy3dprJATqgvDoCY9HIXTcuE6CQxQCJMG94D7E3tZdo0SiHPiN4eekpSKehToWzI2QDHRU9N3lq9QsNX6t+oyA973yQwYau+Rf/QBq++gv/dFf2ljoR3/pD6DNPxHQ5rfwqxbfMobQr/r5x7t+1S2sr7bRm/2qkgwFfrEt7A/QsSDyDLHjzS6fqWAIlqdwu5RMHcFcidRkSRwo2LtYfb03C6nHFcRCQqnelEm39i6QujfbAjaW21bSVeKHTUiE9E9ckQo3wVB/OK1B+SwrtW2phkqHmd6nqn4rjQgfmQjX+hmcEeG4Z68AtiHW8KBNmxBGvVuWxG6FLU8s3gcslgciPKPJ67HfBnvZuwevL0hEnjU7PPyg4mnEC8wv7FxIg8ugXi64H2J5r3YLMJepmY94oLGhtQjPzrJu+TqSColtOeTFQqWXBC876O29bmS1yCmlJ8Diury+zq2fw0eIhERMyXQlUV+Nx8MeSJAXJZzRepSxfWFXf50C1IimBSVtVjFS7HYD7UQ/xv5KPJsy1I8IUV8abozi/ML737+u9t8P3hJxiphemPeVX+jmFAVJZ8GVTll7f3nucu+g5+xIP6JBufS2Yf0kqFZiyt3K7d9ct96VVsi2VtC/2KiIPQKpg2q4H6U1jldGV+l9gBoX0+zCUuEa3YjV4WGoLx10OwobF6BCQpjYfq0ybQqWvZLzVRuRHXR6xWY3XoQCbHy5ZgoS0VXYqVrocaiuFlJzymm9gEawJI0FUNOi4tGwVGMniVCkDHiKqU2kUwZ8YPOTVnalt3T8OhQl78SaUk8ngDUsDprJwStKmucAokklNRlaLseCTe5TaT2xTqcUCKl6DwcRvN71WgxAmG+9sk5ehFvzH7cQejHblUv7Dn80gkNvCnZhX0tyvcXkK8tXu4t13hCoYIEuoRC9lHRorOGdTJHMYcTOS2YT8yKpX7dmrPXycfeWskon1ZurL54wUojBdqUs45/VY2LH3EqO2GSrSF9QsAyFOLBOU70+FjDJUpVlespWg97qQl/W5jVuG5K3F+PElFAw+j6bkVSAdCcr7++RM9akQs3nSq5a5P+x97brcttG1ujVzM/oIT5JXo5iK7Ge41g+kmdi3/2Lam2iimuBAJvd2lJmdn4kMbzBLgCFqkJ9rPKwN3bfnW4EemrTNJPLvHFAnROOERvTdj21RQmtcLZ3uWrNfNPnt5c/tPfVZumC19V44Ku1BNMPmk49SYMv27kYb0Xt1eP7RVJLEQSQX8FTkOLVVcXzZ7W/l2qFaHMwHat0Wxp9Yy3haNuguMt+++BYiGxLo+elhMaWMBc96qtl/u0l0jbOp8/v68QXVhZJh+P4cJD3i7DGBI4B7+++evYC7MjzjWV0DibLWxAMT+EntH7NWDumTafCM6jXmm6PPh32JKNw2ZHmG0s4yf4gZIasj0LGkn4sZOz5wwL/Ck1m/D6Zry88YTy04lOdvnwom/D5678710tmWl5snIc9tJnKPaQPQ087R23duFmrkJ3////3+593qpl6Y0qzvUhnSB2gHZi8+OGZVOYyabKB5tri41eH2h9ePD74l0DtxFvfde+W3mcTWm86YvtQw72TmsB032cjtVn13GLXz4NdiNWQrh/2av25+hVQOD6DCYnfLRYYfFfKuiFTTLyg+OEEXTCRHyLJOZvHWb33NY9E/eaQjYEfnuipb4bUt8BpVWgwnviw0wtZfXHsyIrwPMEPe/XU+bo71TSojlrd9uqnA8A9/HCmfl/lsYpBPkz+cJ0vLlovX9ls5twmyifZvK0HX10pvLOsDX85pZuXI+s+L6N2bK0TujvWukZBk3L1jFd00eXBEuHWl3NYcNeSpvJ6HDoUqhk/rH29ex/GPiesBhLeTh0y+4CxHKnd6zFQ68OZ+jzLucJ3V+hRyzuBSaYLypKJrryfIJ7A7ICZbUumLrdFlmCarriuu2pg4Qj3SqZSEXXYbruI1dDjCAHE2n9XR4y0xpxmUVu9jeDPFnKxTsa9g+0N4V3vzMQ9gZuQSFIHTvSQPty9TShXNiIzTJThEzRcVT+MTVWYeyHANRvDovPd2Ocz6cAMGsDaemrEzMhnaP91H4lJs5fqRuZesj9NKBon9urYTJTz1IQ8kUt76SUy89+PfoCwCe6eMNikbNI1T00omwSVPn4Cfh5NoF/oZm9P6k08tQV+VRVyMAH4t3BmAvlQWN5RkI9aUZehffNv/HDGCxdm7qnq1WevJldXXQR189dE0Qn9sEVvUpL4AlVc8N3ouNKgkZPSeDdAmveJ7076SFDznszwmoF7vBG0wTN8txwvZorL8XY3WF8EliPAgJBKGvxw3iywQ1ZD2S5rRIpNLr/HoQPnB96S+y5ZwkCGS2AJwe/RBN3lgzCb+r0PJuBWOXSo2phO52w9lFPhdwPZWgJugOrVafqGPrn7TBPJRyAc0nA+AJMvfaOzfAQfsWbI3J4J1WvNjrrnw0iwN0EuNWdT98ONnQgs+JYaMjH2d3+Lg9Y9Gc8N1YaQP93VpR58eCLDXsQRv3HQhKF70o2BV2eauikXEBiYo0gzxo2yzZwaQZm85lht7u6MpvV92dec1rt31o2qBeASvma1AO1679Sg0CD32/40yhK6p8VlCZhaYja23pzMNoPx+u7KEjqmkuGAownMXJ6S9XYMFxqM6xok+sZSONHr9KWgU+nfw8AfWMEFgr/JU4ZnayfpZk1Uu8k3UXKMUP/IVtEJL5hoOrqVPIPi21VTV6bck4vHaunyDfpPHuvoQLp4LvvrXV2xZ35omM6/3wyzPcc3dFb9vN/Dv3Z7eO5WdiNuO37yDb4LDQber+wvT0SfE6qNS0FbP8BPQujqhJ15sEZOq9rqU8Kr7g40VKOiiRJk50nVec1nAZOJft+ToWBJCrww49WB/V4WiiXr0MHvG1z+6mtRq2T7fTNUf3+hwKUl6ez67Y95Jul4/XazPR9JODr/Hvt4LT99mb52rSmeMM/gOXz/+afyb399//mfH/5W/v/f/vHr+3++MPvXiZ833t9enp//goEv//7w4XczcdPwLzQkRW742/s/P3752+dPf7yXiGrLfiD6YEFpuAOtal9wW0rZNDKQDmlagfr8NeSFifZjBvJccr5wuXXjAnGm/2JQsAIOHV3glSJ3MbfQFCYQIPbHPJN0WoBkEtdxodoTy6mON9vzkYSj8z9v2crrqnN78K/TVqd/5q8L200dq7ll0l2YQis4bzMIvE0XqalhAF6YkvBN3jVN6K/Pn6bAwZw9nfIz56EFfR80qXUs909B6s+fY8q9dTeO5O4Jt8qO83Ys/fUPg4X33+/Lj03/+vTz7SM//fThi6QI/f7p428vOUCvjY2XHdfaDvF5GtARQd3Nis+DbmHzaePQn9XdXUETAPKroVEiaNSyJdV/bJAjMKLgHT/jveG3SkGENJeGUiHkiEw1xzFxvY4PZBYKx2aHJLgBFF+sWRLWx4/lpSGTF9255R04u53LTIGOHVCgjl/14S2UsS6YcZhhYH+ukqCgW3YToG045hQGCsyUOeh4k73ElAEfGWhCsqaAgjBBxAnLX95BrIwmNJLB0fGpJceKYPAOTy0kyvK/YcoRupfDOATumfpZjU8XAbZajCP9tHHPpDQHKZj76AICVur3BERFTDQW4YJ8Y37MN2gyW9D3uAicF9jEZWgFm7DImfrpSsHEQclyCiu6icKMkXYUo+wAF5gzhlnzxAiLOuArCQZqMSipXcNYcJ8QYm4mKCirIuomBN4ECf4jAanPB1JRh2kMcASS6YA/npgHNMJkV9+XXrMj6TV7epdIwgYdwMpIWOVQHPFAHlTnlxcGev5mTfisVS2cSCX3HvdgonL06BB8CH9/1ZJGfWEhmsqSCRtAbh0DUd0vCUw/Pi3ioJL8NVFZT1MSJDYloh+4t9ZGpcJC7p11ZbTDOHG4v3DGhHsQZnSrNhyKsAlS307V2FMDclFkQQMQbEIHf3QDKCw3MTyCm2aSiVL/ndB3HkMDePJ+eSAY5+j8FWOl0mUMRMx9OxALoSEU+5ad2BwYKRMDzeFxeE4/lvNPDcng0a4RydDnifL1dUYqEpW8uWJdedSS5Rcx3V7W7RpM0UfqEwQ1xGhzJingT7MeTKm4iQii4n4R4QzS459G6WNIoJgLlALdNhewlO4GotGPwTUAtpxAORJOxMTqWiyGht1GUHFh5MgScIEJOTOZhPtKhdd8Y8sTqDLCythMItUGVCQ9/0rFzFQUw2GmSxoYPOSKoMiJEpldXtScqSABE+cqtAUFvgBVuh/RMOujQkE0vCKMVhoCG1Bl5+luCNoz644+CZHSgm+IJngUs8Ghs5qDsuAmzeQzQmLtCwnBGSDEhlqlrGAimUoJxHYnO+aCiFgdmRECtQR2jADOsNpoi4iGHfEieg9pWCoqhtKgVQlajDdRedQNwpO5YWlYEr5LxA2dH1/kE1t0AiTSUBoIW3FTZ2jUxgkKdZiISBErP82NR7mn4s+byvZAxQUBIRlJ6CKSlD100NwQp85YEp4RKMOKCRANxCk0r8UbkvA0zJgeh3n91uMIDHDTd094o8BPOyh8Q+t7r/B53QP0vgEPFRvOpZGbUVgG4aEEZoaheSbFjh54GumFNvI03jBxUNkJYBtiVK0zEyFbhkQIOAwykpp1h1TMlO8vyDzJIxWJrrUP5OsT/ziqfe9GZvEayF8hnTHwpdQS89az95DDUZJcCFNvmQjOTlQSZ5O3fI4LJ/hoR9BDhTer5VfVbiYHlqhisj68b7h/AyscP4RrmiPbQMXWYBvIM1it14oXpcJRcobTGqhDS2ylohwBvEIiWsaguP7pQK6ICjE/yQ5KAVtGiK1MyO5HkgLPw60DAAGx/ckujguBeInFQda5dVBbUUHXNA1AtQ34uKEiE3irKDmq+yu/SGllVkGaG9IHfLw55IiKiQE4W+/GcicJ5vCatAjqu9M39Ko1rnU9M1U+H0mLtSU4u0SY6jklIushmaMN+HT0vnEgkb07Mre/FVIvggfiAyFb3wIuxJyhESlxDbj1zQN56N5ZqRZD9pm8CS0XU7mT4Sl2hTi1AnLFpJyv7jan7/autNBQoJUW/f4e4lCErVi1Tr66HWeKAvkG/KIPlJVzkxR912smI6+YDwi+aDtZDSKYiPojpPbdKqsnC0/quMGqabmfnT62HpMRSyDUl2JPRLAnijlxOoRJt2LkZJMEJgK3IvkwJwagLJtOtl1sBLMT9MMiCiK5XSX3CTfBcURfMArx5SqQeSQlJyhDplDQSpdSGp6AeGrFoopg4CrBU4Kh1+gqUwMcP4onGa+riccHWEJ5SXqPuzg1tL9r2IRxgDUfuWlUjNTaJCZ2UhYeIce1nxnL1C+QJsQdNbblVQoS+c5liKSKUa5GWbOuW0f5hhqMMAnLaACJG4NcIE59LvXNbfB1jdUyd1/+geNqYab3cyvCbh3DxgtDnqC17/8wVJtavgC+qKB5xDvPJP7+wmiyIffbDHmNS5nyLlBvntVbiARNJcdCkdWB2yNhj8cTXo9ESQlee8xVkteGy2PFAkMx8Ihv4wB0NjgqXZEavhNM400XpkrB1EgpIhHWEYFW7Z4VgctMqWGi0LEMzjX66bRFIHVPEYXTZbxiU2C5whrpGIulE+hNzOnGIgInksLroL2TeErQsnL4GF1WLs+UK0rMzzBy4gfuUyBwIRjXzwSs3jKsRHJResv98mdhmPslsmXn+f43xc9M9z9v6uqIgIk40YYpNpNmxn4DIoA4t8PRBvhR+4e5QtJYCB/4/cVxE0vPrR+ckU1WnvSjQwuXwi0JHTMtHqj2ydNkye6df1aY3EIgFHStkRL1ZPiGZdwWJ5Qi5Sv0W8eTQaGlyA0bbkEDUgyJ77MYVWQdjyTKLcECieAakltspiFUEBT91sMNxZqEn7scLXeTXEsm7anr1JEUuSfYNUL5Fh9SGhQ6RGnw2iG9L1vIjSHWXT83I4B5ebMAcBc0BX8nXCh/MjguAhSGGHiVFjLwZNaClyM0giNeU56shOErXve142BDKStrJCIaDOEdv10fFjMm9nBayixsq9/iGriItcFRRw+3xk72r9YauN9AMVuYiNRwzyVOAZMUXyKith49pCJSpZgsG/seS7i91XuZ0PZsxrLhhYEffeHsfmkKwc2bONAUOLH9ipApahITpKVtfMTTWEzby76Q4fTg8TY4atTq5rXRB2MmZJJ2qrhvhD9Hb2n5RUo50vZtZiscg/IJemjDkons1uhvRCD/mJwGlhm0+EFU/tOlTKNmRus3jtxbvloH1b3FbzupxSVh7ZuRIWoo7muT8SMSZgrJZG46O08Ne5BhokSvUF/twmH97lfycSBh1uQ4SwLdKjLJg75Tghnr/n5eCWQqa3/wegozNz0KjUSl0GjuGZYRCQzDkjnhuZlzPxGu4a3UAyioQ0dJ/3yh00zYBY2+NvbHbEiPTmEBNKhG2QHWLUnCIlxnaYFNj9PM1zkkdhGGMGg9VT5O/S3VL2tIoOqtoEVXVrIuRAK2miESAr4PU6JWSylrXnWlgGFJd5LWxgS7j4q0kJZLbEG2WNHKHxMAYrFKYrHbPtZE/c7KVek8tlBIMVKjAcksZxO0LVqpnbhPfV/nLZEBNZTW2NmsdXqdycmRYJn4iRgI5aMRXE0YZ5bOjLgRMxXUiHAjns6KsHL6Zssu02PZhepo79cQTPwquSDf3LRSBEJCvmQuTIlfRm0Rh5AhN49Un4bIndQmU6lYafAEQ1Se4aTrEieChDBAnbh9m2jwFNq8jVEgJLCMEe1OT2U/6DQpO4HlNQ5LrOR4ECP59qQmGZOVbczTahkUtixcSVGYhOL9Lab0DAHxBElnk6FOS7rMXmWXI6ebFwtjJe96W9Jx4XUalSAU44g662ZN77OJ99hT4ZYJQ5u5NhJrw8gTZb6ub6OJSxDmqVExxZ0Kd/xuqRgUIazs/Sj2JJYwyp5hv8Sd2WJkLt+wZZOonVIIrEQXvvDEF61yjInTAK/I3GI3kAJMM+eGFnuGM76bMpf6+2r9yiERkbO9JAmQanQaKd9hbjBFalR0YmcCpsKjXXcbQntExujV3pK6gYvih+8s2YqEvoOy93Qcc+O9uTaezI0Mp3HScmo41soYxmCajCnC6ely19t89bNyVxBS0aa5dWemJP6Jk/ibcjezf3CYxe+vZPH7ZhZ/BPEkeASkfYPjvJ7QqJwTa6XfX9fNXIjhIvkdfKuWIKycDHFBPEkjWkzykuoCKiRolRm3H7303Fve9b1YUhSzYELEFPCNIIU5lIoaMlfXymG03giDBlz8WpIxvJK3MbYJkQTf4IeRQXgrDsKaGOlf6ZGEuQGdsjavU8bTKDbhoA37tJA/TrgEk7WaXCmy6RSAyz2yiZ2KcdQ/+zIOT4zkSYoslOI6SHK6jMKTHL15kycNgxBZ9PNXEXjKJoVIP0/NUt0gY/Ey/E407cyVcPx9HTpKF7oKvmN/TM8tL7T+1L/JV5F3UsQXbjI8srmdqjZtakSC3aG/5+DWJdSdYknPwCx5IWfb7Aa5GJchd+aIlaGmc1H9+XnQefEy4I79MU8U6eoHELJX0XbmiREYF/K653mEwHkVakeiA6Bwsob66/rrK+rY430NaKeBQDknPv40OP5LODv2h7bfNgAkZl733l1G2cnaMMrXc8YsqFx7TR79/EWEnWwKCPXkEWC7LK7/KL0MsFNuGdZBX7n4l/F12hcfbYQZO3/Q719F15knUpKZ8wDL8fcBjh6A1jGRQcMBM8m+/s9fB9WZuUTzyt1/BFOnJQI47qoh48NkpeuIOnmlGtE8k8sw50G51SNwOiIK4BXagAGehzWRD2DpzJFiI1ekwQNQOm15gMpg2CjlARwdsQXYEkNdLBJh4Ku8DqIjnACma9ZWpOY+9BHlH0HQETAZ2IVLUuEBAJ22VMCIpQrwQyf+dfycvNJ9KMSjYCq8kAckXMfPyQvl9s4Ty0Y3AEu5Dp4zR6rYuiQTrmPnHMgEtBFGBdIPAOfME1tpC0HW5NyvWXsANUe4DnxBWePP5i70y7MfgcyZkQkuiINH4HLa7wTsMFR2pV/99AhYjqh/uIuZwRMGLgXPUDlDp4J/ACkncdGWdcwFHDpkneswOW1H4HKvI/ARkBwLyaFOTMzoKg/ogQy5DJBTfg0fGuVkUKcXMgc27nV4nLgQFtwVf+Aj2DhtlyDGYJMb5f88AIwjyXbolQ2kTFLsi/JHQHFSoPq/5AitSW5DX6NfR8SJmRKxroiEB+BwTkuEPjT9I1g4yREJKVAdQaqVNIdPjetAOCITPJDA+BapPqY6VVtXUXAkkgLMeEkoPACBcxAn4F0Ife3wAACOpGrgQQTywYhQ6O/CA+g3Ei0ioYBZaHEEBfgI9E1hZCzJvSQVHsC9aYsFbCUmD/muN/Qq6E2auLmfJ+C2FAeg/5cRb5JJClYmwJoeibR2RdJluJty7eAWXJEFl6Fu2oKgFjcaE6mrGC/j3NiELZUCFC9Og9Ssyyg3idPdy2JJEHa7717GtxE1Bg7QU7f/LnCbNIriXMa2SVy1khybdWGQNnIZ2EYKWWD7UqZyjbQMnFWXYW0SN4EsQ6TBllG/kquYNoWjEE3AJA0bD0nsY5NcBbTJDDsuDhJ8mq8DB8VlPBv7Y8ZTCLIjpwHo+UU4m2yAPX09kOlOxwSB2Yz9ElexbEx1mLkumO5WNG0/2+0ylI2oVRS1E0k7Fld34dgMpd1lGJu2tENFFQa+hMsQNmoB2dNDUNdUPTNHv38RvyZ7SqLOnDOa8+DnL4PXZGOUPCBrrmLXtEUNFuqW5fer8K8i15StRkMhO1p9GuC3XYWtSTMlbBfVyw+1PprwVcgaMSkgHvSo2GhA1gzlxgOINW3JgdHNVJFYOy6Hq3A1YkDjKydTE4Kh9HgAqyY7wrwvXI3ep5wHzuAHcGoyt1O6IkIegalpixH0OIjFNtiFiyA1mTIOs1NeMVww7Bx0FaCmyBKsg7H16ObNMMAKuoxOIy4eNIMelSeETTMWJw9A07TlSWrs4SC0cx2YJiVKoEpqhFpOGiTuXkelyY5gG2xCr8kT6Lv0r0PSZE72viRQHoCkaQsUSqLNI5/+A4A0rSxqR8mcaRmV8j6ARpO4+FQAF9gRMUgZuY5Gk8x74UlChatGtJLhyBF1FYnG1kioFw73L/X7qVwGoRGMEmCgaf/TuVZUHpm2V9Fn5Mt4gTz5P2Wo+/uX0WdypCiIxhNNEvzcvb+XkWcK3QjdN/PDQoeOkuCvAs/YH9Nzm3D750Gn6MuwM2pqdZXIqCj3MuZM9lQFmY3C198P/SKIi4AzaX2HKUZWlhrve/fmX0abMULGbBtKTRJ79yHNDMXmI0AzbcmJZd1pVLT4AMyMHBie4UpPO5Fzg024ijEjIgx5OBNE4fAOPwIwMzNu0hUx9gi+TFuSIYJWXkYR9evwMpIKiaqMQRqzH2KqXAeXEXGGXkJPD0yRcAMSLiLLJKorSpka9KbtmXj469dBZSR0/WSBxoAyY4H2AJ5MS6B5Kg5KcZSK/wCYTDkzDKutnHTqB56iB3Bk5NtokbaNwv6r6gEQmRwJpEGfslac9CEJH0GQkQRsOIdLQvUBAJm2UMXGJVq6cUjCdfiYnJkXItcq+lGx2nXsmAOhipsweiI9AByTVkpYS5wiNEzkfQA0JnnKnnxUsDYQY4aC9RHAmJZgzdR/b5jITmgxJxLZr4PFlKPA9Bgx95D3RvDyjyDFyNP6CbbdA0AxB49UfKTNI9Ce6zAxWUs4zDFglpIIigFYznWMmLajhCnoW3aPQMSIHuELhN2LihTq+zofwYcRS+gEvMh9D1Y1LL6OdHPNEunSaU/2tKd4Amq1Ajbg7zcFzrQjzThkD+ib9sQltjQct05YMjehXB2DB+pYWzgG4805mkLsENW6rexgS1kDj1XCLZG+sZhwtG1AuP32wbEw3Vxuu1tLaGwKMdFfeyb6K7RY8C7uTcD7wyPCCbzQibzy3vRs1wMyNoKDb9eFLhQWGFyA3WfP3oIdfb6xjs7hSBSCeuQumZDR6lCTbD4YmkAJGuzDpCzEBnT4Qq+13QpOXoGEwY7hBTDE0dl2hM1CmTSN8HNXfpf/8/v7P375+g//+Pjrr/bf/OPT5w///Pzpv3/7uQ59+eX97x++/tPX/+un919+//DTH19/7H/ef/74/u+/fvhKwi8sWX57/68PX0c//Ov9x/Jr05cPZTM+/vHX13//5Y/Pn/6/D//++PMfL5M//vbLh/Kvv/7bf6O4+LqiT7/9Vij4+Om3L5V6JF0Xub/z66rgsi976rtneyvR2CclrwmScmFGVO/B9hsVme0wN8UgZNXklJUDuWasMkXGQpBlpcf2WgF7DilY2W0V5mqnqRdXU9PrNRI3I+IhFoOcwKF1rOO+QvCuVXN9aophJlSe3e/5Bl1nN8L+3EYBP/gtH7m665jRvVCmGXFbV0HZva7G9MATLT3h8KEa1kaaE5vpmOM0V4waU7XveqzPl2WZ4WkPM8Ra33sI5zxI4pVjpRQel9g912DVeaIkIs66503uHFIyHTheRmpNQnPJqykjfiFqlGoiGSSg3paVboUZqjwZsEBn4STz4ZWwv7VdCa9B0+0ziVDaBOWIerxNmdvdleeK6xgE80xmjPR5OZ7Ah0ITuhevbMm6v3iDQ23MGJAoyUrLPRMksBD3E/wQXHBqVMC7zPl+LanuY6NNUmaprmOHusVR5rIz6fvWi4rabfeLdQVO3SqnFZz9wUpEohihhKPBiblwrQjW+M0rts3qZcckja29cFfu8r8YpVgrMJiRFDfvhcIw0hwxasJS1RwNd3uDV3LCTsMSxsXqjHUYRTWlMyZ6V0tGVP3P6NxYWxm6K6qv+sR8ex7iZzdOe3se/h9+Hr6592BL39x7/7HuvfIMBxswYlfJ/VJ5ggQ075qgXZLaduyi4fpTE0Tvwy9EB5F7mHEvTTf8JbRc751BO9sNXgat5XzZlwhouXh5cMKSIBEITWXNVb04QdwAd5F09wTxdbgOTXEmx5PDznm9XZby3PmubeYZg22T8vscH5wx2jim6v4Zo70WVL14z16/hh919goboH7Uf7z/++ePP5Whj7/98eHziy/06x+dcqbOfqs9ediZKrl9cG2S8+86R9Oa4bFkCwSagf+9PCN4qKQZzogLIOfvZ2SDqHB5Rnl97qPuQ6run7E4wKMaUnVhBrp1x1TdOyO7ahicpOrCDI/ppUOq7p8RPTQmGl6QK1Py1Pn7ouzy8tjfj0gKJjno+pQuVeKtCI/9/YgkSZR5fEqXKimXXx/7+wFJYq3F+1bRmjLgdJsQ9cCUwZ1tEXb/lJH0aRB2aUpfjjYJu3/KQCO0CLswZaDbWoRdmDLQ6w3mvzJlYKHwDb4wY0QWC6MrUwZ0sUS9MGNEFiuHK1OQri5ujkGE3My7DMg1Y6vzwhSBsOjcm9a6LkwZEdY4owtTRoQ1uO3ClBFhjZtzYcqIsIYMuDBlRNjqNQJxfcpAaor7GQOTF6YMNECLsAtTBtqsRdiVKX3N3CTs7ikjK6NB2JUpA4upRdiFKSECbvrYxrwwxa/Q9HNsKV+YMiKsYfVfmDIirPF2uTBlRFjjHXZhyoiwxmvywpQBYazDL8wYsP6atczh8ozBJW5QdfeMkThiqq7M6AvWFlV3zxioiAZV988YKLsGVTRjVIGPELSSN9KTsI0pc+6nyQXN53pgChHWXZn0B7hvYTxjRGRWMMoHpty3rsb2r9gCfnhiWd68PWXN239hChN254mNFkYzhkTy9l+Yct+6gtM8o5cPxIA4w/vfbEwJa227dmBeGYDl61MUT7s5ZU6YlxVdHpiw9CNxmQDldzyFNqy740Usrnvz7NbHobPhPEOa6eRehkNa0Tq7MkWAVgYsDgn83ue+p4l/RdqPpo7oa03BDetueJze7aeHiB1ZYcNpxg1ttzMjZm1P+MCUFLvmShJks/2UIKW2vbg1/0pYQrdkojWFNqyb6yH1jhDy1Qbz7d9sTJlq18v2ZhSaKrzT5Sk5QE9QjEtpT+ztR/zSTYRq0bV6QFAcT6EN66a9m04pmxpQ2IyXKe8/S6D61/ef//nhb+X//+0fv77/59e/fUnq+byxf66pa5//oqEv//7w4XeevFGi/S2mP//2/s+PX/72+dMf7yWkvfvzqqzQ10h4VDNhqiefqHFZKkqpPq62PNipdjNSPMHA5dZuHWCypSlrF4GXL8UiThFsO66Bsu6zT9SYJQtQPJY5SL6571ERV0d9s2J5fFB/gWWmxqxZsNaRisDQwbexLhGStTYjEZmgg29juBVB26lbIjBRVsb6TTpuX09MBdbVyBh2Mbt9HdmibD527ZaHdh/w8/Z1OpDWXszUs0hYADPps2e8Ph/6UBjCAAiYF1dPeAhxXbR+oEIyLAq9US+I03L5iiRRO2sdXpD0DlIjbxcS0vl3YqrminvC6JF+dAgoTeKsKw+LDYyufPlA935l6ZEIiZLZaXb7n+ZMsCHBMnFfutUzvMVwJ2/uHQ9EBE9QuuKhIQRKZwBNfeOMzzJVDolAXGUM4YZuY8TYVAG54/XTt+v28chEILrCbYwkjbnPRtJgx8ixpDnaChS62XSu2AldPA8rA88KXWEAFLqyRGx+m/3MaBtWyluhS5J/pH/EYYeIG+JgQ86Ua9SQdliTulOM51Xxqq7aKmqWuJXXVEkzOy6Lsbp/I6JcSMQ/IpvkdQwnI7LOGE4sznoWuTUJtqG4wap2VIsj1eKoDXvL6rl9HRtSCRI1NoOT13RfyVo7aztwa491DEBRxigG4jo1WtKld31UWpP8WYmwlulGhFi/qODKowRx6ougpo4JPsB5vA7beWPDnGC7OEJIu50DQrhOiSpmWgZJCo0+XN4gCNWz9n3gxZsFBFp0Zyl1LLM0caVlXGeSVXIVBu3IFu6XvbMZO1aqUOuBbYRaB1shF6gPFrWzi62VmpgKtNjlyqLcvl3jBamIg9ZgR3uBmKytx8vt63giImBWpsKdfjPvNPZZmbhT/dYoIfOMjZIdyb6xtNObuTODrH2GlmrDPtsdn28c82nG2lmE3b1gU3XHyuaCenibjy/ZzjiupsVKOGANq313q6uoMrf/rLi5vRLQVJ1mMkqkrzjiZot4w/ePMBkaJSJ4LQ2vox2MGXVGO5AOY3xvNdXqOykT6mHLhrwpTVSkRree1eXWZK380nhgNWzpne1ghBi6DsZWzc56N888BHhpPSt2dpQVh49Iw8RNImKaoYwevZYeY09xTt3CS4kxL+7RKcn1XYaRW9gmeRAiir3XniCq/AM5h8S+XQNu7jzidOeofF6+XvvOV37NhBocF0dA6FGyesBmlL0bqF3pzAN7ceNiMkFm/cVt7tzgszlwn/c5YCE/Kf9I3C5rxLYScV7pRISKiaiIumdB98f3XWVzplp52UFs7nAbC0jFSh164mLgdM3Nn/vvGeF33ItCWUKHXVkP9l6LC/cuFA05o+5eR12Oo+3XV9cT6q4qX6zULDZNjoCM07TS2y65ZYACIryPRqG8FTK8FVLRr2hBSGIzdX03cbv6Iquuk3bgaabg4pUpYe0ml8YiXTFfZOmGv1s/ItkbvRhaY0oO3VB+cgkLQHlK09lL0ZBcXY9d3hHuJ3fvrG7LairNgz7hO271hqtJpvA9ylPmaIgL1Cs+Fw3R75+3u7lGpiz40GzIlJsbthECYCrWQaOFnRQzMgWRS27ylZoP61NZ/YOmK0W1RJYBfspOohu7BL2ULV2To4G5rpAxpit10LE+OPlOuxkNjm+jlt6VrxNWftQuxUrFNJCvO01vvD7Yi7plg+Rg0j3qiQTCzxGnar9F8M7qqTIyUDuanY1VudP0c6x3xCt6dDXV3WYFnrXfcli7ArZhWA6nsPma09zDrZFcCpwx/JGMeThXpkhXlK5QEdKwB1gSxyt24Zpco5M7A0vLUVL4ZcQ72U3UdkOCSR7s1+wj9xK03OobXH36Hgmd6LyS6IWnSJRCY9nb7Bq3eabbPJIpQju6f4V2PI/oOQfBCjEzlSKDQ/GaY9SWI/VLiZtjlTHE3rfy3Lw2uffESNPcPk47kUj3C7GeJEqmxuM7HXha62bqkFcOCFWuLJBEq1Xy1VGTKRh2Mz/6ITmfSPHf3EB4RTM2udqZO9vttmZRjXj3bTfhNnwYX5gyMCpznrSJ3TnTtfUrA/u4NWVghedihQIiC09pOeo88o5vuSyZd+zjosYmzBvk9Ktnx6weObpzgXaPrPpcMo+x08+/3ZU11xiffw1ZsntvVitvoZ5G45fwTnh5XTb2VbqJVfKlcyub2xsdX8JDr4CV40aaYJCzpWB2bgjjmsCefWMHyU2lYVjBqr6Ost25ZAwVFGodOot26r3KNG5+2rI7bu4pYgvHByKOs/7z0lo6VT4ai6jKR2NaGXfXjM/LYm9lck2EzcN+1mwb+inZnuQp3Rh9RHgS38GeyHa/W3/OfWUdet7nyZFT1I5tu4rYgOVVgQ1jlPgmtbuvvtCzTAjSChTvyPO8itDYibrYSM/JeUoUXjJjbZcKnQnPQLLN7mhTmD3JiL24I803lhCO9gxhHPb8h4fCDWz2dFrS6WArtfb4YYF/hSYr3sX1XS52qzah9vbvT8JamvknWXe/pWOuhS21BB9vqTBAAHVmAccUMjdB74KhVOAprXu2gimruGRGNJixSrgl0jcWc5Jzd98+yb07Gn1jLR0BYflgz0cnkC3/6xBuTv7hp0+/fvpcPvT1f2/f+i8f/nH7j/3m+19//+V9+buv//v1N/dh5iOkN3mdUPnhDG0D74kPbzUlJj68DWF8eDNINj1p2mCeyfYP8L58HSrFalrPU/mfsZe+Gv6vSqXhvUt7+frIjVIXuLkTDXLjx79/luk//fL+t98+SC+cnz9+Lh+63d1//fyl/Pc6TS+rOYXl6NbpxWj8utBHsBwJ61kwMX0XikV7ox5OIW26NNqVy7ttL0DNkJqEjjL1pCMfdrOQ7nu54yuwn36ZMYw/WQp9YyGhsSMb2XmmTDLpQoJ61oy1yebzoRnPQT3fUecbqwhH2wbPE3yc8Mk8Cfd8xwa+wS7hkD3vQj936yhB7V4IdPPFHeWYizVi6r0IHDP0FSj0G1+AS9cKOuXk1A3PtOQGTWneQL+nWqWfoduMKeGGSN9YzEmG3n37LEvviPSNxfRkh+UE3+CYcMiXT+xr0TivUV+L61L+CV0tWMCPWwM8IODfelq0D+Wtp8Vu+v/CnhYNwTDuafGIIH9WT4uGIB+y7yNy/Hk9LWaHoTEB39o7LU4/yrx24d4eZWaon6a9LBqLHL/JpFFZv9Kv7Bp4MGctGNSICGUmCzQCmn7StCoiS4RlO76jm86RiBToOgnCDvZJi8bbv5EQazxMSYh58DiKM7kayxwsmjH5c06/jAEyGcOEqttYP5UpUmfFGFseWmyRdvs0yhQhKzEJc9dgipFqcMtQxHOI2mPV7gKyQmRFXDZwSAEllUUuGzJuyEpBZPkUg9Y4VRIc4OIQCbmR10YyUoLPKCILn2MGigtBMXM2Evw8aB2YZkomF/sYSLACqV7JidrlSWc3ug8kufp6e9UqGfOBflvdskqs5JTdwGxf2TVIlbxRjGadrCzeu5EOU0eETRLc6htXIgn23HzjfE+zk1yDQFTkBhVZU4dcg4HNCshaGN6r29cbVGAqxG2sIeLQbLX3/bR4uX08MBGoxqOmaOwETIMIeo4NxazsH2ahyz5jDz05WQzc7AS73QoSMiN1I22eyBST2jakQm4RvnqsgqtUcNjbhT5jlluNARWB50PEBYFZInlv1Xy9odze9mZ8XHNbP2IhWYF1xkRiYdaLYSbVwFVj9LfaWBI1ZYMDhWzeyIcx4yQ3sl5GRdqBXlKpkdrZqj0jb6Qted9UYdyu65GB6aiCwNicgaxazZ0juyYnKh6Ya4bza7LYrJmlJzisPGCmbnRTNh9OaG6kj5PNsTgOyHrsHF42rQ+zYe0b5TOq12KrK0/sImhUsw6z+COjTEX+fbY7y50hxIeF+hPHue/NsTauMTr559HyVo1n7yc+iePAmWStfP35GcSwFTtGrGCFeabnF0unLvCp0b0npZtV4da0gMB8y7Sw5Hpe1MkN3Bky1sQiw4JNLPk2ptOZUz3JQTuDzu5Bw7RBUzNyh+vYaOA8ukM7y1atAvh9Nrbtfa050gzSNhIhO9O+WgTzO/Iymqr/mtlBLzcRa3CJRYReAzh8yJIwxs8JOU+6iI0uh/mnNzsMlGHL7BPVB3dFFOS9ynhnZVbLc2ZnWnTkwE4Ty7uFwqlDe2RnbptnDSLptR4C1v7R+4oYW3fJvDWpq+SFPZZ9ag4AnfuaubGJyD7c6eoxgefuCTkDQj9FJIJWyWyGQKyQBpocxTWaK9cnBIJOEyHVr5BwpMSSnouW9moVitF+mNrN/vA4ISItFQJW0W5sbEK9MZjRW37jSjxdhhAUUYb6Jn7QxeoyPFwqqR/L9PsRbXyWv0M3Q+CQVLnUsPwwswUVyEEum4Q2xDyo0Qkz1bBJ3QMcvzSgxSfOShgboupAqIXtU0e7rz2E6+5rZdyfKhUWUP+pgcsZ1Mm7XZt15LBz+MCTTCjMTEzqPtpUX1aLflN9kayPNXRx/MOKWaB3T1hiv0XvrCmeL7+Qu90j+BfctHbBxVszpq3SoZ39GsczGo5VrDXgKt0Gmwj1FbK56m0u3nZS4NaXU4YtPTOvuSggJ51fEd5YvDAIjOFEnnQ1hb2XelXRUmyICteolxZVvpAjMAH+dUtawHszcES6ISyd8ZtUEtKk3uKNhPGT0zFMWiB9JaIQKEgNx7DIJ6IgjOI9M4MaGyVmNCYGvYqNR8yYAgVbkh/Eg62C3oSfY1AithlkeynMELkqTIy6fimUtVE2ARio3tfaQ5UTOCNK7gN7IPMGEHDS1JJ960xg628wgc1LV0RXN9lpWhSp7NxvrAjscf8EeaztBDSZ7drI3Txe2H3vg5pPxl+MiMlygoECGSOGETFIMYQQCfBB5CCiLO5Y1DdY+fTNcdohYRdEwNsrojDBI+p2VTFmba/0aQki0hDhnm59aDB1SpQcBriszDJChIKVY8dDaiSclS/Ra66MoYd3J7u9rorDOiOVcvs6vinLmEO+KNQG4gujxLyeMAXQh7pV1rPQy3apQMR/Gj5HW3CnzasHRZX+aRNDyEQ0EnHPIOyeiMZq6Ff/BFft74yfGhTqG2e3a7XNeWBK32h0YqvvCw0HhmnjRwa2b2PGwLx2PmEnNJrRcp8h5oSc4wm+sQ+G7eWfCeZ6+ITZsalvsLO9QIRho9pEXVMIAj98xe3uq7nDiUhgSWIejcaYoqLowTN2J7e8LpiSURsS1T6b1aIk59g4X8AIcCMSScGJasHicA7HWPfCWV/GTpMZeYjelJaOtb4TJYH86dOgOH2n0o0wpKBCw9iInKlonUzGozVw1XJYw1pAm226Uk5YMibidh3wOuauYGPzbOAxbJiMNOPHKmuU1ABHsnsP6PGNXPz7GrdVAWLPZFM6aJD4KjTOk+I3nog2//j7ONdn12uSaHnuyj7+uNWM/3j/988ff7ptwMc/fvrlZTPe6hj3gvmtjvGtjhE3wjXYwDfYJRyy51sdI5Dd2eW3Osa3Osb2hLc6RjiktzrGtzrG/fS3OsbHBflbHaPElqHxt3Rs7Kw1GHfby4yQAI4GZmRstnRhhnih7ITTT8S1FmlsL0Qd6af7SW7ceeggccH5jrL3M3bWduoLa89YsbZAUvNCb8ak7Gx2ujdDm+hsy4j9juyRfiJ6iBXCYU7kyRcP5m7GK5ymtO7eRNmJ00w19n200+v86AxJl+xJlUB3MwWooBlTtbzrMwxNSFt8pz1j0dKroxmvcTe1tPHUaa5QckFMvcJO59izruTaQMQ8+65zw0+UKdCTgCbUt31/7Yplb5Cltxm1Pq19Lwl32WV3tW/8Ayepsv7MSZYnVU8TNzTH3IcfbOiz0QzWmfOWSd+cECkwOfoJm89yeUbGOOMrnGaMWnxx5jQdxNBhUSspmwFTxxn1mdybzoSkLavNRve8UJGSZcrV7yIKe9L8OUIAFnsGEbpEkWDXXOQPnOWiiYBnZGxfcSSFX39gRlebFYZPqJv6CrPxEwOl3CKqr/g1tng84zVOM9eK0lPW7Nxv7eJ54zyUu/C9AXUjVR69GZmABqTtaOdwonEqq8XcO864YnaG00zT9oyI6c9i+b++oFV5f+o4w5b/cFZ7DJ5oDZ1GM/q1hQ3z413POcATpC6ql3ozLZr5cnVG4Yae2m1Qdf+MVDutHrhFCEE9RETS73U7Xmofkpez89CegbLv3V6JFuWz9vpx4A/MiLsw+PsMfVvxVLymdVycIFkYvfIBpIj+vsvL3qQMvnxwhso7zAqjGYJU3TmUxQACXJyw1of4WZrun+Gm2vehPcXkT2nKXTrtbS3KNO8fRpJN16NR0x+rZ27aMt2P9DX8hGRD99wujRlFlvVMwkVdS9dnTKH76GCicEJfPs/qw9+2wUPVbUOywV5L36fejEzK9P4ZIQ8TtD21z7o53yhNPGPLG9doZ+YC9za55eYOkjq5Ea6U31JdepjUw1Lz3BfsPyQ8iVXRsneDfEK/chxNOqYT0szCeDeSIYyp6mWsRYXvb4Xnkp8b7VT4nGsWqqWCtiJTe+RbAUM/QucTZ+2LZx1DSDKGNMwcofMLY+6Une3Hcn21HHc0YOWRjBHQW+ET/1/EmNiASMYGyfJyXpRdOTNcQVlhlfa20J+QsZJKnkrFDM92vh4Twc3J1ylZPnA3VSkeYcA57ukqMq2rK4TfQIBdmVJLOg6mOIpyFWHd1ZqNX5GXbS9TvTVl2i76gb+Z4tw0owUggA1E5Ci5vKDBPFJhgoVjKVMahbz6+41XduzqG2zdu0eZUXPEdYalL8XknAZEJKqg213wjkDJhqkrDYw84jLafC0isJRxJ+l6orVYwZiuLe4zh7K1jM0D2ZrrPluRQlVALTUzT1SFLWOYsn0bGxzIysgSVgH2NK58HfV+GUsNKvo9oXY63tSoYWvklvFRNpqIyAtvRWELN8igN9ZOlZCe+u3tzCvDnAg8Ji7PlZhz2ljqtOlWdq/XTrJlUQ6nsN06R1CB/CbBaM7wV6jj25UpZcf6HQpvpFE5XVJPnhGRFRuynluojV303BI1BzzBPdIIFO21wgHYJeoWNMPSXMuvvsHX5y+S0E5UVGvwT7OcCS+SvblWpjSIGMiUzA08ZYl0IHnlulcrxQwVWBp1Qr5m7oV24z+0G2duMb6T6GYFCHJyQtfI1/FAytjU2AtKGcqMlrbTglbtDthiJUBBWQ8ZjrkBqWr0fJ3qOMVqbIAUzqc6rXJDELVOwjgEY2BNHlt8S4XIA/NNWA6L0S9MGdiVRZiiG39gvDZ+ZGQit6YMDPGys+j7pyl8bJ7tRjlKkiltOF4qjo0MiHni6ZMbxZaWq3v3yD62zLOJTITxM9DeXCtT0GZryRT78DSvABQpw/ewlWFmJxAdtSld7QPc2JyUiDr2DFh5XqngLuNNTWN9EeYl0gCiGPhIjGazyhtPo6VyrVPG0ECKf+wuskq+UjERHGXT/LAOKuMkoZ0YOs6svWPKcMmAtgaWYUxS/OV6IKCiGN+9wGLLeBs4KhtGJc7o+l/JB419E1Bkjv6+ZcoQeEZmoFk7ZvCH8GRXNTbN0Q68B/JpMukYqe02Rj5Rfd1ZKjb0pJ3QGdp0CPl6tBGE0yDsS/7hSfFNjPwdgEFmrdO3Nx49s5mbkcsTEzWRYKwwj8fhdSeXqMT+CDYja16OeWGSG6U83yKa2NJW/momyyZZNVi+jQyAO5Na2Wei5WGFrJEWNMCCRmeaCbrrtnuksjO7WULDW1lOdXR9PEMkFP6YyHBIjO0h/tbG9ZkbPuzBG7UwLhaO3JiZOJc0xMoPVBFbpLFJlHWDsYtCUpyWhZLWCkvwCk77p9mMFe1AS/FAGg42MrgGmlFQ8HrjAo8tOdSwwNgRP2SqsOi6Dd5DQiEg6EyNaBnZxJbdDVbExU4ADwiBsrBqPp3L5x+gT8k5UMjCs7VazrXRqoiaw6xUw3tCZEuRAHFusYTJ6awY/zscLiRCNYnVXL5Pw8yVLDKGJMzbhu6kEEGBWZV6Xol77tl0G6ONmJltrdnQiIreYdA0t2JhiWyFVFcc0kbcJQtFUYMzNA2P02p868toePvIEkmRitNFL2ZycY0gfK3pY5UKvX8aNlkhll2OUc1xoxYHNzxz76WdtdizTzPXRVpi7dTBS5CxIXeGc89Ol2crqoWsmJ+WimVsqje2gjB4SMvrp3ckcPhgHiHcWaPC8AQVfbbMHfl64zgIqVMALoeuvon8jb6BLdcw/crXCS9U0H9Q0Agm5CAwMBPI8c4oNU5DZorALYPKhaSqx1SBpl7TVFeRdbJOC8RZTx6KCdCQh6++SGM7nVokHkQLgpKDjAsbsC3T0R69b7DIeaa0xqrJSeFMkoYZba+BuaAEQTm+oNZwNzq4keJEKthKBCurGuJyIKus0rfmSMsoorCvkY5WVpGUGAptawBZKuhAGqaZVROWikb4cKDAjC3Y3YqGiWo1pjUDkIahJrc2sTHx6JHasNWt6WAEPkfhhzaNfRyYbCmKElkxZQR+Rta01lYV2uRo+rGQ3so6sKojLoDE+E1EMKB/Rd3PUyJ4uV7kepnGYBAGz7xY/wP2Udr/fvuXP9BoeO7SPr4+1Nvstb+ahXr7/OHf7+UHb4s+g+i2hq0R49eVPIDoJt7cvWNNGlj1iqtowgxVjFj0PKF5dveEm/HfS4snmi7MWGsR/EHuZaRY9P1T/FI7e56k6/4ZwS3dCo/GBl+YEqfYXXyDse6fIXzei4/xBl+YknzsLp7pujBDusV08ugaG3xhSi5PkF4pHNN1YcY8b0Hn5oxlXbDs8MqUAV05pZpYeXXGaIMbZF2ZMuCVxTt9GFyeMmL7BmFXpgxuMO/x/TNGoqhB1oUpI6na2OILU0YKokHYlSkDXcd7fP+MvspuEHX3BDI7ughXUqTo7vjBLOAu95gtjQmjXWsQxVP6nv1ZG42fY4eYMiGd3D9lxNoNwnhKv8JzxWrnEZnzshC2wP1ThtYTE3bfyhqHPhJHDda6MGUkWRuE8ZQ7uXGkMhqsdWHKSP01COMpd3LjiMwGa12YMrQbmbD7VtY49JHJ0mCtC1NG1leDMJ7SPbOICqOLyOk4l/4uSE4zv7aTiJDduV/h3t2QF0R2GmByOk6ItUt+mTRPScttXmZar8JGqxk70L8BwYh4ClK8FiEFKUHqiFCy7Vil29LoG2sJR9u2p3v37YNjIbItjZ6XEhpbwlz0KCYn8+9+7vB8+vy+TnMNfNhF0uE4Phzk/TBpOcM53t999ewF2JHnG8voHExeo3ZdM/yE5RVmrC1w6VR4BrW2nKgPMsoWFC470nxjCSfZH4TMkPVRyFjSj4WMPX9Y4F+hyYw/iif110//ltm/vf/1rz8+/vTl679/dY/qbPDYX7ZLYzqHeh+Al6S9Vg/LX6agb7H8sO9Bb/mEGEDyCOrdD5kCCJS3RuW9KbJWWMsc+nB9PCWU8+iXtthJ2uq3OpqUwRX6z7SwMm3n/XYRDAjcNrc83/rFFNEpEJw2us1U0mHHaherqEkn2kkrEHB5iIjgCbaV/bbueJd7XELAQ0E36kG9yRRQYAPmidIzG8G9+iwqU+BpKmV6nSZX+7uXtCJKn1Z5i2W1f1JSNMGkcG7QSi9KgAzC37FQit1B4+wp6BsFNRaCvrHI3AmCvvK+cF1NJG8DBPmQHcD4tx3TRnKZOqWGpECflfmCx8qqnpVTLhsAVImbuhdOmlYEdw2FtHjnFEH06Vah2Un1xJyvDFpPLExUBhHiQt1Dw5yoxjdK55i+ME3g7Cwvcnf6DSSNkyMakaOGh4LbNgGrSq9IzF4trzp91Dn6ujEFFkqwE2D8noM/5JUIX9Y+kHFjimAR9BxbDcXbQ1dO5e8x2JbWbgfT1pTVdW1jsekcyDTaLjy0PAcyMnPWHga1c3cywss1Dsg3DjIcsk6P98KMb34xFFPXxL/9BWRteVO0WHnPFjJuc+NE2lFAFTGL3GsmT9tmtt/eJHUcwL7siKyEU/b7zVQGuZodwXvEvFC2WSzyo6fTi+IA2Nswu0GtSTCICNUYMfeoGiP2bm1zBbUZ6A6iwEEdjGwRvrah7NseprTHZ/JUcmCZEJ8NL2UQZKL7ZowNTjOpattZSx2qthXcSTQ446opmnV3V8VBMSfTQzWZi8YCXkY+QrJnFze7baN6lr6nwMp2THl5ofzqHX9vvEz3CanO1OWNbi3TnakX0G35kP26Y5jt+lo5sV3fyCZWQ4L1jEsx8MBSnEbd9VK5MLCK5GrfVmMoRvLLiAEYGqIEtW8sZkHXcp+NwblNiT1LJeYZLSz+EbKwvObUVumzLnRgYfH6pnT6g1jpFsNMhaZiYeXOUgX6eYILIp12u7I+LdRXXhq/oWW4s7620524mXoq2t2BX9OMHQRc6RHCU9hI8Ni+OGurc7URypMyw83e0egbawlHm/fmot9d2zcX/ZuL/uDP31z0by76Nxf9bejYRf9ydU/56GfvXoBrHvbRC84TZdq4PY7RcQ77i1jactgVrGnLYdeRUclYuKd/mZ98v++b4zQdmsJPXacPxPrUTQSU4j0/Gk1CjlHLUduPhYO97YrhYG7i0Xy0PYNii1XvXgxUKidO/jXjIgzBvrGwcG73UyEy5MHuvwJTWTrOFEbcczaNeyOuEv+D3xvxXXVbNgf2OeAUNl8Tw5qtM7kD3MrogNKfjOS3AbGtLId72703gqo4OBu6Nw2spphXguES1yquwdLrG+sK5za/dW1oyo93be46GgmiJIi8amFk25EWPPYWHO1kMI/W02wsXqgXOtQGiZnKe3dLqGzsCJ3vti7s9U5r7eewJa2K1Q/0oxzBcTQ4TEZKbKQUYb8t13IyRoOlkSLCQg/333MzI97/7soVFGL7gNSAd9vJBmSTEKcuqJxf9C5vI/1+WrcYLASuilG6dG1wn11FPtG4UyDIIcknQNhHcZd6YKwgGKbgnghSA9grJZupsalwV39DHXpiwry+69vwZQ7WIfuV0SNkLKElv0wEECNjiK4kYz1AVskgxqUW62PpZgg77Pd280l3ZkTqdyxr7+V2hNkkOeh+9p9vZQ6+3yTeil3LZWzB/ZS0forVLtXhWvdzHnTEXifK69b7fRCXjoqvsE2Zuk2zJAIdwPIoEqpvsUt6gkNjd2JoWQnxIy6EXxZiNxEIGBucU7cBvSTQQP/nIF7t3pTyK5Qo76FlNPOOg2DSQLiFuHBMN3fBj0Mw2LfbzYkYoL3TKM5I5g9oFc++Dwq9jP6eTOJl4pZMiycPl1sMEHZVFwvFHyVIhNCFvLPdqHUmrKzGB0hzxSrlVHM5Qsy8ddDDqLXEtdCWECB2jDwNNl/uZFgG+49TAjaHkV/utS+QKet9vxKcgwjkeEbEYNJ9h3hL7hndL7zTjSTEAZkW0vDklDhh0+g7V5Yop260sLSic2RE5S1mdu8UatEhrLSX1Zxh5RDcOsjbF8N/5Y280OVPlBIntmJEC/yu3Y2La6UQ9S9/lJ58+1VI6BPBsSWAOqOT3oorc/cxiDna/daLmKb8gC/iuw6npTSLUTH/4EozTIOOBcVwghwBnsII+ZoYqCj9SZtPbHpzVlw8jQQEjabXt8fKj1fa3K7elFbQmMdJH6BAen1YVrWZHPXrunXG9ftVCMURBICsDDH0RtvvbR7BySmzR/Pvzr1aVlLV9AF+ZILeHZK50q+Mptw28IGFBXmZ37ewW/6Sv4/KZUKNNpyyog0Spn42nXh9huzcVSULdpwd3weZhOawlG1gQoyMebQj7RU2FyKAOTzaqoYu4Sk/oC6563QaukQedWl55UXeq0skNayrSxZ9XxxNYV2yMHD7rEi2VpdQWYxUHGAOaIjUY4Q3t69LAnY5bnyAdEmkwIQv1vKEUUmxoDMuwxM4bQhJVWddxtzrtXzLCxuR3X22LJh4zB/gZ8vowPE9kKG953hGIHl737psVsTJda0O+6aMyIxFSk3o2B4xf5y05N56xihtyzVqwoKBJLHMj9VYd21WXGZ44Y15X+Z4cCfHhZP/45Ko/eruunpdmcNVDLa/pTdoyo+nN+7kZBf5hgZokMfuD2T+0YVzEZtXNjj5TvWWE3jdf0D1VjTM3OsHt04UsaAp7GJcGIu/3Bdqrr20QgOBGpqJwYpoxLy5XfUmXwXZxh9oFGVhXYwEffaL8IsqQa3TWFUu1vgGNXi4laf1QnoLFhLct2qxRfM6+AC/YCCuO2IRqd2E5L/xlETWxn0rkyrp0W3DQNqEsC1DMvOM/cLHUwK9re5bWbkTfsSp+DgL+lbXWzTIviy6yoEPLZQ3DoYBxCrAxHTJYaBSSymoeeSKxmIT4/kMr2icOV1Xim24csN4p80lxZYAO+kTzh15SwvTlB9QC9/HlsVch0UKQvjczy6Q9wFCsa8T2Uh2zOKPz5TvYXzF9W09iFPvftBkDqLL25s6YzXU5srUlc8Znz8sNTmxrUSLHIZAR1yxGus0GrP3NY9hYxEzNLAODCUneCT53K2IcUX0T3vRn4odezab8pkLi6aG6cTChMrus3LG91f06+g5PK+UTCNB6k0f2CytAM9hyYMFWSQwC5ikZcYO8w4m6hYjdWvYH8+OVSLsL1adMNf+Fqfv3O4HfYOwzk7sLvl2X60wCDR2TX55F951zVhRxQsqF68ZPHUrzVhdRf24qYtOmqB1eift7/kGXZ2dvIkqrNebkiInBBo75GzVzdUUDqmqVC21TqRmd7/oG5Sd3YrdD/oGYT2msnvv+YjCEUs8rRJJ4JWxNL9biZRXh4WD8+RotXbseYVIu6++0DMsRNqR53kVobETb3VIVsX8kHVIb/Wj365+tCEVxvWjcs+wTaCWXRnRYMaeXUC6+/ZJ7t3R6Btr6QiIhypI/+t7V9L99OnXX8t0afAj//7124esasO9fD3Bi4VLDrg1t+Sxo7yRN94K/u01ca1Wseqqe7S6//JG1kHQf8Yc+Gna/GpHZBvXr6Kr5BqiU5vNbMnGY9Svvjw/MLvJjB2QkEKg4F52+R3YvmZI+5Ca36uSOlNjdTGV+h5Y+3u+QVZnF6LjXJWItYJxwDzSPAzTzMrJkL04z1oY4fC3aqlTVhi8Ghtau1nzYu+B5y6W9fdrLFduLym3ABufNjdt4VabyZtXf6Cxw6dTwAS95LixeIoz1UjuftDAmHhUoPKk6ykluZdg/Em34K46iAQQXoRFD4FSctyxuYAfhA4F0zqghSkVpCCU7JjydaQnQMiRKkhPXC77i17Pg0AtWzKm2MPoOrXiMuDQqdj9BWaPtQ+4ivdY8fnMi26lUqxYVN2EzgrXAOaU6HBHvkvDPOyQkrr9HnZ+gI2Z0xZNPrNVdjnnqLwlle+nCP5nv/GiV1Au3d1IFpp07qHEiNmruKu1ftpwrfKpAsW26S4nAlUrPIXoFqRUkIE3mDXU+g22CBYgtroqPPVd5g3vnti1ZTRcBS5xoaEZq8vwE8fuRHY0/BV9ObH7Rd+gLDSWWN9sUWWHyRhFNMtbqWTnNeS8o+z3+6c0dvy+Ixv95u0iYH7n8DUsNwp0pVw8AkXIJre+erQmrcOuN3SmFIwb8/cIDwZ9bVu+H8CcykcRCMFrc5EuY0ixKnYjlcx8N2SMvly8soyiLzJJuYXay7aeCF7KftHcFoyH/SpGTwTbkfZlJNQA7IHSmTDRQ9rHQs1Ut1qJKzVGTLI4KvoJtUvxvWESaVe0qd/Pf/FYvyOnX6v0PZXjWaz2Hkb1lTea4EvjG01qwBAHpHlvJ9M7ul6dWVNzD+9t90zNppxceHAzVWUVI7hXyCVSdOZfcZ3IoWQOYi1vsVm7PsU1YtWnVOn0APmkBtnBr5RrknvWxXdl6X3sT8TfXWnLA120zpjRe2WKlDh3T9ZhTigZFMMfkdq2nnuxNWVkNuaEHMdTXutgpb7yfPdgKV7ulT1IZv6eZSVpZe6ea1IsgO3cUrf4Xtxm8CNiF/c4wVP5q6TI9s41uBWxcKTY23erWRRE5vBXXulc7cP4xLlKNHn+HvyXVq0TPlV2hhf4x9xPV+zmfbOF17rPj9oeIx3+/RgcjKynCq5rHohiUCV8yRfDCx3hTResIqIZB48jFwR7YfuG8/fULHBAxYiqeHo/1M1GOp9r2lx7ZvuKUKLPPM8lo2bMVsihub5zbZx3pthf9A3Kei41677ZqPAG0ufQpdavvIxozjsBaemBz6wr4jIsATrqopt85l7zd08JviJun6RrNKOxeIEC32PLdFsISKI0Ah6kboOS1pTVd1Ojc1oIieH+KQL5NXVs5gZhV6ZIpyl/PGUpL05oB9W4Nm+pG5bCN+hvovsN+vtokW/Q328pdz9Gyt33S1j6JWxG1qsnKQkqBaQQzGDonLa6g2aVbUa3GRq8poO2kBqb3Mv67juQaPbqzIPfY0OWV6EyTU5z1/937CRxZLckWJIZ9jayRJ96TZgaUxLVnYAlKbiZD09hwrqaOBGKdZoRx7TVjjOB8RMjpYfHkKkwxXxcM5tmk4WyZUXNKxTUMga9oyQv6YlE0GESosX8qvLwypjkJVwLyWlpnXs4N9IxCjdPINj6hY4SoEW6BWYTyJYUHrBNkkUfNmSjgZKWPMLKEWB+LIiReCqYG8IeAalYDGWVCk/IDWbsiApBdASjJ0qEC+HQxQOGLZXsL3pDmWvsRTfL8wbADkTMBlkz8JgSsRL8pBwSQp8IH/UxZmeG8ry1g0MiNGSo5p+gB8J55EZzqTzVpniHOzE1uCJTQ0OpLsPeFNl5SrbJkoAKRqgZO+QKV0uKLG9iMkiMK4Lk737QEuGYCO87Fzsu2EEv+4BtFRt0YzA8mha/unsmKdOkQ2KqmIxhMNyMHZ6hI8QGuT+Y9yVcjwVeu1/0um7MacwCnD6o5g7ak9tUc1ODEDNWqQgTSbkcuP1vjhXQ4pAK84teKcOeETcJAIoqx0zILlmg9PBWJQzi84mkqlj0RBw+uUXUopATD9YMeiqXS4odIc3YIXNODa2TKcNH1A69L+0v1q1gII+cKqTrodrhjqmiD4ktiuVAWxHI/5zLNU3EFQ6SneBq+4Qg15IFPCjdTNRqUSJ1lIQfIlW/C89EvNlpJj2Vs383UNlTJVxPcGYYcuEjJCLPVLmZ54mvlI4dMnOssOJ6pVQV68VeuDTQ/qJXylBDlLsx0NhLrNJSEZtmthvMmJ5HogiC8BFpS2HVPhEzdSEQ2Cgqz0bMqBwUS0Gl7EpJ19knSEJi+bZyWbO43vEw5GmEl9qbtJ+qKpd3eKdd3wg3kPFKAcPfCaV0Eo40tWdNPS2biXh4Dq7ytoEQHh3ClBQirRpN3O769gLoi3dMXL0RhEwwczcvMRQDnIAYlMgHaUlQsdHCTuFTCPXMLR9gh4K0aNPp+h5buNxlzhuYTUfNTciMRXNgF4ndi7O+CgNVdOxeioHGTrxtk3khnn7bJu/IBpayHcShScWapmflweOWTrRwQ99mSJMixVcqpqlmFykVJsW9nmgkW1IQZRBvJZe5vd7iiZpf3y5Il2yZEnHzAlVLJMnzBIGUBIPUMdkTbt4yYy4JHaHixFcqVJgqFcEkEJvNQ+e0PDUxYcKMHVFhvB9aWzRpUUat/2KLa/eLXilzM+9FX19LNdOEjBQXZmczpicyNV63UUVIlZFrH35j94OViEzlwrIV6H/P5SZg+YQoBTI+6UnHB7KS1ZCCV1aplX2e3yQSIkPr01OSe5Zirf5WuETdr6WyD5Mfbt2h0QQOC7WAE9uVXgPlzAdCbgoUILuJFzRoV4ZKzslTzVi2yc3mTZL6FtS61K9XjbHODPklLQzoTRI00bnakqaTWaVigZcRCDlxeUCw7sIUyRXttRhwEZ3BPKXFKrWOpLLKrEq2ClMFK7JWLp1RQFi3rNDwHW2IQEgiShPSIPcIGcUUkCi7crfSXO7l1Fcr5U2HwdGbYENRKqnuyCgSQEBD01Tt7DwrfSpSJJzYlPSaKhULWVk3+YF7UZiCHVPToO2HcB96x2QM3d52TGVpJs+tyFesOBKB3rc4d7/odd3Ygi0VYYFUiFJfSMUmVTVVuU0DL9OtVJf0yoRxiJ0dWE219A5tpIcNzpuu2t3yE/amFAjjGsSnjztZ1D96DZ8XTEnmfVKpEJMfqZAEbvLEPyWYIo56aKc5DqYYA2i3ewHpllQxfHQ8LZoiZxjxThrVWYvZpVSuEYp6TjRFrCIqqReDHK5DeXdT1svzoilZqqkiUrEqunzgsaeHU3Y/6JUwJiK8Q33xtGjK7S8QPWSKlLctnFITq54eTZGvYx14KoYXeihkDIXks8Ipac1aIrqp21E4RZ6nqPTlcFDRZXz/Pi+WIto4IgkuYqhWlHtE4+dpoRRx1GGQVL6EYCZ27PmhlN0veqUMA8a364/G6NNCKbL56OiSa5bAEJRrVv0GT4+lJFO9r1cqKasYpePwOfu0WIrArmBQQsQz8sXNfYgX+0nBFPHbQZ+eYTBFTAiURwIThg9gaa9Ir5onxVKS6S9kTxD7sIvCJm5+WizlJjbB9Mt+YhQ1yUBH+fKsWIq4LNBBlAOHMXIjmedpsZTc8JVJmGQzeJUIp7BaTw+nZL8Qks5NZpMBtbCb6inhlJvqwn2Q4CMyxEKN6Z4UTbnBQ6G2MbvePYmnxVR2v+iVMkKHKjcDTafnhVVk5/k0PEU0ROehr+5pYRUREphrJ8c4N94W6L/9JlEVv2Z0fyXqUYAVyzRl5GS7YQjnh6eU29vt8ZBWbD5xZcqIsNlBU6L7Z4y2uEHWhSkiM2IP96KxxfdPYcJG/a+gx+TNu9lbWWPKYMelwHi6j99aU4iwtyquHYVvVVxE91sV19Ei36q43qq4/u9UcQmG5ubKMlVc73/7+ZcPv/78dfxUJZe0crmt9etCHijkytR0zIX0El15+dTp0p5UX+7aDWkb6SMnmCruU5Ao09UKqQdI9Bo6P0Hij7+J5f289we+AomG265sYjcw57TT07bCLX3g3gVuriXtbLQNDE/A3bG8dLmp1FX6KurUOQ75sfdvvQoXdJU8w2JXtq9bfegQ068YcbnzRnVTwl4UF2b4PthZgyqa0VvV8m5/I7u2YKSch7uePpF6FC09mCbUKH4AUgwmiSE24Fo3K1yyVxA01RgAFTVVxw7ObQbsQZ5B70hpj4c9XV1FX91oNkPaVsFRVHK3knC0Y9xsbs86S99fb8nzjVUE3g1inEdfO8ivd51K/0CkZTauzvF5ODwPNL/fQXCxy+T2e2cZ3ZLlmfjjYxCgOowku5iZ33Ws/YiEQ+C/J//pO8xz3BObkNDcYPFIgfcRi+/TgAbsjTGgd/hcpGKod5hvs6eu44J6jadMXiosoX3K/PzH/3wdO/WMWcIG+ffwO0Y/1dY2Xem/JY2c+FvJc146fy3d4qf06BSJ2PmeYk4J26xfmbIgtCS2FgnkCr4wZUCYpEHnh6eMNrnBHzylqxukkmA3v/a9OvhB/HtJcd0jl49w3e6fIWHYHqB6nk1rxetTpBipM8VJcD4/PGVAWCi7k+9bfmPKaI9nCm3cO2FBZP4el0W8pFpO22YzmiClBj1cvhQQVfL+GUTU90BE0lbnRgF9+pfM/vSPf3z86cMdmkg6X+bnaKLCZLhdHU3kTI77xi8L5MoPZ0hNcuf8FnTx3fv3TpB0TgeRfMhdzEYBNA4PzkjJdWE1fUxg+d4/Q1IDpwHYakJbWTBgEUvjBpZ0JqVFqg8wnUPH2lsjeOQYobx/iqCU9kwUQWeZB1OO/S8va6oouws6YHSkDwBl6TjhghEZkXplPvOkJctHU15hWZaOE8sandat2OzRGQMmkgI06CHHU+ihNrtajVlfQlXy6oWxY5qIFjnb1l4iU14z9SxU++1Nm6VB7cSOSN9YTGjsyhaXWpxm1W0Rrey0ODbQ2OG1dftnwoUpQ1GbV8zj5ildP/ysKWknf3IKhJp8/5TRXuyE8NEUxmVPVDNjhX6goXrq9oR9gxPCEe8NFZnvdt3j/acJ3dSvxjYtATo9DkUBT6Eblaq3Wm+UoGHhjTJjeqMCJTgIxn6Fczq5t7tvn9X5OyJ9YzEdUSCZhVRiHJxmVAYaO8vLPIUbOc3cACxrmqs2cmqkvloifWMxJ4Xv7ttnhe+OSN9YTMfM2rGFb7BPOGTYbn7kithh0iexa17ylFvJUccOzwJtOj86hQn7YdBrP30pj7Dp7++/fPhZTKQP5eA//vHX1z879WrTHuUPv9pc2dm9ppRQV+rG03BG1Lq4A+6nZnQXpgjGQUcai8KAbkM0g25YSJTTJB5oLHu2YzVAUT+unuoi+tAsS2mGWjog2356s4odopw2WjMiLtBuLaGxJyZ7G2XxrayUyiHrWPvKFTaAtynNaDX8prJBH6lAxo7ZAkrs+L1bSzjaPaDbfvvojDhd3hDpG4sJvCmuwRSeeSec4u5b+eg914EnhGke2CZmjlZdacWBFkon7Yhck9AmUpTStAVjS2bsICZAL9MLU1iEdbWaT9hLw4WtvOVQcnC1nrhrMGwrnUb9fqtu34byJlcOcwGOcDEMrpO0kd0QkrW1bKKSQV/MNMwivQUDwUAQeOUIYkDi4v0qf+lS5Mi+CmTR3pKgcC9SUP9KpWIhvASnCVQH6iJA0MFPDjtuE92eQO5k92YUosG8uaoA1lKZyu7RkXklmT2j9rTcLP6m/PAMy6VDECN582AJrHgxsWOQdHlc+nuxaqPbmn0qSdfw4Lv1I8K9WDzisUirTqzECWHuhhuDD+idkw5faze6LG1yJlSE5QwdXkMpV4MbECeDW7elt7hIvGfGjlIHlkxFs3K/UHC6aam5lJUK+4uVCq9gSEH3Yu4YTDZnpHq7/QZGcpjzwFdAWhPjFbh1tMeHflEnDs7dL1zbIC8W15WlrvxFLdnfqFhWyix3a0ZEAz9zEoz0lAMhJoj4gxP0il2wkTBPnIVjxioN5aTRQScGGjX7nahRIFKhjT6VijwT1ob8HWIBuWUmiDmh1sFxSBvp2JXnzjQd171YtUnC9iUpyIb3smiLDEzhilxEvBQZWwe58DOh8PhiXWFRvjf4harbPJXD3zQs3CkXhtLZzVSsKXkTDnWbZ6xn+Tpm29hgvCGiE1KEgjG2daQIrZfLKDXp0HHywpTR42vOKiCuzhi9CRuL5yndop6F0iekwfGeEU9n00YFTt7iHmZo0NAj1iSJM40dV1zlKxHpFOz2RAPccjtdr+lwMDid2y9EAIo7HXTSbINtXToyiKWFrMhaJ5Yl2BqdVRXpj74NMUC6IjakSXd2s5mSQqZVc6v8NmJ93LBo0WAoF3ZFg2HB9MHX2NvZa0+AE3tb3u+D6q3ymg/wuAiCDwHmccgrG3jzQlWMAiEdwGMgGN89r3MoxgE6b4sG7udmimMVK/yCJK0g4YIOhzahuDBmJDySLhds5HBSLjzviFcF3D7VFhs3l3ZqZQT6sBqk4rpTCzmzbl09sAdwYuCbm7ztJZTJLfZ7wstTJ5wMiD9T6BoddWZ7YwUye00qb5iY/jSV30uB3beXbAt0EbgFZxZMMUG8uNYdzCnIrPZfrkOD6iFnwH/PHAbeyNeh0uzXKWtieXe1+/t1IqXxgbuHr/8TtpLZssvXQgYAdAjSqT+WngKmPT0+pWiKHghCizCa0kfbmBVueyOzYvYeaCfxuxCQc7F0sQzKjlXXfzKIwJtD3UK1bQ71HAZv8t0v+gZlobHEjYpiqyCAkgRJVvBzmbFDTa34kWrTrBR2smMK2MNYxTvKTu/F7hd9g7LeXjSA8nanFA75oveulOLAuxmrZqeYdkGeWuXp0DfgKvN7nqkKjdU9naeiW8nzHF0ioDg79nye2v2ib1DW24tvw1PFGMF8pjFPJbCjpQshNbirQ9+Ao8zveaQpNFb2fH4ylry2kvLctcaMfQN+sr/oG5T19uLb8NNdgDZStQJ5z/0iZkkUhfXOU40c1vXasefh2ey++kLPEM9mR57nVYTGTrzB2Rhaf0w4mzcYsm8HQ9aQCmMYMrlnqFo1f82IBjP2bByy3bdPcu+ORt9YS0dAPARE9hqJiZKXsNVSmcTEv37/8Pl/Pn759PnrvzkHyVRecl+D9OHRXMRy9eM+7OQxiYOLJwHIjGZwkJV7Gzp5R2LM24xVVWWqKGu0mdyywXVrMXcffhly00Ds7yj0jZWExo7UKH9F2a2Cyk/U6sqMtd3gdDo8g7Nb1FdchTlnXk8ksnYEel5HONo4VFko/+lwWGtx0nWkdoN2Mxxzgmd+CUf82fNY8JZLonMP+YJvBE955pUwXzcRf0+p/a4mwp29FLKheZA4cv1S+GCCOjWFNmt/jEBjJ28Fz3jardgR6BsLCUdbN7oWdDxPuxY7ZvANpgmHbNrHjdoyH7fX8VZmcMBfqybstSe0coIWvBVLQgATM1RfcFR6sVCfF11Am17z1W23R10TLHG+sYbQ2IrKkWyxCPIf5u2YsYMsNDwWnoFk697UpGNFawu0o65BnW+sIhxtG3iVsTqFDoaypJU6Ot0/6XQrwYYFaJl/4TIv3YDu0yYptPuVl41OP8nAUBo/ZF542CRCom9s6Y0HUOUay9Zm4U49rmXhwFOat83Ddau2sKHbjCnhhkjfWMxJ5t19+yT77mj0jbV0xESipOdnPGvkH3769Ku8Oqav/3v71n/58I/bf+w33//6+y/vy999/d+vv7lP7TwudPLapnDbijQ65ElbcSp+2UQd7JwP78CN56dEzc8EGxHLn83YERFGw2t6caBsITumLxZP5bheOmWg8b/OoxeI/cWqx7knj/MmL9gkSKMHyi1Bz6PqUjcoeZB3Ab7KnXRhRirMmFIxUeWTkxwhNFXngPhIlDcdqP7KlUc/pp0LW0xIhdYnKRV54eRUHTvci7lxIq5aYJWKYJJyXeMXvVJGVtmcIZcNQVkMf+kU37fbo2muZVjJJdw+T4VGQrhDczJPetiBxg4PUZ1LivgX63I0az9SQ+/dL1YqIlVeuDn120fvfrByUmSjrfA9tsURqY2NV92yUE8ayaXv9/N2nvttSR0AAgraMfV1OaoDcKvncqa1gmkeyjnuGSWULSjnpF8blsJMjnqP+YkPxIwdssWsBVT1RLw2Mg06Rsj8ka62n6aGsK056ycMvfLIxUhMGDzoc6AlCEg2GtULW9UTt9WRsguqx1pq1uuRvbmQmYx162VhGNF1Nsux3qtV074DjR25b1cSMUumeiYzpFfb/FyVjNzdULagX8Jgf29zIC/kPzbHW2/UysVl9mDCIR/02MghGzk/6K8pK9zTv3Jje9v/yNGXzQI89WKWmpV+d2z7e9spejKx56AdsIxLC9vpidBuaIk+fOlCWbyx0cV95hoU82PGNUVqatiA1/7cdpEcPTjN6darTM5Iz+W4zAN9dyQ8OUWT94r6XDYt0o6msDsycTldXqhDmh37y9HXdxi36CETMLkeoMTu2y97VcytwdPKEukbiwmNXamuPYdVlLcaY7zzOnbkjkQHDM1ggJRqURnXHup+M6Q0RzJA7DrC0cYhcgOVX9PpNFyoaCrYZQTeDddgBt9gmnDIpp2bsc5QbL/GLu6YwEhD14b7Z6TUx0t0Wb1h537D53f3ESU1vR6JWnquFp4x+o2YAaLt7gnlyHt1ZfI+glzU0QzTt3gLhC9dGByxFuf5nt8glqK/76KRBcxIHOzaHNE7MpiwesxPGyyovO0R4rU/oRhi037LFt+HR04IazX4BYFHeWCTG8I2bWm6Z9UhzXimNtSPG3wAtIG0LO+sJhSo/NB3WT2gCeX5i7EIeZQtFEGZAdVgpAp5xtNU4Y5A31hIONq6kS6k43maKjSs4JlfwhF/vn73sNVVu1mTVT7+618fPn/5eNuKPz78+uH3zx++fPhNwI+nD7/9/Punj7+95KmcymKRMryvhv7jWSwu6NNj0xfTIAhmJ9V8Oe8roLICcKwVLmQ7x5Xf7EumruvLyCsXQsLc3VAE5KZGKgVm7C/HP+crUQkvLO9CT7jGiJ7FvIJtcb7aJlZghVpto0P9ahvZ8jvKoJd4tUfbQ0SWv8znK8r/I3YyXe4T9hCRhu+u7GQXaWp22PFiLBrspCrgl6mBtp3VSfVc0SDfQdy2MAUu/DFj31Q2TJTP+X042qsH68eVDeJirPHDH1U23LmT30k2GL57umyQRiD0eunnVguu0Yz2qkCqIYSZGaul85HBERYF6NhiBKHvurEf3izc9V1fnlkCfWMhobEhNVAVFfnIhogw7qZjbboFSgrovjAlzABfgnDFQeOXR1NOQzYo/pt2H91G+nXwlo5TbWZrlKL9sNLOLsdTXmFZlo5TXVX7pxWc4sI8MGXARiGuiPfKUxgvJtUYq+LFrIqMEnhMr4y5HvXKmGtUX6Zwb4Fu++kD2cBkrwzeYpcSGnuyiaeFwfkiVaywhOxJ2Mnkf5y2vswkTdZl2HOp3of4/LOML+8pmitJvxjLtGPf0vgSVwKix38fk0G2fAsF/rDG16Ruzx/X+LpvJ7+P8WX57tnG163RExe39EWDnbSDa/T7iynZA/O3kQ23lDZMmVlWQkm0Y99SNkj6EaCQfh+OvuXwnb9230c2OMFl9qeJ/I/Yye8jGyzfPV02FOsEAgnDh5lEmbF/josTB23M2FMfZrsPHxh4TPTEQRu7kNDYkCc/zG5ZwWij3T9lYLcLxG0eTXmFF4yl4wkPsyJQCAn/ezzMLB1PeJhJnptbHp4yet+HjM0Wxw8zwXxf8HVgkPU1Ypg5Efw5D7Pdpw9kA5OdGTbdLiU09uTbPczEce1g50fGl5ljkhPxQSxFH1uN4rNNr2mlkiqnjQ81TZg6nH8Tw8vNqKS+k7kwaVbvD2t4LYrp8+PaXfdt5HeyuwzbPdvukm4qe44eSwUzpya+By1t2CA7DLbAc4VC5r5Mc65XuybrZoL8/RYyYTZAKd+Tk8t2p/O37ftIhJi0v8GPKhHu28fvIxAMzz1bHghsOzQMGD3DglNnTE2N2t9FLHF9TlgM3hbDkBgChTtyItnVP/nNVU6BzK+7ZwwMcumwNprxCi8TQ8YT3luioiHL9ru8tywdT3hvLSvmjV+YMXq0e4XHP/3akr/A3rlSHI3Ir3bsya+t3acPZEGrfhthc3dLCY09+Xavrf8o4AhTs31A3xXgiFv5ot8TarNMtVDTQRExBEXngM0/eArjF08I/KvZp0bgmzFba0tlx3Yt4WjXsKNFots3wo3Y0eh5KaGxJU+AjXgM9qdxQCPYnzDP5AWVdU7gBbVjTwT+2X327B3Y0ecb6+gcjrhPZxAxN55CltqG2nKRDoYmPAf3x5LmGys4eQP+g2B//uu7Nar++PuX8s8ff/7y9V+cSqRfw/KSAvp1KQ8k0ksbnBX9vm6zdA6vwlpr8NWc5pJdyTfE5DL9uOEtT0CJPsV+7GWaa8/XqzOCNBLuFLdIvZYfTeFnRiCwiVv9uYe9MWMVlrc8AbHLp/eaEbdJGO3RdkiE+cHtS9lTS73d6dfH2UTmUPKrZqMFGju6zS5QUnVKjkD4pP/xBA7k3S9uc6VRIGjhuOZuNdg8Uc1ddgtsH0xJ1OUzzdPmt2+/1QLhHkV5pHQVSpbqVzBZc9R6vOpJSwnbG0cbM9hM1mLZYjtMafDSLRcMEWssL0wJ5cUXei/ZvKJXgafQ7swGAWrbndlRnZgdq/eo7D1uTwgmoHr6Iu1+saJ8aD1d7yIJahbB/1jxF2jsjMe2IbDnUQvfJEmCIA+yXwnE044pXIgnt60XnKp092baX6xUUDQnewMr4czpwV7eThnrLAesKD0DwHF0ZUqYup2yQ6YkyLC4Llpo41ekc0i6j7DR5c2TJsMcTmF4DkdhwFR24IwuSZkQhuOyaHVdoLFDkyNWq1pNjqouq/FtNKhr/N5GQ1EBWIQ55l/7e4aEmh5daWDAG1HjCJkhc7GbwcgkidIYEETphSmiXHuORDlxAObolak3fkKM8qnHvI0pAwMuhICdZXkKnZnEoUDySevvza7rCnBBF0Tfr5WGgcbOhdz8Xn6/tUt4GbvQLmFZg0LUHk0hxKNy/TGvoT6plGw79uxuCbtvHxwLkW1p9LyU0NgS5qJH3UP3NblpnE+f39fyTEMXmCySDsfx4Tze5Wb31bMXYEeebyyjczBvbW5Osf53aXPzPZ1C5R9v//XP9398+Pf7v77+wbdyDn15/z+66mOk4Gn6+08f/m736xCeQVpUwyOlPMR7qObS7wu6A1+YkkOCrmHoqybCeMpZLvj84csfZSfNP5ej3v7h61kNd0osUUyiHCy7NSXnfg1d4zwuTClmYerJoMU0hb48RWCVehq/QdiVKfOyDbUJM6DU16eIzy32YkRM2JUp0h2pZ54LEvrDU6Kmxpwl7MqUOW3Z2u07PzlEY78wRfwh832EXZkyx67X8PYOQUfj3VNGIi+KO+XBGSOyGpL4ypTBFov/17lHpwzZhQm7MmXA+lHCBA/OGF3iBllXpgwEkqgjf58Ma0wZCdcGYVemDBRFXJMijF2eMlJ6LVPnwpSBAo+C9L0+PIWMkW7qgDepNC+8sK5b/s/R8ylTAfs8oWNPR6pxrx82MZBELuGY5kE3Mvk2AiBPmqq6PThn9eZX2OCZHEQSkMrgDEgSeuxGDedM2D85UqTeDNU4WfCUZZOyqVbZSFjXLqat/fTLSEpbRW07nrp6rO+6MIXpYgeYTtLGaTMlfEulMAYRc9Ki4Oq5Du8SZppOy+B8pMdApL5P3GvYYLYrl6wzZcXFIrswK27MqLevE+Lj1EhyM9dwo8Jeje0Vba9QoLETF35xk6Jyn73wsyze75dxC7pCRMGOfYNbX76OiY5z1kh0pcKUf3+Di580iFWpiPkdNvS2Y8+++7tvn7vJyxwRnubClPHlt5OqbE4aC6yutbCqZHn67V8aEFBLpsDlbQijT0+7/PbrlYjIred2V/KbXn4RRwDtKwWOPaBbqV2g+FXqxq8avxLyuuHbnJ7it759B1kNiIN59wQpqlnvWwdP6W73rA1Sqo+3+/ppzBC8XHffAV2ZkiIkv4wJuzBlXXpp5HxELsTt9p/Yb+kKAeX9IvdzL0NTbBVwAgh8VUf4Nn4lFUna60jXmlLTKNrOCefxwXVhxoCsIIV56a7FN35ltMUtwqQlUI9BG/tFU7pA7544fERmmh2ROdiMxq+Mtrw1pX+ueTVJSZdnDMiaY8KEr+Hi+VdGW9wibMAJrf26ixPEQARfoqg831vZTKE5UXmul7TIvxJyP7OnNaUsNvUMsoydKO6fIRqsZ/S19oumdDe8MAFkVhal10uLasyQVoJrjy34iK5MSbWA8zRhF6asaK2Ozki0XjjN4W/pKV957C095S09pbXIt/SUt/SU/0vpKbUBJ2Sn/P7Lp99e/vZUWsoybfCXX5fyQM2SIIAAInD3zt7a+zXAXSNcADt2pK641Db0DYXdR7cZGQxbothS5xurCI2d2LgqmbrTWqc4sa9Hxw4snPRuhkIPmkIp/uWyRQrmrNUPp+GcleA6d0T6xmLC0fZhyY/59sEZcQjI0OgbawmNTXHMEw8qrwZnFzvUd1xdjVOiGXRIy0wRtyzI61gNYsa0fo8wdERE3Hcndh8+eyd2FPrGSjpHJKUieEZS94GlOGasfZn5fHgKY/HHio+ml3nzLhr4uoTtRXck+sZSTt4I++mTF8IS6Bvr6Aggyw+euSYccWnPqBMwFFiBgxSD89A7S3UkVugdHeqjgMTk7kGTTRPwxusQaXbrHEBQ+A47uSz6EPtfspPEk12oJfGI+d38ZSS5wzRV2aZtiuiJZYZqiTzL7TUxipFzGwx+W5CYD7+MrJQ9i5JkodfsbhmhsR214MppyKQWRDMQgRk7dPtBY1Ce0irPjfD+yEUEIuyoHdNyL8Z72C0mHO0eEG6/fXRERLgl0jcWExq74pgnPHNOOOLTXthK3AJ7nVnm90GIVs62kH7caJ/okGFzAiByC+27JE3MPavKYYZ19Bl6z1KZpEc2j1GFRy3IJpKl3t7DE1uiwRQhnmtDjHtFYK6JDpsE1JGBAJy0kchY/gmJnWtYDGWoKpR6VN9NAJCWvgjr5Dj3R3txVs9FI+SdpWIWtjVrQ9sjAeY1F6xiKSgE5pZFMGv670ZCXikBIc8rmW9m7DA/Y9lrCp7SSizBR++cq+9YX2Jz1lJY1yCyEr6wF1FM7X6qz2KA7Tcq1klhITYqVm7fkGeTT79RUVaQ8ASz3+TdUerE5OoalQqTTlGpiOwBiyv1X7/BPYBIyVPND2wfonwbXHcypeM0mzmwHtctCfh4RqIZrmtUzOXd7TzsTmFnOqPC9QEUnRR4T6ChYwOQKZaLnrpnNLtEN12ed0tD3SI4wOq0ifV2QwVTBs2ExXfTuAWBE6Et7p/CuoUEipmkyYTq/FCIPaM5N3lotZlqaDTkWMP2vA6NdRcN3ItpmkM4mPAKyulGxXmwViKR/SKJc/HEMYQZgX6mXDz5OMp6KQiKIOujQB923d4SPMde5LPRLgpw7KmtdwyJHAZSV4C3sRDrX9uUEHq3JZwwJYTEnjgVPA3E9Zm2OMcrrsrQceat7SbMNiCNSR2iZ8kcQ7W9GMShjX9DUCD+avJwrqGYPKlvPBRp5EFCSSw64k2YTY/Y+vxYNUZV1XbtyG7Udhgkf845Ey6m3IQVVMLOPqq2V1JMqUpF1rFAYwd5PFQvSjMIIH3SJOKKPqT7Wd9+DYMxN4ieyL2a0yjmJ4kc6CdIhFTiOV9VHooJja4i7yZQMNk5sF1e4bJ59ducumuu6xVIoZo9m9Apl6oPQyPhCHgLSKUkInbxwzTOXl/yVTIHLbKsecCpi6nIL1PJMe8qFPtyVtcPBr9axkYqfIZEpyUSP5qxo2ecNW82hrRmUOCxSoX9Rd+gLBxtRM/7Jong+8MPC6S5nkaVlgTZec/SZmjQYFUJOaMWi4RIXceFATs6mvIq67KUnFkY7X739MrTMEBZpyQDn8Tif+bxGUrOuLGLrFt6YE2TxyRxnvIqC7OUnLLXcPu78Rwp4fgRjs8Q8ozTW4x34vuenqHk6aeXJDa4Dj7wKsu0lDzh/KRmHdqTfafzs5Q8/fxCDoTwnRxU67+O9DSUnDk/eZZ0zi+sHgvZeMrrLMxQcqqPDG7/fdLzOx3fndJzcHot6fl9Tu9O6Xnf6SXBxIyDD7yOkDGUPOH80pKo5OX7nJ+l5OnnF8q7cdpfvyz1HN/h6WAoOfMelpdGD/HJ4LweTnmdhVnE2RMLo+0fSU8oG/pO52cpecL5idTCCNP3OT9LydPPL5n+f9/3/CwlTzi/tFIq53c6P0vJ088P5ubYxQnGVLUIADajap+o4efNwxa0S1qNPTqCc5DM9+oeDDR2EJTIVKxWE+iPnNzrTJ4xzZVXsu2Y0r1SVtc8LdRiKUvkqxPOWwToGFRazpBtwkF1T7A5EpXwjRhBhg3P88yRipV7bpmx9pVxmFsvWcKDBh1JAwibO1RzOttFa+arSm9RUgtFE5CbX79kwxVat8OEmo0/Pvz64aVuYyo/9MeHzy/S4EwBh37368IeKOC4FVfujs2VM+hVnvKMde2mWywJwUbunsA09btmLVuBsybiO/hJcoubSZreNGs6Rs3LjNynTBpx7FnSSYYGpnTqWHvdkcAbaAZdfS3BN4BZ2EzCDCnNmbD4ZR3UWSr4flnlhDALRYp636V5ot4TZRkJhJXWJmtKZNTgYq3GVISVgEMH/Bs1AHowg5kjUwbXjmFCg/McU+jrOrAMbs3YRq9Xib1CwGSdoIidVVuNbNQYMiH3zKqhDfGYU7Ry3ZUOtSMhAXPmaEIjUBbgMkoSHaTNmiGTNYvpcqtpYVnrK9/1mijY7yrL9ui1xJksWQipFZWEuZECrIBFnekdcHQdaTN0IDQnnMAtOpftmW3ss0bakxmrFCt51dQgtK2ikDvG2e6z9UTWLgfvyPO6DCyddaECYihTeOyhdz8TS7dSeKsOudh5R3VSIiIwFdmO9Rm5Wj4b0XTxu4gZCIosrNOrO0zc7zdt6bZtszuQ5k2hD3QZqVNyeYv3gKvi+m6BVUw9bhPEMLQGlm6mSSbvp/N5K5E5Y4DEzJhK/cRiYVtotCu9lXuPVOdnakOcchdTVhhymWFlc9/cSw7DoGISdOG1IoWE5fb26EpRW+vp757HPytMBv7OMHf76mTMmpTkrF7it6co9wSvMnyAYvQ/r91OVdJuDnxh8V3PR5Hx9MtI76IluDZylU8HqlZCk/UDFZNMbUAF/Iic7GLGatkiahgLYhSQoCMC7I/5BlH0IVNGrH/2V4P2v5j2o/yzRIVLdXE10eYdJhbbn2pQfnoLPBp9lpzj5dvdRqL/Cu3Tv4t1uhABRSFgo9y7YGzM/NMbBa4qS0KPSzxXOJkXv3JJHrSftF/6s/GlP/lLhlnMmG9Qdv6+mB9sfKjHMJG6/l7veJ2x46fgbfe0TVFgATMFugBn0vMeu/UhGiFqtEWbLL7ol4FyjoSRmOduxsPNjIeI+drHYfTUFHd2WH/zHZxe2rTdOL0+f/rt90+fX/xYp7xcopKfBFMi5wdW5lqbGLb3Vlr05gdn3Ayljp3ZIIun9EHeTTrwy9DkuwjDYoktj84YratB1n3rmhLihkix7dp166yE13FhymhlDcLuWpkk0MJPTkv3gbRinff9EwaLatB015p8zfatr/laY9D8QZ5QZEZnReXfY57G3RPc5LpAj0zThRmuVr+1uWfJ0Dek6Fx/+v0OoqJscuzl8DjasB5pK97Yuyfc9qv3bkc2vu/PpWa/92av6Fhma09HQkWVgigoj9h+D1o3rVQdJtHalxOufuxELjT9tClA0DbFNYl+s2s6fvT9z8+ZYJLEI4Ng9b6+fTffaqRApXpNjlzKEwMDLNSFwQzVCN70DuxV6xet9cxQNUkeGuzBUk5w7qMWNVodOCoYaTjBJfqU4UXqpMCLcHTmQfXzvGytZTTyEajZwrJSG3XRwQEOTUzM6levDts4CmVMUzWw1ScZKfziBJ8XXzziJAEiCpd6JELHDv3PMxNRZi344MmO+o/vftErYQQsEePgNKQHzwwc4QpLBHDbuzky0ljZ/InCZytVxEuYbS+luZ/JooECU4KMYFp2TIN4xu/llVuRiB4e5O67B5evVUOEsGWyDoqHmWBBrWrTu75dfxUIZ4WPQNDj75f7HZCJy9sRS5iisvUm/TxumIjePgOn2gHsT3v6IP12amUT/kbSb8Lf6IOAQxe11zzSXkH9jfa5z1voNCbs8OO6hxNdQMG+6eqvWw8slAJFrWDaihw2hoJTIq9HWjhpZRog2QmDYkWemzNfPjOmNb4kATL7Kcd3aeamWzuyOrsgmwW7MJu+Tho+nPr+J7vpvnE4HV6QUmQkYdXwqcYDhx6wgBRYDu1cqGJgJeDGxRRQBhzqmHMLyOFiQ5JynvWV7/jXPNNktqCfxeUZr3Mhc7JwCxoHst94BDM5q4dcMCtQ1p+GmfD3PRl0luU8M+bZi2B/zDNJx+vP7K+2d/OsLLCb7flIjs/fCp5aFKu+PCMOuzrFMptv8GTnCoj0xR5YM+sU0gndFjcZzYIy0oMSbcxwfVjptuiLbAZKxTYwnTRWm9D0CRPlAYqJ1I/ROGlhhI7vzIBhLkPgQWw7rMmW0HIkS3QaZHGJTTshCWGmKETbKI9kUEgA2nukIo+s8hYYTnmle7gC66Rmrmv8oFfCMAMujtASFtbHxdakdnSzhouNPYN3QA5ogViQuNkHctB0e7xLDkqSIT3SvIkcmBs8dx639tMHN68hO5HkoDXDx66AspGYtDxTMs+MofRWy0x81qpv4tgPskyUelyewwhtVib2m5YmfsVZ10zPdFjre9wk2aDpoEMdWzohCeaFcPwasb/mlSa0ngY7sHv6VDlKgebGa8xut+dDMQzQJ2BOhC0nwn3KSAGb0ZbhlAc9uKP4BnSDiFhU2404J4K2uSvgzKlk+vvN+70vpJC3tOsKJIhOG3Lp91QWmY6oGpx25OYzY20nt/gvIGOIpjBitdeisS2DoEbzlG47pvFsQ6RvLCYcbRsCbS/cewiOhek2NPrGWkJjU4iJHg+BU0l4t6tV44hwAi+U7Q1ZKCL82TGzUDgexhgcXIDdZ8/egh19vrGOzuG4hUGAb0yFPJXfdfQyHwxNIHOGclkStZJO1EnakuYbKzh5BRJ1EB9dgESWz8I2KAubhdI/EglwYskfJTHhy8tfnay8mV5Klh7OSZA21pCy6AfwoHmlNsmmqVvlpxURx7X4RUE51RR5mSb1ICcLNwFFrBoaW3VjHRjVht+F6J5HuXYrJYjHQO1OBEYZjOBoupP6+i0MrQjAQvfyBPUMVKy5hTp5RE+/n2dquSVG0f7nl3mQvyX5nbD85AhnLpmw7WaDzlwIJKFtjG658/Arz2KQyskn+ONG3wDOE33260RtNCTOjO2rJTl7hhO6JWSiTSIQhSehV91ztkiq8WpHsRObpH3cj15TgTAvZ9okca+hwRlnQsM1tWOGjUbFVmUT0R5PnoJyxVRDoEk3ZXLErYuC9Kn7Yp+c8u352KteHZ+RNNLpa+mJ4O0XhblUdyNaQQuj24uXYL87QyjQtFCbyZxIzJW75jDyZjCrVUBhED0uCADSKGXD3uuLDmk1D2WpzpTUbUpJQj2qfe/3b36D11k37wS81LLpqqP7C69F8Z4htrqnqyP9ETAjhR0hElF/3ZsjrrA7sNNGEf9snGLqqUcoXUkwYN7BonOVpDbEsAeU/vaSZboHXUfo6z5XYqQQkAyB5DWxDU2tIdCGrK61zYTxg6stdUNgQRUuxAhYNGXSqtlnjADNHIGqySSvdTzRxDLOoOQO2pdFDTQazbiCm698Bq934oqaWZGh1TLu9wUozw8sGrXg1KpeEQu9mE8J2COYPFq1jC8ioV8WvdO782o5+kHnUaetxHfVng6doOW9jElNEv9BUAsDhGIc+ANHNCOYSDWehyskxtr/Y+9t9y23bevhq/HHzk98ly5n6riNn7p2HjtpM3f/JzQjElqLG5T2Od5jp5MvjukDbZAEQRAvCws64yOlM2wd1iD0Ob5Wwwn7zY18wcCdeeoLNZfcwzboUZUQDXpl3NKjTipzDnHMBTXiqg3xXovkww1JFqGc1C0flYd9kfwgLCtOHVyj0oMsbY04GO46GtDDnXKEabMHXDGoEXt4sHPhKEHJ9aYwSprDs2B/T+9UUK+bK+K8THxC8saiVEpPfeic99zAZInktJZl2sibuxxm+usEerkDe+Wcn1ydIvMIlCJPUSyH3IsrUKi943UKkVyce8D7OeTd55///g48n4TpbR+JrAktU+xZy00kEkF3CTZA8wqoHOUt4TK1FlBGIgJdYwI7RFwEemXuv4hMDGBt6krki+7Od9urcgdhd0+2trNGqlxmsAdFT7fnuTI4sC3iKVdZpc/gk2b/DfuyqCcBsVr2PA/UQDFzxoTj1Lkdnwc1UD2VZ9iJF9gdvaz0kqLOs5ThWLjIN7KDWMY2sM32ywt3S3Ic6FpdIMnu95fqdAs3eufaTu2OWwcSVzYsrZM4F8/LtHHMe1WN6w4rukUAXiZLEtm5/kwvC1Q6DQ8+ilI9IvgSC5RskVbKUKrHcoGHcigIdoJhzcIJP45Sxwv74ELEfKO6NAF0DsfBrILKhK1j2mP3cZ5nBMNS3EzY3G6lXozixsWc80DZ1qlMgu+SBeTPvy/os6AuU/4Aa5e7Tu0diSgGUSJ4twfNUXH6dRYJ7KCkCmpUnjXIzqZgppuqjoC094o4orvzQoyT9JW8cJi1I8/pyjZwQ4lyw0je/kKk/KAyy0Wm8hbEPiuZMjN2O5XyDyM1XxQwI3fxFf9Ot4Rohxtmqg+T12HZqHJEUtBgiyRtGJ+GfqEORvujFW15WwMPEu6qiCR4IGfPIlJvaIKWqbYD5lxKUb5dLlClHusvUyFff3aU87l1Q7rdkpwu3MHCXnWMc0eQvXJJ5sklmTmNN5f2aGkiovqV9r0F30HmI5xbWvTjYDNmpVahxSjdGlv6hrqisW9k4nzIVF7sh1vTHYB7ZG8UZcZam41rzxaFQ9yjwwmWJy+UgCaBHtuEWgZJ/y5QuYdgRHBvQEq4V67xT12y/MVow3uZ4lW3tTTkC+GGPOsU51QGb1sj39etbVOmqoScyNDM3Kk5rZOrWMoPgIOtF3Cq1PJmAx5ikiirWOxC0LJkKlqG5tYNwjahL1rzkZkcqY+yZFdjz8xCifF6qXqiFwZsMgLS/P7h2HKnGUuOtpu5MMhrzviIqfPGYEnuBdMqjyHC6nST42UXWGia+0qaB+Jr0AXWi540pixcYNkNDXVM6t8IQV/aIpnSK1/G7fFUGZvjCIMXHypVuVOO8AI1ob///sQ7QZKlYco/DocWuEGqGCK8YOGH1O4rOq+PRCwiud0TdC///c/32pX7Fa97mqRyrXyBrAxrtyaOtXlPGQXixsRLdnfDv/Ypsyn08gtr1OGIH5lCngwRyVDDK871M+36emDdq5gAnIyP9UsA/+R6poaisFV3+QDPnyr68ELNK6XRiJPK0+tHJRMeummFByqhvwAucSWYOF0yZbaIGQernDMdVqnKRa9HJDmsm2hn1siXUZlnqu3NrCyqLFCFWKYQ3WrGCAs7NErsoYNDUynnxUGYuamJ58rqbYI+v0aq3Nh6D+ZuRmJrktwNo75mHqZesNU825D+A1r6VeY2ivwlqg+s38ayEZk/p2VMQiRV4W8Yz1o6arrOPfa4BYkyz0blcevRn+BlPm3nPlwPjwh/tqFf315UQqkSBzRU+gD/YEN7Z2EACLMGcH87USzNd/tdJYZgyFF+H/RwHcoYdtguh7De7T0Y+rm/sEcNBOrhGnmGjKnrRiAdKulJZ+ihGEeCyp134fC4R24AKe0CtTkS9AvMUIwdNuOq83yHlKQn8dKCAF2ZbNzqISDsWn0A0Qosdo+qvTIDo2MCSkkMBIpfiMeaAwgopzm9OolVFPR23aTKCdI4yaIq3FYqUNmdfs+ryAysjydVy69+C/taFYm0Pbc1Yb3dyWmgmvx0hU83hXpCdKOMLqt8uUTlHR8V18MzJU92VywXNGY8ltoXR6FH0b/gtVs5OUVW37Z8l9bOR6EIrmhLRfJabAvBFG09ZKBhul+cYh97KGW+PZW/ZNt6VJyy8qO4nj0q0ZXiHUzcUcpO1w/Z7/K6qhhf3RgabtuoU9Pu68XYUL3vEXdf8mTs8F39PXQNbIXycrbMUJMhUrcogZQhWMHoABT997cmFtU74Ur6Uph0/xO1jydZri1K9JAoAOWaMfKZZIci7tgOZPzaaLSweyd1MbjDgHq4TpHfL0oJqmWiRFgBRBqAJLViRiXRtjNQjiclty+Z7WPxbZGjwnGFqcRBQfUV6Crzgq3KXVVc0H1TVMr6vSXgIiVOhZMUhPMaba02VblsEThojZMSZDk+maxDx00/ctcyXW8jnFZJiItZXn6aKqfxxjPTz+8G7NNWTUPs8aittp6QgaWlxZEbho072zZsb9Rm+0zuFU/1a5vKJgptkgmutpLZkVF6UmiPRNlaQGoVcfm6Ga2uVkxgLBsVl6ye3H5rmjXpXBbuW1fleyEt5EgLSc8/tr8CsCCex8kRc4MHWFdwnQWug9r1DXq1pR4akz/qo9oGDa5sYoK0RF04AZDgdXqV/IkFgteRYpfXvhP0QbwSfJit0ZrprAuICuJ9r3RYRIsWDNBUYwWh5LaEHcoYFw2fComS2Isqi+7HHHOEtoXCv2uZhFcz5ViUlRJgVkbYrscQr+vVE3LUOgP5Fq8vPmQLmS1aC6rgAnqdMyUasrK0g/cQMVhnSbZroYjBmknTSO8MhINdKDwtRdjw0JOoy2uv0rWXql0LT9speKsnCKlVQct3KXHw0lu7ia/gcjMcrnWdmMWCeos5yOyIW1XzV/UQx0LH0PVyP9z+tfpvvVXKU/mz0wdWxvfeBt3vUl8MdclS+7ml26fKxXnuH/gCe7279S+F8GdgCXszBPQoi70MizSqyHDYxWJjFPd1fXUSpbB63V4W/mauVJQhytBRuXzqBsH6yzVQBsrqJkHTjUsb5bpAYNGNKvZEEXj4fQao5yvAbEnVEwa7iiyvVREi0TeKoet9ZS+wRNioJskn6h8vbpQMt7S+uH0TJ7SRKgsvxlMRh8oNTAy5xmw3lY9cZecGhciuQd6qmw6hEhPVbK3+cjL+u0nRdifNh8R8YmhB29s1ziCfN+o7uS0U1BNxY8QCjLvW9fWoZRJ4SkePalRygUBh5K0IPps1k7t4HcJNefv3GXVxS3QFqTSAzjehXWX2FC8OQHsG88efX9qX/9nPMf58j7JpvAh06jmzX7h89oxRubkJCokkoqNdHgnnTlKCgd9unCoXGybyrOus9C31telCh2kK0iUA76SVID5EOcJ2rUeX5kc/v3JG3drrJfuVSK+SRNKycgCeD6t1JYaO+twNivhim7BnAF60eGxttLvCCU8hU/hYkiEQt3XrZZk6xAcP522CGbunuAw6dJHD33lKc9g4xL9t5Gh/tdGy9RW9YrX7Wd8ujXmoQoUE5VgfLXgK93wRzEAMC8MUSgX7xeTbdwuwrT2OfCXA5g+nwsN18gNBKhxgq1YggoLuFh9GjlxBuLx9iSdYDivBou4BITSfJNCKgaOFDKg9aIhJwAu23WQbbqWUkL0xCDIh6Cx8pLD0XjoOgLzIJfriY6W07zXFF69r9psQ5K5QR+0ZBLkTzwwmk0kmOOxIH3pHAHL91WNkhj+umfODOYTBUjTSb/Djo035w8CPf2sfgdfkO7WPGCiGefuI/aR5OGoNeF3xrcYa4+/UPuL07Yvie+LRD+ZiqIi3tI/47iXg+b2wpIPn/3+/fPrt7z9+/1918L9++PTvv3z89S+f/+QSmH4oR2+kz5N6A5i+QGNG8DscJsbdC9l1aMpf8Vt0Jx/a6Qsb1Woq1/1zLj9ZAfcWFqsRd8OH/idYxeXl/Clhe2IJratHcFlbEc5h50MVIPZSKVi+tTqoC75EYRoSmuZQbYIchAVMexeCC/G+2JMQlOPDdFPtGNXIQaAamr2bA5jw3QndOSi9jCTg0HjZQu71Ag8oiOfQUxcb0171qTiYFiHBZVMcKu/mmed6k1iFcl6QPs9NRhwAuBLLAiWKrYE8J/lIB5GN7NwP+LTeuEnCNoFqlK4ZKy6aAIBRc6JCBWuSwYtmSzlKo9TjHo6UdSRVQ/AvSxjWiUc3cVSxqjTMvPCMmhC4PDJlwuTrVXmP3gktmP1lJDTk2gccZyzn9B26RuFue3ygC6Ydbnle6WipsSHLIfj+yO4kdv5wSImyrIPk4oN5GwQlC/OH+9cVTCQjoe2p3tFgPLmeKvRld9ZJGVWIhWpBQ2DAxLAUyp3IHtNEw0poiQFXDpRC8j0zrcud1WFMcDLu3hiKpglVXS2PpyBunIAUKUdtLaRIxMltCvXe8BZcT3JBYZf20ZWxOULgkHgLelL93SuDKFj7uX6ntcPI7cBFTxOyk+crY+WAI+IfAtM+YDN5yQ22xMOp1i9doM6PUitmeDZ4cgDkKwgZlS4cDwi4Jwa1I5QIH6bCBIK0zYGcoLpE/KgI22YRPvVjnlkKPDGVdYxpu6pApBcbmQt2Xl766wE+IhYrF5WFHWhI13iC+OkJXF0t/WOeWQowK8f74nn3wiNRMVM+eluda7K5FydtNsWoqnUDRSmVSIRMrcbeWT5PP+cHbIXB9N5TRAcrPRVTCT1s6EBe/KB8yHMt4PtI6unn/ICtMJje7yivIfaU/mvyGlSq/lV5xcMpuN8oKJE6Db+XqKof88hQGMzqXcWUF3guplLfBdaehKPQCNFj7y2m+uf8gK0wmN7vKKZZJUhfE9Ocenuqq2KaFdpiewq6jl8WeOy9ZVX/nB+wFQbTe1d55ZWey2sqlNftUiSAYD323vKqf84P2AqD6f1+8irozNvZtywvSiN4EHzEJ/iMQhrygKMmIGYKWN0l8DufYFaseYnYnV8nIrBWT+1SPiT4xWAyGaJKrbhI4nsW/yO2zGmVjaa1HlWR42mtHTr4EQU909aVu1Fvjp08auxTN7AR16g+pyk7Ok4aMZ5+zg/YCoPpKeciZoNtVIdWh8x145UmCmK6Wve4bEU1kAg8pgv4sK6mUOLOfNkK96vQXIXB5Bzvkue9DI9kx5DWsKTuBbwkrcGNXE72qgcXMY8/uN7SsHmc1Ng7C+vp5zxzFQaTe09ZHazzVFaDqvlrPC8L1j+ooXcWVf1jfsBTGMzt9xNVnWbbi5A2wzt66gX4gIK1WqCShL3oBP1fakwDj57nvKm4isoWsxFmTj/nB2yFwfTUq3SE795yCYIas5aOF5tJ+FJyVB4tegxrk/WYrk3GfO7TZK4vn/5FP+AsDKboeL88bWp4JEOWgpWWOGejZSK1oYXlLwttcIwFGzyjNumxdxba08/5AVuBZ/fOMjtY6rnMSpQD62xFoWEBgh57f5k9/aIfcBYGU/z9ZDb3Asw+g2S89CRet4W3kySTZMQXUtg3yNYhM758wIUvEa0HN4hKtX1Awep7pcLzsHB7Ij3W08NVv6jmCU3cnmPWQvP0g37AWBhMsPlrXA8bNZdR5Kiqj+baDVYbKfgG6SUpXXfH3gkt8FhnO1L46TSVq2t3+kE/YCwMJugGm+UHmxoeSZF5h1Chy0Rug+rQdVVuxWuAyH/B9yyQfokUgkB9P7nVP+gHjIXBBN9XbkerPZPb4HzL8ui3Hzen1mPvLrenH/QDxsJggr+r3C6cgo34gngpKKD+50nq1WKRDPgiCjtLDkuxpRjiXK7DkXjyrz1BstkkA76QwtwvjVL75QNxhh+/Z9Gi6JdM3v2QE9Vwu+TYgMrqlm9O8gIdgDkZZ6Pk/SCdLIGJ0F6cKmss9jGV7k01HX1sLFUr1UcIao591TDXLlF6XuESif5llWYeBwvnIdmCsvOp2hCqB5SV1kIbjhBmZCcbCoKKwi2m7BSKtPtI6eox0oMhhx6w8F1E8LJpQw+SvkLPFe0UNmJHSB4bAoWyELTm6SQ5+rgS9sB6no/cy9Ptw9oBj3q6/X/98Onz0KX0+tWnL27zz5N4Q3q920KHs9ZS+uU717Ou1Yd+/cRjdsnb8W8XMus3bAD2Ihb1X17gU+3za/mU26D5s+Z87gB+Jz7PZzlKzm6+RZKWpWM1HKZEBPRlIJF007PGkMDaZlwKaYu9tvXar+R6Z7tbP5JXSoCb/UgJCivh2q+sLtJ7bssTDS9KAFzYXS90fXn6tqoBo2YtgiBHyb0ARAczlXRXYHtZAWMe/Qwq6fkRyR/zQBtlWpxcBkgp0qf+SaUVe1bBMUU1ZJezSGi9BcQuqtbnypbexKVarysKK3rIMngJl2m7Ayj851hKFsvX20NymRz+2W4P/ST/+t+//OUfdcG+u24Y9TrNNxtGIWP38fp8MB8pRCDPZyNwqbNXLhEICMmZIC7QTx1+QXUhOK5ms+RsSBCNq54nfZsgRwAbnLF0myCt5tteMGAAQvQ+xYQpSXxab01jQDFZ2tE8nqKwRHDDIsaJCLr6EoVYxETKBxO/TzE5q4OJ36eQbCbD1GE5vE1APFlmx+D3gvl7oyndp8hHLdBYXtKHs8YKq4kaNphExmIxC3gdfy466J42PwCThNUBhe1tHOij2wStr/uFNVhXjE+IxbQadvyAop7aZD0KV3SHPkGB9aqYkd3bih3CmQDha/oT6cC2u0pAK2Ub+qUnyn4Zypt5wY5IUjRd6rmnxz5PUecVjKULzfXW5uEB3XP6EwJybF3LTEFrZYp1xAwEv2QAFASxJgqBEDHvqoQFwU9QiD1rrJyrDwl4ANdLNRvHc/AjUg29mlqKSWi1bNH2NLEQD/PzgWgziRRtWxd39Jie+wzJUsyq2N07DEtetZXlwxn9itSk36OgBfuXgSbK2NDnPZCJSqTmBNJsE0IPfejBZhMsEVG8JyqR5tDzPMKD9frzQhL9X4eTm4r+G9DkiupOpIQJU3uxlekMTG7a+/Q5MDnNmucJXBP9fyEoubVM+jbc1dn9gxqpADO9pU2TceLAeZoLvNfeQ3NLwRImG2i/3sGqGruqHZjkPbX3iUk/mEx4tGxTBU7b8p4KXIuBZ2EJjwTyljxvHoBApptFFO+ny/undSpuq/6+dhZYm8/PwxvUuahDLFncpQv2SY1d1OhM8T4q/cSdH8zi4nkgrT49DU9qdS0DniUlPJLL16MsxrWHq8dxji9TuxToKP7oTPwOgY5IQJ6SH29YRZLmiPHqZJgkIS2YZHL37wV0KJj4+VKH1sK5Lbc49VZSh+ymtcvzIfeS34f3wMKtvQQsd5J2FlLHnj6+VJfr8Bn222jldFVp446pZ5XbgNlXyX+YmMwbNRF0qxtcLZhIJQuPCXtx5WTjuM6QXnOmohWZi0NVL/sKTMSNM56TY6DXVGYw6TH3bh9tOpEVSwy9DlxlwqExLmX/WHAuit/uRFU/fngGNLAGgt7JmlLRgu420Wyb1NtNHDK9BAgmjSrvCVk/R+4HVLjn0h64wNMRlw7q3m6FMOu4sxWCzNgTJbGATGQOuZCeHnCbSkU5GpmSR2hHixzm5zxDUrWN5e6U8hmodZfcl3P24fRXouSYWz63AWNra5o6JBFszzgjIa3mesvibmNn2reR9MgcsJ1UjI6aZ0RJNrL9NCKvAwALQt0YnKTYm/X0B6BTnZEPm8iXA5Dt4Xke4dRQ6e5Ip6R6ORSw21PkFq0pucmL/aTFGheZehsN1GtK3LE31bX3yETBFBbWKUqfqxxzTzoFNiMJuCmotdTbZnYW1sPKeXzTOX78rRthx46u2yT9uVAkVtVCsi1EmQHYygWPeA3aEDBMj1Q8tS1J2RNepWRIZtv0WNOgUkYZRU1BKuuqSabq5nlwsTBAaSyIeTy13JJ0qDZrS8mYnJKwyZp9gHxJiPW5BbEVpr8i2HTrW0lilSi7VV90jnB5tIJs2frVPEThEUMddKtsJSkUER5Tq8XNHfij7cFY+TqUQnsy+pVAT3ZphUfYSaovn6MUYBmSIEMjC0k5P9pR5s6vp+N9WaGkvFCJe6oLj9hzSXs/Xf96ooXYekWH1qzmbsh8cDfqdBJoNRlr9mibgFLlB61W+ZfvGPk6Gq4yRZdwKVa6Y/Sl1uQyEbTH/LYVQcroyciuA1krCW/TPmj1/X4cLG0HXLY85Exhazo5e+hRkcOOfdlPts7BhbaJDrU8MdxE4vLZq/IEycyizNWi3u7ZrSPGJtbxiGRig8vNczwdHpIwXHcm1ZoEpR11ykB6Tm+L5k/YqK/f/NVzklc/kOvHB+n0zFIPJvRwzR+A+8kF6+B0wg2dcnpyNiurEFbQ9C18UmLK5EIeBsr19PZWNV4EQp/KbCW0Om8qZaG+ZftFg74J8UMQuvjGxbxTB8l+taFiC4XQ+Ec37skl0x5CSvVoR5EtmnLHw4ZoU0CZHnHDpVCeqbYhK4nm7jOzDSBt7DQN6QgV8GRdHQdkWegpsVdWYgSnLo839N7AcjNdlAN7Ev7eCrYkBpd3JU1Az1PqXXGbxKREb759DDer9L/r3qxMz18ZcxMuEkFfJsmzwws5ZXZwytepujRz2z9BaLOZyBQv2KeNiiQFuo9FHqnGdl2xlaboPG/yUA8hgjqksHU7oR1galjrlxXbsPluCXWZjavd0UNMEAS8i6snbJuYArXL9KUD+R6PxaXQs1NgHs9+98uFLFvH3j8KWdTQpIhRv+GvFDHmyR0cPSO1xyoxCD4my5cxjiftcDCOV3VMIS9scwM83LBIdr33hBefAiOgSSYiPvUkEBlQ51dFNjnB1Tin4GATNXV2GLDP9XVWB5g7cw+UmRV6Llz+KB+wPWAyT4pxBHojOdXyWmtDjypAT+3yWordhUpARIM8PzHQ1XXaPT/Y5ctiJSFaTC0JlTPCSFH2RXfuK0Fuzv1MXZz4iL1EEUhE+kaLYVFX0faSyU6gr85tlObiF0aP3vu2oDUuehQDITPFLcYz4SCXQorAFdWxo21YoUtUXyhX7y8xqI9z23lgM1jG0Kev70t19tDRMb3H929jlFDyDZAFR37Tk92gzjBeonOLZl8I9KWr14ZyY3MltbahlEKkSmrWZ4ZClPt6gRiNqDFTsPeLHw0zMRDm9ohcjviqkcsR1br8hA3isRtAaJhpQ8kwzFJ/w3anUdVODh7c4kiy+zCdTEFlo1ICzMBGTdETlsjuPkVXYlpmrkRtFSsjFXHqR/a62PrkU9W47KGPZdvk0C8E9aX2kjCu+/3rGBUQowmZmNo9ohDJ5OhGqWX47EvmeSmw9dv+XLe5EFMLxWJpUL1nGxBDd3Gl7PSEtpccLdtqOZmcx0nz3LFI27/9fKheI83aD9S5NyZsgveSm1orrSs3NSs0E/pdeXr6B57sYPqml4n20cynGbukPspb0oaayrlDmNSRCXnafq/EhPzsM8E8Ga3NqgicMjQwp1NYKf33dF4un9DdgCebZKUQ5ugqPukErW5JcadJwo6++5U9gCsxMErk21hzsCvR22pbW0HKOIuUcLFwPE7fE4oJiijLDTZZiYXTPgp3+tvNVAyG6TuzCYW6Wy/f5rthDExo+9kw2E/mQzsfga7RuWGzPxGo4+AAOVwrKqX00aTYTS7MXCKNZkIKrtyCsOomqyJyQLIWu5JQDDroM/sMSYhmN9tcBQ0M3s05iJtPf2Vb7RrkEQmtmLnkEnnBSsJlm5TWMo1EEcxi6SpEEB57jmaZVJovAfvfOFHBVg/a0e/s4DjG9g5paN3MF9GiOr1++cJSFhu5bETj/KQfasA+OPdJtpzN1rLO9xu//UrEGv8pY3UJIRl5PhdaMlPcq2omnNSYbSDxAY0ADNhFdp5qw5+iiZidDeffYeW1HM5giNDoV8KWTYiUIQ2tminsEeuVzwWZqDsLA42cfgqussypPqXenXiT6bEeuPjudIsFjkR35ofcnr76hZ91gWQBAjPV7HmeRRisRJtspOyLIi0BsN9aHxsrE9oTpmDLnpsUIwQslPydWPODKYRHawZnH14huCnsxz7zqVmnjVX+UM4Lh0ri66XEvMKmFLuN3vK3KuAV/UXRhRL4qdTCkmqGHy+pCABG1YtPlOWuxq5qBSYZnbMNnqK90kipBjXWGNdM+sFkLkru6dsXpffEox/MxVAQWg7OcnS7GH6gI+rb1Uq2GmwSUryj9u7fVp2jVOvhL6RrtQotu2qgwl0MGwBqvKMOd+JaokhZzJFy6PTgRTU+IHkHPX7mzo/mER4unanKeXfeR5efJMGzwIRH8nnvQKSJeN9W6/2LJ7ZboehFoUZgzKk8P6Xdd7Gg5BNdGqoSyCKkTU11x4DmPTX8mU8/mtFVmR4o+blcv0XLn0TCs+SER+J5sVBY/uX7X3765df6sc//3L/3nQ//sf9Pf/PjT3/768f6d5//+VmYzuHiR6W6MXHtVk4AN3XHC36Ep5QX/BiygWZDDr3M54oXfAVUp5dwWcXjw3VX/Z9jKaXv8vJ02ONpLrXoPbWWX6HkvloXR3AEKu5/+98f//79X7/M+8XAwutGkDfJREIcEMQFILAJ2BDbLN2n8Jj7hIBn1KNagrw2BCT+RradPAMKXKoZELs7r9xq4yAOKDpu4YNrGGEqbxNIMN5y2ocePDhuKRNjn39hS+bGMAEtk4nMqDA4viyjw0bwINFMIZ5oQxIE0BDKUp4gEYVg+WXz0rrmdCfrDP8R2Qp2h6wRCS3XDJoRPhDNbjwDgsqjVSwptctoZ9ymEIvYWgeJ6vnzNJYJ9CP9Rm7VMVcpcKn+ZSAZ3bpMyrWfQfaSTiFYyKfv1Z5t6KDeZQoWxSTviex1YtIPJhMeLds3aMaHBH9waMb5EXgDmJfERQs4GnaBQnk6hsZM06YQwfsgeWnW/GAGF8X/TwTP+IonRci9avPBk2Kp/5R//OUfH3+S4X/87Ydf/+fH38QzsP/ZV29jss06NFHfE+fNW5b7mMwouJGJhMStThWD3ggh2nb2gCKYmOaDmd+nsFGiB0zdJ/CQN4n2Jbe2eIbERrsedNy4TzFZ3RFbT5JYskgdTWayOGhpMhP40ezvk0xO7mDy9yn2V9U9gbxNQVzda2vilmz+4HBWT5BsljxTpxHpK2012RjNYzNhKSetTeQhaYKdjs5CMaNjQ5LN1B0jNXuf4sajjJuVBJ9tbwNTuMV0HXBjkPsUIuWrtdbU3yQIyNotpupKW66GAQUt1c3+JpJTZoXRRiR1d4ulH6gxyBMU9SxYXXuov4lUODozukY/ISgotwhoqW62N1ntluQDCkFVmbiesCvIEyTVBrYbl2GDE78iQsr0R6QowkoYHvFF63WzwUl9DNk+rgFJHTLb/XBXkCdI5DlgtuXiBifyxDLbmQ0YC87MgBuR0IqZ6aTfOip+IfjWUfECxbeOipefH986Kl42Nb91VPzWUfEzT9c7Kv7f86R/a3L0rcnReJn/wBHQb03pvjWleyC1jsCL5uHpKaTY8zp7DKO1Hn5qFZ3zR0LKRcUt+NsXgurI9DXNHaTvLFw2IbXmm6oDw6QhJ+0PU7yP9j5x5wezCI+WbabAaWfeSYOfxMCEJiPxvHkilvkVdEuZqy+eoJAQiXMm1JBIOhXoZ7T6Lhewyjq22+QiI2LFVG8wyXtq9hOTfjCZiwI9Uu5TkX6Ldj9Jgh9ITHgol/eaMK53b2KieD89vzJM7+YIG0zAlS23Bee5JHelJyJyfDHPRZ7+1H2pcN+jhC0FppkuRPFOqS6aOz+YRXi0bBMlTxvzXk3rlAx4lpTwSC7vHYQwg/e/24000EtIWASNORFmyFmcCvJTOYtVHsCSlHb22HVRjV22CYnkXVMWNZOe53JRjEe9SGeC/BbNroXAs6iER+L48uQt3exVJW/VM3Z0YPz8316dorXl3pHiy8cFucTwfghiPuhWv5m+723BYOETFKkBkH2huFx5FFwzw4/KIzVkA65J15jrALASfbSsy7xgfFriWmZQSaHufaEIEVoxQdx96W1g+mJbZklMXf33g+8fE2hA72Mam8lUWXp576FvMjgAXrKfUhl2vdxNNE6y13oNb6WoW2xh77iCqTdrPFCaL/6EtCmwwoQDpuoBtMInWQGFPKJ4zflcOqLphfLFxZtpMVWwYVoS5LFSlGPCVgr1uJmdq+tiAwqaDFmx7yogoHClvZszDmjVM5DeI7jN2aCQehjgyi1wab5kQ5Xmv7KhLpnvAL5HZgFOvt1mFHyDSiqAmT8iDZjcrR9xi+vgDc+TOMxUesmeOhc7FvGVTV2gdTwmr7kOeq7E2wxbR7xH9zNkBuxd7/TWV9x8LHN3010bWIwJeimmky2T7CNmTIrsngPdfdO++nxU2V26TSeXiqx4fCPF7KoT7FbMFJjcpwO2Zlc2U0zMgn0lMQSAJC/aU9cb617YU0EbtFx9Vb5XrNTeJpWWueG+Nns02w7F5KgA1NvpqZJnTyUB0Q54yCIifo+z60xF88FUNgB7fc22qsvg0kMmTrIR6W6ZPekGlx6TmMkglKkxzQYpqPSn2SBMMUnuSL3nw7MEd7JBmHya40NTeoJikhVEOzNLC+JZ3EkLCrljbR/yOsvlBIJZLmf8EO78/ebh72eZnCwFk0zOEcEkMROmfJtglphJLN0mmOZl8nG8TTHNyyQ4iPsU07xMnsdTFNYVuPSX8DUZFIyVdOtUDGZ+n2KamEkzv08xy8xk9XOX4FYq57dEpm+JTFp2/qyJTN8ST78lnt4Q/X+hxNO1gEfqzfHs9sGenOG7W+eIZ29mkS24zep2nK3099Dc0lIEU2d0LLN3aNzswDBrByZ5T+19YtIPJhMeLds8oo3b8p4KXIuBZ2EJjwTyljxvdoxisFlE8X66fPME5L4ps/HaWWBtPj8Pb1DnXvdf0tIF+6TGLmp0pngflX7izg9mcfE8cKLS7DQ8m6ikZMCzpIRHcvn61I76KD3aYI1TO77M7NW5Ha4yliEeIVgUhjjWzffnQL2U2Vr4jdKSK8DJq68j8wVdPJUEVpkwHal5QcTP3Y9lziVSNMYvtt6rz9UVn5Ir5J2Ymja4w296dcWl9Z27t+L1v2PMebLgLmNV/Gy968Mey81n6+0ThU5n693hcZ5c7+j7g+z4wHY81h+EF5hkNrPAp2JGEgNaDRJwtPpUubRgP6z5ryRshvAMCa3YdMkxujXJex6QCPazJX+y5JiTMiGJgUKpS7Q6YOwrfpOvSBriGRJaMGvFJRANgZNSPhQrxyQh6Iwg8gUrBWij37hPITf2c1Hoev0fDB+hLTU0af0aD7yWa0HoYnb2CyvqPQHzXCygG0fZcOtqdrELS0cHVYtt9vHD3oFuy+aZk8aWEN7cbPiy6PnqWp6NVb5pQ5fexftKTlc0W/oEer49Q2G4OQYX+GKHqwc/4LwJDj1iaT0eKuPdXLATHlO8Zjf9ncbMgkw1EWvQOmJjWKBQ9eisaF8Vs9WWLDZap8W0r0QFwPZUY8iKKISVcrO8nZtY1RwB4LS460s3tCv+Sxu6frCUJ90i+1pbzQLobptR8P0pwU5LZlLpRZoXfyNQLO0+hVuhk/1L9jO118Sl7cx2hns8DJOTXFtRYcenLZmvhvp6pCzdYoZTpZM0np1i4wQWTjG0G57WeaDCdQHm8ZL9zOGWwp3cI3WxHT4XblNMbrd1ofSMyQ064so4a6M/t22AHAhRjyhes5vu3m4uM2RBUGxiFVpRsnp0PFuelmKTxcaKhWxGDkUF4ONjtVt2R0xw391mhoxVLUctAMqzbaHepG7DnYqF/U1lTYtukdm7je82pvgWFj4dqpg/zOsukd2LcYS0fIAcg1N5VaCxq2EEoninMILmzvMkwoM1+5cNDf+BU3mmgvtUQDg1d5cSgB4B6SKL1uw8IEwk7xoQ1kz6wWSuie6fN6FnoyvQR7sWyuPdH4t5LW8eL/LbBJJm8hXKfLcjB/vKpVyKmRwvKClwQ26H++6RjQVN2byZSxE9FgDVZfYGR/U/57PIlmiCXCfO7S0mS9XoS+c5r/HcK+815b2lBRou7GM1AC1jWSCHt7cRrHYpvduol/XizQww/ok9Gmj56ZliKZaCywq16gHBa85kg02/YifX17lpJyeaVJjEUBoMfKdYZscSy6irsW09fAePq3r0rQu+6haoHpbwktmAYPmwAFcdw/eV+6l0/ZUNlc6ThpTyzbGjlRhLx7fZjIIvTOlYZdYKuoh+g9mPSAcTrF17gqQu11coAHW5RWkvHdJiOl1kEgnOXMRWvph0kKnAzpvnWoBEeIfMgihpLYvKY7HZio5Onegbs+yK+JLO3KcfeVEF6I1oqn2VyFoj7sd9iskFJ2CE1NDVvkUHvzK7qZliYgxIBg2IAFG8aD9bSO3Klla7zQqOSS/n8xEVIBeTYMX4qNRgm2kZAc9bvYyXWSfc81qnScvYqmoiFFhtdkssl9GJXAVv/QpKV2n/K48VZ4NI8l0yebMN7jiiuJqEKf/y/S8/SX/C5fM/9+9958MP+eP28d/1Nx9lOWYGbVky+IJveXbLeWPUkN2lPrWn69XA6HljXsJk2O5YYX+KlRQfuX8+seFZJpXcPbWSpptRKuP9eZb1Tnv+QR1Y2YQrk9x6S/qLRvsbNOKzTNYbaL3xVPwTLKTk5T//4n6WRy11zyzk61PvS+w53uPU+2PiV1Lv+9c+T+cNqfd7XcL5VkremQbGkMTE4RtRVMmxvAES/oM0hWdIYjiSqh74tRImdaQ1mWkgg1/JPppNLUckUgV/a8GeoIir6dSJghn5dpLKlxnGdQFxHp8hqUtshelK/MDbaAGuDX5DhMVK6RuRFGfa+4P1eoaEDqQJOrJQRn8K3hTQmDM+ZJ4gyaFYEjrgiyjMefkVXaNJ7HnjFwcUEluzBDwu9Nx6ggT5ujuvspnAciOSbTERg0ZcPkFCjN2cWRar1UqbHZB4G4F6wOYzJMSYOTNJ7TubvRt2a8YIe+nBsCO0Wg74sCOu2gZabSFhoEsZW8sTDsTOg1/vv+QH7PBnelS3cJlv5xLYfhRVViwfv98ndvy6mioy/WnA9PW5q58arKE1+dNaE+OfkPHnBMfMyxDYugJLdyszQ3/g+pJBvsWJC1NYSk+QbOARkVZMjT08Lf1L/xx86Z/8JYUJEenUnDi7fmr0Lw6+ZMqOXvg3JkQEsUkRVHUzLduYC3rpK0PWNRYCGqmu2gDRuNFTKhTbWrKJ/pRCw7BsM6m/Yrnx0kLK2m2rnXovLitI1F0dtCa3FlxwSt35A5vtp/VrIsj0gk4GuOvcxuGazXzihJg+REQPiKY9ucfuGcPXSoyWZCMsSBasfbMNxCB6GyG+ZYp42jAZJVQ2ra7bO+Y9uN8FPteqmHKte08jqead2fRsLdAVPa7BjA4KLDDUFoRWuzCmqNsKnuqwORO6VXrUQ2l6WNYbz4QUsdQ6btsBG/pApQSEFY2u2CjyfuP1thsJRPHzQ+9WjyAioCEE3C3CgmNIEn5F0pXPGjVIq3gzH3mlpLGMtY1fwbMkiXfjfh2//e+Pf//+r5//0zW/Un1oru/jVwrZYeqsLJZZzdi0Ug94B/MRHwbR6/skcvq2Z/Pr15bH1f3yfcwOkO13yo1AjDy5Lb3jM15BfnFQeYeaPlL/kjJp+JN6oYdac7szxNLRW44ftusm5IaHMLYY2tbOerzxtwi+rFdtq1iN10NXQbIkzSizO+LWbyERH7hdqAKYDtJEzwTK4h+J/j5fq7edzXUxPSpqJHnVxna03Qv7GsNiA1xUEcee9lu2ERrKgtG23c6fHFdIxJNXtIUTIDmI6A1MNg6X1DUCtkDy0TR5BIkYgvNpBc3zon3Vd8KVjS2bqbsGV0yibPHp3TclGVywAqP0mCJ69DJOfmG9zxSTRALPe9Guxg75e2lX6wPEQu+NW8Q8213ErSd1zmhkykGynu1JGntutObBuMNToqJ+UQpWE53kKddaVI9VaR6lHA8secEfeDad4U07Wx9+NxKLZldMyhsK7RMks7sv99YQV2/YEWOTa3xEMjEWZDXBbGSSV+1slbLjJXfFIt4CWO4s5yC03q/20ZCWwOebrC6qaRHLmaVc6mD6cWJO+Ctid5sHsOofAJqSImoLIih6sjAEIfwM3vGqO1bdDFd2Nma7UQJfNLOXX73+qK8HkVgekxgxL9923W9t8Z/z3Hf6w2Ec7ZRXwEdfF3BTzbz8imH6we5dXxI1Bdc+iObj72NjfVgKAj8xCTnk63v2yJ9tYYHmtFBhATXWGNdM+sFkwqN1OzN++vaDfSG+NY9+MJcwWBSWo7fGEViCz7TTHbIlPm/ug+dJtpS3wGOt5hWEPywEoDoR/tNXr56AE3ueZ2FsS676uNWAKHHyGOvqYw9i0bgnTIFsq9U5uEbdgsrlxJofTOGi9KPVPJN8VDKa9cdKRm8/TPBTGIriy/2uYrwdaE0P/K5L/af84y//+PiTDP/jbz/8+j8//iZJ5PuF+Tuh7OrvCg/t+1IVeJKrh72WE4Q8BObEgv0rFLyR9GQrmLA1xL43UIQEj6lXtVr219+Vgrlmnf/UK7qbiWr3NBNsHFw6O+oqufSIfOzM0K4EpGBDw2bGGevDFpxGsqIWV5mKin1coVHaa4qxW6Pqa254Z8bRF+6yepdAemyZSNaE4iehARtkEX9DXrh291+kKHYLQVnFOKF4zXZud5p9Sh2ZmShKGAbBOpwxoSNU4hB2F2yo1gr11Wp1EBDnznlrQj3/JkgY4jaEZTNfjlXFIfT05t+S6f90LXZX+pf8ATaUIV8hoRrmprHPWQkTCro7Q7VvLCeFc9iEdfYT0kINUHafINkX6ys0+JQs6hvatsqdcdykvhkKKmeyLWWmcH8Gq3P6HvAcbJBBERN1865KwGRKcFYxncPZcuOJL9Fl55Sbl7VXvoFmMrtIBO18fSvF5Hrbc7NAT0/u0MGPzO5pprBNgX0hMb0LKF60ox1a+JKNa+fjiXST7W4X88gZokTB1UabkOXGrubOjmFXXUBtRLJpr4vGQU0qiAhmV4vwAfiSEOFX6JmtboEr2xqSWQ00ulQmjzi+7JjiZsezMGksd7vjWaCWcuvaLa4j6TuZiYZQgJhQDN8D4G5HXzkz6rKnzk5q7IEqJHw7JnlPfLsTk57nEh4tGuZPcL8z3JT3xLfTQuBZVMIjcbwnzZMGJbxXRPF+IKX90736wXH5g30SGKZ0fhregFMqDeFXcB3uuDnQpU2NPVBUuDVM8T5ApSfu/GAWF88D9zubnYZn+505Kq/QkhIeyeWtgyCpTlOg1Vt6XX1RFVMl6rMokmYhx0NyQVoAAPw9VHuoMoFBNu1wbiUsfeyqvmCS99TtJyb9YDLh0bJNlTvvy3tq95Mk+IHEhIdyeVOus11uMLiNieT9VLz6tpr22vEBLx4K1vLzg/EGLR+qfoywW7uY4fnoYxe1PFO8j5Y/cecHs7h4MBiQenosnlTzJzHwA3EJD8XzXwWX+luL+W8t5h9I7b96L4FvLea/tZiXv62PCCz5gxAtuzAjHJVgwkyMKBLg/lKkEfKS7hNgxZK1BkwuSJUmRCpN6QmKbGb60saE1ax4HEwio6Vj1edmah6Z7AxNIuj5+GMGQ38GXyKo71AgkFjqPTGoxvxdAgsRlCd9m0B+0wrlEku3CaTMxsQo5fN4m2LC1O7fuDWNAcVkaUfzeIrCEsGNSrhsEVSQ5helfDDx+xSTszqY+H0KaaFtFxhSMulNAuLp1sUl2LtWWsVoEUI5al2vk2wmHPxgVk9QlA+XXWsDckH4vLkQz5BsVox8sD3OBBwbzWODosR7F5iUGFtlfHzjObsqiG+wGQVfYXt2glVGNJCGaPd7HFDYDZYHM79PEYu1/QOm7hN489yMZPIZEpOtka69TzFZ3aGaeY7EkkW6y2ayOLjMZgI/mv19ksnJHUz+PoVb7NqykT66S0FcvT6NXZImDv+KSmP/+Le///K3z6OX0tTlMv+c3/R5Hm9BDglUpuWw0BS0TyLkqgmFOC8iiuGMhAC1iIJ9JD1mfPK4AX6Y23xHJ3P09e5+rUfFk2en9SIZ8i3ZwtioIti3+Ygk4iGlQg9F1IpSXOwdHY66DedaMuox1d4ZqE9VtChG5vrYWINRi1EioAIgqtFTjWKau2QhhgsHi+oYthZ0MUPnVqrk6fk4R1Dg/OOBl6pliLVfDl1SQt8vyyjgli8msvKGbalZaQ9qlGBlgyOvrT7rTe5dR89qcr/wDPn0mfBiqCImwSzQDhPH+tam0Y+5awmG/Zj3sRYXOs+0W8UNXDJY95b+4nELYR8Ndqkr1vxgCmGwDAftknq6+kG7FN6dPnZVZRMFSZTrDYkPBbMSFqMa6kwXVqV6IuHR0sExWLH9N+4OKcWVUCz1LAIvhkM5OKuFT2Ekj7cE34y31RlhfW3lhdY40RpD4C32CpVLgqy/eFWONWMHr+XwvnReN6oudIuyxJQQe/8dyMOKrTB4f0kkS4N5aCz0Zo+dhY0SPGSs4JVXtZz1YpFPo2ZezNAUNsJIZtwC/ppulVlJOQVEA4m6iwqDTF2mDiO3cQU8Jfzx+AEiJoXucmUitPSrhY0PZRT39KtlYjQ5avCGFGwz5TbNJj/NklYCpMY03yMbxCVctgnAlv52Fwrrlbz1erkmdM6OhwoJGvXuyAl/eE91vP1+rXrCAJb7rJU2K+uZkLPFXzQ44ZOM0dBehp2JOLjbI93tu04hJrjmeld13l49uOVnF8+JRfXyyMj24I5XuvutuMWlRyOPfbHf+uvg8XeXYtvMDnnMFBFYcxJ4RH5OWRBs60KyL9FA64RJFOEuyaANrM3X7r6JbyfZJneCJmqyWC/vDNfkXoxB7x3Xi7WallN93QKNjZ+GmXAuiYJw42O7ohtqvW85L+1G6UP6RlvokeYo10uWzgxweqzC5P35Ch6jzY2AD754jJb/+fEvP/xS//n9Tz/+8PMXJ9GrXUiDMyoVrcZSD85ojvaVNjijUxI+oxO+RgfuGZJtYjq96Yyu/kg07+IuVdWUWB1NQMzBGSWK9zujmkGVv0TJjTbM/uCI0vbY/fMyvs8E3O5JFMzUxKsBdPWhWVnucgfVIjvYmJcwKZX014F1/xQLuYWn0THfwqQSu2dW0gy8+54qetxazu5ZLMoH24QjyVBjYV8X71vR6D8D70d/HQSqQJMCbTAq+tAj7dM6Q2ntgx5vvSCOf0z59smq4VW4ZW0nu7PGwHa+T+E6gMVFc5spTHFaKTKX7WJj7ygqeZ/Cmx0HBkwhwUzrQ+GsIPg8iWndKLse6EOTRpr1cLTOUBeQVD20RnwJkwLy6S/z+KdYyOX1DCqRe2YVLXGWVovn0yDPFCt3daHa/sXEOBYzy/77gWGIyd67m4UvBweWoQSuwJoNqTd+DDj06H5yvSlJv59aPFBZ1Ar5w/Hvddy8BsgVLq2ZNMmlhDuToP4stGmgfbwXaogL+LXeLdzQv9xDDpH64sXNxjLkoIMkCNlh7qeDDoIMNfDXrlD24CrTyXRJPh90iB0ZS7u6KWw9qUEbBB3EGX09jFCymaoOf11fZfYj8Jmgg/Z7tudf4fjLuk3KAZ8LOlQNSLV1yq/yKdDY1aADUbxr0EHzqJcNDddqJ1p25CjoULAcYR51kHYiMxKMyTgwYd416pAcO/4kvgSaez/j9u3xlrCDaBX0x+gUGxUZMtMgOOxACvVd4w6Rmm1qNR9w6LkrKdihFk79IIr3TP/oH+9zVqmI1+6xURbI9CJ7UxaIgDORg3vlwFYfu5oFQhTvlwWiGfSDiVw8FpwFMj0VT6eBaFnwLDHhkYRaR4Jf8FVr3dylCcUovXJKQumVRPGu6ZX960pVewY+SNFOjRvkSpYyubSZhO7L90yvlO6xaGwMIK3U2PgRRumVRPBO6ZUDqCUZW3BvqszYwBi30yvXAQqIRArwh9EkNbMrpU+pcecMsitTgD5g75ZdmTznj+qjEGjsqwYaj1eNDjR++uFXQVn/+Yd//uO3+s/0X9/5+60un8BVf5iwvlK00ZvtXqUQgzNurFa3QSWSPE0RA/SCvOx42lr65OF36iOTti+hFQZd8TrFZPqSqz5pgnosA9aA0dmChoN7rrPZvRcbtO9LbTa/64/4Yx7Y35wcD/gbkllnFaORx0ys/Cfhe5/fTqk8vb6byW4WV1cae7feJagmnVkJG+hkpmAbd8zTajrNBgTRxKqtS7hsE4pXHMxbSKDOrDBJiKEqiRCWg0dODCNOWnXTnpodChDXZvyGOEzhVObNTM+o2iUjRbZK+ULAttMuOwj+v2Iru6q/5NkPZhn04OIodrv4wXU2o+Abs6yHShxSxEDIQZPfiJzRc5+irtXJvnzBbsael3JpN01Aae17uiTS4jrC2Olm2TIpU7RfltnCqYx0JcvhNzZfWovA5k8UTJ0GdeTboKnKK/ZybaVMl5SsfXOkBgjzFgr7OqsCv+LtZN+Yg9+Y3MojruyLX9Zx4Bx4rkPlG7aztCvlkjGLWTMs1bhwdhOHvtva0LTKamSpsdY8mT2CCyUmhGLv5tIrNbpNbu5m7M29lN3/6s3s2v7SZgYT/3Jwd0weaIMbjSjMHJIYMFrrso0JwBQmGMKyYRvrm38eNvO+HfBznyI5syuVdFU9X4CClnE5+Siv6POKdiP0OoF4Pj/13rFiqfwLJds4KESQk43tt3g8b/cpkjc7ATBTRGDnQ0VsgpSL2e1xQFGK2WFlo/fAbYI6YiISMk/3KSRJxUKcUp2FD5I1Qnab2QL0rHO2cEzyQWSJEjMlndJS7qDTvO1twT93dtvfNTAmz22KJdhPjW3y57ZWXrlyx9nAEqLU0H+Y7QMaM12hT5CEDLntFGCprB15LC3AUq+6I9u/BVjk0YgBlvos3NCJL1GvL0Mt/Wn7YObYCrzRhkEeSUTEeHz9dnOstBzh9QNW2ItEUmlpXbxJzXzoVaI9m2s7epnoZK6MLndJ+iIm8pAJb/LgC0dsfWb8XpVlppnglcj9sgr9N87eAeYiUVBFxhLuh4xheMVzxxLJZsK4jm/F0QYTiZZiVK6S+mNTbWVTCb6PbchFFSg7R0MQOjMyUQ5QO8XE1jdbnY6DtjOROA4TAExqJJgbZPPIxwPi8NbD3rx07Xg3BL4TmAhHxIt9S4jAsXf6NkmwKz29Ixu7alvzshz8ityfEyQoYmyzwe/q0qKrkUh433rnqX9qKTykWgsPlX6HLlAtiJebodtieCtY0yON0qTVD6TaOkbZcT5jDpzrlOMMJUkfXK1RaCkGGiUnBg/ImZqHO2maa1dMax2muCh4kERAaC1Uf7PGxdbTJkIfm9XhZYY713rfumjK8gFVfB1KeOPK2GRD+sWmRLPdf9aNWxYO3ZeFmgbJmJvc++qOb1woW0DbHiQVG3MhbxTkokrFYi+FtnaUivQoFdq8UrLZsoAbF37Q2GezG3QNTLey2E2XBjbllIQt1xI/WIZr6nDvl3+E+qk+QyL9bO1jVFkjozF1Nf1PrSJx1zyDBdWdxA42F2RHNCQaKRJRQNnJyq/nBtLqB1J9/RyJhiQuMiUO7RrSAxdlgKKhT/h1lSIaEjdENCTaSjJHzKrVSkxxQRsyVa6VyKNKKQ3hWfUsWD4gD1qbK43StP71e0Y+jvtRlt5AVTGxEBdKEyjZXEmvTe/cOp+IZmOdD5mNOfdQresy3G75RusI8emC/ZETV+nU83cYoJ0L7OWlrJ12vMMAMmhiuYnIYALqfZKZSVnVaOTEBdNwHTE2MY9HJBMjvF48GFchEt4zzzZjTuwTGEmOflwof0JG+Z2+erSo+oFIW4dIP7PUiynhtTx9/+lTqw0utNUG6kS/N5WJ1d6l11/CWn8pJvwVxarf3srYJMfE1CegNbnWjmirje4Y7YVQbxBEvJu7R/SlppUjbsfoutX+GF2sN2Bi4ijSF7xWjsjFwPLQninlHuGVmLnMtKWjcpvJdNamVZNM7u4op4MKo+qj18znHphtMxflwJ4kEtP5mlWjwb5+ZonQFRLe49Ku4b7H5ehycxL3Qt7AtcNsq00muLk+ZnBB7bxy4QdrVmVt/YWHLPQTfFI+k/u7fCBZH69DJGHf+troRyZp4QU79QyYWGgdcgtG6nOPL7T6xgy4GfWN2awbJexxIhKevaK5T6cfewUz2bjYmsrot6IfoAknAHC/ESY/brceJj9GJkgh0iLnRpxcmlnYF1aKrCBT4fq6vHB9nTgx0c8SBg7LqsRmh8dTOYUICNu/qaMRq8ubDAjPLfxkbHpjRbo2yfZVGkorEboz1w8jHXK9M6NUKd3VhL4H/XVYJOGLKixcEK0Y9oN5XV7FutmkjYMq4mw8dGee1kLY1/C0vdcFStpvUaisFZuqOzd1leMGIty4yPy4pMP1CgVQJ9ZMqGsp/Kv9gAiDAFIIbLGKJUJwgJ4K4k7q87rCDlg17ge1j155YVQ80hML6h65fnH5lounuOg+Bc0FR1cZpeJ0pV6/w+Xr5PdeW7PaE04FCq62GjoXAy00cXqPFyKgKlQaytHHz1oEd+OeKkwFkyx2hIPJw3jhiI42Cww7JHFP2L0tPEyi/kKYOPsy62NtH1kWWeWVQpKV10hcoBkytEzJrdNNRcswzZl6g+4TwBteJjDlYWSbDlaCOh/LGN4K6nufeAI3VyKTs2Rwyevl0as4CG2tE6kgT18e2FsDS0c+TV7Pgj0KZGjm/o0Df40nzImh0ZcVqLWaALkb629MdkObme2YRXbIK5tXOz2pUXrlNuEdXX/j3LbzJUZ611eXEs1Jl1nKUAyAgTJ8+SSV5XRpkrgRHNtT5pnvk71kOOqt9wMRuS6UYYA3ok1ay4TWx0CdT8KAnx9QbbRriwgf0YMrWCkErSMGSmKipvSVr80AVNkjSyQPME/yAM9nrrK17aOtMsrqGVhl+pLQXAxihxNwS2UGTpaCDFR9XSp9iR2rL9zjfgBs0uxmy0zXZoNS9xx/nxo0+mGg8qQoQqSVlFL3ZFTFXv6utP31XtD/9zrBu3UaYn6+FbwAX9CJWTMDLmSraoU3hQjepxe8Zs0PZhAeLRnUzPxZu8HzQpvdhFJHYvPnKz2cr2x3/leP5BeFF4HjZoILLoBEwHGDJd1FwJ8Z1UgVGrrNKvwYKAYmGZ40f+a6I1kovtWYxm5b0VjQk7kovKdvXxTfE49+MBdDRSgpOAvRhXYk3z2EKZF/+f6Xn375tX7o8z/3b33nw3/s/9Pf/PjT3/76sf7d539+/s0PpxvjETTIboRihH19vkT8uu0M6K/1R5sP4Jrt/DQiwdM81iu8vQevOBr/BOsoVsnv77AFHpXMPbWOr0f6Kb7neiqkn798vNOCdg3+i976PIs3IPpEl7luvrlH7m5laukTbS/V0ATbISkU4flm+r6Qr+QyLqFbIxe4LKtZtaw/d1RtlgKouC9b/sNPemFiMXjIu3sNl/V118zDC1xKvrGFT7cp99cXVqTE4Tll+5aJee0+n08siXPi9dLvl3QHsiOtGCH7I65ljv7IUHupKLutZQ3+cdcyCGz8dcidlLDmHOFwAiY+xWoIfwVRlovvhu0QN8zdfw2X1WTZri+/rKWl75L32P5DduzJ3kFvmViSLiI39N36dIejN3EpibbXDfUc49e4urPvMDP/MmuZwgLh/NdwGXvV0iUuDfdBrMYKWBexR/1eqkZK6Jnsf1jjLsrD77pKFkPZgp7Un1PmuH+9cSfLH248Gr7S00Y9BS/hseEz0QTjcAnBkxZAQqN2EwsnLoaNE03D6ql7A7hXC/ksvd1tYv8mIAI5hCxCoGJF0/hdexbXiV9/5lc+DoF/76i0V4as7ruY351zMRG9V3TO7wSmW5YrusDPnTp66xeSvDpK+clbomybsmQAOOJGQx8gQOYDxQbk/QbhseIolqH9MI0BOnfn5SpbwJgAk1D0ZYkkFavLlIC31qlE5FszeTDu1q7V2sptgAxDXNTbFEsjuxfJ5iJvG5Xi5TX2kqdwCM9mdpKTbweUNyz6GZAUIrGikDEScrK3e44/oLBb4XT4rrae0RcKBJ7UXotUYaf0hfJfSTdOVCvAkdURu+F8rDNMBflfWxJB4z/E3su5BZup9l71gDpU1WZGVuS7gM/WUlvHkuBUTsgXSSjZPK6rboepSMzsEDma2B14dRwuW0UXgRLP64qYL3kDHSOHyc7KWJfSO3seHCwLFXSftNGhMKqywXz9snBWhhobX38ZO2cwBbVt6L2ReteGDtjSwnVdVt2AQd8ngk188rbOQJya604lvVGGvog+sJA3pfaaiku9rdjBQolWcD5sCYEuO6bJY4qVKMyFjoujDMO4rN17q3QPrrXjQoTEKeWkPf4oDRF++fiXOvDvH3/6+PP3P/z6+T9f67jegFrfHDFx1ZzBJEHyIGKmCUMHVwVodmdSKaOtRmUxM0NyIdCgWQZMXWXEQO1d/x6QZP6VAt0WwMle5RUROnqr3CupGHXFoZl8XO02UStxKXmjVqhf1htAE52d7tQzDRs84SydwPW848OasZsQ19WG3yjorhssNuBTUl6mtdZbaU/VY1bugylDRCAd/8xC1A07yd+nEPDIxbAXBmw9Q1JNCKv7zd6CyJ+nkm6k2OWE96y92Pz3k5ULhA5+m2C2bMzTExSTdS4rYrXfWmbnAzaxTiugqpMtsXgs+MUCtxWcDv2b3Y5hNB3mHA1ATNRWnITBhNrjWCFgq2IzSgLtY4+mHiMX1eeltX7RJQwrVWsF7rqkObu6Cqcf9APGjKXQq+55b8IjEbgnQhlbu3JG78YpbB0tWBVheFrHQXFQ2Qg9ZL6K+uf8gC1ToDyXIFfzgASqjz08S4XgobBzHeNUpIEgeXopT5cAX3MnZiwh2sglN0gtZyH4llP6ipxSeaJi38VpTqlAmiNWWn8ZqBeiGnvvnNLTtx9sC/OtePSDuYTBorxDTunb6gEGWzSrB5DmAgs6ESQiRxvUx96xIuD02aun4MSfH8zD2JxvNQHXDsBXqwl4ha+jhF6rqX0d3//X57FLDo7+kTc7OELxCK8WNgev58sRSd9bZh0RSTVk5/eG7VZiw+5sfy5F6k1clu1Of5UoiG9W/0P1uZZ8FOysqpywZ+IzJMLYV9jkeAt146ttcj8UV3IT6MCYjarrxwmaK0MXHgo3h0IhnLCsBKvt1+1omnFGosMgjvTWBkXewWAfOv0XcrnLwwqfOHqs3yaFIDWkj+WCUe96cZoNE/W3v6yDXyDTH/2DhTr43CdJ9YcXw5eSEjn3nyCZMRYlMdS9lYQXmcIOiqiFHULg9AYtzG2rF4YU0DIYHkr9zWOT/OQNEF2hSl9JEz+Q8Fv0RI3pltL0BthKS4m+KrGnb1/bMr+S1fQEyXyXNVE70BJphAMdlo1qwiVvCUE2/bKQySUVs/abPfjYf/HQbZEbqg9lrSotQkTXGxceioola3ntQUqt8R+6r7oP6qnX+wiIWzFx7Ul+4oI/0t9OxVOjEG2WtrhxmGE+6y/9c/Clf/KXusdFj/kBZ5eX4fSLgy9Za3Fa+Dc+mQdSE1vixaMVjBuhDku6FKaW6LFPDj+uHmgEYjNfv9Pv+QFflizFgeNM88r8PzpDK2Fuqgn2MHef84D9TwP2ry9E5DQZzZUlRithhWhOifk/WKj9v3/4y49SCPzbD3VBfv38X18eaY8Lxn0Fa9fqn7u33fJvJino0cbOOelDfCvFjC3p9nZzJr6X7H7qQ+e0KrulGy24wJhbmQ28ePcpXENou7zaNwlmPPFazyh4qQXr7vJKC/Q+NobN5ssgRmokH1az4WBJ1OTdrceLa0zhMcdOIi5W22XRX9gMNpgpDeIFRRlNth2bulXQ12q9/EzgtY524iAvdTLTvnihpZuMsZe8zlK3ZZxsXubUADAvrnK2WzTzIkfKxrYMHU5kiFBGCwxyJgOGpWHNXPMSPU2wmZ0oBizdJXDLCjURCBVP6RjYAtdOzlm5LbatNvwSKTl4ojdc6f3aLioOVzJB4E80h18KZoPPVEfVFNhyeKo7JLDLiva68hgs+UR7DFbcVh+D9Z7oj8FyTxTIYLUnGmSw2DMVwmt9S4eI7w+ibxMlMqCYKAVXSm9u9DSFrRZGXN2mmGkSae6NKVG3VMmS0QyTfEYbqm/h19BWKO94Y8Dd/mlVx0Io8iXDY+g8Zf3dL+Kxmu2NN491HROCdcGCwWJv3Koa+hxqzxanyhM+aepOWJmpPO0nKFyeRN71PvrBdoeB2LRgghs03E0ME97HxictbVgiyCQjuF3uPDfqx9PHTilGHhl33IWGVg/TU1fE0CZRvtYlLg6a53BHXX10DgdLIXhePs731EG9g5Jxfw92iyhGOX0BsxuzG2yWo83qHz8lV4JTd6JCTh++ejROHPrBTIyt2nPjKYtt5bPRx8aM8/4wCetr9kE7KUfEbFI11hlf+WzoyVw9G/rbV8+G5tEP5mIoIy0TniUnPJLUb1l737L2vmXtjbfoW9YenoZvWXtXDsC/dNbeo7DJD3//8ef/rGO/ff/XH/7yj58+/8vH+mN++e+PP3/8zx/++4ef//7d1w2sSFAeXkZSwmi+gjP64AUv0PTv8G/Uj1g13iMSaSpgeSmkkeT6ZpLeGeMyY0RiujYE5hGffdH2CQxIXLKrHks/6E9TSAbOTbaeIKFUQ96jgJ4+h+32LJ9/3WOSb6uJJxNMkOwECeXNFDneZOo2Qd3gxXaSo1ZP1IfXWueIeHIi1/YiFFAkdWODFWLinwirWV84oKBmtrQM+Lq6TyHoA/e4Igo7OBto6UJrivLoKVWXiroyhdTCT72pROA+QGHQckUiUdgHKE6r0ILjd3/oVeG6wQa1O0ktWezcjQifHnlSEp5A0UkjZ9N8kd7C3L4zc4exNFi77AZJaKErtbZ2GUG0iAtHrx8Bss6QkHcSD9d3i3s+DvpJsRyZvqJIddJTQdw6RExzHacGbtSLALnxz7tJYTXYNvCGSEE+OBX0g/G9RVDXwV6WwkqEcDD7h8Dud26wdu8nhRINQmgVSQFFc17Lxu8rhZKuDospTGr6y5UBrncC//UTDc26hvpbHcmk5OA5cL83camW6xKcfzr28aVcptQ94P8ya4liOVOuHrN2voZYb7cwtL/WTqjV+gNLtbuFmv4nWcs7Ul2fLdAAqL4DzJZBS/rg30YgjYptq7ST6CgDoTMsmQwr1artuNHqEPbz7kMPzIENsw7vU8gx9Y8peOGJwNw3Rm5qbf/Gv0cEG8LWA4FHL+iEwHnfA7TPUtR3hrcoFkIOpnlbyyaVBmcDuVqGVuoME0hhi2lKLm/5c2Ln3mySnZYzICgTuV7e9OfIzr3Z1CeyBd7GBBI6MM4csnfzz4kdGxot9KfJ5yEp07N+bkuYfHqfor7TTLg7YgoJzDmV3L0A1zhcF8z1vE8xmRMzdWtOmRyaMw4LeU3vU0zmxEzdmlN9r6V4i0O5ju5JK1NM5sRM3ZoTi25xpnd7cDruU9iiykf88gU+ENsZd3wy7lPYYsrH+/p8WGRn3PGpuE9hiygf7evzYXGdcccn4j6FOZ/Bsb4+HxbWeplbCLiD03CfQqBPreglc0UUN0/RjEc+E/cpZrNiru7NigV3xiOfjPsUs1kxV/dmxeI745HPx32K2ayYq3uzig5rTUIByMwR/CBFDsLG8Qs11h64CtTgeOCuHZnieOBuJmrn6cNfbOECpScjphuDfjCRMFiQhlBBiIFx66UVAYce7O1CJdtIMcoQXTHRUr1se16rp2wXzaHneYQH64ZM0zOa9oaZ9oxOqScSBgviWBY8S0x4JKGmjt3wTHksd6UplLW3DD2mUEr7Tu+13McaWMVGiAdBgZQcU3CAU83FIcB03SkbMufEoB9MJAwWpEt4A6nuEo4wEdFuqiEdqiHDjyi4q7VrO967cfv2nQ7v7yldTnPoeR7hwboh0x6Zpr1hphWDfjCRMFgQx7LgWWLCIwm1JFzcGmcBR4TxUQi6YNgtpQ8Y++tDqqGQBwXuPSH9+2Anb6vvflmWiLVzxHHnzg8mEXgtjhVPvdDuOJC51zgFHHpwIKlSlij4QPqO39YOZPhASqQNNZYVf55nER6sGZtIoPdwV5jjgI2QTpMIg8VwLASeRSU8Esx7FpdfjkrAqxb8fQqJY1s+3IEdiBT2rCL1bMiTDmCSRUNwIWFgBwS2A/rHe5C89N47LUn3AER8MGl2p2doAcZMD+wAPZEwWJBeNYZ56ttKWrIPPdjbQn4rpGDVvvZgVVPt2wc8AX2osbzSva9nER6sGrK8YaIdbgxz3Lnzg0mEwWI4lgPP0hIeSee3mpZvNS3falrGW/StpgVPw7ealisH4F+6pqUID1+WVde0/PZXof7++x9++63+n7/98uPPX0pTLhWubJKuvRsOn6f1hsIVgUfFRkBi+JpHOUlmLGxaCoGlTPJuEMWtf12ZZZEv3zK7/5OL1LUtLYU0flp815NN2lUzsCbua0t4aTdVwiQFhLOTFkfwcohbJK2mx9rLYQndBG9PB9Xa9dAuvvUqfMhFJD0Vt0wIh2lZOhBTe7+UnkZ/cCFAPGBgCGRSNNciLZHygVOdzwE/3LhwykPXNG3pALoHF/V5Qf6BhK3RiAuvGhQ24cyEtJiSakh8cCGeOdyRHMl5KOkeNhMDMIJUJRps01Q1LPpcJfiEudFSXl1wJcqsW06S1s7Aw5aoyj5tKxWre+0qO5ioZwbxHv2aoTSMgC8XR76ALPVLcIXqse5RXLD9p6QmIURBWJbJKT39oO+MpcBLgR7CsPQemM0n4dzAsZkmYA2y+NgFSvYIESpEKnBDAr4AQtWtCVnwGfN2CEw2U/eilDfWmXkhR0eod24uyIWCggs09oiLtFAGfqrqZUPJrA9kh9uhf9F3zjxGUnwE/CZWFJnAHJKUlKGiqO9A2g3Xd6jJhIIzD11Okr0ULhz40UpnLuTeS8vWmsGeJJNcqiu5y+QYBcPHEVfqcy5Jjd5cPSHKIElRtWPsF1/5QHyr8p62erFHttoWBgga8o0TyNMiNw4JkmddH0Kboko53ZiLauxMDJH6pQ20S4pc1pQyA+tKr4YFJSktHcw80NjDox0oZJakqTiK8xb7w9YNftF3zggnuufpP9S0sRlWTdOigsv1qHjajq232fR9i7ClvJxrW9d7jlHkahMsYAvpscaEuHxwN5a1ae1+oo6uvw+ZUD/oO2N46dWFwDZt0l0CeZAmlgmtQoFcsTGn3ejWS6xbtj7WLaHS8S6bJTTgIuVJkViqigIdM3INeRCKlEhRiAG4IhNVVLHOaUfFmxzRbnJ2XV8+YANKebGQLRQdBSUkEostwCXXvExeLL1Xd1dXGcGvBxdOlbje6LZFn2IXlBZmWI97+yEPGSHAha0NLSHfSzV7BMx9gBPqBUQIbcJlqqrquU4oElJOjuZxyuyn2NjrJWFJ3A019tBG3zDmkwSdDkVi5ZU4/aDvjNFKuJlcboOroz7c6AITJzs+Vhby2AgcKkpE1UTZcDBltfmfumDZJZRClODyz1JWSYredUd7k6JAYUlB+Dy67PQNnGmWLKh9eKi3lUyQXQORu2vt1SXNAeDJmBU3xMSi3j7gka6PvwV1rPazNFdIpEN9co8EGrsYZkNHp+ApnzYUg1xEEqLdglxC0OsbKfbO2pY7fcldeq79iIfanOnf14uoCd7xq+GIyl0lmf7KRt2WnyCZ7eLulEj3SHzB8id5YDvz2EnEG3WWH1whEmXbyPQvlJwlRhfmrgQ/80FKdA4Pv6iWA0OicTF6ODnVk1uZeVh+vscxzSSxDStZeMVNkO/Q7aCLWzYgmclSzBGxy58hEVkx0gNCWjEl+AkSEWIr7TNWk3Db3kwS0UyaM3afRCwCK84Z89IF/3mSWxKXE4EvzyRuQDITn1wvReygdp9EWkFbgFiFj98TJDPGigSH41tJZos8YOwJEnkIWTfqaJHvk9yTOEn8g5ss1qE40e6h44g0I3HpGl8lGq7gIVRf7+mRsY6BtzQmN4N7rab/AneMa501lYUYwbKLKVO7pJg9dWyKVXWtpj9F1hovWw1v37lYOLe1KnF8PosCQZdKpOT8UTp2QS7qQxy7xwkcALqNo0ChYBK5BDAxIbuPPeLCd+XX68sL5flu7F06/WCTidJLq9tSrJOnz1oI/knVmRws1CHkIK8UcYxr9zb3VGOssqfi2QwtAYiCmrd1GsVzAbdDVVroF0wLL1sSdDFgeg/+TpDuPfkFBf2YAatYglJM/fF7cJFSX4dAY4+4SOwRc/XKwGjtjquIXdj0L3rFmeO1sKNRkkNBa7EOkMqrrAXwDia/UuRBvNvtnDcfUpk48EV1YuTBbYFCQfIOTxty4SjTS+KuG66F3w4X2yNFL5ARmLalcvF6hs1CqQTi1FtpR1izqLGHeT4EXCGOzQN3qTEhHakwBysOjoh4G5EJyWy331W5x4db3Nd1baP8vgXum+Qj5bqKV6/gCXHR9mb4slII36+hbXZjYl17oFwJhYMggvhYkQfJhDV1hbx9PWyHdEdd4LaRcKfDlYiR+jA/pytCdPTADMmTqg/1Xke1OVQVuctOW4oMIBPERC4UKZUWrcREKb1+qB2Phd7a4t8myXTN/f+Ii7XvbONCQkvYwlY71bSqoCuk9JB6WwsHGD3EhSTygvKOGNWJOjLbZMLxQjylJ2Lg3BKxb7BoJ0p/ItSZDxQFNrAURZFNF74YKXh/xOwo0hdzojJE0dILno+eX3QSCtsQiv3Z3bkQSwPXoopmxBtdVAXLRByoimiej7hmuj7i1j2yOqJCVkUkKL/nNMV+46MPOA6c+PVL6Ip6ZFWQgRVniQQKPrE7omM3/FoQWlWKKaMCqw/FqHADoZjEVEoPEfagSqQSSMmFwlC4iCEGBnajgjTFMgvIV6kgLqSrOGjN7DybefWliMV1zymL7DMlJ2SJG2IQOKZBy9+BspDE48Fa2JW0OW7UuDknrqDJVRDJwPID4ay7lNHMq3IRzSs9p+0DbEjOgay8LMKZkAlH70cRWE92d0Q4a2RC6kQxFU1yY+AOKUuhF72cycMmeZu2KJ57sUh37RXsvBJ7qtZUWwReC/tFmPiclvpxLFEqdd/oBlk7eptSFpiMlqZtgEp2dIMUybYE0Sx5dIMslCWRdEaHuk29eY+Vwll5RSuQ9qT3lCUh9zdZm08pi1WsdeBi7ddf50IqEq4oC1E0qCwk4c3mInl8B62pp780JtRYY0KeFiiai6cn4cy/sVajBaoE5w4OTdRXbyNI39EeikcMz9TJhRho7JEkrZFK6MRJG4GLkjkL+5HTcgH9sjst7ZOdqZ6oJE92QIkbhebFEYjF8DmQHMVilrbtigvUbImhuzEbBwPfbd3IluisTNuIjtPKqZ3nUqQIEzfDO3L1jJT97hl8F5dl3gKhdGepPQBTPZdey2D7LDMpe3E2ZztRoiy9FKBdv4VtgN7oQ+1Iy2FRO9JBPZVQHOv9iAsRezQC0iBpJDkqixVXNvoWYlIpaup42HWuWWrrgAm5I0AsRqZhHJiGz2kKybjDHoupPrLxHZl0NshMU5BXf5k861MuBEGR6nmPoO5T2shYl8VfRrqCYFaWQ9gfJoPnnnLdLKtAVlmqCou0ZlbeYhXhwFoJOSK2o0V8BBjhEOMayzBHL0k5lCQWz2gLuS8jvWY75EB7Uq+hl6RMIhzERSrQ35ne1NL5GEuapG4AM7tL6De+0hasvzOVbMT6TlxMJ7kIDppl++0ATMizNyITkVxOMm3M7RJlYRevyF9QkntYya4YeZ3kTG64FE9pi7gk4iKITXRmIqyBQ4AjZSF4qHhABFLGXArxMGIQKVQJIKesuIVQcYrjg5SF73mHSlnYKc1BbihQ3yFzuURIHLTYw6EoFRu9W8R3Z5eaS/gfeQiF3D0j93Ssj7WAK/GUrgiuYW8oJ3no+qPlMEUOyT7QFYGWol0QD131C/k4JETqwL6RGEILUSldgYVuoivoBnETJ6AEMzGtWtqWYpG2SBfxkAZ2xQBLqVrQdohckuOx7EByhtCwGAWyojion9IUZh5oQuAeyYTyNqZGjFTOKv1ysCbKyRrR64Ex3GUtCS4u50me/A6kRv2BM5XrSdIDOrhFXLCcNZaVWlDH+lizsw3yRuaqjGXYUBmjG2hlL7uMYWWvjGU7Viz9yeCAyeKjE1E66mQ85luiAyYF0mgpytPdDptLiAOlIjqsZh3G7sWNTEHBRKpGjT1iQlydCISlQo4dKyD2GbrBLypHJlazJOdnsfslk3HkqtolCEg11rMp8HRU3Yy1LDP/yJYQhGnuHhHsnUEreqzLdguHBiTAglESMQYDKsiefPxo5Vxm7DhClRklEPW+mEqvKF0TaOxK6q2+na+qxzBouxbUZdqufrnm6cU0Uo+FPJb7lWQykRasOAgpUbKCmEWelOPS3QdtNwsB3YhesjuKhzqb4/HduKhqAoEipayvoFG6Kd9k00srYY1IWGGzzcEQCK5SioFRsoeZAj5QG7TnNJN8Hc9XcD0U3rhwjtwrY83kB/HYMMtXWNg0llQ4YMJ3baEVEznTRTdhIbGIhb0homrwMR+WZt20lag/iIkC8uxMeMxLoHrcKF4Lb66EY3gSqdhGB+TQQE8rexTerGxOXoOrykZEA8VKsiQCGCBJFBAesQfKhkyxNMk/lbI8AlmJmYvk08CZK71QkYmy8pU31TYCOEPIIqEgaqfUFZLTTrJBWddQBqOgN5hStVdEYoDde64XHOUaeE8AY8/pGqluR7e22HRNFx9fWlzvejbRNbHgWsSJQ1ksS0K9WTdya8fVIyjpjtBDuibzK2Gd5RqIabLBZRzRXyecYglpbDV9Siw9BZT3d4rtQF08u3GX7v8wnYZppaTWtyuaUzTjqqIp0k0NAzZyB2Fc3PdK7tmjz+ErXrJszTNeQuDAVWDo6RIdVVLK9pFbpd4nFD1bsbyGuUjUorZIfCDiWgS6RkXV4PFaBsFg1yqYH25IQQuvOHa1DfMUvB+kbDyjacriqPIgbysD92ye6qMfaZoVuahLYads1DOOHvEs6dOwFJmhhPelx7juhmIpD3A7glcKGRN5dc02ahysmb2vUhoCl49cihTBq4djErXaPF2Aedvo4TGMZgqwwru/n0ZlPRLgszN7Q+L0YhUGbkZqVHWpjr5+ijgNIgt2mrW8XICFxFeXr6YR4a6XDQ94lCx6EOplmWZ6Jyqf9zqFQfGASXJSBIW5HgsXN8nYJMtaQjW4DoViTT55quKVO5yYcIEz9dw2gYzzmMfqB+00hrn/glqHdl3wKA196BEDA7QY73q9SS8j7jX9PfvHox0hyVEImrPDa0yKIAI7+SSLlardeiBI592Qwq/Mkjy4Se6P1HlQn5AtUzRYxlDdV2EjTbtxLHibteYWRADMCPNV2DDeJuWBmBsn9ifp+w65p/XDrL6951k2JuRCw5f0yJOvFJKKR1OyBGtKQ9WeootXVW30mYw6CSDgIzhWE4veTA9ULaaq71Fc20aPgYooYhw8FFIeOKtGFXODhHnBmzHFSsK4mP8i8S58xEbJDSHZLuR9lDNHCtdtE7iSKN3YMZjck/3tEgbfgc21ukNobTX2iAvH4PRRnNrIhVwqsCOnX2waj9ulSMruaur9IHXuZybC5rq7o4W0M1u49TFFyerLRgCAO9apeUTk66htZAxRU8NaWPcvCwmnjGGC9q4Hbe+hdFPEg7osnPSxdPE5eefxMS2RT3rKbpP6zCh+BTwijlHThpkO2RNq6tu13ikD66rWE2CiBd8L9YoP+Gjxaw/QTbQe+QWk1NrGPK1P2YxvBlXq0zP/VZl403o9Sb1rvZWdNFOtJ1/fcC2iCl8pLljr9bT4k5mJJ13GbDi+yFhfOaw9dyH0NdvQyFu4tcT+esawXb2xJyi01VzEIgjPfYuGBSECe4on/SnVmxduiyNgX5gAKZiwrQ2hqXoHMRMpopkUx1A/IUk9xDLTVLiKPrlELvrdmTqQTTvbrn68Zfn7PobJK/vYSPNSVHth8PfpM0zQMQk9tK49SoXsEbaMkCPJ1mZPkruYKy0gxJiYuyTCvx9mo+ZAgJlv17qnDPlHH4CM/SsklLHvGfd2DdxmRI+ZiroUKleblhpILcVdLAVN1BlfKb9+DQ4b5USFEKhc91S842b5MbJ4CRevPonQKzYsWZGKundRZ4Jyg3AcZWUvRimcPvxInXnYQlFnzq53KOxLKQpCXRcRIdSq2PEI4yg7QoUzyzKpvix5xV5EMoQoLTJGRvXAoyNWI7kqt22SKyRLQR70FfoKSZHKhn7KtfQMXaXMcDfEjLTTY8rKHVKLgGXisR4W4oR+7b3f4zlimzNTIcsrDq6EW42ZFH3PrT04GGqhc2cmcW7bziLozKQZph9sXBbBaQVJ171JDl7V2FhlbqH7kh+RUPqRo8PRO5h0tvVY41vz6AdzCY+WDbKm9LcfbAuxrXn0PJUwWBKWok9nKfoURkJ4S37PtNP9seV9q+ouFJ4kbY7jzaGWBAuVw05k//TVqwfgxJ4fTMPYmCzZ0KDpRJ4wFqLGhozzrjAFJ+hQAj3qFlQuJ9b8YAoXxR+UzFT0Uclo1h8rmcCFlCj2ltx/94J+TLrTm+rH9MvPP/79l18/D1/qwNS7tn2eyBs6MLnYDbfWFjNAcBZwR0ckGVxuQOJb1Oshxf//j49/0VehhLgxAXrU0Snzq1DSloP57Yh4AE6y6Ap+2pP8S/fsc/icvl0YMi846iQiadTYfkma7WZzUUKm4ICT6n1cFF3EePxd3Caci48Il0WNtY/HzP0KY4RslUsfZ4heJw4bBFiX3vA25xmDqtLxdEXGA+f4qbFH33YM2uYHqzL6eMRoz0hYMJ9bd8RSq0JY3TEBUg+euYg9TTuKxONzEVG8BC2JJICxUly1V85eMPr41iFQ1C7hs2jfTJxrH3u0SyvmrAiTGKUbfxtRMPHbVd8FXBU11leFe3TLuXji454CrXLoqHFdb7v+6OOOmnfXVcGs0x1LEzWRB+zkwYJTUUaIlMHvUqT+VdIsPNpqzg3U3EIBiF0Z48ezm+j+jZ6pzjMe0K786dt4M5olULrd3THzzb4nl0gAy1IkaOqQJdImL4OmEXU+WHUn8zH1gcrn6d/euNmo3LejO9iUIOco1805TxG38ccDuETo44EhY12kqsy91otWpdXSPfp4ouoDGcMwhogn+khF9jdTTbpMHiU91g8WZ80LwGiwl+XBxx1+PFDoY6/xMqVFlgW/HXg/q0agRUmApzGQFXQ5Oh11bd/meiE19kjKE+e/aOwY8+NhYsZKKAuLCdWYttiwUk3p/Dsf59IvuVCwzZcLM3NQejVRrdl28U6d3dfOU16jyA/GfB5d2IupEV2hAKhzKzkeZQkQt3S/e61v+4Ub1auxvuSJap32PbZNpMHHhXHUtymTh0eUTbC1FmNH70uOklh1K8qKZAfOdnNwPBFTxmVC+OlDj6VwpU8Hghsdfhpx4ejbjuKAbtCjVlYEY358k9sNzjPZ4vmDLcMZvZZyf7HNGRD8Yy+NtfW0HxyPhXtdPfVcWgrBL8kekgg/eC7Zt3o1dQg0Wo3pVUE/m+u4UHc+nlga4kb9I/ci9ZklhRBhsuYY2N1vcLp4A+RajI7fwNjBnpPjj884HwlixuDicFFQxM0atdLv287ZZomaIunxc2SrI+l1toL5QMgLVdXop4B6AmP3U7mYvPlpxl7MhSJRT12oRbVDaBGWbvCbny6AkYSfDhxUU8Dz+kGIwlUXyVvWUclUaZK5WVr0bIzO/E1SVozgjoXg0520Uhnc0qbcjT6d+f2YOEtd7mhTwdV1ZXBOlr3MjSn3K9o6x8WxWA9k7/4NnQPXyCxYdzf8boTI3YXzXdgqzwu1JOAttFP9ehj+oggokp5Vxs9iKezASWNuKn45Efj8cJueeHCXhaomRUVc+rSDRgqsIrCvd+EceVkPTOubn7bBpwdcx8iKzbSCBquh0O7fZANlLuITtOErn46ICXZB8BzhN++r8aYzEZSrpOvyZMQkBxT1stnKY4oU+9vjeYrN9q8KYCmmN3PHJLliEKtGvKvmMzMy6mtdd2zqvLtSUDKlzN/8tOfaYs8SVO2SgJ+eROICN3acReKEBJ4LceGXeveNnubprZMSHUFAPlpCFOe4AhoVfjpjiC9ubBHHwO4/EnSzELG+qiM6eVvC5heSj79+X//zTx9//c8f/q3+/3/7j58+/ufnv/0SoP71yEhob6dfP+HIb//7ww9/U6SHVH/hY1EAef/28Z8//vZvv/7y948SFD79Ut/0FzPoBAwkXmfwz7CIgry5vppHJXBPraPppxDYg/z1N2LvO3dDWF4vzbm36PqjSvPdRfwa0qwF7t2l2fdi3qN15gIVg9j2GAmknNswSOqVksIdgqRMzC+fCGaOWukVnV9WdjP7Q68F2lxPGBIPMDQLnVF4VX7Y5nB2TmDCkOvP4zaLzSDgnrkzplbfXVvXKAQ7lHMyzTQ2+AFMlIc/l2TN9Y0UJLCm9t5cR+5qj4Oz0Y/LlvuL7AuPBXJtcGtUq69rFNWeymeuHHXyGYjYeR4e3rYoxRu6DydcSbmnv0NQH51w1MXFWgwpTj3ecswiANAGEARsrjnhaaCv7hJI3pt1dgcy+QTJ6s18Vret2OOZKOzwSof91tfGQYqVV73Ox59umWtJ9ol62PXfH04P7rB1gZbHkxx7LkvS8z1eMlKL68+M6nTTxmofG29eyPSeIRLG0fDkqus5qp1vPdaT1R1nE+rJhEfLBozrbz/YFuZ7pVyg01zCYFFIiN6aY8/Sm6B10XSLkIAnunSwHjVRbEeix9REYXtW6jo7OQCnz149BSf+/GAexua4NVBN+C5UKFP5g2W30MYQAdXG9eJJj8vXCjrZoa9Y84MZXDwC6sMXD0AiTOOVqj8HykYJAM3yE85yeAK+e0G2va7eoWz7H3/+z8//5VLC/d66Z7+OPs/lDQn3O3wxPLGznzWajAwDFj1slHQo5eiIZ794WQglSMQtPvf4k89FeP7pMfsBGF0Hob7yAJTbwlQbMTjMQpNeNAh+IDAKiBiqFkEtFoMfOAFlM3lIW28t7vsWIuCL4AuSKkgcSN+4hYm4qtavsmGxt767sGHeLRMwFmlugIW8AkmH4i3wZ9iPXJyK2GtFVrDFVdSOnaOjjCnKZRt7w1HEBAiObkjHV42jdi9uXSdF6VKVvEBISpoAEZ6nNGGHcy7igDW0dVLU/0487vZ2pIV7hkl5OyKxCFwfXAvyWsWl2JmAcsn6h9B+51WyK4/X6x4xb5epxVWplWO/lkjW+t6FPPJSeVipkKjqWqIY0W556z1VVaQBWmesTyyMIntprA1CE1Qu0cFFiIjm96r92lQR+3y/QmplA49WSzCFCEU599QZdcpbguURBpNuD1hgyDalvCkmIMpSEwK3Q0qFz3nhUg0JgeJ9vjtH4D4X79dqmhTSzBVRyUTbrKh2t0TJygJxjujBe1siMFilQ9M5tehlgtMTAK8IzvQxIgJBwNdpbSHZvmeBbLAgYWs8ZaVbH23LJi1h0loIJEsQXA413OFaIlVs+ZV7YIkT1gETwSV0sBN4jqPCH8GAj3BB7MiQuBJho0yukAktUgxZu91RWrgljCgLVHorJ32HjXOnZSyj7G4JHO2vkl2Bw7iu9OJi+roi5hHI/U4tFqUUBwF+lqX74FvYX/1d6GN2923p5YAJcwLNjv3QBTqOwNLr9YbIg1ED5zRUDnegMjziIg9EJrFdI1kCoPnl44SRImlnwENawR/8KokJKkf+gsQUN9F2sd5hBd8vuXfu6DuWB2DokRyR8ncRd6ygF5kbhHqGAA+BuNBjnQtOdBUIQwRIDG6DWq8Rmh4mip04M9bCC84QFZB7WouBA8DsHdReksotZWMC7mFGTBGvO4VIqHpMe6cQE7BeftQaRbS7DcVy+sX2VmI3pDzrMEVL7gm8wURvo+UTpZW5FSBduply3F5pAkhRFmorUxa68dYBTrTKEfukhAc7sUmnXSuUtHlsuyXoccm8qKWEDf2nEidDwFcprF3geSIdgtv2ejWGTj7BsDPicnsWFsS7cwNKfiSrZSGk2r2VEGCA6HPQnmSczxV7r9ITNJupAB3nWe7PPeow0scaD+r3mqsuUDvF+Wk5/aAfMPZ4HU7HU/m/EUx0oDisGo3Qr9Dmj5u5d5KKanb9uTbbotkg9TFK5RvbSraaOJToteMjFF6w1bpR4WtSGGPdfnf8TA4bIXVIrBZhbiV/2L5L5MWw4fOzqgiE0BJPULNH25YWgh2U/JMNnxGS0mjfqyFSdum+tbgjersPLrzqJXNwsWzUkG8gF5ZgrQluNIkx2CiEeYmUfptdJvWW3UoJpZIVXOBe3tU3WQf+KLR4xIVbyWe3jyG+rIzRK9r3C0O5X/BhuI+ZOyprgXUjAiWKzWuSQitsa7Elir+KY2hFp11ZbJ0pR2zDI7YGfJPpvVaijf1KRYyxi89AKG6ZSeJhC+ZTJaycur8HFNAposa6muDmyrKQCR+Wc8Wvf9EPOHus+PfXLb2XVAZ6oLFHt7A0oPVnJsRxi/C0eqxdgZFz3k+cXV6K0y/6AWfGHajX3g/2KDyUCkuqtGdQaRNNDxn3A4qCFieYTfV+TPcpzulJQSAMnvTa9gd2e432IXyMHukqx2rk7ny+4HqTGMuTj+a3cJnXbltd4NKvZtbl/rlzSoa0Iw33xOIZEmkY8KSX6g3LF3R/tgvL11xzD1aPsPaJgtVTwNJRKa+l/kFZJbQ3HblRvxip+kcVuXiIUsFueNX17RHJa3ajGnTrdW+39OB4Mhn9TVzG3srkkl9zsvxZgbM/T+JmgeHd74BtOspCAbZQHEOFO9XbwPcxfI46G8nt9OmLU11708CHJNwLZCH4N+mLAp6uUB+4CIpwOkCNdMPg2EQRDCb6BEVKEAV8jXjX90NrYHVBJU50veTFQMock7DbItL7cm+jguipLiGAg/QMx6SuUM04eowIPqPhqZJlAFcVk7xmQ7JCAbpyxSOgy2u4TPFOWdx0+UPv2fc0hVsOM+PV90O6YThKszb/eF57V6ltQkIHaCEg0SgwWBgkkiYZhyF2HCDB4hpEWBd4/vleBznej0ig1EzyIrNCPTkvZMusiC76MlO0gThd4LKXGrx2LbvpfulVtJyhcy68Hexj7gtZq5dIwCz3rbTjpa+1tfvr/sBvytIc/5f0V/hgRU6kJTgg7xeMnMw0+RMUyU3w7+WxgTG8oJtnh4GMKr8rxkN37wnmUKFHxYZvKd21eggAYhGz37Ywao0k5fjzLMRvi0gHEjP25LfdOjxv80ktEx+bfJ1AeVwvNGtcLBwPEOOMuMiRuuCGNU4zenrPt57bxP189m44EBuR5wF29pD0nXWQ0mM3BE51PpglIv7qAnJ12u72RtsI7y3EnrHVPekkF6arj22piYOmPj0gt59JXmb8xhvGrwCwWkYiv5xnD7NYcPGQ4GVGzHW0BHGnpevx0E0d+uMDs4abItOcd+k6zrIKLYP63OMC6E5IG7nV93wl88hLjhlmZElJNuXwZar9Ed8+At9Jlha2c5fWct5ciLRQg4dU1GsoDFa52ekee5lJfCGhu4F349163eSqNcHla1edZik5Pk+3LC1Lt3fIUmM9ux/mervVzemrX/iZtro5sed5FmGwEm2y3zrdDDblD9Hp5luHst+vQ9lAK8w7lMk52yCY0SsOlWpQY43xd2pRdvr2Rek98egHczEUxJt6lH339apH//HT33/82y8//vz3OvzfP/zw972OdPnth7oyv37+41cXlIbV9y4DXxa3vi3zc890Kcb7si+HraWGZq6YrXe0vQjm83omU+yNiC74i6SZsGnQiYXpQSUGHzHvRQ31ZKqAVswJA+TQ5WsAqDsMRPYvHyxFgABHc94hDNGMRBK/AugHeVna11t9MWJxmpjubbnabeU5jVKaxsPqRHlf0e2BoCovEaO6Kx0m4koEvIAl+hIuXcm3noERq/Zfw2UV4OXGI+0rrWVc77hwpUrFzsnfu4hRAxyuKdNj/XRwuE4q9RCZRvotG5Hl06e/UJRsY6RVRQFe4WdIkC9SHYqmqY4QqJWvlFhgm81UjQvMJ9xrYsEpJc2WrSC6FC4BqpS81LNpzEV5IGHWdn2HBkwhVGO9XCBQjUNKXOMg+dOr9WrS3/5igzlsngyG6xIxXPYECTM2SlWlFGjlRNSFlNiZRMoMseVRWrYO49aWNgNIxEsUhDgq0nU1FqODop/XcBlLq/q85BHbjmTmV3IpR69cD6Z8rbV0SoNf4HJNAG/N9emeei5JrSs55hbPhXd1yRYwmKTYcwHvoPyGncGx9sLda8ZhDBsWVT1BwnYuJ0YrH2XzPXb92OPzK/pO/aD3iZSNBLgwfX2/ptcbFzHcepV8paeTemleYZJeoWa0pSjM+msyFIoCPbkodltB8FJB0IiGjeQVBMun/pVgA66FhRqb72CeCLimkHL7Qc6dR2XbRbzmtgjoCt+829+823pBv3m3v3m3DwH45t3+5t3+buLd/vmjWBEf//a3n378+PP3Xygu+bO3cGQtvtmfXb+FYMBxgUc3ohoTRV6xNTaYDm55D5LkDvfJkGTdVJ/050mqTZMNxkq1gFN6K4mgTSVDUQ0Ye4akmuEWKvtaLXzAcX+CRPwf99b4CYriba88i8szJCj5Ziacj5jjWZ9UE0S0uFLLWfGfYDqfHmswsIFbu0sZARZYVkVqV+efflBZvAWuCMEpQjwn30Hfur1QVgLPleRvy8wXEB1M5umJcWOSrNAnj/3aoIkGdrCCHNwQMOGIUHAy4ydskUqST5vfcgQ3AmQMuglboLGHl/jS8wGPyzB7wgzQYx3/jNu+SUo7XuJzOTn9oh9wZqzFSTI9C3DAoecOnHRZduaG5pVhPovvKLPdHloZ17p/XQEKhda+/MZS6l/0A86MpZTjhd3Sgk+EaqPGLOEGsZI0U8R+1WMdjzFR97MTZ5fX4vSLfsCZJVZ69f1gl8JDuTAFq7duPcQ3QxNgjORE9FJI9NUKbySlHI5TuQLcKPyIuCLvUYSe4axSzC2Kjg909Uek4QQA4k/5yh67BchXgmVluoBB8+mmCObceo+EF0yQg53Z/KQ5LR7+iNkmyS9UyCzp7E8Cd66HiLRc3TYyCakvqWcLXPCme7uJzLZgWoyEPpJxn1cbELxIYoQsFyNJ7r3WIflesHlhGTYbGaJ+7Tyn1EMrr9tbqQ27ni2Re7f0By7ZgI2OYnKvn5U+OZcK7/FUmQ7xwWvAfqUEjWn/LMXsuTVgi0nMea2FjpnNZWKn/X2K6byYrXvzEtjdhhx6ictVShdvzWtAMZvXgK2b+zXY8MnDXwKdUJX/BMnMiTFyyBCJWb+xUI3djM2ybITEeJ9kNrMBY/dm9s3t/Xnl38ftvW4qLecRCXK8uYZrfXDdnaSdbT323l7v07cfbAuxrXn0PJUwWJL3cHq/JVg52B9b3jfpllF4krQ5jjfn7dHK01evHoATe34wDWNjvoUrL4n+VwlXviLY4xZx8n5ZPR3t+e//x97XbttyGtc+jX5mj+az4XF0HdnxiCJ5SIpjvf2l+pyGYk4W9Fp7ax876fyILLRZXUBR1Oes8u9//+svv/339z9+96WI4a8S9dn+34/f//sz0R8j9aPpY8I/8pyi78PEVTOLYs5j7XAIlGcuBiBm0h4/jv17xFkDwlbGZiBN8ts2A937rL1cKFa6pQnT/DDxSGMLiKNhIaaVGAXefy5UgMwRulXaWJP08ovqUYHxRhTv1ldI5S3vbyCJBCI/w22RQld82cKGUPoswlvW1ynSXIP4dTTUcmw3amgYEgvxaOOieZ7+Xn3hW7+acxfcTm9ITIYfeElkBqfhLum08xzy2Br4NvkaqLeCAEI7YIhdwqbwYKfCOEBEKu+6mRnj0s2ptyFTMcbDrNFxUk2hzvetAtSPlf2wwWVJHlFxGA6rdudpyZRby7Orqcaq5VFlL06mzM5QYzE19sjdX64shiz2jfQpt1GPqO575/mkjTqjpmLhhanYyOVUMciXyy9hHxCzCXYaMGuyjrpfpELaBhcmFa11FqU/ftz1kv3CnIjgHsecWU2DzAE4yWPO9B6Zcv0QFNsIijW2GzXl1wgvX+4ItpvYc6CC9L3Jv0eEiEhGRc9IWAqhLbvBZjpYQqGKRVCRcHOLJlVffh07RghxDpnGOkbYFomKwZlQ3ghEw5L0/Wlsxhz9R/FcdsbkKifoEdROWgZi+wUv3IGACS2F4CF/mFBBDysdm8BFIB2biw2ovcKkeIb6FuB3jJiZ2irnAW+7iLV+xkPnm8EUaPotc+aVe7m8UKfXqEoMwX6H8GCS5KdBWzmUW9LPmxpeSVeL6a4neYNh0w8OJwm+E0SEpdQE08ozmlIXzwqfR5plYTVs5SkPBj6wndqqVUvsTmkibYQau+K1Cq3bT00HD1O2kRoiDF2F2vzrwZTQHsVHXxn1lMM2tQe5GM7VSzD0622z9Jh7SMVss/b2yp3LiNtZyfrwzG1DjlTIJJj5J2yHDfrUr6sI/UZ1BjLmp5y3G4sIx6kY/NiCJI16qkdHuQ5WtVltAfp98QykQYf0NOjsPqJC/bpKE1BjD6kA905QgvKUnWZampZ2A4FqN8vKkT9PBv8eahpJREo/SPTwxcDNjDaR0Bb3JjJilbWMIUZhLW7zoy9Ye5kMIWeZTQpngV9dU081mg/WkfrCUXn2MJmtlT3WdDcHwVOKW2+UudcKlidz8DsE2kSvd+BWrUbaPUd8ve2m1ANV0hmAkaWeFNUIqU+cl4UcymPEw5Isv4CHdQyCryJER84mKZ7ELr/Rzo2p/sfVnNnOP5iz0N489zAqm7C/oZUsrX6wo0Ysy63wU9URyM1mdrtqvGMkq8SSei+wVajeb0VOYhxB0NHARbTvkVwGe6rNCh/JDGlDBNuRiwqMLYOTVcVQJxVJOa8qFapb4UnFvgHgH8YQPWbLLKcUZocC7j3O/n4LWNy37wgAOJiCVO3gRaAnMjhK3Ipxb4bcxMJP5bIiNntKqSlxjsYeqQumeW5a0xiu4xdo7BNfslKhv3hSET3J3yQeycn2idMOxKJsjp9unwB4WNsTHgbdbqQ1VwaZuO+J1DVxKIEjrw09OkJp3QUXM4mLzvY06DHtwAKjSrwt5Ex04fQhPNRyNtqIjrDJRggafoQXtNwOwp5UY4+Oo1ihiJbirELFdDzWUjLjoDsi6xPrvei+WE1VT5m+bh/gF+RARbYxbM2/fr5PDVhh7B8sB1u9XKf02xauUEkKCrB9Rl5ulPDlehnYvl2alqKED3t7fao/OSyye6WbIj3wxb4jTI+I/Yr2otx73Dxpb0CPe1yphOp7zYPEuo7n2lPRJjbYiBCbMl3ZaF900pLutRn2QWqrMV5pXUspVfIUUS7lpqPTpnBE76DHJLGIINnHlBnfeco9Pdq6TlSpo/wAvhLneE2PpkwfGbngG7hwBQgngzcuyKGicMixPTwnQ0hDKWzaVw56m56qOBKwKdihlCI+gTa7lWWMJs9hGUekguzzaetAg5U5gjw975Mh8ge7ue8poFKqhqq0b7/d20sgKNZyVn/PDsiaPDnR79SEcXeJXCVq7NGTU9RibLXq9hYsbsI+UWvu7ot2QNn1J0d/0Q4om+xFt/l2cEjuIVPM8k/kPoIgkGDuLIFtMMXZWWO4wYzoa/3COJkvY0/D52fwQmY7YeRBC70vxfuFeSlzqsBpc9yEzmMOfyasojat53J7bcsgVo4dgwihfnwAwwPeEZSxXwnnL7+OT+4xaAd0oMP8+ACTgXosb/uUhbOKDp0/sE8z5sV0gv6+L0yJNXt6zPVMF82YVitIP6NERM69+MckhOOQMWCTY8zh6aAyIh1aMp4NNsZgEjwrRGUM41gyRmhvPhHW/zGWmIpZLKj7bTVlphIZCtUf2329KNVjANdO+cPYbFB44AxWuo1h3V98rOiy7wZbwIpcoJ681G0dY7K7H/4ylpPHC0uEaxrtaDVutC3V97u55jWpvl/DFZ56cHyR6ZgGU0h9aNtUWbruZWXohAp+T6EdrcU92kFMJIE3g06JrmHCbAy9CDprdQU5eSqhWUR8+tS9mKaslp+GNJ+nMrTb9Iv83OdOrjkZcicVuY/39OADlK5dsmJj3zZ4WWoMJg3u387ZFk6FJ5vgGMUsO1rtaFUXGbn/+Yu83BNqR0uaSQ/FE0+na3/3GWmr0jH6q0BQWas//PbnH3/+nzJWvvDbU6Db7Qe/rOhCluqv3/+9LfpRyqqRco1ekT+M3XmGhW0ZPdXx25AZq9+35RAZ+um+BhyujOQRTa/sHinjSWGwNcQuynYyMbVktepP2Fr8xtHYI0OcEkmj4dSKSI2kuq9ZRRVSECNkOXDtN0UQJC8HXfcRsbtlx9HtKyeTdqRgAyxSsn4Zhky6rGEjY9UO1Aw+V0kwTR+vJNipVugsFoiZ1t/2EdGOvJzO48s/2rXclCTbxnjX8mLXvKf836bJKtyAlvdiBp+rzGvIbSFJzma6B2Gn1IhoKT1udH8kyI05IhLJIxLyKkdkJyiJ1NqpVSESCDWl+5xtZGHcyezuPLBHcmwjD1JuDvYWVlUi0rRdZ0HWEFU1M8xlqdlS+2IzvwltUeCu2S2ZmYrdEKiw8MO84stYR9lPHcZ3VSUic6XEb4iKXH9Ps8Q8Md5I0144EIEuRzALI3FulCj6i4or6HruHguZkQrJ2YH7aUKi5k5HphKmzbW8ke5EMNx+hBhmOtXezKj6LJsVK0lFNNC9D7KAI0e/jh/HZzEaAmdRYw93L1PVlBEAW8yaKOe6k4g1DEgiEeWBfjB3DpsiYzHBSeo8MBI45OeYKY4k+8j8vK342VkSs6aouOgol2QOrM3qvqjVBKRC1IT5iRgOfBypSHgiIzkX3YAvtoGcI51x5pgdKJ0Su58XArysdLafbmsQiH5cgwTd5jkbL2udLjNje4MZB23oo3VO9S3bSPLIS63e56NVTsGIxjvlVCcXR2OPnAkt+bDFZincYkILT5jB5xQbBCIBOyvwtW4dD+t9ovRynexXJ7a3Xp9DBc1xbawvGoTXwSN2m/H7IkPDNDifSnSi6yNtE5BoH6nxrQCS0cM6T9gpCgbeHcu5uAPO8ZYS6YzfmHPa2Ier3fpzVpFFG7Bweryudfud0AAkLxTlRx36cJ1bfcw2mgwdgl9kurxD5S47TmK8nIynY9hWIa/3qNz6i4oXsLBNQfb9ESq33wcFB9ug4GBbKkrvULn1FxVX8NUMZ6zyodK4U6WKKIMWnrah6uq5NvhQ9dAi9QiiOaoNxgplsydWlETJIDFl2CgVvkDF39fizEdUJKqdkGxvDPfJGKqMIuEI1NS39FHNm7N4tsAJQZWO6EZzXbdMwiQfM1DQTApNbJj265geLGOk97uwqimW2i/cvb390pSRXK0sU1RYZiSHTRc+1AbSX2xefUrYFzVlnmH8LhtIupVAtr7MJQHTxv4IG0h/UelLZH3MU6beZQA5T5mNnUHhaOxFA0ja4kzP83UDqP20ivRwwzWzrarSXzeAzMDpbWy7b47GPtoE0l/TTEDR5v2c+9E20Bao0FqOJuLNbmMfbgPpzylOwPYsxyYsdChSXlpOR4WcaSym+AA5UZpqoiEq9YPzyAMsn8wvS6VQ6kf7j6PqVsa2jgMgCwjB3oxdJW2aBsHe3gNC/BgZXwIAjAcmdhuqFVLiPc/hedX+Mq0CvxJgmGnb2IebX/pzSl2nV6DswRwv/mXzq+x45RLbToakVxv7cANMf04xwkbnEOYwPO8wwIzjZ6ScjUMtrY39EQaY/qLmBiQC+3p+qP1VCAtIhDWEmaHG/gj7S39R8QTfzQiNxT7U/hJABsIrGMv0NTbTy/aX/qJmC+ILf4rihyaEJ9COYtsQ3kw2jCJYNprcNALNTUSk1Q0RNCa0Y7KjVqNGGiei1qy/qKjAjMtDfMzyknJo29wu7iLkkT1Zr9nTOzPcvS2ziCtjpGoL7spi90zTi+sZpgaCMrNF268rKhJlNAue/PzNf48pWnSyjVRFN8gtw8LnDzVF9RdtW3YtAHJte/z8Tr3HFDUb+5+lDyipQHYla99jiuovKvPBIxViQ81P5D3WqCCpohmlrTtHY69Zo9LBeF4N/qox2n651f9EciRLE5zpi/WyJSrwdcDTyXHlNMI/fJQZmjg/QAPqteVP1chXTVApCMQyfO7A0oY+2v7cueHIzi3C91Uj7heNz7LR6B4tx4FKfHKLXBmu27ckQiwtvf1sx3egqgnU1KxdBrYwzCsIP0tZ7g7x+3ijyuUGIVNG0Bnbhj7a6JXPA5dIJ2/4fqr4Wh9s8aZWMF4/b+mSpBUA2Mv2rv6YbSShhIqAIvRh1m7Zaz59FJBt6KMtXf2xc2IijPaGXvfhdq6kuyN0paWC4yVeynuMXP29xgIu0x7MS8feY+IWLvBAQmYUrjb0B9i3+ntNDtBF3Bc4Pu+wbVOgTLDxizH3+rzHsNXfU9IArJFCaJpKo3dYteXPzr1Sx2CRgrzoVHaYr8iMYi3iJki7cOAE/b3JizBvgiofqwv5OmNbgAYI0QiUbASbBG/QaN828oskStkoI6tte92WbT/e1K1M/m6BKpqz7zss2T1Qu73d0w3aV5ie7zFjdw7r7pFwx/YljOo7bNikcrKbHEFh2ob+AANWf6+9x2g4it31h8VS90gXQluDDodeM13lmKYH+bLp2n65FdvupML7DBDPH2a6Bo5gliuAPSPb0AebrvpbtlE0WP48CvOi7So9CqiOnJIz2tBH2676Y+30La1+kYbJz7CjFggSaMHN35p0t3UIvdtlqI9dA1BdVey/nrtdoTFZ1h/j29qCi4Zy1wM7csO+qMR41YLTYO3toiCrtKGPtuD0x2wjCQ9rX0ESv2rBlb3OsP1lIgqKNvTRJpz+WDt+AtdZIV++bsKV3UZJXc4E06zb0B9gwunvNR7AlJuyB3O95x0WXNwY0I6RWdrQH2DB6e/ZShVdxAQInh9pwmkA5vMcPDWAaEN/gAmnv6fEAXJjBHw3VsMrKKayBLhTkNh1qP2VDcToRWhHWEnAwBrmhW5Njf0qD+OCfwXd3uK2uUEtHZ+cD4T85gOdXBv6A0wHz2E4yW9GRMHagvsPMB2Cyi1v/Es4odhI4SNNB/29pvihA8BnaIfykaaD38kRo7Vxh0NXTIeyrHP+yd+LRiui7qIdHDYOyo9iqYwaI53bgZmtgYj8R3KSdZh6ZwMhdLahP4CR9PdsJQpPsezLPKbxrgjqznnNoaG7OBz68Fxc9THbSOIt8FM+eNmGlIZXsH6BZ0DAX79IBH7VhtTfahywOVr+vClUEd8JHuPWY+sf7WXAtmEC1kY14oPy4vNNHT6D1MbGrprOvWxItF9u2xXJY2LTohLgZUPCMUqHc8QtbeijDQn9MVtJwhJou8qmet2QsJGuq/UkLuwS7egdhoT+XuMBTABuGMl/gCXhDMlt5+npaEN/gCWhv2cbVcgJeRGVFGyHnZTBxFHpqIKw50HsLfquLiOK7tA3Qb+KPSX/8qeff/z5l/JbX/55/Nx31v35+D/9mxoxym4KOarb/u9//Nt/fF/++5d/Hv9962m7QaHOn75BoW5QqBsU6gaF+u49ysINCtWzxA0K1XjuBoW6QaHOX79Boa4qnTcolB76aJ3zBoW6QaFuUKgbFOoGhfrunSr3DQrVMcUNCjX4ouaLGxQK6b5BoaY20A0K1V2qGxTq/QbQDQoFX9NMcINC3aBQ9PEbFKrt2g0KdYNCnXt+g0JVwm5QqPPXb1AopWjeoFA3KFTl0hsU6vz1GxTqQ6zRGxTqvZboDQoFm3+DQtHR36BQNyhU//kbFOoGhaLzv0Gh7A0K1Q39AYbtDQoF35u8CDcoFFFwg0LdoFD0vfYe36BQ50t6g0L1eukNCnWDQt2gUDcoFAjKGxTqBoW6bsHdoFD4PSUOkBtvUKie5hsU6uvzcoNC3aBQH8BJNyjUIXxuUKgbFKrf/RsU6hG33KBQNyjUdzco1Ncf/0NBoX754dfffv7lB/Xvf/qt/ssXFKj6rw/BnIJpQZFzIVgNCTq9rYnjrdYr9Eo9zChPWM0wPQ8xgs8WpkhSVO96khsRZsmHRXrXst/24TBbiguYHiGrmznEZHfAojmKGh8fYL/hWVW1n0Ta6boERAh2wu1QuAxOO1VHfu7NDsV4UKDQSpMb16fJNojqjsvAKhhYxtYe7XOrE9w9WIY/zVtd8QTx68lWiwWQu/ll3yY18rvKWKlPnp3wdbIt7Pj12TTTZJys/CtffyKD2tZPCKqyr35zcvJRpRzWRc0KN8uO9BezbJp/CpUjAH3hbXZ7bNMrfm98MRMERbXagcQ8FTbFSIO/N3PgHFlyv4gd8bhQbOxNJa6XdJ+tWwqJ+nUXQZAub3ROVVP/On2bvVkDk2/rX6utf6jOf7U0v6ZtJOQL+ObWf0+TQD+hbBtb4eCqep3jeV5Nv25jE0sbgeX0L/2Df0lZ2mrMDii7ugfdBwc/NNkJveX9kf3uRif+FLOAzOC9M2SbSuqDp71TSWWm/2ntcMMM5wv7pj5mB0TNOKj92e8D2n9n2h9dmkAYLXVxLUkTU831pwaUX94Ci9axJmfCNlwgarGwCU//onpZ/sefi3r5l19+/u+f/r0O/fof3//th68q5vE/7fb9r38TzfP41t+//+Wv3/+/H3/4QsF/nGpwEcGnz+an7//rhy/DP/3w259//Pl/ylj5xG8//PL1DzR+6fF3f/3pP3745a+/ffmv//P13Qpl5V90+S+L+vmnnwoRf/35p1/rApD6hzpw3Fvw74J03QPWqzwlXNv05j3YoRq0fz22jrZim7tFqjvIYkUwf1EZrjG8ocNRn1zlJzU4VircrhxUDydRlrSPLQpZc4/bQTfyu8FmbGla7WBR7uEGAv3dzz86IyK/o9SO1uRG+0Nc9V75P+Dn8uNhojONDoym8HEV2/kEOujWu4PY7gbVegneywwwohZ3o//tyzekp9OOVjQ7rKJoB8otOXgNc0314AODkk5rMIcd2m2r1DVH14zeZDOi0o7Wc/We6F+/eks0kYNjnwmojj14zb/Tmq/clZ3ZR7I1F4l9QXw2GFh1O3tIu8GmNFiKs3vjCMo45LAqa+m+WR1kvsIR6AhTan6EmmTo3oCOFN1bhh3N7jSpHvvITEtwrWpQMXc9Oeqygk+ovk6bGF5a1YU2yJTNnT/5IGFXBz/rJH86Px/qn2qash52EmV28xvhHdhtgPC1SaAb6M9lm+YQX0cQDC/2kbng4EC7wVaIwDXNezKUcheyWSVSdd+sW5L2ig1Vj3QfSHcXqSCo43pHYxcua5L0UwykeNhRcKDkTMbQXuNOY6nmGjTI6daxZsp2ssXwFe+2ma/JbJKN3q9FrvvM3WQESc5CNkXGGDq4qMpiIjjBBLr8soC0MdhnN93u29YM6kdfhTkuu1ajcG1xhQ7fMlKubWJ5HlRO7KWzsqksB5zRK444ZKZZMd7cUbyhJNvTNvUUD6ak5M4denA/WlTt9SlZKrCeI+yFKWYrZ2tm0l9KDEx/UNntAIw65faQVYXltV0viv/e0moffRXmDL6zXN5o0mobyz6at/zeKSuWGFHGc+aeZJaHRgIZs/Kcgdgtuk+Y2qYD6W5cwHD88hExUZSKidzlp8pEZ6bRqIGsNkGAZKfucX4TilIYMcNtxvMDKbrc+pG4Hnx3/S4sVzh6gJZbORK/qyMbifkla4yekwEPzrPKcmwJgud3RU1eOLylrwZ6bUPI5C3pBhVco225xdVyECgTRAwRq3ifbHb/++dmC7DNokBL02pHq3KjHTKVB2LDKa0pvirPp7kQ2uADE9z6twj00xyiPxa1gQCyo5w9HsDhhKL+CVJYR4ldhQd38B2bXVLA5kl+sTzK6Isxu22lI01Zt8wLIhQpx233G2WZ6cFHpKRio1EQJAn2KB5rigrt1ow+2/J/TYsbtm1xq0ReeYQy3pGUB0nYeVN42W1XW5ZiYzFpEYJ4WUsWy041FrnOYzm0ZLNmhe2+OkfaAtRgW4C+DnUB+uLUBdB9xQXo338oGXgBmlY7WpUb7VDN/9ECqTpatOhyPHjJR7r5BiB8fsztU8uwWKu5QRm9Z1KUXJaZJjsijyctvMCGsm6WbJrKyWxmNYnvmYS8qNDAe/KfFEEQGWYzxgHIaJTsQhLlrWvTQ1os5+6ZPSus6aksjGnHKEiRAypPyPHgI1JEbFkMSu9F0lDxoMjvnW6v/mylJXEVRtmWfQ5kWaY1Lao9VntohQ5uxDdGDaLLshybo44GA2aZMWkye2tjVwXBqhGY2ffcmhS1B8sPzliyqyiz3g36gWUf+L3LIa3A/2JR9au3tekhLUWk7azYtPje5bKz9PZmKeHvSbGbSOg5v4keQ6+FSHaCgteDNTKweUNVkHaLidx2dss7JDwzLfqzlRbbTJxGiwuUknEkn9Zzq35QaWqB0W1pcbQog4o+c4JDjA2wXN3DHd27ojBQXNRuO8X4j2KMNK+p2QVpEXXeXcr8kHGTZEDiCUl684a7Yj2XIxwZ3IunOUmiJwnt7Nlpn7eMnQOO5G+0H47MKYqASU5YmB9QLuuiJNscFBxUS98xVXlrtBSiseTJui1QAat1BhPuBhqL4bq9vEeuudaDrVqi6NJolljn05tHUuLyPndftYq+c4/Vtmwc6XPJEzCS9VuzWlo2ullFe4t4zG9EinOYIWOyGRyQeFg98q2EqRDFr/AyugMGSn1mpFOJWw2UDU9866VkkUiJjh5VPfjY1rEscPfdEjhBeZwihd/6z1ZaypND5S2+RZMeiha7UeSoKBvmjWScgutqBxS42sxLVQ1RstkFetJhIFHtrbTII60nBnoQC9e6ZizXC1T4G4tuylUz0xhLUCUbv9c5+yqmeoQQ6EEv0oSqDiRqXls9VPrFCU2HKij2VAPisaXj4OUKAx/DkMFG74XfGQPc+swFOTZsS0VnZ0SfFLmOMLlEhbk2WN/0jZOQUM9P0YFnyndO/CYoiIxqwNky/hKnK+pvWkUc4guVDcmrAtksOJxwOHbb2IFlt6LNJBKKgi5FjCJgNqBUH7d/jvPzRXdDkMkttKT7RosabLRItSnui8vctvG4ifM8rv6zlRZvqXip7EtsPrB6gSzb/OU1t5gN8AX2cw7ouJltFMUO/FZICoAjJUdgIUjJcYEA0+1Rm7t4zSW7COViSgNrMI3kihUlDK+Qydw86yj7X93lOHDS7VL7wgbU4D0/2kqjXDEhcnGwdLTKi/cix6bQNDM3I+ro8OGSgjRsBHWk29dSoGazYCnEwJRrH222f2bPpby12KrxsJSw0XVh+8T3eVsKOcll9OTE2Knp+OHtQBi5wvWeuiAdgomORw0+NhN8ZTFlJuz8BOXhrujPVloELQnZdnNLts30BGVhOoLWiwpIr0klyzroJj2gUcQdbUFm0aWNg4hf+tTMcaTk2BEasIhAS3WlZdN8Y+A6XWPQNf7iNKPym2thJJAf5JeNzbGqTjUTLSbnpm43r0V5u6h7XV6+Fwcz0cGKdUoelM5d1JgiMsR55+JxPHglA6M8Y1UK129lwB2EtAWec+SK9Lo75gIV7cDvHzBpcwjqgdFiJUGvfuhAXYpPTvJa4VEaQJjFskeT1l/KEesjX5q0PFrjir6W45OTDrwmEBXOY8iAS6+1L/Pk6aO4HR8AKTImvcWV251J75cWNGT5r52t4taK+ABY5VdttGwj1dIqr2dTLblLomTQQ1Yi8nz0WHE5OIFpssNR2Lr8CZD3g0lLHrMhKaTK90zykoMwS6uQunbo7vzaJBvQ5kHytEn1nkmGlLEL5L00Sdzm+zQVS/mB3zNpyYnfPSy1kn/5088//vxL+bUv/zx+8Tvr/nz8n/7Nx1VM4niETJTgEbAOg5Obx1LWFydJrcBMuA/Jo0nziObgJ8TDkWYyY0TsS5PCZue4CMMV0qTPL78Ts+6MQj6uvvsqti9V32V3uii/LOkdxXfyqIJIL1b9Nq88yo50V3lQ0L8o/gtMu2k/rhLkG06Aq0OLWjUJeAMFpmXiVUV+37jwKRFCTWplR1VXNR4qRr//5U/lv//4/S9/+eHfyv/+tz//+P1fvvzt10KxX6rfs5bB/fI7Df36Pz/88DeeXLPtVFDs377/x19//bdffv7teznb7s9/b1QumjxLnbvtd0owNOpYq0/h2GjMWJ4iqC4EJrTVmNoDInJq8bXz0FtyQUVTCm9gM4onCht7uJAoe0ZiKn3m7qcclkKIvXBW4rifA8d7hgiT4nXYprKZNZ3lnFhmYhwjbIbBhiXK8Pn7lBUC8HqfhEg/985Y7rfuE5dc7YFSykLgTLsQGxpfg/YM0wTyA+Wif6AC9XfBRy2hpJUMxpmfQ+o8oLwirZohavSZKhqtpwsvAptQgKXnIOzOEQEB4ajGHrHy7gkzPJTbbMGjIOmmmOzSffGkYsut6MG1c5s/VJJ3sMGN2sUEAB/LEUeBSEXYLfnwgnSfIE5BDeNT7tReLMzK8BcuVaxtpR7sVfKZEPqS9M0A32sqj/oGT2oQzwLslUS5EATCi4M7f/peScD6uvzxkow8vWIpWUoLSFK0AVslZ4RRJycaCShArmwLdms6HtUF1jd77fbYGqZVKpxi2lNI7PkNdKADiR7B2WwEUfw5vK0DNesDs8RVJAcE9QvkQAzcyCZuO8d9NkP9zwesbbcVqnEo3BDgvIKULsF5hW3jBrES2kAXKxVzbgZqJT7ltKRK8Inn3UiVx/R6+Zgo5u6dJTiWznQ5r2ak531X+LHNvNguu6ycaK9Q/7KlRUWzZGZneIW9eNQhZuNTHJRjJ9LmjobQmHVqVyjswTckyspyMZHjUFQXbJ4hINwGtvLoowRcZy22kfoUrpME7Rq0vCAjXH0uJ7oCRmRj2ihPXuKxmClsreVwrE2kfx8NQKZ8I9UXmJ8oJU5nAKhSEVXWahXq3MDA5tjc3+e9sVjn+DlSXSlUF07MFTNgrrBU8O/2CAfF76e+ElSE8XyEi72E4PouES6Qt1S7ijSUY8DeNMk1DOl6XHuzgKvRliwizgQTKX0zuAp8/4hnDOPAxIYjqHRtx1j1PlNeuWhzGKgORYkw3XF8joUdK9rDJcvRLwDtg/HkuZLnBpXckXEkoQHMiI4mUF2UGnvkvJIsYngcbN4JPaboKJSd033xPLCij2DmfIg1i29oW7oixgBxSLhvrkc5KXZFhKXdEb6eVA2h408OJyO/C+A3QmO0sYeHaKj4QLYAt0+PNX5XX6wMYCmE7yIWuBIV+ot2QNlkL45GL1R6uFO/HTX26ES2RIU/BwQ2AudZrjfovmgHlF3ei+6LLdGZ7GxhaLT2/cYIft4zYrff0XeFSSEqf+xkubTKZdZZsdWVZEjVFPULkdaDi80Rp1wciL54MMXU7yctpHsamv+7vWOeJJIoj9xjI7Z0scqCadE3qggfgg8ycYgKhRq3ICAhAKQrGguen+Tlf74/XXj8lO0XdA5J4Z7yS2Jc/qNFNvC5JPcQKHx1QjR1WrUgPbfY5UWiuRMHFqH0MVSSK7+O3ocDJBoL/TbV+8S1MTNH28uOsQJzJNDZznpSBg5maHdjmorLOAqdoD2PJi4w9n3eyEMYAtdN6jGVhdlAuE9mSIaqtS68JfqLdkDZ5C3xRVydvt3m+4/cuq+NPWSsTF4SaRuCid16rApD/UU7oOz6W6K/aAeUzd7VxFWS3Sm5h3wxcwDYgCjbKmY51q4GU1KahgcGU6RAZwb74iXm6t47hdcy3QzJd4RUnJzBSwjf3DespX5hii9iz86Q1JkwnjKVH751PzpVisefS9khLvoctfYAOACtNZtE9QF6rPkge552G+V5NurHeZH6V78MiXMjT62ljjw7WIYb7IV2uSIS3haoiEiNjTmBToVnsFJM7eMQIhgxgjvS7GAJ7tGmoRYK1xFOhXOSQdJtVBCud4AX+Dss8Hc3ZMan+H7KxyaTeH4KflnNv8i7/Zau2Ra2VBP8eEuFAbAsUSfuVH5tY1flAk8ZXTR4/luKjxINjkVDR6MdrOUi43a/fZF5OxotL2UiHjQX9Fx0AW75myZtlX//r7/8l/zj+7/97ce/fv/Tn75OvJS5dUSfDznz/sytYmRATwupAJq7nkQLyXBkdksDnNVE+q76dV0YStkBAjU5xyvpvtjKush40O26q7kZsX5Qiqc3MKMEAmyWYOgwDz8IbsYsuzAZzFgXVKw5CJryo34lK8VF3zEpkMemX2JOe8yt06dflXBHBVDBOIJOUWOPzKIUqIQ4xEgFhHqsUqG/WMN3jhx9azbpvmgHlE32omNMO2BgR2NXtN/BnWuG8MN4ZqBAfbCJcOL0mIJKof6H0qWRG/otN1N/0Q4om2ymN5bEtfjjsHJLjT1UzTJlJ0neGzpQ2lClQX/PDui6Ln3U9+yArBlX6a23gyNyD5lixlVb4KIlN8sMG80odvPUJOUpgnk++YgXDHhs5fTsDFrI3NKOKDGPJqmzzmlymOG9U454j51sHhPGU24l+7OUbIHbgr6BayVboDhQ9WnqWKNbj320lt399kUtu6PRDtbiBpvyEWr2e9wjgxOac7wAsFleJD71euzjvCPdr169AR15llcxOZbbOXKJ87+Jc+RbGpf/ELPyLz/89MMvX0JUdvvrT7/98t+/fvnff/vlh7//8NPX//Dr77/+9sN/ffmJT7c8d4t43NPHM1qq1SuWyhwdzUkqJvbhkKOlhiYN7qUFtimzxqSWydyi69i2nuqhW2vnr0MxTR8m6Zdse7EnX55XxxifScBL9w/M3zGZgQCsYAmBhHeBg9A+rPCsrRv03ytfJGOrGGU7OKEkz3CHHRfAJsxlig1idswpAv3W66jRZQDIwCkRIwUHvq6drdXHSOgeweyUOxYCN1iX9guOjOxAGSTeeWitAqD2ocGk/t6mzFR4mWItTHGLFDWpsEC771gDWp85cQtvQShE6zNvDP6bakLTmPCcoaPBARo5m5ECNrkwu1m0Cvc5cBjVOm5fJ4ihaGinQBfJRO6laSRd5XJMyWn8r68/YPeFYuHNTsDyEg3G8oIgcDSo8KWAfX8kMx0TUY20upj6oUJkfBLxkRnQlsWtgMFgcXzBDZEEBcxu8i1r6OGB7i3z9dyJwPU7ss0okqRVNVjqQU4DNfZi0cb5S2S4EZNYtdiAXhCoEuyElGsh7JrsGNbFeDdvziMgQ/2zIlOmHU4s9UmXKStoR09Z60ZAZQg4ENjOlVcYk/ts4THsZGYaUOjDZyg1OJ6TeYwnjKHuZlV90Q2AaFoaRUucpyu4yCtxIIoyQodiP0dqZX5MmbvG7E7J+lK4hzXNzqom44Z+XQNOtZexKr7of0YnUcROEuU5XeEqSRMx1Bx2hlU70lkxsh09495F9m8evZvmVAhsJ8YUdE2b47GWOc/2mJRIoQ/lyNSbs++gik6EBQLvlftCcLFSCoLwZYIXhOhSKS8czsXmpKx0AQGm8IqUEqMxnR2DXOVBCk0RzQvsv+yo3slmQ4mNNqMBZwxn59uAbZVdg11+EH7xb+DloxlMM2PXy6EjZrYea0UFCga6Pnut5KfSHTJcKOyDY1ua/ins3CquV/6C4noxUAaZHmshNUdxPVGREKtIPJ4991OnIATtkDLghfDQRCrhgTqb3A6UehJNQ+xB0QGxe70ae2Cgxnb9X55ylKNNZuy0OzLDTW0b3tAFXQI75M1iCptDvuFO1vBOpDwfPVbPQO+3itFR9rad++T1T7fdmbuyOhor3VtDS6zGb6bybld4B1MF5SI44B019mDDMzoJ5ILPk2f1pKbXsnJ94DqAc0OCwZRv7T3VOKqxB75DSlQRCTa3CrzPVJ4mY1jDKgn8BsWMM81IrpodW1jysuzzgGph8oDnHiOV6vk9taLJKuFjAz2vr5KnDq2HmTvfi+QJvl+a/CZQe/RYe+sTWkgKpb/TN+Zusu6DlQj3hjSIExpJ2ChAbsWZgoXNuwMoLhYf5Lr3nhsMeWzDbBvGhtL9uBbHRjN1ugnAHea0bidyzUMbO1HfZs+J/J3uX60MQ80OlEGgkTexv8DMU2ACmgzifZvvvMS6sW1Dl5ivLG3EKBRAZ8LWKQYUdSFfUnF0oUKhIB2lLVLRxpqut1HnaTFwUJi5lRHSfbAS4elArSE1wrlMYI2H9ITwhhob82ExUw3oBDSF6C4WF4qyhjjQ+NDg/e0orOqmoe518hpNb4/66fNp9AugIidyCdguqBKiumGMPCFKJIaAXWbn/EHEhOzut08S0gK4Q0+qhDtP1XJOKutxv8NGOMqvcMlRY9S7BNdc4kxrGde8IrZdfsdjU0ZxmUC05I5NZWb3QUWEw2PXoqzO3QnIXZwN9OKxtJkJzaJSZNBhth27aw/KXLBflBw4vld6rAlNxnWV3CEEBRITdlaG0f32ObQvfAsdkfUgW+1gPce9wQCYdrYIKeEcN5ZSY2O6A4XEeApj9UXmGwGqQcLVWCM8sZruPGd9yRs0oVv/9HlEbuWQ0zSq2BpiMbgQBq9rpih0xzzuIbtO0w8T5nBd4HfxQeMyigD3uAw1tuJ3zK/gzYT917/94MRGjwzCGkhOHqNMcoOEjkXewe/yOgOg7ZrfpdcMlkYeuiU+6mpszu/cHImlBeoigXLcSCYx4YGKyUWp2RMSzkk4nRT8MIa/k47upCNF7v/apKM7WfROFmUB8a+ULPpN0+b++9fvpNOU+UruZ2NoC7Kv6Q/KFIEwk6EXZrDxulNwXnXlahEeh64C+WmqWvCtpL6l8RjwslzH6DDVnVYxOtrQCvPaPQHyJETOEzZsjTBWeWPJN2GSHcC4BcoZkdAwRtHFQTWH5DKFuZAIUZsxeXFrHWC1N4o0wLhTRNxv2CXgUw5LSK6xuSug16v8tKK8UIvVLXProWAYQc2r5mvV+Z2p66yk5/V9TT5nq4JCz72AXmbiiqsUWGRDn/GUyndkJ9l+r6TvIqEVCRw4whm7uEq02C0lZUkKCMJvH44uBAELgSsUY6boSxBJ9CJE4TtOTEiugdALJ5Yq+t8jmS0w2LBXRy9eihFZ2qsoOdJwYjK2JdwruwAJC8ZyCqhLlEYnmHEG7piABqIWFspdxBj7Ae49pUKatWLIJQ5AbqT1HoYJhCst2C5jmEIDqMmfwje7b6gql3AKMaDF2M6eOpumzVCZdhKdDU/MOmprKs1UMQ9FQodzxGLpJGuQCh8pNyM5ak8ulYDY+tqXnwNp47f9ZYDpd5yXELxfPy+hch7QT67dkrpTJlE3TznDiKbjrqDt64PfZEQLLNTE+0dck0J7cE7lX0oy0WgRKDKIi4uTCZGTJemKogSCIDbdi91lyuDczY6oEDG3BOMWnN+42jn6igFQ3zdom/ApTCMEb9cfhwPrd6rQx2iq0K8C0Xqy1SRbH+uQxf0H+2Qj+UakpmOuUkifC6zHDpbxhg/sarIXTStHOFW34DFPz7gICvunHJfk2NQE9gtmheAFzKHipBIFUwZsq8hosVpLwUPjLGcmFz3AJdwrNAKnicmcZRzsAulREh88OqddYB9v8HQ91a93B46LCGmR5C0wvDuISykuQMAbqV1BD7l0dUEirHjcCWvbARjwp7BdUO0xLkmJtBCnsbAYptFGqeaCpyUmT7li5Y0ftKFMLeOi+gwyVMKxpzwTFXtRNGphxPm0OG64JZnUO5jVgluL0JeuzO3Y5nN0N6kWu27QOilhm+tuYuNgt6uiRWO8TbqDoAtOMvBAorrCx+iid9HPfUWHnoG45IZ8RUc7X6BgD9RY2BWbGtPCBHpj3gIhWUudx5KJ1EE1bSrlq8rahoZd1UeEsfHLrOi9YS4qhSgwmr7igZZcnLnOb1P5BqeM2qjrJN6dlEnkRuvIBy5g54RXbTLWcwm+DrZuFfjNVyH93yPsgnmmUcuxVfOGFVIDgw/D1iqZWj5j4For1SLkd/Wo4OWRtlH2821EIdlc10dCKwB+mPG2Uzdzt+/c6KtY5mhzHI2scK/KWETmjht4zkbZNBEzk2ymmNkxhoj6caP8/W7sOhWbobxkSahF3UxKi6h2ORFyrbgbCDNrhyfyc3zjRT8Iz/gQ/cJStaL/9RslRXkOPdPS1QyPyzh8nMIgF0QqAuaVQVJ/h0DDxgQskpI2f6j9SUEJuqMk2RxjawJ5Pkc7FlUbS30OBRdrHRWotTbZKZVdta+sFrt5uWnGe3hmc217r2g0Fnytg4AKdlopt4sEzQEkDEK5y2qvGqjhXkY5LfoaSooRibvgMPOhM4rOo46ZPKnHUWPGNltPE/NLBAfElUUMmUXvCk/OkaOQAM0vKW/F1Nn268pFwxDyroVKxsFHZ5qlcP5MgvZI6ykxz1Mc44dMWRAm9QKxz5WQyp5tElYffOWov558ZTRlw4aKyx17ZcqCMGEThJi0GyArjApXaussq/gSESE0g59zw0bOZSm5IiDARSOFkAfBAEd1K2qovQAbur6kORxdgrSqetOfswOqJrsgMVqQJ93ldDT2ojyR4N68c0BK1JBCPAYG5IkeaznZvhWt1Iz22Kye61upv2gHlM04Sip7wefrw06gpWrsoWxNlAglXUipc0BSnV3N4IuVrUZmr58jnbiKKXRVHh3kYAXhEiMku6YXWrX+K8zLvsiOFdxD5rtz1jo+ulHE/5VRxO/uD3f3h/+LucafkakpocHTzzvI1PzPL//lUp6mxCu+6BHvztOUWJXpNSzjsdEVAPoJlrDtp8R56cWRRQlT/DaF/BBoMwjkeTctTDEC2YDAYtsUD8UUpcLDV6yFHEL8iqOv+AojfUGq6sL6tuGzNn7STTLRfs/AsQSPEGncIOIM34hvOMGBtwjEvcqBaps945u8Yeq27LWdfcO3tM+21eFyqYxxexMLba/9ZOeMdcQRu523QZDCemTVxVdMRoTGV6bY+RMnPkW/v3sKETa12GzzDLb5MwRHyc4H5o7TB7AwDcC5iN9y9gYVqxavgwTTJrc8UBGt2eLU6xJUc5DGF3nWd2zDcrSjzeZlQWJyi1Sqo5rBKAnIG0ruCBeKpzjcbXOmuz040ECb53ZocA9sJ/gmifbbTbhAntMNCDPbnHG2zG+dQc/QZMcTeZbCNu0oLP0HYL8z+HSxWwB1IF58QYFpvTghYSYf1grVpNhXJxBJU7aWXE3sKrPwxkttAajlJrQ6gpYwz7UF7bebVm4I2i3FBeBH9znLVLnB4s6pm6ppqqEf7IE696HrVqHVMGlYk9WUUvCTBr9kB+RcXb7+lh2QNFm+3m3LZ+IescCTLLQK6AiILWb9pUQ7qIZacjH3QN8bbvDVLdQfswOaphwUCMrAYB64maeiC7I3lsRr9bjdoZ3ukEEQkI6g61do5yukqZrsgN5wy8fiHjHB4nnNJO33ycNniikMUN0i7mf2RzEmon3qG0VR30ngPzkj7eCDx3V49Lo/P4Oomu41YZxPPUeBYJifcpQGBus2gI4+85PKMc8TCsCFocil7ymU6jiA0DIkR9TYWMlxkTR4msIQrbZBaaukSAxW6DGd8ox3r1uMe7RtQLj+7QfHwnRzqKdbixtsCjHRe/2kzL1hriDzEeEEXmjLNdcLxcRBPaYWCseTmo127QJ0P3v1FnT02cE6Jocj6PnY2exgKuSpc+iBzUzyGCfQK9wQgS1uX40gcUu6RB0YuxVcvAIBgaaXFyBQEVsiSOOBsFEMQKv8HVf5T+sx/Xv5/3//9ZmGLx/pON0VdOfXHZu9kMFjRNNisTLMcDuGTecf2BCW58k/zxsUxuCMViXx8oxwOfQvxny+vnwJuIRntpd7pMx+PmX0Tzz314udyjsiJz894YmdzQpg9tzs/czPf+DSyYjLY5ybdisZfSVs01dmNMXlMy/ugQLdGke8PENgMmdK+oAsmjL1iTpsUbPc74SyZbXdg28sdnswY7F1e26ViC/PWGz2gKqn9tqUd8ujJ9FA1RPb/pGAUrMh9EM1pH03GHiUw93A8jTuzIR95EAxhGPYUeUGy6t2s28lqefcfaMmCWrsoQ+AfSBmgO6nx1oNmvqiHVB2dSe6D9oBYbOt0FtvB0fkHrLEszyVVjwl7v0d95KrSPVY46rEXKWhI67vJeNSdIRN2WqjQjnxVxBbtbFHVJSnHLIKM2OLZoYW7T5nB2Rdvl2MEqqJmu2C3nY7OB73kCFuf8ft77j9HeMjuv0deBtuf8eVC/C/2t8xx/Kz21Zu6Ga2v3yd9dktbo/6se649nrk47SLrOqJzufUnIAhX6dcLv9yDRKrln+1sv0FiFVIrWfcFeCLubEl4SaCKnwZWuE9C7O1qv7Cqqyd1kDZsGN7RLm/M8EuGXm9ZbyHaU8juYoeLUJz6uyfuXMmtw5fF1kiTBYmm4u5as5Nc4yOKZwrFad5MoESeHxNPPpUxjMNBfzK9hXemrUsltOwPe8Jq/QdID6JL+wzGDkHlZ9/7w88mesC7eggOvHT5ArNqSZsk5c7J+zhK56bmawQXwB0PLcNieBT907SuNL1vYsBiqzQobhhQr4U9qf0+QsT4JzrTHFQ+Q22v2g513dfwP9n9bGSi87NCGYZjbvHBF8pmZ4dsFXdzdWMz1djjkTx68gHR0PGmdB1qqnsqePNm7QckLNYwhuXafmbB8L2b6EFCmzBE9AscsjT3p5pb1CxbUr+/MdYOg6lJxYW5ycmNbpg/bo8T2SSZky2l+5+8zNbVarY4VKJVv35iqCL9hn05uOIJ+Ll6DbqYIqHx/RTFiYNDp9A9HTlnZs2xyxcA9nTIi3cLJs5UeWvSIttImCkiNfa75Av7KfvnoD3midkrdRRzeJzaedHxE914mMKvm15WksRbKCeQjLl829V2EJrIXflmd+mtypYYj5LUuxzFiYoQJfXdSAuTtgiGoMt+44pkzOWKVBiI9r6TEUNutmvmvINdk/siie2z2Jfd1iYIIJBqUnAYrpPYovaYuKSOZygN9jnECn4wtf1BOmHYSYCKrqAyuAxZfIiHFN6AWWk2eTkRYgK6055Vr6Ba0Bw3/0TXsRiN8ycOSLfoZW55EtMJuy2wZR+nRDmT0jgAshClf0G98PGZ7Ss44QnKqrA22ANcpmSPn9h4hV/Ao1uVV7srerB8vWMCbZtEpuTkjOsy/Vp7qYX8Eeu+Uyfr7G6ZJ7yyYYTQX28LvFn9zxyeOu+wbqsbz12r3nrpvFUG7AE3dbmOp/qBN6qq+Xauraz1OtBnNjSexISWBifszB1iy49lHjDprAq0hYk0w/MykKDQg9VL+038KEEH0+M42tXNEJFMy7MojfOtl7EnyrHpWXqEyDl5cL5mXtDskQw3ztBTu/nCJ+9dbC5eElnKZ0uR0QXPC7p5y9M36OLlxTgNGfvaPlxqM4Xw2zqNhOUQU9T/DfwB/oGBX0xwjGDDZDnC3SSbxQ7kDTZJ5QtCQVMSyOzRa/CMeXT1yUNHJ5BpzVTp4L4uSHtWpwl5vMNTn2LLnpLoI/0rPN3DiPfyQxERfo7WZ4SPv/Eg2lNIS5dUQ+KKy4sN0xhdUU/30j2kmpzXfbIfZtCtwQ6MZmSvsE76rdnjBNHbdfY6kLNh4BvPmdh6h5dvKRP4AGFjBkrPthp1CD4DaF0BOB2WssSPKbSvDBFkNsXXQM9NUcPxaTEVgwCjF/bl1V00oQpk3Jpz6vSOtAhJBbRoNrEdP0gIGtTIikZidDNgypUsaW+arJ58wRdnzeCHvdpx5R6wVWu7ohzasxvCBjhYyJkQR/hKWbQZkOJ8X5XDmbVGQMb8MiPI2RyzJTBKpszR16Rjitny6p/6C0NSIRl2GZPQPBH0I66EhJ+DhFhCTrac4MQ36op6hYqbDl1jBuyZTluvyAhYpGH0I3tfX2KVGPh804MIfEjbOhiPFi8IwRgD2cRVCuddj/dAMXF17pA3fICO4sWs3tm9wmvIRLGC1NcgCcOg8w75l9JG9ltpvoMvrK7t1kZ62hK3KZ+WdlZCE7xFJZolsrO5CgvsI4sAVFKQ/JUIXSgmC+EyUY1gJqn9SVCZFeB6elpiNIKCuRZNJjQOJIltVGakiWIv36MQUp+tGqsop6HBrtZUc/TokFvJ72aMGlSbiJWYzNNGhXOU1VPdPsCubkT5FWgmBa/mrww0WXCQ4oCgAlENEXjIVPsJNT0wzd5auXHsXAsKhWy7USGgABfj406dnVKwETriEWEYQvT6CwBfEWLuTfchipxf0KlDp1EaLVqAIXfLgg1SAjST28W/mKNLUp24CxtgFXJ5RRWWGPYp2j1YU+ta+XFr8SALpVXpmzoq6NT2xP3tcitqVXthSCZPHiLjKGSMTlK7IWw5h05bBTwIg2rv7X+UmDhqrnVDrj68j06JB9S4VRTwPpLnu+RvrnqNmNF7lqkiORLcI9iuUfY8jv6JnE1FXSZMyGtrYVr9E10NyIis4VvTb9M2x3cCMcV1utn5vjtyDRseBzes3DVD1tlTfUAXn5yo7dvYELIRTyzZRpPWOok2r3x51ylClxWPaLKiK63o4G2tTvK6I2drnPe733U4G+utwm3AUD3K1MWCqV0d0ZIvYXaOvrKQjkeTVmo4LK1ZjWFpVrLef2H0rgQs2HEO51pUT0JnjvsYW4MixPFrJZ5enKJtIlVlRtliV02/bpbq24yMTBLk87WrFqeskm1CTyX7lp8VSKUmJvI1c7orhqvMs4vewM6SV7lyU4W6OiN6fwPyi+CW7Fyi3RvWuVL9fZNXtvOD6P8IsQUSwdR974rpQ9hPEaah7ZA2nko19V1Z5nWdap8VDpRlY9Kuaq8mRtUcr0giQAwRBef+eYHitvSOckaJU+ZuV2FvyDxes99hgizTWC2cbVvpWLdQCX3x48DjrCMeXTplbGwpAKRGUTdM0RFJGSG49epEVtu2YOVbQx0hWAqYmX5+V54epKFKZGI5Km74yH55jfIOSbCZrLDpW8yNv71WeXHVd7NZHIV1p1foEMRQa7Y9uamUFqOBSICakehSKYArubga3D56aBHA/s5gx5qaJXLef77lQ6yi6sTkmplXq2sWFWKJuvi4BXem3agpAx7YA0UGPBRBbL1RCnOJPcTNvz1qTUAb0yLFJQ32C2uzUYY1sLFtA9KOqm7iy2HZcyAXcFibJZpVe4dJMwuxaBvnf2U34lRJkQtov7ommA7WNjlnfTCPRTkcS3briqIduDTp5NUp3uZnSQ1CzdCVO+IJPjWjt0M+LdSr/i8Up9fzVp8z9WXPvPXL3+RT4ugoJwBHlVDA2gMoxB4qhlgaivG1ss+t8YWl+W0KCuI9CXnntBpW64Etm7WD0OVQOr9uPxiieZuiQg7IKJBFjWuVW+kmjt6uxcX2LYqaGVSYPvPg1i+v/tAgcA3a63GjHeiJoN1xxFHagwTgSb9U5JQCgUgP0TMzQWgUaxgHg3QSCJPiDYVNjKp1K8rA7fpdg2SP79NLSrpjI2BZisRBXBVSd4i4scFqSKA8xSXsEfviKQGToWhpFxHEIblk6SL6bFKhe6YcFIhta7wtInSP79f3Rdto8w7pELxbNVREh+IwMj2RIiKsiBCkG7oQJrp2qC59gbgW1UUhYJcVRTToD+UaZqmzpeyg4RcJfyKr9OB80tBka1lPKigCPZLVmOPqCgSFkSNIBFjF3gnDdgtEqE+qBypiFQm3vU0vabObG3Z9hzbSeuSvuiBHKmeevyKjx/D3mIGzBLrut8+2dkDIhJk+++B+gS9MCXPk4nctiFU0wtTxD8Y57JSci4huCCsQLKyXMOIrCCdcjDEIb2sdjwEu0iAkI552HRaisowVCgbSdEe1zxSlQhPsIZq7OGzEZvyU5+NzDh4knlJVHhChZQ4FHri5EDmGvQhfgiNrxmpTUwNDNfMnp8gChYK7B1K6ZiIQGqAlot6K+jZUNKsElGkXkYqgnmb70RIzXFh2xkhAGunI9SEN7U79QW1DJ7Xxh6ypqH8iqMnEF4QsatQTdZfrFS4Zn9VKs4ulg9vqeetyDt1mLU5k2tU7By8ICEo10s9j7k7UMoEzinnjLDw8jtuY+3KfcW2w671KOxOEPNCgnikUQdydqGI5UQxQ5Fm6FYespGNTfNT4Q6DvMw66byTKsKKSlxwupOS8Q8Cspg16CIpvIq2vZhq2Fg76BYN6ia4qeoiuf4YqMjNZKlxinb761HuBIcctO5dOdDO6iL1L5+CDLsNEM2eGkgnRyZu3phmgfpBtVPCgERzmNaa659uWlyvtCMY6vb23hkDfprh4u4EcbZmSIFHorZrkTzNAryE/m714+pWZVIhJdg49x4c+OpwtwUnHA13Pda40lOKkSTRYKKTmDdzI6v7YqUCQboLw1v0oeaMkcyoExGrKr0tsgFk5wPuQzkgjGR2J63SS9Dz9ppVYYpVgc0cBSARU0RMTtxlfmRWWPajitU13wu7BX6wt6YYtcbxSllSyiQyZs7UFSHseeWC0B+0ijDkirIVCR+dwoQWGbO8huRcEzzmeW9E2XxkTH1IE7YIln3C3cV1NHZB1DhvEFTt8K7MKml4ykogegG/z++eUpjBzgiLtgUPX54imTCz9DlfLIsc3j0lxikgzYiwF6aIbmtnhCXsCP/KFGKYZx83b98WTUV3yp81eyaVURA5PVkelosCMIgqb0+YavxGqyn16tYUtkZBHCj8kWHD/eBhI5xAJmInv52ht5Ue1tDwtm3jJVLcl0LU0KOadsq9FHlW9dv6rpoWwq/B342Klg5rfHEMbHgdR0PnYCjHP5Y3gDLbTdPjm2fCrTrMCu8hFTsVLQ1fd8NtBcQptqH/tI09JKI1pm1EVAW8URETNdrtvmgHlF3fCsEGBfeIidUOVVQ4MoVk8y0873JIdCCbX+SAmiL7MCXXiHVAVLQxrfSR3qkZ9vr90F+0jTJqviRIpiim9I2s2m9qhcnKJkvzKyK7H5GKSMUGI74IDa9HiarIlsBaXmpOtAOOnak6GL/rZLijsQuvzpFW8l3/nK6Y6siywJQVEylAMcqbEZdeQqGba6egxtlmlfKuE3VUKoQFsTvKIJK7RJ5YVdJf6bfLfIxAUrdLbZokU0lkIFNkYB8YVemUzpNkKkNUtNdGJ5YREbl1qVTWTELPONW6D7eCziMMk//RpLKZnFeiBpNJ5bZVhp1KhVE/hD3mBwk6UUc31UZkZEyLAKHMmJYCFV3m0CRXSc6fbEvXHDP19UmL+oMuOao62FUSVZXdG1BgTHN31afHsCe43NleynxOakkTV1dSS1iUzUShiCusxvSA1v05q/T5GcAAPgtiB8fR9S79aJLt1J2+HXDJdabU+VU1D0blYU0yv7proKTl09ezSzVTeTy4FaPEkU4gKPmCmSNLQdVlqqjsFWuRCEqh6QSjFlT0bKwkdpezoxKCUDc8xngjUB3qnpLLb1eXvTTdCU6r6l7LSoWnAN76He8SuSoV3JdzlGLWaQ5KWcfHa6nRHDltmOcmEWl4QTs5VeX91gz8c66oWpgCQwJtmt7psfHGV8kzDnuU70E1e//n9FJmAvvYBRkf7DQ9dq63SsAzWLdRgVwjfkht96tf6Ukb+mswSqPJs7wKN9iJulhPhR97MetRdqixsZ+JzoRnUHRzo+BSfXEcbKgZkGYHS3CP9gwySvqnig6F/dE9nZp0OthKrT5+WODvbsiKT3H9lItNK2d+qXmomn+RdfstXXMtbKkm+PGWCgM4MDd1/7zKr23sqlTgKaN7hg6D1mhPiQY1VgnXRNrBYi5ybvfbF7m3o9EO1jIREJoPej660D/0u4fdE+Vf/vTzjz//Un7oyz+P3/rOuj8f/6d/8/sf//Yf35e/+/LPL9986yTLo9aFYm9AB2dBE4ifYSGcT+b52dzANa7ozogh/jlU2pb+fYXKf429NPvLSH/voVLx3kt7+U/XiPQ/vy77D+o/+uv3f/9hfaNva/i2hm9r+LaGz7H/89bwHSoZHPEdKrlDJSddd6jk/0qo5K77rku66747k+Gu++6O6677rnf1f2fd940DZAdHrHnqD8UBwozBGwhIyb8bCKjfpBsIiPQmdXnfBQR0d6FQGtrdheIYu7tQnEN3F4ovP353obi7UADv3F0oBldbyZK7C8XjF+buQtF24u5C8eSUuwuFcmPfXSgGN1fd5gQ6yt2F4vIzc3eh+IdaDZrsdxeKx1+5u1BocXJ3oWDxVYm4u1AM3r7Ja3t3odC8+a/bheLu0K0Xdnfovjt0v7iwP7JDt7UNkEf9gJsIBoGwrCBj6psvZhG968hDQ1u+ckkDUIkL8ygkj0v6+UducwO9vXhJ94nXwgju5c5TPn1dRtAvn7qicYbYmFWuZ7uiJn36uvQtunhF+xs2zWcrPw4i1ghk/Sx8KemgEaZkiFx8zjsqODTXj1wgGP1MKbGWpLJkctpPX5gE4t0TCoLYSLN3tPxc8jTFfYN3tBjQNQnxysLQ/4cLi4jdasI3WZi+R1dYke7Y9B2NKgTQfmCfoeZH5dtsU9Lni2WXzDOqk5HI32Rd5T/XLJLzjqJ58jnrKg/6M5qTS2BQQrm4Vc4vNeXT12WLtVdzgq9d0ZlXv+xTM67VFf3810LfootXdL+s6votQTZkkXTTC5pbLvT5RWu+xSt6WFlP7Itzpy9pfODSfybQlPj5Mtn66y+NsRUqdbwqkTu9CE7VJBzPED9crybttenRAxGQWjqrYokXC0/fo0pLe5EnZHY531lgUzb3zF3XUya6mGllVfpCxskRmRwwsHnc4c83Ha2Jrcz22pNnJ2+enIbtee948z7fvyO2nr2+sIPKz7/38r7E6wJNnlkzUTJzguJHmbBN/HHiQoWXPLiprDCBEJBlyjfwBwlKrn3i9Y8BHKiwsLghpMzh9fh8K1qYIl9nim/kmzEqUnrNNRMnnLtTFxOZESZaiczo325X+HB2wNa0fAk14/PVGJH1T9jMLtZ+DOOFuYg2s9/MdLulkQaoun6LU3fngfvrgbD9W2iB4u/yT7jPCJkcdBnBAc80JX8DP66xDbnsGl9MHdQChAYLyxkWBlNUHL3yhX+bOWwkmklcYT5fETw6CDwR9wg17/hBWq8qUjqneHhMP8dfszd9/hJXzDtg+BjRCS7SYlYFIhH/gAImgrYPU3IrAVR8YT9993QroEts4aGuCByvIizwEfFTnfiYgm8bVt2jeze0ejU15fNvlSSmbNc9+q6VPD1YGDGfJSn2OQuLtQbkYqRiFoKR/MxBjD9OzlimQHq+aOszFfWA+tp5yjfYPacywq9YV3na/UV6oflewByet2/A79G9XWf3g8jPNxCkY7F9Ipjk87SrnNTyot/TV/IeT+kFlHGYH4d5fRu6pcSz8g1cA5Ia6Z/wIlpEH2T5voH3LL/NuH23CMyxh/kTEnaKY7aG0Z/7nMangkdywhMV1TuLD51MSZ+/MPGKP5FqIE4/M1tY+e+QQ7HX7NArTvob1flGdW7k3qjOI4pvVOcb1fmfGNX5lx9+/e3nX35Q//6n3+q/fMGNrf/6DAK0hpy1m4KelTBu7wh+F1Z07I9Aav5eRyb5yuMameTr0BreOFyP4whU9P6iRv4eKiUf6zl443/+rTT7e/CsX6ZScd4rW7m4nXDvvvskuGj3B8NFP7rHzgQMkwQTp/7w0ZQYoHsghhMoFfqFKVKSEmYpdEzYK1NCgqAeau4enZ2hgcNcSYHbPOZ9KfzbB6oaT3Hz5LItMVDF0zOIrOm6yu+D90naGM4qBkdTQgDYJCYTEjBemUKEzVaWPXa8j9s04sYTJIVqFm8rRq1/7wwiag721IraTi7epl4JnpD9NNtgQOLzM5CoxTmFft+lYm2WmzOYYfw0J4xJfGEGUbW6V5B9JaX905DlYIq432Z1PIJS8f4pRNhKEmb45H5q5A8FIcwI5kycv0zkC1OIrnkTQl8rGet13l72w7cOtVVZakPrtgv2uh9e6t/nhdRSDG3AjJJnYgdPwAEuhLA3W0MR0DjkjABuFwXEobABGnNSD43uiGwZl8EmRth3hmAvBYhv3q37AJUlLOSdMCoOLCRCvfEEoyVjWMV8QP8tsJDCoOUBApqlASi8/LRlEqg/tYzN4X9SS/lqJHhuNTDqP+EURpPCQMwBqbArgDlP/UAG+xCoz4AcPhYwH7ihBAkfAXlzhECE3cKP8heCIGr19o0tTXuJ6t3w3JJki0sIIlchDFrPBddu7XlDtZCqJdiBvHUHWieWUZM0m/dc8E0WtB/o84e56UIgsA/p4Y6oJ+JnR8AGBSXcei6E5q+4vJcCl4Nd6IVfauKo4s6MnK1Pzw5O+TJfyX0g17Zre6qBCgxyt3Ay4dAojr96v44fJ0SehhWuxGYiSaPus6Yfew0sJc3x6wQB4wh1XVYzErmEbOUYaXgtcmX/UOSqPgmKNxkErxPyigoEbVg/P8JLBGkiGCQIorG1Rkla5u0odfXDeP0lzoHg3ZMlJI8Qc8Va0V1mKpBLxeRRKoIC5emVks9RnZTUuqI6sUSb9l6ImD0mr8e85VWnXChc2h2k0UjtkblVNmgMWGq+cKIdPyJCqVkV4M6T+19eHIskZBIDkgYWkISMxX2Mb+dI8+oUUwUAavGJ2xRQZn0ePQV6jkB2x/qfw3XWP1NvEYKBbHzuv+CoWc6hIqByNlBKJIvHgsiUfdlQHRAo7bmKqNUgrSsDEQP9TBC/IdglKIuEfOQhcXWgKOP31VZPVNTjOoGcEqAlC8+XXJ28sBj8oA2FUp4n6rrsFnVfEIWTqNiX3RdoI8Kg/wMbLcdPMwUYdjzGLiuH3VP9SBJictGFKSPVIeKjrRWriQLTrdLyZlzeeq0waUUIcZYGilx31nbAE5e5sFMdpzvBSm3H9/UuqPuhr+NiKxgQvFO3Zwq+3H8Cod4JzW8plg6LApXajYHIRBew8JwdghDEwiEwUX0hb9PnPCRK47rykNBzx10bLOFQau1vom5276sCDX/+5e8UXGVUIdLwSPXudA2lPqGrYakCdbq+sqlQho6skE7nUtfYkB5GAm3RuQEgyCJ2AkK0XYNJiYLinGep7YLpa987RaLG21y784baFYRBI5dgUkPMqJIhNsy3Kp+41aFf95fdKuxYh09vQD5J4ypPstoTprUG2G/IfAmik6w3VRTDTuXfSG+JNXyukRK5R0ikXocylqcnIiiPyPDSWQRbpcgX8URkbEtIRSId8miXMt+LPXCHWUF+RCJ8yxWvC7DN16W0HkKuRHwopsHXWrBGQxi0sWgd6pr8MYwZKZFC1OCk6HaaNCj7RyD8ZYmIhHt05qMb4hnN1LTslGb/rCwLj10f5afxehyiH5SIo68RkiAQA4ioKiHHWQ3RvlMk/oUp3oK/Bwu9coOEPd9WM1VQR1/Z89NTYpzW4snWAjoFTxl6hyly4hs83Ix19lZ3rHvZkqd8gySyURM6BMLteHpyi6SXLUVOTBw0i3Yr2arvrZInDuM3A4Ei+gUhndv8him4Aoi+FCjUvyFwJwsWrLoBrUYY39Cr6hHAkWnI1MG1E/mTR0YgejFiIADG2MxSxlb9G9SzpkwLbqXOD25sbSg7KsirWqide5i7J77KNaUKTJQPDSjcTmRvwLSVK8zCwxxU/Ek3cMBmFp1+VVlTuTBU5AQBeQX+PM40RNbdDrDqiXQdKJXLKaS5xrgBwg5Wx+w4Y/UNQXZ474xirqzaN+yUGC2JYRgZF+mIkjViX1w5RGx0vmab2NCNe3R6sqkd96TRjGoHDH35Ch0BLQtUFIbGpmdHyImu0CAuri/3ZXEi4hF9xALATk3CveFEBS3AbFs3NU5YilaZ5TFIU37dIVN4FYyvK2BM607oX35kjl8n4HlHj/5xLUicZOohYSMprevnVhpiBDTdXaTnNjYUti5URB3TN4Y6X2oecq/wzT+cQOTF8NQvqVN1zguuVaIa65rrbQfX9IL1lSkLhTIG1RT3mto6+spCOR5NWajgcWsx3IdTRn4f7Gh0NHIlnyUzT2daVEcdB+IPi2fhOY1k/XVsPblHh42FVGhb7LL1191cJVOoD8pApnT2pkpRISqWlnAnxZRM8STZDD132vRW5mukUMbKJXAIdJIpgSKio6emc0JU1Vs5Ky67R7rHTclIzH8aPbudQ0ZRgeb42lXUPfRVRiqFYKJ/dM4pHR5DJ83abSYaD/oFtGZUhWTTsCpvxtaYWXmJI95Tg/DyK+Vt6aYklZJnzNyvJlGBvAtmqsUqX9b5yUXZxeAjcmwzNI3RFGk6MClWd8YT+svzU1zhkxk8wGjDaMo0f0L6nCDKnIcGI4hrw1OKeTnL3JZWCe6dM5yvyVZXyXplSjHXZ2Booi2AZeZMRotmlqodcpOWXw9R1IkZw0r2BWI9RuivhdCk9BWb5xU8oyn+BLAdn1HaCQ7/6Rkm5yl6y2i/aMo0pOMN/kDEDi8D6xs+uVkAYANOKkoJsMUrU6RUayZeB4S9MKVcvVldVgxbez6+TpE+mPbqjt+QCjekgiL3hlQYUXxDKtyQCv/EkArPwCS8B/wALQypvXy1SdlTST5csf9MddeLmALvobDYvE/gQf1r7KP1L2NIvIfIxnUv7eTVO/Tdh0EemNwAZhnywD8DeWCKGfBFBf+ylndAHkhGAnagCdNuSqITf8CUaKdO3gFdNGPqhZCiX1Szw6tNA/KZOlkZtY2s0Ktd9TFeQUqLFqr3SecQoxpSd00FM6jPjAAMYjt7EwMmj5u4N+S1c2qsfcke0eAs1rkYt1HKn1gcoFqYfaOyB7MbSlgwuwWQXaJBVehUIiRlNiIRezO8Tfv1EJEK9rkeY1M/o5HoT0YqImkrRkeJFBW1DEhRgbFpNTajwjEV6Pk9xuJgLzxT4TNTMQ916l+f78VOmRPCAwl5c28tCxoV26I7uxlUKQqvYONcI6E83IuYW2azuiEOuVPgWuZ8ITVlEGSUK2khvteJqUqFpSpFU95kbN/L8mwqEOWvETU2zMscBbF1R1kTVQu7uh+uFa8ZRTHtpVrZ9b2Mvt1q22ZhW2gT6Th3qlXpjvg6U0kTV2SqBsWsSWCpq9lYsXbC41xfMPXrmgosA9Zj+pr7jFRYqpi5IGwe7AVJ/3JEaKB14k0LXjqRpeAVBrBIhacAj4yhfduJer0XyJrrR0h0EiSihiEaEXKP0ObTr55tjIgJ+Bde49A6zFUqgn3DnRjU/3XPv7payJqklXyG5qQE1iV0aRRmM2GolYJTEruzVGP2stD7prSQidrjODHw6LeGt09KouYyQOtZ9ZfsJfXPtXTORkRoCP11bgR3NBOxk/6n1dLKcY6VHldDt40Ij++rfxnq+h38Jk/xM/y2vS1Oyr+hmNRawUwP8TtV5x97guwi6QQLnk0sJgeFZUOdzKVWeKksDcwJEB6ap591WqDWT0lXH+in5dexssw4T7XapmEozPRT1MmUXj7V1aUkEKW1c1Sez00Ur+4F5tQO7Zb26x0VmBQwkGUzYagf6kc/gO2NLkwZKQ4kurQyMVNf9CrtYDeu779WmLQqRzrtQJXTJ24HnHGdF7XyON8LJMFT5lR3Ra5fSq1CKw2KDOiRcu+4jqkTF9cFlDYnqvKizA5t7CBTaJFYxSSXD4qoDp/+nDwHNsZPHqt5FjGAOs1vpmsiAJBpjVCeefa1aqtMOpRcI5Vb6xlKijv0MqwVIK3ka2vQIhUD80OrXFp+DqT4E/LTRwS4O56aWcpPuRfY31wS2mfpSz4gbtQrU6RuYn4hy18kcu6lhuWlBQwJp9TKnW1jKwwcHkJsoTypriNKeyIV0zKUjtGl+moupiYfv7fUnjCLUN5ljKHKmKG3WjU5Uk5SpmIVwxVmQrgQ6SeJibbG+mZRKnNhtBcI1yFjaaG3eBbU1lPx7TFG987WVFh97yzdfg+dvkZUYMq6jGHKuowREZ5KxISJIxERF0AJsvkbykE78IDYnfBT5IqQT0psJ1RkvIWUSaYiV4+OviJ5YApiuu8RsME3wSvLrD4m5m0mYKQwpw/wvzCjfNdOm0xv7XKdH8EeuhfoSidWwvUpKyjbpiw9nDJ0DBPv5ApBN+WdsFPJ6fEmk0vVQQ+mkUghVVy4mowQvkbSMRFf8riz6hczPIGju2xHEoXssYFE2TcqShKPWk3xVy68eY52J8MUFWQPjKQrYhCVASoGMq337kSeYDFQJ/Rnz4zU7VIoK3DIQsYWx7FTNlP3AM6eXPl1fPj3QCVJshd5GTjh8KZSBmbqh9QrExVusBcGcriZikTgpZ1iVKV0oHo5Yc0NlcxyQcjHHf0c03ygve1+nhU/UCuXU1h53TM8gNiMwLzhjNVHUitdf32KaP4LT7hhrTEMTNqwU6Xw4QqnoMDWdLjrzCMYCWRYG/LHx1YfpARK41Y74Orr96hsFimNEmqjoFloNrS6zVh32t3w6zIlxubDV3ch0F4kwvjqpJiiAmtwL8jXmNjxV54nBAc9xkiyOaoRMwgzduGViZn11pgafqvaiIDKmn7XFGciqsCFFze21H3tdSIDPlBpVvfEK37icNVS95C/oPiheUMBH5SLQjsgKDK+s0210tzKLmMPz1emLFTKwhUZnKQrxXXwlZV6PCJsroOH9Ib6NEwYeekQN1POkZwCI87xo4iPsj+uWzyKVe2Ao2d3SJtYyquBUH0XjD99a7UwoSD8QJhoc1N5wbCI/YIdrMWXkicUXRoJVm15qxCiJy/N0iegRbmSJzvtxeCR0V4I7R8hc3zpH9HPmnJkk/o8enC1R0YZ0fTqr31F6oVXSTsR39uR6qGdU+pAeCuWbrMwSJXRSlG9a4mwhA5H3chPTJ4JxHlYa24rRyVrlDRjWrbRq8nZTYu2TCaxbLZp1QX8/hGamyjI+Oetq8fwz5OKr7w8Y3PT8kMkif58ni1Roehr5ck+3bDBDCnjnuxZVkbTixMEkWJ27EzT8zPMZgDYHDnZ4Wuc/BONqOTp6ldFryJUY+ZWHf9lJGRIdYeiHPpCK7q/OKHI233Ca5LtDf23n58R7LTMmomiCfOQjUO0uFXBOc+Y1VebjQtxn/vzcrCzAs8BPc/PCGbahP4wa/pP+NP8urLJhtr0zTVZAXHZpxPovUu1DLa9dymQqd2GKgIJqUDc8KEtYEyv+tVzZFuFuxM1cunW4AZbUac6wqo0Kb6h1laHxkTTodAEpJnz7APlMavtNEyaHazAPdoyqH1uP/zgUAh0oxFHJ/sPOtlKLzfCChSfInZ8ivunpaSB8L+fqiRt0y8yL2QfLBkXCkkDdf0ZbOnBArYnVFdBVVLb2FXBwFOGN83CVcsbW4tqrNVjKiLtYDEXmbf77Yvs29FoB2uZiAjFBT0TfVoZqfzt66WkJsRmeTWFqkeA+kNyd/riQnGKV3TJa0VbrxWTvoPEYq3VXJwr2ar/Atvo3WekaQGNiuVe2sd/tkLS8K0KSe+Cy7vg8hy7Cy7V2F1w+XXsLri8Cy6vMtVdcHkXXA6puAsu74LLu+AS1NLKcXfBJRzUXXB5F1zeBZegvtwFl7O9QBLugsu74NK2TbkLLsEYmJkfd8HlXXB5F1zeBZd3weVdcHkXXLJIuQsuWdbNpOtdcKl+/S64rKx5F1zeBZc9FXfB5V1weRdc1r+4Cy4vf+UuuLwLLu+CyykVd8FlVT3ugkt7F1yuSboLLl+bcRdcfncXXN4Fl9c2+S64vAsue2rvgssJ1XfB5XXBcBdc/nMWXN7Flnex5UvbeBdbyl1YFlvqlsLjYsvtf/5aaLDbX3/6rXzw+99++PfyL3//9b++bsiVMszWO/jLKt9Rhnl3sD429O5g/S/UwXrFwf3c5QnNOT4WVcPyIhNELPXYuUhkft16/hrzd7969QZ05FlexeRYYvY1ZKDZyYKLUY2NvVl0JjwDyVa7c1KNsgWFS0eaHSzhIveDkFlyPgoZTfpjIaOPHxb4uxuy4oTrgzfokJBwz8xQ4xni1pk5Yr2xLZr7+pSwTSN3I8JemJLt1LsSy08m20+R5Bl7dcfFb4ffjGbq1D1SzMHJJGlDk1MafEW8oGHiBRpN8eltckgu7Wj2PD/D5HzGyq6SxVOmgl0qgXtWKgf/NnPTjaYUvpixkpPA4ztnuMKOfiYOmaxXpiR3hk3Hl6IYnHD1XHlnvbu64WLFgm/cBTP1bu8qTHwKgIWflj/iUy1buDzFpan72RnfwqovT3Hl5plZ/GGwYTRlXvPvaWV7nictuIABBZ/jGb19GPADZIEXpgQX0LdMSXmhZn+0BEX3tqNHx7izOrU6RiSSAwphKAeCSathS292SsPGWfBlrQhFkHLzH50kbIz24XMin5JsXZjSkCLFeMvV9bALacPMXZ8DZeH7os4kVBrL2EIF3ClfVSWpNYOiOXQUCduOJESqXpONcdNNKPLrfG6rEprIFpNcDdCaw7bV9KPKClvjosYK8XRWPyKhlnk3NZjyuAVagijIVHQfil6DgBBBosDTVKqywwi4snMlabJvSIG1TEHRH7GmNrh8pok/4sVcU9PqdWihuXojy4o9XsmivASkQdLAgBvD7qaObIFRgNDh8zPiNo01FzEKqoY8hs99Iu9PTkj+beYTL5IKDE2agYdVTgYz3VMm9JABu4g0B9EVy/fxqKJJEBwnhmW0JM3Dj+9MtPsbUuDO5TYCpLptJTY83Bh1jR9LjVgMLkwDjX6nUMZhBqykBrq4tCx7LDtjcK1C5ZwZ9saZlYS8yMoVWY1iY6dyMn5AYrmeEe3haDECGdElTkLDUeGSftPUG5qQAPuW+PsWv2/QT4sXQfmmT0Vi85SBynqE7O2GOxBCy0SpjJhXmVpacVHVaBl2odOUKjNaKoaPzhGWTyxiPs50PdbCYpGE05g3q4fLKayExj2djPQ48cA++ZXcynNen1JOxU8FyIEJhMmGqan2LazoUYzKEWEtphxlAu/Xmnls0VccMI9EFjG5v1DbsAnMgF3tgK0v36Ly8zXRr1IhNV1AhFQtoSxTt1Zd5IQkLASJHYDh2LLLDm6ylbxbpiAiBUq8XRam1u2UglJsaQIwkLGq4dWz2AdnocT85Vfl+HXkiDKGj7tQi4mf3TtW+dKTPrp+XSU/CEMNckZYNiWRamRL9ZqfNKg3/7KGYeUv4H7aon5GFO45Uy1dp9OcKqnWfU6VdK6aCbehcfv8jLm+WFTzVml/SSUdfWOh9o6mLHRrU3RMcM3zFBZnmRK45RwtXiFmm85iOI9MWxbaklnKEsQ96Ph5coMO2wmp0DbWZYuuu7PqHqNNN5ImnQ1ZLdvMVCwt205+2bZurFYayNXOlK5EKJP7soXfCXIlTLDKfvS+dD6F6mdQvofLrg79oNU3Tr17k5e2860oItDKXnt8ure9CjWlAyilI9BWJPI7db6oy64vreXUMjSlDdUKh0yF0uJrQ/isYJUIq9fUn+x/VWVbuhpZl+QpMyeqK9cF/N4+T+Ilw79PUzitwZTg5n5uVxgOHahPz9j8NP/dFUGa3z0FNmsakik8DaUZ060e/P2KQB+afvD6lCfWJFJ5d9fXNPj7FYEhqlr4l6c8saZoMgY7p2sa/P2KwBhsqzd+fYpkyk0s4BjdiZL2jilP7JzV2ILnssJUb3swY1pubG1qmW22jbFG1UpBjfpxcHHIGOKBy1hYEoEYdzKGjp5jjKIlgYpGZaymGCtdJs/1uvLrEfU62QrUZYoaQT5qeRORCrMRoITc2bzYi1BdNlqPyKRHxLbu+nimN3o7B8np4gGaG+xiB1EOTEPXaeUSqWFCVHe9rwWnlYoQKXUnxPxqsqmrRW81k1MNLdD2osKNWadyymoWBft7w1ppfp5MXlLZPwRODc4StLNoO4gvLeZAWjh6EgFaFCWosVJl3o0DjsZwgGXbCURWrtC8ysYK7ci7gYq/7QA39ZAcRERoZXVKmvTa50SIpg2TCdcSMVHHClFnMVIWEbi5o9UO1nR5E7OtFkmNlGWuoigHFEkK7QRz2R3uZXYyIkkIXGdjOA7vmifMDBi4xgwtde7gq/U5AqCoGBWT7YIAiKvIppxEgL2SABoI7Gyovv4Qi8jzIj7x7VoKbCn7gItX+BhhS8p1wOKrMKhvk2cEy9qPh2tGwc7xXUkggXtThgxZfBuht3TP6eUHfM8kiMsQAkEKoXx1q7qgri5i3K0VmfEmYLhqo+zpTm1SFNCbydJrZiQlhafROClNl+D3REgNkgOGhYc+OqqGCgPsa/GnUb6Cr56GR1QEVkt98ASSoMfarWrma00XyG8ofZJZYER137MDumY7IR6dnoZY+DcAEdGs6la7rbeDI3KDs66hcE/Yy1H8YkBEHXpEQ5FmHmiQpwYjWcG45jcz/D07IOvyRohQQjRf8Zx6kHF6rLnr1dZbPqHLLNF90A4Im+yE5kHLnHr5anQ7bwcnNOGI7jLWC8qw5AMx8aScKXrBvNhEfJ5o54j7Fxn7EHkWltF+Xb2bkSCmgkTIpm+3eL3xeh1PHchsPdYOVCVyn3N3NXadrfQX7YCy2V4IhgnGwzZHD3gsz2xfws97sbHk16c0EzVFo0S8rVhMDYqStrFHfFH0FoR19HukrEWvGyOZwRftgLLLe+HjTvqvL5YjCBs11GQNn0d3RtffH/U9OyBrshEdG9oBu16+IN3W28ERzaSNvpL1mjoqZhsIi5lLceC8C/Pyh9GUiKGUtb/vhSlE2JPxg+MHJvHg0ZQFmQPvfpwCQQwmEFXTZYlFbeEHUJfH4IBtscHzvmzQWQoLQ+grchWnmzcgLKWZi9WLo9K8d8Y+rykakUVTpoGEHBBuerXhoykLMiV47t4/Zb59I7qenrHiA8koSStue1YkFbtvn31zMEVCzLOoxUC+vDCFCHtWJO15+s3RlHIms/KVgYR5fkY5se2yqD0c13yR/TzZQTzgGCDQnvKJaz5uBo3SaBz1kRXbyEyNsSMWMPCxsqOXoxTRWYK9jo5zYCSna18kOySCobE6fjKJ2EgWGSJsHpmMuBfSN23hbk5U4GJ1LOlx8CoGQ65SuZPYOvUYWyQ3qmiZIgLdBCOn9/HrlKltCfH0GFscSCAc8sMbTweyveF5lB+nTGXOlQ4rXMsu3FCvRyJIyVEgRM4fIfJjUR9xH/y2cF91kZeae7Jz5EqFgXRm4cBXgZ3D5N76bxC4UiLrit+axdkUg0rl9bYf6L2dn7NMFVG4sMzjMBbFgGzWduGNSUClO37LXHKZLXUA5wwRDPzzFFXSd0CJSoQVX19OHcNqAQKOD6BnWksCJRwo+Xkln5QbvDnG0Xcn3vqBcML+M53UvCyndSigkYByYRCg6J4F2zYcw6Pr90oHRNQuwGuVNkJs6J7Hygc711UtH24dFTr5QMWOHseqOj2hXgVLUP9rDUZiYxgv3wZI/1okVTeTYwfPxs1cWHY9qb6Lh2hWEDOa4u0U7fhIbQrvniLp3DO7gjX+V6bQ8p80Eo4fmNm4gykLMl3YCGjkhSmLLWfD4oUZtPh5KqNHD8Hqk6Mpi62QwJV7bsNHU4iwVUIjwEmvVjaasiBTEhT9c5sxmrJY2XffGvRQAwV8XcWe+l4MT+lnXyWm1s++Dq2g8Bo06yX9zJ9VMZ9KZbmU1Sy/oCz/K2xlaMWcn0ql4rxXtvLzoQ9FqXoMfbj/59dVXwE4bBirX9byDoDD3WCJlOxsnxB8+UCLknWy93mgamhuYalIzYXztFtcYXywas9lL5IjcSpp1V/gqThZvFtYenN4t6a1UOWhsrYnQdD1MUUiNzWnek0yBZKt9F0E+8oWRXeeMOe5JZ7gmgIFgbJlpXYJWzbJGFZBHWNTAjxViXs/QoPDdBn5ZVTsD6qYADdPVfF1dYoCj6fgqbXK8dMDCjD7SU5hSYJnEiKSoKAqTTv04JGEjYDeD0/ilBfLqRMJibCki/mAPTvlAuNtMJk6/sitsfPbsJOhW24f1gVqcVT92zs6G6RKcwdOYLG18izZgdybe/HsTpby0WobHAZHY6Z+EQfFYK3LwjD+vt5Hg6l8pvAS4jdJf6odSOiOzfLpXuYlgUbGuogDLpmIaDAVjaM3wqnvuPzypTp+fUAFlfP51ohUX22sETmuO+7FUrocv45ugzJmkQjVPl7LWKYBox5LESvnT32UvePG1t6QB6eT6VrKWiRi9dIYtzNcvbPc0Evu0I5UGL4c+g28/OQa5ZpoXlXDhaabZXmvH/kq6pQyUAMFqHp8in6kJdYVsG+WZjNrP7QHuMm1bfWkYBoqd5YfaDfHL6NAd66lkLk2Ni/z1trUqWApneuxjmcYrEH4F6+/8fO0aoYPGaRVcwKSCANUbaSDGLXBlvZrr1lW72E0eYKvRzrMHqELMAFGOWx6qFWBx5rH0RoR+aRsCfVzE1/8lFETNaTQ6tBj9UsE+Q56+NFFGVWP+t5PdFBMYfRMAeugRztHCxS4gJEe4ec5erRWeZUKyhSgHm7aE9jfVmRWh51BR5sQiQQEv9SSSJHAnRYdWWQDkTVtoaWe5KsyTz/tWueg9oSsc3QU643E3q/Ljey0HK1/kdLB+ld3dHZwxJc5qtP49F4MVB9URTULVyIUp1+9V53qW2lAAgbauL7EivadJPBCtHTa//lDdscI5vF2I1eLKEMaIiPyHQL2tYD3u9QNpSFd6i2SASGCVTNDmF+dujZRELvX0Ta+Ql1ZuuTmub6uVVL19FN3ooGy3KkIdS6BOK71lkM7RyBgrcVPrIZOU9LCkJ6EZ4RhbsHW80BNgMh1H6xI3Bu6HJybhDdUZsHrM8IK3y45SnuSXvNghZR7FpHHfGAec0p9rRsbzjyhRwqPoYcuxIZYWWs3Wt57PVtDhZcCwo/GcZMwj57aTPiQRTdHaF/dw7p6OCKzeLG6Ml608ncL68ARRqc3pJu7lqaoSUAPgYyRbF76KRw3/is3GDbB7ax02cyKZ5EbrG+scgrkxy1RgL1RXKIMH3kNsWzbKGgtLfDmtZ/lDwyQ4C3BNnhOApT7sIFRLn0nELZBmlAtPH8GDcViAOygMqke2M0AcE2Lqklzhs20vZaPjUPhGZGGX5mxne/GcIZIMmjmkOb9RgbfKFK4d7IsZ6R5j+Ho1zMGfloQHcFwXc2AXwr1Ed0nm2toq9XDuS3MNcWelplYXRoQn5LgjBm84tSJ5C2PZ+bU43uLHYL0VX4sOg7nKVhL4vKkTSjiZA6ZJj8O2pLjPqAD+SmYfxw4iYQ8Y5dGq6mwt/UcHD1j8oggAZlwnuUEUbs/xuZxk52gMPXLph5SDKD5QS+hMsahmwytY+g2RHrG9PP+WJ04TgtPIVBq3OH7nicIeiow1jrOmRqnVKXKi4x6Lokd5M80Dqr3V1qYbNsM5Y51w9UM1j/lWKeNyreE/dOXH8ktzvnyjLJZ+9zOKYQR8I7hiIB11VRuJ7YRwLK8LIjOfTDNAp07c1iiCAZCkW0NEhTnBoIk1dys787CWWLo/h59MuECH5Ychh31bVU3GAEXj7E5EXtbdSUiE7yxmJgOI2Z+IxAv1aX8uigVPwK1+Q7c80TG0Ft8yG4iwg/iRKsn5fh1tH2lJygyRWiFtDpu5yl4mMhvtH5bRYdMSIVPNam2cYUnjbB7zWuIRr36V3UM4ftTfdCRXISEEsOjxsJqPNoRKkqn/NSA9Fw5E46rv/36lIXSKEp0fQqvaaajryzU3+GUuY4tZiXgAvKUkb/NoudEBNGadzrLwbbNcWhSLe2ZjlvtgKv1PSJP1kbARp2lddmw626uus2UsD6QKZ0pqRywiGq2tnA7KWbbuhEjYiReO5u6WvqZELnWln4n0Ouu7vzcyUuDXj07CPJoH8Rll0f3tqlwEfpdRo9u52RRVJBffuX66V55takUohjoH52vqbKF8klddoFphef8Ia0XnVprpsyzQzLz/UDEjoPHJgKJNbeVs3GgUPKUhQ8V+s7VXKYHAjCizAwOXP3rGQGSnlYOgOcnOAQEmdWs0HTr5p1SeEkvzIhgQ5Fx0R9MkX5TxAxeRHyi7F6lMFevNUhR8OvQhHJfzRQZoBlxlyZkgxP8Bmrakg02CPNfmNAXeq4W/fQE+eZTzq+nJ4Q0vSyj+/j0jAVR0n0oPbWMwYzF1o7W8dKMGQuqjuaXWFCEb8bOs1MuHyz8+RmLuzpY+PMzCG1qKX+enUA0zXNhm3Pw62HZaVdb0dPtPp/BFfADE1hqPL/r1ZI2dGoE7aerRpADeVRzLWIdk6x+95Tp+8Lzpsmzg1W4wW6cNuLeGl5UQ3V3FEdTY2Oy6Wh4BkVAKerVsFSrz5QQVzvq7GAV7tG2QRFb++UHB0Mu1kadpRU43gfDPGCZU9wjvnzqIhR7fF7AHigDcesp33qq2w92VIMNumBmKIVZMvL2HbIDFTXT9h78gL7IfZCT28auygqeMrx5Fq5e3qheQY81wgfFM3oxFxm5++2LrNzRaAdrmYgMzQaWmcU9Ysin+BnhTJdntcI/fV2sM8BzYpvbzJt1kVBvKaMfL9N3Q6mYuyf30T7v8cFHQhM+Rp5r0iwvwD3Yr4UwpwP5IGGeKOVj0B/iCXA/3uZtQfVTUnwjWtFDMmdcKEZeMe0r8lv1yK3nn6l+rw1dFQg04yNlt6bQ8jquMe1AcC/Z9j2CO1DO1tbT27Pep9cd7zZM6o6z276Se6nyeLfma8bml9W8o/L4KH/rIxMrW2o0pbyIMw1a545cnCLxEZB7ftvORO0HYt1hj+BXphQ1ZZtY3Ud5WHz3lC1BFRUjh5je8HahpjeNp3iDufSr5TuztYYSr09ZLN+7DQFxXpmyIiyrVO5rU7x16KCWTZ6F5aTTRHLwFYzBr6csli9Na01695TF8oO0pHvu9AUHHM5ldZGlGyOEGF+ZshBK3nhsKf7KFIl9TlhMArC9tBCwojibYndyPO15fvUHU55yJUn24PbcIdl9b46Ha1OcoJv2Atq1iO/4KyY9e6tt+++Pp0w3IwdMCl2uzFCzz+WU0Gpuzs0oZzbF2ra2Jdx8HXIU9Z6VixYZueWnyPS+tdq9OEM6KAei0s1YPgWM4clexMtH5qNqqHCRzKItwNu3FDK+lcJclX52ox6eqyfGmQZo2m7J9YCmyBx8o2ytI3xwZhvG2nyeulkOWPHnHg9XHg/sYLma4kh1EML8ZcEmTcF6KqcGpcmEu/KURanmn1ZEo+CKSZm2BTwO2JSaYPpgs882JdFOA02ZF9WsbGNjjWHfMWLBUygRdjOtmXn9uKECMj1WCddE2sFi3KN96wnvfvvBuRDdmkY7WIsbbArz0fPG5YqD+7nLE5pzfMwGMz5kkVjrosdaQl2/QreRG3/B/N2vXr0BHXmWVzE5lqj7lCt2wvxyNfbgUcQz4RlUGLANeqD2JKNw2QctcbslXOR+EDJLzkcho0l/LGTcIHcfmP5bu1TmUG45POVS+UAwN1WNXAPBi2YjPCMhjjhaIuhQeGGGBBZnqotHtyPPGBSLYLmK4G3CbVZDOjEUgZSNdEXDxNCiG5qpp15/T5VdMstvSEIICGetDk4lveFhztU32vaATV5RY8SGaTxjhALDNTqIs6eG2pojZ8IWzQ7LU9bbrr9nK1WoFviGatkKDANF6U1M1G1BjV1lcJoxNRQj2qaSwLzorMz9yEzmUAvjhqufVhmWg0WH2u/ngZu9/XSTA70Da6AWU6cSbtqlt6MGFXZq3ityMyHRbWxsRiX0NfAM0my4C16M1TNQ1YQ29LsZEGgHC3GP9g10sYh+CD4bIlpRaHkdjrfDDFjBDljGPeTQJzm8wjhfPSmaMSi83xItmiqNLeOR+ETRMsnUJ1CFxZ3QP331TmgKLa9jclIpEFCpsBfaNGpsrNXx2dAMkj6eyjDKReY2O1zYrgm0g4VcvBP6p6/eCU2h5XVMpI9mBTtgGfeQQyd3Yo/oxDQbgu6g1xzNBSkbCJOzHXzDx5mfeTBB6spmcSzBzLfvnSIh2kXmhprUagpajwBVU0D4gsUCx17eYmZQ8ZqLC3zBYjR5uKyFoROQUDYRtZ2jqh0o8JHzAf2ym/iG+SuRyzpDJg9I97VKgSfQOalvzNO7X7gwwR4ITBKoW1IQNigsRQokQZeK99I0vi8o+eCZWMzwrctMffX3t1m0wLYipGufkHJ9DBvhjAE+CfaE8o77eGfMnFLYqOoobTNsKjPlxdsTdkrXiTs6QEbcHHbGGIgbs3Mbe3ShBiXCmyOhbMzG1dL6gycRwWMToIPJF8VKDE1sbHMYt5KpjSw34WmP3grV4KwxNco3zBInB/VSikpP7vjuKfP3QAo/IaC3enNGH1k8bKMpJj37stGMRbVWgEhFeJuWhzmO2UxrYouISf2JSiemifaYFTTfpQnl6YlM0nUERONaQuBXNk1TZjA7tkFZTCj/ed+fWZKR1mZPTdgIeUdAu67nyAq6OOYIzDdha0/WpQmF+SEJQ8pvZ4gbqVUqf53gzyDZhSWJF/cZApNH+3L+99lSjO+sHB7/fkSodZeeWM6upOkV8gaRi/nyHXbAEAaasFxRQCC/cMGjUYFNP5gwLap02HXa+GkaB09Y7NjGSQezvy/qpXnqkkrZdXjfhKLl7hOSYmqN716cIC0FZ4CHgeLUdhqUGrRGWohzB/fq2b9fLPkQddj46tkZS3FcA2hXJ4SGp1L3deavMEU7x6ag9jTLrs5YLVxgrZ7ip8GM1co1/MHFx3F77mJLDeWTDzZNWMgaed3M+yaUb9qZWoSJQ2Xf/Ax9irIRW37ixQm0hLvW4K41GAdB/nVqDe7asLs2jEm7a8PsXeXbUXpX+f6rV/ne8A3vFOc3fMP12/At4Ru++2blkz//7Ydfvv+apLf91/c/ff+XH3758jeXcv6yO7vNf1nVO3L+nsvrTZm8XXNzJW9NPJ0HnE2qgIU17KrGPi6xt/vVr2rJMrG3I88OluEGe3Fn9ipa/zkze++KjD+uImMgF9YVGXLR4K1qgk2JBsei4aMKMrrfvsi8HY2WlzIRDx9YjxGMpSqmUItPHz22kgQDapgUxuKW+/K8VjBXQ79eifeBQV+9lFfNiPB5ozffF2WLmoqosUpENP+fvXfbuhu3sUafJpfxEM/S47grTnfGSKeyXdXd8dtvYdkioDkpSFqf89nJv+rGZXqRAkkQBHGYIIGVa6GiflkepH68t/1ip6JRjKNQi4G/uRWS8lkqxINWmucAijhI+VU/AU1amiYvGL5owaijHnQx5ImqaKeo2ZG9GkTgYpNmdJ3qQmjuwlh+cGWaZg106mLf1IrcJLh4L0HZKyGTsa1EKmNYkl9zSoZGG5SA1Ueny6rxQ1xFEYOy2yVsASO2i4/6b9+j/fKeuc74o5oCcGNdVxbv8Khw0l0UJveCe0DeIpNMC71Kk0SagGiogkgM+1Ozvmg7Cdo2dqqFhK5u7sIBsLW7E3sUkiDqY9xurhqtFgZERp0Mht9UifZziSgaD6JR3hq/rWWKqjJHn0DQbOioexpgA4WLgue2LRVjnh9dvAWXqwx4VSrcueCxM7mdtCje0fKs64fQ1nUCeV/Ws5bhXfpAoIAN2omkRG3jd2lqGBxzqQvkaq4y/qT6kakrpGlES3+rah7RQvGNuVV60+aWiQ/O77bdFzsVhd7VJU1UV3J3m/YbNtAL5vSaFwGNYXElMJL4TpHpugbXL9vpH4naLqhMaUmIs/KIKXVrZnEXqWLkhXJyl7RUF8q7aLGaN3ThufiBSxOeCMk6WjxjJ4MBiTPVRdsWFP19jzC5sCOC0QQOfQlE9S5c7pEk8MAzYUqZgDd3kZveszpWrSCwfSRU4NdzugQY+WaXmF21c7RgT3SZT+IsaOuzaCX3+CstXas+iAYgLhYMjnISkgoatMBTOQwmqYaQHp5TL606Xq9gBNg2Fb84S1oFLwR8PtFFchC8LvIEnVFu+F0G0w+rdPJCIniNw3qR7WMW3RBEqewNYcMn/sQmNyUkT7XkUtnmGQPRwomOJXYHDPeUEG4vZ1BUeyyAdruL3AfZ4dEWZzqgZ114+jll924bLLJc1W4YG2+lqBMe7NgcAsJbyUnwBGdbKIEiC6d7c0mNjugq0L0ghlEXqYPibOUcCsaOPdNFwGacHq1pKd7tpilu0Cp/Q+J+PX14RNZU3efFaL3ud4mSUuqBqvDex8kHKhtwmBTFq9fxfGrCegQSBn38xUGHUFF5hS6pUYWrsy4tITLXIzzOETUconn6kfWUYIWS+11wua565uQvv/z6118/r0N9/fMx3B9i+vPjPzvmIc4FGdGKpmccWOoS3oHnXRat6fatSy4nNaDEGIvlOsu0UFaX4Hnho6mss+roe1tfqTaKdgRtO3w/hn6i9P3YPuDLTZs6DfZ7UenCYL6Sq/vuejy+MbjVX++d+eCoC8101S8zGo9i0CzNnvRtjkmg0XWuq97XrWPGLOk9q2o/odYquTjSW0xZWP1mmU+mWlcxiuUbxf6VwCggBp5KJsaql3jPMjeJlH2Z4klURZWoZbQERcVw61RYU2A3lC0U/VJTpjxc0zZWm60J86gL2a+DukrVPlqpEGiaTJB1GBAZdTLoEZSFaK58kAxitKJLEiQaVSQZDNOYZcMw61I2FmwqwknhBD2TDIAzBLfz6gXNtN5WLzSy/iep6ojRnAJECBapsp5RjOELvhMkAdcJmCH6vezF0E+5MZF2iZyI6Qay5qb3rlZYdxJWsmAolleWQSyRwjY9NZGrTa9pUvtmTqszWpDIqNe6IFASZgLssW1q35wQpUhMmf3Kum7etB+MA8IO12EdGgVIbpHNivJY9e8Nu+xxsD2ecbMVqsgrtl902Ji2Q22hdVH9D8ObKExFq8hERaUy6zvKLq9FXvXvCtshbRg/atuUishOZbtL1/259otxQJm7FoE0J8ut14+HXfw42CSPLeyB7Ie0svmf5YSHnCNYBPAiKME1kInFEWTTE10e5kHnSTAgjLu4T7CJkr6jVtE90CorZsY+0UWsBG7yIRPGXdzLYb3kEfi5TK7JpMVI5ezvdxEyPbMU00U9fgCY4qQobBpg+ff/+vVB+t9//euXX37976//fBFPcUMP/DqhC7GVv338X53z8QN1mv7jl0//YVdLfvvxr3//r48y0cefX0mwvzl6xIb1idQhO741TWFvJvr4+Zf1X//68fN/fvrj+v9//PNfP/7n159+Czv6vPFsL/4+ff5CTb/936dPfzedN0Xu69+WHojxjz9+/Mdffvvj519/f8S27r7UU+MS4MO8C40lqnv+ApE//zoW9Iu8C4mW555Zx6vS4fOn335fz5j5+yoCtr98PcXn50NwYBhNzXUmDXosG3TXuMv6riEYwye6AF0u8khAPIOTaY06+CQuC2KVPNPjxpx68YqLUxr83qdvbljB+JkeN2Y04qWW3MiaYRfv9wNGuv17JOkm551MadTD+zlz0d2f35kPc9HJdAYdnF8POOjuz+/MZsQ+NZ3gMwy63OSg279Hkm5y3MmURj3usdDdn9+ZDzPQyXQGHe6x0N2f39qdikhGobQPfo70yhEY5yqAYAs8kEOGdIrHyIihuSpBcdOAt451Aqc3kSCV4DH9UpCpwFwhllawBYb1tdPbep7FTFlypu2AiBbJWFE0bMxi90HE6u5z0ZCFJKzr4GOwCg4iWGQlWQI2wu5x0GVHa6JsT49hTUfM4EV8ECqjl20yYwzLrR/H2XV0L4FC/u528DJOnv3lGREVi+3c7uDRsgDoyp3fnhASTBbA0z28+CWp+hiPf00CIrIPVnh5BgER0FEhRw5F1DRTgkxI2Y2AfNRDgFs5nyAU1YxhSSEF/+6vkaK6Uv7gPVzEPBeBLt/vL5IpIjZOc6sBButBVontwj/Wia7lNLv4z2EVdRj6JTE2JwgmuMYlbPbycZdCcVxBcnGi16X1yj7GZDK5yDeUwxZKdsPYHtF4GF8X/RQHCTTFFId1mAx31np4Ejh+BJ4zgpH/ER2KFTIKAs7iPlNQoNh1jjusfIOFFXLYmg4M2cSvafGZryBcoMB9e+UeQsarThZj8eoqEkZWat5JTRHDQuVou9IgET/k4m9GxDgt4VO3ul7AcGiBMPMwnSTrBhTMNPmhuhPD/odN+o81bMKhSekk4yib5CI9CAtcD1ajUSwLhPnJJr9liwLYfdsH6pz3k/Uy983l9O2knvj12kRBQDlpCMl2aDVbZFueqAEQm2K5MNi9ePWdkwiWxNRLTh4INIzoCLV6IZOSiAKsVQuYVDlJr7N8DyIoHdm/K+3Go7kJwKoHeJN/q7jFFVlvPj+HMjfye9eZcsyGD5eKrnfrNtHseUygHOlGWIxOlBMI4xBUaEQYmQbFcmZTe9Ssgq+eldoVhE7CutkTMmbLlGon71t09D72HWmY/XtdMGLJbuKLy4Vv3JT8Ct9LJAdP6orv0erURIE2D8TtCKtjK8VufaeiyL89gFAP88YlPtDb+sIH7+cPrrYWFn21Gwfhr3/9yy9f/iA+ur/9+S//+T9f4Vi+/uq9665JxhhqydF9I8yVQoMLZqRc9ghpas/mENIW9AdtKBP9jttO3QVvUFme9Ko9T6BZ2SsU1ga8/Q4kPpxkP/cqPrKs8g0Sy2Zhu6DF1EJS7oT5C6W6/BDmLybc6+fct1q0tMtPyv0Gnf0nXcTWYbq/P++HSKbDM+YP6/MR4dx/BPdL9YeO2fRz7pxd3Z+V/8WqsmmkP+0yzh/uUHjnAAiK8r578JFC28BqGZ6NKHqDUFBEwitrknrJh3cksS/txbCsfRjke2iPChb/sy6ivJtvrKI8zy6H5paADpgz5s+YtvZDeF8q4d5Zkx+wbbK05TqJP4L5xdZ9Qzf7Ias4f7hD4R3eF58cmuZPmF8eITOawX8A+0ta5w198EdsnF3dn5X/Q9CCJz/tOq66drxzzd86Aqlg+bTTI8D10H7IEZAyL/Vn3zuzvD/tGVg/+rMvYza5ud//Fsjo7I4IkMR1fCPV0F0U06Y7QbQmpxb8VLNRhzhXl37HZAdAKwJY7+6C7vybuy/JFD1FKDtBL4aoqVSp4ECGwrIUtTUz2OFEPqjCro+V1TC5zGC56Ne/5SQfuz5n9AlWxkxtH+DrJVLgXDFpxB2i8WTzU6LkcUkjw+RnbVKgRywd3DKhPM4LxAYMKoAvwHqrRK6FZt8jFUNnUIoMWu8/rLTemw589AvVeA29TMeht6xQwq74iDBhV1yUWJzWjL4LaGrgNhRsHj90pBYCgX8EamKZ3jIR0vM8Uy2U9bwRPnWFeBdeB8THzopZunNbwta1qI7iDjStdVM3zu3FWo++nxVVXUkIBB8ggUuEe6BAioquSpDHncUPKZh0wlHb0oIURA1a6rAeirBjAhfg+KZ2Ui86xEoObGGyhiTYe0HFZ0PpXTV+udenuIEHuVS0pJbkxgyEGV8g8kS616MhtAeHSDNQcpiW7pk1NxzmMc8GOrn3DKoy9uWtLqDSoqgWX7SHF9qzENodf2NwjyIk7CqTG4gE0/RloAH02h9BT006WGgwJJqB+4XkQoxxB9z8m8zW3MAyCRYiZnPL/kYMSqh+sNRcMCSoBjcOTTpkWjPnC6ukhieOxLg4k+YOp+fFdOlx7Jxxv5jYwY0BNbdi4yKGcBdm82uoyWMbvh8MVNo/Erd1tWCm4gtz5VohPiMHxmU7WWS5wyHt52QfHz0afsNjFZE7kF1+wo2PHnTArmNGyg4DN59VEp0RzLD6cZgzZVyvEnf/JBtIuQDxUhLeDcxhmr5oR4yZnScqXCdlmzzMvkQnvCHBbmkwQleVoEC3YtWEoNlEIl94EyErSWbaDI+adYNnXKRMmpGNpdGbcnKvoiXzkzJQvP9s0Ke2joXqeSyZnpRLwDqkr8KaVlXQWPxDgp8uxSbJFKg3Stghxl72pgO2xk2hDt+nDpslLQ5mkI6WDCJk/n2Ka/7ExZDPGfeZmpoPFgChYkMYNcmwt10VDNzle9bU3BEZB5O5yLz/SkWRf2T86m9fmy4Fqz4wdL9PsKpoxBFeAdlNsQgTw1WmvZnz//ufj3/a6dSVKhaJuoYmXUEmhyM9gweFRl6YUUIkHNMF7YW95WBc0cLRuhLYnDQYuAFMNY08o8HZNCn4q35KE4r3SMtXBm5U3EfqD2A9kBmO42AxEpowgolm75BnaqaO2HQ0dKDnnuwpZjyMhu4Gk0PVFdIbBSHS35qJg+0lBQmRDzPX0MqQ4UpDa6aCfVZeGDkCSB2N3Kgui23rQ2tYcvdXzODcuTQ0V3FLlWAYU3/uHA2dNVjIsBRaKlMiPEFtckQCvT9mtXg6Q6P5fSDHsMictBWkuqpFeRt6AcBDlKmRiovMZ/NMHxAEVVI+ZjjwKeuGbcTEExllZLPdncBGXKzgqU3HG89nzLjynKExA5qGXrq001wZhX0MOnkQJSkDMAuOHHsqlxlZ28y+N5DasovuegyHnhhZc6ILIWMO3WA90Ln4uBEQqTKTxpSx1udgaDJqDxZkHQfOgbgkXUEpTjkaOdLFmxcqcF0wr/rK0FLCcz9yaVSrqmIpBVqOyi/wEKk8a420idp0fBQ3Zcue8tTOh8ZKQzS0yhwd2miDuiALLAhpiK4lb0bT4arVeXnC3KFG38zcelDDUQeYe+PUy2bKOykCBCXQLb58k5JysKYWm0CXtICleNX4sjfwHOjqmQuVe+seLwNuDfkHMO760oJhF76Gcy8ptNN4PMZd1AHdB2afdA60EGkBpJsLA0cWxU1dz3q7uyu8TPRWnmcqz5kS4SwnjDXCrVMUAmM0RoIH4xZA3x+wBBIcUJxJ5YW4HzdPXgmR1lSS9B1xr8emfkoLPYSEcGlqd5/nRPXP55nKGD+hgqzcArfiUjQowBkXy0/huLDHGLKTCr4V0wLgVmcjNnX06AFCH7GEBnlsI3WkQD9eMtnCcx68uPxVnXm7sPJENjEvm4CKEKbDpwfxvXqxGftexlqbpQJeMvNXBG1gjhrFbCQ16hl4e7npkE0h2C/dZTWpW+TJDoLq6q3oOiAyQOU7Ks16hFVwuEe2NFKwpPIncSyerOyXHjRjdNKKdxKLokH0CQYq+y1XBNzu60Ng9gauJoB4G7jQmUyRDjqKJNhCYhLq4BZCZR7b8BqGnxv8PoE+B/OWdQGtJqGu1CuHmpIyALuAowY62XEhp2DlSCE5gd6FFGeKRYmDMuTkmynJRSVJBmOhyy73dSeAOA3XTUOIjLEPZ9h83V10GaxeY3ZVz0FBK+ICiBNnrEFmNqaESrFE2kRbrFvfmK7cT+wCsLVR9ZoiDJ54yh008EzqyirrZlQAZv9GGQycVEUz9hg0xwTf0iMsA5rAYLPX9QqwEut6ebgnvNkaRz7ssK4JRKze74AkwVxNCL3yCdoy08SSuxckOhi3ka6cxzZBWMPUPEiynBHbL3Uf6gEhWau/KcMOlOUZleUMNSdw4ECXr11+nSGWrvKuXt5ACTP3rkiZDMNMkT0/szmrQDwRDkxBA7kSNJOtpKYWJ9eWJZwBp0tKqyHBM55atUAdjLuQfmmauog2iAF6C6W7A1e9fFUXw9pqE5S3vsCZzEDrPY/XsdiebgkBVE/uKTfr9bK4F0ehGoCCuMfvbYzhT9n3h8i9hgNHqm8m6JZ4dGffGzIaOKl9U2+krn5s+xN8C4HgmeGNxDdH5myO9cjurUZ+6R7cYNIyWEigRUTSkNHwuJDLSkBaXB4uVMcrs4IuDwr2rlb3XhoMnNmuF0gbKROEBfOFh5bIwalbxQ/pT2hJ9ytwU6p59iFoJ85OeaJLmV1MNCaLOrgp9wnrJJ/RKEhvCKx7u8fJpAZU3ZpVDAQZe0LjKv4hZPiJHiezGlB1a1a81ZNfN3vETk900ZzAixxIHW5y4AmNA3663+NkUgOqbs1qsNcnNA746X6Pk1kNqLo1K9rqFn3ARuam+z2WCiWiT9iPfn+P+04IZFa63eFkQkzSrRnxHp8QyGx0u8PJjJikWzOSDEDEGRcEcMccGAm7+ebvV8GcvRSTAUnUxZ2T2G72DteEQfG4iIu+UA56cHpu0oLCEaaqycGofhtYatXr+w5uuY2LG+JIKxq7F+2Q2IaUJiqHvFuFzQuf2IPzKCmAcfjaNt5U3hPuwkmkgcOwEtf/3XFMGBAZB5NJR2t3yo20O1z0hUsG7+aSBosSmBsi80w64s5XmPt7hLnL8xnh9E/D3B9GJyyj3kOkzfkzbd87zH039sG2MN0ze0DsXNJgUYiJ7oe5vy1FabBFZylKjyctCkhjdtANimQq/A5JSrthr56CHX1xMA9nc15pStcOwA9LU/rDj0z0+P1/Pn8d4LdPv/3235/+9i23471hyh94IPsNW58je3/mZUii1IfaIIm05QyV69vuXsAjmgNAUrwHfQKRcp3Cn30FZ8BxeBf6zDl/Ygnd+BqTar3tV3Vd3FVrfPQe8YN7fQnw9l5MVc3r3+RUbRSkLDnwCQXrNOl1sWUUL4C4A/Gwk7qjekt2305Sa4LDOhuo9UvSuNlNtC6KCaFhXDPctwKa5Qp2KS0Pkl1AkzDDd2oU+N9mKjfTkjr1EjYdvRBWnsPbO0QdqJNg2joJiZyITYnvazBDACzD4yQO3Ray8HE1zRSTLwgsqD9MiRjHtB0RMeWO+qkbsXmADPgMrMHua52CoA7XrSfmEBEnVDw7Cxd3WfiZtg6M74ll5s8vmyNpfHLSyJDpvT+WSBXDZAX905mxx+RCz8z1A1uAT9wkjYWcZ8CQ4NlGPYojFm0t1K1HASxKsA0uClp17RtScg9Fr2+qag1TAcTG6pV8kxp2SNUMMHjQwxQR0m940EGaX7qd6gBZHNBhojdtcCvd1UzlrMJ0UsupJipjVk34Weq/QmgSmW0lYTOrHdfgTLXLHseFODAGwG+h10Ck10swtdkSNW0ziIESEEsh+hfMReVseVpBS1LiiRlzFEZxBOESXEFtOzRsKU6MQusthAhp2zoV9otxQNnldbAfjAPCjlfCLnvkzUlHnOAxUkERICCNfk2xiXNEHicO7VhS3RJmEGeOvJo0ZGIzD2Z0AQwqq2E95kcbcrP5nQlMRozCPCkA6YZLmSAa8bImH9Sj8fkLNZ29hhZFQDrX5ctpBbpV0FAFurWtgHb9gKzC+JCi2e3bedXCjd0QgDHdpKE0TjCoVP9R0sPQMhVIbhZTLjX1pn350HfZp1YUjvN8m8RM7i2R5EpgysikyYOqxU2wRZJ9hMm2gWEe6UB78iAgplycMVgJya8UmDtPdDW2TIhuEr6LgaZGI9lOIqbCvcsOS43E64/qPEG00LvQKOUGb3Gh/5iR2wX2sWTyTpREvioJ1cIIt8hgzYi9PlCxMLa1mSKiiRlUgw0xWzku9KhlPnZrTUV9kvZLyac/GNRV6+5DU4ag21LM9Uyh0fIrsGivIvEEuHe9tkjByYFcpY86zQiKwiGtWfNSt1OMQIa8CJWhXaQeLRonJJx/T0Bl3OdaCT9ZiHp/cSBTWK7Lg1IgweR9iFyZ9jpCfk4npWMjY8c/2jbVL2kbwaFMCDWUGkcJ0IHy6/8AXquEdroTKJFgkUpWfP7UtwoT0+XkYTh6IRRrQS7/ATI/a3j6BT4MJ4+RPFMKlYQK75coLYikU+IItCDACskpiO7X2bFsoIj+kXjrt+9PhC6zduyOrHTEIV5xtdCNdH1/96as6/u7VXjuu7s14N5uk/9GQtRHzYW9nfzE1YIhQQXrNP/TJ2TMIVcmNLvZTus/F/CLZwAUOp5Q+E4Tmu6UcllPyeQYQ2tWU0s/MF6GZJsUL6Ef3/ycv+lpHg03yhvSEfIDJRraL/NyFmEVmtZFitrW0BSBjhgd2WYcoa6RF8D/xQpDAbHfS3K9Y1JcHMBapjOVLlZVnvo1PHMlgtgoCyfPhLi7fq/hE9o3r4qjBaqPCZ+6PQgxpizwTOdpzgOLjno3klnAuJ+lQGXvJ1kjaf8CNnOykww47wKJa2LblncVNs/LIbdWxhDUV70ya6Vq8+uMIjyVq/GMpL7KXvx0nNA3W3rZp4NJVkKvDACYN3INktoYCt3qu+Ou1zqhYiwUq8lSwbvWG8KjitHZm8DcGAGnUkEJca6SxYqrn0jiE2pFGxM4NrsIBDyiJPAoTAuFGpXKkEqNzkJ5unTvm14nYb6jDdR2epoG6xQa1VeSNjSk15k0/PX1iUGJbfJR+wO56NqZE+YB7Yaoceu5RCvHw3ANMqAZFJHY54HSfF239COenlqP4Nrmpucijd5GpIqcK0SWkxpBA4SNgLXNHi4iuJbrTNUKWiC753kpgJQoDEXuRyrUNDEJcyNB8XCTYwjlenaKr4FNhZ1BU9BHqomBAB1MeLwgERL2BDSsUzqplDQNkGXFSUUSsw3Kdi0coBwSxeRIX6+oj3wP4xQQ24PpDv0KNyBUGL2RCHRUYD4xE1ZOYESiY4M3InlnkvqCYm+KwEFLJJwNGZpJaHTbSdv8/maSJd456Y9SW+5WmWDTvk6BnNfzwvWXwkIYfMJfBfxoD25xon8lshADL5aTYjvzQh5/oRD9zJwPLQSifUeu277hJrzr/e+aOWiE1ZW9nQC49H08hLG/1S8RmQHugpwjuR+tbsxEO1kkhVqEAkYMiFJPRc5CgBjJ9zFmGtjuC4s0VbAnvguRYli8zm5LOQnKz1ywTgycbJVOsJczgxTMgbIIWj55aMt7AMNwuLjj+paNIBTaRP6hSuEAFe0fP6Gztub9A+x95IHR8S+R6D9+1m2OEPjZGj1SZ35EVFZ3mgZMbv3O4l7nwDdLIKvbzI6huVA1wlUVxaRGubj8tO5p/6afCa2DQywKcP3MtXDnyKeucoJUpqJZUl/J3a6FyiB31MUeIIHnrVCqbR1UAU6Q/vk+3Dyr0n/JDv5ktfA30dhueWzRKuQmaFcqvpfOrBWlUPhjWKUsPfwrY9qt0oAi5o06qO+E4kp+GZrei9UA5BsSMGA+USyWPEsSUeArMUFQY3ERMqukUml3wRfrTDH7q3jDg9gSYEGNIiQoQCJTTuhui7dtQI/nogb3dMQGnks7U2FJXMD30cKWO8FsilB2rGBgyYVSqOa7gIEim1e1gajAw/qeCQCfSL/SN5jjU163HDNhZ4ajtzy38XgGl9D76KAm+f6CDtqrv7wnjamo6fWSnjy7fgSDGmBwRDNICnGOwT4uDC06VwrTnjFRhRKUZyoplCLlvKdG2cmSIoFszNEjZT65MHIk46K4U+EU5RH62iBan1wAJKrd+27C5PtVOdmrHSxnZ8LQDSUrivkmaLvPSg+iqZCgZgsMs88AU8h3zUJAEI82NNBKG1CwZAooXAxg+w8VBaFsf79wyCYANX2nWLn5lu1jij8k1F5CIK/LK7HPnXgDGHXxYY0nv+dCVS8ke4Js0AvjMKzSztfwpEgd1SSaKRbbuuLUVFTVS2Ac8IhSEBtU63kn52G8418yC/++6RuTYklfoDK5u7lwrfalUoqtqOYEehQ55cywZ99Lqvn1Prb5dCeI6gF65PswTFCnSuuGDqhCGS4SsE2JZZHDgDRW2XFAjYrFJdirR+1FdBBETdhVItQ28cXKjZMQmkruJEksI7gpe52bnK4GSyHJ6qA28LXvoc1hYQnBQXGfDnGmzDiJqQeVIWXayZlDx63PyqTmPRkt9wZ2XxmqZ8b9tEbu9TJcbvjLNPTiSHtferZP38mFEtMlsBgZMTI2+0OeEWDbWZqiFPlA1KpC+a6mybo2A5IQIuVVnWZ6Rjb5xIIRbZFKuCyMDSA+OnzA0GHyNPg6YfDsggV8RuaiCcVJDZw7KBYrfIMp4oH6tdGlvsxn/nEZGdWZGshsK22IE74s7PiapkHWdfgh6SQSs3jjsVzPUnLrxEF3sue4UIYNgo6Ne1XJrsbccmYfJRTQ5u/12oeKouZK17i0YYXchQuDrk0z2kebG40dykR4YKLOedG8xSSKKOP7QTsacmmepY3z8Lm001KpupecKsbscMuLl/gB4wiiD31ZqCC5XFLR10VKoyJRj6mjLlIyFRd8hELg0V3UH6lhTSe7idgk2Y/gEc7Cec4nMHYCgdnInpw42nX9HUZnPwI4KAir0dl7qAQe3bMaLs2WekyQCwZoL1hJl2eaezb/znIecaaVEn0XU+hRD2jD+4BkhFcVQTH1jCR/3/SWrHfaJc3Ox8bJgSC7tcjte00pGbyAK3pgdHHwbWKu8vd88b79Tjk7Sd0Kl3apQAgvTGlhuYK5DbCvhRGM4tMp7c+yqmZSXFkDPEq+bhkY4aeAaXSksCCEmaBkd6+yuR8wdvURnklxo4EwKuXZfuKUFQWDInir2vFMnFsZGA8SGVnSB3qnYPnadwp11iJel+xlM6TSjRBXKLPcorCYwPUKistjI8jO0sh//Igf9YkY+I/XBc7oVJBiPvSwnBhCWeJoQX96oFP9AHP0DbO+kJ1/AE+Zg35RkoIQ8PO7sbaIRskeeZqrPgU3T1si3JQWSB952L/R4B4ZB1H47f3XWUK0bqgVgqLy/lYtzY25RmQ9uRDKTEbc3CgsMmtKf9/LPJHvxPhO+1ZmVIkHDld8Qq9NaLLKQfXWoENHlCzr7yiFQKpJu4sgKiDXiJuZBCwAKtUCyIbcVOk2fp/0pI78lgCTcCdabHDu/fw+SMF9BPO7j9PGON6NQwvazEh0OvTOR0ZpM3JPOU/qORKK4qpN7C9gArWcGk3TNwrNjWCl5oWSYmZzDxsbLIYwPOpM0DRnV/2fKcBJLLmT16NhtW1xYPgpdRL7Ce9SAY/Fac4ERCtDN9QjpTQoBsenM212blg8U9Yeo2Hr4NgyMrxgepEOiY+mAQRXAcGxNqFNadYwaaWgMZS+VjjfkZBPOBre46L4HneQ04U73QD9gM5to9KTrZCFsFUK7RJnQUP5mAbbvIddhilO6gG4xs0rJR2z2ujZfqSwxgVrpHAFO64VejYfiyVTIBWbhKP3tCuJT/B05jeQK3LwUmB/LNW8kfxvNNrXzNkq9awixtKoprM8agPaw1cVlbISy8xZiRLBTLd5BdzbnzIQIqPX+J2en+lO8LUc/R/ghBEib9BYToTw4z4hW3Dh6Bt7qkxfigJYxQvaSAfH7wxSBdSGFAHb/Z9ue3ponXeiYnp+xdh4vW5wBbGasWjxP39S03IHrEl8AsG5P8U5QaVT5z1s6D/dUiqOhhuiZVVe9iXFcZ8mBPJOi3vDSmYi4pGL6/99Ubjsobm0DHigTnC7C/Duqif5iCqLRkT0+KZBIR8Tg2SfhXHTeqO2jarf/Yi7bJo08fCnvSUmLZ196aCXk8KLi4ZV9e0s9MiX8CV8fQpQE2ymMZlb7cglYC5U3U/gl9FsNnFcYS1UfD3URC7oR1KRqyM2PQadhEVxQ1MnlDi6zIQ1K+uCzn6Rt+n9mcUc72vxn3j0fYBCdKbJs+b94zdv5t9ndHu+D5FRDToXiXSFcKsU3W0Myz1teiYwUXk7TPSeMPArNjbHN5EulFGxcj7mM+RMiVUSwYG4WnJoMp7btW92X6dlogDNOlHyuOVUk3aHUHSitSG+MLP096ytGJrmhBx04KoVkZ+Sc0GQFtP0HSsr2lG3lrPCipa4OJhDGixF7/qqqzjalJ+mruKrLi5Ktu9UF3cgGM7r4j5OGmhyWkDS0G3avndd3N3YF9l3R2MczMUREW+pi/uHd6gK2oTCb0LBVAX9/Jf//riqEHH65dc/ffrl6z9fKgi6SC7b43r7OqE3FASV2KoIgjEs8HbEWsDUJYbsFuh6QGOXt3YJYlf3urSC2MXchbM7tMhBj4dfZoJASOuLqyeeBBp9VwNqwbup9uzzAyrSNFOZixQC5yaYNn0AGRFkk1pJkaoAtc3ZzYFKNqcwqfs3KbVkJs9IgjhsUJ2Ut4VrrkwaxGuybRSvVEmYWKOMC29HD5Yw3oZ8gkkhlnqME34kQIAsEt5puA5xUJErTmypJwQw5sxC0WgPdAnM1WiZYJHkDCOkjTnXu/yt63ai1CasP3ImLEZdxHrm9JjjBzRG3e1wa1YjSaNhdIeSJqJnEbvwfvINJ95ojFV+YP1eiuvTekY2edKPgZesHcwKfNh14ICZRPJdCmdAF7yURUN/XqpnOAaS94BZSBKQXZCKmeOkJNoVhU0exEnldlIwdvfFTgW7qB/rA0SsD2gEQnq8aIGG9Xnsl6Z5oAjAU+5RyhOeRsJyJPBq5Cd0zYhOok2Xb1rs4UoFKQAEauqp5SLlmTDyUy50GJIUhMFp50RgGmIlwJKDcuFF/7bJgWBhkkSb420j4bdIRGPvfUEhX4qLYm/H3YbF8iTQI1IFjSe6nClfKTUtkvh0l9BmAFSm9Ted7PpjwHVKy0D5MjVcO/PPyhmG+30iTOaxsmKg+IYHK6IYqIExScvCQcRlPqkCKszfUPHJM5mfU5kIXEYED8UMCevh7aBtR1SUROa8VCrljCeBmaIYhUIAJUJZLyFm1sKLQ0uKHqcs3k7irR4EoTwxEDNKuBFWJl0Kocx2MiZR2wWxmNerGOPpTsViFmwLmEaOXMU9h2WggY/FIsWcnkW95mBS4jYiJNUYjbrBFHvoRKjHxFp1ERA+6N4MmWA39jU5lyd2et35/ZmEy2zaeqKLCMV6svyBLDiy/AhWlkPipIYWKUuxDpL3aj5BpMvrzBC0JUulEIx9Xhmxh+WZNJqBSxDrBopsOAt+jqQb5cj5mjmaKvFdGvUasLtXMTkmte2ICsmfQSokzACMq9naRcLgi0YyI4TFw/fiU5EngsjN2STDJ26zG0Jw31KyEG8pKTfhpJntxr54Akr88NYeYX3gnoSoa5++NiVTGlBeV5mUycrlakWvJqdIOYFbyesiY0RErpkD5atJ1jNXZ6UL/ClmbZEQ4vK6fghXkltlVPghs2a24pBWy1TMWt1zo0KMxnAbSxtBzxRTMsqID1KpRMr4azEztGieI6lUtm33tEIqauWDK/5WR5nZjX3xACxGz3y6i/C1v0emT18dcQCgcLUg/32PFoTSkPhBCl5elQHfe5xnreaq7LoQoqGwNSGiiMaM+uY1tY2OrhYTU/lRVRPu8sOUgnK1rsaGgDPVO0sFKRLwja8ZLT29s0YElB95IZxQIWyPkza6ZujkrpddQSlmtdu+FHngTn+rHl2yoohc1qNLyqQ5lMg4iyVmtuAemRcGirQfUFQkPRW2tEihA6ol2i+4nX1hQVVu5T9Kd5Fz5xLRhW6nYGI/tkBZkAZVsYSdyNxI1qUCJWfBk70uAtgF6hnuSon6rNbtS2SXKZLShILb5LiZ64PeHxXgaJmGRUPzNxqSPk0VM3jgBCiZMdyKqViYqO2ICmPX6lTIGwtXokRW++wXrWOIZFM7cYgUAUQBIkovGqk0FCzJKxcF5bSuVytFxtV2EqBov2dISHiUyiA8r2rmlRKxcCJim06g4EqZ6FVUsgbsd5YwaLvmZYbFEsWEVXAzRFlz1RphTBJtbKIR0UYldFphZbcNkstaPYu5iv2Np3JlptdIEVMCKnitMcJMMzFqJsog+SuxvoAxNbUMvKYi3QpemXPUa7THG2SOJ5kRoYnDzxr5daQN61XZNqVCK+9pqEjkOLzl9K6xX4w6b4xXkTVLIDPjFCkKKE6VLu4YTqMBpfQtUhG1hJueEFb8RclF5lzPKWWLmbbD27+QVlnSQo8gOboN1yJwNu0qxki3jYr3cSi6G5d6LwY8rousSgU+YjD6bt+RhYqJyy5NPl+UnpFrqGiUWFzKTIacaIt5RqWMd8R/npSmBqGjHgyjsNBDttRZuWujuzb0zT3icSMvHtZFkMXz+agOuFneVSjvTZuuXVKdrp/sqrehidH0ymvvxta7y39L7IjshFdy8kobGe8yB1GYkiDWsxlOdrAofGcnIlMoR7FPbetLIINI+oBXRAknkJ/F1IxS9p81IL6zf1ZHhbVlE4qDouLpQ6CcFPqRY0/1rTI7mndvHfOqIi3uza+qGkxIyuEAWO5tmik+qE6FIlKqLdr53Z22FYO9i8Wk3lbS5Cd9V5ftbmDdf8/RUGaO5r3f5VTISkhFeGuXc5+t7aQ7oMn5ugMzH+vv5bMty0LG1ioFXkH/rKOove/msxXex/CBOvFSyGGLSMV389nWgRZcQ6G6azVokb/v7bOtMVIMyanPVghqKE4C26p3suqf6rMdRaudRVdwl9NQCQpYu9+DyXKlfUyqYl6bVxXbbSYqT8qBLnw/5JliuKWN1G6+8EUVX0A8R6n97F9SWSFNlIjCh9JaKzcqVjYGppLocvQFCTy2D5hRTWaREhHVlNOJYG9djI2QBGNUjBylYtnSzo6oWN88COtbUyMduqZMl6UgleNjTIMLlYjTgMOaIi+FhC6CGlglFYWICJTb+SBsRip6CM+BeFrQhiyAVcF9ywrhMSDhmbk5VfIKPAol4R7mSDYO03bISVxGfMddnZMq+TZ3X4w6b8RvEPxQP15TTnZCKlalljaxJAKBkXwBsi4kzjKSzc7+WhjjnlLRFH1xo0JwPFHAxJnU6Chikd6yHS9jzEpzvRuAV1tWU/7FLlUrs/ZcpbMivnW9pDEHrJZKoaR1ZCOVAmVosV4qAodGLQ5/SIRewkoE1yirZWKPnujWaJ5cJkbDnLt9Z7x6go11tuCuz8mu0Ka6LqBIgC496DLnsyfygKHlJYroUcWE5VnTIZqIwpJIQptFdV6naFDOCzs6MmWThoVLnIgxEeMW4nQWt1AGleXEsxLQWJbSwEzFSqzYdtCIato8nw8QEQuhEDwsmhmJqKzATIUVGAHc9pdiZFrXmBE15HIciRxPLJgje0SAW4La73vg7BejEkbm5BhI1IYl8aNiYbOhHO0zL0OkKHFZfASyl00ix/w8D/KGGwXHizz3rYCRsfyK1H9CIgZB4vMgRGE2iRVJ2/yMb/EDIg2Fo7+G7q85EdB9kNAYoIEEnF9NIyAqjqRueRnNAZPz5Om09ztiQQD6Rl71r+Q4m0dkLRgnBOkPokyVN3cpk4u3PiKMurhAG4IeV+8s+KjHCZVVC1i+pcvJ8o0Iu9/ljBVmOev7wANmONcYIEWFgcyY4Qa5DBsiFi2AfjJNZ8W6TAmyc9yQtGoGzwFEv4XItCrY1wGqJIrJ97WnVWeY4TKOS6B4KNu2ibzcOHrvEfYCl7G46CYvo9iO/W09JnS+QCieoFu9uQsTxlHJmV6nOXDJnrRklVXdV7woYrUJEsU8viwa33MoOW/hpCyooT89uxvpcIVIkhzu+6NVzC/9QaJHwil++r2Qx0P8jqJHIlnQ2lGsOErc9r1Fz27sa3Kkin/rzV3ORY/tZC16M5phJi7o+5OLnoc99qdndyMdvrvokQDBCEp3m13r6qCLPAu9Wl/8GHiixyqBPfTvEVn3u4iPb3bsgYO3gIgjsHZ4iv369qvt1oIPdG7+JiKb01fOZjbocrZ+A537mS4nrDAijLq4qZkm0MyemAN5FxZyYNwCqTL9VbyBA8lDqaoCHOFKZECpsgTTBzuVbSpkQLRIRRutpm28g4tikX456kJ4o+sVC1eIohop2bat021pjIO5pKNl29O9G/tgW4hsS2PkqaTBkjAX3UepOuPffd/T/fH5fZk4K18mSZsTeHOQ98XRB/x0wvu7Ua8egB15cTANZ2NEmhZQSYSfMNHBtI2fcbQr3IMfuRScibIFhcuOtDiYwkX2J634hPVRyFjSj4WM3X+Y4Jc0ZMZ3R2eTEMFNnd2hs/3t90+fvzZfQmUTT+3ynVDZTCHC0Q2FgJwJbYutbfAAhz16WNS3JgHZumdZPesCKsqqt7o4qDYE66gHMaVJprp0NZshlSFXfQJzQVJA8CDvhi5TOPGxweGJgySwhWIwSuKEOsut/S2pbeOVnQOED3EPDs7KBKihHG4eeaat021pjIO5pKNlw9epGftoX0YBEwtcBbvJJF6UMGCEOGCYdJGT18crVM097bIuBdx6Z8cr24j9p7tcVjoeMmnXdQZoK/zWhLbT2x2iRi+MhdISKEjtfpc2e5Wsed74e3fVkpYN/yYVFx9ajjo86hk7m5qWmRJk73chsu7N6pFt7IGMcY8aIXb/fFpPdCG6bs5Lopgd9xf3iC4cIlN49/dMkWtJ5ktV4eAvXhbcY5gYgEE/cdHyb4nbutC18PTdzzNRwsnZjbwb++q1vCMyDiZzfFkUCzrTXfITJYqZtotqD/egZ0OkNNQQNJIoUVMn2hIYBxO5eDPboa9ezJbCyPM4VoN23BAHXJMO+dSN8TKll7c51Mt14MGeGzW56vMXajqx50bFOLxiz5WsxedM42+i0qzXFSrb9EOobO1Gtah/kaUktnSNQxPaU7OkY3kYNdwjYIA7yNopg070RA+i6v2f/hIHt4V26dN/Hffey1+HefPLXyA+sOR46VkVY1ksGQpYgyd7kUEh0PtE4mM9HKMgxjSga21yC6fljPEzUiPeLS0idIO6E7P7apDVKTPMZUHgAK/4WVZz2kZlgHIv6H7RKOWNbgwiBBPsRDm8AsbuPYYSZeYVrIODGFCQYy0l4ybnE6ZGTl9r3yc9K7TwxgLRPcMgmRopDc21W7SIy1Y7ysmYwAhCRpAnnYOwKhZg05pn12ha4oc9R8/RXbEaUcdowXW6JZOi2lctXy48LhsCCH3zyZGLFWFKS8ekOJAeVbFHO+81z3ZYEjpvT9yVcjzg3dMWN+ZfjiDGXS1uIXA55jO8zSkM1xMcMyKUul6VVRpiPaFbXkTTf1N4lYJrVkdLAg2xAxOjTG1zUdogcj8z1Y70j8FI/+CRjLusDjJTIyV4nq7B7oODgZyVsEv+RpcdM0v84HqGBNoAqxGGlT8zrZ229QcTFt3OhWqaXVi3TIXNd0R5HKQ/+zKg/QvTfnRoGMilT647yAgCzH5qQPnlJdBP8Tp6bGNWG4n+ksa7//41ibJCQbHqO/3fX9bvx+nPf/n86f8+CgGXlWEd+LIy/NvH/9XJH2rGCUFkZJudO0SSYcAFdb+HZIzMnmslky540iMZDJhvn13f/56xljqk9ZZ3L2iKW/c7NASplpIBns1qsFBPdJFwZcclMitm8aXfS6QqfEBfthdX9n4PiTyKjkIn6ZAQq1TctI3BQt3vUbUG5+FDK4d7XWoCHMfakmsbLzN6Ts56VNnDcossyXgCH+ETXU5WuC6ERn/So0U6hHlukCp/3uWEHVsKgJV93qMiUMfJsRqs1v0eZ9JByML0qNMuILNOZByv7v0e69Rck0ddguYcXrxAeLGe6HJysQlETAh3epQ5YZp7C67FQrBh4bVOPVzfWzRgUNdoTAmzJO73OFvsAVnc5cQDB5n8AqOYnfOTqgIHPt/lhLuZLOrgJseJRLw3rbosXD3gdpeTaQ3oujWvwXafCaIBUz3R5USmDuiiHve48FzVIZZ6oouE/XiGHqaLe9zkwzMqB0z1RJeziQ0IuzezwY6f6BwDrrrf40x5GpDFXa4+Z+Uvv/z6118//0GK4MqfjwH/ENOfH//ZMT/+9e//9XH93dc/H7+b9s+m18vx9XJ8/PPr5fh6Ob5ejq+X4+vl+Ho5vl6Or5fjpWm9Xo6vl+Pr5fiv8nL8/Om333/9/Mn8/Zff+1+++ilP34WlGZ/wN4Km5mbeS9lEyFGRgirezZ5Tw9dF0XiYcZepIX6l1MP1gnIEDC4BN0txbadHiPSsatVNG5HIeDxzEgx3/cyVho9eqXjsnQaBxeh1783DyTtAU8ZcqlJ8HBTBhEcUghmLF0KXWcv+dGFQt5J7ByegKSrwptrnLXxxPBcxcuwZTkBH0uVrSQD9EUlW4HK8V2FLVP09FbcybAoR1cQHeqzDf1JiHWI9pfS7u+TLjEGojw97c1mfB1i0uSU/1DWTWBBsxHpZH02i5QHyXIzb8Ryf+Dkg8MiDWbwuvH4CeelhbRQBpIUg0TJDBDzKFQpITBT0iYJl1rrU2yFOrqosRZ1h+lLQfbqsKqcW8W7xIT1q1WKCT2F6mAF6hpIScfBZxOmwVPAgmrUjRTkgL9XG73SEAm07IMCO9I/BSP/gkRR4IHPxuB1ll5dh98XBSN5a7Bb+jUF5A67BIFNewKQYuNsCpv621wU0bRvpC4WFBazndWHt7MfigCiXj/R3XwbEf2Hij84PFqhfODBOZzsg/cuA9OuLsFBUYEBU/iHvNPj6wmGRuP8/ICcldAY/D8z7NqFLkXnrLfNN/H+d2hvSVJZGFY0EE/tYwnOHNrm6ktzC8CJc7qRBzYVg+pMHkhMQvEXSaqp3M0Z8pUmGhls6ytTV2XosfmZW+AAdtDL9wWNDQRa2dcRSnqh5gKVdMpCc37emdXe2hQquCrseRIAfkswUTwEVNQa+IbUhL6d2aqWE/q5LrnVvNiDm3zq0Tbk62nxwMSW/QFIxt9am/55uPdivApSj4q2H50j18RZm1PJz9HHXqBLhSTLLuvMAYbk+MD2UANl4+MKCVVo8KD0qwbBq4t4Z5g5L2tKPDx4tcFru/n72M57kZbvfk1Xoefo5fSBM5eYMlg1M7+oS3e3wIMk7fTO+8GnS7gs34GkvLtTKwxXb3A6UCJAnKmwlpwWVd9vWlS7CG5opkUenMKbYDvuth6QUuqkTO/riYB5psBymZADXTqhUMqA3ja9w2hjqgETPlCNVuFa9Lmhg0uJgBulozUBGk06D20KvAaq3M1OGlV0FmuUXmuUXnOVTJ8B9/BZ6wdx6+hauke2z7z6b/Zxz4ZVc6G0zWNIHC8Q9oVaT1pSjAKWuToUDdxkdNax0q8q2FQ8z1QneERkHk7nIvLuxL7LvjsY4mIsjIgq9JJ99hT8qJVOuZ3WhC6nHuoou4F0rCHx1v8cJVY9ixPCNEywq/kYIyRWpgx6TnxM9WKxnuvh0RdBVaeI/G7bD9o7+31//8su3fu8N9bAUDKQS94H3LEqDC8pDHaCnnfvzZSav7QQl7oEZpTw8sq/3hQcT3ZlBmCa0pNMa+WDmgYAu6gQ5p/DJWBjdoXgvYkHTwDgPKWLtCZepUfXt6cT3kelRKx/2fM9CNzi1ZHZenR1ZHXQqCFjN1QVfMoFxhOjOS2rZw0oIBoL3SJzwsS6lhhfPaxsh/jCcRGPlpRdNNCYLb+HWdUP4xji7sC1zxsoLIpaXywYuKdMAFoXmiej1MQ44J4Km54NpYMSq/9xfJvTOzYsbpFMiSsA5evHMK8HgSW/RtScQOJ+AaVxGOZT9AEeglGX3ZAdZSOrkYrAIlgYYx1be84SNoMDsfx98z7ZMGYwwJ/geqWmt4X5IXQyR9YwDXPGSEXnvhaRBaskLSeOJ58ILSeOFpGG//eORNEw9CvPQ+Ptvf7j+rJCI8a+q9pufFQXjcCRCJnqbU1YtG/25eeECp3m9nUm46OjKISGRcAlamu6IQVvu2mqnos6bk1Cp0FgSpSJSsfqHpotm1nTmWM5FC8Urq7auOXUiTFsnInExZHkIYMHZgo4fJsJ8MCphGy6groTRh3p4RI+NM7EqTbXyXu01gQuOqKhVqy/3Sl1BgSs3KtqsC90d7fPAqJUGRq221fc9okLi4wA1Nq9SKYHwKOvzKZFpbVI/YheeAyqWdladWuoQwwmREsAZeLPIiwtkWJzMe6WXwIgUdCE1srPLF0VVPVOou/a8Jy3UvVBpdSlPjWjFcVr0db1RsZ7dk5rMJbKRviS8S0xTpyE0xbbcaFgFXwDejFrN+ZCGhBeKkLXlAdmF6MJpIyJNH+BGk+DGCdchbZXADzejkhn9sUHIEXBAH8iOeKdp3KgSkM/u1LLOZALr7aMyOZIQBky5PuqxMLU876haubYdXh4Vq5VniXkHIrLU/8aS6faDUQnrZ7YvxbmUKL0A5EbEPBGKt8Q3o+NAVFOMrRPDFxEhR9v1XeVVpKKKJQKTrtE2sZ4pdXIQBD1mFRz9eFbXf5zXJYXXXgzzCZq4dKq4h4UVZLmDGp5pSbbF5VMDjtnDAo9Ovm8KsbMU0+xyt2sh7P2RXNkFl09Dvg1CuM9GS8CiZKWnAJnzVNVfbUDsJySgGXTRRG2HV00bXDVNa/122VbI1bz7ogFKnyotw4lwK5qq0YmojDBfKkq3qg5m3Yisir050r46WNa5VJTxLdKL17bpmZ7ouSlY8xl3Q06YvxD2i1EpwyfvuhCqVvTrrpJqHKeZXJKiDPh8KTUUMWq3FA46lTsJa/HIox2r/InPsVNmVLETJUjcAciZUj8BmWJVISZ8x86msGZXCLXWqqqlp88EcS2hmJhZCZLHCnKnKL0orIIYoIEvJMY4uR5fUXpJN9bLxbtwJIRvBn1QovATElEieF+YiMrvtragJiaX44QrIWojcsWqvQR8rCS8b3g/pm4rtwpARXklaLvIm8kAPPd322A/tO1QaiZ6PJbEl0dJg2eC/WJUypCIdCqyVlUCH49STXnBV0LWt5xuSKSiloJjXuj16EeMljqjKTYU9KewfJm7m0zFfeGHxSrd8c4JeaaCziEb7bIvX4JQPL50utPMLN+i+9qXb0BF5AigGKiUqVghTkRtipyaIMk7yEgBn7yr1MO63zvjSKK2Ky6I9dLFHP+Q3dDUQRcxks1eVIEkmUFK9pR82P3BV1JXEC53qajZY45dRKjxZ7pkf8UkOQuiLpMkbXpfkej0Ql1idL5SCOUgr+fJ81sGiOWWO82L26iiSQDSSmp+/Oh6zEFelAlNACBiJnYMTlhHBTMKiypf24cXt4tcZDN2mX2v+mDr5Ya51SPI3eVsY5wKubipC5m/Qy+Go9b3kEl1EpWRLkkd3ShwA8uN2pkOqVi6iOpURC000amIqNVPYaDJRvJCnJuw4nrX4k3z0MwxUi6ZPGtjwkpoOZkWRVpJurAn25G19IXGveUeP9+pKHzTyCJmfPBGsvI+Ema9gKnGVdZ8wSYxVRAmfdqlLpjiLbY1/x0uj0NU6OQtjRYdeXMHNCsF8/LvfD51DUgZ5cyY8rADUUhlpRdozMQlA/vaejS6tmuMvn5NaYHswRdorJWMvpJPTH6zwirlYizz/dGFcpOImCdyXj7KlII+Ytv0ucMHRnwBEZeinD13dl/sVJCxUzJE6M2VTZq80Q8TLkVKJ2YqWWdUrx95OhjQXvVFYvXDjO+dVUEk/XA+C/Ut6QOK0JzIPyRyjrIPB/YAo8wZIlBdcXNYQ8GwvTMNcdDlTJIkwJa4/fv1wO8vJwzUKYR1RF2oCqKkiaDBNRhb5vYANveeioky8MpMdKvKqfUN4DnO/Vx3KtYrLeEz3LSpWSSyn6wFDUDsJ/SML3df7FQYrWOjIg6OqGCHkDEgU2J3SDMUO+K1yPrw36iQxwVI7bxyIOWcpKChUP2IGsy5bgw4ExSClYJ3R15Vk+3w9RThhY12IZj6k/2QNjIdPg6zuyNpCeQgSqu83y4iTVRObJJY1yeiK/nNomKk7abghnWnibIhsAcrV4F13cLOGLle44AH8MJKxrRvGLG4vjG5Awrd3YmCCWyb3lhJr0hjigkoGs6vTfvFToXawXQp2E8pr2U6lHUQ0yB51K5JQ3JPSZUqvUC0UaUGMQ0tc0yD2GhxLdpyYkl/VPwC644kI6INWxRU9FaKpZjshPPAtjKjbeX8uUdd3MsWrjUxE3qhynKtTWddSHDMPddZBccyUbhYWhIHXujouxNEytaJAygtC2UGScHODJybp4EIVU+poWHmEJT1nAX/Opm00qK94AvwjG2zemdFW788WUj5Xba+h9eJ+WJfi5n0zkdBUxTk1Rj2+/kp5O2X7C7fL5jW9wosRZrnwW0yuFlXhqLT01S6JGq7pNPx791w9Yz57NGBY6irjIHUBT8mWPBTYY+a1LCGS8e2qSq4XxtxxcO7QIkfUrsb9Rs964b6z8sdeZFnkQYr0SebtdR5n21R6Z2obWxjoz3hHsSHujpdjEP0NYZf70iLgymkozVD09uOVtoUunIgaNuSThvbqbXbDxP8koaseIvrfViqpcN3PIdKpf0vsu5+Sc+5FhGsDMHHSyoMgLqMjZrt/KptV6UCdxmdswWuUw23NaLBtHXCLZFxMJmLnLsb+yL37miMg7k4AsLywZ6PLoTbv0fM9Bjk6LdPv/z6tz99/PzlD1IO4k+ffvn6g/cGN5Kod7CPrIq8B9/3iJOH5KoJoDT/v//5+KfdUS+cFLA+SCPoMTYhL2LT0dCtc60ObZA33aHT7A49Y+ClNKGRvHIckgRWR3dk1jgfbg7EMJs/LHCXlAaYSIOhUQKIrQefXKVSYIY88bwM2MU8HzelzC9szFb8kx4Pv86+x8rq1VtL8ddMdEkHBcTqsZsUdFjQU0xDR37SSt5ioqERbE2o9nyENkL54sosCJN72iOqL6LvcPUOUxyoadIWkS+NwdecU+8wyc7iw1x4NcHQEv0Fb/BVHk0eB8ihRONTUFQdHTqRzU2bjgUXndN8ceS9EPWNVQmBxuQwekeLe5wdxrlg8vH9Hhng0nC55kHSnAWI7a9+Ej5rU3Tl/Pr+azMOvfDQTfFYIzYdbXLoJk/d5aTJ9M7QMwyNAjAQTlmALGEiZiJNSObZwPghOwHEaJOzhIPNWc5HDuAAoZFbj4LUoaveuN1kTldlTmCSGrDUpibYoVF1kLAXsIDk6lfisKMcHDofbLqgHlQy+AxwMi31NTFgnmqn6dFhFLBYEGCahp4od0gMMhiRWSrpQdp0MHQtxDc1U9jraOQCeVc0cmRwU9PWh04UdlfOztFw6KQB23p3BxBFuYdtHA2dKCpXFqTC0OIMhgXJDR5wg6WutNaVTJ8S0QoLQigcNHSjiGaJB0YHGeagChSHK/Nbohj+h9UPxQo/i3OGeFsaWj1DduiIq5EpDl8AIm+PnCmTDDPqBKjSP4WpG911XM3XVBEbUFghQixt30zexkeuI27fcOjF52eNj7ZMN+FiBL2FdJldlKiucfefn/BoYiWxagKkoQRZaTp5FknoH68eMNJ6ncOpSvOZBJsJeFCc2uhbekYtkVAbGrpcVEuCfw9VsvKLpwsP1joO7nhaIJiJhm6kMUtVBpSNEyWirZta/ZHnfj7t0Hxm9VpWQbN3eyDQ2IwQYPJ+c8/MATHomSnmDbbdXPnsJp8p08G4HK2SgKh0Z4+GddunvUmRegwE5YgJM76uOcKElKEzZQoDhhv4ekfng0Ut6lLrMBjjIGDAvrDgKBeRFhk2N3M64Nq0+LpUf4LvZC2OvNDeZkwLGWlppDpom7WDwEYFCGS9NHL9gANHtblsI2Nw9UAnwahD0UlI/8so73vLEW8EQhUIoyIBPHAPWjkaOZNrX9rqQqtB2nCAWJ7BWSOr4ECTKsZGpmwHAAcuUFxBHKYzwTHokaFiCU6GHiPWAPeGx4ikiuPQWRNi3MeIv7OijiKbrxpLGzAjLH/Bujw0dKTgPdumOwvbigW6Lo2b+CWS+UqMJ5psVnQ7u84YgrzqAxjxKtadkx3EkA9hjgxs/ozKVCKr3yKE8vnQ88lFWDI/3YWlcOhF8zyNburlMNlRvg0SXDQ9iZDsgSjP9rhn68iFirSd8qZ2UQbiS7QQREWJJ9amPBMCsTDQgiNnegpp0zEDLXhvyIHHu24wdDwRL6VgTItpMquBIGqyZq4qOho4U/htNnCkqnH7yoqsBq9z+w6v2TzQcSVNHvWgwdABcjou8Z1hX12PgjIRWdo9EjFjGa+zW5R7nFngY0Okzfs98uQ7fSQlmDSaFCk+4Bl5nDKj0aVCztmxPI7+0I1yV6UN4RH6ZWRfsM19Z4pRHy/VNJPXL7NHWezb/tALYm6YJvOAxYCGXHzxbga5xooQ3nbz57mcyP5E61dI914PIC+fryAnLqUmLEaiLhAUVsaKojR0YrVS0qNpz9nw5B6uNPFTMs70KhsMHE4MLetJT0ixaTPcRO6c6sY+7kZ5RlmQ2FkIAGonCrLp0iczVYqZlwOG2iZWq6ShZ35xh0jWzWfEW+CbN3DVg8HIuaNZHW3uxGYX02bWgy6xCjk8V4YOC1uuJlWbjWLm3urr5CnMJ1RSvwUjB9055WypM3sZBrv4zItyminK41HFB+1tg6HziXV4yNaJrWcBLyk6MP6BU6PS5QM3sENNbKeVRztu1Zl6LmnKF3bqCe08ZDa6hkIxAGPt3I/ICh09W0dWQG2zGmiWa3AzXxm4kHJlH+1XtfOghghvoZ9RzwdbOGCOsXa+uOs85LtKliF1LD13JBb15Hzr7SMdBAk2BWf+dGLhWrvg4ZaAJnzRJV035fPFu9qXRmwuKKDIjPdFnSTWgKSbZ8rjOBB03n01V0qZNk1WzKFe1nyP4GhgNm5F5MITPXw2OEXbqIs6atSUg54DcYi5C6zxPnbn3v6SGrHEopl7zsDLibfJwF3ogQwcFsDhk+sZ9QokzFgoJCc/3HKZySe/tA+IPSR7i0wUfG1qYSYawJ+LNEORM/l+1CUStMYysfV1MHAAuDNk0AUTfLTFGjD4NIV7wwq5qOdMBJ5bItT75HWYBgILxr1/4S+V17fRcRoNnHwBIJHdcMGZG0PFFeJa0C3iVuhcMA9CdGrn4TUnLOBTJijdghsaMaphnij2QFAc2BfiLnybKcGsqF37+QuowfmuM7vk7qvZ4j8FqWuazHZiEBkBc14YeObzHTku5kRwtEDIQC1T+P8T90SbyeC2cgTCLI1fpG4AzdzzV3VgbTJLQQOfuPEPBkYrhinsogN7aUi1Y0N+Ofg9bvZCoXctoNAtE8dzRMjPxy2J5DiSw/R26dgqD9zIzj2Wjq42J3WI4c1iZVno8074NET55olHs95qVtwHIkBi2YLFyqgDTwTRndrModSJAHRz8EPmWiMXppzft2sUI2YJbAYbahTF29N1tTH6026ALgUpV7jGbgqo6f+tZfaKSGmBO3tKPZEsLuj9NDLHreWFHhpaHO9g3JlUmLywgz5Scm9J/jOxmMoJ2oUiIRJBGWjTwcCFAr5L40t6OLArVwpb8QSzA9+1LOoFWt3bOwEpp3E5uIXeGT0g6MawxBIzR1S1D97FVGaKkSyV3Yh1UDXJO4ilUNpziWQiXQfhGMbqKUHiFCdAfkqWzYmj4ZL/epIAcBw4E7BANmgjKutcBpYYbYTd0CbzCse4ccErdSkeDFwo8l9cUugazJsQOBQ+qKvkmbLjBJ0KpHMKH9yjPJElT3ITkWA+GunEt1sKXYBF0wC8gcPmWDg+cyAjaqAkUwtDr0scnXErIxLXSOEX69Yh/HCaQagBjuuCkGtrB9ciXGaSKmQPTpUKIQjKz83Tn0hoJ4Zu16YD1lzIpGXDU52B8wdXrDQyygwu3FTIy958X+5o3IHrbKbHYFr8F5CAVyG8d+J0sYlcUOo1Pti6hm9tAarDcSNnuZykr67nBq1TK8ujtMqZU+fKB/c9k8iwZ5rMw2qQ/+R690cDBwq8KPp2UpG2uONq4qFZ4UHILhbzKT0++WDnqmLuGuVqYPbmjHhfBZs+YKSD0SO9gcvJ1VjoGZAzeaMyj4t4W3wzUtmZxHb6idKZUY33a9wb88LXJsE2dDMw1ic/1L6WOFbvNTj6Sp28AtujHuu8Zu8jKWOe/jNdJGjr5lSoi/vsmqjC9smCD3qcEBkSQYHf73GydgOq7vfwmaBmDLZlRvOD5yOiRM5Ywe3j51/Wf/3rx8//+emP6///8c9//fifX3/6Lb77c8966fbtz1+o6bf/+/Tp79y5r27R+J8/fvzHX3774+dff/8oKDC7n/d62wkMfO9DZTZ1wi5QGRrkXRFqVGoc4p0SFc6wbZtckzKZ+EiR+LH+5OhgfdnPHLdjb1wXAB8TU6+CarHPdyHCaHlMJ5ur0+Ole9WfiV5ashQzqHGyZFgd7lEefrdJ78NKYq/66fndiIcLVJLocGMaCuK5/BjJ0xS94+fdCItE8j3kzswV2poBvUjU9L2Fjh36ogAJGQ3mz3Q5lzmmkwYiTVSPKkyZagf85CInqGvg52V1Ixe+t8hZVwACy+cAIQagylKHBQv+nWr+93sEReu9SNUTPVYu34e2ner9y4w4tx7cckPks5OlZvWavocAzfiFszkNepys20C9vt3jZP+ZKOrgKvCmoqo9HwfCrRC02C2QUpOjn/D7w9mBRFmvHQh69DFKDbn0PZW6cx1UWQpUrNO0HbB8JcR86jLCRsfsPWv6U4R2NgfuiIyDyaSjZQPC7dgH28J0z5SdvZtLGiwKMdGXPRNdQCg9494CvvzTLcIOo4JRU+OJzrRBkbDDikbdbLEc6lu/dgB2w149BTv64mAezuY86hKhDjJXKpfTmw40J9wY6kAqJZeW53rmjLI+c/VHO4OLR8AMfPEAFIqFMhM4FjYzBVeYT+MshyfgD++A0WvBj3cYvf/zWfr/8vH3j3/98tvvD13sL7//8l/S9utff/38tccl0F7FOP46xzeA9r6Qth8L+kLa/hdC2n5VSHhVSGDS4mAK/74VElINeO0KHpQzySRl2sAgI+FjDvslSYdIb+3yCGPya37FRN7PZErk9P1fIhnFDMamLmupmtzbS1ZVyIIGHoiVizmjHx+6lIxCU5ChFhc9JWBgvqzo4j3Om8EV3T48++/59fmeYS5xcfctQoaNZF3MJ/WxBsUts0ku6sp9ZqifaaFYgSTGOti0JFHgDtWynGDIfqbLFCFEiewKUA421ejqAYOP5HifrhmBYPB9k1EGcBd+3zTSvg2QoCnxRmk3yZZP7qEulWqSSgFFD7Je2LPf/t+6SH6OZ6kTTGLoojVMDxe0wXu1Rdes9QiEBfQLCU51xUYjvPWY3diBJaIzLkuEmPsqFWk4w0tapCaoiDvp2yMNBwiATcMP+661xRUqA8leWoBQstMr57TL4F6T0J3jHjmGe1+Y7xPFXWS1fLU+SRIixtGFPCgtujDCcasaCxp1HxPoYVmCEb2YBi7J8uBO5wzkWqlMfYlu5ERpE31FnMfO1VlKIJBOQXD0ukSy5ojUmJx9yxJnCWgGaUKnBdatEzooMSBT/ercGqEviDREuHWRmgtYbs8ke6mUoPJEl7Mrp0rlFrg/Ti62EWEnt+eoy8kdLUsLuhh3oX1rjBAle4ml/oQpMCdMdA+sMZ2mWSvWdwU0gSrLPAoMJ2Yrl601MVPVu+oqkXLeAHxXlMjoCYJa8CuiqrqHZ9F6ml0hniB/AkUxXeyxFshP5jqRuW92v9qWWUNv+5mZCO0rFooW3r0HugpaXTE5kO9n7xy8dfj3/uttxjA9TldCWZYQ8k2Smr1nbU5q3/3WkicITgDdZE6aybB1iZtwP+hicF22pupaYXEtzPtga0oQI4p3a1konTuZ11jnGftCCzi4HnVBZIajnloEcDcmIpP9K5XG9bLrRMVek8Cmg1ImXNjjZzvTB1fq78b+tmFTcvdYeA+Kbz3R5UGYv0erCoAZI1K0ewFLiW3TYP2JsE93S3Z9k+wX+3abZM404MIwYIvI3JOOuPWiz0H+8s30/80F8BjvDzF9qh+Xj/9hxzyy3wsDLChJ4P1BT8ClkMR94H/Bmtg2NbcQzrUAKUQ8PaseUU/eoZEQZHaEpcEEe2pEI6jgLDY+YA/TdnT5xEo1/x6qPQgS26Z5gOaLcUDZ5bXYfTEOKHPWYrf6kTcpHTGFK5Ir2Y96zsrRQWNEEKlDPeFrx7TpLd6Ip5opht2Vr8WtJrkb+htRyRdsef338OYusumzFyOwFLyHb/c4I0uMAXN6axde4pGpdsabNy1qvk0DFtr2uS1U4dzufTpitZusWjHXhiaRM6XxyGpFvBRMW59E5RycOJvL4yK37sa+uGHLgkBIT3S5sMemU1+edYrhyh7PEyXM75YsHW7Sz1NN98RT/216l1z1UoTv64XwZlf9ovVTNK7TC29rCz4y8uQaM1da4cV3u8P63Ns/Ki/HrabQ69Jscaum6SSO3CA4n8etii3Zs6RQeVRCOUGfMlmZCqileCrRoZCxNjE+/hAMY9XIvSlEtGNLUVXnwqkEMNUwI+tdNtLUvruwkYqQdqAQfIBX+u0O8g5xfXOoCyxo7jj7Qghhu1Cv9pAyuo41Q9YwnfR4n8009aOvJE74ftASaVopAJoXnRpwzYSY3INp0XC+9ZBSO55vsIGiJpVNYnQ6TKikSvKjF8a4CjcATQ8Rq6i+y34aaX9lP9cHTHMsaHx3yFpH5yjwfXbWY3RlZjdyRY5jWm59JEwTOhqf6bIu1/tfnHLo+ov7yp6GLeh1PK9E1ohAQKfQJWrRT3uETrzrcB1KU/C6rLIA3joPWeARJnV8IFQjBZ95IsfLBASCeZ99jVUDMa6kG/lXyq5Wy/NdTq46KcMHaSj+bTr4xtmFzT1OdILHSha/xztt6aQFhS4ouc2VvkGrpBsVMXtRG5kqt9XmesNksWd6TxQvzGM9k3G/2BlrrbHEwSiP5AZ5iMjLexZYHwTp/a9Tewlc2NBaoLz56ZVy8ngbXHXU45X+FL2MhO+V/iRFWSPoA6fpT2EuXPlq0WT8TvcySND/TulPu7EPtoVzCCYCVdvNJQ0W5YenPw226Cz9KcyRs5llojBPbfqOyU921KtHwBIXB3NwNuaV+nSN+X/C1Kc7bkj57ce//v2/Pq6//frnV4rtb47sl/rCMerd4hrqTRdbl6QBQy6F0ADWS76rNx0NoFEig2k7IKFxKYGaKcXUNClaQ6PkhB1Z6eIi2M9FJupwDdpM+QZiGsr7z2vT0R7YBY+8L4l3N/DXItN0OP9/GUfAhqnwcgS8HAGPOb8cAd9rI1+OgJcj4OUIeDkCXo6AlyPguMvLEfByBBx84+UIeDkCXo6AvtgvR8DLEfByBLwcAdeOwMsR8HIEPJeP9DLyv4z839PIf8yTf378d4knpwVBd9oJ3Mj6WAtv7TGHrT7kgZ5GVFEP994a9G8fvA8OSLzb4WGbc+0ZRBR3cSsdR0wGDlOEuuNkFWvlpMfgvE/A7bOpo5v66mC2XZialpns5z3oMiVqOyBhyVQ/R0CXIcXGNKnUC4SdJMtOasGElYGIBPO9jYQ4WgVM2AsWlk6Jn0HqLO1EcZ07MnaXeYkyyUzT9v2l6r24fd78aiO8AFgBcQGjjjUt1abTBx5YlR78eisKgJKw6Xj1SeJOQV/2SdsayFz7uY19U0+I/6KUuy67ijBE1IFIrnRJKWC2XbEIGybFxWHJ5okOjTYd80uCJRPQIuCXBTfMfip2ghbgVh+lwnxHBUZGXpmporw0gbyw9u7UV3H2V74QKLGgoSd84Zm2L9oVk9iXXvlWhUUGey5pCPZz2zhNK8To5iO3isBCHSWEonheidqON6GjuXSg1H5fKE4qZfLvPtdJMAW4+zLQzfGvEIzw2//8x5/+59Ofvvb5Z0Uj/Pbxfz+dqlqv0IRXaIKu8ys0Ib5CE16hCa/QhPfbz1dowis04RWa8ApNeLrLKzThFZrwCk14hSa8QhNeoQlA9ys0Aab5Ck0Yd3iFJtCn/2mhCewGtgbQOBlD6Kr4grmIMxmnDzvNzLNz7plALBrBW9WmyoyJMUAPv2myHnZYWPGwDyIM3F21H4tMUuKJ2TALIOAR9wAUmDYnymAGGh5vSiDCtu0iLTDYw1J2dR12H4wDwo5Xwi575M1JR5zgVWKveDfV7pU99sQA9dPMioBp64xknMnqPkE9QDxdnlJuB/528OcTc0VGDMr7PR71s71KaTOio9/vcUKVXDzhbR1obemm0C5d9i4dULOzZiVlSWCuIQzHbnc64q1brClOCd9NGXp0RCefo5hMk1ZyI2TYVkjCnLCmHfcan03dB/J8j9M9tX2sp7/CkR3taiZsZ7tS6WhbLt6qnz/99vuvnz+Zv//yO1yjF27gaSrT3kh1fAPbXx1gCUgpht1D9/AOntEHtmCpjUHMxdbFBN0kCGBYGjmQBREXL5/1MVsw7GdtW5x3vR156wEmVTIOv73DdBJ7uDAa8pKoSLNp0jggswSRVypd3ZZE0Q2LehPN+ehG2NDXE3UCiVGBz9cPrmImYUogcy2fJOa2QJ+KTM/h5P+FIgq+LfcrpOAVUjB0K75CCl4hBdshfYUUvEIKnA6vkIKju+MVUvDuW/oKKXDm8gopeIUUvEIKXiEFr5CCV0gBzPcVUjAY+2BbXiEFOFGY5yuk4BVScCJofpaQgucDBV54CC88hO+Jh/B9XHYv7IQXdsKjxws74YWd8MJOeGEnvLATXtgJeIX8K2InFH1jDyIdPv3tT3//9S9/+/23r7+4FNYgmv5XUfh1Tm+o2yCr1mtjf9MWE2zbdRNcv3+6Ba63oAFu22RVKubrYQO1fihPemjeQGLUQMILJC6biDzQxXQ01UiLZ99ZdYL81h5E1Xss3Kpj3TGu/pC91VNwhUQ8Ib51y8ilb+d32ezSjnBuGBRYP1R8bmtTr3Xfh+6CMRW6G7MXD2gG/dpSOjHDDuuVCL792x3mE09w6vEIz/c4ISqI0ebWvAc9sv+ANx3UitLYqGc5JvRNROu23ep0xFj3GDPFM8ZcL94FdOwQo04rcVufQmTWbJtKf4k1d6Ne2iOJ/HxjB39Pze9VkSsURz3cUhWLfT0ibSlvibOlK9dPGNPUPzycb+pBgld7iGUabpXzLg0N4NSDDeBzDzHZuVTgdRJWXbv7QsNgtY25EvNyHiEXjqNBgso6f26CpbqO1lGXHMFvinO1nba5xqCxY9tcxRyNmnAunAiVm3qCErWN+X5zBivV2IG09y2pSe2xlLpVlB/DgDhDcMa9yXV7nxx8P9F7Gz6O2VrrUuHbLeTEj4Z1vyZHrcLIt+YGX8RFn8rKiT4/pPVFCTML5JOzZ928zBq9zAbPIj59nlAhEeEZDFk6+Ol389Knocc8UHqRbesCdD/T8gGmubjhgrsRN8kdThImd6TFwRTSYBlMzk3A3Vl1Y360trsim3oQR4V+vruAmVXFTNRkDaQkSu1E0tHSwTGYMWIFd4eE4kwqsJ1F4sUIyAd7sfAljfjxFuO7URXRxNhua1x4jQutMYRXGA/WJUaOFAx0zseWsI3W1i2O/1B1EpU4MSwVFKIrj8T4B+CHGbKOBvtLLNkow2dtSsSSSw+oswZztNiKlPNikmVolMyTG3gAcSzysHJYHn5Nt8pJ1EugqJdErB5y1mQBc5l2y0K/0lZlyr1M8wf0bHIatqoI2+fLxMqHMXf1z2vbgdKkes1RD9aZKuV1ql3MMJBps3SPdBDy+pDmBnTbsZUp3CAdzaowoZhutMuSKdZauvhPzSVtVhRzrcYPGb0RS1DfuNGe88AhRRJ/3p6CDhFbPLESkQd3e6a7/SFTiIisMeT23on+6sEtf3bx7Eg0L4+KZA/ueCO73xgUtaqVAXfdD7+cB4+/uz2WxQ0KZaKow4kzeOHnlJcMNU/E+6sYdIOEJXHkbpeml8c1uiSmBDLTnuqynNwJtpPaW8omzI29xcSz9Muhp6YYKZe3Lxopl933zlIxIY17DLzhCXShVfqgK9g02RttokeauuY60evSBe89GylTh/bn/X1BZT0uW7qE4wta//fvv3z91SV/UJU36L001yN/UDKq3AWdd72E3xJJrN27ct7clK29TpUnNOad6VQVIz7tfDcZvkrxCO+0nDXiXy2VmMSO6WWTsvJRF4oxW1UKsATp7irZtq3TbWmMg7mko1UDuu3YB7tCZFsaI08lDZaEWOg7XJnAuxJW782Ud4h60ExD7gm9OlNjFU/cppqVPma6ykqRridHYDfw1XOwozAOZuJsUA4zxUjluBDGkGk7Uh5ge7gHafmDkMdA4Bh2XcOAwDiYyMXDYIe+eBYsgbzLjuCxvMCT/UKTvXAk5DaFNS+bcjucL3dI8pQ47lCWiFnR93sQUe4xNy4z8yByxWrKhSIEU+PwYdtmrar4EkkmE23bF/Gte0gDduhvG74+cqqjxOT1iQUmiie6JDGrOFv+sOS/sccZWauwwfTfJ7rwEpO8MJ3U0LlQTNGOh7Z9Xo8kigy79+mI127y6qqq72Mw2JDYyCYuwY1oSdQmDXVPFJj3sBHdY1U78rXNSjX2UL7nu5zv76MTaJxJvMh4jkf7m5MyVBwsWDrcoJMdBp90zBXeJmyOn9S5t01jKh38rU/DtPVbQkdXLaKEbu7psQBlPoE+fIxekIrWX3u6mIFUmVWj6AhFnYpayZkhEUeTpxTYsZX9iydI13vyzT1qf4gdLY5gJsAhTMaZ1xfHOviCWQjcIrtg17fIfrFTkdTRkAZcGAZMEQfMkw7Z1UPgixoX/u3KqZu78shRnInNykKpVqapK3F9ZNXhWiGNKC9+EoMd+VtLPUsYtARGnkbixdg6zhrJ2D2T5tnfU8QW5EAgOpuIn6MuRLUAqsJKt27v1KU2bZ1uS2MczCUdLR3Qbcc+2h+i2xIZeS5psCZhwBCR+SYdMek9Hm/BNYwOdou70KyLBsLprGdyJts2nbb6Qvu0JYQdnJ2nZ8OOfflwWCLjYDLOfpXWKNmhSKYC8pm2HRn4YI+4B+UbTPQyaxP5REyTHmpDYBxM5OLhsENfPRuWwsjzOJZEO3aIA7ZJh4zqRQ2mvGGL9oVf7/D8HKZVUG1ji9k1TWeAObeAVYp4s+v7U2nW6wqV4oaM709liR0u599nLYkvfethASd0WQnzAi8GPXJw0YBLmjTR7vkuRNePwO9cVdxvD7GBJ2P9wO+fPn/b02tIndt4b3ZhiCJzhk43DLjHMLSpEQC7bVO7QSAoDOFUioJIi488Ysf+1pTRx87Abeiau92DyCJn3kT6+3prRbjs7bL3lSmEAL5brXS4P552xvsrsWK+P1ITXPslqnnGNtkNgyF06N3mYvL82ebOnNV8slPzRIgW93u05LNcoGSPZ7qc0CUBJekeY4+6nPKp7WSD8TEDesipiUBI7M6nQ0ZzM/oDRWSU89SfwAGx00QWzHUSGQ1c6xuHrH81cFGMta16UI0LonIFwdX1lPH2PXogVYN05QKHeGHH2zLwu9lFiIPFSld3Z2E32qL59CbLn/amGPCBHipXGeamIFTnIOOEkIwsz6QB84XBB+OAsON18OTxjFsZfWeMIESiC1WCrjL45m1bN2qhKyYXSiFSgo4IsB+LA6K8fdSffRnQ/oVpPyDCEN6N/B9AUkWC07GfGlB+eQn0U7yOzvTtaiPRX9J492+xjhttkjMZ5W6Fm5j+lxcKIkgsCR6XRALUsBqzcklvOzwrkTQXO9I/eCTDLKYtDii7fl7MBwcDeQyTCS7raZg4QdPYK37rA6w4l4xAIcHTaYIXISs3gDqdT1D3SkKlXTL2vLyTXBGKs00nyawVj8l6ebnTCEjUXODB7kYN1A97XTX6GSktYFCzIIR7mmpAbOIc3SyqecEch7YAxAY8mwMtckfPG4fVBEyGrX7w97opEFicGqJ+eKIPUzYiSAIgz+Q8qC7q4igthGudOnjJOHYgEki7wD87HRYM25/8WggLmj9DmLem8b5nhcH5tm5YAMIVGYUD9AUJ1wWOLh9woatffSwUBXXSE+tGpU8NIX+llosbo1w2vDJdbARsQ7GRGRC0evsjOjEChGU/VfA9bE0t6gIPbE2/fVpvq89f//mSrUliZL4+xt9sa1qvN4i28cNlF8WDeipeduk5txqF6u0oIu8GNw9HF+YtXZAi0uJMl+7TFlwl9GlXg+EQeAHeqE7w1oUNLOxA3hOkBHYg732bCWArzQsHWJg2hUX9AF6yNFHtPH/zd8NuJzxu1bHGEmCGwK7bHc52Xzv8w8wLHtB2bwLPPtK308GGOPsPR2Oprp63/3WciivfIUx9jj4+sMBapLd2KasG4V1s01t+HeJ1KVMnvzTDQGQ80eVsAmK1hmIWT3Q524eR+LvfhZnPVWrwyEVRQDzAApYDT3TJq/xzg0IHq/dElxw8jVOg9wsKnPMe8I2Q4NnIYaSFLFRSKgy97nGqqmRvgkpy1lB0l0ay27QdicqmyRv92Z1nKkJo2xQvqJG8TOtdTskg61p4Qfu7sU0XT4vMM0KbnezRSADe73HCbHxTUQfv1MWJ0nBjbj4gumCWI8Ch6NgzGm9Mm4Z5NvRISJEP3D/xbPkJK7sPxgFhaTDBHqda9ID2cFsDi5Co7ehEra9VBEpaRSWfKNPWqbBfjAPKLq/F7otxQJmzFrvVj7xJ6YgpPFHO9WLFEOHFZo+6SELFxWiMrULK9iLvhpstGENb/FiMKFgJ12MxmEaEAJgojJpWgpkqsw19ZRa00No23U7MxGqc03GBo+znOkcxTsnwdNmy5T24N+jFm6jtUNA0hiGTfBOQM9qkoGyBECR2dF2XM+Z7Xcxk8rGHQdHa3dJH3J90yA6uuK5o/pJwHR+wQB4ZCwmpSpn/tk3R3IzfcVvIVb+ZwPl6duHuxjZdPBVHutxSisQ7Cyar0x5VX95HM+GrpxJG2AN04IoaJVhvuJ52jdPhrt7RncvK/8173w4eWk90Kc21vI4eK090OSFsoNQ/02U+8W/QElOH68/yGhZAgXNfnqta09wTjvngC+GzD0wPbTK21y1u2NgkO0S8tl21IHEXsiFZy9jmhLQWtMRtnXBLZBxMJh2t2/mLnTbm1rGrgnzhGduY757pcsoPO2tclzIz54UObJF1yZTl06ZK0Gimbby6ZIjkHgOEQKw2EajUgVn1MCAvDqZxyBA/XYX4rSz8Q1P9J9WCP4wwjZqV903GYQoVBvEizsDtDmkBPDWQuj0DTs+La4biL5wkXHAHyRvwcGNolajDSRJORIfX7B4kpvB+j5Xp3MpzuMri/POyXAc0rTtZvfR47hGTm3w0WCnqcRKFA/ie6YPn70xNw0qe7CAL6XJzUsSfTdvcrsGr3zjJxRn0EH+2F7OI60S/v7XKUuHP8/gyffd71GWzY15dZym8c28rQ/NLRA+6TFhN6WShucNZVBm6vcIelW9QvAeTrBZOhJYwKAwcrrEnDmhoaeLqnTW76Z526K3Hstntxj0yPsie6YFUMZAXrArBECyMQmDnHwfrlK7uin4s9img3VJCcmlTph7D0cPVFkbF1LYjAhplX1tOScxvYfC5yFQdroDH1pVw1xOWWqeMx+UDvB0kEGxPvrbYjBZCKl6P8QSGKcHHjI7ANCNvyxLct6OkVKa39mjVJepRBS++ucsJXY+iJ+XNXWiBOV2gUTCFxJIhIIZlHpudg3gYdufTIZfd5NJ0UofsId7R0WXBKRK37TI3BryawEVxxqu7sa9tGFc1uN3hdH+1SxdAvTC4v7kzgyTbpUqHm/OqM/6qM+5CGL/qjDsb9KozjhLmVWc8Auv/8Drj72Kl+8vvX9bG//74t4//+em/P/3tmzXuvW11r0P/OvT/Lx36l8L2Utj+XRS2NGFVsljP4sy0NrGGTFLyvGnSeCCOMUsMNRddbGY77rbSvY760VIb8iJPIvFSdGiKxqZHyfkhdI3sphbNgfj6fg+pqOJlfrUe9HHY43LQWtuyE7eYtd7gh6wZIi5ErIVa3CnJyxnrLlGXf/qcLBVXJnWyT1KbbkYL3P0uJ/wTsKYH/Z4jiQaoB40rVtk2NYVkToO2Z6ffHXhU8QJomIxI4oCD4gyNcTCXhCvSY14ZKr5S3C2Lw1vSNCXo7m8T/XwU74WAhqFNg12aaJdSYvnbPsAWnYlfO+5l+WsJjIOJHG2ROFkxQu1Rr4VAY5p7GnhfuMegfhtWVoqBrjnTZC8NPgyJwurODoMd+uJZsARGnsbxRWf4IDKzpCPm9IzUBdViEaPuireil8emfs6KRpeoyTA2AkgVRX/uQULhBHnGfmyL3AmE7Fo5MHWeSB+bZ02J2UzI2c3wF9wP4NFQ3Xz6wqrQutteKmGDyIopnYAjr2oIFjGUme1XxG51dzdUgiCVSBGMuzZtR7JjXQTkabmRI2hvtk2pmCnyegkUinXKGLvvxQFdxwth+TAytyZseupkrXLhJHBcXiNojoh5UONK27TMB12TpVCSzPka2s/FAVnHazg3LTTVecnkMiRqOxIwi1YN3w547eV8zQFvxEjmc5GpuroI9muRaXLYqHC9pDh6Ol2vW7JUfGFIiRBfGiyEUij+Z7heTJPBNJrhFJSABi1BznKUYDvst9UsbpJcwwoad3+/TG6s8aO0eXtjjxOaxPcMoCT3e9DCjjzcGAAtHu6AjFnZEjFpuF7kzU5HnHWPMedTF/3EEE5T5jeAaVMMZzraxaAgXWPO3cCX9klCQW+xAnc43VfTxbi2CyzKaFcZW8suUzralpNbC0JVCWaGQ4PQIL3Mva6RCQ2KoIHryBo1nj+AsGwY6TcIWIv4+UaJSuvqobBulUrEr7KlgurT5k3bHUeSVbzl1ah+FHoG6t3tDkTSIFoMQ/kXVsUW1sTs/COv0uUtYT1MymAO7k9435jtj8wj6Yghfxocnh8Hv/NKyu5q+9NJ2Vgt6+dJyl7O1+KVlP1tjb599GdJygbWfiVld2vo/8tJ2f/2EETfNfX4XzBd90eiaL2gmI7Jugd1828HA3iWb/uvhdn4yp7vT8L/N7LnX8nwP1ky/Im05c25dYf8a0Nunh7afwfQ1J8nzvrz//7lFxng86ePf5Jw609/+8/HdOR37x1qvcpaQHUvxQctmJJa3p7tEVLcvLlj0zRRxT18JCmsv7beC16gKHdYv+dHllJRrvs9iKh7c8rBL8bOHWYf92BC+K3bHSQ5rtyi6Zkei9tjsNBPdfHpkn9HLOr7XU4WeEDXEz2QTTwuK+0mD0hG6s1JcY+zlWOquMe9syPG3G/xNFfZrja3x4iHnumCdL1SBYxC+EoVGNix/1VTBV5pXq80L6D23zrN6738vZtzzb451gfE9Puvf//D9UfGkuZvQKhvfmSsrzd0STm2vnmhJA3/Wlumpi77HpU5a3HsxG3dYwJ3XJoIbkGpH5K7G/Vrk1gffNTaHXlxMI00WAtjtikgm5pFwkjUdmS2gV3hHgOzDaZqoQ6BSsSOtDiYQjpaNNTIdrTSrpBDEbSJxBgcdgV4gl9ggl/SkBn9cjWwwqdWa1AmvoPV2uNdNib7bDswJsfTJRUGQFgTK6asMdnzbA/kAncZHTSMuUoD0ZBYNOxojIO5XGTc3dgXmXdHY+SpOOLhO5ZbknJ1Eewo07KVqD3i4hgJkDusRFVw5AfFEzTSeNECuD1HRpGR+hEMZYsSPaJCwloQYymkHoapVJjRe9LLTDH263/dwtmpiPVDPomDXXqwgi1RT7kGU6EItygpcLgWeZBPVmas9jaAasKHn8D1YZTbzLFTEndAAUON4sRTJksWxz5S7JRUyMbtmJI+irpxOfZ7sQePrlPCCyTHelLDWH3Xu93YSkIqT0yUkZPXA7nALZYLl6POZYEUG+bMpNM2uR8F34wSN4ChxXXpfTsVrX1AIuZ4Engv6WMYiyq5PhH3IzaKIssrUyRgijyzPM9UvxReGiUSYCiXPB3U1s0oXaQNT5RpU8KLhg4ZwpeMhNezZ6X9Yqdi6W4LjUdcNId6o2LR2iWaXGZqpW5vifWcncQJLVpWqN/IkaAO48riAV+34icFdi5xoTNl2o7ULIl7wvoLYuHD0LHMT8DdF+OAsqtL8Uhnwfi1GkjE2TZNODBrHwd7dJkrdl+0VOCGSBsdKsOHccCvFw9VrRGtQeeH6tEJExWljTIVIzmRv9+h2n2xU7FsbjylYuX7ArradztUdV6oiliTOr+gvbRgAtC/+6FqKdKLtskdC0SsbI9XxHc7U60Wzi2TqxhknG37/mdq90VLBe6HtCFTfKczNYdAxdFOz9S8XvPbIe92Jinliyp8MGk4gUY3hCcqAp/ncKIGz5KtjdYu41/vVKSkVYS7sjFrOvBGRV5IAc3rN/zM9znVjnauVDRKHLJtnYqJU4dSYzU45RljrogK88VORem6jFIxkXhOIX8AFVRSmVH7e7jC/aVYn1QFTrZsUkMiYiCPwaqEIkSyOJ079/RnSUYXEhHB0TfChwtyha2S3e/7SdPK+xOtUn6bYOT4mQxzMAmBGxXT3He2UzGZJMf+RAtar6fbaczjMVHbTZOs/OWXX//66+d1tK9/Pgb8Q0x/fvxnxzyye9aWMXXyTNa0St6cc1nT8I25NlDFSdu2u7xZQC5wV1wQ0/aDGxGl9iuyE7GeUsqXXPLg7o7KZduNtfKGf2PlQJ6IJsIOV2J0d6/sijnhJcxkVDVtR1RM7GAQeycQUdc1zRmJmMlUuiPs6krUNnNiulQmhTembdO7O9IB323RdYXOftFQgVfg7piEARtG5tbDq9u1Z0lI9b3z+MhHvnkcH30INWXiVJbCuCnf7UTuPmjMRwEfIwI6/c86kQ9zOogFMVByytzgifrdTmRYp0M+4NSxpNSnWiih5rudyFBnuuwe7Ag0aNP3P4/2e5aEOKDhXY7jql70hfymZ83zlog2VsUFkOikx0jbQTVD7NHAg3OYNbS4K5+o/4ZIscZZoJh8CsQYTSQEsuZLcDMQkDPiKOWqylsnQfCwvBDMFKhoN3VhG+HChso4wG9b1VdEBsu1kbs8r+97zDTNBdOJRu6EmpGKHiRljLazvhP66jV91WxUrG+RBBpzjh346NBo2/TaMkbbUJGKQo9hqbmJumqetGppf8EwJzuHp62yHLxhKVWsuEOAWKkbAlRNmwmXw7Zp8nClxUyZq5OnddGLexx2X4wDytJgihsV6+9muJpSmelQmrZDbXEi9m4mNLFTYcMVw+CLcUDZ9bWwX4yGMrRvjNbCrn4c7FI65AuHsURXBVyQC4w1cRVeydXAjAXb9k9gLPvFOKAsDab43RmrSv4SmKzqqm9E2FLb9v0Za/fFOKDMW4t/DmNl47O7ylg1N0yEqSIq8Alh2r4/X+2+GJmwNJjg92erVVJENNKniWS3bfsnsJX9YhxQ5q3FP4WtBK4VokJTPEU9XZ+cCA0ZWmA3ovgf8IzGAeypaBCENtCw1CAp5I2xVwWPGIkomAeX5GGFiAdJR9MNrSe2QPu9TgLBqiwa/NBZqlCcSVo1vIAsVcsZkF8LWDLuAYGACt66zwmsNmlgok4rsVRwXNsO424nMg7LIxEtJhKfi3Wbdl+MSlnCM167l/KQisaYhqvQbkSFtikVkXJ2ZZMwEP4CS9gvxgFl3lpIyTmUNGJQB/OwHI4TDDm7+tHsEuJg2PPfj2hmlMw4AKBlQeFlkXCR+ESFNNk/rtXu1D8eycodjRBVrwMj5aT1nYMx0g/sEXcxxcqDYRPrI4SpMG12MekKE6wfEtvpJOl398W+FgtBoAm1FalIGtBlJR4Bn/bwt8OlaARBG+XGoQ1J5IFJOepTt6sUWSNNzBlbXKG37mM/ExZAKeJSrBxKt3leyDKWStSI9a5T1BOd4pF8C+9BceagqvrAu8BrsCr0lb0A0PGfat5CjQ6pYBQ4ifqbK1IRmTlXmZpJ9lYtMNmpcMJghS8DGKLu/r5lN+E8TrEbEA67cAhz1FDBqG1sPk2Mzd5MTeruNw1kw031LGBNEJfwVfWAgRkYcemJumo4xCOZcPqEb07E6MTFBIQfMETl4YoEA0wqC+EnytmYUXasGvFZsFMiRG8R8AluxihBGMipWUXwTnagGF215OxvyCo7MDLjkX2M58W0qRgdULGKVkx6SOnkPomEj/oQabgdkRP+RR3YxJzeJ4234zSuIJpeuh38GJGLe3SrTaguXVMRBkKUEPlWgYlWBxFzGD119JYISETdDvghEYGSBwQKbkbODIyQKJc5gmrIJmFRhJQyhJugjEvdVNsf+ARiNJAuWMohYniKnP7OMoZqjIWVpcPwfFGOfH33EWE+uAVR697pf11F48CzndqWqO3im7a/da5qmqIcY4EJUaLpITUX8jyPNc3GBoKwnDCiPBSouPHMmOSS/kplF+LEik2MhN7zeG37rq4l8kNKwGaJiqyqQqeifqAjqfkLFyVkWIqGdP//7H3rmuS2re3T5OfuT7xKfJyJPYn9Hcf2mZnsxG9/hJoWCa1FgVJ1uXqSM/kTm26oQBIEQVwWKgeZkhH0mPZcIUR+iCor6fxTTv+ib5whYJesDemmpPyTynWF+UZyeS/2C3/dDUx6khJkfMktPQMis5tBQleoISX/z3a2rGKPTjwB6sKofNfPsJpqWGQe5kTppWrMcHag3S9uIOz97VYrieBb9S9WLkLHmiovA7/TxPuRmiJrSfSdd9hqcE+odtNM0AAnZFP/YuWiUA2kcIs4X/LMm+k1GF9Q94u3chAT9y0lwre1326bxkTHrpRWTsiE95SmKWptEORcd4xwBOZAb9KubLqFyjEecAMFwH30ERQ/BOYlSS8PSCguLgYDHEkZWygwHqmYQ31dFWnFBt0e2thi58hO3JhJQvF4V0huInpobhA+yASbspIHY+emqmyAmiDAqRmSSIBSKL4L9D5Kok8Gv5/UiWVTN0kGhMeFWC98tCEloaLgQqx6DRSkX5ojoQqhvF5N9IGEWFFMwsH5zKfHLfQMkLQBuGmlowHmtQhsO+5fdqPcGjFTkAcxU/B2EeMCEZQlKRJ8puIC82B8yQNrUNU1c+mlL6zMAhQS32SWDlNiDvhIfyuoaj/9/PGXH7+OnoI3kEV3j8FQk32GMtnFg88LxJwp1gd1sjJ4FtVc8F6K61xdp5Ab3EKIlnAQdCVbxdqCFGYK4uqRKDOiT+NsEnT92uiHiJ4f32rsgTgzu89umz8Cmtnx5zvzCJ3lUKGZ70gz3zDSzHeUMFjSR6GEdZTDGCVMjloBuW3Xj1YPC4XZH4UStvv2SfHd8eg7czFUxONQwuRFiJ09zIuPCQRx0LopO7dYBiwBvFsv/wZT0DS+GVvq8/pb05ePn/7x868fvkgF1HtYVaEVu70OLPblIDnO4FkJnQh3wTdA/W57PhduOOcA8J8Oy0IJwqtRjYhD69AE73cNCvpKGEOv4V22AwCJ48mRQ0KRCvpioezkFCg/bT1UdqWH5wYyjkOEbaihA1EwaFGuhFdCqZ8axD/aj9UHDCWJy/MFFexUqG/LTSHgzTDsd+4TQfaIgwhD6Qyo4eJEIuBi5GbncR4gvcj7DxV2pylTofI3Acil+zFxjroAX5iuXslLgzPoKVtzPdroVnSpAZI0BmLLfQg09srBcYum1xtna9HkN3/z1qGpDtgNmhS3J/ozMYPYnym1jW0kA+UiWEkUoVoIr/NWW4ULGykPQHYRXVQuuYHrWip/0Z694eRSmMy1ELNrsoQoESJzWMzlRp3gfKccRKLyWGiqiqCVkLfaw8pEKBTkkqOezaxkOdjYuPZ2sinwPFNxndNKqHqrJlZ586AmZfeDvjGGVfU3xQRLsVqQ+MaYPVVP52m0GZFyzGUzuvF3NBAj2bWRtyJWPg9ZcHzxiFB2TgZBl0S6eqKnOF8cdi5bP02v//XA8uFMlLQpD26M6CwcVlrgaHZUCiTW2xRD2+oZSnW7K8c6lSw/q/EKdURerSkraUH65UUksFNTJR2h4FU/9cpalYZrQofFnBH7c8Saj3PIwMwvSglZEAOJpb5we+JIFYWrvZdtU2OKVAggCSAo9G1IWXwLXEhLIp9XmYdpae3HfOMJEcxkWVD7ibrFVGmnLhF9EQzMzilz2s00EwC4SAIWkcnVgwmUckVNeDPHeZDtcJM9yhMsWEcgoo4Vrk4ebGj4rWP17qxMFLvjmTLpGoXtyAmc9hkCyfA6FDvWqkObRuQabXYJrNh4tqFB4TR7NaG96ijeJZ9GCZJ9QhdoHCVuSWQQVUkhmEpfKMHTrWoqoh0RCmEz3oTYlJ6ZeuuuVgQ93TI93eTIFBRgQby8/HjL/Hib27Xe1gBLvJZAYat5Inyn1YwZJM+Vhr/TPAczvNwC4zF2jBjBhER8qXm7YY5kwL/A9DvZnCFQ9DkmBCVa1UcCJbaKiV36IgcMFLlcoti6iUF45GJFEy40KWm/f/ryFksm0+1ts3+zflAFq0eWNr9w/SKlssgQbt8ojeGWMU8cdPIHVRG5YgFTk1GHyJNo8PtccCpGKUEw+om8P2nC7luCKYcIx26EtS05lvQU8Z33kKf3kIaP28yBTFrsxGvId15DreBw90RGH5DYgHifrMoNCypcu56MrcDsx9tbgLhQzeqrPcBpAKLkHeyGW499GQokOSNF/ImLVO+6dq3M9Cq6GQnIxDJ6I0vNCKVFR/bJSVp053bF96kwhlaqLEW2TSPnOUXcuc77cOKOpdHT9SKbRFZiGPhGVfZyM88WNpUXNJVFCMlXIA5L9hWMjOWFjeVCtcO37HDYiyXR+ZwdZYasd6yNwnILN6GvQDanIw0IwsM9PVe11VGTg2d6fKGTmRCD5XYk8MWUqP5N1Db6CeKo+s0xoObtwiNRTIwIGdhbgr9PF6Vx0UqT5b0TshSoOkHgHfJarptnRffnQl2+rlN4u4VFh6vrFAKAZYX9Y6sA3+axoAK2ou+CdrL3tqQM1wgCYxNFrt6rfoqMaw+2OwkWe2+YpcsEJQ26JWVwSs0Zy6W/Jzl8T3L4r0xy+J6k9j1J7f+3JLWnJLiE0ktw+fLxwy9ffvrXhy8//LT+h398+PXD3z/+4+Ov0iTth99+/fybfGX6/I8fvhKe68mc/eu7+c2ZLy7j1WleZTPViF+6yrhSxKHP0rrKit8evOdusk7zm8y+zckRfoebFr7J2ljfzFFF3ndTSBqN1UbNN1aPKI7Daa9naAunzRhOm8+F0xQTZ3IUgp2jLe2aKL0NSf70OWkuzkxqsE9lQQjMOygG0iPufoA4YxKug2N00KZN9DnxVKu6OxT1oDhywtIpBb71pw+UQK9yDoFtdlMJnTUhlfVmw4l0pXE5drbHhmOSnBgsGVX+0VYnmWhn0J3oyK88ULO7j57UtTvmfGcSxp6UmcKyIkmscgd9lGlDmIILuKgyFwFJUez5wVC47G4g9aDnRwKPR9RRXlvvJnPU0A6YPP3C1f0mtmNkOz8lfwdcbjFQqwk11M4nBnZ8J7CUBmE9/Vs1tkGILckTtEPiDKnM6ON5eTHkMLiWWfMqDdOL4eCKYNYUE4c6E5TlPI+QLOdWdb9JQiSAVL3Jm6U9NZfVZqGvgg1i1IaODhnhACjE5GboM4qy/rFtN1JrTXhWGnY/55Gn4+lryfMkngFG7jpHEr8zn3SFGwzfYkZYtK/GqgLIdNdJMB/z3Marx8mXpdMvmNcvO8r3mSN2DJwHOQKZ/WXruQ18lLE6Xf2UZ37Ozl7/lmeODOFRS+15Q8LR/tvigy+EMriW10XAVlCSBAW3hxpqjjFCOVgf1ZibIznX1jWnvvtKUMwCmhywL+NlgoyQ+GBZF2yodZlgwNJ69VfYkHsJcFlJK3jK/Vo41Ltwy0GpC0epVDsdjsTqklQKWJHFvfSfAXVcJrLe1VArFqdK/9RKKM7JpP7sqe2ZAxVMXyYY7aciqcc0U4y0t5+ZPI1qkcLBfgyuKOhTMw9AFOWWBlnsAGkEUjHtwy2yuHBb2zIwNfWPtd/fDLuGHEEJMImBjNcHSwLrZh2yWmwvBK6YNmTQ/t9PCK91+e+RIRKm0rAfNmFaCB9PDdUFUbP3vEZnN0T/mK8scYe3TuclrkebCVaF5fFbKV788tunD39//ctn1yz69V067dNg14vNzuUWCDJCIFpm6nApWFXYlrB9vJlXkVp9NsSmIxakkzBila2qj/CgZu4VkJU9srGQCbFtffxM5m3kZk8dy9w80WtRxrCCcv04OgMytwKcJ8iRuVDj4MGD2UYGLszcKklPuDAFG8yKRamvVRcmAAs9Y1LrStZ3/Rm/rB9iogUGLpw7mGgL9/QWHy6GzVQ7zWpL+TwIg8mRo25HheoZXFnaa7jyMNMxdILljIl7bewwTSsRXJ9X3Wd1+mB1TbvOL/rGGeIx31o4mUvhpZiWaqoy9edZrw/OmfOZa+ykQZRHLvzdFUf3Cq68Bmum8BnBnSwHk/7a0fl90qRq8u8JFTONkolFPKjKs5MmIOigYMvlmfZ+vQuwnkWuo0GqIEcWpNAG3e6723ZjIRKerr4kAw6dMMZ7l/oyyvVb2aUWkK6l+atzjCcoMxjvOpQw37KMaoIw8Oo1Qlk9wYFKweeJVnDmQvC5GiOHv9/AcnVhJvqMfKcZq9gCYFPIFYEXehii2wdOg57mBstqyNFq6SDs6Jwa3nBoQztV+owDr7g9c+CRxZ79ibXl0gGE0PM0npjDj+tVmuDGmUeZsWJ/4uvxZgAAB3Ord2lP9pqc6avwYCn1XKsTDhmoUOM7A5haHc6cZzQ7gqGeHaXCrEODbovrfIkFSfbBXfA9CA0sBJP0T6yCKpvxZFhAjJkcqSFeV+0ubdGb0nKodkltmhjY1DxbdsQOJM6Z+s3e0ooxJr2uImZ5SxsZWMX1DT3hiV8GLQJkFTEP8raKmOjeUzqFQx2l6aGAQ4eXz9zqG+rlQ71mb7j1xAAW9IkfAxmorY0MAxKftHLVYO+5W4aY/wtuw4IneqZ4iaQGWw069Idf96DV/Rxy3e4YfWO5iOvG0X6nIAea2QvrdrN5B60EJu6EMrX2O/YrJJAiuhUx0StkVN4uzx40Xm5ijcFC1aFJczF3uMANlLUY+iTQfpDjjamfrtM83Ek5GjExkSCLTMTTcUN5xuwjymPfjls4tWd9zyFaiZsyVWY/yrczsVQ7TFwoC7U6epBfp2RCJCocuRP9iH6lb9apo/11b/bpqI+9o0untDqoRzh0Crc8u2XsoC0jbzrSYo/y53TqzaSLM/WNlg4spMQe5dAR9OWAXAhSILq24kStDx7n0LlVjKJlJ4XqqEuTCpr9Bzh0bthWVzJETYeO/to7OnRkE6r37QEOHcn/o9tcRXSaCHrKXnuQQ8eFmdqOC+ozOhT1Dfvn+XM69/jInePCRBa1C5lKN510uMWL7DH+nBt4GbIQMwPMx/aOfLBL55Y1isosRm7ts64CsfAYl45IEkKFiCRhtVZHkr5dj45i9iEOHUm0I6PTv6D1PnUcbw/y50yRmyFMjhDR3DQRNtOjPDoT58vJWCTLeyJQtkd5dKR7I3ZjkE4mtArsBH6US8d57nnklpYVbCjex3t0yoK9PcYOnXV7CqqcKXArYtWv5dEOHceObFlDVHodjfMYd44LrQNa03kL93VTVasPduiIAYnJYjeoTvRLRG6X/hCHzu7D2x6MHDrCIb1DVMdNbXxjTsGDHDpi6ztcuAZBbT9CHubPcTP3HHOePfxyI2AG6sP8OVNg42E93dg6VSuJP9Wds0oUIEEM3TnrASOcMBU4aKmPCH/7IF9Or5V4YpinQEl2D3LmrPuA8TSFptTcgi09/5t35mgH3dsTdBbCTXiP/JzSHH6P8OYIeC/6pDPdPvKcIw32IF/O+tJClMbYkuFqHdPc3hMPd+SkdoJrAUTBiEpOhK/2OCfOPNHhk3Q8OHzr1YqNp79lD868XEleGThw1Mfe0X8zK/TXB7hvZu7rMDtCGl61OYKkPsh3kx2VPqVEnkN9mf55npvOlT3y3Ky8ou2c1ZOirQKWwz7IbZMXKsGU9El4i68vXAykPchnI3cq6K28EDzxKhj0+49x2KziU+DySJlAmmMhfJFv112jpPAR7poYKN8uKFDpdr2SS+0xzhppo464fJ22JdyO+EGemmYkNISfGhaqP68Awh/rpfGZfn7pQf+iW/dBHhrp9O33vy/PeNAPPfX6eP/MegLK3nwd+mckz4KXj/q9cKv3Bzln1uXD3LX1PGFVcWf5HuSbSVxEJ5XqeDvPzQZ8rGMmM3L1KvGo3teTikXdD/HK6O++WmhDp8zMr4m80HnPnBDwII9MqjiX7UIKFBXuviUe5Y+J3HI8ZHpGi8bvAK4/xBkj7X47SpfwounO+ZMya75jN37HbvyO3WhN9Dt243fsxq4m/O/FbszLXAvfVH2vLMH6gx9+/UG+8sP6Hz59+PpHp6p9S9jMzK/TOlHt+/nD/7aZH5X+SjOxfZGQeYe5QtgRly4xx8Zq4+DELSYuDxsyHm4xzTD9oMJbUd20NtvGTdTGUY0deNJVKOocyS0te09Rai+YgyxxFXU7IunltlNd07o4mE6lx2ppPXUbkdZxiGMf8jAMo35uW2SdYlWN2NbmbVMYq0WPYFL6nLV34zxQ79lzUHGWRm0gJHqsvV1n6t+UsiOPdAwDO3b3g5WJuVn4lYlI/tHoFsIGilNmUR1IkfBQ9qHpIUnOL4A+N5LupYSWIHpEQnm4rvbtqMnXob2ya8hVjW2rszu0m5jrw72JOekRyG/W3z7QU8S25tHzVEJnSVitvtWsY4W+px3uj30BlIkxxWSStDmONwcvA0G2QS1iXwa7r569EXbs+c40jI25OVxYnNBfpca6fHc2hSjIRzRR6A7vWrxsd6x5nsFJ4Yc7dyj4eOdqzo/vXL37ML8/QlcUT5py8i8//PaLNICfvv7/7WN/WX9x+usPH/+qvyl/++GX33/6IJbd7f+/nraXsofJOTKfZtc8WXW50gDzaBZQPHS/uZnef1HVl7ab0FHzr5wyWVU5V1yII/kSlxYKWIhcbC1qDW/C9vV2Ey4BsaNizKNyawnOYG5K5rMZl4ncSqGUFtjaaFU5ar0J29jRe2QuFO7J6y+icbTbbdf5xY2L0qrO2lqQWJyU508fBRzoo/r39f2x/cvXx8MJ2f/b7X9nZDrPzTtcYaOWAUxnlrgpmDRZUu3QQypZvtgoKU4UEkrij4bnflqWLTZ8tJFLotzVlCJlayXpAI2RU8dwaFl6WsILM6+G2ih4G+lkpSW29Ja6FjO5PfL6yg3IhcCmBFyLeZD6kaMn50uWIDJyobe7xgdyayi9zUA37gyHcvF8PK3ULpL23v4if/f6hD7XCGGeXmtvTz+wDxshOGW2b1Y7hBOxhmdqO3w3hY1F2eMKKSzDMgWEExmwuJSWKngvgT2lDktXZiTafP+OXhfVVnM+1VwGZe1ggYAaUniBhEas7tVqgm4hnWOjkJqGZsrpLlQbIID75JmUHC8MKbSxu0SCFnAotdcpmMeRVFyblXf4ypVyhAF6QgU/rI4nlfwXaKgFpporZ3uatDTcTUNvx+Lo1znP0C0UvfGcDOApmDqRSE7g1YEjG5uXpP/35KrmE7Rw3sgyE1bBhJwmzEXcsj/6grTaX9PeNXeZwJsBEinEhKJoy8vPny92o7nOBCYwr2FzZuqOgQQddF2MqK0bhq85ves1Wb8TYOXGp3SQjHPYMIkbYPXgydwKlE85p9sHNQBuJl/RtiZnwqwSx7N4xLcy1VTP3GE3st9RWz11ddtYX4KyR8OeSVi5ZK5GqbaSUm5qrDKe+I2/m0w4WDTssDkhLArtCeNwTNS8djeV0FkTxzLgWVLCkTRekWVBNbu2VUTBO5W4fDHPvFNqTE2ZTkKsiYUnT8LuwyePw45B35mIsU+iETGZ7FbehTvVxvp+bVI0RMARTAxk7NnFDJjYSejX3J87COj5HJwBOLXUNJg1jd5zz5IRjiTxGwFR/vLxl4+/f/r4+ePXIOvHX3/8/beff730CizT64P/Aa/A79lBD8oOuoEqXc0Ockuit1LbXv1amghF6FHZQbtvH2wLh9gnRj3RcwmdRXn37KDOFo2ygwTNblk6E4V5LgSf+IDcIP3Vs0dAM+c7czA25ntm0Dnhf7fMIAii5vYyfr1LK7L9AedxIhzMkOttWu2CNtQCCK1EoaXSY8GTwKMYXff0d19XaX3eRjNsp9nzPInAS1GdFnPrK7GJR2Ce1diR8wDl4zpFrKDffdtugu7sTHC6I2hDrdlqb9rIoLiucnGmXDBVZNu+FvBTq1Q+InnCpDQfZ6Y12KkbrNpbKQbyIzAKiFtHJIxENVFoSxYcq230WD0q+lhUv4g6PtUxgqeVfUuQp0EagfmODCWn5xI6i9Jy/ZFtracCDj0sRH8+TKmaf9TbZbYfm51+IctCRaklUby7uIY6sBGGGlWs3vswwiOZXEPx2HZEWm2SKd3G6hWnfq8msfBTl5bAsvGm8rJfwbOKEYoSXaymwac/aAi1yHad19WuF/xYiSxu++wzeZQ+Suf19ze/iK116TN5VNJ2eRGf72CYVYngCQfD9OVfP/+6/t+PH75IKtGPP3/+/ZcPf7wuy5+U330+pfu/OwNQMnXspmZvyQDM0mcASz6nRL5RNdZlnHeFKR6QArhjzXemEI4W7T8wB/A/upRhLLZ3lTKIAASIxGllVuW1jZ3VC0zywMztHY++M5eTgvufm7ntXMLen+JgWexmrjO9TaSrJCy4GmounobZ30Q6UVRdOjDMhuNPf3pbbr8h9x45pTz1FNfzCJ312N4luaGQVG+JIEpgk/c21ldvwfF76jJJEvk8pri1o/E2xel3uiRWvK5ZRf5oQyO0sMbIGfswpu2B2nc2rQeqpAHJUyamOTkzMXu/wuQ4O+kqxUiMYn2hHVMw1kqm0vuYJoYSU2P1xOjTsdHqU1SvEjy1wLf+9pFqIMY1k74zmcCLUhVrIpyWnc4KNHYmY63jkx7q2LSaihPOonjqC6PHHq1md98+q2d3TPrOZEJnVR6saXN0GF6/g2RwDlNZ0P/9PppWM/IATTuniNg276RpNSdv17Szc1RicJliJEaLn1vNyFlVu8RcyytbfuLUkMkDjz1a1e6+fVbV7pj0ncmEzqo8WNf+uQ5f8XeC2RHjPEJ6UkT1beq5xXyQngRQaxVSq2mpHgtMswjeDB6EvFALhjh56k6nx+rvYzA/JE8++M4SGPdfKGSS3vC/dl780+7AVIMWVaGoIdsdKAteoxNjhRIkQOKfzuWt69N5pM//jLW8Af6evEIeyWW59ArhtTQfz1G1+TyrHDRRy23NvebZ6Lh6gGrwkpGP8EUSs4Of12N/omqQSgzI5X8ncXaltBam36xquOV0njf1/jPW8p1Ug5a9h6uGtD44Ae/v5suxEpdWzsvyVpK42hlWvrTUcKL34DpJSIuVMywFpRV/8F6KEVt5/eJbKSTIbqHU59Iw++8nGfE1r5NP16bSIRH84MV6zWjM1btJRowtU2km/P0koUB/Byy3o+PFJN9qhvi/f/jpw69/f6U8Faht4H1vDtRKL2U4aE522UKL6pD4stUR9ElcRsXEJP/3nx9+BNMko2niWx19ywQsXIEhTefMb8/VwKqf7vQFDq0HVPt0hAJi/HaYKDatx9rHZ8oYdaHsteKZb6+ME9bo+rpHiGVJsZpHi5Iw1OvZ7hOjY8IFj7V/x9HHl4aAoFcFY1m6W1FNGKvtFY+WhYM5eqzVgqnZ1I8vEAE/9XGFuFWriBzV0bpcgb6PlqWBGesNdbihORHCx61syZQWSaPEbwduwJ0XrpBYdYC54r61YG9QblzTpXTJ7tvnC+SlI7vbO6JUM8UDbZMgvMEUOB9XCI3aIwadbuLYBD9D6iatVCDHvZwqqsJWfcL0kZ1sHZkot74H+C76IGMEIE5b2uGVj8eWhVgV2UItklwYrQk6OEWiSLWHzpqs+ndvPXS2EndSorjEdaQcBTV2cPOxLBLJVWFeT7a3ZJnrGZGiswDo7hMnO+KYt++oo2lqQul3RAIRqAOjy62xqdaEtq5KjEfsE1dFrd9xuG0Zc7Q7inCmj2dGqMgT4RqO74fux1PttdouHzUblcId7PshtiZbvm0DIayvVyQVdyZTSnzHlFjNtERfdtwCqY2dPidEYnrS1h3FWpKBVdojGVilbk7E5sgqlcIqLhjrxFwPrFJn7bYUd1G3QcmbIL3Y+vC0jwd47+DHiyOYM1cCt29cle5MH6/gZEcfj80R5XmsXUSRstiVyXfl44G7dWnwiyqq84ulGlzxL/Rp1S1BGXeYGSaqyBSVpXDzUYFvJfsrtVe1tu3sj3N3ppsc4vHNC6WOylHy1ktAhBxRLJzqpvU4607gECDdzL4PhY2L9+GtFtLjUjnqNNm9DyO4ImkbQmvA4dXWkPwEAg8WOIFg7zEn1ok6wLIMubbITEpDAepJZ2HrTqIMnRMb7xF90jXSwYlMxwJNQOjjkeB7HB3Y0Onc1zrKGsodtYE0hkJJucN27Ej6JdOxKKSG7YqJsFDnayiog5c72cFrVcW1leKZroMVaam7KOprG8Wct7j4EyfV1vbMpKTbkmVWSEeaAcUTJiX+pfl8bIgXHmfVPne4u0+ZVl3dUwKIZ8Q8Y7lh3W70CHGJq5LY6rxOEpdtbfvHhPkiCjure0KUQeFy7w3k1tfcOEXqpxAgXo/p6uwe1F+1kmvJaQEwLqyuVd9u+5/NKvgdk74zmdBZFeWUDWjRrGP1iRtorM+44B8C30hBfKtmUJVvhP915JTS3PnOLMLRumFFN0o+bg3ziw2t9QQCL4TrCILvCEw4FFFLxuWk4wU7An7ykXxzt15lCJqoxnRsAO3qEAg3US55b6lV/entbMft/XHIdyBv5W4uobMmys/Yc2LWV0mgsQM15pub8YiEGF+J6IEbAqES6zHtfSXPT+QsZl4+ZFx9+2iTmHHFpO9MJnRWxXXEwrP0hCNptW6qgnUgNy+sOYeVBl8TRTUwDTS0c/B2IlWErBiKufL6022vbLDbwi1W9TwCL4eWcxbzCc9nGztQ5AqI74iEr85AvjUZq0mggce0mGP3Yj2XcLRyyHfARFXenh7fmKi6m0voLIrrCITvCE44lNNrFllyZo2rmyLZqfeQLKb26/GFFDbsQX5ZrjHpGHr1HhJ7Xj2+Ls3LqdjwSS41YtgbSAYT6zF2aWZ+prfqiM2OpX8PyWBmPcauzKwjy3nawhenD8w9JLNZgtDjCykunrERk50Dcw+JPa8eX5fm1RHlEZedA3MPyWBiPcYuzawjyiM2OwfmHpLBzHqMXZlZR5bnaROc0wfmHpJkhsB6fCHFxTM2YrJzYO4hsefV4+vSvDqiPOKyc2DuIRlMrMfYpZl1RHnEZufA3EMymFmPsSszWxezwr9vRvJkwuv3KLyZWhQLdfO9gwK5ujqrYpbpdiiS3TWgw+N1CuLq4qySneLbocgOEpiGPF6nIK7Ms7W0rMtNqLNZH9qhmCvEb5+iXKVI7Li/ThE25O6jhYOWszxxOy+KFw6LQOAXSb9fJlintA94UOl6JalVkzP1Y1uH2ImcCSfP6Qz1QGP9bUi8DZcp5mhudWflicK+KJeXDAsboYHQ+ahQa3tew0JtaBAXmlL1IJ8p35k3f95TmVSrdYLJOJ2FD3gkj8G1RkL/JQtJImmXcU4tb+nrULBzUsLyAn0RwgxhR1T7qh3w16F5EFBaVILfK0XC7prWAyS2hMQ6p2iokjk0192rcnEALYo4EVi6KelYBkHJ1JYZUy1HmgdBPdwI7t0FQl+VcCG2znDTXNMuK7KCI8T3VffXevkKYzLA+ZJHGmbnyhiGnKZIbT4zd9bNCyE7zLU392HcBhJJZlr2TthmxniTfAdDwVLNgEwXSm7L6nxtyxb2B4wjXq2bqY54eeRAC0WFxKDOnnovw5HsWPZKbp98nRNWZp5Wg2VDza5asI0MlGAzKU7owNltwvo8DtU6nQHWnaAl9BM4DOkKpMy3v4Ykh2ZVcsEX93uIsTwcv20xVuv0jYqxILx822J8bQ0vibGckP0TZKmlowf3iffUo1ke1ts5q1hDlMjbvtxQ2DmqvBTMzuJ2mQim51RTytasE39fUhXxaTk56jcuvVYtc3J9R87wYLeTfdTzVbUWoaazEUFK3ORbMr2vc8B8qjKNOsWH2r1i+/mpPVMCC4Krm4MlAXoLw5G8DLTm3mk7FLfUCk0qBl7L1a8QeK65uR8rbrF1Na6ujIWaBslfwe8/SNxywdxnW9pyaamrvn0C1ivPrQfJg8UtZ6pGy5wXpiXhz5O3XT1B/ZXZzoHkMiL3go+cNqS4x9KfRSXttNUzHfnqu9uuzIiVQvw6PN+Ocqt6dRWS14m5hM7Ro0iNHbjBqBUXUTDc+Mx1lutjEnt56LHGtyNky91cwtHKId+F3OLrEbAaYt0uuvR2kmSDREjhIjJ2maTYsZUOX3dQZCjBHK7wHRR4YliWlNz4jnwFltPtzKoD2q6IGc4sawyrU+xMPd6mGfp1gPOHKdxkN7+b40tY3kxCfF1rKPi9HaaM3dEOU6y/CBpz2A5TWjptzqAq5RXLRkm5Gnt0O8zdtw+2hfleuDhdzyV0FoWE6NntMDtbNGqHKREHrPmQiS60QW3sgQ0xd589ewp2/PnOPIzN+d4S89wBeLeWmH+5A813mv76w8e/6m8egV8VAmdeR5J5QkogGKP1Aq7V6dttyygpZSY8AAmAgKSVCAgBJDjcmHcdSrAXrUVZ+31PZbzLTH54aW5pSsLCkYBVKLHXh3SFQzPFNXitV8J5aaGBFrwI5ku6NPiPFj2ZOBIxcRxAYI4wfOLp8AiE9SCGNNfYXQtF8Gv6BlQDZv/6YMRYiGtV9bWLE4CrczimPXwrB61PpWqqmF5ACnOhS1Qe1nCHzu7F3ATJ9ZkwGpMaQkLrRskYXLNvj/ZNDppNq8TAXoI0tz1XeAxoSUiNPWrRufAjVzG1nYRlEJFadw51uEutyr9tQssZqWdRPXQ2XTCTHJTlxfRRyJZ7isolatAkAX2EDFi/jQg9KwczbINkh9rBTJ85nuqnBregCka2seaqcQyuNyl4stDGbJ0oyZ7Y91i+jv6i0kGdX1++WO45TdQala+FbwVL8qdPHz9I77+ff/3y8Zdffv77V1BJ+aNTSJKt0fvXab0BSfJ7t/Yew9+7tf+3mqbfXQuo0B/kWugohrFr4XbS/J7rptwU32rs0a6F3bdPiu+OR9+Zi6EiHuda0GBaryPJUiudv58HaAGKpLVlJLFaXymYTVtmKj6WixyUdxvqM6xMoAMC7jFba1wrwy1ZVr10IjOMGU8yBxCmkm1kHMrLxR2x9nNZIAJjbyf/+Wg3G0XVujOdtXUo0dK8fS+Xluh7di+X2q+q8ZuwxUYbeehOqs9e30gJZ8D9vVqsVqh1pUDElNWgtcPTiqaKunrnb/MMGNwvpZWBt+J8h6+IMrhsJDcVTI51CJ8xakj9vsNXzNJ7R3njaly/C9DxpYYZjhh25A4WWQcnyGr+IOSqNEHGh1+sCTTKCRQt+Q8Ij7/OcLI7igXCNVuHCmzwEglFQd6JcDMK/AJYdW3o+PxtYqy8RvhYV0NqhxEMoRTGtlkl3AJZ0UH5dopsg2LhN2VpGLrqvqrnsz4pA1nCMkQ84zk2Fbojk8gFgJnCGQiYHRyrWWXNBxpqwenQ8tlrcNo3l2a1AScA6IGgIJeGrAthB0I1h77OowrPJilTS0tRL3kCKZkc9W5WY31ZaWlFSn8OjpdKRWpO2QK2zcI+kFIIpLAwrkoZITFJ8gSYKutQQqe0b+DG2+/nqgRUtgz2cFoVf/HW7687hDbsPGNGexv5o5mEC/56aKuvTEJz9dVPqcWnuSN46arE8e6YKFFHzDBLsUS8nheEmOTmjq1NWjNFJjiVojDRgR6pseOi8G4DDh1ZBwAEJwSDxuQEby0XJAiXXGPMMIJpL5EjDslM2JDkrX2RiGyJye9CnQlurkYq8XDU/13eYnjbuNYGswmkXTe4+7lml1CQJBPS0rrWGKIo7BGVc2Oex9VIRXO3Gam730f7PNELvjTDRht09hZUd6meP+6AGtIGHetDPJS3696SGfXhtiPeXrJCCbnrEFpIaki7sT2smdxFeFfKzecNntWX2+0abbu5UE1M4Qu+dLpyrJd5AuV3u/TJqVTH+uqvNNlUFMbWdCjENrJUbKF0jesUwtV++wdomYhsJw0rTLgD37Dp7iaZazH4kViHYhOYSV2e0NcGLMo7BCGHr1IM5pQndJtemlMsrQBvW9ZaCXFwamKiJhaRodliB5mtfXqHtEm5piGaDbXl0/uNzzUb/4jnQF2Cokop33he0MLKkR7IEnDGkLeDMB8Dc5T9Kmc3WGSJOVKBQ/DkPtshaTv8uK4YxEhCWux2EOvGLHtxT2kEwNrJfpIg65Z03EK6keBAU2jL6usQxhHXIRMNIqtYcaOwo8Az9/Fwc2el1ZhiGuPQ6yIhhGmabfGYqaBUEC8BQoC49tRrTGaCPqfbiuAxnPnClaNJaJQLYCXYSj9iRbbkllo4KzfUUP9mEjfZgtxhjEguz8yZ97osHb6Br1Ng64TxvIjk4rxKNGG0O6t/B0VNIjg7LaK4OKtlGeCJ49JfJpDOMCb+Fs8JKb6ZhIhPH379/MNvP3789PW/PLufpkB6LfvVXfWnM4IvcutgFe68mWoHFzL9huTfD4DGkGKQaz9RbfB1imw7IzpcEcUI8pvSBebtuj5kEpznN9wxS2d3fkUS8Ewosw7JBD3KWAoWvEWvk0h7PlMOmDEiGTXmyvgcm+BqOI8Ak+qLpiLAtKEB+EHMNQR5AgBm/e5+x57DZKqxgFPNKhZsVkEWajPFm4UaO0mHbWzXTJEQsVUDltB4nkyxi1Q7nJcNkvvARORIwB0kxBhblRw9uMFZYfKKdDcl3O3YbG+VTTnj8ki73Z26eI4kzXPLtPx25V2phzNckuowY2CFICXfR/XM4QruyjttxeIqWNBDVM+cKEdgfcNh/o4aerTe0Z8+qUOmTE+MO0jGakcR/Vu5gBFVSnzwqJS/ca0zqc6L366oN8XwcKXTMXikU+2dXa+eZu/EGpH+ds0d+WM7r/8N1k6eqMdQbm0ga53JbKZudUyd4u3nP5st1ymIq0faOesQdlwUPDZYmATdmr9FG+edZPyaiUPK4pqF8z665pqB8z77cM2+Geqau82bhygatm1GWoPtlOsUYz1zv2HzLauZa0bNO4n3JZvmkpbR4Jev+1dMfyMT3CIQlrBFalJwncI7E0O3w9V1ioCJARCeTrXVWJ1HvtC0V4KQez0UB74VXIV52nI8ugT0A0sNe577+zmbsWpegMsE2W77QBzR35vQf85ha5DBEncoBhzu6tjupRgsW4er6xSDvRd0PkCHJ+myQfpnzHYcKI7OOvD5QfAk+pHRIe2RDDRBZynuIRnotB5jRPK9qFC9V77jFTHj3/GKrIl+xyv6XhT+DRWFv1/iwz9/+Lz+e3KS+z799ZcPP8q3fvjpw+fPP3/++rfPToUQcB0Qs7QA8HQHYqG8mWQOpjh1+CIKS6916ENFIDrN5B0kERt+DOdFFBfnJVVypn3HTN5B4iqc0dl5EcW1ec1mM6sOi5cJ1ue7iYdMLBHBtRlJJxLzQUIcXqcQKCVjFZgpIrgofcVuhNaRpMsUq1EfjVPITBGB/TptsGBq2a1XHadEEcVp/5OvpVPV/bSVpQxaTvi5VQ+e8JAtpmDInKC2RUKq97m13zCn0KrMTzmMTbxoDc3fKJ69Ty5eaZ2RgtmPSeYU9i/cuNzZgOwNU1JIeidEDw+H7cDIWJ4i9NYL3gVAxhCC+Owlqd7ds6fRRMAOL3wY73Nwv2FKCjzv3GG0lOYUsDeaUDx7m6To79KcTKU5RXSkvsNhVAfm5GE8bW3emID2b+XFvBqX1neiEdzXe/D+JQlTawF6Kng0WdeINC0FBZOePyefXy5MKdveWOnMGIji2VMSkNYL6TLJbpIKDriIcCPP2KN2XE5MCI+SfS0WBMcKxazavFkK9tl9zhYv51dk3TOrMECmNIGp/g4ncb2crxjeeLDwDsnoOhaKJ09J+l1eSOpJkKjBU4Kr/j0Oozox5w7j+ZJmecTCmzEEqLZljYuv1Lub8r5BdPMVky4spvtBVtgvNsUz9nnewElOzWk27ZdpQWShQaH47edREoqll9fTAQ1S3kMSFIjzSUmwisTKgr1W76AopptHOC50n+3P7DPWLbWq7bdfaFPA9srvcaGpp9k57f98Dl0FNjt35Vo+FFdyg6u5m2I2Qx5+mno+wqe/Df0l8wt7TOOcGpb9O/oIp6tJpc92nLhyqe99CnYbesG+DG+liACzwNoYvIpE8YydVSgZJ9YtAcIWzqk0rMFXimXzlBye2VSQYjGN94bgp7h6+rqFhht2Yt3iwFKdOB/yzl7JbzBUfasgOScK1jY5hykgaRn4lD36sVI91IcuW3gSpAQL/RwD/0IjctpZ9HyFBvzTKJ5tcnkFvXhKFiy8U2lgifA9i5kg2cltWSksBBnx1UEav8jC04NpSwOkOiULZt4XBlku/32AbuHsZc2JKJ6tSv3cWledC9YNPMdQmhaxd9YzvOGu+q9PBgisOYVEPrjrFNkEvxGOPRno3j953Xy5UCgpryJL7axTCu/vE1u5SJcCI8/nMNYWeCdd6IYNKOmZcPHfQVEhHQ8oImg6IXi2rg++tRk75QQzDWFJ5gcXVbTtJfn9PUGw+0gHavYhTD37feybV/akF8w0LRxWCQvF003AciU5Q1bdNGWmhrFZRWGvikeecsRpXW2hyYwh10inpngHS2A+v4zCotUP5TYpSITLiMz/nASr5XzsSuqoTUXB2Ug3kndIsSrnnbKO2ofyrMAP4FLeCrmeepAvBGv4WI3SrBAjTD4wSEpKYUDynEyrCyk8t4M5mBVg0L7LwXSqPcTJgznItsKil+zgmfsc//MVaJp14U0lOkVCl0pPd7blS+hZdEJG+VYIqNZa0x5cLAXfSkzynJSrC6kvwuLQGwCl5pSM95ykq3D+6Sws7puwcBIABIWY5DlJORcyBoVFM9S13lMe7oWIzd6ek3x1IerCh2SUfsVTNBclU4sipHhOovaFHBjh0Aqp3Mw9NM3f4VQ61e3m5KkcZGBFtGvuxTx5U2JBxbA/eSgHOVhoALzHoWzn5uyZPH0kPXcAiQ5gYFj/wmNWqu/2GRrPCdKEC1ZRzDZYxkSBzhvJO+RhXXkwx2Tqz6lGXhuFt/0GwgAq6a1/2HGiIv5IAqTlJ8Vvr2hp3FwO5meU8mwuXZdktguRJtW25IjkOWrzQh7b7YYz0UACxn3f5Yabwsu1C+75HLoruRp0oXJ+FT7CU7AbkPdI0tZT7DBbo+NYfHpOVrhkk6VkgkvdUlD2FO/hvpjqH5585z+bQ1Fx5YLbiLwlKH6JsNCyM0v/uyTeNFiEaejhziTPScy68F7M1U94mJgFSa8uZzuQLtmUnkiSadU7grXK4R2WLl4pRRsJxA1QLDDJO6RnlSvnPdh7JX2LeXtNXS7dAonCjM65yD/yDgKxGv+XXKJ+i0UcpmhhY6+V5OnBslQdAyflwQ46RmqDKBpikKSFMG4rif0rjDYmAvH0kFy51AQAd5dD9xikEQrr9PVIHLQ1ZfdsL7zw7LPka+bR6bjfIF2roEn5DnG/4K6UY3BwnNOvyGmXbI9CjyTYMIqBKsWZ5DmHabnmsPdmbo+jSPB7eNFWNuYL122D5H9q3pa/6H331sLPdFnfQ5I3rPrD1K0UByTPSd66UFN2c1GNroCO62yQvoUu8OjsfHdJaOz4zt4hg6tc9KUOUrhKx5f69IttuhQMGPhS15/F3KN1d/cqwkTIzljlMsrhioEO1jvkcMmyXFjFQQrXOqeMZtLz/RiCj35Bzw4SuEIgeLZ3yN9S2ucB6VuBQHnew4pTZ+bxyVuRGtkPcrfCxG7t56durft8JflwkLkVHPcaewfP53Ip6jXK23JYcPU+aVtXCq6GWVvcjfTpSVvxSlXPtZytwAnOg5St1aDIaHU+P2MrzlfSxEcJW5Fztp8flIq1xOwR2VohY8rPO+RqhXgxEGhlaq0zyhyyffZrNlxLa76Wp5UptGDnaYmx0Dm9T16RdKUqa5SlFQhT5D3OotzO/tpZNH2U1EX7HVK0fHW1PyJDK9JV/x6upXzVs7STvEFfJXw1DvKzROMynPqz07NCuJbHNMjOypxy9g7JWelSFHLgT+D2u6PUrMS5QnZmVty+966JWZeSGkZpWdWxeDorq0MxSMpynM/2DjlZ4VJAa5SS5Wq5zzteZ+ph9o1mZLmWMPmAhKyIBcDDfKwOhZ2OtTLc8xE+PR3rku01yMZyDXLjHX0SIgrX/GlP5/BaBvQoGctTCtwgFYsJBolYmZ4J75CHJdUcF7NuzKbWFbFeJ1nY0o3ld4MsLKe67Cqunp5zcznlxrJNFk4beX4KVpgqiugjMrAKZxHZCVjr71M0xE7ACoSV9h6yIA/+K6XidvoVWibPT71aLe/5imzbmVerVb50dIKhe6VjIUuO+RuBQqzvkHYV86WUVjPpKnF0ZZBz1aOwU65WfgNq0udnXMX4ci0wYOVbRQJCfo9AXSwX+iqMkq2Sp/6zg1yrHoWdahWpX9V7ZFqJJ+iar91KtFo3AdOa38EZJqJwLSTy7HBAcldgMUcpUynSrX8HhZ1jtXKMmu4dUqzWnX3dqkdkWCXCRBolWK2/j4X/g/yq9ZRTJOP56VWxeWQfkF0VCqEFvUNyVbjUN2/gCw1LaxbdNvZ8apWg7UKFT5nBxXB6SXIVsm1J2sgYVMdfWJTJ77231D9Z8Hs3+8q3qVbgnq1/8rRsm1b7EUsvkk1KtobEUqi73Q9ba+Bp3nuwiAcpgcfG4FNqqUaVB1VtUJlo1WKNiUI9nNeh/SXFTLSuBY0J1UAmtLGaTrkx4VrD6crEOuZwJRx2GehxQS24ZSwyF/UeVlxgx+UdZ4qLvWnU5SIgF75hVwce260FtqmWMf8X2pG9M4u5aNDOo7XwwIRU2pNorkZDQiYqeo2xFImWIta4SmNCtXqvXMwtjK8OCJ2PCCjxvQOy6Z7GxNI0/saE1lGVCd/up8pEO+AbF6TMbEiH8MK6MJlzkL6l2Kjdz+3gb3PwKk3Hdfj1nXmdX8kwVSGoXIT6+lHt4l3zuTneOt/Z4fMyJRnZxIRjnavGtGS7jmQnkuzh8QotaKaYCJ2VqLaAPuMemNDn/rymOViK0FmKqadpelrXMRcDrSsSQGuhcLKUbJbOWjgUi57WHd9AOkNenZANnahx0U6SFgtUuvpm1FfxgAnVoqAy4art1FRNadNWByTTCVFGQuUCjJJn2E1NY50wm1ibmZBTAQssFg8h8O61gnutLRDD5JGP7xdZRuDorUP7BDPmQBlYlYPM+pgNv/XbuM1LaE6vjQMEImbTU5mZ1fT0LTOwilozeSsLCcV9mZuPauOgQFjlKfZ5u4LPCFoNxh5uk7rm1TYlMsXY/iiudZfxbUlgkWaINzAHytrRhjFZ52SGrbtUkIHY0NZClZ00WANl9GlzFAWlY44uod0b7bTUNOd2WqJtvWjrV9uinUVAu3z9uO8cWBRWv2XeXFoF9VwwHijt4zsW8MSS1rK0nr6Rz2o9fbPr2x7fWB2bQ/PreVanV1GbONr2Yg7Q9NKb5nlrT4uStvQGi4AmqBbdpnknFKXhgdIWr7J3XMfeQVtcH+CNBXXMlVYxOdCWfzUz0PSUOxt/vnYSrD8vag4kmdTqUzR/uVK7QJcTL5GyunxbEXqEd8xBfRm2TUITYXhBa+OzcqCMVMMs1gaB0rsoJkMrRVvh+r3WOa/4PtBWkdIYfF4vKD1phL13q88z+HoZ/mTvT16mLZvqgCBjJsYdFDO0PWLbSyFzVtvLbX091WVS2P5MrVdOU0KFNXEe3OpzM/WUZePRqTElvlLb0agsNJVWWZigpLJn2rBxFTo2cGiJtK5+3KN0TeRgkqHBre6rB0HbNhNthGu1SI0FupBaYz7FwmAfWg+fxoHruNlcbx88+JbWoQXcMnIlDkxMV/0JmgW6j6auXVBwERTSTtN1buCDdh1p9F33L+1D2q78xkKuYazKwgIpND1pZA90qwTSL7IZWCgT+TuLbxXD27WYNgHtK5LJYYzkDgq/jRzkmS2Igl7slq693yg2Tk6HogbBDygIvo0ozjllWxWYITBFJXFVP4lrmKjVTxKG3mnfcSM4fkJ3Do5b9Spe0eLBmRfkYsEiy87ZcSS46kgbGuTmLSUfeWkPfuU+29dSdZVIhwtPypw1qTjsApiVMlbgADmH6aq9HZlIKnznEPOVIl9fcC2cbwUWQY0N34ocUYscMOjcrbev01o4uuBlbB6eEE/X69yRTjYy5OuB1mJqVRNKLpL91NBmTTV1lPlT3UzKjFLSibe8nJEKYKYCD2ZnSjbRZILZrBBBw3FMQcapc+nFbEkxUcX38EeoAfE9JOt62Ypt5Wym92HLYGxPj3Zn7tzQFC1aWmvQ86KzPv74Cba0vFT1AKo9A11HWH1HqM8fI3le4TFa30AUFwhNDetjVHoqhRTbUKUExzsSfCdS48k62SkxtRZLZy0G6jWElvnl2xg7T0J3R0pHyYeOXAyuGvk6GoshcFA4dKL0+nJT0tkLIw6u3eBZOkPz+TYuJt4RfdFXLhI58U+YIKt0knoV7w4ekUS+nJ3Ns1mthWz3ke0WWsjgpLXXoRhYlCFjCcbIau38hm0Z9ygG1ve6poBPQRQ9nw4r1lIfMJbQ6BfFtl0TRZ7H7xwto74jy8bp0e+q5tiKyMLwtacPq1YjpFJZjejXZXMrFXbnD968WmspFhyxwPpUv7Hbs9vjs3v08NfaW+mPmTQ63yvaz6C8H7gIQ++HvsaUNJYTF6z2tjQW/GUfkL7PmyeapbFjaWifU9uH+vQ87QnThk1lYeKN0IZUk8aCopDYzzpviuKshTbyObLlSBQD+A9Asn2PZErVvfohuZSqR62v86SEmth5ij8qk7KXzNnKz+p7q9k8j06jdOUFDpOrIeft96XWsGObPSaDcv04uhKl1hcUigx10okekz6pPq5ZCMxCJ4PzMbmT8vETq6ByyR6eOek6duFU4S2bTus8uh+VNuk5dTO25p0bB0oV/Zk5k6HUs3k2Z1IS1MFKEeQsUCgxNRl9eMJkgwurHHCOkEBXdB4YD0mWXL8Nexhn0qlq6PGJkvr3FAu8Bt20cA8s3JUm2V0EPxMHvZTwx6RIrruO8UJdctJEES+Wh6VHxog3S+QkJHViHp4auR7gArsQODszJE5U/YbzIpVWenRepL7mqyVsJwgpW6FZD+SzJuvlQRmRylKqVjhp24759qh8yMyZScqi3OSr2azffjJku1ofkgupLu+2QZSHyBbFoxIhm/XSpBMzJjo21YPSILUBp2w6kI+OWfmgHEhtw6rfx/mzZf2gBMje/AsFGTuPiz8h+1HftSd1m76xlRmx575jRTwo8VGbLJcMqQelPR5YUfTz5Gl6TMpj5BJDZdoeW9KPSXfUVvv2647y6PQL4ZtPd1R2ziOyHQOnGmp769i8e0yqY+Qqv0ipHGzdPijLUVvSTTgxQN2x7/+EFMcQMD9nlOFYsCPtwHcYPGJMXicY5je2zoXVVJi5oDixKfmg5MbArkDfCrebKUt35aMyGym44ArZsmKr4Pwfk9boFgpNCiYausDm1rTpoTmNgpgG+tZldn/l3vI/IqFRvgzabGUJ0wZcvf8enMy4fhilTzAc4baTxxZL/2MyGWvTOSX9GU9fbDf7I9MYXbtKzsVROwSDJMbY1O4rgR0N7vyCHXDuEAxi2rETUBkkMPoK66kctFgJ3ZGSh6UvaqH0LLqHx+RxqYv6VCpFAT6djqJ4XN6iVkxtERxuA6vKxyUtatXc9AVGQDu3xeMyFvXt1ISR0nr4wnxguqK6oGs4nKSxYzM8MFdx5ppcZcls7wRlDz04UZFNrWF2H5l/Iwq2MAdpioHbsIx+ImJHkMsEowxFYQoENqjG5ZvN3m7Cx6cnRk9vpvXRgnUbMXUDE4/JTYyJI1SZvfLzC3HwqLzE9du4D7GdhcrBQrbG45ISoyr883UI16B0t+ExCYnycU8ceFqDHmzEY5IR48KyOLf2DKHKBimuRyUiRsYzELcL3CDSzYAihY9IQ4zNVX/OYusQ2DZh8thMbmB1dn7Btms7BLblLNB49t93HC10XBNWX7OYPCj1UIukZ8E9PigPyjtUh1IpCjynrCkelHOotFL7eYeKilXlY/INtVpuKiKzB3rCn39MsqG+mJroIeJK57p8UKahvpu33/csfGwxPCjNUJsnm8WSaf2VJfTIFEMysEY+P7L5LuUXSlPPfXqiBBsGfXAXm+A5bXDPB+PjYjcvDNhDLgUA/XxKE9yq3sYzSjVMcvRwWAIRvEML3PnKjKwbWjDu9xfouqlPRo5VR+WM0OGpGLW/nYnc6lXgsHuHEMQnL4hv3stzp9DSY9R8PYXndylfasjw5CkcdL4lvTI/eY+utV2nJk80o3mvV55/CtVROXkK90/SQd/bvYcmlBfrKsybIaH//tkI7/MVHPCICZTc83ZvTMT0/BmFK22/Yjbh3aUBYySCJ88oKLyKEzNK5ttzndEMqn96/ozaUTkxIzxGo363dKis5iuBGivizz2n3e2FDcYcYu52Cxb28w+hZE9esLDxTFGv20J//9z5eH+hOU5MdhVYxIv9HU6gOifnTuD+DI3a3O73Sx4UhoduVUlxbxesn4jPlthwxXZb3/jBuAh9izUeETynxe0FJTtbtop0uAW1Gs13vuqv24SgWPGtiL1d30EIvGsoeOeEwO5WC37k6wQ17/nIoM50d+0P6lOa214yIK27S35zP6F3uLvUw+ucsn82g9LN9PzBjoOUmYht1K4TzJB3yW1t2eX3Dl1tL6xZ7et5NKPy7i4/kYJLDrJne0PcpVZJ4twYNKiNbySIZvM9l/EhQATPaWh73ixLCeLVlNzm9yc1LRA74Xa2BQkWK32OSs+EpWfbOTXl5NSaRdMW9S1VThE8v5VtPH+npmTukS8QO1731PQNTxTPWMzGbNLGthBHT1Y2qzl6ARSa9pTC7RPrjmd36Guh+HNCMNszqnH1pgqMRyo8yNa/nq0MiID9/0QE3qGB7XnjPcUXY0KJAiSX/z5AShe3es1E8OxWybEBfJ+LsdnO37gXMfHuP9v5WxpC6jn3/qB3LQe3rxGs72a7cy0cS/JHPyUEEC44zBNUAHLf2nd3bkn6z/n78x0YlK611/zfhpmXIlzwl/++tr45kmrQbULwbOVeGnTXKWeWZeemidxzWLhIUl3YmzVIOlyIpef3qo3nbSLaVG5Vyy7NZ1t585UcCllyK/JTIXGUFOyVrwm74TCJc9qRQlZYoqr0bWphz7vb/6tH8pYvvf1+d3b7pXDDrL1pz1wi2Bs931rPkqmK0kndNCZWt7GDAE+uyT5/HJEwSoWnPDs5d4R8pcYq45pJ35lMOFo2dFqrbx9sC/O9EL7Fbi6hsygkRH/sheiP0BPBS9KbzH70nS1CAp7oxD12o0r6CTymJopgBB0wJfMA7D579hTs+POdeRib45bAKfYiVChT+cXywdDGEAEy3ZZGnV5YZLWgjlnznRmcPAIJXUbDA5AIrF5N4FjZLIQamKiWh0RydwLWf/j9w5efvv7L337+5Zf6X+Rffvjtl98+rd/6+v+3z/3Fh7/d/qe/+eGX33/6sP7d1///eur2obP2I9jNl9IQpbJgt1h/CqLEtrivbEjZ4/lbVNCy9oG7p/A4XUlo/Q9YxqVASOEZLCqBu2cVTWSeCV8F77EJAuR8/r3/PqLcQuffqCRfW8T3EGQlbG+X4+NrYP2Hv/326ePfP/32z19/rEOff/rw+8ev//b1H1fd//n3jz98+fpr//vh088f/vrLx68s/PR1cC61cOPXD//4+HXwnz98lvtFZvvx088fP3/9h//9+Ol1Cb58+u3/fPzXzz9+ef3Iz7/+tP7dl6//9V+b5bq9Xb/O7Ldff105WRfic7vMYApH15HUWkG6gRvkJ/Az+DJFnLfigi4FM0UEZu5RwlQiKZ2775W6VMyzTVzbyODhPV3KbJ/B/9TBbELkgnWe2AQjsBUdS7OiNpvJEcyHZG3bBU2dhk+FQX4Waoyc4uaGab+fqKAr1SKnI6N8bgG+BjLkPfx+puaYSfXCaL+/LPT7i/0oyNw6MDPMino+qt/n+S+Of3/0855+fqtT1PDKmX+efn3m1Y+jn6fWZ93ZLzx7FL5IyMgpQlChs/k4eQY4WsURm3xJwgPuvSNk6fWE2Hh20p4D4Qd8FSEFRlvVjoIhhGLGqLBjWpn0XjtZyi1NTXYbubl66ypgsfa6LdhsMc2Epat59Tyjs8uXlmb8bL9f6LWXGkio463yvKFnhWf9MGqOxPBcifEAtaQqzXXx6MiHE/88/TrWAetjqvTGNbXRn3vGrS8tGdnWmqw3bK25fhkhfySRAE7uOjR1tDbrrY7WtG+NlMmTI1sIJ1cdEK23cPXVRXb21kyOGhTGmnmhy6Br1LQRwvT1Pd7Kt+8MWt1v1ij9c8asId1kl21AAoEPI1edMgGaVZDRuchWiQ8E5ig5rLDA69CgsVAh1Rq4m2/HKvOh9Z+qLsaWItnwj/bVgXQzJWqtpA3FVuaOPz8T9J4vhAPSekc9T77kFr2QfT1DvIoWSN3T2wJNjDPOpkOILQes7SyazbL/tuXCaF/KmDm2m0SK4epd/2oCy8FjClPPbMSfz9xnmc1GH7GjxCqxCM3oK1KGYTYi0Fin2xMbzT60UgN1PPn3vf1o6E6f2sPyo6F9Wf8+omCwerIMt4IVP0Ptpq9qdXujV59tB82r5xmdXT5lpyjLhY0HNJz0Vnne0LPSkximrj993jxEUFHifPboaBO1mS5kOrDVrM+pupPw90eaQ0x0nH1ounH7fUYw0Wpq01wRAfhFcT7dI5KuZLTS5dOBuAn4rFHm1rFtp286pZNRuYzuXm1Ibr+fKbDZsW31Ra+wDyG0P7Q9tCHdjgfi3nZse23oKOWW6ffPK7eoTvzXEWdDwITSzs3r7zk7+8a39j73EhT7sRQKxeQlwovP/NhikO2yRswkQa7k28oW6OAJSFmSwNnFRreVb8nXvi4OypMD7IyOqeJB4a0To44fzV1ffx7sJAG2xR+fRokcmTw8iUCUPc57oj566yyxjZ13UInbaXWCvq2IiII+tvurrToiVa1D2GdIbjk/+HVMClqHIk49tjylRkiXfKQnuiyjvfKpleErSxNtpFqtpaUe2135hVIHQm2teSx2C/x+mNi5Fih3QTrWghoLqkfvRmhntEmj0b1Vdp0g2e3oOc+wWLkf/AMCLnXp7ye70jq8OPvve/5PFNGFGtN1RESAvsASi5n6iUSsRekoB8ohUlJ7fEQSA+wnRituZtXxEa2GSztpmBvXURGJj2jiIyqW3khFcGtFnD060HJLSmPrpP70/GLPPBFouNLUx1dCmkkzr+YKdgGSoRFEMzWVVLfU8Y0oX57p9/H5nOaBQTCxd8cTWnjHIEjqKLTFjxj2SKOYX6auntpG2Y6PMnSaxx9n7whnNhYTTIvtpzSDKh+ZdAMCNhqzDRwdZyQY/UKkQr6rBOsqRfNw9lpNFX4GeOoklxy5ABu413khafEP7eKm3+deUyKRYL9ouT15RuSkwa8v1E0ntZ736oROGFxZqNPWUEPkiV7p6xBeTbkhI2oN4Wn22KhypB9z6w9Vf95TmzQZwvhCptxjrbHP3gy5wWrX33fYSik7vhgjB6Uj+beGF+P6ZQeyv64+dt5J3KUuMSJ5YpTXoWGQZrqeepHNQE0KtRWyHVplqzS/uWVIZYeN3K8TmKZdTu04njEd+fsD27RDYFu/En9lOBNbQSiHfjtoEYynjoxoY367/QK15x6+L7RAehbb4zOiHzPtPYy9dH2y87LVcVQKAiS0oyA8n1DPJ3T4utTaqM2+6qxj/aifsu11i72phm9rrYybhujE/vF+kIc86Gf93D/rV0gLgZCrG+v4ctQ+jOpaoLnbDhV9DSsli4kHbBko501b+oShp5E7SVshKnsDIbCVxdOMfvZfY+WRt/Hz2ZAauevItiOC/5pCrDzqfn1PHdYcmxC/0qkE1I3PNtTP1Vz/u997E4iCGxol7oBWJu4Ap8Yq04XCnHoe4WC9EICEXCzD+pMdg74zkdBZEBKeZxdgdbZnVIDlFo6A3yYK82xDDyy/0l89KfqaN9+ZgrEvs2stmJQwgVHXhvos05YQwWNKrzRrnidwTvS/F16dLrxanxxu756gEvk/JQYKRQwt0HYuK3zfhuEJHK5m94VCkG9/DQWZ6MkMKlG7ZwnfoVJlNdc2AxxLVT7++/dPHz9/fp33mfKU9rWv03lDecqtiRKACq12YTJMmC7JvMcKHlOsqthEI9Z5H/eTNJjyA8MmEcbggthqw1/JfoB21iGZJhMIlhfsDoq4bGk6Bw+Cub1A7ydZ+bKeHclRL5p7SNYltsqj5/jC22jBqXV+Q4TFMt17JKtITuabi9brHhI6kGZx1hTQWE+SpGnCZGVy418nyTa4cYcvojDn5RdqPlJbMfZ/sUMxAmSLU4si3U+CfF2d11wgeWw8sYJuujGXd5AQYxdnlqVzqQWL2CERIBtLEpnNe0iIMRt83SPoZ3WwHXrSfQPO254j2BG4DtROgRRBcqv+wCoNxc7Br7df8h12+DMq0OrJSdy4BLaPXpyK5e3328S2X2cPZfudDtPn565+qrOG1uR3a02M/4GM3yc4phvN5dZI5C5Hmv7A+SUD99iOC1NYZiro0pZv8xDE4WlpX/p350v/5i+pd3/sxF1nCvyeODX6FztfMmVHL/wbvVhhSQiyc3M+W8o7z2ARCUMmFGlAI9VJdzjjRk86nvtKMmUTDSyFWPPba5K+N7uypomUtSsLwMEjDuuC/Ralx2TxZxfcTx57LJUa5+nb30vLJq8JuhhAQETfgiaUW5+q1hMnSIY31DjkaNqTgh697H/lFkW1MvAkLA2bJN3XjRvVzRPGLZ2Y7KdL04IUHuwVY1jZNDu8iKUMuSQNiuVgyT0hF0iehPVElFagewppIWq9EF2rf6pRYmjBhhmGCfE8Q3FbztWBoaRywjYDe7nwTEgxv+yPeyzFDE3HHLb/3qoPZ1Msoirfq+vt7TbP6zMhghvRYy0FQmcWPK0hTSY6Z1wf/hGBFqN5XNO8EMpGzqbR+AzPkgbZU56lX3/+8sfXwWcDnpSI+7fuhV1o4RxXUbvWBa+5zdWYykDFGvZVF2GStPh57CiO/jnfYSvw7DZSiVPvOXDR1VbINZLTxo5C+YVbSi+UaKaGKgf65zxzdXYR9K955ul4CfSKe96XcCQHhn6aCxrK8ww3+P58MoGb4kDwFE0N1jgSu1UxVEyEbcUnpXKquIQXTGFwboAfsLTSyPo0msjAlCVHHMTVxiEGCoW31NjR86h+p8r9av1gGZ6bEnbS3v2cb1xh1ErWwJR7t15cAbbBCTQdRc0m6mYui46BM9mcCSLcLAsYlZzQ8TCQN1mlN1OMRVQTtQ1y9BJyq5mMrebFGsdm57LY+B6TBcsjIcEMhJK7ypHEdKJiSec4DKvGjljwL+jEWE8KVjAJbhquguOwtbCFCEWyCvZZXahKYmGEJDX0hxLwGbIw3MQVkSMhXajVDEncf00Kz7eNpdzJExljKb8lj+dRWMrfU3nMDfqmUnnGR+ANuTzfcZTPCf+7pfNA/XfCRmuUnkoNphy8VoMZdc1TSxA/IDCPp3Tzg0e4szsWMkX2W15HnyIrL+4rjxlBBAwexT4pOMVkiHeXIJv2mnodVTMlUo175w3VvqwrJjIokeHvz6rbUKsGwJxkZY8c/3wHj2t96FnuXf3dKrdWGD56Kti4StCeS0evWt+ShXwdQhgHNfRHszgjXF4lEoTV+FXtGaItEIyGemg3wzU1Z/mm9IJvx1R5FqxNoZ6/dxAsgMMG58SRXiWKnj0PgloCleX3/C1StYSvmrg032SgsUO/E0MDuNBeC9rvhBgnu1+stPMLxkZdq7M40IITukidtC2zbDhx3bq3khRwSbNHLJMmuY2RU66N1ZMzE67l+lxEUNQTTjn1c3WNE6GLiSeihog2PajaPLe6lIoC1kp0i5WrHCnwdgcFwTBZ97zDG875ClLVDx54QoaRcIJ1vvk3MrrLzavecz+WuNjGrVwvYCjmBcKvQCJYO2nwK+/jb98uSuVv/11yXv/5689/+/njj+s//f7x0+fffv2wMjD98Ns//rH+hx8+fJH8ayE75ZGXtOuvt++bPfLiAIE+WSXYhpb0aNqriyVCZy2g8DUoVn0TWP5Ox1uq/VDDrHZrwOMdOh7nQMATeSEEtGxH6kSQ816QKdmLmQ7UEMmte4VVZ84x5mAOlJiQlR95s7ESOOPQizhjj7DVKltOG8HiFHRw4UzehAVYZow6y4ghPwCgXBZIx6I3oaN7eF0F9P9m5W/eLppCMILrj2HwZzYLUvLcgifbeqSXkZHtwaRcGBltWQgZTBaf3KFdT2A2JXf99LI/bc7NkBNhO1MitmVzkp9pnXDXWmzUq2k2g9SSAoAOb1dG3ibPkMZi9S4QE7kZAmiUecbCl++RKyYMapSkLTCcEcEqsZ0xocbPd9YKioUwhN4NBUilozmItOWcxfRqfeIGTRnVmRVy86jC3TybTSuXqT0at1s92l65SH6JMcmMDV9HfN0EE+Hy7iApoBZ7N1jBG0wK1tGjq8FBlbNxIpdWbBdSoLH+2ytjvjhTdJwUiOwozzEM9Hqq2t4xqDyOeL5mOztNf/loe+w0ShSiZCeRia8QW0dfprjJrpVdRFwxhemeWrC3s8tmnpu8LaGPyx0U3nw5dphCAvutkNH2dBksST5VmTAFbk88D6dKYraIapBewMKSqwMenm3oMOjq6IJfTeYCDKihiqnhGVUiITbscAX0b/kOS8YCKA/EmYBLJxMHkdh22xE629qP/3VcITRtQ3CWRPmA6OoFQZ0os3Qy/c+ihOy/76hNjF3ItpDl314DVSwYJy8kQqMP2PW7tz2O7ptc3wNte9j01L/nK1eI9jJYM7Fd5iuLLAaQ228L7eOg1RRkJUtWqLlLYl4hpl2ilBo1VF3gE8WGY6Rii9Yju++OSeRcWY3JAYp6omT39fhsxp/G0CdXaCIQQjGXEEfeSQuZEYx+YhaoiezcPK+ufZpyTDrJXy4hkgxm8zaEnEZhleZDvsCczYxPzC7AF++oBIKyCwLhkks0FgMGkj6MPQ3cUrZn0VHIACGN5mo+tnKZhDuxasAFs0yUt0rnNljIMhLOBDOGKEh8Vt2OQGXNg6UESI3p1AYMPd2WDdNHVovMsth2325CESxzaNXoGd7+gpw2InFEMrAnSisdbZkfnpO4JJACF7p8HWGA5Wh40Nxu2CZKuKDLfZ0OglXpsXbMZzJsRPtQwiMpO16++u0Dhcp8RwIBFGHHNhe787edpEgVXFrNBxy670oKtsduoaoNouDMjtKacepEJdorR3ulfe3bnHOz4s/dY7sPn73Idhz6zkyMnRJpQrhOcfgjLJca67/CaHuYgnBgHd9+C5sMC5kMOwZ9ZyInj4X+9MlToRn0PI3Aq+FYFjxLTDiSUOtI8Ft51VoXd2lA0TlFYxIqgiMKPnhL1e+7JD10P67qm6ShfV2pat9u5WoLRRvJws18k82DS5tJ6L7kW7sRVbkXzzBansoiULYOGRtq6dqlvZh8F0xrYgJyvtPbOJN1lDhjXzOnGEbIapGZyfz9QM4J+HFy9KWWcqkdffjDdhAGvDZS/GbcOboFyyZ0tQH10cQmbBERHCV56qNexd5Te47dUQg09m7h29m3voM6fHsJfmd9DSyPgd9J6DCUTHwb83KaKIk4rtduAA9NXHyDtnH09V0yPmXOrDpgMTVHnGMNmlUu8tISrTYucmj2l6pcwfZA4iCPeBIDOU+Ri8TdAWOaCR9Zj1UuQmYFJplPcA+K0NoBq90v+sYZglTH7KkLnEsLVcy7nFr+VXWo1zKKIy4yv8Di7MhIjrqMceNifSZR+GlxFJkWrWUbJXH9C7SkYokUWkhS8kMpvjN7Egq3m5HnQLLPiPf00EmrLsMszKR9YtWEnRmYVgCLsNnQ5CBcyrjxDYO7wdNyc8C0mnrU+mVisFE/zXRSvTOvqiRBDsy2Xu8B5KANNYTcSJ1F1h2inkc+vJiKQv+ab0xNkdegohFvLPil00arh9ObB48pWXXML0iRYNwTYRSv70JqJBYDLcKgz1yYOAHUB056dyyNklGLlQW3jgnUbK8MQgpJMgrwYHI3s1gU8oHr/GBlQh3WysRYPSQ0MeLCdb5x1UeYUO/bfjVh6PDQYCwOr65ARq8oSrpA54neqCKS3JLKcU8oF83ctqg7b28kaVA+JERYJR1TJKT3qHpINsbzi8PV4wqtW8r/4JpJJMxx9hSbiwvXRNz6jePqCVQ9Hug8qgUUgwfV2uSp57fLlDAkkP8JeZAMINzBNnZ4ycydS2am5jlJZ4S6zi96xRmq9+xGqm0VAISVSoI2jwqWwPeltQMeKKzKvLnPBkA9E7dQnZvp2RDg2RyV80s9eH1pSSj1khl1qtz9om+cYa5yyp1OuC6QUSxwJxjAECPANkfTauBhAlASjHo4G3IdFXwkFu6penuy0vN0aPwIugvKpXpnt9PRi2C4lqW9cTEvLZm7mqPDB4IuD66qno0feaagaArsFlqj64GhquUcBlDXYuuSSZzpSdu7biQjmt+0iTS9eOIhG4KYyPxgmwvaYHI1IrbF7T1CBSALNZq6pesOFOa0ldXsrv+Mysq59ipSCXmIZCWJT1gbpMYOVWagV6MATeLlkULndaB/UaX21QQMtRYDlRUjvRoFsbHg6yAW6vslOX5UNRm5aYlL2cyHT3nBJF6RLm9KkhBhM6KUO+14MvcsvhWI4CaGDlhDQJBdvnFyTVdty1faxtbl63AhHVY8cCGvCqoUTyNdGzw3B16ffQFFCTvHib8j4g5qv0igsTNpTpnzqpzf3AJ95zSTyBUzyDFVRA2dz6MyEdWY6UlZuJ2pq48C/aKzULck1x2AzrxkDlskOSO8lfT0s810IUoFZzpTU8pbTSgZFom8KreG3GjehAXSFHvQlRkeC3IhEhcLe5jk7YZFwLduc/h2yyPDQmCqsVBCPARYByXbGfAFmWPTNNXUzJgjLxapsYVBqowAbiwgdj6m7TpMyBKS/T2FQaEJC4tinqBIDMOUfv/3klVrVCZkKXWAjhlhBt8acCVdwqBKpIGU9dX7+iuRSaxfkYIHgDkMuZgkYkUsSLKYPSdvYcX9iklVip3bIREsMGBuXeDAdri198OTKPoKlc66pRlN/FSgSpK4yDP3qF2f8uhZlMI/tGB2PeqrAyMTSJDoiMk0riXjnfqlsjtLj2nfwYTqwCUqSeRLAEPF6tvnrppbR7Jrt1OH5OYFNW8nTdQkpdmrTVI8J+66wg7H4Nk5EMrA1r3tLHIRVJM8lYvE/rbUnp/K34ZNO9XYEReeJWUdIkmRehg8NPoHNRP4Io2YR4bh74VBIxKghXL8m2PCAr6Bz8cb9Ai6NUJATDIJIaJpJW/82TTRJXQdiInmmWxMdLyVvnPY9Rs/HIkzrh5hwPKhMZMiXKK6lcGp65DI/W3l6QQopLj895MN9B/m1LKZj0gokqyqvetz0zmqi4lOeXscfV2FgdRzSWVR2i7vqAIIlYugYMQCjzVPCONKuvU+xldCygP8tt0PViYm6uAb1/ctOUJaO44dtCS92UZ544KLi0ktUdQfnKfoOnlZvlDu+q2wj57/o1aR0bU1rVxM7UVYUwwKe+mkvBELGyRMjb5CwQO025UKsi4Gg8Kqb2of9I2LObATwnkGcmtnWnFxSVFgLZQkYgyO5DQioWkvsWXJbNPuAOiFEjg+3L6unActD0E7D2x3dSiqvXoVgaawqyBOHRHQCOWVi0y1Z3ECBBmSQwH6Q2eYY9gPPaazFD3wkJoLvOmFkSW5+8G6Es0V0lYiMBhWTpyMO3uMS0qOkB3DCGVrPq6OwtI5Ch21sHhKIxTn9IIrsaA/zr6P+O9NuIyIJa/7+ias9KZSb7scKheH8cp5chRW0GPtGtuvTeBHT2O+y+3uq6/8rLeSHWHdsed5FqGzEnWykSJC85RIuamx/rOU9oQpOqln6GZBtEmEm9yx5jtTCEdrBi8d6AiIm0KGPVSGaNZpY3UBWMZ3BRTmnYdC5BW2i/oKZUxe6yHCXvaB6EI33qHUYrFNoVLLzpKKAOAzSaf3VXltY2e1ApP0zhk6YlteoFINaqwyrpn0ncmclNzdt09K745H35mLoSC0HOzl6ASY51OSO13zF6jkzs8fP30dO5XdmZet29qbszvFVwEbNOj2k7i8c1K1+oHHDs6sagu/eyaY1tnut6qpnzm6MGG6mDyXsOZE3B1oF4l/xY7kFwou2bpKPHKINRYI5ktS4XdTt/SVxNRmw4lasDvKiODmfZrfSiJtE+00CE2kPbX44L11Bd8vY/aJjOsc+X2VKccLscUyIqfcQzJjlgMGCjLuAZOQjSG+vf3i3AISWNepxurqSC9pXB0FtFtXp4SBT2L3i54ZC50J1isnkC9da7x63wlAg9XIJFMEj0k4w4YzrlYpwhIpPVb51jz6zlxOL97uFz0zFjoTdJ3d8p1dDeckT9LvIRB2D8ngSEhIKg4o6K2SOVTZ7jJ1s6uxujr6pG+0WiNstKSCgG/97VdJLvnFTlLeMek7kwm8KNtpmh09hENyJFpq7ODJEmsbjj+OSNiz13MvTpRlHleTK+NzIPJ7IMjFAk/4IMkRA3dWJp0fsme15jjvX2Dc8FDcLIc9EzfwaZMHwbNFHgTADXZQjzV3/cTu3kVheZy2Xna/uHEhaewYIdRW2SaDE5UJ34tT3zH6vB94pMLkMVgUkid3uR5r69eEa1OugdufjFdP/55ntozFk5KJAlsoyQ/oIVZjh+kWDduwGaAz1w+rMZ1ugSUTO87Om8H6F32HM2Mt9Np73qFwJBBWbtF6dUGfQAmqetPX7kohZDJ5wIV5PAdJD8FUO9/aVrdZUCtrDghP5HQW4zOBihQQs4JxPP2LKnEFXxRpGaSsh04Xz7CotOXqaZ1btmVlYqK2G74TjAph6HR2nnJRXSs1apeFKnBRNiM65mRSM+zH6JbTZv/ZS273fNDBdJIjdhHvbuJ6LXC1BJsI4+dTA6c+CN6+lLcR8JORg9SE0rK0Zl4qQp1AU0kopiaW1iyS1DIjlWjDKbfuHd7duYJ8nrQymYKMNakFgmnntJBLXI81ay2y0bNE0isjedh9+8gwJcY1k74zmWMrM69Ht4B1IC3GPVrHbezk+WOKXtoTholELjABUY+1N73i0XfmctKq3337aItYcSgmfWcyx76InUz4juyEQ2m1zsdSMJEhDPoId0hSma1+OFlAs9IbKZit94A5z9Vyaq7U//3rb+t3b4Mn24puX3mzL1VwKPcxjxABw5yO/Iwui/XVhYGFQH0N23er9KVM75FlALRJPq3LBIIjGA3JUZwfEXDkm7EzZnSf6JWuUe+JSnEl7ZyQzdrYoW1duKXDuryYFyeJ7hnjD/oXfYezcG7h5HmJLROukwz302GiMVHQ4uiF8GrBwNjq7JCWUM9yHHDohMLkExfd4MRJsAAdAYJLRrubIsHXtY/rIAZGc0erruOs91IMhUFzf/bo7ZbBd5bLOH0hc6uZlPj0tbHDqCXVgM8U+ouem93oX/Mdrk6evJwZD/4qxWA/I3V4Hx47vQaeFup4X7R4ehbigEN3nTlvu95umDoEV8VF4a7Tm9UjVHJMVNTXGDp0NETyP+6YMuRa/dkfHd7/YN6PdjAxjhVGLT3FLPVPdTg/vQQeES40O8fT16uNTP8R+rt/SXTMWHNkLONLSSGK/vRCQZqHZsGSEobU1tZpk5I86DKiv/Tvzpf+zV9SwpLJx7nj7Px5yVSqvmPMEJhI9WTfVv6FblKrHg0///jxNyH/9cMvf3z5+YcrUFu3GrrbF9/8gLjaP1ZgZdDrNHC6in1NNUrrhUQwymqsGnBv7yC7+2yzW+0Wsjv+fGceobMc1QP2vYdsb1sobv1t9JD93v/7Yf2/O8ph3P9bjloBuW0KTqsH1V/PdZj0ncmcFN7dt0+K745H35mLoSIe2P9boL+gmm2BnIgPn6QN3y8fPv394/+s//w/f/vlw993v/pp6y5RI0Kf/sCRz//6+PF3RbrN8vXffOuO+u//+fDvnz//z6ffvnyQO6knxuJNds9m0aWGCTRm8T9gFf0ET7hnsKjk7Z5VtGQ5BSyubRkU/TtSYSgeUXCiuiecEz8t9N7XY/XYBsKcTw3ioyVL2Z1J9Ydf5xEHXWd3DPrOREJnQZT7jDB7MmfpqbH+BU+7wxSdF+iMMeZCQKRqSDs1MQdnN5FwsHLgDFZfPtgczhzqwJa2WQReDMeS4FlewpF8nnyPyL/88Nsv0i11+vr/t+/9xYe/3f6nv3lo7IcJTWE7jUrwcTBJQMBZKZ6rxlqC434xVpsSczIFadF2D+rf8h2eQmdiG61AdqNRIw1k0DZoY0dcrDdHRdCpCegNwLwloPsOTNTcwfaJZKGMl0L/oO8wZiyFXnoPuxO6cmBaHCRE2c7fn7gDZHG0eoUxtjI2z5obSuHZdSsMvrAqSawzLoUad0kDUrItHcNjOElb2skP1KMs3Ik6vhiKdin08kvJ7ijqqCZOykJtmPtba1SQJ+niCyvTPVqhD5tFR6uNGc4nSm3LhRWMGmtcLHy0NA7T6aOlf9B3GDOWQoukB6kNu39/N/9TH9x98z/98EF+dPr8cV2TT1//6Nlw7wJoQk0lFzNbv0MiJ32yQiDcjuMekrCYae2CwUpYFVX/nSW5SaRVHNJhbEIs9CEJL7LtJ/GIq3SDfrQKUhRGwiuXrmzx3wNNRj+ibq/TJM1Td/BuSKgv7yCRZFILkKC3YERirXie5lYqdm7FeyQDNpNvrU3uJ7mtnxWxZMbuIRnIghRNQEsQlrhROlTex4vCkqFJ0elntnQLev3Y9s5WQ/jQ3jx32+psoY/xKzsK4ud9noA3sZhzTd49wWS23+VpomZwEiXGuhE9VkNA6xZhmZ5gtmIbthSyech3334lme1kOMlCXt5OQoz1KuQQnSP4TImaQRqXYBDFTc3j4NuSYUheMCN3JuNTpCgEhWr17cq6UgxnHJykNEzkAkGNyYMPPGczpM/T+Wm+02ZITcJ83k860DwCfZQhphMWTxVSeuzRmmf37XNq5Nay5u0kQ82jiapHLM+EbBzXFxPl333TmkfaNcXzvuz3EnalHB6ueeS9DBUeK2POeK10KOxAdpjRXXSZ4NZU4gpL1wlmO9n/lhWF0LUXDHlsqj5a5eSXhi7f/T0G8A2XZtShsBctLwmTDq9TDLa+s1CU9PAd96q6Xb/jXn3HvfqOe9UE4Dvu1Xfcq7+c9Hv//cOXj//68MfX/3zK413C1hf3zR7vtGCVUlqg/B7sASIQF51xvd/Ktv0bKQQoYNQDAB2cNoVAGwfw6c2zncwfXaD6jGmhXHKBBJ1ARnvhGRmjXlrSEmlQIxYI/SCu1kohLjwDirSvKy64v8ttzC7aTxO3N/eOGj2H9d1FRfvS9hsObBBMB6wzznFUxCr4qJixt0RKkhDYB8zYC7nDxax6vtTHdtjW54iLuSFiNxQFzygK61iAqiqppYX4pQxhmUdg1NUOlMOMTGTVfC60xUcAAxEpYEKemBUoqt51FSr70FwqhCAt0AsYvxR0BITckVaJWEcQU6pNcysX698VUypEGeBdIq4VRFoSNG1sPyRdJTGUGzsn5NbHZKAsEmLG3OC7CWI98VK0JinKWeERSfk2ZFdOSbgeTKyocjBqEtEqACkhE7EVV1dvy9LGQvuNZClaQZmAkuvgzNhRLOEFGm/fQ1ICwNlgfa6j5/0dJMlbeV/SvaViVL+aMM6bYIedH8mil0y8PSZZF8wZryHpelvcW0lG2yLob6lcI3FLk8VNhLCdD/eMc5TfJxCOGVRwEiyzjuLBKgkRakyviWnY2nH9eoYzfxvD1mvSxhEVT+KGzrsxzYWNpCGNM0AJZzdTkW8WFR+Qi0CNT2Ms1PhUrgLbWZsjN9vMqXULb0Ak1QlQmQj84BfcHbqPppr3fsSEnAvQf4Klh20Vc+DmjqGk3s1MGBfVrjviwXPj9+wS9UrJHdDYIHWuiNCTMyML5fBiS2ZZKH0yFc993+f4gnZSClTnIvB42HA9rOd6HsBDRrqXZQxT4G5juBLBUZNLGcuFubARckRhY0GsxB68By5WiZuQi9XCxd41wceWVrdxse65baNIc09scSBmC5oooTWLreazxreqRu9EdVK358Wxnr01NL34ZpJ0QfdmkjADLNnohXkHxbxAzz70rQTMrpA+l+FCQ0nfTubGhZVLKRchrLa3W+F1fkKaOgXjhu6RSD8ay80oqmN+M8n62HSGGPQYIxJrvec4NzSDbQ8HcLSzizXtqSGu8ntdjzVEYTro0gEaCz7Xc26/iG7fxmtQsP/goM+r9BGqQ2RcuVuLTayXWA+63dYll0wljlkA1PAOUmMtYMCoYIJtg/XdtxevceL0p5vmtORskY6oAL3kk2midkjk7W/7TDVR9T0KxhMYj/OcCfPm1gIPuwZOnb5H8wyplyStJVLh+TJlqpqUMRSU3NrE+iY7EW6lsbSqb9eFmNnpvTuMW3Z7IIRWfYYCDp3RsbNC69iW1psPtB5JtJHc5wlvgjsoFsQsHbN1nST4xbrQV0uzFXNsQ2l7kJwJ33hq7+rLNDDq5KWERl0s3MRN2tkThGhRHQhq2GqhUqVAHWDJqHOqf2TNfsHHXytTVHZlYYRq6YxNyEzToJHcLX+F+m4vrYxy4yKX+gjaIYgCE9KB2SETYVAzlpZIzuEkvY9xKUrrNqbhQBH2MuSGl92ePH7Q4TNJP2S4blLhYil5ldCzSywz3BB5EHjkIo0ef1KqiNe/K/TcEIQ/j0ws2ChT8qKwVEl6cQ0g7gI39sthoZWQMQRMlk5vtBKlEKiThEtsbNtMD/Gw4O/Ptd6meYVr87H6Cl+HEJ1SXuE2yrD+eOMgEGp0RokUAF7UD9IqkZyxQ3Tf7DhoItKH3gjxzGDoJobM7ghRByCRcTWbg30uxAoGJlb7AUuM0noLY5MG+ThinMoYYjHFVZ/Z7qEkEV3UU61DvOLCMxfr17GpnIzRhkQsCKdrY3FU6RRTZtBnlzlcIU4qdJVJkhH6h/IyqAoOogYRVF26emPCpbQQRC6kQwxmFKaZ/CK3BCs7XiEONoyaxKYaW9SksxbRE/KjyMWMzsvoRhG9oBJNNy6kLy+iX6xrhvfXzR1IR0SNaXeG3cB7/foE2uo2hmEstCV2nhKvxpiD2c6jWS11lAlp/k7rsD5oMPXj1koCJVNeA+ilKn6EWVYCtZoKUySdGdbzsYDC2l1V9QotnYs8DYy7sF6XuBvB10WtTIhbDHiYE0nErWMrei7FzLVPR1BQ8NuXVk2B5aFxUr9YaTNpzTBNGEi7leYOuoEyctQtfOiBCW1Cu/Z1dKDe7GpseM22tuUQmZtbuSbcmhAEHYoYHFyc6CZLCJJ6D8m6xxaGZI+x6ySpeXv6rgEBXIAcUEETPJ076+aCDtO4/qYNaRczlzZPJDZ6rBk/sTaMVYodW/5EsZdNq+P2cazXD47cG9InFw9QLByUl4Wuva/q0yoOwJUEfoBKm11EVaKGaup+cpS6n0T5Ag83296sgmyf3mTVm4lIUhfIFNFfovDTwCBTNK2Dw0SZNIK8EkBGpOFWBi0r8Q2MR9zKJE0f2MpodR40LmZy/dzG4MkmAuFQVAXaAF8KQ1G9fR1B6V1HVPVRVBYyJU2oMxRw6IySzRmTxMRgt5xD0m0Mg+Tr03cyhKbzK1n6LBq+nh6JS5Z3aFkplrdSJFG712bCJN8ziPcmw5+XQbysRuS8v7HGGcTFLQjL3/JNG9t67NEJxLtvH2wLsa159DyV0FmSR+QPv6Xuo7M/tryXaW4dotQkaXMcb87bCz92Xz17AHbs+c40jI35XvlxSvTfpfLjL++YN//pyz8/CFTMjx8//58vv/2+/pOAxvz8wyv1s3PoXQ6I9TCPENFdZPA/18NI1QidDj/eYtMt8ayhuXqItWHpYcK2p+KWsMBJS6cVzmUKsY+s96PKF99+o2yenZO/EcncHVKsGilabwderDtIJAvPThZzHVTfnaiEjsg1L38zvmrGXULI+jZ0aMIBVA5RUOhaavVBWS5TrLXnLXTdxirXikPfmUg4WjoM/KtPv26QJPgbB2AJAXNSooTKjLL1JcD7P1fTof/3SZkWd5NIKqX1sF1myuS6g+SWf29OnWyyExR7SYoCt2uRdHYx2blfPZJpICu+BX7uJ7mBNVjPJ2bsDhLW4pyzoQ7aZiTpA7kZSfpgV+OsXRsbKff34MvMTIyjy9BNFXvhrMphEtI5MzeLmOeZQjd6rAEqMhiEm1r25dkrdPftsyp+x6TvTMbYr7xebA61pS/txgw01mdcjHJQMkTC6XQLAdLOnXj67CZKk5IMTd9xVFUmapZIHkRypTM93jW5UEhCKiZqpLLGHBcOJ+dEDWUk4X25D3F7/doWWv/0Bw3Z8BqzdnSdgdcomz/7mVzmmGvR/gkmfbwXPOgtTKalBQO/4aUU1/BpJkUqbYzk1PBFVfIP9yK9rU4nmo3t3QQOErM95IDa7ZyT5IFifv06RvkF0oobkas7KUhJcDewI+pAv3UuobF+E1RvrN6RflMz2t5qrClmpYSrYlbK+qQZu/v2WQtgx6TvTMZ4NOyuvXoVTlQF27mQDSMgyFcx3duZ+Y5eMm8gQT4USKgBkrKQqXEHSS4QBITaOhdq5egbSAaMSZQbYHaYxLS7SmiJIK9D0lnPKjDokEhyh4VXxCQS1bFcANJYHWThHhIpkzXWL67Pphne9NnOFRZAnwhvoJAsUCApQsOc3NmNMp1CJrzEKBnG+8OphnTlFfoTRU4oPXZ9AQy6H6jfq7kxgVJTd+te02EidS6Vjoyg2LzfXO1nd5Sl04RDnZaXgK5y92IeQk/QukhBntSltLjrNtm8NKSDbbbryxcT4L1AAULuzzpLSlyVcK/p/OWJIoWpesWgTZcWSkq4EH3qMoXg0dt5PEt7c1RP9foWcnAQdhOoa1uoLPVWl4I1KLTB1koJKDRAV3s3Qj9NhV5vki2M2AKSvDuhhHhHXVvk3ERMRxpIyKIiakcSQulkhUFb3ULplrs1cR0WfWcq4XDxLh7o5O24iDw9lgEJpxR0jrRkZSNEyKoPaeY5teL9mgpY2iNSpURaOVG9uRKJuViSOZcuLVbvjN5BMppZygxlTzMjgOWZWxrmSNfRbtauLf+Ewpg516QjGFbYlq+n20fNh45GEKq3qg9NyQUea9PIlLgj+X9UVD2+2vUv+g5nxt0u6Z2Yzi0gyGRgRCzUMzEmI5liYkR4axZSq4GYBVIog4k/N7SNjoUy4eUg5XswiYZbffRyjTMVaySpX8YigRgIVlHytalQfyKwlJu5eJ8/ZNWur7x9+gNHBt6Q0EA4znhDygTRs2fwKE2+LyDgOmcLVEoVqqHJE1/T4h6hxP7QwcBIgYsc8myCsqRCJcs3rBzTvhDfDDpPVr4LnoPMzhMpNFjQvenn1oatJkoXiKg8Y39XXX4BKPt9ZHC17Wrb1zOtI6fRZooGIK3mqQA9iasfE+izoy5uYdV+qFBiACFkiVI1HNU1xd6hLGKGL1CpC0KLVcCpELWuuEG+wyxFansm5vWxPYNcz6FQT1hJ2Eff2q1YxcNSrLr12WI9C9DHtpDfqFjPUWVgnVOt89N5VEWx3+w6JgVfc0492H17Z6kqA9Ntdoxnf0tTBztYgBDAcvNL7mDA5EHQIK+6B2t1JfsYi2T1BVgNr1ZJ2J5HkTrj3ay/AU4TZ0MJdhO+CHampTL/fGAufIeJHQ/XHqdhsvMQfPCYy8kk/DgNVDOuuzS3VjMKZaJKgO+oxcwVVuuaeW8w3pkrkZiLtRo19RVxbrE6L817SEYzyxTl7sysg6OJKbYyQ8Ty1JPW1WZYNu47FxXLxUVZzM507PtYKFuFSLoAooilOs8U/rplz2Gd3VwQgERKa7HgUEHXnhVFJrH9JPPLtaXqidU9JENM0tVqyuiAW01BrGvtOeBkdTFNJ+iHS6CxIy6k3yt6XorHWIReRtf5PeX3xFTsjpxZLtgSEB4ylGz2KOysflwNRKsTYpfElsSwPsMAtrMjibTHibS5pBZURNzQmfX2eJscoQ2WpZX2hqPVuag6bqi013yA95CkxYzP9xgjku91QjsOv9cJEd/f64SOJvm9Tuh7ndD3OqGtTugfH758+vnff5EH/s9ffvjp6x8+u7e0XOeY3F3S5mk+sEJ8e9Fvpr2HYpjTno/VstwQRTbXh2tG3aAbo/iQzrvn5XWUrMey4HdkIonx6ROTF/hy3ucrB8Qq5b5lxnCaSrFavYaAUBYCqmt1PZbpYQKA36bxzNVzi4LVOicWYdCnGjBCbyQDir2dLvCMFkSDYOhCiuWNpDx99fyUGzbsidWT9pcWxu4SMIPy1qVlfvrEnOpfccZT2nrJPJXLqHD4znCJTTfBSFswE0IoFsPcgIyDW2WkdTpixNvghrJ0X8zjTSs3K9fsmfT62Uat1sAzr3ZIQhj3p4nEfP6au3H5DsvfcmHPNR1G6FKouCWrVyisF79QIF5TsothnWOIJwTAfc7iheVKpElqhryldCWSurdkkg/megu8OjyPkp0961LAVFbh6x3sQEnarfXJJ1ZvNvOpb1B7TPD8mzhMvjVpOScUlhu7uJe9rCdvF36GKbekq41k4Ad1C7e0Xe5tC/2mxUu1M9VJkZgNmZCGET4Syf4efcq8bq3FL1wGy2wCQ916cWFz6GDCKQmoaUDlMoOhj0UNZATexGJ5+vJJH6fqwzwnF1aRcFKp4prEOCI3Er7ZFuOeEhxxqA+6kTz/VN2Q9y6opPUQWsdKJgbSF1CLPUcsBJ7uSpJVMkuwpdkVwK2FgS1yI9lfO5KqaVmoScLGC5M8f/X8fCkHRSoDLXGX5lvgh1kmAGR9kliElgB84i28TNDf5zlcCq7ClRf7BCnHIIk+YYKCkFjwIDcSdpFYWrBM5JJaKd7BLSBJq/78hepjMB05giy47G8E8bVZ5QqSfLnPTHclm04VyUuGXkfC1/QOJ8TlK9mptz0+npeUMnqWijur4N9kPpaGa3pSKsy2zq3vbhWKCWM4ZjZT5A5Ck+2mV5lqiiQ/32QN8wUBmREdH2YlrmxIIhJH3TvMSrXdPnHn5QnK0NB5nmomunbtPd9CdqqR36nL3JuY2N57uk2WCR4Yz3FsqzN08prcny+7Vqu8OKLfZ9qi7VtIh8/Te7hPUkitlOPcETXn5QnBL00vzxdkaeZxJXt7PaHeyteSlrmJSPa4BM/RPFl1Zzl3Qi34uCCIA3BRLBWc/ak71g7RyQMKqezWDSrVh/tHxa1Zk7EubmoVV4riHRyBIbXCmHORDavtpeRbgjXyTjEDgVe5YGWJ08NCOHHSvqcQSXyHWGNOLcHyjJ8k2Kio6xGFh/4yQxbOczZMnaKTfpLTadLSx7oQuZUhGKWfLrtZwvONwTRNrYrzzAnNYLLixErrqqBO6PMFOV5LsZHjZrmbJWMH8VCnrTnRc1XqdH5S0mvcKgJhf9UNVuT5+lQdoZOn05+3cL8nN//lccnNeW4VdX8ckXC5aus5U0vzai5g41uPPTq7efftg30hvjWPvjOX0FmU905v7uyQLfG5uIpBqSZJCKpq7HHZzbuvbndSHmAL5k6jQemIjXDveW63WwVF9BOlCwukQ4HsZoGl2CtPLrNUQBC1FNwTF9KwJsPCpbRQo8E0O4JmVGN9FV4K2B53UKwnzHKSB59pi6Q259KP5PUpbaVjddgqtVte/72+zNwaCEm4eWrC7lA5R67eXxSYuaOPqy1jmOOUZtO/mRdyiQqJ5ZsXEshOEBJbeeVloZsslwbBZJ3rW1gR5yoBBCiguh0cg/HO6R7fbzvlUxlvOspQut9LF27/uh5Yb6ouwTEBzRUnqmdJifpJ79qmVQMkEuiavGi9t1ioiYEVJlWFLGu7jqVBp273as6tGrfCs3rq/6jGDrRawr7z95CUxXwASzgGEWgFiPTarwhylxVb6PDVOl/0H+ZhHpMQNr5CJ9+kdaJ+y1HdYp0+HHXP1hfV/2Pv3bbktpEs0K+Zx9Yi7sDnaNzqbq3xyF6yZtz++8OglIjg3kggK4tV9jlnnmzDlWQQCMQ9dmArt5xtmQSAZEIzgNrmPK1z2X8BF9nlsgQl/IDM6blzCu+yK4HgCN0utxEO3e1qZAa9ij7c/2/bkJyMkf3BbqM2pF+/fv7fj9/kUV8+ffv9l6//9f1PH2pEcm37EXD7/nGvaERqCd0KEX2T+10IRqGmqdjhH0jH89xxYXDQfQnhgaoZNHnrGywD/Or0AWWrm89DkfrkFvEbwTKboS+7gLX5Omxg+Maq8zZv99zhrg7EGXbcqtXTezqzRt9vN91VwvlzHq+5D4vx9bJJCZWgfDjYOXZNSYg0nGiXK3BMLbwAQbRRRVvZYAgtHPLmAB2i9BHld38AbeolTQtMZIvq2e7djb5pV4cjg1PmrUx+sLuDQFNelKjjD1qEmpfRyGCydpoeftATQMXpCMdAdGln9RuL7Ga4mwoEA8Cg2Eg0ysAsGdUN75fsEjD7TvksY2wf2/d41rlWGlR8lzgddFQIInPBJrv492dxseDE/Qf4CTiqbXq5MpbOej8fArbb3h3K+aagnZawBlpSfGEcAKZwO3+oUJvbFOZNnukJ/FE3bglFL+yNYYoZ2B5o7d6dCVpt3C+NNBaCfLZraorxiPgTZQ9uw+l9fkDX/Y0we+7pXMIdFpgxUMB5Br4t8FNMZ78iSlCkQ0wJUC77kyMS3wivM2yLIJ0oU/CHZUAWvH7TU9HXZ349oXo3qFhlBIROslHvCD1v91XfvzV6/xbp/Y8DKbmNGrQDguwQ822Fx5Ds3jd8gCwlMFCCKVE1XgHsYEDQP6agd8gaA8XUpnQDZSMYuaATgzoJDkHkgv8wlwGOwcNkK3vQte9B4j3was508DCtHlAK4lwEbJGNtC3SOHlZc0xCYBII4skt0PyORzskQT1+JSHTLHk5YyTBhMTDPV6c8fJuzGxnXbY7zFO774FfjEwmmue6UexS1hC+RJ9tkF5JA8nSYnYoQQfvRj6FAZxUwwWiACVYyGpwdIDVxegneTQOoHKu6J00JFQkoaiR2LGzCGl/X/JzISTJEtoFhtwVb6dXgXb8LkUf6BBnH1CL1JWX5Hkeo6wh9LSYxXQBq1qqugkVQeHrLZd4lwRTE2Os8Ijn4BMNqTDtsWYTEuTI9qVtcQ6RtNmxCxQwDSyKM8PdmckPQZfmFIQBJwRyIY41Al+mMYv7FYnIjNiaNDoHR0KhfUBOCBsZxUIBhLtCoWlsEpida4PgCNJeXseb0ChyHjcKD4bGnNCgnI03IWPUQpZGvIhTI0NjnVzJl9QBHxNebGgVSwoRJeO+FlAmNBrqExpp5X2rFpLRJ1aJw+sQaUTb/vACwjluNFluX5pH2ITPIwpnGZRNGiqQfxIdOgd2BMKNgrSYryByONE5OKZgoKFsG86NhKrw+jcSVi6GaKOAJLiMAJjHElLQPmQiALOLbvn+TOODJO63EQFRwX17HYAG9noZACFE7kvneWQYboo4X11+MafZ34pcT1Z1Ja1uzFWlucL1SQaxR7fNL7Yt9PIZSwJvm1fxcCNhU9gtr0eJ16ctKoKco8hnpOiGvL/Bse1cAsYdweLWlQBzDmsAZCmQV9EQtlXuCF8bRAmP2FM+cqxuqN7WtXNEgUnS6c1Fp0I6ixySMH9/6epQ3186I1m/yoEEj5mCA9EMLQp96dwowySED7QDceDZ8cWNmSpnItexxbgS4FugkKis0R6EW5mnGWlCPBjImCAIsZFfR+b91pGPT35dxD3Q4IZRYliJIibH4hQKzQk6Ygx4EfergBGuwDPkAodpxN6eX8b90YVu4yDO59T3MsY1AuaHSrwY6moXRCLjLsh8J4pzBC3pUxI2NK4rDRAPZTHaRKQfzi6QNRwGLsotonVdqD4yFE1QqX0/H6Quj8YxYqJfqSZj1/loU0kfFh5EVjdASZgX1MmjsfBHkm0bepsCMIu+XlY9qD4GFiOGhEF7IqEqgGEnofVNt4EH8vUSCaZgPEIlAUIfs2BLCKoB1X5dRM6NDOlOSqJiW7dvGc6giI4VnCd23pfKnJcCOymDIYHH10H0dX92Q/3iNcOuFMyLseTRWCEqa7drcSJhIFxx8JMjK4vPYXKO0iYDMDJgJkJtY8AOrtgz4vcSRqzO1HjVki7OJQsGJ+54pPLqfSlOLboUKVeSVHWa95NFE2koUox84ghOM/h+THekQAMBBBcDXm/GiqlBRdPJKnTnDF6PXz8YdZdIh+2Wcgr0ejRmOrTi/WwhViJLBgoP34RB1aLFj9cBn8aaX0zmChQRSIo7pYP+PgDrpY2iY73j1roz84M33dH67Vuil1NBb6CgkIy5HHiA02BE0tYV5bsAKkv4Hj/eIHPppuGIw5QWASFhPLz3SUOm+hh8fcaTT5mi5KkCqOCA8fDlsYsus/cbsH1qlKLa30U1+O0WN7j3etNQrEdIZ+8oAJKdtg7/+GEOWD+zr8wLOxLnh/e7ghaT3CiEWFcV3V+faNJTzqtppY1CCfuFxhRvLDSJLhcq/8tFSzRv768fprsfCw3osEv6ejz9rFOfteyZ/OiC1bij9+P2Zw3QqvDEetQSKI5CL1858UnH6JmzJ3270VyjUig7VCqyXqkf5pynNkpnfEdZSbPU397Unf3xw+ooDF1XFl7q5d32/RgHl4sHdnrl8WI1UE6mRgB4HFx8ZD0THDPvx8kwVT2a/n5TvnF7f1nMQ93o4knt+MDYgrdXKtuTLg38+gaIpwOVgzmxfYl0Dpf9VhOq832pwtdLUcb89CPV5iQ27xNHj5qjprjmSe60VegkJQr7CgQ+vL6oO3Z7fSBbrwWMOktFzFTsSH8P3r2sS6Evefz6wes9Rd33pXlmOmnuzGh8er/RJ7r7EU5/X0I3XYZBLl5Pn69urrW38Oo3cu32d+Hw09oWuVCxq9nmcANjE6R+Lcrpvi+h0pVK4tX7AzJfZNHHc1V2oYa1cTVR5qlCuerA3kO9k7geRTYJXx/I2K6e4qbVAzIMT+H9gLH7lHiiciKbo5paRZX8LPjdXPAnamrbKcLx7NJPh5+fyeKrGvEyp78YKE3lQCIOPLy+Uh1t1b8ykj/g69sibp4aS97KVkclb6P1ehpz9zDx2rDie/B67CsQGx1enzcag0RS31GouIXFeE+BCMWppl4HZoS+lODiS0cdvj9oevz2/rzoS8yeBE/eKGmSebZoaxQkbpUcTSfAetPdzwErkgQCElh/dy2whHtzWr7oda0HgoKuzTcgY01WzpRu3v0IDDIcnQJ+QEBCAvzc4RACsAEtUQNaTlSL1Cr5Wy2x3eGmsLWZkO6Kn/blNaOC+wfMWpol5H+u8s1tVSa6/yRS2N5UC9nMATBGrhS2z5WqpHNduGHOgCHbzAElDjJZ4/uz0RcSCjJREBZR+0wF6w6rtI9yOt4BrBXc+RfDEBkxUUaVeigajgwBlcltD5FQKWuwUzV3CY5HD0igbKJFKr2RkMgnk2gERkMiQGI/VpXDytl5ziDtgmzDiIDpp9SAzKIgxKt7a0mgvLLXwQt/GPHOJBAvxEUc/iiFwtvgeyTntAsRr0PC3o2sZYZ/qHib9/pI1zRltk0Ju61Sw2JBwUJAkRC1eEfPIc8vZNi4ZDJwgEDSLxQc8lSznE36RNVsm0ulEPkcQqSguKTGMCgvOhx3wTPijFukJI40GPWPpMEuRI2HmQAlcuOGeQEaLDPaBGzCkD3PqB1C0Puu5hZdyY2lQm8An2TiMFTjTGm8ktDnXphjQLvNnowxuBYUaBW8rdpEy/EQHngjBySYHKluwqpWr3HFjenJ0E1wrCD4HBLXTKa6vA9ucB8cBcuFrACsIC4OXMl9KcNBpLIIGzltmjGCqQ6q+uEUUmXInqKNOxpxWYnmRukC2QIqIPZUvSvhjEFbHeYrcBjL6DJQ1WgwjVLmPqIVbXJ8JmOD/nsqCwSc4/oP5CIqB8nXY8KskHJIWkBkjiEvKEgUwjg+mM7BAM7oJmANs7wPc3Zp4cfKo8lgDNpBYGskMtzHFKmzKCWKoKcEKA+jBkeqXZU1vAzSQsDdhbkQCZjCkGzz4iC01U1J6OgkhoRG9bvJQLEqCRhLlDDUnIS4dR+kkxAdkxANQqqSQHhMgcD3NA1/lwTPF0JqQJAXpMKOcJIILkF4AdkxL2JqssHUZRa41y8U3gTT9KUBIWwy09zqhBvRZAyNXDg5rfP7xQTBC9n4/W2BBiSHQGzAGRUXwwc8As2BGgKwCDC1RVRXxkGmgBTEnjhWCiKdQd401K8k4G1cFVG4mKmQ4fheNJS0FMduAjaXkIFQVqVv8mW0A4ng7I73o27KlFfalwgtDGewjbiAZKJUhCEFXiP5SgH6sFZhqkicNy0fjyZGDP1KnxgRDyFQVluyYlxP0hZXgUqJDuYkiRiH/QEsER1uggf8qREnkBctpz7gBOzwSY66/iQLi8y4AUbhiATixcBRLZYHkoRHgTTo72k4I2FwChEthHuMQBTgZYyVi7PrbKCMfez474cEo3G9r2El0HGfsKifuxRjITUWl12KKVNVgMuRa7nNmpFgmJ6xI+o0Rj8XIJmrEJ1OnFMKpFoRnBypRK9AgkTLCLsi+FnppkwXPcdw5QeLcIktWrq9Om0D9dewjEsejqhjQmBmohdV8LGyBs5UTGTXlAZHbX2HV4OwUcEBiNNIB2a695lKCUUvYYz/iC95pILzTIfTu9iKpOj+Rv4hIu4hgomKjTqvxe/EGoujS3Xuo8QBL8dA6Q5Zo4xLcAzTGDYsdTh8/aVGpgCS2OcD4xgBkAMHLmQNdYHZnYmTQHGDuLF5zG7KEXhB1vSVvARZWxChfeInG50UQqjkOB9PZyICXlJfVmZyGLQnmJ6Xk6eA8s2bgIUJTGN1/wHWuKBi0Kdhek4sFdinIT2yDgWW9M3SXsQVNsHum4/2gvqQbTdMpyJQ4kneuDWkAkfKjoIZaRBJGIRTMNAtzbrou8ka1iTI2upAjMdsrxoeiK8DiLHGkH/ek9Uof7eI6/jKQU5fqBvYF1JirmLiQ16HLRfyZwvIGmmFJxIyd1b6ROb7Aa2BPOEIseLINc5Pww/Uh48suPe1gJLCZaoKPxKnTMQCMGJgvu5r3KQfCIDpoAE5wmnJnRKRVo3GXvtYLBVYp2mb6ZWKSNVyTkfXKRFhYRcbQApLAwG5SDs9ikwXqEz9yNETEXGJZ+N07+0towyxY/NKno7K3AUKshw9i/MburMzKVJpPGZkN6wfOpBFyNB0H7D7+ug0m+OSJQoztEQR8DYyrRKfRuAyDpP5u0dC/ABcaVYCrpj308v54xegbFy8KLMMQE436taQJ2MCQhRgJDs/L1IQ4kLh9jeq4mnGF7IhQlRX0VNG0C0HJ0ilUyI2NBO1gq5hc94RmyAo6QHMcsyLhrUDcBzjvpvB1Aj6d4S/Kj0VeCXFi0aNFRfQXomiHDL8gtqvuVRA3ENSFBrZUQpkbe5zbQO1vVWq6BX/GDvh3QBFw5mmHKViWTHgNk19dCHn6WocmBQoIG3fVKciUfTAacruLhWexbS8EVW306S2UpE/0IFkNvJTWSgsFxjXxTEwgSyh9SBBZgxhpMbHIdUTi8tR2LjeLwcyxQgDNEfmicwIbGbtfrFtBJaQge2IgVoI7un0OpPjxKjIEge1UJYwFGqkts29P35YuKIqDVAyECpm1gkeCUQv5hWGqvjIA+ed4nGSAcPG0MxBzKJmiIYEF7WB0TOwgV0LvGY6czGqZJdeQgKl9wLZPEf8lPBe4PWVjI1YVwWaMVC/wBGXHbzf4Q5Ubg7mqQmxAkbRKL1I7uFg3of83QBvB9WMabvrJOQboRMSGjnrrfu/No6EuAoS/8N+/Mz9+HQbpgDzqtJ/XM856HdpOBsYf0BfXDUZ07+4JvKGdamHwimbWFl4uinitn3qbWVb5f8McX7wDWGwFf2ngUDVZPQnqr6+dKf6GQ+FfoA0Vyo41c3r4pn6sCxpfvAF4d6WAUiDPvjOoZBCI0wK8wF0sto7QsrMvBq/8inun86HSwT8+KKBiAMHbc685wEoa8aFASiDjDVvqbMDI2480AaxN117VDDwT4Y3DZVin0hi6DZrnXBLpB98zIPMe3r2g+x7otEPvmUiIngA0OPTEP/jHabN2DGTD02b+fHND42baR0m6vvXvWLczMtmQVYDAv/QLMi2FYLcbq6SqWDXbkf8+mGQp6d+X1qPizuR5wefEQZ7cavc+b95caNTIT/oz5gx9X9TfN9uiu9ALqyn+MpFA2urhYFoCCwarhrie3r2g8x7otHzp0zEw4UzfJNgAJ4JdxFm1HCrd0WQzCSuHAi2JPjF6Lm6AaqWY7NR1uZ9A/J06riObgDy4ynDGSVzhTC/AvKHV2vf6IXlHBnsWNZqYCoqMF/0joR89Ilh7aRgYQH15Cl4Lms4WO1YAyKC4wMJgbGvw6pEMVm32St3EepRCFzoFThuHeNGrRwxhsV4FXk6QY4J6B4Brnka4Rml2BcPJDqyYYWyeQBdno4hQlnD4I5d072ozBZBIeZfwBb2jYaKODiRHkFzA0b0yrCY2JErMq/alKcTLkiIA76IfEVMnrvf00zx0gekRUgU70uh56+VhoJd6ifp1GmI1CY/EJszs2G3jspL5W6UeWaE7cSt7rEVqn+9TvDGVomrZA1rGWNrWut1ueCVp5PI2zbGe9kGgbvrBK99ozeU8VYQ3r+90v2aE9a8yJp53vrYez6OAU9gtdEh7/COx0Bme4yrmqeDCwMSYbi1UxGptTeaCkalIhH2lVm7S0UY3A9PmRlZI56wb/QDyl6wF47KbGLbqF9C1jBHJbufHVLhKVm31kBRILXwlgqAF/KFWbteA53eaKigA9koMHOdApKnk7yi7sohU1ylfk5c6AfcOrsfb6OAnOnGelgBOW2h6p/hGWtG1rBM40IFJLVIuJneM76lV2CcN1BAnodVyBqWadi16xXQ6Y2GCmTufSto0sllCsh7rBaRD8Q77jdCqb9QAfmNZjCduLWfq2H76xWQYNDj/XCZPGPhceKJ6xSQ42KuaKoDlYoR6PVlCsgFNhOljAVlhVl7AwVk3+iVMiIiMOb8dQrIRWxiPc7oAaa4TAFZLvQDbp3dj7dRQCmRB7StKgbiAGQxCvIgsnbatE2sf4ZjeecCTaSQz52P+YqxMsaudP6gAjJ9efZEsV5TNj2jsHE49A0j++bZN+bMizKyKBDuSLh0RtL2ESS63Aa6DIPN89hBCWSbJ+v7z0ji8AvBUQmv/gmz1gu9860umuXFzMTIU6yFYKZiTRxt2XgoZZS6RqzMcn5R1hMFO9MhFRsJG12yphEifom8a1QdNs1w2Jd5pQn98ljjYH7RoKgnBhY0cQGDHCuhBhynQ27HwNpOG1ZLRipsmmPPR4Pqp6EJz1CsG7ebRuwRPiQZRUHLok05bYVKOtJW0SYzS9YYIq0n58JcsIyNVHS7hCwMjG+RcDEPrsNDcDwFQG7DPBi8eSohPp3OjBG2RvNJT9c00Noj6ZZEblcQNPLpVyT2utIA4VPW0OvSh2v6WzDacdKy1EvPcz6Zna6U2elKmZ2ugMWCIUVKDYaUV/jSmT0uWUOPy64pCYOBWJnbRELOq8kSmT2ugzLeB/S4QnE8m6ywWRtKWZj4x84jDeRyCUOgaR1KJSyGUA0wbtC1eWX8wYJIRGKX68TyNyqqQ9hfWaJR8Lp2926wx5USe1wpsXF9eqNnwh7fiRH0d2KHKw2mDB17D/L2OCNkibyA55CHU7Insb9l15QpEt+OwuMXHrgdif0toYyIYH/rdB27oCjYWBfEb1gex+A0CAl8wBFyaCSrXi4rEztbJ0ad3QwrnY3EjkgEKo2ZOVvzi5XOYUKhq1Arh/r2tTdTOsMgtiCGk/7e3krpHJFiymw4DvOZteuVzumNsxj29oZKJypW+yyWX+sbKp2DBYmIQRzDsvzVSkc8OL4bkcN8dWCIXKV0xKmiUEj17MvLC99K6cjDKchXNw7y1ZElcpXSOb3RK2VEhHs7pXP43Xwa5PWOTNNLlM6JAf2AUWc34y2UTiwvVzqx8sWKjZVO5Dbg65RO2ljp7E8ipSMDAN9I6STPSidxC7BdewOlk7i27aCM9+ENlU5ypHTSRkontrdUOsKCSIRlVRuXejOlY9rNbNCZlM4Af+86pRN5quNRk4dKR9om30zpRC5rkzI9rlN2b6l07BtNpoyI8G+odGIgpWNQGmcccZHSsQzoB4w6uxlvoHSEeV6oc0QEwbUSrgywiaE0Kma+TOXIw5GX5LpgLbPcWaxlvkjlyKNR2MsaFjLbtetVzumNhgocIiebg2Nzr9M5x9YTTzQCSjp4Ao/jMq1z4kLPzGrk5VvpHNk+2odI9aZB5pYiT1ylcuThiNUka2iOyRqi48vTsb5E1jCRIAc5r/YJxdPsElnDsnK7ZnUOpnWEWRGGUq7HvEHz9EZDBSa2ZC9wymDIngCpRekgmmrQQX6TEyEiAs2MGHKFTCMlIjwNO3xEZEYq6LbsOrkdb6B3kveodwS1eh7DlyIwjBIK6B12KkjFAJoxAoOLsk6cIpL7boEyn0whSifCKzxHJ2JjIhJ314fEgCohIfQW9KvbZ9+YNSy6p4TuiHQruGSn228EHSGqCdOLIY02D4GFgW777JtwqTcFfecnOifxFT9h3ppWer6cN6VWBnlTEqLIm3F7S96MG/Fm3Jg34/Z2vHl69qO8KXRHpJt5M7q3483Tsx9jNKk4eiFvjn7yMt4cZCbUW5mE2nA8SBSzC52OklXvOnq6Yc6soFm3/Y11VQu9q7eChTaFoyO6ZJUgG+1mArexB+L8ghSuvC2DEuSS2XcpkZBmD3OJjMQAtVZMBNV5HCdEwfBRRD4TxqvwHI7SMmuT3ASizEuBPQKkSVMKOQ72jV4pw7KjUOMCaF5qSwqV3WyU/dSlk6WKhlHR2eUvyMCa95mSF0pXGdgv48YhsunQOIttMXfy2HmquzEnNOMJuY2kPiI1pA7kxAuj0WtBEwMLmtBY0ITyloJGpvAhawcu8delNxA05n1eySJBI8DabydoQiNBEwMLmmEU9jJBkxwLmhRZ0MgApLcTNDLdGjkzc8ZLl64XNPZ9XsmiFEV5S0GTIgsae0IznngTQeM3c8d/LLWwiC7Ij+B6+d1ghI/wWyUxI8/G6fWC3BvgIwRSco4L591Gw3W89HDAgXqXyNoWWF4EOg1bpDHywa0Q4wXaAsFndt8aJ/zYtX6ePnLkTRpoBpw9D7Oc3uiZsMlOyBVvIGikQhTxu6RnKk2jLKe994MzmnBF9I0umMhrKieXEQRT5WPZ0DOzBl3aQO6LtA7Uw9MwySGNRPNwk9+SzlfqNESCjPebBgotEQMakC8f2QfXRfeNCNf0XG9EuP2eUSWx3Xk/OKGHecI1z6NXKjGmWbINBgjPduLVhy+HfZ8fkDXZiNNtvBFhb+3DYuK09X5wRBOeOAmmLjKNAHtcZFou9ANunVyPk5DuVBhhHnQNlMe0cYWaqnxdDW+J5qjUWi8DWIlKsBLm6foZ+xq2LHip25o3VbU2gJVoBCuRBtEeeXp1uJkbzWn3za2gjfanM6yEG8BKOOoWP44vIhWFUh7bas7d6YXGjRxAWyCqRJCAHCpBGwvqV6xnSybnMUC2GPAEwgcEF7FpMeyqsqKtLbNCFixRBqgSedA1n1jWuELopLIW8TR07S4VcXA9wgBVIhBLnN7oB5S9YC/8AFXCDVAlHKFKHLuP5pljcyA4v8CsPnAsBgW5hCph1pSKja7HiV0fvh+nNxoq6EAcoUrY+2ikLo7sFkGRFufhGFSCo38DnvC10ciMkwB7gcjkadEnbp3cj5OQNoK7C/NAaw/lGpr2Rz+sfzzDwUsLGM5aFvvI8VdcpH48w2If4AqEpBBZl1+mfuTpOHBZ1ghTImL35mXKx77OUJDQo/aBkxfXKR/Zebzh+wlR456wBKrAy9SP8OAA7YTyT5bpr1c/rpIzKk3kFHtzGXniQu3j1IJVImia3IFqgHW51ykfF2kwzoFrgVfUrL2B8rFvNFSQChQ0BLqkV2kf2XuMQsoZERHEFBeqH8uFfsCtk/vxRuonVUSQ93VbDJ6SCGXBz0iZ8AkFZyIF/IzAXlxNNFxbPmM+512iljgCTWqMM15zHWlxOlIENBZIdJA1wlZT2AT76NtP2ocFIMemhT8mHI7z42IqVCont6EgJ7bB5gl41gR89/TsH9dYhvnN0DNyl11P/2LAWS/1zLcV0IgKglMTHkNKZIKUME83rOmoksDXeEsl3M23hwGkhOPeFseypurgLxOdxlCLSN05KLl9n1eyGFUiEaqEiH7KeLhMoiaImFoQUTm16gawEgN31OuwLhv6QkB3szbxyxldIgzQJRKhS5ze6JWyQnH6BjduBO7AABPUDGiW9DgyFae6jVCVHomSUDpQqCJ8iUT4EgcL0tXgucdyNeaAOsfGU6K7DQAmRh6Yo3zF6dIGWntEzhRTIv7jAbkuQuziSFIxXejmS9/LsPFe6sP1K0oiYCDRgHUeehtNzZHZ0EiFD9R3dWhAiumy57FSgadnP6gCky84xysFDkULvHFEFrhIA56e/Zg+S7ZD5+mf+FbnQwOly54qYjLPHE6ZY8vB1KF2URE2GlcnaeJ53kSejrOCZM3hGeXKyerIuTRZQ+2xzFWnnChXLTgemKseogI8n6segCNgTUvajTgaHhg5rXhdTUuyaGk3Kvano/DWpetrWuz7vJJFaDKxvmFNS0qETXucEMGXjDBUrqppOXGhN9xKl7S8YU3LcSEJWKcylMu+lmgvAvcV1EAjCWVthayTyQ8TVBsqLN/9NWqxaAPYSglrABUaYptxBV2PhuGWFM3k4+6U6yAOpSFhHHANnSV1vESCo/k6I8T855GzkAgpO0PDZNcAKDF3DUzonZch6qX9tGiuhcQn8XaYNT2NSzD1Tq/zShY258lGEPD/VaB68nBsxDp2nlouygDot6hw9LrGQL9l4Ywm51RXmcQLdZwWbpWU8jQ6jZz4fura3bCHp70QgFqcFm/DxZ0K+8ZOxUYVeHHdH+EDd2n4zF6xZ7l99NXTrJOmk1nMiSwa0/cLSbWIgRuhdUm54iqsQfs+rz+ifWDz7jKsQQFIpVJEz+bdEGH3MokpUWcqWXZs3sVR1dh1IKQbm3fSFIOB+o3Mu6tASDey7WSJinTtqK/OShwjkfqw7hb2i7Et8hWhbVg7d3QMU59k5Lq1/cYSGPh+PA2jJPUW8LhHgzRANyQicVv3qIt4UKX7lH15NPliC+9uiUHpgpiNVM9ymXkZaqMUlpwQDkOya9cXTZ/e6A1l1OCeybS7rmz62HxkzcrDE0dccZknerDhgDW5sTsyvszQE400qetYW1DRNLdt2AKjTnHLmrDq4dSOtaE5xUShzCPtP9cdm+ZIVV5p17iVV1wBzkWVEpbB4cYPxNjtG71+Nu1E00jp9TF2N4BVcTw9e5h0vy7I7gNXngm8Og21aBpJvjzIHqngS0apoT1h1i6PsZ9eaGy7DYnY96Gf9eVRdtGGVIeR+hBSWwyCODe+eo2mmiwYTp05knkLMzeTuJKUcESjZuB4+MKMeQqcB1p7MtSf+lTDuz1tWaNLtrJmYJthEYV5uvkMR9gmXiT2SQ3imF/ukaGfjEq+EQ7lKDwH99NZFnP0dJOkaKQ5JXU/L0xyO7Ni3ssJP2EJfqk0290bCHpbokUG1ZYWqtMJ3AbIBlc2GkBh11Q8OS7CFxypF7fJnN7oB5RN9kJULIZxrejXUNmqCuW0+35wShO+kDuNY4sPTC30NmJdSIcTJ/oBx944bNQpI4BNwJ1HqAK9P10blyjIlb09595PRnWPDTWdlRGzeErxOpq4Z+W1gL4TrmuTFgSUSoKF4jHSFwYevH2jH1D24PaVXa/1i/Ho9pXdCwTVVPbdQ6eipI2qdk5H7Aes8DDzFemCBCKSKZ2/ESGA7TTuwXB7V/CZBmCv72HJie5hsSH9wGvq9Tsa/3uSEA/LpDJIIpwom+zFSQp2w81xA+FSPp923/MhTbjipBBMJhthmtaq6sSHntn1RoRl+64vjW7s+jJSoHSl6E/X9VFFf9x7EEjtMYF0MkZudFujJdDa0M7a/+XXj9/+9f0//vH555/t//nHL18//fPrL//z5e996bd/ffz10/f/+v6vfvv426+ffvr2/XX/+/Hr54//+fOn70T868e+m9HzXz7+96cff/r567f/+bi/b/v16+f//fhNHvXl07fff/n6X/u//fTLly/7U3/5+v1nv337+st/ffr989+//Xjm5y//+vT187fv//f372s6Zv77h35/xOdfvvzWPwq/SL8dQRS6zX07ze3+4Z8G14/+HA++ST0uKIHmFFrwdvJ2rZ/8BvdWgxkqRwG250zu6anfl7KgDE7v2Ik8P/iMMNiLH7/Nu3+E2cKyJTLEzNqdsk08Ff4FRT04IHfbQbVUzuSeSPODTwj3Ng2N/xOtdCrcZHmmM3CYyu4Af+Af8IF/hCEzTsFDcIenfOwYzBP2FrYWeNf8/kHePW/pmm1hSy3B97e02GD5jV+NEOv8qmuPygX+yeiigauhgs2IhsCi4USjH3zLg4x7evaDzHui0fOnTMSD5YIzF/0RRkw4w6TwGw7dk3DHvOt+/w1CkMsaZnu9nYg5s8gFuhZziwoTdZcKrfZRKgwGdacifsC8ty3/6ERkqj0+ZoxMzeudXWjc435mPeCpROhap2K3XBLY10lCyRAuT33Q510izAv9gLD7OyGFlRV2QiwzxKQ4irIWwBgM/306oglTSP2KB6aQIhpseJfRQGFqIJ7Y0A/YNeiaByJ2IzzgcaRI8N+yNu/XkIejx3pghOB5OB6HcnqjH1D2+FbI6GpkTRkQiwgE0i+EbGE33w8O6XG2cFym48WlQyIcsWZgWIoTuz58Pczr/ICq2T7Y62gcjoRBoLWgsDvvByc04YmTaOriiivYHpCZlgv9gFvvX4+TkF4EdMoL4tQesSgll7LIPJTA/bglUo93SZT9MA83NQRZG0NMWcxi+IQBTlQiMinBKJDiREVhJUjD7qV2ZgEzWbTH3+saGWxlUHUVPKvAYDoRTCnDIitn32ioQPibYw3jXBFJiIHKdaUUaJ4L2w+aCPDUgJo5KygVTBzkZSCi5BdwL/JwQijJg2miufJcdQGdxn0wLX9KxXYTA3epqNyNJYW5eDPMmm5FHRR9pd479AKGsG80e4F46LJWKOqeqOtBWBWvZ+goD7MDwbT5vlbAEIhlUIXnGaf/dGVfICQcldgIa1IvrhWDRlTlgagKJKpIXs4Ebgia/n9Y4AYeUh8Sf4UcHt7w6wRuyAwFEUqvOFEqCsfTLxK4JmapJAw429bVXi9w7RvNRmBL1oFchkxlb3S/5cY3MbImLgoQ2PM5jgjFvnwjXrBdujWUNcnMaAi6lhdUJHKiLbeaQgiEeznyKYMcCyYWzNqkwhRt3Bgc42IIg5Hwj5zstJS9YCvY65DaC0RfU753ZuexLSAN6irX+mcXnOiSyxoV6Ji1N9A/nvtPD8qoALsRAM91+kd2niqfN0YOGPHEdfrHcqEfcOvsfryJ/hEQ+xfrH5lPAvpHkPZR/8ja2+mfkCPpn5AT6R9Zw2rAi/RPGDQgyRo2ONi16/XP6Y1mI1D/yNrb6Z9j64mKSPrnYIo30z8HGwakghocTlx/uf4JeSP9I4MhUP9IkfDb6Z9j0ldBKgrpn5BoI67SPzLKDPWPrKH+sWvX65/TGw0VNLFN4K+pI+si/XPsPBFRuZh8xBOX6Z8TF/oBt87ux9von2YaBG4P6FPD71bmZ+rWaJE5uzHimNRQFYzdmTi8+YhFx4iM04agVxDoIKBBUE74ODGkLOYJQgwHFLnnHJd98u0XK4AyIRprhGWXbuEO3TkuXhdnwqFYENMeuTDgqDqg2z77x09yn594p1rOVD49/xPmqxc65pLnW2ACNip8Pe4DmbqRatHN00/tVHy/4iKqLL+ijkeJIKOta9asZcRQ4H7YUrWYN2rfaL4H6+2kfp/jkJU6V44CblJBeWn3a2eD9cJoFO/QI23cCbvzHcqKvjRxzR3uxL5/WG4n82cDnod5n1eyEDRTNmIxH4Xxr4/prwPMMqwmOHaeVHGlWvIHXEH7Rm8oG+0EnoYtfjNakHjC92r4u1RsHAW0ZzT1wpyWJt9+a29uoLVHhE1TvMw+uiyt+kcNjKhW30UuuWmJNtM8XeuwrH9gPJcVHhHp4gP3GWkoDHW8Pxs7aUMuhG4Ycrul6u7SUCiNJmuU8jBrig/iFKP8RoW0eeJOlLZE+yrcdTLEZi+IjXs0+WGnnsApYh/Srr/nxTey95SDkiMitGPFyOtW1cbAHI1R6MRgWMQihQsJ7DjwSELL9p2KQKXWsoZq0KzdpcKpYPG6Rtd8BIBt3+gHlD2+F2InEiJf69X/nYpate/Imd3HrsW2EQjpMR1iQUXlfFgdzDk0a8qchafRWoZ9/IbYN3qlbLAV1EVqr2S/po7aP0RY+LlFIJuPQVGDSTZli1wIu+wkxl4gNh3bBJZhZ1fECmojvBGCYKBCZjrIR/TEHtBBPmEtx+E64Yl6g258vQqShgeydzWZeep8JCouU0J+cNE9TyK3a2+ghOwbDRWETSvdsANkpou0kOw+UVHV6rJ8gZ3B16kh4URKfySsdTox/vVayIDQKxGB2qUO/BG0kK7TQrvZioOZZI1cEL8RCOh1SsjrEBTtF1ccG9sv3tBMu04J2Tda73iAB1TIWLxMC/lBJYIcEkmLAVtcp4X8AC7YMuzsiryJFjrO+T9epoSO0ccYZq48ZFjkFk2YukwLyZ2gMLOgU2CwuznGZLhMCx23laBTeMSvXbteC53eaGU4ZkBk7AuhFF6lhU7YIOZEOlSD5Qu86ZdpoYMTCVGH+yEs51+uhQSjBu1/CSBT4L+aaQ+XayELJGRkOKHIVE8Rweu0kDw90Hl4csjs2vVa6PRGQ0VAaVEH9v9lWujYfaIiEKLOkC0u00InRvQDhp3ckLdRQrta7HgfD2shHyjcEHgeUPCcWrlQCUm4G7dSwHBQFUqYn6i4TAn5QjCDwQ9EnucWsAuVkB+YBQZ+1O4FVgdeqIRk9wcn4okKLlO5UAkJI2LizzNs/Inzr9dCZgSUUuEQazB400N/vRJSLCclwjWy/4OrbP9fp4X2p5PklQ5lPBCz9gZayL7RUEFmwb5WyVq8TAvJ7qNxIqeEVIz44jotZBjRD/h1dkPeJiCXNKB000KpB47veXSp0lBUGbrjwbqRmiI60eyoMOEo1+KvWGCKJs/odInLTI4aHwrIFUqwBenSGHDVLP9vH31jzo5ZOaGbeohS4pS1QLyjC1cipe9DCZQkDaVjz48Jt8++SZgGuXaed9SD9s//hHlrZiLt/FOWD6DyIx6CKaiYJHpNy8/VvBkEyhrrFGOiggBBmOGs6SW8eXr0o7wpdCNaTkgb11fue4y1dFfx5unZjzGaVJd1POvnf/Ii3hxlMqSsblk0w2jMldtZXOIcsj7d8MU2kP8eprZwcDKQKjwQl1ACmTVrv5NZUByrwtJ74+5S4TiJ4HhulewF2awy6gLviIC+o1nQ0ipE6gaNjN4xutAwfl8JK0v4jgw1XZukMgjEPjgGnQ1xYDmbN3qljC3ntARuz5xRv9NjRGM/mtdba9xrmrK6Dp3bN3pD2WgvBsFFAnyVynUyF5ewmLL7g34Swk0fBq03at0+3d5Aa88FrZfyJgwm9QmuM6bIQqk0L/A6eXOAOBOwc2Q3xKxdL29Ob/RKGRanBWmwRrvrMnkju08dDHJKQMQoTnuVtBFnkoJILRKI71EBTff8Kmkjv8Jrvm2Ehm/X3kDY2Deaz+EcQkZshOtkzbH3HonYOG4yCk2+hahhfKAQ/YKpXoMPdDwdzzMO4i4yH2S6la/ABxL7PKK8i5WHYycHReFX4gPJQdGMu1wZ+bJ0UI+7VDwNEHREm7BKfNvofsWtLBoY/CsAgsRARNEvBiJ1pLi0gox7HiBI5o943AqXGYZlX1swxfP4QKcX+gFhj+/EK/CBTnvvB2f0OFc8jQ904kI/4NbHr8fzAEGn+2iELsHpryXFKwCCTrLJxBgibsVaaD4PEHSS0p0Ir91lway9qC0mQXhq64LkrsUeB83XPD5EfAnKB22BENGCRc8OurYYBLY/nYrSQuHmnMDAOIIjjGy1Za3M6UTUpQtVadrRvpQwMmrWOg0OgVMlWIDbIE7zwn0yrzMkUCdIKOPR2LgPUlGHjO17oe/ElQx0GFlb6ixLEBWNzYEwgKDeHcVFJ4gwoUcquGn5xPVOn44wQcHM21Aq+tpdKjxPMAlcLSNr5ITZN/oBZS/Yi40gfY+a1sEcFbwdsvlob5tWOMsW8xmr0QDKnbAiBogVVLIjA6iRLSzDPn5F7BunEQbzjf2WBpoQELamacMuKsoCH/3YfIq2bHptZmyxZY5UbzRa9BGh6ShxfOLX2Q2xYroTEaiXcKBAph3DBed+rzWQOI4o+8VfRuNKjBjGJ75MA22O8Yq23i5rqPDUiX6dBtoG8zD3NRod1ZeuVkDmZeb96Hccm0ADUS7TP7LtfBJU+LptCvV5ufo5OJCiPZWKgE8sf7n6kQAKDXdrmYFUGk9gvE79SKQF5+Qc0RfMv7eRKr5K/xwlJXQinuunGk9iuE7/nN5oil1oHOW+lslKvEr/HLtPpcQ0GWPIFlepnxMf+gG/zm7I26ifbPb3YfWTI3V7yRoCQUr6GuEor1M/EgIl9IdcOLicCzvWV6kfeTiO6Bav3SMNlRzaa9SPfZnZhIZyRjYBL/hV2idgLu84GgJhSYOJYJfpnhw502DZtFMRaFzghbone26ayBpwVCo2bgm9TvfsT6cov4A/IE8kM9b3et0jcSqq8GA0S7v2BronMZqlrDF4VaPpaBfqHtl9pCLDaI4hU1ymeSwX+gG3zu7Hm2ieQejtmEC17AfNaG0LktMAkQZlvnl6/wxvMnD6Ge52BSbFNTQ01+vFsT13Cc2qLTJru41OVGOzd4nYqPLraLkbNLshbNSpOtvIXZzLEEJYYMH4zKWRckYUhByZuZkQ+EOoLGp0bRJ9w3ljB3oLusPRs4EZBqOtQxkI/9XEFYFzo2KnqAj/SkWmYbGy+VSgL4eEVKzdUftGbygbYNL08bTO8CGZRXEg8NwCMl02n2I9hStPB2xxXEkg4nR1A609F2ZZSxtxSBDg4UiXU4dXpSE610mbo3cI1XmNXDlg1i6XNqcXaiEE70MYhDEvETVH8o182UDjCMbRhctEzX5cBIuwRQZ+3xU37sR1kmY3QggI2W0MSGPW3kDS2Df6AWV2K1ABXSZptkgJ99MZTbjibSSNbEt3en88YL/BK+j3QbmulI3jXpqBov0z9OnmM8LIRlxA3En9EBKRN64NFb8B2WrruFl6noVpQKbibgGs43fxJm8nZFMiNHPATwZCUI/IbuJTaZVzXOq2dTDvOw0I5tl63bc4+UnJahw+/xPXu97ubY8gNhE0D5j9afM0zEZcPKr4stP5jMsw71GTpyNOnqyhcy5rVBwqDglKzX3t5XW2rXErkUC7EVDSCKLo6eK3wWnQRAHUozJ9iVL2LymSXZDgGCWjNMKRKYOulctK8s37vJK1IQ37RhBcyHUV+TVR/85xPpi/GuK6XVaRb3nQG14FuyZtjmFkLquRPa4oSIlDKAwERY9IObPT1EYaafaxrM2rlNK2cRnF/iuEEZCTQyrE9GBA5/ABlLnUSKxg3RIPQKmR59HIPDTENw0bTfk74hNAxBrUc78gxJu7+K9oEAxH+zwN6kmqtVG+4lCtaGjmQKr1QgBgge+mPsaBcWTWdC8uAwC2b/RKGUFR7nuRQFpcCAAsT0e+2NeogEHWaBJLZuDblAmLQNbynIpYGaFUAL6BCGsK9w8oquM7YwcqfjZrE++cEg+lUABM0gBYhnd6Y9/GSrPuxfydT+M8urMpC1UZg7xsQzRkBw7I0fE8OJBF34snOGTpQqHorllTrrgKDvn0Rm8oo76XjeqMroNDls1HKLKjU50yQaOhAFdJThmQQJ1IMmiVpjT4N4ROl85jlBZSzUsTXcza9ZLz9EZDBVaJCrXYgCNw2nRRIyOXHM7yVGZJWIUgKnxAaGdBaiDxHTKhlhuIDWvrzS1OgXwgYSExe7ynQ9ySxrXgz3Vl7QYJhTUFaBN5M/DAiQu7svbzKJiRkvJYPBCzdn1b1umN3lBGVHj1ALu8u6wvyzeW3/aUZnxxmW8qnEgwRxxVtFgmU+80VRqyc3S+L3BLIuVywm6zI56xtDw4ZIvA48blozbQp0dZx5SItA0m/WyEcmrXbGgTWdNFbu5ah9ztC71+NeXPAwP7XBZ0T3kA09AYc3BYVnFV0F2KV3AjysZYNrutQUUVV8XcD9AJVB8lczmDWbs+5n56ozH0qNxHtuKtYu6y91RqY1AhO09kgobzTfP3NisWwdiUkPvidhSTZTZBB8I9H/gg3qSSOhU2ih5o7aleVr/1wQFv0MvqTeqjfwWKun1hER9+RSOr3wwO+u2nTtu5OhGuT5N/g0ZW2S8c9O3DRkP/dlZYmCT++UZWv9vxBbcie5yC5WVG9JyE59tYfQk0/dCXpNrh9luZGb9obn66jdWXSkVTsoallbI2z3u/po/19EY/oOzxrXhFH+tp8/3gkB7miqfbWC0P+gGrPn43nu9iPV1Gw00RD2MtJl7RxXoSTF1cFlY9a4n5fBeryudOgRHiQdfyi9ROjyB8X3K78zXPv8hGYqD9OE7iakfAqubp/TPcrq8TipltFRjwGyMlypHgpAtvS7P7bwOBzMrfZbCp5NgXeBJbIMvOS+oDmcqsKVMZH6ezgk5fecH9sm/0A8pme7G7ABga8DlqJqJLO3+zOe9SUcgpP53ShC98MbvfrapNm/m6VeUXtt2JE/2AY80Fw+CZlzmSqH9qJR/QrA1z7VIFEM/XavmTXc510X6zpZdl0j5w0HQXaRih27eE2sdcIsQIeVxFzz8EiEud6R5IEP7JlRLEPN14ZYmmZov3Nk+HvEaChMioH1LfkDFaEHsL2xtIEPGwGygF8XdRQz+AM/EKCSJIwAlYSToWAyYuHc4pvVKCRKfj/jTQWqk3SEqf5wX3r5EgkjTOuBc+awtroLU7EsTYWfd+QuJgv/rAScGjc+9ND0IPUXPER2LnPGi7YyE+KvaioCBP8D8H4oN/cqX4ME8/pRAzKBrJl88Lk14jPiRD7zF5t6s2TBXVRe7uNcIjouRIu/GKiChpZ6mFGfa84Ehi7IDST3HDieIp1gVo0SvERkq66zcSkpnufKNBiwvfQGqk7CgxkqQBDXdC18YXMJlY4WM/OQYk+9NPZDRhnnduREdzQ6TEIWMOvzCy9lF+g0m53bsOoDljj9sO6S6bVpL8cecXSHYR4Qyx4CIIN8Ands2WHlBtjhkQaTXt1GY7vdAPCAuDD+y2Dw+E8M0klwKt3akF1YqkP+79ZFTDgiCEJ0boqs1TJtZXpzDPPZjB5aDiZEzhopnBB/7qyeHd/+XXj9/+9f0//vH555/t//nHL18//fPrL//z5e996bd/ffz10/f/+v6vfvv426+ffvr2/XX/+/Hr54//+fOn7zT860ZD7im4Lx//+9OPP/3vj18+/vPHX/727esv//Xp989///bjN5+//OvT18/fvv/f3/E53z/kly9f9hd//uXLb51opFi/7ezZy0xNwGENtxDcnQOumZCOa8AWd11RpuTMQGZ9uoHfdj5Y89ibwL1Fv+5RGxC0wtIfeBdusraRyZyp3r2vDIkVjjvbLC/9++oXclx9szs/YNuP4FR28USBxkJTI/TJfT92CY21TLWnbcdmnHnuD1be4jxNaqnz/A2Bd+IWQtoYe9KZ4GXApbEIDFru9+wPQp9y9+MXH7/+tP/vnz9+/eenv+3//rd//Pzxn9//9ke77td/376h++1f/6Cl337/9OlX/nFHXdCM3d8+/vvzb3/7+su3jyIlTn99e2zs/dzvSWQ0YzYeIDL1ytf3JDIVbeX+y+6kVBO8gMiwQS76zMXmaY+xfamoR17+gz/nnhSV/X/d061akvGXvSa7Eu2J8b/uRsYXEbm4JuZpj3G9c9ql9Pwv/pyL4jbT4f2XPWDn1Cr5694VJ+Aj+a+/l/VFVC5ui33cg8wfs8ajnv7Fn3RdQlM0lL/uEUfTufnXvS6CNvQCBfgn7WUKL6JydV3M4x5kfokPzn+A7pWTqWbgILvcsADULHX/yvhStx9uDBtODh6SrA/+oVPRhWSSlTw/+IrAm3HzYRMloKxbG3BpTLF0/p8V8st/MQ8EiKYFQYk/oE1xjMflBrkOu3bbFhPXuAWVTfCjR7Yh0IKynQa0USiHaeZQ+Ok7wmA7erku1XjaAFPApQeKXJop5/q+4j/M6RdEfAimuBYJEsiu9UjnBwguCdY9XB0l6B4B9mV+QBQ9SG+v+bM/BrT/wbTfjfcS6JfHygL92gHlfwwof3gL9FW8j5PPt7uNRP8Rxqf/ItbZplsWKUIOOG3bmVxAcYxc6r/cqA22KRI06pBLPPXB2yC2ckle9KrZJ/178KR/85MMs2TqVTtR9vh9ydQCcyJswjDcIrad334+8XfPLRSvqC0mt/Drl/2/f/rly0+fvnz7+vHbL1+//8VDaYYWbh2ar04zVOdxvqRI+jLJ4Thp0mHzZ558Eu8PCp3EKEEsfLcFCvgfD0cuc1kTYLffimCY6oVWaDaBQOVAh2ol6AvnG1WPulC05uJGgURNpxnM3SDB5juBy4BdMEudBOmngDC/G0ykkSz2vPjCvk+zRNgsvD8awbz8znVc5W56intxXVwwwwBZrRFqrrACw8NFrcTpXSxea/56F8uq00yYr6GJ4BI13QmzY3OslN5hjdBpnnegtbsXCccjL35SXfyQ6BfbdLfrfi8CfGr1lezyuhtlWFlknm4a2hKhZMmGz3OToRKEXBUUQjBI6m4AUH/hNmhtkJwcnPpR/Tm/fjKg2QMVuwGNaHp2TYvpMzkpUtmLxomUsc23wr7QK2HYxlVjJmBBJ2jqaB1m07/dJdGqra7GQHXsNTQaWlNDJBtRKjNRFvlGtZMikOc07D/CJsfqHdPgPE2CPS4rZRG75jJpRNRmM3vx9KbbV6TF4NHqMvUvVakNx88wrTyqWpJeur6X3JjgBCB66n1XU6Wom9kIl7YGapR04rTBBXMxUqPkYZJNrckaCnUw1d3fxMY8u9apKJtCoxrPp88GffyG2Td6pcxF3ApH7f7iHSPesTjiDamo24q5KxPheVCYcAUOSBEbBAGmROIh/IJ0VM5deeFDrFYSfr213+gVo2t+IDqjmtsiBSDM2l0iPHWUVYknoMTbMk9Csm/0ShkWOh7NpfMLYppG1Phq1GZYdmeEbJ9981EDVcZzFaaI8+qxtmGJb6kMV2jXVAEFbp/duRXHM0rR4hwl5fRGr4Rhq2NpTIXcSOw7kJsb0PPcZUWaygrZe2zxq8aYM1wBJESu0RYRhoaoC25RNV83BbdXxvTMmCMF5AtB9p+keaC1BxRQaTqu3iqgaay41Eq4gqXSdJNSHWHMH3rF4162gUHRuxLuEVESHWfZGQMtarum3k3hkqDd1MGg1wOsbd/olTIEbyjVE3iDWHMYzhCrj/ola59scvdAIoGpyiFhw2SRok2UNH1Kt0r+Rv3Mh1hcOOkePIUtLTCcHGOAONNMqaHqxCgHWyLEa6ERgaTkW+Y9JOLuY2GZkwJxChVExZ40YnpDEVkLIZGIEzwHTxJUG7BMWyTdbZZUSjtCTvICOkFWzMpRt++7kVA4m7Ixwr9cHTTnJDeDdzr5RUWp7Dsa6GJQExEusjm3S2lEhREpjSNNRALN0TeEB7u94pVV0bJ1Bj3GSukKQQu3W8pYuGzWHpDSyQY+b5/roYwZCrcGP9ll/SzQJvWU3eJ7+ic+4I1bEvbMTypGXLDc3wAe3m5AujV8PeqZYR6rz119NFAZtdPk+kClebjpYOPolMCHzYuBJVAJDP9QoDJ6jkzJDFgHUjjud3PhvDwZpxToSSxHln4UNA/TtvJcno5TppCooD1lxj9Ku7E+b+18Ok6ZmnFve+q2EQJFlo6teU79FXHK7Dy1ymVXqNvErD0ap1z9hOOU2WW87RfGKc3Tzad6LdMwGz63pV8TqJQjRlCe1HiKVxLjc0rEK+KUSW4gdsRJwgjZf7ez/IKK5wOVAqWNYiBHwuiTLtV5fvIVcUppi91AEEgTLvo2Io8XobXn45SiAHCmmlFcpr8GldkL45TStjUvCHhNnNI83ewl2/cyWnoRnHs+TikTgzxylcT6kKnaovX3NWHKo5EQfIw4yMQ9cL9eEaZMYklTx6kJoN6oKB3I9Q3ilElA9FHeecL2EXsxzm/Y82HKvG0UO8gyV4lEf197gzDl6Y1eKSO7Z9+KOebUa8KUycQTvB4RdiHvPLG9VZRSmBDjg8KsWBOSFCDhDaKUciGxPkaw69tAVMxz1U9HKUUwEVCBQChjY6XvQyrfIEp54FkAEZ4DawPl8bIg5fGARUzs6SDloVSweTukoTUxD2i8Jkgp9gsieB0TQ0jwLzn7FUFKMeUSnKiYfFhhediY8/j780HKJLXAQIPcQmDtTOPtlkHKvK3ynK8IUpqHn4Q0jrCRb1mUj7wiSCkeATrpaT8LLLFMJS0ARJ8OUqZUVFJ0IW2yKg976c8HKY+rAz7yMV4EDeNYF7i4r4lSGgB7I1oCoaeJCJqnvl8TpTwm1pKnMtIV/gW5JMEgyiCmA+KAQ/xwMwjmKs6mkA78FrE5yuTej34S8Mqdf5KLXq7nfxJFvL3sW/gn0/l/EXsCp/XGrhH6z4vqjc3v9bpMe1fOnS65bpBFWlQnW4LphZ3KsnEEzpbB3mg1a+MoUgsaWLj3E5JIghkGEilUMpbsWqfb0ugH3xLubRvgRdhn3zkWjjWyeWQ/JQy2hLno5SXQK/49/3Z5PnN+b1uhxhL5SDocx4eDvB82jfg9xvunpz56AU7k+cFnTA4my8wzUHHCTxiAMmtDwvlU+BeEJ7IRQjrKFhQuJ9L84BMeZH8QMkvWRyFjSb8vZOz5wwf+EYbM+FeBFfrtvz9+/VHQ/+6oQtxKFQHW9PGOTLVZekemLi27/bsbv27IDNg/8i407pxfH6cxeaj8AtmjD7td4XiumH74m2QyK3yTWVpgasSXNMJKDH+W0vbYIepv6GbveU7R6zCp9TdlxMZ7Fxq9cZPWNMqox/LuNAYdt/oAjVJ//+4k2sk8D7AvDhmAkgSHgFAtwejD97mTBoLvgeb0zYHX8y5ECv7fC0Cr/LzxWi7h+QcBz+q9+KnbcY+gF/wp8k2GBL4A3SV7KHp9FyIVXP4xIjfAEngvIl922mkGMZRx6LsU6ub31+nGpnvoalYwx9+FSInHvYA/fIJi/kHgmOvv0vsbiUc07wXS+89hfGnm6aHpv6wMEYigl+Dy/CnSWBrdXqKuSbEhPIeZfHBPeb7PDfVJMYz/snaIULk9TiVZdANQKvBh/hRDxOW/vvHtdvWZH+f8P8eJcUn/8i/rDYo4fgEUHrnVqAy1WPee4/4+d3PTMdWPMEhv7Rx/lnmaxljyn8D3UlbhH/6sPylY9SIjkIJ+/we/NKD9/+CXzjSG8en/H/zSj6P7P/il06Gsc4/vkYMpLndX0eRgvv32Q6o+koA5nnHsxasTMDIXvVfCPHAlxGHEqbQvKxGQouDziRgaHsz6WyL4IaasKFHLn93/nu/UtTsE2Cf92+MpKBV2racx7Rv9gLKHt+H0xsGTZnth9/2VSfkBz/jVcCv5DdYyH7PbaYB8o0JHfbhpg+Ze7LxQgCFHGmkhw+1uJeqdhLIhHmh0BDCTCgGBlACb8LClFdWHv1laZmmRJomaEX/ET3YZkuXvQ2U1/YKPRHzSaj6JYLSCIAq1kLYMUuaLCG77WoM6COl/prFH2vxwjwrpb8VZyLvLh52JgjFLOHKZC7KdnSjWi08WIG4HCgHUY0tGGwsvhyJy02ld5m7hRtD1nokHGVkFBvpqH9NgAFguuhe3T8jSPI+ILIUGOkv4IsDtPGabTsVr3vfnthmdCN90b3sZMY1SDm4bQII1nnautbbvefuOzo/HQyUSdHrSZ3wNlUmGcT0uyaQr3D3nfr+Kyi2+JOl7pHXnw++KyWX2kt9Go4ukIw9NbgkYoX+28zFj8Oy6b95sJE+PIETixi2eMoi1gIVzdPmT+2FA2boUTDDy+V1OTLrLuyD562pI6e5+/I72lPX7avH6khu60zjl/FAztRWLoXBTUmqRGY3S+05o1nncGPuTFM9EcbnolLV/LG15NehYzC+4N2F/bUabvHLnhSTrsD/blYxTWw9Q06nDHKR4CwIsQUL4ZF0HVfeOnn4CmMNi1gN0bjpjLrBXEObzfZOnel35yZRpDhWK1o4BDOwm185ICcJZXkx7NHd25mIcu9659p7XS4CuOqb9A6pFGtjfX5zW9pK0S3AYVn8XIpsOxX2ESO9uzWL3bENG/4iVnA2fSU4FX6nfPkj/KQ56jXkBARU26lPfPU4KzFkhdmN7qStC0KGcGE+Tpd3Mzs80dkRSQ3M4m7AbOygtq2KhqLRkiS8PR6xZgWAhPE6BZfFTIvanl4BU1IHMzrpv3dLn2eZydhWDWgWLb5gK891daNfuharQdtrT2ZEHPA+n3z1idHpS8OA8vltMIjx+/VJwH97fKTrA2R6Xtqk6ALZ+n610TlXbAyaXKwvwU4maYyROogWIuiG6soH+zJGbHPIAyiiXuuiKEpQ1hJTaBRwNN8+EZSQ0FBCoyWXCkwm5Y7vdCzps1Ka5C1QcPy2wBijTU9ZUcJcBhQDAQ+h9wH9hM0LkeHquvudVVNb6kojgn2RHCJX+JVS6RR/U4aXg9WscMQxSOHLjJ3N1CcuxMhjnoSnncctUiIqQFWm6U2F1vNHDCCt3rEWm4nGk87gLrnB2vkSRp+kNFoCFDGmZWLxCt/S+cRrxJSKPsgq7vs9gE4klmd5f7L8wFhYEQOj973DaVegL9LxMZWjTUHaWSDPYRDkVsnLzzvUJ+DK4SsophI0w18Q4mcPlytMLaAZZw1iYXetUxEaAg+IaI6bDOtt3eqPX/UErVaynCjHxWArNRhEEDkRCOpTpPPPpFUej5xzNTusVq4oh1pElKvWbpl13AhHJBTiQ92HekDRAsmbemBHQ/X2ClzUrQswDVHqcFflOVG5qVD5G5bkOliR7zlQyJcgbFQxEwc8raJ7txLCLZoA5b1dw2xZIR8fTkQpZw3ZgWaNxBZvia3qz5pgKN08Q+EBgZLKDEcKkJxXaTYaoCUVjMjgsomJdO1PW+2XvuCi3z0g3QN27GYbay+l7xLb1VIUmGAZCVRDOHO5lGYz9qVOg4KgKSOmuUwTjaOZMmp/Mm/SjIORhSifquKr+rdLYgOnM/e8QFOhIbBOyYf4zXPtogP7+PyM1k+vptnelUqKUj4dSRe3W6RVL24bRtUMvA9slFzGBnXZOrOBV5/3WkWcvdulCcpcPKKxc5CqbQTFCLonyIYcVhFaLrt2ty0gIGChYOhU2wtRWKBH2hZ2IgkVreReY85CxTIVBVLXgMp2GZIuwpiHnTAhzWQQD7sT+2z/BO3lhfC/vVnj070+lQKC8ADHhTwrw7RLyBdgTgrcXphEGiVqDng065cLo2aRWwO3uikBCQNv9KuGwqbC7F2dlj3rWPFt/MgPHv/OTed4z7hIKIQOlkCFT0YKxV3oIJFJxqLiLqGcHhs2fANyiBYhaNPz7p//89O8fLPYYbsvtKQ+XDcv3/PTLzzINdvv+z+NJ/7Hvyt9r+em0LZ9+/vnzr7IxI6qJhH7wZ/Y+FaGedvM+Kf6nln9qc1IEJjyfSTFLt2BfU4hGXHkZSaV+/Ef8ZH94rwDb7oh2080D16ddvOXzIg+F0AeZKSjskp9ICLR2h4iqUx4VppnQ2MzSHwPq/zDUY0FvW07P9IRWVyPp+F0aYuVlGczFyDy01S2s/FoIiUsCR+ChNjbxvRY79rJ0gm31i4rqFqifR5p1sFlkwAJUjT4tBEfes3w2YKB/MwPdbY8ZtIYQ6z8oa+9fxeb/81M5fdLdq1h8N4sfvYn6k74ZgfFGR6dg/kxrfzzGxnTpHht45bgbG2wasQudVTFKYl9m3o8lAcUtAoQ16QCGl8mB7Lj6KUQyNpaHMJIDiXIAsgUoB5yGLHsqhjC53WqQY+M8YuMBHSMeoJkUVgMFXLqbSjUMx5z0b+Ik+34cX5C07/vVd/Ja++fmiZ7sH/nxr7/+/Pmn7/ay3/7x+eun3z8KEQ+bRUchz/Hwh82iexJEZONJgCwn8yVPVbcpU2ek9DuBLNUn97OzS+HR9zcNqd78TL2WPWDQqKupFoqxyiGhDnc3fXy3sYqK+ZLOdej2e8XGVH3w6fXhha/XB5uqLgwx08urjnvpe19oLCPv/SSiqv0uD7NOiTwdIlJ0QaqKIcxyEevIBDCcRpVuLRbW/MHI+EWsY+o7e/lGpIYyu7HX8o55sqYqaVjK4P1vwD4G4/xR9hGUctw/J2O0CB+ccxsXcZA82qHm8hr+VhKSjrq/lomk2B8RgGVnsAjPbvC1bNRYew8Q6wfvfwM2cmHTZz56iLvJVkCEC8oQDqMSfCS0Qa/io8hWuIyLJwqcBlUvZiOchyK7EkCLnXb3Wiayj1YSNj6EAQlvwUdSrHVioxKhoJ5lQSCAaBeC9odM2KhEmh5R2I9Yk/A8Gwm4EBxjddRPKkt+SkHwHNiRvkUs8jb76/DZJwr8SynQJ6tSiIj6Pnh/MYNnbmdQaBwbn8F0qBzBjK+OUMYskTTfGOlFkrqgUK5ioq2RRX909YJAl0GaWLVzERe1Rjb1vi8R2Nju7rU8ZJ6s46F06f7734CHyCNbHmCqVO8kvXZwfJKaAKPoIgYqmeRgqYooHfpfEQNfwz059zEv3SMrNIlw4BRdwzzPeWTvwTmHWTjlnGd9eX2yBoLMUnj0/c/68sdQXxzQLvPggXePtWnu8Vl33jz5TAGOiF9S8Bz/iIQG5hVBjlVSfAQvcumXJ/i0S38RBz3t0l/HQU979dex0NOO/VtwEXv2y1N8jWd/ESO9xrO/jpde4dxfx01P+/dvwU0DB399lq9w8K9ip+c9swu56Vkf/zpeeo2b/ybsRH6+DgF+Az/fThj2vBQeJeF5bmqVT3LzKsKCWVsk7Z729M3Dz0Rg4nBNxLPO/uFT40kw3gufxIu8/eVBvsLbv4qVXuHtX8ZLT/v713HS0y7/W3ASeW7LY3za57+IjZ72+S/joWe9/utY6EnH7T34RyzXeSPq866/Plr3z66Fh0l42vsPPHL4sPmAgn0pTyvSnnb+9cknAhCBaE3BkzwUPBXby6YkfD+fwcvc/+UZPu//X8ZGz4cArmKj5yMAl/HR8xGAN2GlQQxgeY6vCgJcxk2vigNcxVCvCQNcxlLPhwHehKVGgYD1ab4mEnAdT70iGHAZSz0dC7iMoV4VC3gbnqJogAicecfia8IB5ukmrmLWwsNUvIKlXOMD9UE7+oJZW0IiPRsS0IefiaDzXBLxdEjAOwLklL3BCv/BYbwoKLA+zFdEBS7kqFcEBq5jqecjA5cx1PORgTdhKPbtlkf5dHDgOm56Oj5wHSs9HSC4jJOedO7ehI0EYg3Abnf1uRAJIjRBy0i/LchWmWyMgCabIl3cPr0QrlHZVh17gb3LQvZCrQy51wjeuziGBqgwYG/QqkR9MkUFVJeIakl1AhxN9UlR0VX08BfBWoNy2DVDoCEDAoO6wRYkA3J4o4AzOAKBPB+vtAXqlnJb+oC6SZqhcVJDVrzWGwWtS6Z+CG5Z9s141S2Tgy/T7nC2Uo7Kmb7zHFquSzY88NXR2tptH1KNO49jgdhGnaN26WEKdk7xeApRcR47BUnxOToJfWZzp6BpR+2Ngu7N3qPAPLlTkCLxwa57cBrOTkBHgbipI5Pi1MtY5pchb2Ty7jK+z7+4USDDBICCrKNFFJuCcI3yah7P8TrsJJUSLSShGCAlDdBgvVcOVGw2x991+x5ltLdlQgFehVxJImce6bTfPMIp2RaQSE6hNw0JBnzObAHK5K0DwXVxkDUuqBRsCwoatXG7nX0pQLPbNw6Mi1QUxfpGgoLNdJlYVi6H3BZkxV2/YCuzkIAxIgl6MxvgXXCrPKhBtFQKMkuk3ejCHtLsB0B7BEy1H01ZkLDxjMqSqaVf/o5g9vTOdBK48lL/6h4JrTArNEY9dDVTGqPwLogGaZgFkq72uVgyIN+6D41AD2VvaKDSbupF2AjnN5LOYv6t27qZITgCfNzLgdWP9q4LDLDg/I2wiXzEmUgyCb2RfHJ0NeWNGx1IVbPGmDplLiVlcBvNYkxsNCXPDpA1Y0zglQ5kt0nWGrshW6SNrwfbDM5gxFjeDJQjTSuFpQ9Xq0GXJiS4PPDCCmHGH8DN831IG8eIBFETGVMsHAwrhMazXOMgAhsRS3YUB8ZxI3KpEGJIzroiZ4rlQ1QUQrZ6YC92riH9LWbrmYhWyYYzzzbhz0Ye1QM0uEoYIPKFrD79YGhr6VZopyI16rySSGRdSO5Ic3T8ltiY26U5JaCDIyxz8VIS8GapK0HRArNmLh9QWlnP+abAHOEQSKAeXBt2sKcOekFYnZCXTXS5D2yzsWhM0pyefXPRa7cb+ydkxZwK90iYjiOqOHA8lOX43kqA2C5ulEI+PfsWX+HcSOjQF/oJRMLsE1LDJLiMJ1lYpI7NkF3hRExc5o1EXPR0CjEhcl+Mqx44411YxUuG0L6Gtlg0h+6VKCTBr8YjiNsFN/qwiVHZ7I4XjUD2FHCLmSJ+scOtTRxExFY7/BVS/IWguGOi9FIKNPA29WELd7mZ4d3EzqBQ/v4khHdLbHpI7QvIlNTn2d8lwVO4RLiRPLTkCHs3KQhMJ8FwTOhLCzswBg5bxUGswNF4QCm/wSFpkVlheSEMVJ61OjKxQqOKiBh1QM+NBKeua+hL5XHZXkzNV2fwuZ7e3QVMQ4jriyNST4/WuDOG/mQJ7BWiYPoBqbsIPw6q52jv+kWOyrvkMR6PwDz6xgSBwnYpUIs7UzDN9CqW0feVKWaYzqO8kf6ikeE8zlLf/+ONZyxJmOdYt0VUFsaLp0HKlbGbqkGM694yR8XN2pBWsQm6VX7vJ0jwIePBHVIYI6XbrnXCLZF+8DHh3rYB4fbZd46F6a40Ru30LWGwKcREf5yZ6I8wYsEXcW+6WRKPHhH+gD90IxPiwLujA/KU/k1q1tyyNBrqeOwCnB776C040ecH3zE5HBm2iCASTnFolafyeWrpmWw+GPoB5bQ0f+Zx+3rNK7vChjQ/+IIHr4B58IMXwBBHZzsRNpXTXzTqlFjyL4XS9vXTr//zTUHafv726evnL//8/rcPgtfezNHvX/calLbcAzQ/nr25hTEsoRN/Pjgz67HfDB7/uHvcG3CajJ1DcJW6AFm0L7v5Zp4KzkwpXuecSHPJd6bGdFV3Xu9/foUoR+TpsmZfb28v9PbB1w+2f+oWb6R3NrfKu+5mKAHmlm7EWbe4h9IdE+z7cWHKcbWD4jPgwC3xdDeMLZi1voub5nW8Hivo67rO+JnXmfgfeVN2g2+bwFjZO2ePzvHh2EAxEZMbgXkxHsr8ptfBlN7Q0Ouy2SGV7c8Y5ZJhhqhXJe409STE2+WrQJNDXa+WsaU4qCElL0CbGBZzYJNOsjH1SA3CIy1w6NVtFB4REgqarLp2t2rTcbaKs+dpQIJ5XY82NirAXbcu7sYKBbr2w/MYJdp3vc+/MYU43uM+NHJKJTS6CIQ7r9j99nMoEM7jbKWYlALhadA5JaMg5rJl4zK/I8MBHBE5Y1b8B2SIEmg2sVm7Z4YVSgjYu0pS0lAQKIksgS7qYGPZMGuYiATkXj9M/eucaO7czmGY7zNLakrirZY/4pqYxYQn6jfZlemNR7sdG6i+z8Iq3+TyoLpv86sax0TRhcRzY2zNgSlo4v6/wKmtLSxC16mzYt+CwgdQGM0zUVZrN+URdWl1AIUOIEXN7Ny+P9JkqoSRVp6DGfq9u8d73FVhl/TlaJoELsTZl3AaaOgFXxPex87B2Cv+7Pvp9S3S62kQdlrAZ8uDA70ew/37UgbZEXhGTuCJRaEsfPXMVYGZKvIy19YG9spCpiB3KIsgd84U6c+mXyl0ijBOEKjOQHIz8PZ64+v7Z48jJtmBlqVMH0/5Lnx3+zC98IMUR0404E+OAgOyG9lyUatnekB2u3Hn/fdjOWyOZMllw9G39ztq+o4miaq6YnHwkZIbO0mYbJQlfH8gwyGaIRMa1Q+r/W947ZOadfp+TJ/HpGWnmlWgkH4/3vvfT3ZsoPEZOZD9FjNVge7yGy+ehBrnYs9TUX12zH8OnVob/L+93nRVazx9PtUxO8qpZMf3fiOpL5F6zGxtOsv49n63+vyNovJ2Sd+PwbNEcyOSp+pPKc+ec99GobDUeM7vIKvG/riUGHLV4erwsSV0f1dDwadD6k3RY8FYXOXPxzmU9H5ucpbKRXx/IE88MdJh3niur1sMjZAno9ILPWNqLx8In31LqPIVX77KaNprrpIXc3E5UJWF/BB4L/No5RwXPnz2NDonRzK3RT5jsWei8WgiMrHeNC0aIYw+NZJ3oPIDvj9T3VLOo8rrujL4MBaVtf/aah7c/0I5r1wolZjrCmAvE8ZALsx8PM3WVGyb2vfB+8v8/YVy+jlTbiZnLvYdvL9QlasMwJzzf9aPNcdIrwfRo8VU5uXUAJIX9TXmTR759WR1PVDynqnae//hfLBzZpAQYUe2OtDitM6XXtqEnx9uRs3995Pg5zR6jsz7ngrus2YujeybQ/1Y18a8H5297oCYFiicgJwpkJ9XPWiZRkNKmwYzPrX+bCplVV2iySm6YYUyRB+f2eQr+qkq+DFKJOoBFU8Pfdx7f6UqkFyobHX/qw3fHz+gpy+6AAXPalCBSCa8fJXj16aJQjcO8ihykrj9q/C5iC/09hoB9GSOmOZCcxr2JazKyHVehLM/GPs8pH4eXl+c6jj9YUTuqxRo2H8493X3PyC126jpS0JFiKxtELW8LiG6dLgx9/33Y2O6RDqxkdjrx7r+5Ibvj9RjIiA5U5uzREqWl0DtBCWi6CkRDf7C7l5ZlUQUFrwlEwaLBTHXH6K/VRKffi+8vPf+Qu62zIHEHmodSN/fn7ntseCcvv2PzhOOKUK+cfPtRhnk6hnWPZHekWI2/Hycrkvvj1qup0lE7LWrplHB9R3BsuBSMGEj1eHTt1dyN2qhWEsdjERodPX2bdtA8tWV3qtNg9maxM2R3l8w9+oo1lGd2oWhL80t/toovlwbWdwySBAz6J52vzpq45FZ5HOIyI1iPc1xztBz5UmkYmKJroPVVVexJknIwP7LcG5EP4of4O7XpKpQuRZhavalBQZzJMnbEt39fQkdvv1bMb+yL+GIRi2yuPf+rFrW9yV8fcbKzZoQPLlGinTUXuh8/+W9zuH28kLedlO4Qrv5YHRV9rZqW9Sy66mavcervy85YH25DfB6WYKz35fmzp6wHgJvRQpxt0Bh3v2CYNOWvAwE/35n5qnR/ckJ399/Y9+PjYSNs9SSwkVkyziXvM0EVvTmockvqH/w9sSlO5kET+sa/N7ruXx+fxfBCQbqsN6fTIO5Ms+GLYvceOMG66aN4vb04fXqKfTXV4o07UuLw+fcVjNAKvoVWPPTmkb+elrV0+WTtKqfuhz7s1HwV6o6agNc1UizcWWNptNuaV6gKSUSWCniA8leFxLlVo+OTCYBk+uyL/M9kGIRLN878B6oazJTV1QzrXA3IehpRN0qv3x6W98Gr4lHvc2ItmDLCW6/rJjfpvKGWXGE9jb/KI7Yz2PeGSc/Qf3lMUUqM49BiHiuPvRRo3qhL6W5CHc845rLW9TANq/HUmofcfiA7y7Q/bdHlKAMa2t31em2ggzxXBnBmz8rftw0SfFH/6J5s8BRTEWYM56SHSJLHG0gtgr4SPFOv56JFqj6cosUcD0aepGDONe4L2EP1b606IvcIvfS73tZApLgtBP5RgLViu8rAbkor6Z0bxuaQbKEbHSsIRtnaqHalzDwu+/BAmxk23gD+P2GwZQLsIHeMka4x4fTFgyH+Fm+q6W7moSh5GQt4hnuawnUua9Uhi1LoE2lzn5FAdpyRwmgRwq4UMpXKlPylSrtfFti2W4kjY76P6w4dBvVDewPx0CKYH5iudK2nKrDcTTZBQIelVpPECj7w4mVG1k1UoS7glLD93P+TtYwmBEYQCpsFMt65P1UEH+s4W0SEh7aAmw92ZcWt9kpGtdpF/gQsPLUN2qNFVZECupydDJDhR8jbIgVAyVzPFVN7iskU+uHBQEDAAhXCBdRQBpIrxAB+7kgBkVwS/gHHaCjFFTGidmpIlA/xxVUjlIK+9IPvr5LgsFi8bpGyCj7GmY1BPoh0S5gIVVYFVLJORCKlRv0prqoAsiQwJuAlWRu4eMfnDC4jwMCaA8YTi04SitqPf/kMsQyoICOIVCDcWDwpMBuTlhiyu0yuA7k8gPKKWTK74RC93FfWhzDroioyWUz+EHBrOEmVHJzQqEcS2iLHM+Bp0v6sSh3dBIyFVZJryO3qjsgYf+rMytAD6N98J1fMNGJ2VecXzy6fY1rISPECPc96gToti085J3qSBREqoY7KMAy3KrXxethchlumwuyLVP76QEWxQeHBYmB05OB8VHDLWkzOQX2ERL1v4o3k5F7qTQjMMxVWOVnjQdmHTWMFcoayRDuRpdiZCJgniSSJ2NlyrGGBGzk7O7iCZ0EqfxmITbHwWuN4Ta2jSI1+5/hnAQbQFICMFwaeuZyQgCGOhrVZjXu5xGRjRsQMU0YwgJvpJkaSPP9jKzluBzeU2WiKDc8AbdC4JNwGvFAYEgr2/mh2hwrk8WGYvN64eRsgdJVBiPuJI0wcCq2O14EThiKEb6SBYnOIfNEgI3z1f3ZlgDs1lST/y4Fhe26rQz2oFDS1HPS1DeKWfqOHjzRpQjYLGskkRn1ZTevEfrGV2o09HW5CSNx0LSIxpCABoWvhEggPjjGHuuiOUfMJbJpjAllow6IayYP511AUDAOfMwCJ57mtgS3Cn4JLiZeJ89S3fNQp+Cp8mZfwssUljM/PUdudqIIZsVvTAHH30WIolRbJcDl0XSd/MYgs56npQTTXKGbgIlIPobpMSblA1WNc3fXJ0rlyXwlij7ta5hKCQlRq0OmOLw0T83lsnmypaDSJmZ29DJhyNulx0ko3YVTEgo5OfsSgsiLSYicZBAY1UqcF/Icj0b96MuAmcvIUCVr3SwZEuYURA7oe3XvlYJIMUD5Ym5aQyOpM9WEAsxrHmtoplg2N3YaipTETZN0G6a3qcBUD3Ud732BQWfUlKAbpAQdAyVmCiYnBnNdpwQdh892xwnrIV3gvm3BpWFMCtzD1bihwAFEkfeo3kOHVDW5eYSVk9oZMHFaWqT1pF+/4g6IoUJ83HgQc6LQVUvo77RVTeLpbYYC4gKxlbBAglG3pWYCN6H70HdJMEfudY3QFDxDee0PRztvX6IajbgK2wxQlORKUY5+INFaYnybSFhiLa4kWubEitf+EytPsDS9McBgi5TV0H25r135/SzTIxWKcP97CzwBeAl1qWlgK1H59TQBOGDkoXkCAGh+EfrwcTCmMQxuYqDhMM3RCOLmeAOW03Hk0UwB6fVAEdzGYbvGHXFtW5TJHeYvunxSQUAXkZvyaqMIbuN0ghShLi6iY5Tzfa2gStiN1ArHUCvxocAUYaFsXWl2V2lOpazRbENXqFC6FpIFtaJMrnnRoCNg6VjtIWuc5jU5cNcfTnoxc7noMlfvBt6/5Fkow8k5lZoIKakmgjPRstpJRoO4UfIsBBZnkKBcfzg2q9RI1kFdRcJsqsLm9yodRBiVDVPVVCRbu65gZeTRPMR2UD0mpCIvmKzjjQTP1bN+BXXkAsNRy+voIDRQa4q3MS5dAyUUpHh7WUJHyS3PEMTOaXeiUoBRWdtioJuwLTZhYwtB0KSAAilESERB50/dA5SMYRWFkRgTxeabgg6ZzBKV0AcWS54UlCwtA3KM9VQYvnFL5Pzqw20VP9ZRVbfoW76XoSDQqy1SLVx1fA6m08mQsIgOB7bZt8DFH1sgkFBhBaxnd1TSK70UC7grxb841bMxBei5VccX0tGggepWpsIWWDjLGiUZA3UyGvRFPQbqJ9kW8AHHHoyC9MQJnuLTdUOLsW7Ux6u9SZM0AQ/V9oOcpWc17SiqqB08J15cHAPXhUqyhIpqG1tLjvpJK/ezVrdOFmFbU2s0jKW10Q5gb8F+OzyKxRWQQqvkNDQGNW8VO/qsFlKhjCOKtNHn/uvxIu5LOBmolZF5QLrZDDJQC2UeEW2a5DXV9RhAaZlKOmuiAEYNbCyH1Uz3RNGDlmhqmAQKeP/LwDbh988TNC2SddQiSaFGs5orAwjVQCME66qbuvGoLtNBZgqjyUaOrJEjDWSq3aabNLXh8W9knpolq4i4ph9TxUsRaF+mni811TGcc6ncUtm4n7cuMrXNkZfSGEGocqq88OA+7R+1LaVzX7FW6ueuBbvaaiYUk8LVRnZ6sr5+jiBUGbetZgrZyBL2lBZqCyiZbn9Ji7I382X2/djRmylRX3g0iUxcBOFfVnX94ssjmDjPpa6FilVKpL6+wgMh5qK3KgySaahF/CLZInw54wcVLnssK0Dumsgrq5EaamtEDBUFCdDXe4raFr8oU9llE/UTkwVauUajREq/7Et09CvJWxpVaylUfX+//BXefCPm9ejp5BfguyKZQPAWTlzsSx53n4KVxWgHPft5jUwpPA29EHQYZnGL6Q/yfQmFfm7zdrbCl06keaJPJ+giQmvMhdyvXBbul3mwfb2j12ORXmYkdsEUQeSqsghFlEYAJsWUaCjjIc5vZti0XCiHnvMCPUhYml6PGlca5PH1iVzPzAZnjgvMvOpZ5HpyvyW+AVJP8GtA5eRAkJG595DdV3mkcRPFZmtm/BhPMfLMtWG5FzrcV3lYl1ULHX+tJHf2j93w+z1PkPcLg7c2hC/aV7DpQswyBk9CzECBX4S3u5W74Sj0IYmVQSs14tc4iglnhkxUSMKJuY/eZqS4eIs0hzUzfk1md0cwh6dBuMb4MS1xKznr/Mzj4GQJ359W7iaDNLdC5S8tUwPbCDbPVCEEpPLe+zNFfVqm5EzjisBsrCvD/ch/qyhs4wLpxnqv8XzNzLG/1Kj2JrXV92t010QbHEX+HPUw749G8LJUadBpqqsw9DYYy7yxy3nE3WAPUiEEs1QoCpzyHE3hFOXrFETCLjz+DicSZmr4kbGWuAlpNbF9Y+jOIyo76Kb14HmlyKPgIqVKZWkRfWTEcllrHAqn99MWcK5ekNeX/RIc/UwDVkxkgaegjrbXJdyCsOwzyYoi4XWNMuZbpuBj8tSHKaMiEUJ2lbOX3MOgXwL9f1lDDFnHgykdH8O6Upzh9GRtlJQpRAGdAg99kLnAiwhwHfSMDKbFm65ZQwLhCG+MI7wtXLGj0Zbqg91gqpfDMNyIAkfOYFrmApxiVFkKaA8YnyHyHOwBlHWsq5G9jsHFJDeOpoGk7GEPYuGJvYVYMd7q++4SUFgguTToik4ErhcLo7mbum2zB4tm1MGAp30NxyjIHmCGUvYcN6FRtlwOa3EMVDBQKBotawRoX0k3xsqA8mVZs1C5QNlVLhjwZgS8ngKGhWKhhoF9aQ6xOBxM5N2gms6Y5EqCIwrwNsa8alnwflAe7HhWrnej4dFdEd1ISDxpNt2k96TWncYm72vUEuw3hP3Zn03Q+oma07UAdkIB90U3rm3d12jcLkcqzMkoI6zaNiozwr5GXUyuULZ+RAFXy8e8vo7cduHUN1YSGHZwfA44BTTGJVpEY7QI8zpLAlZzRcZajyZtFfrSoqdRZBA36fMpYMhiNDg6UJJYZmGshBJ/f0OJJPuE389jcmWSO77fLyXSRsHS4yoMZCLeBE/gh9GzTFyXlm4YNRHhQ8gv0pCDFHCeMgZqyo5h5bd5xwABO1WI+n3sFUok0+uqJCD4TVzOi/MbRS7HYtkTaEjUqkxzDtgdH/2yujMwJ/hBJZnnerro2Ujx1AUlUGEL5TSAQbLdJEHXsIUoOjYSOHgfl9U7PlEU4Sj1JhIyQWZER6B8kXNH0c1HfxzdSVToy+PWhKrEVxI1g9d+Uz2Ghb3sIw8vNGhhp3JrvpK0B0ZSGs2w6AkMVDtxcAdVvCcagRIT9Zrv70P8mBgf6CbDPM5xNrQLhcyUSAnsGKmKKqZFEvFofKBNqNzla8GbzCYABYk9p7RoM/aNhvAcn0vaQdNOZg8K8mLk+7hqOD++jQRjZdfJQmgpL+IsGhnmjs6bX8Ff+Dwoey+DfjY8A08tvlZnqjxYVJzL+wenEEeMiL1gjkpZIheSxeV84v3RBGVk2odPXUAoFTeKpcSNkBd0kPuEEfyAESiQYVuYf/w2sAO7LxGyWH2guZMdlzJQ0iQRQqWm+zoiYNUDUthelrVBbyc3VuJg21CoEYr7EqcgeWoHfF/BfjaAnrHg9eMf0AdXr/L29sGVph+apR68ohqaSv6JfsCYXvPU28q2uiiGOD/4hjDYiv7TQOLCVQV3DLg0JpoOhX5AWUtKm/GIxUS2tyXND74g3NuyM73mwXcOBclNNJhtIAS4qI2nYZpX41c+xf3bgmrgi+1M8nYmdyNaEVp5zrzbf7yMcQF7c9BbyFt6sABYWq45ypubtUcFA/9keNNQH7SNYWPNWie8sfN8+pgHmff07AfZ90SjH3zLREQkCkJuZ4LPLHji3v1ffv347V/f/+Mfn3/+2f6ff/zy9dM/v/7yP1/+3pd++9fHXz99/6/v/+q3j7/9+umnb9/f9L8fv37++J8/f/r+/n99XyxebcwvH//70/fV3z/95/7fXz/9+j/fPn77/MuX/T/293/79PXzl3/u//7ju3/79vWX//r0++e/f/vxsM9f/rX/ybfv//f32wtuEzC/f+EvX77sFO3P/K1/DX6KfvT5/oYcEOJCUjPzIS3BuJS3wwsGPPF2eGEAqGierkznE+V43TKQfnqjoQINQrvWqUg8I89lDprI4PN5ee3pjZ2KSOU+QfCxSNc1Uh5SiIy6TosV7hAhlbFY8iP1DBi6sWs3IvzGRoJ3mfoMDr9+Impj9gDvcPxiqnPNb25kx8DFCjFsSHOh3KhrjYyEVlYEOPbxo9uIk+2ais9AFboiPnHErZNBPAsqNuJkWUOL2q51KnKj+KPLPGrVLfP1pzd287xS4dxJZNyoCBsx0emmB1p7wLgIUn8DwimURV4llI0wPoMUs0NOwa7pZwz4SuLZqBElMz6NZJ7e6AeUhcEnduE0EJEyfhCPVNfuUZE43RlEsELYwK4pYyVyF0+UPb4X9o1+QNlsL+zu+8Ephbt8MWEsmcSAFkvcFtnrVmhCj1hG1NZp1vQrNoxIusTI5oexcyICXTHz6B+2UHCLYtwTjX7wLWGwJzdLS4pgznSnslErplkbezeCFHgmm35BnoI3mJ69CslrVDrwmlaRbVxBZT4l3Ns7INs++t4JEd2WRj/4lsB74gYs4Zlzwh1OBT0sCtT9x5S3+Rc9g34jJSwGo9sfdZ0VM4FLxV1k4IBoZ6dy3j60aNW03oe+9iBf8S/ofDZGR0sbT5mza51uS2Onm8frru7x6dmP3uMTkX7wMfcZK4VIsCNpAC1n1oZ0D8Qm/4RsU0EAgYvsXSQAerumhBsi/eBjHrzJp2c/epNPRPrBx0wE54krXsHhdurzwywufWrYeHQAiYDotGtTFs+Zkpgu9YnmY8KlLXilYWca2metBfyxlBDBEl7JP4kpAnAI/ER8hvCin4T9yr3sF4dULK/+SczT6NGArhf/IjQsbl+S9cxPagTdsqTr5b8QeLgXkvXMT9xMr47IeuEPmOdnlyYqDtbt99v9t+XdL01l8ucoV7KAiJ3FStkc1U7aNXXYzyIlDFJfEdDvz9SenvqDHkHpmDfCWfI8f0UY7ET/2KhZ/f61iRugde0O2+CZ8C/IYdoo5Y5xcgyUn0jzg08I9/YMJOI5Yk6HQroGIuaWdDpYTcNtBKyBMdxZEHfF9VMudjp44akchOPBDQvWPW/pmmtxAFijAdCDLRUGQIvDBqK1aTpBTGwpFfgno3vWwOLQILURDWZNW80TwYycPuZBzj09+0HuPdHoB98yERCWD/5fl4b47dO+FZ+//fH9/z6UdGih/miEeHXSIW46oa0njMpihFJoGyFJhLpRsDjkRjHu4+kYnjQToDSb2ADr7uPXn/b///PHr//89Lf93//2j58//vN02F9vsRmdl/v1D1r67fdPn37lH/c4Z9XSlr99/Pfn3/729ZcfWaKBBDmonKYxj94hLNpqhPohoSHsghQrHeXIfvhaW9nzGW2FPRUKocG1TE14ZqmrB6m8wzKN7Kj/K7q0yOfa9/VkkyfwIwmOYzdyzEGd9FuAw4yp1s6ftugIdtkzWmdxjNYpXfIg1pNjEKjkMo3KSFKyPgsdRgTfTqkP0LqTjtbOtdtPBGxn5k4Fwzs/fiJO2ZxXpdoGc1cxUo+e8DS2YsjTETkxeZ6JJWtzpHFpCMewUEg61Ldr3m2jMRqpGJTAGxW1EFRT2i3Pcxn8u0gXIflx4XIQOY/8CSQEBqJco3rMNMgTJTNUvW9V5knNybvFtNo8qIDJuztf0OQo2gusYSVHXRMpblSfm1yEBMu7HFgpOhLzkRNzYaEOqgxVQBAmaXSGK1YDA3fHmgkkNhoQZq2Zy4AE9S57JST37tb1XoWSFkjvdRCuLCKYQXeW5KhZNYjGA76S+gAPfCV+/py7y86NWClVfKVeTeF4VBm+wnEdwBqgOqXy81z+/i7HlU3A7YHjEirnTe65bMTaWUZJgZVxiDWsfDBdj1r5wKXJ3q9qk1Ni7XFcHLAz4papQtxlBvo6ejQx7ePKItsbN4YeiVuggPXJ/LYWskMqCsGfDOz0mWu+GQTPmyESFvA1cYAce3wafgUj+B4Px+JRuxZ0bSoxY+XWSMnsOTjQNNAuLkZiK6n04YKaAO7pu1zBtJPib5/xwBWMbdG7l32gdqWcGkGuZEGPBHtAir0x5TlqkDhE2FxibjwkpLhK7kaxNmqXmBt12B+pARCawSPY5fvYAzqV8yEdpzOS7+1VDjQ8sLREgO1V5raDoAihUiODFHOAPxJqWVSF1N12x4rraoaB9wPLESfbRNuGeZMQmadExdoWfTVZoJFA1gg/Aw0pO5qpImYX4iOnTacrKSBAguN4n2u+39v2uKaNrS4T5zq/tYvl7OmCxcHQy7QzDXlIORN+Q8orMOGQBnVVojAwt5kZ4ElOMYOwSYOe8bRrlj/BNhKko+7RPGD2b24+eP2AMsI0wn5TwU07sIyQtzdH8bJjjXbKwZAOCAikpoW9N0brU+fu0V09F/AJfgt4KyEOGM0FmvGSfGAQK12bVENiz03MlZpw4+4bIIrk6Y233xZPQJJiDp6pgNxRMyV4P5bSPKkrcaDwwp/I8EbM6rZpVleEC1SNL99STH/2Yz/JErgAwnKBqnB8i85jffQn2UR0bvolAV4Cfn5SdfDgW7wBjn/wJ8IdLyMsGqDFB98S7ZS6ez+hy1EcSeHoPBkQoyt64NGjhxp5GplZuycoRFv4MxXeDDLQXCkPNzi9sesRxjo9Sg8WGVBPHqh4kQgYIEF01EgSwMZRk3GnDO2YXGDEACZtnbpCKmZXPXqNZ3SWzOMxMiPzx8ZNerFt5LPGmlbzWkIbdBX7AQqO5yb7EijnLZU1GHddpwlOb+wFuoXnODWGqgu7YMc8QRDXDgNkwUMs432sCpm+fbuWDzgP3i9QgyRqgjN6D0xeqq8PFCAT0J6K/nlOXAi9C9j5tORQA835kVqkBFScIhDGQY+DKAHO3hqEKmbNClbW/fjcsvJaJa6BNYZHcRhaGWatb6Y+XRnPOxqkthZhpzf6AWUTcX5UmaEkKMT9Zu1u1SLLo90WpBO1ayqPBsBkhrDHhbl9oR8QNtmJ0977wRmFu1wxK4SUSMrZCgh9uPed0sumnWZqaZ0DzlB45rLu6YM/+X/a+7Zty20b26/xY2rwfvkct+MkdY7b9ii7+8R/fwTVXgI0J0VqrV1dcUbXS2wrm0sQCYIgMDGRPPtAaVohFpU7+PZbura6vTlEkhO5PTNhsSsB380RtaGbmXx/eNHjIXIbq0+9JBRqIr8Yse1ZB9ctj2wKqCwZb2j0kpl6lmDoMR/LXKBDGrj1yXQ80DWdaU6pASdvOaTVDzB5m+OZJp5wdRGr8FcvqRLD4n0zHZJNV6N7E1YjwWWWQ7zhEH7sizy9q0tqJj31klILLuRySHEEbF7JlRJfUPAt3/CBZ3fhfw4f2HrE82iND+z+IH45kEAHnEzFts++NDzw9NsXy0JiWxkDf0ocTMmXQAe+B9U9WJ+5vnfLRm0+khbH8+K8H9Z9+tW7G+AkXhh8xmRhvuG6b6n+vwTX/edBxW7/+um/P/7w42+f//BrA2SzO+9gn9oCHSsRGTy2UuMezBIzwYuL/Dp2uhP6DYRb7pXecyKDwEAj8a6RxTS2PiAyiEzJ0Qz1+YFc8Qu6LHG1MXkvqVtkvN/zRmAeJLCCXVCC8JZXlGJByNGIVVgaWWGtzN5qDGtlsskUHGNNM8BDfP+YnMtQTeLgWtUO3wo8NV2/j62sZAWHeY8D30b+bqqapzcaMDIVgEpLMaI37twEQQpcMZ+jz8bWunglqNUhbXaPHAzZ7Ns5n3w7hBfSEa56hPDMowWAU7C7j719IzEo4a3JPSfGrCi1qyFf5cOiNDt44sMCUhN+FSn3DppPAGhl+4Y//VzWAhHWryNlzIf3fENIxfxf+GAaor8c8nW2aHV/9qlP3aTV3z/3xSUM5v2L5r4E4/n/aae/ZK1f+fNakWfn8l9jkXfdewIpszgQ953RF0O+khlpB8z1xndFN635Mb920+cpQpRceci8z6xjX7fGRiRTVXIm2FxJf90gZSq12UoxLtjaa+I28zVUonAtLRNeJ0paF1O4kkhGUGNaFTPJr4dwlqI0T/k8CWgjdX+Uiw0iK4NCug8p/IqTsJRInIRFipkgPlKk1g+lkCj4WQiBwmIbxP16MC/QSZnqukoq1P25+IisxXvTWYSIbKYGm2oIWeKCRUrAzjATOXH/bb1wG1Q+Jlelhg5pUORifpsqWmAzAWJzkg6YXFyytIAM5yE1TTfxYEiUBkXTTWwHKW1VYirGyiE12T4Jwj4pde5AUuqUxmMwPYK4c5Osmvz/iJGit3CUAsnoWqBmdPaZdhMI3O3GdeqIx9MNNzD722+L2tz0AjsaQnrwrO5VB1WRMLlCGVnonTOmNxkCyRqBc84mQ/I/DuLbksGeHWwhI5hO5m865b0iH9HeJ3mRFoYh631kBymladKip6jLgYhywaoQGsxg/7VfhV9AaG3VsJq9hITx5pEGXDJV0AiWHyvlVypuf/redGdfkaNrtagyBEmiVqrTGub6lwoqnbIR2IPbYL71TMdKPT5DmH1ZQbYbOfbzzIuNiTL5ArVcBGwTYa2T514O9pk2c+DGIsINi51+pCqyTFIT8tsQ75ZvBf7wyfwKvWKCH5Aajsk7ZUhEbAWKOaKkJJrezTfCwrTque1Ep6hyEswNduOJbt6kIJkm5YoX88R5naQFEiK1ggFyHkI06jCdpBHsfeX+ll3/7lt2/Vt2/Vt2ff/1b9n1O6r/Lbv+Obv+toe/dnpdoip4S/EYS+NGD+0DxJd2NwVT2+aZJpW5+VfwpuzugDa7Ofeo/e23R3nV6lhueRgMkmAKNVvu2ivvSKRzJXvMhmbtuAzU6a3Q/vRDqP5hMkBS2wkvq0+PkMr1aSAgdE9BD8lCVyzdKeED2uYU6QgKlkc70rOx5YgBHVEewih1ppsIjimTpEOFw9iaFfIovwrUsUroluaxTr9dC2Hy9iZfYMjsM4U4FK4BK45YrTZjDAl3JMQPdE2SktR5O0fTS/443xI1zzKP1AAXqjuXXi/YUS1qc8irMzZR7XtokdrAp5oVZ27QLRnuEtJZosMCmmdXEVrBxJyFaJHdXftMLzTmhYYFAEtoZCbmbB+nNx5cBO4DmNUdNg1mNW4mFK2T4wajQVmhhkp0+umHEUgL5beDDrEHrGWC3UZmOSGzwPJg2W4BJs88G19iLUPd60PKnPT99AVXQ2h6YlGuoiMnpFxFOj0D/qLCpO9iCPDU4UVCwc1vPw6qvOhALWUDGfz14gP1KslJO9frzgwcO8uF00i5TWO9p9++8gy474QO0pBfxH0kTAzYmvTkihzuiXFZIj27c7HynuilNR93Fd/wWlel8SivxBNRn1E9XGCSz9OzeCUFxrAdFkPdEDwHun2cnsXBjxvBMa0QFGpmfIkjXXcRSDOTcjWEKxD70XBMa/86GbLTcnrz64hUDJWZjnj6ZoWUMWgh8cNBSdPiqiwEpeW9Q6K0KpnzfG0TQzxf3VOSWc5tTB7JryMHSiyOw6Vl1aRScgIRpIim38JxFbET6QdvDCoZpbAyuTDTbg2ZLJa0dps5vjVidRsPGXW2KHCsCDQWAa32mR4rgTpbSN0yXcIK1h6j4BVJOSRfPW/kfhIyDD4mDmblELxroNjcUg4MZ6RnY8EHi0RDRlcNDKpoibgpyg1EInOSMQy+JV7NHsodKA1Ja8RyB+o5FpjY6TQnfqAUYaA88VJdJ1tk4GVG4RmanirCBArq3lwiWkH7TO8qXbEdx10lI4Ahhryo9z+98OHKtczwnpGHLhaIQORHHEXjB8iEN205PLr0lXkAYjBkcwXTdPKl3KFC4MRHk3+J/Oz4cGn3XvDDI7OmhvQ4FK6kiJzx8cVru8/JNTt67re+qQXyY/DsPTv9pUNd/XL6pS3Yos28jSWYoBmSu2w+SIVDbj9+z9+9s3ESPVydsunIRQS7A9GQEXsVtbvqWpKuxSee+qKJkAQAaGYLHe5FnVJ3D4JhpnvNzRDd8yNi9eBycfbPE1RQWqYewNiZMlfjgAZ95mFVWRmfNcvaQOD2vbIis/d6SPML2vjTffm4QxfiAB6FGOJmoJEYXYquEgaJ9NndeMELQ3b21tlNnReBh0yvDIPA+Da/M7jEYIh02JuDe2y8/zhTG7ZVOKUXDkROImdIuNqImE6fjWfX3t+vhnBsIKIbcQoXTGIaJxnD4FvixdwtQxpyY5kZsdEF7fkhqaQPk+kc3DWfH8GqNkWrlAjIKGlCPSu1kBGwoaSl9GSEkLkCD9yOqp6ZKAnJB5Kr3v4uSbcU+IHtErlo/pAj2bgwIN6yzxSNWalCMRFwvORVf0r7ujAQKw6+74DjdA03H/D1SJFc8+xKis0dRcJ36Z+OwHH77MSDhiB6K9n9ubBvDAPJpnOBE2HXJ15qxCyEuJ1sHnankoPOoiPITZgC51bMM3XAAquUMBlDCFGqrefNb05vDAPJ4uATH2N7V+/nKHo15VaRnl1JIdcLgvd1ujzYZ1qakYir7STZ/bmwbwwDyWZzYWc/DFYpXurFN9DaWd2/gda+gda+gda+gda+gdYAtCZ+0QONYUBrH//2cXvw8ee/fvzh+99/+fT5/78FVRME9edj8vMXvQeqFjNyrE12+uCvzceNldY1is09P+S25dpj8Gdb1N08CscjVgKGThUFLwwhuaZRUU8UzBLEipOb5GDISkrfqPDphSEs2OzLoB2MlJFNPso9JVyli+2zA1iefwXoVbE71n58+vGnH3/7TX7hhx8+/8uvv3z8+fcnDImEAD9Hwd5tSLyAPM53qYkhGfy10OnO9EybZL0+Ql477UnpKcDDQ8h7d0q8fjjIjjEl9pm2xcqUe/WDfhI+RkhngOD2t980N+Vpv/kSUNVpAGeZj6DvvXuK+UmTWo767EhW1CkwGa4ruS2qJMGTsHJH+vrDS+Moh915eluZQ+Ckl7M/B+B4CMXivafWaro5bSy+E0rmJGQYfEy8mjZOIiCDMK3LKImAeLbTx8TBrPiBJoSBxsSbmhwT1bA/P4S3GGH3zCBt5lTISy2W7fqx0QctW06bP9KzseA+abvMl4csLKeQLiMr9tMjJtY/A97ziT9dyJH7kYl4dcBqOqXTIzSaWZ8RuXGuPxuqRNvvj+gTv9AZcfrte9tEOkuDJ/7CkPXOsoO0P0aiQgnprIBdOr7UzvIpfFgd/asRK48k9Q/PuTA04PZFiI/3Mg+LDM4tHsLcPP6AkSorjiO2C/vM4qAC6LUUKSCMYuUcnH77rodwEjIMPmZybpVNSMhFVBe0yWqkZ/ccMB7AXUm43XxDCLY+0YhOoBaw9iNuOgjmh++6B0a6wJ9w6Yud1CAM1CVeKujsDl2Jzk+aCi1a95R4VAaoaYrUBEpaymDTW/PrJsXRqJ5HOnG1aYbdS+IMkk5egG4ohdBrgBR5c8eweUk2Xai1Z51b9K4WQ46bRvBj1MYo9EO3DiEqse9Knh+h3CLsAjYXAvUH8kJZhdtA+hciSkIYeTHb0wvnU/XZhRTC+4T1J417izoKBp9eF1Qs7FTpw6KVTBlQsNSBQ6Etlr2uMwKVheqNutPHDg3SkENEFflqBBPHUF1artSMqxQiLc4DaqS8GQ6k7Mo1LCopBPIK6tMKHVhD7REnDrtWblsce1ibZ1c6LH3Z0KiEQj3dds8JhLAvDEYwXL1tIuaoHR8r9YbyyREll7g5FZejNEqbCowEm9MK7ddiO28uHSI0pIISD2KfHSVv5Y0O52JTHjIqpc9pT6QXG5L7SV86JLQ7nSAPIWql7E6WRlC4o/XZ5WHZKL4iRNYNpJBS3IxTYd8YVDLCUW1T4aZqEbZDPYNhkcosVItgCIF1QbKyuh8L4gnansVSLajFM+X0JcOJUyGVyiRE0HvOIUQd7pB5sZ5QwWOeMmw7BLt1CZwHfETZkmTmX7IVUouAAO1QAWAhqGDUiKGhiJr6PKYhLZy4nVkLNUKyF1hc0hNRE4i+ddqiSauOD41owKvFxfR10JnZ0eEhBJMkhDbzsxoRSSP84tCNpmxREZod0/NRenGi4d78A/TCXjITtjPaIUPS+tVDiKzA55WZwMaasmzzWPBezAZKEaVdN4JVt8XGqLeYCQJ9Fk/V3WImFu26S6XGmlI7TqVq1fCcGjtBhltrhU52Yg4JE4BmAbdGOss5sFbSj5laYTevevguQ7F3iCNqQKe6csCgDl6Fua0IxJcgIaT5Lk3C8ItYLO04q4n8SsQD4lMgAH+Hpo5MxVwG5hqVWtkEqply5g1SGKEnLgXuj+oWu1SY1JDLbRtUYJMKrizAFUE2ZAdMw2umInUGZrtAoE8pO8XSqitLgRVGxsBf+vxcsSJXP8yPyRURQy0y9YEsRfgwUIl5lZlcejwGYEMkjzsHQw1sjg9PQjTqQSq7Y96ONcd0/PqJNxOnIhtKSGMoGmrmS4ZCDBpimWS3Y7GokBujVlwYCnIza5zvUYm7Yyghb1dj9HWzkGuQ4W6HrNZQ1IFW1On+KNstr8J6FKEMRw5pVzSAZiwFogSz8dVOHvf8Ju+NbTrySqYD+kOKmNjjlsJf9DNfshUlNXIrynbIU7ROqtZuuRWZ2+gUjHeTFNtBDSdpEccJF8Q80xBBJXoMqQtxOBWLuEZphpXqagjzeiQCARQp9MXZG63hZgyRWOIUOoz07FKTOhUQFYxUitIj89A4Ull1Hmykcm5cOmM7c9cLq27sQG3fJfhHG9sXDvIEv9jYYroamvtWsTw7N9Oq6BCiUbBcVqgPIpV1uhri8SPZyH5cohQja29Cgu8KVAobPRIJSZEXOkN5u+t2sPYXsUqeBzenjgkHUZo5eznmJnzwFPcTRwEXoxF1SQ5h4ZiKzpAQXtvFqxcSqXOC/B2S9e/Lz5tjwfCrgX7D75FJI0ZeoSQO8BL7mpUQUvuCPrpctcg/dnqmrgwFnr3bl071Usp/8TqfUjyCrnpTcOwgS5JgYCYooREA7Deq5aGbQszMtxKDlrYaO4EzIdqKacDsV2mVnTgZWV/8oJZndH3c3Plj7t9lKKI10keyLnNYoXbyha6SGrRNxcDPr9K1IB+I3N0pqlA9x/18Zjdd+KcHajE/zKNxMDW2YTqvHLENP8pzoSPkA9HbZ3dQ3l/GV7hyUXgs8BwdhZrEVCCF32umIgppPmwQoXNAKYQDD+/zY1NRqFQpu7xoPiqBRczBCrcmRjZC0xChLogjtjcxFnhrCqt8W2iJkG6heaoAkTwgOzaVT7FIvAtyD5+XugkcGRugnjKBk4j0Zikc7NHXLIVwk1Lz0c1qIm3MNj1KN7GwFAWVQsDr8zzFgC1fWHlICt+J60FMxaGux4J0TswH7JLGeQo+0YNZWs3ZdGKM2t0POkGCbl1jLOah8Ye+adbo6KQ7zV2JoaikE7cMxQxnYXOnj09oCzYKL3+ByS8hAsDP0CSQajb3F5Z5pO0lKzzPA4ZIoSrJy3rQKb9pdkfLv43FW5z0r8OqwRzjfDW96USlQjQKHcoz7MEgP17R0sTESZ+YFmlyL53BsLfvoO7TU1I2BU4NZ69G2AT35ykGv5luWg3xgcAZGObqi/E+THSGEtT67EKKzbnFsEjjZEtLRHt5ep2JXXqaiLzgaKpMvSnEvYix00e6Fl09+CMk4jmuvwqJdGz9ciMiMmKXQXalyps5ZtVWc1mkC0ZwC7KBZvbt2w+Ji4u4gpHyiAHHKKc1MpGe3TCL9ky+axUFHUOez6baAcLWMtsON+LQLHrOp/i6AEuGGgiYEDAkt3cYQ78nBL4jhUpUu2KOFlTqNRPhr3w0JcJLIhjeTk+DGzEHpfWycZgFlwe3+5MOewF9joH7JVBFSiy9YpD2H8epSJWCCMK6zoiZkU2KfGnNZQXQiBoGVifQU8AzSKAHLWN2HDpPpoLJqMUcPSTlv5jKCHIGolrESnUzEpaizKtQKw3chnmgTxziBgZ6235HVn2mFuLvoVq829ScIgV3bU3aRKHg1GYbEISfxEnCW9aFraGN7ldbTIIhxOVhCuyOiEzU7WSsDTk/m5OEBM278zOXoRLaNulVwNCaNOpvKsaG3Z+AlJRia/w8iy392JDhZfOIsLJqGBUymYf3GZskt0aCNjSV7BGG6HGIBhsZm4LrkQ9K50uAhfrbGptKH2A94uYodZyK7IkpU1xUwppIe7s51kSCsiREpki6CEsXztD4qrftIwLG+VVPEQnTIfw5SpM41M2RWgjR/Bc3Nqf0xV1jIxraYYvtoAr4DMkikuG+uu/xXM7JMSRBg35NbgMy/paJ/1ZWjwDtoREZ/36GLXJVjnA78tkNpbB8x9baoKdqodJmi/V5Ql6QFiiFlGXdgSYU7rL9mrnJ0hIW1WLbwYi4zKko68DC3DAmua6kSIznyrHQISQ5swA5s5wHLq/Ja5wOoSVY5HF5s5k79LBEWkpOBK0NUe0MByWWPY/LXDtT4cbNmYnjhnrhTQX+F7M3gzKevZJkDnZvXGDtG8csfXccVNFfP4WQiS9NJnge2uncszw4p4GvI1qYCaIXuK9SjoPEW8qLdNP+48QJpAFRK0REvUqZVzQVIrmXZ/NQW3CBAFl+cyxwj8mU4VRs6ofVYXJh6Rg3LX4OQvKtU4Leb26Fw0jbCPYvncPR5tVADbrMsysptmOP+CPkeMTIZ+bE2+mNQSVDIYpfJBZ85s4HPjOroVSkRjJ5piWHOYRIM8uirbT8OAvhyOLJM0KPyomAJ6G24zFSpNUm3c4g9PO8tNTBsKOcLRR/LcSLvNviUQ5yUXfYCHTva+R4+Eg3rXEyqWlOx5LZnJEg20zjXbsrpPSUxtzMFmYnYgpsbC7sLnKwymTOy++lgSDGbaSbEvb1iHmQQAycTBXDiywVu2mcS5E1uKBSKMZC56Ky6549g9typezdvtPnKd3NXSDI/Ka2GE4e1jCUhh3RXrN5MQTCZwnTNS2IH8Qahjavc9xG4qRzKVzXGM2R3c4EhBG++0ZGr1GHupwjAy/TAggTHXcSkWc0FY7KpPdTlk0euiViBecSMPJTJh7vYnHQpH0P15OjWbi+J/hVWUsIFK8XpvOKlmKklz7zYrzb4J1QWHcNnhDKUuxocyqxBUHqiSlxLwwe3R2E2Wqq2UKki01ZhXAXCxoFHUFghVAHBq9wWjodPQAukf+Ob3M2qWelwP0lXiXORRpUraeyaDEkUDRsMGMLwXVFOtfO58Behd6lja0Ji9ucrDdKkVqnSqVhQUhpXNH4kt1NNTHqrgzYfDf/k1CQF74mtRgoSwrt7ZDC4ziZWVUAYqIGY3vgFG8gEl/FuVB/8EqKnHRXBvMMVySPUkpFNdaYXoo1LG9jqTimEy/5mGldkc5+XuR+sXsBCzoFS7y0ULxjJCzVQnQCQ+3cLBTzS7zX+J6A8neNb9m8qQYeVtkmGGnU7LOp8Q3qqd7OlZeCfKI3kuWF0bClRAKiFuvyGcAF4R6zH6Q3+wIOWzJjpEtiR2BYxCB193gEv2SjStBbm5bDUMdeYVkjL/nCRJGF8oubaBnkwoq0thoUBhE3QmYIaPbUFWs/uOZ1QYIWp2qOSqZBnjEKZxSoyQRZly5li5KSQGkomXqsTQqOuh2Ib1hQhs03pNRL8Iv7Wwmc9NiZ9yAsPK6u4aZXr5in774K06uG5oZMr//x6eNf//425hbDq/LJf/6kdzC8fmtqsC/Rt6YG35oaDD/yz9bUQFrEzGPwfXA/u9vUQEpikAxJQBkewmLm2XiepUEokHQ/P8RrjcgVGrB2OkK6EOnAQWafHUqYHPFVyAUbDlPJxkx2TszY9nsbMPXHIjtC2TSIPiSmy7N3WjJz2NNouk3alMJEqRy1zVssDe8xHsHhJ25Rkbk9FpwWJ1079C8pHufYN7gL/g27VCDVetcAxEP/26o1Zih02/WRMU0+dpJ+J/RHBloDrz3UqfXFkSvZCrznBOEdhF0oFHAIZhYSKrxhiKZgwyhBJs5oLE+/fU+tBzM+0OtZG1CTxXwcbG7aUphHrISUAv7jLvLyEOG3erOTl3fVoOmbhzMuHXFBk0prZJjE5IFdCor9NUvoHonAK0h8dJTEroVBM5XTx8HXwWZMVILEKzRFd3eTf3xM5YotJ26mgtF1kTJCYsQwLxUEwQyu0U6miNsht2m84vTb99Rm8K3PbYcivLABJuso7BirKg9ZHkbVVO2+PETmb47TEQ46wm9F5qywX+D1x7EQbUcJg2vBszNvlak0M48QlBrZq4NNCLjggDiRZT5EaZGIAsyvm5SBJ12UUNWCcq91ypFu9wdu2Ck0EyDEZsywFFpqawgBINGf6SkltHKIC4kuUdVFdJiHypXDwpmpoXNaQdCiL4x4lTIYzIbFzvD6OCBCCSPShLbK3gvSBoQoXFoY64Cb077wUIlhACosKsITdboUoC8iU3Z4LmpE17yt0Qg8bnJxC3RkbGXA8OYJKRp70Y1wKEXkYtPE3tMeJZ4eemm7r2OQXkCuRPA2YDUJfVCdaHZtpGeXaRMDkDUJiwibQ1JNgaQY2wnk9RY7MedMSrVTuWhqkWCJko6lpF5qmlYyakEgtuKhEzkn9Rxj9AUJjyxv0v2L6IqKMlsZW0E1yKmueGYE0Ic8M1LiTnBVx7yxcYDdeslWCLCKGL2M+T2kKDo/c2NRmIoxHdHjSxhzpfNDcOXIpbETlA0wNp6SvceWs9ZivkV2Ui4iWFOeR8WVF2JtzVryrMai8noICehcK3omQHdxjXrzFnPZVq1wHDN/yVrs6SNiFSvEeFfKCGI/shaOj5AVZXwR4kVwbYRoDKElwipG6YNt8mmXpqFTMQ9AFSEJxZSSsIaBDK2RY5MHJIjZD3SiLridy3Y8IWdCdZXqF6WlFDFjCrTxSxiKuh1PmKStsrHBXNWsrB9zQ1EHKM/6OPmvpMimYvK4QDqKrtUSeY967p8t7e0Jf+wWFe61FO5CsikrLkdNDHkyYEJrKIgrLa2gv7VFLi/vTREajyiwoErp+HCDpPkrhqJpbeRRZi/V4bBF7bOpncieif82D/F8kkJcuQbsgMNDOK4c6MBppRCavglAHT3DHrkvy3aYw+QVv2oP0lIlP6RFpUafLWGRCknQ5hKbegqRnl1JIdcm0KPtOodor7oZwgQzcXrhkeDtePQKv+FCmWsjOE2tmbhNa43UGKN4c1k8Ut1ewRU26T8nbBCwDtrZkrmdX3F0XZCEO5YxyXcHEEIb3F9aOGIgrkL8B+f/yNaXWKixQpErC+qEPrsSwg0y990zq2gL5I+d3nhoJl0hZSbmEAaByCPLaz3MurogXbM8x2I0dUKDLlDA1dh2bZtDGArfIIupvFeET1eAu1cldKQSfIMUEMZbCGeC8CGcUWIS/ZFTWKKjUvXXDIV8DxJIFefYP+5cFDC0FJtkDafCL2BGeXO0cCqk0BPjCnkAedsBMCiEISU0hmIO8ZEKVJwJachAMyEGBbeHZ/56MRQOpQh54RaKo4KY5f3SgYTQgwukbEiEXr9mKoR1BYmsBJNLoIzO/LVXpgKJbkqIi0hP2u5kGG4S1CNyOSRhIKZ9WgmtIGqBYdD9jJ8jZKXsGbkYKndXECpPMpuSJyO9UPoUay3cAqfrqMeUkOsHnItBwEn2JNbHvWYtklBho15s34hXSKEqQFDn2Fpwp4miTcWuIoBdbx4aAUxcK9I9Nwz0Ji1jThGy325J0tkUefcQQgILsEVizUSPXXykfJE5MMxUrLzNWPgWKbVNsB6j0HSJlcIbr1kLKRdBcEQUTl6K0QciFR5bi0QFpOJZuHlznl4RkBW2Qwu7CoTWiP1PXAs+1P2Hga1YNMYREmskJWqeUgVCI+ZJCObzF1uBE+FXAOadi4lQHI0A5KfU1HEDUR6n95mKnQ6IukY1pP0OBsm78iswdbMDXefElFJvQvXV5G5K3TcfIIWYLYppn6FKUVflo70SX5bvfCMUyEbqKEUkQP+evKSpSAuCDd8cBUK9dlPRouJGbL5yen8RQ+Ejt2yS/ntouAUzhUGWK7cCK1DFrZguR08EgGwZEe36xDr+1BuocSXWIrDRIzYAX8c1RGIsz980FgHwwtGIMaHqBnRrjbmgtlWfHnY+uAFkKfLKDdRnDwpSYOqVcKWUeeN29jUzJ2iLHygwNY5WEht0qou0uKCt0AeSrYts6UL8SlORB63ohLQOtSj3BfxYuBjQN/bd9AE7TNsg9ZfZqMh3I25a4pVzsrXNOjGErDIF8uCk2bMHRMN0K1w5w+NZ/Xt8xdFr/WouBWeFLAOhE2rEB08k/ObXzVx25gLJbcHi5w1hvW7zTkk7YeelesBSiDxYMl9U8bOwTt4r89Bt82QH6fQ5qpr2oTJpRktM3bSpNtoG6QQU5osYE3Xu8ULSDpZ9eMB5T7VK4noh9Mc8u5IiM1GQIHtJlUqmEPTpjcbjGHihbq5JNVBrX0F7ohcqWFKqpRdnBc+5VpgnqJY5YFpsMALa5RkCd+QZceXKnYkK2DI3k1XbfzkV3HzGb6IzrYzXBjvHptKolFawhUG/zLrye6SEl8hUKnc6Hp2eaSCFNTqRnt2wk6cL4V07GSMTv0bZ1HjP851ZsIZ2sqn+mcnscyS+T5idirZ44rhsZob/2BaGx4p2rgfcNGSBFvWebJ6QZiBRRMh8+prAppo8TlkWlxYlCTEQImxb1jtXfx+wLPI1czckMEmF+glKBw1kZxubOwNIMZGYOI3cSv9TjIFsByKWLcQauSfu5jIF1AiJEKBDVpeMMqVRKj0KGR82CckDvvrSBhyhjttz5LyAVwhKkMBxyVifiVbsYWbCu7zX0pwC1Xctzd5DCrxbIRYhHkamqhibmVHX60U6wA0o/ySrCjZbumgQ5WvQa6kxM1gPs5+h8zi8Y8jO3iEUEyM+URRFTm3q4CaNm8nO5LmdMXwxKkQ4wubzlIRkUGE9XjM1gnlBKjCBaSKGaqd5uGlqsNWyTMWKFNMPkHVMzCycqgX9id6oTG9vhIf7a2lrdjQL6mbW+MghhaSdB7aGWy17Mrs70mlBzZlZL2JnUswR1lFQ10Ta8V5bc8qf37U1dZDrqo7bn1bnuK/EhbkhPHE+OHsu4WBaPWWT86hYZVMYbpTsKdcly0x30FoW7QFLT8TCJd+NGTeZH4I1t8oRFomQ8R6bE6BUz+xTVVilAggxQksM46Wv2JsaCtGwVMFHo1pEbp99ZW/YxcsLkEBNkZp+1dSJPKrmzPQ8g9Zjskh0Foq3OxXCRK1UiKqZjocQaXCf3M49cipKYKaiXBfmpsZC5Gw1dCJhHwImE2cU3m9uRrU9MlXzlETklkIhckoiDNhl9MdPAFgi1d/swaK0RzhcME/lM/kVUufJvXQaBcKrufAdoaa+INuW1M+RAwn6jBl4OxOjSRcscm48N1fqfl4xFnwgvEWwBT/HegyYnWWDDTCDtM39AeG+XI9GGAMpOUfG72HKbrt2ZlgQSYJgkyfz7EoK4e7ClF0exJRLoWZypzeaRFUEtdiZe+YbxOQstPgtc4fB2jV//ZDCDYijNp8Xg1d9xUciP46tegPyw0kWt5OTNwDAdgbKd7fg2dkb/WA+u5RBebZjSjShsSeHoONRvFffzXu65MRNdlLnbiqjAH/mVtonCxbp2Q2be8K33LW5KShA6ICthIzESVLAxQxSI5sbB53D+iK+n6SDHpi75CpZmuSc3ttMfN/jgtZKnTPFKs6FcI7IKOUZejXyjJpY9YFWibrj8dP9oo4wmfyuStEJqyFThvwsErEh7IzjVIfcPON8LoJjGkjhS0W1GEGqfMdD8DWbK32WA9hcwXURF2UuVHZ+ZXPJ13WL/s/CAYkTUTJ1lt3ZKdngNnSsemU+fjGBC/LFyNsjF4YcZoWbab6g822yNKKj2KsI55YiJQa4SdvrGzA7MQucbH+vwTvBf+8avB0igqjezb8roNplxDl7YfEyfsaypGY/jTFkY3ymfxqDQbmXym3JamMvc3mO7tYooBCMet+9RyoKcdyzUSweSeFXsN6emfjWWLJjQSxbkHEzG9zj9kgVVWT4+T6X1SbwvYFPTxHnUvaAvu5LFk9AO5ioLckT2LuYar+pwesM3vR+QbdVMjeQklpI3B9FSUzV5GUFi1mtRu9KnMx5zMeUnGgdgqMyxOIIQbprISWRtGTuvt0tmTtIy9QTT+u2ROiV1MY1/YUjzGIpFipRCJtWYqCE9bA+Nkfq5/1uo3sqzrprdJvj/tPNRWoeUomy48LiEon+qkV8HWDbpOwLkRi16UXPupiUZ66VGOzFxZxqtfw4pkblGYK0pPaMOsR1h5xEF5enOdt5bZk73m4TQUVfQhCAAfLeaDX2W/3ArcpzKYTFHOsRpd7gRjWn9ePeZW5bqJglbrESQ1RLRM40traF6L3F+w5TEXJQAMxDBnHtkNvQPLN4lA4TIRn0jvt7VVAqt9anC0rNIDt5ASdvVI5bKgWHXjFM330FrlupX3zbsUOq2zeq2l8+ff6bW2y3gqn+/KOfP+oG2+3n3/3hl5/kRe7zP/ff+k5ogP72N3ei5bNSbG9VaYi56v/88vHn7U/2f+x/8Z8ff//xE/7VD9//Km/d/nf/m//4r99/t3+yj/np43/KZ7rP/+S3/fX73/6xrdb2l/LCx7/tf/fzLz//iH/641+3v3r7l/2PTob1+59+/cf3snz7P/f/350D9Z+nYPB3p9+5IhE+sy0K0GzqSAPZYqEgkGGnfmyCpkGEcH5ptP95CSEjsxECeauBb2JA4VqpRnT5saESosRzfVGlQI3njghmcz1er4+urqGR+ClSpWM8Owq62Ze9DZS2wcg1uvp8AxDWekxCOEtLSjg8K/kQzyy4XPrQc/Cc4MkEGIQFzwRwX36xCSYflj5QvXyrFPD1nYJir6x450biUs+EYEnnqERktOSNCBeWE+A3T5WQkq4iMbSXbDns8kqcWk/tcqmTJfQ1nLA+ZKKDgUUfUOouvzl0Smz6baNjjN3HRmkwMU5In/nCuvuUiPHDS24VJyA74n0erzzeQ9ezkJnVTdCpZN+lRP4sQSGWv6dWvnSKfQp2GfNNUuKBXZzJxGMPuPVn186w9eYJROMbd1OV4mKkv31l8XtGKKu6TeaEM89ma58JMCgx8JMvcPImP7sPa4fqNI23vYk4vSW+4k14Q9vynll/1a24OFzrYs6/lG9RKLH4zGZ72aVgZ6o8+cEvexO+EjngKwv+slsxWvBOJWPL73/Zt1CM5Ssr/rpLQScrlpsuP/kd3oSvRPPy0i5/1a0Yn6oYeFnPwDt8i6Kb8JVj9R0uBa08ltysv/t1b0IuT19i5S/cCtzwI7divPhPWzzxLTwufqO+WSPXopDJe2rte6bE312XgtYeybae8ia+XHRqL6Sdhac+/vz7p//67eMve8zl04///ePPv+//IQNuxap8fzpWdeUGeRc0Y3QcbOU0bVBzKWmDdw5Ii+ptHaHGuFBHOy8lU6iOhorjyJMp+iviowuJqYEPjRidIEhXYOZWZQ6cocvEmCpdHFFmnLRZWbEzF4w3B60t+Eg6EznVysDdShQ1+ssa0FB35RC/LToqV2bftSLFwZcdYW+d0sfIRieBPro8ARNXgIpfCxLoo4cA9m2BZbo7A/ZlYSDTZArshAdelnilA8/pUMoLHZKacExTS2k1kgzJZ+FtKWVSo1S5pOy4Zo13rgBJoCD8YHO4GJGpU3MBekQcEdUDehvhFoxxflC04X0gPIW31E6PiWFEeuoE6NNHlybt8FwvRrBJC4Sm9NLPHB0T56l4yEqoQiOPWHaAeQPyEe1YdbU0ZMUKcQlt9woHEptHCg4YFFbqOh+p3EWhrX1ZYJHUFuHdsTAbbjEsP0fu8uEuXb2/URvWPmgk1wg4amscDlgFRam0U+t4wapi3d4G1GlrFhlw1sqyoovq3JJbuEVwhTPTP3aibqiMQKnhA2fkjMDmd98GNEB0YTNA9K9aXBTFtkLVco37r5tHR2C7U7l4VS6e2+eQfdljhpPi/WfHEJeKJ/Zk+BiZHUPBnGNq0efWNjCQQbic6CR3eJIXBtCVxCiG9UlOdMY7wwjeKUfOjKc2MN2zM+NXzoxhNDSGAKMpPX2AG7V9WThUGC+1raIOT5vOJYURHPN8RvLjEZv0Evs2AvuQ44igea23EXHWoHAfcNar5T2mK6j05RHLq0+nyhp5RvcIYd8DR6FkikdIcxXQXeQERJET4k6qm7tcLqFJ3Ix+m9PODJC24qHQBS8ykp3bJAkrHPraBXoaosymqfbFCJbZMSnKgHnYPjuELkx/nPlwT/NNIT8MV/VVOyobLbVCU1RvmxCcaE/VmMUzQ/CqMkku6QWjW64TyvBkJKYiBFxrtCVzW9TIFvXFJqbzvk63w/nPt9O+Tc1QQboJGsGXCc4ISfj4KE6M5tl5RvW31boHwoc3B7lIbmkJcxIWtZNmiJWYgvueyU6rJ1xadeyY4iLOr7YEl60HWfTFqgY9Fu8tLL+DF3bh94BiCNBzfnjESJ2tJKhAzGaxE7OM7FOMnMmebBRUnS900mowDeYnddkfP5OoV418McQwJAFBnWLjClbsc6BiyFOY/0gocCOnPQ0CHqBkXTif4hdoWklXoBstM9FoMRp3zXWNQ1qVyDvbQQN8qRBZUavHnAaiQjkpmzqCCBTavEXYdqySM7oLij/0eSsMViVxcagah7hwDeHAcQ1p1N4mtUW9g0Dakc69EjVeYtrM1IkeKXXNj2vwY973IVYChUstCmixqUWw0UCqZGU6n74ovkQocTpqM/TjE/OmBwJAF6bCE76Z1eRjlQcjbbazAeM4kpYHtS3cRbOsOotXT6Uu3PaDim+58Ckn4oZkvZ/sGYkUnd2V3U9epCLKINjImA0JfUY0wgNqSbm6VnAR5KhZ3EB9IW6W4SUYaSP2EwtPotgJxy+Gc15LIAyeuIPFwGONpj15rBCYWY1c0LCHGsJciIENFmZWutEVdXSM24R8PfsK4aEs8IX5YnjOcjtmIrbqZhwDDw6YPEuI22O9nFIfabr2sZkW5GLbzQ9bB2w7G8NSQlMJJ1k1aq5hsQ7XiO2v5i0tcqTchpwqbBGjp/fjcVS1tvV4/4Pb/AoQ5fTYfpwG9UC6HKdBI548SayBJjeuCW3pcYxenQadruzSoBGmPxW9WD/uHMw6MmA+6W5BCC8QLPQGOtHl1k5l541R/Y2J0DeR5iRmop8w/9uJgOhLq9eP91faw3Lngu3D6j8jKTTYusfu8wtq2YE3s3kgWGFtWveoATBddk0aqKIpdJibG2H6kEbBc3ucQDtIbAvmwPbgKUjg/YIwTNgLUIJKVC3bvCDZ8X4VwvPAV2oq4LV57pUZc9RyQ+g0YR1qIupuySEiy/CevcRzUehs53ViHjvBtEKWpDvKL/jAfWDkikbg/eQXRZdaQW9yONg1sjOP0n6BQkUQm4O6mJbM15u2VopLJT6WHTXx9NbrPYRw1EnUx7LoXNk71TJ3c3d9mGbuIiYJdFwIH6nKUPZImbOUpUFJN+VLM7cml/nrYFYlsojH2sAwzdyCqO7yY2Ljqh1rpO5KpVJRuiPsnFzQMRjmpaYedUmfXZvWw6VUzwDhSuaRilDYrlmx4t1JsO8LLNVkFmLhdYyeWMPNs2v/DEuYI9/YIhcn2LeFgVTXkzAN9KqpepuPxwyN43VSXlGnAxiYHxg03LREItIjBUrj3aIRC5t+wFhe86uPJ8vAWKP6jdM3xMFUHEMHh08rSPavjy4ix7goNIDOKmoNkGlnZd5YRrQw+IJ4NWVneTN2l6BFIVNA25CTrp7bcjTuHs80iaiOT2n/FIabqeDBnUV2Z3GpfhFzMgvlheKbpeJC9U0m/q/BlNq+N1oN4Yn+yzy7axh4yHCnwZGgqF0jd2dc80nIMPiYm8p7+u2b6nuSMQy+ZWIiMjHZTpHgX501YInL/ul7QWT/8MvPv3/65aef3irub7IHpAfu6vPHvQeRnQLmprcbZJvl7Ku2/nsb4IEWFgZIKOWs0j0A0xjqkmkYqw7g9EA1RC6H+j1KCi7ESgj1Ee/RzT49m0zW4yUeZmueCowa3bo125vHnPozsy0J4/DMZGvo++ZUi3tenplpKedqT010Kx9wLZ+a5u3mCPCcdmAFL/Knld4YIGg/wP6+d0TERmYwIhjChNeHrOSKpqvl1ZAnpzs4uIZxghvScwEwzTh35GI8P6IeAN+LeTCR21dHrKTaLvMpz0dMp7prW/THWuVFJxypesJ7Q28U/7DP9MaYPmBuJFfKMfnigFIb7XmnCCINYbE7BQtERmxcszcQxUte8RSFlpI6bOMgjcbyNH62Tx7N3qA9qV2YQ4pKCFlfGt+39dmlg9cJpCvlcRgPF8cN/Tv7wqCCYUReup2Gube2/bijC10mRljfFIChUmSi6JUFQUe+hKUQiVga92eoFbZ1ntdfxzKB/RkL4eaqib0o9nknCWgzder0KbspoFLmvCABF3Wg6t3G6YmhUuZE7XfsNo/46I5VyuER+LtvlbY/IG2S/oCYsM2ZOkINzVKiIjCJdy0qiLbpZyEaX/hMk8I/zNiEoaxsjlKjTisEUWeEnTxDjTLPTjqNkZIS1PrZnbWYC27RJc+O3H7U70aY7L6VMUa9bXmkcxMjM6edluVGcytLi5ptNc6YW8SCvGhusyNGdJ+61o0bWBnNxNjcIqR9n4kF902lEs+kJecqQx5aW8qhlUgtb3almM+E/Dr1Dc3aZ9hKMVBNMvmBmCL3Z3Od2GYCe5vsU4+mQmq+2OYiX8Jeb0+mIi9KvUQn6ODJntgOh5qZBymc99pcH7FH5drmSnNI1Cmfie5S0op8eg1tbhmkL+at4+Qa5EmIjuTCJxiQMbk0jZ2wFTcsrgCEMfBkKTEMQtih3S/c1Uo2HKUlpSvBgoSjUIZ6R0kRcioSzOLkwr3P2Hk/mAtHeQXXiQFmbOwaO1RlQUMuCFTMqsmVnCqYytDW4SlMWcFylJZOQGzUO90VquGSR5ifvTBzA1t7DnmMJgE5/v2g48/eyX5g5yKqQ+YG7vvxGlbqQJBq4bagGPhAKcXOfVkzVxPmnVZGTrojI5ayEBqxNuqdcWHhKi6ktP5bsSViw/TmqF9E80P7xvvJUU3l+siUH8fMkHY7NCIQ/u7qjjTyJ6eKJKWFPAuEYOpUWCYGFgHFEqxlM79q2Fc5R1xIkY2GWdtKW/oV2ypdiphbK8GGrtxN5vLWjsft8pApnVKaRTl7jlR9JdhJybQbSmQYlsCdV/xiGVahHDgRKwCyLRnv9KSKjkTwq1YCjUxC6QRBqp5VMXeqjNhbk+NuyGVxu6rUjVoA3kiyxqpoDdCX8hwFNQjxXiG6mB9ONVI7OqGIwvoIaR/Ph1Og/oJSDUNcnPkIp15KUbmSszalEjMJQ4Tq7+gXkqLypSj3VQyq1sFcsLNQM11HBjWG412VVxezTVeQNk/WiFiL7GIfUhRiZxXjEuiYqSu3qXpqqeDrAHVfOh+39o3BSEZmfjkXpWojcfNLdK2RX8JQkp39oKuE3CGiFYt7jUWyGSk6xmhFWgpoVepGbfyM0w5ZSdEJ8CkrQmGDkV7kAe7V7t1Iz+6Ymxj1zn/b3MSj+EsrybiFs9RNZJrLsbUhrj6Zy7lexYbI1T39RmEHRyjsffEGsV5KQOQlLU5sjO3YPhvbZMj0DLIgFHCWMBDdz/Jqn8fMNY7bEhHTkl1ra23InXvJ2sTAkQNpOkw1Pp1hLlfWhqdiQVzZNC77+J1QOf8gNJVk/SOHgbY1wnKxXSnmkYMwiFsLcy5a/9CGcWtaDzkb0buV03h+DsZBzem2HrRJB0phj/8vZmp60nvKXUsjSHAERfPR0RvHvC/sTKR5TCsWqT649/NVacc2k8nWQ8faGWxHt7YzvTOV1VE0fUwDt6ARBS44DSVi6a5srHn5XM/UW7BzXs8usTEw2GXxNQPTmU+uM2ta91QCe2VdsNfXfo2dSdC46XNrFAFqlTP1hVu7y9I4NHC5rxp1cXi2daoS6I6pibMh0DOGJZMrlRcId0lbMq0aUmKPVEHanZEI7zUr2biNd82KJBYRSdzo5i/B65vuC3LOeK2xvrr1OsoqikMAVkUu2bSQGiU5OS8U62+LKjZzgzdFlIEkwE7VoqUObyi5M2p96ZULEAR8uMx0MLlxDGhQhlYGd9aSF0EoSROjBIWa+ebR1aQMEg2v2LWceBICJbmlEgTPuAu7hsX9YtfmUN9Br7DUKI1oHlnD5gcx0cPSRH02wyBJDhEQfksIUqpEbyjIWxTapBhtOH6wgwi4vi37gpjAE/BH7jK4dAPtyZHoAd5vCjkcn+qqYOrgejLxR2qqOkjs6C+burfOC5/DqpSbc9glaYL/IULkS0OOXJafDbrJLGOdN5eN1FhcmCu4yQPVomammB4GAOOCKrQ4CsPmRtnroSJ55qiRTDveWvTZlS7z9S0N2ppXIjQ7vc7k3snJjQuqxpQpzZgS8ZUmLWXTSch6/B0SNCaBX1mhoJwOt61QIDIFERpWLjExyzi2VbRthsljrMr9sHB0m32khhnpzrb5kQxBopQUXasrllIBJ6EZ8XRNkwOaRDCvCwOxbIhy7k8ljAZJsAANWebgXjG9SxaBzjJ1zUuhQ7TASVAqezJlEAWqH3D7SlZo/v3KDG2SWesUhsSDUQu3gdQ1RZ9dp/OwSU9VB9okNQn4aV9ngqKUHS9twcrRArGCNKW6PkQY4zWI16QUruhXnboSIRFlZ8t0s2iDNEwpRPosYjFgsS1YFluj06wb9qzJ/awOcNkv2YNeiVqhd+KXkJAJOZQXBoGx4X2FUJcqBqK7jAqxOqQYpJgbexalDPK7eQWYdHymCUzFYyjQ1UEKphBZimgET0Vb0Q65xohJ75j7aIQaqY6leMlA7KRGmBTzysVmsWWJzNTYRqCrV9oqYB88tzbanlEeKIQBZJJ54Xdg/sBIzEPlwcRLDiESxxSlkdvg3sllC5WBMGIn5lkcaY5FDRoGOPVRhLhy2/fXTIVkRvDckDwOxpN2HhG0mRfGAlu87Gm3OeQwBY7ymuJLlUINyMmDoAjnoKVnWYbs06D/lDCk01xk4ihTxPLZjxioxfwqIjc7MlmGsnAKpRU2VpyK14xFVlYsBfRWYoW2VRsLWzHABy04HTbnn7psKsmxyRkbjkWjFDQTpTCVhmT35har8A3DK2ehkYKbAOxHCN0xKrWj2TfIXIgBcZ2cO4SqGCSuqx8oxUu2oma2FbUxmWtzhPy/MhW0HsuUr/RZpUIrz+X8LYxNxSjPOcj5LhgVNy8Wg7eW1cJWWqXBEUL3vlIH9SDtkb66lGKgFpISQcdiVOpUHVHhvWgreiYUndQd4t1jr1m8YyxKH6AJ65ySLzhPHFJBeJHA6bXPTmi+AayTduk8fBEclaOv4xd2kE5epxYjV9VqDuW2gcFIzy4VaQASagOCZLnPoZG7CEVSH/VlKFK2LCnStrUJ492U/fYEzwEhcqIlXFeyqO1SE9cZLVW11taGwQbBSNrWIuncD6mVC1prpg6oQ5SSBv7eFY4cdsLUDkIn2Bj2TbmKSFJxk0SQF1Ik7h5TOCgpBzKZWZPYUSky1x5IUc58PaS3CK5H8WzsJak4wM0TWZPRVbs5lhWI2J5zF52qMQd+YeocJ3/NUKQBgi4V3qKbK01C3LcTiwrjFLnaLAUqykl+kECOTHA2shNlReeeiDZx59sneE+n1syihGS2MzeHElkXF9nYiC1KLnSOpBiBjDynDl8zFVH73+hFdgD5IoLrCzvBwM64KgcNA890wG49NBKUw82D2ty8rFcL8UC0qAiDtoLBDzKiievVciRiXNkaC7SvH/BCCDcqLsewQMkRV/6LVsI7SutLiA2zinvX2Jtmgii3sl+kFffIIuqliwNaUe4DK7M/2qMMHSsrH90NOmA4z1X00h7oVn4zsnecw6J/QW+0Pzph8oeYIcfpmZeshPSwAFPVuqaeH5H5yuRxV/nNkV81B28ZZt1wPAqYIskc0pCOJQRYpn5eO655niFJhCOUTjSgCsIDOdKEgYUgDN2mCfMqkWYCKI88EXM6jIptHIMp71mHb+SIxu7+j5EjSveRI25/NYSunxJkhVNLCfTMtdk8OwT/QuSIp9++WBaWm5urnr4lDiaFlOiPsxL9EUcq+AWJbQdLtCK2lV4DCGaXD0Uwu31mPhSW52lq29PP3t0FJ/nC4Dsmi/ON3PbeBviXkdt+9xXoQWs4ovIX9KC//PC9UHrKj/36608fv//5h7dfuEURWsODMPHzB76DIjQGao/aMtxWzms9GCEBvz7ZhTFp2f47hoQ87accu7kv33tL8iae8vKQ1YR1wyny6giJ15xdZJyvgu2v6SWzoyBK38XzZ20PofkDvDIGpJYU1+9crQ1DctNczstDorREPhnD7z/9ILvq+09///Ev27//5W8/ff/309H46fjMw6R8+oMe/fb/fvzxVx58fK9ygv3zL9//8+Nvf/n0y++f9/HA24rSOm2yYnJ9AI6fV4ZIS6jZEAlunPdRLEcb1btvSQ7rEdaC1Q5dgFB7KrbB5CFfZ12Nht1Y1ySdKWaWixU2SYfK2eblnbQcwvs1uwr0L2i5iKp3+ZbNPUjvHyIzdrrUfZV1TaYl+p39ulDYlE2W7eUhq52UfUJ27NV+HQm2sAqjIQvbI7OZFiO+znY1CnZnWeWwmJ1irK+rI2mwkXjItOZM2o/AmebKI/cy1gsekgSLNrlElKihkncMkf7mM9e/mLLRl4fE6h5AvrFgEvt+/5DsP0w20kiu50eEApkwFMtUbb8+hNRlUeMIW1fxosM3CvbkPEI0J89urM6QrZghs6YS0WFb6ihNhmdc05JJqc8JVisQs69GhM1EV//UfEnmH5pNLYeURDagLYakxHqwGOIrdhxZDekFac9jy9NjTvh4Vu+Y3j0KvTInNCEYQIhSCP+mcI8QQswQTo2CtwSIgflpDSKkyGGE7QY6R8CKC4t53N2Vg2RVDNqbTaVoxNSccyBUW5bPnEbYdusBETa5o2M3U/vskEKQAZCbyALbQilqhEsxS8GVCzFwM0LZ4UjelOXwhJhZ7o5KkrMyFFxJkRzR9MTUKGUWi6eEctlOLaSQKo57Iha3An7KydQgGBcrk4iL+1ggIFe8I7Kg4gM1Cy4+rqSQQhVIF+3ODgjRKtE+FJ+QirV4UzZ+yLCcCUmR4XpsK4twC/vsECIwwK+EQD31SsiLeO7pjcdMcMF+FFp5kqITMLrESDukSO/0aYA2Nkfpu1iZEDaWSpHwEgdSbLqOfe3MsyspTN8+NZuZOAPF8XEohX1jUMl8w7k4wNeX+7RwP/rtdEOqtzjICpQYEKZWNhOIpc9l1hUlBqNvj9/wC4RElDoPtHCF7WxMFGYvEYxsScwLV7J73EQupy0QV3ZUlM1JhZDJtmTTYfYhRXF694n07NK81Q8oRMuUuoqdS2BOL3wIkTsWPJe8YpKPvVMdTnIJjVtyegLpREQqmSypa0w76hLN24ekAZtu8pGY5O0z1YiDvlS3EtepiXFbtCG2LwwqGB42MhV01lTi1ineU/anbJeNRctQx41U5BaI+P64neABFdMxhDr3RkygWcmcJnYepYgtEM1QtBXCDx+kB+JYzo1hO7ktfZAy8EFyIIB/tICEwxMyLd8PKbg/dlYW4ktTUYnKTKwuFlHaZ4cUtfJcaE97I0VY0D6d3hhUskanjSNyhFz4zMuC4MUVKUu9ECQt+mOGxEPNZqEzTzxkLPzIxVMe2jy7NJuBzKYwnqIQzVGLV/u+YOQiGfKiyl18Qjp3W9HaNeMUYuWgzD0S3OXK1kK0ZxZwS5uHC838ci0Q4WQD06l/SdrMEl0vNsNBF75SCCkq1yoseczZL4DtkmFEW2vWy+oR2ZfEPZJON9FIz27cnJNBf35+cgZ/QBypmhUc/TmTAhC9S92sNe5e++zxvQhdinydU+HHUQX7q2/yKPjrQuKTeIG/Ig5m4vjYRMzk1WXq4GSejfWb1oRHkGI54kRDZBhCw06ihcEnxKs5w2jXSVZaFC74Af13dMrbGeAP/AM+8I84VMWntH6qxb5TS/WnUHeeaYkWqnue0rXWwpRaga+nVBQAQZ0WeHLoa8AS0aVV4CGjfdYh3KOoFGMazLNDcCtkGHzMTc09/fZN7T3JGAbfMjEQVg+eBt59DdhR2/zVt90/RB1tb/j9qVbE9WhoGd+LM9p7sJ4Xa3JSDf5ayz0uAt1JI0OvjhDqiEWtqHNUpimw8wF7JWKwN62nMubBqShwcTdxn+xPvxnOozj90v+lINzcAMaozSAfsqZg6pEfzopHV29l2ZSUWS9jgToz1BCJScYo9+P1+uji7eKKUrsY06RV0eKJAvT2fWEg1u0pOL3wMDmN6a1S17ST10mHq7EE0JHjS9ibZpCU009fqRkzYnVifZGYCJLF7hFSLMUZnPenDXAUE+GGw8yn+e1bu1risFDE/PyImQ/tEkJ1nvvrlTReD6OXR6ztWO6V7JikXLCUwz5TS5a4n0FMTGK7sGSn335TZF8WNTBZcml4EcyRo48DsyLF+kSOLqyBqJX67MoJ7kp7djjscp5gmZrEfajePHOrEqERgINA5qLN0uf2t+9uajvI1r/iphamd6o9jYNGh1YXbm7q02/fO6qjclS/POL29eKkOo9pW1B7SyiM6OsiHjMRzhj9WTXvkrDHaN/6jIm4l608s5PWN6qKapvfjVvCPLvSrOop6dnppOVE+OltYSDV7UnodMyeZJrMwmnSA69NvNKCWW2NUM6CdVMu+7HShgG+o0AXMri9B1Ov9GYNXZmiNYR0JQO4R8AI1yNibIQKq3PjJAAQxJ2EBMzw8CklI4JIAmlPoJykpcH5w4J2K7+I1WQ8O6PHbl8wpGlb4Id7XQGOjghDZbR5TF8++g2PXxKO7gyPEb1NVzVLaQwgsPtBOTgeUh3idlKs6DjMDKUvWAmSI2ZRYZEFRnAWc8+mz46LSrQ0uftpZEBONLDgdVvpGWx5rzCGIf7Rwn48QpKUEJ8U2zLZ4NE2DtJFuD3hEgWvMBU5TSc8JY/w1uqmtWepBdwTpSSoygVNaoYk5O0lJU23UQmaiTiiTgnYAVDFA159BeMZJxOepXEGuBotYIOKrx6osZWnJlLzy6f/Kz/+63cCgf74+w//+PwXt0I1fvNIP2cY3x+qebIqVPiFwNavqkIFL4mZWjmXsNpYH33BmlD7q48nq5JQK1wYfEMcTMW3itCTuH/aitBvFf0wpV+qon9gGNYV/ftOC7DVDuNm5DbPvnRF/+m3b6rvScYw+JaJifiCFf1Ou888zsg+rQoT4sb0vgHawGjs9dCOqnV6avMbhHBmVjXFI7aZnx0BPE04YDbLrVKjFP+gLbrwqRRy9vKIkKcFWpu36jjGG2dIDH5HjcAxvBwhjW8mK8NTRQPm+hyptmDuiwqRWsjvHOGRuZRrSqDYWpZzZlH4HXrdvTsizasNB3NFI6ZarY1ndJfM9qlQhqF9f36INJubHSK54Z1HyL9mtfAjuQRuObtkDoYEP63I4+miAf+Cm0XsFzeL395KJJ+4UpRHxu/9VwrT8e3x49Obsmh/qe8c0Q/g5MUpj0LRgHmAD2+j0/1fsKx3Eaf33HJBGlEhcah5dsR0vzs7QF7PhYiiX2w586NvM3MUqF8KbIQLg4+Ig4l4BG4No/hjqBu4m27hbtKC8Ahm+qNOjsgkdpb1JFhg+ePFfAF0BTV73qsab55GaFpRldSs+/nT/ogjDXxK1ad3okq5safuRJwAWejr+U60VFW4ElWqfRlNpoDZkUHPtYGOtqmOloIpzxdGhDRNI6RA5DE04rpS/01lHpX6D9ryo07/eLAgXzD5p3WR/n5szYz7ZqshtM9D/se/yUpx56MW69QbMni8MGKhPYNzh4eMbDnm2NUZsPtk0KLAbgpjzLGbycJAnn76ppU8iRgGnzI5gjj/9+eC9pWs3IDq1/0zi+fsfvjx0+8f//bxh+9/fxv0tUnE/s0AuVJnPedjfgmQK1UMFTLZUrJcMJOtz8ahUx8wlffCEKMxF6kR6pkrJZBx4jDL/9+ee8tgyOpbBnhkHvIl8cinNQqDtYxXavNvjEf+X11HsjYA76gjkXIjB+uyFzhRndRiHwy2zgtDYoM77W2Spq61XQ9HyTyau0pFSNDu+3+pYMX4V5FSluog8LjDEBYBUPFVpExVs+t/4rk0R9ANKXNEwvX1IbjQfjZiPOILFF6d9nJQRaK61MVx8W9YeCVJC76FTTmeeEQNM1SNQEnAWr8wgqR67qtCmCdOBiO2u8cMh8IyvjCCpHruq4T0YsafOxihdFvjzF4zLYpeH0JyfbH71eO/ftv+8/8D'; +f['citrix.xml'] = 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'; +f['cisco_safe/threat.xml'] = 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'; +f['cisco_safe/capability.xml'] = 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'; +f['cisco_safe/business_icons.xml'] = 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'; +f['cisco_safe/architecture.xml'] = 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'; +f['cisco_safe/design.xml'] = 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'; +f['cisco_safe/security_icons.xml'] = 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'; +f['cisco_safe/technology_icons.xml'] = 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'; +f['cisco_safe/iot_things_icons.xml'] = 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'; +f['cisco_safe/people_places_things_icons.xml'] = 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yeY0FuYnCWaKkDfbITUhEviQB8KO1feG8QHTzPHJIVcBHaDxO5OVuZTbunHVBCj0tLmRqFBRx5qFwjJI8BU0X97WjUyxwnqgKas67E6KBFG74cuBmcqtPC6vSyvOQpckGQDGeB78qaQ+4DOa8KEAi8pJAFxpnJlZN6m+AVF6Wkh1BJvuYOSQ+rGow0/sKueOUQRshhxxo4ZTthPKbUA0ZPLtJCC0cuuaeTL9cRZpIQLnF8yoCRFFwqFEKAZh3Ni1xdNmdT1+L8Yg4CwmcuR3YqrFsjUAKE2j6Tsgltpfh1irA/aW16raRxxniGxN0Oy4omXZmG3QLoLlos0RU1qqvPrDaiL7zD0ETtqawo+eCXTrv9Yocycb2FcQ4mmujqrPIObHRXDGitH0tN+//s0/s2ytzmW1joJNUfh4pzD0ZEKR9fFy6TJm6vkttJn9lYLO59qvX5/WCxiDkslQwN7lj+8C+TxbNYNvv3E20kwaIwxeKlwtiVj72K/vC6JS9IWYb7skBqS5dYjEJShm/ztYSvdLdPegwk/WmqRQtLVwfQg2ETc6iiAQ/wCgHzL5AXe4a8TfnTdprg8wEUp5croSR4zoZskeB+xdqnR942VCQ7Kdr78S63JHmcOs7MnLbBZyhxAY76XbYfCvhCL1jRtoYXITzJCqgY01SckYZhtktgLAItB1QHpx3PKyGBKkPoioVZj1hGYQPyzUENC/yGOIdFh3pb/4cOamZXotkHPGG0o+7JDlAN8d8to5WQ+Y43K9lfvLHpCwpiBukSqsuCxqxOkFmNyOLDBydBPMKDEyBFOyDsLCCZY3z3H4UFEzXalJ0UtutcV4yN+WKYRWdMkU2F4Ldj40Jkb/hmk6a3HcDd2masxxzWwTFACV/giXxqwC1YLi4IhZDJfDA9IDx7LJgEc8JHAD54WIWgnXujvNnMfZahAxpizb4LeDJ3RQuwnHcofelXBUuyNMCNRB/fRekf3sjkKER+0UCCLT6r9MwBvgaMmXgfAo8bfWkbuG9+FkHAGLfyOkOM+EUXLbtKDmZg/RXhqAEhIAKso+TOxHCBLBY2UWJSYgx7TWLFeAGHzDdVrZLsdx8j8MTTWjIZh3+XmbHF3gVso4tSqc10a9c2uegfEVLfaFpMJf255tn9R3ICSIwEU6fbp7UfT3FUcHxcJQM8GCeZqd7zQJTMGv5cgqUlnMbGM9B2ykMRwYfauClUCuX57f8301hvKq/hWQC18ZrEmIFUKkW/hYnJBM4yo4gAcp7NwtKpOwIyOeEPsnp0Yof4swIaq98tgKIK8jfRWGamxs1n7624ZmaOxpOgEEg40/IGKoAVtFVyu4RGP/m62gda6b7aIWdDHDyMGEjuJQ0xxGFCDqudwSacNI8nYx4IoNuwN3DNLcA5wi2HtuHRwHEy2QdbTlyKjaAh+2GAugkL+iDOIoAfXCLaML5SBsg+cKZwTRuvbLH7TustIy2QEKwdFFQjVtYzH4FviFDdaK/oUve8vR8TC9JupMPrlPfCMuwD927qUKSdeJjPZtPnwXFyZQ/oQi/JxThhx/+46fv30NUanvfJyDhCUh4a/bjzQIS1m/fL+khQMKhTv56kIOR5zCeE5YrZXZyQsOK5BcHWXC2RDAG9LlCXlPvIl0fZRTeVDEs6nbljE048UuDOy0JzMvwW6TEQhTtTGDHaj3jVjxpa/NJs/FozJ0DRNYitWRErtJcNwZ2aJUUWiUv3DPwY+cVN0SkTJa8ZVI4L+ucZrVr0pRo9dpTVrmnjJlkZDUD0L9Othdth9VU28dKTPP9YImberjntHkLOSQBwgeFXiMDKqSSmej96c3tb+9bMt9oudibbMsVszqjDUb6KWIYuJKeAE/ChgkjkG/QNEmUhgISvqLlUqVOimvCQ+myqi7dt2W2kIZpa8G+JcodRVvIkYePtIkCIkgeRag3wgBQe+BWAp9XIcPCtchZh1i0eRvUSlKfirvxO11K0CvpKgfjlnmdGTcx0R6uZfqIm7QPT9/iVL8rrTrwFG9YoWD/hVjVpdGVH80HE4zaotJZqGOwJRwn3eXJVLRlO5woTERDpGuRckyhiWtc4Iu3gjjRSLj1WT2BH5wg5TbuRpkLpbrdqt+HU+HeHi93hN64SXVj6kmt/wQZtVRlhM1eyqO5M1RMSmuc9doEA3g5e0mjb+1A/AltEqUPolA56Iwl0LFNajablzMy16JKwZTiQEf1XjBTYZ73xPo2eSoO6AXiB6wID2EjxjwOYnOo2MmKrJKp87BKrRpundR3nLQmI2UrpM04cNjfTL2D/WpFhME/aOs7Ql4J9cyTnnk+IGIcmkC2y8vPM3kArkh7cJGCG45x+R7w2yUnnMTC4Vqez0VZ1MIJq3nzpRTJEYfzZ1KawieePH+OidcGaEnfXfu71mmT2Nktwb/M7mizR/Hl598BMFueGEy43j2V/+W3gHN5QriIICznr71Fp3jqWTe7T6whKcVbBzXreQ4xRj4KOMBLQetACRgsWmY13J3lix5G8DKkL8+NGlMvflTRMEMBjg9RwFFv6DpClob8ojICRRk6obyRxQYXMX8b+fR0IprD6cgxRU8ju3cpK/jfJylj+EUJN9EnGudQExStBcyYpbScskzEOsSofx0z6Bls7tabPnjwrTBzCrqxmUImJS/swcBKsJgCsJORRrFJwkztbzphaEgnmJvko7AjoJO/cNrBea0Mhl6cPk8h2t9+yB4m0DV/7R235hAyvF9/y505xKqrX3sLLOiMGHezIGp069RzBdBAGkNc5E1ysMfdYhnVgm41V0HknBjuZ6nvmaqfTPmz1Pd7lvr++u5/tyF/etlnne9Z53trxuPN1vni0ry0gzdwSTEbRyq7uxK3dEthUQwcaNRe/YGBoMrCRQZHxVFmfsPPfXP0MmO+IcAEQ07lGBCoKmmU1GZbvLXjECyYpoMOci93ceCqsqiIic6auURIxq9KEtN8/IULffE2Ndr+IlIiDNlmVvZBWlKSP1V8O2RepOQJAPFNO3qW5I8fNYUxCHPtwPt0HARYdSS7XcoNk6d9nokpFXceRTV4q38EGkRI0oKNdO+NxBG096TDbxnL1WbCjoNA3MftFyjZcoPfyirOlGC3lH/7NNS7VbR2FZvRfuR7VcuS2vGol8H2PDrog5SsN9bNG8E1P8RKezY1a800FOG0A4kzjQG1G1rIG3vSvIcnjFLe2E11pBh6tWgd0fE+iHTGMZhGfrUnhm57iH1RecYWW4sYoFtFOhR0UJxXRiZeZNlzvZEO3aSbBUIQhXbyIK5sDIIkeDIvCTQhzIeQo9BvYjEvnGPKXnJM+HX5GpXFS+91p72V2+sTGnuLi9mW+yE4lmUSSjtotQtmHhpS83JHHbVPuyK4sQfZ0UgnHpg1mYcUPQzHMazlTsTV6M8O9Psii9JeM3y0rFgGVmcWZfSLJ1JcztDnsZt2o1FuylX2ptF54RiOAxleqf+205w7gXAOSc2zmUo/bY4d/YmdzD/fCAciBUWWCJekGTOnE+b4qvhs2/LVfZyFgRg3QBjyF2Ea5+cKGl/Fphflzw0nTByAS3DRFC3MUn0ve+3x0qo7FZoFekZEzaoIzaJ1O3DdexmV++GfhDt0WtANZN/bdoNx4QDnMyft0R+saKh456CkpOKqi2ox46iXAnIVca+NLYGnAtt9PhUlKbGzWV7WSxJtVejfSS09SOEUfCvLJMX70HL++hzmWlf/wf7mZTg2gGw9HLsnulm1BhM5DIqrJHVNd1Awz+IukuYBzKsOGPRC59JGi8+HAlCYrKmNhnouRJUTntN8h0jA+0hQihOTKWvajhEChGVVIbVluB2/mvNhXg7D2Ct/i5wlEkMBTmpybmTew3hg4Q+yxJsmdNx1QgG18PdYoipZLlHZZwzN+CjE1zsKoawdTtBg5OokVE8Kx+fJiXQycBFCnwo4wPTsAWMQB4TJEGyMipgq76JBVAlUowSEIA1xN6MIoiWAdkY+xu3uNx6AsJSAVIP78dVMzHrhmzu4UtoHxPHTZVVX9cOdxoce0OHAU5leGHgEGASzeuGDlnk0EE888TWcHKDroHToc5leONUB6LN0Hd7xm8H/Y1TjxllA37NkwVW301PSLfVEsjHfNbeDNYAFOtE4zGc4FgtbmqwY3XhCp4QWPz+3NKvmfOzqtB3NQo+Qq9C/b+JVgoOId6RfSxYHc4NnC/LoxPRXYTwAkTRLSqPxc85jAwyl+FTYHhIphxc+izeFKJoK6HMJJO6Wc9xHAwruUZY5Gfsmddr9sCoPItqKOQt3YimeZd5npWYy5c8y7x9Q5t3t8LPU+yz1vjkD8mZLvZ+hJvos9T5Lvc9S76dP9Cz1Pku93zxLvc9S77PU+yz1Pku9z1Lvs9T7LPU+S73PUu+z1Pss9e7XnqVe6wM/S73PUi87qM9S77PU+yz1Pis1V6/0LPX+tqXeHz/8/NP3H17f9lnnfdZ535r1eLN13nfp/bt4mKtr6l43/M7dr1qJNov5+OSWBMW8uWdsbhq5Pi9kM+D5YSJBENVwRiJBPeyboyvWL12NwYUTBrgTGjpzrY/BPG8fQsoSg+tEMC2m+enHptsXz6SseovWJYJIHYJWicnu7LWhGLFqKAKfnP1vJOTDZOD2t8frz9JuMa9D1uiLb9myMTfp81UEjpB5EcXalETZE56v4+mxUxYf+66gRmKFsc+/5X7n2ZtGEOR7SmngIVZ5VyxxpjPFTkiUhTPXLmvIWakwS1K5wqIVi8MTzeajCb/be4efvtxIk+QIojEiyYPe2Vwi0d40Ek2S4kktIqycAw0mL9qTI1Vpzse1yxxokAphLEVkxew1CwThCiHQKCzgqlPB1FWFN+rGoBumA7eDHClsWbzJBYngIXjFx8YGmaCBm2uXaboTvjb7XePJAvEnTwxjZFz4x1ykhynGoeHWkwD7/Od5uc3e08+E0AWQxpmANCgdweAUDWz04hC3sksxzNFAzo8CwF5wHhSX+yDMJbsQWVoNmo6SK+SJOK7DVfg0t6mfnhd2gK9ProZCtU9clFwxavN8mG6s+ieLcE4a6NsniJzBsZ80niwNf/LEnoNywpgKJnQCXcwWYTKSC/uDwo2KFG7icgxgKULM7OKA4vV7i+jWYrVWSkTVOPeoIFd29KhyrwFfDXtdWBIQl7iaBhEFxjcYSMo+aJSVjkPGETfPb69VCO6hG5Fp48Bfoq8Pkj6atfY4RhOOUtf56emMWtfrNHeti0v44Sp2E8yRXGQB1IBJ+YvJv7/eWrIU1ofE4IXDZNQY+2vO2fNxj1Tqgkln74MORaTq8BVloh05S5j76U6HUWNDjWusXbgJ2tKh116PKUqzEw2B7HdTcj5t3jgjY0vN3cwWHosSdBUgTXO8A5tIP4hpLbVroC1yYltmgBSXh/O0m49wUxUMwFrRtwcWRORXzbVhnMKgRu/22fjU3T7HG2zd4YkW4ccWMgsgxYeq7LAtAFjonDbXLoNlN/hou70pIl1pr41RRDF5OL5EBDUGYoc9I+sVKYZwwtmeFXEZq+LK7DeKl6tixhLuVrYo2w/ciEiGExHJMhhWo147LCuBr9Zxzczl3Is9PLGPwsA4DbidtXU254MXd4h8io1Ll+D8oFzcdZXiv71mVxV7UhjW587D4XkdABelFHb41GZRCYDWfqF4uSaepbBnMnsy5c9S2O9ZCvvbu/d/fv27ZyXsWQl7c8bjzVbCwhryUe7rap/6tMisZdbEpkQCoq3jHc3H8pNPg56Vjj7bb8lTYQH0PSz8NReqvGi/m5OkP1qQpOfOvrRJt6+cboc0CTnOOjtf/7nKx/CufHzoc33+3BcTsL+6eO21bpSriogb4smRc6apDitiwMOC2wXC7gRNN28O8EuRsBQrSWUF48gr91FUKeGg1FU4c4sux5ua4iJwbkjWVPLd0fTHuHzUCgVUnrSQtCnT33STBpFvQbsawxt9yYqZbau9eh7FKrl4dAXN9TF8WXoT4xhFeeF04KKdgDEGhbwCI0rbC0mxG8hr5hGUqKhbgOZpBF7lAZE05/bi4O9S0oC78u4oVfTtVq/wSqvD2QPByv2sWxvLZEtXk17bR30rBLcukuDzJZ3IY0ZFCmOfc/NU86QjzZ0a9WkiHUWC46mAyuQNorMaF6gnaEZv7Zj93CsVo8Tvx5ANopN77mKbgjJrk3GKHhlNWJeZpSRnE5pVWf0IybjMSzdESepsGkM88BDmDeHo5WXQOvAoUhVPpu/eZIg5JYNrgtVuS3GuyYXuf+n6aubTcTpk1CfMLtYuWiSaAqXIkc6ZNxMGke9tZwHnpoJF6vchJMk2wmrkyBMhIm9SKShS3No0Ujnn2aY5UV4o2mZuU5vkVkD0ENyQNmAByKIwkr59LoainG0Kkepku8aA8Rhv28zbOPfDYIxiGQpyfX+sAhg/HcXiT3qFykucfxF3JpdZJRWOGlTkDZKdNGfiGuPFs5S8T9K/Qh1RRyl6DMIYUIPTEblMq7tscDpkab/ajX1fgouPubGPnGBcvjTH6cUxqWdeHiwsfSKjtH6hMSHRmtpkZ0VZWZvgsDdvChtOJeZh5WWX+1UFcf0ggPjVLAU2uqjApnn+N2Q1utEcpn2XL5r/bQvIS61qtPaN/K8jHAQrrcs33HB+N4ahnnNg8MGJI5iZONCdy/6W6TnuH3EJN/qJAQqYcnyLfuJhYff2KAOQ6E5fVrdDfbhZpc8LDAHH/81buFWNrFsEh3LwcIwTIvqzcELYvt27Qt4ccearcG8QVKq5AR7zRqceKAkiWXoAb+cNmdjL/D2XKH5kyFHa98BFIoCMqmLACExmFAi2/r873+sNIiP6+MIBEJq7mEwHFEIcFG+hGhco8yJwJlCHzAPBzSFldGVbvoIkbaPlvn2ErcKOA0Qij6Jyuf6M88rxKNrKldXczolKkdiGA6JYAPs5sHkHWG/uMjQbI1/EeVEaR/y50BfZpNJ5OeOtmM/B3QGMUMrjTjfAFwRpvp6NYhmOXd+PZYys70e/f81LvKtGZ6F9R+H/qkXsC36dEZchDJ6hceDmm7nA9xaGjXU47QN1u8qJgdNG5iJrxze4Lfzc1radJTAgw300Dtwgfecb8IRMrTMcXWZJ1fkgogmrzKRqA0JWwXGfmEEKGRtxqvXU+WpP8mPK78J7+5uXnRyPuBTcybEomIEdF/2aTlmwIIMs/HondterK4mOCNpezS6mGQy+uZFUskHe48ZCOiH6wV2JIgnsjshOX7M53JDsvRLAbRCX+dyVRalN8irInqwJM5+StB1seWE+LNSNnMJZ0jCC5lSarBnrBlyc7vra4QT8X3tqdCwZpzRZ4HASGI9X+rYQufZ8cjwtZAGAR2FHB4cpk9sA2rvyUQ09ZPL76x3Pz5YnYiR+GqQ1g4Mji0VuO4Wz1zjPaRWCq2s6gmZ5A49gceOcMElwpkJsPqfOgklDdSD0cgdxBJEHY5EQgwnEcZVWLB/KCSJKgUCpQw0vv0VgxxcYKQF62j3SV+Uqh6PtubJEer/xifBdruuR8eaSNOgBO0mb29rsC1uslnVIko9pzEr1EAwQYkerLrKemplbOX243m6qE7VyQ6/XhxCrEInFRWO5RZCKsdxkclFGYhOHnca9hdjXjoZwgvBbvPjf2d0QTaDeKLOAPN+9ZUE5gM6WZp45N3BrWeKqzD4hSIHwzMA2y8/0pjWMmXrYvPqTxYiTgT8Dcstk3Fo8wFwbbV4YvptvwZ4hCD9nFMoruzXHR2BCn0EdaKeAPJ0nsPCJDZpM+RNY+LsCC/+2/9kTV/jEFb452/FmcYWPKymgouLI4sbbRqTFaaUMTPGcZGmhd+F0BVIT4ZujL6XE/SW83ITLXsgiXR3Bq2mD8xQdgQGXgqPmHnOsPKiXLz2pVZkLguGBH/7k8flwZ2kCwPBGEwA+wjmL3cZfG+grAGPF6VP7iXuUOqAdI0pNWmLQtTCjIGix6HoM0DAjNzSsWTquNwCQhCZ+cHwY3B7HuWCjrPQWIOuc5183QRGaSwQC+1exJYpMKxp99dxDn9prMyPgRtZ5Q9DohuHotewqgII2DOGMT8j38LLGNeaAAannTW9dkX5y4CgEupVNn5cf7105Zj4pUSTXG0YnGGEeRIvRGQGFZA6nYMDiy3lcRLvcZxq7GsPFGNrSZK2WFuCUoENgKQOEa1IwClnbLdHsPcdyxhNtkFI0O+mdfA3M4cp5IBtbGjzAnGIAmAclSHKMKAUcieUUgPmhmUCXveSi2lhv1iWQ32LvnBhckLlwjQTyCRw+AxWd2N6ldFOaR/exlBGjE7qFreOYs+QxCU8FxD44isaczcG1sJBKU7yI4AiIWz2fwEDac54U+RvWuCjprhk9V7FXsMkdumDmgpvRYVEcpbY2uZLjIHB45fkHWdaeeB4HyCq4k8Ph1LdpURC806y1nmIPumjPVIV4xP+64cYzVfHVqQr3/od3v/zy/fvXt34mLZ5Ji7dmRd5s0iI2N7QefvNab2QZvsPwAubtQLGd9awJFkvSlAFK+gxcL0WwcBtrnQSa6SbajUZk0VSACleWfRCMMbp2JLZCaxbFFCB9v/HbABlhTxryAScaNlyHSkMwYAwij9CzD+IWj1eytjOULoY3sheLkNkgnmdhIwhTsBIArs1FYJDm4arkJkvJjTZAjy88imXwXfZRZKHaTEBn3FDqpJFp6PDCICJPgFoK/aw3bH1hXGNNIRDz33DflcoptU0ck6HTMCmSAnHS2AE9giIf5E6jYtM55Ka9qEpToBLiwAapH3bmi4hQbvHCwQX/etP1Ifpvl8eUax8xXdRRYV/18h2Ejy8OuEpHha3SAtrWpmAOksowglKTYfA+T3nssD2YjjTviNmLUScDZhmKM15JgOwsdtMaRoanY5fyyATFq+n+DXCQH/y7+O0j3/+RWaHPbz/R1dQrj2UWGNXGbUn5AVB9curKqmkZOBw3kW40beF63GjtLkfXZkMO3ioHcl8X8hqc08Y0MgsoTitO7APg7SnbFW8JNbePRLN3uBb1Y/b0UBgAxI6vSKpfqHvh66s+sbhwWNmXVuiRb3P8nHalXC2AE+klTg+hFY5tEGaR+0dSElLl5gpIYgYg/DDxr9EinI+bZ1OevREiK4KOBwGBUHDZWeztW0H6XpEV5ZTryVb4Lap+wR0iosvv/8i0kBmyX+lq8sUMQZOIu8DDqiK4Q4vsSE0sIMYq9tyPwuM5ajCNMfw6bpn3RyyjS8gioTn1DwiUUCpnL0t369RhGCoPggmphdEUd9yQ6DVTycT6sXoFrtZFQaMW1t3HvQrODmnhuQZ0bLMifN65sGd/WIT9o3shFUevHjcdnWzir94+i/92PdLEXxfN09jQ+7dxd43TyyK+DWCTiYOuNufc5Gqw+wbaTA03Nd3i+8tpH5ZAzK3O84AfFvou2YtVW25FN8Mo9Q/44TqQ771orljY1WnxxBm2ku7Slj0+uSycF+2uNBH+CD2ThL+IRaRwngYSwJaz6mSBss7JvY1i+QpjMa8ModZU6wtZNQR9gawaNpwSfZ7A2tNZKdHfKsQbNXhTSuSC/2FOvPz6YfaXyrPPBn7WZfKIpWUBXs9aC/dnSi0S5KOYyH1mIIxISWefg3w0FTAKe2s0uKmWOaE4Be0xiwUcJsXLr5vZH9QYdvbLbxxhPVHAbzop/iytfUVp7ecP//j+x59e3/ZZUnuW1N6a9Xi7JbW85vWD/c3LjAD0kY7+5NboH64n+uyWdulYwqNbYmBhoC+4BcQ6dRY6N59kjV97y+3AcmKdli+55W6STwb2BbcA8vV5n+Xz75BhzdV5TEZ5/MCMD+DsFp9vBA0ri6p9yS0ysOmbAbx8vL8sd1SVdVXhgRBP+P4CS7Pjx7nvGkjJjrGP4+eWG9JBzb2DfqVS1ntjmRICp6iUNcVLWdhcuywAqv6BP1Gj8GdqFPaJ+71rOeECC8x/KYlLVaPYSpOcuzYf2+R5hB9lrADDTCKrYpYhKEEytoNZ8uqLrqsw8yKzIljV5EXhCE2+jDbAkJlWwly7CjnLHpeZnGRRyIO5Zhc3E/OCgZJxFyjP3wBm7RN73FtfOO+UBtraIlU581G0A9pcuxoDhBUZRG36iEfbTNDEaPt12WCrxt4ni2K2qhbDqrpfcmzGhatmEQyLP6vrnNiJsJoaTl+RkdkRxqXL8nbuNep9DKuStJpLg9p3PK1nYRcB5iOZkKebyz6ulzbi6GUxy0LSuesyoiJjXQonUhIT3J5RtAl+pR0SklReemA4ckpKVotPFnld13yX0StZeGNQZA2c8G9PFEh8PoHEf9FUIGPFBCopLLIm7LX5XCSBxMPOzA+OwxN7ATvJssBcMJMPMv+ZjnIs10xfxFy7BHgVrV+VLEQDh/3vT56437saytR+rxiKZ5bvGadPpvyZ5fs9s3y//OX1TZ8ZvmeG761Zjjeb4Xu803+DvRHyFFxSk42ATBLRf2+40pmO+mroL19v8StBwRUoGDhflV5mD6kGZLV7qcse6p5vgyAoStwy0xQGmIaZzJfJewAN2NHZ+5xXwiIwyCeTTNDGQzZ79SUOAYPdsUtT+mIQKHt6SH05yk5Ng8S2SpgE/hZCCZmAneVgBCarCOEESxLZ42RNJoH6TuR4/HoT9YMPi5t1g1ESGRG3su3i10PWUQQZxTRSRQqDObRLFF10MNlJ14nLJ/GAkwYD8Ges80EAasVh4iKs6CEprwAoRzUc8KIThSl0YTqIuCr1MdQkKo8ii0Q8lKMDDQLyFTSG6O8YFpakiVbGPoBvOPAA2posPA2uChUfyBPueKiDkKegIYfTJ8CGsDoTOOBz4lEU4fqFbEGcctSK0NsGUp1/v6oMfoYA2VJkCGW05jtAGp/k+4UbyQ1gvINsp6IKvWCe4cmLTjOabcVw5ieWu0R5W+qiMQBiWx7E6k54q6PigxcvRLntpLkBVweT2LYc3iyiF6wMRbcHRXglN/IRSe6uVNA6yzSwnd+yD0Jbm6RyAW0W7jNxSs+PtOm8bQREHWJZmt1iHoJgk6i9bSQOXHPvdqmD7LAnbMKNxjz4qpUjIys/RSjavJKyzgVUTJiyJHa9vEdKUYuhD92nKpHYEcu3JCbd3r7TrD+p3UIKF0jS1Imnexzmahbe7hd1DPU5/s6ZQs/umC5TXRoMiZqoUn2Z+XN4r0qOE6QtZ6jMdkuhVxlyC+e3xMLBDJiljkcpN4RlGVhO7JA9GSpkjG8+TH4m2L4iwfb3jZri3Y+v7/tMsz3TbG/NfrzZNNtS33338aHWSnTeZnZNyk0FFc11XEE9XOutkkVaJcGKxw0pIYg0kfe9o+YS8+KkeQwNfAxPADZGBCiy9F7jmvbmrHOSdjDDBY7P3YneZ3aDRNO05ogG3xKZUcwvt6pZfoi+jP7PrJ0aVZuQ/QlsxoMV72Qm/DyyQtxGoS564RmOhZ55Dmow99Iv5lXKDotiruoHQgsWUca1s1Fww9a2DHkUIQk1BfbHvHcOwuSaM6miCoI0kXStoOmJwRalSFv4JsA+XZsIuGl7xKEBNvZo1u/RfptziVgpHN6dWIopeqcqCDPftiEW0QaHoN4qU6mssUHkEdv7C0YiZsrEnwXKTE6AX2LxVqSDuA8xhCo5UUQsC2cuHAN+z+R0pR8zKnkh3icwLs1lxfgZnooxiju5b9C7aldoGOAmA7OLkg1UTNgmkRp0FDfyY2XskZFAMcdBHH8nX6Q9savb9lEsmqVuZ9dcIgRJO9GDy1lIRu2y92MJaNu9U5lA3R+zDbYa0tjdKt8JnSA5Ll8U3XTyRVdVPh+/PtJAa9Waw5pudG+A9mGQ3lZj4BzlUnUUbc5ZNxN1JwbpJbcjpS8XdxmQo/5VTrRsDW12HwSwdCJrZzhue3oz32Hk3DiSR9trEhSszwPf+6uZxsLrKhku2f4Gyw17LTSZKm0xUCnxB4HHIhv9hDMdXpGjpDFi52OuSUcxsu5jFEVylOCD7XvHoBaZdcuvYWz+Pop4kyn1xQ1oe/+lNEgDDPSQ61E4hRc+zlFSYVqImm7Q0cCsMoE7TKXnBHq7xuho1I7lQK9ZlB+3boIb1elFKDJQvpGiVBikCmNduLFiw/i7lfdIO0jn0ORNW56P5OSHaJQF/bFXkJJwNmxMAFzSaPvrprpj/RBbpmR7AZFH3iN5RCXd3q2i1hXyLUvCGlSkySmkFsZIuJNS0BKTPZr6kvJ3RAkIxngUbVmIYpcfLHpjcRYpafiqGGdskTmNFNSJhWY6FiEKRFd5lzzsowhCGQEDJdKIqDjMkb1tCWSei2ZORRNwWU8IRYKcqBvpOs/F2s3z5SjKkGzrJZoiJH1b8YjXBfASvCw0PN5AE/PvUZTfBQ0dtD/WKr0xCI04OkblVJZms4o32sFZDrKNcv2kDsxKtcMdPgCcHXsWrtMOXpYdV6G3A20J6zXAixB5gGbrnLg3WQIZQJlumkpaMMsKHKj3sPMOKAmHpXFdhazQen9Rrj1S8KuBC373DitYJXlhYzuw0iSuMRPnpcMaeC7TXGphE5gQ0YkTEVbvR6G078wq3CTYhZkOILC4z8UWcPDKWbxIiA81BPFXfWWEykZswxMR+ntejQGGgRYVnGahJE0DutDX4/rCITrMtZDPpXxDJLXBFASrE8XYYRAC32r+MRt+hA9cUF9uHXczdDsT+5zaPEHlTd7O+chl/XLSS7H2uPpyFEGygQgtCy+KriZy2OMM19l2DFNS3mzy3wYY+qz0bv/pbVRqnpXer6j0/uPD9z99+9OTMeXBD/ks9P7LmY83W+j9jH6Kdt7n40KAr3inBR6kBRxw965rFfXaCCJPULTIiH5zcCbgNceb+mYUIS2DpTfBUx18byaql37dVWXmzLVzBDIqYnxk8S1KLBo1BAfkVagEvFAJHAbZB15HFdlM3zx7eXhij3myZHI30QgG3rbIduUo3H7XeLmSZgyGUGIjzIELN6ngaGUOej5jURz6QuuwFgky6qqlZVC536R1TPLEpHWi5wHEoaXXC9xe8LLQtJRRhDzvPfKm5fr1luxvIjTk4bh+iQwh80OjNMHJBygqyDLMixDcblXrGxZTJ7EqdOo5QgPVL89em1GhH5Buig2Z+jCL5pYtPtbKUFC/QUyPe0aUWYSQFDVrbs8pygaboxTKxqWrIbQ4UUUFg9aizbV9CPZ5+xBWETYcObZzXLL94bFob3IEdoSmaiw1xqWINOXGYCssnidUPemOque0dm0/aTxZGv7kiR1NkSRfv2FDHl6EZtdYXPg8sYsqHGOvmh/CkgMbhzcTDjXzkTjT7qo0R8EY+jm4JI8U4UHmk0exJjmTkbGlqawnApsu0qqihWilhPYPst5Vr5o/IxWbsCj/iDe1sb4E2IAvXjqZUIhc5qkqp9KkKO0xoAXVDkEooReQR9GsscggZ0FQzFYh2p3CYSbvPUMfVVfUsyHsF+58QqFPqfXu+e1LBn58lX5NWA8yg/CiWDDkS1xCvxqIy6MuIZLXjJJDwZaxevbanUvIOULce5M3tk8MY2RcuISmgROXsEo54utdQhz76WgJYztW5i6hvWmUdqo2q4I25vgWaKPi8xgE/2zPzbVLk7KqrLlXnJ29ZrO+XIqG5BoDJVDXPMqaqy3kxvfadYwviwdmkN0WDs5CO3tcIPQnRGcwh9zybK5dlueiugb2u8aTBeJPnmiQMoxSbEuiPrwStyrO0cVOOKZvalJZFOq8cXi7WVPgkPnxoUUG0COZo7R0qMesMCYnyyIKde5kEKiV8CCSEyZCc+18IUL7iybvC24J4UYR0JdVVg2o3Qud49DHFjW+ZpjYjMaiCPSNEmy6g0DDtfIoTPQ3XLEy4IXddkVR40NZWiCZ6CCej6KsHFhtoCPG+cIwMhRm9SIzjqBMbHmtNwVurD32q3zSXtIWL0v9zSJ3e34iin5bv3RZY8/Ddpkae+I8R0gjDuqZGiexEfpZucEYiIAbMSacWpwlaIfNSvZsS13I5zCAkDC+P8Oj4AfcpCqS4s9zFO8c15bKg4iDpbGviaCyZPdTYX59fJAqSudnsSq4LrlGDmFKVveBqThSKNyGq3cGCS9G1Ct6yxnAg2NL5F1ECdBcG8bXGNpufLXvIAHIOf/u9ok901MEF72BWAKNYlk6+HWcQ1U8opPD8Nm6K2N88xWZZ0H3Kwq6/9//en3TZy33Wct9a5bj7dZyP3770T+kh9nccX/cpwhFjoQalKwqRW5BX+zkFhDDr5RUSIkCM5ZZWITozndZzPM17Uy70P6UZSrtmdyg3O8EfAsFxzwwxwqIGwHY9F38aNJ4vVQClap1xsLxjhZ+z8Qb0PVEz8jrNO198iG3nrNwfUuVIgNw/1928v0WSASkbiN5C8g/THOtjj+Gz2HGuQgOr0JLMU0+t7etgvs4O7L1kbxRicOz3z9Mb0m8eKbc4gfX3vktUOCj7bLEKS/kyS1tCzHr2+zNLG///mZ+zwmezz4kJnmLujlHkt6ydcPPto8ODPNHIPgZECGIw4NvtkyGeXLL3TdD4XVN8mYz2syTWz7vm0HwhqR7sGGm9KGnh8pMqhh5DeFbZZQ0x+NZpm9QzD30YpUpqzZh7+l5IaV+TOY6+WQnt2wghMktJwPDwqBi4LQ9PhPjF/JBYbLLQPzAlj1zrpuPqCxWCv7WlLzMsbnezs7H+/51MUdwE8xWlu4ydPnO5uJkK8Okzxyck01WK1nszzSMGOXM3z2xcndzcWZL2zA/0zBiMj6jJKwnE7h/Z9Cks/OvLHsu/NwxEeoZ9GvOHEy9AwXe6aiqSF/7QC2VukXojrhQQVXtIGu+3TwkeWnVB34pTN795JatvXV2WJ0Yy7IQr87tLfjyM67qMDpjegzX6TOfOcJnpC+/9swR/jY5Qve/Xif0mSh8JgrfnPl4s4lCt/1jf/Nqn26ETirDOGdX2ohGBB2WVTCvJu4gBZZSCSWy0l2BVm3OP1MHZ8aANQyBgQFrMECuPgo/lC06GqGIVNzWnD1HGRbFSG06gQyuQKk70Ch8VhKFoCTyId2oo4HwxjGuJ62iCrERCvJMDDTCGMR6Ih94B3PzBjUx2BZN0TvqtTEThgGrgx7L6JLoC6rc0EQdnthHUUW6D740g+2wepihCd8yE9AEwOkbBoJmeHgQLe7zBPHYgDmM4QTRDE0FrlXpp+BOAI5rJAeOlohww2O0KkoN4hECHa/SCeSTG/wfBgAv0ON4RxWz8VbxKIDQ5FG0Wa60ngHxZcDS9kQZxXKDBPeLE61ZKDZzU4xPqyhRxqEhYDkzGZuy1WTmOxuhPXM0glo/8CDGlI0Psox420DgZCpSviOWiqqJ4JE/ZPsCo30yisIfpF2LkUeRdtN9aWCCyDn7Zshla4OlU0aRBEyH7SB8lbG+zE8dw78yBjHUqYd9Cco3FkdvY791GU5LH78jLK9+jypANnxFOfqKGx0Q3UAmVQZ1q86EW29pVoI2O7miaNJ+qY/BVeGywFszNjjOdbbQKNFPiN2ElzvRF3PTACI6wWHh6GdkO0TB+bDEkeT4gKgrkTIyGnv4SrvTdcsQBP9k8TzwMpoFbGfKcdz4BAIlBeGQuDuOcYPTFOCgLPp1LLj5Hs5ZWiRh2llpBqadsaj48e6WmOOZ2UG3Q2w+CkN4aPwlNqlVGZnXMJp8jc8ptNB1uZmHZXT7jXlQTjb0bekqrCcsqUEpHMFgfNOj1VVNjJ+ShDAQx71o+zrTExTMNSbJgxLUfC5KErEbu7ast9Tf0UQiSp7oGBq8NcYczII6S7dL+esL4HWtD0ZlUYpgG5XavHXNdGkdyEm5USIuwji10R5xWIYnMpkaWKhuOI6yrCnLqjx6KF2HQpgXcByLoIuMxhDSHc9ScqJZjWu58kxk2eKIwERJCieyjOKWLDY61agLRmre/NLKYRkCIokNtR0c1264qX1VAnq/CkED/q6sPBeD1nSEyVUjVDSdzxuxmovEHgsE05QDLInHgjYBbgfd9OA4ZeC7L3W5LrI2d0ISlM/+VKS/F78u0HuoBASdiznqfWsI54am9t7S4WeNgAnXmckY2ybwKNRazE7yZqMd+SPo/Zq7f2CR5fjIBSEzQ6uwtJX4rPy/IPHgRoY26TexIjwgdijA4yz5lzxObpOLYld4m/QTozfXa9uamKVpM0pUsDF488JKhpk4jCcK6XlYbk2vWP84mPf6ELTfGhaV5wFGVhJR+W6D4bg54ccWtYsYtbclrOJbBXQbismrjAYRY+O58xcfQ1pXqyoqgoLwhB2b+TwhcHjj1OSiDl6q6lpBw1GYTU8M3uLVtWqjnfMPI/MlOYzm5Et20hoAcxpz08lmxrn/TC3FHwh0RWU9k+e2sEaBdvz05NX4CnFaJk+EvAFmbop86hGAfcbjxKcxeZHCWMoUxXlyCxBdM7lmAGUpEAWPxQz1enKL8dseebNmx1gde+ln8AV+QNxz2OkppE5vwbEwi8pPBob5yw8HxLAUDFdZyxQQvFHQEsIIvN+zN0tDjna/sk4rl5vKQJSHlEnRiYFnhUd5g1s+u8O5KSJ04x5mSNI6BaCf3AJK1Pg4PsuEngbCPZvMk1uMvPLFFwuCVXNumr0/u4Vn/EmpGp7l8cmUP9E1vyO65v9+9/2Hf7y+6xNa84TWvDXb8WahNZ/Bpwp7yIDzwp7yiTSI6ECk+EIBNMTbubwYitY4Q+ZoDbRGc5nG9tMMJkFowQSCsXmdJzmyhQJXVCtYkgPEWHOEUVyUPW5DzjNJxvglw4FWtUgD9vxAo8iJ2qJEK9KXwUC4Mx7E8VW7VmRU0QCwrslUBKFsQK5ijnNK0QmTTfIrS6QcVltPJJjaZKcLcTQCXZOz6K2Ff4ErJf6Ok7Ko8ieYJaV0WZJAKUAvyuXqdILncMuNCCr6GxifFFkSBBEFYcXWNJAVr7ctpinz9UbEO2H2+MMWMqRCnJ+L2aSg/O5Z9VzC650npG7+tiwSF680ryBXYtkh+437d/AiEAmOL1Fs08UwCywHyGCE3IUOljPZUtYTwW5baTXhlzKjq3JRiBeQJ8ItGe4K2VXBKM0Yib5YO4EClVXKUB7c93Mdi3y3KeuNcdpyo1xeWoLy5bavHmkEqQjcLq9SRABMY26b0F6ycFknnEBAzGc2yCap5udVVDZP1sMsoA9eWtGWTm588Ra1StK6rD2DHPsVKZouUasYyGILV2WmNjMeAX6cphGUdIw0C14L4EWz5ls3EluHmG/0itIJhrS4F9lU6wmuaSBTxqeMolXqB6v2BB6iWfMiInGHz9zz1XVYZZM1Z5q8k/VwwwLd0aqv5rHe0CLoLWjAT1Oq2vxSv/KOCFXQGSB0rdKLKLcoNiMoyDqtwohsrw1xND9UjPpxM6r+3Y8sd/BDiNKJrfXCQ4lkAZ9bUCwS2aTxAY1iEX/UeXY+DFd7/MAsB3tyR3NZ/CQ5H72Byn/5LYXVCGkhVf/CGdA7/cLQDjrx51YnKC5cE5m4kpRIr4RBONn9oETFRhq3/e3HZgdhJovJfcEtxd/oCZp7BgN7Opkd9fTQ6hvIlI6VdVitj5+Jax4cba/nfzul5rVkQMNYqmyrX/KZhJ5UOg8QsSSKfVLzVli1DdR8c58dPi3z96J+KVTYTgKH5LN4WSci3rFIgpG9gyzqqSj+icAw9N5FOC6KnwULyFhbKFDMUas4GAV23CI+FtWFqyGYkbb2mM56U8mW1EC9ZSYv/R2tu6eiuorA3goJPIr22QTFM65NAjnuPgqDzNiEMdz1Yx9noFCiGBojkxcIh2d8oXlAOoQ3x2Yq2E3JYXgH3XZmJZd1Iuwusi2LJgaay85fA63WbISDof7vL7DIx4CxnoPcYl0FBRSbYZPAGmB74dkNHNdupoMGkWK4i63BKcLZIu8HXLrvM20Fw68zwzausXhqQuPaPBgqGl7DAeVBhOHZ90EEJx50AnDvhMz0BoETwilKnBNnh0PBj18Xs52l/enk8JiyZUdxO0sm1gcN8VUNF/QRDJ2014aDYUB5PXVYBbey5S/np499Yje6RdmbaxKZZtDrcL4EXMMcl5lrj/r5o0Xw0Tt0vp9kCzLGN1/SeZaDv6Ic/PHbp7rmgx/xWQ3+lzMdb7Ya/PG9f38k47zmtBwC5Ls1c3kuWGDvGX23Zmn2LjEV7GD3vvnkHPuOS5dRZxThiFKkZGWv9aqZedzrrXXIu8cxATNiucMPv/oyLt7xQhQtD208Dqw00V6OI0RI67CUXFyNhY1y7Sok8UHyJ/A46cuZSyMFZJ7X7wyjCNkDRE/cf1pyFN2PTZOB5mE5aXaJZ81960lz33on6piyJJARX0sTVFRP/vDEXkPXKBW54Hm8fnhiD82c1KlyEBkWoAS4Hwx8DCpkdNdtGQe/qYnXo/T92GuWFYKFjOCLV86eQCdvuqcPT+zLK8mqAMeFRFZxBIM9VF5PAnaG7eoezSKJdTB2Ua+NgH1VSaz2kXrCqe+PwFW3J2D26eZ8jZvzjJC+JkL687sf37/+4TNIegZJb856vNkg6TMgs94AKXdXwRNfu1Jc8y0oxUz2DlwgFpT47DtkWFO8AIjwuM2L+X+1tJJEBxgVJXaSotWI7g7vqtW2ULS1OdyBLzbfkP1FdKHzKIJXgjv7RNMOXCkVfzIXk8lMKDkf5hLB1pwbI4HzguYStTKuEGEuIwdkRpxvOJxZ9MXNtcs6lRP1NVC4i7g0VBd5FPaJJixk/gFAQJY5TwjI23gQEgvBfY4UhQAkqN/TC3oS7AwuzGcij6bw/W2A+ebvUb0EAFCSZKAXyllM3ghmpjpfFcELgxW09niH4ZpQFroqanjttYakSI/I/JTnG2uCKeb5Dp09P6rdFqIfaPZaaM/N5XHwUxhFYS/4U3PtahRA8nB+YR2iKuMbRmadxI9XXsxQWZfFLBt7Cv7MrAHTVva+Vi4zTLne3KLVySyEReDvKpTcsdcsy4GgFA3o3KAg5mv38MA+iBNQHIqYnE2oXvnXoIVAG6hfOp87nW654zM/V2wHxnL3ue5uUZ66KnQQzWkINFH22sBJFAFrRNDR0DrdADzzz2WfaPDildYMMiOZUlBo1s5US8Y13rLm2qMfTG+ZfbESRPMhd0TQ6SP1DnAXhskY295igTC+Q+c2D6NjkPCrZDqDEC2NHz9k9zKd7ThL4nwQ9oH9PMgqlj7YfI23pjLl8OAq48TAjjSnPlm8oNUgWCTMV3nkIi2cXehwCq8x6J/Mh5A1zbnREQkv86KuFoA8nH8fS8y4WrzsnogGHeObj7if+bqvyNd9/+OfXl/1max7Juvemul4s8k659ZYHkM0pMK0Qu1YningHcDWny5VZkC/vQP9QmFyyxZQU0SNJqBZx1Zxw+3YvZg01draiFDJT13nym5xxCH7Q1DW/5wb0J4cJoZmI/Ykoa3RkHjucOtXRBPK8qycPs3p0xP77+GJ/f3bf7z/y8dXh+vpjj3dsTdnP96sOxbc4o4vfrVPq2EEen2XILrJ3NsYhTy5rgJIg1QpN6p6qzW6J85c6mXBPVMD0sJ5djaa1FDPwA062tFk44VDYs1SjipV4IEl3KDRkJPnQms46S9H5w3lzHIduLOdSKMIV3whN08qKTkIfXQsVZvoqsLhVsf5yzWLFERN85blhIUrHEMGubkXwrwp6O4f0IUuUdRXArLdjNIMc8FblPoCZaebI5qnafXNVZUalJNkY1wWpf9Gyz8nG10W2oro72rk2/zyAoIMy4lgVaEE9AbtpUWMmjt352IURyZZ3UmLjAL6QiLS5BTZ6U0zvYEKh3AcRKiOpVVmBZ6YBgjh9UdjualO46bEhZJ4IiOX4hieabpjrakYnZAU4e9u5rJvWfNBFXgflkWK5HExAIeewx6ECRYu4G+WVe0UObbMGwguEPM6ChYGLsBaGnGJ8kXjEGG4LPPGAVDoxqmMkfVe4QEKGfn82j/m+CBBt1icNwIA30uNAKktz7lpyF6aJ2AGKlv1lLUz2bRRj37cZewb0497A3TwJ8IXVWh1QPfEpeIUs2iyJHB80xj6pcvjbdGufbdIARR8ArSW7eM64LsOf7MDvplx/YwOv8opr9j3TS2OxoCCGR1x4L/jTZ3cnNfnt8laXCbDwLR+XKGQhZu3JUD5irVZDrKDUa8NocOkXIvBiZnxvgtfXI7iROgQIyPvY+NYY3o+71g5Ak09wj7lImnKa5E+qihKGPCVYXHzYLjZvdg0KqW7FxuG9Yt86WqfgFQvHIeAZCIr5aCPg7tE7PP2Iagn4Z0nM6cUfU7MBTBpTIBlrw1HbFFURzNkDFbwfplrHB4e2Afhu1qG5XTgCu7GzMWrchE9rnYu3DBs+BOXqhkott4oeBf2SKNyPqHOzyvCXLs0nUHl6tZ0ou5rdr8/eWIfRVaCOzUTUyr+hTO84a4eP6heLN5PIAHmmqGOOb4AivvM1BR6m9nlxjJP68ACP0ZlvCmm0AlWpzeYryJyXOEOMJVGR9OwMHUcjVGvHUTBWPwpLiLoCiLHG5/OPrGjI+IJa+Oi/XCQ66OTMAjekFbDzVo6YYSbd9IF5WKDuE6kHWGvWUI4lrUpq4A7gEPxN9g380DzOXb4oJ1EPjeBTQ20qjd0j2h4lhuyQqQIxD1vgXRkM2muDQSeeaLp50syF+5GgPzwxL69k2jzHj523975RaK+8Y3i1Zp4Ym1kjG8+Q/us8HxFhafN7l9++P6XZ4XnwS/5rPD8y9mPN1vheTzHAA+WBSXG8M/RHc31Jq27IBgSjcUXKcnA7+MgFPEYw6nXKIoDyPN4Dr3GtSu/Br1jktn3khCw1wZbwplOe1TAfJs9P/eu7BN7TmAIQg7lglVyAtHXkaowsXylUZhrkwKV0KC295H6AopBko6uJyzMKmCA7AdRmkxCh8X07+y/uUzV9RaTIdlH25lDL9cukRnDiX2cpXlLJjLncpjHN1Y04J8m3hQRbQyOPzjoQ7iryRKyRrk2SQMxSQdynokWv73WR2Gf2HPuHKjCbsx74+zjwhgW895CPoRTk2WIMYyKYBaeEHPtOnVNq97IgYyccRb6ocPjuh3ykjRGF1+ZHFTIb9Ia3OTlb0raI04fWaNVipIoVntO4qHtgwZejOZz5EuXVZvlhdKpaSnCF2yvdXkKlZhGOlhah9sSSnOqmUX3UqyDyWjMQ9a9dCJIjyZeLouaa5PMMq8idPRy9cM7KV8dHmiqy5xzATDAfZE24zNEfkMu7jNE/poQ+ac//enjz69v+wyQnwHyW7MezwD5PkBeBjl3j3bjTfkbpBZSTCgnCXRzbdSFoqgvNe9C6t8QTpiHu4cnhjEyhkHC63JUnYKuEpNtbgzq3MS8MlsjdY+gck/afoOI/dK9SkOoyjw8C7pkFZJ0S/Nu9SJD5Onj2PKMMD4zaqwFQhKntw+R+CP6NKLmMD4s+9zm2gPBZ3QqtxTuWAI2ghhOerRgPVH0aa9ZrgKezE1shMs53pMO+xk5S/I8Cqf1f7cKHBX8rDyXzQFfeS7HtculyGLwAL9Ox428lepEVYUSm2sDDBqF5nMTsMo8e+6Of9Y+sS/FVbC0Z0sxGvWG8Q1Xkf/plx7JgrRnp+NUQhHEzXf1skgCwjfDJsAHc22A55KCSZdVoOFgopnH3gN8sa8BAGjmQDN/gtjAERZ49n03Dr+alxbcSHtBpkXpl86XbpEs7Taom42vGT7Q9yqO2emwg3J9gbm550QMHc1cdgMgH8356ORt9AvMhzQkaS1Og+mpcK1Mkn7QaxMOn0QaXaciNMzj5IKcQfbaOMLTMJEdSxCVxymyiCNTxAXOtEckoaYWy940JlzTNCD1YuEaZBt5m21bj2bcXHsmJ57hhfzaMznxmyQn/vru57/88vq+z/TEMz3x1uzHm01P1O0f+5uXPQLVC5lFcxHcrH6vt7R4u0z8ENQnqOkK4fOsa+tL3nqt75fkvvCtt9bCGbOg3oI0w0wnbWv6YznYzPDuJ43F08g9naT/Iifpp5/+sjlJL9/9/M3TT3r6SW/ThLxZP+kzVADQxk3Ar1ho1iQHBB5y7pwLqaN3bCqFtdIAbgyvl0z7fqXMebiXZEaf43EMoGPIlL5HirCXiHryWnoxAJDjpCnMe5lXktDlzehN9PFKy7GT/DOwTdxri/xxb03e7/VdCepqFKnI5wAPhmcMFAhCOCUHKnPutlqyil3lzlBw9T28AaxZ8CP3gNsV1+uCXuCbKDBKWUiX5iwbD6DoPsP7w+/ShOi8laQ2cpTUwud91TRhyqORzJAIOPqk4ElI08lcRTZgDdI915ZskJJQEf0EQIf7QjOfc5ZXD54FFNHLNUWQhnV0Xu3zX/dG9KvJDqEz+43SR6d/NjwaYfA8dOSj1uBQVWA+FuiNzIK4rVmLdVDq/JZoVED2JdJ7pa92aVu7TLYBUsKF9gfa0LTL1g3Wid7q64UjAVDMObq5mQXRgkCPMvc8Iwku7cZFCvBgEFkWnfCZwAvWaDqGj7C0R+vCfDWZbwne3RhnVCrYOIPJguvUG0xS6tRZOhcDuB2kTt1rp+cDT3Hw3uy3VCoNkWsWKqO30WM472UHKwRXk1IztI5MhiHRMOXYRbHzKFxzORaU9tPtnHyShtuz2lA0AN3BJ5NO+GTWFyZFhwV3s9XlVyYLhfqon6Vxcno5TnjM/Wy+WlxgSWH0QFYbvTGw0IRvdFNUuE+oth7fFCQoc9x4dIvqUpQqdDFn8qsJhGXkfiSv7kdqdv9GbiEpi5ClbB2yo1pYg9hToVFsZUn66DBbc8MWVToJD+TqHqywyLRkFdAFs5CjzQ423GWyc+HFMCQKOjuTJvEvce7ff2h+xiFguHTunaHRMT7tzF55gSUBjz43tMmAf/r8DeahUVBX4h3gBRiFgScyrZsfSgdXoyjuRCLHCZkVlhdzcqHVIfD5Cm1jUb+9JUmri6jfYpGTQwN2OSdRSZFOKkiZcEsLMFQzLAeiM85Koz3qHofE39D3MGnAkBaZvMCVcWCDPH8/XndTsoRYh7u3P2QufgLnhDmBQNU1e2e48J5WDK5JuwKQQrJui3pkaWEbvpGQTA8ScDLyssUPBVoxHkQx7BaGIHgKPzTJDiiaOh8F5IYFzpVEOhqfdmFMjA/CS9SWqPqmZc/PXPjhhYnB0ZV2o68GZjo+AbF6OAtgV1QHj2WRo6lZCLd05U2hiMH16MU00h31bNT9IOY+9FTOt2vOEjjBaVHCNa9dinm0nI4zt0jgBEr0G73C4JTupq2QxP5HMajE7isq3Vlz6QMNIg2ipcslUEX9HeJwEldFszG6tR6Zkz4VZRnhQJ/GPP2EEFWkHk2Isc9dSGSmlE0kaOsaynHkQiIZub/0SJisQgQa0JF640NGwXNBCi5zRGgX9owkJzvJd+gO+Hov6F18//HI1jJLcdKOHKHzBb7MjUh3fwV3sxlS0PwXYjnu5E5RyXW3SZOJrCreue5shpdx4NDPHINYWXAy+ThwkwaVm2gMWAiMbIcg4jwziz1b2TjVIRppPTFJoYUTLs1QpIUaLdDTMBCmSe3wPH6NJ4RRiDcZiWtXlLFCnowqsr4rf0FZelNHKAulwI1Q4BZ4URou3J3+IS2ydDeFMrZEOSs3os0U9ePfSV8Brs15YBG5suu8kf3xsnFBThOQIHcbaTwhceBDYinhkzQ276A4UvAmQ5a0OaSti0yLF9R0keeieS2z/v3oEjfTI/K4IS5Ya08Hj2TAoL6ycnSeB16Mc9njn0XSxp+lOfnQociak8vY6Wbz39AIuO6Tjow9OYBnGeQIj4DT9XFwfBuDF6cGb3N3ac005znR9llH1akvNm2dhyQt8xaGkde+GEI13Jn7HLhVSJQ3JlM2XdGYqR53VsnrbrKas5YmrHT63uhauTE9XhLScG6Yd/mwmEwpMXGxA44+jVs9sSc26QksmEz5E5v0u2KT/vn6pk9I0hOS9NYsxxOSdHseQg7QH2sQqP/M+W82gRF229FELLoyUbNA49cNbCNKJhBF0XwTQJondn+uCsk8KkXcWhiMKHx3hLwQaZtrV1MRRrProA0OXIIwl0ZWyUvwjZRD9xh7BFbvFLrN87pnlk7mwXxq0xjJQdThC8XLNTHDAi1essvhnq3fS34T9OPMOoxSEdezN9Emzs07A32Kcu1qFDVL4yLmt3CC01yzgkFM7YREfCYfGeidMksroIofDtOHJtQ5L1bAgzg9HBeBA4Ssyi7IurOyS3Bu5FiiXLvck0Vk2mNJMn322hiF06wOohM1DHE+CPvAHmp6ic+Qw2XJhU28hjIsqN4zi7a5dvlBlhNlEC+YSXvN4gWYRRtVA8FnOFkWzxZYGeOb94OeEdRXRFD/+PDh12cP7DOQessG5M0GUkv04YijuFQpdQyaRcY7T322NYqQW1m4fAgWL3ZSYpWCNMSbKjmaECWcgxpbaMSB3FLGoOJu8AWHsvlT7KEAOC04VnczCcsq4ArU0amQ0gYaaASDhMSUUJWRO94y4S6Mwtv4yOdlkLbUeNR1tFDsowaS+jhqgCW48LuJ25OrjU7hmyJE5o6crSsgHEcA2meuPy1ZdU2DKaZFuXYZeOoshLgqw1xUEvHDE8MYWU48Ebcqt/FE5TaqmmQwmlcDeu5faA1tPVPCkVNIuYfhVJ6btDcF3VlbA9QnqesDy25edsxJVGFhTvlNx6Wx7rzENZvwJ0fIbbrnCCDzuJ610GQDoAUcHi8qS4tVwGgDc+0SkGVEHg3mgXuw7DW77lZZd4uQ12+6fTfkTOaJPUhTCn1Q7TuGcfogsDC0N3CqAAtvjkFxg5J89CKkcWzu8SoYzhmEktOo2RtEGdciYWnnGaiERSGs3Br2n40CaTxHuRtgQ0RNIJYblq8EbDzDgeN6AgoKo3baYdUL0/uBkowhDUCqHw8TRSYtLLCbjP7VAAWdlMjbUSgdbTiheSbatTnaDTKvjkzihrOSDRIGFLtnTxYF6K9JE7TrLWKxqAro1rVHg/CLYLQAh4y0KMD3xdRvuHYjYd2GyZz1kDJnmBFMeCKLhc3FGn1AMVYaBdDwc+ZJlMXP2ja4YSIElV3uMLRj0wYviroQ/5ye1qsKUOcq7Jc+qhY6OmaYShTa6km+RxfvuPKcIJrJtKouydJs5pe7mTEIbp+FuDqLFUY5ek86Ppm/v13iPWpderNFGfqEJZ3oGD3x/b8ehNne3723v3kJwlwD08wA1BJmLH8xSvtuM1Fp3oIGk8xNf6Pp1xjcqDoIyFfTRLbVz0g2+BHLrcHdG4GGpMhYwsPi+hEb9CimiNW32q9xXDtWPxhUXhn0mpfPQB5uVRj6XJXWj/Zo9mN6DHK57dGUtpN1PU/Oy9lUTgpFXqGipd5UWMC7mXkUAJhy0FBX/V5ttCxXCgsQ2CCvXGE51bjkOk8LtQuPIps12UcxWrBs0Yzb+OMoPF7686soVFvRkCHKU8dM93msImeyuSe8dt1dF5UbAiG2sYBl1MO6iKTKxjkgQXhRdmHXK8YX0ZAJi/chhDmp92ref981TCF2BjjlWBGpjMhbwOzI/q3KDoI2sPEsADjZuXPY5iJdjG2aJ9nTYGOVffLiNOGKkUubTKUOP/4ebnQPGqepPvpiYCjZy5EWjzrflHUX8D7KKbOrZq796uXHDzS9LKuDsG6ejzo80cAKuoK6ATdw3W5rnOQ6tOnOtQLdc5oRBB/SKdJsa+BRmGtWoDuTB++zakRtDPfzzif7RNP5xJ3uh69tCtKsmHf4SvFyWcygBXk5W1dztPaml8agZR/lk9prdmGxzFzbo6p2XgOf+AJcNk/si0ME15cRXvRVFVR2LCkBvrl2iW5YZQgo/LL2oL3WR2Gf2FdVViKftsPmHsDhiQZukJLOha6qql1Q9hPFy0UxM8PN/5AepLnDDKNbKeHv79qmATtSDoFV+G4gmiEi43506huH2ZGBA+H6vAkWhpxnPzuR4NvUynkMhlbFOswSjKYwbRja0O3MG7E83rOMzRbpeBp1hPNH2taQfZTxJteJ5JHohVbVtAeLDk8VoEsnTiLHN6XedS66ID0yGwaK0ozegui6p1pGFN39ZXfiL9cbygfgmJh2wPSw9UG40bwzBmEWcz9EDA1KzwNVgtRQoSaOYtXDDp+HrgCjcNrWZef2sKJMflRMf15VYVSW3mzt4pxgOv27dqOapFC4qmYFaoeSXD3ZsNGpZEV0N03QWaVzLSvLXqarQqeEITAqbiM74M/v6pSWyLuqn78StReX9gwVyzB+aU5U0J7D/Xke0DRa6vY7mqCSJ7vtXseZU/3ezx6ZJ0BjMuVPhNfvivD67runAOOjn/GJ7vqXMx5vFt3VRvSdf1CA0Uh/7Z6EowaV40S3sM4fl45fuW7LqT15CFoK4ow8I4oowvaUh6XkT54ZB0TpwRdDqJgmU+Ftif/1lsjwitu5gMc1yyHH1dSRx1PitOqlmhLyLp85fShJL5NPptOH6kf8vOkDaUGd1IfOPmvuRdZHpw8EZG7ylJPpw7scvfinb/s8np6+7X+Zb/u///d3Hz9++Obp3T6927dpPt6sd/vxQ3NwH+pdQK1j8TRr7mWaD0Rx5vWgt7h9JkAylzqMq/+0SYyf1NGn9VH7qI7ijaqGa9+sF7IE870UKUsut+Szo9BvMK9eCE3ttX0IizIh+rgKKeTNHBye1hPrWZBPZ5OA8gTDoO2HiVfL4A/kJtjqfwRyKmFGyIYuc/aUl06beX4LcusUaKC3ZRabNE/aUdRQurDbuXPtpFoYHPOO8lOMjMnrWMtK1PSMQ1uZAN/HZUqAj+KMZNXdDc3+YE9/vQNO/+RNVk/wOEBuZpxs0BtwFMpVDuWerc7P0/4ZLPyGwcL/+PPPP/319e+eocIzVHhzxuPNhgrp/bflqNR1GSpAY4dEb5O76TL2OQpJUolddCvylR4pRKW7BXJEeGnaBMYp8M08rQPoTghhIN3CXYt5YeL6YiQfIl+6ihbQz8u9aakIgCah/YCGUOrACO+jXw1u2Iz+hq+69nam0Y8lDeeHT9zDhVUwPCmtDDY/WQpfvTY/fAf3+pG1Cfe4kGfaXM9Z4y46j9Lx3PFLuFlM0JlgLnnoGwiK8mw5OUXFftF6il66XqBzEmhJg0moEEylGL2IjoZ1CpUucR4GNQNHNFW+zHvxYtD2ZadSlvCQeBN4QCK5e3hdlLXd+5s+uE3LTgB1TlIXh+XUoasnTFk4NXgvyrr7DfI56WP4GB4y0osh497Xy0qITOWr8gy+B0M0Q73ttQELXaU1Ijov2FTY6ZtPk7UVJQQhsz8svY5tHkokg1Z7aKSNZT0H3vuokPdmOJlNwF4za5SWRjAgMTMJc7QfULZM5bapj53kdQo35KBHUmi2V4UJ63r4+szO+w/B/XZehGoMkEwR2M/mHGxWnemfZja4vwofUygiq4FTmt6skzV99zmrKnZhswngWhc14O6ZrV5fZecrmhUOzQFwZdjVU1jFYUN3vSgcnngryGsJq0Asagxu3ZW2IhynN5dVOoVP/ZW2NbgFBv4KKx//Hg5Lc5a+ffegnS6shYhS/9xMBy8mEurGrIJsrx2oFvj0ak7DQllfrOk8z/7bJ3Zjt5zoq+ZxNvY1nYbyUD/Jq5CvmmtXczEyKQdpbG5lsNeGIJXqQoKVY008F+WGlOXwxD6rg50n6sfuJsYphZH9RvFyVXz1KnXbP/Y3T/Okh6dereMEsVJOVdcpdAQ6D4ET4ssd4woEl2mi1yL8Hps2E39to4ZovBty22AZZ3npzZjyi0ZKM0wbV8C0ShlLCF3OChSr0VTfd1q6aRrxJUijEZwhlnfZKgq8KlNWlfK8qFZ6G1icfOKL2Co93hx77iXEiZeAPmLWNIm32mBVTSqWWqcNiWPNcjwHsBzX0bBdmVcJvspvHRA8cVFvOlv5LHV8Ranj+79//McP3//lWe148Es+qx3/cvbjzVY7HkeggBSKe4YDdZwynKQIAuXzb0EMPYNg6Lj0jik7RzEsA/sP1JeZv352R6DIiJ3lwv7fF91C4/rc90I//AzNcnaLpx7R+1F+yS08sM99MwQOn/lmqSfRHh7ml9zCA/vcN8u9bf3hN1vqnmh4eJhfcIsMbPpmOXKrd7gJi1GiYx6kz78F2ZlZ28vJwPSWOWFZFtQYSLFm7SV6i4fHOXszMMN89S06sLuGHuLBQxJ/SsikdwwxyPO58Otgev3yW3hcn/teqVCj2P2LxTSlaDgb5RfcIgP73DcrN9DKk1vAOT47/06G+QW3yMA+980Ghd/DbwaowKxt7mSYX3CLDGye2Qmc+PYs+U2PjMIY8wW3QN1pmdyi49I75jxCA2HRM/ppOpcnt9wZuZgSkz9+wS06sHni0gvvVmQuZM7/6S1+IRUwznUmFg77kltkYJ/7ZpDenqJG9JbEZYL7YX7BLTKwz32zut7kbPWWcsPLcjLML7hFBvaZb7ax2syirJNbWkzsZoRDOswvuUUGNnuzXEf5fnfW5u3YesedMQj+s/2qk1swrpmXfx2ZP7PUn3zVN5FlemapvyJL/dOP3/3wj48/vn+mqR/8lM809b+cAXmzaWr/3eKOL36JI0ITHxHH+LgjH/cBCXhm0HQP2EpQCM/IDBm93aiwND9Eoa2Uz7yHddNACzQKsFsKD7sXLljwHHsGEqX1hXFEOd3pWS+rkBtipXTxEqsRQmMAmaqw4hYGxmMMNxORgoilhOY67sJgg5o3ingN9IsYy+RTGL2g/XN0RMbVKIIXhA1ktoUfuIqkEb6/sBS3dRJ5ED7eqVylOoAqHYAy5nkQ0icR6IASNEPcNnVoXhS6P2bxhncMcKoLkREpY6qTD7ppzR1fwvtVCLyx42gmV9VaaV6Lm6Op0VLOtNcwa8w5XQxHpe+vx/o7IMHs7kDne2V7rkik1JvPBxJp6LxZWW+BdLtF++RdkQ3u6s2yRngjWsygk2JceQsSWXUGPeXSfhMNidM+CrRN32jFn2hOnGh1Yf2zqSvLqPiZlhPGlrt4wwC+ybex1V+qfA6gc+txDEhRCx1uu9aB030QzNOlNNhlHDMGMclGHwo0ywluM4jBrTIKDyMyb6HxdZiUDt0amc0BDm8mhVcmKPa5hyYY6fC+uwPTYQk6fJEPggYAxxhWUGpzv4FbRQIEe4YtrmPmLxXU86J6D92phSzF1mHE+wPyIfRB8GfEMAwA5nwiqtHs2SHbbT2zomVyQdRp1iJy6c2GLrQk6nqH5G1/IbqCa3hEHcTHONjT+rJchGgZPPfHooEuiCAG03C/9zFgarhlweKcu4HJbC+3hqUboO2Q+xqISDfapvogVMUOXSncKggHizni4dHFqdWGMFxkXGZQ6bYYo44CTV5ktUGjzU2TYJ2ed/uBQ32XnRv6Uvmk066KsYKJEW3DqMco0vNzY4UoiHnM0ZGRvY4ikXsIxY5A2wO7m6Hu6FGt0xNs09UiOwGRvMomM4ujDPnBhRyzTaaQlkWCwMN8WSyrdmi1Y407IOISRWwSUowsW5z8aAgao1huFP3iEqRFBqOQM2wpYrchRcYOHtT0uAMiuXzjUkBbtJDF2gykyE0mdilg7LqcYu8gHS03Q6Gg3FgsfLLClhslQmZC8l61tIpXtclR5ThoaU1tN8QBWfxzU15lu7ks4m9vq4e3aaqq6geR0PkhloZQ12ixNrqL0fw6rU0YAe5Z2rQFeZtCbHg+isWLzAvWK4dxuLZSGAdjwQLV8UT0ACJxee5ULHFkhsIYGX8QiPPwBylVmn1xEBf+IM2vn3GawuJT1XO99ZChKCkKx3V0fPfoc9XJa7++R66D26xqN0AJRBd11trE9h7oAbJxUCjhQBwrnL0AdE8GdgMwefOABUGy9JotIvZ86M02gQY3kQxZddOunW8MLeIqbrb3Rga7e9pOQ7d1tDGOvEgVlWWN5acKVHlYLLMM56E4ZATpJZYq8hm4Vk/WVCB/KpZVKANiuR+EG53U3Uf1omwBuo4OIulmoejKzrqoNgM4/545CXMBpodVKDEXsrRPxLg2aIP4U8t+jl3mRurw4HoA517o3EQ0xd5UWiXrCEMaaAhj+BdDqIHXNbTpeBaa2ySiiy2uWPm4al9/kZO73nAYYtOsPAstYHC8Ipopl1E0OykrolZJOsI/DDcrwqniSru2cqpsqSxrD6+JvgW8DFoOcNfdPFmH5swTPklOOfrFSwAM94elUeFnsko0rk39KB/Uj0Ls7mlNrAu3N8K9y7QiMDUqEh1v1G/y0G/qMj+LNNSuJ1JTpUiaDHsg0CxAdGsukgYNKZkG4Np4axTTwdt7cY18fQ+eg7B7Iuxb5lsDGsp89q1FDESbURmEc+LTYrdHTpQBLDJfEXUwPAzCFN/zHyNvGVUpb/VD9TOMa+nEDShTRw4N25ytC4skh7ZMAysitRfw/D1ckTwZ/JO5ICb02zje2hTUuVwFiTpeFElyM7HttcCLIoabSAcENpwgwlQw5ytqJqucG0GYfzY5cfENy429bP8I72uwyczuWw157uFNBLXaa+SU4bj0m5Uzn92qb7qM/8QBfRUO6Mef/v7x3evrPlFATxTQWzMfbxYF9MEv4egZXe3T6FVyHbz6cxZ7n7Ty50dcP1BAWXICobJT5ZOquoZ8p0fc4hnO3IIA0XOuC1ladmfiiX8ZTTXQ1HDnaQlIRXEmHf4IE3TCGeaqAko6TuaiDAntPol7WeRqEOgCYye3hS9cDEbWrNIgUE9jnVUUBANn3Fzm7irxL5NkBSwXi8UIMBKpKD+iz+tgIItybQIM4zIoKriZc9jtdYTbKa8SkWNkC32PLXibF2N9kGQwrnHxD30BLNuODxc5Beqr7BBwSk5l4VbXcxxXd+jsOV3N7RrXITYDwTFb8FJNDzbB0BfSMs9nIF8tcUrb2Htd1mL7BGviR+jSM89ZYVzt2jrX8F4Uf7Q1GPJMpEWwfTUP0YYefQfVmg/uRkc8Cf0w4H6ZDVz7M64owCx1uxvGfDEYDPWCee12e0He1cvAOx1Yazl2dVU4/bANxMz6W+gPshLC4RVG8s1kJVaO4wEHoiwXTKrQQZfCZdOvPoZreJe+PfhV16olQRqdM6moUNNQTsNyf7q0Vjo0uc1IO3hQU54YkRi5ARDqKnMjgsw6V8KKFpdhljlTvxgs1J6QLMLFWtyUGQMVxPVo+vyUIxRkXMqu5mcVwpL4EetdBQNdeAKhyz25M7bzKpX/ttKpfAEMK+3lOudVg5MQ6C1HXury6/NEthEvjzfc5VEA3YteKDNOWuGqYdvc7+g273xVewOq27+oPzrUpKUZx+bf7UaiZ5woR7EZzEHKiW1ZMG22kY436CpTDOrHwVxoE5I84TiXqLi5mYVYMssHAdI6MxG1MhEemDz81P0ERz2dU/bSgNEJ8KwtdUFbgV5DMF/rlMvCJyeKTy0YmS6anAdSeV8Dy2fwj4D6m/gVkSTNk2UH6HCvdbzeksP0zbYZOi7VDXc0d6CECzsrlASCsozeBiFnIvcJ19hzAZ6rTBbRhl9jBa5M/OoCuaBNH+kwZi6SNOCCr5dSeZk8Aewli87kjK8Ay4o+cS1zIoUqulgJXtz8wASYics1KQvrJvo6uFKSsoL+07IIBgmUy8dBTHlaEn8/PwDg5+mkkJhbCsXRGYUBULodwbNvqnVq0KArF45fBHWUOTInZUXxY9rYQIHoOYuFChrUtM+VyYPdbMeMh6X52Z52RPvCM4U5wNmIxhRJkTBZ4imIt4Y+73kxP0Uv6gqHa70OrQz+EJsTbH+qqq6QPMXtPD0DyNEZNOqcTMQCJM0JOlnkz/LTM3/8LD/9YeWnf//47odf/vbDP355fd9n/elZf3pr9uPN1p8eJ0tFgpEmLbg7HQmouVGQgwwhZZjMJdvJ0X36DqfRppawCD8/jcE+z8DNpAKWBkRwFBryyHztwx/4o0hXrsKGXhYyPQPDHxtNNZl7OMyzOl6wjDizt0L6GygqMEcsFxDBm8gdHO3XO6bMoBb5Q/gw1IpG83m/dunAhhHddv9eWzjstTEK88QO9Taidfso1rtG/MMTe6eVYzkPwEw91Z0AuOJ+TODRJEGNRH+YDsLUk0ZLjRcg5naNffnFSfUrGCyrFeDxN+1e49fHyozjmqmdcF9PzCPjaECxDL0/MRFfn6tvYW99yJFHIzpFrpsYxBwrXKO01aOoyv1nqI8xCHDLp9FmCWXUv4fVWoj0S0vFiwDYUZyKZDXgVUplMhpcbl+nTnp8EBCt0xWCqiqjMlHOyDyKZlClRdOfqBGhsB14FCuTZvIo0jBLQ99zkVSZ74klMxWmk9+UBwMfIzio5ljdZRiEMRWLmPHDmrMQCBpEPWmW0bU5S/5Ux2I1IYQpSd7JLWAnnwrI59Eu8BW3jPaFhwf2Bbe0D1snJYsNRr989S03A0uWtubLb7mZ5LOBff4tumCmK85XzotjyR7pw880+jirF1NHBNg2Qe7vMj9uIO5OTzqpM2qvouOS3tbnE2gQcRAEjOM2CLocVoUNCFJ+0yG0P2CsP+ruTEexgWD4WPGDRWmY0ig9YhjE3BPElLKkGmrx3BGEv+Oqw8a7yqNYvBbIir9jSqmjnmQVmVh/8LDgui0tipiwCyVerszZ0nZiszbw/pRMmOOhL7gjcvM13ZGNYt0X37LhieawjRx0WeQTPBG6q/mcD6Pt0J7z3OJtrl3Mjmmu/eJbAOqZFurKMlrgr25RVItydmy887x3zTWLMmLwIFhCBG2VpjoMh5/eZyfc6aM6N7CFfZ8tAnrcxFeZ8aQqHZA/IX7BtTQ/Adqyzxx9tsW18ChQ/eS4b/y6mT2DmbKu7JzQofllwnlSqs5FHp2jo7rkpCMT24N5PvCR5s1vKIeyTjxwE0JBE4rIewKjy+QWACbyXGww3flZ5BchaALXy0kLvCiv+izmFw+UM7k5I3VWR7a/vVs2EWs96ZqXJrG1DtPVHx504HGkVwySWPDMN+b17KCQW+bc+OvLcR9vINSJ3xZ6Y+n1HWdq34ktFrKHbNDNNYvDE+YQZwgt+izHGyoXX5PoM6PJUjp/m1PHeScAQyKlOTZoLi/2+DIfA/rwyddA8MhrBnmuerLYRf3RJ+HBxM68SYT6dfhY+yi8Unb4tu8FI7oGoURDoVZwqr5Q6f+sK95xOL+cJBXAcMk+qDM6peY8kDxguzY/lTaKN2HrWxU3fAb9rkFDgjYyZuDA2TiDFR1++/WnyxzF2dat/8obFjdH/rVQqR8zX3wLlssNBYq5afTaxtNeW6YFgPsd+ANISud4/ChUihwZOq2eYIBnMW8y5U8wwG8IBnjd3hYN8MP377//6fPRANs3ehgNMOmIix/Ch4e2JpLOx6XiGO/4xyAHRkHpQfDAJEkwfmwM4xgY/lEm5zMszu7bXBudPL3hj7M7n1Fsnwfk9tcuP+0fByLIj7+XbJLf4MD9Fv/3yJ49jgV1yziJEt1IQr4OPtIMs2/jxMEF1pJKd0tSv2aRKvc+1Hh7rCItRmfQzV/Ta23z8Bt/kxhK+vBQS9Mw35MBfcE7fM0kARvtJ56K1LIB6KbEin2v/untu/rjh+5pgZEAin3ZhUmE/yWfx23/PPJ5gqX/l6P73Dglbpw52fXSjSBE1U6anpxUBcwPDyTAGqXkDeM4Cws+zzD8QXvoNw0kngf7/6kH++atf2HY93UBxed4ljrK/zYA41++/9OP3/3w07vXsOH3ghj/8u4/Pt6fdk+88TNF8V+donizeGN1e778RA2GNN/M67zp0kNCnOB9Sxbk5aK5Z/PbhiM3qEDKkud8EfZxe/4bMtrHERx67HsxI4kwV/OEem9u5EuXZcgx7I4/xSo6DsFc6u7eIp3A3vJaGKDAnJLVPq6XY5V55fCNO5pnFXWWw8eJl4vhwfX788df/t7OFvPv7dTb/+XT6fVF3uPMxadcwlCluSxsBZEbKgqKNJf6QraKNwYOxdS+m9THdAz2eb2etCqAGCtelvKgj98HUczqjnxpAu2idYT3S7yUzbV9CEU3E+ot5WQa/E1rpgafZ5IV9jP34Uddy/b7xMv1MJWWNzid1weFekMPgJI9gwLCILcf0ARDeO/lxw+UuKxtENAMOgdI2Cf2Ev+q7RrLCbORW4TGBqVlR+Vac+2yfL6O5oj+S14AavbaYKV3IgqDcjwroWxJhTn6ej0RFGsj4/aZU1RWNTCWcPKV4uWy+PqoeX23HoP3a7uXmCsDPLrrfImAMkIQpVFkC+w1y9K70nYDibG2Fd0uVPvEjpJIUkvHL1UaBcBecormLAgLc+1qobooBzmq95Hmwl6z3U2JlsiGB/nsY+DwRPNLzJhjv7YfU8bKd4ePFC+Xxcz+oXPqGORBjGidk8El4f2BqtHKJ4mrAtHA3zFBO4QLBJbQxpVn3BdJgOB6iyKsiyKsm5kQAm87KX0vFdUagGSd6D6szLszm/4gepog/bgBp9RON9hXchk0+2MlC5scoF0MEgRMZ2WYzs3sb1J3y2fO/qaxID5QVEc2qIAJ2gBVYyEIhzuW3PIwlvlk9jFpUyGdk1vcrsty6X+WF7Y8BiU2FC780Cnoc6aIpo0ykr5XcHPaJEQxTJ3It5wJlmaOvuqJr3byvZBhY4exBG1ClNn+TFsFQrl5kxr2rfC6xlU6OrFvmdcVu4r3PHBVTJ95N/0HQ/jo9ENChIFw2yAfMFag0eJTEyhBOq+qMKlMPWUDMH59r5DuHLO28Gjpg1eGVpC5NLqazQl40ogyjlx/Q+Jqn2cir3LiJkfefTlJG+ua5MQdly7Py1WbWMMijJP2Wu9sTuKGbVJF3DOwcAOAhF72gT30qifxQjxhF86CZTt8oXi5IP57VZYOy/eZ//0N3uYJUfvvA1H7dMWWk/7j+3c//v3dz79zNelZQHoakP+2BuTNFpAeT6oj8iDmuVT8lJjv7JbAOtYcOvmdMHM05jmSZbh9yhfc4l0m9gbusArMinl3C/oAKQAGlcSMyXDQt375HZX5a/hFqjTBQmZ9YtDOhvX5tySXiKWDP32V+uPNLd7ymV+tyUc3ydNjfEMG/+kxfoXH+P2f/vTN01d8+opv03S8WV/xcYw1kk/kL6QugnuRfOY7wDQ48zC8X+Xv5xk277NUOr1fRKnJXrP6sFLpXEetYrC11KPPwINeuE8/eKYol2EvyhoWc1dI72nykQoe/b1JgATItjK0x1y7LCcZca9ek8zMOwTlo8Jp/qxAL9B65UCDqIwj4E7Xwgly3HLkGbu/JWRiv1chlyKkEsGQpI8cqHHvDbEiz3eIwqZjrp1HDugip35quUWhO0lrAUuSkp+9NsYdVYksDH6dOCYvTnbx9tPkaOETTYIk0OHTjthumaepnVadoJy+0nK013718uumXuNF3xg1nCmN/yLlmnz3iexNY9wKFHTDmxyc84b3sJOm6C4y184/UfsdZr554BY+AyGrPecIMzcNmpo0jrBOEBOEkzO5MJIAZpq4nmGuXWx/x7gtvUXb+XtD/eh5KwKHsdd+9SdjDONbMqQVszdTTNl+m06J9o1mSgvtH2Zg+JJbBoPP1eyYm4bwoxeA4KawzSAqkM0xd9N6wjV2d/KXzBo02/E8q23rLZtHcgMYGwpLVk+eee6AzWGBkg2uEo7vCjhK16Hsxni9Bc/1Mu1Arek+gs6VyJe3PRh4ECUJXWcclHWXx38Vml9oKjFlF2AHgkkCHIB2RQQdFn12c+0SI1G1TJuyCMpDM4pBYvh1RubUMhJOfSrucJ04A8UdC05qxT76Mfn7INag0qdgyCKoRlzyHRdQXIWRCGhbJh2xfrUpNDP5M5Yro0vVZf8j083YLKROB9LdWc/jdgu5EqFOe+5Qx2Zy1ZGGfPQWHdiUHDFL7+IG45ixs7o6AK+fcQsln4fXdHVom5sGCnNVJklD4Dygh1H0JsGCxn6VuXY5CiVrxq9XRuOYa2MU5onmXtlhjlndePoia8jdzThEkzixXus8F58C65yF5iPNMT/2phGfeHYi4fwwUDYHtoFQR2WgUr/0uKfx/7P3LkuW3EiS6NfUNgTvx/6+Fncxv5BJJrspXV2sy+qaac7XXzdnOMxc1R04kRFki3SczB0k/DgcD4PBTE31zU9sR2aZmllxKpBgUANvhqMLr5uC4SVue9H3O3+l7xmOf746dryX5GkuZn8EZjPGhZpBYrSpSEkxKN0xdf12zKGewmZd6Ewzbbe3zXFS6U/PDyCrNvrW26b5ddNxpZ+JZvBme1R+GkmbM7Cf463N4YbbZ3Xylv2Rtyz3aCWB9Ym50m8snqQ97EGh1yVHBVz7r6OEgah0YmxqMy0gyTeD8gn/HaxmIWOfMfLKI7jR22IDbO4tfvguJU2Q+6bkgYa+LmBkSUQzMdyibXfulJDYw5Ej5IE4/OLo4bXm9MbhGydl8Y03QwFXlGBuR2a8Z/l1CTjgDa4c2iR3nyqXAhIhKKO7OuDaNlaa/roRZMBKnEUI1P7u4bhlBGRTp00Hg35IxdBtMRKOphAho0tgrbsB9y4WSaHojd9cPxRHt23aic4lDfmiE9UvalRObxyXoKyKNGbR0yWoqUCt3oIiVbyattu7cSPOWznUPYZJTJtexSLfjUXBnIcizonPXeWh6I7CgCIYgG7Czi6OQ5H6ZanGvHRJMOt0IdRpNL3wXDAi65DWZuEJkQmebaqqIRgTy5mTO+0P4fAJAD9gxxMplu86uijvvFkHsgXl5QnGeGZUn2CMPw6M8fO//PL6rU80xhON8dlsx6dFY7xNarJALCtMs/0BOQOiu2AucFfMBZjf6ReFo7mvFBXcBW1BZYUhkYsndbBgogLmQokCKqZtcjVFiXBJemAtqm2zOiUV/aNQL9ht+vx+fHph0I45CvdlunRIKT5qyegMxeulMFWsMiwRhxs9JEmvgyEXj8S80MmTIC6BTaRED3NeQhpAbDZOc+cm7+zxs7XtNueVh+C9XrQCZYJtm2beEtGxbANNxZUiexLmtwv7xrGcI8XZQkp6dxlfUJkYYZswvLGbtluDEOimtUvfoOqqZx6R0xvN/YhAMSQ2ulxK2xXHT/LoEiAs732CV/gH2G7/pZ8jm3e2e69VB9vdRn3v3f5pkQVp5MsQexEiC7t0r6t0hAj0WcUwhAWQQkoEAhrxoq65Iim6EgcNJEVTtq4DSSHwPUSA+LYgFNgLz6lAvWrb2ANDsEfLi03MfRS0XsA5fFgJf4oiIUaOPCtHeZeIEVZWQMd0bb8IVHSHnBLUi6h1+ea+3zDI2XlCJH2OjM6CZko4Fi6vxNGSJ/0q4Y5KGOkW9hcCBmVVzBpjYTBeZiwWlG1S3Y0V/63ogrVcERjLa46ioHEzXnSy8kZ9Fjo/bzuTIX9GSv7ISMkvf//7X399/dhnqOQZKvlsxuPzhkpCaekhPY0denHOoyRRzT31h1CJhYhbBMEKzrZpGu7M+OkTWRtRGwpudOrZ2dcZ+hpM6Z6+bmRWHd1URSEP6WvC4p4ajbrZgLZ7FiG2bYO+JpBXJ/rwFYFJy3E4vXDwOOWHBiJub8Q0sZ2geLcc/tRIHi3PHdQxXZ+CF0Nyqx2BQ/p0meB05teNSLVKQD4+NTsICbVkBJ9PMR2eGvkCFM89YYgitd31Quh0L+6kAceiRKJZu0QtJcdkzeuxKIx5EVrIB1apBIwQR3CapHi7LGaBPTHRAFnarlVzGeed9RrBoiUTBDlSWFK8TsIrNf6G5UBuPz36rYEOrgMSaqoGN1pRd8fU+14vd+7Ent23fUDMcRskaodBXem1R1M4pr12ZKV26AEW02UtRFNbGYllVLDgi3IxCRgj4owu4ZtVz3hiJI7NCH4KAxK72OYMYZm1vOJYdKGtqnNyoeqcnBh2crV1QuH9GzIrq2vbxJYhGkmeIrJa06a9yJwYiI1FcDWOfRvZMm80v+QuxiIE6EWBiJJEYHD7jaaJGSP9aCkvCdAB06b4kYSuj8AYI4RQHrCl9oWjE2GkgLQTXK0p6SNKWCXPp5uE72aVVD0Tz6yIeM8dJpe5XNMVVA03TXYho2i4dDHjcbi2n+Z9Y+yUtny2mVoitmP5NRIA17ZJgJb1iwNRWNq23/zFG0ei6CLNshwJ+XWGkkVWlN5OCMo4pkix0X3J4CpCEeWrjBOKhkknMO0pIRbEggdzVgyTFJkyOYRFqsebSKZmPd0LBolrY+h98C9kWAIB+7b9AvWmjEyrrKxdC8fLpawPixxiJgpscSCHIvrja8L8umIc+9X2QFyfkCzhGRm3oQ+wJkzbbeatU7hcnkJ5b9um2fjA6tJGMN6eNXHqN5/eePTCF6L5vbJWIoWN1soXKkKUuo08K2gKWQGbx7KMq1Ii2ZpEbt9Vr3tUKThljR3o0ky6HpLCf/sZZX9de5HojIrJs5uKchZy2cdlJJIOi2TcdlHBs1raesMuJILZC6MYqVEUqtboDdK3l8NA5LJprA6dDHMbMcnEhJMhb0S3ia8ts3uP1GhCyZbcU+fue+Ra2N1VxzVl2ixHroOrTwxK/DvsghDOL+j1G4c60sUlwn6igdcQ9lkI3aATo2liFTyOhA9cqGfa7ISS/9BIsOaBgbAvNAYSUcyXA7FtZ1xVpymKt4tiCpPRgMuocCir0kufCG0S/UB9m7GMJD0hVzk8/GWV4s1GPmPRCWMRjFeH9M9SHYnhkRhZgShuLk+s2Im00L/YiQvOnZDKIgcj4S0lzzAx5QX7kBsRRwjwwU+XttyzsS7PX2wvuXtnOPyj8zQSoVwcHL4v1rYIlAWYD4mMotU+Xb8Heq2wM7atTFRFETGdML1oXkKQtotmRZdQggXoEm4rCrUJgjUHUSd4wcYQNPx2mhEci4K+WPGEPxJwQaWFGYA0lAGBmbAk+72SUFCB+FuEd4FwNVJsgUaXLcWsSI8DwjurwXwkN782wtEhyBPUOrNtigOpfIBta+E7blz2jUcvtql64PK5s0dhBMpQAv0Wqe32BGtIrhE31wY5923bb/7ihaP/6TuyN6c3jjH1hIi5zFrEwMVtdo7i7ap4VuJQHz99iviJL3kHvuTXL//r519eP+sJMHkCTD6d9fi8AJOf2rcza9QtM2roLIpWDhz95UBfPCL6xnMSS/uQesvtomC+EK+I95Fc1a5g5SEMlefsHJEInOgJzuc6LZseTnLFxLhpOvps+2cA1hhO8Ju7NC1XMb98zE5euW+mg+POWYkaTYIzfFMsl2UiONSm7XqJlISEgfzIleIxXS7tsokX689fdHLcqSoLf9La/lMlK2rWlNFrh6gA5KqcH2ENO8UH3TPbRVV8p+Kjk2T0SEb6aRnK6bdfH9lWbp133HbSwPtxOrfLU8cgc2AJ8D29DOvQtF0nQn3SZfHgI5GlOLa7SpoRbW0XkFgWj1xpEGcI6NjuWgbj8Qmeft1ARTIpm+00srM8MQ/PzimyIMhJXAwn0RK8HQbPaBGJ3GDHRVGEzGKfC1q2rony46dX2oShX6CctqtuggVp27TjLOUpJCdE0puQ2Qcz8wWU4IXUM0/t4v4Mwhr6RcVldywC3Ilh7bR44oMrfLMjYM+Xj2y9hvTYautJ7CDVxSOc/Whah6mwIRKpt20W+zJMyjAznU5p4QKbVgLa3359pKxyyqdOmsgVsr9LHJvsY02MM7C2PlLb9SSVjKRy6wNJqLwQ5BZs+VLkttWBROFXkQaeYrXMbx+TNKrJbrFanThKg6LjDNgyKY21N8uCTqSihbaPnki1oQ7R8hHmb1tuvlQ1x/3gI9u5B48sO5YS0lmv96sw1zsIs0q+n1eP49VzuV8br55tKUw7bn9bPaA55ODUyaDjjDxXgr4hYFfNdHw8tl+nwfZuKL9/b0rhEDm/NlTOZKi/+4mYZ09c9QqfmKcQDBvXayd6mEIxBKuc09seKZpZHIUVFUgR8REDaXrwLWLaMB2yeETgYgk61kAvGh9pevA/+BYhIO1v7FhHSq/VSthsXXvjE15zGK9PuA73DJyVpKInj71EIB7vWJ/Cx4wTdGil32IKh06FAehelJ4b7KEW5RTiMZY2vAtJ27zyXETFsRM+E0/v1oSa4vKBoWMfui7Uow+Kc5ikLAnD5hsRW8rtwYMVFaFmpI8QgWi85O9t8+mI3IlQ1asxwEDXsRPHWjmJSje/HInZmnIFuU2TUlrffYWlNzRwQBSJ38Ft+BXOEwhO0n4ZkoU7NeL8HhscAeC3I7niqpK8INXwB5ZL74Gg59KJOVBVYOZESpOUGtVyUHMvCrEWy/B4GAqp9Z/yMzukYU/bklpxDzi6vAjgO+IUCl4UxT0kUIF2IerCHv2OI+x46/iF81HAj/CAM4uF7Baqe9iWAiII03abqh47HjSVPDruFioQO/CcepEUYWlAxhhDkaEKaEy27x6oSzt8C0GMzAQSArfHsUA5jCSiWWhLttdh7YwM2EKTwzGCQuCiiJMSTCvqD8k6IqPa1Z8aBo3UF6gTgUmyXONO+CEwZM+XiHvQB96D3i2YTeQsYT2YzDvKnuJefz3hwvQmtjd6sQir2WPjMB7puGjfrmWWOpD1jbwwcnaNDg1rHtQHMiaMKHJWrN9B6WtOsT1ayRrFMgcKSyQZmltjRWEgJueibwEjq3JAlFl2ypZlvOORuoLCdeY0EpI19CF8bySDJxQxTKFjijaidrxNL6VCjYMVGrIPyQdwDKOWX48VexEoirz3YiYzYH/bLMi56XbhorSkD0ItHb5KsZhdrupiuSONmPRiWd/CcxgJ47rXvBAjVCTpnF1vizpRjivgzeKLJBkd55nMi13Bj0y3FbAvSh/jfKQkJEbguEhBf1FEcuiouKSnqpmuXnGk/NxtF/QpdUJkHzCHnANtuV3CjtZMIrm65Fb6V4J3JemprLrf2guvuQ5zwnQcCp+J3WBn+lqQPASSuxBiO+QCzIYmy1yjUPZMbjU5YydQpoNXRaAclqwUzKh4rLhORrPK3qLId90cN/dwPMyXehWhmGIZtkfC+QkJ9C72QiQ/R1griIcxm4k1XicOfeR87O50zjGzqXEnUmLW/TQQrNoHk4UenfC8Fbbry5JFjnRgG5vwaELnYwF40veUjUAmoa92Y/JU8iGJORLKyIFqeHZ/iLCqTEcpB2CdOm8y1VinIJuj4GyUzCUC3XPl6nYoJI+9qGCkcSmTAGgUnYHZ6q+VooBvf4T32J8JYBKxINAcEeuSp6tGajCQIkcUbzIsXdtmbRfF40QrBdeu5MkXbBHmjaY6hFKX9hPH2r3oxbae6RKtbbd5yKqFfyOBmka8wVbiUQzCvtGcqljl+8BY2DcG7Rle5S/HIngyqnaS4u2ymFKQBEoQiOGcryuhtsGviJFKhWzbySzTuqocDfBplVm2bwzaMyrRFeVAolttRAHVAwPAtO12cUfipIhWmSRym72ZEJqrNyrmT356PsULIRTpFo+DmWqzyytF1zIvKl4TC8JqyG3JD8xYSS4e2e+zk5NgL+C8uAK/7RHu2Bu/TFh/Z4HHq0eEPONtH/b2J6hbTxbUJ858NuTPKpU/vErl1Qw8q1SeVSqfznp83ioV1+r5dn97yWtJ6WuOk52Q/KQ6oA+pB6osBOqBFioTjyJq+JezAxo1sGW5A9LEeRPNdZhtfoRLZYaZ1DKINMqCIzVppxPpru4fQiQ/dZbJtr/8e8t2HrkpCMD2b3S5XAhResL01UbRj6oULEeXtenazasEzaojyXy7PLxWHwWzZPCCYteexx/XTjfk12oBRUT/TLl6p0jigVJKK1IeHwZtg+X8wBykbdPQduIAu6+kHCmhknmpmPw68XhuPQsQTDt9okHnUApXauopm90WajvCyEB8Ns4xR5Jp017QJVo6hswjDwyFfeHoxJXy/MVQCNyLMFuJuEculsUMqRSrspkdG6RO01VCEwBshMtHcsF6A+lmndxgBSUN0MHlW2rEPbJ8pHkG/0XAJDA6s/i3vaUPUreH+1URASuxozhL21ajhPbgI6VR4tHFqVq5FAtA5djyLUmRELePzBGaJol9TJJHqXGCPnRFqhhgIqb1dvQKhkG9uwiDdgY/CPnMoheei6ucUmlqPr9zbmn7dcJV+fDCQbMFv87+4wRoYgb5YBSDrNXBCi9BilKy1y+JVP1FoUBwzOZqZ9vrr1cMCctkYorTE7hritJ0Ouiv+1JQIPOxDEyKux0thEzcJg8T57F1mlAxBIh3FZ2gRQmZV2injqWnlGWwYfPRCy66kDd66kVdoG4N+ZbyAwe9K0Zu04iwqW0zeFVC6zlMnCPYMVD6Kow66EnHMVu0k6cSYX0k4b1koMZzX6AeZ9ENpoxCFTu8dL74tpd3HHFx1QlTlgjPFQrNumToUQMhKeXebSe8TrHBlOGse1Xvs97cRWKnoQcjYzfvg2uE2RDMJKaqZbcOfIY6c9gFZizdIefzLegcGQLBhqFRlTakFd6hEeRQKgzFlgDEeaK6N+IflY8+cv86EI2XsndK6jZOuUxFTDvsb76hPAu/WZS6Ne2sxBde6KgNnCVzcZotl5/O4Mf2viJ7FxwxwSM7qzVs3+IBdbETXpFUHOsYStvydKZyYCkWwBNF+MwosWYqFaaw//bysLvlqyOyh+0smCIua0fI4EOPcMVSnW464YlGAygkvThWvl3jMsYZN869Rrnt/dybR0caow2kNB9LHr3VJh6nb2GoaBuU6NqJ9hImy11+euB7dEEuUC09MKpFuXct+zd6xLKoxvsMtAajAfJ3c+lnmRp0A4Vps+DgmTa755Bvei/tuDAWeeI1nH5bD4HZJeZiU7ztEiNqFR4uTs4vQOQeyWqEzgGJZ4WEAck5xfaRq9kzwUmkbTFfsVPIwsdCcRMfDdDK06+f8v50zulZetuLC6ioVPETNi1f1EbFi1XDpK1y8V8QlcbC+EgpVaIZ8QxAENg9lf0ZWhRzkfKLRVFY0EBkYjA6K8SQ1It+UXyYdTfYsTib4unaDlp78+B+yh6jKLsHtARJ4lEp1LSoSCLsHh1XgdT5gQXbEZHk+dXDKb5dBQaiPKLjnc3/5tqOUfH660g7ID1DaVcZi3l8w4eo4NCgbXQUBg53y4yTFJkzumn29rWgAcsXvbii7i161TCooAYBTbkio+SvHJkL8LSoZKFbkNiF2ncE9qJlinPLG3Ffyo01zxa0/e3XR6qDSUSEpyPt+rc/sjqG/uBMXklKMaw2ZgFoq54zAlVJ4TSTZ4jiPP26sWAGfmfqNNr0TDm9ccDJOtZPyxfikSLHK0o37L74hfM/Z1+KmWNzojCG9W227eT9Xyh3I0Mwl6xwL1gYRpCrOfFYRDImkYvV7CTF22Uxw5+VxEcK+sQM1+xkB0Sho2GOx7TZHA/6KnL/xuJl8RwWSR77xjGYWq6igxlJgFymFO/kYo3QMpu2yepGUnVJfRKXuGmzlxQsRd6vTx3Hoq70Uewbx07Xs+C0yfCs9J0rsuwsxdt1MVtYwbB8qQWdMk3yI3v+ZgIL2ZUQLrJXb3uEOzb/MiNor0O9IihPFMQVPAEGkAR3QOySVSHBSjnvKNlv2u56ERNCJGQ4cMNok3bBMe/B1i2E9T4wEOZ9BiFCoivbONCVnrNFUcACOAzadjsZVW934WKC4sVM+4s3GnQMliJdjMS73YUfvxZ/9lpuBWaFWhGSpyvMzTa8wA24a/LNgoHbCkA6QSr7Z5oeCEeJn18nHduBJMhZVqZCfhePCO5pHraxD6klPyCGZloxwBujYy8lmpjULerpTyVRbQkZqXY6vOlOEXW4gHewmrla27SdyPZgWITeD7O7QqY3XZj2t4/596uAve1k0I+hGFxAToWd0AaFPSVbg2Jr2na90l3H0OHyEUtDoh2cPmFyCzdPcDS+kSxPGFDKUxIBKUj0t5UWU8iqkD9VIBIzpIL96cMItBVtj+1j0LmiLKgnYUeJYEVw4CWSgKlY03Zj7zIiLPgR6jfe24WJmpIOpm302vZwRMFYW1WG7pxDQ5NrfvuYoFGKe9dr28nRcU8l/iIz2mHjS60jbny7cuJjS7sSQdnqCcm+ACvnYsftJ3xePMIujCOwidSO0V0yMuXIyZKMVZxZzUnfcePFRoQUiR1d9Dvy7TM0uohLpptsucPs4cm8R2q7hYEFsInLM0h2XcWlWBlRaNumZ1D1RE2zE7rOOm5/+5i1vsrgby/KuPm3j8G9v3mPKGi3U+/QMvmOQ6ipp/voIVQSHrerfZeYDnvxRPB40K3PRodkjeudKgTERF0dKylV2rbVTsViyr1js34TpaxoyK1owkwfR78jL/ltDTLHMcPZHturTyUp7uOnr7J51ujJ+Hxvjd7PX7+Ov3wW6T2L9D6d+fi0RXo/ROEpsb95G6vLhj3ztfvie0ydYklQIilxK0RjZJo0AROIVkxYRDABE/KKRM++77jm5QFPN4z0jBURLqgCmY9WCCqiTZNM1LiSjtxFpHGwbb95ft/R/aIUgL+Z7s8Z7tMFRED00FvhgUBx+l3eGauN7AzF2xXx7iX67Uv64TzDt0u0VwV6vHZcoH9z1GfPQ7JB9VcuFAtqo5zUrv+MKddwsUjbgITfutKN1LF22Gc490IChg6zHs4pQm/0ImDBYix1FQMSokCMuV2kKk/jbCD8VJonNNRYU8sTMk1iFbyzmTz9JH1NEu3NEWPviZrLPEs4XrlCo8xuQ2U3ZsjRujhLvISlIbsoG12OeF2FGijXKWtyoVZfiC83BmagPo3zWFaZgHJiBzAocTEhC1ULTJMI5eLUdMlqxiIDofUhEqtOVdPByjgdQ5kigQ7lHFkkXoQsnRIvnbjQJQmJTFqnALjZ3qhjvUvILY8S0iwMlSlhbSXRQPxGXlZaOmfCNUON/pEZlRs6qMe5sCi6kZJWBB+LQBQS+8Ws5F8jul8JmuElYQNDuR1ti1Ullcho+auRhBx4/04IaB84y+tdpR3qBeYyr5ZIkXwDkTLCtX0a5oF0qxREkSVE8Teej6lEC1Wbbt97AG5vD7B4oRuXie1OEOZo7mRGEWCye46UQnArlXc1JQaAyLypvmI+TZhmkV3BNyNyFvU75/FUKWUgJSFR2EDNBDvMZhRHWmhE85JqSsXb+ZhNaCG0ukgTLJwBXwkxJNtslDqMsTTooOPZzE6rVHCPi/6IZ/sF67z3jXjmRFW14bLKkbwzSbQUmFIB7yANrRARLviRa72QNeFeSAU1agtG7whdK7F0ErvMDcACT+KyZ1RjNuTPoOgfGhT95e9ff/nP1699xkSfMdHPZj0+bUz0cbDaHnSD+ovNHZoybKdMRDZ51B09/IhHHefzI3JXOBsQyfLXyQb1KVIK3k+JxIQl6/yAhEtnVapyJT2vse7n9DKZvlwKecrkEZGKB7WXPlc/F52mSN8x5SMrBjn00FjJOwDcJBPSJ6MVS0aYkMz6lOb34pFcMTz+7v3hQqvfvjyyP8Qrh4GSsM1s/q4eUZKN23UFgkx7oG2G790WFrAj7ctktq4Sqk/IS6bTkY0Ut35KmQG9Lh4RMzzVSs4IUpFCDMCdTlWYCq0aucxPhq91ZMrZkUeTJ3wmNuh9y0yEPPklIj7iJofYHhkCCKGEoGdYyWxqH4+u1imcXFaCT/SWWTGH1G/CEMu3zKySZGYQB+3r1CztqhtkY2ZI0R1DB8tNhPPetNr2xMjj7F2P/MC7h+I7pvWhFfq8kj+d6nc51c8r+buv5K979Hknf97JP535eN7JH7hzVMVfHA7EqGe/Ofr5EYVQXz/SiSlW0ghh5pMUp3Rgx50jTu8cUrFX+SUzt7Ew6a0I/c2cwItHxH2arEz5FFiY3mH6fHblEHwNXKZiPkIWl6/sAWuaBBAxowyWDCJmMduUhIzfIV767B65ZzPhke0uMPNm97E7+5my/ubyPYbv1LxlehdowDG8a3zOrp7FkWMu4zVZOftLCk1Kn16jmRpOqKIW+wb61Sh5uch+rp5/91B8x6w+sj6ftQ5PJ+B5h/jQO8Q///7lr3953iCeN4jPaTw+7Q3CufylfbO/eZ/VC5h12hWt5yywVWsc/9MAAol0zrSd9LKRdC4X0iPaYUNTMKH3rFC6cysC9kz81sE7a9DfASGNJRAnuOhQn7nMGTrmaCw2p2tcmLSetbzAUAgxy7iKDQBfGnhuxVX6BVx3u5Iwm3O6KE5NWTkGj15YovAwLgcDrXfUffgFs51g3qi0WuSWELfsDBfr6EMkamBhdCQWi23EFtxf2yQis53oV6DMjG1TWGRRuPYALleFEQ+4sT+evenF6Y3HIhdkLcIi7e4znErYi9OmidT2YXYjtu5+ODnlt+SHktyDtFjrEHng6vvGtd8J6HzEuDhYH3Ktx6KPHGmjyF1moe4lhAxInpMdcWjspLvIKVTMARO0LWLVR3ELva4dKP2d9nObI2UjG0vLKwTiLfaTBwLLX66NZ9WhH8YzUhn+A8YzDM5PYzw7ixlcGU9P28QHzzjqx4wndmIznqh4f208o1pKNZ5QQPOA7VQKCkNJM4Zmajqzsr0YFDhKGTxgOrfvI63tUlnxuwWFIHhdOijr4C+KeISHfcHdWHEkpA8ktW3NjyFRwkNkN7CIamc79WfCqIQtH4WnVszx+/pAwymfhvtEmH9R68IVJil1fixvS9jq5qo32wJBFUohGiGsf9FE+6gnUrkJpdV0Gukba4uiQtSJhvqMe00VjkRWkXjL7YnUnoKioKq9DmgF6sMFc+0uKIYj0TNxgcgwXwnCZ5qOdqyTu61Cmn4iM3VB2lg6dqEpc07QbjFr43yrxqAk9KOsSW2k5a4kAuxmWFuCtqH/vc/P1HTGWEemYUqgmUmvUxYblnHuXNdIEtj9omZCitKQlz76xHVNdvOP2ei6Usf+ZH2JCysxCwRvXmSC2HP1C8raYEgztUisEImwMCahh1YvSti3tgZHoXRiIXAkNV0oCiMYT6pRLuwcSTki1iiXrseVKQ9eCMc14kQNXRmg9UQ25ImjrNbwTI5iWOamjqktpB+iuEe4rELj0zA6FqAQO4m9yO2FRmLJprw5WlRWu7VhJWh05JvEzSZmNDTChURVtX4RcZCvRo9ZLgUB5yMkKtCSZRjQY66B56OMQqW3zIfPxNO4WWaWYRYHGXuRG9eM57pQApJSr4rOgAAIwU87mQCvv44kD9IzUgJiWzEzNj4Q5XOJi0PU90zrSu5+VERZC+lDyrWrUBApUumgHARpfgnaFgLpaghTGt2Dot7AbcE52jx3cRWTXOvc2shZgReAxDXfobAal9jGAqeYUECiQxG6m3ZBeACxC9tHo8BetDeesSIr3YJkD6C0ikgfL2igRZCF+BATeVbie+C1VNwfEtXYBpZ64fqSxr6wSIPsVdznxQj6DK8scFVr9xRPk5r1OZ+MUFgju6q4sCiCJC7LsffHjLRAVcY7OQwyqfQA5RjMBEAS7rtaJQ6F3B6Iq6OQ4o5MEnEw+9U52B3RTUqYjAroS+VOmKJ6Y/DI15VygnkFfW563zLHOmoPCW2ExyNIrrB4EBZH8U05tOd6gwJZ5oOwU9A7WhT2WNaRFRaE5BeP421zLbQNfKI6fglOoGMiRxXylu6s32g1Vf/ztCzyPHDTGqkRiQvLUdYLKdjt2kAXkKSMGuM0jsgOQfdRvgUJAwYeIKczciypzioC5YKlnA/TBaXBIEr4vUmYg6cfkT3xrIt2NX6DFI9jHG478CJGfryhBz8OUEFmLW72SadujGTjOJyv5NdIvBbTORKuw0xKiQCjulIVRZJlL2Yek0o5Mju0SDRi9bszemiDoSIteDKE6wK1Q0RZrcH+Em0p9EoktYWsPtKG98ngVgFB0b9z6BuloJGoMaqJrh++F/3u4Vc1kucUloV5jFjYzAuOheib4qXUe5Kd9rmRePZeVIe9SA5ggxypzngMSlCawk4ySci9HT1pFe3JLeiDjyvW5a3nmLwICsQ8bdNK2zSTBl83mudHpBoNxbsjo1/bj/Xbj/Y3b8GsJuY+QGLlZWp9/cgeBd0RBdyC3Tigg+SLXtyDtuEptCaDkV+nXSLs9gF7cbFXvWc3zTXOOK736rbwAt6mUtVIysRuiXVAZb6g0aa32K3SGBjQI8duLky4WEokrxKBDKKNWtpwOTT6VZyaNuvFcZZYt9Oqbb7hOMuOHYPsUO7icrN6Pkh6peDo+lQPrE0tWQNigzRiKX68DoOSfnP6UGrOhzrfoEF9Kk3wMShADDqGZwXLgddrOS7wkr+XxE4NpywjYsUc9xCVSIwUKvfdCKQPM5Eo58uG6lk898SuTYb8CXz9I4Gv//uXv73+2RP3+sS9fjrb8Wlxr1/ql/Tl5K3f7VPJTIVTdyQ4PSOzEWpC1GyKHZxAfKRjElacjDMLIBDNRL28H/0qUCw2rTarhXB5klSZbPCqqIjXN4YEiTDqI8o9a+j98gkRt0ISGRFpffirtqsqVFJJeMpNvkpicK3B2M+/Sy70yMKR5qqGe3gHPiwTcefky5LnorqKiX7ke6ioHy83lBkjyQ5YQZW0Brg4sJQiLA2aQ8IX+zD5hXwZ6ngpHub6nXKVBuYgkViePSLcnvAE3pXxwyp+mMlfPRJfFfQ7UPBIedusqFHSs7DJfJ/WgAroBLidpE53Rmu145LhkVIQPzONHBcgVZES3Cn3yGbOPK7/NFWLl4gKkmIX5PNn3UaU+tpW9JTrJgVUixfk2NRgNFV5PnZ/Pt57+/UV7Xue105uZgvWa5pvin2hoM6Zn5a37qEHNGRxXni6zVqF7S46CJNKcknkIK/U1lc/2QdSOY3qtN0BRz4+YvQfjkfKdB/smSMY5JCmK2wXJIcCVSlhn6zjJJlMmBc3gkzXj4SIFHoS7Zup3EnmEC4UslumFdSSdINHen+Z9GunkgdvyCVIyvKAwSNBwVfXS6xWRQi9/srmMU7PrRqQ2kgowqZUcrnRdhHzsqA7yzBgmqS83cbIcSek+pOFLOIS/bz22bpOrbMQlfH4pck7JZuF7klrc4vuEspUhza/gQRbknB0LCLAbvZlwdHBtbmHM0tSDbL22PX1WPbXT1TEXe92Yrb6QiCyiEKojQ+QJcrxTPl3G1yoSMYWpXZlit+QLC6iFgqFgE2TJqed2jebIUfYXBi+5R1aoJDojCDJIUuzfRyV/WzHCQFINoNJaDVtu+nCNm0VcjS1keakaVIMS2O9Gd8YPBjQjmMX7Ptef0jyyplGwRNsw+vkhIvJibdr4f0FYaXGrw8VhIl5g1NHbgBzZQyxHAi0EmKIROCJRrkz8+sGvd2VFHFAGSvwOzL6rjHsOXnOMNtPHLskEuO94GwIX5SQZpVrPBS+prDOMhwGhXVqm0X2jDdawBqifddjYd84MDWedUKuxqJz7uw0S/F2Xbw/8rN92teHIj9SggRH4uaCzkVrffNUp+YFIotpLNOm4EjHorViDDC7WjCGwkgI88agPeuY4+2BqoDEsFQwpZJ6bLBbTNvdCnHpQvIjqn2N3KYCReaNIyPZGBy5HIvTG0fOOqrOTuTZNlUOg74mXExSvF0W70/q1R++fj0N7609jSrb8vopMnjzzRu4Ll+MW6apaYThNb9uEt+Ni9FDWYnM2TeOnG9lWN52vySsjAADYG4EujKWbqS228RzV7W/UaPltEw+cpsFy+BmEbYBlDGR7HeegwDsG8eCT7RM7WwPXElmSFslbODFqnj/Kv3xx1QfOvVT8kxXO2qX7lzSYPIEo+KpErzatiliJhMwQfZ9BTsmdnFePnd649GL7YKOp/7pEwfOJeplwk4O0UdU4LOmXmzWL4E1TVLthL0wbactizJOxVFl5wNjYd8YtGek2XkxFqK3FeHUP81SvF0X716ovX8t5YeHFqprcOpLbciiDEBw7nDeSkEiFTiaNsUXFyrL3skJ8eri84JL4vTG4edmKsqzX2gA+Ijr6mYdRWq73bGeWTVCJ6SdbVP/J3G1qTM6Wg+PxOmNw7/s4yI0G4lQuTDQTlG8XRRPIM8zGT8Z8ieQ5w8E8vyfX7/89vqpTxzPE8fz2UzHp8XxfMsxxIcuIDs2+9SdHfU8j+ZszyCPya6SijW/TotRVbQ0vIAfIaUhCQMY2nbTic3komJ2jcNpHhHpyOxL9nWmFAV7wMMwA9honduJOHhec5CNuPYIGXQdW3tZp5LheOEVdube0LabXnRHAcsyYj4jrJ403uYv3mZqGEdt4jGQojs+TS5sI42V0wa6brpA0rHVcC+P6ACXJ0m6JE6XdPF0i2yZQsfeFSrU2nVfCOF+Ua/sV+WYUtOEFxWBQ6B7Lmut4HKwbwzas1JwJPwK65+1ylnB/krsp724kPJNjXsh12BcEmWOCquRNKXpCUoPRapyuwj+e5e4+l5IFiERErarK9Zq7G3zDe0z7SWJcVU0jFogbDb0BXliD7ShL8zKB9CdlvTjaVXcHhe1Ut6+oJrXlSIy1YR2z3U0rhNThRTiU9x9u71jfsi0TYK7XP0XmGjUtOnkZMoP7WFwNDRKBn8bVg1U7RaEkgaHoinp2Dg62eAKzsLhHte2uwkRm4+Wpl7wJ1bmTzy9cQyjIx6Wi2UxPT8ZOlrzFKQlnQMX9pFH/BnDIIH1+Vg1Vf/TRIk7CAlNTiBRMZxUNTlM12yWuuGMadvtsoncC+GdwXVj2uzZgAR24oZhAElmLCyi8ZEJA1IgmXcZi4Rnw7bmiHLGdUqgmbbb1VsGpEDTeAN5aXlvOgIi7AtHJ4zrNqzJirZgX0oBOlEvamerEo5YrXlie4nKZDBGYtDjXK9mETwFUCw9cnW8I8uw3Xz2eCdb3AOluPbIG0btaRt+QBAwf/np7LjcMutGQogKMfWcFSQEmk1BrmCl/nZSKlrBm1/HUSnM3BZKAowzE1OZXPRAMCgfkiIYGDsgDhKZ5ap0W9Z9mFsaKRlGS9MdEUCLq8/HpFEtMoc10kiIrzPnAzRAduVMa1Spb+fa+FEZg/bbZsVItQzOLO8Hi2rzm1GEaLnX5KEIWSFpC+CU7m1EgxQvhrIzGetmqeYO/U4PBDt+r4kh0jU3UCrai3xhLzvTjgrAfH50iCuLqXVhIKQDrDLjjf76CcaGhcwy9QuymWx4L4K20WEuyDK02q1Qff0ulE04lLA6Rmth+lMh6iT6007rQnBDdJhnT3Qxpib9bl14zXQqE1KmKv99jxEOpV2gYTpxDext88WpTrTd6Eh4IAYhUSciMefsWMkAnRCe1QX9aKdDUY6Eir3w8QXdms13R95OiTARGGZri9Prv3gFDqEO3dPFe4fVXMS0kAjJRtoMYmSqS4U5XnrgCnQ3Ns/YFPGCyMqpr2JDgRi92dwJutp5LM5iJt+kfFFj/hJz2CaaPq/MaOqhO0LtCFyqT0dCWEsRlCFlTcRBXhwdWb5fLORIxHt7edGsDKFQLVfr89PePGI7ndHvKZ7AxTs3GcJqhYPk3OmLY/LdzmArX9s5BnLrDKaGEHTBUcz0t4XaFMD0q0f2hDmgeLbTYiZYnjbjNYBaD76lZKyGXXfME8w/uZkNiLURFeniiU5Fb25eNPcEATwzeU8QwJ8HAvjx33/58ZfXj33CAJ4wgM9mPD4tDOANQtjipUH8vWPFM8UShWmPcACB4PIi14TeozDdBcTepoo3Fh/dglPeb/c0DAaHzunKZG5I5lHqg2e+URkcN68sEVGScydEMIPd6KbhlAPHUAYG4OiDOO0IQRY28HkIs/mRxVSwbSD2V4HDRgRC+4QBae8Lj0OIyKRyQXaNwUPxQSMhTKNyBQw0tiNEg7fV21HX5cx9TxnoWGRy/CIK0ZDfblebw7hrV/mHkQZgXR7RcsZoo2m7jbt6Uo+SoC7xIGcuCzq9cQxdfoHIlND4lSkMYmd5xKIPoYrHSj7H5RbVUWBKSAJDwZFoC3JscaQQjCG/ThTCEmijkWhMglk9V570hIV8s/rqnlGwW0ZlIXbhAkXzJWpJfOemzYZGqMQqXNEm1oUy2umNoxeJMEYSO8W4qzCNEBW/Y0EA03a7uBtpVUgWA4U/bJvWRySS3JAQDUV/t7GYh2hObxy96BQJP023SXv7iyQqLqyLdTFdWEZv7NiCcVH+s/NRYfhYAEwUSveXMVMq/wkmwDumFJlbOPLnSfhj7xlJNjWK/ElOnYRbxX7AJh1NtyHszmeeUAfDDtOmk7WCDmwHI4FtRL10fuKZ143II/OznibaBG0J8WPnJ96uiKmWjBGcPNakn4+jVBw23J7CsI1GwrSpqfJUIxMKj6RM1XxB2RcG81SATvhANLOCHKJ8hHI+v4EHWnibIyxrIdfFE9C2aS8ys1F7ioiKoZrjpez7gukX2il/oS16aac8bi1eErMltZ0hIIgQ5plsARiRTGyNVDxq29REBa5xDlxIK6Ndpvb+9MZgeoYZFa9wHjVRhSsUq2ON1kpsdcTR4PnUMRKPijtj2cfTG42dYkWEthiL0xvNusjk2TWi05Y1hQQaO3UXeOa4KGb5dOfo4BOM3TR7KzlxQgVsbWAgdpAGGogeUMVmVz9BH6INCY1Jlg6xjJKDR9Ut8SsqrCnBMnq0lY1VbKQXYT6bleXchOsJkQUnzqTxBekCUdkuMFBt5U9JdjBAL2LkjKXvF3DXxojKXml/PTAWwkdIHChh5OUtupRSkCLzhODtZtjPLOJmvi4kgEI2m8U897/DTmSlAjNuacTDS5LBc3iDjySbHqzK6FgW4QLqERThMi7BkRxc0zaBN6BXZiTczoATLCrwkTXC5bqCQ0G2Ynp+GZX4198sbgEX3ou+YXGLUEuAQ1iEI0gYNTeGzeRK4i2SnVwQpwgjBYW3PBWWSwSH6GSS+WwTlaK6Yb+KbrlK7qEA6VluPRPickfN4GmeLpDTQlN4mhAAOwqcGBO5YQE6kvmi0dvmleg8HLF3iR0jtE++EIDTtlsrGUmb/IK+69JUZ3ZCdvcIjWRApskr5C7RvdRMRTbhyq1NifQ/g4WHRmq7xdlcQI5SZFXYVCmyc3rjGAtP0rSyKtpkIUnoEbP741i+6XdyI3BmwpqRMZHimuFBl5nqQkYZ6Yt2hdY5DVxTBbQxerWywuQ21yjiFzXKYbnosOxO9PjmRUp7eJWQmcr/aOGh6NnvbJVoFTsTGRQ3p+nNCfmbhWy5fJd+yBNF8PsAfopE4BNF8A4Uwf/89uvffvmP17984gieOIJPZz6eOII1jqAGzQL+3iSs1acDlcN0jggRBR6ARbOlUQa/BQJfi5gZuFZ9dXmXNDP6d9KGfql0AVMZF2qhgnfA/G/MKzCF/rZ2oZDGWgl0VRHKAKIxM3KGv5mbqpuHbbMjLEV00AMplSLuQ0eJQmnDijbpwWIt+MwzYYL7etUMpBxupVW1F5Ez0Kmu6rhDYWDLNjZEzGBX+3jWU3itNwrm8K6YRUuzEds8nGC3IMiQgAMWa8oPIe+ZwHsd7KudvRevfKFwtjMkEJHhK1+mi6fwP2PJaBTiSuyFQHswUincI9gLkZufj0UMHDne7jp4abHjbG6/yHy2C1/iHZwnZDKjvSHDgRCtTq/wfXDR6cYwsu5Rl19GaIZh71ZohqquKjTDoz4NMb8Umk2fOuXxBXxCopypU7pzNzjIPLlc2b4min77yorG0oZ85PKNcBHeVUrQXIcFZEh+G+E6orSMkC9pw5iYnA9Y2yeSpTgdo5jiNkTptGbM5LdYLTZorub12cplS0XV4I8uSBncMrmFG2uPF1HE2REWYVuVCJ3amjpMRemL4MwuhIUqrdvs4M6QGD7yfldONbakGYHDfyiL0i1Lx6gogE7YLYlreYiu9UpIn804IB5Dtrqf90FExBHoUzNx9McLiI2cphh1lwAvQe9cXSQ7pRikwpIUUCAhIcUAYi8kiENwzAsAYEDZCY7XXSgmeEcx1+RMWGwYiES9EJUy5vMJUHpDvdi+B+N19o3aiwuKACMEbWUTEPQkoh1legAnF7g2rmslka6LrHHlsaYCUa9LjBNL20VjKM7rzLYNCdZSpEAqLguRaoA9msxGGqz4ycAuj05oRdUtXKhRid6+/6i+HtaE/DT6dNKGsyFiatMeSNF5BcdSmOUpe5wzubcpanXm0YfN+nqai7iwFHey1kjftvNsw4LoFzoJzfT1mMeaUL6GOtGIEVdsPQGnmvLTmTAyuoWi3YE8OGJt4yKZX5Rda2QbtVJVnVNHdlsC4TQU6YKgONUF8EmIe4kmQET4EMbmE1aO7okSUs9g+LiIPi0g0D7QJVwyg4g5ihfoK5kQqgTd7q5IPhYLyn1yL5KmM0wSmguxL1LHUouPtCo1Em5I1uZ8Pgzpga6KTGIVJ1Ko0YnMEyIYccxxrDdI6+TcSXCDMHmtkAqA9IK4dmrTBOqw+Wnhau/pW+xEYWWXrWOIdhHNRuRZFKE02qa9LkIjMhQZ1uY++Bd8CUg7JMdfhCNM0nmj9nYcwnEuixbU3/9Nf2Z+942FdHH2HUs3cC4LSQb0MLrtyReKfXHiiGEs2IfsiGtCTBep4tSqVIpjXxuYyHg2L+6Nu+4Vnv9S7xGgF0GxPJq7rKwQJAlvUpAqL1N/TGhEkORnZ7bBZSTEbmhcQtCxD9qGtxVxMeaA4Z1lCzqRmWlIvIJjxBQcc6EoZqjIlNrGL/iOdv+CeFAumIZEYI+gdAo/t0Ah4oRRscZbTKJBrI34DvPICkcbDkVMhGOXKh46chY9cJGgSntZCUYSYiYEm3QBb/GyLnE2hGtnRfyZiQ9mDyNiLzzDIuSMJnEzZ3aMsdBzHJ2EXvGiINV8WFYgkYoMe1S2TMAgWdWAqXLjxDmfiBceNIr/Ojp7OwvwSGSQiJ98I8YkDrQ9oQLUx0+f63tCBb4fKvB/ffnh29dffvm31899QgWeUIHPZj6eUIHloSiAzh6pP2Uy0BePSMTwDAJGBWdTw/rdj0ixY5g8ctGx73nE91UtkXlIQxOB6fIkdIeB7a1DBBPwplosUtv1BvYN+J6+44ntzn/O2KIIedJg9N0jfMk00RF7J8Drtmkbg6O/bqL+9QJd3EBJADpuf/uxhcCj8/YnVkv6olvf8Qhvz6fr/Dz7nq7zh7rOf/vht788/ean3/w5bcfTb15DbJupvH49q+sKpyOU/MSpkytVMNk2TQM0zWqObJIjVnfxv2YplNNvH93yRw7gFpJauaRVKnmpet4TxkkilUiL1IgKoQETArjpgi46u0H4ACcxI2EdcmRebdM28MzEpSGcWxTBLFjthN6z+eWjyR8O9W2iiBVGouJ1TYomjrSN4kQS58Ltqol36xQH2yhWffcjKeeFaLR9SMEHjemIRGEDFlUqneiIkkiNQG7VtN2mP1Q/V9MfBekMTNPog31f0H6NhXr0QWTbJoTR9qdvLcnTxac+fvpj+univ8fF//UZGX9wEp8e/n870/H08NcevuHBfe19TEDHB641PdHiy+TgFyLa0t/3wC55e/+EgDZGOv57n5Cc/kzQT4hWyrsf2RXg3tax73iE5/DpWj3t49O1+lDX6h//+vMvf/35H//x5S9PD+vpYX1OC/JpPSy3/7O/eYs9SMpYNI7nfBQ7XA50CS/nMJMQO6UZTRG/o/oj7HQDCchIbNRmoa9S6QUOYk64/lX32XxFmTwiL4kZRqoA+R5/Rjh/RgoJJfj+TKSJwRkf/psvULGGk0ePyArws8+uhjfy8UdgcGXVzCJ2F/16+xOuAu0gdiuTNtnbH5FK5CmYJ5hK2+9+RCayPM5kLHsSlyYWJcG+Z2k32fizXvJLap3GYdPmz3d6x/dtmOdl4RMd9c/LwjsuC9++/fiX5y3heUv4nKbj094SHvcbhTUI09GCDV4WfY6yxlEW5lRUYhTpkRixsLSSwHhTX3okhN0il7/9Y+GDbYqQEr3XC8UBVjkX5LCHVL7hFLpccdtPe4j+DubzW4zKRT48Z0Yg+EziYf1CrSFEUiERxpwyh0HUzjCI3hi90akYfxfPooJATwRH+xq6X9PgscaMV4T1GgyxEf/JLuKANE09kzCf0IYh14Xo7AzMxyi2drAAmNFO74FWmi9erEIkvi6Jefk3y4E7IQ82ldtFePbd/TaVdY6U2hx+j9iQ7d7BfN1B8RaDkKkx2Tlt3xwXmCep1YxYsy117CSqbjgWRnWu50UorCpY+t8DDsRkFQq1XjifHxc/cMGih9xQ/uIzbJsSjaiAgyKKuvKQDxCVgyAMV5QGFvTZdmWHVbizB0InQuOib6nBxspzbbtdVIX1cFoi02bbTlXfWIW/9SzRUISFROTpjcO2d2IEPM32sIuGzjFcTNKD6+p5cX16n395Xlzfe3H9+s9f//bt19cPfl5fn9fXz2ZAPu311YX69esP9jdvYUTRqAK/dj/6hU5c70RQ17QW8/AQTNPAJPsL5qteFGtjMOBzFSv7Plunim5j7Ex8lc2db5SARuIKFFZiPyt+rIYrVB+Zk8kkw6I5+B5DQbWhFNS715t/JvFkYVWjfm9X5DadP/vrSjoZmIp0eyNRTgWinApcAivEhwtavZqJeXpX7UZuXLtAj05k88ajF5JwQWg7r+R3b61v3+KXM4PkfUbRMI0dQzWW492wbMYgwN4SBnH0vuV+eMGB2WBdy3QhX6/A9OZkg0LBfhAnGY53qiD3MbFEnGj/4B1ACHuQa6gMDurbXlTmkRa+OOSVC8bXGHcpLsAQ+TPkXVpLOQYlOVfhwDbqwLUTga7ZErMg1v/IXNbbyOa5MFdoJIklhSEo8CYEyh5WhawUnA9ZUB72iuy9OVWtHICuYS+C3lktExcqvAkdL/RC9gcW/0jAM8/LcuQYxgCgcH3jWLRKeq0iBYFKqVK7hZJ7YVkcJJEWVHKUNlS4skqgloOqYADIq7iExiH7Sld6G2kMQwmzJzHmlsDC0kIoDJ0IiTgod3K3+VBIVh+ZMOUIQlJQyzfpabrPZHUYMBBW00VINhJfbSxGnXEcaVFpz4bJctCF0ogyV2K5U8sdHWlzyHqLVIN4wT+5eS4NLEXa9nwAa3VxfHxApuOHHE5De3+eZRSY2Fmpl4LdHuN726YIsFGkYJVInfXXT95ihTUqFJTzIHP2rAUgiwP60J3Sd3pdLx5CpaLFipV8Ek0P80jn9hQp2DTDx378kksUbxeMEBmulkmCNio93+18FD27TP4E+U/EPaOxSInGQvRD8WiP24EW5r3YDhvsxc68iSwsPqmrPkKd/UKONxNZqxBmhnkNrlGkseYzo+VKibhgdnHlAGMhnMC4Nrd1MZ8RoYjsOCN91Piq3cgkOyJij0Q5vm0aDIBfbNM/IEP6jM3+PtifIrTyjM2+Izb7159/+LdfXz/2GZd9xmU/m/H4vHFZV8KPP9rfvNunVW92A+1bFsIIlW+D3ntiDfc5kwx88Inu574aRbBIbbcBLCNKMQgrNAqljBUmMuUv3jgupSZ+YdARZ/luBreEi+hixzCrzyPyqtiIpOLmJjqM8RLTdufwb2OPMQI7RZFn2l+8b7iEBmMeb5fEB/h1zp2jx7fItzzCkr+Zfs8jFr5R3H4nWsG4iWk7jQpFFj3R64tB6PNLqX3jwGww9G2PrmPIwgdiEJd1m6EXpu1uLLr6PCMKH1WKcuQCTJvdKRRP2y5QGFvcOfyn14/TG80d4rhO6VgE1NjZdRHwPmgnKd4ui+f14+lBPK8f/0XXj1/++m8//uV5+3jePj6n7fi0t483FDUEI9f3etiXtBI4FZlXRMULMh2cbil+iBTgrsQ7vuvAgNe9g7kX4dTGEqdRFXcswTcqxe/qRlhckQJJWcrtYi5RLnpUJBoogV7MzEk4Hj3M0EiiXHwZGgthfZx2IlxMiIBkwNkWuT4S91bwi+lEG7+n+cEVrFmgydwLR9hqYcQkuZ5UCaguSW4s2ZBdOFc4lYsHSYwHA3MwoB8U1RQ1rooJW5tSHZAG2iKzoo1m1I7ND0zXlQAW8M6wy+9R+qYRPkQSIhXHMlA2TRINbo5REfgAZizKoAgwKYumi3ZczC8uLtG9YCdCWYikRuaq3TcJdMETgmkPKFxkvjFpImn6uRhW8I4lB72pqhof4ynnvNcB4Zqy3LcGEOHns7GZ3QYGT4wWggDCBWQotEayeXKra7iy20Al3fWi5Be610cSlj4teoPKQGJYeRZBABe7Y7K9RNYdilEUtnMHKnQaLAujqcPeqo5UqWNgSIfcekM4f4IcC/NxlJom2FrbkYcr6mIq5YyrAbvQuQJEiDnmEEV9aAQEygsGJRpFRuSDsb5uR6jgIPi0qG3KpH6YM5E5F89VMKKHiYdWb6QmKunnPj0uCqPwqicDJ0EYCh86VgbvQUOKxyA4FKIGsr5igj7HnshzBMouSohBz221klBhYxpsOUEDLJ9gxDfVMFfwt7lCU6F32otCspF+2+IY+Ny5O/B0CPoFqrBSlsVUGtC2XOZUTKWc16YX4eUiCu3xjPL1ZY74MOff6EMqemaMPpj1Mc6WqH7ICPBlKivzvazAnNtGQYFZrxBQMx+Z5HkFlYOBaGlDlINA1fIS/YLVprIO0f/yxM/eryKdheyaHMbzgmfpOM7G5jph0FdQQOgyeAa+yBJs1Ie+qK4LTkXC1WUgJJJ436gaLeFdFHYNzhOkVep10wKTZfA+QdtIYH5b9GjkfdfVpCuiMpy0eeC+ZO8pkp0I9q4w8FCN7MRuwbATgYeihgUSXlYS5SM2Fy6i87TNbIIJkdLlDI6kL2ysfG4rkveAsNqYWex3O8xRUlUsWoHN4bNRJj66sFnDOvciU8DNsZNCXXQCzaVgrVHZXTQbGo5DXV4sYuXdETOBBXdyA+iEVIxQApMBxlLcvwAYSykIMe5nhp1HhjkLni+DoZA4sIe0jOyiuRMmNzOSPa6BrJV48OhQi1Xz2IlCWVQx2vMMpmiqd5wPMQBY5r45OIQ7b5nAmzL4HY8OWRVzQ7GZFywRF7+csNbNE9ZanIyxb41LhGBBr7Gm214EEh2WnqE4iviWeNnbHQ80mlk9/d+MIzDPGe548nDuhbiSpBZvoYgGBZtwXeQL/os8Dp/bYEpg3Lkp7dKQTnnB43wzkFjEJNaJwO9EHXIV0ekdOzHQ6icMaaRlEfRaEnSpkF+z3b7nQAOR1mYaBvZ2oz2pRy8y3RqlDWMAe9tiWRjQv7n4kFbJ1nZxlHYcCrPjrMmaW29ZFRjyDCq3bRH4mNqX4hO8NXlLzDF8gbCwm3K9Rai3XIMH287A9EaNZRrnLOJB1i/mo3soDLxCFqNM+h5wxrFIngqo9rzhlc9NAIOyqCWLqfDalEgp9kIiDLgstkOdjMXWFulQR6F07ETJZDeFJ4K2ab3QZrqQsBE/L+AlSMJTiyIVrbuyvWg4FIXZUkTqlU6yngiNI21zshMpSCFlVvEO0W5mT4FTWYgefd6e2cHZtlKdm6zUybWQpUJnSAoa9h696IR+CUJzjxd0VyG8wVJSTrfDGAvF2+iMOM6QeMa9S1FexohhSHOq29CI6lYyE9O9bR9S2I6j8ueEdDWBS2fFxgV0RTpSBlMPkqO4Qkp6GRk9yDx0ZqucPFQMkYmNK9MtlUpg+FIxt/yobRiok6EgDqRtUinkG/zCLZNfDzgWhUGPadtSNCGhEGmOeP+0jOQKMg+ZmkiZXRMBAoaydrgcsGqlje0FpUT8IsaSZNOheWmBIqdSDtgxARsyLs7NW+ADOKYVtd3mzKEW396GB7Ak0HBZbFbIU1Ik6QVnZALcykMtjS1tjVSNJ6VjHnux/TplgaVajPIRK289br5VoAlRO648cYa9aVwAM4dCc+SArOYCbnGGjRid4mbHncdeNL2zm7Aw5sqKueCMoWjA9n3ViUyd4BJmoYaist3aqJhbkp4OD522rLXankLbHZvjQ0dqWimy7+kSt/PbYRCwrdLysg4xFV018K2d4OI3SWtR7XBNdHHZScPnnbiofSumQnG4IiZ6MTrhqLA9lK5efdS2pZwkF+BVxuGKU0+LolDAR+7oZLGEMWCBWxmXIu1E5OlIhQDrEvgotCaKxtHH7c8dcaHboQhE/iZjjyOxWVKyml1v2aMPF5XcfVQsThYmguZlTWD2UUy3B3Mld94ErvoOqcaR8HUF4MlV4WxBR4du1JvHEyEUGUNgfpmQaY9K2+ru5Ck6LdlbZHjc6zuxLHP7dZSUlZ7h/ojz6JtcW5Eac79YXlwikf9iD0tAD1wnCFF0yDl/BWRiUFfgSt1g7oZjTUQ2VpvHS+gCCZktygb6C8bIpd4efU35dbzVy95zuCYcV3AbTNIk+JbxKuvYy9uJIBAhsK17vE8L/ggnJKSFqxmdkgWNfXbh2Gzv87Q7Ivn+0gfaoyGuCHADl9fIUwn36PbrBS3F5nUTSWQMNBJi8+f7w3N0WkwOXsT2cBx2YttHHjeIQHKgE6ktRkIibxib7iaxNRamYz4nU1Ex7FwkZ1cuygsm382roUza5mZi7mZzj/AAk9M2YScMeMgCVxbxcckL4EAo+60ORGJlaCnWwgXhiZVlNzHzLkROFGwDj/dicQkIOhIMKNVEL6mWxafF1UNQIRSL3U7MiLFYic7RyeG0Z0F7Roy2gsKYMyykTOvS0DdoJ0zdn5kOvIXtuxE7keICTyVAHlqY2xIPOCE5K5Oa11WIIXo58h1t0bqgediJIIjyomqV4uhFIJoH2XxUcyZgJKR50CjV7YQML00nxF1kFT2hMCQoSXa7NIpLy9/NWXIk4kGJf0+1XtJGFlM8T1wVRSVphrVaEjiFQDdBQRURD4rkYXFNNCaESZlcXbHkC+gm3gLlbQF3aEwUHBB/D4MDe0YDrXboC4SSjAMC1XeMx7kTEiJ0uCqFB4gK7xzv0DAM8B0mZjOZBBkTMA/2ohWi0xcjRMtysx1krGJbMIvtwUaUIth6hif5Ds2hk9wwqo010RWvMxZmWFSF7jAW7IVkrJEQv5pY0LATmeC8Es0egb3Ri7ggTBJoVsIZEUgHVXEzIkW+EU2mGDBkCYp9gUKVHycq8sLoA6Esr2i4xZcjL7NTzEiWzxwWsyfqCUmYaIfURmApOTQZi9pIoWLfNVO7LflRDHP7oYNsNkjlI0yKO+ge6KluQHz1udMvn4iBEsnGoWezqyng0tzuNQWNhTNQgOEVjZv+XS9iJwJA7x3dBS30erhmmbgpxS+nizljtJ/M8NTHT1/C9yz/fU/576+//uO1wvdZ//us//10xuPT1v+mn76WsyN+T/VZQcg4+fgy4UI/seh+7xN7VDHcP7JHQgCu0ZHAGR8hdTYBbc5WzFXH/HyRXTwib8mTR6RUCZ6oHm7v+ITXCNXrI2WkeR7uV+0QLlk/kgLENlDKFhfLdzwhaYHJ1Av+Hqe+DuzMzSNKCj0mJR03sgf7JT7qhDgTZdguCN8dCALAG/mRWAOUx0Fl2HaNGXUgjz0iiIYRVhxmK09mSNLwPb3tJc2Ez777ER6wJ1fQ87x/13n/vCy857LwH9tW+pe/PG8Lz9vC57Qen/a24PZ/9jfvNaQ6EkFKZfz9MPMD2nLtjozf++4HqEtTKdNOj/v5+zwNwVsf0Hdejxl1iR54ekpPW/f0lP6rPKVfv/3jX7/+89///penr/T0lT6n/fi0vtIP4cd+RoXd+krZcAa9ugKxrdK/uRJhhxRSI5W4pH9JI8YzO4OAFjPgIwQdOK8bPGEhBmClDaqmASm7qHG6KICXiqOGOWiN2d2hZkz1ifIiNJaudH5AIUbVoFMwqun/SNuP2sW0wGhIEv+AsCoo2hQeG+gm1S04xwV4gp1ELoBSj97e9aIkVWU3NU4IKROoGDESJMM+cPRCuFAAhSvF4fNaRFFtCudOCKU4DoVUvmEdiU8XHEehEBfAXusz74XApqncawR7DR45IiGBFDMguWMSADTAVZKM2Bzht+0PXBU7OR9s0m2ykc5dKhYjwCOSVn+MPkS3gH0KTgtLvqWK2mEnqiOMhui4oqVIwk2E6LpeF+qIAk1BIK43ldWWiIzgKlK6gshsIXchxGVdVFuLgcGab1nQJO8lZGKIsEueVSA8gdSl9Goh0Zi5SlZqr6jke7ueEh1tNE7DMBWMSZbjYVH+nhNx+u3qZ8QPcdGLbQlgLwQtibKyUu01r+zZWVoRiOtZ0FWWD5UXZfVvDZ4LmXkFNTyv9pJ1iOVF3iKEzaBSYU+KjIHd2pAJ4OJEnwUbUkDfUCp5/fwzpL4DPkPqwMDgCXsFHEAiO0E1UpsRRH4JwaLPax+2H0eOYy8imAhKCxen4GYrqQA8jwoCS3E8r33wyTFSUTh8EZPGs7lLTiJl1LbvPVh+7+rCKRGiP7S6UjRO9CvFbOjjWedZqThX2l47n9IC0xxIyWMXk8SVTTQbIpWLO/xCOHqvEZ9T7NVIWrBy1BCQN3ZCS+7UeDgQlUn2RBB8XrMmqj7kLSeSghUPi8hXCpPsCcUiqX3WhT69ZGnR1vnN1iEZ+mnzj83BlcaWoGO4A2wlnhHA5w1+MuTPCOAfHAH8//758+vXPuN/z/jfZ7Menzb+97V+cz+dgjW38b8eMf63XSDmvAw7CQspaFxo25vgz+FLdE+s8D4krZexV66pd5mkogYcmiS88Ej3lDIJue+kWuhgFmVBUTqCvhA7SOKfY8yr6ZCqp62iCOPiIyXR4FYl+W64Q5q2Wzc3UTy2MJN0MdSB/uJ9I8aSmcpG9DvmDPWZaJZaIpXNXYOSCKcKRViEVQ8ZtcXRXlC9yx0HSb1FpQHjPJ2lXSR5DQMhFDLo4tLeePdezV/aTz98eWyvBg2nvw6xX9VI9aYBphHTTKS5syt0IMWfXJSRIS5ysbFcN+eLY/vHxL0uUKGvXCqJJrYw2bnITZLajRtX5dttUrHkWZroMiisPRR0imS3QlD2RCtHMI+Si7uITGBe0cYnmnG8h0U2GNLWsQ99TvgUfKW9Kh1HLpmdZRq6EKJSiYyQWR55GJ2MvOJyTkZ9akRcmKg2WAs1PiBRNWWwMjrjAwaB6m0vKvOth6p8lGZeOYlUSL9oM3lUih/Rb7lSzGGGBqZl28WWKDydURsiCXU+nKcpHVyPt324SOlthzUSku6hSQzUp4tAfVSze4oPzKMUMRI1nIS7sBZfjDUS2rSEsyG0pVh2LQ7IPLnZI4WmvQt0oktQj0QySruQRGhMJl3dQldrl+qgUmNHii+nI2EM4kXgSnOINpcGZ8e7z7Iff/jJ/fSD/c37s0y53cblfLpAlWPRkB1lYs24ouHqRYOo4xwLxPu0CwfM+iCZSyJzLo1mRcLXGWzWzldNmh2O+HLlqFwnTzDULsXrmDzZJX2QqVZSOEQxWokXYD9WFonvTr0QfhUW7UhcfR0zUWDtpyl6fLoXb4+yQBwJu+I7kncI6RbGVqWIHZWzhTcBd2v0L/P04ra+GkaZeyJZgtOaH+F2Ffw4OtFMCDZe7o1nWPUZGJkM+TOs+oeGVX/+9rcff/r27cfXD35GVp+R1c9mQD5tZPVxzWrRuYOybSG5ntD/8xOCUwyzJzbXJIR3P+JG7OvRfr35CXGsFqRb+ozlNfLg30vwosDdTyKDGEBEXj7v+lJoqxF1/w4Rwh5coFqFdiihL+kDa6/5CCgxrIzOGOITnquFEyz4AgxipMZBDHG7sePbqJNCWHEEQpW2hUJYYObRcCGfFxzdz+THkbZ6p45CzIkE8GajZ3/7sZUqtN31nU/I2p5TuZlnlAi0k46csH8hn5wXdXpc24UETmR5pzlHbrrgLBbJQLw2VkK77asbIwrboUDyVD7Oi+A6WgVRlV2Aihsz+95I1KBO+q40ykvb4S1T2uZiAQIMRjivzTVEbUN4m1DXkZ5VaUR97ZU1/3rw7G8/tlIFw9nftrivHlkcKFcde/sjq7ORd93bn1h168p8vP0R7teTMu7pQT+v4B95Bf/n355ljQ9O4vPy/d/OdHzay7f/llz90f7mLWGcVL/B7VsIz+d58dg5mZA8lWJIW4ErzF6CB26e5J1Ig6guKL+KUet59BEjDvXaJAoMc3B+5TTnnl8moQhVtVWpo8qyaDWwwk8d2ux3jrUI2aPWkdHM0Tq5xnVA26+TIJnq456gS3MQlzBEX2nrULXetqgQNiRZVBTukNFvkPuW695klwtleztPO69X5N9rQyHvwSekcup8eongzkIj1Kuaj4L9HAOIeiV1ThGjIUFDQQBeCKXNa313iYyL2rmIvaiZZRVFPRgXSlMGc52isCie2/P7BNQw2LsRIYoX0lyFtQJcIr0CX0DPAze7p6sTG7YZKWCICop4bN0IhqyujCk+YuSXjiWej0Vzm0c1dVIjBNhJmlf0p0lgKjma5L1GBVne05L8v6gy9uhF6lraPFBvjtE42RHSYI+7YCfiimo+Ju5E6CRfI1gPREfJUAQcCtHJJG0nt9DQ2UESWL0bI9cmivWivZ8J1RmscvGDB6LET8rZzvEjVwQFxAyfCxMUZCPW4bWTpBwnGxWHz/eF6rb8OkpNX0onSBSOJDWMEM44GTudKyJMNJelksAS7araX3AotkOL7HeMVIsubYguk064xdZOCkceEAmDhDQ4DazNFGwLQnPF3ergbsiptNCEEsVjLPh1/qIXgSWCe2e033f4d6GqiOajy3kvdMT4cVBpLo2tG9tuzmCqXw8X1uBNp4gooAIz7eJEEEA3bGOReZ7EIk2d5qNPBIVTPTYdtuT2wScSxQhFi3caP26adxm10UNMaGxAF18QT5g9o20Tl6CKuNZCNcQXcrSl7oIYEATejSs/JVK02dG72IkKlggTjwX8VRk4N7egYljQdoVCIDPvh2Sqjl3nIuJcSUlO1LjmqmGS/cCj2BWyn65caCY3quiW2xpVV5QGDC8wdAKcfdMq3X2Ftz+ClNaL/Sbf/NYn0tqV/AAcavI/hdNv3gUKxB8cxUe3HSIEplO8/khKIQjUaieOy5T6kXqKcEWFZG/jZBjTdm9252HkR7hiqlLZlgjFc8VUpFol8+snJXRy5txcElGqsTqMXIqNULyCYccc+86Vgkdwz6SRKbz0c3YeH4mdJzm+xu0FWuiMuEL5crlEk0vkhsrv9V1cqGZgBrvHcDuJlusIaMcjoV0FaE81Ez3QrWBvw0BF68CRzsPneR0ZVMboxdaGbq3YByJvacbbGgupLOAG8usomifbAotY9onFsRAhL6r/Szohwy6HBQpakn0BQ0etamXiSKo3plUopI5mXviWTtTCsPSqtEXaiQsB96KqxUoslC/ENT/eSn9t2//TJN9a6aiqXiYzO0vMNsXEHE+EAJF2Doo2sk4yQINQzCCAiC7EFw4ECkMTYdqHGPdtlCnxLcVwg2g5UFAU/aguY90/CZegpLKwDs0F4PfAL8JFthEkGfrsGVQkV21Y2n47MxHysLlHaWpqZGVj9aJsL4rM2hCf10/koWhUlbQzWM2P+21QSfi8OVaXFtYiNDUuE75fignJ4IWwKAmSOBLORzTxyBHVIUq5baVQLEFK4xAII23AsPQn4iV3NXD0aQqU2+ImNwrSx9h21OugUHLQCIzJXhDKr19WgWaazAtEUV+BHWU/k+isqpOYPc6hTqFHIshe1Wp43eMNNFVYuz1TVEZEjTL0QpzkAAt737xUPVPUTI9e+ONwuoV4XRxfjXmiYguUBJJNjuRhghLEKOM+I/NeNPatRC+GiDyLU361scnTxSZPpA0ti3NOWHVJz7f54zQj3oz+2OaB+URDIdsvbU980hNk8MQn/WH4pP/18z+eAKUHZ/EJUPpvZzs+LUDppy/f2pfTAX8LUBK36GzNhPzi1J0LxgwsM95de/RcTZu9kcENQJgeiXZJ6T1uU1HtotZEyQUs4RHeTV2hKgIJNiEtQV8VUzSmWJU44CCOiNx29MG+b8TyM5ObrsfBvnA48IWwClfjsPlzFSfDzE+8Ww/vXp6llFoeoho6ZXkPxzeviAnkw6hWIwxHVV3o/AIedMyZWGf3Ry/S3XPWcyGzJjCXRECwE0IhhOH5EKALEilG97mP8N5tF+qo89cuVNKlF1FLTNfKhQ8Xh2D1OvZC6TDuAqQuEum5RL7xipmC515sQ88pv8axydSAihiOO4lqwAVd7o1zZjdfiDc4XSDOJLI7DJjJ+iFWYB8qCqqmI+dwG9kNA2FgQ08IIZE25KLZU9fQic1o0UWsx+PaeHspLRpwMyspQv4zGjJ7zTVpBaCFATnINcVUp4izKJKwADSUBfkwVkBoVUY08DCB/uD0uYGPOV1rxyNtnloKrtAFfieKQpCEZz0Qny84xkx4fgDPMGGN4I6OaTmhMPGT1K6AsPziiSu8qseASeIwtRjVjAGT7dcxLS5gvQyrYhcdWWQdPKEaLqOirTCkwCdyBQTkggWfIS6K4gTbizFDt0BjRN37ZvgSgQp2KCbFWDyj2jZDS6MXXybdlkiNg3TG4gkJGYPcXgurDZHoOJb8AOZ7hXcc0ar74sfgudKYq48SEHgyMwSCBwf8cU2LbKPQ/yWYLZ+UCM/CMbEANJooq8IxVVN7OBUrhjYpMKehjIUSrwKfQc8mugv0WqY+SGhwAcbM6kkFbYse++Bo2QrOHkV+BNg9UPxR2+ZwcAEN4eEs6JvDS1I4TOfp8IFqJKQNSRSj5kfueuE8Jeo6p4U6U7/KbyM5mtC8Uuq394W8QWf+wq0J+fIuuiCpSXQ098IF5FAsq7Ly7ZNR60igQgFXhI8kLCC3aocWOFXOCWnbDarLI3+wPDIvuJD9S7CuzS8kJs4aiDBL2CaRO0yQpAkmUFyIMgkrSZYAC22cO7KDt8YoKKHB6Lj6z2qMPDEfS+l1hZNXzjyUMwpayX47fI4OMLFQJKwRlWHVzjulKnIheSlpO7vpMHzbNDQ4eXOZ846KGAtuGW9TUFHbCAk5AHeWsBntlzjefQo/MyGBY6OnYzfedjuzepTRJtNtFsj4O/+CZtcZB2yAhQIQ6PImA7St84v8vUiakHFIidwzb3hYbbcRpSPAp+HGmeMiTbwWn7jOfzsr6nyVpEKU2t6g9BS776jUJ1rqU4OaR65g8aDnsYxd4pAkwxqBnE6IghEHMXj+Eczg1Ki4J4Ddn3lPzQAtfm9KAX1dtHEer98Cm5pHL4R0x8EJL0AWqoLcRogWTmvsZ+RGN1/Tduek+8S3i6jUnpqa9oT8OL3xeFaUxMBaJPVbbm6+TqOFOuKLbHaIhAjbZcwwMJgvFo5whGLHt0WCwZ+oPLN3vr9MMwQOvBHa0qoPRu/ECxZb6VkF14BX35OX8pk4mg35M+n8Byad/+8vX7/++vqtz6TzM+n82WzH5006PwyxlLTO8C9+b9o8k3klslAvYKy5c1R996Uw0WlFE4YTUoh3fS+hn0V5GxWTr7NIkhJphF92L3D9ES+2UIy8XxCDey2oGlnigvLHs8L7EvDu6VNdkfa5EQA/pVQxiRdLv0Rosoymlr7oVT9Ob3GSRsAc3jLGHhmsvF1yMUIhM19h1UjYmnU3PUPYc3/D7UkAt1BNKtGl+RoSDDxhQsNFomW7hDSIWMg1ihRlXaOKKdHOmNUJhUxrX9Pst5cnY5PGHcTT5XWvg7mIr2HN907MgLD5NjVkaHicWofXpu3DpkQXzSFPRYizvxdCG+T+9AsAtAwKVugLKJoluY3Uj9fJdAS3DSQiFlQR+OZDPRrlXc56xnMK3pZso3kiOVTOoshpQMlRO1EDq67Vjhoq9hriiHczOl0S22WeloRfJINkLIl/xVGhk9S14X6UR6nmq2rydWyJfkRkr4deymKAPkWAFnM7YuSs/9MslQDJgr2+4II3BvejoBw6Bmx9RcjSLJi0/SoEk+Tlc1dASh2IhqBkIiW5FB6pmaLfEZWtd4nv2Um0bTliSQqLGvLTMjdp0IShkNo0IzKOsUQKaPIl2PHgSKJvKrBe9GA+fiAs86C6DiwHxAAaDVNViZZGgCZYOSs1zOgJCK4jT2AZAvAaR/Or3ydFBwvEILNT90KWRziGIF+4FyzD4HdHpVNCZjJTt7/3qZ+xpd/H+VPcD5+xpffElv792z/+/strAOkZXnqGlz6d+fi04aVvP0pOy/7mfXjJII+O7veVHmpm4eDstdAhUtNwD/S31atppgvjTpMXBd72fQNPoTXTFstPQZbEgnrZE7u/Nt1d2TPXmMsHooacbfvN8/tG9yOH2XJdJF1PL7SVuBQ0u4CYpc5q1naG4u2KeH8ENH2NZw9wtkShriHFsCKA2lzvCDeIzedE0I9pGktUf/uEBOCpyQsdZ/u+AYrwrI4jkheI5dzu/hE6Ibdc6IM23cb0Gi9Rka6FG4ht+83z+0b3FalmybgWVQ32hSNF3gmWf5ro8QFFMYnhYobi7Yr4M3kQJHQKKNmUV9Fu50kvVu5KneI7gZk6U6ZhEboXvBymARO+vek1rX8y8X6ibyWBGXkdlSoErp8X3d/pTq1exVgNaoeqspwjWgW513cMEMWLwKdQ/szHYes66kj1hoRxQrRQMfOwrWREZXpDQmDBjbMolfx2gWCobwuQs9D+tItgaAgwePUC0E+RUOeosk+SD2c0/1WsBjHOJ1muURfgSGhH6j8KHINCuJBgd0sg8Ewqckm3CZ0wKrb/aX6IqNFF+ZcI3jrWB0hap0wnQw7rjCMhYvXEz145aiUVLshC7Asrk3sPJFsY6ywq7H58XwWKGC4WqpEe6ZM8zfdYU+F/Dac5nFlT6JBQu/dF1s2/YLC8OyohlNVaIMwsP47YKWHpITqtpTJ9aERTIxrSpEMuyHFEcEXDXTPyVpW80j1OPvfOi+ooqEH12jYMUiK4vxD0UxGhlC4RW05ZUfYEU7ViLCry357MnvmCcO6E8C1zOitCEJEtajqHPoP3qxIpIVKjNOiFOvVmUSlg7hwupF0OGyuV14OXA1cqG0/Ilo1fZcKxLk6yAChov33p0jdgKnGxzhntmfQMw9c5apZ4GFXHMgI9r2CRsmNxLCpLp58s3zAKnch4pY2SGJttd5Mg+h78hoxucUdO+daqIml0cegSPsGXzwjXZMifAfI/MkD+83/86z+/vn7sMzz+DI9/NuPxacPj7sdQzkWD97FHrVo+Rk2VxO4c8JRJtbdUiuuYphF7tCplI/boNXpsYo9zD9K+b7jQjtSLd61U4rpxxJgpDjn0QZtuw+PqdCp3eaAaPNt29MG+b8QeAwNoclz4sKcXjthjZPkQO9HjAyIV/Z5mKN6uiD8TILxdWML5LEkO4WsMC9KHVFWFQ7JymegQqkiukfJ3GmQhUf9oHjfaCxuxGJvLcjsz3ezYYroqd6ZFz2lR1GzfN0J3VQ8Rs8wwYLPTKMASbY04ObRptktgGKRKy8Ft3bYNZqxGEKG93vFil8xVj04vPEa0Ztb0M/p1A2tutuXIP1W6YiXXX+YDoZdnyxCG8RsjHnB03ntC2wmbPobOZFfM1G7sTx9zE16WjGIY8OsX2kQtkYUTEByGPiV+jplQARPneRrSX1DLSGAAIX7JXxTfBlYakggIkky4cJwJt+s4UvVizP2C9si9QCckTocKbIGIl1Jf7aTimXgpF6riFEQcFfpHz+EKn1hv0PkVG3Dik1eIfnAYtsmgwI2jCKDwwCOtv5Q51/lIbLOPXfCRo0e9Ei2yEMYQlLwkZtsTXYI5hrN0zcYbCHLHXgjPCQUAqxbajl4U8oP8InS0zRZp4XVVK1M2HRWRtTHIjunPbeRRzG09G75EIsQXUgoqSzd6AZoHjkQDLxdqTH/uybF5QlxsGY5FdqRoZY4jLS8w0iQjGpmQDkcwDWcBn6s+oAqJLC6szZAz2GNstcULbcLOoheuLzR1PJYY7QU2sChD0b0/7GxlkcHAErpised5ouBYLMIXEvaSNkY3GxqqcWz0F1gPcY5MEOhywqxvM+R5ZmOQanJO5BXHXEmjQVIo8wS4bIwCFkKgRRhf3lU7SWtRZT/04GqUqNgZ9RYcTResEaJ7iovSynGarJ3H2fCGOs+A5MP8zrj9OpFVqZSRdqISf6LoKvK6jHRZEgXBhYJpvpBuy0Z4aRiJpgm6sTAjiyxtSyDi7sgYN79aFnhl21mFsBeNFR/latfAJd6hJtiLGrAMEHshRJ+Yv9q8yo53A3v9OnpRiwoOGneaxoJ78UTBUx8/fZzuGeR/R5D/37/8/NfXb33G+J8x/s9mOz5tjP+nn3769tNprO72qQ8qHj8CP3mK1RNpXqxMD34qHpmksBnokUMAQmt8JCNTrnTso4FZP2z/vn57bKQ6Egju7tyEvU84vML5EQlRnusmv+OzkW1CRe4efETYCcN51gX8NKvrF4D+uI/pW2bVrzJiyKaXM+zIj6j3SPEsRjybwmWHkICR5XZpf1yxvSIXXFf60hHdT3zDzYZfcwTQmO16D2dOwrnCEXled7HOo7n6hFJGeqZfc8yh5024dYRpAoOhTduNXan6O2pXZrMj6xgF1IOfSlPHFskURQfZPHwkKfzu9RGBhM+QqN+xwdi+eCkO+uCj4UuJMTwmqfF2uyKadB2+IaK6MdpIGFlZJZO/FwPp8PQJiwCDZEmQolOIJTFXYdt0eQcN0QZd8gRsjGVai77/NhAxCKh2aknsQyqg3Alffjo2hi3xF7GqTCj3P+JYfSLzPrXj/by0v+PS/ssv/3L83fPW/ry1fzrj8Wlv7fFL/eHbD/Y378X4IuHrW4YyZfBILx4JcQr8Tz6TGBY9wh4Lc+YLwobqwr0meBSI0Emiee831U24hdCE+EioeyACWXgF21MmmMAIhUE9WX2u4Tc1LKcBz1bI5uEqP+jA7sALsVF2VAAUOHri21E+ToqJEBkmkmM4erRSPqC+7esXn74+snQlQziKrI6PLlPJDlHIwzt4zauB7KrOYUpwiHktMKTKFaqBTyEROEkk3ua13zuA5dwHCaOgLpz3iYpDo6VtG7k8p7erkeKt00ocSWLX8w0r1GVW2A6USf+hco8QO5JkTqLCaCGbhF6nvuARFW15KiftXWVE4sVyMkEUlAy5DKLQuvuAi4//mt3pUL4NRvmm2dpjB+cFTamo84TzqHQWAhM10Io4s+YoLSuxEgRw7JpXsyjNtqaRtlJ0RBZVmZm0CSXTPepFzcuxNlS4JREFtCskIgqoJRTqeH9oMcZv4SGzJrPZ8RLkjujv3bCILg5iQFSy70SziAXsQqaBkAPRTWqw1dbF/9vlCoyUwDNJfdQjcrFW0gnzLqnVGnGRIeZ0bd1DQV5NYTac46cF6IQRVuFDIOKXmOmc3MuBEVaWCiHbBeixQPmJTYTtKMAMKjbeBq8X7AUDqnzr6gyPAwpr3p/RmecFazbkz+jMnxCdcf/Hrz//z2eU5sHpfEZp/tsZkU8bpUmltZ9OHtXtVVcE6E/d2W91k/yZFE+iiv3ikc1lQIZph2xgqHHu0VXlR94/Tv7Ll81Nf2ScTnV2hyPZXqahFRI6WzzxB43sR/hiP/x0vm/9Vw7TQ2sDOc47Vo79AcO0XWTqH7WapPw1QGjUlZcJOEkqJFACIdeXD759Jl+//vhQql4qYKp/07QJQiFC+OEjrNPzdvJ0LN7lWDxvJx9wO/l/vvztX37555P+/MEJfd5P/tuZkc97P/n6xZ/Tkvf8LiZh+Nr9hFA69hpAUEUklOeCKhLqxBrgHhWQF6nJyjMjz4SUHTpIWoQQMJODiZPIGt3FaQWmoYTBsjqfIpWml4QMqaPlLmKdCwJsBdyH7Ji2bQTaHbGjSvQfq9KFqnIuqnV64ciKJxoFyYpXGAWhfERSbqlDxcxeWYkySdYN8w2br0p02IXIHaPoQUPGYSfvgMJ4XsR/KiXN5hIDa5IkYeaI8Z1LA9kmZc2SUJi2Kc+j0+uLTZUSaiK9TNAep58+5rxBWQf3O3KhaM8XbAvM1SkrigQHa9Ipjto257vfmS6R52hb65gNsm2/mUQzkonvypfQiTwH3O9J9fPg0RNXOW5kJRDiCOSnt21KMeqJJGKXZkTLmAIkIREWZH778G7Lgjno1MlgPgZZr4UmFsn9m8k5j5xno1k3bddhh5jx8OJHLlEhBK8Jg3lCCUrCBRtFI+sjyb6BTIl3w4eaZOa3j8lcUVadOmnK3Nk+NGLykqXpEVXVC7EFXFipqSCfMgc8bOaEdZnoBrpX3dvIbR9s5k4//aiZO/Vx9FtJfrXflRb8x5k5EfBEWysoOpRMMG0fbOV8NdC4R82c3/yXjpNetKxK+TYa0Tt8lJk7/fajZu7UyWA+Bvot+opoLD7IygnTTDrf1dZWTgQI8FjZ/MWA68S0fbSRO/32o0bu1EkDUWLrYEzPBxu5e9/wGYT83bn+FNGDZxDyA4KQ/+Nff/mPX/7x+tXPGOQzBvnZrMinjUHmH798S6ffnHFMp3OKOlVkFMY0pEq8HDHIzZVN4f6REE1Y73AY/BSWetGxXZLog/PazrWQH6r5+Y7PvtLtzvGg2ru5Hg008INPPDS2HxCA++FrP5OP3sJuqsqPPfjR2zhByE5y3X7GoCGFOoAZkIjEJOP+yNB+AGT9W3tQaep7PuE7BipnhCZ8zyOdqGffPVI/fovfzpSdMyO17NDyG7axDZOxjSUhCkUGys1uWZVr+iJysrx/oGoLX9pjse9HOvTuz5ZHoIRMdtKM3nrnqoyLRz4g99Zq/vpY7q1GpSpXqzmr4HzoG8DN2t7y1pHaBhfCk3LMfDTFfyzxa/9eD4EPYt4Xbx3cRz577SFsjzxrNZ5XiGcg4k8ORHgXRsz7KhLx1y+/vX70I3EIobH/nUPq3XEIT0eV6epNHLQqGXY4T0Y8j7/njz9in8I8B/iANkd3OkS0+rio6tQnhsj4iMEqfbX+7OtjWsL62/nzfjt93k3WT4UWrjY95808qRHp7NqEn7Yd/XTnThaubExzBc5Uce5bW6jo2me0vywMI+OA49qznmBBV8ao/o7U9nH3/fzjtx8eusVGp7X1r2OSX+ZZchaSF8I5UhmhCtnthx0stJb0qnrsigi8/XDIN4XjHGc8OKdcUEsgm3Ch986a4lmN/5h6ndKxUo+vuj5CMiL+c0fx4PffnFpy+TFt+KCF6GNW5sJZKvil8CBSB7DLSKd7yMwc023YAeP1anvz6J0fULTT8UBpB+naB7qAX91Z6+NuuB/ozns/mKgQ8xDWuXygFiWCfH2gHnU1d+dfVdL9MJrAYtus+nGwsIp4caRZUvzLR3PI1p/al4dCU28e7kC1Nbj9GQtFytPR83kXSPlOyvQhgSpNxJnx0idn3gPL48/E4nkoV/Fpyi3pjdry9z9RjvPqJoSmbD7f/cS2LNK0UIfZR9/8xLJXiz+fgYfkNp7PFx1RiJhtBH4izQmkxUKU9z5BvZpCorbVD5Hn6iHSeYWNJhmY6ggDaNsGLtiT/spm7lG1qyQ8kC7wOYjmE+gLacDYz/PDviIHyGbewU8eLbdjwNplQr6BElGZ9PfMu9TgI4/HegDMu4J2ieQgr76/DfW5owd2VuLdKpitos2knG84D3zAeOQ0fghU2n6oZB5BODO3H6vgdGrT7RryAzGuyzgPsJjFSiETin3f0YWmlLtmFudoLfu6MY2swbcLugGEugaexkw3J22aLCQCjJm5iTzDnt9m1tFyJc/WkYBvT+todQbQA6vDrzZYqasHGoXsROBxhtvjJ5bvaIoY/N4nViMlF4v8trFtGF72Q+bt0SfoHfPDyMgwHetuWagTh39qq2QyXLZtm2onUqWOJbwe2NRDyeq2C6wIKzuWVLhEJBkx8YUCIKGSLdOm2y6oIKJl5Wpky/wF1pps2bbCU6FRKIsj+QJvrFe50yhEnIhKfvyFpimvhcVayuCzRlyLF6OIPKCim4kMnNJG8pNGo3R8vR5dOooL1Ufz0/ZEaKQ9WajyLJhKEQ3iNBhFbbodhTCWqT2aAx0JjYTU7PsGZJtVwP0R9pgcSgG9A+kWil/aSR7dZ41lMzfxbi3M1lI0qoGP2efkSEXlzU+s7DP36m3WNng8EVZ93G7lBfPeb35icUcLxrv73idWIxcy0ve9/Yllr3h033Ld9MLU+rbzmp9YzY7vL29zO/iBxSj4QBVPb34ioFQuPkGkpN/xxBzIetWrtz9R52IqNLhvf+BN+9+Zi/cwzAupT9coVOdd5hNSyF3gkJeDgKodNP4dsemmC13t+yjMDgO3NAqztcmeTXBCb11C2fttWucVNl3TA+P9ha5L2/dHrK8pLJEdFR4Zsel2CpJKHJkpINWjopy36qOQ6JERQx2H6pTZeudLRe5TUJG56jPp1EpOD33Dm2Fj3zDDtPm8cE97pWtCT+RWmSZ7SQjw/qacQsY9njp29mWa704XA0D7JlFZ1mYYyK2rK7dum4OKISOXOWq3LZwAzu324xnSfJISx0q8eIb04LpxSmv7vQ+QfZrYt+gihjZzgBsE04KBztbqiW11APeYhDNnT4jz+7Z3BMLQLXsVdRX93tTmMYvoKoJkV0/4iEjc7eoCVZWzcPpmNAGJVjIcd1eV+5UI1gPd9UVrAe9nolqPgedEhbiC0pzXKbZKV0QZKuTkkGgLxl0TyeSVgtWspR6X6NsOFP3e0YFOYtuhe+JTt/F4jdihyLX81WIaknLa27pF5ACwU6xdIF6SppiHeLcSZiupefTNc1kQeoQWqKh7B1/QJ3iyxzkqx+IR+/VUJatNt6N4IZvhOGSzt0HUSBKUmMIoGg4+RnHUMN/seQ+JWikKnkFUxfXqb37ivMkrFj1f0YqEv8DiUoi27rBOV/8aSQRFNDfAv9GmyRYjqgiRNUQ4jGkzQfEG63vrFTq5suTnUhL2dWZ9YmJARiHBKBTOTWwrAfNbfaFGI2NOiCDV/LB7HHMjXUfFvB86UPyKOaAXYg7oSmGpHQhqxbUHyLqQK9n6bcekhaltLx2iUGL/AziNsl4wFifbkXqAObatn+fb9tTMZUc4hXpM/vXuywV5UugJ+mZZGPDJ24LCtJxts2k5/OZEjvLmusyFXE6vC9qrwxW0bEsog5QdFdSnSnZRm26GjQaanphOVEqo2Csp+dkb+Ynkp5iV/YRr8yeuBjbT3GrkXefWROM9/rgObHnB5Rxe0qIH5m2jBxe2XbZm+AusLjApJrwSsenReX37EzST05UQSEt7W8hpDh0Nha7KcgXsuAODI8NrSObUK0DNmW2b1rnhFU1j4myphK2Qmzlytsjn4dnjKSm9TXl53L0TijjwIdxqEKMjCdpgrlE6iHH4YMaJQN9qm3RER2QsgqRBbIQ0F80hZG0K3pM4tf649iCQgykXmkUXPF9V/Kh7MIMQeLdlJdMzEAu25a9Nt4uZuasE2texCzEqeMLz+xRi0fG+5F9m/qevGIQtWDh+MXENJ27ba3S5CZEuN6XTCWh4hAyyZi5HaMOS2oXK+PFg9Nb0foWXE+kVTFwZt/1HNqAzmu9qBWegNH5iBWNzmr/+7ifeBnzbrhn1/Lyk7BeUWpniD1IhjYSYoomEO6oYciH1CJETSpvuuiDgEsyMtsiIIdNmHDR0iwVrjKfoyq6cXhe0W426cDEKTYsZNALh4HxY7hAZ9ITxZDs58WKSPb/vGAWeCF4L0x3i1Hy9jnWcKtJdPCGHzNw1N8/oR1dOim/jDsNeu7JhHXUGqm5n6gzmHuSOIcIQsom+KD6iK4De8/uOLsQXvJr3qWcuKw/BqvUcQuYuJw2NjS5Xcjl3GTPEqnY9bo4uc7hMm24XayKmT1mYBedNiqFg0FRXb2yXokHxY9Qi8gxcbBfMmQkZQMbtsl14Kaai42e6gGTGggVc2Qx0h7xSGJqV02jtJlq7Brhp9+t8DFSfzyyERGmzbR1E9KszJS6/xxnyPWhNgzk9+sU6INMd1I7p3RoLhUQTZEZC00kbmczUHAbT344VT4Gxceki62TaPhorbl83uhAZK24/70Ox4qrZetbUxfeTMu0HYcXNu4J2ibDiV9//B2DFN0/2rVhxfWSqSbx9wB+FFU+FseLZMVbctH00Vty+bizjxJ6fUZH+aKy4yNriKJi5iTzDfyBWPGSEWecCdbG8kAofxSHyNLpOaZ/CtWbb0YSVevKh03Oo01LunqTSTZMdQTiHS0H/KdcFWrpzpWrn3KF3lS6WqamY/BEBdKQvr013M+CzBiCOGdiu3LSKgydRA/u+owuBUMJCxDND5+M1sx1B0VmPcc34OLqig9YUp3H0uBAcVnmCbI/9/ABxkTx/ybvAAWaaRgeyxrcO2+OUNUCXTZ+OgX1ZMH1Cz8VpwmRsm8w5Z8cu7Gh6yywER/E022bT3uhHmNJBjSTNYvRiEgCF8fYn2ED9+fSnYVwFbklH3P/787/861uEmMSI/O4n/f5VD5CPfAQxg8dqk+3j5jchhyTTjoTLHV1ds9cktm4izOmmDj7EjAo1zPkjHHayoK+olvDYIIqzPrYHwSoGPvg6JlGx9qpgmP1PZGFIIE2RVwC7wGIk7OKTbdhWDCEpdIcY/3BKnLccOUBeZPj7mD6c3uRxAoZ1b979tUhjjyAnZIBD/pJtNcTp8ZAaVSSnpoBPTfwWOKHRodg+LoJTFQis8SeyL7x1sI1huN7zvG0c5ogIFRsJS+1ImQH5kF4mluaBFfEBDJA/NdceGuPNu6FigPl1sDeKg0rwDoateUIhRkf8PsnTikthcY8pGqQ63l8CBeBN0/AHDYfGgTmLihM/VnxaOKT2ZeY6B75Y7RjP9InCWEVbIrTcvLyZVPQRltUrry0AQAgovVxpmgaO3E+Rta1TcVJelExId6G3icoVbKh5XLZJu0w6x92dRg1qIsNYGsEcTdN4/YVDUVSFRldKnn69fZnemuH1zVEqNarOy7FOK6XAtWky9rhPPR0Lpmm8vpKkiNBCYa1KnZYZCYaPKoDe+ABZoklEpHesCY+ra1VnQyJ1ApSaEJJHLKeJetcb0WyiKtOm24td44JXg0jQix2jFOz7wliQGNbaBmFeUGPfNnZaJosig4D1rqJawyEJrKjRptsLfiKohp2ayBPs+W26UUqlIaiPB2i9R1pF+cn5GPpEYGbvK5fAmzaz1wrutUSoieVSPr0uaLcoyWU/71jLleKjsry5vqXPc0yOtSplahE4bNvsdsISm0rVaetRsK8L2i26QF6MQky0mO3cxLu1MCX08BfVnHOCDnoioSr8FfUAERJtJw+xqCgpn4nQObzbB02CRmy6Dc7XEfyzLCpU4JaZhcK+T8ML6JOlBct9zrhpU1zxVuRCSFsvmOQL6owSadwwr5IqhqNHy10HygWeoFRKjJVCpBWpEnVHiuwg9AVMz5dMpSzCKOLwABRYNPrSnnzpFNBBY1lXmoREmFhZJRRbTZ0Xr6fFGxvF5MVmLCiA3GDk0C4YGKpZB1gdGXjxbqdyQDe1rxIz25hjeaTMzQXfA+a2xAlA2+2oPjT4aUxj/+G5mZqTjVTMRUW3YIy0z5hPvhhyLsbEiPp2eKBjHhdOj8CAMZ6eEzs9mZmnzNv0pEKIYXQL2uDT20YPmq7EyRBsJxWWcouCCtLO1lVqp6QLlccLRJWdXs/v05s02h9aBNOzMv//7L3ZsiW7lST2NfWahimAwKtMZlLLengo/UBOZFNVxVsiWdVNfb3CwdzACvcIYJ/MvCS7zuZ9IIl7YgcC4xp8uQtdoCecJt+V8sROldgMoHIsrvPmB6RPK+wo8UnHvEg2BRe48sjXUZg7YDKJAfDHcV/5UgiCksGRPF0VcPL5RN6juI1oY+HU/tv2QOZS7fXWML88hsAJfB3oITkdgiRJv+dADs4LzjS4ESrqGGSXRCTbvu/x6AWhVKEaTV55JjjTd32Y24HVCXM6cG4MnMbSqXSRxW2kvMeRwrRB6yMFOp+Bu1BF1jtcMB1Ew+ceRq+4C+nx4DNnSt25EvyYivn+wydsfCqaUt4xikFqnMPYk+Nq4nx3WEJd9ipR6YZNFNBmFxc2JCMcYA27OOTHDgxPn8snBopxBk7LDuSJnRwIeuD490nO5TkaOCqlBg4bRhPatg4rVZttmLzmiHCLHuxaZBM3cR9a1ItPqaiEElVS8qPpZtQ85xHe/oRM5bygS98Yp8dYW32LJ3RgvUTlYFxwVM622TACHWPBCQGbX4mHn14XRrek9PX4PNagOBZ/0eXFTHij6dmZkifm1bKBtcyCYF2l9jVJsLpV0PGCPpwVTuwcgyzkPkrS4lckLcjs8MyjIC1QD9CmHIq9hvTxaFACwjLlEMMPE5dC4hQDPYEI//bmJ8gm3JfjkkVgJuSLswacB+ynuw8aopXwSm+6XRyGyjKMRSb16KbNWIWJTrvkJOsX04JF6fQ6sz7ZZ2tVPZznvgiVZ41wLkvi8/C8xjxk5SWwq8JczUxPmaUIJfTajNsulB7in5cxRylmOGwf9lyjuI0hLuQKGp0BD8J2UVi5XWi+hxFKG13gSmYwDD9/KR0fX2k/+UXwoTGs8Pmeo1YZZy9XzHBfhplqYPLDxKrzLY1aYe7CMWKc9EBbvwl8/z7ODoYRphj7Kc0HYeAezSBoHhsDwx0oEnSKEv4cIrOTWUjSgSLAztMMP3qQBQ8ck4S9dCFMFQ4khuzrnN9lV5LL1RMGYNO7vc+upBq5amX1jo5GfL5X26Cz+EvTFuYkEaWygvDqCRQbUXjHMRPNFO+e3pzetc+M5GrV/G7Mv1p+N0XN76YL5jvT9pPzu/ZtvQdOQ50x/2r53XBBLG3nJl7M8a+Y4Y357RneqJpmfmQ3zDyGXy3Da18XRrckw2s/7ydneI97RjK8oWqGN2gt1c/K8NrXhdEtyfBejMKvkOHF+lQmmlnU+uKJeRAaUE5Xf+yBRdT6HmD4Dz8Pee8e1BPXyPt/++Nf/uVTiPshu/qXr/kBuU8jHPtn7um3n/qr6NI+r96atjn38ksz+Kd/za+tGaxT+lf5Lju4z3wXb4y/pjBcDI6DxC0IPJNzxefFH30ESYQZvn8P4xb73idW3UpenNzveSS7GePwVb/e/kTdpprFV3PyHY8s+nWxVviJOTtv5LqD+AyhKTOjwxUT5qTdCTQbeCKuwwFHa2Ez16/EeFq4gH3q4CUB5wub+iD5Y0N7q4NO6dGFLTIZoNipSapsG0M72ak1S11F01JmU9nvGqMqK3hJVaVrFCRKnW0qQuLWuL05hwwZYs4QZT6zLxOyHFE/fCpmf0AIsfNpGIcjUyoDspKiDV3KnCgqFtmiLi/SuLAwA4f4kBHj4UMGnux8pHvVc/bCP4q2RbG0obsYPpdXfEosQp6BnjFKyAeBCW1+keWDyoy4Gzlo+TPojDnovGs2KvoglISNS3xB6OcH9WwPBWSNVyIIw2Ahr0UvoLJlkCdYEiZGC9LiRFj+HU/oKfqkBfHxn//1v388fugv//0X2+R8nt/ZDS9r+H85axjAhvydHtg+ePn7h5m2n+WDaRf/XjzqP/xyLP/jN/7wT9+++OVPv/zp93aCvPzptT99GPdsGJa8yD7HHISHJOYqLBIRxK+MTSub0PkZtQ2Dj9sXADn8Oud1YtakSoQzJNArNxIt3TL0nLwEum/eh0QsFdEQ4NjkLeMAAD3f2bCHXRSoB0fbnOYZ7gWreKBOQhj1UhqIExvJZ5gSFBZoLkJa+TgpsE4Bcl6CORUswmG0ix4ZVEOoA8cqnXMfACCvNSxV4AhwlASSkQUxjRXJ5GStLUw7sWuhL0CjnrISAHd7Towcv67IkCjcWjDuF8odPojGVdMzY4SM34RdChACVg9paF5223IPS9w6K1mdx6wcvS0jzMsyV2EcbL43OyuQF5yF2IIXcdAcFxQqESgh8jdjUmGf08nZJzGNiFOP4Hjx9S6O2Cm2xYsygutEnndrsXhBCIGuqvCxYNoGWMxIQ/a6jqpntEhwXZF2cTjMFycwaiPFYrB8tCnrLioWo+n2gI5CvZn8yAB2VhTT9uhAVd7Hpl4t4YMVYOz0wr6kqtSWnSb68QExjmUWLuYn3q6Il1MtfXz3JvHLqf5+p/r//Pinr7//+O1jX/70y59+b4fHu/Wnv4QvX7+exuqWqswZc/bRVGZ5YNCPC+DUERCfRQsdqw+3l8y0FmCqnd/SvLqni1iT+0CfBTdt0klLo/9wCRJJWlCqIIoaahN5nFFRGRPtYUPtDzjxMyDAzV298hx44ISG6qYfHzYDvSapq8dnTXLdeEcq8l3b08Iu0Toi451nki46wgx5ZP+uOE3JJxu3MaM3f0licMHOcrOzDzsc2czAgTQlHY0okaGxKMwRzaiJMGoyxlv2ybKIOXGROHJuxNkyI65KHzZ942yRAELo9buma9eNqNN4S51sY7yF9jG+62lWiFb8rh82m7BWtlbeNGE4Ed82X430tLxpvr7n5thdzZ9PHb/l8TV8J497ACt3mlvdBx3KY7rKVO+2KRZWeYtfHHhUDuf38ABCPBm/oD3bSCcm0+kdb1l82FlahOFBhQG17SVTve/KWxYf9ryKAw4jop5o9/CkyALHRD1vh3bbTyFcYZQOj7dMByMnlhxu8olvOIuoriO4+QbEMVEYMTe3Ylrg+sKKmS14hJmjfNcs7qFLUa97v1gkirmbr0M+YjdPRBP6CjaVcq+Ff/KMLef5isc79xkgaIts3ccBjL/ppmdBO7xletpssipanmiyEH9OuusV0xLP6T+uW/qKaf1ATOv//i//+duB+AppvUJa7+7seLchLdf+Y3/zvuQi8Eb1KCWe2Z/6SK7k5dMTcYjbf/cT3oVpxUWOFMN6+wPy4XP+lX3UFT43chePLMYBgJrdv+mJPX84291HQ511qpYBa35ucnxilcS3P7Ecq6ou39sfqWnqcmBsKJLmIWE+K6QHuXuSl7ztiTeuNLd9eNsagJDem/bbxRM7CZ5yzUFmL/LNDyzn8/j3+/ajjyy6JWPLfz+NMKfKe2fVw/bIm2YTIRzW8X7zE3snu71+YvekRvTmB1Z9wuZ805q8eGI5uNKr73jChbn+jA7u9zyyOAG+59b/mtKXcyji9tbfyyA2fKzL8CgOu7kuA99EydVZOgBivZRASMe1HmZTDq3CJC+Js7Edia77T/kJUYhjDsNzScKLz/ZcjbUcKdBF55kRloNYH6tHUmTOgFhZpu3HF+En/POdA4WCwTiLKu5B8iiLJ0rkTEBj+nzbuv2OR46eEYiSL54qAdLVIz5wJBA6RXWaf9aOySNzK1d+ABXBs+gjwiGBQokg3pqewiJ7r/kaHoysnGBhmqk9jlw6XGLcP8zecfHxxwn108+WpwH93zEbT30D29GeE6QYqBkeAPXdjIxY7Mzv2P5PrWZ2JMMQGn7yETDmnU8ZpFyeT/Z+xwHSxveNT2wfSOh3eX48c0q9gKXax3cfSHsF4b8/CP+fvnz9/Z9+9+HzC1v65Ey+AvH/4c6PdxuI/5g+b1+ekmj1aRMgSIkrWbBcBu1Lr6W6oK4wbaOcyTDi9+o8Y8Z1xkAOiElhXJBiMJTSiJqI/cJezmbkH3pJ2j4oIqO03fUiBBXbOSb0AUgcJVGjbTCJ7MJtDv8ivXko7As7eeKFrMPVUGTVujrNUbxdFbMIJZC652UFriU3Z8IstcerrGwas/Yi9sKyacjcsG4ZHDMmRAFb0LTS0XsnnQDbyrkLZRtFgJ29OepA7lkFs7ayqC8Ddo5qLfcgil3BC6Mp5AeYPdkbo2dUWmbWZpDa2yoiGE08hDmkneEeN2XIXee9b8z9QgdjJZgC11mqTofIyan2VWrCvS6IJv8n5DT1w3yHV6+10Me8chmyXfGduCuJapHbBz6wV33KzvjxG+A3n/0ZW3cblIUUznmnHmfQXKY6Fi9LNNbOIDbqWU3bYA3KQ3/I7JOeQjOFi/Ny1NMbe7F+6lC53ovI8xKM4PKjC8fJsNE+MW13XTjWP6sSoTi30CVk24ayxSb75PjDcbSZgZgfnKc3msOv00NHneq+RDcVZLYzFG/XxCwUAd4s5tUrFCbW6u4i04mYEK+pOBRBx02aRDTOZyPEGqXtbkL3JHxYCSTedAfZtlFi7kUjCXc8M/hjQsP04Du98TEre5Fy+5icGFjxQrcxZqczOtruxiJouT1Q1Ky92kCctK5Ob+ykfxeUyNuKHxuZ0Z2Mm4Z+5S12nKysUHJ6o+kFEyDEYxek6Vg0G4zMgpAMc3enGHFCPRAvTKyYkq6LfSPCPe1FHadbp/0rcu6e9l83vKtIiBWvlee6T19Y2pcbPhnyVxjv1wzj/f6Pf/r42z98/Jdv3/srhfH++PHfx8ee/s8rwPc6Wf5uT5Z3G+D78unzl09f7G/eBvhiZMxNgnUwj8QcthRrkkASmUwu09RpfsZvD2oZFJuRJR5LmWpZ2J82R/RkwR8mMxU8vf2JWOrCDrQPDe4fL4ERfF+g8ExyphY9XIxXvJ2fH14wn1JN5alk/5tH/uKBGKn6k4fRLqYHE5Nq+foL98Z39Fcfw5JF8m80XWexi8jKyxMy8647z9Yx7IshXqwqrx00tFmBQlGNq2CCQ3hmif/4Stk+b2U7QTBnsBAqVY3HgXyu7lf96yQi5Id/FDm8adqGNxckao86R9bgDkvP9vTGHgDalTzLfmH/gCB6oMDAbRS2MW23waMRru3+9Tb0BQYrnBM99NMbTQgrv3ksTm/so5o44n01FNFrLuc0SfF2Vfw44O/r1/zl6/cuU6lo12XaWd5tckmkuk2blRpg7sd4LJo9vXVqTm80ZPnMRno1NwDyFPL3WxSeLhvTdrtMvQQdYtqE7s62jWW6KzOrSyq7sF6m9o02mM6hj6t16qIqa9pZirfL4ofXafwUv5wP9bes09hjWrcpEt/BVYMMcVMlA9M2cmYmYmYWapSQ0HKhlgvV0+AkaopP3C/C4IVvx+N+5kSNabsbixokUohoMSsJ27ZBDGneaM5TjppiLOaHun3hxe6fr1M3oKLhYpLi7bL44XWaPqf9zHH0hnUKBOXi2j9sl0zrFOlKiZ+atpGjyHLvI+XBUo3rdXp6Y4+fDqjm9N4HIZNk6+twSaO03fWi7HKUIVXI975ts2lNz/e+lax9fizsG8PomUiiX40F5Gk5h2dnKd6ui59xoH6KT8OWmYirMhHXVYi9xyz6URY0823axkL1YuhjSMOb5wY/ztmGqObH5dxAll3Sikn1wEfb7TrdBNsCmWHJNuwX2Qb7xjCGlrWknxiL/SItWDZJbp5m2+w0MT/GEjDrVJbFXyvp8RyP0/G98QynAUokTq/DxtbMGlHHG4Ut+/JSVrms77uUcfexqw+wDlPJx2N5i+DT1aXsTe1sX0RpYc5D3izQrQyiv6uDP5D3jkJadvjAHbbzYTfaJngW7gVErQr14jTd/uKNBqfVFdzj7bp4cin/4esf//TLH76a///5TyMn0BIPzwSa6qfy6bSVbo9n8F4/ev9YnmVadYcPphqf4B1XxsgBMtiux3WrMtW4rDicGXzkaFPbQrwAQ54zZe5KUXgc025x/O5DhsvMuHg8dhyNsRJ450QnnPs64FNYx74NhYvHZ3Cojyt06oBmdYNrdWCwGHWLRzD24QJ6FgROeXRPfM20EDnGuUBd3tJKmgC3FE8WEBsiTbCJGjtwBGw1pKwqDTLUP+GSSmXfTwv39gpynilK/fF9eVaRp48cT9Tp7APKWikm5o9NyGHWVsh8HsZjm7MfuftRrPSIDNeHlXDdZ/O7d1/5E4b965dPZ66922F/oj+rL5BPVhDzppqWx2mxc7Qr6glZiohJliyqDkfTpODx9Lu/3qh/DF/2T88t9mc6tPyGxUdvkd3oRdbi4olfY5hq/PRkZPWpDv3wVx9m7P5jD/wao7T9JoezTsy9HJZ/aHn0DhUphpZwp6rtIrS0CaRThajMr59Cv2y7b/usbhm/zESwvlCC6ir6lTkEB6ibCN34oQlsMnusEIM0maezxLRddxxgUCK+Gdj82+xeNyNHes8V0d2ybaPjivz3gz9idNxnArxTfg9O19m8whzN/Sv70Oi4k4QawNKZ/avDcsw84sXgBaK0/bz98zW7M87wdv8UL1zBxa2E3MB5xfsHJjfvH9M29s8QV+7Dgong1AnCsItd7CSOA7Q/i3fF0pGfoxfmHu+LalOx49F214m9jv3XV8gmoVfbNpb2pkv76FjlFYKhWGywTUKvcbAUm6HwApzApZH4QLOTFG+XxQ+v0/w5f8wfn1ungYlOUL00V9oDNviBjbE5YKlhMG1jWKoOi2X87pMz9Y9PrwujW3JmF0PFYyzHxMkbv0lUwrTdrtIksZHDFOnG5TjHkni7pzeG0TMOR2OVzuue7K8P4P0mcaLTXPsx9BwUP01RvF0UP75Kc96fX6XMHYYTaT43UXOv1Wt9iWkbo7KpKGUqI6I2FumHRWDAvrHPjf+QdWr4/Ai7SlL6/QMvj950u1ljL1MamzV1g3ZsVuOKen1fX6JFgEtYoovj3Py43a5SlWEnupf1aSZtzL5ZobwgfniBllpKeSosiH4zb2FiVjidmV2jzDn1s6kPimmzgyJ3XAojBtSnpiwUS09vDKNnnIyPsKd4n8QLIzJUSXKatrteHC555fN8d9227r0wbWOnVLUIkfgUqNq+wmvYNz56cXhuEsaz0+3H6HMkz8sxqovi7ypnc/LMxgpKK5crnB95zuXiKyvFbqJNLQjvBEV2iUwcbbcul/8elyvRaQpv5nGTW5er3+4Ll4srOP0sNt18OZmgOB/tWhRjggTDhYHA1Wg++XEi92W9DVRBlLbbg2YT/CLmt/BxdxUdsG80xx1nZnWx/nUTSZ8L/nnuxihMUIfq+JmgBrgjeKP5D9vCjypqqiNxzFMPYAXbyT4Ns7xbIEVYL9BvNwmfxT0Lpedh3IQ5gG9PI5RrDCcuoz+NozHwN14tIWhQhgf82cUy4wrlEGyoU2ZtqGJTnCAslZmrymujbefTs9Zhq/WxGRps5sbmvDAE0Wck1XtlZSoft0UmGQ8JaHff1Vuyo2gsDbnivRrkPNo/wQhMxeUvz2xpf6FPBCdvTt3hsuSO6i44VdNk+WC4fhxMmZwtHWo1l1OJdUObs4aFV2OeGfwxWaz5xg/O669zRpuoSFWejdF2HS/PTljSR+r5bqzzLkEDwBY4YzSaRnRtpLUHSckmPCm+k2fcRPm3Ueb+mB63iMfZhwasu2qi6xgSTi2D6YHxF8ey4aCgafsVzdL7jExmkUdf46OI5m5UtvKBTBrEKGrlQQkaealhEOF0RIsfKe5o2uZopZyUZgVJCyZSQptg3f3QAwzjs+V2rQt28TxKQP48pn0mV4k6DFa4HMfQ84+k5X7rshFjdPiM2PYPZHKiL52moh9sRdmdXFmgUbCylJwp9dkfndhGXNagyVzmXiQt3HHzJYJQEmPd0S2muTrGIfKpU6u6lHUXKBnY3/epNYXaocADcWyNIgs1qu1dh8cRRpN4LXVfMrCNHx+diOIAtM4K7RhfGnUTLgq0laknhFGW9dAr2MdcaDkcflsSfdWAmMx2PaMk/qomSFbtWuTV5hcMLg6pG3KSa2m0ZoweRgpSamUGXnPsEregTMHUcPIYb+Tz4uhYDzf0TngJpaMWSlDuLhKI6mqfbJGHImhlih1nP36dC3bQpgdGeKR6/xaXrUsc4WlWwkz3FFLegR4JlJTgR8rAG5pHFk+cHsA1PRV9daoVM9i4n34E6K7JE14oI/BEmX2J3/hCbp8yBXCJYMTy671qA0PEaTYp+i3f9Uh+YH9/kteMmILn9ZWnUrANlRBkwOLskeBJ7AlPhNkQ4wleYHFRf4A4A5+lIY3qjO6obhrHrkEqqbCii9y0fgHsRHilsHUcnZJSRj1MT2/svUiXTIgz5ov222pkTg+acOEePfEI88eXRdrWPjQmaROcBSIxVeyAPD7L2CI6SdtykoI6D8eSK9KL0WatEZ2krPFQGQtd4kVvg+/DI9wDE4NeBn5BYAksOHN5DibAsYB3CVviTEtikkRhrHjCGkB6l62BAYE3vagXxShRYpDtCpReBBY3uuiF7OUyAjDRjA4X3l0aRp2d0IaIwtx0RziQj7Xo1X84/o6rVFuEQ461UbNnLec43zHHrzNQD58tFBzH8Ki7HYUzEkfdLu62X/kQsWovkteCmBQ1+lWNAnzvRdDcVZ1XKOC3RapnPnbJ65VwrGU2bJHKl05nhZaBglOCX9siEdVSVTKBF85wzJdHHm/r64M3L7d1vljMRf3QOPiErTMcZQKLlLI2QbZ5LyAxJYdLksxMa+MUKLYPl7LCE5PYbziHI7UTaZTWmbya7igNYJ3E1k2YhosX0DbHPWJCZChiHImr6eky/AbbCWZMdhtT5fzorWbnZSw9P8ORpyTKNWEqQ3PBdI9HZoxw7ZHzE4Pl+foJJNnliZk8mrdpeWN+TzH0aVgnT1rsV49scwdvc5JVRfx0Nl7y9e3WnO/dTfnW/WYup3jxBcYw4NP0ZCzYMMFMzA+/zQ5g5pIB6XjUYs5UBeACcUE+dK7Ka4NVCIijF2lxF2XVHxjL1jL/FwmybFK6g4Moyn730+LGi12Czftddu+LF7b9q/fB3vjihcX4/AAv7L8ev/CHbx/80nd60b++twPk3dK/viFHsW9sXqbYaQKv7/OLR0IPiFw/ggt/p0dWmO0QBtB08JPsErSzbZ1KNShmOx12CkMpgc+bCtDb3/72LYhJLNh5dtUC8Jvw4rQo4hUQkDpeFV89mp6douOJOBVOlyf2RJEq1iNNHA5++xOAQs7gjD5zyZQ8ofwQTuk8di9Qf9v2GP3x46dqpcLx+EFWdr1q7E+PhbZiiPBaHOA2RQ7bFfJY7j4JzKbtSQrYmLZnZwiPlMnCuXpEDpCXef+6nV/m/U8073/33/7xH152/cuuf58nx7u16z//Bv/Y37wtj7B1GQ9jIjCa5IJUhMtXs1MqPgVtx8NKCv9wsj+iL1KAH1HkuqifcpI7Sxf0uLbNKps5CveC/70fWI9eoLBsUXoWtOS9Vgk6o3ImkgUPlmGhGduvBVPLjKYkJUEdbfEMoNJavySeRzzcKE76wWhLHCxPRpHi0e8YhcoBdQ9zob6mCyeE4FGE+nLVAuQ9CDc6UNfMFwXwYJ06YSi6I1ADdEYYLg7zVmhPtjoy5gY8K7wJJVKhPh3GYRv44cfgOcoPydITXT9w5ErZTh6gYJN150Ql8HNME4e2ec4ggtBSzoGBvx0TeAEe3pWS0x97WiRmgd1d6A5caBxuVeBd6JkTXEoZFWjGAw/nTgTQ6C5WUVLlTOSgeRl5J+Wcx8NS04c2R0Nx3CuLGqAUivQiXRCXo40rYcFYKhS34EFh1sNSF3C7ZJEw3cmsQjqcjkM+UC9wDDMYIwaajhj9UmMljvxZL2vLyoaSq4SEYhq8kZbknylr0Tavh4FCJHciDdGPcchuA7/QO6FVQni2bDwUPXl4aTwQ72YwwqLjLkzTRdXYlpmR0tDbDvrQoGNpRCbGfX9BH1rjAh8YsmqchBKUhDgbpc4eMYmjmKl/gRIzIB43P3RBEMz0ENiWHHtBSLJbE/2sqQqWgRQ2V0yMtrtcbR3f2HO1RjZ6FM2VYdv5izcalKLjbe6XhTzFS9k9auCYVtaXPFBefU1FUbACgzePRdNsndfyHAev6AEcp3pfsX1GvOBUIDvDB+9pxUZpe2KTAf3GaP7jIFgwZ5qHLOhHgKegI7tQoe5HpMXb8FV6XLlx3gvDmTUW1saANCgc8YyCK5A74SFALwZZWJzd2IVM036YuEybj3ogBsXBB5E+XDAS5G21z4vgO210fTA9D05+M4TChAHCIVrYrq4qswfK+qz/wbfHYSnuvCI2gyHv26vKikAgfg5Ogay3SEwcgxPpLodzLLvLDcbmfpX3GNW4werq6A+7StOg2F1q1C40lDYnBh4ubk7vxLCq1rtC5dlNG7VtjERWlE6N4qxcHBOTc6YOmo5bvBd/xe5EdPAw8XhZmyZbByEYS0tBfevqiGKfed+3HwK7Mq1qlPkKyWRQIarD0XW0tUzb3Vw6P4jYevrGy6K2bZZC0InjeaHaVsJKG9O+MYyesY1q59l4v0IAY2co3i6IyYI6vLlCkaDDGT9vC1FsZBp3H4j9hKu9sghQ+AVK0RWmUW+0RL96bfwrydT+1fsIFb+STN+fZPq/jv/1x3/95Vsu6ZVpemWa3t3x8W4zTV+9/xq+2N+8V1HbBx7lW/dBTr8ocsuDi+qbpZNHSe7DRjJNHeoyfttY/ruYi8dsLvja7Pu63eklV3L6vu41hBFA/fbsVoTVeFtVx0bo6XG2CxEsZpU3bY8+2Pf17nfKjeeH4fS+Hu3vnu1sGGI2kctwMT/xdj38uF3naj2bl/cL1CgOf+v4tqIjRwxSVYa24bpHbRvO6a461CloydjhAmyT8+j0248Z3lbJN9vJ7pTmEf/pMYKLkknY38yTFIPyJI222+HzsqhC9hIjt22Df8680VTrCQHYcZzOcKqn3x4jvgiM2E72mHIdBdI9abP3kM2fTWhHo+KbxANM2w1atjJRoT5yFTDlYApOFy73NG02jsF8OzFUifE1Cb75sV5GMGoI2DktoEZRJadGcFLxwW53UpS2Z1IjF7dTKB+WX1HoZjg8c1oBo2WAjoW9KeYixdfrI9m8zJzsEim9uJegQkGxFAgw0RCOptt7ycv1nI5tyVEx22YFn/gMKYZ15PmLyb7QwFH4cry8mWIVEkE7PfFuKbziDS+H4Ucchle84UfiDf/+8dunvmINr1jDezs63nes4akLET47jRogGQuLfhPMEHIiLCMAmVyBcPkLfXC3q/QqaBgXCBMv+nHNr+AcPLBFF8g+gXa4karvOIC0IMAGfpRhreHCssxGGsnkv7kPOQmWDXSec2BHk2HlPlQltI6W7sD4pzv3AnlmBiPE/GE+G7VohV7tczhGohhEsYn9eE6ZpjywZX0otjnvVsvc88I8ht7xkkAogjuBsRfFsyhCPYcnMSPkgLGe2ICZLyH8olTXBSGDxi8rQnUTBF6j6Ai8m+rC2Q1Fxm04lBa4JkQ6PkmyGZucGXb1VJn6mHWo8z1+s6vQ331CUq33YEnQDHiN0Q/BiCCfmGAZoLx3kMwtBmMwpNgaW88+VrwQIDwOUYY/NBgQn0vHRqjzMyFlPROO25D1w8IFKy7YRcjRA/9WliNhJZmArSeIs6LSpKc900NWiokB56AoQvrOqjRBKDnpRRWWKPRCyMNAJ0jLAqEkWhUSddQ97gSHGCAsIiHEMMb5UUGbNXbnLqDz4CGdn47HR0v1d3E6HdmNGPRjIAA1k3tioLatRNS8IgY3Jm+PVBSdelxMgfqwBVUg2ooSaedItcRXQF1WxgwxSzEK/o5ZCVE7oQquFwyjAGTO5yONKPrYo17g+KfD0B78DMd320hpdHCqnJqTYzeGwKxMEE5biAQeh/0jRtuDSn5IjFnzg7VumsAlI99KELbLptY6LysAuf0FCFDqdFwU8TOo8PAub2JqZH9Eqca/ShWI+uxh3Yoonq0u74URVQwQ1LizNHBTr5mrD3k1gzC1XNxwmu7eC13eqAdgWwxjMeFRpuu8buNE+fb8cVkvIqaAa/K6ckXqjRDIZ6AvgIuOA8coCuF1hbZ5L0JRmcOocGPbNnqxSdVT3MyYm/j7Gc3IInWBKTNQwrSHySNhG97MeGSW3EEFmzziV+nW4CTdiuSH6HP6IFxyUO3i8ip0UiapLstHsMUktajBdTgpjjd/3ZmCEU1sQaOz81oD4FSjeEBe2OkCO4Io0JQKFjgAvOWKcBtLF/Z+K4xxiMKcjdqhwrNRvDD7QUmTKWaRf1kog/oooFGUru6U/8bxU8nYQekZ2xloY7aW9nfzhWk8qH4GDkbssTD3UY/ZO+El67QV0QGHLGxdHMRCp44bQvAQUEAROPbFdGyqCoGaPrJ/ZwdxSiMEMA6pPDl8UMCU97c9kotUSu9MZ3QFD5DtUxQeEMouFD8wD1gTuwEueMYgYDohawm7cBPpI2rbb0L2DVNbSJVKFFZKyNdyUg06gRx+acf9dMQdS0zrI/N6t50La2H5pfmJd9wY4tWgeoi/3OodePPrvMnKxfouS2Pe+w8SvDgOuMD+navi36Eul09eZFv5gj6mZA6URwhzY7fGeyYFxUhcGFysFwUTj4mGTNvtdDgdCEwRR7/sXBvjUxfigFJZs28mEESrCly0Z0kE2H1zIFurmeKRzCOQ0L9iUCd3e6s7n8bqS3qRpqVrFrWGBYXGMpSmzdqegSd007qHhrqYoPlPv/3kMRANi/aTj4Q67r9h9bn5loPcBIcsD6eDJTwxb44v17qJclyr/yb/2bRNFkrklWI0zsbGHyQFoxfmjcb25AxARKJgTkpcNZbQyk4ZJlSVm6HtOtn7ygqPM2kRRAYLAkc0QF3OE+LUSzlOWEEJcbAPVt/8LvAbg6VwFWhx6S7iZLDluOi42Xx8ex9t56NDmQXZ7MgrMmz70Oh41niU16AxdjADRuOm0fdmt82XsveC8sLyTnx/WA0OL79+6kVhk3kTNddZbW6upGiV3L6qMC6DN2Ig5i74uU1bR3q5oZhs6SVlK9QwZUQ8/fa3RyDXPCubquPe/IFH6kaC7XpS6P2M7qbMwxPFL4JwOsf7QL6S6VJJfpvG+74nmew+5q+fTpvoliLJbSTvjhtgofF9fBkLkqAgVjS+L4xI5J6YGqUVyXEy2XciyFt3MWnILHqJjYMOKHvuhROwJ3rGRny7IedjkZSZH7wVnMECHRDHMQIEbZgo4DAhKt1oa26UNtLUCQis8rVaFSRoIIiGP2JTnDaS2tNzGUupyrLYhPHouGM4noI8V6GQTqNi4oFY6QYBsauxPycGBhYPn2cBkGu6G2A28UAca2Lu3iBywhcUIiyPaISFzfOSOP6M1b7QdpUk2J52FRFpp2AubvpFGNU5Ra+DwpjWlBFZH6QNA2LxZ3tDc3kKbvJZHxofD+e/clZHPRWB4GJ3ce6pTTFTkB27Nc+9tGMBsSwXziwOTDXyKVlU6QMfd1EhIxiJBX3FMPGN0erloLnsBBwvTj0dK5uTopi3RV13VfqjpunIq8JrmT2WHG8vvytdjl/mI48dKK5eyJoejl4KhnDKi5KRjxI/QNucNMEO4P803yNr0ztOi8Ly3ng+fBbToIUHFg5VkewVkoqCRDk6obs06FDgXJRduoynCXoCqPWge5TTeM2VlYW5Sz4BbatMuRe6NsQGNzlzk2TKsT3YncJAbDIQcmZOM2hpeM2Pa84tRLpAFyE4vaxUa40EhXc5PAjeYNsmuSvc5IteRJUxb0tbdrkRse+9MNg904so9oRbceUg5RGoF2A/4uyMd4KyArDIXRgUDH5AdH3OKoK9ylphDSwlrFh+HGW9F074csJgzjdXUKW4kvaiiGQ2Tgxx1mGw8owkE0zpY2GgTH0s8sIdwjbMPBYAZkiZpKHWs1AvRpGmXU8b1JTNz7wc9Douw7oYlsngcRu92C8NTZZEaOOzyCEUwVA0VBHXyNljwEC9GCnVxkK3CG3U6XnjpNKvx8onx42YV/UCcnaxw8oubPv4OWU58x8W1tUuvFy4cngcjx0gLLPHbwukZncCtEIe55x61/2VNDDpN614xC3N+8twxVlCqsjTeZzjdRGkdYq+C0nX1DE8QpSWjc5670VU/de8goofRqAT6yqObH3vxDYCVr0Tm4CDgErlFBGGZwEBPGzuwkvzcP/Y5m4Qf54P94GPOztF0bTNV2beRIwCOU+FIZp8kOmEuEDHVzPRJhbFvjhoQj84LRBRTG67/2dDEdSwkXNiFmYsfW/2guKum3cbZgwqBnu0VTpo8NuMcgBIo/JH1Avu1n21vYAE5rD/fhX29xol2ZNQhNmJsaddnA9FrVoDYVigThY796LsOhQIR3InHPOmimkVhFYYmuvMVNZIiy8OXc4GoZ5BXNp9Wxg1fs8XjIxFUnbohQzFvuuEVKcXefUrClhQl/KEHAawJKO3KLhrBNQ4JQ5oCCcO0TZfFpgz8V9qUeGbo7dsWdV8sUEScxFiJOYeLYJ1nJECWkzge0GJOJrpw4GOverJv5cV+X24AGSGJObdZS8Ggve0NqWyAaO96gTbA8AV6lAUKUtpGyRwJzTwj87O0RoIGiuT/eBTH72Iemzuu8g4YUL41BwZjsmq4F0KL1rKhLD7+P6pSUXpJbxd68ouyjtzATQAumQq1SxqrKIMMHBR2Fnwdyt31ODh+mlVZRzs/dg74VVVoF7MhdyjU6RGEJSXK6vDzm8K2QpV4Ibwi7kOEJDNylnL45ZiPxJtfmFYVSE9bQvx4rAT2It3SqLuLmAvrlet3O4uPzwdmyugsQDjh4AeXVB2ZWiu8YyuSEsjBzLxNi5+wykjKayaB+ezWVOyruNicwFOyRTobfA45FQMi4fJBO7kgEXvxQFD9iMuloRj1ZVWbHEBRnC8uw7fjQP9Da0fuBNhVYJ1rC2Fp1SN9ditZ9YlR9+wfrkc7WKPvug2XjXzkyF/0W38mnQbv/zyL//8Itx4chpfhBv/4Q6Pd0u44Wr+8vGT/c17GbnEws3wrs7VjQRsTKYM9duvZL+oPYEhrsn1KKoIoK9TNLgX0RHgUqUs4Xh2XpHky3jKMq+JWkfsWBAL0SUTCIg3jgyZtrs+ICNPKR6Y0jQQpqmj7uz7HuNQo6SZII40R0zb9z2GYeApxzBA/Ik9pZQl+NuiB4yMRJRhHrI8PHtWFAA1pKA+tguhjMNDkJBMCQp1GOJY18jJ3SBTzfKfA0WKFpoAoMqujd+vogabVhl6J8lbDN88dg4wzMapQj/KtIZb4SStA2Rf5MgB0Dxs0IeN8gh0FACkQxDLrWdff9px9mn/sn09deMe8ukGbvexLNxUpgDZGMotglxwwSURsvjXiD+IBrnbRLANNSCMxUOVBtNIYqfNaSwRjRXYlBPKoab3IdvYBEF6J6JWNsa68m6PIWciXYNwNeswCHtBI82VwuiB0x+98BT153UYPpynEHRMz6d9opgO8Vg1bp7sCEFEML1TCdF2sLJbP379VGPA229bapGYH++dCE6TT3FwD9jBZy5RRGik3Gy03fUiZUGmgryXjyLbNog8s1b4p02otuPWD927XmzKueDTLqVap9l+9ALlmTIhVeDKF8vix9nREEE/fdk9O9rZckQZcJlZascVwTzDYaNSAsXGqn0Sg4q72utiBPyEfAkHCKen0Qm/gJ4nZfFITmo3cDAwJsjCkW38MtHuauW1s0MlO65FA1DDLwacan5A2pYmbmVTN6WzayurbBZKWzi8uw8qhz48gAlxCicrefkJbGIi9gsU9V5EY6xVVjMucY/KtuCdwHYRreUcZxxIjJteQDKU870pXFDsX+TUQGUhFZoXpV5lqVsavBTcthoijvqD6Uk8Cy+USjD1adOMprvpyE7MAewZrn+OcRs70uv7eve93EeH+7TieimaZkVUmI2BOsAbxssTJy9qCSQKoucgH6ZpAUSK6xPGUdq3VBI8I077bqn1e0gKQX88xl0+u8+n+MutfbsPjOifx+KcQ16jJcPsl5s5YKO2WR4OTsA3mgAp50sr0el8caSDKYGP9N1w39nrQPyVIiRwpu2uF7UK5DW5KgaTbbPXW+Yz6zBVEp9ZW8dh355ZVQW46y61d6fp7uO4KT+LnaV4uy5mZTSsIIdkVJiOJKQAZD6DJvA3Axc0pz9773UT5wNQhjJz3fZRI9L117mMim9oR55C09qb+LiN4Z8iZMfQLs7B3UlJOnirJPtZ6BQMe5LyCaTaJKev8/PDx1CJn/xZe+TWEA2jvrsLWOwEA6JIy3GvxvPIIxEfpmsMASgOtBgsuo1TcRYbEE7BiDjHtyqqWxcxQ68C1tWo+jzidZucF4gJ8Vw2MUwmcQ11kbw1P97HAUSn7F8l9WygwsiEHsdCZNTQaLobhuP4lnJh7D/2NI87mzHh9n3dU86CF0VAMMyRZHB3BaQfx1YzeDYGVHtfJXoKH160NxMjVbiu33HMqwWtF6wwm5BdQr2br2CEDJUK2DDF9GXkVR25rGqZ8EvMDYQNwNiUNq/MPbpfUdImBSV6FrZnAqcoDN97Z4f7aWfZly9fP385TcntWRYNO/C4i/K0qt/UvjxWRVnwAYM5m8tcMI3Mr2knaRTVGVBGXz5+xNP6EqirUE1WXWifB+GXRXox4hoRZ16IgfkgW/XuZPpBhcjTL9XX01idaCf5UVd+e48Ucc8QOuOqftvWv9pWrZs0Bcco/ShjmgTr5BDwEp0qUr3tnUINqxZOj6bJEpSAMQhkeRhM26MP9n19BIPYJd6vWAFPL+zBwo25YU7zbMwB1t/yF6QCFwtiykJnWALMXp3nMzsD/akwlFlmETDi4m1oEDK6ramUB/6KbUW17zrp1LhUNuE9wpUceElFJ8X4XkXe0TR3A9oxdFE1vbHHj5Hg6ZQOJBU9OHqwngpPtjbwdYVd/s2Nce/DkKTKClYUc3Qhjjwrj/0ur79+/Hi+Ze6uKCR1OM3m0zwSeZhr+9lr8YlgclpnnOVuMJj2E9WGMEAf60nk1RHmlekMi/ANoIyRQ0io0Tp3otGhXJh4TH2CbAjXpPrBvHkPXRUybDiyXB6FQCwFwZXA9XDpdurBaLqNUyQBMye/a5zCtHVzO0mGvlaJD4BDfU56cnqfiQqKRCYkI+SQC1I9AstGlCYhOzIfiX0XRgS07bwg9gsFg+oHwVg/IXeNdfvwYb4eDrs8ccCmaKFAzFEEbRtDhZB1FC3cSL2Y8DoQER3ToTfGoemeRjZVojQgJuSFHL2sI1wvXHYJN0AY7uc8DsCiO95LFyzkMDGYkb15nXxL5HSxjDLBJdhpC5LLQaHyzz7Sv3zdPp/AyvdHunodntWEVcuFgi4wkhZMHuDvY4+5aoUlUPEc+21WrhynokCMGzrOV4D3XJwIMqNAJh9SiruYfFmo070tGTAJ7gWBe9j0XnEX8h97Vh8g7ELliRtPlFBQgj/zfpxh/H6szI2LGJ5chrc5gmKysI++llUlFHQ3OesLlio+ZU3bWCdFiAcwYqzYjZDVguLKvrFnG4LEdyKzRnrnpWalepGWHU23124cMdp+5RVhG7Nt/eL3qq3snEb75mQvp7f11MAmJSunWTabxYuraiYn3i6HV53GC2o9GfJXncavWafx//7b1+PD//KxrzqNV53Gezs83m2dRqmfv/7mqRAQwgr1vFFRnz0PD+4XCoRgDJDqdjZ33abikwAOPhyEjuf0iy7Az5M8eKxiT8XNqTUDrhJx3kd1dfebnVuFECBPz8Yt4BYMETsM1EzZt6ZfKb3YpBfIAc41LZO7cEAGcYUxsSvT/jSBWGF23AScBBdyBdDatUh+v+AbKFmo2UHAxsRzbULYvMwrXyxcJCLhdynvwi6JfW9EK7qZHYV/VXfHLAUQDefOt+f3RbD0AhYQXBb4C/Kh8gnuQrQvagUA1tQC6xaUuKFtcamy3y6Y2qJ4C5C4EbpqsPDMvSYQRwmoShn8UqgChUeAwtNYIHjNZw0i+otwpSuyqFrcTkJdF/ySVm2zBwe8hLqAZVyIUeTtYl044c5HTJ+zEUAuC8VLUWguCj/mpNkt5cNH/7F9hYkpKpthqxWgbV6LJNlkg8yStmnn8BuCAfN8eVTdLgTzpUYtimogMh2M/fGG+28cl/siLOKttl4PgVYhkwJTpGgXOs8HVUy7UopAwWx+iR4WE28vQFOpD8nQGQ1QrbJq4VEOjLQKvmkfQMnBfdic1G8iiCuA/Fyl5g2obTpnWnnjgim0shaPT1WIi1BhSRZNArRI0MXlAlbnFnBzqNFyCj0E7UNSIbdGrcoRouPYZ7F53Rqv6MzLwZoM+Ss682tGZ/7xv/3Xb5/6is28YjPv7eh4t7EZ1/5jf/M+lxvZe0xIsS9hcKJOBcQXGVS2rVsz49eHQYU8IlfuHi71mYWRcKz2tx8WaprC+GsQPSt5gj91HyUyjy8togVXijio5peNBe20Rn0QVV722f70N0sspUVVu3nm0efdC7KuehVciFmq+UIwfJVxtPnJQF/MzXc8AkTd/ENPa677Sk4oSRHzEkzoJnqBhzOTyLcYTdewFtTMn5eUPKEekZIsQplKVIiA5adste3hYzUOPo/u3faqieuz3w0fsGNG3UIVMYUkyNcUylBaido2gDBFKPgAehEEwtHxMLmBT7/9OCX2BaflqZPGgePtgNI0Hm6AyBjneTq/orT9il7PbXi9VJGG9RuJNTIcRx6B1FedrBrA8LhebfEIwFM9/Pztkb1Qrc76kdVb7KH13Y+sRgzO9VsHuW6jaOcx7mlK6XPxiL5lGgzehlJBH/K+c+9CE3hIeHx3hUGj+Jqu8xZ8FHmDpKTKOa3qow4jgNULm9ASXbatjS+urGpexfB1dHhUnNNLhwu4XwtT60DsFHlEuF+4QABMkyhsWtVbpaRxcaP0YTHhmXrRCKBpINiyulgQUzpjUzzx+AG3YFdo7GgXsjhSYhDqICwwcykSQZuy+0AgcQ6IamF3XtZVKjDB+sSTaVN6pg+B0wtbWelfYd2LcFTV2GMeRANjJK6SHEllVEDCMO/EJtA0dF2kwFB7IpHgKDBknEksD2dERe96AcIK3lx+vHHwTl2Ur/simUy0Cbm0HJayMjchHcJq5dyCXfV9h1dV5KybsMddbI9pemHEo3oJ38L1SeYcHo/MqXFQplRpIfpjgUk9cvHjCjKnCtfhoi3L8K8g3SAxZFEHFP6FyL2ogkW/XIkuDNPSJF7nDGj49ZK4F1k5BCEfLKsgC74AdPqBjycUnc0L+45dyYojfivKf2UUqHonvCYeq5b+4Kifb0oUDPGt649z0/FQJCVeafo6F1o6zK+BcywtFqepzOiLU/kYEHgQpP9xLvMhedh/oml6vGKRL9udpIkQ2ZXyUlPeMjrhR6WOuTC2jXuR55rbNQnTAFJeE5MZUBMKtSLvOr+WIPHCxeionA689qBozyZfLoJXbiafKFqtINOtXJjjSDDlpKbTKUdCTqqel9OFpNWKc8eD5EPKii9Oxlykshz0PFxa2lTNeN5LWq2+MmTJx4wEUVW8FN0pWcp8W8WF3ExhJXfjnIiMIWP/yPaPXlyU3Oz18nzuV1W/JfYFgxpIH2VGyq7CvlmBPtFfkJDANhHpg5W9gnXBdjgOKrmr0iBxGL3II5xlrCZGXiE9/nSxbzVCR4+h9ItQbVXJawD7I9lcIH/kMw33Lbt2uOGF4NIt1YlBAcC9OEZILhnTZhU9BNziNCRZt1np/umXh1HsZ1aW8wNK8v2PLEIRrU4p//AjQ7zsNlTqleYSJRcyBUXUtLBhGdoDuI8AMRCqWCyEEXQeyzEJjLCqpFfbUexfG0H3Uycm9SFkfefBRPNkFgEQ0G31iBYH7UM+rUNQkjDx2LZpKiEWsXBAqzSrwTv99rd1k3rc+a7jtpMGCcT0qDHuirmMSYmug/IkhlVuQCfpOx7xQ+j+1hwxtETjCqYNUqPgAIE5Zv69Koy4lSiROfS3d2/gz9cPXAGUOf3RZJh4UZm2nv4Y3ev7cJeonT8204z/02rrDJNuAQhzoh6NlIgwPQL1ydg4MFAyCGlPom1r2q77XQZK+e6JK8JQQWjWXRjfbdvgH0pyk8ICZ8sIgOTpDra//eiWENAI+m0XWeYGH6OFDSwfO7vJKrI9EiCj1NfA3+blv3BriPpRH7nyx1h197RFo7aNzI3pZM/6FI3G7lL/+2Tm5oVB+8ugvgsgyQuD9qMYtIcD+cKhvXBo7+74eLc4NP95d/VJLacgVPJ1Rihz8feO4/70yOHskPbT8pEyiqJMbDVMpv/qkdVbqqi4fM8j0+E6ek1Apfnfx41FbCEbs82M6otH6tOOOALoOwVoyrYiiMlepASgpCSE6eXCOd0DU7ajSSghSyEJhCuWGsEt7LuopaNtk/DxSImeCsg4wzvyI7e92CWy0qSmPfdCC21AIihC5RCz4iB2WAX08T2cWGuTxL1APp/Hwu/skrYaJx6KoxMLfSMGbAJQwZxBtm3EK7y4lyiOEsatVFe0fgOjeULUSOmVXfUmWc/IRIzrzgkt3R6z/QWILaOk/EImCFte9tcxSFx7HJKJf/TB3EQPGi5Sj4r3Oja/0MbBAmIasKs6USRAhQUsCt88eIwuiX8XxeBeNACjy8onZ9oGiZpTErVQNYaN5MKiF1nypI0f72IoIqXPkQhT7RQnpJVh8PbfnjVeHHOAaLSwcBfVLKTKpRp8hD1ML/IKtRb9hWT6Jkmi08r347sZ0ABtGQ7IXGyRaTA5yCVbImFxNe8Xh8q7zXUJN/mumdhSldd690yEOpru+lBV3gIkb4zMaQXzF0OZKLaFS1O2GI6w6Ugg9yiMsBppbo4u73Mbu+rzGQZfmcFrzRMUYA/nEDAg1tSHY62I+gEi5Re4tcC7PM0z88fxz0W7eRSA2qAXs8TjHt95Ko5jmEvz1/c4EqssEYhhkDTwXkXxtJFoi3jBLtD6RjiwUOfzwuvWTm+GY3qvcMzx68accKISGUa6+Dos7xVdcdyKCwsELxeQWRAG1ibfwbl8yJWJHVQlf90q4ucpvz3pyXLsVqZQQVRdjmmvbNXo2UXmJi43lDDHQ/9WdB4vVhJg2jwUYLznoUhuBbWqRe9NF4XFEdBDTuXDuGGa5QbRZatwcwsUph/qs5bXQKCg3hgt/XDZRXcTF5Zs7b2neW/X5qCDtMes5Ll2rZmBAI1gbuommmOtbb42zc01jrl6AfgKyncxft30IgxsjjEhyvOXtw+cogCsZkHN7xSnEp0wVTTCcvoI3Mn8EUeb0Dzg1J0BxsxPjwnOkxOtidnsP/wIwhzzKU6bmO0+KWVQ06tmw2Y3yb8wFl+QhRZWiAMkxRl6ApFRXmjH9AugCWbRBeCX91x1dIX8eODs4xf8Y3/zLnAG3idSDYavsiDqDEEMvhSMEGocbexHNMgt694CkXMxLDOBz9NvPxaVXwiR2Id6xw8Th/nyE/Rh+dw4jD8WIoErL7fJvqjgS8eK5W3fRi/q6MlBnrJaqsdOcXx4RYbq6ejpJp6bluaZ0e14QctetcDGKdqyeQM06abtutu6Wr/nEfD3TF1UfBcbsPh8pg5PEGdmNMdeVFdhvNGgDPYFd1uKhqft0YvDWOEMNtqYyKgaMaVusTiB3MPUzLPRO05cBv3ERbmIfWZ0OwvwMW1JuPMRLxOXNKnaT0MezWo97W8/9m9ceJDoJNeoJi9KObbNem9cYGIDT+M+ZodexztQnK3mRQj51ElzqjGlXIK5LcfxRW2G9yINBsDePBKBEt9IYR3wMnHw9rQh/fh1Rd2KvwB9jLM1M8W7umFZjp+cVcvvQoWnT0i1fBKWxxzFPjBN9pt5i5oCpFMlyLke6NzprGkpEGTNmZw6KLb3WaslUAVBqzxHdSM2lU3HbkiT9JD55bGd5yEF7CXqcRL9sItRRhEfCzk01Ry+MEes+tlRdmlRGWDXwbdXF2UXKIZFsp/eWSxHXBfsKJm2y07rDviOJ6DWMPtKhAn4K6uo+5mm8ZW7pNCcKc7tV1SZzoz95cf8xoUdaDv46PMIeffllDRcmZxYr9B1Yy4CGIZzQcKiVbrPDVsrXGXXD/49jxu6/6Zhq72WazJsZBXtGgWxa6i7QlV4FeEIOOozXI/0k0EEL/63dw2eeWHvvh97958//vFPH37zL9++9gW9e0Hv3tvp8W6hd2/gD8om3vPtGo9ubjM280hyGRcJwhKEoxlahBJALFVqpU3bXXDXu+H0PDzWXfwg09T7UJTLATJyhX03qM7OYzy7dKEO+eFTHbVoBASBQoA4mqt2TdttZqloZil7qS6DsSe1KfaNj15su6g+wluq04B/411gsUOXewnYqOwZcTgbNmKpNCT1HY0F/Ou5UHFMF2qH+YJJ/VgBXM0NXqhAwatomebjaJsT4MTDXuYImq8MI0BEkhXT4+HvSlQBwDSpHM5zkv8EVTneHKNE8BTuFertw7TXFJspwjdowjltnA8jLN6LjxQcGcG0Ibz2UV21fAFnyOHDQsUR6rlMuedHWncUyqWLzGtRwJKVXe+R77wqpTx+nVPhkLNkNB20ObkKunEUhHMvoP/LnAvYzXl+XgEEwXoHoUpUI8WkqiZYUhwZP05IXpvgkDnzwDAD4T40Eh4mdFodtE5iXlAgYVaspucQqN8lakT/OB8le5F7EPh2JSXRJkB9rkoNJsk/+cFEcapeFJnhWhbRD0gNMi4z5txXg11JEk8LBkpqwIgCOY6drHQyIYwkSCNtZcLtu0hjIgehabB0EQPZFpz2KXtROUhQsr1IVkgkBhWGFxFchtq2yup5vgkpPDlsx1nVZ2QfOsx/NqcTx4NwHnKwsKkmLtaFQtFxzvHidE6Q6HH3Qssbtzw4yfpQLFnX9qGEahnPmGngxKdmACasxA0TTI58oLYWBurGsq0N9sbIjHwhB14VTIiTYeNTLndd3jv7NAahEwSlC21TML/IWSE8fqeMoBnDOf7q+G2mO/Mmi2Tt9AvCBa5NiBDNornA8p3ny4G7Y2Klhg2mzYG0AnPgQVCqH+ePXoR9XEN9TUemHnsV8kof33044BVM/IFg4u9+/08ff/vLb3/59r3PhhP/4mX9eDhx44K/v1E48S0rdBlR5AX6NzpFxtj++ClCSMG/zSnSqwZ+yinS7927Wf2rBRU7JORvoyuxpd+cwy+3QcXNcb4dqnp+LuQeB5vq4Gr3Uodi2wZVSR57ycZuBKa9M1pT/BqFrMfkVR1xM3Ddjh1zwhgPYh3OiZu2W4S0V8sNtMoMnzVtg49oF3pQMK+K+uhWFjp29oX9h3apRjnNdrfc0oVyWhaCxotlsSA4387B6rSx3oFCkaOUpR6WM62q0dLX1PjlsaYOL35nsMCWFz0wb+tQ6As6bPj1LJ4AGQjqgwWyRm6621tA0vPe2oIAFmzbow8XwNnW/Qs27DmJ0umFfUCr1mHYWe4f4CVEfJqgeLscfvjc+/rZfz4DTm99gs5D/1jdvfrwDn5TOFLc6E5pRGzbOPI2wVoihC2ldyN4eLdBsikL6oG90OtFB1Y/yGHTeAE4uFbThbIuk1tdbFPuwqaMtPlCVtcwuPf1eUELFtPKUz2uTOWtr0LyBdRtpNloBTPnTiCixZTxCL7MCbvARM280CXIinASPQEwk/mYsRs4PGvabrrgWKrSidCLE+hv8yArv34T3HTaIpfPTw58sml2xo/yQavscmDn49Jk0GHSYQ8+fDrkwP1AEZe6vLf9UOa093ah8BckiXgZQ02I9jNEkLgPWMfzAsQ8giYjDii16grzAk0qB4fRK9lJgxH0p52x8fPHz+cqvluumOTYIo9lNS8QD5fYKAplKAfUyunPo4Jwu/KfBpkXnLOLitbx45ZDkHMYJ5ejH44mODbsAFY2Hk33zswZlIO5nJP2t3oApj7cigDD44Ugifl1kzIKo7rL2g5zHsNNTiXYNLSx42Hmah1X0bQuhIaYEjqtArpIsuhIKOzhtEJ7/7OuImP7jDC/LOXJ8diEh0mXCNX38wKmlLTeACoMdNeO6I35jDr20TDrN/FwTNvtSoxkKwFsMa9MGRf98A/VfAQHUx9WLz8++h1NPYWpbljkcfeqeS/orTPsxE5NN9niiI/0E8DJNr6Yw78vHO0rbvW/YNzqbxf9fkvM9O86AP71y3/6/bcvfsFpX3Da8wnyHz9/9oLTriPfbmeLDNQ5M+r34gfQbTyRp49c0F9ui+ofMMaJuiHo7BkfAliiFEUnpV4/OsniZ/KpakJvF3TkTpAZQAmyAtv48RMqgonx4LDO8wxVqSmA2PSEXEKbYIYOh5xVbgA2kdh63qhamRk8KweyI1hqZtSillLv+UdY6DWXefm3faaPThjYtQEjSiNi0tGSm/IGxV2cHNN2CyPahLgDG4X1kGzbQJeZN5oiPw5jNGmtxcYkltU24BO35mL34xESV57qASYKITc09lw7KuySXgDw9oLjhEX1zI+b2GlRUGJYisLbN/bo1SbV9/YDTeCL91RNoiM3mm7D2JuyChXDxRW1rQtiJImlex/HIfv8OBQl/2qi5CLrp+OQhjjlCYvPoXRdEQtmI1JwbUtyJp8CwaaLO2ymsFSEzmV1ieGRTmk4OnYmA3nBuF5m6AvG9VO92H//+v/88m9/+P3Hf/72xS9H9uXIvrcT5OXIrh3Zug9m329NgTNc5G5YQ+7hOXTf6NbfUPFfSMxxMUv2UpCEYg3RaT8OXrbaQu7igXedKIP/r3cCBRfs9JQLEVijh2dLaoQIyPtF3h3ZKwbAwWF+AB5seZETDz1+YAPW0PHbqoV9akVjErlCDGwnnKUMFxU1cB3EnchKa9kqxJ7n5ixJyOuTWzj5sLkFCrAN1MTJDmfG9nxBdLoPhqUB5uiicHe9iIPN/38a/4omFJ3NNJYofWAUH3Q8mNQ67h1lcteJPWi1ttsF04FFeyUBx4EfKKlxxgptc1wlYlZSmQvdWY66xI0do+TSiEiZ3dmd856BXrF9xbwLFBBOh+Pk3XGySNH44VEIs/VuKpZ6cCMy8axATAeIadQHe80jVyflSUGUBMsFD+PmF/SsOPASR3lS35UmyrMzixjAM5XjcPC2+KgJcZHPbUEe6gQK17mQ8eitlM3BE+daMSBjpEwr8cKkiM1mttRjN+bFMkJtsoi+1DxMMFulzcO36WIGnJJLmhryc47pTEO+wV4XkXtRigZ+klLsApjBcUw/du0kHy6giBoEWYPLTZRTq+EL61enV7J4IaTTjT0qJnsvjmXDjJ9Nf5R2FGTRGR+CmjWG7sWJ2YwHKkVZBKfF3PKRiTdAaJyfj+yAk4HMLTSF2UAhttPLUvu+MXdlP0KiUugiYMr1mVExLM3SmcaXNsmRZNbV0o4PDasR5nSCYAYCjwHxWxYLDVzUjMoPC/HaBhukcxv2g6gzlCt0XxF033HxcH1CdQulJ+BMZf5qFl4HsPOx6BViEtyFKLNXMxWV0rKNhrfkMQZhUbKO2s4g4fxNpLpQrsy9xqgzGwVWUOb7xq/GDibVxvZ1GcUSNvEjFAzuAhsJilNBGa+Ua1AYzvihkASjCg1bhnxjl0htcq3KuRj2xf0PE0SyPGAjEFcjDN/Z3H4CqPMDUzbMsWXFuhvg8SEltAsnBtSSmTMGGUJ2/sDnzAZAWjGlNH0VThvgh4SpPojmCug0HBvpuya8YFrNierj4H2xdPnMlNI8Jx6JYxTlWEaajx3Qw7Kehv23wR/wuJD8ipcDnfQ8ev4i7+MMqVBP1PnOpm/6LWg4l6b5ju+JgyS/lfLF/uZtHAT3STiPyrEc62wgB4K+J/HyYivg2mLPBG3sKTJzNcxJx6djigJsxLm0yFyFKIpabc3zEkyjLGNY41Udf79LqVTDA8+v+e3CYz7uPKZY8UAuMEGN86KdZzhiRifcNDcPK8zTjB8W0mzGwT8gka/0nRmASfTuy5f08etTq7aYOrXex8k3ByMP91jlK0Uba1/3PLs7z9OJ2qvHV7KKhll7sxfE8USpXZGFvhvlD+zGQlslMlgBHCFCQqMXyHFYELk1DR0AwXRs1lUgosmGcpRtV+2Y0zz68eucJ4YtqZwYP3f17V8/xS/Plf+GKPikkqdBeo+6PfIJ9kfs4fbm9iIZd9wfiS9uq0fX0/S7MmpBUYnPihzowOJ9Y6TNxq223Dddb6m7UUHM0NMommCzLNqcJTSpw/3j8//py5ePvzmZtvd3ptnM406a6Xycqq0e378sqCnK7AbGeKGWiVElH45ZEME+o85xYsKa+EOt5vv8qWC4nK7bvUi2ockf8gLw6oMjtMcFwbiRKy9cGe8fXwBfvn758uWp6weRdkaD1GlBiI/7sGOGYb4wWVKU6tlNSzEa2ZsEwKoUhPhYhd8IFtAa8cNMi7BYxImpScLrPgRRZW3WI4fhDlvqzEfPuLNCOmDIPCwsraokrnC0Kl1BiGYk8cmNUWzcFYkBH6M8l+ppB6zMoUpumgXVd0IVmJ8/DoQiySZeeX/NNCouGo4vpzJNozYeQjpSol+EpooT2jVv4r7Wk5bawlCE6gvOQO9DHAszTnAQCDkl2sLY1fMM2WGgc1oIaGMumD2NY9/DTiNDKV7mAH66LMHHz9vn05fdroA45J0eKzcvai4bzlCkBfcPPCjbcKCNP87BGVQRiz/o80o1Mw+OB7ukVBbYKREKkAucqHKbiDS2AO60ExCoEAoS5TZuWRW+Kk2s3+BiC4WpfI/H3d4yQdLy2JAqZag6XqBXlnOyjqxevF0Rf18Ff6f1+4I4/YSveYEk/35Bkv/l4+/++cMf/u3b174Aki+A5Hs7Pd4vQLLUL/6L/c3bIEeSkod4XPfzGhXkYJlqqUWKOREalIve/PpJhUtpgfNCf/v0xh5BvIg+piEY0OMmSL2ySbM7jj76lTYAFCUCR++KRsFsm+XZI7sfPE29WwY2ss9t3KKmXTB1P2MgrpSQkyRjT1MUbxfFBNQRw4DTPPYikozzPGqMSqwGa5Thq8EzzzO0oBlHBZ0IhmxCEGBO39jQXLyo3K551LRLNAbMHpFhhlsUGVMIksbpsqpFFKK3IFw1m1MNU2R9mKAlZlW339wCqWJ+3GZEOZWLjAen1sGSxkHJ7KUCbDTdpve9hJjB+8VIFdv26IN9n9nfl+Mw7YN936MPKaoer8VB9RRHZm1JgJ45nRhXOEsVu4gjGmSYiy6EWKoX/kqQ37AGfVyKUQOmx+sBsHgvR36RIHUENo1pTXNm5FJDui2QFspFj7zB48gcOQc3KoY7ts6Q6Rn4LdfTomNzjaAWUuCQI84uOiFG06BP2pQ+aYDdTndfnUcUzPs6hEZnI6QLJNKelN41OZY5Hk23J2WSWlmINjP2JpQBQvT6up62chrTQCXBHOYfqkSYgFjkEwKlGFwsi2kUNgDk7zjGdLTNmSfjNrj8LYSV1SKwBHu82cuvn4QaGLeJ+Pw+Cbeefnts2bn8K6i7uN+lCKVrPLxm1TTYO/R6HG5FSjUAvVqMHqRiWGfKZWH6a9hyQbObO75vqKIaT8DHzfFsvggCCGUD3Aug7xh6G5NE6MoFCBklAQtuiyySOMioCXwK+YhzHwAjY1DkLqB+7LsFfanbJVy6B6FNAGiXqTOxW/muuaJNaISFc3vW7woj25yQVyNUz7korEseCdyWvCJizYvMEohPd1oRKCESc9RtPBtYqrSn21rivQGQ6vx8Q8bswtGKcusae7vvq6SI8OONDKi7MMxfUdtX3GUy5K+o7a8Ztf369U//9q/fPvYVtH0Fbd/b4fF+g7ZPwzGQjyV+pi1NWaD0iebFTtZaHgSx3/2E9upnYN7j1/gUfKuZeARp3d2jGv422pKkxgcWUqH4Hyh2pbJs92OUTX2QOCNuQXKHACHDSVLQXD3CnhzQDbZSvcOSN4m+gUtsXvaNX+fi8zRir2MkNpVCRqUIAzyt8GocbXMNRIx9IB8V3mHi+JsbxUfDMQtSHtqQ3IGHIi4m5ERw3m3pIqmG05LzY/ClF0B3c8W1rs1phD0wrRswo3OkKdxlRy4Nou6Mr0IkTuDuxyCp2mkecOc+mPWxJiehxEzrCqVFUkOfPI9kFIgX+OqVtjCuhGSAueIuxKoEjrGKUAcI9RL3AnxpvMF2KYO96IVEr45hdhJzyH1wxllTlK9jr6Ikg7awmI5BU/LoxKYaTQgvd8iuNz8unbhYE4OX/TYS5UQvBGQpTDiHXmQ58arUojdVKF4WidkstReJo6oIkbGzXbxyRmInyO7Yhx64iezOLyCo5orLX4YowQgmVgGsYeHLSBy9lUVR0jzrYaXMTzWmPB3QyeXtUQQshvnfeTb2FflJRCqOp2O/kGywy94W5+iSyHJYZWLC1JPfCy4a1KtM4QmuDY7AHHMkMdIQqmjZgI51vj1Aw8+9QLmt3ILRX5C9ehEAQ1vksQh5EZdLycmqsPIDoxfbiKKbIKmYJcdVUSkm1iRs5hZBdLJB0tF3JoxoEV2ekWPTsFg2NkOimBgW50LJHTPCvXAjbm8tAmHmOW4GFstGNoXxlK1tfnbXC66lmlXK/couQeE+Z/79JsVDoLaa1bwgO1DPUYP2yIJvIwp2A23u4oCRmmlfRUQN1KdSP767he46TvKLo1YIUMC8JeXjVcAbx7Re2HTzTD/kXzyfLwZHYG0AMQEu7r1aPnCU2bkFTht2SOI+xCDUSkjlVWEvCxcZGM3lAZgzJ3gCY7ectCFLIRzaZENlKZmFM5ZpKYehqTLphOhmhqLr0prf/XBJetxv8cIOETt9Jha5F65Ca6TVk6BXMPHSh29wmMlnEBE9MsjlxiOFmI+41s0xxgc+pZ8V+OyFKXkbpfVcz+4wAyqti3YyhvOUYPsxn9wxVsPn7Bm1oKwbx2KpM5abqqWAS8Ma8miMZwIkJNOljT1b2NWBjBr1G5L3fMSlXul0fTYbYSE74JOIHFL4PEdb/jBbCDVR7WCzcuepzmNstqhjw7WDtVycvG5cCWEsrG739HMvPdzMZ7aZL0IbUcKCcDEcRgAHJyCryGCxwDwsgVOUIe9qFmZelFp2FOXgBrxjowvMm7TlOK02Pa3y4FMZZ6Z/mAS38EOzpnsCXMhPgroruxPWB+x2obivq7qxPQsVHUqydobDuKD0HRAxZMO0blqLfLTN0RRYDTuvaT/MfVsRzaoQ2EOs3AgGBy5FbHf+PG0d3BDD6L0oIoN6WvDmqGUYJaATHVjS14TsjNnWCjsbiHBU9/lnxKKY1uQYXQQfW8gFs6oMtqgo769tZQ000CV3AsqffPUcf8c45xasYivVsmEaa2C+rIDEZFRIyirlnZxYZ41zkMvDo/I9mdLyyXzIURc3li60DACjE1Ht9cMd5DI6jMQc8Q3nWRgLDfRh7DDV123RGLYRYWjzUOjSXLC6kuwNDtYFq+uepOAf5oRQPgDBISGeoGFYo8xg/WiqnJfLo+jlAW1POTQNX56JaQt5BxY8+9HHoM9lHI+rcdSYG8wTk9FhKHifo0j2IrwvGN9jmc5hNqAyYLw1ajY5pIAibObgwIpn8iyseIaeNyjUQjM5DtczjPUV+Cq1a66PxaYJF5AQcUhBF+dkdVtzwBhk02WVqwT3IQ1FNm/eh3Nm8KRcjY+LxksINT4uqbsuFLFHsrpw+cLqBgUFm91xVyZPcAzPR2EXVgIO4Oax1Ya7sqkVEJKmFsLquD6GnMMrJUpVCrRNeDkHr5sqOI3TAWI9vbcMyXhHEjrBxB6OlzptTgjVbH2HGYR57HbfhaAErFmVj1lnotM2gckXJ2C+or60LWwIr7xyg3l40H3GD5Ltym5ckWEsUMbu4wCak9N7DjAdDRddyGobhyJgSgy7bIdFlZT3VYwHkIZwCQOK2LmiBXaqLMhjuDbuBIZ1fsqDzp6OJuDoA9kwIGBmisTgDTV0GG90bM35uAjZNnoWXpUg8aJOHKYiX/3I9vPptIULsHO3PC/9dcDLz7GMxlc49zQPq4gr/hrDB99NUIzjvbTVYR2bfktWKq0oDMyRbYvthMKg7CKd3CxhIWmuarFgeS+styBSD7DeWFrAG3zAWEaVoeKNmVE2lF/YCogPCfmSd6NcKo6/Y0YJWMdiKxwOheMj/nA85vU4TSiOPV4nBB/oxCaLYtMNZWsh4lg8c9LsYGpO+khchAd9Hh6gMaaFDP9Y6Vx8gciuX/j+najo5HULhR9khPmU3ZLcdylzGL9ZtgvvKAobfmNEpC7EpOCO6JWQLQxcu+n92m0Xr13zUdj+XI9zbCLNzXlDFGd26FyBBDenFAZnxVVg+nUkOgrnZALKFj2+ap7iQi84ldBWM/fi2Ga8Q8EUL5tjV/hUjotkadvXdOfBO2FXE2cCa3fAV+ATM1euE0M4dkFvefy2lNSGi7hYDOpdIfokIcIL72qvi3u3BTB4ZW7sZ7a9eBEhFJf7aBOOvbpy/FvompeE9fr6mA7RHsuXmXhhcpV2GJx8t13IYgRhohnfiOV21QVmZQqQl5WMY1hkz9v1z4GcpKg+7DyuqkW9Dce0QB7NoCOw2c7znsHUuduFySiw5oJxEtp5Yd6DcywIk+qXYWM1CMGE56gXCIGwAEYLVEv2NYmv1HIhcwMPK4dtK1C5iipAEipXk2kxvfADBtTHIi3GAgRwXszMoo5C3hSCtRdJmSElyL5zSYRPZArXIJnQ4xBasCcCZs5O1mHhSL+3rCihPY18ZO/4hatZ2c+jjh+nGRP4hpUOQ0pitoB7LpDxBD42cdP3pI5ZyRpmzysiD7hEUu8Xs6Rv4KwJlexxTkUOmaRNS6rTCtEDMjSO2fiL4LI319mwGvaLEPeu6mldr+PWRy1S4d6YDdk9DIWLDpHY1RBg1DB7Xim4tRdyH/JQsjbeOhMOwEDgcuYGi6c+7HleXA6yP40YOGGYAbm8cLtUp9YTri4eiCW/NcIychwZZ2ZEkPIoqTeXpaReqpMCaaXh15pcJyHyU9u3X6oXDk6pmuQtF6ZLcfN1WYN04TiiWGdjV0U/2BZ8N2AFRt4Z274IqQIGQnNRVW3ssAOzpEzMlTU9YOV6ehXCvmrZJkP+KoT9VQthf/8V/+cvX/uqhH1Vwr630+P9VsL6nM75zXt9ZzdCEt+6H9MCIgV/lT1uIN+VaE5kQ9MwjQfPnIqGJb8vuF6iAS+M2q+kKsmbE4MGNZFMM+edIPdQjjC3LFFNFbkTW1FSry0JnuYkL/d4tiqeBvKvq3rAKlY2qhK7QGCfDhVLArULR/BRtCfiW/uqE+FChtQXqW2BGOomcbGs0fP9QgA0L5V9fZYoDPheGFCKlSKuF0ooOVQaLiLXqItZFOMFrY7ctQYaDDOSzBgSyoMNqQ7+xI64PjyKReHvIF8fZT6bBAVQ+sOS6ghcMRURwkic7EOSdV6iCRLJwJ244KaC6hj1IWSBniMPzkExvwzNJZQxUx+SEUp49AHCeKyrFpzy6A9tR8NxlhdnZoI2mtTFXzARoSJJmKGKwGoAXZaEowsLH7DVIFIvUCbKaGOcmoK5VlImhF4Te4HAPMxPzXhRuxQ2rVWNF0GzWIfsnMnsSJBm7zWmt70YSW57dotuci5cLhN9kMgdRoyDxrtjyZGLMlG5xFCNK8R3ToBG0SYOHgvKaVk8lC/ngbu4XWiyp3DBRrwJKyQ4DpiREXueEc8pxtWF7jchkIOhQZcYDJYeIOsbXBkCUiyidpHiCnyHYBIPRYu1ScmJE5ZO/DqnuRKHaS6MqxnyOxvp90eTX8lhbV7oNVssVVAFWVN1YF3kO1DqAktcKLLtij23cjYjmq9aqq1cQorA6jiZTbJzPg5N+0poRsuFaEjQeLT3yvG5D33sce6zurdiboJcwwgZcBE2MvWqebzrNeyLUJE0Uex51nIrqpCINSzKy1ptiwuWQZUQVdlpd/kl8ifGTdK38VitYrMfR+5jrYyxCJIhgCQLlyj6wTp4e+huUmYSTYG9LZ1lgGnLETFXJYg9qBOxrk676gXdibYgJmJQ9tcYJOGFXAIXt/nhkt32Iqn+82FsMl0lesEJXGQYqphGmxCfe8BX5regqTQdt+AFNfIWRecIMtHUh2OpM1cCZOwX1oDBBo7bx1Dn9LMvDyivOWgYwY4kF3tymKMFHgxk2YwHi4oSBEaM69G8YRsavfBSmo+U3CqVreACiOfx6Z2H5vNYmlksozZHvCgqq6nquTnugXFubiNLbIZi49RRqBcUTsph2sD887s0OoUJpiFDPpBQ7qKMqsiENEgQW+16o89MApX0TYOS6Ra0sgvEb/fCRgJ8OXtAYKfaxMxU8CmM3bCwrZzywQK+zr0APxCTjxcnKn+4JVgZIOYVpr2Vn0kJlFp4qORhtxjuQaWxONH6xNG2YCpGAQL3YvMKP0VykzuRBIgL4mghx922lVEAQITUEEfFXNYoOWIMBROx5yAi2zjG51eQTfNay4R5QIKxKf9sLg7mAQHbP0dsEApZrc3EEqJAybHBeqXDnGyt3DD7xS++2KVTy3+AmkxcNi34rwf0ZsDjvGj1NcInGkv4UHXnz9CqcLTNQz7wNQQVZoHOHQkVxb5CXIatvJS8MJRhMBe6pnET974l/en+KLswAOITJUa9SeEpNB/m+LjsRfIB+E9O+gcJiMatihAKAqyc868rCqh6UXUQVBGmaRuKK5iU9ghM7dwJhFzndOQIwDImxyVhzasXNTzAUjEIpARBuSNQMOenL6P+0aAfOCILk5krRhF8Yb460GhJoMWtWPN8ysL/1BSf2Rc0sSQ/FiAbEwgpaojDL8SOYGOyRYOpFoumyki0QCoHe6KZIRPkoJPqBQR5pXInQ/4CgvyqQJA//vHr73/79Q/fvvcFBXlBQd7b+fFuoSAp7yWfJvRWoTx7UihHwG1REpySsDgiwMQuJMy9xHbVpgU5aCvkODWlpKmdXZMEafZNRM2KMt3ENAJKw5cOkmNG4DrNzUv1NkoQ8EMR4UXQBHK5HMRoOIoKEMO8hOLwtCP1YCsifbRFdTZClHAydHPEl0cp7NT/3By93w90TOxdYhJkVLqws9Mc7Ys42Tx8movgYPaNyzcbCp660LhFLuqKAy1FJNgXHCQIR1LSqe5CHHE0cWkz+LYyrQQUYjMbS9O4n2+H8ePW6evr02AWuEIN4vWS33CO61hH020I2Uk85TiUC/mdtm2km4S9Ar1nrAPC/AuKPPy4KJE6zf9VXRBAXDCXChAXsibH2r3rBYgIORsbLkR2Y5WMMp6VQgyfJQww6IJ/2rXx0X9x+bP9zdtrAzSX50gVsBDzSFWrm7qoFRKlNq8lMg2bwrHHpK5wY3ydusK1CnoP6TaOz0ShhG7gQz61kxcYI+6Ned17UQIAXCUUljiamH0Ywr4ihRmK8MwgbLRPY0QXhEPbLokvFONxUD54CQdEO2EmODPPvm1R0l5blviQZe4yIew+Of3uiFpFmvu+v7/AOVa3J8nS13hBjJHk3A4G+NphUX4RN0VhFOs44uQrfF5FN+7mftY5vUPdpthFFxd8yoDYcaDMH9ceE1ChjdnBgVNkZlHQgHEGcttWpYTmx8dQJElY4Zd2mg+UIQpcAYBl7sVom1xiUS6QImA522ZBE7w3Wo6e4QpgJZgTB9o39quoywZYajXpRNHseM3KRunisg9eEwvByQ41NIgnQGumcHoIF5oKsROX/rRbzB93wJlk4vYWQ4nyo0d/aUKWM8/3CojSuMhyK6JtAIQRzw3yVBLiB6aXvZ89rGq+AbDgHZuyqNDCcBS1T2hOcf27gf71Xvi84CFsasAXVLpybtSqtHF7Ul6EHOVGb3HxOXOJ35Uz5Ar7Bsgj5+vjBWlI2FSMxe/LDNjIWA3zt2p21ys7Q8Pw8hlaVPPCb36V9De/PiL9XjJg4INgRMux3/s998hcbWL9jqbbyoQLeQWjNjKgVqpAktU1r1W03xvbwEIFpSoYvwzu3oEuysIq3AS0mRMB8rsXJQELuYYkaJbkdqHSSyZ2YummRBAmpQvVpn2xO1KqwpuacmDScDQJLPM4mtghAtc/s8g1MPm0D4clxlUJmxesV4pBdStAHMYn5iZLoqFTFlj8LMCHhhvgJbEr2RQqFVhDK1ninf4B+0q5IiaBnAVTeDEuVRMYMDNZaHekpDGbNMjyJv4poyGb4XPuxOl+NJABx5ABqeTSW/SHr/Xdff76m6fK23ADeXJOa1ldZVC5YItr0KidrM9Ax3f7dTq+2wlE2wSkRdPT21tcbO9EUD4ZAPPkVg+CXkZRF3cC3A/z8G6Jl1R9jB8ICO/S6jixTBn4G+OUmsLHdIUa9tQT8xQjhHKWGDOiKqogtXF5W3vFPJiURlnWsICjsuSFpCTiSEewHb4XoelvlJULhrqk4LWspyfonHg+wLHBLA4lMLFIWVSVRQt+7OvbSDlFbXv0wLyt+2WmsKnvqs4feHuZqnRUu3dE8scLSTIgpMKlKRZecIuNAQOCfXWUi7Jr2G4LsTOdHJsgtt84YlDcgiEPaCnmIkvbJuhUZKGEFrYGsSqi5enqZtG+GAv766O+bpRu2UJDvsfinjWWVy+wVnVuVIRNik+TH0Pau+CuioEVNw3AIIucpsEtfbsonHjJOGOZXhUbgYFODR3I0JoUBeCKv/PTi6NRHAvAdRPOHZzZzGwK3CLHNQHmYV8dy3qO6UewXFh69ygu0OmC9mP0GXmG+mxmFb24yV8woxdMYDLkL5jRXwdm9Dg7X1CjF9To3Z0h7xdqFMunT1/sb96yziADdOYIHWpjkwAzswbUJKzxpulhTxghs1GTVlUPI626YF/3+CFfVA9j0z40fmVxyb2EjWBu54lW4Om3H6bRRv0meUEnpSRNGXoeFgpJlO7hTGsgfZNvRbyDfaxoJyFK2623maQcv/EZsJtl2kYkRqcdDo5wgC+n/fTGcNGzyVicFlrQ9Ri56Ve0ZG93Y/G8ppDonq4pm4N+jGOdPuI3fWT5lp0fQfpo+sh+0bH5W1Bs89a3PDNiz07hy8F4R8bBy8H4OQ7Gt1F9ORgvB+PdnSHv1sF4i0ljOH0eF3QHsV2bAdmJRHmdTExjGGNLIzwyVTf2TB0R8McrdsJQsNXkBx2g+ZBZx6JR1nh0bJ8aJ4zo3fidYKrbp27JxkqXceCC7zy66Jgmv2qc2jQN7KuWR0M7JPwDWfargnn7OpP7DuHchabfHs59AIK5ayQ8eu/G9EZumkBkWGAoeYWnpAu5afu+7tgaUL8Zh7l+6+mFPaMWNM+7GWhtL99QghBwllYGso2228yFsqmCmoN5TBvYVdhUndAXwA8VUPguWOSXmS59fPdX7MtM/wEz/XfHrwb3v/3y5c/Hf/0ff/j69ff/8DLWX8b6+zxJXsb62liPccDjR3/myltAazNdbENws7EQlek71SxM32lPYrKkw4sIYdUL4TQLSRXwLqpl0lak9BcYzo7Rf/Qi1QW3NKoVA/XCluUNmh9luMavM+5kyzoUR9uiDMFXgel5ECVz/a0bVcFjKKKUcaVURLo+xQ54urPoR3lL9ymyIMPqwLxaImPHXYB6Kg+EdyveWSD4aRwMYZ5JVHEdBLCyosxYg4hkg31ovjt2haftuxIuOSlLadg6zpqUTRDvMe+PRX7XhSACZODaoo1xGEZSD56jVjZuu8AlY9f4veuB8pDtyrCaN4H9t7JNSdY54SAGIfZcOd6QA3bnbqD5u29XBImFTJXkC0OQ7BUKc+ZidEkLG5Ni0lBNIo6d8ldCmVRIyLrHedODnBjxb6shTN6WwbvlQkoYVRqcwQN2bk6DVlUU0Hmp9IUcg/DNB/FugaYTKtEwdbCR/b1gJuBKY8M40LHDRZkJnB5Lra5vuhuqk2og6PIynPz4ba7gg6goFxu08Ifw266CHX7UxVpecLksVXyg1A90YUMdmiYBYo3zOsZUhCSjrV8u/EheWH4BxuSLchd11C0v6NfAGsiUfFDAYXbEZBUxHxupiBQgljEj6v0Qsrw9E5QiPglYNkWxnMCVIKq9aTC7j5LvFRssvo8r9Rq/HGOXQ1btYAhwc5FFNloq/Z7cFuZC0x3hgfBBSj0aSFgABoWJKpIrajkNzsTb6JvyXzdQB4+EsgJuWco3E9ibeVW6QnKhP2zef/1Yw9kqvZeY2kbk8jExmWLxV1SmwoSNr6WjYjRZSHk3rEwsUwprU1rUAdn3PbpQNqG0QeZfcO2AjPAKPfaE4NpH2915cSwOJs8EcIhXqG0bN7h5Ywek72pPHjZCmhdy2jeG0TOudD7NdYfFmwUZLiYp3i6KGUFuNQoEY5XPfcbjPAhcSZRHpshW3HEVJrYaF/E0d0S4hjlEoLQCWRUhilfuk+N6Ya1rjFE/a7t57pWUtdQFVxJq10XH3plgSB+LIPcQzl+pGjf8U2NG/WJdgauDrdNGxU+LG5V27LBZP7Kfv7uUxcJ7mecdcE1IlXKtQoECZQRBmSXl72qVbzQUAOEtalicEpPD2WTy5uSUovYYfTnzQB0uMvbBLWqrMKop6FhIhVlNUrGNY0T43IJUjTeBo+mtHE2Rli3Z9uQzIJkja/OYJFkWyQ2m6e5zxUVAA162aGM4qWBBuRLZJ2k33PFhtDGpW7uWfzLlxadPX2I+7bnb2thgXIuHKZcXNMqw4JnCGIwrHOSJ+UKVIQo7DIqQGAsJG3NuxnuowF/Eu9if81k5tVDSz3QkIGHhmxlG9FzNBr/OxAIefPe0QPDrIujmJNiEfI5kbl1YUUofG0yklrDcmXbDTrbxLYXwAvzRfJnoqpihB3Yj3vNo6kf17Z04dowluRGCGVck9duECSUNHoSGCnCDuXpkc7ZFOcur5kjaxUGF1D17Rt5pAV/tWOJbH/WixjfuogkHnT0+/JoQ1IUyUPca41ghcwamtjbY+D0+h02l02z3NRlHYieMSUrsp+qymCoiGAf88RlxpS5RkkR+YAWK+hYUSHlGg2YJvE3wjGBynl9nPo8l1I2cyv4deE55i+6RXUwIVdE4lrwSXExB2Edg0e98n/okdcLA8gubVhSmO++XnXBBFK8a8Q/Xpdp5tlPBtJTHFcP8nBcLYrKioq+cIAabwpxVB+MmtgmAKzyW+CURisoSzPMxScYHn7uQbDzWdeJe1E3oCJKjBeX9LjgZzB0fU6hrcXOrGRYyu4TH1c3sQof3JypqIV9Ih5XLO3jOwNWEMrgTiJyJrp2Z6n5Mbbq/wU7Di0rXxFSfyY8g/ePc3FaEUfumCs4uizMGQW3R6q1ZKVuR+mBehdF2O5gaIm5hNfJAmmopH5b2jf0CL0qe5bYVLU52cv81CmjeYCGNk/Axjq5KhPRYWWrRHAfdnM85MpcZgvNayG/m2o/XBbFyq1x+F4tiZlQdXo2jVYW08HRRuSrsdEi1X1RwJc56HDYIh68C5E3JjjBtkwuY04CtVIZX9nE7sLLS6Y0m2Mw8AA0VsQj8DNK5EfgpSsK7OZUCNWSolpyOHUrTdgsWyNoLH4So/DTZ/uKN4WLm4t2qmK0q4JEJKTwkyW89jqyEUUUFu8DsIJxAebhCfUL9Bzr2AaxcyPK5KAqFQQyJTSnE/AVfbPMI2QfN3bi+XdhOJ3PfRNm8SRjzkQ1tQ+pEVsRsG9U5H9DOW6t4yaBgURe2RPKmLIM5d/qScWmsOGhw3iXqBQQkRU/PrrU+jVkVErcg1Lm6Jl88Hy9U3mTIX/jeXxPf+8vvf/vL//7p29e+ML0vTO97Oz3eLaZ3q7WcOdNnnAL1vFGBoahzm+pwNh0HHWF+k4HcZLIFO1lFhDvWrAQbUDlaCCRWSYG1NrGrqpDJwUGXPNyuks+pLLKB+GxmfQfkic1LrB7mIAVXKzM9InDJSeK4LzhIQS3JsS7IRXCeBWo9HOM5+srsn7kK/X0pq9ipy6Lt1KIgbGZHLY/zbhOKQ0CghUobxaLzyMjxNRLrQoqBOgH1WgEQJmUgBepVUrOiAs6dAP6H12VVMpTT1usfUCXyiBSu0AvqHv3hQyPXT4e9/dShkfZBMv3oUFktUnCinkcFDjR7QfDyeLMicsaVi0UVbgHzXTAGH7vQs0+8DfjG6ITCnQGBkAUCkDmvUrhn87TovgtvcauVlPSVU17U4IWUFL4yuaR5JQjX2HxF2DwKzvTq3IL227kHaSShnj+0tqry06B4Ybrgi+O71SaIBteF7NP6/MZZLUy97oIzSK+yhgMWTbht9PYNV9mm6a9jmDnxc9p4Hf7gx/R3fI2mVS926A8fGZ/9Z/fp61NHxrGOCllneXuEsW+HRQUDMVSML7kalrQlqdFIdkPdD8vFVmEoRTMGJSh5Ze2EC01qP67cNyyRXYGWuPcvYt1yqxwLlfM4gGCFymOxtvwu6LUznxnHxDLmCMPcYWePLoSsXYDCue0BcSZgzZwjoQnSKC922Zff+Io6/V1Enf78j//68fO3P3xFnV5Rp3d3erzbqNPzleRAVRU+c7eVTmxVFTdk95iBx7ZZOQlG+rZUniB6ysMQn+QTxWGoos2EMlTGXkB1kdzYbAqcIzfdBjmCFCnCwmP30bb1aI9538N7zJzHwyDkOd+rfV1HoHgJAJ7mufvgRgAxXExPvF0QMzhPCANl9u0Hhtb3nSNedxlJaLgxhNO2WXzy43MHmnUbWeueT40rdUL7xo5EMdXAcXwia4KjYJ17gQJSsqpH0y2YNUtgBEGEwt6FaTPsViIm6r2iSONKpvH0wg470PLb01wbkBjjLk5TFG8XxRR4YdCwjx/wC8CdD1HZyoa6linhDYJKMr9+4sCOngdzmwvZnV7YEcZBStp93FWByGstdVMaZNzDaJtgUFjjBFFcJv+wbTbGEyQ6vonH2PClC52wIIkCDCrXypxm2+D2JdDkVRJKV8VkWVU/wmXfDkrH987ZzNAn2mkwDW2ZZywLuk/61QK5PJ7lgkSorTGxgmm7XQFV61CKRrZwCMoJa17YI8ZOeA1GrOv2mI8i3t2gfnqssO4qLiFeg7uyO5i22wNWRaOBspI8UUlC/XJ6Y++/7+M60JL1sdtuTSitYEZ5qNzbKPBmOSznL6ZjE6whcK5lniA5rBCpoEP+iHph2yyKlq2HJrxIQ1E8BYXIE7E//a0J2nL3T4RRe/v9T6CWuU66hVIl4jb9nkfkMHlxJ2of372f+opyfX+U67+m33770leE6xXhem8nx7uNcLn2H/ub9xAJAx15mHuO3CUWK3GD1ur7HwmJmUpmpXV5VP48TL+HpvTlG/UBeNQzAwVkcuxCz58AlzqPHQit3/bI6i0txKIRozc+AozGZLhONGjPvQTwobeNlz4BsP88kRtjFtxaY9/hIOIFlwaKwDMHU4vBcJlYS5qtpSqyQaBMi/PQY6laI7tVrpaKxr+3JV+J+t22C9fmADE2rzoDzJBDsIdvFWj0UjBqqKbGiWFEwD/S4Bneyeubxv704zTI0yACxjv4Nz/i6IBJGxW9UseKQWt99yNxKe2cUJxDCwHEZIzcgZZwoPhGDFrgC7IcpqSJaRFairlIeAOslDunA8wW9fLjBj3kBumFKXnf3rT7F0f4xaXx9ieQjPkWU3v6qHz7I4t+eWRC8lueqJFd8qYZ8ZYH5A0/gaPtk6/hKbg2mG4L3w47VeouN9d3PBKA5Q0/97NfKJt37UW84g8/EH/4+qd//uUVgnhyGl8hiP9wh8e7DUG8Qa5hM/msh624Yt6sm1SJxxA/EMTGNA2TunBVAIwnZjdpXK3zGh7zujB6pRJXmwLyw3ZJ1xY5Wzva7sbhgs3V74M/dpAnKKfs6Y3GzeRs3bYvqAtOLzR5y35OxIuJNl6meheFKRx0QUzREPugVn3Yo26hcOBdFlc5byJ5AUteOFSTSDKDupILG1AgMsdsmR8f3HtVFAZasIaBYykLAQMEzrneJi/4/4COYm6xlNIHxs7btg7aykrttY28tN0QYdaH0/seffBZEAERlBm8uzdhVQe9kNSlHcvTTxPhmEGhBKm7Mr2hYIQLwYpTtz0VIXc3bbf7O47P7njApPSYZsX7ixf2yNkutUcXW+OVhZU+vntD5uUF/ZAX9O+/+/T1j98+9+UHvfyg93Z8vPyg5aUIGlQyW0FnPdN/doaP4nufAH71LGpCcfvDVKL1+R2PLPqFik6Cxb/9CeDJtkmM/KJb3/EI7KVZwutiiL/jkVXHLhaLPvIy5F4n8cuQ+8mG3C//9v/9w8uOe9lx7/P0eLd2XP766ctZe+jWjvOJGbuh41ZmAAF9BOKHU4yX30Z457lHGlbl/EgIPZT47CONQWuyqRvQn0zMrQcnn31ER+wnoCJjrZ+/PDWFVeajyQ1MII4XjxyNVGFCg5s2gRMNBvBnH1nNOnBFafvRR1YruEnDrRb9C4rxun1etuvfznb9H7/84Z++fvn0z7/89hWKfJmw7/UQebcm7G9yDf6pUCQUhCsBabdOZXiXtjUPDah+HGxwnZvh8aWmilt1qKOw3La2Gfw30xDuj6jaXY4Xxdysnb2pNJpt6+SS+wjZ9WS3EemNt8M2K3OBTkp847jbh4bYTxERchn3wOlhqDj010dpe2rQIQi1zbHoyWgamqIEFcL0wpYIaSmGi6DsnIVJ3zbsaSujZPzxWWnBTGofGvQ2WcTntyoSSzFFIVSGhDorffemW+BN6miHjllJQrBjmgbrpGe+AMh9sVwHeEnnsr/2dR2yEgYbZv+hLEI42C6F5vL4OZbLOjbatHjd/PDjmEgLSSisaeZ68BeKM16rYiDLGIRpwQ9JFrMAF3Q69o2dp0BRLo1/ltYP+HuY2vZwy8O5D6PpFsKWRe0MssHMddwE5Qk9Zt/XD3snzBsX++iH77HwZa+fT2N7y991zBaVBYFTey4VH71jAmikgTpVdhfiMaV8vVYmyJIGTlAYoP32YbqtgDTaBH1kFIIew7sPouihFT9oJgx3hgvch7TQ+xqKxpZDVegv5F6J3ZTpQ+B5baJpLsp7fJsKAdWobDimbfRg1FwNlKdZxP1Yqg+217tdilORenFMvVLW587ePq7XNKwGc1cJEclou1uREDOjFRmqsMWPJsvIIopnvgj5V9MpW6Bdx/t6F/JgJet9SMMs8mNoHC3IK+7+gPLRJWO9WDrBqbB6CKLqC/nyRPYOgL9cxgZ9rRVvfuwUwYOcpoidezp8/Gjb+YAwy2kgA+WUesXOXm7vZMhfsbNfNXb2P/74722A2+e+omavqNl7Oz7eb9Ts+UKm5CWNeYyanxGj6CMRZtAM+XXYsZGAb4e14Kc2SyOplTohJ1LMjQqDqxlSkFgBVHNZGmK03brdSWls04ij9U6YttGJJISjYEIQDRPfE6R3vbBv7IEvKR0DqyPHbeCVEd8otFXY9e9Ntz7FiHLYeqluVHbGyCSTYd/XndMkBj1s1DRJPV+tO/hCM8CBPtL4Ft60UqFeNZcu93vPGp9W6i7zszFTBUh/WLkc+j6RjGvTdrtSzaljVipTko6m0YddRODB+xh5kbi60oAy7zOVPyXwOORBaNMXWPggQVIvDN6m7XalRvb6wHzDkVos1EwDcXqhCW9JgNzvFKldL7sUH3V5zz7SaqYm+6Et1f+fvXdbluS2kgW/Rq9lgVsAeJ/XsXNs+gtKZLEPRzqkTK3uac3XT3h0JdYK90hg7yqK06adrLfgjkwkLgvr4sv9+sYR8H5NmUx2KrepIeC+s6mF04jHltjIlIB4esSGSZ5NjGqmNPRbjerlGx35srAGb+wuvM2oWjLM71YWyYLoz3UM+CMKy+3RLFHD2apjrwoz+PFbeDX893191Tb+mIQQKVe03nVoy3vf3oZu0Mxu766P91vfwGYvs1e6S8w/1rI+8jVPM5ZZyHKjJzR2NEGNMpbYKdo56loa3R6eUygDhsSjSJuTsXN5qo32IRTF+TDAcgs/fFgYBnCWRc4gF2Xd8s8uhiHSKHKUzQixufkg/BcOh6kPliCbiSICECC+juRlwNoxq/Z49DSTrtJ5Kewqtnlchl3uj8r0Y6drwENIVKBa7n7kP6/p1vUrvZJgvB6YnRydGh/cc88ODNjpeKdGZTBQxnn0f3dOZR57jhutx6On+7RJ3/65bTiR6Z55X4u5A8yBvJZ/1vuUB3Fs+CwTYdUIk7osSjgOm8Pyivbs6U41vkjbqVrHRG0o8Cj8N7piQ6QziwVPk8DuZuOdtaOpzJy8gvrdttqrxLZR26IZ/uQCvIEYbGJMotVvxwJXYSY4F/g6O/boKWxgU+XeErQE4Z75EJaFWYsT+PWEAnPsgv/CYVWbFKWwcFwbbLvSRBwBZecChD2bbFYm/cBmZdKP06xy6dh/4xjFLo5nsuv8zTsvvnt/a3rk1bKmY/zwucdX6eLbSxf/48dffv3Tnz//27/98vOffv76m1/1i1f94qPZkFf9Yl2/KKJ9fXY1zWE6LYz40eJ+RUP4Z5anzJJ4CYcPxsnSMJTcnyYfqopO140RMviBQhJ+xKicNA5bE8Yo9+wpYKkPerMxCIgWsXSSe2YiYk2F4iFKyJm4suIxu3zjCA6Nb+7CW8XrUbuquvk1Sk93xUzy8BjzCGEfj1a4K6g4bZRDCVnBZ/6ZxcddNLzj4TNT5jnkukD6hBukMpJnwsem2wopNIo4cjKUe+JHT139IJRwoL/P7Oq7ZwOhmQRV31yeZeyoeazhv2xAroqp5aWbRfZryOvg1yY93Q0zdr8j3KaqUs5pwZMYmNMueK49d7g4NYxrg5GE51UiK9kepY1nQ0hdBFkDYlopKnVR98sxc9UP+FuJX42f7j4C85bn6yvQVZwn1uHZcoEBqX0pMGRJjaBCWwQPW0QR7kyrzCtRqSrRZdqsfcMx4W0c827OAR1XVDSzPwCIcaFLB4NQ2Srt+UYnMgsatOxSawEhZibbuqbbxLFicbzjaN8wEyaToAv2Ezn8h/JJTDwVbSGtCwsnSW7IXpJhSlm4KlFvKbwe+y6mKZa6Sgk1g2V768gpob3rTJQo6RjI2GTOYNbR4fBsFHWXg31+I0t9HBuFlT6Os8VKH9itgXNCqBbPCx+lfOL8ZTR2fPPCitwTCRVYTgmlKGy0MBXxYqapBbw4CtKHQaqLLggwUkr6Fy1HnFA7fh+nf0GrxPdLTpsg3XNeaXQgP8hwe5d7denfKDc9bgPuxbC0lhtEnFcqisMif/221rj75pUdkzF++Mj2lR37juzYn3759W8//78/v5C9b1zJV2bsn85+fNjM2JefSrw6NE/7CHMzR/3hHmwLoKl/ySMwCjsVh+/OLpmnnRwRixNQTvLsaQKhaK1wq0wg7h5ZWbtLw9Q5rusQTu9xAsbzn/xwazqVFhXFU6UDM+wSr0MUYGQ4Rn1TdbdPEW1y692zp8sXRouaARPckqabvRFuvnFUWYtWWRsH7FN2gMO3jVe4WD7Cq7lniy7V649ADLhxTtI9s/xRZgQOPO7MYUHdiWaBRdncRz8WrqxiXD9Gh45pHNnFLg45sBeBNm7c601rciW7p8GJC+0fo7hR10g36hqXbxxHWDFtpx2ZkYQ1RYW0VW95ulHkSAaBddG521Fj70Y5934rpGc7b5azywI6yZF5IgiRq6+czcczGrlW7Oy/7RW08pJOXWplqjGobyy/pFTDhH/zK6sJO37/p/e9gSwVJeZhZmd8gDev6Ld8/83c//jj/jayxVibzO1hkKf2SN4AgcgkNAfjYfq+F4B7nmVmzx4bEvmNfQoeTtXSSW98Ixl0f+B6+6fZ5Q3plOvklu1hmJ98B/90LEecjerYt8xP2Bn1vppfZLZnpJQ3bxzDqlcjOqthxcyStMGUiZ8WBO0lKwi2AX/2kHTBAR9rKZBo9DZxQdCePctZd2s1eLdElP/GUZbcFZidGJ7Pllkxtdv2kKJ5WnjQS+ysPMr0WX/aKILu5haMFHlSygF79rScuotw7mVd080GCTffONY/jQqC9QIFDiWm5dQujDcQTJ6Djd1LVhVuis4/zgmXwPAzWM0IZiDyz7Bnz1YU1uamATByIc49s3y9+8Yxmd2YJUZteicBWPYr3Gc/dm9f8Cz5MQ6cwj44ePzsSY8NQiZK8bcsKkz26NkK5m0EO2MF/aqmm+0R9PuGLcmMwA2pcJHhxTnxSi1NpvyVmv5HpqZ/+fJ//PXn/3hlpt+4kK/M9D+d+fiwmemt589/vPzwp/GvkR2OGL6kVVv3YfMY0VPa8PQND9WlicU+2zXzBKv7j3xynA7APtlCkiwNkhGKRuza1ywKn8DMcJume/bUtd+sy8x5lIld+xKFBjIeLiPj+04tXh7F4dqnOY6mKbAJHauV5gKtVYxhARTuwQcwRnG8y7iwY9IefvfTZHcWfpC0WxDlM53smINPTmSENxpBSpRXkhHc9A9nJK9pU0KbIHHGFwy4vBr7Jk42+gXn/cP5CM8fHYVjFMfYmX3CP7Od2QxR6/oAGSp4ljKmq3H5xscojvV/8DzYXCSOfJHR3bnycBzayIOwZ2/J3xaHznp8UXuc1/s463DrQ5BX5ocBIsw7BYi1Cr+fe2S/u1nz6agZKYAaENh5xcx/34MMoEiXIX5e5pOwR0ZpYmcyoS26/ufm+Rh3oSGEGARzC8RlpbwRgnXJfGyOgGJke8qKf2RPQpILsW7ag9FU5xyOPEjLJ3D9jHU8OULm+uZJ+/lRWRGqnMN6CL9wdujKARmtVoxyEPIFT3iKyirgoaDjUG0iw4yrjtF1uOuYYwO3UZxui3QDIAbANlAOB9U16VGGHDvvzXCTwwnMJqEF5WSi6I9PAhOK0BZHrmojNSOU4+2G9KRvXBW9yawy1TzSgDtd3UiMcVnTcyzbVDgI5Dim7YFxfupGRelIDntQTDKahgV+uhm9lLuyuNXiLDUsqFeM69Yn1Ri7eLHhozrM4NNocIEL7vObYIivvNArsHvlhX7rvNBfP//w+LtXVuiVFfpwxuPDZoXe3smbj5i8XuEEiE7zrNTf9tHG8OwNhRlFaYdKiJ+Yu6e63oYgn+46kbLQocS9EfeS9t8YKM1GsUnHK0bBXthu7ZW+tNnYLc4jEfF0EMU8rgEV05gN0yyUkVW6bkEZyRMxHt2f/ehIJt/2BrR0+I025RtKoDpavaK7JKveT+0slOMeeTLNSrHTGVFLz1ykyiX/0ibwg+UrxSKCxyvchMVgmWaNjc9e0X3TBF+ACeMkJMSQEh8hsJRKM18QPtrx6OnG4TXlN6aoVIA5CYG1sjU3r8z3KtoI43e+MJ8GKK8GNpnzN3bHEPzUZM5mDlR46V0zd2aL8+o7JcWclBIA0mccstciJ/DWSlfRqwBed95iB8UPAUMdM8iI3pM4j3P+exJZHfTLiR3I2wOn8WwUACtL9iILUcTh/BcxRsmgj99sppNJ7751JwOpwYdlbqZP9rl3WukTJMKZtjriD1ueKpforZUuMjGHp9Xn+9R93VibXThk8esKpX+RExQOvnebQkARdz5d7zCFyKhtdGmsDrTvV3/TfoDiGQ9y8UZ1SlVvHNYeTVTpja8Ua8Z+mwEFh2R65xvRlt5Gmmc/viTTSnvjK2jVXZ0fBl9Hazv+lrsgAPD9vrvg7pX5RgjdMsjP3lC2gSwacZGrIdj4rMHlbWO05RO+AyMhfVqnjUIFgy8sPIjtBjWYq5W+HOsCp5zBzjDHLkamYUFptzNw8fCPuRcIWV0pC6JSFGkI9ux+i22jaP/WDdKHxX3zK+AtoH1cIi0Qf0sSBL68oqDkxsWl6PT0bElVY899uLtumqJqDzs5RyFcvnEAjLvm7/ELZWM5ggQHqK0323tmOKA00GnCv+GV99kaFNV4K/E1d8O/wqQjKJxJXdQ9MydSBAlPj46bGUtajMF/3yjoqW5GODy1RCVJrJdABL5lvTaH336rb9XNaR8lZRvOY9ju0dy1SiLSe15y0wPnv+8xdVtkvzegmBtpDPuu6Yk3uFbTHbgVSVYsw5hjFjeyGZDbJZPRioju3QcxUWttpS9g9IePzPCEZmwtYwjOrRlGKyt6PVdlqjaS42dD6FLt60WhW8faBjacR0gsya53BzAwBHHhfurBTYqfx6/n7ZebGto7NyIxDzwY7haYt1Kkhg9eQdYyAf0WqyVjpXj/gCqIb5x9BbOCBeMxpC4xMHQ5lOtchYcvGzvJs3cmnl8V2PN/fYwiyqsC++0V2P/5+e9/+fznrz/2VYF9VWA/mvH4sBXYbYs/tYuH+Oyc4lqn4sDJJjHnm4UXwwHp4f9wlgEq8wzMtw83MJdoW5dHy/i9a1cD17wARd3mMNEatb24apMzwHJMa4omxELOXQibcOe5Z0+rIhRO4JU4LxsH8cUgMSLcHiVLMOk+3I2bvEE4ynO0M3gOuWS8aziRinqkAPMFiqmxfAywNWGiJzkll9l4jCBxBPIbHJv+w49f3nRsemeKAgD+4zy8cKSWlsdJljR0eRzWQ3GfftFDERBkD1NiDDR/COIiT4sN2UFyH2dkW/Vp7N20ZhwjDTeLoExIO6ZloeJFglBgrzEuphsQhtGJ4FAfnM9AiwFPNxIVHAY31QJCQ/x8DNlAGhcJHFpyhOcci59/x1KyCHUijQJUDXNygNpE3wx5EK1pbnKC3ae7UbirdqBvmRyAKzWuH+axV7dHJebZwA2X4JrJi4ol5hs2ZS/gNxp1NikJu2e/nSEJcbsyHz3ti1Ov5SR+mRcgQ2LeMSDDheqhWGeRj8657eJYde6Lw7M6r3bUTfdUN1yUUdHe5CmqqY/6USjH9Ip/CzpXQn5WmnY87EHhTDeD2IIYGtcE8XQQVqixhodNCsKokG9UrYcp3fmKPgyyNH/Ysye1wGxuy+MVlp/VrhVV2z4WUUnzY7VEfJBPdwNXrnewo/zWtEsvVP6HDuteOaHvyAn9r19/+fpnr5TQKyX04WzHh00JvR2Uf3a7xqs5O27TqXh3iMxoGfoMi9GM1cncjvBt6wI2q0fm47Ew/hmvzHZZGVQlR2F+vTLg8p1JLCMMyuTPt/KpTQJsdMcT2gkBVp/kQyCgQ+mQUgjY+ub5q0bh+Zg+92i+r6HdMSC7b5i9xmm6t69yM2ztWGX3bD5OEASOoPEt13clmrPfZTZP/rZ3jFJO5auE+rryXu7yb+0u//T5P/7tDy+X+eUyf0z78WFd5h8q/vnPfNrHuhWTpnt4RmWR3M7BKNEGe5IJDF6KJMMfH3WF49OpQIG8J3canb1fs6z84a62q+MOd3QuIBugYsswObDRs0Jk25iXLYegGm5duW7QbrhNtikqstTEAR6gbT7urQkyE4XjJLC2LOh4QAOFKijtQo8DTO8MhQ7VvP3quoeQmO1ryvBdrAL0dVJzpLKzrtgdA4xjb3qMfo9CZJdLEFZeKNWNQSTbzrMwB3zHVLQ/ooFp3aoHHfUWRdnknEChdkrCngPIJI8aOpx1wfVlOqc2il3n7vg7VviFOATXGADmZBLAsJdPk1MaamEwN3q25+YFJ5JLjygccZXosADjs51lCnRKczCK/VE5a9OsABQqWLSijsbsZ8UUQAGiWkVWEsZ4BFxSN2skMXAJCyqjaDSnsMoh3phmVeKFfk6jis75hUxXtFcZRO2kHSCD2KJ0okKcR8RRmlNwGbXvm6ptTwIlx2zTNvrua7O2zz99uXzm00wTak2UNoK28Uw9pEduXcSntFmyJHXR9U4sxKytKwT73wszK3z/RP10uBc/vmWiQOxWyL+AQtfs7OVP7JDUKcwDwJHrxIIwNc5ewRAocXW4d1SxnbbkB278Qo20z76zJm4mxJV6baDiqXD8cY9vWWl9NBb1gYLTLNnCLfOBWSVPRseZtTzuXuk16ZSG4ld0Z/c8J38IjqrW5u8dv2zbtLU1TdFbsLflOpuo7KfZApTGOih1EohBNuWmc7i/XaxiZ1YZqASH2a4KXXhD0Y+7oJPg+7BUkpTnlujEUwcCiDSxRKzC4XxU28mzE4b+TfpK0PRMN1XmbkxYrDarGOxRXBo0nUyQAiyotDHDBABTdQoXwWwwXCSa9+zwRE4YOcinO53BYM0uA8pVV5Lk/hsdm480Cu/tRpO8mf0bPT7FMLxJnj0bRXNNRQPAs0ujkX9mvXZFWSFrNWM+3t0WALnLNzqaTunc9ssdbPYru3t+ldLTfTHbWMenbnTD4BRONbGNd3Uc7Lm1B7KNb5jDy5/JYoHBlrwlIOjym003+Eop9sSZ61NYUeRCU+Jold9ow0MdX9KnomIn+peO8mEeqE9u9sPaxpw4MFkzpacT/UXmeytzk5Wa1ukiEblwnXMXpypl7jmf/bK6Cb9FY0Ew1ddrVFytbSoVGJ3c4+NYFkqmcETKDnLaWF7zN6hZ9y+5fvaf+RRGeZxAysQGo1t7cgIbu4Uhzcm2sFFpOTuDA/maK3yZrqDux1rF6116+AizHF4KG3N6BIiWTb3owlsZLdV95u9g31LglcpcYw+5XtYX7FP9u+iJkL++UgaXym+3sd4MhnC9sjYg1krgFYzSnhJHA/gToxlYiNEkJZ58SWbDgPTmDDQAAHu4LjqawqeuoMI6QpwHW3lj/EMI+9Sunph2DemnMolJswBHRDFLvGJn0YWL3qf4akF+1b9e9fN/WP3851/+9uWvX/7ta4X8VT9/1c8/nP34sPVz9bJ+E3gqghkqWZuYzLNiWGzCvQweMyqluEe+8ZJTHSk327euBa1Pk0/++0YFOas4a9lVQGvP0groWV0TP3pWXDtCCe5Uynm345z02WMM/vscsdbIP7vhz4VALl84alNR4AMxdyOfe/yAaLpej/FDLfw6Bjya62dF05B1xdFiFMeD2G2Trmr36W4Quw5iW+AoAFLmHeGR1MZa2ERKDGzIOy0HwBUj2PQFvmlSIzG3r1SWNIuaZBchEI40eUiRc10+OdSBVUeLsXm5dvY238s4cLyNqsFCrDxq0kwGnwk6CtTvma9sdL4/G0TbBzfZaHPugyxgjCFFkaNDPB2vQ4Ab16mhG5jgecU8ggqQC/3gamc6BnAfM0wCcHUeBXBJPIrDcMxHAVsgmtnRdP9MkKyM7mcDa/RPNAiwSIog2dK0eDV6z/7HgmR7VpJypO3Zzm/KfAYy7Dl4IKDYzzCjqgqBgKgwi9hZnuNRhCowI6S085QiQ4UVAMCZo4TqsKSeISPz7B2HjBEjsSelmeybpOLBObdg3CxtEJYZ/1kfaAZbw6Zql3tTFtV8w+UKKciF8mg1TcnRGVuVinxPwuV6Mo3wTblr4zkkuOaANVSRWeURpivTyU6pKgAK5WQWMetFucg1CSJ6btnYRgYDQB6/0QpFRQtFtfN9ja0rt1TcKaet1SqVtjtzcyIrH+0Yux8QuE50OABsapHNnwvsnXThXLnLNzc2bI4QKSitIQwMn5Ceprn6Y9MQEgQr2OZFtsPesVAj+Bikzzu7PfN4N1rn/LDN1tBiArJxJWObNiXWD1krfVuxCGp4ShsPoZi9GV3qmWrpd2y+D/tgBCxN6JHhmDW+r3MUDqBzXpmhuQ7u6iclIYF5pLoTzEMtcx8vedMcyc+4xEYDULcZtYjjwegUPNwEUa9sqIzxw2czXtnQ78iG/vnzf/769be+MqGvTOhHsx0fNhOaQ/6p/OA/8zmQITPgLx+x99xDR4mcY+9ShG/ePbLmjipszeBIUyamEZc+GYP/vhF5m9CF+edFXCtE6NwUVBxTYuJHzwKV3XniD0/HEZqP7KYnOQ/6fWP42YrMjnp97mNevnDMqKF4bCLcQjtyTG4duKxQerojfk9+iFq4Xo9+oPn2wBbdOPsdLY6wLhoNqJFJjZLrVK14ND3MoGlhE+w41rPPKwfuJWudyqr2VDbREW9VOBvRObRzIsCePQ3BkwRw6DlkHRL/bIzCf6Mj6hqQIZddm0dwl28ccXQ3RK2nbeOtnTfL541f0ERG0z17Gkcmy6+OOHL/RBvJPbJSjvs+1xQj2Yg6KGCfjcF9n+NNk4zIYQClcxPnPtIgktFgjpROeczr07RvUrnK46Qwu6U9snxIUaO/ZUkyngi5eYLKfd8A7+46D0XbCk+ZILa4zUjzjD9uWzTooW4TJd+aNfPsnnn6PVHsu8l/Y0v3V3D8cnBfwfE/MDj++08///XrX77i41d8/OHMx4eNj3/64Yc9XubqaScsHHZqP1yq6Z5s9UzQm6t2UscoUAGIDXMvfPKoEEfuu8DeNEF7nJ4YuSnpCDi06ytIYzvKHUybgcrMNvUaz44VHkU03IhhNwxVMypBRdxniLyxx4ZAYj4Th/eceQxb1FxB7RalDO+/qkDZ8ZukFhRWOpm7Vd+tlLcJJMw/8zUxGUTarUHNOdDzws7lG6PNnxCcVzfProFPZNV7lvAS+JAFDzTOAs/FsZ+lPhhU0RjbtfFcOOoJw8fVFRwqbBJUoYuUA7viYAVjQTYuM0MzINMZdSQ1T3cFj6BvAqSBIgdXKM+kCJfb/akdQwgP+/U0rtsF14QtId2hQbUTvICyQx7IGHbSiNBC6XbD8GNKhJd6I9uqbbcOEAedkFSaGeCnVc+kgR26VlmyBToYfETBqx5pFP2GICn0hXjCKXbBtVfITvNUBPuJ7myMgY022ahTEbnz824QjH7Y6i1Re5UsVBSzDa4kBrCirWmOwQDvEyVekLotvByHic68M0szUKtbyiwWMzIXgWgPBRVXPWIapuM5VSsZCBJF4BWIwZ3BVfbs6RnN5gmOuzwKPAjSImy2L9/oAMWZM0BAWcwGAdgkCwPtNqVelkfkTVoUscrDxAiWVz2rSa8q+GpGav/rwmx92oWLVxjNsu8LA+lfMm/Oetv8DsjkwyRIubMoCJJ5nIa0Z09RftZMPQROk+wA98jYlXZNQ+aiztye5hvAf50zTKLqkruhVNx1xXg9LFbhq2IT3+Gl3vAKcidT/sqR/UNzZP/+1z99/a2vBNkrQfbRbMfHTZC9nbDgcEMjF7nTlKXk7pXIXChaho0SnJ0h3R+uzseuoBOU/iqlDBDDifJWZ9YERYUHRYV7kG/SZ8MF8t/ouk5E6j5mIsbQaEBhxUiBdHZIj7lgbAPA2xwsFweBSM+WcEphpAuarDfsfg+ALzUsXpEIZDMONAtBVJ7PPzM4fFD5tXbTMbKMjS/f6FKamf1gkKyyPin6WzhtkxyIOsmzZ5sA/CnijWt61z+zLiz3jSN5ZHgCr3k5JVLahRsY7SLzntDLIB22nPNNAMpz49YJZhDC1W6F/STPnk0fctB8kr2JSTdbO9x842MUyGZwRJ3TowzwlkOE9ARNJnbQ/GdU3QXRCaj6lBVTTKOXkDOpGT0NtBfds2dLmrvpiLjorvIo3DNrLNWsMkY2DPaYzG3OlbSJsDS2b55a0ssgHZRDeqT3GygHVpw6VbCEFNHao6d1mijmJMdNltA/e4zBf9/IkFU5DrhS5jbt8oXjYAWrWKSbTTquo8ratYnj+pud/MKzyBg/vL/9itW/I1b/9Yc/fXnx3rxxGV/B+j+d8XgF6+tgvVSrUj5udBbzYA7KyoQd8KvmtYpWFcNei4A+wFzANcxTMuIxRIcNkPp+jCRAeNfZnyRCGtVpG8QuPawnDkCgJ1kyBsc2JO5l5vysXKJC5WgmVYkQZ7/aUnR3l6kfi5qbum/39UFGyoNmtlE0czi8owXfSAz2OU1LOiZo50GkKC0XgAQxtfKZouFVP55xy8UJhH9zSAVRAqKmDUuWnIwSFG2bU/yDNq9/ZoH1piQIxeIJr79y7V8hg+0/+xGChAW25zJI13i98yY4ZiXSwE9icXbio20qT5Oz0FPBVuR+JFAEC6wmSyyIhhppHQ+al3DPnob3TlV+WKAqXTSIlprUS7vwaUB4JXNECm2ZeZ8cQhW2g9smSQb/zBpYdrvgBmjNZICsahunLN6XzzaLN2eMvwzyMXDcuDx9ydBKf/fJAE4u+XOR5NkrJHx5dc+8uldI+B0h4THqX//y+V9fPQ5vXMlXVPhPZz8+bFQYvmz7lb3ueQk3mbf/8G2WpdDogMrDY98Fzx7gg99QBHFPat6yFFByqCsKudKlUTnkYKR8j1EccUOgSDMfsUklDyunLCynUCecsyVtScg9u7KmNQdcH7HGXfGjmcM20ufbHJoH4S7y11qQRulejEdruJnJopMRtKmEYeD9KXOwC2lbONx+ZqbE4ojSEXvbQBpKRfr4iQvMMlShKHA7PqjRCByNlfH4bdpTkB2W2sGdw5xzdx8JjUH7OwQGjfbXNGB92qNJS4GidM9K6TT0qVWkJJGO4a1Qb0l/Mw+hqNTTSbMxz7yEqPmfw90PshmaEGMEYIBFSHWTmtb57oIXM1gDgatyV4qHz2mmQZisoCuQb8JhgETXfCbA9saolePQD8VR11whYq4lGGXgOFLRwNUuepzL8YJ9mIvExXqdrLhXjHLusZuKsNCB1pXmARx0c0IJnM3rCE6OWiEP2IXHsDVpRYPyCEfjEIeZM32mZEpRNogbGuHjlEfeEMfZ4ITgSZLH0fi2TYdwbFoFsEQRm4VejlDn9sLNBHjEVwWelfla9CjtcMhvPPhCfYKLzRRwBI3uzLjdWMqQVpK3UaXxcPsy7yqoXjbKjZzUjsyigCSpdHd0EndV9pxkxyC6kTGhcuvc/IRmG05ZgjeFeQ7xrE0SNKdOKhE04pU5Eiqb/tTYSMV4cg0J5chPR4ZuE7sCSAvvZSi0Lpha9yI3LvJ/UY51F+ZhkLuwwHk+/o7hcLmseug87beX9BMGpL2pD1g3ZUBCnwv3Z4B5fkFSXuRUwYfgnXRxtsdZUKKYUweAzOyNV/47Fo/QMpuu8TyEsuciBFgI3iJwwXhWjrVh3ziUmzRsM/MztukSL3nEYo2sLio3zFcGE8LdhbDEmUaBKgrjWwATm7dZZmuzNsBZHxGItdR15emKrlvnMQjXL2te+rYoFEXktplQ2Bc87B4T6CiEWne2G2GX7sJTdnbe2Oe9MOdeJY7ajutScJzZIdkcUokZ5ECqtIgdD49BGi2B4+QI9vBmBYiIX0CDgACw4BDjA+v4NG5Sdx3x5MPDMhr7IMYLyDEWiM2bFJvAnT3nKziFyZgsrZQbDnRtRMauyDyKI5ZnHBxAy2GxK6rG8ug5pzsNz9iCQuyaowZUtiP7Z5W1u7V27SZ/jCII9Rlq11LF3KtwV5cmZhwAzYW4QersLkPSj6mrgZAV10hRiXgmhdRttRxAh5KlaM3Apo8h7EoA16sWgNquShOVdfruDsfGdiKYCLyVoYL03sJjl+jpeBYjj2JUSJ/mmG7o+Ph4NucXB7drhBG/KX8FQKiLRugivPzItYk6wOF1S+vtcU8wnwgYzIRxbLAhPE34ZZE0AlieQb7ADnBqIboMmU1FEmfvDWwFh6vEGZbTpWJnL2ddECQzeBQxSzSLSufiGoWzx3OxK/MnwudOF5jjf7d41sU4I6pfgGxwGkUyAqo47Fod4R6fjcP3lhxLuOGvMKHeZ4PomzSmo6tCBlGzgJdB0ZkoAjhVNjiyh1bTvBcCHAe8HDWINE+su1LdbEU1PIK2FGBbx4Wry/uyF5XO2LJSEx77l09oCmIv4yA/fBYIRW0GSMXYOC27kEx5aJyrKiwB0IHiNAvS/osmHRAyMn7moadgxKFBKTQOFyfx1XUYGPZy4Un3qWeHjn0mB069aVzabN+MUZRdtIH2bMm5sZW2BRpq37RLCPJrtCfR0yTJ4Kp+xHGAOidZls7MmeblgwGyHL44XFXcBpF0OWrRJiE0Uc2JdlyizEaRlLbz2Dni1zWh4oUFle6QrS6yXpgKUZWBqhEfDqlOpCweFbp9At1dCAnmcSiEh7MMobIvcYmzR84ui5edj98cyMu+CchfoBoZ44cvir9ANd8Oqvm/vnz+8ctff/n8769eizcu5QtV809nQD4squYdvRahiSRiGZiZZ16KS3CbYli3xUz6zDzXTQTfItqx2W1M26I5+vKNDo0fKf90xkk0iKAN7kgtBErPumdPI/2q9IxN+TLdMxvEdpPz2KV0gJmYq2tcvtHFZowhuCy2e1f4S/0apae7YtLT4Oq7Y1vVkUl5uqDGTuhTq0xi55/5OICxECjXcNYkGkHZLLUqCV6Xz9ESttvcmZuMoXYgoWGbU8EiESVSwpvT3kz6zBT5GhfgMaqdl3M5D5cvHIO4EWy9mweIvfKmqppJu9kTM+6BY8xExrGX1flsijlDowcnZxEIc7YBLBGcgELZSHgc0Aw2BzPsRiJniIpdir+I2HgqW1KFRUj+3uRdFogK1OvpeCEzLlKTexYIIDLCPIoTWcLkNGB6WPS8VKs2j7uj6vFynXhTXhKA54TneFsiMpNyQZQguZdToTZeRxFvYFexZYlyEbcvVH17FqBNjIpM8Bt/ROlR8h4AMAhrp56QmdlOhd32JDI81LmTncru45WVHBS+RxqfjgsrRp7+KMytJzRSakdROgHDcfLnbszJ5yvXZlaa6RYkPx6KEQiPH5A+kRNz4kgXrN9NITIen+nyNoUrBXm3trBxKHdR7jnZwedpwFbENJzfyJRF1UBZth5R6D1OEk7aiFsn910GYYKvNgik7dhU31RWk+/CHPVd1Q9aM8G3XaBWqVWBneEZF7FAgL+zqT5ux8oOXQ+LnYk0MJc1AT1njudTu4mWo4/cmrNOSVFnAIpOpyIHhw5/DCJEAemiFbUTCsNbLOdUBnFtV5zbSB+yPjLw6HI+oOfLg4hF+6ND1VAjjN7Xe+yb/+zH0UuP4zjJ7gthzmb4Wb+EmW/bvGlNFmxYbOIgdjA9U/h0vm0xMjlSXUpOqC8y3ByYD8H1coytR2q7cX6cdPO4qhrfcvhwbsE4Ozy5IhvTojyeoIrOBm4ozV/MrHRLB+FMxwKJXl1OBAGkXeQ++rHvdiIu01E3LREdVp8bhGFcORA4+ezZZUNmItK4D69hoet2OHWBRhGderyn79p4K8eiK4hnTKmcywOB8hQovwlIHWKULFcSkjbRoJe48yh6FFgyLMEcIh6O+5p1CNBVwrWqcKM5CDCEEN+jfZ1deVBTzwH7m8I4AUPJDDmBaeZSMqCvbBX3Jsz3iM3a3H86ZquzKw/XmxckSKUI/rL40EDycgLmePZm7xX4k2tO84T5Lprfd1Xg3CPrBYZjHAz5R8gYaVOdmqZccmsLSgqkZbjoh7QMw6TB08HtF2eJmkG5h10ZBAWPawYtBPP2i6bqFs5fcjDpOzICldiAhiRDNZJp1zx1Aq3JyYriRWjs0XTHnih4/hUyvmlgVtoU63757K+v2JQ+HfiDl/4ye6JFUboU8wEN52EjEBMBhr6MrZv1FI6AYJMStj8oA6W5S1r2hM3yZhZ+lcmBrNmQyra8k5nXFyDTM/eVUYFjI7RFzSd4oPbwlW+kT7dNNAfAO3K9nCgGDpUZXNK8xSaAyYRbIeuIMsdCbZKJAVCKNZnRqif+feYxi1BClpMGEDH3WwFeJYMISVDvZ9MN3+oAXs5vdaCDJR2U7dmIFLrlMIeb3CXoO6HR7JmFvCClwQKLi5q1HxEuI1Og4PYXesvj+DIW5xShmCRS8Nmk+oHJWeT09iRuLUTJaQ2TqRhfuwfZPzTF6muQsSDT2TWHUTfunjj7qTmNsu2SxjoONEfMjQ32XZjYOdqyoMDRk2bbpGZA2AgA6ig9rTEu/CF8OPeKHaadtzLGuvM8pF3atE6ldV6MQnhLVo5xH/1wOvPi1sgxSJABcXHGgKHjjNNgcF2khpWyVDzQGT6nhYpZkj9nYz3f+1sS7x7xyV0CikGBnZ0Pld3ZOfkZrrcdvYFOwOtsI3EzSSXoGzgoiwxIVkGjbqHQcMuczpArO0j/R1FNpT5ilaewtC7cAUDZKV2WqK+Bl4A5u3IKN71rfZGkhO4S9zxElwyw8uAmDVIZ4GsWWg+aNMZUzOM/iJezBlwocnN7T2Z4iJ236cnRLQg9ZlF4YeNkjB8e2vLCxn0PNu7HHx/Itxcu7oWL+3DG48Pi4rbzP/+ZzzmIN8urPXyIfaXCeYTwmZzYI1znpsyaRIHRffYFOS8JNGR44mwMNZrj/vWDjsCS1Q9rVn4jpLjYP9nyTUp2AP+fDGEv4iLBdeNYuisirnVtC61VXCS0wE/9VbBxMMFRsEE9osoolTdgBROlweIWteDU26JoggxP4PRK1JUIIJi5DgL5D45ntqzF09AW1T+o7wq+JGzSanWqUAuHSr7Rpq0Gkhre9k5YGyKX3iNb1LbqJMU7Qsfg+C4MF9MFetac4PgjoZBl1KZDdZ+LQY47XgaN9ZwT9xybUqqcQaucHs/1GHPgYnndBLm493kVAVQcLHwKyg4hzHHPHgPwYchj0pJ0hKP2tSCq8d83wqwk/GpoaeOSEOAzUm/eXU4sybNJrVeyeUW7bx3JuasUum90VdPEiZi8CNuxhSpNBbL6PIZUGMEBi8AZXiSfRH0rbNOs9LmJrrAFBPqTF47oPV6dU5zu+X0D5E3lshG0nbiLEcAkhhiA8o3t/ZYE5xBjWKmdtSJl2VN5mbEqcVNlICDcJJldrUSS5Nmz7Z+TgE3B3cPlev/M8xHsPBehqtXPw8A9G4X/xscoyibJGuT4dq6I1CAihEiQMluHk/p+NopkvFyWVQxSrkeWlsFcQa8esD2KM3T8qHne6iTE4uRZSFLTvHh7LnHFUwE3jVvgb9zC35Pu6Lg78vV6RY64Lrp+dwFV4fpi5Qv/zPfDV/KQYAzFL1jxkV6+0FVrGSCFu4JrLp12R+3CxFlX6UTkVQMfE1TipdLc5Jj473v4+aND1mZgEDU9Rdg10aKA1ep8SfhFdhBa0Sr3a5Oe7oaFFkW6hj2gFJgv5GELuPsEjgB7Pog6pQKLfh0hFLXWb7sBuHimVk/1LjN0E0SgriqtAPj12OtvjldwAIHzQksBJQtxgDbjO7EVdfM8RlFuOqOiRUnp2YLMSvCVve+zi366LR3o2twnCVwARmHAZW0CA0Gvwo1g5xwyeASxwwyMklwTs32WJpnd6Jhthr2BJ0x3VFpEIX2Xw9miVMWq0nCC+oERgwhfhGFJV2LW/VKcDOxjL+8rPrcQVV3ohlQVrr1qXu5auUF/2vVXwD6v0WpcuHGQ+hGOh9sCFqMHT3ZSwXX3xY5yH247alOW3XLTWtYcpCDaEot1CHXhK6PhgBmHwau0kb1HPMb+IVqvWM71hFyIl7ovwA5nFMBOUVYebiCasnip2nIQmQoHrUhtTsnZqyAGcowcHLlHvr0tsJE8BsoCyRBSLnN4u/s+d/cyux/AYqJDlKOwgiK+YQwOwHnTDYF0XqbrAnanUHH3cvbHVXOTMvRHNsmz/x/yqMHkh6xpLy3ErYBZ4/aHgDPBVosPCfxHPqognBVRJHDbzYfQtsF4MrJfrklmZL+aYCLg2IrN2qXgDTu2EJPfslBBA1zBN/Hd7kh7Fkoa5EU4tHbPJuaC+2GT9Z2Mc2KUS24QVYTGAE/imBZTMedKQtul8OKAzZSza0kjFqyH8JLmG+1mNKjM46bUpCPm5OsWJuGiC3LcLJUXpCj4G6djX8xFkEQfjEbj7ChkyHkuDg9t4xVpVQBXkHdYMNzdNFA2I0a2I5oU79qaSDE3ld66sRPfbbi+/HhEIZfPfBpYH74ly41sedGthFtH6JV7V71298y6x7Jw+ALGJESM6COZ2w3/jSPrYRTSdmST4MmhDVH4fi3KPuieTRKgjeN74bGSAoz/Luc7C3V7G5b+aX5Bsq9Nqfz9Ko/p25RKa1PewZvtMGutbYV5qfEB+9xzrppQRB+MUBC7Z34/aTdiFuJCBG19Xtb032jXMQ0BsgzSBdhtdt1mYq0O9+yp59xVoSKoZol/5rcUW14QFHBbwClPs2jUcN8YbWRcWLis9dhVVg/0u0rcAt0U/4B04gsr9l++8YeAe7ywYt+BFfuXf/n6S19AsRdQ7KNZjg8LFHtHAQ5KZoVmrS5kCfEScyslR7r1n843Y+kxFIPUr0vKMnF49wtabAAIuPfVMamMTH+4ISnvhkdwr3IGDL2/bQK08R/9WMyFTFio0bpBXQZQg/BuRBiPnFmXqQOlgahTWdr5afJwEJxYib1rid3JDF0I8KQPIAjc4GYXTasDxXp+37oNT89YaOqz9JagIte5PL4F7X5G9vz6K1Btn6d2gLiRNsQiy3mzCRED8kxiHh5cBRZepIXh402IPbaIzJDs52F3jbFjiUKBCFgeY9QwxdKwVPKivANeZk1IVSnvnM+YQSrY31nPtqP5+qZ9iNbbUeeyD5iH6rVJfehYE44w3aOxCe2jHUajSmkGUNo5+7f/vgeoQAGHAAFyXg8FQMlxFknbuGfPtlTapXaMJk2h2Sg34F3/jSOnFqWZEwp6cwjf5RsH+qzLxr4s9MD8FEHPXpYoPd0Rrx4nGeOH9z5fceu3x63/8sOvv/7l1eT01nV8xa7/dNbjFbuuY9fD44gUu8aduGy5M0JeQfByda64r97Ua7/9FR3YFMfohbUeIx9SS2/9ZaAIu9ITL1+p/b0/7P1vLIfVM8eC+uOnTnyIhqt7OKd1Sp5w88rih4HM910zoS/ooN75q1a7/W4ihnri7RsgJOBd9O43FhNxKtP273xjMaqT52n/zjdAEzQj1rwZ1je8AkRJnOc53Ev/6VJmjOa5/ASXbmMUJCIrVg4Fu0N83/TkONIqTyv5u6gL1Ki8/lkJvYDA5n4SdHxQHf0kdYnTMTB+1G9Yq7sGUeLFz5MRBIcQdjjDNFtyPSCrXaKm4v1vrC6cV5D6cjP/8ApS3xOkfv0BPkr9689//PHrr31zkHragt8iSL2JUefmOAsSkhQjHxMf9FcPE4gVfpga1xrzvvBzmlLfrmP0w07y491vo4LOdh3k6qhfL7cp/WFuu9S/bGl9ytee/f364/4eddzpyfzcHGKu2K06Ui6jize/It3MRLhZ8XizM9LTDfj9wWDAP/+ZTxkvmrQLv+FE9CxMCwkdvIzz21xv0yjGVWmTycCnSiFshcsCHJmFg1yHqvOTurTyZS877voA+Ig6OYSn5VTtm4IWPfP/ncTqnL/3AL4BlqxSjAFecc47gcqViAyLkAPZKTDVSlsHnFyuKR/nJE6OFtmplXvLdmoXYGNxUujDHxXq0XcYqsAk7HM7he58bui+4Rz3z4xKRNszqrappseOfDaErE0A8OOVUsGUpI1ds0mN9tSzpr0d9vQ4A89OWEkyEUmO1+FnyBBuIKA4FDyCFOZNpmCsYZ5YYJUjGRpU7bixElH8TiGc6+Vw18a8udOvn9V8d1XE2jep+eZNW9qLmrq84HtFjTDxEEDSzRX7LUpDezE5j8cQPC3+eLPMiS1uwOW+D9OqlF1iaUgkNEaNHGNg6EpoK6D9aWs5LnXiNFb4TnIdA/YiBPjRkeEOY7fgbUcXG9M94TphviccYW4hA8g80SDQ0CJ8223JOlscD+cougZplso5yunMsat/WpVqaOWZzKLY1OMCh5Sj9PbUzCoCXZvHQazPSlDo6ufGnnNNpqdqa0yxehIT8xA6M1Xk0hR/cIyK6aJ0/sglzbY0b3a9dumR+5ZgRLmR4AxTB9J/cwT6Kxj6LYOhm3SBttYIWTNgXHQJ0f5DzwWbvMuz9PT7/5vU1L/86y+f//zrfz1+1dRfNfUPl+z8uDX17XONb7qdEEqzoHZbSqRtSanNoYJBPtyFTHGY1aBSSsnp7w48+PD/n1d6TDDh8UlbEoFYtLdx9yqIfLjVO4IAiQaRmBFhUcQnRQy4fPOZNC2d8RPA2sP1qug4PQehQhFM++k0C1N9+nTdC0oSXyU62bXcWDcRN3Wf7Zgluso3VxabkzxQtSTcAOg35Q6IVXUTIT/NMPmkDbDu2dPVqAyTx68JNBH+mfFb3bRDB4eFSLa68wLm5RsH4N6kco3po0vXZrImCpeXc8ke16ueJ7Y0gPWAeLXQAzLnoMgOdhtta2UOtUH0KE3Mu+Q8kvEuOVjySoEzIiHAR6oYsYNlfxzHxch6bCLYjHiw7zx9kUrA32+y9/wlXuf3aea7BqOMeuy+Fd8YpoDb2yHaxnmQCMFw5taNyh8HbmCKWwNagRdpEEsRW3k+6iB8BuyRx0msDVI1611Weogx3qTeQTknDItdRG/2TXhOQTlEsfNxvqfH+9QulIx3UDoMv8qWy+Ke7GANK87QyW6YteL0wPCrU2NzTupx3FtM1XyGWWIq6/i1lubtklyEiFKViZwTi0DFr5G9yXmXdqC8G6Xb47bpQqHabxhrkZWcD8G4c7wKEGd5QfcqBKooczBBFi5iIUQc4fmztYDoO+tZRZWUuyy062ZisplQijgRNzviv3mS5RWc/TcPzl5IlO9I7fz8y+evP/WV13nldT6a6fiweZ23ExmCJW0wy5nvu6ADhiwlF+8Pj6qxRwXadS5THqFnI0gI5EmEPOnwe+bpeuCPuHaeUX/kbnXkdbgSgqZ+1izPQYpGx3VB3iWdo+MXbtcYC5igMJdxuXHEcg7iDoIKkwNg4K0zDTyBOTleB47OiLlELTowWFIHbjgLa5x64ExImZJQ3Xn97AHrGTiTScmFG5QTGte54L2XT0FngrUPoVPJKBDHeP1sEC2YlvRwz7XpHbCZSqNApYflPeKepeCNFOeVjow2UuysubkukYcuwE2oP4qo+JYlD4VZ4TRUc0olY/LqApiFrhwOKo4YvFNQkbxy6UjmRBElwQqKsDl6sudjiKPcZqS3mwwib6q2DI5lIfMMQSg/8GzOnYDlEK3X2CSjBLHUQkna89N5FFsV2oktzSXes1rzPSyD0yZk2tnrgY5xN0n5nGA43kdlE4FfYIwW1hySwkzfDHq8eB3F2ZBCg4CicKRBZIUrgDCjTG5ayndkISaPaV/wLYDTkUWH06ZUejDPwvtxmHG+ko64VjLDMS+EymBAWTUmOV57ywwH4To4L38ehUuwmz0LU0XgdNizTEUOiNXOGmK6Y4t52yug/2ycfw4rlm7JmocyqhOG7K2SWoStF4SVJ6gZ+yx8miPu+m6lG2d9aQwn6FX2erW7Ptr3Ja6kmA96P9m5mQLDG9cnbBzT6SvTExWqrFZq3I10Q5HJoi6oDDDNPrJRMlk9qrNURbghdW7bVfYQvWBQxmBiJDwTbmJQ4DBD8nFpcjYWOvIL3btjzdhPCcWUjS5TISrNymGC88/kPMnwV89GcZx8YVLZq6hBhZpvyjfVLmCHlWHxIRha6usVIvNmUMBR1N3Fe73suXGGNks2R3sW+NLSzTnb3dpBHveZzPrhTUZy+Y7pmZ+GnDmPXJJckXs3Ez68nBvtqa2L6EXgFmwRnDAEoyXE+SwePpzQQIckKD18G6vAwKIvyof4Kbz/jpgrUshwynMIeXC9mYYstxs8zoXmxWbcYTaKzPTxMF6yFJuega4KlKdgwtT/bypQVLPg6/akl3yPeonAQechtL44ho4FyUC61i4yoJeqTgd9TR7CXWvG4VD1eRS0i7Nz3H0iTpsNGD981yhlslNiVczAYidYacRDEtijAHKcifvg34nsBwQ8+DZPgcIwrsMbQfvw+7cF2V/IA8di47Zik/X1dCYHO+unkj3pQji4FvWD2GOiK613Ycnrm7QWYVOxWAmeiXxN2RaSfoBbk1FtepEABiDTkNRXHuj6Sw5pvhJHkM1x/HHydtpAEKyQ7EPQm2yP0l91GoGFmFETNEnA7qTNMDDnF2p9UcfaK3fkwy+f2/XUZSvAn8rs6GVV3DzbaHgl2qb4osOmzrUw0MvBZj2pqBOmK7FhD+pWoL7KJi2hzWnqYh2Lzxj4EVI40NxNWm438bKRl2vSnSWOyfdnnH8s4af4o//Mp7CUbacOZfyUfb4qrQocA5pWjHW6UZ12H34xsdxNAVWala0qIlCCHixuWQuxycrAXdUWIev9svp5WqAZg+/EGTt0twzOOCZZDFZA7p0GsTmt6bG5wwI8hatDKHaPsyqcjrlLAQD6ZKIy2YXSEQS2aZoxCkWVoREi7TITXWRrTveNURVInTKqIpSV4YQELU9FidKaCgLKRhYDVyv5QLC5zMGCP+vzyLDsqixYmqTR0RHJoQE+XQAmgO0IykUEYSUyNKSpherBamEjMhRxaKc24aA+jOpD8LFQ2GosVg7FKyH+PT6Ir5AWpYvjeLOR7TbR1qeWqjBQF49kT+LPKES6aadvRSXe28KdwUfzqTh+L2dzg+GmbBWCKMT0zDHiEdy1xQCyGuu2G1XRGEEXdRdAqYKYqKxygMAQzu0k0i7s3vYiXtUpwcKdtcenc6IPI+Ob/Ija5tHyYXtEWQUFUMYxopxGN0bVnPY+Ki2PAexxkS8AYp6BlHlTuHQ2iNyAMWpFAqWESCPIKzb2HJWMO0dx6zCE8eGPISgH8d4FSYn+2PkQbjxLZJhEZScVORLVmiPtTHK6Cpm7uXSVW2A/AlamRsaJ70twV5Pn4Moi/s6eh+rQ9uQCC7LAIuIFWnG5LqOoz/YusFprZn1aHrGK34XkniGIEAOglWhR0qiOM2zsx77qLx2tFi713pV7rAfJHu1VvOu9SWdi3RaWCdNUKdzD13EaD8PitIkRuNsktE98Ta5IB9ouRXdML29GUMSRs4CuBL4hVGjgsIvznMlJ7McD2ERa+7yUb24I7gCAN8dk3HBX5kqpOMmiuICmVU4h903kmEFOwA7LKeUsx3Jf2cde5UggTSlc93HjyBtnniXjexT+HThS8xK+aUY7YHDn2D8llWtvTaQKjlCNAdKtr0aQlN4Fz0T8Imo+1VcNH5NQRA7uVEWeQ1Gis8djFoLQYKTQpMcKG5A9J0RWnFdGOLFqLcqSTUR9kpkwUqhS7kKvBQ8iusTIiE/7IrmNny178tgkiS5MPOPeA6QQGTMfZAhlCSvxXxdt5tl9g/kTNee9CCYH5LKsxAkGxm1BRhAkojlzsXxfuZzGcP1cCDVcP0s1Wjlfkh+/I1Xy2UHzGNHj0f44YzPX+jopKABKAQbiE8IeZH1ehv7T9v7Q25yuBdusSfZa+5TOzDgLlbSsQiWH45A4yDg8oUW2EIo6HGz1ZjCgscgqZIlUz0AOjOO6K29AXCXR4TUydw3S/+xhVy0L48O5yxb2QeKtXBbK0rg5Mw8CvgHfpgDCseEC1wsNApE8X6a9L3AVWGzumYJ4B/sV4QZYAa4w3Zg8hpvT8TuideNxp5DseKj7Sg4pbEoqdNtNp+cVqRpZmWzQ8ZHRWSjCxxueQfRWS7l+26VaGQ4nm6ELeCZ9u2h+nQ5iK9rUBwY/seZZyk2AnHDJC7+aO2YhbTs/rJvJtnrgAnOvXZbarQaXWrD+clB0T8wIxPsNQ/wq+RoPf4rZXTCXmWNqeEZsdHqUTBcy/JxsCy2s0hvHp3OlBG3eXMLsCubCHBV2EmoQ4VqXwHx6HQYBUuPncGAdfObAbau788VjGGC6pzm3cJNzaxJFXNZ6vNtv3KUs3cw3m2IK9pLu4/OsLXZV5LgQo+MwADndzJ7FYU3Es/Bwj2Qbd96zilMWeRSHbeHOW6ipSc9qLyrF16pksmEm5l2rJ3yKvSzkstnLOlZFAoE9M5IUVywDG1AsWZ2vrPkalDTZbB++jHSD5yiS53jGiB/ULhYXWOpS3TjTipy5CtoKfdYk+PIA/IVBHro3X42rr+6zyZS/Glf/oY2rf/vyf//60vl64zq+elf/6azHh+1dPW7xn8KbklfdCMCHZk56NFbczvPhxRErJIo68xxPu1HEha/J3n10jNAjJ5IsqTRyIkV8UkCCY5wNAoiSG5eUO/1Crea2PzKp2w3jlBXxHdg3rPAdLWsXRN2lr+hEujJcc2/Cb37iJ7lHK9cFqRwyf5xKOMFCNIqWpFqBGrMwJHeVGA/cZcdjQN39OoKyCxjt+MVMno7wS2hU6mbb2Hvm01loWYAuoXADEaCSHHDGIO3XIdyEvVtfsNwH3+U5km03Yu/g3RUM2NA+cFRsmx0gNw+zfkdAa5nmFQm6yRvN6AdHWLrSZsdSSs6mRC6Q4dcHXvF2Uxmqyr4X9lHLfppC6xqLwRBxmne707VvUr8HnTuDIM90xKIdK4t0FxrJeRAhaS6xZc01d1WIPzu+Fglva5+y9VBqYVRuO9tkO9wuT9CkfozFXNAFB1egHFUyaxG0KlmQ+jHAGJEMAVL2gqC3Nqeno6iCgkRnj0BL2i74w7Od+DqI5DkHXOF3OgaUySpnd8MNPLdajv0xhFylCSOVKiCfVLYlHHSXdpgQHd7kAU64adHLu1yRKD+LpFsYlAm/mbvzw+HsXAsKz9wd5PjSNS45ETez/tjNNUR8fQVrsMCnVK3kgC6A6wVAbNC2bq5HIdrHDVvvjkSeZwJrFxECDEL0QbYohiYd5kH31CbN9IfFmNe0/Mk1WEI2NrnHJ2XDV45BlE2yqiknZaqEnOB8FNDdYHgGevZ5FLFKqRMND1XcrihoayGwpVszueaex/meNjeCYZY6kpDJ3SevpGrg/Ydz9gAKP5saGPjrzID3gVkawQDIGE/0CknrVVFAWVxezNBhYHhhTuboXXgf+Lxsgqc6RYvYAsfGhkcGcUOGExVSlXoTtv2TL4DbRsA+ch0E5KPqvLMe9L3M9rgpMe4lw/L4AQB8XMeQj11XeRC4lqeG4zizO62Gz8BbDSFJvJZjFkKSk+uIL6M9LRtWVPwDFT1R7gpSyEipiH7Y2T0baRDH5U0b85WxfuWcJlP+ylj/IzPWf/r7X77+2Stf/cpXfzjb8XHz1Z8///DlTTfiSaZ2hUTA45i3c8EzZ6AN0APs2KG3kzU04HFy8gk8W9zlCHa9edL18Bo5wK+7NPYht0ZuXXJ9NhYRqs58NCLqZznXKvNwuObcyQTAfeZsY9O26JOh4ToEdC3MIRnF2hEM7Vmly/Jk6LoOoXRpWtiV8qOlBb5x79JGdBJtcVCM5jFaiBoEv9Yy65iEWJaidhunvuGm807I0cnFOLAs5//A8sk4o7PNcz4I5Gt4FEe8vdM8IO7jM4GYnpsm0h6kJpO3tigMgTr1gbyz7EDQ/hF/7MfJLNz5mz2bxJhGMQ+/IzgcC1avMTyyjXMIF4QvOSt6eTZyga4ONnKZjk3Vp4+YzqKHRXkk+D6eEX9tpkbkoJ4sVnMysdHiIA/LoNeTkGN6XKG8I+ipIq244JDjHgaQSUgUGIvsEDxbCJ3UKhIMJ8EJg6K7m/xxWLLwvIZmvCsjLxoXpGFnqyzDRdHZKL1Wu2SIN42Hz/uIgX0goprjyLqq/eJXM3UCco+jkcttCqEthrQ4G69alhSRm3XzjLrZrsIeIWvSCjVfNqFgSBKmy77gjjo3vsALs2ChAUNkohMUO9mEopOUySzOeti8mnQYBj4hQOwJyLHdEEmHpF0c0nB13LJznCWswl1rrgCZ9xs+jZzEuQGNDZPqhbziYkIb08Pm+LYv3hTn/cL43RxMhH7APZ0YsMOctqntTlnZmJCOCjyK2FSnpG924zvnqPOmQLVwmXWPUtG6QcgfRoDLaltX0x02abpCiXFftGXa2bZOZU3glV3bz467gpejKgkPkBPzAuPZJs+W2yX5PcehUBjUIiWtsy2AMcCtE2JGD0jXUYSbAmPaxOk8OwJkPYpiT47Pm5MrnxGh3GJK54CsqPBMw8lkqjAQ8NKuAFnCIsEdbzjTk7WiWEHIdRv6kq8UHDqrY60vkLOUJVWpZNGRu5UZlI3ybicPCxUthn8kIwZ4ekDYvdpv3Csw03NEeHg7zDeTDuPK3XeQcNvmRhNIByFbiUOl2FhvurqaYBbjMCAHQUTcOLxv9MBfmfPzf32M7Ncrc/5dmfO//vrDn77+2lfu/JU7/2jW48Pmzt/e+Qz+DgZ7Aygx0eZBsxlLEMgrymyYhU7YSStem//Yp4hVlJaR/+bEUUp9RTXZbwB1m/GFm+e/C8gZvmflpE1W9gu4fYt8SdwFWohnzHp/odh0c8HAFgQNPIhQVtjbWJQtKWQmNwCymh3NLd+UHnahzjqzidPV2LMkes8w/6YEcwfwYfxVbQLmOAlz53nVrQl9FwiAhtrIKIBkZd1gfxukCJJUXXK/g/RIckbHDkycrcmdk3gAizcJR2+0t8Fxt0LW8GYoCjBKSYC/OMUs2gwtg8hDqGnRIIx8bRQ4eBORF0REHP0gTSLAX8wrb4hYSCSZEXmuveHZK3cHemPctKsHXlKP8TpwfLqG8l0S0ki3LEjgtq4CEr3eJP2qlvJ611IecsacXOnlkbR4to/qLh0Ue5CsOGp+XdYwq841OKe4prnFVZkia1oc1xYDGG85ryEPJQuyC+92LCQ8dlfWlCsP3GjCSGHTY0mNzbhiRiq4CKY/GhHw072Zlcoh75rsKlXoCc/uG0mLB2bLRCUkzm+8ajksy/ptAunHyeYk001rDzKZcuOhB2k+E8emSHLjOTzhsJW7sFokNB1xcqUqxTPkYOZ9BSgFC6/xNhCsdt1sqrKxO2LX4YG4CvjI1Yk39ntSX9VsI/o6oFJWtCe1a9MTOs2k20K5PpI1dV3cQ0GXwo2cmH6kpBq5wmWUne9vC9erNeQFt2lrFVopE72SBhT2/lvaxkQy+oryRm1WdBpHbhfnCjID3E539piQCcRNwvysSAouUon79olvdH8Mh18RRcPjZAbiwkdpmmkvzGbDvWyVqdggWjJbosMgR1oiNNZN9g6wGuNOfdsr4EXkHpIe57Js1dilBtCJ9cheeVQd44fPhLzyqN+RR/3z53/7Xz++SDPeupCvROo/nfn4sInUt7u9wG6EqweQtxUPLrosB5XccNKyoWGTPhtQx01BfQhJWDUVncDzkOTyjQ4eyDH75SeOwncXur8TMcb4LXv2bC72jRU+0CzHei/+mcWIUaOzoIoG66m4fOPjk4p22t1ORd0FDnFZpPR0W8xYJOPG0tP4gDDxX8E4Uq4HuG/UDMtBiWHn3vbGCcaJi2G9XNHXXfJyRX9LV/T//Jc/vLzQlxf6MS3Hywtdl/OhZkKtcCBXmaPFcxQ6jlMFUvB+jnpjMEUkVX6uQWh/kKeed0CBZ4sB460LGW2r5uG6borElVgo6rBK6Zzqoe3CjBJCkyLehWVqFE9vtP5y0TLs4ZTW6VogE8pdJchHciI8MddOd/T/X9/rTgh9lNLzivBiS0KHlZNWSfwzQ8x3od0A5IL7IpG9nsuU4NPZD0fXmfjhqUpgdKZ3RS+2G7J+TGFfCHKAP5Cba/ZNlGtQ/q18LqAYLtHZrtRHNSw0nYITabbTmVU61x/9cTqbBUsjJOki5nxjIyYhCepQkTPXYd5iicCKe4RgO7jHM/VdaKRgBphZrAVuM0U9Mc0B3r4xaoyhsmpgal2EiE7BGm5TKkEizJP9Zi7Ac4ycx3CMvHKs7RTdxiCgt8cYBxwA6Q8qC4kuYMBZousso7EaUjYBXBtFFsG4s37Dhzz2ObsZ2J2k6xZK450HodQ6p+IPjQGN2jwTcVt1HpQgHOjgSWOkANZj9DWMMlmVNnA8EwBQneOgzqIxrwY6Cbk9CNp5OgS5+mI0RroxEZXwYJQAcC18f3/HK9fExKkystj9UUhGE4p6/FPzJk2TgH1IP1avog13tuDNO4yTKrdAUbxLwisISOVE2XAvbSiitHQC+uaHMKoI1gnvYzWwlHUuskvYOFQHy4jGsi2a73HEO4+iqK4tuAykbfI4KKzMfunccm2TKy62LhA4XKHC+VgVgHbWmPkM7EkAaCdV7pz27Ph0hofigmZg5uUCHF5HUONcb8wiftV8FLv1DdmKlJszUlWtA+gr3he1ikQFuqHmjazpRgjsFC/kuYiqsQvpUYFQYc5kRTKhl7hE7gIJ98osk+m0+h6uQlmofJ/MYDzfUVgPble9q64ytJ0H4MBhYSeIHELQpGA8z/b+1Vdl2KKzVPboagbpFXQWk/2ubC3oFbSTpfe9AjgMw13CdAnvXrFu8ieIjSRye3hlkv85X6HfssX5b/EJfvfKAnxCiI2Yp+vo7jP7ihk4KGxmd974O8KmyBOerWlNIjh5XnfK5h0ASY3rycfNBBZ7EnTvyWwjVaYkRC/4uziHOdddkaFNZWFPXUv299C7zFd/s0jsYuLn0FAnZ2RQXU63NKcEPe66KqHQcTVwYzwwVnNHDDSNMg+H2Rac7nHtC+zdoJYuAmh2CY84ZJ8HhSC05/KnF5a88K2z5YX+II8hCzrsNIzTMeTBj2m7UvMt+DO5bNNmfEuuj4N5nk+HfC4zlh0xgsvASe6pdKW8Ro6KHY9QNRZCGBLnZ2NTHqamgoZn7Y9PaNg1Fjp+N8N0EVVcBkFlxe44F+yNGb7vfIWt8ioOOduZ6ZfuXVq9oe7Feukn0QI7N9tmaljJns0JoZF35QAgpCAqYOh/YeZ5gMZVlq0I0/8pAjs/hIZt92nPERSPQQTrNBlReFLCkuNcCglZXhCdQy5VxECOq7Dwzsu7QuXLpiFwSdY5NYKQskAg3ImBlC783OilERmO454XGMQR13L+FbHKIt1XJT90Zpx5DF2VVvekvugR80jPgEU0z8awV8u0juNxg5QvRbVZqhN3dbhjpunAs1VZIgl3C8Qs9HjcqBHAVZM4KKpR3JkTjYxLeOglXwKQF3HBq1b5Qjn8w1AOv/7w8+c//8fPf/z6ty+wwwvs8OEMyAvssLwWTwfrGiykrT3Cryf5mCbqyZibaW7JchQjJNnnWZ/cJYEX0jyBByq7q9E5G6tn3xKypqN2Ku+TO7MXSa1tlXq4OLyS9inwp80a6eCvFk3CxlnbNdSj6LdUEYqa5UzpC5HKX0S7PQspH6IvYaRwz6y6n0Rp/SwgPZ6NwGdVcrh848gEaacyohfmzgQXXSeHH+2lzJ3pnj0FOjQTlRqFjyautn9mynfKO3YGEJyTAsZ4XhDz3zgaOW9E0AqlQNDwulNl8LJE6emmePnuMsYPf/W+fPfv892//O3vX+3By3N/ee4fzny8PPe1555M1nd47uGRAn4KjS1KVSudcjkpeK/tN4nRonU7k6t8OoQmlC6oOg3uJIc744xkCUqhfCyupqnTAsZ4IpCYPmy7odgBnY4ky6NIOKJYKCWrNISfZ7DUGz04Jn0H400il/FE70nJqmvxYqsUZ2m2XJXxkLOXwsEx0wzRPUmtmccsFF2RuEIrg25IJFIPFzjStjiZuUSxdhfCXOwLqaEY9cVkRYTRbYvCMo5YS1Bte7lh+mmKarNM/rPdabPljoiWMi8mYBzUcqNTkSSsurEVs9AQ0oxkbI4BrTpzBfoN3juuip1c0MJHswseDfgt+RX7SnoXIhSRdjd4jviMAQkmeiyexWiMQrF5awFgvMXwqL3ciOPcdIekrt0hdxXyXh8u8tPYMCtDeHUEW2NSg1heQD4ENFFvuLQGbuspVtJwbaYmoFLhJ1k6n/N4o9JzXCeCzCsr3VpMFgfr6PVgIM1l34+5aCqMGlyCa2BO5YBMAWvVMICPVV5tq/M6Z26gWPUuPY4Yw+5A78Tyu4DsqaDo6DqYXWNcby1J1K3Pzp1Io4ACjOi7Oh7CcTLKQhUhbEXor467lOH4VSnaTsgqDWGvcoedrFOzEdTAKJi6SQNY7YJDwJEYOCmXsxmWYMBE86fpdui7kheChooL3yj28jqEIOiw5KkWk+3JNj3gAZ0TggbazPIMHEIUMDSEzUWYurjm/bEnFzNx8gYKhWJRREbNoumzO5dvbIf4ABy77ZBXecmWFJvSXCA43Luo6kaZD4VTaB5rUVZrAaVyngaU8AWE0DQ/CwJNbgE77Ihq/e5L3uKk3VdofWNkVsjKk7vdgBa7yvm0fRH5gB+QGzQP477xGDY9GzD47FHtdpV6hM5czwdjEHAYFGV4Q+QhZGdX3yCBM6jSDTYGvurcTIKFkYbQtWvpzM3eEOUKS23Pdos41Nbi3spBbgwUfETtyuOSRsixmySI7xji5Yhtocbt2DqNOCboVKDuIj1DQfojMRWFLs/Qlgl75N1vEvbSI3CDEwqlStyDw8bmMqRhyJ+N4jBVNIi8FTmh0PzbaWeiHZZdddww3L18AuImNcIcHUr2Me59QfsMBfRIkwcksni0m9Hwjnuqyl1zTp7QPq9IUdFwVDnQCVWlqcLGolCI7LX9bdMoPqXlIPTahWOxVZ4KJ9TngKfCBA4JMz7Yh/mfR/FoaGPRtAzyblqQDNQj+9VQxOQY47COlWOMxBtJNTjtxFr/dZNmQAiGCh5T0eG4hNQXYyJU3ZqGKbdoq7BKF2JRvnlLUJb8GrT5upYlgamdTW9nRa7MBx/DJFjrmPlBhur2HmH6pizoqyD4XxvlQ2T0XwXB7ykI/vLzD79+/bGvcuCrHPjRjMerHLguB+5NOdEjOY3cKDkaeIbDzRIn3L2ZrEfn4db3aYts8rKnzt18cycv+vwatTOVeSiB6tUISp958fTLto3JG85GmVkLKBKo9MtyYt2iyS/r1+2DyZ2RnaOrj7GKhWkwFasYrxNxZkoWfV1deIPwRZKg34TDCQEHkxmkPanEg1FTPC2YaIEWn8SNRMgOMvU+4qyB83MFWknYhDYFVCbXPTVchPndAnoc2qznZpxsoxwynULsxbnAaU5F/Hp8DgvZg1jgJr5h8V2wh3CAAybSNg8uchTuGSR1mW0WiXmGXeIHcJI1b7tQ3iItTUnWV3AhY/zw/sEruPie4OL42GMs//7jH14BxivA+JgG5BVgrAOMmg1o8bidy8pHqINKyNgfm7kNSZ+ZF1dEvi0hKc3sj2Ej5TQm3GkMrACubM4rdhnkGHgXSEN0xdSR09+FVQN8LJzGRjP4nGEQgBTurgEGgGFgp34ZFxZKEnggnjG6A9XguaIkEEJKK9aVYrAFqdUhlGBpzRiU2fb4qXNoBaj8GDR6Ul9yRv/wIRm6hEw9QxSPWbwjm5sDJXNsApTMOQmowD/zPCeBixu5DWpeTyywIJf13/gYBRi7dp6KTcuW/abJx5+zJM/eAl3aBYl8JgpmZ9KBM+0Yz6k+TuYsMSZxVKmsaNyF/hSGQxAVwRGTJHk2qRozzQwMfmfLULItbrj5RmfSmGkyBS6pcAdmtM9+24SXbAbITv4+n3C8JIkAhVSd1IRcFd4dSMPBeVlZxT17uuxBIbn7jb7L8YzZXi/fOEbRLGNgVvDNm70YefEb5/445u069whr57ssN0FDgxeXCYuBt4ychEFCQXZZMbxCkmeTCD+TwQOBruz14xkTXF2+0QHKBNgXAmETlM2Nru/VfKfOcuyAYcwJI8+fJRKvkSVFz/lmIEGtQmF1tpUyAKKuSBSBYxevA5dE51E0m9tw841jFE3mG1NBx36KSi3m37xx9pOB2WyJ14ztYmnSxqzSMTaplYes6axgqNjLZl+I/FaTFXZ+ws6TH7NIP1++0W12AYpjJma+aozcwb6aboyGkiFwGxf9BVn7Cw7352a6Obd6YsAE+BSkU9k9e7rmmzCJew7si66pINGCtOCg45tVfDEVJO082+ymLPDW2Qd19HX2zyWe/m4gg3jyg8MuuxYTJuw7nQXd7ALJDCsFZTjhQxVi4AmN3990td01Hm6+0W12xixhJvZJGH52Jr3PtoB2nzf7aIt59lPdT7D5HqAbP92ZLXvfRDf7JO5jiJg9ezrf5WYQ2umFZ9zddPnGaCOLNN84AMRJNtvsWxZe4NXsB2tEeSwxVxh19sOgvjC8qSI9PQbV23YmhDstrWy0suKG7CbCbqPIWqroWTbB5Rvddi/iTkUCKzIJiNG2v23Cz9HEP1y3+7YiZ+1ZCCDw8/PNhLPniJ1GBzu0XfC97tnTQdyUEN32MfMSpBvi8o3u0DELJqZihjujKjKIYN/ltmMcmW37El3ddkEehqYc7KgjasJLWf9OW3tj3OdjCNLji0YAkSKqXVQg/ffFm2E5094mNU24xAOP/bbZxgDJae+ck71rb2DRB/z6yHsd9Rze62ADZ0cG6SpKL7pnT+c7C6Ie20C6PHa5Si9f6LwpNe2ji+ctex26Oe+bfKF/xVYvUxcCTLfcb3VSanJvyRGDa4U+a8fTN3ntYd8/NR5EGY0rF77RyIO4d9rZ3J1NLzNcBpqD8rvme8+Sku4LpZfgcNv2S/eRDrdf2pTkqFexLLgTuHvEPXs6CjXswTWtmm0J0tJ0+cboRiZOeyfczXSzg855f9fsF3ehD796+quPNzgFjm54TkEhwT7OkQ9QxX34Fp8d+B+xdsUFUcmecYfjM5dd7pbBXn4/dbly3nY52cqTH9Ki5HD+Am4hLDekzsX1uvjI5qajQjrG7NnTUVg/j42iiHTZZT+Fm290QQfv9ZPS7s2J9pCzwLkW0583zhRjjef7LG/W+DPa9bpkoUJyiEO327VpsIhYmnv2bBRQcZBR7NJJgnbTfrPdWWnsvHKkzMGzT7OHdtT3zTdGc30BHA1z64J3hMJ8V5uK+WbOiRsc1SkuJmqBeREmY4U5HXPuBBoENhRXlfwXRhvYxhU2TMXbPfbYVVtlPvmxcP4Gd/cC7RiLMAGgpe1hLj2B/C4eexJbc3oQstvzQkItOL0x3xnKs486n7js7gtdUYl1PU6PbjJ5ob0zG3MZjO2EhWpHDMpSH6PQP5zTzUY1RSWbSUEFu+zZ01FkEyqLbiPwIIoy3vgvdGlL0WXCVFzP/VQNRjQbEGPN+TzCcckIADNswnPv1daCbQZpcg9DxcMbyLnt2pqwq4StctkEj1gD0X9ddFtU/KJApRvahZsDNbxt325O788Wa8FxgR8lP7TpdYTJFvsoWdszqS3mcTybLDj3sOMZC4Ceu+nm8KjORJKU+Wm4Z/MdssDxeb6noHdHW/V1hbeyQON0Vdr04j9fR96tVmP0ATcEPptSdblnz4aQRXOxO3aHNB5FHoH7NjeCjStDmITJtLfOGgrzTd6dkOfXF/K2EHTBD2KGhCyhdM+WBfbFUwa3HM+YMsM9ezaEIu3Dx+IzSYPjOfFDiF2HoPx0GwE82DioFNh7tndT2uaeFvPeVMKmBVGzbe6GGHCeLIYFgtXcMI1n0wPWNqkH1i7gKpdDtBEUZaHrmXOWmIMZPzjUFd/l6mEo3BOUFnAW/CJy9I7fzXJFLUgID7gNg4fQECMG3J49m+cgRAEtctm1RUHTXL4tulGx51NGr829FSmfFtH7q71Cx/jh0dGv9grMzze3V/z1hy/HN/zr1z9+9Ve8+is+nAX5sP0V2/mf/8znSiwCtctok11kyi1N4kgHmeimqhK8+2zXB1qlJHC6FNM8uf++kSavUpY4kcNcEspVOnX3KsrP9ujJEEDeytF5hsJqvI7BP3uMwX/fyL42YfKKxj77ZBCXLxwzGkQF/rLQjx8AZUBajcsKpac74ndsATpTNpylyqv+kaCgVnALciuNf+bTVIkTrJtLVI7oOZAoCbVl+8/+ugo5zURUkxeofPKG/NJdCeXSTXH0juXXPvwSvmb6oUihl0n4evnor6/EpUx9Vf5WT31s1GHp8Umuu8aCV+uu2Sz9lOTZm1fo/a8AJ3EVluRVTXcAwjoN2jAV2gD1tmV1n34BqgrJXKtzXgFdV6hwz4sK9+vaRKcbs6Jw8ixkbCj0ByqjumdPF6kS1EFeUU7ELhWx6IgmjZ3ZoTXCzSAdJoilhQGzmSWCLp/9tg2JYLqvXtEOyc1a6UZ7SxPee//Mk4IKK3eMmgCK3HmgLZLjsx+GZiDung3cD/Lx5aBAZowfdpJYu3DD0GEWMPGjNy/Ru98Ac/c+Pf+XnTd24y7kmLeEKPHmAotJE9Aoi729KyMUbhMAjeCcM+RM9gsXYLA2o6TPjNdFqRlTbAKqwGmfWYPLZ3991PqqDc0P0lUuRNIsNEECnJlN3mi7IrjdsyeILbNIf3/2yp0EtAApDlsrMBb37O/hZpBj4EVrnXsgeAEPPAnMu6yUxP0YHdSMKWkB8uJOGLQwRYbfZJWRc8/udwpYxLmAsZIjhNHK37jFL4Mc7zoiIeeBzVia7rb4YX7nF979FjeiZleb48jhdMBo2OGm7mHPnuyTTeU2+RVFCnVpRQaOhBtE/TNDSHURXkRLELciowlvn+EW/Gfblbo4mX6QDkonECewULFFCUJ3HA9fQuU4wlxFFYViOpjyiraRJPPexmrv0oHun1mpJkjnFso3YlF6pVo49zy5zzZ/rS4GvstOgfYqI7Wjkclf0FzchQN65YHMSPLsCRZuZ1dUX9EtHlWW6I1b/DJIF/kKydXhELT3bXEwhC8QRUkJ1EBvzdB4yC7xuJPKrFw8gCTP3uK0ADB7nf685YVhhOcuAgZb0W4W92xkuOzT3c+oN6pQnDy4kxbh+ihGxqVxpLikO/i4oFktJmxRiB/cs2dR0eEjMuAefBcczvlnYxT+G4fBU6b4WPYFo8vlG0eWaxe1sMty+wNBo7isUnq6L15lSRnjhy8qvMqSv1FZ8nGeX6XJV2nyw1mRD1uafEfdJzfLM5ofO4+x/EsmSFKErgne5ohBhqvTpH0GAlgqsVdnKDFIU0TOk9WVFI6TL7V6VVQhFffMlDs2zZNlLSaeIojTrHkUQFziGIvCspaFOkReUX2QTRMmVZvF/TOPuGRnDmQ9kulJG6HiOGvuPvvrI1BkTMftxzjG3SSzBrJrLnyfWoicoQIilxvE7Nmb1+j9r5wds/Pyk9974yxoL33yEsS+hY2LIUDFcjHEnt3fBIfTz86XvCKRgmM2M5LqXYAB5zMeuB+kRq9j3GVefbp89GPC8zz76d/x3Noc8UN6SrgL0B7LwwZ/4g3r4hUTTBtFDe43vLLajvgFnNSWV3R68viJl1Xl6blZ1csxc72ZiaPQwwSHicm4WVa05cyh5ffrmiTnl7d2A3DflUPS278kz968SGqkZ31Cm9QhoF66ELXeIpOwhu2mZ3u7ER+2D79IUSUu/IDzdLJil89+zEVfqVduN7qyW9LkTzDhdqefqepV2akJJnl2P3DQqRCdmbyipDdR+nSQ2bzLdormtB/kMPeVLR9ugFnOEB/NLGz7oxT5dNjjHRt1MkjLqJxrrg1dWtJxuxkXihcLjbNUZyxCuiKvaFuUpZDevcH9IEdWPAlc4BR9ng1cNzhqlHPk3O0GdxKr1odYrb9m1H2CkCN9ixsD94x85PUlcBbahC0xCJ+Sfza/BII0Z8MJnG2Vy2fbJbCsswkvUarS6YIPEoTWcQfcNBi99wpAFSKuXHtN5jdtzk4mHemb4etb/PSsRJzQBdxmJtx/9tdX9nFanw7cDXL4cZvwzJ1aO7zDK++S4zISeKo9e2IHq9Q15ZU7asIYr6N+8/b2g3y824pQXqctE/33cnunIQv8nu19hNKCm9q6hq67Njnh9uf+0Bt345WblzF++KzaKzf/Hbn5v/z151/+9dP//vqnr6z8Kyv/4ezHKyu/vBWRqOBW9bzg68A7LErtk3uWBIlCPox4hvnbYhyCh85x3xf0KwkyFCxs0ppIWCT0hUv44HwpF6UK49HxC/q8QLEXo+8YSIYs/F5I2jBxIz69sZeHxJHMRVvQYKMUIOWGHAVGDbCNpKWiMhiCykQU02VbTFJM+CJKUUFFct5pgC/gFgmQ1FNclUr5RJgQtLs3CcCjSEbG3hbCKJBDb7SroGLIPCE5OJSha1La2PuFbiHjhNu+kn13DGgmz6K8ZTltiuV0FAUWOwTO/WAQ8wOWj03AlBKQXHxAoW0QQabiAmaMNvk7Z6C2tNgVOTpxlrEgzWBpyRaOj3lyjOgecS5SKfFBjPJsV5TEBKEn2J7HEKLKtUQjXYm2T1jXAewVc+UaJJnG1I9PCno8QBQUaTnKpg1W4ESSfpay4DNMo/LhJJQyY4xzcOdx9NQE6WIAxW/qPIbt0V71dEuozc2pjV9tG7Mzkw4Iq+VwhBsFJfBiTMN7fDhTvuHEMM0Mjq2Y3F0Tnc4+Oly+2MxZWn93iEuz7Quu6T1JWr84EzhSK5tigVFgublEZS5xxucJntht8UYK09GljtxrtW3sL1E2/VsXYC+yjYsM8PFJgufetk+VBxGkXwy+IfOzoiwuuP/l/XMOQtLQyairkj1jfaoIwnS2uf2GyaetCHq3fFMzaeMis5pJ1L3d4u3eFqemjOr7JCOf6f4JoUkjBsTDBw/0WJBoCOloiyQEe6UR3/4dqeJIpT9GEU0Xz9LrRqtmV3ETZm7cjEwPDidhxdK3j7F70jbmtKqSAMU91eiUnsgYwY+3FcNUkXpULUIbV4uW0fDRkYaA4y0ET3WhOVOHJfEUU73KLDBoGGtf+AKMjgHMOfyLXYnmAtkPQeSswo2rfUqBMJLi2CN8C9fR7vrUakdFtB+TwznaUyGAu4lbkIYCDIzx05iKhZmAgI4INBhnsUkA2ea1qYisEQBRKXEG6lBceJqurlYIGPammtCjc7BEmgXnU0RRdrWYYWWrYOw5JD6dbsFANUmaowjHPPZnUMZ7M2WmeRZEU1L1qSpcnmiwDbQrTjUwvsHqTWXKWOCfDiLIAYHCKVeAz8Gy2T6uK+mf6107Lfu+AODBDjGPRnSZAAN33VxhXvHMbSm9PFZM9yeejmv4UCHlubDOfWeybjIlRbt+MYq5kAp6j5nY5GzkijyKpp5NCyqNtkUFUaITbV4Pa0k6TzDTzJ0HIVDBM8Qkrd64VfabS2yfz8Vx4dMNgm5T0ZTJRYtb/gvHIDbpkkQL9xwwmaOekOMLOZw8vUreFcceLhRF4QdID84gIn46iGZJjfFBmwRRp3qd0OPf9OduUdsuDyd1oct5bBvxa7qqg556Juxd2adfYjnWVIp52ZrVqspitJsGMagKCa/jLtQ/cJUYHYldMW8SPAbBVwiqS0zDdMoYCQAlqOrPFkT1Z3uIOjwdQ//E89CjJL8QRSdOO0EwSIzmbj7x2NRlwcN0qpgwnvjYXSxSEh2KyxtNDklLuunWW17om6FlbBBNfZut3Lj9m3RTQ/FQ+IbKItFxQsA4IgWRBAMfWrxRx2mCSUIuijl11n4/REHJWqEfka0V2pzFbDfpFj4bEMXx30nRUinKdlkOOMHcs3zJgYxsS1XfP98wvmuy5AVKkDF++KLiC5TwHaCEv33+4U9f/vOH//X5lxeT6VtX8wVM+KezIR8WmHC4S+FaUH/KZLpvFv5+Hf6epqoSN6+kw6meyQcDMkrCH/qK0nkUzdHnpG5Z6uqW2aebS3Q8EyHYtk+7V059u3gdeCJkJ/e7ZOaKkTfu6tBcEkm9SJCYivGEWBvjbhT045dGZVxZLBFaNvfVqn7/zsz7/uXzJZnzbGdelvXZat1Jv7BWdm9SRTjmllsNU82KKiiGBbBmjunyIzG72jC/wSymVn7Mb5lF/0sf8VCY6gbqG0DdXxNwzNSXLHX4xlditVLVs3F9/zyFH/cff/jhLfN0d2wXE4V8+/I38EzF987UzcD0le+fqbR/zl++fONMnRH7jOkW6aLyvlcOE0YM2+d98K6Jkje+f55K+2P6Kbxlns6u+/f96Juj9+43FrOUWlrO6/fPUvvyY/nyx2/cTSjCzrotbn6zvCFaRX24LFZN3FT/uLj8URhfx+SOuwrh2qP7aS+RfSZ5QzBAzWitPSSr0aAvUxh0hF9fRT7zOuabafsHQGJfWZsPFHG9sjbfmbX5H//x5a8//fnX/+frb35lbV5Zm49mQz5s1uaPP/zx+M9/5tPYeEsG/3p4AXN6lZtXTnjHVFJ7E87297+Shmrek7xDEqbXd7+xGlbag/AWvf8VneLfwF/KbYtviuRR5SXSKIDkplF264Yq+eoFdioLs3ZFlsbxLVO9Tl3bGzWQOglQmSG/GWTs4YdXks5hIoSdJFbRvJ5mPwyt/DTIfR6Bxi6cUegumpQu6ZA2px1iEzP7zpPBhDVP8jxvFzOrUZ+1/9krIRLfCHB1xK08RcAnyQC0ASa5/2G7SsaUTuAyGuXWjbrG9nOZvpIkZXjEONTwMf1lG2P70ZMyM6s3b8QyE28HmQCx/H/DGzyqV+T28rq+y+t6RW7fFbn99W+ff/7x6899BW2voO2jmY8PG7S9nQMABJ+ZHMq+zZnK9JVQ5iJC6XBI9v27X0Gz6cyf666+/s2vAEkwk5o/gdLc3/7+V2SSpy6gTvlJPjDzAW9eiXFKdQV1hbR/7yvLyTiiufz9r8TRUP7W7fMNr+gkv2Chr3vm5ab+1m7qnz//5Q8vN/Xlpn5M8/Fh3dQYwk/hTW7q2W1O2l+pLAQk0PvIPcpIvXGDWYrKHZrTznLaOVXpXoGc+pzfIh3DHOCIwWykPePnMxpDjubCPQaRVcQimwTbs0EcH954JlI03WA3E9wFmiFryJpbJamy/LHx5jjIFDaRBT07Yrmvah+ZejeKKqzWuTRrvxujGNjYZ7vCuLCtucsUhn2rHXcT4Qs77wpItvGuOGKbOXVYaEaM6gXhHj/HRhFMf8EtCDVg5tyFQAa7YkF64j7cWsykZRzEQDITxzZsPAanU5fs2bVkcjcRvDPxbDQBDjKAKk2goNfh1Qiu1DdAxpHEq7XLLQlAN+zNgN4DibXf0N5modFGJDFEgx+j2MOn+WocUypkIyEyBU3flGZqd+23AyXstupAaoeF4sauqqbHzmKd5F35gNIxeGmP3m9ZPuZq5sCIUf9na0pJtCnTyNkdTdsh7klox0AaUebbAeQqLLscgyhUgCpH2AWzWVUjdGifaE+idTROzRQo5JlxZRetibYJfzRO8E6YcWjas9Q29tvcSLUqpGOYGqZcCSlJl3gIDko9WISqMM9gIft0Q6C1dOezeVwabK/jFgwS6biM9sajcEo0YxSNJJlVftaoIowYuxojzdhcXRSte2RzjaZaahEvo9z8bAR7E/MAIge2UaCF4015rDRrmN/5MivOF3gMlb0IqE3wEA6rz3LkYGqhIQA6QHsSffez6ncWkAXgovMb5hTyYAesbKOteXAIGimGiQip4jH0fAfzQLJnC00wbAK6ak8hVDJsGSAFuu9P2aLIowifGg8iLzwf8OTx+sFVEeUdKK8ycxB8TCbtOTbt4xgaac9QJ3g2CvSKk+uTcxMyqXzsNtHC7V258YOj1Rl0OYm4DFm4qDPy+WSJmrNRbkFsAJ4J699mHBbWh34jDg+VcdpJuMTmpH35sKysnnTcL503UnL+8qBpUBITIMlZcG1NToBdwzQNiAmEhTGrEw3aFI4nUlJPHlSvbT6KbCyWNhdVWGUSS5+AL1SkClqXewG9ZnN+BHySEBHvVSTKYIR4HoBOYYKElu3uHoNIC4nxdPxmJsvDLPO5TiHL5XS2XvDd4GKyv9scLqTl0WYkHD+tq2aRD+XH0arS53YyfXI8oTH/dychvvxUv4Qf/Wc+B7sZtdgjCRH3FS9XNr12U4xpwqtyXDYWR7gNzjrqORvLiY+yppYfDYBJnKg2qPIs3HSyLuPW6Ddrs3+is5KPr5inYwA9Y0IsPNvYrQbvm2zTxk5UAoEbbdJjgRYMflWC/+AUyoxKJIkziT5XJnRMvsjm7FacrgZIVjW+uAk3j1uKXZLTKvJ5LcZRbbJkK2+gKYftbkC/QemYPnHAm3aJs1AmZKcIWNY0tVsgq6ZpQOzCk5A+kUN0AgP5MgWWj72Awz+Z26wAmmvOgLA7G6DxJ5pIQeIbxAisQRX6SGVMgk2OudtuEzOm4Y7N0ciSzCerwjkeUvw0dclOJ5rNQzIeK8t/qGcDrl66zTFhnBI7MxmLTJBepSCbetxO3lA2DvTwjZ1HkYXwKBj79jNLGasQn4Ofjdn0Eb102hRdo83DGw5krfeySNaCODDTuQB7F3PfopeTSRSx42lblsz3xZ4WFKNnzppHkFR4FbKCOy1FVX8CLqYsRFqwrh9XZGefJjdRtkvHuecESEnK7AnyRDJQeDZnnoKLljl0BMOsNDsWVXJF16YETElCFeQU2zxgik11RzHzLEtwhOKcnQQSmE0lyNgjz0ULhMBQZ7toBAtebZ6LqO4d2NqEuPDYvcIZmJbM6xCPjTQKsFPTzoQ3EslcIg1SyZE5wfM3BHFzUk04w3JCD2PM7hToMgInCOFa0CAQCNIZdWLUT8PRJFpt2IhMfptj4sLSCT5id2qLyk0NUzsPwSDpQg4VdgVrnUOsgnOEJ/scZ86hHSIOVX+Iszw9ITdqFYfztLO9arvxFI4ILnElI7VgW9gVEeaZ64SFFR2WneURzmCN49GmSWO4txz+4Nmi2nhcs1xXOsN5DsJ6E3FlfDqLNGAqeGsmade5u8GUi7gbxeW4RKs4NaeYEBc9oTzL8YZGXr9B31P/Un70nznrdRsc849pXiULemYhkeMcctqruUh4RNZN2XSQZLqh+Jwn0+FZXEfQXIn8MQLzucxg7FzeQfwgEgdtZS+6xQljDlTW+JRZYJtVuypo1yxpI9BNr/j0b7Qewq7B8HFDVZ6IvVn/zxhFkhQaHL8+Z7WMSbjL8UzEHqIjaRjnS6U2T00flrDCnTSPPqKx0pvag4sMXRTWOZ3Yb0JRbEvelXIufkfgSAB6gfDNx06K87VBiZB3SClm00aaIBvX79gh1UqOj7Upm3oZ0JCZoaxrMcnmh7OyQrzAtZPl3KsesH0X83/qBPG4nQa6A2csBtGtPjysf1BGZRSc+CY8zxcn+GtQgYJ9BXk5adU5M5uMsdvoy1xNaUzFTZkBJQWu4oawEmc7JpUjazgFfMrPcIcGsVVlogftNWc5to08Ey6aCUQbK7TIax87mxnCUSFjqA6e8UYCpr7ywI/1F+XlyIV4xmNXRsphEeYXDBDbtPfgmEnsvG+SVXJV+lHhzeqYh5EOfRq6VsPxDLuoAm6RC31Q2et8BO+kodAPPd/8qarcd09SJUKec+cjeFziIq+O1C0PYlucwFOohBM6+6hb2hhMLnDc9UUSW+AYZx8QZ/zbpKR/Ex8QqSLifMKFEKeTcly4DHcK5UZdKbPOIdaKa9FFBSND7o/T99T/SSYcNzyPaEXZkTZUkA20wDjbl5RjHaJe82IqEClC6g3MCx8SRLTkhJ1zyKmVm2oRFmh6z6NjX+TOEZOQJ3gn0QGPiD3BmkQn5PBGt3kuYduuA4C/NHzk4UOpdEwNUpapWZJcLa+sFfQU+Z7cbnJ9KCExsiWJq2PiLGMIvS+SOhik5FyPn8ei84fTwv74CcESnFEzFTKXfp4xMeBioc6xUhfDRi2pspFNo071n24XJt48xaAfY9g+o+wdzKs9+T19Z9MHHLQbhbtIpLaVtbYFkLTw42apbeHTRaBx24QfF3WPfbqpg93ltjKbkNSFpGph0IUKN0uTeWmAs19EEeXGGS+SBcE3cn0JiKKNCxrHHt3oFsbULuTCfAl+GFoty6PUIoPYBdqKS53D/rOoOi+7wiXkBQGuk6fC7Tg3fs5VAq99A6j8tv6m36SLdk/cp4KNO3fSzjoFX4GHCyj6N8llWlxBX3ZpV1cRRbU0P7CpqKZd0oLXuSO5uoAsh5yVxtIzcFPS4qh0yQvdSpGiVi+Flk3ETgCPYwA28HFziCVw5wKHt8qFnZSkViMbFtRmIkjxDzO2KEn3KDAawDJE3s9vufEDmhTfsFNYpepmb34/T1j+oX95G4e230lv3iElqAVBwy55Src7JBeRicUguI/mDTukdu2YaIqawELIDtklZ4cflciQYSoW+cuaTB3XRQI7X7F3JxZaOlKVVNXDmwX5XR0PCqtqWi1MqYotOs5flGCzGsDOBVZdVqapM1a4AU4WJutVW7vIlaPYyqK1WAQWVMb+lqI1XJG5EVPa/rOziAcBpCm7pUfczU1WpyApG3QDDU72aGffeM8S3tlKOxSIgJ3xdWxHZUf8ntd9zcJ6dxj2hWdcg4AqgqUx3ZRskpAMJuRpm8Mli8YOZSeIc8qZFS9OLNoCMrdLOutEeYvlzQJghLdYMw+8S4vWzez9ns2lMUpH/3HM5rqB0EHkxrUYVbccOQauZYWsVST0GihKpi/A9F7gzkLnXdGlTRP+gJQxkK93qXzjz+YAFVDBFYrfk1cPGXCCIt2lJ8bxJpezs+MED3Geag9VMr9bEnQ+gIICH0PVgY2vw/4Ymi+TCM3dekS6m49hKAjabzkXJLGaJLQvuap3szd/R9uHNPnAtDhTNG+fAj6UZ6VK4xAqQgJyzEmD0LiLLPCZwZyfWE9L4NJMDP5FFxK3WIbAzv2mkARNMt11pEsH1VbETfE5QN9Sx2DwELOAduBULmokW5Pziqq/aAJjo4mLsIlWNO7sxssBZv95Q9sRt/F9GJFy5gPrN5xLCshROUbB/WQ3O/N3DHQw8lEgN598LrAADBwHOtFBrqdnJd1ct5g+3qhvOivSbQjcIKfn78+K5q5wXG4gwavj4iojj1H0ptW8G7wIjksWuxGlno1SxeKmh7PDG7UEFfL2yx3cp7NHnZL27sm2+D39HxhG3qdtHmacG0QmpQk0FnBH7jk62yVvqkhSysKEzkdRN23LrV1tSMsCB8VmkG0agyW0XP5+zqNwdi2wE9a0Jw+HpbBnn0xPznITSf2fsq2U3tEVwVNRdJfuWasopd3k8bI0VLzhoj9ibpaHwVZhJOZly7k4nFHCiLmbHBbem7+n+1OTnpW+yOmhCshKPyfXghCfOMKXsUG6cI6ctQzeIHEhkNiEEzpAJnp+vlrgOgo+hx37y6SMcQdRXg4eoZ6ezt6LYk/G+OE5sl4Ue5ifb6XY+/L5f3/9rS9+vRe/3kezHR+WX++PEf/8Zz5VZE0iRVPqNJdcXcfl1zeMhOyJOwFQKbkT0Nv4w8WZ2JO2H6CA94eLKxEFCwhQ2NQ33XfhrKjmXQ5+rSAFIjT2MlND9P24o6zK3aWUfj+2ZrqmzgBvm1NtgDWJEcS9S90TFWIBEKtXj8ovd90BDTJHDN6tW5HsHR7JEDZp5gGAdpfFawuOC7Q1U+6uKp7Vb+Ngu5JHcLjZzFuj232qDtStoPZo/0ltldnpg6rogrTjDqCTuoPJB7J2FYAKgHstjLnnWe4PzXmRBpF3A4Qm+0KmkYKoEsftADvzUYRyzLyaj2/cuWKAFkEKVpGpFAYEUIYxPrkH3VNoLJrh4qPo/6KQMZd/B91VzTx93PZ5xPQM6AL3JafmToa8SHOXlvBysP0Iq2kXPquwCRDiXGiRE9eYDH83o1khtdyt6eUx0l7PfkUPBrN9DKUKeNI98s0ZnFLDBcEZk2isSM/G4L7vMQSPvkk3v89dCVK2Ouwok6K6Z08GgfZc7pVEBy0fBf/M02FtfDEdl8y+81SsbubLNz5GgfTbW+YiR8E+XRYpPd0Ui1018h4Pu72v2pHjzvkK9K1LS7R7Zp1HuxQ2YrkxK8dcTnfV5QvHVGYh/L2dysO2BYaiHCelcgLfnj09X47VZpyv/6+9d1uWJDeSBL+mX0twh+M/Zm+PVaziNKW7SQqbI9v19+uKzgDMVd2Bk5ksDpcnWE8JHo9AwAGDXdRUvcD67NjcVl4YugC5rEmXYtMob79xHDFtI7q8bD8XX9qI7EuKj7tisa3Q+EP5O9y3cW1yT4dByChOQ125bOcNBem4NL14YbEcgt0wY4/+QxXwGTxY3li9DYCvH/uNw/In6ckCxeOVNkhd2HC9NMMkwH10YbN2/WZhjjhMrmAcynbTDhgF3m/GnlzYyXkxGQKk0cMMzV4k83XDLkQpeOK62dAHyoV3bisG7QFMyG1hLorYO4qdAsOeY08vwjsFqIWifa3hENbpyzcOo5AFI4FS/7VcQnnoNpkrv4wcbVfmOXe+MuIU5VD3SYhH0c4m7iLS2tyNeHjKQ3MbZeOOf5Rqd7zrx6xFDSscJHoDWYWQ156X+7ikBu7KSelwDD3eR1EpU0plT8sMXWr9NIE2iTq/wrsowrqGW1IugaihN+I+cfadoP+PyjfRW3rynTRcLPm74PCbFhz+13+cf/h//Pmc93//4nfZ4V12+GwW5NOWHb4GTVFnzvjl8nsCJbDudJiIkOmi+8W7QaiW+Vu4L3v7CMjQ6tK9tg/N5OCkuZuUI6plAsX0ymFiDJqam2OPwWqVVE4EJFxSa0USSpdvHFnKLDy7K1X1WA0D6Wu13eud3duDOEVGvv2R6HfNyfahSZnnRdECSQIWhEJCnNMRsZl48fVs2yE8IUEl/Di1KFKrKsWo+XQTxx/SRQYeuBUzxvUY1kmVY5a/Ls4HkDyJj9RXP4L0/o6JyQ0SnNkjeyg9blaChE40L6I0TYnmw47Pzhty4dkCU4WM1I7NWShUGTOT/M/kAb5fPvvZX4ZQUNr0K1aF8YLcgbdabpoFBJcspx3Q9HKd9xx62u6uySvslpIPnRmbIN5yx3ki4Mg2sGbP1pxIwIJb0m+hdcRTUSMyRyqr1FaRUg6OyrvbRzrl8Wo97TMXMCGnAfH+aDOiqUW6DOshGklm7GkWyGwITF0pN+2YpVjgYuZ9u01bQxrtZ9/eTAqub0KPiYKJHOSshL6ofopoRAui5GPGHtNwmk42Jvg1CWuV/c33hTkvph3HFXPdRG9Mpczx0wco7xTH96U4/vzLz3/48cvvfSc43gmOz2Y/Pm+Cw/2YwoduxfMqZhflfPKHVX3s5gkUXdd+TcgaUhYvcpEIKQUU1KpIk8UQtUBW/UbKpLeG0CTAbC696DfszrkJ7QN2hDBMx7ahxe9tUOyY1soyqp1DkwmNQ5TsB+h4uOCFBux1R3wQVkEA3thBj06DrqIUaBgbFUzTibURrGyichy08BhCURahMjt8ZtTlxNH1aT2D6EV3EUVwx1MwCrOzeShp81CoSlPjB03L45uYqNRLnyKfDEj2SiNrUPEM14Teyg2u3KdJlEk2NI9nElwS2hml7dt5qbu3qeNoSBbXGBZseAGPZCH9xFEJvA5OEylghfCcCnC7TXlMVQ7bT+Yk81W1UdJVJYYB1o1zAUjTLhMS6MZj/qTOOy1MEekHfhnomJOcyMEw3N5GutmWk6PS9hSLTsMZZrPGD9AZInYEISuaBABK61sjTe3HeUKrah1lr92zKStlhjFyxkhsclQ4ocwvg+VxBK66U4XHLDxnEiASyz28oBpfvxAYXj6i1Wk/83mMhF8stslRGeaYGO39GzlurFVzIpHXpab46khezXa60cA6bbBfH5CWBKrUITi8L1pR4spzIwZZi5u2zzB4Qh9ncUOl0ryKiABPyMe0aoO5d2q4wwY1Br0KFp/u0ilM3+6MXfjybMuiHXwGs0yldeyI74Ap5Oxp8EpjH5LohhgSutfFEabn9bo4NqRm0KthHGm4oQcOTmSfQMQrIGlvAD1jL+SdhjMS5lxZQ2aKfAng4IXmKDqhOcIu5TIAqHu/IEMfZ5GF8yBCCJAra7EIkrHzDUo7tBHQGJlHR6lsxZQxL7+RnJ/tG026qJDU5HXIRZjVzqGyBvXmLFU01KDYm4mWV2/MoaqLnasyDcx+n0WZ03GZs9xwg5RDuUGyuajCXB3Gzfu8C3k6rpaPZ73ZmOXQ4kbKygKWnFLpxLShOwY+mZmNUMNkbyIWr28kBiXHjE4V4hA9bNYiDtj4nEW9KTzfzMIXEVcFB76QuM6xR8h50bUwgelrEofJmvv54SzqiYkp1ZRfl2gg48yH9JhS8nMOXoDasIW8M0MTBtfO0LtCSRjBhtdebq9Vf5x10JaBw920DKTZQzhiRj7UYCzkgBHI143sSBasajc3IpdSFKBci/K51KbaBOfPXOQhu/bldeWOTBcDI4OjoBdAPrQ+LOgSYcMx266MITe8oCbbw64FsMiiExLzRu0Us+CWAgAduCn2ojBs+jMKGQ6kbBLd7j0PtTFfhqbG9KpU2XhF6FHgMUuHaTsm0mB4Bn73RrD92XwdaZq0cWqzSucBI8MKbac/zrc7kD8bI3oUERUAzCSz/QI6nAEP1ZAFjiaHoErd9RXOPbYqiM+ZzrDaU4CcsMspIuu5SvIyoErJXMsJMjqLkj0+e9jiL0NTWfRp8dqhnsndK8QdQe46Pp1jBoxxyqn3662NWH1oveJXCFRJ4FkEaQBLwUnTE3RQ18ygEUTBvBYlq4EpEj71vcW7+Wiiw9DlKDcuwWxlnva8KDMoVCPIvmAZBYuGRBqf7Fx2s0Bi5QaXJz7z7CixHbPcgAQ0CaeE0ZS7pjuMhsdyBg+q4tv1Qflgn4eBexPBecfeUVdaXu/N03URr9mHqYIzAtoid3xXjRVVJhPqmFls+LBaVdba5qQPCdUDDqS6nCALtk4wjwFKjraXxzyg9oShDiEch+ceqPxGQH/H+wKpU3IVYX7rwk+zdQFTHyIuhO8uWMXfxZ/jz/YzH4lADqao6Lq2a4oKlAaZmz8EiYuRC2SfuwcDvI6H+Lvdim8EpaI4EVBqkHIDyIqlBOalpRzfGNnUlHG/PJZdqsKizhuDhU7AHi2dosA13uAVOYGH87pWCAiGnHauRbih7PZCzohzKCrZR1Kyk5rXyX4E1ILcJGOHXaI9n8cMxEd6PqpYeA7rKAwVA16FphSmLalTeaO+gzeWOEsBxMsye9eKiKZ7wwQxT0a4oUN02v8XtNbgmebiDr0qvMc+SfdySOYUmDUUqB6YJbjqct5aq77hECZm12h+rH1hTFJ4Nd0QoBuLdyRBa3cSZClPZLklkCDf8O+UQ0rrVr7rv8wnNSlPBFE4vyf3jJtkeFeqokkgq87yFtHw7Zh9lOg8IVZm5hFwKm9UnM5Pl91800Xdv5EbOd0hwiMwlo2OVABcem1XjnyrHKgm9lD55qQZHqhuMm802k43pMDRiXFBJVsqNUbFaFq4m5ZyA5QYhh4cU8tJFCeRBgpZWSYRJIkAiOgwOSZklcAZOp+bQn+TpA34UVjvtCuJ8J3XtMEfoV+kc5rgt67PaYoSaqAWzAVuA1K0oZ/j0A8CnNxU0SoTVr+7jN8QusWSvyG4f0MI7pfNMDG4/+OX3/3rH//0l3PmX37xPwYIN33b6/z7oXAXTVqyn6+UNP+IJuSVz/iwFaEH/kENyXXhP4bFLX/33/UtWNz/bdztqHbE67LBPVvDkxIT5iQwa1Giyo7N+kgWgWZQ+Yi+QMwbMbXLN5p8fOLCamoSwBWnSJgbtZa84U7tLiv7eE5lfe3YjMUkrYEK4k2VeyOz4JQyEGrdzCN1ec3jWa1yX15QfNwPi75ZaAC3a5EC7vKqi7PMkHZ0r6cNTyGQXawaBL+Zkimt/MC/OidpWUMeQ5C8W4TB/OzpWxsE49hGh4Boj5u+9ix4D0cAoBsrfr1p3Wq2qTmJSLrNvE7XDL1m62ixmpDe5UjJtxvTfH2/SLytGQOzwjc6Ix4n5QdkaWTzj9FaO6sTRTucp4bEAmDFhg4ZvsrnO1bRLeuFTqEuyCJdCXAWZU///l2Jb3/m/x/+DKKOK9vGP2RgRIQg/xi9if/jLz/+8T///ce/fvnTf5Cw6O++R9+9iZ84sfJpexN/bvjPfubTOcUSMcQGqq3rcChr80xKN4y+qBWQu5JC5VovGHkKpb3N2H0tCfXh67R3TwB9e32ki/AtEiHdK49f9cjNenYS9r/t+005558ur+iZXOur12lkvF8OZ13zqqB65jePfP9P/iXjv2/c0vIKvv89ByOL+vSIsrAGYSa3Ryne/AAvH26qiFXgntC7v3Kaff/S59Dc7z+09M3QAz9uBVoUtP5RQG86IAcPijZFmo82UWVUbBj6vhYXh/3oL1MKG5I3O8EwnmFAG0AFFCadDzJoN1fGZo6RB7RQnNiMjzzwdzqgJR3u+OVDNqlVPm7nryL6LQZkx4mD+IpH6FucI2kPeiQXVnT5yCNM97SeFxQViv/uR04r7hfZkt7Qz9RV/MidHof0sTTpiY3oWr4R5GCwzCHNdr1pebGaoMBOdP2c2321ubGXSIQHkjgrWkco2JCVcm0p2gRKxHh9zV2pZvUCoOty3X4gjwyLmxc5FGJ96H2Gm9a8Mv0uC4XkvDCaZhiDcHjpbYeJ4p5uGJiw+q2AWdIpkEfuiDIjGX4gbUVIJ99ogZWpCDPmfWjvwzH6K54mUZQzI1bV6cAxqIxmqV4BYsC7MS/57qi6sD/dfwu+kl9++eVDJRIQBtJuR9o9Ln5DiJGT4PqIYkaqIldQAWCukJB16/pDmi2QU2Z8YDrWna0oTDBWEyhJJib04IrlzHqZc53bsIpQixGofgRVHROvM3LrVfTe/Y22CGbBHYRA8WVygwIU2TcQ3ioZc2DOhGezBuFEOEyb5ygxVUEz+dP2bnRCWhRVsIBmFVoKbAAvRSbV10LLm+dZFG64pt3sjOrM/IFrmRsQcQpLKWAT/A5hNhiedxovFtvBKg+/dDybiBBXAbeFuw674DK/QjM2J1GlUARSTQ7NsZHyehJJfXqUhTjQAQLxoECnGwC+k7ITAXAztigVMmFrh6SxIrsPWjNzwsADEydnakrF31f6biypPPLGj73TnKslf+PHfssyCUQq/vLlx75rJO8ayWczHp+2RoJo6GPxUKc4IpHYvOtQANCBebUQJ4+xkZ28oYvPFFZCn1WympHI/TmZUFkiI7Ythwi6jIWbrWqXEJgAuXfaNeGoA4pfeqfR+rTuaECJiDFeTnuV/Pw9ZhY36rZnSJFpFnEjF4IOCtI47DwJa4Cc0UO3y3dwQGs31Hjnk/9gvvamog668/6O6EmPDP/1zkK6ZC1G4qHVxkHJ6RAESlHZsV9NgiZ7XhZVHMRxWKXjLp/92mbxha66fyQlok/5+icQAGxkJc4wj5Wce3eTbPYqSRDEscJNCcZ/Lgolv1EE73oQ3Ml0XhZMFBC8iquj7U9pe8xF8yqH+KU0CDLIZLA2ig43T/jCZ3RbR/iGR3b74GZi3/BIXOdPO1uu9H2FH7i9FtK43LgeizBYokomRhIFxjUcNwU52r3nTnavsRvG4rEOBUoLnMW9MTBvIQOZ46d3ZN9R8PdEwX/85Q9vmcYPvsZ3FPxPZzw+bRTsf27t+NF+5mMUjD6S66JFt9HshiPLfEdHYM6lOTKiuPnJhhEmKK0cGB7W6KL5bS/XtNyoEeSmDNsQHyR40eFFdf7YVTkRmXAiIAFPwERqZmz0zXjhCPD5piKTB8PIE/LMfqENo2QhEguAgziLqSMu7yc+7oa/Z1ufywzqAHf0OvYCfdZBUU90Ttil7dikyIki6deZZejVHGXp918++vUOKtF66rzNHF/z9kkoHyJqaQzUObejdCSGqeM2S1vHWhw1G+7Bp0cUbpE0KVZuCC/N2CS8NJMcNTknB7LX6VYTt589j/9GrtNO0iTlKk88GmzRyArN4v7cKVEatG7266LtELvEUXrC1w0vbohFZGERrjF5ix2biAvVXgA6jmlsDrfhK7HfF+a8mNzy8gNHddtguA2XjpOER9yQicO08s3UmfN4JczYZPQx3zhulSisKfulsF9oAST7lUBxm4PnyxuKj3ti1ctqCZE/akV9qbMF2NxSjiE0WYEPt1YURM38MwoF7pR4sx/92lJpQ6p/meOYd5CO6k70RKROMDycrf0WKwrLQ4jpvRXtskUiSOCEa8eOLa0okjiM1Cxu3RphP/v13g6WG5b9biY53nZTRMZxg1U871ZGZHy/EQ1tIrhelv7Y6NcA+c+HFtk9PrVmbGazXx9uMl51tjXPHt9lq+Tlo18uwbFxAS9zHPPOSpkVlDIrOhOkD0cpCq22Gbuf+GESj0+PqKluwiz50e1+meSYeGYvDXyicREx3uz2CKWIr97stUgBsOdxmfb2NE0sV2H3Tnzaq+/EqMzx0+c23onR70iM/r9/+Otff/nLl1/7zoy+M6OfzXp82szox3NPpVELWFwLbkBS0lPR1Ntq7iiaquReOp0Xx5lRVNaZNrSkTTNqh+cLYXfW0q03MlnDj43CKBVtYsn4VesGHJAZC2NnmkzuNniUWXinEgXuhpfflRde5HEWygJ/FGm/QDZb+PCbksnWKFoNaPFbC4u1Q4D7XvUi/OnFS0oveuXkn9pAFykYv9yZbWqHjF7cKO+iVdWBAWcAJ2aqmzRXY/ppk7CHPuJBeBigUzhELKpNAG5ZXganNPLAtcSNcm9Txb+aVH8FFOuNJxHnrw7zN/EBxZZb7sk4wURTxiRLJ0cXcrlO4dySkiTzhvF2EH5tqwYhybEAzwO9iwTbxR0tMaqEVZm50WFcypZrwg+w15yDk5QxFBPGoRuTqKpDCSglr0QJG6G5FIu0RmFmHMylqjEoCkmccoHxZfVeD+bo9fvISrKc0jRKcy2UAxAwp1tlLJrEaQKI3liWwvApjxtIach7KpzTZgC7Sct+UKUHCG5v0E9J1Q0gm0hLYe7mQcJQJ4RtLGITTUy+xN+htczx0zvH79D6e0LrP335pe+w+h1WfzbL8YnD6vKzu7zQZ6ZmqtLXnR4HKCW4/yIaMb3ptydGHHWRb46rnReVljikFBfVCkn7Q3yH5TiKEVLz/OGmGNpUmOSMfa4mnemsKldZUNRZq66G0xcMXGWpTaq4+HCuRYdwU4suWlP0Lz3ax7WbOp6z0pOkhR4VHC4ku6zSMk77fjC2xtaABIElE09/mh1LyPaxWhM+fFSuxyS0hwdF+RWnDeQ/iUyjtB205hh9QcYtj6o33A6RPgOTCUth97FA855jT8GBq0IhDOXPRLvIjl1mwatXlCu9u/5rnjX7ja9ZTIofsxZVScIh18RrEZPoGJuxxzeSVHyzDmKXC7cMgw8v3zjK9GmaqLEWayZq0FNl2kqoea8Ri2eoWNiMnkdTNKDRkiSJoKgTd4rQMWOPLzEobtJwn42tZPnQ/M03DovURMzHyBc/zcJ+42sW4Qax1lQfErkzliXGnSJJUr82i/FQPUE0xQhTUilMZW6/bhjUQzTsUKteEaJEfwhMJbaN7F08T2GglGb0kkLLs7vKoNQC3yfgP+R7cI491uCVYwoNmawHZcfmLOKNIVAlRhzBNUXX5Rst1kyutaR0KCWLNhYMJVujuttD5xvk1G4MUTVfQ5pUXl6/z9hlgZrlBfqXcGbRiwJCTEvoyN0j55W3zlXZh6wo6UErjzSksDsZfdp5esOsvkQZe5qFOwSEjnPJEoZmzHqEXO7BxESy4ozyV4ihy2d/bMHrIWR08oTwYgZh3LlB996Be+dHGzzdjesb3GYKN0Dd01RG8t6Ac+TcpDf9BePmSrrN59j9UkOmlGylPHKHoWTvzRt/aDImxRtZk3QDzK1qLs8otK72yLmHuGsVJAMLJQKQdQnL5E4a3R+G5C/MMd4mnQmMzSGYMvklgVaRjTIAXRt2KCd6Kj1AkY5nw+hnwLcsm4gARK4G79aBWjQtJq8VL1QxZfbXNOOq+S3r8mZIVVgOUeMSyHVJEpNCNEd+amTKWvz6sp4D2ncE65xVPKh6qeOgisfkx4CRKx1XIeJepc4NZAUn3dzj4t3QiKEcJHjPJnhPmGr2IaLdPFHGHtGbWSjV4NG+Dv7crlXYMuPddhUp5zPOdoscFuJY7veohUSr+BEnl05jplslizgUld3ihCoMcP2EL/x64+5drmwGR8yxRxsVVF/2/LkCS6jaL2W/cK72rDkZpPKKphbS2Ry6pUgCywrqMOX6AadoyryXbrTK4sjS28CXVZ5vvIA3gd07Gb5Y8ncZ7W9YRvvispg62q9//uXPP/785ed+tJb23/mEv0kt7fry5xwf71MJhl+vIV5X3uvPHgX7I87GjQFDIaXsnarp8tp31ynaWUf57fOnFbp+3HWOm6Pur1n7tb4d3Gi6KOebNdM0Y08Kd2be8WF99BC762Rl+XnCl8mFmx8RbxbC37zvcLMv4uP2+3uyY8F5pzYRv9toPs3AYV7ZUZqQgW7hcCgabXOLgBT3cqc+CN+GaXyyog97il5o0JvMISSnlZf4EkV8dHG9MmGlmXCbEEglnwtQPRVG+CZhyrGD/gGbWzkQdwOYZZI1RR2oI2hv3eFEAxEJibI8Kq2I1qt3QRKGQPVJDSoZxONw48gMIRWwpi/0422ZGF3ThRcZz+E7J2XhLk4SZ376NqvEabjOostYcvK9Fgm90MkpiFT01bHsafMbWnRUjirNIp2hFzO0Jbwhhub6IndXf0OcgD/chmkLRUFZi2Aox0cMf0Oi571QWXTCPK5EzLHHM3pI86M/6P6+mEF/83XmVUZaiBt7+b9BH/TtGfwtPYOukbne3AhR2eoW/wNZfnIMofvMNt8Mxcdv/8cAwP2ff/jx51/eGLj+rzcG7hOG/Z8WA3fO6Pf+Y7RGJfCqdfG5jaiRgboMvEAYFfzpNs0xS7MgUu3O6LWNOnF91ZOfZmG/cZT/nXJJhyRlz+SSoLnS6eQx148Ze0yIFum1g+oIXYVmaMzBft9AfgSBI/Uq+nIl7PeZjqDCnttNB0vXLwrXSfiahXjBjD15bkbSZOIS4xwbwUmWCiOiw8ge/eGEhBme/7EoF+L7GNi2dmUC+Fi4EwvBpRAW6QtE5Y4hnQh8WA0IVb9NMHT+fnZ6g+p2IhxjEIk35box/yLtgdHvYiF/HkIpEDelFj+dXkoSJBeFvAOwJg5L+9i6FIYvJHQf6JELTQL8woxoSymJulByXiq3EQQ1G+G4IhWiLtDH6L5QbyIhJ2R2iLYVT8EMLH+DPFJsNfxkP/PR6qObkgXY6qZxEgwwTGbXWwE5WFbwM9iZmcD7mP1VM2A/iMtO51CVUC+0iSYcgeaNkUle+rLQj+woQvSetRr15nFKdog+XW6T83nCXkf+J0503Ei9ZAnYzzhjQ7gYheUMRyBw0gAMdjwHF6SnGNTynPDuRcql0cB9VenAQn9BUHj1UEgOqsZCcdVUiAtEOOudeVOUxCFm+GIIovGLiie/DiQSA+dP/I7+CHw9zCIUDbPXXAoTGg0r7lTdDjBKsqBdJG6NLmcGpg6YFnC0E5U/oIrG4ow9MVrGZ0/vVvGyzUycBfcK5+XpRHremNj1vDHPv8t8RI9Nk0QX2hUTnuVavxjCYaxm86/lIWSpwRuLuUAkAiMxrqzXr6ibt4l08kE/A30dlfIWOCIsmOujE0zL+csoeZHzxrcE+rTKFNoP7BYg8U0zqEGgVOcvZlxId2o2RFdZpwBZXnqXdoWHzTe4y7GhijRM3LyKFaubK9NLf5nesKPGPK8kDhSQS2Ud3WCbMwZUvakSue0tGH5R2Kn5OlVgPm8faRmwjtPYjEmUUk6bKuCXDvPbSBc5uTWAC2bkfZy41onPu+mAKUVAJFBPXlek4JUNmK7N7jE+L0btozpjGL5A03lDcLIZHu+GavG8kxhA3OMKjprsljMeL2/u3k7AQazuzTeg5p1ZWyz5G1Dzm6blf3oTvn30Lb6z8v90tuPTZuW/Qmwgx4lweDkKmZor7qJg8apykQweiPUDl4/DcdMR50Qqy4w91ga8KDx2rjju7TRjlvSa6ZSC4W+zMPy4XgsJ/oAPCTSFmG56XTR/hwiUFTGQTPLrKbgqGJsO4OHMcp7x3EwSpRknjSRRmckkAxIKy1RV78xgQv50g+owYzNNpFKXgCoJ0xjQHxtIpkrXY2aB49jsJE3kTZfnZBurE3sT51hd47/OGNWRr423xI33oUiHA8jUGP7lb84H4GQb2VbIsfLmBGUYR2DWBIwyQVQhROQdObmstmKVmTgjr5F0eUUgI5f+9DNCku6myJsq2ga7kerSFA/6TAKf8Tn2mHAL2v4OBkKRzMjC7Hj5xjBnJkg6NGetc8FRi2/9d/Na2BTfALIdCmSrYfZ5j7x42tg75OED5+YPrSB1IRLe22fIyOAtUPcJid1pLus6mEXWTVCeeVKmjFkkYYBHYpFRnqDXO/iYJ7fZmvh0Lt9gFlGMzaHnHCKVnC9Kmp1HXmmXuosC6kMiS6lGou4LIHEDzSJXJVgEeUVY7k5fhC7Dnnfble3ppMLacEHNtyIJvBtjscqdYQ249DSK3otcjdwfzXBoGhyy6Dq4g2tPSLezajTGNnQbLgmBTb8+5I3WeW2aBL+nfYX8MS+l2x2xTj8rB70ykA0ZWmHMvEEPA7Aqpf7TM8vrvV2ylGlRes98zjHGuwp+n2jbVHWw6tDPeZzFLPbPWWSpwvUkqwAOkpKo1iy1pw5MWFub2tTmtahtvnbfj1lUdbAOL8pnNwdkWWmo0iRwmqsNmMY3rXmHzGl+3KXMIBGz1kv6GDdFprwrXrHcMBTkuKAJaujAU0iTXnmCf6PI+UF+vqyreMWgv0fscCizD+RrhAvlEK8diXQ+YKAC2/CM3WBp8HtEDQwpVknTR+myNHityfEVdpGcYU6xO1tCh+NGvui8gzNHcog7uaxa2q47+rhTOVHiAtzwg/zXPHuw1T2MXz0gSeV1bTym6aMUNTvxFvfQtMkQ7efPZsAbWr65bAKXdMNr0KKCmNuh6kZ3lDeuMMWKR0O2YJnbrhhn/PexEiEKfRkK5lJZPYL0iXdg2Q1d8qZb3R0CVmpau4ExZdcfQAfP12AwKlmmLrluoulM3LQpwIKc6DJGpwhjx0DZwiqJiK0ZgIhMQFrP4gyDmEAKoemrmD+7mg7mtAP6RRAx8Y44+nj93dMkQhGPAH4z06J0kmiOalH051mg0Z57q+LOIwDJh9D7eRVcQ9WSdQ9gD6W16hBIDNz1NSsVgiAmQoKTIERI9poeUbVBnli7T5PQ63zFhZQNcch/D6WSlqxuCDhHUuHLd55HaX179z5D0XsQsQcFAqGayhhG3MPcPFR2aKSm7EDnTcG17VKYXzKe+5tbh6B2Klem22BfLNz1yweVodg6oMBVidyiExoPGEZOfOKYueUMTpvOqDBE1sJH1ZQJ7JhSm1+ezIUFwRKLzWqmbyaXbZAk7JbWQXi9hkM49VIUKpNcdhCHpqmpFAZdj0HGFclAF0PTHsamYvZ4RP9re5iSgsFS0hxEMlDTiT8qyqaSq+rQNr+bRdCEZ3IKH4r5ECZ9nAlRyAYpG6PTsZ2XdzUMWGbfqVbF6Zv7Ym6JIhkyvF82DW3DTnfu7vn+h9fiBZzX2SVlW2rDazyjOXYY0J65cxiqxIqIc7nd9GKxB96zMnVvykm6TdWyv3UFdI6fvgb7xm98D37j55///Y3g+Oh7fCM4/umsx6dFcPzyU/7xGoI+ndPOV3iZDuhO1oiBDjLnILpF0SEGWNlz+JqUTBZUjpLqmmOPToq6zyg0iWyfGZuzUGYOAMjFdS1tk+C5fKNNFXFLHIDbXGw5smRAmwk3oow9vhA/v9DUjrjMMYdml+tN/vO4YSmfbLK3h89+9JzTlaKPpbvTTC1++yNl25pgHppr4yfYxLwg4XA/Jl3oTJQXcWbN2GKb8BtC9XRUXqOOzXR9kaYbzGzAy81mDevNar/R1PGZtqO3r97IARQKOZGfijyLOfaYHnaaCGxVYn9rmvzNF45JRKZ5AoFj+jCuBAlHwpVEYXGlvJM+0jnYVyyWAGLV731EJ7b6ZSUxXcruKw+DYXrttEaCKUyonWfU+cHfFQbHz0cfOc1USrQSftPohhuJjty58+h2sBRNpn4usfx5Ryvfed3wndcmzV21SN0XfeacX7VfF+a0VNDVLdnOU5sJ/aeF/n5vo7gf/c8XD+YRL+rSbGn6mNG/e0Rkf+4gECzp2405WZhStRaHbcNJ3m96+3AyRHMhuklAHXVstQGQ5pdruW4IhS5fOPytLBcPAAk3VHKc5O8VCal3jLFH7EEalZP5OrzWO07zIy2n9hvHLNJMQxubnxfh2+Wzp6e75hrr9PiSEtTm5b6RxNM99MJMaR7IKGOPlZqolNemp+q/oo5ZT1cYw3OWehGchw11ehJ2xv5BNytx4+eKLFZLqmkwxx7fRxLdV6SXGT04hy6OLsOratO4A8Ccy56gbWQ++smAra5kKAnHr3MDkFH9yuvy7pEUNtgBtOSJZNVpA7hMDPFdBoJjQmw1cXITecp9bDFv+9EfPR6Y48A3BF2AWcMwi2JtNDuUs4pskBeeGiS3C77zIW92wtd5d1BaiuR5ZU85EmVPPBRoibomI3aKoToaixUFoZi00oIQfzOJ024IOwZsiRTfiqA9O36GjYkI7NW4SqnQkbRI7+lhrDH66HRm/keQNTGauirO5lCL3EM87pGeY4/LWIWbP6bJkzVJRoIwGFy+cVzJUzXyAnwKy1nYbwxzZqIRX5vqh2RD8GDNBr/POfZYTJ3g5/k+Dnb3E2AqYruCUmukIJS5mZmlyFEF0u71W+arXotNRsblgLIlfGTljpvGgNN1vVOz2CAqWxChIPARKaur4hnNp1/SR4X91Kk89BHD5mcJ8WO2VJ/YhhXRkEh/8yM7g/0t0dS7Y/1T1yzeFc/vqXj+x5tH9qNv8V3v/KezHZ+23vkVyhQuTUGG172fNr0zgF1L3SQfgtTzh6ZyUQxk8k2fyEvrbYzbmiuTyAZD0TdpLyOnPjrBFvcQwZdhAQDou60TUVC8YtxyVN42EJNy/cgbuPGEjsaJpLPI/nWnxY1OCGJ26d4siptEL5voIZ/xqnTu79XwkBGQ1GCRGBYxAGO4e/vfdRLIWAsfK2KadT4MvjuTGEzkt+m/MZqxprjJjLrB1NQvidV1OA8ZaGnerNoRBb4ojiAsN2mYL+ngxJFzm3T7Bb07IqIihA5IPItSB2DGtBZ9jCeRNhIZWFRGsnadaW7LilGQrB5Cs9w1nzVhbLqNHxMDmjCOh7KPJpe1vzlUJZYIecKNTa/FenMir8KUxclzUg5svtJocWMqmpu1zIFnyDsCt9NT5aYstPfxQqAGJwTgVc9H5/MVTK/j2FYM1k0VwXvh+egUCbQzQc3KrZf4Vfw6kD5b32HHBPgb8xt4DuiokH7Bok3BJcgcusbLGrOTR1rFoiAYihHnVrWNyUxCDoAAV0TRcLVpvolK6udDUigG0oLCpO0VvQTJbF6JIB0Yb3SzzPHT++vvWP97Yv2//PTlp75D/Xeo/9lMxzvU34ONytRYMZIxx4aQTRuw0Dom9dEjzVt/eIx54vXCHBPvoDJqS/3WJnza0UB1xyyaKjsg7BXdwxJUvjoX0rijcof97JdzlRhXKcWkG+qyWrWya9/N8FCTsv0fjsGdaJ5eKZtuN0E84o6nvzqlyK9NuiIjoj1uEj6acAPCYWecbATLzWYtnRA/o+bPZHR4UdKies6WOXTi6e5Lq3J71fQeJ3FIKyDG2FvGJJjBoMsdcJ4jVonjwOmyq+5GCSWhdcmc5HfbCuG3wNhaEI7CLhHy8X01JA++GMYQtzRwTfrtsRrcKWDHRhQ4P312VQZNnoHbe1With/95TSVnRBsf4gPw/lbEkXywAFwdgdJUiFuOO0O5xLG0KNVLhy8QlWLkZQoZYu8gPm6MYMswCQ/eTef0hnI0DHMyGsSGFIjqhcRZ35hRN9ObgZkOeJyJVIoCnYKVRqEsTt4KRAbM4FeiMoZGiYK63EWSmmItWCGFyAwJJKvhlNmYAaMTz3O4zDCi1kIciGoggfGJBF8WgUm80CWlBPBMaVN3rG/kaCzYBTH5QyPfR0EhQM0FtMPwds4tsm2RnYaiA1H2c9YBRqZfJAuF8CbCi3FjYlb8eflCSr7db75NXNQzypxar965V+FSved98VYlJqUdLQSBPEO9MsGryfLaQ6gNeD8kAB+S9R+rlyX0djlg18nN24ajEBuJQsXxDhd3orxu4TREqJ2N47Xh8GJ59ZmcOL+ikR9iU4SyHRYVc2OrW/IIEBObOzreabFt5/9Mt5pJ89tJ2naknjHzLakyw2Zb25IIeydY/fzRk/Edb31Ed00TZkiT2sgzLS+aMnETvI18ZIF1A1Z8Q0PSohChwOXkP2icxKJ4btBtYNAl1r4LgGadT0JaB+yd2Z4rixzpyD9j5tZHEVb49pO6yX6m8KNWfzVC0Gti+3fhelvPHsQqx9j6cxnm0OzmXi5eYd5dn3EucxcDQX7Cwesl+P8eP+w3TT13g+bnJZU1wZVVS7jmrGtzaEVT8KYxxMPjEno6u9LdxRnl91RXHeNr8obi9/bxj4YEi1XXO94eIGbm8o8NBtJ1FgCGiw7JQh95sd2ylolS7Nr230DPsNG+waESFzKmkPrXeMnzZWJ5fIiP2M/+mWS26YSaWdoJl0bz7qJqQWvc+Si7LdcVN7cER++qHwVdDeIG0VfzowtL6qsEsoG0PMw8YN7U3q4vUaJ2EmG+WO4DA4oD18r2BTMpPTdm91Hw0D74c0emtSOQxVqU4wxy+vTbo/klSN+WWx2s0lN4uJYGhrsdVp6pDRpztDRENemSb37W7Y6FCHS1/pkUHUNjRfbCZgGY9wUcL/Vq/pkU5rxfuLJz7D0y5WRuK2fHimRuRnwLWF5OjorAh1reNvcIQ3mzRGNGHv0NzBHXaHz2rj1gXd0OneB/H3wRwTym/F3LIb3+I6E3Zzq/sx8WabQ57RGG2LePFmxJ/4iSyOpz6pQeTm032GOvqXmE+rvwi+Xs/4I72xVXqfodvIO8NPReHpEyWcO5a+sU/JxrKQZGzvAR/F3vXfiAHgXqUBzR+w7vjHMmXEaDj+xUcDc5PiAtZkcwDn04ILIan/9E+d813bcPjM5rYM2YQM2SM4WmI/JYQR15vVXjpHHSzxq+7rX+8+OWaLO6/fXKKnOeixZbi+f+6FlRktbSesnNIlRxDgAyMtip3ZsbKYotLCnf5xpN2FD1w20V6lheiaJpnD+vIFofu0S1xTCaU9alLGPLva3PBKOTdvkZQMZQLfAVSHPxXeI7aweiO6qCrdz7BFWbiCAIyIw5y3q2JxFlUS+j/GGDLi9uEp/QxTAGzj339fvp0C/vIFz3wGc+7c//fGvP/7bX7/86Rs990bPfTr78UbPbW9FtPETr1tMO+Lw/tAN0dPBPmT1IroCInd2asC+L0TuQG88v+1O7UlMLDlvYGvBqJzYQIpRf13gkEUZshIjQrGV1UfBFbDmVe1NeZyeBeqEOeucFp4BURR2RrPv4/xR6/YIBLaUNZscJmYGHE+iz9FzVFudqKNApHbpkh6T2f41gaNIDbg51UpjbQ6UI1mVwYzdB6ix/cBprLxBSEGph115tLVkdqJzkP4e8+lm3odKKNbBqvGYDAja13IcUoJD5SJcJ4EstXDqnKEYB3CoyWz0PcHKSEvRu+ZE+qkqJCffcEidB45xKBjb8M15L2CYrv4o2k9ZW3xyvGGDqbMhbYTBYSfje64qJ6B71Ce0vMYlGoVtozFhKjWZ4AzoOF4TFPfkhWRPDpF3RoSn6oPHBJHZLBfP4jTna9iaNwSeM86ccGlbL9MOamNtxhGZ8nfzaNedrkU75lU01iJKIx60mO4gfAzVQo6WJwHE4zrHEZKE3F1bmzdniYIw78ljtha5qMZ0rhtyVNzArNGGS4ShHzD1ksE+Jop0TKJp/hLU2Bt3IU+WNgsFlJbdpHLbpcmNZ6/seUK2OZAjKkXmOZZ5V5xjic+pc9pE7YucECCb1oJI+HTWZALjp8hzehGfCYzeCudFE9he5bjRv+nKnwyy5tJAF41lAi34V7wIaMgXYrhADFoKBfKinwspT0e3P3p4RbAbmEvuUkVpn5G+AEmsZ3Gae+btjalpV32ehVxrrDytBfqZJTWHsUXBE0RlB9UOB0XrIxI1KgcaBKVoI2OMi81dD1DmfYh5Qz57uXjJsGTZSbTKk8iSre+vRnRmnXbAH2VTWUQ5WdsWigQi6JMYBHTjTGcR1wKNrlDjTcGAp410/h7hdwuCTwYml5cCGm5yrItKUKLA4NbY+eoF4dTB83yyz6Vgpz5UxScDZyssc+B82/SRFJkF4DxRtsWNY9iaoOcBGuTgJsZjQ+SCzckF5xQOSXf3U3OdBLQM2bwgZPVUX4ChWIcL2PmsBWAxcJOr0Av7ZcymWGmCZCGP5CBZO8yyuMh9H7KNg1QgE6SDa0AmYWRtxyTKJlxAh5D0lqTEIA1cAVxHx4czsKTLEYsGZdzppYeqbKTBSS0X2MXGSYtzZsyWATlqx7NAc8QGgOpmS828fbX8ZoR0xyx8Zk1QYFelz+oc20iVAw3JoEL0ItIcgHUQkgiVJASclXENe2lrI4tinUIJIQ+lUMHSM0ihy/rxnpBE1pueQeb46bPE7yrTt1eZ/q8f/+1Pf/rzj19+7bvG9K4xfTbr8YlrTOVnd3mhjzWmdk21g75+w/13OgKc2K1F/HeoWd8oFDRyknpOmGPLFnfZ5SMIQhf+nXQjJ6WxAmqZ83eQIODsQNq1nHXdcc5RHKaH6TWJZhSzDL5ZIKiHn4ixkaRPO3aAWpVfDQ3XvBThpoGsaaId6WwOqJCY3mSN0B3Ju6KJnnmQ6NYZjJopmmnDpmzLpYx9mbW/18vKryzDAmHPTTEgIOPGV3/aGWkiTobccezHm4bqQwgOZBYKAUQqmSsW/kanp3csSSSUhKIAf7cR3UGhNFxngeSedDaFfKubJFR1R5ED1glRNr2oYYYcpg5UOBYakfZV74ZWwlRc5krUTSNyrJw+6glNLujZDTf2RJ6owdccyiFZ4ZududraRgDk9fyozz3tKWf6i77MJAcha83aF9hFJDiYO3eUiH3ksCmsZzXYralcaQlqr5tqqmMVDsq3mLHHOtxMWduyjzQ3lygZycs3jlpHU2Ih5AuWneWFsRFoGVy/QKQ9mPwY2R6Ox3H7iI6db9LdjFfI7K74jvVxRHMDFyd6rlBUKoqUipDVCNdJQNuM2zR7r9ZyJdqhPLfImvKdW5SD+VycYTFNzYyJHnDxu3UKE01FTAAyT/FcCDM291GVOj/6s1nPFDZtncK0X/iaBBJYUiFRngaYPT5S4Hfhnm0z9pi4C2IfT9MrsPziNHtov3Bsaj/ze2Nj5h0ndprOlOXEZvkbEB0zS9OlY3m4s020BlE4WztiAR3a3EmFlDsDmIq2MXdqVbYuzZAkRxl7BDAl4c1Cgx1TodixaWnNNxr/XEixc2XJFblxnHZnuabC0EmOKZqgmcENsi9sKm6uvTek/Z0uWCz5O9n4WyYbf/nXX378y19fCcV3uvGdbvx09uMTpxs/Dmn3fFDDlCJ/zPY5lZWohxDnd6gE0xPBe2RxCx9Uu9hzPZLbOY1O9dMjmj2IivCLXhVjolNZVK+Y9k5Rwc6YbxuyDy8C5Eck3Qhux3Yzwv8yVEcC5xH73AQ07msV6VoAjML1pwK7GihbA+BTZe93jj0Cx8M1OaKPqMOcJ6fv68ujwpTQaqnIcTPJMH8MAyAAzL92P/CCp5lceLm8bTdx5NTY01eOPDj1gRYc+A6G8wJxxwiWMXS/s4IoBcsTeiKycPb0UI1TevEQnjY7QwNUaZzdhPLRYtbZqHm87EYjPAQ9AtZeIodKft1C0XmgBNxbhJ8Cto0JW7o8ivzSr309SOgcPOvN60FiQEivIewpMkJFwVm3b4d5T7Bw4TKFDXP0cT3QyK/5dUriDAwFxVPyTYqoKIx2froBsAYtDjWW5KW1rxMGOizo2KoLqCJ3bmGMK2vAiDEtFzCvktyCdRJKk7UJBdPwsBYfNaFotRL0VjSyWAND5oW24NaEAuHKK17X5De9zkHhXDs2jgUQjCKaFSWhidIZcx30LhvOldjdEx/362rDB5Osex2YQbh2/8OLnz170yXYJJSRg5Iz4qVdqsOr+Yz42TFgPSohfNx4VACK+UoT33lUyDcy93LnLhe6zENz0LceVdK2IpD4rCbupirZlycKl5E2rLyZAoe4S6ihWYttQ6cn4oQaqCrINiSv/F+dDp8zanHAHx9mYXhTRspZi+7oF2Nntim/MXTrme2wS4wt66PY7ZJYdLf0SYW9tRglFGhGPeDLo22TeEcfFTdIwIFn/IP1M748iidZ123WYk0FQiStBSTq9BiEKVE+r4qgXMNOOw0hTEduVCsbZD2g45VeRcKPpleRYEN4CvmGgEtlJsCBuCZBz03nkJLkmTtIgs0BQB/CwJkk525qoI8Q6izU+CCT4m4ye/DHnT9FMyfxd5CU+42FeMNlZY6fPgP1zmB/Rwb7X3/863/++Oc/f/m57wT2O4H92czHO4G9vRSBUAgUtbRxXz86CEXYKdDMJimJmDXr5YP204TMBIpxEpc85nZuZNVcu8lIGTqMEeEfiixMToV4wQq4mgQy4gzp65ljBklAlpwngZiOVdUm3/aM34JbTwLJkhB5End8DH5SVBs0miOHzd+gG3saeBPSOYUWGoTViEbTbOoaSZOmgUQ5pD0Wk0iLbA+ysYVD8ELSBHeoTEY/AQd6S8XJbaQhTWSNKYgw5geSSGt9bVuPGbMoTtvkJpzWKMTM3IDpsAs0h0l4/ZAGMF2AXx4517t9OBHgLeXLl89sdU2Ue8YxlOVCBLEOmXsKiklQ4gw7Z3zSplaLnxNi2CMkyznNZcaezE9SEpQe6VCUZMdGBsN+40gw1hs9xbE1H6F7QXhk8UmNY7Vyg9kvk7p5nDrnpT9/DD2anygEPT0oF4jWoRRP5vuG5cqThXyg1dom9Xn5wtcnhSh0/j4ePwhkLgm/AlgjRF4xec4nLU5DFcWllBgYTYfBGaqCeamuN0DT939DMmZJTGxfK5uuloQCB0u/bqCx3zfwzMfMYxjMpDDsliiYcrDI0OUzhx5LDVn4nBMOKM3Bjg0+Z68SoadFTTSHPVHV5QtNEtrzDZgbb0E0rTNeMp2XGVU75tDjLeIVOerdS63QeiOOlsF+3ZiBFyE/GBz3Tty8I6934uY3S9z84b++/NJ3zuads/lsluOds9neh2AlDJfpoAPSLda5S8iRhkkJGxgErnpuekiACfzLxZmIh1fVoMOrGpybTV8zLo67VFM1WjLDqUos3xDjTStMiuLZ9ZiQg/OaSS6EFg/thtc9itaPTUuVF18Qn8PcVOj/Yr63NIUqpypOEdZbtKqtA+UIWXteOyjF8tqVyWk7iqGHkBB1VivWPg18Du6YkGgKXth/kLdT+dUqEpjgtGLHHMG0W7E3g8OTwqroaNvxI2Gyg33wkWAC7Ne7LRseNeBfeXOjN53Dlo5WpdRTP528Oo0xdXhn6/SXz1FY1CAGwiHD6axzZ7T58MsmYXlkvMm1iJT3whDtDfnTbFVPN1KfRZjDpma9iVscczB8v8X+3e9+53/5kMWOlWXbIjA2K/DvIfp0iLR3tNFtlOQt+Jfbu70JN197Md+0uZ/mmbMgvnHjIMnqecGt5bgxVFbn7IXgMGrwryxAlT5DIEs4/+pTUMm2GDYIlKoEehD6pmvm8EoaC6vIrY4hSuDsQ9ikgIH7YTiSR/qaawlRO2D78WQESnCCBcMs1l3ReFtMoAtfgU2SIQuZk4jaCyxk7bERYPZGB00o64/ZZTyrGVEAST4VUY0Ct3DglyGH75bXmasCLomkLKwwb8rsh1Wfm9KL34HW1nVjNpB7MonzDUppIhhaA7MvRXESYyKlVHdS5KcTzbcUoN/Cntemq3bZEpzgDZplxMzW6XY3r+RZ7UvSehLhrNE9BRGEg0qOAM9JjSsyga7WHLMSF8AnYZ84ZIU0pyJlGiglciMw9uaaUhFVSaW49AN3bFvl7zR3Ha/FaUW56wDrs4HcKr0M0N0Ml4MTqjYzDm7yuSuC0n1PCtMnP9sdQi+TzOKPxG88xIOCfTxkFl7bdM6ZtTWTBNQaaBIpKxFtCqrdGaJqXIB2WoyF21AWAVLH9E3wxrgoD7YHTsOfE9NNcSPyer7f9fmoVRhJovHjZ2dbkkp01xbhMib04MgB6enztcGarvEsh0sp9eKTvZ48dCHg+TPvkTpv3+9Nxt/HX+KHvEkwlnE0jxrcujRwVNUImEgPY8WTkmhDGkGECg41GgAJrK24m27dmMRUWbSMtEzG3pUjhGKsCmMNMNdrTolgWSzGLJQSHlz5wncCODWXi5ru0h7GLf0c7DXVCHC3cglCbFGVEb4FwRsfx4ZZ3Xy2nULm6rHdcCPFE2Y3jgGdyHWmO3PVTAAyPmo0AvnbqgGuNRHyRiyzNhHnBmMy99Aie7noLJUmSUB02FieDrLwN5X4FRRvnUvQ669Yol2SaISWtOH/wtXCv9s3Ldb6m2CrBG1tymbxo3lhH24R6t2S10I5TvC6cQMCroWCFCwHJwyCUQ6Yhyfptd+KdFB3ksD1WlZtnADJt8QIh2j44sNHzs2YERE6PUTo9CZGEO/cK/98CKry0YFevJWBXhN9i7ghGzxXWhIPIdyAAACOupFdkfPUlCsIYKT1JOKNXT8dP90VVV3SKuVvWDhxw3RrLlujPAveASW3+RXZi65RMCjNCSPw04k2GDxeSlyvsrUHyvBxEpr7x5jgisC2zzHfHcEdvlEu6vb6AY+zOFT6q0TpwQ/lELpClBu0BBG1gxTrs6bjAjpRZtFuFAjdDCn9/PTEntO5Pgxwwt9tbqxz+zt2naoTdYVgBfLMLErmtVAhPYxtXOsy7+e5L27Ycu3OH28kC/li54O9mQUdkb8no0ej7OVxbBrHxhPTkUiccYXLKQ4tmt7kDriJP+fY4wwmKar1ZpzMYo5ZkjS51VsUpSU4vhtaE/uNYxZeuRBsd56/+UazFoVvojn2OAvPsfh8QZHfsb/5qmBeDwfAuhmWzqzh3ZvXzFpPxj5kV5HFjhCwSHBSjZUdt5i/+Rl+w36CyNBJZNB0R9mf6G++cczCzNYs5sa3uVuL02fxbG1AhSnxSRa1oz6zr16Koyhr7/csRVVw4c22WO2rkCRWOEa99tFDS8poHYoQKcKrZSLmJ0vFYp5m7HEWRVoVLjOLNz/R33yjsVRR7GWiev7H1iKqoxgmtboxVIxY7RPjzf2BpYjCYvx9S+Gm3Fp83BbLfdVm9uv1AXWdl7fP2O4JcY6CSReM0zHuSXtCRXlyji2i2iZL2aQB5vID/c03mjzGIbmtvBGIQ7zDWnloLuGOgB6381LUQwVJv20tYlAP7SvWggXJ8JKEP192xRsDLHP89Ei+Nwb4OzDAf/rLz3/+yy//+Z9ffu8bCfxGAn82+/FGAm9vRUA34zXBGNHDtWJEa+aOf7kMZeOr4kOlrtuaKAQA8pgoswrnzEva59CywawdP4Jq1W1HsT/QLAAKYKwivpEJ5YJVORn4kbzpuIuN3F0Q7wkcuUh926i4ztpyLarhIi9w6bP7wnSooO/xi4JZB0TxVe02HXZeWvxmb/AFp6pQcKeZndqEXq2Lj6xJ+M9P4iwXcvSMC0NhUiS0Dw1ga77Zg2HDOoBPF7gsSqaMLjiXQtIzpanmyrl5EocapWySXMANVV6KOCnQJmrXYCHHLGbp0xbzWUAFY2tIAbo8mRPUz8bzEWkkLzTGEKeSF+I0U9UGw+iiis6dn8BHKTtmlmZwJP1kDlNTekJvjk05MmalEABZqCjdxyrd+xce3oG9iVqDwytfgytiFkBBjNoEi871l8mcm+Imw1OdFuHO19vW5rFo5wPgMszkVuJUNB6lzKpEBpZKepR74o56FCaO5gDdGAbIoWDIJTSYX2blOM1HpUMKiewrKSWT7Fbmet1bWeANMm0ky+Fm8TFc8MKnczbltKkH7+a6q2cApMPHGvBLTkxhjHtucIlLIt0AqS/F3C3gUyTbAAvilUiaV4LlEgtXlJ2xlF0ttswvHBvyBq7k/QQ+26r2XV/5zSTqliuTr5wuaMdVDZdYNg4fznR83f7fEKtsCn/uhvrd3fA/g0VENoUyrN5DhY4XW/Mj2KFof3vwwpISqtZAjffwq7m4pSoNsvgVSzgq40STouwUS49tGkjTT7bqqehda/SdeIsLJ693VGX6lu1Oq0WpcGJTYQL7E4ZzfkxbE+YYNyTJT11SyhyGFOX1ATtiKPCaRMqAAnMudEhOxJpAIytM5WVqR/5qTN/6Mm5ezmyL4qp6JwyaqPMLjSe67KRw1ZiP4p2ElTl++iTKOwn7N0nCvuC970TsOxH76WzIOxG7vRnRUUtIT9To1xrC3gVRvEFrArdanm+ksJcQhDcNkMQm2cxdhIP0g+SzoKbAvGlQ4mFv6QzrK80CDO2RoGMQjP94CwBUNYQGLVO0SM7uuafS1aWGf7yOaKJhVwxzKHHiKNXZkfBa/ZSkzfR8dRMxbyKytk6sxyy46S6aIZmKJOkSIJx4+RFCBU4nnsd3nb4CYSCnbM6fzYSKyKp4Tu+ip02aXTVng7bfNYS8q6kIziqLJASiLWl/9sp93w7FvUFZYZ3SvGn7xfpxKx+6ZgX37LxAyOMN+K4MienHvKrJX9pGi5scsyRWTyswepFsxC9ph7oBjAEMwvLY/nT/CodRh5IyIO8gwXZpN6CauON1hJQY8zoeQdpMe9f4TTJKGrGPKa5hQ/64bs2vUfPtJo8yu+LdBJ2bxEO7gTklPiFIPFxOCAvfTUGq1xlN1OlGT6SZqhqpirxMG6BYV2+ylptGGDd7j0cLip+d0iY3pDBNPw2WXR1dnB39cFaU/hnhc0kENnmE8wY3K7J3WZvUa9iB9CcXzYUE2fMkQGRyk7WUg5uVwaHshEyCqTLMfoWgWcsz7hIgdDlEPrxLWkmT+uAMWmDSmXwINlmylq2ppEvJwukCg8WORU9brumjboS7MYvAa4Eku+yKfAPeNWtmKpc7fL5TqOehUuo9/3ZTP5WM+mHIZQ0yMF3fyNLJiiLMdXDZ+K6qcnBh4GhSnQAygJs/QBfAmehL+WV4rHHjsSaveOzkqtCSne43c5yiW0kUs05PWpp3DyZ7UhCA6jbF5mgKh0psQmeNa8DdmacpBDTPLdJ73Gg2G6WGA1yXOBDQwibaAbOT9iGnPBU6xyMHPbKTCqN0RsdvrL2hEu/YgUalM8rQpIZSWSaUannP9ZT+0q7ftGqjOzfQnkNsK15hmX1br0lYmG3kocfDV0XiDtxXZELM0GsGd6De08CyThgmf1UkVIWswq01cEGU39i85TH7KL1fl9cTH7fDO6stc/z0Gal3Vvvbs9r/949//J8/fvmt72z2O5v92WzHp81mp1h//9NP9jOfzulhZJtebutBmczrOusT4BF0C3wUGPHy8b2P6Lz+Bln/dKTwIc8BmDzCeO0W6uaR3c8GnRWx0X7DI7/FSv2U/S9Xr/Wxqz4USUVtVurmke3PPowi8jc/8pvsqfrT76/G9Jl/YGAlP7pQ8sTuR3dv/OvO3s0jv8U6pd/9VK7Eao+tD+XgZtXdQt08svvZCbihr1upm0d+i5Vy/X8fWSlQHxOpBZSv1wQwneidcdUtj+TgzHFoTQhkugz5xxhXJ0E1tqZ3jOgQZmD16ay7g2cRhecJWFrG8R5K89SRWmsk6jkJ5gpDaqdI2iuJ0hfOpjS/NC2EYGw5CcDemGcEgL5GK3F52X5+OEPMkfAsnAFAxfrDcm9dhp0KEn7HLgzWchG49spCCP58VgmEBnWgfCxE64Yo30gh7qquACFyj3Rys21kvtEq0u/RVSHsxMx4Ej5s8lpWsn5uKy8FiwgCPZax80mSwhiTbqZzYmvG8FiNsPcogychUMUYiwRg8UXKEzy9lNQx6e/HWnwe5e1JJjvVKudaNO3sMqQew9gE2RWdI2oNCGhesvTYFYlTbHdHrNxklovnXdE10BZaBXemWsIVPVNOysVpAj8uWhOBjWSa8I8x75SkKQ1aGjtT3YTZAyUFx7M4jOCswVNw0RrFSy7UItoKi+XDBU8JBnx0WZokIFZEJePwwsMZQYIinLU3xFpxwooH44N7QRse914VQsNupWj1kjfWZ5Rfm5S58Y2CRjkntmmwDEGo19P5SY6MgR2bS1G4fIm1ZwILQNnbynuyH/0yKX7ZzwiZumEUHi+iVTEsmKLna2jHxwbQjPBfx6nEOvFDWcgG8emR75DQBDTTdZHXhjN79U2yE4YkCEmy9Q5e2PohScx1AXCer6sjRhjTLEVVA4RjwHVB3JNyk3kRmokTKv80izDx9eOD5mkZk4DbwkA2p/zG3duQS32No3JNFanNb5lTmGK18204vsXiGUgEmsAZE1ORVxjqq6Co4nmsM28Iu+f9HJPuh3DjYOnh2JyuwuHH1vE3ek6z1hSk1mTHZvihWhjgLZQ7LY92w8eNHURpuOv0sudvf+KoNQ/ZTWsPA71RM/b4Rg/x/I3e12VXiVE+P50hDJ1flC+oXHftePYbw9yzlff23VKg91ZaKs1Lio/bYrWvztNGN0WoA2TweESTake3Q2I5xG3ipQAPwldcnXy/08kLL2f2EQ8y2/LmLKpqJ7ist/0s05qNVSc6dNz2x+a27y1i7Pqfr5TZVXHc5bKP0yoYACw3yfbu3c01OjFhtqjM/fQxKRc7Pr3xUsQoDdyd73dzjYqAA/qYmXK39zFzsiO6CSgwS8Gcu/i7K8Uf+67ms6fTvX6DZzghciRZoTDnr5Oo6TRtVexTEKBX9583wIRD2u06tlrUSA6JILu4NJun/APPYcLgHudQhBw3Wi2s4YHMgGQe6zIzmyNRFKT1HdT0a9xud+t4L0PWhA11uRGeUCx3J5/nXQTG7s11EWUrn0Oik4OGBbbTh+L5w6FM3D1ltt4TPkkojZ/NBItYHVmKFpW4uSVpZAcBalsfj6n6dXHRxYdoalpOa8ypDXwhc/N2lPmWikBSmOeGFj4Ek5o04EXprzivBKZtxrtca00gMPYyiaAG7rSynGoKWZM8MQqDNQz5Jo8KITrpdXAqW2TSmpM8x5C6GH+QW8gxizWgvDMZyN0b5e7FmKTdoJQpaxGEH7E73Mu1wKe/XEHrAQy287EWKoyJg8QQQmQlWXYRY+s3Aj9EqOZb0ZaLVsSpwzoKkLEVoZGBsdggt1sVxTn4aU72RVMH96iCFA5WpW+4luIZLolQB6vQY0JB5T/JF42eGl4YnO+4zveBJ0j2B0MbGHYqN0T+SdqcOq0+Fy9AKMOW+JwkU4PD3dnxaKg2FQhSZBaQXOBXfH56YgcrOnESzslu2A0ONYK43gScf2iDEVwjVnkMJs9iM5RXLDiXm5vgrndbqzomnPiGRzCxjYSH6R+cbQNFFA9n25wNdbkkgkYTbl3A2BpWHQw6Yszh3MEHebTBCpaZWJd1XS7p7UecKx+zwFXir0sndiUmKgDXuMleoZlPuq3q6BQzfU43J6Qm4bsJN/0r3QjuWN7kcoSmECuQFuOOjdMVVN3hyEreBHmudeOZoeqyzVaH56WIkkbDDSQhYWucR+sV0fVKGMa42XeWZCdeXrbx2xzvRJtQMEtRPnwpgdY8X/No+3or6MrZ8HatBW6fa0Ex2+d9m9jbcVWz1E4IC2VzN5F96/z88kariHf2b2QnGGVNSVNvqfsmZc6lrXL4Ya9Z3KD4kQTnGgvc7sz+p3ek2XVHmpcpQAPfW+M3klQ3s5NTyu4urHXdI9XdHJhbC6pdXOnsRFp8ws6D4djYlKZaMiVvyJx81UYeb+BYqyN2cVdMvbWxtSnuiqsgNN6Nqc5hgx6wdP/zTDnheYcJYSLKcK48e1TpBomxLbeim5YTmb01kDdzCcrIintYcj9NtlGOS2ytP699R+jHlDZJR6CnmEkWmEiORDv5oMzb6T2HHjK27nG0fj0apNmXPV9hVhkj59UrRuXkptzKATEc0jWhaUC9iDvevZlZ1DG7FhL4ZBUs67LuS6So+eyXldm2uXpdPowd7En7oCie04Y1uVXa3EnGnn/c5zoCq87vfGQwfQ7KAHGbbx8B8Cxcn9iEbN6ZttIPPgJ5XnpkQzUJMoJcv+5bUp2h3QcfMUzLZsHyamI2QvrgawlN+Ix3j/gyO7pfN2B9eWAP78WokXxsv30T6lf4Y95dav3/+hydJu8uNazPN3ap/fKXP//hy299d6m9u9Q+m+34tF1qX6HUCd1RWrUYN+XRrrMtzPnCIAzHjcGeQEcOZ87AuwT0kOoGsXscEgNBFJBDIJeEpx0edaFsCKJ0T8EHaN02xEqnO1c4M1RmGDOj76wS6ADt0UrAn2YMindbZhQLITIBMUPm8K6ZzQOce0J1FWYC81eTz1kH00CHMZsHUrbCnO+d9ANgpUXh1zfJRIDrty63Zow3RXOw0V8nkXxWmWGQH/H7OGYScuSU2oboCvDbg9IKCQwpFBhDYuVO6cPT3oS2PNdo8X439P2m9jorgk4rNdYCjAywk44bNDMxfODGVLyZJmSOn/4efvvw3+HD/+GP//Nf3i7824X/nKbj07rwpwP80xWV8kigcF7MhIaIbVPGawolaUFw6Odfsb9oPvqCZAvkn8TJgfmQ1UzT93m5saP09JjUbddHUPRYZ9nh30qJB3VIjlWmAMpwxbKTdkQ4qkJdOMfu513rBJs/PaLFlTipakddr/xAzjSuLaoNXKY4aqNBWML8xLs/oLEac9udr/UHv3pDdeB0TQtY2wAVmnTwgq0u8y/Nh6oBAkrI3Vd2g0YZ+5udz5/jz/kaHD6SLKBd4mrUUtoon3RCTxZNalUQ/YDTMnOA+fTpvGMDXBclofduxYjhC2PrIFa5MN/AjZLCzvHC0T8FKee8DjJEHT/LQWPO0ml1GGW1VwLAkOZFHrq/Rd3sNvz14QntFa7SqocxR1E/pDYPiqzsDL88eujZPAr1vTNZSearv7PCrrp6z6OZrrUqbIA15CTWNOrCs6M8TXbegbtus9fQmx0nu9DszChj75LR22f8W/iM73Dz28PN/+fHf/3Tn7781ne8+Y43P5vt+LTx5lfopQNDe90IiPbyIjDAI+XqA4O9/1j4OAmCx/TIGaPlJfHLFFgfE6svJMwHAFCgWqkEtSl5rQQPVG64PhIb8QXxNE3r0cvljUuoDX4ZyV12LvgP62WCaLtW+YAVMLFENsegr1t3IXU0OQdzE6Bt6mFl1lVM+zAnFtBlwBBlHNBlUa4TxXHs5INASzEmEGVAS5lUBGBjbk6LTCqiiMByXW849etURb0DNfsJ+h5FsCrNIykLWB5rPDBwpvHhWj+7Trs0DhLQR7Dqxbl5IvvXIbpfmhjnXD/6yIxeX9NK1AtCu/fws5D6euRYGhwAPxkAeH7Lcl5n0CU2qmzUkYDFl2Z9n2/qpIeCd8+xYQdeWxu4T0Ydu0i4ce5tytwnj+2yFLWppjXltcjcesFWS5QKto+4zOfGTzW3pxU9DEPNCFOjsgiVcCMlMTHnc0WDdtw4zmdq43qQ42vTM1afhFMZISZtGj9dAuFfq9vmr+pV8RuiOFz1LUYUeHQfOUEVow1CZoF+0fUsIJnNDCGlCOcLxjKtBZDTA4w+OpyrdAn2/ul1Z24pehEA58GzONeMFexjcpPEaVxHXtAAnTtq5fkEx8Q9+0e8AH75rn6X2XWOnz52eec9vjvv8ZYo/uibfOc+/unsxzv3sc99oBmbePhaWUpO3jziY1xWjNO5duQBdDnTZVIhTw61lyPluINvlfvQ2m0uy5ahWA2N6itmaesf5isrY4KgcRWqgCGbgAJgFUsfT30ULxkaf2zAxbinhtTjyCHUgT+YHAoapOHTGcyKMe5P1Vkwh8LBeAeQRa8ONby7I33dI/7gXrFOYR5WywNEKncd9zFuuoS3KRwHUfuvq+kjtF75uvUzeWUhyoOjdbr3kxrdcqYJFQkUlxlmG0Yt+iEDEEXl5dzQaXFsehX9+gSALWs4AMR6KcIFQr5lXu+bn+pvYks/uLPGL/WZWFF5a0XJaIUdmVvP9ci8nXDE47dkSsUFcGYJJ2BRQpQw9FAf90kQhj980m2LsJBT1xtClEO4MMpLSv7JoEyitQsVRqU59Awd97sbRuS5ElV4E5AJWp8YoIpYE7uNi8V0bLsfeA4svxhwDUvaaSzq/R5yXq7C1jhBL3MOgz5nZEVVNhLtFILob4dypjovbdKYxIrNBp9NdQEkmd163kHVTdEk82LAGBMH55usdhO5SYyxifR+kxoDaqqQieySvJxTBvG8bP0gZOQ5KrlljTvh7zblwufeb0yK1Ic4MQYOeeExvCGLc37Dvds/nXuW0OHMpYnTq2m0j7pGA1cF3CHEkmhtWXZMF6VEc4SoW1KqOYP2evlCnJ+/Q0AyoXbOopBhhqbccBbJE5BS8gY4N4VfHgX7dQODWZkQCRal0UHoJpKFm1Ff4xM8xx4RdYMbfLK8ZqH6sGMTUdlUw3pa0rkOfkcrar9wJFiDpkWdovo61zi9i6Jcmjf74Z0qlDl++lD/nSr8nlThf/zHL3/58mPfecJ3nvCzGY93nnCfJwQN8TXR5StTA6l70BRuHW5kxFwUCRj42OwnnwvA6BlEDG6Nnmk3BK+A63DI3kyl3jTWC62dn2IINlDdeWsT0GKL6eytdwQGJw7cjVwgOKSkpO9WU+hiHdw/nZ2IBcbDMd03QlZOcYEkkcmlge7ZKDsck/FytrMfU3JitJIHWYdOX8CzSG4miMYsjtd3PMwC4misLActxULJi8uuH/09Xlv7i4SyN6djJZsYDuUd81dvVfUKi4qvnC67vM9QJQK4V8NpSqdfwo45HRzXIi3kNA4JTjNi5UaqIxt2SdPRn5YvFJ/OgJkQBRhxoWV/TSIn2VXgLpZcEDLjG80LFQYC/idwGw30mhiqkoIKhsQ6+/UGf2DZiMal2CRFmVKUDiSMVU6tRqXh6+SUbHUBbVyfMHwjbc4Ui+h/XDb+2BZ+tl2NhLqXpiI9Icty0MHpXoirbBREUpWUF4QIGIjVhSE4x3I+y+lebNPAORYgxNawH+CTBYiVRMek32A0CeeFGabn6wMtpXRb3fHxMwk3kE2RlqKnluh9tiISrV1kgOcg0OYbrQjRJqpOCDqj6Qa2DJOiFQFxOGaYjG2TfQdvSKRZJPAR0+vA34mgWxKvBiabe/xQEPRr0CUorXkpzgBTZDPsth9psCrpd1RLeSX0eKyqkl4J0lshT1xSee6QF+qdU94lNwuHZgG4WxJinLSxuzbsOq2N18koZZBcM+WRb0pDDapLSWLFGTKNpUw7jvVYbsiX03zHr1mULNJ2UIkRaN85JjnlFDZit50MW7LrgbVxPNoopXU5/yDH6xCb3aVdFljBZlKmr5VxG4hom6ICo/e/TqqgOPda5mxscBNSHuZGTjRr0FgtfTGwjTZyKP1McM7SSGQL3ckOmLsLtopZmjzrEjJp9eTHMh7ksnCbI+sK43esC6Cn1+9oseFMFvql0PFojX9qmeY2zDEGe+NNrS+C3oYtgn1KU4a/O9h/97OEOwnC4gRNj3flf1hB5cGHTKWLtGNYb148dl+bygeU2aY8Tc3EQY8DdmRBGUCvOqyNbvYz7TBKEFla8S8W3VhdFohD4CTHXE3/O2svc/z0ibd31v57svZ//PmX//ryY99Z+3fW/rMZj0+btf/ld/734RKiPpLhngaRZQOKX7MkgaeJGtbgOS9QIF0nOskjce1IJqdJjaA6L4DxRXbbgRziFGxIgh0AxnjtR7oouujAfHEUjZw/g0m8lVObWfnrDMJobX0Enh4szBqY8heyNpKpy/EHTqkU4yFGGftIjuz0/qkRHnRCm6SMeci2f7KeqpfQJ0EchFza5IOIRZqxhy17zLrQ0yMaQhSGz3QgL28/MzbnHUTwE2OssgI63LScd5xAudcQS5DRI8VLlLd7xHkmscLE1vq0ABAKD7TNAA6gYZ7t0va1Fl2er32tiIK++rWCrNpzNue0TyxCc6lerd6rm+HZfK9lyRrXQb38ktImodehpjTvc4sWzkLVIhRcXYKegrLebMvGIDBB2h13HcNpkVzi/M/5azgfh/lzAQOUC5yEgpSLW5YOsKc8pxiCih52TXC5GarA4NE5Tysxh25fIECM4XptyhNqBrNwZHfTyLlpa2O9zvA16STs7VOH+zes/7/D70/kQb/D7+8Iv3/59z9/+anv4PsdfH820/Fpg++vUKLxiZkyjN7vYzyokLlzUMrsGBuxk8GYifpjiyp/ihLBRoAlqPQJWDykwSxLb0knU2Hk3pGFaAR9Ahs9zmbATMaXZ/QFwnzB01QjwTN84ipBSNiybwF15mgtUBsSSZzohDM2WIKVMMeGzuqYxbpic3q/gacQXkzEhvJbWWs7OY9gL9qMIYZbGvielXWYcIa5DkUFitDYTTsTQItROx/V4Zuup+C482bVPXRD6A3+nTUQE9TZDAdNRmNnwL1MQD8WM06mI9PuIlpPLXET1M0sRCsVrPN8ytNEzgwgSxVBHSRXxt+ZQOPiuLPWJ3W6J7cpXsagVHg29zPKhk4RClbN+DXn5FlbGERBaxhtr4xzmIzI+WYS3HoHZJKnwm+oaSbxjEnYVFDPwyJyxUFb0HpbJ22hZFjHwnzLivMLG4Rdl+XiDJavKpJlT4lpAmYMK6wjswLeHKfVeUzlB9pVdZ8GziNZNI9jECQukIlcEj9NfKSlLEodV92mpRQpWAZM3nYyl0PAozAIZF0tVPoVuR+vN/BYkj9G2sLedCL/fr5zXoXzkuRceDsEyOtdJA5PTUDVG5bJIk2NaWIYZircT4TxyBY6ZUAIx0bGo6uAiXU+prbHOKNOLhnYT+5qxLbJPIu4A68iuS53RM7a5X+OSafzeXAbO2EAQrGVOa+/uu7yP2fBOEP8bu6euBy78UaK3FRwD1hIQs/n6nxXk1Oc7upmW9UiPAFdUpuvujvVtliFvBTukyQ2AeHebSvpvji3AevL46U08eHqvM/CfDXiSeJKX3uS57nkbllUkTix2f1Zhom1CasdBiJPp2rce2nnVGP38yTiZFadCfIq6J/JqGmTq3y+8HI3OfqsWiCgqmA8c1Rrh0dpClmTzHk3BdzxsitLnLbHXIDMpJhU8SIfMoU6tOcfD4YXEoFOPcBGxp46g1tkI4PrSWhT9Xiuyn8m3nqd71So9KtA5DZvyjDHAm1qYLIDH60UpQCIY8QFF1jxtIFDD26di7BH4Ox70U6zc3SAReftdWhzE1KR61mc+0BqAPmm3w30wHyHHokLuvhCPlyIictya0MwNEshokmAA0A8YyODKdKaqKTx+8hbptLWpMGq8wRzt4BPSpFRovh1lvHVOqe7pfBSSQKPLuvaXDb+mEVQnpw8GXF/NbcvnZDVEQuTOWSUBguhdJVgOakj0KbVm7VqY5lGNqZp78VhMOTDysSdp37cEPGeY3KRH4fEf+Cdjhw456DtZvD81z1WQGzo5ub2QaDRZXOfa5/YJ2qGLGyUWOsaNYLOHum9AH83m7xaJB8DxpQkljtItxlQ937d8sZdd73ufp0BmPk5P3dxzMfte+MmQ+ls6VVB+ppNP2j7mN+996oIX1mdOahxyJ28DBzyY70O5x5kMpaYhDTtcvLGFaySTuCM5l2pJ3R1xE/jyMJU0Oxe36K5imsYpRu1jL0/fBGny9h7kcgvxAzWkRc2q1wbTMeGi91zWgWWiC7xiD4SzkflY2PnACTPvAitCSQM4hs8iRyFEw69zYVeJaQPVhpxsCXMOhnCpiEMcAHRfDN9DfPGbdqLBePFHUShymkEOfia4REbnFtQIGAnptHuz7F8Yc5sNBdESWTcbORVvAhkErVIwLvb4LKyZgCOctPsmERrHPc9J9ewwAcvpmsbnj90NnKUhBT5uACHVYnaCQXAlVB8HRIw4u/W7ksWorh4eonsQ6HFmBubovc3zadmbGwrt/Hkus47G/nzVzMzZvKHhM59+9Fl1yVQaBIlkk6q9ut7EQ+FUA1zOMSaJ5LGz33MqZD+eXTTpFmPeHofRXv0upER5+OYBngso/phKc4q269mGTfiECFIq/u5Azjra8/esNSmtX5Y6iYrcXNIV42fpz9xLcLA61hTCaJ56g78yz8iOTGYeE2MM0vnLuaWy3SGQW2d981eVC+RSZIi5znGGc+uNRp4FkG6iVNIS/7gnkEkBr3zitoUj5D4uSNP5Ymf3rSnifcyD983sQrlQpx8BI814gkUn9jpSU18YUFkE3l6vJnN03GIeUrIWm/INJN2EJ/XhSTvzS4d7kYTMk2QMzs2DLqdV8fhjB7cNYmScC1tNIMnDeUEXnrBoXujVToPhBNSQ1wJjU/1+R6uER6jVoPe1oHIgrWOqSaxs8nybZ1vzJGvN2yMRZpvcW+FdWhajajUSKUp2QTGZCuGIpQXOBDckZ8KeT6sJjR90mmUNqTTN2q0SCXKOT7vk8ybNyXBeqSbBoB02oo1awk4jm50uRV4bPb1yIQ66V1O52QbT0IPwLsbVOb46TFlbzjqd8BR//Snc33/7cuvfSNS34jUz2Y9Pi0i9cfjd8fVsXtEpJ7OQCDfNG+SEKgNc6iWlQHLDE3vwAsjTE5C+Q4qsWWgkXUCmBQTzHXQxnUGPmvonzPzTo2RxzRMlkJtMqmZKEOv7zffZSYuCxA3Tna6yQOdnqxvvABZKO+R7GOCIvte4tMu+HvipPOkwRwZhLxrEjtmRWmQ/kTJjZmh2eWXp5Lq2JdNC3s5bojo7fcZ0JakD6IcDV+1xNmChGxz6LHAWaRNE7+Pa712bIA5gvIOnbMXkr0dtubyfaP+4qZASbx5zSMboXyDl/cTH/fDd2/QFOvvfnc5d48btM78/sAZcwWc6wiTD8oIg6ztTFCANSSVuMyLPDQjpfy5Fx2FgyBtZWI5SDJvVF9dUoWb89MF+3Y0Fm1GzZJ3VM2S94aUsV+sHXZcpRp5dD+sgu9gNG/nl6zRWJ1YgPE3YOuUzFGdtSw/fxa3mfZff7fca+TncagRaU4SKHjBLOXjUcenSbSsIF7nlrJnSC8w92xJy/XWJ0DrvFlv89BMFeUf5BaLQvyL4pej5UaSOnMhYY49TaLcQCnM8Z6ZIieaxpdvHLPQtn/UhEg/ZlUkyxOG+FrLo2y1X0xsMOCdXljY7NishxTBjqFwFsXw+50Mjv3GcQq8IIbzRBxOexWE0hofx01CZmyB8RHMFQDXTIRpxn71N99orKawo8KPXC7F5RtHvc0I9MSbtz3sfhbbfXlJ8XFbvBvA3zHzYsnfGbffNOP2v/7jTz99+bHvhNs74fbZjMenTbidM3A/fjDhNtM0r1VLrwzBk1eVmvSqQAPtXy6OxByZFcHK0QAgd5rWODbdjebLTClauo6y1lJ740q4zqEU6UydQwvgEyv8pZSlNcKOjQYR5Zr3aaq9/GqyEeuWgssXGrRP4kDYvuMBpgyKOTLvJz7thb+nog9aaVgn+SXn+AgS9ZqJbNLAZMcmOcGUihywviCZng+A+u0Xjklo32sXDpRerjbTMiMGnU0CE4fudmmSrNmDmCl1MAYm6tlNJr9R8a8SyGIV1s2BOCKBvx/dodzaYN/ygFgWAS/Z1xOfdsOysaGxbjTyWVdYH+XI9BGDjr9/JAeWA//IIyLz7DfbPCvlA0CKTCmPLDzDDXtaiRfXyAnMrMwg+niaRZufPnUmgrxiOzbZ2Jq+4pglpkRfTV4muS/fGObM5Lidx5LTu9hBLOQCPG7jvE1Iu7WwbZImaS/9RDkozijcKEUEp1hYl5Z8hH0nbXb4un1WdNJbJjEERUMfoq7UZV44r2DGLB0Mo29hcrlTMZT6AfEyBtkh/8sNL/iFSoEStH02VhHtMmOPcCknO7H3inG+yYzZTmIvhtffEh74pW24fOPIIIbbteDWcPRnCTA8S6PhzbbYbCvq2sR5WicQu/dGtgVrxA0fdmyep6Qd7uj45J9RdmnMyzeGuV8YvImfKHY2VsnGQsO8sEPhJH8gFY8mRBq9FkOmZQ5NK3tI2wRazVVFbXfC7PcNULcXkP3lXY/pO/F4L68oPm6KFYwVonEETN7c5zeP7C5nb3HAH3ykzrrTa8WHxNr9E62yMtHuS85dONsHv/mR3YIBLX3k730EvB159VqaYz9/+ybP/Vq+bmI+T9HIlyO0VvrRJ3bX6XM89O1J66qqObOP6uGw1kPQxi1KHyxIyrkFFTVgbirGYnN0CjmWDYdCDlJwgNPnuJB1E6bjGiLf8JuidNPxMwMxL5VieJAs8XcTpdvWwrEMZcMugnYZaUGFyCN3J0Xt4cDCMwgDL0gyJmFH35NiltsUwoYh8UpUvcfyDVFdcSp0mzfKTKA7OPh1QHRTmmomVcKMS5uyUnnlUgohbAphFiY+0VpR+Jwg6cblOHw67Ut4A9xI2pliljvzGNz4/2X293UC9uCPV3HMLThexewunqsgFuKDdupdOvunyX5/7tLZ61//ef7z/wM='; 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'; 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'; +f['fluid_power.xml'] = 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'; +f['azure.xml'] = 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'; +f['signs/healthcare.xml'] = 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'; +f['signs/sports.xml'] = 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'; +f['signs/travel.xml'] = 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'; 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'; +f['signs/transportation.xml'] = 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'; +f['signs/animals.xml'] = 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'; 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MYYNgVkOlPBrQa7SvslQhssq3AQ001hOjjJngdIxWLZvv24Lsx8yiloGU7b0aPJpxrgJmOYrJhTL+IUNioigIC56vwpGGdS3WnAtu0uJKC0cQI1WOsaidE5GKalwIghrwXHuAg3JuL0ztCBXOlXKYz9plgoUPK0NXtZ/VKrQGX1JwPXZ5JAhBj1eGxl6/1fBhFAqJ39NTYefW4HFtfUqCWV0NhnSxyw9ZzQ10mNlo9bVQUz/BnORU06/BK6Poz1G/AcBoVi0XSvtyJyVkSNuQkoAsWbv3ahAyPbiIgaBfOrvQACxYBrLIJPYAgp6aN0hg1Wn2Ii5NMUvVrPqAH9fDI6B95V7zNAVEBXQG7LmmoJCz8Ro222ifNWzmE8Jf6w8jQqBytv7AV4XfMGFZjWqRBC6pz/JFh29DOqcXtBUEvydlKQS9RBaXquZVMhNEwx70sEGA6ZdwldluY6MTW6urTNYNmmhtK8v2i+pETQErmrqoeskpD4EuSw1Byfa9osg2QxJ/xLZ2t2c5o3PPN9PmdvsZMZ0Pal3isozyWkTVOalXtQU8XYNQrxlBUC9NKaLQSy/szQFMcmHoYJkiQe9zbxml9T1+AMRrKWQgUJG+bF/UiKiBRqHuHigpci8XLShqxY4lQVYvwShsEEWTW7SF4fBMPepBEESsJHl0ahd9V1vbkkCY+o9ungOdXRIcWAXKZkkOxarZHTYIgp4atJ7mrMcRSXiRnbp5JEE1/WgKi0BHB0GtA8alb8Lk//Gx/H2Z/N2Kfiwq4rvF/4/+stL3N9yv+vzXecMdTnxRjWejXIAo1UvbeL9igP4gYmVE7XajYoBdd8kZ246E5KMdKRpQuIYaZVA0gJ1WrHxgL2UgHNbDWbqchJgRBYkjVqDmM7E/6IOKSyOLQisvLMgT2MC3cpLxLZVuFmTlxrBW4VYeem80urAYCUtFB+c/55Blg2OoxoaoDRikRPeWajAa+WXqLEH/lUvw/vNWo8PnNEbK1UourZih/eHjzB8tNLFSzgYuD2/evH73fu3Zi2CpiC3t74JJakm9y1nzCn/50/kQad3VQm/0dIh094XwkUfv9N3LIKS5q38v8PbFi8GkwWjLASjQbrL+7fncVy/g63m4INFIqIio0jQPCmas8jHyPlwC6jyM5MQJYVTzqjWtpEzXEVUXUn1eUlhXvUaAFQutHlBfX7EWb2lpb2asd1FRqVWfh8EiPAf2pOrYBRW9xextd5AxICkm1XPmApgl6RDdu4fAIpZ0L3yUCrpmuJnRiRqx5L+w84IVk96037Vigmtaj8gFO3VIqhEmot+vLB/NXbB4kH91ROpPUAfhxzsoqyVyPjTDeWClfC8dzPC+H6yIjLEHmovq+IDQ8HIU1s/6NJ6eGsZIqEwVvuVXt6EsWItFLj09ce+w0U73NVEbK3YnUePSWfFaTJCvd/JWbnD4TkbMFpbw7UXOJbE0b2D2dfcOn3zfeg9EPjs7A2Tnc2Qlk0622h3+2SBYsQaA/70+Dq8XdEp0dBqkIVnIh1FDP8J5/beNalYHO8GLclbeyHKzSZSzcrL+HB++w1Y7/ZfOUH3kX6bOMpgmOJdOthreCl6oj1yyVnJp5Sztj1/O//5aPFMHunC2Gxe+UMrQdzPxdzPxdzPxJvenqUDJoo5aA2H1R6sC2k6j6ddmNyslmYIUsMwgb8ROKqv2nkRZUvYSH3uyK4JVrdZCxMdn4oSvPNh4UOMxGmG/tVZkYNXQo3X39Sn1DfstFCGnVnu30kw3iZFf3gdoVkjfRpljieFdG+lvM1zKjh5HYaWQYPTV9YnPKRhM//LLQfIbI2k3YpavxQVh0I3d7sewaYbe09HDJi4J0acgLPderrxaO24DkKBBNUFsmgBkWXoO2JcZOIXupez5rqe9ML+sZ3nvCKphfxDkZlSdr0afAkF7THV/2eKh4SieqK8cR88V2d4KHRH1gUDUK2Y1GteKOgZuVrXmsoQh87UmUquLw7L0xPYTPb/KEjPbC/XM1YLl/ewiS5p4NeKljAeDY/VwdSeMl5VAfzxmpnhvmtaMJ98sKgtblp9LE4a6mdWjGOuSBIatmmFSn0GCkGpE3CJmG2Bjj9DfXiTH2+Y6SL+3P02aoBpoONIdTRIvtAUyhfZihkm4vup7bPgIVBLv7JZWWgyZEZF/lUDLR0mYbGHBrLsxwAiLMRjx2ntphZXnwywqCPFW7Ho4EjCWLq/vnXnRP253TwZILmDoXs/Ll/L1eoqZEZFShUCFOUa+dVMDULEaZsLS7N6L59NMkrq3VxNFskh0sXA2iUQssGIXEKAF160VOb+o5YwkO0EPex/Zr6ccDD5Amds6a1p2QMBbwujGXR+hTKvBJJCNFwfF+2biZcqyU8BkYpJ4oqduQbgEqdUeQpvly5BJvFBUDgqssct4bEecFU/ficGDJdyJ9IgD07lD67SYPzFAR3HwbKdigX1PAfzsqAcIHNgFybaqHsSaYf1kPUNsQW+LZusXSYBFIdBCHBzhwDFuPL3juDPejSe3sLoXlyQdeouT8sYCErRb3d50n3IsxIzXwwEYrAQSDGoECwLqgk91vTku4sK2PRKdzAYzJfSQOmlAb08zfcv1VvqLnMmQI4wgO75GWvQyfLysQHYLO6codOhYqX5oPRbKCb9SzXqF7j3ZQ1r3lPbWu/cCr9RsFS1Bx4s0plnPS9jy6umum1oqV6p4iMhSEEdTVQRRPQ7idTjUMIXXEtjVNdgsEpTNQYKyxcp5JqiBBFEkFFk1fTtmLFnv9DjGQoB3ne0om6wRWSqcru/2bofLwhojToBzzqY84xVSLxVF8MwdwVy4WgKL6KFeFBqBEZlT/sAOlqUN0svDrLYCnONpI7Kyz/jwFeG0PYYh67ESaIvXYGJVVTDU3VxIUNn30pyRJZKqWlAWI3Qb+pXqB+c0ovIW7x4WdyB3HOvegv5R1UstV08IuEI1fQlhnI7TDWJ8bTBsl8QAMQi6YjtZOHyGFVSx3TVbRGzCc3Y7ia1H2xg14KkSRCTQMB2H6dSDbsaVSytv+LWZKsGWm/QgoJJCrfYwZcZ3JviHyUyAVRqzdGsz/cztjF5qgFfJtxIsQr5HmLljByNWKMPMUQ5wRszsxdPr2ainudQK6mpXLmrvwOxXrno9gh+yqQ9yyOrWytcwFDxmqYkhbzzBiKEa2YiwGXyDgM8KGfaSE/I2L6CkcIjXQYg58ntagPCxV3TgCBNflyut0CiVvHxBJ+t5rgISx6wiuuQwZ73oQOuJ38hYQPW+6C0tbL2P0FBxEdJbhJYwo1Wxqi16972OPXvMAj27Nd8Y7qSaaAoHY5EN7NvkJ/VYjqy+oiGRw7FcUS969zr44b1juFMK6pVf4TqEPUbVRZQ9BnSVX5yWoC/eK416OZ6RHXLKVnTsUUCaKy0seQbdBucWY6TXjR0EAAtXmrStl/WNgV+WyZM2Rn+dlewCM2iSdRdqlcmEs7Du8wOCgARZ1d24o5Mtf9jnVr4sW5c/DNCJGAaxTI78VnUh6gRQ2qfur6tcb9mr2UrSuVefn9USs2ccQ9ktus7GzAwsegBE7mYRTZlAneC7hR1tXyOU78IGhfK1G55C+Rqa/uOG8mGm1EsF87XFcXo03+iHfziWBZTlofdJDuU8Es0HtaxKd6MZQT/+ZeTzyHwaf3N+4PPyPU43+PWhXCx/s+QH5hVydmodnOE4x5HPI/Pjkh/5vHxPdFjyq6/ffUYYZb2jRBVZHe1yEgr5NmBjcl6YuGoS2oYdAA2oBsovbcTXezCY8y+360eWkudcOtnKDY6f0xBLMr3AQ/eJ3g5Xhp8whGEjvB7NMPzLVk4Sy3jAUEYr4kjF8O9eMLkjIbRX3JzBYEbcVY3rs0V62SBg5WqCdd2GcwIVIuZ8ZaMaVLmN7kYCgkN7oQ3A0tUEgqWTXCSGkqt611p4I4N5txJUa6du3waWriYQLJ0jLIjk0atpmojZvVcThFnVS+bbGwtWTgoGmNaXP7nTtydu40VRqxVZdXh82EWtnGYN4kznGq7dtswcDeAcOVUtHp9G03xqVobUqVYCWQyj1nPWSr9atDfW6PsDO4Q+gpNWlEPGUlZN8jGhFyjpPt+q/K97WGZ16MliodnFqqXbB8Zwkpk74lEbYzMxbA8lwxs70aqhjAslF7SRzGpZ5MVQiMuFwKuRDANDOGkLRnzfq8yianmzGNZS1knU7Uxo6QxqVXEnAmdS1m1lx2M4aWGhMaDGDimz6FHJrG8VaEGs8s0Io1YmKKcTZjgHtd7j8QhOkpSog1/TiPVgIrB3ulkv+TDTQ159ZWrwqKwJfIf78FQ4GsNJh3vC0Adr1dDycpJCbElZOVrd4dRfHO8wSS3hkoJ4ZUNduAMjeHHz7P+8/1j+eP3MxcWsmnP3MFFBzoadvvyjpM3M/e0mW082I9NnJVyXL4nXoU5Lur5JGgMsA2C5xjx7yLS5ienTrHd1J6w4yPNBnZSFvQZBuZgzeIvzLJ5dLscJWq/KaWzBehTDQbTrsgjjYZDhvFZ6k2ZyaZOlDGOIkv6YTYoYyC4INnyqHuRFAaxUCzGKoCfbHmDgpRDR1DkfmBqjF1khUO7TOIozYhFCdt11YblHzbk+xWoujscgDEEgUp9YjTHTxWtwaYnwpeoFhMjH8ilMc0xQZF/0HoWbsj7gAGbZWURRJyeiw3pS7KiwZl1QauOsxp0Zi5e4IBCCsCLah12hfd3ILcZbOWqFYWQ6w+xuHhvhBoEuv02CWVFeBg7Jb6AW+f8+3T9+fH/Hkc9C2SLtOXbKRf3jOqa/jFu6uWhOd0uPfnjAAWiEB9CPe45v+fwy+lDoUJUZ4Tke535AOPLz49yfBrBcQPXfHbwAKQgMOtTAvmDE41k6Qa3rtr6ZFT9YUeEgQOjg6zUfS6il1xEICW3cUKJAWRJZIFCuPfR467167fX5JbUwGdRrz57yedqtyMKmG7RbRH0+PgMOW+30Xd9mBXjCv0wuWoO3spdZR6zV6Ng5jZESJSH35WLlzLg+wQsgWTnn2tOzYgVX26oawmxyL4XBSpJ7wJYJK8jkWUBhUTPgUHREwRJOoGfOX4PhbquwJC4cj8+iiYUTyLNk5JfbxEURbsC5dLLV6Og5jZFStZJLK+dH2Thi5l+8vLoNmMMYyQ55AVqGrHOv8Jc/nQn7/u9BoL7c1aGG+igy/zvq01FfC2M+HfWNfvgm1DePvrA+hPqQ9VNrq0tUNs78COhbbmb+PMwnrEQRnzwWh6SlwO124ZLm3m93mWHjsyjxxFvRuanr/Jym3ZheVNUJs8gBgddoSkf9GF+BrL1r2ZMTdds+BSiOc7WN4g7HCiiOS5BsGwFj36zI/qQqAqyyrPqydYZiS9UHavfbR+E5vLJ9dm1VjfFzbXu6afYiL2AfXE2Q+3PLmwQhi6zKawmqTLWXhqXF91oCufkVaJsoF2twOSeRvVWxJNaLyqJYc2pvRWqbN8GDkgJcRvFwFvtuOzbSBH1zDp1oNLqRGQlh3QQj9/Twz2+EdUVuiSU7ucNW+yqFKFMdZT1WURSTM+lEo93Bf3ETY/ur3n7/Dw=='; +f['signs/science.xml'] = 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'; +f['signs/people.xml'] = 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'; +f['signs/safety.xml'] = 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'; +f['signs/food.xml'] = 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'; 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'; 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f['electrical/iec417.xml'] = 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+f['electrical/mosfets2.xml'] = 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f['electrical/mosfets1.xml'] = '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'; -f['electrical/transistors.xml'] = 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+f['electrical/electro-mechanical.xml'] = '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'; +f['electrical/rot_mech.xml'] = 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'; f['electrical/transmission.xml'] = 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-f['electrical/inductors.xml'] = 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OsGR1vrUZSpbRlx1XMpSS8WwpKSwZg5LCkjEoKSwZg5IxnZKBR8QEKCksGYOSwpIxKCksGYOS3rW2m+xIv22LRecHeCY1Z/9pD7EF7vMiJhx4+sYtOu3ZMrqXJigVxxyTk4qR/l9QKsaTkCgFI6wsyEnqFsW28LED9OgTQVi6MAwURA8S6K7G3vwW0LLNIuBq2e1JJTGUaxwQKwi6bh5Nd98cZmoeSb0q5HAKzF3uFBU48t8kb6eEwqRlWzJCrdKyKTXjjlOMrO8YORWM3zDKJlhZi5Wd2eiJC8egvbhsDHUhLhvnqQOEnFhJ8O6Eu35nGOPhrNPdsthKP/gqGHzvBznU0NK98eaQogb4HN2ij+vtruiXuid8fNFGaT4dFtf/Aw=='; -f['electrical/miscellaneous.xml'] = 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'; -f['electrical/mosfets2.xml'] = 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f['electrical/capacitors.xml'] = 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+f['electrical/inductors.xml'] = 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OsGR1vrUZSpbRlx1XMpSS8WwpKSwZg5LCkjEoKSwZg5IxnZKBR8QEKCksGYOSwpIxKCksGYOS3rW2m+xIv22LRecHeCY1Z/9pD7EF7vMiJhx4+sYtOu3ZMrqXJigVxxyTk4qR/l9QKsaTkCgFI6wsyEnqFsW28LED9OgTQVi6MAwURA8S6K7G3vwW0LLNIuBq2e1JJTGUaxwQKwi6bh5Nd98cZmoeSb0q5HAKzF3uFBU48t8kb6eEwqRlWzJCrdKyKTXjjlOMrO8YORWM3zDKJlhZi5Wd2eiJC8egvbhsDHUhLhvnqQOEnFhJ8O6Eu35nGOPhrNPdsthKP/gqGHzvBznU0NK98eaQogb4HN2ij+vtruiXuid8fNFGaT4dFtf/Aw=='; 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f['electrical/signal_sources.xml'] = 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-f['electrical/electro-mechanical.xml'] = 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'; -f['fluid_power.xml'] = 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'; -f['networks.xml'] = 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3MbC8sGfO4gW0bACZ7iJiMoiNu4iYwUDFsXFPX8IlWoQKfXJKhhyfJFCQsmKCtpiUAWhLdYx304nuHCZfaWipYbQXEbPStZlXqCJmGkfFyXUOgWqiRS9eVj1bXIDUFJMy5Q3FpKyz2drOdOzR+hHddQrbntFS9WHxBB0xUaHPlg0VMYPB1xim885LtRjElj0wwwZd0xeTMvcuFJMyAGxtoQcHaP2Y7hS2PaNl6EO4iJioMMvv1REzGHyNKfa/meMZMkepkvuN74tWYuuzrqrE2PW7sLWZyazF2OzC1mRjsFbHSblqXjk4jQ+O7S5xwmRKrm2Y4KGHWfTze31LibfCpWsYBlw8LsAAxMDZE8C7xXa7OJUzO4mH/ev9L5/f/D183YzwHp2ZFwv4jxzjbQwArngvrC9hLYz0whvlIj2/Yt3uURmkxvMrlu4+zO7/eXr8MLL4/H+fubz8u8DWjdMfOsINjSfmo48QRt+gn2fq/INl7p/9QcuJmYdpwmxVznUSPnfRyJ/f7AMSO/JCzqjUyKh1J2qrXRcRE33do+PUwNuiBJ7I2w+cGmIIFpF0ji1YIZMT6dmaVeOEID+XooB7oyPPdD1foTw/uvpsLAK9dEdQbz3Pz2r/9elwz7v9p/v39x/ejYZPtqrfzm1zE3g7t/2HPLe9HdWeWTqSJm9Htecov96j2tuh6u1QVabF26Hq7VD1PPHtUDUnvR2q3g5V14lvh6q3Q9UN9P/Ah6qrZ0i9VNNAmTq5wDQdUCwiJ24ejoNI3A6BspAWW32KuQ4KrpojPIo2i6KyUYNneIrxSIXjpOzIccfndo9L8RIX+bf7x3FitN8/PP9dHPD7LMoXG/Brm8ELWL9mzK9t+v2KOwJjI1FGwSHeqGYnwSzUB5Z1lMEujCgOODcrXdg4PPvk0hmZBgIHptF+K1q3U7shNq/UcrcZ+tynXWdfS+I8l0Z4sAi+aDL1YNMrPkANYkpwctLmdSenmpBzFkFMn7rqE0XH1KT2fd7HhYyXeheT65a9pVkFMh6hVmOcFjerxtYwFa8N5HTMDYlnjVkKaYeyCG0nJ20JAJrIIEeOhp3FOuXIbSlyhc6dHLmTI3elyJ0cuZcj93LkvhS5lyPv5Mg7OfKuFHknRx7kyIMceShGnjZB0zPBDISBEnca4pbCUJgYLgF6cRSU1UiA5kshgaoPnEYCp5EAzZhCAjRrVAKvkcBrJEBzppAAzRuVoNNI0GkkQLOmkADNHJUgaCQIGgnQvGkkSJsh7jqYi86KzRAlbQkAhQliyHEzR+BgriAjLUWu0Hl20YMByk5JKfrsjXAxfjRwBL+Xa97LsaMxEyNHw0aQd3LknRw5GjExcjRoBHmQIw9y5Gi85MiT33menArRD6/wdTaIWwpDYWi4BBi/oaAwEZcTl0ug6gOnkcBpJHDlEjiNBF4jgddI4Msl8BoJOo0EnUaCrlyCTiNB0EgQNBKECyRIfmnlER0jj+hQ0pYAUJgghjwrHCs2P5S0FLlC506O3MmRu1LkTo7cy5F7OXJfitzLkXdy5Hj1Wh7RkSPv5MgxlUce0aGkcuR3q1kdmrvGWVTbpbnSLs2V3gzv75A2DwnPPcmhGaKYtJ+f3T0baKNFeQEQ8YXhCmpPkl4QO+EKpAMZUIB1IEKuD6i7inkXxwGe5F18+Ovz4c/P/7CRc/GSrP+Cft9HNdNVvWrWhYT113nTqkjJRSkXIswlyqh3ySp7QzPhfCe5ZZVceJrO08/feIJd+YbhTjnP0/a3ZF0679dupipoWEP1cx1vm7KennqZHKzUNPqEtzTZgGiVn49hX1e5ApyKP/kd50uiQFn5TLMlTLuhjGnK0yU8vU27SVHy0hG24F53ZxJdyhgDXsp434X16S+P72WramdenKH911WJ7Szge7u7fLJASbINpY9IZ75LlCCXqOTc/WUR8kLmKXLJ6rpm9MGSp50proU/n388A6OtR2knMkE1fJKoBmaqvaoMk70RCcHPTg1s44b2yv0xKVLyilJLOiS/XXXdPmnFYqCK90trXC1pkuJZVyoQsmtlAw4k0xyfjBfSK1SyuEFrybNTCGtyOBq4wm6b1OswOHwG16xfOK/nd9isdMq/Pf3w8PPdea/j8cNPo9X+lIqyUjZlBs4SzL/q5wFe/jwzVz48fXjA3xZnCr9OcQRIQV5lqoll7nybrdCwYWetorzy9Ti257zOyKMVO6UDRFdedBeubo/BXHc0pW8iKQY9HU8pVzag6i04S2nf0yXnw+Ong6bOLjr2jE1+GxtdI2KMNXEknK2Ic4x6zq5AGf+4u3P9mCjRQ5QouCTYLQFcouAUsD7S7VMPjka6txy4g4Urr0Bqs5zH0NBDbNg1cPKA9TkCrcVosOwBkut2ahCoT3UOPZzlVm1ovTyqPdVbOeKIENZNYKzHiustSO7YoScz7f98P/79p8f3t8KRX7l5pzV432QZaFZh+BXLQIOpSa9W8g26ya5svuJFYXkB5+F1LgrLlOFIKWZPtA8illKyxEh4Xphf/DLlxAyuzUoGaog5DCgnpiJmMHxW6ktDzGF0WJJLSc6gYJ6dnJSDiKGcmIGIWekpDTGH0WPVJ06eV/ChW3sF7iErJKQhZtYlg6Ejthrl0YOlvGt05Aw3DCcFKQeBE0BDzEBkE1ZFzGHkpkZHzqCAeVSQchC5SdeRMyCwDClIOQhcOCkx6I3MKqbh13p6fdqLLi7sn+8/vTu8pfTn+w8P71/+cWNPNty2ZC98W5sCbjoJb2GORlbbS7TTEW7NSObghUkxqBIovHDZBm2nd3rOaHvA463ijJivpubSaxWzKg+HpWYrPZiCbmEHU1KWxuzAkx1AFfLEu2U1eDq7A0+29S3k6UN9np34MQMFzinBZnZK1uO1xSO0Ds++Pk+8mViDp9tBn+gZ1+AJI7QKTxihVXhi8KHGqMdNWhWccQecsT7OuMOKBDyr4Ox3WOV6sV2qtxOK+U7o25cvb+VIqmklCeW3U6mjit9Q0kEvAlyiCdmQEG56yKCQ7Hhk2QGr24YwF0Sd0pfSK2lO3HWKgy1MOj9lw0seJKSMqZMzTUnvSJKYJsfjwuuMCWsYNFh5qbQb8IYZy+iUk8KAjqQjLCOt84qrT51DLJANO/pIiUF7qYsYaE0WOHZFYuCcOvNzjs15zp4SQ2GAqODcqzgPCm30XHWQKJpaX96DkCqKxGxy75XwAxk/tVJ6UxN2FV/NTHc8Try1nz6n+7bHPhI8K/9yx3l/vy0xJW/QaWvQqQiSGK3QpyhhLb3NiUHadpCo+rVforVFqEvUrfbgVpfnBmoL2NjYU+biG3dTXYHpwt30N79vZ+b0a8nNQbjNJccGlwGnv7fumPZybF0hNDuldU3Y5g8bl0fbuee0V2B3xzaY2eEXYAtF2MqG2zBotGbtVedC32sGnCPnS+MqCi/kWHCsdp460TVGMa9tmv69wwDFzY1mGJjpdvW14NmomT/F2ivr2tEstoopBLqj9RWz42rfN2XWIYDig0jvzjWufDXCVJpZTQs9mbJn6AdGH7IprqZ3adfgNhVfsSlefcs6Y1DN0XGkbKTIYc2+hiTr5SMR6WnNSouq9q50Ielhivb1zVtorwou9Br78aY1ZwuX1CJoJ6OqQG90vA6NqTVe58TE5z/wS01/1pmrAzwxoLuO2ytpsCtzacrhnYyyi8fvVqC2XjxqSmjKo1H2KPRbOUI0kkjG7QjxqOLCHMe0Fs4bTqDM0hxlyF89h3KA6Bw52MFDzbIYB1gzkSlbruIJdgksG71Nafsyf6JEhEl5okJX6xJ0hHJX/PIO6EkHsK7aFb5c+2wGBPlkAdJYJmpIRQ3nRQV/X77o80rlhHRXASaTJBAgVWutpOssfWJ6V3U6uYeUtfRIdevgvvxIEhIIPCzL6fJm/QaOlDd7VhY4e1uNs+334uz9XpxBG1129ltLGxU5gzYqcgZtxHqjDrRRkTNoY5Nzvd3NmXrJf34encJbyY6vfWdj9Qp+5dP1Xo/4KifrkK+Xrom8aIffWpuh6HxqQyCxOuHc6zgD6pCCrpSQCUU0Wc4eVthjFYPxkTBGi+5aOorkD2hFcvATGSlwTWdhT2skEFI4RktJB3Iu0ltCuuWwXpDLloy2eTN0tj/zGlrzH3kRV5x86QwRM665wB4999MF9un3P8Yv3z88/128zn7W2Be7zo421gtYv+ZSO64v2TVsAeui936MRBll7/1Ing6QrrdZBFEEu+hCQsmrP7Ki15fdWO4zG3Gdm9KYUny9ljfz/Hdq1515IOaN3Er/6q/7X1S+mm1s0Wnp8z4uZJwlp+RvMFaB3LlqkFPGLqvXV4WtYSpeG8gQxJc/yJs+FgmknZy0JQAUD/Iy5GjY5Q/yUtJS5AqdOzlyJ0fuSpE7OXIvR+7lyPEJudIHeRnyTo68kyPvSpF3cuRBjjzIkYdi5GkTtFAfmIHAC3l1GuKWwlCYGC4BenG8HppGAjRfCglUfeA0EjiNBGjGFBKgWaMSeI0EXiMBmjOFBGjeeGFQjQSdRgI0awoJ0MxRCYJGgqCRAM2bRoK0GeKug7norNgMUdKWAFCYIIYcN3MEjpUjR7MmRq7QefbwGwPksucGGHrkLMePBo7gxydwCSAvx47GTIwcDRtBjhf9CZxOjhyNmBg5GjR2pUGOPMiRo/GSI09+5zuFR+LoTXYwABvEGOUu9nW4BBi/oaCsRgI8JFNIoOoDrNBBQTmNBNkzIMW+DpfAayTwGgl8uQReI0GnkaDTSNCVS9BpJMgKSCt8nQ3iCyRIfmnlER0jj+hQ0pYAUJgghhzDuPKIDiUtRa7QOdYbkkd0KGkpcidH7uXIvRy5L0Xu5cg7OfJOjrwrRd7JkWP1RXlEh5LKkd+tv9ureMkxi2q7NJ1l+nPCtxXel77VKcljhXTatLROxLr1aW5NvWzauZ3fUlgTjvTApz9zYHbaZftlCP7H/bu/vXzbSFvobtmBJ3/9kbbC+X4n4Ptll078sh5rvPQpr2kWJTNDovDN1L0BCnjRCl7EcK0WCEr1YNeXFCgklJIyppZc+8DqREbKlNVmBKYpKWVKShIi00HK1DOHC+thSJkG9q5VJKSMaSS7FWCakjKmA4uqRUKa+SU7vSYA7kCqO5yrBRzhykIVllKUuVdGuLoskloBKhiNdZ+mWKF1eIpxXqbSKmDBZmb3SS7XaR2eYpyX6bQKWLDuZfXVqU7r8BTjvEynVcDC4mbr67QOTzHOy3QqBmvkSu3W8+IUPPGOYR2mYqSXqVWMVrHsDxVY4rpfhacY54UrvxSsYqimN2UqDdVKTMVIL1NrHbQ2VUGd2bqLXbF7dJZ8WNULkw39dD/xNE72w+PT+OU/n34T3vPpXOOuVLm6MZJw0fdGxLslVyjXONsC1CLGTsQY68wIOMvuv043EaqH+1pMeQfWkqhUcmfmsNXeftRj9fYDwpmnwNmd/MkbIJPKAytXeaj8yfnfkTL7q6CzewMDLcppMqXHsFH0E5936Bi9iVh5r/OUv0P+3jP81iJ/5+VavOh4h5ZSsNlgADE0D4xkJcwNfXHioAEYA6VVxY82bK6Ed/x7ow6e19QRPMwbOh4wQNqVidKCKO15UVKTdNK8rIyyPA2mR8EC7dMB+7RrygoEmQEUMYj6VFUq3vHxmYnu2lJhIggTRb3aq6rHKjKD8plKc5CyidoWaWG6qDcX4RYVY/eqaeroNM0Fd6Xj02b1N+1q/c20W71usirSBrPJxw2wyQb43gYYTvZU45sb4Fz2nQ0wFCJU2R2NATbZ5KMG2GQjfG8DDH2qGtzcAOei726AoVdVpkdhgPOJSp+5wi7d1/ymHaqao9z6ZlJfxfhe8JQMnaZ3Vyt9bI8z7ySi8fTrrTTY157807QYKmpFoaJXLg+WVRSRoRYyX0ctCbusVq6YGpqmECQA0uJhujShNEsInhHFdO3sDPqCzApZXhHJVB3KCFkx3FhKSRKVulJK0rojlNR5M3iusN6GiRfQMvCmu4iYKNBgRq6OmMFAxcl1jqXl1huxoZCSIcdqNApSorxpUS8gZQDaUh338rGa3RHV0NJJaS8iJip0mROiImYaR8XJde6iVItebNI9M2xAKi9xjqRMeUMxKetstq7weyzysdopbHtGS9WXpaKpiGkO70XEDAZfY+gNHC/VYhBbdryqQ5B3fTEpcy1CMSkDwNYWpuOA1o/pTmHbM1r68kG4iJioMGTLhoqYweBrjPR+Vl4gNb1zZdI7V1ggVVP6DG4hJHxjau4VKYkKrqbSm+fItq2lhZA5opUY433FSmx9NhUqMXb9LmyzOh/VGJtd2JpsjtfqOCnX0xDeyGsJ5SVmbLWcN7yHsG7NgNKQSyx95rHANUfgnK3/QA7x78xnptyHzGRT7lCRk1wVkqsOCqGTO0VYD5QExGl/0PYNuSrU5xvti7oOyDPunvZ0voDSnlYOjIw7gLkjWTV3e97N/f7+08FWfDoSvl6QHotHSwpTy+L0HjinNZovyt2D6hMtPPl7Se4epu6luf6rAXtR/iWwFmV2/vt/2yKVSLpReMyAKhEVL//+O1lKKjwXJsoc/U6iEjx46XHi65Iw11ZXm06gIN8fprdZd05AiJNyBC+62nURoAJItEUiWBDBikTwchEK32d0gMuJcE0zT/SC9xX1NY1MNS5F3R8a8iGjfaMM1zopuDnijIqY/rBjaSX0sU90jlI87E0b2P7J37TJvJgYG3a/f/xnLFttp1ciznuEDBnwZroBlWOAMFBfLY9BReY42oycMUcolm4QsO4TGyxslGOAfgNElhIOvCPxXRV52CaAk8NKEBjcrG+UJcaAX08Ukh1oUs5IjerYiGjywZdNscHKNwqa9PvVU/bs3i4vKJhuIumSbVNSlqWOWz0HNX5pnD6FRCt34n49bFQpRnJeUDAVuEsEFq+5kAwnSkWeVCBYcVP16DLHVp+HSF1eF4sEnyzac2r9NkQPTiy6ZwVX4FWPQhe5SIRO7l8GS0Rg82BnEbzC5fPrItA9zdvx8iPpBazFXSZC2YageKPCFpnVSZ+GWRyrUZTah/RmMBrzjZUguzeRkneK5VMXjIcsh+x6u9QJStVW+Eo5TNKVOQpxiUE+OqhjlpKWXcyAtHdZ1ruVC5CGc9gep0Z3lF2OU3TIwPLXUhHSINnOVxXlKevyHqkyQaTLWHmPyKfIUHh3qehqSJ05suUJXuuIov3nx48/HcXmJxV9bPyV3kBtnCR+LjyrgGQCAePC4LkEs+ykAp8grHq1IHtTVKRrIXO9sqV3CzDo3w4S2DLmPRaMwPv5mwcKa85IzMZfWfx6nsTLAig7HLAzAInBKvOlO8DWyaBpkMnDwTbTOI3cInVX1j9SFaQjz+l6x67L4fKBlopN4zvVRmnR1lY3RtlpQ8zMfelJnANBnKQ7O92QToI4uv4pi/9YkMquSJV2T99W656+UvdMCJcroPW7J11eVL1zzYhErxKK9U6f2cLS3umhd/r6vZOYwjox1usv1akCtEt1kw5RFoe5rMyU7ae8kCW+RKP0mSbpCXGXce/Z0cRW92YxpzTfOk237jxCTU3rrhuz6Oc9xInH+u5+dDWfjwOG78iG4SU7aocNGak6cNkNb8h7FDAuueJdK2kMNx3peeolG4Op75azk7namtrgmFmts8lZPm0URQiNkRudrmva5HAhP+eHKz0WsuyuIlRnG0UkM8MIh/WNs2lHDU1hgZm+MeC4LF+4RPJjB++bcH2N60q/RBjp2U3QiNdjp8CC3uNtpgs2i9M7f9o46zFNkEcrY9OReGXIigyOtqQs7hrmMguTRMuXjX2W10wL27BXIdzQwIHuoVwMiaFv2zvdMl+l/kEmhDOQTQVCmMankefMGOANvybCcWWA+YkFf0y65mTzWXrxbNXNddjNbC7iJV1KnSHv2MXYLFdpoMwHUHwP1HDEAYM5Ut5g4B0QM9d63zj9w7tfnx9+uJM4gy+xu/1j88lYvBX7uTxorlaDKKh94dtZa9YDnA2aa1tKWhh22D2j45qwFEn9PCAq7gS8eSwnpQF2SpquZYrSLgxd9mavmLQ03gU9vJYNlU5QxcAz18Sl2Gs40pnXO9+OZtqW48r5+OmP8eO348fn+zvJGjocc6N2WEVJhPiiVRRyEtsmSs5FX3MlbZsej6Df+mKK1efwoly9FdV1DcvZhz2nocQdJ943FU5uRQ47IpbqAyEoTg0PaW9Qw0Umz/WJOzlO3ZsGMp43uOM5NKXGzfpsCM7rMAKWQ8CG6aVtbDose0oPEbIOA6W8R1XUHql3Hcby+3/ZxKVX7XrY+xreH9HB+jHqzBJ6OFDZGNfwXMpV7cR8HiMJSMkVnBUTOLw6wiYrWvhgaYf0ASbUaMTYBBww6TozBm8pO/Dh+e/SE6hb0GFPV+laz4vXzAFUK7jkhXEh4CsESlbrCo8mfTKs01TrzsydFcWlt0fOlRbep90AVy+v13J6Iex67Tr7WhLnZaGkT2ilbNjjU+I7/ZhyvE6JVY7SkiG7HeKoXreK6erc93kfFzLOXi+LijdTFZA7Vw0yHHEpXiJXsDVMxas33BIWAzl5g11Az06hOjlpSwAoamUw5GjY2TGUHDkmK4qRK3Tu5MidHLkrRe7kyL0cuZcj96XIvRx5J0feyZF3pcg7OfIgRx7kyEMx8rQJWoUAzECgF2Lx+jEnbikMhYnhEqAXR0FZjQR52qn8JoaqvIhGAqeRAM2YQgI0a1QCr5HAayRAc6aQAM0blaDTSNBpJECzppAAzdxGPREFqKCRAM2bRoK0GfrWbULKCq2AeaCkLQGgMEEMOW7mCBwrR45mTYxcofOsZjEDlL1SQdEjZzl+NHDslWa55r0cOxozMXI0bAR5J0feyZGjERMjR4NGkAc58iBHjsZLjjz5naflpTDXhtZbwhJonBjzLop9HS4Bxm8oKKuRIEsyKfZ1uAROI4HTSJCVWyz2dbgEXiMBlovkxOUS4GkulaDTSNBpJOjKJeg0EmDyEgUVNBJkGVSlvo6VR3SMPKJDSVsCQGGCGHJ6j5eaH0pailyhc6x+KY/oUNJS5E6O3MuRezlyzBIvjegw5J0cOb4iIo/oyJF3cuT4lJI8okNJ5cjvVi833FU8/w7zlYv8CLz9/tPT8/2Px59slvK/UnmcRGP1TsPbZvAC1l9g7mDZmbhEGQVn4sIq+8K6OPCuthS2hDmeuWeXYnRl9m8n5beT8sKWbyflt5PyVci3k/LbSfntpPx2Uk5Ibyflt5PylSOl20n5uhm7nZQLzcTtpJyYt9tJ+e2kfAv97aT8dlJ+OynXG5rbSfm6KbidlN9Oys+ai9tJ+RmutjSiw5DfTspvJ+W3k/JXPSmv8YJlSM8xBjCJiqr6k5s/F8N6+XPjVarpVRFJ1fYNxwvfSLAyQUwVQYK82AEgq1PhHPqx8CntK/Qie5cZ+xCfc31DnYjQdunFWFas4wq9GGlVl7QXe2F936v3YX/BoW11e1oqPeR1XGBPqxiU64vBHjMvnE/XFyJFdvdqRWlVKXGff/4yd77AlLhbgZgj470KxLRN+hLql1AjBjHfVav+F8o8Mnx8TPbs1jy1JTX6qEPGbK3YgJYJIReh38EVg+hPKxP86r2XAuO9J31O+8q9l8Lao/cKX3vav/eMYu65tzn33O5zT2o5CwVHp63UctYwH1cXIQVWYw5dXYQU2Ou5zr+Obsa7p59/+fWTsMDiP4QDbUSMMUNb5kTLeMcS3v9tJbyBcRChlnDO3iar5/znum57AfMy/19yX0V4GSbrRhnsoi1AAvuSLQAee7DXFCbrMEVnyOkBeL/k2Ta5qw/Na3KX6IuRmP+4TumgbvI6JaiVKDWQR8tTyijGGTXi44UGotbMXddszMgYAAjpwKrjsMk7GXPSiIxyZwtHDssNgXsrbJinMyIyqdjc5SaBFfmn1gMinex9WzonmApg6DAV0FEGz5SVTjXNjGDjRTEIFeMFuiuy1DlFFzCs8m1T8dDGpGVmQuWjRdVb5SuTYyccCtOMJp/yLV/x5PlUzGwoTAGbidfZSdljbf4Tl+23x0/vfnr5ettBfaVHEE2bufP1TiEaUvf9sk3IUIZayHwdtWQPsno/e2pomkLduTm0NpZOUZy7FP7S3pG1Tzj3MJgg5anbYH3RtejpGeDf0j9/T5FNQTDNJeNURp/whXd+3C5cTb8P27aWFoJDM1eJMWYGVmLr8QGXWozhAeJabLMbNdUYm13YGrsTXi/luvpIdMKAPVBcRmhIZCKWUrK4SCklaR2txCklTSU30OssXz1eQMvAm+4iYqJAkxk5FTGDgYqT6xyTitYbsaGQkiHHCakgJco7/EMhKQOAsRWxjnv5WM0uSmpo6aTMTKqKmKjQZXsUFTHTOCpOrnMMwqw34sUm3TPDBqSmmJQpbygmZZ3N1hV+mUM+VjuFbc9oqfoy10ZFTFTos2VDRcxg8DWGXkPxUi0GsWXH+yoEedcXkzLXIhSTMgBsbWE6Dmj9mO4Utj2jZehDtsVQERMVhmzZUBEzGHyNkV5SOg3hjX78EspLcK556H26og/rcHvxXILSbQlP2joLukLzhkR9sXRcWAcwtFLxBysVf/BS8aF1Jj40z8SH9qn4Cq5ASoLe2FVkDrBBBUNF0f9s38qlIlDZALi7Sih/sYhL6PM/D1SfXr7egvlfbTAfecMNx4uC+RnzQZL4Iw3oD0XIC5kPeMBWnljEBrU8wRnvNc0feHqmPDmT1m6AI2DhNcFKMsxkkkTfnokxoFeF5LvLokpappW3aO/tLseiSYEgGm/0gqOltRkY4ZX42DCfyzbuAupAy70hEqSWeur5IVqDx2gNHKSNW3Cf+h1u+nAuDl/P1ziTgP2fLz/9R6rq/9ZdjjMl7Ot5HcB4v1uMwyDBXKiPehcZ5yL+J8jVicy3qv63qv41Wr5V9b9V9V+FfKvqD1532qG3qv6FyG9V/fFkSk5aivxW1Z+uNbeq/gITc6vqv24KblX9b1X9z5qLW1X/c+btVtU/aeNW1V9gzG5V/YkxuFX1P8P5VtVf6pHcqvqvc75V9Zeai1tV/zNcbWlEhyHHMO6tqn8h8ltVf2pmblX9q1T1V957BVFicrB55gxDe6026tivplZAFXhizuFCdkp6d520xyOEk0yEh+efHz/cv3/5vpGD0N+yHk/++iNthfP9TsD3WlWUJeoV5juSMlgVSyhLAEvYts1AamzdSQoXpDUE0lPmXqz1zeoEk//0W+qUrG0vNngf7ND/PD1+GH/y+f8+/+pFqpMfrpk4DHGR8l24y2aVvmCbzzx5Qkk9sjSnNVi64YmUGFSSnr13mggtEgNnOH4OlLOnxOBxRAXnoOI8KLQRuOrgQlRqCHgPhp4SZ17MBUkQ6WSdrjz+lroE02RNUK3X2ai3yp9JOPx/Hz4+vPv1+Uh3W+a/tGW+IBlQogbRqkkqFEmWTGHZc1ZulC13G8FPMalL2henj09L8XPKZqNk+bTh1aaO7wwrymE50l0YESsTwYIIdkWEtlSz5pq4FPdQmGoVUwELR8lJYS7qcgn3Xcb+PC4I7XcfRkv1y/PjR9lydrus9/bWs1fdtqq1+5p71gtXX9xWpvvKywrqrV6EJ2yo4RnYVkDMFHPVCFMvZopJh4Qpo+R32EhIsOqGxaSVyrIbeumQszgM1rZB6dCyCdN0P+mFLCGGCxsr4JkN1xWm6ergGM64B88sWnM5z34HnPnVl8t5Dus4r+A3fP/z/XtZoDvePIabx3DzGO5yjyGKFa5wGMisYJFg/siAmCkemiq40irohJKd9r38KV3YV0sWJUvs6lsYaUxYulPHN2ePxvM59Ri2duryF2cd6RFMXpCncKUOA+uSGnfwJ6VM0WmWfhxKSfuyDnRp/4leDJ5WTMmTlyygIVeLlavFlqkFIj0xVUs8rxZ4UbFULbyOp1hymrG8q+RTy5IXpFkWky0lpff0ekJKc6MAjlz1Uaj6CnNRofog12cQKwnqkyquwKWklcdnqqSpZcn4LJs1sq4zpahY10F1Sg2p/GbArsakvLPKhtDOndWzqyKOkEpT7+rtl4e+6Y5ynuyYv/+nu0OBmsd3fztqhu+Y/fG0/bZnTtF+AXvmBhJ85jJ2NXbO09OXC/MhSJDL0rmgPKUUuTBXzFLkkr30auUQrFeL1U/AYCB5nyAR2zwDRs+IrN5yf05g9wZafi57LwDJdxZFYb9JAVnYnELXUW8SyyV37IWAWEqavlK/dRuybHM0PxMxr6BrdfNgNE3lSy4r/2fxmYrAL6shuY+UHIuqb5Cnxtmx6zZewddg3W4leSRDxlSrBOnTceAlo2B5Z0f9dj2IgaYxGKkYsPHyDQrSrIiSLhSK8Uxf34U9fijsjT4VopeIsJhlib9Nl6p8DLJbYhnxUNh5oYFdxvxhI4rlNJLzCh1oYiIvFQLJyb1M7gq9PZ2bSkYs7Ws4gGWrTrbwpcRszUz1ZMUjpNJ6FcTKsuyd05TyyjIMYhlYF7p1yt0lcPJucHTIQkeUWtliOeSHHjjS6a1ZnF5cCxk5v8p7CTEC4TdoVVI43EwoyfmFYUr8WimRw9BM54onoZqPD88fj4NvI7G/v1aQphHtwws4/wOHadqs/n+9mwONQeB9zZcLsjcXRMiFMSBUS4r8kjCNiU3EgW3LFoxDidrJZ/0j+7SxaJimla9/hwccS8ND5RhPVCVylaCXroJx3NDJXd8L1OgbcMuXLzWViGORLq2hCTb59TionCmSr5/6btl2zF+2jogVuy0/GiXyiJTDFRor9V5BnhOtyjZTLDKUd1HvS4fgMtJPghmiwMy4NzHy7UJPOuhkWp6lvoIwSz9KZEFtQ3hm5rXWnVcYcPL4Nc4GeqEOZ5pYkqEJ0DXLl4pdk9kqZupimy3aZWb8gpVmHEu6FbvQFF+C8URPshX7aJ2uibGLyiW7VI/FS7ZOi+KgVxzOrNdt2WJQbm7mev2iSTrAGx5gPzHWO1qoQl+6XKATtcoW7PTyC1SwyPponPaFA7B8jYudasHum0jWhRCyNRt/cAWRglGu26nSQSRzZuFOu/UKA6+Tx/2yeQE5WVBPAmfdFdZuXf9khksXPFtNofBNdh2gOJfgohWqUxwRuKa//kp/oipJf8XS6XFRjGN+AWpnPRav9Dot4mCktQBdA7cDvCnd+ZWbKMXC2LWTJT9vclNhgitdQi6xt40iEz9acG7R5GL/DL50/JWvir5vgnyhX04KzkdPhkmA1R9cQSTXTVtokUio9Cwg5NKFPuvW64SEFIktODOyiBC4zDjvrrDY6/ooM1xvqXjIx4fn8cOfHn6+n4i3kprN8aRi/wOzRGdv8Lgsf9q61onZmbena+Y2Y/pxGyWqFurEAvOKZ2Y98pYBF2octVLtyOzQezUSRaac9NlLk6VXdI1ip2XK1jtpba32AmiFNbM8QPMr0MBZugKyMqVdozvLRtrJOK8Z93PZ9HGFUoG+jWgkeJVUrKSYzwQpzDMvE0Q329IyL1uCsOvMef/pqIey3oYhLBvBusnF6jOaDuUA8l0FMapBy+sxaXpPRZxpKF5zOqg0xPJ4M5n9Nc2Trqcd62lbyc6WJGCPm8liMd7efurfxLupzxxuW6kU7ZeQeVi2iaqz0blsM7I+MnbfiYgn+JX9Vrnhuaa+vnx1KXx8Yt93d/DF8nDvPiG9rmsvF4H59fj++TUdb/lY5143o93Z5RaLwP1t0l17u8RiCag/TKbM7s6wWIK34UJO1wUXD+G/Hn94eBq//Pn56X/G3x7qqwn8yKvV826MxIcq8SXnWwv/kO5k61DPkrj5Kz9J1TZDLIItZH7pw1SH/zyW7hyNzcfH/z22P1UInKZSd24urYympM8lb+5NFcTO1wKG54raDe7w1lbCuU8YsyqWFzHuOx1nTaHITHkpEJ8AGcAvCAhkRbi0JrdPOxtq4jVZd1fBmr2seDlU4wjWcq5MA8Vc8VIq16tNC57Pt8+PEwgG+irfXeM+Z1bt9vt3zw8PH+4ky/ftdanz67akLFbRwi2qt1UCua24bGMupwRziTZkmGVrdiSYRWt2YlOm4oJToe106tvUVuPMpytcaq3oK5W7Me62fInVPF8SZaFBiUQUytOu84RhWYVnV8qzUzzMzYqYo6JYCto+bPFJ65Tt3VXeQj5WeEsWtudPvx6eQm7//O2dZCkzL37YbS0DI/sl7EGzhaFmzUtkPkh2+9JtaFYGombNS2SeIpesarLHhlf3q6E5Fi+e3yxP10WXQoY9zGkTmher0mlB7KxjpIwpu/rtGCmzhprnqLM91IauNA9Sd/BqcWk/QGVkVsZ6kJMaCDhF1hWMtM7NJdjFRVq4EnxMJMY7USkxrd7WO0oMnKFoOK2EBye6SAyzpFNwHlSco0IbA1cdcE6tJO/BIVDirVG027PU6RpFIkqq4A/UEfJmle0P9x9/GiUfl6LDUjH918sMGT8kSjrQPozrR3v8j9x7WV1PuvmiC/h9qQ+35suctrFfcs3U6jlf9PuH578fEm1E/ugttnLzR2/+qPBkxDXTaj/Nw9SBGqD32cH2OQdqp4ZjzCPKV2o6PQq/YsPevprMm6dgq9XjUpciDdfTp4PSl8mpQ8hIwfNIAeh82YsOtvpE23DClu4c8D0A7ogoGPfrjsglbIPqdEfB2Cv8MQVbesq3OpBxyLEqZmAkaY1VOSnGC8m2DGvKyrFjShh7KkuO3RVjz6yCPP7LAHk59iyqLMbuFdg7OfZOjr0rxt4psONj4wRQkGPP4uNi7NljpgR7lGOPcuyxGDvYmYHXzweniNfm7zTELYWhsDZcAqeRAB8X5MTlEqBhoxJ4jQReIwGaM4UEaN6oBJ1Ggk4jARo1TT0YjQRBI0HQSICmTSEBmjoqQdRIgPFQTlwuAdgi9u4npgtbsR2ipC0BoLBB9MVSOXJ8V5aRliKnD6hm9WvkgHz21BFDj5zl+NHCKV7WJIA6OXa0ZmLkaNkI8iBHHuTI0YqJkaNFI8ijHHmUI0frJUYOFqbj75dBOMQrvJ0NYszTKfZ2uAROIwG+1M6JyyVwGgm8RgKvkQDzfBQSeI0EnUaCTiNBVy5Bp5EgaCQIGglCuQRBI0HUSBA1EsRyCcAW0TL1EB2VB3goaUsAKGwQzbKQI3dy5HibszS6w5BjbqE8uENJS5F7OfJOjryTI+9KkXdy5EGOPMiRh1LkQY48ypFHOfIoR363+mj5lc78RzN5FAwP2NOD8lm41zj0H2JzPEJMj/1/lb3lZdrQvKRLvfTAF3jc3zZpjvBl9Ql7ZC7h/Z2I95C9kC7hLTz5x6ktvXYqLN3hkHvFo//oipDLmPeZXtRH/6sZeL6JkFiQ4P71+YXaTLZ3zkn93R6toW/mxCeXffrDzEJMOWh2mrXLBdXj76xp0pdDsfnTtuyMaC4w4maZ5jItxx8624SQtu/NbHSm9v1cCun8Wuux/IsPMIYAbxeb6WbIhLcblirpLvs04fWxmXLWJrzd/FbcjPdQH5/q67SxpX1vs/YNtD+K2npofy4OPjffNZ68ehSyWtGjOnoGNwxZ9/ammTJqJ7iDWV5mmNTVN75P4fpurrw84zXwFiM0b1oz1zH9fR6lvoHuGoYmQvtdWG5A2VmWOddomhY9ZhtlAKaF7BSAaSIg6Pvlqb9lYs5VrCcNDItSpgFuNhD0+fzubT6/+ybGtP3Dw0k2bd/1S3FVN3/qaPPTa5lL66PhcCD98mme3t1icKbWzTLjJ/Myuhl2o/lp6fx96cb56vZiXiJo37j5kaOp/ZPXGN0Zw5pZFmqFmR9v8MLgXIx3RUoX5sYmKe1oRKGPTz4tNnyASWZOpviJkh1r/rStqfkwF0L4fWFjQcmHV2thDRn7HW3iOMSsp+27aRQs7Y9ezJC2b2LjYYiPnCMOsmFZ1pYpFugU80vtenva13PToels2vI4k3FyjfPdwuQaZ6Xn9m02EfNikK0FplsM/2Ra+kUV0+/CUmB+mhWjD0SN+yh4D7bNxcaCafMuG3ajJW/RuI+dDM3Habqf3+DHZYlbFi86Tg5rO4yT8ROsRcuXk5Uzgik4LKYO4I4rd9xovYfG++VZkGVBQ0s0dgOMlFH0AK0fRCML9ynbFccog7t4wL8vBngAx+zk09y5Zja586Sy82w8dQypuk4bszMkn+vLQvsmX7dGMwcLB1rUTF1bFpjZb7us0rM1pBNpdjoXUc3y8tqk6phZkZHvfFNoMnz9ov2TPqI+5ci5B5/yYHPBjoyfwKUcu9XDxBg/oQvu3GSS1ppfvIrfFyvswHyfPuphZs49uNTOL8bGzZ8iFX8cVujSj58C2oXR1QQzNq5VBszY+AlG2vhl4J1v5uFy0vs99P44Xy2KH2ZbOzd/stK4+RO34qMxdij+sLzwuJi3Fldvv3jNdu6RvPepfzhaeQNLWBgdLZjm48ZjwMG3NGVzPFLhg1+cQTt/CjD2xqW5Rf/0RNOL8i24DpudH+YN1+n2F1eFw8t1KH63mNRl7BmwsptjP8wKWtqPy5t7bv7Uoevk51Fz0vk97g625n6ImZUfnRP0z8dPAaz8qaFZbI/Hybdl+sbOtrA76voGxD8z9kczG9HyBtxNb5n9zmbCj59mj87NnwJ4JCdNXdL4/CjW0niHgZeTteyCxmF53V4g2aFYxBpro4fE9ydh8RvszGTygOcFpl084ElHXbY/CGYJ4yyz03NXxs07nxM/OcD+aLTwMMejmftjaj6e2STESZtrBt7OW5rZwLsGRpl3WQgm5t7F+MmBiRsR8dbdbChPWo9Z6z0K382r8ty6zwIA46eWe90+CwCNnwyurj5zI6PLAlDRZhGA8ZPle8N8gTl8wj2Sb8C3iLkXPX7yGH9qN+zb4ZEn6PvR3TLQ/LhyGRD/ELiDLeI4zgO0HxyPv42rhMFNxDLQfj/xEWzafDc0uOU6mYuL889XV3fyUN6ySERs3jawuJ9ul+z8CYUfP3nq24yrTwS7M34yud3pcMtnsuBXZ/JYMR53YPPL3cjZ7OWh4sOGAcVvM7M3fpofPlya7+jaPnJGv9rmZu/UnC/tTyhP2ke/Hq0+5FxsrxL8heq5OVTA2kFGn3X2+MlgnDUuJn2RFg8yTjtgkbanwY2DtYZN3Im1/n2x1mfiC8OZwQZm/jAkufzdvEE5OUfC3l7s9elgd33Wfhey9iM19KO9Dii/y4JRBxOO+jfZMtfZLAg6fnLU1I2NoaWNZ+Ls7byvPjlpwEjzaP0GCPCMlpYHt0YfGfV/OEhLmx+9lwHUP1p1dKTDgJvYcenhy1ywma05fIJl9vA4Ncz1kTM60qPaDPo4+NjlmfbR1oyfcJkdP3Xo5LilQ5Zh0+M6O63P683jIUuw2R4+nJwpLMefGIE/1NBAHys0hnq4wWXbmPny5mnzeMYzMoZFPi4B3BMHk+9h+yxSeJgMED+J3SLpYjJwD3twe0D4MB9urFte8K7jMn/m5ocsCj1OhojLTDi3ytIMacFKwbLNenzXtYv0CPaQJQnr2jAtFms+4LDsdZaj1DkSfuID4gnkkPkBvV0OE6bDu9hQw3w4/QDTYPwyWycuy4nA8XfDybnB8XdDm20/etMY6gGbxbye+IAORueoELTLY/sd2OUhZl7QkOWFoPb7LLx2WHFxn52bhr7P5O9DdgLdz/f/1/b5+brcxaz3g8kSBsbGDLbfz0f3J/Lzze9hxYf2D90I8g9L0GfWf8wWprFL0Dr0W074sKwmJ+ahR+vUZgkmI8qYNR9g/zdqpKXNh3aJZC9GJlsZzOKDTeq3s5JO1uUB3cKhYcc+sYHST90cyVsbLmFeJGa83eLZLMMVjUXXZ/lAB8uUweWtm2wdG60XBqVOjabJmlrCeD0qa8O0btvi13ug7CjdSeLgw1/udPWT2i89oXLwAtavWUKpbaAiRc1cSmBsJMqQ5VGimp0Es1Af2bMSItjCzNVsgCTaliRRfrz/+zJfqxXZSTWa5gHvWdwH7gBesZQS3M65WiUlyNu/YiElKASx1e5qUdCUDYtoETNLr2wQyjnofq75N1JEKaYmta9WRGnc14bUPMVKdZQAcletjhIwdpXqKAFb+lbIatp5wiKNy9OH0XpW3LaTk7YEgKYwi/x6IIODtfXl1wPlyBU6d3LkTo4cS7GUXg9kyLHwvvx6ICUtRY4FWOTXAxkcfDVBfj1QjhwLr8ivBzI4QY4cS67IkadN0HorWNORllCBqb9B3FIYChPDJUAvTlP7aYO4XAJVH2DlFU3tpw3icgnQrGlqP3FQXiMBmrPy2k9cAqzBoqn9tEFcLgGaOU3tJw4Kq7Foaj+pJEibIe46mIv0qJyaIUraEgAKE8SQ42aOwMEiKYy0FLlC5xbLGzFADgsnUfRZSabSwk8MP5ZKIYCwNAojLdU8GjZ5yScGB0uiMNJS5GjQ5CWfGBwshcJIi5Env/O02goYA0cLqGAVFE7cUhgKQ8MlwPiNpvLTBnG5BKo+wAopmspPG8TlEmCFKU3lJw4Kq6NoKj9pJMAKU5rKTxwUVknRVH7SSIAVpjSVnzgorJaiqfykkiD5pZVHdIw8okNJWwJAYYIYcgzjyiM6lLQUuULnWHlbHtGhpKXIsaiUPKLD4GChbXlER44ci0rJIzoMDpbZlkd05MixqJQ8osPgYJFteUSHIb9bLZv0/PDx09Pzw8nfh8OZ4x+bb7Kn7x3NCX9HfFvhfekLeh3hAycqoL30dgKUvYpNevzTk+wEfOftUDFinTVFfP/8bvyn9/fPPz58M/73N399f//jC92xP5/BHD3/kf798beHh19OfmYSrc/JLd/c//748Zvnp0/3hxPYpIVZPeGtyNC+YRmm1KRJhunvL6kfpDLs0w8B9+89ORU1LeaepNQZ63QWs4v4B9YWqI8fzhnK/d4Hnu8pn2TOPD4/vH/4+HH8+C+//uXYO1s5RZ8V82Lv6+YUpR2wV1LRXo+yRQHf7wR88W0zCV/pu2kWeIvSq6R5P8BcAlvGeegp7LtqST9Ty9PA786N/JUB0IUmO5rnr9smzOFxWzx5MpvM1xwZcIgQJnh3EScLNCy3/Q0swvMHvoJNZTkl1t8wUSLOe5T8irkuJnVZ4YXOPhUrQIGz8rdLY3ZroNKjqMA4+p0YH+oS1GG8XI2ZXZpamPGtgWqMfdgNMyQ912OcHZpUZG12Ymzsbpi9nO+a/YYZ4ZjNG8pp6bIQy2kjo+3KaSkGR2lpHNHAWOBKNLheasmpGKa7kJwq1KBJ1JJzMJkiFb2QHRyzlua7iyXEVAaYvjpiqkxrLyDmMNpyrfeqwZwdpmvJ+RRGo6wlpyp16BxqyXkfZIpU9IKLCqV6zeqAxFQGby4g5socLiDmg4CvU/xEQDWYO90ykZNzdWaZJ0pyqlKfLUJKcg5ma82ipxteodQs30JDTGXo+guIuRMTLiDmMPhaRZ/iyGwnV6VumcjJeQQCNz1acqrSkC1CSnIOZmvN2uN8bG3fMLQoKDnCmu6GT8QDJU45R4hXwEmC03DmMO5InHxNDYfKHgnTLr09LQ9oTX//kf69Ec6am5cEtAK72R2XmlWzv18mChzLiE5lltYFgkRF2aUI/WNL+8dD/3hR/0RF/9g2PbeB/gnYP4WCWBDEivonKPrHp3Kw/ukN9E9bJlQEoaKkd5bGJb3jmGnpW+gda0oHGga2ZafLraJ/jLx/wrXtWypWqGffltJV17Fv6VA7KZxV1b51w5XtW9o/S/My+8aypg32T18qitDCQQ8ZlYVTJI6jhWsK0x2ENg56qKtm47p4bRuX9tDSvsjGXXDz/O5aWRH/9vTDw89H2TEv4vHDTw/Pj59e/nUjO2IO+bNz6fU/vsoT65c/zxyqfnj68IC//dLOXiEqwE5Ia+z2oAgN35IDMR7fbk2+le7AXluFCmGNTgF140irpZzZ9vE6Y5GeQipGjO7cdC/GbqcxXnd8RXvBVOCBDysfXzXm+C2TZ0Vyne9wixR9KZGi4p68xZTeWEyptCdv0ae3Fn0q7clbnKrUuu4VpyrtyVtEq9y+7hXRKu7LW+zr64t9TX8drkL8fw=='; -f['cisco/security.xml'] = 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'; -f['cisco/servers.xml'] = 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'; -f['cisco/computers_and_peripherals.xml'] = 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'; -f['cisco/directors.xml'] = 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-f['cisco/switches.xml'] = 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'; -f['cisco/storage.xml'] = '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'; -f['cisco/modems_and_phones.xml'] = 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'; -f['cisco/controllers_and_modules.xml'] = '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'; -f['cisco/routers.xml'] = 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'; -f['cisco/hubs_and_gateways.xml'] = 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-f['cisco/wireless.xml'] = '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'; -f['cisco/misc.xml'] = 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'; -f['cisco/buildings.xml'] = '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'; -f['cisco/people.xml'] = 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I1uuZuaTpCWTOAcEU00Z3qu6XEI35Xoyqm5uqTNqVrmcEa64/Y+8HF81XTNoUqYIRcq5z76RKaurEFG0qV6VMkhWN1SzoblVWqo8dyLppVFm+Wg1HF774Fh5jj+o1PEYdNqlbRiVO07fMdJr8LacXMzXVrGaaModrEo3Nas5xU9tg9OK0toEb1qSQac6PAS88b1LKnZCCiBJkPW14qseXQ0I1NiGVruxI3FUWx93pm3j9kktBw9PfV3ooSM1mWCRUoYNUkxvc2jquDmENV9GDaE4fuvttGmiSg5oi5zmgrFJO5QiTY1SGMatAc0ANbJZZbmDZK5jRLGNyWfBhmmnwGbKBTPt2LItObS5iwhqATp5ZA1tEZwoo5kEx38MC6TB83mhqGVeN7twO827YsjT2hzEtteS+0IHrTOkU3KggrFSAjK6CfI37QBOpqTEbIwiOC+cvCWG1RoBuGm5bZ3kNb12Tg+UcVPROAXzcL2a8gJxtU5/wHo5As68Mh9m9BT2TeyvV88zeopKb7mrr/A2RqV7n0W/XimYLOurpNvWT1OhN3CI3kt4votARyOwoDu+wDTvBSXkCLpLMZll0uEJdWcjAdaIjiYevm/j5x7SDlolPL+aIEv1yUU8O5VbcxEq96g6TGo9p3FVYOrlkoqPkHbQK0xC0iZY5n5b8ZITEXODPpx/UhDHYwWvMpe8mnA4Jl9f/r7oG4I/XNQjyuxY1GA/IrM1D6LBUTON7SWD1ghnaE0qn289CKgXY+4jJrTNvylZQt8+s/aN0Ng1lOptjgElCtrkTz+3UrCupCcHNLJjTzGQHLvpcmtPvWlcqapd80IuRMuFggCkbqEAb3tXTINOf9QykmcSQ9sL4FENFS+jL0qOP3lEKwkWSlOlZSTB54oorSTUMWmZSxZweeXlvULW83+24yyVhByMPn3LMa3KnvInhmB5/VSY7FRxVkI3UqAKbV3IssQvaEAwXNFmZlkExLUlHnd+LcbsrspnncT2OyMa9whL5d1EixRxaTC6Mtp6dEsw0hm9UZtM5UhrtqrxyZkLm/i5MBIeyrrAmC0aSL+e0fFP7CqqySNNkPiaYWX8mV0RInwatwJ6gWcpVRl/VedZw3eJihQKbBgpFXzXnoHqPHGwZhiW1DtkcwT3ulPfDp+ahE86lTj2Ghs/M4WiKZc35aIplOwzBVMs0VqCaY+YSyDj/iZkygLWVsqBZdKC8nQHzgpw+r7NtgsOmNDoF5+UODpxueWdP8BKTvCLd4NNF7PB5epgiqXeq7kfr6nxetfmrmVT0f00YKS2ZRcPZDkxyEWEHScW2ee+tajbMVRJizHnSAyuaFQ59d21DiJn7iWDoJyXI+XqqJ8y4ARXTiMFR5wJhFZNLamSgmeGOfjLG9dnh63b4hpm/0d0jdSuR4ngYA80zis1cLSrrTbBr8lpUUwU8A1wXFzXXBjkuwaXpafrZ9xYfC/J4V7jr7xAA2eNJQVOaFKTd7EdvTDBl5normMEEtVfcW8DdayqtDTjDvQY8bQznwJXH9FSQvG4TLfkGRdaoBU4d6gzBOdrIw5QapttJNrF0KZhWDV29VlyrlSvAFdkwM8keZmZklBuJxes/mBE8DOvklckfSKX0FT1HHHhXFN/3Shg/nyx+D/HmfNSZxyZ7n8N/wW5OZ1n3sh7BuXDW6Ely/iqg6cGrmCYtQzHT7ruAFUxzgY02WaEhnTRZ6VU1OoSGyUPJt6/ts9Kj6vQoWVeodybxyYCbe7AMftq43uCjVrxLdpiZh+x4p7P49DkvakRmlJm+HKbp7pbEJmxt7phNHd0CarKrOlpjoC1/xlGmoMsIZBqE1Qhk5kjUNBfEXEPZdSC5ThnmvhMs9rsw1aub5YVhNIX/l7v71eCjciCMiu14cGwyXg4njS9sBydfPjY9T//408Pj7Z8fH/56/9PpV59/vvl0+/zT8z/r7v7m19tnxH+7uX/6+ceHX7/+9+uX/PwySWej5rfn3yznw+Pm86fbj1+ef/23m8e7mz/+cvv8l+cP+u3upy8v77m7//n28e7L178+E/Rwf//07N3D/efTL54eurm7/3KelN1382ZaXjbRp6c3/Xr75fZx89szLX/YzFzPe787Hvte/UP+6iKvnvve/GP+5uOVr/6+46N1QnZT51x3fPeubl5eOqe64837g3526ZyTP3RMynGStx87J+WHzcuf/gFu/+PNx7+st+fnm791HJm7zfccYpfA4Tu9bORgfAKrUZWjGkc1HfXe+EdmLH1tskf8Y9g+Z6op+GnIZcpPQ3rJnugNOZjuYfTFHOg/nuiMOWQu5EnnXFzIk662RFwmnecwwQRoLHMEoK6tAqaOiYmMRb8iYHVuJ7JUDWEl32Fv/EDLFnNvllQz+0PzcaIXc6900pTbF8UEqcvQ1lkMA8vWMdlKunWWlHVNCYXCmgIKhty/2se6tqHjdhKP04GG41oEvbIU/WyNeSWHXj3u6Qc9FVSJ+6rqpafEvD21Dlkx+KybiRliMylXET1zGw/CUnQAlvF2wGYJgF+j8Yos0cT1kCpDGoe0zZBLsFrEejq+zrASI14PaTKk9xD8msXFQxjIR6cEAPw4fggvOwXfIi9mV9EjspjjP/OIOMoZ0JyN+iMH4swoUM7be4KLq3HW439SWMHMKsIN5l4ZmyGvPdMtZyp7S+aamcVVsSiHiZNgUd4S90B8Ps0VpAKQfsaFjpGZ3q59GEM2yHu6dNejzvMM0WXAs54DM52se55VcyO+kdgN67wPlT1IbImezxM3k2Gv9KCIXR15ptLWlE1712nH3TRpV1OFeRb0pOzKZJoG95q0y/wSBtfSDBMqzybNwyykAZd1zJCNYSSwhm0J2wYJNjtGYKtidrQ1iDOWiKnJ0eZuONPIQWjNK93rFlXbR2ghCY9aTVnK8oZMVRLYiYX1psCAR3wmC0sBK5tmBjwHTDa4dhQKYaUcymRqxi3sKkmNe+bRkaL1QeYazVRSZGICsRbSaXqgc24lx3+wnHw0BSxjmkqmybMLfMcv1ZHygA4qYgSWyrAJ5ChsjBkCmpYXKHNl8nzIN9S6Tb0RzY2utmZpHrURRukMd61tT/aGkG3UCJJtap20uUlHmFCFg43SAbkj8lszcGrDpumkHK/mZuO6hR2MfeUK4TYQN1r5ocu4cJeSe5exjaqHiqkcM6m3hKXpFreL49GSwxpqQxHx1tXbdgpJ1cye3sHm1jWj4JqgxxXgKgS2sO6WOZplueDrUOqNkycVuSnBxsvC2TbIRt4nyO/LRnHrJKdyqSptmutpr2KZzAST/htT2mja6/Xk36d9I0iwu9OUsbqUgxKiyT+YaG1EqrMct9h7K9usdvTr+8f3hOumRxHkGuqZLqs9/a4VXw0G7cPpkAGbyj5DtpG8ykPO8LVkv7PhgKsvj6m+w0K9I/W8uuc2MSmOwrbHOXGlm5aUR4ZMXFNK04Ga83vMLP1q5BML+iqrFB0+g685fsuJF1XzaPpEszbqaXGSmafldn4msi08Pijv6dasMz8DX/e0AS8MBKfEG4X4aLVTEG98ATrzKLl/X02f709SO4+mRQV9K0djtrHIOwdfqDuZc8L01jFuO9obeckfXcGLUd7oQNsblcOwdck4i6br+ZnAebge1DDoPPtJehLZmt5DemmPNJyZpJOCk2xddoO8A9kGOTulXe7MFpnB7z2NFKZR7zNPBc/ORbwzkj0zm0AwubxGmNxhs2hCebWnufI1iz1TZE7mZk5B1gwDAxtiCqAEOei0mHg+GFKzqgtTH2dcQAwAGIVzi5zeEk3pYe6m1qup6bvQy6kzV5+BVYOFzngT76CCm3EVt65eZGBM0q7q8PSyimJu6tDOgibQYsjWiNZoFEI7+7tm2cYvRsWnpJ3CTMtqc4mDm3OAmwkf6yfhLstQG87oe2rDXQGbBbeK9iCh1yy9N8KZjkbHNKYj7SqPP+y2MxfROIvd3MKl7og0jHlUZIE1fclNWaL2Je8pl9M5N/ffMMRXKEO1PrFkDkt3fYVp1W0m3DQK1wmPbTnjnDFlVVrQZdqxC2weqTE3LFcQjDiNwpK9a5jaWrm3XFd0uvYaO+8bPbtlIkVv7zCHtKtG1Zi5ybG5wltj+k84zUjJptoZ62JG75wkDmDU7MnwtiE7LQU1uUXmwlfTTYrgiMCmgVBJplrMakta00GXuseeeqOfYMXHlxCQ5wJbtdIFI+rmsfVYqpmk1gs4eSbnnh86+2JyjdOHug/9fEotN855ULdBcWT1gWSTHk2amMCmITTn3IQGgHmmWm8cbMl+FVg6lJkWZ3xr77hrNrVoX//y8eGXh8enNz//9/eXf6jtT7//bw1wabuhdVwLjywqB42uGerdWupNnT8tuibbN4pOHhiNTiFyfkwzT4xGDZhO1kYWpLXRQv7T89m12cZUU+82sFuCO5nv8fbzl4fH25SnplcZoOrjJbnCnMySlzWVvKwpvQpwMpo2AyeTyDRjuU9M2E6tWAue0GzaBynNqVtIpJoxpyYmyeulfOshbTNkYJEnwBpzilM9SrBEp9Q9MlGIW9hx43n9TDDbDj+hOcucN6Wu5gbEicnkxmw25Zg5vvGI0fnoKK8KLsiZLeeQmXY3GeNZkWcgJ6utl8cVYJr4es9sh3kahmBT/iqavemBRnsmrac29XopMgMWOtFpLarpyWvqfWm4CqxRQrIVpqlB7WdmsJkuipk6YWbmzNzSBpw7ylQ3UZR1gOfppBbclDaR8rFyVIPM7WyQNd09xETpEStgMw6bmdmfuTsV1hSQaXCKdC5bzDDN9DT44k6aUevEiR1Oi3SlvkpnlhM5MyaWVp6q/cpVpdzQrDYt/0yzvkz5p0m/MhWgJv1Ky4zjs0FLm02ymymzLdqYy/jt05Cy8dvLeWhKm815OI/mLWpds5tq47dXmg1sWHs0a6yAiQNuqo10NjGpVDwbp72RkobDjJg0AblUQrvba/ONJRqX2dDx1bUzTXNzae5M29ySPUoz9WsiCyx9Q4C9opZc7SjtVuBgTRZnioxoWJcMY0DMcXh8SBma6QsB2TSWnSTL/OaziYB2bCzTD8NGurdMNu4vXzdgeDkE0xwYelRNB6bXy0pXSU5ISmFd0jE7GBZTgEtRudADYXLLTp/YdMjFs6Enr22WEKNJLDMsfMzsQyMkj6ZBgdF7THcE0WUPcVMGk1pmVB8qtK7ViMkPThUgY6IaTUQX3CgDw8imsp3tKDDh+xj2v0/fngQzA4zR/tWu5z+zXQ9dLe/YseeNQdy1b+UFNe3mb+73lMmdmHSizWomUxQdL6uWYeuCStx4r8YgZzNpUyP9zPbaqcVcm6bsQ9972pQnm1vflIeeI4XNJJImHSisOheU1HmITiESc6vZ8olln6ykCCKToa+CaGEeiQqiJUuuNfqoRYYssODkpKvwAc7CCCBjo8Zi393Fy1OVlv1MM2Bhnm2eOM5KI00cMvJ32gMZWUPDsCr29cINkz3O5IcE1vTioLm3/jiJlUZTnV5qTXHVjH1iWpzobLtQf2afmEQDsa8XujLAYQY5c+IsjGs0+q4WkZimXnuhip62QFmMg58ODWOWmeCG4bY07RReO8mfNyKlqJbeYV/zNM6Ne3bo0DTy2RA8FpJmLh6SDkzgTKPCaaKFoZZHRzN+Wa1uovkbN0pq9OBUhaUTpVKSNRO1y0R3y3dVM1uaSbbN7OrMa9Zc+pCCCzJjOg45c1w1I8mYOOcoZ2ZNk9Vu4Vnd6PxvJiZtTg8KE5No8pLB0p9WMwnNmlajl8tNLAHK7+QyJ6YJSysyOVwTeqbM6teEnsk0+qYMm0z6lNESwnWeqJzMtj0ztEE2epv0FuwYWW/eFlXM9MDO5jkB5Pm4UCcxCS3GijKpREtHrgXUX5ds0VORPDF7fEkr3EwLW7GuJsZZ1MAyORdbG2vc1TCviHk5rMI8NOO1MplRxhfqoiguMyoEN8lJLrOgA1lhM6stixmZrpcmtcAQnCXBza5S0E14lgRnZ/sa8HypTcxKs8HyTA6X+8fkCpd7SHAGzLZM3umve4+McelhX1IXkM4CNQEwvAl4MG0oRzZJkCbsYTjfeb4M/hjZGc05t48GeRy1Zp8Zah14KmE428YvZfCpiTj81JQz9Jt7C8xqm1CtS+eOWU2QTXjaZDcbwW6QrxFyfUeaJr2IkEuXvCcBVF28xgvpemUPk2xuEDABzRQ5dkKaQGoPixmazf1B4zmY6nd1Xbo7JGl+hYCZbZCtib4xb+UZgltAdwUJld1UjKTZHjLDJnDL5e1q4J8GbznJRoiYi8J7wFMljS5XvRTDBIgEllZz5nvL87hNOMyk9RA5zieirW6musTUDvZ7npl6oqSaDsiKOcbMJl89xzSnocDuE0xkXNBONq2jaCaje2Sanr/FNdmuk6T26AkIzLTchGmfhlhm2NIodwmneT1ClnbZCy7IdYhm5lxinplCRczx6ouS81UBM4/a7BqZMHVUZpLVpXhFwuVke6+kUy1CwzHWFYLDdCAx+RiuQNHmXCZLrXnrRGZMhlxtkGPZZSZ8r8gCu1fMIcCuZivANNfqGVLjWn5DqvEnmnk2/kTD26k/UWVInuujFrKDTd2opizBuHEN2eZ8cnOe4gO8Z85NuZ5pNhOXCfKsqCYHU5SeqhYiozHxlSxGsdQrUlzZmEn9NHVjWUdFV7WmKUFUa225HtY5U+ZTJjNkf1O/V0+1nuZDXTfnhs867JjOKskUP1twUyqoZNMr0OHl7Jpz44N5N+/b1d6/LO+YxL9zw4i1VHn+TeoLYZDXOGJMZjcnmxItBafhasBxnxfNqnFHDA1X4/YyVxw6sse9QEJzKknV29Yx1df0wbkcqVC2SqoldQOZ89FdDgehhd17xUGldy0Y5HznjsZmrMSCxKC4JMHXLOrFdcR1AHn5qZlQU2ujOVa0jA3PdoArss4pYDtc4kn5qTl/AGsCAH3IVxw+ZrY7yDbaDsDfyk04bGpaRWQu03K6s9NpwFD0VcaK+0sb7UCDlWm1d+mOGQtOa79OcXbI71xssj4Uexe0KHG5JWSIK6AsUxwAi03CZCmop4CNMXMbyGS4GiYaZlyqSY5gu2uMh//b8xEqafMF3eX07VLijIfuClt+C+s8oWZNtTVxqjCYOw2N0kAmtuCjUongfgd15Khb8Hc+adZe1M75dY5X4yJSl6/xD6H18rBDriuQkdff5T4xE8Ww4B08tf7Et1qvA+poDdnW6KJVeDZvhAYXVFpublXgNPXKqMBGv0/BXf+3BBkEk5W28/xPTHpb37Lw8pv49k7jBdOL3owLTLytxfi/4guwtWNocrmc9mXVWwlaiKZXGBstSm/5MAqxtsdPlTdzl7C7ksD25ldwdytix5UIWU6pu49AAoLuHr0wcdlcQukvvTCRMT39rrp0Q61ac+u42tPmnjEVY1kQFLA61dQfce+FudFlu3vf2Z8pd50hdfGXu/vNaMiWfTD6oO/ezp+OhgqiiVfpxxzC18to5HWFX9/UuJfRi7w7+u7+j16G5yRezv+05t0TVjezG0Rgy5GseuXp7xeUyhrrPSKtWq59mJo7dWm2VPVgpYzrGMlKGdsykgdw3q3y+kiQUb3GI1HGWWUSdMx9Jlqsk4aY371vuEqTQ5w9UbdkamcfLQI7qLFSt9TFTZQmWp8HY5qZHizGTDE9WLJ1beYeaFPIynVVshvXNaa8mZQ+IbtR29LmQo2qVtxfqIm0OnVlCkiViJOpU05IVTrZ4qexQZe7/9Hcr5F1JzOlwqY7WZN5dtdemstk00s3DXsZ8K47PydGNtO+cBO9hetpPW3pru0lSmaysU1evSvtBCzIZuQvv/TTNShzdaXYXsLq2ihdROc/0VY+9SNxWhtOK+PK1Mxzc1SZJsTmtEpLhph+h6g2LbnKDDjTzSbvRWwuHTPVM98QX8BNSYfqg2baVSXM5lwbfZgEBm1oo6UkiwZArmL1oKGm2jRpzxjWwVdTgEXZiY7hJhKQFpqapvSmM+uV4KN715KN7ctLJsBHadGb2jKTwiq1jAEoZjrVZssq7CEn9QDYcTHVISNNYZARE1e0v3XFMkq2Vq4ozTlsjtnVMAbImVAGtR0S2cAqb6XlX8rPHbBOHLtTMBUgYC9TbWcEiCP7Cg5zKgAPBfUkmy5nJqaXnEWOt4ncQ7lpdJZSvmg+AN3Ypqec7q1FHeiZPLFk5zRTnjiaIUM7j+Onf/zp4fH2z48Pf73/6fSrzz/ffLp98Z79/s+6u7/59fYZ69+fRuz+7eb++Qt+fv7l8awq//bylWfRcfP50+3HL8+//tvN493NH3+5ff7L5y+PD3+5/e3upy8v77m7//n28e7L178+0/Fwf//07N3D/efTL54eurm7/3LWHXbfnXwKr7/Yvcz0p6e3/Xr75fZFo35ZszMxf9hMmn/3Ud79aoBk7/4hf/fudPfn62/mvnf/mL/7qN/90j0qfff3Hd990DnZd85Jz4cXefmu88P/0PHlh0lnvPPlP2xe/vQPsOYfbz7+RTaS/kr32jP/bxzg//Fw97S1dr//53fg5+Er7PWmedpu581zkguZrt02U9CaPAfJdd7KJ6/yWQatj6rXyMGr8GIH5tOQthniBJVMzpvJXqM//+bksLEBiHnR8UdB2o4/N7nsHL/X8fo9Wyku1ODrzjdOdpKzzRdWYq4dis8IqcCanC9Z9lS8eREjUsykHi6TgmNVOPYSI1agKM2I+a+eKK9k6wZcKesnL+F2/62s/r6aY70LtZwdgSfUPVDL2SN3RhbYTOYYijUGvR5yIQa9HnKKQesm60CeSfZCsjXFYjVkFe5PwAV575BB9kGRBfaQweoligdyVzOw51EnB4IgHzPkukXWjMpaMM+ar6NXW9eYpXdY3tdvOKfPELMKpmr/IeaqdHidQqk5FTq9C7bRqgp+XdUd7qTVrUuXCvhX9e2XWjSsCtHPVUQJsJiXCymmyjCRpSq20SRMda0gLtvjNxUNq8yadYH+XmdThRLXcRqXS+sVKFuOOachxRKpGPmfwh6MONRlFNiGRSzU/ErN+OdIZJ4/hoc0p1E3a3LmFcUU6VANIA88kzgaH3gsg4PkJ7IK/gl7JQYlT3GXVvEy6jFHpoolvjpB0vWUDAkjiuL0zIm7lmzUIAI1h87IoRBWTraJmKVD/K0HvZpRIWzpUBULT1WtLzx9fvd2FXrXWmDlFF7Q2JCpCPn0Liq42CznPvyX4vTCtIuIQPUWLjy71Ukadz5uPLX1Fhedyv0OzANhEEq+xo2y10QXqr37StiDwia808TO2FPOt4PCZpghIM+WfcE2mbhN1qMu5D3sS8JME9WIPaX9RImEe5caRFLST1v2KAgWd/+yJxsfiZmpoI06xILlhSxceKquR8Eb/lar/KDumCU8VprOJfmnSXPGVcwloGiOBcMRzDNTwE87TOesqSt1BBacI8f2xLNsdbPKCZOH2ZJZiFMzkpC7hc6PhbO9ar/fj0/jzeEfiU/zeN6ZDZvgr595xTflq7raewMuC15TZOEzIyFJ9pw09zvXAHbmS89aZHkgJpJot5iTemI7mGyiD0Sz0VZ1b+s0T9USM0NZTz+D3DjPk1ExZKrj26YaGXsStUZV/4lb2rjYJj0PrhXJr/d4nW8zTDhHPA64K4GuM6M0nd7SfZ4rrNkneyIbTWJIhzGC6aQUnbcKYKmu6Q5N1bXJaE+mHlhVp6SQf58p4dqTYU8LQ3uLAHMaxZyAicAXvWd7ekBmunz2mRNcuzHvaUPOPPf29DehDXRSSyGwSrACaschnvL77JRzLGUEsBoBB5A6ETlhZvpAHLJuIx7uE/0S+zgF2iBr5rX6e/SgM27ZuBhJc65VRFKPO+w4ydRj8nkWbWIvOb9qe+x1erUfchZLmejp39NbazTlPb0wek/SPkYuqSE9SbatCqr1K85iOSFY5SPdXGZ592Z5O9T0q82spmbWPlMIq7GXTUSO9rKRhJUm8z5zgQOc82rcBFDORt0EqwvpzsgCq93/tSRF5X5cjJIfNwCcSKdiarQm86052CmH1ZN9GJayAbBUfwGb+kIMMytszWHrKKzKBp1hxdTpVcDEx2+IZEjZKE40W11MAykm+SQf1GNLcXEQX3SjrDiEvnezYw+s72iMpB/YjrQx1HvIeroY/KNKDMaQXClbBXheykY/xZHKcqNdcDR+a+oXR/XzEV9mXt3lwuEo0BQOT0oWKznsoIDkMK2UZEzpELrhqonuHHgUmlOemnK9Qk0XT8WBGeuioR/YBkOM3EOWKb/nTFOWMAvpQFFC798hkyT0XB9FY6ZPwTA0nSQ5P5u9zPoA5S/ancpemZreI8JUfLHTrYqu9CZqwpK3ONWGvTjVKYd1gRsOWzrWOa62pgV4YMkNY24HtnhhstkhbfLCUIKqIoV+R7XLCgNC+zhQrGqmZiMlSm0ZUmoL95Hx4RSeycaHY9KvUh+Ow9e0HdW9TMKQql9p2g5PY2MzmTwAR7axRVOy64d4kamHGM9koR6SOifdhDNb3S04xbZb8Exua9qbiWVrntaekc7TkF7jX9OWnIWsPgdjHqufI82WVdiSYCbJm/tNzPVqJ8O29mXJqJhMjE0dY1RcF3XGmehe7IyTyZvV+ycuMRPUU6/YnCk0lULfRK6rCWcyXlFNLoDmuV27hPO2TicrC9iOLrpbpGJhecNoJutH9Q3bCNaLjeFJ2A5Fem1WbDL8wPZjQir4bFJrwgfUW7t9QDbs4OiRihMtfgqo0KHxR83HQZrNA1dTsQRUrDT6l9Ea9JIHyshoR3Y3Ffy0eJuP0zK0IiFvhBtEGuxF8yVDI4kwuos69mm4HLvts0GhlAytAf+NyTUVmO3yx199srzlg7b1YCJi5+uHvq1mLhU0eCAYndTA5aNDWq5fNWz90a0TLXN10js8TxHHis7TqzNg5KTTUFmoBWH0h6C89nKx4uadcUnrugTxRbfa6POShM0lVbNS5vwYj5bXg+2T1084+MLXT0OfjpnJXj+PTo5KzvD16xBv3+QMff3E3ZG83p3sIUI+oYIASZUhJBMqr0f6cPb6hJlla+8GXz8nzCyvr6Ovr4P8MyfbRUXDdvQUsz7nXh9Q0TDy+olzn7ye3J8QQO5PEOah1y+DBKgkTOaHzJO8nsyTIExDr89nU0XD0Ovz2ZTX85xLEHJ+FgQedTGCEScxwszzIkGoQ6/Pd4xsAC5CbDoaZUMfEAQuQoLARUgQuA0ShGno9dSBk9dT5YgRjGCMEYzWkSDUodeTi5LXJxMqr6fKkbw+n1CVFEOvz1laxcTQ63N+Vhkx8vq5DDKPUTnCQoPuWAFem2bmMbO0mZxAZmE0kxbIEFd8/4vJbdILZ0yGUWOWp6autTBWocmBTeIja+FxDiIgsYdh6gR2IbWslWzMDHAEMzrf0iyMPZea0URTvdhMVhPDJTmrMS/+NVEpqA1qpibXgKdVz4wVNdZcNGn/0BhB1sKkHJl5N0ijM3PuKkYFuY6uts62xG4bw2KOyWPYDJMZIG6FDXunhdd7RTa8rcsrsMyqypdXCZ4IK7m3zaT8MnsugWX2HIV2zswM88KavdrfB9NlSqvPRDBPJuufRUKTVmlqDV94Bk2UyhOloim3A6ykOUyZPJ60VtIUzlMwTBqpN8IwLRE1kpiplxPblzThH63DhRaT1eGeHzjnARpdw5SBMeOzZakRs9kz2gbbgHO3OvAsR9/UPnO1U+TJCEa1Lg2HU1T0cHg3frKrCc5dnSOz6DCnnPlTuuCTyuZFYQUzBpRCjGbaGZjuPNrOQPdz0s6gazNXxeQMV4V9p5NAOgMnd0IaLVkTsbpU1Mo+XR3WkCCr9sIKO5zkKhIzJgUmCtfJMNobkn2r2qa649qVK7BTS5gD7LrKaYbohClcN567kBibwIrqV0ybKHPjsTLMDrNYa8iqPE8q83GrLJ7rC8jcTMTB095jUrJhKpKMEas59enezJROLZpoprWD7pC4OsWcm+xZ0pj920xHC5VwmaJkSmMmdRYw+3cy9jpdI1NWK6pVfUY/1BrGyVjqw7B6BbDpECPJnE2bORn9KK2a5zHmFGIlWJVw4ecpTKifdG2NZkKJP1EbNa2PpmwDq706qdVIL9TEQ1s9X1M2z+BnU3NlrA5u42raw4SbqdIjMdmdrOCzMVwl13pOZ5tiZDbg2jSsCs2uY1hIszQAWuQ0NFO9sBSnml5haXK06fXkllrA8zbbaesa1+FbWyFrvYKm0mtdTHwsafkz3QZ6CAOwKmA2vaYvgsk9Nx0ZlKW0F0SochThpz2dXMX053FFGSwHyWguXFht5FhYWmZ6pxV6FZe48olF2DPbiZtCnJmUDzWWUhcN7Wbjj+L5wLrvSd1sIJlqj+ml1RMrYF+Vmjk1VavlhiKTFREdFJVp7/YiplARnbawcKWwjqTI2VBwF4XCUo8vC/cVDyY0paaWJ4bLu2RSSkVQ2rw8b65VaGOqnCo87hNRZQ4g3bCEXVROEXbJFhMqjmnXTk4yKk6hezxV61RiiDVP+TiJMc8YxBSqGGolqPvA+MupyxEzc5VIvZfR1XeA1Z26A+Zb0q0/jF8A9v/+en9/d//nD7wFbD7z3W/no+TlN9/+FjC92ansOm/T6rgFTOrL+t77Q/7e06UPr794Na/e4wawvbx77nz39/m7d3pJV++laB3fLZ/duYYdH33YHgK9q7h58wdz85fuoMevjP76QG9HcqahDOZ0aoMWGV83g7NEM/2YQ/zy7fYIC1/45jEy0/H6/mDw/sqR2s0iv9hrLDVxKNc5+ZjD2MtlsF6miZRH+ZjtqfvGS6EnqTKLmXBCQlmNS3gkuTCamInltvGayjWDSd2M5CFmoxtEhYbN49qNXTyPTOcuyQNDr2feX/LATskdKpcr25OqxHPLUrn447ABtneRbAdDLlTNz9Hx+jFDX1KH3hx+ybZodXvxSTaBwTdDlm3lhw7WN8fCqexGKHQXEcZv57fHD1A8xaMH5rFgy+JGYHlgbDRfHysbDIHils5oy1oRMZhXPvxAIuP4SfHepdSK6lXNaP2ecMKScuKw3KVqW8G4OCYR1syRT1YCD+D0Cyk/xs+O1Uhm2s0ULSE4BO7KtOYuXgnNrx/aUmCwOd7zRrVLC2z4QKwmb0ePvTvRBXdjozE5gS1A/Sh7PWye7AFeEBt9D0ykaCpFF5y1N17G1HOg4UuBB/ZDojJj/HJ58FbgTVH7HmTUal88qWEfGcw9H3wzzpwptk/AlVPABcLw8WkG3WWODzNyQXz+4/ifkjMmZZVQw6caGR+AhU0rYiNaZreqz1VGY7pKwkVb9bokiqQc9vH5SrWzJJMjrs6Yk7i9gg3QwNGx9KEbKmajJvMYNvVCkl5yWtHfFnOBc0d0f3rm5aJCnqgy1DW2ZVdv9NRk709rcY/BRPK8TVydPD4jTsDrIy2vsqQzEYVynsSCFpJsijUFnGyJ2KPCOSYnW/w5hQubPCAVqYHzZFjKf2ueL9iyIR9AhU0szkYPAPq/v3XXDsYcjJWajN9+fyQRNiMj2TF3j0Q1eMBdY+ERvDmxpeaBSWOnoPgYw5eMGMDByJQ3ernvw3iI+Ye7L1+eQ8w/PvyqQeaXr/oN0/XtI8wSrH3+6R2iy+LF2H13PHSGrjtCzFXj4r1h4I5Q7eGAl/e9+/v03fLe14bS6Wx3fHXV4PVLk/Z8tnui7hrRfw3Dv3+cuTf1SWVE3C4QxmGgtu7kvaFZBHGsRXDqRJbR0VBncW1TcQIDUvkhoAEWSazP1W1gL5b8NIO1OFN10ZHZh/qkiYUyXhLm4sEH+eyxL4n5oOKMQzVGuLZgjRiNPW2iwUJHqE2Lq3qECIZAYyLKhwEeZWhjZHD2JRgfDh4js3Z/NnvHJG8e3OdDcwL1cUyIdI/MXjtI43a241ak3EbZ+O0evVJ0xx5mrmrsZhy3qN75cz5c089IZdLAtAfRdxkZyjlkKAWDEdWPTxoRovFJwy8JCCyDBk9a9BuZbduR0bTj9Ep0AtYexykm28GxTkB/EMoE1B8k39I9nTy1Y+EEN3QJozb9KXHHywNHso6SiYW0TJZNElnjbXAMFkG4YZDbOD54OdS45LPJbEn3/oEvGWNjeDVLEIiDGCnbUu2IaagYxCcIc75ilyiEbeSl5+BYrSmMV8YREvNAzG7Mx0jED137yQNb/Ql1KzqaAd2h0Yn9y8h1sgB0SyaxQSaSJhTnbb1D/macN4lYuOB9+AAjz4lRZiL4CZfr6EEWD1jE8PeA7I2yA8zgZKch9WB0GoOIntmXyflIzk7mnYwTfc/UP3TWzwi/W9NU3pbVEB8GpDlx8WgSaBIMpAkdRetk9mPrT0e/n9DF0R2O5gbst4gSQaOj+4OiUxwURSQ9nmk+ENlE7IE94raiSZWdYMeh0QeZ0kHjJVrcwihcrJsUJAZkJw8ZObFmebYlQpAPjH1PoixxQhMBxc0Yewa4AgP+1exjnDIZb+Ax4WBUnQGHL7gpOJO+/mE1sgQ6Pbd/GZLMJXaea+5Ysn/VCOt/caKNTEOj6TtIZKjMd6B3Uf+LTUe1kINVZ8FKdE5QN0hzhfSBfkkclqowjy5eG1i43QuTVB4YY2bIWZq0q6dLKrqlURxx2bv1/ppoaHqE44EBPa8xXBaFT+mw6Kcyy5sZKvcy2VVRMsyYL1LkQzB9QmJc+fJhPBzBIrXgW+SzYw6UJORkMAMdcWBbPzsWyHToJqea7OTETMKGiG8AvmKZ8iso5Pupl8eyTsVLxAbmYsNBTSo2DP/7yn8mlP5zJHqcGrDdWNEuEaZPkgKYej80N6PjQzEp0ZRENlHpShzR1IqDDUIzJnu9RMEStjSvjz598N0664n6v/30xEMkg0doTL0WQ9wlsxJ9yXZkYimAT7KTYzu4e2RieKcJfYlp2R+eN4NH1IKAYia7xYOHJp6fPTo+MrddVVL08mngzWDzgdlO7+bFZ4+NjxwL5ubfRCPBLIYHgLlYOEkaHBpNWjP1lydG/ACj34kZxiB18kn7odfzlEkIkCyCyFra9Q8tI9+A0dE3jBzp+sXxi8mJsV1qFjJaGqUyPqHN66OaGH599vqRTY3R3UMTWQQDKRs/9vIB4Y/BWRr14AHarTIwPyP5ksPAm8e+meO7PyNLWu9+LXuujQxO0tvjDMU3m//ucBMPA7p3nx85XSPy/HNwl8VpSOOQthlyCdZcVWIaePO2nsI+putRrZfsPny2tC6rawtP3cuJn12XV2sHeE55HSWb7XnPx/sZmdd5rEc1jmo66k34az9Z1Qm92Lo9B+clBK9+nlXHeMNwoJyNiXESk+G2yOwmrk3yD4bRt6BZ62lzmZOB5ZWQBpkt4+POeVfILnWIpTvozCSrS0zyHTwZVjL3w2Q7eB3lvtyf3ty3NPEGosLb1Zjhk1/2ZC5QKbK0rz24/t7k7139+IsCKrWKpnQqWkYhZhiAnF5gcm6HJ1Y74fNcOg1pHNI2Qy7yk2DyfpRT7PryhTR6c1d6Ic06PeXSJJtLFnSSZ1KbHUQdu6ey6b/ZPetR3btHwfUmDYWV6xWKAoa3aJ1W5XwbJQQF7xsyt2cU3iYxZ8cewHlJWuEZMM9KMFZYGnjhAgKBXQRT7r4x1wydhjQdchETzDwb9WL/IZ3n/YfBSeblLDOv7Si85XOmelF4y+ecqxfcTzMVOyMueV2KuQ8PKWu8qk2J3yKf/l7l7xfuhpvjm+t5MdxcFZAsXRWTLF1DWGqvZjMB1tw3rbDZJa6NUvq0QV9haaW9tmc431ZGgkMrrVHHwTyTpWZzkTlZas5sFRCsLKXUKkspqTFLZWjmdiNu3cZTf0ZzzeSiwdlcNOj0DTfJVDkyLXp25zDkhrkMj1xtrjpCYUrHlppmbikapBPvtWo0SJHo2XPFJC8fMsJk4j1xRp4gr7YHn/fEmU2m+qbZYbG+2WaFTeWJuaPHiJT86kVzVi0guGfBDcN3LHiH4umuFaXi6a4VzRTPtRv3Fd/cWnsk/dSPzCVf6cVm1Zitxmw2Zqsxm43Zmjq+iN94l5zBX4+6jN804H2FI0KaI+fXpmFFzQXv5sqrZhwB9CylN1gfOaGqdhpsrqbDTldT7qFqso9Pf6/y9yZ/b5u/X792pihl3CVqrvozLtFm3GQ8gXCNew9+l0u2dblkWWaT3xeqF/+56wbl+DE3lZbw+DFsW1QIyxVmRcWvOoBHBT8AeczqHYPmmI0vR28mvkLDrNHFUsxhSy8LKtm/ZS+9Lzf3P/n72s7tP1+76ZWzcPun39f2/NN/4bvadtp7srfZ3Y/5u4+H6179ffrqqyZj/Ivf7TK1P958/Muavy8dGpLur114saOxoVcBwPPVsLqf14MaBiGUeAFcrmhd7bsL9z6uR/h7H9G6F1dcnt4QwK4GXUZeDeoF33O2BZl3elaB5Z2e9Y2YRyFVAI/jdDotkrOsARYzx4UWWQ4uLojV1XDr+3dlgavx2FIBSVn6lGt/eTedvu/yXirkrRyZnF0Zh1dwd+fxtEVGz51swgt9HibGZDIANKKGtCrONmg2bCZqOzVdYyxo12raKQhG60ZWDhMlc8EShyrmDEoFkDLrYGQ0MDMPg2DSlpBV3cnUAjFfVFC62oinRTVZPFxXQQ5DPDvCiv23o9DYYYrJSjV01coZaLasnIFGXMgZSFFxWY1++kE1C9WkN5r21x8+Pvzy8PiE9/zf3yE/1Pan3/+3hu1uvBsy/nE7QcL1vPVbttl+bJvxtBRAk2Ai+/qfval5VmTCiycFj0g6TB3yqNhczCYD9AKi14Muis+it6ZQK8mILruM5LIbIxiYW8Bjx/pS/9rw1GWr+Nkg9bu11OWn4ybMvzZfnwzfsxmr8vrStkb2aLyts41WKOI13ceESMK1MPl6kLb0VcuJRv17F4FKYGK3RTNqER3zY1TSopNjTPJuIC+xpzdosUdGmrG+zS/DSw7+5ZkZ88yUb+iZ0bsZ3s0z891uL68une/uuuSgXTXZPTPSrv3sjjnZH6/67G/lVsItrLlbiTq8cSsVnH7GrZSBaxhnx3N+C9uoxmsoR693JcFwKxG24bQ3yLTROsA7vC2cbeNv4Wz/13aoUZ8000590kw79cl02g8p8iGFPQxidnrWTIzUONdMjDR1rtE6d/j0rzl8Ogd68EG/2d8mwGj2uAkwpvPftdFL104vV2x1Q7+RrIZ+I1qdfzOVrTUHV/+mQTb+zRRZvYzMbIJzk2lN/72dm0XMhx7X5hb1X37NlycE8z/LrwleEljNphbM4NbpN7n5Pt/87fymwDNw2HzAP985eMi453+cf9A46v5nuQg5wyv5ejlMuh500ZWBC6f/5SK87CLcteXmv7qLcDsx8A9u5yRxDgrT/csz+C09g4+3n788HUBXMuLXPgT/8XB3/zT09//8PvL5LJNRH28+fX3f0//7MW9maXbLGzfWIWSYoc8AiDB3XOoaLnuFhNl3yHFVnLMVv3hfdBmaPt2nnLyTiXJ56qgvJpXCOA21/o8GL+dQDwaYHkM76OJ8SmrbsMLPck4qUW+TfJK5KpJPpNAOYs+050iIFFFbt4CSJcv4upqqmV+IJjqYlIdJ/RAyC0h830DM609f3cL/Hw=='; -f['bootstrap.xml'] = 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-f['aws3d.xml'] = 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-f['signs/tech.xml'] = 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'; -f['signs/science.xml'] = 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'; -f['signs/travel.xml'] = 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'; -f['signs/transportation.xml'] = 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'; -f['signs/sports.xml'] = 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'; -f['signs/food.xml'] = 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'; -f['signs/animals.xml'] = 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'; -f['signs/healthcare.xml'] = 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'; -f['signs/safety.xml'] = 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'; -f['signs/people.xml'] = 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'; 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Editor.undoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTIuNSA4Yy0yLjY1IDAtNS4wNS45OS02LjkgMi42TDIgN3Y5aDlsLTMuNjItMy42MmMxLjM5LTEuMTYgMy4xNi0xLjg4IDUuMTItMS44OCAzLjU0IDAgNi41NSAyLjMxIDcuNiA1LjVsMi4zNy0uNzhDMjEuMDggMTEuMDMgMTcuMTUgOCAxMi41IDh6Ii8+PC9zdmc+";Editor.redoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTguNCAxMC42QzE2LjU1IDguOTkgMTQuMTUgOCAxMS41IDhjLTQuNjUgMC04LjU4IDMuMDMtOS45NiA3LjIyTDMuOSAxNmMxLjA1LTMuMTkgNC4wNS01LjUgNy42LTUuNSAxLjk1IDAgMy43My43MiA1LjEyIDEuODhMMTMgMTZoOVY3bC0zLjYgMy42eiIvPjwvc3ZnPg=="; Editor.outlineImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPjxwYXRoIGQ9Ik0yMC41IDNsLS4xNi4wM0wxNSA1LjEgOSAzIDMuMzYgNC45Yy0uMjEuMDctLjM2LjI1LS4zNi40OFYyMC41YzAgLjI4LjIyLjUuNS41bC4xNi0uMDNMOSAxOC45bDYgMi4xIDUuNjQtMS45Yy4yMS0uMDcuMzYtLjI1LjM2LS40OFYzLjVjMC0uMjgtLjIyLS41LS41LS41ek0xNSAxOWwtNi0yLjExVjVsNiAyLjExVjE5eiIvPjwvc3ZnPg=="; -Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4="; +Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4=";Editor.helpImage=Editor.lightHelpImage;Editor.checkmarkImage=Editor.lightCheckmarkImage; Editor.roughFillStyles=[{val:"auto",dispName:"Auto"},{val:"hachure",dispName:"Hachure"},{val:"solid",dispName:"Solid"},{val:"zigzag",dispName:"ZigZag"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}]; Editor.fillStyles=[{val:"auto",dispName:"Auto"},{val:"hatch",dispName:"Hatch"},{val:"solid",dispName:"Solid"},{val:"dots",dispName:"Dots"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}];Editor.themes=null;Editor.ctrlKey=mxClient.IS_MAC?"Cmd":"Ctrl";Editor.hintOffset=20;Editor.shapePickerHoverDelay=300;Editor.fitWindowBorders=null;Editor.popupsAllowed=null!=window.urlParams?"1"!=urlParams.noDevice:!0;Editor.simpleLabels=!1; -Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isPngDataUrl=function(b){return null!=b&&"data:image/png;"==b.substring(0,15)};Editor.isPngData=function(b){return 8<b.length&&137==b.charCodeAt(0)&&80==b.charCodeAt(1)&&78==b.charCodeAt(2)&&71==b.charCodeAt(3)&&13==b.charCodeAt(4)&&10==b.charCodeAt(5)&&26==b.charCodeAt(6)&&10==b.charCodeAt(7)}; -Editor.extractGraphModelFromPng=function(b){var e=null;try{var k=b.substring(b.indexOf(",")+1),n=window.atob&&!mxClient.IS_SF?atob(k):Base64.decode(k,!0);EditorUi.parsePng(n,mxUtils.bind(this,function(D,t,E){D=n.substring(D+8,D+8+E);"zTXt"==t?(E=D.indexOf(String.fromCharCode(0)),"mxGraphModel"==D.substring(0,E)&&(D=pako.inflateRaw(Graph.stringToArrayBuffer(D.substring(E+2)),{to:"string"}).replace(/\+/g," "),null!=D&&0<D.length&&(e=D))):"tEXt"==t&&(D=D.split(String.fromCharCode(0)),1<D.length&&("mxGraphModel"== -D[0]||"mxfile"==D[0])&&(e=D[1]));if(null!=e||"IDAT"==t)return!0}))}catch(D){}null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));return e};Editor.isDarkMode=function(b){return Editor.darkMode||"dark"==uiTheme};Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;mxUtils.extend(Editor,mxEventSource); -Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif";Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0; -Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless};Editor.prototype.setAutosave=function(b){this.autosave=b;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(b){return this.editBlankUrl+b}; -Editor.prototype.editAsNew=function(b,e){e=null!=e?"?title="+encodeURIComponent(e):"";null!=urlParams.ui&&(e+=(0<e.length?"&":"?")+"ui="+urlParams.ui);if("undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)){var k=null,n=mxUtils.bind(this,function(D){"ready"==D.data&&D.source==k&&(mxEvent.removeListener(window,"message",n),k.postMessage(b,"*"))});mxEvent.addListener(window,"message",n);k=this.graph.openLink(this.getEditBlankUrl(e+(0<e.length?"&":"?")+"client=1"), -null,!0)}else this.graph.openLink(this.getEditBlankUrl(e)+"#R"+encodeURIComponent(b))};Editor.prototype.createGraph=function(b,e){b=new Graph(null,e,null,null,b);b.transparentBackground=!1;var k=b.isCssTransformsSupported,n=this;b.isCssTransformsSupported=function(){return k.apply(this,arguments)&&(!n.chromeless||!mxClient.IS_SF)};this.chromeless||(b.isBlankLink=function(D){return!this.isExternalProtocol(D)});return b}; +Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.currentTheme=uiTheme;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isDarkMode=function(b){return Editor.darkMode};Editor.isPngDataUrl=function(b){return null!=b&&"data:image/png;"==b.substring(0,15)}; +Editor.isPngData=function(b){return 8<b.length&&137==b.charCodeAt(0)&&80==b.charCodeAt(1)&&78==b.charCodeAt(2)&&71==b.charCodeAt(3)&&13==b.charCodeAt(4)&&10==b.charCodeAt(5)&&26==b.charCodeAt(6)&&10==b.charCodeAt(7)}; +Editor.extractGraphModelFromPng=function(b){var e=null;try{var k=b.substring(b.indexOf(",")+1),m=window.atob&&!mxClient.IS_SF?atob(k):Base64.decode(k,!0);EditorUi.parsePng(m,mxUtils.bind(this,function(D,p,E){D=m.substring(D+8,D+8+E);"zTXt"==p?(E=D.indexOf(String.fromCharCode(0)),"mxGraphModel"==D.substring(0,E)&&(D=pako.inflateRaw(Graph.stringToArrayBuffer(D.substring(E+2)),{to:"string"}).replace(/\+/g," "),null!=D&&0<D.length&&(e=D))):"tEXt"==p&&(D=D.split(String.fromCharCode(0)),1<D.length&&("mxGraphModel"== +D[0]||"mxfile"==D[0])&&(e=D[1]));if(null!=e||"IDAT"==p)return!0}))}catch(D){}null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));return e};mxUtils.extend(Editor,mxEventSource);Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif"; +Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0;Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless}; +Editor.prototype.setAutosave=function(b){this.autosave=b;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(b){return this.editBlankUrl+b}; +Editor.prototype.editAsNew=function(b,e){e=null!=e?"?title="+encodeURIComponent(e):"";null!=urlParams.ui&&(e+=(0<e.length?"&":"?")+"ui="+urlParams.ui);if("undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)){var k=null,m=mxUtils.bind(this,function(D){"ready"==D.data&&D.source==k&&(mxEvent.removeListener(window,"message",m),k.postMessage(b,"*"))});mxEvent.addListener(window,"message",m);k=this.graph.openLink(this.getEditBlankUrl(e+(0<e.length?"&":"?")+"client=1"), +null,!0)}else this.graph.openLink(this.getEditBlankUrl(e)+"#R"+encodeURIComponent(b))};Editor.prototype.createGraph=function(b,e){b=new Graph(null,e,null,null,b);b.transparentBackground=!1;var k=b.isCssTransformsSupported,m=this;b.isCssTransformsSupported=function(){return k.apply(this,arguments)&&(!m.chromeless||!mxClient.IS_SF)};this.chromeless||(b.isBlankLink=function(D){return!this.isExternalProtocol(D)});return b}; Editor.prototype.resetGraph=function(){this.graph.gridEnabled=this.graph.defaultGridEnabled&&(!this.isChromelessView()||"1"==urlParams.grid);this.graph.graphHandler.guidesEnabled=!0;this.graph.setTooltips(!0);this.graph.setConnectable(!0);this.graph.foldingEnabled=!0;this.graph.scrollbars=this.graph.defaultScrollbars;this.graph.pageVisible=this.graph.defaultPageVisible;this.graph.pageBreaksVisible=this.graph.pageVisible;this.graph.preferPageSize=this.graph.pageBreaksVisible;this.graph.background= null;this.graph.pageScale=mxGraph.prototype.pageScale;this.graph.pageFormat=mxGraph.prototype.pageFormat;this.graph.currentScale=1;this.graph.currentTranslate.x=0;this.graph.currentTranslate.y=0;this.updateGraphComponents();this.graph.view.setScale(1)}; Editor.prototype.readGraphState=function(b){var e=b.getAttribute("grid");if(null==e||""==e)e=this.graph.defaultGridEnabled?"1":"0";this.graph.gridEnabled="0"!=e&&(!this.isChromelessView()||"1"==urlParams.grid);this.graph.gridSize=parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize;this.graph.graphHandler.guidesEnabled="0"!=b.getAttribute("guides");this.graph.setTooltips("0"!=b.getAttribute("tooltips"));this.graph.setConnectable("0"!=b.getAttribute("connect"));this.graph.connectionArrowsEnabled= @@ -2004,243 +2005,245 @@ Editor.prototype.getGraphXml=function(b){b=(null!=b?b:1)?(new mxCodec(mxUtils.cr this.graph.gridSize);b.setAttribute("guides",this.graph.graphHandler.guidesEnabled?"1":"0");b.setAttribute("tooltips",this.graph.tooltipHandler.isEnabled()?"1":"0");b.setAttribute("connect",this.graph.connectionHandler.isEnabled()?"1":"0");b.setAttribute("arrows",this.graph.connectionArrowsEnabled?"1":"0");b.setAttribute("fold",this.graph.foldingEnabled?"1":"0");b.setAttribute("page",this.graph.pageVisible?"1":"0");b.setAttribute("pageScale",this.graph.pageScale);b.setAttribute("pageWidth",this.graph.pageFormat.width); b.setAttribute("pageHeight",this.graph.pageFormat.height);null!=this.graph.background&&b.setAttribute("background",this.graph.background);return b};Editor.prototype.updateGraphComponents=function(){var b=this.graph;null!=b.container&&(b.view.validateBackground(),b.container.style.overflow=b.scrollbars?"auto":this.defaultGraphOverflow,this.fireEvent(new mxEventObject("updateGraphComponents")))};Editor.prototype.setModified=function(b){this.modified=b}; Editor.prototype.setFilename=function(b){this.filename=b}; -Editor.prototype.createUndoManager=function(){var b=this.graph,e=new mxUndoManager;this.undoListener=function(n,D){e.undoableEditHappened(D.getProperty("edit"))};var k=mxUtils.bind(this,function(n,D){this.undoListener.apply(this,arguments)});b.getModel().addListener(mxEvent.UNDO,k);b.getView().addListener(mxEvent.UNDO,k);k=function(n,D){n=b.getSelectionCellsForChanges(D.getProperty("edit").changes,function(E){return!(E instanceof mxChildChange)});if(0<n.length){b.getModel();D=[];for(var t=0;t<n.length;t++)null!= -b.view.getState(n[t])&&D.push(n[t]);b.setSelectionCells(D)}};e.addListener(mxEvent.UNDO,k);e.addListener(mxEvent.REDO,k);return e};Editor.prototype.initStencilRegistry=function(){};Editor.prototype.destroy=function(){null!=this.graph&&(this.graph.destroy(),this.graph=null)};OpenFile=function(b){this.consumer=this.producer=null;this.done=b;this.args=null};OpenFile.prototype.setConsumer=function(b){this.consumer=b;this.execute()};OpenFile.prototype.setData=function(){this.args=arguments;this.execute()}; +Editor.prototype.createUndoManager=function(){var b=this.graph,e=new mxUndoManager;this.undoListener=function(m,D){e.undoableEditHappened(D.getProperty("edit"))};var k=mxUtils.bind(this,function(m,D){this.undoListener.apply(this,arguments)});b.getModel().addListener(mxEvent.UNDO,k);b.getView().addListener(mxEvent.UNDO,k);k=function(m,D){m=b.getSelectionCellsForChanges(D.getProperty("edit").changes,function(E){return!(E instanceof mxChildChange)});if(0<m.length){b.getModel();D=[];for(var p=0;p<m.length;p++)null!= +b.view.getState(m[p])&&D.push(m[p]);b.setSelectionCells(D)}};e.addListener(mxEvent.UNDO,k);e.addListener(mxEvent.REDO,k);return e};Editor.prototype.initStencilRegistry=function(){};Editor.prototype.destroy=function(){null!=this.graph&&(this.graph.destroy(),this.graph=null)};OpenFile=function(b){this.consumer=this.producer=null;this.done=b;this.args=null};OpenFile.prototype.setConsumer=function(b){this.consumer=b;this.execute()};OpenFile.prototype.setData=function(){this.args=arguments;this.execute()}; OpenFile.prototype.error=function(b){this.cancel(!0);mxUtils.alert(b)};OpenFile.prototype.execute=function(){null!=this.consumer&&null!=this.args&&(this.cancel(!1),this.consumer.apply(this,this.args))};OpenFile.prototype.cancel=function(b){null!=this.done&&this.done(null!=b?b:!0)}; -function Dialog(b,e,k,n,D,t,E,d,f,g,l){var q=f?57:0,z=k,F=n,C=f?0:64,I=Editor.inlineFullscreen||null==b.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(b.embedViewport);null==b.embedViewport&&null!=window.innerHeight&&(I.height=window.innerHeight);var G=I.height,Z=Math.max(1,Math.round((I.width-k-C)/2)),ca=Math.max(1,Math.round((G-n-b.footerHeight)/3));e.style.maxHeight="100%";k=null!=document.body?Math.min(k,document.body.scrollWidth-C):k;n=Math.min(n,G-C);0<b.dialogs.length&&(this.zIndex+= -2*b.dialogs.length);null==this.bg&&(this.bg=b.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=G+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));I=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=I.x+"px";this.bg.style.top=I.y+"px";Z+=I.x;ca+=I.y;Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", -ca+=b.embedViewport.y,Z+=b.embedViewport.x);D&&document.body.appendChild(this.bg);var ba=b.createDiv(f?"geTransDialog":"geDialog");D=this.getPosition(Z,ca,k,n);Z=D.x;ca=D.y;ba.style.width=k+"px";ba.style.height=n+"px";ba.style.left=Z+"px";ba.style.top=ca+"px";ba.style.zIndex=this.zIndex;ba.appendChild(e);document.body.appendChild(ba);!d&&e.clientHeight>ba.clientHeight-C&&(e.style.overflowY="auto");e.style.overflowX="hidden";if(t&&(t=document.createElement("img"),t.setAttribute("src",Dialog.prototype.closeImage), -t.setAttribute("title",mxResources.get("close")),t.className="geDialogClose",t.style.top=ca+14+"px",t.style.left=Z+k+38-q+"px",t.style.zIndex=this.zIndex,mxEvent.addListener(t,"click",mxUtils.bind(this,function(){b.hideDialog(!0)})),document.body.appendChild(t),this.dialogImg=t,!l)){var Y=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(O){Y=!0}),null,mxUtils.bind(this,function(O){Y&&(b.hideDialog(!0),Y=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=g){var O=g(); -null!=O&&(z=k=O.w,F=n=O.h)}O=mxUtils.getDocumentSize();G=O.height;this.bg.style.height=G+"px";Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");Z=Math.max(1,Math.round((O.width-k-C)/2));ca=Math.max(1,Math.round((G-n-b.footerHeight)/3));k=null!=document.body?Math.min(z,document.body.scrollWidth-C):z;n=Math.min(F,G-C);O=this.getPosition(Z,ca,k,n);Z=O.x;ca=O.y;ba.style.left=Z+"px";ba.style.top=ca+"px";ba.style.width=k+"px";ba.style.height=n+ -"px";!d&&e.clientHeight>ba.clientHeight-C&&(e.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=ca+14+"px",this.dialogImg.style.left=Z+k+38-q+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=E;this.container=ba;b.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; +function Dialog(b,e,k,m,D,p,E,K,Q,d,f){var g=Q?57:0,x=k,z=m,u=Q?0:64,H=Editor.inlineFullscreen||null==b.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(b.embedViewport);null==b.embedViewport&&null!=window.innerHeight&&(H.height=window.innerHeight);var L=H.height,C=Math.max(1,Math.round((H.width-k-u)/2)),G=Math.max(1,Math.round((L-m-b.footerHeight)/3));e.style.maxHeight="100%";k=null!=document.body?Math.min(k,document.body.scrollWidth-u):k;m=Math.min(m,L-u);0<b.dialogs.length&&(this.zIndex+= +2*b.dialogs.length);null==this.bg&&(this.bg=b.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=L+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));H=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=H.x+"px";this.bg.style.top=H.y+"px";C+=H.x;G+=H.y;Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", +G+=b.embedViewport.y,C+=b.embedViewport.x);D&&document.body.appendChild(this.bg);var V=b.createDiv(Q?"geTransDialog":"geDialog");D=this.getPosition(C,G,k,m);C=D.x;G=D.y;V.style.width=k+"px";V.style.height=m+"px";V.style.left=C+"px";V.style.top=G+"px";V.style.zIndex=this.zIndex;V.appendChild(e);document.body.appendChild(V);!K&&e.clientHeight>V.clientHeight-u&&(e.style.overflowY="auto");e.style.overflowX="hidden";if(p&&(p=document.createElement("img"),p.setAttribute("src",Dialog.prototype.closeImage), +p.setAttribute("title",mxResources.get("close")),p.className="geDialogClose",p.style.top=G+14+"px",p.style.left=C+k+38-g+"px",p.style.zIndex=this.zIndex,mxEvent.addListener(p,"click",mxUtils.bind(this,function(){b.hideDialog(!0)})),document.body.appendChild(p),this.dialogImg=p,!f)){var U=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(Y){U=!0}),null,mxUtils.bind(this,function(Y){U&&(b.hideDialog(!0),U=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=d){var Y=d(); +null!=Y&&(x=k=Y.w,z=m=Y.h)}Y=mxUtils.getDocumentSize();L=Y.height;this.bg.style.height=L+"px";Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");C=Math.max(1,Math.round((Y.width-k-u)/2));G=Math.max(1,Math.round((L-m-b.footerHeight)/3));k=null!=document.body?Math.min(x,document.body.scrollWidth-u):x;m=Math.min(z,L-u);Y=this.getPosition(C,G,k,m);C=Y.x;G=Y.y;V.style.left=C+"px";V.style.top=G+"px";V.style.width=k+"px";V.style.height=m+"px";!K&& +e.clientHeight>V.clientHeight-u&&(e.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=G+14+"px",this.dialogImg.style.left=C+k+38-g+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=E;this.container=V;b.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; Dialog.prototype.noColorImage=mxClient.IS_SVG?"data:image/png;base64,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":IMAGE_PATH+ "/nocolor.png";Dialog.prototype.closeImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJAQMAAADaX5RTAAAABlBMVEV7mr3///+wksspAAAAAnRSTlP/AOW3MEoAAAAdSURBVAgdY9jXwCDDwNDRwHCwgeExmASygSL7GgB12QiqNHZZIwAAAABJRU5ErkJggg==":IMAGE_PATH+"/close.png"; Dialog.prototype.clearImage=mxClient.IS_SVG?"data:image/gif;base64,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":IMAGE_PATH+ "/clear.gif";Dialog.prototype.bgOpacity=80;Dialog.prototype.getPosition=function(b,e){return new mxPoint(b,e)};Dialog.prototype.close=function(b,e){if(null!=this.onDialogClose){if(0==this.onDialogClose(b,e))return!1;this.onDialogClose=null}null!=this.dialogImg&&(this.dialogImg.parentNode.removeChild(this.dialogImg),this.dialogImg=null);null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);mxEvent.removeListener(window,"resize",this.resizeListener);this.container.parentNode.removeChild(this.container)}; -var ErrorDialog=function(b,e,k,n,D,t,E,d,f,g,l){f=null!=f?f:!0;var q=document.createElement("div");q.style.textAlign="center";if(null!=e){var z=document.createElement("div");z.style.padding="0px";z.style.margin="0px";z.style.fontSize="18px";z.style.paddingBottom="16px";z.style.marginBottom="10px";z.style.borderBottom="1px solid #c0c0c0";z.style.color="gray";z.style.whiteSpace="nowrap";z.style.textOverflow="ellipsis";z.style.overflow="hidden";mxUtils.write(z,e);z.setAttribute("title",e);q.appendChild(z)}e= -document.createElement("div");e.style.lineHeight="1.2em";e.style.padding="6px";e.innerHTML=k;q.appendChild(e);k=document.createElement("div");k.style.marginTop="12px";k.style.textAlign="center";null!=t&&(e=mxUtils.button(mxResources.get("tryAgain"),function(){b.hideDialog();t()}),e.className="geBtn",k.appendChild(e),k.style.textAlign="center");null!=g&&(g=mxUtils.button(g,function(){null!=l&&l()}),g.className="geBtn",k.appendChild(g));var F=mxUtils.button(n,function(){f&&b.hideDialog();null!=D&&D()}); -F.className="geBtn";k.appendChild(F);null!=E&&(n=mxUtils.button(E,function(){f&&b.hideDialog();null!=d&&d()}),n.className="geBtn gePrimaryBtn",k.appendChild(n));this.init=function(){F.focus()};q.appendChild(k);this.container=q},PrintDialog=function(b,e){this.create(b,e)}; -PrintDialog.prototype.create=function(b){function e(F){var C=E.checked||g.checked,I=parseInt(q.value)/100;isNaN(I)&&(I=1,q.value="100%");I*=.75;var G=k.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,Z=1/k.pageScale;if(C){var ca=E.checked?1:parseInt(l.value);isNaN(ca)||(Z=mxUtils.getScaleForPageCount(ca,k,G))}k.getGraphBounds();var ba=ca=0;G=mxRectangle.fromRectangle(G);G.width=Math.ceil(G.width*I);G.height=Math.ceil(G.height*I);Z*=I;!C&&k.pageVisible?(I=k.getPageLayout(),ca-=I.x*G.width,ba-=I.y* -G.height):C=!0;C=PrintDialog.createPrintPreview(k,Z,G,0,ca,ba,C);C.open();F&&PrintDialog.printPreview(C)}var k=b.editor.graph,n=document.createElement("table");n.style.width="100%";n.style.height="100%";var D=document.createElement("tbody");var t=document.createElement("tr");var E=document.createElement("input");E.setAttribute("type","checkbox");var d=document.createElement("td");d.setAttribute("colspan","2");d.style.fontSize="10pt";d.appendChild(E);var f=document.createElement("span");mxUtils.write(f, -" "+mxResources.get("fitPage"));d.appendChild(f);mxEvent.addListener(f,"click",function(F){E.checked=!E.checked;g.checked=!E.checked;mxEvent.consume(F)});mxEvent.addListener(E,"change",function(){g.checked=!E.checked});t.appendChild(d);D.appendChild(t);t=t.cloneNode(!1);var g=document.createElement("input");g.setAttribute("type","checkbox");d=document.createElement("td");d.style.fontSize="10pt";d.appendChild(g);f=document.createElement("span");mxUtils.write(f," "+mxResources.get("posterPrint")+":"); -d.appendChild(f);mxEvent.addListener(f,"click",function(F){g.checked=!g.checked;E.checked=!g.checked;mxEvent.consume(F)});t.appendChild(d);var l=document.createElement("input");l.setAttribute("value","1");l.setAttribute("type","number");l.setAttribute("min","1");l.setAttribute("size","4");l.setAttribute("disabled","disabled");l.style.width="50px";d=document.createElement("td");d.style.fontSize="10pt";d.appendChild(l);mxUtils.write(d," "+mxResources.get("pages")+" (max)");t.appendChild(d);D.appendChild(t); -mxEvent.addListener(g,"change",function(){g.checked?l.removeAttribute("disabled"):l.setAttribute("disabled","disabled");E.checked=!g.checked});t=t.cloneNode(!1);d=document.createElement("td");mxUtils.write(d,mxResources.get("pageScale")+":");t.appendChild(d);d=document.createElement("td");var q=document.createElement("input");q.setAttribute("value","100 %");q.setAttribute("size","5");q.style.width="50px";d.appendChild(q);t.appendChild(d);D.appendChild(t);t=document.createElement("tr");d=document.createElement("td"); -d.colSpan=2;d.style.paddingTop="20px";d.setAttribute("align","right");f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});f.className="geBtn";b.editor.cancelFirst&&d.appendChild(f);if(PrintDialog.previewEnabled){var z=mxUtils.button(mxResources.get("preview"),function(){b.hideDialog();e(!1)});z.className="geBtn";d.appendChild(z)}z=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){b.hideDialog();e(!0)});z.className="geBtn gePrimaryBtn";d.appendChild(z); -b.editor.cancelFirst||d.appendChild(f);t.appendChild(d);D.appendChild(t);n.appendChild(D);this.container=n};PrintDialog.printPreview=function(b){try{if(null!=b.wnd){var e=function(){b.wnd.focus();b.wnd.print();b.wnd.close()};mxClient.IS_GC?window.setTimeout(e,500):e()}}catch(k){}}; -PrintDialog.createPrintPreview=function(b,e,k,n,D,t,E){e=new mxPrintPreview(b,e,k,n,D,t);e.title=mxResources.get("preview");e.printBackgroundImage=!0;e.autoOrigin=E;b=b.background;if(null==b||""==b||b==mxConstants.NONE)b="#ffffff";e.backgroundColor=b;var d=e.writeHead;e.writeHead=function(f){d.apply(this,arguments);f.writeln('<style type="text/css">');f.writeln("@media screen {");f.writeln(" body > div { padding:30px;box-sizing:content-box; }");f.writeln("}");f.writeln("</style>")};return e}; +var ErrorDialog=function(b,e,k,m,D,p,E,K,Q,d,f){Q=null!=Q?Q:!0;var g=document.createElement("div");g.style.textAlign="center";if(null!=e){var x=document.createElement("div");x.style.padding="0px";x.style.margin="0px";x.style.fontSize="18px";x.style.paddingBottom="16px";x.style.marginBottom="10px";x.style.borderBottom="1px solid #c0c0c0";x.style.color="gray";x.style.whiteSpace="nowrap";x.style.textOverflow="ellipsis";x.style.overflow="hidden";mxUtils.write(x,e);x.setAttribute("title",e);g.appendChild(x)}e= +document.createElement("div");e.style.lineHeight="1.2em";e.style.padding="6px";e.innerHTML=k;g.appendChild(e);k=document.createElement("div");k.style.marginTop="12px";k.style.textAlign="center";null!=p&&(e=mxUtils.button(mxResources.get("tryAgain"),function(){b.hideDialog();p()}),e.className="geBtn",k.appendChild(e),k.style.textAlign="center");null!=d&&(d=mxUtils.button(d,function(){null!=f&&f()}),d.className="geBtn",k.appendChild(d));var z=mxUtils.button(m,function(){Q&&b.hideDialog();null!=D&&D()}); +z.className="geBtn";k.appendChild(z);null!=E&&(m=mxUtils.button(E,function(){Q&&b.hideDialog();null!=K&&K()}),m.className="geBtn gePrimaryBtn",k.appendChild(m));this.init=function(){z.focus()};g.appendChild(k);this.container=g},PrintDialog=function(b,e){this.create(b,e)}; +PrintDialog.prototype.create=function(b){function e(z){var u=E.checked||d.checked,H=parseInt(g.value)/100;isNaN(H)&&(H=1,g.value="100%");H*=.75;var L=k.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,C=1/k.pageScale;if(u){var G=E.checked?1:parseInt(f.value);isNaN(G)||(C=mxUtils.getScaleForPageCount(G,k,L))}k.getGraphBounds();var V=G=0;L=mxRectangle.fromRectangle(L);L.width=Math.ceil(L.width*H);L.height=Math.ceil(L.height*H);C*=H;!u&&k.pageVisible?(H=k.getPageLayout(),G-=H.x*L.width,V-=H.y*L.height): +u=!0;u=PrintDialog.createPrintPreview(k,C,L,0,G,V,u);u.open();z&&PrintDialog.printPreview(u)}var k=b.editor.graph,m=document.createElement("table");m.style.width="100%";m.style.height="100%";var D=document.createElement("tbody");var p=document.createElement("tr");var E=document.createElement("input");E.setAttribute("type","checkbox");var K=document.createElement("td");K.setAttribute("colspan","2");K.style.fontSize="10pt";K.appendChild(E);var Q=document.createElement("span");mxUtils.write(Q," "+mxResources.get("fitPage")); +K.appendChild(Q);mxEvent.addListener(Q,"click",function(z){E.checked=!E.checked;d.checked=!E.checked;mxEvent.consume(z)});mxEvent.addListener(E,"change",function(){d.checked=!E.checked});p.appendChild(K);D.appendChild(p);p=p.cloneNode(!1);var d=document.createElement("input");d.setAttribute("type","checkbox");K=document.createElement("td");K.style.fontSize="10pt";K.appendChild(d);Q=document.createElement("span");mxUtils.write(Q," "+mxResources.get("posterPrint")+":");K.appendChild(Q);mxEvent.addListener(Q, +"click",function(z){d.checked=!d.checked;E.checked=!d.checked;mxEvent.consume(z)});p.appendChild(K);var f=document.createElement("input");f.setAttribute("value","1");f.setAttribute("type","number");f.setAttribute("min","1");f.setAttribute("size","4");f.setAttribute("disabled","disabled");f.style.width="50px";K=document.createElement("td");K.style.fontSize="10pt";K.appendChild(f);mxUtils.write(K," "+mxResources.get("pages")+" (max)");p.appendChild(K);D.appendChild(p);mxEvent.addListener(d,"change", +function(){d.checked?f.removeAttribute("disabled"):f.setAttribute("disabled","disabled");E.checked=!d.checked});p=p.cloneNode(!1);K=document.createElement("td");mxUtils.write(K,mxResources.get("pageScale")+":");p.appendChild(K);K=document.createElement("td");var g=document.createElement("input");g.setAttribute("value","100 %");g.setAttribute("size","5");g.style.width="50px";K.appendChild(g);p.appendChild(K);D.appendChild(p);p=document.createElement("tr");K=document.createElement("td");K.colSpan=2; +K.style.paddingTop="20px";K.setAttribute("align","right");Q=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});Q.className="geBtn";b.editor.cancelFirst&&K.appendChild(Q);if(PrintDialog.previewEnabled){var x=mxUtils.button(mxResources.get("preview"),function(){b.hideDialog();e(!1)});x.className="geBtn";K.appendChild(x)}x=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){b.hideDialog();e(!0)});x.className="geBtn gePrimaryBtn";K.appendChild(x);b.editor.cancelFirst|| +K.appendChild(Q);p.appendChild(K);D.appendChild(p);m.appendChild(D);this.container=m};PrintDialog.printPreview=function(b){try{if(null!=b.wnd){var e=function(){b.wnd.focus();b.wnd.print();b.wnd.close()};mxClient.IS_GC?window.setTimeout(e,500):e()}}catch(k){}}; +PrintDialog.createPrintPreview=function(b,e,k,m,D,p,E){e=new mxPrintPreview(b,e,k,m,D,p);e.title=mxResources.get("preview");e.printBackgroundImage=!0;e.autoOrigin=E;b=b.background;if(null==b||""==b||b==mxConstants.NONE)b="#ffffff";e.backgroundColor=b;var K=e.writeHead;e.writeHead=function(Q){K.apply(this,arguments);Q.writeln('<style type="text/css">');Q.writeln("@media screen {");Q.writeln(" body > div { padding:30px;box-sizing:content-box; }");Q.writeln("}");Q.writeln("</style>")};return e}; PrintDialog.previewEnabled=!0; -var PageSetupDialog=function(b){function e(){null==l||l==mxConstants.NONE?(g.style.backgroundColor="",g.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(g.style.backgroundColor=l,g.style.backgroundImage="")}function k(){var G=C;null!=G&&Graph.isPageLink(G.src)&&(G=b.createImageForPageLink(G.src,null));null!=G&&null!=G.src?(F.setAttribute("src",G.src),F.style.display=""):(F.removeAttribute("src"),F.style.display="none")}var n=b.editor.graph,D=document.createElement("table");D.style.width= -"100%";D.style.height="100%";var t=document.createElement("tbody");var E=document.createElement("tr");var d=document.createElement("td");d.style.verticalAlign="top";d.style.fontSize="10pt";mxUtils.write(d,mxResources.get("paperSize")+":");E.appendChild(d);d=document.createElement("td");d.style.verticalAlign="top";d.style.fontSize="10pt";var f=PageSetupDialog.addPageFormatPanel(d,"pagesetupdialog",n.pageFormat);E.appendChild(d);t.appendChild(E);E=document.createElement("tr");d=document.createElement("td"); -mxUtils.write(d,mxResources.get("background")+":");E.appendChild(d);d=document.createElement("td");d.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var g=document.createElement("button");g.style.width="22px";g.style.height="22px";g.style.cursor="pointer";g.style.marginRight="20px";g.style.backgroundPosition="center center";g.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(g.style.position="relative",g.style.top="-6px");var l=n.background;e();mxEvent.addListener(g, -"click",function(G){b.pickColor(l||"none",function(Z){l=Z;e()});mxEvent.consume(G)});d.appendChild(g);mxUtils.write(d,mxResources.get("gridSize")+":");var q=document.createElement("input");q.setAttribute("type","number");q.setAttribute("min","0");q.style.width="40px";q.style.marginLeft="6px";q.value=n.getGridSize();d.appendChild(q);mxEvent.addListener(q,"change",function(){var G=parseInt(q.value);q.value=Math.max(1,isNaN(G)?n.getGridSize():G)});E.appendChild(d);t.appendChild(E);E=document.createElement("tr"); -d=document.createElement("td");mxUtils.write(d,mxResources.get("image")+":");E.appendChild(d);d=document.createElement("td");var z=document.createElement("button");z.className="geBtn";z.style.margin="0px";mxUtils.write(z,mxResources.get("change")+"...");var F=document.createElement("img");F.setAttribute("valign","middle");F.style.verticalAlign="middle";F.style.border="1px solid lightGray";F.style.borderRadius="4px";F.style.marginRight="14px";F.style.maxWidth="100px";F.style.cursor="pointer";F.style.height= -"60px";F.style.padding="4px";var C=n.backgroundImage,I=function(G){b.showBackgroundImageDialog(function(Z,ca){ca||(C=Z,k())},C);mxEvent.consume(G)};mxEvent.addListener(z,"click",I);mxEvent.addListener(F,"click",I);k();d.appendChild(F);d.appendChild(z);E.appendChild(d);t.appendChild(E);E=document.createElement("tr");d=document.createElement("td");d.colSpan=2;d.style.paddingTop="16px";d.setAttribute("align","right");z=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});z.className= -"geBtn";b.editor.cancelFirst&&d.appendChild(z);I=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();var G=parseInt(q.value);isNaN(G)||n.gridSize===G||n.setGridSize(G);G=new ChangePageSetup(b,l,C,f.get());G.ignoreColor=n.background==l;G.ignoreImage=(null!=n.backgroundImage?n.backgroundImage.src:null)===(null!=C?C.src:null);n.pageFormat.width==G.previousFormat.width&&n.pageFormat.height==G.previousFormat.height&&G.ignoreColor&&G.ignoreImage||n.model.execute(G)});I.className="geBtn gePrimaryBtn"; -d.appendChild(I);b.editor.cancelFirst||d.appendChild(z);E.appendChild(d);t.appendChild(E);D.appendChild(t);this.container=D}; -PageSetupDialog.addPageFormatPanel=function(b,e,k,n){function D(O,la,aa){if(aa||q!=document.activeElement&&z!=document.activeElement){O=!1;for(la=0;la<C.length;la++)aa=C[la],ca?"custom"==aa.key&&(d.value=aa.key,ca=!1):null!=aa.format&&("a4"==aa.key?826==k.width?(k=mxRectangle.fromRectangle(k),k.width=827):826==k.height&&(k=mxRectangle.fromRectangle(k),k.height=827):"a5"==aa.key&&(584==k.width?(k=mxRectangle.fromRectangle(k),k.width=583):584==k.height&&(k=mxRectangle.fromRectangle(k),k.height=583)), -k.width==aa.format.width&&k.height==aa.format.height?(d.value=aa.key,t.setAttribute("checked","checked"),t.defaultChecked=!0,t.checked=!0,E.removeAttribute("checked"),E.defaultChecked=!1,E.checked=!1,O=!0):k.width==aa.format.height&&k.height==aa.format.width&&(d.value=aa.key,t.removeAttribute("checked"),t.defaultChecked=!1,t.checked=!1,E.setAttribute("checked","checked"),E.defaultChecked=!0,O=E.checked=!0));O?(f.style.display="",l.style.display="none"):(q.value=k.width/100,z.value=k.height/100,t.setAttribute("checked", -"checked"),d.value="custom",f.style.display="none",l.style.display="")}}e="format-"+e;var t=document.createElement("input");t.setAttribute("name",e);t.setAttribute("type","radio");t.setAttribute("value","portrait");var E=document.createElement("input");E.setAttribute("name",e);E.setAttribute("type","radio");E.setAttribute("value","landscape");var d=document.createElement("select");d.style.marginBottom="8px";d.style.borderRadius="4px";d.style.border="1px solid rgb(160, 160, 160)";d.style.width="206px"; -var f=document.createElement("div");f.style.marginLeft="4px";f.style.width="210px";f.style.height="24px";t.style.marginRight="6px";f.appendChild(t);e=document.createElement("span");e.style.maxWidth="100px";mxUtils.write(e,mxResources.get("portrait"));f.appendChild(e);E.style.marginLeft="10px";E.style.marginRight="6px";f.appendChild(E);var g=document.createElement("span");g.style.width="100px";mxUtils.write(g,mxResources.get("landscape"));f.appendChild(g);var l=document.createElement("div");l.style.marginLeft= -"4px";l.style.width="210px";l.style.height="24px";var q=document.createElement("input");q.setAttribute("size","7");q.style.textAlign="right";l.appendChild(q);mxUtils.write(l," in x ");var z=document.createElement("input");z.setAttribute("size","7");z.style.textAlign="right";l.appendChild(z);mxUtils.write(l," in");f.style.display="none";l.style.display="none";for(var F={},C=PageSetupDialog.getFormats(),I=0;I<C.length;I++){var G=C[I];F[G.key]=G;var Z=document.createElement("option");Z.setAttribute("value", -G.key);mxUtils.write(Z,G.title);d.appendChild(Z)}var ca=!1;D();b.appendChild(d);mxUtils.br(b);b.appendChild(f);b.appendChild(l);var ba=k,Y=function(O,la){O=F[d.value];null!=O.format?(q.value=O.format.width/100,z.value=O.format.height/100,l.style.display="none",f.style.display=""):(f.style.display="none",l.style.display="");O=parseFloat(q.value);if(isNaN(O)||0>=O)q.value=k.width/100;O=parseFloat(z.value);if(isNaN(O)||0>=O)z.value=k.height/100;O=new mxRectangle(0,0,Math.floor(100*parseFloat(q.value)), -Math.floor(100*parseFloat(z.value)));"custom"!=d.value&&E.checked&&(O=new mxRectangle(0,0,O.height,O.width));la&&ca||O.width==ba.width&&O.height==ba.height||(ba=O,null!=n&&n(ba))};mxEvent.addListener(e,"click",function(O){t.checked=!0;Y(O);mxEvent.consume(O)});mxEvent.addListener(g,"click",function(O){E.checked=!0;Y(O);mxEvent.consume(O)});mxEvent.addListener(q,"blur",Y);mxEvent.addListener(q,"click",Y);mxEvent.addListener(z,"blur",Y);mxEvent.addListener(z,"click",Y);mxEvent.addListener(E,"change", -Y);mxEvent.addListener(t,"change",Y);mxEvent.addListener(d,"change",function(O){ca="custom"==d.value;Y(O,!0)});Y();return{set:function(O){k=O;D(null,null,!0)},get:function(){return ba},widthInput:q,heightInput:z}}; +var PageSetupDialog=function(b){function e(){null==f||f==mxConstants.NONE?(d.style.backgroundColor="",d.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(d.style.backgroundColor=f,d.style.backgroundImage="")}function k(){var L=u;null!=L&&Graph.isPageLink(L.src)&&(L=b.createImageForPageLink(L.src,null));null!=L&&null!=L.src?(z.setAttribute("src",L.src),z.style.display=""):(z.removeAttribute("src"),z.style.display="none")}var m=b.editor.graph,D=document.createElement("table");D.style.width= +"100%";D.style.height="100%";var p=document.createElement("tbody");var E=document.createElement("tr");var K=document.createElement("td");K.style.verticalAlign="top";K.style.fontSize="10pt";mxUtils.write(K,mxResources.get("paperSize")+":");E.appendChild(K);K=document.createElement("td");K.style.verticalAlign="top";K.style.fontSize="10pt";var Q=PageSetupDialog.addPageFormatPanel(K,"pagesetupdialog",m.pageFormat);E.appendChild(K);p.appendChild(E);E=document.createElement("tr");K=document.createElement("td"); +mxUtils.write(K,mxResources.get("background")+":");E.appendChild(K);K=document.createElement("td");K.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var d=document.createElement("button");d.style.width="22px";d.style.height="22px";d.style.cursor="pointer";d.style.marginRight="20px";d.style.backgroundPosition="center center";d.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(d.style.position="relative",d.style.top="-6px");var f=m.background;e();mxEvent.addListener(d, +"click",function(L){b.pickColor(f||"none",function(C){f=C;e()});mxEvent.consume(L)});K.appendChild(d);mxUtils.write(K,mxResources.get("gridSize")+":");var g=document.createElement("input");g.setAttribute("type","number");g.setAttribute("min","0");g.style.width="40px";g.style.marginLeft="6px";g.value=m.getGridSize();K.appendChild(g);mxEvent.addListener(g,"change",function(){var L=parseInt(g.value);g.value=Math.max(1,isNaN(L)?m.getGridSize():L)});E.appendChild(K);p.appendChild(E);E=document.createElement("tr"); +K=document.createElement("td");mxUtils.write(K,mxResources.get("image")+":");E.appendChild(K);K=document.createElement("td");var x=document.createElement("button");x.className="geBtn";x.style.margin="0px";mxUtils.write(x,mxResources.get("change")+"...");var z=document.createElement("img");z.setAttribute("valign","middle");z.style.verticalAlign="middle";z.style.border="1px solid lightGray";z.style.borderRadius="4px";z.style.marginRight="14px";z.style.maxWidth="100px";z.style.cursor="pointer";z.style.height= +"60px";z.style.padding="4px";var u=m.backgroundImage,H=function(L){b.showBackgroundImageDialog(function(C,G){G||(u=C,k())},u);mxEvent.consume(L)};mxEvent.addListener(x,"click",H);mxEvent.addListener(z,"click",H);k();K.appendChild(z);K.appendChild(x);E.appendChild(K);p.appendChild(E);E=document.createElement("tr");K=document.createElement("td");K.colSpan=2;K.style.paddingTop="16px";K.setAttribute("align","right");x=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});x.className="geBtn"; +b.editor.cancelFirst&&K.appendChild(x);H=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();var L=parseInt(g.value);isNaN(L)||m.gridSize===L||m.setGridSize(L);L=new ChangePageSetup(b,f,u,Q.get());L.ignoreColor=m.background==f;L.ignoreImage=(null!=m.backgroundImage?m.backgroundImage.src:null)===(null!=u?u.src:null);m.pageFormat.width==L.previousFormat.width&&m.pageFormat.height==L.previousFormat.height&&L.ignoreColor&&L.ignoreImage||m.model.execute(L)});H.className="geBtn gePrimaryBtn"; +K.appendChild(H);b.editor.cancelFirst||K.appendChild(x);E.appendChild(K);p.appendChild(E);D.appendChild(p);this.container=D}; +PageSetupDialog.addPageFormatPanel=function(b,e,k,m){function D(Y,O,qa){if(qa||g!=document.activeElement&&x!=document.activeElement){Y=!1;for(O=0;O<u.length;O++)qa=u[O],G?"custom"==qa.key&&(K.value=qa.key,G=!1):null!=qa.format&&("a4"==qa.key?826==k.width?(k=mxRectangle.fromRectangle(k),k.width=827):826==k.height&&(k=mxRectangle.fromRectangle(k),k.height=827):"a5"==qa.key&&(584==k.width?(k=mxRectangle.fromRectangle(k),k.width=583):584==k.height&&(k=mxRectangle.fromRectangle(k),k.height=583)),k.width== +qa.format.width&&k.height==qa.format.height?(K.value=qa.key,p.setAttribute("checked","checked"),p.defaultChecked=!0,p.checked=!0,E.removeAttribute("checked"),E.defaultChecked=!1,E.checked=!1,Y=!0):k.width==qa.format.height&&k.height==qa.format.width&&(K.value=qa.key,p.removeAttribute("checked"),p.defaultChecked=!1,p.checked=!1,E.setAttribute("checked","checked"),E.defaultChecked=!0,Y=E.checked=!0));Y?(Q.style.display="",f.style.display="none"):(g.value=k.width/100,x.value=k.height/100,p.setAttribute("checked", +"checked"),K.value="custom",Q.style.display="none",f.style.display="")}}e="format-"+e;var p=document.createElement("input");p.setAttribute("name",e);p.setAttribute("type","radio");p.setAttribute("value","portrait");var E=document.createElement("input");E.setAttribute("name",e);E.setAttribute("type","radio");E.setAttribute("value","landscape");var K=document.createElement("select");K.style.marginBottom="8px";K.style.borderRadius="4px";K.style.border="1px solid rgb(160, 160, 160)";K.style.width="206px"; +var Q=document.createElement("div");Q.style.marginLeft="4px";Q.style.width="210px";Q.style.height="24px";p.style.marginRight="6px";Q.appendChild(p);e=document.createElement("span");e.style.maxWidth="100px";mxUtils.write(e,mxResources.get("portrait"));Q.appendChild(e);E.style.marginLeft="10px";E.style.marginRight="6px";Q.appendChild(E);var d=document.createElement("span");d.style.width="100px";mxUtils.write(d,mxResources.get("landscape"));Q.appendChild(d);var f=document.createElement("div");f.style.marginLeft= +"4px";f.style.width="210px";f.style.height="24px";var g=document.createElement("input");g.setAttribute("size","7");g.style.textAlign="right";f.appendChild(g);mxUtils.write(f," in x ");var x=document.createElement("input");x.setAttribute("size","7");x.style.textAlign="right";f.appendChild(x);mxUtils.write(f," in");Q.style.display="none";f.style.display="none";for(var z={},u=PageSetupDialog.getFormats(),H=0;H<u.length;H++){var L=u[H];z[L.key]=L;var C=document.createElement("option");C.setAttribute("value", +L.key);mxUtils.write(C,L.title);K.appendChild(C)}var G=!1;D();b.appendChild(K);mxUtils.br(b);b.appendChild(Q);b.appendChild(f);var V=k,U=function(Y,O){Y=z[K.value];null!=Y.format?(g.value=Y.format.width/100,x.value=Y.format.height/100,f.style.display="none",Q.style.display=""):(Q.style.display="none",f.style.display="");Y=parseFloat(g.value);if(isNaN(Y)||0>=Y)g.value=k.width/100;Y=parseFloat(x.value);if(isNaN(Y)||0>=Y)x.value=k.height/100;Y=new mxRectangle(0,0,Math.floor(100*parseFloat(g.value)), +Math.floor(100*parseFloat(x.value)));"custom"!=K.value&&E.checked&&(Y=new mxRectangle(0,0,Y.height,Y.width));O&&G||Y.width==V.width&&Y.height==V.height||(V=Y,null!=m&&m(V))};mxEvent.addListener(e,"click",function(Y){p.checked=!0;U(Y);mxEvent.consume(Y)});mxEvent.addListener(d,"click",function(Y){E.checked=!0;U(Y);mxEvent.consume(Y)});mxEvent.addListener(g,"blur",U);mxEvent.addListener(g,"click",U);mxEvent.addListener(x,"blur",U);mxEvent.addListener(x,"click",U);mxEvent.addListener(E,"change",U);mxEvent.addListener(p, +"change",U);mxEvent.addListener(K,"change",function(Y){G="custom"==K.value;U(Y,!0)});U();return{set:function(Y){k=Y;D(null,null,!0)},get:function(){return V},widthInput:g,heightInput:x}}; PageSetupDialog.getFormats=function(){return[{key:"letter",title:'US-Letter (8,5" x 11")',format:mxConstants.PAGE_FORMAT_LETTER_PORTRAIT},{key:"legal",title:'US-Legal (8,5" x 14")',format:new mxRectangle(0,0,850,1400)},{key:"tabloid",title:'US-Tabloid (11" x 17")',format:new mxRectangle(0,0,1100,1700)},{key:"executive",title:'US-Executive (7" x 10")',format:new mxRectangle(0,0,700,1E3)},{key:"a0",title:"A0 (841 mm x 1189 mm)",format:new mxRectangle(0,0,3300,4681)},{key:"a1",title:"A1 (594 mm x 841 mm)", format:new mxRectangle(0,0,2339,3300)},{key:"a2",title:"A2 (420 mm x 594 mm)",format:new mxRectangle(0,0,1654,2336)},{key:"a3",title:"A3 (297 mm x 420 mm)",format:new mxRectangle(0,0,1169,1654)},{key:"a4",title:"A4 (210 mm x 297 mm)",format:mxConstants.PAGE_FORMAT_A4_PORTRAIT},{key:"a5",title:"A5 (148 mm x 210 mm)",format:new mxRectangle(0,0,583,827)},{key:"a6",title:"A6 (105 mm x 148 mm)",format:new mxRectangle(0,0,413,583)},{key:"a7",title:"A7 (74 mm x 105 mm)",format:new mxRectangle(0,0,291,413)}, {key:"b4",title:"B4 (250 mm x 353 mm)",format:new mxRectangle(0,0,980,1390)},{key:"b5",title:"B5 (176 mm x 250 mm)",format:new mxRectangle(0,0,690,980)},{key:"16-9",title:"16:9 (1600 x 900)",format:new mxRectangle(0,0,900,1600)},{key:"16-10",title:"16:10 (1920 x 1200)",format:new mxRectangle(0,0,1200,1920)},{key:"4-3",title:"4:3 (1600 x 1200)",format:new mxRectangle(0,0,1200,1600)},{key:"custom",title:mxResources.get("custom"),format:null}]}; -var FilenameDialog=function(b,e,k,n,D,t,E,d,f,g,l,q,z){f=null!=f?f:!0;var F=document.createElement("table"),C=document.createElement("tbody");F.style.position="absolute";F.style.top="30px";F.style.left="20px";var I=document.createElement("tr");var G=document.createElement("td");G.style.textOverflow="ellipsis";G.style.textAlign="right";G.style.maxWidth=(z?z+15:100)+"px";G.style.fontSize="10pt";G.style.width=(z?z:84)+"px";mxUtils.write(G,(D||mxResources.get("filename"))+":");I.appendChild(G);var Z= -document.createElement("input");Z.setAttribute("value",e||"");Z.style.marginLeft="4px";Z.style.width=null!=q?q+"px":"180px";var ca=mxUtils.button(k,function(){if(null==t||t(Z.value))f&&b.hideDialog(),n(Z.value)});ca.className="geBtn gePrimaryBtn";this.init=function(){if(null!=D||null==E)if(Z.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?Z.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var ba=F.parentNode;if(null!=ba){var Y=null;mxEvent.addListener(ba,"dragleave", -function(O){null!=Y&&(Y.style.backgroundColor="",Y=null);O.stopPropagation();O.preventDefault()});mxEvent.addListener(ba,"dragover",mxUtils.bind(this,function(O){null==Y&&(!mxClient.IS_IE||10<document.documentMode)&&(Y=Z,Y.style.backgroundColor="#ebf2f9");O.stopPropagation();O.preventDefault()}));mxEvent.addListener(ba,"drop",mxUtils.bind(this,function(O){null!=Y&&(Y.style.backgroundColor="",Y=null);0<=mxUtils.indexOf(O.dataTransfer.types,"text/uri-list")&&(Z.value=decodeURIComponent(O.dataTransfer.getData("text/uri-list")), -ca.click());O.stopPropagation();O.preventDefault()}))}}};G=document.createElement("td");G.style.whiteSpace="nowrap";G.appendChild(Z);I.appendChild(G);if(null!=D||null==E)C.appendChild(I),null!=l&&(G.appendChild(FilenameDialog.createTypeHint(b,Z,l)),null!=b.editor.diagramFileTypes&&(I=document.createElement("tr"),G=document.createElement("td"),G.style.textOverflow="ellipsis",G.style.textAlign="right",G.style.maxWidth="100px",G.style.fontSize="10pt",G.style.width="84px",mxUtils.write(G,mxResources.get("type")+ -":"),I.appendChild(G),G=document.createElement("td"),G.style.whiteSpace="nowrap",I.appendChild(G),e=FilenameDialog.createFileTypes(b,Z,b.editor.diagramFileTypes),e.style.marginLeft="4px",e.style.width="198px",G.appendChild(e),Z.style.width=null!=q?q-40+"px":"190px",I.appendChild(G),C.appendChild(I)));null!=E&&(I=document.createElement("tr"),G=document.createElement("td"),G.colSpan=2,G.appendChild(E),I.appendChild(G),C.appendChild(I));I=document.createElement("tr");G=document.createElement("td");G.colSpan= -2;G.style.paddingTop=null!=l?"12px":"20px";G.style.whiteSpace="nowrap";G.setAttribute("align","right");l=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=g&&g()});l.className="geBtn";b.editor.cancelFirst&&G.appendChild(l);null!=d&&(q=mxUtils.button(mxResources.get("help"),function(){b.editor.graph.openLink(d)}),q.className="geBtn",G.appendChild(q));mxEvent.addListener(Z,"keypress",function(ba){13==ba.keyCode&&ca.click()});G.appendChild(ca);b.editor.cancelFirst||G.appendChild(l); -I.appendChild(G);C.appendChild(I);F.appendChild(C);this.container=F};FilenameDialog.filenameHelpLink=null; -FilenameDialog.createTypeHint=function(b,e,k){var n=document.createElement("img");n.style.backgroundPosition="center bottom";n.style.backgroundRepeat="no-repeat";n.style.margin="2px 0 0 4px";n.style.verticalAlign="top";n.style.cursor="pointer";n.style.height="16px";n.style.width="16px";mxUtils.setOpacity(n,70);var D=function(){n.setAttribute("src",Editor.helpImage);n.setAttribute("title",mxResources.get("help"));for(var t=0;t<k.length;t++)if(0<k[t].ext.length&&e.value.toLowerCase().substring(e.value.length- -k[t].ext.length-1)=="."+k[t].ext){n.setAttribute("title",mxResources.get(k[t].title));break}};mxEvent.addListener(e,"keyup",D);mxEvent.addListener(e,"change",D);mxEvent.addListener(n,"click",function(t){var E=n.getAttribute("title");n.getAttribute("src")==Editor.helpImage?b.editor.graph.openLink(FilenameDialog.filenameHelpLink):""!=E&&b.showError(null,E,mxResources.get("help"),function(){b.editor.graph.openLink(FilenameDialog.filenameHelpLink)},null,mxResources.get("ok"),null,null,null,340,90);mxEvent.consume(t)}); -D();return n}; -FilenameDialog.createFileTypes=function(b,e,k){var n=document.createElement("select");for(b=0;b<k.length;b++){var D=document.createElement("option");D.setAttribute("value",b);mxUtils.write(D,mxResources.get(k[b].description)+" (."+k[b].extension+")");n.appendChild(D)}mxEvent.addListener(n,"change",function(t){t=k[n.value].extension;var E=e.value.lastIndexOf(".drawio.");E=0<E?E:e.value.lastIndexOf(".");"drawio"!=t&&(t="drawio."+t);e.value=0<E?e.value.substring(0,E+1)+t:e.value+"."+t;"createEvent"in -document?(t=document.createEvent("HTMLEvents"),t.initEvent("change",!1,!0),e.dispatchEvent(t)):e.fireEvent("onchange")});b=function(t){t=e.value.toLowerCase();for(var E=0,d=0;d<k.length;d++){var f=k[d].extension,g=null;"drawio"!=f&&(g=f,f=".drawio."+f);if(t.substring(t.length-f.length-1)=="."+f||null!=g&&t.substring(t.length-g.length-1)=="."+g){E=d;break}}n.value=E};mxEvent.addListener(e,"change",b);mxEvent.addListener(e,"keyup",b);b();return n}; -(function(){mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph;if(null!=E.container&&!E.transparentBackground){if(E.pageVisible){var d=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var f=E.container.firstChild;null!=f&&f.nodeType!=mxConstants.NODETYPE_ELEMENT;)f=f.nextSibling;null!=f&&(this.backgroundPageShape=this.createBackgroundPageShape(d),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, -this.backgroundPageShape.init(E.container),f.style.position="absolute",E.container.insertBefore(this.backgroundPageShape.node,f),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(g){E.dblClick(g)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(g){E.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(g))}),mxUtils.bind(this,function(g){null!= -E.tooltipHandler&&E.tooltipHandler.isHideOnHover()&&E.tooltipHandler.hide();E.isMouseDown&&!mxEvent.isConsumed(g)&&E.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(g))}),mxUtils.bind(this,function(g){E.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(g))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=d,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; -mxGraphView.prototype.validateBackgroundStyles=function(){var E=this.graph,d=null==E.background||E.background==mxConstants.NONE?E.defaultPageBackgroundColor:E.background,f=null!=d&&this.gridColor!=d.toLowerCase()?this.gridColor:"#ffffff",g="none",l="";if(E.isGridEnabled()||E.gridVisible){l=10;mxClient.IS_SVG?(g=unescape(encodeURIComponent(this.createSvgGrid(f))),g=window.btoa?btoa(g):Base64.encode(g,!0),g="url(data:image/svg+xml;base64,"+g+")",l=E.gridSize*this.scale*this.gridSteps):g="url("+this.gridImage+ -")";var q=f=0;null!=E.view.backgroundPageShape&&(q=this.getBackgroundPageBounds(),f=1+q.x,q=1+q.y);l=-Math.round(l-mxUtils.mod(this.translate.x*this.scale-f,l))+"px "+-Math.round(l-mxUtils.mod(this.translate.y*this.scale-q,l))+"px"}f=E.view.canvas;null!=f.ownerSVGElement&&(f=f.ownerSVGElement);null!=E.view.backgroundPageShape?(E.view.backgroundPageShape.node.style.backgroundPosition=l,E.view.backgroundPageShape.node.style.backgroundImage=g,E.view.backgroundPageShape.node.style.backgroundColor=d,E.view.backgroundPageShape.node.style.borderColor= -E.defaultPageBorderColor,E.container.className="geDiagramContainer geDiagramBackdrop",f.style.backgroundImage="none",f.style.backgroundColor=""):(E.container.className="geDiagramContainer",f.style.backgroundPosition=l,f.style.backgroundColor=d,f.style.backgroundImage=g)};mxGraphView.prototype.createSvgGrid=function(E){for(var d=this.graph.gridSize*this.scale;d<this.minGridSize;)d*=2;for(var f=this.gridSteps*d,g=[],l=1;l<this.gridSteps;l++){var q=l*d;g.push("M 0 "+q+" L "+f+" "+q+" M "+q+" 0 L "+q+ -" "+f)}return'<svg width="'+f+'" height="'+f+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+f+'" height="'+f+'" patternUnits="userSpaceOnUse"><path d="'+g.join(" ")+'" fill="none" stroke="'+E+'" opacity="0.2" stroke-width="1"/><path d="M '+f+" 0 L 0 0 0 "+f+'" fill="none" stroke="'+E+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var b=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,d){b.apply(this,arguments); -if(null!=this.shiftPreview1){var f=this.view.canvas;null!=f.ownerSVGElement&&(f=f.ownerSVGElement);var g=this.gridSize*this.view.scale*this.view.gridSteps;g=-Math.round(g-mxUtils.mod(this.view.translate.x*this.view.scale+E,g))+"px "+-Math.round(g-mxUtils.mod(this.view.translate.y*this.view.scale+d,g))+"px";f.style.backgroundPosition=g}};mxGraph.prototype.updatePageBreaks=function(E,d,f){var g=this.view.scale,l=this.view.translate,q=this.pageFormat,z=g*this.pageScale,F=this.view.getBackgroundPageBounds(); -d=F.width;f=F.height;var C=new mxRectangle(g*l.x,g*l.y,q.width*z,q.height*z),I=(E=E&&Math.min(C.width,C.height)>this.minPageBreakDist)?Math.ceil(f/C.height)-1:0,G=E?Math.ceil(d/C.width)-1:0,Z=F.x+d,ca=F.y+f;null==this.horizontalPageBreaks&&0<I&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<G&&(this.verticalPageBreaks=[]);E=mxUtils.bind(this,function(ba){if(null!=ba){for(var Y=ba==this.horizontalPageBreaks?I:G,O=0;O<=Y;O++){var la=ba==this.horizontalPageBreaks?[new mxPoint(Math.round(F.x), -Math.round(F.y+(O+1)*C.height)),new mxPoint(Math.round(Z),Math.round(F.y+(O+1)*C.height))]:[new mxPoint(Math.round(F.x+(O+1)*C.width),Math.round(F.y)),new mxPoint(Math.round(F.x+(O+1)*C.width),Math.round(ca))];null!=ba[O]?(ba[O].points=la,ba[O].redraw()):(la=new mxPolyline(la,this.pageBreakColor),la.dialect=this.dialect,la.isDashed=this.pageBreakDashed,la.pointerEvents=!1,la.init(this.view.backgroundPane),la.redraw(),ba[O]=la)}for(O=Y;O<ba.length;O++)ba[O].destroy();ba.splice(Y,ba.length-Y)}});E(this.horizontalPageBreaks); -E(this.verticalPageBreaks)};var e=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(E,d,f){for(var g=0;g<d.length;g++){if(this.graph.isTableCell(d[g])||this.graph.isTableRow(d[g]))return!1;if(this.graph.getModel().isVertex(d[g])){var l=this.graph.getCellGeometry(d[g]);if(null!=l&&l.relative)return!1}}return e.apply(this,arguments)};var k=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var E= -k.apply(this,arguments);E.intersects=mxUtils.bind(this,function(d,f){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(E,arguments)});return E};mxGraphView.prototype.createBackgroundPageShape=function(E){return new mxRectangleShape(E,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var E=this.getGraphBounds(),d=0<E.width?E.x/this.scale-this.translate.x:0,f=0<E.height?E.y/this.scale-this.translate.y:0,g=this.graph.pageFormat, -l=this.graph.pageScale,q=g.width*l;g=g.height*l;l=Math.floor(Math.min(0,d)/q);var z=Math.floor(Math.min(0,f)/g);return new mxRectangle(this.scale*(this.translate.x+l*q),this.scale*(this.translate.y+z*g),this.scale*(Math.ceil(Math.max(1,d+E.width/this.scale)/q)-l)*q,this.scale*(Math.ceil(Math.max(1,f+E.height/this.scale)/g)-z)*g)};var n=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,d){n.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| -this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=E+"px",this.view.backgroundPageShape.node.style.marginTop=d+"px")};var D=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(E,d,f,g,l,q){var z=D.apply(this,arguments);null==q||q||mxEvent.addListener(z,"mousedown",function(F){mxEvent.consume(F)});return z};var t=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= -function(E,d,f){var g=this.graph.model.getParent(E);if(d){var l=this.graph.model.isEdge(E)?null:this.graph.getCellGeometry(E);l=!this.graph.model.isEdge(g)&&!this.graph.isSiblingSelected(E)&&(null!=l&&l.relative||!this.graph.isContainer(g)||this.graph.isPart(E))}else if(l=t.apply(this,arguments),this.graph.isTableCell(E)||this.graph.isTableRow(E))l=g,this.graph.isTable(l)||(l=this.graph.model.getParent(l)),l=!this.graph.selectionCellsHandler.isHandled(l)||this.graph.isCellSelected(l)&&this.graph.isToggleEvent(f.getEvent())|| -this.graph.isCellSelected(E)&&!this.graph.isToggleEvent(f.getEvent())||this.graph.isTableCell(E)&&this.graph.isCellSelected(g);return l};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(E){E=E.getCell();for(var d=this.graph.getModel(),f=d.getParent(E),g=this.graph.view.getState(f),l=this.graph.isCellSelected(E);null!=g&&(d.isVertex(f)||d.isEdge(f));){var q=this.graph.isCellSelected(f);l=l||q;if(q||!l&&(this.graph.isTableCell(E)||this.graph.isTableRow(E)))E=f;f=d.getParent(f)}return E}})();EditorUi=function(b,e,k){mxEventSource.call(this);this.destroyFunctions=[];this.editor=b||new Editor;this.container=e||document.body;var n=this.editor.graph;n.lightbox=k;var D=n.getGraphBounds;n.getGraphBounds=function(){var L=D.apply(this,arguments),S=this.backgroundImage;if(null!=S&&null!=S.width&&null!=S.height){var ja=this.view.translate,ma=this.view.scale;L=mxRectangle.fromRectangle(L);L.add(new mxRectangle((ja.x+S.x)*ma,(ja.y+S.y)*ma,S.width*ma,S.height*ma))}return L};n.useCssTransforms&&(this.lazyZoomDelay= -0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(L,S){this.clearSelectionState()});n.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); -n.getModel().addListener(mxEvent.CHANGE,this.selectionStateListener);n.addListener(mxEvent.EDITING_STARTED,this.selectionStateListener);n.addListener(mxEvent.EDITING_STOPPED,this.selectionStateListener);n.getView().addListener("unitChanged",this.selectionStateListener);this.editor.chromeless&&!this.editor.editable&&(this.footerHeight=0,n.isEnabled=function(){return!1},n.panningHandler.isForcePanningEvent=function(L){return!mxEvent.isPopupTrigger(L.getEvent())});this.actions=new Actions(this);this.menus= -this.createMenus();if(!n.standalone){var t="rounded shadow glass dashed dashPattern labelBackgroundColor labelBorderColor comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle pointerEvents".split(" "),E="shape edgeStyle curved rounded elbow jumpStyle jumpSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "), -d="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),f=!1,g=!1;this.setDefaultStyle=function(L){try{var S=n.getCellStyle(L,!1),ja=[],ma=[],u;for(u in S)ja.push(S[u]),ma.push(u);n.getModel().isEdge(L)?n.currentEdgeStyle={}:n.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ma,"values",ja,"cells",[L]));n.getModel().isEdge(L)?g=!0:f=!0}catch(H){this.handleError(H)}};this.clearDefaultStyle=function(){n.currentEdgeStyle= -mxUtils.clone(n.defaultEdgeStyle);n.currentVertexStyle=mxUtils.clone(n.defaultVertexStyle);f=g=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var l=["fontFamily","fontSource","fontSize","fontColor"];for(e=0;e<l.length;e++)0>mxUtils.indexOf(t,l[e])&&t.push(l[e]);var q="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),z=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], -["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(e=0;e<z.length;e++)for(k=0;k<z[e].length;k++)t.push(z[e][k]);for(e=0;e<E.length;e++)0>mxUtils.indexOf(t,E[e])&&t.push(E[e]);var F=function(L,S,ja,ma,u,H,P){ma=null!=ma?ma:n.currentVertexStyle;u=null!=u?u:n.currentEdgeStyle;H=null!=H?H:!0;ja=null!=ja?ja:n.getModel();if(P){P=[];for(var V=0;V<L.length;V++)P=P.concat(ja.getDescendants(L[V]));L=P}ja.beginUpdate();try{for(V=0;V<L.length;V++){var Q= -L[V];if(S)var da=["fontSize","fontFamily","fontColor"];else{var ea=ja.getStyle(Q),fa=null!=ea?ea.split(";"):[];da=t.slice();for(var pa=0;pa<fa.length;pa++){var ua=fa[pa],qa=ua.indexOf("=");if(0<=qa){var Da=ua.substring(0,qa),Aa=mxUtils.indexOf(da,Da);0<=Aa&&da.splice(Aa,1);for(P=0;P<z.length;P++){var Fa=z[P];if(0<=mxUtils.indexOf(Fa,Da))for(var ta=0;ta<Fa.length;ta++){var Sa=mxUtils.indexOf(da,Fa[ta]);0<=Sa&&da.splice(Sa,1)}}}}}var Ra=ja.isEdge(Q);P=Ra?u:ma;var Oa=ja.getStyle(Q);for(pa=0;pa<da.length;pa++){Da= -da[pa];var Va=P[Da];null!=Va&&"edgeStyle"!=Da&&("shape"!=Da||Ra)&&(!Ra||H||0>mxUtils.indexOf(d,Da))&&(Oa=mxUtils.setStyle(Oa,Da,Va))}Editor.simpleLabels&&(Oa=mxUtils.setStyle(mxUtils.setStyle(Oa,"html",null),"whiteSpace",null));ja.setStyle(Q,Oa)}}finally{ja.endUpdate()}return L};n.addListener("cellsInserted",function(L,S){F(S.getProperty("cells"),null,null,null,null,!0,!0)});n.addListener("textInserted",function(L,S){F(S.getProperty("cells"),!0)});this.insertHandler=F;this.createDivs();this.createUi(); -this.refresh();var C=mxUtils.bind(this,function(L){null==L&&(L=window.event);return n.isEditing()||null!=L&&this.isSelectionAllowed(L)});this.container==document.body&&(this.menubarContainer.onselectstart=C,this.menubarContainer.onmousedown=C,this.toolbarContainer.onselectstart=C,this.toolbarContainer.onmousedown=C,this.diagramContainer.onselectstart=C,this.diagramContainer.onmousedown=C,this.sidebarContainer.onselectstart=C,this.sidebarContainer.onmousedown=C,this.formatContainer.onselectstart=C, -this.formatContainer.onmousedown=C,this.footerContainer.onselectstart=C,this.footerContainer.onmousedown=C,null!=this.tabContainer&&(this.tabContainer.onselectstart=C));!this.editor.chromeless||this.editor.editable?(e=function(L){if(null!=L){var S=mxEvent.getSource(L);if("A"==S.nodeName)for(;null!=S;){if("geHint"==S.className)return!0;S=S.parentNode}}return C(L)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", -e):this.diagramContainer.oncontextmenu=e):n.panningHandler.usePopupTrigger=!1;n.init(this.diagramContainer);mxClient.IS_SVG&&null!=n.view.getDrawPane()&&(e=n.view.getDrawPane().ownerSVGElement,null!=e&&(e.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=n.graphHandler){var I=n.graphHandler.start;n.graphHandler.start=function(){null!=R.hoverIcons&&R.hoverIcons.reset();I.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(L){var S= -mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(L)-S.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(L)-S.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var G=!1,Z=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(L,S){return G||Z.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(L){32!=L.which||n.isEditing()?mxEvent.isConsumed(L)|| -27!=L.keyCode||this.hideDialog(null,!0):(G=!0,this.hoverIcons.reset(),n.container.style.cursor="move",n.isEditing()||mxEvent.getSource(L)!=n.container||mxEvent.consume(L))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(L){n.container.style.cursor="";G=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var ca=n.panningHandler.isForcePanningEvent;n.panningHandler.isForcePanningEvent=function(L){return ca.apply(this,arguments)||G|| -mxEvent.isMouseEvent(L.getEvent())&&(this.usePopupTrigger||!mxEvent.isPopupTrigger(L.getEvent()))&&(!mxEvent.isControlDown(L.getEvent())&&mxEvent.isRightMouseButton(L.getEvent())||mxEvent.isMiddleMouseButton(L.getEvent()))};var ba=n.cellEditor.isStopEditingEvent;n.cellEditor.isStopEditingEvent=function(L){return ba.apply(this,arguments)||13==L.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(L)||mxClient.IS_MAC&&mxEvent.isMetaDown(L)||mxClient.IS_SF&&mxEvent.isShiftDown(L))};var Y=n.isZoomWheelEvent; -n.isZoomWheelEvent=function(){return G||Y.apply(this,arguments)};var O=!1,la=null,aa=null,ia=null,X=mxUtils.bind(this,function(){if(null!=this.toolbar&&O!=n.cellEditor.isContentEditing()){for(var L=this.toolbar.container.firstChild,S=[];null!=L;){var ja=L.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,L)&&(L.parentNode.removeChild(L),S.push(L));L=ja}L=this.toolbar.fontMenu;ja=this.toolbar.sizeMenu;if(null==ia)this.toolbar.createTextToolbar();else{for(var ma=0;ma<ia.length;ma++)this.toolbar.container.appendChild(ia[ma]); -this.toolbar.fontMenu=la;this.toolbar.sizeMenu=aa}O=n.cellEditor.isContentEditing();la=L;aa=ja;ia=S}}),R=this,sa=n.cellEditor.startEditing;n.cellEditor.startEditing=function(){sa.apply(this,arguments);X();if(n.cellEditor.isContentEditing()){var L=!1,S=function(){L||(L=!0,window.setTimeout(function(){var ja=n.getSelectedEditingElement();null!=ja&&(ja=mxUtils.getCurrentStyle(ja),null!=ja&&null!=R.toolbar&&(R.toolbar.setFontName(Graph.stripQuotes(ja.fontFamily)),R.toolbar.setFontSize(parseInt(ja.fontSize)))); -L=!1},0))};mxEvent.addListener(n.cellEditor.textarea,"input",S);mxEvent.addListener(n.cellEditor.textarea,"touchend",S);mxEvent.addListener(n.cellEditor.textarea,"mouseup",S);mxEvent.addListener(n.cellEditor.textarea,"keyup",S);S()}};var M=n.cellEditor.stopEditing;n.cellEditor.stopEditing=function(L,S){try{M.apply(this,arguments),X()}catch(ja){R.handleError(ja)}};n.container.setAttribute("tabindex","0");n.container.style.cursor="default";if(window.self===window.top&&null!=n.container.parentNode)try{n.container.focus()}catch(L){}var ka= -n.fireMouseEvent;n.fireMouseEvent=function(L,S,ja){L==mxEvent.MOUSE_DOWN&&this.container.focus();ka.apply(this,arguments)};n.popupMenuHandler.autoExpand=!0;null!=this.menus&&(n.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(L,S,ja){this.menus.createPopupMenu(L,S,ja)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(L){n.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(b);this.getKeyHandler=function(){return keyHandler};n.connectionHandler.addListener(mxEvent.CONNECT, -function(L,S){var ja=[S.getProperty("cell")];S.getProperty("terminalInserted")&&(ja.push(S.getProperty("terminal")),window.setTimeout(function(){null!=R.hoverIcons&&R.hoverIcons.update(n.view.getState(ja[ja.length-1]))},0));F(ja)});this.addListener("styleChanged",mxUtils.bind(this,function(L,S){var ja=S.getProperty("cells"),ma=L=!1;if(0<ja.length)for(var u=0;u<ja.length&&(L=n.getModel().isVertex(ja[u])||L,!(ma=n.getModel().isEdge(ja[u])||ma)||!L);u++);else ma=L=!0;L=L&&!f;ma=ma&&!g;ja=S.getProperty("keys"); -S=S.getProperty("values");for(u=0;u<ja.length;u++){var H=0<=mxUtils.indexOf(l,ja[u]);if("strokeColor"!=ja[u]||null!=S[u]&&"none"!=S[u])if(0<=mxUtils.indexOf(E,ja[u]))ma||0<=mxUtils.indexOf(q,ja[u])?null==S[u]?delete n.currentEdgeStyle[ja[u]]:n.currentEdgeStyle[ja[u]]=S[u]:L&&0<=mxUtils.indexOf(t,ja[u])&&(null==S[u]?delete n.currentVertexStyle[ja[u]]:n.currentVertexStyle[ja[u]]=S[u]);else if(0<=mxUtils.indexOf(t,ja[u])){if(L||H)null==S[u]?delete n.currentVertexStyle[ja[u]]:n.currentVertexStyle[ja[u]]= -S[u];if(ma||H||0<=mxUtils.indexOf(q,ja[u]))null==S[u]?delete n.currentEdgeStyle[ja[u]]:n.currentEdgeStyle[ja[u]]=S[u]}}null!=this.toolbar&&(this.toolbar.setFontName(n.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(n.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==n.currentEdgeStyle.edgeStyle&&"1"==n.currentEdgeStyle.curved? -"geSprite geSprite-curved":"straight"==n.currentEdgeStyle.edgeStyle||"none"==n.currentEdgeStyle.edgeStyle||null==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-straight":"entityRelationEdgeStyle"==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-entity":"elbowEdgeStyle"==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==n.currentEdgeStyle.elbow?"verticalelbow":"horizontalelbow"):"isometricEdgeStyle"==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==n.currentEdgeStyle.elbow? -"verticalisometric":"horizontalisometric"):"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==n.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==n.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==n.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(b=mxUtils.bind(this,function(){var L=n.currentVertexStyle.fontFamily||"Helvetica", -S=String(n.currentVertexStyle.fontSize||"12"),ja=n.getView().getState(n.getSelectionCell());null!=ja&&(L=ja.style[mxConstants.STYLE_FONTFAMILY]||L,S=ja.style[mxConstants.STYLE_FONTSIZE]||S,10<L.length&&(L=L.substring(0,8)+"..."));this.toolbar.setFontName(L);this.toolbar.setFontSize(S)}),n.getSelectionModel().addListener(mxEvent.CHANGE,b),n.getModel().addListener(mxEvent.CHANGE,b));n.addListener(mxEvent.CELLS_ADDED,function(L,S){L=S.getProperty("cells");S=S.getProperty("parent");null!=S&&n.getModel().isLayer(S)&& -!n.isCellVisible(S)&&null!=L&&0<L.length&&n.getModel().setVisible(S,!0)});this.gestureHandler=mxUtils.bind(this,function(L){null!=this.currentMenu&&mxEvent.getSource(L)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler);this.orientationChangeHandler= -mxUtils.bind(this,function(){this.refresh()});mxEvent.addListener(window,"orientationchange",this.orientationChangeHandler);mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&(this.scrollHandler=mxUtils.bind(this,function(){window.scrollTo(0,0)}),mxEvent.addListener(window,"scroll",this.scrollHandler));this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.resetScrollbars()}));this.addListener("gridEnabledChanged",mxUtils.bind(this,function(){n.view.validateBackground()})); -this.addListener("backgroundColorChanged",mxUtils.bind(this,function(){n.view.validateBackground()}));n.addListener("gridSizeChanged",mxUtils.bind(this,function(){n.isGridEnabled()&&n.view.validateBackground()}));this.editor.resetGraph()}this.init();n.standalone||this.open()};EditorUi.compactUi=!0; -EditorUi.parsePng=function(b,e,k){function n(d,f){var g=t;t+=f;return d.substring(g,t)}function D(d){d=n(d,4);return d.charCodeAt(3)+(d.charCodeAt(2)<<8)+(d.charCodeAt(1)<<16)+(d.charCodeAt(0)<<24)}var t=0;if(n(b,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=k&&k();else if(n(b,4),"IHDR"!=n(b,4))null!=k&&k();else{n(b,17);do{k=D(b);var E=n(b,4);if(null!=e&&e(t-8,E,k))break;value=n(b,k);n(b,4);if("IEND"==E)break}while(k)}};mxUtils.extend(EditorUi,mxEventSource); +var FilenameDialog=function(b,e,k,m,D,p,E,K,Q,d,f,g,x){Q=null!=Q?Q:!0;var z=document.createElement("table"),u=document.createElement("tbody");z.style.position="absolute";z.style.top="30px";z.style.left="20px";var H=document.createElement("tr");var L=document.createElement("td");L.style.textOverflow="ellipsis";L.style.textAlign="right";L.style.maxWidth=(x?x+15:100)+"px";L.style.fontSize="10pt";L.style.width=(x?x:84)+"px";mxUtils.write(L,(D||mxResources.get("filename"))+":");H.appendChild(L);var C= +document.createElement("input");C.setAttribute("value",e||"");C.style.marginLeft="4px";C.style.width=null!=g?g+"px":"180px";var G=mxUtils.button(k,function(){if(null==p||p(C.value))Q&&b.hideDialog(),m(C.value)});G.className="geBtn gePrimaryBtn";this.init=function(){if(null!=D||null==E)if(C.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?C.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var V=z.parentNode;if(null!=V){var U=null;mxEvent.addListener(V,"dragleave", +function(Y){null!=U&&(U.style.backgroundColor="",U=null);Y.stopPropagation();Y.preventDefault()});mxEvent.addListener(V,"dragover",mxUtils.bind(this,function(Y){null==U&&(!mxClient.IS_IE||10<document.documentMode)&&(U=C,U.style.backgroundColor="#ebf2f9");Y.stopPropagation();Y.preventDefault()}));mxEvent.addListener(V,"drop",mxUtils.bind(this,function(Y){null!=U&&(U.style.backgroundColor="",U=null);0<=mxUtils.indexOf(Y.dataTransfer.types,"text/uri-list")&&(C.value=decodeURIComponent(Y.dataTransfer.getData("text/uri-list")), +G.click());Y.stopPropagation();Y.preventDefault()}))}}};L=document.createElement("td");L.style.whiteSpace="nowrap";L.appendChild(C);H.appendChild(L);if(null!=D||null==E)u.appendChild(H),null!=f&&(L.appendChild(FilenameDialog.createTypeHint(b,C,f)),null!=b.editor.diagramFileTypes&&(H=document.createElement("tr"),L=document.createElement("td"),L.style.textOverflow="ellipsis",L.style.textAlign="right",L.style.maxWidth="100px",L.style.fontSize="10pt",L.style.width="84px",mxUtils.write(L,mxResources.get("type")+ +":"),H.appendChild(L),L=document.createElement("td"),L.style.whiteSpace="nowrap",H.appendChild(L),e=FilenameDialog.createFileTypes(b,C,b.editor.diagramFileTypes),e.style.marginLeft="4px",e.style.width="198px",L.appendChild(e),C.style.width=null!=g?g-40+"px":"190px",H.appendChild(L),u.appendChild(H)));null!=E&&(H=document.createElement("tr"),L=document.createElement("td"),L.colSpan=2,L.appendChild(E),H.appendChild(L),u.appendChild(H));H=document.createElement("tr");L=document.createElement("td");L.colSpan= +2;L.style.paddingTop=null!=f?"12px":"20px";L.style.whiteSpace="nowrap";L.setAttribute("align","right");f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=d&&d()});f.className="geBtn";b.editor.cancelFirst&&L.appendChild(f);null!=K&&(g=mxUtils.button(mxResources.get("help"),function(){b.editor.graph.openLink(K)}),g.className="geBtn",L.appendChild(g));mxEvent.addListener(C,"keypress",function(V){13==V.keyCode&&G.click()});L.appendChild(G);b.editor.cancelFirst||L.appendChild(f); +H.appendChild(L);u.appendChild(H);z.appendChild(u);this.container=z};FilenameDialog.filenameHelpLink=null; +FilenameDialog.createTypeHint=function(b,e,k){var m=document.createElement("img");m.style.backgroundPosition="center bottom";m.style.backgroundRepeat="no-repeat";m.style.margin="2px 0 0 4px";m.style.verticalAlign="top";m.style.cursor="pointer";m.style.height="16px";m.style.width="16px";mxUtils.setOpacity(m,70);var D=function(){m.setAttribute("src",Editor.helpImage);m.setAttribute("title",mxResources.get("help"));for(var p=0;p<k.length;p++)if(0<k[p].ext.length&&e.value.toLowerCase().substring(e.value.length- +k[p].ext.length-1)=="."+k[p].ext){m.setAttribute("title",mxResources.get(k[p].title));break}};mxEvent.addListener(e,"keyup",D);mxEvent.addListener(e,"change",D);mxEvent.addListener(m,"click",function(p){var E=m.getAttribute("title");m.getAttribute("src")==Editor.helpImage?b.editor.graph.openLink(FilenameDialog.filenameHelpLink):""!=E&&b.showError(null,E,mxResources.get("help"),function(){b.editor.graph.openLink(FilenameDialog.filenameHelpLink)},null,mxResources.get("ok"),null,null,null,340,90);mxEvent.consume(p)}); +D();return m}; +FilenameDialog.createFileTypes=function(b,e,k){var m=document.createElement("select");for(b=0;b<k.length;b++){var D=document.createElement("option");D.setAttribute("value",b);mxUtils.write(D,mxResources.get(k[b].description)+" (."+k[b].extension+")");m.appendChild(D)}mxEvent.addListener(m,"change",function(p){p=k[m.value].extension;var E=e.value.lastIndexOf(".drawio.");E=0<E?E:e.value.lastIndexOf(".");"drawio"!=p&&(p="drawio."+p);e.value=0<E?e.value.substring(0,E+1)+p:e.value+"."+p;"createEvent"in +document?(p=document.createEvent("HTMLEvents"),p.initEvent("change",!1,!0),e.dispatchEvent(p)):e.fireEvent("onchange")});b=function(p){p=e.value.toLowerCase();for(var E=0,K=0;K<k.length;K++){var Q=k[K].extension,d=null;"drawio"!=Q&&(d=Q,Q=".drawio."+Q);if(p.substring(p.length-Q.length-1)=="."+Q||null!=d&&p.substring(p.length-d.length-1)=="."+d){E=K;break}}m.value=E};mxEvent.addListener(e,"change",b);mxEvent.addListener(e,"keyup",b);b();return m}; +var WrapperWindow=function(b,e,k,m,D,p,E){var K=b.createSidebarContainer();E(K);this.window=new mxWindow(e,K,k,m,D,p,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);b.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(Q){null==Q&&(Q=window.event);return null!=Q&&b.isSelectionAllowed(Q)}))}; +(function(){mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph;if(null!=E.container&&!E.transparentBackground){if(E.pageVisible){var K=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var Q=E.container.firstChild;null!=Q&&Q.nodeType!=mxConstants.NODETYPE_ELEMENT;)Q=Q.nextSibling;null!=Q&&(this.backgroundPageShape=this.createBackgroundPageShape(K),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, +this.backgroundPageShape.init(E.container),Q.style.position="absolute",E.container.insertBefore(this.backgroundPageShape.node,Q),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(d){E.dblClick(d)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(d){E.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(d))}),mxUtils.bind(this,function(d){null!= +E.tooltipHandler&&E.tooltipHandler.isHideOnHover()&&E.tooltipHandler.hide();E.isMouseDown&&!mxEvent.isConsumed(d)&&E.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(d))}),mxUtils.bind(this,function(d){E.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(d))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=K,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; +mxGraphView.prototype.validateBackgroundStyles=function(){var E=this.graph,K=null==E.background||E.background==mxConstants.NONE?E.defaultPageBackgroundColor:E.background,Q=null!=K&&this.gridColor!=K.toLowerCase()?this.gridColor:"#ffffff",d="none",f="";if(E.isGridEnabled()||E.gridVisible){f=10;mxClient.IS_SVG?(d=unescape(encodeURIComponent(this.createSvgGrid(Q))),d=window.btoa?btoa(d):Base64.encode(d,!0),d="url(data:image/svg+xml;base64,"+d+")",f=E.gridSize*this.scale*this.gridSteps):d="url("+this.gridImage+ +")";var g=Q=0;null!=E.view.backgroundPageShape&&(g=this.getBackgroundPageBounds(),Q=1+g.x,g=1+g.y);f=-Math.round(f-mxUtils.mod(this.translate.x*this.scale-Q,f))+"px "+-Math.round(f-mxUtils.mod(this.translate.y*this.scale-g,f))+"px"}Q=E.view.canvas;null!=Q.ownerSVGElement&&(Q=Q.ownerSVGElement);null!=E.view.backgroundPageShape?(E.view.backgroundPageShape.node.style.backgroundPosition=f,E.view.backgroundPageShape.node.style.backgroundImage=d,E.view.backgroundPageShape.node.style.backgroundColor=K,E.view.backgroundPageShape.node.style.borderColor= +E.defaultPageBorderColor,E.container.className="geDiagramContainer geDiagramBackdrop",Q.style.backgroundImage="none",Q.style.backgroundColor=""):(E.container.className="geDiagramContainer",Q.style.backgroundPosition=f,Q.style.backgroundColor=K,Q.style.backgroundImage=d)};mxGraphView.prototype.createSvgGrid=function(E){for(var K=this.graph.gridSize*this.scale;K<this.minGridSize;)K*=2;for(var Q=this.gridSteps*K,d=[],f=1;f<this.gridSteps;f++){var g=f*K;d.push("M 0 "+g+" L "+Q+" "+g+" M "+g+" 0 L "+g+ +" "+Q)}return'<svg width="'+Q+'" height="'+Q+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+Q+'" height="'+Q+'" patternUnits="userSpaceOnUse"><path d="'+d.join(" ")+'" fill="none" stroke="'+E+'" opacity="0.2" stroke-width="1"/><path d="M '+Q+" 0 L 0 0 0 "+Q+'" fill="none" stroke="'+E+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var b=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,K){b.apply(this,arguments); +if(null!=this.shiftPreview1){var Q=this.view.canvas;null!=Q.ownerSVGElement&&(Q=Q.ownerSVGElement);var d=this.gridSize*this.view.scale*this.view.gridSteps;d=-Math.round(d-mxUtils.mod(this.view.translate.x*this.view.scale+E,d))+"px "+-Math.round(d-mxUtils.mod(this.view.translate.y*this.view.scale+K,d))+"px";Q.style.backgroundPosition=d}};mxGraph.prototype.updatePageBreaks=function(E,K,Q){var d=this.view.scale,f=this.view.translate,g=this.pageFormat,x=d*this.pageScale,z=this.view.getBackgroundPageBounds(); +K=z.width;Q=z.height;var u=new mxRectangle(d*f.x,d*f.y,g.width*x,g.height*x),H=(E=E&&Math.min(u.width,u.height)>this.minPageBreakDist)?Math.ceil(Q/u.height)-1:0,L=E?Math.ceil(K/u.width)-1:0,C=z.x+K,G=z.y+Q;null==this.horizontalPageBreaks&&0<H&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<L&&(this.verticalPageBreaks=[]);E=mxUtils.bind(this,function(V){if(null!=V){for(var U=V==this.horizontalPageBreaks?H:L,Y=0;Y<=U;Y++){var O=V==this.horizontalPageBreaks?[new mxPoint(Math.round(z.x), +Math.round(z.y+(Y+1)*u.height)),new mxPoint(Math.round(C),Math.round(z.y+(Y+1)*u.height))]:[new mxPoint(Math.round(z.x+(Y+1)*u.width),Math.round(z.y)),new mxPoint(Math.round(z.x+(Y+1)*u.width),Math.round(G))];null!=V[Y]?(V[Y].points=O,V[Y].redraw()):(O=new mxPolyline(O,this.pageBreakColor),O.dialect=this.dialect,O.isDashed=this.pageBreakDashed,O.pointerEvents=!1,O.init(this.view.backgroundPane),O.redraw(),V[Y]=O)}for(Y=U;Y<V.length;Y++)V[Y].destroy();V.splice(U,V.length-U)}});E(this.horizontalPageBreaks); +E(this.verticalPageBreaks)};var e=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(E,K,Q){for(var d=0;d<K.length;d++){if(this.graph.isTableCell(K[d])||this.graph.isTableRow(K[d]))return!1;if(this.graph.getModel().isVertex(K[d])){var f=this.graph.getCellGeometry(K[d]);if(null!=f&&f.relative)return!1}}return e.apply(this,arguments)};var k=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var E= +k.apply(this,arguments);E.intersects=mxUtils.bind(this,function(K,Q){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(E,arguments)});return E};mxGraphView.prototype.createBackgroundPageShape=function(E){return new mxRectangleShape(E,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var E=this.getGraphBounds(),K=0<E.width?E.x/this.scale-this.translate.x:0,Q=0<E.height?E.y/this.scale-this.translate.y:0,d=this.graph.pageFormat, +f=this.graph.pageScale,g=d.width*f;d=d.height*f;f=Math.floor(Math.min(0,K)/g);var x=Math.floor(Math.min(0,Q)/d);return new mxRectangle(this.scale*(this.translate.x+f*g),this.scale*(this.translate.y+x*d),this.scale*(Math.ceil(Math.max(1,K+E.width/this.scale)/g)-f)*g,this.scale*(Math.ceil(Math.max(1,Q+E.height/this.scale)/d)-x)*d)};var m=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,K){m.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| +this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=E+"px",this.view.backgroundPageShape.node.style.marginTop=K+"px")};var D=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(E,K,Q,d,f,g){var x=D.apply(this,arguments);null==g||g||mxEvent.addListener(x,"mousedown",function(z){mxEvent.consume(z)});return x};var p=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= +function(E,K,Q){var d=this.graph.model.getParent(E);if(K){var f=this.graph.model.isEdge(E)?null:this.graph.getCellGeometry(E);f=!this.graph.model.isEdge(d)&&!this.graph.isSiblingSelected(E)&&(null!=f&&f.relative||!this.graph.isContainer(d)||this.graph.isPart(E))}else if(f=p.apply(this,arguments),this.graph.isTableCell(E)||this.graph.isTableRow(E))f=d,this.graph.isTable(f)||(f=this.graph.model.getParent(f)),f=!this.graph.selectionCellsHandler.isHandled(f)||this.graph.isCellSelected(f)&&this.graph.isToggleEvent(Q.getEvent())|| +this.graph.isCellSelected(E)&&!this.graph.isToggleEvent(Q.getEvent())||this.graph.isTableCell(E)&&this.graph.isCellSelected(d);return f};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(E){E=E.getCell();for(var K=this.graph.getModel(),Q=K.getParent(E),d=this.graph.view.getState(Q),f=this.graph.isCellSelected(E);null!=d&&(K.isVertex(Q)||K.isEdge(Q));){var g=this.graph.isCellSelected(Q);f=f||g;if(g||!f&&(this.graph.isTableCell(E)||this.graph.isTableRow(E)))E=Q;Q=K.getParent(Q)}return E}})();EditorUi=function(b,e,k){mxEventSource.call(this);this.destroyFunctions=[];this.editor=b||new Editor;this.container=e||document.body;var m=this.editor.graph;m.lightbox=k;var D=m.getGraphBounds;m.getGraphBounds=function(){var P=D.apply(this,arguments),da=this.backgroundImage;if(null!=da&&null!=da.width&&null!=da.height){var ja=this.view.translate,ka=this.view.scale;P=mxRectangle.fromRectangle(P);P.add(new mxRectangle((ja.x+da.x)*ka,(ja.y+da.y)*ka,da.width*ka,da.height*ka))}return P};m.useCssTransforms&& +(this.lazyZoomDelay=0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(P,da){this.clearSelectionState()});m.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); +m.getModel().addListener(mxEvent.CHANGE,this.selectionStateListener);m.addListener(mxEvent.EDITING_STARTED,this.selectionStateListener);m.addListener(mxEvent.EDITING_STOPPED,this.selectionStateListener);m.getView().addListener("unitChanged",this.selectionStateListener);this.editor.chromeless&&!this.editor.editable&&(this.footerHeight=0,m.isEnabled=function(){return!1},m.panningHandler.isForcePanningEvent=function(P){return!mxEvent.isPopupTrigger(P.getEvent())});this.actions=new Actions(this);this.menus= +this.createMenus();if(!m.standalone){var p="rounded shadow glass dashed dashPattern labelBackgroundColor labelBorderColor comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle pointerEvents".split(" "),E="shape edgeStyle curved rounded elbow jumpStyle jumpSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "), +K="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),Q=!1,d=!1;this.setDefaultStyle=function(P){try{var da=m.getCellStyle(P,!1),ja=[],ka=[],q;for(q in da)ja.push(da[q]),ka.push(q);m.getModel().isEdge(P)?m.currentEdgeStyle={}:m.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ka,"values",ja,"cells",[P]));m.getModel().isEdge(P)?d=!0:Q=!0}catch(F){this.handleError(F)}};this.clearDefaultStyle=function(){m.currentEdgeStyle= +mxUtils.clone(m.defaultEdgeStyle);m.currentVertexStyle=mxUtils.clone(m.defaultVertexStyle);Q=d=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var f=["fontFamily","fontSource","fontSize","fontColor"];for(e=0;e<f.length;e++)0>mxUtils.indexOf(p,f[e])&&p.push(f[e]);var g="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),x=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], +["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(e=0;e<x.length;e++)for(k=0;k<x[e].length;k++)p.push(x[e][k]);for(e=0;e<E.length;e++)0>mxUtils.indexOf(p,E[e])&&p.push(E[e]);var z=function(P,da,ja,ka,q,F,R){ka=null!=ka?ka:m.currentVertexStyle;q=null!=q?q:m.currentEdgeStyle;F=null!=F?F:!0;ja=null!=ja?ja:m.getModel();if(R){R=[];for(var W=0;W<P.length;W++)R=R.concat(ja.getDescendants(P[W]));P=R}ja.beginUpdate();try{for(W=0;W<P.length;W++){var T= +P[W];if(da)var ba=["fontSize","fontFamily","fontColor"];else{var ia=ja.getStyle(T),ra=null!=ia?ia.split(";"):[];ba=p.slice();for(var ta=0;ta<ra.length;ta++){var ma=ra[ta],pa=ma.indexOf("=");if(0<=pa){var za=ma.substring(0,pa),Ba=mxUtils.indexOf(ba,za);0<=Ba&&ba.splice(Ba,1);for(R=0;R<x.length;R++){var Ia=x[R];if(0<=mxUtils.indexOf(Ia,za))for(var Aa=0;Aa<Ia.length;Aa++){var Ka=mxUtils.indexOf(ba,Ia[Aa]);0<=Ka&&ba.splice(Ka,1)}}}}}var Da=ja.isEdge(T);R=Da?q:ka;var Ra=ja.getStyle(T);for(ta=0;ta<ba.length;ta++){za= +ba[ta];var Qa=R[za];null!=Qa&&"edgeStyle"!=za&&("shape"!=za||Da)&&(!Da||F||0>mxUtils.indexOf(K,za))&&(Ra=mxUtils.setStyle(Ra,za,Qa))}Editor.simpleLabels&&(Ra=mxUtils.setStyle(mxUtils.setStyle(Ra,"html",null),"whiteSpace",null));ja.setStyle(T,Ra)}}finally{ja.endUpdate()}return P};m.addListener("cellsInserted",function(P,da){z(da.getProperty("cells"),null,null,null,null,!0,!0)});m.addListener("textInserted",function(P,da){z(da.getProperty("cells"),!0)});this.insertHandler=z;this.createDivs();this.createUi(); +this.refresh();var u=mxUtils.bind(this,function(P){null==P&&(P=window.event);return m.isEditing()||null!=P&&this.isSelectionAllowed(P)});this.container==document.body&&(this.menubarContainer.onselectstart=u,this.menubarContainer.onmousedown=u,this.toolbarContainer.onselectstart=u,this.toolbarContainer.onmousedown=u,this.diagramContainer.onselectstart=u,this.diagramContainer.onmousedown=u,this.sidebarContainer.onselectstart=u,this.sidebarContainer.onmousedown=u,this.formatContainer.onselectstart=u, +this.formatContainer.onmousedown=u,this.footerContainer.onselectstart=u,this.footerContainer.onmousedown=u,null!=this.tabContainer&&(this.tabContainer.onselectstart=u));!this.editor.chromeless||this.editor.editable?(e=function(P){if(null!=P){var da=mxEvent.getSource(P);if("A"==da.nodeName)for(;null!=da;){if("geHint"==da.className)return!0;da=da.parentNode}}return u(P)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", +e):this.diagramContainer.oncontextmenu=e):m.panningHandler.usePopupTrigger=!1;m.init(this.diagramContainer);mxClient.IS_SVG&&null!=m.view.getDrawPane()&&(e=m.view.getDrawPane().ownerSVGElement,null!=e&&(e.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=m.graphHandler){var H=m.graphHandler.start;m.graphHandler.start=function(){null!=ca.hoverIcons&&ca.hoverIcons.reset();H.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(P){var da= +mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(P)-da.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(P)-da.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var L=!1,C=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(P,da){return L||C.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(P){32!=P.which||m.isEditing()?mxEvent.isConsumed(P)|| +27!=P.keyCode||this.hideDialog(null,!0):(L=!0,this.hoverIcons.reset(),m.container.style.cursor="move",m.isEditing()||mxEvent.getSource(P)!=m.container||mxEvent.consume(P))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(P){m.container.style.cursor="";L=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var G=m.panningHandler.isForcePanningEvent;m.panningHandler.isForcePanningEvent=function(P){return G.apply(this,arguments)||L||mxEvent.isMouseEvent(P.getEvent())&& +(this.usePopupTrigger||!mxEvent.isPopupTrigger(P.getEvent()))&&(!mxEvent.isControlDown(P.getEvent())&&mxEvent.isRightMouseButton(P.getEvent())||mxEvent.isMiddleMouseButton(P.getEvent()))};var V=m.cellEditor.isStopEditingEvent;m.cellEditor.isStopEditingEvent=function(P){return V.apply(this,arguments)||13==P.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(P)||mxClient.IS_MAC&&mxEvent.isMetaDown(P)||mxClient.IS_SF&&mxEvent.isShiftDown(P))};var U=m.isZoomWheelEvent;m.isZoomWheelEvent=function(){return L|| +U.apply(this,arguments)};var Y=!1,O=null,qa=null,oa=null,aa=mxUtils.bind(this,function(){if(null!=this.toolbar&&Y!=m.cellEditor.isContentEditing()){for(var P=this.toolbar.container.firstChild,da=[];null!=P;){var ja=P.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,P)&&(P.parentNode.removeChild(P),da.push(P));P=ja}P=this.toolbar.fontMenu;ja=this.toolbar.sizeMenu;if(null==oa)this.toolbar.createTextToolbar();else{for(var ka=0;ka<oa.length;ka++)this.toolbar.container.appendChild(oa[ka]);this.toolbar.fontMenu= +O;this.toolbar.sizeMenu=qa}Y=m.cellEditor.isContentEditing();O=P;qa=ja;oa=da}}),ca=this,fa=m.cellEditor.startEditing;m.cellEditor.startEditing=function(){fa.apply(this,arguments);aa();if(m.cellEditor.isContentEditing()){var P=!1,da=function(){P||(P=!0,window.setTimeout(function(){var ja=m.getSelectedEditingElement();null!=ja&&(ja=mxUtils.getCurrentStyle(ja),null!=ja&&null!=ca.toolbar&&(ca.toolbar.setFontName(Graph.stripQuotes(ja.fontFamily)),ca.toolbar.setFontSize(parseInt(ja.fontSize))));P=!1},0))}; +mxEvent.addListener(m.cellEditor.textarea,"input",da);mxEvent.addListener(m.cellEditor.textarea,"touchend",da);mxEvent.addListener(m.cellEditor.textarea,"mouseup",da);mxEvent.addListener(m.cellEditor.textarea,"keyup",da);da()}};var J=m.cellEditor.stopEditing;m.cellEditor.stopEditing=function(P,da){try{J.apply(this,arguments),aa()}catch(ja){ca.handleError(ja)}};m.container.setAttribute("tabindex","0");m.container.style.cursor="default";if(window.self===window.top&&null!=m.container.parentNode)try{m.container.focus()}catch(P){}var Z= +m.fireMouseEvent;m.fireMouseEvent=function(P,da,ja){P==mxEvent.MOUSE_DOWN&&this.container.focus();Z.apply(this,arguments)};m.popupMenuHandler.autoExpand=!0;null!=this.menus&&(m.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(P,da,ja){this.menus.createPopupMenu(P,da,ja)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(P){m.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(b);this.getKeyHandler=function(){return keyHandler};m.connectionHandler.addListener(mxEvent.CONNECT, +function(P,da){var ja=[da.getProperty("cell")];da.getProperty("terminalInserted")&&(ja.push(da.getProperty("terminal")),window.setTimeout(function(){null!=ca.hoverIcons&&ca.hoverIcons.update(m.view.getState(ja[ja.length-1]))},0));z(ja)});this.addListener("styleChanged",mxUtils.bind(this,function(P,da){var ja=da.getProperty("cells"),ka=P=!1;if(0<ja.length)for(var q=0;q<ja.length&&(P=m.getModel().isVertex(ja[q])||P,!(ka=m.getModel().isEdge(ja[q])||ka)||!P);q++);else ka=P=!0;P=P&&!Q;ka=ka&&!d;ja=da.getProperty("keys"); +da=da.getProperty("values");for(q=0;q<ja.length;q++){var F=0<=mxUtils.indexOf(f,ja[q]);if("strokeColor"!=ja[q]||null!=da[q]&&"none"!=da[q])if(0<=mxUtils.indexOf(E,ja[q]))ka||0<=mxUtils.indexOf(g,ja[q])?null==da[q]?delete m.currentEdgeStyle[ja[q]]:m.currentEdgeStyle[ja[q]]=da[q]:P&&0<=mxUtils.indexOf(p,ja[q])&&(null==da[q]?delete m.currentVertexStyle[ja[q]]:m.currentVertexStyle[ja[q]]=da[q]);else if(0<=mxUtils.indexOf(p,ja[q])){if(P||F)null==da[q]?delete m.currentVertexStyle[ja[q]]:m.currentVertexStyle[ja[q]]= +da[q];if(ka||F||0<=mxUtils.indexOf(g,ja[q]))null==da[q]?delete m.currentEdgeStyle[ja[q]]:m.currentEdgeStyle[ja[q]]=da[q]}}null!=this.toolbar&&(this.toolbar.setFontName(m.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(m.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==m.currentEdgeStyle.edgeStyle&&"1"==m.currentEdgeStyle.curved? +"geSprite geSprite-curved":"straight"==m.currentEdgeStyle.edgeStyle||"none"==m.currentEdgeStyle.edgeStyle||null==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-straight":"entityRelationEdgeStyle"==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-entity":"elbowEdgeStyle"==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==m.currentEdgeStyle.elbow?"verticalelbow":"horizontalelbow"):"isometricEdgeStyle"==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==m.currentEdgeStyle.elbow? +"verticalisometric":"horizontalisometric"):"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==m.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==m.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==m.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(b=mxUtils.bind(this,function(){var P=m.currentVertexStyle.fontFamily||"Helvetica", +da=String(m.currentVertexStyle.fontSize||"12"),ja=m.getView().getState(m.getSelectionCell());null!=ja&&(P=ja.style[mxConstants.STYLE_FONTFAMILY]||P,da=ja.style[mxConstants.STYLE_FONTSIZE]||da,10<P.length&&(P=P.substring(0,8)+"..."));this.toolbar.setFontName(P);this.toolbar.setFontSize(da)}),m.getSelectionModel().addListener(mxEvent.CHANGE,b),m.getModel().addListener(mxEvent.CHANGE,b));m.addListener(mxEvent.CELLS_ADDED,function(P,da){P=da.getProperty("cells");da=da.getProperty("parent");null!=da&& +m.getModel().isLayer(da)&&!m.isCellVisible(da)&&null!=P&&0<P.length&&m.getModel().setVisible(da,!0)});this.gestureHandler=mxUtils.bind(this,function(P){null!=this.currentMenu&&mxEvent.getSource(P)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler); +this.orientationChangeHandler=mxUtils.bind(this,function(){this.refresh()});mxEvent.addListener(window,"orientationchange",this.orientationChangeHandler);mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&(this.scrollHandler=mxUtils.bind(this,function(){window.scrollTo(0,0)}),mxEvent.addListener(window,"scroll",this.scrollHandler));this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.resetScrollbars()}));this.addListener("gridEnabledChanged",mxUtils.bind(this, +function(){m.view.validateBackground()}));this.addListener("backgroundColorChanged",mxUtils.bind(this,function(){m.view.validateBackground()}));m.addListener("gridSizeChanged",mxUtils.bind(this,function(){m.isGridEnabled()&&m.view.validateBackground()}));this.editor.resetGraph()}this.init();m.standalone||this.open()};EditorUi.compactUi=!0; +EditorUi.parsePng=function(b,e,k){function m(K,Q){var d=p;p+=Q;return K.substring(d,p)}function D(K){K=m(K,4);return K.charCodeAt(3)+(K.charCodeAt(2)<<8)+(K.charCodeAt(1)<<16)+(K.charCodeAt(0)<<24)}var p=0;if(m(b,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=k&&k();else if(m(b,4),"IHDR"!=m(b,4))null!=k&&k();else{m(b,17);do{k=D(b);var E=m(b,4);if(null!=e&&e(p-8,E,k))break;value=m(b,k);m(b,4);if("IEND"==E)break}while(k)}};mxUtils.extend(EditorUi,mxEventSource); EditorUi.prototype.splitSize=mxClient.IS_TOUCH||mxClient.IS_POINTER?12:8;EditorUi.prototype.menubarHeight=30;EditorUi.prototype.formatEnabled=!0;EditorUi.prototype.formatWidth=240;EditorUi.prototype.toolbarHeight=38;EditorUi.prototype.footerHeight=28;EditorUi.prototype.sidebarFooterHeight=34;EditorUi.prototype.hsplitPosition=640>=screen.width?118:"large"!=urlParams["sidebar-entries"]?212:240;EditorUi.prototype.allowAnimation=!0;EditorUi.prototype.lightboxMaxFitScale=2; EditorUi.prototype.lightboxVerticalDivider=4;EditorUi.prototype.hsplitClickEnabled=!1; -EditorUi.prototype.init=function(){var b=this.editor.graph;if(!b.standalone){"0"!=urlParams["shape-picker"]&&this.installShapePicker();mxEvent.addListener(b.container,"scroll",mxUtils.bind(this,function(){b.tooltipHandler.hide();null!=b.connectionHandler&&null!=b.connectionHandler.constraintHandler&&b.connectionHandler.constraintHandler.reset()}));b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){b.tooltipHandler.hide();var n=b.getRubberband();null!=n&&n.cancel()}));mxEvent.addListener(b.container, -"keydown",mxUtils.bind(this,function(n){this.onKeyDown(n)}));mxEvent.addListener(b.container,"keypress",mxUtils.bind(this,function(n){this.onKeyPress(n)}));this.addUndoListener();this.addBeforeUnloadListener();b.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));b.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));var e=b.setDefaultParent,k=this;this.editor.graph.setDefaultParent=function(){e.apply(this, +EditorUi.prototype.init=function(){var b=this.editor.graph;if(!b.standalone){"0"!=urlParams["shape-picker"]&&this.installShapePicker();mxEvent.addListener(b.container,"scroll",mxUtils.bind(this,function(){b.tooltipHandler.hide();null!=b.connectionHandler&&null!=b.connectionHandler.constraintHandler&&b.connectionHandler.constraintHandler.reset()}));b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){b.tooltipHandler.hide();var m=b.getRubberband();null!=m&&m.cancel()}));mxEvent.addListener(b.container, +"keydown",mxUtils.bind(this,function(m){this.onKeyDown(m)}));mxEvent.addListener(b.container,"keypress",mxUtils.bind(this,function(m){this.onKeyPress(m)}));this.addUndoListener();this.addBeforeUnloadListener();b.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));b.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));var e=b.setDefaultParent,k=this;this.editor.graph.setDefaultParent=function(){e.apply(this, arguments);k.updateActionStates()};b.editLink=k.actions.get("editLink").funct;this.updateActionStates();this.initClipboard();this.initCanvas();null!=this.format&&this.format.init()}};EditorUi.prototype.clearSelectionState=function(){this.selectionState=null};EditorUi.prototype.getSelectionState=function(){null==this.selectionState&&(this.selectionState=this.createSelectionState());return this.selectionState}; -EditorUi.prototype.createSelectionState=function(){for(var b=this.editor.graph,e=b.getSelectionCells(),k=this.initSelectionState(),n=!0,D=0;D<e.length;D++){var t=b.getCurrentCellStyle(e[D]);"0"!=mxUtils.getValue(t,mxConstants.STYLE_EDITABLE,"1")&&(this.updateSelectionStateForCell(k,e[D],e,n),n=!1)}this.updateSelectionStateForTableCells(k);return k}; +EditorUi.prototype.createSelectionState=function(){for(var b=this.editor.graph,e=b.getSelectionCells(),k=this.initSelectionState(),m=!0,D=0;D<e.length;D++){var p=b.getCurrentCellStyle(e[D]);"0"!=mxUtils.getValue(p,mxConstants.STYLE_EDITABLE,"1")&&(this.updateSelectionStateForCell(k,e[D],e,m),m=!1)}this.updateSelectionStateForTableCells(k);return k}; EditorUi.prototype.initSelectionState=function(){return{vertices:[],edges:[],cells:[],x:null,y:null,width:null,height:null,style:{},containsImage:!1,containsLabel:!1,fill:!0,glass:!0,rounded:!0,autoSize:!1,image:!0,shadow:!0,lineJumps:!0,resizable:!0,table:!1,cell:!1,row:!1,movable:!0,rotatable:!0,stroke:!0,swimlane:!1,unlocked:this.editor.graph.isEnabled(),connections:!1}}; -EditorUi.prototype.updateSelectionStateForTableCells=function(b){if(1<b.cells.length&&b.cell){for(var e=mxUtils.sortCells(b.cells),k=this.editor.graph.model,n=k.getParent(e[0]),D=k.getParent(n),t=n.getIndex(e[0]),E=D.getIndex(n),d=null,f=1,g=1,l=0,q=E<D.getChildCount()-1?k.getChildAt(k.getChildAt(D,E+1),t):null;l<e.length-1;){var z=e[++l];null==q||q!=z||null!=d&&f!=d||(d=f,f=0,g++,n=k.getParent(q),q=E+g<D.getChildCount()?k.getChildAt(k.getChildAt(D,E+g),t):null);var F=this.editor.graph.view.getState(z); -if(z==k.getChildAt(n,t+f)&&null!=F&&1==mxUtils.getValue(F.style,"colspan",1)&&1==mxUtils.getValue(F.style,"rowspan",1))f++;else break}l==g*f-1&&(b.mergeCell=e[0],b.colspan=f,b.rowspan=g)}}; -EditorUi.prototype.updateSelectionStateForCell=function(b,e,k,n){k=this.editor.graph;b.cells.push(e);if(k.getModel().isVertex(e)){b.connections=0<k.model.getEdgeCount(e);b.unlocked=b.unlocked&&!k.isCellLocked(e);b.resizable=b.resizable&&k.isCellResizable(e);b.rotatable=b.rotatable&&k.isCellRotatable(e);b.movable=b.movable&&k.isCellMovable(e)&&!k.isTableRow(e)&&!k.isTableCell(e);b.swimlane=b.swimlane||k.isSwimlane(e);b.table=b.table||k.isTable(e);b.cell=b.cell||k.isTableCell(e);b.row=b.row||k.isTableRow(e); -b.vertices.push(e);var D=k.getCellGeometry(e);if(null!=D&&(0<D.width?null==b.width?b.width=D.width:b.width!=D.width&&(b.width=""):b.containsLabel=!0,0<D.height?null==b.height?b.height=D.height:b.height!=D.height&&(b.height=""):b.containsLabel=!0,!D.relative||null!=D.offset)){var t=D.relative?D.offset.x:D.x;D=D.relative?D.offset.y:D.y;null==b.x?b.x=t:b.x!=t&&(b.x="");null==b.y?b.y=D:b.y!=D&&(b.y="")}}else k.getModel().isEdge(e)&&(b.edges.push(e),b.connections=!0,b.resizable=!1,b.rotatable=!1,b.movable= -!1);e=k.view.getState(e);null!=e&&(b.autoSize=b.autoSize||k.isAutoSizeState(e),b.glass=b.glass&&k.isGlassState(e),b.rounded=b.rounded&&k.isRoundedState(e),b.lineJumps=b.lineJumps&&k.isLineJumpState(e),b.image=b.image&&k.isImageState(e),b.shadow=b.shadow&&k.isShadowState(e),b.fill=b.fill&&k.isFillState(e),b.stroke=b.stroke&&k.isStrokeState(e),t=mxUtils.getValue(e.style,mxConstants.STYLE_SHAPE,null),b.containsImage=b.containsImage||"image"==t,k.mergeStyle(e.style,b.style,n))}; -EditorUi.prototype.installShapePicker=function(){var b=this.editor.graph,e=this;b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(f,g){"mouseDown"==g.getProperty("eventName")&&e.hideShapePicker()}));var k=mxUtils.bind(this,function(){e.hideShapePicker(!0)});b.addListener("wheel",k);b.addListener(mxEvent.ESCAPE,k);b.view.addListener(mxEvent.SCALE,k);b.view.addListener(mxEvent.SCALE_AND_TRANSLATE,k);b.getSelectionModel().addListener(mxEvent.CHANGE,k);var n=b.popupMenuHandler.isMenuShowing; -b.popupMenuHandler.isMenuShowing=function(){return n.apply(this,arguments)||null!=e.shapePicker};var D=b.dblClick;b.dblClick=function(f,g){if(this.isEnabled())if(null!=g||null==e.sidebar||mxEvent.isShiftDown(f)||b.isCellLocked(b.getDefaultParent()))D.apply(this,arguments);else{var l=mxUtils.convertPoint(this.container,mxEvent.getClientX(f),mxEvent.getClientY(f));mxEvent.consume(f);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(l.x,l.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", -k);var t=this.hoverIcons.drag;this.hoverIcons.drag=function(){e.hideShapePicker();t.apply(this,arguments)};var E=this.hoverIcons.execute;this.hoverIcons.execute=function(f,g,l){var q=l.getEvent();this.graph.isCloneEvent(q)||mxEvent.isShiftDown(q)?E.apply(this,arguments):this.graph.connectVertex(f.cell,g,this.graph.defaultEdgeLength,q,null,null,mxUtils.bind(this,function(z,F,C){var I=b.getCompositeParent(f.cell);z=b.getCellGeometry(I);for(l.consume();null!=I&&b.model.isVertex(I)&&null!=z&&z.relative;)cell= -I,I=b.model.getParent(cell),z=b.getCellGeometry(I);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(l.getGraphX(),l.getGraphY(),I,mxUtils.bind(this,function(G){C(G);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(G))}),g)}),30)}),mxUtils.bind(this,function(z){this.graph.selectCellsForConnectVertex(z,q,this)}))};var d=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(f,g){null!=d&&window.clearTimeout(d);d=window.setTimeout(mxUtils.bind(this,function(){var l= -g.getProperty("arrow"),q=g.getProperty("direction"),z=g.getProperty("event");l=l.getBoundingClientRect();var F=mxUtils.getOffset(b.container),C=b.container.scrollLeft+l.x-F.x;F=b.container.scrollTop+l.y-F.y;var I=b.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),G=e.showShapePicker(C,F,I,mxUtils.bind(this,function(Z){null!=Z&&b.connectVertex(I,q,b.defaultEdgeLength,z,!0,!0,function(ca,ba,Y){Y(Z);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(Z))}, -function(ca){b.selectCellsForConnectVertex(ca)},z,this.hoverIcons)}),q,!0);this.centerShapePicker(G,l,C,F,q);mxUtils.setOpacity(G,30);mxEvent.addListener(G,"mouseenter",function(){mxUtils.setOpacity(G,100)});mxEvent.addListener(G,"mouseleave",function(){e.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(f,g){null!=d&&window.clearTimeout(d)}))}}; -EditorUi.prototype.centerShapePicker=function(b,e,k,n,D){if(D==mxConstants.DIRECTION_EAST||D==mxConstants.DIRECTION_WEST)b.style.width="40px";var t=b.getBoundingClientRect();D==mxConstants.DIRECTION_NORTH?(k-=t.width/2-10,n-=t.height+6):D==mxConstants.DIRECTION_SOUTH?(k-=t.width/2-10,n+=e.height+6):D==mxConstants.DIRECTION_WEST?(k-=t.width+6,n-=t.height/2-10):D==mxConstants.DIRECTION_EAST&&(k+=e.width+6,n-=t.height/2-10);b.style.left=k+"px";b.style.top=n+"px"}; -EditorUi.prototype.showShapePicker=function(b,e,k,n,D,t){b=this.createShapePicker(b,e,k,n,D,mxUtils.bind(this,function(){this.hideShapePicker()}),this.getCellsForShapePicker(k,t),t);null!=b&&(null==this.hoverIcons||t||this.hoverIcons.reset(),t=this.editor.graph,t.popupMenuHandler.hideMenu(),t.tooltipHandler.hideTooltip(),this.hideCurrentMenu(),this.hideShapePicker(),this.shapePickerCallback=n,this.shapePicker=b);return b}; -EditorUi.prototype.createShapePicker=function(b,e,k,n,D,t,E,d){var f=null;if(null!=E&&0<E.length){var g=this,l=this.editor.graph;f=document.createElement("div");D=l.view.getState(k);var q=null==k||null!=D&&l.isTransparentState(D)?null:l.copyStyle(k);k=6>E.length?35*E.length:140;f.className="geToolbarContainer geSidebarContainer";f.style.cssText="position:absolute;left:"+b+"px;top:"+e+"px;width:"+k+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ -mxPopupMenu.prototype.zIndex+1+";";d||mxUtils.setPrefixedStyle(f.style,"transform","translate(-22px,-22px)");null!=l.background&&l.background!=mxConstants.NONE&&(f.style.backgroundColor=l.background);l.container.appendChild(f);k=mxUtils.bind(this,function(z){var F=document.createElement("a");F.className="geItem";F.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";f.appendChild(F);null!=q&&"1"!=urlParams.sketch? -this.sidebar.graph.pasteStyle(q,[z]):g.insertHandler([z],""!=z.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([z],25,25,F,null,!0,!1,z.geometry.width,z.geometry.height);mxEvent.addListener(F,"click",function(){var C=l.cloneCell(z);if(null!=n)n(C);else{C.geometry.x=l.snap(Math.round(b/l.view.scale)-l.view.translate.x-z.geometry.width/2);C.geometry.y=l.snap(Math.round(e/l.view.scale)-l.view.translate.y-z.geometry.height/2);l.model.beginUpdate();try{l.addCell(C)}finally{l.model.endUpdate()}l.setSelectionCell(C); -l.scrollCellToVisible(C);l.startEditingAtCell(C);null!=g.hoverIcons&&g.hoverIcons.update(l.view.getState(C))}null!=t&&t()})});for(D=0;D<(d?Math.min(E.length,4):E.length);D++)k(E[D]);E=f.offsetTop+f.clientHeight-(l.container.scrollTop+l.container.offsetHeight);0<E&&(f.style.top=Math.max(l.container.scrollTop+22,e-E)+"px");E=f.offsetLeft+f.clientWidth-(l.container.scrollLeft+l.container.offsetWidth);0<E&&(f.style.left=Math.max(l.container.scrollLeft+22,b-E)+"px")}return f}; -EditorUi.prototype.getCellsForShapePicker=function(b,e){e=mxUtils.bind(this,function(k,n,D,t){return this.editor.graph.createVertex(null,null,t||"",0,0,n||120,D||60,k,!1)});return[null!=b?this.editor.graph.cloneCell(b):e("text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;",40,20,"Text"),e("whiteSpace=wrap;html=1;"),e("ellipse;whiteSpace=wrap;html=1;"),e("rhombus;whiteSpace=wrap;html=1;",80,80),e("rounded=1;whiteSpace=wrap;html=1;"),e("shape=parallelogram;perimeter=parallelogramPerimeter;whiteSpace=wrap;html=1;fixedSize=1;"), +EditorUi.prototype.updateSelectionStateForTableCells=function(b){if(1<b.cells.length&&b.cell){for(var e=mxUtils.sortCells(b.cells),k=this.editor.graph.model,m=k.getParent(e[0]),D=k.getParent(m),p=m.getIndex(e[0]),E=D.getIndex(m),K=null,Q=1,d=1,f=0,g=E<D.getChildCount()-1?k.getChildAt(k.getChildAt(D,E+1),p):null;f<e.length-1;){var x=e[++f];null==g||g!=x||null!=K&&Q!=K||(K=Q,Q=0,d++,m=k.getParent(g),g=E+d<D.getChildCount()?k.getChildAt(k.getChildAt(D,E+d),p):null);var z=this.editor.graph.view.getState(x); +if(x==k.getChildAt(m,p+Q)&&null!=z&&1==mxUtils.getValue(z.style,"colspan",1)&&1==mxUtils.getValue(z.style,"rowspan",1))Q++;else break}f==d*Q-1&&(b.mergeCell=e[0],b.colspan=Q,b.rowspan=d)}}; +EditorUi.prototype.updateSelectionStateForCell=function(b,e,k,m){k=this.editor.graph;b.cells.push(e);if(k.getModel().isVertex(e)){b.connections=0<k.model.getEdgeCount(e);b.unlocked=b.unlocked&&!k.isCellLocked(e);b.resizable=b.resizable&&k.isCellResizable(e);b.rotatable=b.rotatable&&k.isCellRotatable(e);b.movable=b.movable&&k.isCellMovable(e)&&!k.isTableRow(e)&&!k.isTableCell(e);b.swimlane=b.swimlane||k.isSwimlane(e);b.table=b.table||k.isTable(e);b.cell=b.cell||k.isTableCell(e);b.row=b.row||k.isTableRow(e); +b.vertices.push(e);var D=k.getCellGeometry(e);if(null!=D&&(0<D.width?null==b.width?b.width=D.width:b.width!=D.width&&(b.width=""):b.containsLabel=!0,0<D.height?null==b.height?b.height=D.height:b.height!=D.height&&(b.height=""):b.containsLabel=!0,!D.relative||null!=D.offset)){var p=D.relative?D.offset.x:D.x;D=D.relative?D.offset.y:D.y;null==b.x?b.x=p:b.x!=p&&(b.x="");null==b.y?b.y=D:b.y!=D&&(b.y="")}}else k.getModel().isEdge(e)&&(b.edges.push(e),b.connections=!0,b.resizable=!1,b.rotatable=!1,b.movable= +!1);e=k.view.getState(e);null!=e&&(b.autoSize=b.autoSize||k.isAutoSizeState(e),b.glass=b.glass&&k.isGlassState(e),b.rounded=b.rounded&&k.isRoundedState(e),b.lineJumps=b.lineJumps&&k.isLineJumpState(e),b.image=b.image&&k.isImageState(e),b.shadow=b.shadow&&k.isShadowState(e),b.fill=b.fill&&k.isFillState(e),b.stroke=b.stroke&&k.isStrokeState(e),p=mxUtils.getValue(e.style,mxConstants.STYLE_SHAPE,null),b.containsImage=b.containsImage||"image"==p,k.mergeStyle(e.style,b.style,m))}; +EditorUi.prototype.installShapePicker=function(){var b=this.editor.graph,e=this;b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(Q,d){"mouseDown"==d.getProperty("eventName")&&e.hideShapePicker()}));var k=mxUtils.bind(this,function(){e.hideShapePicker(!0)});b.addListener("wheel",k);b.addListener(mxEvent.ESCAPE,k);b.view.addListener(mxEvent.SCALE,k);b.view.addListener(mxEvent.SCALE_AND_TRANSLATE,k);b.getSelectionModel().addListener(mxEvent.CHANGE,k);var m=b.popupMenuHandler.isMenuShowing; +b.popupMenuHandler.isMenuShowing=function(){return m.apply(this,arguments)||null!=e.shapePicker};var D=b.dblClick;b.dblClick=function(Q,d){if(this.isEnabled())if(null!=d||null==e.sidebar||mxEvent.isShiftDown(Q)||b.isCellLocked(b.getDefaultParent()))D.apply(this,arguments);else{var f=mxUtils.convertPoint(this.container,mxEvent.getClientX(Q),mxEvent.getClientY(Q));mxEvent.consume(Q);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(f.x,f.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", +k);var p=this.hoverIcons.drag;this.hoverIcons.drag=function(){e.hideShapePicker();p.apply(this,arguments)};var E=this.hoverIcons.execute;this.hoverIcons.execute=function(Q,d,f){var g=f.getEvent();this.graph.isCloneEvent(g)||mxEvent.isShiftDown(g)?E.apply(this,arguments):this.graph.connectVertex(Q.cell,d,this.graph.defaultEdgeLength,g,null,null,mxUtils.bind(this,function(x,z,u){var H=b.getCompositeParent(Q.cell);x=b.getCellGeometry(H);for(f.consume();null!=H&&b.model.isVertex(H)&&null!=x&&x.relative;)cell= +H,H=b.model.getParent(cell),x=b.getCellGeometry(H);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(f.getGraphX(),f.getGraphY(),H,mxUtils.bind(this,function(L){u(L);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(L))}),d)}),30)}),mxUtils.bind(this,function(x){this.graph.selectCellsForConnectVertex(x,g,this)}))};var K=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(Q,d){null!=K&&window.clearTimeout(K);K=window.setTimeout(mxUtils.bind(this,function(){var f= +d.getProperty("arrow"),g=d.getProperty("direction"),x=d.getProperty("event");f=f.getBoundingClientRect();var z=mxUtils.getOffset(b.container),u=b.container.scrollLeft+f.x-z.x;z=b.container.scrollTop+f.y-z.y;var H=b.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),L=e.showShapePicker(u,z,H,mxUtils.bind(this,function(C){null!=C&&b.connectVertex(H,g,b.defaultEdgeLength,x,!0,!0,function(G,V,U){U(C);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(C))}, +function(G){b.selectCellsForConnectVertex(G)},x,this.hoverIcons)}),g,!0);this.centerShapePicker(L,f,u,z,g);mxUtils.setOpacity(L,30);mxEvent.addListener(L,"mouseenter",function(){mxUtils.setOpacity(L,100)});mxEvent.addListener(L,"mouseleave",function(){e.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(Q,d){null!=K&&window.clearTimeout(K)}))}}; +EditorUi.prototype.centerShapePicker=function(b,e,k,m,D){if(D==mxConstants.DIRECTION_EAST||D==mxConstants.DIRECTION_WEST)b.style.width="40px";var p=b.getBoundingClientRect();D==mxConstants.DIRECTION_NORTH?(k-=p.width/2-10,m-=p.height+6):D==mxConstants.DIRECTION_SOUTH?(k-=p.width/2-10,m+=e.height+6):D==mxConstants.DIRECTION_WEST?(k-=p.width+6,m-=p.height/2-10):D==mxConstants.DIRECTION_EAST&&(k+=e.width+6,m-=p.height/2-10);b.style.left=k+"px";b.style.top=m+"px"}; +EditorUi.prototype.showShapePicker=function(b,e,k,m,D,p){b=this.createShapePicker(b,e,k,m,D,mxUtils.bind(this,function(){this.hideShapePicker()}),this.getCellsForShapePicker(k,p),p);null!=b&&(null==this.hoverIcons||p||this.hoverIcons.reset(),p=this.editor.graph,p.popupMenuHandler.hideMenu(),p.tooltipHandler.hideTooltip(),this.hideCurrentMenu(),this.hideShapePicker(),this.shapePickerCallback=m,this.shapePicker=b);return b}; +EditorUi.prototype.createShapePicker=function(b,e,k,m,D,p,E,K){var Q=null;if(null!=E&&0<E.length){var d=this,f=this.editor.graph;Q=document.createElement("div");D=f.view.getState(k);var g=null==k||null!=D&&f.isTransparentState(D)?null:f.copyStyle(k);k=6>E.length?35*E.length:140;Q.className="geToolbarContainer geSidebarContainer";Q.style.cssText="position:absolute;left:"+b+"px;top:"+e+"px;width:"+k+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ +mxPopupMenu.prototype.zIndex+1+";";K||mxUtils.setPrefixedStyle(Q.style,"transform","translate(-22px,-22px)");null!=f.background&&f.background!=mxConstants.NONE&&(Q.style.backgroundColor=f.background);f.container.appendChild(Q);k=mxUtils.bind(this,function(x){var z=document.createElement("a");z.className="geItem";z.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";Q.appendChild(z);null!=g&&"1"!=urlParams.sketch? +this.sidebar.graph.pasteStyle(g,[x]):d.insertHandler([x],""!=x.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([x],25,25,z,null,!0,!1,x.geometry.width,x.geometry.height);mxEvent.addListener(z,"click",function(){var u=f.cloneCell(x);if(null!=m)m(u);else{u.geometry.x=f.snap(Math.round(b/f.view.scale)-f.view.translate.x-x.geometry.width/2);u.geometry.y=f.snap(Math.round(e/f.view.scale)-f.view.translate.y-x.geometry.height/2);f.model.beginUpdate();try{f.addCell(u)}finally{f.model.endUpdate()}f.setSelectionCell(u); +f.scrollCellToVisible(u);f.startEditingAtCell(u);null!=d.hoverIcons&&d.hoverIcons.update(f.view.getState(u))}null!=p&&p()})});for(D=0;D<(K?Math.min(E.length,4):E.length);D++)k(E[D]);E=Q.offsetTop+Q.clientHeight-(f.container.scrollTop+f.container.offsetHeight);0<E&&(Q.style.top=Math.max(f.container.scrollTop+22,e-E)+"px");E=Q.offsetLeft+Q.clientWidth-(f.container.scrollLeft+f.container.offsetWidth);0<E&&(Q.style.left=Math.max(f.container.scrollLeft+22,b-E)+"px")}return Q}; +EditorUi.prototype.getCellsForShapePicker=function(b,e){e=mxUtils.bind(this,function(k,m,D,p){return this.editor.graph.createVertex(null,null,p||"",0,0,m||120,D||60,k,!1)});return[null!=b?this.editor.graph.cloneCell(b):e("text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;",40,20,"Text"),e("whiteSpace=wrap;html=1;"),e("ellipse;whiteSpace=wrap;html=1;"),e("rhombus;whiteSpace=wrap;html=1;",80,80),e("rounded=1;whiteSpace=wrap;html=1;"),e("shape=parallelogram;perimeter=parallelogramPerimeter;whiteSpace=wrap;html=1;fixedSize=1;"), e("shape=trapezoid;perimeter=trapezoidPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,60),e("shape=hexagon;perimeter=hexagonPerimeter2;whiteSpace=wrap;html=1;fixedSize=1;",120,80),e("shape=step;perimeter=stepPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,80),e("shape=process;whiteSpace=wrap;html=1;backgroundOutline=1;"),e("triangle;whiteSpace=wrap;html=1;",60,80),e("shape=document;whiteSpace=wrap;html=1;boundedLbl=1;",120,80),e("shape=tape;whiteSpace=wrap;html=1;",120,100),e("ellipse;shape=cloud;whiteSpace=wrap;html=1;", 120,80),e("shape=singleArrow;whiteSpace=wrap;html=1;arrowWidth=0.4;arrowSize=0.4;",80,60),e("shape=waypoint;sketch=0;size=6;pointerEvents=1;points=[];fillColor=none;resizable=0;rotatable=0;perimeter=centerPerimeter;snapToPoint=1;",40,40)]};EditorUi.prototype.hideShapePicker=function(b){null!=this.shapePicker&&(this.shapePicker.parentNode.removeChild(this.shapePicker),this.shapePicker=null,b||null==this.shapePickerCallback||this.shapePickerCallback(),this.shapePickerCallback=null)}; -EditorUi.prototype.onKeyDown=function(b){var e=this.editor.graph;if(9==b.which&&e.isEnabled()&&!mxEvent.isControlDown(b)){if(e.isEditing())if(mxEvent.isAltDown(b))e.stopEditing(!1);else try{var k=e.cellEditor.isContentEditing()&&e.cellEditor.isTextSelected();if(window.getSelection&&e.cellEditor.isContentEditing()&&!k&&!mxClient.IS_IE&&!mxClient.IS_IE11){var n=window.getSelection(),D=0<n.rangeCount?n.getRangeAt(0).commonAncestorContainer:null;k=null!=D&&("LI"==D.nodeName||null!=D.parentNode&&"LI"== -D.parentNode.nodeName)}k?document.execCommand(mxEvent.isShiftDown(b)?"outdent":"indent",!1,null):mxEvent.isShiftDown(b)?e.stopEditing(!1):e.cellEditor.insertTab(e.cellEditor.isContentEditing()?null:4)}catch(t){}else mxEvent.isAltDown(b)?e.selectParentCell():e.selectCell(!mxEvent.isShiftDown(b));mxEvent.consume(b)}}; +EditorUi.prototype.onKeyDown=function(b){var e=this.editor.graph;if(9==b.which&&e.isEnabled()&&!mxEvent.isControlDown(b)){if(e.isEditing())if(mxEvent.isAltDown(b))e.stopEditing(!1);else try{var k=e.cellEditor.isContentEditing()&&e.cellEditor.isTextSelected();if(window.getSelection&&e.cellEditor.isContentEditing()&&!k&&!mxClient.IS_IE&&!mxClient.IS_IE11){var m=window.getSelection(),D=0<m.rangeCount?m.getRangeAt(0).commonAncestorContainer:null;k=null!=D&&("LI"==D.nodeName||null!=D.parentNode&&"LI"== +D.parentNode.nodeName)}k?document.execCommand(mxEvent.isShiftDown(b)?"outdent":"indent",!1,null):mxEvent.isShiftDown(b)?e.stopEditing(!1):e.cellEditor.insertTab(e.cellEditor.isContentEditing()?null:4)}catch(p){}else mxEvent.isAltDown(b)?e.selectParentCell():e.selectCell(!mxEvent.isShiftDown(b));mxEvent.consume(b)}}; EditorUi.prototype.onKeyPress=function(b){var e=this.editor.graph;!this.isImmediateEditingEvent(b)||e.isEditing()||e.isSelectionEmpty()||0===b.which||27===b.which||mxEvent.isAltDown(b)||mxEvent.isControlDown(b)||mxEvent.isMetaDown(b)||(e.escape(),e.startEditing(),mxClient.IS_FF&&(e=e.cellEditor,null!=e.textarea&&(e.textarea.innerHTML=String.fromCharCode(b.which),b=document.createRange(),b.selectNodeContents(e.textarea),b.collapse(!1),e=window.getSelection(),e.removeAllRanges(),e.addRange(b))))}; EditorUi.prototype.isImmediateEditingEvent=function(b){return!0}; -EditorUi.prototype.updateCssForMarker=function(b,e,k,n,D){b.style.verticalAlign="top";b.style.height="21px";b.style.width="21px";b.innerText="";"flexArrow"==k?b.className=null!=n&&n!=mxConstants.NONE?"geSprite geSprite-"+e+"blocktrans":"geSprite geSprite-noarrow":(k=this.getImageForMarker(n,D),null!=k?(n=document.createElement("img"),n.style.position="absolute",n.style.marginTop="0.5px",n.setAttribute("src",k),b.className="","end"==e&&mxUtils.setPrefixedStyle(n.style,"transform","scaleX(-1)"),Editor.isDarkMode()&& -(n.style.filter="invert(100%)"),b.appendChild(n)):(b.className="geSprite geSprite-noarrow",b.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),b.style.backgroundImage="none",b.style.verticalAlign="top",b.style.marginTop="4px",b.style.fontSize="10px",b.style.filter="none",b.style.color=this.defaultStrokeColor,b.nextSibling.style.marginTop="0px"))}; +EditorUi.prototype.updateCssForMarker=function(b,e,k,m,D){b.style.verticalAlign="top";b.style.height="21px";b.style.width="21px";b.innerText="";"flexArrow"==k?b.className=null!=m&&m!=mxConstants.NONE?"geSprite geSprite-"+e+"blocktrans":"geSprite geSprite-noarrow":(k=this.getImageForMarker(m,D),null!=k?(m=document.createElement("img"),m.className="geAdaptiveAsset",m.style.position="absolute",m.style.marginTop="0.5px",m.setAttribute("src",k),b.className="","end"==e&&mxUtils.setPrefixedStyle(m.style, +"transform","scaleX(-1)"),b.appendChild(m)):(b.className="geSprite geSprite-noarrow",b.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),b.style.backgroundImage="none",b.style.verticalAlign="top",b.style.marginTop="4px",b.style.fontSize="10px",b.style.filter="none",b.style.color=this.defaultStrokeColor,b.nextSibling.style.marginTop="0px"))}; EditorUi.prototype.getImageForMarker=function(b,e){var k=null;b==mxConstants.ARROW_CLASSIC?k="1"!=e?Format.classicMarkerImage.src:Format.classicFilledMarkerImage.src:b==mxConstants.ARROW_CLASSIC_THIN?k="1"!=e?Format.classicThinMarkerImage.src:Format.openThinFilledMarkerImage.src:b==mxConstants.ARROW_OPEN?k=Format.openFilledMarkerImage.src:b==mxConstants.ARROW_OPEN_THIN?k=Format.openThinFilledMarkerImage.src:b==mxConstants.ARROW_BLOCK?k="1"!=e?Format.blockMarkerImage.src:Format.blockFilledMarkerImage.src: b==mxConstants.ARROW_BLOCK_THIN?k="1"!=e?Format.blockThinMarkerImage.src:Format.blockThinFilledMarkerImage.src:b==mxConstants.ARROW_OVAL?k="1"!=e?Format.ovalMarkerImage.src:Format.ovalFilledMarkerImage.src:b==mxConstants.ARROW_DIAMOND?k="1"!=e?Format.diamondMarkerImage.src:Format.diamondFilledMarkerImage.src:b==mxConstants.ARROW_DIAMOND_THIN?k="1"!=e?Format.diamondThinMarkerImage.src:Format.diamondThinFilledMarkerImage.src:"doubleBlock"==b?k="1"!=e?Format.doubleBlockMarkerImage.src:Format.doubleBlockFilledMarkerImage.src: "box"==b?k=Format.boxMarkerImage.src:"halfCircle"==b?k=Format.halfCircleMarkerImage.src:"openAsync"==b?k=Format.openAsyncFilledMarkerImage.src:"async"==b?k="1"!=e?Format.asyncMarkerImage.src:Format.asyncFilledMarkerImage.src:"dash"==b?k=Format.dashMarkerImage.src:"baseDash"==b?k=Format.baseDashMarkerImage.src:"cross"==b?k=Format.crossMarkerImage.src:"circle"==b?k=Format.circleMarkerImage.src:"circlePlus"==b?k=Format.circlePlusMarkerImage.src:"ERone"==b?k=Format.EROneMarkerImage.src:"ERmandOne"==b? k=Format.ERmandOneMarkerImage.src:"ERmany"==b?k=Format.ERmanyMarkerImage.src:"ERoneToMany"==b?k=Format.ERoneToManyMarkerImage.src:"ERzeroToOne"==b?k=Format.ERzeroToOneMarkerImage.src:"ERzeroToMany"==b&&(k=Format.ERzeroToManyMarkerImage.src);return k};EditorUi.prototype.createMenus=function(){return null}; EditorUi.prototype.updatePasteActionStates=function(){var b=this.editor.graph,e=this.actions.get("paste"),k=this.actions.get("pasteHere");e.setEnabled(this.editor.graph.cellEditor.isContentEditing()||(!mxClient.IS_FF&&null!=navigator.clipboard||!mxClipboard.isEmpty())&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent()));k.setEnabled(e.isEnabled())}; -EditorUi.prototype.initClipboard=function(){var b=this,e=mxClipboard.cut;mxClipboard.cut=function(t){t.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):e.apply(this,arguments);b.updatePasteActionStates()};mxClipboard.copy=function(t){var E=null;if(t.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{E=E||t.getSelectionCells();E=t.getExportableCells(t.model.getTopmostCells(E));for(var d={},f=t.createCellLookup(E),g=t.cloneCells(E,null,d),l=new mxGraphModel,q=l.getChildAt(l.getRoot(), -0),z=0;z<g.length;z++){l.add(q,g[z]);var F=t.view.getState(E[z]);if(null!=F){var C=t.getCellGeometry(g[z]);null!=C&&C.relative&&!l.isEdge(E[z])&&null==f[mxObjectIdentity.get(l.getParent(E[z]))]&&(C.offset=null,C.relative=!1,C.x=F.x/F.view.scale-F.view.translate.x,C.y=F.y/F.view.scale-F.view.translate.y)}}t.updateCustomLinks(t.createCellMapping(d,f),g);mxClipboard.insertCount=1;mxClipboard.setCells(g)}b.updatePasteActionStates();return E};var k=mxClipboard.paste;mxClipboard.paste=function(t){var E= -null;t.cellEditor.isContentEditing()?document.execCommand("paste",!1,null):E=k.apply(this,arguments);b.updatePasteActionStates();return E};var n=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){n.apply(this,arguments);b.updatePasteActionStates()};var D=this.editor.graph.cellEditor.stopEditing;this.editor.graph.cellEditor.stopEditing=function(t,E){D.apply(this,arguments);b.updatePasteActionStates()};this.updatePasteActionStates()}; +EditorUi.prototype.initClipboard=function(){var b=this,e=mxClipboard.cut;mxClipboard.cut=function(p){p.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):e.apply(this,arguments);b.updatePasteActionStates()};mxClipboard.copy=function(p){var E=null;if(p.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{E=E||p.getSelectionCells();E=p.getExportableCells(p.model.getTopmostCells(E));for(var K={},Q=p.createCellLookup(E),d=p.cloneCells(E,null,K),f=new mxGraphModel,g=f.getChildAt(f.getRoot(), +0),x=0;x<d.length;x++){f.add(g,d[x]);var z=p.view.getState(E[x]);if(null!=z){var u=p.getCellGeometry(d[x]);null!=u&&u.relative&&!f.isEdge(E[x])&&null==Q[mxObjectIdentity.get(f.getParent(E[x]))]&&(u.offset=null,u.relative=!1,u.x=z.x/z.view.scale-z.view.translate.x,u.y=z.y/z.view.scale-z.view.translate.y)}}p.updateCustomLinks(p.createCellMapping(K,Q),d);mxClipboard.insertCount=1;mxClipboard.setCells(d)}b.updatePasteActionStates();return E};var k=mxClipboard.paste;mxClipboard.paste=function(p){var E= +null;p.cellEditor.isContentEditing()?document.execCommand("paste",!1,null):E=k.apply(this,arguments);b.updatePasteActionStates();return E};var m=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){m.apply(this,arguments);b.updatePasteActionStates()};var D=this.editor.graph.cellEditor.stopEditing;this.editor.graph.cellEditor.stopEditing=function(p,E){D.apply(this,arguments);b.updatePasteActionStates()};this.updatePasteActionStates()}; EditorUi.prototype.lazyZoomDelay=20;EditorUi.prototype.wheelZoomDelay=400;EditorUi.prototype.buttonZoomDelay=600; -EditorUi.prototype.initCanvas=function(){var b=this.editor.graph;b.timerAutoScroll=!0;b.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((b.container.offsetWidth-34)/b.view.scale)),Math.max(0,Math.round((b.container.offsetHeight-34)/b.view.scale)))};b.view.getBackgroundPageBounds=function(){var L=this.graph.getPageLayout(),S=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+L.x*S.width),this.scale*(this.translate.y+L.y*S.height),this.scale*L.width*S.width, -this.scale*L.height*S.height)};b.getPreferredPageSize=function(L,S,ja){L=this.getPageLayout();S=this.getPageSize();return new mxRectangle(0,0,L.width*S.width,L.height*S.height)};var e=null,k=this;if(this.editor.isChromelessView()){this.chromelessResize=e=mxUtils.bind(this,function(L,S,ja,ma){if(null!=b.container&&!b.isViewer()){ja=null!=ja?ja:0;ma=null!=ma?ma:0;var u=b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds(),H=mxUtils.hasScrollbars(b.container),P=b.view.translate,V=b.view.scale, -Q=mxRectangle.fromRectangle(u);Q.x=Q.x/V-P.x;Q.y=Q.y/V-P.y;Q.width/=V;Q.height/=V;P=b.container.scrollTop;var da=b.container.scrollLeft,ea=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)ea+=3;var fa=b.container.offsetWidth-ea;ea=b.container.offsetHeight-ea;L=L?Math.max(.3,Math.min(S||1,fa/Q.width)):V;S=(fa-L*Q.width)/2/L;var pa=0==this.lightboxVerticalDivider?0:(ea-L*Q.height)/this.lightboxVerticalDivider/L;H&&(S=Math.max(S,0),pa=Math.max(pa,0));if(H||u.width< -fa||u.height<ea)b.view.scaleAndTranslate(L,Math.floor(S-Q.x),Math.floor(pa-Q.y)),b.container.scrollTop=P*L/V,b.container.scrollLeft=da*L/V;else if(0!=ja||0!=ma)u=b.view.translate,b.view.setTranslate(Math.floor(u.x+ja/V),Math.floor(u.y+ma/V))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var n=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",n);this.destroyFunctions.push(function(){mxEvent.removeListener(window, -"resize",n)});this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.chromelessResize(!0)}));this.actions.get("zoomIn").funct=mxUtils.bind(this,function(L){b.zoomIn();this.chromelessResize(!1)});this.actions.get("zoomOut").funct=mxUtils.bind(this,function(L){b.zoomOut();this.chromelessResize(!1)});if("0"!=urlParams.toolbar){var D=JSON.parse(decodeURIComponent(urlParams["toolbar-config"]||"{}"));this.chromelessToolbar=document.createElement("div");this.chromelessToolbar.style.position= +EditorUi.prototype.initCanvas=function(){var b=this.editor.graph;b.timerAutoScroll=!0;b.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((b.container.offsetWidth-34)/b.view.scale)),Math.max(0,Math.round((b.container.offsetHeight-34)/b.view.scale)))};b.view.getBackgroundPageBounds=function(){var P=this.graph.getPageLayout(),da=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+P.x*da.width),this.scale*(this.translate.y+P.y*da.height),this.scale*P.width*da.width, +this.scale*P.height*da.height)};b.getPreferredPageSize=function(P,da,ja){P=this.getPageLayout();da=this.getPageSize();return new mxRectangle(0,0,P.width*da.width,P.height*da.height)};var e=null,k=this;if(this.editor.isChromelessView()){this.chromelessResize=e=mxUtils.bind(this,function(P,da,ja,ka){if(null!=b.container&&!b.isViewer()){ja=null!=ja?ja:0;ka=null!=ka?ka:0;var q=b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds(),F=mxUtils.hasScrollbars(b.container),R=b.view.translate,W=b.view.scale, +T=mxRectangle.fromRectangle(q);T.x=T.x/W-R.x;T.y=T.y/W-R.y;T.width/=W;T.height/=W;R=b.container.scrollTop;var ba=b.container.scrollLeft,ia=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)ia+=3;var ra=b.container.offsetWidth-ia;ia=b.container.offsetHeight-ia;P=P?Math.max(.3,Math.min(da||1,ra/T.width)):W;da=(ra-P*T.width)/2/P;var ta=0==this.lightboxVerticalDivider?0:(ia-P*T.height)/this.lightboxVerticalDivider/P;F&&(da=Math.max(da,0),ta=Math.max(ta,0));if(F||q.width< +ra||q.height<ia)b.view.scaleAndTranslate(P,Math.floor(da-T.x),Math.floor(ta-T.y)),b.container.scrollTop=R*P/W,b.container.scrollLeft=ba*P/W;else if(0!=ja||0!=ka)q=b.view.translate,b.view.setTranslate(Math.floor(q.x+ja/W),Math.floor(q.y+ka/W))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var m=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",m);this.destroyFunctions.push(function(){mxEvent.removeListener(window, +"resize",m)});this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.chromelessResize(!0)}));this.actions.get("zoomIn").funct=mxUtils.bind(this,function(P){b.zoomIn();this.chromelessResize(!1)});this.actions.get("zoomOut").funct=mxUtils.bind(this,function(P){b.zoomOut();this.chromelessResize(!1)});if("0"!=urlParams.toolbar){var D=JSON.parse(decodeURIComponent(urlParams["toolbar-config"]||"{}"));this.chromelessToolbar=document.createElement("div");this.chromelessToolbar.style.position= "fixed";this.chromelessToolbar.style.overflow="hidden";this.chromelessToolbar.style.boxSizing="border-box";this.chromelessToolbar.style.whiteSpace="nowrap";this.chromelessToolbar.style.padding="10px 10px 8px 10px";this.chromelessToolbar.style.left=b.isViewer()?"0":"50%";mxClient.IS_IE||mxClient.IS_IE11?(this.chromelessToolbar.style.backgroundColor="#ffffff",this.chromelessToolbar.style.border="3px solid black"):this.chromelessToolbar.style.backgroundColor="#000000";mxUtils.setPrefixedStyle(this.chromelessToolbar.style, -"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var t=mxUtils.bind(this,function(){var L=mxUtils.getCurrentStyle(b.container);b.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=L?parseInt(L["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",t);t();var E=0;t=mxUtils.bind(this,function(L,S,ja){E++; -var ma=document.createElement("span");ma.style.paddingLeft="8px";ma.style.paddingRight="8px";ma.style.cursor="pointer";mxEvent.addListener(ma,"click",L);null!=ja&&ma.setAttribute("title",ja);L=document.createElement("img");L.setAttribute("border","0");L.setAttribute("src",S);L.style.width="36px";L.style.filter="invert(100%)";ma.appendChild(L);this.chromelessToolbar.appendChild(ma);return ma});null!=D.backBtn&&t(mxUtils.bind(this,function(L){window.location.href=D.backBtn.url;mxEvent.consume(L)}), -Editor.backImage,mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var d=t(mxUtils.bind(this,function(L){this.actions.get("previousPage").funct();mxEvent.consume(L)}),Editor.previousImage,mxResources.get("previousPage")),f=document.createElement("div");f.style.fontFamily=Editor.defaultHtmlFont;f.style.display="inline-block";f.style.verticalAlign="top";f.style.fontWeight="bold";f.style.marginTop="8px";f.style.fontSize="14px";f.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff"; -this.chromelessToolbar.appendChild(f);var g=t(mxUtils.bind(this,function(L){this.actions.get("nextPage").funct();mxEvent.consume(L)}),Editor.nextImage,mxResources.get("nextPage")),l=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(f.innerText="",mxUtils.write(f,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});d.style.paddingLeft="0px";d.style.paddingRight="4px";g.style.paddingLeft="4px";g.style.paddingRight="0px";var q=mxUtils.bind(this, -function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage?(g.style.display="",d.style.display="",f.style.display="inline-block"):(g.style.display="none",d.style.display="none",f.style.display="none");l()});this.editor.addListener("resetGraphView",q);this.editor.addListener("pageSelected",l)}t(mxUtils.bind(this,function(L){this.actions.get("zoomOut").funct();mxEvent.consume(L)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");t(mxUtils.bind(this,function(L){this.actions.get("zoomIn").funct(); -mxEvent.consume(L)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");t(mxUtils.bind(this,function(L){b.isLightboxView()?(1==b.view.scale?this.lightboxFit():b.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(L)}),Editor.zoomFitImage,mxResources.get("fit"));var z=null,F=null,C=mxUtils.bind(this,function(L){null!=z&&(window.clearTimeout(z),z=null);null!=F&&(window.clearTimeout(F),F=null);z=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, -0);z=null;F=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";F=null}),600)}),L||200)}),I=mxUtils.bind(this,function(L){null!=z&&(window.clearTimeout(z),z=null);null!=F&&(window.clearTimeout(F),F=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,L||30)});if("1"==urlParams.layers){this.layersDialog=null;var G=t(mxUtils.bind(this,function(L){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), -this.layersDialog=null;else{this.layersDialog=b.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var S=G.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= -"4px 2px 4px 2px";this.layersDialog.style.left=S.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));S=mxUtils.getCurrentStyle(this.editor.graph.container); -this.layersDialog.style.zIndex=S.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(L)}),Editor.layersImage,mxResources.get("layers")),Z=b.getModel();Z.addListener(mxEvent.CHANGE,function(){G.style.display=1<Z.getChildCount(Z.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(t);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||t(mxUtils.bind(this,function(L){null!= -this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):b.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(L)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(q=0;q<this.lightboxToolbarActions.length;q++){var ca=this.lightboxToolbarActions[q];ca.elem=t(ca.fn,ca.icon,ca.tooltip)}null!=D.refreshBtn&&t(mxUtils.bind(this,function(L){D.refreshBtn.url?window.location.href= -D.refreshBtn.url:window.location.reload();mxEvent.consume(L)}),Editor.refreshImage,mxResources.get("refresh",null,"Refresh"));null!=D.fullscreenBtn&&window.self!==window.top&&t(mxUtils.bind(this,function(L){D.fullscreenBtn.url?b.openLink(D.fullscreenBtn.url):b.openLink(window.location.href);mxEvent.consume(L)}),Editor.fullscreenImage,mxResources.get("openInNewWindow",null,"Open in New Window"));(D.closeBtn&&window.self===window.top||b.lightbox&&("1"==urlParams.close||this.container!=document.body))&& -t(mxUtils.bind(this,function(L){"1"==urlParams.close||D.closeBtn?window.close():(this.destroy(),mxEvent.consume(L))}),Editor.closeImage,mxResources.get("close")+" (Escape)");this.chromelessToolbar.style.display="none";b.isViewer()||mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transform","translate(-50%,0)");b.container.appendChild(this.chromelessToolbar);mxEvent.addListener(b.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(L){mxEvent.isTouchEvent(L)||(mxEvent.isShiftDown(L)|| -I(30),C())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(L){mxEvent.consume(L)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(L){b.tooltipHandler.resetTimer();b.tooltipHandler.hideTooltip();mxEvent.isShiftDown(L)?C():I(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(L){mxEvent.isShiftDown(L)?C():I(100);mxEvent.consume(L)}));mxEvent.addListener(this.chromelessToolbar, -"mouseleave",mxUtils.bind(this,function(L){mxEvent.isTouchEvent(L)||I(30)}));var ba=b.getTolerance();b.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(L,S){this.startX=S.getGraphX();this.startY=S.getGraphY();this.scrollLeft=b.container.scrollLeft;this.scrollTop=b.container.scrollTop},mouseMove:function(L,S){},mouseUp:function(L,S){mxEvent.isTouchEvent(S.getEvent())&&Math.abs(this.scrollLeft-b.container.scrollLeft)<ba&&Math.abs(this.scrollTop-b.container.scrollTop)< -ba&&Math.abs(this.startX-S.getGraphX())<ba&&Math.abs(this.startY-S.getGraphY())<ba&&(0<parseFloat(k.chromelessToolbar.style.opacity||0)?C():I(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var Y=b.view.validate;b.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var L=this.graph.getPagePadding(),S=this.graph.getPageSize();this.translate.x=L.x-(this.x0||0)*S.width;this.translate.y=L.y-(this.y0||0)* -S.height}Y.apply(this,arguments)};if(!b.isViewer()){var O=b.sizeDidChange;b.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var L=this.getPageLayout(),S=this.getPagePadding(),ja=this.getPageSize(),ma=Math.ceil(2*S.x+L.width*ja.width),u=Math.ceil(2*S.y+L.height*ja.height),H=b.minimumGraphSize;if(null==H||H.width!=ma||H.height!=u)b.minimumGraphSize=new mxRectangle(0,0,ma,u);ma=S.x-L.x*ja.width;S=S.y-L.y*ja.height;this.autoTranslate||this.view.translate.x==ma&& -this.view.translate.y==S?O.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=L.x,this.view.y0=L.y,L=b.view.translate.x,ja=b.view.translate.y,b.view.setTranslate(ma,S),b.container.scrollLeft+=Math.round((ma-L)*b.view.scale),b.container.scrollTop+=Math.round((S-ja)*b.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var la=b.view.getBackgroundPane(),aa=b.view.getDrawPane();b.cumulativeZoomFactor=1;var ia=null,X=null,R=null, -sa=null,M=null,ka=function(L){null!=ia&&window.clearTimeout(ia);0<=L&&window.setTimeout(function(){if(!b.isMouseDown||sa)ia=window.setTimeout(mxUtils.bind(this,function(){b.isFastZoomEnabled()&&(null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform",null)),aa.style.transformOrigin="",la.style.transformOrigin="",mxClient.IS_SF? -(aa.style.transform="scale(1)",la.style.transform="scale(1)",window.setTimeout(function(){aa.style.transform="";la.style.transform=""},0)):(aa.style.transform="",la.style.transform=""),b.view.getDecoratorPane().style.opacity="",b.view.getOverlayPane().style.opacity="");var S=new mxPoint(b.container.scrollLeft,b.container.scrollTop),ja=mxUtils.getOffset(b.container),ma=b.view.scale,u=0,H=0;null!=X&&(u=b.container.offsetWidth/2-X.x+ja.x,H=b.container.offsetHeight/2-X.y+ja.y);b.zoom(b.cumulativeZoomFactor, -null,b.isFastZoomEnabled()?20:null);b.view.scale!=ma&&(null!=R&&(u+=S.x-R.x,H+=S.y-R.y),null!=e&&k.chromelessResize(!1,null,u*(b.cumulativeZoomFactor-1),H*(b.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(b.container)||0==u&&0==H||(b.container.scrollLeft-=u*(b.cumulativeZoomFactor-1),b.container.scrollTop-=H*(b.cumulativeZoomFactor-1)));null!=M&&aa.setAttribute("filter",M);b.cumulativeZoomFactor=1;M=sa=X=R=ia=null}),null!=L?L:b.isFastZoomEnabled()?k.wheelZoomDelay:k.lazyZoomDelay)},0)};b.lazyZoom= -function(L,S,ja,ma){ma=null!=ma?ma:this.zoomFactor;(S=S||!b.scrollbars)&&(X=new mxPoint(b.container.offsetLeft+b.container.clientWidth/2,b.container.offsetTop+b.container.clientHeight/2));L?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ma,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*= -(this.view.scale-.05)/this.view.scale:(this.cumulativeZoomFactor/=ma,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;b.isFastZoomEnabled()&&(null==M&&""!=aa.getAttribute("filter")&&(M=aa.getAttribute("filter"),aa.removeAttribute("filter")),R=new mxPoint(b.container.scrollLeft,b.container.scrollTop),L=S||null==X?b.container.scrollLeft+ -b.container.clientWidth/2:X.x+b.container.scrollLeft-b.container.offsetLeft,ma=S||null==X?b.container.scrollTop+b.container.clientHeight/2:X.y+b.container.scrollTop-b.container.offsetTop,aa.style.transformOrigin=L+"px "+ma+"px",aa.style.transform="scale("+this.cumulativeZoomFactor+")",la.style.transformOrigin=L+"px "+ma+"px",la.style.transform="scale("+this.cumulativeZoomFactor+")",null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(L=b.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(L.style, -"transform-origin",(S||null==X?b.container.clientWidth/2+b.container.scrollLeft-L.offsetLeft+"px":X.x+b.container.scrollLeft-L.offsetLeft-b.container.offsetLeft+"px")+" "+(S||null==X?b.container.clientHeight/2+b.container.scrollTop-L.offsetTop+"px":X.y+b.container.scrollTop-L.offsetTop-b.container.offsetTop+"px")),mxUtils.setPrefixedStyle(L.style,"transform","scale("+this.cumulativeZoomFactor+")")),b.view.getDecoratorPane().style.opacity="0",b.view.getOverlayPane().style.opacity="0",null!=k.hoverIcons&& -k.hoverIcons.reset());ka(b.isFastZoomEnabled()?ja:0)};mxEvent.addGestureListeners(b.container,function(L){null!=ia&&window.clearTimeout(ia)},null,function(L){1!=b.cumulativeZoomFactor&&ka(0)});mxEvent.addListener(b.container,"scroll",function(L){null==ia||b.isMouseDown||1==b.cumulativeZoomFactor||ka(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(L,S,ja,ma,u){b.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!b.scrollbars&&!ja&&b.isScrollWheelEvent(L))ja= -b.view.getTranslate(),ma=40/b.view.scale,mxEvent.isShiftDown(L)?b.view.setTranslate(ja.x+(S?-ma:ma),ja.y):b.view.setTranslate(ja.x,ja.y+(S?ma:-ma));else if(ja||b.isZoomWheelEvent(L))for(var H=mxEvent.getSource(L);null!=H;){if(H==b.container)return b.tooltipHandler.hideTooltip(),X=null!=ma&&null!=u?new mxPoint(ma,u):new mxPoint(mxEvent.getClientX(L),mxEvent.getClientY(L)),sa=ja,ja=b.zoomFactor,ma=null,L.ctrlKey&&null!=L.deltaY&&40>Math.abs(L.deltaY)&&Math.round(L.deltaY)!=L.deltaY?ja=1+Math.abs(L.deltaY)/ -20*(ja-1):null!=L.movementY&&"pointermove"==L.type&&(ja=1+Math.max(1,Math.abs(L.movementY))/20*(ja-1),ma=-1),b.lazyZoom(S,null,ma,ja),mxEvent.consume(L),!1;H=H.parentNode}}),b.container);b.panningHandler.zoomGraph=function(L){b.cumulativeZoomFactor=L.scale;b.lazyZoom(0<L.scale,!0);mxEvent.consume(L)}};EditorUi.prototype.addChromelessToolbarItems=function(b){b(mxUtils.bind(this,function(e){this.actions.get("print").funct();mxEvent.consume(e)}),Editor.printImage,mxResources.get("print"))}; +"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var p=mxUtils.bind(this,function(){var P=mxUtils.getCurrentStyle(b.container);b.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=P?parseInt(P["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",p);p();var E=0;p=mxUtils.bind(this,function(P,da,ja){E++; +var ka=document.createElement("span");ka.style.paddingLeft="8px";ka.style.paddingRight="8px";ka.style.cursor="pointer";mxEvent.addListener(ka,"click",P);null!=ja&&ka.setAttribute("title",ja);P=document.createElement("img");P.setAttribute("border","0");P.setAttribute("src",da);P.style.width="36px";P.style.filter="invert(100%)";ka.appendChild(P);this.chromelessToolbar.appendChild(ka);return ka});null!=D.backBtn&&p(mxUtils.bind(this,function(P){window.location.href=D.backBtn.url;mxEvent.consume(P)}), +Editor.backImage,mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var K=p(mxUtils.bind(this,function(P){this.actions.get("previousPage").funct();mxEvent.consume(P)}),Editor.previousImage,mxResources.get("previousPage")),Q=document.createElement("div");Q.style.fontFamily=Editor.defaultHtmlFont;Q.style.display="inline-block";Q.style.verticalAlign="top";Q.style.fontWeight="bold";Q.style.marginTop="8px";Q.style.fontSize="14px";Q.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff"; +this.chromelessToolbar.appendChild(Q);var d=p(mxUtils.bind(this,function(P){this.actions.get("nextPage").funct();mxEvent.consume(P)}),Editor.nextImage,mxResources.get("nextPage")),f=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(Q.innerText="",mxUtils.write(Q,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});K.style.paddingLeft="0px";K.style.paddingRight="4px";d.style.paddingLeft="4px";d.style.paddingRight="0px";var g=mxUtils.bind(this, +function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage?(d.style.display="",K.style.display="",Q.style.display="inline-block"):(d.style.display="none",K.style.display="none",Q.style.display="none");f()});this.editor.addListener("resetGraphView",g);this.editor.addListener("pageSelected",f)}p(mxUtils.bind(this,function(P){this.actions.get("zoomOut").funct();mxEvent.consume(P)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");p(mxUtils.bind(this,function(P){this.actions.get("zoomIn").funct(); +mxEvent.consume(P)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");p(mxUtils.bind(this,function(P){b.isLightboxView()?(1==b.view.scale?this.lightboxFit():b.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(P)}),Editor.zoomFitImage,mxResources.get("fit"));var x=null,z=null,u=mxUtils.bind(this,function(P){null!=x&&(window.clearTimeout(x),x=null);null!=z&&(window.clearTimeout(z),z=null);x=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, +0);x=null;z=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";z=null}),600)}),P||200)}),H=mxUtils.bind(this,function(P){null!=x&&(window.clearTimeout(x),x=null);null!=z&&(window.clearTimeout(z),z=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,P||30)});if("1"==urlParams.layers){this.layersDialog=null;var L=p(mxUtils.bind(this,function(P){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), +this.layersDialog=null;else{this.layersDialog=b.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var da=L.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= +"4px 2px 4px 2px";this.layersDialog.style.left=da.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));da=mxUtils.getCurrentStyle(this.editor.graph.container); +this.layersDialog.style.zIndex=da.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(P)}),Editor.layersImage,mxResources.get("layers")),C=b.getModel();C.addListener(mxEvent.CHANGE,function(){L.style.display=1<C.getChildCount(C.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(p);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||p(mxUtils.bind(this,function(P){null!= +this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):b.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(P)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(g=0;g<this.lightboxToolbarActions.length;g++){var G=this.lightboxToolbarActions[g];G.elem=p(G.fn,G.icon,G.tooltip)}null!=D.refreshBtn&&p(mxUtils.bind(this,function(P){D.refreshBtn.url?window.location.href=D.refreshBtn.url: +window.location.reload();mxEvent.consume(P)}),Editor.refreshImage,mxResources.get("refresh",null,"Refresh"));null!=D.fullscreenBtn&&window.self!==window.top&&p(mxUtils.bind(this,function(P){D.fullscreenBtn.url?b.openLink(D.fullscreenBtn.url):b.openLink(window.location.href);mxEvent.consume(P)}),Editor.fullscreenImage,mxResources.get("openInNewWindow",null,"Open in New Window"));(D.closeBtn&&window.self===window.top||b.lightbox&&("1"==urlParams.close||this.container!=document.body))&&p(mxUtils.bind(this, +function(P){"1"==urlParams.close||D.closeBtn?window.close():(this.destroy(),mxEvent.consume(P))}),Editor.closeImage,mxResources.get("close")+" (Escape)");this.chromelessToolbar.style.display="none";b.isViewer()||mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transform","translate(-50%,0)");b.container.appendChild(this.chromelessToolbar);mxEvent.addListener(b.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(P){mxEvent.isTouchEvent(P)||(mxEvent.isShiftDown(P)|| +H(30),u())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(P){mxEvent.consume(P)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(P){b.tooltipHandler.resetTimer();b.tooltipHandler.hideTooltip();mxEvent.isShiftDown(P)?u():H(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(P){mxEvent.isShiftDown(P)?u():H(100);mxEvent.consume(P)}));mxEvent.addListener(this.chromelessToolbar, +"mouseleave",mxUtils.bind(this,function(P){mxEvent.isTouchEvent(P)||H(30)}));var V=b.getTolerance();b.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(P,da){this.startX=da.getGraphX();this.startY=da.getGraphY();this.scrollLeft=b.container.scrollLeft;this.scrollTop=b.container.scrollTop},mouseMove:function(P,da){},mouseUp:function(P,da){mxEvent.isTouchEvent(da.getEvent())&&Math.abs(this.scrollLeft-b.container.scrollLeft)<V&&Math.abs(this.scrollTop-b.container.scrollTop)< +V&&Math.abs(this.startX-da.getGraphX())<V&&Math.abs(this.startY-da.getGraphY())<V&&(0<parseFloat(k.chromelessToolbar.style.opacity||0)?u():H(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var U=b.view.validate;b.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var P=this.graph.getPagePadding(),da=this.graph.getPageSize();this.translate.x=P.x-(this.x0||0)*da.width;this.translate.y=P.y-(this.y0||0)* +da.height}U.apply(this,arguments)};if(!b.isViewer()){var Y=b.sizeDidChange;b.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var P=this.getPageLayout(),da=this.getPagePadding(),ja=this.getPageSize(),ka=Math.ceil(2*da.x+P.width*ja.width),q=Math.ceil(2*da.y+P.height*ja.height),F=b.minimumGraphSize;if(null==F||F.width!=ka||F.height!=q)b.minimumGraphSize=new mxRectangle(0,0,ka,q);ka=da.x-P.x*ja.width;da=da.y-P.y*ja.height;this.autoTranslate||this.view.translate.x== +ka&&this.view.translate.y==da?Y.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=P.x,this.view.y0=P.y,P=b.view.translate.x,ja=b.view.translate.y,b.view.setTranslate(ka,da),b.container.scrollLeft+=Math.round((ka-P)*b.view.scale),b.container.scrollTop+=Math.round((da-ja)*b.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var O=b.view.getBackgroundPane(),qa=b.view.getDrawPane();b.cumulativeZoomFactor=1;var oa=null,aa=null, +ca=null,fa=null,J=null,Z=function(P){null!=oa&&window.clearTimeout(oa);0<=P&&window.setTimeout(function(){if(!b.isMouseDown||fa)oa=window.setTimeout(mxUtils.bind(this,function(){b.isFastZoomEnabled()&&(null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform",null)),qa.style.transformOrigin="",O.style.transformOrigin="", +mxClient.IS_SF?(qa.style.transform="scale(1)",O.style.transform="scale(1)",window.setTimeout(function(){qa.style.transform="";O.style.transform=""},0)):(qa.style.transform="",O.style.transform=""),b.view.getDecoratorPane().style.opacity="",b.view.getOverlayPane().style.opacity="");var da=new mxPoint(b.container.scrollLeft,b.container.scrollTop),ja=mxUtils.getOffset(b.container),ka=b.view.scale,q=0,F=0;null!=aa&&(q=b.container.offsetWidth/2-aa.x+ja.x,F=b.container.offsetHeight/2-aa.y+ja.y);b.zoom(b.cumulativeZoomFactor, +null,b.isFastZoomEnabled()?20:null);b.view.scale!=ka&&(null!=ca&&(q+=da.x-ca.x,F+=da.y-ca.y),null!=e&&k.chromelessResize(!1,null,q*(b.cumulativeZoomFactor-1),F*(b.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(b.container)||0==q&&0==F||(b.container.scrollLeft-=q*(b.cumulativeZoomFactor-1),b.container.scrollTop-=F*(b.cumulativeZoomFactor-1)));null!=J&&qa.setAttribute("filter",J);b.cumulativeZoomFactor=1;J=fa=aa=ca=oa=null}),null!=P?P:b.isFastZoomEnabled()?k.wheelZoomDelay:k.lazyZoomDelay)},0)};b.lazyZoom= +function(P,da,ja,ka){ka=null!=ka?ka:this.zoomFactor;(da=da||!b.scrollbars)&&(aa=new mxPoint(b.container.offsetLeft+b.container.clientWidth/2,b.container.offsetTop+b.container.clientHeight/2));P?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ka,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*= +(this.view.scale-.05)/this.view.scale:(this.cumulativeZoomFactor/=ka,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;b.isFastZoomEnabled()&&(null==J&&""!=qa.getAttribute("filter")&&(J=qa.getAttribute("filter"),qa.removeAttribute("filter")),ca=new mxPoint(b.container.scrollLeft,b.container.scrollTop),P=da||null==aa?b.container.scrollLeft+ +b.container.clientWidth/2:aa.x+b.container.scrollLeft-b.container.offsetLeft,ka=da||null==aa?b.container.scrollTop+b.container.clientHeight/2:aa.y+b.container.scrollTop-b.container.offsetTop,qa.style.transformOrigin=P+"px "+ka+"px",qa.style.transform="scale("+this.cumulativeZoomFactor+")",O.style.transformOrigin=P+"px "+ka+"px",O.style.transform="scale("+this.cumulativeZoomFactor+")",null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(P=b.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(P.style, +"transform-origin",(da||null==aa?b.container.clientWidth/2+b.container.scrollLeft-P.offsetLeft+"px":aa.x+b.container.scrollLeft-P.offsetLeft-b.container.offsetLeft+"px")+" "+(da||null==aa?b.container.clientHeight/2+b.container.scrollTop-P.offsetTop+"px":aa.y+b.container.scrollTop-P.offsetTop-b.container.offsetTop+"px")),mxUtils.setPrefixedStyle(P.style,"transform","scale("+this.cumulativeZoomFactor+")")),b.view.getDecoratorPane().style.opacity="0",b.view.getOverlayPane().style.opacity="0",null!=k.hoverIcons&& +k.hoverIcons.reset());Z(b.isFastZoomEnabled()?ja:0)};mxEvent.addGestureListeners(b.container,function(P){null!=oa&&window.clearTimeout(oa)},null,function(P){1!=b.cumulativeZoomFactor&&Z(0)});mxEvent.addListener(b.container,"scroll",function(P){null==oa||b.isMouseDown||1==b.cumulativeZoomFactor||Z(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(P,da,ja,ka,q){b.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!b.scrollbars&&!ja&&b.isScrollWheelEvent(P))ja= +b.view.getTranslate(),ka=40/b.view.scale,mxEvent.isShiftDown(P)?b.view.setTranslate(ja.x+(da?-ka:ka),ja.y):b.view.setTranslate(ja.x,ja.y+(da?ka:-ka));else if(ja||b.isZoomWheelEvent(P))for(var F=mxEvent.getSource(P);null!=F;){if(F==b.container)return b.tooltipHandler.hideTooltip(),aa=null!=ka&&null!=q?new mxPoint(ka,q):new mxPoint(mxEvent.getClientX(P),mxEvent.getClientY(P)),fa=ja,ja=b.zoomFactor,ka=null,P.ctrlKey&&null!=P.deltaY&&40>Math.abs(P.deltaY)&&Math.round(P.deltaY)!=P.deltaY?ja=1+Math.abs(P.deltaY)/ +20*(ja-1):null!=P.movementY&&"pointermove"==P.type&&(ja=1+Math.max(1,Math.abs(P.movementY))/20*(ja-1),ka=-1),b.lazyZoom(da,null,ka,ja),mxEvent.consume(P),!1;F=F.parentNode}}),b.container);b.panningHandler.zoomGraph=function(P){b.cumulativeZoomFactor=P.scale;b.lazyZoom(0<P.scale,!0);mxEvent.consume(P)}};EditorUi.prototype.addChromelessToolbarItems=function(b){b(mxUtils.bind(this,function(e){this.actions.get("print").funct();mxEvent.consume(e)}),Editor.printImage,mxResources.get("print"))}; EditorUi.prototype.isPagesEnabled=function(){return this.editor.editable||"1"!=urlParams["hide-pages"]};EditorUi.prototype.createTemporaryGraph=function(b){return Graph.createOffscreenGraph(b)};EditorUi.prototype.addChromelessClickHandler=function(){var b=urlParams.highlight;null!=b&&0<b.length&&(b="#"+b);this.editor.graph.addClickHandler(b)}; EditorUi.prototype.toggleFormatPanel=function(b){b=null!=b?b:0==this.formatWidth;null!=this.format&&(this.formatWidth=b?240:0,this.formatContainer.style.display=b?"":"none",this.refresh(),this.format.refresh(),this.fireEvent(new mxEventObject("formatWidthChanged")))}; EditorUi.prototype.lightboxFit=function(b){if(this.isDiagramEmpty())this.editor.graph.view.setScale(1);else{var e=urlParams.border,k=60;null!=e&&(k=parseInt(e));this.editor.graph.maxFitScale=this.lightboxMaxFitScale;this.editor.graph.fit(k,null,null,null,null,null,b);this.editor.graph.maxFitScale=null}};EditorUi.prototype.isDiagramEmpty=function(){var b=this.editor.graph.getModel();return 1==b.getChildCount(b.root)&&0==b.getChildCount(b.getChildAt(b.root,0))}; EditorUi.prototype.isSelectionAllowed=function(b){return"SELECT"==mxEvent.getSource(b).nodeName||"INPUT"==mxEvent.getSource(b).nodeName&&mxUtils.isAncestorNode(this.formatContainer,mxEvent.getSource(b))};EditorUi.prototype.addBeforeUnloadListener=function(){window.onbeforeunload=mxUtils.bind(this,function(){if(!this.editor.isChromelessView())return this.onBeforeUnload()})};EditorUi.prototype.onBeforeUnload=function(){if(this.editor.modified)return mxResources.get("allChangesLost")}; -EditorUi.prototype.open=function(){try{null!=window.opener&&null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(b,e){try{var k=mxUtils.parseXml(b);this.editor.setGraphXml(k.documentElement);this.editor.setModified(!1);this.editor.undoManager.clear();null!=e&&(this.editor.setFilename(e),this.updateDocumentTitle())}catch(n){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+n.message)}}))}catch(b){}this.editor.graph.view.validate();this.editor.graph.sizeDidChange(); -this.editor.fireEvent(new mxEventObject("resetGraphView"))};EditorUi.prototype.showPopupMenu=function(b,e,k,n){this.editor.graph.popupMenuHandler.hideMenu();var D=new mxPopupMenu(b);D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});D.popup(e,k,null,n);this.setCurrentMenu(D)}; +EditorUi.prototype.open=function(){try{null!=window.opener&&null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(b,e){try{var k=mxUtils.parseXml(b);this.editor.setGraphXml(k.documentElement);this.editor.setModified(!1);this.editor.undoManager.clear();null!=e&&(this.editor.setFilename(e),this.updateDocumentTitle())}catch(m){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+m.message)}}))}catch(b){}this.editor.graph.view.validate();this.editor.graph.sizeDidChange(); +this.editor.fireEvent(new mxEventObject("resetGraphView"))};EditorUi.prototype.showPopupMenu=function(b,e,k,m){this.editor.graph.popupMenuHandler.hideMenu();var D=new mxPopupMenu(b);D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});D.popup(e,k,null,m);this.setCurrentMenu(D)}; EditorUi.prototype.setCurrentMenu=function(b,e){this.currentMenuElt=e;this.currentMenu=b};EditorUi.prototype.resetCurrentMenu=function(){this.currentMenu=this.currentMenuElt=null};EditorUi.prototype.hideCurrentMenu=function(){null!=this.currentMenu&&(this.currentMenu.hideMenu(),this.resetCurrentMenu())};EditorUi.prototype.updateDocumentTitle=function(){var b=this.editor.getOrCreateFilename();null!=this.editor.appName&&(b+=" - "+this.editor.appName);document.title=b}; EditorUi.prototype.createHoverIcons=function(){return new HoverIcons(this.editor.graph)};EditorUi.prototype.redo=function(){try{this.editor.graph.isEditing()?document.execCommand("redo",!1,null):this.editor.undoManager.redo()}catch(b){}};EditorUi.prototype.undo=function(){try{var b=this.editor.graph;if(b.isEditing()){var e=b.cellEditor.textarea.innerHTML;document.execCommand("undo",!1,null);e==b.cellEditor.textarea.innerHTML&&(b.stopEditing(!0),this.editor.undoManager.undo())}else this.editor.undoManager.undo()}catch(k){}}; EditorUi.prototype.canRedo=function(){return this.editor.graph.isEditing()||this.editor.undoManager.canRedo()};EditorUi.prototype.canUndo=function(){return this.editor.graph.isEditing()||this.editor.undoManager.canUndo()};EditorUi.prototype.getEditBlankXml=function(){return mxUtils.getXml(this.editor.getGraphXml())};EditorUi.prototype.getUrl=function(b){b=null!=b?b:window.location.pathname;var e=0<b.indexOf("?")?1:0,k;for(k in urlParams)b=0==e?b+"?":b+"&",b+=k+"="+urlParams[k],e++;return b}; EditorUi.prototype.setScrollbars=function(b){var e=this.editor.graph,k=e.container.style.overflow;e.scrollbars=b;this.editor.updateGraphComponents();k!=e.container.style.overflow&&(e.container.scrollTop=0,e.container.scrollLeft=0,e.view.scaleAndTranslate(1,0,0),this.resetScrollbars());this.fireEvent(new mxEventObject("scrollbarsChanged"))};EditorUi.prototype.hasScrollbars=function(){return this.editor.graph.scrollbars}; EditorUi.prototype.resetScrollbars=function(){var b=this.editor.graph;if(!this.editor.extendCanvas)b.container.scrollTop=0,b.container.scrollLeft=0,mxUtils.hasScrollbars(b.container)||b.view.setTranslate(0,0);else if(!this.editor.isChromelessView())if(mxUtils.hasScrollbars(b.container))if(b.pageVisible){var e=b.getPagePadding();b.container.scrollTop=Math.floor(e.y-this.editor.initialTopSpacing)-1;b.container.scrollLeft=Math.floor(Math.min(e.x,(b.container.scrollWidth-b.container.clientWidth)/2))- 1;e=b.getGraphBounds();0<e.width&&0<e.height&&(e.x>b.container.scrollLeft+.9*b.container.clientWidth&&(b.container.scrollLeft=Math.min(e.x+e.width-b.container.clientWidth,e.x-10)),e.y>b.container.scrollTop+.9*b.container.clientHeight&&(b.container.scrollTop=Math.min(e.y+e.height-b.container.clientHeight,e.y-10)))}else{e=b.getGraphBounds();var k=Math.max(e.width,b.scrollTileSize.width*b.view.scale);b.container.scrollTop=Math.floor(Math.max(0,e.y-Math.max(20,(b.container.clientHeight-Math.max(e.height, -b.scrollTileSize.height*b.view.scale))/4)));b.container.scrollLeft=Math.floor(Math.max(0,e.x-Math.max(0,(b.container.clientWidth-k)/2)))}else{e=mxRectangle.fromRectangle(b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds());k=b.view.translate;var n=b.view.scale;e.x=e.x/n-k.x;e.y=e.y/n-k.y;e.width/=n;e.height/=n;b.view.setTranslate(Math.floor(Math.max(0,(b.container.clientWidth-e.width)/2)-e.x+2),Math.floor((b.pageVisible?0:Math.max(0,(b.container.clientHeight-e.height)/4))-e.y+1))}}; -EditorUi.prototype.setPageVisible=function(b){var e=this.editor.graph,k=mxUtils.hasScrollbars(e.container),n=0,D=0;k&&(n=e.view.translate.x*e.view.scale-e.container.scrollLeft,D=e.view.translate.y*e.view.scale-e.container.scrollTop);e.pageVisible=b;e.pageBreaksVisible=b;e.preferPageSize=b;e.view.validateBackground();if(k){var t=e.getSelectionCells();e.clearSelection();e.setSelectionCells(t)}e.sizeDidChange();k&&(e.container.scrollLeft=e.view.translate.x*e.view.scale-n,e.container.scrollTop=e.view.translate.y* +b.scrollTileSize.height*b.view.scale))/4)));b.container.scrollLeft=Math.floor(Math.max(0,e.x-Math.max(0,(b.container.clientWidth-k)/2)))}else{e=mxRectangle.fromRectangle(b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds());k=b.view.translate;var m=b.view.scale;e.x=e.x/m-k.x;e.y=e.y/m-k.y;e.width/=m;e.height/=m;b.view.setTranslate(Math.floor(Math.max(0,(b.container.clientWidth-e.width)/2)-e.x+2),Math.floor((b.pageVisible?0:Math.max(0,(b.container.clientHeight-e.height)/4))-e.y+1))}}; +EditorUi.prototype.setPageVisible=function(b){var e=this.editor.graph,k=mxUtils.hasScrollbars(e.container),m=0,D=0;k&&(m=e.view.translate.x*e.view.scale-e.container.scrollLeft,D=e.view.translate.y*e.view.scale-e.container.scrollTop);e.pageVisible=b;e.pageBreaksVisible=b;e.preferPageSize=b;e.view.validateBackground();if(k){var p=e.getSelectionCells();e.clearSelection();e.setSelectionCells(p)}e.sizeDidChange();k&&(e.container.scrollLeft=e.view.translate.x*e.view.scale-m,e.container.scrollTop=e.view.translate.y* e.view.scale-D);e.defaultPageVisible=b;this.fireEvent(new mxEventObject("pageViewChanged"))}; -EditorUi.prototype.installResizeHandler=function(b,e,k){e&&(b.window.setSize=function(D,t){if(!this.minimized){var E=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight;D=Math.min(D,(window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth)-this.getX());t=Math.min(t,E-this.getY())}mxWindow.prototype.setSize.apply(this,arguments)});b.window.setLocation=function(D,t){var E=window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth, -d=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,f=parseInt(this.div.style.width),g=parseInt(this.div.style.height);D=Math.max(0,Math.min(D,E-f));t=Math.max(0,Math.min(t,d-g));this.getX()==D&&this.getY()==t||mxWindow.prototype.setLocation.apply(this,arguments);e&&!this.minimized&&this.setSize(f,g)};var n=mxUtils.bind(this,function(){var D=b.window.getX(),t=b.window.getY();b.window.setLocation(D,t)});mxEvent.addListener(window,"resize",n);b.destroy=function(){mxEvent.removeListener(window, -"resize",n);b.window.destroy();null!=k&&k()}};function ChangeGridColor(b,e){this.ui=b;this.color=e}ChangeGridColor.prototype.execute=function(){var b=this.ui.editor.graph.view.gridColor;this.ui.setGridColor(this.color);this.color=b};(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);mxCodecRegistry.register(b)})(); -function ChangePageSetup(b,e,k,n,D){this.ui=b;this.previousColor=this.color=e;this.previousImage=this.image=k;this.previousFormat=this.format=n;this.previousPageScale=this.pageScale=D;this.ignoreImage=this.ignoreColor=!1} +EditorUi.prototype.installResizeHandler=function(b,e,k){e&&(b.window.setSize=function(D,p){if(!this.minimized){var E=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight;D=Math.min(D,(window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth)-this.getX());p=Math.min(p,E-this.getY())}mxWindow.prototype.setSize.apply(this,arguments)});b.window.setLocation=function(D,p){var E=window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth, +K=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,Q=parseInt(this.div.style.width),d=parseInt(this.div.style.height);D=Math.max(0,Math.min(D,E-Q));p=Math.max(0,Math.min(p,K-d));this.getX()==D&&this.getY()==p||mxWindow.prototype.setLocation.apply(this,arguments);e&&!this.minimized&&this.setSize(Q,d)};var m=mxUtils.bind(this,function(){var D=b.window.getX(),p=b.window.getY();b.window.setLocation(D,p)});mxEvent.addListener(window,"resize",m);b.destroy=function(){mxEvent.removeListener(window, +"resize",m);b.window.destroy();null!=k&&k()}};function ChangeGridColor(b,e){this.ui=b;this.color=e}ChangeGridColor.prototype.execute=function(){var b=this.ui.editor.graph.view.gridColor;this.ui.setGridColor(this.color);this.color=b};(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);mxCodecRegistry.register(b)})(); +function ChangePageSetup(b,e,k,m,D){this.ui=b;this.previousColor=this.color=e;this.previousImage=this.image=k;this.previousFormat=this.format=m;this.previousPageScale=this.pageScale=D;this.ignoreImage=this.ignoreColor=!1} ChangePageSetup.prototype.execute=function(){var b=this.ui.editor.graph;if(!this.ignoreColor){this.color=this.previousColor;var e=b.background;this.ui.setBackgroundColor(this.previousColor);this.previousColor=e}if(!this.ignoreImage){this.image=this.previousImage;e=b.backgroundImage;var k=this.previousImage;null!=k&&null!=k.src&&"data:page/id,"==k.src.substring(0,13)&&(k=this.ui.createImageForPageLink(k.src,this.ui.currentPage));this.ui.setBackgroundImage(k);this.previousImage=e}null!=this.previousFormat&& (this.format=this.previousFormat,e=b.pageFormat,this.previousFormat.width!=e.width||this.previousFormat.height!=e.height)&&(this.ui.setPageFormat(this.previousFormat),this.previousFormat=e);null!=this.foldingEnabled&&this.foldingEnabled!=this.ui.editor.graph.foldingEnabled&&(this.ui.setFoldingEnabled(this.foldingEnabled),this.foldingEnabled=!this.foldingEnabled);null!=this.previousPageScale&&(b=this.ui.editor.graph.pageScale,this.previousPageScale!=b&&(this.ui.setPageScale(this.previousPageScale), -this.previousPageScale=b))};(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat","previousPageScale"]);b.afterDecode=function(e,k,n){n.previousColor=n.color;n.previousImage=n.image;n.previousFormat=n.format;n.previousPageScale=n.pageScale;null!=n.foldingEnabled&&(n.foldingEnabled=!n.foldingEnabled);return n};mxCodecRegistry.register(b)})(); +this.previousPageScale=b))};(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat","previousPageScale"]);b.afterDecode=function(e,k,m){m.previousColor=m.color;m.previousImage=m.image;m.previousFormat=m.format;m.previousPageScale=m.pageScale;null!=m.foldingEnabled&&(m.foldingEnabled=!m.foldingEnabled);return m};mxCodecRegistry.register(b)})(); EditorUi.prototype.setBackgroundColor=function(b){this.editor.graph.background=b;this.editor.graph.view.validateBackground();this.fireEvent(new mxEventObject("backgroundColorChanged"))};EditorUi.prototype.setFoldingEnabled=function(b){this.editor.graph.foldingEnabled=b;this.editor.graph.view.revalidate();this.fireEvent(new mxEventObject("foldingEnabledChanged"))}; EditorUi.prototype.setPageFormat=function(b,e){e=null!=e?e:"1"==urlParams.sketch;this.editor.graph.pageFormat=b;e||(this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct());this.fireEvent(new mxEventObject("pageFormatChanged"))}; EditorUi.prototype.setPageScale=function(b){this.editor.graph.pageScale=b;this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct();this.fireEvent(new mxEventObject("pageScaleChanged"))};EditorUi.prototype.setGridColor=function(b){this.editor.graph.view.gridColor=b;this.editor.graph.view.validateBackground();this.fireEvent(new mxEventObject("gridColorChanged"))}; -EditorUi.prototype.addUndoListener=function(){var b=this.actions.get("undo"),e=this.actions.get("redo"),k=this.editor.undoManager,n=mxUtils.bind(this,function(){b.setEnabled(this.canUndo());e.setEnabled(this.canRedo())});k.addListener(mxEvent.ADD,n);k.addListener(mxEvent.UNDO,n);k.addListener(mxEvent.REDO,n);k.addListener(mxEvent.CLEAR,n);var D=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){D.apply(this,arguments);n()};var t=this.editor.graph.cellEditor.stopEditing; -this.editor.graph.cellEditor.stopEditing=function(E,d){t.apply(this,arguments);n()};n()}; -EditorUi.prototype.updateActionStates=function(){for(var b=this.editor.graph,e=this.getSelectionState(),k=b.isEnabled()&&!b.isCellLocked(b.getDefaultParent()),n="cut copy bold italic underline delete duplicate editStyle editTooltip editLink backgroundColor borderColor edit toFront toBack solid dashed pasteSize dotted fillColor gradientColor shadow fontColor formattedText rounded toggleRounded strokeColor sharp snapToGrid".split(" "),D=0;D<n.length;D++)this.actions.get(n[D]).setEnabled(0<e.cells.length); +EditorUi.prototype.addUndoListener=function(){var b=this.actions.get("undo"),e=this.actions.get("redo"),k=this.editor.undoManager,m=mxUtils.bind(this,function(){b.setEnabled(this.canUndo());e.setEnabled(this.canRedo())});k.addListener(mxEvent.ADD,m);k.addListener(mxEvent.UNDO,m);k.addListener(mxEvent.REDO,m);k.addListener(mxEvent.CLEAR,m);var D=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){D.apply(this,arguments);m()};var p=this.editor.graph.cellEditor.stopEditing; +this.editor.graph.cellEditor.stopEditing=function(E,K){p.apply(this,arguments);m()};m()}; +EditorUi.prototype.updateActionStates=function(){for(var b=this.editor.graph,e=this.getSelectionState(),k=b.isEnabled()&&!b.isCellLocked(b.getDefaultParent()),m="cut copy bold italic underline delete duplicate editStyle editTooltip editLink backgroundColor borderColor edit toFront toBack solid dashed pasteSize dotted fillColor gradientColor shadow fontColor formattedText rounded toggleRounded strokeColor sharp snapToGrid".split(" "),D=0;D<m.length;D++)this.actions.get(m[D]).setEnabled(0<e.cells.length); this.actions.get("grid").setEnabled(!this.editor.chromeless||this.editor.editable);this.actions.get("pasteSize").setEnabled(null!=this.copiedSize&&0<e.vertices.length);this.actions.get("pasteData").setEnabled(null!=this.copiedValue&&0<e.cells.length);this.actions.get("setAsDefaultStyle").setEnabled(1==b.getSelectionCount());this.actions.get("lockUnlock").setEnabled(!b.isSelectionEmpty());this.actions.get("bringForward").setEnabled(1==e.cells.length);this.actions.get("sendBackward").setEnabled(1== e.cells.length);this.actions.get("rotation").setEnabled(1==e.vertices.length);this.actions.get("wordWrap").setEnabled(1==e.vertices.length);this.actions.get("autosize").setEnabled(1==e.vertices.length);this.actions.get("copySize").setEnabled(1==e.vertices.length);this.actions.get("clearWaypoints").setEnabled(e.connections);this.actions.get("curved").setEnabled(0<e.edges.length);this.actions.get("turn").setEnabled(0<e.cells.length);this.actions.get("group").setEnabled(!e.row&&!e.cell&&(1<e.cells.length|| 1==e.vertices.length&&0==b.model.getChildCount(e.cells[0])&&!b.isContainer(e.vertices[0])));this.actions.get("ungroup").setEnabled(!e.row&&!e.cell&&!e.table&&0<e.vertices.length&&(b.isContainer(e.vertices[0])||0<b.getModel().getChildCount(e.vertices[0])));this.actions.get("removeFromGroup").setEnabled(1==e.cells.length&&b.getModel().isVertex(b.getModel().getParent(e.cells[0])));this.actions.get("collapsible").setEnabled(1==e.vertices.length&&(0<b.model.getChildCount(e.vertices[0])||b.isContainer(e.vertices[0]))); this.actions.get("exitGroup").setEnabled(null!=b.view.currentRoot);this.actions.get("home").setEnabled(null!=b.view.currentRoot);this.actions.get("enterGroup").setEnabled(1==e.cells.length&&b.isValidRoot(e.cells[0]));this.actions.get("editLink").setEnabled(1==e.cells.length);this.actions.get("openLink").setEnabled(1==e.cells.length&&null!=b.getLinkForCell(e.cells[0]));this.actions.get("guides").setEnabled(b.isEnabled());this.actions.get("selectVertices").setEnabled(k);this.actions.get("selectEdges").setEnabled(k); -this.actions.get("selectAll").setEnabled(k);this.actions.get("selectNone").setEnabled(k);n=1==e.vertices.length&&b.isCellFoldable(e.vertices[0]);this.actions.get("expand").setEnabled(n);this.actions.get("collapse").setEnabled(n);this.menus.get("navigation").setEnabled(0<e.cells.length||null!=b.view.currentRoot);this.menus.get("layout").setEnabled(k);this.menus.get("insert").setEnabled(k);this.menus.get("direction").setEnabled(e.unlocked&&1==e.vertices.length);this.menus.get("distribute").setEnabled(e.unlocked&& +this.actions.get("selectAll").setEnabled(k);this.actions.get("selectNone").setEnabled(k);m=1==e.vertices.length&&b.isCellFoldable(e.vertices[0]);this.actions.get("expand").setEnabled(m);this.actions.get("collapse").setEnabled(m);this.menus.get("navigation").setEnabled(0<e.cells.length||null!=b.view.currentRoot);this.menus.get("layout").setEnabled(k);this.menus.get("insert").setEnabled(k);this.menus.get("direction").setEnabled(e.unlocked&&1==e.vertices.length);this.menus.get("distribute").setEnabled(e.unlocked&& 1<e.vertices.length);this.menus.get("align").setEnabled(e.unlocked&&0<e.cells.length);this.updatePasteActionStates()};EditorUi.prototype.zeroOffset=new mxPoint(0,0);EditorUi.prototype.getDiagramContainerOffset=function(){return this.zeroOffset}; -EditorUi.prototype.refresh=function(b){b=null!=b?b:!0;var e=this.container.clientWidth,k=this.container.clientHeight;this.container==document.body&&(e=document.body.clientWidth||document.documentElement.clientWidth,k=document.documentElement.clientHeight);var n=0;mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&window.innerHeight!=document.documentElement.clientHeight&&(n=document.documentElement.clientHeight-window.innerHeight,window.scrollTo(0,0));var D=Math.max(0,Math.min(this.hsplitPosition, -e-this.splitSize-20));e=0;null!=this.menubar&&(this.menubarContainer.style.height=this.menubarHeight+"px",e+=this.menubarHeight);null!=this.toolbar&&(this.toolbarContainer.style.top=this.menubarHeight+"px",this.toolbarContainer.style.height=this.toolbarHeight+"px",e+=this.toolbarHeight);0<e&&(e+=1);var t=0;if(null!=this.sidebarFooterContainer){var E=this.footerHeight+n;t=Math.max(0,Math.min(k-e-E,this.sidebarFooterHeight));this.sidebarFooterContainer.style.width=D+"px";this.sidebarFooterContainer.style.height= -t+"px";this.sidebarFooterContainer.style.bottom=E+"px"}k=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=e+"px";this.sidebarContainer.style.width=D+"px";this.formatContainer.style.top=e+"px";this.formatContainer.style.width=k+"px";this.formatContainer.style.display=null!=this.format?"":"none";E=this.getDiagramContainerOffset();var d=null!=this.hsplit.parentNode?D+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; -this.hsplit.style.bottom=this.footerHeight+n+"px";this.hsplit.style.left=D+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=d+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=n+"px");D=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+n+"px",this.tabContainer.style.right=k+"px",D=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+t+n+"px";this.formatContainer.style.bottom= -this.footerHeight+n+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=d+E.x+"px",this.diagramContainer.style.top=e+E.y+"px",this.diagramContainer.style.right=k+"px",this.diagramContainer.style.bottom=this.footerHeight+n+D+"px");b&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; +EditorUi.prototype.refresh=function(b){b=null!=b?b:!0;var e=this.container.clientWidth,k=this.container.clientHeight;this.container==document.body&&(e=document.body.clientWidth||document.documentElement.clientWidth,k=document.documentElement.clientHeight);var m=0;mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&window.innerHeight!=document.documentElement.clientHeight&&(m=document.documentElement.clientHeight-window.innerHeight,window.scrollTo(0,0));var D=Math.max(0,Math.min(this.hsplitPosition, +e-this.splitSize-20));e=0;null!=this.menubar&&(this.menubarContainer.style.height=this.menubarHeight+"px",e+=this.menubarHeight);null!=this.toolbar&&(this.toolbarContainer.style.top=this.menubarHeight+"px",this.toolbarContainer.style.height=this.toolbarHeight+"px",e+=this.toolbarHeight);0<e&&(e+=1);var p=0;if(null!=this.sidebarFooterContainer){var E=this.footerHeight+m;p=Math.max(0,Math.min(k-e-E,this.sidebarFooterHeight));this.sidebarFooterContainer.style.width=D+"px";this.sidebarFooterContainer.style.height= +p+"px";this.sidebarFooterContainer.style.bottom=E+"px"}k=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=e+"px";this.sidebarContainer.style.width=D+"px";this.formatContainer.style.top=e+"px";this.formatContainer.style.width=k+"px";this.formatContainer.style.display=null!=this.format?"":"none";E=this.getDiagramContainerOffset();var K=null!=this.hsplit.parentNode?D+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; +this.hsplit.style.bottom=this.footerHeight+m+"px";this.hsplit.style.left=D+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=K+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=m+"px");D=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+m+"px",this.tabContainer.style.right=k+"px",D=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+p+m+"px";this.formatContainer.style.bottom= +this.footerHeight+m+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=K+E.x+"px",this.diagramContainer.style.top=e+E.y+"px",this.diagramContainer.style.right=k+"px",this.diagramContainer.style.bottom=this.footerHeight+m+D+"px");b&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; EditorUi.prototype.createDivs=function(){this.menubarContainer=this.createDiv("geMenubarContainer");this.toolbarContainer=this.createDiv("geToolbarContainer");this.sidebarContainer=this.createDiv("geSidebarContainer");this.formatContainer=this.createDiv("geSidebarContainer geFormatContainer");this.diagramContainer=this.createDiv("geDiagramContainer");this.footerContainer=this.createDiv("geFooterContainer");this.hsplit=this.createDiv("geHsplit");this.hsplit.setAttribute("title",mxResources.get("collapseExpand")); this.menubarContainer.style.top="0px";this.menubarContainer.style.left="0px";this.menubarContainer.style.right="0px";this.toolbarContainer.style.left="0px";this.toolbarContainer.style.right="0px";this.sidebarContainer.style.left="0px";this.formatContainer.style.right="0px";this.formatContainer.style.zIndex="1";this.diagramContainer.style.right=(null!=this.format?this.formatWidth:0)+"px";this.footerContainer.style.left="0px";this.footerContainer.style.right="0px";this.footerContainer.style.bottom= -"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; +"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()}; +EditorUi.prototype.createSidebarContainer=function(){var b=document.createElement("div");b.className="geSidebarContainer";b.style.position="absolute";b.style.width="100%";b.style.height="100%";b.style.border="1px solid whiteSmoke";b.style.overflowX="hidden";b.style.overflowY="auto";return b};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; EditorUi.prototype.createUi=function(){this.menubar=this.editor.chromeless?null:this.menus.createMenubar(this.createDiv("geMenubar"));null!=this.menubar&&this.menubarContainer.appendChild(this.menubar.container);null!=this.menubar&&(this.statusContainer=this.createStatusContainer(),this.editor.addListener("statusChanged",mxUtils.bind(this,function(){this.setStatusText(this.editor.getStatus())})),this.setStatusText(this.editor.getStatus()),this.menubar.container.appendChild(this.statusContainer),this.container.appendChild(this.menubarContainer)); this.sidebar=this.editor.chromeless?null:this.createSidebar(this.sidebarContainer);null!=this.sidebar&&this.container.appendChild(this.sidebarContainer);this.format=this.editor.chromeless||!this.formatEnabled?null:this.createFormat(this.formatContainer);null!=this.format&&this.container.appendChild(this.formatContainer);var b=this.editor.chromeless?null:this.createFooter();null!=b&&(this.footerContainer.appendChild(b),this.container.appendChild(this.footerContainer));null!=this.sidebar&&this.sidebarFooterContainer&& this.container.appendChild(this.sidebarFooterContainer);this.container.appendChild(this.diagramContainer);null!=this.container&&null!=this.tabContainer&&this.container.appendChild(this.tabContainer);this.toolbar=this.editor.chromeless?null:this.createToolbar(this.createDiv("geToolbar"));null!=this.toolbar&&(this.toolbarContainer.appendChild(this.toolbar.container),this.container.appendChild(this.toolbarContainer));null!=this.sidebar&&(this.container.appendChild(this.hsplit),this.addSplitHandler(this.hsplit, !0,0,mxUtils.bind(this,function(e){this.hsplitPosition=e;this.refresh()})))};EditorUi.prototype.createStatusContainer=function(){var b=document.createElement("a");b.className="geItem geStatus";return b};EditorUi.prototype.setStatusText=function(b){this.statusContainer.innerHTML=b;0==this.statusContainer.getElementsByTagName("div").length&&(this.statusContainer.innerText="",b=this.createStatusDiv(b),this.statusContainer.appendChild(b))}; EditorUi.prototype.createStatusDiv=function(b){var e=document.createElement("div");e.setAttribute("title",b);e.innerHTML=b;return e};EditorUi.prototype.createToolbar=function(b){return new Toolbar(this,b)};EditorUi.prototype.createSidebar=function(b){return new Sidebar(this,b)};EditorUi.prototype.createFormat=function(b){return new Format(this,b)};EditorUi.prototype.createFooter=function(){return this.createDiv("geFooter")}; EditorUi.prototype.createDiv=function(b){var e=document.createElement("div");e.className=b;return e}; -EditorUi.prototype.addSplitHandler=function(b,e,k,n){function D(q){if(null!=E){var z=new mxPoint(mxEvent.getClientX(q),mxEvent.getClientY(q));n(Math.max(0,d+(e?z.x-E.x:E.y-z.y)-k));mxEvent.consume(q);d!=l()&&(f=!0,g=null)}}function t(q){D(q);E=d=null}var E=null,d=null,f=!0,g=null;mxClient.IS_POINTER&&(b.style.touchAction="none");var l=mxUtils.bind(this,function(){var q=parseInt(e?b.style.left:b.style.bottom);e||(q=q+k-this.footerHeight);return q});mxEvent.addGestureListeners(b,function(q){E=new mxPoint(mxEvent.getClientX(q), -mxEvent.getClientY(q));d=l();f=!1;mxEvent.consume(q)});mxEvent.addListener(b,"click",mxUtils.bind(this,function(q){if(!f&&this.hsplitClickEnabled){var z=null!=g?g-k:0;g=l();n(z);mxEvent.consume(q)}}));mxEvent.addGestureListeners(document,null,D,t);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,D,t)})}; -EditorUi.prototype.prompt=function(b,e,k){b=new FilenameDialog(this,e,mxResources.get("apply"),function(n){k(parseFloat(n))},b);this.showDialog(b.container,300,80,!0,!0);b.init()}; -EditorUi.prototype.handleError=function(b,e,k,n,D){b=null!=b&&null!=b.error?b.error:b;if(null!=b||null!=e){D=mxUtils.htmlEntities(mxResources.get("unknownError"));var t=mxResources.get("ok");e=null!=e?e:mxResources.get("error");null!=b&&null!=b.message&&(D=mxUtils.htmlEntities(b.message));this.showError(e,D,t,k,null,null,null,null,null,null,null,null,n?k:null)}else null!=k&&k()}; -EditorUi.prototype.showError=function(b,e,k,n,D,t,E,d,f,g,l,q,z){b=new ErrorDialog(this,b,e,k||mxResources.get("ok"),n,D,t,E,q,d,f);e=Math.ceil(null!=e?e.length/50:1);this.showDialog(b.container,g||340,l||100+20*e,!0,!1,z);b.init()};EditorUi.prototype.showDialog=function(b,e,k,n,D,t,E,d,f,g){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,b,e,k,n,D,t,E,d,f,g);this.dialogs.push(this.dialog)}; +EditorUi.prototype.addSplitHandler=function(b,e,k,m){function D(g){if(null!=E){var x=new mxPoint(mxEvent.getClientX(g),mxEvent.getClientY(g));m(Math.max(0,K+(e?x.x-E.x:E.y-x.y)-k));mxEvent.consume(g);K!=f()&&(Q=!0,d=null)}}function p(g){D(g);E=K=null}var E=null,K=null,Q=!0,d=null;mxClient.IS_POINTER&&(b.style.touchAction="none");var f=mxUtils.bind(this,function(){var g=parseInt(e?b.style.left:b.style.bottom);e||(g=g+k-this.footerHeight);return g});mxEvent.addGestureListeners(b,function(g){E=new mxPoint(mxEvent.getClientX(g), +mxEvent.getClientY(g));K=f();Q=!1;mxEvent.consume(g)});mxEvent.addListener(b,"click",mxUtils.bind(this,function(g){if(!Q&&this.hsplitClickEnabled){var x=null!=d?d-k:0;d=f();m(x);mxEvent.consume(g)}}));mxEvent.addGestureListeners(document,null,D,p);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,D,p)})}; +EditorUi.prototype.prompt=function(b,e,k){b=new FilenameDialog(this,e,mxResources.get("apply"),function(m){k(parseFloat(m))},b);this.showDialog(b.container,300,80,!0,!0);b.init()}; +EditorUi.prototype.handleError=function(b,e,k,m,D){b=null!=b&&null!=b.error?b.error:b;if(null!=b||null!=e){D=mxUtils.htmlEntities(mxResources.get("unknownError"));var p=mxResources.get("ok");e=null!=e?e:mxResources.get("error");null!=b&&null!=b.message&&(D=mxUtils.htmlEntities(b.message));this.showError(e,D,p,k,null,null,null,null,null,null,null,null,m?k:null)}else null!=k&&k()}; +EditorUi.prototype.showError=function(b,e,k,m,D,p,E,K,Q,d,f,g,x){b=new ErrorDialog(this,b,e,k||mxResources.get("ok"),m,D,p,E,g,K,Q);e=Math.ceil(null!=e?e.length/50:1);this.showDialog(b.container,d||340,f||100+20*e,!0,!1,x);b.init()};EditorUi.prototype.showDialog=function(b,e,k,m,D,p,E,K,Q,d){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,b,e,k,m,D,p,E,K,Q,d);this.dialogs.push(this.dialog)}; EditorUi.prototype.hideDialog=function(b,e,k){null!=this.dialogs&&0<this.dialogs.length&&(null==k||k==this.dialog.container.firstChild)&&(k=this.dialogs.pop(),0==k.close(b,e)?this.dialogs.push(k):(this.dialog=0<this.dialogs.length?this.dialogs[this.dialogs.length-1]:null,this.editor.fireEvent(new mxEventObject("hideDialog")),null==this.dialog&&"hidden"!=this.editor.graph.container.style.visibility&&window.setTimeout(mxUtils.bind(this,function(){this.editor.graph.isEditing()&&null!=this.editor.graph.cellEditor.textarea? -this.editor.graph.cellEditor.textarea.focus():(mxUtils.clearSelection(),this.editor.graph.container.focus())}),0)))};EditorUi.prototype.ctrlEnter=function(){var b=this.editor.graph;if(b.isEnabled())try{for(var e=b.getSelectionCells(),k=new mxDictionary,n=[],D=0;D<e.length;D++){var t=b.isTableCell(e[D])?b.model.getParent(e[D]):e[D];null==t||k.get(t)||(k.put(t,!0),n.push(t))}b.setSelectionCells(b.duplicateCells(n,!1))}catch(E){this.handleError(E)}}; -EditorUi.prototype.pickColor=function(b,e){var k=this.editor.graph,n=k.cellEditor.saveSelection(),D=230+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));b=new ColorDialog(this,mxUtils.rgba2hex(b)||"none",function(t){k.cellEditor.restoreSelection(n);e(t)},function(){k.cellEditor.restoreSelection(n)});this.showDialog(b.container,230,D,!0,!1);b.init()}; +this.editor.graph.cellEditor.textarea.focus():(mxUtils.clearSelection(),this.editor.graph.container.focus())}),0)))};EditorUi.prototype.ctrlEnter=function(){var b=this.editor.graph;if(b.isEnabled())try{for(var e=b.getSelectionCells(),k=new mxDictionary,m=[],D=0;D<e.length;D++){var p=b.isTableCell(e[D])?b.model.getParent(e[D]):e[D];null==p||k.get(p)||(k.put(p,!0),m.push(p))}b.setSelectionCells(b.duplicateCells(m,!1))}catch(E){this.handleError(E)}}; +EditorUi.prototype.pickColor=function(b,e){var k=this.editor.graph,m=k.cellEditor.saveSelection(),D=230+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));b=new ColorDialog(this,mxUtils.rgba2hex(b)||"none",function(p){k.cellEditor.restoreSelection(m);e(p)},function(){k.cellEditor.restoreSelection(m)});this.showDialog(b.container,230,D,!0,!1);b.init()}; EditorUi.prototype.openFile=function(){window.openFile=new OpenFile(mxUtils.bind(this,function(b){this.hideDialog(b)}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:320,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null})}; -EditorUi.prototype.extractGraphModelFromHtml=function(b){var e=null;try{var k=b.indexOf("<mxGraphModel ");if(0<=k){var n=b.lastIndexOf("</mxGraphModel>");n>k&&(e=b.substring(k,n+21).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}}catch(D){}return e}; -EditorUi.prototype.readGraphModelFromClipboard=function(b){this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(e){null!=e?b(e):this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(k){if(null!=k){var n=decodeURIComponent(k);this.isCompatibleString(n)&&(k=n)}b(k)}),"text")}),"html")}; -EditorUi.prototype.readGraphModelFromClipboardWithType=function(b,e){navigator.clipboard.read().then(mxUtils.bind(this,function(k){if(null!=k&&0<k.length&&"html"==e&&0<=mxUtils.indexOf(k[0].types,"text/html"))k[0].getType("text/html").then(mxUtils.bind(this,function(n){n.text().then(mxUtils.bind(this,function(D){try{var t=this.parseHtmlData(D),E="text/plain"!=t.getAttribute("data-type")?t.innerHTML:mxUtils.trim(null==t.innerText?mxUtils.getTextContent(t):t.innerText);try{var d=E.lastIndexOf("%3E"); -0<=d&&d<E.length-3&&(E=E.substring(0,d+3))}catch(l){}try{var f=t.getElementsByTagName("span"),g=null!=f&&0<f.length?mxUtils.trim(decodeURIComponent(f[0].textContent)):decodeURIComponent(E);this.isCompatibleString(g)&&(E=g)}catch(l){}}catch(l){}b(this.isCompatibleString(E)?E:null)}))["catch"](function(D){b(null)})}))["catch"](function(n){b(null)});else if(null!=k&&0<k.length&&"text"==e&&0<=mxUtils.indexOf(k[0].types,"text/plain"))k[0].getType("text/plain").then(function(n){n.text().then(function(D){b(D)})["catch"](function(){b(null)})})["catch"](function(){b(null)}); +EditorUi.prototype.extractGraphModelFromHtml=function(b){var e=null;try{var k=b.indexOf("<mxGraphModel ");if(0<=k){var m=b.lastIndexOf("</mxGraphModel>");m>k&&(e=b.substring(k,m+21).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}}catch(D){}return e}; +EditorUi.prototype.readGraphModelFromClipboard=function(b){this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(e){null!=e?b(e):this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(k){if(null!=k){var m=decodeURIComponent(k);this.isCompatibleString(m)&&(k=m)}b(k)}),"text")}),"html")}; +EditorUi.prototype.readGraphModelFromClipboardWithType=function(b,e){navigator.clipboard.read().then(mxUtils.bind(this,function(k){if(null!=k&&0<k.length&&"html"==e&&0<=mxUtils.indexOf(k[0].types,"text/html"))k[0].getType("text/html").then(mxUtils.bind(this,function(m){m.text().then(mxUtils.bind(this,function(D){try{var p=this.parseHtmlData(D),E="text/plain"!=p.getAttribute("data-type")?p.innerHTML:mxUtils.trim(null==p.innerText?mxUtils.getTextContent(p):p.innerText);try{var K=E.lastIndexOf("%3E"); +0<=K&&K<E.length-3&&(E=E.substring(0,K+3))}catch(f){}try{var Q=p.getElementsByTagName("span"),d=null!=Q&&0<Q.length?mxUtils.trim(decodeURIComponent(Q[0].textContent)):decodeURIComponent(E);this.isCompatibleString(d)&&(E=d)}catch(f){}}catch(f){}b(this.isCompatibleString(E)?E:null)}))["catch"](function(D){b(null)})}))["catch"](function(m){b(null)});else if(null!=k&&0<k.length&&"text"==e&&0<=mxUtils.indexOf(k[0].types,"text/plain"))k[0].getType("text/plain").then(function(m){m.text().then(function(D){b(D)})["catch"](function(){b(null)})})["catch"](function(){b(null)}); else b(null)}))["catch"](function(k){b(null)})}; EditorUi.prototype.parseHtmlData=function(b){var e=null;if(null!=b&&0<b.length){var k="<meta "==b.substring(0,6);e=document.createElement("div");e.innerHTML=(k?'<meta charset="utf-8">':"")+this.editor.graph.sanitizeHtml(b);asHtml=!0;b=e.getElementsByTagName("style");if(null!=b)for(;0<b.length;)b[0].parentNode.removeChild(b[0]);null!=e.firstChild&&e.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&null!=e.firstChild.nextSibling&&e.firstChild.nextSibling.nodeType==mxConstants.NODETYPE_ELEMENT&&"META"== e.firstChild.nodeName&&"A"==e.firstChild.nextSibling.nodeName&&null==e.firstChild.nextSibling.nextSibling&&(b=null==e.firstChild.nextSibling.innerText?mxUtils.getTextContent(e.firstChild.nextSibling):e.firstChild.nextSibling.innerText,b==e.firstChild.nextSibling.getAttribute("href")&&(mxUtils.setTextContent(e,b),asHtml=!1));k=k&&null!=e.firstChild?e.firstChild.nextSibling:e.firstChild;null!=k&&null==k.nextSibling&&k.nodeType==mxConstants.NODETYPE_ELEMENT&&"IMG"==k.nodeName?(b=k.getAttribute("src"), @@ -2249,179 +2252,179 @@ EditorUi.prototype.extractGraphModelFromEvent=function(b){var e=null,k=null;null (e=k);return e};EditorUi.prototype.isCompatibleString=function(b){return!1};EditorUi.prototype.saveFile=function(b){b||null==this.editor.filename?(b=new FilenameDialog(this,this.editor.getOrCreateFilename(),mxResources.get("save"),mxUtils.bind(this,function(e){this.save(e)}),null,mxUtils.bind(this,function(e){if(null!=e&&0<e.length)return!0;mxUtils.confirm(mxResources.get("invalidName"));return!1})),this.showDialog(b.container,300,100,!0,!0),b.init()):this.save(this.editor.getOrCreateFilename())}; EditorUi.prototype.save=function(b){if(null!=b){this.editor.graph.isEditing()&&this.editor.graph.stopEditing();var e=mxUtils.getXml(this.editor.getGraphXml());try{if(Editor.useLocalStorage){if(null!=localStorage.getItem(b)&&!mxUtils.confirm(mxResources.get("replaceIt",[b])))return;localStorage.setItem(b,e);this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("saved"))+" "+new Date)}else if(e.length<MAX_REQUEST_SIZE)(new mxXmlRequest(SAVE_URL,"filename="+encodeURIComponent(b)+"&xml="+encodeURIComponent(e))).simulate(document, "_blank");else{mxUtils.alert(mxResources.get("drawingTooLarge"));mxUtils.popup(e);return}this.editor.setModified(!1);this.editor.setFilename(b);this.updateDocumentTitle()}catch(k){this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("errorSavingFile")))}}}; -EditorUi.prototype.executeLayouts=function(b,e){this.executeLayout(mxUtils.bind(this,function(){var k=new mxCompositeLayout(this.editor.graph,b),n=this.editor.graph.getSelectionCells();k.execute(this.editor.graph.getDefaultParent(),0==n.length?null:n)}),!0,e)}; -EditorUi.prototype.executeLayout=function(b,e,k){var n=this.editor.graph;if(n.isEnabled()){n.getModel().beginUpdate();try{b()}catch(D){throw D;}finally{this.allowAnimation&&e&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("Camino"))?(b=new mxMorphing(n),b.addListener(mxEvent.DONE,mxUtils.bind(this,function(){n.getModel().endUpdate();null!=k&&k()})),b.startAnimation()):(n.getModel().endUpdate(),null!=k&&k())}}}; -EditorUi.prototype.showImageDialog=function(b,e,k,n){n=this.editor.graph.cellEditor;var D=n.saveSelection(),t=mxUtils.prompt(b,e);n.restoreSelection(D);if(null!=t&&0<t.length){var E=new Image;E.onload=function(){k(t,E.width,E.height)};E.onerror=function(){k(null);mxUtils.alert(mxResources.get("fileNotFound"))};E.src=t}else k(null)};EditorUi.prototype.showLinkDialog=function(b,e,k){b=new LinkDialog(this,b,e,k);this.showDialog(b.container,420,90,!0,!0);b.init()}; +EditorUi.prototype.executeLayouts=function(b,e){this.executeLayout(mxUtils.bind(this,function(){var k=new mxCompositeLayout(this.editor.graph,b),m=this.editor.graph.getSelectionCells();k.execute(this.editor.graph.getDefaultParent(),0==m.length?null:m)}),!0,e)}; +EditorUi.prototype.executeLayout=function(b,e,k){var m=this.editor.graph;if(m.isEnabled()){m.getModel().beginUpdate();try{b()}catch(D){throw D;}finally{this.allowAnimation&&e&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("Camino"))?(b=new mxMorphing(m),b.addListener(mxEvent.DONE,mxUtils.bind(this,function(){m.getModel().endUpdate();null!=k&&k()})),b.startAnimation()):(m.getModel().endUpdate(),null!=k&&k())}}}; +EditorUi.prototype.showImageDialog=function(b,e,k,m){m=this.editor.graph.cellEditor;var D=m.saveSelection(),p=mxUtils.prompt(b,e);m.restoreSelection(D);if(null!=p&&0<p.length){var E=new Image;E.onload=function(){k(p,E.width,E.height)};E.onerror=function(){k(null);mxUtils.alert(mxResources.get("fileNotFound"))};E.src=p}else k(null)};EditorUi.prototype.showLinkDialog=function(b,e,k){b=new LinkDialog(this,b,e,k);this.showDialog(b.container,420,90,!0,!0);b.init()}; EditorUi.prototype.showDataDialog=function(b){null!=b&&(b=new EditDataDialog(this,b),this.showDialog(b.container,480,420,!0,!1,null,!1),b.init())}; -EditorUi.prototype.showBackgroundImageDialog=function(b,e){b=null!=b?b:mxUtils.bind(this,function(n){n=new ChangePageSetup(this,null,n);n.ignoreColor=!0;this.editor.graph.model.execute(n)});var k=mxUtils.prompt(mxResources.get("backgroundImage"),null!=e?e.src:"");null!=k&&0<k.length?(e=new Image,e.onload=function(){b(new mxImage(k,e.width,e.height),!1)},e.onerror=function(){b(null,!0);mxUtils.alert(mxResources.get("fileNotFound"))},e.src=k):b(null)}; +EditorUi.prototype.showBackgroundImageDialog=function(b,e){b=null!=b?b:mxUtils.bind(this,function(m){m=new ChangePageSetup(this,null,m);m.ignoreColor=!0;this.editor.graph.model.execute(m)});var k=mxUtils.prompt(mxResources.get("backgroundImage"),null!=e?e.src:"");null!=k&&0<k.length?(e=new Image,e.onload=function(){b(new mxImage(k,e.width,e.height),!1)},e.onerror=function(){b(null,!0);mxUtils.alert(mxResources.get("fileNotFound"))},e.src=k):b(null)}; EditorUi.prototype.setBackgroundImage=function(b){this.editor.graph.setBackgroundImage(b);this.editor.graph.view.validateBackgroundImage();this.fireEvent(new mxEventObject("backgroundImageChanged"))};EditorUi.prototype.confirm=function(b,e,k){mxUtils.confirm(b)?null!=e&&e():null!=k&&k()};EditorUi.prototype.createOutline=function(b){var e=new mxOutline(this.editor.graph);mxEvent.addListener(window,"resize",function(){e.update(!1)});return e}; EditorUi.prototype.altShiftActions={67:"clearWaypoints",65:"connectionArrows",76:"editLink",80:"connectionPoints",84:"editTooltip",86:"pasteSize",88:"copySize",66:"copyData",69:"pasteData"}; -EditorUi.prototype.createKeyHandler=function(b){function e(q,z,F){if(!n.isSelectionEmpty()&&n.isEnabled()){z=null!=z?z:1;var C=n.getCompositeParents(n.getSelectionCells()),I=0<C.length?C[0]:null;if(null!=I)if(F){n.getModel().beginUpdate();try{for(I=0;I<C.length;I++)if(n.getModel().isVertex(C[I])&&n.isCellResizable(C[I])){var G=n.getCellGeometry(C[I]);null!=G&&(G=G.clone(),37==q?G.width=Math.max(0,G.width-z):38==q?G.height=Math.max(0,G.height-z):39==q?G.width+=z:40==q&&(G.height+=z),n.getModel().setGeometry(C[I], -G))}}finally{n.getModel().endUpdate()}}else{G=n.model.getParent(I);var Z=n.getView().scale;F=null;1==n.getSelectionCount()&&n.model.isVertex(I)&&null!=n.layoutManager&&!n.isCellLocked(I)&&(F=n.layoutManager.getLayout(G));if(null!=F&&F.constructor==mxStackLayout)z=G.getIndex(I),37==q||38==q?n.model.add(G,I,Math.max(0,z-1)):(39==q||40==q)&&n.model.add(G,I,Math.min(n.model.getChildCount(G),z+1));else{var ca=n.graphHandler;null!=ca&&(null==ca.first&&ca.start(I,0,0,C),null!=ca.first&&(I=C=0,37==q?C=-z: -38==q?I=-z:39==q?C=z:40==q&&(I=z),ca.currentDx+=C*Z,ca.currentDy+=I*Z,ca.checkPreview(),ca.updatePreview()),null!=E&&window.clearTimeout(E),E=window.setTimeout(function(){if(null!=ca.first){var ba=ca.roundLength(ca.currentDx/Z),Y=ca.roundLength(ca.currentDy/Z);ca.moveCells(ca.cells,ba,Y);ca.reset()}},400))}}}}var k=this,n=this.editor.graph,D=new mxKeyHandler(n),t=D.isEventIgnored;D.isEventIgnored=function(q){return!(mxEvent.isShiftDown(q)&&9==q.keyCode)&&(!this.isControlDown(q)||mxEvent.isShiftDown(q)|| -90!=q.keyCode&&89!=q.keyCode&&188!=q.keyCode&&190!=q.keyCode&&85!=q.keyCode)&&(66!=q.keyCode&&73!=q.keyCode||!this.isControlDown(q)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&t.apply(this,arguments)};D.isEnabledForEvent=function(q){return!mxEvent.isConsumed(q)&&this.isGraphEvent(q)&&this.isEnabled()&&(null==k.dialogs||0==k.dialogs.length)};D.isControlDown=function(q){return mxEvent.isControlDown(q)||mxClient.IS_MAC&&q.metaKey};var E=null,d={37:mxConstants.DIRECTION_WEST, -38:mxConstants.DIRECTION_NORTH,39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},f=D.getFunction;mxKeyHandler.prototype.getFunction=function(q){if(n.isEnabled()){if(mxEvent.isShiftDown(q)&&mxEvent.isAltDown(q)){var z=k.actions.get(k.altShiftActions[q.keyCode]);if(null!=z)return z.funct}if(null!=d[q.keyCode]&&!n.isSelectionEmpty())if(!this.isControlDown(q)&&mxEvent.isShiftDown(q)&&mxEvent.isAltDown(q)){if(n.model.isVertex(n.getSelectionCell()))return function(){var F=n.connectVertex(n.getSelectionCell(), -d[q.keyCode],n.defaultEdgeLength,q,!0);null!=F&&0<F.length&&(1==F.length&&n.model.isEdge(F[0])?n.setSelectionCell(n.model.getTerminal(F[0],!1)):n.setSelectionCell(F[F.length-1]),n.scrollCellToVisible(n.getSelectionCell()),null!=k.hoverIcons&&k.hoverIcons.update(n.view.getState(n.getSelectionCell())))}}else return this.isControlDown(q)?function(){e(q.keyCode,mxEvent.isShiftDown(q)?n.gridSize:null,!0)}:function(){e(q.keyCode,mxEvent.isShiftDown(q)?n.gridSize:null)}}return f.apply(this,arguments)};D.bindAction= -mxUtils.bind(this,function(q,z,F,C){var I=this.actions.get(F);null!=I&&(F=function(){I.isEnabled()&&I.funct()},z?C?D.bindControlShiftKey(q,F):D.bindControlKey(q,F):C?D.bindShiftKey(q,F):D.bindKey(q,F))});var g=this,l=D.escape;D.escape=function(q){l.apply(this,arguments)};D.enter=function(){};D.bindControlShiftKey(36,function(){n.exitGroup()});D.bindControlShiftKey(35,function(){n.enterGroup()});D.bindShiftKey(36,function(){n.home()});D.bindKey(35,function(){n.refresh()});D.bindAction(107,!0,"zoomIn"); -D.bindAction(109,!0,"zoomOut");D.bindAction(80,!0,"print");D.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)D.bindControlKey(36,function(){n.isEnabled()&&n.foldCells(!0)}),D.bindControlKey(35,function(){n.isEnabled()&&n.foldCells(!1)}),D.bindControlKey(13,function(){g.ctrlEnter()}),D.bindAction(8,!1,"delete"),D.bindAction(8,!0,"deleteAll"),D.bindAction(8,!1,"deleteLabels",!0),D.bindAction(46,!1,"delete"),D.bindAction(46,!0,"deleteAll"),D.bindAction(46,!1,"deleteLabels", +EditorUi.prototype.createKeyHandler=function(b){function e(g,x,z){if(!m.isSelectionEmpty()&&m.isEnabled()){x=null!=x?x:1;var u=m.getCompositeParents(m.getSelectionCells()),H=0<u.length?u[0]:null;if(null!=H)if(z){m.getModel().beginUpdate();try{for(H=0;H<u.length;H++)if(m.getModel().isVertex(u[H])&&m.isCellResizable(u[H])){var L=m.getCellGeometry(u[H]);null!=L&&(L=L.clone(),37==g?L.width=Math.max(0,L.width-x):38==g?L.height=Math.max(0,L.height-x):39==g?L.width+=x:40==g&&(L.height+=x),m.getModel().setGeometry(u[H], +L))}}finally{m.getModel().endUpdate()}}else{L=m.model.getParent(H);var C=m.getView().scale;z=null;1==m.getSelectionCount()&&m.model.isVertex(H)&&null!=m.layoutManager&&!m.isCellLocked(H)&&(z=m.layoutManager.getLayout(L));if(null!=z&&z.constructor==mxStackLayout)x=L.getIndex(H),37==g||38==g?m.model.add(L,H,Math.max(0,x-1)):(39==g||40==g)&&m.model.add(L,H,Math.min(m.model.getChildCount(L),x+1));else{var G=m.graphHandler;null!=G&&(null==G.first&&G.start(H,0,0,u),null!=G.first&&(H=u=0,37==g?u=-x:38== +g?H=-x:39==g?u=x:40==g&&(H=x),G.currentDx+=u*C,G.currentDy+=H*C,G.checkPreview(),G.updatePreview()),null!=E&&window.clearTimeout(E),E=window.setTimeout(function(){if(null!=G.first){var V=G.roundLength(G.currentDx/C),U=G.roundLength(G.currentDy/C);G.moveCells(G.cells,V,U);G.reset()}},400))}}}}var k=this,m=this.editor.graph,D=new mxKeyHandler(m),p=D.isEventIgnored;D.isEventIgnored=function(g){return!(mxEvent.isShiftDown(g)&&9==g.keyCode)&&(!this.isControlDown(g)||mxEvent.isShiftDown(g)||90!=g.keyCode&& +89!=g.keyCode&&188!=g.keyCode&&190!=g.keyCode&&85!=g.keyCode)&&(66!=g.keyCode&&73!=g.keyCode||!this.isControlDown(g)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&p.apply(this,arguments)};D.isEnabledForEvent=function(g){return!mxEvent.isConsumed(g)&&this.isGraphEvent(g)&&this.isEnabled()&&(null==k.dialogs||0==k.dialogs.length)};D.isControlDown=function(g){return mxEvent.isControlDown(g)||mxClient.IS_MAC&&g.metaKey};var E=null,K={37:mxConstants.DIRECTION_WEST,38:mxConstants.DIRECTION_NORTH, +39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},Q=D.getFunction;mxKeyHandler.prototype.getFunction=function(g){if(m.isEnabled()){if(mxEvent.isShiftDown(g)&&mxEvent.isAltDown(g)){var x=k.actions.get(k.altShiftActions[g.keyCode]);if(null!=x)return x.funct}if(null!=K[g.keyCode]&&!m.isSelectionEmpty())if(!this.isControlDown(g)&&mxEvent.isShiftDown(g)&&mxEvent.isAltDown(g)){if(m.model.isVertex(m.getSelectionCell()))return function(){var z=m.connectVertex(m.getSelectionCell(),K[g.keyCode], +m.defaultEdgeLength,g,!0);null!=z&&0<z.length&&(1==z.length&&m.model.isEdge(z[0])?m.setSelectionCell(m.model.getTerminal(z[0],!1)):m.setSelectionCell(z[z.length-1]),m.scrollCellToVisible(m.getSelectionCell()),null!=k.hoverIcons&&k.hoverIcons.update(m.view.getState(m.getSelectionCell())))}}else return this.isControlDown(g)?function(){e(g.keyCode,mxEvent.isShiftDown(g)?m.gridSize:null,!0)}:function(){e(g.keyCode,mxEvent.isShiftDown(g)?m.gridSize:null)}}return Q.apply(this,arguments)};D.bindAction=mxUtils.bind(this, +function(g,x,z,u){var H=this.actions.get(z);null!=H&&(z=function(){H.isEnabled()&&H.funct.apply(this,arguments)},x?u?D.bindControlShiftKey(g,z):D.bindControlKey(g,z):u?D.bindShiftKey(g,z):D.bindKey(g,z))});var d=this,f=D.escape;D.escape=function(g){f.apply(this,arguments)};D.enter=function(){};D.bindControlShiftKey(36,function(){m.exitGroup()});D.bindControlShiftKey(35,function(){m.enterGroup()});D.bindShiftKey(36,function(){m.home()});D.bindKey(35,function(){m.refresh()});D.bindAction(107,!0,"zoomIn"); +D.bindAction(109,!0,"zoomOut");D.bindAction(80,!0,"print");D.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)D.bindControlKey(36,function(){m.isEnabled()&&m.foldCells(!0)}),D.bindControlKey(35,function(){m.isEnabled()&&m.foldCells(!1)}),D.bindControlKey(13,function(){d.ctrlEnter()}),D.bindAction(8,!1,"delete"),D.bindAction(8,!0,"deleteAll"),D.bindAction(8,!1,"deleteLabels",!0),D.bindAction(46,!1,"delete"),D.bindAction(46,!0,"deleteAll"),D.bindAction(46,!1,"deleteLabels", !0),D.bindAction(36,!1,"resetView"),D.bindAction(72,!0,"fitWindow",!0),D.bindAction(74,!0,"fitPage"),D.bindAction(74,!0,"fitTwoPages",!0),D.bindAction(48,!0,"customZoom"),D.bindAction(82,!0,"turn"),D.bindAction(82,!0,"clearDefaultStyle",!0),D.bindAction(83,!0,"save"),D.bindAction(83,!0,"saveAs",!0),D.bindAction(65,!0,"selectAll"),D.bindAction(65,!0,"selectNone",!0),D.bindAction(73,!0,"selectVertices",!0),D.bindAction(69,!0,"selectEdges",!0),D.bindAction(69,!0,"editStyle"),D.bindAction(66,!0,"bold"), D.bindAction(66,!0,"toBack",!0),D.bindAction(70,!0,"toFront",!0),D.bindAction(68,!0,"duplicate"),D.bindAction(68,!0,"setAsDefaultStyle",!0),D.bindAction(90,!0,"undo"),D.bindAction(89,!0,"autosize",!0),D.bindAction(88,!0,"cut"),D.bindAction(67,!0,"copy"),D.bindAction(86,!0,"paste"),D.bindAction(71,!0,"group"),D.bindAction(77,!0,"editData"),D.bindAction(71,!0,"grid",!0),D.bindAction(73,!0,"italic"),D.bindAction(76,!0,"lockUnlock"),D.bindAction(76,!0,"layers",!0),D.bindAction(80,!0,"formatPanel",!0), -D.bindAction(85,!0,"underline"),D.bindAction(85,!0,"ungroup",!0),D.bindAction(190,!0,"superscript"),D.bindAction(188,!0,"subscript"),D.bindAction(13,!1,"keyPressEnter"),D.bindKey(113,function(){n.isEnabled()&&n.startEditingAtCell()});mxClient.IS_WIN?D.bindAction(89,!0,"redo"):D.bindAction(90,!0,"redo",!0);return D}; +D.bindAction(85,!0,"underline"),D.bindAction(85,!0,"ungroup",!0),D.bindAction(190,!0,"superscript"),D.bindAction(188,!0,"subscript"),D.bindAction(13,!1,"keyPressEnter"),D.bindKey(113,function(){m.isEnabled()&&m.startEditingAtCell()});mxClient.IS_WIN?D.bindAction(89,!0,"redo"):D.bindAction(90,!0,"redo",!0);return D}; EditorUi.prototype.destroy=function(){var b=this.editor.graph;null!=b&&null!=this.selectionStateListener&&(b.getSelectionModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),b.getModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),b.removeListener(mxEvent.EDITING_STARTED,this.selectionStateListener),b.removeListener(mxEvent.EDITING_STOPPED,this.selectionStateListener),b.getView().removeListener("unitChanged",this.selectionStateListener),this.selectionStateListener=null); null!=this.editor&&(this.editor.destroy(),this.editor=null);null!=this.menubar&&(this.menubar.destroy(),this.menubar=null);null!=this.toolbar&&(this.toolbar.destroy(),this.toolbar=null);null!=this.sidebar&&(this.sidebar.destroy(),this.sidebar=null);null!=this.keyHandler&&(this.keyHandler.destroy(),this.keyHandler=null);null!=this.keydownHandler&&(mxEvent.removeListener(document,"keydown",this.keydownHandler),this.keydownHandler=null);null!=this.keyupHandler&&(mxEvent.removeListener(document,"keyup", this.keyupHandler),this.keyupHandler=null);null!=this.resizeHandler&&(mxEvent.removeListener(window,"resize",this.resizeHandler),this.resizeHandler=null);null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null);null!=this.orientationChangeHandler&&(mxEvent.removeListener(window,"orientationchange",this.orientationChangeHandler),this.orientationChangeHandler=null);null!=this.scrollHandler&&(mxEvent.removeListener(window,"scroll",this.scrollHandler), -this.scrollHandler=null);if(null!=this.destroyFunctions){for(b=0;b<this.destroyFunctions.length;b++)this.destroyFunctions[b]();this.destroyFunctions=null}var e=[this.menubarContainer,this.toolbarContainer,this.sidebarContainer,this.formatContainer,this.diagramContainer,this.footerContainer,this.chromelessToolbar,this.hsplit,this.sidebarFooterContainer,this.layersDialog];for(b=0;b<e.length;b++)null!=e[b]&&null!=e[b].parentNode&&e[b].parentNode.removeChild(e[b])};(function(){var b=[["nbsp","160"],["shy","173"]],e=mxUtils.parseXml;mxUtils.parseXml=function(k){for(var n=0;n<b.length;n++)k=k.replace(new RegExp("&"+b[n][0]+";","g"),"&#"+b[n][1]+";");return e(k)}})(); +this.scrollHandler=null);if(null!=this.destroyFunctions){for(b=0;b<this.destroyFunctions.length;b++)this.destroyFunctions[b]();this.destroyFunctions=null}var e=[this.menubarContainer,this.toolbarContainer,this.sidebarContainer,this.formatContainer,this.diagramContainer,this.footerContainer,this.chromelessToolbar,this.hsplit,this.sidebarFooterContainer,this.layersDialog];for(b=0;b<e.length;b++)null!=e[b]&&null!=e[b].parentNode&&e[b].parentNode.removeChild(e[b])};(function(){var b=[["nbsp","160"],["shy","173"]],e=mxUtils.parseXml;mxUtils.parseXml=function(k){for(var m=0;m<b.length;m++)k=k.replace(new RegExp("&"+b[m][0]+";","g"),"&#"+b[m][1]+";");return e(k)}})(); Date.prototype.toISOString||function(){function b(e){e=String(e);1===e.length&&(e="0"+e);return e}Date.prototype.toISOString=function(){return this.getUTCFullYear()+"-"+b(this.getUTCMonth()+1)+"-"+b(this.getUTCDate())+"T"+b(this.getUTCHours())+":"+b(this.getUTCMinutes())+":"+b(this.getUTCSeconds())+"."+String((this.getUTCMilliseconds()/1E3).toFixed(3)).slice(2,5)+"Z"}}();Date.now||(Date.now=function(){return(new Date).getTime()}); -Uint8Array.from||(Uint8Array.from=function(){var b=Object.prototype.toString,e=function(n){return"function"===typeof n||"[object Function]"===b.call(n)},k=Math.pow(2,53)-1;return function(n){var D=Object(n);if(null==n)throw new TypeError("Array.from requires an array-like object - not null or undefined");var t=1<arguments.length?arguments[1]:void 0,E;if("undefined"!==typeof t){if(!e(t))throw new TypeError("Array.from: when provided, the second argument must be a function");2<arguments.length&&(E= -arguments[2])}var d=Number(D.length);d=isNaN(d)?0:0!==d&&isFinite(d)?(0<d?1:-1)*Math.floor(Math.abs(d)):d;d=Math.min(Math.max(d,0),k);for(var f=e(this)?Object(new this(d)):Array(d),g=0,l;g<d;)l=D[g],f[g]=t?"undefined"===typeof E?t(l,g):t.call(E,l,g):l,g+=1;f.length=d;return f}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; +Uint8Array.from||(Uint8Array.from=function(){var b=Object.prototype.toString,e=function(m){return"function"===typeof m||"[object Function]"===b.call(m)},k=Math.pow(2,53)-1;return function(m){var D=Object(m);if(null==m)throw new TypeError("Array.from requires an array-like object - not null or undefined");var p=1<arguments.length?arguments[1]:void 0,E;if("undefined"!==typeof p){if(!e(p))throw new TypeError("Array.from: when provided, the second argument must be a function");2<arguments.length&&(E= +arguments[2])}var K=Number(D.length);K=isNaN(K)?0:0!==K&&isFinite(K)?(0<K?1:-1)*Math.floor(Math.abs(K)):K;K=Math.min(Math.max(K,0),k);for(var Q=e(this)?Object(new this(K)):Array(K),d=0,f;d<K;)f=D[d],Q[d]=p?"undefined"===typeof E?p(f,d):p.call(E,f,d):f,d+=1;Q.length=K;return Q}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; mxConstants.VML_SHADOWCOLOR="#d0d0d0";mxCodec.allowlist="mxStylesheet Array mxGraphModel mxCell mxGeometry mxRectangle mxPoint mxChildChange mxRootChange mxTerminalChange mxValueChange mxStyleChange mxGeometryChange mxCollapseChange mxVisibleChange mxCellAttributeChange".split(" ");mxGraph.prototype.pageBreakColor="#c0c0c0";mxGraph.prototype.pageScale=1; (function(){try{if(null!=navigator&&null!=navigator.language){var b=navigator.language.toLowerCase();mxGraph.prototype.pageFormat="en-us"===b||"en-ca"===b||"es-mx"===b?mxConstants.PAGE_FORMAT_LETTER_PORTRAIT:mxConstants.PAGE_FORMAT_A4_PORTRAIT}}catch(e){}})();mxText.prototype.baseSpacingTop=5;mxText.prototype.baseSpacingBottom=1;mxGraphModel.prototype.ignoreRelativeEdgeParent=!1; mxGraphView.prototype.gridImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhCgAKAJEAAAAAAP///8zMzP///yH5BAEAAAMALAAAAAAKAAoAAAIJ1I6py+0Po2wFADs=":IMAGE_PATH+"/grid.gif";mxGraphView.prototype.gridSteps=4;mxGraphView.prototype.minGridSize=4;mxGraphView.prototype.defaultGridColor="#d0d0d0";mxGraphView.prototype.defaultDarkGridColor="#6e6e6e";mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultGridColor;mxGraphView.prototype.unit=mxConstants.POINTS; mxGraphView.prototype.setUnit=function(b){this.unit!=b&&(this.unit=b,this.fireEvent(new mxEventObject("unitChanged","unit",b)))};mxSvgCanvas2D.prototype.foAltText="[Not supported by viewer]";mxShape.prototype.getConstraints=function(b,e,k){return null}; mxImageShape.prototype.getImageDataUri=function(){var b=this.image;if("data:image/svg+xml;base64,"==b.substring(0,26)&&null!=this.style&&"1"==mxUtils.getValue(this.style,"clipSvg","0")){if(null==this.clippedSvg||this.clippedImage!=b)this.clippedSvg=Graph.clipSvgDataUri(b,!0),this.clippedImage=b;b=this.clippedSvg}return b}; -Graph=function(b,e,k,n,D,t){mxGraph.call(this,b,e,k,n);this.themes=D||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=t?t:!1;b=this.baseUrl;e=b.indexOf("//");this.domainPathUrl=this.domainUrl="";0<e&&(e=b.indexOf("/",e+2),0<e&&(this.domainUrl=b.substring(0,e)),e=b.lastIndexOf("/"),0<e&&(this.domainPathUrl=b.substring(0,e+1)));this.isHtmlLabel=function(M){M=this.getCurrentCellStyle(M); -return null!=M?"1"==M.html||"wrap"==M[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var E=null,d=null,f=null,g=null,l=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(M,ka){if("mouseDown"==ka.getProperty("eventName")&&this.isEnabled()){M=ka.getProperty("event");var L=M.getState();ka=this.view.scale;if(!mxEvent.isAltDown(M.getEvent())&&null!=L)if(this.model.isEdge(L.cell))if(E=new mxPoint(M.getGraphX(),M.getGraphY()),l=this.isCellSelected(L.cell),f=L,d=M,null!=L.text&& -null!=L.text.boundingBox&&mxUtils.contains(L.text.boundingBox,M.getGraphX(),M.getGraphY()))g=mxEvent.LABEL_HANDLE;else{var S=this.selectionCellsHandler.getHandler(L.cell);null!=S&&null!=S.bends&&0<S.bends.length&&(g=S.getHandleForEvent(M))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(M.getEvent())&&(S=this.selectionCellsHandler.getHandler(L.cell),null==S||null==S.getHandleForEvent(M))){var ja=new mxRectangle(M.getGraphX()-1,M.getGraphY()-1),ma=mxEvent.isTouchEvent(M.getEvent())? -mxShape.prototype.svgStrokeTolerance-1:(mxShape.prototype.svgStrokeTolerance+2)/2;S=ma+2;ja.grow(ma);if(this.isTableCell(L.cell)&&!this.isCellSelected(L.cell)&&!(mxUtils.contains(L,M.getGraphX()-S,M.getGraphY()-S)&&mxUtils.contains(L,M.getGraphX()-S,M.getGraphY()+S)&&mxUtils.contains(L,M.getGraphX()+S,M.getGraphY()+S)&&mxUtils.contains(L,M.getGraphX()+S,M.getGraphY()-S))){var u=this.model.getParent(L.cell);S=this.model.getParent(u);if(!this.isCellSelected(S)){ma*=ka;var H=2*ma;if(this.model.getChildAt(S, -0)!=u&&mxUtils.intersects(ja,new mxRectangle(L.x,L.y-ma,L.width,H))||this.model.getChildAt(u,0)!=L.cell&&mxUtils.intersects(ja,new mxRectangle(L.x-ma,L.y,H,L.height))||mxUtils.intersects(ja,new mxRectangle(L.x,L.y+L.height-ma,L.width,H))||mxUtils.intersects(ja,new mxRectangle(L.x+L.width-ma,L.y,H,L.height)))u=this.selectionCellsHandler.isHandled(S),this.selectCellForEvent(S,M.getEvent()),S=this.selectionCellsHandler.getHandler(S),null!=S&&(ma=S.getHandleForEvent(M),null!=ma&&(S.start(M.getGraphX(), -M.getGraphY(),ma),S.blockDelayedSelection=!u,M.consume()))}}for(;!M.isConsumed()&&null!=L&&(this.isTableCell(L.cell)||this.isTableRow(L.cell)||this.isTable(L.cell));)this.isSwimlane(L.cell)&&(S=this.getActualStartSize(L.cell),(0<S.x||0<S.width)&&mxUtils.intersects(ja,new mxRectangle(L.x+(S.x-S.width-1)*ka+(0==S.x?L.width:0),L.y,1,L.height))||(0<S.y||0<S.height)&&mxUtils.intersects(ja,new mxRectangle(L.x,L.y+(S.y-S.height-1)*ka+(0==S.y?L.height:0),L.width,1)))&&(this.selectCellForEvent(L.cell,M.getEvent()), -S=this.selectionCellsHandler.getHandler(L.cell),null!=S&&(ma=mxEvent.CUSTOM_HANDLE-S.customHandles.length+1,S.start(M.getGraphX(),M.getGraphY(),ma),M.consume())),L=this.view.getState(this.model.getParent(L.cell))}}}));this.addMouseListener({mouseDown:function(M,ka){},mouseMove:mxUtils.bind(this,function(M,ka){M=this.selectionCellsHandler.handlers.map;for(var L in M)if(null!=M[L].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(ka.getEvent())){var S=this.tolerance; -if(null!=E&&null!=f&&null!=d){if(L=f,Math.abs(E.x-ka.getGraphX())>S||Math.abs(E.y-ka.getGraphY())>S){var ja=this.selectionCellsHandler.getHandler(L.cell);null==ja&&this.model.isEdge(L.cell)&&(ja=this.createHandler(L));if(null!=ja&&null!=ja.bends&&0<ja.bends.length){M=ja.getHandleForEvent(d);var ma=this.view.getEdgeStyle(L);S=ma==mxEdgeStyle.EntityRelation;l||g!=mxEvent.LABEL_HANDLE||(M=g);if(S&&0!=M&&M!=ja.bends.length-1&&M!=mxEvent.LABEL_HANDLE)!S||null==L.visibleSourceState&&null==L.visibleTargetState|| -(this.graphHandler.reset(),ka.consume());else if(M==mxEvent.LABEL_HANDLE||0==M||null!=L.visibleSourceState||M==ja.bends.length-1||null!=L.visibleTargetState)S||M==mxEvent.LABEL_HANDLE||(S=L.absolutePoints,null!=S&&(null==ma&&null==M||ma==mxEdgeStyle.OrthConnector)&&(M=g,null==M&&(M=new mxRectangle(E.x,E.y),M.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(M,S[0].x,S[0].y)?M=0:mxUtils.contains(M,S[S.length-1].x,S[S.length-1].y)?M=ja.bends.length-1:null!=ma&&(2==S.length||3==S.length&& -(0==Math.round(S[0].x-S[1].x)&&0==Math.round(S[1].x-S[2].x)||0==Math.round(S[0].y-S[1].y)&&0==Math.round(S[1].y-S[2].y)))?M=2:(M=mxUtils.findNearestSegment(L,E.x,E.y),M=null==ma?mxEvent.VIRTUAL_HANDLE-M:M+1))),null==M&&(M=mxEvent.VIRTUAL_HANDLE)),ja.start(ka.getGraphX(),ka.getGraphX(),M),ka.consume(),this.graphHandler.reset()}null!=ja&&(this.selectionCellsHandler.isHandlerActive(ja)?this.isCellSelected(L.cell)||(this.selectionCellsHandler.handlers.put(L.cell,ja),this.selectCellForEvent(L.cell,ka.getEvent())): -this.isCellSelected(L.cell)||ja.destroy());l=!1;E=d=f=g=null}}else if(L=ka.getState(),null!=L&&this.isCellEditable(L.cell)){ja=null;if(this.model.isEdge(L.cell)){if(M=new mxRectangle(ka.getGraphX(),ka.getGraphY()),M.grow(mxEdgeHandler.prototype.handleImage.width/2),S=L.absolutePoints,null!=S)if(null!=L.text&&null!=L.text.boundingBox&&mxUtils.contains(L.text.boundingBox,ka.getGraphX(),ka.getGraphY()))ja="move";else if(mxUtils.contains(M,S[0].x,S[0].y)||mxUtils.contains(M,S[S.length-1].x,S[S.length- -1].y))ja="pointer";else if(null!=L.visibleSourceState||null!=L.visibleTargetState)M=this.view.getEdgeStyle(L),ja="crosshair",M!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(L)&&(ka=mxUtils.findNearestSegment(L,ka.getGraphX(),ka.getGraphY()),ka<S.length-1&&0<=ka&&(ja=0==Math.round(S[ka].x-S[ka+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(ka.getEvent())){S=mxShape.prototype.svgStrokeTolerance/2;M=new mxRectangle(ka.getGraphX(),ka.getGraphY());M.grow(S);if(this.isTableCell(L.cell)&& -(ka=this.model.getParent(L.cell),S=this.model.getParent(ka),!this.isCellSelected(S)))if(mxUtils.intersects(M,new mxRectangle(L.x,L.y-2,L.width,4))&&this.model.getChildAt(S,0)!=ka||mxUtils.intersects(M,new mxRectangle(L.x,L.y+L.height-2,L.width,4)))ja="row-resize";else if(mxUtils.intersects(M,new mxRectangle(L.x-2,L.y,4,L.height))&&this.model.getChildAt(ka,0)!=L.cell||mxUtils.intersects(M,new mxRectangle(L.x+L.width-2,L.y,4,L.height)))ja="col-resize";for(ka=L;null==ja&&null!=ka&&(this.isTableCell(ka.cell)|| -this.isTableRow(ka.cell)||this.isTable(ka.cell));)this.isSwimlane(ka.cell)&&(S=this.getActualStartSize(ka.cell),ma=this.view.scale,(0<S.x||0<S.width)&&mxUtils.intersects(M,new mxRectangle(ka.x+(S.x-S.width-1)*ma+(0==S.x?ka.width*ma:0),ka.y,1,ka.height))?ja="col-resize":(0<S.y||0<S.height)&&mxUtils.intersects(M,new mxRectangle(ka.x,ka.y+(S.y-S.height-1)*ma+(0==S.y?ka.height:0),ka.width,1))&&(ja="row-resize")),ka=this.view.getState(this.model.getParent(ka.cell))}null!=ja&&L.setCursor(ja)}}}),mouseUp:mxUtils.bind(this, -function(M,ka){g=E=d=f=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(M){var ka=mxCellRenderer.prototype.getLabelValue.apply(this,arguments);M.view.graph.isHtmlLabel(M.cell)&&(ka=1!=M.style.html?mxUtils.htmlEntities(ka,!1):M.view.graph.sanitizeHtml(ka));return ka};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0);this.allowAutoPanning=!0;this.constrainChildren= -this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid=!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(M,ka){return!1};this.alternateEdgeStyle="vertical";null==n&&this.loadStylesheet();var q=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var M=q.apply(this,arguments);if(this.graph.pageVisible){var ka=[],L=this.graph.pageFormat, -S=this.graph.pageScale,ja=L.width*S;L=L.height*S;S=this.graph.view.translate;for(var ma=this.graph.view.scale,u=this.graph.getPageLayout(),H=0;H<u.width;H++)ka.push(new mxRectangle(((u.x+H)*ja+S.x)*ma,(u.y*L+S.y)*ma,ja*ma,L*ma));for(H=1;H<u.height;H++)ka.push(new mxRectangle((u.x*ja+S.x)*ma,((u.y+H)*L+S.y)*ma,ja*ma,L*ma));M=ka.concat(M)}return M};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor=function(M,ka){return null==M.cell?"#ffa500":mxConstants.GUIDE_COLOR}; -this.graphHandler.createPreviewShape=function(M){this.previewColor="#000000"==this.graph.background?"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var z=this.graphHandler.getCells;this.graphHandler.getCells=function(M){for(var ka=z.apply(this,arguments),L=new mxDictionary,S=[],ja=0;ja<ka.length;ja++){var ma=this.graph.isTableCell(M)&&this.graph.isTableCell(ka[ja])&&this.graph.isCellSelected(ka[ja])?this.graph.model.getParent(ka[ja]): -this.graph.isTableRow(M)&&this.graph.isTableRow(ka[ja])&&this.graph.isCellSelected(ka[ja])?ka[ja]:this.graph.getCompositeParent(ka[ja]);null==ma||L.get(ma)||(L.put(ma,!0),S.push(ma))}return S};var F=this.graphHandler.start;this.graphHandler.start=function(M,ka,L,S){var ja=!1;this.graph.isTableCell(M)&&(this.graph.isCellSelected(M)?ja=!0:M=this.graph.model.getParent(M));ja||this.graph.isTableRow(M)&&this.graph.isCellSelected(M)||(M=this.graph.getCompositeParent(M));F.apply(this,arguments)};this.connectionHandler.createTargetVertex= -function(M,ka){ka=this.graph.getCompositeParent(ka);return mxConnectionHandler.prototype.createTargetVertex.apply(this,arguments)};var C=new mxRubberband(this);this.getRubberband=function(){return C};var I=(new Date).getTime(),G=0,Z=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var M=this.currentState;Z.apply(this,arguments);M!=this.currentState?(I=(new Date).getTime(),G=0):G=(new Date).getTime()-I};var ca=this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent= -function(M){return mxEvent.isShiftDown(M.getEvent())&&mxEvent.isAltDown(M.getEvent())?!1:null!=this.currentState&&M.getState()==this.currentState&&2E3<G||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&ca.apply(this,arguments)};var ba=this.isToggleEvent;this.isToggleEvent=function(M){return ba.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(M)};var Y=C.isForceRubberbandEvent;C.isForceRubberbandEvent=function(M){return Y.apply(this, -arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(M.getEvent())||mxUtils.hasScrollbars(this.graph.container)&&mxClient.IS_FF&&mxClient.IS_WIN&&null==M.getState()&&mxEvent.isTouchEvent(M.getEvent())};var O=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(O=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END,mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor= -O)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(M){return mxEvent.isMouseEvent(M.getEvent())};var la=this.click;this.click=function(M){var ka=null==M.state&&null!=M.sourceState&&this.isCellLocked(M.sourceState.cell);if(this.isEnabled()&&!ka||M.isConsumed())return la.apply(this,arguments);var L=ka?M.sourceState.cell:M.getCell();null!=L&&(L=this.getClickableLinkForCell(L),null!=L&&(this.isCustomLink(L)?this.customLinkClicked(L):this.openLink(L)));this.isEnabled()&& -ka&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(M){return M.sourceState};var aa=this.tooltipHandler.show;this.tooltipHandler.show=function(){aa.apply(this,arguments);if(null!=this.div)for(var M=this.div.getElementsByTagName("a"),ka=0;ka<M.length;ka++)null!=M[ka].getAttribute("href")&&null==M[ka].getAttribute("target")&&M[ka].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(M){return M.sourceState};this.getCursorForMouseEvent=function(M){var ka= -null==M.state&&null!=M.sourceState&&this.isCellLocked(M.sourceState.cell);return this.getCursorForCell(ka?M.sourceState.cell:M.getCell())};var ia=this.getCursorForCell;this.getCursorForCell=function(M){if(!this.isEnabled()||this.isCellLocked(M)){if(null!=this.getClickableLinkForCell(M))return"pointer";if(this.isCellLocked(M))return"default"}return ia.apply(this,arguments)};this.selectRegion=function(M,ka){var L=mxEvent.isAltDown(ka)?M:null;M=this.getCells(M.x,M.y,M.width,M.height,null,null,L,function(S){return"1"== -mxUtils.getValue(S.style,"locked","0")},!0);if(this.isToggleEvent(ka))for(L=0;L<M.length;L++)this.selectCellForEvent(M[L],ka);else this.selectCellsForEvent(M,ka);return M};var X=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(M,ka,L){return this.graph.isCellSelected(M)?!1:X.apply(this,arguments)};this.isCellLocked=function(M){for(;null!=M;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(M),"locked","0"))return!0;M=this.model.getParent(M)}return!1}; -var R=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(M,ka){"mouseDown"==ka.getProperty("eventName")&&(M=ka.getProperty("event").getState(),R=null==M||this.isSelectionEmpty()||this.isCellSelected(M.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(M,ka){if(!mxEvent.isMultiTouchEvent(ka)){M=ka.getProperty("event");var L=ka.getProperty("cell");null==L?(M=mxUtils.convertPoint(this.container,mxEvent.getClientX(M),mxEvent.getClientY(M)), -C.start(M.x,M.y)):null!=R?this.addSelectionCells(R):1<this.getSelectionCount()&&this.isCellSelected(L)&&this.removeSelectionCell(L);R=null;ka.consume()}}));this.connectionHandler.selectCells=function(M,ka){this.graph.setSelectionCell(ka||M)};this.connectionHandler.constraintHandler.isStateIgnored=function(M,ka){var L=M.view.graph;return ka&&(L.isCellSelected(M.cell)||L.isTableRow(M.cell)&&L.selectionCellsHandler.isHandled(L.model.getParent(M.cell)))};this.selectionModel.addListener(mxEvent.CHANGE, -mxUtils.bind(this,function(){var M=this.connectionHandler.constraintHandler;null!=M.currentFocus&&M.isStateIgnored(M.currentFocus,!0)&&(M.currentFocus=null,M.constraints=null,M.destroyIcons());M.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var sa=this.updateMouseEvent;this.updateMouseEvent=function(M){M=sa.apply(this,arguments);null!=M.state&&this.isCellLocked(M.getCell())&&(M.state=null);return M}}this.currentTranslate=new mxPoint(0,0)}; +Graph=function(b,e,k,m,D,p){mxGraph.call(this,b,e,k,m);this.themes=D||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=p?p:!1;b=this.baseUrl;e=b.indexOf("//");this.domainPathUrl=this.domainUrl="";0<e&&(e=b.indexOf("/",e+2),0<e&&(this.domainUrl=b.substring(0,e)),e=b.lastIndexOf("/"),0<e&&(this.domainPathUrl=b.substring(0,e+1)));this.isHtmlLabel=function(J){J=this.getCurrentCellStyle(J); +return null!=J?"1"==J.html||"wrap"==J[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var E=null,K=null,Q=null,d=null,f=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(J,Z){if("mouseDown"==Z.getProperty("eventName")&&this.isEnabled()){J=Z.getProperty("event");var P=J.getState();Z=this.view.scale;if(!mxEvent.isAltDown(J.getEvent())&&null!=P)if(this.model.isEdge(P.cell))if(E=new mxPoint(J.getGraphX(),J.getGraphY()),f=this.isCellSelected(P.cell),Q=P,K=J,null!=P.text&&null!= +P.text.boundingBox&&mxUtils.contains(P.text.boundingBox,J.getGraphX(),J.getGraphY()))d=mxEvent.LABEL_HANDLE;else{var da=this.selectionCellsHandler.getHandler(P.cell);null!=da&&null!=da.bends&&0<da.bends.length&&(d=da.getHandleForEvent(J))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(J.getEvent())&&(da=this.selectionCellsHandler.getHandler(P.cell),null==da||null==da.getHandleForEvent(J))){var ja=new mxRectangle(J.getGraphX()-1,J.getGraphY()-1),ka=mxEvent.isTouchEvent(J.getEvent())? +mxShape.prototype.svgStrokeTolerance-1:(mxShape.prototype.svgStrokeTolerance+2)/2;da=ka+2;ja.grow(ka);if(this.isTableCell(P.cell)&&!this.isCellSelected(P.cell)&&!(mxUtils.contains(P,J.getGraphX()-da,J.getGraphY()-da)&&mxUtils.contains(P,J.getGraphX()-da,J.getGraphY()+da)&&mxUtils.contains(P,J.getGraphX()+da,J.getGraphY()+da)&&mxUtils.contains(P,J.getGraphX()+da,J.getGraphY()-da))){var q=this.model.getParent(P.cell);da=this.model.getParent(q);if(!this.isCellSelected(da)){ka*=Z;var F=2*ka;if(this.model.getChildAt(da, +0)!=q&&mxUtils.intersects(ja,new mxRectangle(P.x,P.y-ka,P.width,F))||this.model.getChildAt(q,0)!=P.cell&&mxUtils.intersects(ja,new mxRectangle(P.x-ka,P.y,F,P.height))||mxUtils.intersects(ja,new mxRectangle(P.x,P.y+P.height-ka,P.width,F))||mxUtils.intersects(ja,new mxRectangle(P.x+P.width-ka,P.y,F,P.height)))q=this.selectionCellsHandler.isHandled(da),this.selectCellForEvent(da,J.getEvent()),da=this.selectionCellsHandler.getHandler(da),null!=da&&(ka=da.getHandleForEvent(J),null!=ka&&(da.start(J.getGraphX(), +J.getGraphY(),ka),da.blockDelayedSelection=!q,J.consume()))}}for(;!J.isConsumed()&&null!=P&&(this.isTableCell(P.cell)||this.isTableRow(P.cell)||this.isTable(P.cell));)this.isSwimlane(P.cell)&&(da=this.getActualStartSize(P.cell),(0<da.x||0<da.width)&&mxUtils.intersects(ja,new mxRectangle(P.x+(da.x-da.width-1)*Z+(0==da.x?P.width:0),P.y,1,P.height))||(0<da.y||0<da.height)&&mxUtils.intersects(ja,new mxRectangle(P.x,P.y+(da.y-da.height-1)*Z+(0==da.y?P.height:0),P.width,1)))&&(this.selectCellForEvent(P.cell, +J.getEvent()),da=this.selectionCellsHandler.getHandler(P.cell),null!=da&&(ka=mxEvent.CUSTOM_HANDLE-da.customHandles.length+1,da.start(J.getGraphX(),J.getGraphY(),ka),J.consume())),P=this.view.getState(this.model.getParent(P.cell))}}}));this.addMouseListener({mouseDown:function(J,Z){},mouseMove:mxUtils.bind(this,function(J,Z){J=this.selectionCellsHandler.handlers.map;for(var P in J)if(null!=J[P].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(Z.getEvent())){var da= +this.tolerance;if(null!=E&&null!=Q&&null!=K){if(P=Q,Math.abs(E.x-Z.getGraphX())>da||Math.abs(E.y-Z.getGraphY())>da){var ja=this.selectionCellsHandler.getHandler(P.cell);null==ja&&this.model.isEdge(P.cell)&&(ja=this.createHandler(P));if(null!=ja&&null!=ja.bends&&0<ja.bends.length){J=ja.getHandleForEvent(K);var ka=this.view.getEdgeStyle(P);da=ka==mxEdgeStyle.EntityRelation;f||d!=mxEvent.LABEL_HANDLE||(J=d);if(da&&0!=J&&J!=ja.bends.length-1&&J!=mxEvent.LABEL_HANDLE)!da||null==P.visibleSourceState&&null== +P.visibleTargetState||(this.graphHandler.reset(),Z.consume());else if(J==mxEvent.LABEL_HANDLE||0==J||null!=P.visibleSourceState||J==ja.bends.length-1||null!=P.visibleTargetState)da||J==mxEvent.LABEL_HANDLE||(da=P.absolutePoints,null!=da&&(null==ka&&null==J||ka==mxEdgeStyle.OrthConnector)&&(J=d,null==J&&(J=new mxRectangle(E.x,E.y),J.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(J,da[0].x,da[0].y)?J=0:mxUtils.contains(J,da[da.length-1].x,da[da.length-1].y)?J=ja.bends.length-1:null!= +ka&&(2==da.length||3==da.length&&(0==Math.round(da[0].x-da[1].x)&&0==Math.round(da[1].x-da[2].x)||0==Math.round(da[0].y-da[1].y)&&0==Math.round(da[1].y-da[2].y)))?J=2:(J=mxUtils.findNearestSegment(P,E.x,E.y),J=null==ka?mxEvent.VIRTUAL_HANDLE-J:J+1))),null==J&&(J=mxEvent.VIRTUAL_HANDLE)),ja.start(Z.getGraphX(),Z.getGraphX(),J),Z.consume(),this.graphHandler.reset()}null!=ja&&(this.selectionCellsHandler.isHandlerActive(ja)?this.isCellSelected(P.cell)||(this.selectionCellsHandler.handlers.put(P.cell, +ja),this.selectCellForEvent(P.cell,Z.getEvent())):this.isCellSelected(P.cell)||ja.destroy());f=!1;E=K=Q=d=null}}else if(P=Z.getState(),null!=P&&this.isCellEditable(P.cell)){ja=null;if(this.model.isEdge(P.cell)){if(J=new mxRectangle(Z.getGraphX(),Z.getGraphY()),J.grow(mxEdgeHandler.prototype.handleImage.width/2),da=P.absolutePoints,null!=da)if(null!=P.text&&null!=P.text.boundingBox&&mxUtils.contains(P.text.boundingBox,Z.getGraphX(),Z.getGraphY()))ja="move";else if(mxUtils.contains(J,da[0].x,da[0].y)|| +mxUtils.contains(J,da[da.length-1].x,da[da.length-1].y))ja="pointer";else if(null!=P.visibleSourceState||null!=P.visibleTargetState)J=this.view.getEdgeStyle(P),ja="crosshair",J!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(P)&&(Z=mxUtils.findNearestSegment(P,Z.getGraphX(),Z.getGraphY()),Z<da.length-1&&0<=Z&&(ja=0==Math.round(da[Z].x-da[Z+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(Z.getEvent())){da=mxShape.prototype.svgStrokeTolerance/2;J=new mxRectangle(Z.getGraphX(),Z.getGraphY()); +J.grow(da);if(this.isTableCell(P.cell)&&(Z=this.model.getParent(P.cell),da=this.model.getParent(Z),!this.isCellSelected(da)))if(mxUtils.intersects(J,new mxRectangle(P.x,P.y-2,P.width,4))&&this.model.getChildAt(da,0)!=Z||mxUtils.intersects(J,new mxRectangle(P.x,P.y+P.height-2,P.width,4)))ja="row-resize";else if(mxUtils.intersects(J,new mxRectangle(P.x-2,P.y,4,P.height))&&this.model.getChildAt(Z,0)!=P.cell||mxUtils.intersects(J,new mxRectangle(P.x+P.width-2,P.y,4,P.height)))ja="col-resize";for(Z=P;null== +ja&&null!=Z&&(this.isTableCell(Z.cell)||this.isTableRow(Z.cell)||this.isTable(Z.cell));)this.isSwimlane(Z.cell)&&(da=this.getActualStartSize(Z.cell),ka=this.view.scale,(0<da.x||0<da.width)&&mxUtils.intersects(J,new mxRectangle(Z.x+(da.x-da.width-1)*ka+(0==da.x?Z.width*ka:0),Z.y,1,Z.height))?ja="col-resize":(0<da.y||0<da.height)&&mxUtils.intersects(J,new mxRectangle(Z.x,Z.y+(da.y-da.height-1)*ka+(0==da.y?Z.height:0),Z.width,1))&&(ja="row-resize")),Z=this.view.getState(this.model.getParent(Z.cell))}null!= +ja&&P.setCursor(ja)}}}),mouseUp:mxUtils.bind(this,function(J,Z){d=E=K=Q=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(J){var Z=mxCellRenderer.prototype.getLabelValue.apply(this,arguments);J.view.graph.isHtmlLabel(J.cell)&&(Z=1!=J.style.html?mxUtils.htmlEntities(Z,!1):J.view.graph.sanitizeHtml(Z));return Z};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0); +this.allowAutoPanning=!0;this.constrainChildren=this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid=!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(J,Z){return!1};this.alternateEdgeStyle="vertical";null==m&&this.loadStylesheet();var g=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var J=g.apply(this,arguments); +if(this.graph.pageVisible){var Z=[],P=this.graph.pageFormat,da=this.graph.pageScale,ja=P.width*da;P=P.height*da;da=this.graph.view.translate;for(var ka=this.graph.view.scale,q=this.graph.getPageLayout(),F=0;F<q.width;F++)Z.push(new mxRectangle(((q.x+F)*ja+da.x)*ka,(q.y*P+da.y)*ka,ja*ka,P*ka));for(F=1;F<q.height;F++)Z.push(new mxRectangle((q.x*ja+da.x)*ka,((q.y+F)*P+da.y)*ka,ja*ka,P*ka));J=Z.concat(J)}return J};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor= +function(J,Z){return null==J.cell?"#ffa500":mxConstants.GUIDE_COLOR};this.graphHandler.createPreviewShape=function(J){this.previewColor="#000000"==this.graph.background?"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var x=this.graphHandler.getCells;this.graphHandler.getCells=function(J){for(var Z=x.apply(this,arguments),P=new mxDictionary,da=[],ja=0;ja<Z.length;ja++){var ka=this.graph.isTableCell(J)&&this.graph.isTableCell(Z[ja])&& +this.graph.isCellSelected(Z[ja])?this.graph.model.getParent(Z[ja]):this.graph.isTableRow(J)&&this.graph.isTableRow(Z[ja])&&this.graph.isCellSelected(Z[ja])?Z[ja]:this.graph.getCompositeParent(Z[ja]);null==ka||P.get(ka)||(P.put(ka,!0),da.push(ka))}return da};var z=this.graphHandler.start;this.graphHandler.start=function(J,Z,P,da){var ja=!1;this.graph.isTableCell(J)&&(this.graph.isCellSelected(J)?ja=!0:J=this.graph.model.getParent(J));ja||this.graph.isTableRow(J)&&this.graph.isCellSelected(J)||(J=this.graph.getCompositeParent(J)); +z.apply(this,arguments)};this.connectionHandler.createTargetVertex=function(J,Z){Z=this.graph.getCompositeParent(Z);return mxConnectionHandler.prototype.createTargetVertex.apply(this,arguments)};var u=new mxRubberband(this);this.getRubberband=function(){return u};var H=(new Date).getTime(),L=0,C=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var J=this.currentState;C.apply(this,arguments);J!=this.currentState?(H=(new Date).getTime(),L=0):L=(new Date).getTime()-H};var G= +this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent=function(J){return mxEvent.isShiftDown(J.getEvent())&&mxEvent.isAltDown(J.getEvent())?!1:null!=this.currentState&&J.getState()==this.currentState&&2E3<L||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&G.apply(this,arguments)};var V=this.isToggleEvent;this.isToggleEvent=function(J){return V.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(J)};var U= +u.isForceRubberbandEvent;u.isForceRubberbandEvent=function(J){return U.apply(this,arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(J.getEvent())||mxUtils.hasScrollbars(this.graph.container)&&mxClient.IS_FF&&mxClient.IS_WIN&&null==J.getState()&&mxEvent.isTouchEvent(J.getEvent())};var Y=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(Y=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END, +mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor=Y)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(J){return mxEvent.isMouseEvent(J.getEvent())};var O=this.click;this.click=function(J){var Z=null==J.state&&null!=J.sourceState&&this.isCellLocked(J.sourceState.cell);if(this.isEnabled()&&!Z||J.isConsumed())return O.apply(this,arguments);var P=Z?J.sourceState.cell:J.getCell();null!=P&&(P=this.getClickableLinkForCell(P),null!=P&&(this.isCustomLink(P)? +this.customLinkClicked(P):this.openLink(P)));this.isEnabled()&&Z&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(J){return J.sourceState};var qa=this.tooltipHandler.show;this.tooltipHandler.show=function(){qa.apply(this,arguments);if(null!=this.div)for(var J=this.div.getElementsByTagName("a"),Z=0;Z<J.length;Z++)null!=J[Z].getAttribute("href")&&null==J[Z].getAttribute("target")&&J[Z].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(J){return J.sourceState}; +this.getCursorForMouseEvent=function(J){var Z=null==J.state&&null!=J.sourceState&&this.isCellLocked(J.sourceState.cell);return this.getCursorForCell(Z?J.sourceState.cell:J.getCell())};var oa=this.getCursorForCell;this.getCursorForCell=function(J){if(!this.isEnabled()||this.isCellLocked(J)){if(null!=this.getClickableLinkForCell(J))return"pointer";if(this.isCellLocked(J))return"default"}return oa.apply(this,arguments)};this.selectRegion=function(J,Z){var P=mxEvent.isAltDown(Z)?J:null;J=this.getCells(J.x, +J.y,J.width,J.height,null,null,P,function(da){return"1"==mxUtils.getValue(da.style,"locked","0")},!0);if(this.isToggleEvent(Z))for(P=0;P<J.length;P++)this.selectCellForEvent(J[P],Z);else this.selectCellsForEvent(J,Z);return J};var aa=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(J,Z,P){return this.graph.isCellSelected(J)?!1:aa.apply(this,arguments)};this.isCellLocked=function(J){for(;null!=J;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(J), +"locked","0"))return!0;J=this.model.getParent(J)}return!1};var ca=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(J,Z){"mouseDown"==Z.getProperty("eventName")&&(J=Z.getProperty("event").getState(),ca=null==J||this.isSelectionEmpty()||this.isCellSelected(J.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(J,Z){if(!mxEvent.isMultiTouchEvent(Z)){J=Z.getProperty("event");var P=Z.getProperty("cell");null==P?(J=mxUtils.convertPoint(this.container, +mxEvent.getClientX(J),mxEvent.getClientY(J)),u.start(J.x,J.y)):null!=ca?this.addSelectionCells(ca):1<this.getSelectionCount()&&this.isCellSelected(P)&&this.removeSelectionCell(P);ca=null;Z.consume()}}));this.connectionHandler.selectCells=function(J,Z){this.graph.setSelectionCell(Z||J)};this.connectionHandler.constraintHandler.isStateIgnored=function(J,Z){var P=J.view.graph;return Z&&(P.isCellSelected(J.cell)||P.isTableRow(J.cell)&&P.selectionCellsHandler.isHandled(P.model.getParent(J.cell)))};this.selectionModel.addListener(mxEvent.CHANGE, +mxUtils.bind(this,function(){var J=this.connectionHandler.constraintHandler;null!=J.currentFocus&&J.isStateIgnored(J.currentFocus,!0)&&(J.currentFocus=null,J.constraints=null,J.destroyIcons());J.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var fa=this.updateMouseEvent;this.updateMouseEvent=function(J){J=fa.apply(this,arguments);null!=J.state&&this.isCellLocked(J.getCell())&&(J.state=null);return J}}this.currentTranslate=new mxPoint(0,0)}; Graph.touchStyle=mxClient.IS_TOUCH||mxClient.IS_FF&&mxClient.IS_WIN||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints||null==window.urlParams||"1"==urlParams.touch;Graph.fileSupport=null!=window.File&&null!=window.FileReader&&null!=window.FileList&&(null==window.urlParams||"0"!=urlParams.filesupport);Graph.translateDiagram="1"==urlParams["translate-diagram"];Graph.diagramLanguage=null!=urlParams["diagram-language"]?urlParams["diagram-language"]:mxClient.language;Graph.lineJumpsEnabled=!0; Graph.defaultJumpSize=6;Graph.zoomWheel=!1;Graph.minTableColumnWidth=20;Graph.minTableRowHeight=20;Graph.foreignObjectWarningText="Text is not SVG - cannot display";Graph.foreignObjectWarningLink="https://www.diagrams.net/doc/faq/svg-export-text-problems";Graph.xmlDeclaration='<?xml version="1.0" encoding="UTF-8"?>';Graph.svgDoctype='<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">';Graph.svgFileComment="\x3c!-- Do not edit this file with editors other than diagrams.net --\x3e"; Graph.pasteStyles="rounded shadow dashed dashPattern fontFamily fontSource fontSize fontColor fontStyle align verticalAlign strokeColor strokeWidth fillColor gradientColor swimlaneFillColor textOpacity gradientDirection glass labelBackgroundColor labelBorderColor opacity spacing spacingTop spacingLeft spacingBottom spacingRight endFill endArrow endSize targetPerimeterSpacing startFill startArrow startSize sourcePerimeterSpacing arcSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle".split(" "); Graph.layoutNames="mxHierarchicalLayout mxCircleLayout mxCompactTreeLayout mxEdgeLabelLayout mxFastOrganicLayout mxParallelEdgeLayout mxPartitionLayout mxRadialTreeLayout mxStackLayout".split(" "); Graph.createOffscreenGraph=function(b){var e=new Graph(document.createElement("div"));e.stylesheet.styles=mxUtils.clone(b.styles);e.resetViewOnRootChange=!1;e.setConnectable(!1);e.gridEnabled=!1;e.autoScroll=!1;e.setTooltips(!1);e.setEnabled(!1);e.container.style.visibility="hidden";e.container.style.position="absolute";e.container.style.overflow="hidden";e.container.style.height="1px";e.container.style.width="1px";return e}; -Graph.createSvgImage=function(b,e,k,n,D){k=unescape(encodeURIComponent(Graph.svgDoctype+'<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="'+b+'px" height="'+e+'px" '+(null!=n&&null!=D?'viewBox="0 0 '+n+" "+D+'" ':"")+'version="1.1">'+k+"</svg>"));return new mxImage("data:image/svg+xml;base64,"+(window.btoa?btoa(k):Base64.encode(k,!0)),b,e)}; -Graph.createSvgNode=function(b,e,k,n,D){var t=mxUtils.createXmlDocument(),E=null!=t.createElementNS?t.createElementNS(mxConstants.NS_SVG,"svg"):t.createElement("svg");null!=D&&(null!=E.style?E.style.backgroundColor=D:E.setAttribute("style","background-color:"+D));null==t.createElementNS?(E.setAttribute("xmlns",mxConstants.NS_SVG),E.setAttribute("xmlns:xlink",mxConstants.NS_XLINK)):E.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink",mxConstants.NS_XLINK);E.setAttribute("version","1.1"); -E.setAttribute("width",k+"px");E.setAttribute("height",n+"px");E.setAttribute("viewBox",b+" "+e+" "+k+" "+n);t.appendChild(E);return E};Graph.htmlToPng=function(b,e,k,n){var D=document.createElement("canvas");D.width=e;D.height=k;var t=document.createElement("img");t.onload=mxUtils.bind(this,function(){D.getContext("2d").drawImage(t,0,0);n(D.toDataURL())});t.src="data:image/svg+xml,"+encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" width="100" height="100"><foreignObject width="100%" height="100%"><div xmlns="http://www.w3.org/1999/xhtml"><style>em{color:red;}</style><em>I</em> lick <span>cheese</span></div></foreignObject></svg>')}; -Graph.zapGremlins=function(b){for(var e=0,k=[],n=0;n<b.length;n++){var D=b.charCodeAt(n);(32<=D||9==D||10==D||13==D)&&65535!=D&&65534!=D||(k.push(b.substring(e,n)),e=n+1)}0<e&&e<b.length&&k.push(b.substring(e));return 0==k.length?b:k.join("")};Graph.stringToBytes=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=b.charCodeAt(k);return e};Graph.bytesToString=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=String.fromCharCode(b[k]);return e.join("")}; +Graph.createSvgImage=function(b,e,k,m,D){k=unescape(encodeURIComponent(Graph.svgDoctype+'<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="'+b+'px" height="'+e+'px" '+(null!=m&&null!=D?'viewBox="0 0 '+m+" "+D+'" ':"")+'version="1.1">'+k+"</svg>"));return new mxImage("data:image/svg+xml;base64,"+(window.btoa?btoa(k):Base64.encode(k,!0)),b,e)}; +Graph.createSvgNode=function(b,e,k,m,D){var p=mxUtils.createXmlDocument(),E=null!=p.createElementNS?p.createElementNS(mxConstants.NS_SVG,"svg"):p.createElement("svg");null!=D&&(null!=E.style?E.style.backgroundColor=D:E.setAttribute("style","background-color:"+D));null==p.createElementNS?(E.setAttribute("xmlns",mxConstants.NS_SVG),E.setAttribute("xmlns:xlink",mxConstants.NS_XLINK)):E.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink",mxConstants.NS_XLINK);E.setAttribute("version","1.1"); +E.setAttribute("width",k+"px");E.setAttribute("height",m+"px");E.setAttribute("viewBox",b+" "+e+" "+k+" "+m);p.appendChild(E);return E};Graph.htmlToPng=function(b,e,k,m){var D=document.createElement("canvas");D.width=e;D.height=k;var p=document.createElement("img");p.onload=mxUtils.bind(this,function(){D.getContext("2d").drawImage(p,0,0);m(D.toDataURL())});p.src="data:image/svg+xml,"+encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" width="100" height="100"><foreignObject width="100%" height="100%"><div xmlns="http://www.w3.org/1999/xhtml"><style>em{color:red;}</style><em>I</em> lick <span>cheese</span></div></foreignObject></svg>')}; +Graph.zapGremlins=function(b){for(var e=0,k=[],m=0;m<b.length;m++){var D=b.charCodeAt(m);(32<=D||9==D||10==D||13==D)&&65535!=D&&65534!=D||(k.push(b.substring(e,m)),e=m+1)}0<e&&e<b.length&&k.push(b.substring(e));return 0==k.length?b:k.join("")};Graph.stringToBytes=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=b.charCodeAt(k);return e};Graph.bytesToString=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=String.fromCharCode(b[k]);return e.join("")}; Graph.base64EncodeUnicode=function(b){return btoa(encodeURIComponent(b).replace(/%([0-9A-F]{2})/g,function(e,k){return String.fromCharCode(parseInt(k,16))}))};Graph.base64DecodeUnicode=function(b){return decodeURIComponent(Array.prototype.map.call(atob(b),function(e){return"%"+("00"+e.charCodeAt(0).toString(16)).slice(-2)}).join(""))};Graph.compressNode=function(b,e){b=mxUtils.getXml(b);return Graph.compress(e?b:Graph.zapGremlins(b))}; -Graph.arrayBufferToString=function(b){var e="";b=new Uint8Array(b);for(var k=b.byteLength,n=0;n<k;n++)e+=String.fromCharCode(b[n]);return e};Graph.stringToArrayBuffer=function(b){return Uint8Array.from(b,function(e){return e.charCodeAt(0)})}; -Graph.arrayBufferIndexOfString=function(b,e,k){var n=e.charCodeAt(0),D=1,t=-1;for(k=k||0;k<b.byteLength;k++)if(b[k]==n){t=k;break}for(k=t+1;-1<t&&k<b.byteLength&&k<t+e.length-1;k++){if(b[k]!=e.charCodeAt(D))return Graph.arrayBufferIndexOfString(b,e,t+1);D++}return D==e.length-1?t:-1};Graph.compress=function(b,e){if(null==b||0==b.length||"undefined"===typeof pako)return b;b=e?pako.deflate(encodeURIComponent(b)):pako.deflateRaw(encodeURIComponent(b));return btoa(Graph.arrayBufferToString(new Uint8Array(b)))}; +Graph.arrayBufferToString=function(b){var e="";b=new Uint8Array(b);for(var k=b.byteLength,m=0;m<k;m++)e+=String.fromCharCode(b[m]);return e};Graph.stringToArrayBuffer=function(b){return Uint8Array.from(b,function(e){return e.charCodeAt(0)})}; +Graph.arrayBufferIndexOfString=function(b,e,k){var m=e.charCodeAt(0),D=1,p=-1;for(k=k||0;k<b.byteLength;k++)if(b[k]==m){p=k;break}for(k=p+1;-1<p&&k<b.byteLength&&k<p+e.length-1;k++){if(b[k]!=e.charCodeAt(D))return Graph.arrayBufferIndexOfString(b,e,p+1);D++}return D==e.length-1?p:-1};Graph.compress=function(b,e){if(null==b||0==b.length||"undefined"===typeof pako)return b;b=e?pako.deflate(encodeURIComponent(b)):pako.deflateRaw(encodeURIComponent(b));return btoa(Graph.arrayBufferToString(new Uint8Array(b)))}; Graph.decompress=function(b,e,k){if(null==b||0==b.length||"undefined"===typeof pako)return b;b=Graph.stringToArrayBuffer(atob(b));e=decodeURIComponent(e?pako.inflate(b,{to:"string"}):pako.inflateRaw(b,{to:"string"}));return k?e:Graph.zapGremlins(e)}; -Graph.fadeNodes=function(b,e,k,n,D){D=null!=D?D:1E3;Graph.setTransitionForNodes(b,null);Graph.setOpacityForNodes(b,e);window.setTimeout(function(){Graph.setTransitionForNodes(b,"all "+D+"ms ease-in-out");Graph.setOpacityForNodes(b,k);window.setTimeout(function(){Graph.setTransitionForNodes(b,null);null!=n&&n()},D)},0)};Graph.removeKeys=function(b,e){for(var k in b)e(k)&&delete b[k]}; +Graph.fadeNodes=function(b,e,k,m,D){D=null!=D?D:1E3;Graph.setTransitionForNodes(b,null);Graph.setOpacityForNodes(b,e);window.setTimeout(function(){Graph.setTransitionForNodes(b,"all "+D+"ms ease-in-out");Graph.setOpacityForNodes(b,k);window.setTimeout(function(){Graph.setTransitionForNodes(b,null);null!=m&&m()},D)},0)};Graph.removeKeys=function(b,e){for(var k in b)e(k)&&delete b[k]}; Graph.setTransitionForNodes=function(b,e){for(var k=0;k<b.length;k++)mxUtils.setPrefixedStyle(b[k].style,"transition",e)};Graph.setOpacityForNodes=function(b,e){for(var k=0;k<b.length;k++)b[k].style.opacity=e};Graph.removePasteFormatting=function(b){for(;null!=b;)null!=b.firstChild&&Graph.removePasteFormatting(b.firstChild),b.nodeType==mxConstants.NODETYPE_ELEMENT&&null!=b.style&&(b.style.whiteSpace="","#000000"==b.style.color&&(b.style.color="")),b=b.nextSibling}; Graph.sanitizeHtml=function(b,e){return Graph.domPurify(b,!1)};Graph.sanitizeLink=function(b){var e=document.createElement("a");e.setAttribute("href",b);Graph.sanitizeNode(e);return e.getAttribute("href")};Graph.sanitizeNode=function(b){return Graph.domPurify(b,!0)};DOMPurify.addHook("afterSanitizeAttributes",function(b){"use"==b.nodeName&&b.hasAttribute("xlink:href")&&!b.getAttribute("xlink:href").match(/^#/)&&b.remove()}); Graph.domPurify=function(b,e){window.DOM_PURIFY_CONFIG.IN_PLACE=e;return DOMPurify.sanitize(b,window.DOM_PURIFY_CONFIG)}; -Graph.clipSvgDataUri=function(b,e){if(!mxClient.IS_IE&&!mxClient.IS_IE11&&null!=b&&"data:image/svg+xml;base64,"==b.substring(0,26))try{var k=document.createElement("div");k.style.position="absolute";k.style.visibility="hidden";var n=decodeURIComponent(escape(atob(b.substring(26)))),D=n.indexOf("<svg");if(0<=D){k.innerHTML=Graph.sanitizeHtml(n.substring(D));var t=k.getElementsByTagName("svg");if(0<t.length){if(e||null!=t[0].getAttribute("preserveAspectRatio")){document.body.appendChild(k);try{n=e= -1;var E=t[0].getAttribute("width"),d=t[0].getAttribute("height");E=null!=E&&"%"!=E.charAt(E.length-1)?parseFloat(E):NaN;d=null!=d&&"%"!=d.charAt(d.length-1)?parseFloat(d):NaN;var f=t[0].getAttribute("viewBox");if(null!=f&&!isNaN(E)&&!isNaN(d)){var g=f.split(" ");4<=f.length&&(e=parseFloat(g[2])/E,n=parseFloat(g[3])/d)}var l=t[0].getBBox();0<l.width&&0<l.height&&(k.getElementsByTagName("svg")[0].setAttribute("viewBox",l.x+" "+l.y+" "+l.width+" "+l.height),k.getElementsByTagName("svg")[0].setAttribute("width", -l.width/e),k.getElementsByTagName("svg")[0].setAttribute("height",l.height/n))}catch(q){}finally{document.body.removeChild(k)}}b=Editor.createSvgDataUri(mxUtils.getXml(t[0]))}}}catch(q){}return b};Graph.stripQuotes=function(b){null!=b&&("'"==b.charAt(0)&&(b=b.substring(1)),"'"==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)),'"'==b.charAt(0)&&(b=b.substring(1)),'"'==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)));return b}; +Graph.clipSvgDataUri=function(b,e){if(!mxClient.IS_IE&&!mxClient.IS_IE11&&null!=b&&"data:image/svg+xml;base64,"==b.substring(0,26))try{var k=document.createElement("div");k.style.position="absolute";k.style.visibility="hidden";var m=decodeURIComponent(escape(atob(b.substring(26)))),D=m.indexOf("<svg");if(0<=D){k.innerHTML=Graph.sanitizeHtml(m.substring(D));var p=k.getElementsByTagName("svg");if(0<p.length){if(e||null!=p[0].getAttribute("preserveAspectRatio")){document.body.appendChild(k);try{m=e= +1;var E=p[0].getAttribute("width"),K=p[0].getAttribute("height");E=null!=E&&"%"!=E.charAt(E.length-1)?parseFloat(E):NaN;K=null!=K&&"%"!=K.charAt(K.length-1)?parseFloat(K):NaN;var Q=p[0].getAttribute("viewBox");if(null!=Q&&!isNaN(E)&&!isNaN(K)){var d=Q.split(" ");4<=Q.length&&(e=parseFloat(d[2])/E,m=parseFloat(d[3])/K)}var f=p[0].getBBox();0<f.width&&0<f.height&&(k.getElementsByTagName("svg")[0].setAttribute("viewBox",f.x+" "+f.y+" "+f.width+" "+f.height),k.getElementsByTagName("svg")[0].setAttribute("width", +f.width/e),k.getElementsByTagName("svg")[0].setAttribute("height",f.height/m))}catch(g){}finally{document.body.removeChild(k)}}b=Editor.createSvgDataUri(mxUtils.getXml(p[0]))}}}catch(g){}return b};Graph.stripQuotes=function(b){null!=b&&("'"==b.charAt(0)&&(b=b.substring(1)),"'"==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)),'"'==b.charAt(0)&&(b=b.substring(1)),'"'==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)));return b}; Graph.createRemoveIcon=function(b,e){var k=document.createElement("img");k.setAttribute("src",Dialog.prototype.clearImage);k.setAttribute("title",b);k.setAttribute("width","13");k.setAttribute("height","10");k.style.marginLeft="4px";k.style.marginBottom="-1px";k.style.cursor="pointer";mxEvent.addListener(k,"click",e);return k};Graph.isPageLink=function(b){return null!=b&&"data:page/id,"==b.substring(0,13)};Graph.isLink=function(b){return null!=b&&Graph.linkPattern.test(b)}; Graph.linkPattern=RegExp("^(https?:\\/\\/)?((([a-z\\d]([a-z\\d-]*[a-z\\d])*)\\.)+[a-z]{2,}|((\\d{1,3}\\.){3}\\d{1,3}))(\\:\\d+)?(\\/[-a-z\\d%_.~+]*)*(\\?[;&a-z\\d%_.~+=-]*)?(\\#[-a-z\\d_]*)?$","i");mxUtils.extend(Graph,mxGraph);Graph.prototype.minFitScale=null;Graph.prototype.maxFitScale=null;Graph.prototype.linkPolicy="frame"==urlParams.target?"blank":urlParams.target||"auto";Graph.prototype.linkTarget="frame"==urlParams.target?"_self":"_blank";Graph.prototype.linkRelation="nofollow noopener noreferrer"; Graph.prototype.defaultScrollbars=!0;Graph.prototype.defaultPageVisible=!0;Graph.prototype.defaultGridEnabled="0"!=urlParams.grid;Graph.prototype.lightbox=!1;Graph.prototype.defaultPageBackgroundColor="#ffffff";Graph.prototype.defaultPageBorderColor="#ffffff";Graph.prototype.shapeForegroundColor="#000000";Graph.prototype.shapeBackgroundColor="#ffffff";Graph.prototype.scrollTileSize=new mxRectangle(0,0,400,400);Graph.prototype.transparentBackground=!0;Graph.prototype.selectParentAfterDelete=!1; Graph.prototype.defaultEdgeLength=80;Graph.prototype.edgeMode=!1;Graph.prototype.connectionArrowsEnabled=!0;Graph.prototype.placeholderPattern=RegExp("%(date{.*}|[^%^{^}^ ^\"^ '^=^;]+)%","g");Graph.prototype.absoluteUrlPattern=RegExp("^(?:[a-z]+:)?//","i");Graph.prototype.defaultThemeName="default";Graph.prototype.defaultThemes={};Graph.prototype.baseUrl=null!=urlParams.base?decodeURIComponent(urlParams.base):(window!=window.top?document.referrer:document.location.toString()).split("#")[0]; Graph.prototype.editAfterInsert=!1;Graph.prototype.builtInProperties=["label","tooltip","placeholders","placeholder"];Graph.prototype.standalone=!1;Graph.prototype.enableFlowAnimation=!1;Graph.prototype.roundableShapes="label rectangle internalStorage corner parallelogram swimlane triangle trapezoid ext step tee process link rhombus offPageConnector loopLimit hexagon manualInput card curlyBracket singleArrow callout doubleArrow flexArrow umlLifeline".split(" "); -Graph.prototype.init=function(b){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(k,n){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var D=k.view.graph.tolerance,t=!0,E=null,d=mxUtils.bind(this,function(l){t=!0;E=new mxPoint(mxEvent.getClientX(l),mxEvent.getClientY(l))}),f=mxUtils.bind(this,function(l){t=t&&null!=E&&Math.abs(E.x-mxEvent.getClientX(l))<D&&Math.abs(E.y-mxEvent.getClientY(l))<D}),g=mxUtils.bind(this,function(l){if(t)for(var q=mxEvent.getSource(l);null!= -q&&q!=n.node;){if("a"==q.nodeName.toLowerCase()){k.view.graph.labelLinkClicked(k,q,l);break}q=q.parentNode}});mxEvent.addGestureListeners(n.node,d,f,g);mxEvent.addListener(n.node,"click",function(l){mxEvent.consume(l)})};if(null!=this.tooltipHandler){var e=this.tooltipHandler.init;this.tooltipHandler.init=function(){e.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(k){var n=mxEvent.getSource(k);"A"==n.nodeName&&(n=n.getAttribute("href"),null!= -n&&this.graph.isCustomLink(n)&&(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&this.graph.customLinkClicked(n)&&mxEvent.consume(k))}))}}this.addListener(mxEvent.SIZE,mxUtils.bind(this,function(k,n){null!=this.container&&this.flowAnimationStyle&&(k=this.flowAnimationStyle.getAttribute("id"),this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(k))}));this.initLayoutManager()}; +Graph.prototype.init=function(b){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(k,m){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var D=k.view.graph.tolerance,p=!0,E=null,K=mxUtils.bind(this,function(f){p=!0;E=new mxPoint(mxEvent.getClientX(f),mxEvent.getClientY(f))}),Q=mxUtils.bind(this,function(f){p=p&&null!=E&&Math.abs(E.x-mxEvent.getClientX(f))<D&&Math.abs(E.y-mxEvent.getClientY(f))<D}),d=mxUtils.bind(this,function(f){if(p)for(var g=mxEvent.getSource(f);null!= +g&&g!=m.node;){if("a"==g.nodeName.toLowerCase()){k.view.graph.labelLinkClicked(k,g,f);break}g=g.parentNode}});mxEvent.addGestureListeners(m.node,K,Q,d);mxEvent.addListener(m.node,"click",function(f){mxEvent.consume(f)})};if(null!=this.tooltipHandler){var e=this.tooltipHandler.init;this.tooltipHandler.init=function(){e.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(k){var m=mxEvent.getSource(k);"A"==m.nodeName&&(m=m.getAttribute("href"),null!= +m&&this.graph.isCustomLink(m)&&(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&this.graph.customLinkClicked(m)&&mxEvent.consume(k))}))}}this.addListener(mxEvent.SIZE,mxUtils.bind(this,function(k,m){null!=this.container&&this.flowAnimationStyle&&(k=this.flowAnimationStyle.getAttribute("id"),this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(k))}));this.initLayoutManager()}; (function(){Graph.prototype.useCssTransforms=!1;Graph.prototype.currentScale=1;Graph.prototype.currentTranslate=new mxPoint(0,0);Graph.prototype.isFillState=function(E){return!this.isSpecialColor(E.style[mxConstants.STYLE_FILLCOLOR])&&"1"!=mxUtils.getValue(E.style,"lineShape",null)&&(this.model.isVertex(E.cell)||"arrow"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)||"filledEdge"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)||"flexArrow"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE, -null))};Graph.prototype.isStrokeState=function(E){return!this.isSpecialColor(E.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(E){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],E)};Graph.prototype.isGlassState=function(E){E=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"rectangle"==E||"internalStorage"==E||"ext"==E||"umlLifeline"==E||"swimlane"==E||"process"==E};Graph.prototype.isRoundedState= -function(E){return null!=E.shape?E.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(E){var d=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(E.style,mxConstants.STYLE_CURVED,!1)&&("connector"==d||"filledEdge"==d)};Graph.prototype.isAutoSizeState=function(E){return"1"==mxUtils.getValue(E.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(E){E= -mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"image"==E};Graph.prototype.isShadowState=function(E){return"image"!=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(E,d){E=null!=E?E:!0;d=null!=d?d:!0;var f=this.model;return f.filterDescendants(function(g){return E&&f.isVertex(g)||d&&f.isEdge(g)},f.getRoot())};Graph.prototype.getCommonStyle=function(E){for(var d={},f=0;f<E.length;f++){var g=this.view.getState(E[f]);this.mergeStyle(g.style, -d,0==f)}return d};Graph.prototype.mergeStyle=function(E,d,f){if(null!=E){var g={},l;for(l in E){var q=E[l];null!=q&&(g[l]=!0,null==d[l]&&f?d[l]=q:d[l]!=q&&delete d[l])}for(l in d)g[l]||delete d[l]}};Graph.prototype.getStartEditingCell=function(E,d){d=this.getCellStyle(E);d=parseInt(mxUtils.getValue(d,mxConstants.STYLE_STARTSIZE,0));this.isTable(E)&&(!this.isSwimlane(E)||0==d)&&""==this.getLabel(E)&&0<this.model.getChildCount(E)&&(E=this.model.getChildAt(E,0),d=this.getCellStyle(E),d=parseInt(mxUtils.getValue(d, -mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(E)&&(!this.isSwimlane(E)||0==d)&&""==this.getLabel(E)&&0<this.model.getChildCount(E))for(d=0;d<this.model.getChildCount(E);d++){var f=this.model.getChildAt(E,d);if(this.isCellEditable(f)){E=f;break}}return E};Graph.prototype.copyStyle=function(E){return this.getCellStyle(E,!1)};Graph.prototype.pasteStyle=function(E,d,f){f=null!=f?f:Graph.pasteStyles;Graph.removeKeys(E,function(g){return 0>mxUtils.indexOf(f,g)});this.updateCellStyles(E,d)};Graph.prototype.updateCellStyles= -function(E,d){this.model.beginUpdate();try{for(var f=0;f<d.length;f++)if(this.model.isVertex(d[f])||this.model.isEdge(d[f])){var g=this.getCellStyle(d[f],!1),l;for(l in E){var q=E[l];g[l]!=q&&this.setCellStyles(l,q,[d[f]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&&(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect== -mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(E,d,f,g,l,q){this.useCssTransforms&&(E=E/this.currentScale-this.currentTranslate.x,d=d/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(E,d,f,g,l,q){g=null!=g?g:!0;l=null!=l?l:!0;null==f&&(f=this.getCurrentRoot(),null==f&&(f=this.getModel().getRoot()));if(null!=f)for(var z=this.model.getChildCount(f)-1;0<= -z;z--){var F=this.model.getChildAt(f,z),C=this.getScaledCellAt(E,d,F,g,l,q);if(null!=C)return C;if(this.isCellVisible(F)&&(l&&this.model.isEdge(F)||g&&this.model.isVertex(F))&&(C=this.view.getState(F),null!=C&&(null==q||!q(C,E,d))&&this.intersects(C,E,d)))return F}return null};Graph.prototype.isRecursiveVertexResize=function(E){return!this.isSwimlane(E.cell)&&0<this.model.getChildCount(E.cell)&&!this.isCellCollapsed(E.cell)&&"1"==mxUtils.getValue(E.style,"recursiveResize","1")&&null==mxUtils.getValue(E.style, -"childLayout",null)};Graph.prototype.getAbsoluteParent=function(E){for(var d=this.getCellGeometry(E);null!=d&&d.relative;)E=this.getModel().getParent(E),d=this.getCellGeometry(E);return E};Graph.prototype.isPart=function(E){return"1"==mxUtils.getValue(this.getCurrentCellStyle(E),"part","0")||this.isTableCell(E)||this.isTableRow(E)};Graph.prototype.getCompositeParents=function(E){for(var d=new mxDictionary,f=[],g=0;g<E.length;g++){var l=this.getCompositeParent(E[g]);this.isTableCell(l)&&(l=this.graph.model.getParent(l)); -this.isTableRow(l)&&(l=this.graph.model.getParent(l));null==l||d.get(l)||(d.put(l,!0),f.push(l))}return f};Graph.prototype.getCompositeParent=function(E){for(;this.isPart(E);){var d=this.model.getParent(E);if(!this.model.isVertex(d))break;E=d}return E};Graph.prototype.filterSelectionCells=function(E){var d=this.getSelectionCells();if(null!=E){for(var f=[],g=0;g<d.length;g++)E(d[g])||f.push(d[g]);d=f}return d};var b=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(E){if(this.useCssTransforms){var d= -this.currentScale,f=this.currentTranslate;E=new mxRectangle((E.x+2*f.x)*d-f.x,(E.y+2*f.y)*d-f.y,E.width*d,E.height*d)}b.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(E){E=this.strokeWidth;this.graph.useCssTransforms&&(E/=this.graph.currentScale);return E};mxGraphView.prototype.getGraphBounds=function(){var E=this.graphBounds;if(this.graph.useCssTransforms){var d=this.graph.currentTranslate,f=this.graph.currentScale;E=new mxRectangle((E.x+d.x)*f,(E.y+d.y)*f,E.width*f,E.height* -f)}return E};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var e=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(E){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y=this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);e.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(), -this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var k=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(E){E=k.apply(this,arguments);for(var d=[],f=0;f<E.length;f++)this.isTableRow(E[f])||this.isTableCell(E[f])||d.push(E[f]);return d};var n=mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(E){E=n.apply(this,arguments);for(var d=[],f=0;f<E.length;f++)this.isTable(E[f])|| -this.isTableRow(E[f])||this.isTableCell(E[f])||d.push(E[f]);return d};Graph.prototype.updateCssTransform=function(){var E=this.view.getDrawPane();if(null!=E)if(E=E.parentNode,this.useCssTransforms){var d=E.getAttribute("transform");E.setAttribute("transformOrigin","0 0");var f=Math.round(100*this.currentScale)/100;E.setAttribute("transform","scale("+f+","+f+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");d!=E.getAttribute("transform")&& -this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",E.getAttribute("transform"))}else E.removeAttribute("transformOrigin"),E.removeAttribute("transform")};var D=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph.useCssTransforms,d=this.scale,f=this.translate;E&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);D.apply(this,arguments);E&&(this.scale=d,this.translate=f)};var t=mxGraph.prototype.updatePageBreaks; -mxGraph.prototype.updatePageBreaks=function(E,d,f){var g=this.useCssTransforms,l=this.view.scale,q=this.view.translate;g&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);t.apply(this,arguments);g&&(this.view.scale=l,this.view.translate=q,this.useCssTransforms=!0)}})();Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1}; -Graph.prototype.labelLinkClicked=function(b,e,k){e=e.getAttribute("href");if(null!=e&&!this.isCustomLink(e)&&(mxEvent.isLeftMouseButton(k)&&!mxEvent.isPopupTrigger(k)||mxEvent.isTouchEvent(k))){if(!this.isEnabled()||this.isCellLocked(b.cell))b=this.isBlankLink(e)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(e),b);mxEvent.consume(k)}}; -Graph.prototype.openLink=function(b,e,k){var n=window;try{if(b=Graph.sanitizeLink(b),null!=b)if("_self"==e&&window!=window.top)window.location.href=b;else if(b.substring(0,this.baseUrl.length)==this.baseUrl&&"#"==b.charAt(this.baseUrl.length)&&"_top"==e&&window==window.top){var D=b.split("#")[1];window.location.hash=="#"+D&&(window.location.hash="");window.location.hash=D}else n=window.open(b,null!=e?e:"_blank"),null==n||k||(n.opener=null)}catch(t){}return n}; +null)||"mxgraph.arrows2.wedgeArrow"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isStrokeState=function(E){return!this.isSpecialColor(E.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(E){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],E)};Graph.prototype.isGlassState=function(E){E=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"rectangle"==E|| +"internalStorage"==E||"ext"==E||"umlLifeline"==E||"swimlane"==E||"process"==E};Graph.prototype.isRoundedState=function(E){return null!=E.shape?E.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(E){var K=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(E.style,mxConstants.STYLE_CURVED,!1)&&("connector"==K||"filledEdge"==K)};Graph.prototype.isAutoSizeState=function(E){return"1"== +mxUtils.getValue(E.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(E){E=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"image"==E};Graph.prototype.isShadowState=function(E){return"image"!=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(E,K){E=null!=E?E:!0;K=null!=K?K:!0;var Q=this.model;return Q.filterDescendants(function(d){return E&&Q.isVertex(d)||K&&Q.isEdge(d)},Q.getRoot())};Graph.prototype.getCommonStyle= +function(E){for(var K={},Q=0;Q<E.length;Q++){var d=this.view.getState(E[Q]);this.mergeStyle(d.style,K,0==Q)}return K};Graph.prototype.mergeStyle=function(E,K,Q){if(null!=E){var d={},f;for(f in E){var g=E[f];null!=g&&(d[f]=!0,null==K[f]&&Q?K[f]=g:K[f]!=g&&delete K[f])}for(f in K)d[f]||delete K[f]}};Graph.prototype.getStartEditingCell=function(E,K){K=this.getCellStyle(E);K=parseInt(mxUtils.getValue(K,mxConstants.STYLE_STARTSIZE,0));this.isTable(E)&&(!this.isSwimlane(E)||0==K)&&""==this.getLabel(E)&& +0<this.model.getChildCount(E)&&(E=this.model.getChildAt(E,0),K=this.getCellStyle(E),K=parseInt(mxUtils.getValue(K,mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(E)&&(!this.isSwimlane(E)||0==K)&&""==this.getLabel(E)&&0<this.model.getChildCount(E))for(K=0;K<this.model.getChildCount(E);K++){var Q=this.model.getChildAt(E,K);if(this.isCellEditable(Q)){E=Q;break}}return E};Graph.prototype.copyStyle=function(E){return this.getCellStyle(E,!1)};Graph.prototype.pasteStyle=function(E,K,Q){Q=null!=Q?Q:Graph.pasteStyles; +Graph.removeKeys(E,function(d){return 0>mxUtils.indexOf(Q,d)});this.updateCellStyles(E,K)};Graph.prototype.updateCellStyles=function(E,K){this.model.beginUpdate();try{for(var Q=0;Q<K.length;Q++)if(this.model.isVertex(K[Q])||this.model.isEdge(K[Q])){var d=this.getCellStyle(K[Q],!1),f;for(f in E){var g=E[f];d[f]!=g&&this.setCellStyles(f,g,[K[Q]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&& +(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect==mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(E,K,Q,d,f,g){this.useCssTransforms&&(E=E/this.currentScale-this.currentTranslate.x,K=K/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(E,K,Q,d,f,g){d=null!=d?d:!0;f=null!=f?f:!0; +null==Q&&(Q=this.getCurrentRoot(),null==Q&&(Q=this.getModel().getRoot()));if(null!=Q)for(var x=this.model.getChildCount(Q)-1;0<=x;x--){var z=this.model.getChildAt(Q,x),u=this.getScaledCellAt(E,K,z,d,f,g);if(null!=u)return u;if(this.isCellVisible(z)&&(f&&this.model.isEdge(z)||d&&this.model.isVertex(z))&&(u=this.view.getState(z),null!=u&&(null==g||!g(u,E,K))&&this.intersects(u,E,K)))return z}return null};Graph.prototype.isRecursiveVertexResize=function(E){return!this.isSwimlane(E.cell)&&0<this.model.getChildCount(E.cell)&& +!this.isCellCollapsed(E.cell)&&"1"==mxUtils.getValue(E.style,"recursiveResize","1")&&null==mxUtils.getValue(E.style,"childLayout",null)};Graph.prototype.getAbsoluteParent=function(E){for(var K=this.getCellGeometry(E);null!=K&&K.relative;)E=this.getModel().getParent(E),K=this.getCellGeometry(E);return E};Graph.prototype.isPart=function(E){return"1"==mxUtils.getValue(this.getCurrentCellStyle(E),"part","0")||this.isTableCell(E)||this.isTableRow(E)};Graph.prototype.getCompositeParents=function(E){for(var K= +new mxDictionary,Q=[],d=0;d<E.length;d++){var f=this.getCompositeParent(E[d]);this.isTableCell(f)&&(f=this.graph.model.getParent(f));this.isTableRow(f)&&(f=this.graph.model.getParent(f));null==f||K.get(f)||(K.put(f,!0),Q.push(f))}return Q};Graph.prototype.getCompositeParent=function(E){for(;this.isPart(E);){var K=this.model.getParent(E);if(!this.model.isVertex(K))break;E=K}return E};Graph.prototype.filterSelectionCells=function(E){var K=this.getSelectionCells();if(null!=E){for(var Q=[],d=0;d<K.length;d++)E(K[d])|| +Q.push(K[d]);K=Q}return K};var b=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(E){if(this.useCssTransforms){var K=this.currentScale,Q=this.currentTranslate;E=new mxRectangle((E.x+2*Q.x)*K-Q.x,(E.y+2*Q.y)*K-Q.y,E.width*K,E.height*K)}b.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(E){E=this.strokeWidth;this.graph.useCssTransforms&&(E/=this.graph.currentScale);return E};mxGraphView.prototype.getGraphBounds=function(){var E=this.graphBounds; +if(this.graph.useCssTransforms){var K=this.graph.currentTranslate,Q=this.graph.currentScale;E=new mxRectangle((E.x+K.x)*Q,(E.y+K.y)*Q,E.width*Q,E.height*Q)}return E};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var e=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(E){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y= +this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);e.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(),this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var k=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(E){E=k.apply(this,arguments);for(var K=[],Q=0;Q<E.length;Q++)this.isTableRow(E[Q])||this.isTableCell(E[Q])||K.push(E[Q]);return K};var m= +mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(E){E=m.apply(this,arguments);for(var K=[],Q=0;Q<E.length;Q++)this.isTable(E[Q])||this.isTableRow(E[Q])||this.isTableCell(E[Q])||K.push(E[Q]);return K};Graph.prototype.updateCssTransform=function(){var E=this.view.getDrawPane();if(null!=E)if(E=E.parentNode,this.useCssTransforms){var K=E.getAttribute("transform");E.setAttribute("transformOrigin","0 0");var Q=Math.round(100*this.currentScale)/100;E.setAttribute("transform", +"scale("+Q+","+Q+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");K!=E.getAttribute("transform")&&this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",E.getAttribute("transform"))}else E.removeAttribute("transformOrigin"),E.removeAttribute("transform")};var D=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph.useCssTransforms,K=this.scale,Q=this.translate; +E&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);D.apply(this,arguments);E&&(this.scale=K,this.translate=Q)};var p=mxGraph.prototype.updatePageBreaks;mxGraph.prototype.updatePageBreaks=function(E,K,Q){var d=this.useCssTransforms,f=this.view.scale,g=this.view.translate;d&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);p.apply(this,arguments);d&&(this.view.scale=f,this.view.translate=g,this.useCssTransforms=!0)}})(); +Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1};Graph.prototype.labelLinkClicked=function(b,e,k){e=e.getAttribute("href");if(null!=e&&!this.isCustomLink(e)&&(mxEvent.isLeftMouseButton(k)&&!mxEvent.isPopupTrigger(k)||mxEvent.isTouchEvent(k))){if(!this.isEnabled()||this.isCellLocked(b.cell))b=this.isBlankLink(e)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(e),b);mxEvent.consume(k)}}; +Graph.prototype.openLink=function(b,e,k){var m=window;try{if(b=Graph.sanitizeLink(b),null!=b)if("_self"==e&&window!=window.top)window.location.href=b;else if(b.substring(0,this.baseUrl.length)==this.baseUrl&&"#"==b.charAt(this.baseUrl.length)&&"_top"==e&&window==window.top){var D=b.split("#")[1];window.location.hash=="#"+D&&(window.location.hash="");window.location.hash=D}else m=window.open(b,null!=e?e:"_blank"),null==m||k||(m.opener=null)}catch(p){}return m}; Graph.prototype.getLinkTitle=function(b){return b.substring(b.lastIndexOf("/")+1)};Graph.prototype.isCustomLink=function(b){return"data:"==b.substring(0,5)};Graph.prototype.customLinkClicked=function(b){return!1};Graph.prototype.isExternalProtocol=function(b){return"mailto:"===b.substring(0,7)};Graph.prototype.isBlankLink=function(b){return!this.isExternalProtocol(b)&&("blank"===this.linkPolicy||"self"!==this.linkPolicy&&!this.isRelativeUrl(b)&&b.substring(0,this.domainUrl.length)!==this.domainUrl)}; Graph.prototype.isRelativeUrl=function(b){return null!=b&&!this.absoluteUrlPattern.test(b)&&"data:"!==b.substring(0,5)&&!this.isExternalProtocol(b)};Graph.prototype.getAbsoluteUrl=function(b){null!=b&&this.isRelativeUrl(b)&&(b="#"==b.charAt(0)?this.baseUrl+b:"/"==b.charAt(0)?this.domainUrl+b:this.domainPathUrl+b);return b}; Graph.prototype.initLayoutManager=function(){this.layoutManager=new mxLayoutManager(this);this.layoutManager.hasLayout=function(b){return null!=this.graph.getCellStyle(b).childLayout};this.layoutManager.getLayout=function(b,e){var k=this.graph.model.getParent(b);if(!this.graph.isCellCollapsed(b)&&(e!=mxEvent.BEGIN_UPDATE||this.hasLayout(k,e))){b=this.graph.getCellStyle(b);if("stackLayout"==b.childLayout)return e=new mxStackLayout(this.graph,!0),e.resizeParentMax="1"==mxUtils.getValue(b,"resizeParentMax", "1"),e.horizontal="1"==mxUtils.getValue(b,"horizontalStack","1"),e.resizeParent="1"==mxUtils.getValue(b,"resizeParent","1"),e.resizeLast="1"==mxUtils.getValue(b,"resizeLast","0"),e.spacing=b.stackSpacing||e.spacing,e.border=b.stackBorder||e.border,e.marginLeft=b.marginLeft||0,e.marginRight=b.marginRight||0,e.marginTop=b.marginTop||0,e.marginBottom=b.marginBottom||0,e.allowGaps=b.allowGaps||0,e.fill=!0,e.allowGaps&&(e.gridSize=parseFloat(mxUtils.getValue(b,"stackUnitSize",20))),e;if("treeLayout"== b.childLayout)return e=new mxCompactTreeLayout(this.graph),e.horizontal="1"==mxUtils.getValue(b,"horizontalTree","1"),e.resizeParent="1"==mxUtils.getValue(b,"resizeParent","1"),e.groupPadding=mxUtils.getValue(b,"parentPadding",20),e.levelDistance=mxUtils.getValue(b,"treeLevelDistance",30),e.maintainParentLocation=!0,e.edgeRouting=!1,e.resetEdges=!1,e;if("flowLayout"==b.childLayout)return e=new mxHierarchicalLayout(this.graph,mxUtils.getValue(b,"flowOrientation",mxConstants.DIRECTION_EAST)),e.resizeParent= "1"==mxUtils.getValue(b,"resizeParent","1"),e.parentBorder=mxUtils.getValue(b,"parentPadding",20),e.maintainParentLocation=!0,e.intraCellSpacing=mxUtils.getValue(b,"intraCellSpacing",mxHierarchicalLayout.prototype.intraCellSpacing),e.interRankCellSpacing=mxUtils.getValue(b,"interRankCellSpacing",mxHierarchicalLayout.prototype.interRankCellSpacing),e.interHierarchySpacing=mxUtils.getValue(b,"interHierarchySpacing",mxHierarchicalLayout.prototype.interHierarchySpacing),e.parallelEdgeSpacing=mxUtils.getValue(b, -"parallelEdgeSpacing",mxHierarchicalLayout.prototype.parallelEdgeSpacing),e;if("circleLayout"==b.childLayout)return new mxCircleLayout(this.graph);if("organicLayout"==b.childLayout)return new mxFastOrganicLayout(this.graph);if("tableLayout"==b.childLayout)return new TableLayout(this.graph);if(null!=b.childLayout&&"["==b.childLayout.charAt(0))try{return new mxCompositeLayout(this.graph,this.graph.createLayouts(JSON.parse(b.childLayout)))}catch(n){null!=window.console&&console.error(n)}}return null}}; -Graph.prototype.createLayouts=function(b){for(var e=[],k=0;k<b.length;k++)if(0<=mxUtils.indexOf(Graph.layoutNames,b[k].layout)){var n=new window[b[k].layout](this);if(null!=b[k].config)for(var D in b[k].config)n[D]=b[k].config[D];e.push(n)}else throw Error(mxResources.get("invalidCallFnNotFound",[b[k].layout]));return e}; -Graph.prototype.getDataForCells=function(b){for(var e=[],k=0;k<b.length;k++){var n=null!=b[k].value?b[k].value.attributes:null,D={};D.id=b[k].id;if(null!=n)for(var t=0;t<n.length;t++)D[n[t].nodeName]=n[t].nodeValue;else D.label=this.convertValueToString(b[k]);e.push(D)}return e}; -Graph.prototype.getNodesForCells=function(b){for(var e=[],k=0;k<b.length;k++){var n=this.view.getState(b[k]);if(null!=n){for(var D=this.cellRenderer.getShapesForState(n),t=0;t<D.length;t++)null!=D[t]&&null!=D[t].node&&e.push(D[t].node);null!=n.control&&null!=n.control.node&&e.push(n.control.node)}}return e}; -Graph.prototype.createWipeAnimations=function(b,e){for(var k=[],n=0;n<b.length;n++){var D=this.view.getState(b[n]);null!=D&&null!=D.shape&&(this.model.isEdge(D.cell)&&null!=D.absolutePoints&&1<D.absolutePoints.length?k.push(this.createEdgeWipeAnimation(D,e)):this.model.isVertex(D.cell)&&null!=D.shape.bounds&&k.push(this.createVertexWipeAnimation(D,e)))}return k}; -Graph.prototype.createEdgeWipeAnimation=function(b,e){var k=b.absolutePoints.slice(),n=b.segments,D=b.length,t=k.length;return{execute:mxUtils.bind(this,function(E,d){if(null!=b.shape){var f=[k[0]];d=E/d;e||(d=1-d);for(var g=D*d,l=1;l<t;l++)if(g<=n[l-1]){f.push(new mxPoint(k[l-1].x+(k[l].x-k[l-1].x)*g/n[l-1],k[l-1].y+(k[l].y-k[l-1].y)*g/n[l-1]));break}else g-=n[l-1],f.push(k[l]);b.shape.points=f;b.shape.redraw();0==E&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1);null!=b.text&&null!= -b.text.node&&(b.text.node.style.opacity=d)}}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.points=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}}; -Graph.prototype.createVertexWipeAnimation=function(b,e){var k=new mxRectangle.fromRectangle(b.shape.bounds);return{execute:mxUtils.bind(this,function(n,D){null!=b.shape&&(D=n/D,e||(D=1-D),b.shape.bounds=new mxRectangle(k.x,k.y,k.width*D,k.height),b.shape.redraw(),0==n&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=D))}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.bounds=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&& -(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}};Graph.prototype.executeAnimations=function(b,e,k,n){k=null!=k?k:30;n=null!=n?n:30;var D=null,t=0,E=mxUtils.bind(this,function(){if(t==k||this.stoppingCustomActions){window.clearInterval(D);for(var d=0;d<b.length;d++)b[d].stop();null!=e&&e()}else for(d=0;d<b.length;d++)b[d].execute(t,k);t++});D=window.setInterval(E,n);E()}; +"parallelEdgeSpacing",mxHierarchicalLayout.prototype.parallelEdgeSpacing),e;if("circleLayout"==b.childLayout)return new mxCircleLayout(this.graph);if("organicLayout"==b.childLayout)return new mxFastOrganicLayout(this.graph);if("tableLayout"==b.childLayout)return new TableLayout(this.graph);if(null!=b.childLayout&&"["==b.childLayout.charAt(0))try{return new mxCompositeLayout(this.graph,this.graph.createLayouts(JSON.parse(b.childLayout)))}catch(m){null!=window.console&&console.error(m)}}return null}}; +Graph.prototype.createLayouts=function(b){for(var e=[],k=0;k<b.length;k++)if(0<=mxUtils.indexOf(Graph.layoutNames,b[k].layout)){var m=new window[b[k].layout](this);if(null!=b[k].config)for(var D in b[k].config)m[D]=b[k].config[D];e.push(m)}else throw Error(mxResources.get("invalidCallFnNotFound",[b[k].layout]));return e}; +Graph.prototype.getDataForCells=function(b){for(var e=[],k=0;k<b.length;k++){var m=null!=b[k].value?b[k].value.attributes:null,D={};D.id=b[k].id;if(null!=m)for(var p=0;p<m.length;p++)D[m[p].nodeName]=m[p].nodeValue;else D.label=this.convertValueToString(b[k]);e.push(D)}return e}; +Graph.prototype.getNodesForCells=function(b){for(var e=[],k=0;k<b.length;k++){var m=this.view.getState(b[k]);if(null!=m){for(var D=this.cellRenderer.getShapesForState(m),p=0;p<D.length;p++)null!=D[p]&&null!=D[p].node&&e.push(D[p].node);null!=m.control&&null!=m.control.node&&e.push(m.control.node)}}return e}; +Graph.prototype.createWipeAnimations=function(b,e){for(var k=[],m=0;m<b.length;m++){var D=this.view.getState(b[m]);null!=D&&null!=D.shape&&(this.model.isEdge(D.cell)&&null!=D.absolutePoints&&1<D.absolutePoints.length?k.push(this.createEdgeWipeAnimation(D,e)):this.model.isVertex(D.cell)&&null!=D.shape.bounds&&k.push(this.createVertexWipeAnimation(D,e)))}return k}; +Graph.prototype.createEdgeWipeAnimation=function(b,e){var k=b.absolutePoints.slice(),m=b.segments,D=b.length,p=k.length;return{execute:mxUtils.bind(this,function(E,K){if(null!=b.shape){var Q=[k[0]];K=E/K;e||(K=1-K);for(var d=D*K,f=1;f<p;f++)if(d<=m[f-1]){Q.push(new mxPoint(k[f-1].x+(k[f].x-k[f-1].x)*d/m[f-1],k[f-1].y+(k[f].y-k[f-1].y)*d/m[f-1]));break}else d-=m[f-1],Q.push(k[f]);b.shape.points=Q;b.shape.redraw();0==E&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1);null!=b.text&&null!= +b.text.node&&(b.text.node.style.opacity=K)}}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.points=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}}; +Graph.prototype.createVertexWipeAnimation=function(b,e){var k=new mxRectangle.fromRectangle(b.shape.bounds);return{execute:mxUtils.bind(this,function(m,D){null!=b.shape&&(D=m/D,e||(D=1-D),b.shape.bounds=new mxRectangle(k.x,k.y,k.width*D,k.height),b.shape.redraw(),0==m&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=D))}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.bounds=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&& +(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}};Graph.prototype.executeAnimations=function(b,e,k,m){k=null!=k?k:30;m=null!=m?m:30;var D=null,p=0,E=mxUtils.bind(this,function(){if(p==k||this.stoppingCustomActions){window.clearInterval(D);for(var K=0;K<b.length;K++)b[K].stop();null!=e&&e()}else for(K=0;K<b.length;K++)b[K].execute(p,k);p++});D=window.setInterval(E,m);E()}; Graph.prototype.getPageSize=function(){return this.pageVisible?new mxRectangle(0,0,this.pageFormat.width*this.pageScale,this.pageFormat.height*this.pageScale):this.scrollTileSize}; -Graph.prototype.getPageLayout=function(){var b=this.getPageSize(),e=this.getGraphBounds();if(0==e.width||0==e.height)return new mxRectangle(0,0,1,1);var k=Math.floor(Math.ceil(e.x/this.view.scale-this.view.translate.x)/b.width),n=Math.floor(Math.ceil(e.y/this.view.scale-this.view.translate.y)/b.height);return new mxRectangle(k,n,Math.ceil((Math.floor((e.x+e.width)/this.view.scale)-this.view.translate.x)/b.width)-k,Math.ceil((Math.floor((e.y+e.height)/this.view.scale)-this.view.translate.y)/b.height)- -n)};Graph.prototype.sanitizeHtml=function(b,e){return Graph.sanitizeHtml(b,e)};Graph.prototype.updatePlaceholders=function(){var b=!1,e;for(e in this.model.cells){var k=this.model.cells[e];this.isReplacePlaceholders(k)&&(this.view.invalidate(k,!1,!1),b=!0)}b&&this.view.validate()};Graph.prototype.isReplacePlaceholders=function(b){return null!=b.value&&"object"==typeof b.value&&"1"==b.value.getAttribute("placeholders")}; +Graph.prototype.getPageLayout=function(){var b=this.getPageSize(),e=this.getGraphBounds();if(0==e.width||0==e.height)return new mxRectangle(0,0,1,1);var k=Math.floor(Math.ceil(e.x/this.view.scale-this.view.translate.x)/b.width),m=Math.floor(Math.ceil(e.y/this.view.scale-this.view.translate.y)/b.height);return new mxRectangle(k,m,Math.ceil((Math.floor((e.x+e.width)/this.view.scale)-this.view.translate.x)/b.width)-k,Math.ceil((Math.floor((e.y+e.height)/this.view.scale)-this.view.translate.y)/b.height)- +m)};Graph.prototype.sanitizeHtml=function(b,e){return Graph.sanitizeHtml(b,e)};Graph.prototype.updatePlaceholders=function(){var b=!1,e;for(e in this.model.cells){var k=this.model.cells[e];this.isReplacePlaceholders(k)&&(this.view.invalidate(k,!1,!1),b=!0)}b&&this.view.validate()};Graph.prototype.isReplacePlaceholders=function(b){return null!=b.value&&"object"==typeof b.value&&"1"==b.value.getAttribute("placeholders")}; Graph.prototype.isZoomWheelEvent=function(b){return Graph.zoomWheel&&!mxEvent.isShiftDown(b)&&!mxEvent.isMetaDown(b)&&!mxEvent.isAltDown(b)&&(!mxEvent.isControlDown(b)||mxClient.IS_MAC)||!Graph.zoomWheel&&(mxEvent.isAltDown(b)||mxEvent.isControlDown(b))};Graph.prototype.isScrollWheelEvent=function(b){return!this.isZoomWheelEvent(b)};Graph.prototype.isTransparentClickEvent=function(b){return mxEvent.isAltDown(b)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(b)}; Graph.prototype.isIgnoreTerminalEvent=function(b){return mxEvent.isAltDown(b)&&!mxEvent.isShiftDown(b)&&!mxEvent.isControlDown(b)&&!mxEvent.isMetaDown(b)};Graph.prototype.isEdgeIgnored=function(b){var e=!1;null!=b&&(b=this.getCurrentCellStyle(b),e="1"==mxUtils.getValue(b,"ignoreEdge","0"));return e};Graph.prototype.isSplitTarget=function(b,e,k){return!this.model.isEdge(e[0])&&!mxEvent.isAltDown(k)&&!mxEvent.isShiftDown(k)&&mxGraph.prototype.isSplitTarget.apply(this,arguments)}; Graph.prototype.getLabel=function(b){var e=mxGraph.prototype.getLabel.apply(this,arguments);null!=e&&this.isReplacePlaceholders(b)&&null==b.getAttribute("placeholder")&&(e=this.replacePlaceholders(b,e));return e};Graph.prototype.isLabelMovable=function(b){var e=this.getCurrentCellStyle(b);return!this.isCellLocked(b)&&(this.model.isEdge(b)&&this.edgeLabelsMovable||this.model.isVertex(b)&&(this.vertexLabelsMovable||"1"==mxUtils.getValue(e,"labelMovable","0")))}; Graph.prototype.setGridSize=function(b){this.gridSize=b;this.fireEvent(new mxEventObject("gridSizeChanged"))};Graph.prototype.setDefaultParent=function(b){this.defaultParent=b;this.fireEvent(new mxEventObject("defaultParentChanged"))};Graph.prototype.getClickableLinkForCell=function(b){do{var e=this.getLinkForCell(b);if(null!=e)return e;b=this.model.getParent(b)}while(null!=b);return null}; Graph.prototype.getGlobalVariable=function(b){var e=null;"date"==b?e=(new Date).toLocaleDateString():"time"==b?e=(new Date).toLocaleTimeString():"timestamp"==b?e=(new Date).toLocaleString():"date{"==b.substring(0,5)&&(b=b.substring(5,b.length-1),e=this.formatDate(new Date,b));return e}; Graph.prototype.formatDate=function(b,e,k){null==this.dateFormatCache&&(this.dateFormatCache={i18n:{dayNames:"Sun Mon Tue Wed Thu Fri Sat Sunday Monday Tuesday Wednesday Thursday Friday Saturday".split(" "),monthNames:"Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec January February March April May June July August September October November December".split(" ")},masks:{"default":"ddd mmm dd yyyy HH:MM:ss",shortDate:"m/d/yy",mediumDate:"mmm d, yyyy",longDate:"mmmm d, yyyy",fullDate:"dddd, mmmm d, yyyy", -shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var n=this.dateFormatCache,D=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,t=/[^-+\dA-Z]/g,E=function(Z,ca){Z=String(Z);for(ca=ca||2;Z.length<ca;)Z="0"+Z;return Z};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(b)|| -/\d/.test(b)||(e=b,b=void 0);b=b?new Date(b):new Date;if(isNaN(b))throw SyntaxError("invalid date");e=String(n.masks[e]||e||n.masks["default"]);"UTC:"==e.slice(0,4)&&(e=e.slice(4),k=!0);var d=k?"getUTC":"get",f=b[d+"Date"](),g=b[d+"Day"](),l=b[d+"Month"](),q=b[d+"FullYear"](),z=b[d+"Hours"](),F=b[d+"Minutes"](),C=b[d+"Seconds"]();d=b[d+"Milliseconds"]();var I=k?0:b.getTimezoneOffset(),G={d:f,dd:E(f),ddd:n.i18n.dayNames[g],dddd:n.i18n.dayNames[g+7],m:l+1,mm:E(l+1),mmm:n.i18n.monthNames[l],mmmm:n.i18n.monthNames[l+ -12],yy:String(q).slice(2),yyyy:q,h:z%12||12,hh:E(z%12||12),H:z,HH:E(z),M:F,MM:E(F),s:C,ss:E(C),l:E(d,3),L:E(99<d?Math.round(d/10):d),t:12>z?"a":"p",tt:12>z?"am":"pm",T:12>z?"A":"P",TT:12>z?"AM":"PM",Z:k?"UTC":(String(b).match(D)||[""]).pop().replace(t,""),o:(0<I?"-":"+")+E(100*Math.floor(Math.abs(I)/60)+Math.abs(I)%60,4),S:["th","st","nd","rd"][3<f%10?0:(10!=f%100-f%10)*f%10]};return e.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(Z){return Z in G?G[Z]:Z.slice(1, -Z.length-1)})};Graph.prototype.getLayerForCells=function(b){var e=null;if(0<b.length){for(e=b[0];!this.model.isLayer(e);)e=this.model.getParent(e);for(var k=1;k<b.length;k++)if(!this.model.isAncestor(e,b[k])){e=null;break}}return e}; -Graph.prototype.createLayersDialog=function(b,e){var k=document.createElement("div");k.style.position="absolute";for(var n=this.getModel(),D=n.getChildCount(n.root),t=0;t<D;t++)mxUtils.bind(this,function(E){function d(){n.isVisible(E)?(l.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(g,75)):(l.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(g,25))}var f=this.convertValueToString(E)||mxResources.get("background")||"Background",g=document.createElement("div");g.style.overflow= -"hidden";g.style.textOverflow="ellipsis";g.style.padding="2px";g.style.whiteSpace="nowrap";g.style.cursor="pointer";g.setAttribute("title",mxResources.get(n.isVisible(E)?"hideIt":"show",[f]));var l=document.createElement("img");l.setAttribute("draggable","false");l.setAttribute("align","absmiddle");l.setAttribute("border","0");l.style.position="relative";l.style.width="16px";l.style.padding="0px 6px 0 4px";e&&(l.style.filter="invert(100%)",l.style.top="-2px");g.appendChild(l);mxUtils.write(g,f);k.appendChild(g); -mxEvent.addListener(g,"click",function(){n.setVisible(E,!n.isVisible(E));d();null!=b&&b(E)});d()})(n.getChildAt(n.root,t));return k}; -Graph.prototype.replacePlaceholders=function(b,e,k,n){n=[];if(null!=e){for(var D=0;match=this.placeholderPattern.exec(e);){var t=match[0];if(2<t.length&&"%label%"!=t&&"%tooltip%"!=t){var E=null;if(match.index>D&&"%"==e.charAt(match.index-1))E=t.substring(1);else{var d=t.substring(1,t.length-1);if("id"==d)E=b.id;else if(0>d.indexOf("{"))for(var f=b;null==E&&null!=f;)null!=f.value&&"object"==typeof f.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(E=f.getAttribute(d+"_"+Graph.diagramLanguage)), -null==E&&(E=f.hasAttribute(d)?null!=f.getAttribute(d)?f.getAttribute(d):"":null)),f=this.model.getParent(f);null==E&&(E=this.getGlobalVariable(d));null==E&&null!=k&&(E=k[d])}n.push(e.substring(D,match.index)+(null!=E?E:t));D=match.index+t.length}}n.push(e.substring(D))}return n.join("")};Graph.prototype.restoreSelection=function(b){if(null!=b&&0<b.length){for(var e=[],k=0;k<b.length;k++){var n=this.model.getCell(b[k].id);null!=n&&e.push(n)}this.setSelectionCells(e)}else this.clearSelection()}; +shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var m=this.dateFormatCache,D=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,p=/[^-+\dA-Z]/g,E=function(C,G){C=String(C);for(G=G||2;C.length<G;)C="0"+C;return C};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(b)|| +/\d/.test(b)||(e=b,b=void 0);b=b?new Date(b):new Date;if(isNaN(b))throw SyntaxError("invalid date");e=String(m.masks[e]||e||m.masks["default"]);"UTC:"==e.slice(0,4)&&(e=e.slice(4),k=!0);var K=k?"getUTC":"get",Q=b[K+"Date"](),d=b[K+"Day"](),f=b[K+"Month"](),g=b[K+"FullYear"](),x=b[K+"Hours"](),z=b[K+"Minutes"](),u=b[K+"Seconds"]();K=b[K+"Milliseconds"]();var H=k?0:b.getTimezoneOffset(),L={d:Q,dd:E(Q),ddd:m.i18n.dayNames[d],dddd:m.i18n.dayNames[d+7],m:f+1,mm:E(f+1),mmm:m.i18n.monthNames[f],mmmm:m.i18n.monthNames[f+ +12],yy:String(g).slice(2),yyyy:g,h:x%12||12,hh:E(x%12||12),H:x,HH:E(x),M:z,MM:E(z),s:u,ss:E(u),l:E(K,3),L:E(99<K?Math.round(K/10):K),t:12>x?"a":"p",tt:12>x?"am":"pm",T:12>x?"A":"P",TT:12>x?"AM":"PM",Z:k?"UTC":(String(b).match(D)||[""]).pop().replace(p,""),o:(0<H?"-":"+")+E(100*Math.floor(Math.abs(H)/60)+Math.abs(H)%60,4),S:["th","st","nd","rd"][3<Q%10?0:(10!=Q%100-Q%10)*Q%10]};return e.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(C){return C in L?L[C]:C.slice(1, +C.length-1)})};Graph.prototype.getLayerForCells=function(b){var e=null;if(0<b.length){for(e=b[0];!this.model.isLayer(e);)e=this.model.getParent(e);for(var k=1;k<b.length;k++)if(!this.model.isAncestor(e,b[k])){e=null;break}}return e}; +Graph.prototype.createLayersDialog=function(b,e){var k=document.createElement("div");k.style.position="absolute";for(var m=this.getModel(),D=m.getChildCount(m.root),p=0;p<D;p++)mxUtils.bind(this,function(E){function K(){m.isVisible(E)?(f.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(d,75)):(f.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(d,25))}var Q=this.convertValueToString(E)||mxResources.get("background")||"Background",d=document.createElement("div");d.style.overflow= +"hidden";d.style.textOverflow="ellipsis";d.style.padding="2px";d.style.whiteSpace="nowrap";d.style.cursor="pointer";d.setAttribute("title",mxResources.get(m.isVisible(E)?"hideIt":"show",[Q]));var f=document.createElement("img");f.setAttribute("draggable","false");f.setAttribute("align","absmiddle");f.setAttribute("border","0");f.style.position="relative";f.style.width="16px";f.style.padding="0px 6px 0 4px";e&&(f.style.filter="invert(100%)",f.style.top="-2px");d.appendChild(f);mxUtils.write(d,Q);k.appendChild(d); +mxEvent.addListener(d,"click",function(){m.setVisible(E,!m.isVisible(E));K();null!=b&&b(E)});K()})(m.getChildAt(m.root,p));return k}; +Graph.prototype.replacePlaceholders=function(b,e,k,m){m=[];if(null!=e){for(var D=0;match=this.placeholderPattern.exec(e);){var p=match[0];if(2<p.length&&"%label%"!=p&&"%tooltip%"!=p){var E=null;if(match.index>D&&"%"==e.charAt(match.index-1))E=p.substring(1);else{var K=p.substring(1,p.length-1);if("id"==K)E=b.id;else if(0>K.indexOf("{"))for(var Q=b;null==E&&null!=Q;)null!=Q.value&&"object"==typeof Q.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(E=Q.getAttribute(K+"_"+Graph.diagramLanguage)), +null==E&&(E=Q.hasAttribute(K)?null!=Q.getAttribute(K)?Q.getAttribute(K):"":null)),Q=this.model.getParent(Q);null==E&&(E=this.getGlobalVariable(K));null==E&&null!=k&&(E=k[K])}m.push(e.substring(D,match.index)+(null!=E?E:p));D=match.index+p.length}}m.push(e.substring(D))}return m.join("")};Graph.prototype.restoreSelection=function(b){if(null!=b&&0<b.length){for(var e=[],k=0;k<b.length;k++){var m=this.model.getCell(b[k].id);null!=m&&e.push(m)}this.setSelectionCells(e)}else this.clearSelection()}; Graph.prototype.selectCellForEvent=function(b,e){mxEvent.isShiftDown(e)&&!this.isSelectionEmpty()&&this.selectTableRange(this.getSelectionCell(),b)||mxGraph.prototype.selectCellForEvent.apply(this,arguments)}; -Graph.prototype.selectTableRange=function(b,e){var k=!1;if(this.isTableCell(b)&&this.isTableCell(e)){var n=this.model.getParent(b),D=this.model.getParent(n),t=this.model.getParent(e);if(D==this.model.getParent(t)){b=n.getIndex(b);n=D.getIndex(n);var E=t.getIndex(e),d=D.getIndex(t);t=Math.max(n,d);e=Math.min(b,E);b=Math.max(b,E);E=[];for(n=Math.min(n,d);n<=t;n++){d=this.model.getChildAt(D,n);for(var f=e;f<=b;f++)E.push(this.model.getChildAt(d,f))}0<E.length&&(1<E.length||1<this.getSelectionCount()|| +Graph.prototype.selectTableRange=function(b,e){var k=!1;if(this.isTableCell(b)&&this.isTableCell(e)){var m=this.model.getParent(b),D=this.model.getParent(m),p=this.model.getParent(e);if(D==this.model.getParent(p)){b=m.getIndex(b);m=D.getIndex(m);var E=p.getIndex(e),K=D.getIndex(p);p=Math.max(m,K);e=Math.min(b,E);b=Math.max(b,E);E=[];for(m=Math.min(m,K);m<=p;m++){K=this.model.getChildAt(D,m);for(var Q=e;Q<=b;Q++)E.push(this.model.getChildAt(K,Q))}0<E.length&&(1<E.length||1<this.getSelectionCount()|| !this.isCellSelected(E[0]))&&(this.setSelectionCells(E),k=!0)}}return k}; -Graph.prototype.snapCellsToGrid=function(b,e){this.getModel().beginUpdate();try{for(var k=0;k<b.length;k++){var n=b[k],D=this.getCellGeometry(n);if(null!=D){D=D.clone();if(this.getModel().isVertex(n))D.x=Math.round(D.x/e)*e,D.y=Math.round(D.y/e)*e,D.width=Math.round(D.width/e)*e,D.height=Math.round(D.height/e)*e;else if(this.getModel().isEdge(n)&&null!=D.points)for(var t=0;t<D.points.length;t++)D.points[t].x=Math.round(D.points[t].x/e)*e,D.points[t].y=Math.round(D.points[t].y/e)*e;this.getModel().setGeometry(n, +Graph.prototype.snapCellsToGrid=function(b,e){this.getModel().beginUpdate();try{for(var k=0;k<b.length;k++){var m=b[k],D=this.getCellGeometry(m);if(null!=D){D=D.clone();if(this.getModel().isVertex(m))D.x=Math.round(D.x/e)*e,D.y=Math.round(D.y/e)*e,D.width=Math.round(D.width/e)*e,D.height=Math.round(D.height/e)*e;else if(this.getModel().isEdge(m)&&null!=D.points)for(var p=0;p<D.points.length;p++)D.points[p].x=Math.round(D.points[p].x/e)*e,D.points[p].y=Math.round(D.points[p].y/e)*e;this.getModel().setGeometry(m, D)}}}finally{this.getModel().endUpdate()}};Graph.prototype.selectCellsForConnectVertex=function(b,e,k){2==b.length&&this.model.isVertex(b[1])?(this.setSelectionCell(b[1]),this.scrollCellToVisible(b[1]),null!=k&&(mxEvent.isTouchEvent(e)?k.update(k.getState(this.view.getState(b[1]))):k.reset())):this.setSelectionCells(b)}; Graph.prototype.isCloneConnectSource=function(b){var e=null;null!=this.layoutManager&&(e=this.layoutManager.getLayout(this.model.getParent(b)));return this.isTableRow(b)||this.isTableCell(b)||null!=e&&e.constructor==mxStackLayout}; -Graph.prototype.connectVertex=function(b,e,k,n,D,t,E,d){t=t?t:!1;if(b.geometry.relative&&this.model.isEdge(b.parent))return[];for(;b.geometry.relative&&this.model.isVertex(b.parent);)b=b.parent;var f=this.isCloneConnectSource(b),g=f?b:this.getCompositeParent(b),l=b.geometry.relative&&null!=b.parent.geometry?new mxPoint(b.parent.geometry.width*b.geometry.x,b.parent.geometry.height*b.geometry.y):new mxPoint(g.geometry.x,g.geometry.y);e==mxConstants.DIRECTION_NORTH?(l.x+=g.geometry.width/2,l.y-=k):e== -mxConstants.DIRECTION_SOUTH?(l.x+=g.geometry.width/2,l.y+=g.geometry.height+k):(l.x=e==mxConstants.DIRECTION_WEST?l.x-k:l.x+(g.geometry.width+k),l.y+=g.geometry.height/2);var q=this.view.getState(this.model.getParent(b));k=this.view.scale;var z=this.view.translate;g=z.x*k;z=z.y*k;null!=q&&this.model.isVertex(q.cell)&&(g=q.x,z=q.y);this.model.isVertex(b.parent)&&b.geometry.relative&&(l.x+=b.parent.geometry.x,l.y+=b.parent.geometry.y);t=t?null:(new mxRectangle(g+l.x*k,z+l.y*k)).grow(40*k);t=null!=t? -this.getCells(0,0,0,0,null,null,t,null,!0):null;q=this.view.getState(b);var F=null,C=null;if(null!=t){t=t.reverse();for(var I=0;I<t.length;I++)if(!this.isCellLocked(t[I])&&!this.model.isEdge(t[I])&&t[I]!=b)if(!this.model.isAncestor(b,t[I])&&this.isContainer(t[I])&&(null==F||t[I]==this.model.getParent(b)))F=t[I];else if(null==C&&this.isCellConnectable(t[I])&&!this.model.isAncestor(t[I],b)&&!this.isSwimlane(t[I])){var G=this.view.getState(t[I]);null==q||null==G||mxUtils.intersects(q,G)||(C=t[I])}}var Z= -!mxEvent.isShiftDown(n)||mxEvent.isControlDown(n)||D;Z&&("1"!=urlParams.sketch||D)&&(e==mxConstants.DIRECTION_NORTH?l.y-=b.geometry.height/2:e==mxConstants.DIRECTION_SOUTH?l.y+=b.geometry.height/2:l.x=e==mxConstants.DIRECTION_WEST?l.x-b.geometry.width/2:l.x+b.geometry.width/2);var ca=[],ba=C;C=F;D=mxUtils.bind(this,function(Y){if(null==E||null!=Y||null==C&&f){this.model.beginUpdate();try{if(null==ba&&Z){var O=this.getAbsoluteParent(null!=Y?Y:b);O=f?b:this.getCompositeParent(O);ba=null!=Y?Y:this.duplicateCells([O], -!1)[0];null!=Y&&this.addCells([ba],this.model.getParent(b),null,null,null,!0);var la=this.getCellGeometry(ba);null!=la&&(null!=Y&&"1"==urlParams.sketch&&(e==mxConstants.DIRECTION_NORTH?l.y-=la.height/2:e==mxConstants.DIRECTION_SOUTH?l.y+=la.height/2:l.x=e==mxConstants.DIRECTION_WEST?l.x-la.width/2:l.x+la.width/2),la.x=l.x-la.width/2,la.y=l.y-la.height/2);null!=F?(this.addCells([ba],F,null,null,null,!0),C=null):Z&&!f&&this.addCells([ba],this.getDefaultParent(),null,null,null,!0)}var aa=mxEvent.isControlDown(n)&& -mxEvent.isShiftDown(n)&&Z||null==C&&f?null:this.insertEdge(this.model.getParent(b),null,"",b,ba,this.createCurrentEdgeStyle());if(null!=aa&&this.connectionHandler.insertBeforeSource){var ia=null;for(Y=b;null!=Y.parent&&null!=Y.geometry&&Y.geometry.relative&&Y.parent!=aa.parent;)Y=this.model.getParent(Y);null!=Y&&null!=Y.parent&&Y.parent==aa.parent&&(ia=Y.parent.getIndex(Y),this.model.add(Y.parent,aa,ia))}null==C&&null!=ba&&null!=b.parent&&f&&e==mxConstants.DIRECTION_WEST&&(ia=b.parent.getIndex(b), -this.model.add(b.parent,ba,ia));null!=aa&&ca.push(aa);null==C&&null!=ba&&ca.push(ba);null==ba&&null!=aa&&aa.geometry.setTerminalPoint(l,!1);null!=aa&&this.fireEvent(new mxEventObject("cellsInserted","cells",[aa]))}finally{this.model.endUpdate()}}if(null!=d)d(ca);else return ca});if(null==E||null!=ba||!Z||null==C&&f)return D(ba);E(g+l.x*k,z+l.y*k,D)}; -Graph.prototype.getIndexableText=function(b){b=null!=b?b:this.model.getDescendants(this.model.root);for(var e=document.createElement("div"),k=[],n,D=0;D<b.length;D++)if(n=b[D],this.model.isVertex(n)||this.model.isEdge(n))this.isHtmlLabel(n)?(e.innerHTML=this.sanitizeHtml(this.getLabel(n)),n=mxUtils.extractTextWithWhitespace([e])):n=this.getLabel(n),n=mxUtils.trim(n.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")),0<n.length&&k.push(n);return k.join(" ")}; -Graph.prototype.convertValueToString=function(b){var e=this.model.getValue(b);if(null!=e&&"object"==typeof e){var k=null;if(this.isReplacePlaceholders(b)&&null!=b.getAttribute("placeholder")){e=b.getAttribute("placeholder");for(var n=b;null==k&&null!=n;)null!=n.value&&"object"==typeof n.value&&(k=n.hasAttribute(e)?null!=n.getAttribute(e)?n.getAttribute(e):"":null),n=this.model.getParent(n)}else k=null,Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=e.getAttribute("label_"+Graph.diagramLanguage)), +Graph.prototype.connectVertex=function(b,e,k,m,D,p,E,K){p=p?p:!1;if(b.geometry.relative&&this.model.isEdge(b.parent))return[];for(;b.geometry.relative&&this.model.isVertex(b.parent);)b=b.parent;var Q=this.isCloneConnectSource(b),d=Q?b:this.getCompositeParent(b),f=b.geometry.relative&&null!=b.parent.geometry?new mxPoint(b.parent.geometry.width*b.geometry.x,b.parent.geometry.height*b.geometry.y):new mxPoint(d.geometry.x,d.geometry.y);e==mxConstants.DIRECTION_NORTH?(f.x+=d.geometry.width/2,f.y-=k):e== +mxConstants.DIRECTION_SOUTH?(f.x+=d.geometry.width/2,f.y+=d.geometry.height+k):(f.x=e==mxConstants.DIRECTION_WEST?f.x-k:f.x+(d.geometry.width+k),f.y+=d.geometry.height/2);var g=this.view.getState(this.model.getParent(b));k=this.view.scale;var x=this.view.translate;d=x.x*k;x=x.y*k;null!=g&&this.model.isVertex(g.cell)&&(d=g.x,x=g.y);this.model.isVertex(b.parent)&&b.geometry.relative&&(f.x+=b.parent.geometry.x,f.y+=b.parent.geometry.y);p=p?null:(new mxRectangle(d+f.x*k,x+f.y*k)).grow(40*k);p=null!=p? +this.getCells(0,0,0,0,null,null,p,null,!0):null;g=this.view.getState(b);var z=null,u=null;if(null!=p){p=p.reverse();for(var H=0;H<p.length;H++)if(!this.isCellLocked(p[H])&&!this.model.isEdge(p[H])&&p[H]!=b)if(!this.model.isAncestor(b,p[H])&&this.isContainer(p[H])&&(null==z||p[H]==this.model.getParent(b)))z=p[H];else if(null==u&&this.isCellConnectable(p[H])&&!this.model.isAncestor(p[H],b)&&!this.isSwimlane(p[H])){var L=this.view.getState(p[H]);null==g||null==L||mxUtils.intersects(g,L)||(u=p[H])}}var C= +!mxEvent.isShiftDown(m)||mxEvent.isControlDown(m)||D;C&&("1"!=urlParams.sketch||D)&&(e==mxConstants.DIRECTION_NORTH?f.y-=b.geometry.height/2:e==mxConstants.DIRECTION_SOUTH?f.y+=b.geometry.height/2:f.x=e==mxConstants.DIRECTION_WEST?f.x-b.geometry.width/2:f.x+b.geometry.width/2);var G=[],V=u;u=z;D=mxUtils.bind(this,function(U){if(null==E||null!=U||null==u&&Q){this.model.beginUpdate();try{if(null==V&&C){var Y=this.getAbsoluteParent(null!=U?U:b);Y=Q?b:this.getCompositeParent(Y);V=null!=U?U:this.duplicateCells([Y], +!1)[0];null!=U&&this.addCells([V],this.model.getParent(b),null,null,null,!0);var O=this.getCellGeometry(V);null!=O&&(null!=U&&"1"==urlParams.sketch&&(e==mxConstants.DIRECTION_NORTH?f.y-=O.height/2:e==mxConstants.DIRECTION_SOUTH?f.y+=O.height/2:f.x=e==mxConstants.DIRECTION_WEST?f.x-O.width/2:f.x+O.width/2),O.x=f.x-O.width/2,O.y=f.y-O.height/2);null!=z?(this.addCells([V],z,null,null,null,!0),u=null):C&&!Q&&this.addCells([V],this.getDefaultParent(),null,null,null,!0)}var qa=mxEvent.isControlDown(m)&& +mxEvent.isShiftDown(m)&&C||null==u&&Q?null:this.insertEdge(this.model.getParent(b),null,"",b,V,this.createCurrentEdgeStyle());if(null!=qa&&this.connectionHandler.insertBeforeSource){var oa=null;for(U=b;null!=U.parent&&null!=U.geometry&&U.geometry.relative&&U.parent!=qa.parent;)U=this.model.getParent(U);null!=U&&null!=U.parent&&U.parent==qa.parent&&(oa=U.parent.getIndex(U),this.model.add(U.parent,qa,oa))}null==u&&null!=V&&null!=b.parent&&Q&&e==mxConstants.DIRECTION_WEST&&(oa=b.parent.getIndex(b),this.model.add(b.parent, +V,oa));null!=qa&&G.push(qa);null==u&&null!=V&&G.push(V);null==V&&null!=qa&&qa.geometry.setTerminalPoint(f,!1);null!=qa&&this.fireEvent(new mxEventObject("cellsInserted","cells",[qa]))}finally{this.model.endUpdate()}}if(null!=K)K(G);else return G});if(null==E||null!=V||!C||null==u&&Q)return D(V);E(d+f.x*k,x+f.y*k,D)}; +Graph.prototype.getIndexableText=function(b){b=null!=b?b:this.model.getDescendants(this.model.root);for(var e=document.createElement("div"),k=[],m,D=0;D<b.length;D++)if(m=b[D],this.model.isVertex(m)||this.model.isEdge(m))this.isHtmlLabel(m)?(e.innerHTML=this.sanitizeHtml(this.getLabel(m)),m=mxUtils.extractTextWithWhitespace([e])):m=this.getLabel(m),m=mxUtils.trim(m.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")),0<m.length&&k.push(m);return k.join(" ")}; +Graph.prototype.convertValueToString=function(b){var e=this.model.getValue(b);if(null!=e&&"object"==typeof e){var k=null;if(this.isReplacePlaceholders(b)&&null!=b.getAttribute("placeholder")){e=b.getAttribute("placeholder");for(var m=b;null==k&&null!=m;)null!=m.value&&"object"==typeof m.value&&(k=m.hasAttribute(e)?null!=m.getAttribute(e)?m.getAttribute(e):"":null),m=this.model.getParent(m)}else k=null,Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=e.getAttribute("label_"+Graph.diagramLanguage)), null==k&&(k=e.getAttribute("label")||"");return k||""}return mxGraph.prototype.convertValueToString.apply(this,arguments)};Graph.prototype.getLinksForState=function(b){return null!=b&&null!=b.text&&null!=b.text.node?b.text.node.getElementsByTagName("a"):null};Graph.prototype.getLinkForCell=function(b){return null!=b.value&&"object"==typeof b.value?(b=b.value.getAttribute("link"),null!=b&&"javascript:"===b.toLowerCase().substring(0,11)&&(b=b.substring(11)),b):null}; Graph.prototype.getLinkTargetForCell=function(b){return null!=b.value&&"object"==typeof b.value?b.value.getAttribute("linkTarget"):null};Graph.prototype.postProcessCellStyle=function(b,e){return this.updateHorizontalStyle(b,this.replaceDefaultColors(b,mxGraph.prototype.postProcessCellStyle.apply(this,arguments)))}; Graph.prototype.updateHorizontalStyle=function(b,e){if(null!=b&&null!=e&&null!=this.layoutManager){var k=this.model.getParent(b);this.model.isVertex(k)&&this.isCellCollapsed(b)&&(b=this.layoutManager.getLayout(k),null!=b&&b.constructor==mxStackLayout&&(e[mxConstants.STYLE_HORIZONTAL]=!b.horizontal))}return e}; -Graph.prototype.replaceDefaultColors=function(b,e){if(null!=e){b=mxUtils.hex2rgb(this.shapeBackgroundColor);var k=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(e,mxConstants.STYLE_FONTCOLOR,k);this.replaceDefaultColor(e,mxConstants.STYLE_FILLCOLOR,b);this.replaceDefaultColor(e,mxConstants.STYLE_STROKECOLOR,k);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BORDER,k);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BACKGROUND,b);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BORDERCOLOR, -k);this.replaceDefaultColor(e,mxConstants.STYLE_SWIMLANE_FILLCOLOR,b);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,b)}return e};Graph.prototype.replaceDefaultColor=function(b,e,k){null!=b&&"default"==b[e]&&null!=k&&(b[e]=k)}; -Graph.prototype.updateAlternateBounds=function(b,e,k){if(null!=b&&null!=e&&null!=this.layoutManager&&null!=e.alternateBounds){var n=this.layoutManager.getLayout(this.model.getParent(b));null!=n&&n.constructor==mxStackLayout&&(n.horizontal?e.alternateBounds.height=0:e.alternateBounds.width=0)}mxGraph.prototype.updateAlternateBounds.apply(this,arguments)};Graph.prototype.isMoveCellsEvent=function(b,e){return mxEvent.isShiftDown(b)||"1"==mxUtils.getValue(e.style,"moveCells","0")}; -Graph.prototype.foldCells=function(b,e,k,n,D){e=null!=e?e:!1;null==k&&(k=this.getFoldableCells(this.getSelectionCells(),b));if(null!=k){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var t=0;t<k.length;t++){var E=this.view.getState(k[t]),d=this.getCellGeometry(k[t]);if(null!=E&&null!=d){var f=Math.round(d.width-E.width/this.view.scale),g=Math.round(d.height-E.height/this.view.scale);if(0!=g||0!=f){var l=this.model.getParent(k[t]),q=this.layoutManager.getLayout(l); -null==q?null!=D&&this.isMoveCellsEvent(D,E)&&this.moveSiblings(E,l,f,g):null!=D&&mxEvent.isAltDown(D)||q.constructor!=mxStackLayout||q.resizeLast||this.resizeParentStacks(l,q,f,g)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(k)}}; -Graph.prototype.moveSiblings=function(b,e,k,n){this.model.beginUpdate();try{var D=this.getCellsBeyond(b.x,b.y,e,!0,!0);for(e=0;e<D.length;e++)if(D[e]!=b.cell){var t=this.view.getState(D[e]),E=this.getCellGeometry(D[e]);null!=t&&null!=E&&(E=E.clone(),E.translate(Math.round(k*Math.max(0,Math.min(1,(t.x-b.x)/b.width))),Math.round(n*Math.max(0,Math.min(1,(t.y-b.y)/b.height)))),this.model.setGeometry(D[e],E))}}finally{this.model.endUpdate()}}; -Graph.prototype.resizeParentStacks=function(b,e,k,n){if(null!=this.layoutManager&&null!=e&&e.constructor==mxStackLayout&&!e.resizeLast){this.model.beginUpdate();try{for(var D=e.horizontal;null!=b&&null!=e&&e.constructor==mxStackLayout&&e.horizontal==D&&!e.resizeLast;){var t=this.getCellGeometry(b),E=this.view.getState(b);null!=E&&null!=t&&(t=t.clone(),e.horizontal?t.width+=k+Math.min(0,E.width/this.view.scale-t.width):t.height+=n+Math.min(0,E.height/this.view.scale-t.height),this.model.setGeometry(b, -t));b=this.model.getParent(b);e=this.layoutManager.getLayout(b)}}finally{this.model.endUpdate()}}};Graph.prototype.isContainer=function(b){var e=this.getCurrentCellStyle(b);return this.isSwimlane(b)?"0"!=e.container:"1"==e.container};Graph.prototype.isCellConnectable=function(b){var e=this.getCurrentCellStyle(b);return null!=e.connectable?"0"!=e.connectable:mxGraph.prototype.isCellConnectable.apply(this,arguments)}; +Graph.prototype.replaceDefaultColors=function(b,e){if(null!=e){b=mxUtils.hex2rgb(this.shapeBackgroundColor);var k=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(e,mxConstants.STYLE_FONTCOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_FILLCOLOR,b,k);this.replaceDefaultColor(e,mxConstants.STYLE_GRADIENTCOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_STROKECOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BORDER,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BACKGROUND, +b,k);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BORDERCOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_SWIMLANE_FILLCOLOR,b,k);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,b,k)}return e};Graph.prototype.replaceDefaultColor=function(b,e,k,m){null!=b&&"default"==b[e]&&null!=k&&(b[e]=this.getDefaultColor(b,e,k,m))};Graph.prototype.getDefaultColor=function(b,e,k,m){e="default"+e.charAt(0).toUpperCase()+e.substring(1);"invert"==b[e]&&(k=m);return k}; +Graph.prototype.updateAlternateBounds=function(b,e,k){if(null!=b&&null!=e&&null!=this.layoutManager&&null!=e.alternateBounds){var m=this.layoutManager.getLayout(this.model.getParent(b));null!=m&&m.constructor==mxStackLayout&&(m.horizontal?e.alternateBounds.height=0:e.alternateBounds.width=0)}mxGraph.prototype.updateAlternateBounds.apply(this,arguments)};Graph.prototype.isMoveCellsEvent=function(b,e){return mxEvent.isShiftDown(b)||"1"==mxUtils.getValue(e.style,"moveCells","0")}; +Graph.prototype.foldCells=function(b,e,k,m,D){e=null!=e?e:!1;null==k&&(k=this.getFoldableCells(this.getSelectionCells(),b));if(null!=k){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var p=0;p<k.length;p++){var E=this.view.getState(k[p]),K=this.getCellGeometry(k[p]);if(null!=E&&null!=K){var Q=Math.round(K.width-E.width/this.view.scale),d=Math.round(K.height-E.height/this.view.scale);if(0!=d||0!=Q){var f=this.model.getParent(k[p]),g=this.layoutManager.getLayout(f); +null==g?null!=D&&this.isMoveCellsEvent(D,E)&&this.moveSiblings(E,f,Q,d):null!=D&&mxEvent.isAltDown(D)||g.constructor!=mxStackLayout||g.resizeLast||this.resizeParentStacks(f,g,Q,d)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(k)}}; +Graph.prototype.moveSiblings=function(b,e,k,m){this.model.beginUpdate();try{var D=this.getCellsBeyond(b.x,b.y,e,!0,!0);for(e=0;e<D.length;e++)if(D[e]!=b.cell){var p=this.view.getState(D[e]),E=this.getCellGeometry(D[e]);null!=p&&null!=E&&(E=E.clone(),E.translate(Math.round(k*Math.max(0,Math.min(1,(p.x-b.x)/b.width))),Math.round(m*Math.max(0,Math.min(1,(p.y-b.y)/b.height)))),this.model.setGeometry(D[e],E))}}finally{this.model.endUpdate()}}; +Graph.prototype.resizeParentStacks=function(b,e,k,m){if(null!=this.layoutManager&&null!=e&&e.constructor==mxStackLayout&&!e.resizeLast){this.model.beginUpdate();try{for(var D=e.horizontal;null!=b&&null!=e&&e.constructor==mxStackLayout&&e.horizontal==D&&!e.resizeLast;){var p=this.getCellGeometry(b),E=this.view.getState(b);null!=E&&null!=p&&(p=p.clone(),e.horizontal?p.width+=k+Math.min(0,E.width/this.view.scale-p.width):p.height+=m+Math.min(0,E.height/this.view.scale-p.height),this.model.setGeometry(b, +p));b=this.model.getParent(b);e=this.layoutManager.getLayout(b)}}finally{this.model.endUpdate()}}};Graph.prototype.isContainer=function(b){var e=this.getCurrentCellStyle(b);return this.isSwimlane(b)?"0"!=e.container:"1"==e.container};Graph.prototype.isCellConnectable=function(b){var e=this.getCurrentCellStyle(b);return null!=e.connectable?"0"!=e.connectable:mxGraph.prototype.isCellConnectable.apply(this,arguments)}; Graph.prototype.isLabelMovable=function(b){var e=this.getCurrentCellStyle(b);return null!=e.movableLabel?"0"!=e.movableLabel:mxGraph.prototype.isLabelMovable.apply(this,arguments)};Graph.prototype.selectAll=function(b){b=b||this.getDefaultParent();this.isCellLocked(b)||mxGraph.prototype.selectAll.apply(this,arguments)};Graph.prototype.selectCells=function(b,e,k){k=k||this.getDefaultParent();this.isCellLocked(k)||mxGraph.prototype.selectCells.apply(this,arguments)}; -Graph.prototype.getSwimlaneAt=function(b,e,k){var n=mxGraph.prototype.getSwimlaneAt.apply(this,arguments);this.isCellLocked(n)&&(n=null);return n};Graph.prototype.isCellFoldable=function(b){var e=this.getCurrentCellStyle(b);return this.foldingEnabled&&"0"!=mxUtils.getValue(e,mxConstants.STYLE_RESIZABLE,"1")&&("1"==e.treeFolding||!this.isCellLocked(b)&&(this.isContainer(b)&&"0"!=e.collapsible||!this.isContainer(b)&&"1"==e.collapsible))}; +Graph.prototype.getSwimlaneAt=function(b,e,k){var m=mxGraph.prototype.getSwimlaneAt.apply(this,arguments);this.isCellLocked(m)&&(m=null);return m};Graph.prototype.isCellFoldable=function(b){var e=this.getCurrentCellStyle(b);return this.foldingEnabled&&"0"!=mxUtils.getValue(e,mxConstants.STYLE_RESIZABLE,"1")&&("1"==e.treeFolding||!this.isCellLocked(b)&&(this.isContainer(b)&&"0"!=e.collapsible||!this.isContainer(b)&&"1"==e.collapsible))}; Graph.prototype.reset=function(){this.isEditing()&&this.stopEditing(!0);this.escape();this.isSelectionEmpty()||this.clearSelection()};Graph.prototype.zoom=function(b,e){b=Math.max(.01,Math.min(this.view.scale*b,160))/this.view.scale;mxGraph.prototype.zoom.apply(this,arguments)};Graph.prototype.zoomIn=function(){.15>this.view.scale?this.zoom((this.view.scale+.01)/this.view.scale):this.zoom(Math.round(this.view.scale*this.zoomFactor*20)/20/this.view.scale)}; Graph.prototype.zoomOut=function(){.15>=this.view.scale?this.zoom((this.view.scale-.01)/this.view.scale):this.zoom(Math.round(1/this.zoomFactor*this.view.scale*20)/20/this.view.scale)}; -Graph.prototype.fitWindow=function(b,e){e=null!=e?e:10;var k=this.container.clientWidth-e,n=this.container.clientHeight-e,D=Math.floor(20*Math.min(k/b.width,n/b.height))/20;this.zoomTo(D);if(mxUtils.hasScrollbars(this.container)){var t=this.view.translate;this.container.scrollTop=(b.y+t.y)*D-Math.max((n-b.height*D)/2+e/2,0);this.container.scrollLeft=(b.x+t.x)*D-Math.max((k-b.width*D)/2+e/2,0)}}; -Graph.prototype.getTooltipForCell=function(b){var e="";if(mxUtils.isNode(b.value)){var k=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=b.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==k&&(k=b.value.getAttribute("tooltip"));if(null!=k)null!=k&&this.isReplacePlaceholders(b)&&(k=this.replacePlaceholders(b,k)),e=this.sanitizeHtml(k);else{k=this.builtInProperties;b=b.value.attributes;var n=[];this.isEnabled()&&(k.push("linkTarget"),k.push("link"));for(var D=0;D<b.length;D++)0> -mxUtils.indexOf(k,b[D].nodeName)&&0<b[D].nodeValue.length&&n.push({name:b[D].nodeName,value:b[D].nodeValue});n.sort(function(t,E){return t.name<E.name?-1:t.name>E.name?1:0});for(D=0;D<n.length;D++)"link"==n[D].name&&this.isCustomLink(n[D].value)||(e+=("link"!=n[D].name?"<b>"+mxUtils.htmlEntities(n[D].name)+":</b> ":"")+mxUtils.htmlEntities(n[D].value)+"\n");0<e.length&&(e=e.substring(0,e.length-1),mxClient.IS_SVG&&(e='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+e+"</div>"))}}return e}; -Graph.prototype.getFlowAnimationStyle=function(){var b=document.getElementsByTagName("head")[0];if(null!=b&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var e=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(e);b.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; +Graph.prototype.fitWindow=function(b,e){e=null!=e?e:10;var k=this.container.clientWidth-e,m=this.container.clientHeight-e,D=Math.floor(20*Math.min(k/b.width,m/b.height))/20;this.zoomTo(D);if(mxUtils.hasScrollbars(this.container)){var p=this.view.translate;this.container.scrollTop=(b.y+p.y)*D-Math.max((m-b.height*D)/2+e/2,0);this.container.scrollLeft=(b.x+p.x)*D-Math.max((k-b.width*D)/2+e/2,0)}}; +Graph.prototype.getTooltipForCell=function(b){var e="";if(mxUtils.isNode(b.value)){var k=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=b.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==k&&(k=b.value.getAttribute("tooltip"));if(null!=k)null!=k&&this.isReplacePlaceholders(b)&&(k=this.replacePlaceholders(b,k)),e=this.sanitizeHtml(k);else{k=this.builtInProperties;b=b.value.attributes;var m=[];this.isEnabled()&&(k.push("linkTarget"),k.push("link"));for(var D=0;D<b.length;D++)(Graph.translateDiagram&& +"label"==b[D].nodeName||0>mxUtils.indexOf(k,b[D].nodeName))&&0<b[D].nodeValue.length&&m.push({name:b[D].nodeName,value:b[D].nodeValue});m.sort(function(p,E){return p.name<E.name?-1:p.name>E.name?1:0});for(D=0;D<m.length;D++)"link"==m[D].name&&this.isCustomLink(m[D].value)||(e+=("link"!=m[D].name?"<b>"+mxUtils.htmlEntities(m[D].name)+":</b> ":"")+mxUtils.htmlEntities(m[D].value)+"\n");0<e.length&&(e=e.substring(0,e.length-1),mxClient.IS_SVG&&(e='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+ +e+"</div>"))}}return e};Graph.prototype.getFlowAnimationStyle=function(){var b=document.getElementsByTagName("head")[0];if(null!=b&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var e=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(e);b.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; Graph.prototype.getFlowAnimationStyleCss=function(b){return"."+b+" {\nanimation: "+b+" 0.5s linear;\nanimation-iteration-count: infinite;\n}\n@keyframes "+b+" {\nto {\nstroke-dashoffset: "+-16*this.view.scale+";\n}\n}"};Graph.prototype.stringToBytes=function(b){return Graph.stringToBytes(b)};Graph.prototype.bytesToString=function(b){return Graph.bytesToString(b)};Graph.prototype.compressNode=function(b){return Graph.compressNode(b)};Graph.prototype.compress=function(b,e){return Graph.compress(b,e)}; Graph.prototype.decompress=function(b,e){return Graph.decompress(b,e)};Graph.prototype.zapGremlins=function(b){return Graph.zapGremlins(b)};HoverIcons=function(b){mxEventSource.call(this);this.graph=b;this.init()};mxUtils.extend(HoverIcons,mxEventSource);HoverIcons.prototype.arrowSpacing=2;HoverIcons.prototype.updateDelay=500;HoverIcons.prototype.activationDelay=140;HoverIcons.prototype.currentState=null;HoverIcons.prototype.activeArrow=null;HoverIcons.prototype.inactiveOpacity=15; HoverIcons.prototype.cssCursor="copy";HoverIcons.prototype.checkCollisions=!0;HoverIcons.prototype.arrowFill="#29b6f2";HoverIcons.prototype.triangleUp=mxClient.IS_SVG?Graph.createSvgImage(18,28,'<path d="m 6 26 L 12 26 L 12 12 L 18 12 L 9 1 L 1 12 L 6 12 z" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>'):new mxImage(IMAGE_PATH+"/triangle-up.png",26,14); @@ -2433,622 +2436,624 @@ HoverIcons.prototype.init=function(){this.arrowUp=this.createArrow(this.triangle this.arrowDown,this.arrowLeft];this.resetHandler=mxUtils.bind(this,function(){this.reset()});this.repaintHandler=mxUtils.bind(this,function(){this.repaint()});this.graph.selectionModel.addListener(mxEvent.CHANGE,this.resetHandler);this.graph.model.addListener(mxEvent.CHANGE,this.repaintHandler);this.graph.view.addListener(mxEvent.SCALE_AND_TRANSLATE,this.repaintHandler);this.graph.view.addListener(mxEvent.TRANSLATE,this.repaintHandler);this.graph.view.addListener(mxEvent.SCALE,this.repaintHandler); this.graph.view.addListener(mxEvent.DOWN,this.repaintHandler);this.graph.view.addListener(mxEvent.UP,this.repaintHandler);this.graph.addListener(mxEvent.ROOT,this.repaintHandler);this.graph.addListener(mxEvent.ESCAPE,this.resetHandler);mxEvent.addListener(this.graph.container,"scroll",this.resetHandler);this.graph.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){this.mouseDownPoint=null}));mxEvent.addListener(this.graph.container,"mouseleave",mxUtils.bind(this,function(k){null!=k.relatedTarget&& mxEvent.getSource(k)==this.graph.container&&this.setDisplay("none")}));this.graph.addListener(mxEvent.START_EDITING,mxUtils.bind(this,function(k){this.reset()}));var b=this.graph.click;this.graph.click=mxUtils.bind(this,function(k){b.apply(this.graph,arguments);null==this.currentState||this.graph.isCellSelected(this.currentState.cell)||!mxEvent.isTouchEvent(k.getEvent())||this.graph.model.isVertex(k.getCell())||this.reset()});var e=!1;this.graph.addMouseListener({mouseDown:mxUtils.bind(this,function(k, -n){e=!1;k=n.getEvent();this.isResetEvent(k)?this.reset():this.isActive()||(n=this.getState(n.getState()),null==n&&mxEvent.isTouchEvent(k)||this.update(n));this.setDisplay("none")}),mouseMove:mxUtils.bind(this,function(k,n){k=n.getEvent();this.isResetEvent(k)?this.reset():this.graph.isMouseDown||mxEvent.isTouchEvent(k)||this.update(this.getState(n.getState()),n.getGraphX(),n.getGraphY());null!=this.graph.connectionHandler&&null!=this.graph.connectionHandler.shape&&(e=!0)}),mouseUp:mxUtils.bind(this, -function(k,n){k=n.getEvent();mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(k),mxEvent.getClientY(k));this.isResetEvent(k)?this.reset():this.isActive()&&!e&&null!=this.mouseDownPoint?this.click(this.currentState,this.getDirection(),n):this.isActive()?1==this.graph.getSelectionCount()&&this.graph.model.isEdge(this.graph.getSelectionCell())?this.reset():this.update(this.getState(this.graph.view.getState(this.graph.getCellAt(n.getGraphX(),n.getGraphY())))):mxEvent.isTouchEvent(k)||null!= -this.bbox&&mxUtils.contains(this.bbox,n.getGraphX(),n.getGraphY())?(this.setDisplay(""),this.repaint()):mxEvent.isTouchEvent(k)||this.reset();e=!1;this.resetActiveArrow()})})};HoverIcons.prototype.isResetEvent=function(b,e){return mxEvent.isAltDown(b)||null==this.activeArrow&&mxEvent.isShiftDown(b)||mxEvent.isPopupTrigger(b)&&!this.graph.isCloneEvent(b)}; -HoverIcons.prototype.createArrow=function(b,e,k){var n=null;n=mxUtils.createImage(b.src);n.style.width=b.width+"px";n.style.height=b.height+"px";n.style.padding=this.tolerance+"px";null!=e&&n.setAttribute("title",e);n.style.position="absolute";n.style.cursor=this.cssCursor;mxEvent.addGestureListeners(n,mxUtils.bind(this,function(D){null==this.currentState||this.isResetEvent(D)||(this.mouseDownPoint=mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(D),mxEvent.getClientY(D)),this.drag(D, -this.mouseDownPoint.x,this.mouseDownPoint.y),this.activeArrow=n,this.setDisplay("none"),mxEvent.consume(D))}));mxEvent.redirectMouseEvents(n,this.graph,this.currentState);mxEvent.addListener(n,"mouseenter",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&(null!=this.activeArrow&&this.activeArrow!=n&&mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.graph.connectionHandler.constraintHandler.reset(),mxUtils.setOpacity(n,100),this.activeArrow=n,this.fireEvent(new mxEventObject("focus", -"arrow",n,"direction",k,"event",D)))}));mxEvent.addListener(n,"mouseleave",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&this.fireEvent(new mxEventObject("blur","arrow",n,"direction",k,"event",D));this.graph.isMouseDown||this.resetActiveArrow()}));return n};HoverIcons.prototype.resetActiveArrow=function(){null!=this.activeArrow&&(mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.activeArrow=null)}; +m){e=!1;k=m.getEvent();this.isResetEvent(k)?this.reset():this.isActive()||(m=this.getState(m.getState()),null==m&&mxEvent.isTouchEvent(k)||this.update(m));this.setDisplay("none")}),mouseMove:mxUtils.bind(this,function(k,m){k=m.getEvent();this.isResetEvent(k)?this.reset():this.graph.isMouseDown||mxEvent.isTouchEvent(k)||this.update(this.getState(m.getState()),m.getGraphX(),m.getGraphY());null!=this.graph.connectionHandler&&null!=this.graph.connectionHandler.shape&&(e=!0)}),mouseUp:mxUtils.bind(this, +function(k,m){k=m.getEvent();mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(k),mxEvent.getClientY(k));this.isResetEvent(k)?this.reset():this.isActive()&&!e&&null!=this.mouseDownPoint?this.click(this.currentState,this.getDirection(),m):this.isActive()?1==this.graph.getSelectionCount()&&this.graph.model.isEdge(this.graph.getSelectionCell())?this.reset():this.update(this.getState(this.graph.view.getState(this.graph.getCellAt(m.getGraphX(),m.getGraphY())))):mxEvent.isTouchEvent(k)||null!= +this.bbox&&mxUtils.contains(this.bbox,m.getGraphX(),m.getGraphY())?(this.setDisplay(""),this.repaint()):mxEvent.isTouchEvent(k)||this.reset();e=!1;this.resetActiveArrow()})})};HoverIcons.prototype.isResetEvent=function(b,e){return mxEvent.isAltDown(b)||null==this.activeArrow&&mxEvent.isShiftDown(b)||mxEvent.isPopupTrigger(b)&&!this.graph.isCloneEvent(b)}; +HoverIcons.prototype.createArrow=function(b,e,k){var m=null;m=mxUtils.createImage(b.src);m.style.width=b.width+"px";m.style.height=b.height+"px";m.style.padding=this.tolerance+"px";null!=e&&m.setAttribute("title",e);m.style.position="absolute";m.style.cursor=this.cssCursor;mxEvent.addGestureListeners(m,mxUtils.bind(this,function(D){null==this.currentState||this.isResetEvent(D)||(this.mouseDownPoint=mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(D),mxEvent.getClientY(D)),this.drag(D, +this.mouseDownPoint.x,this.mouseDownPoint.y),this.activeArrow=m,this.setDisplay("none"),mxEvent.consume(D))}));mxEvent.redirectMouseEvents(m,this.graph,this.currentState);mxEvent.addListener(m,"mouseenter",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&(null!=this.activeArrow&&this.activeArrow!=m&&mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.graph.connectionHandler.constraintHandler.reset(),mxUtils.setOpacity(m,100),this.activeArrow=m,this.fireEvent(new mxEventObject("focus", +"arrow",m,"direction",k,"event",D)))}));mxEvent.addListener(m,"mouseleave",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&this.fireEvent(new mxEventObject("blur","arrow",m,"direction",k,"event",D));this.graph.isMouseDown||this.resetActiveArrow()}));return m};HoverIcons.prototype.resetActiveArrow=function(){null!=this.activeArrow&&(mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.activeArrow=null)}; HoverIcons.prototype.getDirection=function(){var b=mxConstants.DIRECTION_EAST;this.activeArrow==this.arrowUp?b=mxConstants.DIRECTION_NORTH:this.activeArrow==this.arrowDown?b=mxConstants.DIRECTION_SOUTH:this.activeArrow==this.arrowLeft&&(b=mxConstants.DIRECTION_WEST);return b};HoverIcons.prototype.visitNodes=function(b){for(var e=0;e<this.elts.length;e++)null!=this.elts[e]&&b(this.elts[e])};HoverIcons.prototype.removeNodes=function(){this.visitNodes(function(b){null!=b.parentNode&&b.parentNode.removeChild(b)})}; HoverIcons.prototype.setDisplay=function(b){this.visitNodes(function(e){e.style.display=b})};HoverIcons.prototype.isActive=function(){return null!=this.activeArrow&&null!=this.currentState}; HoverIcons.prototype.drag=function(b,e,k){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);null!=this.currentState&&(this.graph.connectionHandler.start(this.currentState,e,k),this.graph.isMouseTrigger=mxEvent.isMouseEvent(b),this.graph.isMouseDown=!0,e=this.graph.selectionCellsHandler.getHandler(this.currentState.cell),null!=e&&e.setHandlesVisible(!1),e=this.graph.connectionHandler.edgeState,null!=b&&mxEvent.isShiftDown(b)&&mxEvent.isControlDown(b)&&null!=e&&"orthogonalEdgeStyle"=== mxUtils.getValue(e.style,mxConstants.STYLE_EDGE,null)&&(b=this.getDirection(),e.cell.style=mxUtils.setStyle(e.cell.style,"sourcePortConstraint",b),e.style.sourcePortConstraint=b))};HoverIcons.prototype.getStateAt=function(b,e,k){return this.graph.view.getState(this.graph.getCellAt(e,k))}; -HoverIcons.prototype.click=function(b,e,k){var n=k.getEvent(),D=k.getGraphX(),t=k.getGraphY();D=this.getStateAt(b,D,t);null==D||!this.graph.model.isEdge(D.cell)||this.graph.isCloneEvent(n)||D.getVisibleTerminalState(!0)!=b&&D.getVisibleTerminalState(!1)!=b?null!=b&&this.execute(b,e,k):(this.graph.setSelectionCell(D.cell),this.reset());k.consume()}; +HoverIcons.prototype.click=function(b,e,k){var m=k.getEvent(),D=k.getGraphX(),p=k.getGraphY();D=this.getStateAt(b,D,p);null==D||!this.graph.model.isEdge(D.cell)||this.graph.isCloneEvent(m)||D.getVisibleTerminalState(!0)!=b&&D.getVisibleTerminalState(!1)!=b?null!=b&&this.execute(b,e,k):(this.graph.setSelectionCell(D.cell),this.reset());k.consume()}; HoverIcons.prototype.execute=function(b,e,k){k=k.getEvent();this.graph.selectCellsForConnectVertex(this.graph.connectVertex(b.cell,e,this.graph.defaultEdgeLength,k,this.graph.isCloneEvent(k),this.graph.isCloneEvent(k)),k,this)};HoverIcons.prototype.reset=function(b){null!=b&&!b||null==this.updateThread||window.clearTimeout(this.updateThread);this.activeArrow=this.currentState=this.mouseDownPoint=null;this.removeNodes();this.bbox=null;this.fireEvent(new mxEventObject("reset"))}; HoverIcons.prototype.repaint=function(){this.bbox=null;if(null!=this.currentState){this.currentState=this.getState(this.currentState);if(null!=this.currentState&&this.graph.model.isVertex(this.currentState.cell)&&this.graph.isCellConnectable(this.currentState.cell)){var b=mxRectangle.fromRectangle(this.currentState);null!=this.currentState.shape&&null!=this.currentState.shape.boundingBox&&(b=mxRectangle.fromRectangle(this.currentState.shape.boundingBox));b.grow(this.graph.tolerance);b.grow(this.arrowSpacing); var e=this.graph.selectionCellsHandler.getHandler(this.currentState.cell);this.graph.isTableRow(this.currentState.cell)&&(e=this.graph.selectionCellsHandler.getHandler(this.graph.model.getParent(this.currentState.cell)));var k=null;null!=e&&(b.x-=e.horizontalOffset/2,b.y-=e.verticalOffset/2,b.width+=e.horizontalOffset,b.height+=e.verticalOffset,null!=e.rotationShape&&null!=e.rotationShape.node&&"hidden"!=e.rotationShape.node.style.visibility&&"none"!=e.rotationShape.node.style.display&&null!=e.rotationShape.boundingBox&& -(k=e.rotationShape.boundingBox));e=mxUtils.bind(this,function(d,f,g){if(null!=k){var l=new mxRectangle(f,g,d.clientWidth,d.clientHeight);mxUtils.intersects(l,k)&&(d==this.arrowUp?g-=l.y+l.height-k.y:d==this.arrowRight?f+=k.x+k.width-l.x:d==this.arrowDown?g+=k.y+k.height-l.y:d==this.arrowLeft&&(f-=l.x+l.width-k.x))}d.style.left=f+"px";d.style.top=g+"px";mxUtils.setOpacity(d,this.inactiveOpacity)});e(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(b.y- +(k=e.rotationShape.boundingBox));e=mxUtils.bind(this,function(K,Q,d){if(null!=k){var f=new mxRectangle(Q,d,K.clientWidth,K.clientHeight);mxUtils.intersects(f,k)&&(K==this.arrowUp?d-=f.y+f.height-k.y:K==this.arrowRight?Q+=k.x+k.width-f.x:K==this.arrowDown?d+=k.y+k.height-f.y:K==this.arrowLeft&&(Q-=f.x+f.width-k.x))}K.style.left=Q+"px";K.style.top=d+"px";mxUtils.setOpacity(K,this.inactiveOpacity)});e(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(b.y- this.triangleUp.height-this.tolerance));e(this.arrowRight,Math.round(b.x+b.width-this.tolerance),Math.round(this.currentState.getCenterY()-this.triangleRight.height/2-this.tolerance));e(this.arrowDown,parseInt(this.arrowUp.style.left),Math.round(b.y+b.height-this.tolerance));e(this.arrowLeft,Math.round(b.x-this.triangleLeft.width-this.tolerance),parseInt(this.arrowRight.style.top));if(this.checkCollisions){e=this.graph.getCellAt(b.x+b.width+this.triangleRight.width/2,this.currentState.getCenterY()); -var n=this.graph.getCellAt(b.x-this.triangleLeft.width/2,this.currentState.getCenterY()),D=this.graph.getCellAt(this.currentState.getCenterX(),b.y-this.triangleUp.height/2);b=this.graph.getCellAt(this.currentState.getCenterX(),b.y+b.height+this.triangleDown.height/2);null!=e&&e==n&&n==D&&D==b&&(b=D=n=e=null);var t=this.graph.getCellGeometry(this.currentState.cell),E=mxUtils.bind(this,function(d,f){var g=this.graph.model.isVertex(d)&&this.graph.getCellGeometry(d);null==d||this.graph.model.isAncestor(d, -this.currentState.cell)||this.graph.isSwimlane(d)||!(null==g||null==t||g.height<3*t.height&&g.width<3*t.width)?f.style.visibility="visible":f.style.visibility="hidden"});E(e,this.arrowRight);E(n,this.arrowLeft);E(D,this.arrowUp);E(b,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), +var m=this.graph.getCellAt(b.x-this.triangleLeft.width/2,this.currentState.getCenterY()),D=this.graph.getCellAt(this.currentState.getCenterX(),b.y-this.triangleUp.height/2);b=this.graph.getCellAt(this.currentState.getCenterX(),b.y+b.height+this.triangleDown.height/2);null!=e&&e==m&&m==D&&D==b&&(b=D=m=e=null);var p=this.graph.getCellGeometry(this.currentState.cell),E=mxUtils.bind(this,function(K,Q){var d=this.graph.model.isVertex(K)&&this.graph.getCellGeometry(K);null==K||this.graph.model.isAncestor(K, +this.currentState.cell)||this.graph.isSwimlane(K)||!(null==d||null==p||d.height<3*p.height&&d.width<3*p.width)?Q.style.visibility="visible":Q.style.visibility="hidden"});E(e,this.arrowRight);E(m,this.arrowLeft);E(D,this.arrowUp);E(b,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), this.arrowRight.setAttribute("title",mxResources.get("plusTooltip")),this.arrowUp.setAttribute("title",mxResources.get("plusTooltip")),this.arrowDown.setAttribute("title",mxResources.get("plusTooltip"))):(this.arrowLeft.removeAttribute("title"),this.arrowRight.removeAttribute("title"),this.arrowUp.removeAttribute("title"),this.arrowDown.removeAttribute("title"))}else this.reset();null!=this.currentState&&(this.bbox=this.computeBoundingBox(),null!=this.bbox&&this.bbox.grow(10))}}; HoverIcons.prototype.computeBoundingBox=function(){var b=this.graph.model.isEdge(this.currentState.cell)?null:mxRectangle.fromRectangle(this.currentState);this.visitNodes(function(e){null!=e.parentNode&&(e=new mxRectangle(e.offsetLeft,e.offsetTop,e.offsetWidth,e.offsetHeight),null==b?b=e:b.add(e))});return b}; HoverIcons.prototype.getState=function(b){if(null!=b)if(b=b.cell,this.graph.getModel().contains(b)){if(this.graph.getModel().isVertex(b)&&!this.graph.isCellConnectable(b)){var e=this.graph.getModel().getParent(b);this.graph.getModel().isVertex(e)&&this.graph.isCellConnectable(e)&&(b=e)}if(this.graph.isCellLocked(b)||this.graph.model.isEdge(b))b=null;b=this.graph.view.getState(b);null!=b&&null==b.style&&(b=null)}else b=null;return b}; -HoverIcons.prototype.update=function(b,e,k){if(!this.graph.connectionArrowsEnabled||null!=b&&"0"==mxUtils.getValue(b.style,"allowArrows","1"))this.reset();else{null!=b&&null!=b.cell.geometry&&b.cell.geometry.relative&&this.graph.model.isEdge(b.cell.parent)&&(b=null);var n=null;this.prev!=b||this.isActive()?(this.startTime=(new Date).getTime(),this.prev=b,n=0,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=b&&(this.updateThread=window.setTimeout(mxUtils.bind(this,function(){this.isActive()|| -this.graph.isMouseDown||this.graph.panningHandler.isActive()||(this.prev=b,this.update(b,e,k))}),this.updateDelay+10))):null!=this.startTime&&(n=(new Date).getTime()-this.startTime);this.setDisplay("");null!=this.currentState&&this.currentState!=b&&n<this.activationDelay&&null!=this.bbox&&!mxUtils.contains(this.bbox,e,k)?this.reset(!1):(null!=this.currentState||n>this.activationDelay)&&this.currentState!=b&&(n>this.updateDelay&&null!=b||null==this.bbox||null==e||null==k||!mxUtils.contains(this.bbox, +HoverIcons.prototype.update=function(b,e,k){if(!this.graph.connectionArrowsEnabled||null!=b&&"0"==mxUtils.getValue(b.style,"allowArrows","1"))this.reset();else{null!=b&&null!=b.cell.geometry&&b.cell.geometry.relative&&this.graph.model.isEdge(b.cell.parent)&&(b=null);var m=null;this.prev!=b||this.isActive()?(this.startTime=(new Date).getTime(),this.prev=b,m=0,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=b&&(this.updateThread=window.setTimeout(mxUtils.bind(this,function(){this.isActive()|| +this.graph.isMouseDown||this.graph.panningHandler.isActive()||(this.prev=b,this.update(b,e,k))}),this.updateDelay+10))):null!=this.startTime&&(m=(new Date).getTime()-this.startTime);this.setDisplay("");null!=this.currentState&&this.currentState!=b&&m<this.activationDelay&&null!=this.bbox&&!mxUtils.contains(this.bbox,e,k)?this.reset(!1):(null!=this.currentState||m>this.activationDelay)&&this.currentState!=b&&(m>this.updateDelay&&null!=b||null==this.bbox||null==e||null==k||!mxUtils.contains(this.bbox, e,k))&&(null!=b&&this.graph.isEnabled()?(this.removeNodes(),this.setCurrentState(b),this.repaint(),this.graph.connectionHandler.constraintHandler.currentFocus!=b&&this.graph.connectionHandler.constraintHandler.reset()):this.reset())}}; -HoverIcons.prototype.setCurrentState=function(b){"eastwest"!=b.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=b};Graph.prototype.createParent=function(b,e,k,n,D){b=this.cloneCell(b);for(var t=0;t<k;t++){var E=this.cloneCell(e),d=this.getCellGeometry(E);null!=d&&(d.x+=t*n,d.y+=t*D);b.insert(E)}return b}; -Graph.prototype.createTable=function(b,e,k,n,D,t,E,d,f){k=null!=k?k:60;n=null!=n?n:40;t=null!=t?t:30;d=null!=d?d:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";f=null!=f?f:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, -null,null!=D?D:"",0,0,e*k,b*n+(null!=D?t:0),null!=E?E:"shape=table;startSize="+(null!=D?t:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,e*k,n,d),this.createVertex(null,null,"",0,0,k,n,f),e,k,0),b,0,n)}; -Graph.prototype.setTableValues=function(b,e,k){for(var n=this.model.getChildCells(b,!0),D=0;D<n.length;D++)if(null!=k&&(n[D].value=k[D]),null!=e)for(var t=this.model.getChildCells(n[D],!0),E=0;E<t.length;E++)null!=e[D][E]&&(t[E].value=e[D][E]);return b}; -Graph.prototype.createCrossFunctionalSwimlane=function(b,e,k,n,D,t,E,d,f){k=null!=k?k:120;n=null!=n?n:120;E=null!=E?E:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";d=null!=d?d:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; -f=null!=f?f:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=0;collapsible=0;recursiveResize=0;expand=0;";D=this.createVertex(null,null,null!=D?D:"",0,0,e*k,b*n,null!=t?t:"shape=table;childLayout=tableLayout;"+(null==D?"startSize=0;fillColor=none;":"startSize=40;")+"collapsible=0;recursiveResize=0;expand=0;");t=mxUtils.getValue(this.getCellStyle(D),mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE);D.geometry.width+=t;D.geometry.height+=t;E=this.createVertex(null, -null,"",0,t,e*k+t,n,E);D.insert(this.createParent(E,this.createVertex(null,null,"",t,0,k,n,d),e,k,0));return 1<b?(E.geometry.y=n+t,this.createParent(D,this.createParent(E,this.createVertex(null,null,"",t,0,k,n,f),e,k,0),b-1,0,n)):D}; -Graph.prototype.visitTableCells=function(b,e){var k=null,n=this.model.getChildCells(b,!0);b=this.getActualStartSize(b,!0);for(var D=0;D<n.length;D++){for(var t=this.getActualStartSize(n[D],!0),E=this.model.getChildCells(n[D],!0),d=this.getCellStyle(n[D],!0),f=null,g=[],l=0;l<E.length;l++){var q=this.getCellGeometry(E[l]),z={cell:E[l],rospan:1,colspan:1,row:D,col:l,geo:q};q=null!=q.alternateBounds?q.alternateBounds:q;z.point=new mxPoint(q.width+(null!=f?f.point.x:b.x+t.x),q.height+(null!=k&&null!= -k[0]?k[0].point.y:b.y+t.y));z.actual=z;null!=k&&null!=k[l]&&1<k[l].rowspan?(z.rowspan=k[l].rowspan-1,z.colspan=k[l].colspan,z.actual=k[l].actual):null!=f&&1<f.colspan?(z.rowspan=f.rowspan,z.colspan=f.colspan-1,z.actual=f.actual):(f=this.getCurrentCellStyle(E[l],!0),null!=f&&(z.rowspan=parseInt(f.rowspan||1),z.colspan=parseInt(f.colspan||1)));f=1==mxUtils.getValue(d,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(d,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;e(z,E.length, -n.length,b.x+(f?t.x:0),b.y+(f?t.y:0));g.push(z);f=z}k=g}};Graph.prototype.getTableLines=function(b,e,k){var n=[],D=[];(e||k)&&this.visitTableCells(b,mxUtils.bind(this,function(t,E,d,f,g){e&&t.row<d-1&&(null==n[t.row]&&(n[t.row]=[new mxPoint(f,t.point.y)]),1<t.rowspan&&n[t.row].push(null),n[t.row].push(t.point));k&&t.col<E-1&&(null==D[t.col]&&(D[t.col]=[new mxPoint(t.point.x,g)]),1<t.colspan&&D[t.col].push(null),D[t.col].push(t.point))}));return n.concat(D)}; +HoverIcons.prototype.setCurrentState=function(b){"eastwest"!=b.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=b};Graph.prototype.createParent=function(b,e,k,m,D){b=this.cloneCell(b);for(var p=0;p<k;p++){var E=this.cloneCell(e),K=this.getCellGeometry(E);null!=K&&(K.x+=p*m,K.y+=p*D);b.insert(E)}return b}; +Graph.prototype.createTable=function(b,e,k,m,D,p,E,K,Q){k=null!=k?k:60;m=null!=m?m:40;p=null!=p?p:30;K=null!=K?K:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";Q=null!=Q?Q:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, +null,null!=D?D:"",0,0,e*k,b*m+(null!=D?p:0),null!=E?E:"shape=table;startSize="+(null!=D?p:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,e*k,m,K),this.createVertex(null,null,"",0,0,k,m,Q),e,k,0),b,0,m)}; +Graph.prototype.setTableValues=function(b,e,k){for(var m=this.model.getChildCells(b,!0),D=0;D<m.length;D++)if(null!=k&&(m[D].value=k[D]),null!=e)for(var p=this.model.getChildCells(m[D],!0),E=0;E<p.length;E++)null!=e[D][E]&&(p[E].value=e[D][E]);return b}; +Graph.prototype.createCrossFunctionalSwimlane=function(b,e,k,m,D,p,E,K,Q){k=null!=k?k:120;m=null!=m?m:120;E=null!=E?E:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";K=null!=K?K:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; +Q=null!=Q?Q:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=0;collapsible=0;recursiveResize=0;expand=0;";D=this.createVertex(null,null,null!=D?D:"",0,0,e*k,b*m,null!=p?p:"shape=table;childLayout=tableLayout;"+(null==D?"startSize=0;fillColor=none;":"startSize=40;")+"collapsible=0;recursiveResize=0;expand=0;");p=mxUtils.getValue(this.getCellStyle(D),mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE);D.geometry.width+=p;D.geometry.height+=p;E=this.createVertex(null, +null,"",0,p,e*k+p,m,E);D.insert(this.createParent(E,this.createVertex(null,null,"",p,0,k,m,K),e,k,0));return 1<b?(E.geometry.y=m+p,this.createParent(D,this.createParent(E,this.createVertex(null,null,"",p,0,k,m,Q),e,k,0),b-1,0,m)):D}; +Graph.prototype.visitTableCells=function(b,e){var k=null,m=this.model.getChildCells(b,!0);b=this.getActualStartSize(b,!0);for(var D=0;D<m.length;D++){for(var p=this.getActualStartSize(m[D],!0),E=this.model.getChildCells(m[D],!0),K=this.getCellStyle(m[D],!0),Q=null,d=[],f=0;f<E.length;f++){var g=this.getCellGeometry(E[f]),x={cell:E[f],rospan:1,colspan:1,row:D,col:f,geo:g};g=null!=g.alternateBounds?g.alternateBounds:g;x.point=new mxPoint(g.width+(null!=Q?Q.point.x:b.x+p.x),g.height+(null!=k&&null!= +k[0]?k[0].point.y:b.y+p.y));x.actual=x;null!=k&&null!=k[f]&&1<k[f].rowspan?(x.rowspan=k[f].rowspan-1,x.colspan=k[f].colspan,x.actual=k[f].actual):null!=Q&&1<Q.colspan?(x.rowspan=Q.rowspan,x.colspan=Q.colspan-1,x.actual=Q.actual):(Q=this.getCurrentCellStyle(E[f],!0),null!=Q&&(x.rowspan=parseInt(Q.rowspan||1),x.colspan=parseInt(Q.colspan||1)));Q=1==mxUtils.getValue(K,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(K,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;e(x,E.length, +m.length,b.x+(Q?p.x:0),b.y+(Q?p.y:0));d.push(x);Q=x}k=d}};Graph.prototype.getTableLines=function(b,e,k){var m=[],D=[];(e||k)&&this.visitTableCells(b,mxUtils.bind(this,function(p,E,K,Q,d){e&&p.row<K-1&&(null==m[p.row]&&(m[p.row]=[new mxPoint(Q,p.point.y)]),1<p.rowspan&&m[p.row].push(null),m[p.row].push(p.point));k&&p.col<E-1&&(null==D[p.col]&&(D[p.col]=[new mxPoint(p.point.x,d)]),1<p.colspan&&D[p.col].push(null),D[p.col].push(p.point))}));return m.concat(D)}; Graph.prototype.isTableCell=function(b){return this.model.isVertex(b)&&this.isTableRow(this.model.getParent(b))};Graph.prototype.isTableRow=function(b){return this.model.isVertex(b)&&this.isTable(this.model.getParent(b))};Graph.prototype.isTable=function(b){b=this.getCellStyle(b);return null!=b&&"tableLayout"==b.childLayout};Graph.prototype.isStack=function(b){b=this.getCellStyle(b);return null!=b&&"stackLayout"==b.childLayout}; Graph.prototype.isStackChild=function(b){return this.model.isVertex(b)&&this.isStack(this.model.getParent(b))}; -Graph.prototype.setTableRowHeight=function(b,e,k){k=null!=k?k:!0;var n=this.getModel();n.beginUpdate();try{var D=this.getCellGeometry(b);if(null!=D){D=D.clone();D.height+=e;n.setGeometry(b,D);var t=n.getParent(b),E=n.getChildCells(t,!0);if(!k){var d=mxUtils.indexOf(E,b);if(d<E.length-1){var f=E[d+1],g=this.getCellGeometry(f);null!=g&&(g=g.clone(),g.y+=e,g.height-=e,n.setGeometry(f,g))}}var l=this.getCellGeometry(t);null!=l&&(k||(k=b==E[E.length-1]),k&&(l=l.clone(),l.height+=e,n.setGeometry(t,l)))}}finally{n.endUpdate()}}; -Graph.prototype.setTableColumnWidth=function(b,e,k){k=null!=k?k:!1;var n=this.getModel(),D=n.getParent(b),t=n.getParent(D),E=n.getChildCells(D,!0);b=mxUtils.indexOf(E,b);var d=b==E.length-1;n.beginUpdate();try{for(var f=n.getChildCells(t,!0),g=0;g<f.length;g++){D=f[g];E=n.getChildCells(D,!0);var l=E[b],q=this.getCellGeometry(l);null!=q&&(q=q.clone(),q.width+=e,null!=q.alternateBounds&&(q.alternateBounds.width+=e),n.setGeometry(l,q));b<E.length-1&&(l=E[b+1],q=this.getCellGeometry(l),null!=q&&(q=q.clone(), -q.x+=e,k||(q.width-=e,null!=q.alternateBounds&&(q.alternateBounds.width-=e)),n.setGeometry(l,q)))}if(d||k){var z=this.getCellGeometry(t);null!=z&&(z=z.clone(),z.width+=e,n.setGeometry(t,z))}null!=this.layoutManager&&this.layoutManager.executeLayout(t)}finally{n.endUpdate()}};function TableLayout(b){mxGraphLayout.call(this,b)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; -TableLayout.prototype.isVertexIgnored=function(b){return!this.graph.getModel().isVertex(b)||!this.graph.isCellVisible(b)};TableLayout.prototype.getSize=function(b,e){for(var k=0,n=0;n<b.length;n++)if(!this.isVertexIgnored(b[n])){var D=this.graph.getCellGeometry(b[n]);null!=D&&(k+=e?D.width:D.height)}return k}; -TableLayout.prototype.getRowLayout=function(b,e){var k=this.graph.model.getChildCells(b,!0),n=this.graph.getActualStartSize(b,!0);b=this.getSize(k,!0);e=e-n.x-n.width;var D=[];n=n.x;for(var t=0;t<k.length;t++){var E=this.graph.getCellGeometry(k[t]);null!=E&&(n+=(null!=E.alternateBounds?E.alternateBounds.width:E.width)*e/b,D.push(Math.round(n)))}return D}; -TableLayout.prototype.layoutRow=function(b,e,k,n){var D=this.graph.getModel(),t=D.getChildCells(b,!0);b=this.graph.getActualStartSize(b,!0);var E=b.x,d=0;null!=e&&(e=e.slice(),e.splice(0,0,b.x));for(var f=0;f<t.length;f++){var g=this.graph.getCellGeometry(t[f]);null!=g&&(g=g.clone(),g.y=b.y,g.height=k-b.y-b.height,null!=e?(g.x=e[f],g.width=e[f+1]-g.x,f==t.length-1&&f<e.length-2&&(g.width=n-g.x-b.x-b.width)):(g.x=E,E+=g.width,f==t.length-1?g.width=n-b.x-b.width-d:d+=g.width),g.alternateBounds=new mxRectangle(0, -0,g.width,g.height),D.setGeometry(t[f],g))}return d}; -TableLayout.prototype.execute=function(b){if(null!=b){var e=this.graph.getActualStartSize(b,!0),k=this.graph.getCellGeometry(b),n=this.graph.getCellStyle(b),D="1"==mxUtils.getValue(n,"resizeLastRow","0"),t="1"==mxUtils.getValue(n,"resizeLast","0");n="1"==mxUtils.getValue(n,"fixedRows","0");var E=this.graph.getModel(),d=0;E.beginUpdate();try{for(var f=k.height-e.y-e.height,g=k.width-e.x-e.width,l=E.getChildCells(b,!0),q=0;q<l.length;q++)E.setVisible(l[q],!0);var z=this.getSize(l,!1);if(0<f&&0<g&&0< -l.length&&0<z){if(D){var F=this.graph.getCellGeometry(l[l.length-1]);null!=F&&(F=F.clone(),F.height=f-z+F.height,E.setGeometry(l[l.length-1],F))}var C=t?null:this.getRowLayout(l[0],g),I=[],G=e.y;for(q=0;q<l.length;q++)F=this.graph.getCellGeometry(l[q]),null!=F&&(F=F.clone(),F.x=e.x,F.width=g,F.y=Math.round(G),G=D||n?G+F.height:G+F.height/z*f,F.height=Math.round(G)-F.y,E.setGeometry(l[q],F)),d=Math.max(d,this.layoutRow(l[q],C,F.height,g,I));n&&f<z&&(k=k.clone(),k.height=G+e.height,E.setGeometry(b, -k));t&&g<d+Graph.minTableColumnWidth&&(k=k.clone(),k.width=d+e.width+e.x+Graph.minTableColumnWidth,E.setGeometry(b,k));this.graph.visitTableCells(b,mxUtils.bind(this,function(Z){E.setVisible(Z.cell,Z.actual.cell==Z.cell);if(Z.actual.cell!=Z.cell){if(Z.actual.row==Z.row){var ca=null!=Z.geo.alternateBounds?Z.geo.alternateBounds:Z.geo;Z.actual.geo.width+=ca.width}Z.actual.col==Z.col&&(ca=null!=Z.geo.alternateBounds?Z.geo.alternateBounds:Z.geo,Z.actual.geo.height+=ca.height)}}))}else for(q=0;q<l.length;q++)E.setVisible(l[q], +Graph.prototype.setTableRowHeight=function(b,e,k){k=null!=k?k:!0;var m=this.getModel();m.beginUpdate();try{var D=this.getCellGeometry(b);if(null!=D){D=D.clone();D.height+=e;m.setGeometry(b,D);var p=m.getParent(b),E=m.getChildCells(p,!0);if(!k){var K=mxUtils.indexOf(E,b);if(K<E.length-1){var Q=E[K+1],d=this.getCellGeometry(Q);null!=d&&(d=d.clone(),d.y+=e,d.height-=e,m.setGeometry(Q,d))}}var f=this.getCellGeometry(p);null!=f&&(k||(k=b==E[E.length-1]),k&&(f=f.clone(),f.height+=e,m.setGeometry(p,f)))}}finally{m.endUpdate()}}; +Graph.prototype.setTableColumnWidth=function(b,e,k){k=null!=k?k:!1;var m=this.getModel(),D=m.getParent(b),p=m.getParent(D),E=m.getChildCells(D,!0);b=mxUtils.indexOf(E,b);var K=b==E.length-1;m.beginUpdate();try{for(var Q=m.getChildCells(p,!0),d=0;d<Q.length;d++){D=Q[d];E=m.getChildCells(D,!0);var f=E[b],g=this.getCellGeometry(f);null!=g&&(g=g.clone(),g.width+=e,null!=g.alternateBounds&&(g.alternateBounds.width+=e),m.setGeometry(f,g));b<E.length-1&&(f=E[b+1],g=this.getCellGeometry(f),null!=g&&(g=g.clone(), +g.x+=e,k||(g.width-=e,null!=g.alternateBounds&&(g.alternateBounds.width-=e)),m.setGeometry(f,g)))}if(K||k){var x=this.getCellGeometry(p);null!=x&&(x=x.clone(),x.width+=e,m.setGeometry(p,x))}null!=this.layoutManager&&this.layoutManager.executeLayout(p)}finally{m.endUpdate()}};function TableLayout(b){mxGraphLayout.call(this,b)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; +TableLayout.prototype.isVertexIgnored=function(b){return!this.graph.getModel().isVertex(b)||!this.graph.isCellVisible(b)};TableLayout.prototype.getSize=function(b,e){for(var k=0,m=0;m<b.length;m++)if(!this.isVertexIgnored(b[m])){var D=this.graph.getCellGeometry(b[m]);null!=D&&(k+=e?D.width:D.height)}return k}; +TableLayout.prototype.getRowLayout=function(b,e){var k=this.graph.model.getChildCells(b,!0),m=this.graph.getActualStartSize(b,!0);b=this.getSize(k,!0);e=e-m.x-m.width;var D=[];m=m.x;for(var p=0;p<k.length;p++){var E=this.graph.getCellGeometry(k[p]);null!=E&&(m+=(null!=E.alternateBounds?E.alternateBounds.width:E.width)*e/b,D.push(Math.round(m)))}return D}; +TableLayout.prototype.layoutRow=function(b,e,k,m){var D=this.graph.getModel(),p=D.getChildCells(b,!0);b=this.graph.getActualStartSize(b,!0);var E=b.x,K=0;null!=e&&(e=e.slice(),e.splice(0,0,b.x));for(var Q=0;Q<p.length;Q++){var d=this.graph.getCellGeometry(p[Q]);null!=d&&(d=d.clone(),d.y=b.y,d.height=k-b.y-b.height,null!=e?(d.x=e[Q],d.width=e[Q+1]-d.x,Q==p.length-1&&Q<e.length-2&&(d.width=m-d.x-b.x-b.width)):(d.x=E,E+=d.width,Q==p.length-1?d.width=m-b.x-b.width-K:K+=d.width),d.alternateBounds=new mxRectangle(0, +0,d.width,d.height),D.setGeometry(p[Q],d))}return K}; +TableLayout.prototype.execute=function(b){if(null!=b){var e=this.graph.getActualStartSize(b,!0),k=this.graph.getCellGeometry(b),m=this.graph.getCellStyle(b),D="1"==mxUtils.getValue(m,"resizeLastRow","0"),p="1"==mxUtils.getValue(m,"resizeLast","0");m="1"==mxUtils.getValue(m,"fixedRows","0");var E=this.graph.getModel(),K=0;E.beginUpdate();try{for(var Q=k.height-e.y-e.height,d=k.width-e.x-e.width,f=E.getChildCells(b,!0),g=0;g<f.length;g++)E.setVisible(f[g],!0);var x=this.getSize(f,!1);if(0<Q&&0<d&&0< +f.length&&0<x){if(D){var z=this.graph.getCellGeometry(f[f.length-1]);null!=z&&(z=z.clone(),z.height=Q-x+z.height,E.setGeometry(f[f.length-1],z))}var u=p?null:this.getRowLayout(f[0],d),H=[],L=e.y;for(g=0;g<f.length;g++)z=this.graph.getCellGeometry(f[g]),null!=z&&(z=z.clone(),z.x=e.x,z.width=d,z.y=Math.round(L),L=D||m?L+z.height:L+z.height/x*Q,z.height=Math.round(L)-z.y,E.setGeometry(f[g],z)),K=Math.max(K,this.layoutRow(f[g],u,z.height,d,H));m&&Q<x&&(k=k.clone(),k.height=L+e.height,E.setGeometry(b, +k));p&&d<K+Graph.minTableColumnWidth&&(k=k.clone(),k.width=K+e.width+e.x+Graph.minTableColumnWidth,E.setGeometry(b,k));this.graph.visitTableCells(b,mxUtils.bind(this,function(C){E.setVisible(C.cell,C.actual.cell==C.cell);if(C.actual.cell!=C.cell){if(C.actual.row==C.row){var G=null!=C.geo.alternateBounds?C.geo.alternateBounds:C.geo;C.actual.geo.width+=G.width}C.actual.col==C.col&&(G=null!=C.geo.alternateBounds?C.geo.alternateBounds:C.geo,C.actual.geo.height+=G.height)}}))}else for(g=0;g<f.length;g++)E.setVisible(f[g], !1)}finally{E.endUpdate()}}}; -(function(){var b=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){b.apply(this,arguments);this.validEdges=[]};var e=mxGraphView.prototype.validateCellState;mxGraphView.prototype.validateCellState=function(l,q){q=null!=q?q:!0;var z=this.getState(l);null!=z&&q&&this.graph.model.isEdge(z.cell)&&null!=z.style&&1!=z.style[mxConstants.STYLE_CURVED]&&!z.invalid&&this.updateLineJumps(z)&&this.graph.cellRenderer.redraw(z,!1,this.isRendering());z=e.apply(this, -arguments);null!=z&&q&&this.graph.model.isEdge(z.cell)&&null!=z.style&&1!=z.style[mxConstants.STYLE_CURVED]&&this.validEdges.push(z);return z};var k=mxShape.prototype.paint;mxShape.prototype.paint=function(){k.apply(this,arguments);if(null!=this.state&&null!=this.node&&this.state.view.graph.enableFlowAnimation&&this.state.view.graph.model.isEdge(this.state.cell)&&"1"==mxUtils.getValue(this.state.style,"flowAnimation","0")){var l=this.node.getElementsByTagName("path");if(1<l.length){"1"!=mxUtils.getValue(this.state.style, -mxConstants.STYLE_DASHED,"0")&&l[1].setAttribute("stroke-dasharray",8*this.state.view.scale);var q=this.state.view.graph.getFlowAnimationStyle();null!=q&&l[1].setAttribute("class",q.getAttribute("id"))}}};var n=mxCellRenderer.prototype.isShapeInvalid;mxCellRenderer.prototype.isShapeInvalid=function(l,q){return n.apply(this,arguments)||null!=l.routedPoints&&null!=q.routedPoints&&!mxUtils.equalPoints(q.routedPoints,l.routedPoints)};var D=mxGraphView.prototype.updateCellState;mxGraphView.prototype.updateCellState= -function(l){D.apply(this,arguments);this.graph.model.isEdge(l.cell)&&1!=l.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(l)};mxGraphView.prototype.updateLineJumps=function(l){var q=l.absolutePoints;if(Graph.lineJumpsEnabled){var z=null!=l.routedPoints,F=null;if(null!=q&&null!=this.validEdges&&"none"!==mxUtils.getValue(l.style,"jumpStyle","none")){var C=function(R,sa,M){var ka=new mxPoint(sa,M);ka.type=R;F.push(ka);ka=null!=l.routedPoints?l.routedPoints[F.length-1]:null;return null==ka||ka.type!= -R||ka.x!=sa||ka.y!=M},I=.5*this.scale;z=!1;F=[];for(var G=0;G<q.length-1;G++){for(var Z=q[G+1],ca=q[G],ba=[],Y=q[G+2];G<q.length-2&&mxUtils.ptSegDistSq(ca.x,ca.y,Y.x,Y.y,Z.x,Z.y)<1*this.scale*this.scale;)Z=Y,G++,Y=q[G+2];z=C(0,ca.x,ca.y)||z;for(var O=0;O<this.validEdges.length;O++){var la=this.validEdges[O],aa=la.absolutePoints;if(null!=aa&&mxUtils.intersects(l,la)&&"1"!=la.style.noJump)for(la=0;la<aa.length-1;la++){var ia=aa[la+1],X=aa[la];for(Y=aa[la+2];la<aa.length-2&&mxUtils.ptSegDistSq(X.x,X.y, -Y.x,Y.y,ia.x,ia.y)<1*this.scale*this.scale;)ia=Y,la++,Y=aa[la+2];Y=mxUtils.intersection(ca.x,ca.y,Z.x,Z.y,X.x,X.y,ia.x,ia.y);if(null!=Y&&(Math.abs(Y.x-ca.x)>I||Math.abs(Y.y-ca.y)>I)&&(Math.abs(Y.x-Z.x)>I||Math.abs(Y.y-Z.y)>I)&&(Math.abs(Y.x-X.x)>I||Math.abs(Y.y-X.y)>I)&&(Math.abs(Y.x-ia.x)>I||Math.abs(Y.y-ia.y)>I)){ia=Y.x-ca.x;X=Y.y-ca.y;Y={distSq:ia*ia+X*X,x:Y.x,y:Y.y};for(ia=0;ia<ba.length;ia++)if(ba[ia].distSq>Y.distSq){ba.splice(ia,0,Y);Y=null;break}null==Y||0!=ba.length&&ba[ba.length-1].x=== -Y.x&&ba[ba.length-1].y===Y.y||ba.push(Y)}}}for(la=0;la<ba.length;la++)z=C(1,ba[la].x,ba[la].y)||z}Y=q[q.length-1];z=C(0,Y.x,Y.y)||z}l.routedPoints=F;return z}return!1};var t=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(l,q,z){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)t.apply(this,arguments);else{var F=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE, -mxConstants.LINE_ARCSIZE)/2,C=(parseInt(mxUtils.getValue(this.style,"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,I=mxUtils.getValue(this.style,"jumpStyle","none"),G=!0,Z=null,ca=null,ba=[],Y=null;l.begin();for(var O=0;O<this.state.routedPoints.length;O++){var la=this.state.routedPoints[O],aa=new mxPoint(la.x/this.scale,la.y/this.scale);0==O?aa=q[0]:O==this.state.routedPoints.length-1&&(aa=q[q.length-1]);var ia=!1;if(null!=Z&&1==la.type){var X=this.state.routedPoints[O+1];la=X.x/this.scale- -aa.x;X=X.y/this.scale-aa.y;la=la*la+X*X;null==Y&&(Y=new mxPoint(aa.x-Z.x,aa.y-Z.y),ca=Math.sqrt(Y.x*Y.x+Y.y*Y.y),0<ca?(Y.x=Y.x*C/ca,Y.y=Y.y*C/ca):Y=null);la>C*C&&0<ca&&(la=Z.x-aa.x,X=Z.y-aa.y,la=la*la+X*X,la>C*C&&(ia=new mxPoint(aa.x-Y.x,aa.y-Y.y),la=new mxPoint(aa.x+Y.x,aa.y+Y.y),ba.push(ia),this.addPoints(l,ba,z,F,!1,null,G),ba=0>Math.round(Y.x)||0==Math.round(Y.x)&&0>=Math.round(Y.y)?1:-1,G=!1,"sharp"==I?(l.lineTo(ia.x-Y.y*ba,ia.y+Y.x*ba),l.lineTo(la.x-Y.y*ba,la.y+Y.x*ba),l.lineTo(la.x,la.y)): -"line"==I?(l.moveTo(ia.x+Y.y*ba,ia.y-Y.x*ba),l.lineTo(ia.x-Y.y*ba,ia.y+Y.x*ba),l.moveTo(la.x-Y.y*ba,la.y+Y.x*ba),l.lineTo(la.x+Y.y*ba,la.y-Y.x*ba),l.moveTo(la.x,la.y)):"arc"==I?(ba*=1.3,l.curveTo(ia.x-Y.y*ba,ia.y+Y.x*ba,la.x-Y.y*ba,la.y+Y.x*ba,la.x,la.y)):(l.moveTo(la.x,la.y),G=!0),ba=[la],ia=!0))}else Y=null;ia||(ba.push(aa),Z=aa)}this.addPoints(l,ba,z,F,!1,null,G);l.stroke()}};var E=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(l,q,z,F){return null!= -q&&"centerPerimeter"==q.style[mxConstants.STYLE_PERIMETER]?new mxPoint(q.getCenterX(),q.getCenterY()):E.apply(this,arguments)};var d=mxGraphView.prototype.updateFloatingTerminalPoint;mxGraphView.prototype.updateFloatingTerminalPoint=function(l,q,z,F){if(null==q||null==l||"1"!=q.style.snapToPoint&&"1"!=l.style.snapToPoint)d.apply(this,arguments);else{q=this.getTerminalPort(l,q,F);var C=this.getNextPoint(l,z,F),I=this.graph.isOrthogonal(l),G=mxUtils.toRadians(Number(q.style[mxConstants.STYLE_ROTATION]|| -"0")),Z=new mxPoint(q.getCenterX(),q.getCenterY());if(0!=G){var ca=Math.cos(-G),ba=Math.sin(-G);C=mxUtils.getRotatedPoint(C,ca,ba,Z)}ca=parseFloat(l.style[mxConstants.STYLE_PERIMETER_SPACING]||0);ca+=parseFloat(l.style[F?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);C=this.getPerimeterPoint(q,C,0==G&&I,ca);0!=G&&(ca=Math.cos(G),ba=Math.sin(G),C=mxUtils.getRotatedPoint(C,ca,ba,Z));l.setAbsoluteTerminalPoint(this.snapToAnchorPoint(l,q,z,F,C),F)}};mxGraphView.prototype.snapToAnchorPoint= -function(l,q,z,F,C){if(null!=q&&null!=l){l=this.graph.getAllConnectionConstraints(q);F=z=null;if(null!=l)for(var I=0;I<l.length;I++){var G=this.graph.getConnectionPoint(q,l[I]);if(null!=G){var Z=(G.x-C.x)*(G.x-C.x)+(G.y-C.y)*(G.y-C.y);if(null==F||Z<F)z=G,F=Z}}null!=z&&(C=z)}return C};var f=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(l,q,z){var F=f.apply(this,arguments);"1"==l.getAttribute("placeholders")&&null!=z.state&&(F=z.state.view.graph.replacePlaceholders(z.state.cell, -F));return F};var g=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape=function(l){if(null!=l.style&&"undefined"!==typeof pako){var q=mxUtils.getValue(l.style,mxConstants.STYLE_SHAPE,null);if(null!=q&&"string"===typeof q&&"stencil("==q.substring(0,8))try{var z=q.substring(8,q.length-1),F=mxUtils.parseXml(Graph.decompress(z));return new mxShape(new mxStencil(F.documentElement))}catch(C){null!=window.console&&console.log("Error in shape: "+C)}}return g.apply(this,arguments)}})(); -mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0;mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[];mxStencilRegistry.filesLoaded={}; -mxStencilRegistry.getStencil=function(b){var e=mxStencilRegistry.stencils[b];if(null==e&&null==mxCellRenderer.defaultShapes[b]&&mxStencilRegistry.dynamicLoading){var k=mxStencilRegistry.getBasenameForStencil(b);if(null!=k){e=mxStencilRegistry.libraries[k];if(null!=e){if(null==mxStencilRegistry.packages[k]){for(var n=0;n<e.length;n++){var D=e[n];if(!mxStencilRegistry.filesLoaded[D])if(mxStencilRegistry.filesLoaded[D]=!0,".xml"==D.toLowerCase().substring(D.length-4,D.length))mxStencilRegistry.loadStencilSet(D, -null);else if(".js"==D.toLowerCase().substring(D.length-3,D.length))try{if(mxStencilRegistry.allowEval){var t=mxUtils.load(D);null!=t&&200<=t.getStatus()&&299>=t.getStatus()&&eval.call(window,t.getText())}}catch(E){null!=window.console&&console.log("error in getStencil:",b,k,e,D,E)}}mxStencilRegistry.packages[k]=1}}else k=k.replace("_-_","_"),mxStencilRegistry.loadStencilSet(STENCIL_PATH+"/"+k+".xml",null);e=mxStencilRegistry.stencils[b]}}return e}; +(function(){var b=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){b.apply(this,arguments);this.validEdges=[]};var e=mxGraphView.prototype.validateCellState;mxGraphView.prototype.validateCellState=function(f,g){g=null!=g?g:!0;var x=this.getState(f);null!=x&&g&&this.graph.model.isEdge(x.cell)&&null!=x.style&&1!=x.style[mxConstants.STYLE_CURVED]&&!x.invalid&&this.updateLineJumps(x)&&this.graph.cellRenderer.redraw(x,!1,this.isRendering());x=e.apply(this, +arguments);null!=x&&g&&this.graph.model.isEdge(x.cell)&&null!=x.style&&1!=x.style[mxConstants.STYLE_CURVED]&&this.validEdges.push(x);return x};var k=mxShape.prototype.paint;mxShape.prototype.paint=function(){k.apply(this,arguments);if(null!=this.state&&null!=this.node&&this.state.view.graph.enableFlowAnimation&&this.state.view.graph.model.isEdge(this.state.cell)&&"1"==mxUtils.getValue(this.state.style,"flowAnimation","0")){var f=this.node.getElementsByTagName("path");if(1<f.length){"1"!=mxUtils.getValue(this.state.style, +mxConstants.STYLE_DASHED,"0")&&f[1].setAttribute("stroke-dasharray",8*this.state.view.scale);var g=this.state.view.graph.getFlowAnimationStyle();null!=g&&f[1].setAttribute("class",g.getAttribute("id"))}}};var m=mxCellRenderer.prototype.isShapeInvalid;mxCellRenderer.prototype.isShapeInvalid=function(f,g){return m.apply(this,arguments)||null!=f.routedPoints&&null!=g.routedPoints&&!mxUtils.equalPoints(g.routedPoints,f.routedPoints)};var D=mxGraphView.prototype.updateCellState;mxGraphView.prototype.updateCellState= +function(f){D.apply(this,arguments);this.graph.model.isEdge(f.cell)&&1!=f.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(f)};mxGraphView.prototype.updateLineJumps=function(f){var g=f.absolutePoints;if(Graph.lineJumpsEnabled){var x=null!=f.routedPoints,z=null;if(null!=g&&null!=this.validEdges&&"none"!==mxUtils.getValue(f.style,"jumpStyle","none")){var u=function(ca,fa,J){var Z=new mxPoint(fa,J);Z.type=ca;z.push(Z);Z=null!=f.routedPoints?f.routedPoints[z.length-1]:null;return null==Z||Z.type!= +ca||Z.x!=fa||Z.y!=J},H=.5*this.scale;x=!1;z=[];for(var L=0;L<g.length-1;L++){for(var C=g[L+1],G=g[L],V=[],U=g[L+2];L<g.length-2&&mxUtils.ptSegDistSq(G.x,G.y,U.x,U.y,C.x,C.y)<1*this.scale*this.scale;)C=U,L++,U=g[L+2];x=u(0,G.x,G.y)||x;for(var Y=0;Y<this.validEdges.length;Y++){var O=this.validEdges[Y],qa=O.absolutePoints;if(null!=qa&&mxUtils.intersects(f,O)&&"1"!=O.style.noJump)for(O=0;O<qa.length-1;O++){var oa=qa[O+1],aa=qa[O];for(U=qa[O+2];O<qa.length-2&&mxUtils.ptSegDistSq(aa.x,aa.y,U.x,U.y,oa.x, +oa.y)<1*this.scale*this.scale;)oa=U,O++,U=qa[O+2];U=mxUtils.intersection(G.x,G.y,C.x,C.y,aa.x,aa.y,oa.x,oa.y);if(null!=U&&(Math.abs(U.x-G.x)>H||Math.abs(U.y-G.y)>H)&&(Math.abs(U.x-C.x)>H||Math.abs(U.y-C.y)>H)&&(Math.abs(U.x-aa.x)>H||Math.abs(U.y-aa.y)>H)&&(Math.abs(U.x-oa.x)>H||Math.abs(U.y-oa.y)>H)){oa=U.x-G.x;aa=U.y-G.y;U={distSq:oa*oa+aa*aa,x:U.x,y:U.y};for(oa=0;oa<V.length;oa++)if(V[oa].distSq>U.distSq){V.splice(oa,0,U);U=null;break}null==U||0!=V.length&&V[V.length-1].x===U.x&&V[V.length-1].y=== +U.y||V.push(U)}}}for(O=0;O<V.length;O++)x=u(1,V[O].x,V[O].y)||x}U=g[g.length-1];x=u(0,U.x,U.y)||x}f.routedPoints=z;return x}return!1};var p=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(f,g,x){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)p.apply(this,arguments);else{var z=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ +2,u=(parseInt(mxUtils.getValue(this.style,"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,H=mxUtils.getValue(this.style,"jumpStyle","none"),L=!0,C=null,G=null,V=[],U=null;f.begin();for(var Y=0;Y<this.state.routedPoints.length;Y++){var O=this.state.routedPoints[Y],qa=new mxPoint(O.x/this.scale,O.y/this.scale);0==Y?qa=g[0]:Y==this.state.routedPoints.length-1&&(qa=g[g.length-1]);var oa=!1;if(null!=C&&1==O.type){var aa=this.state.routedPoints[Y+1];O=aa.x/this.scale-qa.x;aa=aa.y/this.scale-qa.y; +O=O*O+aa*aa;null==U&&(U=new mxPoint(qa.x-C.x,qa.y-C.y),G=Math.sqrt(U.x*U.x+U.y*U.y),0<G?(U.x=U.x*u/G,U.y=U.y*u/G):U=null);O>u*u&&0<G&&(O=C.x-qa.x,aa=C.y-qa.y,O=O*O+aa*aa,O>u*u&&(oa=new mxPoint(qa.x-U.x,qa.y-U.y),O=new mxPoint(qa.x+U.x,qa.y+U.y),V.push(oa),this.addPoints(f,V,x,z,!1,null,L),V=0>Math.round(U.x)||0==Math.round(U.x)&&0>=Math.round(U.y)?1:-1,L=!1,"sharp"==H?(f.lineTo(oa.x-U.y*V,oa.y+U.x*V),f.lineTo(O.x-U.y*V,O.y+U.x*V),f.lineTo(O.x,O.y)):"line"==H?(f.moveTo(oa.x+U.y*V,oa.y-U.x*V),f.lineTo(oa.x- +U.y*V,oa.y+U.x*V),f.moveTo(O.x-U.y*V,O.y+U.x*V),f.lineTo(O.x+U.y*V,O.y-U.x*V),f.moveTo(O.x,O.y)):"arc"==H?(V*=1.3,f.curveTo(oa.x-U.y*V,oa.y+U.x*V,O.x-U.y*V,O.y+U.x*V,O.x,O.y)):(f.moveTo(O.x,O.y),L=!0),V=[O],oa=!0))}else U=null;oa||(V.push(qa),C=qa)}this.addPoints(f,V,x,z,!1,null,L);f.stroke()}};var E=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(f,g,x,z){return null!=g&&"centerPerimeter"==g.style[mxConstants.STYLE_PERIMETER]?new mxPoint(g.getCenterX(), +g.getCenterY()):E.apply(this,arguments)};var K=mxGraphView.prototype.updateFloatingTerminalPoint;mxGraphView.prototype.updateFloatingTerminalPoint=function(f,g,x,z){if(null==g||null==f||"1"!=g.style.snapToPoint&&"1"!=f.style.snapToPoint)K.apply(this,arguments);else{g=this.getTerminalPort(f,g,z);var u=this.getNextPoint(f,x,z),H=this.graph.isOrthogonal(f),L=mxUtils.toRadians(Number(g.style[mxConstants.STYLE_ROTATION]||"0")),C=new mxPoint(g.getCenterX(),g.getCenterY());if(0!=L){var G=Math.cos(-L),V= +Math.sin(-L);u=mxUtils.getRotatedPoint(u,G,V,C)}G=parseFloat(f.style[mxConstants.STYLE_PERIMETER_SPACING]||0);G+=parseFloat(f.style[z?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);u=this.getPerimeterPoint(g,u,0==L&&H,G);0!=L&&(G=Math.cos(L),V=Math.sin(L),u=mxUtils.getRotatedPoint(u,G,V,C));f.setAbsoluteTerminalPoint(this.snapToAnchorPoint(f,g,x,z,u),z)}};mxGraphView.prototype.snapToAnchorPoint=function(f,g,x,z,u){if(null!=g&&null!=f){f=this.graph.getAllConnectionConstraints(g); +z=x=null;if(null!=f)for(var H=0;H<f.length;H++){var L=this.graph.getConnectionPoint(g,f[H]);if(null!=L){var C=(L.x-u.x)*(L.x-u.x)+(L.y-u.y)*(L.y-u.y);if(null==z||C<z)x=L,z=C}}null!=x&&(u=x)}return u};var Q=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(f,g,x){var z=Q.apply(this,arguments);"1"==f.getAttribute("placeholders")&&null!=x.state&&(z=x.state.view.graph.replacePlaceholders(x.state.cell,z));return z};var d=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape= +function(f){if(null!=f.style&&"undefined"!==typeof pako){var g=mxUtils.getValue(f.style,mxConstants.STYLE_SHAPE,null);if(null!=g&&"string"===typeof g&&"stencil("==g.substring(0,8))try{var x=g.substring(8,g.length-1),z=mxUtils.parseXml(Graph.decompress(x));return new mxShape(new mxStencil(z.documentElement))}catch(u){null!=window.console&&console.log("Error in shape: "+u)}}return d.apply(this,arguments)}})();mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0; +mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[];mxStencilRegistry.filesLoaded={}; +mxStencilRegistry.getStencil=function(b){var e=mxStencilRegistry.stencils[b];if(null==e&&null==mxCellRenderer.defaultShapes[b]&&mxStencilRegistry.dynamicLoading){var k=mxStencilRegistry.getBasenameForStencil(b);if(null!=k){e=mxStencilRegistry.libraries[k];if(null!=e){if(null==mxStencilRegistry.packages[k]){for(var m=0;m<e.length;m++){var D=e[m];if(!mxStencilRegistry.filesLoaded[D])if(mxStencilRegistry.filesLoaded[D]=!0,".xml"==D.toLowerCase().substring(D.length-4,D.length))mxStencilRegistry.loadStencilSet(D, +null);else if(".js"==D.toLowerCase().substring(D.length-3,D.length))try{if(mxStencilRegistry.allowEval){var p=mxUtils.load(D);null!=p&&200<=p.getStatus()&&299>=p.getStatus()&&eval.call(window,p.getText())}}catch(E){null!=window.console&&console.log("error in getStencil:",b,k,e,D,E)}}mxStencilRegistry.packages[k]=1}}else k=k.replace("_-_","_"),mxStencilRegistry.loadStencilSet(STENCIL_PATH+"/"+k+".xml",null);e=mxStencilRegistry.stencils[b]}}return e}; mxStencilRegistry.getBasenameForStencil=function(b){var e=null;if(null!=b&&"string"===typeof b&&(b=b.split("."),0<b.length&&"mxgraph"==b[0])){e=b[1];for(var k=2;k<b.length-1;k++)e+="/"+b[k]}return e}; -mxStencilRegistry.loadStencilSet=function(b,e,k,n){var D=mxStencilRegistry.packages[b];if(null!=k&&k||null==D){var t=!1;if(null==D)try{if(n){mxStencilRegistry.loadStencil(b,mxUtils.bind(this,function(E){null!=E&&null!=E.documentElement&&(mxStencilRegistry.packages[b]=E,t=!0,mxStencilRegistry.parseStencilSet(E.documentElement,e,t))}));return}D=mxStencilRegistry.loadStencil(b);mxStencilRegistry.packages[b]=D;t=!0}catch(E){null!=window.console&&console.log("error in loadStencilSet:",b,E)}null!=D&&null!= -D.documentElement&&mxStencilRegistry.parseStencilSet(D.documentElement,e,t)}};mxStencilRegistry.loadStencil=function(b,e){if(null!=e)mxUtils.get(b,mxUtils.bind(this,function(k){e(200<=k.getStatus()&&299>=k.getStatus()?k.getXml():null)}));else return mxUtils.load(b).getXml()};mxStencilRegistry.parseStencilSets=function(b){for(var e=0;e<b.length;e++)mxStencilRegistry.parseStencilSet(mxUtils.parseXml(b[e]).documentElement)}; -mxStencilRegistry.parseStencilSet=function(b,e,k){if("stencils"==b.nodeName)for(var n=b.firstChild;null!=n;)"shapes"==n.nodeName&&mxStencilRegistry.parseStencilSet(n,e,k),n=n.nextSibling;else{k=null!=k?k:!0;n=b.firstChild;var D="";b=b.getAttribute("name");for(null!=b&&(D=b+".");null!=n;){if(n.nodeType==mxConstants.NODETYPE_ELEMENT&&(b=n.getAttribute("name"),null!=b)){D=D.toLowerCase();var t=b.replace(/ /g,"_");k&&mxStencilRegistry.addStencil(D+t.toLowerCase(),new mxStencil(n));if(null!=e){var E=n.getAttribute("w"), -d=n.getAttribute("h");E=null==E?80:parseInt(E,10);d=null==d?80:parseInt(d,10);e(D,t,b,E,d)}}n=n.nextSibling}}}; -"undefined"!==typeof mxVertexHandler&&function(){function b(){var y=document.createElement("div");y.className="geHint";y.style.whiteSpace="nowrap";y.style.position="absolute";return y}function e(y,K){switch(K){case mxConstants.POINTS:return y;case mxConstants.MILLIMETERS:return(y/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(y/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(y/mxConstants.PIXELS_PER_INCH).toFixed(2)}}mxConstants.HANDLE_FILLCOLOR="#29b6f2"; +mxStencilRegistry.loadStencilSet=function(b,e,k,m){var D=mxStencilRegistry.packages[b];if(null!=k&&k||null==D){var p=!1;if(null==D)try{if(m){mxStencilRegistry.loadStencil(b,mxUtils.bind(this,function(E){null!=E&&null!=E.documentElement&&(mxStencilRegistry.packages[b]=E,p=!0,mxStencilRegistry.parseStencilSet(E.documentElement,e,p))}));return}D=mxStencilRegistry.loadStencil(b);mxStencilRegistry.packages[b]=D;p=!0}catch(E){null!=window.console&&console.log("error in loadStencilSet:",b,E)}null!=D&&null!= +D.documentElement&&mxStencilRegistry.parseStencilSet(D.documentElement,e,p)}};mxStencilRegistry.loadStencil=function(b,e){if(null!=e)mxUtils.get(b,mxUtils.bind(this,function(k){e(200<=k.getStatus()&&299>=k.getStatus()?k.getXml():null)}));else return mxUtils.load(b).getXml()};mxStencilRegistry.parseStencilSets=function(b){for(var e=0;e<b.length;e++)mxStencilRegistry.parseStencilSet(mxUtils.parseXml(b[e]).documentElement)}; +mxStencilRegistry.parseStencilSet=function(b,e,k){if("stencils"==b.nodeName)for(var m=b.firstChild;null!=m;)"shapes"==m.nodeName&&mxStencilRegistry.parseStencilSet(m,e,k),m=m.nextSibling;else{k=null!=k?k:!0;m=b.firstChild;var D="";b=b.getAttribute("name");for(null!=b&&(D=b+".");null!=m;){if(m.nodeType==mxConstants.NODETYPE_ELEMENT&&(b=m.getAttribute("name"),null!=b)){D=D.toLowerCase();var p=b.replace(/ /g,"_");k&&mxStencilRegistry.addStencil(D+p.toLowerCase(),new mxStencil(m));if(null!=e){var E=m.getAttribute("w"), +K=m.getAttribute("h");E=null==E?80:parseInt(E,10);K=null==K?80:parseInt(K,10);e(D,p,b,E,K)}}m=m.nextSibling}}}; +"undefined"!==typeof mxVertexHandler&&function(){function b(){var y=document.createElement("div");y.className="geHint";y.style.whiteSpace="nowrap";y.style.position="absolute";return y}function e(y,M){switch(M){case mxConstants.POINTS:return y;case mxConstants.MILLIMETERS:return(y/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(y/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(y/mxConstants.PIXELS_PER_INCH).toFixed(2)}}mxConstants.HANDLE_FILLCOLOR="#29b6f2"; mxConstants.HANDLE_STROKECOLOR="#0088cf";mxConstants.VERTEX_SELECTION_COLOR="#00a8ff";mxConstants.OUTLINE_COLOR="#00a8ff";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#99ccff";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#00a8ff";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.EDGE_SELECTION_COLOR="#00a8ff";mxConstants.DEFAULT_VALID_COLOR="#00a8ff";mxConstants.LABEL_HANDLE_FILLCOLOR="#cee7ff";mxConstants.GUIDE_COLOR="#0088cf";mxConstants.HIGHLIGHT_OPACITY=30;mxConstants.HIGHLIGHT_SIZE=5;mxEdgeHandler.prototype.snapToTerminals= -!0;mxGraphHandler.prototype.guidesEnabled=!0;mxGraphHandler.prototype.removeEmptyParents=!0;mxRubberband.prototype.fadeOut=!0;mxGuide.prototype.isEnabledForEvent=function(y){return!mxEvent.isAltDown(y)};var k=mxGraphLayout.prototype.isVertexIgnored;mxGraphLayout.prototype.isVertexIgnored=function(y){return k.apply(this,arguments)||this.graph.isTableRow(y)||this.graph.isTableCell(y)};var n=mxGraphLayout.prototype.isEdgeIgnored;mxGraphLayout.prototype.isEdgeIgnored=function(y){return n.apply(this,arguments)|| +!0;mxGraphHandler.prototype.guidesEnabled=!0;mxGraphHandler.prototype.removeEmptyParents=!0;mxRubberband.prototype.fadeOut=!0;mxGuide.prototype.isEnabledForEvent=function(y){return!mxEvent.isAltDown(y)};var k=mxGraphLayout.prototype.isVertexIgnored;mxGraphLayout.prototype.isVertexIgnored=function(y){return k.apply(this,arguments)||this.graph.isTableRow(y)||this.graph.isTableCell(y)};var m=mxGraphLayout.prototype.isEdgeIgnored;mxGraphLayout.prototype.isEdgeIgnored=function(y){return m.apply(this,arguments)|| this.graph.isEdgeIgnored(y)};var D=mxConnectionHandler.prototype.isCreateTarget;mxConnectionHandler.prototype.isCreateTarget=function(y){return this.graph.isCloneEvent(y)!=D.apply(this,arguments)};mxConstraintHandler.prototype.createHighlightShape=function(){var y=new mxEllipse(null,this.highlightColor,this.highlightColor,0);y.opacity=mxConstants.HIGHLIGHT_OPACITY;return y};mxConnectionHandler.prototype.livePreview=!0;mxConnectionHandler.prototype.cursor="crosshair";mxConnectionHandler.prototype.createEdgeState= -function(y){y=this.graph.createCurrentEdgeStyle();y=this.graph.createEdge(null,null,null,null,null,y);y=new mxCellState(this.graph.view,y,this.graph.getCellStyle(y));for(var K in this.graph.currentEdgeStyle)y.style[K]=this.graph.currentEdgeStyle[K];y.style=this.graph.postProcessCellStyle(y.cell,y.style);return y};var t=mxConnectionHandler.prototype.createShape;mxConnectionHandler.prototype.createShape=function(){var y=t.apply(this,arguments);y.isDashed="1"==this.graph.currentEdgeStyle[mxConstants.STYLE_DASHED]; -return y};mxConnectionHandler.prototype.updatePreview=function(y){};var E=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var y=E.apply(this,arguments),K=y.getCell;y.getCell=mxUtils.bind(this,function(N){var T=K.apply(this,arguments);this.error=null;return T});return y};Graph.prototype.defaultVertexStyle={};Graph.prototype.defaultEdgeStyle={edgeStyle:"orthogonalEdgeStyle",rounded:"0",jettySize:"auto",orthogonalLoop:"1"};Graph.prototype.createCurrentEdgeStyle= -function(){for(var y="edgeStyle="+(this.currentEdgeStyle.edgeStyle||"none")+";",K="shape curved rounded comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle jumpStyle jumpSize".split(" "),N=0;N<K.length;N++)null!=this.currentEdgeStyle[K[N]]&&(y+=K[N]+"="+this.currentEdgeStyle[K[N]]+";");null!=this.currentEdgeStyle.orthogonalLoop?y+="orthogonalLoop="+this.currentEdgeStyle.orthogonalLoop+";":null!=Graph.prototype.defaultEdgeStyle.orthogonalLoop&& +function(y){y=this.graph.createCurrentEdgeStyle();y=this.graph.createEdge(null,null,null,null,null,y);y=new mxCellState(this.graph.view,y,this.graph.getCellStyle(y));for(var M in this.graph.currentEdgeStyle)y.style[M]=this.graph.currentEdgeStyle[M];y.style=this.graph.postProcessCellStyle(y.cell,y.style);return y};var p=mxConnectionHandler.prototype.createShape;mxConnectionHandler.prototype.createShape=function(){var y=p.apply(this,arguments);y.isDashed="1"==this.graph.currentEdgeStyle[mxConstants.STYLE_DASHED]; +return y};mxConnectionHandler.prototype.updatePreview=function(y){};var E=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var y=E.apply(this,arguments),M=y.getCell;y.getCell=mxUtils.bind(this,function(N){var S=M.apply(this,arguments);this.error=null;return S});return y};Graph.prototype.defaultVertexStyle={};Graph.prototype.defaultEdgeStyle={edgeStyle:"orthogonalEdgeStyle",rounded:"0",jettySize:"auto",orthogonalLoop:"1"};Graph.prototype.createCurrentEdgeStyle= +function(){for(var y="edgeStyle="+(this.currentEdgeStyle.edgeStyle||"none")+";",M="shape curved rounded comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle jumpStyle jumpSize".split(" "),N=0;N<M.length;N++)null!=this.currentEdgeStyle[M[N]]&&(y+=M[N]+"="+this.currentEdgeStyle[M[N]]+";");null!=this.currentEdgeStyle.orthogonalLoop?y+="orthogonalLoop="+this.currentEdgeStyle.orthogonalLoop+";":null!=Graph.prototype.defaultEdgeStyle.orthogonalLoop&& (y+="orthogonalLoop="+Graph.prototype.defaultEdgeStyle.orthogonalLoop+";");null!=this.currentEdgeStyle.jettySize?y+="jettySize="+this.currentEdgeStyle.jettySize+";":null!=Graph.prototype.defaultEdgeStyle.jettySize&&(y+="jettySize="+Graph.prototype.defaultEdgeStyle.jettySize+";");"elbowEdgeStyle"==this.currentEdgeStyle.edgeStyle&&null!=this.currentEdgeStyle.elbow&&(y+="elbow="+this.currentEdgeStyle.elbow+";");return y=null!=this.currentEdgeStyle.html?y+("html="+this.currentEdgeStyle.html+";"):y+"html=1;"}; -Graph.prototype.getPagePadding=function(){return new mxPoint(0,0)};Graph.prototype.loadStylesheet=function(){var y=null!=this.themes?this.themes[this.defaultThemeName]:mxStyleRegistry.dynamicLoading?mxUtils.load(STYLE_PATH+"/default.xml").getDocumentElement():null;null!=y&&(new mxCodec(y.ownerDocument)).decode(y,this.getStylesheet())};Graph.prototype.createCellLookup=function(y,K){K=null!=K?K:{};for(var N=0;N<y.length;N++){var T=y[N];K[mxObjectIdentity.get(T)]=T.getId();for(var U=this.model.getChildCount(T), -W=0;W<U;W++)this.createCellLookup([this.model.getChildAt(T,W)],K)}return K};Graph.prototype.createCellMapping=function(y,K,N){N=null!=N?N:{};for(var T in y){var U=K[T];null==N[U]&&(N[U]=y[T].getId()||"")}return N};Graph.prototype.importGraphModel=function(y,K,N,T){K=null!=K?K:0;N=null!=N?N:0;var U=new mxCodec(y.ownerDocument),W=new mxGraphModel;U.decode(y,W);y=[];U={};var na={},wa=W.getChildren(this.cloneCell(W.root,this.isCloneInvalidEdges(),U));if(null!=wa){var ra=this.createCellLookup([W.root]); -wa=wa.slice();this.model.beginUpdate();try{if(1!=wa.length||this.isCellLocked(this.getDefaultParent()))for(W=0;W<wa.length;W++)xa=this.model.getChildren(this.moveCells([wa[W]],K,N,!1,this.model.getRoot())[0]),null!=xa&&(y=y.concat(xa));else{var xa=W.getChildren(wa[0]);null!=xa&&(y=this.moveCells(xa,K,N,!1,this.getDefaultParent()),na[W.getChildAt(W.root,0).getId()]=this.getDefaultParent().getId())}if(null!=y&&(this.createCellMapping(U,ra,na),this.updateCustomLinks(na,y),T)){this.isGridEnabled()&&(K= -this.snap(K),N=this.snap(N));var Ea=this.getBoundingBoxFromGeometry(y,!0);null!=Ea&&this.moveCells(y,K-Ea.x,N-Ea.y)}}finally{this.model.endUpdate()}}return y};Graph.prototype.encodeCells=function(y){for(var K={},N=this.cloneCells(y,null,K),T=new mxDictionary,U=0;U<y.length;U++)T.put(y[U],!0);var W=new mxCodec,na=new mxGraphModel,wa=na.getChildAt(na.getRoot(),0);for(U=0;U<N.length;U++){na.add(wa,N[U]);var ra=this.view.getState(y[U]);if(null!=ra){var xa=this.getCellGeometry(N[U]);null!=xa&&xa.relative&& -!this.model.isEdge(y[U])&&null==T.get(this.model.getParent(y[U]))&&(xa.offset=null,xa.relative=!1,xa.x=ra.x/ra.view.scale-ra.view.translate.x,xa.y=ra.y/ra.view.scale-ra.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(K,this.createCellLookup(y)),N);return W.encode(na)};Graph.prototype.isSwimlane=function(y,K){var N=null;null==y||this.model.isEdge(y)||this.model.getParent(y)==this.model.getRoot()||(N=this.getCurrentCellStyle(y,K)[mxConstants.STYLE_SHAPE]);return N==mxConstants.SHAPE_SWIMLANE|| -"table"==N||"tableRow"==N};var d=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(y){var K=this.model.getParent(y);if(null!=K){var N=this.getCurrentCellStyle(K);if(null!=N.expand)return"0"!=N.expand}return d.apply(this,arguments)&&(null==K||!this.isTable(K))};var f=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(y,K,N,T,U,W,na,wa){null==wa&&(wa=this.model.getParent(y),this.isTable(wa)||this.isTableRow(wa))&&(wa=this.getCellAt(W,na,null,!0,!1));N=null;this.model.beginUpdate(); -try{N=f.apply(this,[y,K,N,T,U,W,na,wa]);this.model.setValue(N,"");var ra=this.getChildCells(N,!0);for(K=0;K<ra.length;K++){var xa=this.getCellGeometry(ra[K]);null!=xa&&xa.relative&&0<xa.x&&this.model.remove(ra[K])}var Ea=this.getChildCells(y,!0);for(K=0;K<Ea.length;K++)xa=this.getCellGeometry(Ea[K]),null!=xa&&xa.relative&&0>=xa.x&&this.model.remove(Ea[K]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[N]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[N]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -null,[y]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[y]);var Na=this.model.getTerminal(N,!1);if(null!=Na){var Ma=this.getCurrentCellStyle(Na);null!=Ma&&"1"==Ma.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[y]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[y]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[N]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[N]))}}finally{this.model.endUpdate()}return N};var g=Graph.prototype.selectCell;Graph.prototype.selectCell= -function(y,K,N){if(K||N)g.apply(this,arguments);else{var T=this.getSelectionCell(),U=null,W=[],na=mxUtils.bind(this,function(wa){if(null!=this.view.getState(wa)&&(this.model.isVertex(wa)||this.model.isEdge(wa)))if(W.push(wa),wa==T)U=W.length-1;else if(y&&null==T&&0<W.length||null!=U&&y&&W.length>U||!y&&0<U)return;for(var ra=0;ra<this.model.getChildCount(wa);ra++)na(this.model.getChildAt(wa,ra))});na(this.model.root);0<W.length&&(U=null!=U?mxUtils.mod(U+(y?1:-1),W.length):0,this.setSelectionCell(W[U]))}}; -Graph.prototype.swapShapes=function(y,K,N,T,U,W,na){K=!1;if(!T&&null!=U&&1==y.length&&(T=this.view.getState(U),N=this.view.getState(y[0]),null!=T&&null!=N&&(null!=W&&mxEvent.isShiftDown(W)||"umlLifeline"==T.style.shape&&"umlLifeline"==N.style.shape)&&(T=this.getCellGeometry(U),W=this.getCellGeometry(y[0]),null!=T&&null!=W))){K=T.clone();T=W.clone();T.x=K.x;T.y=K.y;K.x=W.x;K.y=W.y;this.model.beginUpdate();try{this.model.setGeometry(U,K),this.model.setGeometry(y[0],T)}finally{this.model.endUpdate()}K= -!0}return K};var l=Graph.prototype.moveCells;Graph.prototype.moveCells=function(y,K,N,T,U,W,na){if(this.swapShapes(y,K,N,T,U,W,na))return y;na=null!=na?na:{};if(this.isTable(U)){for(var wa=[],ra=0;ra<y.length;ra++)this.isTable(y[ra])?wa=wa.concat(this.model.getChildCells(y[ra],!0).reverse()):wa.push(y[ra]);y=wa}this.model.beginUpdate();try{wa=[];for(ra=0;ra<y.length;ra++)if(null!=U&&this.isTableRow(y[ra])){var xa=this.model.getParent(y[ra]),Ea=this.getCellGeometry(y[ra]);this.isTable(xa)&&wa.push(xa); -if(null!=xa&&null!=Ea&&this.isTable(xa)&&this.isTable(U)&&(T||xa!=U)){if(!T){var Na=this.getCellGeometry(xa);null!=Na&&(Na=Na.clone(),Na.height-=Ea.height,this.model.setGeometry(xa,Na))}Na=this.getCellGeometry(U);null!=Na&&(Na=Na.clone(),Na.height+=Ea.height,this.model.setGeometry(U,Na));var Ma=this.model.getChildCells(U,!0);if(0<Ma.length){y[ra]=T?this.cloneCell(y[ra]):y[ra];var za=this.model.getChildCells(y[ra],!0),Ba=this.model.getChildCells(Ma[0],!0),Ca=Ba.length-za.length;if(0<Ca)for(var ya= -0;ya<Ca;ya++){var Ga=this.cloneCell(za[za.length-1]);null!=Ga&&(Ga.value="",this.model.add(y[ra],Ga))}else if(0>Ca)for(ya=0;ya>Ca;ya--)this.model.remove(za[za.length+ya-1]);za=this.model.getChildCells(y[ra],!0);for(ya=0;ya<Ba.length;ya++){var Za=this.getCellGeometry(Ba[ya]),Pa=this.getCellGeometry(za[ya]);null!=Za&&null!=Pa&&(Pa=Pa.clone(),Pa.width=Za.width,this.model.setGeometry(za[ya],Pa))}}}}var fb=l.apply(this,arguments);for(ra=0;ra<wa.length;ra++)!T&&this.model.contains(wa[ra])&&0==this.model.getChildCount(wa[ra])&& -this.model.remove(wa[ra]);T&&this.updateCustomLinks(this.createCellMapping(na,this.createCellLookup(y)),fb)}finally{this.model.endUpdate()}return fb};var q=Graph.prototype.removeCells;Graph.prototype.removeCells=function(y,K){var N=[];this.model.beginUpdate();try{for(var T=0;T<y.length;T++)if(this.isTableCell(y[T])){var U=this.model.getParent(y[T]),W=this.model.getParent(U);1==this.model.getChildCount(U)&&1==this.model.getChildCount(W)?0>mxUtils.indexOf(y,W)&&0>mxUtils.indexOf(N,W)&&N.push(W):this.labelChanged(y[T], -"")}else{if(this.isTableRow(y[T])&&(W=this.model.getParent(y[T]),0>mxUtils.indexOf(y,W)&&0>mxUtils.indexOf(N,W))){for(var na=this.model.getChildCells(W,!0),wa=0,ra=0;ra<na.length;ra++)0<=mxUtils.indexOf(y,na[ra])&&wa++;wa==na.length&&N.push(W)}N.push(y[T])}N=q.apply(this,[N,K])}finally{this.model.endUpdate()}return N};Graph.prototype.updateCustomLinks=function(y,K,N){N=null!=N?N:new Graph;for(var T=0;T<K.length;T++)null!=K[T]&&N.updateCustomLinksForCell(y,K[T],N)};Graph.prototype.updateCustomLinksForCell= -function(y,K){this.doUpdateCustomLinksForCell(y,K);for(var N=this.model.getChildCount(K),T=0;T<N;T++)this.updateCustomLinksForCell(y,this.model.getChildAt(K,T))};Graph.prototype.doUpdateCustomLinksForCell=function(y,K){};Graph.prototype.getAllConnectionConstraints=function(y,K){if(null!=y){K=mxUtils.getValue(y.style,"points",null);if(null!=K){y=[];try{var N=JSON.parse(K);for(K=0;K<N.length;K++){var T=N[K];y.push(new mxConnectionConstraint(new mxPoint(T[0],T[1]),2<T.length?"0"!=T[2]:!0,null,3<T.length? -T[3]:0,4<T.length?T[4]:0))}}catch(W){}return y}if(null!=y.shape&&null!=y.shape.bounds){T=y.shape.direction;K=y.shape.bounds;var U=y.shape.scale;N=K.width/U;K=K.height/U;if(T==mxConstants.DIRECTION_NORTH||T==mxConstants.DIRECTION_SOUTH)T=N,N=K,K=T;K=y.shape.getConstraints(y.style,N,K);if(null!=K)return K;if(null!=y.shape.stencil&&null!=y.shape.stencil.constraints)return y.shape.stencil.constraints;if(null!=y.shape.constraints)return y.shape.constraints}}return null};Graph.prototype.flipEdge=function(y){if(null!= -y){var K=this.getCurrentCellStyle(y);K=mxUtils.getValue(K,mxConstants.STYLE_ELBOW,mxConstants.ELBOW_HORIZONTAL)==mxConstants.ELBOW_HORIZONTAL?mxConstants.ELBOW_VERTICAL:mxConstants.ELBOW_HORIZONTAL;this.setCellStyles(mxConstants.STYLE_ELBOW,K,[y])}};Graph.prototype.isValidRoot=function(y){for(var K=this.model.getChildCount(y),N=0,T=0;T<K;T++){var U=this.model.getChildAt(y,T);this.model.isVertex(U)&&(U=this.getCellGeometry(U),null==U||U.relative||N++)}return 0<N||this.isContainer(y)};Graph.prototype.isValidDropTarget= -function(y,K,N){for(var T=this.getCurrentCellStyle(y),U=!0,W=!0,na=0;na<K.length&&W;na++)U=U&&this.isTable(K[na]),W=W&&this.isTableRow(K[na]);return(1==K.length&&null!=N&&mxEvent.isShiftDown(N)&&!mxEvent.isControlDown(N)&&!mxEvent.isAltDown(N)||("1"!=mxUtils.getValue(T,"part","0")||this.isContainer(y))&&"0"!=mxUtils.getValue(T,"dropTarget","1")&&(mxGraph.prototype.isValidDropTarget.apply(this,arguments)||this.isContainer(y))&&!this.isTableRow(y)&&(!this.isTable(y)||W||U))&&!this.isCellLocked(y)}; -Graph.prototype.createGroupCell=function(){var y=mxGraph.prototype.createGroupCell.apply(this,arguments);y.setStyle("group");return y};Graph.prototype.isExtendParentsOnAdd=function(y){var K=mxGraph.prototype.isExtendParentsOnAdd.apply(this,arguments);if(K&&null!=y&&null!=this.layoutManager){var N=this.model.getParent(y);null!=N&&(N=this.layoutManager.getLayout(N),null!=N&&N.constructor==mxStackLayout&&(K=!1))}return K};Graph.prototype.getPreferredSizeForCell=function(y){var K=mxGraph.prototype.getPreferredSizeForCell.apply(this, -arguments);null!=K&&(K.width+=10,K.height+=4,this.gridEnabled&&(K.width=this.snap(K.width),K.height=this.snap(K.height)));return K};Graph.prototype.turnShapes=function(y,K){var N=this.getModel(),T=[];N.beginUpdate();try{for(var U=0;U<y.length;U++){var W=y[U];if(N.isEdge(W)){var na=N.getTerminal(W,!0),wa=N.getTerminal(W,!1);N.setTerminal(W,wa,!0);N.setTerminal(W,na,!1);var ra=N.getGeometry(W);if(null!=ra){ra=ra.clone();null!=ra.points&&ra.points.reverse();var xa=ra.getTerminalPoint(!0),Ea=ra.getTerminalPoint(!1); -ra.setTerminalPoint(xa,!1);ra.setTerminalPoint(Ea,!0);N.setGeometry(W,ra);var Na=this.view.getState(W),Ma=this.view.getState(na),za=this.view.getState(wa);if(null!=Na){var Ba=null!=Ma?this.getConnectionConstraint(Na,Ma,!0):null,Ca=null!=za?this.getConnectionConstraint(Na,za,!1):null;this.setConnectionConstraint(W,na,!0,Ca);this.setConnectionConstraint(W,wa,!1,Ba);var ya=mxUtils.getValue(Na.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -mxUtils.getValue(Na.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[W]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,ya,[W])}T.push(W)}}else if(N.isVertex(W)&&(ra=this.getCellGeometry(W),null!=ra)){if(!(this.isTable(W)||this.isTableRow(W)||this.isTableCell(W)||this.isSwimlane(W))){ra=ra.clone();ra.x+=ra.width/2-ra.height/2;ra.y+=ra.height/2-ra.width/2;var Ga=ra.width;ra.width=ra.height;ra.height=Ga;N.setGeometry(W,ra)}var Za=this.view.getState(W);if(null!=Za){var Pa=[mxConstants.DIRECTION_EAST, -mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_NORTH],fb=mxUtils.getValue(Za.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST);this.setCellStyles(mxConstants.STYLE_DIRECTION,Pa[mxUtils.mod(mxUtils.indexOf(Pa,fb)+(K?-1:1),Pa.length)],[W])}T.push(W)}}}finally{N.endUpdate()}return T};Graph.prototype.stencilHasPlaceholders=function(y){if(null!=y&&null!=y.fgNode)for(y=y.fgNode.firstChild;null!=y;){if("text"==y.nodeName&&"1"==y.getAttribute("placeholders"))return!0; -y=y.nextSibling}return!1};var z=Graph.prototype.processChange;Graph.prototype.processChange=function(y){if(y instanceof mxGeometryChange&&(this.isTableCell(y.cell)||this.isTableRow(y.cell))&&(null==y.previous&&null!=y.geometry||null!=y.previous&&!y.previous.equals(y.geometry))){var K=y.cell;this.isTableCell(K)&&(K=this.model.getParent(K));this.isTableRow(K)&&(K=this.model.getParent(K));var N=this.view.getState(K);null!=N&&null!=N.shape&&(this.view.invalidate(K),N.shape.bounds=null)}z.apply(this,arguments); -y instanceof mxValueChange&&null!=y.cell&&null!=y.cell.value&&"object"==typeof y.cell.value&&this.invalidateDescendantsWithPlaceholders(y.cell)};Graph.prototype.invalidateDescendantsWithPlaceholders=function(y){y=this.model.getDescendants(y);if(0<y.length)for(var K=0;K<y.length;K++){var N=this.view.getState(y[K]);null!=N&&null!=N.shape&&null!=N.shape.stencil&&this.stencilHasPlaceholders(N.shape.stencil)?this.removeStateForCell(y[K]):this.isReplacePlaceholders(y[K])&&this.view.invalidate(y[K],!1,!1)}}; -Graph.prototype.replaceElement=function(y,K){K=y.ownerDocument.createElement(null!=K?K:"span");for(var N=Array.prototype.slice.call(y.attributes);attr=N.pop();)K.setAttribute(attr.nodeName,attr.nodeValue);K.innerHTML=y.innerHTML;y.parentNode.replaceChild(K,y)};Graph.prototype.processElements=function(y,K){if(null!=y){y=y.getElementsByTagName("*");for(var N=0;N<y.length;N++)K(y[N])}};Graph.prototype.updateLabelElements=function(y,K,N){y=null!=y?y:this.getSelectionCells();for(var T=document.createElement("div"), -U=0;U<y.length;U++)if(this.isHtmlLabel(y[U])){var W=this.convertValueToString(y[U]);if(null!=W&&0<W.length){T.innerHTML=W;for(var na=T.getElementsByTagName(null!=N?N:"*"),wa=0;wa<na.length;wa++)K(na[wa]);T.innerHTML!=W&&this.cellLabelChanged(y[U],T.innerHTML)}}};Graph.prototype.cellLabelChanged=function(y,K,N){K=Graph.zapGremlins(K);this.model.beginUpdate();try{if(null!=y.value&&"object"==typeof y.value){if(this.isReplacePlaceholders(y)&&null!=y.getAttribute("placeholder"))for(var T=y.getAttribute("placeholder"), -U=y;null!=U;){if(U==this.model.getRoot()||null!=U.value&&"object"==typeof U.value&&U.hasAttribute(T)){this.setAttributeForCell(U,T,K);break}U=this.model.getParent(U)}var W=y.value.cloneNode(!0);Graph.translateDiagram&&null!=Graph.diagramLanguage&&W.hasAttribute("label_"+Graph.diagramLanguage)?W.setAttribute("label_"+Graph.diagramLanguage,K):W.setAttribute("label",K);K=W}mxGraph.prototype.cellLabelChanged.apply(this,arguments)}finally{this.model.endUpdate()}};Graph.prototype.cellsRemoved=function(y){if(null!= -y){for(var K=new mxDictionary,N=0;N<y.length;N++)K.put(y[N],!0);var T=[];for(N=0;N<y.length;N++){var U=this.model.getParent(y[N]);null==U||K.get(U)||(K.put(U,!0),T.push(U))}for(N=0;N<T.length;N++)if(U=this.view.getState(T[N]),null!=U&&(this.model.isEdge(U.cell)||this.model.isVertex(U.cell))&&this.isCellDeletable(U.cell)&&this.isTransparentState(U)){for(var W=!0,na=0;na<this.model.getChildCount(U.cell)&&W;na++)K.get(this.model.getChildAt(U.cell,na))||(W=!1);W&&y.push(U.cell)}}mxGraph.prototype.cellsRemoved.apply(this, -arguments)};Graph.prototype.removeCellsAfterUngroup=function(y){for(var K=[],N=0;N<y.length;N++)this.isCellDeletable(y[N])&&this.isTransparentState(this.view.getState(y[N]))&&K.push(y[N]);y=K;mxGraph.prototype.removeCellsAfterUngroup.apply(this,arguments)};Graph.prototype.setLinkForCell=function(y,K){this.setAttributeForCell(y,"link",K)};Graph.prototype.setTooltipForCell=function(y,K){var N="tooltip";Graph.translateDiagram&&null!=Graph.diagramLanguage&&mxUtils.isNode(y.value)&&y.value.hasAttribute("tooltip_"+ -Graph.diagramLanguage)&&(N="tooltip_"+Graph.diagramLanguage);this.setAttributeForCell(y,N,K)};Graph.prototype.getAttributeForCell=function(y,K,N){y=null!=y.value&&"object"===typeof y.value?y.value.getAttribute(K):null;return null!=y?y:N};Graph.prototype.setAttributeForCell=function(y,K,N){if(null!=y.value&&"object"==typeof y.value)var T=y.value.cloneNode(!0);else T=mxUtils.createXmlDocument().createElement("UserObject"),T.setAttribute("label",y.value||"");null!=N?T.setAttribute(K,N):T.removeAttribute(K); -this.model.setValue(y,T)};var F=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(y,K,N,T){this.getModel();if(mxEvent.isAltDown(K))return null;for(var U=0;U<y.length;U++){var W=this.model.getParent(y[U]);if(this.model.isEdge(W)&&0>mxUtils.indexOf(y,W))return null}W=F.apply(this,arguments);var na=!0;for(U=0;U<y.length&&na;U++)na=na&&this.isTableRow(y[U]);na&&(this.isTableCell(W)&&(W=this.model.getParent(W)),this.isTableRow(W)&&(W=this.model.getParent(W)),this.isTable(W)||(W=null)); -return W};Graph.prototype.click=function(y){mxGraph.prototype.click.call(this,y);this.firstClickState=y.getState();this.firstClickSource=y.getSource()};Graph.prototype.dblClick=function(y,K){this.isEnabled()&&(K=this.insertTextForEvent(y,K),mxGraph.prototype.dblClick.call(this,y,K))};Graph.prototype.insertTextForEvent=function(y,K){var N=mxUtils.convertPoint(this.container,mxEvent.getClientX(y),mxEvent.getClientY(y));if(null!=y&&!this.model.isVertex(K)){var T=this.model.isEdge(K)?this.view.getState(K): -null,U=mxEvent.getSource(y);this.firstClickState!=T||this.firstClickSource!=U||null!=T&&null!=T.text&&null!=T.text.node&&null!=T.text.boundingBox&&(mxUtils.contains(T.text.boundingBox,N.x,N.y)||mxUtils.isAncestorNode(T.text.node,mxEvent.getSource(y)))||(null!=T||this.isCellLocked(this.getDefaultParent()))&&(null==T||this.isCellLocked(T.cell))||!(null!=T||mxClient.IS_SVG&&U==this.view.getCanvas().ownerSVGElement)||(null==T&&(T=this.view.getState(this.getCellAt(N.x,N.y))),K=this.addText(N.x,N.y,T))}return K}; -Graph.prototype.getInsertPoint=function(){var y=this.getGridSize(),K=this.container.scrollLeft/this.view.scale-this.view.translate.x,N=this.container.scrollTop/this.view.scale-this.view.translate.y;if(this.pageVisible){var T=this.getPageLayout(),U=this.getPageSize();K=Math.max(K,T.x*U.width);N=Math.max(N,T.y*U.height)}return new mxPoint(this.snap(K+y),this.snap(N+y))};Graph.prototype.getFreeInsertPoint=function(){var y=this.view,K=this.getGraphBounds(),N=this.getInsertPoint(),T=this.snap(Math.round(Math.max(N.x, -K.x/y.scale-y.translate.x+(0==K.width?2*this.gridSize:0))));y=this.snap(Math.round(Math.max(N.y,(K.y+K.height)/y.scale-y.translate.y+2*this.gridSize)));return new mxPoint(T,y)};Graph.prototype.getCenterInsertPoint=function(y){y=null!=y?y:new mxRectangle;return mxUtils.hasScrollbars(this.container)?new mxPoint(this.snap(Math.round((this.container.scrollLeft+this.container.clientWidth/2)/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round((this.container.scrollTop+this.container.clientHeight/ -2)/this.view.scale-this.view.translate.y-y.height/2))):new mxPoint(this.snap(Math.round(this.container.clientWidth/2/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round(this.container.clientHeight/2/this.view.scale-this.view.translate.y-y.height/2)))};Graph.prototype.isMouseInsertPoint=function(){return!1};Graph.prototype.addText=function(y,K,N){var T=new mxCell;T.value="Text";T.geometry=new mxGeometry(0,0,0,0);T.vertex=!0;if(null!=N&&this.model.isEdge(N.cell)){T.style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];"; -T.geometry.relative=!0;T.connectable=!1;var U=this.view.getRelativePoint(N,y,K);T.geometry.x=Math.round(1E4*U.x)/1E4;T.geometry.y=Math.round(U.y);T.geometry.offset=new mxPoint(0,0);U=this.view.getPoint(N,T.geometry);var W=this.view.scale;T.geometry.offset=new mxPoint(Math.round((y-U.x)/W),Math.round((K-U.y)/W))}else U=this.view.translate,T.style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];",T.geometry.width=40,T.geometry.height=20,T.geometry.x=Math.round(y/this.view.scale)- -U.x-(null!=N?N.origin.x:0),T.geometry.y=Math.round(K/this.view.scale)-U.y-(null!=N?N.origin.y:0),T.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([T],null!=N?N.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[T])),this.autoSizeCell(T)}finally{this.getModel().endUpdate()}return T};Graph.prototype.addClickHandler=function(y,K,N){var T=mxUtils.bind(this,function(){var ra=this.container.getElementsByTagName("a");if(null!=ra)for(var xa=0;xa<ra.length;xa++){var Ea= -this.getAbsoluteUrl(ra[xa].getAttribute("href"));null!=Ea&&(ra[xa].setAttribute("rel",this.linkRelation),ra[xa].setAttribute("href",Ea),null!=K&&mxEvent.addGestureListeners(ra[xa],null,null,K))}});this.model.addListener(mxEvent.CHANGE,T);T();var U=this.container.style.cursor,W=this.getTolerance(),na=this,wa={currentState:null,currentLink:null,currentTarget:null,highlight:null!=y&&""!=y&&y!=mxConstants.NONE?new mxCellHighlight(na,y,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(ra){var xa= -ra.sourceState;if(null==xa||null==na.getLinkForCell(xa.cell))ra=na.getCellAt(ra.getGraphX(),ra.getGraphY(),null,null,null,function(Ea,Na,Ma){return null==na.getLinkForCell(Ea.cell)}),xa=null==xa||na.model.isAncestor(ra,xa.cell)?na.view.getState(ra):null;xa!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=xa,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(ra,xa){this.startX=xa.getGraphX();this.startY=xa.getGraphY();this.scrollLeft=na.container.scrollLeft; -this.scrollTop=na.container.scrollTop;null==this.currentLink&&"auto"==na.container.style.overflow&&(na.container.style.cursor="move");this.updateCurrentState(xa)},mouseMove:function(ra,xa){if(na.isMouseDown)null!=this.currentLink&&(ra=Math.abs(this.startX-xa.getGraphX()),xa=Math.abs(this.startY-xa.getGraphY()),(ra>W||xa>W)&&this.clear());else{for(ra=xa.getSource();null!=ra&&"a"!=ra.nodeName.toLowerCase();)ra=ra.parentNode;null!=ra?this.clear():(null!=na.tooltipHandler&&null!=this.currentLink&&null!= -this.currentState&&na.tooltipHandler.reset(xa,!0,this.currentState),(null==this.currentState||xa.getState()!=this.currentState&&null!=xa.sourceState||!na.intersects(this.currentState,xa.getGraphX(),xa.getGraphY()))&&this.updateCurrentState(xa))}},mouseUp:function(ra,xa){var Ea=xa.getSource();for(ra=xa.getEvent();null!=Ea&&"a"!=Ea.nodeName.toLowerCase();)Ea=Ea.parentNode;null==Ea&&Math.abs(this.scrollLeft-na.container.scrollLeft)<W&&Math.abs(this.scrollTop-na.container.scrollTop)<W&&(null==xa.sourceState|| -!xa.isSource(xa.sourceState.control))&&((mxEvent.isLeftMouseButton(ra)||mxEvent.isMiddleMouseButton(ra))&&!mxEvent.isPopupTrigger(ra)||mxEvent.isTouchEvent(ra))&&(null!=this.currentLink?(Ea=na.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&Ea||null==K||K(ra,this.currentLink),mxEvent.isConsumed(ra)||(ra=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(ra)?"_blank":Ea?na.linkTarget:"_top",na.openLink(this.currentLink,ra),xa.consume())):null!=N&&!xa.isConsumed()&& -Math.abs(this.scrollLeft-na.container.scrollLeft)<W&&Math.abs(this.scrollTop-na.container.scrollTop)<W&&Math.abs(this.startX-xa.getGraphX())<W&&Math.abs(this.startY-xa.getGraphY())<W&&N(xa.getEvent()));this.clear()},activate:function(ra){this.currentLink=na.getAbsoluteUrl(na.getLinkForCell(ra.cell));null!=this.currentLink&&(this.currentTarget=na.getLinkTargetForCell(ra.cell),na.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(ra))},clear:function(){null!=na.container&& -(na.container.style.cursor=U);this.currentLink=this.currentState=this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=na.tooltipHandler&&na.tooltipHandler.hide()}};na.click=function(ra){};na.addMouseListener(wa);mxEvent.addListener(document,"mouseleave",function(ra){wa.clear()})};Graph.prototype.duplicateCells=function(y,K){y=null!=y?y:this.getSelectionCells();K=null!=K?K:!0;for(var N=0;N<y.length;N++)this.isTableCell(y[N])&&(y[N]=this.model.getParent(y[N]));y=this.model.getTopmostCells(y); -var T=this.getModel(),U=this.gridSize,W=[];T.beginUpdate();try{var na={},wa=this.createCellLookup(y),ra=this.cloneCells(y,!1,na,!0);for(N=0;N<y.length;N++){var xa=T.getParent(y[N]);if(null!=xa){var Ea=this.moveCells([ra[N]],U,U,!1)[0];W.push(Ea);if(K)T.add(xa,ra[N]);else{var Na=xa.getIndex(y[N]);T.add(xa,ra[N],Na+1)}if(this.isTable(xa)){var Ma=this.getCellGeometry(ra[N]),za=this.getCellGeometry(xa);null!=Ma&&null!=za&&(za=za.clone(),za.height+=Ma.height,T.setGeometry(xa,za))}}else W.push(ra[N])}this.updateCustomLinks(this.createCellMapping(na, -wa),ra,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED,"cells",ra))}finally{T.endUpdate()}return W};Graph.prototype.insertImage=function(y,K,N){if(null!=y&&null!=this.cellEditor.textarea){for(var T=this.cellEditor.textarea.getElementsByTagName("img"),U=[],W=0;W<T.length;W++)U.push(T[W]);document.execCommand("insertimage",!1,y);y=this.cellEditor.textarea.getElementsByTagName("img");if(y.length==U.length+1)for(W=y.length-1;0<=W;W--)if(0==W||y[W]!=U[W-1]){y[W].setAttribute("width",K);y[W].setAttribute("height", -N);break}}};Graph.prototype.insertLink=function(y){if(null!=this.cellEditor.textarea)if(0==y.length)document.execCommand("unlink",!1);else if(mxClient.IS_FF){for(var K=this.cellEditor.textarea.getElementsByTagName("a"),N=[],T=0;T<K.length;T++)N.push(K[T]);document.execCommand("createlink",!1,mxUtils.trim(y));K=this.cellEditor.textarea.getElementsByTagName("a");if(K.length==N.length+1)for(T=K.length-1;0<=T;T--)if(K[T]!=N[T-1]){for(K=K[T].getElementsByTagName("a");0<K.length;){for(N=K[0].parentNode;null!= -K[0].firstChild;)N.insertBefore(K[0].firstChild,K[0]);N.removeChild(K[0])}break}}else document.execCommand("createlink",!1,mxUtils.trim(y))};Graph.prototype.isCellResizable=function(y){var K=mxGraph.prototype.isCellResizable.apply(this,arguments),N=this.getCurrentCellStyle(y);return!this.isTableCell(y)&&!this.isTableRow(y)&&(K||"0"!=mxUtils.getValue(N,mxConstants.STYLE_RESIZABLE,"1")&&"wrap"==N[mxConstants.STYLE_WHITE_SPACE])};Graph.prototype.distributeCells=function(y,K){null==K&&(K=this.getSelectionCells()); -if(null!=K&&1<K.length){for(var N=[],T=null,U=null,W=0;W<K.length;W++)if(this.getModel().isVertex(K[W])){var na=this.view.getState(K[W]);if(null!=na){var wa=y?na.getCenterX():na.getCenterY();T=null!=T?Math.max(T,wa):wa;U=null!=U?Math.min(U,wa):wa;N.push(na)}}if(2<N.length){N.sort(function(Na,Ma){return y?Na.x-Ma.x:Na.y-Ma.y});na=this.view.translate;wa=this.view.scale;U=U/wa-(y?na.x:na.y);T=T/wa-(y?na.x:na.y);this.getModel().beginUpdate();try{var ra=(T-U)/(N.length-1);T=U;for(W=1;W<N.length-1;W++){var xa= -this.view.getState(this.model.getParent(N[W].cell)),Ea=this.getCellGeometry(N[W].cell);T+=ra;null!=Ea&&null!=xa&&(Ea=Ea.clone(),y?Ea.x=Math.round(T-Ea.width/2)-xa.origin.x:Ea.y=Math.round(T-Ea.height/2)-xa.origin.y,this.getModel().setGeometry(N[W].cell,Ea))}}finally{this.getModel().endUpdate()}}}return K};Graph.prototype.isCloneEvent=function(y){return mxClient.IS_MAC&&mxEvent.isMetaDown(y)||mxEvent.isControlDown(y)};Graph.prototype.createSvgImageExport=function(){var y=new mxImageExport;y.getLinkForCellState= -mxUtils.bind(this,function(K,N){return this.getLinkForCell(K.cell)});return y};Graph.prototype.parseBackgroundImage=function(y){var K=null;null!=y&&0<y.length&&(y=JSON.parse(y),K=new mxImage(y.src,y.width,y.height));return K};Graph.prototype.getBackgroundImageObject=function(y){return y};Graph.prototype.getSvg=function(y,K,N,T,U,W,na,wa,ra,xa,Ea,Na,Ma,za){var Ba=null;if(null!=za)for(Ba=new mxDictionary,Ea=0;Ea<za.length;Ea++)Ba.put(za[Ea],!0);if(za=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(), -this.sizeDidChange();try{K=null!=K?K:1;N=null!=N?N:0;U=null!=U?U:!0;W=null!=W?W:!0;na=null!=na?na:!0;xa=null!=xa?xa:!1;var Ca="page"==Ma?this.view.getBackgroundPageBounds():W&&null==Ba||T||"diagram"==Ma?this.getGraphBounds():this.getBoundingBox(this.getSelectionCells()),ya=this.view.scale;"diagram"==Ma&&null!=this.backgroundImage&&(Ca=mxRectangle.fromRectangle(Ca),Ca.add(new mxRectangle((this.view.translate.x+this.backgroundImage.x)*ya,(this.view.translate.y+this.backgroundImage.y)*ya,this.backgroundImage.width* -ya,this.backgroundImage.height*ya)));if(null==Ca)throw Error(mxResources.get("drawingEmpty"));T=K/ya;Ma=U?-.5:0;var Ga=Graph.createSvgNode(Ma,Ma,Math.max(1,Math.ceil(Ca.width*T)+2*N)+(xa&&0==N?5:0),Math.max(1,Math.ceil(Ca.height*T)+2*N)+(xa&&0==N?5:0),y),Za=Ga.ownerDocument,Pa=null!=Za.createElementNS?Za.createElementNS(mxConstants.NS_SVG,"g"):Za.createElement("g");Ga.appendChild(Pa);var fb=this.createSvgCanvas(Pa);fb.foOffset=U?-.5:0;fb.textOffset=U?-.5:0;fb.imageOffset=U?-.5:0;fb.translate(Math.floor(N/ -K-Ca.x/ya),Math.floor(N/K-Ca.y/ya));var bb=document.createElement("div"),jb=fb.getAlternateText;fb.getAlternateText=function(ab,kb,hb,ob,vb,nb,Bb,yb,mb,pb,db,rb,tb){if(null!=nb&&0<this.state.fontSize)try{mxUtils.isNode(nb)?nb=nb.innerText:(bb.innerHTML=nb,nb=mxUtils.extractTextWithWhitespace(bb.childNodes));for(var zb=Math.ceil(2*ob/this.state.fontSize),wb=[],Ab=0,lb=0;(0==zb||Ab<zb)&&lb<nb.length;){var xb=nb.charCodeAt(lb);if(10==xb||13==xb){if(0<Ab)break}else wb.push(nb.charAt(lb)),255>xb&&Ab++; -lb++}wb.length<nb.length&&1<nb.length-wb.length&&(nb=mxUtils.trim(wb.join(""))+"...");return nb}catch(c){return jb.apply(this,arguments)}else return jb.apply(this,arguments)};var eb=this.backgroundImage;if(null!=eb){y=ya/K;var qb=this.view.translate;Ma=new mxRectangle((eb.x+qb.x)*y,(eb.y+qb.y)*y,eb.width*y,eb.height*y);mxUtils.intersects(Ca,Ma)&&fb.image(eb.x+qb.x,eb.y+qb.y,eb.width,eb.height,eb.src,!0)}fb.scale(T);fb.textEnabled=na;wa=null!=wa?wa:this.createSvgImageExport();var ub=wa.drawCellState, -Ya=wa.getLinkForCellState;wa.getLinkForCellState=function(ab,kb){var hb=Ya.apply(this,arguments);return null==hb||ab.view.graph.isCustomLink(hb)?null:hb};wa.getLinkTargetForCellState=function(ab,kb){return ab.view.graph.getLinkTargetForCell(ab.cell)};wa.drawCellState=function(ab,kb){for(var hb=ab.view.graph,ob=null!=Ba?Ba.get(ab.cell):hb.isCellSelected(ab.cell),vb=hb.model.getParent(ab.cell);!(W&&null==Ba||ob)&&null!=vb;)ob=null!=Ba?Ba.get(vb):hb.isCellSelected(vb),vb=hb.model.getParent(vb);(W&&null== -Ba||ob)&&ub.apply(this,arguments)};wa.drawState(this.getView().getState(this.model.root),fb);this.updateSvgLinks(Ga,ra,!0);this.addForeignObjectWarning(fb,Ga);return Ga}finally{za&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(y,K){if("0"!=urlParams["svg-warning"]&&0<K.getElementsByTagName("foreignObject").length){var N=y.createElement("switch"),T=y.createElement("g");T.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"); -var U=y.createElement("a");U.setAttribute("transform","translate(0,-5)");null==U.setAttributeNS||K.ownerDocument!=document&&null==document.documentMode?(U.setAttribute("xlink:href",Graph.foreignObjectWarningLink),U.setAttribute("target","_blank")):(U.setAttributeNS(mxConstants.NS_XLINK,"xlink:href",Graph.foreignObjectWarningLink),U.setAttributeNS(mxConstants.NS_XLINK,"target","_blank"));y=y.createElement("text");y.setAttribute("text-anchor","middle");y.setAttribute("font-size","10px");y.setAttribute("x", -"50%");y.setAttribute("y","100%");mxUtils.write(y,Graph.foreignObjectWarningText);N.appendChild(T);U.appendChild(y);N.appendChild(U);K.appendChild(N)}};Graph.prototype.updateSvgLinks=function(y,K,N){y=y.getElementsByTagName("a");for(var T=0;T<y.length;T++)if(null==y[T].getAttribute("target")){var U=y[T].getAttribute("href");null==U&&(U=y[T].getAttribute("xlink:href"));null!=U&&(null!=K&&/^https?:\/\//.test(U)?y[T].setAttribute("target",K):N&&this.isCustomLink(U)&&y[T].setAttribute("href","javascript:void(0);"))}}; -Graph.prototype.createSvgCanvas=function(y){y=new mxSvgCanvas2D(y);y.minStrokeWidth=this.cellRenderer.minSvgStrokeWidth;y.pointerEvents=!0;return y};Graph.prototype.getSelectedElement=function(){var y=null;if(window.getSelection){var K=window.getSelection();K.getRangeAt&&K.rangeCount&&(y=K.getRangeAt(0).commonAncestorContainer)}else document.selection&&(y=document.selection.createRange().parentElement());return y};Graph.prototype.getSelectedEditingElement=function(){for(var y=this.getSelectedElement();null!= -y&&y.nodeType!=mxConstants.NODETYPE_ELEMENT;)y=y.parentNode;null!=y&&y==this.cellEditor.textarea&&1==this.cellEditor.textarea.children.length&&this.cellEditor.textarea.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&(y=this.cellEditor.textarea.firstChild);return y};Graph.prototype.getParentByName=function(y,K,N){for(;null!=y&&y.nodeName!=K;){if(y==N)return null;y=y.parentNode}return y};Graph.prototype.getParentByNames=function(y,K,N){for(;null!=y&&!(0<=mxUtils.indexOf(K,y.nodeName));){if(y==N)return null; -y=y.parentNode}return y};Graph.prototype.selectNode=function(y){var K=null;if(window.getSelection){if(K=window.getSelection(),K.getRangeAt&&K.rangeCount){var N=document.createRange();N.selectNode(y);K.removeAllRanges();K.addRange(N)}}else(K=document.selection)&&"Control"!=K.type&&(y=K.createRange(),y.collapse(!0),N=K.createRange(),N.setEndPoint("StartToStart",y),N.select())};Graph.prototype.flipEdgePoints=function(y,K,N){var T=this.getCellGeometry(y);if(null!=T){T=T.clone();if(null!=T.points)for(var U= -0;U<T.points.length;U++)K?T.points[U].x=N+(N-T.points[U].x):T.points[U].y=N+(N-T.points[U].y);U=function(W){null!=W&&(K?W.x=N+(N-W.x):W.y=N+(N-W.y))};U(T.getTerminalPoint(!0));U(T.getTerminalPoint(!1));this.model.setGeometry(y,T)}};Graph.prototype.flipChildren=function(y,K,N){this.model.beginUpdate();try{for(var T=this.model.getChildCount(y),U=0;U<T;U++){var W=this.model.getChildAt(y,U);if(this.model.isEdge(W))this.flipEdgePoints(W,K,N);else{var na=this.getCellGeometry(W);null!=na&&(na=na.clone(), -K?na.x=N+(N-na.x-na.width):na.y=N+(N-na.y-na.height),this.model.setGeometry(W,na))}}}finally{this.model.endUpdate()}};Graph.prototype.flipCells=function(y,K){this.model.beginUpdate();try{y=this.model.getTopmostCells(y);for(var N=[],T=0;T<y.length;T++)if(this.model.isEdge(y[T])){var U=this.view.getState(y[T]);null!=U&&this.flipEdgePoints(y[T],K,(K?U.getCenterX():U.getCenterY())/this.view.scale-(K?U.origin.x:U.origin.y)-(K?this.view.translate.x:this.view.translate.y))}else{var W=this.getCellGeometry(y[T]); -null!=W&&this.flipChildren(y[T],K,K?W.getCenterX()-W.x:W.getCenterY()-W.y);N.push(y[T])}this.toggleCellStyles(K?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,N)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(y,K){var N=null;if(null!=y&&0<y.length){this.model.beginUpdate();try{for(var T=0;T<y.length;T++){var U=this.model.getParent(y[T]);if(this.isTable(U)){var W=this.getCellGeometry(y[T]),na=this.getCellGeometry(U);null!=W&&null!=na&&(na=na.clone(),na.height-=W.height,this.model.setGeometry(U, -na))}}var wa=this.selectParentAfterDelete?this.model.getParents(y):null;this.removeCells(y,K)}finally{this.model.endUpdate()}if(null!=wa)for(N=[],T=0;T<wa.length;T++)this.model.contains(wa[T])&&(this.model.isVertex(wa[T])||this.model.isEdge(wa[T]))&&N.push(wa[T])}return N};Graph.prototype.insertTableColumn=function(y,K){var N=this.getModel();N.beginUpdate();try{var T=y,U=0;if(this.isTableCell(y)){var W=N.getParent(y);T=N.getParent(W);U=mxUtils.indexOf(N.getChildCells(W,!0),y)}else this.isTableRow(y)? -T=N.getParent(y):y=N.getChildCells(T,!0)[0],K||(U=N.getChildCells(y,!0).length-1);var na=N.getChildCells(T,!0),wa=Graph.minTableColumnWidth;for(y=0;y<na.length;y++){var ra=N.getChildCells(na[y],!0)[U],xa=N.cloneCell(ra,!1),Ea=this.getCellGeometry(xa);xa.value=null;xa.style=mxUtils.setStyle(mxUtils.setStyle(xa.style,"rowspan",null),"colspan",null);if(null!=Ea){null!=Ea.alternateBounds&&(Ea.width=Ea.alternateBounds.width,Ea.height=Ea.alternateBounds.height,Ea.alternateBounds=null);wa=Ea.width;var Na= -this.getCellGeometry(na[y]);null!=Na&&(Ea.height=Na.height)}N.add(na[y],xa,U+(K?0:1))}var Ma=this.getCellGeometry(T);null!=Ma&&(Ma=Ma.clone(),Ma.width+=wa,N.setGeometry(T,Ma))}finally{N.endUpdate()}};Graph.prototype.deleteLane=function(y){var K=this.getModel();K.beginUpdate();try{var N=null;N="stackLayout"==this.getCurrentCellStyle(y).childLayout?y:K.getParent(y);var T=K.getChildCells(N,!0);0==T.length?K.remove(N):(N==y&&(y=T[T.length-1]),K.remove(y))}finally{K.endUpdate()}};Graph.prototype.insertLane= -function(y,K){var N=this.getModel();N.beginUpdate();try{var T=null;if("stackLayout"==this.getCurrentCellStyle(y).childLayout){T=y;var U=N.getChildCells(T,!0);y=U[K?0:U.length-1]}else T=N.getParent(y);var W=T.getIndex(y);y=N.cloneCell(y,!1);y.value=null;N.add(T,y,W+(K?0:1))}finally{N.endUpdate()}};Graph.prototype.insertTableRow=function(y,K){var N=this.getModel();N.beginUpdate();try{var T=y,U=y;if(this.isTableCell(y))U=N.getParent(y),T=N.getParent(U);else if(this.isTableRow(y))T=N.getParent(y);else{var W= -N.getChildCells(T,!0);U=W[K?0:W.length-1]}var na=N.getChildCells(U,!0),wa=T.getIndex(U);U=N.cloneCell(U,!1);U.value=null;var ra=this.getCellGeometry(U);if(null!=ra){for(W=0;W<na.length;W++){y=N.cloneCell(na[W],!1);y.value=null;y.style=mxUtils.setStyle(mxUtils.setStyle(y.style,"rowspan",null),"colspan",null);var xa=this.getCellGeometry(y);null!=xa&&(null!=xa.alternateBounds&&(xa.width=xa.alternateBounds.width,xa.height=xa.alternateBounds.height,xa.alternateBounds=null),xa.height=ra.height);U.insert(y)}N.add(T, -U,wa+(K?0:1));var Ea=this.getCellGeometry(T);null!=Ea&&(Ea=Ea.clone(),Ea.height+=ra.height,N.setGeometry(T,Ea))}}finally{N.endUpdate()}};Graph.prototype.deleteTableColumn=function(y){var K=this.getModel();K.beginUpdate();try{var N=y,T=y;this.isTableCell(y)&&(T=K.getParent(y));this.isTableRow(T)&&(N=K.getParent(T));var U=K.getChildCells(N,!0);if(0==U.length)K.remove(N);else{this.isTableRow(T)||(T=U[0]);var W=K.getChildCells(T,!0);if(1>=W.length)K.remove(N);else{var na=W.length-1;this.isTableCell(y)&& -(na=mxUtils.indexOf(W,y));for(T=y=0;T<U.length;T++){var wa=K.getChildCells(U[T],!0)[na];K.remove(wa);var ra=this.getCellGeometry(wa);null!=ra&&(y=Math.max(y,ra.width))}var xa=this.getCellGeometry(N);null!=xa&&(xa=xa.clone(),xa.width-=y,K.setGeometry(N,xa))}}}finally{K.endUpdate()}};Graph.prototype.deleteTableRow=function(y){var K=this.getModel();K.beginUpdate();try{var N=y,T=y;this.isTableCell(y)&&(y=T=K.getParent(y));this.isTableRow(y)&&(N=K.getParent(T));var U=K.getChildCells(N,!0);if(1>=U.length)K.remove(N); -else{this.isTableRow(T)||(T=U[U.length-1]);K.remove(T);y=0;var W=this.getCellGeometry(T);null!=W&&(y=W.height);var na=this.getCellGeometry(N);null!=na&&(na=na.clone(),na.height-=y,K.setGeometry(N,na))}}finally{K.endUpdate()}};Graph.prototype.insertRow=function(y,K){for(var N=y.tBodies[0],T=N.rows[0].cells,U=y=0;U<T.length;U++){var W=T[U].getAttribute("colspan");y+=null!=W?parseInt(W):1}K=N.insertRow(K);for(U=0;U<y;U++)mxUtils.br(K.insertCell(-1));return K.cells[0]};Graph.prototype.deleteRow=function(y, -K){y.tBodies[0].deleteRow(K)};Graph.prototype.insertColumn=function(y,K){var N=y.tHead;if(null!=N)for(var T=0;T<N.rows.length;T++){var U=document.createElement("th");N.rows[T].appendChild(U);mxUtils.br(U)}y=y.tBodies[0];for(N=0;N<y.rows.length;N++)T=y.rows[N].insertCell(K),mxUtils.br(T);return y.rows[0].cells[0<=K?K:y.rows[0].cells.length-1]};Graph.prototype.deleteColumn=function(y,K){if(0<=K){y=y.tBodies[0].rows;for(var N=0;N<y.length;N++)y[N].cells.length>K&&y[N].deleteCell(K)}};Graph.prototype.pasteHtmlAtCaret= -function(y){if(window.getSelection){var K=window.getSelection();if(K.getRangeAt&&K.rangeCount){K=K.getRangeAt(0);K.deleteContents();var N=document.createElement("div");N.innerHTML=y;y=document.createDocumentFragment();for(var T;T=N.firstChild;)lastNode=y.appendChild(T);K.insertNode(y)}}else(K=document.selection)&&"Control"!=K.type&&K.createRange().pasteHTML(y)};Graph.prototype.createLinkForHint=function(y,K){function N(U,W){U.length>W&&(U=U.substring(0,Math.round(W/2))+"..."+U.substring(U.length- -Math.round(W/4)));return U}y=null!=y?y:"javascript:void(0);";if(null==K||0==K.length)K=this.isCustomLink(y)?this.getLinkTitle(y):y;var T=document.createElement("a");T.setAttribute("rel",this.linkRelation);T.setAttribute("href",this.getAbsoluteUrl(y));T.setAttribute("title",N(this.isCustomLink(y)?this.getLinkTitle(y):y,80));null!=this.linkTarget&&T.setAttribute("target",this.linkTarget);mxUtils.write(T,N(K,40));this.isCustomLink(y)&&mxEvent.addListener(T,"click",mxUtils.bind(this,function(U){this.customLinkClicked(y); -mxEvent.consume(U)}));return T};Graph.prototype.initTouch=function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first};this.addListener(mxEvent.START_EDITING,function(W,na){this.popupMenuHandler.hideMenu()});var y=this.updateMouseEvent;this.updateMouseEvent=function(W){W=y.apply(this,arguments);if(mxEvent.isTouchEvent(W.getEvent())&&null==W.getState()){var na=this.getCellAt(W.graphX,W.graphY);null!=na&&this.isSwimlane(na)&&this.hitsSwimlaneContent(na, -W.graphX,W.graphY)||(W.state=this.view.getState(na),null!=W.state&&null!=W.state.shape&&(this.container.style.cursor=W.state.shape.node.style.cursor))}null==W.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return W};var K=!1,N=!1,T=!1,U=this.fireMouseEvent;this.fireMouseEvent=function(W,na,wa){W==mxEvent.MOUSE_DOWN&&(na=this.updateMouseEvent(na),K=this.isCellSelected(na.getCell()),N=this.isSelectionEmpty(),T=this.popupMenuHandler.isMenuShowing());U.apply(this,arguments)};this.popupMenuHandler.mouseUp= -mxUtils.bind(this,function(W,na){var wa=mxEvent.isMouseEvent(na.getEvent());this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==na.getState()||!na.isSource(na.getState().control))&&(this.popupMenuHandler.popupTrigger||!T&&!wa&&(N&&null==na.getCell()&&this.isSelectionEmpty()||K&&this.isCellSelected(na.getCell())));wa=!K||wa?null:mxUtils.bind(this,function(ra){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var xa=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(na.getX()+ -xa.x+1,na.getY()+xa.y+1,ra,na.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler,[W,na,wa])})};mxCellEditor.prototype.isContentEditing=function(){var y=this.graph.view.getState(this.editingCell);return null!=y&&1==y.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var y="";window.getSelection?y=window.getSelection(): -document.getSelection?y=document.getSelection():document.selection&&(y=document.selection.createRange().text);return""!=y};mxCellEditor.prototype.insertTab=function(y){var K=this.textarea.ownerDocument.defaultView.getSelection(),N=K.getRangeAt(0),T="\t";if(null!=y)for(T="";0<y;)T+=" ",y--;y=document.createElement("span");y.style.whiteSpace="pre";y.appendChild(document.createTextNode(T));N.insertNode(y);N.setStartAfter(y);N.setEndAfter(y);K.removeAllRanges();K.addRange(N)};mxCellEditor.prototype.alignText= -function(y,K){var N=null!=K&&mxEvent.isShiftDown(K);if(N||null!=window.getSelection&&null!=window.getSelection().containsNode){var T=!0;this.graph.processElements(this.textarea,function(U){N||window.getSelection().containsNode(U,!0)?(U.removeAttribute("align"),U.style.textAlign=null):T=!1});T&&this.graph.cellEditor.setAlign(y)}document.execCommand("justify"+y.toLowerCase(),!1,null)};mxCellEditor.prototype.saveSelection=function(){if(window.getSelection){var y=window.getSelection();if(y.getRangeAt&& -y.rangeCount){for(var K=[],N=0,T=y.rangeCount;N<T;++N)K.push(y.getRangeAt(N));return K}}else if(document.selection&&document.selection.createRange)return document.selection.createRange();return null};mxCellEditor.prototype.restoreSelection=function(y){try{if(y)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var K=0,N=y.length;K<N;++K)sel.addRange(y[K])}else document.selection&&y.select&&y.select()}catch(T){}};var C=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel= -function(y){null!=y.text&&(y.text.replaceLinefeeds="0"!=mxUtils.getValue(y.style,"nl2Br","1"));C.apply(this,arguments)};var I=mxConstraintHandler.prototype.update;mxConstraintHandler.prototype.update=function(y,K){this.isKeepFocusEvent(y)||!mxEvent.isAltDown(y.getEvent())?I.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape=function(y){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var G=mxCellEditor.prototype.startEditing; -mxCellEditor.prototype.startEditing=function(y,K){y=this.graph.getStartEditingCell(y,K);G.apply(this,arguments);var N=this.graph.view.getState(y);this.textarea.className=null!=N&&1==N.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(y);N=this.graph.getModel().getParent(y);var T=this.graph.getCellGeometry(y);if(this.graph.getModel().isEdge(N)&&null!=T&&T.relative||this.graph.getModel().isEdge(y))this.textarea.style.outline= -mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var Z=mxCellEditor.prototype.installListeners;mxCellEditor.prototype.installListeners=function(y){function K(U,W){W.originalNode=U;U=U.firstChild;for(var na=W.firstChild;null!=U&&null!=na;)K(U,na),U=U.nextSibling,na=na.nextSibling;return W}function N(U,W){if(null!=U)if(W.originalNode!=U)T(U);else for(U=U.firstChild,W=W.firstChild;null!=U;){var na=U.nextSibling;null==W?T(U):(N(U,W),W=W.nextSibling);U=na}}function T(U){for(var W= -U.firstChild;null!=W;){var na=W.nextSibling;T(W);W=na}1==U.nodeType&&("BR"===U.nodeName||null!=U.firstChild)||3==U.nodeType&&0!=mxUtils.trim(mxUtils.getTextContent(U)).length?(3==U.nodeType&&mxUtils.setTextContent(U,mxUtils.getTextContent(U).replace(/\n|\r/g,"")),1==U.nodeType&&(U.removeAttribute("style"),U.removeAttribute("class"),U.removeAttribute("width"),U.removeAttribute("cellpadding"),U.removeAttribute("cellspacing"),U.removeAttribute("border"))):U.parentNode.removeChild(U)}Z.apply(this,arguments); -7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(U){var W=K(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?N(this.textarea,W):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var y=this.graph.view.getState(this.editingCell); -if(null!=y){var K=null!=y&&"0"!=mxUtils.getValue(y.style,"nl2Br","1"),N=this.saveSelection();if(this.codeViewMode){wa=mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<wa.length&&"\n"==wa.charAt(wa.length-1)&&(wa=wa.substring(0,wa.length-1));wa=this.graph.sanitizeHtml(K?wa.replace(/\n/g,"<br/>"):wa,!0);this.textarea.className="mxCellEditor geContentEditable";ra=mxUtils.getValue(y.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);K=mxUtils.getValue(y.style,mxConstants.STYLE_FONTFAMILY, -mxConstants.DEFAULT_FONTFAMILY);var T=mxUtils.getValue(y.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT),U=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,W=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,na=[];(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&na.push("underline");(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE, -0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&na.push("line-through");this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ra*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ra)+"px";this.textarea.style.textDecoration=na.join(" ");this.textarea.style.fontWeight=U?"bold":"normal";this.textarea.style.fontStyle=W?"italic":"";this.textarea.style.fontFamily=K;this.textarea.style.textAlign=T;this.textarea.style.padding= -"0px";this.textarea.innerHTML!=wa&&(this.textarea.innerHTML=wa,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&&this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var wa=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(wa=mxUtils.replaceTrailingNewlines(wa,"<div><br></div>"));wa=this.graph.sanitizeHtml(K? -wa.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):wa,!0);this.textarea.className="mxCellEditor mxPlainTextEditor";var ra=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ra*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ra)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY; -this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!=wa&&(this.textarea.innerHTML=wa);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState);this.switchSelectionState=N;this.resize()}};var ca=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(y,K){if(null!=this.textarea)if(y=this.graph.getView().getState(this.editingCell),this.codeViewMode&& -null!=y){var N=y.view.scale;this.bounds=mxRectangle.fromRectangle(y);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width=160*N;this.bounds.height=60*N;var T=null!=y.text?y.text.margin:null;null==T&&(T=mxUtils.getAlignmentAsPoint(mxUtils.getValue(y.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),mxUtils.getValue(y.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE)));this.bounds.x+=T.x*this.bounds.width;this.bounds.y+=T.y*this.bounds.height}this.textarea.style.width= -Math.round((this.bounds.width-4)/N)+"px";this.textarea.style.height=Math.round((this.bounds.height-4)/N)+"px";this.textarea.style.overflow="auto";this.textarea.clientHeight<this.textarea.offsetHeight&&(this.textarea.style.height=Math.round(this.bounds.height/N)+(this.textarea.offsetHeight-this.textarea.clientHeight)+"px",this.bounds.height=parseInt(this.textarea.style.height)*N);this.textarea.clientWidth<this.textarea.offsetWidth&&(this.textarea.style.width=Math.round(this.bounds.width/N)+(this.textarea.offsetWidth- -this.textarea.clientWidth)+"px",this.bounds.width=parseInt(this.textarea.style.width)*N);this.textarea.style.left=Math.round(this.bounds.x)+"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+N+","+N+")")}else this.textarea.style.height="",this.textarea.style.overflow="",ca.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(y,K){if("0"==mxUtils.getValue(y.style, -"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var N=this.graph.getEditingValue(y.cell,K);"1"==mxUtils.getValue(y.style,"nl2Br","1")&&(N=N.replace(/\n/g,"<br/>"));return N=this.graph.sanitizeHtml(N,!0)};mxCellEditorGetCurrentValue=mxCellEditor.prototype.getCurrentValue;mxCellEditor.prototype.getCurrentValue=function(y){if("0"==mxUtils.getValue(y.style,"html","0"))return mxCellEditorGetCurrentValue.apply(this,arguments);var K=this.graph.sanitizeHtml(this.textarea.innerHTML,!0); -return K="1"==mxUtils.getValue(y.style,"nl2Br","1")?K.replace(/\r\n/g,"<br/>").replace(/\n/g,"<br/>"):K.replace(/\r\n/g,"").replace(/\n/g,"")};var ba=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(y){this.codeViewMode&&this.toggleViewMode();ba.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(y){}};var Y=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(y,K){this.graph.getModel().beginUpdate(); -try{Y.apply(this,arguments),""==K&&this.graph.isCellDeletable(y.cell)&&0==this.graph.model.getChildCount(y.cell)&&this.graph.isTransparentState(y)&&this.graph.removeCells([y.cell],!1)}finally{this.graph.getModel().endUpdate()}};mxCellEditor.prototype.getBackgroundColor=function(y){var K=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,null);null!=K&&K!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!= -mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(K=mxUtils.getValue(y.style,mxConstants.STYLE_FILLCOLOR,null));K==mxConstants.NONE&&(K=null);return K};mxCellEditor.prototype.getBorderColor=function(y){var K=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BORDERCOLOR,null);null!=K&&K!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(K=mxUtils.getValue(y.style, -mxConstants.STYLE_STROKECOLOR,null));K==mxConstants.NONE&&(K=null);return K};mxCellEditor.prototype.getMinimumSize=function(y){var K=this.graph.getView().scale;return new mxRectangle(0,0,null==y.text?30:y.text.size*K+20,30)};mxGraphHandlerIsValidDropTarget=mxGraphHandler.prototype.isValidDropTarget;mxGraphHandler.prototype.isValidDropTarget=function(y,K){return mxGraphHandlerIsValidDropTarget.apply(this,arguments)&&!mxEvent.isAltDown(K.getEvent)};mxGraphView.prototype.formatUnitText=function(y){return y? -e(y,this.unit):y};mxGraphHandler.prototype.updateHint=function(y){if(null!=this.pBounds&&(null!=this.shape||this.livePreviewActive)){null==this.hint&&(this.hint=b(),this.graph.container.appendChild(this.hint));var K=this.graph.view.translate,N=this.graph.view.scale;y=this.roundLength((this.bounds.x+this.currentDx)/N-K.x);K=this.roundLength((this.bounds.y+this.currentDy)/N-K.y);N=this.graph.view.unit;this.hint.innerHTML=e(y,N)+", "+e(K,N);this.hint.style.left=this.pBounds.x+this.currentDx+Math.round((this.pBounds.width- -this.hint.clientWidth)/2)+"px";this.hint.style.top=this.pBounds.y+this.currentDy+this.pBounds.height+Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var O=mxStackLayout.prototype.resizeCell;mxStackLayout.prototype.resizeCell=function(y,K){O.apply(this,arguments);var N=this.graph.getCellStyle(y);if(null==N.childLayout){var T=this.graph.model.getParent(y),U=null!=T?this.graph.getCellGeometry(T):null; -if(null!=U&&(N=this.graph.getCellStyle(T),"stackLayout"==N.childLayout)){var W=parseFloat(mxUtils.getValue(N,"stackBorder",mxStackLayout.prototype.border));N="1"==mxUtils.getValue(N,"horizontalStack","1");var na=this.graph.getActualStartSize(T);U=U.clone();N?U.height=K.height+na.y+na.height+2*W:U.width=K.width+na.x+na.width+2*W;this.graph.model.setGeometry(T,U)}}};var la=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function y(wa){N.get(wa)|| -(N.put(wa,!0),U.push(wa))}for(var K=la.apply(this,arguments),N=new mxDictionary,T=this.graph.model,U=[],W=0;W<K.length;W++){var na=K[W];this.graph.isTableCell(na)?y(T.getParent(T.getParent(na))):this.graph.isTableRow(na)&&y(T.getParent(na));y(na)}return U};var aa=mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(y){var K=aa.apply(this,arguments);K.stroke="#C0C0C0";K.strokewidth=1;return K};var ia=mxEdgeHandler.prototype.createParentHighlightShape; -mxEdgeHandler.prototype.createParentHighlightShape=function(y){var K=ia.apply(this,arguments);K.stroke="#C0C0C0";K.strokewidth=1;return K};mxVertexHandler.prototype.rotationHandleVSpacing=-12;mxVertexHandler.prototype.getRotationHandlePosition=function(){var y=this.getHandlePadding();return new mxPoint(this.bounds.x+this.bounds.width-this.rotationHandleVSpacing+y.x/2,this.bounds.y+this.rotationHandleVSpacing-y.y/2)};mxVertexHandler.prototype.isRecursiveResize=function(y,K){return this.graph.isRecursiveVertexResize(y)&& -!mxEvent.isAltDown(K.getEvent())};mxVertexHandler.prototype.isCenteredEvent=function(y,K){return mxEvent.isControlDown(K.getEvent())||mxEvent.isMetaDown(K.getEvent())};var X=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible=function(){return X.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)? -this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))):this.bounds};var R=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return R.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var sa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(y){return y.tableHandle||sa.apply(this,arguments)&& -(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset=function(){var y=0;this.graph.isTableRow(this.state.cell)?y=1:this.graph.isTableCell(this.state.cell)&&(y=2);return y};var M=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return M.apply(this,arguments).grow(-this.getSelectionBorderInset())};var ka=null,L=mxVertexHandler.prototype.createCustomHandles; -mxVertexHandler.prototype.createCustomHandles=function(){null==ka&&(ka=mxCellRenderer.defaultShapes.tableLine);var y=L.apply(this,arguments);if(this.graph.isTable(this.state.cell)){var K=function(Ba,Ca,ya){for(var Ga=[],Za=0;Za<Ba.length;Za++){var Pa=Ba[Za];Ga.push(null==Pa?null:new mxPoint((ra+Pa.x+Ca)*W,(xa+Pa.y+ya)*W))}return Ga},N=this,T=this.graph,U=T.model,W=T.view.scale,na=this.state,wa=this.selectionBorder,ra=this.state.origin.x+T.view.translate.x,xa=this.state.origin.y+T.view.translate.y; -null==y&&(y=[]);var Ea=T.view.getCellStates(U.getChildCells(this.state.cell,!0));if(0<Ea.length){var Na=U.getChildCells(Ea[0].cell,!0),Ma=T.getTableLines(this.state.cell,!1,!0),za=T.getTableLines(this.state.cell,!0,!1);for(U=0;U<Ea.length;U++)mxUtils.bind(this,function(Ba){var Ca=Ea[Ba],ya=Ba<Ea.length-1?Ea[Ba+1]:null;ya=null!=ya?T.getCellGeometry(ya.cell):null;var Ga=null!=ya&&null!=ya.alternateBounds?ya.alternateBounds:ya;ya=null!=za[Ba]?new ka(za[Ba],mxConstants.NONE,1):new mxLine(new mxRectangle, -mxConstants.NONE,1,!1);ya.isDashed=wa.isDashed;ya.svgStrokeTolerance++;Ca=new mxHandle(Ca,"row-resize",null,ya);Ca.tableHandle=!0;var Za=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Za?mxConstants.NONE:wa.stroke;if(this.shape.constructor==ka)this.shape.line=K(za[Ba],0,Za),this.shape.updateBoundsFromLine();else{var fb=T.getActualStartSize(na.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y= -this.state.y+this.state.height+Za*W;this.shape.bounds.x=na.x+(Ba==Ea.length-1?0:fb.x*W);this.shape.bounds.width=na.width-(Ba==Ea.length-1?0:fb.width+fb.x+W)}this.shape.redraw()}};var Pa=!1;Ca.setPosition=function(fb,bb,jb){Za=Math.max(Graph.minTableRowHeight-fb.height,bb.y-fb.y-fb.height);Pa=mxEvent.isShiftDown(jb.getEvent());null!=Ga&&Pa&&(Za=Math.min(Za,Ga.height-Graph.minTableRowHeight))};Ca.execute=function(fb){if(0!=Za)T.setTableRowHeight(this.state.cell,Za,!Pa);else if(!N.blockDelayedSelection){var bb= -T.getCellAt(fb.getGraphX(),fb.getGraphY())||na.cell;T.graphHandler.selectCellForEvent(bb,fb)}Za=0};Ca.reset=function(){Za=0};y.push(Ca)})(U);for(U=0;U<Na.length;U++)mxUtils.bind(this,function(Ba){var Ca=T.view.getState(Na[Ba]),ya=T.getCellGeometry(Na[Ba]),Ga=null!=ya.alternateBounds?ya.alternateBounds:ya;null==Ca&&(Ca=new mxCellState(T.view,Na[Ba],T.getCellStyle(Na[Ba])),Ca.x=na.x+ya.x*W,Ca.y=na.y+ya.y*W,Ca.width=Ga.width*W,Ca.height=Ga.height*W,Ca.updateCachedBounds());ya=Ba<Na.length-1?Na[Ba+1]: -null;ya=null!=ya?T.getCellGeometry(ya):null;var Za=null!=ya&&null!=ya.alternateBounds?ya.alternateBounds:ya;ya=null!=Ma[Ba]?new ka(Ma[Ba],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!0);ya.isDashed=wa.isDashed;ya.svgStrokeTolerance++;Ca=new mxHandle(Ca,"col-resize",null,ya);Ca.tableHandle=!0;var Pa=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Pa?mxConstants.NONE:wa.stroke; -if(this.shape.constructor==ka)this.shape.line=K(Ma[Ba],Pa,0),this.shape.updateBoundsFromLine();else{var bb=T.getActualStartSize(na.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x=this.state.x+(Ga.width+Pa)*W;this.shape.bounds.y=na.y+(Ba==Na.length-1?0:bb.y*W);this.shape.bounds.height=na.height-(Ba==Na.length-1?0:(bb.height+bb.y)*W)}this.shape.redraw()}};var fb=!1;Ca.setPosition=function(bb,jb,eb){Pa=Math.max(Graph.minTableColumnWidth-Ga.width,jb.x-bb.x-Ga.width);fb=mxEvent.isShiftDown(eb.getEvent()); -null==Za||fb||(Pa=Math.min(Pa,Za.width-Graph.minTableColumnWidth))};Ca.execute=function(bb){if(0!=Pa)T.setTableColumnWidth(this.state.cell,Pa,fb);else if(!N.blockDelayedSelection){var jb=T.getCellAt(bb.getGraphX(),bb.getGraphY())||na.cell;T.graphHandler.selectCellForEvent(jb,bb)}Pa=0};Ca.positionChanged=function(){};Ca.reset=function(){Pa=0};y.push(Ca)})(U)}}return null!=y?y.reverse():null};var S=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(y){S.apply(this, -arguments);if(null!=this.moveHandles)for(var K=0;K<this.moveHandles.length;K++)this.moveHandles[K].style.visibility=y?"":"hidden";if(null!=this.cornerHandles)for(K=0;K<this.cornerHandles.length;K++)this.cornerHandles[K].node.style.visibility=y?"":"hidden"};mxVertexHandler.prototype.refreshMoveHandles=function(){var y=this.graph.model;if(null!=this.moveHandles){for(var K=0;K<this.moveHandles.length;K++)this.moveHandles[K].parentNode.removeChild(this.moveHandles[K]);this.moveHandles=null}this.moveHandles= -[];for(K=0;K<y.getChildCount(this.state.cell);K++)mxUtils.bind(this,function(N){if(null!=N&&y.isVertex(N.cell)){var T=mxUtils.createImage(Editor.rowMoveImage);T.style.position="absolute";T.style.cursor="pointer";T.style.width="7px";T.style.height="4px";T.style.padding="4px 2px 4px 2px";T.rowState=N;mxEvent.addGestureListeners(T,mxUtils.bind(this,function(U){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);!this.graph.isToggleEvent(U)&&this.graph.isCellSelected(N.cell)||this.graph.selectCellForEvent(N.cell, -U);mxEvent.isPopupTrigger(U)||(this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(U),mxEvent.getClientY(U),this.graph.getSelectionCells()),this.graph.graphHandler.cellWasClicked=!0,this.graph.isMouseTrigger=mxEvent.isMouseEvent(U),this.graph.isMouseDown=!0);mxEvent.consume(U)}),null,mxUtils.bind(this,function(U){mxEvent.isPopupTrigger(U)&&(this.graph.popupMenuHandler.popup(mxEvent.getClientX(U),mxEvent.getClientY(U),N.cell,U),mxEvent.consume(U))}));this.moveHandles.push(T);this.graph.container.appendChild(T)}})(this.graph.view.getState(y.getChildAt(this.state.cell, -K)))};mxVertexHandler.prototype.refresh=function(){if(null!=this.customHandles){for(var y=0;y<this.customHandles.length;y++)this.customHandles[y].destroy();this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&&this.refreshMoveHandles()};var ja=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var y=new mxPoint(0,0),K=this.tolerance,N=this.state.style.shape;null==mxCellRenderer.defaultShapes[N]&&mxStencilRegistry.getStencil(N); -N=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!N&&null!=this.customHandles)for(var T=0;T<this.customHandles.length;T++)if(null!=this.customHandles[T].shape&&null!=this.customHandles[T].shape.bounds){var U=this.customHandles[T].shape.bounds,W=U.getCenterX(),na=U.getCenterY();if(Math.abs(this.state.x-W)<U.width/2||Math.abs(this.state.y-na)<U.height/2||Math.abs(this.state.x+this.state.width-W)<U.width/2||Math.abs(this.state.y+this.state.height-na)< -U.height/2){N=!0;break}}N&&null!=this.sizers&&0<this.sizers.length&&null!=this.sizers[0]?(K/=2,this.graph.isTable(this.state.cell)&&(K+=7),y.x=this.sizers[0].bounds.width+K,y.y=this.sizers[0].bounds.height+K):y=ja.apply(this,arguments);return y};mxVertexHandler.prototype.updateHint=function(y){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°"; -else{y=this.state.view.scale;var K=this.state.view.unit;this.hint.innerHTML=e(this.roundLength(this.bounds.width/y),K)+" x "+e(this.roundLength(this.bounds.height/y),K)}y=mxUtils.getBoundingBox(this.bounds,null!=this.currentAlpha?this.currentAlpha:this.state.style[mxConstants.STYLE_ROTATION]||"0");null==y&&(y=this.bounds);this.hint.style.left=y.x+Math.round((y.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=y.y+y.height+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display= -"none")}};mxVertexHandler.prototype.removeHint=function(){mxGraphHandler.prototype.removeHint.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.display="")};var ma=mxEdgeHandler.prototype.mouseMove;mxEdgeHandler.prototype.mouseMove=function(y,K){ma.apply(this,arguments);null!=this.linkHint&&"none"!=this.linkHint.style.display&&null!=this.graph.graphHandler&&null!=this.graph.graphHandler.first&&(this.linkHint.style.display="none")};var u=mxEdgeHandler.prototype.mouseUp;mxEdgeHandler.prototype.mouseUp= -function(y,K){u.apply(this,arguments);null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="")};mxEdgeHandler.prototype.updateHint=function(y,K){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));var N=this.graph.view.translate,T=this.graph.view.scale,U=this.roundLength(K.x/T-N.x);N=this.roundLength(K.y/T-N.y);T=this.graph.view.unit;this.hint.innerHTML=e(U,T)+", "+e(N,T);this.hint.style.visibility="visible";if(this.isSource||this.isTarget)null!= -this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(U=this.constraintHandler.currentConstraint.point,this.hint.innerHTML="["+Math.round(100*U.x)+"%, "+Math.round(100*U.y)+"%]"):this.marker.hasValidState()&&(this.hint.style.visibility="hidden");this.hint.style.left=Math.round(y.getGraphX()-this.hint.clientWidth/2)+"px";this.hint.style.top=Math.max(y.getGraphY(),K.y)+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")};Graph.prototype.expandedImage= -Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="50%" y1="0%" x2="50%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 2 4.5 L 7 4.5 z" stroke="#000"/>');Graph.prototype.collapsedImage=Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="0%" y1="0%" x2="100%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 4.5 2 L 4.5 7 M 2 4.5 L 7 4.5 z" stroke="#000"/>'); -mxEdgeHandler.prototype.removeHint=mxVertexHandler.prototype.removeHint;HoverIcons.prototype.mainHandle=Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="5" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.endMainHandle=Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.secondaryHandle=Graph.createSvgImage(16,16,'<path d="m 8 3 L 13 8 L 8 13 L 3 8 z" stroke="#fff" fill="#fca000"/>'); -HoverIcons.prototype.fixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>');HoverIcons.prototype.endFixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>');HoverIcons.prototype.terminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+ -'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.endTerminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.rotationHandle=Graph.createSvgImage(16,16,'<path stroke="'+HoverIcons.prototype.arrowFill+'" fill="'+HoverIcons.prototype.arrowFill+'" d="M15.55 5.55L11 1v3.07C7.06 4.56 4 7.92 4 12s3.05 7.44 7 7.93v-2.02c-2.84-.48-5-2.94-5-5.91s2.16-5.43 5-5.91V10l4.55-4.45zM19.93 11c-.17-1.39-.72-2.73-1.62-3.89l-1.42 1.42c.54.75.88 1.6 1.02 2.47h2.02zM13 17.9v2.02c1.39-.17 2.74-.71 3.9-1.61l-1.44-1.44c-.75.54-1.59.89-2.46 1.03zm3.89-2.42l1.42 1.41c.9-1.16 1.45-2.5 1.62-3.89h-2.02c-.14.87-.48 1.72-1.02 2.48z"/>', +Graph.prototype.getPagePadding=function(){return new mxPoint(0,0)};Graph.prototype.loadStylesheet=function(){var y=null!=this.themes?this.themes[this.defaultThemeName]:mxStyleRegistry.dynamicLoading?mxUtils.load(STYLE_PATH+"/default.xml").getDocumentElement():null;null!=y&&(new mxCodec(y.ownerDocument)).decode(y,this.getStylesheet())};Graph.prototype.createCellLookup=function(y,M){M=null!=M?M:{};for(var N=0;N<y.length;N++){var S=y[N];M[mxObjectIdentity.get(S)]=S.getId();for(var X=this.model.getChildCount(S), +ha=0;ha<X;ha++)this.createCellLookup([this.model.getChildAt(S,ha)],M)}return M};Graph.prototype.createCellMapping=function(y,M,N){N=null!=N?N:{};for(var S in y){var X=M[S];null==N[X]&&(N[X]=y[S].getId()||"")}return N};Graph.prototype.importGraphModel=function(y,M,N,S){M=null!=M?M:0;N=null!=N?N:0;var X=new mxCodec(y.ownerDocument),ha=new mxGraphModel;X.decode(y,ha);y=[];X={};var la={},xa=ha.getChildren(this.cloneCell(ha.root,this.isCloneInvalidEdges(),X));if(null!=xa){var sa=this.createCellLookup([ha.root]); +xa=xa.slice();this.model.beginUpdate();try{if(1!=xa.length||this.isCellLocked(this.getDefaultParent()))for(ha=0;ha<xa.length;ha++)ya=this.model.getChildren(this.moveCells([xa[ha]],M,N,!1,this.model.getRoot())[0]),null!=ya&&(y=y.concat(ya));else{var ya=ha.getChildren(xa[0]);null!=ya&&(y=this.moveCells(ya,M,N,!1,this.getDefaultParent()),la[ha.getChildAt(ha.root,0).getId()]=this.getDefaultParent().getId())}if(null!=y&&(this.createCellMapping(X,sa,la),this.updateCustomLinks(la,y),S)){this.isGridEnabled()&& +(M=this.snap(M),N=this.snap(N));var Fa=this.getBoundingBoxFromGeometry(y,!0);null!=Fa&&this.moveCells(y,M-Fa.x,N-Fa.y)}}finally{this.model.endUpdate()}}return y};Graph.prototype.encodeCells=function(y){for(var M={},N=this.cloneCells(y,null,M),S=new mxDictionary,X=0;X<y.length;X++)S.put(y[X],!0);var ha=new mxCodec,la=new mxGraphModel,xa=la.getChildAt(la.getRoot(),0);for(X=0;X<N.length;X++){la.add(xa,N[X]);var sa=this.view.getState(y[X]);if(null!=sa){var ya=this.getCellGeometry(N[X]);null!=ya&&ya.relative&& +!this.model.isEdge(y[X])&&null==S.get(this.model.getParent(y[X]))&&(ya.offset=null,ya.relative=!1,ya.x=sa.x/sa.view.scale-sa.view.translate.x,ya.y=sa.y/sa.view.scale-sa.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(M,this.createCellLookup(y)),N);return ha.encode(la)};Graph.prototype.isSwimlane=function(y,M){var N=null;null==y||this.model.isEdge(y)||this.model.getParent(y)==this.model.getRoot()||(N=this.getCurrentCellStyle(y,M)[mxConstants.STYLE_SHAPE]);return N==mxConstants.SHAPE_SWIMLANE|| +"table"==N||"tableRow"==N};var K=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(y){var M=this.model.getParent(y);if(null!=M){var N=this.getCurrentCellStyle(M);if(null!=N.expand)return"0"!=N.expand}return K.apply(this,arguments)&&(null==M||!this.isTable(M))};var Q=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(y,M,N,S,X,ha,la,xa){null==xa&&(xa=this.model.getParent(y),this.isTable(xa)||this.isTableRow(xa))&&(xa=this.getCellAt(ha,la,null,!0,!1));N=null;this.model.beginUpdate(); +try{N=Q.apply(this,[y,M,N,S,X,ha,la,xa]);this.model.setValue(N,"");var sa=this.getChildCells(N,!0);for(M=0;M<sa.length;M++){var ya=this.getCellGeometry(sa[M]);null!=ya&&ya.relative&&0<ya.x&&this.model.remove(sa[M])}var Fa=this.getChildCells(y,!0);for(M=0;M<Fa.length;M++)ya=this.getCellGeometry(Fa[M]),null!=ya&&ya.relative&&0>=ya.x&&this.model.remove(Fa[M]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[N]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[N]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +null,[y]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[y]);var wa=this.model.getTerminal(N,!1);if(null!=wa){var ua=this.getCurrentCellStyle(wa);null!=ua&&"1"==ua.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[y]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[y]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[N]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[N]))}}finally{this.model.endUpdate()}return N};var d=Graph.prototype.selectCell;Graph.prototype.selectCell= +function(y,M,N){if(M||N)d.apply(this,arguments);else{var S=this.getSelectionCell(),X=null,ha=[],la=mxUtils.bind(this,function(xa){if(null!=this.view.getState(xa)&&(this.model.isVertex(xa)||this.model.isEdge(xa)))if(ha.push(xa),xa==S)X=ha.length-1;else if(y&&null==S&&0<ha.length||null!=X&&y&&ha.length>X||!y&&0<X)return;for(var sa=0;sa<this.model.getChildCount(xa);sa++)la(this.model.getChildAt(xa,sa))});la(this.model.root);0<ha.length&&(X=null!=X?mxUtils.mod(X+(y?1:-1),ha.length):0,this.setSelectionCell(ha[X]))}}; +Graph.prototype.swapShapes=function(y,M,N,S,X,ha,la){M=!1;if(!S&&null!=X&&1==y.length&&(S=this.view.getState(X),N=this.view.getState(y[0]),null!=S&&null!=N&&(null!=ha&&mxEvent.isShiftDown(ha)||"umlLifeline"==S.style.shape&&"umlLifeline"==N.style.shape)&&(S=this.getCellGeometry(X),ha=this.getCellGeometry(y[0]),null!=S&&null!=ha))){M=S.clone();S=ha.clone();S.x=M.x;S.y=M.y;M.x=ha.x;M.y=ha.y;this.model.beginUpdate();try{this.model.setGeometry(X,M),this.model.setGeometry(y[0],S)}finally{this.model.endUpdate()}M= +!0}return M};var f=Graph.prototype.moveCells;Graph.prototype.moveCells=function(y,M,N,S,X,ha,la){if(this.swapShapes(y,M,N,S,X,ha,la))return y;la=null!=la?la:{};if(this.isTable(X)){for(var xa=[],sa=0;sa<y.length;sa++)this.isTable(y[sa])?xa=xa.concat(this.model.getChildCells(y[sa],!0).reverse()):xa.push(y[sa]);y=xa}this.model.beginUpdate();try{xa=[];for(sa=0;sa<y.length;sa++)if(null!=X&&this.isTableRow(y[sa])){var ya=this.model.getParent(y[sa]),Fa=this.getCellGeometry(y[sa]);this.isTable(ya)&&xa.push(ya); +if(null!=ya&&null!=Fa&&this.isTable(ya)&&this.isTable(X)&&(S||ya!=X)){if(!S){var wa=this.getCellGeometry(ya);null!=wa&&(wa=wa.clone(),wa.height-=Fa.height,this.model.setGeometry(ya,wa))}wa=this.getCellGeometry(X);null!=wa&&(wa=wa.clone(),wa.height+=Fa.height,this.model.setGeometry(X,wa));var ua=this.model.getChildCells(X,!0);if(0<ua.length){y[sa]=S?this.cloneCell(y[sa]):y[sa];var La=this.model.getChildCells(y[sa],!0),Oa=this.model.getChildCells(ua[0],!0),Ca=Oa.length-La.length;if(0<Ca)for(var Ma= +0;Ma<Ca;Ma++){var Ga=this.cloneCell(La[La.length-1]);null!=Ga&&(Ga.value="",this.model.add(y[sa],Ga))}else if(0>Ca)for(Ma=0;Ma>Ca;Ma--)this.model.remove(La[La.length+Ma-1]);La=this.model.getChildCells(y[sa],!0);for(Ma=0;Ma<Oa.length;Ma++){var Ya=this.getCellGeometry(Oa[Ma]),db=this.getCellGeometry(La[Ma]);null!=Ya&&null!=db&&(db=db.clone(),db.width=Ya.width,this.model.setGeometry(La[Ma],db))}}}}var eb=f.apply(this,arguments);for(sa=0;sa<xa.length;sa++)!S&&this.model.contains(xa[sa])&&0==this.model.getChildCount(xa[sa])&& +this.model.remove(xa[sa]);S&&this.updateCustomLinks(this.createCellMapping(la,this.createCellLookup(y)),eb)}finally{this.model.endUpdate()}return eb};var g=Graph.prototype.removeCells;Graph.prototype.removeCells=function(y,M){var N=[];this.model.beginUpdate();try{for(var S=0;S<y.length;S++)if(this.isTableCell(y[S])){var X=this.model.getParent(y[S]),ha=this.model.getParent(X);1==this.model.getChildCount(X)&&1==this.model.getChildCount(ha)?0>mxUtils.indexOf(y,ha)&&0>mxUtils.indexOf(N,ha)&&N.push(ha): +this.labelChanged(y[S],"")}else{if(this.isTableRow(y[S])&&(ha=this.model.getParent(y[S]),0>mxUtils.indexOf(y,ha)&&0>mxUtils.indexOf(N,ha))){for(var la=this.model.getChildCells(ha,!0),xa=0,sa=0;sa<la.length;sa++)0<=mxUtils.indexOf(y,la[sa])&&xa++;xa==la.length&&N.push(ha)}N.push(y[S])}N=g.apply(this,[N,M])}finally{this.model.endUpdate()}return N};Graph.prototype.updateCustomLinks=function(y,M,N){N=null!=N?N:new Graph;for(var S=0;S<M.length;S++)null!=M[S]&&N.updateCustomLinksForCell(y,M[S],N)};Graph.prototype.updateCustomLinksForCell= +function(y,M){this.doUpdateCustomLinksForCell(y,M);for(var N=this.model.getChildCount(M),S=0;S<N;S++)this.updateCustomLinksForCell(y,this.model.getChildAt(M,S))};Graph.prototype.doUpdateCustomLinksForCell=function(y,M){};Graph.prototype.getAllConnectionConstraints=function(y,M){if(null!=y){M=mxUtils.getValue(y.style,"points",null);if(null!=M){y=[];try{var N=JSON.parse(M);for(M=0;M<N.length;M++){var S=N[M];y.push(new mxConnectionConstraint(new mxPoint(S[0],S[1]),2<S.length?"0"!=S[2]:!0,null,3<S.length? +S[3]:0,4<S.length?S[4]:0))}}catch(ha){}return y}if(null!=y.shape&&null!=y.shape.bounds){S=y.shape.direction;M=y.shape.bounds;var X=y.shape.scale;N=M.width/X;M=M.height/X;if(S==mxConstants.DIRECTION_NORTH||S==mxConstants.DIRECTION_SOUTH)S=N,N=M,M=S;M=y.shape.getConstraints(y.style,N,M);if(null!=M)return M;if(null!=y.shape.stencil&&null!=y.shape.stencil.constraints)return y.shape.stencil.constraints;if(null!=y.shape.constraints)return y.shape.constraints}}return null};Graph.prototype.flipEdge=function(y){if(null!= +y){var M=this.getCurrentCellStyle(y);M=mxUtils.getValue(M,mxConstants.STYLE_ELBOW,mxConstants.ELBOW_HORIZONTAL)==mxConstants.ELBOW_HORIZONTAL?mxConstants.ELBOW_VERTICAL:mxConstants.ELBOW_HORIZONTAL;this.setCellStyles(mxConstants.STYLE_ELBOW,M,[y])}};Graph.prototype.isValidRoot=function(y){for(var M=this.model.getChildCount(y),N=0,S=0;S<M;S++){var X=this.model.getChildAt(y,S);this.model.isVertex(X)&&(X=this.getCellGeometry(X),null==X||X.relative||N++)}return 0<N||this.isContainer(y)};Graph.prototype.isValidDropTarget= +function(y,M,N){for(var S=this.getCurrentCellStyle(y),X=!0,ha=!0,la=0;la<M.length&&ha;la++)X=X&&this.isTable(M[la]),ha=ha&&this.isTableRow(M[la]);return(1==M.length&&null!=N&&mxEvent.isShiftDown(N)&&!mxEvent.isControlDown(N)&&!mxEvent.isAltDown(N)||("1"!=mxUtils.getValue(S,"part","0")||this.isContainer(y))&&"0"!=mxUtils.getValue(S,"dropTarget","1")&&(mxGraph.prototype.isValidDropTarget.apply(this,arguments)||this.isContainer(y))&&!this.isTableRow(y)&&(!this.isTable(y)||ha||X))&&!this.isCellLocked(y)}; +Graph.prototype.createGroupCell=function(){var y=mxGraph.prototype.createGroupCell.apply(this,arguments);y.setStyle("group");return y};Graph.prototype.isExtendParentsOnAdd=function(y){var M=mxGraph.prototype.isExtendParentsOnAdd.apply(this,arguments);if(M&&null!=y&&null!=this.layoutManager){var N=this.model.getParent(y);null!=N&&(N=this.layoutManager.getLayout(N),null!=N&&N.constructor==mxStackLayout&&(M=!1))}return M};Graph.prototype.getPreferredSizeForCell=function(y){var M=mxGraph.prototype.getPreferredSizeForCell.apply(this, +arguments);null!=M&&(M.width+=10,M.height+=4,this.gridEnabled&&(M.width=this.snap(M.width),M.height=this.snap(M.height)));return M};Graph.prototype.turnShapes=function(y,M){var N=this.getModel(),S=[];N.beginUpdate();try{for(var X=0;X<y.length;X++){var ha=y[X];if(N.isEdge(ha)){var la=N.getTerminal(ha,!0),xa=N.getTerminal(ha,!1);N.setTerminal(ha,xa,!0);N.setTerminal(ha,la,!1);var sa=N.getGeometry(ha);if(null!=sa){sa=sa.clone();null!=sa.points&&sa.points.reverse();var ya=sa.getTerminalPoint(!0),Fa=sa.getTerminalPoint(!1); +sa.setTerminalPoint(ya,!1);sa.setTerminalPoint(Fa,!0);N.setGeometry(ha,sa);var wa=this.view.getState(ha),ua=this.view.getState(la),La=this.view.getState(xa);if(null!=wa){var Oa=null!=ua?this.getConnectionConstraint(wa,ua,!0):null,Ca=null!=La?this.getConnectionConstraint(wa,La,!1):null;this.setConnectionConstraint(ha,la,!0,Ca);this.setConnectionConstraint(ha,xa,!1,Oa);var Ma=mxUtils.getValue(wa.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +mxUtils.getValue(wa.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[ha]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,Ma,[ha])}S.push(ha)}}else if(N.isVertex(ha)&&(sa=this.getCellGeometry(ha),null!=sa)){if(!(this.isTable(ha)||this.isTableRow(ha)||this.isTableCell(ha)||this.isSwimlane(ha))){sa=sa.clone();sa.x+=sa.width/2-sa.height/2;sa.y+=sa.height/2-sa.width/2;var Ga=sa.width;sa.width=sa.height;sa.height=Ga;N.setGeometry(ha,sa)}var Ya=this.view.getState(ha);if(null!=Ya){var db= +[mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_NORTH],eb=mxUtils.getValue(Ya.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST);this.setCellStyles(mxConstants.STYLE_DIRECTION,db[mxUtils.mod(mxUtils.indexOf(db,eb)+(M?-1:1),db.length)],[ha])}S.push(ha)}}}finally{N.endUpdate()}return S};Graph.prototype.stencilHasPlaceholders=function(y){if(null!=y&&null!=y.fgNode)for(y=y.fgNode.firstChild;null!=y;){if("text"==y.nodeName&&"1"==y.getAttribute("placeholders"))return!0; +y=y.nextSibling}return!1};var x=Graph.prototype.processChange;Graph.prototype.processChange=function(y){if(y instanceof mxGeometryChange&&(this.isTableCell(y.cell)||this.isTableRow(y.cell))&&(null==y.previous&&null!=y.geometry||null!=y.previous&&!y.previous.equals(y.geometry))){var M=y.cell;this.isTableCell(M)&&(M=this.model.getParent(M));this.isTableRow(M)&&(M=this.model.getParent(M));var N=this.view.getState(M);null!=N&&null!=N.shape&&(this.view.invalidate(M),N.shape.bounds=null)}x.apply(this,arguments); +y instanceof mxValueChange&&null!=y.cell&&null!=y.cell.value&&"object"==typeof y.cell.value&&this.invalidateDescendantsWithPlaceholders(y.cell)};Graph.prototype.invalidateDescendantsWithPlaceholders=function(y){y=this.model.getDescendants(y);if(0<y.length)for(var M=0;M<y.length;M++){var N=this.view.getState(y[M]);null!=N&&null!=N.shape&&null!=N.shape.stencil&&this.stencilHasPlaceholders(N.shape.stencil)?this.removeStateForCell(y[M]):this.isReplacePlaceholders(y[M])&&this.view.invalidate(y[M],!1,!1)}}; +Graph.prototype.replaceElement=function(y,M){M=y.ownerDocument.createElement(null!=M?M:"span");for(var N=Array.prototype.slice.call(y.attributes);attr=N.pop();)M.setAttribute(attr.nodeName,attr.nodeValue);M.innerHTML=y.innerHTML;y.parentNode.replaceChild(M,y)};Graph.prototype.processElements=function(y,M){if(null!=y){y=y.getElementsByTagName("*");for(var N=0;N<y.length;N++)M(y[N])}};Graph.prototype.updateLabelElements=function(y,M,N){y=null!=y?y:this.getSelectionCells();for(var S=document.createElement("div"), +X=0;X<y.length;X++)if(this.isHtmlLabel(y[X])){var ha=this.convertValueToString(y[X]);if(null!=ha&&0<ha.length){S.innerHTML=ha;for(var la=S.getElementsByTagName(null!=N?N:"*"),xa=0;xa<la.length;xa++)M(la[xa]);S.innerHTML!=ha&&this.cellLabelChanged(y[X],S.innerHTML)}}};Graph.prototype.cellLabelChanged=function(y,M,N){M=Graph.zapGremlins(M);this.model.beginUpdate();try{if(null!=y.value&&"object"==typeof y.value){if(this.isReplacePlaceholders(y)&&null!=y.getAttribute("placeholder"))for(var S=y.getAttribute("placeholder"), +X=y;null!=X;){if(X==this.model.getRoot()||null!=X.value&&"object"==typeof X.value&&X.hasAttribute(S)){this.setAttributeForCell(X,S,M);break}X=this.model.getParent(X)}var ha=y.value.cloneNode(!0);Graph.translateDiagram&&null!=Graph.diagramLanguage&&ha.hasAttribute("label_"+Graph.diagramLanguage)?ha.setAttribute("label_"+Graph.diagramLanguage,M):ha.setAttribute("label",M);M=ha}mxGraph.prototype.cellLabelChanged.apply(this,arguments)}finally{this.model.endUpdate()}};Graph.prototype.cellsRemoved=function(y){if(null!= +y){for(var M=new mxDictionary,N=0;N<y.length;N++)M.put(y[N],!0);var S=[];for(N=0;N<y.length;N++){var X=this.model.getParent(y[N]);null==X||M.get(X)||(M.put(X,!0),S.push(X))}for(N=0;N<S.length;N++)if(X=this.view.getState(S[N]),null!=X&&(this.model.isEdge(X.cell)||this.model.isVertex(X.cell))&&this.isCellDeletable(X.cell)&&this.isTransparentState(X)){for(var ha=!0,la=0;la<this.model.getChildCount(X.cell)&&ha;la++)M.get(this.model.getChildAt(X.cell,la))||(ha=!1);ha&&y.push(X.cell)}}mxGraph.prototype.cellsRemoved.apply(this, +arguments)};Graph.prototype.removeCellsAfterUngroup=function(y){for(var M=[],N=0;N<y.length;N++)this.isCellDeletable(y[N])&&this.isTransparentState(this.view.getState(y[N]))&&M.push(y[N]);y=M;mxGraph.prototype.removeCellsAfterUngroup.apply(this,arguments)};Graph.prototype.setLinkForCell=function(y,M){this.setAttributeForCell(y,"link",M)};Graph.prototype.setTooltipForCell=function(y,M){var N="tooltip";Graph.translateDiagram&&null!=Graph.diagramLanguage&&mxUtils.isNode(y.value)&&y.value.hasAttribute("tooltip_"+ +Graph.diagramLanguage)&&(N="tooltip_"+Graph.diagramLanguage);this.setAttributeForCell(y,N,M)};Graph.prototype.getAttributeForCell=function(y,M,N){y=null!=y.value&&"object"===typeof y.value?y.value.getAttribute(M):null;return null!=y?y:N};Graph.prototype.setAttributeForCell=function(y,M,N){if(null!=y.value&&"object"==typeof y.value)var S=y.value.cloneNode(!0);else S=mxUtils.createXmlDocument().createElement("UserObject"),S.setAttribute("label",y.value||"");null!=N?S.setAttribute(M,N):S.removeAttribute(M); +this.model.setValue(y,S)};var z=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(y,M,N,S){this.getModel();if(mxEvent.isAltDown(M))return null;for(var X=0;X<y.length;X++){var ha=this.model.getParent(y[X]);if(this.model.isEdge(ha)&&0>mxUtils.indexOf(y,ha))return null}ha=z.apply(this,arguments);var la=!0;for(X=0;X<y.length&&la;X++)la=la&&this.isTableRow(y[X]);la&&(this.isTableCell(ha)&&(ha=this.model.getParent(ha)),this.isTableRow(ha)&&(ha=this.model.getParent(ha)),this.isTable(ha)|| +(ha=null));return ha};Graph.prototype.click=function(y){mxGraph.prototype.click.call(this,y);this.firstClickState=y.getState();this.firstClickSource=y.getSource()};Graph.prototype.dblClick=function(y,M){this.isEnabled()&&(M=this.insertTextForEvent(y,M),mxGraph.prototype.dblClick.call(this,y,M))};Graph.prototype.insertTextForEvent=function(y,M){var N=mxUtils.convertPoint(this.container,mxEvent.getClientX(y),mxEvent.getClientY(y));if(null!=y&&!this.model.isVertex(M)){var S=this.model.isEdge(M)?this.view.getState(M): +null,X=mxEvent.getSource(y);this.firstClickState!=S||this.firstClickSource!=X||null!=S&&null!=S.text&&null!=S.text.node&&null!=S.text.boundingBox&&(mxUtils.contains(S.text.boundingBox,N.x,N.y)||mxUtils.isAncestorNode(S.text.node,mxEvent.getSource(y)))||(null!=S||this.isCellLocked(this.getDefaultParent()))&&(null==S||this.isCellLocked(S.cell))||!(null!=S||mxClient.IS_SVG&&X==this.view.getCanvas().ownerSVGElement)||(null==S&&(S=this.view.getState(this.getCellAt(N.x,N.y))),M=this.addText(N.x,N.y,S))}return M}; +Graph.prototype.getInsertPoint=function(){var y=this.getGridSize(),M=this.container.scrollLeft/this.view.scale-this.view.translate.x,N=this.container.scrollTop/this.view.scale-this.view.translate.y;if(this.pageVisible){var S=this.getPageLayout(),X=this.getPageSize();M=Math.max(M,S.x*X.width);N=Math.max(N,S.y*X.height)}return new mxPoint(this.snap(M+y),this.snap(N+y))};Graph.prototype.getFreeInsertPoint=function(){var y=this.view,M=this.getGraphBounds(),N=this.getInsertPoint(),S=this.snap(Math.round(Math.max(N.x, +M.x/y.scale-y.translate.x+(0==M.width?2*this.gridSize:0))));y=this.snap(Math.round(Math.max(N.y,(M.y+M.height)/y.scale-y.translate.y+2*this.gridSize)));return new mxPoint(S,y)};Graph.prototype.getCenterInsertPoint=function(y){y=null!=y?y:new mxRectangle;return mxUtils.hasScrollbars(this.container)?new mxPoint(this.snap(Math.round((this.container.scrollLeft+this.container.clientWidth/2)/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round((this.container.scrollTop+this.container.clientHeight/ +2)/this.view.scale-this.view.translate.y-y.height/2))):new mxPoint(this.snap(Math.round(this.container.clientWidth/2/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round(this.container.clientHeight/2/this.view.scale-this.view.translate.y-y.height/2)))};Graph.prototype.isMouseInsertPoint=function(){return!1};Graph.prototype.addText=function(y,M,N){var S=new mxCell;S.value="Text";S.geometry=new mxGeometry(0,0,0,0);S.vertex=!0;if(null!=N&&this.model.isEdge(N.cell)){S.style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];"; +S.geometry.relative=!0;S.connectable=!1;var X=this.view.getRelativePoint(N,y,M);S.geometry.x=Math.round(1E4*X.x)/1E4;S.geometry.y=Math.round(X.y);S.geometry.offset=new mxPoint(0,0);X=this.view.getPoint(N,S.geometry);var ha=this.view.scale;S.geometry.offset=new mxPoint(Math.round((y-X.x)/ha),Math.round((M-X.y)/ha))}else X=this.view.translate,S.style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];",S.geometry.width=40,S.geometry.height=20,S.geometry.x=Math.round(y/this.view.scale)- +X.x-(null!=N?N.origin.x:0),S.geometry.y=Math.round(M/this.view.scale)-X.y-(null!=N?N.origin.y:0),S.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([S],null!=N?N.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[S])),this.autoSizeCell(S)}finally{this.getModel().endUpdate()}return S};Graph.prototype.addClickHandler=function(y,M,N){var S=mxUtils.bind(this,function(){var sa=this.container.getElementsByTagName("a");if(null!=sa)for(var ya=0;ya<sa.length;ya++){var Fa= +this.getAbsoluteUrl(sa[ya].getAttribute("href"));null!=Fa&&(sa[ya].setAttribute("rel",this.linkRelation),sa[ya].setAttribute("href",Fa),null!=M&&mxEvent.addGestureListeners(sa[ya],null,null,M))}});this.model.addListener(mxEvent.CHANGE,S);S();var X=this.container.style.cursor,ha=this.getTolerance(),la=this,xa={currentState:null,currentLink:null,currentTarget:null,highlight:null!=y&&""!=y&&y!=mxConstants.NONE?new mxCellHighlight(la,y,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(sa){var ya= +sa.sourceState;if(null==ya||null==la.getLinkForCell(ya.cell))sa=la.getCellAt(sa.getGraphX(),sa.getGraphY(),null,null,null,function(Fa,wa,ua){return null==la.getLinkForCell(Fa.cell)}),ya=null==ya||la.model.isAncestor(sa,ya.cell)?la.view.getState(sa):null;ya!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=ya,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(sa,ya){this.startX=ya.getGraphX();this.startY=ya.getGraphY();this.scrollLeft=la.container.scrollLeft; +this.scrollTop=la.container.scrollTop;null==this.currentLink&&"auto"==la.container.style.overflow&&(la.container.style.cursor="move");this.updateCurrentState(ya)},mouseMove:function(sa,ya){if(la.isMouseDown)null!=this.currentLink&&(sa=Math.abs(this.startX-ya.getGraphX()),ya=Math.abs(this.startY-ya.getGraphY()),(sa>ha||ya>ha)&&this.clear());else{for(sa=ya.getSource();null!=sa&&"a"!=sa.nodeName.toLowerCase();)sa=sa.parentNode;null!=sa?this.clear():(null!=la.tooltipHandler&&null!=this.currentLink&&null!= +this.currentState&&la.tooltipHandler.reset(ya,!0,this.currentState),(null==this.currentState||ya.getState()!=this.currentState&&null!=ya.sourceState||!la.intersects(this.currentState,ya.getGraphX(),ya.getGraphY()))&&this.updateCurrentState(ya))}},mouseUp:function(sa,ya){var Fa=ya.getSource();for(sa=ya.getEvent();null!=Fa&&"a"!=Fa.nodeName.toLowerCase();)Fa=Fa.parentNode;null==Fa&&Math.abs(this.scrollLeft-la.container.scrollLeft)<ha&&Math.abs(this.scrollTop-la.container.scrollTop)<ha&&(null==ya.sourceState|| +!ya.isSource(ya.sourceState.control))&&((mxEvent.isLeftMouseButton(sa)||mxEvent.isMiddleMouseButton(sa))&&!mxEvent.isPopupTrigger(sa)||mxEvent.isTouchEvent(sa))&&(null!=this.currentLink?(Fa=la.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&Fa||null==M||M(sa,this.currentLink),mxEvent.isConsumed(sa)||(sa=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(sa)?"_blank":Fa?la.linkTarget:"_top",la.openLink(this.currentLink,sa),ya.consume())):null!=N&&!ya.isConsumed()&& +Math.abs(this.scrollLeft-la.container.scrollLeft)<ha&&Math.abs(this.scrollTop-la.container.scrollTop)<ha&&Math.abs(this.startX-ya.getGraphX())<ha&&Math.abs(this.startY-ya.getGraphY())<ha&&N(ya.getEvent()));this.clear()},activate:function(sa){this.currentLink=la.getAbsoluteUrl(la.getLinkForCell(sa.cell));null!=this.currentLink&&(this.currentTarget=la.getLinkTargetForCell(sa.cell),la.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(sa))},clear:function(){null!=la.container&& +(la.container.style.cursor=X);this.currentLink=this.currentState=this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=la.tooltipHandler&&la.tooltipHandler.hide()}};la.click=function(sa){};la.addMouseListener(xa);mxEvent.addListener(document,"mouseleave",function(sa){xa.clear()})};Graph.prototype.duplicateCells=function(y,M){y=null!=y?y:this.getSelectionCells();M=null!=M?M:!0;for(var N=0;N<y.length;N++)this.isTableCell(y[N])&&(y[N]=this.model.getParent(y[N]));y=this.model.getTopmostCells(y); +var S=this.getModel(),X=this.gridSize,ha=[];S.beginUpdate();try{var la={},xa=this.createCellLookup(y),sa=this.cloneCells(y,!1,la,!0);for(N=0;N<y.length;N++){var ya=S.getParent(y[N]);if(null!=ya){var Fa=this.moveCells([sa[N]],X,X,!1)[0];ha.push(Fa);if(M)S.add(ya,sa[N]);else{var wa=ya.getIndex(y[N]);S.add(ya,sa[N],wa+1)}if(this.isTable(ya)){var ua=this.getCellGeometry(sa[N]),La=this.getCellGeometry(ya);null!=ua&&null!=La&&(La=La.clone(),La.height+=ua.height,S.setGeometry(ya,La))}}else ha.push(sa[N])}this.updateCustomLinks(this.createCellMapping(la, +xa),sa,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED,"cells",sa))}finally{S.endUpdate()}return ha};Graph.prototype.insertImage=function(y,M,N){if(null!=y&&null!=this.cellEditor.textarea){for(var S=this.cellEditor.textarea.getElementsByTagName("img"),X=[],ha=0;ha<S.length;ha++)X.push(S[ha]);document.execCommand("insertimage",!1,y);y=this.cellEditor.textarea.getElementsByTagName("img");if(y.length==X.length+1)for(ha=y.length-1;0<=ha;ha--)if(0==ha||y[ha]!=X[ha-1]){y[ha].setAttribute("width", +M);y[ha].setAttribute("height",N);break}}};Graph.prototype.insertLink=function(y){if(null!=this.cellEditor.textarea)if(0==y.length)document.execCommand("unlink",!1);else if(mxClient.IS_FF){for(var M=this.cellEditor.textarea.getElementsByTagName("a"),N=[],S=0;S<M.length;S++)N.push(M[S]);document.execCommand("createlink",!1,mxUtils.trim(y));M=this.cellEditor.textarea.getElementsByTagName("a");if(M.length==N.length+1)for(S=M.length-1;0<=S;S--)if(M[S]!=N[S-1]){for(M=M[S].getElementsByTagName("a");0<M.length;){for(N= +M[0].parentNode;null!=M[0].firstChild;)N.insertBefore(M[0].firstChild,M[0]);N.removeChild(M[0])}break}}else document.execCommand("createlink",!1,mxUtils.trim(y))};Graph.prototype.isCellResizable=function(y){var M=mxGraph.prototype.isCellResizable.apply(this,arguments),N=this.getCurrentCellStyle(y);return!this.isTableCell(y)&&!this.isTableRow(y)&&(M||"0"!=mxUtils.getValue(N,mxConstants.STYLE_RESIZABLE,"1")&&"wrap"==N[mxConstants.STYLE_WHITE_SPACE])};Graph.prototype.distributeCells=function(y,M){null== +M&&(M=this.getSelectionCells());if(null!=M&&1<M.length){for(var N=[],S=null,X=null,ha=0;ha<M.length;ha++)if(this.getModel().isVertex(M[ha])){var la=this.view.getState(M[ha]);if(null!=la){var xa=y?la.getCenterX():la.getCenterY();S=null!=S?Math.max(S,xa):xa;X=null!=X?Math.min(X,xa):xa;N.push(la)}}if(2<N.length){N.sort(function(wa,ua){return y?wa.x-ua.x:wa.y-ua.y});la=this.view.translate;xa=this.view.scale;X=X/xa-(y?la.x:la.y);S=S/xa-(y?la.x:la.y);this.getModel().beginUpdate();try{var sa=(S-X)/(N.length- +1);S=X;for(ha=1;ha<N.length-1;ha++){var ya=this.view.getState(this.model.getParent(N[ha].cell)),Fa=this.getCellGeometry(N[ha].cell);S+=sa;null!=Fa&&null!=ya&&(Fa=Fa.clone(),y?Fa.x=Math.round(S-Fa.width/2)-ya.origin.x:Fa.y=Math.round(S-Fa.height/2)-ya.origin.y,this.getModel().setGeometry(N[ha].cell,Fa))}}finally{this.getModel().endUpdate()}}}return M};Graph.prototype.isCloneEvent=function(y){return mxClient.IS_MAC&&mxEvent.isMetaDown(y)||mxEvent.isControlDown(y)};Graph.prototype.createSvgImageExport= +function(){var y=new mxImageExport;y.getLinkForCellState=mxUtils.bind(this,function(M,N){return this.getLinkForCell(M.cell)});return y};Graph.prototype.parseBackgroundImage=function(y){var M=null;null!=y&&0<y.length&&(y=JSON.parse(y),M=new mxImage(y.src,y.width,y.height));return M};Graph.prototype.getBackgroundImageObject=function(y){return y};Graph.prototype.getSvg=function(y,M,N,S,X,ha,la,xa,sa,ya,Fa,wa,ua,La){var Oa=null;if(null!=La)for(Oa=new mxDictionary,Fa=0;Fa<La.length;Fa++)Oa.put(La[Fa], +!0);if(La=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(),this.sizeDidChange();try{M=null!=M?M:1;N=null!=N?N:0;X=null!=X?X:!0;ha=null!=ha?ha:!0;la=null!=la?la:!0;ya=null!=ya?ya:!1;var Ca="page"==ua?this.view.getBackgroundPageBounds():ha&&null==Oa||S||"diagram"==ua?this.getGraphBounds():this.getBoundingBox(this.getSelectionCells()),Ma=this.view.scale;"diagram"==ua&&null!=this.backgroundImage&&(Ca=mxRectangle.fromRectangle(Ca),Ca.add(new mxRectangle((this.view.translate.x+this.backgroundImage.x)* +Ma,(this.view.translate.y+this.backgroundImage.y)*Ma,this.backgroundImage.width*Ma,this.backgroundImage.height*Ma)));if(null==Ca)throw Error(mxResources.get("drawingEmpty"));S=M/Ma;ua=X?-.5:0;var Ga=Graph.createSvgNode(ua,ua,Math.max(1,Math.ceil(Ca.width*S)+2*N)+(ya&&0==N?5:0),Math.max(1,Math.ceil(Ca.height*S)+2*N)+(ya&&0==N?5:0),y),Ya=Ga.ownerDocument,db=null!=Ya.createElementNS?Ya.createElementNS(mxConstants.NS_SVG,"g"):Ya.createElement("g");Ga.appendChild(db);var eb=this.createSvgCanvas(db);eb.foOffset= +X?-.5:0;eb.textOffset=X?-.5:0;eb.imageOffset=X?-.5:0;eb.translate(Math.floor(N/M-Ca.x/Ma),Math.floor(N/M-Ca.y/Ma));var cb=document.createElement("div"),ub=eb.getAlternateText;eb.getAlternateText=function(ab,ib,gb,qb,nb,mb,Bb,wb,rb,vb,kb,hb,tb){if(null!=mb&&0<this.state.fontSize)try{mxUtils.isNode(mb)?mb=mb.innerText:(cb.innerHTML=mb,mb=mxUtils.extractTextWithWhitespace(cb.childNodes));for(var Cb=Math.ceil(2*qb/this.state.fontSize),xb=[],zb=0,ob=0;(0==Cb||zb<Cb)&&ob<mb.length;){var yb=mb.charCodeAt(ob); +if(10==yb||13==yb){if(0<zb)break}else xb.push(mb.charAt(ob)),255>yb&&zb++;ob++}xb.length<mb.length&&1<mb.length-xb.length&&(mb=mxUtils.trim(xb.join(""))+"...");return mb}catch(Ab){return ub.apply(this,arguments)}else return ub.apply(this,arguments)};var fb=this.backgroundImage;if(null!=fb){y=Ma/M;var pb=this.view.translate;ua=new mxRectangle((fb.x+pb.x)*y,(fb.y+pb.y)*y,fb.width*y,fb.height*y);mxUtils.intersects(Ca,ua)&&eb.image(fb.x+pb.x,fb.y+pb.y,fb.width,fb.height,fb.src,!0)}eb.scale(S);eb.textEnabled= +la;xa=null!=xa?xa:this.createSvgImageExport();var lb=xa.drawCellState,$a=xa.getLinkForCellState;xa.getLinkForCellState=function(ab,ib){var gb=$a.apply(this,arguments);return null==gb||ab.view.graph.isCustomLink(gb)?null:gb};xa.getLinkTargetForCellState=function(ab,ib){return ab.view.graph.getLinkTargetForCell(ab.cell)};xa.drawCellState=function(ab,ib){for(var gb=ab.view.graph,qb=null!=Oa?Oa.get(ab.cell):gb.isCellSelected(ab.cell),nb=gb.model.getParent(ab.cell);!(ha&&null==Oa||qb)&&null!=nb;)qb=null!= +Oa?Oa.get(nb):gb.isCellSelected(nb),nb=gb.model.getParent(nb);(ha&&null==Oa||qb)&&lb.apply(this,arguments)};xa.drawState(this.getView().getState(this.model.root),eb);this.updateSvgLinks(Ga,sa,!0);this.addForeignObjectWarning(eb,Ga);return Ga}finally{La&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(y,M){if("0"!=urlParams["svg-warning"]&&0<M.getElementsByTagName("foreignObject").length){var N=y.createElement("switch"),S=y.createElement("g"); +S.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility");var X=y.createElement("a");X.setAttribute("transform","translate(0,-5)");null==X.setAttributeNS||M.ownerDocument!=document&&null==document.documentMode?(X.setAttribute("xlink:href",Graph.foreignObjectWarningLink),X.setAttribute("target","_blank")):(X.setAttributeNS(mxConstants.NS_XLINK,"xlink:href",Graph.foreignObjectWarningLink),X.setAttributeNS(mxConstants.NS_XLINK,"target","_blank"));y=y.createElement("text"); +y.setAttribute("text-anchor","middle");y.setAttribute("font-size","10px");y.setAttribute("x","50%");y.setAttribute("y","100%");mxUtils.write(y,Graph.foreignObjectWarningText);N.appendChild(S);X.appendChild(y);N.appendChild(X);M.appendChild(N)}};Graph.prototype.updateSvgLinks=function(y,M,N){y=y.getElementsByTagName("a");for(var S=0;S<y.length;S++)if(null==y[S].getAttribute("target")){var X=y[S].getAttribute("href");null==X&&(X=y[S].getAttribute("xlink:href"));null!=X&&(null!=M&&/^https?:\/\//.test(X)? +y[S].setAttribute("target",M):N&&this.isCustomLink(X)&&y[S].setAttribute("href","javascript:void(0);"))}};Graph.prototype.createSvgCanvas=function(y){y=new mxSvgCanvas2D(y);y.minStrokeWidth=this.cellRenderer.minSvgStrokeWidth;y.pointerEvents=!0;return y};Graph.prototype.getSelectedElement=function(){var y=null;if(window.getSelection){var M=window.getSelection();M.getRangeAt&&M.rangeCount&&(y=M.getRangeAt(0).commonAncestorContainer)}else document.selection&&(y=document.selection.createRange().parentElement()); +return y};Graph.prototype.getSelectedEditingElement=function(){for(var y=this.getSelectedElement();null!=y&&y.nodeType!=mxConstants.NODETYPE_ELEMENT;)y=y.parentNode;null!=y&&y==this.cellEditor.textarea&&1==this.cellEditor.textarea.children.length&&this.cellEditor.textarea.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&(y=this.cellEditor.textarea.firstChild);return y};Graph.prototype.getParentByName=function(y,M,N){for(;null!=y&&y.nodeName!=M;){if(y==N)return null;y=y.parentNode}return y};Graph.prototype.getParentByNames= +function(y,M,N){for(;null!=y&&!(0<=mxUtils.indexOf(M,y.nodeName));){if(y==N)return null;y=y.parentNode}return y};Graph.prototype.selectNode=function(y){var M=null;if(window.getSelection){if(M=window.getSelection(),M.getRangeAt&&M.rangeCount){var N=document.createRange();N.selectNode(y);M.removeAllRanges();M.addRange(N)}}else(M=document.selection)&&"Control"!=M.type&&(y=M.createRange(),y.collapse(!0),N=M.createRange(),N.setEndPoint("StartToStart",y),N.select())};Graph.prototype.flipEdgePoints=function(y, +M,N){var S=this.getCellGeometry(y);if(null!=S){S=S.clone();if(null!=S.points)for(var X=0;X<S.points.length;X++)M?S.points[X].x=N+(N-S.points[X].x):S.points[X].y=N+(N-S.points[X].y);X=function(ha){null!=ha&&(M?ha.x=N+(N-ha.x):ha.y=N+(N-ha.y))};X(S.getTerminalPoint(!0));X(S.getTerminalPoint(!1));this.model.setGeometry(y,S)}};Graph.prototype.flipChildren=function(y,M,N){this.model.beginUpdate();try{for(var S=this.model.getChildCount(y),X=0;X<S;X++){var ha=this.model.getChildAt(y,X);if(this.model.isEdge(ha))this.flipEdgePoints(ha, +M,N);else{var la=this.getCellGeometry(ha);null!=la&&(la=la.clone(),M?la.x=N+(N-la.x-la.width):la.y=N+(N-la.y-la.height),this.model.setGeometry(ha,la))}}}finally{this.model.endUpdate()}};Graph.prototype.flipCells=function(y,M){this.model.beginUpdate();try{y=this.model.getTopmostCells(y);for(var N=[],S=0;S<y.length;S++)if(this.model.isEdge(y[S])){var X=this.view.getState(y[S]);null!=X&&this.flipEdgePoints(y[S],M,(M?X.getCenterX():X.getCenterY())/this.view.scale-(M?X.origin.x:X.origin.y)-(M?this.view.translate.x: +this.view.translate.y))}else{var ha=this.getCellGeometry(y[S]);null!=ha&&this.flipChildren(y[S],M,M?ha.getCenterX()-ha.x:ha.getCenterY()-ha.y);N.push(y[S])}this.toggleCellStyles(M?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,N)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(y,M){var N=null;if(null!=y&&0<y.length){this.model.beginUpdate();try{for(var S=0;S<y.length;S++){var X=this.model.getParent(y[S]);if(this.isTable(X)){var ha=this.getCellGeometry(y[S]),la=this.getCellGeometry(X); +null!=ha&&null!=la&&(la=la.clone(),la.height-=ha.height,this.model.setGeometry(X,la))}}var xa=this.selectParentAfterDelete?this.model.getParents(y):null;this.removeCells(y,M)}finally{this.model.endUpdate()}if(null!=xa)for(N=[],S=0;S<xa.length;S++)this.model.contains(xa[S])&&(this.model.isVertex(xa[S])||this.model.isEdge(xa[S]))&&N.push(xa[S])}return N};Graph.prototype.insertTableColumn=function(y,M){var N=this.getModel();N.beginUpdate();try{var S=y,X=0;if(this.isTableCell(y)){var ha=N.getParent(y); +S=N.getParent(ha);X=mxUtils.indexOf(N.getChildCells(ha,!0),y)}else this.isTableRow(y)?S=N.getParent(y):y=N.getChildCells(S,!0)[0],M||(X=N.getChildCells(y,!0).length-1);var la=N.getChildCells(S,!0),xa=Graph.minTableColumnWidth;for(y=0;y<la.length;y++){var sa=N.getChildCells(la[y],!0)[X],ya=N.cloneCell(sa,!1),Fa=this.getCellGeometry(ya);ya.value=null;ya.style=mxUtils.setStyle(mxUtils.setStyle(ya.style,"rowspan",null),"colspan",null);if(null!=Fa){null!=Fa.alternateBounds&&(Fa.width=Fa.alternateBounds.width, +Fa.height=Fa.alternateBounds.height,Fa.alternateBounds=null);xa=Fa.width;var wa=this.getCellGeometry(la[y]);null!=wa&&(Fa.height=wa.height)}N.add(la[y],ya,X+(M?0:1))}var ua=this.getCellGeometry(S);null!=ua&&(ua=ua.clone(),ua.width+=xa,N.setGeometry(S,ua))}finally{N.endUpdate()}};Graph.prototype.deleteLane=function(y){var M=this.getModel();M.beginUpdate();try{var N=null;N="stackLayout"==this.getCurrentCellStyle(y).childLayout?y:M.getParent(y);var S=M.getChildCells(N,!0);0==S.length?M.remove(N):(N== +y&&(y=S[S.length-1]),M.remove(y))}finally{M.endUpdate()}};Graph.prototype.insertLane=function(y,M){var N=this.getModel();N.beginUpdate();try{var S=null;if("stackLayout"==this.getCurrentCellStyle(y).childLayout){S=y;var X=N.getChildCells(S,!0);y=X[M?0:X.length-1]}else S=N.getParent(y);var ha=S.getIndex(y);y=N.cloneCell(y,!1);y.value=null;N.add(S,y,ha+(M?0:1))}finally{N.endUpdate()}};Graph.prototype.insertTableRow=function(y,M){var N=this.getModel();N.beginUpdate();try{var S=y,X=y;if(this.isTableCell(y))X= +N.getParent(y),S=N.getParent(X);else if(this.isTableRow(y))S=N.getParent(y);else{var ha=N.getChildCells(S,!0);X=ha[M?0:ha.length-1]}var la=N.getChildCells(X,!0),xa=S.getIndex(X);X=N.cloneCell(X,!1);X.value=null;var sa=this.getCellGeometry(X);if(null!=sa){for(ha=0;ha<la.length;ha++){y=N.cloneCell(la[ha],!1);y.value=null;y.style=mxUtils.setStyle(mxUtils.setStyle(y.style,"rowspan",null),"colspan",null);var ya=this.getCellGeometry(y);null!=ya&&(null!=ya.alternateBounds&&(ya.width=ya.alternateBounds.width, +ya.height=ya.alternateBounds.height,ya.alternateBounds=null),ya.height=sa.height);X.insert(y)}N.add(S,X,xa+(M?0:1));var Fa=this.getCellGeometry(S);null!=Fa&&(Fa=Fa.clone(),Fa.height+=sa.height,N.setGeometry(S,Fa))}}finally{N.endUpdate()}};Graph.prototype.deleteTableColumn=function(y){var M=this.getModel();M.beginUpdate();try{var N=y,S=y;this.isTableCell(y)&&(S=M.getParent(y));this.isTableRow(S)&&(N=M.getParent(S));var X=M.getChildCells(N,!0);if(0==X.length)M.remove(N);else{this.isTableRow(S)||(S= +X[0]);var ha=M.getChildCells(S,!0);if(1>=ha.length)M.remove(N);else{var la=ha.length-1;this.isTableCell(y)&&(la=mxUtils.indexOf(ha,y));for(S=y=0;S<X.length;S++){var xa=M.getChildCells(X[S],!0)[la];M.remove(xa);var sa=this.getCellGeometry(xa);null!=sa&&(y=Math.max(y,sa.width))}var ya=this.getCellGeometry(N);null!=ya&&(ya=ya.clone(),ya.width-=y,M.setGeometry(N,ya))}}}finally{M.endUpdate()}};Graph.prototype.deleteTableRow=function(y){var M=this.getModel();M.beginUpdate();try{var N=y,S=y;this.isTableCell(y)&& +(y=S=M.getParent(y));this.isTableRow(y)&&(N=M.getParent(S));var X=M.getChildCells(N,!0);if(1>=X.length)M.remove(N);else{this.isTableRow(S)||(S=X[X.length-1]);M.remove(S);y=0;var ha=this.getCellGeometry(S);null!=ha&&(y=ha.height);var la=this.getCellGeometry(N);null!=la&&(la=la.clone(),la.height-=y,M.setGeometry(N,la))}}finally{M.endUpdate()}};Graph.prototype.insertRow=function(y,M){for(var N=y.tBodies[0],S=N.rows[0].cells,X=y=0;X<S.length;X++){var ha=S[X].getAttribute("colspan");y+=null!=ha?parseInt(ha): +1}M=N.insertRow(M);for(X=0;X<y;X++)mxUtils.br(M.insertCell(-1));return M.cells[0]};Graph.prototype.deleteRow=function(y,M){y.tBodies[0].deleteRow(M)};Graph.prototype.insertColumn=function(y,M){var N=y.tHead;if(null!=N)for(var S=0;S<N.rows.length;S++){var X=document.createElement("th");N.rows[S].appendChild(X);mxUtils.br(X)}y=y.tBodies[0];for(N=0;N<y.rows.length;N++)S=y.rows[N].insertCell(M),mxUtils.br(S);return y.rows[0].cells[0<=M?M:y.rows[0].cells.length-1]};Graph.prototype.deleteColumn=function(y, +M){if(0<=M){y=y.tBodies[0].rows;for(var N=0;N<y.length;N++)y[N].cells.length>M&&y[N].deleteCell(M)}};Graph.prototype.pasteHtmlAtCaret=function(y){if(window.getSelection){var M=window.getSelection();if(M.getRangeAt&&M.rangeCount){M=M.getRangeAt(0);M.deleteContents();var N=document.createElement("div");N.innerHTML=y;y=document.createDocumentFragment();for(var S;S=N.firstChild;)lastNode=y.appendChild(S);M.insertNode(y)}}else(M=document.selection)&&"Control"!=M.type&&M.createRange().pasteHTML(y)};Graph.prototype.createLinkForHint= +function(y,M){function N(X,ha){X.length>ha&&(X=X.substring(0,Math.round(ha/2))+"..."+X.substring(X.length-Math.round(ha/4)));return X}y=null!=y?y:"javascript:void(0);";if(null==M||0==M.length)M=this.isCustomLink(y)?this.getLinkTitle(y):y;var S=document.createElement("a");S.setAttribute("rel",this.linkRelation);S.setAttribute("href",this.getAbsoluteUrl(y));S.setAttribute("title",N(this.isCustomLink(y)?this.getLinkTitle(y):y,80));null!=this.linkTarget&&S.setAttribute("target",this.linkTarget);mxUtils.write(S, +N(M,40));this.isCustomLink(y)&&mxEvent.addListener(S,"click",mxUtils.bind(this,function(X){this.customLinkClicked(y);mxEvent.consume(X)}));return S};Graph.prototype.initTouch=function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first};this.addListener(mxEvent.START_EDITING,function(ha,la){this.popupMenuHandler.hideMenu()});var y=this.updateMouseEvent;this.updateMouseEvent=function(ha){ha=y.apply(this,arguments);if(mxEvent.isTouchEvent(ha.getEvent())&& +null==ha.getState()){var la=this.getCellAt(ha.graphX,ha.graphY);null!=la&&this.isSwimlane(la)&&this.hitsSwimlaneContent(la,ha.graphX,ha.graphY)||(ha.state=this.view.getState(la),null!=ha.state&&null!=ha.state.shape&&(this.container.style.cursor=ha.state.shape.node.style.cursor))}null==ha.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return ha};var M=!1,N=!1,S=!1,X=this.fireMouseEvent;this.fireMouseEvent=function(ha,la,xa){ha==mxEvent.MOUSE_DOWN&&(la=this.updateMouseEvent(la), +M=this.isCellSelected(la.getCell()),N=this.isSelectionEmpty(),S=this.popupMenuHandler.isMenuShowing());X.apply(this,arguments)};this.popupMenuHandler.mouseUp=mxUtils.bind(this,function(ha,la){var xa=mxEvent.isMouseEvent(la.getEvent());this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==la.getState()||!la.isSource(la.getState().control))&&(this.popupMenuHandler.popupTrigger||!S&&!xa&&(N&&null==la.getCell()&&this.isSelectionEmpty()||M&&this.isCellSelected(la.getCell()))); +xa=!M||xa?null:mxUtils.bind(this,function(sa){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var ya=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(la.getX()+ya.x+1,la.getY()+ya.y+1,sa,la.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler,[ha,la,xa])})};mxCellEditor.prototype.isContentEditing=function(){var y=this.graph.view.getState(this.editingCell);return null!=y&&1==y.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!= +this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var y="";window.getSelection?y=window.getSelection():document.getSelection?y=document.getSelection():document.selection&&(y=document.selection.createRange().text);return""!=y};mxCellEditor.prototype.insertTab=function(y){var M=this.textarea.ownerDocument.defaultView.getSelection(),N=M.getRangeAt(0),S="\t";if(null!=y)for(S="";0<y;)S+=" ",y--;y=document.createElement("span"); +y.style.whiteSpace="pre";y.appendChild(document.createTextNode(S));N.insertNode(y);N.setStartAfter(y);N.setEndAfter(y);M.removeAllRanges();M.addRange(N)};mxCellEditor.prototype.alignText=function(y,M){var N=null!=M&&mxEvent.isShiftDown(M);if(N||null!=window.getSelection&&null!=window.getSelection().containsNode){var S=!0;this.graph.processElements(this.textarea,function(X){N||window.getSelection().containsNode(X,!0)?(X.removeAttribute("align"),X.style.textAlign=null):S=!1});S&&this.graph.cellEditor.setAlign(y)}document.execCommand("justify"+ +y.toLowerCase(),!1,null)};mxCellEditor.prototype.saveSelection=function(){if(window.getSelection){var y=window.getSelection();if(y.getRangeAt&&y.rangeCount){for(var M=[],N=0,S=y.rangeCount;N<S;++N)M.push(y.getRangeAt(N));return M}}else if(document.selection&&document.selection.createRange)return document.selection.createRange();return null};mxCellEditor.prototype.restoreSelection=function(y){try{if(y)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var M=0,N=y.length;M< +N;++M)sel.addRange(y[M])}else document.selection&&y.select&&y.select()}catch(S){}};var u=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel=function(y){null!=y.text&&(y.text.replaceLinefeeds="0"!=mxUtils.getValue(y.style,"nl2Br","1"));u.apply(this,arguments)};var H=mxConstraintHandler.prototype.update;mxConstraintHandler.prototype.update=function(y,M){this.isKeepFocusEvent(y)||!mxEvent.isAltDown(y.getEvent())?H.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape= +function(y){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var L=mxCellEditor.prototype.startEditing;mxCellEditor.prototype.startEditing=function(y,M){y=this.graph.getStartEditingCell(y,M);L.apply(this,arguments);var N=this.graph.view.getState(y);this.textarea.className=null!=N&&1==N.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(y); +N=this.graph.getModel().getParent(y);var S=this.graph.getCellGeometry(y);if(this.graph.getModel().isEdge(N)&&null!=S&&S.relative||this.graph.getModel().isEdge(y))this.textarea.style.outline=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var C=mxCellEditor.prototype.installListeners;mxCellEditor.prototype.installListeners=function(y){function M(X,ha){ha.originalNode=X;X=X.firstChild;for(var la=ha.firstChild;null!=X&&null!=la;)M(X,la),X=X.nextSibling,la=la.nextSibling; +return ha}function N(X,ha){if(null!=X)if(ha.originalNode!=X)S(X);else for(X=X.firstChild,ha=ha.firstChild;null!=X;){var la=X.nextSibling;null==ha?S(X):(N(X,ha),ha=ha.nextSibling);X=la}}function S(X){for(var ha=X.firstChild;null!=ha;){var la=ha.nextSibling;S(ha);ha=la}1==X.nodeType&&("BR"===X.nodeName||null!=X.firstChild)||3==X.nodeType&&0!=mxUtils.trim(mxUtils.getTextContent(X)).length?(3==X.nodeType&&mxUtils.setTextContent(X,mxUtils.getTextContent(X).replace(/\n|\r/g,"")),1==X.nodeType&&(X.removeAttribute("style"), +X.removeAttribute("class"),X.removeAttribute("width"),X.removeAttribute("cellpadding"),X.removeAttribute("cellspacing"),X.removeAttribute("border"))):X.parentNode.removeChild(X)}C.apply(this,arguments);7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(X){var ha=M(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")|| +0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?N(this.textarea,ha):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var y=this.graph.view.getState(this.editingCell);if(null!=y){var M=null!=y&&"0"!=mxUtils.getValue(y.style,"nl2Br","1"),N=this.saveSelection();if(this.codeViewMode){xa=mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<xa.length&&"\n"==xa.charAt(xa.length-1)&&(xa=xa.substring(0,xa.length-1));xa=this.graph.sanitizeHtml(M? +xa.replace(/\n/g,"<br/>"):xa,!0);this.textarea.className="mxCellEditor geContentEditable";sa=mxUtils.getValue(y.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);M=mxUtils.getValue(y.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY);var S=mxUtils.getValue(y.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT),X=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,ha=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE, +0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,la=[];(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&la.push("underline");(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&la.push("line-through");this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(sa*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize= +Math.round(sa)+"px";this.textarea.style.textDecoration=la.join(" ");this.textarea.style.fontWeight=X?"bold":"normal";this.textarea.style.fontStyle=ha?"italic":"";this.textarea.style.fontFamily=M;this.textarea.style.textAlign=S;this.textarea.style.padding="0px";this.textarea.innerHTML!=xa&&(this.textarea.innerHTML=xa,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&& +this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var xa=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(xa=mxUtils.replaceTrailingNewlines(xa,"<div><br></div>"));xa=this.graph.sanitizeHtml(M?xa.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):xa,!0);this.textarea.className="mxCellEditor mxPlainTextEditor";var sa=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(sa* +mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(sa)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY;this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!=xa&&(this.textarea.innerHTML=xa);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&& +this.restoreSelection(this.switchSelectionState);this.switchSelectionState=N;this.resize()}};var G=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(y,M){if(null!=this.textarea)if(y=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=y){var N=y.view.scale;this.bounds=mxRectangle.fromRectangle(y);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width=160*N;this.bounds.height=60*N;var S=null!=y.text?y.text.margin:null;null==S&&(S=mxUtils.getAlignmentAsPoint(mxUtils.getValue(y.style, +mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),mxUtils.getValue(y.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE)));this.bounds.x+=S.x*this.bounds.width;this.bounds.y+=S.y*this.bounds.height}this.textarea.style.width=Math.round((this.bounds.width-4)/N)+"px";this.textarea.style.height=Math.round((this.bounds.height-4)/N)+"px";this.textarea.style.overflow="auto";this.textarea.clientHeight<this.textarea.offsetHeight&&(this.textarea.style.height=Math.round(this.bounds.height/N)+(this.textarea.offsetHeight- +this.textarea.clientHeight)+"px",this.bounds.height=parseInt(this.textarea.style.height)*N);this.textarea.clientWidth<this.textarea.offsetWidth&&(this.textarea.style.width=Math.round(this.bounds.width/N)+(this.textarea.offsetWidth-this.textarea.clientWidth)+"px",this.bounds.width=parseInt(this.textarea.style.width)*N);this.textarea.style.left=Math.round(this.bounds.x)+"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+N+","+ +N+")")}else this.textarea.style.height="",this.textarea.style.overflow="",G.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(y,M){if("0"==mxUtils.getValue(y.style,"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var N=this.graph.getEditingValue(y.cell,M);"1"==mxUtils.getValue(y.style,"nl2Br","1")&&(N=N.replace(/\n/g,"<br/>"));return N=this.graph.sanitizeHtml(N,!0)};mxCellEditorGetCurrentValue= +mxCellEditor.prototype.getCurrentValue;mxCellEditor.prototype.getCurrentValue=function(y){if("0"==mxUtils.getValue(y.style,"html","0"))return mxCellEditorGetCurrentValue.apply(this,arguments);var M=this.graph.sanitizeHtml(this.textarea.innerHTML,!0);return M="1"==mxUtils.getValue(y.style,"nl2Br","1")?M.replace(/\r\n/g,"<br/>").replace(/\n/g,"<br/>"):M.replace(/\r\n/g,"").replace(/\n/g,"")};var V=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(y){this.codeViewMode&&this.toggleViewMode(); +V.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(y){}};var U=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(y,M){this.graph.getModel().beginUpdate();try{U.apply(this,arguments),""==M&&this.graph.isCellDeletable(y.cell)&&0==this.graph.model.getChildCount(y.cell)&&this.graph.isTransparentState(y)&&this.graph.removeCells([y.cell],!1)}finally{this.graph.getModel().endUpdate()}};mxCellEditor.prototype.getBackgroundColor= +function(y){var M=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,null);null!=M&&M!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(M=mxUtils.getValue(y.style,mxConstants.STYLE_FILLCOLOR,null));M==mxConstants.NONE&&(M=null);return M};mxCellEditor.prototype.getBorderColor=function(y){var M=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BORDERCOLOR, +null);null!=M&&M!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(M=mxUtils.getValue(y.style,mxConstants.STYLE_STROKECOLOR,null));M==mxConstants.NONE&&(M=null);return M};mxCellEditor.prototype.getMinimumSize=function(y){var M=this.graph.getView().scale;return new mxRectangle(0,0,null==y.text?30:y.text.size*M+20,30)};mxGraphHandlerIsValidDropTarget=mxGraphHandler.prototype.isValidDropTarget; +mxGraphHandler.prototype.isValidDropTarget=function(y,M){return mxGraphHandlerIsValidDropTarget.apply(this,arguments)&&!mxEvent.isAltDown(M.getEvent)};mxGraphView.prototype.formatUnitText=function(y){return y?e(y,this.unit):y};mxGraphHandler.prototype.updateHint=function(y){if(null!=this.pBounds&&(null!=this.shape||this.livePreviewActive)){null==this.hint&&(this.hint=b(),this.graph.container.appendChild(this.hint));var M=this.graph.view.translate,N=this.graph.view.scale;y=this.roundLength((this.bounds.x+ +this.currentDx)/N-M.x);M=this.roundLength((this.bounds.y+this.currentDy)/N-M.y);N=this.graph.view.unit;this.hint.innerHTML=e(y,N)+", "+e(M,N);this.hint.style.left=this.pBounds.x+this.currentDx+Math.round((this.pBounds.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=this.pBounds.y+this.currentDy+this.pBounds.height+Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var Y=mxStackLayout.prototype.resizeCell; +mxStackLayout.prototype.resizeCell=function(y,M){Y.apply(this,arguments);var N=this.graph.getCellStyle(y);if(null==N.childLayout){var S=this.graph.model.getParent(y),X=null!=S?this.graph.getCellGeometry(S):null;if(null!=X&&(N=this.graph.getCellStyle(S),"stackLayout"==N.childLayout)){var ha=parseFloat(mxUtils.getValue(N,"stackBorder",mxStackLayout.prototype.border));N="1"==mxUtils.getValue(N,"horizontalStack","1");var la=this.graph.getActualStartSize(S);X=X.clone();N?X.height=M.height+la.y+la.height+ +2*ha:X.width=M.width+la.x+la.width+2*ha;this.graph.model.setGeometry(S,X)}}};var O=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function y(xa){N.get(xa)||(N.put(xa,!0),X.push(xa))}for(var M=O.apply(this,arguments),N=new mxDictionary,S=this.graph.model,X=[],ha=0;ha<M.length;ha++){var la=M[ha];this.graph.isTableCell(la)?y(S.getParent(S.getParent(la))):this.graph.isTableRow(la)&&y(S.getParent(la));y(la)}return X};var qa= +mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(y){var M=qa.apply(this,arguments);M.stroke="#C0C0C0";M.strokewidth=1;return M};var oa=mxEdgeHandler.prototype.createParentHighlightShape;mxEdgeHandler.prototype.createParentHighlightShape=function(y){var M=oa.apply(this,arguments);M.stroke="#C0C0C0";M.strokewidth=1;return M};mxVertexHandler.prototype.rotationHandleVSpacing=-12;mxVertexHandler.prototype.getRotationHandlePosition=function(){var y= +this.getHandlePadding();return new mxPoint(this.bounds.x+this.bounds.width-this.rotationHandleVSpacing+y.x/2,this.bounds.y+this.rotationHandleVSpacing-y.y/2)};mxVertexHandler.prototype.isRecursiveResize=function(y,M){return this.graph.isRecursiveVertexResize(y)&&!mxEvent.isAltDown(M.getEvent())};mxVertexHandler.prototype.isCenteredEvent=function(y,M){return mxEvent.isControlDown(M.getEvent())||mxEvent.isMetaDown(M.getEvent())};var aa=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible= +function(){return aa.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)?this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))):this.bounds};var ca=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return ca.apply(this, +arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var fa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(y){return y.tableHandle||fa.apply(this,arguments)&&(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset=function(){var y=0;this.graph.isTableRow(this.state.cell)?y=1:this.graph.isTableCell(this.state.cell)&&(y=2); +return y};var J=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return J.apply(this,arguments).grow(-this.getSelectionBorderInset())};var Z=null,P=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){null==Z&&(Z=mxCellRenderer.defaultShapes.tableLine);var y=P.apply(this,arguments);if(this.graph.isTable(this.state.cell)){var M=function(Oa,Ca,Ma){for(var Ga=[],Ya=0;Ya<Oa.length;Ya++){var db= +Oa[Ya];Ga.push(null==db?null:new mxPoint((sa+db.x+Ca)*ha,(ya+db.y+Ma)*ha))}return Ga},N=this,S=this.graph,X=S.model,ha=S.view.scale,la=this.state,xa=this.selectionBorder,sa=this.state.origin.x+S.view.translate.x,ya=this.state.origin.y+S.view.translate.y;null==y&&(y=[]);var Fa=S.view.getCellStates(X.getChildCells(this.state.cell,!0));if(0<Fa.length){var wa=X.getChildCells(Fa[0].cell,!0),ua=S.getTableLines(this.state.cell,!1,!0),La=S.getTableLines(this.state.cell,!0,!1);for(X=0;X<Fa.length;X++)mxUtils.bind(this, +function(Oa){var Ca=Fa[Oa],Ma=Oa<Fa.length-1?Fa[Oa+1]:null;Ma=null!=Ma?S.getCellGeometry(Ma.cell):null;var Ga=null!=Ma&&null!=Ma.alternateBounds?Ma.alternateBounds:Ma;Ma=null!=La[Oa]?new Z(La[Oa],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!1);Ma.isDashed=xa.isDashed;Ma.svgStrokeTolerance++;Ca=new mxHandle(Ca,"row-resize",null,Ma);Ca.tableHandle=!0;var Ya=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!= +this.shape){this.shape.stroke=0==Ya?mxConstants.NONE:xa.stroke;if(this.shape.constructor==Z)this.shape.line=M(La[Oa],0,Ya),this.shape.updateBoundsFromLine();else{var eb=S.getActualStartSize(la.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y=this.state.y+this.state.height+Ya*ha;this.shape.bounds.x=la.x+(Oa==Fa.length-1?0:eb.x*ha);this.shape.bounds.width=la.width-(Oa==Fa.length-1?0:eb.width+eb.x+ha)}this.shape.redraw()}};var db=!1;Ca.setPosition=function(eb,cb,ub){Ya=Math.max(Graph.minTableRowHeight- +eb.height,cb.y-eb.y-eb.height);db=mxEvent.isShiftDown(ub.getEvent());null!=Ga&&db&&(Ya=Math.min(Ya,Ga.height-Graph.minTableRowHeight))};Ca.execute=function(eb){if(0!=Ya)S.setTableRowHeight(this.state.cell,Ya,!db);else if(!N.blockDelayedSelection){var cb=S.getCellAt(eb.getGraphX(),eb.getGraphY())||la.cell;S.graphHandler.selectCellForEvent(cb,eb)}Ya=0};Ca.reset=function(){Ya=0};y.push(Ca)})(X);for(X=0;X<wa.length;X++)mxUtils.bind(this,function(Oa){var Ca=S.view.getState(wa[Oa]),Ma=S.getCellGeometry(wa[Oa]), +Ga=null!=Ma.alternateBounds?Ma.alternateBounds:Ma;null==Ca&&(Ca=new mxCellState(S.view,wa[Oa],S.getCellStyle(wa[Oa])),Ca.x=la.x+Ma.x*ha,Ca.y=la.y+Ma.y*ha,Ca.width=Ga.width*ha,Ca.height=Ga.height*ha,Ca.updateCachedBounds());Ma=Oa<wa.length-1?wa[Oa+1]:null;Ma=null!=Ma?S.getCellGeometry(Ma):null;var Ya=null!=Ma&&null!=Ma.alternateBounds?Ma.alternateBounds:Ma;Ma=null!=ua[Oa]?new Z(ua[Oa],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!0);Ma.isDashed=xa.isDashed;Ma.svgStrokeTolerance++; +Ca=new mxHandle(Ca,"col-resize",null,Ma);Ca.tableHandle=!0;var db=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!=this.shape){this.shape.stroke=0==db?mxConstants.NONE:xa.stroke;if(this.shape.constructor==Z)this.shape.line=M(ua[Oa],db,0),this.shape.updateBoundsFromLine();else{var cb=S.getActualStartSize(la.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x=this.state.x+(Ga.width+db)*ha;this.shape.bounds.y=la.y+(Oa==wa.length- +1?0:cb.y*ha);this.shape.bounds.height=la.height-(Oa==wa.length-1?0:(cb.height+cb.y)*ha)}this.shape.redraw()}};var eb=!1;Ca.setPosition=function(cb,ub,fb){db=Math.max(Graph.minTableColumnWidth-Ga.width,ub.x-cb.x-Ga.width);eb=mxEvent.isShiftDown(fb.getEvent());null==Ya||eb||(db=Math.min(db,Ya.width-Graph.minTableColumnWidth))};Ca.execute=function(cb){if(0!=db)S.setTableColumnWidth(this.state.cell,db,eb);else if(!N.blockDelayedSelection){var ub=S.getCellAt(cb.getGraphX(),cb.getGraphY())||la.cell;S.graphHandler.selectCellForEvent(ub, +cb)}db=0};Ca.positionChanged=function(){};Ca.reset=function(){db=0};y.push(Ca)})(X)}}return null!=y?y.reverse():null};var da=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(y){da.apply(this,arguments);if(null!=this.moveHandles)for(var M=0;M<this.moveHandles.length;M++)this.moveHandles[M].style.visibility=y?"":"hidden";if(null!=this.cornerHandles)for(M=0;M<this.cornerHandles.length;M++)this.cornerHandles[M].node.style.visibility=y?"":"hidden"};mxVertexHandler.prototype.refreshMoveHandles= +function(){var y=this.graph.model;if(null!=this.moveHandles){for(var M=0;M<this.moveHandles.length;M++)this.moveHandles[M].parentNode.removeChild(this.moveHandles[M]);this.moveHandles=null}this.moveHandles=[];for(M=0;M<y.getChildCount(this.state.cell);M++)mxUtils.bind(this,function(N){if(null!=N&&y.isVertex(N.cell)){var S=mxUtils.createImage(Editor.rowMoveImage);S.style.position="absolute";S.style.cursor="pointer";S.style.width="7px";S.style.height="4px";S.style.padding="4px 2px 4px 2px";S.rowState= +N;mxEvent.addGestureListeners(S,mxUtils.bind(this,function(X){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);!this.graph.isToggleEvent(X)&&this.graph.isCellSelected(N.cell)||this.graph.selectCellForEvent(N.cell,X);mxEvent.isPopupTrigger(X)||(this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(X),mxEvent.getClientY(X),this.graph.getSelectionCells()),this.graph.graphHandler.cellWasClicked=!0,this.graph.isMouseTrigger=mxEvent.isMouseEvent(X),this.graph.isMouseDown=!0); +mxEvent.consume(X)}),null,mxUtils.bind(this,function(X){mxEvent.isPopupTrigger(X)&&(this.graph.popupMenuHandler.popup(mxEvent.getClientX(X),mxEvent.getClientY(X),N.cell,X),mxEvent.consume(X))}));this.moveHandles.push(S);this.graph.container.appendChild(S)}})(this.graph.view.getState(y.getChildAt(this.state.cell,M)))};mxVertexHandler.prototype.refresh=function(){if(null!=this.customHandles){for(var y=0;y<this.customHandles.length;y++)this.customHandles[y].destroy();this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&& +this.refreshMoveHandles()};var ja=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var y=new mxPoint(0,0),M=this.tolerance,N=this.state.style.shape;null==mxCellRenderer.defaultShapes[N]&&mxStencilRegistry.getStencil(N);N=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!N&&null!=this.customHandles)for(var S=0;S<this.customHandles.length;S++)if(null!=this.customHandles[S].shape&&null!=this.customHandles[S].shape.bounds){var X= +this.customHandles[S].shape.bounds,ha=X.getCenterX(),la=X.getCenterY();if(Math.abs(this.state.x-ha)<X.width/2||Math.abs(this.state.y-la)<X.height/2||Math.abs(this.state.x+this.state.width-ha)<X.width/2||Math.abs(this.state.y+this.state.height-la)<X.height/2){N=!0;break}}N&&null!=this.sizers&&0<this.sizers.length&&null!=this.sizers[0]?(M/=2,this.graph.isTable(this.state.cell)&&(M+=7),y.x=this.sizers[0].bounds.width+M,y.y=this.sizers[0].bounds.height+M):y=ja.apply(this,arguments);return y};mxVertexHandler.prototype.updateHint= +function(y){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°";else{y=this.state.view.scale;var M=this.state.view.unit;this.hint.innerHTML=e(this.roundLength(this.bounds.width/y),M)+" x "+e(this.roundLength(this.bounds.height/y),M)}y=mxUtils.getBoundingBox(this.bounds,null!=this.currentAlpha?this.currentAlpha:this.state.style[mxConstants.STYLE_ROTATION]|| +"0");null==y&&(y=this.bounds);this.hint.style.left=y.x+Math.round((y.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=y.y+y.height+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")}};mxVertexHandler.prototype.removeHint=function(){mxGraphHandler.prototype.removeHint.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.display="")};var ka=mxEdgeHandler.prototype.mouseMove;mxEdgeHandler.prototype.mouseMove=function(y,M){ka.apply(this,arguments);null!= +this.linkHint&&"none"!=this.linkHint.style.display&&null!=this.graph.graphHandler&&null!=this.graph.graphHandler.first&&(this.linkHint.style.display="none")};var q=mxEdgeHandler.prototype.mouseUp;mxEdgeHandler.prototype.mouseUp=function(y,M){q.apply(this,arguments);null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="")};mxEdgeHandler.prototype.updateHint=function(y,M){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));var N= +this.graph.view.translate,S=this.graph.view.scale,X=this.roundLength(M.x/S-N.x);N=this.roundLength(M.y/S-N.y);S=this.graph.view.unit;this.hint.innerHTML=e(X,S)+", "+e(N,S);this.hint.style.visibility="visible";if(this.isSource||this.isTarget)null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(X=this.constraintHandler.currentConstraint.point,this.hint.innerHTML="["+Math.round(100*X.x)+"%, "+Math.round(100*X.y)+"%]"):this.marker.hasValidState()&&(this.hint.style.visibility= +"hidden");this.hint.style.left=Math.round(y.getGraphX()-this.hint.clientWidth/2)+"px";this.hint.style.top=Math.max(y.getGraphY(),M.y)+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")};Graph.prototype.expandedImage=Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="50%" y1="0%" x2="50%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 2 4.5 L 7 4.5 z" stroke="#000"/>'); +Graph.prototype.collapsedImage=Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="0%" y1="0%" x2="100%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 4.5 2 L 4.5 7 M 2 4.5 L 7 4.5 z" stroke="#000"/>');mxEdgeHandler.prototype.removeHint=mxVertexHandler.prototype.removeHint;HoverIcons.prototype.mainHandle= +Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="5" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.endMainHandle=Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.secondaryHandle=Graph.createSvgImage(16,16,'<path d="m 8 3 L 13 8 L 8 13 L 3 8 z" stroke="#fff" fill="#fca000"/>');HoverIcons.prototype.fixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>'); +HoverIcons.prototype.endFixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>');HoverIcons.prototype.terminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.endTerminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="'+ +HoverIcons.prototype.arrowFill+'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.rotationHandle=Graph.createSvgImage(16,16,'<path stroke="'+HoverIcons.prototype.arrowFill+'" fill="'+HoverIcons.prototype.arrowFill+'" d="M15.55 5.55L11 1v3.07C7.06 4.56 4 7.92 4 12s3.05 7.44 7 7.93v-2.02c-2.84-.48-5-2.94-5-5.91s2.16-5.43 5-5.91V10l4.55-4.45zM19.93 11c-.17-1.39-.72-2.73-1.62-3.89l-1.42 1.42c.54.75.88 1.6 1.02 2.47h2.02zM13 17.9v2.02c1.39-.17 2.74-.71 3.9-1.61l-1.44-1.44c-.75.54-1.59.89-2.46 1.03zm3.89-2.42l1.42 1.41c.9-1.16 1.45-2.5 1.62-3.89h-2.02c-.14.87-.48 1.72-1.02 2.48z"/>', 24,24);mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="'+HoverIcons.prototype.arrowFill+'"/>');mxVertexHandler.TABLE_HANDLE_COLOR="#fca000";mxVertexHandler.prototype.handleImage=HoverIcons.prototype.mainHandle;mxVertexHandler.prototype.secondaryHandleImage=HoverIcons.prototype.secondaryHandle;mxEdgeHandler.prototype.handleImage=HoverIcons.prototype.mainHandle; mxEdgeHandler.prototype.endHandleImage=HoverIcons.prototype.endMainHandle;mxEdgeHandler.prototype.terminalHandleImage=HoverIcons.prototype.terminalHandle;mxEdgeHandler.prototype.endTerminalHandleImage=HoverIcons.prototype.endTerminalHandle;mxEdgeHandler.prototype.fixedHandleImage=HoverIcons.prototype.fixedHandle;mxEdgeHandler.prototype.endFixedHandleImage=HoverIcons.prototype.endFixedHandle;mxEdgeHandler.prototype.labelHandleImage=HoverIcons.prototype.secondaryHandle;mxOutline.prototype.sizerImage= HoverIcons.prototype.mainHandle;null!=window.Sidebar&&(Sidebar.prototype.triangleUp=HoverIcons.prototype.triangleUp,Sidebar.prototype.triangleRight=HoverIcons.prototype.triangleRight,Sidebar.prototype.triangleDown=HoverIcons.prototype.triangleDown,Sidebar.prototype.triangleLeft=HoverIcons.prototype.triangleLeft,Sidebar.prototype.refreshTarget=HoverIcons.prototype.refreshTarget,Sidebar.prototype.roundDrop=HoverIcons.prototype.roundDrop);mxVertexHandler.prototype.rotationEnabled=!0;mxVertexHandler.prototype.manageSizers= !0;mxVertexHandler.prototype.livePreview=!0;mxGraphHandler.prototype.maxLivePreview=16;mxRubberband.prototype.defaultOpacity=30;mxConnectionHandler.prototype.outlineConnect=!0;mxCellHighlight.prototype.keepOnTop=!0;mxVertexHandler.prototype.parentHighlightEnabled=!0;mxEdgeHandler.prototype.parentHighlightEnabled=!0;mxEdgeHandler.prototype.dblClickRemoveEnabled=!0;mxEdgeHandler.prototype.straightRemoveEnabled=!0;mxEdgeHandler.prototype.virtualBendsEnabled=!0;mxEdgeHandler.prototype.mergeRemoveEnabled= !0;mxEdgeHandler.prototype.manageLabelHandle=!0;mxEdgeHandler.prototype.outlineConnect=!0;mxEdgeHandler.prototype.isAddVirtualBendEvent=function(y){return!mxEvent.isShiftDown(y.getEvent())};mxEdgeHandler.prototype.isCustomHandleEvent=function(y){return!mxEvent.isShiftDown(y.getEvent())};if(Graph.touchStyle){if(mxClient.IS_TOUCH||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints)mxShape.prototype.svgStrokeTolerance=18,mxVertexHandler.prototype.tolerance=12,mxEdgeHandler.prototype.tolerance= -12,Graph.prototype.tolerance=12,mxVertexHandler.prototype.rotationHandleVSpacing=-16,mxConstraintHandler.prototype.getTolerance=function(y){return mxEvent.isMouseEvent(y.getEvent())?4:this.graph.getTolerance()};mxPanningHandler.prototype.isPanningTrigger=function(y){var K=y.getEvent();return null==y.getState()&&!mxEvent.isMouseEvent(K)||mxEvent.isPopupTrigger(K)&&(null==y.getState()||mxEvent.isControlDown(K)||mxEvent.isShiftDown(K))};var H=mxGraphHandler.prototype.mouseDown;mxGraphHandler.prototype.mouseDown= -function(y,K){H.apply(this,arguments);mxEvent.isTouchEvent(K.getEvent())&&this.graph.isCellSelected(K.getCell())&&1<this.graph.getSelectionCount()&&(this.delayedSelection=!1)}}else mxPanningHandler.prototype.isPanningTrigger=function(y){var K=y.getEvent();return mxEvent.isLeftMouseButton(K)&&(this.useLeftButtonForPanning&&null==y.getState()||mxEvent.isControlDown(K)&&!mxEvent.isShiftDown(K))||this.usePopupTrigger&&mxEvent.isPopupTrigger(K)};mxRubberband.prototype.isSpaceEvent=function(y){return this.graph.isEnabled()&& -!this.graph.isCellLocked(this.graph.getDefaultParent())&&(mxEvent.isControlDown(y.getEvent())||mxEvent.isMetaDown(y.getEvent()))&&mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())};mxRubberband.prototype.cancelled=!1;mxRubberband.prototype.cancel=function(){this.isActive()&&(this.cancelled=!0,this.reset())};mxRubberband.prototype.mouseUp=function(y,K){if(this.cancelled)this.cancelled=!1,K.consume();else{var N=null!=this.div&&"none"!=this.div.style.display,T=null,U=null,W=y=null;null!= -this.first&&null!=this.currentX&&null!=this.currentY&&(T=this.first.x,U=this.first.y,y=(this.currentX-T)/this.graph.view.scale,W=(this.currentY-U)/this.graph.view.scale,mxEvent.isAltDown(K.getEvent())||(y=this.graph.snap(y),W=this.graph.snap(W),this.graph.isGridEnabled()||(Math.abs(y)<this.graph.tolerance&&(y=0),Math.abs(W)<this.graph.tolerance&&(W=0))));this.reset();if(N){if(this.isSpaceEvent(K)){this.graph.model.beginUpdate();try{var na=this.graph.getCellsBeyond(T,U,this.graph.getDefaultParent(), -!0,!0);for(N=0;N<na.length;N++)if(this.graph.isCellMovable(na[N])){var wa=this.graph.view.getState(na[N]),ra=this.graph.getCellGeometry(na[N]);null!=wa&&null!=ra&&(ra=ra.clone(),ra.translate(y,W),this.graph.model.setGeometry(na[N],ra))}}finally{this.graph.model.endUpdate()}}else na=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(na,K.getEvent());K.consume()}}};mxRubberband.prototype.mouseMove=function(y,K){if(!K.isConsumed()&&null!=this.first){var N=mxUtils.getScrollOrigin(this.graph.container); -y=mxUtils.getOffset(this.graph.container);N.x-=y.x;N.y-=y.y;y=K.getX()+N.x;N=K.getY()+N.y;var T=this.first.x-y,U=this.first.y-N,W=this.graph.tolerance;if(null!=this.div||Math.abs(T)>W||Math.abs(U)>W)null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(y,N),this.isSpaceEvent(K)?(y=this.x+this.width,N=this.y+this.height,T=this.graph.view.scale,mxEvent.isAltDown(K.getEvent())||(this.width=this.graph.snap(this.width/T)*T,this.height=this.graph.snap(this.height/T)*T,this.graph.isGridEnabled()|| +12,Graph.prototype.tolerance=12,mxVertexHandler.prototype.rotationHandleVSpacing=-16,mxConstraintHandler.prototype.getTolerance=function(y){return mxEvent.isMouseEvent(y.getEvent())?4:this.graph.getTolerance()};mxPanningHandler.prototype.isPanningTrigger=function(y){var M=y.getEvent();return null==y.getState()&&!mxEvent.isMouseEvent(M)||mxEvent.isPopupTrigger(M)&&(null==y.getState()||mxEvent.isControlDown(M)||mxEvent.isShiftDown(M))};var F=mxGraphHandler.prototype.mouseDown;mxGraphHandler.prototype.mouseDown= +function(y,M){F.apply(this,arguments);mxEvent.isTouchEvent(M.getEvent())&&this.graph.isCellSelected(M.getCell())&&1<this.graph.getSelectionCount()&&(this.delayedSelection=!1)}}else mxPanningHandler.prototype.isPanningTrigger=function(y){var M=y.getEvent();return mxEvent.isLeftMouseButton(M)&&(this.useLeftButtonForPanning&&null==y.getState()||mxEvent.isControlDown(M)&&!mxEvent.isShiftDown(M))||this.usePopupTrigger&&mxEvent.isPopupTrigger(M)};mxRubberband.prototype.isSpaceEvent=function(y){return this.graph.isEnabled()&& +!this.graph.isCellLocked(this.graph.getDefaultParent())&&(mxEvent.isControlDown(y.getEvent())||mxEvent.isMetaDown(y.getEvent()))&&mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())};mxRubberband.prototype.cancelled=!1;mxRubberband.prototype.cancel=function(){this.isActive()&&(this.cancelled=!0,this.reset())};mxRubberband.prototype.mouseUp=function(y,M){if(this.cancelled)this.cancelled=!1,M.consume();else{var N=null!=this.div&&"none"!=this.div.style.display,S=null,X=null,ha=y=null; +null!=this.first&&null!=this.currentX&&null!=this.currentY&&(S=this.first.x,X=this.first.y,y=(this.currentX-S)/this.graph.view.scale,ha=(this.currentY-X)/this.graph.view.scale,mxEvent.isAltDown(M.getEvent())||(y=this.graph.snap(y),ha=this.graph.snap(ha),this.graph.isGridEnabled()||(Math.abs(y)<this.graph.tolerance&&(y=0),Math.abs(ha)<this.graph.tolerance&&(ha=0))));this.reset();if(N){if(this.isSpaceEvent(M)){this.graph.model.beginUpdate();try{var la=this.graph.getCellsBeyond(S,X,this.graph.getDefaultParent(), +!0,!0);for(N=0;N<la.length;N++)if(this.graph.isCellMovable(la[N])){var xa=this.graph.view.getState(la[N]),sa=this.graph.getCellGeometry(la[N]);null!=xa&&null!=sa&&(sa=sa.clone(),sa.translate(y,ha),this.graph.model.setGeometry(la[N],sa))}}finally{this.graph.model.endUpdate()}}else la=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(la,M.getEvent());M.consume()}}};mxRubberband.prototype.mouseMove=function(y,M){if(!M.isConsumed()&&null!=this.first){var N=mxUtils.getScrollOrigin(this.graph.container); +y=mxUtils.getOffset(this.graph.container);N.x-=y.x;N.y-=y.y;y=M.getX()+N.x;N=M.getY()+N.y;var S=this.first.x-y,X=this.first.y-N,ha=this.graph.tolerance;if(null!=this.div||Math.abs(S)>ha||Math.abs(X)>ha)null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(y,N),this.isSpaceEvent(M)?(y=this.x+this.width,N=this.y+this.height,S=this.graph.view.scale,mxEvent.isAltDown(M.getEvent())||(this.width=this.graph.snap(this.width/S)*S,this.height=this.graph.snap(this.height/S)*S,this.graph.isGridEnabled()|| (this.width<this.graph.tolerance&&(this.width=0),this.height<this.graph.tolerance&&(this.height=0)),this.x<this.first.x&&(this.x=y-this.width),this.y<this.first.y&&(this.y=N-this.height)),this.div.style.borderStyle="dashed",this.div.style.backgroundColor="white",this.div.style.left=this.x+"px",this.div.style.top=this.y+"px",this.div.style.width=Math.max(0,this.width)+"px",this.div.style.height=this.graph.container.clientHeight+"px",this.div.style.borderWidth=0>=this.width?"0px 1px 0px 0px":"0px 1px 0px 1px", null==this.secondDiv&&(this.secondDiv=this.div.cloneNode(!0),this.div.parentNode.appendChild(this.secondDiv)),this.secondDiv.style.left=this.x+"px",this.secondDiv.style.top=this.y+"px",this.secondDiv.style.width=this.graph.container.clientWidth+"px",this.secondDiv.style.height=Math.max(0,this.height)+"px",this.secondDiv.style.borderWidth=0>=this.height?"1px 0px 0px 0px":"1px 0px 1px 0px"):(this.div.style.backgroundColor="",this.div.style.borderWidth="",this.div.style.borderStyle="",null!=this.secondDiv&& -(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),K.consume()}};var P=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);P.apply(this,arguments)};var V=(new Date).getTime(),Q=0,da=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(y,K,N,T){da.apply(this,arguments);N!=this.currentTerminalState?(V=(new Date).getTime(), -Q=0):Q=(new Date).getTime()-V;this.currentTerminalState=N};var ea=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(y){return mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())?!1:null!=this.currentTerminalState&&y.getState()==this.currentTerminalState&&2E3<Q||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&ea.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= -function(y,K,N){K=null!=y&&0==y;var T=this.state.getVisibleTerminalState(K);y=null!=y&&(0==y||y>=this.state.absolutePoints.length-1||this.constructor==mxElbowEdgeHandler&&2==y)?this.graph.getConnectionConstraint(this.state,T,K):null;N=null!=(null!=y?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(K),y):null)?N?this.endFixedHandleImage:this.fixedHandleImage:null!=y&&null!=T?N?this.endTerminalHandleImage:this.terminalHandleImage:N?this.endHandleImage:this.handleImage;if(null!=N)return N= -new mxImageShape(new mxRectangle(0,0,N.width,N.height),N.src),N.preserveImageAspect=!1,N;N=mxConstants.HANDLE_SIZE;this.preferHtml&&--N;return new mxRectangleShape(new mxRectangle(0,0,N,N),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)};var fa=mxVertexHandler.prototype.createSizerShape;mxVertexHandler.prototype.createSizerShape=function(y,K,N){this.handleImage=K==mxEvent.ROTATION_HANDLE?HoverIcons.prototype.rotationHandle:K==mxEvent.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage; -return fa.apply(this,arguments)};var pa=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(y){if(null!=y&&1==y.length){var K=this.graph.getModel(),N=K.getParent(y[0]),T=this.graph.getCellGeometry(y[0]);if(K.isEdge(N)&&null!=T&&T.relative&&(K=this.graph.view.getState(y[0]),null!=K&&2>K.width&&2>K.height&&null!=K.text&&null!=K.text.boundingBox))return mxRectangle.fromRectangle(K.text.boundingBox)}return pa.apply(this,arguments)};var ua=mxGraphHandler.prototype.getGuideStates; -mxGraphHandler.prototype.getGuideStates=function(){for(var y=ua.apply(this,arguments),K=[],N=0;N<y.length;N++)"1"!=mxUtils.getValue(y[N].style,"part","0")&&K.push(y[N]);return K};var qa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(y){var K=this.graph.getModel(),N=K.getParent(y.cell),T=this.graph.getCellGeometry(y.cell);return K.isEdge(N)&&null!=T&&T.relative&&2>y.width&&2>y.height&&null!=y.text&&null!=y.text.boundingBox?(K=y.text.unrotatedBoundingBox|| -y.text.boundingBox,new mxRectangle(Math.round(K.x),Math.round(K.y),Math.round(K.width),Math.round(K.height))):qa.apply(this,arguments)};var Da=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(y,K){var N=this.graph.getModel(),T=N.getParent(this.state.cell),U=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(K)==mxEvent.ROTATION_HANDLE||!N.isEdge(T)||null==U||!U.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&Da.apply(this,arguments)}; -mxVertexHandler.prototype.rotateClick=function(){var y=mxUtils.getValue(this.state.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),K=mxUtils.getValue(this.state.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE);this.state.view.graph.model.isVertex(this.state.cell)&&y==mxConstants.NONE&&K==mxConstants.NONE?(y=mxUtils.mod(mxUtils.getValue(this.state.style,mxConstants.STYLE_ROTATION,0)+90,360),this.state.view.graph.setCellStyles(mxConstants.STYLE_ROTATION,y,[this.state.cell])):this.state.view.graph.turnShapes([this.state.cell])}; -var Aa=mxVertexHandler.prototype.mouseMove;mxVertexHandler.prototype.mouseMove=function(y,K){Aa.apply(this,arguments);null!=this.graph.graphHandler.first&&(null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display="none"),null!=this.linkHint&&"none"!=this.linkHint.style.display&&(this.linkHint.style.display="none"))};var Fa=mxVertexHandler.prototype.mouseUp;mxVertexHandler.prototype.mouseUp=function(y,K){Fa.apply(this,arguments);null!=this.rotationShape&&null!= -this.rotationShape.node&&(this.rotationShape.node.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="");this.blockDelayedSelection=null};var ta=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){ta.apply(this,arguments);var y=!1;null!=this.rotationShape&&this.rotationShape.node.setAttribute("title",mxResources.get("rotateTooltip"));if(this.graph.isTable(this.state.cell))this.refreshMoveHandles(); -else if(1==this.graph.getSelectionCount()&&(this.graph.isTableCell(this.state.cell)||this.graph.isTableRow(this.state.cell))){this.cornerHandles=[];for(var K=0;4>K;K++){var N=new mxRectangleShape(new mxRectangle(0,0,6,6),"#ffffff",mxConstants.HANDLE_STROKECOLOR);N.dialect=mxConstants.DIALECT_SVG;N.init(this.graph.view.getOverlayPane());this.cornerHandles.push(N)}}var T=mxUtils.bind(this,function(){null!=this.specialHandle&&(this.specialHandle.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< -this.graph.graphHandler.maxCells?"":"none");this.redrawHandles()});this.changeHandler=mxUtils.bind(this,function(U,W){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));T()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);this.editingHandler=mxUtils.bind(this,function(U,W){this.redrawHandles()});this.graph.addListener(mxEvent.EDITING_STOPPED,this.editingHandler); -K=this.graph.getLinkForCell(this.state.cell);N=this.graph.getLinksForState(this.state);this.updateLinkHint(K,N);if(null!=K||null!=N&&0<N.length)y=!0;y&&this.redrawHandles()};mxVertexHandler.prototype.updateLinkHint=function(y,K){try{if(null==y&&(null==K||0==K.length)||1<this.graph.getSelectionCount())null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);else if(null!=y||null!=K&&0<K.length){null==this.linkHint&&(this.linkHint=b(),this.linkHint.style.padding= -"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=y&&(this.linkHint.appendChild(this.graph.createLinkForHint(y)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var N=document.createElement("img");N.setAttribute("src",Editor.editImage);N.setAttribute("title", -mxResources.get("editLink"));N.setAttribute("width","11");N.setAttribute("height","11");N.style.marginLeft="10px";N.style.marginBottom="-1px";N.style.cursor="pointer";Editor.isDarkMode()&&(N.style.filter="invert(100%)");this.linkHint.appendChild(N);mxEvent.addListener(N,"click",mxUtils.bind(this,function(W){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(W)}));var T=N.cloneNode(!0);T.setAttribute("src",Editor.trashImage);T.setAttribute("title",mxResources.get("removeIt", -[mxResources.get("link")]));T.style.marginLeft="4px";this.linkHint.appendChild(T);mxEvent.addListener(T,"click",mxUtils.bind(this,function(W){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(W)}))}if(null!=K)for(N=0;N<K.length;N++){var U=document.createElement("div");U.style.marginTop=null!=y||0<N?"6px":"0px";U.appendChild(this.graph.createLinkForHint(K[N].getAttribute("href"),mxUtils.getTextContent(K[N])));this.linkHint.appendChild(U)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(W){}}; -mxEdgeHandler.prototype.updateLinkHint=mxVertexHandler.prototype.updateLinkHint;var Sa=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){Sa.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var y=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&& -this.graph.getSelectionCount()<this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(T,U){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));y();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var K=this.graph.getLinkForCell(this.state.cell),N=this.graph.getLinksForState(this.state);if(null!= -K||null!=N&&0<N.length)this.updateLinkHint(K,N),this.redrawHandles()};var Ra=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Ra.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Oa=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var y=0;y<this.moveHandles.length;y++)this.moveHandles[y].style.left=this.moveHandles[y].rowState.x+ -this.moveHandles[y].rowState.width-5+"px",this.moveHandles[y].style.top=this.moveHandles[y].rowState.y+this.moveHandles[y].rowState.height/2-6+"px";if(null!=this.cornerHandles){y=this.getSelectionBorderInset();var K=this.cornerHandles,N=K[0].bounds.height/2;K[0].bounds.x=this.state.x-K[0].bounds.width/2+y;K[0].bounds.y=this.state.y-N+y;K[0].redraw();K[1].bounds.x=K[0].bounds.x+this.state.width-2*y;K[1].bounds.y=K[0].bounds.y;K[1].redraw();K[2].bounds.x=K[0].bounds.x;K[2].bounds.y=this.state.y+this.state.height- -2*y;K[2].redraw();K[3].bounds.x=K[1].bounds.x;K[3].bounds.y=K[2].bounds.y;K[3].redraw();for(y=0;y<this.cornerHandles.length;y++)this.cornerHandles[y].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Oa.apply(this);null!=this.state&&null!=this.linkHint&&(y=new mxPoint(this.state.getCenterX(), -this.state.getCenterY()),K=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),N=mxUtils.getBoundingBox(K,this.state.style[mxConstants.STYLE_ROTATION]||"0",y),y=null!=N?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,K=null!=this.state.text?this.state.text.boundingBox:null,null==N&&(N=this.state),N=N.y+N.height,null!=K&&(N=Math.max(N,K.y+K.height)),this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/ -2))+"px",this.linkHint.style.top=Math.round(N+this.verticalOffset/2+Editor.hintOffset)+"px")};var Va=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Va.apply(this,arguments);if(null!=this.moveHandles){for(var y=0;y<this.moveHandles.length;y++)null!=this.moveHandles[y]&&null!=this.moveHandles[y].parentNode&&this.moveHandles[y].parentNode.removeChild(this.moveHandles[y]);this.moveHandles=null}if(null!=this.cornerHandles){for(y=0;y<this.cornerHandles.length;y++)null!=this.cornerHandles[y]&& +(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),M.consume()}};var R=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);R.apply(this,arguments)};var W=(new Date).getTime(),T=0,ba=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(y,M,N,S){ba.apply(this,arguments);N!=this.currentTerminalState?(W=(new Date).getTime(), +T=0):T=(new Date).getTime()-W;this.currentTerminalState=N};var ia=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(y){return mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())?!1:null!=this.currentTerminalState&&y.getState()==this.currentTerminalState&&2E3<T||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&ia.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= +function(y,M,N){M=null!=y&&0==y;var S=this.state.getVisibleTerminalState(M);y=null!=y&&(0==y||y>=this.state.absolutePoints.length-1||this.constructor==mxElbowEdgeHandler&&2==y)?this.graph.getConnectionConstraint(this.state,S,M):null;N=null!=(null!=y?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(M),y):null)?N?this.endFixedHandleImage:this.fixedHandleImage:null!=y&&null!=S?N?this.endTerminalHandleImage:this.terminalHandleImage:N?this.endHandleImage:this.handleImage;if(null!=N)return N= +new mxImageShape(new mxRectangle(0,0,N.width,N.height),N.src),N.preserveImageAspect=!1,N;N=mxConstants.HANDLE_SIZE;this.preferHtml&&--N;return new mxRectangleShape(new mxRectangle(0,0,N,N),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)};var ra=mxVertexHandler.prototype.createSizerShape;mxVertexHandler.prototype.createSizerShape=function(y,M,N){this.handleImage=M==mxEvent.ROTATION_HANDLE?HoverIcons.prototype.rotationHandle:M==mxEvent.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage; +return ra.apply(this,arguments)};var ta=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(y){if(null!=y&&1==y.length){var M=this.graph.getModel(),N=M.getParent(y[0]),S=this.graph.getCellGeometry(y[0]);if(M.isEdge(N)&&null!=S&&S.relative&&(M=this.graph.view.getState(y[0]),null!=M&&2>M.width&&2>M.height&&null!=M.text&&null!=M.text.boundingBox))return mxRectangle.fromRectangle(M.text.boundingBox)}return ta.apply(this,arguments)};var ma=mxGraphHandler.prototype.getGuideStates; +mxGraphHandler.prototype.getGuideStates=function(){for(var y=ma.apply(this,arguments),M=[],N=0;N<y.length;N++)"1"!=mxUtils.getValue(y[N].style,"part","0")&&M.push(y[N]);return M};var pa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(y){var M=this.graph.getModel(),N=M.getParent(y.cell),S=this.graph.getCellGeometry(y.cell);return M.isEdge(N)&&null!=S&&S.relative&&2>y.width&&2>y.height&&null!=y.text&&null!=y.text.boundingBox?(M=y.text.unrotatedBoundingBox|| +y.text.boundingBox,new mxRectangle(Math.round(M.x),Math.round(M.y),Math.round(M.width),Math.round(M.height))):pa.apply(this,arguments)};var za=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(y,M){var N=this.graph.getModel(),S=N.getParent(this.state.cell),X=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(M)==mxEvent.ROTATION_HANDLE||!N.isEdge(S)||null==X||!X.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&za.apply(this,arguments)}; +mxVertexHandler.prototype.rotateClick=function(){var y=mxUtils.getValue(this.state.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),M=mxUtils.getValue(this.state.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE);this.state.view.graph.model.isVertex(this.state.cell)&&y==mxConstants.NONE&&M==mxConstants.NONE?(y=mxUtils.mod(mxUtils.getValue(this.state.style,mxConstants.STYLE_ROTATION,0)+90,360),this.state.view.graph.setCellStyles(mxConstants.STYLE_ROTATION,y,[this.state.cell])):this.state.view.graph.turnShapes([this.state.cell])}; +var Ba=mxVertexHandler.prototype.mouseMove;mxVertexHandler.prototype.mouseMove=function(y,M){Ba.apply(this,arguments);null!=this.graph.graphHandler.first&&(null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display="none"),null!=this.linkHint&&"none"!=this.linkHint.style.display&&(this.linkHint.style.display="none"))};var Ia=mxVertexHandler.prototype.mouseUp;mxVertexHandler.prototype.mouseUp=function(y,M){Ia.apply(this,arguments);null!=this.rotationShape&&null!= +this.rotationShape.node&&(this.rotationShape.node.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="");this.blockDelayedSelection=null};var Aa=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){Aa.apply(this,arguments);var y=!1;null!=this.rotationShape&&this.rotationShape.node.setAttribute("title",mxResources.get("rotateTooltip"));if(this.graph.isTable(this.state.cell))this.refreshMoveHandles(); +else if(1==this.graph.getSelectionCount()&&(this.graph.isTableCell(this.state.cell)||this.graph.isTableRow(this.state.cell))){this.cornerHandles=[];for(var M=0;4>M;M++){var N=new mxRectangleShape(new mxRectangle(0,0,6,6),"#ffffff",mxConstants.HANDLE_STROKECOLOR);N.dialect=mxConstants.DIALECT_SVG;N.init(this.graph.view.getOverlayPane());this.cornerHandles.push(N)}}var S=mxUtils.bind(this,function(){null!=this.specialHandle&&(this.specialHandle.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< +this.graph.graphHandler.maxCells?"":"none");this.redrawHandles()});this.changeHandler=mxUtils.bind(this,function(X,ha){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));S()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);this.editingHandler=mxUtils.bind(this,function(X,ha){this.redrawHandles()});this.graph.addListener(mxEvent.EDITING_STOPPED,this.editingHandler); +M=this.graph.getLinkForCell(this.state.cell);N=this.graph.getLinksForState(this.state);this.updateLinkHint(M,N);if(null!=M||null!=N&&0<N.length)y=!0;y&&this.redrawHandles()};mxVertexHandler.prototype.updateLinkHint=function(y,M){try{if(null==y&&(null==M||0==M.length)||1<this.graph.getSelectionCount())null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);else if(null!=y||null!=M&&0<M.length){null==this.linkHint&&(this.linkHint=b(),this.linkHint.style.padding= +"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=y&&(this.linkHint.appendChild(this.graph.createLinkForHint(y)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var N=document.createElement("img");N.className="geAdaptiveAsset";N.setAttribute("src",Editor.editImage); +N.setAttribute("title",mxResources.get("editLink"));N.setAttribute("width","11");N.setAttribute("height","11");N.style.marginLeft="10px";N.style.marginBottom="-1px";N.style.cursor="pointer";this.linkHint.appendChild(N);mxEvent.addListener(N,"click",mxUtils.bind(this,function(ha){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(ha)}));var S=N.cloneNode(!0);S.setAttribute("src",Editor.trashImage);S.setAttribute("title",mxResources.get("removeIt",[mxResources.get("link")])); +S.style.marginLeft="4px";this.linkHint.appendChild(S);mxEvent.addListener(S,"click",mxUtils.bind(this,function(ha){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(ha)}))}if(null!=M)for(N=0;N<M.length;N++){var X=document.createElement("div");X.style.marginTop=null!=y||0<N?"6px":"0px";X.appendChild(this.graph.createLinkForHint(M[N].getAttribute("href"),mxUtils.getTextContent(M[N])));this.linkHint.appendChild(X)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(ha){}};mxEdgeHandler.prototype.updateLinkHint= +mxVertexHandler.prototype.updateLinkHint;var Ka=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){Ka.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var y=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< +this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(S,X){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));y();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var M=this.graph.getLinkForCell(this.state.cell),N=this.graph.getLinksForState(this.state);if(null!=M||null!=N&&0<N.length)this.updateLinkHint(M, +N),this.redrawHandles()};var Da=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Da.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Ra=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var y=0;y<this.moveHandles.length;y++)this.moveHandles[y].style.left=this.moveHandles[y].rowState.x+this.moveHandles[y].rowState.width- +5+"px",this.moveHandles[y].style.top=this.moveHandles[y].rowState.y+this.moveHandles[y].rowState.height/2-6+"px";if(null!=this.cornerHandles){y=this.getSelectionBorderInset();var M=this.cornerHandles,N=M[0].bounds.height/2;M[0].bounds.x=this.state.x-M[0].bounds.width/2+y;M[0].bounds.y=this.state.y-N+y;M[0].redraw();M[1].bounds.x=M[0].bounds.x+this.state.width-2*y;M[1].bounds.y=M[0].bounds.y;M[1].redraw();M[2].bounds.x=M[0].bounds.x;M[2].bounds.y=this.state.y+this.state.height-2*y;M[2].redraw();M[3].bounds.x= +M[1].bounds.x;M[3].bounds.y=M[2].bounds.y;M[3].redraw();for(y=0;y<this.cornerHandles.length;y++)this.cornerHandles[y].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Ra.apply(this);null!=this.state&&null!=this.linkHint&&(y=new mxPoint(this.state.getCenterX(),this.state.getCenterY()), +M=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),N=mxUtils.getBoundingBox(M,this.state.style[mxConstants.STYLE_ROTATION]||"0",y),y=null!=N?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,M=null!=this.state.text?this.state.text.boundingBox:null,null==N&&(N=this.state),N=N.y+N.height,null!=M&&(N=Math.max(N,M.y+M.height)),this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/2))+"px", +this.linkHint.style.top=Math.round(N+this.verticalOffset/2+Editor.hintOffset)+"px")};var Qa=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Qa.apply(this,arguments);if(null!=this.moveHandles){for(var y=0;y<this.moveHandles.length;y++)null!=this.moveHandles[y]&&null!=this.moveHandles[y].parentNode&&this.moveHandles[y].parentNode.removeChild(this.moveHandles[y]);this.moveHandles=null}if(null!=this.cornerHandles){for(y=0;y<this.cornerHandles.length;y++)null!=this.cornerHandles[y]&& null!=this.cornerHandles[y].node&&null!=this.cornerHandles[y].node.parentNode&&this.cornerHandles[y].node.parentNode.removeChild(this.cornerHandles[y].node);this.cornerHandles=null}null!=this.linkHint&&(null!=this.linkHint.parentNode&&this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getSelectionModel().removeListener(this.changeHandler),this.graph.getModel().removeListener(this.changeHandler),this.changeHandler=null);null!=this.editingHandler&& -(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var Ja=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(Ja.apply(this),null!=this.state&&null!=this.linkHint)){var y=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(y=new mxRectangle(y.x,y.y,y.width,y.height),y.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= -Math.round(y.y+y.height+Editor.hintOffset)+"px"}};var cb=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){cb.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var $a=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){$a.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), -this.changeHandler=null)}}();(function(){function b(c,m,x){mxShape.call(this);this.line=c;this.stroke=m;this.strokewidth=null!=x?x:1;this.updateBoundsFromLine()}function e(){mxSwimlane.call(this)}function k(){mxSwimlane.call(this)}function n(){mxCylinder.call(this)}function D(){mxCylinder.call(this)}function t(){mxActor.call(this)}function E(){mxCylinder.call(this)}function d(){mxCylinder.call(this)}function f(){mxCylinder.call(this)}function g(){mxCylinder.call(this)}function l(){mxShape.call(this)}function q(){mxShape.call(this)} -function z(c,m,x,p){mxShape.call(this);this.bounds=c;this.fill=m;this.stroke=x;this.strokewidth=null!=p?p:1}function F(){mxActor.call(this)}function C(){mxCylinder.call(this)}function I(){mxCylinder.call(this)}function G(){mxActor.call(this)}function Z(){mxActor.call(this)}function ca(){mxActor.call(this)}function ba(){mxActor.call(this)}function Y(){mxActor.call(this)}function O(){mxActor.call(this)}function la(){mxActor.call(this)}function aa(c,m){this.canvas=c;this.canvas.setLineJoin("round"); -this.canvas.setLineCap("round");this.defaultVariation=m;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,aa.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,aa.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,aa.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,aa.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo= -mxUtils.bind(this,aa.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,aa.prototype.arcTo)}function ia(){mxRectangleShape.call(this)}function X(){mxRectangleShape.call(this)}function R(){mxActor.call(this)}function sa(){mxActor.call(this)}function M(){mxActor.call(this)}function ka(){mxRectangleShape.call(this)}function L(){mxRectangleShape.call(this)}function S(){mxCylinder.call(this)}function ja(){mxShape.call(this)}function ma(){mxShape.call(this)}function u(){mxEllipse.call(this)} -function H(){mxShape.call(this)}function P(){mxShape.call(this)}function V(){mxRectangleShape.call(this)}function Q(){mxShape.call(this)}function da(){mxShape.call(this)}function ea(){mxShape.call(this)}function fa(){mxShape.call(this)}function pa(){mxShape.call(this)}function ua(){mxCylinder.call(this)}function qa(){mxCylinder.call(this)}function Da(){mxRectangleShape.call(this)}function Aa(){mxDoubleEllipse.call(this)}function Fa(){mxDoubleEllipse.call(this)}function ta(){mxArrowConnector.call(this); -this.spacing=0}function Sa(){mxArrowConnector.call(this);this.spacing=0}function Ra(){mxActor.call(this)}function Oa(){mxRectangleShape.call(this)}function Va(){mxActor.call(this)}function Ja(){mxActor.call(this)}function cb(){mxActor.call(this)}function $a(){mxActor.call(this)}function y(){mxActor.call(this)}function K(){mxActor.call(this)}function N(){mxActor.call(this)}function T(){mxActor.call(this)}function U(){mxActor.call(this)}function W(){mxActor.call(this)}function na(){mxEllipse.call(this)} -function wa(){mxEllipse.call(this)}function ra(){mxEllipse.call(this)}function xa(){mxRhombus.call(this)}function Ea(){mxEllipse.call(this)}function Na(){mxEllipse.call(this)}function Ma(){mxEllipse.call(this)}function za(){mxEllipse.call(this)}function Ba(){mxActor.call(this)}function Ca(){mxActor.call(this)}function ya(){mxActor.call(this)}function Ga(c,m,x,p){mxShape.call(this);this.bounds=c;this.fill=m;this.stroke=x;this.strokewidth=null!=p?p:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize= -!0;this.indent=2;this.rectOutline="single"}function Za(){mxConnector.call(this)}function Pa(c,m,x,p,v,A,B,ha,J,va){B+=J;var oa=p.clone();p.x-=v*(2*B+J);p.y-=A*(2*B+J);v*=B+J;A*=B+J;return function(){c.ellipse(oa.x-v-B,oa.y-A-B,2*B,2*B);va?c.fillAndStroke():c.stroke()}}mxUtils.extend(b,mxShape);b.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var m=0;m<this.line.length;m++){var x=this.line[m];null!=x&&(x=new mxRectangle(x.x,x.y,this.strokewidth,this.strokewidth),null== -c?c=x:c.add(x))}this.bounds=null!=c?c:new mxRectangle};b.prototype.paintVertexShape=function(c,m,x,p,v){this.paintTableLine(c,this.line,0,0)};b.prototype.paintTableLine=function(c,m,x,p){if(null!=m){var v=null;c.begin();for(var A=0;A<m.length;A++){var B=m[A];null!=B&&(null==v?c.moveTo(B.x+x,B.y+p):null!=v&&c.lineTo(B.x+x,B.y+p));v=B}c.end();c.stroke()}};b.prototype.intersectsRectangle=function(c){var m=!1;if(mxShape.prototype.intersectsRectangle.apply(this,arguments)&&null!=this.line)for(var x=null, -p=0;p<this.line.length&&!m;p++){var v=this.line[p];null!=v&&null!=x&&(m=mxUtils.rectangleIntersectsSegment(c,x,v));x=v}return m};mxCellRenderer.registerShape("tableLine",b);mxUtils.extend(e,mxSwimlane);e.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};e.prototype.paintVertexShape=function(c,m,x,p,v){var A=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell): -!1,B=this.isHorizontal(),ha=this.getTitleSize();0==ha||this.outline?Ma.prototype.paintVertexShape.apply(this,arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-m,-x));A||this.outline||!(B&&ha<v||!B&&ha<p)||this.paintForeground(c,m,x,p,v)};e.prototype.paintForeground=function(c,m,x,p,v){if(null!=this.state){var A=this.flipH,B=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var ha=A;A=B;B=ha}c.rotate(-this.getShapeRotation(), -A,B,m+p/2,x+v/2);s=this.scale;m=this.bounds.x/s;x=this.bounds.y/s;p=this.bounds.width/s;v=this.bounds.height/s;this.paintTableForeground(c,m,x,p,v)}};e.prototype.paintTableForeground=function(c,m,x,p,v){p=this.state.view.graph.getTableLines(this.state.cell,"0"!=mxUtils.getValue(this.state.style,"rowLines","1"),"0"!=mxUtils.getValue(this.state.style,"columnLines","1"));for(v=0;v<p.length;v++)b.prototype.paintTableLine(c,p[v],m,x)};e.prototype.configurePointerEvents=function(c){0==this.getTitleSize()? -c.pointerEvents=!1:mxSwimlane.prototype.configurePointerEvents.apply(this,arguments)};mxCellRenderer.registerShape("table",e);mxUtils.extend(k,e);k.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",k);mxUtils.extend(n,mxCylinder);n.prototype.size=20;n.prototype.darkOpacity=0;n.prototype.darkOpacity2=0;n.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.max(0,Math.min(p,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),B=Math.max(-1,Math.min(1, -parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),ha=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity2",this.darkOpacity2))));c.translate(m,x);c.begin();c.moveTo(0,0);c.lineTo(p-A,0);c.lineTo(p,A);c.lineTo(p,v);c.lineTo(A,v);c.lineTo(0,v-A);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(p-A,0),c.lineTo(p,A), -c.lineTo(A,A),c.close(),c.fill()),0!=ha&&(c.setFillAlpha(Math.abs(ha)),c.setFillColor(0>ha?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(A,A),c.lineTo(A,v),c.lineTo(0,v-A),c.close(),c.fill()),c.begin(),c.moveTo(A,v),c.lineTo(A,A),c.lineTo(0,0),c.moveTo(A,A),c.lineTo(p,A),c.end(),c.stroke())};n.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?(c=parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale,new mxRectangle(c,c,0,0)):null};mxCellRenderer.registerShape("cube", -n);var fb=Math.tan(mxUtils.toRadians(30)),bb=(.5-fb)/2;mxCellRenderer.registerShape("isoRectangle",t);mxUtils.extend(D,mxCylinder);D.prototype.size=6;D.prototype.paintVertexShape=function(c,m,x,p,v){c.setFillColor(this.stroke);var A=Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size))-2)+2*this.strokewidth;c.ellipse(m+.5*(p-A),x+.5*(v-A),A,A);c.fill();c.setFillColor(mxConstants.NONE);c.rect(m,x,p,v);c.fill()};mxCellRenderer.registerShape("waypoint",D);mxUtils.extend(t,mxActor);t.prototype.size= -20;t.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(p,v/fb);c.translate((p-m)/2,(v-m)/2+m/4);c.moveTo(0,.25*m);c.lineTo(.5*m,m*bb);c.lineTo(m,.25*m);c.lineTo(.5*m,(.5-bb)*m);c.lineTo(0,.25*m);c.close();c.end()};mxCellRenderer.registerShape("isoRectangle",t);mxUtils.extend(E,mxCylinder);E.prototype.size=20;E.prototype.redrawPath=function(c,m,x,p,v,A){m=Math.min(p,v/(.5+fb));A?(c.moveTo(0,.25*m),c.lineTo(.5*m,(.5-bb)*m),c.lineTo(m,.25*m),c.moveTo(.5*m,(.5-bb)*m),c.lineTo(.5*m,(1-bb)*m)):(c.translate((p- -m)/2,(v-m)/2),c.moveTo(0,.25*m),c.lineTo(.5*m,m*bb),c.lineTo(m,.25*m),c.lineTo(m,.75*m),c.lineTo(.5*m,(1-bb)*m),c.lineTo(0,.75*m),c.close());c.end()};mxCellRenderer.registerShape("isoCube",E);mxUtils.extend(d,mxCylinder);d.prototype.redrawPath=function(c,m,x,p,v,A){m=Math.min(v/2,Math.round(v/8)+this.strokewidth-1);if(A&&null!=this.fill||!A&&null==this.fill)c.moveTo(0,m),c.curveTo(0,2*m,p,2*m,p,m),A||(c.stroke(),c.begin()),c.translate(0,m/2),c.moveTo(0,m),c.curveTo(0,2*m,p,2*m,p,m),A||(c.stroke(), -c.begin()),c.translate(0,m/2),c.moveTo(0,m),c.curveTo(0,2*m,p,2*m,p,m),A||(c.stroke(),c.begin()),c.translate(0,-m);A||(c.moveTo(0,m),c.curveTo(0,-m/3,p,-m/3,p,m),c.lineTo(p,v-m),c.curveTo(p,v+m/3,0,v+m/3,0,v-m),c.close())};d.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",d);mxUtils.extend(f,mxCylinder);f.prototype.size=30;f.prototype.darkOpacity=0;f.prototype.paintVertexShape= -function(c,m,x,p,v){var A=Math.max(0,Math.min(p,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),B=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity))));c.translate(m,x);c.begin();c.moveTo(0,0);c.lineTo(p-A,0);c.lineTo(p,A);c.lineTo(p,v);c.lineTo(0,v);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(p-A,0),c.lineTo(p- -A,A),c.lineTo(p,A),c.close(),c.fill()),c.begin(),c.moveTo(p-A,0),c.lineTo(p-A,A),c.lineTo(p,A),c.end(),c.stroke())};mxCellRenderer.registerShape("note",f);mxUtils.extend(g,f);mxCellRenderer.registerShape("note2",g);g.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,m*this.scale),0,0)}return null};mxUtils.extend(l,mxShape);l.prototype.isoAngle=15;l.prototype.paintVertexShape= -function(c,m,x,p,v){var A=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;A=Math.min(p*Math.tan(A),.5*v);c.translate(m,x);c.begin();c.moveTo(.5*p,0);c.lineTo(p,A);c.lineTo(p,v-A);c.lineTo(.5*p,v);c.lineTo(0,v-A);c.lineTo(0,A);c.close();c.fillAndStroke();c.setShadow(!1);c.begin();c.moveTo(0,A);c.lineTo(.5*p,2*A);c.lineTo(p,A);c.moveTo(.5*p,2*A);c.lineTo(.5*p,v);c.stroke()};mxCellRenderer.registerShape("isoCube2",l);mxUtils.extend(q,mxShape); -q.prototype.size=15;q.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.max(0,Math.min(.5*v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.translate(m,x);0==A?(c.rect(0,0,p,v),c.fillAndStroke()):(c.begin(),c.moveTo(0,A),c.arcTo(.5*p,A,0,0,1,.5*p,0),c.arcTo(.5*p,A,0,0,1,p,A),c.lineTo(p,v-A),c.arcTo(.5*p,A,0,0,1,.5*p,v),c.arcTo(.5*p,A,0,0,1,0,v-A),c.close(),c.fillAndStroke(),c.setShadow(!1),c.begin(),c.moveTo(p,A),c.arcTo(.5*p,A,0,0,1,.5*p,2*A),c.arcTo(.5*p,A,0,0,1,0,A),c.stroke())}; -mxCellRenderer.registerShape("cylinder2",q);mxUtils.extend(z,mxCylinder);z.prototype.size=15;z.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.max(0,Math.min(.5*v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"lid",!0);c.translate(m,x);0==A?(c.rect(0,0,p,v),c.fillAndStroke()):(c.begin(),B?(c.moveTo(0,A),c.arcTo(.5*p,A,0,0,1,.5*p,0),c.arcTo(.5*p,A,0,0,1,p,A)):(c.moveTo(0,0),c.arcTo(.5*p,A,0,0,0,.5*p,A),c.arcTo(.5*p,A,0,0,0,p,0)),c.lineTo(p,v-A), -c.arcTo(.5*p,A,0,0,1,.5*p,v),c.arcTo(.5*p,A,0,0,1,0,v-A),c.close(),c.fillAndStroke(),c.setShadow(!1),B&&(c.begin(),c.moveTo(p,A),c.arcTo(.5*p,A,0,0,1,.5*p,2*A),c.arcTo(.5*p,A,0,0,1,0,A),c.stroke()))};mxCellRenderer.registerShape("cylinder3",z);mxUtils.extend(F,mxActor);F.prototype.redrawPath=function(c,m,x,p,v){c.moveTo(0,0);c.quadTo(p/2,.5*v,p,0);c.quadTo(.5*p,v/2,p,v);c.quadTo(p/2,.5*v,0,v);c.quadTo(.5*p,v/2,0,0);c.end()};mxCellRenderer.registerShape("switch",F);mxUtils.extend(C,mxCylinder);C.prototype.tabWidth= -60;C.prototype.tabHeight=20;C.prototype.tabPosition="right";C.prototype.arcSize=.1;C.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m,x);m=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var A=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),B=mxUtils.getValue(this.style,"rounded",!1),ha=mxUtils.getValue(this.style,"absoluteArcSize",!1),J=parseFloat(mxUtils.getValue(this.style, -"arcSize",this.arcSize));ha||(J*=Math.min(p,v));J=Math.min(J,.5*p,.5*(v-x));m=Math.max(m,J);m=Math.min(p-J,m);B||(J=0);c.begin();"left"==A?(c.moveTo(Math.max(J,0),x),c.lineTo(Math.max(J,0),0),c.lineTo(m,0),c.lineTo(m,x)):(c.moveTo(p-m,x),c.lineTo(p-m,0),c.lineTo(p-Math.max(J,0),0),c.lineTo(p-Math.max(J,0),x));B?(c.moveTo(0,J+x),c.arcTo(J,J,0,0,1,J,x),c.lineTo(p-J,x),c.arcTo(J,J,0,0,1,p,J+x),c.lineTo(p,v-J),c.arcTo(J,J,0,0,1,p-J,v),c.lineTo(J,v),c.arcTo(J,J,0,0,1,0,v-J)):(c.moveTo(0,x),c.lineTo(p, -x),c.lineTo(p,v),c.lineTo(0,v));c.close();c.fillAndStroke();c.setShadow(!1);"triangle"==mxUtils.getValue(this.style,"folderSymbol",null)&&(c.begin(),c.moveTo(p-30,x+20),c.lineTo(p-20,x+10),c.lineTo(p-10,x+20),c.close(),c.stroke())};mxCellRenderer.registerShape("folder",C);C.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var x=mxUtils.getValue(this.style, -"tabWidth",15)*this.scale;m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var p=mxUtils.getValue(this.style,"rounded",!1),v=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));v||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-m));p||(A=0);return"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-x),Math.min(c.height,c.height-m)):new mxRectangle(Math.min(c.width, -c.width-x),0,A,Math.min(c.height,c.height-m))}return new mxRectangle(0,Math.min(c.height,m),0,0)}return null};mxUtils.extend(I,mxCylinder);I.prototype.arcSize=.1;I.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m,x);var A=mxUtils.getValue(this.style,"rounded",!1),B=mxUtils.getValue(this.style,"absoluteArcSize",!1);m=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));x=mxUtils.getValue(this.style,"umlStateConnection",null);B||(m*=Math.min(p,v));m=Math.min(m,.5*p,.5*v);A||(m= -0);A=0;null!=x&&(A=10);c.begin();c.moveTo(A,m);c.arcTo(m,m,0,0,1,A+m,0);c.lineTo(p-m,0);c.arcTo(m,m,0,0,1,p,m);c.lineTo(p,v-m);c.arcTo(m,m,0,0,1,p-m,v);c.lineTo(A+m,v);c.arcTo(m,m,0,0,1,A,v-m);c.close();c.fillAndStroke();c.setShadow(!1);"collapseState"==mxUtils.getValue(this.style,"umlStateSymbol",null)&&(c.roundrect(p-40,v-20,10,10,3,3),c.stroke(),c.roundrect(p-20,v-20,10,10,3,3),c.stroke(),c.begin(),c.moveTo(p-30,v-15),c.lineTo(p-20,v-15),c.stroke());"connPointRefEntry"==x?(c.ellipse(0,.5*v-10, -20,20),c.fillAndStroke()):"connPointRefExit"==x&&(c.ellipse(0,.5*v-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*v-5),c.lineTo(15,.5*v+5),c.moveTo(15,.5*v-5),c.lineTo(5,.5*v+5),c.stroke())};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",I);mxUtils.extend(G,mxActor);G.prototype.size=30;G.prototype.isRoundable= -function(){return!0};G.prototype.redrawPath=function(c,m,x,p,v){m=Math.max(0,Math.min(p,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(m,0),new mxPoint(p,0),new mxPoint(p,v),new mxPoint(0,v),new mxPoint(0,m)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("card",G);mxUtils.extend(Z,mxActor);Z.prototype.size=.4;Z.prototype.redrawPath=function(c,m,x, -p,v){m=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0,m/2);c.quadTo(p/4,1.4*m,p/2,m/2);c.quadTo(3*p/4,m*(1-1.4),p,m/2);c.lineTo(p,v-m/2);c.quadTo(3*p/4,v-1.4*m,p/2,v-m/2);c.quadTo(p/4,v-m*(1-1.4),0,v-m/2);c.lineTo(0,m/2);c.close();c.end()};Z.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",this.size),x=c.width,p=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST|| -this.direction==mxConstants.DIRECTION_WEST)return m*=p,new mxRectangle(c.x,c.y+m,x,p-2*m);m*=x;return new mxRectangle(c.x+m,c.y,x-2*m,p)}return c};mxCellRenderer.registerShape("tape",Z);mxUtils.extend(ca,mxActor);ca.prototype.size=.3;ca.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};ca.prototype.redrawPath=function(c,m,x,p,v){m=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"size",this.size))));c.moveTo(0,0);c.lineTo(p,0);c.lineTo(p,v-m/2);c.quadTo(3*p/4,v-1.4*m,p/2,v-m/2);c.quadTo(p/4,v-m*(1-1.4),0,v-m/2);c.lineTo(0,m/2);c.close();c.end()};mxCellRenderer.registerShape("document",ca);var jb=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,m,x,p){var v=mxUtils.getValue(this.style,"size");return null!=v?p*Math.max(0,Math.min(1,v)):jb.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, -"boundedLbl",!1)){var m=2*mxUtils.getValue(this.style,"size",.15);return new mxRectangle(0,Math.min(this.maxHeight*this.scale,c.height*m),0,0)}return null};z.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",15);mxUtils.getValue(this.style,"lid",!0)||(m/=2);return new mxRectangle(0,Math.min(c.height*this.scale,2*m*this.scale),0,Math.max(0,.3*m*this.scale))}return null};C.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, -"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var x=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var p=mxUtils.getValue(this.style,"rounded",!1),v=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));v||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-m));p||(A=0);return"left"== -mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-x),Math.min(c.height,c.height-m)):new mxRectangle(Math.min(c.width,c.width-x),0,A,Math.min(c.height,c.height-m))}return new mxRectangle(0,Math.min(c.height,m),0,0)}return null};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};g.prototype.getLabelMargins= -function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,m*this.scale),0,Math.max(0,m*this.scale))}return null};mxUtils.extend(ba,mxActor);ba.prototype.size=.2;ba.prototype.fixedSize=20;ba.prototype.isRoundable=function(){return!0};ba.prototype.redrawPath=function(c,m,x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))): -p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(m,0),new mxPoint(p,0),new mxPoint(p-m,v)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("parallelogram",ba);mxUtils.extend(Y,mxActor);Y.prototype.size=.2;Y.prototype.fixedSize=20;Y.prototype.isRoundable=function(){return!0};Y.prototype.redrawPath=function(c,m,x,p,v){m="0"!= -mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):p*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(m,0),new mxPoint(p-m,0),new mxPoint(p,v)],this.isRounded,x,!0)};mxCellRenderer.registerShape("trapezoid",Y);mxUtils.extend(O,mxActor);O.prototype.size= -.5;O.prototype.redrawPath=function(c,m,x,p,v){c.setFillColor(null);m=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(p,0),new mxPoint(m,0),new mxPoint(m,v/2),new mxPoint(0,v/2),new mxPoint(m,v/2),new mxPoint(m,v),new mxPoint(p,v)],this.isRounded,x,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",O);mxUtils.extend(la,mxActor);la.prototype.redrawPath= -function(c,m,x,p,v){c.setStrokeWidth(1);c.setFillColor(this.stroke);m=p/5;c.rect(0,0,m,v);c.fillAndStroke();c.rect(2*m,0,m,v);c.fillAndStroke();c.rect(4*m,0,m,v);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",la);aa.prototype.moveTo=function(c,m){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=m;this.firstX=c;this.firstY=m};aa.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas, -arguments));this.originalClose.apply(this.canvas,arguments)};aa.prototype.quadTo=function(c,m,x,p){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=x;this.lastY=p};aa.prototype.curveTo=function(c,m,x,p,v,A){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=A};aa.prototype.arcTo=function(c,m,x,p,v,A,B){this.originalArcTo.apply(this.canvas,arguments);this.lastX=A;this.lastY=B};aa.prototype.lineTo=function(c,m){if(null!=this.lastX&&null!=this.lastY){var x=function(oa){return"number"=== -typeof oa?oa?0>oa?-1:1:oa===oa?0:NaN:NaN},p=Math.abs(c-this.lastX),v=Math.abs(m-this.lastY),A=Math.sqrt(p*p+v*v);if(2>A){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=m;return}var B=Math.round(A/10),ha=this.defaultVariation;5>B&&(B=5,ha/=3);var J=x(c-this.lastX)*p/B;x=x(m-this.lastY)*v/B;p/=A;v/=A;for(A=0;A<B;A++){var va=(Math.random()-.5)*ha;this.originalLineTo.call(this.canvas,J*A+this.lastX-va*v,x*A+this.lastY-va*p)}this.originalLineTo.call(this.canvas,c,m)}else this.originalLineTo.apply(this.canvas, -arguments);this.lastX=c;this.lastY=m};aa.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var eb=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){eb.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))}; -var qb=mxShape.prototype.afterPaint;mxShape.prototype.afterPaint=function(c){qb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new aa(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var ub=mxRectangleShape.prototype.isHtmlAllowed; -mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&ub.apply(this,arguments)};var Ya=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,m,x,p,v){if(null==c.handJiggle||c.handJiggle.constructor!=aa)Ya.apply(this,arguments);else{var A=!0;null!=this.style&&(A="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, -"1"));if(A||null!=this.fill&&this.fill!=mxConstants.NONE||null!=this.stroke&&this.stroke!=mxConstants.NONE)A||null!=this.fill&&this.fill!=mxConstants.NONE||(c.pointerEvents=!1),c.begin(),this.isRounded?("1"==mxUtils.getValue(this.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?A=Math.min(p/2,Math.min(v/2,mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2)):(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,A=Math.min(p* -A,v*A)),c.moveTo(m+A,x),c.lineTo(m+p-A,x),c.quadTo(m+p,x,m+p,x+A),c.lineTo(m+p,x+v-A),c.quadTo(m+p,x+v,m+p-A,x+v),c.lineTo(m+A,x+v),c.quadTo(m,x+v,m,x+v-A),c.lineTo(m,x+A),c.quadTo(m,x,m+A,x)):(c.moveTo(m,x),c.lineTo(m+p,x),c.lineTo(m+p,x+v),c.lineTo(m,x+v),c.lineTo(m,x)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(ia,mxRectangleShape);ia.prototype.size=.1;ia.prototype.fixedSize=!1;ia.prototype.isHtmlAllowed=function(){return!1};ia.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, -mxConstants.STYLE_HORIZONTAL,!0)==(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)){var m=c.width,x=c.height;c=new mxRectangle(c.x,c.y,m,x);var p=m*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));if(this.isRounded){var v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;p=Math.max(p,Math.min(m*v,x*v))}c.x+=Math.round(p);c.width-=Math.round(2*p);return c}return c}; -ia.prototype.paintForeground=function(c,m,x,p,v){var A=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),B=parseFloat(mxUtils.getValue(this.style,"size",this.size));B=A?Math.max(0,Math.min(p,B)):p*Math.max(0,Math.min(1,B));this.isRounded&&(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,B=Math.max(B,Math.min(p*A,v*A)));B=Math.round(B);c.begin();c.moveTo(m+B,x);c.lineTo(m+B,x+v);c.moveTo(m+p-B,x);c.lineTo(m+p-B,x+v);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, -arguments)};mxCellRenderer.registerShape("process",ia);mxCellRenderer.registerShape("process2",ia);mxUtils.extend(X,mxRectangleShape);X.prototype.paintBackground=function(c,m,x,p,v){c.setFillColor(mxConstants.NONE);c.rect(m,x,p,v);c.fill()};X.prototype.paintForeground=function(c,m,x,p,v){};mxCellRenderer.registerShape("transparent",X);mxUtils.extend(R,mxHexagon);R.prototype.size=30;R.prototype.position=.5;R.prototype.position2=.5;R.prototype.base=20;R.prototype.getLabelMargins=function(){return new mxRectangle(0, -0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};R.prototype.isRoundable=function(){return!0};R.prototype.redrawPath=function(c,m,x,p,v){m=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var A=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),B=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", -this.position2)))),ha=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p,v-x),new mxPoint(Math.min(p,A+ha),v-x),new mxPoint(B,v),new mxPoint(Math.max(0,A),v-x),new mxPoint(0,v-x)],this.isRounded,m,!0,[4])};mxCellRenderer.registerShape("callout",R);mxUtils.extend(sa,mxActor);sa.prototype.size=.2;sa.prototype.fixedSize=20;sa.prototype.isRoundable=function(){return!0};sa.prototype.redrawPath=function(c,m, -x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p-m,0),new mxPoint(p,v/2),new mxPoint(p-m,v),new mxPoint(0,v),new mxPoint(m,v/2)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("step", -sa);mxUtils.extend(M,mxHexagon);M.prototype.size=.25;M.prototype.fixedSize=20;M.prototype.isRoundable=function(){return!0};M.prototype.redrawPath=function(c,m,x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(m, -0),new mxPoint(p-m,0),new mxPoint(p,.5*v),new mxPoint(p-m,v),new mxPoint(m,v),new mxPoint(0,.5*v)],this.isRounded,x,!0)};mxCellRenderer.registerShape("hexagon",M);mxUtils.extend(ka,mxRectangleShape);ka.prototype.isHtmlAllowed=function(){return!1};ka.prototype.paintForeground=function(c,m,x,p,v){var A=Math.min(p/5,v/5)+1;c.begin();c.moveTo(m+p/2,x+A);c.lineTo(m+p/2,x+v-A);c.moveTo(m+A,x+v/2);c.lineTo(m+p-A,x+v/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)}; -mxCellRenderer.registerShape("plus",ka);var ab=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var m=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+m,c.y+m,c.width-2*m,c.height-2*m)}return c};mxRhombus.prototype.paintVertexShape=function(c,m,x,p,v){ab.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var A=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| -0);m+=A;x+=A;p-=2*A;v-=2*A;0<p&&0<v&&(c.setShadow(!1),ab.apply(this,[c,m,x,p,v]))}};mxUtils.extend(L,mxRectangleShape);L.prototype.isHtmlAllowed=function(){return!1};L.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var m=(Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+m,c.y+m,c.width-2*m,c.height-2*m)}return c};L.prototype.paintForeground=function(c,m,x,p,v){if(null!=this.style){if(!this.outline&&1==this.style["double"]){var A= -Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);m+=A;x+=A;p-=2*A;v-=2*A;0<p&&0<v&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);A=0;do{var B=mxCellRenderer.defaultShapes[this.style["symbol"+A]];if(null!=B){var ha=this.style["symbol"+A+"Align"],J=this.style["symbol"+A+"VerticalAlign"],va=this.style["symbol"+A+"Width"],oa=this.style["symbol"+A+"Height"],Xa=this.style["symbol"+A+"Spacing"]||0,ib=this.style["symbol"+A+"VSpacing"]|| -Xa,gb=this.style["symbol"+A+"ArcSpacing"];null!=gb&&(gb*=this.getArcSize(p+this.strokewidth,v+this.strokewidth),Xa+=gb,ib+=gb);gb=m;var Ha=x;gb=ha==mxConstants.ALIGN_CENTER?gb+(p-va)/2:ha==mxConstants.ALIGN_RIGHT?gb+(p-va-Xa):gb+Xa;Ha=J==mxConstants.ALIGN_MIDDLE?Ha+(v-oa)/2:J==mxConstants.ALIGN_BOTTOM?Ha+(v-oa-ib):Ha+ib;c.save();ha=new B;ha.style=this.style;B.prototype.paintVertexShape.call(ha,c,gb,Ha,va,oa);c.restore()}A++}while(null!=B)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)}; -mxCellRenderer.registerShape("ext",L);mxUtils.extend(S,mxCylinder);S.prototype.redrawPath=function(c,m,x,p,v,A){A?(c.moveTo(0,0),c.lineTo(p/2,v/2),c.lineTo(p,0),c.end()):(c.moveTo(0,0),c.lineTo(p,0),c.lineTo(p,v),c.lineTo(0,v),c.close())};mxCellRenderer.registerShape("message",S);mxUtils.extend(ja,mxShape);ja.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.ellipse(p/4,0,p/2,v/4);c.fillAndStroke();c.begin();c.moveTo(p/2,v/4);c.lineTo(p/2,2*v/3);c.moveTo(p/2,v/3);c.lineTo(0,v/3);c.moveTo(p/ -2,v/3);c.lineTo(p,v/3);c.moveTo(p/2,2*v/3);c.lineTo(0,v);c.moveTo(p/2,2*v/3);c.lineTo(p,v);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",ja);mxUtils.extend(ma,mxShape);ma.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ma.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(0,v/4);c.lineTo(0,3*v/4);c.end();c.stroke();c.begin();c.moveTo(0,v/2);c.lineTo(p/6,v/2);c.end();c.stroke();c.ellipse(p/6,0,5*p/6,v);c.fillAndStroke()};mxCellRenderer.registerShape("umlBoundary", -ma);mxUtils.extend(u,mxEllipse);u.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(m+p/8,x+v);c.lineTo(m+7*p/8,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",u);mxUtils.extend(H,mxShape);H.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(p,0);c.lineTo(0,v);c.moveTo(0,0);c.lineTo(p,v);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy",H);mxUtils.extend(P,mxShape); -P.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};P.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(3*p/8,v/8*1.1);c.lineTo(5*p/8,0);c.end();c.stroke();c.ellipse(0,v/8,p,7*v/8);c.fillAndStroke()};P.prototype.paintForeground=function(c,m,x,p,v){c.begin();c.moveTo(3*p/8,v/8*1.1);c.lineTo(5*p/8,v/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",P);mxUtils.extend(V,mxRectangleShape);V.prototype.size= -40;V.prototype.isHtmlAllowed=function(){return!1};V.prototype.getLabelBounds=function(c){var m=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,m)};V.prototype.paintBackground=function(c,m,x,p,v){var A=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"participant");null==B||null==this.state?mxRectangleShape.prototype.paintBackground.call(this,c,m, -x,p,A):(B=this.state.view.graph.cellRenderer.getShape(B),null!=B&&B!=V&&(B=new B,B.apply(this.state),c.save(),B.paintVertexShape(c,m,x,p,A),c.restore()));A<v&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(m+p/2,x+A),c.lineTo(m+p/2,x+v),c.end(),c.stroke())};V.prototype.paintForeground=function(c,m,x,p,v){var A=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,m,x,p,Math.min(v, -A))};mxCellRenderer.registerShape("umlLifeline",V);mxUtils.extend(Q,mxShape);Q.prototype.width=60;Q.prototype.height=30;Q.prototype.corner=10;Q.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};Q.prototype.paintBackground=function(c,m,x,p,v){var A=this.corner,B=Math.min(p,Math.max(A,parseFloat(mxUtils.getValue(this.style, -"width",this.width)))),ha=Math.min(v,Math.max(1.5*A,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),J=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);J!=mxConstants.NONE&&(c.setFillColor(J),c.rect(m,x,p,v),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,m,x,p,v),c.setGradient(this.fill,this.gradient,m,x,p,v,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); -c.moveTo(m,x);c.lineTo(m+B,x);c.lineTo(m+B,x+Math.max(0,ha-1.5*A));c.lineTo(m+Math.max(0,B-A),x+ha);c.lineTo(m,x+ha);c.close();c.fillAndStroke();c.begin();c.moveTo(m+B,x);c.lineTo(m+p,x);c.lineTo(m+p,x+v);c.lineTo(m,x+v);c.lineTo(m,x+ha);c.stroke()};mxCellRenderer.registerShape("umlFrame",Q);mxPerimeter.CenterPerimeter=function(c,m,x,p){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c, -m,x,p){p=V.prototype.size;null!=m&&(p=mxUtils.getValue(m.style,"size",p)*m.view.scale);m=parseFloat(m.style[mxConstants.STYLE_STROKEWIDTH]||1)*m.view.scale/2-1;x.x<c.getCenterX()&&(m=-1*(m+1));return new mxPoint(c.getCenterX()+m,Math.min(c.y+c.height,Math.max(c.y+p,x.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,m,x,p){p=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", -mxPerimeter.OrthogonalPerimeter);mxPerimeter.BackbonePerimeter=function(c,m,x,p){p=parseFloat(m.style[mxConstants.STYLE_STROKEWIDTH]||1)*m.view.scale/2-1;null!=m.style.backboneSize&&(p+=parseFloat(m.style.backboneSize)*m.view.scale/2-1);if("south"==m.style[mxConstants.STYLE_DIRECTION]||"north"==m.style[mxConstants.STYLE_DIRECTION])return x.x<c.getCenterX()&&(p=-1*(p+1)),new mxPoint(c.getCenterX()+p,Math.min(c.y+c.height,Math.max(c.y,x.y)));x.y<c.getCenterY()&&(p=-1*(p+1));return new mxPoint(Math.min(c.x+ -c.width,Math.max(c.x,x.x)),c.getCenterY()+p)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,m,x,p){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(m.style,"size",R.prototype.size))*m.view.scale))),m.style),m,x,p)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, -m,x,p){var v="0"!=mxUtils.getValue(m.style,"fixedSize","0"),A=v?ba.prototype.fixedSize:ba.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B=c.x,ha=c.y,J=c.width,va=c.height;m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_NORTH||m==mxConstants.DIRECTION_SOUTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+J,ha+v),new mxPoint(B+ -J,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha)]):(v=v?Math.max(0,Math.min(.5*J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J,ha),new mxPoint(B+J-v,ha+va),new mxPoint(B,ha+va),new mxPoint(B+v,ha)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);p&&(x.x<B||x.x>B+J?c.y=x.y:c.x=x.x);return mxUtils.getPerimeterPoint(ha,c,x)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,m,x,p){var v="0"!= -mxUtils.getValue(m.style,"fixedSize","0"),A=v?Y.prototype.fixedSize:Y.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B=c.x,ha=c.y,J=c.width,va=c.height;m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_EAST?(v=v?Math.max(0,Math.min(.5*J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J-v,ha),new mxPoint(B+J,ha+va),new mxPoint(B,ha+va),new mxPoint(B+ -v,ha)]):m==mxConstants.DIRECTION_WEST?(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+J,ha),new mxPoint(B+J-v,ha+va),new mxPoint(B+v,ha+va),new mxPoint(B,ha)]):m==mxConstants.DIRECTION_NORTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha+v),new mxPoint(B+J,ha),new mxPoint(B+J,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha+v)]):(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+ -J,ha+v),new mxPoint(B+J,ha+va-v),new mxPoint(B,ha+va),new mxPoint(B,ha)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);p&&(x.x<B||x.x>B+J?c.y=x.y:c.x=x.x);return mxUtils.getPerimeterPoint(ha,c,x)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,m,x,p){var v="0"!=mxUtils.getValue(m.style,"fixedSize","0"),A=v?sa.prototype.fixedSize:sa.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B= -c.x,ha=c.y,J=c.width,va=c.height,oa=c.getCenterX();c=c.getCenterY();m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_EAST?(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+J-v,ha),new mxPoint(B+J,c),new mxPoint(B+J-v,ha+va),new mxPoint(B,ha+va),new mxPoint(B+v,c),new mxPoint(B,ha)]):m==mxConstants.DIRECTION_WEST?(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0,Math.min(1, -A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J,ha),new mxPoint(B+J-v,c),new mxPoint(B+J,ha+va),new mxPoint(B+v,ha+va),new mxPoint(B,c),new mxPoint(B+v,ha)]):m==mxConstants.DIRECTION_NORTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha+v),new mxPoint(oa,ha),new mxPoint(B+J,ha+v),new mxPoint(B+J,ha+va),new mxPoint(oa,ha+va-v),new mxPoint(B,ha+va),new mxPoint(B,ha+v)]):(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(oa,ha+ -v),new mxPoint(B+J,ha),new mxPoint(B+J,ha+va-v),new mxPoint(oa,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha)]);oa=new mxPoint(oa,c);p&&(x.x<B||x.x>B+J?oa.y=x.y:oa.x=x.x);return mxUtils.getPerimeterPoint(ha,oa,x)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,m,x,p){var v="0"!=mxUtils.getValue(m.style,"fixedSize","0"),A=v?M.prototype.fixedSize:M.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B= -c.x,ha=c.y,J=c.width,va=c.height,oa=c.getCenterX();c=c.getCenterY();m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_NORTH||m==mxConstants.DIRECTION_SOUTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(oa,ha),new mxPoint(B+J,ha+v),new mxPoint(B+J,ha+va-v),new mxPoint(oa,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha+v),new mxPoint(oa,ha)]):(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0, -Math.min(1,A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J-v,ha),new mxPoint(B+J,c),new mxPoint(B+J-v,ha+va),new mxPoint(B+v,ha+va),new mxPoint(B,c),new mxPoint(B+v,ha)]);oa=new mxPoint(oa,c);p&&(x.x<B||x.x>B+J?oa.y=x.y:oa.x=x.x);return mxUtils.getPerimeterPoint(ha,oa,x)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(da,mxShape);da.prototype.size=10;da.prototype.paintBackground=function(c,m,x,p,v){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)); -c.translate(m,x);c.ellipse((p-A)/2,0,A,A);c.fillAndStroke();c.begin();c.moveTo(p/2,A);c.lineTo(p/2,v);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",da);mxUtils.extend(ea,mxShape);ea.prototype.size=10;ea.prototype.inset=2;ea.prototype.paintBackground=function(c,m,x,p,v){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)),B=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(m,x);c.begin();c.moveTo(p/2,A+B);c.lineTo(p/2,v);c.end();c.stroke(); -c.begin();c.moveTo((p-A)/2-B,A/2);c.quadTo((p-A)/2-B,A+B,p/2,A+B);c.quadTo((p+A)/2+B,A+B,(p+A)/2+B,A/2);c.end();c.stroke()};mxCellRenderer.registerShape("requires",ea);mxUtils.extend(fa,mxShape);fa.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(0,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,0,v);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",fa);mxUtils.extend(pa,mxShape);pa.prototype.inset=2;pa.prototype.paintBackground=function(c,m,x,p,v){var A=parseFloat(mxUtils.getValue(this.style, -"inset",this.inset))+this.strokewidth;c.translate(m,x);c.ellipse(0,A,p-2*A,v-2*A);c.fillAndStroke();c.begin();c.moveTo(p/2,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,p/2,v);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",pa);mxUtils.extend(ua,mxCylinder);ua.prototype.jettyWidth=20;ua.prototype.jettyHeight=10;ua.prototype.redrawPath=function(c,m,x,p,v,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));m=parseFloat(mxUtils.getValue(this.style,"jettyHeight", -this.jettyHeight));x=B/2;B=x+B/2;var ha=Math.min(m,v-m),J=Math.min(ha+2*m,v-m);A?(c.moveTo(x,ha),c.lineTo(B,ha),c.lineTo(B,ha+m),c.lineTo(x,ha+m),c.moveTo(x,J),c.lineTo(B,J),c.lineTo(B,J+m),c.lineTo(x,J+m)):(c.moveTo(x,0),c.lineTo(p,0),c.lineTo(p,v),c.lineTo(x,v),c.lineTo(x,J+m),c.lineTo(0,J+m),c.lineTo(0,J),c.lineTo(x,J),c.lineTo(x,ha+m),c.lineTo(0,ha+m),c.lineTo(0,ha),c.lineTo(x,ha),c.close());c.end()};mxCellRenderer.registerShape("module",ua);mxUtils.extend(qa,mxCylinder);qa.prototype.jettyWidth= -32;qa.prototype.jettyHeight=12;qa.prototype.redrawPath=function(c,m,x,p,v,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));m=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));x=B/2;B=x+B/2;var ha=.3*v-m/2,J=.7*v-m/2;A?(c.moveTo(x,ha),c.lineTo(B,ha),c.lineTo(B,ha+m),c.lineTo(x,ha+m),c.moveTo(x,J),c.lineTo(B,J),c.lineTo(B,J+m),c.lineTo(x,J+m)):(c.moveTo(x,0),c.lineTo(p,0),c.lineTo(p,v),c.lineTo(x,v),c.lineTo(x,J+m),c.lineTo(0,J+m),c.lineTo(0,J),c.lineTo(x, -J),c.lineTo(x,ha+m),c.lineTo(0,ha+m),c.lineTo(0,ha),c.lineTo(x,ha),c.close());c.end()};mxCellRenderer.registerShape("component",qa);mxUtils.extend(Da,mxRectangleShape);Da.prototype.paintForeground=function(c,m,x,p,v){var A=p/2,B=v/2,ha=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(m+A,x),new mxPoint(m+p,x+B),new mxPoint(m+A,x+v),new mxPoint(m,x+B)],this.isRounded,ha,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, -arguments)};mxCellRenderer.registerShape("associativeEntity",Da);mxUtils.extend(Aa,mxDoubleEllipse);Aa.prototype.outerStroke=!0;Aa.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.min(4,Math.min(p/5,v/5));0<p&&0<v&&(c.ellipse(m+A,x+A,p-2*A,v-2*A),c.fillAndStroke());c.setShadow(!1);this.outerStroke&&(c.ellipse(m,x,p,v),c.stroke())};mxCellRenderer.registerShape("endState",Aa);mxUtils.extend(Fa,Aa);Fa.prototype.outerStroke=!1;mxCellRenderer.registerShape("startState",Fa);mxUtils.extend(ta,mxArrowConnector); -ta.prototype.defaultWidth=4;ta.prototype.isOpenEnded=function(){return!0};ta.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};ta.prototype.isArrowRounded=function(){return this.isRounded};mxCellRenderer.registerShape("link",ta);mxUtils.extend(Sa,mxArrowConnector);Sa.prototype.defaultWidth=10;Sa.prototype.defaultArrowWidth=20;Sa.prototype.getStartArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style, -"startWidth",this.defaultArrowWidth)};Sa.prototype.getEndArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"endWidth",this.defaultArrowWidth)};Sa.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",Sa);mxUtils.extend(Ra,mxActor);Ra.prototype.size=30;Ra.prototype.isRoundable=function(){return!0};Ra.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(v,parseFloat(mxUtils.getValue(this.style, -"size",this.size)));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(0,m),new mxPoint(p,0),new mxPoint(p,v)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("manualInput",Ra);mxUtils.extend(Oa,mxRectangleShape);Oa.prototype.dx=20;Oa.prototype.dy=20;Oa.prototype.isHtmlAllowed=function(){return!1};Oa.prototype.paintForeground=function(c,m,x,p,v){mxRectangleShape.prototype.paintForeground.apply(this,arguments); -var A=0;if(this.isRounded){var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;A=Math.max(A,Math.min(p*B,v*B))}B=Math.max(A,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));A=Math.max(A,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(m,x+A);c.lineTo(m+p,x+A);c.end();c.stroke();c.begin();c.moveTo(m+B,x);c.lineTo(m+B,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Oa); -mxUtils.extend(Va,mxActor);Va.prototype.dx=20;Va.prototype.dy=20;Va.prototype.redrawPath=function(c,m,x,p,v){m=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p,x),new mxPoint(m,x), -new mxPoint(m,v),new mxPoint(0,v)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("corner",Va);mxUtils.extend(Ja,mxActor);Ja.prototype.redrawPath=function(c,m,x,p,v){c.moveTo(0,0);c.lineTo(0,v);c.end();c.moveTo(p,0);c.lineTo(p,v);c.end();c.moveTo(0,v/2);c.lineTo(p,v/2);c.end()};mxCellRenderer.registerShape("crossbar",Ja);mxUtils.extend(cb,mxActor);cb.prototype.dx=20;cb.prototype.dy=20;cb.prototype.redrawPath=function(c,m,x,p,v){m=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style, -"dx",this.dx))));x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p,x),new mxPoint((p+m)/2,x),new mxPoint((p+m)/2,v),new mxPoint((p-m)/2,v),new mxPoint((p-m)/2,x),new mxPoint(0,x)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("tee",cb);mxUtils.extend($a, -mxActor);$a.prototype.arrowWidth=.3;$a.prototype.arrowSize=.2;$a.prototype.redrawPath=function(c,m,x,p,v){var A=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth))));m=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));x=(v-A)/2;A=x+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,x),new mxPoint(p-m,x),new mxPoint(p-m,0),new mxPoint(p,v/2),new mxPoint(p- -m,v),new mxPoint(p-m,A),new mxPoint(0,A)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("singleArrow",$a);mxUtils.extend(y,mxActor);y.prototype.redrawPath=function(c,m,x,p,v){var A=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",$a.prototype.arrowWidth))));m=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",$a.prototype.arrowSize))));x=(v-A)/2;A=x+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ -2;this.addPoints(c,[new mxPoint(0,v/2),new mxPoint(m,0),new mxPoint(m,x),new mxPoint(p-m,x),new mxPoint(p-m,0),new mxPoint(p,v/2),new mxPoint(p-m,v),new mxPoint(p-m,A),new mxPoint(m,A),new mxPoint(m,v)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("doubleArrow",y);mxUtils.extend(K,mxActor);K.prototype.size=.1;K.prototype.fixedSize=20;K.prototype.redrawPath=function(c,m,x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style, -"size",this.fixedSize)))):p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(m,0);c.lineTo(p,0);c.quadTo(p-2*m,v/2,p,v);c.lineTo(m,v);c.quadTo(m-2*m,v/2,m,0);c.close();c.end()};mxCellRenderer.registerShape("dataStorage",K);mxUtils.extend(N,mxActor);N.prototype.redrawPath=function(c,m,x,p,v){c.moveTo(0,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,0,v);c.close();c.end()};mxCellRenderer.registerShape("or",N);mxUtils.extend(T,mxActor);T.prototype.redrawPath=function(c, -m,x,p,v){c.moveTo(0,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,0,v);c.quadTo(p/2,v/2,0,0);c.close();c.end()};mxCellRenderer.registerShape("xor",T);mxUtils.extend(U,mxActor);U.prototype.size=20;U.prototype.isRoundable=function(){return!0};U.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(p/2,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(m,0),new mxPoint(p-m,0),new mxPoint(p, -.8*m),new mxPoint(p,v),new mxPoint(0,v),new mxPoint(0,.8*m)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("loopLimit",U);mxUtils.extend(W,mxActor);W.prototype.size=.375;W.prototype.isRoundable=function(){return!0};W.prototype.redrawPath=function(c,m,x,p,v){m=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p, -v-m),new mxPoint(p/2,v),new mxPoint(0,v-m)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("offPageConnector",W);mxUtils.extend(na,mxEllipse);na.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(m+p/2,x+v);c.lineTo(m+p,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",na);mxUtils.extend(wa,mxEllipse);wa.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this, -arguments);c.setShadow(!1);c.begin();c.moveTo(m,x+v/2);c.lineTo(m+p,x+v/2);c.end();c.stroke();c.begin();c.moveTo(m+p/2,x);c.lineTo(m+p/2,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse",wa);mxUtils.extend(ra,mxEllipse);ra.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(m+.145*p,x+.145*v);c.lineTo(m+.855*p,x+.855*v);c.end();c.stroke();c.begin();c.moveTo(m+.855*p,x+.145*v);c.lineTo(m+.145*p, -x+.855*v);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",ra);mxUtils.extend(xa,mxRhombus);xa.prototype.paintVertexShape=function(c,m,x,p,v){mxRhombus.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(m,x+v/2);c.lineTo(m+p,x+v/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",xa);mxUtils.extend(Ea,mxEllipse);Ea.prototype.paintVertexShape=function(c,m,x,p,v){c.begin();c.moveTo(m,x);c.lineTo(m+p,x);c.lineTo(m+p/2,x+v/2);c.close();c.fillAndStroke(); -c.begin();c.moveTo(m,x+v);c.lineTo(m+p,x+v);c.lineTo(m+p/2,x+v/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",Ea);mxUtils.extend(Na,mxEllipse);Na.prototype.paintVertexShape=function(c,m,x,p,v){var A=c.state.strokeWidth/2,B=10+2*A,ha=x+v-B/2;c.begin();c.moveTo(m,x);c.lineTo(m,x+v);c.moveTo(m+A,ha);c.lineTo(m+A+B,ha-B/2);c.moveTo(m+A,ha);c.lineTo(m+A+B,ha+B/2);c.moveTo(m+A,ha);c.lineTo(m+p-A,ha);c.moveTo(m+p,x);c.lineTo(m+p,x+v);c.moveTo(m+p-A,ha);c.lineTo(m+p-B-A,ha-B/2);c.moveTo(m+ -p-A,ha);c.lineTo(m+p-B-A,ha+B/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",Na);mxUtils.extend(Ma,mxEllipse);Ma.prototype.drawHidden=!0;Ma.prototype.paintVertexShape=function(c,m,x,p,v){this.outline||c.setStrokeColor(null);if(null!=this.style){var A=c.pointerEvents,B=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||B||(c.pointerEvents=!1);var ha="1"==mxUtils.getValue(this.style,"top","1"),J="1"==mxUtils.getValue(this.style, -"left","1"),va="1"==mxUtils.getValue(this.style,"right","1"),oa="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||B||this.outline||ha||va||oa||J?(c.rect(m,x,p,v),c.fill(),c.pointerEvents=A,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(m,x),this.outline||ha?c.lineTo(m+p,x):c.moveTo(m+p,x),this.outline||va?c.lineTo(m+p,x+v):c.moveTo(m+p,x+v),this.outline||oa?c.lineTo(m,x+v):c.moveTo(m,x+v),(this.outline||J)&&c.lineTo(m,x),c.end(),c.stroke(),c.setLineCap("flat")): -c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",Ma);mxUtils.extend(za,mxEllipse);za.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();"vertical"==mxUtils.getValue(this.style,"line")?(c.moveTo(m+p/2,x),c.lineTo(m+p/2,x+v)):(c.moveTo(m,x+v/2),c.lineTo(m+p,x+v/2));c.end();c.stroke()};mxCellRenderer.registerShape("lineEllipse",za);mxUtils.extend(Ba,mxActor);Ba.prototype.redrawPath=function(c, -m,x,p,v){m=Math.min(p,v/2);c.moveTo(0,0);c.lineTo(p-m,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,p-m,v);c.lineTo(0,v);c.close();c.end()};mxCellRenderer.registerShape("delay",Ba);mxUtils.extend(Ca,mxActor);Ca.prototype.size=.2;Ca.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(v,p);var A=Math.max(0,Math.min(m,m*parseFloat(mxUtils.getValue(this.style,"size",this.size))));m=(v-A)/2;x=m+A;var B=(p-A)/2;A=B+A;c.moveTo(0,m);c.lineTo(B,m);c.lineTo(B,0);c.lineTo(A,0);c.lineTo(A,m);c.lineTo(p,m);c.lineTo(p,x); -c.lineTo(A,x);c.lineTo(A,v);c.lineTo(B,v);c.lineTo(B,x);c.lineTo(0,x);c.close();c.end()};mxCellRenderer.registerShape("cross",Ca);mxUtils.extend(ya,mxActor);ya.prototype.size=.25;ya.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(p,v/2);x=Math.min(p-m,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*p);c.moveTo(0,v/2);c.lineTo(x,0);c.lineTo(p-m,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,p-m,v);c.lineTo(x,v);c.close();c.end()};mxCellRenderer.registerShape("display",ya);mxUtils.extend(Ga, +(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var Ta=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(Ta.apply(this),null!=this.state&&null!=this.linkHint)){var y=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(y=new mxRectangle(y.x,y.y,y.width,y.height),y.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= +Math.round(y.y+y.height+Editor.hintOffset)+"px"}};var Za=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){Za.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var Pa=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){Pa.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), +this.changeHandler=null)}}();(function(){function b(c,l,v){mxShape.call(this);this.line=c;this.stroke=l;this.strokewidth=null!=v?v:1;this.updateBoundsFromLine()}function e(){mxSwimlane.call(this)}function k(){mxSwimlane.call(this)}function m(){mxCylinder.call(this)}function D(){mxCylinder.call(this)}function p(){mxActor.call(this)}function E(){mxCylinder.call(this)}function K(){mxCylinder.call(this)}function Q(){mxCylinder.call(this)}function d(){mxCylinder.call(this)}function f(){mxShape.call(this)}function g(){mxShape.call(this)} +function x(c,l,v,n){mxShape.call(this);this.bounds=c;this.fill=l;this.stroke=v;this.strokewidth=null!=n?n:1}function z(){mxActor.call(this)}function u(){mxCylinder.call(this)}function H(){mxCylinder.call(this)}function L(){mxActor.call(this)}function C(){mxActor.call(this)}function G(){mxActor.call(this)}function V(){mxActor.call(this)}function U(){mxActor.call(this)}function Y(){mxActor.call(this)}function O(){mxActor.call(this)}function qa(c,l){this.canvas=c;this.canvas.setLineJoin("round");this.canvas.setLineCap("round"); +this.defaultVariation=l;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,qa.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,qa.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,qa.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,qa.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this,qa.prototype.curveTo); +this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,qa.prototype.arcTo)}function oa(){mxRectangleShape.call(this)}function aa(){mxRectangleShape.call(this)}function ca(){mxActor.call(this)}function fa(){mxActor.call(this)}function J(){mxActor.call(this)}function Z(){mxRectangleShape.call(this)}function P(){mxRectangleShape.call(this)}function da(){mxCylinder.call(this)}function ja(){mxShape.call(this)}function ka(){mxShape.call(this)}function q(){mxEllipse.call(this)}function F(){mxShape.call(this)} +function R(){mxShape.call(this)}function W(){mxRectangleShape.call(this)}function T(){mxShape.call(this)}function ba(){mxShape.call(this)}function ia(){mxShape.call(this)}function ra(){mxShape.call(this)}function ta(){mxShape.call(this)}function ma(){mxCylinder.call(this)}function pa(){mxCylinder.call(this)}function za(){mxRectangleShape.call(this)}function Ba(){mxDoubleEllipse.call(this)}function Ia(){mxDoubleEllipse.call(this)}function Aa(){mxArrowConnector.call(this);this.spacing=0}function Ka(){mxArrowConnector.call(this); +this.spacing=0}function Da(){mxActor.call(this)}function Ra(){mxRectangleShape.call(this)}function Qa(){mxActor.call(this)}function Ta(){mxActor.call(this)}function Za(){mxActor.call(this)}function Pa(){mxActor.call(this)}function y(){mxActor.call(this)}function M(){mxActor.call(this)}function N(){mxActor.call(this)}function S(){mxActor.call(this)}function X(){mxActor.call(this)}function ha(){mxActor.call(this)}function la(){mxEllipse.call(this)}function xa(){mxEllipse.call(this)}function sa(){mxEllipse.call(this)} +function ya(){mxRhombus.call(this)}function Fa(){mxEllipse.call(this)}function wa(){mxEllipse.call(this)}function ua(){mxEllipse.call(this)}function La(){mxEllipse.call(this)}function Oa(){mxActor.call(this)}function Ca(){mxActor.call(this)}function Ma(){mxActor.call(this)}function Ga(c,l,v,n){mxShape.call(this);this.bounds=c;this.fill=l;this.stroke=v;this.strokewidth=null!=n?n:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize=!0;this.indent=2;this.rectOutline="single"}function Ya(){mxConnector.call(this)} +function db(c,l,v,n,t,A,B,ea,I,va){B+=I;var na=n.clone();n.x-=t*(2*B+I);n.y-=A*(2*B+I);t*=B+I;A*=B+I;return function(){c.ellipse(na.x-t-B,na.y-A-B,2*B,2*B);va?c.fillAndStroke():c.stroke()}}mxUtils.extend(b,mxShape);b.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var l=0;l<this.line.length;l++){var v=this.line[l];null!=v&&(v=new mxRectangle(v.x,v.y,this.strokewidth,this.strokewidth),null==c?c=v:c.add(v))}this.bounds=null!=c?c:new mxRectangle};b.prototype.paintVertexShape= +function(c,l,v,n,t){this.paintTableLine(c,this.line,0,0)};b.prototype.paintTableLine=function(c,l,v,n){if(null!=l){var t=null;c.begin();for(var A=0;A<l.length;A++){var B=l[A];null!=B&&(null==t?c.moveTo(B.x+v,B.y+n):null!=t&&c.lineTo(B.x+v,B.y+n));t=B}c.end();c.stroke()}};b.prototype.intersectsRectangle=function(c){var l=!1;if(mxShape.prototype.intersectsRectangle.apply(this,arguments)&&null!=this.line)for(var v=null,n=0;n<this.line.length&&!l;n++){var t=this.line[n];null!=t&&null!=v&&(l=mxUtils.rectangleIntersectsSegment(c, +v,t));v=t}return l};mxCellRenderer.registerShape("tableLine",b);mxUtils.extend(e,mxSwimlane);e.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};e.prototype.paintVertexShape=function(c,l,v,n,t){var A=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell):!1,B=this.isHorizontal(),ea=this.getTitleSize();0==ea||this.outline?ua.prototype.paintVertexShape.apply(this, +arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-l,-v));A||this.outline||!(B&&ea<t||!B&&ea<n)||this.paintForeground(c,l,v,n,t)};e.prototype.paintForeground=function(c,l,v,n,t){if(null!=this.state){var A=this.flipH,B=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var ea=A;A=B;B=ea}c.rotate(-this.getShapeRotation(),A,B,l+n/2,v+t/2);s=this.scale;l=this.bounds.x/s;v=this.bounds.y/s;n=this.bounds.width/s;t=this.bounds.height/ +s;this.paintTableForeground(c,l,v,n,t)}};e.prototype.paintTableForeground=function(c,l,v,n,t){n=this.state.view.graph.getTableLines(this.state.cell,"0"!=mxUtils.getValue(this.state.style,"rowLines","1"),"0"!=mxUtils.getValue(this.state.style,"columnLines","1"));for(t=0;t<n.length;t++)b.prototype.paintTableLine(c,n[t],l,v)};e.prototype.configurePointerEvents=function(c){0==this.getTitleSize()?c.pointerEvents=!1:mxSwimlane.prototype.configurePointerEvents.apply(this,arguments)};mxCellRenderer.registerShape("table", +e);mxUtils.extend(k,e);k.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",k);mxUtils.extend(m,mxCylinder);m.prototype.size=20;m.prototype.darkOpacity=0;m.prototype.darkOpacity2=0;m.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(n,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),B=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),ea=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"darkOpacity2",this.darkOpacity2))));c.translate(l,v);c.begin();c.moveTo(0,0);c.lineTo(n-A,0);c.lineTo(n,A);c.lineTo(n,t);c.lineTo(A,t);c.lineTo(0,t-A);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(n-A,0),c.lineTo(n,A),c.lineTo(A,A),c.close(),c.fill()),0!=ea&&(c.setFillAlpha(Math.abs(ea)),c.setFillColor(0>ea?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(A, +A),c.lineTo(A,t),c.lineTo(0,t-A),c.close(),c.fill()),c.begin(),c.moveTo(A,t),c.lineTo(A,A),c.lineTo(0,0),c.moveTo(A,A),c.lineTo(n,A),c.end(),c.stroke())};m.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?(c=parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale,new mxRectangle(c,c,0,0)):null};mxCellRenderer.registerShape("cube",m);var eb=Math.tan(mxUtils.toRadians(30)),cb=(.5-eb)/2;mxCellRenderer.registerShape("isoRectangle",p);mxUtils.extend(D, +mxCylinder);D.prototype.size=6;D.prototype.paintVertexShape=function(c,l,v,n,t){c.setFillColor(this.stroke);var A=Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size))-2)+2*this.strokewidth;c.ellipse(l+.5*(n-A),v+.5*(t-A),A,A);c.fill();c.setFillColor(mxConstants.NONE);c.rect(l,v,n,t);c.fill()};mxCellRenderer.registerShape("waypoint",D);mxUtils.extend(p,mxActor);p.prototype.size=20;p.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(n,t/eb);c.translate((n-l)/2,(t-l)/2+l/4);c.moveTo(0, +.25*l);c.lineTo(.5*l,l*cb);c.lineTo(l,.25*l);c.lineTo(.5*l,(.5-cb)*l);c.lineTo(0,.25*l);c.close();c.end()};mxCellRenderer.registerShape("isoRectangle",p);mxUtils.extend(E,mxCylinder);E.prototype.size=20;E.prototype.redrawPath=function(c,l,v,n,t,A){l=Math.min(n,t/(.5+eb));A?(c.moveTo(0,.25*l),c.lineTo(.5*l,(.5-cb)*l),c.lineTo(l,.25*l),c.moveTo(.5*l,(.5-cb)*l),c.lineTo(.5*l,(1-cb)*l)):(c.translate((n-l)/2,(t-l)/2),c.moveTo(0,.25*l),c.lineTo(.5*l,l*cb),c.lineTo(l,.25*l),c.lineTo(l,.75*l),c.lineTo(.5* +l,(1-cb)*l),c.lineTo(0,.75*l),c.close());c.end()};mxCellRenderer.registerShape("isoCube",E);mxUtils.extend(K,mxCylinder);K.prototype.redrawPath=function(c,l,v,n,t,A){l=Math.min(t/2,Math.round(t/8)+this.strokewidth-1);if(A&&null!=this.fill||!A&&null==this.fill)c.moveTo(0,l),c.curveTo(0,2*l,n,2*l,n,l),A||(c.stroke(),c.begin()),c.translate(0,l/2),c.moveTo(0,l),c.curveTo(0,2*l,n,2*l,n,l),A||(c.stroke(),c.begin()),c.translate(0,l/2),c.moveTo(0,l),c.curveTo(0,2*l,n,2*l,n,l),A||(c.stroke(),c.begin()),c.translate(0, +-l);A||(c.moveTo(0,l),c.curveTo(0,-l/3,n,-l/3,n,l),c.lineTo(n,t-l),c.curveTo(n,t+l/3,0,t+l/3,0,t-l),c.close())};K.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",K);mxUtils.extend(Q,mxCylinder);Q.prototype.size=30;Q.prototype.darkOpacity=0;Q.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(n,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size", +this.size))))),B=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity))));c.translate(l,v);c.begin();c.moveTo(0,0);c.lineTo(n-A,0);c.lineTo(n,A);c.lineTo(n,t);c.lineTo(0,t);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(n-A,0),c.lineTo(n-A,A),c.lineTo(n,A),c.close(),c.fill()),c.begin(),c.moveTo(n-A,0),c.lineTo(n-A,A),c.lineTo(n,A), +c.end(),c.stroke())};mxCellRenderer.registerShape("note",Q);mxUtils.extend(d,Q);mxCellRenderer.registerShape("note2",d);d.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,l*this.scale),0,0)}return null};mxUtils.extend(f,mxShape);f.prototype.isoAngle=15;f.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style, +"isoAngle",this.isoAngle))))*Math.PI/200;A=Math.min(n*Math.tan(A),.5*t);c.translate(l,v);c.begin();c.moveTo(.5*n,0);c.lineTo(n,A);c.lineTo(n,t-A);c.lineTo(.5*n,t);c.lineTo(0,t-A);c.lineTo(0,A);c.close();c.fillAndStroke();c.setShadow(!1);c.begin();c.moveTo(0,A);c.lineTo(.5*n,2*A);c.lineTo(n,A);c.moveTo(.5*n,2*A);c.lineTo(.5*n,t);c.stroke()};mxCellRenderer.registerShape("isoCube2",f);mxUtils.extend(g,mxShape);g.prototype.size=15;g.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(.5* +t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.translate(l,v);0==A?(c.rect(0,0,n,t),c.fillAndStroke()):(c.begin(),c.moveTo(0,A),c.arcTo(.5*n,A,0,0,1,.5*n,0),c.arcTo(.5*n,A,0,0,1,n,A),c.lineTo(n,t-A),c.arcTo(.5*n,A,0,0,1,.5*n,t),c.arcTo(.5*n,A,0,0,1,0,t-A),c.close(),c.fillAndStroke(),c.setShadow(!1),c.begin(),c.moveTo(n,A),c.arcTo(.5*n,A,0,0,1,.5*n,2*A),c.arcTo(.5*n,A,0,0,1,0,A),c.stroke())};mxCellRenderer.registerShape("cylinder2",g);mxUtils.extend(x,mxCylinder);x.prototype.size= +15;x.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(.5*t,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"lid",!0);c.translate(l,v);0==A?(c.rect(0,0,n,t),c.fillAndStroke()):(c.begin(),B?(c.moveTo(0,A),c.arcTo(.5*n,A,0,0,1,.5*n,0),c.arcTo(.5*n,A,0,0,1,n,A)):(c.moveTo(0,0),c.arcTo(.5*n,A,0,0,0,.5*n,A),c.arcTo(.5*n,A,0,0,0,n,0)),c.lineTo(n,t-A),c.arcTo(.5*n,A,0,0,1,.5*n,t),c.arcTo(.5*n,A,0,0,1,0,t-A),c.close(),c.fillAndStroke(),c.setShadow(!1), +B&&(c.begin(),c.moveTo(n,A),c.arcTo(.5*n,A,0,0,1,.5*n,2*A),c.arcTo(.5*n,A,0,0,1,0,A),c.stroke()))};mxCellRenderer.registerShape("cylinder3",x);mxUtils.extend(z,mxActor);z.prototype.redrawPath=function(c,l,v,n,t){c.moveTo(0,0);c.quadTo(n/2,.5*t,n,0);c.quadTo(.5*n,t/2,n,t);c.quadTo(n/2,.5*t,0,t);c.quadTo(.5*n,t/2,0,0);c.end()};mxCellRenderer.registerShape("switch",z);mxUtils.extend(u,mxCylinder);u.prototype.tabWidth=60;u.prototype.tabHeight=20;u.prototype.tabPosition="right";u.prototype.arcSize=.1; +u.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l,v);l=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var A=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),B=mxUtils.getValue(this.style,"rounded",!1),ea=mxUtils.getValue(this.style,"absoluteArcSize",!1),I=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));ea||(I*=Math.min(n,t)); +I=Math.min(I,.5*n,.5*(t-v));l=Math.max(l,I);l=Math.min(n-I,l);B||(I=0);c.begin();"left"==A?(c.moveTo(Math.max(I,0),v),c.lineTo(Math.max(I,0),0),c.lineTo(l,0),c.lineTo(l,v)):(c.moveTo(n-l,v),c.lineTo(n-l,0),c.lineTo(n-Math.max(I,0),0),c.lineTo(n-Math.max(I,0),v));B?(c.moveTo(0,I+v),c.arcTo(I,I,0,0,1,I,v),c.lineTo(n-I,v),c.arcTo(I,I,0,0,1,n,I+v),c.lineTo(n,t-I),c.arcTo(I,I,0,0,1,n-I,t),c.lineTo(I,t),c.arcTo(I,I,0,0,1,0,t-I)):(c.moveTo(0,v),c.lineTo(n,v),c.lineTo(n,t),c.lineTo(0,t));c.close();c.fillAndStroke(); +c.setShadow(!1);"triangle"==mxUtils.getValue(this.style,"folderSymbol",null)&&(c.begin(),c.moveTo(n-30,v+20),c.lineTo(n-20,v+10),c.lineTo(n-10,v+20),c.close(),c.stroke())};mxCellRenderer.registerShape("folder",u);u.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var v=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;l=mxUtils.getValue(this.style, +"tabHeight",15)*this.scale;var n=mxUtils.getValue(this.style,"rounded",!1),t=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));t||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-l));n||(A=0);return"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-v),Math.min(c.height,c.height-l)):new mxRectangle(Math.min(c.width,c.width-v),0,A,Math.min(c.height,c.height- +l))}return new mxRectangle(0,Math.min(c.height,l),0,0)}return null};mxUtils.extend(H,mxCylinder);H.prototype.arcSize=.1;H.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l,v);var A=mxUtils.getValue(this.style,"rounded",!1),B=mxUtils.getValue(this.style,"absoluteArcSize",!1);l=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));v=mxUtils.getValue(this.style,"umlStateConnection",null);B||(l*=Math.min(n,t));l=Math.min(l,.5*n,.5*t);A||(l=0);A=0;null!=v&&(A=10);c.begin();c.moveTo(A, +l);c.arcTo(l,l,0,0,1,A+l,0);c.lineTo(n-l,0);c.arcTo(l,l,0,0,1,n,l);c.lineTo(n,t-l);c.arcTo(l,l,0,0,1,n-l,t);c.lineTo(A+l,t);c.arcTo(l,l,0,0,1,A,t-l);c.close();c.fillAndStroke();c.setShadow(!1);"collapseState"==mxUtils.getValue(this.style,"umlStateSymbol",null)&&(c.roundrect(n-40,t-20,10,10,3,3),c.stroke(),c.roundrect(n-20,t-20,10,10,3,3),c.stroke(),c.begin(),c.moveTo(n-30,t-15),c.lineTo(n-20,t-15),c.stroke());"connPointRefEntry"==v?(c.ellipse(0,.5*t-10,20,20),c.fillAndStroke()):"connPointRefExit"== +v&&(c.ellipse(0,.5*t-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*t-5),c.lineTo(15,.5*t+5),c.moveTo(15,.5*t-5),c.lineTo(5,.5*t+5),c.stroke())};H.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",H);mxUtils.extend(L,mxActor);L.prototype.size=30;L.prototype.isRoundable=function(){return!0};L.prototype.redrawPath= +function(c,l,v,n,t){l=Math.max(0,Math.min(n,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(n,0),new mxPoint(n,t),new mxPoint(0,t),new mxPoint(0,l)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("card",L);mxUtils.extend(C,mxActor);C.prototype.size=.4;C.prototype.redrawPath=function(c,l,v,n,t){l=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"size",this.size))));c.moveTo(0,l/2);c.quadTo(n/4,1.4*l,n/2,l/2);c.quadTo(3*n/4,l*(1-1.4),n,l/2);c.lineTo(n,t-l/2);c.quadTo(3*n/4,t-1.4*l,n/2,t-l/2);c.quadTo(n/4,t-l*(1-1.4),0,t-l/2);c.lineTo(0,l/2);c.close();c.end()};C.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",this.size),v=c.width,n=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)return l*= +n,new mxRectangle(c.x,c.y+l,v,n-2*l);l*=v;return new mxRectangle(c.x+l,c.y,v-2*l,n)}return c};mxCellRenderer.registerShape("tape",C);mxUtils.extend(G,mxActor);G.prototype.size=.3;G.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};G.prototype.redrawPath=function(c,l,v,n,t){l=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0, +0);c.lineTo(n,0);c.lineTo(n,t-l/2);c.quadTo(3*n/4,t-1.4*l,n/2,t-l/2);c.quadTo(n/4,t-l*(1-1.4),0,t-l/2);c.lineTo(0,l/2);c.close();c.end()};mxCellRenderer.registerShape("document",G);var ub=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,l,v,n){var t=mxUtils.getValue(this.style,"size");return null!=t?n*Math.max(0,Math.min(1,t)):ub.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=2*mxUtils.getValue(this.style, +"size",.15);return new mxRectangle(0,Math.min(this.maxHeight*this.scale,c.height*l),0,0)}return null};x.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",15);mxUtils.getValue(this.style,"lid",!0)||(l/=2);return new mxRectangle(0,Math.min(c.height*this.scale,2*l*this.scale),0,Math.max(0,.3*l*this.scale))}return null};u.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style, +"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var v=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;l=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var n=mxUtils.getValue(this.style,"rounded",!1),t=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));t||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-l));n||(A=0);return"left"==mxUtils.getValue(this.style,"tabPosition", +this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-v),Math.min(c.height,c.height-l)):new mxRectangle(Math.min(c.width,c.width-v),0,A,Math.min(c.height,c.height-l))}return new mxRectangle(0,Math.min(c.height,l),0,0)}return null};H.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};d.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, +"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,l*this.scale),0,Math.max(0,l*this.scale))}return null};mxUtils.extend(V,mxActor);V.prototype.size=.2;V.prototype.fixedSize=20;V.prototype.isRoundable=function(){return!0};V.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,t),new mxPoint(l,0),new mxPoint(n,0),new mxPoint(n-l,t)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("parallelogram",V);mxUtils.extend(U,mxActor);U.prototype.size=.2;U.prototype.fixedSize=20;U.prototype.isRoundable=function(){return!0};U.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5* +n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,t),new mxPoint(l,0),new mxPoint(n-l,0),new mxPoint(n,t)],this.isRounded,v,!0)};mxCellRenderer.registerShape("trapezoid",U);mxUtils.extend(Y,mxActor);Y.prototype.size=.5;Y.prototype.redrawPath=function(c,l,v,n,t){c.setFillColor(null); +l=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(n,0),new mxPoint(l,0),new mxPoint(l,t/2),new mxPoint(0,t/2),new mxPoint(l,t/2),new mxPoint(l,t),new mxPoint(n,t)],this.isRounded,v,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",Y);mxUtils.extend(O,mxActor);O.prototype.redrawPath=function(c,l,v,n,t){c.setStrokeWidth(1);c.setFillColor(this.stroke); +l=n/5;c.rect(0,0,l,t);c.fillAndStroke();c.rect(2*l,0,l,t);c.fillAndStroke();c.rect(4*l,0,l,t);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",O);qa.prototype.moveTo=function(c,l){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=l;this.firstX=c;this.firstY=l};qa.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas,arguments));this.originalClose.apply(this.canvas,arguments)}; +qa.prototype.quadTo=function(c,l,v,n){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=n};qa.prototype.curveTo=function(c,l,v,n,t,A){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=t;this.lastY=A};qa.prototype.arcTo=function(c,l,v,n,t,A,B){this.originalArcTo.apply(this.canvas,arguments);this.lastX=A;this.lastY=B};qa.prototype.lineTo=function(c,l){if(null!=this.lastX&&null!=this.lastY){var v=function(na){return"number"===typeof na?na?0>na?-1:1:na===na?0:NaN:NaN}, +n=Math.abs(c-this.lastX),t=Math.abs(l-this.lastY),A=Math.sqrt(n*n+t*t);if(2>A){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=l;return}var B=Math.round(A/10),ea=this.defaultVariation;5>B&&(B=5,ea/=3);var I=v(c-this.lastX)*n/B;v=v(l-this.lastY)*t/B;n/=A;t/=A;for(A=0;A<B;A++){var va=(Math.random()-.5)*ea;this.originalLineTo.call(this.canvas,I*A+this.lastX-va*t,v*A+this.lastY-va*n)}this.originalLineTo.call(this.canvas,c,l)}else this.originalLineTo.apply(this.canvas,arguments); +this.lastX=c;this.lastY=l};qa.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var fb=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){fb.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))};var pb=mxShape.prototype.afterPaint; +mxShape.prototype.afterPaint=function(c){pb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new qa(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var lb=mxRectangleShape.prototype.isHtmlAllowed; +mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&lb.apply(this,arguments)};var $a=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,l,v,n,t){if(null==c.handJiggle||c.handJiggle.constructor!=qa)$a.apply(this,arguments);else{var A=!0;null!=this.style&&(A="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, +"1"));if(A||null!=this.fill&&this.fill!=mxConstants.NONE||null!=this.stroke&&this.stroke!=mxConstants.NONE)A||null!=this.fill&&this.fill!=mxConstants.NONE||(c.pointerEvents=!1),c.begin(),this.isRounded?("1"==mxUtils.getValue(this.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?A=Math.min(n/2,Math.min(t/2,mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2)):(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,A=Math.min(n* +A,t*A)),c.moveTo(l+A,v),c.lineTo(l+n-A,v),c.quadTo(l+n,v,l+n,v+A),c.lineTo(l+n,v+t-A),c.quadTo(l+n,v+t,l+n-A,v+t),c.lineTo(l+A,v+t),c.quadTo(l,v+t,l,v+t-A),c.lineTo(l,v+A),c.quadTo(l,v,l+A,v)):(c.moveTo(l,v),c.lineTo(l+n,v),c.lineTo(l+n,v+t),c.lineTo(l,v+t),c.lineTo(l,v)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(oa,mxRectangleShape);oa.prototype.size=.1;oa.prototype.fixedSize=!1;oa.prototype.isHtmlAllowed=function(){return!1};oa.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, +mxConstants.STYLE_HORIZONTAL,!0)==(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)){var l=c.width,v=c.height;c=new mxRectangle(c.x,c.y,l,v);var n=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));if(this.isRounded){var t=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;n=Math.max(n,Math.min(l*t,v*t))}c.x+=Math.round(n);c.width-=Math.round(2*n);return c}return c}; +oa.prototype.paintForeground=function(c,l,v,n,t){var A=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),B=parseFloat(mxUtils.getValue(this.style,"size",this.size));B=A?Math.max(0,Math.min(n,B)):n*Math.max(0,Math.min(1,B));this.isRounded&&(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,B=Math.max(B,Math.min(n*A,t*A)));B=Math.round(B);c.begin();c.moveTo(l+B,v);c.lineTo(l+B,v+t);c.moveTo(l+n-B,v);c.lineTo(l+n-B,v+t);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, +arguments)};mxCellRenderer.registerShape("process",oa);mxCellRenderer.registerShape("process2",oa);mxUtils.extend(aa,mxRectangleShape);aa.prototype.paintBackground=function(c,l,v,n,t){c.setFillColor(mxConstants.NONE);c.rect(l,v,n,t);c.fill()};aa.prototype.paintForeground=function(c,l,v,n,t){};mxCellRenderer.registerShape("transparent",aa);mxUtils.extend(ca,mxHexagon);ca.prototype.size=30;ca.prototype.position=.5;ca.prototype.position2=.5;ca.prototype.base=20;ca.prototype.getLabelMargins=function(){return new mxRectangle(0, +0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};ca.prototype.isRoundable=function(){return!0};ca.prototype.redrawPath=function(c,l,v,n,t){l=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var A=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),B=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", +this.position2)))),ea=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n,t-v),new mxPoint(Math.min(n,A+ea),t-v),new mxPoint(B,t),new mxPoint(Math.max(0,A),t-v),new mxPoint(0,t-v)],this.isRounded,l,!0,[4])};mxCellRenderer.registerShape("callout",ca);mxUtils.extend(fa,mxActor);fa.prototype.size=.2;fa.prototype.fixedSize=20;fa.prototype.isRoundable=function(){return!0};fa.prototype.redrawPath=function(c, +l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n-l,0),new mxPoint(n,t/2),new mxPoint(n-l,t),new mxPoint(0,t),new mxPoint(l,t/2)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("step", +fa);mxUtils.extend(J,mxHexagon);J.prototype.size=.25;J.prototype.fixedSize=20;J.prototype.isRoundable=function(){return!0};J.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l, +0),new mxPoint(n-l,0),new mxPoint(n,.5*t),new mxPoint(n-l,t),new mxPoint(l,t),new mxPoint(0,.5*t)],this.isRounded,v,!0)};mxCellRenderer.registerShape("hexagon",J);mxUtils.extend(Z,mxRectangleShape);Z.prototype.isHtmlAllowed=function(){return!1};Z.prototype.paintForeground=function(c,l,v,n,t){var A=Math.min(n/5,t/5)+1;c.begin();c.moveTo(l+n/2,v+A);c.lineTo(l+n/2,v+t-A);c.moveTo(l+A,v+t/2);c.lineTo(l+n-A,v+t/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("plus", +Z);var ab=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var l=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+l,c.y+l,c.width-2*l,c.height-2*l)}return c};mxRhombus.prototype.paintVertexShape=function(c,l,v,n,t){ab.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var A=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| +0);l+=A;v+=A;n-=2*A;t-=2*A;0<n&&0<t&&(c.setShadow(!1),ab.apply(this,[c,l,v,n,t]))}};mxUtils.extend(P,mxRectangleShape);P.prototype.isHtmlAllowed=function(){return!1};P.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var l=(Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+l,c.y+l,c.width-2*l,c.height-2*l)}return c};P.prototype.paintForeground=function(c,l,v,n,t){if(null!=this.style){if(!this.outline&&1==this.style["double"]){var A= +Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);l+=A;v+=A;n-=2*A;t-=2*A;0<n&&0<t&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);A=0;do{var B=mxCellRenderer.defaultShapes[this.style["symbol"+A]];if(null!=B){var ea=this.style["symbol"+A+"Align"],I=this.style["symbol"+A+"VerticalAlign"],va=this.style["symbol"+A+"Width"],na=this.style["symbol"+A+"Height"],Xa=this.style["symbol"+A+"Spacing"]||0,jb=this.style["symbol"+A+"VSpacing"]|| +Xa,bb=this.style["symbol"+A+"ArcSpacing"];null!=bb&&(bb*=this.getArcSize(n+this.strokewidth,t+this.strokewidth),Xa+=bb,jb+=bb);bb=l;var Ea=v;bb=ea==mxConstants.ALIGN_CENTER?bb+(n-va)/2:ea==mxConstants.ALIGN_RIGHT?bb+(n-va-Xa):bb+Xa;Ea=I==mxConstants.ALIGN_MIDDLE?Ea+(t-na)/2:I==mxConstants.ALIGN_BOTTOM?Ea+(t-na-jb):Ea+jb;c.save();ea=new B;ea.style=this.style;B.prototype.paintVertexShape.call(ea,c,bb,Ea,va,na);c.restore()}A++}while(null!=B)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)}; +mxCellRenderer.registerShape("ext",P);mxUtils.extend(da,mxCylinder);da.prototype.redrawPath=function(c,l,v,n,t,A){A?(c.moveTo(0,0),c.lineTo(n/2,t/2),c.lineTo(n,0),c.end()):(c.moveTo(0,0),c.lineTo(n,0),c.lineTo(n,t),c.lineTo(0,t),c.close())};mxCellRenderer.registerShape("message",da);mxUtils.extend(ja,mxShape);ja.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.ellipse(n/4,0,n/2,t/4);c.fillAndStroke();c.begin();c.moveTo(n/2,t/4);c.lineTo(n/2,2*t/3);c.moveTo(n/2,t/3);c.lineTo(0,t/3); +c.moveTo(n/2,t/3);c.lineTo(n,t/3);c.moveTo(n/2,2*t/3);c.lineTo(0,t);c.moveTo(n/2,2*t/3);c.lineTo(n,t);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",ja);mxUtils.extend(ka,mxShape);ka.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ka.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(0,t/4);c.lineTo(0,3*t/4);c.end();c.stroke();c.begin();c.moveTo(0,t/2);c.lineTo(n/6,t/2);c.end();c.stroke();c.ellipse(n/6,0,5*n/6,t);c.fillAndStroke()}; +mxCellRenderer.registerShape("umlBoundary",ka);mxUtils.extend(q,mxEllipse);q.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(l+n/8,v+t);c.lineTo(l+7*n/8,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",q);mxUtils.extend(F,mxShape);F.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(n,0);c.lineTo(0,t);c.moveTo(0,0);c.lineTo(n,t);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy", +F);mxUtils.extend(R,mxShape);R.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};R.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(3*n/8,t/8*1.1);c.lineTo(5*n/8,0);c.end();c.stroke();c.ellipse(0,t/8,n,7*t/8);c.fillAndStroke()};R.prototype.paintForeground=function(c,l,v,n,t){c.begin();c.moveTo(3*n/8,t/8*1.1);c.lineTo(5*n/8,t/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",R);mxUtils.extend(W,mxRectangleShape); +W.prototype.size=40;W.prototype.isHtmlAllowed=function(){return!1};W.prototype.getLabelBounds=function(c){var l=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,l)};W.prototype.paintBackground=function(c,l,v,n,t){var A=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"participant");null==B||null==this.state?mxRectangleShape.prototype.paintBackground.call(this, +c,l,v,n,A):(B=this.state.view.graph.cellRenderer.getShape(B),null!=B&&B!=W&&(B=new B,B.apply(this.state),c.save(),B.paintVertexShape(c,l,v,n,A),c.restore()));A<t&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(l+n/2,v+A),c.lineTo(l+n/2,v+t),c.end(),c.stroke())};W.prototype.paintForeground=function(c,l,v,n,t){var A=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,l,v,n,Math.min(t, +A))};mxCellRenderer.registerShape("umlLifeline",W);mxUtils.extend(T,mxShape);T.prototype.width=60;T.prototype.height=30;T.prototype.corner=10;T.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};T.prototype.paintBackground=function(c,l,v,n,t){var A=this.corner,B=Math.min(n,Math.max(A,parseFloat(mxUtils.getValue(this.style, +"width",this.width)))),ea=Math.min(t,Math.max(1.5*A,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),I=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);I!=mxConstants.NONE&&(c.setFillColor(I),c.rect(l,v,n,t),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,l,v,n,t),c.setGradient(this.fill,this.gradient,l,v,n,t,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); +c.moveTo(l,v);c.lineTo(l+B,v);c.lineTo(l+B,v+Math.max(0,ea-1.5*A));c.lineTo(l+Math.max(0,B-A),v+ea);c.lineTo(l,v+ea);c.close();c.fillAndStroke();c.begin();c.moveTo(l+B,v);c.lineTo(l+n,v);c.lineTo(l+n,v+t);c.lineTo(l,v+t);c.lineTo(l,v+ea);c.stroke()};mxCellRenderer.registerShape("umlFrame",T);mxPerimeter.CenterPerimeter=function(c,l,v,n){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c, +l,v,n){n=W.prototype.size;null!=l&&(n=mxUtils.getValue(l.style,"size",n)*l.view.scale);l=parseFloat(l.style[mxConstants.STYLE_STROKEWIDTH]||1)*l.view.scale/2-1;v.x<c.getCenterX()&&(l=-1*(l+1));return new mxPoint(c.getCenterX()+l,Math.min(c.y+c.height,Math.max(c.y+n,v.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,l,v,n){n=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", +mxPerimeter.OrthogonalPerimeter);mxPerimeter.BackbonePerimeter=function(c,l,v,n){n=parseFloat(l.style[mxConstants.STYLE_STROKEWIDTH]||1)*l.view.scale/2-1;null!=l.style.backboneSize&&(n+=parseFloat(l.style.backboneSize)*l.view.scale/2-1);if("south"==l.style[mxConstants.STYLE_DIRECTION]||"north"==l.style[mxConstants.STYLE_DIRECTION])return v.x<c.getCenterX()&&(n=-1*(n+1)),new mxPoint(c.getCenterX()+n,Math.min(c.y+c.height,Math.max(c.y,v.y)));v.y<c.getCenterY()&&(n=-1*(n+1));return new mxPoint(Math.min(c.x+ +c.width,Math.max(c.x,v.x)),c.getCenterY()+n)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,l,v,n){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(l.style,"size",ca.prototype.size))*l.view.scale))),l.style),l,v,n)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, +l,v,n){var t="0"!=mxUtils.getValue(l.style,"fixedSize","0"),A=t?V.prototype.fixedSize:V.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B=c.x,ea=c.y,I=c.width,va=c.height;l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_NORTH||l==mxConstants.DIRECTION_SOUTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+I,ea+t),new mxPoint(B+ +I,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea)]):(t=t?Math.max(0,Math.min(.5*I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I,ea),new mxPoint(B+I-t,ea+va),new mxPoint(B,ea+va),new mxPoint(B+t,ea)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);n&&(v.x<B||v.x>B+I?c.y=v.y:c.x=v.x);return mxUtils.getPerimeterPoint(ea,c,v)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,l,v,n){var t="0"!= +mxUtils.getValue(l.style,"fixedSize","0"),A=t?U.prototype.fixedSize:U.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B=c.x,ea=c.y,I=c.width,va=c.height;l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_EAST?(t=t?Math.max(0,Math.min(.5*I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I-t,ea),new mxPoint(B+I,ea+va),new mxPoint(B,ea+va),new mxPoint(B+ +t,ea)]):l==mxConstants.DIRECTION_WEST?(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+I,ea),new mxPoint(B+I-t,ea+va),new mxPoint(B+t,ea+va),new mxPoint(B,ea)]):l==mxConstants.DIRECTION_NORTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea+t),new mxPoint(B+I,ea),new mxPoint(B+I,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea+t)]):(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+ +I,ea+t),new mxPoint(B+I,ea+va-t),new mxPoint(B,ea+va),new mxPoint(B,ea)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);n&&(v.x<B||v.x>B+I?c.y=v.y:c.x=v.x);return mxUtils.getPerimeterPoint(ea,c,v)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,l,v,n){var t="0"!=mxUtils.getValue(l.style,"fixedSize","0"),A=t?fa.prototype.fixedSize:fa.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B= +c.x,ea=c.y,I=c.width,va=c.height,na=c.getCenterX();c=c.getCenterY();l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_EAST?(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+I-t,ea),new mxPoint(B+I,c),new mxPoint(B+I-t,ea+va),new mxPoint(B,ea+va),new mxPoint(B+t,c),new mxPoint(B,ea)]):l==mxConstants.DIRECTION_WEST?(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0,Math.min(1, +A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I,ea),new mxPoint(B+I-t,c),new mxPoint(B+I,ea+va),new mxPoint(B+t,ea+va),new mxPoint(B,c),new mxPoint(B+t,ea)]):l==mxConstants.DIRECTION_NORTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea+t),new mxPoint(na,ea),new mxPoint(B+I,ea+t),new mxPoint(B+I,ea+va),new mxPoint(na,ea+va-t),new mxPoint(B,ea+va),new mxPoint(B,ea+t)]):(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(na,ea+ +t),new mxPoint(B+I,ea),new mxPoint(B+I,ea+va-t),new mxPoint(na,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea)]);na=new mxPoint(na,c);n&&(v.x<B||v.x>B+I?na.y=v.y:na.x=v.x);return mxUtils.getPerimeterPoint(ea,na,v)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,l,v,n){var t="0"!=mxUtils.getValue(l.style,"fixedSize","0"),A=t?J.prototype.fixedSize:J.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B= +c.x,ea=c.y,I=c.width,va=c.height,na=c.getCenterX();c=c.getCenterY();l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_NORTH||l==mxConstants.DIRECTION_SOUTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(na,ea),new mxPoint(B+I,ea+t),new mxPoint(B+I,ea+va-t),new mxPoint(na,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea+t),new mxPoint(na,ea)]):(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0, +Math.min(1,A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I-t,ea),new mxPoint(B+I,c),new mxPoint(B+I-t,ea+va),new mxPoint(B+t,ea+va),new mxPoint(B,c),new mxPoint(B+t,ea)]);na=new mxPoint(na,c);n&&(v.x<B||v.x>B+I?na.y=v.y:na.x=v.x);return mxUtils.getPerimeterPoint(ea,na,v)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(ba,mxShape);ba.prototype.size=10;ba.prototype.paintBackground=function(c,l,v,n,t){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)); +c.translate(l,v);c.ellipse((n-A)/2,0,A,A);c.fillAndStroke();c.begin();c.moveTo(n/2,A);c.lineTo(n/2,t);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",ba);mxUtils.extend(ia,mxShape);ia.prototype.size=10;ia.prototype.inset=2;ia.prototype.paintBackground=function(c,l,v,n,t){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)),B=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(l,v);c.begin();c.moveTo(n/2,A+B);c.lineTo(n/2,t);c.end();c.stroke(); +c.begin();c.moveTo((n-A)/2-B,A/2);c.quadTo((n-A)/2-B,A+B,n/2,A+B);c.quadTo((n+A)/2+B,A+B,(n+A)/2+B,A/2);c.end();c.stroke()};mxCellRenderer.registerShape("requires",ia);mxUtils.extend(ra,mxShape);ra.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(0,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,0,t);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",ra);mxUtils.extend(ta,mxShape);ta.prototype.inset=2;ta.prototype.paintBackground=function(c,l,v,n,t){var A=parseFloat(mxUtils.getValue(this.style, +"inset",this.inset))+this.strokewidth;c.translate(l,v);c.ellipse(0,A,n-2*A,t-2*A);c.fillAndStroke();c.begin();c.moveTo(n/2,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,n/2,t);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",ta);mxUtils.extend(ma,mxCylinder);ma.prototype.jettyWidth=20;ma.prototype.jettyHeight=10;ma.prototype.redrawPath=function(c,l,v,n,t,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));l=parseFloat(mxUtils.getValue(this.style,"jettyHeight", +this.jettyHeight));v=B/2;B=v+B/2;var ea=Math.min(l,t-l),I=Math.min(ea+2*l,t-l);A?(c.moveTo(v,ea),c.lineTo(B,ea),c.lineTo(B,ea+l),c.lineTo(v,ea+l),c.moveTo(v,I),c.lineTo(B,I),c.lineTo(B,I+l),c.lineTo(v,I+l)):(c.moveTo(v,0),c.lineTo(n,0),c.lineTo(n,t),c.lineTo(v,t),c.lineTo(v,I+l),c.lineTo(0,I+l),c.lineTo(0,I),c.lineTo(v,I),c.lineTo(v,ea+l),c.lineTo(0,ea+l),c.lineTo(0,ea),c.lineTo(v,ea),c.close());c.end()};mxCellRenderer.registerShape("module",ma);mxUtils.extend(pa,mxCylinder);pa.prototype.jettyWidth= +32;pa.prototype.jettyHeight=12;pa.prototype.redrawPath=function(c,l,v,n,t,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));l=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));v=B/2;B=v+B/2;var ea=.3*t-l/2,I=.7*t-l/2;A?(c.moveTo(v,ea),c.lineTo(B,ea),c.lineTo(B,ea+l),c.lineTo(v,ea+l),c.moveTo(v,I),c.lineTo(B,I),c.lineTo(B,I+l),c.lineTo(v,I+l)):(c.moveTo(v,0),c.lineTo(n,0),c.lineTo(n,t),c.lineTo(v,t),c.lineTo(v,I+l),c.lineTo(0,I+l),c.lineTo(0,I),c.lineTo(v, +I),c.lineTo(v,ea+l),c.lineTo(0,ea+l),c.lineTo(0,ea),c.lineTo(v,ea),c.close());c.end()};mxCellRenderer.registerShape("component",pa);mxUtils.extend(za,mxRectangleShape);za.prototype.paintForeground=function(c,l,v,n,t){var A=n/2,B=t/2,ea=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(l+A,v),new mxPoint(l+n,v+B),new mxPoint(l+A,v+t),new mxPoint(l,v+B)],this.isRounded,ea,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, +arguments)};mxCellRenderer.registerShape("associativeEntity",za);mxUtils.extend(Ba,mxDoubleEllipse);Ba.prototype.outerStroke=!0;Ba.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.min(4,Math.min(n/5,t/5));0<n&&0<t&&(c.ellipse(l+A,v+A,n-2*A,t-2*A),c.fillAndStroke());c.setShadow(!1);this.outerStroke&&(c.ellipse(l,v,n,t),c.stroke())};mxCellRenderer.registerShape("endState",Ba);mxUtils.extend(Ia,Ba);Ia.prototype.outerStroke=!1;mxCellRenderer.registerShape("startState",Ia);mxUtils.extend(Aa,mxArrowConnector); +Aa.prototype.defaultWidth=4;Aa.prototype.isOpenEnded=function(){return!0};Aa.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};Aa.prototype.isArrowRounded=function(){return this.isRounded};mxCellRenderer.registerShape("link",Aa);mxUtils.extend(Ka,mxArrowConnector);Ka.prototype.defaultWidth=10;Ka.prototype.defaultArrowWidth=20;Ka.prototype.getStartArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style, +"startWidth",this.defaultArrowWidth)};Ka.prototype.getEndArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"endWidth",this.defaultArrowWidth)};Ka.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",Ka);mxUtils.extend(Da,mxActor);Da.prototype.size=30;Da.prototype.isRoundable=function(){return!0};Da.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(t,parseFloat(mxUtils.getValue(this.style, +"size",this.size)));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,t),new mxPoint(0,l),new mxPoint(n,0),new mxPoint(n,t)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("manualInput",Da);mxUtils.extend(Ra,mxRectangleShape);Ra.prototype.dx=20;Ra.prototype.dy=20;Ra.prototype.isHtmlAllowed=function(){return!1};Ra.prototype.paintForeground=function(c,l,v,n,t){mxRectangleShape.prototype.paintForeground.apply(this,arguments); +var A=0;if(this.isRounded){var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;A=Math.max(A,Math.min(n*B,t*B))}B=Math.max(A,Math.min(n,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));A=Math.max(A,Math.min(t,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(l,v+A);c.lineTo(l+n,v+A);c.end();c.stroke();c.begin();c.moveTo(l+B,v);c.lineTo(l+B,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Ra); +mxUtils.extend(Qa,mxActor);Qa.prototype.dx=20;Qa.prototype.dy=20;Qa.prototype.redrawPath=function(c,l,v,n,t){l=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n,v),new mxPoint(l,v), +new mxPoint(l,t),new mxPoint(0,t)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("corner",Qa);mxUtils.extend(Ta,mxActor);Ta.prototype.redrawPath=function(c,l,v,n,t){c.moveTo(0,0);c.lineTo(0,t);c.end();c.moveTo(n,0);c.lineTo(n,t);c.end();c.moveTo(0,t/2);c.lineTo(n,t/2);c.end()};mxCellRenderer.registerShape("crossbar",Ta);mxUtils.extend(Za,mxActor);Za.prototype.dx=20;Za.prototype.dy=20;Za.prototype.redrawPath=function(c,l,v,n,t){l=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style, +"dx",this.dx))));v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n,v),new mxPoint((n+l)/2,v),new mxPoint((n+l)/2,t),new mxPoint((n-l)/2,t),new mxPoint((n-l)/2,v),new mxPoint(0,v)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("tee",Za);mxUtils.extend(Pa, +mxActor);Pa.prototype.arrowWidth=.3;Pa.prototype.arrowSize=.2;Pa.prototype.redrawPath=function(c,l,v,n,t){var A=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth))));l=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));v=(t-A)/2;A=v+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(n-l,v),new mxPoint(n-l,0),new mxPoint(n,t/2),new mxPoint(n- +l,t),new mxPoint(n-l,A),new mxPoint(0,A)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("singleArrow",Pa);mxUtils.extend(y,mxActor);y.prototype.redrawPath=function(c,l,v,n,t){var A=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",Pa.prototype.arrowWidth))));l=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",Pa.prototype.arrowSize))));v=(t-A)/2;A=v+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ +2;this.addPoints(c,[new mxPoint(0,t/2),new mxPoint(l,0),new mxPoint(l,v),new mxPoint(n-l,v),new mxPoint(n-l,0),new mxPoint(n,t/2),new mxPoint(n-l,t),new mxPoint(n-l,A),new mxPoint(l,A),new mxPoint(l,t)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("doubleArrow",y);mxUtils.extend(M,mxActor);M.prototype.size=.1;M.prototype.fixedSize=20;M.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style, +"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(l,0);c.lineTo(n,0);c.quadTo(n-2*l,t/2,n,t);c.lineTo(l,t);c.quadTo(l-2*l,t/2,l,0);c.close();c.end()};mxCellRenderer.registerShape("dataStorage",M);mxUtils.extend(N,mxActor);N.prototype.redrawPath=function(c,l,v,n,t){c.moveTo(0,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,0,t);c.close();c.end()};mxCellRenderer.registerShape("or",N);mxUtils.extend(S,mxActor);S.prototype.redrawPath=function(c, +l,v,n,t){c.moveTo(0,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,0,t);c.quadTo(n/2,t/2,0,0);c.close();c.end()};mxCellRenderer.registerShape("xor",S);mxUtils.extend(X,mxActor);X.prototype.size=20;X.prototype.isRoundable=function(){return!0};X.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(n/2,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(n-l,0),new mxPoint(n, +.8*l),new mxPoint(n,t),new mxPoint(0,t),new mxPoint(0,.8*l)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("loopLimit",X);mxUtils.extend(ha,mxActor);ha.prototype.size=.375;ha.prototype.isRoundable=function(){return!0};ha.prototype.redrawPath=function(c,l,v,n,t){l=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n, +t-l),new mxPoint(n/2,t),new mxPoint(0,t-l)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("offPageConnector",ha);mxUtils.extend(la,mxEllipse);la.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(l+n/2,v+t);c.lineTo(l+n,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",la);mxUtils.extend(xa,mxEllipse);xa.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this, +arguments);c.setShadow(!1);c.begin();c.moveTo(l,v+t/2);c.lineTo(l+n,v+t/2);c.end();c.stroke();c.begin();c.moveTo(l+n/2,v);c.lineTo(l+n/2,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse",xa);mxUtils.extend(sa,mxEllipse);sa.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(l+.145*n,v+.145*t);c.lineTo(l+.855*n,v+.855*t);c.end();c.stroke();c.begin();c.moveTo(l+.855*n,v+.145*t);c.lineTo(l+.145*n, +v+.855*t);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",sa);mxUtils.extend(ya,mxRhombus);ya.prototype.paintVertexShape=function(c,l,v,n,t){mxRhombus.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(l,v+t/2);c.lineTo(l+n,v+t/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",ya);mxUtils.extend(Fa,mxEllipse);Fa.prototype.paintVertexShape=function(c,l,v,n,t){c.begin();c.moveTo(l,v);c.lineTo(l+n,v);c.lineTo(l+n/2,v+t/2);c.close();c.fillAndStroke(); +c.begin();c.moveTo(l,v+t);c.lineTo(l+n,v+t);c.lineTo(l+n/2,v+t/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",Fa);mxUtils.extend(wa,mxEllipse);wa.prototype.paintVertexShape=function(c,l,v,n,t){var A=c.state.strokeWidth/2,B=10+2*A,ea=v+t-B/2;c.begin();c.moveTo(l,v);c.lineTo(l,v+t);c.moveTo(l+A,ea);c.lineTo(l+A+B,ea-B/2);c.moveTo(l+A,ea);c.lineTo(l+A+B,ea+B/2);c.moveTo(l+A,ea);c.lineTo(l+n-A,ea);c.moveTo(l+n,v);c.lineTo(l+n,v+t);c.moveTo(l+n-A,ea);c.lineTo(l+n-B-A,ea-B/2);c.moveTo(l+ +n-A,ea);c.lineTo(l+n-B-A,ea+B/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",wa);mxUtils.extend(ua,mxEllipse);ua.prototype.drawHidden=!0;ua.prototype.paintVertexShape=function(c,l,v,n,t){this.outline||c.setStrokeColor(null);if(null!=this.style){var A=c.pointerEvents,B=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||B||(c.pointerEvents=!1);var ea="1"==mxUtils.getValue(this.style,"top","1"),I="1"==mxUtils.getValue(this.style, +"left","1"),va="1"==mxUtils.getValue(this.style,"right","1"),na="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||B||this.outline||ea||va||na||I?(c.rect(l,v,n,t),c.fill(),c.pointerEvents=A,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(l,v),this.outline||ea?c.lineTo(l+n,v):c.moveTo(l+n,v),this.outline||va?c.lineTo(l+n,v+t):c.moveTo(l+n,v+t),this.outline||na?c.lineTo(l,v+t):c.moveTo(l,v+t),(this.outline||I)&&c.lineTo(l,v),c.end(),c.stroke(),c.setLineCap("flat")): +c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",ua);mxUtils.extend(La,mxEllipse);La.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();"vertical"==mxUtils.getValue(this.style,"line")?(c.moveTo(l+n/2,v),c.lineTo(l+n/2,v+t)):(c.moveTo(l,v+t/2),c.lineTo(l+n,v+t/2));c.end();c.stroke()};mxCellRenderer.registerShape("lineEllipse",La);mxUtils.extend(Oa,mxActor);Oa.prototype.redrawPath=function(c, +l,v,n,t){l=Math.min(n,t/2);c.moveTo(0,0);c.lineTo(n-l,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,n-l,t);c.lineTo(0,t);c.close();c.end()};mxCellRenderer.registerShape("delay",Oa);mxUtils.extend(Ca,mxActor);Ca.prototype.size=.2;Ca.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(t,n);var A=Math.max(0,Math.min(l,l*parseFloat(mxUtils.getValue(this.style,"size",this.size))));l=(t-A)/2;v=l+A;var B=(n-A)/2;A=B+A;c.moveTo(0,l);c.lineTo(B,l);c.lineTo(B,0);c.lineTo(A,0);c.lineTo(A,l);c.lineTo(n,l);c.lineTo(n,v); +c.lineTo(A,v);c.lineTo(A,t);c.lineTo(B,t);c.lineTo(B,v);c.lineTo(0,v);c.close();c.end()};mxCellRenderer.registerShape("cross",Ca);mxUtils.extend(Ma,mxActor);Ma.prototype.size=.25;Ma.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(n,t/2);v=Math.min(n-l,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*n);c.moveTo(0,t/2);c.lineTo(v,0);c.lineTo(n-l,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,n-l,t);c.lineTo(v,t);c.close();c.end()};mxCellRenderer.registerShape("display",Ma);mxUtils.extend(Ga, mxActor);Ga.prototype.cst={RECT2:"mxgraph.basic.rect"};Ga.prototype.customProperties=[{name:"rectStyle",dispName:"Style",type:"enum",defVal:"square",enumList:[{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"size",dispName:"Corner Size",type:"float",defVal:10},{name:"absoluteCornerSize",dispName:"Abs. Corner Size",type:"bool",defVal:!0},{name:"indent",dispName:"Indent",type:"float", defVal:2},{name:"rectOutline",dispName:"Outline",type:"enum",defVal:"single",enumList:[{val:"single",dispName:"Single"},{val:"double",dispName:"Double"},{val:"frame",dispName:"Frame"}]},{name:"fillColor2",dispName:"Inside Fill Color",type:"color",defVal:"none"},{name:"gradientColor2",dispName:"Inside Gradient Color",type:"color",defVal:"none"},{name:"gradientDirection2",dispName:"Inside Gradient Direction",type:"enum",defVal:"south",enumList:[{val:"south",dispName:"South"},{val:"west",dispName:"West"}, {val:"north",dispName:"North"},{val:"east",dispName:"East"}]},{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"right",dispName:"Right",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left ",type:"bool",defVal:!0},{name:"topLeftStyle",dispName:"Top Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"}, {val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"topRightStyle",dispName:"Top Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomRightStyle",dispName:"Bottom Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square", -dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomLeftStyle",dispName:"Bottom Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m, -x);this.strictDrawShape(c,0,0,p,v)};Ga.prototype.strictDrawShape=function(c,m,x,p,v,A){var B=A&&A.rectStyle?A.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),ha=A&&A.absoluteCornerSize?A.absoluteCornerSize:mxUtils.getValue(this.style,"absoluteCornerSize",this.absoluteCornerSize),J=A&&A.size?A.size:Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),va=A&&A.rectOutline?A.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),oa=A&&A.indent? -A.indent:Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Xa=A&&A.dashed?A.dashed:mxUtils.getValue(this.style,"dashed",!1),ib=A&&A.dashPattern?A.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),gb=A&&A.relIndent?A.relIndent:Math.max(0,Math.min(50,oa)),Ha=A&&A.top?A.top:mxUtils.getValue(this.style,"top",!0),La=A&&A.right?A.right:mxUtils.getValue(this.style,"right",!0),Ka=A&&A.bottom?A.bottom:mxUtils.getValue(this.style,"bottom",!0),Ia=A&&A.left?A.left: -mxUtils.getValue(this.style,"left",!0),Qa=A&&A.topLeftStyle?A.topLeftStyle:mxUtils.getValue(this.style,"topLeftStyle","default"),Ta=A&&A.topRightStyle?A.topRightStyle:mxUtils.getValue(this.style,"topRightStyle","default"),Ua=A&&A.bottomRightStyle?A.bottomRightStyle:mxUtils.getValue(this.style,"bottomRightStyle","default"),Wa=A&&A.bottomLeftStyle?A.bottomLeftStyle:mxUtils.getValue(this.style,"bottomLeftStyle","default"),Eb=A&&A.fillColor?A.fillColor:mxUtils.getValue(this.style,"fillColor","#ffffff"); -A&&A.strokeColor||mxUtils.getValue(this.style,"strokeColor","#000000");var Fb=A&&A.strokeWidth?A.strokeWidth:mxUtils.getValue(this.style,"strokeWidth","1"),Cb=A&&A.fillColor2?A.fillColor2:mxUtils.getValue(this.style,"fillColor2","none"),Db=A&&A.gradientColor2?A.gradientColor2:mxUtils.getValue(this.style,"gradientColor2","none"),Gb=A&&A.gradientDirection2?A.gradientDirection2:mxUtils.getValue(this.style,"gradientDirection2","south"),Hb=A&&A.opacity?A.opacity:mxUtils.getValue(this.style,"opacity","100"), -Ib=Math.max(0,Math.min(50,J));A=Ga.prototype;c.setDashed(Xa);ib&&""!=ib&&c.setDashPattern(ib);c.setStrokeWidth(Fb);J=Math.min(.5*v,.5*p,J);ha||(J=Ib*Math.min(p,v)/100);J=Math.min(J,.5*Math.min(p,v));ha||(oa=Math.min(gb*Math.min(p,v)/100));oa=Math.min(oa,.5*Math.min(p,v)-J);(Ha||La||Ka||Ia)&&"frame"!=va&&(c.begin(),Ha?A.moveNW(c,m,x,p,v,B,Qa,J,Ia):c.moveTo(0,0),Ha&&A.paintNW(c,m,x,p,v,B,Qa,J,Ia),A.paintTop(c,m,x,p,v,B,Ta,J,La),La&&A.paintNE(c,m,x,p,v,B,Ta,J,Ha),A.paintRight(c,m,x,p,v,B,Ua,J,Ka),Ka&& 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-A.paintBottomInner(c,m,x,p,v,B,Ua,J,oa,La,Ka),c.close(),c.fillAndStroke()):"frame"!=va?(c.begin(),A.moveSW(c,m,x,p,v,B,Qa,J,Ka),A.paintLeft(c,m,x,p,v,B,Qa,J,Ha),"double"==va&&(A.moveNWInner(c,m,x,p,v,B,Qa,J,oa,Ha,Ia),A.paintLeftInner(c,m,x,p,v,B,Wa,J,oa,Ka,Ia)),c.stroke()):(c.begin(),A.moveSW(c,m,x,p,v,B,Qa,J,Ka),A.paintLeft(c,m,x,p,v,B,Qa,J,Ha),A.lineNWInner(c,m,x,p,v,B,Qa,J,oa,Ha,Ia),A.paintLeftInner(c,m,x,p,v,B,Wa,J,oa,Ka,Ia),c.close(),c.fillAndStroke());c.begin();A.paintFolds(c,m,x,p,v,B,Qa,Ta, -Ua,Wa,J,Ha,La,Ka,Ia);c.stroke()};Ga.prototype.moveNW=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(0,0):c.moveTo(0,ha)};Ga.prototype.moveNE=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(p,0):c.moveTo(p-ha,0)};Ga.prototype.moveSE=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(p,v):c.moveTo(p,v-ha)};Ga.prototype.moveSW=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(0, -v):c.moveTo(ha,v)};Ga.prototype.paintNW=function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,ha,0)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(ha,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.lineTo(p,0):c.lineTo(p-ha,0)};Ga.prototype.paintNE= -function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,p,ha)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p,ha);else c.lineTo(p,0)};Ga.prototype.paintRight=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.lineTo(p,v):c.lineTo(p,v-ha)};Ga.prototype.paintLeft=function(c,m,x,p,v,A,B,ha,J){"square"== -B||"default"==B&&"square"==A||!J?c.lineTo(0,0):c.lineTo(0,ha)};Ga.prototype.paintSE=function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,p-ha,v)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p-ha,v);else c.lineTo(p,v)};Ga.prototype.paintBottom=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.lineTo(0, -v):c.lineTo(ha,v)};Ga.prototype.paintSW=function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,0,v-ha)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(0,v-ha);else c.lineTo(0,v)};Ga.prototype.paintNWInner=function(c,m,x,p,v,A,B,ha,J){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,J,.5*J+ha);else if("invRound"== -B||"default"==B&&"invRound"==A)c.arcTo(ha+J,ha+J,0,0,1,J,J+ha);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(J,.5*J+ha);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(J+ha,J+ha),c.lineTo(J,J+ha)};Ga.prototype.paintTopInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(0,J):va&&!oa?c.lineTo(J,0):va?"square"==B||"default"==B&&"square"==A?c.lineTo(J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(ha+.5*J,J):c.lineTo(ha+J,J):c.lineTo(0, -J):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,m,x,p,v,A,B,ha,J){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,p-ha-.5*J,J);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ha+J,ha+J,0,0,1,p-ha-J,J);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(p-ha-.5*J,J);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(p-ha-J,ha+J),c.lineTo(p-ha-J,J)};Ga.prototype.paintRightInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(p-J,0):va&&!oa?c.lineTo(p, -J):va?"square"==B||"default"==B&&"square"==A?c.lineTo(p-J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-J,ha+.5*J):c.lineTo(p-J,ha+J):c.lineTo(p-J,0):c.lineTo(p,0)};Ga.prototype.paintLeftInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(J,v):va&&!oa?c.lineTo(0,v-J):va?"square"==B||"default"==B&&"square"==A?c.lineTo(J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(J,v-ha-.5*J):c.lineTo(J,v-ha-J): -c.lineTo(J,v):c.lineTo(0,v)};Ga.prototype.paintSEInner=function(c,m,x,p,v,A,B,ha,J){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,p-J,v-ha-.5*J);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ha+J,ha+J,0,0,1,p-J,v-ha-J);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(p-J,v-ha-.5*J);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(p-ha-J,v-ha-J),c.lineTo(p-J,v-ha-J)};Ga.prototype.paintBottomInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(p, -v-J):va&&!oa?c.lineTo(p-J,v):"square"==B||"default"==B&&"square"==A||!va?c.lineTo(p-J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-ha-.5*J,v-J):c.lineTo(p-ha-J,v-J):c.lineTo(p,v)};Ga.prototype.paintSWInner=function(c,m,x,p,v,A,B,ha,J,va){if(!va)c.lineTo(J,v);else if("square"==B||"default"==B&&"square"==A)c.lineTo(J,v-J);else if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,ha+.5*J,v-J);else if("invRound"==B||"default"==B&&"invRound"== -A)c.arcTo(ha+J,ha+J,0,0,1,ha+J,v-J);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(ha+.5*J,v-J);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(J+ha,v-ha-J),c.lineTo(J+ha,v-J)};Ga.prototype.moveSWInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(J,v-ha-J): -c.moveTo(0,v-J)};Ga.prototype.lineSWInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(J,v-ha-J):c.lineTo(0,v-J)};Ga.prototype.moveSEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(p-J,v-J):"rounded"==B||"default"==B&&"rounded"== -A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(p-J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(p-J,v-ha-J):c.moveTo(p-J,v)};Ga.prototype.lineSEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(p-J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p-J,v-ha-J): -c.lineTo(p-J,v)};Ga.prototype.moveNEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A||va?c.moveTo(p-J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(p-J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(p-J,ha+J):c.moveTo(p,J)};Ga.prototype.lineNEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A||va?c.lineTo(p-J,J):"rounded"==B||"default"==B&&"rounded"== -A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p-J,ha+J):c.lineTo(p,J)};Ga.prototype.moveNWInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.moveTo(J,0):va&&!oa?c.moveTo(0,J):"square"==B||"default"==B&&"square"==A?c.moveTo(J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"== -B&&"fold"==A)&&c.moveTo(J,ha+J):c.moveTo(0,0)};Ga.prototype.lineNWInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(J,0):va&&!oa?c.lineTo(0,J):"square"==B||"default"==B&&"square"==A?c.lineTo(J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(J,ha+J):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,m,x,p,v,A,B,ha,J,va,oa,Xa,ib,gb,Ha){if("fold"== -A||"fold"==B||"fold"==ha||"fold"==J||"fold"==va)("fold"==B||"default"==B&&"fold"==A)&&Xa&&Ha&&(c.moveTo(0,oa),c.lineTo(oa,oa),c.lineTo(oa,0)),("fold"==ha||"default"==ha&&"fold"==A)&&Xa&&ib&&(c.moveTo(p-oa,0),c.lineTo(p-oa,oa),c.lineTo(p,oa)),("fold"==J||"default"==J&&"fold"==A)&&gb&&ib&&(c.moveTo(p-oa,v),c.lineTo(p-oa,v-oa),c.lineTo(p,v-oa)),("fold"==va||"default"==va&&"fold"==A)&&gb&&Ha&&(c.moveTo(0,v-oa),c.lineTo(oa,v-oa),c.lineTo(oa,v))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga); -Ga.prototype.constraints=null;mxUtils.extend(Za,mxConnector);Za.prototype.origPaintEdgeShape=Za.prototype.paintEdgeShape;Za.prototype.paintEdgeShape=function(c,m,x){for(var p=[],v=0;v<m.length;v++)p.push(mxUtils.clone(m[v]));v=c.state.dashed;var A=c.state.fixDash;Za.prototype.origPaintEdgeShape.apply(this,[c,p,x]);3<=c.state.strokeWidth&&(p=mxUtils.getValue(this.style,"fillColor",null),null!=p&&(c.setStrokeColor(p),c.setStrokeWidth(c.state.strokeWidth-2),c.setDashed(v,A),Za.prototype.origPaintEdgeShape.apply(this, -[c,m,x])))};mxCellRenderer.registerShape("filledEdge",Za);"undefined"!==typeof StyleFormatPanel&&function(){var c=StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var m=this.editorUi.getSelectionState(),x=c.apply(this,arguments);"umlFrame"==m.style.shape&&x.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return x}}();mxMarker.addMarker("dash",function(c,m,x,p,v,A,B,ha,J,va){var oa=v*(B+J+1),Xa=A*(B+J+1);return function(){c.begin(); -c.moveTo(p.x-oa/2-Xa/2,p.y-Xa/2+oa/2);c.lineTo(p.x+Xa/2-3*oa/2,p.y-3*Xa/2-oa/2);c.stroke()}});mxMarker.addMarker("box",function(c,m,x,p,v,A,B,ha,J,va){var oa=v*(B+J+1),Xa=A*(B+J+1),ib=p.x+oa/2,gb=p.y+Xa/2;p.x-=oa;p.y-=Xa;return function(){c.begin();c.moveTo(ib-oa/2-Xa/2,gb-Xa/2+oa/2);c.lineTo(ib-oa/2+Xa/2,gb-Xa/2-oa/2);c.lineTo(ib+Xa/2-3*oa/2,gb-3*Xa/2-oa/2);c.lineTo(ib-Xa/2-3*oa/2,gb-3*Xa/2+oa/2);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,m,x,p,v,A,B,ha,J, -va){var oa=v*(B+J+1),Xa=A*(B+J+1);return function(){c.begin();c.moveTo(p.x-oa/2-Xa/2,p.y-Xa/2+oa/2);c.lineTo(p.x+Xa/2-3*oa/2,p.y-3*Xa/2-oa/2);c.moveTo(p.x-oa/2+Xa/2,p.y-Xa/2-oa/2);c.lineTo(p.x-Xa/2-3*oa/2,p.y-3*Xa/2+oa/2);c.stroke()}});mxMarker.addMarker("circle",Pa);mxMarker.addMarker("circlePlus",function(c,m,x,p,v,A,B,ha,J,va){var oa=p.clone(),Xa=Pa.apply(this,arguments),ib=v*(B+2*J),gb=A*(B+2*J);return function(){Xa.apply(this,arguments);c.begin();c.moveTo(oa.x-v*J,oa.y-A*J);c.lineTo(oa.x-2*ib+ -v*J,oa.y-2*gb+A*J);c.moveTo(oa.x-ib-gb+A*J,oa.y-gb+ib-v*J);c.lineTo(oa.x+gb-ib-A*J,oa.y-gb-ib+v*J);c.stroke()}});mxMarker.addMarker("halfCircle",function(c,m,x,p,v,A,B,ha,J,va){var oa=v*(B+J+1),Xa=A*(B+J+1),ib=p.clone();p.x-=oa;p.y-=Xa;return function(){c.begin();c.moveTo(ib.x-Xa,ib.y+oa);c.quadTo(p.x-Xa,p.y+oa,p.x,p.y);c.quadTo(p.x+Xa,p.y-oa,ib.x+Xa,ib.y-oa);c.stroke()}});mxMarker.addMarker("async",function(c,m,x,p,v,A,B,ha,J,va){m=v*J*1.118;x=A*J*1.118;v*=B+J;A*=B+J;var oa=p.clone();oa.x-=m;oa.y-= -x;p.x+=-v-m;p.y+=-A-x;return function(){c.begin();c.moveTo(oa.x,oa.y);ha?c.lineTo(oa.x-v-A/2,oa.y-A+v/2):c.lineTo(oa.x+A/2-v,oa.y-A-v/2);c.lineTo(oa.x-v,oa.y-A);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(m,x,p,v,A,B,ha,J,va,oa){A*=ha+va;B*=ha+va;var Xa=v.clone();return function(){m.begin();m.moveTo(Xa.x,Xa.y);J?m.lineTo(Xa.x-A-B/c,Xa.y-B+A/c):m.lineTo(Xa.x+B/c-A,Xa.y-B-A/c);m.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var kb= -function(c,m,x){return hb(c,["width"],m,function(p,v,A,B,ha){ha=c.shape.getEdgeWidth()*c.view.scale+x;return new mxPoint(B.x+v*p/4+A*ha/2,B.y+A*p/4-v*ha/2)},function(p,v,A,B,ha,J){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));c.style.width=Math.round(2*p)/c.view.scale-x})},hb=function(c,m,x,p,v){return db(c,m,function(A){var B=c.absolutePoints,ha=B.length-1;A=c.view.translate;var J=c.view.scale,va=x?B[0]:B[ha];B=x?B[1]:B[ha-1];ha=B.x-va.x;var oa=B.y-va.y,Xa=Math.sqrt(ha*ha+oa*oa);va= -p.call(this,Xa,ha/Xa,oa/Xa,va,B);return new mxPoint(va.x/J-A.x,va.y/J-A.y)},function(A,B,ha){var J=c.absolutePoints,va=J.length-1;A=c.view.translate;var oa=c.view.scale,Xa=x?J[0]:J[va];J=x?J[1]:J[va-1];va=J.x-Xa.x;var ib=J.y-Xa.y,gb=Math.sqrt(va*va+ib*ib);B.x=(B.x+A.x)*oa;B.y=(B.y+A.y)*oa;v.call(this,gb,va/gb,ib/gb,Xa,J,B,ha)})},ob=function(c){return function(m){return[db(m,["arrowWidth","arrowSize"],function(x){var p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",$a.prototype.arrowWidth))), -v=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",$a.prototype.arrowSize)));return new mxPoint(x.x+(1-v)*x.width,x.y+(1-p)*x.height/2)},function(x,p){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(x.y+x.height/2-p.y)/x.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(x.x+x.width-p.x)/x.width))})]}},vb=function(c){return function(m){return[db(m,["size"],function(x){var p=Math.max(0,Math.min(.5*x.height,parseFloat(mxUtils.getValue(this.state.style,"size", -c))));return new mxPoint(x.x,x.y+p)},function(x,p){this.state.style.size=Math.max(0,p.y-x.y)},!0)]}},nb=function(c,m,x){return function(p){var v=[db(p,["size"],function(A){var B=Math.max(0,Math.min(A.width,Math.min(A.height,parseFloat(mxUtils.getValue(this.state.style,"size",m)))))*c;return new mxPoint(A.x+B,A.y+B)},function(A,B){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(A.width,B.x-A.x),Math.min(A.height,B.y-A.y)))/c)},!1)];x&&mxUtils.getValue(p.style,mxConstants.STYLE_ROUNDED, -!1)&&v.push(pb(p));return v}},Bb=function(c,m,x,p,v){x=null!=x?x:.5;return function(A){var B=[db(A,["size"],function(ha){var J=null!=v?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,va=parseFloat(mxUtils.getValue(this.state.style,"size",J?v:c));return new mxPoint(ha.x+Math.max(0,Math.min(.5*ha.width,va*(J?1:ha.width))),ha.getCenterY())},function(ha,J,va){ha=null!=v&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?J.x-ha.x:Math.max(0,Math.min(x,(J.x-ha.x)/ha.width));this.state.style.size= -ha},!1,p)];m&&mxUtils.getValue(A.style,mxConstants.STYLE_ROUNDED,!1)&&B.push(pb(A));return B}},yb=function(c,m,x){c=null!=c?c:.5;return function(p){var v=[db(p,["size"],function(A){var 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mxPoint(x.x+x.width-Math.min(x.width/2,v),x.y+p)}v=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(x.x+x.width-Math.min(Math.max(x.width/2,x.height/2),Math.min(x.width,x.height)*v),x.y+p)},function(x,p,v){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.max(0,Math.min(x.width,2*(x.x+x.width- -p.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(x.width-p.x+x.x)/Math.min(x.width,x.height))))})},db=function(c,m,x,p,v,A,B){var ha=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);ha.execute=function(va){for(var oa=0;oa<m.length;oa++)this.copyStyle(m[oa]);B&&B(va)};ha.getPosition=x;ha.setPosition=p;ha.ignoreGrid=null!=v?v:!0;if(A){var J=ha.positionChanged;ha.positionChanged=function(){J.apply(this,arguments);c.view.invalidate(this.state.cell); 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mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)+A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)-v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-v,J.x,J.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(v-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*p)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= -c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<m/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),x.push(hb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(p,v,A,B,ha){p=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;ha=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/ -5)*c.view.scale;return new mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)+A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)-v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-v,J.x,J.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(v-c.shape.strokewidth)/3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*p)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= -c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(va.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<m/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]),Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<m&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(x.push(hb(c, -["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(p,v,A,B,ha){p=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;ha=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)-A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)+v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-v,J.x,J.y); -c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(v-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*p)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<m/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})), -x.push(hb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(p,v,A,B,ha){p=(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;ha=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)-A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)+v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x, 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v=parseFloat(mxUtils.getValue(c.style, -mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL,1)?new mxPoint(p.getCenterX(),p.y+Math.max(0,Math.min(p.height,v))):new mxPoint(p.x+Math.max(0,Math.min(p.width,v)),p.getCenterY())},function(p,v){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style,mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(p.height,v.y-p.y))):Math.round(Math.max(0,Math.min(p.width,v.x-p.x)))},!1,null,function(p){var v= -c.view.graph;if(!mxEvent.isShiftDown(p.getEvent())&&!mxEvent.isControlDown(p.getEvent())&&(v.isTableRow(c.cell)||v.isTableCell(c.cell))){p=v.getSwimlaneDirection(c.style);var A=v.model.getParent(c.cell);A=v.model.getChildCells(A,!0);for(var 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mxPoint(m.x+x,m.y+p)},function(m,x){this.state.style.width=Math.round(Math.max(Q.prototype.corner,Math.min(m.width,x.x-m.x)));this.state.style.height=Math.round(Math.max(1.5*Q.prototype.corner,Math.min(m.height,x.y-m.y)))},!1)]},process:function(c){var m=[db(c,["size"],function(x){var p="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),v=parseFloat(mxUtils.getValue(this.state.style, -"size",ia.prototype.size));return p?new mxPoint(x.x+v,x.y+x.height/4):new mxPoint(x.x+x.width*v,x.y+x.height/4)},function(x,p){x="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(.5*x.width,p.x-x.x)):Math.max(0,Math.min(.5,(p.x-x.x)/x.width));this.state.style.size=x},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&m.push(pb(c));return m},cross:function(c){return[db(c,["size"],function(m){var x=Math.min(m.width,m.height);x=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style, -"size",Ca.prototype.size)))*x/2;return new mxPoint(m.getCenterX()-x,m.getCenterY()-x)},function(m,x){var p=Math.min(m.width,m.height);this.state.style.size=Math.max(0,Math.min(1,Math.min(Math.max(0,m.getCenterY()-x.y)/p*2,Math.max(0,m.getCenterX()-x.x)/p*2)))})]},note:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(m.width,Math.min(m.height,parseFloat(mxUtils.getValue(this.state.style,"size",f.prototype.size)))));return new mxPoint(m.x+m.width-x,m.y+x)},function(m,x){this.state.style.size= -Math.round(Math.max(0,Math.min(Math.min(m.width,m.x+m.width-x.x),Math.min(m.height,x.y-m.y))))})]},note2:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(m.width,Math.min(m.height,parseFloat(mxUtils.getValue(this.state.style,"size",g.prototype.size)))));return new mxPoint(m.x+m.width-x,m.y+x)},function(m,x){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(m.width,m.x+m.width-x.x),Math.min(m.height,x.y-m.y))))})]},manualInput:function(c){var m=[db(c,["size"],function(x){var p= 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p=Math.max(0,Math.min(x.height,mxUtils.getValue(this.state.style,"size",R.prototype.size))),v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position", -R.prototype.position)));mxUtils.getValue(this.state.style,"base",R.prototype.base);return new mxPoint(x.x+v*x.width,x.y+x.height-p)},function(x,p){mxUtils.getValue(this.state.style,"base",R.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(x.height,x.y+x.height-p.y)));this.state.style.position=Math.round(100*Math.max(0,Math.min(1,(p.x-x.x)/x.width)))/100},!1),db(c,["position2"],function(x){var p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",R.prototype.position2))); -return new mxPoint(x.x+p*x.width,x.y+x.height)},function(x,p){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1,(p.x-x.x)/x.width)))/100},!1),db(c,["base"],function(x){var p=Math.max(0,Math.min(x.height,mxUtils.getValue(this.state.style,"size",R.prototype.size))),v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",R.prototype.position))),A=Math.max(0,Math.min(x.width,mxUtils.getValue(this.state.style,"base",R.prototype.base)));return new mxPoint(x.x+Math.min(x.width, -v*x.width+A),x.y+x.height-p)},function(x,p){var v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",R.prototype.position)));this.state.style.base=Math.round(Math.max(0,Math.min(x.width,p.x-x.x-v*x.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&m.push(pb(c));return m},internalStorage:function(c){var m=[db(c,["dx","dy"],function(x){var p=Math.max(0,Math.min(x.width,mxUtils.getValue(this.state.style,"dx",Oa.prototype.dx))),v=Math.max(0,Math.min(x.height,mxUtils.getValue(this.state.style, -"dy",Oa.prototype.dy)));return new mxPoint(x.x+p,x.y+v)},function(x,p){this.state.style.dx=Math.round(Math.max(0,Math.min(x.width,p.x-x.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(x.height,p.y-x.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&m.push(pb(c));return m},module:function(c){return[db(c,["jettyWidth","jettyHeight"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"jettyWidth",ua.prototype.jettyWidth))),p=Math.max(0,Math.min(m.height, -mxUtils.getValue(this.state.style,"jettyHeight",ua.prototype.jettyHeight)));return new mxPoint(m.x+x/2,m.y+2*p)},function(m,x){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(m.width,x.x-m.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(m.height,x.y-m.y))/2)})]},corner:function(c){return[db(c,["dx","dy"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"dx",Va.prototype.dx))),p=Math.max(0,Math.min(m.height,mxUtils.getValue(this.state.style, -"dy",Va.prototype.dy)));return new mxPoint(m.x+x,m.y+p)},function(m,x){this.state.style.dx=Math.round(Math.max(0,Math.min(m.width,x.x-m.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(m.height,x.y-m.y)))},!1)]},tee:function(c){return[db(c,["dx","dy"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"dx",cb.prototype.dx))),p=Math.max(0,Math.min(m.height,mxUtils.getValue(this.state.style,"dy",cb.prototype.dy)));return new mxPoint(m.x+(m.width+x)/2,m.y+p)},function(m, -x){this.state.style.dx=Math.round(Math.max(0,2*Math.min(m.width/2,x.x-m.x-m.width/2)));this.state.style.dy=Math.round(Math.max(0,Math.min(m.height,x.y-m.y)))},!1)]},singleArrow:ob(1),doubleArrow:ob(.5),folder:function(c){return[db(c,["tabWidth","tabHeight"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"tabWidth",C.prototype.tabWidth))),p=Math.max(0,Math.min(m.height,mxUtils.getValue(this.state.style,"tabHeight",C.prototype.tabHeight)));mxUtils.getValue(this.state.style, -"tabPosition",C.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(x=m.width-x);return new mxPoint(m.x+x,m.y+p)},function(m,x){var p=Math.max(0,Math.min(m.width,x.x-m.x));mxUtils.getValue(this.state.style,"tabPosition",C.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(p=m.width-p);this.state.style.tabWidth=Math.round(p);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(m.height,x.y-m.y)))},!1)]},document:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style, -"size",ca.prototype.size))));return new mxPoint(m.x+3*m.width/4,m.y+(1-x)*m.height)},function(m,x){this.state.style.size=Math.max(0,Math.min(1,(m.y+m.height-x.y)/m.height))},!1)]},tape:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",Z.prototype.size))));return new mxPoint(m.getCenterX(),m.y+x*m.height/2)},function(m,x){this.state.style.size=Math.max(0,Math.min(1,(x.y-m.y)/m.height*2))},!1)]},isoCube2:function(c){return[db(c, -["isoAngle"],function(m){var x=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",l.isoAngle))))*Math.PI/200;return new mxPoint(m.x,m.y+Math.min(m.width*Math.tan(x),.5*m.height))},function(m,x){this.state.style.isoAngle=Math.max(0,50*(x.y-m.y)/m.height)},!0)]},cylinder2:vb(q.prototype.size),cylinder3:vb(z.prototype.size),offPageConnector:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",W.prototype.size)))); -return new mxPoint(m.getCenterX(),m.y+(1-x)*m.height)},function(m,x){this.state.style.size=Math.max(0,Math.min(1,(m.y+m.height-x.y)/m.height))},!1)]},"mxgraph.basic.rect":function(c){var m=[Graph.createHandle(c,["size"],function(x){var p=Math.max(0,Math.min(x.width/2,x.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(x.x+p,x.y+p)},function(x,p){this.state.style.size=Math.round(100*Math.max(0,Math.min(x.height/2,x.width/2,p.x-x.x)))/100})];c=Graph.createHandle(c, -["indent"],function(x){var p=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(x.x+.75*x.width,x.y+p*x.height/200)},function(x,p){this.state.style.indent=Math.round(100*Math.max(0,Math.min(100,200*(p.y-x.y)/x.height)))/100});m.push(c);return m},step:Bb(sa.prototype.size,!0,null,!0,sa.prototype.fixedSize),hexagon:Bb(M.prototype.size,!0,.5,!0,M.prototype.fixedSize),curlyBracket:Bb(O.prototype.size,!1),display:Bb(ya.prototype.size,!1),cube:nb(1, -n.prototype.size,!1),card:nb(.5,G.prototype.size,!0),loopLimit:nb(.5,U.prototype.size,!0),trapezoid:yb(.5,Y.prototype.size,Y.prototype.fixedSize),parallelogram:yb(1,ba.prototype.size,ba.prototype.fixedSize)};Graph.createHandle=db;Graph.handleFactory=rb;var tb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=tb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var m=this.state.style.shape;null==mxCellRenderer.defaultShapes[m]&& -null==mxStencilRegistry.getStencil(m)?m=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(m=mxConstants.SHAPE_SWIMLANE);m=rb[m];null==m&&null!=this.state.shape&&this.state.shape.isRoundable()&&(m=rb[mxConstants.SHAPE_RECTANGLE]);null!=m&&(m=m(this.state),null!=m&&(c=null==c?m:c.concat(m)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&&null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR); -c=rb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var zb=new mxPoint(1,0),wb=new mxPoint(1,0),Ab=mxUtils.toRadians(-30);zb=mxUtils.getRotatedPoint(zb,Math.cos(Ab),Math.sin(Ab));var lb=mxUtils.toRadians(-150);wb=mxUtils.getRotatedPoint(wb,Math.cos(lb),Math.sin(lb));mxEdgeStyle.IsometricConnector=function(c,m,x,p,v){var A=c.view;p=null!=p&&0<p.length?p[0]:null;var B=c.absolutePoints,ha=B[0];B=B[B.length-1];null!=p&&(p=A.transformControlPoint(c,p)); -null==ha&&null!=m&&(ha=new mxPoint(m.getCenterX(),m.getCenterY()));null==B&&null!=x&&(B=new mxPoint(x.getCenterX(),x.getCenterY()));var J=zb.x,va=zb.y,oa=wb.x,Xa=wb.y,ib="horizontal"==mxUtils.getValue(c.style,"elbow","horizontal");if(null!=B&&null!=ha){c=function(Ha,La,Ka){Ha-=gb.x;var Ia=La-gb.y;La=(Xa*Ha-oa*Ia)/(J*Xa-va*oa);Ha=(va*Ha-J*Ia)/(va*oa-J*Xa);ib?(Ka&&(gb=new mxPoint(gb.x+J*La,gb.y+va*La),v.push(gb)),gb=new mxPoint(gb.x+oa*Ha,gb.y+Xa*Ha)):(Ka&&(gb=new mxPoint(gb.x+oa*Ha,gb.y+Xa*Ha),v.push(gb)), -gb=new mxPoint(gb.x+J*La,gb.y+va*La));v.push(gb)};var gb=ha;null==p&&(p=new mxPoint(ha.x+(B.x-ha.x)/2,ha.y+(B.y-ha.y)/2));c(p.x,p.y,!0);c(B.x,B.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector);var xb=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,m){if(m==mxEdgeStyle.IsometricConnector){var x=new mxElbowEdgeHandler(c);x.snapToTerminals=!1;return x}return xb.apply(this,arguments)};t.prototype.constraints=[];E.prototype.getConstraints= -function(c,m,x){c=[];var p=Math.tan(mxUtils.toRadians(30)),v=(.5-p)/2;p=Math.min(m,x/(.5+p));m=(m-p)/2;x=(x-p)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,x+.25*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+.5*p,x+p*v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+p,x+.25*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+p,x+.75*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+.5*p,x+(1-v)*p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,x+.75*p));return c};l.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;p=Math.min(m*Math.tan(p),.5*x);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,x-p));c.push(new mxConnectionConstraint(new mxPoint(.5, -1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));return c};R.prototype.getConstraints=function(c,m,x){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var p=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style,"position",this.position));var v=m*Math.max(0, -Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x-p)));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x-p)));m>=2*p&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, +dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomLeftStyle",dispName:"Bottom Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l, +v);this.strictDrawShape(c,0,0,n,t)};Ga.prototype.strictDrawShape=function(c,l,v,n,t,A){var B=A&&A.rectStyle?A.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),ea=A&&A.absoluteCornerSize?A.absoluteCornerSize:mxUtils.getValue(this.style,"absoluteCornerSize",this.absoluteCornerSize),I=A&&A.size?A.size:Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),va=A&&A.rectOutline?A.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),na=A&&A.indent? +A.indent:Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Xa=A&&A.dashed?A.dashed:mxUtils.getValue(this.style,"dashed",!1),jb=A&&A.dashPattern?A.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),bb=A&&A.relIndent?A.relIndent:Math.max(0,Math.min(50,na)),Ea=A&&A.top?A.top:mxUtils.getValue(this.style,"top",!0),Na=A&&A.right?A.right:mxUtils.getValue(this.style,"right",!0),Ja=A&&A.bottom?A.bottom:mxUtils.getValue(this.style,"bottom",!0),Ha=A&&A.left?A.left: +mxUtils.getValue(this.style,"left",!0),Sa=A&&A.topLeftStyle?A.topLeftStyle:mxUtils.getValue(this.style,"topLeftStyle","default"),Ua=A&&A.topRightStyle?A.topRightStyle:mxUtils.getValue(this.style,"topRightStyle","default"),Va=A&&A.bottomRightStyle?A.bottomRightStyle:mxUtils.getValue(this.style,"bottomRightStyle","default"),Wa=A&&A.bottomLeftStyle?A.bottomLeftStyle:mxUtils.getValue(this.style,"bottomLeftStyle","default"),Fb=A&&A.fillColor?A.fillColor:mxUtils.getValue(this.style,"fillColor","#ffffff"); +A&&A.strokeColor||mxUtils.getValue(this.style,"strokeColor","#000000");var Gb=A&&A.strokeWidth?A.strokeWidth:mxUtils.getValue(this.style,"strokeWidth","1"),Db=A&&A.fillColor2?A.fillColor2:mxUtils.getValue(this.style,"fillColor2","none"),Eb=A&&A.gradientColor2?A.gradientColor2:mxUtils.getValue(this.style,"gradientColor2","none"),Hb=A&&A.gradientDirection2?A.gradientDirection2:mxUtils.getValue(this.style,"gradientDirection2","south"),Ib=A&&A.opacity?A.opacity:mxUtils.getValue(this.style,"opacity","100"), +Jb=Math.max(0,Math.min(50,I));A=Ga.prototype;c.setDashed(Xa);jb&&""!=jb&&c.setDashPattern(jb);c.setStrokeWidth(Gb);I=Math.min(.5*t,.5*n,I);ea||(I=Jb*Math.min(n,t)/100);I=Math.min(I,.5*Math.min(n,t));ea||(na=Math.min(bb*Math.min(n,t)/100));na=Math.min(na,.5*Math.min(n,t)-I);(Ea||Na||Ja||Ha)&&"frame"!=va&&(c.begin(),Ea?A.moveNW(c,l,v,n,t,B,Sa,I,Ha):c.moveTo(0,0),Ea&&A.paintNW(c,l,v,n,t,B,Sa,I,Ha),A.paintTop(c,l,v,n,t,B,Ua,I,Na),Na&&A.paintNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),Ja&& +A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),Ha&&A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),c.close(),c.fill(),c.setShadow(!1),c.setFillColor(Db),Xa=ea=Ib,"none"==Db&&(ea=0),"none"==Eb&&(Xa=0),c.setGradient(Db,Eb,0,0,n,t,Hb,ea,Xa),c.begin(),Ea?A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha):c.moveTo(na,0),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),Ha&&Ja&&A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),Ja&&Na&&A.paintSEInner(c, +l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),Na&&Ea&&A.paintNEInner(c,l,v,n,t,B,Ua,I,na),A.paintTopInner(c,l,v,n,t,B,Sa,I,na,Ha,Ea),Ea&&Ha&&A.paintNWInner(c,l,v,n,t,B,Sa,I,na),c.fill(),"none"==Fb&&(c.begin(),A.paintFolds(c,l,v,n,t,B,Sa,Ua,Va,Wa,I,Ea,Na,Ja,Ha),c.stroke()));Ea||Na||Ja||!Ha?Ea||Na||!Ja||Ha?!Ea&&!Na&&Ja&&Ha?"frame"!=va?(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"== +va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja)),c.stroke()):(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),A.lineNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),c.close(), +c.fillAndStroke()):Ea||!Na||Ja||Ha?!Ea&&Na&&!Ja&&Ha?"frame"!=va?(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"==va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha)),c.stroke(),c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),"double"==va&&(A.moveSEInner(c,l,v,n,t,B,Va,I,na,Ja),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na)),c.stroke()):(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa, +I,Ea),A.lineNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close(),c.fillAndStroke(),c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.lineSEInner(c,l,v,n,t,B,Va,I,na,Ja),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),c.close(),c.fillAndStroke()):!Ea&&Na&&Ja&&!Ha?"frame"!=va?(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),"double"==va&&(A.moveSWInner(c, +l,v,n,t,B,Wa,I,na,Ha),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na)),c.stroke()):(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.lineSWInner(c,l,v,n,t,B,Wa,I,na,Ha),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),c.close(),c.fillAndStroke()):!Ea&& +Na&&Ja&&Ha?"frame"!=va?(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"==va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na)),c.stroke()): 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+B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),A.paintNEInner(c,l,v,n,t,B,Ua,I,na),A.paintTopInner(c,l,v,n,t,B,Sa,I,na,Ha,Ea),A.paintNWInner(c,l,v,n,t,B,Sa,I,na),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close()),c.stroke()):(c.begin(),A.moveNW(c,l,v,n,t,B,Sa,I,Ha),A.paintNW(c,l,v,n,t,B,Sa,I,Ha),A.paintTop(c,l,v,n,t,B,Ua,I,Na),A.paintNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja), +A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),c.close(),A.moveSWInner(c,l,v,n,t,B,Wa,I,na,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),A.paintNEInner(c,l,v,n,t,B,Ua,I,na),A.paintTopInner(c,l,v,n,t,B,Sa,I,na,Ha,Ea),A.paintNWInner(c,l,v,n,t,B,Sa,I,na),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close(),c.fillAndStroke())):"frame"!=va?(c.begin(),A.moveNW(c,l,v,n,t,B,Sa,I,Ha),A.paintTop(c, 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+(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.lineSEInner(c,l,v,n,t,B,Va,I,na,Ja),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),c.close(),c.fillAndStroke()):"frame"!=va?(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),"double"==va&&(A.moveSWInner(c,l,v,n,t,B,Wa,I,na,Ha),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja)),c.stroke()):(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.lineSWInner(c,l,v,n,t,B,Wa,I,na,Ha), +A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),c.close(),c.fillAndStroke()):"frame"!=va?(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"==va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha)),c.stroke()):(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),A.lineNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close(),c.fillAndStroke());c.begin();A.paintFolds(c,l,v,n,t,B,Sa,Ua, +Va,Wa,I,Ea,Na,Ja,Ha);c.stroke()};Ga.prototype.moveNW=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(0,0):c.moveTo(0,ea)};Ga.prototype.moveNE=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(n,0):c.moveTo(n-ea,0)};Ga.prototype.moveSE=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(n,t):c.moveTo(n,t-ea)};Ga.prototype.moveSW=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(0, +t):c.moveTo(ea,t)};Ga.prototype.paintNW=function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,ea,0)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(ea,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.lineTo(n,0):c.lineTo(n-ea,0)};Ga.prototype.paintNE= +function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,n,ea)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n,ea);else c.lineTo(n,0)};Ga.prototype.paintRight=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.lineTo(n,t):c.lineTo(n,t-ea)};Ga.prototype.paintLeft=function(c,l,v,n,t,A,B,ea,I){"square"== +B||"default"==B&&"square"==A||!I?c.lineTo(0,0):c.lineTo(0,ea)};Ga.prototype.paintSE=function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,n-ea,t)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n-ea,t);else c.lineTo(n,t)};Ga.prototype.paintBottom=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.lineTo(0, +t):c.lineTo(ea,t)};Ga.prototype.paintSW=function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,0,t-ea)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(0,t-ea);else c.lineTo(0,t)};Ga.prototype.paintNWInner=function(c,l,v,n,t,A,B,ea,I){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,I,.5*I+ea);else if("invRound"== +B||"default"==B&&"invRound"==A)c.arcTo(ea+I,ea+I,0,0,1,I,I+ea);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(I,.5*I+ea);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(I+ea,I+ea),c.lineTo(I,I+ea)};Ga.prototype.paintTopInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(0,I):va&&!na?c.lineTo(I,0):va?"square"==B||"default"==B&&"square"==A?c.lineTo(I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(ea+.5*I,I):c.lineTo(ea+I,I):c.lineTo(0, +I):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,l,v,n,t,A,B,ea,I){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,n-ea-.5*I,I);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ea+I,ea+I,0,0,1,n-ea-I,I);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(n-ea-.5*I,I);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(n-ea-I,ea+I),c.lineTo(n-ea-I,I)};Ga.prototype.paintRightInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(n-I,0):va&&!na?c.lineTo(n, +I):va?"square"==B||"default"==B&&"square"==A?c.lineTo(n-I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-I,ea+.5*I):c.lineTo(n-I,ea+I):c.lineTo(n-I,0):c.lineTo(n,0)};Ga.prototype.paintLeftInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(I,t):va&&!na?c.lineTo(0,t-I):va?"square"==B||"default"==B&&"square"==A?c.lineTo(I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(I,t-ea-.5*I):c.lineTo(I,t-ea-I): +c.lineTo(I,t):c.lineTo(0,t)};Ga.prototype.paintSEInner=function(c,l,v,n,t,A,B,ea,I){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,n-I,t-ea-.5*I);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ea+I,ea+I,0,0,1,n-I,t-ea-I);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(n-I,t-ea-.5*I);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(n-ea-I,t-ea-I),c.lineTo(n-I,t-ea-I)};Ga.prototype.paintBottomInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(n, +t-I):va&&!na?c.lineTo(n-I,t):"square"==B||"default"==B&&"square"==A||!va?c.lineTo(n-I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-ea-.5*I,t-I):c.lineTo(n-ea-I,t-I):c.lineTo(n,t)};Ga.prototype.paintSWInner=function(c,l,v,n,t,A,B,ea,I,va){if(!va)c.lineTo(I,t);else if("square"==B||"default"==B&&"square"==A)c.lineTo(I,t-I);else if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,ea+.5*I,t-I);else if("invRound"==B||"default"==B&&"invRound"== +A)c.arcTo(ea+I,ea+I,0,0,1,ea+I,t-I);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(ea+.5*I,t-I);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(I+ea,t-ea-I),c.lineTo(I+ea,t-I)};Ga.prototype.moveSWInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(I,t-ea-I): +c.moveTo(0,t-I)};Ga.prototype.lineSWInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(I,t-ea-I):c.lineTo(0,t-I)};Ga.prototype.moveSEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(n-I,t-I):"rounded"==B||"default"==B&&"rounded"== +A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(n-I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(n-I,t-ea-I):c.moveTo(n-I,t)};Ga.prototype.lineSEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(n-I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n-I,t-ea-I): +c.lineTo(n-I,t)};Ga.prototype.moveNEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A||va?c.moveTo(n-I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(n-I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(n-I,ea+I):c.moveTo(n,I)};Ga.prototype.lineNEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A||va?c.lineTo(n-I,I):"rounded"==B||"default"==B&&"rounded"== +A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n-I,ea+I):c.lineTo(n,I)};Ga.prototype.moveNWInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.moveTo(I,0):va&&!na?c.moveTo(0,I):"square"==B||"default"==B&&"square"==A?c.moveTo(I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"== +B&&"fold"==A)&&c.moveTo(I,ea+I):c.moveTo(0,0)};Ga.prototype.lineNWInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(I,0):va&&!na?c.lineTo(0,I):"square"==B||"default"==B&&"square"==A?c.lineTo(I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(I,ea+I):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,l,v,n,t,A,B,ea,I,va,na,Xa,jb,bb,Ea){if("fold"== +A||"fold"==B||"fold"==ea||"fold"==I||"fold"==va)("fold"==B||"default"==B&&"fold"==A)&&Xa&&Ea&&(c.moveTo(0,na),c.lineTo(na,na),c.lineTo(na,0)),("fold"==ea||"default"==ea&&"fold"==A)&&Xa&&jb&&(c.moveTo(n-na,0),c.lineTo(n-na,na),c.lineTo(n,na)),("fold"==I||"default"==I&&"fold"==A)&&bb&&jb&&(c.moveTo(n-na,t),c.lineTo(n-na,t-na),c.lineTo(n,t-na)),("fold"==va||"default"==va&&"fold"==A)&&bb&&Ea&&(c.moveTo(0,t-na),c.lineTo(na,t-na),c.lineTo(na,t))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga); +Ga.prototype.constraints=null;mxUtils.extend(Ya,mxConnector);Ya.prototype.origPaintEdgeShape=Ya.prototype.paintEdgeShape;Ya.prototype.paintEdgeShape=function(c,l,v){for(var n=[],t=0;t<l.length;t++)n.push(mxUtils.clone(l[t]));t=c.state.dashed;var A=c.state.fixDash;Ya.prototype.origPaintEdgeShape.apply(this,[c,n,v]);3<=c.state.strokeWidth&&(n=mxUtils.getValue(this.style,"fillColor",null),null!=n&&(c.setStrokeColor(n),c.setStrokeWidth(c.state.strokeWidth-2),c.setDashed(t,A),Ya.prototype.origPaintEdgeShape.apply(this, +[c,l,v])))};mxCellRenderer.registerShape("filledEdge",Ya);"undefined"!==typeof StyleFormatPanel&&function(){var c=StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var l=this.editorUi.getSelectionState(),v=c.apply(this,arguments);"umlFrame"==l.style.shape&&v.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return v}}();mxMarker.addMarker("dash",function(c,l,v,n,t,A,B,ea,I,va){var na=t*(B+I+1),Xa=A*(B+I+1);return function(){c.begin(); +c.moveTo(n.x-na/2-Xa/2,n.y-Xa/2+na/2);c.lineTo(n.x+Xa/2-3*na/2,n.y-3*Xa/2-na/2);c.stroke()}});mxMarker.addMarker("box",function(c,l,v,n,t,A,B,ea,I,va){var na=t*(B+I+1),Xa=A*(B+I+1),jb=n.x+na/2,bb=n.y+Xa/2;n.x-=na;n.y-=Xa;return function(){c.begin();c.moveTo(jb-na/2-Xa/2,bb-Xa/2+na/2);c.lineTo(jb-na/2+Xa/2,bb-Xa/2-na/2);c.lineTo(jb+Xa/2-3*na/2,bb-3*Xa/2-na/2);c.lineTo(jb-Xa/2-3*na/2,bb-3*Xa/2+na/2);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,l,v,n,t,A,B,ea,I, +va){var na=t*(B+I+1),Xa=A*(B+I+1);return function(){c.begin();c.moveTo(n.x-na/2-Xa/2,n.y-Xa/2+na/2);c.lineTo(n.x+Xa/2-3*na/2,n.y-3*Xa/2-na/2);c.moveTo(n.x-na/2+Xa/2,n.y-Xa/2-na/2);c.lineTo(n.x-Xa/2-3*na/2,n.y-3*Xa/2+na/2);c.stroke()}});mxMarker.addMarker("circle",db);mxMarker.addMarker("circlePlus",function(c,l,v,n,t,A,B,ea,I,va){var na=n.clone(),Xa=db.apply(this,arguments),jb=t*(B+2*I),bb=A*(B+2*I);return function(){Xa.apply(this,arguments);c.begin();c.moveTo(na.x-t*I,na.y-A*I);c.lineTo(na.x-2*jb+ +t*I,na.y-2*bb+A*I);c.moveTo(na.x-jb-bb+A*I,na.y-bb+jb-t*I);c.lineTo(na.x+bb-jb-A*I,na.y-bb-jb+t*I);c.stroke()}});mxMarker.addMarker("halfCircle",function(c,l,v,n,t,A,B,ea,I,va){var na=t*(B+I+1),Xa=A*(B+I+1),jb=n.clone();n.x-=na;n.y-=Xa;return function(){c.begin();c.moveTo(jb.x-Xa,jb.y+na);c.quadTo(n.x-Xa,n.y+na,n.x,n.y);c.quadTo(n.x+Xa,n.y-na,jb.x+Xa,jb.y-na);c.stroke()}});mxMarker.addMarker("async",function(c,l,v,n,t,A,B,ea,I,va){l=t*I*1.118;v=A*I*1.118;t*=B+I;A*=B+I;var na=n.clone();na.x-=l;na.y-= +v;n.x+=-t-l;n.y+=-A-v;return function(){c.begin();c.moveTo(na.x,na.y);ea?c.lineTo(na.x-t-A/2,na.y-A+t/2):c.lineTo(na.x+A/2-t,na.y-A-t/2);c.lineTo(na.x-t,na.y-A);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(l,v,n,t,A,B,ea,I,va,na){A*=ea+va;B*=ea+va;var Xa=t.clone();return function(){l.begin();l.moveTo(Xa.x,Xa.y);I?l.lineTo(Xa.x-A-B/c,Xa.y-B+A/c):l.lineTo(Xa.x+B/c-A,Xa.y-B-A/c);l.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var ib= +function(c,l,v){return gb(c,["width"],l,function(n,t,A,B,ea){ea=c.shape.getEdgeWidth()*c.view.scale+v;return new mxPoint(B.x+t*n/4+A*ea/2,B.y+A*n/4-t*ea/2)},function(n,t,A,B,ea,I){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));c.style.width=Math.round(2*n)/c.view.scale-v})},gb=function(c,l,v,n,t){return hb(c,l,function(A){var B=c.absolutePoints,ea=B.length-1;A=c.view.translate;var I=c.view.scale,va=v?B[0]:B[ea];B=v?B[1]:B[ea-1];ea=B.x-va.x;var na=B.y-va.y,Xa=Math.sqrt(ea*ea+na*na);va= +n.call(this,Xa,ea/Xa,na/Xa,va,B);return new mxPoint(va.x/I-A.x,va.y/I-A.y)},function(A,B,ea){var I=c.absolutePoints,va=I.length-1;A=c.view.translate;var na=c.view.scale,Xa=v?I[0]:I[va];I=v?I[1]:I[va-1];va=I.x-Xa.x;var jb=I.y-Xa.y,bb=Math.sqrt(va*va+jb*jb);B.x=(B.x+A.x)*na;B.y=(B.y+A.y)*na;t.call(this,bb,va/bb,jb/bb,Xa,I,B,ea)})},qb=function(c,l){return function(v){return[gb(v,["startWidth"],!0,function(n,t,A,B,ea){ea=mxUtils.getNumber(v.style,"startWidth",c)*v.view.scale+l;return new mxPoint(B.x+ +t*n/4+A*ea/2,B.y+A*n/4-t*ea/2)},function(n,t,A,B,ea,I){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));v.style.startWidth=Math.round(2*n)/v.view.scale-l})]}},nb=function(c){return function(l){return[hb(l,["arrowWidth","arrowSize"],function(v){var n=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",Pa.prototype.arrowWidth))),t=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",Pa.prototype.arrowSize)));return new mxPoint(v.x+(1-t)*v.width,v.y+(1-n)*v.height/ +2)},function(v,n){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(v.y+v.height/2-n.y)/v.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(v.x+v.width-n.x)/v.width))})]}},mb=function(c){return function(l){return[hb(l,["size"],function(v){var n=Math.max(0,Math.min(.5*v.height,parseFloat(mxUtils.getValue(this.state.style,"size",c))));return new mxPoint(v.x,v.y+n)},function(v,n){this.state.style.size=Math.max(0,n.y-v.y)},!0)]}},Bb=function(c,l,v){return function(n){var t=[hb(n,["size"], +function(A){var B=Math.max(0,Math.min(A.width,Math.min(A.height,parseFloat(mxUtils.getValue(this.state.style,"size",l)))))*c;return new mxPoint(A.x+B,A.y+B)},function(A,B){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(A.width,B.x-A.x),Math.min(A.height,B.y-A.y)))/c)},!1)];v&&mxUtils.getValue(n.style,mxConstants.STYLE_ROUNDED,!1)&&t.push(kb(n));return t}},wb=function(c,l,v,n,t){v=null!=v?v:.5;return function(A){var B=[hb(A,["size"],function(ea){var I=null!=t?"0"!=mxUtils.getValue(this.state.style, +"fixedSize","0"):null,va=parseFloat(mxUtils.getValue(this.state.style,"size",I?t:c));return new mxPoint(ea.x+Math.max(0,Math.min(.5*ea.width,va*(I?1:ea.width))),ea.getCenterY())},function(ea,I,va){ea=null!=t&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?I.x-ea.x:Math.max(0,Math.min(v,(I.x-ea.x)/ea.width));this.state.style.size=ea},!1,n)];l&&mxUtils.getValue(A.style,mxConstants.STYLE_ROUNDED,!1)&&B.push(kb(A));return B}},rb=function(c,l,v){c=null!=c?c:.5;return function(n){var t=[hb(n,["size"], +function(A){var B=null!=v?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,ea=Math.max(0,parseFloat(mxUtils.getValue(this.state.style,"size",B?v:l)));return new mxPoint(A.x+Math.min(.75*A.width*c,ea*(B?.75:.75*A.width)),A.y+A.height/4)},function(A,B){A=null!=v&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?B.x-A.x:Math.max(0,Math.min(c,(B.x-A.x)/A.width*.75));this.state.style.size=A},!1,!0)];mxUtils.getValue(n.style,mxConstants.STYLE_ROUNDED,!1)&&t.push(kb(n));return t}},vb= +function(){return function(c){var l=[];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l}},kb=function(c,l){return hb(c,[mxConstants.STYLE_ARCSIZE],function(v){var n=null!=l?l:v.height/8;if("1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)){var t=mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;return new mxPoint(v.x+v.width-Math.min(v.width/2,t),v.y+n)}t=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE, +100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(v.x+v.width-Math.min(Math.max(v.width/2,v.height/2),Math.min(v.width,v.height)*t),v.y+n)},function(v,n,t){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.max(0,Math.min(v.width,2*(v.x+v.width-n.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(v.width-n.x+v.x)/Math.min(v.width,v.height))))})},hb=function(c,l,v,n, +t,A,B){var ea=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);ea.execute=function(va){for(var na=0;na<l.length;na++)this.copyStyle(l[na]);B&&B(va)};ea.getPosition=v;ea.setPosition=n;ea.ignoreGrid=null!=t?t:!0;if(A){var I=ea.positionChanged;ea.positionChanged=function(){I.apply(this,arguments);c.view.invalidate(this.state.cell);c.view.validate()}}return ea},tb={link:function(c){return[ib(c,!0,10),ib(c,!1,10)]},flexArrow:function(c){var l=c.view.graph.gridSize/c.view.scale,v=[]; +mxUtils.getValue(c.style,mxConstants.STYLE_STARTARROW,mxConstants.NONE)!=mxConstants.NONE&&(v.push(gb(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(n,t,A,B,ea){n=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)+A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)-t*n/2)},function(n,t,A,B,ea,I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x, +B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*n)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))< +l/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),v.push(gb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(n,t,A,B,ea){n=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)+A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)-t*n/2)},function(n,t,A,B,ea, +I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*n)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(va.getEvent())|| +(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<l/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]),Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<l&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(v.push(gb(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(n,t,A,B,ea){n=(c.shape.getEdgeWidth()- +c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)-A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)+t*n/2)},function(n,t,A,B,ea,I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2* +n)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<l/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})),v.push(gb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(n,t,A,B,ea){n= +(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)-A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)+t*n/2)},function(n,t,A,B,ea,I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale; +c.style.endWidth=Math.max(0,Math.round(2*n)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE],c.style.startWidth=c.style.endWidth;mxEvent.isAltDown(va.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<l/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE]),Math.abs(parseFloat(c.style.endWidth)- +parseFloat(c.style.startWidth))<l&&(c.style.endWidth=c.style.startWidth))})));return v},swimlane:function(c){var l=[];if(mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED)){var v=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));l.push(kb(c,v/2))}l.push(hb(c,[mxConstants.STYLE_STARTSIZE],function(n){var t=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL, +1)?new mxPoint(n.getCenterX(),n.y+Math.max(0,Math.min(n.height,t))):new mxPoint(n.x+Math.max(0,Math.min(n.width,t)),n.getCenterY())},function(n,t){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style,mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(n.height,t.y-n.y))):Math.round(Math.max(0,Math.min(n.width,t.x-n.x)))},!1,null,function(n){var t=c.view.graph;if(!mxEvent.isShiftDown(n.getEvent())&&!mxEvent.isControlDown(n.getEvent())&&(t.isTableRow(c.cell)||t.isTableCell(c.cell))){n= +t.getSwimlaneDirection(c.style);var A=t.model.getParent(c.cell);A=t.model.getChildCells(A,!0);for(var B=[],ea=0;ea<A.length;ea++)A[ea]!=c.cell&&t.isSwimlane(A[ea])&&t.getSwimlaneDirection(t.getCurrentCellStyle(A[ea]))==n&&B.push(A[ea]);t.setCellStyles(mxConstants.STYLE_STARTSIZE,c.style[mxConstants.STYLE_STARTSIZE],B)}}));return l},label:vb(),ext:vb(),rectangle:vb(),triangle:vb(),rhombus:vb(),umlLifeline:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(l.height,parseFloat(mxUtils.getValue(this.state.style, +"size",W.prototype.size))));return new mxPoint(l.getCenterX(),l.y+v)},function(l,v){this.state.style.size=Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},umlFrame:function(c){return[hb(c,["width","height"],function(l){var v=Math.max(T.prototype.corner,Math.min(l.width,mxUtils.getValue(this.state.style,"width",T.prototype.width))),n=Math.max(1.5*T.prototype.corner,Math.min(l.height,mxUtils.getValue(this.state.style,"height",T.prototype.height)));return new mxPoint(l.x+v,l.y+n)},function(l, +v){this.state.style.width=Math.round(Math.max(T.prototype.corner,Math.min(l.width,v.x-l.x)));this.state.style.height=Math.round(Math.max(1.5*T.prototype.corner,Math.min(l.height,v.y-l.y)))},!1)]},process:function(c){var l=[hb(c,["size"],function(v){var n="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),t=parseFloat(mxUtils.getValue(this.state.style,"size",oa.prototype.size));return n?new mxPoint(v.x+t,v.y+v.height/4):new mxPoint(v.x+v.width*t,v.y+v.height/4)},function(v,n){v="0"!=mxUtils.getValue(this.state.style, +"fixedSize","0")?Math.max(0,Math.min(.5*v.width,n.x-v.x)):Math.max(0,Math.min(.5,(n.x-v.x)/v.width));this.state.style.size=v},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},cross:function(c){return[hb(c,["size"],function(l){var v=Math.min(l.width,l.height);v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"size",Ca.prototype.size)))*v/2;return new mxPoint(l.getCenterX()-v,l.getCenterY()-v)},function(l,v){var n=Math.min(l.width,l.height);this.state.style.size= +Math.max(0,Math.min(1,Math.min(Math.max(0,l.getCenterY()-v.y)/n*2,Math.max(0,l.getCenterX()-v.x)/n*2)))})]},note:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(l.width,Math.min(l.height,parseFloat(mxUtils.getValue(this.state.style,"size",Q.prototype.size)))));return new mxPoint(l.x+l.width-v,l.y+v)},function(l,v){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(l.width,l.x+l.width-v.x),Math.min(l.height,v.y-l.y))))})]},note2:function(c){return[hb(c,["size"],function(l){var v= +Math.max(0,Math.min(l.width,Math.min(l.height,parseFloat(mxUtils.getValue(this.state.style,"size",d.prototype.size)))));return new mxPoint(l.x+l.width-v,l.y+v)},function(l,v){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(l.width,l.x+l.width-v.x),Math.min(l.height,v.y-l.y))))})]},manualInput:function(c){var l=[hb(c,["size"],function(v){var n=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"size",Da.prototype.size)));return new mxPoint(v.x+v.width/4,v.y+3*n/4)},function(v, +n){this.state.style.size=Math.round(Math.max(0,Math.min(v.height,4*(n.y-v.y)/3)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},dataStorage:function(c){return[hb(c,["size"],function(l){var v="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),n=parseFloat(mxUtils.getValue(this.state.style,"size",v?M.prototype.fixedSize:M.prototype.size));return new mxPoint(l.x+l.width-n*(v?1:l.width),l.getCenterY())},function(l,v){l="0"!=mxUtils.getValue(this.state.style, +"fixedSize","0")?Math.max(0,Math.min(l.width,l.x+l.width-v.x)):Math.max(0,Math.min(1,(l.x+l.width-v.x)/l.width));this.state.style.size=l},!1)]},callout:function(c){var l=[hb(c,["size","position"],function(v){var n=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"size",ca.prototype.size))),t=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ca.prototype.position)));mxUtils.getValue(this.state.style,"base",ca.prototype.base);return new mxPoint(v.x+t*v.width,v.y+v.height- +n)},function(v,n){mxUtils.getValue(this.state.style,"base",ca.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(v.height,v.y+v.height-n.y)));this.state.style.position=Math.round(100*Math.max(0,Math.min(1,(n.x-v.x)/v.width)))/100},!1),hb(c,["position2"],function(v){var n=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",ca.prototype.position2)));return new mxPoint(v.x+n*v.width,v.y+v.height)},function(v,n){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1, +(n.x-v.x)/v.width)))/100},!1),hb(c,["base"],function(v){var n=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"size",ca.prototype.size))),t=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ca.prototype.position))),A=Math.max(0,Math.min(v.width,mxUtils.getValue(this.state.style,"base",ca.prototype.base)));return new mxPoint(v.x+Math.min(v.width,t*v.width+A),v.y+v.height-n)},function(v,n){var t=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ca.prototype.position))); +this.state.style.base=Math.round(Math.max(0,Math.min(v.width,n.x-v.x-t*v.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},internalStorage:function(c){var l=[hb(c,["dx","dy"],function(v){var n=Math.max(0,Math.min(v.width,mxUtils.getValue(this.state.style,"dx",Ra.prototype.dx))),t=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"dy",Ra.prototype.dy)));return new mxPoint(v.x+n,v.y+t)},function(v,n){this.state.style.dx=Math.round(Math.max(0, +Math.min(v.width,n.x-v.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(v.height,n.y-v.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},module:function(c){return[hb(c,["jettyWidth","jettyHeight"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"jettyWidth",ma.prototype.jettyWidth))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"jettyHeight",ma.prototype.jettyHeight)));return new mxPoint(l.x+v/2,l.y+ +2*n)},function(l,v){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(l.width,v.x-l.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(l.height,v.y-l.y))/2)})]},corner:function(c){return[hb(c,["dx","dy"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"dx",Qa.prototype.dx))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"dy",Qa.prototype.dy)));return new mxPoint(l.x+v,l.y+n)},function(l,v){this.state.style.dx=Math.round(Math.max(0, +Math.min(l.width,v.x-l.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},tee:function(c){return[hb(c,["dx","dy"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"dx",Za.prototype.dx))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"dy",Za.prototype.dy)));return new mxPoint(l.x+(l.width+v)/2,l.y+n)},function(l,v){this.state.style.dx=Math.round(Math.max(0,2*Math.min(l.width/2,v.x-l.x-l.width/2)));this.state.style.dy= +Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},singleArrow:nb(1),doubleArrow:nb(.5),"mxgraph.arrows2.wedgeArrow":qb(20,20),"mxgraph.arrows2.wedgeArrowDashed":qb(20,20),"mxgraph.arrows2.wedgeArrowDashed2":qb(20,20),folder:function(c){return[hb(c,["tabWidth","tabHeight"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"tabWidth",u.prototype.tabWidth))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"tabHeight",u.prototype.tabHeight)));mxUtils.getValue(this.state.style, +"tabPosition",u.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(v=l.width-v);return new mxPoint(l.x+v,l.y+n)},function(l,v){var n=Math.max(0,Math.min(l.width,v.x-l.x));mxUtils.getValue(this.state.style,"tabPosition",u.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(n=l.width-n);this.state.style.tabWidth=Math.round(n);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},document:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style, +"size",G.prototype.size))));return new mxPoint(l.x+3*l.width/4,l.y+(1-v)*l.height)},function(l,v){this.state.style.size=Math.max(0,Math.min(1,(l.y+l.height-v.y)/l.height))},!1)]},tape:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",C.prototype.size))));return new mxPoint(l.getCenterX(),l.y+v*l.height/2)},function(l,v){this.state.style.size=Math.max(0,Math.min(1,(v.y-l.y)/l.height*2))},!1)]},isoCube2:function(c){return[hb(c, +["isoAngle"],function(l){var v=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",f.isoAngle))))*Math.PI/200;return new mxPoint(l.x,l.y+Math.min(l.width*Math.tan(v),.5*l.height))},function(l,v){this.state.style.isoAngle=Math.max(0,50*(v.y-l.y)/l.height)},!0)]},cylinder2:mb(g.prototype.size),cylinder3:mb(x.prototype.size),offPageConnector:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",ha.prototype.size)))); +return new mxPoint(l.getCenterX(),l.y+(1-v)*l.height)},function(l,v){this.state.style.size=Math.max(0,Math.min(1,(l.y+l.height-v.y)/l.height))},!1)]},"mxgraph.basic.rect":function(c){var l=[Graph.createHandle(c,["size"],function(v){var n=Math.max(0,Math.min(v.width/2,v.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(v.x+n,v.y+n)},function(v,n){this.state.style.size=Math.round(100*Math.max(0,Math.min(v.height/2,v.width/2,n.x-v.x)))/100})];c=Graph.createHandle(c, +["indent"],function(v){var n=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(v.x+.75*v.width,v.y+n*v.height/200)},function(v,n){this.state.style.indent=Math.round(100*Math.max(0,Math.min(100,200*(n.y-v.y)/v.height)))/100});l.push(c);return l},step:wb(fa.prototype.size,!0,null,!0,fa.prototype.fixedSize),hexagon:wb(J.prototype.size,!0,.5,!0,J.prototype.fixedSize),curlyBracket:wb(Y.prototype.size,!1),display:wb(Ma.prototype.size,!1),cube:Bb(1, +m.prototype.size,!1),card:Bb(.5,L.prototype.size,!0),loopLimit:Bb(.5,X.prototype.size,!0),trapezoid:rb(.5,U.prototype.size,U.prototype.fixedSize),parallelogram:rb(1,V.prototype.size,V.prototype.fixedSize)};Graph.createHandle=hb;Graph.handleFactory=tb;var Cb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=Cb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var l=this.state.style.shape;null==mxCellRenderer.defaultShapes[l]&& +null==mxStencilRegistry.getStencil(l)?l=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(l=mxConstants.SHAPE_SWIMLANE);l=tb[l];null==l&&null!=this.state.shape&&this.state.shape.isRoundable()&&(l=tb[mxConstants.SHAPE_RECTANGLE]);null!=l&&(l=l(this.state),null!=l&&(c=null==c?l:c.concat(l)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&&null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR); +c=tb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var xb=new mxPoint(1,0),zb=new mxPoint(1,0),ob=mxUtils.toRadians(-30);xb=mxUtils.getRotatedPoint(xb,Math.cos(ob),Math.sin(ob));var yb=mxUtils.toRadians(-150);zb=mxUtils.getRotatedPoint(zb,Math.cos(yb),Math.sin(yb));mxEdgeStyle.IsometricConnector=function(c,l,v,n,t){var A=c.view;n=null!=n&&0<n.length?n[0]:null;var B=c.absolutePoints,ea=B[0];B=B[B.length-1];null!=n&&(n=A.transformControlPoint(c,n)); +null==ea&&null!=l&&(ea=new mxPoint(l.getCenterX(),l.getCenterY()));null==B&&null!=v&&(B=new mxPoint(v.getCenterX(),v.getCenterY()));var I=xb.x,va=xb.y,na=zb.x,Xa=zb.y,jb="horizontal"==mxUtils.getValue(c.style,"elbow","horizontal");if(null!=B&&null!=ea){c=function(Ea,Na,Ja){Ea-=bb.x;var Ha=Na-bb.y;Na=(Xa*Ea-na*Ha)/(I*Xa-va*na);Ea=(va*Ea-I*Ha)/(va*na-I*Xa);jb?(Ja&&(bb=new mxPoint(bb.x+I*Na,bb.y+va*Na),t.push(bb)),bb=new mxPoint(bb.x+na*Ea,bb.y+Xa*Ea)):(Ja&&(bb=new mxPoint(bb.x+na*Ea,bb.y+Xa*Ea),t.push(bb)), +bb=new mxPoint(bb.x+I*Na,bb.y+va*Na));t.push(bb)};var bb=ea;null==n&&(n=new mxPoint(ea.x+(B.x-ea.x)/2,ea.y+(B.y-ea.y)/2));c(n.x,n.y,!0);c(B.x,B.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector);var Ab=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,l){if(l==mxEdgeStyle.IsometricConnector){var v=new mxElbowEdgeHandler(c);v.snapToTerminals=!1;return v}return Ab.apply(this,arguments)};p.prototype.constraints=[];E.prototype.getConstraints= +function(c,l,v){c=[];var n=Math.tan(mxUtils.toRadians(30)),t=(.5-n)/2;n=Math.min(l,v/(.5+n));l=(l-n)/2;v=(v-n)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,v+.25*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+.5*n,v+n*t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+n,v+.25*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+n,v+.75*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+.5*n,v+(1-t)*n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,v+.75*n));return c};f.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;n=Math.min(l*Math.tan(n),.5*v);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,v-n));c.push(new mxConnectionConstraint(new mxPoint(.5, +1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,n));return c};ca.prototype.getConstraints=function(c,l,v){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var n=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style,"position",this.position));var t=l*Math.max(0, +Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v-n)));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v-n)));l>=2*n&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, 0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75, -1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];Ma.prototype.constraints=mxRectangleShape.prototype.constraints; -mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints=mxRectangleShape.prototype.constraints;ka.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;f.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(m-p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-.5*p,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x+p)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));m>=2*p&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};G.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x+p)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));m>=2*p&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};n.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,Math.min(x,parseFloat(mxUtils.getValue(this.style, -"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-.5*p,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x+p)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(m+p),x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,x-.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x-p)));return c};z.prototype.getConstraints=function(c,m,x){c=[];m=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,m));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,m));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-m));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1,null,0,-m));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,m+.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(1, -0),!1,null,0,m+.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,x-m-.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-m-.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*m));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*m));c.push(new mxConnectionConstraint(new mxPoint(.855,1),!1,null,0,.29*-m));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-m));return c};C.prototype.getConstraints= -function(c,m,x){c=[];var p=Math.max(0,Math.min(m,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth)))),v=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0)),c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,p,v)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),v))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-.5*p,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,v)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,.25*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.75*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.25*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.75*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Oa.prototype.constraints=mxRectangleShape.prototype.constraints;K.prototype.constraints=mxRectangleShape.prototype.constraints;na.prototype.constraints=mxEllipse.prototype.constraints;wa.prototype.constraints=mxEllipse.prototype.constraints; -ra.prototype.constraints=mxEllipse.prototype.constraints;za.prototype.constraints=mxEllipse.prototype.constraints;Ra.prototype.constraints=mxRectangleShape.prototype.constraints;Ba.prototype.constraints=mxRectangleShape.prototype.constraints;ya.prototype.getConstraints=function(c,m,x){c=[];var p=Math.min(m,x/2),v=Math.min(m-p,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*m);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,v,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(v+m-p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(v+m-p),x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));return c};ua.prototype.getConstraints=function(c,m,x){m=parseFloat(mxUtils.getValue(c, -"jettyWidth",ua.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c,"jettyHeight",ua.prototype.jettyHeight));var p=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,m),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1, -.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null,m),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(x-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(x-.5*c,3.5*c))];x>5*c&&p.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,m));x>8*c&&p.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1,null,m));x>15*c&&p.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,m));return p};U.prototype.constraints=mxRectangleShape.prototype.constraints;W.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, +1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];ua.prototype.constraints=mxRectangleShape.prototype.constraints; +mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints=mxRectangleShape.prototype.constraints;Z.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;Q.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(l-n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-.5*n,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v+n)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1));l>=2*n&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};L.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v+n)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));l>=2*n&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};m.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,Math.min(v,parseFloat(mxUtils.getValue(this.style, +"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-.5*n,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v+n)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(l+n),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,v-.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v-n)));return c};x.prototype.getConstraints=function(c,l,v){c=[];l=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-l));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1,null,0,-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l+.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(1, +0),!1,null,0,l+.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,v-l-.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-l-.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*l));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*l));c.push(new mxConnectionConstraint(new mxPoint(.855,1),!1,null,0,.29*-l));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-l));return c};u.prototype.getConstraints= +function(c,l,v){c=[];var n=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth)))),t=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,0)),c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,n,t)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),t))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-.5*n,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,t)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,.25*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.75*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.25*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,.75*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Ra.prototype.constraints=mxRectangleShape.prototype.constraints;M.prototype.constraints=mxRectangleShape.prototype.constraints;la.prototype.constraints=mxEllipse.prototype.constraints;xa.prototype.constraints=mxEllipse.prototype.constraints; +sa.prototype.constraints=mxEllipse.prototype.constraints;La.prototype.constraints=mxEllipse.prototype.constraints;Da.prototype.constraints=mxRectangleShape.prototype.constraints;Oa.prototype.constraints=mxRectangleShape.prototype.constraints;Ma.prototype.getConstraints=function(c,l,v){c=[];var n=Math.min(l,v/2),t=Math.min(l-n,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*l);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,t,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(t+l-n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(t+l-n),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));return c};ma.prototype.getConstraints=function(c,l,v){l=parseFloat(mxUtils.getValue(c, +"jettyWidth",ma.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c,"jettyHeight",ma.prototype.jettyHeight));var n=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,l),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1, +.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null,l),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(v-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(v-.5*c,3.5*c))];v>5*c&&n.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,l));v>8*c&&n.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1,null,l));v>15*c&&n.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,l));return n};X.prototype.constraints=mxRectangleShape.prototype.constraints;ha.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, .5),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1,.3),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.7),!0),new mxConnectionConstraint(new mxPoint(.15,.95),!1),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.85,.95),!1)];ja.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.1),!1),new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.75, -.1),!1),new mxConnectionConstraint(new mxPoint(0,1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];qa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, +.1),!1),new mxConnectionConstraint(new mxPoint(0,1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];pa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, .7),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];mxActor.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.25,.2),!1),new mxConnectionConstraint(new mxPoint(.1,.5),!1),new mxConnectionConstraint(new mxPoint(0, -.75),!0),new mxConnectionConstraint(new mxPoint(.75,.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];F.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25, -.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];Z.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1, -.65),!1),new mxConnectionConstraint(new mxPoint(.25,1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];sa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0, -.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];da.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5, +.75),!0),new mxConnectionConstraint(new mxPoint(.75,.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];z.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25, +.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];C.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1, +.65),!1),new mxConnectionConstraint(new mxPoint(.25,1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];fa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0, +.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ba.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5, 0),!1),new mxConnectionConstraint(new mxPoint(.5,1),!1)];mxDoubleEllipse.prototype.constraints=mxEllipse.prototype.constraints;mxRhombus.prototype.constraints=mxEllipse.prototype.constraints;mxTriangle.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(1, .5),!0)];mxHexagon.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.375,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.625,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.375, 1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.625,1),!0)];mxCloud.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.25),!1),new mxConnectionConstraint(new mxPoint(.4,.1),!1),new mxConnectionConstraint(new mxPoint(.16,.55),!1),new mxConnectionConstraint(new mxPoint(.07,.4),!1),new mxConnectionConstraint(new mxPoint(.31,.8),!1),new mxConnectionConstraint(new mxPoint(.13,.77),!1),new mxConnectionConstraint(new mxPoint(.8,.8),!1),new mxConnectionConstraint(new mxPoint(.55, -.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];ba.prototype.constraints=mxRectangleShape.prototype.constraints;Y.prototype.constraints=mxRectangleShape.prototype.constraints;ca.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, -0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;cb.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),v=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style, -"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.75*m+.25*p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(m+p),.5*(x+v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),x));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),.5*(x+v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*m-.25*p,v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*v));return c};Va.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),v=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,.5*v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,.5*(x+v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,x));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -1),!1));return c};Ja.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];$a.prototype.getConstraints= -function(c,m,x){c=[];var p=x*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),v=m*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));p=(x-p)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-v),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,0));c.push(new mxConnectionConstraint(new mxPoint(1, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-v),x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));return c};y.prototype.getConstraints=function(c,m,x){c=[];var p=x*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",$a.prototype.arrowWidth)))),v=m*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",$a.prototype.arrowSize))));p=(x-p)/2;c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*m,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*m,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));return c};Ca.prototype.getConstraints= -function(c,m,x){c=[];var p=Math.min(x,m),v=Math.max(0,Math.min(p,p*parseFloat(mxUtils.getValue(this.style,"size",this.size))));p=(x-v)/2;var A=p+v,B=(m-v)/2;v=B+v;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,v,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,x-.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,x));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x-.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+v),p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+v),A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,p));return c};V.prototype.constraints=null;N.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7, -.9),!1)];T.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];fa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];pa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, +.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];V.prototype.constraints=mxRectangleShape.prototype.constraints;U.prototype.constraints=mxRectangleShape.prototype.constraints;G.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, +0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;Za.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),t=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style, +"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.75*l+.25*n,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(l+n),.5*(v+t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),v));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),.5*(v+t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*l-.25*n,t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*t));return c};Qa.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),t=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,.5*t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,.5*(v+t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,v));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +1),!1));return c};Ta.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];Pa.prototype.getConstraints= +function(c,l,v){c=[];var n=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),t=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));n=(v-n)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-t),n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,0));c.push(new mxConnectionConstraint(new mxPoint(1, +.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-t),v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));return c};y.prototype.getConstraints=function(c,l,v){c=[];var n=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",Pa.prototype.arrowWidth)))),t=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",Pa.prototype.arrowSize))));n=(v-n)/2;c.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));return c};Ca.prototype.getConstraints= +function(c,l,v){c=[];var n=Math.min(v,l),t=Math.max(0,Math.min(n,n*parseFloat(mxUtils.getValue(this.style,"size",this.size))));n=(v-t)/2;var A=n+t,B=(l-t)/2;t=B+t;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,t,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,v-.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,v));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v-.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+t),n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+t),A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,n));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,n));return c};W.prototype.constraints=null;N.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7, +.9),!1)];S.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];ra.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ta.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, .5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)]})();function Actions(b){this.editorUi=b;this.actions={};this.init()} -Actions.prototype.init=function(){function b(g){t.escape();g=t.deleteCells(t.getDeletableCells(t.getSelectionCells()),g);null!=g&&t.setSelectionCells(g)}function e(){if(!t.isSelectionEmpty()){t.getModel().beginUpdate();try{for(var g=t.getSelectionCells(),l=0;l<g.length;l++)t.cellLabelChanged(g[l],"")}finally{t.getModel().endUpdate()}}}function k(g,l,q,z,F){F.getModel().beginUpdate();try{var C=F.getCellGeometry(g);null!=C&&q&&z&&(q/=z,C=C.clone(),1<q?C.height=C.width/q:C.width=C.height*q,F.getModel().setGeometry(g, -C));F.setCellStyles(mxConstants.STYLE_CLIP_PATH,l,[g]);F.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[g])}finally{F.getModel().endUpdate()}}var n=this.editorUi,D=n.editor,t=D.graph,E=function(){return Action.prototype.isEnabled.apply(this,arguments)&&t.isEnabled()};this.addAction("new...",function(){t.openLink(n.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";n.openFile()});this.addAction("smartFit",function(){t.popupMenuHandler.hideMenu();var g=t.view.scale, -l=t.view.translate.x,q=t.view.translate.y;n.actions.get("resetView").funct();1E-5>Math.abs(g-t.view.scale)&&l==t.view.translate.x&&q==t.view.translate.y&&n.actions.get(t.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){t.isEnabled()&&(t.isSelectionEmpty()?n.actions.get("smartFit").funct():t.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){n.hideDialog()})); -window.openFile.setConsumer(mxUtils.bind(this,function(g,l){try{var q=mxUtils.parseXml(g);D.graph.setSelectionCells(D.graph.importGraphModel(q.documentElement))}catch(z){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+z.message)}}));n.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=E;this.addAction("save",function(){n.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=E;this.addAction("saveAs...",function(){n.saveFile(!0)},null, -null,Editor.ctrlKey+"+Shift+S").isEnabled=E;this.addAction("export...",function(){n.showDialog((new ExportDialog(n)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var g=new EditDiagramDialog(n);n.showDialog(g.container,620,420,!0,!1);g.init()});this.addAction("pageSetup...",function(){n.showDialog((new PageSetupDialog(n)).container,320,240,!0,!0)}).isEnabled=E;this.addAction("print...",function(){n.showDialog((new PrintDialog(n)).container,300,180,!0,!0)},null,"sprite-print", -Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(t,null,10,10)});this.addAction("undo",function(){n.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){n.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var g=null;try{g=n.copyXml(),null!=g&&t.removeCells(g,!1)}catch(l){}null==g&&mxClipboard.cut(t)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{n.copyXml()}catch(g){}try{mxClipboard.copy(t)}catch(g){n.handleError(g)}}, -null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())){var g=!1;try{Editor.enableNativeCipboard&&(n.readGraphModelFromClipboard(function(l){if(null!=l){t.getModel().beginUpdate();try{n.pasteXml(l,!0)}finally{t.getModel().endUpdate()}}else mxClipboard.paste(t)}),g=!0)}catch(l){}g||mxClipboard.paste(t)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(g){function l(z){if(null!=z){for(var F=!0,C=0;C< -z.length&&F;C++)F=F&&t.model.isEdge(z[C]);var I=t.view.translate;C=t.view.scale;var G=I.x,Z=I.y;I=null;if(1==z.length&&F){var ca=t.getCellGeometry(z[0]);null!=ca&&(I=ca.getTerminalPoint(!0))}I=null!=I?I:t.getBoundingBoxFromGeometry(z,F);null!=I&&(F=Math.round(t.snap(t.popupMenuHandler.triggerX/C-G)),C=Math.round(t.snap(t.popupMenuHandler.triggerY/C-Z)),t.cellsMoved(z,F-I.x,C-I.y))}}function q(){t.getModel().beginUpdate();try{l(mxClipboard.paste(t))}finally{t.getModel().endUpdate()}}if(t.isEnabled()&& -!t.isCellLocked(t.getDefaultParent())){g=!1;try{Editor.enableNativeCipboard&&(n.readGraphModelFromClipboard(function(z){if(null!=z){t.getModel().beginUpdate();try{l(n.pasteXml(z,!0))}finally{t.getModel().endUpdate()}}else q()}),g=!0)}catch(z){}g||q()}});this.addAction("copySize",function(){var g=t.getSelectionCell();t.isEnabled()&&null!=g&&t.getModel().isVertex(g)&&(g=t.getCellGeometry(g),null!=g&&(n.copiedSize=new mxRectangle(g.x,g.y,g.width,g.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", -function(){if(t.isEnabled()&&!t.isSelectionEmpty()&&null!=n.copiedSize){t.getModel().beginUpdate();try{for(var g=t.getResizableCells(t.getSelectionCells()),l=0;l<g.length;l++)if(t.getModel().isVertex(g[l])){var q=t.getCellGeometry(g[l]);null!=q&&(q=q.clone(),q.width=n.copiedSize.width,q.height=n.copiedSize.height,t.getModel().setGeometry(g[l],q))}}finally{t.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var g=t.getSelectionCell()||t.getModel().getRoot();t.isEnabled()&& -null!=g&&(g=g.cloneValue(),null==g||isNaN(g.nodeType)||(n.copiedValue=g))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(g,l){function q(C,I){var G=z.getValue(C);I=C.cloneValue(I);I.removeAttribute("placeholders");null==G||isNaN(G.nodeType)||I.setAttribute("placeholders",G.getAttribute("placeholders"));null!=g&&mxEvent.isShiftDown(g)||I.setAttribute("label",t.convertValueToString(C));z.setValue(C,I)}g=null!=l?l:g;var z=t.getModel();if(t.isEnabled()&&!t.isSelectionEmpty()&&null!=n.copiedValue){z.beginUpdate(); -try{var F=t.getEditableCells(t.getSelectionCells());if(0==F.length)q(z.getRoot(),n.copiedValue);else for(l=0;l<F.length;l++)q(F[l],n.copiedValue)}finally{z.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(g,l){g=null!=l?l:g;null!=g&&mxEvent.isShiftDown(g)?e():b(null!=g&&(mxEvent.isControlDown(g)||mxEvent.isMetaDown(g)||mxEvent.isAltDown(g)))},null,null,"Delete");this.addAction("deleteAll",function(){b(!0)});this.addAction("deleteLabels",function(){e()},null,null,Editor.ctrlKey+ -"+Delete");this.addAction("duplicate",function(){try{t.setSelectionCells(t.duplicateCells()),t.scrollCellToVisible(t.getSelectionCell())}catch(g){n.handleError(g)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var g=n.getSelectionState();if(null!=g.mergeCell){t.getModel().beginUpdate();try{t.setCellStyles("rowspan",g.rowspan,[g.mergeCell]),t.setCellStyles("colspan",g.colspan,[g.mergeCell])}finally{t.getModel().endUpdate()}}}));this.put("unmergeCells", -new Action(mxResources.get("unmerge"),function(){var g=n.getSelectionState();if(0<g.cells.length){t.getModel().beginUpdate();try{t.setCellStyles("rowspan",null,g.cells),t.setCellStyles("colspan",null,g.cells)}finally{t.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(g,l){g=null!=l?l:g;t.turnShapes(t.getResizableCells(t.getSelectionCells()),null!=g?mxEvent.isShiftDown(g):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); -this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(g){g=t.getSelectionCell();t.isEnabled()&&null!=g&&t.addSelectionCells(t.getEdges(g))}));this.addAction("selectVertices",function(){t.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){t.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){t.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){t.clearSelection()}, -null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!t.isSelectionEmpty()){t.getModel().beginUpdate();try{var g=t.getSelectionCells(),l=t.getCurrentCellStyle(t.getSelectionCell()),q=1==mxUtils.getValue(l,mxConstants.STYLE_EDITABLE,1)?0:1;t.setCellStyles(mxConstants.STYLE_MOVABLE,q,g);t.setCellStyles(mxConstants.STYLE_RESIZABLE,q,g);t.setCellStyles(mxConstants.STYLE_ROTATABLE,q,g);t.setCellStyles(mxConstants.STYLE_DELETABLE,q,g);t.setCellStyles(mxConstants.STYLE_EDITABLE, -q,g);t.setCellStyles("connectable",q,g)}finally{t.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){t.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){t.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){t.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){t.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){t.foldCells(!1)}, -null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){t.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){t.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(g){t.orderCells(!1,null,!0)});this.addAction("sendBackward",function(g){t.orderCells(!0,null,!0)});this.addAction("group",function(){if(t.isEnabled()){var g=mxUtils.sortCells(t.getSelectionCells(),!0);1!=g.length||t.isTable(g[0])||t.isTableRow(g[0])? -(g=t.getCellsForGroup(g),1<g.length&&t.setSelectionCell(t.groupCells(null,0,g))):t.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(t.isEnabled()){var g=t.getEditableCells(t.getSelectionCells());t.model.beginUpdate();try{var l=t.ungroupCells();if(null!=g)for(var q=0;q<g.length;q++)t.model.contains(g[q])&&(0==t.model.getChildCount(g[q])&&t.model.isVertex(g[q])&&t.setCellStyles("container","0",[g[q]]),l.push(g[q]))}finally{t.model.endUpdate()}0< -l.length&&t.setSelectionCells(l)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(t.isEnabled()){var g=t.getSelectionCells();if(null!=g){for(var l=[],q=0;q<g.length;q++)t.isTableRow(g[q])||t.isTableCell(g[q])||l.push(g[q]);t.removeCellsFromParent(l)}}});this.addAction("edit",function(){t.isEnabled()&&t.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var g=t.getSelectionCell()||t.getModel().getRoot();n.showDataDialog(g)},null, -null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&null!=g&&t.isCellEditable(g)){var l="";if(mxUtils.isNode(g.value)){var q=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&g.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(q=g.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==q&&(q=g.value.getAttribute("tooltip"));null!=q&&(l=q)}l=new TextareaDialog(n,mxResources.get("editTooltip")+":",l,function(z){t.setTooltipForCell(g, -z)});n.showDialog(l.container,320,200,!0,!0);l.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var g=t.getLinkForCell(t.getSelectionCell());null!=g&&t.openLink(g)});this.addAction("editLink...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&null!=g&&t.isCellEditable(g)){var l=t.getLinkForCell(g)||"";n.showLinkDialog(l,mxResources.get("apply"),function(q,z,F){q=mxUtils.trim(q);t.setLinkForCell(g,0<q.length?q:null);t.setAttributeForCell(g,"linkTarget",F)},!0,t.getLinkTargetForCell(g))}}, -null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&&(t.clearSelection(),n.actions.get("image").funct())})).isEnabled=E;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&&n.showLinkDialog("",mxResources.get("insert"),function(g,l,q){g=mxUtils.trim(g);if(0<g.length){var z=null,F=t.getLinkTitle(g);null!=l&&0<l.length&&(z=l[0].iconUrl, -F=l[0].name||l[0].type,F=F.charAt(0).toUpperCase()+F.substring(1),30<F.length&&(F=F.substring(0,30)+"..."));l=new mxCell(F,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=z?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+z:"spacing=10;"));l.vertex=!0;z=t.getCenterInsertPoint(t.getBoundingBoxFromGeometry([l],!0));l.geometry.x=z.x;l.geometry.y=z.y;t.setAttributeForCell(l,"linkTarget",q);t.setLinkForCell(l,g);t.cellSizeUpdated(l, -!0);t.getModel().beginUpdate();try{l=t.addCell(l),t.fireEvent(new mxEventObject("cellsInserted","cells",[l]))}finally{t.getModel().endUpdate()}t.setSelectionCell(l);t.scrollCellToVisible(t.getSelectionCell())}},!0)})).isEnabled=E;this.addAction("link...",mxUtils.bind(this,function(){if(t.isEnabled())if(t.cellEditor.isContentEditing()){var g=t.getSelectedElement(),l=t.getParentByName(g,"A",t.cellEditor.textarea),q="";if(null==l&&null!=g&&null!=g.getElementsByTagName)for(var z=g.getElementsByTagName("a"), -F=0;F<z.length&&null==l;F++)z[F].textContent==g.textContent&&(l=z[F]);null!=l&&"A"==l.nodeName&&(q=l.getAttribute("href")||"",t.selectNode(l));var C=t.cellEditor.saveSelection();n.showLinkDialog(q,mxResources.get("apply"),mxUtils.bind(this,function(I){t.cellEditor.restoreSelection(C);null!=I&&t.insertLink(I)}))}else t.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=E;this.addAction("autosize",function(){var g=t.getSelectionCells();if(null!=g){t.getModel().beginUpdate(); -try{for(var l=0;l<g.length;l++){var q=g[l];0<t.getModel().getChildCount(q)?t.updateGroupBounds([q],0,!0):t.updateCellSize(q)}}finally{t.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){t.snapCellsToGrid(t.getSelectionCells(),t.gridSize)});this.addAction("formattedText",function(){t.stopEditing();var g=t.getCommonStyle(t.getSelectionCells());g="1"==mxUtils.getValue(g,"html","0")?null:"1";t.getModel().beginUpdate();try{for(var l=t.getEditableCells(t.getSelectionCells()), -q=0;q<l.length;q++)if(state=t.getView().getState(l[q]),null!=state){var z=mxUtils.getValue(state.style,"html","0");if("1"==z&&null==g){var F=t.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(F=F.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var C=document.createElement("div");C.innerHTML=t.sanitizeHtml(F);F=mxUtils.extractTextWithWhitespace(C.childNodes);t.cellLabelChanged(state.cell,F);t.setCellStyles("html",g,[l[q]])}else"0"==z&&"1"==g&&(F=mxUtils.htmlEntities(t.convertValueToString(state.cell), -!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(F=F.replace(/\n/g,"<br/>")),t.cellLabelChanged(state.cell,t.sanitizeHtml(F)),t.setCellStyles("html",g,[l[q]]))}n.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=g?g:"0"],"cells",l))}finally{t.getModel().endUpdate()}});this.addAction("wordWrap",function(){var g=t.getView().getState(t.getSelectionCell()),l="wrap";t.stopEditing();null!=g&&"wrap"==g.style[mxConstants.STYLE_WHITE_SPACE]&&(l=null);t.setCellStyles(mxConstants.STYLE_WHITE_SPACE, -l)});this.addAction("rotation",function(){var g="0",l=t.getView().getState(t.getSelectionCell());null!=l&&(g=l.style[mxConstants.STYLE_ROTATION]||g);g=new FilenameDialog(n,g,mxResources.get("apply"),function(q){null!=q&&0<q.length&&t.setCellStyles(mxConstants.STYLE_ROTATION,q)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");n.showDialog(g.container,375,80,!0,!0);g.init()});this.addAction("resetView",function(){t.zoomTo(1);n.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", -function(g){t.isFastZoomEnabled()?t.lazyZoom(!0,!0,n.buttonZoomDelay):t.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(g){t.isFastZoomEnabled()?t.lazyZoom(!1,!0,n.buttonZoomDelay):t.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var g=t.isSelectionEmpty()?t.getGraphBounds():t.getBoundingBox(t.getSelectionCells()),l=t.view.translate,q=t.view.scale;g.x=g.x/q-l.x;g.y=g.y/q-l.y;g.width/=q; -g.height/=q;null!=t.backgroundImage&&(g=mxRectangle.fromRectangle(g),g.add(new mxRectangle(0,0,t.backgroundImage.width,t.backgroundImage.height)));0==g.width||0==g.height?(t.zoomTo(1),n.resetScrollbars()):(l=Editor.fitWindowBorders,null!=l&&(g.x-=l.x,g.y-=l.y,g.width+=l.width+l.x,g.height+=l.height+l.y),t.fitWindow(g))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){t.pageVisible||this.get("pageView").funct();var g=t.pageFormat,l=t.pageScale;t.zoomTo(Math.floor(20* -Math.min((t.container.clientWidth-10)/g.width/l,(t.container.clientHeight-10)/g.height/l))/20);mxUtils.hasScrollbars(t.container)&&(g=t.getPagePadding(),t.container.scrollTop=g.y*t.view.scale-1,t.container.scrollLeft=Math.min(g.x*t.view.scale,(t.container.scrollWidth-t.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){t.pageVisible||this.get("pageView").funct();var g=t.pageFormat,l=t.pageScale;t.zoomTo(Math.floor(20*Math.min((t.container.clientWidth- -10)/(2*g.width)/l,(t.container.clientHeight-10)/g.height/l))/20);mxUtils.hasScrollbars(t.container)&&(g=t.getPagePadding(),t.container.scrollTop=Math.min(g.y,(t.container.scrollHeight-t.container.clientHeight)/2),t.container.scrollLeft=Math.min(g.x,(t.container.scrollWidth-t.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){t.pageVisible||this.get("pageView").funct();t.zoomTo(Math.floor(20*(t.container.clientWidth-10)/t.pageFormat.width/ -t.pageScale)/20);if(mxUtils.hasScrollbars(t.container)){var g=t.getPagePadding();t.container.scrollLeft=Math.min(g.x*t.view.scale,(t.container.scrollWidth-t.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var g=new FilenameDialog(this.editorUi,parseInt(100*t.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(l){l=parseInt(l);!isNaN(l)&&0<l&&t.zoomTo(l/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(g.container, -300,80,!0,!0);g.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var g=new FilenameDialog(this.editorUi,parseInt(100*t.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(l){l=parseInt(l);!isNaN(l)&&0<l&&(l=new ChangePageSetup(n,null,null,null,l/100),l.ignoreColor=!0,l.ignoreImage=!0,t.model.execute(l))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(g.container,300,80,!0,!0);g.init()}));var d=null;d=this.addAction("grid", -function(){t.setGridEnabled(!t.isGridEnabled());t.defaultGridEnabled=t.isGridEnabled();n.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");d.setToggleAction(!0);d.setSelectedCallback(function(){return t.isGridEnabled()});d.setEnabled(!1);d=this.addAction("guides",function(){t.graphHandler.guidesEnabled=!t.graphHandler.guidesEnabled;n.fireEvent(new mxEventObject("guidesEnabledChanged"))});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.graphHandler.guidesEnabled}); -d.setEnabled(!1);d=this.addAction("tooltips",function(){t.tooltipHandler.setEnabled(!t.tooltipHandler.isEnabled());n.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.tooltipHandler.isEnabled()});d=this.addAction("collapseExpand",function(){var g=new ChangePageSetup(n);g.ignoreColor=!0;g.ignoreImage=!0;g.foldingEnabled=!t.foldingEnabled;t.model.execute(g)});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.foldingEnabled}); -d.isEnabled=E;d=this.addAction("scrollbars",function(){n.setScrollbars(!n.hasScrollbars())});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.scrollbars});d=this.addAction("pageView",mxUtils.bind(this,function(){n.setPageVisible(!t.pageVisible)}));d.setToggleAction(!0);d.setSelectedCallback(function(){return t.pageVisible});d=this.addAction("connectionArrows",function(){t.connectionArrowsEnabled=!t.connectionArrowsEnabled;n.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, -null,"Alt+Shift+A");d.setToggleAction(!0);d.setSelectedCallback(function(){return t.connectionArrowsEnabled});d=this.addAction("connectionPoints",function(){t.setConnectable(!t.connectionHandler.isEnabled());n.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");d.setToggleAction(!0);d.setSelectedCallback(function(){return t.connectionHandler.isEnabled()});d=this.addAction("copyConnect",function(){t.connectionHandler.setCreateTarget(!t.connectionHandler.isCreateTarget()); -n.fireEvent(new mxEventObject("copyConnectChanged"))});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.connectionHandler.isCreateTarget()});d.isEnabled=E;d=this.addAction("autosave",function(){n.editor.setAutosave(!n.editor.autosave)});d.setToggleAction(!0);d.setSelectedCallback(function(){return n.editor.autosave});d.isEnabled=E;d.visible=!1;this.addAction("help",function(){var g="";mxResources.isLanguageSupported(mxClient.language)&&(g="_"+mxClient.language);t.openLink(RESOURCES_PATH+ -"/help"+g+".html")});var f=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){f||(n.showDialog((new AboutDialog(n)).container,320,280,!0,!0,function(){f=!1}),f=!0)}));d=mxUtils.bind(this,function(g,l,q,z){return this.addAction(g,function(){if(null!=q&&t.cellEditor.isContentEditing())q();else{t.stopEditing(!1);t.getModel().beginUpdate();try{var F=t.getEditableCells(t.getSelectionCells());t.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,l,F);(l&mxConstants.FONT_BOLD)== -mxConstants.FONT_BOLD?t.updateLabelElements(F,function(I){I.style.fontWeight=null;"B"==I.nodeName&&t.replaceElement(I)}):(l&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?t.updateLabelElements(F,function(I){I.style.fontStyle=null;"I"==I.nodeName&&t.replaceElement(I)}):(l&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&t.updateLabelElements(F,function(I){I.style.textDecoration=null;"U"==I.nodeName&&t.replaceElement(I)});for(var C=0;C<F.length;C++)0==t.model.getChildCount(F[C])&&t.autoSizeCell(F[C], -!1)}finally{t.getModel().endUpdate()}}},null,null,z)});d("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");d("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");d("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){n.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", -function(){n.menus.pickColor(mxConstants.STYLE_STROKECOLOR)});this.addAction("fillColor...",function(){n.menus.pickColor(mxConstants.STYLE_FILLCOLOR)});this.addAction("gradientColor...",function(){n.menus.pickColor(mxConstants.STYLE_GRADIENTCOLOR)});this.addAction("backgroundColor...",function(){n.menus.pickColor(mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"backcolor")});this.addAction("borderColor...",function(){n.menus.pickColor(mxConstants.STYLE_LABEL_BORDERCOLOR)});this.addAction("vertical",function(){n.menus.toggleStyle(mxConstants.STYLE_HORIZONTAL, -!0)});this.addAction("shadow",function(){n.menus.toggleStyle(mxConstants.STYLE_SHADOW)});this.addAction("solid",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_DASHED,null),t.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",[null,null],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("dashed",function(){t.getModel().beginUpdate(); -try{t.setCellStyles(mxConstants.STYLE_DASHED,"1"),t.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1",null],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("dotted",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_DASHED,"1"),t.setCellStyles(mxConstants.STYLE_DASH_PATTERN,"1 4"),n.fireEvent(new mxEventObject("styleChanged", -"keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1","1 4"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("sharp",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),t.setCellStyles(mxConstants.STYLE_CURVED,"0"),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","0"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}}); -this.addAction("rounded",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),t.setCellStyles(mxConstants.STYLE_CURVED,"0"),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!t.isSelectionEmpty()&&t.isEnabled()){t.getModel().beginUpdate();try{var g=t.getSelectionCells(),l=t.getCurrentCellStyle(g[0]), -q="1"==mxUtils.getValue(l,mxConstants.STYLE_ROUNDED,"0")?"0":"1";t.setCellStyles(mxConstants.STYLE_ROUNDED,q);t.setCellStyles(mxConstants.STYLE_CURVED,null);n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",[q,"0"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}}});this.addAction("curved",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),t.setCellStyles(mxConstants.STYLE_CURVED, -"1"),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("collapsible",function(){var g=t.view.getState(t.getSelectionCell()),l="1";null!=g&&null!=t.getFoldingImage(g)&&(l="0");t.setCellStyles("collapsible",l);n.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[l],"cells",t.getSelectionCells()))});this.addAction("editStyle...", -mxUtils.bind(this,function(){var g=t.getEditableCells(t.getSelectionCells());if(null!=g&&0<g.length){var l=t.getModel();l=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",l.getStyle(g[0])||"",function(q){null!=q&&t.setCellStyle(mxUtils.trim(q),g)},null,null,400,220);this.editorUi.showDialog(l.container,420,300,!0,!0);l.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){t.isEnabled()&&!t.isSelectionEmpty()&&n.setDefaultStyle(t.getSelectionCell())}, -null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){t.isEnabled()&&n.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var g=t.getSelectionCell();if(null!=g&&t.getModel().isEdge(g)){var l=D.graph.selectionCellsHandler.getHandler(g);if(l instanceof mxEdgeHandler){var q=t.view.translate,z=t.view.scale,F=q.x;q=q.y;g=t.getModel().getParent(g);for(var C=t.getCellGeometry(g);t.getModel().isVertex(g)&&null!=C;)F+=C.x,q+=C.y,g= -t.getModel().getParent(g),C=t.getCellGeometry(g);F=Math.round(t.snap(t.popupMenuHandler.triggerX/z-F));z=Math.round(t.snap(t.popupMenuHandler.triggerY/z-q));l.addPointAt(l.state,F,z)}}});this.addAction("removeWaypoint",function(){var g=n.actions.get("removeWaypoint");null!=g.handler&&g.handler.removePoint(g.handler.state,g.index)});this.addAction("clearWaypoints",function(g,l){g=null!=l?l:g;var q=t.getSelectionCells();if(null!=q){q=t.getEditableCells(t.addAllEdges(q));t.getModel().beginUpdate();try{for(var z= -0;z<q.length;z++){var F=q[z];if(t.getModel().isEdge(F)){var C=t.getCellGeometry(F);null!=l&&mxEvent.isShiftDown(g)?(t.setCellStyles(mxConstants.STYLE_EXIT_X,null,[F]),t.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[F]),t.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[F]),t.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[F])):null!=C&&(C=C.clone(),C.points=null,C.x=0,C.y=0,C.offset=null,t.getModel().setGeometry(F,C))}}}finally{t.getModel().endUpdate()}}},null,null,"Alt+Shift+C");d=this.addAction("subscript", -mxUtils.bind(this,function(){t.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");d=this.addAction("superscript",mxUtils.bind(this,function(){t.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())){var g=mxResources.get("image")+" ("+mxResources.get("url")+"):",l=t.getView().getState(t.getSelectionCell()), -q="",z=null;null!=l&&(q=l.style[mxConstants.STYLE_IMAGE]||q,z=l.style[mxConstants.STYLE_CLIP_PATH]||z);var F=t.cellEditor.saveSelection();n.showImageDialog(g,q,function(C,I,G,Z,ca,ba){if(t.cellEditor.isContentEditing())t.cellEditor.restoreSelection(F),t.insertImage(C,I,G);else{var Y=t.getSelectionCells();if(null!=C&&(0<C.length||0<Y.length)){var O=null;t.getModel().beginUpdate();try{if(0==Y.length){Y=[t.insertVertex(t.getDefaultParent(),null,"",0,0,I,G,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; -var la=t.getCenterInsertPoint(t.getBoundingBoxFromGeometry(Y,!0));Y[0].geometry.x=la.x;Y[0].geometry.y=la.y;null!=Z&&k(Y[0],Z,ca,ba,t);O=Y;t.fireEvent(new mxEventObject("cellsInserted","cells",O))}t.setCellStyles(mxConstants.STYLE_IMAGE,0<C.length?C:null,Y);var aa=t.getCurrentCellStyle(Y[0]);"image"!=aa[mxConstants.STYLE_SHAPE]&&"label"!=aa[mxConstants.STYLE_SHAPE]?t.setCellStyles(mxConstants.STYLE_SHAPE,"image",Y):0==C.length&&t.setCellStyles(mxConstants.STYLE_SHAPE,null,Y);if(1==t.getSelectionCount()&& -null!=I&&null!=G){var ia=Y[0],X=t.getModel().getGeometry(ia);null!=X&&(X=X.clone(),X.width=I,X.height=G,t.getModel().setGeometry(ia,X));null!=Z?k(ia,Z,ca,ba,t):t.setCellStyles(mxConstants.STYLE_CLIP_PATH,null,Y)}}finally{t.getModel().endUpdate()}null!=O&&(t.setSelectionCells(O),t.scrollCellToVisible(O[0]))}}},t.cellEditor.isContentEditing(),!t.cellEditor.isContentEditing(),!0,z)}}).isEnabled=E;this.addAction("crop...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&& -null!=g){var l=t.getCurrentCellStyle(g),q=l[mxConstants.STYLE_IMAGE],z=l[mxConstants.STYLE_SHAPE];q&&"image"==z&&(l=new CropImageDialog(n,q,l[mxConstants.STYLE_CLIP_PATH],function(F,C,I){k(g,F,C,I,t)}),n.showDialog(l.container,300,390,!0,!0))}}).isEnabled=E;d=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(n,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show",mxUtils.bind(this,function(){n.fireEvent(new mxEventObject("layers"))})), -this.layersWindow.window.addListener("hide",function(){n.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),n.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");d.setToggleAction(!0);d.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()}));d=this.addAction("formatPanel",mxUtils.bind(this, -function(){n.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");d.setToggleAction(!0);d.setSelectedCallback(mxUtils.bind(this,function(){return 0<n.formatWidth}));d=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(n,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){n.fireEvent(new mxEventObject("outline"))})),this.outlineWindow.window.addListener("hide",function(){n.fireEvent(new mxEventObject("outline"))}), -this.outlineWindow.window.setVisible(!0),n.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");d.setToggleAction(!0);d.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&&null!=g){var l=new ConnectionPointsDialog(n, -g);n.showDialog(l.container,350,450,!0,!1,function(){l.destroy()});l.init()}}).isEnabled=E};Actions.prototype.addAction=function(b,e,k,n,D){if("..."==b.substring(b.length-3)){b=b.substring(0,b.length-3);var t=mxResources.get(b)+"..."}else t=mxResources.get(b);return this.put(b,new Action(t,e,k,n,D))};Actions.prototype.put=function(b,e){return this.actions[b]=e};Actions.prototype.get=function(b){return this.actions[b]}; -function Action(b,e,k,n,D){mxEventSource.call(this);this.label=b;this.funct=this.createFunction(e);this.enabled=null!=k?k:!0;this.iconCls=n;this.shortcut=D;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(b){return b};Action.prototype.setEnabled=function(b){this.enabled!=b&&(this.enabled=b,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; +Actions.prototype.init=function(){function b(d){p.escape();d=p.deleteCells(p.getDeletableCells(p.getSelectionCells()),d);null!=d&&p.setSelectionCells(d)}function e(){if(!p.isSelectionEmpty()){p.getModel().beginUpdate();try{for(var d=p.getSelectionCells(),f=0;f<d.length;f++)p.cellLabelChanged(d[f],"")}finally{p.getModel().endUpdate()}}}function k(d,f,g,x,z){z.getModel().beginUpdate();try{var u=z.getCellGeometry(d);null!=u&&g&&x&&(g/=x,u=u.clone(),1<g?u.height=u.width/g:u.width=u.height*g,z.getModel().setGeometry(d, +u));z.setCellStyles(mxConstants.STYLE_CLIP_PATH,f,[d]);z.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[d])}finally{z.getModel().endUpdate()}}var m=this.editorUi,D=m.editor,p=D.graph,E=function(){return Action.prototype.isEnabled.apply(this,arguments)&&p.isEnabled()};this.addAction("new...",function(){p.openLink(m.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";m.openFile()});this.addAction("smartFit",function(){p.popupMenuHandler.hideMenu();var d=p.view.scale, +f=p.view.translate.x,g=p.view.translate.y;m.actions.get("resetView").funct();1E-5>Math.abs(d-p.view.scale)&&f==p.view.translate.x&&g==p.view.translate.y&&m.actions.get(p.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){p.isEnabled()&&(p.isSelectionEmpty()?m.actions.get("smartFit").funct():p.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){m.hideDialog()})); +window.openFile.setConsumer(mxUtils.bind(this,function(d,f){try{var g=mxUtils.parseXml(d);D.graph.setSelectionCells(D.graph.importGraphModel(g.documentElement))}catch(x){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+x.message)}}));m.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=E;this.addAction("save",function(){m.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=E;this.addAction("saveAs...",function(){m.saveFile(!0)},null, +null,Editor.ctrlKey+"+Shift+S").isEnabled=E;this.addAction("export...",function(){m.showDialog((new ExportDialog(m)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var d=new EditDiagramDialog(m);m.showDialog(d.container,620,420,!0,!1);d.init()});this.addAction("pageSetup...",function(){m.showDialog((new PageSetupDialog(m)).container,320,240,!0,!0)}).isEnabled=E;this.addAction("print...",function(){m.showDialog((new PrintDialog(m)).container,300,180,!0,!0)},null,"sprite-print", +Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(p,null,10,10)});this.addAction("undo",function(){m.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){m.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var d=null;try{d=m.copyXml(),null!=d&&p.removeCells(d,!1)}catch(f){}null==d&&mxClipboard.cut(p)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{m.copyXml()}catch(d){}try{mxClipboard.copy(p)}catch(d){m.handleError(d)}}, +null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())){var d=!1;try{Editor.enableNativeCipboard&&(m.readGraphModelFromClipboard(function(f){if(null!=f){p.getModel().beginUpdate();try{m.pasteXml(f,!0)}finally{p.getModel().endUpdate()}}else mxClipboard.paste(p)}),d=!0)}catch(f){}d||mxClipboard.paste(p)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(d){function f(x){if(null!=x){for(var z=!0,u=0;u< +x.length&&z;u++)z=z&&p.model.isEdge(x[u]);var H=p.view.translate;u=p.view.scale;var L=H.x,C=H.y;H=null;if(1==x.length&&z){var G=p.getCellGeometry(x[0]);null!=G&&(H=G.getTerminalPoint(!0))}H=null!=H?H:p.getBoundingBoxFromGeometry(x,z);null!=H&&(z=Math.round(p.snap(p.popupMenuHandler.triggerX/u-L)),u=Math.round(p.snap(p.popupMenuHandler.triggerY/u-C)),p.cellsMoved(x,z-H.x,u-H.y))}}function g(){p.getModel().beginUpdate();try{f(mxClipboard.paste(p))}finally{p.getModel().endUpdate()}}if(p.isEnabled()&& +!p.isCellLocked(p.getDefaultParent())){d=!1;try{Editor.enableNativeCipboard&&(m.readGraphModelFromClipboard(function(x){if(null!=x){p.getModel().beginUpdate();try{f(m.pasteXml(x,!0))}finally{p.getModel().endUpdate()}}else g()}),d=!0)}catch(x){}d||g()}});this.addAction("copySize",function(){var d=p.getSelectionCell();p.isEnabled()&&null!=d&&p.getModel().isVertex(d)&&(d=p.getCellGeometry(d),null!=d&&(m.copiedSize=new mxRectangle(d.x,d.y,d.width,d.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", +function(){if(p.isEnabled()&&!p.isSelectionEmpty()&&null!=m.copiedSize){p.getModel().beginUpdate();try{for(var d=p.getResizableCells(p.getSelectionCells()),f=0;f<d.length;f++)if(p.getModel().isVertex(d[f])){var g=p.getCellGeometry(d[f]);null!=g&&(g=g.clone(),g.width=m.copiedSize.width,g.height=m.copiedSize.height,p.getModel().setGeometry(d[f],g))}}finally{p.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var d=p.getSelectionCell()||p.getModel().getRoot();p.isEnabled()&& +null!=d&&(d=d.cloneValue(),null==d||isNaN(d.nodeType)||(m.copiedValue=d))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(d,f){function g(u,H){var L=x.getValue(u);H=u.cloneValue(H);H.removeAttribute("placeholders");null==L||isNaN(L.nodeType)||H.setAttribute("placeholders",L.getAttribute("placeholders"));null!=d&&mxEvent.isShiftDown(d)||H.setAttribute("label",p.convertValueToString(u));x.setValue(u,H)}d=null!=f?f:d;var x=p.getModel();if(p.isEnabled()&&!p.isSelectionEmpty()&&null!=m.copiedValue){x.beginUpdate(); +try{var z=p.getEditableCells(p.getSelectionCells());if(0==z.length)g(x.getRoot(),m.copiedValue);else for(f=0;f<z.length;f++)g(z[f],m.copiedValue)}finally{x.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(d,f){d=null!=f?f:d;null!=d&&mxEvent.isShiftDown(d)?e():b(null!=d&&(mxEvent.isControlDown(d)||mxEvent.isMetaDown(d)||mxEvent.isAltDown(d)))},null,null,"Delete");this.addAction("deleteAll",function(){b(!0)});this.addAction("deleteLabels",function(){e()},null,null,Editor.ctrlKey+ +"+Delete");this.addAction("duplicate",function(){try{p.setSelectionCells(p.duplicateCells()),p.scrollCellToVisible(p.getSelectionCell())}catch(d){m.handleError(d)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var d=m.getSelectionState();if(null!=d.mergeCell){p.getModel().beginUpdate();try{p.setCellStyles("rowspan",d.rowspan,[d.mergeCell]),p.setCellStyles("colspan",d.colspan,[d.mergeCell])}finally{p.getModel().endUpdate()}}}));this.put("unmergeCells", +new Action(mxResources.get("unmerge"),function(){var d=m.getSelectionState();if(0<d.cells.length){p.getModel().beginUpdate();try{p.setCellStyles("rowspan",null,d.cells),p.setCellStyles("colspan",null,d.cells)}finally{p.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(d,f){d=null!=f?f:d;p.turnShapes(p.getResizableCells(p.getSelectionCells()),null!=d?mxEvent.isShiftDown(d):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); +this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(d){d=p.getSelectionCell();p.isEnabled()&&null!=d&&p.addSelectionCells(p.getEdges(d))}));this.addAction("selectVertices",function(){p.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){p.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){p.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){p.clearSelection()}, +null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!p.isSelectionEmpty()){p.getModel().beginUpdate();try{var d=p.getSelectionCells(),f=p.getCurrentCellStyle(p.getSelectionCell()),g=1==mxUtils.getValue(f,mxConstants.STYLE_EDITABLE,1)?0:1;p.setCellStyles(mxConstants.STYLE_MOVABLE,g,d);p.setCellStyles(mxConstants.STYLE_RESIZABLE,g,d);p.setCellStyles(mxConstants.STYLE_ROTATABLE,g,d);p.setCellStyles(mxConstants.STYLE_DELETABLE,g,d);p.setCellStyles(mxConstants.STYLE_EDITABLE, +g,d);p.setCellStyles("connectable",g,d)}finally{p.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){p.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){p.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){p.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){p.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){p.foldCells(!1)}, +null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){p.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){p.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(d){p.orderCells(!1,null,!0)});this.addAction("sendBackward",function(d){p.orderCells(!0,null,!0)});this.addAction("group",function(){if(p.isEnabled()){var d=mxUtils.sortCells(p.getSelectionCells(),!0);1!=d.length||p.isTable(d[0])||p.isTableRow(d[0])? +(d=p.getCellsForGroup(d),1<d.length&&p.setSelectionCell(p.groupCells(null,0,d))):p.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(p.isEnabled()){var d=p.getEditableCells(p.getSelectionCells());p.model.beginUpdate();try{var f=p.ungroupCells();if(null!=d)for(var g=0;g<d.length;g++)p.model.contains(d[g])&&(0==p.model.getChildCount(d[g])&&p.model.isVertex(d[g])&&p.setCellStyles("container","0",[d[g]]),f.push(d[g]))}finally{p.model.endUpdate()}0< +f.length&&p.setSelectionCells(f)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(p.isEnabled()){var d=p.getSelectionCells();if(null!=d){for(var f=[],g=0;g<d.length;g++)p.isTableRow(d[g])||p.isTableCell(d[g])||f.push(d[g]);p.removeCellsFromParent(f)}}});this.addAction("edit",function(){p.isEnabled()&&p.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var d=p.getSelectionCell()||p.getModel().getRoot();m.showDataDialog(d)},null, +null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var d=p.getSelectionCell();if(p.isEnabled()&&null!=d&&p.isCellEditable(d)){var f="";if(mxUtils.isNode(d.value)){var g=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&d.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(g=d.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==g&&(g=d.value.getAttribute("tooltip"));null!=g&&(f=g)}f=new TextareaDialog(m,mxResources.get("editTooltip")+":",f,function(x){p.setTooltipForCell(d, +x)});m.showDialog(f.container,320,200,!0,!0);f.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var d=p.getLinkForCell(p.getSelectionCell());null!=d&&p.openLink(d)});this.addAction("editLink...",function(){var d=p.getSelectionCell();if(p.isEnabled()&&null!=d&&p.isCellEditable(d)){var f=p.getLinkForCell(d)||"";m.showLinkDialog(f,mxResources.get("apply"),function(g,x,z){g=mxUtils.trim(g);p.setLinkForCell(d,0<g.length?g:null);p.setAttributeForCell(d,"linkTarget",z)},!0,p.getLinkTargetForCell(d))}}, +null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())&&(p.clearSelection(),m.actions.get("image").funct())})).isEnabled=E;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())&&m.showLinkDialog("",mxResources.get("insert"),function(d,f,g){d=mxUtils.trim(d);if(0<d.length){var x=null,z=p.getLinkTitle(d);null!=f&&0<f.length&&(x=f[0].iconUrl, +z=f[0].name||f[0].type,z=z.charAt(0).toUpperCase()+z.substring(1),30<z.length&&(z=z.substring(0,30)+"..."));f=new mxCell(z,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=x?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+x:"spacing=10;"));f.vertex=!0;x=p.getCenterInsertPoint(p.getBoundingBoxFromGeometry([f],!0));f.geometry.x=x.x;f.geometry.y=x.y;p.setAttributeForCell(f,"linkTarget",g);p.setLinkForCell(f,d);p.cellSizeUpdated(f, +!0);p.getModel().beginUpdate();try{f=p.addCell(f),p.fireEvent(new mxEventObject("cellsInserted","cells",[f]))}finally{p.getModel().endUpdate()}p.setSelectionCell(f);p.scrollCellToVisible(p.getSelectionCell())}},!0)})).isEnabled=E;this.addAction("link...",mxUtils.bind(this,function(){if(p.isEnabled())if(p.cellEditor.isContentEditing()){var d=p.getSelectedElement(),f=p.getParentByName(d,"A",p.cellEditor.textarea),g="";if(null==f&&null!=d&&null!=d.getElementsByTagName)for(var x=d.getElementsByTagName("a"), +z=0;z<x.length&&null==f;z++)x[z].textContent==d.textContent&&(f=x[z]);null!=f&&"A"==f.nodeName&&(g=f.getAttribute("href")||"",p.selectNode(f));var u=p.cellEditor.saveSelection();m.showLinkDialog(g,mxResources.get("apply"),mxUtils.bind(this,function(H){p.cellEditor.restoreSelection(u);null!=H&&p.insertLink(H)}))}else p.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=E;this.addAction("autosize",function(){var d=p.getSelectionCells();if(null!=d){p.getModel().beginUpdate(); +try{for(var f=0;f<d.length;f++){var g=d[f];0<p.getModel().getChildCount(g)?p.updateGroupBounds([g],0,!0):p.updateCellSize(g)}}finally{p.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){p.snapCellsToGrid(p.getSelectionCells(),p.gridSize)});this.addAction("formattedText",function(){p.stopEditing();var d=p.getCommonStyle(p.getSelectionCells());d="1"==mxUtils.getValue(d,"html","0")?null:"1";p.getModel().beginUpdate();try{for(var f=p.getEditableCells(p.getSelectionCells()), +g=0;g<f.length;g++)if(state=p.getView().getState(f[g]),null!=state){var x=mxUtils.getValue(state.style,"html","0");if("1"==x&&null==d){var z=p.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(z=z.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var u=document.createElement("div");u.innerHTML=p.sanitizeHtml(z);z=mxUtils.extractTextWithWhitespace(u.childNodes);p.cellLabelChanged(state.cell,z);p.setCellStyles("html",d,[f[g]])}else"0"==x&&"1"==d&&(z=mxUtils.htmlEntities(p.convertValueToString(state.cell), +!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(z=z.replace(/\n/g,"<br/>")),p.cellLabelChanged(state.cell,p.sanitizeHtml(z)),p.setCellStyles("html",d,[f[g]]))}m.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=d?d:"0"],"cells",f))}finally{p.getModel().endUpdate()}});this.addAction("wordWrap",function(){var d=p.getView().getState(p.getSelectionCell()),f="wrap";p.stopEditing();null!=d&&"wrap"==d.style[mxConstants.STYLE_WHITE_SPACE]&&(f=null);p.setCellStyles(mxConstants.STYLE_WHITE_SPACE, +f)});this.addAction("rotation",function(){var d="0",f=p.getView().getState(p.getSelectionCell());null!=f&&(d=f.style[mxConstants.STYLE_ROTATION]||d);d=new FilenameDialog(m,d,mxResources.get("apply"),function(g){null!=g&&0<g.length&&p.setCellStyles(mxConstants.STYLE_ROTATION,g)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");m.showDialog(d.container,375,80,!0,!0);d.init()});this.addAction("resetView",function(){p.zoomTo(1);m.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", +function(d){p.isFastZoomEnabled()?p.lazyZoom(!0,!0,m.buttonZoomDelay):p.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(d){p.isFastZoomEnabled()?p.lazyZoom(!1,!0,m.buttonZoomDelay):p.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var d=p.isSelectionEmpty()?p.getGraphBounds():p.getBoundingBox(p.getSelectionCells()),f=p.view.translate,g=p.view.scale;d.x=d.x/g-f.x;d.y=d.y/g-f.y;d.width/=g; +d.height/=g;null!=p.backgroundImage&&(d=mxRectangle.fromRectangle(d),d.add(new mxRectangle(0,0,p.backgroundImage.width,p.backgroundImage.height)));0==d.width||0==d.height?(p.zoomTo(1),m.resetScrollbars()):(f=Editor.fitWindowBorders,null!=f&&(d.x-=f.x,d.y-=f.y,d.width+=f.width+f.x,d.height+=f.height+f.y),p.fitWindow(d))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){p.pageVisible||this.get("pageView").funct();var d=p.pageFormat,f=p.pageScale;p.zoomTo(Math.floor(20* +Math.min((p.container.clientWidth-10)/d.width/f,(p.container.clientHeight-10)/d.height/f))/20);mxUtils.hasScrollbars(p.container)&&(d=p.getPagePadding(),p.container.scrollTop=d.y*p.view.scale-1,p.container.scrollLeft=Math.min(d.x*p.view.scale,(p.container.scrollWidth-p.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){p.pageVisible||this.get("pageView").funct();var d=p.pageFormat,f=p.pageScale;p.zoomTo(Math.floor(20*Math.min((p.container.clientWidth- +10)/(2*d.width)/f,(p.container.clientHeight-10)/d.height/f))/20);mxUtils.hasScrollbars(p.container)&&(d=p.getPagePadding(),p.container.scrollTop=Math.min(d.y,(p.container.scrollHeight-p.container.clientHeight)/2),p.container.scrollLeft=Math.min(d.x,(p.container.scrollWidth-p.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){p.pageVisible||this.get("pageView").funct();p.zoomTo(Math.floor(20*(p.container.clientWidth-10)/p.pageFormat.width/ +p.pageScale)/20);if(mxUtils.hasScrollbars(p.container)){var d=p.getPagePadding();p.container.scrollLeft=Math.min(d.x*p.view.scale,(p.container.scrollWidth-p.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var d=new FilenameDialog(this.editorUi,parseInt(100*p.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(f){f=parseInt(f);!isNaN(f)&&0<f&&p.zoomTo(f/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(d.container, +300,80,!0,!0);d.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var d=new FilenameDialog(this.editorUi,parseInt(100*p.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(f){f=parseInt(f);!isNaN(f)&&0<f&&(f=new ChangePageSetup(m,null,null,null,f/100),f.ignoreColor=!0,f.ignoreImage=!0,p.model.execute(f))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(d.container,300,80,!0,!0);d.init()}));var K=null;K=this.addAction("grid", +function(){p.setGridEnabled(!p.isGridEnabled());p.defaultGridEnabled=p.isGridEnabled();m.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");K.setToggleAction(!0);K.setSelectedCallback(function(){return p.isGridEnabled()});K.setEnabled(!1);K=this.addAction("guides",function(){p.graphHandler.guidesEnabled=!p.graphHandler.guidesEnabled;m.fireEvent(new mxEventObject("guidesEnabledChanged"))});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.graphHandler.guidesEnabled}); +K.setEnabled(!1);K=this.addAction("tooltips",function(){p.tooltipHandler.setEnabled(!p.tooltipHandler.isEnabled());m.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.tooltipHandler.isEnabled()});K=this.addAction("collapseExpand",function(){var d=new ChangePageSetup(m);d.ignoreColor=!0;d.ignoreImage=!0;d.foldingEnabled=!p.foldingEnabled;p.model.execute(d)});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.foldingEnabled}); +K.isEnabled=E;K=this.addAction("scrollbars",function(){m.setScrollbars(!m.hasScrollbars())});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.scrollbars});K=this.addAction("pageView",mxUtils.bind(this,function(){m.setPageVisible(!p.pageVisible)}));K.setToggleAction(!0);K.setSelectedCallback(function(){return p.pageVisible});K=this.addAction("connectionArrows",function(){p.connectionArrowsEnabled=!p.connectionArrowsEnabled;m.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, +null,"Alt+Shift+A");K.setToggleAction(!0);K.setSelectedCallback(function(){return p.connectionArrowsEnabled});K=this.addAction("connectionPoints",function(){p.setConnectable(!p.connectionHandler.isEnabled());m.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");K.setToggleAction(!0);K.setSelectedCallback(function(){return p.connectionHandler.isEnabled()});K=this.addAction("copyConnect",function(){p.connectionHandler.setCreateTarget(!p.connectionHandler.isCreateTarget()); +m.fireEvent(new mxEventObject("copyConnectChanged"))});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.connectionHandler.isCreateTarget()});K.isEnabled=E;K=this.addAction("autosave",function(){m.editor.setAutosave(!m.editor.autosave)});K.setToggleAction(!0);K.setSelectedCallback(function(){return m.editor.autosave});K.isEnabled=E;K.visible=!1;this.addAction("help",function(){var d="";mxResources.isLanguageSupported(mxClient.language)&&(d="_"+mxClient.language);p.openLink(RESOURCES_PATH+ +"/help"+d+".html")});var Q=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){Q||(m.showDialog((new AboutDialog(m)).container,320,280,!0,!0,function(){Q=!1}),Q=!0)}));K=mxUtils.bind(this,function(d,f,g,x){return this.addAction(d,function(){if(null!=g&&p.cellEditor.isContentEditing())g();else{p.stopEditing(!1);p.getModel().beginUpdate();try{var z=p.getEditableCells(p.getSelectionCells());p.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,f,z);(f&mxConstants.FONT_BOLD)== +mxConstants.FONT_BOLD?p.updateLabelElements(z,function(H){H.style.fontWeight=null;"B"==H.nodeName&&p.replaceElement(H)}):(f&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?p.updateLabelElements(z,function(H){H.style.fontStyle=null;"I"==H.nodeName&&p.replaceElement(H)}):(f&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&p.updateLabelElements(z,function(H){H.style.textDecoration=null;"U"==H.nodeName&&p.replaceElement(H)});for(var u=0;u<z.length;u++)0==p.model.getChildCount(z[u])&&p.autoSizeCell(z[u], +!1)}finally{p.getModel().endUpdate()}}},null,null,x)});K("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");K("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");K("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){m.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", +function(){m.menus.pickColor(mxConstants.STYLE_STROKECOLOR)});this.addAction("fillColor...",function(){m.menus.pickColor(mxConstants.STYLE_FILLCOLOR)});this.addAction("gradientColor...",function(){m.menus.pickColor(mxConstants.STYLE_GRADIENTCOLOR)});this.addAction("backgroundColor...",function(){m.menus.pickColor(mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"backcolor")});this.addAction("borderColor...",function(){m.menus.pickColor(mxConstants.STYLE_LABEL_BORDERCOLOR)});this.addAction("vertical",function(){m.menus.toggleStyle(mxConstants.STYLE_HORIZONTAL, +!0)});this.addAction("shadow",function(){m.menus.toggleStyle(mxConstants.STYLE_SHADOW)});this.addAction("solid",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_DASHED,null),p.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",[null,null],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("dashed",function(){p.getModel().beginUpdate(); +try{p.setCellStyles(mxConstants.STYLE_DASHED,"1"),p.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1",null],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("dotted",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_DASHED,"1"),p.setCellStyles(mxConstants.STYLE_DASH_PATTERN,"1 4"),m.fireEvent(new mxEventObject("styleChanged", +"keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1","1 4"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("sharp",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),p.setCellStyles(mxConstants.STYLE_CURVED,"0"),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","0"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}}); +this.addAction("rounded",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),p.setCellStyles(mxConstants.STYLE_CURVED,"0"),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!p.isSelectionEmpty()&&p.isEnabled()){p.getModel().beginUpdate();try{var d=p.getSelectionCells(),f=p.getCurrentCellStyle(d[0]), +g="1"==mxUtils.getValue(f,mxConstants.STYLE_ROUNDED,"0")?"0":"1";p.setCellStyles(mxConstants.STYLE_ROUNDED,g);p.setCellStyles(mxConstants.STYLE_CURVED,null);m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",[g,"0"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}}});this.addAction("curved",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),p.setCellStyles(mxConstants.STYLE_CURVED, +"1"),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("collapsible",function(){var d=p.view.getState(p.getSelectionCell()),f="1";null!=d&&null!=p.getFoldingImage(d)&&(f="0");p.setCellStyles("collapsible",f);m.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[f],"cells",p.getSelectionCells()))});this.addAction("editStyle...", +mxUtils.bind(this,function(){var d=p.getEditableCells(p.getSelectionCells());if(null!=d&&0<d.length){var f=p.getModel();f=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",f.getStyle(d[0])||"",function(g){null!=g&&p.setCellStyle(mxUtils.trim(g),d)},null,null,400,220);this.editorUi.showDialog(f.container,420,300,!0,!0);f.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){p.isEnabled()&&!p.isSelectionEmpty()&&m.setDefaultStyle(p.getSelectionCell())}, +null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){p.isEnabled()&&m.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var d=p.getSelectionCell();if(null!=d&&p.getModel().isEdge(d)){var f=D.graph.selectionCellsHandler.getHandler(d);if(f instanceof mxEdgeHandler){var g=p.view.translate,x=p.view.scale,z=g.x;g=g.y;d=p.getModel().getParent(d);for(var u=p.getCellGeometry(d);p.getModel().isVertex(d)&&null!=u;)z+=u.x,g+=u.y,d= +p.getModel().getParent(d),u=p.getCellGeometry(d);z=Math.round(p.snap(p.popupMenuHandler.triggerX/x-z));x=Math.round(p.snap(p.popupMenuHandler.triggerY/x-g));f.addPointAt(f.state,z,x)}}});this.addAction("removeWaypoint",function(){var d=m.actions.get("removeWaypoint");null!=d.handler&&d.handler.removePoint(d.handler.state,d.index)});this.addAction("clearWaypoints",function(d,f){d=null!=f?f:d;var g=p.getSelectionCells();if(null!=g){g=p.getEditableCells(p.addAllEdges(g));p.getModel().beginUpdate();try{for(var x= +0;x<g.length;x++){var z=g[x];if(p.getModel().isEdge(z)){var u=p.getCellGeometry(z);null!=f&&mxEvent.isShiftDown(d)?(p.setCellStyles(mxConstants.STYLE_EXIT_X,null,[z]),p.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[z]),p.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[z]),p.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[z])):null!=u&&(u=u.clone(),u.points=null,u.x=0,u.y=0,u.offset=null,p.getModel().setGeometry(z,u))}}}finally{p.getModel().endUpdate()}}},null,null,"Alt+Shift+C");K=this.addAction("subscript", +mxUtils.bind(this,function(){p.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");K=this.addAction("superscript",mxUtils.bind(this,function(){p.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())){var d=mxResources.get("image")+" ("+mxResources.get("url")+"):",f=p.getView().getState(p.getSelectionCell()), +g="",x=null;null!=f&&(g=f.style[mxConstants.STYLE_IMAGE]||g,x=f.style[mxConstants.STYLE_CLIP_PATH]||x);var z=p.cellEditor.saveSelection();m.showImageDialog(d,g,function(u,H,L,C,G,V){if(p.cellEditor.isContentEditing())p.cellEditor.restoreSelection(z),p.insertImage(u,H,L);else{var U=p.getSelectionCells();if(null!=u&&(0<u.length||0<U.length)){var Y=null;p.getModel().beginUpdate();try{if(0==U.length){U=[p.insertVertex(p.getDefaultParent(),null,"",0,0,H,L,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; +var O=p.getCenterInsertPoint(p.getBoundingBoxFromGeometry(U,!0));U[0].geometry.x=O.x;U[0].geometry.y=O.y;null!=C&&k(U[0],C,G,V,p);Y=U;p.fireEvent(new mxEventObject("cellsInserted","cells",Y))}p.setCellStyles(mxConstants.STYLE_IMAGE,0<u.length?u:null,U);var qa=p.getCurrentCellStyle(U[0]);"image"!=qa[mxConstants.STYLE_SHAPE]&&"label"!=qa[mxConstants.STYLE_SHAPE]?p.setCellStyles(mxConstants.STYLE_SHAPE,"image",U):0==u.length&&p.setCellStyles(mxConstants.STYLE_SHAPE,null,U);null==C&&p.setCellStyles(mxConstants.STYLE_CLIP_PATH, +null,U);if(null!=H&&null!=L)for(u=0;u<U.length;u++){var oa=U[u];if("0"!=p.getCurrentCellStyle(oa).expand){var aa=p.getModel().getGeometry(oa);null!=aa&&(aa=aa.clone(),aa.width=H,aa.height=L,p.getModel().setGeometry(oa,aa))}null!=C&&k(oa,C,G,V,p)}}finally{p.getModel().endUpdate()}null!=Y&&(p.setSelectionCells(Y),p.scrollCellToVisible(Y[0]))}}},p.cellEditor.isContentEditing(),!p.cellEditor.isContentEditing(),!0,x)}}).isEnabled=E;this.addAction("crop...",function(){var d=p.getSelectionCell();if(p.isEnabled()&& +!p.isCellLocked(p.getDefaultParent())&&null!=d){var f=p.getCurrentCellStyle(d),g=f[mxConstants.STYLE_IMAGE],x=f[mxConstants.STYLE_SHAPE];g&&"image"==x&&(f=new CropImageDialog(m,g,f[mxConstants.STYLE_CLIP_PATH],function(z,u,H){k(d,z,u,H,p)}),m.showDialog(f.container,300,390,!0,!0))}}).isEnabled=E;K=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(m,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show", +mxUtils.bind(this,function(){m.fireEvent(new mxEventObject("layers"))})),this.layersWindow.window.addListener("hide",function(){m.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),m.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");K.setToggleAction(!0);K.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()})); +K=this.addAction("formatPanel",mxUtils.bind(this,function(){m.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");K.setToggleAction(!0);K.setSelectedCallback(mxUtils.bind(this,function(){return 0<m.formatWidth}));K=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(m,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){m.fireEvent(new mxEventObject("outline"))})), +this.outlineWindow.window.addListener("hide",function(){m.fireEvent(new mxEventObject("outline"))}),this.outlineWindow.window.setVisible(!0),m.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");K.setToggleAction(!0);K.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var d= +p.getSelectionCell();if(p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())&&null!=d){var f=new ConnectionPointsDialog(m,d);m.showDialog(f.container,350,450,!0,!1,function(){f.destroy()});f.init()}}).isEnabled=E};Actions.prototype.addAction=function(b,e,k,m,D){if("..."==b.substring(b.length-3)){b=b.substring(0,b.length-3);var p=mxResources.get(b)+"..."}else p=mxResources.get(b);return this.put(b,new Action(p,e,k,m,D))};Actions.prototype.put=function(b,e){return this.actions[b]=e}; +Actions.prototype.get=function(b){return this.actions[b]};function Action(b,e,k,m,D){mxEventSource.call(this);this.label=b;this.funct=this.createFunction(e);this.enabled=null!=k?k:!0;this.iconCls=m;this.shortcut=D;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(b){return b};Action.prototype.setEnabled=function(b){this.enabled!=b&&(this.enabled=b,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; Action.prototype.setToggleAction=function(b){this.toggleAction=b};Action.prototype.setSelectedCallback=function(b){this.selectedCallback=b};Action.prototype.isSelected=function(){return this.selectedCallback()};DrawioFile=function(b,e){mxEventSource.call(this);this.ui=b;this.setData(e||"");this.initialData=this.getData();this.created=(new Date).getTime();this.stats={opened:0,merged:0,fileMerged:0,fileReloaded:0,conflicts:0,timeouts:0,saved:0,closed:0,destroyed:0,joined:0,checksumErrors:0,bytesSent:0,bytesReceived:0,msgSent:0,msgReceived:0,cacheHits:0,cacheMiss:0,cacheFail:0}};DrawioFile.SYNC=urlParams.sync||"auto";DrawioFile.LAST_WRITE_WINS=!0;mxUtils.extend(DrawioFile,mxEventSource); DrawioFile.prototype.allChangesSavedKey="allChangesSaved";DrawioFile.prototype.savingSpinnerKey="saving";DrawioFile.prototype.savingStatusKey="saving";DrawioFile.prototype.autosaveDelay=1500;DrawioFile.prototype.maxAutosaveDelay=3E4;DrawioFile.prototype.optimisticSyncDelay=300;DrawioFile.prototype.autosaveThread=null;DrawioFile.prototype.lastAutosave=null;DrawioFile.prototype.lastSaved=null;DrawioFile.prototype.lastChanged=null;DrawioFile.prototype.opened=null;DrawioFile.prototype.modified=!1; DrawioFile.prototype.shadowModified=!1;DrawioFile.prototype.data=null;DrawioFile.prototype.shadowPages=null;DrawioFile.prototype.changeListenerEnabled=!0;DrawioFile.prototype.lastAutosaveRevision=null;DrawioFile.prototype.maxAutosaveRevisionDelay=3E5;DrawioFile.prototype.inConflictState=!1;DrawioFile.prototype.invalidChecksum=!1;DrawioFile.prototype.errorReportsEnabled=!1;DrawioFile.prototype.ageStart=null;DrawioFile.prototype.getSize=function(){return null!=this.data?this.data.length:0}; DrawioFile.prototype.getShadowPages=function(){null==this.shadowPages&&(this.shadowPages=this.ui.getPagesForXml(this.initialData));return this.shadowPages};DrawioFile.prototype.setShadowPages=function(b){this.shadowPages=b};DrawioFile.prototype.synchronizeFile=function(b,e){this.savingFile?null!=e&&e({message:mxResources.get("busy")}):null!=this.sync?this.sync.fileChanged(mxUtils.bind(this,function(k){this.sync.cleanup(b,e,k)}),e):this.updateFile(b,e)}; -DrawioFile.prototype.updateFile=function(b,e,k,n){null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():this.getLatestVersion(mxUtils.bind(this,function(D){try{null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[D]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():null!=D?this.mergeFile(D,b,e,n):this.reloadFile(b, -e))}catch(t){null!=e&&e(t)}}),e))}; -DrawioFile.prototype.mergeFile=function(b,e,k,n){var D=!0;try{this.stats.fileMerged++;var t=this.getShadowPages(),E=b.getShadowPages();if(null!=E&&0<E.length){var d=[this.ui.diffPages(null!=n?n:t,E)],f=this.ignorePatches(d);this.setShadowPages(E);if(f)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",f);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(t,this.ui.pages):null;n={};f={};var g=this.ui.patchPages(t,d[0]),l=this.ui.getHashValueForPages(g, -n),q=this.ui.getHashValueForPages(E,f);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",t,"pages",this.ui.pages,"patches",d,"backup",this.backupPatch,"checksum",l,"current",q,"valid",l==q,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=l&&l!=q){var z=this.compressReportData(this.getAnonymizedXmlForPages(E)),F=this.compressReportData(this.getAnonymizedXmlForPages(g)),C=this.ui.hashValue(b.getCurrentEtag()),I=this.ui.hashValue(this.getCurrentEtag()); -this.checksumError(k,d,"Shadow Details: "+JSON.stringify(n)+"\nChecksum: "+l+"\nCurrent: "+q+"\nCurrent Details: "+JSON.stringify(f)+"\nFrom: "+C+"\nTo: "+I+"\n\nFile Data:\n"+z+"\nPatched Shadow:\n"+F,null,"mergeFile");return}if(null!=this.sync){var G=this.sync.patchRealtime(d,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==G||mxUtils.isEmptyObject(G)||d.push(G)}this.patch(d,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw D=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= -this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=e&&e()}catch(ba){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=k&&k(ba);try{if(D)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,ba);else{var Z=this.getCurrentUser(),ca=null!=Z?Z.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),ca,ba)}}catch(Y){}}}; -DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var e=new mxCodec(mxUtils.createXmlDocument()),k=e.document.createElement("mxfile");if(null!=b)for(var n=0;n<b.length;n++){var D=e.encode(new mxGraphModel(b[n].root));"1"!=urlParams.dev&&(D=this.ui.anonymizeNode(D,!0));D.setAttribute("id",b[n].getId());b[n].viewState&&this.ui.editor.graph.saveViewState(b[n].viewState,D,!0);k.appendChild(D)}return mxUtils.getPrettyXml(k)}; +DrawioFile.prototype.updateFile=function(b,e,k,m){null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():this.getLatestVersion(mxUtils.bind(this,function(D){try{null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[D]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():null!=D?this.mergeFile(D,b,e,m):this.reloadFile(b, +e))}catch(p){null!=e&&e(p)}}),e))}; +DrawioFile.prototype.mergeFile=function(b,e,k,m){var D=!0;try{this.stats.fileMerged++;var p=this.getShadowPages(),E=b.getShadowPages();if(null!=E&&0<E.length){var K=[this.ui.diffPages(null!=m?m:p,E)],Q=this.ignorePatches(K);this.setShadowPages(E);if(Q)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",Q);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(p,this.ui.pages):null;m={};Q={};var d=this.ui.patchPages(p,K[0]),f=this.ui.getHashValueForPages(d, +m),g=this.ui.getHashValueForPages(E,Q);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",p,"pages",this.ui.pages,"patches",K,"backup",this.backupPatch,"checksum",f,"current",g,"valid",f==g,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=f&&f!=g){var x=this.compressReportData(this.getAnonymizedXmlForPages(E)),z=this.compressReportData(this.getAnonymizedXmlForPages(d)),u=this.ui.hashValue(b.getCurrentEtag()),H=this.ui.hashValue(this.getCurrentEtag()); +this.checksumError(k,K,"Shadow Details: "+JSON.stringify(m)+"\nChecksum: "+f+"\nCurrent: "+g+"\nCurrent Details: "+JSON.stringify(Q)+"\nFrom: "+u+"\nTo: "+H+"\n\nFile Data:\n"+x+"\nPatched Shadow:\n"+z,null,"mergeFile");return}if(null!=this.sync){var L=this.sync.patchRealtime(K,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==L||mxUtils.isEmptyObject(L)||K.push(L)}this.patch(K,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw D=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= +this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=e&&e()}catch(V){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=k&&k(V);try{if(D)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,V);else{var C=this.getCurrentUser(),G=null!=C?C.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),G,V)}}catch(U){}}}; +DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var e=new mxCodec(mxUtils.createXmlDocument()),k=e.document.createElement("mxfile");if(null!=b)for(var m=0;m<b.length;m++){var D=e.encode(new mxGraphModel(b[m].root));"1"!=urlParams.dev&&(D=this.ui.anonymizeNode(D,!0));D.setAttribute("id",b[m].getId());b[m].viewState&&this.ui.editor.graph.saveViewState(b[m].viewState,D,!0);k.appendChild(D)}return mxUtils.getPrettyXml(k)}; DrawioFile.prototype.compressReportData=function(b,e,k){e=null!=e?e:1E4;null!=k&&null!=b&&b.length>k?b=b.substring(0,k)+"[...]":null!=b&&b.length>e&&(b=Graph.compress(b)+"\n");return b}; -DrawioFile.prototype.checksumError=function(b,e,k,n,D){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=e)for(var t=0;t<e.length;t++)this.ui.anonymizePatch(e[t]);var E=mxUtils.bind(this,function(q){var z=this.compressReportData(JSON.stringify(e,null,2));q=null==q?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(q.data)), -25E3);this.sendErrorReport("Checksum Error in "+D+" "+this.getHash(),(null!=k?k:"")+"\n\nPatches:\n"+z+(null!=q?"\n\nRemote:\n"+q:""),null,7E4)});null==n?E(null):this.getLatestVersion(mxUtils.bind(this,function(q){null!=q&&q.getCurrentEtag()==n?E(q):E(null)}),function(){})}else{var d=this.getCurrentUser(),f=null!=d?d.id:"unknown",g=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",l=JSON.stringify(e).length;b=null;if(null!=e&&this.constructor==DriveFile&&400>l){for(t=0;t<e.length;t++)this.ui.anonymizePatch(e[t]); -b=JSON.stringify(e);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+D+" "+g,null,this.getMode()+"."+this.getId(),"user_"+f+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+l+"-patches_"+e.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+g,action:D,label:"user_"+f+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+l+"-patches_"+e.length+ -"-size_"+this.getSize()})}catch(q){}}}catch(q){}}; -DrawioFile.prototype.sendErrorReport=function(b,e,k,n){try{var D=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),t=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),E=this.getCurrentUser(),d=null!=E?this.ui.hashValue(E.id):"unknown",f=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",g=this.getTitle(),l=g.lastIndexOf(".");E="xml";0<l&&(E=g.substring(l));var q=null!=k?k.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ -":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+E+")\nUser="+d+f+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=e?"\n\n"+e: -"")+(null!=k?"\n\nError: "+k.message:"")+"\n\nStack:\n"+q+"\n\nShadow:\n"+D+"\n\nData:\n"+t,n)}catch(z){}}; -DrawioFile.prototype.reloadFile=function(b,e){try{this.ui.spinner.stop();var k=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),e);else{var n=this.ui.editor.graph,D=n.getSelectionCells(),t=n.getViewState(),E= -this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(E,t,D);null!=this.backupPatch&&this.patch([this.backupPatch]);var d=this.ui.getCurrentFile();null!=d&&(d.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),k,mxResources.get("cancel"),mxResources.get("discardChanges")): -k()}catch(n){null!=e&&e(n)}};DrawioFile.prototype.mergeLatestVersion=function(b,e,k){this.getLatestVersion(mxUtils.bind(this,function(n){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(n.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(n.getDescriptor());this.descriptorChanged();null!=e&&e()}),k)}; +DrawioFile.prototype.checksumError=function(b,e,k,m,D){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=e)for(var p=0;p<e.length;p++)this.ui.anonymizePatch(e[p]);var E=mxUtils.bind(this,function(g){var x=this.compressReportData(JSON.stringify(e,null,2));g=null==g?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(g.data)), +25E3);this.sendErrorReport("Checksum Error in "+D+" "+this.getHash(),(null!=k?k:"")+"\n\nPatches:\n"+x+(null!=g?"\n\nRemote:\n"+g:""),null,7E4)});null==m?E(null):this.getLatestVersion(mxUtils.bind(this,function(g){null!=g&&g.getCurrentEtag()==m?E(g):E(null)}),function(){})}else{var K=this.getCurrentUser(),Q=null!=K?K.id:"unknown",d=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",f=JSON.stringify(e).length;b=null;if(null!=e&&this.constructor==DriveFile&&400>f){for(p=0;p<e.length;p++)this.ui.anonymizePatch(e[p]); +b=JSON.stringify(e);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+D+" "+d,null,this.getMode()+"."+this.getId(),"user_"+Q+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+f+"-patches_"+e.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+d,action:D,label:"user_"+Q+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+f+"-patches_"+e.length+ +"-size_"+this.getSize()})}catch(g){}}}catch(g){}}; +DrawioFile.prototype.sendErrorReport=function(b,e,k,m){try{var D=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),p=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),E=this.getCurrentUser(),K=null!=E?this.ui.hashValue(E.id):"unknown",Q=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",d=this.getTitle(),f=d.lastIndexOf(".");E="xml";0<f&&(E=d.substring(f));var g=null!=k?k.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ +":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+E+")\nUser="+K+Q+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=e?"\n\n"+e: +"")+(null!=k?"\n\nError: "+k.message:"")+"\n\nStack:\n"+g+"\n\nShadow:\n"+D+"\n\nData:\n"+p,m)}catch(x){}}; +DrawioFile.prototype.reloadFile=function(b,e){try{this.ui.spinner.stop();var k=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),e);else{var m=this.ui.editor.graph,D=m.getSelectionCells(),p=m.getViewState(),E= +this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(E,p,D);null!=this.backupPatch&&this.patch([this.backupPatch]);var K=this.ui.getCurrentFile();null!=K&&(K.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),k,mxResources.get("cancel"),mxResources.get("discardChanges")): +k()}catch(m){null!=e&&e(m)}};DrawioFile.prototype.mergeLatestVersion=function(b,e,k){this.getLatestVersion(mxUtils.bind(this,function(m){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(m.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(m.getDescriptor());this.descriptorChanged();null!=e&&e()}),k)}; DrawioFile.prototype.copyFile=function(b,e){this.ui.editor.editAsNew(this.ui.getFileData(!0),this.ui.getCopyFilename(this))};DrawioFile.prototype.ignorePatches=function(b){var e=!0;if(null!=b)for(var k=0;k<b.length&&e;k++)e=e&&mxUtils.isEmptyObject(b[k]);return e}; -DrawioFile.prototype.patch=function(b,e,k){if(null!=b){var n=this.ui.editor.undoManager,D=n.history.slice(),t=n.indexOfNextAdd,E=this.ui.editor.graph;E.container.style.visibility="hidden";var d=this.changeListenerEnabled;this.changeListenerEnabled=k;var f=E.foldingEnabled,g=E.mathEnabled,l=E.cellRenderer.redraw;E.cellRenderer.redraw=function(q){q.view.graph.isEditing(q.cell)&&(q.view.graph.scrollCellToVisible(q.cell),q.view.graph.cellEditor.resize());l.apply(this,arguments)};E.model.beginUpdate(); -try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,e,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{E.container.style.visibility="";E.model.endUpdate();E.cellRenderer.redraw=l;this.changeListenerEnabled=d;k||(n.history=D,n.indexOfNextAdd=t,n.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)g!=E.mathEnabled? -(this.ui.editor.updateGraphComponents(),E.refresh()):(f!=E.foldingEnabled?E.view.revalidate():E.view.validate(),E.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",e,"undoable",k)}return b}; -DrawioFile.prototype.save=function(b,e,k,n,D,t){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",n,"overwrite",D,"manual",t,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!D&&this.invalidChecksum)if(null!=k)k({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=e&&e();else if(null!=k)k({message:mxResources.get("readOnly")}); +DrawioFile.prototype.patch=function(b,e,k){if(null!=b){var m=this.ui.editor.undoManager,D=m.history.slice(),p=m.indexOfNextAdd,E=this.ui.editor.graph;E.container.style.visibility="hidden";var K=this.changeListenerEnabled;this.changeListenerEnabled=k;var Q=E.foldingEnabled,d=E.mathEnabled,f=E.cellRenderer.redraw;E.cellRenderer.redraw=function(g){g.view.graph.isEditing(g.cell)&&(g.view.graph.scrollCellToVisible(g.cell),g.view.graph.cellEditor.resize());f.apply(this,arguments)};E.model.beginUpdate(); +try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,e,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{E.container.style.visibility="";E.model.endUpdate();E.cellRenderer.redraw=f;this.changeListenerEnabled=K;k||(m.history=D,m.indexOfNextAdd=p,m.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)d!=E.mathEnabled? +(this.ui.editor.updateGraphComponents(),E.refresh()):(Q!=E.foldingEnabled?E.view.revalidate():E.view.validate(),E.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",e,"undoable",k)}return b}; +DrawioFile.prototype.save=function(b,e,k,m,D,p){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",m,"overwrite",D,"manual",p,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!D&&this.invalidChecksum)if(null!=k)k({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=e&&e();else if(null!=k)k({message:mxResources.get("readOnly")}); else throw Error(mxResources.get("readOnly"));}catch(E){if(null!=k)k(E);else throw E;}};DrawioFile.prototype.createData=function(){var b=this.ui.pages;if(this.isRealtime()&&(this.ui.pages=this.ownPages,null!=this.ui.currentPage)){var e=this.ui.getPageById(this.ui.currentPage.getId(),this.ownPages);null!=e&&(e.viewState=this.ui.editor.graph.getViewState(),e.needsUpdate=!0)}e=this.ui.getFileData(null,null,null,null,null,null,null,null,this,!this.isCompressed());this.ui.pages=b;return e}; DrawioFile.prototype.updateFileData=function(){null!=this.sync&&this.sync.sendLocalChanges();this.setData(this.createData());null!=this.sync&&this.sync.fileDataUpdated()};DrawioFile.prototype.isCompressedStorage=function(){return!0};DrawioFile.prototype.isCompressed=function(){var b=null!=this.ui.fileNode?this.ui.fileNode.getAttribute("compressed"):null;return null!=b?"false"!=b:this.isCompressedStorage()&&Editor.compressXml};DrawioFile.prototype.saveAs=function(b,e,k){}; -DrawioFile.prototype.saveFile=function(b,e,k,n){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; +DrawioFile.prototype.saveFile=function(b,e,k,m){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; DrawioFile.prototype.isAutosave=function(){return!this.inConflictState&&this.ui.editor.autosave};DrawioFile.prototype.isRenamable=function(){return!1};DrawioFile.prototype.rename=function(b,e,k){};DrawioFile.prototype.isMovable=function(){return!1};DrawioFile.prototype.isTrashed=function(){return!1};DrawioFile.prototype.move=function(b,e,k){};DrawioFile.prototype.share=function(){this.ui.alert(mxResources.get("sharingAvailable"),null,380)};DrawioFile.prototype.getHash=function(){return""}; DrawioFile.prototype.getId=function(){return""};DrawioFile.prototype.isEditable=function(){return!this.ui.editor.isChromelessView()||this.ui.editor.editable};DrawioFile.prototype.getUi=function(){return this.ui};DrawioFile.prototype.getTitle=function(){return""};DrawioFile.prototype.setData=function(b){this.data=b;EditorUi.debug("DrawioFile.setData",[this],"data",[b])};DrawioFile.prototype.getData=function(){return this.data}; -DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var e=function(k){for(var n=0;null!=k&&n<k.length;n++){var D=k[n];null!=D.id&&0==D.id.indexOf("extFont_")&&D.parentNode.removeChild(D)}};e(document.querySelectorAll("head > style[id]"));e(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; -DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; +DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var e=function(k){for(var m=0;null!=k&&m<k.length;m++){var D=k[m];null!=D.id&&0==D.id.indexOf("extFont_")&&D.parentNode.removeChild(D)}};e(document.querySelectorAll("head > style[id]"));e(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; +DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return Editor.enableRealtime&&"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,e){b(null)}; DrawioFile.prototype.loadDescriptor=function(b,e){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,e){this.loadDescriptor(mxUtils.bind(this,function(k){b(k)}),e)};DrawioFile.prototype.patchDescriptor=function(b,e){this.setDescriptorEtag(b,this.getDescriptorEtag(e));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; @@ -3072,43 +3077,41 @@ DrawioFile.prototype.showRefreshDialog=function(b,e,k){null==k&&(k=mxResources.g e)}),null,mxResources.get("merge"),mxUtils.bind(this,function(){this.reloadFile(b,e)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,130))}; DrawioFile.prototype.showCopyDialog=function(b,e,k){this.invalidChecksum=this.inConflictState=!1;this.addUnsavedStatus();this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedOverwriteDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b,e)}),null,mxResources.get("overwrite"),k,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,150)}; DrawioFile.prototype.showConflictDialog=function(b,e){this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedSyncDialog"),mxResources.get("overwrite"),b,null,mxResources.get("merge"),e,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog();this.handleFileError(null,!1)}),380,130)}; -DrawioFile.prototype.redirectToNewApp=function(b,e){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var k=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),n=mxResources.get("redirectToNewApp");null!=e&&(n+=" ("+e+")");e=mxUtils.bind(this,function(){var D=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==k?window.location.reload():window.location.href= -k});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),D,mxResources.get("cancel"),mxResources.get("discardChanges")):D()});null!=b?this.isModified()?this.ui.confirm(n,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),e,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(n,e,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), +DrawioFile.prototype.redirectToNewApp=function(b,e){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var k=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),m=mxResources.get("redirectToNewApp");null!=e&&(m+=" ("+e+")");e=mxUtils.bind(this,function(){var D=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==k?window.location.reload():window.location.href= +k});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),D,mxResources.get("cancel"),mxResources.get("discardChanges")):D()});null!=b?this.isModified()?this.ui.confirm(m,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),e,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(m,e,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), e)}}; DrawioFile.prototype.handleFileSuccess=function(b){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(EditorUi.debug("DrawioFile.handleFileSuccess",[this],"saved",b,"modified",this.isModified()),this.isModified()?this.fileChanged():b?(this.isTrashed()?this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.allChangesSavedKey))+" ("+mxUtils.htmlEntities(mxResources.get("fileMovedToTrash"))+")"):this.addAllSavedStatus(),null!=this.sync&&(this.sync.resetUpdateStatusThread(),this.sync.remoteFileChanged&&(this.sync.remoteFileChanged= !1,this.sync.fileChangedNotify()))):this.ui.editor.setStatus(""))}; DrawioFile.prototype.handleFileError=function(b,e){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(this.inConflictState?this.handleConflictError(b,e):(this.isModified()&&this.addUnsavedStatus(b),e?this.ui.handleError(b,null!=b?mxResources.get("errorSavingFile"):null):this.isModified()||(b=this.getErrorMessage(b),null!=b&&60<b.length&&(b=b.substring(0,60)+"..."),this.ui.editor.setStatus('<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("error"))+(null!=b?" ("+mxUtils.htmlEntities(b)+ ")":"")+"</div>"))))}; -DrawioFile.prototype.handleConflictError=function(b,e){var k=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),n=mxUtils.bind(this,function(E){this.handleFileError(E,!0)}),D=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,k,n,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),t=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& -this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,k,n,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),n)});"none"==DrawioFile.SYNC?this.showCopyDialog(k,n,D):this.invalidChecksum?this.showRefreshDialog(k,n,this.getErrorMessage(b)):e?this.showConflictDialog(D,t):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); -this.synchronizeFile(k,n)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var e=null!=b?null!=b.error?b.error.message:b.message:null;null==e&&null!=b&&b.code==App.ERROR_TIMEOUT&&(e=mxResources.get("timeout"));return e};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; +DrawioFile.prototype.handleConflictError=function(b,e){var k=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),m=mxUtils.bind(this,function(E){this.handleFileError(E,!0)}),D=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,k,m,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),p=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& +this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,k,m,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),m)});"none"==DrawioFile.SYNC?this.showCopyDialog(k,m,D):this.invalidChecksum?this.showRefreshDialog(k,m,this.getErrorMessage(b)):e?this.showConflictDialog(D,p):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); +this.synchronizeFile(k,m)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var e=null!=b?null!=b.error?b.error.message:b.message:null;null==e&&null!=b&&b.code==App.ERROR_TIMEOUT&&(e=mxResources.get("timeout"));return e};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; DrawioFile.prototype.fileChanged=function(b){b=null!=b?b:!0;this.lastChanged=new Date;this.setModified(!0);EditorUi.debug("DrawioFile.fileChanged",[this],"autosave",this.isAutosave(),"saving",this.savingFile);this.isAutosave()?(null!=this.savingStatusKey&&this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.savingStatusKey))+"..."),this.ui.scheduleSanityCheck(),null==this.ageStart&&(this.ageStart=new Date),this.autosave(this.autosaveDelay,this.maxAutosaveDelay,mxUtils.bind(this,function(e){this.ui.stopSanityCheck(); null==this.autosaveThread?(this.handleFileSuccess(!0),this.ageStart=null):this.isModified()&&(this.ui.scheduleSanityCheck(),this.ageStart=this.lastChanged)}),mxUtils.bind(this,function(e){this.handleFileError(e)}))):(this.ageStart=null,this.isAutosaveOptional()&&this.ui.editor.autosave||this.inConflictState||this.addUnsavedStatus());null!=this.sync&&b&&this.sync.localFileChanged()}; DrawioFile.prototype.createSecret=function(b){var e=Editor.guid(32);null==this.sync||this.isOptimisticSync()?b(e):this.sync.createToken(e,mxUtils.bind(this,function(k){b(e,k)}),mxUtils.bind(this,function(){b(e)}))};DrawioFile.prototype.fileSaving=function(){null!=this.sync&&this.sync.fileSaving()}; -DrawioFile.prototype.fileSaved=function(b,e,k,n,D){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var t=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(t),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=k&&k()):this.sync.fileSaved(t,e,k,n,D)}catch(f){this.invalidChecksum=this.inConflictState= -!0;this.descriptorChanged();null!=n&&n(f);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,f);else{var E=this.getCurrentUser(),d=null!=E?E.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),d,f)}}catch(g){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; -DrawioFile.prototype.autosave=function(b,e,k,n){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<e?b:0;this.clearAutosave();var D=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==D&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var t=this.isAutosaveRevision(); -t&&(this.lastAutosaveRevision=(new Date).getTime());this.save(t,mxUtils.bind(this,function(E){this.autosaveCompleted();null!=k&&k(E)}),mxUtils.bind(this,function(E){null!=n&&n(E)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=k&&k(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"delay",b,"saving",this.savingFile);this.autosaveThread=D};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; +DrawioFile.prototype.fileSaved=function(b,e,k,m,D){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var p=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(p),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=k&&k()):this.sync.fileSaved(p,e,k,m,D)}catch(Q){this.invalidChecksum=this.inConflictState= +!0;this.descriptorChanged();null!=m&&m(Q);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,Q);else{var E=this.getCurrentUser(),K=null!=E?E.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),K,Q)}}catch(d){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; +DrawioFile.prototype.autosave=function(b,e,k,m){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<e?b:0;this.clearAutosave();var D=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==D&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var p=this.isAutosaveRevision(); +p&&(this.lastAutosaveRevision=(new Date).getTime());this.save(p,mxUtils.bind(this,function(E){this.autosaveCompleted();null!=k&&k(E)}),mxUtils.bind(this,function(E){null!=m&&m(E)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=k&&k(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"delay",b,"saving",this.savingFile);this.autosaveThread=D};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; DrawioFile.prototype.clearAutosave=function(){null!=this.autosaveThread&&(window.clearTimeout(this.autosaveThread),this.autosaveThread=null)};DrawioFile.prototype.isAutosaveRevision=function(){var b=(new Date).getTime();return null==this.lastAutosaveRevision||b-this.lastAutosaveRevision>this.maxAutosaveRevisionDelay};DrawioFile.prototype.descriptorChanged=function(){this.fireEvent(new mxEventObject("descriptorChanged"))};DrawioFile.prototype.contentChanged=function(){this.fireEvent(new mxEventObject("contentChanged"))}; DrawioFile.prototype.close=function(b){this.updateFileData();this.stats.closed++;this.isAutosave()&&this.isModified()&&this.save(this.isAutosaveRevision(),null,null,b);this.destroy()};DrawioFile.prototype.hasSameExtension=function(b,e){if(null!=b&&null!=e){var k=b.lastIndexOf(".");b=0<k?b.substring(k):"";k=e.lastIndexOf(".");return b===(0<k?e.substring(k):"")}return b==e}; DrawioFile.prototype.removeListeners=function(){null!=this.changeListener&&(this.ui.editor.graph.model.removeListener(this.changeListener),this.ui.editor.graph.removeListener(this.changeListener),this.ui.removeListener(this.changeListener),this.changeListener=null)};DrawioFile.prototype.destroy=function(){this.clearAutosave();this.removeListeners();this.stats.destroyed++;null!=this.sync&&(this.sync.destroy(),this.sync=null)};DrawioFile.prototype.commentsSupported=function(){return!1}; -DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,e){b([])};DrawioFile.prototype.addComment=function(b,e,k){e(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,e){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,e)};LocalFile=function(b,e,k,n,D,t){DrawioFile.call(this,b,e);this.title=k;this.mode=n?null:App.MODE_DEVICE;this.fileHandle=D;this.desc=t};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; +DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,e){b([])};DrawioFile.prototype.addComment=function(b,e,k){e(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,e){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,e)};LocalFile=function(b,e,k,m,D,p){DrawioFile.call(this,b,e);this.title=k;this.mode=m?null:App.MODE_DEVICE;this.fileHandle=D;this.desc=p};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; LocalFile.prototype.isRenamable=function(){return!0};LocalFile.prototype.save=function(b,e,k){this.saveAs(this.title,e,k)};LocalFile.prototype.saveAs=function(b,e,k){this.saveFile(b,!1,e,k)};LocalFile.prototype.saveAs=function(b,e,k){this.saveFile(b,!1,e,k)};LocalFile.prototype.getDescriptor=function(){return this.desc};LocalFile.prototype.setDescriptor=function(b){this.desc=b}; LocalFile.prototype.getLatestVersion=function(b,e){null==this.fileHandle?b(null):this.ui.loadFileSystemEntry(this.fileHandle,b,e)}; -LocalFile.prototype.saveFile=function(b,e,k,n,D){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;D||this.updateFileData();var t=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var E=this.getData(),d=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=k&&k()}),f=mxUtils.bind(this,function(g){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var l=mxUtils.bind(this, -function(z){this.savingFile=!1;null!=n&&n({error:z})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(z){this.fileHandle.getFile().then(mxUtils.bind(this,function(F){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[F],"conflict",this.desc.lastModified!=F.lastModified);this.desc.lastModified==F.lastModified?z.write(t?this.ui.base64ToBlob(g,"image/png"):g).then(mxUtils.bind(this,function(){z.close().then(mxUtils.bind(this, -function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(C){try{var I=this.desc;this.savingFile=!1;this.desc=C;this.fileSaved(E,I,d,l);this.removeDraft()}catch(G){l(G)}}),l)}),l)}),l):(this.inConflictState=!0,l())}),mxUtils.bind(this,function(F){this.invalidFileHandle=!0;l(F)}))}),l)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(g,b,t?"image/png":"text/xml",t);else if(g.length<MAX_REQUEST_SIZE){var q=b.lastIndexOf(".");q=0<q?b.substring(q+1):"xml"; -(new mxXmlRequest(SAVE_URL,"format="+q+"&xml="+encodeURIComponent(g)+"&filename="+encodeURIComponent(b)+(t?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(g)}));d()}});t?(e=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(g){f(g)}),n,this.ui.getCurrentFile()!=this?E:null,e.scale,e.border)):f(E)}; +LocalFile.prototype.saveFile=function(b,e,k,m,D){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;D||this.updateFileData();var p=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var E=this.getData(),K=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=k&&k()}),Q=mxUtils.bind(this,function(d){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var f=mxUtils.bind(this, +function(x){this.savingFile=!1;null!=m&&m({error:x})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(x){this.fileHandle.getFile().then(mxUtils.bind(this,function(z){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[z],"conflict",this.desc.lastModified!=z.lastModified);this.desc.lastModified==z.lastModified?x.write(p?this.ui.base64ToBlob(d,"image/png"):d).then(mxUtils.bind(this,function(){x.close().then(mxUtils.bind(this, +function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(u){try{var H=this.desc;this.savingFile=!1;this.desc=u;this.fileSaved(E,H,K,f);this.removeDraft()}catch(L){f(L)}}),f)}),f)}),f):(this.inConflictState=!0,f())}),mxUtils.bind(this,function(z){this.invalidFileHandle=!0;f(z)}))}),f)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(d,b,p?"image/png":"text/xml",p);else if(d.length<MAX_REQUEST_SIZE){var g=b.lastIndexOf(".");g=0<g?b.substring(g+1):"xml"; +(new mxXmlRequest(SAVE_URL,"format="+g+"&xml="+encodeURIComponent(d)+"&filename="+encodeURIComponent(b)+(p?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(d)}));K()}});p?(e=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(d){Q(d)}),m,this.ui.getCurrentFile()!=this?E:null,e.scale,e.border)):Q(E)}; LocalFile.prototype.rename=function(b,e,k){this.title=b;this.descriptorChanged();null!=e&&e()};LocalFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};(function(){"undefined"!==typeof html4&&(html4.ATTRIBS["span::data-lucid-content"]=0,html4.ATTRIBS["span::data-lucid-type"]=0,html4.ATTRIBS["font::data-font-src"]=0);Editor.prototype.appName="diagrams.net";Editor.prototype.diagramFileTypes=[{description:"diagramXmlDesc",extension:"drawio",mimeType:"text/xml"},{description:"diagramPngDesc",extension:"png",mimeType:"image/png"},{description:"diagramSvgDesc",extension:"svg",mimeType:"image/svg"},{description:"diagramHtmlDesc",extension:"html",mimeType:"text/html"}, {description:"diagramXmlDesc",extension:"xml",mimeType:"text/xml"}];Editor.prototype.libraryFileTypes=[{description:"Library (.drawiolib, 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Angle",type:"int",defVal:-41,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")&&0<u.vertices.length}},{name:"curveFitting",dispName:"Curve Fitting",type:"float",defVal:.95,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style, -"sketch","1"==urlParams.rough?"1":"0")}},{name:"simplification",dispName:"Simplification",type:"float",defVal:0,min:0,max:1,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")}},{name:"disableMultiStroke",dispName:"Disable Multi Stroke",type:"bool",defVal:!1,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")}},{name:"disableMultiStrokeFill",dispName:"Disable Multi Stroke Fill",type:"bool",defVal:!1,isVisible:function(u, -H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")&&0<u.vertices.length}},{name:"dashOffset",dispName:"Dash 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Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"targetPortConstraint",dispName:"Target Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"jettySize", -dispName:"Jetty Size",type:"int",min:0,defVal:"auto",allowAuto:!0,isVisible:function(u){return"orthogonalEdgeStyle"==mxUtils.getValue(u.style,mxConstants.STYLE_EDGE,null)}},{name:"fillOpacity",dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"startFill",dispName:"Start Fill",type:"bool",defVal:!0},{name:"endFill",dispName:"End Fill",type:"bool",defVal:!0},{name:"perimeterSpacing",dispName:"Terminal Spacing", -type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable", -dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump",dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop Routing",type:"bool",defVal:!1},{name:"orthogonal",dispName:"Orthogonal",type:"bool",defVal:!1}].concat(Editor.commonProperties); -Editor.commonVertexProperties=[{name:"colspan",dispName:"Colspan",type:"int",min:1,defVal:1,isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTableCell(u.vertices[0])}},{name:"rowspan",dispName:"Rowspan",type:"int",min:1,defVal:1,isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTableCell(u.vertices[0])}},{type:"separator"},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",getDefaultValue:function(u, -H){u=H.editorUi.editor.graph.getCellStyle(1==u.vertices.length&&0==u.edges.length?u.vertices[0]:null);return"1"==mxUtils.getValue(u,"resizeLastRow","0")},isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTable(u.vertices[0])}},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",getDefaultValue:function(u,H){u=H.editorUi.editor.graph.getCellStyle(1==u.vertices.length&&0==u.edges.length?u.vertices[0]:null);return"1"==mxUtils.getValue(u,"resizeLast", -"0")},isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTable(u.vertices[0])}},{name:"fillOpacity",dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"overflow",dispName:"Text Overflow",defVal:"visible",type:"enum",enumList:[{val:"visible",dispName:"Visible"},{val:"hidden",dispName:"Hidden"},{val:"block",dispName:"Block"},{val:"fill",dispName:"Fill"}, -{val:"width",dispName:"Width"}]},{name:"noLabel",dispName:"Hide Label",type:"bool",defVal:!1},{name:"labelPadding",dispName:"Label Padding",type:"float",defVal:0},{name:"direction",dispName:"Direction",type:"enum",defVal:"east",enumList:[{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraint",dispName:"Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"}, -{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraintRotation",dispName:"Rotate Constraint",type:"bool",defVal:!1},{name:"connectable",dispName:"Connectable",type:"bool",getDefaultValue:function(u,H){return H.editorUi.editor.graph.isCellConnectable(0<u.vertices.length&&0==u.edges.length?u.vertices[0]:null)},isVisible:function(u,H){return 0<u.vertices.length&&0==u.edges.length}},{name:"allowArrows",dispName:"Allow Arrows",type:"bool",defVal:!0}, -{name:"snapToPoint",dispName:"Snap to 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1==u.vertices.length&&0==u.edges.length&&!H.editorUi.editor.graph.isSwimlane(u.vertices[0])&&null==mxUtils.getValue(u.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(u,H){H=H.editorUi.editor.graph.model;return 0<u.vertices.length? -H.isVertex(H.getParent(u.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(u,H){u=0<u.vertices.length?H.editorUi.editor.graph.getCellGeometry(u.vertices[0]):null;return null!=u&&!u.relative}}, -{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed 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Fold",type:"bool",defVal:!1,isVisible:function(u,H){return 0<u.vertices.length&&H.editorUi.editor.graph.isContainer(u.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; -Editor.createRoughCanvas=function(u){var H=rough.canvas({getContext:function(){return u}});H.draw=function(P){var V=P.sets||[];P=P.options||this.getDefaultOptions();for(var Q=0;Q<V.length;Q++){var da=V[Q];switch(da.type){case "path":null!=P.stroke&&this._drawToContext(u,da,P);break;case "fillPath":this._drawToContext(u,da,P);break;case "fillSketch":this.fillSketch(u,da,P)}}};H.fillSketch=function(P,V,Q){var da=u.state.strokeColor,ea=u.state.strokeWidth,fa=u.state.strokeAlpha,pa=u.state.dashed,ua= -Q.fillWeight;0>ua&&(ua=Q.strokeWidth/2);u.setStrokeAlpha(u.state.fillAlpha);u.setStrokeColor(Q.fill||"");u.setStrokeWidth(ua);u.setDashed(!1);this._drawToContext(P,V,Q);u.setDashed(pa);u.setStrokeWidth(ea);u.setStrokeColor(da);u.setStrokeAlpha(fa)};H._drawToContext=function(P,V,Q){P.begin();for(var da=0;da<V.ops.length;da++){var ea=V.ops[da],fa=ea.data;switch(ea.op){case "move":P.moveTo(fa[0],fa[1]);break;case "bcurveTo":P.curveTo(fa[0],fa[1],fa[2],fa[3],fa[4],fa[5]);break;case "lineTo":P.lineTo(fa[0], -fa[1])}}P.end();"fillPath"===V.type&&Q.filled?P.fill():P.stroke()};return H};(function(){function u(da,ea,fa){this.canvas=da;this.rc=ea;this.shape=fa;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,u.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,u.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,u.prototype.rect);this.originalRoundrect= -this.canvas.roundrect;this.canvas.roundrect=mxUtils.bind(this,u.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,u.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,u.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,u.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,u.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo; -this.canvas.curveTo=mxUtils.bind(this,u.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,u.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,u.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,u.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,u.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke= -mxUtils.bind(this,u.prototype.fillAndStroke);this.path=[];this.passThrough=!1}u.prototype.moveOp="M";u.prototype.lineOp="L";u.prototype.quadOp="Q";u.prototype.curveOp="C";u.prototype.closeOp="Z";u.prototype.getStyle=function(da,ea){var fa=1;if(null!=this.shape.state){var pa=this.shape.state.cell.id;if(null!=pa)for(var ua=0;ua<pa.length;ua++)fa=(fa<<5)-fa+pa.charCodeAt(ua)<<0}fa={strokeWidth:this.canvas.state.strokeWidth,seed:fa,preserveVertices:!0};pa=this.rc.getDefaultOptions();fa.stroke=da?this.canvas.state.strokeColor=== -mxConstants.NONE?"transparent":this.canvas.state.strokeColor:mxConstants.NONE;da=null;(fa.filled=ea)?(fa.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,da=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):fa.fill="";fa.bowing=mxUtils.getValue(this.shape.style,"bowing",pa.bowing);fa.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",pa.hachureAngle);fa.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting", -pa.curveFitting);fa.roughness=mxUtils.getValue(this.shape.style,"jiggle",pa.roughness);fa.simplification=mxUtils.getValue(this.shape.style,"simplification",pa.simplification);fa.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",pa.disableMultiStroke);fa.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",pa.disableMultiStrokeFill);ea=mxUtils.getValue(this.shape.style,"hachureGap",-1);fa.hachureGap="auto"==ea?-1:ea;fa.dashGap=mxUtils.getValue(this.shape.style, -"dashGap",ea);fa.dashOffset=mxUtils.getValue(this.shape.style,"dashOffset",ea);fa.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",ea);ea=mxUtils.getValue(this.shape.style,"fillWeight",-1);fa.fillWeight="auto"==ea?-1:ea;ea=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==ea&&(ea=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),ea=null!=fa.fill&&(null!=da||null!=ea&&fa.fill==ea)?"solid": -pa.fillStyle);fa.fillStyle=ea;return fa};u.prototype.begin=function(){this.passThrough?this.originalBegin.apply(this.canvas,arguments):this.path=[]};u.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};u.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var da=2;da<arguments.length;da+=2)this.lastX=arguments[da-1],this.lastY=arguments[da],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))}; -u.prototype.lineTo=function(da,ea){this.passThrough?this.originalLineTo.apply(this.canvas,arguments):(this.addOp(this.lineOp,da,ea),this.lastX=da,this.lastY=ea)};u.prototype.moveTo=function(da,ea){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,da,ea),this.lastX=da,this.lastY=ea,this.firstX=da,this.firstY=ea)};u.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};u.prototype.quadTo=function(da, -ea,fa,pa){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,da,ea,fa,pa),this.lastX=fa,this.lastY=pa)};u.prototype.curveTo=function(da,ea,fa,pa,ua,qa){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,da,ea,fa,pa,ua,qa),this.lastX=ua,this.lastY=qa)};u.prototype.arcTo=function(da,ea,fa,pa,ua,qa,Da){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var Aa=mxUtils.arcToCurves(this.lastX,this.lastY, -da,ea,fa,pa,ua,qa,Da);if(null!=Aa)for(var Fa=0;Fa<Aa.length;Fa+=6)this.curveTo(Aa[Fa],Aa[Fa+1],Aa[Fa+2],Aa[Fa+3],Aa[Fa+4],Aa[Fa+5]);this.lastX=qa;this.lastY=Da}};u.prototype.rect=function(da,ea,fa,pa){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(da,ea,fa,pa,this.getStyle(!0,!0)))};u.prototype.ellipse=function(da,ea,fa,pa){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(da+ -fa/2,ea+pa/2,fa,pa,this.getStyle(!0,!0)))};u.prototype.roundrect=function(da,ea,fa,pa,ua,qa){this.passThrough?this.originalRoundrect.apply(this.canvas,arguments):(this.begin(),this.moveTo(da+ua,ea),this.lineTo(da+fa-ua,ea),this.quadTo(da+fa,ea,da+fa,ea+qa),this.lineTo(da+fa,ea+pa-qa),this.quadTo(da+fa,ea+pa,da+fa-ua,ea+pa),this.lineTo(da+ua,ea+pa),this.quadTo(da,ea+pa,da,ea+pa-qa),this.lineTo(da,ea+qa),this.quadTo(da,ea,da+ua,ea))};u.prototype.drawPath=function(da){if(0<this.path.length){this.passThrough= -!0;try{this.rc.path(this.path.join(" "),da)}catch(fa){}this.passThrough=!1}else if(null!=this.nextShape){for(var ea in da)this.nextShape.options[ea]=da[ea];da.stroke!=mxConstants.NONE&&null!=da.stroke||delete this.nextShape.options.stroke;da.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};u.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};u.prototype.fill= -function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};u.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!0))};u.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo= -this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin;this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(da){return new u(da,Editor.createRoughCanvas(da),this)};var H=mxShape.prototype.createHandJiggle; -mxShape.prototype.createHandJiggle=function(da){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?H.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle","rough")?this.createComicCanvas(da):this.createRoughCanvas(da)};var P=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(da,ea,fa,pa,ua){null!=da.handJiggle&&da.handJiggle.passThrough||P.apply(this,arguments)};var V=mxShape.prototype.paint;mxShape.prototype.paint= -function(da){var ea=da.addTolerance,fa=!0;null!=this.style&&(fa="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=da.handJiggle&&da.handJiggle.constructor==u&&!this.outline){da.save();var pa=this.fill,ua=this.stroke;this.stroke=this.fill=null;var qa=this.configurePointerEvents,Da=da.setStrokeColor;da.setStrokeColor=function(){};var Aa=da.setFillColor;da.setFillColor=function(){};fa||null==pa||(this.configurePointerEvents=function(){});da.handJiggle.passThrough=!0;V.apply(this, -arguments);da.handJiggle.passThrough=!1;da.setFillColor=Aa;da.setStrokeColor=Da;this.configurePointerEvents=qa;this.stroke=ua;this.fill=pa;da.restore();fa&&null!=pa&&(da.addTolerance=function(){})}V.apply(this,arguments);da.addTolerance=ea};var Q=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(da,ea,fa,pa,ua,qa){null!=da.handJiggle&&da.handJiggle.constructor==u?(da.handJiggle.passThrough=!0,Q.apply(this,arguments),da.handJiggle.passThrough=!1):Q.apply(this,arguments)}})(); -Editor.fastCompress=function(u){return null==u||0==u.length||"undefined"===typeof pako?u:Graph.arrayBufferToString(pako.deflateRaw(u))};Editor.fastDecompress=function(u){return null==u||0==u.length||"undefined"===typeof pako?u:pako.inflateRaw(Graph.stringToArrayBuffer(atob(u)),{to:"string"})};Editor.extractGraphModel=function(u,H,P){if(null!=u&&"undefined"!==typeof pako){var V=u.ownerDocument.getElementsByTagName("div"),Q=[];if(null!=V&&0<V.length)for(var da=0;da<V.length;da++)if("mxgraph"==V[da].getAttribute("class")){Q.push(V[da]); -break}0<Q.length&&(V=Q[0].getAttribute("data-mxgraph"),null!=V?(Q=JSON.parse(V),null!=Q&&null!=Q.xml&&(u=mxUtils.parseXml(Q.xml),u=u.documentElement)):(Q=Q[0].getElementsByTagName("div"),0<Q.length&&(V=mxUtils.getTextContent(Q[0]),V=Graph.decompress(V,null,P),0<V.length&&(u=mxUtils.parseXml(V),u=u.documentElement))))}if(null!=u&&"svg"==u.nodeName)if(V=u.getAttribute("content"),null!=V&&"<"!=V.charAt(0)&&"%"!=V.charAt(0)&&(V=unescape(window.atob?atob(V):Base64.decode(cont,V))),null!=V&&"%"==V.charAt(0)&& -(V=decodeURIComponent(V)),null!=V&&0<V.length)u=mxUtils.parseXml(V).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==u||H||(Q=null,"diagram"==u.nodeName?Q=u:"mxfile"==u.nodeName&&(V=u.getElementsByTagName("diagram"),0<V.length&&(Q=V[Math.max(0,Math.min(V.length-1,urlParams.page||0))])),null!=Q&&(u=Editor.parseDiagramNode(Q,P)));null==u||"mxGraphModel"==u.nodeName||H&&"mxfile"==u.nodeName||(u=null);return u};Editor.parseDiagramNode=function(u,H){var P=mxUtils.trim(mxUtils.getTextContent(u)), -V=null;0<P.length?(u=Graph.decompress(P,null,H),null!=u&&0<u.length&&(V=mxUtils.parseXml(u).documentElement)):(u=mxUtils.getChildNodes(u),0<u.length&&(V=mxUtils.createXmlDocument(),V.appendChild(V.importNode(u[0],!0)),V=V.documentElement));return V};Editor.getDiagramNodeXml=function(u){var H=mxUtils.getTextContent(u),P=null;0<H.length?P=Graph.decompress(H):null!=u.firstChild&&(P=mxUtils.getXml(u.firstChild));return P};Editor.extractGraphModelFromPdf=function(u){u=u.substring(u.indexOf(",")+1);u=window.atob&& -!mxClient.IS_SF?atob(u):Base64.decode(u,!0);if("%PDF-1.7"==u.substring(0,8)){var H=u.indexOf("EmbeddedFile");if(-1<H){var P=u.indexOf("stream",H)+9;if(0<u.substring(H,P).indexOf("application#2Fvnd.jgraph.mxfile"))return H=u.indexOf("endstream",P-1),pako.inflateRaw(Graph.stringToArrayBuffer(u.substring(P,H)),{to:"string"})}return null}P=null;H="";for(var V=0,Q=0,da=[],ea=null;Q<u.length;){var fa=u.charCodeAt(Q);Q+=1;10!=fa&&(H+=String.fromCharCode(fa));fa=="/Subject (%3Cmxfile".charCodeAt(V)?V++:V= -0;if(19==V){var pa=u.indexOf("%3C%2Fmxfile%3E)",Q)+15;Q-=9;if(pa>Q){P=u.substring(Q,pa);break}}10==fa&&("endobj"==H?ea=null:"obj"==H.substring(H.length-3,H.length)||"xref"==H||"trailer"==H?(ea=[],da[H.split(" ")[0]]=ea):null!=ea&&ea.push(H),H="")}null==P&&(P=Editor.extractGraphModelFromXref(da));null!=P&&(P=decodeURIComponent(P.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return P};Editor.extractGraphModelFromXref=function(u){var H=u.trailer,P=null;null!=H&&(H=/.* \/Info (\d+) (\d+) R/g.exec(H.join("\n")), -null!=H&&0<H.length&&(H=u[H[1]],null!=H&&(H=/.* \/Subject (\d+) (\d+) R/g.exec(H.join("\n")),null!=H&&0<H.length&&(u=u[H[1]],null!=u&&(u=u.join("\n"),P=u.substring(1,u.length-1))))));return P};Editor.extractParserError=function(u,H){var P=null;u=null!=u?u.getElementsByTagName("parsererror"):null;null!=u&&0<u.length&&(P=H||mxResources.get("invalidChars"),H=u[0].getElementsByTagName("div"),0<H.length&&(P=mxUtils.getTextContent(H[0])));return null!=P?mxUtils.trim(P):P};Editor.addRetryToError=function(u, -H){null!=u&&(u=null!=u.error?u.error:u,null==u.retry&&(u.retry=H))};Editor.configure=function(u,H){if(null!=u){Editor.config=u;Editor.configVersion=u.version;Menus.prototype.defaultFonts=u.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors=u.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=u.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=u.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes= -u.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=u.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=u.autosaveDelay||DrawioFile.prototype.autosaveDelay;u.debug&&(urlParams.test="1");null!=u.templateFile&&(EditorUi.templateFile=u.templateFile);null!=u.styles&&(Array.isArray(u.styles)?Editor.styles=u.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=u.globalVars&&(Editor.globalVars= -u.globalVars);null!=u.compressXml&&(Editor.compressXml=u.compressXml);null!=u.includeDiagram&&(Editor.defaultIncludeDiagram=u.includeDiagram);null!=u.simpleLabels&&(Editor.simpleLabels=u.simpleLabels);null!=u.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker=u.oneDriveInlinePicker);null!=u.darkColor&&(Editor.darkColor=u.darkColor);null!=u.lightColor&&(Editor.lightColor=u.lightColor);null!=u.settingsName&&(Editor.configurationKey="."+u.settingsName+"-configuration",Editor.settingsKey="."+u.settingsName+ -"-config",mxSettings.key=Editor.settingsKey);u.customFonts&&(Menus.prototype.defaultFonts=u.customFonts.concat(Menus.prototype.defaultFonts));u.customPresetColors&&(ColorDialog.prototype.presetColors=u.customPresetColors.concat(ColorDialog.prototype.presetColors));null!=u.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=u.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=u.css){var P=document.createElement("style");P.setAttribute("type","text/css"); -P.appendChild(document.createTextNode(u.css));var V=document.getElementsByTagName("script")[0];V.parentNode.insertBefore(P,V)}null!=u.libraries&&(Sidebar.prototype.customEntries=u.libraries);null!=u.enabledLibraries&&(Array.isArray(u.enabledLibraries)?Sidebar.prototype.enabledLibraries=u.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=u.defaultLibraries&&(Sidebar.prototype.defaultEntries=u.defaultLibraries);null!=u.defaultCustomLibraries&&(Editor.defaultCustomLibraries= -u.defaultCustomLibraries);null!=u.enableCustomLibraries&&(Editor.enableCustomLibraries=u.enableCustomLibraries);null!=u.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=u.defaultVertexStyle);null!=u.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=u.defaultEdgeStyle);null!=u.defaultPageVisible&&(Graph.prototype.defaultPageVisible=u.defaultPageVisible);null!=u.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=u.defaultGridEnabled);null!=u.zoomWheel&&(Graph.zoomWheel=u.zoomWheel);null!= -u.zoomFactor&&(P=parseFloat(u.zoomFactor),!isNaN(P)&&1<P?Graph.prototype.zoomFactor=P:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=u.gridSteps&&(P=parseInt(u.gridSteps),!isNaN(P)&&0<P?mxGraphView.prototype.gridSteps=P:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps"));null!=u.pageFormat&&(P=parseInt(u.pageFormat.width),V=parseInt(u.pageFormat.height),!isNaN(P)&&0<P&&!isNaN(V)&&0<V?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,P,V), -mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));u.thumbWidth&&(Sidebar.prototype.thumbWidth=u.thumbWidth);u.thumbHeight&&(Sidebar.prototype.thumbHeight=u.thumbHeight);u.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml=u.emptyLibraryXml);u.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=u.emptyDiagramXml);u.sidebarWidth&&(EditorUi.prototype.hsplitPosition=u.sidebarWidth);u.sidebarTitles&& -(Sidebar.prototype.sidebarTitles=u.sidebarTitles);u.sidebarTitleSize&&(P=parseInt(u.sidebarTitleSize),!isNaN(P)&&0<P?Sidebar.prototype.sidebarTitleSize=P:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));u.fontCss&&("string"===typeof u.fontCss?Editor.configureFontCss(u.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss"));null!=u.autosaveDelay&&(P=parseInt(u.autosaveDelay),!isNaN(P)&&0<P?DrawioFile.prototype.autosaveDelay=P:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay")); -if(null!=u.plugins&&!H)for(App.initPluginCallback(),H=0;H<u.plugins.length;H++)mxscript(u.plugins[H]);null!=u.maxImageBytes&&(EditorUi.prototype.maxImageBytes=u.maxImageBytes);null!=u.maxImageSize&&(EditorUi.prototype.maxImageSize=u.maxImageSize);null!=u.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=u.shareCursorPosition);null!=u.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=u.showRemoteCursors)}};Editor.configureFontCss=function(u){if(null!=u){Editor.prototype.fontCss=u; -var H=document.getElementsByTagName("script")[0];if(null!=H&&null!=H.parentNode){var P=document.createElement("style");P.setAttribute("type","text/css");P.appendChild(document.createTextNode(u));H.parentNode.insertBefore(P,H);u=u.split("url(");for(P=1;P<u.length;P++){var V=u[P].indexOf(")");V=Editor.trimCssUrl(u[P].substring(0,V));var Q=document.createElement("link");Q.setAttribute("rel","preload");Q.setAttribute("href",V);Q.setAttribute("as","font");Q.setAttribute("crossorigin","");H.parentNode.insertBefore(Q, -H)}}}};Editor.trimCssUrl=function(u){return u.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(u){u=null!=u?u:Editor.GUID_LENGTH;for(var H=[],P=0;P<u;P++)H.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return H.join("")};Editor.prototype.timeout= -25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(u){u=null!=u&&"mxlibrary"!=u.nodeName?this.extractGraphModel(u):null;if(null!=u){var H=Editor.extractParserError(u,mxResources.get("invalidOrMissingFile"));if(H)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[u],"cause",[H]),Error(mxResources.get("notADiagramFile")+ -" ("+H+")");if("mxGraphModel"==u.nodeName){H=u.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=H&&""!=H)H!=this.graph.currentStyle&&(P=null!=this.graph.themes?this.graph.themes[H]:mxUtils.load(STYLE_PATH+"/"+H+".xml").getDocumentElement(),null!=P&&(V=new mxCodec(P.ownerDocument),V.decode(P,this.graph.getStylesheet())));else{var P=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=P){var V=new mxCodec(P.ownerDocument); -V.decode(P,this.graph.getStylesheet())}}this.graph.currentStyle=H;this.graph.mathEnabled="1"==urlParams.math||"1"==u.getAttribute("math");H=u.getAttribute("backgroundImage");null!=H?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(H)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==u.getAttribute("shadow"),!1);if(H=u.getAttribute("extFonts"))try{for(H= -H.split("|").map(function(Q){Q=Q.split("^");return{name:Q[0],url:Q[1]}}),P=0;P<H.length;P++)this.graph.addExtFont(H[P].name,H[P].url)}catch(Q){console.log("ExtFonts format error: "+Q.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")||"Invalid data",toString:function(){return this.message}};};var e=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(u,H){u=null!= -u?u:!0;var P=e.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&P.setAttribute("style",this.graph.currentStyle);var V=this.graph.getBackgroundImageObject(this.graph.backgroundImage,H);null!=V&&P.setAttribute("backgroundImage",JSON.stringify(V));P.setAttribute("math",this.graph.mathEnabled?"1":"0");P.setAttribute("shadow",this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(V=this.graph.extFonts.map(function(Q){return Q.name+ -"^"+Q.url}),P.setAttribute("extFonts",V.join("|")));return P};Editor.prototype.isDataSvg=function(u){try{var H=mxUtils.parseXml(u).documentElement.getAttribute("content");if(null!=H&&(null!=H&&"<"!=H.charAt(0)&&"%"!=H.charAt(0)&&(H=unescape(window.atob?atob(H):Base64.decode(cont,H))),null!=H&&"%"==H.charAt(0)&&(H=decodeURIComponent(H)),null!=H&&0<H.length)){var P=mxUtils.parseXml(H).documentElement;return"mxfile"==P.nodeName||"mxGraphModel"==P.nodeName}}catch(V){}return!1};Editor.prototype.extractGraphModel= -function(u,H,P){return Editor.extractGraphModel.apply(this,arguments)};var k=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();k.apply(this,arguments)};var n=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){n.apply(this, -arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(u,H){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){u=null!=u?u:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(Q){try{MathJax.typesetClear([Q]),MathJax.typeset([Q]),Editor.onMathJaxDone()}catch(da){MathJax.typesetClear([Q]),null!=da.retry?da.retry.then(function(){MathJax.typesetPromise([Q]).then(Editor.onMathJaxDone)}): -null!=window.console&&console.log("Error in MathJax: "+da.toString())}};window.MathJax=null!=H?H:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var Q=0;Q<Editor.mathJaxQueue.length;Q++)Editor.doMathJaxRender(Editor.mathJaxQueue[Q])}}};Editor.MathJaxRender=function(Q){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(Q):Editor.mathJaxQueue.push(Q)}; -Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var P=Editor.prototype.init;Editor.prototype.init=function(){P.apply(this,arguments);var Q=mxUtils.bind(this,function(da,ea){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE,Q);this.graph.addListener(mxEvent.REFRESH,Q)};H=document.getElementsByTagName("script");if(null!=H&&0<H.length){var V= -document.createElement("script");V.setAttribute("type","text/javascript");V.setAttribute("src",u);H[0].parentNode.appendChild(V)}}};Editor.prototype.csvToArray=function(u){if(0<u.length){var H="",P=[""],V=0,Q=!0,da;u=$jscomp.makeIterator(u);for(da=u.next();!da.done;da=u.next())da=da.value,'"'===da?(Q&&da===H&&(P[V]+=da),Q=!Q):","===da&&Q?da=P[++V]="":P[V]+=da,H=da;return P}return[]};Editor.prototype.isCorsEnabledForUrl=function(u){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||u.substring(0,window.location.origin.length)== -window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp=new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(u)||"https://raw.githubusercontent.com/"===u.substring(0,34)||"https://fonts.googleapis.com/"===u.substring(0,29)||"https://fonts.gstatic.com/"===u.substring(0,26)};Editor.prototype.createImageUrlConverter=function(){var u=new mxUrlConverter;u.updateBaseUrl();var H=u.convert,P=this;u.convert=function(V){if(null!= -V){var Q="http://"==V.substring(0,7)||"https://"==V.substring(0,8);Q&&!navigator.onLine?V=Editor.svgBrokenImage.src:!Q||V.substring(0,u.baseUrl.length)==u.baseUrl||P.crossOriginImages&&P.isCorsEnabledForUrl(V)?"chrome-extension://"==V.substring(0,19)||mxClient.IS_CHROMEAPP||(V=H.apply(this,arguments)):V=PROXY_URL+"?url="+encodeURIComponent(V)}return V};return u};Editor.createSvgDataUri=function(u){return"data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent(u)))};Editor.prototype.convertImageToDataUri= -function(u,H){try{var P=!0,V=window.setTimeout(mxUtils.bind(this,function(){P=!1;H(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(u))mxUtils.get(u,mxUtils.bind(this,function(da){window.clearTimeout(V);P&&H(Editor.createSvgDataUri(da.getText()))}),function(){window.clearTimeout(V);P&&H(Editor.svgBrokenImage.src)});else{var Q=new Image;this.crossOriginImages&&(Q.crossOrigin="anonymous");Q.onload=function(){window.clearTimeout(V);if(P)try{var da=document.createElement("canvas"),ea=da.getContext("2d"); -da.height=Q.height;da.width=Q.width;ea.drawImage(Q,0,0);H(da.toDataURL())}catch(fa){H(Editor.svgBrokenImage.src)}};Q.onerror=function(){window.clearTimeout(V);P&&H(Editor.svgBrokenImage.src)};Q.src=u}}catch(da){H(Editor.svgBrokenImage.src)}};Editor.prototype.convertImages=function(u,H,P,V){null==V&&(V=this.createImageUrlConverter());var Q=0,da=P||{};P=mxUtils.bind(this,function(ea,fa){ea=u.getElementsByTagName(ea);for(var pa=0;pa<ea.length;pa++)mxUtils.bind(this,function(ua){try{if(null!=ua){var qa= -V.convert(ua.getAttribute(fa));if(null!=qa&&"data:"!=qa.substring(0,5)){var Da=da[qa];null==Da?(Q++,this.convertImageToDataUri(qa,function(Aa){null!=Aa&&(da[qa]=Aa,ua.setAttribute(fa,Aa));Q--;0==Q&&H(u)})):ua.setAttribute(fa,Da)}else null!=qa&&ua.setAttribute(fa,qa)}}catch(Aa){}})(ea[pa])});P("image","xlink:href");P("img","src");0==Q&&H(u)};Editor.base64Encode=function(u){for(var H="",P=0,V=u.length,Q,da,ea;P<V;){Q=u.charCodeAt(P++)&255;if(P==V){H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(Q>> -2);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&3)<<4);H+="==";break}da=u.charCodeAt(P++);if(P==V){H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(Q>>2);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&3)<<4|(da&240)>>4);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((da&15)<<2);H+="=";break}ea=u.charCodeAt(P++);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(Q>> -2);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&3)<<4|(da&240)>>4);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((da&15)<<2|(ea&192)>>6);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(ea&63)}return H};Editor.prototype.loadUrl=function(u,H,P,V,Q,da,ea,fa){try{var pa=!ea&&(V||/(\.png)($|\?)/i.test(u)||/(\.jpe?g)($|\?)/i.test(u)||/(\.gif)($|\?)/i.test(u)||/(\.pdf)($|\?)/i.test(u));Q=null!=Q?Q:!0;var ua=mxUtils.bind(this, -function(){mxUtils.get(u,mxUtils.bind(this,function(qa){if(200<=qa.getStatus()&&299>=qa.getStatus()){if(null!=H){var Da=qa.getText();if(pa){if((9==document.documentMode||10==document.documentMode)&&"undefined"!==typeof window.mxUtilsBinaryToArray){qa=mxUtilsBinaryToArray(qa.request.responseBody).toArray();Da=Array(qa.length);for(var Aa=0;Aa<qa.length;Aa++)Da[Aa]=String.fromCharCode(qa[Aa]);Da=Da.join("")}da=null!=da?da:"data:image/png;base64,";Da=da+Editor.base64Encode(Da)}H(Da)}}else null!=P&&(0== -qa.getStatus()?P({message:mxResources.get("accessDenied")},qa):404==qa.getStatus()?P({code:qa.getStatus()},qa):P({message:mxResources.get("error")+" "+qa.getStatus()},qa))}),function(qa){null!=P&&P({message:mxResources.get("error")+" "+qa.getStatus()})},pa,this.timeout,function(){Q&&null!=P&&P({code:App.ERROR_TIMEOUT,retry:ua})},fa)});ua()}catch(qa){null!=P&&P(qa)}};Editor.prototype.absoluteCssFonts=function(u){var H=null;if(null!=u){var P=u.split("url(");if(0<P.length){H=[P[0]];u=window.location.pathname; -var V=null!=u?u.lastIndexOf("/"):-1;0<=V&&(u=u.substring(0,V+1));V=document.getElementsByTagName("base");var Q=null;null!=V&&0<V.length&&(Q=V[0].getAttribute("href"));for(var da=1;da<P.length;da++)if(V=P[da].indexOf(")"),0<V){var ea=Editor.trimCssUrl(P[da].substring(0,V));this.graph.isRelativeUrl(ea)&&(ea=null!=Q?Q+ea:window.location.protocol+"//"+window.location.hostname+("/"==ea.charAt(0)?"":u)+ea);H.push('url("'+ea+'"'+P[da].substring(V))}else H.push(P[da])}else H=[u]}return null!=H?H.join(""): -null};Editor.prototype.mapFontUrl=function(u,H,P){/^https?:\/\//.test(H)&&!this.isCorsEnabledForUrl(H)&&(H=PROXY_URL+"?url="+encodeURIComponent(H));P(u,H)};Editor.prototype.embedCssFonts=function(u,H){var P=u.split("url("),V=0;null==this.cachedFonts&&(this.cachedFonts={});var Q=mxUtils.bind(this,function(){if(0==V){for(var pa=[P[0]],ua=1;ua<P.length;ua++){var qa=P[ua].indexOf(")");pa.push('url("');pa.push(this.cachedFonts[Editor.trimCssUrl(P[ua].substring(0,qa))]);pa.push('"'+P[ua].substring(qa))}H(pa.join(""))}}); -if(0<P.length){for(u=1;u<P.length;u++){var da=P[u].indexOf(")"),ea=null,fa=P[u].indexOf("format(",da);0<fa&&(ea=Editor.trimCssUrl(P[u].substring(fa+7,P[u].indexOf(")",fa))));mxUtils.bind(this,function(pa){if(null==this.cachedFonts[pa]){this.cachedFonts[pa]=pa;V++;var ua="application/x-font-ttf";if("svg"==ea||/(\.svg)($|\?)/i.test(pa))ua="image/svg+xml";else if("otf"==ea||"embedded-opentype"==ea||/(\.otf)($|\?)/i.test(pa))ua="application/x-font-opentype";else if("woff"==ea||/(\.woff)($|\?)/i.test(pa))ua= -"application/font-woff";else if("woff2"==ea||/(\.woff2)($|\?)/i.test(pa))ua="application/font-woff2";else if("eot"==ea||/(\.eot)($|\?)/i.test(pa))ua="application/vnd.ms-fontobject";else if("sfnt"==ea||/(\.sfnt)($|\?)/i.test(pa))ua="application/font-sfnt";this.mapFontUrl(ua,pa,mxUtils.bind(this,function(qa,Da){this.loadUrl(Da,mxUtils.bind(this,function(Aa){this.cachedFonts[pa]=Aa;V--;Q()}),mxUtils.bind(this,function(Aa){V--;Q()}),!0,null,"data:"+qa+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(P[u].substring(0, -da)),ea)}Q()}else H(u)};Editor.prototype.loadFonts=function(u){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(H){this.resolvedFontCss=H;null!=u&&u()})):null!=u&&u()};Editor.prototype.createGoogleFontCache=function(){var u={},H;for(H in Graph.fontMapping)Graph.isCssFontUrl(H)&&(u[H]=Graph.fontMapping[H]);return u};Editor.prototype.embedExtFonts=function(u){var H=this.graph.getCustomFonts();if(0<H.length){var P=[],V=0;null==this.cachedGoogleFonts&& -(this.cachedGoogleFonts=this.createGoogleFontCache());for(var Q=mxUtils.bind(this,function(){0==V&&this.embedCssFonts(P.join(""),u)}),da=0;da<H.length;da++)mxUtils.bind(this,function(ea,fa){Graph.isCssFontUrl(fa)?null==this.cachedGoogleFonts[fa]?(V++,this.loadUrl(fa,mxUtils.bind(this,function(pa){this.cachedGoogleFonts[fa]=pa;P.push(pa+"\n");V--;Q()}),mxUtils.bind(this,function(pa){V--;P.push("@import url("+fa+");\n");Q()}))):P.push(this.cachedGoogleFonts[fa]+"\n"):P.push('@font-face {font-family: "'+ -ea+'";src: url("'+fa+'")}\n')})(H[da].name,H[da].url);Q()}else u()};Editor.prototype.addMathCss=function(u){u=u.getElementsByTagName("defs");if(null!=u&&0<u.length)for(var H=document.getElementsByTagName("style"),P=0;P<H.length;P++){var V=mxUtils.getTextContent(H[P]);0>V.indexOf("mxPageSelector")&&0<V.indexOf("MathJax")&&u[0].appendChild(H[P].cloneNode(!0))}};Editor.prototype.addFontCss=function(u,H){H=null!=H?H:this.absoluteCssFonts(this.fontCss);if(null!=H){var P=u.getElementsByTagName("defs"), -V=u.ownerDocument;0==P.length?(P=null!=V.createElementNS?V.createElementNS(mxConstants.NS_SVG,"defs"):V.createElement("defs"),null!=u.firstChild?u.insertBefore(P,u.firstChild):u.appendChild(P)):P=P[0];u=null!=V.createElementNS?V.createElementNS(mxConstants.NS_SVG,"style"):V.createElement("style");u.setAttribute("type","text/css");mxUtils.setTextContent(u,H);P.appendChild(u)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale= -function(u,H,P){var V=mxClient.IS_FF?8192:16384;return Math.min(P,Math.min(V/u,V/H))};Editor.prototype.exportToCanvas=function(u,H,P,V,Q,da,ea,fa,pa,ua,qa,Da,Aa,Fa,ta,Sa,Ra,Oa){try{da=null!=da?da:!0;ea=null!=ea?ea:!0;Da=null!=Da?Da:this.graph;Aa=null!=Aa?Aa:0;var Va=pa?null:Da.background;Va==mxConstants.NONE&&(Va=null);null==Va&&(Va=V);null==Va&&0==pa&&(Va=Sa?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(Da.getSvg(null,null,Aa,Fa,null,ea,null,null,null,ua,null,Sa,Ra,Oa),mxUtils.bind(this, -function(Ja){try{var cb=new Image;cb.onload=mxUtils.bind(this,function(){try{var y=function(){mxClient.IS_SF?window.setTimeout(function(){U.drawImage(cb,0,0);u(K,Ja)},0):(U.drawImage(cb,0,0),u(K,Ja))},K=document.createElement("canvas"),N=parseInt(Ja.getAttribute("width")),T=parseInt(Ja.getAttribute("height"));fa=null!=fa?fa:1;null!=H&&(fa=da?Math.min(1,Math.min(3*H/(4*T),H/N)):H/N);fa=this.getMaxCanvasScale(N,T,fa);N=Math.ceil(fa*N);T=Math.ceil(fa*T);K.setAttribute("width",N);K.setAttribute("height", -T);var U=K.getContext("2d");null!=Va&&(U.beginPath(),U.rect(0,0,N,T),U.fillStyle=Va,U.fill());1!=fa&&U.scale(fa,fa);if(ta){var W=Da.view,na=W.scale;W.scale=1;var wa=btoa(unescape(encodeURIComponent(W.createSvgGrid(W.gridColor))));W.scale=na;wa="data:image/svg+xml;base64,"+wa;var ra=Da.gridSize*W.gridSteps*fa,xa=Da.getGraphBounds(),Ea=W.translate.x*na,Na=W.translate.y*na,Ma=Ea+(xa.x-Ea)/na-Aa,za=Na+(xa.y-Na)/na-Aa,Ba=new Image;Ba.onload=function(){try{for(var Ca=-Math.round(ra-mxUtils.mod((Ea-Ma)* -fa,ra)),ya=-Math.round(ra-mxUtils.mod((Na-za)*fa,ra));Ca<N;Ca+=ra)for(var Ga=ya;Ga<T;Ga+=ra)U.drawImage(Ba,Ca/fa,Ga/fa);y()}catch(Za){null!=Q&&Q(Za)}};Ba.onerror=function(Ca){null!=Q&&Q(Ca)};Ba.src=wa}else y()}catch(Ca){null!=Q&&Q(Ca)}});cb.onerror=function(y){null!=Q&&Q(y)};ua&&this.graph.addSvgShadow(Ja);this.graph.mathEnabled&&this.addMathCss(Ja);var $a=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(Ja,this.resolvedFontCss),cb.src=Editor.createSvgDataUri(mxUtils.getXml(Ja))}catch(y){null!= -Q&&Q(y)}});this.embedExtFonts(mxUtils.bind(this,function(y){try{null!=y&&this.addFontCss(Ja,y),this.loadFonts($a)}catch(K){null!=Q&&Q(K)}}))}catch(y){null!=Q&&Q(y)}}),P,qa)}catch(Ja){null!=Q&&Q(Ja)}};Editor.crcTable=[];for(var D=0;256>D;D++)for(var t=D,E=0;8>E;E++)t=1==(t&1)?3988292384^t>>>1:t>>>1,Editor.crcTable[D]=t;Editor.updateCRC=function(u,H,P,V){for(var Q=0;Q<V;Q++)u=Editor.crcTable[(u^H.charCodeAt(P+Q))&255]^u>>>8;return u};Editor.crc32=function(u){for(var H=-1,P=0;P<u.length;P++)H=H>>>8^ -Editor.crcTable[(H^u.charCodeAt(P))&255];return(H^-1)>>>0};Editor.writeGraphModelToPng=function(u,H,P,V,Q){function da(qa,Da){var Aa=pa;pa+=Da;return qa.substring(Aa,pa)}function ea(qa){qa=da(qa,4);return qa.charCodeAt(3)+(qa.charCodeAt(2)<<8)+(qa.charCodeAt(1)<<16)+(qa.charCodeAt(0)<<24)}function fa(qa){return String.fromCharCode(qa>>24&255,qa>>16&255,qa>>8&255,qa&255)}u=u.substring(u.indexOf(",")+1);u=window.atob?atob(u):Base64.decode(u,!0);var pa=0;if(da(u,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13, -10,26,10))null!=Q&&Q();else if(da(u,4),"IHDR"!=da(u,4))null!=Q&&Q();else{da(u,17);Q=u.substring(0,pa);do{var ua=ea(u);if("IDAT"==da(u,4)){Q=u.substring(0,pa-8);"pHYs"==H&&"dpi"==P?(P=Math.round(V/.0254),P=fa(P)+fa(P)+String.fromCharCode(1)):P=P+String.fromCharCode(0)+("zTXt"==H?String.fromCharCode(0):"")+V;V=4294967295;V=Editor.updateCRC(V,H,0,4);V=Editor.updateCRC(V,P,0,P.length);Q+=fa(P.length)+H+P+fa(V^4294967295);Q+=u.substring(pa-8,u.length);break}Q+=u.substring(pa-8,pa-4+ua);da(u,ua);da(u,4)}while(ua); -return"data:image/png;base64,"+(window.btoa?btoa(Q):Base64.encode(Q,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var d=ColorDialog.addRecentColor;ColorDialog.addRecentColor=function(u,H){d.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var f=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){f.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors); -mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(u,H){var P=null;null!=u.editor.graph.getModel().getParent(H)?P=H.getId():null!=u.currentPage&&(P=u.currentPage.getId());return P});if(null!=window.StyleFormatPanel){var g=Format.prototype.init;Format.prototype.init=function(){g.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var l=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()|| -"1"==urlParams.embed||this.editorUi.editor.chromeless?l.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var u=this.editorUi.getCurrentFile();return"1"==urlParams.embed||null!=u&&u.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible=function(u){return!1};var q=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(u){u=q.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var H= -this.editorUi,P=H.editor.graph,V=this.createOption(mxResources.get("shadow"),function(){return P.shadowVisible},function(Q){var da=new ChangePageSetup(H);da.ignoreColor=!0;da.ignoreImage=!0;da.shadowVisible=Q;P.model.execute(da)},{install:function(Q){this.listener=function(){Q(P.shadowVisible)};H.addListener("shadowVisibleChanged",this.listener)},destroy:function(){H.removeListener(this.listener)}});Editor.enableShadowOption||(V.getElementsByTagName("input")[0].setAttribute("disabled","disabled"), -mxUtils.setOpacity(V,60));u.appendChild(V)}return u};var z=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(u){u=z.apply(this,arguments);var H=this.editorUi,P=H.editor.graph;if(P.isEnabled()){var V=H.getCurrentFile();if(null!=V&&V.isAutosaveOptional()){var Q=this.createOption(mxResources.get("autosave"),function(){return H.editor.autosave},function(ea){H.editor.setAutosave(ea);H.editor.autosave&&V.isModified()&&V.fileChanged()},{install:function(ea){this.listener= -function(){ea(H.editor.autosave)};H.editor.addListener("autosaveChanged",this.listener)},destroy:function(){H.editor.removeListener(this.listener)}});u.appendChild(Q)}}if(this.isMathOptionVisible()&&P.isEnabled()&&"undefined"!==typeof MathJax){Q=this.createOption(mxResources.get("mathematicalTypesetting"),function(){return P.mathEnabled},function(ea){H.actions.get("mathematicalTypesetting").funct()},{install:function(ea){this.listener=function(){ea(P.mathEnabled)};H.addListener("mathEnabledChanged", -this.listener)},destroy:function(){H.removeListener(this.listener)}});Q.style.paddingTop="5px";u.appendChild(Q);var da=H.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");da.style.position="relative";da.style.marginLeft="6px";da.style.top="2px";Q.appendChild(da)}return u};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size", -type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth",dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent", -type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double",dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0}, -{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1, -defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float", -min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties=[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize", -dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties=[{name:"size",dispName:"Fold Size",type:"float", -min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"base",dispName:"Callout Width", -type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position",type:"enum",enumList:[{val:"left", -dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"},{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color",type:"color",defVal:null}]; -mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows",type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); -mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double", -type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0},{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect", -type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"},{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height", -type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties= -[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0, -max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum", -defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40,min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes= -[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7",stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff", -stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000",font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00", -font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3",stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"}, -{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"},{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties= -function(u,H,P){if(null!=H){var V=function(da){if(null!=da)if(P)for(var ea=0;ea<da.length;ea++)H[da[ea].name]=da[ea];else for(var fa in H){var pa=!1;for(ea=0;ea<da.length;ea++)if(da[ea].name==fa&&da[ea].type==H[fa].type){pa=!0;break}pa||delete H[fa]}},Q=this.editorUi.editor.graph.view.getState(u);null!=Q&&null!=Q.shape&&(Q.shape.commonCustomPropAdded||(Q.shape.commonCustomPropAdded=!0,Q.shape.customProperties=Q.shape.customProperties||[],Q.cell.vertex?Array.prototype.push.apply(Q.shape.customProperties, -Editor.commonVertexProperties):Array.prototype.push.apply(Q.shape.customProperties,Editor.commonEdgeProperties)),V(Q.shape.customProperties));u=u.getAttribute("customProperties");if(null!=u)try{V(JSON.parse(u))}catch(da){}}};var F=StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init=function(){var u=this.editorUi.getSelectionState();"image"!=u.style.shape&&!u.containsLabel&&0<u.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));F.apply(this,arguments);if(Editor.enableCustomProperties){for(var H= -{},P=u.vertices,V=u.edges,Q=0;Q<P.length;Q++)this.findCommonProperties(P[Q],H,0==Q);for(Q=0;Q<V.length;Q++)this.findCommonProperties(V[Q],H,0==P.length&&0==Q);null!=Object.getOwnPropertyNames&&0<Object.getOwnPropertyNames(H).length&&this.container.appendChild(this.addProperties(this.createPanel(),H,u))}};var C=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(u){this.addActions(u,["copyStyle","pasteStyle"]);return C.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed= -!0;StyleFormatPanel.prototype.addProperties=function(u,H,P){function V(U,W,na,wa){Da.getModel().beginUpdate();try{var ra=[],xa=[];if(null!=na.index){for(var Ea=[],Na=na.parentRow.nextSibling;Na&&Na.getAttribute("data-pName")==U;)Ea.push(Na.getAttribute("data-pValue")),Na=Na.nextSibling;na.index<Ea.length?null!=wa?Ea.splice(wa,1):Ea[na.index]=W:Ea.push(W);null!=na.size&&Ea.length>na.size&&(Ea=Ea.slice(0,na.size));W=Ea.join(",");null!=na.countProperty&&(Da.setCellStyles(na.countProperty,Ea.length,Da.getSelectionCells()), -ra.push(na.countProperty),xa.push(Ea.length))}Da.setCellStyles(U,W,Da.getSelectionCells());ra.push(U);xa.push(W);if(null!=na.dependentProps)for(U=0;U<na.dependentProps.length;U++){var Ma=na.dependentPropsDefVal[U],za=na.dependentPropsVals[U];if(za.length>W)za=za.slice(0,W);else for(var Ba=za.length;Ba<W;Ba++)za.push(Ma);za=za.join(",");Da.setCellStyles(na.dependentProps[U],za,Da.getSelectionCells());ra.push(na.dependentProps[U]);xa.push(za)}if("function"==typeof na.onChange)na.onChange(Da,W);qa.editorUi.fireEvent(new mxEventObject("styleChanged", -"keys",ra,"values",xa,"cells",Da.getSelectionCells()))}finally{Da.getModel().endUpdate()}}function Q(U,W,na){var wa=mxUtils.getOffset(u,!0),ra=mxUtils.getOffset(U,!0);W.style.position="absolute";W.style.left=ra.x-wa.x+"px";W.style.top=ra.y-wa.y+"px";W.style.width=U.offsetWidth+"px";W.style.height=U.offsetHeight-(na?4:0)+"px";W.style.zIndex=5}function da(U,W,na){var wa=document.createElement("div");wa.style.width="32px";wa.style.height="4px";wa.style.margin="2px";wa.style.border="1px solid black"; -wa.style.background=W&&"none"!=W?W:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(qa,function(ra){this.editorUi.pickColor(W,function(xa){wa.style.background="none"==xa?"url('"+Dialog.prototype.noColorImage+"')":xa;V(U,xa,na)});mxEvent.consume(ra)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(wa);return btn}function ea(U,W,na,wa,ra,xa,Ea){null!=W&&(W=W.split(","),Aa.push({name:U,values:W,type:na,defVal:wa,countProperty:ra, -parentRow:xa,isDeletable:!0,flipBkg:Ea}));btn=mxUtils.button("+",mxUtils.bind(qa,function(Na){for(var Ma=xa,za=0;null!=Ma.nextSibling;)if(Ma.nextSibling.getAttribute("data-pName")==U)Ma=Ma.nextSibling,za++;else break;var Ba={type:na,parentRow:xa,index:za,isDeletable:!0,defVal:wa,countProperty:ra};za=ua(U,"",Ba,0==za%2,Ea);V(U,wa,Ba);Ma.parentNode.insertBefore(za,Ma.nextSibling);mxEvent.consume(Na)}));btn.style.height="16px";btn.style.width="25px";btn.className="geColorBtn";return btn}function fa(U, -W,na,wa,ra,xa,Ea){if(0<ra){var Na=Array(ra);W=null!=W?W.split(","):[];for(var Ma=0;Ma<ra;Ma++)Na[Ma]=null!=W[Ma]?W[Ma]:null!=wa?wa:"";Aa.push({name:U,values:Na,type:na,defVal:wa,parentRow:xa,flipBkg:Ea,size:ra})}return document.createElement("div")}function pa(U,W,na){var wa=document.createElement("input");wa.type="checkbox";wa.checked="1"==W;mxEvent.addListener(wa,"change",function(){V(U,wa.checked?"1":"0",na)});return wa}function ua(U,W,na,wa,ra){var xa=na.dispName,Ea=na.type,Na=document.createElement("tr"); -Na.className="gePropRow"+(ra?"Dark":"")+(wa?"Alt":"")+" gePropNonHeaderRow";Na.setAttribute("data-pName",U);Na.setAttribute("data-pValue",W);wa=!1;null!=na.index&&(Na.setAttribute("data-index",na.index),xa=(null!=xa?xa:"")+"["+na.index+"]",wa=!0);var Ma=document.createElement("td");Ma.className="gePropRowCell";xa=mxResources.get(xa,null,xa);mxUtils.write(Ma,xa);Ma.setAttribute("title",xa);wa&&(Ma.style.textAlign="right");Na.appendChild(Ma);Ma=document.createElement("td");Ma.className="gePropRowCell"; -if("color"==Ea)Ma.appendChild(da(U,W,na));else if("bool"==Ea||"boolean"==Ea)Ma.appendChild(pa(U,W,na));else if("enum"==Ea){var za=na.enumList;for(ra=0;ra<za.length;ra++)if(xa=za[ra],xa.val==W){mxUtils.write(Ma,mxResources.get(xa.dispName,null,xa.dispName));break}mxEvent.addListener(Ma,"click",mxUtils.bind(qa,function(){var Ba=document.createElement("select");Q(Ma,Ba);for(var Ca=0;Ca<za.length;Ca++){var ya=za[Ca],Ga=document.createElement("option");Ga.value=mxUtils.htmlEntities(ya.val);mxUtils.write(Ga, -mxResources.get(ya.dispName,null,ya.dispName));Ba.appendChild(Ga)}Ba.value=W;u.appendChild(Ba);mxEvent.addListener(Ba,"change",function(){var Za=mxUtils.htmlEntities(Ba.value);V(U,Za,na)});Ba.focus();mxEvent.addListener(Ba,"blur",function(){u.removeChild(Ba)})}))}else"dynamicArr"==Ea?Ma.appendChild(ea(U,W,na.subType,na.subDefVal,na.countProperty,Na,ra)):"staticArr"==Ea?Ma.appendChild(fa(U,W,na.subType,na.subDefVal,na.size,Na,ra)):"readOnly"==Ea?(ra=document.createElement("input"),ra.setAttribute("readonly", -""),ra.value=W,ra.style.width="96px",ra.style.borderWidth="0px",Ma.appendChild(ra)):(Ma.innerHTML=mxUtils.htmlEntities(decodeURIComponent(W)),mxEvent.addListener(Ma,"click",mxUtils.bind(qa,function(){function Ba(){var ya=Ca.value;ya=0==ya.length&&"string"!=Ea?0:ya;na.allowAuto&&(null!=ya.trim&&"auto"==ya.trim().toLowerCase()?(ya="auto",Ea="string"):(ya=parseFloat(ya),ya=isNaN(ya)?0:ya));null!=na.min&&ya<na.min?ya=na.min:null!=na.max&&ya>na.max&&(ya=na.max);ya=encodeURIComponent(("int"==Ea?parseInt(ya): -ya)+"");V(U,ya,na)}var Ca=document.createElement("input");Q(Ma,Ca,!0);Ca.value=decodeURIComponent(W);Ca.className="gePropEditor";"int"!=Ea&&"float"!=Ea||na.allowAuto||(Ca.type="number",Ca.step="int"==Ea?"1":"any",null!=na.min&&(Ca.min=parseFloat(na.min)),null!=na.max&&(Ca.max=parseFloat(na.max)));u.appendChild(Ca);mxEvent.addListener(Ca,"keypress",function(ya){13==ya.keyCode&&Ba()});Ca.focus();mxEvent.addListener(Ca,"blur",function(){Ba()})})));na.isDeletable&&(ra=mxUtils.button("-",mxUtils.bind(qa, -function(Ba){V(U,"",na,na.index);mxEvent.consume(Ba)})),ra.style.height="16px",ra.style.width="25px",ra.style.float="right",ra.className="geColorBtn",Ma.appendChild(ra));Na.appendChild(Ma);return Na}var qa=this,Da=this.editorUi.editor.graph,Aa=[];u.style.position="relative";u.style.padding="0";var Fa=document.createElement("table");Fa.className="geProperties";Fa.style.whiteSpace="nowrap";Fa.style.width="100%";var ta=document.createElement("tr");ta.className="gePropHeader";var Sa=document.createElement("th"); -Sa.className="gePropHeaderCell";var Ra=document.createElement("img");Ra.src=Sidebar.prototype.expandedImage;Ra.style.verticalAlign="middle";Sa.appendChild(Ra);mxUtils.write(Sa,mxResources.get("property"));ta.style.cursor="pointer";var Oa=function(){var U=Fa.querySelectorAll(".gePropNonHeaderRow");if(qa.editorUi.propertiesCollapsed){Ra.src=Sidebar.prototype.collapsedImage;var W="none";for(var na=u.childNodes.length-1;0<=na;na--)try{var wa=u.childNodes[na],ra=wa.nodeName.toUpperCase();"INPUT"!=ra&& -"SELECT"!=ra||u.removeChild(wa)}catch(xa){}}else Ra.src=Sidebar.prototype.expandedImage,W="";for(na=0;na<U.length;na++)U[na].style.display=W};mxEvent.addListener(ta,"click",function(){qa.editorUi.propertiesCollapsed=!qa.editorUi.propertiesCollapsed;Oa()});ta.appendChild(Sa);Sa=document.createElement("th");Sa.className="gePropHeaderCell";Sa.innerHTML=mxResources.get("value");ta.appendChild(Sa);Fa.appendChild(ta);var Va=!1,Ja=!1;ta=null;1==P.vertices.length&&0==P.edges.length?ta=P.vertices[0].id:0== -P.vertices.length&&1==P.edges.length&&(ta=P.edges[0].id);null!=ta&&Fa.appendChild(ua("id",mxUtils.htmlEntities(ta),{dispName:"ID",type:"readOnly"},!0,!1));for(var cb in H)if(ta=H[cb],"function"!=typeof ta.isVisible||ta.isVisible(P,this)){var $a=null!=P.style[cb]?mxUtils.htmlEntities(P.style[cb]+""):null!=ta.getDefaultValue?ta.getDefaultValue(P,this):ta.defVal;if("separator"==ta.type)Ja=!Ja;else{if("staticArr"==ta.type)ta.size=parseInt(P.style[ta.sizeProperty]||H[ta.sizeProperty].defVal)||0;else if(null!= -ta.dependentProps){var y=ta.dependentProps,K=[],N=[];for(Sa=0;Sa<y.length;Sa++){var T=P.style[y[Sa]];N.push(H[y[Sa]].subDefVal);K.push(null!=T?T.split(","):[])}ta.dependentPropsDefVal=N;ta.dependentPropsVals=K}Fa.appendChild(ua(cb,$a,ta,Va,Ja));Va=!Va}}for(Sa=0;Sa<Aa.length;Sa++)for(ta=Aa[Sa],H=ta.parentRow,P=0;P<ta.values.length;P++)cb=ua(ta.name,ta.values[P],{type:ta.type,parentRow:ta.parentRow,isDeletable:ta.isDeletable,index:P,defVal:ta.defVal,countProperty:ta.countProperty,size:ta.size},0==P% -2,ta.flipBkg),H.parentNode.insertBefore(cb,H.nextSibling),H=cb;u.appendChild(Fa);Oa();return u};StyleFormatPanel.prototype.addStyles=function(u){function H(ta){mxEvent.addListener(ta,"mouseenter",function(){ta.style.opacity="1"});mxEvent.addListener(ta,"mouseleave",function(){ta.style.opacity="0.5"})}var P=this.editorUi,V=P.editor.graph,Q=document.createElement("div");Q.style.whiteSpace="nowrap";Q.style.paddingLeft="24px";Q.style.paddingRight="20px";u.style.paddingLeft="16px";u.style.paddingBottom= -"6px";u.style.position="relative";u.appendChild(Q);var da="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "),ea=document.createElement("div");ea.style.whiteSpace="nowrap";ea.style.position="relative";ea.style.textAlign="center";ea.style.width="210px";for(var fa=[],pa=0;pa<this.defaultColorSchemes.length;pa++){var ua=document.createElement("div");ua.style.display="inline-block"; -ua.style.width="6px";ua.style.height="6px";ua.style.marginLeft="4px";ua.style.marginRight="3px";ua.style.borderRadius="3px";ua.style.cursor="pointer";ua.style.background="transparent";ua.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ta){mxEvent.addListener(ua,"click",mxUtils.bind(this,function(){qa(ta)}))})(pa);fa.push(ua);ea.appendChild(ua)}var qa=mxUtils.bind(this,function(ta){null!=fa[ta]&&(null!=this.format.currentScheme&&null!=fa[this.format.currentScheme]&&(fa[this.format.currentScheme].style.background= -"transparent"),this.format.currentScheme=ta,Da(this.defaultColorSchemes[this.format.currentScheme]),fa[this.format.currentScheme].style.background="#84d7ff")}),Da=mxUtils.bind(this,function(ta){var Sa=mxUtils.bind(this,function(Oa){var Va=mxUtils.button("",mxUtils.bind(this,function($a){V.getModel().beginUpdate();try{for(var y=P.getSelectionState().cells,K=0;K<y.length;K++){for(var N=V.getModel().getStyle(y[K]),T=0;T<da.length;T++)N=mxUtils.removeStylename(N,da[T]);var U=V.getModel().isVertex(y[K])? -V.defaultVertexStyle:V.defaultEdgeStyle;null!=Oa?(mxEvent.isShiftDown($a)||(N=""==Oa.fill?mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,Oa.fill||mxUtils.getValue(U,mxConstants.STYLE_FILLCOLOR,null)),N=mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,Oa.gradient||mxUtils.getValue(U,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown($a)||mxClient.IS_MAC&&mxEvent.isMetaDown($a)||!V.getModel().isVertex(y[K])||(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR, -Oa.font||mxUtils.getValue(U,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown($a)||(N=""==Oa.stroke?mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,Oa.stroke||mxUtils.getValue(U,mxConstants.STYLE_STROKECOLOR,null)))):(N=mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(U,mxConstants.STYLE_FILLCOLOR,"#ffffff")),N=mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(U,mxConstants.STYLE_STROKECOLOR,"#000000")),N= -mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(U,mxConstants.STYLE_GRADIENTCOLOR,null)),V.getModel().isVertex(y[K])&&(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(U,mxConstants.STYLE_FONTCOLOR,null))));V.getModel().setStyle(y[K],N)}}finally{V.getModel().endUpdate()}}));Va.className="geStyleButton";Va.style.width="36px";Va.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Va.style.margin="0px 6px 6px 0px";if(null!=Oa){var Ja="1"==urlParams.sketch? -"2px solid":"1px solid";null!=Oa.gradient?mxClient.IS_IE&&10>document.documentMode?Va.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Oa.fill+"', EndColorStr='"+Oa.gradient+"', GradientType=0)":Va.style.backgroundImage="linear-gradient("+Oa.fill+" 0px,"+Oa.gradient+" 100%)":Oa.fill==mxConstants.NONE?Va.style.background="url('"+Dialog.prototype.noColorImage+"')":Va.style.backgroundColor=""==Oa.fill?mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()? -Editor.darkColor:"#ffffff"):Oa.fill||mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Va.style.border=Oa.stroke==mxConstants.NONE?Ja+" transparent":""==Oa.stroke?Ja+" "+mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):Ja+" "+(Oa.stroke||mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Oa.title&& -Va.setAttribute("title",Oa.title)}else{Ja=mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var cb=mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,"#000000");Va.style.backgroundColor=Ja;Va.style.border="1px solid "+cb}Va.style.borderRadius="0";Q.appendChild(Va)});Q.innerText="";for(var Ra=0;Ra<ta.length;Ra++)0<Ra&&0==mxUtils.mod(Ra,4)&&mxUtils.br(Q),Sa(ta[Ra])});null==this.format.currentScheme?qa(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):qa(this.format.currentScheme); -pa=10>=this.defaultColorSchemes.length?28:8;var Aa=document.createElement("div");Aa.style.cssText="position:absolute;left:10px;top:8px;bottom:"+pa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; -mxEvent.addListener(Aa,"click",mxUtils.bind(this,function(){qa(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var Fa=document.createElement("div");Fa.style.cssText="position:absolute;left:202px;top:8px;bottom:"+pa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; -1<this.defaultColorSchemes.length&&(u.appendChild(Aa),u.appendChild(Fa));mxEvent.addListener(Fa,"click",mxUtils.bind(this,function(){qa(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));H(Aa);H(Fa);Da(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&u.appendChild(ea);return u};StyleFormatPanel.prototype.addEditOps=function(u){var H=this.editorUi.getSelectionState(),P=this.editorUi.editor.graph,V=null;1==H.cells.length&&(V=mxUtils.button(mxResources.get("editStyle"), -mxUtils.bind(this,function(Q){this.editorUi.actions.get("editStyle").funct()})),V.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),V.style.width="210px",V.style.marginBottom="2px",u.appendChild(V));P=1==H.cells.length?P.view.getState(H.cells[0]):null;null!=P&&null!=P.shape&&null!=P.shape.stencil?(H=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(Q){this.editorUi.actions.get("editShape").funct()})),H.setAttribute("title", -mxResources.get("editShape")),H.style.marginBottom="2px",null==V?H.style.width="210px":(V.style.width="104px",H.style.width="104px",H.style.marginLeft="2px"),u.appendChild(H)):H.image&&0<H.cells.length&&(H=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(Q){this.editorUi.actions.get("image").funct()})),H.setAttribute("title",mxResources.get("editImage")),H.style.marginBottom="2px",null==V?H.style.width="210px":(V.style.width="104px",H.style.width="104px",H.style.marginLeft="2px"), -u.appendChild(H));return u}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(u){return u.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(u){return Graph.isGoogleFontUrl(u)};Graph.createFontElement=function(u, -H){var P=Graph.fontMapping[H];null==P&&Graph.isCssFontUrl(H)?(u=document.createElement("link"),u.setAttribute("rel","stylesheet"),u.setAttribute("type","text/css"),u.setAttribute("charset","UTF-8"),u.setAttribute("href",H)):(null==P&&(P='@font-face {\nfont-family: "'+u+'";\nsrc: url("'+H+'");\n}'),u=document.createElement("style"),mxUtils.write(u,P));return u};Graph.addFont=function(u,H,P){if(null!=u&&0<u.length&&null!=H&&0<H.length){var V=u.toLowerCase();if("helvetica"!=V&&"arial"!=u&&"sans-serif"!= -V){var Q=Graph.customFontElements[V];null!=Q&&Q.url!=H&&(Q.elt.parentNode.removeChild(Q.elt),Q=null);null==Q?(Q=H,"http:"==H.substring(0,5)&&(Q=PROXY_URL+"?url="+encodeURIComponent(H)),Q={name:u,url:H,elt:Graph.createFontElement(u,Q)},Graph.customFontElements[V]=Q,Graph.recentCustomFonts[V]=Q,H=document.getElementsByTagName("head")[0],null!=P&&("link"==Q.elt.nodeName.toLowerCase()?(Q.elt.onload=P,Q.elt.onerror=P):P()),null!=H&&H.appendChild(Q.elt)):null!=P&&P()}else null!=P&&P()}else null!=P&&P(); -return u};Graph.getFontUrl=function(u,H){u=Graph.customFontElements[u.toLowerCase()];null!=u&&(H=u.url);return H};Graph.processFontAttributes=function(u){u=u.getElementsByTagName("*");for(var H=0;H<u.length;H++){var P=u[H].getAttribute("data-font-src");if(null!=P){var V="FONT"==u[H].nodeName?u[H].getAttribute("face"):u[H].style.fontFamily;null!=V&&Graph.addFont(V,P)}}};Graph.processFontStyle=function(u){if(null!=u){var H=mxUtils.getValue(u,"fontSource",null);if(null!=H){var P=mxUtils.getValue(u,mxConstants.STYLE_FONTFAMILY, -null);null!=P&&Graph.addFont(P,decodeURIComponent(H))}}return u};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= -urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var I=Graph.prototype.init;Graph.prototype.init=function(){function u(Q){H=Q}I.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var H=null;mxEvent.addListener(this.container,"mouseenter",u);mxEvent.addListener(this.container,"mousemove",u);mxEvent.addListener(this.container,"mouseleave",function(Q){H=null});this.isMouseInsertPoint=function(){return null!=H};var P=this.getInsertPoint; -this.getInsertPoint=function(){return null!=H?this.getPointForEvent(H):P.apply(this,arguments)};var V=this.layoutManager.getLayout;this.layoutManager.getLayout=function(Q){var da=this.graph.getCellStyle(Q);if(null!=da&&"rack"==da.childLayout){var ea=new mxStackLayout(this.graph,!1);ea.gridSize=null!=da.rackUnitSize?parseFloat(da.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;ea.marginLeft=da.marginLeft||0;ea.marginRight=da.marginRight||0;ea.marginTop=da.marginTop|| -0;ea.marginBottom=da.marginBottom||0;ea.allowGaps=da.allowGaps||0;ea.horizontal="1"==mxUtils.getValue(da,"horizontalRack","0");ea.resizeParent=!1;ea.fill=!0;return ea}return V.apply(this,arguments)};this.updateGlobalUrlVariables()};var G=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(u,H){return Graph.processFontStyle(G.apply(this,arguments))};var Z=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(u,H,P,V,Q,da,ea,fa,pa,ua, -qa){Z.apply(this,arguments);Graph.processFontAttributes(qa)};var ca=mxText.prototype.redraw;mxText.prototype.redraw=function(){ca.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(u,H,P){function V(){for(var ta=ea.getSelectionCells(),Sa=[],Ra=0;Ra<ta.length;Ra++)ea.isCellVisible(ta[Ra])&&Sa.push(ta[Ra]);ea.setSelectionCells(Sa)}function Q(ta){ea.setHiddenTags(ta?[]:fa.slice());V();ea.refresh()}function da(ta, -Sa){ua.innerText="";if(0<ta.length){var Ra=document.createElement("table");Ra.setAttribute("cellpadding","2");Ra.style.boxSizing="border-box";Ra.style.tableLayout="fixed";Ra.style.width="100%";var Oa=document.createElement("tbody");if(null!=ta&&0<ta.length)for(var Va=0;Va<ta.length;Va++)(function(Ja){var cb=0>mxUtils.indexOf(ea.hiddenTags,Ja),$a=document.createElement("tr"),y=document.createElement("td");y.style.align="center";y.style.width="16px";var K=document.createElement("img");K.setAttribute("src", -cb?Editor.visibleImage:Editor.hiddenImage);K.setAttribute("title",mxResources.get(cb?"hideIt":"show",[Ja]));mxUtils.setOpacity(K,cb?75:25);K.style.verticalAlign="middle";K.style.cursor="pointer";K.style.width="16px";if(H||Editor.isDarkMode())K.style.filter="invert(100%)";y.appendChild(K);mxEvent.addListener(K,"click",function(T){mxEvent.isShiftDown(T)?Q(0<=mxUtils.indexOf(ea.hiddenTags,Ja)):(ea.toggleHiddenTag(Ja),V(),ea.refresh());mxEvent.consume(T)});$a.appendChild(y);y=document.createElement("td"); -y.style.overflow="hidden";y.style.whiteSpace="nowrap";y.style.textOverflow="ellipsis";y.style.verticalAlign="middle";y.style.cursor="pointer";y.setAttribute("title",Ja);a=document.createElement("a");mxUtils.write(a,Ja);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,cb?100:40);y.appendChild(a);mxEvent.addListener(y,"click",function(T){if(mxEvent.isShiftDown(T)){Q(!0);var U=ea.getCellsForTags([Ja],null,null,!0);ea.isEnabled()?ea.setSelectionCells(U):ea.highlightCells(U)}else if(cb&& -0<ea.hiddenTags.length)Q(!0);else{U=fa.slice();var W=mxUtils.indexOf(U,Ja);U.splice(W,1);ea.setHiddenTags(U);V();ea.refresh()}mxEvent.consume(T)});$a.appendChild(y);if(ea.isEnabled()){y=document.createElement("td");y.style.verticalAlign="middle";y.style.textAlign="center";y.style.width="18px";if(null==Sa){y.style.align="center";y.style.width="16px";K=document.createElement("img");K.setAttribute("src",Editor.crossImage);K.setAttribute("title",mxResources.get("removeIt",[Ja]));mxUtils.setOpacity(K, -cb?75:25);K.style.verticalAlign="middle";K.style.cursor="pointer";K.style.width="16px";if(H||Editor.isDarkMode())K.style.filter="invert(100%)";mxEvent.addListener(K,"click",function(T){var U=mxUtils.indexOf(fa,Ja);0<=U&&fa.splice(U,1);ea.removeTagsForCells(ea.model.getDescendants(ea.model.getRoot()),[Ja]);ea.refresh();mxEvent.consume(T)});y.appendChild(K)}else{var N=document.createElement("input");N.setAttribute("type","checkbox");N.style.margin="0px";N.defaultChecked=null!=Sa&&0<=mxUtils.indexOf(Sa, -Ja);N.checked=N.defaultChecked;N.style.background="transparent";N.setAttribute("title",mxResources.get(N.defaultChecked?"removeIt":"add",[Ja]));mxEvent.addListener(N,"change",function(T){N.checked?ea.addTagsForCells(ea.getSelectionCells(),[Ja]):ea.removeTagsForCells(ea.getSelectionCells(),[Ja]);mxEvent.consume(T)});y.appendChild(N)}$a.appendChild(y)}Oa.appendChild($a)})(ta[Va]);Ra.appendChild(Oa);ua.appendChild(Ra)}}var ea=this,fa=ea.hiddenTags.slice(),pa=document.createElement("div");pa.style.userSelect= -"none";pa.style.overflow="hidden";pa.style.padding="10px";pa.style.height="100%";var ua=document.createElement("div");ua.style.boxSizing="border-box";ua.style.borderRadius="4px";ua.style.userSelect="none";ua.style.overflow="auto";ua.style.position="absolute";ua.style.left="10px";ua.style.right="10px";ua.style.top="10px";ua.style.border=ea.isEnabled()?"1px solid #808080":"none";ua.style.bottom=ea.isEnabled()?"48px":"10px";pa.appendChild(ua);var qa=mxUtils.button(mxResources.get("reset"),function(ta){ea.setHiddenTags([]); -mxEvent.isShiftDown(ta)||(fa=ea.hiddenTags.slice());V();ea.refresh()});qa.setAttribute("title",mxResources.get("reset"));qa.className="geBtn";qa.style.margin="0 4px 0 0";var Da=mxUtils.button(mxResources.get("add"),function(){null!=P&&P(fa,function(ta){fa=ta;Aa()})});Da.setAttribute("title",mxResources.get("add"));Da.className="geBtn";Da.style.margin="0";ea.addListener(mxEvent.ROOT,function(){fa=ea.hiddenTags.slice()});var Aa=mxUtils.bind(this,function(ta,Sa){if(u()){ta=ea.getAllTags();for(Sa=0;Sa< -ta.length;Sa++)0>mxUtils.indexOf(fa,ta[Sa])&&fa.push(ta[Sa]);fa.sort();ea.isSelectionEmpty()?da(fa):da(fa,ea.getCommonTagsForCells(ea.getSelectionCells()))}});ea.selectionModel.addListener(mxEvent.CHANGE,Aa);ea.model.addListener(mxEvent.CHANGE,Aa);ea.addListener(mxEvent.REFRESH,Aa);var Fa=document.createElement("div");Fa.style.boxSizing="border-box";Fa.style.whiteSpace="nowrap";Fa.style.position="absolute";Fa.style.overflow="hidden";Fa.style.bottom="0px";Fa.style.height="42px";Fa.style.right="10px"; -Fa.style.left="10px";ea.isEnabled()&&(Fa.appendChild(qa),Fa.appendChild(Da),pa.appendChild(Fa));return{div:pa,refresh:Aa}};Graph.prototype.getCustomFonts=function(){var u=this.extFonts;u=null!=u?u.slice():[];for(var H in Graph.customFontElements){var P=Graph.customFontElements[H];u.push({name:P.name,url:P.url})}return u};Graph.prototype.setFont=function(u,H){Graph.addFont(u,H);document.execCommand("fontname",!1,u);if(null!=H){var P=this.cellEditor.textarea.getElementsByTagName("font");H=Graph.getFontUrl(u, -H);for(var V=0;V<P.length;V++)P[V].getAttribute("face")==u&&P[V].getAttribute("data-font-src")!=H&&P[V].setAttribute("data-font-src",H)}};var ba=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return ba.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var u=JSON.parse(decodeURIComponent(urlParams.vars)); -if(null!=u)for(var H in u)this.globalVars[H]=u[H]}catch(P){null!=window.console&&console.log("Error in vars URL parameter: "+P)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var Y=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(u){var H=Y.apply(this,arguments);null==H&&null!=this.globalVars&&(H=this.globalVars[u]);return H};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var u= -this.themes["default-style2"];this.defaultStylesheet=(new mxCodec(u.ownerDocument)).decode(u)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var O=Graph.prototype.getSvg;Graph.prototype.getSvg=function(u,H,P,V,Q,da,ea,fa,pa,ua,qa,Da,Aa,Fa){var ta=null,Sa=null,Ra=null;Da||null==this.themes||"darkTheme"!=this.defaultThemeName||(ta=this.stylesheet,Sa=this.shapeForegroundColor,Ra=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName? -"#000000":Editor.lightColor,this.shapeBackgroundColor="darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Oa=O.apply(this,arguments),Va=this.getCustomFonts();if(qa&&0<Va.length){var Ja=Oa.ownerDocument,cb=null!=Ja.createElementNS?Ja.createElementNS(mxConstants.NS_SVG,"style"):Ja.createElement("style");null!=Ja.setAttributeNS?cb.setAttributeNS("type","text/css"):cb.setAttribute("type","text/css");for(var $a="",y="",K=0;K<Va.length;K++){var N= -Va[K].name,T=Va[K].url;Graph.isCssFontUrl(T)?$a+="@import url("+T+");\n":y+='@font-face {\nfont-family: "'+N+'";\nsrc: url("'+T+'");\n}\n'}cb.appendChild(Ja.createTextNode($a+y));Oa.getElementsByTagName("defs")[0].appendChild(cb)}this.mathEnabled&&(document.body.appendChild(Oa),Editor.MathJaxRender(Oa),Oa.parentNode.removeChild(Oa));null!=ta&&(this.shapeBackgroundColor=Ra,this.shapeForegroundColor=Sa,this.stylesheet=ta,this.refresh());return Oa};var la=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy= -function(u){la.apply(this,arguments);null!=u.secondLabel&&(u.secondLabel.destroy(),u.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(u){return[u.shape,u.text,u.secondLabel,u.control]};var aa=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){aa.apply(this,arguments);this.enumerationState=0};var ia=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(u){null!=u.shape&&this.redrawEnumerationState(u);return ia.apply(this, -arguments)};mxGraphView.prototype.createEnumerationValue=function(u){u=decodeURIComponent(mxUtils.getValue(u.style,"enumerateValue",""));""==u&&(u=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(u)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(u){var H="1"==mxUtils.getValue(u.style,"enumerate",0);H&&null==u.secondLabel?(u.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), -u.secondLabel.size=12,u.secondLabel.state=u,u.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(u,u.secondLabel)):H||null==u.secondLabel||(u.secondLabel.destroy(),u.secondLabel=null);H=u.secondLabel;if(null!=H){var P=u.view.scale,V=this.createEnumerationValue(u);u=this.graph.model.isVertex(u.cell)?new mxRectangle(u.x+u.width-4*P,u.y+4*P,0,0):mxRectangle.fromPoint(u.view.getPoint(u));H.bounds.equals(u)&&H.value==V&&H.scale==P||(H.bounds=u,H.value=V,H.scale= -P,H.redraw())}};var X=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){X.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var u=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| -this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",u.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,u.ownerSVGElement))}};var R=Graph.prototype.refresh;Graph.prototype.refresh=function(){R.apply(this, -arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var sa=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){sa.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(u){"data:action/json,"==u.substring(0,17)&&(u=JSON.parse(u.substring(17)), -null!=u.actions&&this.executeCustomActions(u.actions))};Graph.prototype.executeCustomActions=function(u,H){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var P=!1,V=0,Q=0,da=mxUtils.bind(this,function(){P||(P=!0,this.model.beginUpdate())}),ea=mxUtils.bind(this, -function(){P&&(P=!1,this.model.endUpdate())}),fa=mxUtils.bind(this,function(){0<V&&V--;0==V&&pa()}),pa=mxUtils.bind(this,function(){if(Q<u.length){var ua=this.stoppingCustomActions,qa=u[Q++],Da=[];if(null!=qa.open)if(ea(),this.isCustomLink(qa.open)){if(!this.customLinkClicked(qa.open))return}else this.openLink(qa.open);null==qa.wait||ua||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;fa()}),V++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, -""!=qa.wait?parseInt(qa.wait):1E3),ea());null!=qa.opacity&&null!=qa.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(qa.opacity,!0)),qa.opacity.value);null!=qa.fadeIn&&(V++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(qa.fadeIn,!0)),0,1,fa,ua?0:qa.fadeIn.delay));null!=qa.fadeOut&&(V++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(qa.fadeOut,!0)),1,0,fa,ua?0:qa.fadeOut.delay));null!=qa.wipeIn&&(Da=Da.concat(this.createWipeAnimations(this.getCellsForAction(qa.wipeIn, -!0),!0)));null!=qa.wipeOut&&(Da=Da.concat(this.createWipeAnimations(this.getCellsForAction(qa.wipeOut,!0),!1)));null!=qa.toggle&&(da(),this.toggleCells(this.getCellsForAction(qa.toggle,!0)));if(null!=qa.show){da();var Aa=this.getCellsForAction(qa.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(Aa),1);this.setCellsVisible(Aa,!0)}null!=qa.hide&&(da(),Aa=this.getCellsForAction(qa.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(Aa),0),this.setCellsVisible(Aa,!1));null!=qa.toggleStyle&& -null!=qa.toggleStyle.key&&(da(),this.toggleCellStyles(qa.toggleStyle.key,null!=qa.toggleStyle.defaultValue?qa.toggleStyle.defaultValue:"0",this.getCellsForAction(qa.toggleStyle,!0)));null!=qa.style&&null!=qa.style.key&&(da(),this.setCellStyles(qa.style.key,qa.style.value,this.getCellsForAction(qa.style,!0)));Aa=[];null!=qa.select&&this.isEnabled()&&(Aa=this.getCellsForAction(qa.select),this.setSelectionCells(Aa));null!=qa.highlight&&(Aa=this.getCellsForAction(qa.highlight),this.highlightCells(Aa, -qa.highlight.color,qa.highlight.duration,qa.highlight.opacity));null!=qa.scroll&&(Aa=this.getCellsForAction(qa.scroll));null!=qa.viewbox&&this.fitWindow(qa.viewbox,qa.viewbox.border);0<Aa.length&&this.scrollCellToVisible(Aa[0]);if(null!=qa.tags){Aa=[];null!=qa.tags.hidden&&(Aa=Aa.concat(qa.tags.hidden));if(null!=qa.tags.visible)for(var Fa=this.getAllTags(),ta=0;ta<Fa.length;ta++)0>mxUtils.indexOf(qa.tags.visible,Fa[ta])&&0>mxUtils.indexOf(Aa,Fa[ta])&&Aa.push(Fa[ta]);this.setHiddenTags(Aa);this.refresh()}0< -Da.length&&(V++,this.executeAnimations(Da,fa,ua?1:qa.steps,ua?0:qa.delay));0==V?pa():ea()}else this.stoppingCustomActions=this.executingCustomActions=!1,ea(),null!=H&&H()});pa()}};Graph.prototype.doUpdateCustomLinksForCell=function(u,H){var P=this.getLinkForCell(H);null!=P&&"data:action/json,"==P.substring(0,17)&&this.setLinkForCell(H,this.updateCustomLink(u,P));if(this.isHtmlLabel(H)){var V=document.createElement("div");V.innerHTML=this.sanitizeHtml(this.getLabel(H));for(var Q=V.getElementsByTagName("a"), -da=!1,ea=0;ea<Q.length;ea++)P=Q[ea].getAttribute("href"),null!=P&&"data:action/json,"==P.substring(0,17)&&(Q[ea].setAttribute("href",this.updateCustomLink(u,P)),da=!0);da&&this.labelChanged(H,V.innerHTML)}};Graph.prototype.updateCustomLink=function(u,H){if("data:action/json,"==H.substring(0,17))try{var P=JSON.parse(H.substring(17));null!=P.actions&&(this.updateCustomLinkActions(u,P.actions),H="data:action/json,"+JSON.stringify(P))}catch(V){}return H};Graph.prototype.updateCustomLinkActions=function(u, -H){for(var P=0;P<H.length;P++){var V=H[P],Q;for(Q in V)this.updateCustomLinkAction(u,V[Q],"cells"),this.updateCustomLinkAction(u,V[Q],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(u,H,P){if(null!=H&&null!=H[P]){for(var V=[],Q=0;Q<H[P].length;Q++)if("*"==H[P][Q])V.push(H[P][Q]);else{var da=u[H[P][Q]];null!=da?""!=da&&V.push(da):V.push(H[P][Q])}H[P]=V}};Graph.prototype.getCellsForAction=function(u,H){H=this.getCellsById(u.cells).concat(this.getCellsForTags(u.tags,null,H));if(null!= -u.excludeCells){for(var P=[],V=0;V<H.length;V++)0>u.excludeCells.indexOf(H[V].id)&&P.push(H[V]);H=P}return H};Graph.prototype.getCellsById=function(u){var H=[];if(null!=u)for(var P=0;P<u.length;P++)if("*"==u[P]){var V=this.model.getRoot();H=H.concat(this.model.filterDescendants(function(da){return da!=V},V))}else{var Q=this.model.getCell(u[P]);null!=Q&&H.push(Q)}return H};var M=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(u){return M.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(u))}; -Graph.prototype.setHiddenTags=function(u){this.hiddenTags=u;this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.toggleHiddenTag=function(u){var H=mxUtils.indexOf(this.hiddenTags,u);0>H?this.hiddenTags.push(u):0<=H&&this.hiddenTags.splice(H,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(u){if(null==u||0==u.length||0==this.hiddenTags.length)return!1;u=u.split(" ");if(u.length>this.hiddenTags.length)return!1;for(var H=0;H<u.length;H++)if(0> -mxUtils.indexOf(this.hiddenTags,u[H]))return!1;return!0};Graph.prototype.getCellsForTags=function(u,H,P,V){var Q=[];if(null!=u){H=null!=H?H:this.model.getDescendants(this.model.getRoot());for(var da=0,ea={},fa=0;fa<u.length;fa++)0<u[fa].length&&(ea[u[fa]]=!0,da++);for(fa=0;fa<H.length;fa++)if(P&&this.model.getParent(H[fa])==this.model.root||this.model.isVertex(H[fa])||this.model.isEdge(H[fa])){var pa=this.getTagsForCell(H[fa]),ua=!1;if(0<pa.length&&(pa=pa.split(" "),pa.length>=u.length)){for(var qa= -ua=0;qa<pa.length&&ua<da;qa++)null!=ea[pa[qa]]&&ua++;ua=ua==da}ua&&(1!=V||this.isCellVisible(H[fa]))&&Q.push(H[fa])}}return Q};Graph.prototype.getAllTags=function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(u){for(var H=null,P=[],V=0;V<u.length;V++){var Q=this.getTagsForCell(u[V]);P=[];if(0<Q.length){Q=Q.split(" ");for(var da={},ea=0;ea<Q.length;ea++)if(null==H||null!=H[Q[ea]])da[Q[ea]]=!0,P.push(Q[ea]);H=da}else return[]}return P}; -Graph.prototype.getTagsForCells=function(u){for(var H=[],P={},V=0;V<u.length;V++){var Q=this.getTagsForCell(u[V]);if(0<Q.length){Q=Q.split(" ");for(var da=0;da<Q.length;da++)null==P[Q[da]]&&(P[Q[da]]=!0,H.push(Q[da]))}}return H};Graph.prototype.getTagsForCell=function(u){return this.getAttributeForCell(u,"tags","")};Graph.prototype.addTagsForCells=function(u,H){if(0<u.length&&0<H.length){this.model.beginUpdate();try{for(var P=0;P<u.length;P++){for(var V=this.getTagsForCell(u[P]),Q=V.split(" "),da= -!1,ea=0;ea<H.length;ea++){var fa=mxUtils.trim(H[ea]);""!=fa&&0>mxUtils.indexOf(Q,fa)&&(V=0<V.length?V+" "+fa:fa,da=!0)}da&&this.setAttributeForCell(u[P],"tags",V)}}finally{this.model.endUpdate()}}};Graph.prototype.removeTagsForCells=function(u,H){if(0<u.length&&0<H.length){this.model.beginUpdate();try{for(var P=0;P<u.length;P++){var V=this.getTagsForCell(u[P]);if(0<V.length){for(var Q=V.split(" "),da=!1,ea=0;ea<H.length;ea++){var fa=mxUtils.indexOf(Q,H[ea]);0<=fa&&(Q.splice(fa,1),da=!0)}da&&this.setAttributeForCell(u[P], -"tags",Q.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(u){this.model.beginUpdate();try{for(var H=0;H<u.length;H++)this.model.setVisible(u[H],!this.model.isVisible(u[H]))}finally{this.model.endUpdate()}};Graph.prototype.setCellsVisible=function(u,H){this.model.beginUpdate();try{for(var P=0;P<u.length;P++)this.model.setVisible(u[P],H)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(u,H,P,V){for(var Q=0;Q<u.length;Q++)this.highlightCell(u[Q], -H,P,V)};Graph.prototype.highlightCell=function(u,H,P,V,Q){H=null!=H?H:mxConstants.DEFAULT_VALID_COLOR;P=null!=P?P:1E3;u=this.view.getState(u);var da=null;null!=u&&(Q=null!=Q?Q:4,Q=Math.max(Q+1,mxUtils.getValue(u.style,mxConstants.STYLE_STROKEWIDTH,1)+Q),da=new mxCellHighlight(this,H,Q,!1),null!=V&&(da.opacity=V),da.highlight(u),window.setTimeout(function(){null!=da.shape&&(mxUtils.setPrefixedStyle(da.shape.node.style,"transition","all 1200ms ease-in-out"),da.shape.node.style.opacity=0);window.setTimeout(function(){da.destroy()}, -1200)},P));return da};Graph.prototype.addSvgShadow=function(u,H,P,V){P=null!=P?P:!1;V=null!=V?V:!0;var Q=u.ownerDocument,da=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"filter"):Q.createElement("filter");da.setAttribute("id",this.shadowId);var ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):Q.createElement("feGaussianBlur");ea.setAttribute("in","SourceAlpha");ea.setAttribute("stdDeviation",this.svgShadowBlur);ea.setAttribute("result","blur");da.appendChild(ea); -ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feOffset"):Q.createElement("feOffset");ea.setAttribute("in","blur");ea.setAttribute("dx",this.svgShadowSize);ea.setAttribute("dy",this.svgShadowSize);ea.setAttribute("result","offsetBlur");da.appendChild(ea);ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feFlood"):Q.createElement("feFlood");ea.setAttribute("flood-color",this.svgShadowColor);ea.setAttribute("flood-opacity",this.svgShadowOpacity);ea.setAttribute("result", -"offsetColor");da.appendChild(ea);ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feComposite"):Q.createElement("feComposite");ea.setAttribute("in","offsetColor");ea.setAttribute("in2","offsetBlur");ea.setAttribute("operator","in");ea.setAttribute("result","offsetBlur");da.appendChild(ea);ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feBlend"):Q.createElement("feBlend");ea.setAttribute("in","SourceGraphic");ea.setAttribute("in2","offsetBlur");da.appendChild(ea); -ea=u.getElementsByTagName("defs");0==ea.length?(Q=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"defs"):Q.createElement("defs"),null!=u.firstChild?u.insertBefore(Q,u.firstChild):u.appendChild(Q)):Q=ea[0];Q.appendChild(da);P||(H=null!=H?H:u.getElementsByTagName("g")[0],null!=H&&(H.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(u.getAttribute("width")))&&V&&(u.setAttribute("width",parseInt(u.getAttribute("width"))+6),u.setAttribute("height",parseInt(u.getAttribute("height"))+ -6),H=u.getAttribute("viewBox"),null!=H&&0<H.length&&(H=H.split(" "),3<H.length&&(w=parseFloat(H[2])+6,h=parseFloat(H[3])+6,u.setAttribute("viewBox",H[0]+" "+H[1]+" "+w+" "+h))))));return da};Graph.prototype.setShadowVisible=function(u,H){mxClient.IS_SVG&&!mxClient.IS_SF&&(H=null!=H?H:!0,(this.shadowVisible=u)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),H&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer= -function(){if(null==this.defaultParent){var u=this.model.getChildCount(this.model.root),H=0;do var P=this.model.getChildAt(this.model.root,H);while(H++<u&&"1"==mxUtils.getValue(this.getCellStyle(P),"locked","0"));null!=P&&this.setDefaultParent(P)}};mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn= 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Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"}, +{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"targetPortConstraint",dispName:"Target Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"jettySize",dispName:"Jetty Size",type:"int",min:0,defVal:"auto",allowAuto:!0,isVisible:function(q){return"orthogonalEdgeStyle"==mxUtils.getValue(q.style,mxConstants.STYLE_EDGE,null)}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"startFill",dispName:"Start Fill",type:"bool",defVal:!0},{name:"endFill",dispName:"End Fill",type:"bool",defVal:!0},{name:"perimeterSpacing",dispName:"Terminal Spacing",type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash", +dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump", +dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop Routing",type:"bool",defVal:!1},{name:"orthogonal",dispName:"Orthogonal",type:"bool",defVal:!1}].concat(Editor.commonProperties);Editor.commonVertexProperties=[{name:"colspan",dispName:"Colspan",type:"int",min:1,defVal:1,isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&& +0==q.edges.length&&F.isTableCell(q.vertices[0])}},{name:"rowspan",dispName:"Rowspan",type:"int",min:1,defVal:1,isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&&0==q.edges.length&&F.isTableCell(q.vertices[0])}},{type:"separator"},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",getDefaultValue:function(q,F){q=F.editorUi.editor.graph.getCellStyle(1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null);return"1"==mxUtils.getValue(q,"resizeLastRow","0")}, +isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&&0==q.edges.length&&F.isTable(q.vertices[0])}},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",getDefaultValue:function(q,F){q=F.editorUi.editor.graph.getCellStyle(1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null);return"1"==mxUtils.getValue(q,"resizeLast","0")},isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&&0==q.edges.length&&F.isTable(q.vertices[0])}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"overflow",dispName:"Text Overflow",defVal:"visible",type:"enum",enumList:[{val:"visible",dispName:"Visible"},{val:"hidden",dispName:"Hidden"},{val:"block",dispName:"Block"},{val:"fill",dispName:"Fill"},{val:"width",dispName:"Width"}]},{name:"noLabel",dispName:"Hide Label",type:"bool",defVal:!1},{name:"labelPadding",dispName:"Label Padding",type:"float", +defVal:0},{name:"direction",dispName:"Direction",type:"enum",defVal:"east",enumList:[{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraint",dispName:"Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraintRotation",dispName:"Rotate Constraint",type:"bool", +defVal:!1},{name:"connectable",dispName:"Connectable",type:"bool",getDefaultValue:function(q,F){return F.editorUi.editor.graph.isCellConnectable(0<q.vertices.length&&0==q.edges.length?q.vertices[0]:null)},isVisible:function(q,F){return 0<q.vertices.length&&0==q.edges.length}},{name:"allowArrows",dispName:"Allow Arrows",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"perimeter",dispName:"Perimeter",defVal:"none",type:"enum",enumList:[{val:"none",dispName:"None"}, +{val:"rectanglePerimeter",dispName:"Rectangle"},{val:"ellipsePerimeter",dispName:"Ellipse"},{val:"rhombusPerimeter",dispName:"Rhombus"},{val:"trianglePerimeter",dispName:"Triangle"},{val:"hexagonPerimeter2",dispName:"Hexagon"},{val:"lifelinePerimeter",dispName:"Lifeline"},{val:"orthogonalPerimeter",dispName:"Orthogonal"},{val:"backbonePerimeter",dispName:"Backbone"},{val:"calloutPerimeter",dispName:"Callout"},{val:"parallelogramPerimeter",dispName:"Parallelogram"},{val:"trapezoidPerimeter",dispName:"Trapezoid"}, +{val:"stepPerimeter",dispName:"Step"},{val:"centerPerimeter",dispName:"Center"}]},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"container",dispName:"Container",type:"bool",defVal:!1,isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length}},{name:"dropTarget",dispName:"Drop Target",type:"bool",getDefaultValue:function(q,F){q=1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null;F=F.editorUi.editor.graph;return null!=q&&(F.isSwimlane(q)||0<F.model.getChildCount(q))}, +isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length}},{name:"collapsible",dispName:"Collapsible",type:"bool",getDefaultValue:function(q,F){var R=1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null;F=F.editorUi.editor.graph;return null!=R&&(F.isContainer(R)&&"0"!=q.style.collapsible||!F.isContainer(R)&&"1"==q.style.collapsible)},isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length}},{name:"recursiveResize",dispName:"Resize Children",type:"bool",defVal:!0, +isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length&&!F.editorUi.editor.graph.isSwimlane(q.vertices[0])&&null==mxUtils.getValue(q.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(q,F){F=F.editorUi.editor.graph.model;return 0<q.vertices.length?F.isVertex(F.getParent(q.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog", +type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(q,F){q=0<q.vertices.length?F.editorUi.editor.graph.getCellGeometry(q.vertices[0]):null;return null!=q&&!q.relative}},{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed Width",type:"bool",defVal:!1},{name:"resizable", +dispName:"Resizable",type:"bool",defVal:!0},{name:"resizeWidth",dispName:"Resize Width",type:"bool",defVal:!1},{name:"resizeHeight",dispName:"Resize Height",type:"bool",defVal:!1},{name:"rotatable",dispName:"Rotatable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"treeFolding",dispName:"Tree Folding",type:"bool",defVal:!1},{name:"treeMoving",dispName:"Tree Moving",type:"bool",defVal:!1},{name:"pointerEvents", +dispName:"Pointer Events",type:"bool",defVal:!0,isVisible:function(q,F){var R=mxUtils.getValue(q.style,mxConstants.STYLE_FILLCOLOR,null);return F.editorUi.editor.graph.isSwimlane(q.vertices[0])||null==R||R==mxConstants.NONE||0==mxUtils.getValue(q.style,mxConstants.STYLE_FILL_OPACITY,100)||0==mxUtils.getValue(q.style,mxConstants.STYLE_OPACITY,100)||null!=q.style.pointerEvents}},{name:"moveCells",dispName:"Move Cells on Fold",type:"bool",defVal:!1,isVisible:function(q,F){return 0<q.vertices.length&& +F.editorUi.editor.graph.isContainer(q.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; +Editor.createRoughCanvas=function(q){var F=rough.canvas({getContext:function(){return q}});F.draw=function(R){var W=R.sets||[];R=R.options||this.getDefaultOptions();for(var T=0;T<W.length;T++){var ba=W[T];switch(ba.type){case "path":null!=R.stroke&&this._drawToContext(q,ba,R);break;case "fillPath":this._drawToContext(q,ba,R);break;case "fillSketch":this.fillSketch(q,ba,R)}}};F.fillSketch=function(R,W,T){var ba=q.state.strokeColor,ia=q.state.strokeWidth,ra=q.state.strokeAlpha,ta=q.state.dashed,ma= +T.fillWeight;0>ma&&(ma=T.strokeWidth/2);q.setStrokeAlpha(q.state.fillAlpha);q.setStrokeColor(T.fill||"");q.setStrokeWidth(ma);q.setDashed(!1);this._drawToContext(R,W,T);q.setDashed(ta);q.setStrokeWidth(ia);q.setStrokeColor(ba);q.setStrokeAlpha(ra)};F._drawToContext=function(R,W,T){R.begin();for(var ba=0;ba<W.ops.length;ba++){var ia=W.ops[ba],ra=ia.data;switch(ia.op){case "move":R.moveTo(ra[0],ra[1]);break;case "bcurveTo":R.curveTo(ra[0],ra[1],ra[2],ra[3],ra[4],ra[5]);break;case "lineTo":R.lineTo(ra[0], +ra[1])}}R.end();"fillPath"===W.type&&T.filled?R.fill():R.stroke()};return F};(function(){function q(ba,ia,ra){this.canvas=ba;this.rc=ia;this.shape=ra;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,q.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,q.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,q.prototype.rect);this.originalRoundrect= +this.canvas.roundrect;this.canvas.roundrect=mxUtils.bind(this,q.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,q.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,q.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,q.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,q.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo; +this.canvas.curveTo=mxUtils.bind(this,q.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,q.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,q.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,q.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,q.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke= +mxUtils.bind(this,q.prototype.fillAndStroke);this.path=[];this.passThrough=!1}q.prototype.moveOp="M";q.prototype.lineOp="L";q.prototype.quadOp="Q";q.prototype.curveOp="C";q.prototype.closeOp="Z";q.prototype.getStyle=function(ba,ia){var ra=1;if(null!=this.shape.state){var ta=this.shape.state.cell.id;if(null!=ta)for(var ma=0;ma<ta.length;ma++)ra=(ra<<5)-ra+ta.charCodeAt(ma)<<0}ra={strokeWidth:this.canvas.state.strokeWidth,seed:ra,preserveVertices:!0};ta=this.rc.getDefaultOptions();ra.stroke=ba?this.canvas.state.strokeColor=== +mxConstants.NONE?"transparent":this.canvas.state.strokeColor:mxConstants.NONE;ba=null;(ra.filled=ia)?(ra.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,ba=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):ra.fill="";ra.bowing=mxUtils.getValue(this.shape.style,"bowing",ta.bowing);ra.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",ta.hachureAngle);ra.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting", +ta.curveFitting);ra.roughness=mxUtils.getValue(this.shape.style,"jiggle",ta.roughness);ra.simplification=mxUtils.getValue(this.shape.style,"simplification",ta.simplification);ra.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",ta.disableMultiStroke);ra.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",ta.disableMultiStrokeFill);ia=mxUtils.getValue(this.shape.style,"hachureGap",-1);ra.hachureGap="auto"==ia?-1:ia;ra.dashGap=mxUtils.getValue(this.shape.style, +"dashGap",ia);ra.dashOffset=mxUtils.getValue(this.shape.style,"dashOffset",ia);ra.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",ia);ia=mxUtils.getValue(this.shape.style,"fillWeight",-1);ra.fillWeight="auto"==ia?-1:ia;ia=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==ia&&(ia=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),ia=null!=ra.fill&&(null!=ba||null!=ia&&ra.fill==ia)?"solid": +ta.fillStyle);ra.fillStyle=ia;return ra};q.prototype.begin=function(){this.passThrough?this.originalBegin.apply(this.canvas,arguments):this.path=[]};q.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};q.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var ba=2;ba<arguments.length;ba+=2)this.lastX=arguments[ba-1],this.lastY=arguments[ba],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))}; +q.prototype.lineTo=function(ba,ia){this.passThrough?this.originalLineTo.apply(this.canvas,arguments):(this.addOp(this.lineOp,ba,ia),this.lastX=ba,this.lastY=ia)};q.prototype.moveTo=function(ba,ia){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,ba,ia),this.lastX=ba,this.lastY=ia,this.firstX=ba,this.firstY=ia)};q.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};q.prototype.quadTo=function(ba, +ia,ra,ta){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,ba,ia,ra,ta),this.lastX=ra,this.lastY=ta)};q.prototype.curveTo=function(ba,ia,ra,ta,ma,pa){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,ba,ia,ra,ta,ma,pa),this.lastX=ma,this.lastY=pa)};q.prototype.arcTo=function(ba,ia,ra,ta,ma,pa,za){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var Ba=mxUtils.arcToCurves(this.lastX,this.lastY, +ba,ia,ra,ta,ma,pa,za);if(null!=Ba)for(var Ia=0;Ia<Ba.length;Ia+=6)this.curveTo(Ba[Ia],Ba[Ia+1],Ba[Ia+2],Ba[Ia+3],Ba[Ia+4],Ba[Ia+5]);this.lastX=pa;this.lastY=za}};q.prototype.rect=function(ba,ia,ra,ta){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(ba,ia,ra,ta,this.getStyle(!0,!0)))};q.prototype.ellipse=function(ba,ia,ra,ta){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(ba+ +ra/2,ia+ta/2,ra,ta,this.getStyle(!0,!0)))};q.prototype.roundrect=function(ba,ia,ra,ta,ma,pa){this.passThrough?this.originalRoundrect.apply(this.canvas,arguments):(this.begin(),this.moveTo(ba+ma,ia),this.lineTo(ba+ra-ma,ia),this.quadTo(ba+ra,ia,ba+ra,ia+pa),this.lineTo(ba+ra,ia+ta-pa),this.quadTo(ba+ra,ia+ta,ba+ra-ma,ia+ta),this.lineTo(ba+ma,ia+ta),this.quadTo(ba,ia+ta,ba,ia+ta-pa),this.lineTo(ba,ia+pa),this.quadTo(ba,ia,ba+ma,ia))};q.prototype.drawPath=function(ba){if(0<this.path.length){this.passThrough= +!0;try{this.rc.path(this.path.join(" "),ba)}catch(ra){}this.passThrough=!1}else if(null!=this.nextShape){for(var ia in ba)this.nextShape.options[ia]=ba[ia];ba.stroke!=mxConstants.NONE&&null!=ba.stroke||delete this.nextShape.options.stroke;ba.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};q.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};q.prototype.fill= +function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};q.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!0))};q.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo= +this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin;this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(ba){return new q(ba,Editor.createRoughCanvas(ba),this)};var F=mxShape.prototype.createHandJiggle; +mxShape.prototype.createHandJiggle=function(ba){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?F.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle","rough")?this.createComicCanvas(ba):this.createRoughCanvas(ba)};var R=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(ba,ia,ra,ta,ma){null!=ba.handJiggle&&ba.handJiggle.passThrough||R.apply(this,arguments)};var W=mxShape.prototype.paint;mxShape.prototype.paint= +function(ba){var ia=ba.addTolerance,ra=!0;null!=this.style&&(ra="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=ba.handJiggle&&ba.handJiggle.constructor==q&&!this.outline){ba.save();var ta=this.fill,ma=this.stroke;this.stroke=this.fill=null;var pa=this.configurePointerEvents,za=ba.setStrokeColor;ba.setStrokeColor=function(){};var Ba=ba.setFillColor;ba.setFillColor=function(){};ra||null==ta||(this.configurePointerEvents=function(){});ba.handJiggle.passThrough=!0;W.apply(this, +arguments);ba.handJiggle.passThrough=!1;ba.setFillColor=Ba;ba.setStrokeColor=za;this.configurePointerEvents=pa;this.stroke=ma;this.fill=ta;ba.restore();ra&&null!=ta&&(ba.addTolerance=function(){})}W.apply(this,arguments);ba.addTolerance=ia};var T=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(ba,ia,ra,ta,ma,pa){null!=ba.handJiggle&&ba.handJiggle.constructor==q?(ba.handJiggle.passThrough=!0,T.apply(this,arguments),ba.handJiggle.passThrough=!1):T.apply(this,arguments)}})(); +Editor.fastCompress=function(q){return null==q||0==q.length||"undefined"===typeof pako?q:Graph.arrayBufferToString(pako.deflateRaw(q))};Editor.fastDecompress=function(q){return null==q||0==q.length||"undefined"===typeof pako?q:pako.inflateRaw(Graph.stringToArrayBuffer(atob(q)),{to:"string"})};Editor.extractGraphModel=function(q,F,R){if(null!=q&&"undefined"!==typeof pako){var W=q.ownerDocument.getElementsByTagName("div"),T=[];if(null!=W&&0<W.length)for(var ba=0;ba<W.length;ba++)if("mxgraph"==W[ba].getAttribute("class")){T.push(W[ba]); +break}0<T.length&&(W=T[0].getAttribute("data-mxgraph"),null!=W?(T=JSON.parse(W),null!=T&&null!=T.xml&&(q=mxUtils.parseXml(T.xml),q=q.documentElement)):(T=T[0].getElementsByTagName("div"),0<T.length&&(W=mxUtils.getTextContent(T[0]),W=Graph.decompress(W,null,R),0<W.length&&(q=mxUtils.parseXml(W),q=q.documentElement))))}if(null!=q&&"svg"==q.nodeName)if(W=q.getAttribute("content"),null!=W&&"<"!=W.charAt(0)&&"%"!=W.charAt(0)&&(W=unescape(window.atob?atob(W):Base64.decode(cont,W))),null!=W&&"%"==W.charAt(0)&& +(W=decodeURIComponent(W)),null!=W&&0<W.length)q=mxUtils.parseXml(W).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==q||F||(T=null,"diagram"==q.nodeName?T=q:"mxfile"==q.nodeName&&(W=q.getElementsByTagName("diagram"),0<W.length&&(T=W[Math.max(0,Math.min(W.length-1,urlParams.page||0))])),null!=T&&(q=Editor.parseDiagramNode(T,R)));null==q||"mxGraphModel"==q.nodeName||F&&"mxfile"==q.nodeName||(q=null);return q};Editor.parseDiagramNode=function(q,F){var R=mxUtils.trim(mxUtils.getTextContent(q)), +W=null;0<R.length?(q=Graph.decompress(R,null,F),null!=q&&0<q.length&&(W=mxUtils.parseXml(q).documentElement)):(q=mxUtils.getChildNodes(q),0<q.length&&(W=mxUtils.createXmlDocument(),W.appendChild(W.importNode(q[0],!0)),W=W.documentElement));return W};Editor.getDiagramNodeXml=function(q){var F=mxUtils.getTextContent(q),R=null;0<F.length?R=Graph.decompress(F):null!=q.firstChild&&(R=mxUtils.getXml(q.firstChild));return R};Editor.extractGraphModelFromPdf=function(q){q=q.substring(q.indexOf(",")+1);q=window.atob&& +!mxClient.IS_SF?atob(q):Base64.decode(q,!0);if("%PDF-1.7"==q.substring(0,8)){var F=q.indexOf("EmbeddedFile");if(-1<F){var R=q.indexOf("stream",F)+9;if(0<q.substring(F,R).indexOf("application#2Fvnd.jgraph.mxfile"))return F=q.indexOf("endstream",R-1),pako.inflateRaw(Graph.stringToArrayBuffer(q.substring(R,F)),{to:"string"})}return null}R=null;F="";for(var W=0,T=0,ba=[],ia=null;T<q.length;){var ra=q.charCodeAt(T);T+=1;10!=ra&&(F+=String.fromCharCode(ra));ra=="/Subject (%3Cmxfile".charCodeAt(W)?W++:W= +0;if(19==W){var ta=q.indexOf("%3C%2Fmxfile%3E)",T)+15;T-=9;if(ta>T){R=q.substring(T,ta);break}}10==ra&&("endobj"==F?ia=null:"obj"==F.substring(F.length-3,F.length)||"xref"==F||"trailer"==F?(ia=[],ba[F.split(" ")[0]]=ia):null!=ia&&ia.push(F),F="")}null==R&&(R=Editor.extractGraphModelFromXref(ba));null!=R&&(R=decodeURIComponent(R.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return R};Editor.extractGraphModelFromXref=function(q){var F=q.trailer,R=null;null!=F&&(F=/.* \/Info (\d+) (\d+) R/g.exec(F.join("\n")), +null!=F&&0<F.length&&(F=q[F[1]],null!=F&&(F=/.* \/Subject (\d+) (\d+) R/g.exec(F.join("\n")),null!=F&&0<F.length&&(q=q[F[1]],null!=q&&(q=q.join("\n"),R=q.substring(1,q.length-1))))));return R};Editor.extractParserError=function(q,F){var R=null;q=null!=q?q.getElementsByTagName("parsererror"):null;null!=q&&0<q.length&&(R=F||mxResources.get("invalidChars"),F=q[0].getElementsByTagName("div"),0<F.length&&(R=mxUtils.getTextContent(F[0])));return null!=R?mxUtils.trim(R):R};Editor.addRetryToError=function(q, +F){null!=q&&(q=null!=q.error?q.error:q,null==q.retry&&(q.retry=F))};Editor.configure=function(q,F){if(null!=q){Editor.config=q;Editor.configVersion=q.version;Menus.prototype.defaultFonts=q.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors=q.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=q.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=q.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes= +q.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=q.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=q.autosaveDelay||DrawioFile.prototype.autosaveDelay;q.debug&&(urlParams.test="1");null!=q.templateFile&&(EditorUi.templateFile=q.templateFile);null!=q.styles&&(Array.isArray(q.styles)?Editor.styles=q.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=q.globalVars&&(Editor.globalVars= +q.globalVars);null!=q.compressXml&&(Editor.compressXml=q.compressXml);null!=q.includeDiagram&&(Editor.defaultIncludeDiagram=q.includeDiagram);null!=q.simpleLabels&&(Editor.simpleLabels=q.simpleLabels);null!=q.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker=q.oneDriveInlinePicker);null!=q.darkColor&&(Editor.darkColor=q.darkColor);null!=q.lightColor&&(Editor.lightColor=q.lightColor);null!=q.settingsName&&(Editor.configurationKey="."+q.settingsName+"-configuration",Editor.settingsKey="."+q.settingsName+ +"-config",mxSettings.key=Editor.settingsKey);q.customFonts&&(Menus.prototype.defaultFonts=q.customFonts.concat(Menus.prototype.defaultFonts));q.customPresetColors&&(ColorDialog.prototype.presetColors=q.customPresetColors.concat(ColorDialog.prototype.presetColors));null!=q.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=q.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=q.css){var R=document.createElement("style");R.setAttribute("type","text/css"); +R.appendChild(document.createTextNode(q.css));var W=document.getElementsByTagName("script")[0];W.parentNode.insertBefore(R,W)}null!=q.libraries&&(Sidebar.prototype.customEntries=q.libraries);null!=q.enabledLibraries&&(Array.isArray(q.enabledLibraries)?Sidebar.prototype.enabledLibraries=q.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=q.defaultLibraries&&(Sidebar.prototype.defaultEntries=q.defaultLibraries);null!=q.defaultCustomLibraries&&(Editor.defaultCustomLibraries= +q.defaultCustomLibraries);null!=q.enableCustomLibraries&&(Editor.enableCustomLibraries=q.enableCustomLibraries);null!=q.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=q.defaultVertexStyle);null!=q.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=q.defaultEdgeStyle);null!=q.defaultPageVisible&&(Graph.prototype.defaultPageVisible=q.defaultPageVisible);null!=q.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=q.defaultGridEnabled);null!=q.zoomWheel&&(Graph.zoomWheel=q.zoomWheel);null!= +q.zoomFactor&&(R=parseFloat(q.zoomFactor),!isNaN(R)&&1<R?Graph.prototype.zoomFactor=R:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=q.gridSteps&&(R=parseInt(q.gridSteps),!isNaN(R)&&0<R?mxGraphView.prototype.gridSteps=R:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps"));null!=q.pageFormat&&(R=parseInt(q.pageFormat.width),W=parseInt(q.pageFormat.height),!isNaN(R)&&0<R&&!isNaN(W)&&0<W?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,R,W), +mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));q.thumbWidth&&(Sidebar.prototype.thumbWidth=q.thumbWidth);q.thumbHeight&&(Sidebar.prototype.thumbHeight=q.thumbHeight);q.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml=q.emptyLibraryXml);q.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=q.emptyDiagramXml);q.sidebarWidth&&(EditorUi.prototype.hsplitPosition=q.sidebarWidth);q.sidebarTitles&& +(Sidebar.prototype.sidebarTitles=q.sidebarTitles);q.sidebarTitleSize&&(R=parseInt(q.sidebarTitleSize),!isNaN(R)&&0<R?Sidebar.prototype.sidebarTitleSize=R:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));q.fontCss&&("string"===typeof q.fontCss?Editor.configureFontCss(q.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss"));null!=q.autosaveDelay&&(R=parseInt(q.autosaveDelay),!isNaN(R)&&0<R?DrawioFile.prototype.autosaveDelay=R:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay")); +if(null!=q.plugins&&!F)for(App.initPluginCallback(),F=0;F<q.plugins.length;F++)mxscript(q.plugins[F]);null!=q.maxImageBytes&&(EditorUi.prototype.maxImageBytes=q.maxImageBytes);null!=q.maxImageSize&&(EditorUi.prototype.maxImageSize=q.maxImageSize);null!=q.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=q.shareCursorPosition);null!=q.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=q.showRemoteCursors)}};Editor.configureFontCss=function(q){if(null!=q){Editor.prototype.fontCss=q; +var F=document.getElementsByTagName("script")[0];if(null!=F&&null!=F.parentNode){var R=document.createElement("style");R.setAttribute("type","text/css");R.appendChild(document.createTextNode(q));F.parentNode.insertBefore(R,F);q=q.split("url(");for(R=1;R<q.length;R++){var W=q[R].indexOf(")");W=Editor.trimCssUrl(q[R].substring(0,W));var T=document.createElement("link");T.setAttribute("rel","preload");T.setAttribute("href",W);T.setAttribute("as","font");T.setAttribute("crossorigin","");F.parentNode.insertBefore(T, +F)}}}};Editor.trimCssUrl=function(q){return q.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(q){q=null!=q?q:Editor.GUID_LENGTH;for(var F=[],R=0;R<q;R++)F.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return F.join("")};Editor.prototype.timeout= +25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(q){q=null!=q&&"mxlibrary"!=q.nodeName?this.extractGraphModel(q):null;if(null!=q){var F=Editor.extractParserError(q,mxResources.get("invalidOrMissingFile"));if(F)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[q],"cause",[F]),Error(mxResources.get("notADiagramFile")+ +" ("+F+")");if("mxGraphModel"==q.nodeName){F=q.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=F&&""!=F)F!=this.graph.currentStyle&&(R=null!=this.graph.themes?this.graph.themes[F]:mxUtils.load(STYLE_PATH+"/"+F+".xml").getDocumentElement(),null!=R&&(W=new mxCodec(R.ownerDocument),W.decode(R,this.graph.getStylesheet())));else{var R=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=R){var W=new mxCodec(R.ownerDocument); +W.decode(R,this.graph.getStylesheet())}}this.graph.currentStyle=F;this.graph.mathEnabled="1"==urlParams.math||"1"==q.getAttribute("math");F=q.getAttribute("backgroundImage");null!=F?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(F)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==q.getAttribute("shadow"),!1);if(F=q.getAttribute("extFonts"))try{for(F= +F.split("|").map(function(T){T=T.split("^");return{name:T[0],url:T[1]}}),R=0;R<F.length;R++)this.graph.addExtFont(F[R].name,F[R].url)}catch(T){console.log("ExtFonts format error: "+T.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")||"Invalid data",toString:function(){return this.message}};};var e=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(q,F){q=null!= +q?q:!0;var R=e.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&R.setAttribute("style",this.graph.currentStyle);var W=this.graph.getBackgroundImageObject(this.graph.backgroundImage,F);null!=W&&R.setAttribute("backgroundImage",JSON.stringify(W));R.setAttribute("math",this.graph.mathEnabled?"1":"0");R.setAttribute("shadow",this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(W=this.graph.extFonts.map(function(T){return T.name+ +"^"+T.url}),R.setAttribute("extFonts",W.join("|")));return R};Editor.prototype.isDataSvg=function(q){try{var F=mxUtils.parseXml(q).documentElement.getAttribute("content");if(null!=F&&(null!=F&&"<"!=F.charAt(0)&&"%"!=F.charAt(0)&&(F=unescape(window.atob?atob(F):Base64.decode(cont,F))),null!=F&&"%"==F.charAt(0)&&(F=decodeURIComponent(F)),null!=F&&0<F.length)){var R=mxUtils.parseXml(F).documentElement;return"mxfile"==R.nodeName||"mxGraphModel"==R.nodeName}}catch(W){}return!1};Editor.prototype.extractGraphModel= +function(q,F,R){return Editor.extractGraphModel.apply(this,arguments)};var k=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();k.apply(this,arguments)};var m=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){m.apply(this, +arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(q,F){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){q=null!=q?q:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(T){try{MathJax.typesetClear([T]),MathJax.typeset([T]),Editor.onMathJaxDone()}catch(ba){MathJax.typesetClear([T]),null!=ba.retry?ba.retry.then(function(){MathJax.typesetPromise([T]).then(Editor.onMathJaxDone)}): +null!=window.console&&console.log("Error in MathJax: "+ba.toString())}};window.MathJax=null!=F?F:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var T=0;T<Editor.mathJaxQueue.length;T++)Editor.doMathJaxRender(Editor.mathJaxQueue[T])}}};Editor.MathJaxRender=function(T){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(T):Editor.mathJaxQueue.push(T)}; +Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var R=Editor.prototype.init;Editor.prototype.init=function(){R.apply(this,arguments);var T=mxUtils.bind(this,function(ba,ia){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE,T);this.graph.addListener(mxEvent.REFRESH,T)};F=document.getElementsByTagName("script");if(null!=F&&0<F.length){var W= +document.createElement("script");W.setAttribute("type","text/javascript");W.setAttribute("src",q);F[0].parentNode.appendChild(W)}}};Editor.prototype.csvToArray=function(q){if(0<q.length){var F="",R=[""],W=0,T=!0,ba;q=$jscomp.makeIterator(q);for(ba=q.next();!ba.done;ba=q.next())ba=ba.value,'"'===ba?(T&&ba===F&&(R[W]+=ba),T=!T):","===ba&&T?ba=R[++W]="":R[W]+=ba,F=ba;return R}return[]};Editor.prototype.getProxiedUrl=function(q){if(!this.isCorsEnabledForUrl(q)){var F=/(\.v(dx|sdx?))($|\?)/i.test(q)|| +/(\.vs(x|sx?))($|\?)/i.test(q);F=/\.png$/i.test(q)||/\.pdf$/i.test(q)||F;var R="t="+(new Date).getTime();q=PROXY_URL+"?url="+encodeURIComponent(q)+"&"+R+(F?"&base64=1":"")}return q};Editor.prototype.isCorsEnabledForUrl=function(q){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||q.substring(0,window.location.origin.length)==window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp=new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(q)|| +"https://raw.githubusercontent.com/"===q.substring(0,34)||"https://fonts.googleapis.com/"===q.substring(0,29)||"https://fonts.gstatic.com/"===q.substring(0,26)};Editor.prototype.createImageUrlConverter=function(){var q=new mxUrlConverter;q.updateBaseUrl();var F=q.convert,R=this;q.convert=function(W){if(null!=W){var T="http://"==W.substring(0,7)||"https://"==W.substring(0,8);T&&!navigator.onLine?W=Editor.svgBrokenImage.src:!T||W.substring(0,q.baseUrl.length)==q.baseUrl||R.crossOriginImages&&R.isCorsEnabledForUrl(W)? +"chrome-extension://"==W.substring(0,19)||mxClient.IS_CHROMEAPP||(W=F.apply(this,arguments)):W=PROXY_URL+"?url="+encodeURIComponent(W)}return W};return q};Editor.createSvgDataUri=function(q){return"data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent(q)))};Editor.prototype.convertImageToDataUri=function(q,F){try{var R=!0,W=window.setTimeout(mxUtils.bind(this,function(){R=!1;F(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(q))mxUtils.get(q,mxUtils.bind(this,function(ba){window.clearTimeout(W); +R&&F(Editor.createSvgDataUri(ba.getText()))}),function(){window.clearTimeout(W);R&&F(Editor.svgBrokenImage.src)});else{var T=new Image;this.crossOriginImages&&(T.crossOrigin="anonymous");T.onload=function(){window.clearTimeout(W);if(R)try{var ba=document.createElement("canvas"),ia=ba.getContext("2d");ba.height=T.height;ba.width=T.width;ia.drawImage(T,0,0);F(ba.toDataURL())}catch(ra){F(Editor.svgBrokenImage.src)}};T.onerror=function(){window.clearTimeout(W);R&&F(Editor.svgBrokenImage.src)};T.src=q}}catch(ba){F(Editor.svgBrokenImage.src)}}; +Editor.prototype.convertImages=function(q,F,R,W){null==W&&(W=this.createImageUrlConverter());var T=0,ba=R||{};R=mxUtils.bind(this,function(ia,ra){ia=q.getElementsByTagName(ia);for(var ta=0;ta<ia.length;ta++)mxUtils.bind(this,function(ma){try{if(null!=ma){var pa=W.convert(ma.getAttribute(ra));if(null!=pa&&"data:"!=pa.substring(0,5)){var za=ba[pa];null==za?(T++,this.convertImageToDataUri(pa,function(Ba){null!=Ba&&(ba[pa]=Ba,ma.setAttribute(ra,Ba));T--;0==T&&F(q)})):ma.setAttribute(ra,za)}else null!= +pa&&ma.setAttribute(ra,pa)}}catch(Ba){}})(ia[ta])});R("image","xlink:href");R("img","src");0==T&&F(q)};Editor.base64Encode=function(q){for(var F="",R=0,W=q.length,T,ba,ia;R<W;){T=q.charCodeAt(R++)&255;if(R==W){F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T>>2);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((T&3)<<4);F+="==";break}ba=q.charCodeAt(R++);if(R==W){F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T>> +2);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((T&3)<<4|(ba&240)>>4);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((ba&15)<<2);F+="=";break}ia=q.charCodeAt(R++);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T>>2);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((T&3)<<4|(ba&240)>>4);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((ba&15)<<2|(ia&192)>> +6);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(ia&63)}return F};Editor.prototype.loadUrl=function(q,F,R,W,T,ba,ia,ra){try{var ta=!ia&&(W||/(\.png)($|\?)/i.test(q)||/(\.jpe?g)($|\?)/i.test(q)||/(\.gif)($|\?)/i.test(q)||/(\.pdf)($|\?)/i.test(q));T=null!=T?T:!0;var ma=mxUtils.bind(this,function(){mxUtils.get(q,mxUtils.bind(this,function(pa){if(200<=pa.getStatus()&&299>=pa.getStatus()){if(null!=F){var za=pa.getText();if(ta){if((9==document.documentMode||10==document.documentMode)&& +"undefined"!==typeof window.mxUtilsBinaryToArray){pa=mxUtilsBinaryToArray(pa.request.responseBody).toArray();za=Array(pa.length);for(var Ba=0;Ba<pa.length;Ba++)za[Ba]=String.fromCharCode(pa[Ba]);za=za.join("")}ba=null!=ba?ba:"data:image/png;base64,";za=ba+Editor.base64Encode(za)}F(za)}}else null!=R&&(0==pa.getStatus()?R({message:mxResources.get("accessDenied")},pa):404==pa.getStatus()?R({code:pa.getStatus()},pa):R({message:mxResources.get("error")+" "+pa.getStatus()},pa))}),function(pa){null!=R&& +R({message:mxResources.get("error")+" "+pa.getStatus()})},ta,this.timeout,function(){T&&null!=R&&R({code:App.ERROR_TIMEOUT,retry:ma})},ra)});ma()}catch(pa){null!=R&&R(pa)}};Editor.prototype.absoluteCssFonts=function(q){var F=null;if(null!=q){var R=q.split("url(");if(0<R.length){F=[R[0]];q=window.location.pathname;var W=null!=q?q.lastIndexOf("/"):-1;0<=W&&(q=q.substring(0,W+1));W=document.getElementsByTagName("base");var T=null;null!=W&&0<W.length&&(T=W[0].getAttribute("href"));for(var ba=1;ba<R.length;ba++)if(W= +R[ba].indexOf(")"),0<W){var ia=Editor.trimCssUrl(R[ba].substring(0,W));this.graph.isRelativeUrl(ia)&&(ia=null!=T?T+ia:window.location.protocol+"//"+window.location.hostname+("/"==ia.charAt(0)?"":q)+ia);F.push('url("'+ia+'"'+R[ba].substring(W))}else F.push(R[ba])}else F=[q]}return null!=F?F.join(""):null};Editor.prototype.mapFontUrl=function(q,F,R){/^https?:\/\//.test(F)&&!this.isCorsEnabledForUrl(F)&&(F=PROXY_URL+"?url="+encodeURIComponent(F));R(q,F)};Editor.prototype.embedCssFonts=function(q,F){var R= +q.split("url("),W=0;null==this.cachedFonts&&(this.cachedFonts={});var T=mxUtils.bind(this,function(){if(0==W){for(var ta=[R[0]],ma=1;ma<R.length;ma++){var pa=R[ma].indexOf(")");ta.push('url("');ta.push(this.cachedFonts[Editor.trimCssUrl(R[ma].substring(0,pa))]);ta.push('"'+R[ma].substring(pa))}F(ta.join(""))}});if(0<R.length){for(q=1;q<R.length;q++){var ba=R[q].indexOf(")"),ia=null,ra=R[q].indexOf("format(",ba);0<ra&&(ia=Editor.trimCssUrl(R[q].substring(ra+7,R[q].indexOf(")",ra))));mxUtils.bind(this, +function(ta){if(null==this.cachedFonts[ta]){this.cachedFonts[ta]=ta;W++;var ma="application/x-font-ttf";if("svg"==ia||/(\.svg)($|\?)/i.test(ta))ma="image/svg+xml";else if("otf"==ia||"embedded-opentype"==ia||/(\.otf)($|\?)/i.test(ta))ma="application/x-font-opentype";else if("woff"==ia||/(\.woff)($|\?)/i.test(ta))ma="application/font-woff";else if("woff2"==ia||/(\.woff2)($|\?)/i.test(ta))ma="application/font-woff2";else if("eot"==ia||/(\.eot)($|\?)/i.test(ta))ma="application/vnd.ms-fontobject";else if("sfnt"== +ia||/(\.sfnt)($|\?)/i.test(ta))ma="application/font-sfnt";this.mapFontUrl(ma,ta,mxUtils.bind(this,function(pa,za){this.loadUrl(za,mxUtils.bind(this,function(Ba){this.cachedFonts[ta]=Ba;W--;T()}),mxUtils.bind(this,function(Ba){W--;T()}),!0,null,"data:"+pa+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(R[q].substring(0,ba)),ia)}T()}else F(q)};Editor.prototype.loadFonts=function(q){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(F){this.resolvedFontCss= +F;null!=q&&q()})):null!=q&&q()};Editor.prototype.createGoogleFontCache=function(){var q={},F;for(F in Graph.fontMapping)Graph.isCssFontUrl(F)&&(q[F]=Graph.fontMapping[F]);return q};Editor.prototype.embedExtFonts=function(q){var F=this.graph.getCustomFonts();if(0<F.length){var R=[],W=0;null==this.cachedGoogleFonts&&(this.cachedGoogleFonts=this.createGoogleFontCache());for(var T=mxUtils.bind(this,function(){0==W&&this.embedCssFonts(R.join(""),q)}),ba=0;ba<F.length;ba++)mxUtils.bind(this,function(ia, +ra){Graph.isCssFontUrl(ra)?null==this.cachedGoogleFonts[ra]?(W++,this.loadUrl(ra,mxUtils.bind(this,function(ta){this.cachedGoogleFonts[ra]=ta;R.push(ta+"\n");W--;T()}),mxUtils.bind(this,function(ta){W--;R.push("@import url("+ra+");\n");T()}))):R.push(this.cachedGoogleFonts[ra]+"\n"):R.push('@font-face {font-family: "'+ia+'";src: url("'+ra+'")}\n')})(F[ba].name,F[ba].url);T()}else q()};Editor.prototype.addMathCss=function(q){q=q.getElementsByTagName("defs");if(null!=q&&0<q.length)for(var F=document.getElementsByTagName("style"), +R=0;R<F.length;R++){var W=mxUtils.getTextContent(F[R]);0>W.indexOf("mxPageSelector")&&0<W.indexOf("MathJax")&&q[0].appendChild(F[R].cloneNode(!0))}};Editor.prototype.addFontCss=function(q,F){F=null!=F?F:this.absoluteCssFonts(this.fontCss);if(null!=F){var R=q.getElementsByTagName("defs"),W=q.ownerDocument;0==R.length?(R=null!=W.createElementNS?W.createElementNS(mxConstants.NS_SVG,"defs"):W.createElement("defs"),null!=q.firstChild?q.insertBefore(R,q.firstChild):q.appendChild(R)):R=R[0];q=null!=W.createElementNS? +W.createElementNS(mxConstants.NS_SVG,"style"):W.createElement("style");q.setAttribute("type","text/css");mxUtils.setTextContent(q,F);R.appendChild(q)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale=function(q,F,R){var W=mxClient.IS_FF?8192:16384;return Math.min(R,Math.min(W/q,W/F))};Editor.prototype.exportToCanvas=function(q,F,R,W,T,ba,ia,ra,ta,ma,pa,za,Ba,Ia,Aa,Ka,Da,Ra){try{ba=null!=ba?ba:!0;ia=null!=ia?ia: +!0;za=null!=za?za:this.graph;Ba=null!=Ba?Ba:0;var Qa=ta?null:za.background;Qa==mxConstants.NONE&&(Qa=null);null==Qa&&(Qa=W);null==Qa&&0==ta&&(Qa=Ka?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(za.getSvg(null,null,Ba,Ia,null,ia,null,null,null,ma,null,Ka,Da,Ra),mxUtils.bind(this,function(Ta){try{var Za=new Image;Za.onload=mxUtils.bind(this,function(){try{var y=function(){mxClient.IS_SF?window.setTimeout(function(){X.drawImage(Za,0,0);q(M,Ta)},0):(X.drawImage(Za,0,0),q(M,Ta))}, +M=document.createElement("canvas"),N=parseInt(Ta.getAttribute("width")),S=parseInt(Ta.getAttribute("height"));ra=null!=ra?ra:1;null!=F&&(ra=ba?Math.min(1,Math.min(3*F/(4*S),F/N)):F/N);ra=this.getMaxCanvasScale(N,S,ra);N=Math.ceil(ra*N);S=Math.ceil(ra*S);M.setAttribute("width",N);M.setAttribute("height",S);var X=M.getContext("2d");null!=Qa&&(X.beginPath(),X.rect(0,0,N,S),X.fillStyle=Qa,X.fill());1!=ra&&X.scale(ra,ra);if(Aa){var ha=za.view,la=ha.scale;ha.scale=1;var xa=btoa(unescape(encodeURIComponent(ha.createSvgGrid(ha.gridColor)))); +ha.scale=la;xa="data:image/svg+xml;base64,"+xa;var sa=za.gridSize*ha.gridSteps*ra,ya=za.getGraphBounds(),Fa=ha.translate.x*la,wa=ha.translate.y*la,ua=Fa+(ya.x-Fa)/la-Ba,La=wa+(ya.y-wa)/la-Ba,Oa=new Image;Oa.onload=function(){try{for(var Ca=-Math.round(sa-mxUtils.mod((Fa-ua)*ra,sa)),Ma=-Math.round(sa-mxUtils.mod((wa-La)*ra,sa));Ca<N;Ca+=sa)for(var Ga=Ma;Ga<S;Ga+=sa)X.drawImage(Oa,Ca/ra,Ga/ra);y()}catch(Ya){null!=T&&T(Ya)}};Oa.onerror=function(Ca){null!=T&&T(Ca)};Oa.src=xa}else y()}catch(Ca){null!= +T&&T(Ca)}});Za.onerror=function(y){null!=T&&T(y)};ma&&this.graph.addSvgShadow(Ta);this.graph.mathEnabled&&this.addMathCss(Ta);var Pa=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(Ta,this.resolvedFontCss),Za.src=Editor.createSvgDataUri(mxUtils.getXml(Ta))}catch(y){null!=T&&T(y)}});this.embedExtFonts(mxUtils.bind(this,function(y){try{null!=y&&this.addFontCss(Ta,y),this.loadFonts(Pa)}catch(M){null!=T&&T(M)}}))}catch(y){null!=T&&T(y)}}),R,pa)}catch(Ta){null!=T&&T(Ta)}}; +Editor.crcTable=[];for(var D=0;256>D;D++)for(var p=D,E=0;8>E;E++)p=1==(p&1)?3988292384^p>>>1:p>>>1,Editor.crcTable[D]=p;Editor.updateCRC=function(q,F,R,W){for(var T=0;T<W;T++)q=Editor.crcTable[(q^F.charCodeAt(R+T))&255]^q>>>8;return q};Editor.crc32=function(q){for(var F=-1,R=0;R<q.length;R++)F=F>>>8^Editor.crcTable[(F^q.charCodeAt(R))&255];return(F^-1)>>>0};Editor.writeGraphModelToPng=function(q,F,R,W,T){function ba(pa,za){var Ba=ta;ta+=za;return pa.substring(Ba,ta)}function ia(pa){pa=ba(pa,4);return pa.charCodeAt(3)+ +(pa.charCodeAt(2)<<8)+(pa.charCodeAt(1)<<16)+(pa.charCodeAt(0)<<24)}function ra(pa){return String.fromCharCode(pa>>24&255,pa>>16&255,pa>>8&255,pa&255)}q=q.substring(q.indexOf(",")+1);q=window.atob?atob(q):Base64.decode(q,!0);var ta=0;if(ba(q,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=T&&T();else if(ba(q,4),"IHDR"!=ba(q,4))null!=T&&T();else{ba(q,17);T=q.substring(0,ta);do{var ma=ia(q);if("IDAT"==ba(q,4)){T=q.substring(0,ta-8);"pHYs"==F&&"dpi"==R?(R=Math.round(W/.0254), +R=ra(R)+ra(R)+String.fromCharCode(1)):R=R+String.fromCharCode(0)+("zTXt"==F?String.fromCharCode(0):"")+W;W=4294967295;W=Editor.updateCRC(W,F,0,4);W=Editor.updateCRC(W,R,0,R.length);T+=ra(R.length)+F+R+ra(W^4294967295);T+=q.substring(ta-8,q.length);break}T+=q.substring(ta-8,ta-4+ma);ba(q,ma);ba(q,4)}while(ma);return"data:image/png;base64,"+(window.btoa?btoa(T):Base64.encode(T,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var K=ColorDialog.addRecentColor; +ColorDialog.addRecentColor=function(q,F){K.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var Q=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){Q.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(q,F){var R=null;null!=q.editor.graph.getModel().getParent(F)?R=F.getId():null!=q.currentPage&&(R=q.currentPage.getId());return R}); +if(null!=window.StyleFormatPanel){var d=Format.prototype.init;Format.prototype.init=function(){d.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var f=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()||"1"==urlParams.embed||this.editorUi.editor.chromeless?f.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var q=this.editorUi.getCurrentFile();return"1"==urlParams.embed|| +null!=q&&q.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible=function(q){return!1};var g=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(q){q=g.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var F=this.editorUi,R=F.editor.graph,W=this.createOption(mxResources.get("shadow"),function(){return R.shadowVisible},function(T){var ba=new ChangePageSetup(F);ba.ignoreColor=!0;ba.ignoreImage=!0;ba.shadowVisible= +T;R.model.execute(ba)},{install:function(T){this.listener=function(){T(R.shadowVisible)};F.addListener("shadowVisibleChanged",this.listener)},destroy:function(){F.removeListener(this.listener)}});Editor.enableShadowOption||(W.getElementsByTagName("input")[0].setAttribute("disabled","disabled"),mxUtils.setOpacity(W,60));q.appendChild(W)}return q};var x=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(q){q=x.apply(this,arguments);var F=this.editorUi,R=F.editor.graph; +if(R.isEnabled()){var W=F.getCurrentFile();if(null!=W&&W.isAutosaveOptional()){var T=this.createOption(mxResources.get("autosave"),function(){return F.editor.autosave},function(ia){F.editor.setAutosave(ia);F.editor.autosave&&W.isModified()&&W.fileChanged()},{install:function(ia){this.listener=function(){ia(F.editor.autosave)};F.editor.addListener("autosaveChanged",this.listener)},destroy:function(){F.editor.removeListener(this.listener)}});q.appendChild(T)}}if(this.isMathOptionVisible()&&R.isEnabled()&& +"undefined"!==typeof MathJax){T=this.createOption(mxResources.get("mathematicalTypesetting"),function(){return R.mathEnabled},function(ia){F.actions.get("mathematicalTypesetting").funct()},{install:function(ia){this.listener=function(){ia(R.mathEnabled)};F.addListener("mathEnabledChanged",this.listener)},destroy:function(){F.removeListener(this.listener)}});T.style.paddingTop="5px";q.appendChild(T);var ba=F.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");ba.style.position= +"relative";ba.style.marginLeft="6px";ba.style.top="2px";T.appendChild(ba)}return q};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties= +[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth",dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent",type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double", +dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0},{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, +{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float",min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity", +type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties=[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize",dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle", +type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties=[{name:"size",dispName:"Fold Size",type:"float",min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, +{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"base",dispName:"Callout Width",type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float", +min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"}, +{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color",type:"color",defVal:null}];mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows", +type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); +mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double",type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0}, +{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"}, +{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height",type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties= +[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties= +[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40, +min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes=[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7", +stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff",stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000", +font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00",font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3", +stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"},{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"}, +{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties=function(q,F,R){if(null!=F){var W=function(ba){if(null!=ba)if(R)for(var ia=0;ia<ba.length;ia++)F[ba[ia].name]=ba[ia];else for(var ra in F){var ta=!1;for(ia=0;ia<ba.length;ia++)if(ba[ia].name==ra&&ba[ia].type==F[ra].type){ta=!0;break}ta|| +delete F[ra]}},T=this.editorUi.editor.graph.view.getState(q);null!=T&&null!=T.shape&&(T.shape.commonCustomPropAdded||(T.shape.commonCustomPropAdded=!0,T.shape.customProperties=T.shape.customProperties||[],T.cell.vertex?Array.prototype.push.apply(T.shape.customProperties,Editor.commonVertexProperties):Array.prototype.push.apply(T.shape.customProperties,Editor.commonEdgeProperties)),W(T.shape.customProperties));q=q.getAttribute("customProperties");if(null!=q)try{W(JSON.parse(q))}catch(ba){}}};var z= +StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init=function(){var q=this.editorUi.getSelectionState();"image"!=q.style.shape&&!q.containsLabel&&0<q.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));z.apply(this,arguments);if(Editor.enableCustomProperties){for(var F={},R=q.vertices,W=q.edges,T=0;T<R.length;T++)this.findCommonProperties(R[T],F,0==T);for(T=0;T<W.length;T++)this.findCommonProperties(W[T],F,0==R.length&&0==T);null!=Object.getOwnPropertyNames&&0< +Object.getOwnPropertyNames(F).length&&this.container.appendChild(this.addProperties(this.createPanel(),F,q))}};var u=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(q){this.addActions(q,["copyStyle","pasteStyle"]);return u.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed=!0;StyleFormatPanel.prototype.addProperties=function(q,F,R){function W(X,ha,la,xa){za.getModel().beginUpdate();try{var sa=[],ya=[];if(null!=la.index){for(var Fa=[],wa=la.parentRow.nextSibling;wa&& +wa.getAttribute("data-pName")==X;)Fa.push(wa.getAttribute("data-pValue")),wa=wa.nextSibling;la.index<Fa.length?null!=xa?Fa.splice(xa,1):Fa[la.index]=ha:Fa.push(ha);null!=la.size&&Fa.length>la.size&&(Fa=Fa.slice(0,la.size));ha=Fa.join(",");null!=la.countProperty&&(za.setCellStyles(la.countProperty,Fa.length,za.getSelectionCells()),sa.push(la.countProperty),ya.push(Fa.length))}za.setCellStyles(X,ha,za.getSelectionCells());sa.push(X);ya.push(ha);if(null!=la.dependentProps)for(X=0;X<la.dependentProps.length;X++){var ua= +la.dependentPropsDefVal[X],La=la.dependentPropsVals[X];if(La.length>ha)La=La.slice(0,ha);else for(var Oa=La.length;Oa<ha;Oa++)La.push(ua);La=La.join(",");za.setCellStyles(la.dependentProps[X],La,za.getSelectionCells());sa.push(la.dependentProps[X]);ya.push(La)}if("function"==typeof la.onChange)la.onChange(za,ha);pa.editorUi.fireEvent(new mxEventObject("styleChanged","keys",sa,"values",ya,"cells",za.getSelectionCells()))}finally{za.getModel().endUpdate()}}function T(X,ha,la){var xa=mxUtils.getOffset(q, +!0),sa=mxUtils.getOffset(X,!0);ha.style.position="absolute";ha.style.left=sa.x-xa.x+"px";ha.style.top=sa.y-xa.y+"px";ha.style.width=X.offsetWidth+"px";ha.style.height=X.offsetHeight-(la?4:0)+"px";ha.style.zIndex=5}function ba(X,ha,la){var xa=document.createElement("div");xa.style.width="32px";xa.style.height="4px";xa.style.margin="2px";xa.style.border="1px solid black";xa.style.background=ha&&"none"!=ha?ha:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(pa,function(sa){this.editorUi.pickColor(ha, +function(ya){xa.style.background="none"==ya?"url('"+Dialog.prototype.noColorImage+"')":ya;W(X,ya,la)});mxEvent.consume(sa)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(xa);return btn}function ia(X,ha,la,xa,sa,ya,Fa){null!=ha&&(ha=ha.split(","),Ba.push({name:X,values:ha,type:la,defVal:xa,countProperty:sa,parentRow:ya,isDeletable:!0,flipBkg:Fa}));btn=mxUtils.button("+",mxUtils.bind(pa,function(wa){for(var ua=ya,La=0;null!=ua.nextSibling;)if(ua.nextSibling.getAttribute("data-pName")== +X)ua=ua.nextSibling,La++;else break;var Oa={type:la,parentRow:ya,index:La,isDeletable:!0,defVal:xa,countProperty:sa};La=ma(X,"",Oa,0==La%2,Fa);W(X,xa,Oa);ua.parentNode.insertBefore(La,ua.nextSibling);mxEvent.consume(wa)}));btn.style.height="16px";btn.style.width="25px";btn.className="geColorBtn";return btn}function ra(X,ha,la,xa,sa,ya,Fa){if(0<sa){var wa=Array(sa);ha=null!=ha?ha.split(","):[];for(var ua=0;ua<sa;ua++)wa[ua]=null!=ha[ua]?ha[ua]:null!=xa?xa:"";Ba.push({name:X,values:wa,type:la,defVal:xa, +parentRow:ya,flipBkg:Fa,size:sa})}return document.createElement("div")}function ta(X,ha,la){var xa=document.createElement("input");xa.type="checkbox";xa.checked="1"==ha;mxEvent.addListener(xa,"change",function(){W(X,xa.checked?"1":"0",la)});return xa}function ma(X,ha,la,xa,sa){var ya=la.dispName,Fa=la.type,wa=document.createElement("tr");wa.className="gePropRow"+(sa?"Dark":"")+(xa?"Alt":"")+" gePropNonHeaderRow";wa.setAttribute("data-pName",X);wa.setAttribute("data-pValue",ha);xa=!1;null!=la.index&& +(wa.setAttribute("data-index",la.index),ya=(null!=ya?ya:"")+"["+la.index+"]",xa=!0);var ua=document.createElement("td");ua.className="gePropRowCell";ya=mxResources.get(ya,null,ya);mxUtils.write(ua,ya);ua.setAttribute("title",ya);xa&&(ua.style.textAlign="right");wa.appendChild(ua);ua=document.createElement("td");ua.className="gePropRowCell";if("color"==Fa)ua.appendChild(ba(X,ha,la));else if("bool"==Fa||"boolean"==Fa)ua.appendChild(ta(X,ha,la));else if("enum"==Fa){var La=la.enumList;for(sa=0;sa<La.length;sa++)if(ya= +La[sa],ya.val==ha){mxUtils.write(ua,mxResources.get(ya.dispName,null,ya.dispName));break}mxEvent.addListener(ua,"click",mxUtils.bind(pa,function(){var Oa=document.createElement("select");T(ua,Oa);for(var Ca=0;Ca<La.length;Ca++){var Ma=La[Ca],Ga=document.createElement("option");Ga.value=mxUtils.htmlEntities(Ma.val);mxUtils.write(Ga,mxResources.get(Ma.dispName,null,Ma.dispName));Oa.appendChild(Ga)}Oa.value=ha;q.appendChild(Oa);mxEvent.addListener(Oa,"change",function(){var Ya=mxUtils.htmlEntities(Oa.value); +W(X,Ya,la)});Oa.focus();mxEvent.addListener(Oa,"blur",function(){q.removeChild(Oa)})}))}else"dynamicArr"==Fa?ua.appendChild(ia(X,ha,la.subType,la.subDefVal,la.countProperty,wa,sa)):"staticArr"==Fa?ua.appendChild(ra(X,ha,la.subType,la.subDefVal,la.size,wa,sa)):"readOnly"==Fa?(sa=document.createElement("input"),sa.setAttribute("readonly",""),sa.value=ha,sa.style.width="96px",sa.style.borderWidth="0px",ua.appendChild(sa)):(ua.innerHTML=mxUtils.htmlEntities(decodeURIComponent(ha)),mxEvent.addListener(ua, +"click",mxUtils.bind(pa,function(){function Oa(){var Ma=Ca.value;Ma=0==Ma.length&&"string"!=Fa?0:Ma;la.allowAuto&&(null!=Ma.trim&&"auto"==Ma.trim().toLowerCase()?(Ma="auto",Fa="string"):(Ma=parseFloat(Ma),Ma=isNaN(Ma)?0:Ma));null!=la.min&&Ma<la.min?Ma=la.min:null!=la.max&&Ma>la.max&&(Ma=la.max);Ma=encodeURIComponent(("int"==Fa?parseInt(Ma):Ma)+"");W(X,Ma,la)}var Ca=document.createElement("input");T(ua,Ca,!0);Ca.value=decodeURIComponent(ha);Ca.className="gePropEditor";"int"!=Fa&&"float"!=Fa||la.allowAuto|| +(Ca.type="number",Ca.step="int"==Fa?"1":"any",null!=la.min&&(Ca.min=parseFloat(la.min)),null!=la.max&&(Ca.max=parseFloat(la.max)));q.appendChild(Ca);mxEvent.addListener(Ca,"keypress",function(Ma){13==Ma.keyCode&&Oa()});Ca.focus();mxEvent.addListener(Ca,"blur",function(){Oa()})})));la.isDeletable&&(sa=mxUtils.button("-",mxUtils.bind(pa,function(Oa){W(X,"",la,la.index);mxEvent.consume(Oa)})),sa.style.height="16px",sa.style.width="25px",sa.style.float="right",sa.className="geColorBtn",ua.appendChild(sa)); +wa.appendChild(ua);return wa}var pa=this,za=this.editorUi.editor.graph,Ba=[];q.style.position="relative";q.style.padding="0";var Ia=document.createElement("table");Ia.className="geProperties";Ia.style.whiteSpace="nowrap";Ia.style.width="100%";var Aa=document.createElement("tr");Aa.className="gePropHeader";var Ka=document.createElement("th");Ka.className="gePropHeaderCell";var Da=document.createElement("img");Da.src=Sidebar.prototype.expandedImage;Da.style.verticalAlign="middle";Ka.appendChild(Da); +mxUtils.write(Ka,mxResources.get("property"));Aa.style.cursor="pointer";var Ra=function(){var X=Ia.querySelectorAll(".gePropNonHeaderRow");if(pa.editorUi.propertiesCollapsed){Da.src=Sidebar.prototype.collapsedImage;var ha="none";for(var la=q.childNodes.length-1;0<=la;la--)try{var xa=q.childNodes[la],sa=xa.nodeName.toUpperCase();"INPUT"!=sa&&"SELECT"!=sa||q.removeChild(xa)}catch(ya){}}else Da.src=Sidebar.prototype.expandedImage,ha="";for(la=0;la<X.length;la++)X[la].style.display=ha};mxEvent.addListener(Aa, +"click",function(){pa.editorUi.propertiesCollapsed=!pa.editorUi.propertiesCollapsed;Ra()});Aa.appendChild(Ka);Ka=document.createElement("th");Ka.className="gePropHeaderCell";Ka.innerHTML=mxResources.get("value");Aa.appendChild(Ka);Ia.appendChild(Aa);var Qa=!1,Ta=!1;Aa=null;1==R.vertices.length&&0==R.edges.length?Aa=R.vertices[0].id:0==R.vertices.length&&1==R.edges.length&&(Aa=R.edges[0].id);null!=Aa&&Ia.appendChild(ma("id",mxUtils.htmlEntities(Aa),{dispName:"ID",type:"readOnly"},!0,!1));for(var Za in F)if(Aa= +F[Za],"function"!=typeof Aa.isVisible||Aa.isVisible(R,this)){var Pa=null!=R.style[Za]?mxUtils.htmlEntities(R.style[Za]+""):null!=Aa.getDefaultValue?Aa.getDefaultValue(R,this):Aa.defVal;if("separator"==Aa.type)Ta=!Ta;else{if("staticArr"==Aa.type)Aa.size=parseInt(R.style[Aa.sizeProperty]||F[Aa.sizeProperty].defVal)||0;else if(null!=Aa.dependentProps){var y=Aa.dependentProps,M=[],N=[];for(Ka=0;Ka<y.length;Ka++){var S=R.style[y[Ka]];N.push(F[y[Ka]].subDefVal);M.push(null!=S?S.split(","):[])}Aa.dependentPropsDefVal= +N;Aa.dependentPropsVals=M}Ia.appendChild(ma(Za,Pa,Aa,Qa,Ta));Qa=!Qa}}for(Ka=0;Ka<Ba.length;Ka++)for(Aa=Ba[Ka],F=Aa.parentRow,R=0;R<Aa.values.length;R++)Za=ma(Aa.name,Aa.values[R],{type:Aa.type,parentRow:Aa.parentRow,isDeletable:Aa.isDeletable,index:R,defVal:Aa.defVal,countProperty:Aa.countProperty,size:Aa.size},0==R%2,Aa.flipBkg),F.parentNode.insertBefore(Za,F.nextSibling),F=Za;q.appendChild(Ia);Ra();return q};StyleFormatPanel.prototype.addStyles=function(q){function F(Aa){mxEvent.addListener(Aa, +"mouseenter",function(){Aa.style.opacity="1"});mxEvent.addListener(Aa,"mouseleave",function(){Aa.style.opacity="0.5"})}var R=this.editorUi,W=R.editor.graph,T=document.createElement("div");T.style.whiteSpace="nowrap";T.style.paddingLeft="24px";T.style.paddingRight="20px";q.style.paddingLeft="16px";q.style.paddingBottom="6px";q.style.position="relative";q.appendChild(T);var ba="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "), +ia=document.createElement("div");ia.style.whiteSpace="nowrap";ia.style.position="relative";ia.style.textAlign="center";ia.style.width="210px";for(var ra=[],ta=0;ta<this.defaultColorSchemes.length;ta++){var ma=document.createElement("div");ma.style.display="inline-block";ma.style.width="6px";ma.style.height="6px";ma.style.marginLeft="4px";ma.style.marginRight="3px";ma.style.borderRadius="3px";ma.style.cursor="pointer";ma.style.background="transparent";ma.style.border="1px solid #b5b6b7";mxUtils.bind(this, +function(Aa){mxEvent.addListener(ma,"click",mxUtils.bind(this,function(){pa(Aa)}))})(ta);ra.push(ma);ia.appendChild(ma)}var pa=mxUtils.bind(this,function(Aa){null!=ra[Aa]&&(null!=this.format.currentScheme&&null!=ra[this.format.currentScheme]&&(ra[this.format.currentScheme].style.background="transparent"),this.format.currentScheme=Aa,za(this.defaultColorSchemes[this.format.currentScheme]),ra[this.format.currentScheme].style.background="#84d7ff")}),za=mxUtils.bind(this,function(Aa){var Ka=mxUtils.bind(this, +function(Ra){var Qa=mxUtils.button("",mxUtils.bind(this,function(Pa){W.getModel().beginUpdate();try{for(var y=R.getSelectionState().cells,M=0;M<y.length;M++){for(var N=W.getModel().getStyle(y[M]),S=0;S<ba.length;S++)N=mxUtils.removeStylename(N,ba[S]);var X=W.getModel().isVertex(y[M])?W.defaultVertexStyle:W.defaultEdgeStyle;null!=Ra?(mxEvent.isShiftDown(Pa)||(N=""==Ra.fill?mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,Ra.fill||mxUtils.getValue(X, +mxConstants.STYLE_FILLCOLOR,null)),N=mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,Ra.gradient||mxUtils.getValue(X,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown(Pa)||mxClient.IS_MAC&&mxEvent.isMetaDown(Pa)||!W.getModel().isVertex(y[M])||(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR,Ra.font||mxUtils.getValue(X,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown(Pa)||(N=""==Ra.stroke?mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR, +Ra.stroke||mxUtils.getValue(X,mxConstants.STYLE_STROKECOLOR,null)))):(N=mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(X,mxConstants.STYLE_FILLCOLOR,"#ffffff")),N=mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(X,mxConstants.STYLE_STROKECOLOR,"#000000")),N=mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(X,mxConstants.STYLE_GRADIENTCOLOR,null)),W.getModel().isVertex(y[M])&&(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(X,mxConstants.STYLE_FONTCOLOR, +null))));W.getModel().setStyle(y[M],N)}}finally{W.getModel().endUpdate()}}));Qa.className="geStyleButton";Qa.style.width="36px";Qa.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Qa.style.margin="0px 6px 6px 0px";if(null!=Ra){var Ta="1"==urlParams.sketch?"2px solid":"1px solid";null!=Ra.border&&(Ta=Ra.border);null!=Ra.gradient?mxClient.IS_IE&&10>document.documentMode?Qa.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Ra.fill+"', EndColorStr='"+Ra.gradient+ +"', GradientType=0)":Qa.style.backgroundImage="linear-gradient("+Ra.fill+" 0px,"+Ra.gradient+" 100%)":Ra.fill==mxConstants.NONE?Qa.style.background="url('"+Dialog.prototype.noColorImage+"')":Qa.style.backgroundColor=""==Ra.fill?mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff"):Ra.fill||mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Qa.style.border=Ra.stroke==mxConstants.NONE? +Ta+" transparent":""==Ra.stroke?Ta+" "+mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):Ta+" "+(Ra.stroke||mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Ra.title&&Qa.setAttribute("title",Ra.title)}else{Ta=mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var Za=mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR, +"#000000");Qa.style.backgroundColor=Ta;Qa.style.border="1px solid "+Za}Qa.style.borderRadius="0";T.appendChild(Qa)});T.innerText="";for(var Da=0;Da<Aa.length;Da++)0<Da&&0==mxUtils.mod(Da,4)&&mxUtils.br(T),Ka(Aa[Da])});null==this.format.currentScheme?pa(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):pa(this.format.currentScheme);ta=10>=this.defaultColorSchemes.length?28:8;var Ba=document.createElement("div");Ba.style.cssText="position:absolute;left:10px;top:8px;bottom:"+ta+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; +mxEvent.addListener(Ba,"click",mxUtils.bind(this,function(){pa(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var Ia=document.createElement("div");Ia.style.cssText="position:absolute;left:202px;top:8px;bottom:"+ta+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; +1<this.defaultColorSchemes.length&&(q.appendChild(Ba),q.appendChild(Ia));mxEvent.addListener(Ia,"click",mxUtils.bind(this,function(){pa(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));F(Ba);F(Ia);za(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&q.appendChild(ia);return q};StyleFormatPanel.prototype.addEditOps=function(q){var F=this.editorUi.getSelectionState(),R=this.editorUi.editor.graph,W=null;1==F.cells.length&&(W=mxUtils.button(mxResources.get("editStyle"), +mxUtils.bind(this,function(T){this.editorUi.actions.get("editStyle").funct()})),W.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),W.style.width="210px",W.style.marginBottom="2px",q.appendChild(W));R=1==F.cells.length?R.view.getState(F.cells[0]):null;null!=R&&null!=R.shape&&null!=R.shape.stencil?(F=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(T){this.editorUi.actions.get("editShape").funct()})),F.setAttribute("title", +mxResources.get("editShape")),F.style.marginBottom="2px",null==W?F.style.width="210px":(W.style.width="104px",F.style.width="104px",F.style.marginLeft="2px"),q.appendChild(F)):F.image&&0<F.cells.length&&(F=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(T){this.editorUi.actions.get("image").funct()})),F.setAttribute("title",mxResources.get("editImage")),F.style.marginBottom="2px",null==W?F.style.width="210px":(W.style.width="104px",F.style.width="104px",F.style.marginLeft="2px"), +q.appendChild(F));return q}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(q){return q.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(q){return Graph.isGoogleFontUrl(q)};Graph.createFontElement=function(q, +F){var R=Graph.fontMapping[F];null==R&&Graph.isCssFontUrl(F)?(q=document.createElement("link"),q.setAttribute("rel","stylesheet"),q.setAttribute("type","text/css"),q.setAttribute("charset","UTF-8"),q.setAttribute("href",F)):(null==R&&(R='@font-face {\nfont-family: "'+q+'";\nsrc: url("'+F+'");\n}'),q=document.createElement("style"),mxUtils.write(q,R));return q};Graph.addFont=function(q,F,R){if(null!=q&&0<q.length&&null!=F&&0<F.length){var W=q.toLowerCase();if("helvetica"!=W&&"arial"!=q&&"sans-serif"!= +W){var T=Graph.customFontElements[W];null!=T&&T.url!=F&&(T.elt.parentNode.removeChild(T.elt),T=null);null==T?(T=F,"http:"==F.substring(0,5)&&(T=PROXY_URL+"?url="+encodeURIComponent(F)),T={name:q,url:F,elt:Graph.createFontElement(q,T)},Graph.customFontElements[W]=T,Graph.recentCustomFonts[W]=T,F=document.getElementsByTagName("head")[0],null!=R&&("link"==T.elt.nodeName.toLowerCase()?(T.elt.onload=R,T.elt.onerror=R):R()),null!=F&&F.appendChild(T.elt)):null!=R&&R()}else null!=R&&R()}else null!=R&&R(); +return q};Graph.getFontUrl=function(q,F){q=Graph.customFontElements[q.toLowerCase()];null!=q&&(F=q.url);return F};Graph.processFontAttributes=function(q){q=q.getElementsByTagName("*");for(var F=0;F<q.length;F++){var R=q[F].getAttribute("data-font-src");if(null!=R){var W="FONT"==q[F].nodeName?q[F].getAttribute("face"):q[F].style.fontFamily;null!=W&&Graph.addFont(W,R)}}};Graph.processFontStyle=function(q){if(null!=q){var F=mxUtils.getValue(q,"fontSource",null);if(null!=F){var R=mxUtils.getValue(q,mxConstants.STYLE_FONTFAMILY, +null);null!=R&&Graph.addFont(R,decodeURIComponent(F))}}return q};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= +urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var H=Graph.prototype.init;Graph.prototype.init=function(){function q(T){F=T}H.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var F=null;mxEvent.addListener(this.container,"mouseenter",q);mxEvent.addListener(this.container,"mousemove",q);mxEvent.addListener(this.container,"mouseleave",function(T){F=null});this.isMouseInsertPoint=function(){return null!=F};var R=this.getInsertPoint; +this.getInsertPoint=function(){return null!=F?this.getPointForEvent(F):R.apply(this,arguments)};var W=this.layoutManager.getLayout;this.layoutManager.getLayout=function(T){var ba=this.graph.getCellStyle(T);if(null!=ba&&"rack"==ba.childLayout){var ia=new mxStackLayout(this.graph,!1);ia.gridSize=null!=ba.rackUnitSize?parseFloat(ba.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;ia.marginLeft=ba.marginLeft||0;ia.marginRight=ba.marginRight||0;ia.marginTop=ba.marginTop|| +0;ia.marginBottom=ba.marginBottom||0;ia.allowGaps=ba.allowGaps||0;ia.horizontal="1"==mxUtils.getValue(ba,"horizontalRack","0");ia.resizeParent=!1;ia.fill=!0;return ia}return W.apply(this,arguments)};this.updateGlobalUrlVariables()};var L=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(q,F){return Graph.processFontStyle(L.apply(this,arguments))};var C=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(q,F,R,W,T,ba,ia,ra,ta,ma, +pa){C.apply(this,arguments);Graph.processFontAttributes(pa)};var G=mxText.prototype.redraw;mxText.prototype.redraw=function(){G.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(q,F,R){function W(){for(var Aa=ia.getSelectionCells(),Ka=[],Da=0;Da<Aa.length;Da++)ia.isCellVisible(Aa[Da])&&Ka.push(Aa[Da]);ia.setSelectionCells(Ka)}function T(Aa){ia.setHiddenTags(Aa?[]:ra.slice());W();ia.refresh()}function ba(Aa, +Ka){ma.innerText="";if(0<Aa.length){var Da=document.createElement("table");Da.setAttribute("cellpadding","2");Da.style.boxSizing="border-box";Da.style.tableLayout="fixed";Da.style.width="100%";var Ra=document.createElement("tbody");if(null!=Aa&&0<Aa.length)for(var Qa=0;Qa<Aa.length;Qa++)(function(Ta){var Za=0>mxUtils.indexOf(ia.hiddenTags,Ta),Pa=document.createElement("tr"),y=document.createElement("td");y.style.align="center";y.style.width="16px";var M=document.createElement("img");M.setAttribute("src", +Za?Editor.visibleImage:Editor.hiddenImage);M.setAttribute("title",mxResources.get(Za?"hideIt":"show",[Ta]));mxUtils.setOpacity(M,Za?75:25);M.style.verticalAlign="middle";M.style.cursor="pointer";M.style.width="16px";if(F||Editor.isDarkMode())M.style.filter="invert(100%)";y.appendChild(M);mxEvent.addListener(M,"click",function(S){mxEvent.isShiftDown(S)?T(0<=mxUtils.indexOf(ia.hiddenTags,Ta)):(ia.toggleHiddenTag(Ta),W(),ia.refresh());mxEvent.consume(S)});Pa.appendChild(y);y=document.createElement("td"); +y.style.overflow="hidden";y.style.whiteSpace="nowrap";y.style.textOverflow="ellipsis";y.style.verticalAlign="middle";y.style.cursor="pointer";y.setAttribute("title",Ta);a=document.createElement("a");mxUtils.write(a,Ta);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,Za?100:40);y.appendChild(a);mxEvent.addListener(y,"click",function(S){if(mxEvent.isShiftDown(S)){T(!0);var X=ia.getCellsForTags([Ta],null,null,!0);ia.isEnabled()?ia.setSelectionCells(X):ia.highlightCells(X)}else if(Za&& +0<ia.hiddenTags.length)T(!0);else{X=ra.slice();var ha=mxUtils.indexOf(X,Ta);X.splice(ha,1);ia.setHiddenTags(X);W();ia.refresh()}mxEvent.consume(S)});Pa.appendChild(y);if(ia.isEnabled()){y=document.createElement("td");y.style.verticalAlign="middle";y.style.textAlign="center";y.style.width="18px";if(null==Ka){y.style.align="center";y.style.width="16px";M=document.createElement("img");M.setAttribute("src",Editor.crossImage);M.setAttribute("title",mxResources.get("removeIt",[Ta]));mxUtils.setOpacity(M, +Za?75:25);M.style.verticalAlign="middle";M.style.cursor="pointer";M.style.width="16px";if(F||Editor.isDarkMode())M.style.filter="invert(100%)";mxEvent.addListener(M,"click",function(S){var X=mxUtils.indexOf(ra,Ta);0<=X&&ra.splice(X,1);ia.removeTagsForCells(ia.model.getDescendants(ia.model.getRoot()),[Ta]);ia.refresh();mxEvent.consume(S)});y.appendChild(M)}else{var N=document.createElement("input");N.setAttribute("type","checkbox");N.style.margin="0px";N.defaultChecked=null!=Ka&&0<=mxUtils.indexOf(Ka, +Ta);N.checked=N.defaultChecked;N.style.background="transparent";N.setAttribute("title",mxResources.get(N.defaultChecked?"removeIt":"add",[Ta]));mxEvent.addListener(N,"change",function(S){N.checked?ia.addTagsForCells(ia.getSelectionCells(),[Ta]):ia.removeTagsForCells(ia.getSelectionCells(),[Ta]);mxEvent.consume(S)});y.appendChild(N)}Pa.appendChild(y)}Ra.appendChild(Pa)})(Aa[Qa]);Da.appendChild(Ra);ma.appendChild(Da)}}var ia=this,ra=ia.hiddenTags.slice(),ta=document.createElement("div");ta.style.userSelect= +"none";ta.style.overflow="hidden";ta.style.padding="10px";ta.style.height="100%";var ma=document.createElement("div");ma.style.boxSizing="border-box";ma.style.borderRadius="4px";ma.style.userSelect="none";ma.style.overflow="auto";ma.style.position="absolute";ma.style.left="10px";ma.style.right="10px";ma.style.top="10px";ma.style.border=ia.isEnabled()?"1px solid #808080":"none";ma.style.bottom=ia.isEnabled()?"48px":"10px";ta.appendChild(ma);var pa=mxUtils.button(mxResources.get("reset"),function(Aa){ia.setHiddenTags([]); +mxEvent.isShiftDown(Aa)||(ra=ia.hiddenTags.slice());W();ia.refresh()});pa.setAttribute("title",mxResources.get("reset"));pa.className="geBtn";pa.style.margin="0 4px 0 0";var za=mxUtils.button(mxResources.get("add"),function(){null!=R&&R(ra,function(Aa){ra=Aa;Ba()})});za.setAttribute("title",mxResources.get("add"));za.className="geBtn";za.style.margin="0";ia.addListener(mxEvent.ROOT,function(){ra=ia.hiddenTags.slice()});var Ba=mxUtils.bind(this,function(Aa,Ka){if(q()){Aa=ia.getAllTags();for(Ka=0;Ka< +Aa.length;Ka++)0>mxUtils.indexOf(ra,Aa[Ka])&&ra.push(Aa[Ka]);ra.sort();ia.isSelectionEmpty()?ba(ra):ba(ra,ia.getCommonTagsForCells(ia.getSelectionCells()))}});ia.selectionModel.addListener(mxEvent.CHANGE,Ba);ia.model.addListener(mxEvent.CHANGE,Ba);ia.addListener(mxEvent.REFRESH,Ba);var Ia=document.createElement("div");Ia.style.boxSizing="border-box";Ia.style.whiteSpace="nowrap";Ia.style.position="absolute";Ia.style.overflow="hidden";Ia.style.bottom="0px";Ia.style.height="42px";Ia.style.right="10px"; +Ia.style.left="10px";ia.isEnabled()&&(Ia.appendChild(pa),Ia.appendChild(za),ta.appendChild(Ia));return{div:ta,refresh:Ba}};Graph.prototype.getCustomFonts=function(){var q=this.extFonts;q=null!=q?q.slice():[];for(var F in Graph.customFontElements){var R=Graph.customFontElements[F];q.push({name:R.name,url:R.url})}return q};Graph.prototype.setFont=function(q,F){Graph.addFont(q,F);document.execCommand("fontname",!1,q);if(null!=F){var R=this.cellEditor.textarea.getElementsByTagName("font");F=Graph.getFontUrl(q, +F);for(var W=0;W<R.length;W++)R[W].getAttribute("face")==q&&R[W].getAttribute("data-font-src")!=F&&R[W].setAttribute("data-font-src",F)}};var V=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return V.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var q=JSON.parse(decodeURIComponent(urlParams.vars)); +if(null!=q)for(var F in q)this.globalVars[F]=q[F]}catch(R){null!=window.console&&console.log("Error in vars URL parameter: "+R)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var U=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(q){var F=U.apply(this,arguments);null==F&&null!=this.globalVars&&(F=this.globalVars[q]);return F};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var q= +this.themes["default-style2"];this.defaultStylesheet=(new mxCodec(q.ownerDocument)).decode(q)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var Y=Graph.prototype.getSvg;Graph.prototype.getSvg=function(q,F,R,W,T,ba,ia,ra,ta,ma,pa,za,Ba,Ia){var Aa=null,Ka=null,Da=null;za||null==this.themes||"darkTheme"!=this.defaultThemeName||(Aa=this.stylesheet,Ka=this.shapeForegroundColor,Da=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName? +"#000000":Editor.lightColor,this.shapeBackgroundColor="darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Ra=Y.apply(this,arguments),Qa=this.getCustomFonts();if(pa&&0<Qa.length){var Ta=Ra.ownerDocument,Za=null!=Ta.createElementNS?Ta.createElementNS(mxConstants.NS_SVG,"style"):Ta.createElement("style");null!=Ta.setAttributeNS?Za.setAttributeNS("type","text/css"):Za.setAttribute("type","text/css");for(var Pa="",y="",M=0;M<Qa.length;M++){var N= +Qa[M].name,S=Qa[M].url;Graph.isCssFontUrl(S)?Pa+="@import url("+S+");\n":y+='@font-face {\nfont-family: "'+N+'";\nsrc: url("'+S+'");\n}\n'}Za.appendChild(Ta.createTextNode(Pa+y));Ra.getElementsByTagName("defs")[0].appendChild(Za)}this.mathEnabled&&(document.body.appendChild(Ra),Editor.MathJaxRender(Ra),Ra.parentNode.removeChild(Ra));null!=Aa&&(this.shapeBackgroundColor=Da,this.shapeForegroundColor=Ka,this.stylesheet=Aa,this.refresh());return Ra};var O=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy= +function(q){O.apply(this,arguments);null!=q.secondLabel&&(q.secondLabel.destroy(),q.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(q){return[q.shape,q.text,q.secondLabel,q.control]};var qa=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){qa.apply(this,arguments);this.enumerationState=0};var oa=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(q){null!=q.shape&&this.redrawEnumerationState(q);return oa.apply(this, +arguments)};mxGraphView.prototype.createEnumerationValue=function(q){q=decodeURIComponent(mxUtils.getValue(q.style,"enumerateValue",""));""==q&&(q=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(q)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(q){var F="1"==mxUtils.getValue(q.style,"enumerate",0);F&&null==q.secondLabel?(q.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), +q.secondLabel.size=12,q.secondLabel.state=q,q.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(q,q.secondLabel)):F||null==q.secondLabel||(q.secondLabel.destroy(),q.secondLabel=null);F=q.secondLabel;if(null!=F){var R=q.view.scale,W=this.createEnumerationValue(q);q=this.graph.model.isVertex(q.cell)?new mxRectangle(q.x+q.width-4*R,q.y+4*R,0,0):mxRectangle.fromPoint(q.view.getPoint(q));F.bounds.equals(q)&&F.value==W&&F.scale==R||(F.bounds=q,F.value=W,F.scale= +R,F.redraw())}};var aa=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){aa.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var q=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| +this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",q.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,q.ownerSVGElement))}};var ca=Graph.prototype.refresh;Graph.prototype.refresh=function(){ca.apply(this, +arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var fa=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){fa.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(q){"data:action/json,"==q.substring(0,17)&&(q=JSON.parse(q.substring(17)), +null!=q.actions&&this.executeCustomActions(q.actions))};Graph.prototype.executeCustomActions=function(q,F){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var R=!1,W=0,T=0,ba=mxUtils.bind(this,function(){R||(R=!0,this.model.beginUpdate())}),ia=mxUtils.bind(this, +function(){R&&(R=!1,this.model.endUpdate())}),ra=mxUtils.bind(this,function(){0<W&&W--;0==W&&ta()}),ta=mxUtils.bind(this,function(){if(T<q.length){var ma=this.stoppingCustomActions,pa=q[T++],za=[];if(null!=pa.open)if(ia(),this.isCustomLink(pa.open)){if(!this.customLinkClicked(pa.open))return}else this.openLink(pa.open);null==pa.wait||ma||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;ra()}),W++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, +""!=pa.wait?parseInt(pa.wait):1E3),ia());null!=pa.opacity&&null!=pa.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(pa.opacity,!0)),pa.opacity.value);null!=pa.fadeIn&&(W++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(pa.fadeIn,!0)),0,1,ra,ma?0:pa.fadeIn.delay));null!=pa.fadeOut&&(W++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(pa.fadeOut,!0)),1,0,ra,ma?0:pa.fadeOut.delay));null!=pa.wipeIn&&(za=za.concat(this.createWipeAnimations(this.getCellsForAction(pa.wipeIn, +!0),!0)));null!=pa.wipeOut&&(za=za.concat(this.createWipeAnimations(this.getCellsForAction(pa.wipeOut,!0),!1)));null!=pa.toggle&&(ba(),this.toggleCells(this.getCellsForAction(pa.toggle,!0)));if(null!=pa.show){ba();var Ba=this.getCellsForAction(pa.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(Ba),1);this.setCellsVisible(Ba,!0)}null!=pa.hide&&(ba(),Ba=this.getCellsForAction(pa.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(Ba),0),this.setCellsVisible(Ba,!1));null!=pa.toggleStyle&& +null!=pa.toggleStyle.key&&(ba(),this.toggleCellStyles(pa.toggleStyle.key,null!=pa.toggleStyle.defaultValue?pa.toggleStyle.defaultValue:"0",this.getCellsForAction(pa.toggleStyle,!0)));null!=pa.style&&null!=pa.style.key&&(ba(),this.setCellStyles(pa.style.key,pa.style.value,this.getCellsForAction(pa.style,!0)));Ba=[];null!=pa.select&&this.isEnabled()&&(Ba=this.getCellsForAction(pa.select),this.setSelectionCells(Ba));null!=pa.highlight&&(Ba=this.getCellsForAction(pa.highlight),this.highlightCells(Ba, +pa.highlight.color,pa.highlight.duration,pa.highlight.opacity));null!=pa.scroll&&(Ba=this.getCellsForAction(pa.scroll));null!=pa.viewbox&&this.fitWindow(pa.viewbox,pa.viewbox.border);0<Ba.length&&this.scrollCellToVisible(Ba[0]);if(null!=pa.tags){Ba=[];null!=pa.tags.hidden&&(Ba=Ba.concat(pa.tags.hidden));if(null!=pa.tags.visible)for(var Ia=this.getAllTags(),Aa=0;Aa<Ia.length;Aa++)0>mxUtils.indexOf(pa.tags.visible,Ia[Aa])&&0>mxUtils.indexOf(Ba,Ia[Aa])&&Ba.push(Ia[Aa]);this.setHiddenTags(Ba);this.refresh()}0< +za.length&&(W++,this.executeAnimations(za,ra,ma?1:pa.steps,ma?0:pa.delay));0==W?ta():ia()}else this.stoppingCustomActions=this.executingCustomActions=!1,ia(),null!=F&&F()});ta()}};Graph.prototype.doUpdateCustomLinksForCell=function(q,F){var R=this.getLinkForCell(F);null!=R&&"data:action/json,"==R.substring(0,17)&&this.setLinkForCell(F,this.updateCustomLink(q,R));if(this.isHtmlLabel(F)){var W=document.createElement("div");W.innerHTML=this.sanitizeHtml(this.getLabel(F));for(var T=W.getElementsByTagName("a"), +ba=!1,ia=0;ia<T.length;ia++)R=T[ia].getAttribute("href"),null!=R&&"data:action/json,"==R.substring(0,17)&&(T[ia].setAttribute("href",this.updateCustomLink(q,R)),ba=!0);ba&&this.labelChanged(F,W.innerHTML)}};Graph.prototype.updateCustomLink=function(q,F){if("data:action/json,"==F.substring(0,17))try{var R=JSON.parse(F.substring(17));null!=R.actions&&(this.updateCustomLinkActions(q,R.actions),F="data:action/json,"+JSON.stringify(R))}catch(W){}return F};Graph.prototype.updateCustomLinkActions=function(q, +F){for(var R=0;R<F.length;R++){var W=F[R],T;for(T in W)this.updateCustomLinkAction(q,W[T],"cells"),this.updateCustomLinkAction(q,W[T],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(q,F,R){if(null!=F&&null!=F[R]){for(var W=[],T=0;T<F[R].length;T++)if("*"==F[R][T])W.push(F[R][T]);else{var ba=q[F[R][T]];null!=ba?""!=ba&&W.push(ba):W.push(F[R][T])}F[R]=W}};Graph.prototype.getCellsForAction=function(q,F){F=this.getCellsById(q.cells).concat(this.getCellsForTags(q.tags,null,F));if(null!= +q.excludeCells){for(var R=[],W=0;W<F.length;W++)0>q.excludeCells.indexOf(F[W].id)&&R.push(F[W]);F=R}return F};Graph.prototype.getCellsById=function(q){var F=[];if(null!=q)for(var R=0;R<q.length;R++)if("*"==q[R]){var W=this.model.getRoot();F=F.concat(this.model.filterDescendants(function(ba){return ba!=W},W))}else{var T=this.model.getCell(q[R]);null!=T&&F.push(T)}return F};var J=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(q){return J.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(q))}; +Graph.prototype.setHiddenTags=function(q){this.hiddenTags=q;this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.toggleHiddenTag=function(q){var F=mxUtils.indexOf(this.hiddenTags,q);0>F?this.hiddenTags.push(q):0<=F&&this.hiddenTags.splice(F,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(q){if(null==q||0==q.length||0==this.hiddenTags.length)return!1;q=q.split(" ");if(q.length>this.hiddenTags.length)return!1;for(var F=0;F<q.length;F++)if(0> +mxUtils.indexOf(this.hiddenTags,q[F]))return!1;return!0};Graph.prototype.getCellsForTags=function(q,F,R,W){var T=[];if(null!=q){F=null!=F?F:this.model.getDescendants(this.model.getRoot());for(var ba=0,ia={},ra=0;ra<q.length;ra++)0<q[ra].length&&(ia[q[ra]]=!0,ba++);for(ra=0;ra<F.length;ra++)if(R&&this.model.getParent(F[ra])==this.model.root||this.model.isVertex(F[ra])||this.model.isEdge(F[ra])){var ta=this.getTagsForCell(F[ra]),ma=!1;if(0<ta.length&&(ta=ta.split(" "),ta.length>=q.length)){for(var pa= +ma=0;pa<ta.length&&ma<ba;pa++)null!=ia[ta[pa]]&&ma++;ma=ma==ba}ma&&(1!=W||this.isCellVisible(F[ra]))&&T.push(F[ra])}}return T};Graph.prototype.getAllTags=function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(q){for(var F=null,R=[],W=0;W<q.length;W++){var T=this.getTagsForCell(q[W]);R=[];if(0<T.length){T=T.split(" ");for(var ba={},ia=0;ia<T.length;ia++)if(null==F||null!=F[T[ia]])ba[T[ia]]=!0,R.push(T[ia]);F=ba}else return[]}return R}; +Graph.prototype.getTagsForCells=function(q){for(var F=[],R={},W=0;W<q.length;W++){var T=this.getTagsForCell(q[W]);if(0<T.length){T=T.split(" ");for(var ba=0;ba<T.length;ba++)null==R[T[ba]]&&(R[T[ba]]=!0,F.push(T[ba]))}}return F};Graph.prototype.getTagsForCell=function(q){return this.getAttributeForCell(q,"tags","")};Graph.prototype.addTagsForCells=function(q,F){if(0<q.length&&0<F.length){this.model.beginUpdate();try{for(var R=0;R<q.length;R++){for(var W=this.getTagsForCell(q[R]),T=W.split(" "),ba= +!1,ia=0;ia<F.length;ia++){var ra=mxUtils.trim(F[ia]);""!=ra&&0>mxUtils.indexOf(T,ra)&&(W=0<W.length?W+" "+ra:ra,ba=!0)}ba&&this.setAttributeForCell(q[R],"tags",W)}}finally{this.model.endUpdate()}}};Graph.prototype.removeTagsForCells=function(q,F){if(0<q.length&&0<F.length){this.model.beginUpdate();try{for(var R=0;R<q.length;R++){var W=this.getTagsForCell(q[R]);if(0<W.length){for(var T=W.split(" "),ba=!1,ia=0;ia<F.length;ia++){var ra=mxUtils.indexOf(T,F[ia]);0<=ra&&(T.splice(ra,1),ba=!0)}ba&&this.setAttributeForCell(q[R], +"tags",T.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(q){this.model.beginUpdate();try{for(var F=0;F<q.length;F++)this.model.setVisible(q[F],!this.model.isVisible(q[F]))}finally{this.model.endUpdate()}};Graph.prototype.setCellsVisible=function(q,F){this.model.beginUpdate();try{for(var R=0;R<q.length;R++)this.model.setVisible(q[R],F)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(q,F,R,W){for(var T=0;T<q.length;T++)this.highlightCell(q[T], +F,R,W)};Graph.prototype.highlightCell=function(q,F,R,W,T){F=null!=F?F:mxConstants.DEFAULT_VALID_COLOR;R=null!=R?R:1E3;q=this.view.getState(q);var ba=null;null!=q&&(T=null!=T?T:4,T=Math.max(T+1,mxUtils.getValue(q.style,mxConstants.STYLE_STROKEWIDTH,1)+T),ba=new mxCellHighlight(this,F,T,!1),null!=W&&(ba.opacity=W),ba.highlight(q),window.setTimeout(function(){null!=ba.shape&&(mxUtils.setPrefixedStyle(ba.shape.node.style,"transition","all 1200ms ease-in-out"),ba.shape.node.style.opacity=0);window.setTimeout(function(){ba.destroy()}, +1200)},R));return ba};Graph.prototype.addSvgShadow=function(q,F,R,W){R=null!=R?R:!1;W=null!=W?W:!0;var T=q.ownerDocument,ba=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"filter"):T.createElement("filter");ba.setAttribute("id",this.shadowId);var ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):T.createElement("feGaussianBlur");ia.setAttribute("in","SourceAlpha");ia.setAttribute("stdDeviation",this.svgShadowBlur);ia.setAttribute("result","blur");ba.appendChild(ia); +ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feOffset"):T.createElement("feOffset");ia.setAttribute("in","blur");ia.setAttribute("dx",this.svgShadowSize);ia.setAttribute("dy",this.svgShadowSize);ia.setAttribute("result","offsetBlur");ba.appendChild(ia);ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feFlood"):T.createElement("feFlood");ia.setAttribute("flood-color",this.svgShadowColor);ia.setAttribute("flood-opacity",this.svgShadowOpacity);ia.setAttribute("result", +"offsetColor");ba.appendChild(ia);ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feComposite"):T.createElement("feComposite");ia.setAttribute("in","offsetColor");ia.setAttribute("in2","offsetBlur");ia.setAttribute("operator","in");ia.setAttribute("result","offsetBlur");ba.appendChild(ia);ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feBlend"):T.createElement("feBlend");ia.setAttribute("in","SourceGraphic");ia.setAttribute("in2","offsetBlur");ba.appendChild(ia); +ia=q.getElementsByTagName("defs");0==ia.length?(T=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"defs"):T.createElement("defs"),null!=q.firstChild?q.insertBefore(T,q.firstChild):q.appendChild(T)):T=ia[0];T.appendChild(ba);R||(F=null!=F?F:q.getElementsByTagName("g")[0],null!=F&&(F.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(q.getAttribute("width")))&&W&&(q.setAttribute("width",parseInt(q.getAttribute("width"))+6),q.setAttribute("height",parseInt(q.getAttribute("height"))+ +6),F=q.getAttribute("viewBox"),null!=F&&0<F.length&&(F=F.split(" "),3<F.length&&(w=parseFloat(F[2])+6,h=parseFloat(F[3])+6,q.setAttribute("viewBox",F[0]+" "+F[1]+" "+w+" "+h))))));return ba};Graph.prototype.setShadowVisible=function(q,F){mxClient.IS_SVG&&!mxClient.IS_SF&&(F=null!=F?F:!0,(this.shadowVisible=q)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),F&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer= +function(){if(null==this.defaultParent){var q=this.model.getChildCount(this.model.root),F=0;do var R=this.model.getChildAt(this.model.root,F);while(F++<q&&"1"==mxUtils.getValue(this.getCellStyle(R),"locked","0"));null!=R&&this.setDefaultParent(R)}};mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn= [SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.bpmn2=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.c4=[SHAPES_PATH+"/mxC4.js"];mxStencilRegistry.libraries.cisco19=[SHAPES_PATH+"/mxCisco19.js",STENCIL_PATH+"/cisco19.xml"];mxStencilRegistry.libraries.cisco_safe=[SHAPES_PATH+"/mxCiscoSafe.js",STENCIL_PATH+"/cisco_safe/architecture.xml",STENCIL_PATH+"/cisco_safe/business_icons.xml", STENCIL_PATH+"/cisco_safe/capability.xml",STENCIL_PATH+"/cisco_safe/design.xml",STENCIL_PATH+"/cisco_safe/iot_things_icons.xml",STENCIL_PATH+"/cisco_safe/people_places_things_icons.xml",STENCIL_PATH+"/cisco_safe/security_icons.xml",STENCIL_PATH+"/cisco_safe/technology_icons.xml",STENCIL_PATH+"/cisco_safe/threat.xml"];mxStencilRegistry.libraries.dfd=[SHAPES_PATH+"/mxDFD.js"];mxStencilRegistry.libraries.er=[SHAPES_PATH+"/er/mxER.js"];mxStencilRegistry.libraries.kubernetes=[SHAPES_PATH+"/mxKubernetes.js", STENCIL_PATH+"/kubernetes.xml"];mxStencilRegistry.libraries.flowchart=[SHAPES_PATH+"/mxFlowchart.js",STENCIL_PATH+"/flowchart.xml"];mxStencilRegistry.libraries.ios=[SHAPES_PATH+"/mockup/mxMockupiOS.js"];mxStencilRegistry.libraries.rackGeneral=[SHAPES_PATH+"/rack/mxRack.js",STENCIL_PATH+"/rack/general.xml"];mxStencilRegistry.libraries.rackF5=[STENCIL_PATH+"/rack/f5.xml"];mxStencilRegistry.libraries.lean_mapping=[SHAPES_PATH+"/mxLeanMap.js",STENCIL_PATH+"/lean_mapping.xml"];mxStencilRegistry.libraries.basic= @@ -3348,796 +3354,798 @@ STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/markup"]=[S STENCIL_PATH+"/floorplan.xml"];mxStencilRegistry.libraries.bootstrap=[SHAPES_PATH+"/mxBootstrap.js",SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bootstrap.xml"];mxStencilRegistry.libraries.gmdl=[SHAPES_PATH+"/mxGmdl.js",STENCIL_PATH+"/gmdl.xml"];mxStencilRegistry.libraries.gcp2=[SHAPES_PATH+"/mxGCP2.js",STENCIL_PATH+"/gcp2.xml"];mxStencilRegistry.libraries.ibm=[SHAPES_PATH+"/mxIBM.js",STENCIL_PATH+"/ibm.xml"];mxStencilRegistry.libraries.cabinets=[SHAPES_PATH+"/mxCabinets.js",STENCIL_PATH+"/cabinets.xml"]; mxStencilRegistry.libraries.archimate=[SHAPES_PATH+"/mxArchiMate.js"];mxStencilRegistry.libraries.archimate3=[SHAPES_PATH+"/mxArchiMate3.js"];mxStencilRegistry.libraries.sysml=[SHAPES_PATH+"/mxSysML.js"];mxStencilRegistry.libraries.eip=[SHAPES_PATH+"/mxEip.js",STENCIL_PATH+"/eip.xml"];mxStencilRegistry.libraries.networks=[SHAPES_PATH+"/mxNetworks.js",STENCIL_PATH+"/networks.xml"];mxStencilRegistry.libraries.aws3d=[SHAPES_PATH+"/mxAWS3D.js",STENCIL_PATH+"/aws3d.xml"];mxStencilRegistry.libraries.aws4= [SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.aws4b=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.uml25=[SHAPES_PATH+"/mxUML25.js"];mxStencilRegistry.libraries.veeam=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam.xml"];mxStencilRegistry.libraries.veeam2=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam2.xml"];mxStencilRegistry.libraries.pid2inst=[SHAPES_PATH+ -"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors=[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(u){var H=null;null!=u&&0<u.length&&("ER"==u.substring(0,2)?H="mxgraph.er":"sysML"==u.substring(0,5)&&(H="mxgraph.sysml"));return H};var ka=mxMarker.createMarker;mxMarker.createMarker= -function(u,H,P,V,Q,da,ea,fa,pa,ua){if(null!=P&&null==mxMarker.markers[P]){var qa=this.getPackageForType(P);null!=qa&&mxStencilRegistry.getStencil(qa)}return ka.apply(this,arguments)};var L=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(u,H,P,V,Q,da){"1"==mxUtils.getValue(H.style,"lineShape",null)&&u.setFillColor(mxUtils.getValue(H.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return L.apply(this,arguments)};PrintDialog.prototype.create=function(u,H){function P(){Aa.value= -Math.max(1,Math.min(fa,Math.max(parseInt(Aa.value),parseInt(Da.value))));Da.value=Math.max(1,Math.min(fa,Math.min(parseInt(Aa.value),parseInt(Da.value))))}function V(xa){function Ea(Ya,ab,kb){var hb=Ya.useCssTransforms,ob=Ya.currentTranslate,vb=Ya.currentScale,nb=Ya.view.translate,Bb=Ya.view.scale;Ya.useCssTransforms&&(Ya.useCssTransforms=!1,Ya.currentTranslate=new mxPoint(0,0),Ya.currentScale=1,Ya.view.translate=new mxPoint(0,0),Ya.view.scale=1);var yb=Ya.getGraphBounds(),mb=0,pb=0,db=wa.get(),rb= -1/Ya.pageScale,tb=Oa.checked;if(tb){rb=parseInt(W.value);var zb=parseInt(na.value);rb=Math.min(db.height*zb/(yb.height/Ya.view.scale),db.width*rb/(yb.width/Ya.view.scale))}else rb=parseInt(Ra.value)/(100*Ya.pageScale),isNaN(rb)&&(Na=1/Ya.pageScale,Ra.value="100 %");db=mxRectangle.fromRectangle(db);db.width=Math.ceil(db.width*Na);db.height=Math.ceil(db.height*Na);rb*=Na;!tb&&Ya.pageVisible?(yb=Ya.getPageLayout(),mb-=yb.x*db.width,pb-=yb.y*db.height):tb=!0;if(null==ab){ab=PrintDialog.createPrintPreview(Ya, -rb,db,0,mb,pb,tb);ab.pageSelector=!1;ab.mathEnabled=!1;Fa.checked&&(ab.isCellVisible=function(lb){return Ya.isCellSelected(lb)});mb=u.getCurrentFile();null!=mb&&(ab.title=mb.getTitle());var wb=ab.writeHead;ab.writeHead=function(lb){wb.apply(this,arguments);mxClient.IS_GC&&(lb.writeln('<style type="text/css">'),lb.writeln("@media print {"),lb.writeln(".MathJax svg { shape-rendering: crispEdges; }"),lb.writeln("}"),lb.writeln("</style>"));null!=u.editor.fontCss&&(lb.writeln('<style type="text/css">'), -lb.writeln(u.editor.fontCss),lb.writeln("</style>"));for(var xb=Ya.getCustomFonts(),c=0;c<xb.length;c++){var m=xb[c].name,x=xb[c].url;Graph.isCssFontUrl(x)?lb.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(x)+'" charset="UTF-8" type="text/css">'):(lb.writeln('<style type="text/css">'),lb.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(m)+'";\nsrc: url("'+mxUtils.htmlEntities(x)+'");\n}'),lb.writeln("</style>"))}};if("undefined"!==typeof MathJax){var Ab=ab.renderPage;ab.renderPage= -function(lb,xb,c,m,x,p){var v=mxClient.NO_FO,A=Ab.apply(this,arguments);mxClient.NO_FO=v;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:A.className="geDisableMathJax";return A}}mb=null;pb=Q.shapeForegroundColor;tb=Q.shapeBackgroundColor;db=Q.enableFlowAnimation;Q.enableFlowAnimation=!1;null!=Q.themes&&"darkTheme"==Q.defaultThemeName&&(mb=Q.stylesheet,Q.stylesheet=Q.getDefaultStylesheet(),Q.shapeForegroundColor="#000000",Q.shapeBackgroundColor="#ffffff",Q.refresh());ab.open(null,null, -kb,!0);Q.enableFlowAnimation=db;null!=mb&&(Q.shapeForegroundColor=pb,Q.shapeBackgroundColor=tb,Q.stylesheet=mb,Q.refresh())}else{db=Ya.background;if(null==db||""==db||db==mxConstants.NONE)db="#ffffff";ab.backgroundColor=db;ab.autoOrigin=tb;ab.appendGraph(Ya,rb,mb,pb,kb,!0);kb=Ya.getCustomFonts();if(null!=ab.wnd)for(mb=0;mb<kb.length;mb++)pb=kb[mb].name,tb=kb[mb].url,Graph.isCssFontUrl(tb)?ab.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(tb)+'" charset="UTF-8" type="text/css">'): -(ab.wnd.document.writeln('<style type="text/css">'),ab.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(pb)+'";\nsrc: url("'+mxUtils.htmlEntities(tb)+'");\n}'),ab.wnd.document.writeln("</style>"))}hb&&(Ya.useCssTransforms=hb,Ya.currentTranslate=ob,Ya.currentScale=vb,Ya.view.translate=nb,Ya.view.scale=Bb);return ab}var Na=parseInt(ra.value)/100;isNaN(Na)&&(Na=1,ra.value="100 %");Na*=.75;var Ma=null,za=Q.shapeForegroundColor,Ba=Q.shapeBackgroundColor;null!=Q.themes&&"darkTheme"== -Q.defaultThemeName&&(Ma=Q.stylesheet,Q.stylesheet=Q.getDefaultStylesheet(),Q.shapeForegroundColor="#000000",Q.shapeBackgroundColor="#ffffff",Q.refresh());var Ca=Da.value,ya=Aa.value,Ga=!ua.checked,Za=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(u,ua.checked,Ca,ya,Oa.checked,W.value,na.value,parseInt(Ra.value)/100,parseInt(ra.value)/100,wa.get());else{Ga&&(Ga=Fa.checked||Ca==pa&&ya==pa);if(!Ga&&null!=u.pages&&u.pages.length){var Pa=0;Ga=u.pages.length-1;ua.checked||(Pa=parseInt(Ca)-1,Ga= -parseInt(ya)-1);for(var fb=Pa;fb<=Ga;fb++){var bb=u.pages[fb];Ca=bb==u.currentPage?Q:null;if(null==Ca){Ca=u.createTemporaryGraph(Q.stylesheet);Ca.shapeForegroundColor=Q.shapeForegroundColor;Ca.shapeBackgroundColor=Q.shapeBackgroundColor;ya=!0;Pa=!1;var jb=null,eb=null;null==bb.viewState&&null==bb.root&&u.updatePageRoot(bb);null!=bb.viewState&&(ya=bb.viewState.pageVisible,Pa=bb.viewState.mathEnabled,jb=bb.viewState.background,eb=bb.viewState.backgroundImage,Ca.extFonts=bb.viewState.extFonts);null!= -eb&&null!=eb.originalSrc&&(eb=u.createImageForPageLink(eb.originalSrc,bb));Ca.background=jb;Ca.backgroundImage=null!=eb?new mxImage(eb.src,eb.width,eb.height,eb.x,eb.y):null;Ca.pageVisible=ya;Ca.mathEnabled=Pa;var qb=Ca.getGraphBounds;Ca.getGraphBounds=function(){var Ya=qb.apply(this,arguments),ab=this.backgroundImage;if(null!=ab&&null!=ab.width&&null!=ab.height){var kb=this.view.translate,hb=this.view.scale;Ya=mxRectangle.fromRectangle(Ya);Ya.add(new mxRectangle((kb.x+ab.x)*hb,(kb.y+ab.y)*hb,ab.width* -hb,ab.height*hb))}return Ya};var ub=Ca.getGlobalVariable;Ca.getGlobalVariable=function(Ya){return"page"==Ya?bb.getName():"pagenumber"==Ya?fb+1:"pagecount"==Ya?null!=u.pages?u.pages.length:1:ub.apply(this,arguments)};document.body.appendChild(Ca.container);u.updatePageRoot(bb);Ca.model.setRoot(bb.root)}Za=Ea(Ca,Za,fb!=Ga);Ca!=Q&&Ca.container.parentNode.removeChild(Ca.container)}}else Za=Ea(Q);null==Za?u.handleError({message:mxResources.get("errorUpdatingPreview")}):(Za.mathEnabled&&(Ga=Za.wnd.document, -xa&&(Za.wnd.IMMEDIATE_PRINT=!0),Ga.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),Za.closeDocument(),!Za.mathEnabled&&xa&&PrintDialog.printPreview(Za));null!=Ma&&(Q.shapeForegroundColor=za,Q.shapeBackgroundColor=Ba,Q.stylesheet=Ma,Q.refresh())}}var Q=u.editor.graph,da=document.createElement("div"),ea=document.createElement("h3");ea.style.width="100%";ea.style.textAlign="center";ea.style.marginTop="0px";mxUtils.write(ea,H||mxResources.get("print")); -da.appendChild(ea);var fa=1,pa=1;ea=document.createElement("div");ea.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var ua=document.createElement("input");ua.style.cssText="margin-right:8px;margin-bottom:8px;";ua.setAttribute("value","all");ua.setAttribute("type","radio");ua.setAttribute("name","pages-printdialog");ea.appendChild(ua);H=document.createElement("span");mxUtils.write(H,mxResources.get("printAllPages"));ea.appendChild(H);mxUtils.br(ea);var qa= -ua.cloneNode(!0);ua.setAttribute("checked","checked");qa.setAttribute("value","range");ea.appendChild(qa);H=document.createElement("span");mxUtils.write(H,mxResources.get("pages")+":");ea.appendChild(H);var Da=document.createElement("input");Da.style.cssText="margin:0 8px 0 8px;";Da.setAttribute("value","1");Da.setAttribute("type","number");Da.setAttribute("min","1");Da.style.width="50px";ea.appendChild(Da);H=document.createElement("span");mxUtils.write(H,mxResources.get("to"));ea.appendChild(H); -var Aa=Da.cloneNode(!0);ea.appendChild(Aa);mxEvent.addListener(Da,"focus",function(){qa.checked=!0});mxEvent.addListener(Aa,"focus",function(){qa.checked=!0});mxEvent.addListener(Da,"change",P);mxEvent.addListener(Aa,"change",P);if(null!=u.pages&&(fa=u.pages.length,null!=u.currentPage))for(H=0;H<u.pages.length;H++)if(u.currentPage==u.pages[H]){pa=H+1;Da.value=pa;Aa.value=pa;break}Da.setAttribute("max",fa);Aa.setAttribute("max",fa);u.isPagesEnabled()?1<fa&&(da.appendChild(ea),qa.checked=!0):qa.checked= -!0;mxUtils.br(ea);var Fa=document.createElement("input");Fa.setAttribute("value","all");Fa.setAttribute("type","radio");Fa.style.marginRight="8px";Q.isSelectionEmpty()&&Fa.setAttribute("disabled","disabled");var ta=document.createElement("div");ta.style.marginBottom="10px";1==fa?(Fa.setAttribute("type","checkbox"),Fa.style.marginBottom="12px",ta.appendChild(Fa)):(Fa.setAttribute("name","pages-printdialog"),Fa.style.marginBottom="8px",ea.appendChild(Fa));H=document.createElement("span");mxUtils.write(H, -mxResources.get("selectionOnly"));Fa.parentNode.appendChild(H);1==fa&&mxUtils.br(Fa.parentNode);var Sa=document.createElement("input");Sa.style.marginRight="8px";Sa.setAttribute("value","adjust");Sa.setAttribute("type","radio");Sa.setAttribute("name","printZoom");ta.appendChild(Sa);H=document.createElement("span");mxUtils.write(H,mxResources.get("adjustTo"));ta.appendChild(H);var Ra=document.createElement("input");Ra.style.cssText="margin:0 8px 0 8px;";Ra.setAttribute("value","100 %");Ra.style.width= -"50px";ta.appendChild(Ra);mxEvent.addListener(Ra,"focus",function(){Sa.checked=!0});da.appendChild(ta);ea=ea.cloneNode(!1);var Oa=Sa.cloneNode(!0);Oa.setAttribute("value","fit");Sa.setAttribute("checked","checked");H=document.createElement("div");H.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";H.appendChild(Oa);ea.appendChild(H);ta=document.createElement("table");ta.style.display="inline-block";var Va=document.createElement("tbody"),Ja=document.createElement("tr"),cb=Ja.cloneNode(!0), -$a=document.createElement("td"),y=$a.cloneNode(!0),K=$a.cloneNode(!0),N=$a.cloneNode(!0),T=$a.cloneNode(!0),U=$a.cloneNode(!0);$a.style.textAlign="right";N.style.textAlign="right";mxUtils.write($a,mxResources.get("fitTo"));var W=document.createElement("input");W.style.cssText="margin:0 8px 0 8px;";W.setAttribute("value","1");W.setAttribute("min","1");W.setAttribute("type","number");W.style.width="40px";y.appendChild(W);H=document.createElement("span");mxUtils.write(H,mxResources.get("fitToSheetsAcross")); -K.appendChild(H);mxUtils.write(N,mxResources.get("fitToBy"));var na=W.cloneNode(!0);T.appendChild(na);mxEvent.addListener(W,"focus",function(){Oa.checked=!0});mxEvent.addListener(na,"focus",function(){Oa.checked=!0});H=document.createElement("span");mxUtils.write(H,mxResources.get("fitToSheetsDown"));U.appendChild(H);Ja.appendChild($a);Ja.appendChild(y);Ja.appendChild(K);cb.appendChild(N);cb.appendChild(T);cb.appendChild(U);Va.appendChild(Ja);Va.appendChild(cb);ta.appendChild(Va);ea.appendChild(ta); -da.appendChild(ea);ea=document.createElement("div");H=document.createElement("div");H.style.fontWeight="bold";H.style.marginBottom="12px";mxUtils.write(H,mxResources.get("paperSize"));ea.appendChild(H);H=document.createElement("div");H.style.marginBottom="12px";var wa=PageSetupDialog.addPageFormatPanel(H,"printdialog",u.editor.graph.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT);ea.appendChild(H);H=document.createElement("span");mxUtils.write(H,mxResources.get("pageScale"));ea.appendChild(H);var ra= -document.createElement("input");ra.style.cssText="margin:0 8px 0 8px;";ra.setAttribute("value","100 %");ra.style.width="60px";ea.appendChild(ra);da.appendChild(ea);H=document.createElement("div");H.style.cssText="text-align:right;margin:48px 0 0 0;";ea=mxUtils.button(mxResources.get("cancel"),function(){u.hideDialog()});ea.className="geBtn";u.editor.cancelFirst&&H.appendChild(ea);u.isOffline()||(ta=mxUtils.button(mxResources.get("help"),function(){Q.openLink("https://www.diagrams.net/doc/faq/print-diagram")}), -ta.className="geBtn",H.appendChild(ta));PrintDialog.previewEnabled&&(ta=mxUtils.button(mxResources.get("preview"),function(){u.hideDialog();V(!1)}),ta.className="geBtn",H.appendChild(ta));ta=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){u.hideDialog();V(!0)});ta.className="geBtn gePrimaryBtn";H.appendChild(ta);u.editor.cancelFirst||H.appendChild(ea);da.appendChild(H);this.container=da};var S=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute=function(){null== -this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var u=this.image;null!=u&&null!=u.src&&Graph.isPageLink(u.src)&&(u={originalSrc:u.src});this.page.viewState.backgroundImage=u}null!=this.format&&(this.page.viewState.pageFormat=this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible= -this.shadowVisible)}}else S.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var ja=document.createElement("canvas"),ma=new Image;ma.onload=function(){try{ja.getContext("2d").drawImage(ma, -0,0);var u=ja.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=u&&6<u.length}catch(H){}};ma.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(u){}Editor.prototype.useCanvasForExport=!1})(); -(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};b.afterDecode=function(e,k,n){n.previousColor=n.color;n.previousImage=n.image;n.previousFormat=n.format;null!=n.foldingEnabled&&(n.foldingEnabled=!n.foldingEnabled);null!=n.mathEnabled&&(n.mathEnabled=!n.mathEnabled);null!=n.shadowVisible&&(n.shadowVisible=!n.shadowVisible);return n};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.1";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors=[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(q){var F=null;null!=q&&0<q.length&&("ER"==q.substring(0,2)?F="mxgraph.er":"sysML"==q.substring(0,5)&&(F="mxgraph.sysml"));return F};var Z=mxMarker.createMarker;mxMarker.createMarker= +function(q,F,R,W,T,ba,ia,ra,ta,ma){if(null!=R&&null==mxMarker.markers[R]){var pa=this.getPackageForType(R);null!=pa&&mxStencilRegistry.getStencil(pa)}return Z.apply(this,arguments)};var P=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(q,F,R,W,T,ba){"1"==mxUtils.getValue(F.style,"lineShape",null)&&q.setFillColor(mxUtils.getValue(F.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return P.apply(this,arguments)};PrintDialog.prototype.create=function(q,F){function R(){Ba.value= +Math.max(1,Math.min(ra,Math.max(parseInt(Ba.value),parseInt(za.value))));za.value=Math.max(1,Math.min(ra,Math.min(parseInt(Ba.value),parseInt(za.value))))}function W(ya){function Fa($a,ab,ib){var gb=$a.useCssTransforms,qb=$a.currentTranslate,nb=$a.currentScale,mb=$a.view.translate,Bb=$a.view.scale;$a.useCssTransforms&&($a.useCssTransforms=!1,$a.currentTranslate=new mxPoint(0,0),$a.currentScale=1,$a.view.translate=new mxPoint(0,0),$a.view.scale=1);var wb=$a.getGraphBounds(),rb=0,vb=0,kb=xa.get(),hb= +1/$a.pageScale,tb=Ra.checked;if(tb){hb=parseInt(ha.value);var Cb=parseInt(la.value);hb=Math.min(kb.height*Cb/(wb.height/$a.view.scale),kb.width*hb/(wb.width/$a.view.scale))}else hb=parseInt(Da.value)/(100*$a.pageScale),isNaN(hb)&&(wa=1/$a.pageScale,Da.value="100 %");kb=mxRectangle.fromRectangle(kb);kb.width=Math.ceil(kb.width*wa);kb.height=Math.ceil(kb.height*wa);hb*=wa;!tb&&$a.pageVisible?(wb=$a.getPageLayout(),rb-=wb.x*kb.width,vb-=wb.y*kb.height):tb=!0;if(null==ab){ab=PrintDialog.createPrintPreview($a, +hb,kb,0,rb,vb,tb);ab.pageSelector=!1;ab.mathEnabled=!1;Ia.checked&&(ab.isCellVisible=function(ob){return $a.isCellSelected(ob)});rb=q.getCurrentFile();null!=rb&&(ab.title=rb.getTitle());var xb=ab.writeHead;ab.writeHead=function(ob){xb.apply(this,arguments);mxClient.IS_GC&&(ob.writeln('<style type="text/css">'),ob.writeln("@media print {"),ob.writeln(".MathJax svg { shape-rendering: crispEdges; }"),ob.writeln("}"),ob.writeln("</style>"));null!=q.editor.fontCss&&(ob.writeln('<style type="text/css">'), +ob.writeln(q.editor.fontCss),ob.writeln("</style>"));for(var yb=$a.getCustomFonts(),Ab=0;Ab<yb.length;Ab++){var c=yb[Ab].name,l=yb[Ab].url;Graph.isCssFontUrl(l)?ob.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(l)+'" charset="UTF-8" type="text/css">'):(ob.writeln('<style type="text/css">'),ob.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(c)+'";\nsrc: url("'+mxUtils.htmlEntities(l)+'");\n}'),ob.writeln("</style>"))}};if("undefined"!==typeof MathJax){var zb=ab.renderPage; +ab.renderPage=function(ob,yb,Ab,c,l,v){var n=mxClient.NO_FO,t=zb.apply(this,arguments);mxClient.NO_FO=n;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:t.className="geDisableMathJax";return t}}rb=null;vb=T.shapeForegroundColor;tb=T.shapeBackgroundColor;kb=T.enableFlowAnimation;T.enableFlowAnimation=!1;null!=T.themes&&"darkTheme"==T.defaultThemeName&&(rb=T.stylesheet,T.stylesheet=T.getDefaultStylesheet(),T.shapeForegroundColor="#000000",T.shapeBackgroundColor="#ffffff",T.refresh());ab.open(null, +null,ib,!0);T.enableFlowAnimation=kb;null!=rb&&(T.shapeForegroundColor=vb,T.shapeBackgroundColor=tb,T.stylesheet=rb,T.refresh())}else{kb=$a.background;if(null==kb||""==kb||kb==mxConstants.NONE)kb="#ffffff";ab.backgroundColor=kb;ab.autoOrigin=tb;ab.appendGraph($a,hb,rb,vb,ib,!0);ib=$a.getCustomFonts();if(null!=ab.wnd)for(rb=0;rb<ib.length;rb++)vb=ib[rb].name,tb=ib[rb].url,Graph.isCssFontUrl(tb)?ab.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(tb)+'" charset="UTF-8" type="text/css">'): +(ab.wnd.document.writeln('<style type="text/css">'),ab.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(vb)+'";\nsrc: url("'+mxUtils.htmlEntities(tb)+'");\n}'),ab.wnd.document.writeln("</style>"))}gb&&($a.useCssTransforms=gb,$a.currentTranslate=qb,$a.currentScale=nb,$a.view.translate=mb,$a.view.scale=Bb);return ab}var wa=parseInt(sa.value)/100;isNaN(wa)&&(wa=1,sa.value="100 %");wa*=.75;var ua=null,La=T.shapeForegroundColor,Oa=T.shapeBackgroundColor;null!=T.themes&&"darkTheme"== +T.defaultThemeName&&(ua=T.stylesheet,T.stylesheet=T.getDefaultStylesheet(),T.shapeForegroundColor="#000000",T.shapeBackgroundColor="#ffffff",T.refresh());var Ca=za.value,Ma=Ba.value,Ga=!ma.checked,Ya=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(q,ma.checked,Ca,Ma,Ra.checked,ha.value,la.value,parseInt(Da.value)/100,parseInt(sa.value)/100,xa.get());else{Ga&&(Ga=Ia.checked||Ca==ta&&Ma==ta);if(!Ga&&null!=q.pages&&q.pages.length){var db=0;Ga=q.pages.length-1;ma.checked||(db=parseInt(Ca)-1, +Ga=parseInt(Ma)-1);for(var eb=db;eb<=Ga;eb++){var cb=q.pages[eb];Ca=cb==q.currentPage?T:null;if(null==Ca){Ca=q.createTemporaryGraph(T.stylesheet);Ca.shapeForegroundColor=T.shapeForegroundColor;Ca.shapeBackgroundColor=T.shapeBackgroundColor;Ma=!0;db=!1;var ub=null,fb=null;null==cb.viewState&&null==cb.root&&q.updatePageRoot(cb);null!=cb.viewState&&(Ma=cb.viewState.pageVisible,db=cb.viewState.mathEnabled,ub=cb.viewState.background,fb=cb.viewState.backgroundImage,Ca.extFonts=cb.viewState.extFonts);null!= +fb&&null!=fb.originalSrc&&(fb=q.createImageForPageLink(fb.originalSrc,cb));Ca.background=ub;Ca.backgroundImage=null!=fb?new mxImage(fb.src,fb.width,fb.height,fb.x,fb.y):null;Ca.pageVisible=Ma;Ca.mathEnabled=db;var pb=Ca.getGraphBounds;Ca.getGraphBounds=function(){var $a=pb.apply(this,arguments),ab=this.backgroundImage;if(null!=ab&&null!=ab.width&&null!=ab.height){var ib=this.view.translate,gb=this.view.scale;$a=mxRectangle.fromRectangle($a);$a.add(new mxRectangle((ib.x+ab.x)*gb,(ib.y+ab.y)*gb,ab.width* +gb,ab.height*gb))}return $a};var lb=Ca.getGlobalVariable;Ca.getGlobalVariable=function($a){return"page"==$a?cb.getName():"pagenumber"==$a?eb+1:"pagecount"==$a?null!=q.pages?q.pages.length:1:lb.apply(this,arguments)};document.body.appendChild(Ca.container);q.updatePageRoot(cb);Ca.model.setRoot(cb.root)}Ya=Fa(Ca,Ya,eb!=Ga);Ca!=T&&Ca.container.parentNode.removeChild(Ca.container)}}else Ya=Fa(T);null==Ya?q.handleError({message:mxResources.get("errorUpdatingPreview")}):(Ya.mathEnabled&&(Ga=Ya.wnd.document, +ya&&(Ya.wnd.IMMEDIATE_PRINT=!0),Ga.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),Ya.closeDocument(),!Ya.mathEnabled&&ya&&PrintDialog.printPreview(Ya));null!=ua&&(T.shapeForegroundColor=La,T.shapeBackgroundColor=Oa,T.stylesheet=ua,T.refresh())}}var T=q.editor.graph,ba=document.createElement("div"),ia=document.createElement("h3");ia.style.width="100%";ia.style.textAlign="center";ia.style.marginTop="0px";mxUtils.write(ia,F||mxResources.get("print")); +ba.appendChild(ia);var ra=1,ta=1;ia=document.createElement("div");ia.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var ma=document.createElement("input");ma.style.cssText="margin-right:8px;margin-bottom:8px;";ma.setAttribute("value","all");ma.setAttribute("type","radio");ma.setAttribute("name","pages-printdialog");ia.appendChild(ma);F=document.createElement("span");mxUtils.write(F,mxResources.get("printAllPages"));ia.appendChild(F);mxUtils.br(ia);var pa= +ma.cloneNode(!0);ma.setAttribute("checked","checked");pa.setAttribute("value","range");ia.appendChild(pa);F=document.createElement("span");mxUtils.write(F,mxResources.get("pages")+":");ia.appendChild(F);var za=document.createElement("input");za.style.cssText="margin:0 8px 0 8px;";za.setAttribute("value","1");za.setAttribute("type","number");za.setAttribute("min","1");za.style.width="50px";ia.appendChild(za);F=document.createElement("span");mxUtils.write(F,mxResources.get("to"));ia.appendChild(F); +var Ba=za.cloneNode(!0);ia.appendChild(Ba);mxEvent.addListener(za,"focus",function(){pa.checked=!0});mxEvent.addListener(Ba,"focus",function(){pa.checked=!0});mxEvent.addListener(za,"change",R);mxEvent.addListener(Ba,"change",R);if(null!=q.pages&&(ra=q.pages.length,null!=q.currentPage))for(F=0;F<q.pages.length;F++)if(q.currentPage==q.pages[F]){ta=F+1;za.value=ta;Ba.value=ta;break}za.setAttribute("max",ra);Ba.setAttribute("max",ra);q.isPagesEnabled()?1<ra&&(ba.appendChild(ia),pa.checked=!0):pa.checked= +!0;mxUtils.br(ia);var Ia=document.createElement("input");Ia.setAttribute("value","all");Ia.setAttribute("type","radio");Ia.style.marginRight="8px";T.isSelectionEmpty()&&Ia.setAttribute("disabled","disabled");var Aa=document.createElement("div");Aa.style.marginBottom="10px";1==ra?(Ia.setAttribute("type","checkbox"),Ia.style.marginBottom="12px",Aa.appendChild(Ia)):(Ia.setAttribute("name","pages-printdialog"),Ia.style.marginBottom="8px",ia.appendChild(Ia));F=document.createElement("span");mxUtils.write(F, +mxResources.get("selectionOnly"));Ia.parentNode.appendChild(F);1==ra&&mxUtils.br(Ia.parentNode);var Ka=document.createElement("input");Ka.style.marginRight="8px";Ka.setAttribute("value","adjust");Ka.setAttribute("type","radio");Ka.setAttribute("name","printZoom");Aa.appendChild(Ka);F=document.createElement("span");mxUtils.write(F,mxResources.get("adjustTo"));Aa.appendChild(F);var Da=document.createElement("input");Da.style.cssText="margin:0 8px 0 8px;";Da.setAttribute("value","100 %");Da.style.width= +"50px";Aa.appendChild(Da);mxEvent.addListener(Da,"focus",function(){Ka.checked=!0});ba.appendChild(Aa);ia=ia.cloneNode(!1);var Ra=Ka.cloneNode(!0);Ra.setAttribute("value","fit");Ka.setAttribute("checked","checked");F=document.createElement("div");F.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";F.appendChild(Ra);ia.appendChild(F);Aa=document.createElement("table");Aa.style.display="inline-block";var Qa=document.createElement("tbody"),Ta=document.createElement("tr"),Za=Ta.cloneNode(!0), +Pa=document.createElement("td"),y=Pa.cloneNode(!0),M=Pa.cloneNode(!0),N=Pa.cloneNode(!0),S=Pa.cloneNode(!0),X=Pa.cloneNode(!0);Pa.style.textAlign="right";N.style.textAlign="right";mxUtils.write(Pa,mxResources.get("fitTo"));var ha=document.createElement("input");ha.style.cssText="margin:0 8px 0 8px;";ha.setAttribute("value","1");ha.setAttribute("min","1");ha.setAttribute("type","number");ha.style.width="40px";y.appendChild(ha);F=document.createElement("span");mxUtils.write(F,mxResources.get("fitToSheetsAcross")); +M.appendChild(F);mxUtils.write(N,mxResources.get("fitToBy"));var la=ha.cloneNode(!0);S.appendChild(la);mxEvent.addListener(ha,"focus",function(){Ra.checked=!0});mxEvent.addListener(la,"focus",function(){Ra.checked=!0});F=document.createElement("span");mxUtils.write(F,mxResources.get("fitToSheetsDown"));X.appendChild(F);Ta.appendChild(Pa);Ta.appendChild(y);Ta.appendChild(M);Za.appendChild(N);Za.appendChild(S);Za.appendChild(X);Qa.appendChild(Ta);Qa.appendChild(Za);Aa.appendChild(Qa);ia.appendChild(Aa); +ba.appendChild(ia);ia=document.createElement("div");F=document.createElement("div");F.style.fontWeight="bold";F.style.marginBottom="12px";mxUtils.write(F,mxResources.get("paperSize"));ia.appendChild(F);F=document.createElement("div");F.style.marginBottom="12px";var xa=PageSetupDialog.addPageFormatPanel(F,"printdialog",q.editor.graph.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT);ia.appendChild(F);F=document.createElement("span");mxUtils.write(F,mxResources.get("pageScale"));ia.appendChild(F);var sa= +document.createElement("input");sa.style.cssText="margin:0 8px 0 8px;";sa.setAttribute("value","100 %");sa.style.width="60px";ia.appendChild(sa);ba.appendChild(ia);F=document.createElement("div");F.style.cssText="text-align:right;margin:48px 0 0 0;";ia=mxUtils.button(mxResources.get("cancel"),function(){q.hideDialog()});ia.className="geBtn";q.editor.cancelFirst&&F.appendChild(ia);q.isOffline()||(Aa=mxUtils.button(mxResources.get("help"),function(){T.openLink("https://www.diagrams.net/doc/faq/print-diagram")}), +Aa.className="geBtn",F.appendChild(Aa));PrintDialog.previewEnabled&&(Aa=mxUtils.button(mxResources.get("preview"),function(){q.hideDialog();W(!1)}),Aa.className="geBtn",F.appendChild(Aa));Aa=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){q.hideDialog();W(!0)});Aa.className="geBtn gePrimaryBtn";F.appendChild(Aa);q.editor.cancelFirst||F.appendChild(ia);ba.appendChild(F);this.container=ba};var da=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute= +function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var q=this.image;null!=q&&null!=q.src&&Graph.isPageLink(q.src)&&(q={originalSrc:q.src});this.page.viewState.backgroundImage=q}null!=this.format&&(this.page.viewState.pageFormat=this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible= +this.shadowVisible)}}else da.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var ja=document.createElement("canvas"),ka=new Image;ka.onload=function(){try{ja.getContext("2d").drawImage(ka, +0,0);var q=ja.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=q&&6<q.length}catch(F){}};ka.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}Editor.prototype.useCanvasForExport=!1})(); 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k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.4";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, 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Image).src=C+"/log?severity="+z+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(d)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(g)+(null!=l?":colno:"+ -encodeURIComponent(l):"")+(null!=q&&null!=q.stack?"&stack="+encodeURIComponent(q.stack):"")}}catch(I){}try{F||null==window.console||console.error(z,d,f,g,l,q)}catch(I){}};EditorUi.logEvent=function(d){if("1"==urlParams.dev)EditorUi.debug("logEvent",d);else if(EditorUi.enableLogging)try{var f=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=f+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=d?"&data="+encodeURIComponent(JSON.stringify(d)):"")}catch(g){}};EditorUi.sendReport= +mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(d,f,g,x,z,u,H){u=null!=u?u:0<=d.indexOf("NetworkError")||0<=d.indexOf("SecurityError")||0<=d.indexOf("NS_ERROR_FAILURE")||0<=d.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& +"1"!=urlParams.dev)try{if(d!=EditorUi.lastErrorMessage&&(null==d||null==f||-1==d.indexOf("Script error")&&-1==d.indexOf("extension"))&&null!=d&&0>d.indexOf("DocumentClosedError")){EditorUi.lastErrorMessage=d;var L=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";z=null!=z?z:Error(d);(new Image).src=L+"/log?severity="+u+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(d)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(g)+(null!=x?":colno:"+ +encodeURIComponent(x):"")+(null!=z&&null!=z.stack?"&stack="+encodeURIComponent(z.stack):"")}}catch(C){}try{H||null==window.console||console.error(u,d,f,g,x,z)}catch(C){}};EditorUi.logEvent=function(d){if("1"==urlParams.dev)EditorUi.debug("logEvent",d);else if(EditorUi.enableLogging)try{var f=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=f+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=d?"&data="+encodeURIComponent(JSON.stringify(d)):"")}catch(g){}};EditorUi.sendReport= function(d,f){if("1"==urlParams.dev)EditorUi.debug("sendReport",d);else if(EditorUi.enableLogging)try{f=null!=f?f:5E4,d.length>f&&(d=d.substring(0,f)+"\n...[SHORTENED]"),mxUtils.post("/email","version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&data="+encodeURIComponent(d))}catch(g){}};EditorUi.debug=function(){try{if(null!=window.console&&"1"==urlParams.test){for(var d=[(new Date).toISOString()],f=0;f<arguments.length;f++)d.push(arguments[f]);console.log.apply(console, d)}}catch(g){}};EditorUi.removeChildNodes=function(d){for(;null!=d.firstChild;)d.removeChild(d.firstChild)};EditorUi.prototype.emptyDiagramXml='<mxGraphModel><root><mxCell id="0"/><mxCell id="1" parent="0"/></root></mxGraphModel>';EditorUi.prototype.emptyLibraryXml="<mxlibrary>[]</mxlibrary>";EditorUi.prototype.mode=null;EditorUi.prototype.timeout=Editor.prototype.timeout;EditorUi.prototype.sidebarFooterHeight=38;EditorUi.prototype.defaultCustomShapeStyle="shape=stencil(tZRtTsQgEEBPw1+DJR7AoN6DbWftpAgE0Ortd/jYRGq72R+YNE2YgTePloEJGWblgA18ZuKFDcMj5/Sm8boZq+BgjCX4pTyqk6ZlKROitwusOMXKQDODx5iy4pXxZ5qTHiFHawxB0JrQZH7lCabQ0Fr+XWC1/E8zcsT/gAi+Subo2/3Mh6d/oJb5nU1b5tW7r2knautaa3T+U32o7f7vZwpJkaNDLORJjcu7t59m2jXxqX9un+tt022acsfmoKaQZ+vhhswZtS6Ne/ThQGt0IV0N3Yyv6P3CeT9/tHO0XFI5cAE=);whiteSpace=wrap;html=1;"; EditorUi.prototype.maxBackgroundSize=1600;EditorUi.prototype.maxImageSize=520;EditorUi.prototype.maxTextWidth=520;EditorUi.prototype.resampleThreshold=1E5;EditorUi.prototype.maxImageBytes=1E6;EditorUi.prototype.maxBackgroundBytes=25E5;EditorUi.prototype.maxTextBytes=5E5;EditorUi.prototype.currentFile=null;EditorUi.prototype.printPdfExport=!1;EditorUi.prototype.pdfPageExport=!0;EditorUi.prototype.formatEnabled="0"!=urlParams.format;EditorUi.prototype.insertTemplateEnabled=!0;EditorUi.prototype.closableScratchpad= -!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var d=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!d.getContext||!d.getContext("2d"))}catch(q){}try{var f=document.createElement("canvas"),g=new Image;g.onload=function(){try{f.getContext("2d").drawImage(g,0,0);var q= -f.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=q&&6<q.length}catch(z){}};g.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}try{f=document.createElement("canvas");f.width=f.height=1;var l=f.toDataURL("image/jpeg"); -EditorUi.prototype.jpgSupported=null!==l.match("image/jpeg")}catch(q){}})();EditorUi.prototype.openLink=function(d,f,g){return this.editor.graph.openLink(d,f,g)};EditorUi.prototype.showSplash=function(d){};EditorUi.prototype.getLocalData=function(d,f){f(localStorage.getItem(d))};EditorUi.prototype.setLocalData=function(d,f,g){localStorage.setItem(d,f);null!=g&&g()};EditorUi.prototype.removeLocalData=function(d,f){localStorage.removeItem(d);f()};EditorUi.prototype.setShareCursorPosition=function(d){this.shareCursorPosition= +!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var d=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!d.getContext||!d.getContext("2d"))}catch(z){}try{var f=document.createElement("canvas"),g=new Image;g.onload=function(){try{f.getContext("2d").drawImage(g,0,0);var z= +f.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=z&&6<z.length}catch(u){}};g.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(z){}try{f=document.createElement("canvas");f.width=f.height=1;var x=f.toDataURL("image/jpeg"); +EditorUi.prototype.jpgSupported=null!==x.match("image/jpeg")}catch(z){}})();EditorUi.prototype.openLink=function(d,f,g){return this.editor.graph.openLink(d,f,g)};EditorUi.prototype.showSplash=function(d){};EditorUi.prototype.getLocalData=function(d,f){f(localStorage.getItem(d))};EditorUi.prototype.setLocalData=function(d,f,g){localStorage.setItem(d,f);null!=g&&g()};EditorUi.prototype.removeLocalData=function(d,f){localStorage.removeItem(d);f()};EditorUi.prototype.setShareCursorPosition=function(d){this.shareCursorPosition= d;this.fireEvent(new mxEventObject("shareCursorPositionChanged"))};EditorUi.prototype.isShareCursorPosition=function(){return this.shareCursorPosition};EditorUi.prototype.setShowRemoteCursors=function(d){this.showRemoteCursors=d;this.fireEvent(new mxEventObject("showRemoteCursorsChanged"))};EditorUi.prototype.isShowRemoteCursors=function(){return this.showRemoteCursors};EditorUi.prototype.setMathEnabled=function(d){this.editor.graph.mathEnabled=d;this.editor.updateGraphComponents();this.editor.graph.refresh(); this.editor.graph.defaultMathEnabled=d;this.fireEvent(new mxEventObject("mathEnabledChanged"))};EditorUi.prototype.isMathEnabled=function(d){return this.editor.graph.mathEnabled};EditorUi.prototype.isOfflineApp=function(){return"1"==urlParams.offline};EditorUi.prototype.isOffline=function(d){return this.isOfflineApp()||!navigator.onLine||!d&&("1"==urlParams.stealth||"1"==urlParams.lockdown)};EditorUi.prototype.isExternalDataComms=function(){return"1"!=urlParams.offline&&!this.isOffline()&&!this.isOfflineApp()}; -EditorUi.prototype.createSpinner=function(d,f,g){var l=null==d||null==f;g=null!=g?g:24;var q=new Spinner({lines:12,length:g,width:Math.round(g/3),radius:Math.round(g/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),z=q.spin;q.spin=function(C,I){var G=!1;this.active||(z.call(this,C),this.active=!0,null!=I&&(l&&(f=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,d=document.body.clientWidth/2-2),G=document.createElement("div"), +EditorUi.prototype.createSpinner=function(d,f,g){var x=null==d||null==f;g=null!=g?g:24;var z=new Spinner({lines:12,length:g,width:Math.round(g/3),radius:Math.round(g/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),u=z.spin;z.spin=function(L,C){var G=!1;this.active||(u.call(this,L),this.active=!0,null!=C&&(x&&(f=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,d=document.body.clientWidth/2-2),G=document.createElement("div"), G.style.position="absolute",G.style.whiteSpace="nowrap",G.style.background="#4B4243",G.style.color="white",G.style.fontFamily=Editor.defaultHtmlFont,G.style.fontSize="9pt",G.style.padding="6px",G.style.paddingLeft="10px",G.style.paddingRight="10px",G.style.zIndex=2E9,G.style.left=Math.max(0,d)+"px",G.style.top=Math.max(0,f+70)+"px",mxUtils.setPrefixedStyle(G.style,"borderRadius","6px"),mxUtils.setPrefixedStyle(G.style,"transform","translate(-50%,-50%)"),Editor.isDarkMode()||mxUtils.setPrefixedStyle(G.style, -"boxShadow","2px 2px 3px 0px #ddd"),"..."!=I.substring(I.length-3,I.length)&&"!"!=I.charAt(I.length-1)&&(I+="..."),G.innerHTML=I,C.appendChild(G),q.status=G),this.pause=mxUtils.bind(this,function(){var Z=function(){};this.active&&(Z=mxUtils.bind(this,function(){this.spin(C,I)}));this.stop();return Z}),G=!0);return G};var F=q.stop;q.stop=function(){F.call(this);this.active=!1;null!=q.status&&null!=q.status.parentNode&&q.status.parentNode.removeChild(q.status);q.status=null};q.pause=function(){return function(){}}; -return q};EditorUi.prototype.isCompatibleString=function(d){try{var f=mxUtils.parseXml(d),g=this.editor.extractGraphModel(f.documentElement,!0);return null!=g&&0==g.getElementsByTagName("parsererror").length}catch(l){}return!1};EditorUi.prototype.isVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&& +"boxShadow","2px 2px 3px 0px #ddd"),"..."!=C.substring(C.length-3,C.length)&&"!"!=C.charAt(C.length-1)&&(C+="..."),G.innerHTML=C,L.appendChild(G),z.status=G),this.pause=mxUtils.bind(this,function(){var V=function(){};this.active&&(V=mxUtils.bind(this,function(){this.spin(L,C)}));this.stop();return V}),G=!0);return G};var H=z.stop;z.stop=function(){H.call(this);this.active=!1;null!=z.status&&null!=z.status.parentNode&&z.status.parentNode.removeChild(z.status);z.status=null};z.pause=function(){return function(){}}; +return z};EditorUi.prototype.isCompatibleString=function(d){try{var f=mxUtils.parseXml(d),g=this.editor.extractGraphModel(f.documentElement,!0);return null!=g&&0==g.getElementsByTagName("parsererror").length}catch(x){}return!1};EditorUi.prototype.isVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&& 3==d.charCodeAt(2)&&4==d.charCodeAt(3)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&&3==d.charCodeAt(2)&&6==d.charCodeAt(3))};EditorUi.prototype.isRemoteVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||60==d.charCodeAt(0)&&63==d.charCodeAt(1)&&120==d.charCodeAt(2)&&109==d.charCodeAt(3)&&108==d.charCodeAt(3))};var b=EditorUi.prototype.createKeyHandler; -EditorUi.prototype.createKeyHandler=function(d){var f=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var g=f.getFunction,l=this.editor.graph,q=this;f.getFunction=function(z){if(l.isSelectionEmpty()&&null!=q.pages&&0<q.pages.length){var F=q.getSelectedPageIndex();if(mxEvent.isShiftDown(z)){if(37==z.keyCode)return function(){0<F&&q.movePage(F,F-1)};if(38==z.keyCode)return function(){0<F&&q.movePage(F,0)};if(39==z.keyCode)return function(){F<q.pages.length-1&&q.movePage(F, -F+1)};if(40==z.keyCode)return function(){F<q.pages.length-1&&q.movePage(F,q.pages.length-1)}}else if(mxEvent.isControlDown(z)||mxClient.IS_MAC&&mxEvent.isMetaDown(z)){if(37==z.keyCode)return function(){0<F&&q.selectNextPage(!1)};if(38==z.keyCode)return function(){0<F&&q.selectPage(q.pages[0])};if(39==z.keyCode)return function(){F<q.pages.length-1&&q.selectNextPage(!0)};if(40==z.keyCode)return function(){F<q.pages.length-1&&q.selectPage(q.pages[q.pages.length-1])}}}return g.apply(this,arguments)}}return f}; -var e=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(d){var f=e.apply(this,arguments);if(null==f)try{var g=d.indexOf("<mxfile ");if(0<=g){var l=d.lastIndexOf("</mxfile>");l>g&&(f=d.substring(g,l+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}else{var q=mxUtils.parseXml(d),z=this.editor.extractGraphModel(q.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);f=null!= -z?mxUtils.getXml(z):""}}catch(F){}return f};EditorUi.prototype.validateFileData=function(d){if(null!=d&&0<d.length){var f=d.indexOf('<meta charset="utf-8">');0<=f&&(d=d.slice(0,f)+'<meta charset="utf-8"/>'+d.slice(f+23-1,d.length));d=Graph.zapGremlins(d)}return d};EditorUi.prototype.replaceFileData=function(d){d=this.validateFileData(d);d=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null;var f=null!=d?this.editor.extractGraphModel(d,!0):null;null!=f&&(d=f);if(null!=d){f=this.editor.graph; -f.model.beginUpdate();try{var g=null!=this.pages?this.pages.slice():null,l=d.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<l.length||1==l.length&&l[0].hasAttribute("name")){this.fileNode=d;this.pages=null!=this.pages?this.pages:[];for(var q=l.length-1;0<=q;q--){var z=this.updatePageRoot(new DiagramPage(l[q]));null==z.getName()&&z.setName(mxResources.get("pageWithNumber",[q+1]));f.model.execute(new ChangePage(this,z,0==q?z:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode= -d.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(d.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),f.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(d),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=g)for(q=0;q<g.length;q++)f.model.execute(new ChangePage(this,g[q],null))}finally{f.model.endUpdate()}}};EditorUi.prototype.createFileData= -function(d,f,g,l,q,z,F,C,I,G,Z){f=null!=f?f:this.editor.graph;q=null!=q?q:!1;I=null!=I?I:!0;var ca=null;if(null==g||g.getMode()==App.MODE_DEVICE||g.getMode()==App.MODE_BROWSER)var ba="_blank";else ca=ba=l;if(null==d)return"";var Y=d;if("mxfile"!=Y.nodeName.toLowerCase()){if(Z){var O=d.ownerDocument.createElement("diagram");O.setAttribute("id",Editor.guid());O.appendChild(d)}else{O=Graph.zapGremlins(mxUtils.getXml(d));Y=Graph.compress(O);if(Graph.decompress(Y)!=O)return O;O=d.ownerDocument.createElement("diagram"); -O.setAttribute("id",Editor.guid());mxUtils.setTextContent(O,Y)}Y=d.ownerDocument.createElement("mxfile");Y.appendChild(O)}G?(Y=Y.cloneNode(!0),Y.removeAttribute("modified"),Y.removeAttribute("host"),Y.removeAttribute("agent"),Y.removeAttribute("etag"),Y.removeAttribute("userAgent"),Y.removeAttribute("version"),Y.removeAttribute("editor"),Y.removeAttribute("type")):(Y.removeAttribute("userAgent"),Y.removeAttribute("version"),Y.removeAttribute("editor"),Y.removeAttribute("pages"),Y.removeAttribute("type"), -mxClient.IS_CHROMEAPP?Y.setAttribute("host","Chrome"):EditorUi.isElectronApp?Y.setAttribute("host","Electron"):Y.setAttribute("host",window.location.hostname),Y.setAttribute("modified",(new Date).toISOString()),Y.setAttribute("agent",navigator.appVersion),Y.setAttribute("version",EditorUi.VERSION),Y.setAttribute("etag",Editor.guid()),d=null!=g?g.getMode():this.mode,null!=d&&Y.setAttribute("type",d),1<Y.getElementsByTagName("diagram").length&&null!=this.pages&&Y.setAttribute("pages",this.pages.length)); -Z=Z?mxUtils.getPrettyXml(Y):mxUtils.getXml(Y);if(!z&&!q&&(F||null!=g&&/(\.html)$/i.test(g.getTitle())))Z=this.getHtml2(mxUtils.getXml(Y),f,null!=g?g.getTitle():null,ba,ca);else if(z||!q&&null!=g&&/(\.svg)$/i.test(g.getTitle()))null==g||g.getMode()!=App.MODE_DEVICE&&g.getMode()!=App.MODE_BROWSER||(l=null),Z=this.getEmbeddedSvg(Z,f,l,null,C,I,ca);return Z};EditorUi.prototype.getXmlFileData=function(d,f,g,l){d=null!=d?d:!0;f=null!=f?f:!1;g=null!=g?g:!Editor.compressXml;var q=this.editor.getGraphXml(d, -l);if(d&&null!=this.fileNode&&null!=this.currentPage)if(d=function(I){var G=I.getElementsByTagName("mxGraphModel");G=0<G.length?G[0]:null;null==G&&g?(G=mxUtils.trim(mxUtils.getTextContent(I)),I=I.cloneNode(!1),0<G.length&&(G=Graph.decompress(G),null!=G&&0<G.length&&I.appendChild(mxUtils.parseXml(G).documentElement))):null==G||g?I=I.cloneNode(!0):(I=I.cloneNode(!1),mxUtils.setTextContent(I,Graph.compressNode(G)));q.appendChild(I)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node, -Graph.compressNode(q)),q=this.fileNode.cloneNode(!1),f)d(this.currentPage.node);else for(f=0;f<this.pages.length;f++){var z=this.pages[f],F=z.node;if(z!=this.currentPage)if(z.needsUpdate){var C=new mxCodec(mxUtils.createXmlDocument());C=C.encode(new mxGraphModel(z.root));this.editor.graph.saveViewState(z.viewState,C,null,l);EditorUi.removeChildNodes(F);mxUtils.setTextContent(F,Graph.compressNode(C));delete z.needsUpdate}else l&&(this.updatePageRoot(z),null!=z.viewState.backgroundImage&&(null!=z.viewState.backgroundImage.originalSrc? -z.viewState.backgroundImage=this.createImageForPageLink(z.viewState.backgroundImage.originalSrc,z):Graph.isPageLink(z.viewState.backgroundImage.src)&&(z.viewState.backgroundImage=this.createImageForPageLink(z.viewState.backgroundImage.src,z))),null!=z.viewState.backgroundImage&&null!=z.viewState.backgroundImage.originalSrc&&(C=new mxCodec(mxUtils.createXmlDocument()),C=C.encode(new mxGraphModel(z.root)),this.editor.graph.saveViewState(z.viewState,C,null,l),F=F.cloneNode(!1),mxUtils.setTextContent(F, -Graph.compressNode(C))));d(F)}return q};EditorUi.prototype.anonymizeString=function(d,f){for(var g=[],l=0;l<d.length;l++){var q=d.charAt(l);0<=EditorUi.ignoredAnonymizedChars.indexOf(q)?g.push(q):isNaN(parseInt(q))?q.toLowerCase()!=q?g.push(String.fromCharCode(65+Math.round(25*Math.random()))):q.toUpperCase()!=q?g.push(String.fromCharCode(97+Math.round(25*Math.random()))):/\s/.test(q)?g.push(" "):g.push("?"):g.push(f?"0":Math.round(9*Math.random()))}return g.join("")};EditorUi.prototype.anonymizePatch= -function(d){if(null!=d[EditorUi.DIFF_INSERT])for(var f=0;f<d[EditorUi.DIFF_INSERT].length;f++)try{var g=mxUtils.parseXml(d[EditorUi.DIFF_INSERT][f].data).documentElement.cloneNode(!1);null!=g.getAttribute("name")&&g.setAttribute("name",this.anonymizeString(g.getAttribute("name")));d[EditorUi.DIFF_INSERT][f].data=mxUtils.getXml(g)}catch(z){d[EditorUi.DIFF_INSERT][f].data=z.message}if(null!=d[EditorUi.DIFF_UPDATE]){for(var l in d[EditorUi.DIFF_UPDATE]){var q=d[EditorUi.DIFF_UPDATE][l];null!=q.name&& -(q.name=this.anonymizeString(q.name));null!=q.cells&&(f=mxUtils.bind(this,function(z){var F=q.cells[z];if(null!=F){for(var C in F)null!=F[C].value&&(F[C].value="["+F[C].value.length+"]"),null!=F[C].xmlValue&&(F[C].xmlValue="["+F[C].xmlValue.length+"]"),null!=F[C].style&&(F[C].style="["+F[C].style.length+"]"),mxUtils.isEmptyObject(F[C])&&delete F[C];mxUtils.isEmptyObject(F)&&delete q.cells[z]}}),f(EditorUi.DIFF_INSERT),f(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(q.cells)&&delete q.cells);mxUtils.isEmptyObject(q)&& -delete d[EditorUi.DIFF_UPDATE][l]}mxUtils.isEmptyObject(d[EditorUi.DIFF_UPDATE])&&delete d[EditorUi.DIFF_UPDATE]}return d};EditorUi.prototype.anonymizeAttributes=function(d,f){if(null!=d.attributes)for(var g=0;g<d.attributes.length;g++)"as"!=d.attributes[g].name&&d.setAttribute(d.attributes[g].name,this.anonymizeString(d.attributes[g].value,f));if(null!=d.childNodes)for(g=0;g<d.childNodes.length;g++)this.anonymizeAttributes(d.childNodes[g],f)};EditorUi.prototype.anonymizeNode=function(d,f){f=d.getElementsByTagName("mxCell"); -for(var g=0;g<f.length;g++)null!=f[g].getAttribute("value")&&f[g].setAttribute("value","["+f[g].getAttribute("value").length+"]"),null!=f[g].getAttribute("xmlValue")&&f[g].setAttribute("xmlValue","["+f[g].getAttribute("xmlValue").length+"]"),null!=f[g].getAttribute("style")&&f[g].setAttribute("style","["+f[g].getAttribute("style").length+"]"),null!=f[g].parentNode&&"root"!=f[g].parentNode.nodeName&&null!=f[g].parentNode.parentNode&&(f[g].setAttribute("id",f[g].parentNode.getAttribute("id")),f[g].parentNode.parentNode.replaceChild(f[g], -f[g].parentNode));return d};EditorUi.prototype.synchronizeCurrentFile=function(d){var f=this.getCurrentFile();null!=f&&(f.savingFile?this.handleError({message:mxResources.get("busy")}):!d&&f.invalidChecksum?f.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(f.clearAutosave(),this.editor.setStatus(""),d?f.reloadFile(mxUtils.bind(this,function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)})):f.synchronizeFile(mxUtils.bind(this, -function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)}))))};EditorUi.prototype.getFileData=function(d,f,g,l,q,z,F,C,I,G,Z){q=null!=q?q:!0;z=null!=z?z:!1;var ca=this.editor.graph;if(f||!d&&null!=I&&/(\.svg)$/i.test(I.getTitle())){var ba=null!=ca.themes&&"darkTheme"==ca.defaultThemeName;G=!1;if(ba||null!=this.pages&&this.currentPage!=this.pages[0]){var Y=ca.getGlobalVariable;ca=this.createTemporaryGraph(ba?ca.getDefaultStylesheet():ca.getStylesheet()); -ca.setBackgroundImage=this.editor.graph.setBackgroundImage;ca.background=this.editor.graph.background;var O=this.pages[0];this.currentPage==O?ca.setBackgroundImage(this.editor.graph.backgroundImage):null!=O.viewState&&null!=O.viewState&&ca.setBackgroundImage(O.viewState.backgroundImage);ca.getGlobalVariable=function(la){return"page"==la?O.getName():"pagenumber"==la?1:Y.apply(this,arguments)};document.body.appendChild(ca.container);ca.model.setRoot(O.root)}}F=null!=F?F:this.getXmlFileData(q,z,G,Z); -I=null!=I?I:this.getCurrentFile();d=this.createFileData(F,ca,I,window.location.href,d,f,g,l,q,C,G);ca!=this.editor.graph&&ca.container.parentNode.removeChild(ca.container);return d};EditorUi.prototype.getHtml=function(d,f,g,l,q,z){z=null!=z?z:!0;var F=null,C=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=f){F=z?f.getGraphBounds():f.getBoundingBox(f.getSelectionCells());var I=f.view.scale;z=Math.floor(F.x/I-f.view.translate.x);I=Math.floor(F.y/I-f.view.translate.y);F=f.background;null==q&&(f= -this.getBasenames().join(";"),0<f.length&&(C=EditorUi.drawHost+"/embed.js?s="+f));d.setAttribute("x0",z);d.setAttribute("y0",I)}null!=d&&(d.setAttribute("pan","1"),d.setAttribute("zoom","1"),d.setAttribute("resize","0"),d.setAttribute("fit","0"),d.setAttribute("border","20"),d.setAttribute("links","1"),null!=l&&d.setAttribute("edit",l));null!=q&&(q=q.replace(/&/g,"&"));d=null!=d?Graph.zapGremlins(mxUtils.getXml(d)):"";l=Graph.compress(d);Graph.decompress(l)!=d&&(l=encodeURIComponent(d));return(null== -q?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=q?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==q?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=q?'<meta http-equiv="refresh" content="0;URL=\''+q+"'\"/>\n":"")+"</head>\n<body"+(null==q&&null!=F&&F!=mxConstants.NONE?' style="background-color:'+F+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+ -l+"</div>\n</div>\n"+(null==q?'<script type="text/javascript" src="'+C+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+q+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(d,f,g,l,q){f=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=q&&(q=q.replace(/&/g,"&"));d={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled, -resize:!0,xml:Graph.zapGremlins(d),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(d.page=mxUtils.indexOf(this.pages,this.currentPage));return(null==q?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=q?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==q?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=q?'<meta http-equiv="refresh" content="0;URL=\''+ -q+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(d))+'"></div>\n'+(null==q?'<script type="text/javascript" src="'+f+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+q+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData= -function(d){d=this.validateFileData(d);this.pages=this.fileNode=this.currentPage=null;var f=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null,g=Editor.extractParserError(f,mxResources.get("invalidOrMissingFile"));if(g)throw EditorUi.debug("EditorUi.setFileData ParserError",[this],"data",[d],"node",[f],"cause",[g]),Error(mxResources.get("notADiagramFile")+" ("+g+")");d=null!=f?this.editor.extractGraphModel(f,!0):null;null!=d&&(f=d);if(null!=f&&"mxfile"==f.nodeName&&(d=f.getElementsByTagName("diagram"), -"0"!=urlParams.pages||1<d.length||1==d.length&&d[0].hasAttribute("name"))){g=null;this.fileNode=f;this.pages=[];for(var l=0;l<d.length;l++)null==d[l].getAttribute("id")&&d[l].setAttribute("id",l),f=new DiagramPage(d[l]),null==f.getName()&&f.setName(mxResources.get("pageWithNumber",[l+1])),this.pages.push(f),null!=urlParams["page-id"]&&f.getId()==urlParams["page-id"]&&(g=f);this.currentPage=null!=g?g:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];f=this.currentPage.node}"0"!= -urlParams.pages&&null==this.fileNode&&null!=f&&(this.fileNode=f.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(f.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(f);null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var q=urlParams["layer-ids"].split(" ");f={};for(l=0;l<q.length;l++)f[q[l]]=!0;var z=this.editor.graph.getModel(), -F=z.getChildren(z.root);for(l=0;l<F.length;l++){var C=F[l];z.setVisible(C,f[C.id]||!1)}}catch(I){}};EditorUi.prototype.getBaseFilename=function(d){var f=this.getCurrentFile();f=null!=f&&null!=f.getTitle()?f.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(f)||/(\.html)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.png)$/i.test(f))f=f.substring(0,f.lastIndexOf("."));/(\.drawio)$/i.test(f)&&(f=f.substring(0,f.lastIndexOf(".")));!d&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&& -0<this.currentPage.getName().length&&(f=f+"-"+this.currentPage.getName());return f};EditorUi.prototype.downloadFile=function(d,f,g,l,q,z,F,C,I,G,Z,ca){try{l=null!=l?l:this.editor.graph.isSelectionEmpty();var ba=this.getBaseFilename("remoteSvg"==d?!1:!q),Y=ba+("xml"==d||"pdf"==d&&Z?".drawio":"")+"."+d;if("xml"==d){var O=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,l,q,null,null,null,f);this.saveData(Y,d,O,"text/xml")}else if("html"==d)O=this.getHtml2(this.getFileData(!0),this.editor.graph, -ba),this.saveData(Y,d,O,"text/html");else if("svg"!=d&&"xmlsvg"!=d||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"==d)Y=ba+".png";else if("jpeg"==d)Y=ba+".jpg";else if("remoteSvg"==d){Y=ba+".svg";d="svg";var la=parseInt(I);"string"===typeof C&&0<C.indexOf("%")&&(C=parseInt(C)/100);if(0<la){var aa=this.editor.graph,ia=aa.getGraphBounds();var X=Math.ceil(ia.width*C/aa.view.scale+2*la);var R=Math.ceil(ia.height*C/aa.view.scale+2*la)}}this.saveRequest(Y,d,mxUtils.bind(this,function(S, -ja){try{var ma=this.editor.graph.pageVisible;0==z&&(this.editor.graph.pageVisible=z);var u=this.createDownloadRequest(S,d,l,ja,F,q,C,I,G,Z,ca,X,R);this.editor.graph.pageVisible=ma;return u}catch(H){this.handleError(H)}}))}else{var sa=null,M=mxUtils.bind(this,function(S){S.length<=MAX_REQUEST_SIZE?this.saveData(Y,"svg",S,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(sa)}))});if("svg"==d){var ka=this.editor.graph.background; -if(F||ka==mxConstants.NONE)ka=null;var L=this.editor.graph.getSvg(ka,null,null,null,null,l);g&&this.editor.graph.addSvgShadow(L);this.editor.convertImages(L,mxUtils.bind(this,mxUtils.bind(this,function(S){this.spinner.stop();M(Graph.xmlDeclaration+"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(S))})))}else Y=ba+".svg",sa=this.getFileData(!1,!0,null,mxUtils.bind(this,function(S){this.spinner.stop();M(S)}),l)}}catch(S){this.handleError(S)}};EditorUi.prototype.createDownloadRequest=function(d,f,g,l,q,z,F, -C,I,G,Z,ca,ba){var Y=this.editor.graph,O=Y.getGraphBounds();g=this.getFileData(!0,null,null,null,g,0==z?!1:"xmlpng"!=f,null,null,null,!1,"pdf"==f);var la="",aa="";if(O.width*O.height>MAX_AREA||g.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")};G=G?"1":"0";"pdf"==f&&(null!=Z?aa="&from="+Z.from+"&to="+Z.to:0==z&&(aa="&allPages=1"));"xmlpng"==f&&(G="1",f="png");if(("xmlpng"==f||"svg"==f)&&null!=this.pages&&null!=this.currentPage)for(z=0;z<this.pages.length;z++)if(this.pages[z]== -this.currentPage){la="&from="+z;break}z=Y.background;"png"!=f&&"pdf"!=f&&"svg"!=f||!q?q||null!=z&&z!=mxConstants.NONE||(z="#ffffff"):z=mxConstants.NONE;q={globalVars:Y.getExportVariables()};I&&(q.grid={size:Y.gridSize,steps:Y.view.gridSteps,color:Y.view.gridColor});Graph.translateDiagram&&(q.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+f+la+aa+"&bg="+(null!=z?z:mxConstants.NONE)+"&base64="+l+"&embedXml="+G+"&xml="+encodeURIComponent(g)+(null!=d?"&filename="+ -encodeURIComponent(d):"")+"&extras="+encodeURIComponent(JSON.stringify(q))+(null!=F?"&scale="+F:"")+(null!=C?"&border="+C:"")+(ca&&isFinite(ca)?"&w="+ca:"")+(ba&&isFinite(ba)?"&h="+ba:""))};EditorUi.prototype.setMode=function(d,f){this.mode=d};EditorUi.prototype.loadDescriptor=function(d,f,g){var l=window.location.hash,q=mxUtils.bind(this,function(z){var F=null!=d.data?d.data:"";null!=z&&0<z.length&&(0<F.length&&(F+="\n"),F+=z);z=new LocalFile(this,"csv"!=d.format&&0<F.length?F:this.emptyDiagramXml, -null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename,!0);z.getHash=function(){return l};this.fileLoaded(z);"csv"==d.format&&this.importCsv(F,mxUtils.bind(this,function(ca){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=d.update){var C=null!=d.interval?parseInt(d.interval):6E4,I=null,G=mxUtils.bind(this,function(){var ca=this.currentPage;mxUtils.post(d.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())), -mxUtils.bind(this,function(ba){ca===this.currentPage&&(200<=ba.getStatus()&&300>=ba.getStatus()?(this.updateDiagram(ba.getText()),Z()):this.handleError({message:mxResources.get("error")+" "+ba.getStatus()}))}),mxUtils.bind(this,function(ba){this.handleError(ba)}))}),Z=mxUtils.bind(this,function(){window.clearTimeout(I);I=window.setTimeout(G,C)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){Z();G()}));Z();G()}null!=f&&f()});null!=d.url&&0<d.url.length?this.editor.loadUrl(d.url, -mxUtils.bind(this,function(z){q(z)}),mxUtils.bind(this,function(z){null!=g&&g(z)})):q("")};EditorUi.prototype.updateDiagram=function(d){function f(R){var sa=new mxCellOverlay(R.image||q.warningImage,R.tooltip,R.align,R.valign,R.offset);sa.addListener(mxEvent.CLICK,function(M,ka){l.alert(R.tooltip)});return sa}var g=null,l=this;if(null!=d&&0<d.length&&(g=mxUtils.parseXml(d),d=null!=g?g.documentElement:null,null!=d&&"updates"==d.nodeName)){var q=this.editor.graph,z=q.getModel();z.beginUpdate();var F= -null;try{for(d=d.firstChild;null!=d;){if("update"==d.nodeName){var C=z.getCell(d.getAttribute("id"));if(null!=C){try{var I=d.getAttribute("value");if(null!=I){var G=mxUtils.parseXml(I).documentElement;if(null!=G)if("1"==G.getAttribute("replace-value"))z.setValue(C,G);else for(var Z=G.attributes,ca=0;ca<Z.length;ca++)q.setAttributeForCell(C,Z[ca].nodeName,0<Z[ca].nodeValue.length?Z[ca].nodeValue:null)}}catch(R){null!=window.console&&console.log("Error in value for "+C.id+": "+R)}try{var ba=d.getAttribute("style"); -null!=ba&&q.model.setStyle(C,ba)}catch(R){null!=window.console&&console.log("Error in style for "+C.id+": "+R)}try{var Y=d.getAttribute("icon");if(null!=Y){var O=0<Y.length?JSON.parse(Y):null;null!=O&&O.append||q.removeCellOverlays(C);null!=O&&q.addCellOverlay(C,f(O))}}catch(R){null!=window.console&&console.log("Error in icon for "+C.id+": "+R)}try{var la=d.getAttribute("geometry");if(null!=la){la=JSON.parse(la);var aa=q.getCellGeometry(C);if(null!=aa){aa=aa.clone();for(key in la){var ia=parseFloat(la[key]); -"dx"==key?aa.x+=ia:"dy"==key?aa.y+=ia:"dw"==key?aa.width+=ia:"dh"==key?aa.height+=ia:aa[key]=parseFloat(la[key])}q.model.setGeometry(C,aa)}}}catch(R){null!=window.console&&console.log("Error in icon for "+C.id+": "+R)}}}else if("model"==d.nodeName){for(var X=d.firstChild;null!=X&&X.nodeType!=mxConstants.NODETYPE_ELEMENT;)X=X.nextSibling;null!=X&&(new mxCodec(d.firstChild)).decode(X,z)}else if("view"==d.nodeName){if(d.hasAttribute("scale")&&(q.view.scale=parseFloat(d.getAttribute("scale"))),d.hasAttribute("dx")|| -d.hasAttribute("dy"))q.view.translate=new mxPoint(parseFloat(d.getAttribute("dx")||0),parseFloat(d.getAttribute("dy")||0))}else"fit"==d.nodeName&&(F=d.hasAttribute("max-scale")?parseFloat(d.getAttribute("max-scale")):1);d=d.nextSibling}}finally{z.endUpdate()}null!=F&&this.chromelessResize&&this.chromelessResize(!0,F)}return g};EditorUi.prototype.getCopyFilename=function(d,f){var g=null!=d&&null!=d.getTitle()?d.getTitle():this.defaultFilename;d="";var l=g.lastIndexOf(".");0<=l&&(d=g.substring(l),g= -g.substring(0,l));if(f){f=g;var q=new Date;g=q.getFullYear();l=q.getMonth()+1;var z=q.getDate(),F=q.getHours(),C=q.getMinutes();q=q.getSeconds();g=f+(" "+(g+"-"+l+"-"+z+"-"+F+"-"+C+"-"+q))}return g=mxResources.get("copyOf",[g])+d};EditorUi.prototype.fileLoaded=function(d,f){var g=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var l=!1;this.hideDialog();null!=g&&(EditorUi.debug("File.closed",[g]),g.removeListener(this.descriptorChangedListener),g.close()); -this.editor.graph.model.clear();this.editor.undoManager.clear();var q=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null);null!=g&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear();this.setBackgroundImage(null);!f&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename"))); +EditorUi.prototype.createKeyHandler=function(d){var f=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var g=f.getFunction,x=this.editor.graph,z=this;f.getFunction=function(u){if(x.isSelectionEmpty()&&null!=z.pages&&0<z.pages.length){var H=z.getSelectedPageIndex();if(mxEvent.isShiftDown(u)){if(37==u.keyCode)return function(){0<H&&z.movePage(H,H-1)};if(38==u.keyCode)return function(){0<H&&z.movePage(H,0)};if(39==u.keyCode)return function(){H<z.pages.length-1&&z.movePage(H, +H+1)};if(40==u.keyCode)return function(){H<z.pages.length-1&&z.movePage(H,z.pages.length-1)}}else if(mxEvent.isControlDown(u)||mxClient.IS_MAC&&mxEvent.isMetaDown(u)){if(37==u.keyCode)return function(){0<H&&z.selectNextPage(!1)};if(38==u.keyCode)return function(){0<H&&z.selectPage(z.pages[0])};if(39==u.keyCode)return function(){H<z.pages.length-1&&z.selectNextPage(!0)};if(40==u.keyCode)return function(){H<z.pages.length-1&&z.selectPage(z.pages[z.pages.length-1])}}}return!(65<=u.keyCode&&90>=u.keyCode)|| +x.isSelectionEmpty()||mxEvent.isAltDown(u)||mxEvent.isShiftDown(u)||mxEvent.isControlDown(u)||mxClient.IS_MAC&&mxEvent.isMetaDown(u)?g.apply(this,arguments):null}}return f};var e=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(d){var f=e.apply(this,arguments);if(null==f)try{var g=d.indexOf("<mxfile ");if(0<=g){var x=d.lastIndexOf("</mxfile>");x>g&&(f=d.substring(g,x+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g, +""))}else{var z=mxUtils.parseXml(d),u=this.editor.extractGraphModel(z.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);f=null!=u?mxUtils.getXml(u):""}}catch(H){}return f};EditorUi.prototype.validateFileData=function(d){if(null!=d&&0<d.length){var f=d.indexOf('<meta charset="utf-8">');0<=f&&(d=d.slice(0,f)+'<meta charset="utf-8"/>'+d.slice(f+23-1,d.length));d=Graph.zapGremlins(d)}return d};EditorUi.prototype.replaceFileData=function(d){d=this.validateFileData(d); +d=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null;var f=null!=d?this.editor.extractGraphModel(d,!0):null;null!=f&&(d=f);if(null!=d){f=this.editor.graph;f.model.beginUpdate();try{var g=null!=this.pages?this.pages.slice():null,x=d.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<x.length||1==x.length&&x[0].hasAttribute("name")){this.fileNode=d;this.pages=null!=this.pages?this.pages:[];for(var z=x.length-1;0<=z;z--){var u=this.updatePageRoot(new DiagramPage(x[z]));null==u.getName()&& +u.setName(mxResources.get("pageWithNumber",[z+1]));f.model.execute(new ChangePage(this,u,0==z?u:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode=d.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(d.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),f.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(d),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root); +if(null!=g)for(z=0;z<g.length;z++)f.model.execute(new ChangePage(this,g[z],null))}finally{f.model.endUpdate()}}};EditorUi.prototype.createFileData=function(d,f,g,x,z,u,H,L,C,G,V){f=null!=f?f:this.editor.graph;z=null!=z?z:!1;C=null!=C?C:!0;var U=null;if(null==g||g.getMode()==App.MODE_DEVICE||g.getMode()==App.MODE_BROWSER)var Y="_blank";else U=Y=x;if(null==d)return"";var O=d;if("mxfile"!=O.nodeName.toLowerCase()){if(V){var qa=d.ownerDocument.createElement("diagram");qa.setAttribute("id",Editor.guid()); +qa.appendChild(d)}else{qa=Graph.zapGremlins(mxUtils.getXml(d));O=Graph.compress(qa);if(Graph.decompress(O)!=qa)return qa;qa=d.ownerDocument.createElement("diagram");qa.setAttribute("id",Editor.guid());mxUtils.setTextContent(qa,O)}O=d.ownerDocument.createElement("mxfile");O.appendChild(qa)}G?(O=O.cloneNode(!0),O.removeAttribute("modified"),O.removeAttribute("host"),O.removeAttribute("agent"),O.removeAttribute("etag"),O.removeAttribute("userAgent"),O.removeAttribute("version"),O.removeAttribute("editor"), +O.removeAttribute("type")):(O.removeAttribute("userAgent"),O.removeAttribute("version"),O.removeAttribute("editor"),O.removeAttribute("pages"),O.removeAttribute("type"),mxClient.IS_CHROMEAPP?O.setAttribute("host","Chrome"):EditorUi.isElectronApp?O.setAttribute("host","Electron"):O.setAttribute("host",window.location.hostname),O.setAttribute("modified",(new Date).toISOString()),O.setAttribute("agent",navigator.appVersion),O.setAttribute("version",EditorUi.VERSION),O.setAttribute("etag",Editor.guid()), +d=null!=g?g.getMode():this.mode,null!=d&&O.setAttribute("type",d),1<O.getElementsByTagName("diagram").length&&null!=this.pages&&O.setAttribute("pages",this.pages.length));V=V?mxUtils.getPrettyXml(O):mxUtils.getXml(O);if(!u&&!z&&(H||null!=g&&/(\.html)$/i.test(g.getTitle())))V=this.getHtml2(mxUtils.getXml(O),f,null!=g?g.getTitle():null,Y,U);else if(u||!z&&null!=g&&/(\.svg)$/i.test(g.getTitle()))null==g||g.getMode()!=App.MODE_DEVICE&&g.getMode()!=App.MODE_BROWSER||(x=null),V=this.getEmbeddedSvg(V,f, +x,null,L,C,U);return V};EditorUi.prototype.getXmlFileData=function(d,f,g,x){d=null!=d?d:!0;f=null!=f?f:!1;g=null!=g?g:!Editor.compressXml;var z=this.editor.getGraphXml(d,x);if(d&&null!=this.fileNode&&null!=this.currentPage)if(d=function(C){var G=C.getElementsByTagName("mxGraphModel");G=0<G.length?G[0]:null;null==G&&g?(G=mxUtils.trim(mxUtils.getTextContent(C)),C=C.cloneNode(!1),0<G.length&&(G=Graph.decompress(G),null!=G&&0<G.length&&C.appendChild(mxUtils.parseXml(G).documentElement))):null==G||g?C= +C.cloneNode(!0):(C=C.cloneNode(!1),mxUtils.setTextContent(C,Graph.compressNode(G)));z.appendChild(C)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node,Graph.compressNode(z)),z=this.fileNode.cloneNode(!1),f)d(this.currentPage.node);else for(f=0;f<this.pages.length;f++){var u=this.pages[f],H=u.node;if(u!=this.currentPage)if(u.needsUpdate){var L=new mxCodec(mxUtils.createXmlDocument());L=L.encode(new mxGraphModel(u.root));this.editor.graph.saveViewState(u.viewState, +L,null,x);EditorUi.removeChildNodes(H);mxUtils.setTextContent(H,Graph.compressNode(L));delete u.needsUpdate}else x&&(this.updatePageRoot(u),null!=u.viewState.backgroundImage&&(null!=u.viewState.backgroundImage.originalSrc?u.viewState.backgroundImage=this.createImageForPageLink(u.viewState.backgroundImage.originalSrc,u):Graph.isPageLink(u.viewState.backgroundImage.src)&&(u.viewState.backgroundImage=this.createImageForPageLink(u.viewState.backgroundImage.src,u))),null!=u.viewState.backgroundImage&& +null!=u.viewState.backgroundImage.originalSrc&&(L=new mxCodec(mxUtils.createXmlDocument()),L=L.encode(new mxGraphModel(u.root)),this.editor.graph.saveViewState(u.viewState,L,null,x),H=H.cloneNode(!1),mxUtils.setTextContent(H,Graph.compressNode(L))));d(H)}return z};EditorUi.prototype.anonymizeString=function(d,f){for(var g=[],x=0;x<d.length;x++){var z=d.charAt(x);0<=EditorUi.ignoredAnonymizedChars.indexOf(z)?g.push(z):isNaN(parseInt(z))?z.toLowerCase()!=z?g.push(String.fromCharCode(65+Math.round(25* +Math.random()))):z.toUpperCase()!=z?g.push(String.fromCharCode(97+Math.round(25*Math.random()))):/\s/.test(z)?g.push(" "):g.push("?"):g.push(f?"0":Math.round(9*Math.random()))}return g.join("")};EditorUi.prototype.anonymizePatch=function(d){if(null!=d[EditorUi.DIFF_INSERT])for(var f=0;f<d[EditorUi.DIFF_INSERT].length;f++)try{var g=mxUtils.parseXml(d[EditorUi.DIFF_INSERT][f].data).documentElement.cloneNode(!1);null!=g.getAttribute("name")&&g.setAttribute("name",this.anonymizeString(g.getAttribute("name"))); +d[EditorUi.DIFF_INSERT][f].data=mxUtils.getXml(g)}catch(u){d[EditorUi.DIFF_INSERT][f].data=u.message}if(null!=d[EditorUi.DIFF_UPDATE]){for(var x in d[EditorUi.DIFF_UPDATE]){var z=d[EditorUi.DIFF_UPDATE][x];null!=z.name&&(z.name=this.anonymizeString(z.name));null!=z.cells&&(f=mxUtils.bind(this,function(u){var H=z.cells[u];if(null!=H){for(var L in H)null!=H[L].value&&(H[L].value="["+H[L].value.length+"]"),null!=H[L].xmlValue&&(H[L].xmlValue="["+H[L].xmlValue.length+"]"),null!=H[L].style&&(H[L].style= +"["+H[L].style.length+"]"),mxUtils.isEmptyObject(H[L])&&delete H[L];mxUtils.isEmptyObject(H)&&delete z.cells[u]}}),f(EditorUi.DIFF_INSERT),f(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(z.cells)&&delete z.cells);mxUtils.isEmptyObject(z)&&delete d[EditorUi.DIFF_UPDATE][x]}mxUtils.isEmptyObject(d[EditorUi.DIFF_UPDATE])&&delete d[EditorUi.DIFF_UPDATE]}return d};EditorUi.prototype.anonymizeAttributes=function(d,f){if(null!=d.attributes)for(var g=0;g<d.attributes.length;g++)"as"!=d.attributes[g].name&& +d.setAttribute(d.attributes[g].name,this.anonymizeString(d.attributes[g].value,f));if(null!=d.childNodes)for(g=0;g<d.childNodes.length;g++)this.anonymizeAttributes(d.childNodes[g],f)};EditorUi.prototype.anonymizeNode=function(d,f){f=d.getElementsByTagName("mxCell");for(var g=0;g<f.length;g++)null!=f[g].getAttribute("value")&&f[g].setAttribute("value","["+f[g].getAttribute("value").length+"]"),null!=f[g].getAttribute("xmlValue")&&f[g].setAttribute("xmlValue","["+f[g].getAttribute("xmlValue").length+ +"]"),null!=f[g].getAttribute("style")&&f[g].setAttribute("style","["+f[g].getAttribute("style").length+"]"),null!=f[g].parentNode&&"root"!=f[g].parentNode.nodeName&&null!=f[g].parentNode.parentNode&&(f[g].setAttribute("id",f[g].parentNode.getAttribute("id")),f[g].parentNode.parentNode.replaceChild(f[g],f[g].parentNode));return d};EditorUi.prototype.synchronizeCurrentFile=function(d){var f=this.getCurrentFile();null!=f&&(f.savingFile?this.handleError({message:mxResources.get("busy")}):!d&&f.invalidChecksum? +f.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(f.clearAutosave(),this.editor.setStatus(""),d?f.reloadFile(mxUtils.bind(this,function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)})):f.synchronizeFile(mxUtils.bind(this,function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)}))))};EditorUi.prototype.getFileData=function(d,f,g,x,z,u,H, +L,C,G,V){z=null!=z?z:!0;u=null!=u?u:!1;var U=this.editor.graph;if(f||!d&&null!=C&&/(\.svg)$/i.test(C.getTitle())){var Y=null!=U.themes&&"darkTheme"==U.defaultThemeName;G=!1;if(Y||null!=this.pages&&this.currentPage!=this.pages[0]){var O=U.getGlobalVariable;U=this.createTemporaryGraph(Y?U.getDefaultStylesheet():U.getStylesheet());U.setBackgroundImage=this.editor.graph.setBackgroundImage;U.background=this.editor.graph.background;var qa=this.pages[0];this.currentPage==qa?U.setBackgroundImage(this.editor.graph.backgroundImage): +null!=qa.viewState&&null!=qa.viewState&&U.setBackgroundImage(qa.viewState.backgroundImage);U.getGlobalVariable=function(oa){return"page"==oa?qa.getName():"pagenumber"==oa?1:O.apply(this,arguments)};document.body.appendChild(U.container);U.model.setRoot(qa.root)}}H=null!=H?H:this.getXmlFileData(z,u,G,V);C=null!=C?C:this.getCurrentFile();d=this.createFileData(H,U,C,window.location.href,d,f,g,x,z,L,G);U!=this.editor.graph&&U.container.parentNode.removeChild(U.container);return d};EditorUi.prototype.getHtml= +function(d,f,g,x,z,u){u=null!=u?u:!0;var H=null,L=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=f){H=u?f.getGraphBounds():f.getBoundingBox(f.getSelectionCells());var C=f.view.scale;u=Math.floor(H.x/C-f.view.translate.x);C=Math.floor(H.y/C-f.view.translate.y);H=f.background;null==z&&(f=this.getBasenames().join(";"),0<f.length&&(L=EditorUi.drawHost+"/embed.js?s="+f));d.setAttribute("x0",u);d.setAttribute("y0",C)}null!=d&&(d.setAttribute("pan","1"),d.setAttribute("zoom","1"),d.setAttribute("resize", +"0"),d.setAttribute("fit","0"),d.setAttribute("border","20"),d.setAttribute("links","1"),null!=x&&d.setAttribute("edit",x));null!=z&&(z=z.replace(/&/g,"&"));d=null!=d?Graph.zapGremlins(mxUtils.getXml(d)):"";x=Graph.compress(d);Graph.decompress(x)!=d&&(x=encodeURIComponent(d));return(null==z?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=z?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==z?null!=g? +"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=z?'<meta http-equiv="refresh" content="0;URL=\''+z+"'\"/>\n":"")+"</head>\n<body"+(null==z&&null!=H&&H!=mxConstants.NONE?' style="background-color:'+H+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+x+"</div>\n</div>\n"+(null==z?'<script type="text/javascript" src="'+L+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+ +z+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(d,f,g,x,z){f=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=z&&(z=z.replace(/&/g,"&"));d={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled,resize:!0,xml:Graph.zapGremlins(d),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(d.page=mxUtils.indexOf(this.pages,this.currentPage)); +return(null==z?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=z?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==z?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=z?'<meta http-equiv="refresh" content="0;URL=\''+z+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+ +mxUtils.htmlEntities(JSON.stringify(d))+'"></div>\n'+(null==z?'<script type="text/javascript" src="'+f+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+z+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData=function(d){d=this.validateFileData(d);this.pages=this.fileNode=this.currentPage=null;var f=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement: +null,g=Editor.extractParserError(f,mxResources.get("invalidOrMissingFile"));if(g)throw EditorUi.debug("EditorUi.setFileData ParserError",[this],"data",[d],"node",[f],"cause",[g]),Error(mxResources.get("notADiagramFile")+" ("+g+")");d=null!=f?this.editor.extractGraphModel(f,!0):null;null!=d&&(f=d);if(null!=f&&"mxfile"==f.nodeName&&(d=f.getElementsByTagName("diagram"),"0"!=urlParams.pages||1<d.length||1==d.length&&d[0].hasAttribute("name"))){g=null;this.fileNode=f;this.pages=[];for(var x=0;x<d.length;x++)null== +d[x].getAttribute("id")&&d[x].setAttribute("id",x),f=new DiagramPage(d[x]),null==f.getName()&&f.setName(mxResources.get("pageWithNumber",[x+1])),this.pages.push(f),null!=urlParams["page-id"]&&f.getId()==urlParams["page-id"]&&(g=f);this.currentPage=null!=g?g:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];f=this.currentPage.node}"0"!=urlParams.pages&&null==this.fileNode&&null!=f&&(this.fileNode=f.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(f.ownerDocument.createElement("diagram")), +this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(f);null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var z=urlParams["layer-ids"].split(" ");f={};for(x=0;x<z.length;x++)f[z[x]]=!0;var u=this.editor.graph.getModel(),H=u.getChildren(u.root);for(x=0;x<H.length;x++){var L=H[x];u.setVisible(L,f[L.id]||!1)}}catch(C){}};EditorUi.prototype.getBaseFilename=function(d){var f= +this.getCurrentFile();f=null!=f&&null!=f.getTitle()?f.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(f)||/(\.html)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.png)$/i.test(f))f=f.substring(0,f.lastIndexOf("."));/(\.drawio)$/i.test(f)&&(f=f.substring(0,f.lastIndexOf(".")));!d&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&&0<this.currentPage.getName().length&&(f=f+"-"+this.currentPage.getName());return f};EditorUi.prototype.downloadFile= +function(d,f,g,x,z,u,H,L,C,G,V,U){try{x=null!=x?x:this.editor.graph.isSelectionEmpty();var Y=this.getBaseFilename("remoteSvg"==d?!1:!z),O=Y+("xml"==d||"pdf"==d&&V?".drawio":"")+"."+d;if("xml"==d){var qa=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,x,z,null,null,null,f);this.saveData(O,d,qa,"text/xml")}else if("html"==d)qa=this.getHtml2(this.getFileData(!0),this.editor.graph,Y),this.saveData(O,d,qa,"text/html");else if("svg"!=d&&"xmlsvg"!=d||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"== +d)O=Y+".png";else if("jpeg"==d)O=Y+".jpg";else if("remoteSvg"==d){O=Y+".svg";d="svg";var oa=parseInt(C);"string"===typeof L&&0<L.indexOf("%")&&(L=parseInt(L)/100);if(0<oa){var aa=this.editor.graph,ca=aa.getGraphBounds();var fa=Math.ceil(ca.width*L/aa.view.scale+2*oa);var J=Math.ceil(ca.height*L/aa.view.scale+2*oa)}}this.saveRequest(O,d,mxUtils.bind(this,function(ka,q){try{var F=this.editor.graph.pageVisible;0==u&&(this.editor.graph.pageVisible=u);var R=this.createDownloadRequest(ka,d,x,q,H,z,L,C, +G,V,U,fa,J);this.editor.graph.pageVisible=F;return R}catch(W){this.handleError(W)}}))}else{var Z=null,P=mxUtils.bind(this,function(ka){ka.length<=MAX_REQUEST_SIZE?this.saveData(O,"svg",ka,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(Z)}))});if("svg"==d){var da=this.editor.graph.background;if(H||da==mxConstants.NONE)da=null;var ja=this.editor.graph.getSvg(da,null,null,null,null,x);g&&this.editor.graph.addSvgShadow(ja); +this.editor.convertImages(ja,mxUtils.bind(this,mxUtils.bind(this,function(ka){this.spinner.stop();P(Graph.xmlDeclaration+"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(ka))})))}else O=Y+".svg",Z=this.getFileData(!1,!0,null,mxUtils.bind(this,function(ka){this.spinner.stop();P(ka)}),x)}}catch(ka){this.handleError(ka)}};EditorUi.prototype.createDownloadRequest=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){var O=this.editor.graph,qa=O.getGraphBounds();g=this.getFileData(!0,null,null,null,g,0==u?!1:"xmlpng"!=f,null, +null,null,!1,"pdf"==f);var oa="",aa="";if(qa.width*qa.height>MAX_AREA||g.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")};G=G?"1":"0";"pdf"==f&&(null!=V?aa="&from="+V.from+"&to="+V.to:0==u&&(aa="&allPages=1"));"xmlpng"==f&&(G="1",f="png");if(("xmlpng"==f||"svg"==f)&&null!=this.pages&&null!=this.currentPage)for(u=0;u<this.pages.length;u++)if(this.pages[u]==this.currentPage){oa="&from="+u;break}u=O.background;"png"!=f&&"pdf"!=f&&"svg"!=f||!z?z||null!=u&&u!=mxConstants.NONE|| +(u="#ffffff"):u=mxConstants.NONE;z={globalVars:O.getExportVariables()};C&&(z.grid={size:O.gridSize,steps:O.view.gridSteps,color:O.view.gridColor});Graph.translateDiagram&&(z.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+f+oa+aa+"&bg="+(null!=u?u:mxConstants.NONE)+"&base64="+x+"&embedXml="+G+"&xml="+encodeURIComponent(g)+(null!=d?"&filename="+encodeURIComponent(d):"")+"&extras="+encodeURIComponent(JSON.stringify(z))+(null!=H?"&scale="+H:"")+(null!=L?"&border="+ +L:"")+(U&&isFinite(U)?"&w="+U:"")+(Y&&isFinite(Y)?"&h="+Y:""))};EditorUi.prototype.setMode=function(d,f){this.mode=d};EditorUi.prototype.loadDescriptor=function(d,f,g){var x=window.location.hash,z=mxUtils.bind(this,function(H){var L=null!=d.data?d.data:"";null!=H&&0<H.length&&(0<L.length&&(L+="\n"),L+=H);H=new LocalFile(this,"csv"!=d.format&&0<L.length?L:this.emptyDiagramXml,null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename,!0);H.getHash=function(){return x};this.fileLoaded(H); +"csv"==d.format&&this.importCsv(L,mxUtils.bind(this,function(Y){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=d.update){var C=null!=d.interval?parseInt(d.interval):6E4,G=null,V=mxUtils.bind(this,function(){var Y=this.currentPage;mxUtils.post(d.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())),mxUtils.bind(this,function(O){Y===this.currentPage&&(200<=O.getStatus()&&300>=O.getStatus()?(this.updateDiagram(O.getText()),U()): +this.handleError({message:mxResources.get("error")+" "+O.getStatus()}))}),mxUtils.bind(this,function(O){this.handleError(O)}))}),U=mxUtils.bind(this,function(){window.clearTimeout(G);G=window.setTimeout(V,C)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){U();V()}));U();V()}null!=f&&f()});if(null!=d.url&&0<d.url.length){var u=d.url;if(/test\.draw\.io$/.test(window.location.hostname)||/app\.diagrams\.net$/.test(window.location.hostname))u=this.editor.getProxiedUrl(u);this.editor.loadUrl(u, +mxUtils.bind(this,function(H){z(H)}),mxUtils.bind(this,function(H){null!=g&&g(H)}))}else z("")};EditorUi.prototype.updateDiagram=function(d){function f(J){var Z=new mxCellOverlay(J.image||z.warningImage,J.tooltip,J.align,J.valign,J.offset);Z.addListener(mxEvent.CLICK,function(P,da){x.alert(J.tooltip)});return Z}var g=null,x=this;if(null!=d&&0<d.length&&(g=mxUtils.parseXml(d),d=null!=g?g.documentElement:null,null!=d&&"updates"==d.nodeName)){var z=this.editor.graph,u=z.getModel();u.beginUpdate();var H= +null;try{for(d=d.firstChild;null!=d;){if("update"==d.nodeName){var L=u.getCell(d.getAttribute("id"));if(null!=L){try{var C=d.getAttribute("value");if(null!=C){var G=mxUtils.parseXml(C).documentElement;if(null!=G)if("1"==G.getAttribute("replace-value"))u.setValue(L,G);else for(var V=G.attributes,U=0;U<V.length;U++)z.setAttributeForCell(L,V[U].nodeName,0<V[U].nodeValue.length?V[U].nodeValue:null)}}catch(J){null!=window.console&&console.log("Error in value for "+L.id+": "+J)}try{var Y=d.getAttribute("style"); +null!=Y&&z.model.setStyle(L,Y)}catch(J){null!=window.console&&console.log("Error in style for "+L.id+": "+J)}try{var O=d.getAttribute("icon");if(null!=O){var qa=0<O.length?JSON.parse(O):null;null!=qa&&qa.append||z.removeCellOverlays(L);null!=qa&&z.addCellOverlay(L,f(qa))}}catch(J){null!=window.console&&console.log("Error in icon for "+L.id+": "+J)}try{var oa=d.getAttribute("geometry");if(null!=oa){oa=JSON.parse(oa);var aa=z.getCellGeometry(L);if(null!=aa){aa=aa.clone();for(key in oa){var ca=parseFloat(oa[key]); +"dx"==key?aa.x+=ca:"dy"==key?aa.y+=ca:"dw"==key?aa.width+=ca:"dh"==key?aa.height+=ca:aa[key]=parseFloat(oa[key])}z.model.setGeometry(L,aa)}}}catch(J){null!=window.console&&console.log("Error in icon for "+L.id+": "+J)}}}else if("model"==d.nodeName){for(var fa=d.firstChild;null!=fa&&fa.nodeType!=mxConstants.NODETYPE_ELEMENT;)fa=fa.nextSibling;null!=fa&&(new mxCodec(d.firstChild)).decode(fa,u)}else if("view"==d.nodeName){if(d.hasAttribute("scale")&&(z.view.scale=parseFloat(d.getAttribute("scale"))), +d.hasAttribute("dx")||d.hasAttribute("dy"))z.view.translate=new mxPoint(parseFloat(d.getAttribute("dx")||0),parseFloat(d.getAttribute("dy")||0))}else"fit"==d.nodeName&&(H=d.hasAttribute("max-scale")?parseFloat(d.getAttribute("max-scale")):1);d=d.nextSibling}}finally{u.endUpdate()}null!=H&&this.chromelessResize&&this.chromelessResize(!0,H)}return g};EditorUi.prototype.getCopyFilename=function(d,f){var g=null!=d&&null!=d.getTitle()?d.getTitle():this.defaultFilename;d="";var x=g.lastIndexOf(".");0<= +x&&(d=g.substring(x),g=g.substring(0,x));if(f){f=g;var z=new Date;g=z.getFullYear();x=z.getMonth()+1;var u=z.getDate(),H=z.getHours(),L=z.getMinutes();z=z.getSeconds();g=f+(" "+(g+"-"+x+"-"+u+"-"+H+"-"+L+"-"+z))}return g=mxResources.get("copyOf",[g])+d};EditorUi.prototype.fileLoaded=function(d,f){var g=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var x=!1;this.hideDialog();null!=g&&(EditorUi.debug("File.closed",[g]),g.removeListener(this.descriptorChangedListener), +g.close());this.editor.graph.model.clear();this.editor.undoManager.clear();var z=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null);null!=g&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear();this.setBackgroundImage(null);!f&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename"))); this.editor.setStatus("");this.updateUi();f||this.showSplash()});if(null!=d)try{mxClient.IS_SF&&"min"==uiTheme&&(this.diagramContainer.style.visibility="");this.openingFile=!0;this.setCurrentFile(d);d.addListener("descriptorChanged",this.descriptorChangedListener);d.addListener("contentChanged",this.descriptorChangedListener);d.open();delete this.openingFile;this.setGraphEnabled(!0);this.setMode(d.getMode());this.editor.graph.model.prefix=Editor.guid()+"-";this.editor.undoManager.clear();this.descriptorChanged(); this.updateUi();d.isEditable()?d.isModified()?(d.addUnsavedStatus(),null!=d.backupPatch&&d.patch([d.backupPatch])):this.editor.setStatus(""):this.editor.setStatus('<span class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</span>");!this.editor.isChromelessView()||this.editor.editable?(this.editor.graph.selectUnlockedLayer(),this.showLayersDialog(),this.restoreLibraries(),window.self!==window.top&&window.focus()):this.editor.graph.isLightboxView()&&this.lightboxFit();this.chromelessResize&& -this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));l=!0;if(!this.isOffline()&&null!=d.getMode()){var z="1"==urlParams.sketch?"sketch":uiTheme;if(null==z)z="default";else if("sketch"==z||"min"==z)z+=Editor.isDarkMode()?"-dark":"-light";EditorUi.logEvent({category:d.getMode().toUpperCase()+"-OPEN-FILE-"+d.getHash(),action:"size_"+d.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+z})}EditorUi.debug("File.opened",[d]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg")); -if(this.editor.editable&&this.mode==d.getMode()&&d.getMode()!=App.MODE_DEVICE&&null!=d.getMode())try{this.addRecent({id:d.getHash(),title:d.getTitle(),mode:d.getMode()})}catch(F){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+1),mxSettings.save()}catch(F){}}catch(F){this.fileLoadedError=F;if(null!=d)try{d.close()}catch(C){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=d?d.getHash():"none"),action:"message_"+F.message,label:"stack_"+ -F.stack})}catch(C){}d=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body,mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=g?this.fileLoaded(g)||q():q()});f?d():this.handleError(F,mxResources.get("errorLoadingFile"),d,!0,null,null,!0)}else q();return l};EditorUi.prototype.getHashValueForPages=function(d,f){var g=0,l=new mxGraphModel,q=new mxCodec;null!=f&&(f.byteCount=0,f.attrCount=0,f.eltCount=0,f.nodeCount=0);for(var z=0;z<d.length;z++){this.updatePageRoot(d[z]); -var F=d[z].node.cloneNode(!1);F.removeAttribute("name");l.root=d[z].root;var C=q.encode(l);this.editor.graph.saveViewState(d[z].viewState,C,!0);C.removeAttribute("pageWidth");C.removeAttribute("pageHeight");F.appendChild(C);null!=f&&(f.eltCount+=F.getElementsByTagName("*").length,f.nodeCount+=F.getElementsByTagName("mxCell").length);g=(g<<5)-g+this.hashValue(F,function(I,G,Z,ca){return!ca||"mxGeometry"!=I.nodeName&&"mxPoint"!=I.nodeName||"x"!=G&&"y"!=G&&"width"!=G&&"height"!=G?ca&&"mxCell"==I.nodeName&& -"previous"==G?null:Z:Math.round(Z)},f)<<0}return g};EditorUi.prototype.hashValue=function(d,f,g){var l=0;if(null!=d&&"object"===typeof d&&"number"===typeof d.nodeType&&"string"===typeof d.nodeName&&"function"===typeof d.getAttribute){null!=d.nodeName&&(l^=this.hashValue(d.nodeName,f,g));if(null!=d.attributes){null!=g&&(g.attrCount+=d.attributes.length);for(var q=0;q<d.attributes.length;q++){var z=d.attributes[q].name,F=null!=f?f(d,z,d.attributes[q].value,!0):d.attributes[q].value;null!=F&&(l^=this.hashValue(z, -f,g)+this.hashValue(F,f,g))}}if(null!=d.childNodes)for(q=0;q<d.childNodes.length;q++)l=(l<<5)-l+this.hashValue(d.childNodes[q],f,g)<<0}else if(null!=d&&"function"!==typeof d){d=String(d);f=0;null!=g&&(g.byteCount+=d.length);for(q=0;q<d.length;q++)f=(f<<5)-f+d.charCodeAt(q)<<0;l^=f}return l};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(d,f,g,l,q,z,F){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage|| +this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));x=!0;if(!this.isOffline()&&null!=d.getMode()){var u="1"==urlParams.sketch?"sketch":uiTheme;if(null==u)u="default";else if("sketch"==u||"min"==u)u+=Editor.isDarkMode()?"-dark":"-light";EditorUi.logEvent({category:d.getMode().toUpperCase()+"-OPEN-FILE-"+d.getHash(),action:"size_"+d.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+u})}EditorUi.debug("File.opened",[d]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg")); +if(this.editor.editable&&this.mode==d.getMode()&&d.getMode()!=App.MODE_DEVICE&&null!=d.getMode())try{this.addRecent({id:d.getHash(),title:d.getTitle(),mode:d.getMode()})}catch(H){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+1),mxSettings.save()}catch(H){}}catch(H){this.fileLoadedError=H;if(null!=d)try{d.close()}catch(L){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=d?d.getHash():"none"),action:"message_"+H.message,label:"stack_"+ +H.stack})}catch(L){}d=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body,mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=g?this.fileLoaded(g)||z():z()});f?d():this.handleError(H,mxResources.get("errorLoadingFile"),d,!0,null,null,!0)}else z();return x};EditorUi.prototype.getHashValueForPages=function(d,f){var g=0,x=new mxGraphModel,z=new mxCodec;null!=f&&(f.byteCount=0,f.attrCount=0,f.eltCount=0,f.nodeCount=0);for(var u=0;u<d.length;u++){this.updatePageRoot(d[u]); +var H=d[u].node.cloneNode(!1);H.removeAttribute("name");x.root=d[u].root;var L=z.encode(x);this.editor.graph.saveViewState(d[u].viewState,L,!0);L.removeAttribute("pageWidth");L.removeAttribute("pageHeight");H.appendChild(L);null!=f&&(f.eltCount+=H.getElementsByTagName("*").length,f.nodeCount+=H.getElementsByTagName("mxCell").length);g=(g<<5)-g+this.hashValue(H,function(C,G,V,U){return!U||"mxGeometry"!=C.nodeName&&"mxPoint"!=C.nodeName||"x"!=G&&"y"!=G&&"width"!=G&&"height"!=G?U&&"mxCell"==C.nodeName&& +"previous"==G?null:V:Math.round(V)},f)<<0}return g};EditorUi.prototype.hashValue=function(d,f,g){var x=0;if(null!=d&&"object"===typeof d&&"number"===typeof d.nodeType&&"string"===typeof d.nodeName&&"function"===typeof d.getAttribute){null!=d.nodeName&&(x^=this.hashValue(d.nodeName,f,g));if(null!=d.attributes){null!=g&&(g.attrCount+=d.attributes.length);for(var z=0;z<d.attributes.length;z++){var u=d.attributes[z].name,H=null!=f?f(d,u,d.attributes[z].value,!0):d.attributes[z].value;null!=H&&(x^=this.hashValue(u, +f,g)+this.hashValue(H,f,g))}}if(null!=d.childNodes)for(z=0;z<d.childNodes.length;z++)x=(x<<5)-x+this.hashValue(d.childNodes[z],f,g)<<0}else if(null!=d&&"function"!==typeof d){d=String(d);f=0;null!=g&&(g.byteCount+=d.length);for(z=0;z<d.length;z++)f=(f<<5)-f+d.charCodeAt(z)<<0;x^=f}return x};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(d,f,g,x,z,u,H){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage|| mxClient.IS_CHROMEAPP};EditorUi.prototype.toggleScratchpad=function(){this.isScratchpadEnabled()&&(null==this.scratchpad?StorageFile.getFileContent(this,".scratchpad",mxUtils.bind(this,function(d){null==d&&(d=this.emptyLibraryXml);this.loadLibrary(new StorageLibrary(this,d,".scratchpad"))})):this.closeLibrary(this.scratchpad))};EditorUi.prototype.createLibraryDataFromImages=function(d){var f=mxUtils.createXmlDocument(),g=f.createElement("mxlibrary");mxUtils.setTextContent(g,JSON.stringify(d));f.appendChild(g); return mxUtils.getXml(f)};EditorUi.prototype.closeLibrary=function(d){null!=d&&(this.removeLibrarySidebar(d.getHash()),d.constructor!=LocalLibrary&&mxSettings.removeCustomLibrary(d.getHash()),".scratchpad"==d.title&&(this.scratchpad=null))};EditorUi.prototype.removeLibrarySidebar=function(d){var f=this.sidebar.palettes[d];if(null!=f){for(var g=0;g<f.length;g++)f[g].parentNode.removeChild(f[g]);delete this.sidebar.palettes[d]}};EditorUi.prototype.repositionLibrary=function(d){var f=this.sidebar.container; -if(null==d){var g=this.sidebar.palettes["L.scratchpad"];null==g&&(g=this.sidebar.palettes.search);null!=g&&(d=g[g.length-1].nextSibling)}d=null!=d?d:f.firstChild.nextSibling.nextSibling;g=f.lastChild;var l=g.previousSibling;f.insertBefore(g,d);f.insertBefore(l,g)};EditorUi.prototype.loadLibrary=function(d,f){var g=mxUtils.parseXml(d.getData());if("mxlibrary"==g.documentElement.nodeName){var l=JSON.parse(mxUtils.getTextContent(g.documentElement));this.libraryLoaded(d,l,g.documentElement.getAttribute("title"), -f)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(d){return""};EditorUi.prototype.libraryLoaded=function(d,f,g,l){if(null!=this.sidebar){d.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(d.getHash());".scratchpad"==d.title&&(this.scratchpad=d);var q=this.sidebar.palettes[d.getHash()];q=null!=q?q[q.length-1].nextSibling:null;this.removeLibrarySidebar(d.getHash());var z=null,F=mxUtils.bind(this,function(X,R){0==X.length&&d.isEditable()? -(null==z&&(z=document.createElement("div"),z.className="geDropTarget",mxUtils.write(z,mxResources.get("dragElementsHere"))),R.appendChild(z)):this.addLibraryEntries(X,R)});null!=this.sidebar&&null!=f&&this.sidebar.addEntries(f);null==g&&(g=d.getTitle(),null!=g&&/(\.xml)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf("."))));var C=this.sidebar.addPalette(d.getHash(),g,null!=l?l:!0,mxUtils.bind(this,function(X){F(f,X)}));this.repositionLibrary(q);var I=C.parentNode.previousSibling;l=I.getAttribute("title"); -null!=l&&0<l.length&&".scratchpad"!=d.title&&I.setAttribute("title",this.getLibraryStorageHint(d)+"\n"+l);var G=document.createElement("div");G.style.position="absolute";G.style.right="0px";G.style.top="0px";G.style.padding="8px";G.style.backgroundColor="inherit";I.style.position="relative";var Z=document.createElement("img");Z.setAttribute("src",Editor.crossImage);Z.setAttribute("title",mxResources.get("close"));Z.setAttribute("valign","absmiddle");Z.setAttribute("border","0");Z.style.position="relative"; -Z.style.top="2px";Z.style.width="14px";Z.style.cursor="pointer";Z.style.margin="0 3px";Editor.isDarkMode()&&(Z.style.filter="invert(100%)");var ca=null;if(".scratchpad"!=d.title||this.closableScratchpad)G.appendChild(Z),mxEvent.addListener(Z,"click",mxUtils.bind(this,function(X){if(!mxEvent.isConsumed(X)){var R=mxUtils.bind(this,function(){this.closeLibrary(d)});null!=ca?this.confirm(mxResources.get("allChangesLost"),null,R,mxResources.get("cancel"),mxResources.get("discardChanges")):R();mxEvent.consume(X)}})); -if(d.isEditable()){var ba=this.editor.graph,Y=null,O=mxUtils.bind(this,function(X){this.showLibraryDialog(d.getTitle(),C,f,d,d.getMode());mxEvent.consume(X)}),la=mxUtils.bind(this,function(X){d.setModified(!0);d.isAutosave()?(null!=Y&&null!=Y.parentNode&&Y.parentNode.removeChild(Y),Y=Z.cloneNode(!1),Y.setAttribute("src",Editor.spinImage),Y.setAttribute("title",mxResources.get("saving")),Y.style.cursor="default",Y.style.marginRight="2px",Y.style.marginTop="-2px",G.insertBefore(Y,G.firstChild),I.style.paddingRight= -18*G.childNodes.length+"px",this.saveLibrary(d.getTitle(),f,d,d.getMode(),!0,!0,function(){null!=Y&&null!=Y.parentNode&&(Y.parentNode.removeChild(Y),I.style.paddingRight=18*G.childNodes.length+"px")})):null==ca&&(ca=Z.cloneNode(!1),ca.setAttribute("src",Editor.saveImage),ca.setAttribute("title",mxResources.get("save")),G.insertBefore(ca,G.firstChild),mxEvent.addListener(ca,"click",mxUtils.bind(this,function(R){this.saveLibrary(d.getTitle(),f,d,d.getMode(),d.constructor==LocalLibrary,!0,function(){null== -ca||d.isModified()||(I.style.paddingRight=18*G.childNodes.length+"px",ca.parentNode.removeChild(ca),ca=null)});mxEvent.consume(R)})),I.style.paddingRight=18*G.childNodes.length+"px")}),aa=mxUtils.bind(this,function(X,R,sa,M){X=ba.cloneCells(mxUtils.sortCells(ba.model.getTopmostCells(X)));for(var ka=0;ka<X.length;ka++){var L=ba.getCellGeometry(X[ka]);null!=L&&L.translate(-R.x,-R.y)}C.appendChild(this.sidebar.createVertexTemplateFromCells(X,R.width,R.height,M||"",!0,null,!1));X={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(X))), -w:R.width,h:R.height};null!=M&&(X.title=M);f.push(X);la(sa);null!=z&&null!=z.parentNode&&0<f.length&&(z.parentNode.removeChild(z),z=null)}),ia=mxUtils.bind(this,function(X){if(ba.isSelectionEmpty())ba.getRubberband().isActive()?(ba.getRubberband().execute(X),ba.getRubberband().reset()):this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var R=ba.getSelectionCells(),sa=ba.view.getBounds(R),M=ba.view.scale;sa.x/=M;sa.y/=M;sa.width/=M;sa.height/=M; -sa.x-=ba.view.translate.x;sa.y-=ba.view.translate.y;aa(R,sa)}mxEvent.consume(X)});mxEvent.addGestureListeners(C,function(){},mxUtils.bind(this,function(X){ba.isMouseDown&&null!=ba.panningManager&&null!=ba.graphHandler.first&&(ba.graphHandler.suspend(),null!=ba.graphHandler.hint&&(ba.graphHandler.hint.style.visibility="hidden"),C.style.backgroundColor="#f1f3f4",C.style.cursor="copy",ba.panningManager.stop(),ba.autoScroll=!1,mxEvent.consume(X))}),mxUtils.bind(this,function(X){ba.isMouseDown&&null!= -ba.panningManager&&null!=ba.graphHandler&&(C.style.backgroundColor="",C.style.cursor="default",this.sidebar.showTooltips=!0,ba.panningManager.stop(),ba.graphHandler.reset(),ba.isMouseDown=!1,ba.autoScroll=!0,ia(X),mxEvent.consume(X))}));mxEvent.addListener(C,"mouseleave",mxUtils.bind(this,function(X){ba.isMouseDown&&null!=ba.graphHandler.first&&(ba.graphHandler.resume(),null!=ba.graphHandler.hint&&(ba.graphHandler.hint.style.visibility="visible"),C.style.backgroundColor="",C.style.cursor="",ba.autoScroll= -!0)}));Graph.fileSupport&&(mxEvent.addListener(C,"dragover",mxUtils.bind(this,function(X){C.style.backgroundColor="#f1f3f4";X.dataTransfer.dropEffect="copy";C.style.cursor="copy";this.sidebar.hideTooltip();X.stopPropagation();X.preventDefault()})),mxEvent.addListener(C,"drop",mxUtils.bind(this,function(X){C.style.cursor="";C.style.backgroundColor="";0<X.dataTransfer.files.length&&this.importFiles(X.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(R,sa,M,ka,L,S,ja,ma,u){if(null!= -R&&"image/"==sa.substring(0,6))R="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+this.convertDataUri(R),R=[new mxCell("",new mxGeometry(0,0,L,S),R)],R[0].vertex=!0,aa(R,new mxRectangle(0,0,L,S),X,mxEvent.isAltDown(X)?null:ja.substring(0,ja.lastIndexOf(".")).replace(/_/g," ")),null!=z&&null!=z.parentNode&&0<f.length&&(z.parentNode.removeChild(z),z=null);else{var H=!1,P=mxUtils.bind(this,function(V,Q){null!=V&&"application/pdf"==Q&&(Q=Editor.extractGraphModelFromPdf(V), -null!=Q&&0<Q.length&&(V=Q));if(null!=V)if(V=mxUtils.parseXml(V),"mxlibrary"==V.documentElement.nodeName)try{var da=JSON.parse(mxUtils.getTextContent(V.documentElement));F(da,C);f=f.concat(da);la(X);this.spinner.stop();H=!0}catch(ua){}else if("mxfile"==V.documentElement.nodeName)try{var ea=V.documentElement.getElementsByTagName("diagram");for(da=0;da<ea.length;da++){var fa=this.stringToCells(Editor.getDiagramNodeXml(ea[da])),pa=this.editor.graph.getBoundingBoxFromGeometry(fa);aa(fa,new mxRectangle(0, -0,pa.width,pa.height),X)}H=!0}catch(ua){null!=window.console&&console.log("error in drop handler:",ua)}H||(this.spinner.stop(),this.handleError({message:mxResources.get("errorLoadingFile")}));null!=z&&null!=z.parentNode&&0<f.length&&(z.parentNode.removeChild(z),z=null)});null!=u&&null!=ja&&(/(\.v(dx|sdx?))($|\?)/i.test(ja)||/(\.vs(x|sx?))($|\?)/i.test(ja))?this.importVisio(u,function(V){P(V,"text/xml")},null,ja):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(R,ja)&&null!=u?this.isExternalDataComms()? -this.parseFile(u,mxUtils.bind(this,function(V){4==V.readyState&&(this.spinner.stop(),200<=V.status&&299>=V.status?P(V.responseText,"text/xml"):this.handleError({message:mxResources.get(413==V.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):P(R,sa)}}));X.stopPropagation();X.preventDefault()})),mxEvent.addListener(C,"dragleave",function(X){C.style.cursor="";C.style.backgroundColor= -"";X.stopPropagation();X.preventDefault()}));Z=Z.cloneNode(!1);Z.setAttribute("src",Editor.editImage);Z.setAttribute("title",mxResources.get("edit"));G.insertBefore(Z,G.firstChild);mxEvent.addListener(Z,"click",O);mxEvent.addListener(C,"dblclick",function(X){mxEvent.getSource(X)==C&&O(X)});l=Z.cloneNode(!1);l.setAttribute("src",Editor.plusImage);l.setAttribute("title",mxResources.get("add"));G.insertBefore(l,G.firstChild);mxEvent.addListener(l,"click",ia);this.isOffline()||".scratchpad"!=d.title|| -null==EditorUi.scratchpadHelpLink||(l=document.createElement("span"),l.setAttribute("title",mxResources.get("help")),l.style.cssText="color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(l,"?"),mxEvent.addGestureListeners(l,mxUtils.bind(this,function(X){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(X)})),G.insertBefore(l,G.firstChild))}I.appendChild(G);I.style.paddingRight=18*G.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(d,f){for(var g= -0;g<d.length;g++){var l=d[g],q=l.data;if(null!=q){q=this.convertDataUri(q);var z="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;";"fixed"==l.aspect&&(z+="aspect=fixed;");f.appendChild(this.sidebar.createVertexTemplate(z+"image="+q,l.w,l.h,"",l.title||"",!1,null,!0))}else null!=l.xml&&(q=this.stringToCells(Graph.decompress(l.xml)),0<q.length&&f.appendChild(this.sidebar.createVertexTemplateFromCells(q,l.w,l.h,l.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(d){return null!= -d?d[mxLanguage]||d.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight=64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet",STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground="rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight= -41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor=Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName="darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor="#505759",BaseFormatPanel.prototype.buttonBackgroundColor= -Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR="#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource="https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!==typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)), -Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none",rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open",startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid,Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders= -new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(d,f,g,l,q,z,F){d=new ImageDialog(this,d,f,g,l,q,z,F);this.showDialog(d.container,Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);d.init()};EditorUi.prototype.showBackgroundImageDialog=function(d,f){d=null!=d?d:mxUtils.bind(this,function(g,l){l||(g=new ChangePageSetup(this,null,g),g.ignoreColor=!0,this.editor.graph.model.execute(g))});d=new BackgroundImageDialog(this,d,f);this.showDialog(d.container, -400,200,!0,!0);d.init()};EditorUi.prototype.showLibraryDialog=function(d,f,g,l,q){d=new LibraryDialog(this,d,f,g,l,q);this.showDialog(d.container,640,440,!0,!1,mxUtils.bind(this,function(z){z&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));d.init()};var k=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(d){var f=k.apply(this,arguments);this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(g){this.editor.graph.isSelectionEmpty()&& -f.refresh()}));return f};EditorUi.prototype.createSidebarFooterContainer=function(){var d=this.createDiv("geSidebarContainer geSidebarFooter");d.style.position="absolute";d.style.overflow="hidden";var f=document.createElement("a");f.className="geTitle";f.style.color="#DF6C0C";f.style.fontWeight="bold";f.style.height="100%";f.style.paddingTop="9px";f.innerHTML="<span>+</span>";var g=f.getElementsByTagName("span")[0];g.style.fontSize="18px";g.style.marginRight="5px";mxUtils.write(f,mxResources.get("moreShapes")+ -"...");mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(l){l.preventDefault()}));mxEvent.addListener(f,"click",mxUtils.bind(this,function(l){this.actions.get("shapes").funct();mxEvent.consume(l)}));d.appendChild(f);return d};EditorUi.prototype.handleError=function(d,f,g,l,q,z,F){var C=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},I=null!=d&&null!=d.error?d.error:d;if(null!=d&&("1"==urlParams.test||null!=d.stack)&&null!= -d.message)try{F?null!=window.console&&console.error("EditorUi.handleError:",d):EditorUi.logError("Caught: "+(""==d.message&&null!=d.name)?d.name:d.message,d.filename,d.lineNumber,d.columnNumber,d,"INFO")}catch(Y){}if(null!=I||null!=f){F=mxUtils.htmlEntities(mxResources.get("unknownError"));var G=mxResources.get("ok"),Z=null;f=null!=f?f:mxResources.get("error");if(null!=I){null!=I.retry&&(G=mxResources.get("cancel"),Z=function(){C();I.retry()});if(404==I.code||404==I.status||403==I.code){F=403==I.code? -null!=I.message?mxUtils.htmlEntities(I.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=q?q:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+(null!=this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var ca=null!=q?null:null!=z?z:window.location.hash;if(null!=ca&&("#G"==ca.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"==ca.substring(0,45))&&(null!=d&&null!=d.error&&(null!=d.error.errors&&0<d.error.errors.length&& -"fileAccess"==d.error.errors[0].reason||null!=d.error.data&&0<d.error.data.length&&"fileAccess"==d.error.data[0].reason)||404==I.code||404==I.status)){ca="#U"==ca.substring(0,2)?ca.substring(45,ca.lastIndexOf("%26ex")):ca.substring(2);this.showError(f,F,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+ca);this.handleError(d,f,g,l,q)}),Z,mxResources.get("changeUser"),mxUtils.bind(this,function(){function Y(){ia.innerText= -"";for(var X=0;X<O.length;X++){var R=document.createElement("option");mxUtils.write(R,O[X].displayName);R.value=X;ia.appendChild(R);R=document.createElement("option");R.innerHTML=" ";mxUtils.write(R,"<"+O[X].email+">");R.setAttribute("disabled","disabled");ia.appendChild(R)}R=document.createElement("option");mxUtils.write(R,mxResources.get("addAccount"));R.value=O.length;ia.appendChild(R)}var O=this.drive.getUsersList(),la=document.createElement("div"),aa=document.createElement("span"); -aa.style.marginTop="6px";mxUtils.write(aa,mxResources.get("changeUser")+": ");la.appendChild(aa);var ia=document.createElement("select");ia.style.width="200px";Y();mxEvent.addListener(ia,"change",mxUtils.bind(this,function(){var X=ia.value,R=O.length!=X;R&&this.drive.setUser(O[X]);this.drive.authorize(R,mxUtils.bind(this,function(){R||(O=this.drive.getUsersList(),Y())}),mxUtils.bind(this,function(sa){this.handleError(sa)}),!0)}));la.appendChild(ia);la=new CustomDialog(this,la,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1), -!0)}));this.showDialog(la.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!=g&&g()}),480,150);return}}null!=I.message?F=""==I.message&&null!=I.name?mxUtils.htmlEntities(I.name):mxUtils.htmlEntities(I.message):null!=I.response&&null!=I.response.error?F=mxUtils.htmlEntities(I.response.error):"undefined"!==typeof window.App&&(I.code==App.ERROR_TIMEOUT?F=mxUtils.htmlEntities(mxResources.get("timeout")):I.code==App.ERROR_BUSY?F=mxUtils.htmlEntities(mxResources.get("busy")): -"string"===typeof I&&0<I.length&&(F=mxUtils.htmlEntities(I)))}var ba=z=null;null!=I&&null!=I.helpLink?(z=mxResources.get("help"),ba=mxUtils.bind(this,function(){return this.editor.graph.openLink(I.helpLink)})):null!=I&&null!=I.ownerEmail&&(z=mxResources.get("contactOwner"),F+=mxUtils.htmlEntities(" ("+z+": "+I.ownerEmail+")"),ba=mxUtils.bind(this,function(){return this.openLink("mailto:"+mxUtils.htmlEntities(I.ownerEmail))}));this.showError(f,F,G,g,Z,null,null,z,ba,null,null,null,l?g:null)}else null!= -g&&g()};EditorUi.prototype.alert=function(d,f,g){d=new ErrorDialog(this,null,d,mxResources.get("ok"),f);this.showDialog(d.container,g||340,100,!0,!1);d.init()};EditorUi.prototype.confirm=function(d,f,g,l,q,z){var F=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},C=Math.min(200,28*Math.ceil(d.length/50));d=new ConfirmDialog(this,d,function(){F();null!=f&&f()},function(){F();null!=g&&g()},l,q,null,null,null,null,C);this.showDialog(d.container,340,46+C,!0,z);d.init()}; -EditorUi.prototype.showBanner=function(d,f,g,l){var q=!1;if(!(this.bannerShowing||this["hideBanner"+d]||isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings["close"+d])){var z=document.createElement("div");z.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(z.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(z.style, -"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(z.style,"transition","all 1s ease");z.className="geBtn gePrimaryBtn";q=document.createElement("img");q.setAttribute("src",IMAGE_PATH+"/logo.png");q.setAttribute("border","0");q.setAttribute("align","absmiddle");q.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";z.appendChild(q);q=document.createElement("img");q.setAttribute("src",Dialog.prototype.closeImage);q.setAttribute("title",mxResources.get(l? -"doNotShowAgain":"close"));q.setAttribute("border","0");q.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";z.appendChild(q);mxUtils.write(z,f);document.body.appendChild(z);this.bannerShowing=!0;f=document.createElement("div");f.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var F=document.createElement("input");F.setAttribute("type","checkbox");F.setAttribute("id","geDoNotShowAgainCheckbox");F.style.marginRight="6px"; -if(!l){f.appendChild(F);var C=document.createElement("label");C.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(C,mxResources.get("doNotShowAgain"));f.appendChild(C);z.style.paddingBottom="30px";z.appendChild(f)}var I=mxUtils.bind(this,function(){null!=z.parentNode&&(z.parentNode.removeChild(z),this.bannerShowing=!1,F.checked||l)&&(this["hideBanner"+d]=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings["close"+d]=Date.now(),mxSettings.save()))});mxEvent.addListener(q, -"click",mxUtils.bind(this,function(Z){mxEvent.consume(Z);I()}));var G=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(z.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){I()}),1E3)});mxEvent.addListener(z,"click",mxUtils.bind(this,function(Z){var ca=mxEvent.getSource(Z);ca!=F&&ca!=C?(null!=g&&g(),I(),mxEvent.consume(Z)):G()}));window.setTimeout(mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(z.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(G, -3E4);q=!0}return q};EditorUi.prototype.setCurrentFile=function(d){null!=d&&(d.opened=new Date);this.currentFile=d};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas=function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(d,f,g,l){d=d.toDataURL("image/"+g);if(null!=d&&6<d.length)null!=f&&(d=Editor.writeGraphModelToPng(d,"tEXt","mxfile",encodeURIComponent(f))),0<l&&(d=Editor.writeGraphModelToPng(d,"pHYs", -"dpi",l));else throw{message:mxResources.get("unknownError")};return d};EditorUi.prototype.saveCanvas=function(d,f,g,l,q){var z="jpeg"==g?"jpg":g;l=this.getBaseFilename(l)+(null!=f?".drawio":"")+"."+z;d=this.createImageDataUri(d,f,g,q);this.saveData(l,z,d.substring(d.lastIndexOf(",")+1),"image/"+g,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&&"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&& -7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(d,f){d=new TextareaDialog(this,d,f,null,null,mxResources.get("close"));this.showDialog(d.container,620,460,!0,!0,null,null,null,null,!0);d.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(d,f,g,l,q,z){"text/xml"!=g||/(\.drawio)$/i.test(f)||/(\.xml)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.html)$/i.test(f)||(f=f+"."+(null!=z?z:"drawio"));if(window.Blob&& -navigator.msSaveOrOpenBlob)d=l?this.base64ToBlob(d,g):new Blob([d],{type:g}),navigator.msSaveOrOpenBlob(d,f);else if(mxClient.IS_IE)g=window.open("about:blank","_blank"),null==g?mxUtils.popup(d,!0):(g.document.write(d),g.document.close(),g.document.execCommand("SaveAs",!0,f),g.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==g||"image/"!=g.substring(0,6)?this.showTextDialog(f+":",d):this.openInNewWindow(d,g,l);else{var F=document.createElement("a");z=(null==navigator.userAgent|| -0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof F.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var C=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);z=65==(C?parseInt(C[2],10):!1)?!1:z}if(z||this.isOffline()){F.href=URL.createObjectURL(l?this.base64ToBlob(d,g):new Blob([d],{type:g}));z?F.download=f:F.setAttribute("target","_blank");document.body.appendChild(F);try{window.setTimeout(function(){URL.revokeObjectURL(F.href)},2E4),F.click(),F.parentNode.removeChild(F)}catch(I){}}else this.createEchoRequest(d, -f,g,l,q).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(d,f,g,l,q,z){d="xml="+encodeURIComponent(d);return new mxXmlRequest(SAVE_URL,d+(null!=g?"&mime="+g:"")+(null!=q?"&format="+q:"")+(null!=z?"&base64="+z:"")+(null!=f?"&filename="+encodeURIComponent(f):"")+(l?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(d,f){f=f||"";d=atob(d);for(var g=d.length,l=Math.ceil(g/1024),q=Array(l),z=0;z<l;++z){for(var F=1024*z,C=Math.min(F+1024,g),I=Array(C-F),G=0;F<C;++G,++F)I[G]= -d[F].charCodeAt(0);q[z]=new Uint8Array(I)}return new Blob(q,{type:f})};EditorUi.prototype.saveLocalFile=function(d,f,g,l,q,z,F,C){z=null!=z?z:!1;F=null!=F?F:"vsdx"!=q&&(!mxClient.IS_IOS||!navigator.standalone);q=this.getServiceCount(z);isLocalStorage&&q++;var I=4>=q?2:6<q?4:3;f=new CreateDialog(this,f,mxUtils.bind(this,function(G,Z){try{if("_blank"==Z)if(null!=g&&"image/"==g.substring(0,6))this.openInNewWindow(d,g,l);else if(null!=g&&"text/html"==g.substring(0,9)){var ca=new EmbedDialog(this,d);this.showDialog(ca.container, -450,240,!0,!0);ca.init()}else{var ba=window.open("about:blank");null==ba?mxUtils.popup(d,!0):(ba.document.write("<pre>"+mxUtils.htmlEntities(d,!1)+"</pre>"),ba.document.close())}else Z==App.MODE_DEVICE||"download"==Z?this.doSaveLocalFile(d,G,g,l,null,C):null!=G&&0<G.length&&this.pickFolder(Z,mxUtils.bind(this,function(Y){try{this.exportFile(d,G,g,l,Z,Y)}catch(O){this.handleError(O)}}))}catch(Y){this.handleError(Y)}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"), -!1,z,F,null,1<q,I,d,g,l);z=this.isServices(q)?q>I?390:280:160;this.showDialog(f.container,420,z,!0,!0);f.init()};EditorUi.prototype.openInNewWindow=function(d,f,g){var l=window.open("about:blank");null==l||null==l.document?mxUtils.popup(d,!0):("image/svg+xml"!=f||mxClient.IS_SVG?"image/svg+xml"!=f||this.editor.graph.mathEnabled?(d=g?d:btoa(unescape(encodeURIComponent(d))),l.document.write('<html><img style="max-width:100%;" src="data:'+f+";base64,"+d+'"/></html>')):l.document.write("<html>"+d+"</html>"): -l.document.write("<html><pre>"+mxUtils.htmlEntities(d,!1)+"</pre></html>"),l.document.close())};var n=EditorUi.prototype.addChromelessToolbarItems;EditorUi.prototype.isChromelessImageExportEnabled=function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(d){if(null!=urlParams.tags){this.tagsDialog=this.tagsComponent=null;var f=d(mxUtils.bind(this,function(l){null== -this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}),!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position="",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding="4px",this.tagsComponent.div.style.overflow= -"auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily=Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor="#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div,80)));if(null!= -this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div;mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var q=f.getBoundingClientRect();this.tagsDialog.style.left=q.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+ -4+"px";q=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=q.zIndex;document.body.appendChild(this.tagsDialog);this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(l)}),Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var l=this.editor.graph.getAllTags();f.style.display=0<l.length?"":"none"}))}n.apply(this,arguments);this.editor.addListener("tagsDialogShown", -mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&& -(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container,"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var g=d(mxUtils.bind(this, -function(l){var q=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",q);null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)q.apply(this);else{this.exportDialog=document.createElement("div");var z=g.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center"; -this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width="50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color="#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=z.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";z=mxUtils.getCurrentStyle(this.editor.graph.container); -this.exportDialog.style.zIndex=z.zIndex;var F=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});F.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this,function(C){F.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var I=this.createImageDataUri(C,null,"png");C=document.createElement("img");C.style.maxWidth="140px";C.style.maxHeight= -"140px";C.style.cursor="pointer";C.style.backgroundColor="white";C.setAttribute("title",mxResources.get("openInNewWindow"));C.setAttribute("border","0");C.setAttribute("src",I);this.exportDialog.appendChild(C);mxEvent.addListener(C,"click",mxUtils.bind(this,function(){this.openInNewWindow(I.substring(I.indexOf(",")+1),"image/png",!0);q.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(C){this.spinner.stop();this.handleError(C)}),null,null,null,null,null,null,null, -Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",q);document.body.appendChild(this.exportDialog)}mxEvent.consume(l)}),Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(d,f,g,l,q){this.isLocalFileSave()?this.saveLocalFile(g,d,l,q,f):this.saveRequest(d,f,mxUtils.bind(this,function(z,F){return this.createEchoRequest(g,z,l,q,f,F)}),g,q,l)};EditorUi.prototype.saveRequest=function(d,f,g,l,q,z,F){F=null!=F?F:!mxClient.IS_IOS||!navigator.standalone; -var C=this.getServiceCount(!1);isLocalStorage&&C++;var I=4>=C?2:6<C?4:3;d=new CreateDialog(this,d,mxUtils.bind(this,function(G,Z){if("_blank"==Z||null!=G&&0<G.length){var ca=g("_blank"==Z?null:G,Z==App.MODE_DEVICE||"download"==Z||null==Z||"_blank"==Z?"0":"1");null!=ca&&(Z==App.MODE_DEVICE||"download"==Z||"_blank"==Z?ca.simulate(document,"_blank"):this.pickFolder(Z,mxUtils.bind(this,function(ba){z=null!=z?z:"pdf"==f?"application/pdf":"image/"+f;if(null!=l)try{this.exportFile(l,G,z,!0,Z,ba)}catch(Y){this.handleError(Y)}else this.spinner.spin(document.body, -mxResources.get("saving"))&&ca.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<=ca.getStatus()&&299>=ca.getStatus())try{this.exportFile(ca.getText(),G,z,!0,Z,ba)}catch(Y){this.handleError(Y)}else this.handleError({message:mxResources.get("errorSavingFile")})}),function(Y){this.spinner.stop();this.handleError(Y)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,F,null,1<C,I,l,z,q);C=this.isServices(C)?4<C?390:280:160; -this.showDialog(d.container,420,C,!0,!0);d.init()};EditorUi.prototype.isServices=function(d){return 1!=d};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(d,f,g,l,q,z){};EditorUi.prototype.pickFolder=function(d,f,g){f(null)};EditorUi.prototype.exportSvg=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba,Y){if(this.spinner.spin(document.body,mxResources.get("export")))try{var O=this.editor.graph.isSelectionEmpty();g=null!=g?g:O;var la=f?null:this.editor.graph.background; -la==mxConstants.NONE&&(la=null);null==la&&0==f&&(la=Z?this.editor.graph.defaultPageBackgroundColor:"#ffffff");var aa=this.editor.graph.getSvg(la,d,F,C,null,g,null,null,"blank"==G?"_blank":"self"==G?"_top":null,null,!ba,Z,ca);l&&this.editor.graph.addSvgShadow(aa);var ia=this.getBaseFilename()+(q?".drawio":"")+".svg";Y=null!=Y?Y:mxUtils.bind(this,function(sa){this.isLocalFileSave()||sa.length<=MAX_REQUEST_SIZE?this.saveData(ia,"svg",sa,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")}, -mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(sa)}))});var X=mxUtils.bind(this,function(sa){this.spinner.stop();q&&sa.setAttribute("content",this.getFileData(!0,null,null,null,g,I,null,null,null,!1));Y(Graph.xmlDeclaration+"\n"+(q?Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(sa))});this.editor.graph.mathEnabled&&this.editor.addMathCss(aa);var R=mxUtils.bind(this,function(sa){z?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(sa, -X,this.thumbImageCache)):X(sa)});ba?this.embedFonts(aa,R):(this.editor.addFontCss(aa),R(aa))}catch(sa){this.handleError(sa)}};EditorUi.prototype.addRadiobox=function(d,f,g,l,q,z,F){return this.addCheckbox(d,g,l,q,z,F,!0,f)};EditorUi.prototype.addCheckbox=function(d,f,g,l,q,z,F,C){z=null!=z?z:!0;var I=document.createElement("input");I.style.marginRight="8px";I.style.marginTop="16px";I.setAttribute("type",F?"radio":"checkbox");F="geCheckbox-"+Editor.guid();I.id=F;null!=C&&I.setAttribute("name",C);g&& -(I.setAttribute("checked","checked"),I.defaultChecked=!0);l&&I.setAttribute("disabled","disabled");z&&(d.appendChild(I),g=document.createElement("label"),mxUtils.write(g,f),g.setAttribute("for",F),d.appendChild(g),q||mxUtils.br(d));return I};EditorUi.prototype.addEditButton=function(d,f){var g=this.addCheckbox(d,mxResources.get("edit")+":",!0,null,!0);g.style.marginLeft="24px";var l=this.getCurrentFile(),q="";null!=l&&l.getMode()!=App.MODE_DEVICE&&l.getMode()!=App.MODE_BROWSER&&(q=window.location.href); -var z=document.createElement("select");z.style.maxWidth="200px";z.style.width="auto";z.style.marginLeft="8px";z.style.marginRight="10px";z.className="geBtn";l=document.createElement("option");l.setAttribute("value","blank");mxUtils.write(l,mxResources.get("makeCopy"));z.appendChild(l);l=document.createElement("option");l.setAttribute("value","custom");mxUtils.write(l,mxResources.get("custom")+"...");z.appendChild(l);d.appendChild(z);mxEvent.addListener(z,"change",mxUtils.bind(this,function(){if("custom"== -z.value){var F=new FilenameDialog(this,q,mxResources.get("ok"),function(C){null!=C?q=C:z.value="blank"},mxResources.get("url"),null,null,null,null,function(){z.value="blank"});this.showDialog(F.container,300,80,!0,!1);F.init()}}));mxEvent.addListener(g,"change",mxUtils.bind(this,function(){g.checked&&(null==f||f.checked)?z.removeAttribute("disabled"):z.setAttribute("disabled","disabled")}));mxUtils.br(d);return{getLink:function(){return g.checked?"blank"===z.value?"_blank":q:null},getEditInput:function(){return g}, -getEditSelect:function(){return z}}};EditorUi.prototype.addLinkSection=function(d,f){function g(){var C=document.createElement("div");C.style.width="100%";C.style.height="100%";C.style.boxSizing="border-box";null!=z&&z!=mxConstants.NONE?(C.style.border="1px solid black",C.style.backgroundColor=z):(C.style.backgroundPosition="center center",C.style.backgroundRepeat="no-repeat",C.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");F.innerText="";F.appendChild(C)}mxUtils.write(d,mxResources.get("links")+ -":");var l=document.createElement("select");l.style.width="100px";l.style.padding="0px";l.style.marginLeft="8px";l.style.marginRight="10px";l.className="geBtn";var q=document.createElement("option");q.setAttribute("value","auto");mxUtils.write(q,mxResources.get("automatic"));l.appendChild(q);q=document.createElement("option");q.setAttribute("value","blank");mxUtils.write(q,mxResources.get("openInNewWindow"));l.appendChild(q);q=document.createElement("option");q.setAttribute("value","self");mxUtils.write(q, -mxResources.get("openInThisWindow"));l.appendChild(q);f&&(f=document.createElement("option"),f.setAttribute("value","frame"),mxUtils.write(f,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),l.appendChild(f));d.appendChild(l);mxUtils.write(d,mxResources.get("borderColor")+":");var z="#0000ff",F=null;F=mxUtils.button("",mxUtils.bind(this,function(C){this.pickColor(z||"none",function(I){z=I;g()});mxEvent.consume(C)}));g();F.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px"; -F.style.marginLeft="4px";F.style.height="22px";F.style.width="22px";F.style.position="relative";F.style.top=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_EDGE?"6px":"1px";F.className="geColorBtn";d.appendChild(F);mxUtils.br(d);return{getColor:function(){return z},getTarget:function(){return l.value},focus:function(){l.focus()}}};EditorUi.prototype.createUrlParameters=function(d,f,g,l,q,z,F){F=null!=F?F:[];l&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||F.push("lightbox=1"), -"auto"!=d&&F.push("target="+d),null!=f&&f!=mxConstants.NONE&&F.push("highlight="+("#"==f.charAt(0)?f.substring(1):f)),null!=q&&0<q.length&&F.push("edit="+encodeURIComponent(q)),z&&F.push("layers=1"),this.editor.graph.foldingEnabled&&F.push("nav=1"));g&&null!=this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&F.push("page-id="+this.currentPage.getId());return F};EditorUi.prototype.createLink=function(d,f,g,l,q,z,F,C,I,G){I=this.createUrlParameters(d,f,g,l,q,z,I);d=this.getCurrentFile(); -f=!0;null!=F?g="#U"+encodeURIComponent(F):(d=this.getCurrentFile(),C||null==d||d.constructor!=window.DriveFile?g="#R"+encodeURIComponent(g?this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))):(g="#"+d.getHash(),f=!1));f&&null!=d&&null!=d.getTitle()&&d.getTitle()!=this.defaultFilename&&I.push("title="+encodeURIComponent(d.getTitle()));G&&1<g.length&&(I.push("open="+g.substring(1)),g="");return(l&&"1"!=urlParams.dev?EditorUi.lightboxHost: -mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+"/"+(0<I.length?"?"+I.join("&"):"")+g};EditorUi.prototype.createHtml=function(d,f,g,l,q,z,F,C,I,G,Z,ca){this.getBasenames();var ba={};""!=q&&q!=mxConstants.NONE&&(ba.highlight=q);"auto"!==l&&(ba.target=l);G||(ba.lightbox=!1);ba.nav=this.editor.graph.foldingEnabled;g=parseInt(g);isNaN(g)||100==g||(ba.zoom=g/100);g=[];F&&(g.push("pages"),ba.resize=!0,null!= -this.pages&&null!=this.currentPage&&(ba.page=mxUtils.indexOf(this.pages,this.currentPage)));f&&(g.push("zoom"),ba.resize=!0);C&&g.push("layers");I&&g.push("tags");0<g.length&&(G&&g.push("lightbox"),ba.toolbar=g.join(" "));null!=Z&&0<Z.length&&(ba.edit=Z);null!=d?ba.url=d:ba.xml=this.getFileData(!0,null,null,null,null,!F);f='<div class="mxgraph" style="'+(z?"max-width:100%;":"")+(""!=g?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(ba))+'"></div>';d=null!= -d?"&fetch="+encodeURIComponent(d):"";ca(f,'<script type="text/javascript" src="'+(0<d.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+"/embed2.js?")+d:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL:EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(d,f,g,l){var q=document.createElement("div");q.style.whiteSpace="nowrap";var z=document.createElement("h3"); -mxUtils.write(z,mxResources.get("html"));z.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";q.appendChild(z);var F=document.createElement("div");F.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var C=document.createElement("input");C.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";C.setAttribute("value","url");C.setAttribute("type","radio");C.setAttribute("name","type-embedhtmldialog");z=C.cloneNode(!0);z.setAttribute("value", -"copy");F.appendChild(z);var I=document.createElement("span");mxUtils.write(I,mxResources.get("includeCopyOfMyDiagram"));F.appendChild(I);mxUtils.br(F);F.appendChild(C);I=document.createElement("span");mxUtils.write(I,mxResources.get("publicDiagramUrl"));F.appendChild(I);var G=this.getCurrentFile();null==g&&null!=G&&G.constructor==window.DriveFile&&(I=document.createElement("a"),I.style.paddingLeft="12px",I.style.color="gray",I.style.cursor="pointer",mxUtils.write(I,mxResources.get("share")),F.appendChild(I), -mxEvent.addListener(I,"click",mxUtils.bind(this,function(){this.hideDialog();this.drive.showPermissions(G.getId())})));z.setAttribute("checked","checked");null==g&&C.setAttribute("disabled","disabled");q.appendChild(F);var Z=this.addLinkSection(q),ca=this.addCheckbox(q,mxResources.get("zoom"),!0,null,!0);mxUtils.write(q,":");var ba=document.createElement("input");ba.setAttribute("type","text");ba.style.marginRight="16px";ba.style.width="60px";ba.style.marginLeft="4px";ba.style.marginRight="12px"; -ba.value="100%";q.appendChild(ba);var Y=this.addCheckbox(q,mxResources.get("fit"),!0);F=null!=this.pages&&1<this.pages.length;var O=O=this.addCheckbox(q,mxResources.get("allPages"),F,!F),la=this.addCheckbox(q,mxResources.get("layers"),!0),aa=this.addCheckbox(q,mxResources.get("tags"),!0),ia=this.addCheckbox(q,mxResources.get("lightbox"),!0),X=null;F=380;if(EditorUi.enableHtmlEditOption){X=this.addEditButton(q,ia);var R=X.getEditInput();R.style.marginBottom="16px";F+=50;mxEvent.addListener(ia,"change", -function(){ia.checked?R.removeAttribute("disabled"):R.setAttribute("disabled","disabled");R.checked&&ia.checked?X.getEditSelect().removeAttribute("disabled"):X.getEditSelect().setAttribute("disabled","disabled")})}d=new CustomDialog(this,q,mxUtils.bind(this,function(){l(C.checked?g:null,ca.checked,ba.value,Z.getTarget(),Z.getColor(),Y.checked,O.checked,la.checked,aa.checked,ia.checked,null!=X?X.getLink():null)}),null,d,f);this.showDialog(d.container,340,F,!0,!0);z.focus()};EditorUi.prototype.showPublishLinkDialog= -function(d,f,g,l,q,z,F,C){var I=document.createElement("div");I.style.whiteSpace="nowrap";var G=document.createElement("h3");mxUtils.write(G,d||mxResources.get("link"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";I.appendChild(G);var Z=this.getCurrentFile();d=0;if(null==Z||Z.constructor!=window.DriveFile||f)F=null!=F?F:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{d=80;F=null!=F?F:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram"; -G=document.createElement("div");G.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;";var ca=document.createElement("div");ca.style.whiteSpace="normal";mxUtils.write(ca,mxResources.get("linkAccountRequired"));G.appendChild(ca);ca=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(Z.getId())}));ca.style.marginTop="12px";ca.className="geBtn";G.appendChild(ca);I.appendChild(G);ca=document.createElement("a"); -ca.style.paddingLeft="12px";ca.style.color="gray";ca.style.fontSize="11px";ca.style.cursor="pointer";mxUtils.write(ca,mxResources.get("check"));G.appendChild(ca);mxEvent.addListener(ca,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&&this.getPublicUrl(this.getCurrentFile(),mxUtils.bind(this,function(M){this.spinner.stop();M=new ErrorDialog(this,null,mxResources.get(null!=M?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(M.container, -300,80,!0,!1);M.init()}))}))}var ba=null,Y=null;if(null!=g||null!=l)d+=30,mxUtils.write(I,mxResources.get("width")+":"),ba=document.createElement("input"),ba.setAttribute("type","text"),ba.style.marginRight="16px",ba.style.width="50px",ba.style.marginLeft="6px",ba.style.marginRight="16px",ba.style.marginBottom="10px",ba.value="100%",I.appendChild(ba),mxUtils.write(I,mxResources.get("height")+":"),Y=document.createElement("input"),Y.setAttribute("type","text"),Y.style.width="50px",Y.style.marginLeft= -"6px",Y.style.marginBottom="10px",Y.value=l+"px",I.appendChild(Y),mxUtils.br(I);var O=this.addLinkSection(I,z);g=null!=this.pages&&1<this.pages.length;var la=null;if(null==Z||Z.constructor!=window.DriveFile||f)la=this.addCheckbox(I,mxResources.get("allPages"),g,!g);var aa=this.addCheckbox(I,mxResources.get("lightbox"),!0,null,null,!z),ia=this.addEditButton(I,aa),X=ia.getEditInput();z&&(X.style.marginLeft=aa.style.marginLeft,aa.style.display="none",d-=20);var R=this.addCheckbox(I,mxResources.get("layers"), -!0);R.style.marginLeft=X.style.marginLeft;R.style.marginTop="8px";var sa=this.addCheckbox(I,mxResources.get("tags"),!0);sa.style.marginLeft=X.style.marginLeft;sa.style.marginBottom="16px";sa.style.marginTop="16px";mxEvent.addListener(aa,"change",function(){aa.checked?(R.removeAttribute("disabled"),X.removeAttribute("disabled")):(R.setAttribute("disabled","disabled"),X.setAttribute("disabled","disabled"));X.checked&&aa.checked?ia.getEditSelect().removeAttribute("disabled"):ia.getEditSelect().setAttribute("disabled", -"disabled")});f=new CustomDialog(this,I,mxUtils.bind(this,function(){q(O.getTarget(),O.getColor(),null==la?!0:la.checked,aa.checked,ia.getLink(),R.checked,null!=ba?ba.value:null,null!=Y?Y.value:null,sa.checked)}),null,mxResources.get("create"),F,C);this.showDialog(f.container,340,300+d,!0,!0);null!=ba?(ba.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?ba.select():document.execCommand("selectAll",!1,null)):O.focus()};EditorUi.prototype.showRemoteExportDialog=function(d,f,g,l,q){var z= -document.createElement("div");z.style.whiteSpace="nowrap";var F=document.createElement("h3");mxUtils.write(F,mxResources.get("image"));F.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+(q?"10":"4")+"px";z.appendChild(F);if(q){mxUtils.write(z,mxResources.get("zoom")+":");var C=document.createElement("input");C.setAttribute("type","text");C.style.marginRight="16px";C.style.width="60px";C.style.marginLeft="4px";C.style.marginRight="12px";C.value=this.lastExportZoom||"100%"; -z.appendChild(C);mxUtils.write(z,mxResources.get("borderWidth")+":");var I=document.createElement("input");I.setAttribute("type","text");I.style.marginRight="16px";I.style.width="60px";I.style.marginLeft="4px";I.value=this.lastExportBorder||"0";z.appendChild(I);mxUtils.br(z)}var G=this.addCheckbox(z,mxResources.get("selectionOnly"),!1,this.editor.graph.isSelectionEmpty()),Z=l?null:this.addCheckbox(z,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);F=this.editor.graph;var ca= -l?null:this.addCheckbox(z,mxResources.get("transparentBackground"),F.background==mxConstants.NONE||null==F.background);null!=ca&&(ca.style.marginBottom="16px");d=new CustomDialog(this,z,mxUtils.bind(this,function(){var ba=parseInt(C.value)/100||1,Y=parseInt(I.value)||0;g(!G.checked,null!=Z?Z.checked:!1,null!=ca?ca.checked:!1,ba,Y)}),null,d,f);this.showDialog(d.container,300,(q?25:0)+(l?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(d,f,g,l,q,z,F,C,I){F=null!=F?F:Editor.defaultIncludeDiagram; -var G=document.createElement("div");G.style.whiteSpace="nowrap";var Z=this.editor.graph,ca="jpeg"==C?220:300,ba=document.createElement("h3");mxUtils.write(ba,d);ba.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px";G.appendChild(ba);mxUtils.write(G,mxResources.get("zoom")+":");var Y=document.createElement("input");Y.setAttribute("type","text");Y.style.marginRight="16px";Y.style.width="60px";Y.style.marginLeft="4px";Y.style.marginRight="12px";Y.value=this.lastExportZoom|| -"100%";G.appendChild(Y);mxUtils.write(G,mxResources.get("borderWidth")+":");var O=document.createElement("input");O.setAttribute("type","text");O.style.marginRight="16px";O.style.width="60px";O.style.marginLeft="4px";O.value=this.lastExportBorder||"0";G.appendChild(O);mxUtils.br(G);var la=this.addCheckbox(G,mxResources.get("selectionOnly"),!1,Z.isSelectionEmpty()),aa=document.createElement("input");aa.style.marginTop="16px";aa.style.marginRight="8px";aa.style.marginLeft="24px";aa.setAttribute("disabled", -"disabled");aa.setAttribute("type","checkbox");var ia=document.createElement("select");ia.style.marginTop="16px";ia.style.marginLeft="8px";d=["selectionOnly","diagram","page"];var X={};for(ba=0;ba<d.length;ba++)if(!Z.isSelectionEmpty()||"selectionOnly"!=d[ba]){var R=document.createElement("option");mxUtils.write(R,mxResources.get(d[ba]));R.setAttribute("value",d[ba]);ia.appendChild(R);X[d[ba]]=R}I?(mxUtils.write(G,mxResources.get("size")+":"),G.appendChild(ia),mxUtils.br(G),ca+=26,mxEvent.addListener(ia, -"change",function(){"selectionOnly"==ia.value&&(la.checked=!0)})):z&&(G.appendChild(aa),mxUtils.write(G,mxResources.get("crop")),mxUtils.br(G),ca+=30,mxEvent.addListener(la,"change",function(){la.checked?aa.removeAttribute("disabled"):aa.setAttribute("disabled","disabled")}));Z.isSelectionEmpty()?I&&(la.style.display="none",la.nextSibling.style.display="none",la.nextSibling.nextSibling.style.display="none",ca-=30):(ia.value="diagram",aa.setAttribute("checked","checked"),aa.defaultChecked=!0,mxEvent.addListener(la, -"change",function(){ia.value=la.checked?"selectionOnly":"diagram"}));var sa=this.addCheckbox(G,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=C),M=null;Editor.isDarkMode()&&(M=this.addCheckbox(G,mxResources.get("dark"),!0),ca+=26);var ka=this.addCheckbox(G,mxResources.get("shadow"),Z.shadowVisible),L=null;if("png"==C||"jpeg"==C)L=this.addCheckbox(G,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),ca+=30;var S=this.addCheckbox(G,mxResources.get("includeCopyOfMyDiagram"), -F,null,null,"jpeg"!=C);S.style.marginBottom="16px";var ja=document.createElement("input");ja.style.marginBottom="16px";ja.style.marginRight="8px";ja.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||ja.setAttribute("disabled","disabled");var ma=document.createElement("select");ma.style.maxWidth="260px";ma.style.marginLeft="8px";ma.style.marginRight="10px";ma.style.marginBottom="16px";ma.className="geBtn";z=document.createElement("option");z.setAttribute("value","none");mxUtils.write(z, -mxResources.get("noChange"));ma.appendChild(z);z=document.createElement("option");z.setAttribute("value","embedFonts");mxUtils.write(z,mxResources.get("embedFonts"));ma.appendChild(z);z=document.createElement("option");z.setAttribute("value","lblToSvg");mxUtils.write(z,mxResources.get("lblToSvg"));this.isOffline()||EditorUi.isElectronApp||ma.appendChild(z);mxEvent.addListener(ma,"change",mxUtils.bind(this,function(){"lblToSvg"==ma.value?(ja.checked=!0,ja.setAttribute("disabled","disabled"),X.page.style.display= -"none","page"==ia.value&&(ia.value="diagram"),ka.checked=!1,ka.setAttribute("disabled","disabled"),H.style.display="inline-block",u.style.display="none"):"disabled"==ja.getAttribute("disabled")&&(ja.checked=!1,ja.removeAttribute("disabled"),ka.removeAttribute("disabled"),X.page.style.display="",H.style.display="none",u.style.display="")}));f&&(G.appendChild(ja),mxUtils.write(G,mxResources.get("embedImages")),mxUtils.br(G),mxUtils.write(G,mxResources.get("txtSettings")+":"),G.appendChild(ma),mxUtils.br(G), -ca+=60);var u=document.createElement("select");u.style.maxWidth="260px";u.style.marginLeft="8px";u.style.marginRight="10px";u.className="geBtn";f=document.createElement("option");f.setAttribute("value","auto");mxUtils.write(f,mxResources.get("automatic"));u.appendChild(f);f=document.createElement("option");f.setAttribute("value","blank");mxUtils.write(f,mxResources.get("openInNewWindow"));u.appendChild(f);f=document.createElement("option");f.setAttribute("value","self");mxUtils.write(f,mxResources.get("openInThisWindow")); -u.appendChild(f);var H=document.createElement("div");mxUtils.write(H,mxResources.get("LinksLost"));H.style.margin="7px";H.style.display="none";"svg"==C&&(mxUtils.write(G,mxResources.get("links")+":"),G.appendChild(u),G.appendChild(H),mxUtils.br(G),mxUtils.br(G),ca+=50);g=new CustomDialog(this,G,mxUtils.bind(this,function(){this.lastExportBorder=O.value;this.lastExportZoom=Y.value;q(Y.value,sa.checked,!la.checked,ka.checked,S.checked,ja.checked,O.value,aa.checked,!1,u.value,null!=L?L.checked:null, -null!=M?M.checked:null,ia.value,"embedFonts"==ma.value,"lblToSvg"==ma.value)}),null,g,l);this.showDialog(g.container,340,ca,!0,!0,null,null,null,null,!0);Y.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?Y.select():document.execCommand("selectAll",!1,null)};EditorUi.prototype.showEmbedImageDialog=function(d,f,g,l,q){var z=document.createElement("div");z.style.whiteSpace="nowrap";var F=this.editor.graph;if(null!=f){var C=document.createElement("h3");mxUtils.write(C,f);C.style.cssText= -"width:100%;text-align:center;margin-top:0px;margin-bottom:4px";z.appendChild(C)}var I=this.addCheckbox(z,mxResources.get("fit"),!0),G=this.addCheckbox(z,mxResources.get("shadow"),F.shadowVisible&&l,!l),Z=this.addCheckbox(z,g),ca=this.addCheckbox(z,mxResources.get("lightbox"),!0),ba=this.addEditButton(z,ca),Y=ba.getEditInput(),O=1<F.model.getChildCount(F.model.getRoot()),la=this.addCheckbox(z,mxResources.get("layers"),O,!O);la.style.marginLeft=Y.style.marginLeft;la.style.marginBottom="12px";la.style.marginTop= -"8px";mxEvent.addListener(ca,"change",function(){ca.checked?(O&&la.removeAttribute("disabled"),Y.removeAttribute("disabled")):(la.setAttribute("disabled","disabled"),Y.setAttribute("disabled","disabled"));Y.checked&&ca.checked?ba.getEditSelect().removeAttribute("disabled"):ba.getEditSelect().setAttribute("disabled","disabled")});f=new CustomDialog(this,z,mxUtils.bind(this,function(){d(I.checked,G.checked,Z.checked,ca.checked,ba.getLink(),la.checked)}),null,mxResources.get("embed"),q);this.showDialog(f.container, -280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(d,f,g,l,q,z,F,C){function I(Y){var O=" ",la="";l&&(O=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(null!=Z?"&page="+Z:"")+(q?"&edit=_blank": -"")+(z?"&layers=1":"")+"');}})(this);\"",la+="cursor:pointer;");d&&(la+="max-width:100%;");var aa="";g&&(aa=' width="'+Math.round(G.width)+'" height="'+Math.round(G.height)+'"');F('<img src="'+Y+'"'+aa+(""!=la?' style="'+la+'"':"")+O+"/>")}var G=this.editor.graph.getGraphBounds(),Z=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(Y){var O=l?this.getFileData(!0):null;Y=this.createImageDataUri(Y,O,"png");I(Y)}),null,null,null,mxUtils.bind(this, -function(Y){C({message:mxResources.get("unknownError")})}),null,!0,g?2:1,null,f,null,null,Editor.defaultBorder);else if(f=this.getFileData(!0),G.width*G.height<=MAX_AREA&&f.length<=MAX_REQUEST_SIZE){var ca="";g&&(ca="&w="+Math.round(2*G.width)+"&h="+Math.round(2*G.height));var ba=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(l?"1":"0")+ca+"&xml="+encodeURIComponent(f));ba.send(mxUtils.bind(this,function(){200<=ba.getStatus()&&299>=ba.getStatus()?I("data:image/png;base64,"+ba.getText()): -C({message:mxResources.get("unknownError")})}))}else C({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(d,f,g,l,q,z,F){var C=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!g),I=C.getElementsByTagName("a");if(null!=I)for(var G=0;G<I.length;G++){var Z=I[G].getAttribute("href");null!=Z&&"#"==Z.charAt(0)&&"_blank"==I[G].getAttribute("target")&&I[G].removeAttribute("target")}l&&C.setAttribute("content",this.getFileData(!0));f&&this.editor.graph.addSvgShadow(C); -if(g){var ca=" ",ba="";l&&(ca="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(q?"&edit=_blank":"")+(z?"&layers=1":"")+"');}})(this);\"",ba+="cursor:pointer;");d&&(ba+="max-width:100%;");this.editor.convertImages(C, -mxUtils.bind(this,function(Y){F('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(Y))+'"'+(""!=ba?' style="'+ba+'"':"")+ca+"/>")}))}else ba="",l&&(f=this.getSelectedPageIndex(),C.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ -EditorUi.lightboxHost+"/?client=1"+(null!=f?"&page="+f:"")+(q?"&edit=_blank":"")+(z?"&layers=1":"")+"');}}})(this);"),ba+="cursor:pointer;"),d&&(d=parseInt(C.getAttribute("width")),q=parseInt(C.getAttribute("height")),C.setAttribute("viewBox","-0.5 -0.5 "+d+" "+q),ba+="max-width:100%;max-height:"+q+"px;",C.removeAttribute("height")),""!=ba&&C.setAttribute("style",ba),this.editor.addFontCss(C),this.editor.graph.mathEnabled&&this.editor.addMathCss(C),F(mxUtils.getXml(C))};EditorUi.prototype.timeSince= -function(d){d=Math.floor((new Date-d)/1E3);var f=Math.floor(d/31536E3);if(1<f)return f+" "+mxResources.get("years");f=Math.floor(d/2592E3);if(1<f)return f+" "+mxResources.get("months");f=Math.floor(d/86400);if(1<f)return f+" "+mxResources.get("days");f=Math.floor(d/3600);if(1<f)return f+" "+mxResources.get("hours");f=Math.floor(d/60);return 1<f?f+" "+mxResources.get("minutes"):1==f?f+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(d,f){if(null!=d){var g=null;if("diagram"== -d.nodeName)g=d;else if("mxfile"==d.nodeName){var l=d.getElementsByTagName("diagram");if(0<l.length){g=l[0];var q=f.getGlobalVariable;f.getGlobalVariable=function(z){return"page"==z?g.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==z?1:q.apply(this,arguments)}}}null!=g&&(d=Editor.parseDiagramNode(g))}l=this.editor.graph;try{this.editor.graph=f,this.editor.setGraphXml(d)}catch(z){}finally{this.editor.graph=l}return d};EditorUi.prototype.getPngFileProperties=function(d){var f= -1,g=0;if(null!=d){if(d.hasAttribute("scale")){var l=parseFloat(d.getAttribute("scale"));!isNaN(l)&&0<l&&(f=l)}d.hasAttribute("border")&&(l=parseInt(d.getAttribute("border")),!isNaN(l)&&0<l&&(g=l))}return{scale:f,border:g}};EditorUi.prototype.getEmbeddedPng=function(d,f,g,l,q){try{var z=this.editor.graph,F=null!=z.themes&&"darkTheme"==z.defaultThemeName,C=null;if(null!=g&&0<g.length)z=this.createTemporaryGraph(F?z.getDefaultStylesheet():z.getStylesheet()),document.body.appendChild(z.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(g).documentElement, -!0),z),C=g;else if(F||null!=this.pages&&this.currentPage!=this.pages[0]){z=this.createTemporaryGraph(F?z.getDefaultStylesheet():z.getStylesheet());var I=z.getGlobalVariable;z.setBackgroundImage=this.editor.graph.setBackgroundImage;var G=this.pages[0];this.currentPage==G?z.setBackgroundImage(this.editor.graph.backgroundImage):null!=G.viewState&&null!=G.viewState&&z.setBackgroundImage(G.viewState.backgroundImage);z.getGlobalVariable=function(Z){return"page"==Z?G.getName():"pagenumber"==Z?1:I.apply(this, -arguments)};document.body.appendChild(z.container);z.model.setRoot(G.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(Z){try{null==C&&(C=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var ca=Z.toDataURL("image/png");ca=Editor.writeGraphModelToPng(ca,"tEXt","mxfile",encodeURIComponent(C));d(ca.substring(ca.lastIndexOf(",")+1));z!=this.editor.graph&&z.container.parentNode.removeChild(z.container)}catch(ba){null!=f&&f(ba)}}),null,null,null,mxUtils.bind(this,function(Z){null!= -f&&f(Z)}),null,null,l,null,z.shadowVisible,null,z,q,null,null,null,"diagram",null)}catch(Z){null!=f&&f(Z)}};EditorUi.prototype.getEmbeddedSvg=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba){C=null!=C?C:!0;Z=null!=Z?Z:0;F=null!=I?I:f.background;F==mxConstants.NONE&&(F=null);z=f.getSvg(F,G,Z,null,null,z,null,null,null,f.shadowVisible||ca,null,ba,"diagram");(f.shadowVisible||ca)&&f.addSvgShadow(z,null,null,0==Z);null!=d&&z.setAttribute("content",d);null!=g&&z.setAttribute("resource",g);var Y=mxUtils.bind(this, -function(O){O=(l?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(O);null!=q&&q(O);return O});f.mathEnabled&&this.editor.addMathCss(z);if(null!=q)this.embedFonts(z,mxUtils.bind(this,function(O){C?this.editor.convertImages(O,mxUtils.bind(this,function(la){Y(la)})):Y(O)}));else return Y(z)};EditorUi.prototype.embedFonts=function(d,f){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(d,this.editor.resolvedFontCss), -this.editor.embedExtFonts(mxUtils.bind(this,function(g){try{null!=g&&this.editor.addFontCss(d,g),f(d)}catch(l){f(d)}}))}catch(g){f(d)}}))};EditorUi.prototype.exportImage=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba){I=null!=I?I:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var Y=this.editor.graph.isSelectionEmpty();g=null!=g?g:Y;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(O){this.spinner.stop();try{this.saveCanvas(O, -q?this.getFileData(!0,null,null,null,g,C):null,I,null==this.pages||0==this.pages.length,Z)}catch(la){this.handleError(la)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(O){this.spinner.stop();this.handleError(O)}),null,g,d||1,f,l,null,null,z,F,G,ca,ba)}catch(O){this.spinner.stop(),this.handleError(O)}}};EditorUi.prototype.isCorsEnabledForUrl=function(d){return this.editor.isCorsEnabledForUrl(d)};EditorUi.prototype.importXml=function(d,f,g,l,q,z,F){f=null!=f?f:0;g=null!=g?g:0;var C=[]; -try{var I=this.editor.graph;if(null!=d&&0<d.length){I.model.beginUpdate();try{var G=mxUtils.parseXml(d);d={};var Z=this.editor.extractGraphModel(G.documentElement,null!=this.pages);if(null!=Z&&"mxfile"==Z.nodeName&&null!=this.pages){var ca=Z.getElementsByTagName("diagram");if(1==ca.length&&!z){if(Z=Editor.parseDiagramNode(ca[0]),null!=this.currentPage&&(d[ca[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var ba=ca[0].getAttribute("name");null!=ba&&""!=ba&&this.editor.graph.model.execute(new RenamePage(this, -this.currentPage,ba))}}else if(0<ca.length){z=[];var Y=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(d[ca[0].getAttribute("id")]=this.pages[0].getId(),Z=Editor.parseDiagramNode(ca[0]),l=!1,Y=1);for(;Y<ca.length;Y++){var O=ca[Y].getAttribute("id");ca[Y].removeAttribute("id");var la=this.updatePageRoot(new DiagramPage(ca[Y]));d[O]=ca[Y].getAttribute("id");var aa=this.pages.length;null==la.getName()&&la.setName(mxResources.get("pageWithNumber",[aa+1]));I.model.execute(new ChangePage(this, -la,la,aa,!0));z.push(la)}this.updatePageLinks(d,z)}}if(null!=Z&&"mxGraphModel"===Z.nodeName){C=I.importGraphModel(Z,f,g,l);if(null!=C)for(Y=0;Y<C.length;Y++)this.updatePageLinksForCell(d,C[Y]);var ia=I.parseBackgroundImage(Z.getAttribute("backgroundImage"));if(null!=ia&&null!=ia.originalSrc){this.updateBackgroundPageLink(d,ia);var X=new ChangePageSetup(this,null,ia);X.ignoreColor=!0;I.model.execute(X)}}F&&this.insertHandler(C,null,null,I.defaultVertexStyle,I.defaultEdgeStyle,!1,!0)}finally{I.model.endUpdate()}}}catch(R){if(q)throw R; -this.handleError(R)}return C};EditorUi.prototype.updatePageLinks=function(d,f){for(var g=0;g<f.length;g++)this.updatePageLinksForCell(d,f[g].root),null!=f[g].viewState&&this.updateBackgroundPageLink(d,f[g].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(d,f){try{if(null!=f&&Graph.isPageLink(f.originalSrc)){var g=d[f.originalSrc.substring(f.originalSrc.indexOf(",")+1)];null!=g&&(f.originalSrc="data:page/id,"+g)}}catch(l){}};EditorUi.prototype.updatePageLinksForCell= -function(d,f){var g=document.createElement("div"),l=this.editor.graph,q=l.getLinkForCell(f);null!=q&&l.setLinkForCell(f,this.updatePageLink(d,q));if(l.isHtmlLabel(f)){g.innerHTML=l.sanitizeHtml(l.getLabel(f));for(var z=g.getElementsByTagName("a"),F=!1,C=0;C<z.length;C++)q=z[C].getAttribute("href"),null!=q&&(z[C].setAttribute("href",this.updatePageLink(d,q)),F=!0);F&&l.labelChanged(f,g.innerHTML)}for(C=0;C<l.model.getChildCount(f);C++)this.updatePageLinksForCell(d,l.model.getChildAt(f,C))};EditorUi.prototype.updatePageLink= -function(d,f){if(Graph.isPageLink(f)){var g=d[f.substring(f.indexOf(",")+1)];f=null!=g?"data:page/id,"+g:null}else if("data:action/json,"==f.substring(0,17))try{var l=JSON.parse(f.substring(17));if(null!=l.actions){for(var q=0;q<l.actions.length;q++){var z=l.actions[q];if(null!=z.open&&Graph.isPageLink(z.open)){var F=z.open.substring(z.open.indexOf(",")+1);g=d[F];null!=g?z.open="data:page/id,"+g:null==this.getPageById(F)&&delete z.open}}f="data:action/json,"+JSON.stringify(l)}}catch(C){}return f}; -EditorUi.prototype.isRemoteVisioFormat=function(d){return/(\.v(sd|dx))($|\?)/i.test(d)||/(\.vs(s|x))($|\?)/i.test(d)};EditorUi.prototype.importVisio=function(d,f,g,l,q){l=null!=l?l:d.name;g=null!=g?g:mxUtils.bind(this,function(F){this.handleError(F)});var z=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var F=this.isRemoteVisioFormat(l);try{var C="UNKNOWN-VISIO",I=l.lastIndexOf(".");if(0<=I&&I<l.length)C=l.substring(I+1).toUpperCase();else{var G=l.lastIndexOf("/");0<= -G&&G<l.length&&(l=l.substring(G+1))}EditorUi.logEvent({category:C+"-MS-IMPORT-FILE",action:"filename_"+l,label:F?"remote":"local"})}catch(ca){}if(F)if(null==VSD_CONVERT_URL||this.isOffline())g({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{F=new FormData;F.append("file1",d,l);var Z=new XMLHttpRequest;Z.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(l)?"?stencil=1":""));Z.responseType="blob";this.addRemoteServiceSecurityCheck(Z); -null!=q&&Z.setRequestHeader("x-convert-custom",q);Z.onreadystatechange=mxUtils.bind(this,function(){if(4==Z.readyState)if(200<=Z.status&&299>=Z.status)try{var ca=Z.response;if("text/xml"==ca.type){var ba=new FileReader;ba.onload=mxUtils.bind(this,function(Y){try{f(Y.target.result)}catch(O){g({message:mxResources.get("errorLoadingFile")})}});ba.readAsText(ca)}else this.doImportVisio(ca,f,g,l)}catch(Y){g(Y)}else try{""==Z.responseType||"text"==Z.responseType?g({message:Z.responseText}):(ba=new FileReader, -ba.onload=function(){g({message:JSON.parse(ba.result).Message})},ba.readAsText(Z.response))}catch(Y){g({})}});Z.send(F)}else try{this.doImportVisio(d,f,g,l)}catch(ca){g(ca)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?z():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",z))};EditorUi.prototype.importGraphML=function(d,f,g){g=null!=g?g:mxUtils.bind(this,function(q){this.handleError(q)}); -var l=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(d,f,g)}catch(q){g(q)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?l():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",l))};EditorUi.prototype.exportVisio=function(d){var f=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(d)|| -this.handleError({message:mxResources.get("unknownError")})}catch(g){this.handleError(g)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?f():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",f))};EditorUi.prototype.convertLucidChart=function(d,f,g){var l=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var q= -JSON.parse(d);f(LucidImporter.importState(q));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+d.length}),null!=window.console&&"1"==urlParams.test){var z=[(new Date).toISOString(),"convertLucidChart",q];null!=q.state&&z.push(JSON.parse(q.state));if(null!=q.svgThumbs)for(var F=0;F<q.svgThumbs.length;F++)z.push(Editor.createSvgDataUri(q.svgThumbs[F]));null!=q.thumb&&z.push(q.thumb);console.log.apply(console,z)}}catch(C){}}catch(C){null!=window.console&&console.error(C),g(C)}else g({message:mxResources.get("serviceUnavailableOrBlocked")})}); -"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(l,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",l)})})})}):mxscript("js/extensions.min.js",l))};EditorUi.prototype.generateMermaidImage=function(d, -f,g,l){var q=this,z=function(){try{this.loadingMermaid=!1,f=null!=f?f:mxUtils.clone(EditorUi.defaultMermaidConfig),f.securityLevel="strict",f.startOnLoad=!1,Editor.isDarkMode()&&(f.theme="dark"),mermaid.mermaidAPI.initialize(f),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),d,function(F){try{if(mxClient.IS_IE||mxClient.IS_IE11)F=F.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var C=mxUtils.parseXml(F).getElementsByTagName("svg"); -if(0<C.length){var I=parseFloat(C[0].getAttribute("width")),G=parseFloat(C[0].getAttribute("height"));if(isNaN(I)||isNaN(G))try{var Z=C[0].getAttribute("viewBox").split(/\s+/);I=parseFloat(Z[2]);G=parseFloat(Z[3])}catch(ca){I=I||100,G=G||100}g(q.convertDataUri(Editor.createSvgDataUri(F)),I,G)}else l({message:mxResources.get("invalidInput")})}catch(ca){l(ca)}})}catch(F){l(F)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?z():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", -z):mxscript("js/extensions.min.js",z))};EditorUi.prototype.generatePlantUmlImage=function(d,f,g,l){function q(C,I,G){c1=C>>2;c2=(C&3)<<4|I>>4;c3=(I&15)<<2|G>>6;c4=G&63;r="";r+=z(c1&63);r+=z(c2&63);r+=z(c3&63);return r+=z(c4&63)}function z(C){if(10>C)return String.fromCharCode(48+C);C-=10;if(26>C)return String.fromCharCode(65+C);C-=26;if(26>C)return String.fromCharCode(97+C);C-=26;return 0==C?"-":1==C?"_":"?"}var F=new XMLHttpRequest;F.open("GET",("txt"==f?PLANT_URL+"/txt/":"png"==f?PLANT_URL+"/png/": -PLANT_URL+"/svg/")+function(C){r="";for(i=0;i<C.length;i+=3)r=i+2==C.length?r+q(C.charCodeAt(i),C.charCodeAt(i+1),0):i+1==C.length?r+q(C.charCodeAt(i),0,0):r+q(C.charCodeAt(i),C.charCodeAt(i+1),C.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(d))),!0);"txt"!=f&&(F.responseType="blob");F.onload=function(C){if(200<=this.status&&300>this.status)if("txt"==f)g(this.response);else{var I=new FileReader;I.readAsDataURL(this.response);I.onloadend=function(G){var Z=new Image;Z.onload= -function(){try{var ca=Z.width,ba=Z.height;if(0==ca&&0==ba){var Y=I.result,O=Y.indexOf(","),la=decodeURIComponent(escape(atob(Y.substring(O+1)))),aa=mxUtils.parseXml(la).getElementsByTagName("svg");0<aa.length&&(ca=parseFloat(aa[0].getAttribute("width")),ba=parseFloat(aa[0].getAttribute("height")))}g(I.result,ca,ba)}catch(ia){l(ia)}};Z.src=I.result};I.onerror=function(G){l(G)}}else l(C)};F.onerror=function(C){l(C)};F.send()};EditorUi.prototype.insertAsPreText=function(d,f,g){var l=this.editor.graph, -q=null;l.getModel().beginUpdate();try{q=l.insertVertex(null,null,"<pre>"+d+"</pre>",f,g,1,1,"text;html=1;align=left;verticalAlign=top;"),l.updateCellSize(q,!0)}finally{l.getModel().endUpdate()}return q};EditorUi.prototype.insertTextAt=function(d,f,g,l,q,z,F,C){z=null!=z?z:!0;F=null!=F?F:!0;if(null!=d)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(d.replace(/\s+/g, -" "),mxUtils.bind(this,function(ba){4==ba.readyState&&200<=ba.status&&299>=ba.status&&this.editor.graph.setSelectionCells(this.insertTextAt(ba.responseText,f,g,!0))}));else if("data:"==d.substring(0,5)||!this.isOffline()&&(q||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d))){var I=this.editor.graph;if("data:application/pdf;base64,"==d.substring(0,28)){var G=Editor.extractGraphModelFromPdf(d);if(null!=G&&0<G.length)return this.importXml(G,f,g,z,!0,C)}if(Editor.isPngDataUrl(d)&&(G=Editor.extractGraphModelFromPng(d), -null!=G&&0<G.length))return this.importXml(G,f,g,z,!0,C);if("data:image/svg+xml;"==d.substring(0,19))try{G=null;"data:image/svg+xml;base64,"==d.substring(0,26)?(G=d.substring(d.indexOf(",")+1),G=window.atob&&!mxClient.IS_SF?atob(G):Base64.decode(G,!0)):G=decodeURIComponent(d.substring(d.indexOf(",")+1));var Z=this.importXml(G,f,g,z,!0,C);if(0<Z.length)return Z}catch(ba){}this.loadImage(d,mxUtils.bind(this,function(ba){if("data:"==d.substring(0,5))this.resizeImage(ba,d,mxUtils.bind(this,function(la, -aa,ia){I.setSelectionCell(I.insertVertex(null,null,"",I.snap(f),I.snap(g),aa,ia,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(la)+";"))}),F,this.maxImageSize);else{var Y=Math.min(1,Math.min(this.maxImageSize/ba.width,this.maxImageSize/ba.height)),O=Math.round(ba.width*Y);ba=Math.round(ba.height*Y);I.setSelectionCell(I.insertVertex(null,null,"",I.snap(f),I.snap(g),O,ba,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ -d+";"))}}),mxUtils.bind(this,function(){var ba=null;I.getModel().beginUpdate();try{ba=I.insertVertex(I.getDefaultParent(),null,d,I.snap(f),I.snap(g),1,1,"text;"+(l?"html=1;":"")),I.updateCellSize(ba),I.fireEvent(new mxEventObject("textInserted","cells",[ba]))}finally{I.getModel().endUpdate()}I.setSelectionCell(ba)}))}else{d=Graph.zapGremlins(mxUtils.trim(d));if(this.isCompatibleString(d))return this.importXml(d,f,g,z,null,C);if(0<d.length)if(this.isLucidChartData(d))this.convertLucidChart(d,mxUtils.bind(this, -function(ba){this.editor.graph.setSelectionCells(this.importXml(ba,f,g,z,null,C))}),mxUtils.bind(this,function(ba){this.handleError(ba)}));else{I=this.editor.graph;q=null;I.getModel().beginUpdate();try{q=I.insertVertex(I.getDefaultParent(),null,"",I.snap(f),I.snap(g),1,1,"text;whiteSpace=wrap;"+(l?"html=1;":""));I.fireEvent(new mxEventObject("textInserted","cells",[q]));"<"==d.charAt(0)&&d.indexOf(">")==d.length-1&&(d=mxUtils.htmlEntities(d));d.length>this.maxTextBytes&&(d=d.substring(0,this.maxTextBytes)+ -"...");q.value=d;I.updateCellSize(q);if(0<this.maxTextWidth&&q.geometry.width>this.maxTextWidth){var ca=I.getPreferredSizeForCell(q,this.maxTextWidth);q.geometry.width=ca.width;q.geometry.height=ca.height}Graph.isLink(q.value)&&I.setLinkForCell(q,q.value);q.geometry.width+=I.gridSize;q.geometry.height+=I.gridSize}finally{I.getModel().endUpdate()}return[q]}}return[]};EditorUi.prototype.formatFileSize=function(d){var f=-1;do d/=1024,f++;while(1024<d);return Math.max(d,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[f]}; +if(null==d){var g=this.sidebar.palettes["L.scratchpad"];null==g&&(g=this.sidebar.palettes.search);null!=g&&(d=g[g.length-1].nextSibling)}d=null!=d?d:f.firstChild.nextSibling.nextSibling;g=f.lastChild;var x=g.previousSibling;f.insertBefore(g,d);f.insertBefore(x,g)};EditorUi.prototype.loadLibrary=function(d,f){var g=mxUtils.parseXml(d.getData());if("mxlibrary"==g.documentElement.nodeName){var x=JSON.parse(mxUtils.getTextContent(g.documentElement));this.libraryLoaded(d,x,g.documentElement.getAttribute("title"), +f)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(d){return""};EditorUi.prototype.libraryLoaded=function(d,f,g,x){if(null!=this.sidebar){d.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(d.getHash());".scratchpad"==d.title&&(this.scratchpad=d);var z=this.sidebar.palettes[d.getHash()];z=null!=z?z[z.length-1].nextSibling:null;this.removeLibrarySidebar(d.getHash());var u=null,H=mxUtils.bind(this,function(fa,J){0==fa.length&&d.isEditable()? +(null==u&&(u=document.createElement("div"),u.className="geDropTarget",mxUtils.write(u,mxResources.get("dragElementsHere"))),J.appendChild(u)):this.addLibraryEntries(fa,J)});null!=this.sidebar&&null!=f&&this.sidebar.addEntries(f);null==g&&(g=d.getTitle(),null!=g&&/(\.xml)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf("."))));var L=this.sidebar.addPalette(d.getHash(),g,null!=x?x:!0,mxUtils.bind(this,function(fa){H(f,fa)}));this.repositionLibrary(z);var C=L.parentNode.previousSibling;x=C.getAttribute("title"); +null!=x&&0<x.length&&".scratchpad"!=d.title&&C.setAttribute("title",this.getLibraryStorageHint(d)+"\n"+x);var G=document.createElement("div");G.style.position="absolute";G.style.right="0px";G.style.top="0px";G.style.padding="8px";G.style.backgroundColor="inherit";C.style.position="relative";var V=document.createElement("img");V.className="geAdaptiveAsset";V.setAttribute("src",Editor.crossImage);V.setAttribute("title",mxResources.get("close"));V.setAttribute("valign","absmiddle");V.setAttribute("border", +"0");V.style.position="relative";V.style.top="2px";V.style.width="14px";V.style.cursor="pointer";V.style.margin="0 3px";var U=null;if(".scratchpad"!=d.title||this.closableScratchpad)G.appendChild(V),mxEvent.addListener(V,"click",mxUtils.bind(this,function(fa){if(!mxEvent.isConsumed(fa)){var J=mxUtils.bind(this,function(){this.closeLibrary(d)});null!=U?this.confirm(mxResources.get("allChangesLost"),null,J,mxResources.get("cancel"),mxResources.get("discardChanges")):J();mxEvent.consume(fa)}}));if(d.isEditable()){var Y= +this.editor.graph,O=null,qa=mxUtils.bind(this,function(fa){this.showLibraryDialog(d.getTitle(),L,f,d,d.getMode());mxEvent.consume(fa)}),oa=mxUtils.bind(this,function(fa){d.setModified(!0);d.isAutosave()?(null!=O&&null!=O.parentNode&&O.parentNode.removeChild(O),O=V.cloneNode(!1),O.setAttribute("src",Editor.spinImage),O.setAttribute("title",mxResources.get("saving")),O.style.cursor="default",O.style.marginRight="2px",O.style.marginTop="-2px",G.insertBefore(O,G.firstChild),C.style.paddingRight=18*G.childNodes.length+ +"px",this.saveLibrary(d.getTitle(),f,d,d.getMode(),!0,!0,function(){null!=O&&null!=O.parentNode&&(O.parentNode.removeChild(O),C.style.paddingRight=18*G.childNodes.length+"px")})):null==U&&(U=V.cloneNode(!1),U.setAttribute("src",Editor.saveImage),U.setAttribute("title",mxResources.get("save")),G.insertBefore(U,G.firstChild),mxEvent.addListener(U,"click",mxUtils.bind(this,function(J){this.saveLibrary(d.getTitle(),f,d,d.getMode(),d.constructor==LocalLibrary,!0,function(){null==U||d.isModified()||(C.style.paddingRight= +18*G.childNodes.length+"px",U.parentNode.removeChild(U),U=null)});mxEvent.consume(J)})),C.style.paddingRight=18*G.childNodes.length+"px")}),aa=mxUtils.bind(this,function(fa,J,Z,P){fa=Y.cloneCells(mxUtils.sortCells(Y.model.getTopmostCells(fa)));for(var da=0;da<fa.length;da++){var ja=Y.getCellGeometry(fa[da]);null!=ja&&ja.translate(-J.x,-J.y)}L.appendChild(this.sidebar.createVertexTemplateFromCells(fa,J.width,J.height,P||"",!0,null,!1));fa={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(fa))), +w:J.width,h:J.height};null!=P&&(fa.title=P);f.push(fa);oa(Z);null!=u&&null!=u.parentNode&&0<f.length&&(u.parentNode.removeChild(u),u=null)}),ca=mxUtils.bind(this,function(fa){if(Y.isSelectionEmpty())Y.getRubberband().isActive()?(Y.getRubberband().execute(fa),Y.getRubberband().reset()):this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var J=Y.getSelectionCells(),Z=Y.view.getBounds(J),P=Y.view.scale;Z.x/=P;Z.y/=P;Z.width/=P;Z.height/=P;Z.x-=Y.view.translate.x; +Z.y-=Y.view.translate.y;aa(J,Z)}mxEvent.consume(fa)});mxEvent.addGestureListeners(L,function(){},mxUtils.bind(this,function(fa){Y.isMouseDown&&null!=Y.panningManager&&null!=Y.graphHandler.first&&(Y.graphHandler.suspend(),null!=Y.graphHandler.hint&&(Y.graphHandler.hint.style.visibility="hidden"),L.style.backgroundColor="#f1f3f4",L.style.cursor="copy",Y.panningManager.stop(),Y.autoScroll=!1,mxEvent.consume(fa))}),mxUtils.bind(this,function(fa){Y.isMouseDown&&null!=Y.panningManager&&null!=Y.graphHandler&& +(L.style.backgroundColor="",L.style.cursor="default",this.sidebar.showTooltips=!0,Y.panningManager.stop(),Y.graphHandler.reset(),Y.isMouseDown=!1,Y.autoScroll=!0,ca(fa),mxEvent.consume(fa))}));mxEvent.addListener(L,"mouseleave",mxUtils.bind(this,function(fa){Y.isMouseDown&&null!=Y.graphHandler.first&&(Y.graphHandler.resume(),null!=Y.graphHandler.hint&&(Y.graphHandler.hint.style.visibility="visible"),L.style.backgroundColor="",L.style.cursor="",Y.autoScroll=!0)}));Graph.fileSupport&&(mxEvent.addListener(L, +"dragover",mxUtils.bind(this,function(fa){L.style.backgroundColor="#f1f3f4";fa.dataTransfer.dropEffect="copy";L.style.cursor="copy";this.sidebar.hideTooltip();fa.stopPropagation();fa.preventDefault()})),mxEvent.addListener(L,"drop",mxUtils.bind(this,function(fa){L.style.cursor="";L.style.backgroundColor="";0<fa.dataTransfer.files.length&&this.importFiles(fa.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(J,Z,P,da,ja,ka,q,F,R){if(null!=J&&"image/"==Z.substring(0,6))J="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+ +this.convertDataUri(J),J=[new mxCell("",new mxGeometry(0,0,ja,ka),J)],J[0].vertex=!0,aa(J,new mxRectangle(0,0,ja,ka),fa,mxEvent.isAltDown(fa)?null:q.substring(0,q.lastIndexOf(".")).replace(/_/g," ")),null!=u&&null!=u.parentNode&&0<f.length&&(u.parentNode.removeChild(u),u=null);else{var W=!1,T=mxUtils.bind(this,function(ba,ia){null!=ba&&"application/pdf"==ia&&(ia=Editor.extractGraphModelFromPdf(ba),null!=ia&&0<ia.length&&(ba=ia));if(null!=ba)if(ba=mxUtils.parseXml(ba),"mxlibrary"==ba.documentElement.nodeName)try{var ra= +JSON.parse(mxUtils.getTextContent(ba.documentElement));H(ra,L);f=f.concat(ra);oa(fa);this.spinner.stop();W=!0}catch(za){}else if("mxfile"==ba.documentElement.nodeName)try{var ta=ba.documentElement.getElementsByTagName("diagram");for(ra=0;ra<ta.length;ra++){var ma=this.stringToCells(Editor.getDiagramNodeXml(ta[ra])),pa=this.editor.graph.getBoundingBoxFromGeometry(ma);aa(ma,new mxRectangle(0,0,pa.width,pa.height),fa)}W=!0}catch(za){null!=window.console&&console.log("error in drop handler:",za)}W||(this.spinner.stop(), +this.handleError({message:mxResources.get("errorLoadingFile")}));null!=u&&null!=u.parentNode&&0<f.length&&(u.parentNode.removeChild(u),u=null)});null!=R&&null!=q&&(/(\.v(dx|sdx?))($|\?)/i.test(q)||/(\.vs(x|sx?))($|\?)/i.test(q))?this.importVisio(R,function(ba){T(ba,"text/xml")},null,q):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(J,q)&&null!=R?this.isExternalDataComms()?this.parseFile(R,mxUtils.bind(this,function(ba){4==ba.readyState&&(this.spinner.stop(),200<=ba.status&&299>=ba.status?T(ba.responseText, +"text/xml"):this.handleError({message:mxResources.get(413==ba.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):T(J,Z)}}));fa.stopPropagation();fa.preventDefault()})),mxEvent.addListener(L,"dragleave",function(fa){L.style.cursor="";L.style.backgroundColor="";fa.stopPropagation();fa.preventDefault()}));V=V.cloneNode(!1);V.setAttribute("src",Editor.editImage);V.setAttribute("title", +mxResources.get("edit"));G.insertBefore(V,G.firstChild);mxEvent.addListener(V,"click",qa);mxEvent.addListener(L,"dblclick",function(fa){mxEvent.getSource(fa)==L&&qa(fa)});x=V.cloneNode(!1);x.setAttribute("src",Editor.plusImage);x.setAttribute("title",mxResources.get("add"));G.insertBefore(x,G.firstChild);mxEvent.addListener(x,"click",ca);this.isOffline()||".scratchpad"!=d.title||null==EditorUi.scratchpadHelpLink||(x=document.createElement("span"),x.setAttribute("title",mxResources.get("help")),x.style.cssText= +"color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(x,"?"),mxEvent.addGestureListeners(x,mxUtils.bind(this,function(fa){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(fa)})),G.insertBefore(x,G.firstChild))}C.appendChild(G);C.style.paddingRight=18*G.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(d,f){for(var g=0;g<d.length;g++){var x=d[g],z=x.data;if(null!=z){z=this.convertDataUri(z);var u="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;"; +"fixed"==x.aspect&&(u+="aspect=fixed;");f.appendChild(this.sidebar.createVertexTemplate(u+"image="+z,x.w,x.h,"",x.title||"",!1,null,!0))}else null!=x.xml&&(z=this.stringToCells(Graph.decompress(x.xml)),0<z.length&&f.appendChild(this.sidebar.createVertexTemplateFromCells(z,x.w,x.h,x.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(d){return null!=d?d[mxLanguage]||d.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight= +64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet",STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground="rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight=41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor= +Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName="darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor="#505759",BaseFormatPanel.prototype.buttonBackgroundColor=Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR= +"#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource="https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!==typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)),Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none", +rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open",startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid,Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders=new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(d, +f,g,x,z,u,H){d=new ImageDialog(this,d,f,g,x,z,u,H);this.showDialog(d.container,Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);d.init()};EditorUi.prototype.showBackgroundImageDialog=function(d,f){d=null!=d?d:mxUtils.bind(this,function(g,x){x||(g=new ChangePageSetup(this,null,g),g.ignoreColor=!0,this.editor.graph.model.execute(g))});d=new BackgroundImageDialog(this,d,f);this.showDialog(d.container,400,200,!0,!0);d.init()};EditorUi.prototype.showLibraryDialog=function(d,f,g,x,z){d=new LibraryDialog(this, +d,f,g,x,z);this.showDialog(d.container,640,440,!0,!1,mxUtils.bind(this,function(u){u&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));d.init()};var k=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(d){var f=k.apply(this,arguments);this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(g){this.editor.graph.isSelectionEmpty()&&f.refresh()}));return f};EditorUi.prototype.createSidebarFooterContainer=function(){var d=this.createDiv("geSidebarContainer geSidebarFooter"); +d.style.position="absolute";d.style.overflow="hidden";var f=document.createElement("a");f.className="geTitle";f.style.color="#DF6C0C";f.style.fontWeight="bold";f.style.height="100%";f.style.paddingTop="9px";f.innerHTML="<span>+</span>";var g=f.getElementsByTagName("span")[0];g.style.fontSize="18px";g.style.marginRight="5px";mxUtils.write(f,mxResources.get("moreShapes")+"...");mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(x){x.preventDefault()}));mxEvent.addListener(f, +"click",mxUtils.bind(this,function(x){this.actions.get("shapes").funct();mxEvent.consume(x)}));d.appendChild(f);return d};EditorUi.prototype.handleError=function(d,f,g,x,z,u,H){var L=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},C=null!=d&&null!=d.error?d.error:d;if(null!=d&&("1"==urlParams.test||null!=d.stack)&&null!=d.message)try{H?null!=window.console&&console.error("EditorUi.handleError:",d):EditorUi.logError("Caught: "+(""==d.message&&null!=d.name)?d.name:d.message, +d.filename,d.lineNumber,d.columnNumber,d,"INFO")}catch(O){}if(null!=C||null!=f){H=mxUtils.htmlEntities(mxResources.get("unknownError"));var G=mxResources.get("ok"),V=null;f=null!=f?f:mxResources.get("error");if(null!=C){null!=C.retry&&(G=mxResources.get("cancel"),V=function(){L();C.retry()});if(404==C.code||404==C.status||403==C.code){H=403==C.code?null!=C.message?mxUtils.htmlEntities(C.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=z?z:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+ +(null!=this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var U=null!=z?null:null!=u?u:window.location.hash;if(null!=U&&("#G"==U.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"==U.substring(0,45))&&(null!=d&&null!=d.error&&(null!=d.error.errors&&0<d.error.errors.length&&"fileAccess"==d.error.errors[0].reason||null!=d.error.data&&0<d.error.data.length&&"fileAccess"==d.error.data[0].reason)||404==C.code||404==C.status)){U="#U"==U.substring(0, +2)?U.substring(45,U.lastIndexOf("%26ex")):U.substring(2);this.showError(f,H,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+U);this.handleError(d,f,g,x,z)}),V,mxResources.get("changeUser"),mxUtils.bind(this,function(){function O(){ca.innerText="";for(var fa=0;fa<qa.length;fa++){var J=document.createElement("option");mxUtils.write(J,qa[fa].displayName);J.value=fa;ca.appendChild(J);J=document.createElement("option");J.innerHTML= +" ";mxUtils.write(J,"<"+qa[fa].email+">");J.setAttribute("disabled","disabled");ca.appendChild(J)}J=document.createElement("option");mxUtils.write(J,mxResources.get("addAccount"));J.value=qa.length;ca.appendChild(J)}var qa=this.drive.getUsersList(),oa=document.createElement("div"),aa=document.createElement("span");aa.style.marginTop="6px";mxUtils.write(aa,mxResources.get("changeUser")+": ");oa.appendChild(aa);var ca=document.createElement("select");ca.style.width="200px";O();mxEvent.addListener(ca, +"change",mxUtils.bind(this,function(){var fa=ca.value,J=qa.length!=fa;J&&this.drive.setUser(qa[fa]);this.drive.authorize(J,mxUtils.bind(this,function(){J||(qa=this.drive.getUsersList(),O())}),mxUtils.bind(this,function(Z){this.handleError(Z)}),!0)}));oa.appendChild(ca);oa=new CustomDialog(this,oa,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1),!0)}));this.showDialog(oa.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!= +g&&g()}),480,150);return}}null!=C.message?H=""==C.message&&null!=C.name?mxUtils.htmlEntities(C.name):mxUtils.htmlEntities(C.message):null!=C.response&&null!=C.response.error?H=mxUtils.htmlEntities(C.response.error):"undefined"!==typeof window.App&&(C.code==App.ERROR_TIMEOUT?H=mxUtils.htmlEntities(mxResources.get("timeout")):C.code==App.ERROR_BUSY?H=mxUtils.htmlEntities(mxResources.get("busy")):"string"===typeof C&&0<C.length&&(H=mxUtils.htmlEntities(C)))}var Y=u=null;null!=C&&null!=C.helpLink?(u= +mxResources.get("help"),Y=mxUtils.bind(this,function(){return this.editor.graph.openLink(C.helpLink)})):null!=C&&null!=C.ownerEmail&&(u=mxResources.get("contactOwner"),H+=mxUtils.htmlEntities(" ("+u+": "+C.ownerEmail+")"),Y=mxUtils.bind(this,function(){return this.openLink("mailto:"+mxUtils.htmlEntities(C.ownerEmail))}));this.showError(f,H,G,g,V,null,null,u,Y,null,null,null,x?g:null)}else null!=g&&g()};EditorUi.prototype.alert=function(d,f,g){d=new ErrorDialog(this,null,d,mxResources.get("ok"),f); +this.showDialog(d.container,g||340,100,!0,!1);d.init()};EditorUi.prototype.confirm=function(d,f,g,x,z,u){var H=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},L=Math.min(200,28*Math.ceil(d.length/50));d=new ConfirmDialog(this,d,function(){H();null!=f&&f()},function(){H();null!=g&&g()},x,z,null,null,null,null,L);this.showDialog(d.container,340,46+L,!0,u);d.init()};EditorUi.prototype.showBanner=function(d,f,g,x){var z=!1;if(!(this.bannerShowing||this["hideBanner"+d]|| +isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings["close"+d])){var u=document.createElement("div");u.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(u.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(u.style,"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(u.style,"transition", +"all 1s ease");u.className="geBtn gePrimaryBtn";z=document.createElement("img");z.setAttribute("src",IMAGE_PATH+"/logo.png");z.setAttribute("border","0");z.setAttribute("align","absmiddle");z.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";u.appendChild(z);z=document.createElement("img");z.setAttribute("src",Dialog.prototype.closeImage);z.setAttribute("title",mxResources.get(x?"doNotShowAgain":"close"));z.setAttribute("border","0");z.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;"; +u.appendChild(z);mxUtils.write(u,f);document.body.appendChild(u);this.bannerShowing=!0;f=document.createElement("div");f.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var H=document.createElement("input");H.setAttribute("type","checkbox");H.setAttribute("id","geDoNotShowAgainCheckbox");H.style.marginRight="6px";if(!x){f.appendChild(H);var L=document.createElement("label");L.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(L,mxResources.get("doNotShowAgain"));f.appendChild(L); +u.style.paddingBottom="30px";u.appendChild(f)}var C=mxUtils.bind(this,function(){null!=u.parentNode&&(u.parentNode.removeChild(u),this.bannerShowing=!1,H.checked||x)&&(this["hideBanner"+d]=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings["close"+d]=Date.now(),mxSettings.save()))});mxEvent.addListener(z,"click",mxUtils.bind(this,function(V){mxEvent.consume(V);C()}));var G=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(u.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this, +function(){C()}),1E3)});mxEvent.addListener(u,"click",mxUtils.bind(this,function(V){var U=mxEvent.getSource(V);U!=H&&U!=L?(null!=g&&g(),C(),mxEvent.consume(V)):G()}));window.setTimeout(mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(u.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(G,3E4);z=!0}return z};EditorUi.prototype.setCurrentFile=function(d){null!=d&&(d.opened=new Date);this.currentFile=d};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas= +function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(d,f,g,x){d=d.toDataURL("image/"+g);if(null!=d&&6<d.length)null!=f&&(d=Editor.writeGraphModelToPng(d,"tEXt","mxfile",encodeURIComponent(f))),0<x&&(d=Editor.writeGraphModelToPng(d,"pHYs","dpi",x));else throw{message:mxResources.get("unknownError")};return d};EditorUi.prototype.saveCanvas=function(d,f,g,x,z){var u="jpeg"==g?"jpg":g;x=this.getBaseFilename(x)+(null!=f?".drawio":"")+"."+u;d=this.createImageDataUri(d, +f,g,z);this.saveData(x,u,d.substring(d.lastIndexOf(",")+1),"image/"+g,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&&"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&&7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(d,f){d=new TextareaDialog(this,d,f,null,null,mxResources.get("close"));this.showDialog(d.container,620,460, +!0,!0,null,null,null,null,!0);d.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(d,f,g,x,z,u){"text/xml"!=g||/(\.drawio)$/i.test(f)||/(\.xml)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.html)$/i.test(f)||(f=f+"."+(null!=u?u:"drawio"));if(window.Blob&&navigator.msSaveOrOpenBlob)d=x?this.base64ToBlob(d,g):new Blob([d],{type:g}),navigator.msSaveOrOpenBlob(d,f);else if(mxClient.IS_IE)g=window.open("about:blank","_blank"),null==g?mxUtils.popup(d,!0):(g.document.write(d), +g.document.close(),g.document.execCommand("SaveAs",!0,f),g.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==g||"image/"!=g.substring(0,6)?this.showTextDialog(f+":",d):this.openInNewWindow(d,g,x);else{var H=document.createElement("a");u=(null==navigator.userAgent||0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof H.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var L=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);u=65==(L?parseInt(L[2],10): +!1)?!1:u}if(u||this.isOffline()){H.href=URL.createObjectURL(x?this.base64ToBlob(d,g):new Blob([d],{type:g}));u?H.download=f:H.setAttribute("target","_blank");document.body.appendChild(H);try{window.setTimeout(function(){URL.revokeObjectURL(H.href)},2E4),H.click(),H.parentNode.removeChild(H)}catch(C){}}else this.createEchoRequest(d,f,g,x,z).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(d,f,g,x,z,u){d="xml="+encodeURIComponent(d);return new mxXmlRequest(SAVE_URL,d+(null!= +g?"&mime="+g:"")+(null!=z?"&format="+z:"")+(null!=u?"&base64="+u:"")+(null!=f?"&filename="+encodeURIComponent(f):"")+(x?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(d,f){f=f||"";d=atob(d);for(var g=d.length,x=Math.ceil(g/1024),z=Array(x),u=0;u<x;++u){for(var H=1024*u,L=Math.min(H+1024,g),C=Array(L-H),G=0;H<L;++G,++H)C[G]=d[H].charCodeAt(0);z[u]=new Uint8Array(C)}return new Blob(z,{type:f})};EditorUi.prototype.saveLocalFile=function(d,f,g,x,z,u,H,L){u=null!=u?u:!1;H=null!=H?H:"vsdx"!= +z&&(!mxClient.IS_IOS||!navigator.standalone);z=this.getServiceCount(u);isLocalStorage&&z++;var C=4>=z?2:6<z?4:3;f=new CreateDialog(this,f,mxUtils.bind(this,function(G,V){try{if("_blank"==V)if(null!=g&&"image/"==g.substring(0,6))this.openInNewWindow(d,g,x);else if(null!=g&&"text/html"==g.substring(0,9)){var U=new EmbedDialog(this,d);this.showDialog(U.container,450,240,!0,!0);U.init()}else{var Y=window.open("about:blank");null==Y?mxUtils.popup(d,!0):(Y.document.write("<pre>"+mxUtils.htmlEntities(d, +!1)+"</pre>"),Y.document.close())}else V==App.MODE_DEVICE||"download"==V?this.doSaveLocalFile(d,G,g,x,null,L):null!=G&&0<G.length&&this.pickFolder(V,mxUtils.bind(this,function(O){try{this.exportFile(d,G,g,x,V,O)}catch(qa){this.handleError(qa)}}))}catch(O){this.handleError(O)}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,u,H,null,1<z,C,d,g,x);u=this.isServices(z)?z>C?390:280:160;this.showDialog(f.container,420,u,!0,!0);f.init()};EditorUi.prototype.openInNewWindow= +function(d,f,g){var x=window.open("about:blank");null==x||null==x.document?mxUtils.popup(d,!0):("image/svg+xml"!=f||mxClient.IS_SVG?"image/svg+xml"!=f||g?(d=g?d:btoa(unescape(encodeURIComponent(d))),x.document.write('<html><img style="max-width:100%;" src="data:'+f+";base64,"+d+'"/></html>')):x.document.write("<html>"+d+"</html>"):x.document.write("<html><pre>"+mxUtils.htmlEntities(d,!1)+"</pre></html>"),x.document.close())};var m=EditorUi.prototype.addChromelessToolbarItems;EditorUi.prototype.isChromelessImageExportEnabled= +function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(d){if(null!=urlParams.tags){this.tagsDialog=this.tagsComponent=null;var f=d(mxUtils.bind(this,function(x){null==this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}),!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position= +"",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding="4px",this.tagsComponent.div.style.overflow="auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily=Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor= +"#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div,80)));if(null!=this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div;mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&& +(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var z=f.getBoundingClientRect();this.tagsDialog.style.left=z.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";z=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=z.zIndex;document.body.appendChild(this.tagsDialog);this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(x)}), +Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var x=this.editor.graph.getAllTags();f.style.display=0<x.length?"":"none"}))}m.apply(this,arguments);this.editor.addListener("tagsDialogShown",mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&& +(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container,"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog), +this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var g=d(mxUtils.bind(this,function(x){var z=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",z);null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)z.apply(this); +else{this.exportDialog=document.createElement("div");var u=g.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center";this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width="50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color= +"#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=u.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";u=mxUtils.getCurrentStyle(this.editor.graph.container);this.exportDialog.style.zIndex=u.zIndex;var H=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});H.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this, +function(L){H.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var C=this.createImageDataUri(L,null,"png");L=document.createElement("img");L.style.maxWidth="140px";L.style.maxHeight="140px";L.style.cursor="pointer";L.style.backgroundColor="white";L.setAttribute("title",mxResources.get("openInNewWindow"));L.setAttribute("border","0");L.setAttribute("src",C);this.exportDialog.appendChild(L);mxEvent.addListener(L,"click",mxUtils.bind(this, +function(){this.openInNewWindow(C.substring(C.indexOf(",")+1),"image/png",!0);z.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(L){this.spinner.stop();this.handleError(L)}),null,null,null,null,null,null,null,Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",z);document.body.appendChild(this.exportDialog)}mxEvent.consume(x)}),Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(d,f,g,x,z){this.isLocalFileSave()? +this.saveLocalFile(g,d,x,z,f):this.saveRequest(d,f,mxUtils.bind(this,function(u,H){return this.createEchoRequest(g,u,x,z,f,H)}),g,z,x)};EditorUi.prototype.saveRequest=function(d,f,g,x,z,u,H){H=null!=H?H:!mxClient.IS_IOS||!navigator.standalone;var L=this.getServiceCount(!1);isLocalStorage&&L++;var C=4>=L?2:6<L?4:3;d=new CreateDialog(this,d,mxUtils.bind(this,function(G,V){if("_blank"==V||null!=G&&0<G.length){var U=g("_blank"==V?null:G,V==App.MODE_DEVICE||"download"==V||null==V||"_blank"==V?"0":"1"); +null!=U&&(V==App.MODE_DEVICE||"download"==V||"_blank"==V?U.simulate(document,"_blank"):this.pickFolder(V,mxUtils.bind(this,function(Y){u=null!=u?u:"pdf"==f?"application/pdf":"image/"+f;if(null!=x)try{this.exportFile(x,G,u,!0,V,Y)}catch(O){this.handleError(O)}else this.spinner.spin(document.body,mxResources.get("saving"))&&U.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<=U.getStatus()&&299>=U.getStatus())try{this.exportFile(U.getText(),G,u,!0,V,Y)}catch(O){this.handleError(O)}else this.handleError({message:mxResources.get("errorSavingFile")})}), +function(O){this.spinner.stop();this.handleError(O)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,H,null,1<L,C,x,u,z);L=this.isServices(L)?4<L?390:280:160;this.showDialog(d.container,420,L,!0,!0);d.init()};EditorUi.prototype.isServices=function(d){return 1!=d};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(d,f,g,x,z,u){};EditorUi.prototype.pickFolder=function(d, +f,g){f(null)};EditorUi.prototype.exportSvg=function(d,f,g,x,z,u,H,L,C,G,V,U,Y,O){if(this.spinner.spin(document.body,mxResources.get("export")))try{var qa=this.editor.graph.isSelectionEmpty();g=null!=g?g:qa;var oa=f?null:this.editor.graph.background;oa==mxConstants.NONE&&(oa=null);null==oa&&0==f&&(oa=V?this.editor.graph.defaultPageBackgroundColor:"#ffffff");var aa=this.editor.graph.getSvg(oa,d,H,L,null,g,null,null,"blank"==G?"_blank":"self"==G?"_top":null,null,!Y,V,U);x&&this.editor.graph.addSvgShadow(aa); +var ca=this.getBaseFilename()+(z?".drawio":"")+".svg";O=null!=O?O:mxUtils.bind(this,function(Z){this.isLocalFileSave()||Z.length<=MAX_REQUEST_SIZE?this.saveData(ca,"svg",Z,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(Z)}))});var fa=mxUtils.bind(this,function(Z){this.spinner.stop();z&&Z.setAttribute("content",this.getFileData(!0,null,null,null,g,C,null,null,null,!1));O(Graph.xmlDeclaration+"\n"+(z? +Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(Z))});this.editor.graph.mathEnabled&&this.editor.addMathCss(aa);var J=mxUtils.bind(this,function(Z){u?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(Z,fa,this.thumbImageCache)):fa(Z)});Y?this.embedFonts(aa,J):(this.editor.addFontCss(aa),J(aa))}catch(Z){this.handleError(Z)}};EditorUi.prototype.addRadiobox=function(d,f,g,x,z,u,H){return this.addCheckbox(d,g,x,z,u,H,!0,f)};EditorUi.prototype.addCheckbox= +function(d,f,g,x,z,u,H,L){u=null!=u?u:!0;var C=document.createElement("input");C.style.marginRight="8px";C.style.marginTop="16px";C.setAttribute("type",H?"radio":"checkbox");H="geCheckbox-"+Editor.guid();C.id=H;null!=L&&C.setAttribute("name",L);g&&(C.setAttribute("checked","checked"),C.defaultChecked=!0);x&&C.setAttribute("disabled","disabled");u&&(d.appendChild(C),g=document.createElement("label"),mxUtils.write(g,f),g.setAttribute("for",H),d.appendChild(g),z||mxUtils.br(d));return C};EditorUi.prototype.addEditButton= +function(d,f){var g=this.addCheckbox(d,mxResources.get("edit")+":",!0,null,!0);g.style.marginLeft="24px";var x=this.getCurrentFile(),z="";null!=x&&x.getMode()!=App.MODE_DEVICE&&x.getMode()!=App.MODE_BROWSER&&(z=window.location.href);var u=document.createElement("select");u.style.maxWidth="200px";u.style.width="auto";u.style.marginLeft="8px";u.style.marginRight="10px";u.className="geBtn";x=document.createElement("option");x.setAttribute("value","blank");mxUtils.write(x,mxResources.get("makeCopy")); +u.appendChild(x);x=document.createElement("option");x.setAttribute("value","custom");mxUtils.write(x,mxResources.get("custom")+"...");u.appendChild(x);d.appendChild(u);mxEvent.addListener(u,"change",mxUtils.bind(this,function(){if("custom"==u.value){var H=new FilenameDialog(this,z,mxResources.get("ok"),function(L){null!=L?z=L:u.value="blank"},mxResources.get("url"),null,null,null,null,function(){u.value="blank"});this.showDialog(H.container,300,80,!0,!1);H.init()}}));mxEvent.addListener(g,"change", +mxUtils.bind(this,function(){g.checked&&(null==f||f.checked)?u.removeAttribute("disabled"):u.setAttribute("disabled","disabled")}));mxUtils.br(d);return{getLink:function(){return g.checked?"blank"===u.value?"_blank":z:null},getEditInput:function(){return g},getEditSelect:function(){return u}}};EditorUi.prototype.addLinkSection=function(d,f){function g(){var L=document.createElement("div");L.style.width="100%";L.style.height="100%";L.style.boxSizing="border-box";null!=u&&u!=mxConstants.NONE?(L.style.border= +"1px solid black",L.style.backgroundColor=u):(L.style.backgroundPosition="center center",L.style.backgroundRepeat="no-repeat",L.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");H.innerText="";H.appendChild(L)}mxUtils.write(d,mxResources.get("links")+":");var x=document.createElement("select");x.style.width="100px";x.style.padding="0px";x.style.marginLeft="8px";x.style.marginRight="10px";x.className="geBtn";var z=document.createElement("option");z.setAttribute("value","auto");mxUtils.write(z, +mxResources.get("automatic"));x.appendChild(z);z=document.createElement("option");z.setAttribute("value","blank");mxUtils.write(z,mxResources.get("openInNewWindow"));x.appendChild(z);z=document.createElement("option");z.setAttribute("value","self");mxUtils.write(z,mxResources.get("openInThisWindow"));x.appendChild(z);f&&(f=document.createElement("option"),f.setAttribute("value","frame"),mxUtils.write(f,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),x.appendChild(f));d.appendChild(x); +mxUtils.write(d,mxResources.get("borderColor")+":");var u="#0000ff",H=null;H=mxUtils.button("",mxUtils.bind(this,function(L){this.pickColor(u||"none",function(C){u=C;g()});mxEvent.consume(L)}));g();H.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px";H.style.marginLeft="4px";H.style.height="22px";H.style.width="22px";H.style.position="relative";H.style.top=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_EDGE?"6px":"1px";H.className="geColorBtn";d.appendChild(H);mxUtils.br(d);return{getColor:function(){return u}, +getTarget:function(){return x.value},focus:function(){x.focus()}}};EditorUi.prototype.createUrlParameters=function(d,f,g,x,z,u,H){H=null!=H?H:[];x&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||H.push("lightbox=1"),"auto"!=d&&H.push("target="+d),null!=f&&f!=mxConstants.NONE&&H.push("highlight="+("#"==f.charAt(0)?f.substring(1):f)),null!=z&&0<z.length&&H.push("edit="+encodeURIComponent(z)),u&&H.push("layers=1"),this.editor.graph.foldingEnabled&&H.push("nav=1"));g&&null!= +this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&H.push("page-id="+this.currentPage.getId());return H};EditorUi.prototype.createLink=function(d,f,g,x,z,u,H,L,C,G){C=this.createUrlParameters(d,f,g,x,z,u,C);d=this.getCurrentFile();f=!0;null!=H?g="#U"+encodeURIComponent(H):(d=this.getCurrentFile(),L||null==d||d.constructor!=window.DriveFile?g="#R"+encodeURIComponent(g?this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))): +(g="#"+d.getHash(),f=!1));f&&null!=d&&null!=d.getTitle()&&d.getTitle()!=this.defaultFilename&&C.push("title="+encodeURIComponent(d.getTitle()));G&&1<g.length&&(C.push("open="+g.substring(1)),g="");return(x&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+"/"+(0<C.length?"?"+C.join("&"):"")+g};EditorUi.prototype.createHtml=function(d,f,g,x,z,u,H,L,C,G,V,U){this.getBasenames(); +var Y={};""!=z&&z!=mxConstants.NONE&&(Y.highlight=z);"auto"!==x&&(Y.target=x);G||(Y.lightbox=!1);Y.nav=this.editor.graph.foldingEnabled;g=parseInt(g);isNaN(g)||100==g||(Y.zoom=g/100);g=[];H&&(g.push("pages"),Y.resize=!0,null!=this.pages&&null!=this.currentPage&&(Y.page=mxUtils.indexOf(this.pages,this.currentPage)));f&&(g.push("zoom"),Y.resize=!0);L&&g.push("layers");C&&g.push("tags");0<g.length&&(G&&g.push("lightbox"),Y.toolbar=g.join(" "));null!=V&&0<V.length&&(Y.edit=V);null!=d?Y.url=d:Y.xml=this.getFileData(!0, +null,null,null,null,!H);f='<div class="mxgraph" style="'+(u?"max-width:100%;":"")+(""!=g?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(Y))+'"></div>';d=null!=d?"&fetch="+encodeURIComponent(d):"";U(f,'<script type="text/javascript" src="'+(0<d.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+"/embed2.js?")+d:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL: +EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(d,f,g,x){var z=document.createElement("div");z.style.whiteSpace="nowrap";var u=document.createElement("h3");mxUtils.write(u,mxResources.get("html"));u.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";z.appendChild(u);var H=document.createElement("div");H.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var L=document.createElement("input"); +L.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";L.setAttribute("value","url");L.setAttribute("type","radio");L.setAttribute("name","type-embedhtmldialog");u=L.cloneNode(!0);u.setAttribute("value","copy");H.appendChild(u);var C=document.createElement("span");mxUtils.write(C,mxResources.get("includeCopyOfMyDiagram"));H.appendChild(C);mxUtils.br(H);H.appendChild(L);C=document.createElement("span");mxUtils.write(C,mxResources.get("publicDiagramUrl"));H.appendChild(C);var G=this.getCurrentFile(); +null==g&&null!=G&&G.constructor==window.DriveFile&&(C=document.createElement("a"),C.style.paddingLeft="12px",C.style.color="gray",C.style.cursor="pointer",mxUtils.write(C,mxResources.get("share")),H.appendChild(C),mxEvent.addListener(C,"click",mxUtils.bind(this,function(){this.hideDialog();this.drive.showPermissions(G.getId())})));u.setAttribute("checked","checked");null==g&&L.setAttribute("disabled","disabled");z.appendChild(H);var V=this.addLinkSection(z),U=this.addCheckbox(z,mxResources.get("zoom"), +!0,null,!0);mxUtils.write(z,":");var Y=document.createElement("input");Y.setAttribute("type","text");Y.style.marginRight="16px";Y.style.width="60px";Y.style.marginLeft="4px";Y.style.marginRight="12px";Y.value="100%";z.appendChild(Y);var O=this.addCheckbox(z,mxResources.get("fit"),!0);H=null!=this.pages&&1<this.pages.length;var qa=qa=this.addCheckbox(z,mxResources.get("allPages"),H,!H),oa=this.addCheckbox(z,mxResources.get("layers"),!0),aa=this.addCheckbox(z,mxResources.get("tags"),!0),ca=this.addCheckbox(z, +mxResources.get("lightbox"),!0),fa=null;H=380;if(EditorUi.enableHtmlEditOption){fa=this.addEditButton(z,ca);var J=fa.getEditInput();J.style.marginBottom="16px";H+=50;mxEvent.addListener(ca,"change",function(){ca.checked?J.removeAttribute("disabled"):J.setAttribute("disabled","disabled");J.checked&&ca.checked?fa.getEditSelect().removeAttribute("disabled"):fa.getEditSelect().setAttribute("disabled","disabled")})}d=new CustomDialog(this,z,mxUtils.bind(this,function(){x(L.checked?g:null,U.checked,Y.value, +V.getTarget(),V.getColor(),O.checked,qa.checked,oa.checked,aa.checked,ca.checked,null!=fa?fa.getLink():null)}),null,d,f);this.showDialog(d.container,340,H,!0,!0);u.focus()};EditorUi.prototype.showPublishLinkDialog=function(d,f,g,x,z,u,H,L){var C=document.createElement("div");C.style.whiteSpace="nowrap";var G=document.createElement("h3");mxUtils.write(G,d||mxResources.get("link"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";C.appendChild(G);var V=this.getCurrentFile(); +d=0;if(null==V||V.constructor!=window.DriveFile||f)H=null!=H?H:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{d=80;H=null!=H?H:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram";G=document.createElement("div");G.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;";var U=document.createElement("div");U.style.whiteSpace="normal";mxUtils.write(U,mxResources.get("linkAccountRequired"));G.appendChild(U); +U=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(V.getId())}));U.style.marginTop="12px";U.className="geBtn";G.appendChild(U);C.appendChild(G);U=document.createElement("a");U.style.paddingLeft="12px";U.style.color="gray";U.style.fontSize="11px";U.style.cursor="pointer";mxUtils.write(U,mxResources.get("check"));G.appendChild(U);mxEvent.addListener(U,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&&this.getPublicUrl(this.getCurrentFile(), +mxUtils.bind(this,function(P){this.spinner.stop();P=new ErrorDialog(this,null,mxResources.get(null!=P?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(P.container,300,80,!0,!1);P.init()}))}))}var Y=null,O=null;if(null!=g||null!=x)d+=30,mxUtils.write(C,mxResources.get("width")+":"),Y=document.createElement("input"),Y.setAttribute("type","text"),Y.style.marginRight="16px",Y.style.width="50px",Y.style.marginLeft="6px",Y.style.marginRight="16px",Y.style.marginBottom="10px", +Y.value="100%",C.appendChild(Y),mxUtils.write(C,mxResources.get("height")+":"),O=document.createElement("input"),O.setAttribute("type","text"),O.style.width="50px",O.style.marginLeft="6px",O.style.marginBottom="10px",O.value=x+"px",C.appendChild(O),mxUtils.br(C);var qa=this.addLinkSection(C,u);g=null!=this.pages&&1<this.pages.length;var oa=null;if(null==V||V.constructor!=window.DriveFile||f)oa=this.addCheckbox(C,mxResources.get("allPages"),g,!g);var aa=this.addCheckbox(C,mxResources.get("lightbox"), +!0,null,null,!u),ca=this.addEditButton(C,aa),fa=ca.getEditInput();u&&(fa.style.marginLeft=aa.style.marginLeft,aa.style.display="none",d-=20);var J=this.addCheckbox(C,mxResources.get("layers"),!0);J.style.marginLeft=fa.style.marginLeft;J.style.marginTop="8px";var Z=this.addCheckbox(C,mxResources.get("tags"),!0);Z.style.marginLeft=fa.style.marginLeft;Z.style.marginBottom="16px";Z.style.marginTop="16px";mxEvent.addListener(aa,"change",function(){aa.checked?(J.removeAttribute("disabled"),fa.removeAttribute("disabled")): +(J.setAttribute("disabled","disabled"),fa.setAttribute("disabled","disabled"));fa.checked&&aa.checked?ca.getEditSelect().removeAttribute("disabled"):ca.getEditSelect().setAttribute("disabled","disabled")});f=new CustomDialog(this,C,mxUtils.bind(this,function(){z(qa.getTarget(),qa.getColor(),null==oa?!0:oa.checked,aa.checked,ca.getLink(),J.checked,null!=Y?Y.value:null,null!=O?O.value:null,Z.checked)}),null,mxResources.get("create"),H,L);this.showDialog(f.container,340,300+d,!0,!0);null!=Y?(Y.focus(), +mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?Y.select():document.execCommand("selectAll",!1,null)):qa.focus()};EditorUi.prototype.showRemoteExportDialog=function(d,f,g,x,z){var u=document.createElement("div");u.style.whiteSpace="nowrap";var H=document.createElement("h3");mxUtils.write(H,mxResources.get("image"));H.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+(z?"10":"4")+"px";u.appendChild(H);if(z){mxUtils.write(u,mxResources.get("zoom")+":");var L=document.createElement("input"); +L.setAttribute("type","text");L.style.marginRight="16px";L.style.width="60px";L.style.marginLeft="4px";L.style.marginRight="12px";L.value=this.lastExportZoom||"100%";u.appendChild(L);mxUtils.write(u,mxResources.get("borderWidth")+":");var C=document.createElement("input");C.setAttribute("type","text");C.style.marginRight="16px";C.style.width="60px";C.style.marginLeft="4px";C.value=this.lastExportBorder||"0";u.appendChild(C);mxUtils.br(u)}var G=this.addCheckbox(u,mxResources.get("selectionOnly"),!1, +this.editor.graph.isSelectionEmpty()),V=x?null:this.addCheckbox(u,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);H=this.editor.graph;var U=x?null:this.addCheckbox(u,mxResources.get("transparentBackground"),H.background==mxConstants.NONE||null==H.background);null!=U&&(U.style.marginBottom="16px");d=new CustomDialog(this,u,mxUtils.bind(this,function(){var Y=parseInt(L.value)/100||1,O=parseInt(C.value)||0;g(!G.checked,null!=V?V.checked:!1,null!=U?U.checked:!1,Y,O)}),null,d,f); +this.showDialog(d.container,300,(z?25:0)+(x?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(d,f,g,x,z,u,H,L,C){H=null!=H?H:Editor.defaultIncludeDiagram;var G=document.createElement("div");G.style.whiteSpace="nowrap";var V=this.editor.graph,U="jpeg"==L?220:300,Y=document.createElement("h3");mxUtils.write(Y,d);Y.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px";G.appendChild(Y);mxUtils.write(G,mxResources.get("zoom")+":");var O=document.createElement("input"); +O.setAttribute("type","text");O.style.marginRight="16px";O.style.width="60px";O.style.marginLeft="4px";O.style.marginRight="12px";O.value=this.lastExportZoom||"100%";G.appendChild(O);mxUtils.write(G,mxResources.get("borderWidth")+":");var qa=document.createElement("input");qa.setAttribute("type","text");qa.style.marginRight="16px";qa.style.width="60px";qa.style.marginLeft="4px";qa.value=this.lastExportBorder||"0";G.appendChild(qa);mxUtils.br(G);var oa=this.addCheckbox(G,mxResources.get("selectionOnly"), +!1,V.isSelectionEmpty()),aa=document.createElement("input");aa.style.marginTop="16px";aa.style.marginRight="8px";aa.style.marginLeft="24px";aa.setAttribute("disabled","disabled");aa.setAttribute("type","checkbox");var ca=document.createElement("select");ca.style.marginTop="16px";ca.style.marginLeft="8px";d=["selectionOnly","diagram","page"];var fa={};for(Y=0;Y<d.length;Y++)if(!V.isSelectionEmpty()||"selectionOnly"!=d[Y]){var J=document.createElement("option");mxUtils.write(J,mxResources.get(d[Y])); +J.setAttribute("value",d[Y]);ca.appendChild(J);fa[d[Y]]=J}C?(mxUtils.write(G,mxResources.get("size")+":"),G.appendChild(ca),mxUtils.br(G),U+=26,mxEvent.addListener(ca,"change",function(){"selectionOnly"==ca.value&&(oa.checked=!0)})):u&&(G.appendChild(aa),mxUtils.write(G,mxResources.get("crop")),mxUtils.br(G),U+=30,mxEvent.addListener(oa,"change",function(){oa.checked?aa.removeAttribute("disabled"):aa.setAttribute("disabled","disabled")}));V.isSelectionEmpty()?C&&(oa.style.display="none",oa.nextSibling.style.display= +"none",oa.nextSibling.nextSibling.style.display="none",U-=30):(ca.value="diagram",aa.setAttribute("checked","checked"),aa.defaultChecked=!0,mxEvent.addListener(oa,"change",function(){ca.value=oa.checked?"selectionOnly":"diagram"}));var Z=this.addCheckbox(G,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=L),P=null;Editor.isDarkMode()&&(P=this.addCheckbox(G,mxResources.get("dark"),!0),U+=26);var da=this.addCheckbox(G,mxResources.get("shadow"),V.shadowVisible),ja=null;if("png"==L||"jpeg"== +L)ja=this.addCheckbox(G,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),U+=30;var ka=this.addCheckbox(G,mxResources.get("includeCopyOfMyDiagram"),H,null,null,"jpeg"!=L);ka.style.marginBottom="16px";var q=document.createElement("input");q.style.marginBottom="16px";q.style.marginRight="8px";q.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||q.setAttribute("disabled","disabled");var F=document.createElement("select");F.style.maxWidth="260px";F.style.marginLeft= +"8px";F.style.marginRight="10px";F.style.marginBottom="16px";F.className="geBtn";u=document.createElement("option");u.setAttribute("value","none");mxUtils.write(u,mxResources.get("noChange"));F.appendChild(u);u=document.createElement("option");u.setAttribute("value","embedFonts");mxUtils.write(u,mxResources.get("embedFonts"));F.appendChild(u);u=document.createElement("option");u.setAttribute("value","lblToSvg");mxUtils.write(u,mxResources.get("lblToSvg"));this.isOffline()||EditorUi.isElectronApp|| +F.appendChild(u);mxEvent.addListener(F,"change",mxUtils.bind(this,function(){"lblToSvg"==F.value?(q.checked=!0,q.setAttribute("disabled","disabled"),fa.page.style.display="none","page"==ca.value&&(ca.value="diagram"),da.checked=!1,da.setAttribute("disabled","disabled"),W.style.display="inline-block",R.style.display="none"):"disabled"==q.getAttribute("disabled")&&(q.checked=!1,q.removeAttribute("disabled"),da.removeAttribute("disabled"),fa.page.style.display="",W.style.display="none",R.style.display= +"")}));f&&(G.appendChild(q),mxUtils.write(G,mxResources.get("embedImages")),mxUtils.br(G),mxUtils.write(G,mxResources.get("txtSettings")+":"),G.appendChild(F),mxUtils.br(G),U+=60);var R=document.createElement("select");R.style.maxWidth="260px";R.style.marginLeft="8px";R.style.marginRight="10px";R.className="geBtn";f=document.createElement("option");f.setAttribute("value","auto");mxUtils.write(f,mxResources.get("automatic"));R.appendChild(f);f=document.createElement("option");f.setAttribute("value", +"blank");mxUtils.write(f,mxResources.get("openInNewWindow"));R.appendChild(f);f=document.createElement("option");f.setAttribute("value","self");mxUtils.write(f,mxResources.get("openInThisWindow"));R.appendChild(f);var W=document.createElement("div");mxUtils.write(W,mxResources.get("LinksLost"));W.style.margin="7px";W.style.display="none";"svg"==L&&(mxUtils.write(G,mxResources.get("links")+":"),G.appendChild(R),G.appendChild(W),mxUtils.br(G),mxUtils.br(G),U+=50);g=new CustomDialog(this,G,mxUtils.bind(this, +function(){this.lastExportBorder=qa.value;this.lastExportZoom=O.value;z(O.value,Z.checked,!oa.checked,da.checked,ka.checked,q.checked,qa.value,aa.checked,!1,R.value,null!=ja?ja.checked:null,null!=P?P.checked:null,ca.value,"embedFonts"==F.value,"lblToSvg"==F.value)}),null,g,x);this.showDialog(g.container,340,U,!0,!0,null,null,null,null,!0);O.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?O.select():document.execCommand("selectAll",!1,null)};EditorUi.prototype.showEmbedImageDialog= +function(d,f,g,x,z){var u=document.createElement("div");u.style.whiteSpace="nowrap";var H=this.editor.graph;if(null!=f){var L=document.createElement("h3");mxUtils.write(L,f);L.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";u.appendChild(L)}var C=this.addCheckbox(u,mxResources.get("fit"),!0),G=this.addCheckbox(u,mxResources.get("shadow"),H.shadowVisible&&x,!x),V=this.addCheckbox(u,g),U=this.addCheckbox(u,mxResources.get("lightbox"),!0),Y=this.addEditButton(u,U),O=Y.getEditInput(), +qa=1<H.model.getChildCount(H.model.getRoot()),oa=this.addCheckbox(u,mxResources.get("layers"),qa,!qa);oa.style.marginLeft=O.style.marginLeft;oa.style.marginBottom="12px";oa.style.marginTop="8px";mxEvent.addListener(U,"change",function(){U.checked?(qa&&oa.removeAttribute("disabled"),O.removeAttribute("disabled")):(oa.setAttribute("disabled","disabled"),O.setAttribute("disabled","disabled"));O.checked&&U.checked?Y.getEditSelect().removeAttribute("disabled"):Y.getEditSelect().setAttribute("disabled", +"disabled")});f=new CustomDialog(this,u,mxUtils.bind(this,function(){d(C.checked,G.checked,V.checked,U.checked,Y.getLink(),oa.checked)}),null,mxResources.get("embed"),z);this.showDialog(f.container,280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(d,f,g,x,z,u,H,L){function C(O){var qa=" ",oa="";x&&(qa=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=V?"&page="+V:"")+(z?"&edit=_blank":"")+(u?"&layers=1":"")+"');}})(this);\"",oa+="cursor:pointer;");d&&(oa+="max-width:100%;");var aa="";g&&(aa=' width="'+Math.round(G.width)+'" height="'+Math.round(G.height)+'"');H('<img src="'+O+'"'+aa+(""!=oa?' style="'+oa+'"':"")+qa+"/>")}var G=this.editor.graph.getGraphBounds(),V=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(O){var qa=x?this.getFileData(!0): +null;O=this.createImageDataUri(O,qa,"png");C(O)}),null,null,null,mxUtils.bind(this,function(O){L({message:mxResources.get("unknownError")})}),null,!0,g?2:1,null,f,null,null,Editor.defaultBorder);else if(f=this.getFileData(!0),G.width*G.height<=MAX_AREA&&f.length<=MAX_REQUEST_SIZE){var U="";g&&(U="&w="+Math.round(2*G.width)+"&h="+Math.round(2*G.height));var Y=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(x?"1":"0")+U+"&xml="+encodeURIComponent(f));Y.send(mxUtils.bind(this,function(){200<= +Y.getStatus()&&299>=Y.getStatus()?C("data:image/png;base64,"+Y.getText()):L({message:mxResources.get("unknownError")})}))}else L({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(d,f,g,x,z,u,H){var L=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!g),C=L.getElementsByTagName("a");if(null!=C)for(var G=0;G<C.length;G++){var V=C[G].getAttribute("href");null!=V&&"#"==V.charAt(0)&&"_blank"==C[G].getAttribute("target")&&C[G].removeAttribute("target")}x&& +L.setAttribute("content",this.getFileData(!0));f&&this.editor.graph.addSvgShadow(L);if(g){var U=" ",Y="";x&&(U="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(z?"&edit=_blank":"")+(u?"&layers=1": +"")+"');}})(this);\"",Y+="cursor:pointer;");d&&(Y+="max-width:100%;");this.editor.convertImages(L,mxUtils.bind(this,function(O){H('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(O))+'"'+(""!=Y?' style="'+Y+'"':"")+U+"/>")}))}else Y="",x&&(f=this.getSelectedPageIndex(),L.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=f?"&page="+f:"")+(z?"&edit=_blank":"")+(u?"&layers=1":"")+"');}}})(this);"),Y+="cursor:pointer;"),d&&(d=parseInt(L.getAttribute("width")),z=parseInt(L.getAttribute("height")),L.setAttribute("viewBox","-0.5 -0.5 "+d+" "+z),Y+="max-width:100%;max-height:"+z+"px;",L.removeAttribute("height")),""!=Y&&L.setAttribute("style",Y),this.editor.addFontCss(L),this.editor.graph.mathEnabled&&this.editor.addMathCss(L),H(mxUtils.getXml(L))};EditorUi.prototype.timeSince=function(d){d= +Math.floor((new Date-d)/1E3);var f=Math.floor(d/31536E3);if(1<f)return f+" "+mxResources.get("years");f=Math.floor(d/2592E3);if(1<f)return f+" "+mxResources.get("months");f=Math.floor(d/86400);if(1<f)return f+" "+mxResources.get("days");f=Math.floor(d/3600);if(1<f)return f+" "+mxResources.get("hours");f=Math.floor(d/60);return 1<f?f+" "+mxResources.get("minutes"):1==f?f+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(d,f){if(null!=d){var g=null;if("diagram"==d.nodeName)g= +d;else if("mxfile"==d.nodeName){var x=d.getElementsByTagName("diagram");if(0<x.length){g=x[0];var z=f.getGlobalVariable;f.getGlobalVariable=function(u){return"page"==u?g.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==u?1:z.apply(this,arguments)}}}null!=g&&(d=Editor.parseDiagramNode(g))}x=this.editor.graph;try{this.editor.graph=f,this.editor.setGraphXml(d)}catch(u){}finally{this.editor.graph=x}return d};EditorUi.prototype.getPngFileProperties=function(d){var f=1,g=0;if(null!= +d){if(d.hasAttribute("scale")){var x=parseFloat(d.getAttribute("scale"));!isNaN(x)&&0<x&&(f=x)}d.hasAttribute("border")&&(x=parseInt(d.getAttribute("border")),!isNaN(x)&&0<x&&(g=x))}return{scale:f,border:g}};EditorUi.prototype.getEmbeddedPng=function(d,f,g,x,z){try{var u=this.editor.graph,H=null!=u.themes&&"darkTheme"==u.defaultThemeName,L=null;if(null!=g&&0<g.length)u=this.createTemporaryGraph(H?u.getDefaultStylesheet():u.getStylesheet()),document.body.appendChild(u.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(g).documentElement, +!0),u),L=g;else if(H||null!=this.pages&&this.currentPage!=this.pages[0]){u=this.createTemporaryGraph(H?u.getDefaultStylesheet():u.getStylesheet());var C=u.getGlobalVariable;u.setBackgroundImage=this.editor.graph.setBackgroundImage;var G=this.pages[0];this.currentPage==G?u.setBackgroundImage(this.editor.graph.backgroundImage):null!=G.viewState&&null!=G.viewState&&u.setBackgroundImage(G.viewState.backgroundImage);u.getGlobalVariable=function(V){return"page"==V?G.getName():"pagenumber"==V?1:C.apply(this, +arguments)};document.body.appendChild(u.container);u.model.setRoot(G.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(V){try{null==L&&(L=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var U=V.toDataURL("image/png");U=Editor.writeGraphModelToPng(U,"tEXt","mxfile",encodeURIComponent(L));d(U.substring(U.lastIndexOf(",")+1));u!=this.editor.graph&&u.container.parentNode.removeChild(u.container)}catch(Y){null!=f&&f(Y)}}),null,null,null,mxUtils.bind(this,function(V){null!=f&& +f(V)}),null,null,x,null,u.shadowVisible,null,u,z,null,null,null,"diagram",null)}catch(V){null!=f&&f(V)}};EditorUi.prototype.getEmbeddedSvg=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){L=null!=L?L:!0;V=null!=V?V:0;H=null!=C?C:f.background;H==mxConstants.NONE&&(H=null);u=f.getSvg(H,G,V,null,null,u,null,null,null,f.shadowVisible||U,null,Y,"diagram");(f.shadowVisible||U)&&f.addSvgShadow(u,null,null,0==V);null!=d&&u.setAttribute("content",d);null!=g&&u.setAttribute("resource",g);var O=mxUtils.bind(this,function(qa){qa= +(x?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(qa);null!=z&&z(qa);return qa});f.mathEnabled&&this.editor.addMathCss(u);if(null!=z)this.embedFonts(u,mxUtils.bind(this,function(qa){L?this.editor.convertImages(qa,mxUtils.bind(this,function(oa){O(oa)})):O(qa)}));else return O(u)};EditorUi.prototype.embedFonts=function(d,f){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(d,this.editor.resolvedFontCss), +this.editor.embedExtFonts(mxUtils.bind(this,function(g){try{null!=g&&this.editor.addFontCss(d,g),f(d)}catch(x){f(d)}}))}catch(g){f(d)}}))};EditorUi.prototype.exportImage=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){C=null!=C?C:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var O=this.editor.graph.isSelectionEmpty();g=null!=g?g:O;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(qa){this.spinner.stop();try{this.saveCanvas(qa, +z?this.getFileData(!0,null,null,null,g,L):null,C,null==this.pages||0==this.pages.length,V)}catch(oa){this.handleError(oa)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(qa){this.spinner.stop();this.handleError(qa)}),null,g,d||1,f,x,null,null,u,H,G,U,Y)}catch(qa){this.spinner.stop(),this.handleError(qa)}}};EditorUi.prototype.isCorsEnabledForUrl=function(d){return this.editor.isCorsEnabledForUrl(d)};EditorUi.prototype.importXml=function(d,f,g,x,z,u,H){f=null!=f?f:0;g=null!=g?g:0;var L= +[];try{var C=this.editor.graph;if(null!=d&&0<d.length){C.model.beginUpdate();try{var G=mxUtils.parseXml(d);d={};var V=this.editor.extractGraphModel(G.documentElement,null!=this.pages);if(null!=V&&"mxfile"==V.nodeName&&null!=this.pages){var U=V.getElementsByTagName("diagram");if(1==U.length&&!u){if(V=Editor.parseDiagramNode(U[0]),null!=this.currentPage&&(d[U[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var Y=U[0].getAttribute("name");null!=Y&&""!=Y&&this.editor.graph.model.execute(new RenamePage(this, +this.currentPage,Y))}}else if(0<U.length){u=[];var O=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(d[U[0].getAttribute("id")]=this.pages[0].getId(),V=Editor.parseDiagramNode(U[0]),x=!1,O=1);for(;O<U.length;O++){var qa=U[O].getAttribute("id");U[O].removeAttribute("id");var oa=this.updatePageRoot(new DiagramPage(U[O]));d[qa]=U[O].getAttribute("id");var aa=this.pages.length;null==oa.getName()&&oa.setName(mxResources.get("pageWithNumber",[aa+1]));C.model.execute(new ChangePage(this, +oa,oa,aa,!0));u.push(oa)}this.updatePageLinks(d,u)}}if(null!=V&&"mxGraphModel"===V.nodeName){L=C.importGraphModel(V,f,g,x);if(null!=L)for(O=0;O<L.length;O++)this.updatePageLinksForCell(d,L[O]);var ca=C.parseBackgroundImage(V.getAttribute("backgroundImage"));if(null!=ca&&null!=ca.originalSrc){this.updateBackgroundPageLink(d,ca);var fa=new ChangePageSetup(this,null,ca);fa.ignoreColor=!0;C.model.execute(fa)}}H&&this.insertHandler(L,null,null,C.defaultVertexStyle,C.defaultEdgeStyle,!1,!0)}finally{C.model.endUpdate()}}}catch(J){if(z)throw J; +this.handleError(J)}return L};EditorUi.prototype.updatePageLinks=function(d,f){for(var g=0;g<f.length;g++)this.updatePageLinksForCell(d,f[g].root),null!=f[g].viewState&&this.updateBackgroundPageLink(d,f[g].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(d,f){try{if(null!=f&&Graph.isPageLink(f.originalSrc)){var g=d[f.originalSrc.substring(f.originalSrc.indexOf(",")+1)];null!=g&&(f.originalSrc="data:page/id,"+g)}}catch(x){}};EditorUi.prototype.updatePageLinksForCell= +function(d,f){var g=document.createElement("div"),x=this.editor.graph,z=x.getLinkForCell(f);null!=z&&x.setLinkForCell(f,this.updatePageLink(d,z));if(x.isHtmlLabel(f)){g.innerHTML=x.sanitizeHtml(x.getLabel(f));for(var u=g.getElementsByTagName("a"),H=!1,L=0;L<u.length;L++)z=u[L].getAttribute("href"),null!=z&&(u[L].setAttribute("href",this.updatePageLink(d,z)),H=!0);H&&x.labelChanged(f,g.innerHTML)}for(L=0;L<x.model.getChildCount(f);L++)this.updatePageLinksForCell(d,x.model.getChildAt(f,L))};EditorUi.prototype.updatePageLink= +function(d,f){if(Graph.isPageLink(f)){var g=d[f.substring(f.indexOf(",")+1)];f=null!=g?"data:page/id,"+g:null}else if("data:action/json,"==f.substring(0,17))try{var x=JSON.parse(f.substring(17));if(null!=x.actions){for(var z=0;z<x.actions.length;z++){var u=x.actions[z];if(null!=u.open&&Graph.isPageLink(u.open)){var H=u.open.substring(u.open.indexOf(",")+1);g=d[H];null!=g?u.open="data:page/id,"+g:null==this.getPageById(H)&&delete u.open}}f="data:action/json,"+JSON.stringify(x)}}catch(L){}return f}; +EditorUi.prototype.isRemoteVisioFormat=function(d){return/(\.v(sd|dx))($|\?)/i.test(d)||/(\.vs(s|x))($|\?)/i.test(d)};EditorUi.prototype.importVisio=function(d,f,g,x,z){x=null!=x?x:d.name;g=null!=g?g:mxUtils.bind(this,function(H){this.handleError(H)});var u=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var H=this.isRemoteVisioFormat(x);try{var L="UNKNOWN-VISIO",C=x.lastIndexOf(".");if(0<=C&&C<x.length)L=x.substring(C+1).toUpperCase();else{var G=x.lastIndexOf("/");0<= +G&&G<x.length&&(x=x.substring(G+1))}EditorUi.logEvent({category:L+"-MS-IMPORT-FILE",action:"filename_"+x,label:H?"remote":"local"})}catch(U){}if(H)if(null==VSD_CONVERT_URL||this.isOffline())g({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{H=new FormData;H.append("file1",d,x);var V=new XMLHttpRequest;V.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(x)?"?stencil=1":""));V.responseType="blob";this.addRemoteServiceSecurityCheck(V); +null!=z&&V.setRequestHeader("x-convert-custom",z);V.onreadystatechange=mxUtils.bind(this,function(){if(4==V.readyState)if(200<=V.status&&299>=V.status)try{var U=V.response;if("text/xml"==U.type){var Y=new FileReader;Y.onload=mxUtils.bind(this,function(O){try{f(O.target.result)}catch(qa){g({message:mxResources.get("errorLoadingFile")})}});Y.readAsText(U)}else this.doImportVisio(U,f,g,x)}catch(O){g(O)}else try{""==V.responseType||"text"==V.responseType?g({message:V.responseText}):(Y=new FileReader, +Y.onload=function(){g({message:JSON.parse(Y.result).Message})},Y.readAsText(V.response))}catch(O){g({})}});V.send(H)}else try{this.doImportVisio(d,f,g,x)}catch(U){g(U)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?u():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",u))};EditorUi.prototype.importGraphML=function(d,f,g){g=null!=g?g:mxUtils.bind(this,function(z){this.handleError(z)}); +var x=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(d,f,g)}catch(z){g(z)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?x():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",x))};EditorUi.prototype.exportVisio=function(d){var f=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(d)|| +this.handleError({message:mxResources.get("unknownError")})}catch(g){this.handleError(g)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?f():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",f))};EditorUi.prototype.convertLucidChart=function(d,f,g){var x=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var z= +JSON.parse(d);f(LucidImporter.importState(z));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+d.length}),null!=window.console&&"1"==urlParams.test){var u=[(new Date).toISOString(),"convertLucidChart",z];null!=z.state&&u.push(JSON.parse(z.state));if(null!=z.svgThumbs)for(var H=0;H<z.svgThumbs.length;H++)u.push(Editor.createSvgDataUri(z.svgThumbs[H]));null!=z.thumb&&u.push(z.thumb);console.log.apply(console,u)}}catch(L){}}catch(L){null!=window.console&&console.error(L),g(L)}else g({message:mxResources.get("serviceUnavailableOrBlocked")})}); +"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(x,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",x)})})})}):mxscript("js/extensions.min.js",x))};EditorUi.prototype.generateMermaidImage=function(d, +f,g,x){var z=this,u=function(){try{this.loadingMermaid=!1,f=null!=f?f:mxUtils.clone(EditorUi.defaultMermaidConfig),f.securityLevel="strict",f.startOnLoad=!1,Editor.isDarkMode()&&(f.theme="dark"),mermaid.mermaidAPI.initialize(f),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),d,function(H){try{if(mxClient.IS_IE||mxClient.IS_IE11)H=H.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var L=mxUtils.parseXml(H).getElementsByTagName("svg"); +if(0<L.length){var C=parseFloat(L[0].getAttribute("width")),G=parseFloat(L[0].getAttribute("height"));if(isNaN(C)||isNaN(G))try{var V=L[0].getAttribute("viewBox").split(/\s+/);C=parseFloat(V[2]);G=parseFloat(V[3])}catch(U){C=C||100,G=G||100}g(z.convertDataUri(Editor.createSvgDataUri(H)),C,G)}else x({message:mxResources.get("invalidInput")})}catch(U){x(U)}})}catch(H){x(H)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?u():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", +u):mxscript("js/extensions.min.js",u))};EditorUi.prototype.generatePlantUmlImage=function(d,f,g,x){function z(L,C,G){c1=L>>2;c2=(L&3)<<4|C>>4;c3=(C&15)<<2|G>>6;c4=G&63;r="";r+=u(c1&63);r+=u(c2&63);r+=u(c3&63);return r+=u(c4&63)}function u(L){if(10>L)return String.fromCharCode(48+L);L-=10;if(26>L)return String.fromCharCode(65+L);L-=26;if(26>L)return String.fromCharCode(97+L);L-=26;return 0==L?"-":1==L?"_":"?"}var H=new XMLHttpRequest;H.open("GET",("txt"==f?PLANT_URL+"/txt/":"png"==f?PLANT_URL+"/png/": +PLANT_URL+"/svg/")+function(L){r="";for(i=0;i<L.length;i+=3)r=i+2==L.length?r+z(L.charCodeAt(i),L.charCodeAt(i+1),0):i+1==L.length?r+z(L.charCodeAt(i),0,0):r+z(L.charCodeAt(i),L.charCodeAt(i+1),L.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(d))),!0);"txt"!=f&&(H.responseType="blob");H.onload=function(L){if(200<=this.status&&300>this.status)if("txt"==f)g(this.response);else{var C=new FileReader;C.readAsDataURL(this.response);C.onloadend=function(G){var V=new Image;V.onload= +function(){try{var U=V.width,Y=V.height;if(0==U&&0==Y){var O=C.result,qa=O.indexOf(","),oa=decodeURIComponent(escape(atob(O.substring(qa+1)))),aa=mxUtils.parseXml(oa).getElementsByTagName("svg");0<aa.length&&(U=parseFloat(aa[0].getAttribute("width")),Y=parseFloat(aa[0].getAttribute("height")))}g(C.result,U,Y)}catch(ca){x(ca)}};V.src=C.result};C.onerror=function(G){x(G)}}else x(L)};H.onerror=function(L){x(L)};H.send()};EditorUi.prototype.insertAsPreText=function(d,f,g){var x=this.editor.graph,z=null; +x.getModel().beginUpdate();try{z=x.insertVertex(null,null,"<pre>"+d+"</pre>",f,g,1,1,"text;html=1;align=left;verticalAlign=top;"),x.updateCellSize(z,!0)}finally{x.getModel().endUpdate()}return z};EditorUi.prototype.insertTextAt=function(d,f,g,x,z,u,H,L){u=null!=u?u:!0;H=null!=H?H:!0;if(null!=d)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(d.replace(/\s+/g," "), +mxUtils.bind(this,function(Y){4==Y.readyState&&200<=Y.status&&299>=Y.status&&this.editor.graph.setSelectionCells(this.insertTextAt(Y.responseText,f,g,!0))}));else if("data:"==d.substring(0,5)||!this.isOffline()&&(z||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d))){var C=this.editor.graph;if("data:application/pdf;base64,"==d.substring(0,28)){var G=Editor.extractGraphModelFromPdf(d);if(null!=G&&0<G.length)return this.importXml(G,f,g,u,!0,L)}if(Editor.isPngDataUrl(d)&&(G=Editor.extractGraphModelFromPng(d), +null!=G&&0<G.length))return this.importXml(G,f,g,u,!0,L);if("data:image/svg+xml;"==d.substring(0,19))try{G=null;"data:image/svg+xml;base64,"==d.substring(0,26)?(G=d.substring(d.indexOf(",")+1),G=window.atob&&!mxClient.IS_SF?atob(G):Base64.decode(G,!0)):G=decodeURIComponent(d.substring(d.indexOf(",")+1));var V=this.importXml(G,f,g,u,!0,L);if(0<V.length)return V}catch(Y){}this.loadImage(d,mxUtils.bind(this,function(Y){if("data:"==d.substring(0,5))this.resizeImage(Y,d,mxUtils.bind(this,function(oa,aa, +ca){C.setSelectionCell(C.insertVertex(null,null,"",C.snap(f),C.snap(g),aa,ca,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(oa)+";"))}),H,this.maxImageSize);else{var O=Math.min(1,Math.min(this.maxImageSize/Y.width,this.maxImageSize/Y.height)),qa=Math.round(Y.width*O);Y=Math.round(Y.height*O);C.setSelectionCell(C.insertVertex(null,null,"",C.snap(f),C.snap(g),qa,Y,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ +d+";"))}}),mxUtils.bind(this,function(){var Y=null;C.getModel().beginUpdate();try{Y=C.insertVertex(C.getDefaultParent(),null,d,C.snap(f),C.snap(g),1,1,"text;"+(x?"html=1;":"")),C.updateCellSize(Y),C.fireEvent(new mxEventObject("textInserted","cells",[Y]))}finally{C.getModel().endUpdate()}C.setSelectionCell(Y)}))}else{d=Graph.zapGremlins(mxUtils.trim(d));if(this.isCompatibleString(d))return this.importXml(d,f,g,u,null,L);if(0<d.length)if(this.isLucidChartData(d))this.convertLucidChart(d,mxUtils.bind(this, +function(Y){this.editor.graph.setSelectionCells(this.importXml(Y,f,g,u,null,L))}),mxUtils.bind(this,function(Y){this.handleError(Y)}));else{C=this.editor.graph;z=null;C.getModel().beginUpdate();try{z=C.insertVertex(C.getDefaultParent(),null,"",C.snap(f),C.snap(g),1,1,"text;whiteSpace=wrap;"+(x?"html=1;":""));C.fireEvent(new mxEventObject("textInserted","cells",[z]));"<"==d.charAt(0)&&d.indexOf(">")==d.length-1&&(d=mxUtils.htmlEntities(d));d.length>this.maxTextBytes&&(d=d.substring(0,this.maxTextBytes)+ +"...");z.value=d;C.updateCellSize(z);if(0<this.maxTextWidth&&z.geometry.width>this.maxTextWidth){var U=C.getPreferredSizeForCell(z,this.maxTextWidth);z.geometry.width=U.width;z.geometry.height=U.height}Graph.isLink(z.value)&&C.setLinkForCell(z,z.value);z.geometry.width+=C.gridSize;z.geometry.height+=C.gridSize}finally{C.getModel().endUpdate()}return[z]}}return[]};EditorUi.prototype.formatFileSize=function(d){var f=-1;do d/=1024,f++;while(1024<d);return Math.max(d,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[f]}; EditorUi.prototype.convertDataUri=function(d){if("data:"==d.substring(0,5)){var f=d.indexOf(";");0<f&&(d=d.substring(0,f)+d.substring(d.indexOf(",",f+1)))}return d};EditorUi.prototype.isRemoteFileFormat=function(d,f){return/("contentType":\s*"application\/gliffy\+json")/.test(d)};EditorUi.prototype.isLucidChartData=function(d){return null!=d&&('{"state":"{\\"Properties\\":'==d.substring(0,26)||'{"Properties":'==d.substring(0,14))};EditorUi.prototype.importLocalFile=function(d,f){if(d&&Graph.fileSupport){if(null== -this.importFileInputElt){var g=document.createElement("input");g.setAttribute("type","file");mxEvent.addListener(g,"change",mxUtils.bind(this,function(){null!=g.files&&(this.importFiles(g.files,null,null,this.maxImageSize),g.type="",g.type="file",g.value="")}));g.style.display="none";document.body.appendChild(g);this.importFileInputElt=g}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(F,C){StorageFile.listFiles(this, -"F",F,C)});window.openBrowserFile=mxUtils.bind(this,function(F,C,I){StorageFile.getFileContent(this,F,C,I)});window.deleteBrowserFile=mxUtils.bind(this,function(F,C,I){StorageFile.deleteFile(this,F,C,I)});if(!f){var l=Editor.useLocalStorage;Editor.useLocalStorage=!d}window.openFile=new OpenFile(mxUtils.bind(this,function(F){this.hideDialog(F)}));window.openFile.setConsumer(mxUtils.bind(this,function(F,C){null!=C&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(C)?(F=new Blob([F],{type:"application/octet-stream"}), -this.importVisio(F,mxUtils.bind(this,function(I){this.importXml(I,0,0,!0)}),null,C)):this.editor.graph.setSelectionCells(this.importXml(F,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!f){var q=this.dialog,z=q.close;this.dialog.close=mxUtils.bind(this,function(F){Editor.useLocalStorage=l;z.apply(q,arguments);F&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; -EditorUi.prototype.importZipFile=function(d,f,g){var l=this,q=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(d).then(function(z){if(mxUtils.isEmptyObject(z.files))g();else{var F=0,C,I=!1;z.forEach(function(G,Z){G=Z.name.toLowerCase();"diagram/diagram.xml"==G?(I=!0,Z.async("string").then(function(ca){0==ca.indexOf("<mxfile ")?f(ca):g()})):0==G.indexOf("versions/")&&(G=parseInt(G.substr(9)),G>F&&(F=G,C=Z))});0<F?C.async("string").then(function(G){(new XMLHttpRequest).upload&& -l.isRemoteFileFormat(G,d.name)?l.isOffline()?l.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,g):l.parseFileData(G,mxUtils.bind(this,function(Z){4==Z.readyState&&(200<=Z.status&&299>=Z.status?f(Z.responseText):g())}),d.name):g()}):I||g()}},function(z){g(z)}):g()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?q():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",q))};EditorUi.prototype.importFile=function(d,f,g,l,q,z,F,C,I,G,Z,ca){G=null!= -G?G:!0;var ba=!1,Y=null,O=mxUtils.bind(this,function(la){var aa=null;null!=la&&"<mxlibrary"==la.substring(0,10)?this.loadLibrary(new LocalLibrary(this,la,F)):aa=this.importXml(la,g,l,G,null,null!=ca?mxEvent.isControlDown(ca):null);null!=C&&C(aa)});"image"==f.substring(0,5)?(I=!1,"image/png"==f.substring(0,9)&&(f=Z?null:this.extractGraphModelFromPng(d),null!=f&&0<f.length&&(Y=this.importXml(f,g,l,G,null,null!=ca?mxEvent.isControlDown(ca):null),I=!0)),I||(f=this.editor.graph,I=d.indexOf(";"),0<I&&(d= -d.substring(0,I)+d.substring(d.indexOf(",",I+1))),G&&f.isGridEnabled()&&(g=f.snap(g),l=f.snap(l)),Y=[f.insertVertex(null,null,"",g,l,q,z,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+d+";")])):/(\.*<graphml )/.test(d)?(ba=!0,this.importGraphML(d,O)):null!=I&&null!=F&&(/(\.v(dx|sdx?))($|\?)/i.test(F)||/(\.vs(x|sx?))($|\?)/i.test(F))?(ba=!0,this.importVisio(I,O)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,F)?this.isOffline()? -this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(ba=!0,q=mxUtils.bind(this,function(la){4==la.readyState&&(200<=la.status&&299>=la.status?O(la.responseText):null!=C&&C(null))}),null!=d?this.parseFileData(d,q,F):this.parseFile(I,q,F)):0==d.indexOf("PK")&&null!=I?(ba=!0,this.importZipFile(I,O,mxUtils.bind(this,function(){Y=this.insertTextAt(this.validateFileData(d),g,l,!0,null,G);C(Y)}))):/(\.v(sd|dx))($|\?)/i.test(F)||/(\.vs(s|x))($|\?)/i.test(F)||(Y=this.insertTextAt(this.validateFileData(d), -g,l,!0,null,G,null,null!=ca?mxEvent.isControlDown(ca):null));ba||null==C||C(Y);return Y};EditorUi.prototype.importFiles=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba){l=null!=l?l:this.maxImageSize;G=null!=G?G:this.maxImageBytes;var Y=null!=f&&null!=g,O=!0;f=null!=f?f:0;g=null!=g?g:0;var la=!1;if(!mxClient.IS_CHROMEAPP&&null!=d)for(var aa=Z||this.resampleThreshold,ia=0;ia<d.length;ia++)if("image/svg"!==d[ia].type.substring(0,9)&&"image/"===d[ia].type.substring(0,6)&&d[ia].size>aa){la=!0;break}var X=mxUtils.bind(this, -function(){var R=this.editor.graph,sa=R.gridSize;q=null!=q?q:mxUtils.bind(this,function(ma,u,H,P,V,Q,da,ea,fa){try{return null!=ma&&"<mxlibrary"==ma.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,ma,da)),null):this.importFile(ma,u,H,P,V,Q,da,ea,fa,Y,ca,ba)}catch(pa){return this.handleError(pa),null}});z=null!=z?z:mxUtils.bind(this,function(ma){R.setSelectionCells(ma)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var M=d.length,ka=M,L=[],S=mxUtils.bind(this, -function(ma,u){L[ma]=u;if(0==--ka){this.spinner.stop();if(null!=C)C(L);else{var H=[];R.getModel().beginUpdate();try{for(ma=0;ma<L.length;ma++){var P=L[ma]();null!=P&&(H=H.concat(P))}}finally{R.getModel().endUpdate()}}z(H)}}),ja=0;ja<M;ja++)mxUtils.bind(this,function(ma){var u=d[ma];if(null!=u){var H=new FileReader;H.onload=mxUtils.bind(this,function(P){if(null==F||F(u))if("image/"==u.type.substring(0,6))if("image/svg"==u.type.substring(0,9)){var V=Graph.clipSvgDataUri(P.target.result),Q=V.indexOf(","); -Q=decodeURIComponent(escape(atob(V.substring(Q+1))));var da=mxUtils.parseXml(Q);Q=da.getElementsByTagName("svg");if(0<Q.length){Q=Q[0];var ea=ca?null:Q.getAttribute("content");null!=ea&&"<"!=ea.charAt(0)&&"%"!=ea.charAt(0)&&(ea=unescape(window.atob?atob(ea):Base64.decode(ea,!0)));null!=ea&&"%"==ea.charAt(0)&&(ea=decodeURIComponent(ea));null==ea||"<mxfile "!==ea.substring(0,8)&&"<mxGraphModel "!==ea.substring(0,14)?S(ma,mxUtils.bind(this,function(){try{if(null!=da){var ua=da.getElementsByTagName("svg"); -if(0<ua.length){var qa=ua[0],Da=qa.getAttribute("width"),Aa=qa.getAttribute("height");Da=null!=Da&&"%"!=Da.charAt(Da.length-1)?parseFloat(Da):NaN;Aa=null!=Aa&&"%"!=Aa.charAt(Aa.length-1)?parseFloat(Aa):NaN;var Fa=qa.getAttribute("viewBox");if(null==Fa||0==Fa.length)qa.setAttribute("viewBox","0 0 "+Da+" "+Aa);else if(isNaN(Da)||isNaN(Aa)){var ta=Fa.split(" ");3<ta.length&&(Da=parseFloat(ta[2]),Aa=parseFloat(ta[3]))}V=Editor.createSvgDataUri(mxUtils.getXml(qa));var Sa=Math.min(1,Math.min(l/Math.max(1, -Da)),l/Math.max(1,Aa)),Ra=q(V,u.type,f+ma*sa,g+ma*sa,Math.max(1,Math.round(Da*Sa)),Math.max(1,Math.round(Aa*Sa)),u.name);if(isNaN(Da)||isNaN(Aa)){var Oa=new Image;Oa.onload=mxUtils.bind(this,function(){Da=Math.max(1,Oa.width);Aa=Math.max(1,Oa.height);Ra[0].geometry.width=Da;Ra[0].geometry.height=Aa;qa.setAttribute("viewBox","0 0 "+Da+" "+Aa);V=Editor.createSvgDataUri(mxUtils.getXml(qa));var Va=V.indexOf(";");0<Va&&(V=V.substring(0,Va)+V.substring(V.indexOf(",",Va+1)));R.setCellStyles("image",V,[Ra[0]])}); -Oa.src=Editor.createSvgDataUri(mxUtils.getXml(qa))}return Ra}}}catch(Va){}return null})):S(ma,mxUtils.bind(this,function(){return q(ea,"text/xml",f+ma*sa,g+ma*sa,0,0,u.name)}))}else S(ma,mxUtils.bind(this,function(){return null}))}else{Q=!1;if("image/png"==u.type){var fa=ca?null:this.extractGraphModelFromPng(P.target.result);if(null!=fa&&0<fa.length){var pa=new Image;pa.src=P.target.result;S(ma,mxUtils.bind(this,function(){return q(fa,"text/xml",f+ma*sa,g+ma*sa,pa.width,pa.height,u.name)}));Q=!0}}Q|| -(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"),mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(P.target.result,mxUtils.bind(this,function(ua){this.resizeImage(ua,P.target.result,mxUtils.bind(this,function(qa,Da,Aa){S(ma,mxUtils.bind(this,function(){if(null!=qa&&qa.length<G){var Fa=O&&this.isResampleImageSize(u.size, -Z)?Math.min(1,Math.min(l/Da,l/Aa)):1;return q(qa,u.type,f+ma*sa,g+ma*sa,Math.round(Da*Fa),Math.round(Aa*Fa),u.name)}this.handleError({message:mxResources.get("imageTooBig")});return null}))}),O,l,Z,u.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else V=P.target.result,q(V,u.type,f+ma*sa,g+ma*sa,240,160,u.name,function(ua){S(ma,function(){return ua})},u)});/(\.v(dx|sdx?))($|\?)/i.test(u.name)||/(\.vs(x|sx?))($|\?)/i.test(u.name)?q(null, -u.type,f+ma*sa,g+ma*sa,240,160,u.name,function(P){S(ma,function(){return P})},u):"image"==u.type.substring(0,5)||"application/pdf"==u.type?H.readAsDataURL(u):H.readAsText(u)}})(ja)});if(la){la=[];for(ia=0;ia<d.length;ia++)la.push(d[ia]);d=la;this.confirmImageResize(function(R){O=R;X()},I)}else X()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize= -function(d,f){f=null!=f?f:!1;var g=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},l=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages():null,q=function(z,F){if(z||f)mxSettings.setResizeImages(z?F:null),mxSettings.save();g();d(F)};null==l||f?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(z){q(z,!0)},function(z){q(z,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+ -'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200,!0,!0):q(!1,l)};EditorUi.prototype.parseFile=function(d,f,g){g=null!=g?g:d.name;var l=new FileReader;l.onload=mxUtils.bind(this,function(){this.parseFileData(l.result,f,g)});l.readAsText(d)};EditorUi.prototype.parseFileData=function(d,f,g){var l=new XMLHttpRequest;l.open("POST",OPEN_URL);l.setRequestHeader("Content-Type","application/x-www-form-urlencoded"); -l.onreadystatechange=function(){f(l)};l.send("format=xml&filename="+encodeURIComponent(g)+"&data="+encodeURIComponent(d));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE",action:"size_"+file.size})}catch(q){}};EditorUi.prototype.isResampleImageSize=function(d,f){f=null!=f?f:this.resampleThreshold;return d>f};EditorUi.prototype.resizeImage=function(d,f,g,l,q,z,F){q=null!=q?q:this.maxImageSize;var C=Math.max(1,d.width),I=Math.max(1,d.height);if(l&&this.isResampleImageSize(null!=F?F:f.length,z))try{var G= -Math.max(C/q,I/q);if(1<G){var Z=Math.round(C/G),ca=Math.round(I/G),ba=document.createElement("canvas");ba.width=Z;ba.height=ca;ba.getContext("2d").drawImage(d,0,0,Z,ca);var Y=ba.toDataURL();if(Y.length<f.length){var O=document.createElement("canvas");O.width=Z;O.height=ca;var la=O.toDataURL();Y!==la&&(f=Y,C=Z,I=ca)}}}catch(aa){}g(f,C,I)};EditorUi.prototype.extractGraphModelFromPng=function(d){return Editor.extractGraphModelFromPng(d)};EditorUi.prototype.loadImage=function(d,f,g){try{var l=new Image; -l.onload=function(){l.width=0<l.width?l.width:120;l.height=0<l.height?l.height:120;f(l)};null!=g&&(l.onerror=g);l.src=d}catch(q){if(null!=g)g(q);else throw q;}};EditorUi.prototype.getDefaultSketchMode=function(){var d="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:d)};var D=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&& -this.doSetSketchMode(null!=mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles=mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var d=this,f=this.editor.graph;Editor.isDarkMode()&&(f.view.defaultGridColor=mxGraphView.prototype.defaultDarkGridColor);Graph.touchStyle&&(f.panningHandler.isPanningTrigger=function(aa){var ia=aa.getEvent(); -return null==aa.getState()&&!mxEvent.isMouseEvent(ia)&&!f.freehand.isDrawing()||mxEvent.isPopupTrigger(ia)&&(null==aa.getState()||mxEvent.isControlDown(ia)||mxEvent.isShiftDown(ia))});f.cellEditor.editPlantUmlData=function(aa,ia,X){var R=JSON.parse(X);ia=new TextareaDialog(d,mxResources.get("plantUml")+":",R.data,function(sa){null!=sa&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generatePlantUmlImage(sa,R.format,function(M,ka,L){d.spinner.stop();f.getModel().beginUpdate();try{if("txt"== -R.format)f.labelChanged(aa,"<pre>"+M+"</pre>"),f.updateCellSize(aa,!0);else{f.setCellStyles("image",d.convertDataUri(M),[aa]);var S=f.model.getGeometry(aa);null!=S&&(S=S.clone(),S.width=ka,S.height=L,f.cellsResized([aa],[S],!1))}f.setAttributeForCell(aa,"plantUmlData",JSON.stringify({data:sa,format:R.format}))}finally{f.getModel().endUpdate()}},function(M){d.handleError(M)})},null,null,400,220);d.showDialog(ia.container,420,300,!0,!0);ia.init()};f.cellEditor.editMermaidData=function(aa,ia,X){var R= -JSON.parse(X);ia=new TextareaDialog(d,mxResources.get("mermaid")+":",R.data,function(sa){null!=sa&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generateMermaidImage(sa,R.config,function(M,ka,L){d.spinner.stop();f.getModel().beginUpdate();try{f.setCellStyles("image",M,[aa]);var S=f.model.getGeometry(aa);null!=S&&(S=S.clone(),S.width=Math.max(S.width,ka),S.height=Math.max(S.height,L),f.cellsResized([aa],[S],!1));f.setAttributeForCell(aa,"mermaidData",JSON.stringify({data:sa,config:R.config}, -null,2))}finally{f.getModel().endUpdate()}},function(M){d.handleError(M)})},null,null,400,220);d.showDialog(ia.container,420,300,!0,!0);ia.init()};var g=f.cellEditor.startEditing;f.cellEditor.startEditing=function(aa,ia){try{var X=this.graph.getAttributeForCell(aa,"plantUmlData");if(null!=X)this.editPlantUmlData(aa,ia,X);else if(X=this.graph.getAttributeForCell(aa,"mermaidData"),null!=X)this.editMermaidData(aa,ia,X);else{var R=f.getCellStyle(aa);"1"==mxUtils.getValue(R,"metaEdit","0")?d.showDataDialog(aa): -g.apply(this,arguments)}}catch(sa){d.handleError(sa)}};f.getLinkTitle=function(aa){return d.getLinkTitle(aa)};f.customLinkClicked=function(aa){var ia=!1;try{d.handleCustomLink(aa),ia=!0}catch(X){d.handleError(X)}return ia};var l=f.parseBackgroundImage;f.parseBackgroundImage=function(aa){var ia=l.apply(this,arguments);null!=ia&&null!=ia.src&&Graph.isPageLink(ia.src)&&(ia={originalSrc:ia.src});return ia};var q=f.setBackgroundImage;f.setBackgroundImage=function(aa){null!=aa&&null!=aa.originalSrc&&(aa= -d.createImageForPageLink(aa.originalSrc,d.currentPage,this));q.apply(this,arguments)};this.editor.addListener("pageRenamed",mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pagesPatched",mxUtils.bind(this,function(aa,ia){aa=null!=f.backgroundImage?f.backgroundImage.originalSrc:null;if(null!=aa){var X=aa.indexOf(",");if(0<X)for(aa=aa.substring(X+1),ia=ia.getProperty("patches"), -X=0;X<ia.length;X++)if(null!=ia[X][EditorUi.DIFF_UPDATE]&&null!=ia[X][EditorUi.DIFF_UPDATE][aa]||null!=ia[X][EditorUi.DIFF_REMOVE]&&0<=mxUtils.indexOf(ia[X][EditorUi.DIFF_REMOVE],aa)){f.refreshBackgroundImage();break}}}));var z=f.getBackgroundImageObject;f.getBackgroundImageObject=function(aa,ia){var X=z.apply(this,arguments);if(null!=X&&null!=X.originalSrc)if(!ia)X={src:X.originalSrc};else if(ia&&null!=this.themes&&"darkTheme"==this.defaultThemeName){var R=this.stylesheet,sa=this.shapeForegroundColor, -M=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor="#000000";X=d.createImageForPageLink(X.originalSrc);this.shapeBackgroundColor=M;this.shapeForegroundColor=sa;this.stylesheet=R}return X};var F=this.clearDefaultStyle;this.clearDefaultStyle=function(){F.apply(this,arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog||(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders"); -if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl="https://app.diagrams.net/";var C=d.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(aa){aa=null!=aa?aa:"";"1"==urlParams.dev&&(aa+=(0<aa.length?"&":"?")+"dev=1");return C.apply(this,arguments)};var I=f.addClickHandler;f.addClickHandler=function(aa,ia,X){var R=ia;ia=function(sa,M){if(null==M){var ka=mxEvent.getSource(sa);"a"==ka.nodeName.toLowerCase()&& -(M=ka.getAttribute("href"))}null!=M&&f.isCustomLink(M)&&(mxEvent.isTouchEvent(sa)||!mxEvent.isPopupTrigger(sa))&&f.customLinkClicked(M)&&mxEvent.consume(sa);null!=R&&R(sa,M)};I.call(this,aa,ia,X)};D.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(f.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var G=Menus.prototype.addPopupMenuEditItems;this.menus.addPopupMenuEditItems=function(aa,ia,X){d.editor.graph.isSelectionEmpty()?G.apply(this,arguments):d.menus.addMenuItems(aa, -"delete - cut copy copyAsImage - duplicate".split(" "),null,X)}}d.actions.get("print").funct=function(){d.showDialog((new PrintDialog(d)).container,360,null!=d.pages&&1<d.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var Z=f.getExportVariables;f.getExportVariables=function(){var aa=Z.apply(this,arguments),ia=d.getCurrentFile();null!=ia&&(aa.filename=ia.getTitle());aa.pagecount=null!=d.pages?d.pages.length:1;aa.page=null!=d.currentPage?d.currentPage.getName(): -"";aa.pagenumber=null!=d.pages&&null!=d.currentPage?mxUtils.indexOf(d.pages,d.currentPage)+1:1;return aa};var ca=f.getGlobalVariable;f.getGlobalVariable=function(aa){var ia=d.getCurrentFile();return"filename"==aa&&null!=ia?ia.getTitle():"page"==aa&&null!=d.currentPage?d.currentPage.getName():"pagenumber"==aa?null!=d.currentPage&&null!=d.pages?mxUtils.indexOf(d.pages,d.currentPage)+1:1:"pagecount"==aa?null!=d.pages?d.pages.length:1:ca.apply(this,arguments)};var ba=f.labelLinkClicked;f.labelLinkClicked= -function(aa,ia,X){var R=ia.getAttribute("href");if(null==R||!f.isCustomLink(R)||!mxEvent.isTouchEvent(X)&&mxEvent.isPopupTrigger(X))ba.apply(this,arguments);else{if(!f.isEnabled()||null!=aa&&f.isCellLocked(aa.cell))f.customLinkClicked(R),f.getRubberband().reset();mxEvent.consume(X)}};this.editor.getOrCreateFilename=function(){var aa=d.defaultFilename,ia=d.getCurrentFile();null!=ia&&(aa=null!=ia.getTitle()?ia.getTitle():aa);return aa};var Y=this.actions.get("print");Y.setEnabled(!mxClient.IS_IOS|| -!navigator.standalone);Y.visible=Y.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67,!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"insertRectangle"),this.keyHandler.bindAction(75,!0,"insertEllipse",!0),this.altShiftActions[83]="synchronize",this.installImagePasteHandler(), -this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&f.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(aa){var ia=f.cellEditor.text2,X=null;null!=ia&&(mxEvent.addListener(ia,"dragleave",function(R){null!=X&&(X.parentNode.removeChild(X),X=null);R.stopPropagation();R.preventDefault()}),mxEvent.addListener(ia,"dragover",mxUtils.bind(this,function(R){null== -X&&(!mxClient.IS_IE||10<document.documentMode)&&(X=this.highlightElement(ia));R.stopPropagation();R.preventDefault()})),mxEvent.addListener(ia,"drop",mxUtils.bind(this,function(R){null!=X&&(X.parentNode.removeChild(X),X=null);if(0<R.dataTransfer.files.length)this.importFiles(R.dataTransfer.files,0,0,this.maxImageSize,function(M,ka,L,S,ja,ma){f.insertImage(M,ja,ma)},function(){},function(M){return"image/"==M.type.substring(0,6)},function(M){for(var ka=0;ka<M.length;ka++)M[ka]()},mxEvent.isControlDown(R)); -else if(0<=mxUtils.indexOf(R.dataTransfer.types,"text/uri-list")){var sa=R.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(sa)?this.loadImage(decodeURIComponent(sa),mxUtils.bind(this,function(M){var ka=Math.max(1,M.width);M=Math.max(1,M.height);var L=this.maxImageSize;L=Math.min(1,Math.min(L/Math.max(1,ka)),L/Math.max(1,M));f.insertImage(decodeURIComponent(sa),ka*L,M*L)})):document.execCommand("insertHTML",!1,R.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(R.dataTransfer.types, -"text/html")?document.execCommand("insertHTML",!1,R.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(R.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,R.dataTransfer.getData("text/plain"));R.stopPropagation();R.preventDefault()})))}));this.isSettingsEnabled()&&(Y=this.editor.graph.view,Y.setUnit(mxSettings.getUnit()),Y.addListener("unitChanged",function(aa,ia){mxSettings.setUnit(ia.getProperty("unit"));mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode|| -"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,Y.unit),this.refresh());if("1"==urlParams.styledev){Y=document.getElementById("geFooter");null!=Y&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type","text"),this.styleInput.style.position="absolute",this.styleInput.style.top="14px",this.styleInput.style.left="2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden", -this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),Y.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(aa,ia){0<this.editor.graph.getSelectionCount()?(aa=this.editor.graph.getSelectionCell(),aa=this.editor.graph.getModel().getStyle(aa),this.styleInput.value=aa||"",this.styleInput.style.visibility= -"visible"):this.styleInput.style.visibility="hidden"})));var O=this.isSelectionAllowed;this.isSelectionAllowed=function(aa){return mxEvent.getSource(aa)==this.styleInput?!0:O.apply(this,arguments)}}Y=document.getElementById("geInfo");null!=Y&&Y.parentNode.removeChild(Y);if(Graph.fileSupport&&(!this.editor.chromeless||this.editor.editable)){var la=null;mxEvent.addListener(f.container,"dragleave",function(aa){f.isEnabled()&&(null!=la&&(la.parentNode.removeChild(la),la=null),aa.stopPropagation(),aa.preventDefault())}); -mxEvent.addListener(f.container,"dragover",mxUtils.bind(this,function(aa){null==la&&(!mxClient.IS_IE||10<document.documentMode)&&(la=this.highlightElement(f.container));null!=this.sidebar&&this.sidebar.hideTooltip();aa.stopPropagation();aa.preventDefault()}));mxEvent.addListener(f.container,"drop",mxUtils.bind(this,function(aa){null!=la&&(la.parentNode.removeChild(la),la=null);if(f.isEnabled()){var ia=mxUtils.convertPoint(f.container,mxEvent.getClientX(aa),mxEvent.getClientY(aa)),X=aa.dataTransfer.files, -R=f.view.translate,sa=f.view.scale,M=ia.x/sa-R.x,ka=ia.y/sa-R.y;if(0<X.length)ia=1==X.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===X[0].type.substring(0,9)||"image/"!==X[0].type.substring(0,6)||/(\.drawio.png)$/i.test(X[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(aa)||ia)?(!mxEvent.isShiftDown(aa)&&ia&&null!=this.getCurrentFile()&&this.fileLoaded(null),this.openFiles(X,!0)):(mxEvent.isAltDown(aa)&&(ka=M=null),this.importFiles(X,M,ka,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(aa), -null,null,mxEvent.isShiftDown(aa),aa));else{mxEvent.isAltDown(aa)&&(ka=M=0);var L=0<=mxUtils.indexOf(aa.dataTransfer.types,"text/uri-list")?aa.dataTransfer.getData("text/uri-list"):null;X=this.extractGraphModelFromEvent(aa,null!=this.pages);if(null!=X)f.setSelectionCells(this.importXml(X,M,ka,!0));else if(0<=mxUtils.indexOf(aa.dataTransfer.types,"text/html")){var S=aa.dataTransfer.getData("text/html");X=document.createElement("div");X.innerHTML=f.sanitizeHtml(S);var ja=null;ia=X.getElementsByTagName("img"); -null!=ia&&1==ia.length?(S=ia[0].getAttribute("src"),null==S&&(S=ia[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(S)||(ja=!0)):(ia=X.getElementsByTagName("a"),null!=ia&&1==ia.length?S=ia[0].getAttribute("href"):(X=X.getElementsByTagName("pre"),null!=X&&1==X.length&&(S=mxUtils.getTextContent(X[0]))));var ma=!0,u=mxUtils.bind(this,function(){f.setSelectionCells(this.insertTextAt(S,M,ka,!0,ja,null,ma,mxEvent.isControlDown(aa)))});ja&&null!=S&&S.length>this.resampleThreshold?this.confirmImageResize(function(H){ma= -H;u()},mxEvent.isControlDown(aa)):u()}else null!=L&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(L)?this.loadImage(decodeURIComponent(L),mxUtils.bind(this,function(H){var P=Math.max(1,H.width);H=Math.max(1,H.height);var V=this.maxImageSize;V=Math.min(1,Math.min(V/Math.max(1,P)),V/Math.max(1,H));f.setSelectionCell(f.insertVertex(null,null,"",M,ka,P*V,H*V,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+L+";"))}),mxUtils.bind(this, -function(H){f.setSelectionCells(this.insertTextAt(L,M,ka,!0))})):0<=mxUtils.indexOf(aa.dataTransfer.types,"text/plain")&&f.setSelectionCells(this.insertTextAt(aa.dataTransfer.getData("text/plain"),M,ka,!0))}}aa.stopPropagation();aa.preventDefault()}),!1)}f.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode();this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var d=this.editor.graph;d.container.addEventListener("paste", -mxUtils.bind(this,function(f){if(!mxEvent.isConsumed(f))try{for(var g=f.clipboardData||f.originalEvent.clipboardData,l=!1,q=0;q<g.types.length;q++)if("text/"===g.types[q].substring(0,5)){l=!0;break}if(!l){var z=g.items;for(index in z){var F=z[index];if("file"===F.kind){if(d.isEditing())this.importFiles([F.getAsFile()],0,0,this.maxImageSize,function(I,G,Z,ca,ba,Y){d.insertImage(I,ba,Y)},function(){},function(I){return"image/"==I.type.substring(0,6)},function(I){for(var G=0;G<I.length;G++)I[G]()}); -else{var C=this.editor.graph.getInsertPoint();this.importFiles([F.getAsFile()],C.x,C.y,this.maxImageSize);mxEvent.consume(f)}break}}}}catch(I){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function d(){window.setTimeout(function(){g.innerHTML=" ";g.focus();document.execCommand("selectAll",!1,null)},0)}var f=this.editor.graph,g=document.createElement("div");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck", -"false");g.style.textRendering="optimizeSpeed";g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.background="transparent";g.style.color="transparent";g.style.position="absolute";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.display="block";g.style.fontSize="1";g.style.zIndex="-1";g.style.resize="none";g.style.outline="none";g.style.width="1px";g.style.height="1px";mxUtils.setOpacity(g,0);g.contentEditable=!0;g.innerHTML=" ";var l=!1;this.keyHandler.bindControlKey(88, -null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(z){var F=mxEvent.getSource(z);null==f.container||!f.isEnabled()||f.isMouseDown||f.isEditing()||null!=this.dialog||"INPUT"==F.nodeName||"TEXTAREA"==F.nodeName||224!=z.keyCode&&(mxClient.IS_MAC||17!=z.keyCode)&&(!mxClient.IS_MAC||91!=z.keyCode&&93!=z.keyCode)||l||(g.style.left=f.container.scrollLeft+10+"px",g.style.top=f.container.scrollTop+10+"px", -f.container.appendChild(g),l=!0,g.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(z){var F=z.keyCode;window.setTimeout(mxUtils.bind(this,function(){!l||224!=F&&17!=F&&91!=F&&93!=F||(l=!1,f.isEditing()||null!=this.dialog||null==f.container||f.container.focus(),g.parentNode.removeChild(g),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(g,"copy",mxUtils.bind(this,function(z){if(f.isEnabled())try{mxClipboard.copy(f), -this.copyCells(g),d()}catch(F){this.handleError(F)}}));mxEvent.addListener(g,"cut",mxUtils.bind(this,function(z){if(f.isEnabled())try{mxClipboard.copy(f),this.copyCells(g,!0),d()}catch(F){this.handleError(F)}}));mxEvent.addListener(g,"paste",mxUtils.bind(this,function(z){f.isEnabled()&&!f.isCellLocked(f.getDefaultParent())&&(g.innerHTML=" ",g.focus(),null!=z.clipboardData&&this.pasteCells(z,g,!0,!0),mxEvent.isConsumed(z)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(z,g,!1, -!0)}),0))}),!0);var q=this.isSelectionAllowed;this.isSelectionAllowed=function(z){return mxEvent.getSource(z)==g?!0:q.apply(this,arguments)}};EditorUi.prototype.setSketchMode=function(d){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(d);null==urlParams.rough&&(mxSettings.settings.sketchMode=d,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};EditorUi.prototype.setPagesVisible= -function(d){Editor.pagesVisible!=d&&(Editor.pagesVisible=d,mxSettings.settings.pagesVisible=d,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(d,f){this.sidebar.sidebarTitles!=d&&(this.sidebar.sidebarTitles=d,this.sidebar.refresh(),this.isSettingsEnabled()&&f&&(mxSettings.settings.sidebarTitles=d,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen=function(d){Editor.inlineFullscreen!= -d&&(Editor.inlineFullscreen=d,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(d){if(Editor.sketchMode!=d){var f=function(l,q,z){null==l[q]&&(l[q]=z)},g=this.editor.graph; -Editor.sketchMode=d;this.menus.defaultFontSize=d?20:16;g.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);f(g.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);g.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);f(g.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);f(g.defaultEdgeStyle,"edgeStyle","none");f(g.defaultEdgeStyle,"rounded","0");f(g.defaultEdgeStyle,"curved","1");f(g.defaultEdgeStyle,"jettySize","auto");f(g.defaultEdgeStyle,"orthogonalLoop", -"1");f(g.defaultEdgeStyle,"endArrow","open");f(g.defaultEdgeStyle,"endSize","14");f(g.defaultEdgeStyle,"startSize","14");d&&(f(g.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultVertexStyle,"fontSource",Editor.sketchFontSource),f(g.defaultVertexStyle,"hachureGap","4"),f(g.defaultVertexStyle,"sketch","1"),f(g.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),f(g.defaultEdgeStyle,"sketch","1"),f(g.defaultEdgeStyle,"hachureGap", -"4"),f(g.defaultEdgeStyle,"sourcePerimeterSpacing","8"),f(g.defaultEdgeStyle,"targetPerimeterSpacing","8"));g.currentVertexStyle=mxUtils.clone(g.defaultVertexStyle);g.currentEdgeStyle=mxUtils.clone(g.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(d){var f=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(d)){var g=d.indexOf(",");0<g&&(f=this.getPageById(d.substring(g+1)),f=null!=f?f.getName():mxResources.get("pageNotFound"))}else"data:"== -d.substring(0,5)&&(f=mxResources.get("action"));return f};EditorUi.prototype.handleCustomLink=function(d){if(Graph.isPageLink(d)){var f=d.indexOf(",");if(d=this.getPageById(d.substring(f+1)))this.selectPage(d);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(d)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)};EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible= -mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(d){d.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(d){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged", -mxUtils.bind(this,function(d,f){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(d=f.getProperty("customFonts"),this.menus.customFonts=d,mxSettings.setCustomFonts(d));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this,function(d,f){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget()); -mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(d,f){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor=mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1); -this.addListener("gridColorChanged",mxUtils.bind(this,function(d,f){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(d,f){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!=this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])), -this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth);mxSettings.save()})}};EditorUi.prototype.copyImage=function(d,f,g){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&& -this.editor.exportToCanvas(mxUtils.bind(this,function(l,q){try{this.spinner.stop();var z=this.createImageDataUri(l,f,"png"),F=parseInt(q.getAttribute("width")),C=parseInt(q.getAttribute("height"));this.writeImageToClipboard(z,F,C,mxUtils.bind(this,function(I){this.handleError(I)}))}catch(I){this.handleError(I)}}),null,null,null,mxUtils.bind(this,function(l){this.spinner.stop();this.handleError(l)}),null,null,null!=g?g:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE, -null,null,null,10,null,null,!1,null,0<d.length?d:null)}catch(l){this.handleError(l)}};EditorUi.prototype.writeImageToClipboard=function(d,f,g,l){var q=this.base64ToBlob(d.substring(d.indexOf(",")+1),"image/png");d=new ClipboardItem({"image/png":q,"text/html":new Blob(['<img src="'+d+'" width="'+f+'" height="'+g+'">'],{type:"text/html"})});navigator.clipboard.write([d])["catch"](l)};EditorUi.prototype.copyCells=function(d,f){var g=this.editor.graph;if(g.isSelectionEmpty())d.innerText="";else{var l= -mxUtils.sortCells(g.model.getTopmostCells(g.getSelectionCells())),q=mxUtils.getXml(g.encodeCells(l));mxUtils.setTextContent(d,encodeURIComponent(q));f?(g.removeCells(l,!1),g.lastPasteXml=null):(g.lastPasteXml=q,g.pasteCounter=0);d.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var d=null;if(Editor.enableNativeCipboard){var f=this.editor.graph;f.isSelectionEmpty()||(d=mxUtils.sortCells(f.getExportableCells(f.model.getTopmostCells(f.getSelectionCells()))), -f=mxUtils.getXml(f.encodeCells(d)),navigator.clipboard.writeText(f))}return d};EditorUi.prototype.pasteXml=function(d,f,g,l){var q=this.editor.graph,z=null;q.lastPasteXml==d?q.pasteCounter++:(q.lastPasteXml=d,q.pasteCounter=0);var F=q.pasteCounter*q.gridSize;if(g||this.isCompatibleString(d))z=this.importXml(d,F,F),q.setSelectionCells(z);else if(f&&1==q.getSelectionCount()){F=q.getStartEditingCell(q.getSelectionCell(),l);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d)&&"image"==q.getCurrentCellStyle(F)[mxConstants.STYLE_SHAPE])q.setCellStyles(mxConstants.STYLE_IMAGE, -d,[F]);else{q.model.beginUpdate();try{q.labelChanged(F,d),Graph.isLink(d)&&q.setLinkForCell(F,d)}finally{q.model.endUpdate()}}q.setSelectionCell(F)}else z=q.getInsertPoint(),q.isMouseInsertPoint()&&(F=0,q.lastPasteXml==d&&0<q.pasteCounter&&q.pasteCounter--),z=this.insertTextAt(d,z.x+F,z.y+F,!0),q.setSelectionCells(z);q.isSelectionEmpty()||(q.scrollCellToVisible(q.getSelectionCell()),null!=this.hoverIcons&&this.hoverIcons.update(q.view.getState(q.getSelectionCell())));return z};EditorUi.prototype.pasteCells= -function(d,f,g,l){if(!mxEvent.isConsumed(d)){var q=f,z=!1;if(g&&null!=d.clipboardData&&d.clipboardData.getData){var F=d.clipboardData.getData("text/plain"),C=!1;if(null!=F&&0<F.length&&"%3CmxGraphModel%3E"==F.substring(0,18))try{var I=decodeURIComponent(F);this.isCompatibleString(I)&&(C=!0,F=I)}catch(O){}C=C?null:d.clipboardData.getData("text/html");null!=C&&0<C.length?(q=this.parseHtmlData(C),z="text/plain"!=q.getAttribute("data-type")):null!=F&&0<F.length&&(q=document.createElement("div"),mxUtils.setTextContent(q, -C))}F=q.getElementsByTagName("span");if(null!=F&&0<F.length&&"application/vnd.lucid.chart.objects"===F[0].getAttribute("data-lucid-type"))g=F[0].getAttribute("data-lucid-content"),null!=g&&0<g.length&&(this.convertLucidChart(g,mxUtils.bind(this,function(O){var la=this.editor.graph;la.lastPasteXml==O?la.pasteCounter++:(la.lastPasteXml=O,la.pasteCounter=0);var aa=la.pasteCounter*la.gridSize;la.setSelectionCells(this.importXml(O,aa,aa));la.scrollCellToVisible(la.getSelectionCell())}),mxUtils.bind(this, -function(O){this.handleError(O)})),mxEvent.consume(d));else{var G=z?q.innerHTML:mxUtils.trim(null==q.innerText?mxUtils.getTextContent(q):q.innerText),Z=!1;try{var ca=G.lastIndexOf("%3E");0<=ca&&ca<G.length-3&&(G=G.substring(0,ca+3))}catch(O){}try{F=q.getElementsByTagName("span"),(I=null!=F&&0<F.length?mxUtils.trim(decodeURIComponent(F[0].textContent)):decodeURIComponent(G))&&(this.isCompatibleString(I)||0==I.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(Z=!0,G=I)}catch(O){}try{if(null!= -G&&0<G.length){if(0==G.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":')){var ba=mxUtils.bind(this,function(){try{G=(new MiroImporter).importMiroJson(JSON.parse(G)),this.pasteXml(G,l,Z,d)}catch(O){console.log("Miro import error:",O)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",ba):ba()}else this.pasteXml(G,l,Z,d);try{mxEvent.consume(d)}catch(O){}}else if(!g){var Y=this.editor.graph;Y.lastPasteXml=null;Y.pasteCounter=0}}catch(O){this.handleError(O)}}}f.innerHTML= -" "};EditorUi.prototype.addFileDropHandler=function(d){if(Graph.fileSupport)for(var f=null,g=0;g<d.length;g++)mxEvent.addListener(d[g],"dragleave",function(l){null!=f&&(f.parentNode.removeChild(f),f=null);l.stopPropagation();l.preventDefault()}),mxEvent.addListener(d[g],"dragover",mxUtils.bind(this,function(l){(this.editor.graph.isEnabled()||"1"!=urlParams.embed)&&null==f&&(!mxClient.IS_IE||10<document.documentMode&&12>document.documentMode)&&(f=this.highlightElement());l.stopPropagation();l.preventDefault()})), -mxEvent.addListener(d[g],"drop",mxUtils.bind(this,function(l){null!=f&&(f.parentNode.removeChild(f),f=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<l.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(l.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(l)&&!mxEvent.isShiftDown(l)):this.openFiles(l.dataTransfer.files,!0);else{var q=this.extractGraphModelFromEvent(l);if(null==q){var z=null!=l.dataTransfer?l.dataTransfer: -l.clipboardData;null!=z&&(10==document.documentMode||11==document.documentMode?q=z.getData("Text"):(q=null,q=0<=mxUtils.indexOf(z.types,"text/uri-list")?l.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(z.types,"text/html")?z.getData("text/html"):null,null!=q&&0<q.length?(z=document.createElement("div"),z.innerHTML=this.editor.graph.sanitizeHtml(q),z=z.getElementsByTagName("img"),0<z.length&&(q=z[0].getAttribute("src"))):0<=mxUtils.indexOf(z.types,"text/plain")&&(q=z.getData("text/plain"))), -null!=q&&(Editor.isPngDataUrl(q)?(q=Editor.extractGraphModelFromPng(q),null!=q&&0<q.length&&this.openLocalFile(q,null,!0)):this.isRemoteFileFormat(q)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(q))).send(mxUtils.bind(this,function(F){200<=F.getStatus()&&299>=F.getStatus()&&this.openLocalFile(F.getText(),null,!0)})):/^https?:\/\//.test(q)&&(null==this.getCurrentFile()?window.location.hash= -"#U"+encodeURIComponent(q):window.openWindow((mxClient.IS_CHROMEAPP?EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(q)))))}else this.openLocalFile(q,null,!0)}l.stopPropagation();l.preventDefault()}))};EditorUi.prototype.highlightElement=function(d){var f=0,g=0;if(null==d){var l=document.body;var q=document.documentElement;var z=(l.clientWidth||q.clientWidth)-3;l=Math.max(l.clientHeight||0,q.clientHeight)-3}else f=d.offsetTop,g=d.offsetLeft,z=d.clientWidth, -l=d.clientHeight;q=document.createElement("div");q.style.zIndex=mxPopupMenu.prototype.zIndex+2;q.style.border="3px dotted rgb(254, 137, 12)";q.style.pointerEvents="none";q.style.position="absolute";q.style.top=f+"px";q.style.left=g+"px";q.style.width=Math.max(0,z-3)+"px";q.style.height=Math.max(0,l-3)+"px";null!=d&&d.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(q):document.body.appendChild(q);return q};EditorUi.prototype.stringToCells=function(d){d=mxUtils.parseXml(d); -var f=this.editor.extractGraphModel(d.documentElement);d=[];if(null!=f){var g=new mxCodec(f.ownerDocument),l=new mxGraphModel;g.decode(f,l);f=l.getChildAt(l.getRoot(),0);for(g=0;g<l.getChildCount(f);g++)d.push(l.getChildAt(f,g))}return d};EditorUi.prototype.openFileHandle=function(d,f,g,l,q){if(null!=f&&0<f.length){!this.useCanvasForExport&&/(\.png)$/i.test(f)?f=f.substring(0,f.length-4)+".drawio":/(\.pdf)$/i.test(f)&&(f=f.substring(0,f.length-4)+".drawio");var z=mxUtils.bind(this,function(C){f=0<= -f.lastIndexOf(".")?f.substring(0,f.lastIndexOf("."))+".drawio":f+".drawio";if("<mxlibrary"==C.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,l);try{this.loadLibrary(new LocalLibrary(this,C,f))}catch(I){this.handleError(I,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(C,f,l)});if(/(\.v(dx|sdx?))($|\?)/i.test(f)||/(\.vs(x|sx?))($|\?)/i.test(f))this.importVisio(g,mxUtils.bind(this,function(C){this.spinner.stop(); -z(C)}));else if(/(\.*<graphml )/.test(d))this.importGraphML(d,mxUtils.bind(this,function(C){this.spinner.stop();z(C)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,f))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(g,mxUtils.bind(this,function(C){4==C.readyState&&(this.spinner.stop(),200<=C.status&&299>=C.status?z(C.responseText):this.handleError({message:mxResources.get(413==C.status? -"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))}));else if(this.isLucidChartData(d))/(\.json)$/i.test(f)&&(f=f.substring(0,f.length-5)+".drawio"),this.convertLucidChart(d,mxUtils.bind(this,function(C){this.spinner.stop();this.openLocalFile(C,f,l)}),mxUtils.bind(this,function(C){this.spinner.stop();this.handleError(C)}));else if("<mxlibrary"==d.substring(0,10)){this.spinner.stop();null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml, -this.defaultFilename,l);try{this.loadLibrary(new LocalLibrary(this,d,g.name))}catch(C){this.handleError(C,mxResources.get("errorLoadingFile"))}}else if(0==d.indexOf("PK"))this.importZipFile(g,mxUtils.bind(this,function(C){this.spinner.stop();z(C)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(d,f,l)}));else{if("image/png"==g.type.substring(0,9))d=this.extractGraphModelFromPng(d);else if("application/pdf"==g.type){var F=Editor.extractGraphModelFromPdf(d);null!=F&&(q=null,l=!0, -d=F)}this.spinner.stop();this.openLocalFile(d,f,l,q,null!=q?g:null)}}};EditorUi.prototype.openFiles=function(d,f){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var g=0;g<d.length;g++)mxUtils.bind(this,function(l){var q=new FileReader;q.onload=mxUtils.bind(this,function(z){try{this.openFileHandle(z.target.result,l.name,l,f)}catch(F){this.handleError(F)}});q.onerror=mxUtils.bind(this,function(z){this.spinner.stop();this.handleError(z);window.openFile=null});"image"!==l.type.substring(0, -5)&&"application/pdf"!==l.type||"image/svg"===l.type.substring(0,9)?q.readAsText(l):q.readAsDataURL(l)})(d[g])};EditorUi.prototype.openLocalFile=function(d,f,g,l,q){var z=this.getCurrentFile(),F=mxUtils.bind(this,function(){window.openFile=null;if(null==f&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var C=mxUtils.parseXml(d);null!=C&&(this.editor.setGraphXml(C.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this,d,f||this.defaultFilename,g,l,q))});if(null!= -d&&0<d.length)null==z||!z.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=l)?F():(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=l)&&null!=z&&z.isModified()?this.confirm(mxResources.get("allChangesLost"),null,F,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(d,f),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!=z&&z.isModified()?this.confirm(mxResources.get("allChangesLost"), -null,F,mxResources.get("cancel"),mxResources.get("discardChanges")):F()})));else throw Error(mxResources.get("notADiagramFile"));};EditorUi.prototype.getBasenames=function(){var d={};if(null!=this.pages)for(var f=0;f<this.pages.length;f++)this.updatePageRoot(this.pages[f]),this.addBasenamesForCell(this.pages[f].root,d);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),d);f=[];for(var g in d)f.push(g);return f};EditorUi.prototype.addBasenamesForCell=function(d,f){function g(F){if(null!= -F){var C=F.lastIndexOf(".");0<C&&(F=F.substring(C+1,F.length));null==f[F]&&(f[F]=!0)}}var l=this.editor.graph,q=l.getCellStyle(d);g(mxStencilRegistry.getBasenameForStencil(q[mxConstants.STYLE_SHAPE]));l.model.isEdge(d)&&(g(mxMarker.getPackageForType(q[mxConstants.STYLE_STARTARROW])),g(mxMarker.getPackageForType(q[mxConstants.STYLE_ENDARROW])));q=l.model.getChildCount(d);for(var z=0;z<q;z++)this.addBasenamesForCell(l.model.getChildAt(d,z),f)};EditorUi.prototype.setGraphEnabled=function(d){this.diagramContainer.style.visibility= -d?"":"hidden";this.formatContainer.style.visibility=d?"":"hidden";this.sidebarFooterContainer.style.display=d?"":"none";this.sidebarContainer.style.display=d?"":"none";this.hsplit.style.display=d?"":"none";this.editor.graph.setEnabled(d);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=d?"":"hidden",this.ruler.vRuler.container.style.visibility=d?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=d?"":"hidden");d||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1), -null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1),null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!=window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var d= -!1;this.installMessageHandler(mxUtils.bind(this,function(f,g,l,q){d||(d=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==f||0==f.length)f=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,f,{}));this.mode=App.MODE_EMBED;this.setFileData(f);if(q)try{var z=this.editor.graph;z.setGridEnabled(!1);z.pageVisible=!1;var F=z.model.cells,C;for(C in F){var I=F[C];null!=I&&null!=I.style&&(I.style+=";sketch=1;"+(-1==I.style.indexOf("fontFamily=")||-1<I.style.indexOf("fontFamily=Helvetica;")? -"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;":""))}}catch(G){console.log(G)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=l?l:!1;this.updateUi();window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog= -function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow?this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(d,f){null!=d?d.getPublicUrl(f):f(null)};EditorUi.prototype.createLoadMessage=function(d){var f=this.editor.graph;return{event:d,pageVisible:f.pageVisible,translate:f.view.translate,bounds:f.getGraphBounds(),currentPage:this.getSelectedPageIndex(), -scale:f.view.scale,page:f.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(d){var f=this.editor.graph;f.isEditing()&&f.stopEditing(!f.isInvokesStopCellEditing());var g=window.opener||window.parent;if(this.editor.modified){var l=f.background;if(null==l||l==mxConstants.NONE)l=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null,null,null,null,null,null,null,!1),f,null,!0,mxUtils.bind(this,function(q){g.postMessage(JSON.stringify({event:"export", -point:this.embedExitPoint,exit:null!=d?!d:!0,data:Editor.createSvgDataUri(q)}),"*")}),null,null,!0,l,1,this.embedExportBorder)}else d||g.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");d||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,f.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified=!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler= -function(d){var f=null,g=!1,l=!1,q=null,z=mxUtils.bind(this,function(I,G){this.editor.modified&&"0"!=urlParams.modified?null!=urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,z);mxEvent.addListener(window,"message",mxUtils.bind(this,function(I){if(I.source==(window.opener||window.parent)){var G=I.data,Z=null,ca=mxUtils.bind(this,function(fa){if(null!=fa&&"function"=== -typeof fa.charAt&&"<"!=fa.charAt(0))try{Editor.isPngDataUrl(fa)?fa=Editor.extractGraphModelFromPng(fa):"data:image/svg+xml;base64,"==fa.substring(0,26)?fa=atob(fa.substring(26)):"data:image/svg+xml;utf8,"==fa.substring(0,24)&&(fa=fa.substring(24)),null!=fa&&("%"==fa.charAt(0)?fa=decodeURIComponent(fa):"<"!=fa.charAt(0)&&(fa=Graph.decompress(fa)))}catch(pa){}return fa});if("json"==urlParams.proto){var ba=!1;try{G=JSON.parse(G),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[I],"data", -[G])}catch(fa){G=null}try{if(null==G)return;if("dialog"==G.action){this.showError(null!=G.titleKey?mxResources.get(G.titleKey):G.title,null!=G.messageKey?mxResources.get(G.messageKey):G.message,null!=G.buttonKey?mxResources.get(G.buttonKey):G.button);null!=G.modified&&(this.editor.modified=G.modified);return}if("layout"==G.action){this.executeLayouts(this.editor.graph.createLayouts(G.layouts));return}if("prompt"==G.action){this.spinner.stop();var Y=new FilenameDialog(this,G.defaultValue||"",null!= -G.okKey?mxResources.get(G.okKey):G.ok,function(fa){null!=fa?F.postMessage(JSON.stringify({event:"prompt",value:fa,message:G}),"*"):F.postMessage(JSON.stringify({event:"prompt-cancel",message:G}),"*")},null!=G.titleKey?mxResources.get(G.titleKey):G.title);this.showDialog(Y.container,300,80,!0,!1);Y.init();return}if("draft"==G.action){var O=ca(G.xml);this.spinner.stop();Y=new DraftDialog(this,mxResources.get("draftFound",[G.name||this.defaultFilename]),O,mxUtils.bind(this,function(){this.hideDialog(); -F.postMessage(JSON.stringify({event:"draft",result:"edit",message:G}),"*")}),mxUtils.bind(this,function(){this.hideDialog();F.postMessage(JSON.stringify({event:"draft",result:"discard",message:G}),"*")}),G.editKey?mxResources.get(G.editKey):null,G.discardKey?mxResources.get(G.discardKey):null,G.ignore?mxUtils.bind(this,function(){this.hideDialog();F.postMessage(JSON.stringify({event:"draft",result:"ignore",message:G}),"*")}):null);this.showDialog(Y.container,640,480,!0,!1,mxUtils.bind(this,function(fa){fa&& -this.actions.get("exit").funct()}));try{Y.init()}catch(fa){F.postMessage(JSON.stringify({event:"draft",error:fa.toString(),message:G}),"*")}return}if("template"==G.action){this.spinner.stop();var la=1==G.enableRecent,aa=1==G.enableSearch,ia=1==G.enableCustomTemp;if("1"==urlParams.newTempDlg&&!G.templatesOnly&&null!=G.callback){var X=this.getCurrentUser(),R=new TemplatesDialog(this,function(fa,pa,ua){fa=fa||this.emptyDiagramXml;F.postMessage(JSON.stringify({event:"template",xml:fa,blank:fa==this.emptyDiagramXml, -name:pa,tempUrl:ua.url,libs:ua.libs,builtIn:null!=ua.info&&null!=ua.info.custContentId,message:G}),"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=X?X.id:null,la?mxUtils.bind(this,function(fa,pa,ua){this.remoteInvoke("getRecentDiagrams",[ua],null,fa,pa)}):null,aa?mxUtils.bind(this,function(fa,pa,ua,qa){this.remoteInvoke("searchDiagrams",[fa,qa],null,pa,ua)}):null,mxUtils.bind(this,function(fa,pa,ua){this.remoteInvoke("getFileContent",[fa.url],null,pa,ua)}),null, -ia?mxUtils.bind(this,function(fa){this.remoteInvoke("getCustomTemplates",null,null,fa,function(){fa({},0)})}):null,!1,!1,!0,!0);this.showDialog(R.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0);return}Y=new NewDialog(this,!1,G.templatesOnly?!1:null!=G.callback,mxUtils.bind(this,function(fa,pa,ua,qa){fa=fa||this.emptyDiagramXml;null!=G.callback?F.postMessage(JSON.stringify({event:"template",xml:fa,blank:fa==this.emptyDiagramXml,name:pa,tempUrl:ua,libs:qa,builtIn:!0,message:G}),"*"): -(d(fa,I,fa!=this.emptyDiagramXml,G.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null,null,la?mxUtils.bind(this,function(fa){this.remoteInvoke("getRecentDiagrams",[null],null,fa,function(){fa(null,"Network Error!")})}):null,aa?mxUtils.bind(this,function(fa,pa){this.remoteInvoke("searchDiagrams",[fa,null],null,pa,function(){pa(null,"Network Error!")})}):null,mxUtils.bind(this,function(fa,pa,ua){F.postMessage(JSON.stringify({event:"template",docUrl:fa,info:pa, -name:ua}),"*")}),null,null,ia?mxUtils.bind(this,function(fa){this.remoteInvoke("getCustomTemplates",null,null,fa,function(){fa({},0)})}):null,1==G.withoutType);this.showDialog(Y.container,620,460,!0,!1,mxUtils.bind(this,function(fa){this.sidebar.hideTooltip();fa&&this.actions.get("exit").funct()}));Y.init();return}if("textContent"==G.action){var sa=this.getDiagramTextContent();F.postMessage(JSON.stringify({event:"textContent",data:sa,message:G}),"*");return}if("status"==G.action){null!=G.messageKey? -this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(G.messageKey))):null!=G.message&&this.editor.setStatus(mxUtils.htmlEntities(G.message));null!=G.modified&&(this.editor.modified=G.modified);return}if("spinner"==G.action){var M=null!=G.messageKey?mxResources.get(G.messageKey):G.message;null==G.show||G.show?this.spinner.spin(document.body,M):this.spinner.stop();return}if("exit"==G.action){this.actions.get("exit").funct();return}if("viewport"==G.action){null!=G.viewport&&(this.embedViewport= -G.viewport);return}if("snapshot"==G.action){this.sendEmbeddedSvgExport(!0);return}if("export"==G.action){if("png"==G.format||"xmlpng"==G.format){if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin)){var ka=null!=G.xml?G.xml:this.getFileData(!0);this.editor.graph.setEnabled(!1);var L=this.editor.graph,S=mxUtils.bind(this,function(fa){this.editor.graph.setEnabled(!0);this.spinner.stop();var pa=this.createLoadMessage("export");pa.format= -G.format;pa.message=G;pa.data=fa;pa.xml=ka;F.postMessage(JSON.stringify(pa),"*")}),ja=mxUtils.bind(this,function(fa){null==fa&&(fa=Editor.blankImage);"xmlpng"==G.format&&(fa=Editor.writeGraphModelToPng(fa,"tEXt","mxfile",encodeURIComponent(ka)));L!=this.editor.graph&&L.container.parentNode.removeChild(L.container);S(fa)}),ma=G.pageId||(null!=this.pages?G.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var u=mxUtils.bind(this,function(){if(null!=this.pages&& -this.currentPage.getId()!=ma){var fa=L.getGlobalVariable;L=this.createTemporaryGraph(L.getStylesheet());for(var pa,ua=0;ua<this.pages.length;ua++)if(this.pages[ua].getId()==ma){pa=this.updatePageRoot(this.pages[ua]);break}null==pa&&(pa=this.currentPage);L.getGlobalVariable=function(Fa){return"page"==Fa?pa.getName():"pagenumber"==Fa?1:fa.apply(this,arguments)};document.body.appendChild(L.container);L.model.setRoot(pa.root)}if(null!=G.layerIds){var qa=L.model,Da=qa.getChildCells(qa.getRoot()),Aa={}; -for(ua=0;ua<G.layerIds.length;ua++)Aa[G.layerIds[ua]]=!0;for(ua=0;ua<Da.length;ua++)qa.setVisible(Da[ua],Aa[Da[ua].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(Fa){ja(Fa.toDataURL("image/png"))}),G.width,null,G.background,mxUtils.bind(this,function(){ja(null)}),null,null,G.scale,G.transparent,G.shadow,null,L,G.border,null,G.grid,G.keepTheme)});null!=G.xml&&0<G.xml.length&&(g=!0,this.setFileData(ka),g=!1);u()}else(new mxXmlRequest(EXPORT_URL,"format=png&embedXml="+("xmlpng"==G.format? -"1":"0")+(null!=ma?"&pageId="+ma:"")+(null!=G.layerIds&&0<G.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:G.layerIds})):"")+(null!=G.scale?"&scale="+G.scale:"")+"&base64=1&xml="+encodeURIComponent(ka))).send(mxUtils.bind(this,function(fa){200<=fa.getStatus()&&299>=fa.getStatus()?S("data:image/png;base64,"+fa.getText()):ja(null)}),mxUtils.bind(this,function(){ja(null)}))}}else if(u=mxUtils.bind(this,function(){var fa=this.createLoadMessage("export");fa.message=G;if("html2"== -G.format||"html"==G.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var pa=this.getXmlFileData();fa.xml=mxUtils.getXml(pa);fa.data=this.getFileData(null,null,!0,null,null,null,pa);fa.format=G.format}else if("html"==G.format)pa=this.editor.getGraphXml(),fa.data=this.getHtml(pa,this.editor.graph),fa.xml=mxUtils.getXml(pa),fa.format=G.format;else{mxSvgCanvas2D.prototype.foAltText=null;pa=null!=G.background?G.background:this.editor.graph.background;pa==mxConstants.NONE&&(pa=null); -fa.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);fa.format="svg";var ua=mxUtils.bind(this,function(qa){this.editor.graph.setEnabled(!0);this.spinner.stop();fa.data=Editor.createSvgDataUri(qa);F.postMessage(JSON.stringify(fa),"*")});if("xmlsvg"==G.format)(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))&&this.getEmbeddedSvg(fa.xml,this.editor.graph,null,!0,ua,null,null,G.embedImages,pa,G.scale,G.border,G.shadow, -G.keepTheme);else if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))this.editor.graph.setEnabled(!1),pa=this.editor.graph.getSvg(pa,G.scale,G.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||G.shadow,null,G.keepTheme),(this.editor.graph.shadowVisible||G.shadow)&&this.editor.graph.addSvgShadow(pa),this.embedFonts(pa,mxUtils.bind(this,function(qa){G.embedImages||null==G.embedImages?this.editor.convertImages(qa,mxUtils.bind(this, -function(Da){ua(mxUtils.getXml(Da))})):ua(mxUtils.getXml(qa))}));return}F.postMessage(JSON.stringify(fa),"*")}),null!=G.xml&&0<G.xml.length){if(this.editor.graph.mathEnabled){var H=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){H.apply(this,arguments);u()}}g=!0;this.setFileData(G.xml);g=!1;this.editor.graph.mathEnabled||u()}else u();return}if("load"==G.action){ba=G.toSketch;l=1==G.autosave;this.hideDialog();null!=G.modified&&null==urlParams.modified&&(urlParams.modified=G.modified);null!=G.saveAndExit&& -null==urlParams.saveAndExit&&(urlParams.saveAndExit=G.saveAndExit);null!=G.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=G.noSaveBtn);if(null!=G.rough){var P=Editor.sketchMode;this.doSetSketchMode(G.rough);P!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!=G.dark&&(P=Editor.darkMode,this.doSetDarkMode(G.dark),P!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged")));null!=G.border&&(this.embedExportBorder=G.border);null!=G.background&&(this.embedExportBackground= -G.background);null!=G.viewport&&(this.embedViewport=G.viewport);this.embedExitPoint=null;if(null!=G.rect){var V=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=G.rect.top+"px";this.diagramContainer.style.left=G.rect.left+"px";this.diagramContainer.style.height=G.rect.height+"px";this.diagramContainer.style.width=G.rect.width+"px";this.diagramContainer.style.bottom="";this.diagramContainer.style.right="";Z=mxUtils.bind(this,function(){var fa= -this.editor.graph,pa=fa.maxFitScale;fa.maxFitScale=G.maxFitScale;fa.fit(2*V);fa.maxFitScale=pa;fa.container.scrollTop-=2*V;fa.container.scrollLeft-=2*V;this.fireEvent(new mxEventObject("editInlineStart","data",[G]))})}null!=G.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=G.noExitBtn);null!=G.title&&null!=this.buttonContainer&&(O=document.createElement("span"),mxUtils.write(O,G.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan),this.buttonContainer.appendChild(O), -this.embedFilenameSpan=O);try{G.libs&&this.sidebar.showEntries(G.libs)}catch(fa){}G=null!=G.xmlpng?this.extractGraphModelFromPng(G.xmlpng):null!=G.descriptor?G.descriptor:G.xml}else{if("merge"==G.action){var Q=this.getCurrentFile();null!=Q&&(O=ca(G.xml),null!=O&&""!=O&&Q.mergeFile(new LocalFile(this,O),function(){F.postMessage(JSON.stringify({event:"merge",message:G}),"*")},function(fa){F.postMessage(JSON.stringify({event:"merge",message:G,error:fa}),"*")}))}else"remoteInvokeReady"==G.action?this.handleRemoteInvokeReady(F): -"remoteInvoke"==G.action?this.handleRemoteInvoke(G,I.origin):"remoteInvokeResponse"==G.action?this.handleRemoteInvokeResponse(G):F.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(G)}),"*");return}}catch(fa){this.handleError(fa)}}var da=mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),ea=mxUtils.bind(this,function(fa,pa){g=!0;try{d(fa,pa,null,ba)}catch(ua){this.handleError(ua)}g= -!1;null!=urlParams.modified&&this.editor.setStatus("");q=da();l&&null==f&&(f=mxUtils.bind(this,function(ua,qa){ua=da();ua==q||g||(qa=this.createLoadMessage("autosave"),qa.xml=ua,(window.opener||window.parent).postMessage(JSON.stringify(qa),"*"));q=ua}),this.editor.graph.model.addListener(mxEvent.CHANGE,f),this.editor.graph.addListener("gridSizeChanged",f),this.editor.graph.addListener("shadowVisibleChanged",f),this.addListener("pageFormatChanged",f),this.addListener("pageScaleChanged",f),this.addListener("backgroundColorChanged", -f),this.addListener("backgroundImageChanged",f),this.addListener("foldingEnabledChanged",f),this.addListener("mathEnabledChanged",f),this.addListener("gridEnabledChanged",f),this.addListener("guidesEnabledChanged",f),this.addListener("pageViewChanged",f));if("1"==urlParams.returnbounds||"json"==urlParams.proto)pa=this.createLoadMessage("load"),pa.xml=fa,F.postMessage(JSON.stringify(pa),"*");null!=Z&&Z()});null!=G&&"function"===typeof G.substring&&"data:application/vnd.visio;base64,"==G.substring(0, -34)?(ca="0M8R4KGxGuE"==G.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(G.substring(G.indexOf(",")+1)),function(fa){ea(fa,I)},mxUtils.bind(this,function(fa){this.handleError(fa)}),ca)):null!=G&&"function"===typeof G.substring&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(G,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(G,mxUtils.bind(this,function(fa){4==fa.readyState&&200<=fa.status&&299>=fa.status&& -"<mxGraphModel"==fa.responseText.substring(0,13)&&ea(fa.responseText,I)}),""):null!=G&&"function"===typeof G.substring&&this.isLucidChartData(G)?this.convertLucidChart(G,mxUtils.bind(this,function(fa){ea(fa)}),mxUtils.bind(this,function(fa){this.handleError(fa)})):null==G||"object"!==typeof G||null==G.format||null==G.data&&null==G.url?(G=ca(G),ea(G,I)):this.loadDescriptor(G,mxUtils.bind(this,function(fa){ea(da(),I)}),mxUtils.bind(this,function(fa){this.handleError(fa,mxResources.get("errorLoadingFile"))}))}})); -var F=window.opener||window.parent;z="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";F.postMessage(z,"*");if("json"==urlParams.proto){var C=this.editor.graph.openLink;this.editor.graph.openLink=function(I,G,Z){C.apply(this,arguments);F.postMessage(JSON.stringify({event:"openLink",href:I,target:G,allowOpener:Z}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.menubar&&"1"!=urlParams.embedInline){var d=document.createElement("div");d.style.display= -"inline-block";d.style.position="absolute";d.style.paddingTop="atlas"==uiTheme||"1"==urlParams.atlas?"2px":"0px";d.style.paddingLeft="8px";d.style.paddingBottom="2px";var f=document.createElement("button");f.className="geBigButton";var g=f;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var l="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(f,l);f.setAttribute("title",l);mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})); -d.appendChild(f)}}else mxUtils.write(f,mxResources.get("save")),f.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),d.appendChild(f),"1"==urlParams.saveAndExit&&(f=document.createElement("a"),mxUtils.write(f,mxResources.get("saveAndExit")),f.setAttribute("title",mxResources.get("saveAndExit")),f.className="geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f, -"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),d.appendChild(f),g=f);"1"!=urlParams.noExitBtn&&(f=document.createElement("a"),g="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(f,g),f.setAttribute("title",g),f.className="geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),d.appendChild(f),g=f);g.style.marginRight="20px";this.toolbar.container.appendChild(d); -this.toolbar.staticElements.push(d);d.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"42px":"52px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this,function(d){this.importCsv(d)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/"));this.showDialog(this.importCsvDialog.container, -640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(d){var f=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();d()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?f():this.spinner.spin(document.body,mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js", -function(){mxscript("js/orgchart/mxOrgChartLayout.js",f)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",f))};EditorUi.prototype.importCsv=function(d,f){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(d,f)}))};EditorUi.prototype.doImportCsv=function(d,f){try{var g=d.split("\n"),l=[],q=[],z=[],F={};if(0<g.length){var C={},I=this.editor.graph,G=null,Z=null,ca=null,ba=null,Y=null,O=null,la=null,aa="whiteSpace=wrap;html=1;",ia=null,X=null,R="",sa="auto",M="auto",ka=!1,L=null, -S=null,ja=40,ma=40,u=100,H=0,P=function(){null!=f?f(wa):(I.setSelectionCells(wa),I.scrollCellToVisible(I.getSelectionCell()))},V=I.getFreeInsertPoint(),Q=V.x,da=V.y;V=da;var ea=null,fa="auto";X=null;for(var pa=[],ua=null,qa=null,Da=0;Da<g.length&&"#"==g[Da].charAt(0);){d=g[Da].replace(/\r$/,"");for(Da++;Da<g.length&&"\\"==d.charAt(d.length-1)&&"#"==g[Da].charAt(0);)d=d.substring(0,d.length-1)+mxUtils.trim(g[Da].substring(1)),Da++;if("#"!=d.charAt(1)){var Aa=d.indexOf(":");if(0<Aa){var Fa=mxUtils.trim(d.substring(1, -Aa)),ta=mxUtils.trim(d.substring(Aa+1));"label"==Fa?ea=I.sanitizeHtml(ta):"labelname"==Fa&&0<ta.length&&"-"!=ta?Y=ta:"labels"==Fa&&0<ta.length&&"-"!=ta?la=JSON.parse(ta):"style"==Fa?Z=ta:"parentstyle"==Fa?aa=ta:"unknownStyle"==Fa&&"-"!=ta?O=ta:"stylename"==Fa&&0<ta.length&&"-"!=ta?ba=ta:"styles"==Fa&&0<ta.length&&"-"!=ta?ca=JSON.parse(ta):"vars"==Fa&&0<ta.length&&"-"!=ta?G=JSON.parse(ta):"identity"==Fa&&0<ta.length&&"-"!=ta?ia=ta:"parent"==Fa&&0<ta.length&&"-"!=ta?X=ta:"namespace"==Fa&&0<ta.length&& -"-"!=ta?R=ta:"width"==Fa?sa=ta:"height"==Fa?M=ta:"collapsed"==Fa&&"-"!=ta?ka="true"==ta:"left"==Fa&&0<ta.length?L=ta:"top"==Fa&&0<ta.length?S=ta:"ignore"==Fa?qa=ta.split(","):"connect"==Fa?pa.push(JSON.parse(ta)):"link"==Fa?ua=ta:"padding"==Fa?H=parseFloat(ta):"edgespacing"==Fa?ja=parseFloat(ta):"nodespacing"==Fa?ma=parseFloat(ta):"levelspacing"==Fa?u=parseFloat(ta):"layout"==Fa&&(fa=ta)}}}if(null==g[Da])throw Error(mxResources.get("invalidOrMissingFile"));var Sa=this.editor.csvToArray(g[Da].replace(/\r$/, -""));Aa=d=null;Fa=[];for(ta=0;ta<Sa.length;ta++)ia==Sa[ta]&&(d=ta),X==Sa[ta]&&(Aa=ta),Fa.push(mxUtils.trim(Sa[ta]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==ea&&(ea="%"+Fa[0]+"%");if(null!=pa)for(var Ra=0;Ra<pa.length;Ra++)null==C[pa[Ra].to]&&(C[pa[Ra].to]={});ia=[];for(ta=Da+1;ta<g.length;ta++){var Oa=this.editor.csvToArray(g[ta].replace(/\r$/,""));if(null==Oa){var Va=40<g[ta].length?g[ta].substring(0,40)+"...":g[ta];throw Error(Va+" ("+ta+"):\n"+mxResources.get("containsValidationErrors")); -}0<Oa.length&&ia.push(Oa)}I.model.beginUpdate();try{for(ta=0;ta<ia.length;ta++){Oa=ia[ta];var Ja=null,cb=null!=d?R+Oa[d]:null;g=!1;null!=cb&&(Ja=I.model.getCell(cb),g=null==Ja||0<=mxUtils.indexOf(l,Ja));var $a=new mxCell(ea,new mxGeometry(Q,V,0,0),Z||"whiteSpace=wrap;html=1;");$a.collapsed=ka;$a.vertex=!0;$a.id=cb;null==Ja||g||I.model.setCollapsed(Ja,ka);for(var y=0;y<Oa.length;y++)I.setAttributeForCell($a,Fa[y],Oa[y]),null==Ja||g||I.setAttributeForCell(Ja,Fa[y],Oa[y]);if(null!=Y&&null!=la){var K= -la[$a.getAttribute(Y)];null!=K&&(I.labelChanged($a,K),null==Ja||g||I.cellLabelChanged(Ja,K))}if(null!=ba&&null!=ca){var N=ca[$a.getAttribute(ba)];null!=N&&($a.style=N)}I.setAttributeForCell($a,"placeholders","1");$a.style=I.replacePlaceholders($a,$a.style,G);null==Ja||g?I.fireEvent(new mxEventObject("cellsInserted","cells",[$a])):(I.model.setStyle(Ja,$a.style),0>mxUtils.indexOf(z,Ja)&&z.push(Ja),I.fireEvent(new mxEventObject("cellsInserted","cells",[Ja])));g=null!=Ja;Ja=$a;if(!g)for(Ra=0;Ra<pa.length;Ra++)C[pa[Ra].to][Ja.getAttribute(pa[Ra].to)]= -Ja;null!=ua&&"link"!=ua&&(I.setLinkForCell(Ja,Ja.getAttribute(ua)),I.setAttributeForCell(Ja,ua,null));var T=this.editor.graph.getPreferredSizeForCell(Ja);X=null!=Aa?I.model.getCell(R+Oa[Aa]):null;if(Ja.vertex){Va=null!=X?0:Q;Da=null!=X?0:da;null!=L&&null!=Ja.getAttribute(L)&&(Ja.geometry.x=Va+parseFloat(Ja.getAttribute(L)));null!=S&&null!=Ja.getAttribute(S)&&(Ja.geometry.y=Da+parseFloat(Ja.getAttribute(S)));var U="@"==sa.charAt(0)?Ja.getAttribute(sa.substring(1)):null;Ja.geometry.width=null!=U&&"auto"!= -U?parseFloat(Ja.getAttribute(sa.substring(1))):"auto"==sa||"auto"==U?T.width+H:parseFloat(sa);var W="@"==M.charAt(0)?Ja.getAttribute(M.substring(1)):null;Ja.geometry.height=null!=W&&"auto"!=W?parseFloat(W):"auto"==M||"auto"==W?T.height+H:parseFloat(M);V+=Ja.geometry.height+ma}g?(null==F[cb]&&(F[cb]=[]),F[cb].push(Ja)):(l.push(Ja),null!=X?(X.style=I.replacePlaceholders(X,aa,G),I.addCell(Ja,X),q.push(X)):z.push(I.addCell(Ja)))}for(ta=0;ta<q.length;ta++)U="@"==sa.charAt(0)?q[ta].getAttribute(sa.substring(1)): -null,W="@"==M.charAt(0)?q[ta].getAttribute(M.substring(1)):null,"auto"!=sa&&"auto"!=U||"auto"!=M&&"auto"!=W||I.updateGroupBounds([q[ta]],H,!0);var na=z.slice(),wa=z.slice();for(Ra=0;Ra<pa.length;Ra++){var ra=pa[Ra];for(ta=0;ta<l.length;ta++){Ja=l[ta];var xa=mxUtils.bind(this,function(bb,jb,eb){var qb=jb.getAttribute(eb.from);if(null!=qb&&""!=qb){qb=qb.split(",");for(var ub=0;ub<qb.length;ub++){var Ya=C[eb.to][qb[ub]];if(null==Ya&&null!=O){Ya=new mxCell(qb[ub],new mxGeometry(Q,da,0,0),O);Ya.style= -I.replacePlaceholders(jb,Ya.style,G);var ab=this.editor.graph.getPreferredSizeForCell(Ya);Ya.geometry.width=ab.width+H;Ya.geometry.height=ab.height+H;C[eb.to][qb[ub]]=Ya;Ya.vertex=!0;Ya.id=qb[ub];z.push(I.addCell(Ya))}if(null!=Ya){ab=eb.label;null!=eb.fromlabel&&(ab=(jb.getAttribute(eb.fromlabel)||"")+(ab||""));null!=eb.sourcelabel&&(ab=I.replacePlaceholders(jb,eb.sourcelabel,G)+(ab||""));null!=eb.tolabel&&(ab=(ab||"")+(Ya.getAttribute(eb.tolabel)||""));null!=eb.targetlabel&&(ab=(ab||"")+I.replacePlaceholders(Ya, -eb.targetlabel,G));var kb="target"==eb.placeholders==!eb.invert?Ya:bb;kb=null!=eb.style?I.replacePlaceholders(kb,eb.style,G):I.createCurrentEdgeStyle();ab=I.insertEdge(null,null,ab||"",eb.invert?Ya:bb,eb.invert?bb:Ya,kb);if(null!=eb.labels)for(kb=0;kb<eb.labels.length;kb++){var hb=eb.labels[kb],ob=new mxCell(hb.label||kb,new mxGeometry(null!=hb.x?hb.x:0,null!=hb.y?hb.y:0,0,0),"resizable=0;html=1;");ob.vertex=!0;ob.connectable=!1;ob.geometry.relative=!0;null!=hb.placeholders&&(ob.value=I.replacePlaceholders("target"== -hb.placeholders==!eb.invert?Ya:bb,ob.value,G));if(null!=hb.dx||null!=hb.dy)ob.geometry.offset=new mxPoint(null!=hb.dx?hb.dx:0,null!=hb.dy?hb.dy:0);ab.insert(ob)}wa.push(ab);mxUtils.remove(eb.invert?bb:Ya,na)}}}});xa(Ja,Ja,ra);if(null!=F[Ja.id])for(y=0;y<F[Ja.id].length;y++)xa(Ja,F[Ja.id][y],ra)}}if(null!=qa)for(ta=0;ta<l.length;ta++)for(Ja=l[ta],y=0;y<qa.length;y++)I.setAttributeForCell(Ja,mxUtils.trim(qa[y]),null);if(0<z.length){var Ea=new mxParallelEdgeLayout(I);Ea.spacing=ja;Ea.checkOverlap=!0; -var Na=function(){0<Ea.spacing&&Ea.execute(I.getDefaultParent());for(var bb=0;bb<z.length;bb++){var jb=I.getCellGeometry(z[bb]);jb.x=Math.round(I.snap(jb.x));jb.y=Math.round(I.snap(jb.y));"auto"==sa&&(jb.width=Math.round(I.snap(jb.width)));"auto"==M&&(jb.height=Math.round(I.snap(jb.height)))}};if("["==fa.charAt(0)){var Ma=P;I.view.validate();this.executeLayouts(I.createLayouts(JSON.parse(fa)),function(){Na();Ma()});P=null}else if("circle"==fa){var za=new mxCircleLayout(I);za.disableEdgeStyle=!1;za.resetEdges= -!1;var Ba=za.isVertexIgnored;za.isVertexIgnored=function(bb){return Ba.apply(this,arguments)||0>mxUtils.indexOf(z,bb)};this.executeLayout(function(){za.execute(I.getDefaultParent());Na()},!0,P);P=null}else if("horizontaltree"==fa||"verticaltree"==fa||"auto"==fa&&wa.length==2*z.length-1&&1==na.length){I.view.validate();var Ca=new mxCompactTreeLayout(I,"horizontaltree"==fa);Ca.levelDistance=ma;Ca.edgeRouting=!1;Ca.resetEdges=!1;this.executeLayout(function(){Ca.execute(I.getDefaultParent(),0<na.length? -na[0]:null)},!0,P);P=null}else if("horizontalflow"==fa||"verticalflow"==fa||"auto"==fa&&1==na.length){I.view.validate();var ya=new mxHierarchicalLayout(I,"horizontalflow"==fa?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH);ya.intraCellSpacing=ma;ya.parallelEdgeSpacing=ja;ya.interRankCellSpacing=u;ya.disableEdgeStyle=!1;this.executeLayout(function(){ya.execute(I.getDefaultParent(),wa);I.moveCells(wa,Q,da)},!0,P);P=null}else if("orgchart"==fa){I.view.validate();var Ga=new mxOrgChartLayout(I, -2,u,ma),Za=Ga.isVertexIgnored;Ga.isVertexIgnored=function(bb){return Za.apply(this,arguments)||0>mxUtils.indexOf(z,bb)};this.executeLayout(function(){Ga.execute(I.getDefaultParent());Na()},!0,P);P=null}else if("organic"==fa||"auto"==fa&&wa.length>z.length){I.view.validate();var Pa=new mxFastOrganicLayout(I);Pa.forceConstant=3*ma;Pa.disableEdgeStyle=!1;Pa.resetEdges=!1;var fb=Pa.isVertexIgnored;Pa.isVertexIgnored=function(bb){return fb.apply(this,arguments)||0>mxUtils.indexOf(z,bb)};this.executeLayout(function(){Pa.execute(I.getDefaultParent()); -Na()},!0,P);P=null}}this.hideDialog()}finally{I.model.endUpdate()}null!=P&&P()}}catch(bb){this.handleError(bb)}};EditorUi.prototype.getSearch=function(d){var f="";if("1"!=urlParams.offline&&"1"!=urlParams.demo&&null!=d&&0<window.location.search.length){var g="?",l;for(l in urlParams)0>mxUtils.indexOf(d,l)&&null!=urlParams[l]&&(f+=g+l+"="+urlParams[l],g="&")}else f=window.location.search;return f};EditorUi.prototype.getUrl=function(d){d=null!=d?d:window.location.pathname;var f=0<d.indexOf("?")?1:0; -if("1"==urlParams.offline)d+=window.location.search;else{var g="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),l;for(l in urlParams)0>mxUtils.indexOf(g,l)&&(d=0==f?d+"?":d+"&",null!=urlParams[l]&&(d+=l+"="+urlParams[l],f++))}return d};EditorUi.prototype.showLinkDialog=function(d,f,g,l,q){d=new LinkDialog(this,d,f,g,!0,l,q);this.showDialog(d.container,560,130,!0,!0);d.init()};EditorUi.prototype.getServiceCount=function(d){var f=1;null==this.drive&& -"function"!==typeof window.DriveClient||f++;null==this.dropbox&&"function"!==typeof window.DropboxClient||f++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||f++;null!=this.gitHub&&f++;null!=this.gitLab&&f++;d&&isLocalStorage&&"1"==urlParams.browser&&f++;return f};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates();var d=this.getCurrentFile(),f=null!=d||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(f); -this.menus.get("viewZoom").setEnabled(f);var g=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==d||d.isRestricted());this.actions.get("makeCopy").setEnabled(!g);this.actions.get("print").setEnabled(!g);this.menus.get("exportAs").setEnabled(!g);this.menus.get("embed").setEnabled(!g);g="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(g);Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(g),this.menus.get("newLibrary").setEnabled(g)); -d="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=d&&d.isEditable();this.actions.get("image").setEnabled(f);this.actions.get("zoomIn").setEnabled(f);this.actions.get("zoomOut").setEnabled(f);this.actions.get("resetView").setEnabled(f);this.actions.get("undo").setEnabled(this.canUndo()&&d);this.actions.get("redo").setEnabled(this.canRedo()&&d);this.menus.get("edit").setEnabled(f);this.menus.get("view").setEnabled(f);this.menus.get("importFrom").setEnabled(d);this.menus.get("arrange").setEnabled(d); -null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(d),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(d));this.updateUserElement()};EditorUi.prototype.updateButtonContainer=function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck=function(){};EditorUi.prototype.isDiagramActive=function(){var d=this.getCurrentFile();return null!=d&&d.isEditable()|| -"1"==urlParams.embed&&this.editor.graph.isEnabled()};var t=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){t.apply(this,arguments);var d=this.editor.graph,f=this.getCurrentFile(),g=this.getSelectionState(),l=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(l);this.actions.get("autosave").setEnabled(null!=f&&f.isEditable()&&f.isAutosaveOptional());this.actions.get("guides").setEnabled(l);this.actions.get("editData").setEnabled(d.isEnabled());this.actions.get("shadowVisible").setEnabled(l); -this.actions.get("connectionArrows").setEnabled(l);this.actions.get("connectionPoints").setEnabled(l);this.actions.get("copyStyle").setEnabled(l&&!d.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(l&&0<g.cells.length);this.actions.get("editGeometry").setEnabled(0<g.vertices.length);this.actions.get("createShape").setEnabled(l);this.actions.get("createRevision").setEnabled(l);this.actions.get("moveToFolder").setEnabled(null!=f);this.actions.get("makeCopy").setEnabled(null!=f&&!f.isRestricted()); -this.actions.get("editDiagram").setEnabled(l&&(null==f||!f.isRestricted()));this.actions.get("publishLink").setEnabled(null!=f&&!f.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=f&&f.isRenamable()||"1"==urlParams.embed);this.actions.get("close").setEnabled(null!= -f);this.menus.get("publish").setEnabled(null!=f&&!f.isRestricted());f=this.actions.get("findReplace");f.setEnabled("hidden"!=this.diagramContainer.style.visibility);f.label=mxResources.get("find")+(d.isEnabled()?"/"+mxResources.get("replace"):"")+"...";d=d.view.getState(d.getSelectionCell());this.actions.get("editShape").setEnabled(l&&null!=d&&null!=d.shape&&null!=d.shape.stencil)};var E=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog), -this.exportDialog=null);E.apply(this,arguments)};null!=window.ExportDialog&&(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(d,f,g,l,q,z,F,C){var I=d.editor.graph;if("xml"==g)d.hideDialog(),d.saveData(f,"xml",mxUtils.getXml(d.editor.getGraphXml()),"text/xml");else if("svg"==g)d.hideDialog(),d.saveData(f,"svg",mxUtils.getXml(I.getSvg(l,q,z)),"image/svg+xml");else{var G=d.getFileData(!0,null,null,null,null,!0),Z=I.getGraphBounds(),ca=Math.floor(Z.width*q/ -I.view.scale),ba=Math.floor(Z.height*q/I.view.scale);if(G.length<=MAX_REQUEST_SIZE&&ca*ba<MAX_AREA)if(d.hideDialog(),"png"!=g&&"jpg"!=g&&"jpeg"!=g||!d.isExportToCanvas()){var Y={globalVars:I.getExportVariables()};C&&(Y.grid={size:I.gridSize,steps:I.view.gridSteps,color:I.view.gridColor});d.saveRequest(f,g,function(O,la){return new mxXmlRequest(EXPORT_URL,"format="+g+"&base64="+(la||"0")+(null!=O?"&filename="+encodeURIComponent(O):"")+"&extras="+encodeURIComponent(JSON.stringify(Y))+(0<F?"&dpi="+F: -"")+"&bg="+(null!=l?l:"none")+"&w="+ca+"&h="+ba+"&border="+z+"&xml="+encodeURIComponent(G))})}else"png"==g?d.exportImage(q,null==l||"none"==l,!0,!1,!1,z,!0,!1,null,C,F):d.exportImage(q,!1,!0,!1,!1,z,!0,!1,"jpeg",C);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var d=this.editor.graph,f="";if(null!=this.pages)for(var g=0;g<this.pages.length;g++){var l=d;this.currentPage!=this.pages[g]&&(l=this.createTemporaryGraph(d.getStylesheet()), -this.updatePageRoot(this.pages[g]),l.model.setRoot(this.pages[g].root));f+=this.pages[g].getName()+" "+l.getIndexableText()+" "}else f=d.getIndexableText();this.editor.graph.setEnabled(!0);return f};EditorUi.prototype.showRemotelyStoredLibrary=function(d){var f={},g=document.createElement("div");g.style.whiteSpace="nowrap";var l=document.createElement("h3");mxUtils.write(l,mxUtils.htmlEntities(d));l.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";g.appendChild(l);var q= -document.createElement("div");q.style.cssText="border:1px solid lightGray;overflow: auto;height:300px";q.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var z={};try{var F=mxSettings.getCustomLibraries();for(d=0;d<F.length;d++){var C=F[d];if("R"==C.substring(0,1)){var I=JSON.parse(decodeURIComponent(C.substring(1)));z[I[0]]={id:I[0],title:I[1],downloadUrl:I[2]}}}}catch(G){}this.remoteInvoke("getCustomLibraries",null,null,function(G){q.innerText=""; -if(0==G.length)q.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+"</div>";else for(var Z=0;Z<G.length;Z++){var ca=G[Z];z[ca.id]&&(f[ca.id]=ca);var ba=this.addCheckbox(q,ca.title,z[ca.id]);(function(Y,O){mxEvent.addListener(O,"change",function(){this.checked?f[Y.id]=Y:delete f[Y.id]})})(ca,ba)}},mxUtils.bind(this,function(G){q.innerText="";var Z=document.createElement("div");Z.style.padding="8px";Z.style.textAlign="center"; -mxUtils.write(Z,mxResources.get("error")+": ");mxUtils.write(Z,null!=G&&null!=G.message?G.message:mxResources.get("unknownError"));q.appendChild(Z)}));g.appendChild(q);g=new CustomDialog(this,g,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var G=0,Z;for(Z in f)null==z[Z]&&(G++,mxUtils.bind(this,function(ca){this.remoteInvoke("getFileContent",[ca.downloadUrl],null,mxUtils.bind(this,function(ba){G--;0==G&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this, -ba,ca))}catch(Y){this.handleError(Y,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){G--;0==G&&this.spinner.stop();this.handleError(null,mxResources.get("errorLoadingFile"))}))})(f[Z]));for(Z in z)f[Z]||this.closeLibrary(new RemoteLibrary(this,null,z[Z]));0==G&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(g.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1}, -getLocalStorageFile:{isAsync:!1,allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]},setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(d){this.remoteWin=d;for(var f=0;f<this.remoteInvokeQueue.length;f++)d.postMessage(this.remoteInvokeQueue[f],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse= -function(d){var f=d.msgMarkers,g=this.remoteInvokeCallbacks[f.callbackId];if(null==g)throw Error("No callback for "+(null!=f?f.callbackId:"null"));d.error?g.error&&g.error(d.error.errResp):g.callback&&g.callback.apply(this,d.resp);this.remoteInvokeCallbacks[f.callbackId]=null};EditorUi.prototype.remoteInvoke=function(d,f,g,l,q){var z=!0,F=window.setTimeout(mxUtils.bind(this,function(){z=!1;q({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),C=mxUtils.bind(this,function(){window.clearTimeout(F); -z&&l.apply(this,arguments)}),I=mxUtils.bind(this,function(){window.clearTimeout(F);z&&q.apply(this,arguments)});g=g||{};g.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:C,error:I});d=JSON.stringify({event:"remoteInvoke",funtionName:d,functionArgs:f,msgMarkers:g});null!=this.remoteWin?this.remoteWin.postMessage(d,"*"):this.remoteInvokeQueue.push(d)};EditorUi.prototype.handleRemoteInvoke=function(d,f){var g=mxUtils.bind(this,function(G,Z){var ca={event:"remoteInvokeResponse", -msgMarkers:d.msgMarkers};null!=Z?ca.error={errResp:Z}:null!=G&&(ca.resp=G);this.remoteWin.postMessage(JSON.stringify(ca),"*")});try{var l=d.funtionName,q=this.remoteInvokableFns[l];if(null!=q&&"function"===typeof this[l]){if(q.allowedDomains){for(var z=!1,F=0;F<q.allowedDomains.length;F++)if(f=="https://"+q.allowedDomains[F]){z=!0;break}if(!z){g(null,"Invalid Call: "+l+" is not allowed.");return}}var C=d.functionArgs;Array.isArray(C)||(C=[]);if(q.isAsync)C.push(function(){g(Array.prototype.slice.apply(arguments))}), -C.push(function(G){g(null,G||"Unkown Error")}),this[l].apply(this,C);else{var I=this[l].apply(this,C);g([I])}}else g(null,"Invalid Call: "+l+" is not found.")}catch(G){g(null,"Invalid Call: An error occurred, "+G.message)}};EditorUi.prototype.openDatabase=function(d,f){if(null==this.database){var g=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=g)try{var l=g.open("database",2);l.onupgradeneeded=function(q){try{var z=l.result;1>q.oldVersion&&z.createObjectStore("objects",{keyPath:"key"}); -2>q.oldVersion&&(z.createObjectStore("files",{keyPath:"title"}),z.createObjectStore("filesInfo",{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(F){null!=f&&f(F)}};l.onsuccess=mxUtils.bind(this,function(q){var z=l.result;this.database=z;EditorUi.migrateStorageFiles&&(StorageFile.migrate(z),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(F){if(!F|| -"1"==urlParams.forceMigration){var C=document.createElement("iframe");C.style.display="none";C.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(C);var I=!0,G=!1,Z,ca=0,ba=mxUtils.bind(this,function(){G=!0;this.setDatabaseItem(".drawioMigrated3",!0);C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),Y=mxUtils.bind(this,function(){ca++;O()}),O=mxUtils.bind(this,function(){try{if(ca>= -Z.length)ba();else{var aa=Z[ca];StorageFile.getFileContent(this,aa,mxUtils.bind(this,function(ia){null==ia||".scratchpad"==aa&&ia==this.emptyLibraryXml?C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[aa]}),"*"):Y()}),Y)}}catch(ia){console.log(ia)}}),la=mxUtils.bind(this,function(aa){try{this.setDatabaseItem(null,[{title:aa.title,size:aa.data.length,lastModified:Date.now(),type:aa.isLib?"L":"F"},{title:aa.title,data:aa.data}],Y,Y,["filesInfo", -"files"])}catch(ia){console.log(ia)}});F=mxUtils.bind(this,function(aa){try{if(aa.source==C.contentWindow){var ia={};try{ia=JSON.parse(aa.data)}catch(X){}"init"==ia.event?(C.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=ia.event||G||(I?null!=ia.resp&&0<ia.resp.length&&null!=ia.resp[0]?(Z=ia.resp[0],I=!1,O()):ba():null!=ia.resp&&0<ia.resp.length&& -null!=ia.resp[0]?la(ia.resp[0]):Y())}}catch(X){console.log(X)}});window.addEventListener("message",F)}})));d(z);z.onversionchange=function(){z.close()}});l.onerror=f;l.onblocked=function(){}}catch(q){null!=f&&f(q)}else null!=f&&f()}else d(this.database)};EditorUi.prototype.setDatabaseItem=function(d,f,g,l,q){this.openDatabase(mxUtils.bind(this,function(z){try{q=q||"objects";Array.isArray(q)||(q=[q],d=[d],f=[f]);var F=z.transaction(q,"readwrite");F.oncomplete=g;F.onerror=l;for(z=0;z<q.length;z++)F.objectStore(q[z]).put(null!= -d&&null!=d[z]?{key:d[z],data:f[z]}:f[z])}catch(C){null!=l&&l(C)}}),l)};EditorUi.prototype.removeDatabaseItem=function(d,f,g,l){this.openDatabase(mxUtils.bind(this,function(q){l=l||"objects";Array.isArray(l)||(l=[l],d=[d]);q=q.transaction(l,"readwrite");q.oncomplete=f;q.onerror=g;for(var z=0;z<l.length;z++)q.objectStore(l[z]).delete(d[z])}),g)};EditorUi.prototype.getDatabaseItem=function(d,f,g,l){this.openDatabase(mxUtils.bind(this,function(q){try{l=l||"objects";var z=q.transaction([l],"readonly").objectStore(l).get(d); -z.onsuccess=function(){f(z.result)};z.onerror=g}catch(F){null!=g&&g(F)}}),g)};EditorUi.prototype.getDatabaseItems=function(d,f,g){this.openDatabase(mxUtils.bind(this,function(l){try{g=g||"objects";var q=l.transaction([g],"readonly").objectStore(g).openCursor(IDBKeyRange.lowerBound(0)),z=[];q.onsuccess=function(F){null==F.target.result?d(z):(z.push(F.target.result.value),F.target.result.continue())};q.onerror=f}catch(F){null!=f&&f(F)}}),f)};EditorUi.prototype.getDatabaseItemKeys=function(d,f,g){this.openDatabase(mxUtils.bind(this, -function(l){try{g=g||"objects";var q=l.transaction([g],"readonly").objectStore(g).getAllKeys();q.onsuccess=function(){d(q.result)};q.onerror=f}catch(z){null!=f&&f(z)}}),f)};EditorUi.prototype.commentsSupported=function(){var d=this.getCurrentFile();return null!=d?d.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var d=this.getCurrentFile();return null!= -d?d.commentsSaveNeeded():!1};EditorUi.prototype.getComments=function(d,f){var g=this.getCurrentFile();null!=g?g.getComments(d,f):d([])};EditorUi.prototype.addComment=function(d,f,g){var l=this.getCurrentFile();null!=l?l.addComment(d,f,g):f(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var d=this.getCurrentFile();return null!=d?d.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var d=this.getCurrentFile();return null!=d?d.canComment():!0};EditorUi.prototype.newComment= -function(d,f){var g=this.getCurrentFile();return null!=g?g.newComment(d,f):new DrawioComment(this,null,d,Date.now(),Date.now(),!1,f)};EditorUi.prototype.isRevisionHistorySupported=function(){var d=this.getCurrentFile();return null!=d&&d.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(d,f){var g=this.getCurrentFile();null!=g&&g.getRevisions?g.getRevisions(d,f):f({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var d=this.getCurrentFile(); -return null!=d&&(d.constructor==DriveFile&&d.isEditable()||d.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(d){d.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(d,f,g,l,q,z,F,C){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(d,f,g,l,q,z,F,C)};EditorUi.prototype.loadFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts"); -return this.editor.loadFonts(d)};EditorUi.prototype.createSvgDataUri=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(d)};EditorUi.prototype.embedCssFonts=function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(d,f)};EditorUi.prototype.embedExtFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(d)};EditorUi.prototype.exportToCanvas=function(d, -f,g,l,q,z,F,C,I,G,Z,ca,ba,Y,O,la){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas");return this.editor.exportToCanvas(d,f,g,l,q,z,F,C,I,G,Z,ca,ba,Y,O,la)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(d,f,g,l){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(d,f,g,l)};EditorUi.prototype.convertImageToDataUri= -function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri");return this.editor.convertImageToDataUri(d,f)};EditorUi.prototype.base64Encode=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(d)};EditorUi.prototype.updateCRC=function(d,f,g,l){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(d,f,g,l)};EditorUi.prototype.crc32=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(d)}; -EditorUi.prototype.writeGraphModelToPng=function(d,f,g,l,q){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng");return Editor.writeGraphModelToPng(d,f,g,l,q)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var d=[],f=0;f<localStorage.length;f++){var g=localStorage.key(f),l=localStorage.getItem(g);if(0<g.length&&(".scratchpad"==g||"."!=g.charAt(0))&&0<l.length){var q="<mxfile "=== -l.substring(0,8)||"<?xml"===l.substring(0,5)||"\x3c!--[if IE]>"===l.substring(0,12);l="<mxlibrary>"===l.substring(0,11);(q||l)&&d.push(g)}}return d};EditorUi.prototype.getLocalStorageFile=function(d){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var f=localStorage.getItem(d);return{title:d,data:f,isLib:"<mxlibrary>"===f.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); -var CommentsWindow=function(b,e,k,n,D,t){function E(){for(var X=ca.getElementsByTagName("div"),R=0,sa=0;sa<X.length;sa++)"none"!=X[sa].style.display&&X[sa].parentNode==ca&&R++;ba.style.display=0==R?"block":"none"}function d(X,R,sa,M){function ka(){R.removeChild(ja);R.removeChild(ma);S.style.display="block";L.style.display="block"}I={div:R,comment:X,saveCallback:sa,deleteOnCancel:M};var L=R.querySelector(".geCommentTxt"),S=R.querySelector(".geCommentActionsList"),ja=document.createElement("textarea"); -ja.className="geCommentEditTxtArea";ja.style.minHeight=L.offsetHeight+"px";ja.value=X.content;R.insertBefore(ja,L);var ma=document.createElement("div");ma.className="geCommentEditBtns";var u=mxUtils.button(mxResources.get("cancel"),function(){M?(R.parentNode.removeChild(R),E()):ka();I=null});u.className="geCommentEditBtn";ma.appendChild(u);var H=mxUtils.button(mxResources.get("save"),function(){L.innerText="";X.content=ja.value;mxUtils.write(L,X.content);ka();sa(X);I=null});mxEvent.addListener(ja, -"keydown",mxUtils.bind(this,function(P){mxEvent.isConsumed(P)||((mxEvent.isControlDown(P)||mxClient.IS_MAC&&mxEvent.isMetaDown(P))&&13==P.keyCode?(H.click(),mxEvent.consume(P)):27==P.keyCode&&(u.click(),mxEvent.consume(P)))}));H.focus();H.className="geCommentEditBtn gePrimaryBtn";ma.appendChild(H);R.insertBefore(ma,L);S.style.display="none";L.style.display="none";ja.focus()}function f(X,R){R.innerText="";X=new Date(X.modifiedDate);var sa=b.timeSince(X);null==sa&&(sa=mxResources.get("lessThanAMinute")); -mxUtils.write(R,mxResources.get("timeAgo",[sa],"{1} ago"));R.setAttribute("title",X.toLocaleDateString()+" "+X.toLocaleTimeString())}function g(X){var R=document.createElement("img");R.className="geCommentBusyImg";R.src=IMAGE_PATH+"/spin.gif";X.appendChild(R);X.busyImg=R}function l(X){X.style.border="1px solid red";X.removeChild(X.busyImg)}function q(X){X.style.border="";X.removeChild(X.busyImg)}function z(X,R,sa,M,ka){function L(Q,da,ea){var fa=document.createElement("li");fa.className="geCommentAction"; -var pa=document.createElement("a");pa.className="geCommentActionLnk";mxUtils.write(pa,Q);fa.appendChild(pa);mxEvent.addListener(pa,"click",function(ua){da(ua,X);ua.preventDefault();mxEvent.consume(ua)});V.appendChild(fa);ea&&(fa.style.display="none")}function S(){function Q(fa){da.push(ea);if(null!=fa.replies)for(var pa=0;pa<fa.replies.length;pa++)ea=ea.nextSibling,Q(fa.replies[pa])}var da=[],ea=ma;Q(X);return{pdiv:ea,replies:da}}function ja(Q,da,ea,fa,pa){function ua(){g(Fa);X.addReply(Aa,function(ta){Aa.id= 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P=document.createElement("div");P.className="geCommentUsername";mxUtils.write(P,X.user.displayName||"");H.appendChild(P); -P=document.createElement("div");P.className="geCommentDate";P.setAttribute("data-commentId",X.id);f(X,P);H.appendChild(P);ma.appendChild(u);u=document.createElement("div");u.className="geCommentTxt";mxUtils.write(u,X.content||"");ma.appendChild(u);X.isLocked&&(ma.style.opacity="0.5");u=document.createElement("div");u.className="geCommentActions";var V=document.createElement("ul");V.className="geCommentActionsList";u.appendChild(V);F||X.isLocked||0!=M&&!C||L(mxResources.get("reply"),function(){ja("", -!0)},X.isResolved);H=b.getCurrentUser();null==H||H.id!=X.user.id||F||X.isLocked||(L(mxResources.get("edit"),function(){function Q(){d(X,ma,function(){g(ma);X.editComment(X.content,function(){q(ma)},function(da){l(ma);Q();b.handleError(da,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}Q()},X.isResolved),L(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){g(ma);X.deleteComment(function(Q){if(!0===Q){Q=ma.querySelector(".geCommentTxt"); -Q.innerText="";mxUtils.write(Q,mxResources.get("msgDeleted"));var da=ma.querySelectorAll(".geCommentAction");for(Q=0;Q<da.length;Q++)da[Q].parentNode.removeChild(da[Q]);q(ma);ma.style.opacity="0.5"}else{da=S(X).replies;for(Q=0;Q<da.length;Q++)ca.removeChild(da[Q]);for(Q=0;Q<R.length;Q++)if(R[Q]==X){R.splice(Q,1);break}ba.style.display=0==ca.getElementsByTagName("div").length?"block":"none"}},function(Q){l(ma);b.handleError(Q,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}, -X.isResolved));F||X.isLocked||0!=M||L(X.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(Q){function da(){var ea=Q.target;ea.innerText="";X.isResolved=!X.isResolved;mxUtils.write(ea,X.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var fa=X.isResolved?"none":"",pa=S(X).replies,ua=Editor.isDarkMode()?"transparent":X.isResolved?"ghostWhite":"white",qa=0;qa<pa.length;qa++){pa[qa].style.backgroundColor=ua;for(var Da=pa[qa].querySelectorAll(".geCommentAction"), -Aa=0;Aa<Da.length;Aa++)Da[Aa]!=ea.parentNode&&(Da[Aa].style.display=fa);la||(pa[qa].style.display="none")}E()}X.isResolved?ja(mxResources.get("reOpened")+": 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ba=document.createElement("span");ba.style.cssText="display:none;padding-top:10px;text-align:center;";mxUtils.write(ba,mxResources.get("noCommentsFound"));var Y=document.createElement("div");Y.className="geToolbarContainer geCommentsToolbar";Y.style.height=Z;Y.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";Y.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";Z=document.createElement("a"); -Z.className="geButton";if(!F){var O=Z.cloneNode();O.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';O.setAttribute("title",mxResources.get("create")+"...");mxEvent.addListener(O,"click",function(X){function R(){d(sa,M,function(ka){g(M);b.addComment(ka,function(L){ka.id=L;aa.push(ka);q(M)},function(L){l(M);R();b.handleError(L,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var sa=b.newComment("",b.getCurrentUser()),M=z(sa,aa,null, -0);R();X.preventDefault();mxEvent.consume(X)});Y.appendChild(O)}O=Z.cloneNode();O.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';O.setAttribute("title",mxResources.get("showResolved"));var la=!1;Editor.isDarkMode()&&(O.style.filter="invert(100%)");mxEvent.addListener(O,"click",function(X){this.className=(la=!la)?"geButton geCheckedBtn":"geButton";ia();X.preventDefault();mxEvent.consume(X)});Y.appendChild(O);b.commentsRefreshNeeded()&&(O=Z.cloneNode(),O.innerHTML= -'<img src="'+IMAGE_PATH+'/update16.png" style="width: 16px; padding: 2px;">',O.setAttribute("title",mxResources.get("refresh")),Editor.isDarkMode()&&(O.style.filter="invert(100%)"),mxEvent.addListener(O,"click",function(X){ia();X.preventDefault();mxEvent.consume(X)}),Y.appendChild(O));b.commentsSaveNeeded()&&(Z=Z.cloneNode(),Z.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',Z.setAttribute("title",mxResources.get("save")),Editor.isDarkMode()&&(Z.style.filter="invert(100%)"), -mxEvent.addListener(Z,"click",function(X){t();X.preventDefault();mxEvent.consume(X)}),Y.appendChild(Z));G.appendChild(Y);var aa=[],ia=mxUtils.bind(this,function(){this.hasError=!1;if(null!=I)try{I.div=I.div.cloneNode(!0);var X=I.div.querySelector(".geCommentEditTxtArea"),R=I.div.querySelector(".geCommentEditBtns");I.comment.content=X.value;X.parentNode.removeChild(X);R.parentNode.removeChild(R)}catch(sa){b.handleError(sa)}ca.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+ -IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+"...</div>";C=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(sa){function M(ka){if(null!=ka){ka.sort(function(S,ja){return new Date(S.modifiedDate)-new Date(ja.modifiedDate)});for(var L=0;L<ka.length;L++)M(ka[L].replies)}}sa.sort(function(ka,L){return new Date(ka.modifiedDate)-new Date(L.modifiedDate)});ca.innerText="";ca.appendChild(ba);ba.style.display="block";aa=sa;for(sa=0;sa<aa.length;sa++)M(aa[sa].replies), -z(aa[sa],aa,null,0,la);null!=I&&null==I.comment.id&&null==I.comment.pCommentId&&(ca.appendChild(I.div),d(I.comment,I.div,I.saveCallback,I.deleteOnCancel))},mxUtils.bind(this,function(sa){ca.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(sa&&sa.message?": "+sa.message:""));this.hasError=!0})):ca.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))});ia();this.refreshComments=ia;Y=mxUtils.bind(this,function(){function X(L){var S=sa[L.id];if(null!=S)for(f(L,S),S=0;null!=L.replies&&S<L.replies.length;S++)X(L.replies[S])} -if(this.window.isVisible()){for(var R=ca.querySelectorAll(".geCommentDate"),sa={},M=0;M<R.length;M++){var ka=R[M];sa[ka.getAttribute("data-commentId")]=ka}for(M=0;M<aa.length;M++)X(aa[M])}});setInterval(Y,6E4);this.refreshCommentsTime=Y;this.window=new mxWindow(mxResources.get("comments"),G,e,k,n,D,!0,!0);this.window.minimumSize=new mxRectangle(0,0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0); -this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,e,k,n,D,t,E,d,f,g,l){var q=document.createElement("div");q.style.textAlign="center";l=null!=l?l:44;var z=document.createElement("div");z.style.padding="6px";z.style.overflow="auto";z.style.maxHeight=l+"px";z.style.lineHeight="1.2em";mxUtils.write(z,e);q.appendChild(z);null!=g&&(z=document.createElement("div"),z.style.padding="6px 0 6px 0",e=document.createElement("img"), -e.setAttribute("src",g),z.appendChild(e),q.appendChild(z));g=document.createElement("div");g.style.textAlign="center";g.style.whiteSpace="nowrap";var F=document.createElement("input");F.setAttribute("type","checkbox");t=mxUtils.button(t||mxResources.get("cancel"),function(){b.hideDialog();null!=n&&n(F.checked)});t.className="geBtn";null!=d&&(t.innerHTML=d+"<br>"+t.innerHTML,t.style.paddingBottom="8px",t.style.paddingTop="8px",t.style.height="auto",t.style.width="40%");b.editor.cancelFirst&&g.appendChild(t); -var C=mxUtils.button(D||mxResources.get("ok"),function(){b.hideDialog();null!=k&&k(F.checked)});g.appendChild(C);null!=E?(C.innerHTML=E+"<br>"+C.innerHTML+"<br>",C.style.paddingBottom="8px",C.style.paddingTop="8px",C.style.height="auto",C.className="geBtn",C.style.width="40%"):C.className="geBtn gePrimaryBtn";b.editor.cancelFirst||g.appendChild(t);q.appendChild(g);f?(g.style.marginTop="10px",z=document.createElement("p"),z.style.marginTop="20px",z.style.marginBottom="0px",z.appendChild(F),D=document.createElement("span"), -mxUtils.write(D," "+mxResources.get("rememberThisSetting")),z.appendChild(D),q.appendChild(z),mxEvent.addListener(D,"click",function(I){F.checked=!F.checked;mxEvent.consume(I)})):g.style.marginTop="12px";this.init=function(){C.focus()};this.container=q};function DiagramPage(b,e){this.node=b;null!=e?this.node.setAttribute("id",e):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; +this.importFileInputElt){var g=document.createElement("input");g.setAttribute("type","file");mxEvent.addListener(g,"change",mxUtils.bind(this,function(){null!=g.files&&(this.importFiles(g.files,null,null,this.maxImageSize),g.type="",g.type="file",g.value="")}));g.style.display="none";document.body.appendChild(g);this.importFileInputElt=g}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(H,L){StorageFile.listFiles(this, +"F",H,L)});window.openBrowserFile=mxUtils.bind(this,function(H,L,C){StorageFile.getFileContent(this,H,L,C)});window.deleteBrowserFile=mxUtils.bind(this,function(H,L,C){StorageFile.deleteFile(this,H,L,C)});if(!f){var x=Editor.useLocalStorage;Editor.useLocalStorage=!d}window.openFile=new OpenFile(mxUtils.bind(this,function(H){this.hideDialog(H)}));window.openFile.setConsumer(mxUtils.bind(this,function(H,L){null!=L&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(L)?(H=new Blob([H],{type:"application/octet-stream"}), +this.importVisio(H,mxUtils.bind(this,function(C){this.importXml(C,0,0,!0)}),null,L)):this.editor.graph.setSelectionCells(this.importXml(H,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!f){var z=this.dialog,u=z.close;this.dialog.close=mxUtils.bind(this,function(H){Editor.useLocalStorage=x;u.apply(z,arguments);H&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; +EditorUi.prototype.importZipFile=function(d,f,g){var x=this,z=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(d).then(function(u){if(mxUtils.isEmptyObject(u.files))g();else{var H=0,L,C=!1;u.forEach(function(G,V){G=V.name.toLowerCase();"diagram/diagram.xml"==G?(C=!0,V.async("string").then(function(U){0==U.indexOf("<mxfile ")?f(U):g()})):0==G.indexOf("versions/")&&(G=parseInt(G.substr(9)),G>H&&(H=G,L=V))});0<H?L.async("string").then(function(G){(new XMLHttpRequest).upload&& +x.isRemoteFileFormat(G,d.name)?x.isOffline()?x.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,g):x.parseFileData(G,mxUtils.bind(this,function(V){4==V.readyState&&(200<=V.status&&299>=V.status?f(V.responseText):g())}),d.name):g()}):C||g()}},function(u){g(u)}):g()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?z():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",z))};EditorUi.prototype.importFile=function(d,f,g,x,z,u,H,L,C,G,V,U){G=null!= +G?G:!0;var Y=!1,O=null,qa=mxUtils.bind(this,function(oa){var aa=null;null!=oa&&"<mxlibrary"==oa.substring(0,10)?this.loadLibrary(new LocalLibrary(this,oa,H)):aa=this.importXml(oa,g,x,G,null,null!=U?mxEvent.isControlDown(U):null);null!=L&&L(aa)});"image"==f.substring(0,5)?(C=!1,"image/png"==f.substring(0,9)&&(f=V?null:this.extractGraphModelFromPng(d),null!=f&&0<f.length&&(O=this.importXml(f,g,x,G,null,null!=U?mxEvent.isControlDown(U):null),C=!0)),C||(f=this.editor.graph,C=d.indexOf(";"),0<C&&(d=d.substring(0, +C)+d.substring(d.indexOf(",",C+1))),G&&f.isGridEnabled()&&(g=f.snap(g),x=f.snap(x)),O=[f.insertVertex(null,null,"",g,x,z,u,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+d+";")])):/(\.*<graphml )/.test(d)?(Y=!0,this.importGraphML(d,qa)):null!=C&&null!=H&&(/(\.v(dx|sdx?))($|\?)/i.test(H)||/(\.vs(x|sx?))($|\?)/i.test(H))?(Y=!0,this.importVisio(C,qa)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,H)?this.isOffline()? +this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(Y=!0,z=mxUtils.bind(this,function(oa){4==oa.readyState&&(200<=oa.status&&299>=oa.status?qa(oa.responseText):null!=L&&L(null))}),null!=d?this.parseFileData(d,z,H):this.parseFile(C,z,H)):0==d.indexOf("PK")&&null!=C?(Y=!0,this.importZipFile(C,qa,mxUtils.bind(this,function(){O=this.insertTextAt(this.validateFileData(d),g,x,!0,null,G);L(O)}))):/(\.v(sd|dx))($|\?)/i.test(H)||/(\.vs(s|x))($|\?)/i.test(H)||(O=this.insertTextAt(this.validateFileData(d), +g,x,!0,null,G,null,null!=U?mxEvent.isControlDown(U):null));Y||null==L||L(O);return O};EditorUi.prototype.importFiles=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){x=null!=x?x:this.maxImageSize;G=null!=G?G:this.maxImageBytes;var O=null!=f&&null!=g,qa=!0;f=null!=f?f:0;g=null!=g?g:0;var oa=!1;if(!mxClient.IS_CHROMEAPP&&null!=d)for(var aa=V||this.resampleThreshold,ca=0;ca<d.length;ca++)if("image/svg"!==d[ca].type.substring(0,9)&&"image/"===d[ca].type.substring(0,6)&&d[ca].size>aa){oa=!0;break}var fa=mxUtils.bind(this, +function(){var J=this.editor.graph,Z=J.gridSize;z=null!=z?z:mxUtils.bind(this,function(F,R,W,T,ba,ia,ra,ta,ma){try{return null!=F&&"<mxlibrary"==F.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,F,ra)),null):this.importFile(F,R,W,T,ba,ia,ra,ta,ma,O,U,Y)}catch(pa){return this.handleError(pa),null}});u=null!=u?u:mxUtils.bind(this,function(F){J.setSelectionCells(F)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var P=d.length,da=P,ja=[],ka=mxUtils.bind(this, +function(F,R){ja[F]=R;if(0==--da){this.spinner.stop();if(null!=L)L(ja);else{var W=[];J.getModel().beginUpdate();try{for(F=0;F<ja.length;F++){var T=ja[F]();null!=T&&(W=W.concat(T))}}finally{J.getModel().endUpdate()}}u(W)}}),q=0;q<P;q++)mxUtils.bind(this,function(F){var R=d[F];if(null!=R){var W=new FileReader;W.onload=mxUtils.bind(this,function(T){if(null==H||H(R))if("image/"==R.type.substring(0,6))if("image/svg"==R.type.substring(0,9)){var ba=Graph.clipSvgDataUri(T.target.result),ia=ba.indexOf(","); +ia=decodeURIComponent(escape(atob(ba.substring(ia+1))));var ra=mxUtils.parseXml(ia);ia=ra.getElementsByTagName("svg");if(0<ia.length){ia=ia[0];var ta=U?null:ia.getAttribute("content");null!=ta&&"<"!=ta.charAt(0)&&"%"!=ta.charAt(0)&&(ta=unescape(window.atob?atob(ta):Base64.decode(ta,!0)));null!=ta&&"%"==ta.charAt(0)&&(ta=decodeURIComponent(ta));null==ta||"<mxfile "!==ta.substring(0,8)&&"<mxGraphModel "!==ta.substring(0,14)?ka(F,mxUtils.bind(this,function(){try{if(null!=ra){var za=ra.getElementsByTagName("svg"); +if(0<za.length){var Ba=za[0],Ia=Ba.getAttribute("width"),Aa=Ba.getAttribute("height");Ia=null!=Ia&&"%"!=Ia.charAt(Ia.length-1)?parseFloat(Ia):NaN;Aa=null!=Aa&&"%"!=Aa.charAt(Aa.length-1)?parseFloat(Aa):NaN;var Ka=Ba.getAttribute("viewBox");if(null==Ka||0==Ka.length)Ba.setAttribute("viewBox","0 0 "+Ia+" "+Aa);else if(isNaN(Ia)||isNaN(Aa)){var Da=Ka.split(" ");3<Da.length&&(Ia=parseFloat(Da[2]),Aa=parseFloat(Da[3]))}ba=Editor.createSvgDataUri(mxUtils.getXml(Ba));var Ra=Math.min(1,Math.min(x/Math.max(1, +Ia)),x/Math.max(1,Aa)),Qa=z(ba,R.type,f+F*Z,g+F*Z,Math.max(1,Math.round(Ia*Ra)),Math.max(1,Math.round(Aa*Ra)),R.name);if(isNaN(Ia)||isNaN(Aa)){var Ta=new Image;Ta.onload=mxUtils.bind(this,function(){Ia=Math.max(1,Ta.width);Aa=Math.max(1,Ta.height);Qa[0].geometry.width=Ia;Qa[0].geometry.height=Aa;Ba.setAttribute("viewBox","0 0 "+Ia+" "+Aa);ba=Editor.createSvgDataUri(mxUtils.getXml(Ba));var Za=ba.indexOf(";");0<Za&&(ba=ba.substring(0,Za)+ba.substring(ba.indexOf(",",Za+1)));J.setCellStyles("image",ba, +[Qa[0]])});Ta.src=Editor.createSvgDataUri(mxUtils.getXml(Ba))}return Qa}}}catch(Za){}return null})):ka(F,mxUtils.bind(this,function(){return z(ta,"text/xml",f+F*Z,g+F*Z,0,0,R.name)}))}else ka(F,mxUtils.bind(this,function(){return null}))}else{ia=!1;if("image/png"==R.type){var ma=U?null:this.extractGraphModelFromPng(T.target.result);if(null!=ma&&0<ma.length){var pa=new Image;pa.src=T.target.result;ka(F,mxUtils.bind(this,function(){return z(ma,"text/xml",f+F*Z,g+F*Z,pa.width,pa.height,R.name)}));ia= +!0}}ia||(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"),mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(T.target.result,mxUtils.bind(this,function(za){this.resizeImage(za,T.target.result,mxUtils.bind(this,function(Ba,Ia,Aa){ka(F,mxUtils.bind(this,function(){if(null!=Ba&&Ba.length<G){var Ka=qa&&this.isResampleImageSize(R.size, +V)?Math.min(1,Math.min(x/Ia,x/Aa)):1;return z(Ba,R.type,f+F*Z,g+F*Z,Math.round(Ia*Ka),Math.round(Aa*Ka),R.name)}this.handleError({message:mxResources.get("imageTooBig")});return null}))}),qa,x,V,R.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else ba=T.target.result,z(ba,R.type,f+F*Z,g+F*Z,240,160,R.name,function(za){ka(F,function(){return za})},R)});/(\.v(dx|sdx?))($|\?)/i.test(R.name)||/(\.vs(x|sx?))($|\?)/i.test(R.name)?z(null,R.type, +f+F*Z,g+F*Z,240,160,R.name,function(T){ka(F,function(){return T})},R):"image"==R.type.substring(0,5)||"application/pdf"==R.type?W.readAsDataURL(R):W.readAsText(R)}})(q)});if(oa){oa=[];for(ca=0;ca<d.length;ca++)oa.push(d[ca]);d=oa;this.confirmImageResize(function(J){qa=J;fa()},C)}else fa()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize= +function(d,f){f=null!=f?f:!1;var g=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},x=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages():null,z=function(u,H){if(u||f)mxSettings.setResizeImages(u?H:null),mxSettings.save();g();d(H)};null==x||f?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(u){z(u,!0)},function(u){z(u,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+ +'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200,!0,!0):z(!1,x)};EditorUi.prototype.parseFile=function(d,f,g){g=null!=g?g:d.name;var x=new FileReader;x.onload=mxUtils.bind(this,function(){this.parseFileData(x.result,f,g)});x.readAsText(d)};EditorUi.prototype.parseFileData=function(d,f,g){var x=new XMLHttpRequest;x.open("POST",OPEN_URL);x.setRequestHeader("Content-Type","application/x-www-form-urlencoded"); +x.onreadystatechange=function(){f(x)};x.send("format=xml&filename="+encodeURIComponent(g)+"&data="+encodeURIComponent(d));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE",action:"size_"+file.size})}catch(z){}};EditorUi.prototype.isResampleImageSize=function(d,f){f=null!=f?f:this.resampleThreshold;return d>f};EditorUi.prototype.resizeImage=function(d,f,g,x,z,u,H){z=null!=z?z:this.maxImageSize;var L=Math.max(1,d.width),C=Math.max(1,d.height);if(x&&this.isResampleImageSize(null!=H?H:f.length,u))try{var G= +Math.max(L/z,C/z);if(1<G){var V=Math.round(L/G),U=Math.round(C/G),Y=document.createElement("canvas");Y.width=V;Y.height=U;Y.getContext("2d").drawImage(d,0,0,V,U);var O=Y.toDataURL();if(O.length<f.length){var qa=document.createElement("canvas");qa.width=V;qa.height=U;var oa=qa.toDataURL();O!==oa&&(f=O,L=V,C=U)}}}catch(aa){}g(f,L,C)};EditorUi.prototype.extractGraphModelFromPng=function(d){return Editor.extractGraphModelFromPng(d)};EditorUi.prototype.loadImage=function(d,f,g){try{var x=new Image;x.onload= +function(){x.width=0<x.width?x.width:120;x.height=0<x.height?x.height:120;f(x)};null!=g&&(x.onerror=g);x.src=d}catch(z){if(null!=g)g(z);else throw z;}};EditorUi.prototype.getDefaultSketchMode=function(){var d="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:d)};var D=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&&this.doSetSketchMode(null!= +mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles=mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var d=this,f=this.editor.graph;Graph.touchStyle&&(f.panningHandler.isPanningTrigger=function(aa){var ca=aa.getEvent();return null==aa.getState()&&!mxEvent.isMouseEvent(ca)&&!f.freehand.isDrawing()||mxEvent.isPopupTrigger(ca)&&(null== +aa.getState()||mxEvent.isControlDown(ca)||mxEvent.isShiftDown(ca))});f.cellEditor.editPlantUmlData=function(aa,ca,fa){var J=JSON.parse(fa);ca=new TextareaDialog(d,mxResources.get("plantUml")+":",J.data,function(Z){null!=Z&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generatePlantUmlImage(Z,J.format,function(P,da,ja){d.spinner.stop();f.getModel().beginUpdate();try{if("txt"==J.format)f.labelChanged(aa,"<pre>"+P+"</pre>"),f.updateCellSize(aa,!0);else{f.setCellStyles("image",d.convertDataUri(P), +[aa]);var ka=f.model.getGeometry(aa);null!=ka&&(ka=ka.clone(),ka.width=da,ka.height=ja,f.cellsResized([aa],[ka],!1))}f.setAttributeForCell(aa,"plantUmlData",JSON.stringify({data:Z,format:J.format}))}finally{f.getModel().endUpdate()}},function(P){d.handleError(P)})},null,null,400,220);d.showDialog(ca.container,420,300,!0,!0);ca.init()};f.cellEditor.editMermaidData=function(aa,ca,fa){var J=JSON.parse(fa);ca=new TextareaDialog(d,mxResources.get("mermaid")+":",J.data,function(Z){null!=Z&&d.spinner.spin(document.body, +mxResources.get("inserting"))&&d.generateMermaidImage(Z,J.config,function(P,da,ja){d.spinner.stop();f.getModel().beginUpdate();try{f.setCellStyles("image",P,[aa]);var ka=f.model.getGeometry(aa);null!=ka&&(ka=ka.clone(),ka.width=Math.max(ka.width,da),ka.height=Math.max(ka.height,ja),f.cellsResized([aa],[ka],!1));f.setAttributeForCell(aa,"mermaidData",JSON.stringify({data:Z,config:J.config},null,2))}finally{f.getModel().endUpdate()}},function(P){d.handleError(P)})},null,null,400,220);d.showDialog(ca.container, +420,300,!0,!0);ca.init()};var g=f.cellEditor.startEditing;f.cellEditor.startEditing=function(aa,ca){try{var fa=this.graph.getAttributeForCell(aa,"plantUmlData");if(null!=fa)this.editPlantUmlData(aa,ca,fa);else if(fa=this.graph.getAttributeForCell(aa,"mermaidData"),null!=fa)this.editMermaidData(aa,ca,fa);else{var J=f.getCellStyle(aa);"1"==mxUtils.getValue(J,"metaEdit","0")?d.showDataDialog(aa):g.apply(this,arguments)}}catch(Z){d.handleError(Z)}};f.getLinkTitle=function(aa){return d.getLinkTitle(aa)}; +f.customLinkClicked=function(aa){var ca=!1;try{d.handleCustomLink(aa),ca=!0}catch(fa){d.handleError(fa)}return ca};var x=f.parseBackgroundImage;f.parseBackgroundImage=function(aa){var ca=x.apply(this,arguments);null!=ca&&null!=ca.src&&Graph.isPageLink(ca.src)&&(ca={originalSrc:ca.src});return ca};var z=f.setBackgroundImage;f.setBackgroundImage=function(aa){null!=aa&&null!=aa.originalSrc&&(aa=d.createImageForPageLink(aa.originalSrc,d.currentPage,this));z.apply(this,arguments)};this.editor.addListener("pageRenamed", +mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pagesPatched",mxUtils.bind(this,function(aa,ca){aa=null!=f.backgroundImage?f.backgroundImage.originalSrc:null;if(null!=aa){var fa=aa.indexOf(",");if(0<fa)for(aa=aa.substring(fa+1),ca=ca.getProperty("patches"),fa=0;fa<ca.length;fa++)if(null!=ca[fa][EditorUi.DIFF_UPDATE]&&null!=ca[fa][EditorUi.DIFF_UPDATE][aa]||null!=ca[fa][EditorUi.DIFF_REMOVE]&& +0<=mxUtils.indexOf(ca[fa][EditorUi.DIFF_REMOVE],aa)){f.refreshBackgroundImage();break}}}));var u=f.getBackgroundImageObject;f.getBackgroundImageObject=function(aa,ca){var fa=u.apply(this,arguments);if(null!=fa&&null!=fa.originalSrc)if(!ca)fa={src:fa.originalSrc};else if(ca&&null!=this.themes&&"darkTheme"==this.defaultThemeName){var J=this.stylesheet,Z=this.shapeForegroundColor,P=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor= +"#000000";fa=d.createImageForPageLink(fa.originalSrc);this.shapeBackgroundColor=P;this.shapeForegroundColor=Z;this.stylesheet=J}return fa};var H=this.clearDefaultStyle;this.clearDefaultStyle=function(){H.apply(this,arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog||(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders");if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl= +"https://app.diagrams.net/";var L=d.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(aa){aa=null!=aa?aa:"";"1"==urlParams.dev&&(aa+=(0<aa.length?"&":"?")+"dev=1");return L.apply(this,arguments)};var C=f.addClickHandler;f.addClickHandler=function(aa,ca,fa){var J=ca;ca=function(Z,P){if(null==P){var da=mxEvent.getSource(Z);"a"==da.nodeName.toLowerCase()&&(P=da.getAttribute("href"))}null!=P&&f.isCustomLink(P)&&(mxEvent.isTouchEvent(Z)||!mxEvent.isPopupTrigger(Z))&&f.customLinkClicked(P)&&mxEvent.consume(Z); +null!=J&&J(Z,P)};C.call(this,aa,ca,fa)};D.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(f.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var G=Menus.prototype.addPopupMenuEditItems;this.menus.addPopupMenuEditItems=function(aa,ca,fa){d.editor.graph.isSelectionEmpty()?G.apply(this,arguments):d.menus.addMenuItems(aa,"delete - cut copy copyAsImage - duplicate".split(" "),null,fa)}}d.actions.get("print").funct=function(){d.showDialog((new PrintDialog(d)).container,360, +null!=d.pages&&1<d.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var V=f.getExportVariables;f.getExportVariables=function(){var aa=V.apply(this,arguments),ca=d.getCurrentFile();null!=ca&&(aa.filename=ca.getTitle());aa.pagecount=null!=d.pages?d.pages.length:1;aa.page=null!=d.currentPage?d.currentPage.getName():"";aa.pagenumber=null!=d.pages&&null!=d.currentPage?mxUtils.indexOf(d.pages,d.currentPage)+1:1;return aa};var U=f.getGlobalVariable;f.getGlobalVariable= +function(aa){var ca=d.getCurrentFile();return"filename"==aa&&null!=ca?ca.getTitle():"page"==aa&&null!=d.currentPage?d.currentPage.getName():"pagenumber"==aa?null!=d.currentPage&&null!=d.pages?mxUtils.indexOf(d.pages,d.currentPage)+1:1:"pagecount"==aa?null!=d.pages?d.pages.length:1:U.apply(this,arguments)};var Y=f.labelLinkClicked;f.labelLinkClicked=function(aa,ca,fa){var J=ca.getAttribute("href");if(null==J||!f.isCustomLink(J)||!mxEvent.isTouchEvent(fa)&&mxEvent.isPopupTrigger(fa))Y.apply(this,arguments); +else{if(!f.isEnabled()||null!=aa&&f.isCellLocked(aa.cell))f.customLinkClicked(J),f.getRubberband().reset();mxEvent.consume(fa)}};this.editor.getOrCreateFilename=function(){var aa=d.defaultFilename,ca=d.getCurrentFile();null!=ca&&(aa=null!=ca.getTitle()?ca.getTitle():aa);return aa};var O=this.actions.get("print");O.setEnabled(!mxClient.IS_IOS||!navigator.standalone);O.visible=O.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67, +!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"tags"),this.keyHandler.bindAction(65,!1,"insertText"),this.keyHandler.bindAction(83,!1,"insertNote"),this.keyHandler.bindAction(68,!1,"insertRectangle"),this.keyHandler.bindAction(70,!1,"insertEllipse"),this.keyHandler.bindAction(67,!1,"insertEdge"),this.keyHandler.bindAction(88,!1,"insertFreehand"), +this.altShiftActions[83]="synchronize",this.installImagePasteHandler(),this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&f.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(aa){var ca=f.cellEditor.text2,fa=null;null!=ca&&(mxEvent.addListener(ca,"dragleave",function(J){null!=fa&&(fa.parentNode.removeChild(fa),fa=null);J.stopPropagation(); +J.preventDefault()}),mxEvent.addListener(ca,"dragover",mxUtils.bind(this,function(J){null==fa&&(!mxClient.IS_IE||10<document.documentMode)&&(fa=this.highlightElement(ca));J.stopPropagation();J.preventDefault()})),mxEvent.addListener(ca,"drop",mxUtils.bind(this,function(J){null!=fa&&(fa.parentNode.removeChild(fa),fa=null);if(0<J.dataTransfer.files.length)this.importFiles(J.dataTransfer.files,0,0,this.maxImageSize,function(P,da,ja,ka,q,F){f.insertImage(P,q,F)},function(){},function(P){return"image/"== +P.type.substring(0,6)},function(P){for(var da=0;da<P.length;da++)P[da]()},mxEvent.isControlDown(J));else if(0<=mxUtils.indexOf(J.dataTransfer.types,"text/uri-list")){var Z=J.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(Z)?this.loadImage(decodeURIComponent(Z),mxUtils.bind(this,function(P){var da=Math.max(1,P.width);P=Math.max(1,P.height);var ja=this.maxImageSize;ja=Math.min(1,Math.min(ja/Math.max(1,da)),ja/Math.max(1,P));f.insertImage(decodeURIComponent(Z),da*ja,P*ja)})): +document.execCommand("insertHTML",!1,J.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(J.dataTransfer.types,"text/html")?document.execCommand("insertHTML",!1,J.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(J.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,J.dataTransfer.getData("text/plain"));J.stopPropagation();J.preventDefault()})))}));this.isSettingsEnabled()&&(O=this.editor.graph.view,O.setUnit(mxSettings.getUnit()),O.addListener("unitChanged",function(aa, +ca){mxSettings.setUnit(ca.getProperty("unit"));mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode||"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,O.unit),this.refresh());if("1"==urlParams.styledev){O=document.getElementById("geFooter");null!=O&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type","text"),this.styleInput.style.position="absolute",this.styleInput.style.top= +"14px",this.styleInput.style.left="2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden",this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),O.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(aa,ca){0<this.editor.graph.getSelectionCount()?(aa= +this.editor.graph.getSelectionCell(),aa=this.editor.graph.getModel().getStyle(aa),this.styleInput.value=aa||"",this.styleInput.style.visibility="visible"):this.styleInput.style.visibility="hidden"})));var qa=this.isSelectionAllowed;this.isSelectionAllowed=function(aa){return mxEvent.getSource(aa)==this.styleInput?!0:qa.apply(this,arguments)}}O=document.getElementById("geInfo");null!=O&&O.parentNode.removeChild(O);if(Graph.fileSupport&&(!this.editor.chromeless||this.editor.editable)){var oa=null;mxEvent.addListener(f.container, +"dragleave",function(aa){f.isEnabled()&&(null!=oa&&(oa.parentNode.removeChild(oa),oa=null),aa.stopPropagation(),aa.preventDefault())});mxEvent.addListener(f.container,"dragover",mxUtils.bind(this,function(aa){null==oa&&(!mxClient.IS_IE||10<document.documentMode)&&(oa=this.highlightElement(f.container));null!=this.sidebar&&this.sidebar.hideTooltip();aa.stopPropagation();aa.preventDefault()}));mxEvent.addListener(f.container,"drop",mxUtils.bind(this,function(aa){null!=oa&&(oa.parentNode.removeChild(oa), +oa=null);if(f.isEnabled()){var ca=mxUtils.convertPoint(f.container,mxEvent.getClientX(aa),mxEvent.getClientY(aa)),fa=aa.dataTransfer.files,J=f.view.translate,Z=f.view.scale,P=ca.x/Z-J.x,da=ca.y/Z-J.y;if(0<fa.length)ca=1==fa.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===fa[0].type.substring(0,9)||"image/"!==fa[0].type.substring(0,6)||/(\.drawio.png)$/i.test(fa[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(aa)||ca)?(!mxEvent.isShiftDown(aa)&&ca&&null!=this.getCurrentFile()&&this.fileLoaded(null), +this.openFiles(fa,!0)):(mxEvent.isAltDown(aa)&&(da=P=null),this.importFiles(fa,P,da,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(aa),null,null,mxEvent.isShiftDown(aa),aa));else{mxEvent.isAltDown(aa)&&(da=P=0);var ja=0<=mxUtils.indexOf(aa.dataTransfer.types,"text/uri-list")?aa.dataTransfer.getData("text/uri-list"):null;fa=this.extractGraphModelFromEvent(aa,null!=this.pages);if(null!=fa)f.setSelectionCells(this.importXml(fa,P,da,!0));else if(0<=mxUtils.indexOf(aa.dataTransfer.types,"text/html")){var ka= +aa.dataTransfer.getData("text/html");fa=document.createElement("div");fa.innerHTML=f.sanitizeHtml(ka);var q=null;ca=fa.getElementsByTagName("img");null!=ca&&1==ca.length?(ka=ca[0].getAttribute("src"),null==ka&&(ka=ca[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(ka)||(q=!0)):(ca=fa.getElementsByTagName("a"),null!=ca&&1==ca.length?ka=ca[0].getAttribute("href"):(fa=fa.getElementsByTagName("pre"),null!=fa&&1==fa.length&&(ka=mxUtils.getTextContent(fa[0]))));var F=!0,R=mxUtils.bind(this, +function(){f.setSelectionCells(this.insertTextAt(ka,P,da,!0,q,null,F,mxEvent.isControlDown(aa)))});q&&null!=ka&&ka.length>this.resampleThreshold?this.confirmImageResize(function(W){F=W;R()},mxEvent.isControlDown(aa)):R()}else null!=ja&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(ja)?this.loadImage(decodeURIComponent(ja),mxUtils.bind(this,function(W){var T=Math.max(1,W.width);W=Math.max(1,W.height);var ba=this.maxImageSize;ba=Math.min(1,Math.min(ba/Math.max(1,T)),ba/Math.max(1,W));f.setSelectionCell(f.insertVertex(null, +null,"",P,da,T*ba,W*ba,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ja+";"))}),mxUtils.bind(this,function(W){f.setSelectionCells(this.insertTextAt(ja,P,da,!0))})):0<=mxUtils.indexOf(aa.dataTransfer.types,"text/plain")&&f.setSelectionCells(this.insertTextAt(aa.dataTransfer.getData("text/plain"),P,da,!0))}}aa.stopPropagation();aa.preventDefault()}),!1)}f.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode(); +O=mxUtils.bind(this,function(){f.refresh();f.view.validateBackground();this.updateTabContainer()});this.addListener("darkModeChanged",O);this.addListener("sketchModeChanged",O);"dark"==uiTheme?(this.doSetDarkMode(!0),this.fireEvent(new mxEventObject("darkModeChanged"))):"min"==uiTheme&&"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches); +this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var d=this.editor.graph;d.container.addEventListener("paste",mxUtils.bind(this,function(f){if(!mxEvent.isConsumed(f))try{for(var g=f.clipboardData||f.originalEvent.clipboardData,x=!1,z=0;z<g.types.length;z++)if("text/"===g.types[z].substring(0,5)){x=!0;break}if(!x){var u=g.items;for(index in u){var H=u[index];if("file"===H.kind){if(d.isEditing())this.importFiles([H.getAsFile()],0,0,this.maxImageSize, +function(C,G,V,U,Y,O){d.insertImage(C,Y,O)},function(){},function(C){return"image/"==C.type.substring(0,6)},function(C){for(var G=0;G<C.length;G++)C[G]()});else{var L=this.editor.graph.getInsertPoint();this.importFiles([H.getAsFile()],L.x,L.y,this.maxImageSize);mxEvent.consume(f)}break}}}}catch(C){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function d(){window.setTimeout(function(){g.innerHTML=" ";g.focus();document.execCommand("selectAll",!1,null)},0)}var f=this.editor.graph, +g=document.createElement("div");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck","false");g.style.textRendering="optimizeSpeed";g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.background="transparent";g.style.color="transparent";g.style.position="absolute";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.display="block";g.style.fontSize="1";g.style.zIndex="-1";g.style.resize= +"none";g.style.outline="none";g.style.width="1px";g.style.height="1px";mxUtils.setOpacity(g,0);g.contentEditable=!0;g.innerHTML=" ";var x=!1;this.keyHandler.bindControlKey(88,null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(u){var H=mxEvent.getSource(u);null==f.container||!f.isEnabled()||f.isMouseDown||f.isEditing()||null!=this.dialog||"INPUT"==H.nodeName||"TEXTAREA"==H.nodeName||224!=u.keyCode&& +(mxClient.IS_MAC||17!=u.keyCode)&&(!mxClient.IS_MAC||91!=u.keyCode&&93!=u.keyCode)||x||(g.style.left=f.container.scrollLeft+10+"px",g.style.top=f.container.scrollTop+10+"px",f.container.appendChild(g),x=!0,g.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(u){var H=u.keyCode;window.setTimeout(mxUtils.bind(this,function(){!x||224!=H&&17!=H&&91!=H&&93!=H||(x=!1,f.isEditing()||null!=this.dialog||null==f.container||f.container.focus(), +g.parentNode.removeChild(g),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(g,"copy",mxUtils.bind(this,function(u){if(f.isEnabled())try{mxClipboard.copy(f),this.copyCells(g),d()}catch(H){this.handleError(H)}}));mxEvent.addListener(g,"cut",mxUtils.bind(this,function(u){if(f.isEnabled())try{mxClipboard.copy(f),this.copyCells(g,!0),d()}catch(H){this.handleError(H)}}));mxEvent.addListener(g,"paste",mxUtils.bind(this,function(u){f.isEnabled()&&!f.isCellLocked(f.getDefaultParent())&& +(g.innerHTML=" ",g.focus(),null!=u.clipboardData&&this.pasteCells(u,g,!0,!0),mxEvent.isConsumed(u)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(u,g,!1,!0)}),0))}),!0);var z=this.isSelectionAllowed;this.isSelectionAllowed=function(u){return mxEvent.getSource(u)==g?!0:z.apply(this,arguments)}};EditorUi.prototype.setCurrentTheme=function(d,f){mxSettings.setUi(d);this.doSetCurrentTheme(d);this.fireEvent(new mxEventObject("currentThemeChanged"));f||this.alert(mxResources.get("restartForChangeRequired"))}; +EditorUi.prototype.doSetCurrentTheme=function(d){Editor.currentTheme!=d&&(Editor.currentTheme=d)};EditorUi.prototype.setSketchMode=function(d){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(d);null==urlParams.rough&&(mxSettings.settings.sketchMode=d,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+ +(Editor.isDarkMode()?"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": +"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }html body .geToolbarContainer a div { color: "+(Editor.isDarkMode()?"#707070":Editor.darkColor)+" }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()? +"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ +(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ +(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ +(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ +(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};EditorUi.prototype.setDarkMode=function(d){this.doSetDarkMode(d);null==urlParams.dark&&(mxSettings.settings.darkMode=d,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))};var p=document.createElement("link");p.setAttribute("rel","stylesheet");p.setAttribute("href",STYLE_PATH+"/dark.css"); +p.setAttribute("charset","UTF-8");p.setAttribute("type","text/css");EditorUi.prototype.doSetDarkMode=function(d){if(Editor.darkMode!=d){var f=this.editor.graph;Editor.darkMode=d;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";f.view.defaultGridColor=Editor.isDarkMode()?mxGraphView.prototype.defaultDarkGridColor:mxGraphView.prototype.defaultGridColor;f.view.gridColor=f.view.defaultGridColor;f.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor: +"#ffffff";f.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";f.shapeBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"#ffffff";f.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";f.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";f.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";f.loadStylesheet();null!=this.actions.layersWindow&& +(d=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null,d&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=f.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor= +f.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=f.shapeBackgroundColor;Graph.prototype.shapeForegroundColor=f.shapeForegroundColor;Graph.prototype.defaultThemeName=f.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor: +"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;null!=Editor.styleElt&&(Editor.styleElt.innerHTML=Editor.createMinimalCss());Editor.isDarkMode()?null==p.parentNode&&document.getElementsByTagName("head")[0].appendChild(p):null!=p.parentNode&&p.parentNode.removeChild(p)}}; +EditorUi.prototype.setPagesVisible=function(d){Editor.pagesVisible!=d&&(Editor.pagesVisible=d,mxSettings.settings.pagesVisible=d,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(d,f){this.sidebar.sidebarTitles!=d&&(this.sidebar.sidebarTitles=d,this.sidebar.refresh(),this.isSettingsEnabled()&&f&&(mxSettings.settings.sidebarTitles=d,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen= +function(d){Editor.inlineFullscreen!=d&&(Editor.inlineFullscreen=d,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(d){if(Editor.sketchMode!=d){var f=function(x,z,u){null== +x[z]&&(x[z]=u)},g=this.editor.graph;Editor.sketchMode=d;this.menus.defaultFontSize=d?20:16;g.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);f(g.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);g.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);f(g.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);f(g.defaultEdgeStyle,"edgeStyle","none");f(g.defaultEdgeStyle,"rounded","0");f(g.defaultEdgeStyle,"curved","1");f(g.defaultEdgeStyle,"jettySize","auto"); +f(g.defaultEdgeStyle,"orthogonalLoop","1");f(g.defaultEdgeStyle,"endArrow","open");f(g.defaultEdgeStyle,"endSize","14");f(g.defaultEdgeStyle,"startSize","14");d&&(f(g.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultVertexStyle,"fontSource",Editor.sketchFontSource),f(g.defaultVertexStyle,"hachureGap","4"),f(g.defaultVertexStyle,"sketch","1"),f(g.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),f(g.defaultEdgeStyle, +"sketch","1"),f(g.defaultEdgeStyle,"hachureGap","4"),f(g.defaultEdgeStyle,"sourcePerimeterSpacing","8"),f(g.defaultEdgeStyle,"targetPerimeterSpacing","8"));g.currentVertexStyle=mxUtils.clone(g.defaultVertexStyle);g.currentEdgeStyle=mxUtils.clone(g.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(d){var f=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(d)){var g=d.indexOf(",");0<g&&(f=this.getPageById(d.substring(g+1)),f=null!=f?f.getName(): +mxResources.get("pageNotFound"))}else"data:"==d.substring(0,5)&&(f=mxResources.get("action"));return f};EditorUi.prototype.handleCustomLink=function(d){if(Graph.isPageLink(d)){var f=d.indexOf(",");if(d=this.getPageById(d.substring(f+1)))this.selectPage(d);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(d)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)}; +EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible=mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(d){d.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(d){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[], +"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged",mxUtils.bind(this,function(d,f){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(d=f.getProperty("customFonts"),this.menus.customFonts=d,mxSettings.setCustomFonts(d));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this, +function(d,f){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget());mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(d,f){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor= +mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1);this.addListener("gridColorChanged",mxUtils.bind(this,function(d,f){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(d,f){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!= +this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])),this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth); +mxSettings.save()})}};EditorUi.prototype.copyImage=function(d,f,g){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&&this.editor.exportToCanvas(mxUtils.bind(this,function(x,z){try{this.spinner.stop();var u=this.createImageDataUri(x,f,"png"),H=parseInt(z.getAttribute("width")),L=parseInt(z.getAttribute("height"));this.writeImageToClipboard(u,H,L,mxUtils.bind(this,function(C){this.handleError(C)}))}catch(C){this.handleError(C)}}),null,null,null,mxUtils.bind(this, +function(x){this.spinner.stop();this.handleError(x)}),null,null,null!=g?g:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE,null,null,null,10,null,null,!1,null,0<d.length?d:null)}catch(x){this.handleError(x)}};EditorUi.prototype.writeImageToClipboard=function(d,f,g,x){var z=this.base64ToBlob(d.substring(d.indexOf(",")+1),"image/png");d=new ClipboardItem({"image/png":z,"text/html":new Blob(['<img src="'+d+'" width="'+f+'" height="'+g+'">'],{type:"text/html"})});navigator.clipboard.write([d])["catch"](x)}; +EditorUi.prototype.copyCells=function(d,f){var g=this.editor.graph;if(g.isSelectionEmpty())d.innerText="";else{var x=mxUtils.sortCells(g.model.getTopmostCells(g.getSelectionCells())),z=mxUtils.getXml(g.encodeCells(x));mxUtils.setTextContent(d,encodeURIComponent(z));f?(g.removeCells(x,!1),g.lastPasteXml=null):(g.lastPasteXml=z,g.pasteCounter=0);d.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var d=null;if(Editor.enableNativeCipboard){var f=this.editor.graph; +f.isSelectionEmpty()||(d=mxUtils.sortCells(f.getExportableCells(f.model.getTopmostCells(f.getSelectionCells()))),f=mxUtils.getXml(f.encodeCells(d)),navigator.clipboard.writeText(f))}return d};EditorUi.prototype.pasteXml=function(d,f,g,x){var z=this.editor.graph,u=null;z.lastPasteXml==d?z.pasteCounter++:(z.lastPasteXml=d,z.pasteCounter=0);var H=z.pasteCounter*z.gridSize;if(g||this.isCompatibleString(d))u=this.importXml(d,H,H),z.setSelectionCells(u);else if(f&&1==z.getSelectionCount()){H=z.getStartEditingCell(z.getSelectionCell(), +x);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d)&&"image"==z.getCurrentCellStyle(H)[mxConstants.STYLE_SHAPE])z.setCellStyles(mxConstants.STYLE_IMAGE,d,[H]);else{z.model.beginUpdate();try{z.labelChanged(H,d),Graph.isLink(d)&&z.setLinkForCell(H,d)}finally{z.model.endUpdate()}}z.setSelectionCell(H)}else u=z.getInsertPoint(),z.isMouseInsertPoint()&&(H=0,z.lastPasteXml==d&&0<z.pasteCounter&&z.pasteCounter--),u=this.insertTextAt(d,u.x+H,u.y+H,!0),z.setSelectionCells(u);z.isSelectionEmpty()||(z.scrollCellToVisible(z.getSelectionCell()), +null!=this.hoverIcons&&this.hoverIcons.update(z.view.getState(z.getSelectionCell())));return u};EditorUi.prototype.pasteCells=function(d,f,g,x){if(!mxEvent.isConsumed(d)){var z=f,u=!1;if(g&&null!=d.clipboardData&&d.clipboardData.getData){var H=d.clipboardData.getData("text/plain"),L=!1;if(null!=H&&0<H.length&&"%3CmxGraphModel%3E"==H.substring(0,18))try{var C=decodeURIComponent(H);this.isCompatibleString(C)&&(L=!0,H=C)}catch(qa){}L=L?null:d.clipboardData.getData("text/html");null!=L&&0<L.length?(z= +this.parseHtmlData(L),u="text/plain"!=z.getAttribute("data-type")):null!=H&&0<H.length&&(z=document.createElement("div"),mxUtils.setTextContent(z,L))}H=z.getElementsByTagName("span");if(null!=H&&0<H.length&&"application/vnd.lucid.chart.objects"===H[0].getAttribute("data-lucid-type"))g=H[0].getAttribute("data-lucid-content"),null!=g&&0<g.length&&(this.convertLucidChart(g,mxUtils.bind(this,function(qa){var oa=this.editor.graph;oa.lastPasteXml==qa?oa.pasteCounter++:(oa.lastPasteXml=qa,oa.pasteCounter= +0);var aa=oa.pasteCounter*oa.gridSize;oa.setSelectionCells(this.importXml(qa,aa,aa));oa.scrollCellToVisible(oa.getSelectionCell())}),mxUtils.bind(this,function(qa){this.handleError(qa)})),mxEvent.consume(d));else{var G=u?z.innerHTML:mxUtils.trim(null==z.innerText?mxUtils.getTextContent(z):z.innerText),V=!1;try{var U=G.lastIndexOf("%3E");0<=U&&U<G.length-3&&(G=G.substring(0,U+3))}catch(qa){}try{H=z.getElementsByTagName("span"),(C=null!=H&&0<H.length?mxUtils.trim(decodeURIComponent(H[0].textContent)): +decodeURIComponent(G))&&(this.isCompatibleString(C)||0==C.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(V=!0,G=C)}catch(qa){}try{if(null!=G&&0<G.length){if(0==G.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":')){var Y=mxUtils.bind(this,function(){try{G=(new MiroImporter).importMiroJson(JSON.parse(G)),this.pasteXml(G,x,V,d)}catch(qa){console.log("Miro import error:",qa)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",Y):Y()}else this.pasteXml(G, +x,V,d);try{mxEvent.consume(d)}catch(qa){}}else if(!g){var O=this.editor.graph;O.lastPasteXml=null;O.pasteCounter=0}}catch(qa){this.handleError(qa)}}}f.innerHTML=" "};EditorUi.prototype.addFileDropHandler=function(d){if(Graph.fileSupport)for(var f=null,g=0;g<d.length;g++)mxEvent.addListener(d[g],"dragleave",function(x){null!=f&&(f.parentNode.removeChild(f),f=null);x.stopPropagation();x.preventDefault()}),mxEvent.addListener(d[g],"dragover",mxUtils.bind(this,function(x){(this.editor.graph.isEnabled()|| +"1"!=urlParams.embed)&&null==f&&(!mxClient.IS_IE||10<document.documentMode&&12>document.documentMode)&&(f=this.highlightElement());x.stopPropagation();x.preventDefault()})),mxEvent.addListener(d[g],"drop",mxUtils.bind(this,function(x){null!=f&&(f.parentNode.removeChild(f),f=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<x.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(x.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(x)&& +!mxEvent.isShiftDown(x)):this.openFiles(x.dataTransfer.files,!0);else{var z=this.extractGraphModelFromEvent(x);if(null==z){var u=null!=x.dataTransfer?x.dataTransfer:x.clipboardData;null!=u&&(10==document.documentMode||11==document.documentMode?z=u.getData("Text"):(z=null,z=0<=mxUtils.indexOf(u.types,"text/uri-list")?x.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(u.types,"text/html")?u.getData("text/html"):null,null!=z&&0<z.length?(u=document.createElement("div"),u.innerHTML=this.editor.graph.sanitizeHtml(z), +u=u.getElementsByTagName("img"),0<u.length&&(z=u[0].getAttribute("src"))):0<=mxUtils.indexOf(u.types,"text/plain")&&(z=u.getData("text/plain"))),null!=z&&(Editor.isPngDataUrl(z)?(z=Editor.extractGraphModelFromPng(z),null!=z&&0<z.length&&this.openLocalFile(z,null,!0)):this.isRemoteFileFormat(z)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(z))).send(mxUtils.bind(this,function(H){200<=H.getStatus()&& +299>=H.getStatus()&&this.openLocalFile(H.getText(),null,!0)})):/^https?:\/\//.test(z)&&(null==this.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(z):window.openWindow((mxClient.IS_CHROMEAPP?EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(z)))))}else this.openLocalFile(z,null,!0)}x.stopPropagation();x.preventDefault()}))};EditorUi.prototype.highlightElement=function(d){var f=0,g=0;if(null==d){var x=document.body;var z=document.documentElement; +var u=(x.clientWidth||z.clientWidth)-3;x=Math.max(x.clientHeight||0,z.clientHeight)-3}else f=d.offsetTop,g=d.offsetLeft,u=d.clientWidth,x=d.clientHeight;z=document.createElement("div");z.style.zIndex=mxPopupMenu.prototype.zIndex+2;z.style.border="3px dotted rgb(254, 137, 12)";z.style.pointerEvents="none";z.style.position="absolute";z.style.top=f+"px";z.style.left=g+"px";z.style.width=Math.max(0,u-3)+"px";z.style.height=Math.max(0,x-3)+"px";null!=d&&d.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(z): +document.body.appendChild(z);return z};EditorUi.prototype.stringToCells=function(d){d=mxUtils.parseXml(d);var f=this.editor.extractGraphModel(d.documentElement);d=[];if(null!=f){var g=new mxCodec(f.ownerDocument),x=new mxGraphModel;g.decode(f,x);f=x.getChildAt(x.getRoot(),0);for(g=0;g<x.getChildCount(f);g++)d.push(x.getChildAt(f,g))}return d};EditorUi.prototype.openFileHandle=function(d,f,g,x,z){if(null!=f&&0<f.length){!this.useCanvasForExport&&/(\.png)$/i.test(f)?f=f.substring(0,f.length-4)+".drawio": +/(\.pdf)$/i.test(f)&&(f=f.substring(0,f.length-4)+".drawio");var u=mxUtils.bind(this,function(L){f=0<=f.lastIndexOf(".")?f.substring(0,f.lastIndexOf("."))+".drawio":f+".drawio";if("<mxlibrary"==L.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,x);try{this.loadLibrary(new LocalLibrary(this,L,f))}catch(C){this.handleError(C,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(L,f,x)});if(/(\.v(dx|sdx?))($|\?)/i.test(f)|| +/(\.vs(x|sx?))($|\?)/i.test(f))this.importVisio(g,mxUtils.bind(this,function(L){this.spinner.stop();u(L)}));else if(/(\.*<graphml )/.test(d))this.importGraphML(d,mxUtils.bind(this,function(L){this.spinner.stop();u(L)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,f))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(g,mxUtils.bind(this,function(L){4==L.readyState&&(this.spinner.stop(), +200<=L.status&&299>=L.status?u(L.responseText):this.handleError({message:mxResources.get(413==L.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))}));else if(this.isLucidChartData(d))/(\.json)$/i.test(f)&&(f=f.substring(0,f.length-5)+".drawio"),this.convertLucidChart(d,mxUtils.bind(this,function(L){this.spinner.stop();this.openLocalFile(L,f,x)}),mxUtils.bind(this,function(L){this.spinner.stop();this.handleError(L)}));else if("<mxlibrary"==d.substring(0,10)){this.spinner.stop(); +null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,x);try{this.loadLibrary(new LocalLibrary(this,d,g.name))}catch(L){this.handleError(L,mxResources.get("errorLoadingFile"))}}else if(0==d.indexOf("PK"))this.importZipFile(g,mxUtils.bind(this,function(L){this.spinner.stop();u(L)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(d,f,x)}));else{if("image/png"==g.type.substring(0,9))d=this.extractGraphModelFromPng(d);else if("application/pdf"== +g.type){var H=Editor.extractGraphModelFromPdf(d);null!=H&&(z=null,x=!0,d=H)}this.spinner.stop();this.openLocalFile(d,f,x,z,null!=z?g:null)}}};EditorUi.prototype.openFiles=function(d,f){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var g=0;g<d.length;g++)mxUtils.bind(this,function(x){var z=new FileReader;z.onload=mxUtils.bind(this,function(u){try{this.openFileHandle(u.target.result,x.name,x,f)}catch(H){this.handleError(H)}});z.onerror=mxUtils.bind(this,function(u){this.spinner.stop(); +this.handleError(u);window.openFile=null});"image"!==x.type.substring(0,5)&&"application/pdf"!==x.type||"image/svg"===x.type.substring(0,9)?z.readAsText(x):z.readAsDataURL(x)})(d[g])};EditorUi.prototype.openLocalFile=function(d,f,g,x,z){var u=this.getCurrentFile(),H=mxUtils.bind(this,function(){window.openFile=null;if(null==f&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var L=mxUtils.parseXml(d);null!=L&&(this.editor.setGraphXml(L.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this, +d,f||this.defaultFilename,g,x,z))});if(null!=d&&0<d.length)null==u||!u.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=x)?H():(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=x)&&null!=u&&u.isModified()?this.confirm(mxResources.get("allChangesLost"),null,H,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(d,f),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!= +u&&u.isModified()?this.confirm(mxResources.get("allChangesLost"),null,H,mxResources.get("cancel"),mxResources.get("discardChanges")):H()})));else throw Error(mxResources.get("notADiagramFile"));};EditorUi.prototype.getBasenames=function(){var d={};if(null!=this.pages)for(var f=0;f<this.pages.length;f++)this.updatePageRoot(this.pages[f]),this.addBasenamesForCell(this.pages[f].root,d);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),d);f=[];for(var g in d)f.push(g);return f};EditorUi.prototype.addBasenamesForCell= +function(d,f){function g(H){if(null!=H){var L=H.lastIndexOf(".");0<L&&(H=H.substring(L+1,H.length));null==f[H]&&(f[H]=!0)}}var x=this.editor.graph,z=x.getCellStyle(d);g(mxStencilRegistry.getBasenameForStencil(z[mxConstants.STYLE_SHAPE]));x.model.isEdge(d)&&(g(mxMarker.getPackageForType(z[mxConstants.STYLE_STARTARROW])),g(mxMarker.getPackageForType(z[mxConstants.STYLE_ENDARROW])));z=x.model.getChildCount(d);for(var u=0;u<z;u++)this.addBasenamesForCell(x.model.getChildAt(d,u),f)};EditorUi.prototype.setGraphEnabled= +function(d){this.diagramContainer.style.visibility=d?"":"hidden";this.formatContainer.style.visibility=d?"":"hidden";this.sidebarFooterContainer.style.display=d?"":"none";this.sidebarContainer.style.display=d?"":"none";this.hsplit.style.display=d?"":"none";this.editor.graph.setEnabled(d);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=d?"":"hidden",this.ruler.vRuler.container.style.visibility=d?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=d?"":"hidden"); +d||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1),null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1),null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!= +window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var d=!1;this.installMessageHandler(mxUtils.bind(this,function(f,g,x,z){d||(d=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==f||0==f.length)f=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,f,{}));this.mode=App.MODE_EMBED;this.setFileData(f);if(z)try{var u=this.editor.graph;u.setGridEnabled(!1);u.pageVisible=!1;var H=u.model.cells,L;for(L in H){var C=H[L];null!= +C&&null!=C.style&&(C.style+=";sketch=1;"+(-1==C.style.indexOf("fontFamily=")||-1<C.style.indexOf("fontFamily=Helvetica;")?"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;":""))}}catch(G){console.log(G)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=x?x:!1;this.updateUi(); +window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog=function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow?this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(d,f){null!=d?d.getPublicUrl(f):f(null)};EditorUi.prototype.createLoadMessage=function(d){var f=this.editor.graph;return{event:d, +pageVisible:f.pageVisible,translate:f.view.translate,bounds:f.getGraphBounds(),currentPage:this.getSelectedPageIndex(),scale:f.view.scale,page:f.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(d){var f=this.editor.graph;f.isEditing()&&f.stopEditing(!f.isInvokesStopCellEditing());var g=window.opener||window.parent;if(this.editor.modified){var x=f.background;if(null==x||x==mxConstants.NONE)x=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null, +null,null,null,null,null,null,!1),f,null,!0,mxUtils.bind(this,function(z){g.postMessage(JSON.stringify({event:"export",point:this.embedExitPoint,exit:null!=d?!d:!0,data:Editor.createSvgDataUri(z)}),"*")}),null,null,!0,x,1,this.embedExportBorder)}else d||g.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");d||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,f.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified= +!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler=function(d){var f=null,g=!1,x=!1,z=null,u=mxUtils.bind(this,function(C,G){this.editor.modified&&"0"!=urlParams.modified?null!=urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,u);mxEvent.addListener(window,"message",mxUtils.bind(this,function(C){if(C.source== +(window.opener||window.parent)){var G=C.data,V=null,U=mxUtils.bind(this,function(ma){if(null!=ma&&"function"===typeof ma.charAt&&"<"!=ma.charAt(0))try{Editor.isPngDataUrl(ma)?ma=Editor.extractGraphModelFromPng(ma):"data:image/svg+xml;base64,"==ma.substring(0,26)?ma=atob(ma.substring(26)):"data:image/svg+xml;utf8,"==ma.substring(0,24)&&(ma=ma.substring(24)),null!=ma&&("%"==ma.charAt(0)?ma=decodeURIComponent(ma):"<"!=ma.charAt(0)&&(ma=Graph.decompress(ma)))}catch(pa){}return ma});if("json"==urlParams.proto){var Y= +!1;try{G=JSON.parse(G),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[C],"data",[G])}catch(ma){G=null}try{if(null==G)return;if("dialog"==G.action){this.showError(null!=G.titleKey?mxResources.get(G.titleKey):G.title,null!=G.messageKey?mxResources.get(G.messageKey):G.message,null!=G.buttonKey?mxResources.get(G.buttonKey):G.button);null!=G.modified&&(this.editor.modified=G.modified);return}if("layout"==G.action){this.executeLayouts(this.editor.graph.createLayouts(G.layouts));return}if("prompt"== +G.action){this.spinner.stop();var O=new FilenameDialog(this,G.defaultValue||"",null!=G.okKey?mxResources.get(G.okKey):G.ok,function(ma){null!=ma?H.postMessage(JSON.stringify({event:"prompt",value:ma,message:G}),"*"):H.postMessage(JSON.stringify({event:"prompt-cancel",message:G}),"*")},null!=G.titleKey?mxResources.get(G.titleKey):G.title);this.showDialog(O.container,300,80,!0,!1);O.init();return}if("draft"==G.action){var qa=U(G.xml);this.spinner.stop();O=new DraftDialog(this,mxResources.get("draftFound", +[G.name||this.defaultFilename]),qa,mxUtils.bind(this,function(){this.hideDialog();H.postMessage(JSON.stringify({event:"draft",result:"edit",message:G}),"*")}),mxUtils.bind(this,function(){this.hideDialog();H.postMessage(JSON.stringify({event:"draft",result:"discard",message:G}),"*")}),G.editKey?mxResources.get(G.editKey):null,G.discardKey?mxResources.get(G.discardKey):null,G.ignore?mxUtils.bind(this,function(){this.hideDialog();H.postMessage(JSON.stringify({event:"draft",result:"ignore",message:G}), +"*")}):null);this.showDialog(O.container,640,480,!0,!1,mxUtils.bind(this,function(ma){ma&&this.actions.get("exit").funct()}));try{O.init()}catch(ma){H.postMessage(JSON.stringify({event:"draft",error:ma.toString(),message:G}),"*")}return}if("template"==G.action){this.spinner.stop();var oa=1==G.enableRecent,aa=1==G.enableSearch,ca=1==G.enableCustomTemp;if("1"==urlParams.newTempDlg&&!G.templatesOnly&&null!=G.callback){var fa=this.getCurrentUser(),J=new TemplatesDialog(this,function(ma,pa,za){ma=ma|| +this.emptyDiagramXml;H.postMessage(JSON.stringify({event:"template",xml:ma,blank:ma==this.emptyDiagramXml,name:pa,tempUrl:za.url,libs:za.libs,builtIn:null!=za.info&&null!=za.info.custContentId,message:G}),"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=fa?fa.id:null,oa?mxUtils.bind(this,function(ma,pa,za){this.remoteInvoke("getRecentDiagrams",[za],null,ma,pa)}):null,aa?mxUtils.bind(this,function(ma,pa,za,Ba){this.remoteInvoke("searchDiagrams",[ma,Ba],null,pa, +za)}):null,mxUtils.bind(this,function(ma,pa,za){this.remoteInvoke("getFileContent",[ma.url],null,pa,za)}),null,ca?mxUtils.bind(this,function(ma){this.remoteInvoke("getCustomTemplates",null,null,ma,function(){ma({},0)})}):null,!1,!1,!0,!0);this.showDialog(J.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0);return}O=new NewDialog(this,!1,G.templatesOnly?!1:null!=G.callback,mxUtils.bind(this,function(ma,pa,za,Ba){ma=ma||this.emptyDiagramXml;null!=G.callback?H.postMessage(JSON.stringify({event:"template", +xml:ma,blank:ma==this.emptyDiagramXml,name:pa,tempUrl:za,libs:Ba,builtIn:!0,message:G}),"*"):(d(ma,C,ma!=this.emptyDiagramXml,G.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null,null,oa?mxUtils.bind(this,function(ma){this.remoteInvoke("getRecentDiagrams",[null],null,ma,function(){ma(null,"Network Error!")})}):null,aa?mxUtils.bind(this,function(ma,pa){this.remoteInvoke("searchDiagrams",[ma,null],null,pa,function(){pa(null,"Network Error!")})}):null,mxUtils.bind(this, +function(ma,pa,za){H.postMessage(JSON.stringify({event:"template",docUrl:ma,info:pa,name:za}),"*")}),null,null,ca?mxUtils.bind(this,function(ma){this.remoteInvoke("getCustomTemplates",null,null,ma,function(){ma({},0)})}):null,1==G.withoutType);this.showDialog(O.container,620,460,!0,!1,mxUtils.bind(this,function(ma){this.sidebar.hideTooltip();ma&&this.actions.get("exit").funct()}));O.init();return}if("textContent"==G.action){var Z=this.getDiagramTextContent();H.postMessage(JSON.stringify({event:"textContent", +data:Z,message:G}),"*");return}if("status"==G.action){null!=G.messageKey?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(G.messageKey))):null!=G.message&&this.editor.setStatus(mxUtils.htmlEntities(G.message));null!=G.modified&&(this.editor.modified=G.modified);return}if("spinner"==G.action){var P=null!=G.messageKey?mxResources.get(G.messageKey):G.message;null==G.show||G.show?this.spinner.spin(document.body,P):this.spinner.stop();return}if("exit"==G.action){this.actions.get("exit").funct(); +return}if("viewport"==G.action){null!=G.viewport&&(this.embedViewport=G.viewport);return}if("snapshot"==G.action){this.sendEmbeddedSvgExport(!0);return}if("export"==G.action){if("png"==G.format||"xmlpng"==G.format){if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin)){var da=null!=G.xml?G.xml:this.getFileData(!0);this.editor.graph.setEnabled(!1);var ja=this.editor.graph,ka=mxUtils.bind(this,function(ma){this.editor.graph.setEnabled(!0); +this.spinner.stop();var pa=this.createLoadMessage("export");pa.format=G.format;pa.message=G;pa.data=ma;pa.xml=da;H.postMessage(JSON.stringify(pa),"*")}),q=mxUtils.bind(this,function(ma){null==ma&&(ma=Editor.blankImage);"xmlpng"==G.format&&(ma=Editor.writeGraphModelToPng(ma,"tEXt","mxfile",encodeURIComponent(da)));ja!=this.editor.graph&&ja.container.parentNode.removeChild(ja.container);ka(ma)}),F=G.pageId||(null!=this.pages?G.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var R= +mxUtils.bind(this,function(){if(null!=this.pages&&this.currentPage.getId()!=F){var ma=ja.getGlobalVariable;ja=this.createTemporaryGraph(ja.getStylesheet());for(var pa,za=0;za<this.pages.length;za++)if(this.pages[za].getId()==F){pa=this.updatePageRoot(this.pages[za]);break}null==pa&&(pa=this.currentPage);ja.getGlobalVariable=function(Ka){return"page"==Ka?pa.getName():"pagenumber"==Ka?1:ma.apply(this,arguments)};document.body.appendChild(ja.container);ja.model.setRoot(pa.root)}if(null!=G.layerIds){var Ba= +ja.model,Ia=Ba.getChildCells(Ba.getRoot()),Aa={};for(za=0;za<G.layerIds.length;za++)Aa[G.layerIds[za]]=!0;for(za=0;za<Ia.length;za++)Ba.setVisible(Ia[za],Aa[Ia[za].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(Ka){q(Ka.toDataURL("image/png"))}),G.width,null,G.background,mxUtils.bind(this,function(){q(null)}),null,null,G.scale,G.transparent,G.shadow,null,ja,G.border,null,G.grid,G.keepTheme)});null!=G.xml&&0<G.xml.length&&(g=!0,this.setFileData(da),g=!1);R()}else(new mxXmlRequest(EXPORT_URL, +"format=png&embedXml="+("xmlpng"==G.format?"1":"0")+(null!=F?"&pageId="+F:"")+(null!=G.layerIds&&0<G.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:G.layerIds})):"")+(null!=G.scale?"&scale="+G.scale:"")+"&base64=1&xml="+encodeURIComponent(da))).send(mxUtils.bind(this,function(ma){200<=ma.getStatus()&&299>=ma.getStatus()?ka("data:image/png;base64,"+ma.getText()):q(null)}),mxUtils.bind(this,function(){q(null)}))}}else if(R=mxUtils.bind(this,function(){var ma=this.createLoadMessage("export"); +ma.message=G;if("html2"==G.format||"html"==G.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var pa=this.getXmlFileData();ma.xml=mxUtils.getXml(pa);ma.data=this.getFileData(null,null,!0,null,null,null,pa);ma.format=G.format}else if("html"==G.format)pa=this.editor.getGraphXml(),ma.data=this.getHtml(pa,this.editor.graph),ma.xml=mxUtils.getXml(pa),ma.format=G.format;else{mxSvgCanvas2D.prototype.foAltText=null;pa=null!=G.background?G.background:this.editor.graph.background;pa== +mxConstants.NONE&&(pa=null);ma.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);ma.format="svg";var za=mxUtils.bind(this,function(Ba){this.editor.graph.setEnabled(!0);this.spinner.stop();ma.data=Editor.createSvgDataUri(Ba);H.postMessage(JSON.stringify(ma),"*")});if("xmlsvg"==G.format)(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))&&this.getEmbeddedSvg(ma.xml,this.editor.graph,null,!0,za,null,null,G.embedImages, +pa,G.scale,G.border,G.shadow,G.keepTheme);else if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))this.editor.graph.setEnabled(!1),pa=this.editor.graph.getSvg(pa,G.scale,G.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||G.shadow,null,G.keepTheme),(this.editor.graph.shadowVisible||G.shadow)&&this.editor.graph.addSvgShadow(pa),this.embedFonts(pa,mxUtils.bind(this,function(Ba){G.embedImages||null==G.embedImages?this.editor.convertImages(Ba, +mxUtils.bind(this,function(Ia){za(mxUtils.getXml(Ia))})):za(mxUtils.getXml(Ba))}));return}H.postMessage(JSON.stringify(ma),"*")}),null!=G.xml&&0<G.xml.length){if(this.editor.graph.mathEnabled){var W=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){W.apply(this,arguments);R()}}g=!0;this.setFileData(G.xml);g=!1;this.editor.graph.mathEnabled||R()}else R();return}if("load"==G.action){Y=G.toSketch;x=1==G.autosave;this.hideDialog();null!=G.modified&&null==urlParams.modified&&(urlParams.modified=G.modified); +null!=G.saveAndExit&&null==urlParams.saveAndExit&&(urlParams.saveAndExit=G.saveAndExit);null!=G.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=G.noSaveBtn);if(null!=G.rough){var T=Editor.sketchMode;this.doSetSketchMode(G.rough);T!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!=G.dark&&(T=Editor.darkMode,this.doSetDarkMode(G.dark),T!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged")));null!=G.border&&(this.embedExportBorder=G.border); +null!=G.background&&(this.embedExportBackground=G.background);null!=G.viewport&&(this.embedViewport=G.viewport);this.embedExitPoint=null;if(null!=G.rect){var ba=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=G.rect.top+"px";this.diagramContainer.style.left=G.rect.left+"px";this.diagramContainer.style.height=G.rect.height+"px";this.diagramContainer.style.width=G.rect.width+"px";this.diagramContainer.style.bottom="";this.diagramContainer.style.right= +"";V=mxUtils.bind(this,function(){var ma=this.editor.graph,pa=ma.maxFitScale;ma.maxFitScale=G.maxFitScale;ma.fit(2*ba);ma.maxFitScale=pa;ma.container.scrollTop-=2*ba;ma.container.scrollLeft-=2*ba;this.fireEvent(new mxEventObject("editInlineStart","data",[G]))})}null!=G.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=G.noExitBtn);null!=G.title&&null!=this.buttonContainer&&(qa=document.createElement("span"),mxUtils.write(qa,G.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan), +this.buttonContainer.appendChild(qa),this.embedFilenameSpan=qa);try{G.libs&&this.sidebar.showEntries(G.libs)}catch(ma){}G=null!=G.xmlpng?this.extractGraphModelFromPng(G.xmlpng):null!=G.descriptor?G.descriptor:G.xml}else{if("merge"==G.action){var ia=this.getCurrentFile();null!=ia&&(qa=U(G.xml),null!=qa&&""!=qa&&ia.mergeFile(new LocalFile(this,qa),function(){H.postMessage(JSON.stringify({event:"merge",message:G}),"*")},function(ma){H.postMessage(JSON.stringify({event:"merge",message:G,error:ma}),"*")}))}else"remoteInvokeReady"== +G.action?this.handleRemoteInvokeReady(H):"remoteInvoke"==G.action?this.handleRemoteInvoke(G,C.origin):"remoteInvokeResponse"==G.action?this.handleRemoteInvokeResponse(G):H.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(G)}),"*");return}}catch(ma){this.handleError(ma)}}var ra=mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),ta=mxUtils.bind(this,function(ma,pa){g=!0; +try{d(ma,pa,null,Y)}catch(za){this.handleError(za)}g=!1;null!=urlParams.modified&&this.editor.setStatus("");z=ra();x&&null==f&&(f=mxUtils.bind(this,function(za,Ba){za=ra();za==z||g||(Ba=this.createLoadMessage("autosave"),Ba.xml=za,(window.opener||window.parent).postMessage(JSON.stringify(Ba),"*"));z=za}),this.editor.graph.model.addListener(mxEvent.CHANGE,f),this.editor.graph.addListener("gridSizeChanged",f),this.editor.graph.addListener("shadowVisibleChanged",f),this.addListener("pageFormatChanged", +f),this.addListener("pageScaleChanged",f),this.addListener("backgroundColorChanged",f),this.addListener("backgroundImageChanged",f),this.addListener("foldingEnabledChanged",f),this.addListener("mathEnabledChanged",f),this.addListener("gridEnabledChanged",f),this.addListener("guidesEnabledChanged",f),this.addListener("pageViewChanged",f));if("1"==urlParams.returnbounds||"json"==urlParams.proto)pa=this.createLoadMessage("load"),pa.xml=ma,H.postMessage(JSON.stringify(pa),"*");null!=V&&V()});null!=G&& +"function"===typeof G.substring&&"data:application/vnd.visio;base64,"==G.substring(0,34)?(U="0M8R4KGxGuE"==G.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(G.substring(G.indexOf(",")+1)),function(ma){ta(ma,C)},mxUtils.bind(this,function(ma){this.handleError(ma)}),U)):null!=G&&"function"===typeof G.substring&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(G,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(G, +mxUtils.bind(this,function(ma){4==ma.readyState&&200<=ma.status&&299>=ma.status&&"<mxGraphModel"==ma.responseText.substring(0,13)&&ta(ma.responseText,C)}),""):null!=G&&"function"===typeof G.substring&&this.isLucidChartData(G)?this.convertLucidChart(G,mxUtils.bind(this,function(ma){ta(ma)}),mxUtils.bind(this,function(ma){this.handleError(ma)})):null==G||"object"!==typeof G||null==G.format||null==G.data&&null==G.url?(G=U(G),ta(G,C)):this.loadDescriptor(G,mxUtils.bind(this,function(ma){ta(ra(),C)}), +mxUtils.bind(this,function(ma){this.handleError(ma,mxResources.get("errorLoadingFile"))}))}}));var H=window.opener||window.parent;u="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";H.postMessage(u,"*");if("json"==urlParams.proto){var L=this.editor.graph.openLink;this.editor.graph.openLink=function(C,G,V){L.apply(this,arguments);H.postMessage(JSON.stringify({event:"openLink",href:C,target:G,allowOpener:V}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!= +this.menubar&&"1"!=urlParams.embedInline){var d=document.createElement("div");d.style.display="inline-block";d.style.position="absolute";d.style.paddingTop="2px";d.style.paddingLeft="8px";d.style.paddingBottom="2px";var f=document.createElement("button");f.className="geBigButton";var g=f;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var x="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(f,x);f.setAttribute("title",x);mxEvent.addListener(f, +"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));d.appendChild(f)}}else mxUtils.write(f,mxResources.get("save")),f.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),d.appendChild(f),"1"==urlParams.saveAndExit&&(f=document.createElement("a"),mxUtils.write(f,mxResources.get("saveAndExit")),f.setAttribute("title",mxResources.get("saveAndExit")),f.className= +"geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),d.appendChild(f),g=f);"1"!=urlParams.noExitBtn&&(f=document.createElement("a"),g="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(f,g),f.setAttribute("title",g),f.className="geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})), +d.appendChild(f),g=f);g.style.marginRight="20px";this.toolbar.container.appendChild(d);this.toolbar.staticElements.push(d);d.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"62px":"72px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this,function(d){this.importCsv(d)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/")); +this.showDialog(this.importCsvDialog.container,640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(d){var f=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();d()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?f():this.spinner.spin(document.body,mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js", +function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",f)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",f))};EditorUi.prototype.importCsv=function(d,f){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(d,f)}))};EditorUi.prototype.doImportCsv=function(d,f){try{var g=d.split("\n"),x=[],z=[],u=[],H={};if(0<g.length){var L={},C=this.editor.graph,G=null,V=null,U=null,Y=null,O=null,qa=null,oa=null,aa="whiteSpace=wrap;html=1;", +ca=null,fa=null,J="",Z="auto",P="auto",da=!1,ja=null,ka=null,q=40,F=40,R=100,W=0,T=function(){null!=f?f(ya):(C.setSelectionCells(ya),C.scrollCellToVisible(C.getSelectionCell()))},ba=C.getFreeInsertPoint(),ia=ba.x,ra=ba.y;ba=ra;var ta=null,ma="auto";fa=null;for(var pa=[],za=null,Ba=null,Ia=0;Ia<g.length&&"#"==g[Ia].charAt(0);){d=g[Ia].replace(/\r$/,"");for(Ia++;Ia<g.length&&"\\"==d.charAt(d.length-1)&&"#"==g[Ia].charAt(0);)d=d.substring(0,d.length-1)+mxUtils.trim(g[Ia].substring(1)),Ia++;if("#"!=d.charAt(1)){var Aa= +d.indexOf(":");if(0<Aa){var Ka=mxUtils.trim(d.substring(1,Aa)),Da=mxUtils.trim(d.substring(Aa+1));"label"==Ka?ta=C.sanitizeHtml(Da):"labelname"==Ka&&0<Da.length&&"-"!=Da?O=Da:"labels"==Ka&&0<Da.length&&"-"!=Da?oa=JSON.parse(Da):"style"==Ka?V=Da:"parentstyle"==Ka?aa=Da:"unknownStyle"==Ka&&"-"!=Da?qa=Da:"stylename"==Ka&&0<Da.length&&"-"!=Da?Y=Da:"styles"==Ka&&0<Da.length&&"-"!=Da?U=JSON.parse(Da):"vars"==Ka&&0<Da.length&&"-"!=Da?G=JSON.parse(Da):"identity"==Ka&&0<Da.length&&"-"!=Da?ca=Da:"parent"== +Ka&&0<Da.length&&"-"!=Da?fa=Da:"namespace"==Ka&&0<Da.length&&"-"!=Da?J=Da:"width"==Ka?Z=Da:"height"==Ka?P=Da:"collapsed"==Ka&&"-"!=Da?da="true"==Da:"left"==Ka&&0<Da.length?ja=Da:"top"==Ka&&0<Da.length?ka=Da:"ignore"==Ka?Ba=Da.split(","):"connect"==Ka?pa.push(JSON.parse(Da)):"link"==Ka?za=Da:"padding"==Ka?W=parseFloat(Da):"edgespacing"==Ka?q=parseFloat(Da):"nodespacing"==Ka?F=parseFloat(Da):"levelspacing"==Ka?R=parseFloat(Da):"layout"==Ka&&(ma=Da)}}}if(null==g[Ia])throw Error(mxResources.get("invalidOrMissingFile")); +var Ra=this.editor.csvToArray(g[Ia].replace(/\r$/,""));Aa=d=null;Ka=[];for(Da=0;Da<Ra.length;Da++)ca==Ra[Da]&&(d=Da),fa==Ra[Da]&&(Aa=Da),Ka.push(mxUtils.trim(Ra[Da]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==ta&&(ta="%"+Ka[0]+"%");if(null!=pa)for(var Qa=0;Qa<pa.length;Qa++)null==L[pa[Qa].to]&&(L[pa[Qa].to]={});ca=[];for(Da=Ia+1;Da<g.length;Da++){var Ta=this.editor.csvToArray(g[Da].replace(/\r$/,""));if(null==Ta){var Za=40<g[Da].length?g[Da].substring(0,40)+"...":g[Da]; +throw Error(Za+" ("+Da+"):\n"+mxResources.get("containsValidationErrors"));}0<Ta.length&&ca.push(Ta)}C.model.beginUpdate();try{for(Da=0;Da<ca.length;Da++){Ta=ca[Da];var Pa=null,y=null!=d?J+Ta[d]:null;g=!1;null!=y&&(Pa=C.model.getCell(y),g=null==Pa||0<=mxUtils.indexOf(x,Pa));var M=new mxCell(ta,new mxGeometry(ia,ba,0,0),V||"whiteSpace=wrap;html=1;");M.collapsed=da;M.vertex=!0;M.id=y;null==Pa||g||C.model.setCollapsed(Pa,da);for(var N=0;N<Ta.length;N++)C.setAttributeForCell(M,Ka[N],Ta[N]),null==Pa|| +g||C.setAttributeForCell(Pa,Ka[N],Ta[N]);if(null!=O&&null!=oa){var S=oa[M.getAttribute(O)];null!=S&&(C.labelChanged(M,S),null==Pa||g||C.cellLabelChanged(Pa,S))}if(null!=Y&&null!=U){var X=U[M.getAttribute(Y)];null!=X&&(M.style=X)}C.setAttributeForCell(M,"placeholders","1");M.style=C.replacePlaceholders(M,M.style,G);null==Pa||g?C.fireEvent(new mxEventObject("cellsInserted","cells",[M])):(C.model.setStyle(Pa,M.style),0>mxUtils.indexOf(u,Pa)&&u.push(Pa),C.fireEvent(new mxEventObject("cellsInserted","cells", +[Pa])));g=null!=Pa;Pa=M;if(!g)for(Qa=0;Qa<pa.length;Qa++)L[pa[Qa].to][Pa.getAttribute(pa[Qa].to)]=Pa;null!=za&&"link"!=za&&(C.setLinkForCell(Pa,Pa.getAttribute(za)),C.setAttributeForCell(Pa,za,null));var ha=this.editor.graph.getPreferredSizeForCell(Pa);fa=null!=Aa?C.model.getCell(J+Ta[Aa]):null;if(Pa.vertex){Za=null!=fa?0:ia;Ia=null!=fa?0:ra;null!=ja&&null!=Pa.getAttribute(ja)&&(Pa.geometry.x=Za+parseFloat(Pa.getAttribute(ja)));null!=ka&&null!=Pa.getAttribute(ka)&&(Pa.geometry.y=Ia+parseFloat(Pa.getAttribute(ka))); +var la="@"==Z.charAt(0)?Pa.getAttribute(Z.substring(1)):null;Pa.geometry.width=null!=la&&"auto"!=la?parseFloat(Pa.getAttribute(Z.substring(1))):"auto"==Z||"auto"==la?ha.width+W:parseFloat(Z);var xa="@"==P.charAt(0)?Pa.getAttribute(P.substring(1)):null;Pa.geometry.height=null!=xa&&"auto"!=xa?parseFloat(xa):"auto"==P||"auto"==xa?ha.height+W:parseFloat(P);ba+=Pa.geometry.height+F}g?(null==H[y]&&(H[y]=[]),H[y].push(Pa)):(x.push(Pa),null!=fa?(fa.style=C.replacePlaceholders(fa,aa,G),C.addCell(Pa,fa),z.push(fa)): +u.push(C.addCell(Pa)))}for(Da=0;Da<z.length;Da++)la="@"==Z.charAt(0)?z[Da].getAttribute(Z.substring(1)):null,xa="@"==P.charAt(0)?z[Da].getAttribute(P.substring(1)):null,"auto"!=Z&&"auto"!=la||"auto"!=P&&"auto"!=xa||C.updateGroupBounds([z[Da]],W,!0);var sa=u.slice(),ya=u.slice();for(Qa=0;Qa<pa.length;Qa++){var Fa=pa[Qa];for(Da=0;Da<x.length;Da++){Pa=x[Da];var wa=mxUtils.bind(this,function(fb,pb,lb){var $a=pb.getAttribute(lb.from);if(null!=$a&&""!=$a){$a=$a.split(",");for(var ab=0;ab<$a.length;ab++){var ib= +L[lb.to][$a[ab]];if(null==ib&&null!=qa){ib=new mxCell($a[ab],new mxGeometry(ia,ra,0,0),qa);ib.style=C.replacePlaceholders(pb,ib.style,G);var gb=this.editor.graph.getPreferredSizeForCell(ib);ib.geometry.width=gb.width+W;ib.geometry.height=gb.height+W;L[lb.to][$a[ab]]=ib;ib.vertex=!0;ib.id=$a[ab];u.push(C.addCell(ib))}if(null!=ib){gb=lb.label;null!=lb.fromlabel&&(gb=(pb.getAttribute(lb.fromlabel)||"")+(gb||""));null!=lb.sourcelabel&&(gb=C.replacePlaceholders(pb,lb.sourcelabel,G)+(gb||""));null!=lb.tolabel&& +(gb=(gb||"")+(ib.getAttribute(lb.tolabel)||""));null!=lb.targetlabel&&(gb=(gb||"")+C.replacePlaceholders(ib,lb.targetlabel,G));var qb="target"==lb.placeholders==!lb.invert?ib:fb;qb=null!=lb.style?C.replacePlaceholders(qb,lb.style,G):C.createCurrentEdgeStyle();gb=C.insertEdge(null,null,gb||"",lb.invert?ib:fb,lb.invert?fb:ib,qb);if(null!=lb.labels)for(qb=0;qb<lb.labels.length;qb++){var nb=lb.labels[qb],mb=new mxCell(nb.label||qb,new mxGeometry(null!=nb.x?nb.x:0,null!=nb.y?nb.y:0,0,0),"resizable=0;html=1;"); +mb.vertex=!0;mb.connectable=!1;mb.geometry.relative=!0;null!=nb.placeholders&&(mb.value=C.replacePlaceholders("target"==nb.placeholders==!lb.invert?ib:fb,mb.value,G));if(null!=nb.dx||null!=nb.dy)mb.geometry.offset=new mxPoint(null!=nb.dx?nb.dx:0,null!=nb.dy?nb.dy:0);gb.insert(mb)}ya.push(gb);mxUtils.remove(lb.invert?fb:ib,sa)}}}});wa(Pa,Pa,Fa);if(null!=H[Pa.id])for(N=0;N<H[Pa.id].length;N++)wa(Pa,H[Pa.id][N],Fa)}}if(null!=Ba)for(Da=0;Da<x.length;Da++)for(Pa=x[Da],N=0;N<Ba.length;N++)C.setAttributeForCell(Pa, +mxUtils.trim(Ba[N]),null);if(0<u.length){var ua=new mxParallelEdgeLayout(C);ua.spacing=q;ua.checkOverlap=!0;var La=function(){0<ua.spacing&&ua.execute(C.getDefaultParent());for(var fb=0;fb<u.length;fb++){var pb=C.getCellGeometry(u[fb]);pb.x=Math.round(C.snap(pb.x));pb.y=Math.round(C.snap(pb.y));"auto"==Z&&(pb.width=Math.round(C.snap(pb.width)));"auto"==P&&(pb.height=Math.round(C.snap(pb.height)))}};if("["==ma.charAt(0)){var Oa=T;C.view.validate();this.executeLayouts(C.createLayouts(JSON.parse(ma)), +function(){La();Oa()});T=null}else if("circle"==ma){var Ca=new mxCircleLayout(C);Ca.disableEdgeStyle=!1;Ca.resetEdges=!1;var Ma=Ca.isVertexIgnored;Ca.isVertexIgnored=function(fb){return Ma.apply(this,arguments)||0>mxUtils.indexOf(u,fb)};this.executeLayout(function(){Ca.execute(C.getDefaultParent());La()},!0,T);T=null}else if("horizontaltree"==ma||"verticaltree"==ma||"auto"==ma&&ya.length==2*u.length-1&&1==sa.length){C.view.validate();var Ga=new mxCompactTreeLayout(C,"horizontaltree"==ma);Ga.levelDistance= +F;Ga.edgeRouting=!1;Ga.resetEdges=!1;this.executeLayout(function(){Ga.execute(C.getDefaultParent(),0<sa.length?sa[0]:null)},!0,T);T=null}else if("horizontalflow"==ma||"verticalflow"==ma||"auto"==ma&&1==sa.length){C.view.validate();var Ya=new mxHierarchicalLayout(C,"horizontalflow"==ma?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH);Ya.intraCellSpacing=F;Ya.parallelEdgeSpacing=q;Ya.interRankCellSpacing=R;Ya.disableEdgeStyle=!1;this.executeLayout(function(){Ya.execute(C.getDefaultParent(),ya); +C.moveCells(ya,ia,ra)},!0,T);T=null}else if("orgchart"==ma){C.view.validate();var db=new mxOrgChartLayout(C,2,R,F),eb=db.isVertexIgnored;db.isVertexIgnored=function(fb){return eb.apply(this,arguments)||0>mxUtils.indexOf(u,fb)};this.executeLayout(function(){db.execute(C.getDefaultParent());La()},!0,T);T=null}else if("organic"==ma||"auto"==ma&&ya.length>u.length){C.view.validate();var cb=new mxFastOrganicLayout(C);cb.forceConstant=3*F;cb.disableEdgeStyle=!1;cb.resetEdges=!1;var ub=cb.isVertexIgnored; +cb.isVertexIgnored=function(fb){return ub.apply(this,arguments)||0>mxUtils.indexOf(u,fb)};this.executeLayout(function(){cb.execute(C.getDefaultParent());La()},!0,T);T=null}}this.hideDialog()}finally{C.model.endUpdate()}null!=T&&T()}}catch(fb){this.handleError(fb)}};EditorUi.prototype.getSearch=function(d){var f="";if("1"!=urlParams.offline&&"1"!=urlParams.demo&&null!=d&&0<window.location.search.length){var g="?",x;for(x in urlParams)0>mxUtils.indexOf(d,x)&&null!=urlParams[x]&&(f+=g+x+"="+urlParams[x], +g="&")}else f=window.location.search;return f};EditorUi.prototype.getUrl=function(d){d=null!=d?d:window.location.pathname;var f=0<d.indexOf("?")?1:0;if("1"==urlParams.offline)d+=window.location.search;else{var g="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),x;for(x in urlParams)0>mxUtils.indexOf(g,x)&&(d=0==f?d+"?":d+"&",null!=urlParams[x]&&(d+=x+"="+urlParams[x],f++))}return d};EditorUi.prototype.showLinkDialog=function(d,f,g,x,z){d=new LinkDialog(this, +d,f,g,!0,x,z);this.showDialog(d.container,560,130,!0,!0);d.init()};EditorUi.prototype.getServiceCount=function(d){var f=1;null==this.drive&&"function"!==typeof window.DriveClient||f++;null==this.dropbox&&"function"!==typeof window.DropboxClient||f++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||f++;null!=this.gitHub&&f++;null!=this.gitLab&&f++;d&&isLocalStorage&&"1"==urlParams.browser&&f++;return f};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates(); +var d=this.getCurrentFile(),f=null!=d||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(f);this.menus.get("viewZoom").setEnabled(f);var g=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==d||d.isRestricted());this.actions.get("makeCopy").setEnabled(!g);this.actions.get("print").setEnabled(!g);this.menus.get("exportAs").setEnabled(!g);this.menus.get("embed").setEnabled(!g);g="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(g); +Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(g),this.menus.get("newLibrary").setEnabled(g));d="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=d&&d.isEditable();this.actions.get("image").setEnabled(f);this.actions.get("zoomIn").setEnabled(f);this.actions.get("zoomOut").setEnabled(f);this.actions.get("resetView").setEnabled(f);this.actions.get("undo").setEnabled(this.canUndo()&&d);this.actions.get("redo").setEnabled(this.canRedo()&&d);this.menus.get("edit").setEnabled(f); +this.menus.get("view").setEnabled(f);this.menus.get("importFrom").setEnabled(d);this.menus.get("arrange").setEnabled(d);null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(d),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(d));this.updateUserElement()};EditorUi.prototype.updateButtonContainer=function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck= +function(){};EditorUi.prototype.isDiagramActive=function(){var d=this.getCurrentFile();return null!=d&&d.isEditable()||"1"==urlParams.embed&&this.editor.graph.isEnabled()};var E=EditorUi.prototype.createSidebar;EditorUi.prototype.createSidebar=function(d){var f=E.apply(this,arguments);this.addListener("darkModeChanged",mxUtils.bind(this,function(){f.refresh()}));this.addListener("sketchModeChanged",mxUtils.bind(this,function(){f.refresh()}));return f};var K=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates= +function(){K.apply(this,arguments);var d=this.editor.graph,f=this.getCurrentFile(),g=this.getSelectionState(),x=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(x);this.actions.get("autosave").setEnabled(null!=f&&f.isEditable()&&f.isAutosaveOptional());this.actions.get("guides").setEnabled(x);this.actions.get("editData").setEnabled(d.isEnabled());this.actions.get("shadowVisible").setEnabled(x);this.actions.get("connectionArrows").setEnabled(x);this.actions.get("connectionPoints").setEnabled(x); +this.actions.get("copyStyle").setEnabled(x&&!d.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(x&&0<g.cells.length);this.actions.get("editGeometry").setEnabled(0<g.vertices.length);this.actions.get("createShape").setEnabled(x);this.actions.get("createRevision").setEnabled(x);this.actions.get("moveToFolder").setEnabled(null!=f);this.actions.get("makeCopy").setEnabled(null!=f&&!f.isRestricted());this.actions.get("editDiagram").setEnabled(x&&(null==f||!f.isRestricted()));this.actions.get("publishLink").setEnabled(null!= +f&&!f.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=f&&f.isRenamable()||"1"==urlParams.embed);this.actions.get("close").setEnabled(null!=f);this.menus.get("publish").setEnabled(null!=f&&!f.isRestricted());f=this.actions.get("findReplace"); +f.setEnabled("hidden"!=this.diagramContainer.style.visibility);f.label=mxResources.get("find")+(d.isEnabled()?"/"+mxResources.get("replace"):"")+"...";d=d.view.getState(d.getSelectionCell());this.actions.get("editShape").setEnabled(x&&null!=d&&null!=d.shape&&null!=d.shape.stencil)};var Q=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null);Q.apply(this,arguments)};null!=window.ExportDialog&& +(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(d,f,g,x,z,u,H,L){var C=d.editor.graph;if("xml"==g)d.hideDialog(),d.saveData(f,"xml",mxUtils.getXml(d.editor.getGraphXml()),"text/xml");else if("svg"==g)d.hideDialog(),d.saveData(f,"svg",mxUtils.getXml(C.getSvg(x,z,u)),"image/svg+xml");else{var G=d.getFileData(!0,null,null,null,null,!0),V=C.getGraphBounds(),U=Math.floor(V.width*z/C.view.scale),Y=Math.floor(V.height*z/C.view.scale);if(G.length<=MAX_REQUEST_SIZE&& +U*Y<MAX_AREA)if(d.hideDialog(),"png"!=g&&"jpg"!=g&&"jpeg"!=g||!d.isExportToCanvas()){var O={globalVars:C.getExportVariables()};L&&(O.grid={size:C.gridSize,steps:C.view.gridSteps,color:C.view.gridColor});d.saveRequest(f,g,function(qa,oa){return new mxXmlRequest(EXPORT_URL,"format="+g+"&base64="+(oa||"0")+(null!=qa?"&filename="+encodeURIComponent(qa):"")+"&extras="+encodeURIComponent(JSON.stringify(O))+(0<H?"&dpi="+H:"")+"&bg="+(null!=x?x:"none")+"&w="+U+"&h="+Y+"&border="+u+"&xml="+encodeURIComponent(G))})}else"png"== +g?d.exportImage(z,null==x||"none"==x,!0,!1,!1,u,!0,!1,null,L,H):d.exportImage(z,!1,!0,!1,!1,u,!0,!1,"jpeg",L);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var d=this.editor.graph,f="";if(null!=this.pages)for(var g=0;g<this.pages.length;g++){var x=d;this.currentPage!=this.pages[g]&&(x=this.createTemporaryGraph(d.getStylesheet()),this.updatePageRoot(this.pages[g]),x.model.setRoot(this.pages[g].root));f+= +this.pages[g].getName()+" "+x.getIndexableText()+" "}else f=d.getIndexableText();this.editor.graph.setEnabled(!0);return f};EditorUi.prototype.showRemotelyStoredLibrary=function(d){var f={},g=document.createElement("div");g.style.whiteSpace="nowrap";var x=document.createElement("h3");mxUtils.write(x,mxUtils.htmlEntities(d));x.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";g.appendChild(x);var z=document.createElement("div");z.style.cssText="border:1px solid lightGray;overflow: auto;height:300px"; +z.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var u={};try{var H=mxSettings.getCustomLibraries();for(d=0;d<H.length;d++){var L=H[d];if("R"==L.substring(0,1)){var C=JSON.parse(decodeURIComponent(L.substring(1)));u[C[0]]={id:C[0],title:C[1],downloadUrl:C[2]}}}}catch(G){}this.remoteInvoke("getCustomLibraries",null,null,function(G){z.innerText="";if(0==G.length)z.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+ +"</div>";else for(var V=0;V<G.length;V++){var U=G[V];u[U.id]&&(f[U.id]=U);var Y=this.addCheckbox(z,U.title,u[U.id]);(function(O,qa){mxEvent.addListener(qa,"change",function(){this.checked?f[O.id]=O:delete f[O.id]})})(U,Y)}},mxUtils.bind(this,function(G){z.innerText="";var V=document.createElement("div");V.style.padding="8px";V.style.textAlign="center";mxUtils.write(V,mxResources.get("error")+": ");mxUtils.write(V,null!=G&&null!=G.message?G.message:mxResources.get("unknownError"));z.appendChild(V)})); +g.appendChild(z);g=new CustomDialog(this,g,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var G=0,V;for(V in f)null==u[V]&&(G++,mxUtils.bind(this,function(U){this.remoteInvoke("getFileContent",[U.downloadUrl],null,mxUtils.bind(this,function(Y){G--;0==G&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this,Y,U))}catch(O){this.handleError(O,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){G--;0==G&&this.spinner.stop();this.handleError(null, +mxResources.get("errorLoadingFile"))}))})(f[V]));for(V in u)f[V]||this.closeLibrary(new RemoteLibrary(this,null,u[V]));0==G&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(g.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1},getLocalStorageFile:{isAsync:!1,allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]}, +setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(d){this.remoteWin=d;for(var f=0;f<this.remoteInvokeQueue.length;f++)d.postMessage(this.remoteInvokeQueue[f],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse=function(d){var f=d.msgMarkers,g=this.remoteInvokeCallbacks[f.callbackId];if(null==g)throw Error("No callback for "+ +(null!=f?f.callbackId:"null"));d.error?g.error&&g.error(d.error.errResp):g.callback&&g.callback.apply(this,d.resp);this.remoteInvokeCallbacks[f.callbackId]=null};EditorUi.prototype.remoteInvoke=function(d,f,g,x,z){var u=!0,H=window.setTimeout(mxUtils.bind(this,function(){u=!1;z({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),L=mxUtils.bind(this,function(){window.clearTimeout(H);u&&x.apply(this,arguments)}),C=mxUtils.bind(this,function(){window.clearTimeout(H);u&&z.apply(this, +arguments)});g=g||{};g.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:L,error:C});d=JSON.stringify({event:"remoteInvoke",funtionName:d,functionArgs:f,msgMarkers:g});null!=this.remoteWin?this.remoteWin.postMessage(d,"*"):this.remoteInvokeQueue.push(d)};EditorUi.prototype.handleRemoteInvoke=function(d,f){var g=mxUtils.bind(this,function(G,V){var U={event:"remoteInvokeResponse",msgMarkers:d.msgMarkers};null!=V?U.error={errResp:V}:null!=G&&(U.resp=G);this.remoteWin.postMessage(JSON.stringify(U), +"*")});try{var x=d.funtionName,z=this.remoteInvokableFns[x];if(null!=z&&"function"===typeof this[x]){if(z.allowedDomains){for(var u=!1,H=0;H<z.allowedDomains.length;H++)if(f=="https://"+z.allowedDomains[H]){u=!0;break}if(!u){g(null,"Invalid Call: "+x+" is not allowed.");return}}var L=d.functionArgs;Array.isArray(L)||(L=[]);if(z.isAsync)L.push(function(){g(Array.prototype.slice.apply(arguments))}),L.push(function(G){g(null,G||"Unkown Error")}),this[x].apply(this,L);else{var C=this[x].apply(this,L); +g([C])}}else g(null,"Invalid Call: "+x+" is not found.")}catch(G){g(null,"Invalid Call: An error occurred, "+G.message)}};EditorUi.prototype.openDatabase=function(d,f){if(null==this.database){var g=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=g)try{var x=g.open("database",2);x.onupgradeneeded=function(z){try{var u=x.result;1>z.oldVersion&&u.createObjectStore("objects",{keyPath:"key"});2>z.oldVersion&&(u.createObjectStore("files",{keyPath:"title"}),u.createObjectStore("filesInfo", +{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(H){null!=f&&f(H)}};x.onsuccess=mxUtils.bind(this,function(z){var u=x.result;this.database=u;EditorUi.migrateStorageFiles&&(StorageFile.migrate(u),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(H){if(!H||"1"==urlParams.forceMigration){var L=document.createElement("iframe");L.style.display= +"none";L.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(L);var C=!0,G=!1,V,U=0,Y=mxUtils.bind(this,function(){G=!0;this.setDatabaseItem(".drawioMigrated3",!0);L.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),O=mxUtils.bind(this,function(){U++;qa()}),qa=mxUtils.bind(this,function(){try{if(U>=V.length)Y();else{var aa=V[U];StorageFile.getFileContent(this,aa,mxUtils.bind(this, +function(ca){null==ca||".scratchpad"==aa&&ca==this.emptyLibraryXml?L.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[aa]}),"*"):O()}),O)}}catch(ca){console.log(ca)}}),oa=mxUtils.bind(this,function(aa){try{this.setDatabaseItem(null,[{title:aa.title,size:aa.data.length,lastModified:Date.now(),type:aa.isLib?"L":"F"},{title:aa.title,data:aa.data}],O,O,["filesInfo","files"])}catch(ca){console.log(ca)}});H=mxUtils.bind(this,function(aa){try{if(aa.source== +L.contentWindow){var ca={};try{ca=JSON.parse(aa.data)}catch(fa){}"init"==ca.event?(L.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),L.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=ca.event||G||(C?null!=ca.resp&&0<ca.resp.length&&null!=ca.resp[0]?(V=ca.resp[0],C=!1,qa()):Y():null!=ca.resp&&0<ca.resp.length&&null!=ca.resp[0]?oa(ca.resp[0]):O())}}catch(fa){console.log(fa)}});window.addEventListener("message", +H)}})));d(u);u.onversionchange=function(){u.close()}});x.onerror=f;x.onblocked=function(){}}catch(z){null!=f&&f(z)}else null!=f&&f()}else d(this.database)};EditorUi.prototype.setDatabaseItem=function(d,f,g,x,z){this.openDatabase(mxUtils.bind(this,function(u){try{z=z||"objects";Array.isArray(z)||(z=[z],d=[d],f=[f]);var H=u.transaction(z,"readwrite");H.oncomplete=g;H.onerror=x;for(u=0;u<z.length;u++)H.objectStore(z[u]).put(null!=d&&null!=d[u]?{key:d[u],data:f[u]}:f[u])}catch(L){null!=x&&x(L)}}),x)}; +EditorUi.prototype.removeDatabaseItem=function(d,f,g,x){this.openDatabase(mxUtils.bind(this,function(z){x=x||"objects";Array.isArray(x)||(x=[x],d=[d]);z=z.transaction(x,"readwrite");z.oncomplete=f;z.onerror=g;for(var u=0;u<x.length;u++)z.objectStore(x[u]).delete(d[u])}),g)};EditorUi.prototype.getDatabaseItem=function(d,f,g,x){this.openDatabase(mxUtils.bind(this,function(z){try{x=x||"objects";var u=z.transaction([x],"readonly").objectStore(x).get(d);u.onsuccess=function(){f(u.result)};u.onerror=g}catch(H){null!= +g&&g(H)}}),g)};EditorUi.prototype.getDatabaseItems=function(d,f,g){this.openDatabase(mxUtils.bind(this,function(x){try{g=g||"objects";var z=x.transaction([g],"readonly").objectStore(g).openCursor(IDBKeyRange.lowerBound(0)),u=[];z.onsuccess=function(H){null==H.target.result?d(u):(u.push(H.target.result.value),H.target.result.continue())};z.onerror=f}catch(H){null!=f&&f(H)}}),f)};EditorUi.prototype.getDatabaseItemKeys=function(d,f,g){this.openDatabase(mxUtils.bind(this,function(x){try{g=g||"objects"; +var z=x.transaction([g],"readonly").objectStore(g).getAllKeys();z.onsuccess=function(){d(z.result)};z.onerror=f}catch(u){null!=f&&f(u)}}),f)};EditorUi.prototype.commentsSupported=function(){var d=this.getCurrentFile();return null!=d?d.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsSaveNeeded():!1}; +EditorUi.prototype.getComments=function(d,f){var g=this.getCurrentFile();null!=g?g.getComments(d,f):d([])};EditorUi.prototype.addComment=function(d,f,g){var x=this.getCurrentFile();null!=x?x.addComment(d,f,g):f(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var d=this.getCurrentFile();return null!=d?d.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var d=this.getCurrentFile();return null!=d?d.canComment():!0};EditorUi.prototype.newComment=function(d,f){var g=this.getCurrentFile(); +return null!=g?g.newComment(d,f):new DrawioComment(this,null,d,Date.now(),Date.now(),!1,f)};EditorUi.prototype.isRevisionHistorySupported=function(){var d=this.getCurrentFile();return null!=d&&d.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(d,f){var g=this.getCurrentFile();null!=g&&g.getRevisions?g.getRevisions(d,f):f({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var d=this.getCurrentFile();return null!=d&&(d.constructor== +DriveFile&&d.isEditable()||d.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(d){d.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(d,f,g,x,z,u,H,L){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(d,f,g,x,z,u,H,L)};EditorUi.prototype.loadFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts");return this.editor.loadFonts(d)}; +EditorUi.prototype.createSvgDataUri=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(d)};EditorUi.prototype.embedCssFonts=function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(d,f)};EditorUi.prototype.embedExtFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(d)};EditorUi.prototype.exportToCanvas=function(d,f,g,x,z,u,H,L,C,G,V,U,Y,O,qa,oa){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas"); +return this.editor.exportToCanvas(d,f,g,x,z,u,H,L,C,G,V,U,Y,O,qa,oa)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(d,f,g,x){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(d,f,g,x)};EditorUi.prototype.convertImageToDataUri=function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri"); +return this.editor.convertImageToDataUri(d,f)};EditorUi.prototype.base64Encode=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(d)};EditorUi.prototype.updateCRC=function(d,f,g,x){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(d,f,g,x)};EditorUi.prototype.crc32=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(d)};EditorUi.prototype.writeGraphModelToPng=function(d,f,g,x,z){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng"); +return Editor.writeGraphModelToPng(d,f,g,x,z)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var d=[],f=0;f<localStorage.length;f++){var g=localStorage.key(f),x=localStorage.getItem(g);if(0<g.length&&(".scratchpad"==g||"."!=g.charAt(0))&&0<x.length){var z="<mxfile "===x.substring(0,8)||"<?xml"===x.substring(0,5)||"\x3c!--[if IE]>"===x.substring(0,12);x="<mxlibrary>"===x.substring(0,11);(z|| +x)&&d.push(g)}}return d};EditorUi.prototype.getLocalStorageFile=function(d){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var f=localStorage.getItem(d);return{title:d,data:f,isLib:"<mxlibrary>"===f.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); +var CommentsWindow=function(b,e,k,m,D,p){function E(){for(var aa=G.getElementsByTagName("div"),ca=0,fa=0;fa<aa.length;fa++)"none"!=aa[fa].style.display&&aa[fa].parentNode==G&&ca++;V.style.display=0==ca?"block":"none"}function K(aa,ca,fa,J){function Z(){ca.removeChild(ja);ca.removeChild(ka);da.style.display="block";P.style.display="block"}H={div:ca,comment:aa,saveCallback:fa,deleteOnCancel:J};var P=ca.querySelector(".geCommentTxt"),da=ca.querySelector(".geCommentActionsList"),ja=document.createElement("textarea"); +ja.className="geCommentEditTxtArea";ja.style.minHeight=P.offsetHeight+"px";ja.value=aa.content;ca.insertBefore(ja,P);var ka=document.createElement("div");ka.className="geCommentEditBtns";var q=mxUtils.button(mxResources.get("cancel"),function(){J?(ca.parentNode.removeChild(ca),E()):Z();H=null});q.className="geCommentEditBtn";ka.appendChild(q);var F=mxUtils.button(mxResources.get("save"),function(){P.innerText="";aa.content=ja.value;mxUtils.write(P,aa.content);Z();fa(aa);H=null});mxEvent.addListener(ja, +"keydown",mxUtils.bind(this,function(R){mxEvent.isConsumed(R)||((mxEvent.isControlDown(R)||mxClient.IS_MAC&&mxEvent.isMetaDown(R))&&13==R.keyCode?(F.click(),mxEvent.consume(R)):27==R.keyCode&&(q.click(),mxEvent.consume(R)))}));F.focus();F.className="geCommentEditBtn gePrimaryBtn";ka.appendChild(F);ca.insertBefore(ka,P);da.style.display="none";P.style.display="none";ja.focus()}function Q(aa,ca){ca.innerText="";aa=new Date(aa.modifiedDate);var fa=b.timeSince(aa);null==fa&&(fa=mxResources.get("lessThanAMinute")); +mxUtils.write(ca,mxResources.get("timeAgo",[fa],"{1} ago"));ca.setAttribute("title",aa.toLocaleDateString()+" "+aa.toLocaleTimeString())}function d(aa){var ca=document.createElement("img");ca.className="geCommentBusyImg";ca.src=IMAGE_PATH+"/spin.gif";aa.appendChild(ca);aa.busyImg=ca}function f(aa){aa.style.border="1px solid red";aa.removeChild(aa.busyImg)}function g(aa){aa.style.border="";aa.removeChild(aa.busyImg)}function x(aa,ca,fa,J,Z){function P(T,ba,ia){var ra=document.createElement("li");ra.className= +"geCommentAction";var ta=document.createElement("a");ta.className="geCommentActionLnk";mxUtils.write(ta,T);ra.appendChild(ta);mxEvent.addListener(ta,"click",function(ma){ba(ma,aa);ma.preventDefault();mxEvent.consume(ma)});W.appendChild(ra);ia&&(ra.style.display="none")}function da(){function T(ra){ba.push(ia);if(null!=ra.replies)for(var ta=0;ta<ra.replies.length;ta++)ia=ia.nextSibling,T(ra.replies[ta])}var ba=[],ia=ka;T(aa);return{pdiv:ia,replies:ba}}function ja(T,ba,ia,ra,ta){function ma(){d(Ia); +aa.addReply(Ba,function(Aa){Ba.id=Aa;aa.replies.push(Ba);g(Ia);ia&&ia()},function(Aa){pa();f(Ia);b.handleError(Aa,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))},ra,ta)}function pa(){K(Ba,Ia,function(Aa){ma()},!0)}var za=da().pdiv,Ba=b.newComment(T,b.getCurrentUser());Ba.pCommentId=aa.id;null==aa.replies&&(aa.replies=[]);var Ia=x(Ba,aa.replies,za,J+1);ba?pa():ma()}if(Z||!aa.isResolved){V.style.display="none";var ka=document.createElement("div");ka.className="geCommentContainer"; +ka.setAttribute("data-commentId",aa.id);ka.style.marginLeft=20*J+5+"px";aa.isResolved&&!Editor.isDarkMode()&&(ka.style.backgroundColor="ghostWhite");var q=document.createElement("div");q.className="geCommentHeader";var F=document.createElement("img");F.className="geCommentUserImg";F.src=aa.user.pictureUrl||Editor.userImage;q.appendChild(F);F=document.createElement("div");F.className="geCommentHeaderTxt";q.appendChild(F);var R=document.createElement("div");R.className="geCommentUsername";mxUtils.write(R, +aa.user.displayName||"");F.appendChild(R);R=document.createElement("div");R.className="geCommentDate";R.setAttribute("data-commentId",aa.id);Q(aa,R);F.appendChild(R);ka.appendChild(q);q=document.createElement("div");q.className="geCommentTxt";mxUtils.write(q,aa.content||"");ka.appendChild(q);aa.isLocked&&(ka.style.opacity="0.5");q=document.createElement("div");q.className="geCommentActions";var W=document.createElement("ul");W.className="geCommentActionsList";q.appendChild(W);z||aa.isLocked||0!=J&& +!u||P(mxResources.get("reply"),function(){ja("",!0)},aa.isResolved);F=b.getCurrentUser();null==F||F.id!=aa.user.id||z||aa.isLocked||(P(mxResources.get("edit"),function(){function T(){K(aa,ka,function(){d(ka);aa.editComment(aa.content,function(){g(ka)},function(ba){f(ka);T();b.handleError(ba,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}T()},aa.isResolved),P(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){d(ka);aa.deleteComment(function(T){if(!0=== +T){T=ka.querySelector(".geCommentTxt");T.innerText="";mxUtils.write(T,mxResources.get("msgDeleted"));var ba=ka.querySelectorAll(".geCommentAction");for(T=0;T<ba.length;T++)ba[T].parentNode.removeChild(ba[T]);g(ka);ka.style.opacity="0.5"}else{ba=da(aa).replies;for(T=0;T<ba.length;T++)G.removeChild(ba[T]);for(T=0;T<ca.length;T++)if(ca[T]==aa){ca.splice(T,1);break}V.style.display=0==G.getElementsByTagName("div").length?"block":"none"}},function(T){f(ka);b.handleError(T,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}, +aa.isResolved));z||aa.isLocked||0!=J||P(aa.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(T){function ba(){var ia=T.target;ia.innerText="";aa.isResolved=!aa.isResolved;mxUtils.write(ia,aa.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var ra=aa.isResolved?"none":"",ta=da(aa).replies,ma=Editor.isDarkMode()?"transparent":aa.isResolved?"ghostWhite":"white",pa=0;pa<ta.length;pa++){ta[pa].style.backgroundColor=ma;for(var za=ta[pa].querySelectorAll(".geCommentAction"), +Ba=0;Ba<za.length;Ba++)za[Ba]!=ia.parentNode&&(za[Ba].style.display=ra);O||(ta[pa].style.display="none")}E()}aa.isResolved?ja(mxResources.get("reOpened")+": ",!0,ba,!1,!0):ja(mxResources.get("markedAsResolved"),!1,ba,!0)});ka.appendChild(q);null!=fa?G.insertBefore(ka,fa.nextSibling):G.appendChild(ka);for(fa=0;null!=aa.replies&&fa<aa.replies.length;fa++)q=aa.replies[fa],q.isResolved=aa.isResolved,x(q,aa.replies,null,J+1,Z);null!=H&&(H.comment.id==aa.id?(Z=aa.content,aa.content=H.comment.content,K(aa, +ka,H.saveCallback,H.deleteOnCancel),aa.content=Z):null==H.comment.id&&H.comment.pCommentId==aa.id&&(G.appendChild(H.div),K(H.comment,H.div,H.saveCallback,H.deleteOnCancel)));return ka}}var z=!b.canComment(),u=b.canReplyToReplies(),H=null,L=document.createElement("div");L.className="geCommentsWin";L.style.background=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";var C=EditorUi.compactUi?"26px":"30px",G=document.createElement("div");G.className="geCommentsList";G.style.backgroundColor=Editor.isDarkMode()? +Dialog.backdropColor:"whiteSmoke";G.style.bottom=parseInt(C)+7+"px";L.appendChild(G);var V=document.createElement("span");V.style.cssText="display:none;padding-top:10px;text-align:center;";mxUtils.write(V,mxResources.get("noCommentsFound"));var U=document.createElement("div");U.className="geToolbarContainer geCommentsToolbar";U.style.height=C;U.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";U.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";C=document.createElement("a"); +C.className="geButton";if(!z){var Y=C.cloneNode();Y.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';Y.setAttribute("title",mxResources.get("create")+"...");mxEvent.addListener(Y,"click",function(aa){function ca(){K(fa,J,function(Z){d(J);b.addComment(Z,function(P){Z.id=P;qa.push(Z);g(J)},function(P){f(J);ca();b.handleError(P,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var fa=b.newComment("",b.getCurrentUser()),J=x(fa,qa,null,0); +ca();aa.preventDefault();mxEvent.consume(aa)});U.appendChild(Y)}Y=C.cloneNode();Y.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';Y.setAttribute("title",mxResources.get("showResolved"));Y.className="geAdaptiveAsset";var O=!1;mxEvent.addListener(Y,"click",function(aa){this.className=(O=!O)?"geButton geCheckedBtn":"geButton";oa();aa.preventDefault();mxEvent.consume(aa)});U.appendChild(Y);b.commentsRefreshNeeded()&&(Y=C.cloneNode(),Y.innerHTML='<img src="'+IMAGE_PATH+ +'/update16.png" style="width: 16px; padding: 2px;">',Y.setAttribute("title",mxResources.get("refresh")),Y.className="geAdaptiveAsset",mxEvent.addListener(Y,"click",function(aa){oa();aa.preventDefault();mxEvent.consume(aa)}),U.appendChild(Y));b.commentsSaveNeeded()&&(C=C.cloneNode(),C.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',C.setAttribute("title",mxResources.get("save")),C.className="geAdaptiveAsset",mxEvent.addListener(C,"click",function(aa){p();aa.preventDefault(); +mxEvent.consume(aa)}),U.appendChild(C));L.appendChild(U);var qa=[],oa=mxUtils.bind(this,function(){this.hasError=!1;if(null!=H)try{H.div=H.div.cloneNode(!0);var aa=H.div.querySelector(".geCommentEditTxtArea"),ca=H.div.querySelector(".geCommentEditBtns");H.comment.content=aa.value;aa.parentNode.removeChild(aa);ca.parentNode.removeChild(ca)}catch(fa){b.handleError(fa)}G.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+ +"...</div>";u=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(fa){function J(Z){if(null!=Z){Z.sort(function(da,ja){return new Date(da.modifiedDate)-new Date(ja.modifiedDate)});for(var P=0;P<Z.length;P++)J(Z[P].replies)}}fa.sort(function(Z,P){return new Date(Z.modifiedDate)-new Date(P.modifiedDate)});G.innerText="";G.appendChild(V);V.style.display="block";qa=fa;for(fa=0;fa<qa.length;fa++)J(qa[fa].replies),x(qa[fa],qa,null,0,O);null!=H&&null==H.comment.id&&null==H.comment.pCommentId&& +(G.appendChild(H.div),K(H.comment,H.div,H.saveCallback,H.deleteOnCancel))},mxUtils.bind(this,function(fa){G.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(fa&&fa.message?": "+fa.message:""));this.hasError=!0})):G.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))});oa();this.refreshComments=oa;U=mxUtils.bind(this,function(){function aa(P){var da=fa[P.id];if(null!=da)for(Q(P,da),da=0;null!=P.replies&&da<P.replies.length;da++)aa(P.replies[da])}if(this.window.isVisible()){for(var ca= +G.querySelectorAll(".geCommentDate"),fa={},J=0;J<ca.length;J++){var Z=ca[J];fa[Z.getAttribute("data-commentId")]=Z}for(J=0;J<qa.length;J++)aa(qa[J])}});setInterval(U,6E4);this.refreshCommentsTime=U;this.window=new mxWindow(mxResources.get("comments"),L,e,k,m,D,!0,!0);this.window.minimumSize=new mxRectangle(0,0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.window.addListener(mxEvent.SHOW, +mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,e,k,m,D,p,E,K,Q,d,f){var g=document.createElement("div");g.style.textAlign="center";f=null!=f?f:44;var x=document.createElement("div");x.style.padding="6px";x.style.overflow="auto";x.style.maxHeight=f+"px";x.style.lineHeight="1.2em";mxUtils.write(x,e);g.appendChild(x);null!=d&&(x=document.createElement("div"),x.style.padding="6px 0 6px 0",e=document.createElement("img"),e.setAttribute("src", +d),x.appendChild(e),g.appendChild(x));d=document.createElement("div");d.style.textAlign="center";d.style.whiteSpace="nowrap";var z=document.createElement("input");z.setAttribute("type","checkbox");p=mxUtils.button(p||mxResources.get("cancel"),function(){b.hideDialog();null!=m&&m(z.checked)});p.className="geBtn";null!=K&&(p.innerHTML=K+"<br>"+p.innerHTML,p.style.paddingBottom="8px",p.style.paddingTop="8px",p.style.height="auto",p.style.width="40%");b.editor.cancelFirst&&d.appendChild(p);var u=mxUtils.button(D|| +mxResources.get("ok"),function(){b.hideDialog();null!=k&&k(z.checked)});d.appendChild(u);null!=E?(u.innerHTML=E+"<br>"+u.innerHTML+"<br>",u.style.paddingBottom="8px",u.style.paddingTop="8px",u.style.height="auto",u.className="geBtn",u.style.width="40%"):u.className="geBtn gePrimaryBtn";b.editor.cancelFirst||d.appendChild(p);g.appendChild(d);Q?(d.style.marginTop="10px",x=document.createElement("p"),x.style.marginTop="20px",x.style.marginBottom="0px",x.appendChild(z),D=document.createElement("span"), +mxUtils.write(D," "+mxResources.get("rememberThisSetting")),x.appendChild(D),g.appendChild(x),mxEvent.addListener(D,"click",function(H){z.checked=!z.checked;mxEvent.consume(H)})):d.style.marginTop="12px";this.init=function(){u.focus()};this.container=g};function DiagramPage(b,e){this.node=b;null!=e?this.node.setAttribute("id",e):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; DiagramPage.prototype.setName=function(b){null==b?this.node.removeAttribute("name"):this.node.setAttribute("name",b)};function RenamePage(b,e,k){this.ui=b;this.page=e;this.previous=this.name=k}RenamePage.prototype.execute=function(){var b=this.page.getName();this.page.setName(this.previous);this.name=this.previous;this.previous=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageRenamed"))}; function MovePage(b,e,k){this.ui=b;this.oldIndex=e;this.newIndex=k}MovePage.prototype.execute=function(){this.ui.pages.splice(this.newIndex,0,this.ui.pages.splice(this.oldIndex,1)[0]);var b=this.oldIndex;this.oldIndex=this.newIndex;this.newIndex=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageMoved"))}; function SelectPage(b,e,k){this.ui=b;this.previousPage=this.page=e;this.neverShown=!0;null!=e&&(this.neverShown=null==e.viewState,this.ui.updatePageRoot(e),null!=k&&(e.viewState=k,this.neverShown=!1))} -SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var e=this.ui.editor,k=e.graph,n=Graph.compressNode(e.getGraphXml(!0));mxUtils.setTextContent(b.node,n);b.viewState=k.getViewState();b.root=k.model.root;null!=b.model&&b.model.rootChanged(b.root);k.view.clear(b.root,!0);k.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;k.model.prefix=Editor.guid()+"-";k.model.rootChanged(b.root); +SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var e=this.ui.editor,k=e.graph,m=Graph.compressNode(e.getGraphXml(!0));mxUtils.setTextContent(b.node,m);b.viewState=k.getViewState();b.root=k.model.root;null!=b.model&&b.model.rootChanged(b.root);k.view.clear(b.root,!0);k.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;k.model.prefix=Editor.guid()+"-";k.model.rootChanged(b.root); k.setViewState(b.viewState);k.gridEnabled=k.gridEnabled&&(!this.ui.editor.isChromelessView()||"1"==urlParams.grid);e.updateGraphComponents();k.view.validate();k.blockMathRender=!0;k.sizeDidChange();k.blockMathRender=!1;this.neverShown&&(this.neverShown=!1,k.selectUnlockedLayer());e.graph.fireEvent(new mxEventObject(mxEvent.ROOT));e.fireEvent(new mxEventObject("pageSelected","change",this))}}; -function ChangePage(b,e,k,n,D){SelectPage.call(this,b,k);this.relatedPage=e;this.index=n;this.previousIndex=null;this.noSelect=D}mxUtils.extend(ChangePage,SelectPage); +function ChangePage(b,e,k,m,D){SelectPage.call(this,b,k);this.relatedPage=e;this.index=m;this.previousIndex=null;this.noSelect=D}mxUtils.extend(ChangePage,SelectPage); ChangePage.prototype.execute=function(){this.ui.editor.fireEvent(new mxEventObject("beforePageChange","change",this));this.previousIndex=this.index;if(null==this.index){var b=mxUtils.indexOf(this.ui.pages,this.relatedPage);this.ui.pages.splice(b,1);this.index=b}else this.ui.pages.splice(this.index,0,this.relatedPage),this.index=null;this.noSelect||SelectPage.prototype.execute.apply(this,arguments)};EditorUi.prototype.tabContainerHeight=38;EditorUi.prototype.getSelectedPageIndex=function(){return this.getPageIndex(this.currentPage)}; EditorUi.prototype.getPageIndex=function(b){var e=null;if(null!=this.pages&&null!=b)for(var k=0;k<this.pages.length;k++)if(this.pages[k]==b){e=k;break}return e};EditorUi.prototype.getPageById=function(b,e){e=null!=e?e:this.pages;if(null!=e)for(var k=0;k<e.length;k++)if(e[k].getId()==b)return e[k];return null}; -EditorUi.prototype.createImageForPageLink=function(b,e,k){var n=b.indexOf(","),D=null;0<n&&(n=this.getPageById(b.substring(n+1)),null!=n&&n!=e&&(D=this.getImageForPage(n,e,k),D.originalSrc=b));null==D&&(D={originalSrc:b});return D}; -EditorUi.prototype.getImageForPage=function(b,e,k){k=null!=k?k:this.editor.graph;var n=k.getGlobalVariable,D=this.createTemporaryGraph(k.getStylesheet());D.defaultPageBackgroundColor=k.defaultPageBackgroundColor;D.shapeBackgroundColor=k.shapeBackgroundColor;D.shapeForegroundColor=k.shapeForegroundColor;var t=this.getPageIndex(null!=e?e:this.currentPage);D.getGlobalVariable=function(d){return"pagenumber"==d?t+1:"page"==d&&null!=e?e.getName():n.apply(this,arguments)};document.body.appendChild(D.container); +EditorUi.prototype.createImageForPageLink=function(b,e,k){var m=b.indexOf(","),D=null;0<m&&(m=this.getPageById(b.substring(m+1)),null!=m&&m!=e&&(D=this.getImageForPage(m,e,k),D.originalSrc=b));null==D&&(D={originalSrc:b});return D}; +EditorUi.prototype.getImageForPage=function(b,e,k){k=null!=k?k:this.editor.graph;var m=k.getGlobalVariable,D=this.createTemporaryGraph(k.getStylesheet());D.defaultPageBackgroundColor=k.defaultPageBackgroundColor;D.shapeBackgroundColor=k.shapeBackgroundColor;D.shapeForegroundColor=k.shapeForegroundColor;var p=this.getPageIndex(null!=e?e:this.currentPage);D.getGlobalVariable=function(K){return"pagenumber"==K?p+1:"page"==K&&null!=e?e.getName():m.apply(this,arguments)};document.body.appendChild(D.container); this.updatePageRoot(b);D.model.setRoot(b.root);b=Graph.foreignObjectWarningText;Graph.foreignObjectWarningText="";k=D.getSvg(null,null,null,null,null,null,null,null,null,null,null,!0);var E=D.getGraphBounds();document.body.removeChild(D.container);Graph.foreignObjectWarningText=b;return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(k)),E.width,E.height,E.x,E.y)}; EditorUi.prototype.initPages=function(){if(!this.editor.graph.standalone){this.actions.addAction("previousPage",mxUtils.bind(this,function(){this.selectNextPage(!1)}));this.actions.addAction("nextPage",mxUtils.bind(this,function(){this.selectNextPage(!0)}));this.isPagesEnabled()&&(this.keyHandler.bindAction(33,!0,"previousPage",!0),this.keyHandler.bindAction(34,!0,"nextPage",!0));var b=this.editor.graph,e=b.view.validateBackground;b.view.validateBackground=mxUtils.bind(this,function(){if(null!=this.tabContainer){var D= -this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";D!=this.tabContainer.style.height&&this.refresh(!1)}e.apply(b.view,arguments)});var k=null,n=mxUtils.bind(this,function(){this.updateTabContainer();var D=this.currentPage;null!=D&&D!=k&&(null==D.viewState||null==D.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& +this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";D!=this.tabContainer.style.height&&this.refresh(!1)}e.apply(b.view,arguments)});var k=null,m=mxUtils.bind(this,function(){this.updateTabContainer();var D=this.currentPage;null!=D&&D!=k&&(null==D.viewState||null==D.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& (b.container.scrollLeft=0,b.container.scrollTop=0,this.chromelessResize())):(b.container.scrollLeft=b.view.translate.x*b.view.scale+D.viewState.scrollLeft,b.container.scrollTop=b.view.translate.y*b.view.scale+D.viewState.scrollTop),k=D);null!=this.actions.layersWindow&&this.actions.layersWindow.refreshLayers();"undefined"===typeof Editor.MathJaxClear||this.editor.graph.mathEnabled&&null!=this.editor||Editor.MathJaxClear()});this.editor.graph.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(D, -t){D=t.getProperty("edit").changes;for(t=0;t<D.length;t++)if(D[t]instanceof SelectPage||D[t]instanceof RenamePage||D[t]instanceof MovePage||D[t]instanceof mxRootChange){n();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; -EditorUi.prototype.restoreViewState=function(b,e,k){b=null!=b?this.getPageById(b.getId()):null;var n=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,e):(n.setViewState(e),this.editor.updateGraphComponents(),n.view.revalidate(),n.sizeDidChange()),n.container.scrollLeft=n.view.translate.x*n.view.scale+e.scrollLeft,n.container.scrollTop=n.view.translate.y*n.view.scale+e.scrollTop,n.restoreSelection(k))}; -Graph.prototype.createViewState=function(b){var e=b.getAttribute("page"),k=parseFloat(b.getAttribute("pageScale")),n=parseFloat(b.getAttribute("pageWidth")),D=parseFloat(b.getAttribute("pageHeight")),t=b.getAttribute("background"),E=this.parseBackgroundImage(b.getAttribute("backgroundImage")),d=b.getAttribute("extFonts");if(d)try{d=d.split("|").map(function(f){f=f.split("^");return{name:f[0],url:f[1]}})}catch(f){console.log("ExtFonts format error: "+f.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), -gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=e?"0"!=e:this.defaultPageVisible,background:null!=t&&0<t.length?t:null,backgroundImage:E,pageScale:isNaN(k)?mxGraph.prototype.pageScale:k,pageFormat:isNaN(n)||isNaN(D)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: -mxSettings.getPageFormat():new mxRectangle(0,0,n,D),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:d||[]}}; -Graph.prototype.saveViewState=function(b,e,k,n){k||(e.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),e.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),e.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),e.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),e.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),e.setAttribute("connect",null==b||b.connect?"1":"0"),e.setAttribute("arrows",null==b||b.arrows?"1":"0"),e.setAttribute("fold", -null==b||b.foldingEnabled?"1":"0"));e.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);k=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=k&&(e.setAttribute("pageWidth",k.width),e.setAttribute("pageHeight",k.height));null!=b&&(null!=b.background&&e.setAttribute("background",b.background),n=this.getBackgroundImageObject(b.backgroundImage,n),null!=n&&e.setAttribute("backgroundImage", -JSON.stringify(n)));e.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");e.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&e.setAttribute("extFonts",b.extFonts.map(function(D){return D.name+"^"+D.url}).join("|"))}; +p){D=p.getProperty("edit").changes;for(p=0;p<D.length;p++)if(D[p]instanceof SelectPage||D[p]instanceof RenamePage||D[p]instanceof MovePage||D[p]instanceof mxRootChange){m();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; +EditorUi.prototype.restoreViewState=function(b,e,k){b=null!=b?this.getPageById(b.getId()):null;var m=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,e):(m.setViewState(e),this.editor.updateGraphComponents(),m.view.revalidate(),m.sizeDidChange()),m.container.scrollLeft=m.view.translate.x*m.view.scale+e.scrollLeft,m.container.scrollTop=m.view.translate.y*m.view.scale+e.scrollTop,m.restoreSelection(k))}; +Graph.prototype.createViewState=function(b){var e=b.getAttribute("page"),k=parseFloat(b.getAttribute("pageScale")),m=parseFloat(b.getAttribute("pageWidth")),D=parseFloat(b.getAttribute("pageHeight")),p=b.getAttribute("background"),E=this.parseBackgroundImage(b.getAttribute("backgroundImage")),K=b.getAttribute("extFonts");if(K)try{K=K.split("|").map(function(Q){Q=Q.split("^");return{name:Q[0],url:Q[1]}})}catch(Q){console.log("ExtFonts format error: "+Q.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), +gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=e?"0"!=e:this.defaultPageVisible,background:null!=p&&0<p.length?p:null,backgroundImage:E,pageScale:isNaN(k)?mxGraph.prototype.pageScale:k,pageFormat:isNaN(m)||isNaN(D)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: +mxSettings.getPageFormat():new mxRectangle(0,0,m,D),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:K||[]}}; +Graph.prototype.saveViewState=function(b,e,k,m){k||(e.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),e.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),e.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),e.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),e.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),e.setAttribute("connect",null==b||b.connect?"1":"0"),e.setAttribute("arrows",null==b||b.arrows?"1":"0"),e.setAttribute("fold", +null==b||b.foldingEnabled?"1":"0"));e.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);k=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=k&&(e.setAttribute("pageWidth",k.width),e.setAttribute("pageHeight",k.height));null!=b&&(null!=b.background&&e.setAttribute("background",b.background),m=this.getBackgroundImageObject(b.backgroundImage,m),null!=m&&e.setAttribute("backgroundImage", +JSON.stringify(m)));e.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");e.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&e.setAttribute("extFonts",b.extFonts.map(function(D){return D.name+"^"+D.url}).join("|"))}; Graph.prototype.getViewState=function(){return{defaultParent:this.defaultParent,currentRoot:this.view.currentRoot,gridEnabled:this.gridEnabled,gridSize:this.gridSize,guidesEnabled:this.graphHandler.guidesEnabled,foldingEnabled:this.foldingEnabled,shadowVisible:this.shadowVisible,scrollbars:this.scrollbars,pageVisible:this.pageVisible,background:this.background,backgroundImage:this.backgroundImage,pageScale:this.pageScale,pageFormat:this.pageFormat,tooltips:this.tooltipHandler.isEnabled(),connect:this.connectionHandler.isEnabled(), arrows:this.connectionArrowsEnabled,scale:this.view.scale,scrollLeft:this.container.scrollLeft-this.view.translate.x*this.view.scale,scrollTop:this.container.scrollTop-this.view.translate.y*this.view.scale,translate:this.view.translate.clone(),lastPasteXml:this.lastPasteXml,pasteCounter:this.pasteCounter,mathEnabled:this.mathEnabled,hiddenTags:this.hiddenTags,extFonts:this.extFonts}}; Graph.prototype.setViewState=function(b,e){if(null!=b){this.lastPasteXml=b.lastPasteXml;this.pasteCounter=b.pasteCounter||0;this.mathEnabled=b.mathEnabled;this.gridEnabled=b.gridEnabled;this.gridSize=b.gridSize;this.graphHandler.guidesEnabled=b.guidesEnabled;this.foldingEnabled=b.foldingEnabled;this.setShadowVisible(b.shadowVisible,!1);this.scrollbars=b.scrollbars;this.pageVisible=!this.isViewer()&&b.pageVisible;this.background=b.background;this.pageScale=b.pageScale;this.pageFormat=b.pageFormat; -this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var k=this.extFonts;this.extFonts=b.extFonts||[];if(e&&null!=k)for(e=0;e<k.length;e++){var n=document.getElementById("extFont_"+k[e].name);null!=n&&n.parentNode.removeChild(n)}for(e=0;e<this.extFonts.length;e++)this.addExtFont(this.extFonts[e].name,this.extFonts[e].url, +this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var k=this.extFonts;this.extFonts=b.extFonts||[];if(e&&null!=k)for(e=0;e<k.length;e++){var m=document.getElementById("extFont_"+k[e].name);null!=m&&m.parentNode.removeChild(m)}for(e=0;e<this.extFonts.length;e++)this.addExtFont(this.extFonts[e].name,this.extFonts[e].url, !0);this.view.scale=null!=b.scale?b.scale:1;null==this.view.currentRoot||this.model.contains(this.view.currentRoot)||(this.view.currentRoot=null);null==this.defaultParent||this.model.contains(this.defaultParent)||(this.setDefaultParent(null),this.selectUnlockedLayer());null!=b.translate&&(this.view.translate=b.translate)}else this.view.currentRoot=null,this.view.scale=1,this.gridEnabled=this.defaultGridEnabled,this.gridSize=mxGraph.prototype.gridSize,this.pageScale=mxGraph.prototype.pageScale,this.pageFormat= "undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat(),this.pageVisible=this.defaultPageVisible,this.backgroundImage=this.background=null,this.scrollbars=this.defaultScrollbars,this.foldingEnabled=this.graphHandler.guidesEnabled=!0,this.setShadowVisible(!1,!1),this.defaultParent=null,this.setTooltips(!0),this.setConnectable(!0),this.lastPasteXml=null,this.pasteCounter=0,this.mathEnabled=this.defaultMathEnabled,this.connectionArrowsEnabled= !0,this.hiddenTags=[],this.extFonts=[];this.preferPageSize=this.pageBreaksVisible=this.pageVisible;this.fireEvent(new mxEventObject("viewStateChanged","state",b))}; -Graph.prototype.addExtFont=function(b,e,k){if(b&&e){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:e});var n="extFont_"+b;if(null==document.getElementById(n))if(0==e.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",e,null,n);else{document.getElementsByTagName("head");var D=document.createElement("style");D.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+e+'");\n}'));D.setAttribute("id",n);document.getElementsByTagName("head")[0].appendChild(D)}if(!k){null== -this.extFonts&&(this.extFonts=[]);k=this.extFonts;n=!0;for(D=0;D<k.length;D++)if(k[D].name==b){n=!1;break}n&&this.extFonts.push({name:b,url:e})}}}; +Graph.prototype.addExtFont=function(b,e,k){if(b&&e){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:e});var m="extFont_"+b;if(null==document.getElementById(m))if(0==e.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",e,null,m);else{document.getElementsByTagName("head");var D=document.createElement("style");D.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+e+'");\n}'));D.setAttribute("id",m);document.getElementsByTagName("head")[0].appendChild(D)}if(!k){null== +this.extFonts&&(this.extFonts=[]);k=this.extFonts;m=!0;for(D=0;D<k.length;D++)if(k[D].name==b){m=!1;break}m&&this.extFonts.push({name:b,url:e})}}}; EditorUi.prototype.updatePageRoot=function(b,e){if(null==b.root){e=this.editor.extractGraphModel(b.node,null,e);var k=Editor.extractParserError(e);if(k)throw Error(k);null!=e?(b.graphModelNode=e,b.viewState=this.editor.graph.createViewState(e),k=new mxCodec(e.ownerDocument),b.root=k.decode(e).root):b.root=this.editor.graph.model.createRoot()}else if(null==b.viewState){if(null==b.graphModelNode){e=this.editor.extractGraphModel(b.node);if(k=Editor.extractParserError(e))throw Error(k);null!=e&&(b.graphModelNode= e)}null!=b.graphModelNode&&(b.viewState=this.editor.graph.createViewState(b.graphModelNode))}return b}; -EditorUi.prototype.selectPage=function(b,e,k){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e=null!=e?e:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var n=this.editor.graph.model.createUndoableEdit();n.ignoreEdit=!0;var D=new SelectPage(this,b,k);D.execute();n.add(D);n.notify();this.editor.graph.tooltipHandler.hide();e||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",n))}}catch(t){this.handleError(t)}}; +EditorUi.prototype.selectPage=function(b,e,k){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e=null!=e?e:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var m=this.editor.graph.model.createUndoableEdit();m.ignoreEdit=!0;var D=new SelectPage(this,b,k);D.execute();m.add(D);m.notify();this.editor.graph.tooltipHandler.hide();e||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",m))}}catch(p){this.handleError(p)}}; EditorUi.prototype.selectNextPage=function(b){var e=this.currentPage;null!=e&&null!=this.pages&&(e=mxUtils.indexOf(this.pages,e),b?this.selectPage(this.pages[mxUtils.mod(e+1,this.pages.length)]):b||this.selectPage(this.pages[mxUtils.mod(e-1,this.pages.length)]))}; EditorUi.prototype.insertPage=function(b,e){this.editor.graph.isEnabled()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1),b=null!=b?b:this.createPage(null,this.createPageId()),e=null!=e?e:this.pages.length,e=new ChangePage(this,b,b,e),this.editor.graph.model.execute(e));return b};EditorUi.prototype.createPageId=function(){do var b=Editor.guid();while(null!=this.getPageById(b));return b}; EditorUi.prototype.createPage=function(b,e){e=new DiagramPage(this.fileNode.ownerDocument.createElement("diagram"),e);e.setName(null!=b?b:this.createPageName());this.initDiagramNode(e);return e};EditorUi.prototype.createPageName=function(){for(var b={},e=0;e<this.pages.length;e++){var k=this.pages[e].getName();null!=k&&0<k.length&&(b[k]=k)}e=this.pages.length;do k=mxResources.get("pageWithNumber",[++e]);while(null!=b[k]);return k}; -EditorUi.prototype.removePage=function(b){try{var e=this.editor.graph,k=mxUtils.indexOf(this.pages,b);if(e.isEnabled()&&0<=k){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e.model.beginUpdate();try{var n=this.currentPage;n==b&&1<this.pages.length?(k==this.pages.length-1?k--:k++,n=this.pages[k]):1>=this.pages.length&&(n=this.insertPage(),e.model.execute(new RenamePage(this,n,mxResources.get("pageWithNumber",[1]))));e.model.execute(new ChangePage(this,b,n))}finally{e.model.endUpdate()}}}catch(D){this.handleError(D)}return b}; -EditorUi.prototype.duplicatePage=function(b,e){var k=null;try{var n=this.editor.graph;if(n.isEnabled()){n.isEditing()&&n.stopEditing();var D=b.node.cloneNode(!1);D.removeAttribute("id");var t={},E=n.createCellLookup([n.model.root]);k=new DiagramPage(D);k.root=n.cloneCell(n.model.root,null,t);var d=new mxGraphModel;d.prefix=Editor.guid()+"-";d.setRoot(k.root);n.updateCustomLinks(n.createCellMapping(t,E),[k.root]);k.viewState=b==this.currentPage?n.getViewState():b.viewState;this.initDiagramNode(k); -k.viewState.scale=1;k.viewState.scrollLeft=null;k.viewState.scrollTop=null;k.viewState.currentRoot=null;k.viewState.defaultParent=null;k.setName(e);k=this.insertPage(k,mxUtils.indexOf(this.pages,b)+1)}}catch(f){this.handleError(f)}return k};EditorUi.prototype.initDiagramNode=function(b){var e=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,e);mxUtils.setTextContent(b.node,Graph.compressNode(e))}; +EditorUi.prototype.removePage=function(b){try{var e=this.editor.graph,k=mxUtils.indexOf(this.pages,b);if(e.isEnabled()&&0<=k){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e.model.beginUpdate();try{var m=this.currentPage;m==b&&1<this.pages.length?(k==this.pages.length-1?k--:k++,m=this.pages[k]):1>=this.pages.length&&(m=this.insertPage(),e.model.execute(new RenamePage(this,m,mxResources.get("pageWithNumber",[1]))));e.model.execute(new ChangePage(this,b,m))}finally{e.model.endUpdate()}}}catch(D){this.handleError(D)}return b}; +EditorUi.prototype.duplicatePage=function(b,e){var k=null;try{var m=this.editor.graph;if(m.isEnabled()){m.isEditing()&&m.stopEditing();var D=b.node.cloneNode(!1);D.removeAttribute("id");var p={},E=m.createCellLookup([m.model.root]);k=new DiagramPage(D);k.root=m.cloneCell(m.model.root,null,p);var K=new mxGraphModel;K.prefix=Editor.guid()+"-";K.setRoot(k.root);m.updateCustomLinks(m.createCellMapping(p,E),[k.root]);k.viewState=b==this.currentPage?m.getViewState():b.viewState;this.initDiagramNode(k); +k.viewState.scale=1;k.viewState.scrollLeft=null;k.viewState.scrollTop=null;k.viewState.currentRoot=null;k.viewState.defaultParent=null;k.setName(e);k=this.insertPage(k,mxUtils.indexOf(this.pages,b)+1)}}catch(Q){this.handleError(Q)}return k};EditorUi.prototype.initDiagramNode=function(b){var e=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,e);mxUtils.setTextContent(b.node,Graph.compressNode(e))}; EditorUi.prototype.clonePages=function(b){for(var e=[],k=0;k<b.length;k++)e.push(this.clonePage(b[k]));return e};EditorUi.prototype.clonePage=function(b){this.updatePageRoot(b);var e=new DiagramPage(b.node.cloneNode(!0)),k=b==this.currentPage?this.editor.graph.getViewState():b.viewState;e.viewState=mxUtils.clone(k,EditorUi.transientViewStateProperties);e.root=this.editor.graph.model.cloneCell(b.root,null,!0);return e}; EditorUi.prototype.renamePage=function(b){if(this.editor.graph.isEnabled()){var e=new FilenameDialog(this,b.getName(),mxResources.get("rename"),mxUtils.bind(this,function(k){null!=k&&0<k.length&&this.editor.graph.model.execute(new RenamePage(this,b,k))}),mxResources.get("rename"));this.showDialog(e.container,300,80,!0,!0);e.init()}return b};EditorUi.prototype.movePage=function(b,e){this.editor.graph.model.execute(new MovePage(this,b,e))}; EditorUi.prototype.createTabContainer=function(){var b=document.createElement("div");b.className="geTabContainer";b.style.position="absolute";b.style.whiteSpace="nowrap";b.style.overflow="hidden";b.style.height="0px";return b}; -EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,e=document.createElement("div");e.style.position="relative";e.style.display="inline-block";e.style.verticalAlign="top";e.style.height=this.tabContainer.style.height;e.style.whiteSpace="nowrap";e.style.overflow="hidden";e.style.fontSize="13px";e.style.marginLeft="30px";for(var k=this.editor.isChromelessView()?29:59,n=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-k)/this.pages.length)+ -1),D=null,t=0;t<this.pages.length;t++)mxUtils.bind(this,function(g,l){this.pages[g]==this.currentPage?(l.className="geActivePage",l.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):l.className="geInactivePage";l.setAttribute("draggable","true");mxEvent.addListener(l,"dragstart",mxUtils.bind(this,function(q){b.isEnabled()?(mxClient.IS_FF&&q.dataTransfer.setData("Text","<diagram/>"),D=g):mxEvent.consume(q)}));mxEvent.addListener(l,"dragend",mxUtils.bind(this,function(q){D=null;q.stopPropagation(); -q.preventDefault()}));mxEvent.addListener(l,"dragover",mxUtils.bind(this,function(q){null!=D&&(q.dataTransfer.dropEffect="move");q.stopPropagation();q.preventDefault()}));mxEvent.addListener(l,"drop",mxUtils.bind(this,function(q){null!=D&&g!=D&&this.movePage(D,g);q.stopPropagation();q.preventDefault()}));e.appendChild(l)})(t,this.createTabForPage(this.pages[t],n,this.pages[t]!=this.currentPage,t+1));this.tabContainer.innerText="";this.tabContainer.appendChild(e);n=this.createPageMenuTab();this.tabContainer.appendChild(n); -n=null;this.isPageInsertTabVisible()&&(n=this.createPageInsertTab(),this.tabContainer.appendChild(n));if(e.clientWidth>this.tabContainer.clientWidth-k){null!=n&&(n.style.position="absolute",n.style.right="0px",e.style.marginRight="30px");var E=this.createControlTab(4," ❮ ");E.style.position="absolute";E.style.right=this.editor.chromeless?"29px":"55px";E.style.fontSize="13pt";this.tabContainer.appendChild(E);var d=this.createControlTab(4," ❯");d.style.position="absolute"; -d.style.right=this.editor.chromeless?"0px":"29px";d.style.fontSize="13pt";this.tabContainer.appendChild(d);var f=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));e.style.width=f+"px";mxEvent.addListener(E,"click",mxUtils.bind(this,function(g){e.scrollLeft-=Math.max(20,f-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(d,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(g)}));mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(d, -e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.addListener(d,"click",mxUtils.bind(this,function(g){e.scrollLeft+=Math.max(20,f-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(d,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(g)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; +EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,e=document.createElement("div");e.style.position="relative";e.style.display="inline-block";e.style.verticalAlign="top";e.style.height=this.tabContainer.style.height;e.style.whiteSpace="nowrap";e.style.overflow="hidden";e.style.fontSize="13px";e.style.marginLeft="30px";for(var k=this.editor.isChromelessView()?29:59,m=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-k)/this.pages.length)+ +1),D=null,p=0;p<this.pages.length;p++)mxUtils.bind(this,function(d,f){this.pages[d]==this.currentPage?(f.className="geActivePage",f.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):f.className="geInactivePage";f.setAttribute("draggable","true");mxEvent.addListener(f,"dragstart",mxUtils.bind(this,function(g){b.isEnabled()?(mxClient.IS_FF&&g.dataTransfer.setData("Text","<diagram/>"),D=d):mxEvent.consume(g)}));mxEvent.addListener(f,"dragend",mxUtils.bind(this,function(g){D=null;g.stopPropagation(); +g.preventDefault()}));mxEvent.addListener(f,"dragover",mxUtils.bind(this,function(g){null!=D&&(g.dataTransfer.dropEffect="move");g.stopPropagation();g.preventDefault()}));mxEvent.addListener(f,"drop",mxUtils.bind(this,function(g){null!=D&&d!=D&&this.movePage(D,d);g.stopPropagation();g.preventDefault()}));e.appendChild(f)})(p,this.createTabForPage(this.pages[p],m,this.pages[p]!=this.currentPage,p+1));this.tabContainer.innerText="";this.tabContainer.appendChild(e);m=this.createPageMenuTab();this.tabContainer.appendChild(m); +m=null;this.isPageInsertTabVisible()&&(m=this.createPageInsertTab(),this.tabContainer.appendChild(m));if(e.clientWidth>this.tabContainer.clientWidth-k){null!=m&&(m.style.position="absolute",m.style.right="0px",e.style.marginRight="30px");var E=this.createControlTab(4," ❮ ");E.style.position="absolute";E.style.right=this.editor.chromeless?"29px":"55px";E.style.fontSize="13pt";this.tabContainer.appendChild(E);var K=this.createControlTab(4," ❯");K.style.position="absolute"; +K.style.right=this.editor.chromeless?"0px":"29px";K.style.fontSize="13pt";this.tabContainer.appendChild(K);var Q=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));e.style.width=Q+"px";mxEvent.addListener(E,"click",mxUtils.bind(this,function(d){e.scrollLeft-=Math.max(20,Q-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(K,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(d)}));mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(K, +e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.addListener(K,"click",mxUtils.bind(this,function(d){e.scrollLeft+=Math.max(20,Q-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(K,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(d)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; EditorUi.prototype.createTab=function(b){var e=document.createElement("div");e.style.display="inline-block";e.style.whiteSpace="nowrap";e.style.boxSizing="border-box";e.style.position="relative";e.style.overflow="hidden";e.style.textAlign="center";e.style.marginLeft="-1px";e.style.height=this.tabContainer.clientHeight+"px";e.style.padding="12px 4px 8px 4px";e.style.border=Editor.isDarkMode()?"1px solid #505759":"1px solid #e8eaed";e.style.borderTopStyle="none";e.style.borderBottomStyle="none";e.style.backgroundColor= this.tabContainer.style.backgroundColor;e.style.cursor="move";e.style.color="gray";b&&(mxEvent.addListener(e,"mouseenter",mxUtils.bind(this,function(k){this.editor.graph.isMouseDown||(e.style.backgroundColor=Editor.isDarkMode()?"black":"#e8eaed",mxEvent.consume(k))})),mxEvent.addListener(e,"mouseleave",mxUtils.bind(this,function(k){e.style.backgroundColor=this.tabContainer.style.backgroundColor;mxEvent.consume(k)})));return e}; EditorUi.prototype.createControlTab=function(b,e,k){k=this.createTab(null!=k?k:!0);k.style.lineHeight=this.tabContainerHeight+"px";k.style.paddingTop=b+"px";k.style.cursor="pointer";k.style.width="30px";k.innerHTML=e;null!=k.firstChild&&null!=k.firstChild.style&&mxUtils.setOpacity(k.firstChild,40);return k};EditorUi.prototype.getShortPageName=function(b){b=b.getName();36<b.length&&(b=b.substring(0,34)+"...");return b}; -EditorUi.prototype.createPageMenuTab=function(b,e){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var k=b.getElementsByTagName("div")[0];k.style.display="inline-block";k.style.marginTop="5px";k.style.width="21px";k.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(n){this.editor.graph.popupMenuHandler.hideMenu(); -var D=new mxPopupMenu(mxUtils.bind(this,function(d,f){var g=mxUtils.bind(this,function(){for(var F=0;F<this.pages.length;F++)mxUtils.bind(this,function(C){var I=d.addItem(this.getShortPageName(this.pages[C]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[C])}),f),G=this.pages[C].getId();I.setAttribute("title",this.pages[C].getName()+" ("+(C+1)+"/"+this.pages.length+")"+(null!=G?" ["+G+"]":""));this.pages[C]==this.currentPage&&d.addCheckmark(I,Editor.checkmarkImage)})(F)}),l=mxUtils.bind(this, -function(){d.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),f)});e||g();if(this.editor.graph.isEnabled()){e||(d.addSeparator(f),l());var q=this.currentPage;if(null!=q){d.addSeparator(f);var z=this.getShortPageName(q);d.addItem(mxResources.get("removeIt",[z]),null,mxUtils.bind(this,function(){this.removePage(q)}),f);d.addItem(mxResources.get("renameIt",[z]),null,mxUtils.bind(this,function(){this.renamePage(q,q.getName())}),f);e||d.addSeparator(f);d.addItem(mxResources.get("duplicateIt", -[z]),null,mxUtils.bind(this,function(){this.duplicatePage(q,mxResources.get("copyOf",[q.getName()]))}),f)}}e&&(d.addSeparator(f),l(),d.addSeparator(f),g())}));D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});var t=mxEvent.getClientX(n),E=mxEvent.getClientY(n);D.popup(t,E,null,n);this.setCurrentMenu(D);mxEvent.consume(n)}));return b}; +EditorUi.prototype.createPageMenuTab=function(b,e){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var k=b.getElementsByTagName("div")[0];k.style.display="inline-block";k.style.marginTop="5px";k.style.width="21px";k.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(m){this.editor.graph.popupMenuHandler.hideMenu(); +var D=new mxPopupMenu(mxUtils.bind(this,function(K,Q){var d=mxUtils.bind(this,function(){for(var z=0;z<this.pages.length;z++)mxUtils.bind(this,function(u){var H=K.addItem(this.getShortPageName(this.pages[u]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[u])}),Q),L=this.pages[u].getId();H.setAttribute("title",this.pages[u].getName()+" ("+(u+1)+"/"+this.pages.length+")"+(null!=L?" ["+L+"]":""));this.pages[u]==this.currentPage&&K.addCheckmark(H,Editor.checkmarkImage)})(z)}),f=mxUtils.bind(this, +function(){K.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),Q)});e||d();if(this.editor.graph.isEnabled()){e||(K.addSeparator(Q),f());var g=this.currentPage;if(null!=g){K.addSeparator(Q);var x=this.getShortPageName(g);K.addItem(mxResources.get("removeIt",[x]),null,mxUtils.bind(this,function(){this.removePage(g)}),Q);K.addItem(mxResources.get("renameIt",[x]),null,mxUtils.bind(this,function(){this.renamePage(g,g.getName())}),Q);e||K.addSeparator(Q);K.addItem(mxResources.get("duplicateIt", +[x]),null,mxUtils.bind(this,function(){this.duplicatePage(g,mxResources.get("copyOf",[g.getName()]))}),Q)}}e&&(K.addSeparator(Q),f(),K.addSeparator(Q),d())}));D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});var p=mxEvent.getClientX(m),E=mxEvent.getClientY(m);D.popup(p,E,null,m);this.setCurrentMenu(D);mxEvent.consume(m)}));return b}; EditorUi.prototype.createPageInsertTab=function(){var b=this.createControlTab(4,'<div class="geSprite geSprite-plus"></div>');b.setAttribute("title",mxResources.get("insertPage"));mxEvent.addListener(b,"click",mxUtils.bind(this,function(k){this.insertPage();mxEvent.consume(k)}));var e=b.getElementsByTagName("div")[0];e.style.display="inline-block";e.style.width="21px";e.style.height="21px";return b}; -EditorUi.prototype.createTabForPage=function(b,e,k,n){k=this.createTab(k);var D=b.getName()||mxResources.get("untitled"),t=b.getId();k.setAttribute("title",D+(null!=t?" ("+t+")":"")+" ["+n+"]");mxUtils.write(k,D);k.style.maxWidth=e+"px";k.style.width=e+"px";this.addTabListeners(b,k);42<e&&(k.style.textOverflow="ellipsis");return k}; -EditorUi.prototype.addTabListeners=function(b,e){mxEvent.disableContextMenu(e);var k=this.editor.graph;mxEvent.addListener(e,"dblclick",mxUtils.bind(this,function(t){this.renamePage(b);mxEvent.consume(t)}));var n=!1,D=!1;mxEvent.addGestureListeners(e,mxUtils.bind(this,function(t){n=null!=this.currentMenu;D=b==this.currentPage;k.isMouseDown||D||this.selectPage(b)}),null,mxUtils.bind(this,function(t){if(k.isEnabled()&&!k.isMouseDown&&(mxEvent.isTouchEvent(t)&&D||mxEvent.isPopupTrigger(t))){k.popupMenuHandler.hideMenu(); -this.hideCurrentMenu();if(!mxEvent.isTouchEvent(t)||!n){var E=new mxPopupMenu(this.createPageMenu(b));E.div.className+=" geMenubarMenu";E.smartSeparators=!0;E.showDisabled=!0;E.autoExpand=!0;E.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(E,arguments);this.resetCurrentMenu();E.destroy()});var d=mxEvent.getClientX(t),f=mxEvent.getClientY(t);E.popup(d,f,null,t);this.setCurrentMenu(E,e)}mxEvent.consume(t)}}))}; -EditorUi.prototype.getLinkForPage=function(b,e,k){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var n=this.getCurrentFile();if(null!=n&&n.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var D=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));D+=(0==D.length?"?":"&")+"page-id="+b.getId();null!=e&&(D+="&"+e.join("&"));return(k&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? -EditorUi.drawHost:"https://"+window.location.host)+"/"+D+"#"+n.getHash()}}return null}; -EditorUi.prototype.createPageMenu=function(b,e){return mxUtils.bind(this,function(k,n){var D=this.editor.graph;k.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),n);k.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),n);k.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,e)}),n);null!=this.getLinkForPage(b)&&(k.addSeparator(n),k.addItem(mxResources.get("link"), -null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(t,E,d,f,g,l){t=this.createUrlParameters(t,E,d,f,g,l);d||t.push("hide-pages=1");D.isSelectionEmpty()||(d=D.getBoundingBox(D.getSelectionCells()),E=D.view.translate,g=D.view.scale,d.width/=g,d.height/=g,d.x=d.x/g-E.x,d.y=d.y/g-E.y,t.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(d.x),y:Math.round(d.y),width:Math.round(d.width),height:Math.round(d.height),border:100})))); -f=new EmbedDialog(this,this.getLinkForPage(b,t,f));this.showDialog(f.container,450,240,!0,!0);f.init()}))})));k.addSeparator(n);k.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),n);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(k.addSeparator(n),k.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, -!0,!0))}),n))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};b.afterDecode=function(e,k,n){e=n.oldIndex;n.oldIndex=n.newIndex;n.newIndex=e;return n};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};b.afterDecode=function(e,k,n){e=n.previous;n.previous=n.name;n.name=e;return n};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(e,k,n){n.setAttribute("relatedPage",k.relatedPage.getId());null==k.index&&(n.setAttribute("name",k.relatedPage.getName()),null!=k.relatedPage.viewState&&n.setAttribute("viewState",JSON.stringify(k.relatedPage.viewState,function(D,t){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,D)?t:void 0})),null!=k.relatedPage.root&&e.encodeCell(k.relatedPage.root, -n));return n};b.beforeDecode=function(e,k,n){n.ui=e.ui;n.relatedPage=n.ui.getPageById(k.getAttribute("relatedPage"));if(null==n.relatedPage){var D=k.ownerDocument.createElement("diagram");D.setAttribute("id",k.getAttribute("relatedPage"));D.setAttribute("name",k.getAttribute("name"));n.relatedPage=new DiagramPage(D);D=k.getAttribute("viewState");null!=D&&(n.relatedPage.viewState=JSON.parse(D),k.removeAttribute("viewState"));k=k.cloneNode(!0);D=k.firstChild;if(null!=D)for(n.relatedPage.root=e.decodeCell(D, -!1),n=D.nextSibling,D.parentNode.removeChild(D),D=n;null!=D;){n=D.nextSibling;if(D.nodeType==mxConstants.NODETYPE_ELEMENT){var t=D.getAttribute("id");null==e.lookup(t)&&e.decodeCell(D)}D.parentNode.removeChild(D);D=n}}return k};b.afterDecode=function(e,k,n){n.index=n.previousIndex;return n};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(n,D,t,E,d){D=null!=D?D:!1;null==t&&(t=this.getFoldableCells(this.getSelectionCells(),n));this.stopEditing();this.model.beginUpdate();try{for(var f=t.slice(),g=0;g<t.length;g++)"1"==mxUtils.getValue(this.getCurrentCellStyle(t[g]),"treeFolding","0")&&this.foldTreeCell(n,t[g]);t=f;t=b.apply(this,arguments)}finally{this.model.endUpdate()}return t};Graph.prototype.foldTreeCell= -function(n,D){this.model.beginUpdate();try{var t=[];this.traverse(D,!0,mxUtils.bind(this,function(d,f){var g=null!=f&&this.isTreeEdge(f);g&&t.push(f);d==D||null!=f&&!g||t.push(d);return(null==f||g)&&(d==D||!this.model.isCollapsed(d))}));this.model.setCollapsed(D,n);for(var E=0;E<t.length;E++)this.model.setVisible(t[E],!n)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(n){return!this.isEdgeIgnored(n)};Graph.prototype.getTreeEdges=function(n,D,t,E,d,f){return this.model.filterCells(this.getEdges(n, -D,t,E,d,f),mxUtils.bind(this,function(g){return this.isTreeEdge(g)}))};Graph.prototype.getIncomingTreeEdges=function(n,D){return this.getTreeEdges(n,D,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(n,D){return this.getTreeEdges(n,D,!1,!0,!1)};var e=EditorUi.prototype.init;EditorUi.prototype.init=function(){e.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function n(M){return I.isVertex(M)&&t(M)}function D(M){var ka= -!1;null!=M&&(ka="1"==C.getCurrentCellStyle(M).treeMoving);return ka}function t(M){var ka=!1;null!=M&&(M=I.getParent(M),ka=C.view.getState(M),ka="tree"==(null!=ka?ka.style:C.getCellStyle(M)).containerType);return ka}function E(M){var ka=!1;null!=M&&(M=I.getParent(M),ka=C.view.getState(M),C.view.getState(M),ka=null!=(null!=ka?ka.style:C.getCellStyle(M)).childLayout);return ka}function d(M){M=C.view.getState(M);if(null!=M){var ka=C.getIncomingTreeEdges(M.cell);if(0<ka.length&&(ka=C.view.getState(ka[0]), -null!=ka&&(ka=ka.absolutePoints,null!=ka&&0<ka.length&&(ka=ka[ka.length-1],null!=ka)))){if(ka.y==M.y&&Math.abs(ka.x-M.getCenterX())<M.width/2)return mxConstants.DIRECTION_SOUTH;if(ka.y==M.y+M.height&&Math.abs(ka.x-M.getCenterX())<M.width/2)return mxConstants.DIRECTION_NORTH;if(ka.x>M.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function f(M,ka){ka=null!=ka?ka:!0;C.model.beginUpdate();try{var L=C.model.getParent(M),S=C.getIncomingTreeEdges(M),ja=C.cloneCells([S[0], -M]);C.model.setTerminal(ja[0],C.model.getTerminal(S[0],!0),!0);var ma=d(M),u=L.geometry;ma==mxConstants.DIRECTION_SOUTH||ma==mxConstants.DIRECTION_NORTH?ja[1].geometry.x+=ka?M.geometry.width+10:-ja[1].geometry.width-10:ja[1].geometry.y+=ka?M.geometry.height+10:-ja[1].geometry.height-10;C.view.currentRoot!=L&&(ja[1].geometry.x-=u.x,ja[1].geometry.y-=u.y);var H=C.view.getState(M),P=C.view.scale;if(null!=H){var V=mxRectangle.fromRectangle(H);ma==mxConstants.DIRECTION_SOUTH||ma==mxConstants.DIRECTION_NORTH? -V.x+=(ka?M.geometry.width+10:-ja[1].geometry.width-10)*P:V.y+=(ka?M.geometry.height+10:-ja[1].geometry.height-10)*P;var Q=C.getOutgoingTreeEdges(C.model.getTerminal(S[0],!0));if(null!=Q){for(var da=ma==mxConstants.DIRECTION_SOUTH||ma==mxConstants.DIRECTION_NORTH,ea=u=S=0;ea<Q.length;ea++){var fa=C.model.getTerminal(Q[ea],!1);if(ma==d(fa)){var pa=C.view.getState(fa);fa!=M&&null!=pa&&(da&&ka!=pa.getCenterX()<H.getCenterX()||!da&&ka!=pa.getCenterY()<H.getCenterY())&&mxUtils.intersects(V,pa)&&(S=10+Math.max(S, -(Math.min(V.x+V.width,pa.x+pa.width)-Math.max(V.x,pa.x))/P),u=10+Math.max(u,(Math.min(V.y+V.height,pa.y+pa.height)-Math.max(V.y,pa.y))/P))}}da?u=0:S=0;for(ea=0;ea<Q.length;ea++)if(fa=C.model.getTerminal(Q[ea],!1),ma==d(fa)&&(pa=C.view.getState(fa),fa!=M&&null!=pa&&(da&&ka!=pa.getCenterX()<H.getCenterX()||!da&&ka!=pa.getCenterY()<H.getCenterY()))){var ua=[];C.traverse(pa.cell,!0,function(qa,Da){var Aa=null!=Da&&C.isTreeEdge(Da);Aa&&ua.push(Da);(null==Da||Aa)&&ua.push(qa);return null==Da||Aa});C.moveCells(ua, -(ka?1:-1)*S,(ka?1:-1)*u)}}}return C.addCells(ja,L)}finally{C.model.endUpdate()}}function g(M){C.model.beginUpdate();try{var ka=d(M),L=C.getIncomingTreeEdges(M),S=C.cloneCells([L[0],M]);C.model.setTerminal(L[0],S[1],!1);C.model.setTerminal(S[0],S[1],!0);C.model.setTerminal(S[0],M,!1);var ja=C.model.getParent(M),ma=ja.geometry,u=[];C.view.currentRoot!=ja&&(S[1].geometry.x-=ma.x,S[1].geometry.y-=ma.y);C.traverse(M,!0,function(V,Q){var da=null!=Q&&C.isTreeEdge(Q);da&&u.push(Q);(null==Q||da)&&u.push(V); -return null==Q||da});var H=M.geometry.width+40,P=M.geometry.height+40;ka==mxConstants.DIRECTION_SOUTH?H=0:ka==mxConstants.DIRECTION_NORTH?(H=0,P=-P):ka==mxConstants.DIRECTION_WEST?(H=-H,P=0):ka==mxConstants.DIRECTION_EAST&&(P=0);C.moveCells(u,H,P);return C.addCells(S,ja)}finally{C.model.endUpdate()}}function l(M,ka){C.model.beginUpdate();try{var L=C.model.getParent(M),S=C.getIncomingTreeEdges(M),ja=d(M);0==S.length&&(S=[C.createEdge(L,null,"",null,null,C.createCurrentEdgeStyle())],ja=ka);var ma=C.cloneCells([S[0], -M]);C.model.setTerminal(ma[0],M,!0);if(null==C.model.getTerminal(ma[0],!1)){C.model.setTerminal(ma[0],ma[1],!1);var u=C.getCellStyle(ma[1]).newEdgeStyle;if(null!=u)try{var H=JSON.parse(u),P;for(P in H)C.setCellStyles(P,H[P],[ma[0]]),"edgeStyle"==P&&"elbowEdgeStyle"==H[P]&&C.setCellStyles("elbow",ja==mxConstants.DIRECTION_SOUTH||ja==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[ma[0]])}catch(pa){}}S=C.getOutgoingTreeEdges(M);var V=L.geometry;ka=[];C.view.currentRoot==L&&(V=new mxRectangle);for(u= -0;u<S.length;u++){var Q=C.model.getTerminal(S[u],!1);null!=Q&&ka.push(Q)}var da=C.view.getBounds(ka),ea=C.view.translate,fa=C.view.scale;ja==mxConstants.DIRECTION_SOUTH?(ma[1].geometry.x=null==da?M.geometry.x+(M.geometry.width-ma[1].geometry.width)/2:(da.x+da.width)/fa-ea.x-V.x+10,ma[1].geometry.y+=ma[1].geometry.height-V.y+40):ja==mxConstants.DIRECTION_NORTH?(ma[1].geometry.x=null==da?M.geometry.x+(M.geometry.width-ma[1].geometry.width)/2:(da.x+da.width)/fa-ea.x+-V.x+10,ma[1].geometry.y-=ma[1].geometry.height+ -V.y+40):(ma[1].geometry.x=ja==mxConstants.DIRECTION_WEST?ma[1].geometry.x-(ma[1].geometry.width+V.x+40):ma[1].geometry.x+(ma[1].geometry.width-V.x+40),ma[1].geometry.y=null==da?M.geometry.y+(M.geometry.height-ma[1].geometry.height)/2:(da.y+da.height)/fa-ea.y+-V.y+10);return C.addCells(ma,L)}finally{C.model.endUpdate()}}function q(M,ka,L){M=C.getOutgoingTreeEdges(M);L=C.view.getState(L);var S=[];if(null!=L&&null!=M){for(var ja=0;ja<M.length;ja++){var ma=C.view.getState(C.model.getTerminal(M[ja],!1)); -null!=ma&&(!ka&&Math.min(ma.x+ma.width,L.x+L.width)>=Math.max(ma.x,L.x)||ka&&Math.min(ma.y+ma.height,L.y+L.height)>=Math.max(ma.y,L.y))&&S.push(ma)}S.sort(function(u,H){return ka?u.x+u.width-H.x-H.width:u.y+u.height-H.y-H.height})}return S}function z(M,ka){var L=d(M),S=ka==mxConstants.DIRECTION_EAST||ka==mxConstants.DIRECTION_WEST;(L==mxConstants.DIRECTION_EAST||L==mxConstants.DIRECTION_WEST)==S&&L!=ka?F.actions.get("selectParent").funct():L==ka?(ka=C.getOutgoingTreeEdges(M),null!=ka&&0<ka.length&& -C.setSelectionCell(C.model.getTerminal(ka[0],!1))):(L=C.getIncomingTreeEdges(M),null!=L&&0<L.length&&(S=q(C.model.getTerminal(L[0],!0),S,M),M=C.view.getState(M),null!=M&&(M=mxUtils.indexOf(S,M),0<=M&&(M+=ka==mxConstants.DIRECTION_NORTH||ka==mxConstants.DIRECTION_WEST?-1:1,0<=M&&M<=S.length-1&&C.setSelectionCell(S[M].cell)))))}var F=this,C=F.editor.graph,I=C.getModel(),G=F.menus.createPopupMenu;F.menus.createPopupMenu=function(M,ka,L){G.apply(this,arguments);if(1==C.getSelectionCount()){ka=C.getSelectionCell(); -var S=C.getOutgoingTreeEdges(ka);M.addSeparator();0<S.length&&(n(C.getSelectionCell())&&this.addMenuItems(M,["selectChildren"],null,L),this.addMenuItems(M,["selectDescendants"],null,L));n(C.getSelectionCell())?(M.addSeparator(),0<C.getIncomingTreeEdges(ka).length&&this.addMenuItems(M,["selectSiblings","selectParent"],null,L)):0<C.model.getEdgeCount(ka)&&this.addMenuItems(M,["selectConnections"],null,L)}};F.actions.addAction("selectChildren",function(){if(C.isEnabled()&&1==C.getSelectionCount()){var M= -C.getSelectionCell();M=C.getOutgoingTreeEdges(M);if(null!=M){for(var ka=[],L=0;L<M.length;L++)ka.push(C.model.getTerminal(M[L],!1));C.setSelectionCells(ka)}}},null,null,"Alt+Shift+X");F.actions.addAction("selectSiblings",function(){if(C.isEnabled()&&1==C.getSelectionCount()){var M=C.getSelectionCell();M=C.getIncomingTreeEdges(M);if(null!=M&&0<M.length&&(M=C.getOutgoingTreeEdges(C.model.getTerminal(M[0],!0)),null!=M)){for(var ka=[],L=0;L<M.length;L++)ka.push(C.model.getTerminal(M[L],!1));C.setSelectionCells(ka)}}}, -null,null,"Alt+Shift+S");F.actions.addAction("selectParent",function(){if(C.isEnabled()&&1==C.getSelectionCount()){var M=C.getSelectionCell();M=C.getIncomingTreeEdges(M);null!=M&&0<M.length&&C.setSelectionCell(C.model.getTerminal(M[0],!0))}},null,null,"Alt+Shift+P");F.actions.addAction("selectDescendants",function(M,ka){M=C.getSelectionCell();if(C.isEnabled()&&C.model.isVertex(M)){if(null!=ka&&mxEvent.isAltDown(ka))C.setSelectionCells(C.model.getTreeEdges(M,null==ka||!mxEvent.isShiftDown(ka),null== -ka||!mxEvent.isControlDown(ka)));else{var L=[];C.traverse(M,!0,function(S,ja){var ma=null!=ja&&C.isTreeEdge(ja);ma&&L.push(ja);null!=ja&&!ma||null!=ka&&mxEvent.isShiftDown(ka)||L.push(S);return null==ja||ma})}C.setSelectionCells(L)}},null,null,"Alt+Shift+D");var Z=C.removeCells;C.removeCells=function(M,ka){ka=null!=ka?ka:!0;null==M&&(M=this.getDeletableCells(this.getSelectionCells()));ka&&(M=this.getDeletableCells(this.addAllEdges(M)));for(var L=[],S=0;S<M.length;S++){var ja=M[S];I.isEdge(ja)&&t(ja)&& -(L.push(ja),ja=I.getTerminal(ja,!1));if(n(ja)){var ma=[];C.traverse(ja,!0,function(u,H){var P=null!=H&&C.isTreeEdge(H);P&&ma.push(H);(null==H||P)&&ma.push(u);return null==H||P});0<ma.length&&(L=L.concat(ma),ja=C.getIncomingTreeEdges(M[S]),M=M.concat(ja))}else null!=ja&&L.push(M[S])}M=L;return Z.apply(this,arguments)};F.hoverIcons.getStateAt=function(M,ka,L){return n(M.cell)?null:this.graph.view.getState(this.graph.getCellAt(ka,L))};var ca=C.duplicateCells;C.duplicateCells=function(M,ka){M=null!=M? -M:this.getSelectionCells();for(var L=M.slice(0),S=0;S<L.length;S++){var ja=C.view.getState(L[S]);if(null!=ja&&n(ja.cell)){var ma=C.getIncomingTreeEdges(ja.cell);for(ja=0;ja<ma.length;ja++)mxUtils.remove(ma[ja],M)}}this.model.beginUpdate();try{var u=ca.call(this,M,ka);if(u.length==M.length)for(S=0;S<M.length;S++)if(n(M[S])){var H=C.getIncomingTreeEdges(u[S]);ma=C.getIncomingTreeEdges(M[S]);if(0==H.length&&0<ma.length){var P=this.cloneCell(ma[0]);this.addEdge(P,C.getDefaultParent(),this.model.getTerminal(ma[0], -!0),u[S])}}}finally{this.model.endUpdate()}return u};var ba=C.moveCells;C.moveCells=function(M,ka,L,S,ja,ma,u){var H=null;this.model.beginUpdate();try{var P=ja,V=this.getCurrentCellStyle(ja);if(null!=M&&n(ja)&&"1"==mxUtils.getValue(V,"treeFolding","0")){for(var Q=0;Q<M.length;Q++)if(n(M[Q])||C.model.isEdge(M[Q])&&null==C.model.getTerminal(M[Q],!0)){ja=C.model.getParent(M[Q]);break}if(null!=P&&ja!=P&&null!=this.view.getState(M[0])){var da=C.getIncomingTreeEdges(M[0]);if(0<da.length){var ea=C.view.getState(C.model.getTerminal(da[0], -!0));if(null!=ea){var fa=C.view.getState(P);null!=fa&&(ka=(fa.getCenterX()-ea.getCenterX())/C.view.scale,L=(fa.getCenterY()-ea.getCenterY())/C.view.scale)}}}}H=ba.apply(this,arguments);if(null!=H&&null!=M&&H.length==M.length)for(Q=0;Q<H.length;Q++)if(this.model.isEdge(H[Q]))n(P)&&0>mxUtils.indexOf(H,this.model.getTerminal(H[Q],!0))&&this.model.setTerminal(H[Q],P,!0);else if(n(M[Q])&&(da=C.getIncomingTreeEdges(M[Q]),0<da.length))if(!S)n(P)&&0>mxUtils.indexOf(M,this.model.getTerminal(da[0],!0))&&this.model.setTerminal(da[0], -P,!0);else if(0==C.getIncomingTreeEdges(H[Q]).length){V=P;if(null==V||V==C.model.getParent(M[Q]))V=C.model.getTerminal(da[0],!0);S=this.cloneCell(da[0]);this.addEdge(S,C.getDefaultParent(),V,H[Q])}}finally{this.model.endUpdate()}return H};if(null!=F.sidebar){var Y=F.sidebar.dropAndConnect;F.sidebar.dropAndConnect=function(M,ka,L,S){var ja=C.model,ma=null;ja.beginUpdate();try{if(ma=Y.apply(this,arguments),n(M))for(var u=0;u<ma.length;u++)if(ja.isEdge(ma[u])&&null==ja.getTerminal(ma[u],!0)){ja.setTerminal(ma[u], -M,!0);var H=C.getCellGeometry(ma[u]);H.points=null;null!=H.getTerminalPoint(!0)&&H.setTerminalPoint(null,!0)}}finally{ja.endUpdate()}return ma}}var O={88:F.actions.get("selectChildren"),84:F.actions.get("selectSubtree"),80:F.actions.get("selectParent"),83:F.actions.get("selectSiblings")},la=F.onKeyDown;F.onKeyDown=function(M){try{if(C.isEnabled()&&!C.isEditing()&&n(C.getSelectionCell())&&1==C.getSelectionCount()){var ka=null;0<C.getIncomingTreeEdges(C.getSelectionCell()).length&&(9==M.which?ka=mxEvent.isShiftDown(M)? -g(C.getSelectionCell()):l(C.getSelectionCell()):13==M.which&&(ka=f(C.getSelectionCell(),!mxEvent.isShiftDown(M))));if(null!=ka&&0<ka.length)1==ka.length&&C.model.isEdge(ka[0])?C.setSelectionCell(C.model.getTerminal(ka[0],!1)):C.setSelectionCell(ka[ka.length-1]),null!=F.hoverIcons&&F.hoverIcons.update(C.view.getState(C.getSelectionCell())),C.startEditingAtCell(C.getSelectionCell()),mxEvent.consume(M);else if(mxEvent.isAltDown(M)&&mxEvent.isShiftDown(M)){var L=O[M.keyCode];null!=L&&(L.funct(M),mxEvent.consume(M))}else 37== -M.keyCode?(z(C.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(M)):38==M.keyCode?(z(C.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(M)):39==M.keyCode?(z(C.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(M)):40==M.keyCode&&(z(C.getSelectionCell(),mxConstants.DIRECTION_SOUTH),mxEvent.consume(M))}}catch(S){F.handleError(S)}mxEvent.isConsumed(M)||la.apply(this,arguments)};var aa=C.connectVertex;C.connectVertex=function(M,ka,L,S,ja,ma,u){var H=C.getIncomingTreeEdges(M); -if(n(M)){var P=d(M),V=P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST,Q=ka==mxConstants.DIRECTION_EAST||ka==mxConstants.DIRECTION_WEST;return P==ka||0==H.length?l(M,ka):V==Q?g(M):f(M,ka!=mxConstants.DIRECTION_NORTH&&ka!=mxConstants.DIRECTION_WEST)}return aa.apply(this,arguments)};C.getSubtree=function(M){var ka=[M];!D(M)&&!n(M)||E(M)||C.traverse(M,!0,function(L,S){var ja=null!=S&&C.isTreeEdge(S);ja&&0>mxUtils.indexOf(ka,S)&&ka.push(S);(null==S||ja)&&0>mxUtils.indexOf(ka,L)&&ka.push(L); -return null==S||ja});return ka};var ia=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){ia.apply(this,arguments);(D(this.state.cell)||n(this.state.cell))&&!E(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title","Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height= -"24px",this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(M){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(M),mxEvent.getClientY(M),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(M);this.graph.isMouseDown=!0;F.hoverIcons.reset();mxEvent.consume(M)})))};var X=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles= -function(){X.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var R=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(M){R.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.display=M?"":"none")};var sa=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy= -function(M,ka){sa.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var k=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var n=k.apply(this,arguments),D=this.graph;return n.concat([this.addEntry("tree container",function(){var t=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");t.vertex= -!0;var E=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');E.vertex=!0;var d=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);t.insert(f);t.insert(E);t.insert(d);return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var t=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;");t.vertex=!0;var E=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -E.vertex=!0;var d=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");f.geometry.relative=!0;f.edge=!0; -E.insertEdge(f,!0);d.insertEdge(f,!1);var g=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');g.vertex=!0;var l=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); -l.geometry.relative=!0;l.edge=!0;E.insertEdge(l,!0);g.insertEdge(l,!1);var q=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');q.vertex=!0;var z=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); -z.geometry.relative=!0;z.edge=!0;E.insertEdge(z,!0);q.insertEdge(z,!1);var F=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');F.vertex=!0;var C=new mxCell("",new mxGeometry(0, -0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");C.geometry.relative=!0;C.edge=!0;E.insertEdge(C,!0);F.insertEdge(C,!1);t.insert(f);t.insert(l);t.insert(z);t.insert(C);t.insert(E);t.insert(d);t.insert(g);t.insert(q);t.insert(F);return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var t=new mxCell("Central Idea",new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;'); -t.vertex=!0;return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var t=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);return sb.createVertexTemplateFromCells([t,E],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var t=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);return sb.createVertexTemplateFromCells([t,E],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree orgchart organization division",function(){var t=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -t.vertex=!0;var E=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(E,"treeRoot","1");E.vertex=!0;var d=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);var g=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');g.vertex=!0;var l=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -l.geometry.relative=!0;l.edge=!0;E.insertEdge(l,!0);g.insertEdge(l,!1);t.insert(f);t.insert(l);t.insert(E);t.insert(d);t.insert(g);return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree root",function(){var t=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(t,"treeRoot", -"1");t.vertex=!0;return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree division",function(){var t=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -E.geometry.setTerminalPoint(new mxPoint(0,0),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);return sb.createVertexTemplateFromCells([t,E],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree sub sections",function(){var t=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); -E.geometry.setTerminalPoint(new mxPoint(110,-40),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);var d=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");f.geometry.setTerminalPoint(new mxPoint(110,-40),!0);f.geometry.relative= -!0;f.edge=!0;d.insertEdge(f,!1);return sb.createVertexTemplateFromCells([E,f,t,d],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; -EditorUi.initMinimalTheme=function(){function b(O,la){if(EditorUi.windowed){var aa=O.editor.graph;aa.popupMenuHandler.hideMenu();if(null==O.formatWindow){la="1"==urlParams.sketch?Math.max(10,O.diagramContainer.clientWidth-241):Math.max(10,O.diagramContainer.clientWidth-248);var ia="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;aa="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,aa.container.clientHeight-10);O.formatWindow=new t(O,mxResources.get("format"),la,ia,240,aa,function(R){var sa= -O.createFormat(R);sa.init();O.addListener("darkModeChanged",mxUtils.bind(this,function(){sa.refresh()}));return sa});O.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){O.formatWindow.window.fit()}));O.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else O.formatWindow.window.setVisible(null!=la?la:!O.formatWindow.window.isVisible())}else{if(null==O.formatElt){O.formatElt=D();var X=O.createFormat(O.formatElt);X.init();O.formatElt.style.border="none";O.formatElt.style.width= -"240px";O.formatElt.style.borderLeft="1px solid gray";O.formatElt.style.right="0px";O.addListener("darkModeChanged",mxUtils.bind(this,function(){X.refresh()}))}aa=O.diagramContainer.parentNode;null!=O.formatElt.parentNode?(O.formatElt.parentNode.removeChild(O.formatElt),aa.style.right="0px"):(aa.parentNode.appendChild(O.formatElt),aa.style.right=O.formatElt.style.width)}}function e(O,la){function aa(sa,M){var ka=O.menus.get(sa);sa=R.addMenu(M,mxUtils.bind(this,function(){ka.funct.apply(this,arguments)})); -sa.style.cssText="position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;";sa.className="geTitle";la.appendChild(sa);return sa}var ia=document.createElement("div");ia.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";ia.className="geTitle";var X=document.createElement("span");X.style.fontSize="18px";X.style.marginRight= -"5px";X.innerHTML="+";ia.appendChild(X);mxUtils.write(ia,mxResources.get("moreShapes"));la.appendChild(ia);mxEvent.addListener(ia,"click",function(){O.actions.get("shapes").funct()});var R=new Menubar(O,la);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?ia.style.bottom="0":null!=O.actions.get("newLibrary")?(ia=document.createElement("div"),ia.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;", -ia.className="geTitle",X=document.createElement("span"),X.style.cssText="position:relative;top:6px;",mxUtils.write(X,mxResources.get("newLibrary")),ia.appendChild(X),la.appendChild(ia),mxEvent.addListener(ia,"click",O.actions.get("newLibrary").funct),ia=document.createElement("div"),ia.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",ia.className="geTitle",X=document.createElement("span"), -X.style.cssText="position:relative;top:6px;",mxUtils.write(X,mxResources.get("openLibrary")),ia.appendChild(X),la.appendChild(ia),mxEvent.addListener(ia,"click",O.actions.get("openLibrary").funct)):(ia=aa("newLibrary",mxResources.get("newLibrary")),ia.style.boxSizing="border-box",ia.style.paddingRight="6px",ia.style.paddingLeft="6px",ia.style.height="32px",ia.style.left="0",ia=aa("openLibraryFrom",mxResources.get("openLibraryFrom")),ia.style.borderLeft="1px solid lightgray",ia.style.boxSizing="border-box", -ia.style.paddingRight="6px",ia.style.paddingLeft="6px",ia.style.height="32px",ia.style.left="50%");la.appendChild(O.sidebar.container);la.style.overflow="hidden"}function k(O,la){if(EditorUi.windowed){var aa=O.editor.graph;aa.popupMenuHandler.hideMenu();if(null==O.sidebarWindow){la=Math.min(aa.container.clientWidth-10,218);var ia="1"==urlParams.embedInline?650:Math.min(aa.container.clientHeight-40,650);O.sidebarWindow=new t(O,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline? -66:10,"1"==urlParams.sketch&&"1"!=urlParams.embedInline?Math.max(30,(aa.container.clientHeight-ia)/2):56,la-6,ia-6,function(X){e(O,X)});O.sidebarWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){O.sidebarWindow.window.fit()}));O.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);O.sidebarWindow.window.setVisible(!0);isLocalStorage&&O.getLocalData("sidebar",function(X){O.sidebar.showEntries(X,null,!0)});O.restoreLibraries()}else O.sidebarWindow.window.setVisible(null!=la? -la:!O.sidebarWindow.window.isVisible())}else null==O.sidebarElt&&(O.sidebarElt=D(),e(O,O.sidebarElt),O.sidebarElt.style.border="none",O.sidebarElt.style.width="210px",O.sidebarElt.style.borderRight="1px solid gray"),aa=O.diagramContainer.parentNode,null!=O.sidebarElt.parentNode?(O.sidebarElt.parentNode.removeChild(O.sidebarElt),aa.style.left="0px"):(aa.parentNode.appendChild(O.sidebarElt),aa.style.left=O.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format|| -"undefined"===typeof window.Menus)window.uiTheme=null;else{var n=0;try{n=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(O){}var D=function(){var O=document.createElement("div");O.className="geSidebarContainer";O.style.position="absolute";O.style.width="100%";O.style.height="100%";O.style.border="1px solid whiteSmoke";O.style.overflowX="hidden";O.style.overflowY="auto";return O},t=function(O,la,aa,ia,X,R,sa){var M=D();sa(M);this.window=new mxWindow(la,M,aa, -ia,X,R,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);O.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(ka){null==ka&&(ka=window.event);return null!=ka&&O.isSelectionAllowed(ka)}))};Editor.checkmarkImage=Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src; -mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>'); -mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity= -"0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor="#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID; -EditorUi.prototype.setDarkMode=function(O){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetDarkMode(O);null==urlParams.dark&&(mxSettings.settings.darkMode=O,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))}),0)};var E=document.createElement("link");E.setAttribute("rel","stylesheet");E.setAttribute("href",STYLE_PATH+"/dark.css");E.setAttribute("charset","UTF-8");E.setAttribute("type", -"text/css");EditorUi.prototype.doSetDarkMode=function(O){if(Editor.darkMode!=O){var la=this.editor.graph;Editor.darkMode=O;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";la.view.gridColor=Editor.isDarkMode()?la.view.defaultDarkGridColor:la.view.defaultGridColor;la.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";la.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";la.shapeBackgroundColor=Editor.isDarkMode()? -Editor.darkColor:"#ffffff";la.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";la.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";la.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";la.loadStylesheet();null!=this.actions.layersWindow&&(O=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1), -this.actions.layersWindow.destroy(),this.actions.layersWindow=null,O&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=la.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor=la.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=la.shapeBackgroundColor; -Graph.prototype.shapeForegroundColor=la.shapeForegroundColor;Graph.prototype.defaultThemeName=la.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor:"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage= -Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;d.innerHTML=Editor.createMinimalCss();Editor.darkMode?null==E.parentNode&&document.getElementsByTagName("head")[0].appendChild(E):null!=E.parentNode&&E.parentNode.removeChild(E)}};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+ -(Editor.isDarkMode()?"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": -"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()?"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ -(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ -(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ -(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ -(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};var d=document.createElement("style");d.type="text/css";d.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(d);Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var f=EditorUi.prototype.updateTabContainer; -EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");f.apply(this,arguments)};var g=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){g.apply(this,arguments);this.menus.get("save").setEnabled(null!=this.getCurrentFile()||"1"==urlParams.embed)};var l=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(O, -la){null!=la.shortcut&&900>n&&!mxClient.IS_IOS?O.firstChild.nextSibling.setAttribute("title",la.shortcut):l.apply(this,arguments)};var q=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){q.apply(this,arguments);if(null!=this.userElement){var O=this.userElement;O.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+O.style.display;O.className="geToolbarButton";O.innerText="";O.style.backgroundImage="url("+Editor.userImage+")";O.style.backgroundPosition= -"center center";O.style.backgroundRepeat="no-repeat";O.style.backgroundSize="24px 24px";O.style.height="24px";O.style.width="24px";O.style.cssFloat="right";O.setAttribute("title",mxResources.get("changeUser"));if("none"!=O.style.display){O.style.display="inline-block";var la=this.getCurrentFile();if(null!=la&&la.isRealtimeEnabled()&&la.isRealtimeSupported()){var aa=document.createElement("img");aa.setAttribute("border","0");aa.style.position="absolute";aa.style.left="18px";aa.style.top="2px";aa.style.width= -"12px";aa.style.height="12px";var ia=la.getRealtimeError();la=la.getRealtimeState();var X=mxResources.get("realtimeCollaboration");1==la?(aa.src=Editor.syncImage,X+=" ("+mxResources.get("online")+")"):(aa.src=Editor.syncProblemImage,X=null!=ia&&null!=ia.message?X+(" ("+ia.message+")"):X+(" ("+mxResources.get("disconnected")+")"));aa.setAttribute("title",X);O.style.paddingRight="4px";O.appendChild(aa)}}}};var z=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){z.apply(this, -arguments);if(null!=this.shareButton){var O=this.shareButton;O.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";O.className="geToolbarButton";O.innerText="";O.style.backgroundImage="url("+Editor.shareImage+")";O.style.backgroundPosition="center center";O.style.backgroundRepeat="no-repeat";O.style.backgroundSize="24px 24px";O.style.height="24px";O.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&& -(this.buttonContainer.style.marginTop="-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var O=document.createElement("div");O.style.display="inline-block";O.style.position="relative";O.style.marginTop="6px";O.style.marginRight="4px";var la=document.createElement("a");la.className="geMenuItem gePrimaryBtn";la.style.marginLeft="8px";la.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!= -urlParams.saveAndExit){var aa="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(la,aa);la.setAttribute("title",aa);mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));O.appendChild(la)}}else mxUtils.write(la,mxResources.get("save")),la.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})), -O.appendChild(la),"1"==urlParams.saveAndExit&&(la=document.createElement("a"),mxUtils.write(la,mxResources.get("saveAndExit")),la.setAttribute("title",mxResources.get("saveAndExit")),la.className="geMenuItem",la.style.marginLeft="6px",la.style.padding="6px",mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),O.appendChild(la));"1"!=urlParams.noExitBtn&&(la=document.createElement("a"),aa="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"), -mxUtils.write(la,aa),la.setAttribute("title",aa),la.className="geMenuItem",la.style.marginLeft="6px",la.style.padding="6px",mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),O.appendChild(la));this.buttonContainer.appendChild(O);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var F=Sidebar.prototype.getTooltipOffset;Sidebar.prototype.getTooltipOffset=function(O,la){if(null==this.editorUi.sidebarWindow|| -mxUtils.isAncestorNode(this.editorUi.picker,O)){var aa=mxUtils.getOffset(this.editorUi.picker);aa.x+=this.editorUi.picker.offsetWidth+4;aa.y+=O.offsetTop-la.height/2+16;return aa}var ia=F.apply(this,arguments);aa=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);ia.x+=aa.x-16;ia.y+=aa.y;return ia};var C=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(O,la,aa){var ia=this.editorUi.editor.graph;O.smartSeparators=!0;C.apply(this,arguments);"1"==urlParams.sketch?ia.isEnabled()&& -(O.addSeparator(),1==ia.getSelectionCount()&&this.addMenuItems(O,["-","lockUnlock"],null,aa)):1==ia.getSelectionCount()?(ia.isCellFoldable(ia.getSelectionCell())&&this.addMenuItems(O,ia.isCellCollapsed(la)?["expand"]:["collapse"],null,aa),this.addMenuItems(O,["collapsible","-","lockUnlock","enterGroup"],null,aa),O.addSeparator(),this.addSubmenu("layout",O)):ia.isSelectionEmpty()&&ia.isEnabled()?(O.addSeparator(),this.addMenuItems(O,["editData"],null,aa),O.addSeparator(),this.addSubmenu("layout",O), -this.addSubmenu("insert",O),this.addMenuItems(O,["-","exitGroup"],null,aa)):ia.isEnabled()&&this.addMenuItems(O,["-","lockUnlock"],null,aa)};var I=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(O,la,aa){I.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(O,["copyAsImage"],null,aa)};EditorUi.prototype.toggleFormatPanel=function(O){null!=this.formatWindow?this.formatWindow.window.setVisible(null!=O?O:!this.formatWindow.window.isVisible()): -b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var G=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1),this.actions.outlineWindow.window.destroy(), -this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow=null);null!=this.menus.findReplaceWindow&& -(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow=null);G.apply(this,arguments)};var Z=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(O){Z.apply(this,arguments);if(O){var la=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=la&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0);null!=this.formatWindow&&(1E3<=la||"1"== -urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1),null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var ca=Menus.prototype.init;Menus.prototype.init=function(){ca.apply(this,arguments);var O=this.editorUi,la=O.editor.graph;O.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";O.actions.get("createShape").label=mxResources.get("shape")+ -"...";O.actions.get("outline").label=mxResources.get("outline")+"...";O.actions.get("layers").label=mxResources.get("layers")+"...";O.actions.get("tags").label=mxResources.get("tags")+"...";O.actions.get("comments").label=mxResources.get("comments")+"...";var aa=O.actions.put("toggleDarkMode",new Action(mxResources.get("dark"),function(L){O.setDarkMode(!Editor.darkMode)}));aa.setToggleAction(!0);aa.setSelectedCallback(function(){return Editor.isDarkMode()});aa=O.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"), -function(L){O.setSketchMode(!Editor.sketchMode)}));aa.setToggleAction(!0);aa.setSelectedCallback(function(){return Editor.sketchMode});aa=O.actions.put("togglePagesVisible",new Action(mxResources.get("pages"),function(L){O.setPagesVisible(!Editor.pagesVisible)}));aa.setToggleAction(!0);aa.setSelectedCallback(function(){return Editor.pagesVisible});O.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){la.popupMenuHandler.hideMenu();O.showImportCsvDialog()}));O.actions.put("importText", -new Action(mxResources.get("text")+"...",function(){var L=new ParseDialog(O,"Insert from Text");O.showDialog(L.container,620,420,!0,!1);L.init()}));O.actions.put("formatSql",new Action(mxResources.get("formatSql")+"...",function(){var L=new ParseDialog(O,"Insert from Text","formatSql");O.showDialog(L.container,620,420,!0,!1);L.init()}));O.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){k(O)},null,null,Editor.ctrlKey+"+Shift+K")); -O.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(O)})).shortcut=O.actions.get("formatPanel").shortcut;EditorUi.enablePlantUml&&!O.isOffline()&&O.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var L=new ParseDialog(O,mxResources.get("plantUml")+"...","plantUml");O.showDialog(L.container,620,420,!0,!1);L.init()}));O.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var L=new ParseDialog(O,mxResources.get("mermaid")+ -"...","mermaid");O.showDialog(L.container,620,420,!0,!1);L.init()}));var ia=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this,function(L,S){var ja=this.editorUi.editor.graph,ma=ja.getSelectionCell();ia.call(this,L,ma,null,S);this.addMenuItems(L,["editTooltip"],S);ja.model.isVertex(ma)&&this.addMenuItems(L,["editGeometry"],S);this.addMenuItems(L,["-","edit"],S)})));this.addPopupMenuCellEditItems=function(L,S,ja,ma){L.addSeparator();this.addSubmenu("editCell",L,ma,mxResources.get("edit"))}; -this.put("file",new Menu(mxUtils.bind(this,function(L,S){var ja=O.getCurrentFile();O.menus.addMenuItems(L,["new"],S);O.menus.addSubmenu("openFrom",L,S);isLocalStorage&&this.addSubmenu("openRecent",L,S);L.addSeparator(S);null!=ja&&ja.constructor==DriveFile?O.menus.addMenuItems(L,["save","rename","makeCopy","moveToFolder"],S):(O.menus.addMenuItems(L,["save","saveAs","-","rename"],S),O.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(L,["upload"],S): -O.menus.addMenuItems(L,["makeCopy"],S));L.addSeparator(S);null!=ja&&(ja.isRevisionHistorySupported()&&O.menus.addMenuItems(L,["revisionHistory"],S),ja.constructor==DriveFile&&O.menus.addMenuItems(L,["openFolder"],S),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||ja.constructor==LocalFile&&null==ja.fileHandle||O.menus.addMenuItems(L,["synchronize"],S));O.menus.addMenuItems(L,["autosave"],S);if(null!=ja){L.addSeparator(S);"1"==urlParams.sketch&&O.commentsSupported()&&O.menus.addMenuItems(L,["comments"], -S);if(null!=O.fileNode&&"1"!=urlParams.embedInline){var ma=null!=ja.getTitle()?ja.getTitle():O.defaultFilename;(ja.constructor==DriveFile&&null!=ja.sync&&ja.sync.isConnected()||!/(\.html)$/i.test(ma)&&!/(\.svg)$/i.test(ma))&&this.addMenuItems(L,["properties"],S)}ja.constructor==DriveFile&&O.menus.addMenuItems(L,["share"],S)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(L,S){var ja=O.getCurrentFile();O.menus.addSubmenu("extras",L,S,mxResources.get("preferences"));L.addSeparator(S);if(mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp)O.menus.addMenuItems(L,"new open - synchronize - save saveAs -".split(" "),S);else if("1"==urlParams.embed||O.mode==App.MODE_ATLAS){"1"!=urlParams.noSaveBtn&&"1"!=urlParams.embedInline&&O.menus.addMenuItems(L,["-","save"],S);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||O.mode==App.MODE_ATLAS)O.menus.addMenuItems(L,["saveAndExit"],S),null!=ja&&ja.isRevisionHistorySupported()&&O.menus.addMenuItems(L,["revisionHistory"],S);L.addSeparator(S)}else O.mode== -App.MODE_ATLAS?O.menus.addMenuItems(L,["save","synchronize","-"],S):"1"!=urlParams.noFileMenu&&("1"!=urlParams.sketch?(O.menus.addMenuItems(L,["new"],S),O.menus.addSubmenu("openFrom",L,S),isLocalStorage&&this.addSubmenu("openRecent",L,S),L.addSeparator(S),null!=ja&&(ja.constructor==DriveFile&&O.menus.addMenuItems(L,["share"],S),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||ja.constructor==LocalFile||O.menus.addMenuItems(L,["synchronize"],S)),L.addSeparator(S),O.menus.addSubmenu("save",L,S)):O.menus.addSubmenu("file", -L,S));O.menus.addSubmenu("exportAs",L,S);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?O.menus.addMenuItems(L,["import"],S):"1"!=urlParams.noFileMenu&&O.menus.addSubmenu("importFrom",L,S);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!O.commentsSupported()||O.menus.addMenuItems(L,["-","comments"],S);O.menus.addMenuItems(L,"- findReplace layers tags - pageSetup".split(" "),S);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||O.menus.addMenuItems(L,["print"], -S);"1"!=urlParams.sketch&&null!=ja&&null!=O.fileNode&&"1"!=urlParams.embedInline&&(ja=null!=ja.getTitle()?ja.getTitle():O.defaultFilename,/(\.html)$/i.test(ja)||/(\.svg)$/i.test(ja)||this.addMenuItems(L,["-","properties"]));L.addSeparator(S);O.menus.addSubmenu("help",L,S);"1"==urlParams.embed||O.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||O.mode==App.MODE_ATLAS)&&O.menus.addMenuItems(L,["-","exit"],S):"1"!=urlParams.noFileMenu&&O.menus.addMenuItems(L,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this, -function(L,S){var ja=O.getCurrentFile();null!=ja&&ja.constructor==DriveFile?O.menus.addMenuItems(L,["save","makeCopy","-","rename","moveToFolder"],S):(O.menus.addMenuItems(L,["save","saveAs","-","rename"],S),O.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(L,["upload"],S):O.menus.addMenuItems(L,["makeCopy"],S));O.menus.addMenuItems(L,["-","autosave"],S);null!=ja&&ja.isRevisionHistorySupported()&&O.menus.addMenuItems(L,["-","revisionHistory"],S)}))); -var X=this.get("exportAs");this.put("exportAs",new Menu(mxUtils.bind(this,function(L,S){X.funct(L,S);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||O.menus.addMenuItems(L,["publishLink"],S);O.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(L.addSeparator(S),O.menus.addSubmenu("embed",L,S))})));var R=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(L,S){O.menus.addInsertTableCellItem(L,S)})));if("1"==urlParams.sketch){var sa=this.get("units");this.put("units",new Menu(mxUtils.bind(this, -function(L,S){sa.funct(L,S);this.addMenuItems(L,["-","pageScale","-","ruler"],S)})))}this.put("extras",new Menu(mxUtils.bind(this,function(L,S){null!=R&&O.menus.addSubmenu("language",L,S);"1"!=urlParams.embed&&"1"!=urlParams.extAuth&&O.mode!=App.MODE_ATLAS&&O.menus.addSubmenu("theme",L,S);O.menus.addSubmenu("units",L,S);L.addSeparator(S);"1"!=urlParams.sketch&&O.menus.addMenuItems(L,"pageScale ruler scrollbars - tooltips copyConnect collapseExpand".split(" "),S);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&& -"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&O.mode!=App.MODE_ATLAS&&O.menus.addMenuItems(L,["-","showStartScreen","search","scratchpad"],S);L.addSeparator(S);"1"==urlParams.sketch?O.menus.addMenuItems(L,"configuration - copyConnect collapseExpand tooltips -".split(" "),S):(O.mode!=App.MODE_ATLAS&&O.menus.addMenuItem(L,"configuration",S),!O.isOfflineApp()&&isLocalStorage&&O.mode!=App.MODE_ATLAS&&O.menus.addMenuItem(L,"plugins",S));EditorUi.isElectronApp&&O.menus.addMenuItems(L,["-", -"spellCheck","autoBkp","drafts","-"],S);var ja=O.getCurrentFile();null!=ja&&ja.isRealtimeEnabled()&&ja.isRealtimeSupported()&&this.addMenuItems(L,["-","showRemoteCursors","shareCursor","-"],S);L.addSeparator(S);("1"!=urlParams.embedInline&&Editor.isDarkMode()||!mxClient.IS_IE&&!mxClient.IS_IE11)&&this.addMenuItems(L,["toggleDarkMode"],S);L.addSeparator(S)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(L,S){O.menus.addMenuItems(L,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "), -S)})));mxUtils.bind(this,function(){var L=this.get("insert"),S=L.funct;L.funct=function(ja,ma){"1"==urlParams.sketch?(O.insertTemplateEnabled&&!O.isOffline()&&O.menus.addMenuItems(ja,["insertTemplate"],ma),O.menus.addMenuItems(ja,["insertImage","insertLink","-"],ma),O.menus.addSubmenu("insertAdvanced",ja,ma,mxResources.get("advanced")),O.menus.addSubmenu("layout",ja,ma)):(S.apply(this,arguments),O.menus.addSubmenu("table",ja,ma))}})();var M="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "), -ka=function(L,S,ja,ma){L.addItem(ja,null,mxUtils.bind(this,function(){var u=new CreateGraphDialog(O,ja,ma);O.showDialog(u.container,620,420,!0,!1);u.init()}),S)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(L,S){for(var ja=0;ja<M.length;ja++)"-"==M[ja]?L.addSeparator(S):ka(L,S,mxResources.get(M[ja])+"...",M[ja])})))};EditorUi.prototype.installFormatToolbar=function(O){var la=this.editor.graph,aa=document.createElement("div");aa.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;"; -la.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(ia,X){0<la.getSelectionCount()?(O.appendChild(aa),aa.innerHTML="Selected: "+la.getSelectionCount()):null!=aa.parentNode&&aa.parentNode.removeChild(aa)}))};var ba=!1;EditorUi.prototype.initFormatWindow=function(){if(!ba&&null!=this.formatWindow){ba=!0;this.formatWindow.window.setClosable(!1);var O=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){O.apply(this,arguments);this.minimized? -(this.div.style.width="90px",this.table.style.width="90px",this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(la){mxEvent.getSource(la)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var Y=EditorUi.prototype.init;EditorUi.prototype.init= -function(){function O(za,Ba,Ca){var ya=R.menus.get(za),Ga=L.addMenu(mxResources.get(za),mxUtils.bind(this,function(){ya.funct.apply(this,arguments)}),ka);Ga.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";Ga.style.display="inline-block";Ga.style.boxSizing="border-box";Ga.style.top="6px";Ga.style.marginRight="6px";Ga.style.height="30px";Ga.style.paddingTop="6px";Ga.style.paddingBottom="6px";Ga.style.cursor="pointer";Ga.setAttribute("title",mxResources.get(za));R.menus.menuCreated(ya, -Ga,"geMenuItem");null!=Ca?(Ga.style.backgroundImage="url("+Ca+")",Ga.style.backgroundPosition="center center",Ga.style.backgroundRepeat="no-repeat",Ga.style.backgroundSize="24px 24px",Ga.style.width="34px",Ga.innerText=""):Ba||(Ga.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",Ga.style.backgroundPosition="right 6px center",Ga.style.backgroundRepeat="no-repeat",Ga.style.paddingRight="22px");return Ga}function la(za,Ba,Ca,ya,Ga,Za){var Pa=document.createElement("a");Pa.className= -"1"==urlParams.sketch?"geToolbarButton":"geMenuItem";Pa.style.display="inline-block";Pa.style.boxSizing="border-box";Pa.style.height="30px";Pa.style.padding="6px";Pa.style.position="relative";Pa.style.verticalAlign="top";Pa.style.top="0px";"1"==urlParams.sketch&&(Pa.style.borderStyle="none",Pa.style.boxShadow="none",Pa.style.padding="6px",Pa.style.margin="0px");null!=R.statusContainer?M.insertBefore(Pa,R.statusContainer):M.appendChild(Pa);null!=Za?(Pa.style.backgroundImage="url("+Za+")",Pa.style.backgroundPosition= -"center center",Pa.style.backgroundRepeat="no-repeat",Pa.style.backgroundSize="24px 24px",Pa.style.width="34px"):mxUtils.write(Pa,za);mxEvent.addListener(Pa,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(fb){fb.preventDefault()}));mxEvent.addListener(Pa,"click",function(fb){"disabled"!=Pa.getAttribute("disabled")&&Ba(fb);mxEvent.consume(fb)});null==Ca&&(Pa.style.marginRight="4px");null!=ya&&Pa.setAttribute("title",ya);null!=Ga&&(za=function(){Ga.isEnabled()?(Pa.removeAttribute("disabled"), -Pa.style.cursor="pointer"):(Pa.setAttribute("disabled","disabled"),Pa.style.cursor="default")},Ga.addListener("stateChanged",za),sa.addListener("enabledChanged",za),za());return Pa}function aa(za,Ba,Ca){Ca=document.createElement("div");Ca.className="geMenuItem";Ca.style.display="inline-block";Ca.style.verticalAlign="top";Ca.style.marginRight="6px";Ca.style.padding="0 4px 0 4px";Ca.style.height="30px";Ca.style.position="relative";Ca.style.top="0px";"1"==urlParams.sketch&&(Ca.style.boxShadow="none"); -for(var ya=0;ya<za.length;ya++)null!=za[ya]&&("1"==urlParams.sketch&&(za[ya].style.padding="10px 8px",za[ya].style.width="30px"),za[ya].style.margin="0px",za[ya].style.boxShadow="none",Ca.appendChild(za[ya]));null!=Ba&&mxUtils.setOpacity(Ca,Ba);null!=R.statusContainer&&"1"!=urlParams.sketch?M.insertBefore(Ca,R.statusContainer):M.appendChild(Ca);return Ca}function ia(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(da.style.left=58>Q.offsetTop-Q.offsetHeight/2?"70px":"10px");else{for(var za= -M.firstChild;null!=za;){var Ba=za.nextSibling;"geMenuItem"!=za.className&&"geItem"!=za.className||za.parentNode.removeChild(za);za=Ba}ka=M.firstChild;n=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;za=1E3>n||"1"==urlParams.sketch;var Ca=null;za||(Ca=O("diagram"));Ba=za?O("diagram",null,Editor.menuImage):null;null!=Ba&&(Ca=Ba);aa([Ca,la(mxResources.get("shapes"),R.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),R.actions.get("image"),za?Editor.shapesImage: -null),la(mxResources.get("format"),R.actions.get("toggleFormat").funct,null,mxResources.get("format")+" ("+R.actions.get("formatPanel").shortcut+")",R.actions.get("image"),za?Editor.formatImage:null)],za?60:null);Ba=O("insert",!0,za?P:null);aa([Ba,la(mxResources.get("delete"),R.actions.get("delete").funct,null,mxResources.get("delete"),R.actions.get("delete"),za?Editor.trashImage:null)],za?60:null);411<=n&&(aa([cb,$a],60),520<=n&&aa([na,640<=n?la("",Ra.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+ -" +)",Ra,Editor.zoomInImage):null,640<=n?la("",Oa.funct,!0,mxResources.get("zoomOut")+" ("+Editor.ctrlKey+" -)",Oa,Editor.zoomOutImage):null],60))}null!=Ca&&(mxEvent.disableContextMenu(Ca),mxEvent.addGestureListeners(Ca,mxUtils.bind(this,function(ya){(mxEvent.isShiftDown(ya)||mxEvent.isAltDown(ya)||mxEvent.isMetaDown(ya)||mxEvent.isControlDown(ya)||mxEvent.isPopupTrigger(ya))&&R.appIconClicked(ya)}),null,null));Ba=R.menus.get("language");null!=Ba&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&& -600<=n&&"1"!=urlParams.sketch?(null==ra&&(Ba=L.addMenu("",Ba.funct),Ba.setAttribute("title",mxResources.get("language")),Ba.className="geToolbarButton",Ba.style.backgroundImage="url("+Editor.globeImage+")",Ba.style.backgroundPosition="center center",Ba.style.backgroundRepeat="no-repeat",Ba.style.backgroundSize="24px 24px",Ba.style.position="absolute",Ba.style.height="24px",Ba.style.width="24px",Ba.style.zIndex="1",Ba.style.right="8px",Ba.style.cursor="pointer",Ba.style.top="1"==urlParams.embed?"12px": -"11px",M.appendChild(Ba),ra=Ba),R.buttonContainer.style.paddingRight="34px"):(R.buttonContainer.style.paddingRight="4px",null!=ra&&(ra.parentNode.removeChild(ra),ra=null))}Y.apply(this,arguments);"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches);var X=document.createElement("div");X.style.cssText= -"position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";X.style.bottom="1"!=urlParams.embed||"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(X);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&& -1E3<=n||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])k(this,!0),null!=this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var R=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==R.embedViewport)mxUtils.fit(this.div);else{var za=parseInt(this.div.offsetLeft),Ba=parseInt(this.div.offsetWidth),Ca=R.embedViewport.x+R.embedViewport.width, -ya=parseInt(this.div.offsetTop),Ga=parseInt(this.div.offsetHeight),Za=R.embedViewport.y+R.embedViewport.height;this.div.style.left=Math.max(R.embedViewport.x,Math.min(za,Ca-Ba))+"px";this.div.style.top=Math.max(R.embedViewport.y,Math.min(ya,Za-Ga))+"px";this.div.style.height=Math.min(R.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(R.embedViewport.width,parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&& -("1"==urlParams.sketch||1E3<=n)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(),X=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>n||708>X)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));R=this;var sa=R.editor.graph;R.toolbar=this.createToolbar(R.createDiv("geToolbar"));R.defaultLibraryName=mxResources.get("untitledLibrary"); -var M=document.createElement("div");M.className="geMenubarContainer";var ka=null,L=new Menubar(R,M);R.statusContainer=R.createStatusContainer();R.statusContainer.style.position="relative";R.statusContainer.style.maxWidth="";R.statusContainer.style.marginTop="7px";R.statusContainer.style.marginLeft="6px";R.statusContainer.style.color="gray";R.statusContainer.style.cursor="default";var S=R.hideCurrentMenu;R.hideCurrentMenu=function(){S.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()}; -var ja=R.descriptorChanged;R.descriptorChanged=function(){ja.apply(this,arguments);var za=R.getCurrentFile();if(null!=za&&null!=za.getTitle()){var Ba=za.getMode();"google"==Ba?Ba="googleDrive":"github"==Ba?Ba="gitHub":"gitlab"==Ba?Ba="gitLab":"onedrive"==Ba&&(Ba="oneDrive");Ba=mxResources.get(Ba);M.setAttribute("title",za.getTitle()+(null!=Ba?" ("+Ba+")":""))}else M.removeAttribute("title")};R.setStatusText(R.editor.getStatus());M.appendChild(R.statusContainer);R.buttonContainer=document.createElement("div"); -R.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;";M.appendChild(R.buttonContainer);R.menubarContainer=R.buttonContainer;R.tabContainer=document.createElement("div");R.tabContainer.className="geTabContainer";R.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;";X=R.diagramContainer.parentNode;var ma=document.createElement("div"); -ma.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";R.diagramContainer.style.top="1"==urlParams.sketch?"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){ma.style.top="20px";R.titlebar=document.createElement("div");R.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var u=document.createElement("div");u.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;"; -R.titlebar.appendChild(u);X.appendChild(R.titlebar)}u=R.menus.get("viewZoom");var H=u.funct;u.funct=function(za,Ba){H.apply(this,arguments);R.menus.addMenuItems(za,["-","outline","-","fullscreen","toggleDarkMode"],Ba)};var P="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,V="1"==urlParams.sketch?document.createElement("div"):null,Q="1"==urlParams.sketch?document.createElement("div"):null,da="1"==urlParams.sketch?document.createElement("div"):null,ea=mxUtils.bind(this,function(){null!=this.sidebar&& -this.sidebar.refresh();sa.refresh();sa.view.validateBackground()});R.addListener("darkModeChanged",ea);R.addListener("sketchModeChanged",ea);var fa=mxUtils.bind(this,function(){if(Editor.inlineFullscreen)da.style.left="10px",da.style.top="10px",Q.style.left="10px",Q.style.top="60px",V.style.top="10px",V.style.right="12px",V.style.left="",R.diagramContainer.setAttribute("data-bounds",R.diagramContainer.style.top+" "+R.diagramContainer.style.left+" "+R.diagramContainer.style.width+" "+R.diagramContainer.style.height), -R.diagramContainer.style.top="0px",R.diagramContainer.style.left="0px",R.diagramContainer.style.bottom="0px",R.diagramContainer.style.right="0px",R.diagramContainer.style.width="",R.diagramContainer.style.height="";else{var za=R.diagramContainer.getAttribute("data-bounds");if(null!=za){R.diagramContainer.style.background="transparent";R.diagramContainer.removeAttribute("data-bounds");var Ba=sa.getGraphBounds();za=za.split(" ");R.diagramContainer.style.top=za[0];R.diagramContainer.style.left=za[1]; -R.diagramContainer.style.width=Ba.width+50+"px";R.diagramContainer.style.height=Ba.height+46+"px";R.diagramContainer.style.bottom="";R.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:R.diagramContainer.getBoundingClientRect()}),"*");R.refresh()}da.style.left=R.diagramContainer.offsetLeft+"px";da.style.top=R.diagramContainer.offsetTop-da.offsetHeight-4+"px";Q.style.display="";Q.style.left=R.diagramContainer.offsetLeft-Q.offsetWidth-4+"px"; -Q.style.top=R.diagramContainer.offsetTop+"px";V.style.left=R.diagramContainer.offsetLeft+R.diagramContainer.offsetWidth-V.offsetWidth+"px";V.style.top=da.style.top;V.style.right="";R.bottomResizer.style.left=R.diagramContainer.offsetLeft+(R.diagramContainer.offsetWidth-R.bottomResizer.offsetWidth)/2+"px";R.bottomResizer.style.top=R.diagramContainer.offsetTop+R.diagramContainer.offsetHeight-R.bottomResizer.offsetHeight/2-1+"px";R.rightResizer.style.left=R.diagramContainer.offsetLeft+R.diagramContainer.offsetWidth- -R.rightResizer.offsetWidth/2-1+"px";R.rightResizer.style.top=R.diagramContainer.offsetTop+(R.diagramContainer.offsetHeight-R.bottomResizer.offsetHeight)/2+"px"}R.bottomResizer.style.visibility=Editor.inlineFullscreen?"hidden":"";R.rightResizer.style.visibility=R.bottomResizer.style.visibility;M.style.display="none";da.style.visibility="";V.style.visibility=""});ea=mxUtils.bind(this,function(){b(R,!0);R.initFormatWindow();var za=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(za.x+ -za.width+4,za.y)});R.addListener("editInlineStart",ea);"1"==urlParams.embedInline&&R.addListener("darkModeChanged",ea);R.addListener("editInlineStop",mxUtils.bind(this,function(za){R.diagramContainer.style.width="10px";R.diagramContainer.style.height="10px";R.diagramContainer.style.border="";R.bottomResizer.style.visibility="hidden";R.rightResizer.style.visibility="hidden";da.style.visibility="hidden";V.style.visibility="hidden";Q.style.display="none"}));if(null!=R.hoverIcons){var pa=R.hoverIcons.update; -R.hoverIcons.update=function(){sa.freehand.isDrawing()||pa.apply(this,arguments)}}if(null!=sa.freehand){var ua=sa.freehand.createStyle;sa.freehand.createStyle=function(za){return ua.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){Q.className="geToolbarContainer";V.className="geToolbarContainer";da.className="geToolbarContainer";M.className="geToolbarContainer";R.picker=Q;var qa=!1;"1"!=urlParams.embed&&"atlassian"!=R.getServiceName()&&(mxEvent.addListener(M,"mouseenter",function(){R.statusContainer.style.display= -"inline-block"}),mxEvent.addListener(M,"mouseleave",function(){qa||(R.statusContainer.style.display="none")}));var Da=mxUtils.bind(this,function(za){null!=R.notificationBtn&&(null!=za?R.notificationBtn.setAttribute("title",za):R.notificationBtn.removeAttribute("title"))});M.style.visibility=20>M.clientWidth?"hidden":"";R.editor.addListener("statusChanged",mxUtils.bind(this,function(){R.setStatusText(R.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=R.getServiceName())if(R.statusContainer.style.display= -"inline-block",qa=!0,1==R.statusContainer.children.length&&""==R.editor.getStatus())M.style.visibility="hidden";else{if(0==R.statusContainer.children.length||1==R.statusContainer.children.length&&"function"===typeof R.statusContainer.firstChild.getAttribute&&null==R.statusContainer.firstChild.getAttribute("class")){var za=null!=R.statusContainer.firstChild&&"function"===typeof R.statusContainer.firstChild.getAttribute?R.statusContainer.firstChild.getAttribute("title"):R.editor.getStatus();Da(za); -var Ba=R.getCurrentFile();Ba=null!=Ba?Ba.savingStatusKey:DrawioFile.prototype.savingStatusKey;za==mxResources.get(Ba)+"..."?(R.statusContainer.innerHTML='<img title="'+mxUtils.htmlEntities(mxResources.get(Ba))+'..."src="'+Editor.tailSpin+'">',R.statusContainer.style.display="inline-block",qa=!0):6<R.buttonContainer.clientWidth&&(R.statusContainer.style.display="none",qa=!1)}else R.statusContainer.style.display="inline-block",Da(null),qa=!0;M.style.visibility=20>M.clientWidth&&!qa?"hidden":""}})); -W=O("diagram",null,Editor.menuImage);W.style.boxShadow="none";W.style.padding="6px";W.style.margin="0px";da.appendChild(W);mxEvent.disableContextMenu(W);mxEvent.addGestureListeners(W,mxUtils.bind(this,function(za){(mxEvent.isShiftDown(za)||mxEvent.isAltDown(za)||mxEvent.isMetaDown(za)||mxEvent.isControlDown(za)||mxEvent.isPopupTrigger(za))&&this.appIconClicked(za)}),null,null);R.statusContainer.style.position="";R.statusContainer.style.display="none";R.statusContainer.style.margin="0px";R.statusContainer.style.padding= -"6px 0px";R.statusContainer.style.maxWidth=Math.min(n-240,280)+"px";R.statusContainer.style.display="inline-block";R.statusContainer.style.textOverflow="ellipsis";R.buttonContainer.style.position="";R.buttonContainer.style.paddingRight="0px";R.buttonContainer.style.display="inline-block";var Aa=document.createElement("a");Aa.style.padding="0px";Aa.style.boxShadow="none";Aa.className="geMenuItem";Aa.style.display="inline-block";Aa.style.width="40px";Aa.style.height="12px";Aa.style.marginBottom="-2px"; 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Please <a target=\'_blank\' href=\'{1}\'>{2}</a> and return to this tab to try to save again.\nerrorSendingFeedback=Error sending feedback.\nerrorUpdatingPreview=Error updating preview.\nexit=Exit\nexitGroup=Exit Group\nexpand=Expand\nexport=Export\nexporting=Exporting\nexportAs=Export as\nexportOptionsDisabled=Export options disabled\nexportOptionsDisabledDetails=The owner has disabled options to download, print or copy for commenters and viewers on this file.\nexternalChanges=External Changes\nextras=Extras\nfacebook=Facebook\nfailedToSaveTryReconnect=Failed to save, trying to reconnect\nfeatureRequest=Feature Request\nfeedback=Feedback\nfeedbackSent=Feedback successfully sent.\nfloorplans=Floorplans\nfile=File\nfileChangedOverwriteDialog=The file has been modified. Do you want to save the file and overwrite those changes?\nfileChangedSyncDialog=The file has been modified.\nfileChangedSync=The file has been modified. Click here to synchronize.\noverwrite=Overwrite\nsynchronize=Synchronize\nfilename=Filename\nfileExists=File already exists\nfileMovedToTrash=File was moved to trash\nfileNearlyFullSeeFaq=File nearly full, please see FAQ\nfileNotFound=File not found\nrepositoryNotFound=Repository not found\nfileNotFoundOrDenied=The file was not found. It does not exist or you do not have access.\nfileNotLoaded=File not loaded\nfileNotSaved=File not saved\nfileOpenLocation=How would you like to open these file(s)?\nfiletypeHtml=.html causes file to save as HTML with redirect to cloud URL\nfiletypePng=.png causes file to save as PNG with embedded data\nfiletypeSvg=.svg causes file to save as SVG with embedded data\nfileWillBeSavedInAppFolder={1} will be saved in the app folder.\nfill=Fill\nfillColor=Fill Color\nfilterCards=Filter Cards\nfind=Find\nfit=Fit\nfitContainer=Resize Container\nfitIntoContainer=Fit into Container\nfitPage=Fit Page\nfitPageWidth=Fit Page Width\nfitTo=Fit to\nfitToSheetsAcross=sheet(s) across\nfitToBy=by\nfitToSheetsDown=sheet(s) down\nfitTwoPages=Two Pages\nfitWindow=Fit Window\nflip=Flip\nflipH=Flip Horizontal\nflipV=Flip Vertical\nflowchart=Flowchart\nfolder=Folder\nfont=Font\nfontColor=Font Color\nfontFamily=Font Family\nfontSize=Font Size\nforbidden=You are not authorized to access this file\nformat=Format\nformatPanel=Format Panel\nformatted=Formatted\nformattedText=Formatted Text\nformatPng=PNG\nformatGif=GIF\nformatJpg=JPEG\nformatPdf=PDF\nformatSql=SQL\nformatSvg=SVG\nformatHtmlEmbedded=HTML\nformatSvgEmbedded=SVG (with XML)\nformatVsdx=VSDX\nformatVssx=VSSX\nformatXmlPlain=XML (Plain)\nformatXml=XML\nforum=Discussion/Help Forums\nfreehand=Freehand\nfromTemplate=From Template\nfromTemplateUrl=From Template URL\nfromText=From Text\nfromUrl=From URL\nfromThisPage=From this page\nfullscreen=Fullscreen\ngap=Gap\ngcp=GCP\ngeneral=General\ngetNotionChromeExtension=Get the Notion Chrome Extension\ngithub=GitHub\ngitlab=GitLab\ngliffy=Gliffy\nglobal=Global\ngoogleDocs=Google Docs\ngoogleDrive=Google Drive\ngoogleGadget=Google Gadget\ngooglePlus=Google+\ngoogleSharingNotAvailable=Sharing is only available via Google Drive. Please click Open below and share from the more actions menu:\ngoogleSlides=Google Slides\ngoogleSites=Google Sites\ngoogleSheets=Google Sheets\ngradient=Gradient\ngradientColor=Color\ngrid=Grid\ngridColor=Grid Color\ngridSize=Grid Size\ngroup=Group\nguides=Guides\nhateApp=I hate draw.io\nheading=Heading\nheight=Height\nhelp=Help\nhelpTranslate=Help us translate this application\nhide=Hide\nhideIt=Hide {1}\nhidden=Hidden\nhome=Home\nhorizontal=Horizontal\nhorizontalFlow=Horizontal Flow\nhorizontalTree=Horizontal Tree\nhowTranslate=How good is the translation in your language?\nhtml=HTML\nhtmlText=HTML Text\nid=ID\niframe=IFrame\nignore=Ignore\nimage=Image\nimageUrl=Image URL\nimages=Images\nimagePreviewError=This image couldn\'t be loaded for preview. Please check the URL.\nimageTooBig=Image too big\nimgur=Imgur\nimport=Import\nimportFrom=Import from\nincludeCopyOfMyDiagram=Include a copy of my diagram\nincreaseIndent=Increase Indent\ndecreaseIndent=Decrease Indent\ninsert=Insert\ninsertColumnBefore=Insert Column Left\ninsertColumnAfter=Insert Column Right\ninsertEllipse=Insert Ellipse\ninsertImage=Insert Image\ninsertHorizontalRule=Insert Horizontal Rule\ninsertLink=Insert Link\ninsertPage=Insert Page\ninsertRectangle=Insert Rectangle\ninsertRhombus=Insert Rhombus\ninsertRowBefore=Insert Row Above\ninsertRowAfter=Insert Row After\ninsertText=Insert Text\ninserting=Inserting\ninstallApp=Install App\ninvalidFilename=Diagram names must not contain the following characters: / | : ; { } < > & + ? = "\ninvalidLicenseSeeThisPage=Your license is invalid, please see this <a target="_blank" href="https://support.draw.io/display/DFCS/Licensing+your+draw.io+plugin">page</a>.\ninvalidInput=Invalid input\ninvalidName=Invalid name\ninvalidOrMissingFile=Invalid or missing file\ninvalidPublicUrl=Invalid public URL\nisometric=Isometric\nios=iOS\nitalic=Italic\nkennedy=Kennedy\nkeyboardShortcuts=Keyboard Shortcuts\nlabels=Labels\nlayers=Layers\nlandscape=Landscape\nlanguage=Language\nleanMapping=Lean Mapping\nlastChange=Last change {1} ago\nlessThanAMinute=less than a minute\nlicensingError=Licensing Error\nlicenseHasExpired=The license for {1} has expired on {2}. Click here.\nlicenseRequired=This feature requires draw.io to be licensed.\nlicenseWillExpire=The license for {1} will expire on {2}. Click here.\nlineJumps=Line jumps\nlinkAccountRequired=If the diagram is not public a Google account is required to view the link.\nlinkText=Link Text\nlist=List\nminute=minute\nminutes=minutes\nhours=hours\ndays=days\nmonths=months\nyears=years\nrestartForChangeRequired=Changes will take effect after a restart of the application.\nlaneColor=Lanecolor\nlastModified=Last modified\nlayout=Layout\nleft=Left\nleftAlign=Left Align\nleftToRight=Left to right\nlibraryTooltip=Drag and drop shapes here or click + to insert. Double click to edit.\nlightbox=Lightbox\nline=Line\nlineend=Line end\nlineheight=Line Height\nlinestart=Line start\nlinewidth=Linewidth\nlink=Link\nlinks=Links\nloading=Loading\nlockUnlock=Lock/Unlock\nloggedOut=Logged Out\nlogIn=log in\nloveIt=I love {1}\nlucidchart=Lucidchart\nmaps=Maps\nmathematicalTypesetting=Mathematical Typesetting\nmakeCopy=Make a Copy\nmanual=Manual\nmerge=Merge\nmermaid=Mermaid\nmicrosoftOffice=Microsoft Office\nmicrosoftExcel=Microsoft Excel\nmicrosoftPowerPoint=Microsoft PowerPoint\nmicrosoftWord=Microsoft Word\nmiddle=Middle\nminimal=Minimal\nmisc=Misc\nmockups=Mockups\nmodificationDate=Modification date\nmodifiedBy=Modified by\nmore=More\nmoreResults=More Results\nmoreShapes=More Shapes\nmove=Move\nmoveToFolder=Move to Folder\nmoving=Moving\nmoveSelectionTo=Move selection to {1}\nname=Name\nnavigation=Navigation\nnetwork=Network\nnetworking=Networking\nnew=New\nnewLibrary=New Library\nnextPage=Next Page\nno=No\nnoPickFolder=No, pick folder\nnoAttachments=No attachments found\nnoColor=No Color\nnoFiles=No Files\nnoFileSelected=No file selected\nnoLibraries=No libraries found\nnoMoreResults=No more results\nnone=None\nnoOtherViewers=No other viewers\nnoPlugins=No plugins\nnoPreview=No preview\nnoResponse=No response from server\nnoResultsFor=No results for \'{1}\'\nnoRevisions=No revisions\nnoSearchResults=No search results found\nnoPageContentOrNotSaved=No anchors found on this page or it hasn\'t been saved yet\nnormal=Normal\nnorth=North\nnotADiagramFile=Not a diagram file\nnotALibraryFile=Not a library file\nnotAvailable=Not available\nnotAUtf8File=Not a UTF-8 file\nnotConnected=Not connected\nnote=Note\nnotion=Notion\nnotSatisfiedWithImport=Not satisfied with the import?\nnotUsingService=Not using {1}?\nnumberedList=Numbered list\noffline=Offline\nok=OK\noneDrive=OneDrive\nonline=Online\nopacity=Opacity\nopen=Open\nopenArrow=Open Arrow\nopenExistingDiagram=Open Existing Diagram\nopenFile=Open File\nopenFrom=Open from\nopenLibrary=Open Library\nopenLibraryFrom=Open Library from\nopenLink=Open Link\nopenInNewWindow=Open in New Window\nopenInThisWindow=Open in This Window\nopenIt=Open {1}\nopenRecent=Open Recent\nopenSupported=Supported formats are files saved from this software (.xml), .vsdx and .gliffy\noptions=Options\norganic=Organic\norgChart=Org Chart\northogonal=Orthogonal\notherViewer=other viewer\notherViewers=other viewers\noutline=Outline\noval=Oval\npage=Page\npageContent=Page Content\npageNotFound=Page not found\npageWithNumber=Page-{1}\npages=Pages\npageView=Page View\npageSetup=Page Setup\npageScale=Page Scale\npan=Pan\npanTooltip=Space+Drag to pan\npaperSize=Paper Size\npattern=Pattern\nparallels=Parallels\npaste=Paste\npasteData=Paste Data\npasteHere=Paste here\npasteSize=Paste Size\npasteStyle=Paste Style\nperimeter=Perimeter\npermissionAnyone=Anyone can edit\npermissionAuthor=Owner and admins can edit\npickFolder=Pick a folder\npickLibraryDialogTitle=Select Library\npublicDiagramUrl=Public URL of the diagram\nplaceholders=Placeholders\nplantUml=PlantUML\nplugins=Plugins\npluginUrl=Plugin URL\npluginWarning=The page has requested to load the following plugin(s):\n \n {1}\n \n Would you like to load these plugin(s) now?\n \n NOTE : Only allow plugins to run if you fully understand the security implications of doing so.\n\nplusTooltip=Click to connect and clone (ctrl+click to clone, shift+click to connect). Drag to connect (ctrl+drag to clone).\nportrait=Portrait\nposition=Position\nposterPrint=Poster Print\npreferences=Preferences\npreview=Preview\npreviousPage=Previous Page\nprint=Print\nprintAllPages=Print All Pages\nprocEng=Proc. Eng.\nproject=Project\npriority=Priority\nproperties=Properties\npublish=Publish\nquickStart=Quick Start Video\nrack=Rack\nradial=Radial\nradialTree=Radial Tree\nreadOnly=Read-only\nreconnecting=Reconnecting\nrecentlyUpdated=Recently Updated\nrecentlyViewed=Recently Viewed\nrectangle=Rectangle\nredirectToNewApp=This file was created or modified in a newer version of this app. You will be redirected now.\nrealtimeTimeout=It looks like you\'ve made a few changes while offline. We\'re sorry, these changes cannot be saved.\nredo=Redo\nrefresh=Refresh\nregularExpression=Regular Expression\nrelative=Relative\nrelativeUrlNotAllowed=Relative URL not allowed\nrememberMe=Remember me\nrememberThisSetting=Remember this setting\nremoveFormat=Clear Formatting\nremoveFromGroup=Remove from Group\nremoveIt=Remove {1}\nremoveWaypoint=Remove Waypoint\nrename=Rename\nrenamed=Renamed\nrenameIt=Rename {1}\nrenaming=Renaming\nreplace=Replace\nreplaceIt={1} already exists. Do you want to replace it?\nreplaceExistingDrawing=Replace existing drawing\nrequired=required\nreset=Reset\nresetView=Reset View\nresize=Resize\nresizeLargeImages=Do you want to resize large images to make the application run faster?\nretina=Retina\nresponsive=Responsive\nrestore=Restore\nrestoring=Restoring\nretryingIn=Retrying in {1} second(s)\nretryingLoad=Load failed. Retrying...\nretryingLogin=Login time out. Retrying...\nreverse=Reverse\nrevision=Revision\nrevisionHistory=Revision History\nrhombus=Rhombus\nright=Right\nrightAlign=Right Align\nrightToLeft=Right to left\nrotate=Rotate\nrotateTooltip=Click and drag to rotate, click to turn shape only by 90 degrees\nrotation=Rotation\nrounded=Rounded\nsave=Save\nsaveAndExit=Save & Exit\nsaveAs=Save as\nsaveAsXmlFile=Save as XML file?\nsaved=Saved\nsaveDiagramFirst=Please save the diagram first\nsaveDiagramsTo=Save diagrams to\nsaveLibrary403=Insufficient permissions to edit this library\nsaveLibrary500=There was an error while saving the library\nsaveLibraryReadOnly=Could not save library while read-only mode is active\nsaving=Saving\nscratchpad=Scratchpad\nscrollbars=Scrollbars\nsearch=Search\nsearchShapes=Search Shapes\nselectAll=Select All\nselectionOnly=Selection Only\nselectCard=Select Card\nselectEdges=Select Edges\nselectFile=Select File\nselectFolder=Select Folder\nselectFont=Select Font\nselectNone=Select None\nselectTemplate=Select Template\nselectVertices=Select Vertices\nsendBackward=Send Backward\nsendMessage=Send\nsendYourFeedback=Send your feedback\nserviceUnavailableOrBlocked=Service unavailable or blocked\nsessionExpired=Your session has expired. Please refresh the browser window.\nsessionTimeoutOnSave=Your session has timed out and you have been disconnected from the Google Drive. Press OK to login and save.\nsetAsDefaultStyle=Set as Default Style\nshadow=Shadow\nshape=Shape\nshapes=Shapes\nshare=Share\nshareCursor=Share Mouse Cursor\nshareLink=Link for shared editing\nsharingAvailable=Sharing available for Google Drive and OneDrive files.\nsharp=Sharp\nshow=Show\nshowRemoteCursors=Show Remote Mouse Cursors\nshowStartScreen=Show Start Screen\nsidebarTooltip=Click to expand. Drag and drop shapes into the diagram. Shift+click to change selection. Alt+click to insert and connect.\nsigns=Signs\nsignOut=Sign out\nsimple=Simple\nsimpleArrow=Simple Arrow\nsimpleViewer=Simple Viewer\nsize=Size\nsketch=Sketch\nsnapToGrid=Snap to Grid\nsolid=Solid\nsourceSpacing=Source Spacing\nsouth=South\nsoftware=Software\nspace=Space\nspacing=Spacing\nspecialLink=Special Link\nstandard=Standard\nstartDrawing=Start drawing\nstopDrawing=Stop drawing\nstarting=Starting\nstraight=Straight\nstrikethrough=Strikethrough\nstrokeColor=Line Color\nstyle=Style\nsubscript=Subscript\nsummary=Summary\nsuperscript=Superscript\nsupport=Support\nswimlaneDiagram=Swimlane Diagram\nsysml=SysML\ntags=Tags\ntable=Table\ntables=Tables\ntakeOver=Take Over\ntargetSpacing=Target Spacing\ntemplate=Template\ntemplates=Templates\ntext=Text\ntextAlignment=Text Alignment\ntextOpacity=Text Opacity\ntheme=Theme\ntimeout=Timeout\ntitle=Title\nto=to\ntoBack=To Back\ntoFront=To Front\ntooLargeUseDownload=Too large, use download instead.\ntoolbar=Toolbar\ntooltips=Tooltips\ntop=Top\ntopAlign=Top Align\ntopLeft=Top Left\ntopRight=Top Right\ntransparent=Transparent\ntransparentBackground=Transparent Background\ntrello=Trello\ntryAgain=Try again\ntryOpeningViaThisPage=Try opening via this page\nturn=Rotate shape only by 90°\ntype=Type\ntwitter=Twitter\numl=UML\nunderline=Underline\nundo=Undo\nungroup=Ungroup\nunmerge=Unmerge\nunsavedChanges=Unsaved changes\nunsavedChangesClickHereToSave=Unsaved changes. Click here to save.\nuntitled=Untitled\nuntitledDiagram=Untitled Diagram\nuntitledLayer=Untitled Layer\nuntitledLibrary=Untitled Library\nunknownError=Unknown error\nupdateFile=Update {1}\nupdatingDocument=Updating Document. Please wait...\nupdatingPreview=Updating Preview. Please wait...\nupdatingSelection=Updating Selection. Please wait...\nupload=Upload\nurl=URL\nuseOffline=Use Offline\nuseRootFolder=Use root folder?\nuserManual=User Manual\nvertical=Vertical\nverticalFlow=Vertical Flow\nverticalTree=Vertical Tree\nview=View\nviewerSettings=Viewer Settings\nviewUrl=Link to view: {1}\nvoiceAssistant=Voice Assistant (beta)\nwarning=Warning\nwaypoints=Waypoints\nwest=West\nwidth=Width\nwiki=Wiki\nwordWrap=Word Wrap\nwritingDirection=Writing Direction\nyes=Yes\nyourEmailAddress=Your email address\nzoom=Zoom\nzoomIn=Zoom In\nzoomOut=Zoom Out\nbasic=Basic\nbusinessprocess=Business Processes\ncharts=Charts\nengineering=Engineering\nflowcharts=Flowcharts\ngmdl=Material Design\nmindmaps=Mindmaps\nmockups=Mockups\nnetworkdiagrams=Network Diagrams\nnothingIsSelected=Nothing is selected\nother=Other\nsoftwaredesign=Software Design\nvenndiagrams=Venn Diagrams\nwebEmailOrOther=Web, email or any other internet address\nwebLink=Web Link\nwireframes=Wireframes\nproperty=Property\nvalue=Value\nshowMore=Show More\nshowLess=Show Less\nmyDiagrams=My Diagrams\nallDiagrams=All Diagrams\nrecentlyUsed=Recently used\nlistView=List view\ngridView=Grid view\nresultsFor=Results for \'{1}\'\noneDriveCharsNotAllowed=The following characters are not allowed: ~ " # % * : < > ? / { | }\noneDriveInvalidDeviceName=The specified device name is invalid\nofficeNotLoggedOD=You are not logged in to OneDrive. Please open draw.io task pane and login first.\nofficeSelectSingleDiag=Please select a single draw.io diagram only without other contents.\nofficeSelectDiag=Please select a draw.io diagram.\nofficeCannotFindDiagram=Cannot find a draw.io diagram in the selection\nnoDiagrams=No diagrams found\nauthFailed=Authentication failed\nofficeFailedAuthMsg=Unable to successfully authenticate user or authorize application.\nconvertingDiagramFailed=Converting diagram failed\nofficeCopyImgErrMsg=Due to some limitations in the host application, the image could not be inserted. Please manually copy the image then paste it to the document.\ninsertingImageFailed=Inserting image failed\nofficeCopyImgInst=Instructions: Right-click the image below. Select "Copy image" from the context menu. Then, in the document, right-click and select "Paste" from the context menu.\nfolderEmpty=Folder is empty\nrecent=Recent\nsharedWithMe=Shared With Me\nsharepointSites=Sharepoint Sites\nerrorFetchingFolder=Error fetching folder items\nerrorAuthOD=Error authenticating to OneDrive\nofficeMainHeader=Adds draw.io diagrams to your document.\nofficeStepsHeader=This add-in performs the following steps:\nofficeStep1=Connects to Microsoft OneDrive, Google Drive or your device.\nofficeStep2=Select a draw.io diagram.\nofficeStep3=Insert the diagram into the document.\nofficeAuthPopupInfo=Please complete the authentication in the pop-up window.\nofficeSelDiag=Select draw.io Diagram:\nfiles=Files\nshared=Shared\nsharepoint=Sharepoint\nofficeManualUpdateInst=Instructions: Copy draw.io diagram from the document. Then, in the box below, right-click and select "Paste" from the context menu.\nofficeClickToEdit=Click icon to start editing:\npasteDiagram=Paste draw.io diagram here\nconnectOD=Connect to OneDrive\nselectChildren=Select Children\nselectSiblings=Select Siblings\nselectParent=Select Parent\nselectDescendants=Select Descendants\nlastSaved=Last saved {1} ago\nresolve=Resolve\nreopen=Re-open\nshowResolved=Show Resolved\nreply=Reply\nobjectNotFound=Object not found\nreOpened=Re-opened\nmarkedAsResolved=Marked as resolved\nnoCommentsFound=No comments found\ncomments=Comments\ntimeAgo={1} ago\nconfluenceCloud=Confluence Cloud\nlibraries=Libraries\nconfAnchor=Confluence Page Anchor\nconfTimeout=The connection has timed out\nconfSrvTakeTooLong=The server at {1} is taking too long to respond.\nconfCannotInsertNew=Cannot insert draw.io diagram to a new Confluence page\nconfSaveTry=Please save the page and try again.\nconfCannotGetID=Unable to determine page ID\nconfContactAdmin=Please contact your Confluence administrator.\nreadErr=Read Error\neditingErr=Editing Error\nconfExtEditNotPossible=This diagram cannot be edited externally. Please try editing it while editing the page\nconfEditedExt=Diagram/Page edited externally\ndiagNotFound=Diagram Not Found\nconfEditedExtRefresh=Diagram/Page is edited externally. Please refresh the page.\nconfCannotEditDraftDelOrExt=Cannot edit diagrams in a draft page, diagram is deleted from the page, or diagram is edited externally. Please check the page.\nretBack=Return back\nconfDiagNotPublished=The diagram does not belong to a published page\ncreatedByDraw=Created by draw.io\nfilenameShort=Filename too short\ninvalidChars=Invalid characters\nalreadyExst={1} already exists\ndraftReadErr=Draft Read Error\ndiagCantLoad=Diagram cannot be loaded\ndraftWriteErr=Draft Write Error\ndraftCantCreate=Draft could not be created\nconfDuplName=Duplicate diagram name detected. Please pick another name.\nconfSessionExpired=Looks like your session expired. Log in again to keep working.\nlogin=Login\ndrawPrev=draw.io preview\ndrawDiag=draw.io diagram\ninvalidCallFnNotFound=Invalid Call: {1} not found\ninvalidCallErrOccured=Invalid Call: An error occurred, {1}\nanonymous=Anonymous\nconfGotoPage=Go to containing page\nshowComments=Show Comments\nconfError=Error: {1}\ngliffyImport=Gliffy Import\ngliffyImportInst1=Click the "Start Import" button to import all Gliffy diagrams to draw.io.\ngliffyImportInst2=Please note that the import procedure will take some time and the browser window must remain open until the import is completed.\nstartImport=Start Import\ndrawConfig=draw.io Configuration\ncustomLib=Custom Libraries\ncustomTemp=Custom Templates\npageIdsExp=Page IDs Export\ndrawReindex=draw.io re-indexing (beta)\nworking=Working\ndrawConfigNotFoundInst=draw.io Configuration Space (DRAWIOCONFIG) does not exist. This space is needed to store draw.io configuration files and custom libraries/templates.\ncreateConfSp=Create Config Space\nunexpErrRefresh=Unexpected error, please refresh the page and try again.\nconfigJSONInst=Write draw.io JSON configuration in the editor below then click save. If you need help, please refer to\nthisPage=this page\ncurCustLib=Current Custom Libraries\nlibName=Library Name\naction=Action\ndrawConfID=draw.io Config ID\naddLibInst=Click the "Add Library" button to upload a new library.\naddLib=Add Library\ncustomTempInst1=Custom templates are draw.io diagrams saved in children pages of\ncustomTempInst2=For more details, please refer to\ntempsPage=Templates page\npageIdsExpInst1=Select export target, then click the "Start Export" button to export all pages IDs.\npageIdsExpInst2=Please note that the export procedure will take some time and the browser window must remain open until the export is completed.\nstartExp=Start Export\nrefreshDrawIndex=Refresh draw.io Diagrams Index\nreindexInst1=Click the "Start Indexing" button to refresh draw.io diagrams index.\nreindexInst2=Please note that the indexing procedure will take some time and the browser window must remain open until the indexing is completed.\nstartIndexing=Start Indexing\nconfAPageFoundFetch=Page "{1}" found. Fetching\nconfAAllDiagDone=All {1} diagrams processed. Process finished.\nconfAStartedProcessing=Started processing page "{1}"\nconfAAllDiagInPageDone=All {1} diagrams in page "{2}" processed successfully.\nconfAPartialDiagDone={1} out of {2} {3} diagrams in page "{4}" processed successfully.\nconfAUpdatePageFailed=Updating page "{1}" failed.\nconfANoDiagFoundInPage=No {1} diagrams found in page "{2}".\nconfAFetchPageFailed=Fetching the page failed.\nconfANoDiagFound=No {1} diagrams found. Process finished.\nconfASearchFailed=Searching for {1} diagrams failed. Please try again later.\nconfAGliffyDiagFound={2} diagram "{1}" found. Importing\nconfAGliffyDiagImported={2} diagram "{1}" imported successfully.\nconfASavingImpGliffyFailed=Saving imported {2} diagram "{1}" failed.\nconfAImportedFromByDraw=Imported from "{1}" by draw.io\nconfAImportGliffyFailed=Importing {2} diagram "{1}" failed.\nconfAFetchGliffyFailed=Fetching {2} diagram "{1}" failed.\nconfACheckBrokenDiagLnk=Checking for broken diagrams links.\nconfADelDiagLinkOf=Deleting diagram link of "{1}"\nconfADupLnk=(duplicate link)\nconfADelDiagLnkFailed=Deleting diagram link of "{1}" failed.\nconfAUnexpErrProcessPage=Unexpected error during processing the page with id: {1}\nconfADiagFoundIndex=Diagram "{1}" found. Indexing\nconfADiagIndexSucc=Diagram "{1}" indexed successfully.\nconfAIndexDiagFailed=Indexing diagram "{1}" failed.\nconfASkipDiagOtherPage=Skipped "{1}" as it belongs to another page!\nconfADiagUptoDate=Diagram "{1}" is up to date.\nconfACheckPagesWDraw=Checking pages having draw.io diagrams.\nconfAErrOccured=An error occurred!\nsavedSucc=Saved successfully\nconfASaveFailedErr=Saving Failed (Unexpected Error)\ncharacter=Character\nconfAConfPageDesc=This page contains draw.io configuration file (configuration.json) as attachment\nconfALibPageDesc=This page contains draw.io custom libraries as attachments\nconfATempPageDesc=This page contains draw.io custom templates as attachments\nworking=Working\nconfAConfSpaceDesc=This space is used to store draw.io configuration files and custom libraries/templates\nconfANoCustLib=No Custom Libraries\ndelFailed=Delete failed!\nshowID=Show ID\nconfAIncorrectLibFileType=Incorrect file type. Libraries should be XML files.\nuploading=Uploading\nconfALibExist=This library already exists\nconfAUploadSucc=Uploaded successfully\nconfAUploadFailErr=Upload Failed (Unexpected Error)\nhiResPreview=High Res Preview\nofficeNotLoggedGD=You are not logged in to Google Drive. Please open draw.io task pane and login first.\nofficePopupInfo=Please complete the process in the pop-up window.\npickODFile=Pick OneDrive File\ncreateODFile=Create OneDrive File\npickGDriveFile=Pick Google Drive File\ncreateGDriveFile=Create Google Drive File\npickDeviceFile=Pick Device File\nvsdNoConfig="vsdurl" is not configured\nruler=Ruler\nunits=Units\npoints=Points\ninches=Inches\nmillimeters=Millimeters\nconfEditDraftDelOrExt=This diagram is in a draft page, is deleted from the page, or is edited externally. It will be saved as a new attachment version and may not be reflected in the page.\nconfDiagEditedExt=Diagram is edited in another session. It will be saved as a new attachment version but the page will show other session\'s modifications.\nmacroNotFound=Macro Not Found\nconfAInvalidPageIdsFormat=Incorrect Page IDs file format\nconfACollectingCurPages=Collecting current pages\nconfABuildingPagesMap=Building pages mapping\nconfAProcessDrawDiag=Started processing imported draw.io diagrams\nconfAProcessDrawDiagDone=Finished processing imported draw.io diagrams\nconfAProcessImpPages=Started processing imported pages\nconfAErrPrcsDiagInPage=Error processing draw.io diagrams in page "{1}"\nconfAPrcsDiagInPage=Processing draw.io diagrams in page "{1}"\nconfAImpDiagram=Importing diagram "{1}"\nconfAImpDiagramFailed=Importing diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\nconfAImpDiagramError=Error importing diagram "{1}". Cannot fetch or save the diagram. Cannot fix this diagram links.\nconfAUpdateDgrmCCFailed=Updating link to diagram "{1}" failed.\nconfImpDiagramSuccess=Updating diagram "{1}" done successfully.\nconfANoLnksInDrgm=No links to update in: {1}\nconfAUpdateLnkToPg=Updated link to page: "{1}" in diagram: "{2}"\nconfAUpdateLBLnkToPg=Updated lightbox link to page: "{1}" in diagram: "{2}"\nconfAUpdateLnkBase=Updated base URL from: "{1}" to: "{2}" in diagram: "{3}"\nconfAPageIdsImpDone=Page IDs Import finished\nconfAPrcsMacrosInPage=Processing draw.io macros in page "{1}"\nconfAErrFetchPage=Error fetching page "{1}"\nconfAFixingMacro=Fixing macro of diagram "{1}"\nconfAErrReadingExpFile=Error reading export file\nconfAPrcsDiagInPageDone=Processing draw.io diagrams in page "{1}" finished\nconfAFixingMacroSkipped=Fixing macro of diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\npageIdsExpTrg=Export target\nconfALucidDiagImgImported={2} diagram "{1}" image extracted successfully\nconfASavingLucidDiagImgFailed=Extracting {2} diagram "{1}" image failed\nconfGetInfoFailed=Fetching file info from {1} failed.\nconfCheckCacheFailed=Cannot get cached file info.\nconfReadFileErr=Cannot read "{1}" file from {2}.\nconfSaveCacheFailed=Unexpected error. Cannot save cached file\norgChartType=Org Chart Type\nlinear=Linear\nhanger2=Hanger 2\nhanger4=Hanger 4\nfishbone1=Fishbone 1\nfishbone2=Fishbone 2\n1ColumnLeft=Single Column Left\n1ColumnRight=Single Column Right\nsmart=Smart\nparentChildSpacing=Parent Child Spacing\nsiblingSpacing=Sibling Spacing\nconfNoPermErr=Sorry, you don\'t have enough permissions to view this embedded diagram from page {1}\ncopyAsImage=Copy as Image\nlucidImport=Lucidchart Import\nlucidImportInst1=Click the "Start Import" button to import all Lucidchart diagrams.\ninstallFirst=Please install {1} first\ndrawioChromeExt=draw.io Chrome Extension\nloginFirstThen=Please login to {1} first, then {2}\nerrFetchDocList=Error: Couldn\'t fetch documents list\nbuiltinPlugins=Built-in Plugins\nextPlugins=External Plugins\nbackupFound=Backup file found\nchromeOnly=This feature only works in Google Chrome\nmsgDeleted=This message has been deleted\nconfAErrFetchDrawList=Error fetching diagrams list. Some diagrams are skipped.\nconfAErrCheckDrawDiag=Cannot check diagram {1}\nconfAErrFetchPageList=Error fetching pages list\nconfADiagImportIncom={1} diagram "{2}" is imported partially and may have missing shapes\ninvalidSel=Invalid selection\ndiagNameEmptyErr=Diagram name cannot be empty\nopenDiagram=Open Diagram\nnewDiagram=New diagram\neditable=Editable\nconfAReimportStarted=Re-import {1} diagrams started...\nspaceFilter=Filter by spaces\ncurViewState=Current Viewer State\npageLayers=Page and Layers\ncustomize=Customize\nfirstPage=First Page (All Layers)\ncurEditorState=Current Editor State\nnoAnchorsFound=No anchors found\nattachment=Attachment\ncurDiagram=Current Diagram\nrecentDiags=Recent Diagrams\ncsvImport=CSV Import\nchooseFile=Choose a file...\nchoose=Choose\ngdriveFname=Google Drive filename\nwidthOfViewer=Width of the viewer (px)\nheightOfViewer=Height of the viewer (px)\nautoSetViewerSize=Automatically set the size of the viewer\nthumbnail=Thumbnail\nprevInDraw=Preview in draw.io\nonedriveFname=OneDrive filename\ndiagFname=Diagram filename\ndiagUrl=Diagram URL\nshowDiag=Show Diagram\ndiagPreview=Diagram Preview\ncsvFileUrl=CSV File URL\ngenerate=Generate\nselectDiag2Insert=Please select a diagram to insert it.\nerrShowingDiag=Unexpected error. Cannot show diagram\nnoRecentDiags=No recent diagrams found\nfetchingRecentFailed=Failed to fetch recent diagrams\nuseSrch2FindDiags=Use the search box to find draw.io diagrams\ncantReadChckPerms=Cannot read the specified diagram. Please check you have read permission on that file.\ncantFetchChckPerms=Cannot fetch diagram info. Please check you have read permission on that file.\nsearchFailed=Searching failed. Please try again later.\nplsTypeStr=Please type a search string.\nunsupportedFileChckUrl=Unsupported file. Please check the specified URL\ndiagNotFoundChckUrl=Diagram not found or cannot be accessed. Please check the specified URL\ncsvNotFoundChckUrl=CSV file not found or cannot be accessed. Please check the specified URL\ncantReadUpload=Cannot read the uploaded diagram\nselect=Select\nerrCantGetIdType=Unexpected Error: Cannot get content id or type.\nerrGAuthWinBlocked=Error: Google Authentication window blocked\nauthDrawAccess=Authorize draw.io to access {1}\nconnTimeout=The connection has timed out\nerrAuthSrvc=Error authenticating to {1}\nplsSelectFile=Please select a file\nmustBgtZ={1} must be greater than zero\ncantLoadPrev=Cannot load file preview.\nerrAccessFile=Error: Access Denied. You do not have permission to access "{1}".\nnoPrevAvail=No preview is available.\npersonalAccNotSup=Personal accounts are not supported.\nerrSavingTryLater=Error occurred during saving, please try again later.\nplsEnterFld=Please enter {1}\ninvalidDiagUrl=Invalid Diagram URL\nunsupportedVsdx=Unsupported vsdx file\nunsupportedImg=Unsupported image file\nunsupportedFormat=Unsupported file format\nplsSelectSingleFile=Please select a single file only\nattCorrupt=Attachment file "{1}" is corrupted\nloadAttFailed=Failed to load attachment "{1}"\nembedDrawDiag=Embed draw.io Diagram\naddDiagram=Add Diagram\nembedDiagram=Embed Diagram\neditOwningPg=Edit owning page\ndeepIndexing=Deep Indexing (Index diagrams that aren\'t used in any page also)\nconfADeepIndexStarted=Deep Indexing Started\nconfADeepIndexDone=Deep Indexing Done\nofficeNoDiagramsSelected=No diagrams found in the selection\nofficeNoDiagramsInDoc=No diagrams found in the document\nofficeNotSupported=This feature is not supported in this host application\nsomeImagesFailed={1} out of {2} failed due to the following errors\nimportingNoUsedDiagrams=Importing {1} Diagrams not used in pages\nimportingDrafts=Importing {1} Diagrams in drafts\nprocessingDrafts=Processing drafts\nupdatingDrafts=Updating drafts\nupdateDrafts=Update drafts\nnotifications=Notifications\ndrawioImp=draw.io Import\nconfALibsImp=Importing draw.io Libraries\nconfALibsImpFailed=Importing {1} library failed\ncontributors=Contributors\ndrawDiagrams=draw.io Diagrams\nerrFileNotFoundOrNoPer=Error: Access Denied. File not found or you do not have permission to access "{1}" on {2}.\nconfACheckPagesWEmbed=Checking pages having embedded draw.io diagrams.\nconfADelBrokenEmbedDiagLnk=Removing broken embedded diagram links\nreplaceWith=Replace with\nreplaceAll=Replace All\nconfASkipDiagModified=Skipped "{1}" as it was modified after initial import\nreplFind=Replace/Find\nmatchesRepl={1} matches replaced\ndraftErrDataLoss=An error occurred while reading the draft file. The diagram cannot be edited now to prevent any possible data loss. Please try again later or contact support.\nibm=IBM\nlinkToDiagramHint=Add a link to this diagram. The diagram can only be edited from the page that owns it.\nlinkToDiagram=Link to Diagram\nchangedBy=Changed By\nlastModifiedOn=Last modified on\nsearchResults=Search Results\nshowAllTemps=Show all templates\nnotionToken=Notion Token\nselectDB=Select Database\nnoDBs=No Databases\ndiagramEdited={1} diagram "{2}" edited\nconfDraftPermissionErr=Draft cannot be written. Do you have attachment write/read permission on this page?\nconfDraftTooBigErr=Draft size is too large. Pease check "Attachment Maximum Size" of "Attachment Settings" in Confluence Configuration?\nowner=Owner\nrepository=Repository\nbranch=Branch\nmeters=Meters\nteamsNoEditingMsg=Editor functionality is only available in Desktop environment (in MS Teams App or a web browser)\ncontactOwner=Contact Owner\nviewerOnlyMsg=You cannot edit the diagrams in the mobile platform, please use the desktop client or a web browser.\nwebsite=Website\ncheck4Updates=Check for updates\nattWriteFailedRetry={1}: Attachment write failed, trying again in {2} seconds...\nconfPartialPageList=We couldn\'t fetch all pages due to an error in Confluence. Continuing using {1} pages only.\nspellCheck=Spell checker\nnoChange=No Change\nlblToSvg=Convert labels to SVG\ntxtSettings=Text Settings\nLinksLost=Links will be lost\narcSize=Arc Size\neditConnectionPoints=Edit Connection Points\nnotInOffline=Not supported while offline\nnotInDesktop=Not supported in Desktop App\nconfConfigSpaceArchived=draw.io Configuration space (DRAWIOCONFIG) is archived. Please restore it first.\nconfACleanOldVerStarted=Cleaning old diagram draft versions started\nconfACleanOldVerDone=Cleaning old diagram draft versions finished\nconfACleaningFile=Cleaning diagram draft "{1}" old versions\nconfAFileCleaned=Cleaning diagram draft "{1}" done\nconfAFileCleanFailed=Cleaning diagram draft "{1}" failed\nconfACleanOnly=Clean Diagram Drafts Only\nbrush=Brush\nopenDevTools=Open Developer Tools\nautoBkp=Automatic Backup\nconfAIgnoreCollectErr=Ignore collecting current pages errors\ndrafts=Drafts\ndraftSaveInt=Draft save interval [sec] (0 to disable)\npluginsDisabled=External plugins disabled.\nextExpNotConfigured=External image service is not configured\npathFilename=Path/Filename\n');Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; +EditorUi.prototype.createTabForPage=function(b,e,k,m){k=this.createTab(k);var D=b.getName()||mxResources.get("untitled"),p=b.getId();k.setAttribute("title",D+(null!=p?" ("+p+")":"")+" ["+m+"]");mxUtils.write(k,D);k.style.maxWidth=e+"px";k.style.width=e+"px";this.addTabListeners(b,k);42<e&&(k.style.textOverflow="ellipsis");return k}; +EditorUi.prototype.addTabListeners=function(b,e){mxEvent.disableContextMenu(e);var k=this.editor.graph;mxEvent.addListener(e,"dblclick",mxUtils.bind(this,function(p){this.renamePage(b);mxEvent.consume(p)}));var m=!1,D=!1;mxEvent.addGestureListeners(e,mxUtils.bind(this,function(p){m=null!=this.currentMenu;D=b==this.currentPage;k.isMouseDown||D||this.selectPage(b)}),null,mxUtils.bind(this,function(p){if(k.isEnabled()&&!k.isMouseDown&&(mxEvent.isTouchEvent(p)&&D||mxEvent.isPopupTrigger(p))){k.popupMenuHandler.hideMenu(); +this.hideCurrentMenu();if(!mxEvent.isTouchEvent(p)||!m){var E=new mxPopupMenu(this.createPageMenu(b));E.div.className+=" geMenubarMenu";E.smartSeparators=!0;E.showDisabled=!0;E.autoExpand=!0;E.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(E,arguments);this.resetCurrentMenu();E.destroy()});var K=mxEvent.getClientX(p),Q=mxEvent.getClientY(p);E.popup(K,Q,null,p);this.setCurrentMenu(E,e)}mxEvent.consume(p)}}))}; +EditorUi.prototype.getLinkForPage=function(b,e,k){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var m=this.getCurrentFile();if(null!=m&&m.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var D=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));D+=(0==D.length?"?":"&")+"page-id="+b.getId();null!=e&&(D+="&"+e.join("&"));return(k&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? +EditorUi.drawHost:"https://"+window.location.host)+"/"+D+"#"+m.getHash()}}return null}; +EditorUi.prototype.createPageMenu=function(b,e){return mxUtils.bind(this,function(k,m){var D=this.editor.graph;k.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),m);k.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),m);k.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,e)}),m);null!=this.getLinkForPage(b)&&(k.addSeparator(m),k.addItem(mxResources.get("link"), +null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(p,E,K,Q,d,f){p=this.createUrlParameters(p,E,K,Q,d,f);K||p.push("hide-pages=1");D.isSelectionEmpty()||(K=D.getBoundingBox(D.getSelectionCells()),E=D.view.translate,d=D.view.scale,K.width/=d,K.height/=d,K.x=K.x/d-E.x,K.y=K.y/d-E.y,p.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(K.x),y:Math.round(K.y),width:Math.round(K.width),height:Math.round(K.height),border:100})))); +Q=new EmbedDialog(this,this.getLinkForPage(b,p,Q));this.showDialog(Q.container,450,240,!0,!0);Q.init()}))})));k.addSeparator(m);k.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),m);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(k.addSeparator(m),k.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, +!0,!0))}),m))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(e,k,m){m.ui=e.ui;return k};b.afterDecode=function(e,k,m){e=m.oldIndex;m.oldIndex=m.newIndex;m.newIndex=e;return m};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(e,k,m){m.ui=e.ui;return k};b.afterDecode=function(e,k,m){e=m.previous;m.previous=m.name;m.name=e;return m};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(e,k,m){m.setAttribute("relatedPage",k.relatedPage.getId());null==k.index&&(m.setAttribute("name",k.relatedPage.getName()),null!=k.relatedPage.viewState&&m.setAttribute("viewState",JSON.stringify(k.relatedPage.viewState,function(D,p){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,D)?p:void 0})),null!=k.relatedPage.root&&e.encodeCell(k.relatedPage.root, +m));return m};b.beforeDecode=function(e,k,m){m.ui=e.ui;m.relatedPage=m.ui.getPageById(k.getAttribute("relatedPage"));if(null==m.relatedPage){var D=k.ownerDocument.createElement("diagram");D.setAttribute("id",k.getAttribute("relatedPage"));D.setAttribute("name",k.getAttribute("name"));m.relatedPage=new DiagramPage(D);D=k.getAttribute("viewState");null!=D&&(m.relatedPage.viewState=JSON.parse(D),k.removeAttribute("viewState"));k=k.cloneNode(!0);D=k.firstChild;if(null!=D)for(m.relatedPage.root=e.decodeCell(D, +!1),m=D.nextSibling,D.parentNode.removeChild(D),D=m;null!=D;){m=D.nextSibling;if(D.nodeType==mxConstants.NODETYPE_ELEMENT){var p=D.getAttribute("id");null==e.lookup(p)&&e.decodeCell(D)}D.parentNode.removeChild(D);D=m}}return k};b.afterDecode=function(e,k,m){m.index=m.previousIndex;return m};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(m,D,p,E,K){D=null!=D?D:!1;null==p&&(p=this.getFoldableCells(this.getSelectionCells(),m));this.stopEditing();this.model.beginUpdate();try{for(var Q=p.slice(),d=0;d<p.length;d++)"1"==mxUtils.getValue(this.getCurrentCellStyle(p[d]),"treeFolding","0")&&this.foldTreeCell(m,p[d]);p=Q;p=b.apply(this,arguments)}finally{this.model.endUpdate()}return p};Graph.prototype.foldTreeCell= +function(m,D){this.model.beginUpdate();try{var p=[];this.traverse(D,!0,mxUtils.bind(this,function(K,Q){var d=null!=Q&&this.isTreeEdge(Q);d&&p.push(Q);K==D||null!=Q&&!d||p.push(K);return(null==Q||d)&&(K==D||!this.model.isCollapsed(K))}));this.model.setCollapsed(D,m);for(var E=0;E<p.length;E++)this.model.setVisible(p[E],!m)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(m){return!this.isEdgeIgnored(m)};Graph.prototype.getTreeEdges=function(m,D,p,E,K,Q){return this.model.filterCells(this.getEdges(m, +D,p,E,K,Q),mxUtils.bind(this,function(d){return this.isTreeEdge(d)}))};Graph.prototype.getIncomingTreeEdges=function(m,D){return this.getTreeEdges(m,D,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(m,D){return this.getTreeEdges(m,D,!1,!0,!1)};var e=EditorUi.prototype.init;EditorUi.prototype.init=function(){e.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function m(J){return H.isVertex(J)&&p(J)}function D(J){var Z= +!1;null!=J&&(Z="1"==u.getCurrentCellStyle(J).treeMoving);return Z}function p(J){var Z=!1;null!=J&&(J=H.getParent(J),Z=u.view.getState(J),Z="tree"==(null!=Z?Z.style:u.getCellStyle(J)).containerType);return Z}function E(J){var Z=!1;null!=J&&(J=H.getParent(J),Z=u.view.getState(J),u.view.getState(J),Z=null!=(null!=Z?Z.style:u.getCellStyle(J)).childLayout);return Z}function K(J){J=u.view.getState(J);if(null!=J){var Z=u.getIncomingTreeEdges(J.cell);if(0<Z.length&&(Z=u.view.getState(Z[0]),null!=Z&&(Z=Z.absolutePoints, +null!=Z&&0<Z.length&&(Z=Z[Z.length-1],null!=Z)))){if(Z.y==J.y&&Math.abs(Z.x-J.getCenterX())<J.width/2)return mxConstants.DIRECTION_SOUTH;if(Z.y==J.y+J.height&&Math.abs(Z.x-J.getCenterX())<J.width/2)return mxConstants.DIRECTION_NORTH;if(Z.x>J.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function Q(J,Z){Z=null!=Z?Z:!0;u.model.beginUpdate();try{var P=u.model.getParent(J),da=u.getIncomingTreeEdges(J),ja=u.cloneCells([da[0],J]);u.model.setTerminal(ja[0],u.model.getTerminal(da[0], +!0),!0);var ka=K(J),q=P.geometry;ka==mxConstants.DIRECTION_SOUTH||ka==mxConstants.DIRECTION_NORTH?ja[1].geometry.x+=Z?J.geometry.width+10:-ja[1].geometry.width-10:ja[1].geometry.y+=Z?J.geometry.height+10:-ja[1].geometry.height-10;u.view.currentRoot!=P&&(ja[1].geometry.x-=q.x,ja[1].geometry.y-=q.y);var F=u.view.getState(J),R=u.view.scale;if(null!=F){var W=mxRectangle.fromRectangle(F);ka==mxConstants.DIRECTION_SOUTH||ka==mxConstants.DIRECTION_NORTH?W.x+=(Z?J.geometry.width+10:-ja[1].geometry.width- +10)*R:W.y+=(Z?J.geometry.height+10:-ja[1].geometry.height-10)*R;var T=u.getOutgoingTreeEdges(u.model.getTerminal(da[0],!0));if(null!=T){for(var ba=ka==mxConstants.DIRECTION_SOUTH||ka==mxConstants.DIRECTION_NORTH,ia=q=da=0;ia<T.length;ia++){var ra=u.model.getTerminal(T[ia],!1);if(ka==K(ra)){var ta=u.view.getState(ra);ra!=J&&null!=ta&&(ba&&Z!=ta.getCenterX()<F.getCenterX()||!ba&&Z!=ta.getCenterY()<F.getCenterY())&&mxUtils.intersects(W,ta)&&(da=10+Math.max(da,(Math.min(W.x+W.width,ta.x+ta.width)-Math.max(W.x, +ta.x))/R),q=10+Math.max(q,(Math.min(W.y+W.height,ta.y+ta.height)-Math.max(W.y,ta.y))/R))}}ba?q=0:da=0;for(ia=0;ia<T.length;ia++)if(ra=u.model.getTerminal(T[ia],!1),ka==K(ra)&&(ta=u.view.getState(ra),ra!=J&&null!=ta&&(ba&&Z!=ta.getCenterX()<F.getCenterX()||!ba&&Z!=ta.getCenterY()<F.getCenterY()))){var ma=[];u.traverse(ta.cell,!0,function(pa,za){var Ba=null!=za&&u.isTreeEdge(za);Ba&&ma.push(za);(null==za||Ba)&&ma.push(pa);return null==za||Ba});u.moveCells(ma,(Z?1:-1)*da,(Z?1:-1)*q)}}}return u.addCells(ja, +P)}finally{u.model.endUpdate()}}function d(J){u.model.beginUpdate();try{var Z=K(J),P=u.getIncomingTreeEdges(J),da=u.cloneCells([P[0],J]);u.model.setTerminal(P[0],da[1],!1);u.model.setTerminal(da[0],da[1],!0);u.model.setTerminal(da[0],J,!1);var ja=u.model.getParent(J),ka=ja.geometry,q=[];u.view.currentRoot!=ja&&(da[1].geometry.x-=ka.x,da[1].geometry.y-=ka.y);u.traverse(J,!0,function(W,T){var ba=null!=T&&u.isTreeEdge(T);ba&&q.push(T);(null==T||ba)&&q.push(W);return null==T||ba});var F=J.geometry.width+ +40,R=J.geometry.height+40;Z==mxConstants.DIRECTION_SOUTH?F=0:Z==mxConstants.DIRECTION_NORTH?(F=0,R=-R):Z==mxConstants.DIRECTION_WEST?(F=-F,R=0):Z==mxConstants.DIRECTION_EAST&&(R=0);u.moveCells(q,F,R);return u.addCells(da,ja)}finally{u.model.endUpdate()}}function f(J,Z){u.model.beginUpdate();try{var P=u.model.getParent(J),da=u.getIncomingTreeEdges(J),ja=K(J);0==da.length&&(da=[u.createEdge(P,null,"",null,null,u.createCurrentEdgeStyle())],ja=Z);var ka=u.cloneCells([da[0],J]);u.model.setTerminal(ka[0], +J,!0);if(null==u.model.getTerminal(ka[0],!1)){u.model.setTerminal(ka[0],ka[1],!1);var q=u.getCellStyle(ka[1]).newEdgeStyle;if(null!=q)try{var F=JSON.parse(q),R;for(R in F)u.setCellStyles(R,F[R],[ka[0]]),"edgeStyle"==R&&"elbowEdgeStyle"==F[R]&&u.setCellStyles("elbow",ja==mxConstants.DIRECTION_SOUTH||ja==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[ka[0]])}catch(ta){}}da=u.getOutgoingTreeEdges(J);var W=P.geometry;Z=[];u.view.currentRoot==P&&(W=new mxRectangle);for(q=0;q<da.length;q++){var T= +u.model.getTerminal(da[q],!1);null!=T&&Z.push(T)}var ba=u.view.getBounds(Z),ia=u.view.translate,ra=u.view.scale;ja==mxConstants.DIRECTION_SOUTH?(ka[1].geometry.x=null==ba?J.geometry.x+(J.geometry.width-ka[1].geometry.width)/2:(ba.x+ba.width)/ra-ia.x-W.x+10,ka[1].geometry.y+=ka[1].geometry.height-W.y+40):ja==mxConstants.DIRECTION_NORTH?(ka[1].geometry.x=null==ba?J.geometry.x+(J.geometry.width-ka[1].geometry.width)/2:(ba.x+ba.width)/ra-ia.x+-W.x+10,ka[1].geometry.y-=ka[1].geometry.height+W.y+40):(ka[1].geometry.x= +ja==mxConstants.DIRECTION_WEST?ka[1].geometry.x-(ka[1].geometry.width+W.x+40):ka[1].geometry.x+(ka[1].geometry.width-W.x+40),ka[1].geometry.y=null==ba?J.geometry.y+(J.geometry.height-ka[1].geometry.height)/2:(ba.y+ba.height)/ra-ia.y+-W.y+10);return u.addCells(ka,P)}finally{u.model.endUpdate()}}function g(J,Z,P){J=u.getOutgoingTreeEdges(J);P=u.view.getState(P);var da=[];if(null!=P&&null!=J){for(var ja=0;ja<J.length;ja++){var ka=u.view.getState(u.model.getTerminal(J[ja],!1));null!=ka&&(!Z&&Math.min(ka.x+ +ka.width,P.x+P.width)>=Math.max(ka.x,P.x)||Z&&Math.min(ka.y+ka.height,P.y+P.height)>=Math.max(ka.y,P.y))&&da.push(ka)}da.sort(function(q,F){return Z?q.x+q.width-F.x-F.width:q.y+q.height-F.y-F.height})}return da}function x(J,Z){var P=K(J),da=Z==mxConstants.DIRECTION_EAST||Z==mxConstants.DIRECTION_WEST;(P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST)==da&&P!=Z?z.actions.get("selectParent").funct():P==Z?(Z=u.getOutgoingTreeEdges(J),null!=Z&&0<Z.length&&u.setSelectionCell(u.model.getTerminal(Z[0], +!1))):(P=u.getIncomingTreeEdges(J),null!=P&&0<P.length&&(da=g(u.model.getTerminal(P[0],!0),da,J),J=u.view.getState(J),null!=J&&(J=mxUtils.indexOf(da,J),0<=J&&(J+=Z==mxConstants.DIRECTION_NORTH||Z==mxConstants.DIRECTION_WEST?-1:1,0<=J&&J<=da.length-1&&u.setSelectionCell(da[J].cell)))))}var z=this,u=z.editor.graph,H=u.getModel(),L=z.menus.createPopupMenu;z.menus.createPopupMenu=function(J,Z,P){L.apply(this,arguments);if(1==u.getSelectionCount()){Z=u.getSelectionCell();var da=u.getOutgoingTreeEdges(Z); +J.addSeparator();0<da.length&&(m(u.getSelectionCell())&&this.addMenuItems(J,["selectChildren"],null,P),this.addMenuItems(J,["selectDescendants"],null,P));m(u.getSelectionCell())?(J.addSeparator(),0<u.getIncomingTreeEdges(Z).length&&this.addMenuItems(J,["selectSiblings","selectParent"],null,P)):0<u.model.getEdgeCount(Z)&&this.addMenuItems(J,["selectConnections"],null,P)}};z.actions.addAction("selectChildren",function(){if(u.isEnabled()&&1==u.getSelectionCount()){var J=u.getSelectionCell();J=u.getOutgoingTreeEdges(J); +if(null!=J){for(var Z=[],P=0;P<J.length;P++)Z.push(u.model.getTerminal(J[P],!1));u.setSelectionCells(Z)}}},null,null,"Alt+Shift+X");z.actions.addAction("selectSiblings",function(){if(u.isEnabled()&&1==u.getSelectionCount()){var J=u.getSelectionCell();J=u.getIncomingTreeEdges(J);if(null!=J&&0<J.length&&(J=u.getOutgoingTreeEdges(u.model.getTerminal(J[0],!0)),null!=J)){for(var Z=[],P=0;P<J.length;P++)Z.push(u.model.getTerminal(J[P],!1));u.setSelectionCells(Z)}}},null,null,"Alt+Shift+S");z.actions.addAction("selectParent", +function(){if(u.isEnabled()&&1==u.getSelectionCount()){var J=u.getSelectionCell();J=u.getIncomingTreeEdges(J);null!=J&&0<J.length&&u.setSelectionCell(u.model.getTerminal(J[0],!0))}},null,null,"Alt+Shift+P");z.actions.addAction("selectDescendants",function(J,Z){J=u.getSelectionCell();if(u.isEnabled()&&u.model.isVertex(J)){if(null!=Z&&mxEvent.isAltDown(Z))u.setSelectionCells(u.model.getTreeEdges(J,null==Z||!mxEvent.isShiftDown(Z),null==Z||!mxEvent.isControlDown(Z)));else{var P=[];u.traverse(J,!0,function(da, +ja){var ka=null!=ja&&u.isTreeEdge(ja);ka&&P.push(ja);null!=ja&&!ka||null!=Z&&mxEvent.isShiftDown(Z)||P.push(da);return null==ja||ka})}u.setSelectionCells(P)}},null,null,"Alt+Shift+D");var C=u.removeCells;u.removeCells=function(J,Z){Z=null!=Z?Z:!0;null==J&&(J=this.getDeletableCells(this.getSelectionCells()));Z&&(J=this.getDeletableCells(this.addAllEdges(J)));for(var P=[],da=0;da<J.length;da++){var ja=J[da];H.isEdge(ja)&&p(ja)&&(P.push(ja),ja=H.getTerminal(ja,!1));if(m(ja)){var ka=[];u.traverse(ja, +!0,function(q,F){var R=null!=F&&u.isTreeEdge(F);R&&ka.push(F);(null==F||R)&&ka.push(q);return null==F||R});0<ka.length&&(P=P.concat(ka),ja=u.getIncomingTreeEdges(J[da]),J=J.concat(ja))}else null!=ja&&P.push(J[da])}J=P;return C.apply(this,arguments)};z.hoverIcons.getStateAt=function(J,Z,P){return m(J.cell)?null:this.graph.view.getState(this.graph.getCellAt(Z,P))};var G=u.duplicateCells;u.duplicateCells=function(J,Z){J=null!=J?J:this.getSelectionCells();for(var P=J.slice(0),da=0;da<P.length;da++){var ja= +u.view.getState(P[da]);if(null!=ja&&m(ja.cell)){var ka=u.getIncomingTreeEdges(ja.cell);for(ja=0;ja<ka.length;ja++)mxUtils.remove(ka[ja],J)}}this.model.beginUpdate();try{var q=G.call(this,J,Z);if(q.length==J.length)for(da=0;da<J.length;da++)if(m(J[da])){var F=u.getIncomingTreeEdges(q[da]);ka=u.getIncomingTreeEdges(J[da]);if(0==F.length&&0<ka.length){var R=this.cloneCell(ka[0]);this.addEdge(R,u.getDefaultParent(),this.model.getTerminal(ka[0],!0),q[da])}}}finally{this.model.endUpdate()}return q};var V= +u.moveCells;u.moveCells=function(J,Z,P,da,ja,ka,q){var F=null;this.model.beginUpdate();try{var R=ja,W=this.getCurrentCellStyle(ja);if(null!=J&&m(ja)&&"1"==mxUtils.getValue(W,"treeFolding","0")){for(var T=0;T<J.length;T++)if(m(J[T])||u.model.isEdge(J[T])&&null==u.model.getTerminal(J[T],!0)){ja=u.model.getParent(J[T]);break}if(null!=R&&ja!=R&&null!=this.view.getState(J[0])){var ba=u.getIncomingTreeEdges(J[0]);if(0<ba.length){var ia=u.view.getState(u.model.getTerminal(ba[0],!0));if(null!=ia){var ra= +u.view.getState(R);null!=ra&&(Z=(ra.getCenterX()-ia.getCenterX())/u.view.scale,P=(ra.getCenterY()-ia.getCenterY())/u.view.scale)}}}}F=V.apply(this,arguments);if(null!=F&&null!=J&&F.length==J.length)for(T=0;T<F.length;T++)if(this.model.isEdge(F[T]))m(R)&&0>mxUtils.indexOf(F,this.model.getTerminal(F[T],!0))&&this.model.setTerminal(F[T],R,!0);else if(m(J[T])&&(ba=u.getIncomingTreeEdges(J[T]),0<ba.length))if(!da)m(R)&&0>mxUtils.indexOf(J,this.model.getTerminal(ba[0],!0))&&this.model.setTerminal(ba[0], +R,!0);else if(0==u.getIncomingTreeEdges(F[T]).length){W=R;if(null==W||W==u.model.getParent(J[T]))W=u.model.getTerminal(ba[0],!0);da=this.cloneCell(ba[0]);this.addEdge(da,u.getDefaultParent(),W,F[T])}}finally{this.model.endUpdate()}return F};if(null!=z.sidebar){var U=z.sidebar.dropAndConnect;z.sidebar.dropAndConnect=function(J,Z,P,da){var ja=u.model,ka=null;ja.beginUpdate();try{if(ka=U.apply(this,arguments),m(J))for(var q=0;q<ka.length;q++)if(ja.isEdge(ka[q])&&null==ja.getTerminal(ka[q],!0)){ja.setTerminal(ka[q], +J,!0);var F=u.getCellGeometry(ka[q]);F.points=null;null!=F.getTerminalPoint(!0)&&F.setTerminalPoint(null,!0)}}finally{ja.endUpdate()}return ka}}var Y={88:z.actions.get("selectChildren"),84:z.actions.get("selectSubtree"),80:z.actions.get("selectParent"),83:z.actions.get("selectSiblings")},O=z.onKeyDown;z.onKeyDown=function(J){try{if(u.isEnabled()&&!u.isEditing()&&m(u.getSelectionCell())&&1==u.getSelectionCount()){var Z=null;0<u.getIncomingTreeEdges(u.getSelectionCell()).length&&(9==J.which?Z=mxEvent.isShiftDown(J)? +d(u.getSelectionCell()):f(u.getSelectionCell()):13==J.which&&(Z=Q(u.getSelectionCell(),!mxEvent.isShiftDown(J))));if(null!=Z&&0<Z.length)1==Z.length&&u.model.isEdge(Z[0])?u.setSelectionCell(u.model.getTerminal(Z[0],!1)):u.setSelectionCell(Z[Z.length-1]),null!=z.hoverIcons&&z.hoverIcons.update(u.view.getState(u.getSelectionCell())),u.startEditingAtCell(u.getSelectionCell()),mxEvent.consume(J);else if(mxEvent.isAltDown(J)&&mxEvent.isShiftDown(J)){var P=Y[J.keyCode];null!=P&&(P.funct(J),mxEvent.consume(J))}else 37== +J.keyCode?(x(u.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(J)):38==J.keyCode?(x(u.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(J)):39==J.keyCode?(x(u.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(J)):40==J.keyCode&&(x(u.getSelectionCell(),mxConstants.DIRECTION_SOUTH),mxEvent.consume(J))}}catch(da){z.handleError(da)}mxEvent.isConsumed(J)||O.apply(this,arguments)};var qa=u.connectVertex;u.connectVertex=function(J,Z,P,da,ja,ka,q){var F=u.getIncomingTreeEdges(J); +if(m(J)){var R=K(J),W=R==mxConstants.DIRECTION_EAST||R==mxConstants.DIRECTION_WEST,T=Z==mxConstants.DIRECTION_EAST||Z==mxConstants.DIRECTION_WEST;return R==Z||0==F.length?f(J,Z):W==T?d(J):Q(J,Z!=mxConstants.DIRECTION_NORTH&&Z!=mxConstants.DIRECTION_WEST)}return qa.apply(this,arguments)};u.getSubtree=function(J){var Z=[J];!D(J)&&!m(J)||E(J)||u.traverse(J,!0,function(P,da){var ja=null!=da&&u.isTreeEdge(da);ja&&0>mxUtils.indexOf(Z,da)&&Z.push(da);(null==da||ja)&&0>mxUtils.indexOf(Z,P)&&Z.push(P);return null== +da||ja});return Z};var oa=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){oa.apply(this,arguments);(D(this.state.cell)||m(this.state.cell))&&!E(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title","Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height="24px", +this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(J){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(J),mxEvent.getClientY(J),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(J);this.graph.isMouseDown=!0;z.hoverIcons.reset();mxEvent.consume(J)})))};var aa=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles= +function(){aa.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var ca=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(J){ca.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.display=J?"":"none")};var fa=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy= +function(J,Z){fa.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var k=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var m=k.apply(this,arguments),D=this.graph;return m.concat([this.addEntry("tree container",function(){var p=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");p.vertex= +!0;var E=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');E.vertex=!0;var K=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +Q.geometry.relative=!0;Q.edge=!0;E.insertEdge(Q,!0);K.insertEdge(Q,!1);p.insert(Q);p.insert(E);p.insert(K);return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var p=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;");p.vertex=!0;var E=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +E.vertex=!0;var K=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");Q.geometry.relative=!0;Q.edge=!0; +E.insertEdge(Q,!0);K.insertEdge(Q,!1);var d=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); +f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);var g=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');g.vertex=!0;var x=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); +x.geometry.relative=!0;x.edge=!0;E.insertEdge(x,!0);g.insertEdge(x,!1);var z=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');z.vertex=!0;var u=new mxCell("",new mxGeometry(0, +0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");u.geometry.relative=!0;u.edge=!0;E.insertEdge(u,!0);z.insertEdge(u,!1);p.insert(Q);p.insert(f);p.insert(x);p.insert(u);p.insert(E);p.insert(K);p.insert(d);p.insert(g);p.insert(z);return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var p=new mxCell("Central Idea",new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;'); +p.vertex=!0;return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var p=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);return sb.createVertexTemplateFromCells([p,E],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var p=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);return sb.createVertexTemplateFromCells([p,E],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree orgchart organization division",function(){var p=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +p.vertex=!0;var E=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(E,"treeRoot","1");E.vertex=!0;var K=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");Q.geometry.relative=!0;Q.edge=!0;E.insertEdge(Q,!0);K.insertEdge(Q,!1);var d=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);p.insert(Q);p.insert(f);p.insert(E);p.insert(K);p.insert(d);return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree root",function(){var p=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(p,"treeRoot", +"1");p.vertex=!0;return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree division",function(){var p=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +E.geometry.setTerminalPoint(new mxPoint(0,0),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);return sb.createVertexTemplateFromCells([p,E],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree sub sections",function(){var p=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); +E.geometry.setTerminalPoint(new mxPoint(110,-40),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);var K=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");Q.geometry.setTerminalPoint(new mxPoint(110,-40),!0);Q.geometry.relative= +!0;Q.edge=!0;K.insertEdge(Q,!1);return sb.createVertexTemplateFromCells([E,Q,p,K],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; +EditorUi.initMinimalTheme=function(){function b(C,G){if(EditorUi.windowed){var V=C.editor.graph;V.popupMenuHandler.hideMenu();if(null==C.formatWindow){G="1"==urlParams.sketch?Math.max(10,C.diagramContainer.clientWidth-241):Math.max(10,C.diagramContainer.clientWidth-248);var U="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;V="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,V.container.clientHeight-10);C.formatWindow=new WrapperWindow(C,mxResources.get("format"),G,U,240,V, +function(Y){Y=C.createFormat(Y);Y.init();return Y});C.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){C.formatWindow.window.fit()}));C.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else C.formatWindow.window.setVisible(null!=G?G:!C.formatWindow.window.isVisible())}else null==C.formatElt&&(C.formatElt=C.createSidebarContainer(),C.createFormat(C.formatElt).init(),C.formatElt.style.border="none",C.formatElt.style.width="240px",C.formatElt.style.borderLeft="1px solid gray", +C.formatElt.style.right="0px"),V=C.diagramContainer.parentNode,null!=C.formatElt.parentNode?(C.formatElt.parentNode.removeChild(C.formatElt),V.style.right="0px"):(V.parentNode.appendChild(C.formatElt),V.style.right=C.formatElt.style.width)}function e(C,G){function V(qa,oa){var aa=C.menus.get(qa);qa=O.addMenu(oa,mxUtils.bind(this,function(){aa.funct.apply(this,arguments)}));qa.style.cssText="position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;"; +qa.className="geTitle";G.appendChild(qa);return qa}var U=document.createElement("div");U.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";U.className="geTitle";var Y=document.createElement("span");Y.style.fontSize="18px";Y.style.marginRight="5px";Y.innerHTML="+";U.appendChild(Y);mxUtils.write(U,mxResources.get("moreShapes"));G.appendChild(U);mxEvent.addListener(U,"click",function(){C.actions.get("shapes").funct()}); +var O=new Menubar(C,G);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?U.style.bottom="0":null!=C.actions.get("newLibrary")?(U=document.createElement("div"),U.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;",U.className="geTitle",Y=document.createElement("span"),Y.style.cssText="position:relative;top:6px;",mxUtils.write(Y,mxResources.get("newLibrary")),U.appendChild(Y), +G.appendChild(U),mxEvent.addListener(U,"click",C.actions.get("newLibrary").funct),U=document.createElement("div"),U.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",U.className="geTitle",Y=document.createElement("span"),Y.style.cssText="position:relative;top:6px;",mxUtils.write(Y,mxResources.get("openLibrary")),U.appendChild(Y),G.appendChild(U),mxEvent.addListener(U, +"click",C.actions.get("openLibrary").funct)):(U=V("newLibrary",mxResources.get("newLibrary")),U.style.boxSizing="border-box",U.style.paddingRight="6px",U.style.paddingLeft="6px",U.style.height="32px",U.style.left="0",U=V("openLibraryFrom",mxResources.get("openLibraryFrom")),U.style.borderLeft="1px solid lightgray",U.style.boxSizing="border-box",U.style.paddingRight="6px",U.style.paddingLeft="6px",U.style.height="32px",U.style.left="50%");G.appendChild(C.sidebar.container);G.style.overflow="hidden"} +function k(C,G){if(EditorUi.windowed){var V=C.editor.graph;V.popupMenuHandler.hideMenu();if(null==C.sidebarWindow){G=Math.min(V.container.clientWidth-10,218);var U="1"==urlParams.embedInline?650:Math.min(V.container.clientHeight-40,650);C.sidebarWindow=new WrapperWindow(C,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline?66:10,"1"==urlParams.sketch&&"1"!=urlParams.embedInline?Math.max(30,(V.container.clientHeight-U)/2):56,G-6,U-6,function(Y){e(C,Y)});C.sidebarWindow.window.addListener(mxEvent.SHOW, +mxUtils.bind(this,function(){C.sidebarWindow.window.fit()}));C.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);C.sidebarWindow.window.setVisible(!0);isLocalStorage&&C.getLocalData("sidebar",function(Y){C.sidebar.showEntries(Y,null,!0)});C.restoreLibraries()}else C.sidebarWindow.window.setVisible(null!=G?G:!C.sidebarWindow.window.isVisible())}else null==C.sidebarElt&&(C.sidebarElt=C.createSidebarContainer(),e(C,C.sidebarElt),C.sidebarElt.style.border="none",C.sidebarElt.style.width="210px", +C.sidebarElt.style.borderRight="1px solid gray"),V=C.diagramContainer.parentNode,null!=C.sidebarElt.parentNode?(C.sidebarElt.parentNode.removeChild(C.sidebarElt),V.style.left="0px"):(V.parentNode.appendChild(C.sidebarElt),V.style.left=C.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format||"undefined"===typeof window.Menus)window.uiTheme=null;else{var m=0;try{m=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(C){}Editor.checkmarkImage= +Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src;mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src; +mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>');mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR= +"#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor= +"#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID;Editor.styleElt=document.createElement("style");Editor.styleElt.type="text/css";Editor.styleElt.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(Editor.styleElt); +Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var D=EditorUi.prototype.updateTabContainer;EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");D.apply(this,arguments)};var p=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){p.apply(this,arguments);this.menus.get("save").setEnabled(null!= +this.getCurrentFile()||"1"==urlParams.embed)};var E=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(C,G){null!=G.shortcut&&900>m&&!mxClient.IS_IOS?C.firstChild.nextSibling.setAttribute("title",G.shortcut):E.apply(this,arguments)};var K=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){K.apply(this,arguments);if(null!=this.userElement){var C=this.userElement;C.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+C.style.display;C.className= +"geToolbarButton";C.innerText="";C.style.backgroundImage="url("+Editor.userImage+")";C.style.backgroundPosition="center center";C.style.backgroundRepeat="no-repeat";C.style.backgroundSize="24px 24px";C.style.height="24px";C.style.width="24px";C.style.cssFloat="right";C.setAttribute("title",mxResources.get("changeUser"));if("none"!=C.style.display){C.style.display="inline-block";var G=this.getCurrentFile();if(null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()){var V=document.createElement("img"); +V.setAttribute("border","0");V.style.position="absolute";V.style.left="18px";V.style.top="2px";V.style.width="12px";V.style.height="12px";var U=G.getRealtimeError();G=G.getRealtimeState();var Y=mxResources.get("realtimeCollaboration");1==G?(V.src=Editor.syncImage,Y+=" ("+mxResources.get("online")+")"):(V.src=Editor.syncProblemImage,Y=null!=U&&null!=U.message?Y+(" ("+U.message+")"):Y+(" ("+mxResources.get("disconnected")+")"));V.setAttribute("title",Y);C.style.paddingRight="4px";C.appendChild(V)}}}}; +var Q=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){Q.apply(this,arguments);if(null!=this.shareButton){var C=this.shareButton;C.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";C.className="geToolbarButton";C.innerText="";C.style.backgroundImage="url("+Editor.shareImage+")";C.style.backgroundPosition="center center";C.style.backgroundRepeat="no-repeat";C.style.backgroundSize="24px 24px";C.style.height= +"24px";C.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&&(this.buttonContainer.style.marginTop="-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var C=document.createElement("div");C.style.display="inline-block";C.style.position="relative";C.style.marginTop="6px";C.style.marginRight="4px";var G=document.createElement("a");G.className= +"geMenuItem gePrimaryBtn";G.style.marginLeft="8px";G.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var V="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(G,V);G.setAttribute("title",V);mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));C.appendChild(G)}}else mxUtils.write(G,mxResources.get("save")),G.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+ +"+S)"),mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),C.appendChild(G),"1"==urlParams.saveAndExit&&(G=document.createElement("a"),mxUtils.write(G,mxResources.get("saveAndExit")),G.setAttribute("title",mxResources.get("saveAndExit")),G.className="geMenuItem",G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),C.appendChild(G));"1"!=urlParams.noExitBtn&&(G= +document.createElement("a"),V="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(G,V),G.setAttribute("title",V),G.className="geMenuItem",G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),C.appendChild(G));this.buttonContainer.appendChild(C);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var d=Sidebar.prototype.getTooltipOffset; +Sidebar.prototype.getTooltipOffset=function(C,G){if(null==this.editorUi.sidebarWindow||mxUtils.isAncestorNode(this.editorUi.picker,C)){var V=mxUtils.getOffset(this.editorUi.picker);V.x+=this.editorUi.picker.offsetWidth+4;V.y+=C.offsetTop-G.height/2+16;return V}var U=d.apply(this,arguments);V=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);U.x+=V.x-16;U.y+=V.y;return U};var f=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(C,G,V){var U=this.editorUi.editor.graph; +C.smartSeparators=!0;f.apply(this,arguments);"1"==urlParams.sketch?U.isEnabled()&&(C.addSeparator(),1==U.getSelectionCount()&&this.addMenuItems(C,["-","lockUnlock"],null,V)):1==U.getSelectionCount()?(U.isCellFoldable(U.getSelectionCell())&&this.addMenuItems(C,U.isCellCollapsed(G)?["expand"]:["collapse"],null,V),this.addMenuItems(C,["collapsible","-","lockUnlock","enterGroup"],null,V),C.addSeparator(),this.addSubmenu("layout",C)):U.isSelectionEmpty()&&U.isEnabled()?(C.addSeparator(),this.addMenuItems(C, +["editData"],null,V),C.addSeparator(),this.addSubmenu("layout",C),this.addSubmenu("insert",C),this.addMenuItems(C,["-","exitGroup"],null,V)):U.isEnabled()&&this.addMenuItems(C,["-","lockUnlock"],null,V)};var g=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(C,G,V){g.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(C,["copyAsImage"],null,V)};EditorUi.prototype.toggleFormatPanel=function(C){null!=this.formatWindow?this.formatWindow.window.setVisible(null!= +C?C:!this.formatWindow.window.isVisible()):b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var x=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1), +this.actions.outlineWindow.window.destroy(),this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow= +null);null!=this.menus.findReplaceWindow&&(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow=null);x.apply(this,arguments)};var z=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(C){z.apply(this,arguments);if(C){var G=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=G&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0); +null!=this.formatWindow&&(1E3<=G||"1"==urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1),null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var u=Menus.prototype.init;Menus.prototype.init=function(){u.apply(this,arguments);var C=this.editorUi,G=C.editor.graph;C.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";C.actions.get("createShape").label= +mxResources.get("shape")+"...";C.actions.get("outline").label=mxResources.get("outline")+"...";C.actions.get("layers").label=mxResources.get("layers")+"...";C.actions.get("tags").label=mxResources.get("tags")+"...";C.actions.get("comments").label=mxResources.get("comments")+"...";var V=C.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"),function(ca){C.setSketchMode(!Editor.sketchMode)}));V.setToggleAction(!0);V.setSelectedCallback(function(){return Editor.sketchMode});V=C.actions.put("togglePagesVisible", +new Action(mxResources.get("pages"),function(ca){C.setPagesVisible(!Editor.pagesVisible)}));V.setToggleAction(!0);V.setSelectedCallback(function(){return Editor.pagesVisible});C.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){G.popupMenuHandler.hideMenu();C.showImportCsvDialog()}));C.actions.put("importText",new Action(mxResources.get("text")+"...",function(){var ca=new ParseDialog(C,"Insert from Text");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));C.actions.put("formatSql", +new Action(mxResources.get("formatSql")+"...",function(){var ca=new ParseDialog(C,"Insert from Text","formatSql");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));C.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){k(C)},null,null,Editor.ctrlKey+"+Shift+K"));C.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(C)})).shortcut=C.actions.get("formatPanel").shortcut;EditorUi.enablePlantUml&&!C.isOffline()&& +C.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var ca=new ParseDialog(C,mxResources.get("plantUml")+"...","plantUml");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));C.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var ca=new ParseDialog(C,mxResources.get("mermaid")+"...","mermaid");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));var U=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this,function(ca, +fa){var J=this.editorUi.editor.graph,Z=J.getSelectionCell();U.call(this,ca,Z,null,fa);this.addMenuItems(ca,["editTooltip"],fa);J.model.isVertex(Z)&&this.addMenuItems(ca,["editGeometry"],fa);this.addMenuItems(ca,["-","edit"],fa)})));this.addPopupMenuCellEditItems=function(ca,fa,J,Z){ca.addSeparator();this.addSubmenu("editCell",ca,Z,mxResources.get("edit"))};this.put("file",new Menu(mxUtils.bind(this,function(ca,fa){var J=C.getCurrentFile();C.menus.addMenuItems(ca,["new"],fa);C.menus.addSubmenu("openFrom", +ca,fa);isLocalStorage&&this.addSubmenu("openRecent",ca,fa);ca.addSeparator(fa);null!=J&&J.constructor==DriveFile?C.menus.addMenuItems(ca,["save","rename","makeCopy","moveToFolder"],fa):(C.menus.addMenuItems(ca,["save","saveAs","-","rename"],fa),C.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(ca,["upload"],fa):C.menus.addMenuItems(ca,["makeCopy"],fa));ca.addSeparator(fa);null!=J&&(J.isRevisionHistorySupported()&&C.menus.addMenuItems(ca,["revisionHistory"], +fa),J.constructor==DriveFile&&C.menus.addMenuItems(ca,["openFolder"],fa),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||J.constructor==LocalFile&&null==J.fileHandle||C.menus.addMenuItems(ca,["synchronize"],fa));C.menus.addMenuItems(ca,["autosave"],fa);if(null!=J){ca.addSeparator(fa);"1"==urlParams.sketch&&C.commentsSupported()&&C.menus.addMenuItems(ca,["comments"],fa);if(null!=C.fileNode&&"1"!=urlParams.embedInline){var Z=null!=J.getTitle()?J.getTitle():C.defaultFilename;(J.constructor==DriveFile&& +null!=J.sync&&J.sync.isConnected()||!/(\.html)$/i.test(Z)&&!/(\.svg)$/i.test(Z))&&this.addMenuItems(ca,["properties"],fa)}J.constructor==DriveFile&&C.menus.addMenuItems(ca,["share"],fa)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(ca,fa){var J=C.getCurrentFile();C.menus.addSubmenu("extras",ca,fa,mxResources.get("preferences"));ca.addSeparator(fa);if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)C.menus.addMenuItems(ca,"new open - synchronize - save saveAs -".split(" "),fa);else if("1"== +urlParams.embed||C.mode==App.MODE_ATLAS){"1"!=urlParams.noSaveBtn&&"1"!=urlParams.embedInline&&C.menus.addMenuItems(ca,["-","save"],fa);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||C.mode==App.MODE_ATLAS)C.menus.addMenuItems(ca,["saveAndExit"],fa),null!=J&&J.isRevisionHistorySupported()&&C.menus.addMenuItems(ca,["revisionHistory"],fa);ca.addSeparator(fa)}else C.mode==App.MODE_ATLAS?C.menus.addMenuItems(ca,["save","synchronize","-"],fa):"1"!=urlParams.noFileMenu&& +("1"!=urlParams.sketch?(C.menus.addMenuItems(ca,["new"],fa),C.menus.addSubmenu("openFrom",ca,fa),isLocalStorage&&this.addSubmenu("openRecent",ca,fa),ca.addSeparator(fa),null!=J&&(J.constructor==DriveFile&&C.menus.addMenuItems(ca,["share"],fa),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||J.constructor==LocalFile||C.menus.addMenuItems(ca,["synchronize"],fa)),ca.addSeparator(fa),C.menus.addSubmenu("save",ca,fa)):C.menus.addSubmenu("file",ca,fa));C.menus.addSubmenu("exportAs",ca,fa);mxClient.IS_CHROMEAPP|| +EditorUi.isElectronApp?C.menus.addMenuItems(ca,["import"],fa):"1"!=urlParams.noFileMenu&&C.menus.addSubmenu("importFrom",ca,fa);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!C.commentsSupported()||C.menus.addMenuItems(ca,["-","comments"],fa);C.menus.addMenuItems(ca,"- findReplace layers tags - pageSetup".split(" "),fa);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||C.menus.addMenuItems(ca,["print"],fa);"1"!=urlParams.sketch&&null!=J&&null!=C.fileNode&& +"1"!=urlParams.embedInline&&(J=null!=J.getTitle()?J.getTitle():C.defaultFilename,/(\.html)$/i.test(J)||/(\.svg)$/i.test(J)||this.addMenuItems(ca,["-","properties"]));ca.addSeparator(fa);C.menus.addSubmenu("help",ca,fa);"1"==urlParams.embed||C.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||C.mode==App.MODE_ATLAS)&&C.menus.addMenuItems(ca,["-","exit"],fa):"1"!=urlParams.noFileMenu&&C.menus.addMenuItems(ca,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this,function(ca,fa){var J=C.getCurrentFile(); +null!=J&&J.constructor==DriveFile?C.menus.addMenuItems(ca,["save","makeCopy","-","rename","moveToFolder"],fa):(C.menus.addMenuItems(ca,["save","saveAs","-","rename"],fa),C.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(ca,["upload"],fa):C.menus.addMenuItems(ca,["makeCopy"],fa));C.menus.addMenuItems(ca,["-","autosave"],fa);null!=J&&J.isRevisionHistorySupported()&&C.menus.addMenuItems(ca,["-","revisionHistory"],fa)})));var Y=this.get("exportAs"); +this.put("exportAs",new Menu(mxUtils.bind(this,function(ca,fa){Y.funct(ca,fa);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||C.menus.addMenuItems(ca,["publishLink"],fa);C.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(ca.addSeparator(fa),C.menus.addSubmenu("embed",ca,fa))})));var O=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(ca,fa){C.menus.addInsertTableCellItem(ca,fa)})));var qa=this.get("units");this.put("units",new Menu(mxUtils.bind(this,function(ca,fa){qa.funct(ca, +fa);this.addMenuItems(ca,["-","pageScale","-","ruler"],fa)})));this.put("extras",new Menu(mxUtils.bind(this,function(ca,fa){null!=O&&C.menus.addSubmenu("language",ca,fa);"1"!=urlParams.embed&&"1"!=urlParams.extAuth&&C.mode!=App.MODE_ATLAS&&C.menus.addSubmenu("theme",ca,fa);C.menus.addSubmenu("units",ca,fa);ca.addSeparator(fa);"1"!=urlParams.sketch&&C.menus.addMenuItems(ca,["scrollbars","-","tooltips","copyConnect","collapseExpand"],fa);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&&"1"!=urlParams.embed&& +(isLocalStorage||mxClient.IS_CHROMEAPP)&&C.mode!=App.MODE_ATLAS&&C.menus.addMenuItems(ca,["-","showStartScreen","search","scratchpad"],fa);ca.addSeparator(fa);"1"==urlParams.sketch&&C.menus.addMenuItems(ca,["copyConnect","collapseExpand","tooltips","-"],fa);EditorUi.isElectronApp&&C.menus.addMenuItems(ca,["-","spellCheck","autoBkp","drafts","-"],fa);var J=C.getCurrentFile();null!=J&&J.isRealtimeEnabled()&&J.isRealtimeSupported()&&this.addMenuItems(ca,["-","showRemoteCursors","shareCursor","-"],fa); +Graph.translateDiagram&&C.menus.addMenuItems(ca,["diagramLanguage"],fa);C.mode!=App.MODE_ATLAS&&C.menus.addMenuItem(ca,"configuration",fa);"1"!=urlParams.sketch&&!C.isOfflineApp()&&isLocalStorage&&C.mode!=App.MODE_ATLAS&&C.menus.addMenuItem(ca,"plugins",fa);ca.addSeparator(fa)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(ca,fa){C.menus.addMenuItems(ca,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "),fa)})));mxUtils.bind(this,function(){var ca= +this.get("insert"),fa=ca.funct;ca.funct=function(J,Z){"1"==urlParams.sketch?(C.menus.addMenuItems(J,["toggleShapes"],Z),C.menus.addSubmenu("table",J,Z),J.addSeparator(Z),C.insertTemplateEnabled&&!C.isOffline()&&C.menus.addMenuItems(J,["insertTemplate"],Z),C.menus.addMenuItems(J,["insertImage","insertLink","-"],Z),C.menus.addSubmenu("insertAdvanced",J,Z,mxResources.get("advanced")),C.menus.addSubmenu("layout",J,Z)):(fa.apply(this,arguments),C.menus.addSubmenu("table",J,Z))}})();var oa="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "), +aa=function(ca,fa,J,Z){ca.addItem(J,null,mxUtils.bind(this,function(){var P=new CreateGraphDialog(C,J,Z);C.showDialog(P.container,620,420,!0,!1);P.init()}),fa)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(ca,fa){for(var J=0;J<oa.length;J++)"-"==oa[J]?ca.addSeparator(fa):aa(ca,fa,mxResources.get(oa[J])+"...",oa[J])})))};EditorUi.prototype.installFormatToolbar=function(C){var G=this.editor.graph,V=document.createElement("div");V.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;"; +G.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(U,Y){0<G.getSelectionCount()?(C.appendChild(V),V.innerHTML="Selected: "+G.getSelectionCount()):null!=V.parentNode&&V.parentNode.removeChild(V)}))};var H=!1;EditorUi.prototype.initFormatWindow=function(){if(!H&&null!=this.formatWindow){H=!0;this.formatWindow.window.setClosable(!1);var C=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){C.apply(this,arguments);this.minimized?(this.div.style.width= +"90px",this.table.style.width="90px",this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(G){mxEvent.getSource(G)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var L=EditorUi.prototype.init;EditorUi.prototype.init=function(){function C(wa, +ua,La){var Oa=O.menus.get(wa),Ca=ca.addMenu(mxResources.get(wa),mxUtils.bind(this,function(){Oa.funct.apply(this,arguments)}),aa);Ca.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";Ca.style.display="inline-block";Ca.style.boxSizing="border-box";Ca.style.top="6px";Ca.style.marginRight="6px";Ca.style.height="30px";Ca.style.paddingTop="6px";Ca.style.paddingBottom="6px";Ca.style.cursor="pointer";Ca.setAttribute("title",mxResources.get(wa));O.menus.menuCreated(Oa,Ca,"geMenuItem");null!= +La?(Ca.style.backgroundImage="url("+La+")",Ca.style.backgroundPosition="center center",Ca.style.backgroundRepeat="no-repeat",Ca.style.backgroundSize="24px 24px",Ca.style.width="34px",Ca.innerText=""):ua||(Ca.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",Ca.style.backgroundPosition="right 6px center",Ca.style.backgroundRepeat="no-repeat",Ca.style.paddingRight="22px");return Ca}function G(wa,ua,La,Oa,Ca,Ma){var Ga=document.createElement("a");Ga.className="1"==urlParams.sketch?"geToolbarButton": +"geMenuItem";Ga.style.display="inline-block";Ga.style.boxSizing="border-box";Ga.style.height="30px";Ga.style.padding="6px";Ga.style.position="relative";Ga.style.verticalAlign="top";Ga.style.top="0px";"1"==urlParams.sketch&&(Ga.style.borderStyle="none",Ga.style.boxShadow="none",Ga.style.padding="6px",Ga.style.margin="0px");null!=O.statusContainer?oa.insertBefore(Ga,O.statusContainer):oa.appendChild(Ga);null!=Ma?(Ga.style.backgroundImage="url("+Ma+")",Ga.style.backgroundPosition="center center",Ga.style.backgroundRepeat= +"no-repeat",Ga.style.backgroundSize="24px 24px",Ga.style.width="34px"):mxUtils.write(Ga,wa);mxEvent.addListener(Ga,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(Ya){Ya.preventDefault()}));mxEvent.addListener(Ga,"click",function(Ya){"disabled"!=Ga.getAttribute("disabled")&&ua(Ya);mxEvent.consume(Ya)});null==La&&(Ga.style.marginRight="4px");null!=Oa&&Ga.setAttribute("title",Oa);null!=Ca&&(wa=function(){Ca.isEnabled()?(Ga.removeAttribute("disabled"),Ga.style.cursor="pointer"): +(Ga.setAttribute("disabled","disabled"),Ga.style.cursor="default")},Ca.addListener("stateChanged",wa),qa.addListener("enabledChanged",wa),wa());return Ga}function V(wa,ua,La){La=document.createElement("div");La.className="geMenuItem";La.style.display="inline-block";La.style.verticalAlign="top";La.style.marginRight="6px";La.style.padding="0 4px 0 4px";La.style.height="30px";La.style.position="relative";La.style.top="0px";"1"==urlParams.sketch&&(La.style.boxShadow="none");for(var Oa=0;Oa<wa.length;Oa++)null!= +wa[Oa]&&("1"==urlParams.sketch&&(wa[Oa].style.padding="10px 8px",wa[Oa].style.width="30px"),wa[Oa].style.margin="0px",wa[Oa].style.boxShadow="none",La.appendChild(wa[Oa]));null!=ua&&mxUtils.setOpacity(La,ua);null!=O.statusContainer&&"1"!=urlParams.sketch?oa.insertBefore(La,O.statusContainer):oa.appendChild(La);return La}function U(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(F.style.left=58>q.offsetTop-q.offsetHeight/2?"70px":"10px");else{for(var wa=oa.firstChild;null!=wa;){var ua=wa.nextSibling; +"geMenuItem"!=wa.className&&"geItem"!=wa.className||wa.parentNode.removeChild(wa);wa=ua}aa=oa.firstChild;m=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;wa=1E3>m||"1"==urlParams.sketch;var La=null;wa||(La=C("diagram"));ua=wa?C("diagram",null,Editor.menuImage):null;null!=ua&&(La=ua);V([La,G(mxResources.get("shapes"),O.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),O.actions.get("image"),wa?Editor.shapesImage:null),G(mxResources.get("format"),O.actions.get("toggleFormat").funct, +null,mxResources.get("format")+" ("+O.actions.get("formatPanel").shortcut+")",O.actions.get("image"),wa?Editor.formatImage:null)],wa?60:null);ua=C("insert",!0,wa?ja:null);V([ua,G(mxResources.get("delete"),O.actions.get("delete").funct,null,mxResources.get("delete"),O.actions.get("delete"),wa?Editor.trashImage:null)],wa?60:null);411<=m&&(V([Qa,Ta],60),520<=m&&V([X,640<=m?G("",Aa.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +)",Aa,Editor.zoomInImage):null,640<=m?G("",Ka.funct,!0,mxResources.get("zoomOut")+ +" ("+Editor.ctrlKey+" -)",Ka,Editor.zoomOutImage):null],60))}null!=La&&(mxEvent.disableContextMenu(La),mxEvent.addGestureListeners(La,mxUtils.bind(this,function(Oa){(mxEvent.isShiftDown(Oa)||mxEvent.isAltDown(Oa)||mxEvent.isMetaDown(Oa)||mxEvent.isControlDown(Oa)||mxEvent.isPopupTrigger(Oa))&&O.appIconClicked(Oa)}),null,null));ua=O.menus.get("language");null!=ua&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&600<=m&&"1"!=urlParams.sketch?(null==la&&(ua=ca.addMenu("",ua.funct),ua.setAttribute("title", +mxResources.get("language")),ua.className="geToolbarButton",ua.style.backgroundImage="url("+Editor.globeImage+")",ua.style.backgroundPosition="center center",ua.style.backgroundRepeat="no-repeat",ua.style.backgroundSize="24px 24px",ua.style.position="absolute",ua.style.height="24px",ua.style.width="24px",ua.style.zIndex="1",ua.style.right="8px",ua.style.cursor="pointer",ua.style.top="1"==urlParams.embed?"12px":"11px",oa.appendChild(ua),la=ua),O.buttonContainer.style.paddingRight="34px"):(O.buttonContainer.style.paddingRight= +"4px",null!=la&&(la.parentNode.removeChild(la),la=null))}L.apply(this,arguments);var Y=document.createElement("div");Y.style.cssText="position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";Y.style.bottom="1"!=urlParams.embed||"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(Y);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version|| +0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&&1E3<=m||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])k(this,!0),null!=this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var O=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==O.embedViewport)mxUtils.fit(this.div); +else{var wa=parseInt(this.div.offsetLeft),ua=parseInt(this.div.offsetWidth),La=O.embedViewport.x+O.embedViewport.width,Oa=parseInt(this.div.offsetTop),Ca=parseInt(this.div.offsetHeight),Ma=O.embedViewport.y+O.embedViewport.height;this.div.style.left=Math.max(O.embedViewport.x,Math.min(wa,La-ua))+"px";this.div.style.top=Math.max(O.embedViewport.y,Math.min(Oa,Ma-Ca))+"px";this.div.style.height=Math.min(O.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(O.embedViewport.width, +parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&&("1"==urlParams.sketch||1E3<=m)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(),Y=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>m||708>Y)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));O=this;var qa=O.editor.graph; +O.toolbar=this.createToolbar(O.createDiv("geToolbar"));O.defaultLibraryName=mxResources.get("untitledLibrary");var oa=document.createElement("div");oa.className="geMenubarContainer";var aa=null,ca=new Menubar(O,oa);O.statusContainer=O.createStatusContainer();O.statusContainer.style.position="relative";O.statusContainer.style.maxWidth="";O.statusContainer.style.marginTop="7px";O.statusContainer.style.marginLeft="6px";O.statusContainer.style.color="gray";O.statusContainer.style.cursor="default";var fa= +O.hideCurrentMenu;O.hideCurrentMenu=function(){fa.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()};var J=O.descriptorChanged;O.descriptorChanged=function(){J.apply(this,arguments);var wa=O.getCurrentFile();if(null!=wa&&null!=wa.getTitle()){var ua=wa.getMode();"google"==ua?ua="googleDrive":"github"==ua?ua="gitHub":"gitlab"==ua?ua="gitLab":"onedrive"==ua&&(ua="oneDrive");ua=mxResources.get(ua);oa.setAttribute("title",wa.getTitle()+(null!=ua?" ("+ua+")":""))}else oa.removeAttribute("title")}; +O.setStatusText(O.editor.getStatus());oa.appendChild(O.statusContainer);O.buttonContainer=document.createElement("div");O.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;";oa.appendChild(O.buttonContainer);O.menubarContainer=O.buttonContainer;O.tabContainer=document.createElement("div");O.tabContainer.className="geTabContainer";O.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;"; +Y=O.diagramContainer.parentNode;var Z=document.createElement("div");Z.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";O.diagramContainer.style.top="1"==urlParams.sketch?"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){Z.style.top="20px";O.titlebar=document.createElement("div");O.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var P=document.createElement("div"); +P.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;";O.titlebar.appendChild(P);Y.appendChild(O.titlebar)}P=O.menus.get("viewZoom");var da=P.funct;P.funct=function(wa,ua){da.apply(this,arguments);O.menus.addMenuItems(wa,["outline","-","fullscreen","toggleDarkMode"],ua)};var ja="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,ka="1"==urlParams.sketch?document.createElement("div"): 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");O.diagramContainer.style.top=wa[0];O.diagramContainer.style.left=wa[1];O.diagramContainer.style.width= +ua.width+50+"px";O.diagramContainer.style.height=ua.height+46+"px";O.diagramContainer.style.bottom="";O.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:O.diagramContainer.getBoundingClientRect()}),"*");O.refresh()}F.style.left=O.diagramContainer.offsetLeft+"px";F.style.top=O.diagramContainer.offsetTop-F.offsetHeight-4+"px";q.style.display="";q.style.left=O.diagramContainer.offsetLeft-q.offsetWidth-4+"px";q.style.top=O.diagramContainer.offsetTop+ 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wa=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(wa.x+wa.width+4,wa.y);ba()});O.addListener("inlineFullscreenChanged",ba);O.addListener("editInlineStart",W);"1"==urlParams.embedInline&&O.addListener("darkModeChanged", +W);O.addListener("editInlineStop",mxUtils.bind(this,function(wa){O.diagramContainer.style.width="10px";O.diagramContainer.style.height="10px";O.diagramContainer.style.border="";O.bottomResizer.style.visibility="hidden";O.rightResizer.style.visibility="hidden";F.style.visibility="hidden";ka.style.visibility="hidden";q.style.display="none"}));if(null!=O.hoverIcons){var ia=O.hoverIcons.update;O.hoverIcons.update=function(){qa.freehand.isDrawing()||ia.apply(this,arguments)}}if(null!=qa.freehand){var ra= +qa.freehand.createStyle;qa.freehand.createStyle=function(wa){return ra.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){q.className="geToolbarContainer";ka.className="geToolbarContainer";F.className="geToolbarContainer";oa.className="geToolbarContainer";O.picker=q;var ta=!1;"1"!=urlParams.embed&&"atlassian"!=O.getServiceName()&&(mxEvent.addListener(oa,"mouseenter",function(){O.statusContainer.style.display="inline-block"}),mxEvent.addListener(oa,"mouseleave",function(){ta||(O.statusContainer.style.display= +"none")}));var ma=mxUtils.bind(this,function(wa){null!=O.notificationBtn&&(null!=wa?O.notificationBtn.setAttribute("title",wa):O.notificationBtn.removeAttribute("title"))});oa.style.visibility=20>oa.clientWidth?"hidden":"";O.editor.addListener("statusChanged",mxUtils.bind(this,function(){O.setStatusText(O.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=O.getServiceName())if(O.statusContainer.style.display="inline-block",ta=!0,1==O.statusContainer.children.length&&""==O.editor.getStatus())oa.style.visibility= 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O.statusContainer.style.display="inline-block",ma(null),ta=!0;oa.style.visibility=20>oa.clientWidth&&!ta?"hidden":""}}));S=C("diagram",null,Editor.menuImage);S.style.boxShadow="none";S.style.padding="6px";S.style.margin="0px";F.appendChild(S); +mxEvent.disableContextMenu(S);mxEvent.addGestureListeners(S,mxUtils.bind(this,function(wa){(mxEvent.isShiftDown(wa)||mxEvent.isAltDown(wa)||mxEvent.isMetaDown(wa)||mxEvent.isControlDown(wa)||mxEvent.isPopupTrigger(wa))&&this.appIconClicked(wa)}),null,null);O.statusContainer.style.position="";O.statusContainer.style.display="none";O.statusContainer.style.margin="0px";O.statusContainer.style.padding="6px 0px";O.statusContainer.style.maxWidth=Math.min(m-240,280)+"px";O.statusContainer.style.display= +"inline-block";O.statusContainer.style.textOverflow="ellipsis";O.buttonContainer.style.position="";O.buttonContainer.style.paddingRight="0px";O.buttonContainer.style.display="inline-block";var pa=document.createElement("a");pa.style.padding="0px";pa.style.boxShadow="none";pa.className="geMenuItem";pa.style.display="inline-block";pa.style.width="40px";pa.style.height="12px";pa.style.marginBottom="-2px";pa.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")";pa.style.backgroundPosition= +"top center";pa.style.backgroundRepeat="no-repeat";pa.setAttribute("title","Minimize");var za=!1,Ba=mxUtils.bind(this,function(){q.innerText="";if(!za){var wa=function(ua,La,Oa,Ca){null!=La&&ua.setAttribute("title",La);ua.style.cursor=null!=Oa?Oa:"default";ua.style.margin="2px 0px";q.appendChild(ua);mxUtils.br(q);null!=Ca&&(ua.style.position="relative",ua.style.overflow="visible",La=document.createElement("div"),La.style.position="absolute",La.style.left="34px",La.style.top="28px",La.style.fontSize= +"8px",mxUtils.write(La,Ca),ua.appendChild(La));return 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mxCell("",new mxGeometry(0,0,qa.defaultEdgeLength, +0),"edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;");ua.geometry.setTerminalPoint(new mxPoint(0,0),!0);ua.geometry.setTerminalPoint(new mxPoint(ua.geometry.width,0),!1);ua.geometry.points=[];ua.geometry.relative=!0;ua.edge=!0;wa(O.sidebar.createEdgeTemplateFromCells([ua],ua.geometry.width,ua.geometry.height,mxResources.get("line")+" (C)",!0,null,!0,!1),mxResources.get("line")+" (C)",null,"C");ua=ua.clone();ua.style="edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;shape=flexArrow;rounded=1;startSize=8;endSize=8;"; +ua.geometry.width=qa.defaultEdgeLength+20;ua.geometry.setTerminalPoint(new mxPoint(0,20),!0);ua.geometry.setTerminalPoint(new mxPoint(ua.geometry.width,20),!1);wa(O.sidebar.createEdgeTemplateFromCells([ua],ua.geometry.width,40,mxResources.get("arrow"),!0,null,!0,!1),mxResources.get("arrow"))})();(function(ua,La,Oa,Ca){ua=G("",ua.funct,null,La,ua,Oa);ua.style.width="40px";ua.style.height="34px";ua.style.opacity="0.7";return wa(ua,null,"pointer",Ca)})(O.actions.get("insertFreehand"),mxResources.get("freehand")+ +" (X)",Editor.freehandImage,"X");S=C("insert",null,Editor.plusImage);S.style.boxShadow="none";S.style.opacity="0.7";S.style.padding="6px";S.style.margin="0px";S.style.height="34px";S.style.width="37px";wa(S,null,"pointer")}"1"!=urlParams.embedInline&&q.appendChild(pa)});mxEvent.addListener(pa,"click",mxUtils.bind(this,function(){za?(mxUtils.setPrefixedStyle(q.style,"transform","translate(0, -50%)"),q.style.padding="8px 6px 4px",q.style.top="50%",q.style.bottom="",q.style.height="",pa.style.backgroundImage= 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+F.style.cssText="position:absolute;left:10px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;";ka.style.cssText="position:absolute;right:14px;bottom:14px;height:28px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px;white-space:nowrap;user-select:none;";Z.appendChild(F);Z.appendChild(ka);q.style.cssText="position:absolute;left:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px 6px 4px 6px;white-space:nowrap;transform:translate(0, -50%);top:50%;user-select:none;"; +mxClient.IS_POINTER&&(q.style.touchAction="none");Z.appendChild(q);window.setTimeout(function(){mxUtils.setPrefixedStyle(q.style,"transition","transform .3s ease-out")},0);"1"==urlParams["format-toolbar"]&&this.installFormatToolbar(Z)}else{var X=G("",Ia,!0,mxResources.get("fit")+" ("+Editor.ctrlKey+"+H)",W,Editor.zoomFitImage);oa.style.cssText="position:absolute;left:0px;right:0px;top:0px;height:30px;padding:8px;text-align:left;white-space:nowrap;";this.tabContainer.style.right="70px";S=ca.addMenu("100%", +P.funct);S.setAttribute("title",mxResources.get("zoom")+" (Alt+Mousewheel)");S.style.whiteSpace="nowrap";S.style.paddingRight="10px";S.style.textDecoration="none";S.style.textDecoration="none";S.style.overflow="hidden";S.style.visibility="hidden";S.style.textAlign="center";S.style.cursor="pointer";S.style.height=parseInt(O.tabContainerHeight)-1+"px";S.style.lineHeight=parseInt(O.tabContainerHeight)+1+"px";S.style.position="absolute";S.style.display="block";S.style.fontSize="12px";S.style.width="59px"; 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Retrying...\nreverse=Reverse\nrevision=Revision\nrevisionHistory=Revision History\nrhombus=Rhombus\nright=Right\nrightAlign=Right Align\nrightToLeft=Right to left\nrotate=Rotate\nrotateTooltip=Click and drag to rotate, click to turn shape only by 90 degrees\nrotation=Rotation\nrounded=Rounded\nsave=Save\nsaveAndExit=Save & Exit\nsaveAs=Save as\nsaveAsXmlFile=Save as XML file?\nsaved=Saved\nsaveDiagramFirst=Please save the diagram first\nsaveDiagramsTo=Save diagrams to\nsaveLibrary403=Insufficient permissions to edit this library\nsaveLibrary500=There was an error while saving the library\nsaveLibraryReadOnly=Could not save library while read-only mode is active\nsaving=Saving\nscratchpad=Scratchpad\nscrollbars=Scrollbars\nsearch=Search\nsearchShapes=Search Shapes\nselectAll=Select All\nselectionOnly=Selection Only\nselectCard=Select Card\nselectEdges=Select Edges\nselectFile=Select File\nselectFolder=Select Folder\nselectFont=Select Font\nselectNone=Select None\nselectTemplate=Select Template\nselectVertices=Select Vertices\nsendBackward=Send Backward\nsendMessage=Send\nsendYourFeedback=Send your feedback\nserviceUnavailableOrBlocked=Service unavailable or blocked\nsessionExpired=Your session has expired. Please refresh the browser window.\nsessionTimeoutOnSave=Your session has timed out and you have been disconnected from the Google Drive. Press OK to login and save.\nsetAsDefaultStyle=Set as Default Style\nshadow=Shadow\nshape=Shape\nshapes=Shapes\nshare=Share\nshareCursor=Share Mouse Cursor\nshareLink=Link for shared editing\nsharingAvailable=Sharing available for Google Drive and OneDrive files.\nsharp=Sharp\nshow=Show\nshowRemoteCursors=Show Remote Mouse Cursors\nshowStartScreen=Show Start Screen\nsidebarTooltip=Click to expand. Drag and drop shapes into the diagram. Shift+click to change selection. Alt+click to insert and connect.\nsigns=Signs\nsignOut=Sign out\nsimple=Simple\nsimpleArrow=Simple Arrow\nsimpleViewer=Simple Viewer\nsize=Size\nsketch=Sketch\nsnapToGrid=Snap to Grid\nsolid=Solid\nsourceSpacing=Source Spacing\nsouth=South\nsoftware=Software\nspace=Space\nspacing=Spacing\nspecialLink=Special Link\nstandard=Standard\nstartDrawing=Start drawing\nstopDrawing=Stop drawing\nstarting=Starting\nstraight=Straight\nstrikethrough=Strikethrough\nstrokeColor=Line Color\nstyle=Style\nsubscript=Subscript\nsummary=Summary\nsuperscript=Superscript\nsupport=Support\nswimlaneDiagram=Swimlane Diagram\nsysml=SysML\ntags=Tags\ntable=Table\ntables=Tables\ntakeOver=Take Over\ntargetSpacing=Target Spacing\ntemplate=Template\ntemplates=Templates\ntext=Text\ntextAlignment=Text Alignment\ntextOpacity=Text Opacity\ntheme=Theme\ntimeout=Timeout\ntitle=Title\nto=to\ntoBack=To Back\ntoFront=To Front\ntooLargeUseDownload=Too large, use download instead.\ntoolbar=Toolbar\ntooltips=Tooltips\ntop=Top\ntopAlign=Top Align\ntopLeft=Top Left\ntopRight=Top Right\ntransparent=Transparent\ntransparentBackground=Transparent Background\ntrello=Trello\ntryAgain=Try again\ntryOpeningViaThisPage=Try opening via this page\nturn=Rotate shape only by 90°\ntype=Type\ntwitter=Twitter\numl=UML\nunderline=Underline\nundo=Undo\nungroup=Ungroup\nunmerge=Unmerge\nunsavedChanges=Unsaved changes\nunsavedChangesClickHereToSave=Unsaved changes. Click here to save.\nuntitled=Untitled\nuntitledDiagram=Untitled Diagram\nuntitledLayer=Untitled Layer\nuntitledLibrary=Untitled Library\nunknownError=Unknown error\nupdateFile=Update {1}\nupdatingDocument=Updating Document. Please wait...\nupdatingPreview=Updating Preview. Please wait...\nupdatingSelection=Updating Selection. Please wait...\nupload=Upload\nurl=URL\nuseOffline=Use Offline\nuseRootFolder=Use root folder?\nuserManual=User Manual\nvertical=Vertical\nverticalFlow=Vertical Flow\nverticalTree=Vertical Tree\nview=View\nviewerSettings=Viewer Settings\nviewUrl=Link to view: {1}\nvoiceAssistant=Voice Assistant (beta)\nwarning=Warning\nwaypoints=Waypoints\nwest=West\nwidth=Width\nwiki=Wiki\nwordWrap=Word Wrap\nwritingDirection=Writing Direction\nyes=Yes\nyourEmailAddress=Your email address\nzoom=Zoom\nzoomIn=Zoom In\nzoomOut=Zoom Out\nbasic=Basic\nbusinessprocess=Business Processes\ncharts=Charts\nengineering=Engineering\nflowcharts=Flowcharts\ngmdl=Material Design\nmindmaps=Mindmaps\nmockups=Mockups\nnetworkdiagrams=Network Diagrams\nnothingIsSelected=Nothing is selected\nother=Other\nsoftwaredesign=Software Design\nvenndiagrams=Venn Diagrams\nwebEmailOrOther=Web, email or any other internet address\nwebLink=Web Link\nwireframes=Wireframes\nproperty=Property\nvalue=Value\nshowMore=Show More\nshowLess=Show Less\nmyDiagrams=My Diagrams\nallDiagrams=All Diagrams\nrecentlyUsed=Recently used\nlistView=List view\ngridView=Grid view\nresultsFor=Results for \'{1}\'\noneDriveCharsNotAllowed=The following characters are not allowed: ~ " # % * : < > ? / { | }\noneDriveInvalidDeviceName=The specified device name is invalid\nofficeNotLoggedOD=You are not logged in to OneDrive. Please open draw.io task pane and login first.\nofficeSelectSingleDiag=Please select a single draw.io diagram only without other contents.\nofficeSelectDiag=Please select a draw.io diagram.\nofficeCannotFindDiagram=Cannot find a draw.io diagram in the selection\nnoDiagrams=No diagrams found\nauthFailed=Authentication failed\nofficeFailedAuthMsg=Unable to successfully authenticate user or authorize application.\nconvertingDiagramFailed=Converting diagram failed\nofficeCopyImgErrMsg=Due to some limitations in the host application, the image could not be inserted. Please manually copy the image then paste it to the document.\ninsertingImageFailed=Inserting image failed\nofficeCopyImgInst=Instructions: Right-click the image below. Select "Copy image" from the context menu. Then, in the document, right-click and select "Paste" from the context menu.\nfolderEmpty=Folder is empty\nrecent=Recent\nsharedWithMe=Shared With Me\nsharepointSites=Sharepoint Sites\nerrorFetchingFolder=Error fetching folder items\nerrorAuthOD=Error authenticating to OneDrive\nofficeMainHeader=Adds draw.io diagrams to your document.\nofficeStepsHeader=This add-in performs the following steps:\nofficeStep1=Connects to Microsoft OneDrive, Google Drive or your device.\nofficeStep2=Select a draw.io diagram.\nofficeStep3=Insert the diagram into the document.\nofficeAuthPopupInfo=Please complete the authentication in the pop-up window.\nofficeSelDiag=Select draw.io Diagram:\nfiles=Files\nshared=Shared\nsharepoint=Sharepoint\nofficeManualUpdateInst=Instructions: Copy draw.io diagram from the document. Then, in the box below, right-click and select "Paste" from the context menu.\nofficeClickToEdit=Click icon to start editing:\npasteDiagram=Paste draw.io diagram here\nconnectOD=Connect to OneDrive\nselectChildren=Select Children\nselectSiblings=Select Siblings\nselectParent=Select Parent\nselectDescendants=Select Descendants\nlastSaved=Last saved {1} ago\nresolve=Resolve\nreopen=Re-open\nshowResolved=Show Resolved\nreply=Reply\nobjectNotFound=Object not found\nreOpened=Re-opened\nmarkedAsResolved=Marked as resolved\nnoCommentsFound=No comments found\ncomments=Comments\ntimeAgo={1} ago\nconfluenceCloud=Confluence Cloud\nlibraries=Libraries\nconfAnchor=Confluence Page Anchor\nconfTimeout=The connection has timed out\nconfSrvTakeTooLong=The server at {1} is taking too long to respond.\nconfCannotInsertNew=Cannot insert draw.io diagram to a new Confluence page\nconfSaveTry=Please save the page and try again.\nconfCannotGetID=Unable to determine page ID\nconfContactAdmin=Please contact your Confluence administrator.\nreadErr=Read Error\neditingErr=Editing Error\nconfExtEditNotPossible=This diagram cannot be edited externally. Please try editing it while editing the page\nconfEditedExt=Diagram/Page edited externally\ndiagNotFound=Diagram Not Found\nconfEditedExtRefresh=Diagram/Page is edited externally. Please refresh the page.\nconfCannotEditDraftDelOrExt=Cannot edit diagrams in a draft page, diagram is deleted from the page, or diagram is edited externally. Please check the page.\nretBack=Return back\nconfDiagNotPublished=The diagram does not belong to a published page\ncreatedByDraw=Created by draw.io\nfilenameShort=Filename too short\ninvalidChars=Invalid characters\nalreadyExst={1} already exists\ndraftReadErr=Draft Read Error\ndiagCantLoad=Diagram cannot be loaded\ndraftWriteErr=Draft Write Error\ndraftCantCreate=Draft could not be created\nconfDuplName=Duplicate diagram name detected. Please pick another name.\nconfSessionExpired=Looks like your session expired. Log in again to keep working.\nlogin=Login\ndrawPrev=draw.io preview\ndrawDiag=draw.io diagram\ninvalidCallFnNotFound=Invalid Call: {1} not found\ninvalidCallErrOccured=Invalid Call: An error occurred, {1}\nanonymous=Anonymous\nconfGotoPage=Go to containing page\nshowComments=Show Comments\nconfError=Error: {1}\ngliffyImport=Gliffy Import\ngliffyImportInst1=Click the "Start Import" button to import all Gliffy diagrams to draw.io.\ngliffyImportInst2=Please note that the import procedure will take some time and the browser window must remain open until the import is completed.\nstartImport=Start Import\ndrawConfig=draw.io Configuration\ncustomLib=Custom Libraries\ncustomTemp=Custom Templates\npageIdsExp=Page IDs Export\ndrawReindex=draw.io re-indexing (beta)\nworking=Working\ndrawConfigNotFoundInst=draw.io Configuration Space (DRAWIOCONFIG) does not exist. This space is needed to store draw.io configuration files and custom libraries/templates.\ncreateConfSp=Create Config Space\nunexpErrRefresh=Unexpected error, please refresh the page and try again.\nconfigJSONInst=Write draw.io JSON configuration in the editor below then click save. If you need help, please refer to\nthisPage=this page\ncurCustLib=Current Custom Libraries\nlibName=Library Name\naction=Action\ndrawConfID=draw.io Config ID\naddLibInst=Click the "Add Library" button to upload a new library.\naddLib=Add Library\ncustomTempInst1=Custom templates are draw.io diagrams saved in children pages of\ncustomTempInst2=For more details, please refer to\ntempsPage=Templates page\npageIdsExpInst1=Select export target, then click the "Start Export" button to export all pages IDs.\npageIdsExpInst2=Please note that the export procedure will take some time and the browser window must remain open until the export is completed.\nstartExp=Start Export\nrefreshDrawIndex=Refresh draw.io Diagrams Index\nreindexInst1=Click the "Start Indexing" button to refresh draw.io diagrams index.\nreindexInst2=Please note that the indexing procedure will take some time and the browser window must remain open until the indexing is completed.\nstartIndexing=Start Indexing\nconfAPageFoundFetch=Page "{1}" found. Fetching\nconfAAllDiagDone=All {1} diagrams processed. Process finished.\nconfAStartedProcessing=Started processing page "{1}"\nconfAAllDiagInPageDone=All {1} diagrams in page "{2}" processed successfully.\nconfAPartialDiagDone={1} out of {2} {3} diagrams in page "{4}" processed successfully.\nconfAUpdatePageFailed=Updating page "{1}" failed.\nconfANoDiagFoundInPage=No {1} diagrams found in page "{2}".\nconfAFetchPageFailed=Fetching the page failed.\nconfANoDiagFound=No {1} diagrams found. Process finished.\nconfASearchFailed=Searching for {1} diagrams failed. Please try again later.\nconfAGliffyDiagFound={2} diagram "{1}" found. Importing\nconfAGliffyDiagImported={2} diagram "{1}" imported successfully.\nconfASavingImpGliffyFailed=Saving imported {2} diagram "{1}" failed.\nconfAImportedFromByDraw=Imported from "{1}" by draw.io\nconfAImportGliffyFailed=Importing {2} diagram "{1}" failed.\nconfAFetchGliffyFailed=Fetching {2} diagram "{1}" failed.\nconfACheckBrokenDiagLnk=Checking for broken diagrams links.\nconfADelDiagLinkOf=Deleting diagram link of "{1}"\nconfADupLnk=(duplicate link)\nconfADelDiagLnkFailed=Deleting diagram link of "{1}" failed.\nconfAUnexpErrProcessPage=Unexpected error during processing the page with id: {1}\nconfADiagFoundIndex=Diagram "{1}" found. Indexing\nconfADiagIndexSucc=Diagram "{1}" indexed successfully.\nconfAIndexDiagFailed=Indexing diagram "{1}" failed.\nconfASkipDiagOtherPage=Skipped "{1}" as it belongs to another page!\nconfADiagUptoDate=Diagram "{1}" is up to date.\nconfACheckPagesWDraw=Checking pages having draw.io diagrams.\nconfAErrOccured=An error occurred!\nsavedSucc=Saved successfully\nconfASaveFailedErr=Saving Failed (Unexpected Error)\ncharacter=Character\nconfAConfPageDesc=This page contains draw.io configuration file (configuration.json) as attachment\nconfALibPageDesc=This page contains draw.io custom libraries as attachments\nconfATempPageDesc=This page contains draw.io custom templates as attachments\nworking=Working\nconfAConfSpaceDesc=This space is used to store draw.io configuration files and custom libraries/templates\nconfANoCustLib=No Custom Libraries\ndelFailed=Delete failed!\nshowID=Show ID\nconfAIncorrectLibFileType=Incorrect file type. Libraries should be XML files.\nuploading=Uploading\nconfALibExist=This library already exists\nconfAUploadSucc=Uploaded successfully\nconfAUploadFailErr=Upload Failed (Unexpected Error)\nhiResPreview=High Res Preview\nofficeNotLoggedGD=You are not logged in to Google Drive. Please open draw.io task pane and login first.\nofficePopupInfo=Please complete the process in the pop-up window.\npickODFile=Pick OneDrive File\ncreateODFile=Create OneDrive File\npickGDriveFile=Pick Google Drive File\ncreateGDriveFile=Create Google Drive File\npickDeviceFile=Pick Device File\nvsdNoConfig="vsdurl" is not configured\nruler=Ruler\nunits=Units\npoints=Points\ninches=Inches\nmillimeters=Millimeters\nconfEditDraftDelOrExt=This diagram is in a draft page, is deleted from the page, or is edited externally. It will be saved as a new attachment version and may not be reflected in the page.\nconfDiagEditedExt=Diagram is edited in another session. It will be saved as a new attachment version but the page will show other session\'s modifications.\nmacroNotFound=Macro Not Found\nconfAInvalidPageIdsFormat=Incorrect Page IDs file format\nconfACollectingCurPages=Collecting current pages\nconfABuildingPagesMap=Building pages mapping\nconfAProcessDrawDiag=Started processing imported draw.io diagrams\nconfAProcessDrawDiagDone=Finished processing imported draw.io diagrams\nconfAProcessImpPages=Started processing imported pages\nconfAErrPrcsDiagInPage=Error processing draw.io diagrams in page "{1}"\nconfAPrcsDiagInPage=Processing draw.io diagrams in page "{1}"\nconfAImpDiagram=Importing diagram "{1}"\nconfAImpDiagramFailed=Importing diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\nconfAImpDiagramError=Error importing diagram "{1}". Cannot fetch or save the diagram. Cannot fix this diagram links.\nconfAUpdateDgrmCCFailed=Updating link to diagram "{1}" failed.\nconfImpDiagramSuccess=Updating diagram "{1}" done successfully.\nconfANoLnksInDrgm=No links to update in: {1}\nconfAUpdateLnkToPg=Updated link to page: "{1}" in diagram: "{2}"\nconfAUpdateLBLnkToPg=Updated lightbox link to page: "{1}" in diagram: "{2}"\nconfAUpdateLnkBase=Updated base URL from: "{1}" to: "{2}" in diagram: "{3}"\nconfAPageIdsImpDone=Page IDs Import finished\nconfAPrcsMacrosInPage=Processing draw.io macros in page "{1}"\nconfAErrFetchPage=Error fetching page "{1}"\nconfAFixingMacro=Fixing macro of diagram "{1}"\nconfAErrReadingExpFile=Error reading export file\nconfAPrcsDiagInPageDone=Processing draw.io diagrams in page "{1}" finished\nconfAFixingMacroSkipped=Fixing macro of diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\npageIdsExpTrg=Export target\nconfALucidDiagImgImported={2} diagram "{1}" image extracted successfully\nconfASavingLucidDiagImgFailed=Extracting {2} diagram "{1}" image failed\nconfGetInfoFailed=Fetching file info from {1} failed.\nconfCheckCacheFailed=Cannot get cached file info.\nconfReadFileErr=Cannot read "{1}" file from {2}.\nconfSaveCacheFailed=Unexpected error. Cannot save cached file\norgChartType=Org Chart Type\nlinear=Linear\nhanger2=Hanger 2\nhanger4=Hanger 4\nfishbone1=Fishbone 1\nfishbone2=Fishbone 2\n1ColumnLeft=Single Column Left\n1ColumnRight=Single Column Right\nsmart=Smart\nparentChildSpacing=Parent Child Spacing\nsiblingSpacing=Sibling Spacing\nconfNoPermErr=Sorry, you don\'t have enough permissions to view this embedded diagram from page {1}\ncopyAsImage=Copy as Image\nlucidImport=Lucidchart Import\nlucidImportInst1=Click the "Start Import" button to import all Lucidchart diagrams.\ninstallFirst=Please install {1} first\ndrawioChromeExt=draw.io Chrome Extension\nloginFirstThen=Please login to {1} first, then {2}\nerrFetchDocList=Error: Couldn\'t fetch documents list\nbuiltinPlugins=Built-in Plugins\nextPlugins=External Plugins\nbackupFound=Backup file found\nchromeOnly=This feature only works in Google Chrome\nmsgDeleted=This message has been deleted\nconfAErrFetchDrawList=Error fetching diagrams list. Some diagrams are skipped.\nconfAErrCheckDrawDiag=Cannot check diagram {1}\nconfAErrFetchPageList=Error fetching pages list\nconfADiagImportIncom={1} diagram "{2}" is imported partially and may have missing shapes\ninvalidSel=Invalid selection\ndiagNameEmptyErr=Diagram name cannot be empty\nopenDiagram=Open Diagram\nnewDiagram=New diagram\neditable=Editable\nconfAReimportStarted=Re-import {1} diagrams started...\nspaceFilter=Filter by spaces\ncurViewState=Current Viewer State\npageLayers=Page and Layers\ncustomize=Customize\nfirstPage=First Page (All Layers)\ncurEditorState=Current Editor State\nnoAnchorsFound=No anchors found\nattachment=Attachment\ncurDiagram=Current Diagram\nrecentDiags=Recent Diagrams\ncsvImport=CSV Import\nchooseFile=Choose a file...\nchoose=Choose\ngdriveFname=Google Drive filename\nwidthOfViewer=Width of the viewer (px)\nheightOfViewer=Height of the viewer (px)\nautoSetViewerSize=Automatically set the size of the viewer\nthumbnail=Thumbnail\nprevInDraw=Preview in draw.io\nonedriveFname=OneDrive filename\ndiagFname=Diagram filename\ndiagUrl=Diagram URL\nshowDiag=Show Diagram\ndiagPreview=Diagram Preview\ncsvFileUrl=CSV File URL\ngenerate=Generate\nselectDiag2Insert=Please select a diagram to insert it.\nerrShowingDiag=Unexpected error. Cannot show diagram\nnoRecentDiags=No recent diagrams found\nfetchingRecentFailed=Failed to fetch recent diagrams\nuseSrch2FindDiags=Use the search box to find draw.io diagrams\ncantReadChckPerms=Cannot read the specified diagram. Please check you have read permission on that file.\ncantFetchChckPerms=Cannot fetch diagram info. Please check you have read permission on that file.\nsearchFailed=Searching failed. Please try again later.\nplsTypeStr=Please type a search string.\nunsupportedFileChckUrl=Unsupported file. Please check the specified URL\ndiagNotFoundChckUrl=Diagram not found or cannot be accessed. Please check the specified URL\ncsvNotFoundChckUrl=CSV file not found or cannot be accessed. Please check the specified URL\ncantReadUpload=Cannot read the uploaded diagram\nselect=Select\nerrCantGetIdType=Unexpected Error: Cannot get content id or type.\nerrGAuthWinBlocked=Error: Google Authentication window blocked\nauthDrawAccess=Authorize draw.io to access {1}\nconnTimeout=The connection has timed out\nerrAuthSrvc=Error authenticating to {1}\nplsSelectFile=Please select a file\nmustBgtZ={1} must be greater than zero\ncantLoadPrev=Cannot load file preview.\nerrAccessFile=Error: Access Denied. You do not have permission to access "{1}".\nnoPrevAvail=No preview is available.\npersonalAccNotSup=Personal accounts are not supported.\nerrSavingTryLater=Error occurred during saving, please try again later.\nplsEnterFld=Please enter {1}\ninvalidDiagUrl=Invalid Diagram URL\nunsupportedVsdx=Unsupported vsdx file\nunsupportedImg=Unsupported image file\nunsupportedFormat=Unsupported file format\nplsSelectSingleFile=Please select a single file only\nattCorrupt=Attachment file "{1}" is corrupted\nloadAttFailed=Failed to load attachment "{1}"\nembedDrawDiag=Embed draw.io Diagram\naddDiagram=Add Diagram\nembedDiagram=Embed Diagram\neditOwningPg=Edit owning page\ndeepIndexing=Deep Indexing (Index diagrams that aren\'t used in any page also)\nconfADeepIndexStarted=Deep Indexing Started\nconfADeepIndexDone=Deep Indexing Done\nofficeNoDiagramsSelected=No diagrams found in the selection\nofficeNoDiagramsInDoc=No diagrams found in the document\nofficeNotSupported=This feature is not supported in this host application\nsomeImagesFailed={1} out of {2} failed due to the following errors\nimportingNoUsedDiagrams=Importing {1} Diagrams not used in pages\nimportingDrafts=Importing {1} Diagrams in drafts\nprocessingDrafts=Processing drafts\nupdatingDrafts=Updating drafts\nupdateDrafts=Update drafts\nnotifications=Notifications\ndrawioImp=draw.io Import\nconfALibsImp=Importing draw.io Libraries\nconfALibsImpFailed=Importing {1} library failed\ncontributors=Contributors\ndrawDiagrams=draw.io Diagrams\nerrFileNotFoundOrNoPer=Error: Access Denied. File not found or you do not have permission to access "{1}" on {2}.\nconfACheckPagesWEmbed=Checking pages having embedded draw.io diagrams.\nconfADelBrokenEmbedDiagLnk=Removing broken embedded diagram links\nreplaceWith=Replace with\nreplaceAll=Replace All\nconfASkipDiagModified=Skipped "{1}" as it was modified after initial import\nreplFind=Replace/Find\nmatchesRepl={1} matches replaced\ndraftErrDataLoss=An error occurred while reading the draft file. The diagram cannot be edited now to prevent any possible data loss. Please try again later or contact support.\nibm=IBM\nlinkToDiagramHint=Add a link to this diagram. The diagram can only be edited from the page that owns it.\nlinkToDiagram=Link to Diagram\nchangedBy=Changed By\nlastModifiedOn=Last modified on\nsearchResults=Search Results\nshowAllTemps=Show all templates\nnotionToken=Notion Token\nselectDB=Select Database\nnoDBs=No Databases\ndiagramEdited={1} diagram "{2}" edited\nconfDraftPermissionErr=Draft cannot be written. Do you have attachment write/read permission on this page?\nconfDraftTooBigErr=Draft size is too large. Pease check "Attachment Maximum Size" of "Attachment Settings" in Confluence Configuration?\nowner=Owner\nrepository=Repository\nbranch=Branch\nmeters=Meters\nteamsNoEditingMsg=Editor functionality is only available in Desktop environment (in MS Teams App or a web browser)\ncontactOwner=Contact Owner\nviewerOnlyMsg=You cannot edit the diagrams in the mobile platform, please use the desktop client or a web browser.\nwebsite=Website\ncheck4Updates=Check for updates\nattWriteFailedRetry={1}: Attachment write failed, trying again in {2} seconds...\nconfPartialPageList=We couldn\'t fetch all pages due to an error in Confluence. Continuing using {1} pages only.\nspellCheck=Spell checker\nnoChange=No Change\nlblToSvg=Convert labels to SVG\ntxtSettings=Text Settings\nLinksLost=Links will be lost\narcSize=Arc Size\neditConnectionPoints=Edit Connection Points\nnotInOffline=Not supported while offline\nnotInDesktop=Not supported in Desktop App\nconfConfigSpaceArchived=draw.io Configuration space (DRAWIOCONFIG) is archived. Please restore it first.\nconfACleanOldVerStarted=Cleaning old diagram draft versions started\nconfACleanOldVerDone=Cleaning old diagram draft versions finished\nconfACleaningFile=Cleaning diagram draft "{1}" old versions\nconfAFileCleaned=Cleaning diagram draft "{1}" done\nconfAFileCleanFailed=Cleaning diagram draft "{1}" failed\nconfACleanOnly=Clean Diagram Drafts Only\nbrush=Brush\nopenDevTools=Open Developer Tools\nautoBkp=Automatic Backup\nconfAIgnoreCollectErr=Ignore collecting current pages errors\ndrafts=Drafts\ndraftSaveInt=Draft save interval [sec] (0 to disable)\npluginsDisabled=External plugins disabled.\nextExpNotConfigured=External image service is not configured\npathFilename=Path/Filename\nconfAHugeInstances=Very Large Instances\nconfAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details.\nchoosePageIDsFile=Choose current page IDs csv file\nchooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file\n');Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; Graph.prototype.defaultThemes.darkTheme=Graph.prototype.defaultThemes["default-style2"];GraphViewer=function(b,e,k){this.init(b,e,k)};mxUtils.extend(GraphViewer,mxEventSource);GraphViewer.prototype.editBlankUrl="https://app.diagrams.net/";GraphViewer.prototype.imageBaseUrl="https://viewer.diagrams.net/";GraphViewer.prototype.toolbarHeight="BackCompat"==document.compatMode?24:26;GraphViewer.prototype.lightboxChrome=!0;GraphViewer.prototype.lightboxZIndex=999;GraphViewer.prototype.toolbarZIndex=999;GraphViewer.prototype.autoFit=!1;GraphViewer.prototype.autoCrop=!1; GraphViewer.prototype.autoOrigin=!0;GraphViewer.prototype.center=!1;GraphViewer.prototype.forceCenter=!1;GraphViewer.prototype.allowZoomIn=!1;GraphViewer.prototype.allowZoomOut=!0;GraphViewer.prototype.showTitleAsTooltip=!1;GraphViewer.prototype.checkVisibleState=!0;GraphViewer.prototype.minHeight=28;GraphViewer.prototype.minWidth=100;GraphViewer.prototype.responsive=!1; GraphViewer.prototype.init=function(b,e,k){this.graphConfig=null!=k?k:{};this.autoFit=null!=this.graphConfig["auto-fit"]?this.graphConfig["auto-fit"]:this.autoFit;this.autoCrop=null!=this.graphConfig["auto-crop"]?this.graphConfig["auto-crop"]:this.autoCrop;this.autoOrigin=null!=this.graphConfig["auto-origin"]?this.graphConfig["auto-origin"]:this.autoOrigin;this.allowZoomOut=null!=this.graphConfig["allow-zoom-out"]?this.graphConfig["allow-zoom-out"]:this.allowZoomOut;this.allowZoomIn=null!=this.graphConfig["allow-zoom-in"]? this.graphConfig["allow-zoom-in"]:this.allowZoomIn;this.forceCenter=null!=this.graphConfig.forceCenter?this.graphConfig.forceCenter:this.forceCenter;this.center=null!=this.graphConfig.center?this.graphConfig.center:this.center||this.forceCenter;this.checkVisibleState=null!=this.graphConfig["check-visible-state"]?this.graphConfig["check-visible-state"]:this.checkVisibleState;this.toolbarItems=null!=this.graphConfig.toolbar?this.graphConfig.toolbar.split(" "):[];this.zoomEnabled=0<=mxUtils.indexOf(this.toolbarItems, "zoom");this.layersEnabled=0<=mxUtils.indexOf(this.toolbarItems,"layers");this.tagsEnabled=0<=mxUtils.indexOf(this.toolbarItems,"tags");this.lightboxEnabled=0<=mxUtils.indexOf(this.toolbarItems,"lightbox");this.lightboxClickEnabled=0!=this.graphConfig.lightbox;this.initialOverflow=document.body.style.overflow;this.initialWidth=null!=b?b.style.width:null;this.widthIsEmpty=null!=this.initialWidth?""==this.initialWidth:!0;this.currentPage=parseInt(this.graphConfig.page)||0;this.responsive=(null!=this.graphConfig.responsive? -this.graphConfig.responsive:this.responsive)&&!this.zoomEnabled&&!mxClient.NO_FO&&!mxClient.IS_SF;this.pageId=this.graphConfig.pageId;this.editor=null;"inline"==this.graphConfig["toolbar-position"]&&(this.minHeight+=this.toolbarHeight);if(null!=e&&(this.xmlDocument=e.ownerDocument,this.xmlNode=e,this.xml=mxUtils.getXml(e),null!=b)){var n=mxUtils.bind(this,function(){this.graph=new Graph(b);this.graph.enableFlowAnimation=!0;this.graph.defaultPageBackgroundColor="transparent";this.graph.transparentBackground= -!1;if(this.responsive&&this.graph.dialect==mxConstants.DIALECT_SVG){var E=this.graph.view.getDrawPane().ownerSVGElement;this.graph.view.getCanvas();null!=this.graphConfig.border?E.style.padding=this.graphConfig.border+"px":""==b.style.padding&&(E.style.padding="8px");E.style.boxSizing="border-box";E.style.overflow="visible";this.graph.fit=function(){};this.graph.sizeDidChange=function(){var I=this.view.graphBounds,G=this.view.translate;E.setAttribute("viewBox",I.x+G.x-this.panDx+" "+(I.y+G.y-this.panDy)+ -" "+(I.width+1)+" "+(I.height+1));this.container.style.backgroundColor=E.style.backgroundColor;this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",I))}}this.graphConfig.move&&(this.graph.isMoveCellsEvent=function(I){return!0});this.lightboxClickEnabled&&(b.style.cursor="pointer");this.editor=new Editor(!0,null,null,this.graph);this.editor.editBlankUrl=this.editBlankUrl;this.graph.lightbox=!0;this.graph.centerZoom=!1;this.graph.autoExtend=!1;this.graph.autoScroll=!1;this.graph.setEnabled(!1);1== -this.graphConfig["toolbar-nohide"]&&(this.editor.defaultGraphOverflow="visible");this.xmlNode=this.editor.extractGraphModel(this.xmlNode,!0);this.xmlNode!=e&&(this.xml=mxUtils.getXml(this.xmlNode),this.xmlDocument=this.xmlNode.ownerDocument);var d=this;this.graph.getImageFromBundles=function(I){return d.getImageUrl(I)};mxClient.IS_SVG&&this.graph.addSvgShadow(this.graph.view.canvas.ownerSVGElement,null,!0);if("mxfile"==this.xmlNode.nodeName){var f=this.xmlNode.getElementsByTagName("diagram");if(0< -f.length){if(null!=this.pageId)for(var g=0;g<f.length;g++)if(this.pageId==f[g].getAttribute("id")){this.currentPage=g;break}var l=this.graph.getGlobalVariable;d=this;this.graph.getGlobalVariable=function(I){var G=f[d.currentPage];return"page"==I?G.getAttribute("name")||"Page-"+(d.currentPage+1):"pagenumber"==I?d.currentPage+1:"pagecount"==I?f.length:l.apply(this,arguments)}}}this.diagrams=[];var q=null;this.selectPage=function(I){this.handlingResize||(this.currentPage=mxUtils.mod(I,this.diagrams.length), -this.updateGraphXml(Editor.parseDiagramNode(this.diagrams[this.currentPage])))};this.selectPageById=function(I){I=this.getIndexById(I);var G=0<=I;G&&this.selectPage(I);return G};g=mxUtils.bind(this,function(){if(null==this.xmlNode||"mxfile"!=this.xmlNode.nodeName)this.diagrams=[];this.xmlNode!=q&&(this.diagrams=this.xmlNode.getElementsByTagName("diagram"),q=this.xmlNode)});var z=this.graph.setBackgroundImage;this.graph.setBackgroundImage=function(I){if(null!=I&&Graph.isPageLink(I.src)){var G=I.src, -Z=G.indexOf(",");0<Z&&(Z=d.getIndexById(G.substring(Z+1)),0<=Z&&(I=d.getImageForGraphModel(Editor.parseDiagramNode(d.diagrams[Z])),I.originalSrc=G))}z.apply(this,arguments)};var F=this.graph.getGraphBounds;this.graph.getGraphBounds=function(I){var G=F.apply(this,arguments);I=this.backgroundImage;if(null!=I){var Z=this.view.translate,ca=this.view.scale;G=mxRectangle.fromRectangle(G);G.add(new mxRectangle((Z.x+I.x)*ca,(Z.y+I.y)*ca,I.width*ca,I.height*ca))}return G};this.addListener("xmlNodeChanged", -g);g();urlParams.page=d.currentPage;g=null;this.graph.getModel().beginUpdate();try{urlParams.nav=0!=this.graphConfig.nav?"1":"0",this.editor.setGraphXml(this.xmlNode),this.graph.view.scale=this.graphConfig.zoom||1,g=this.setLayersVisible(),this.responsive||(this.graph.border=null!=this.graphConfig.border?this.graphConfig.border:8)}finally{this.graph.getModel().endUpdate()}this.responsive||(this.graph.panningHandler.isForcePanningEvent=function(I){return!mxEvent.isPopupTrigger(I.getEvent())&&"auto"== -this.graph.container.style.overflow},this.graph.panningHandler.useLeftButtonForPanning=!0,this.graph.panningHandler.ignoreCell=!0,this.graph.panningHandler.usePopupTrigger=!1,this.graph.panningHandler.pinchEnabled=!1);this.graph.setPanning(!1);null!=this.graphConfig.toolbar?this.addToolbar():null!=this.graphConfig.title&&this.showTitleAsTooltip&&b.setAttribute("title",this.graphConfig.title);this.responsive||this.addSizeHandler();!this.showLayers(this.graph)||this.forceCenter||this.layersEnabled&& -!this.autoCrop||this.crop();this.addClickHandler(this.graph);this.graph.setTooltips(0!=this.graphConfig.tooltips);this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale};null!=g&&this.setLayersVisible(g);this.graph.customLinkClicked=function(I){if(Graph.isPageLink(I)){var G=I.indexOf(",");d.selectPageById(I.substring(G+1))||alert(mxResources.get("pageNotFound")||"Page not found")}else this.handleCustomLink(I);return!0};var C=this.graph.foldTreeCell;this.graph.foldTreeCell= -mxUtils.bind(this,function(){this.treeCellFolded=!0;return C.apply(this.graph,arguments)});this.fireEvent(new mxEventObject("render"))});k=window.MutationObserver||window.WebKitMutationObserver||window.MozMutationObserver;if(this.checkVisibleState&&0==b.offsetWidth&&"undefined"!==typeof k){var D=this.getObservableParent(b),t=new k(mxUtils.bind(this,function(E){0<b.offsetWidth&&(t.disconnect(),n())}));t.observe(D,{attributes:!0})}else n()}}; +this.graphConfig.responsive:this.responsive)&&!this.zoomEnabled&&!mxClient.NO_FO&&!mxClient.IS_SF;this.pageId=this.graphConfig.pageId;this.editor=null;"inline"==this.graphConfig["toolbar-position"]&&(this.minHeight+=this.toolbarHeight);if(null!=e&&(this.xmlDocument=e.ownerDocument,this.xmlNode=e,this.xml=mxUtils.getXml(e),null!=b)){var m=mxUtils.bind(this,function(){this.graph=new Graph(b);this.graph.enableFlowAnimation=!0;this.graph.defaultPageBackgroundColor="transparent";this.graph.transparentBackground= +!1;if(this.responsive&&this.graph.dialect==mxConstants.DIALECT_SVG){var E=this.graph.view.getDrawPane().ownerSVGElement;this.graph.view.getCanvas();null!=this.graphConfig.border?E.style.padding=this.graphConfig.border+"px":""==b.style.padding&&(E.style.padding="8px");E.style.boxSizing="border-box";E.style.overflow="visible";this.graph.fit=function(){};this.graph.sizeDidChange=function(){var H=this.view.graphBounds,L=this.view.translate;E.setAttribute("viewBox",H.x+L.x-this.panDx+" "+(H.y+L.y-this.panDy)+ +" "+(H.width+1)+" "+(H.height+1));this.container.style.backgroundColor=E.style.backgroundColor;this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",H))}}this.graphConfig.move&&(this.graph.isMoveCellsEvent=function(H){return!0});this.lightboxClickEnabled&&(b.style.cursor="pointer");this.editor=new Editor(!0,null,null,this.graph);this.editor.editBlankUrl=this.editBlankUrl;this.graph.lightbox=!0;this.graph.centerZoom=!1;this.graph.autoExtend=!1;this.graph.autoScroll=!1;this.graph.setEnabled(!1);1== +this.graphConfig["toolbar-nohide"]&&(this.editor.defaultGraphOverflow="visible");this.xmlNode=this.editor.extractGraphModel(this.xmlNode,!0);this.xmlNode!=e&&(this.xml=mxUtils.getXml(this.xmlNode),this.xmlDocument=this.xmlNode.ownerDocument);var K=this;this.graph.getImageFromBundles=function(H){return K.getImageUrl(H)};mxClient.IS_SVG&&this.graph.addSvgShadow(this.graph.view.canvas.ownerSVGElement,null,!0);if("mxfile"==this.xmlNode.nodeName){var Q=this.xmlNode.getElementsByTagName("diagram");if(0< +Q.length){if(null!=this.pageId)for(var d=0;d<Q.length;d++)if(this.pageId==Q[d].getAttribute("id")){this.currentPage=d;break}var f=this.graph.getGlobalVariable;K=this;this.graph.getGlobalVariable=function(H){var L=Q[K.currentPage];return"page"==H?L.getAttribute("name")||"Page-"+(K.currentPage+1):"pagenumber"==H?K.currentPage+1:"pagecount"==H?Q.length:f.apply(this,arguments)}}}this.diagrams=[];var g=null;this.selectPage=function(H){this.handlingResize||(this.currentPage=mxUtils.mod(H,this.diagrams.length), +this.updateGraphXml(Editor.parseDiagramNode(this.diagrams[this.currentPage])))};this.selectPageById=function(H){H=this.getIndexById(H);var L=0<=H;L&&this.selectPage(H);return L};d=mxUtils.bind(this,function(){if(null==this.xmlNode||"mxfile"!=this.xmlNode.nodeName)this.diagrams=[];this.xmlNode!=g&&(this.diagrams=this.xmlNode.getElementsByTagName("diagram"),g=this.xmlNode)});var x=this.graph.setBackgroundImage;this.graph.setBackgroundImage=function(H){if(null!=H&&Graph.isPageLink(H.src)){var L=H.src, +C=L.indexOf(",");0<C&&(C=K.getIndexById(L.substring(C+1)),0<=C&&(H=K.getImageForGraphModel(Editor.parseDiagramNode(K.diagrams[C])),H.originalSrc=L))}x.apply(this,arguments)};var z=this.graph.getGraphBounds;this.graph.getGraphBounds=function(H){var L=z.apply(this,arguments);H=this.backgroundImage;if(null!=H){var C=this.view.translate,G=this.view.scale;L=mxRectangle.fromRectangle(L);L.add(new mxRectangle((C.x+H.x)*G,(C.y+H.y)*G,H.width*G,H.height*G))}return L};this.addListener("xmlNodeChanged",d);d(); +urlParams.page=K.currentPage;d=null;this.graph.getModel().beginUpdate();try{urlParams.nav=0!=this.graphConfig.nav?"1":"0",this.editor.setGraphXml(this.xmlNode),this.graph.view.scale=this.graphConfig.zoom||1,d=this.setLayersVisible(),this.responsive||(this.graph.border=null!=this.graphConfig.border?this.graphConfig.border:8)}finally{this.graph.getModel().endUpdate()}this.responsive||(this.graph.panningHandler.isForcePanningEvent=function(H){return!mxEvent.isPopupTrigger(H.getEvent())&&"auto"==this.graph.container.style.overflow}, +this.graph.panningHandler.useLeftButtonForPanning=!0,this.graph.panningHandler.ignoreCell=!0,this.graph.panningHandler.usePopupTrigger=!1,this.graph.panningHandler.pinchEnabled=!1);this.graph.setPanning(!1);null!=this.graphConfig.toolbar?this.addToolbar():null!=this.graphConfig.title&&this.showTitleAsTooltip&&b.setAttribute("title",this.graphConfig.title);this.responsive||this.addSizeHandler();!this.showLayers(this.graph)||this.forceCenter||this.layersEnabled&&!this.autoCrop||this.crop();this.addClickHandler(this.graph); +this.graph.setTooltips(0!=this.graphConfig.tooltips);this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale};null!=d&&this.setLayersVisible(d);this.graph.customLinkClicked=function(H){if(Graph.isPageLink(H)){var L=H.indexOf(",");K.selectPageById(H.substring(L+1))||alert(mxResources.get("pageNotFound")||"Page not found")}else this.handleCustomLink(H);return!0};var u=this.graph.foldTreeCell;this.graph.foldTreeCell=mxUtils.bind(this,function(){this.treeCellFolded= +!0;return u.apply(this.graph,arguments)});this.fireEvent(new mxEventObject("render"))});k=window.MutationObserver||window.WebKitMutationObserver||window.MozMutationObserver;if(this.checkVisibleState&&0==b.offsetWidth&&"undefined"!==typeof k){var D=this.getObservableParent(b),p=new k(mxUtils.bind(this,function(E){0<b.offsetWidth&&(p.disconnect(),m())}));p.observe(D,{attributes:!0})}else m()}}; GraphViewer.prototype.getObservableParent=function(b){for(b=b.parentNode;b!=document.body&&null!=b.parentNode&&"none"!==mxUtils.getCurrentStyle(b).display;)b=b.parentNode;return b};GraphViewer.prototype.getImageUrl=function(b){null!=b&&"http://"!=b.substring(0,7)&&"https://"!=b.substring(0,8)&&"data:image"!=b.substring(0,10)&&("/"==b.charAt(0)&&(b=b.substring(1,b.length)),b=this.imageBaseUrl+b);return b}; GraphViewer.prototype.getImageForGraphModel=function(b){var e=Graph.createOffscreenGraph(this.graph.getStylesheet());e.getGlobalVariable=this.graph.getGlobalVariable;document.body.appendChild(e.container);b=(new mxCodec(b.ownerDocument)).decode(b).root;e.model.setRoot(b);b=e.getSvg();var k=e.getGraphBounds();document.body.removeChild(e.container);return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(b)),k.width,k.height,k.x,k.y)}; GraphViewer.prototype.getIndexById=function(b){if(null!=this.diagrams)for(var e=0;e<this.diagrams.length;e++)if(this.diagrams[e].getAttribute("id")==b)return e;return-1};GraphViewer.prototype.setXmlNode=function(b){b=this.editor.extractGraphModel(b,!0);this.xmlDocument=b.ownerDocument;this.xml=mxUtils.getXml(b);this.xmlNode=b;this.updateGraphXml(b);this.fireEvent(new mxEventObject("xmlNodeChanged"))}; GraphViewer.prototype.setFileNode=function(b){null==this.xmlNode&&(this.xmlDocument=b.ownerDocument,this.xml=mxUtils.getXml(b),this.xmlNode=b);this.setGraphXml(b)};GraphViewer.prototype.updateGraphXml=function(b){this.setGraphXml(b);this.fireEvent(new mxEventObject("graphChanged"))}; -GraphViewer.prototype.setLayersVisible=function(b){var e=!0;if(!this.autoOrigin){var k=[],n=this.graph.getModel();n.beginUpdate();try{for(var D=0;D<n.getChildCount(n.root);D++){var t=n.getChildAt(n.root,D);e=e&&n.isVisible(t);k.push(n.isVisible(t));n.setVisible(t,null!=b?b[D]:!0)}}finally{n.endUpdate()}}return e?null:k}; +GraphViewer.prototype.setLayersVisible=function(b){var e=!0;if(!this.autoOrigin){var k=[],m=this.graph.getModel();m.beginUpdate();try{for(var D=0;D<m.getChildCount(m.root);D++){var p=m.getChildAt(m.root,D);e=e&&m.isVisible(p);k.push(m.isVisible(p));m.setVisible(p,null!=b?b[D]:!0)}}finally{m.endUpdate()}}return e?null:k}; GraphViewer.prototype.setGraphXml=function(b){if(null!=this.graph){this.graph.view.translate=new mxPoint;this.graph.view.scale=1;var e=null;this.graph.getModel().beginUpdate();try{this.graph.getModel().clear(),this.editor.setGraphXml(b),e=this.setLayersVisible(!0)}finally{this.graph.getModel().endUpdate()}this.responsive||(this.widthIsEmpty?(this.graph.container.style.width="",this.graph.container.style.height=""):this.graph.container.style.width=this.initialWidth,this.positionGraph());this.graph.initialViewState= {translate:this.graph.view.translate.clone(),scale:this.graph.view.scale};e&&this.setLayersVisible(e)}}; -GraphViewer.prototype.addSizeHandler=function(){var b=this.graph.container,e=this.graph.getGraphBounds(),k=!1;b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?"hidden":"visible";var n=mxUtils.bind(this,function(){if(!k){k=!0;var d=this.graph.getGraphBounds();b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?d.width+2*this.graph.border>b.offsetWidth-2?"auto":"hidden":"visible";if(null!=this.toolbar&&1!=this.graphConfig["toolbar-nohide"]){d=b.getBoundingClientRect();var f=mxUtils.getScrollOrigin(document.body); -f="relative"===document.body.style.position?document.body.getBoundingClientRect():{left:-f.x,top:-f.y};d={left:d.left-f.left,top:d.top-f.top,bottom:d.bottom-f.top,right:d.right-f.left};this.toolbar.style.left=d.left+"px";"bottom"==this.graphConfig["toolbar-position"]?this.toolbar.style.top=d.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px",this.toolbar.style.top=d.top+1+"px"):this.toolbar.style.top=d.top+"px"}else null!= -this.toolbar&&(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px");this.treeCellFolded&&(this.treeCellFolded=!1,this.positionGraph(this.graph.view.translate),this.graph.initialViewState.translate=this.graph.view.translate.clone());k=!1}}),D=null;this.handlingResize=!1;this.fitGraph=mxUtils.bind(this,function(d){var f=b.offsetWidth;f==D||this.handlingResize||(this.handlingResize=!0,"auto"==b.style.overflow&&(b.style.overflow="hidden"),this.graph.maxFitScale=null!=d?d:this.graphConfig.zoom|| -(this.allowZoomIn?null:1),this.graph.fit(null,null,null,null,null,!0),(this.center||0==this.graphConfig.resize&&""!=b.style.height)&&this.graph.center(),this.graph.maxFitScale=null,0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,this.graph.getGraphBounds().height+2*this.graph.border+1)),this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale},D=f,window.setTimeout(mxUtils.bind(this,function(){this.handlingResize= -!1}),0))});GraphViewer.useResizeSensor&&(9>=document.documentMode?(mxEvent.addListener(window,"resize",n),this.graph.addListener("size",n)):new ResizeSensor(this.graph.container,n));if(this.graphConfig.resize||(this.zoomEnabled||!this.autoFit)&&0!=this.graphConfig.resize)this.graph.minimumContainerSize=new mxRectangle(0,0,this.minWidth,this.minHeight),this.graph.resizeContainer=!0;else if(!this.widthIsEmpty||""!=b.style.height&&this.autoFit||this.updateContainerWidth(b,e.width+2*this.graph.border), -0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,e.height+2*this.graph.border+1)),!this.zoomEnabled&&this.autoFit){var t=D=null;n=mxUtils.bind(this,function(){window.clearTimeout(t);this.handlingResize||(t=window.setTimeout(mxUtils.bind(this,this.fitGraph),100))});GraphViewer.useResizeSensor&&(9>=document.documentMode?mxEvent.addListener(window,"resize",n):new ResizeSensor(this.graph.container,n))}else 9>=document.documentMode||this.graph.addListener("size", -n);var E=mxUtils.bind(this,function(d){var f=b.style.minWidth;this.widthIsEmpty&&(b.style.minWidth="100%");var g=null!=this.graphConfig["max-height"]?this.graphConfig["max-height"]:""!=b.style.height&&this.autoFit?b.offsetHeight:void 0;0<b.offsetWidth&&null==d&&this.allowZoomOut&&(this.allowZoomIn||e.width+2*this.graph.border>b.offsetWidth||e.height+2*this.graph.border>g)?(d=null,null!=g&&e.height+2*this.graph.border>g-2&&(d=(g-2*this.graph.border-2)/e.height),this.fitGraph(d)):this.widthIsEmpty|| -null!=d||0!=this.graphConfig.resize||""==b.style.height?(d=null!=d?d:new mxPoint,this.graph.view.setTranslate(Math.floor(this.graph.border-e.x/this.graph.view.scale)+d.x,Math.floor(this.graph.border-e.y/this.graph.view.scale)+d.y),D=b.offsetWidth):this.graph.center((!this.widthIsEmpty||e.width<this.minWidth)&&1!=this.graphConfig.resize);b.style.minWidth=f});8==document.documentMode?window.setTimeout(E,0):E();this.positionGraph=function(d){e=this.graph.getGraphBounds();D=null;E(d)}}; -GraphViewer.prototype.crop=function(){var b=this.graph,e=b.getGraphBounds(),k=b.border,n=b.view.scale;b.view.setTranslate(null!=e.x?Math.floor(b.view.translate.x-e.x/n+k):k,null!=e.y?Math.floor(b.view.translate.y-e.y/n+k):k)};GraphViewer.prototype.updateContainerWidth=function(b,e){b.style.width=e+"px"};GraphViewer.prototype.updateContainerHeight=function(b,e){if(this.forceCenter||this.zoomEnabled||!this.autoFit||"BackCompat"==document.compatMode||8==document.documentMode)b.style.height=e+"px"}; -GraphViewer.prototype.showLayers=function(b,e){var k=this.graphConfig.layers;k=null!=k&&0<k.length?k.split(" "):[];var n=this.graphConfig.layerIds,D=null!=n&&0<n.length,t=!1;if(0<k.length||D||null!=e){e=null!=e?e.getModel():null;b=b.getModel();b.beginUpdate();try{var E=b.getChildCount(b.root);if(null==e){e=!1;t={};if(D)for(var d=0;d<n.length;d++){var f=b.getCell(n[d]);null!=f&&(e=!0,t[f.id]=!0)}else for(d=0;d<k.length;d++)f=b.getChildAt(b.root,parseInt(k[d])),null!=f&&(e=!0,t[f.id]=!0);for(d=0;e&& -d<E;d++)f=b.getChildAt(b.root,d),b.setVisible(f,t[f.id]||!1)}else for(d=0;d<E;d++)b.setVisible(b.getChildAt(b.root,d),e.isVisible(e.getChildAt(e.root,d)))}finally{b.endUpdate()}t=!0}return t}; -GraphViewer.prototype.addToolbar=function(){function b(ia,X,R,sa){var M=document.createElement("div");M.style.borderRight="1px solid #d0d0d0";M.style.padding="3px 6px 3px 6px";mxEvent.addListener(M,"click",ia);null!=R&&M.setAttribute("title",R);M.style.display="inline-block";ia=document.createElement("img");ia.setAttribute("border","0");ia.setAttribute("src",X);ia.style.width="18px";null==sa||sa?(mxEvent.addListener(M,"mouseenter",function(){M.style.backgroundColor="#ddd"}),mxEvent.addListener(M, -"mouseleave",function(){M.style.backgroundColor="#eee"}),mxUtils.setOpacity(ia,60),M.style.cursor="pointer"):mxUtils.setOpacity(M,30);M.appendChild(ia);k.appendChild(M);l++;return M}var e=this.graph.container;"bottom"==this.graphConfig["toolbar-position"]?e.style.marginBottom=this.toolbarHeight+"px":"inline"!=this.graphConfig["toolbar-position"]&&(e.style.marginTop=this.toolbarHeight+"px");var k=e.ownerDocument.createElement("div");k.style.position="absolute";k.style.overflow="hidden";k.style.boxSizing= -"border-box";k.style.whiteSpace="nowrap";k.style.textAlign="left";k.style.zIndex=this.toolbarZIndex;k.style.backgroundColor="#eee";k.style.height=this.toolbarHeight+"px";this.toolbar=k;if("inline"==this.graphConfig["toolbar-position"]){mxUtils.setPrefixedStyle(k.style,"transition","opacity 100ms ease-in-out");mxUtils.setOpacity(k,30);var n=null,D=null,t=mxUtils.bind(this,function(ia){null!=n&&(window.clearTimeout(n),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);n=window.setTimeout(mxUtils.bind(this, -function(){mxUtils.setOpacity(k,0);n=null;D=window.setTimeout(mxUtils.bind(this,function(){k.style.display="none";D=null}),100)}),ia||200)}),E=mxUtils.bind(this,function(ia){null!=n&&(window.clearTimeout(n),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);k.style.display="";mxUtils.setOpacity(k,ia||30)});mxEvent.addListener(this.graph.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(ia){mxEvent.isTouchEvent(ia)||(E(30),t())}));mxEvent.addListener(k, -mxClient.IS_POINTER?"pointermove":"mousemove",function(ia){mxEvent.consume(ia)});mxEvent.addListener(k,"mouseenter",mxUtils.bind(this,function(ia){E(100)}));mxEvent.addListener(k,"mousemove",mxUtils.bind(this,function(ia){E(100);mxEvent.consume(ia)}));mxEvent.addListener(k,"mouseleave",mxUtils.bind(this,function(ia){mxEvent.isTouchEvent(ia)||E(30)}));var d=this.graph,f=d.getTolerance();d.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(ia,X){this.startX=X.getGraphX(); -this.startY=X.getGraphY();this.scrollLeft=d.container.scrollLeft;this.scrollTop=d.container.scrollTop},mouseMove:function(ia,X){},mouseUp:function(ia,X){mxEvent.isTouchEvent(X.getEvent())&&Math.abs(this.scrollLeft-d.container.scrollLeft)<f&&Math.abs(this.scrollTop-d.container.scrollTop)<f&&Math.abs(this.startX-X.getGraphX())<f&&Math.abs(this.startY-X.getGraphY())<f&&(0<parseFloat(k.style.opacity||0)?t():E(30))}})}for(var g=this.toolbarItems,l=0,q=null,z=null,F=null,C=null,I=0;I<g.length;I++){var G= -g[I];if("pages"==G){C=e.ownerDocument.createElement("div");C.style.cssText="display:inline-block;position:relative;top:5px;padding:0 4px 0 4px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;;cursor:default;";mxUtils.setOpacity(C,70);var Z=b(mxUtils.bind(this,function(){this.selectPage(this.currentPage-1)}),Editor.previousImage,mxResources.get("previousPage")||"Previous Page");Z.style.borderRightStyle="none";Z.style.paddingLeft="0px";Z.style.paddingRight="0px";k.appendChild(C);var ca= -b(mxUtils.bind(this,function(){this.selectPage(this.currentPage+1)}),Editor.nextImage,mxResources.get("nextPage")||"Next Page");ca.style.paddingLeft="0px";ca.style.paddingRight="0px";G=mxUtils.bind(this,function(){C.innerText="";mxUtils.write(C,this.currentPage+1+" / "+this.diagrams.length);C.style.display=1<this.diagrams.length?"inline-block":"none";Z.style.display=C.style.display;ca.style.display=C.style.display});this.addListener("graphChanged",G);G()}else if("zoom"==G)this.zoomEnabled&&(b(mxUtils.bind(this, -function(){this.graph.zoomOut()}),Editor.zoomOutImage,mxResources.get("zoomOut")||"Zoom Out"),b(mxUtils.bind(this,function(){this.graph.zoomIn()}),Editor.zoomInImage,mxResources.get("zoomIn")||"Zoom In"),b(mxUtils.bind(this,function(){this.graph.view.scaleAndTranslate(this.graph.initialViewState.scale,this.graph.initialViewState.translate.x,this.graph.initialViewState.translate.y)}),Editor.zoomFitImage,mxResources.get("fit")||"Fit"));else if("layers"==G){if(this.layersEnabled){var ba=this.graph.getModel(), -Y=b(mxUtils.bind(this,function(ia){if(null!=q)q.parentNode.removeChild(q),q=null;else{q=this.graph.createLayersDialog(mxUtils.bind(this,function(){if(this.autoCrop)this.crop();else if(this.autoOrigin){var R=this.graph.getGraphBounds(),sa=this.graph.view;0>R.x||0>R.y?(this.crop(),this.graph.originalViewState=this.graph.initialViewState,this.graph.initialViewState={translate:sa.translate.clone(),scale:sa.scale}):null!=this.graph.originalViewState&&0<R.x/sa.scale+this.graph.originalViewState.translate.x- -sa.translate.x&&0<R.y/sa.scale+this.graph.originalViewState.translate.y-sa.translate.y&&(sa.setTranslate(this.graph.originalViewState.translate.x,this.graph.originalViewState.translate.y),this.graph.originalViewState=null,this.graph.initialViewState={translate:sa.translate.clone(),scale:sa.scale})}}));mxEvent.addListener(q,"mouseleave",function(){q.parentNode.removeChild(q);q=null});ia=Y.getBoundingClientRect();q.style.width="140px";q.style.padding="2px 0px 2px 0px";q.style.border="1px solid #d0d0d0"; -q.style.backgroundColor="#eee";q.style.fontFamily=Editor.defaultHtmlFont;q.style.fontSize="11px";q.style.overflowY="auto";q.style.maxHeight=this.graph.container.clientHeight-this.toolbarHeight-10+"px";q.style.zIndex=this.toolbarZIndex+1;mxUtils.setOpacity(q,80);var X=mxUtils.getDocumentScrollOrigin(document);q.style.left=X.x+ia.left-1+"px";q.style.top=X.y+ia.bottom-2+"px";document.body.appendChild(q)}}),Editor.layersImage,mxResources.get("layers")||"Layers");ba.addListener(mxEvent.CHANGE,function(){Y.style.display= -1<ba.getChildCount(ba.root)?"inline-block":"none"});Y.style.display=1<ba.getChildCount(ba.root)?"inline-block":"none"}}else if("tags"==G){if(this.tagsEnabled){var O=b(mxUtils.bind(this,function(ia){null==z&&(z=this.graph.createTagsDialog(mxUtils.bind(this,function(){return!0})),z.div.getElementsByTagName("div")[0].style.position="",z.div.style.maxHeight="160px",z.div.style.maxWidth="120px",z.div.style.padding="2px",z.div.style.overflow="auto",z.div.style.height="auto",z.div.style.position="fixed", -z.div.style.fontFamily=Editor.defaultHtmlFont,z.div.style.fontSize="11px",z.div.style.backgroundColor="#eee",z.div.style.color="#000",z.div.style.border="1px solid #d0d0d0",z.div.style.zIndex=this.toolbarZIndex+1,mxUtils.setOpacity(z.div,80));if(null!=F)F.parentNode.removeChild(F),F=null;else{F=z.div;mxEvent.addListener(F,"mouseleave",function(){F.parentNode.removeChild(F);F=null});ia=O.getBoundingClientRect();var X=mxUtils.getDocumentScrollOrigin(document);F.style.left=X.x+ia.left-1+"px";F.style.top= -X.y+ia.bottom-2+"px";document.body.appendChild(F);z.refresh()}}),Editor.tagsImage,mxResources.get("tags")||"Tags");ba.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){O.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}));O.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}}else"lightbox"==G?this.lightboxEnabled&&b(mxUtils.bind(this,function(){this.showLightbox()}),Editor.fullscreenImage,mxResources.get("fullscreen")||"Fullscreen"):null!=this.graphConfig["toolbar-buttons"]&& -(G=this.graphConfig["toolbar-buttons"][G],null!=G&&(G.elem=b(null==G.enabled||G.enabled?G.handler:function(){},G.image,G.title,G.enabled)))}null!=this.graph.minimumContainerSize&&(this.graph.minimumContainerSize.width=34*l);null!=this.graphConfig.title&&(g=e.ownerDocument.createElement("div"),g.style.cssText="display:inline-block;position:relative;padding:3px 6px 0 6px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;top:4px;cursor:default;",g.setAttribute("title",this.graphConfig.title), -mxUtils.write(g,this.graphConfig.title),mxUtils.setOpacity(g,70),k.appendChild(g),this.filename=g);this.minToolbarWidth=34*l;var la=e.style.border,aa=mxUtils.bind(this,function(){k.style.width="inline"==this.graphConfig["toolbar-position"]?"auto":Math.max(this.minToolbarWidth,e.offsetWidth)+"px";k.style.border="1px solid #d0d0d0";if(1!=this.graphConfig["toolbar-nohide"]){var ia=e.getBoundingClientRect(),X=mxUtils.getScrollOrigin(document.body);X="relative"===document.body.style.position?document.body.getBoundingClientRect(): -{left:-X.x,top:-X.y};ia={left:ia.left-X.left,top:ia.top-X.top,bottom:ia.bottom-X.top,right:ia.right-X.left};k.style.left=ia.left+"px";"bottom"==this.graphConfig["toolbar-position"]?k.style.top=ia.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(k.style.marginTop=-this.toolbarHeight+"px",k.style.top=ia.top+1+"px"):k.style.top=ia.top+"px";"1px solid transparent"==la&&(e.style.border="1px solid #d0d0d0");document.body.appendChild(k);var R=mxUtils.bind(this,function(){null!=k.parentNode&& -k.parentNode.removeChild(k);null!=q&&(q.parentNode.removeChild(q),q=null);e.style.border=la});mxEvent.addListener(document,"mousemove",function(sa){for(sa=mxEvent.getSource(sa);null!=sa;){if(sa==e||sa==k||sa==q)return;sa=sa.parentNode}R()});mxEvent.addListener(document.body,"mouseleave",function(sa){R()})}else k.style.top=-this.toolbarHeight+"px",e.appendChild(k)});1!=this.graphConfig["toolbar-nohide"]?mxEvent.addListener(e,"mouseenter",aa):aa();this.responsive&&"undefined"!==typeof ResizeObserver&& -(new ResizeObserver(function(){null!=k.parentNode&&aa()})).observe(e)};GraphViewer.prototype.disableButton=function(b){var e=this.graphConfig["toolbar-buttons"]?this.graphConfig["toolbar-buttons"][b]:null;null!=e&&(mxUtils.setOpacity(e.elem,30),mxEvent.removeListener(e.elem,"click",e.handler),mxEvent.addListener(e.elem,"mouseenter",function(){e.elem.style.backgroundColor="#eee"}))}; -GraphViewer.prototype.addClickHandler=function(b,e){b.linkPolicy=this.graphConfig.target||b.linkPolicy;b.addClickHandler(this.graphConfig.highlight,mxUtils.bind(this,function(k,n){if(null==n)for(var D=mxEvent.getSource(k);D!=b.container&&null!=D&&null==n;)"a"==D.nodeName.toLowerCase()&&(n=D.getAttribute("href")),D=D.parentNode;null!=e?null==n||b.isCustomLink(n)?mxEvent.consume(k):b.isExternalProtocol(n)||b.isBlankLink(n)||window.setTimeout(function(){e.destroy()},0):null!=n&&null==e&&b.isCustomLink(n)&& -(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&b.customLinkClicked(n)&&(mxUtils.clearSelection(),mxEvent.consume(k))}),mxUtils.bind(this,function(k){null!=e||!this.lightboxClickEnabled||mxEvent.isTouchEvent(k)&&0!=this.toolbarItems.length||this.showLightbox()}))}; +GraphViewer.prototype.addSizeHandler=function(){var b=this.graph.container,e=this.graph.getGraphBounds(),k=!1;b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?"hidden":"visible";var m=mxUtils.bind(this,function(){if(!k){k=!0;var K=this.graph.getGraphBounds();b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?K.width+2*this.graph.border>b.offsetWidth-2?"auto":"hidden":"visible";if(null!=this.toolbar&&1!=this.graphConfig["toolbar-nohide"]){K=b.getBoundingClientRect();var Q=mxUtils.getScrollOrigin(document.body); +Q="relative"===document.body.style.position?document.body.getBoundingClientRect():{left:-Q.x,top:-Q.y};K={left:K.left-Q.left,top:K.top-Q.top,bottom:K.bottom-Q.top,right:K.right-Q.left};this.toolbar.style.left=K.left+"px";"bottom"==this.graphConfig["toolbar-position"]?this.toolbar.style.top=K.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px",this.toolbar.style.top=K.top+1+"px"):this.toolbar.style.top=K.top+"px"}else null!= +this.toolbar&&(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px");this.treeCellFolded&&(this.treeCellFolded=!1,this.positionGraph(this.graph.view.translate),this.graph.initialViewState.translate=this.graph.view.translate.clone());k=!1}}),D=null;this.handlingResize=!1;this.fitGraph=mxUtils.bind(this,function(K){var Q=b.offsetWidth;Q==D||this.handlingResize||(this.handlingResize=!0,"auto"==b.style.overflow&&(b.style.overflow="hidden"),this.graph.maxFitScale=null!=K?K:this.graphConfig.zoom|| +(this.allowZoomIn?null:1),this.graph.fit(null,null,null,null,null,!0),(this.center||0==this.graphConfig.resize&&""!=b.style.height)&&this.graph.center(),this.graph.maxFitScale=null,0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,this.graph.getGraphBounds().height+2*this.graph.border+1)),this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale},D=Q,window.setTimeout(mxUtils.bind(this,function(){this.handlingResize= +!1}),0))});GraphViewer.useResizeSensor&&(9>=document.documentMode?(mxEvent.addListener(window,"resize",m),this.graph.addListener("size",m)):new ResizeSensor(this.graph.container,m));if(this.graphConfig.resize||(this.zoomEnabled||!this.autoFit)&&0!=this.graphConfig.resize)this.graph.minimumContainerSize=new mxRectangle(0,0,this.minWidth,this.minHeight),this.graph.resizeContainer=!0;else if(!this.widthIsEmpty||""!=b.style.height&&this.autoFit||this.updateContainerWidth(b,e.width+2*this.graph.border), +0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,e.height+2*this.graph.border+1)),!this.zoomEnabled&&this.autoFit){var p=D=null;m=mxUtils.bind(this,function(){window.clearTimeout(p);this.handlingResize||(p=window.setTimeout(mxUtils.bind(this,this.fitGraph),100))});GraphViewer.useResizeSensor&&(9>=document.documentMode?mxEvent.addListener(window,"resize",m):new ResizeSensor(this.graph.container,m))}else 9>=document.documentMode||this.graph.addListener("size", +m);var E=mxUtils.bind(this,function(K){var Q=b.style.minWidth;this.widthIsEmpty&&(b.style.minWidth="100%");var d=null!=this.graphConfig["max-height"]?this.graphConfig["max-height"]:""!=b.style.height&&this.autoFit?b.offsetHeight:void 0;0<b.offsetWidth&&null==K&&this.allowZoomOut&&(this.allowZoomIn||e.width+2*this.graph.border>b.offsetWidth||e.height+2*this.graph.border>d)?(K=null,null!=d&&e.height+2*this.graph.border>d-2&&(K=(d-2*this.graph.border-2)/e.height),this.fitGraph(K)):this.widthIsEmpty|| +null!=K||0!=this.graphConfig.resize||""==b.style.height?(K=null!=K?K:new mxPoint,this.graph.view.setTranslate(Math.floor(this.graph.border-e.x/this.graph.view.scale)+K.x,Math.floor(this.graph.border-e.y/this.graph.view.scale)+K.y),D=b.offsetWidth):this.graph.center((!this.widthIsEmpty||e.width<this.minWidth)&&1!=this.graphConfig.resize);b.style.minWidth=Q});8==document.documentMode?window.setTimeout(E,0):E();this.positionGraph=function(K){e=this.graph.getGraphBounds();D=null;E(K)}}; +GraphViewer.prototype.crop=function(){var b=this.graph,e=b.getGraphBounds(),k=b.border,m=b.view.scale;b.view.setTranslate(null!=e.x?Math.floor(b.view.translate.x-e.x/m+k):k,null!=e.y?Math.floor(b.view.translate.y-e.y/m+k):k)};GraphViewer.prototype.updateContainerWidth=function(b,e){b.style.width=e+"px"};GraphViewer.prototype.updateContainerHeight=function(b,e){if(this.forceCenter||this.zoomEnabled||!this.autoFit||"BackCompat"==document.compatMode||8==document.documentMode)b.style.height=e+"px"}; +GraphViewer.prototype.showLayers=function(b,e){var k=this.graphConfig.layers;k=null!=k&&0<k.length?k.split(" "):[];var m=this.graphConfig.layerIds,D=null!=m&&0<m.length,p=!1;if(0<k.length||D||null!=e){e=null!=e?e.getModel():null;b=b.getModel();b.beginUpdate();try{var E=b.getChildCount(b.root);if(null==e){e=!1;p={};if(D)for(var K=0;K<m.length;K++){var Q=b.getCell(m[K]);null!=Q&&(e=!0,p[Q.id]=!0)}else for(K=0;K<k.length;K++)Q=b.getChildAt(b.root,parseInt(k[K])),null!=Q&&(e=!0,p[Q.id]=!0);for(K=0;e&& +K<E;K++)Q=b.getChildAt(b.root,K),b.setVisible(Q,p[Q.id]||!1)}else for(K=0;K<E;K++)b.setVisible(b.getChildAt(b.root,K),e.isVisible(e.getChildAt(e.root,K)))}finally{b.endUpdate()}p=!0}return p}; +GraphViewer.prototype.addToolbar=function(){function b(oa,aa,ca,fa){var J=document.createElement("div");J.style.borderRight="1px solid #d0d0d0";J.style.padding="3px 6px 3px 6px";mxEvent.addListener(J,"click",oa);null!=ca&&J.setAttribute("title",ca);J.style.display="inline-block";oa=document.createElement("img");oa.setAttribute("border","0");oa.setAttribute("src",aa);oa.style.width="18px";null==fa||fa?(mxEvent.addListener(J,"mouseenter",function(){J.style.backgroundColor="#ddd"}),mxEvent.addListener(J, +"mouseleave",function(){J.style.backgroundColor="#eee"}),mxUtils.setOpacity(oa,60),J.style.cursor="pointer"):mxUtils.setOpacity(J,30);J.appendChild(oa);k.appendChild(J);f++;return J}var e=this.graph.container;"bottom"==this.graphConfig["toolbar-position"]?e.style.marginBottom=this.toolbarHeight+"px":"inline"!=this.graphConfig["toolbar-position"]&&(e.style.marginTop=this.toolbarHeight+"px");var k=e.ownerDocument.createElement("div");k.style.position="absolute";k.style.overflow="hidden";k.style.boxSizing= +"border-box";k.style.whiteSpace="nowrap";k.style.textAlign="left";k.style.zIndex=this.toolbarZIndex;k.style.backgroundColor="#eee";k.style.height=this.toolbarHeight+"px";this.toolbar=k;if("inline"==this.graphConfig["toolbar-position"]){mxUtils.setPrefixedStyle(k.style,"transition","opacity 100ms ease-in-out");mxUtils.setOpacity(k,30);var m=null,D=null,p=mxUtils.bind(this,function(oa){null!=m&&(window.clearTimeout(m),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);m=window.setTimeout(mxUtils.bind(this, +function(){mxUtils.setOpacity(k,0);m=null;D=window.setTimeout(mxUtils.bind(this,function(){k.style.display="none";D=null}),100)}),oa||200)}),E=mxUtils.bind(this,function(oa){null!=m&&(window.clearTimeout(m),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);k.style.display="";mxUtils.setOpacity(k,oa||30)});mxEvent.addListener(this.graph.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(oa){mxEvent.isTouchEvent(oa)||(E(30),p())}));mxEvent.addListener(k, +mxClient.IS_POINTER?"pointermove":"mousemove",function(oa){mxEvent.consume(oa)});mxEvent.addListener(k,"mouseenter",mxUtils.bind(this,function(oa){E(100)}));mxEvent.addListener(k,"mousemove",mxUtils.bind(this,function(oa){E(100);mxEvent.consume(oa)}));mxEvent.addListener(k,"mouseleave",mxUtils.bind(this,function(oa){mxEvent.isTouchEvent(oa)||E(30)}));var K=this.graph,Q=K.getTolerance();K.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(oa,aa){this.startX=aa.getGraphX(); +this.startY=aa.getGraphY();this.scrollLeft=K.container.scrollLeft;this.scrollTop=K.container.scrollTop},mouseMove:function(oa,aa){},mouseUp:function(oa,aa){mxEvent.isTouchEvent(aa.getEvent())&&Math.abs(this.scrollLeft-K.container.scrollLeft)<Q&&Math.abs(this.scrollTop-K.container.scrollTop)<Q&&Math.abs(this.startX-aa.getGraphX())<Q&&Math.abs(this.startY-aa.getGraphY())<Q&&(0<parseFloat(k.style.opacity||0)?p():E(30))}})}for(var d=this.toolbarItems,f=0,g=null,x=null,z=null,u=null,H=0;H<d.length;H++){var L= +d[H];if("pages"==L){u=e.ownerDocument.createElement("div");u.style.cssText="display:inline-block;position:relative;top:5px;padding:0 4px 0 4px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;;cursor:default;";mxUtils.setOpacity(u,70);var C=b(mxUtils.bind(this,function(){this.selectPage(this.currentPage-1)}),Editor.previousImage,mxResources.get("previousPage")||"Previous Page");C.style.borderRightStyle="none";C.style.paddingLeft="0px";C.style.paddingRight="0px";k.appendChild(u);var G= +b(mxUtils.bind(this,function(){this.selectPage(this.currentPage+1)}),Editor.nextImage,mxResources.get("nextPage")||"Next Page");G.style.paddingLeft="0px";G.style.paddingRight="0px";L=mxUtils.bind(this,function(){u.innerText="";mxUtils.write(u,this.currentPage+1+" / "+this.diagrams.length);u.style.display=1<this.diagrams.length?"inline-block":"none";C.style.display=u.style.display;G.style.display=u.style.display});this.addListener("graphChanged",L);L()}else if("zoom"==L)this.zoomEnabled&&(b(mxUtils.bind(this, +function(){this.graph.zoomOut()}),Editor.zoomOutImage,mxResources.get("zoomOut")||"Zoom Out"),b(mxUtils.bind(this,function(){this.graph.zoomIn()}),Editor.zoomInImage,mxResources.get("zoomIn")||"Zoom In"),b(mxUtils.bind(this,function(){this.graph.view.scaleAndTranslate(this.graph.initialViewState.scale,this.graph.initialViewState.translate.x,this.graph.initialViewState.translate.y)}),Editor.zoomFitImage,mxResources.get("fit")||"Fit"));else if("layers"==L){if(this.layersEnabled){var V=this.graph.getModel(), +U=b(mxUtils.bind(this,function(oa){if(null!=g)g.parentNode.removeChild(g),g=null;else{g=this.graph.createLayersDialog(mxUtils.bind(this,function(){if(this.autoCrop)this.crop();else if(this.autoOrigin){var ca=this.graph.getGraphBounds(),fa=this.graph.view;0>ca.x||0>ca.y?(this.crop(),this.graph.originalViewState=this.graph.initialViewState,this.graph.initialViewState={translate:fa.translate.clone(),scale:fa.scale}):null!=this.graph.originalViewState&&0<ca.x/fa.scale+this.graph.originalViewState.translate.x- +fa.translate.x&&0<ca.y/fa.scale+this.graph.originalViewState.translate.y-fa.translate.y&&(fa.setTranslate(this.graph.originalViewState.translate.x,this.graph.originalViewState.translate.y),this.graph.originalViewState=null,this.graph.initialViewState={translate:fa.translate.clone(),scale:fa.scale})}}));mxEvent.addListener(g,"mouseleave",function(){g.parentNode.removeChild(g);g=null});oa=U.getBoundingClientRect();g.style.width="140px";g.style.padding="2px 0px 2px 0px";g.style.border="1px solid #d0d0d0"; +g.style.backgroundColor="#eee";g.style.fontFamily=Editor.defaultHtmlFont;g.style.fontSize="11px";g.style.overflowY="auto";g.style.maxHeight=this.graph.container.clientHeight-this.toolbarHeight-10+"px";g.style.zIndex=this.toolbarZIndex+1;mxUtils.setOpacity(g,80);var aa=mxUtils.getDocumentScrollOrigin(document);g.style.left=aa.x+oa.left-1+"px";g.style.top=aa.y+oa.bottom-2+"px";document.body.appendChild(g)}}),Editor.layersImage,mxResources.get("layers")||"Layers");V.addListener(mxEvent.CHANGE,function(){U.style.display= +1<V.getChildCount(V.root)?"inline-block":"none"});U.style.display=1<V.getChildCount(V.root)?"inline-block":"none"}}else if("tags"==L){if(this.tagsEnabled){var Y=b(mxUtils.bind(this,function(oa){null==x&&(x=this.graph.createTagsDialog(mxUtils.bind(this,function(){return!0})),x.div.getElementsByTagName("div")[0].style.position="",x.div.style.maxHeight="160px",x.div.style.maxWidth="120px",x.div.style.padding="2px",x.div.style.overflow="auto",x.div.style.height="auto",x.div.style.position="fixed",x.div.style.fontFamily= +Editor.defaultHtmlFont,x.div.style.fontSize="11px",x.div.style.backgroundColor="#eee",x.div.style.color="#000",x.div.style.border="1px solid #d0d0d0",x.div.style.zIndex=this.toolbarZIndex+1,mxUtils.setOpacity(x.div,80));if(null!=z)z.parentNode.removeChild(z),z=null;else{z=x.div;mxEvent.addListener(z,"mouseleave",function(){z.parentNode.removeChild(z);z=null});oa=Y.getBoundingClientRect();var aa=mxUtils.getDocumentScrollOrigin(document);z.style.left=aa.x+oa.left-1+"px";z.style.top=aa.y+oa.bottom-2+ +"px";document.body.appendChild(z);x.refresh()}}),Editor.tagsImage,mxResources.get("tags")||"Tags");V.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){Y.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}));Y.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}}else"lightbox"==L?this.lightboxEnabled&&b(mxUtils.bind(this,function(){this.showLightbox()}),Editor.fullscreenImage,mxResources.get("fullscreen")||"Fullscreen"):null!=this.graphConfig["toolbar-buttons"]&& +(L=this.graphConfig["toolbar-buttons"][L],null!=L&&(L.elem=b(null==L.enabled||L.enabled?L.handler:function(){},L.image,L.title,L.enabled)))}null!=this.graph.minimumContainerSize&&(this.graph.minimumContainerSize.width=34*f);null!=this.graphConfig.title&&(d=e.ownerDocument.createElement("div"),d.style.cssText="display:inline-block;position:relative;padding:3px 6px 0 6px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;top:4px;cursor:default;",d.setAttribute("title",this.graphConfig.title), +mxUtils.write(d,this.graphConfig.title),mxUtils.setOpacity(d,70),k.appendChild(d),this.filename=d);this.minToolbarWidth=34*f;var O=e.style.border,qa=mxUtils.bind(this,function(){k.style.width="inline"==this.graphConfig["toolbar-position"]?"auto":Math.max(this.minToolbarWidth,e.offsetWidth)+"px";k.style.border="1px solid #d0d0d0";if(1!=this.graphConfig["toolbar-nohide"]){var oa=e.getBoundingClientRect(),aa=mxUtils.getScrollOrigin(document.body);aa="relative"===document.body.style.position?document.body.getBoundingClientRect(): +{left:-aa.x,top:-aa.y};oa={left:oa.left-aa.left,top:oa.top-aa.top,bottom:oa.bottom-aa.top,right:oa.right-aa.left};k.style.left=oa.left+"px";"bottom"==this.graphConfig["toolbar-position"]?k.style.top=oa.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(k.style.marginTop=-this.toolbarHeight+"px",k.style.top=oa.top+1+"px"):k.style.top=oa.top+"px";"1px solid transparent"==O&&(e.style.border="1px solid #d0d0d0");document.body.appendChild(k);var ca=mxUtils.bind(this,function(){null!=k.parentNode&& +k.parentNode.removeChild(k);null!=g&&(g.parentNode.removeChild(g),g=null);e.style.border=O});mxEvent.addListener(document,"mousemove",function(fa){for(fa=mxEvent.getSource(fa);null!=fa;){if(fa==e||fa==k||fa==g)return;fa=fa.parentNode}ca()});mxEvent.addListener(document.body,"mouseleave",function(fa){ca()})}else k.style.top=-this.toolbarHeight+"px",e.appendChild(k)});1!=this.graphConfig["toolbar-nohide"]?mxEvent.addListener(e,"mouseenter",qa):qa();this.responsive&&"undefined"!==typeof ResizeObserver&& +(new ResizeObserver(function(){null!=k.parentNode&&qa()})).observe(e)};GraphViewer.prototype.disableButton=function(b){var e=this.graphConfig["toolbar-buttons"]?this.graphConfig["toolbar-buttons"][b]:null;null!=e&&(mxUtils.setOpacity(e.elem,30),mxEvent.removeListener(e.elem,"click",e.handler),mxEvent.addListener(e.elem,"mouseenter",function(){e.elem.style.backgroundColor="#eee"}))}; +GraphViewer.prototype.addClickHandler=function(b,e){b.linkPolicy=this.graphConfig.target||b.linkPolicy;b.addClickHandler(this.graphConfig.highlight,mxUtils.bind(this,function(k,m){if(null==m)for(var D=mxEvent.getSource(k);D!=b.container&&null!=D&&null==m;)"a"==D.nodeName.toLowerCase()&&(m=D.getAttribute("href")),D=D.parentNode;null!=e?null==m||b.isCustomLink(m)?mxEvent.consume(k):b.isExternalProtocol(m)||b.isBlankLink(m)||window.setTimeout(function(){e.destroy()},0):null!=m&&null==e&&b.isCustomLink(m)&& +(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&b.customLinkClicked(m)&&(mxUtils.clearSelection(),mxEvent.consume(k))}),mxUtils.bind(this,function(k){null!=e||!this.lightboxClickEnabled||mxEvent.isTouchEvent(k)&&0!=this.toolbarItems.length||this.showLightbox()}))}; GraphViewer.prototype.showLightbox=function(b,e,k){if("open"==this.graphConfig.lightbox||window.self!==window.top)if(null==this.lightboxWindow||this.lightboxWindow.closed){b=null!=b?b:null!=this.graphConfig.editable?this.graphConfig.editable:!0;k={client:1,target:null!=k?k:"blank"};b&&(k.edit=this.graphConfig.edit||"_blank");if(null!=e?e:1)k.close=1;this.layersEnabled&&(k.layers=1);this.tagsEnabled&&(k.tags={});null!=this.graphConfig&&0!=this.graphConfig.nav&&(k.nav=1);null!=this.graphConfig&&null!= -this.graphConfig.highlight&&(k.highlight=this.graphConfig.highlight.substring(1));null!=this.currentPage&&0<this.currentPage&&(k.page=this.currentPage);"undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)?null==this.lightboxWindow&&mxEvent.addListener(window,"message",mxUtils.bind(this,function(n){"ready"==n.data&&n.source==this.lightboxWindow&&this.lightboxWindow.postMessage(this.xml,"*")})):k.data=encodeURIComponent(this.xml);"1"==urlParams.dev&&(k.dev= +this.graphConfig.highlight&&(k.highlight=this.graphConfig.highlight.substring(1));null!=this.currentPage&&0<this.currentPage&&(k.page=this.currentPage);"undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)?null==this.lightboxWindow&&mxEvent.addListener(window,"message",mxUtils.bind(this,function(m){"ready"==m.data&&m.source==this.lightboxWindow&&this.lightboxWindow.postMessage(this.xml,"*")})):k.data=encodeURIComponent(this.xml);"1"==urlParams.dev&&(k.dev= "1");this.lightboxWindow=window.open(("1"!=urlParams.dev?EditorUi.lightboxHost:"https://test.draw.io")+"/#P"+encodeURIComponent(JSON.stringify(k)))}else this.lightboxWindow.focus();else this.showLocalLightbox()}; GraphViewer.prototype.showLocalLightbox=function(){mxUtils.getDocumentScrollOrigin(document);var b=document.createElement("div");b.style.cssText="position:fixed;top:0;left:0;bottom:0;right:0;";b.style.zIndex=this.lightboxZIndex;b.style.backgroundColor="#000000";mxUtils.setOpacity(b,70);document.body.appendChild(b);var e=document.createElement("img");e.setAttribute("border","0");e.setAttribute("src",Editor.closeBlackImage);e.style.cssText="position:fixed;top:32px;right:32px;";e.style.cursor="pointer"; -mxEvent.addListener(e,"click",function(){n.destroy()});urlParams.pages="1";urlParams.page=this.currentPage;urlParams["page-id"]=this.graphConfig.pageId;urlParams["layer-ids"]=null!=this.graphConfig.layerIds&&0<this.graphConfig.layerIds.length?this.graphConfig.layerIds.join(" "):null;urlParams.nav=0!=this.graphConfig.nav?"1":"0";urlParams.layers=this.layersEnabled?"1":"0";this.tagsEnabled&&(urlParams.tags="{}");if(null==document.documentMode||10<=document.documentMode)Editor.prototype.editButtonLink= -this.graphConfig.edit,Editor.prototype.editButtonFunc=this.graphConfig.editFunc;EditorUi.prototype.updateActionStates=function(){};EditorUi.prototype.addBeforeUnloadListener=function(){};EditorUi.prototype.addChromelessClickHandler=function(){};var k=Graph.prototype.shadowId;Graph.prototype.shadowId="lightboxDropShadow";var n=new EditorUi(new Editor(!0),document.createElement("div"),!0);n.editor.editBlankUrl=this.editBlankUrl;n.editor.graph.shadowId="lightboxDropShadow";Graph.prototype.shadowId=k; -n.refresh=function(){};var D=mxUtils.bind(this,function(q){27==q.keyCode&&n.destroy()}),t=this.initialOverflow,E=n.destroy;n.destroy=function(){mxEvent.removeListener(document.documentElement,"keydown",D);document.body.removeChild(b);document.body.removeChild(e);document.body.style.overflow=t;GraphViewer.resizeSensorEnabled=!0;E.apply(this,arguments)};var d=n.editor.graph,f=d.container;f.style.overflow="hidden";this.lightboxChrome?(f.style.border="1px solid #c0c0c0",f.style.margin="40px",mxEvent.addListener(document.documentElement, -"keydown",D)):(b.style.display="none",e.style.display="none");var g=this;d.getImageFromBundles=function(q){return g.getImageUrl(q)};var l=n.createTemporaryGraph;n.createTemporaryGraph=function(){var q=l.apply(this,arguments);q.getImageFromBundles=function(z){return g.getImageUrl(z)};return q};this.graphConfig.move&&(d.isMoveCellsEvent=function(q){return!0});mxUtils.setPrefixedStyle(f.style,"border-radius","4px");f.style.position="fixed";GraphViewer.resizeSensorEnabled=!1;document.body.style.overflow= -"hidden";mxClient.IS_SF||mxClient.IS_EDGE||(mxUtils.setPrefixedStyle(f.style,"transform","rotateY(90deg)"),mxUtils.setPrefixedStyle(f.style,"transition","all .25s ease-in-out"));this.addClickHandler(d,n);window.setTimeout(mxUtils.bind(this,function(){f.style.outline="none";f.style.zIndex=this.lightboxZIndex;e.style.zIndex=this.lightboxZIndex;document.body.appendChild(f);document.body.appendChild(e);n.setFileData(this.xml);mxUtils.setPrefixedStyle(f.style,"transform","rotateY(0deg)");n.chromelessToolbar.style.bottom= -"60px";n.chromelessToolbar.style.zIndex=this.lightboxZIndex;document.body.appendChild(n.chromelessToolbar);n.getEditBlankXml=mxUtils.bind(this,function(){return this.xml});n.lightboxFit();n.chromelessResize();this.showLayers(d,this.graph);mxEvent.addListener(b,"click",function(){n.destroy()})}),0);return n}; +mxEvent.addListener(e,"click",function(){m.destroy()});urlParams.pages="1";urlParams.page=this.currentPage;urlParams["page-id"]=this.graphConfig.pageId;urlParams["layer-ids"]=null!=this.graphConfig.layerIds&&0<this.graphConfig.layerIds.length?this.graphConfig.layerIds.join(" "):null;urlParams.nav=0!=this.graphConfig.nav?"1":"0";urlParams.layers=this.layersEnabled?"1":"0";this.tagsEnabled&&(urlParams.tags="{}");if(null==document.documentMode||10<=document.documentMode)Editor.prototype.editButtonLink= +this.graphConfig.edit,Editor.prototype.editButtonFunc=this.graphConfig.editFunc;EditorUi.prototype.updateActionStates=function(){};EditorUi.prototype.addBeforeUnloadListener=function(){};EditorUi.prototype.addChromelessClickHandler=function(){};var k=Graph.prototype.shadowId;Graph.prototype.shadowId="lightboxDropShadow";var m=new EditorUi(new Editor(!0),document.createElement("div"),!0);m.editor.editBlankUrl=this.editBlankUrl;m.editor.graph.shadowId="lightboxDropShadow";Graph.prototype.shadowId=k; +m.refresh=function(){};var D=mxUtils.bind(this,function(g){27==g.keyCode&&m.destroy()}),p=this.initialOverflow,E=m.destroy;m.destroy=function(){mxEvent.removeListener(document.documentElement,"keydown",D);document.body.removeChild(b);document.body.removeChild(e);document.body.style.overflow=p;GraphViewer.resizeSensorEnabled=!0;E.apply(this,arguments)};var K=m.editor.graph,Q=K.container;Q.style.overflow="hidden";this.lightboxChrome?(Q.style.border="1px solid #c0c0c0",Q.style.margin="40px",mxEvent.addListener(document.documentElement, +"keydown",D)):(b.style.display="none",e.style.display="none");var d=this;K.getImageFromBundles=function(g){return d.getImageUrl(g)};var f=m.createTemporaryGraph;m.createTemporaryGraph=function(){var g=f.apply(this,arguments);g.getImageFromBundles=function(x){return d.getImageUrl(x)};return g};this.graphConfig.move&&(K.isMoveCellsEvent=function(g){return!0});mxUtils.setPrefixedStyle(Q.style,"border-radius","4px");Q.style.position="fixed";GraphViewer.resizeSensorEnabled=!1;document.body.style.overflow= +"hidden";mxClient.IS_SF||mxClient.IS_EDGE||(mxUtils.setPrefixedStyle(Q.style,"transform","rotateY(90deg)"),mxUtils.setPrefixedStyle(Q.style,"transition","all .25s ease-in-out"));this.addClickHandler(K,m);window.setTimeout(mxUtils.bind(this,function(){Q.style.outline="none";Q.style.zIndex=this.lightboxZIndex;e.style.zIndex=this.lightboxZIndex;document.body.appendChild(Q);document.body.appendChild(e);m.setFileData(this.xml);mxUtils.setPrefixedStyle(Q.style,"transform","rotateY(0deg)");m.chromelessToolbar.style.bottom= +"60px";m.chromelessToolbar.style.zIndex=this.lightboxZIndex;document.body.appendChild(m.chromelessToolbar);m.getEditBlankXml=mxUtils.bind(this,function(){return this.xml});m.lightboxFit();m.chromelessResize();this.showLayers(K,this.graph);mxEvent.addListener(b,"click",function(){m.destroy()})}),0);return m}; GraphViewer.prototype.updateTitle=function(b){b=b||"";this.showTitleAsTooltip&&null!=this.graph&&null!=this.graph.container&&this.graph.container.setAttribute("title",b);null!=this.filename&&(this.filename.innerText="",mxUtils.write(this.filename,b),this.filename.setAttribute("title",b))}; -GraphViewer.processElements=function(b){mxUtils.forEach(GraphViewer.getElementsByClassName(b||"mxgraph"),function(e){try{e.innerText="",GraphViewer.createViewerForElement(e)}catch(k){e.innerHTML=k.message,null!=window.console&&console.error(k)}})}; -GraphViewer.getElementsByClassName=function(b){if(document.getElementsByClassName){var e=document.getElementsByClassName(b);b=[];for(var k=0;k<e.length;k++)b.push(e[k]);return b}var n=document.getElementsByTagName("*");e=[];for(k=0;k<n.length;k++){var D=n[k].className;null!=D&&0<D.length&&(D=D.split(" "),0<=mxUtils.indexOf(D,b)&&e.push(n[k]))}return e}; -GraphViewer.createViewerForElement=function(b,e){var k=b.getAttribute("data-mxgraph");if(null!=k){var n=JSON.parse(k),D=function(t){t=mxUtils.parseXml(t);t=new GraphViewer(b,t.documentElement,n);null!=e&&e(t)};null!=n.url?GraphViewer.getUrl(n.url,function(t){D(t)}):D(n.xml)}}; +GraphViewer.processElements=function(b){mxUtils.forEach(GraphViewer.getElementsByClassName(b||"mxgraph"),function(e){try{e.innerText="",GraphViewer.createViewerForElement(e)}catch(k){e.innerText=k.message,null!=window.console&&console.error(k)}})}; +GraphViewer.getElementsByClassName=function(b){if(document.getElementsByClassName){var e=document.getElementsByClassName(b);b=[];for(var k=0;k<e.length;k++)b.push(e[k]);return b}var m=document.getElementsByTagName("*");e=[];for(k=0;k<m.length;k++){var D=m[k].className;null!=D&&0<D.length&&(D=D.split(" "),0<=mxUtils.indexOf(D,b)&&e.push(m[k]))}return e}; +GraphViewer.createViewerForElement=function(b,e){var k=b.getAttribute("data-mxgraph");if(null!=k){var m=JSON.parse(k),D=function(p){p=mxUtils.parseXml(p);p=new GraphViewer(b,p.documentElement,m);null!=e&&e(p)};null!=m.url?GraphViewer.getUrl(m.url,function(p){D(p)}):D(m.xml)}}; GraphViewer.initCss=function(){try{var b=document.createElement("style");b.type="text/css";b.innerHTML="div.mxTooltip {\n-webkit-box-shadow: 3px 3px 12px #C0C0C0;\n-moz-box-shadow: 3px 3px 12px #C0C0C0;\nbox-shadow: 3px 3px 12px #C0C0C0;\nbackground: #FFFFCC;\nborder-style: solid;\nborder-width: 1px;\nborder-color: black;\nfont-family: Arial;\nfont-size: 8pt;\nposition: absolute;\ncursor: default;\npadding: 4px;\ncolor: black;}\ntd.mxPopupMenuIcon div {\nwidth:16px;\nheight:16px;}\nhtml div.mxPopupMenu {\n-webkit-box-shadow:2px 2px 3px #d5d5d5;\n-moz-box-shadow:2px 2px 3px #d5d5d5;\nbox-shadow:2px 2px 3px #d5d5d5;\n_filter:progid:DXImageTransform.Microsoft.DropShadow(OffX=2, OffY=2, Color='#d0d0d0',Positive='true');\nbackground:white;\nposition:absolute;\nborder:3px solid #e7e7e7;\npadding:3px;}\nhtml table.mxPopupMenu {\nborder-collapse:collapse;\nmargin:0px;}\nhtml td.mxPopupMenuItem {\npadding:7px 30px 7px 30px;\nfont-family:Helvetica Neue,Helvetica,Arial Unicode MS,Arial;\nfont-size:10pt;}\nhtml td.mxPopupMenuIcon {\nbackground-color:white;\npadding:0px;}\ntd.mxPopupMenuIcon .geIcon {\npadding:2px;\npadding-bottom:4px;\nmargin:2px;\nborder:1px solid transparent;\nopacity:0.5;\n_width:26px;\n_height:26px;}\ntd.mxPopupMenuIcon .geIcon:hover {\nborder:1px solid gray;\nborder-radius:2px;\nopacity:1;}\nhtml tr.mxPopupMenuItemHover {\nbackground-color: #eeeeee;\ncolor: black;}\ntable.mxPopupMenu hr {\ncolor:#cccccc;\nbackground-color:#cccccc;\nborder:none;\nheight:1px;}\ntable.mxPopupMenu tr {\tfont-size:4pt;}\n.geDialog, .geDialog table { font-family:Helvetica Neue,Helvetica,Arial Unicode MS,Arial;\nfont-size:10pt;\nborder:none;\nmargin:0px;}\n.geDialog {\tposition:absolute;\tbackground:white;\toverflow:hidden;\tpadding:30px;\tborder:1px solid #acacac;\t-webkit-box-shadow:0px 0px 2px 2px #d5d5d5;\t-moz-box-shadow:0px 0px 2px 2px #d5d5d5;\tbox-shadow:0px 0px 2px 2px #d5d5d5;\t_filter:progid:DXImageTransform.Microsoft.DropShadow(OffX=2, OffY=2, Color='#d5d5d5', Positive='true');\tz-index: 2;}.geDialogClose {\tposition:absolute;\twidth:9px;\theight:9px;\topacity:0.5;\tcursor:pointer;\t_filter:alpha(opacity=50);}.geDialogClose:hover {\topacity:1;}.geDialogTitle {\tbox-sizing:border-box;\twhite-space:nowrap;\tbackground:rgb(229, 229, 229);\tborder-bottom:1px solid rgb(192, 192, 192);\tfont-size:15px;\tfont-weight:bold;\ttext-align:center;\tcolor:rgb(35, 86, 149);}.geDialogFooter {\tbackground:whiteSmoke;\twhite-space:nowrap;\ttext-align:right;\tbox-sizing:border-box;\tborder-top:1px solid #e5e5e5;\tcolor:darkGray;}\n.geBtn {\tbackground-color: #f5f5f5;\tborder-radius: 2px;\tborder: 1px solid #d8d8d8;\tcolor: #333;\tcursor: default;\tfont-size: 11px;\tfont-weight: bold;\theight: 29px;\tline-height: 27px;\tmargin: 0 0 0 8px;\tmin-width: 72px;\toutline: 0;\tpadding: 0 8px;\tcursor: pointer;}.geBtn:hover, .geBtn:focus {\t-webkit-box-shadow: 0px 1px 1px rgba(0,0,0,0.1);\t-moz-box-shadow: 0px 1px 1px rgba(0,0,0,0.1);\tbox-shadow: 0px 1px 1px rgba(0,0,0,0.1);\tborder: 1px solid #c6c6c6;\tbackground-color: #f8f8f8;\tbackground-image: linear-gradient(#f8f8f8 0px,#f1f1f1 100%);\tcolor: #111;}.geBtn:disabled {\topacity: .5;}.gePrimaryBtn {\tbackground-color: #4d90fe;\tbackground-image: linear-gradient(#4d90fe 0px,#4787ed 100%);\tborder: 1px solid #3079ed;\tcolor: #fff;}.gePrimaryBtn:hover, .gePrimaryBtn:focus {\tbackground-color: #357ae8;\tbackground-image: linear-gradient(#4d90fe 0px,#357ae8 100%);\tborder: 1px solid #2f5bb7;\tcolor: #fff;}.gePrimaryBtn:disabled {\topacity: .5;}";document.getElementsByTagName("head")[0].appendChild(b)}catch(e){}}; -GraphViewer.cachedUrls={};GraphViewer.getUrl=function(b,e,k){if(null!=GraphViewer.cachedUrls[b])e(GraphViewer.cachedUrls[b]);else{var n=null!=navigator.userAgent&&0<navigator.userAgent.indexOf("MSIE 9")?new XDomainRequest:new XMLHttpRequest;n.open("GET",b);n.onload=function(){e(null!=n.getText?n.getText():n.responseText)};n.onerror=k;n.send()}};GraphViewer.resizeSensorEnabled=!0;GraphViewer.useResizeSensor=!0; -(function(){var b=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||function(k){return window.setTimeout(k,20)},e=function(k,n){function D(){this.q=[];this.add=function(F){this.q.push(F)};var q,z;this.call=function(){q=0;for(z=this.q.length;q<z;q++)this.q[q].call()}}function t(q,z){return q.currentStyle?q.currentStyle[z]:window.getComputedStyle?window.getComputedStyle(q,null).getPropertyValue(z):q.style[z]}function E(q,z){if(!q.resizedAttached)q.resizedAttached= -new D,q.resizedAttached.add(z);else if(q.resizedAttached){q.resizedAttached.add(z);return}q.resizeSensor=document.createElement("div");q.resizeSensor.className="resize-sensor";q.resizeSensor.style.cssText="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;";q.resizeSensor.innerHTML='<div class="resize-sensor-expand" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s;"></div></div><div class="resize-sensor-shrink" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s; width: 200%; height: 200%"></div></div>'; -q.appendChild(q.resizeSensor);"static"==t(q,"position")&&(q.style.position="relative");var F=q.resizeSensor.childNodes[0],C=F.childNodes[0],I=q.resizeSensor.childNodes[1],G=function(){C.style.width="100000px";C.style.height="100000px";F.scrollLeft=1E5;F.scrollTop=1E5;I.scrollLeft=1E5;I.scrollTop=1E5};G();var Z=!1,ca=function(){q.resizedAttached&&(Z&&(q.resizedAttached.call(),Z=!1),b(ca))};b(ca);var ba,Y,O,la;z=function(){if((O=q.offsetWidth)!=ba||(la=q.offsetHeight)!=Y)Z=!0,ba=O,Y=la;G()};var aa= -function(ia,X,R){ia.attachEvent?ia.attachEvent("on"+X,R):ia.addEventListener(X,R)};aa(F,"scroll",z);aa(I,"scroll",z)}var d=function(){GraphViewer.resizeSensorEnabled&&n()},f=Object.prototype.toString.call(k),g="[object Array]"===f||"[object NodeList]"===f||"[object HTMLCollection]"===f||"undefined"!==typeof jQuery&&k instanceof jQuery||"undefined"!==typeof Elements&&k instanceof Elements;if(g){f=0;for(var l=k.length;f<l;f++)E(k[f],d)}else E(k,d);this.detach=function(){if(g)for(var q=0,z=k.length;q< -z;q++)e.detach(k[q]);else e.detach(k)}};e.detach=function(k){k.resizeSensor&&(k.removeChild(k.resizeSensor),delete k.resizeSensor,delete k.resizedAttached)};window.ResizeSensor=e})(); +GraphViewer.cachedUrls={};GraphViewer.getUrl=function(b,e,k){if(null!=GraphViewer.cachedUrls[b])e(GraphViewer.cachedUrls[b]);else{var m=null!=navigator.userAgent&&0<navigator.userAgent.indexOf("MSIE 9")?new XDomainRequest:new XMLHttpRequest;m.open("GET",b);m.onload=function(){e(null!=m.getText?m.getText():m.responseText)};m.onerror=k;m.send()}};GraphViewer.resizeSensorEnabled=!0;GraphViewer.useResizeSensor=!0; +(function(){var b=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||function(k){return window.setTimeout(k,20)},e=function(k,m){function D(){this.q=[];this.add=function(z){this.q.push(z)};var g,x;this.call=function(){g=0;for(x=this.q.length;g<x;g++)this.q[g].call()}}function p(g,x){return g.currentStyle?g.currentStyle[x]:window.getComputedStyle?window.getComputedStyle(g,null).getPropertyValue(x):g.style[x]}function E(g,x){if(!g.resizedAttached)g.resizedAttached= +new D,g.resizedAttached.add(x);else if(g.resizedAttached){g.resizedAttached.add(x);return}g.resizeSensor=document.createElement("div");g.resizeSensor.className="resize-sensor";g.resizeSensor.style.cssText="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;";g.resizeSensor.innerHTML='<div class="resize-sensor-expand" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s;"></div></div><div class="resize-sensor-shrink" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s; width: 200%; height: 200%"></div></div>'; +g.appendChild(g.resizeSensor);"static"==p(g,"position")&&(g.style.position="relative");var z=g.resizeSensor.childNodes[0],u=z.childNodes[0],H=g.resizeSensor.childNodes[1],L=function(){u.style.width="100000px";u.style.height="100000px";z.scrollLeft=1E5;z.scrollTop=1E5;H.scrollLeft=1E5;H.scrollTop=1E5};L();var C=!1,G=function(){g.resizedAttached&&(C&&(g.resizedAttached.call(),C=!1),b(G))};b(G);var V,U,Y,O;x=function(){if((Y=g.offsetWidth)!=V||(O=g.offsetHeight)!=U)C=!0,V=Y,U=O;L()};var qa=function(oa, +aa,ca){oa.attachEvent?oa.attachEvent("on"+aa,ca):oa.addEventListener(aa,ca)};qa(z,"scroll",x);qa(H,"scroll",x)}var K=function(){GraphViewer.resizeSensorEnabled&&m()},Q=Object.prototype.toString.call(k),d="[object Array]"===Q||"[object NodeList]"===Q||"[object HTMLCollection]"===Q||"undefined"!==typeof jQuery&&k instanceof jQuery||"undefined"!==typeof Elements&&k instanceof Elements;if(d){Q=0;for(var f=k.length;Q<f;Q++)E(k[Q],K)}else E(k,K);this.detach=function(){if(d)for(var g=0,x=k.length;g<x;g++)e.detach(k[g]); +else e.detach(k)}};e.detach=function(k){k.resizeSensor&&(k.removeChild(k.resizeSensor),delete k.resizeSensor,delete k.resizedAttached)};window.ResizeSensor=e})(); function mxBpmnShape(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1}mxUtils.extend(mxBpmnShape,mxShape); mxBpmnShape.prototype.customProperties=[{name:"symbol",dispName:"Event",type:"enum",defVal:"general",enumList:[{val:"general",dispName:"General"},{val:"message",dispName:"Message"},{val:"timer",dispName:"Timer"},{val:"escalation",dispName:"Escalation"},{val:"conditional",dispName:"Conditional"},{val:"link",dispName:"Link"},{val:"error",dispName:"Error"},{val:"cancel",dispName:"Cancel"},{val:"compensation",dispName:"Compensation"},{val:"signal",dispName:"Signal"},{val:"multiple",dispName:"Multiple"}, {val:"parallelMultiple",dispName:"Parallel Multiple"},{val:"terminate",dispName:"Terminate"},{val:"exclusiveGw",dispName:"Exclusive Gw"},{val:"parallelGw",dispName:"Parallel Gw"},{val:"complexGw",dispName:"Complex Gw"}]},{name:"outline",dispName:"Event Type",type:"enum",defVal:"standard",enumList:[{val:"standard",dispName:"Standard"},{val:"eventInt",dispName:"Interrupting"},{val:"eventNonint",dispName:"Non-Interrupting"},{val:"catching",dispName:"Catching"},{val:"boundInt",dispName:"Bound Interrupting"}, @@ -5930,10 +5938,13 @@ b.y+c/2)},function(b,c){var f=Math.max(0,Math.min(b.height,parseFloat(mxUtils.ge f=Math.max(0,Math.min(c,parseFloat(mxUtils.getValue(this.state.style,"dy",this.dy))));return new mxPoint(b.x+(b.height-c/2+f)/2,b.y+c)},function(b,c){this.state.style.arrowHead=Math.round(100*Math.max(2*parseFloat(mxUtils.getValue(this.state.style,"dy",this.dy)),Math.min(b.height/2,c.y-b.y)))/100});d.push(a);return d}; mxShapeArrows2UTurnArrow.prototype.getConstraints=function(a,d,e){a=[];var b=Math.max(0,Math.min(e,parseFloat(mxUtils.getValue(this.style,"dy",this.dy)))),c=Math.max(0,Math.min(e,parseFloat(mxUtils.getValue(this.style,"arrowHead",this.arrowHead)))),f=(e-c/2+b)/2,g=Math.max(0,parseFloat(mxUtils.getValue(this.style,"dx2",this.dx2)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f,0));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f+g,.5*c));a.push(new mxConnectionConstraint(new mxPoint(0, 0),!1,null,f,c));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(f+d),e-2*b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e-2*b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e-b));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,Math.max(d,f),e));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(f+d),e));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,f,e));a.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.5*(e+.5*c-b)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,c-2*b,.5*(e+.5*c-b)));return a};function mxShapeArrowsWedgeArrow(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrow,mxArrow);mxShapeArrowsWedgeArrow.prototype.paintEdgeShape=function(a,d){var e=d[0];d=d[d.length-1];a.begin();a.moveTo(e.x+.2*(d.y-e.y),e.y-.2*(d.x-e.x));a.lineTo(e.x-.2*(d.y-e.y),e.y+.2*(d.x-e.x));a.lineTo(d.x,d.y);a.close();a.fillAndStroke()}; -mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrow",mxShapeArrowsWedgeArrow);function mxShapeArrowsWedgeArrowDashed(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrowDashed,mxArrow); -mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape=function(a,d){var e=d[0],b=d[d.length-1];d=b.x-e.x;b=b.y-e.y;var c=.2*d,f=.2*b,g=e.x,h=e.y;a.begin();for(var k=0;8>=k;k++){e=c*(8-k)/8;var l=f*(8-k)/8;8==k&&(e=c*(8-.98*k)/8,l=f*(8-.98*k)/8);var m=g-l,n=h+e;a.moveTo(g+l,h-e);a.lineTo(m,n);g+=d/8;h+=b/8}a.stroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed",mxShapeArrowsWedgeArrowDashed); -function mxAtlassianJiraIssue(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1;this.dx=.5}mxUtils.extend(mxAtlassianJiraIssue,mxRectangleShape); +0),!1,null,0,.5*(e+.5*c-b)));a.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,c-2*b,.5*(e+.5*c-b)));return a};function mxShapeArrowsWedgeArrow(){mxArrow.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrow,mxArrow);mxShapeArrowsWedgeArrow.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrow.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrow.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=d[0];d=d[d.length-1];var c=d.x-b.x,f=d.y-b.y,g=Math.sqrt(c*c+f*f);c=c*e/g;e=f*e/g;a.begin();a.moveTo(b.x+e,b.y-c);a.lineTo(b.x-e,b.y+c);a.lineTo(d.x,d.y);a.close();a.fillAndStroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrow",mxShapeArrowsWedgeArrow);function mxShapeArrowsWedgeArrowDashed(){mxArrowConnector.call(this)} +mxUtils.extend(mxShapeArrowsWedgeArrowDashed,mxArrow);mxShapeArrowsWedgeArrowDashed.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrowDashed.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=d[0],c=d[d.length-1];d=c.x-b.x;c=c.y-b.y;var f=Math.sqrt(d*d+c*c),g=d*e/f;e=c*e/f;f=b.x;var h=b.y;a.begin();for(var k=0;8>=k;k++){b=g*(8-k)/8;var l=e*(8-k)/8;8==k&&(b=g*(8-.98*k)/8,l=e*(8-.98*k)/8);var m=f-l,n=h+b;a.moveTo(f+l,h-b);a.lineTo(m,n);f+=d/8;h+=c/8}a.stroke()};mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed",mxShapeArrowsWedgeArrowDashed); +function mxShapeArrowsWedgeArrowDashed2(){mxArrowConnector.call(this)}mxUtils.extend(mxShapeArrowsWedgeArrowDashed2,mxArrow);mxShapeArrowsWedgeArrowDashed2.prototype.useSvgBoundingBox=!0;mxShapeArrowsWedgeArrowDashed2.prototype.customProperties=[{name:"startWidth",dispName:"Wedge Width",type:"float",min:0,defVal:25},{name:"stepSize",dispName:"Step Size",type:"float",min:0,defVal:25}]; +mxShapeArrowsWedgeArrowDashed2.prototype.paintEdgeShape=function(a,d){var e=Math.max(0,parseFloat(mxUtils.getValue(this.style,"startWidth",20))),b=Math.max(0,parseFloat(mxUtils.getValue(this.style,"stepSize",10))),c=d[0],f=d[d.length-1];d=f.x-c.x;f=f.y-c.y;var g=Math.sqrt(d*d+f*f),h=d*e/g;e=f*e/g;var k=c.x;c=c.y;var l=Math.floor(g/b);a.begin();for(var m=0;m<=l;m++){b=h*(l-m)/l;g=e*(l-m)/l;m==l&&(b=h*(l-.98*m)/l,g=e*(l-.98*m)/l);var n=k-g,p=c+b;a.moveTo(k+g,c-b);a.lineTo(n,p);k+=d/l;c+=f/l}a.stroke()}; +mxCellRenderer.registerShape("mxgraph.arrows2.wedgeArrowDashed2",mxShapeArrowsWedgeArrowDashed2);function mxAtlassianJiraIssue(a,d,e,b){mxShape.call(this);this.bounds=a;this.fill=d;this.stroke=e;this.strokewidth=null!=b?b:1;this.dx=.5}mxUtils.extend(mxAtlassianJiraIssue,mxRectangleShape); mxAtlassianJiraIssue.prototype.customProperties=[{name:"issueType",dispName:"Issue Type",type:"enum",enumList:[{val:"story",dispName:"Story"},{val:"task",dispName:"Task"},{val:"subTask",dispName:"Sub-Task"},{val:"feature",dispName:"Feature"},{val:"bug",dispName:"Bug"},{val:"techTask",dispName:"Tech Task"},{val:"epic",dispName:"Epic"},{val:"improvement",dispName:"Improvement"},{val:"fault",dispName:"Fault"},{val:"change",dispName:"Change"},{val:"access",dispName:"Access"},{val:"purchase",dispName:"Purchase"}, {val:"itHelp",dispName:"IT Help"}]},{name:"issuePriority",dispName:"Issue 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Editor.undoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTIuNSA4Yy0yLjY1IDAtNS4wNS45OS02LjkgMi42TDIgN3Y5aDlsLTMuNjItMy42MmMxLjM5LTEuMTYgMy4xNi0xLjg4IDUuMTItMS44OCAzLjU0IDAgNi41NSAyLjMxIDcuNiA1LjVsMi4zNy0uNzhDMjEuMDggMTEuMDMgMTcuMTUgOCAxMi41IDh6Ii8+PC9zdmc+";Editor.redoImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij48cGF0aCBkPSJNMTguNCAxMC42QzE2LjU1IDguOTkgMTQuMTUgOCAxMS41IDhjLTQuNjUgMC04LjU4IDMuMDMtOS45NiA3LjIyTDMuOSAxNmMxLjA1LTMuMTkgNC4wNS01LjUgNy42LTUuNSAxLjk1IDAgMy43My43MiA1LjEyIDEuODhMMTMgMTZoOVY3bC0zLjYgMy42eiIvPjwvc3ZnPg=="; Editor.outlineImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPjxwYXRoIGQ9Ik0yMC41IDNsLS4xNi4wM0wxNSA1LjEgOSAzIDMuMzYgNC45Yy0uMjEuMDctLjM2LjI1LS4zNi40OFYyMC41YzAgLjI4LjIyLjUuNS41bC4xNi0uMDNMOSAxOC45bDYgMi4xIDUuNjQtMS45Yy4yMS0uMDcuMzYtLjI1LjM2LS40OFYzLjVjMC0uMjgtLjIyLS41LS41LS41ek0xNSAxOWwtNi0yLjExVjVsNiAyLjExVjE5eiIvPjwvc3ZnPg=="; -Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4="; +Editor.saveImage="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMThweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMThweCIgZmlsbD0iIzAwMDAwMCI+PHBhdGggZD0iTTAgMGgyNHYyNEgwVjB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE5IDEydjdINXYtN0gzdjdjMCAxLjEuOSAyIDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnptLTYgLjY3bDIuNTktMi41OEwxNyAxMS41bC01IDUtNS01IDEuNDEtMS40MUwxMSAxMi42N1YzaDJ2OS42N3oiLz48L3N2Zz4=";Editor.helpImage=Editor.lightHelpImage;Editor.checkmarkImage=Editor.lightCheckmarkImage; Editor.roughFillStyles=[{val:"auto",dispName:"Auto"},{val:"hachure",dispName:"Hachure"},{val:"solid",dispName:"Solid"},{val:"zigzag",dispName:"ZigZag"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}]; Editor.fillStyles=[{val:"auto",dispName:"Auto"},{val:"hatch",dispName:"Hatch"},{val:"solid",dispName:"Solid"},{val:"dots",dispName:"Dots"},{val:"cross-hatch",dispName:"Cross Hatch"},{val:"dashed",dispName:"Dashed"},{val:"zigzag-line",dispName:"ZigZag Line"}];Editor.themes=null;Editor.ctrlKey=mxClient.IS_MAC?"Cmd":"Ctrl";Editor.hintOffset=20;Editor.shapePickerHoverDelay=300;Editor.fitWindowBorders=null;Editor.popupsAllowed=null!=window.urlParams?"1"!=urlParams.noDevice:!0;Editor.simpleLabels=!1; -Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isPngDataUrl=function(b){return null!=b&&"data:image/png;"==b.substring(0,15)};Editor.isPngData=function(b){return 8<b.length&&137==b.charCodeAt(0)&&80==b.charCodeAt(1)&&78==b.charCodeAt(2)&&71==b.charCodeAt(3)&&13==b.charCodeAt(4)&&10==b.charCodeAt(5)&&26==b.charCodeAt(6)&&10==b.charCodeAt(7)}; -Editor.extractGraphModelFromPng=function(b){var e=null;try{var k=b.substring(b.indexOf(",")+1),n=window.atob&&!mxClient.IS_SF?atob(k):Base64.decode(k,!0);EditorUi.parsePng(n,mxUtils.bind(this,function(D,t,E){D=n.substring(D+8,D+8+E);"zTXt"==t?(E=D.indexOf(String.fromCharCode(0)),"mxGraphModel"==D.substring(0,E)&&(D=pako.inflateRaw(Graph.stringToArrayBuffer(D.substring(E+2)),{to:"string"}).replace(/\+/g," "),null!=D&&0<D.length&&(e=D))):"tEXt"==t&&(D=D.split(String.fromCharCode(0)),1<D.length&&("mxGraphModel"== -D[0]||"mxfile"==D[0])&&(e=D[1]));if(null!=e||"IDAT"==t)return!0}))}catch(D){}null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));return e};Editor.isDarkMode=function(b){return Editor.darkMode||"dark"==uiTheme};Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;mxUtils.extend(Editor,mxEventSource); -Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif";Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0; -Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless};Editor.prototype.setAutosave=function(b){this.autosave=b;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(b){return this.editBlankUrl+b}; -Editor.prototype.editAsNew=function(b,e){e=null!=e?"?title="+encodeURIComponent(e):"";null!=urlParams.ui&&(e+=(0<e.length?"&":"?")+"ui="+urlParams.ui);if("undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)){var k=null,n=mxUtils.bind(this,function(D){"ready"==D.data&&D.source==k&&(mxEvent.removeListener(window,"message",n),k.postMessage(b,"*"))});mxEvent.addListener(window,"message",n);k=this.graph.openLink(this.getEditBlankUrl(e+(0<e.length?"&":"?")+"client=1"), -null,!0)}else this.graph.openLink(this.getEditBlankUrl(e)+"#R"+encodeURIComponent(b))};Editor.prototype.createGraph=function(b,e){b=new Graph(null,e,null,null,b);b.transparentBackground=!1;var k=b.isCssTransformsSupported,n=this;b.isCssTransformsSupported=function(){return k.apply(this,arguments)&&(!n.chromeless||!mxClient.IS_SF)};this.chromeless||(b.isBlankLink=function(D){return!this.isExternalProtocol(D)});return b}; +Editor.enableNativeCipboard=window==window.top&&!mxClient.IS_FF&&null!=navigator.clipboard;Editor.sketchMode=!1;Editor.darkMode=!1;Editor.currentTheme=uiTheme;Editor.darkColor="#2a2a2a";Editor.lightColor="#f0f0f0";Editor.isDarkMode=function(b){return Editor.darkMode};Editor.isPngDataUrl=function(b){return null!=b&&"data:image/png;"==b.substring(0,15)}; +Editor.isPngData=function(b){return 8<b.length&&137==b.charCodeAt(0)&&80==b.charCodeAt(1)&&78==b.charCodeAt(2)&&71==b.charCodeAt(3)&&13==b.charCodeAt(4)&&10==b.charCodeAt(5)&&26==b.charCodeAt(6)&&10==b.charCodeAt(7)}; +Editor.extractGraphModelFromPng=function(b){var e=null;try{var k=b.substring(b.indexOf(",")+1),m=window.atob&&!mxClient.IS_SF?atob(k):Base64.decode(k,!0);EditorUi.parsePng(m,mxUtils.bind(this,function(D,p,E){D=m.substring(D+8,D+8+E);"zTXt"==p?(E=D.indexOf(String.fromCharCode(0)),"mxGraphModel"==D.substring(0,E)&&(D=pako.inflateRaw(Graph.stringToArrayBuffer(D.substring(E+2)),{to:"string"}).replace(/\+/g," "),null!=D&&0<D.length&&(e=D))):"tEXt"==p&&(D=D.split(String.fromCharCode(0)),1<D.length&&("mxGraphModel"== +D[0]||"mxfile"==D[0])&&(e=D[1]));if(null!=e||"IDAT"==p)return!0}))}catch(D){}null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));null!=e&&"%"==e.charAt(0)&&(e=decodeURIComponent(e));return e};mxUtils.extend(Editor,mxEventSource);Editor.prototype.originalNoForeignObject=mxClient.NO_FO;Editor.prototype.transparentImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhMAAwAIAAAP///wAAACH5BAEAAAAALAAAAAAwADAAAAIxhI+py+0Po5y02ouz3rz7D4biSJbmiabqyrbuC8fyTNf2jef6zvf+DwwKh8Si8egpAAA7":IMAGE_PATH+"/transparent.gif"; +Editor.prototype.extendCanvas=!0;Editor.prototype.chromeless=!1;Editor.prototype.cancelFirst=!0;Editor.prototype.enabled=!0;Editor.prototype.filename=null;Editor.prototype.modified=!1;Editor.prototype.autosave=!0;Editor.prototype.initialTopSpacing=0;Editor.prototype.appName=document.title;Editor.prototype.editBlankUrl=window.location.protocol+"//"+window.location.host+"/";Editor.prototype.defaultGraphOverflow="hidden";Editor.prototype.init=function(){};Editor.prototype.isChromelessView=function(){return this.chromeless}; +Editor.prototype.setAutosave=function(b){this.autosave=b;this.fireEvent(new mxEventObject("autosaveChanged"))};Editor.prototype.getEditBlankUrl=function(b){return this.editBlankUrl+b}; +Editor.prototype.editAsNew=function(b,e){e=null!=e?"?title="+encodeURIComponent(e):"";null!=urlParams.ui&&(e+=(0<e.length?"&":"?")+"ui="+urlParams.ui);if("undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)){var k=null,m=mxUtils.bind(this,function(D){"ready"==D.data&&D.source==k&&(mxEvent.removeListener(window,"message",m),k.postMessage(b,"*"))});mxEvent.addListener(window,"message",m);k=this.graph.openLink(this.getEditBlankUrl(e+(0<e.length?"&":"?")+"client=1"), +null,!0)}else this.graph.openLink(this.getEditBlankUrl(e)+"#R"+encodeURIComponent(b))};Editor.prototype.createGraph=function(b,e){b=new Graph(null,e,null,null,b);b.transparentBackground=!1;var k=b.isCssTransformsSupported,m=this;b.isCssTransformsSupported=function(){return k.apply(this,arguments)&&(!m.chromeless||!mxClient.IS_SF)};this.chromeless||(b.isBlankLink=function(D){return!this.isExternalProtocol(D)});return b}; Editor.prototype.resetGraph=function(){this.graph.gridEnabled=this.graph.defaultGridEnabled&&(!this.isChromelessView()||"1"==urlParams.grid);this.graph.graphHandler.guidesEnabled=!0;this.graph.setTooltips(!0);this.graph.setConnectable(!0);this.graph.foldingEnabled=!0;this.graph.scrollbars=this.graph.defaultScrollbars;this.graph.pageVisible=this.graph.defaultPageVisible;this.graph.pageBreaksVisible=this.graph.pageVisible;this.graph.preferPageSize=this.graph.pageBreaksVisible;this.graph.background= null;this.graph.pageScale=mxGraph.prototype.pageScale;this.graph.pageFormat=mxGraph.prototype.pageFormat;this.graph.currentScale=1;this.graph.currentTranslate.x=0;this.graph.currentTranslate.y=0;this.updateGraphComponents();this.graph.view.setScale(1)}; Editor.prototype.readGraphState=function(b){var e=b.getAttribute("grid");if(null==e||""==e)e=this.graph.defaultGridEnabled?"1":"0";this.graph.gridEnabled="0"!=e&&(!this.isChromelessView()||"1"==urlParams.grid);this.graph.gridSize=parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize;this.graph.graphHandler.guidesEnabled="0"!=b.getAttribute("guides");this.graph.setTooltips("0"!=b.getAttribute("tooltips"));this.graph.setConnectable("0"!=b.getAttribute("connect"));this.graph.connectionArrowsEnabled= @@ -2004,243 +2005,245 @@ Editor.prototype.getGraphXml=function(b){b=(null!=b?b:1)?(new mxCodec(mxUtils.cr this.graph.gridSize);b.setAttribute("guides",this.graph.graphHandler.guidesEnabled?"1":"0");b.setAttribute("tooltips",this.graph.tooltipHandler.isEnabled()?"1":"0");b.setAttribute("connect",this.graph.connectionHandler.isEnabled()?"1":"0");b.setAttribute("arrows",this.graph.connectionArrowsEnabled?"1":"0");b.setAttribute("fold",this.graph.foldingEnabled?"1":"0");b.setAttribute("page",this.graph.pageVisible?"1":"0");b.setAttribute("pageScale",this.graph.pageScale);b.setAttribute("pageWidth",this.graph.pageFormat.width); b.setAttribute("pageHeight",this.graph.pageFormat.height);null!=this.graph.background&&b.setAttribute("background",this.graph.background);return b};Editor.prototype.updateGraphComponents=function(){var b=this.graph;null!=b.container&&(b.view.validateBackground(),b.container.style.overflow=b.scrollbars?"auto":this.defaultGraphOverflow,this.fireEvent(new mxEventObject("updateGraphComponents")))};Editor.prototype.setModified=function(b){this.modified=b}; Editor.prototype.setFilename=function(b){this.filename=b}; -Editor.prototype.createUndoManager=function(){var b=this.graph,e=new mxUndoManager;this.undoListener=function(n,D){e.undoableEditHappened(D.getProperty("edit"))};var k=mxUtils.bind(this,function(n,D){this.undoListener.apply(this,arguments)});b.getModel().addListener(mxEvent.UNDO,k);b.getView().addListener(mxEvent.UNDO,k);k=function(n,D){n=b.getSelectionCellsForChanges(D.getProperty("edit").changes,function(E){return!(E instanceof mxChildChange)});if(0<n.length){b.getModel();D=[];for(var t=0;t<n.length;t++)null!= -b.view.getState(n[t])&&D.push(n[t]);b.setSelectionCells(D)}};e.addListener(mxEvent.UNDO,k);e.addListener(mxEvent.REDO,k);return e};Editor.prototype.initStencilRegistry=function(){};Editor.prototype.destroy=function(){null!=this.graph&&(this.graph.destroy(),this.graph=null)};OpenFile=function(b){this.consumer=this.producer=null;this.done=b;this.args=null};OpenFile.prototype.setConsumer=function(b){this.consumer=b;this.execute()};OpenFile.prototype.setData=function(){this.args=arguments;this.execute()}; +Editor.prototype.createUndoManager=function(){var b=this.graph,e=new mxUndoManager;this.undoListener=function(m,D){e.undoableEditHappened(D.getProperty("edit"))};var k=mxUtils.bind(this,function(m,D){this.undoListener.apply(this,arguments)});b.getModel().addListener(mxEvent.UNDO,k);b.getView().addListener(mxEvent.UNDO,k);k=function(m,D){m=b.getSelectionCellsForChanges(D.getProperty("edit").changes,function(E){return!(E instanceof mxChildChange)});if(0<m.length){b.getModel();D=[];for(var p=0;p<m.length;p++)null!= +b.view.getState(m[p])&&D.push(m[p]);b.setSelectionCells(D)}};e.addListener(mxEvent.UNDO,k);e.addListener(mxEvent.REDO,k);return e};Editor.prototype.initStencilRegistry=function(){};Editor.prototype.destroy=function(){null!=this.graph&&(this.graph.destroy(),this.graph=null)};OpenFile=function(b){this.consumer=this.producer=null;this.done=b;this.args=null};OpenFile.prototype.setConsumer=function(b){this.consumer=b;this.execute()};OpenFile.prototype.setData=function(){this.args=arguments;this.execute()}; OpenFile.prototype.error=function(b){this.cancel(!0);mxUtils.alert(b)};OpenFile.prototype.execute=function(){null!=this.consumer&&null!=this.args&&(this.cancel(!1),this.consumer.apply(this,this.args))};OpenFile.prototype.cancel=function(b){null!=this.done&&this.done(null!=b?b:!0)}; -function Dialog(b,e,k,n,D,t,E,d,f,g,l){var q=f?57:0,z=k,F=n,C=f?0:64,I=Editor.inlineFullscreen||null==b.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(b.embedViewport);null==b.embedViewport&&null!=window.innerHeight&&(I.height=window.innerHeight);var G=I.height,Z=Math.max(1,Math.round((I.width-k-C)/2)),ca=Math.max(1,Math.round((G-n-b.footerHeight)/3));e.style.maxHeight="100%";k=null!=document.body?Math.min(k,document.body.scrollWidth-C):k;n=Math.min(n,G-C);0<b.dialogs.length&&(this.zIndex+= -2*b.dialogs.length);null==this.bg&&(this.bg=b.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=G+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));I=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=I.x+"px";this.bg.style.top=I.y+"px";Z+=I.x;ca+=I.y;Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", -ca+=b.embedViewport.y,Z+=b.embedViewport.x);D&&document.body.appendChild(this.bg);var ba=b.createDiv(f?"geTransDialog":"geDialog");D=this.getPosition(Z,ca,k,n);Z=D.x;ca=D.y;ba.style.width=k+"px";ba.style.height=n+"px";ba.style.left=Z+"px";ba.style.top=ca+"px";ba.style.zIndex=this.zIndex;ba.appendChild(e);document.body.appendChild(ba);!d&&e.clientHeight>ba.clientHeight-C&&(e.style.overflowY="auto");e.style.overflowX="hidden";if(t&&(t=document.createElement("img"),t.setAttribute("src",Dialog.prototype.closeImage), -t.setAttribute("title",mxResources.get("close")),t.className="geDialogClose",t.style.top=ca+14+"px",t.style.left=Z+k+38-q+"px",t.style.zIndex=this.zIndex,mxEvent.addListener(t,"click",mxUtils.bind(this,function(){b.hideDialog(!0)})),document.body.appendChild(t),this.dialogImg=t,!l)){var Y=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(O){Y=!0}),null,mxUtils.bind(this,function(O){Y&&(b.hideDialog(!0),Y=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=g){var O=g(); -null!=O&&(z=k=O.w,F=n=O.h)}O=mxUtils.getDocumentSize();G=O.height;this.bg.style.height=G+"px";Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");Z=Math.max(1,Math.round((O.width-k-C)/2));ca=Math.max(1,Math.round((G-n-b.footerHeight)/3));k=null!=document.body?Math.min(z,document.body.scrollWidth-C):z;n=Math.min(F,G-C);O=this.getPosition(Z,ca,k,n);Z=O.x;ca=O.y;ba.style.left=Z+"px";ba.style.top=ca+"px";ba.style.width=k+"px";ba.style.height=n+ -"px";!d&&e.clientHeight>ba.clientHeight-C&&(e.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=ca+14+"px",this.dialogImg.style.left=Z+k+38-q+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=E;this.container=ba;b.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; +function Dialog(b,e,k,m,D,p,E,K,Q,d,f){var g=Q?57:0,x=k,z=m,u=Q?0:64,H=Editor.inlineFullscreen||null==b.embedViewport?mxUtils.getDocumentSize():mxUtils.clone(b.embedViewport);null==b.embedViewport&&null!=window.innerHeight&&(H.height=window.innerHeight);var L=H.height,C=Math.max(1,Math.round((H.width-k-u)/2)),G=Math.max(1,Math.round((L-m-b.footerHeight)/3));e.style.maxHeight="100%";k=null!=document.body?Math.min(k,document.body.scrollWidth-u):k;m=Math.min(m,L-u);0<b.dialogs.length&&(this.zIndex+= +2*b.dialogs.length);null==this.bg&&(this.bg=b.createDiv("background"),this.bg.style.position="absolute",this.bg.style.background=Dialog.backdropColor,this.bg.style.height=L+"px",this.bg.style.right="0px",this.bg.style.zIndex=this.zIndex-2,mxUtils.setOpacity(this.bg,this.bgOpacity));H=mxUtils.getDocumentScrollOrigin(document);this.bg.style.left=H.x+"px";this.bg.style.top=H.y+"px";C+=H.x;G+=H.y;Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px", +G+=b.embedViewport.y,C+=b.embedViewport.x);D&&document.body.appendChild(this.bg);var V=b.createDiv(Q?"geTransDialog":"geDialog");D=this.getPosition(C,G,k,m);C=D.x;G=D.y;V.style.width=k+"px";V.style.height=m+"px";V.style.left=C+"px";V.style.top=G+"px";V.style.zIndex=this.zIndex;V.appendChild(e);document.body.appendChild(V);!K&&e.clientHeight>V.clientHeight-u&&(e.style.overflowY="auto");e.style.overflowX="hidden";if(p&&(p=document.createElement("img"),p.setAttribute("src",Dialog.prototype.closeImage), +p.setAttribute("title",mxResources.get("close")),p.className="geDialogClose",p.style.top=G+14+"px",p.style.left=C+k+38-g+"px",p.style.zIndex=this.zIndex,mxEvent.addListener(p,"click",mxUtils.bind(this,function(){b.hideDialog(!0)})),document.body.appendChild(p),this.dialogImg=p,!f)){var U=!1;mxEvent.addGestureListeners(this.bg,mxUtils.bind(this,function(Y){U=!0}),null,mxUtils.bind(this,function(Y){U&&(b.hideDialog(!0),U=!1)}))}this.resizeListener=mxUtils.bind(this,function(){if(null!=d){var Y=d(); +null!=Y&&(x=k=Y.w,z=m=Y.h)}Y=mxUtils.getDocumentSize();L=Y.height;this.bg.style.height=L+"px";Editor.inlineFullscreen||null==b.embedViewport||(this.bg.style.height=mxUtils.getDocumentSize().height+"px");C=Math.max(1,Math.round((Y.width-k-u)/2));G=Math.max(1,Math.round((L-m-b.footerHeight)/3));k=null!=document.body?Math.min(x,document.body.scrollWidth-u):x;m=Math.min(z,L-u);Y=this.getPosition(C,G,k,m);C=Y.x;G=Y.y;V.style.left=C+"px";V.style.top=G+"px";V.style.width=k+"px";V.style.height=m+"px";!K&& +e.clientHeight>V.clientHeight-u&&(e.style.overflowY="auto");null!=this.dialogImg&&(this.dialogImg.style.top=G+14+"px",this.dialogImg.style.left=C+k+38-g+"px")});mxEvent.addListener(window,"resize",this.resizeListener);this.onDialogClose=E;this.container=V;b.editor.fireEvent(new mxEventObject("showDialog"))}Dialog.backdropColor="white";Dialog.prototype.zIndex=mxPopupMenu.prototype.zIndex-2; Dialog.prototype.noColorImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAMAAAAoLQ9TAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAyBpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYwIDYxLjEzNDc3NywgMjAxMC8wMi8xMi0xNzozMjowMCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNSBXaW5kb3dzIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOkEzRDlBMUUwODYxMTExRTFCMzA4RDdDMjJBMEMxRDM3IiB4bXBNTTpEb2N1bWVudElEPSJ4bXAuZGlkOkEzRDlBMUUxODYxMTExRTFCMzA4RDdDMjJBMEMxRDM3Ij4gPHhtcE1NOkRlcml2ZWRGcm9tIHN0UmVmOmluc3RhbmNlSUQ9InhtcC5paWQ6QTNEOUExREU4NjExMTFFMUIzMDhEN0MyMkEwQzFEMzciIHN0UmVmOmRvY3VtZW50SUQ9InhtcC5kaWQ6QTNEOUExREY4NjExMTFFMUIzMDhEN0MyMkEwQzFEMzciLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz5xh3fmAAAABlBMVEX////MzMw46qqDAAAAGElEQVR42mJggAJGKGAYIIGBth8KAAIMAEUQAIElnLuQAAAAAElFTkSuQmCC":IMAGE_PATH+ "/nocolor.png";Dialog.prototype.closeImage=mxClient.IS_SVG?"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJAQMAAADaX5RTAAAABlBMVEV7mr3///+wksspAAAAAnRSTlP/AOW3MEoAAAAdSURBVAgdY9jXwCDDwNDRwHCwgeExmASygSL7GgB12QiqNHZZIwAAAABJRU5ErkJggg==":IMAGE_PATH+"/close.png"; Dialog.prototype.clearImage=mxClient.IS_SVG?"data:image/gif;base64,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":IMAGE_PATH+ "/clear.gif";Dialog.prototype.bgOpacity=80;Dialog.prototype.getPosition=function(b,e){return new mxPoint(b,e)};Dialog.prototype.close=function(b,e){if(null!=this.onDialogClose){if(0==this.onDialogClose(b,e))return!1;this.onDialogClose=null}null!=this.dialogImg&&(this.dialogImg.parentNode.removeChild(this.dialogImg),this.dialogImg=null);null!=this.bg&&null!=this.bg.parentNode&&this.bg.parentNode.removeChild(this.bg);mxEvent.removeListener(window,"resize",this.resizeListener);this.container.parentNode.removeChild(this.container)}; -var ErrorDialog=function(b,e,k,n,D,t,E,d,f,g,l){f=null!=f?f:!0;var q=document.createElement("div");q.style.textAlign="center";if(null!=e){var z=document.createElement("div");z.style.padding="0px";z.style.margin="0px";z.style.fontSize="18px";z.style.paddingBottom="16px";z.style.marginBottom="10px";z.style.borderBottom="1px solid #c0c0c0";z.style.color="gray";z.style.whiteSpace="nowrap";z.style.textOverflow="ellipsis";z.style.overflow="hidden";mxUtils.write(z,e);z.setAttribute("title",e);q.appendChild(z)}e= -document.createElement("div");e.style.lineHeight="1.2em";e.style.padding="6px";e.innerHTML=k;q.appendChild(e);k=document.createElement("div");k.style.marginTop="12px";k.style.textAlign="center";null!=t&&(e=mxUtils.button(mxResources.get("tryAgain"),function(){b.hideDialog();t()}),e.className="geBtn",k.appendChild(e),k.style.textAlign="center");null!=g&&(g=mxUtils.button(g,function(){null!=l&&l()}),g.className="geBtn",k.appendChild(g));var F=mxUtils.button(n,function(){f&&b.hideDialog();null!=D&&D()}); -F.className="geBtn";k.appendChild(F);null!=E&&(n=mxUtils.button(E,function(){f&&b.hideDialog();null!=d&&d()}),n.className="geBtn gePrimaryBtn",k.appendChild(n));this.init=function(){F.focus()};q.appendChild(k);this.container=q},PrintDialog=function(b,e){this.create(b,e)}; -PrintDialog.prototype.create=function(b){function e(F){var C=E.checked||g.checked,I=parseInt(q.value)/100;isNaN(I)&&(I=1,q.value="100%");I*=.75;var G=k.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,Z=1/k.pageScale;if(C){var ca=E.checked?1:parseInt(l.value);isNaN(ca)||(Z=mxUtils.getScaleForPageCount(ca,k,G))}k.getGraphBounds();var ba=ca=0;G=mxRectangle.fromRectangle(G);G.width=Math.ceil(G.width*I);G.height=Math.ceil(G.height*I);Z*=I;!C&&k.pageVisible?(I=k.getPageLayout(),ca-=I.x*G.width,ba-=I.y* -G.height):C=!0;C=PrintDialog.createPrintPreview(k,Z,G,0,ca,ba,C);C.open();F&&PrintDialog.printPreview(C)}var k=b.editor.graph,n=document.createElement("table");n.style.width="100%";n.style.height="100%";var D=document.createElement("tbody");var t=document.createElement("tr");var E=document.createElement("input");E.setAttribute("type","checkbox");var d=document.createElement("td");d.setAttribute("colspan","2");d.style.fontSize="10pt";d.appendChild(E);var f=document.createElement("span");mxUtils.write(f, -" "+mxResources.get("fitPage"));d.appendChild(f);mxEvent.addListener(f,"click",function(F){E.checked=!E.checked;g.checked=!E.checked;mxEvent.consume(F)});mxEvent.addListener(E,"change",function(){g.checked=!E.checked});t.appendChild(d);D.appendChild(t);t=t.cloneNode(!1);var g=document.createElement("input");g.setAttribute("type","checkbox");d=document.createElement("td");d.style.fontSize="10pt";d.appendChild(g);f=document.createElement("span");mxUtils.write(f," "+mxResources.get("posterPrint")+":"); -d.appendChild(f);mxEvent.addListener(f,"click",function(F){g.checked=!g.checked;E.checked=!g.checked;mxEvent.consume(F)});t.appendChild(d);var l=document.createElement("input");l.setAttribute("value","1");l.setAttribute("type","number");l.setAttribute("min","1");l.setAttribute("size","4");l.setAttribute("disabled","disabled");l.style.width="50px";d=document.createElement("td");d.style.fontSize="10pt";d.appendChild(l);mxUtils.write(d," "+mxResources.get("pages")+" (max)");t.appendChild(d);D.appendChild(t); -mxEvent.addListener(g,"change",function(){g.checked?l.removeAttribute("disabled"):l.setAttribute("disabled","disabled");E.checked=!g.checked});t=t.cloneNode(!1);d=document.createElement("td");mxUtils.write(d,mxResources.get("pageScale")+":");t.appendChild(d);d=document.createElement("td");var q=document.createElement("input");q.setAttribute("value","100 %");q.setAttribute("size","5");q.style.width="50px";d.appendChild(q);t.appendChild(d);D.appendChild(t);t=document.createElement("tr");d=document.createElement("td"); -d.colSpan=2;d.style.paddingTop="20px";d.setAttribute("align","right");f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});f.className="geBtn";b.editor.cancelFirst&&d.appendChild(f);if(PrintDialog.previewEnabled){var z=mxUtils.button(mxResources.get("preview"),function(){b.hideDialog();e(!1)});z.className="geBtn";d.appendChild(z)}z=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){b.hideDialog();e(!0)});z.className="geBtn gePrimaryBtn";d.appendChild(z); -b.editor.cancelFirst||d.appendChild(f);t.appendChild(d);D.appendChild(t);n.appendChild(D);this.container=n};PrintDialog.printPreview=function(b){try{if(null!=b.wnd){var e=function(){b.wnd.focus();b.wnd.print();b.wnd.close()};mxClient.IS_GC?window.setTimeout(e,500):e()}}catch(k){}}; -PrintDialog.createPrintPreview=function(b,e,k,n,D,t,E){e=new mxPrintPreview(b,e,k,n,D,t);e.title=mxResources.get("preview");e.printBackgroundImage=!0;e.autoOrigin=E;b=b.background;if(null==b||""==b||b==mxConstants.NONE)b="#ffffff";e.backgroundColor=b;var d=e.writeHead;e.writeHead=function(f){d.apply(this,arguments);f.writeln('<style type="text/css">');f.writeln("@media screen {");f.writeln(" body > div { padding:30px;box-sizing:content-box; }");f.writeln("}");f.writeln("</style>")};return e}; +var ErrorDialog=function(b,e,k,m,D,p,E,K,Q,d,f){Q=null!=Q?Q:!0;var g=document.createElement("div");g.style.textAlign="center";if(null!=e){var x=document.createElement("div");x.style.padding="0px";x.style.margin="0px";x.style.fontSize="18px";x.style.paddingBottom="16px";x.style.marginBottom="10px";x.style.borderBottom="1px solid #c0c0c0";x.style.color="gray";x.style.whiteSpace="nowrap";x.style.textOverflow="ellipsis";x.style.overflow="hidden";mxUtils.write(x,e);x.setAttribute("title",e);g.appendChild(x)}e= +document.createElement("div");e.style.lineHeight="1.2em";e.style.padding="6px";e.innerHTML=k;g.appendChild(e);k=document.createElement("div");k.style.marginTop="12px";k.style.textAlign="center";null!=p&&(e=mxUtils.button(mxResources.get("tryAgain"),function(){b.hideDialog();p()}),e.className="geBtn",k.appendChild(e),k.style.textAlign="center");null!=d&&(d=mxUtils.button(d,function(){null!=f&&f()}),d.className="geBtn",k.appendChild(d));var z=mxUtils.button(m,function(){Q&&b.hideDialog();null!=D&&D()}); +z.className="geBtn";k.appendChild(z);null!=E&&(m=mxUtils.button(E,function(){Q&&b.hideDialog();null!=K&&K()}),m.className="geBtn gePrimaryBtn",k.appendChild(m));this.init=function(){z.focus()};g.appendChild(k);this.container=g},PrintDialog=function(b,e){this.create(b,e)}; +PrintDialog.prototype.create=function(b){function e(z){var u=E.checked||d.checked,H=parseInt(g.value)/100;isNaN(H)&&(H=1,g.value="100%");H*=.75;var L=k.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT,C=1/k.pageScale;if(u){var G=E.checked?1:parseInt(f.value);isNaN(G)||(C=mxUtils.getScaleForPageCount(G,k,L))}k.getGraphBounds();var V=G=0;L=mxRectangle.fromRectangle(L);L.width=Math.ceil(L.width*H);L.height=Math.ceil(L.height*H);C*=H;!u&&k.pageVisible?(H=k.getPageLayout(),G-=H.x*L.width,V-=H.y*L.height): +u=!0;u=PrintDialog.createPrintPreview(k,C,L,0,G,V,u);u.open();z&&PrintDialog.printPreview(u)}var k=b.editor.graph,m=document.createElement("table");m.style.width="100%";m.style.height="100%";var D=document.createElement("tbody");var p=document.createElement("tr");var E=document.createElement("input");E.setAttribute("type","checkbox");var K=document.createElement("td");K.setAttribute("colspan","2");K.style.fontSize="10pt";K.appendChild(E);var Q=document.createElement("span");mxUtils.write(Q," "+mxResources.get("fitPage")); +K.appendChild(Q);mxEvent.addListener(Q,"click",function(z){E.checked=!E.checked;d.checked=!E.checked;mxEvent.consume(z)});mxEvent.addListener(E,"change",function(){d.checked=!E.checked});p.appendChild(K);D.appendChild(p);p=p.cloneNode(!1);var d=document.createElement("input");d.setAttribute("type","checkbox");K=document.createElement("td");K.style.fontSize="10pt";K.appendChild(d);Q=document.createElement("span");mxUtils.write(Q," "+mxResources.get("posterPrint")+":");K.appendChild(Q);mxEvent.addListener(Q, +"click",function(z){d.checked=!d.checked;E.checked=!d.checked;mxEvent.consume(z)});p.appendChild(K);var f=document.createElement("input");f.setAttribute("value","1");f.setAttribute("type","number");f.setAttribute("min","1");f.setAttribute("size","4");f.setAttribute("disabled","disabled");f.style.width="50px";K=document.createElement("td");K.style.fontSize="10pt";K.appendChild(f);mxUtils.write(K," "+mxResources.get("pages")+" (max)");p.appendChild(K);D.appendChild(p);mxEvent.addListener(d,"change", +function(){d.checked?f.removeAttribute("disabled"):f.setAttribute("disabled","disabled");E.checked=!d.checked});p=p.cloneNode(!1);K=document.createElement("td");mxUtils.write(K,mxResources.get("pageScale")+":");p.appendChild(K);K=document.createElement("td");var g=document.createElement("input");g.setAttribute("value","100 %");g.setAttribute("size","5");g.style.width="50px";K.appendChild(g);p.appendChild(K);D.appendChild(p);p=document.createElement("tr");K=document.createElement("td");K.colSpan=2; +K.style.paddingTop="20px";K.setAttribute("align","right");Q=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});Q.className="geBtn";b.editor.cancelFirst&&K.appendChild(Q);if(PrintDialog.previewEnabled){var x=mxUtils.button(mxResources.get("preview"),function(){b.hideDialog();e(!1)});x.className="geBtn";K.appendChild(x)}x=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){b.hideDialog();e(!0)});x.className="geBtn gePrimaryBtn";K.appendChild(x);b.editor.cancelFirst|| +K.appendChild(Q);p.appendChild(K);D.appendChild(p);m.appendChild(D);this.container=m};PrintDialog.printPreview=function(b){try{if(null!=b.wnd){var e=function(){b.wnd.focus();b.wnd.print();b.wnd.close()};mxClient.IS_GC?window.setTimeout(e,500):e()}}catch(k){}}; +PrintDialog.createPrintPreview=function(b,e,k,m,D,p,E){e=new mxPrintPreview(b,e,k,m,D,p);e.title=mxResources.get("preview");e.printBackgroundImage=!0;e.autoOrigin=E;b=b.background;if(null==b||""==b||b==mxConstants.NONE)b="#ffffff";e.backgroundColor=b;var K=e.writeHead;e.writeHead=function(Q){K.apply(this,arguments);Q.writeln('<style type="text/css">');Q.writeln("@media screen {");Q.writeln(" body > div { padding:30px;box-sizing:content-box; }");Q.writeln("}");Q.writeln("</style>")};return e}; PrintDialog.previewEnabled=!0; -var PageSetupDialog=function(b){function e(){null==l||l==mxConstants.NONE?(g.style.backgroundColor="",g.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(g.style.backgroundColor=l,g.style.backgroundImage="")}function k(){var G=C;null!=G&&Graph.isPageLink(G.src)&&(G=b.createImageForPageLink(G.src,null));null!=G&&null!=G.src?(F.setAttribute("src",G.src),F.style.display=""):(F.removeAttribute("src"),F.style.display="none")}var n=b.editor.graph,D=document.createElement("table");D.style.width= -"100%";D.style.height="100%";var t=document.createElement("tbody");var E=document.createElement("tr");var d=document.createElement("td");d.style.verticalAlign="top";d.style.fontSize="10pt";mxUtils.write(d,mxResources.get("paperSize")+":");E.appendChild(d);d=document.createElement("td");d.style.verticalAlign="top";d.style.fontSize="10pt";var f=PageSetupDialog.addPageFormatPanel(d,"pagesetupdialog",n.pageFormat);E.appendChild(d);t.appendChild(E);E=document.createElement("tr");d=document.createElement("td"); -mxUtils.write(d,mxResources.get("background")+":");E.appendChild(d);d=document.createElement("td");d.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var g=document.createElement("button");g.style.width="22px";g.style.height="22px";g.style.cursor="pointer";g.style.marginRight="20px";g.style.backgroundPosition="center center";g.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(g.style.position="relative",g.style.top="-6px");var l=n.background;e();mxEvent.addListener(g, -"click",function(G){b.pickColor(l||"none",function(Z){l=Z;e()});mxEvent.consume(G)});d.appendChild(g);mxUtils.write(d,mxResources.get("gridSize")+":");var q=document.createElement("input");q.setAttribute("type","number");q.setAttribute("min","0");q.style.width="40px";q.style.marginLeft="6px";q.value=n.getGridSize();d.appendChild(q);mxEvent.addListener(q,"change",function(){var G=parseInt(q.value);q.value=Math.max(1,isNaN(G)?n.getGridSize():G)});E.appendChild(d);t.appendChild(E);E=document.createElement("tr"); -d=document.createElement("td");mxUtils.write(d,mxResources.get("image")+":");E.appendChild(d);d=document.createElement("td");var z=document.createElement("button");z.className="geBtn";z.style.margin="0px";mxUtils.write(z,mxResources.get("change")+"...");var F=document.createElement("img");F.setAttribute("valign","middle");F.style.verticalAlign="middle";F.style.border="1px solid lightGray";F.style.borderRadius="4px";F.style.marginRight="14px";F.style.maxWidth="100px";F.style.cursor="pointer";F.style.height= -"60px";F.style.padding="4px";var C=n.backgroundImage,I=function(G){b.showBackgroundImageDialog(function(Z,ca){ca||(C=Z,k())},C);mxEvent.consume(G)};mxEvent.addListener(z,"click",I);mxEvent.addListener(F,"click",I);k();d.appendChild(F);d.appendChild(z);E.appendChild(d);t.appendChild(E);E=document.createElement("tr");d=document.createElement("td");d.colSpan=2;d.style.paddingTop="16px";d.setAttribute("align","right");z=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});z.className= -"geBtn";b.editor.cancelFirst&&d.appendChild(z);I=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();var G=parseInt(q.value);isNaN(G)||n.gridSize===G||n.setGridSize(G);G=new ChangePageSetup(b,l,C,f.get());G.ignoreColor=n.background==l;G.ignoreImage=(null!=n.backgroundImage?n.backgroundImage.src:null)===(null!=C?C.src:null);n.pageFormat.width==G.previousFormat.width&&n.pageFormat.height==G.previousFormat.height&&G.ignoreColor&&G.ignoreImage||n.model.execute(G)});I.className="geBtn gePrimaryBtn"; -d.appendChild(I);b.editor.cancelFirst||d.appendChild(z);E.appendChild(d);t.appendChild(E);D.appendChild(t);this.container=D}; -PageSetupDialog.addPageFormatPanel=function(b,e,k,n){function D(O,la,aa){if(aa||q!=document.activeElement&&z!=document.activeElement){O=!1;for(la=0;la<C.length;la++)aa=C[la],ca?"custom"==aa.key&&(d.value=aa.key,ca=!1):null!=aa.format&&("a4"==aa.key?826==k.width?(k=mxRectangle.fromRectangle(k),k.width=827):826==k.height&&(k=mxRectangle.fromRectangle(k),k.height=827):"a5"==aa.key&&(584==k.width?(k=mxRectangle.fromRectangle(k),k.width=583):584==k.height&&(k=mxRectangle.fromRectangle(k),k.height=583)), -k.width==aa.format.width&&k.height==aa.format.height?(d.value=aa.key,t.setAttribute("checked","checked"),t.defaultChecked=!0,t.checked=!0,E.removeAttribute("checked"),E.defaultChecked=!1,E.checked=!1,O=!0):k.width==aa.format.height&&k.height==aa.format.width&&(d.value=aa.key,t.removeAttribute("checked"),t.defaultChecked=!1,t.checked=!1,E.setAttribute("checked","checked"),E.defaultChecked=!0,O=E.checked=!0));O?(f.style.display="",l.style.display="none"):(q.value=k.width/100,z.value=k.height/100,t.setAttribute("checked", -"checked"),d.value="custom",f.style.display="none",l.style.display="")}}e="format-"+e;var t=document.createElement("input");t.setAttribute("name",e);t.setAttribute("type","radio");t.setAttribute("value","portrait");var E=document.createElement("input");E.setAttribute("name",e);E.setAttribute("type","radio");E.setAttribute("value","landscape");var d=document.createElement("select");d.style.marginBottom="8px";d.style.borderRadius="4px";d.style.border="1px solid rgb(160, 160, 160)";d.style.width="206px"; -var f=document.createElement("div");f.style.marginLeft="4px";f.style.width="210px";f.style.height="24px";t.style.marginRight="6px";f.appendChild(t);e=document.createElement("span");e.style.maxWidth="100px";mxUtils.write(e,mxResources.get("portrait"));f.appendChild(e);E.style.marginLeft="10px";E.style.marginRight="6px";f.appendChild(E);var g=document.createElement("span");g.style.width="100px";mxUtils.write(g,mxResources.get("landscape"));f.appendChild(g);var l=document.createElement("div");l.style.marginLeft= -"4px";l.style.width="210px";l.style.height="24px";var q=document.createElement("input");q.setAttribute("size","7");q.style.textAlign="right";l.appendChild(q);mxUtils.write(l," in x ");var z=document.createElement("input");z.setAttribute("size","7");z.style.textAlign="right";l.appendChild(z);mxUtils.write(l," in");f.style.display="none";l.style.display="none";for(var F={},C=PageSetupDialog.getFormats(),I=0;I<C.length;I++){var G=C[I];F[G.key]=G;var Z=document.createElement("option");Z.setAttribute("value", -G.key);mxUtils.write(Z,G.title);d.appendChild(Z)}var ca=!1;D();b.appendChild(d);mxUtils.br(b);b.appendChild(f);b.appendChild(l);var ba=k,Y=function(O,la){O=F[d.value];null!=O.format?(q.value=O.format.width/100,z.value=O.format.height/100,l.style.display="none",f.style.display=""):(f.style.display="none",l.style.display="");O=parseFloat(q.value);if(isNaN(O)||0>=O)q.value=k.width/100;O=parseFloat(z.value);if(isNaN(O)||0>=O)z.value=k.height/100;O=new mxRectangle(0,0,Math.floor(100*parseFloat(q.value)), -Math.floor(100*parseFloat(z.value)));"custom"!=d.value&&E.checked&&(O=new mxRectangle(0,0,O.height,O.width));la&&ca||O.width==ba.width&&O.height==ba.height||(ba=O,null!=n&&n(ba))};mxEvent.addListener(e,"click",function(O){t.checked=!0;Y(O);mxEvent.consume(O)});mxEvent.addListener(g,"click",function(O){E.checked=!0;Y(O);mxEvent.consume(O)});mxEvent.addListener(q,"blur",Y);mxEvent.addListener(q,"click",Y);mxEvent.addListener(z,"blur",Y);mxEvent.addListener(z,"click",Y);mxEvent.addListener(E,"change", -Y);mxEvent.addListener(t,"change",Y);mxEvent.addListener(d,"change",function(O){ca="custom"==d.value;Y(O,!0)});Y();return{set:function(O){k=O;D(null,null,!0)},get:function(){return ba},widthInput:q,heightInput:z}}; +var PageSetupDialog=function(b){function e(){null==f||f==mxConstants.NONE?(d.style.backgroundColor="",d.style.backgroundImage="url('"+Dialog.prototype.noColorImage+"')"):(d.style.backgroundColor=f,d.style.backgroundImage="")}function k(){var L=u;null!=L&&Graph.isPageLink(L.src)&&(L=b.createImageForPageLink(L.src,null));null!=L&&null!=L.src?(z.setAttribute("src",L.src),z.style.display=""):(z.removeAttribute("src"),z.style.display="none")}var m=b.editor.graph,D=document.createElement("table");D.style.width= +"100%";D.style.height="100%";var p=document.createElement("tbody");var E=document.createElement("tr");var K=document.createElement("td");K.style.verticalAlign="top";K.style.fontSize="10pt";mxUtils.write(K,mxResources.get("paperSize")+":");E.appendChild(K);K=document.createElement("td");K.style.verticalAlign="top";K.style.fontSize="10pt";var Q=PageSetupDialog.addPageFormatPanel(K,"pagesetupdialog",m.pageFormat);E.appendChild(K);p.appendChild(E);E=document.createElement("tr");K=document.createElement("td"); +mxUtils.write(K,mxResources.get("background")+":");E.appendChild(K);K=document.createElement("td");K.style.whiteSpace="nowrap";document.createElement("input").setAttribute("type","text");var d=document.createElement("button");d.style.width="22px";d.style.height="22px";d.style.cursor="pointer";d.style.marginRight="20px";d.style.backgroundPosition="center center";d.style.backgroundRepeat="no-repeat";mxClient.IS_FF&&(d.style.position="relative",d.style.top="-6px");var f=m.background;e();mxEvent.addListener(d, +"click",function(L){b.pickColor(f||"none",function(C){f=C;e()});mxEvent.consume(L)});K.appendChild(d);mxUtils.write(K,mxResources.get("gridSize")+":");var g=document.createElement("input");g.setAttribute("type","number");g.setAttribute("min","0");g.style.width="40px";g.style.marginLeft="6px";g.value=m.getGridSize();K.appendChild(g);mxEvent.addListener(g,"change",function(){var L=parseInt(g.value);g.value=Math.max(1,isNaN(L)?m.getGridSize():L)});E.appendChild(K);p.appendChild(E);E=document.createElement("tr"); +K=document.createElement("td");mxUtils.write(K,mxResources.get("image")+":");E.appendChild(K);K=document.createElement("td");var x=document.createElement("button");x.className="geBtn";x.style.margin="0px";mxUtils.write(x,mxResources.get("change")+"...");var z=document.createElement("img");z.setAttribute("valign","middle");z.style.verticalAlign="middle";z.style.border="1px solid lightGray";z.style.borderRadius="4px";z.style.marginRight="14px";z.style.maxWidth="100px";z.style.cursor="pointer";z.style.height= +"60px";z.style.padding="4px";var u=m.backgroundImage,H=function(L){b.showBackgroundImageDialog(function(C,G){G||(u=C,k())},u);mxEvent.consume(L)};mxEvent.addListener(x,"click",H);mxEvent.addListener(z,"click",H);k();K.appendChild(z);K.appendChild(x);E.appendChild(K);p.appendChild(E);E=document.createElement("tr");K=document.createElement("td");K.colSpan=2;K.style.paddingTop="16px";K.setAttribute("align","right");x=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog()});x.className="geBtn"; +b.editor.cancelFirst&&K.appendChild(x);H=mxUtils.button(mxResources.get("apply"),function(){b.hideDialog();var L=parseInt(g.value);isNaN(L)||m.gridSize===L||m.setGridSize(L);L=new ChangePageSetup(b,f,u,Q.get());L.ignoreColor=m.background==f;L.ignoreImage=(null!=m.backgroundImage?m.backgroundImage.src:null)===(null!=u?u.src:null);m.pageFormat.width==L.previousFormat.width&&m.pageFormat.height==L.previousFormat.height&&L.ignoreColor&&L.ignoreImage||m.model.execute(L)});H.className="geBtn gePrimaryBtn"; +K.appendChild(H);b.editor.cancelFirst||K.appendChild(x);E.appendChild(K);p.appendChild(E);D.appendChild(p);this.container=D}; +PageSetupDialog.addPageFormatPanel=function(b,e,k,m){function D(Y,O,qa){if(qa||g!=document.activeElement&&x!=document.activeElement){Y=!1;for(O=0;O<u.length;O++)qa=u[O],G?"custom"==qa.key&&(K.value=qa.key,G=!1):null!=qa.format&&("a4"==qa.key?826==k.width?(k=mxRectangle.fromRectangle(k),k.width=827):826==k.height&&(k=mxRectangle.fromRectangle(k),k.height=827):"a5"==qa.key&&(584==k.width?(k=mxRectangle.fromRectangle(k),k.width=583):584==k.height&&(k=mxRectangle.fromRectangle(k),k.height=583)),k.width== +qa.format.width&&k.height==qa.format.height?(K.value=qa.key,p.setAttribute("checked","checked"),p.defaultChecked=!0,p.checked=!0,E.removeAttribute("checked"),E.defaultChecked=!1,E.checked=!1,Y=!0):k.width==qa.format.height&&k.height==qa.format.width&&(K.value=qa.key,p.removeAttribute("checked"),p.defaultChecked=!1,p.checked=!1,E.setAttribute("checked","checked"),E.defaultChecked=!0,Y=E.checked=!0));Y?(Q.style.display="",f.style.display="none"):(g.value=k.width/100,x.value=k.height/100,p.setAttribute("checked", +"checked"),K.value="custom",Q.style.display="none",f.style.display="")}}e="format-"+e;var p=document.createElement("input");p.setAttribute("name",e);p.setAttribute("type","radio");p.setAttribute("value","portrait");var E=document.createElement("input");E.setAttribute("name",e);E.setAttribute("type","radio");E.setAttribute("value","landscape");var K=document.createElement("select");K.style.marginBottom="8px";K.style.borderRadius="4px";K.style.border="1px solid rgb(160, 160, 160)";K.style.width="206px"; +var Q=document.createElement("div");Q.style.marginLeft="4px";Q.style.width="210px";Q.style.height="24px";p.style.marginRight="6px";Q.appendChild(p);e=document.createElement("span");e.style.maxWidth="100px";mxUtils.write(e,mxResources.get("portrait"));Q.appendChild(e);E.style.marginLeft="10px";E.style.marginRight="6px";Q.appendChild(E);var d=document.createElement("span");d.style.width="100px";mxUtils.write(d,mxResources.get("landscape"));Q.appendChild(d);var f=document.createElement("div");f.style.marginLeft= +"4px";f.style.width="210px";f.style.height="24px";var g=document.createElement("input");g.setAttribute("size","7");g.style.textAlign="right";f.appendChild(g);mxUtils.write(f," in x ");var x=document.createElement("input");x.setAttribute("size","7");x.style.textAlign="right";f.appendChild(x);mxUtils.write(f," in");Q.style.display="none";f.style.display="none";for(var z={},u=PageSetupDialog.getFormats(),H=0;H<u.length;H++){var L=u[H];z[L.key]=L;var C=document.createElement("option");C.setAttribute("value", +L.key);mxUtils.write(C,L.title);K.appendChild(C)}var G=!1;D();b.appendChild(K);mxUtils.br(b);b.appendChild(Q);b.appendChild(f);var V=k,U=function(Y,O){Y=z[K.value];null!=Y.format?(g.value=Y.format.width/100,x.value=Y.format.height/100,f.style.display="none",Q.style.display=""):(Q.style.display="none",f.style.display="");Y=parseFloat(g.value);if(isNaN(Y)||0>=Y)g.value=k.width/100;Y=parseFloat(x.value);if(isNaN(Y)||0>=Y)x.value=k.height/100;Y=new mxRectangle(0,0,Math.floor(100*parseFloat(g.value)), +Math.floor(100*parseFloat(x.value)));"custom"!=K.value&&E.checked&&(Y=new mxRectangle(0,0,Y.height,Y.width));O&&G||Y.width==V.width&&Y.height==V.height||(V=Y,null!=m&&m(V))};mxEvent.addListener(e,"click",function(Y){p.checked=!0;U(Y);mxEvent.consume(Y)});mxEvent.addListener(d,"click",function(Y){E.checked=!0;U(Y);mxEvent.consume(Y)});mxEvent.addListener(g,"blur",U);mxEvent.addListener(g,"click",U);mxEvent.addListener(x,"blur",U);mxEvent.addListener(x,"click",U);mxEvent.addListener(E,"change",U);mxEvent.addListener(p, +"change",U);mxEvent.addListener(K,"change",function(Y){G="custom"==K.value;U(Y,!0)});U();return{set:function(Y){k=Y;D(null,null,!0)},get:function(){return V},widthInput:g,heightInput:x}}; PageSetupDialog.getFormats=function(){return[{key:"letter",title:'US-Letter (8,5" x 11")',format:mxConstants.PAGE_FORMAT_LETTER_PORTRAIT},{key:"legal",title:'US-Legal (8,5" x 14")',format:new mxRectangle(0,0,850,1400)},{key:"tabloid",title:'US-Tabloid (11" x 17")',format:new mxRectangle(0,0,1100,1700)},{key:"executive",title:'US-Executive (7" x 10")',format:new mxRectangle(0,0,700,1E3)},{key:"a0",title:"A0 (841 mm x 1189 mm)",format:new mxRectangle(0,0,3300,4681)},{key:"a1",title:"A1 (594 mm x 841 mm)", format:new mxRectangle(0,0,2339,3300)},{key:"a2",title:"A2 (420 mm x 594 mm)",format:new mxRectangle(0,0,1654,2336)},{key:"a3",title:"A3 (297 mm x 420 mm)",format:new mxRectangle(0,0,1169,1654)},{key:"a4",title:"A4 (210 mm x 297 mm)",format:mxConstants.PAGE_FORMAT_A4_PORTRAIT},{key:"a5",title:"A5 (148 mm x 210 mm)",format:new mxRectangle(0,0,583,827)},{key:"a6",title:"A6 (105 mm x 148 mm)",format:new mxRectangle(0,0,413,583)},{key:"a7",title:"A7 (74 mm x 105 mm)",format:new mxRectangle(0,0,291,413)}, {key:"b4",title:"B4 (250 mm x 353 mm)",format:new mxRectangle(0,0,980,1390)},{key:"b5",title:"B5 (176 mm x 250 mm)",format:new mxRectangle(0,0,690,980)},{key:"16-9",title:"16:9 (1600 x 900)",format:new mxRectangle(0,0,900,1600)},{key:"16-10",title:"16:10 (1920 x 1200)",format:new mxRectangle(0,0,1200,1920)},{key:"4-3",title:"4:3 (1600 x 1200)",format:new mxRectangle(0,0,1200,1600)},{key:"custom",title:mxResources.get("custom"),format:null}]}; -var FilenameDialog=function(b,e,k,n,D,t,E,d,f,g,l,q,z){f=null!=f?f:!0;var F=document.createElement("table"),C=document.createElement("tbody");F.style.position="absolute";F.style.top="30px";F.style.left="20px";var I=document.createElement("tr");var G=document.createElement("td");G.style.textOverflow="ellipsis";G.style.textAlign="right";G.style.maxWidth=(z?z+15:100)+"px";G.style.fontSize="10pt";G.style.width=(z?z:84)+"px";mxUtils.write(G,(D||mxResources.get("filename"))+":");I.appendChild(G);var Z= -document.createElement("input");Z.setAttribute("value",e||"");Z.style.marginLeft="4px";Z.style.width=null!=q?q+"px":"180px";var ca=mxUtils.button(k,function(){if(null==t||t(Z.value))f&&b.hideDialog(),n(Z.value)});ca.className="geBtn gePrimaryBtn";this.init=function(){if(null!=D||null==E)if(Z.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?Z.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var ba=F.parentNode;if(null!=ba){var Y=null;mxEvent.addListener(ba,"dragleave", -function(O){null!=Y&&(Y.style.backgroundColor="",Y=null);O.stopPropagation();O.preventDefault()});mxEvent.addListener(ba,"dragover",mxUtils.bind(this,function(O){null==Y&&(!mxClient.IS_IE||10<document.documentMode)&&(Y=Z,Y.style.backgroundColor="#ebf2f9");O.stopPropagation();O.preventDefault()}));mxEvent.addListener(ba,"drop",mxUtils.bind(this,function(O){null!=Y&&(Y.style.backgroundColor="",Y=null);0<=mxUtils.indexOf(O.dataTransfer.types,"text/uri-list")&&(Z.value=decodeURIComponent(O.dataTransfer.getData("text/uri-list")), -ca.click());O.stopPropagation();O.preventDefault()}))}}};G=document.createElement("td");G.style.whiteSpace="nowrap";G.appendChild(Z);I.appendChild(G);if(null!=D||null==E)C.appendChild(I),null!=l&&(G.appendChild(FilenameDialog.createTypeHint(b,Z,l)),null!=b.editor.diagramFileTypes&&(I=document.createElement("tr"),G=document.createElement("td"),G.style.textOverflow="ellipsis",G.style.textAlign="right",G.style.maxWidth="100px",G.style.fontSize="10pt",G.style.width="84px",mxUtils.write(G,mxResources.get("type")+ -":"),I.appendChild(G),G=document.createElement("td"),G.style.whiteSpace="nowrap",I.appendChild(G),e=FilenameDialog.createFileTypes(b,Z,b.editor.diagramFileTypes),e.style.marginLeft="4px",e.style.width="198px",G.appendChild(e),Z.style.width=null!=q?q-40+"px":"190px",I.appendChild(G),C.appendChild(I)));null!=E&&(I=document.createElement("tr"),G=document.createElement("td"),G.colSpan=2,G.appendChild(E),I.appendChild(G),C.appendChild(I));I=document.createElement("tr");G=document.createElement("td");G.colSpan= -2;G.style.paddingTop=null!=l?"12px":"20px";G.style.whiteSpace="nowrap";G.setAttribute("align","right");l=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=g&&g()});l.className="geBtn";b.editor.cancelFirst&&G.appendChild(l);null!=d&&(q=mxUtils.button(mxResources.get("help"),function(){b.editor.graph.openLink(d)}),q.className="geBtn",G.appendChild(q));mxEvent.addListener(Z,"keypress",function(ba){13==ba.keyCode&&ca.click()});G.appendChild(ca);b.editor.cancelFirst||G.appendChild(l); -I.appendChild(G);C.appendChild(I);F.appendChild(C);this.container=F};FilenameDialog.filenameHelpLink=null; -FilenameDialog.createTypeHint=function(b,e,k){var n=document.createElement("img");n.style.backgroundPosition="center bottom";n.style.backgroundRepeat="no-repeat";n.style.margin="2px 0 0 4px";n.style.verticalAlign="top";n.style.cursor="pointer";n.style.height="16px";n.style.width="16px";mxUtils.setOpacity(n,70);var D=function(){n.setAttribute("src",Editor.helpImage);n.setAttribute("title",mxResources.get("help"));for(var t=0;t<k.length;t++)if(0<k[t].ext.length&&e.value.toLowerCase().substring(e.value.length- -k[t].ext.length-1)=="."+k[t].ext){n.setAttribute("title",mxResources.get(k[t].title));break}};mxEvent.addListener(e,"keyup",D);mxEvent.addListener(e,"change",D);mxEvent.addListener(n,"click",function(t){var E=n.getAttribute("title");n.getAttribute("src")==Editor.helpImage?b.editor.graph.openLink(FilenameDialog.filenameHelpLink):""!=E&&b.showError(null,E,mxResources.get("help"),function(){b.editor.graph.openLink(FilenameDialog.filenameHelpLink)},null,mxResources.get("ok"),null,null,null,340,90);mxEvent.consume(t)}); -D();return n}; -FilenameDialog.createFileTypes=function(b,e,k){var n=document.createElement("select");for(b=0;b<k.length;b++){var D=document.createElement("option");D.setAttribute("value",b);mxUtils.write(D,mxResources.get(k[b].description)+" (."+k[b].extension+")");n.appendChild(D)}mxEvent.addListener(n,"change",function(t){t=k[n.value].extension;var E=e.value.lastIndexOf(".drawio.");E=0<E?E:e.value.lastIndexOf(".");"drawio"!=t&&(t="drawio."+t);e.value=0<E?e.value.substring(0,E+1)+t:e.value+"."+t;"createEvent"in -document?(t=document.createEvent("HTMLEvents"),t.initEvent("change",!1,!0),e.dispatchEvent(t)):e.fireEvent("onchange")});b=function(t){t=e.value.toLowerCase();for(var E=0,d=0;d<k.length;d++){var f=k[d].extension,g=null;"drawio"!=f&&(g=f,f=".drawio."+f);if(t.substring(t.length-f.length-1)=="."+f||null!=g&&t.substring(t.length-g.length-1)=="."+g){E=d;break}}n.value=E};mxEvent.addListener(e,"change",b);mxEvent.addListener(e,"keyup",b);b();return n}; -(function(){mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph;if(null!=E.container&&!E.transparentBackground){if(E.pageVisible){var d=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var f=E.container.firstChild;null!=f&&f.nodeType!=mxConstants.NODETYPE_ELEMENT;)f=f.nextSibling;null!=f&&(this.backgroundPageShape=this.createBackgroundPageShape(d),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, -this.backgroundPageShape.init(E.container),f.style.position="absolute",E.container.insertBefore(this.backgroundPageShape.node,f),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(g){E.dblClick(g)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(g){E.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(g))}),mxUtils.bind(this,function(g){null!= -E.tooltipHandler&&E.tooltipHandler.isHideOnHover()&&E.tooltipHandler.hide();E.isMouseDown&&!mxEvent.isConsumed(g)&&E.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(g))}),mxUtils.bind(this,function(g){E.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(g))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=d,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; -mxGraphView.prototype.validateBackgroundStyles=function(){var E=this.graph,d=null==E.background||E.background==mxConstants.NONE?E.defaultPageBackgroundColor:E.background,f=null!=d&&this.gridColor!=d.toLowerCase()?this.gridColor:"#ffffff",g="none",l="";if(E.isGridEnabled()||E.gridVisible){l=10;mxClient.IS_SVG?(g=unescape(encodeURIComponent(this.createSvgGrid(f))),g=window.btoa?btoa(g):Base64.encode(g,!0),g="url(data:image/svg+xml;base64,"+g+")",l=E.gridSize*this.scale*this.gridSteps):g="url("+this.gridImage+ -")";var q=f=0;null!=E.view.backgroundPageShape&&(q=this.getBackgroundPageBounds(),f=1+q.x,q=1+q.y);l=-Math.round(l-mxUtils.mod(this.translate.x*this.scale-f,l))+"px "+-Math.round(l-mxUtils.mod(this.translate.y*this.scale-q,l))+"px"}f=E.view.canvas;null!=f.ownerSVGElement&&(f=f.ownerSVGElement);null!=E.view.backgroundPageShape?(E.view.backgroundPageShape.node.style.backgroundPosition=l,E.view.backgroundPageShape.node.style.backgroundImage=g,E.view.backgroundPageShape.node.style.backgroundColor=d,E.view.backgroundPageShape.node.style.borderColor= -E.defaultPageBorderColor,E.container.className="geDiagramContainer geDiagramBackdrop",f.style.backgroundImage="none",f.style.backgroundColor=""):(E.container.className="geDiagramContainer",f.style.backgroundPosition=l,f.style.backgroundColor=d,f.style.backgroundImage=g)};mxGraphView.prototype.createSvgGrid=function(E){for(var d=this.graph.gridSize*this.scale;d<this.minGridSize;)d*=2;for(var f=this.gridSteps*d,g=[],l=1;l<this.gridSteps;l++){var q=l*d;g.push("M 0 "+q+" L "+f+" "+q+" M "+q+" 0 L "+q+ -" "+f)}return'<svg width="'+f+'" height="'+f+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+f+'" height="'+f+'" patternUnits="userSpaceOnUse"><path d="'+g.join(" ")+'" fill="none" stroke="'+E+'" opacity="0.2" stroke-width="1"/><path d="M '+f+" 0 L 0 0 0 "+f+'" fill="none" stroke="'+E+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var b=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,d){b.apply(this,arguments); -if(null!=this.shiftPreview1){var f=this.view.canvas;null!=f.ownerSVGElement&&(f=f.ownerSVGElement);var g=this.gridSize*this.view.scale*this.view.gridSteps;g=-Math.round(g-mxUtils.mod(this.view.translate.x*this.view.scale+E,g))+"px "+-Math.round(g-mxUtils.mod(this.view.translate.y*this.view.scale+d,g))+"px";f.style.backgroundPosition=g}};mxGraph.prototype.updatePageBreaks=function(E,d,f){var g=this.view.scale,l=this.view.translate,q=this.pageFormat,z=g*this.pageScale,F=this.view.getBackgroundPageBounds(); -d=F.width;f=F.height;var C=new mxRectangle(g*l.x,g*l.y,q.width*z,q.height*z),I=(E=E&&Math.min(C.width,C.height)>this.minPageBreakDist)?Math.ceil(f/C.height)-1:0,G=E?Math.ceil(d/C.width)-1:0,Z=F.x+d,ca=F.y+f;null==this.horizontalPageBreaks&&0<I&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<G&&(this.verticalPageBreaks=[]);E=mxUtils.bind(this,function(ba){if(null!=ba){for(var Y=ba==this.horizontalPageBreaks?I:G,O=0;O<=Y;O++){var la=ba==this.horizontalPageBreaks?[new mxPoint(Math.round(F.x), -Math.round(F.y+(O+1)*C.height)),new mxPoint(Math.round(Z),Math.round(F.y+(O+1)*C.height))]:[new mxPoint(Math.round(F.x+(O+1)*C.width),Math.round(F.y)),new mxPoint(Math.round(F.x+(O+1)*C.width),Math.round(ca))];null!=ba[O]?(ba[O].points=la,ba[O].redraw()):(la=new mxPolyline(la,this.pageBreakColor),la.dialect=this.dialect,la.isDashed=this.pageBreakDashed,la.pointerEvents=!1,la.init(this.view.backgroundPane),la.redraw(),ba[O]=la)}for(O=Y;O<ba.length;O++)ba[O].destroy();ba.splice(Y,ba.length-Y)}});E(this.horizontalPageBreaks); -E(this.verticalPageBreaks)};var e=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(E,d,f){for(var g=0;g<d.length;g++){if(this.graph.isTableCell(d[g])||this.graph.isTableRow(d[g]))return!1;if(this.graph.getModel().isVertex(d[g])){var l=this.graph.getCellGeometry(d[g]);if(null!=l&&l.relative)return!1}}return e.apply(this,arguments)};var k=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var E= -k.apply(this,arguments);E.intersects=mxUtils.bind(this,function(d,f){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(E,arguments)});return E};mxGraphView.prototype.createBackgroundPageShape=function(E){return new mxRectangleShape(E,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var E=this.getGraphBounds(),d=0<E.width?E.x/this.scale-this.translate.x:0,f=0<E.height?E.y/this.scale-this.translate.y:0,g=this.graph.pageFormat, -l=this.graph.pageScale,q=g.width*l;g=g.height*l;l=Math.floor(Math.min(0,d)/q);var z=Math.floor(Math.min(0,f)/g);return new mxRectangle(this.scale*(this.translate.x+l*q),this.scale*(this.translate.y+z*g),this.scale*(Math.ceil(Math.max(1,d+E.width/this.scale)/q)-l)*q,this.scale*(Math.ceil(Math.max(1,f+E.height/this.scale)/g)-z)*g)};var n=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,d){n.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| -this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=E+"px",this.view.backgroundPageShape.node.style.marginTop=d+"px")};var D=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(E,d,f,g,l,q){var z=D.apply(this,arguments);null==q||q||mxEvent.addListener(z,"mousedown",function(F){mxEvent.consume(F)});return z};var t=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= -function(E,d,f){var g=this.graph.model.getParent(E);if(d){var l=this.graph.model.isEdge(E)?null:this.graph.getCellGeometry(E);l=!this.graph.model.isEdge(g)&&!this.graph.isSiblingSelected(E)&&(null!=l&&l.relative||!this.graph.isContainer(g)||this.graph.isPart(E))}else if(l=t.apply(this,arguments),this.graph.isTableCell(E)||this.graph.isTableRow(E))l=g,this.graph.isTable(l)||(l=this.graph.model.getParent(l)),l=!this.graph.selectionCellsHandler.isHandled(l)||this.graph.isCellSelected(l)&&this.graph.isToggleEvent(f.getEvent())|| -this.graph.isCellSelected(E)&&!this.graph.isToggleEvent(f.getEvent())||this.graph.isTableCell(E)&&this.graph.isCellSelected(g);return l};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(E){E=E.getCell();for(var d=this.graph.getModel(),f=d.getParent(E),g=this.graph.view.getState(f),l=this.graph.isCellSelected(E);null!=g&&(d.isVertex(f)||d.isEdge(f));){var q=this.graph.isCellSelected(f);l=l||q;if(q||!l&&(this.graph.isTableCell(E)||this.graph.isTableRow(E)))E=f;f=d.getParent(f)}return E}})();EditorUi=function(b,e,k){mxEventSource.call(this);this.destroyFunctions=[];this.editor=b||new Editor;this.container=e||document.body;var n=this.editor.graph;n.lightbox=k;var D=n.getGraphBounds;n.getGraphBounds=function(){var L=D.apply(this,arguments),S=this.backgroundImage;if(null!=S&&null!=S.width&&null!=S.height){var ja=this.view.translate,ma=this.view.scale;L=mxRectangle.fromRectangle(L);L.add(new mxRectangle((ja.x+S.x)*ma,(ja.y+S.y)*ma,S.width*ma,S.height*ma))}return L};n.useCssTransforms&&(this.lazyZoomDelay= -0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(L,S){this.clearSelectionState()});n.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); -n.getModel().addListener(mxEvent.CHANGE,this.selectionStateListener);n.addListener(mxEvent.EDITING_STARTED,this.selectionStateListener);n.addListener(mxEvent.EDITING_STOPPED,this.selectionStateListener);n.getView().addListener("unitChanged",this.selectionStateListener);this.editor.chromeless&&!this.editor.editable&&(this.footerHeight=0,n.isEnabled=function(){return!1},n.panningHandler.isForcePanningEvent=function(L){return!mxEvent.isPopupTrigger(L.getEvent())});this.actions=new Actions(this);this.menus= -this.createMenus();if(!n.standalone){var t="rounded shadow glass dashed dashPattern labelBackgroundColor labelBorderColor comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle pointerEvents".split(" "),E="shape edgeStyle curved rounded elbow jumpStyle jumpSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "), -d="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),f=!1,g=!1;this.setDefaultStyle=function(L){try{var S=n.getCellStyle(L,!1),ja=[],ma=[],u;for(u in S)ja.push(S[u]),ma.push(u);n.getModel().isEdge(L)?n.currentEdgeStyle={}:n.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ma,"values",ja,"cells",[L]));n.getModel().isEdge(L)?g=!0:f=!0}catch(H){this.handleError(H)}};this.clearDefaultStyle=function(){n.currentEdgeStyle= -mxUtils.clone(n.defaultEdgeStyle);n.currentVertexStyle=mxUtils.clone(n.defaultVertexStyle);f=g=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var l=["fontFamily","fontSource","fontSize","fontColor"];for(e=0;e<l.length;e++)0>mxUtils.indexOf(t,l[e])&&t.push(l[e]);var q="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),z=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], -["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(e=0;e<z.length;e++)for(k=0;k<z[e].length;k++)t.push(z[e][k]);for(e=0;e<E.length;e++)0>mxUtils.indexOf(t,E[e])&&t.push(E[e]);var F=function(L,S,ja,ma,u,H,P){ma=null!=ma?ma:n.currentVertexStyle;u=null!=u?u:n.currentEdgeStyle;H=null!=H?H:!0;ja=null!=ja?ja:n.getModel();if(P){P=[];for(var V=0;V<L.length;V++)P=P.concat(ja.getDescendants(L[V]));L=P}ja.beginUpdate();try{for(V=0;V<L.length;V++){var Q= -L[V];if(S)var da=["fontSize","fontFamily","fontColor"];else{var ea=ja.getStyle(Q),fa=null!=ea?ea.split(";"):[];da=t.slice();for(var pa=0;pa<fa.length;pa++){var ua=fa[pa],qa=ua.indexOf("=");if(0<=qa){var Da=ua.substring(0,qa),Aa=mxUtils.indexOf(da,Da);0<=Aa&&da.splice(Aa,1);for(P=0;P<z.length;P++){var Fa=z[P];if(0<=mxUtils.indexOf(Fa,Da))for(var ta=0;ta<Fa.length;ta++){var Sa=mxUtils.indexOf(da,Fa[ta]);0<=Sa&&da.splice(Sa,1)}}}}}var Ra=ja.isEdge(Q);P=Ra?u:ma;var Oa=ja.getStyle(Q);for(pa=0;pa<da.length;pa++){Da= -da[pa];var Va=P[Da];null!=Va&&"edgeStyle"!=Da&&("shape"!=Da||Ra)&&(!Ra||H||0>mxUtils.indexOf(d,Da))&&(Oa=mxUtils.setStyle(Oa,Da,Va))}Editor.simpleLabels&&(Oa=mxUtils.setStyle(mxUtils.setStyle(Oa,"html",null),"whiteSpace",null));ja.setStyle(Q,Oa)}}finally{ja.endUpdate()}return L};n.addListener("cellsInserted",function(L,S){F(S.getProperty("cells"),null,null,null,null,!0,!0)});n.addListener("textInserted",function(L,S){F(S.getProperty("cells"),!0)});this.insertHandler=F;this.createDivs();this.createUi(); -this.refresh();var C=mxUtils.bind(this,function(L){null==L&&(L=window.event);return n.isEditing()||null!=L&&this.isSelectionAllowed(L)});this.container==document.body&&(this.menubarContainer.onselectstart=C,this.menubarContainer.onmousedown=C,this.toolbarContainer.onselectstart=C,this.toolbarContainer.onmousedown=C,this.diagramContainer.onselectstart=C,this.diagramContainer.onmousedown=C,this.sidebarContainer.onselectstart=C,this.sidebarContainer.onmousedown=C,this.formatContainer.onselectstart=C, -this.formatContainer.onmousedown=C,this.footerContainer.onselectstart=C,this.footerContainer.onmousedown=C,null!=this.tabContainer&&(this.tabContainer.onselectstart=C));!this.editor.chromeless||this.editor.editable?(e=function(L){if(null!=L){var S=mxEvent.getSource(L);if("A"==S.nodeName)for(;null!=S;){if("geHint"==S.className)return!0;S=S.parentNode}}return C(L)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", -e):this.diagramContainer.oncontextmenu=e):n.panningHandler.usePopupTrigger=!1;n.init(this.diagramContainer);mxClient.IS_SVG&&null!=n.view.getDrawPane()&&(e=n.view.getDrawPane().ownerSVGElement,null!=e&&(e.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=n.graphHandler){var I=n.graphHandler.start;n.graphHandler.start=function(){null!=R.hoverIcons&&R.hoverIcons.reset();I.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(L){var S= -mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(L)-S.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(L)-S.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var G=!1,Z=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(L,S){return G||Z.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(L){32!=L.which||n.isEditing()?mxEvent.isConsumed(L)|| -27!=L.keyCode||this.hideDialog(null,!0):(G=!0,this.hoverIcons.reset(),n.container.style.cursor="move",n.isEditing()||mxEvent.getSource(L)!=n.container||mxEvent.consume(L))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(L){n.container.style.cursor="";G=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var ca=n.panningHandler.isForcePanningEvent;n.panningHandler.isForcePanningEvent=function(L){return ca.apply(this,arguments)||G|| -mxEvent.isMouseEvent(L.getEvent())&&(this.usePopupTrigger||!mxEvent.isPopupTrigger(L.getEvent()))&&(!mxEvent.isControlDown(L.getEvent())&&mxEvent.isRightMouseButton(L.getEvent())||mxEvent.isMiddleMouseButton(L.getEvent()))};var ba=n.cellEditor.isStopEditingEvent;n.cellEditor.isStopEditingEvent=function(L){return ba.apply(this,arguments)||13==L.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(L)||mxClient.IS_MAC&&mxEvent.isMetaDown(L)||mxClient.IS_SF&&mxEvent.isShiftDown(L))};var Y=n.isZoomWheelEvent; -n.isZoomWheelEvent=function(){return G||Y.apply(this,arguments)};var O=!1,la=null,aa=null,ia=null,X=mxUtils.bind(this,function(){if(null!=this.toolbar&&O!=n.cellEditor.isContentEditing()){for(var L=this.toolbar.container.firstChild,S=[];null!=L;){var ja=L.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,L)&&(L.parentNode.removeChild(L),S.push(L));L=ja}L=this.toolbar.fontMenu;ja=this.toolbar.sizeMenu;if(null==ia)this.toolbar.createTextToolbar();else{for(var ma=0;ma<ia.length;ma++)this.toolbar.container.appendChild(ia[ma]); -this.toolbar.fontMenu=la;this.toolbar.sizeMenu=aa}O=n.cellEditor.isContentEditing();la=L;aa=ja;ia=S}}),R=this,sa=n.cellEditor.startEditing;n.cellEditor.startEditing=function(){sa.apply(this,arguments);X();if(n.cellEditor.isContentEditing()){var L=!1,S=function(){L||(L=!0,window.setTimeout(function(){var ja=n.getSelectedEditingElement();null!=ja&&(ja=mxUtils.getCurrentStyle(ja),null!=ja&&null!=R.toolbar&&(R.toolbar.setFontName(Graph.stripQuotes(ja.fontFamily)),R.toolbar.setFontSize(parseInt(ja.fontSize)))); -L=!1},0))};mxEvent.addListener(n.cellEditor.textarea,"input",S);mxEvent.addListener(n.cellEditor.textarea,"touchend",S);mxEvent.addListener(n.cellEditor.textarea,"mouseup",S);mxEvent.addListener(n.cellEditor.textarea,"keyup",S);S()}};var M=n.cellEditor.stopEditing;n.cellEditor.stopEditing=function(L,S){try{M.apply(this,arguments),X()}catch(ja){R.handleError(ja)}};n.container.setAttribute("tabindex","0");n.container.style.cursor="default";if(window.self===window.top&&null!=n.container.parentNode)try{n.container.focus()}catch(L){}var ka= -n.fireMouseEvent;n.fireMouseEvent=function(L,S,ja){L==mxEvent.MOUSE_DOWN&&this.container.focus();ka.apply(this,arguments)};n.popupMenuHandler.autoExpand=!0;null!=this.menus&&(n.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(L,S,ja){this.menus.createPopupMenu(L,S,ja)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(L){n.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(b);this.getKeyHandler=function(){return keyHandler};n.connectionHandler.addListener(mxEvent.CONNECT, -function(L,S){var ja=[S.getProperty("cell")];S.getProperty("terminalInserted")&&(ja.push(S.getProperty("terminal")),window.setTimeout(function(){null!=R.hoverIcons&&R.hoverIcons.update(n.view.getState(ja[ja.length-1]))},0));F(ja)});this.addListener("styleChanged",mxUtils.bind(this,function(L,S){var ja=S.getProperty("cells"),ma=L=!1;if(0<ja.length)for(var u=0;u<ja.length&&(L=n.getModel().isVertex(ja[u])||L,!(ma=n.getModel().isEdge(ja[u])||ma)||!L);u++);else ma=L=!0;L=L&&!f;ma=ma&&!g;ja=S.getProperty("keys"); -S=S.getProperty("values");for(u=0;u<ja.length;u++){var H=0<=mxUtils.indexOf(l,ja[u]);if("strokeColor"!=ja[u]||null!=S[u]&&"none"!=S[u])if(0<=mxUtils.indexOf(E,ja[u]))ma||0<=mxUtils.indexOf(q,ja[u])?null==S[u]?delete n.currentEdgeStyle[ja[u]]:n.currentEdgeStyle[ja[u]]=S[u]:L&&0<=mxUtils.indexOf(t,ja[u])&&(null==S[u]?delete n.currentVertexStyle[ja[u]]:n.currentVertexStyle[ja[u]]=S[u]);else if(0<=mxUtils.indexOf(t,ja[u])){if(L||H)null==S[u]?delete n.currentVertexStyle[ja[u]]:n.currentVertexStyle[ja[u]]= -S[u];if(ma||H||0<=mxUtils.indexOf(q,ja[u]))null==S[u]?delete n.currentEdgeStyle[ja[u]]:n.currentEdgeStyle[ja[u]]=S[u]}}null!=this.toolbar&&(this.toolbar.setFontName(n.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(n.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==n.currentEdgeStyle.edgeStyle&&"1"==n.currentEdgeStyle.curved? -"geSprite geSprite-curved":"straight"==n.currentEdgeStyle.edgeStyle||"none"==n.currentEdgeStyle.edgeStyle||null==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-straight":"entityRelationEdgeStyle"==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-entity":"elbowEdgeStyle"==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==n.currentEdgeStyle.elbow?"verticalelbow":"horizontalelbow"):"isometricEdgeStyle"==n.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==n.currentEdgeStyle.elbow? -"verticalisometric":"horizontalisometric"):"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==n.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==n.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==n.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(b=mxUtils.bind(this,function(){var L=n.currentVertexStyle.fontFamily||"Helvetica", -S=String(n.currentVertexStyle.fontSize||"12"),ja=n.getView().getState(n.getSelectionCell());null!=ja&&(L=ja.style[mxConstants.STYLE_FONTFAMILY]||L,S=ja.style[mxConstants.STYLE_FONTSIZE]||S,10<L.length&&(L=L.substring(0,8)+"..."));this.toolbar.setFontName(L);this.toolbar.setFontSize(S)}),n.getSelectionModel().addListener(mxEvent.CHANGE,b),n.getModel().addListener(mxEvent.CHANGE,b));n.addListener(mxEvent.CELLS_ADDED,function(L,S){L=S.getProperty("cells");S=S.getProperty("parent");null!=S&&n.getModel().isLayer(S)&& -!n.isCellVisible(S)&&null!=L&&0<L.length&&n.getModel().setVisible(S,!0)});this.gestureHandler=mxUtils.bind(this,function(L){null!=this.currentMenu&&mxEvent.getSource(L)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler);this.orientationChangeHandler= -mxUtils.bind(this,function(){this.refresh()});mxEvent.addListener(window,"orientationchange",this.orientationChangeHandler);mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&(this.scrollHandler=mxUtils.bind(this,function(){window.scrollTo(0,0)}),mxEvent.addListener(window,"scroll",this.scrollHandler));this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.resetScrollbars()}));this.addListener("gridEnabledChanged",mxUtils.bind(this,function(){n.view.validateBackground()})); -this.addListener("backgroundColorChanged",mxUtils.bind(this,function(){n.view.validateBackground()}));n.addListener("gridSizeChanged",mxUtils.bind(this,function(){n.isGridEnabled()&&n.view.validateBackground()}));this.editor.resetGraph()}this.init();n.standalone||this.open()};EditorUi.compactUi=!0; -EditorUi.parsePng=function(b,e,k){function n(d,f){var g=t;t+=f;return d.substring(g,t)}function D(d){d=n(d,4);return d.charCodeAt(3)+(d.charCodeAt(2)<<8)+(d.charCodeAt(1)<<16)+(d.charCodeAt(0)<<24)}var t=0;if(n(b,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=k&&k();else if(n(b,4),"IHDR"!=n(b,4))null!=k&&k();else{n(b,17);do{k=D(b);var E=n(b,4);if(null!=e&&e(t-8,E,k))break;value=n(b,k);n(b,4);if("IEND"==E)break}while(k)}};mxUtils.extend(EditorUi,mxEventSource); +var FilenameDialog=function(b,e,k,m,D,p,E,K,Q,d,f,g,x){Q=null!=Q?Q:!0;var z=document.createElement("table"),u=document.createElement("tbody");z.style.position="absolute";z.style.top="30px";z.style.left="20px";var H=document.createElement("tr");var L=document.createElement("td");L.style.textOverflow="ellipsis";L.style.textAlign="right";L.style.maxWidth=(x?x+15:100)+"px";L.style.fontSize="10pt";L.style.width=(x?x:84)+"px";mxUtils.write(L,(D||mxResources.get("filename"))+":");H.appendChild(L);var C= +document.createElement("input");C.setAttribute("value",e||"");C.style.marginLeft="4px";C.style.width=null!=g?g+"px":"180px";var G=mxUtils.button(k,function(){if(null==p||p(C.value))Q&&b.hideDialog(),m(C.value)});G.className="geBtn gePrimaryBtn";this.init=function(){if(null!=D||null==E)if(C.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?C.select():document.execCommand("selectAll",!1,null),Graph.fileSupport){var V=z.parentNode;if(null!=V){var U=null;mxEvent.addListener(V,"dragleave", +function(Y){null!=U&&(U.style.backgroundColor="",U=null);Y.stopPropagation();Y.preventDefault()});mxEvent.addListener(V,"dragover",mxUtils.bind(this,function(Y){null==U&&(!mxClient.IS_IE||10<document.documentMode)&&(U=C,U.style.backgroundColor="#ebf2f9");Y.stopPropagation();Y.preventDefault()}));mxEvent.addListener(V,"drop",mxUtils.bind(this,function(Y){null!=U&&(U.style.backgroundColor="",U=null);0<=mxUtils.indexOf(Y.dataTransfer.types,"text/uri-list")&&(C.value=decodeURIComponent(Y.dataTransfer.getData("text/uri-list")), +G.click());Y.stopPropagation();Y.preventDefault()}))}}};L=document.createElement("td");L.style.whiteSpace="nowrap";L.appendChild(C);H.appendChild(L);if(null!=D||null==E)u.appendChild(H),null!=f&&(L.appendChild(FilenameDialog.createTypeHint(b,C,f)),null!=b.editor.diagramFileTypes&&(H=document.createElement("tr"),L=document.createElement("td"),L.style.textOverflow="ellipsis",L.style.textAlign="right",L.style.maxWidth="100px",L.style.fontSize="10pt",L.style.width="84px",mxUtils.write(L,mxResources.get("type")+ +":"),H.appendChild(L),L=document.createElement("td"),L.style.whiteSpace="nowrap",H.appendChild(L),e=FilenameDialog.createFileTypes(b,C,b.editor.diagramFileTypes),e.style.marginLeft="4px",e.style.width="198px",L.appendChild(e),C.style.width=null!=g?g-40+"px":"190px",H.appendChild(L),u.appendChild(H)));null!=E&&(H=document.createElement("tr"),L=document.createElement("td"),L.colSpan=2,L.appendChild(E),H.appendChild(L),u.appendChild(H));H=document.createElement("tr");L=document.createElement("td");L.colSpan= +2;L.style.paddingTop=null!=f?"12px":"20px";L.style.whiteSpace="nowrap";L.setAttribute("align","right");f=mxUtils.button(mxResources.get("cancel"),function(){b.hideDialog();null!=d&&d()});f.className="geBtn";b.editor.cancelFirst&&L.appendChild(f);null!=K&&(g=mxUtils.button(mxResources.get("help"),function(){b.editor.graph.openLink(K)}),g.className="geBtn",L.appendChild(g));mxEvent.addListener(C,"keypress",function(V){13==V.keyCode&&G.click()});L.appendChild(G);b.editor.cancelFirst||L.appendChild(f); +H.appendChild(L);u.appendChild(H);z.appendChild(u);this.container=z};FilenameDialog.filenameHelpLink=null; +FilenameDialog.createTypeHint=function(b,e,k){var m=document.createElement("img");m.style.backgroundPosition="center bottom";m.style.backgroundRepeat="no-repeat";m.style.margin="2px 0 0 4px";m.style.verticalAlign="top";m.style.cursor="pointer";m.style.height="16px";m.style.width="16px";mxUtils.setOpacity(m,70);var D=function(){m.setAttribute("src",Editor.helpImage);m.setAttribute("title",mxResources.get("help"));for(var p=0;p<k.length;p++)if(0<k[p].ext.length&&e.value.toLowerCase().substring(e.value.length- +k[p].ext.length-1)=="."+k[p].ext){m.setAttribute("title",mxResources.get(k[p].title));break}};mxEvent.addListener(e,"keyup",D);mxEvent.addListener(e,"change",D);mxEvent.addListener(m,"click",function(p){var E=m.getAttribute("title");m.getAttribute("src")==Editor.helpImage?b.editor.graph.openLink(FilenameDialog.filenameHelpLink):""!=E&&b.showError(null,E,mxResources.get("help"),function(){b.editor.graph.openLink(FilenameDialog.filenameHelpLink)},null,mxResources.get("ok"),null,null,null,340,90);mxEvent.consume(p)}); +D();return m}; +FilenameDialog.createFileTypes=function(b,e,k){var m=document.createElement("select");for(b=0;b<k.length;b++){var D=document.createElement("option");D.setAttribute("value",b);mxUtils.write(D,mxResources.get(k[b].description)+" (."+k[b].extension+")");m.appendChild(D)}mxEvent.addListener(m,"change",function(p){p=k[m.value].extension;var E=e.value.lastIndexOf(".drawio.");E=0<E?E:e.value.lastIndexOf(".");"drawio"!=p&&(p="drawio."+p);e.value=0<E?e.value.substring(0,E+1)+p:e.value+"."+p;"createEvent"in +document?(p=document.createEvent("HTMLEvents"),p.initEvent("change",!1,!0),e.dispatchEvent(p)):e.fireEvent("onchange")});b=function(p){p=e.value.toLowerCase();for(var E=0,K=0;K<k.length;K++){var Q=k[K].extension,d=null;"drawio"!=Q&&(d=Q,Q=".drawio."+Q);if(p.substring(p.length-Q.length-1)=="."+Q||null!=d&&p.substring(p.length-d.length-1)=="."+d){E=K;break}}m.value=E};mxEvent.addListener(e,"change",b);mxEvent.addListener(e,"keyup",b);b();return m}; +var WrapperWindow=function(b,e,k,m,D,p,E){var K=b.createSidebarContainer();E(K);this.window=new mxWindow(e,K,k,m,D,p,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);b.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(Q){null==Q&&(Q=window.event);return null!=Q&&b.isSelectionAllowed(Q)}))}; +(function(){mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph;if(null!=E.container&&!E.transparentBackground){if(E.pageVisible){var K=this.getBackgroundPageBounds();if(null==this.backgroundPageShape){for(var Q=E.container.firstChild;null!=Q&&Q.nodeType!=mxConstants.NODETYPE_ELEMENT;)Q=Q.nextSibling;null!=Q&&(this.backgroundPageShape=this.createBackgroundPageShape(K),this.backgroundPageShape.scale=1,this.backgroundPageShape.isShadow=!0,this.backgroundPageShape.dialect=mxConstants.DIALECT_STRICTHTML, +this.backgroundPageShape.init(E.container),Q.style.position="absolute",E.container.insertBefore(this.backgroundPageShape.node,Q),this.backgroundPageShape.redraw(),this.backgroundPageShape.node.className="geBackgroundPage",mxEvent.addListener(this.backgroundPageShape.node,"dblclick",mxUtils.bind(this,function(d){E.dblClick(d)})),mxEvent.addGestureListeners(this.backgroundPageShape.node,mxUtils.bind(this,function(d){E.fireMouseEvent(mxEvent.MOUSE_DOWN,new mxMouseEvent(d))}),mxUtils.bind(this,function(d){null!= +E.tooltipHandler&&E.tooltipHandler.isHideOnHover()&&E.tooltipHandler.hide();E.isMouseDown&&!mxEvent.isConsumed(d)&&E.fireMouseEvent(mxEvent.MOUSE_MOVE,new mxMouseEvent(d))}),mxUtils.bind(this,function(d){E.fireMouseEvent(mxEvent.MOUSE_UP,new mxMouseEvent(d))})))}else this.backgroundPageShape.scale=1,this.backgroundPageShape.bounds=K,this.backgroundPageShape.redraw()}else null!=this.backgroundPageShape&&(this.backgroundPageShape.destroy(),this.backgroundPageShape=null);this.validateBackgroundStyles()}}; +mxGraphView.prototype.validateBackgroundStyles=function(){var E=this.graph,K=null==E.background||E.background==mxConstants.NONE?E.defaultPageBackgroundColor:E.background,Q=null!=K&&this.gridColor!=K.toLowerCase()?this.gridColor:"#ffffff",d="none",f="";if(E.isGridEnabled()||E.gridVisible){f=10;mxClient.IS_SVG?(d=unescape(encodeURIComponent(this.createSvgGrid(Q))),d=window.btoa?btoa(d):Base64.encode(d,!0),d="url(data:image/svg+xml;base64,"+d+")",f=E.gridSize*this.scale*this.gridSteps):d="url("+this.gridImage+ +")";var g=Q=0;null!=E.view.backgroundPageShape&&(g=this.getBackgroundPageBounds(),Q=1+g.x,g=1+g.y);f=-Math.round(f-mxUtils.mod(this.translate.x*this.scale-Q,f))+"px "+-Math.round(f-mxUtils.mod(this.translate.y*this.scale-g,f))+"px"}Q=E.view.canvas;null!=Q.ownerSVGElement&&(Q=Q.ownerSVGElement);null!=E.view.backgroundPageShape?(E.view.backgroundPageShape.node.style.backgroundPosition=f,E.view.backgroundPageShape.node.style.backgroundImage=d,E.view.backgroundPageShape.node.style.backgroundColor=K,E.view.backgroundPageShape.node.style.borderColor= +E.defaultPageBorderColor,E.container.className="geDiagramContainer geDiagramBackdrop",Q.style.backgroundImage="none",Q.style.backgroundColor=""):(E.container.className="geDiagramContainer",Q.style.backgroundPosition=f,Q.style.backgroundColor=K,Q.style.backgroundImage=d)};mxGraphView.prototype.createSvgGrid=function(E){for(var K=this.graph.gridSize*this.scale;K<this.minGridSize;)K*=2;for(var Q=this.gridSteps*K,d=[],f=1;f<this.gridSteps;f++){var g=f*K;d.push("M 0 "+g+" L "+Q+" "+g+" M "+g+" 0 L "+g+ +" "+Q)}return'<svg width="'+Q+'" height="'+Q+'" xmlns="'+mxConstants.NS_SVG+'"><defs><pattern id="grid" width="'+Q+'" height="'+Q+'" patternUnits="userSpaceOnUse"><path d="'+d.join(" ")+'" fill="none" stroke="'+E+'" opacity="0.2" stroke-width="1"/><path d="M '+Q+" 0 L 0 0 0 "+Q+'" fill="none" stroke="'+E+'" stroke-width="1"/></pattern></defs><rect width="100%" height="100%" fill="url(#grid)"/></svg>'};var b=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,K){b.apply(this,arguments); +if(null!=this.shiftPreview1){var Q=this.view.canvas;null!=Q.ownerSVGElement&&(Q=Q.ownerSVGElement);var d=this.gridSize*this.view.scale*this.view.gridSteps;d=-Math.round(d-mxUtils.mod(this.view.translate.x*this.view.scale+E,d))+"px "+-Math.round(d-mxUtils.mod(this.view.translate.y*this.view.scale+K,d))+"px";Q.style.backgroundPosition=d}};mxGraph.prototype.updatePageBreaks=function(E,K,Q){var d=this.view.scale,f=this.view.translate,g=this.pageFormat,x=d*this.pageScale,z=this.view.getBackgroundPageBounds(); +K=z.width;Q=z.height;var u=new mxRectangle(d*f.x,d*f.y,g.width*x,g.height*x),H=(E=E&&Math.min(u.width,u.height)>this.minPageBreakDist)?Math.ceil(Q/u.height)-1:0,L=E?Math.ceil(K/u.width)-1:0,C=z.x+K,G=z.y+Q;null==this.horizontalPageBreaks&&0<H&&(this.horizontalPageBreaks=[]);null==this.verticalPageBreaks&&0<L&&(this.verticalPageBreaks=[]);E=mxUtils.bind(this,function(V){if(null!=V){for(var U=V==this.horizontalPageBreaks?H:L,Y=0;Y<=U;Y++){var O=V==this.horizontalPageBreaks?[new mxPoint(Math.round(z.x), +Math.round(z.y+(Y+1)*u.height)),new mxPoint(Math.round(C),Math.round(z.y+(Y+1)*u.height))]:[new mxPoint(Math.round(z.x+(Y+1)*u.width),Math.round(z.y)),new mxPoint(Math.round(z.x+(Y+1)*u.width),Math.round(G))];null!=V[Y]?(V[Y].points=O,V[Y].redraw()):(O=new mxPolyline(O,this.pageBreakColor),O.dialect=this.dialect,O.isDashed=this.pageBreakDashed,O.pointerEvents=!1,O.init(this.view.backgroundPane),O.redraw(),V[Y]=O)}for(Y=U;Y<V.length;Y++)V[Y].destroy();V.splice(U,V.length-U)}});E(this.horizontalPageBreaks); +E(this.verticalPageBreaks)};var e=mxGraphHandler.prototype.shouldRemoveCellsFromParent;mxGraphHandler.prototype.shouldRemoveCellsFromParent=function(E,K,Q){for(var d=0;d<K.length;d++){if(this.graph.isTableCell(K[d])||this.graph.isTableRow(K[d]))return!1;if(this.graph.getModel().isVertex(K[d])){var f=this.graph.getCellGeometry(K[d]);if(null!=f&&f.relative)return!1}}return e.apply(this,arguments)};var k=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var E= +k.apply(this,arguments);E.intersects=mxUtils.bind(this,function(K,Q){return this.isConnecting()?!0:mxCellMarker.prototype.intersects.apply(E,arguments)});return E};mxGraphView.prototype.createBackgroundPageShape=function(E){return new mxRectangleShape(E,"#ffffff",this.graph.defaultPageBorderColor)};mxGraphView.prototype.getBackgroundPageBounds=function(){var E=this.getGraphBounds(),K=0<E.width?E.x/this.scale-this.translate.x:0,Q=0<E.height?E.y/this.scale-this.translate.y:0,d=this.graph.pageFormat, +f=this.graph.pageScale,g=d.width*f;d=d.height*f;f=Math.floor(Math.min(0,K)/g);var x=Math.floor(Math.min(0,Q)/d);return new mxRectangle(this.scale*(this.translate.x+f*g),this.scale*(this.translate.y+x*d),this.scale*(Math.ceil(Math.max(1,K+E.width/this.scale)/g)-f)*g,this.scale*(Math.ceil(Math.max(1,Q+E.height/this.scale)/d)-x)*d)};var m=mxGraph.prototype.panGraph;mxGraph.prototype.panGraph=function(E,K){m.apply(this,arguments);this.dialect==mxConstants.DIALECT_SVG||null==this.view.backgroundPageShape|| +this.useScrollbarsForPanning&&mxUtils.hasScrollbars(this.container)||(this.view.backgroundPageShape.node.style.marginLeft=E+"px",this.view.backgroundPageShape.node.style.marginTop=K+"px")};var D=mxPopupMenu.prototype.addItem;mxPopupMenu.prototype.addItem=function(E,K,Q,d,f,g){var x=D.apply(this,arguments);null==g||g||mxEvent.addListener(x,"mousedown",function(z){mxEvent.consume(z)});return x};var p=mxGraphHandler.prototype.isPropagateSelectionCell;mxGraphHandler.prototype.isPropagateSelectionCell= +function(E,K,Q){var d=this.graph.model.getParent(E);if(K){var f=this.graph.model.isEdge(E)?null:this.graph.getCellGeometry(E);f=!this.graph.model.isEdge(d)&&!this.graph.isSiblingSelected(E)&&(null!=f&&f.relative||!this.graph.isContainer(d)||this.graph.isPart(E))}else if(f=p.apply(this,arguments),this.graph.isTableCell(E)||this.graph.isTableRow(E))f=d,this.graph.isTable(f)||(f=this.graph.model.getParent(f)),f=!this.graph.selectionCellsHandler.isHandled(f)||this.graph.isCellSelected(f)&&this.graph.isToggleEvent(Q.getEvent())|| +this.graph.isCellSelected(E)&&!this.graph.isToggleEvent(Q.getEvent())||this.graph.isTableCell(E)&&this.graph.isCellSelected(d);return f};mxPopupMenuHandler.prototype.getCellForPopupEvent=function(E){E=E.getCell();for(var K=this.graph.getModel(),Q=K.getParent(E),d=this.graph.view.getState(Q),f=this.graph.isCellSelected(E);null!=d&&(K.isVertex(Q)||K.isEdge(Q));){var g=this.graph.isCellSelected(Q);f=f||g;if(g||!f&&(this.graph.isTableCell(E)||this.graph.isTableRow(E)))E=Q;Q=K.getParent(Q)}return E}})();EditorUi=function(b,e,k){mxEventSource.call(this);this.destroyFunctions=[];this.editor=b||new Editor;this.container=e||document.body;var m=this.editor.graph;m.lightbox=k;var D=m.getGraphBounds;m.getGraphBounds=function(){var P=D.apply(this,arguments),da=this.backgroundImage;if(null!=da&&null!=da.width&&null!=da.height){var ja=this.view.translate,ka=this.view.scale;P=mxRectangle.fromRectangle(P);P.add(new mxRectangle((ja.x+da.x)*ka,(ja.y+da.y)*ka,da.width*ka,da.height*ka))}return P};m.useCssTransforms&& +(this.lazyZoomDelay=0);mxClient.IS_SVG?mxPopupMenu.prototype.submenuImage="data:image/gif;base64,R0lGODlhCQAJAIAAAP///zMzMyH5BAEAAAAALAAAAAAJAAkAAAIPhI8WebHsHopSOVgb26AAADs=":(new Image).src=mxPopupMenu.prototype.submenuImage;mxClient.IS_SVG||null==mxConnectionHandler.prototype.connectImage||((new Image).src=mxConnectionHandler.prototype.connectImage.src);this.selectionStateListener=mxUtils.bind(this,function(P,da){this.clearSelectionState()});m.getSelectionModel().addListener(mxEvent.CHANGE,this.selectionStateListener); +m.getModel().addListener(mxEvent.CHANGE,this.selectionStateListener);m.addListener(mxEvent.EDITING_STARTED,this.selectionStateListener);m.addListener(mxEvent.EDITING_STOPPED,this.selectionStateListener);m.getView().addListener("unitChanged",this.selectionStateListener);this.editor.chromeless&&!this.editor.editable&&(this.footerHeight=0,m.isEnabled=function(){return!1},m.panningHandler.isForcePanningEvent=function(P){return!mxEvent.isPopupTrigger(P.getEvent())});this.actions=new Actions(this);this.menus= +this.createMenus();if(!m.standalone){var p="rounded shadow glass dashed dashPattern labelBackgroundColor labelBorderColor comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle pointerEvents".split(" "),E="shape edgeStyle curved rounded elbow jumpStyle jumpSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification sketchStyle".split(" "), +K="curved sourcePerimeterSpacing targetPerimeterSpacing startArrow startFill startSize endArrow endFill endSize".split(" "),Q=!1,d=!1;this.setDefaultStyle=function(P){try{var da=m.getCellStyle(P,!1),ja=[],ka=[],q;for(q in da)ja.push(da[q]),ka.push(q);m.getModel().isEdge(P)?m.currentEdgeStyle={}:m.currentVertexStyle={};this.fireEvent(new mxEventObject("styleChanged","keys",ka,"values",ja,"cells",[P]));m.getModel().isEdge(P)?d=!0:Q=!0}catch(F){this.handleError(F)}};this.clearDefaultStyle=function(){m.currentEdgeStyle= +mxUtils.clone(m.defaultEdgeStyle);m.currentVertexStyle=mxUtils.clone(m.defaultVertexStyle);Q=d=!1;this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]))};var f=["fontFamily","fontSource","fontSize","fontColor"];for(e=0;e<f.length;e++)0>mxUtils.indexOf(p,f[e])&&p.push(f[e]);var g="edgeStyle startArrow startFill startSize endArrow endFill endSize".split(" "),x=[["startArrow","startFill","endArrow","endFill"],["startSize","endSize"],["sourcePerimeterSpacing","targetPerimeterSpacing"], +["strokeColor","strokeWidth"],["fillColor","gradientColor","gradientDirection"],["opacity"],["html"]];for(e=0;e<x.length;e++)for(k=0;k<x[e].length;k++)p.push(x[e][k]);for(e=0;e<E.length;e++)0>mxUtils.indexOf(p,E[e])&&p.push(E[e]);var z=function(P,da,ja,ka,q,F,R){ka=null!=ka?ka:m.currentVertexStyle;q=null!=q?q:m.currentEdgeStyle;F=null!=F?F:!0;ja=null!=ja?ja:m.getModel();if(R){R=[];for(var W=0;W<P.length;W++)R=R.concat(ja.getDescendants(P[W]));P=R}ja.beginUpdate();try{for(W=0;W<P.length;W++){var T= +P[W];if(da)var ba=["fontSize","fontFamily","fontColor"];else{var ia=ja.getStyle(T),ra=null!=ia?ia.split(";"):[];ba=p.slice();for(var ta=0;ta<ra.length;ta++){var ma=ra[ta],pa=ma.indexOf("=");if(0<=pa){var za=ma.substring(0,pa),Ba=mxUtils.indexOf(ba,za);0<=Ba&&ba.splice(Ba,1);for(R=0;R<x.length;R++){var Ia=x[R];if(0<=mxUtils.indexOf(Ia,za))for(var Aa=0;Aa<Ia.length;Aa++){var Ka=mxUtils.indexOf(ba,Ia[Aa]);0<=Ka&&ba.splice(Ka,1)}}}}}var Da=ja.isEdge(T);R=Da?q:ka;var Ra=ja.getStyle(T);for(ta=0;ta<ba.length;ta++){za= +ba[ta];var Qa=R[za];null!=Qa&&"edgeStyle"!=za&&("shape"!=za||Da)&&(!Da||F||0>mxUtils.indexOf(K,za))&&(Ra=mxUtils.setStyle(Ra,za,Qa))}Editor.simpleLabels&&(Ra=mxUtils.setStyle(mxUtils.setStyle(Ra,"html",null),"whiteSpace",null));ja.setStyle(T,Ra)}}finally{ja.endUpdate()}return P};m.addListener("cellsInserted",function(P,da){z(da.getProperty("cells"),null,null,null,null,!0,!0)});m.addListener("textInserted",function(P,da){z(da.getProperty("cells"),!0)});this.insertHandler=z;this.createDivs();this.createUi(); +this.refresh();var u=mxUtils.bind(this,function(P){null==P&&(P=window.event);return m.isEditing()||null!=P&&this.isSelectionAllowed(P)});this.container==document.body&&(this.menubarContainer.onselectstart=u,this.menubarContainer.onmousedown=u,this.toolbarContainer.onselectstart=u,this.toolbarContainer.onmousedown=u,this.diagramContainer.onselectstart=u,this.diagramContainer.onmousedown=u,this.sidebarContainer.onselectstart=u,this.sidebarContainer.onmousedown=u,this.formatContainer.onselectstart=u, +this.formatContainer.onmousedown=u,this.footerContainer.onselectstart=u,this.footerContainer.onmousedown=u,null!=this.tabContainer&&(this.tabContainer.onselectstart=u));!this.editor.chromeless||this.editor.editable?(e=function(P){if(null!=P){var da=mxEvent.getSource(P);if("A"==da.nodeName)for(;null!=da;){if("geHint"==da.className)return!0;da=da.parentNode}}return u(P)},mxClient.IS_IE&&("undefined"===typeof document.documentMode||9>document.documentMode)?mxEvent.addListener(this.diagramContainer,"contextmenu", +e):this.diagramContainer.oncontextmenu=e):m.panningHandler.usePopupTrigger=!1;m.init(this.diagramContainer);mxClient.IS_SVG&&null!=m.view.getDrawPane()&&(e=m.view.getDrawPane().ownerSVGElement,null!=e&&(e.style.position="absolute"));this.hoverIcons=this.createHoverIcons();if(null!=m.graphHandler){var H=m.graphHandler.start;m.graphHandler.start=function(){null!=ca.hoverIcons&&ca.hoverIcons.reset();H.apply(this,arguments)}}mxEvent.addListener(this.diagramContainer,"mousemove",mxUtils.bind(this,function(P){var da= +mxUtils.getOffset(this.diagramContainer);0<mxEvent.getClientX(P)-da.x-this.diagramContainer.clientWidth||0<mxEvent.getClientY(P)-da.y-this.diagramContainer.clientHeight?this.diagramContainer.setAttribute("title",mxResources.get("panTooltip")):this.diagramContainer.removeAttribute("title")}));var L=!1,C=this.hoverIcons.isResetEvent;this.hoverIcons.isResetEvent=function(P,da){return L||C.apply(this,arguments)};this.keydownHandler=mxUtils.bind(this,function(P){32!=P.which||m.isEditing()?mxEvent.isConsumed(P)|| +27!=P.keyCode||this.hideDialog(null,!0):(L=!0,this.hoverIcons.reset(),m.container.style.cursor="move",m.isEditing()||mxEvent.getSource(P)!=m.container||mxEvent.consume(P))});mxEvent.addListener(document,"keydown",this.keydownHandler);this.keyupHandler=mxUtils.bind(this,function(P){m.container.style.cursor="";L=!1});mxEvent.addListener(document,"keyup",this.keyupHandler);var G=m.panningHandler.isForcePanningEvent;m.panningHandler.isForcePanningEvent=function(P){return G.apply(this,arguments)||L||mxEvent.isMouseEvent(P.getEvent())&& +(this.usePopupTrigger||!mxEvent.isPopupTrigger(P.getEvent()))&&(!mxEvent.isControlDown(P.getEvent())&&mxEvent.isRightMouseButton(P.getEvent())||mxEvent.isMiddleMouseButton(P.getEvent()))};var V=m.cellEditor.isStopEditingEvent;m.cellEditor.isStopEditingEvent=function(P){return V.apply(this,arguments)||13==P.keyCode&&(!mxClient.IS_SF&&mxEvent.isControlDown(P)||mxClient.IS_MAC&&mxEvent.isMetaDown(P)||mxClient.IS_SF&&mxEvent.isShiftDown(P))};var U=m.isZoomWheelEvent;m.isZoomWheelEvent=function(){return L|| +U.apply(this,arguments)};var Y=!1,O=null,qa=null,oa=null,aa=mxUtils.bind(this,function(){if(null!=this.toolbar&&Y!=m.cellEditor.isContentEditing()){for(var P=this.toolbar.container.firstChild,da=[];null!=P;){var ja=P.nextSibling;0>mxUtils.indexOf(this.toolbar.staticElements,P)&&(P.parentNode.removeChild(P),da.push(P));P=ja}P=this.toolbar.fontMenu;ja=this.toolbar.sizeMenu;if(null==oa)this.toolbar.createTextToolbar();else{for(var ka=0;ka<oa.length;ka++)this.toolbar.container.appendChild(oa[ka]);this.toolbar.fontMenu= +O;this.toolbar.sizeMenu=qa}Y=m.cellEditor.isContentEditing();O=P;qa=ja;oa=da}}),ca=this,fa=m.cellEditor.startEditing;m.cellEditor.startEditing=function(){fa.apply(this,arguments);aa();if(m.cellEditor.isContentEditing()){var P=!1,da=function(){P||(P=!0,window.setTimeout(function(){var ja=m.getSelectedEditingElement();null!=ja&&(ja=mxUtils.getCurrentStyle(ja),null!=ja&&null!=ca.toolbar&&(ca.toolbar.setFontName(Graph.stripQuotes(ja.fontFamily)),ca.toolbar.setFontSize(parseInt(ja.fontSize))));P=!1},0))}; +mxEvent.addListener(m.cellEditor.textarea,"input",da);mxEvent.addListener(m.cellEditor.textarea,"touchend",da);mxEvent.addListener(m.cellEditor.textarea,"mouseup",da);mxEvent.addListener(m.cellEditor.textarea,"keyup",da);da()}};var J=m.cellEditor.stopEditing;m.cellEditor.stopEditing=function(P,da){try{J.apply(this,arguments),aa()}catch(ja){ca.handleError(ja)}};m.container.setAttribute("tabindex","0");m.container.style.cursor="default";if(window.self===window.top&&null!=m.container.parentNode)try{m.container.focus()}catch(P){}var Z= +m.fireMouseEvent;m.fireMouseEvent=function(P,da,ja){P==mxEvent.MOUSE_DOWN&&this.container.focus();Z.apply(this,arguments)};m.popupMenuHandler.autoExpand=!0;null!=this.menus&&(m.popupMenuHandler.factoryMethod=mxUtils.bind(this,function(P,da,ja){this.menus.createPopupMenu(P,da,ja)}));mxEvent.addGestureListeners(document,mxUtils.bind(this,function(P){m.popupMenuHandler.hideMenu()}));this.keyHandler=this.createKeyHandler(b);this.getKeyHandler=function(){return keyHandler};m.connectionHandler.addListener(mxEvent.CONNECT, +function(P,da){var ja=[da.getProperty("cell")];da.getProperty("terminalInserted")&&(ja.push(da.getProperty("terminal")),window.setTimeout(function(){null!=ca.hoverIcons&&ca.hoverIcons.update(m.view.getState(ja[ja.length-1]))},0));z(ja)});this.addListener("styleChanged",mxUtils.bind(this,function(P,da){var ja=da.getProperty("cells"),ka=P=!1;if(0<ja.length)for(var q=0;q<ja.length&&(P=m.getModel().isVertex(ja[q])||P,!(ka=m.getModel().isEdge(ja[q])||ka)||!P);q++);else ka=P=!0;P=P&&!Q;ka=ka&&!d;ja=da.getProperty("keys"); +da=da.getProperty("values");for(q=0;q<ja.length;q++){var F=0<=mxUtils.indexOf(f,ja[q]);if("strokeColor"!=ja[q]||null!=da[q]&&"none"!=da[q])if(0<=mxUtils.indexOf(E,ja[q]))ka||0<=mxUtils.indexOf(g,ja[q])?null==da[q]?delete m.currentEdgeStyle[ja[q]]:m.currentEdgeStyle[ja[q]]=da[q]:P&&0<=mxUtils.indexOf(p,ja[q])&&(null==da[q]?delete m.currentVertexStyle[ja[q]]:m.currentVertexStyle[ja[q]]=da[q]);else if(0<=mxUtils.indexOf(p,ja[q])){if(P||F)null==da[q]?delete m.currentVertexStyle[ja[q]]:m.currentVertexStyle[ja[q]]= +da[q];if(ka||F||0<=mxUtils.indexOf(g,ja[q]))null==da[q]?delete m.currentEdgeStyle[ja[q]]:m.currentEdgeStyle[ja[q]]=da[q]}}null!=this.toolbar&&(this.toolbar.setFontName(m.currentVertexStyle.fontFamily||Menus.prototype.defaultFont),this.toolbar.setFontSize(m.currentVertexStyle.fontSize||Menus.prototype.defaultFontSize),null!=this.toolbar.edgeStyleMenu&&(this.toolbar.edgeStyleMenu.getElementsByTagName("div")[0].className="orthogonalEdgeStyle"==m.currentEdgeStyle.edgeStyle&&"1"==m.currentEdgeStyle.curved? +"geSprite geSprite-curved":"straight"==m.currentEdgeStyle.edgeStyle||"none"==m.currentEdgeStyle.edgeStyle||null==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-straight":"entityRelationEdgeStyle"==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-entity":"elbowEdgeStyle"==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==m.currentEdgeStyle.elbow?"verticalelbow":"horizontalelbow"):"isometricEdgeStyle"==m.currentEdgeStyle.edgeStyle?"geSprite geSprite-"+("vertical"==m.currentEdgeStyle.elbow? +"verticalisometric":"horizontalisometric"):"geSprite geSprite-orthogonal"),null!=this.toolbar.edgeShapeMenu&&(this.toolbar.edgeShapeMenu.getElementsByTagName("div")[0].className="link"==m.currentEdgeStyle.shape?"geSprite geSprite-linkedge":"flexArrow"==m.currentEdgeStyle.shape?"geSprite geSprite-arrow":"arrow"==m.currentEdgeStyle.shape?"geSprite geSprite-simplearrow":"geSprite geSprite-connection"))}));null!=this.toolbar&&(b=mxUtils.bind(this,function(){var P=m.currentVertexStyle.fontFamily||"Helvetica", +da=String(m.currentVertexStyle.fontSize||"12"),ja=m.getView().getState(m.getSelectionCell());null!=ja&&(P=ja.style[mxConstants.STYLE_FONTFAMILY]||P,da=ja.style[mxConstants.STYLE_FONTSIZE]||da,10<P.length&&(P=P.substring(0,8)+"..."));this.toolbar.setFontName(P);this.toolbar.setFontSize(da)}),m.getSelectionModel().addListener(mxEvent.CHANGE,b),m.getModel().addListener(mxEvent.CHANGE,b));m.addListener(mxEvent.CELLS_ADDED,function(P,da){P=da.getProperty("cells");da=da.getProperty("parent");null!=da&& +m.getModel().isLayer(da)&&!m.isCellVisible(da)&&null!=P&&0<P.length&&m.getModel().setVisible(da,!0)});this.gestureHandler=mxUtils.bind(this,function(P){null!=this.currentMenu&&mxEvent.getSource(P)!=this.currentMenu.div&&this.hideCurrentMenu()});mxEvent.addGestureListeners(document,this.gestureHandler);this.resizeHandler=mxUtils.bind(this,function(){window.setTimeout(mxUtils.bind(this,function(){null!=this.editor.graph&&this.refresh()}),0)});mxEvent.addListener(window,"resize",this.resizeHandler); +this.orientationChangeHandler=mxUtils.bind(this,function(){this.refresh()});mxEvent.addListener(window,"orientationchange",this.orientationChangeHandler);mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&(this.scrollHandler=mxUtils.bind(this,function(){window.scrollTo(0,0)}),mxEvent.addListener(window,"scroll",this.scrollHandler));this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.resetScrollbars()}));this.addListener("gridEnabledChanged",mxUtils.bind(this, +function(){m.view.validateBackground()}));this.addListener("backgroundColorChanged",mxUtils.bind(this,function(){m.view.validateBackground()}));m.addListener("gridSizeChanged",mxUtils.bind(this,function(){m.isGridEnabled()&&m.view.validateBackground()}));this.editor.resetGraph()}this.init();m.standalone||this.open()};EditorUi.compactUi=!0; +EditorUi.parsePng=function(b,e,k){function m(K,Q){var d=p;p+=Q;return K.substring(d,p)}function D(K){K=m(K,4);return K.charCodeAt(3)+(K.charCodeAt(2)<<8)+(K.charCodeAt(1)<<16)+(K.charCodeAt(0)<<24)}var p=0;if(m(b,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=k&&k();else if(m(b,4),"IHDR"!=m(b,4))null!=k&&k();else{m(b,17);do{k=D(b);var E=m(b,4);if(null!=e&&e(p-8,E,k))break;value=m(b,k);m(b,4);if("IEND"==E)break}while(k)}};mxUtils.extend(EditorUi,mxEventSource); EditorUi.prototype.splitSize=mxClient.IS_TOUCH||mxClient.IS_POINTER?12:8;EditorUi.prototype.menubarHeight=30;EditorUi.prototype.formatEnabled=!0;EditorUi.prototype.formatWidth=240;EditorUi.prototype.toolbarHeight=38;EditorUi.prototype.footerHeight=28;EditorUi.prototype.sidebarFooterHeight=34;EditorUi.prototype.hsplitPosition=640>=screen.width?118:"large"!=urlParams["sidebar-entries"]?212:240;EditorUi.prototype.allowAnimation=!0;EditorUi.prototype.lightboxMaxFitScale=2; EditorUi.prototype.lightboxVerticalDivider=4;EditorUi.prototype.hsplitClickEnabled=!1; -EditorUi.prototype.init=function(){var b=this.editor.graph;if(!b.standalone){"0"!=urlParams["shape-picker"]&&this.installShapePicker();mxEvent.addListener(b.container,"scroll",mxUtils.bind(this,function(){b.tooltipHandler.hide();null!=b.connectionHandler&&null!=b.connectionHandler.constraintHandler&&b.connectionHandler.constraintHandler.reset()}));b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){b.tooltipHandler.hide();var n=b.getRubberband();null!=n&&n.cancel()}));mxEvent.addListener(b.container, -"keydown",mxUtils.bind(this,function(n){this.onKeyDown(n)}));mxEvent.addListener(b.container,"keypress",mxUtils.bind(this,function(n){this.onKeyPress(n)}));this.addUndoListener();this.addBeforeUnloadListener();b.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));b.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));var e=b.setDefaultParent,k=this;this.editor.graph.setDefaultParent=function(){e.apply(this, +EditorUi.prototype.init=function(){var b=this.editor.graph;if(!b.standalone){"0"!=urlParams["shape-picker"]&&this.installShapePicker();mxEvent.addListener(b.container,"scroll",mxUtils.bind(this,function(){b.tooltipHandler.hide();null!=b.connectionHandler&&null!=b.connectionHandler.constraintHandler&&b.connectionHandler.constraintHandler.reset()}));b.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){b.tooltipHandler.hide();var m=b.getRubberband();null!=m&&m.cancel()}));mxEvent.addListener(b.container, +"keydown",mxUtils.bind(this,function(m){this.onKeyDown(m)}));mxEvent.addListener(b.container,"keypress",mxUtils.bind(this,function(m){this.onKeyPress(m)}));this.addUndoListener();this.addBeforeUnloadListener();b.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));b.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){this.updateActionStates()}));var e=b.setDefaultParent,k=this;this.editor.graph.setDefaultParent=function(){e.apply(this, arguments);k.updateActionStates()};b.editLink=k.actions.get("editLink").funct;this.updateActionStates();this.initClipboard();this.initCanvas();null!=this.format&&this.format.init()}};EditorUi.prototype.clearSelectionState=function(){this.selectionState=null};EditorUi.prototype.getSelectionState=function(){null==this.selectionState&&(this.selectionState=this.createSelectionState());return this.selectionState}; -EditorUi.prototype.createSelectionState=function(){for(var b=this.editor.graph,e=b.getSelectionCells(),k=this.initSelectionState(),n=!0,D=0;D<e.length;D++){var t=b.getCurrentCellStyle(e[D]);"0"!=mxUtils.getValue(t,mxConstants.STYLE_EDITABLE,"1")&&(this.updateSelectionStateForCell(k,e[D],e,n),n=!1)}this.updateSelectionStateForTableCells(k);return k}; +EditorUi.prototype.createSelectionState=function(){for(var b=this.editor.graph,e=b.getSelectionCells(),k=this.initSelectionState(),m=!0,D=0;D<e.length;D++){var p=b.getCurrentCellStyle(e[D]);"0"!=mxUtils.getValue(p,mxConstants.STYLE_EDITABLE,"1")&&(this.updateSelectionStateForCell(k,e[D],e,m),m=!1)}this.updateSelectionStateForTableCells(k);return k}; EditorUi.prototype.initSelectionState=function(){return{vertices:[],edges:[],cells:[],x:null,y:null,width:null,height:null,style:{},containsImage:!1,containsLabel:!1,fill:!0,glass:!0,rounded:!0,autoSize:!1,image:!0,shadow:!0,lineJumps:!0,resizable:!0,table:!1,cell:!1,row:!1,movable:!0,rotatable:!0,stroke:!0,swimlane:!1,unlocked:this.editor.graph.isEnabled(),connections:!1}}; -EditorUi.prototype.updateSelectionStateForTableCells=function(b){if(1<b.cells.length&&b.cell){for(var e=mxUtils.sortCells(b.cells),k=this.editor.graph.model,n=k.getParent(e[0]),D=k.getParent(n),t=n.getIndex(e[0]),E=D.getIndex(n),d=null,f=1,g=1,l=0,q=E<D.getChildCount()-1?k.getChildAt(k.getChildAt(D,E+1),t):null;l<e.length-1;){var z=e[++l];null==q||q!=z||null!=d&&f!=d||(d=f,f=0,g++,n=k.getParent(q),q=E+g<D.getChildCount()?k.getChildAt(k.getChildAt(D,E+g),t):null);var F=this.editor.graph.view.getState(z); -if(z==k.getChildAt(n,t+f)&&null!=F&&1==mxUtils.getValue(F.style,"colspan",1)&&1==mxUtils.getValue(F.style,"rowspan",1))f++;else break}l==g*f-1&&(b.mergeCell=e[0],b.colspan=f,b.rowspan=g)}}; -EditorUi.prototype.updateSelectionStateForCell=function(b,e,k,n){k=this.editor.graph;b.cells.push(e);if(k.getModel().isVertex(e)){b.connections=0<k.model.getEdgeCount(e);b.unlocked=b.unlocked&&!k.isCellLocked(e);b.resizable=b.resizable&&k.isCellResizable(e);b.rotatable=b.rotatable&&k.isCellRotatable(e);b.movable=b.movable&&k.isCellMovable(e)&&!k.isTableRow(e)&&!k.isTableCell(e);b.swimlane=b.swimlane||k.isSwimlane(e);b.table=b.table||k.isTable(e);b.cell=b.cell||k.isTableCell(e);b.row=b.row||k.isTableRow(e); -b.vertices.push(e);var D=k.getCellGeometry(e);if(null!=D&&(0<D.width?null==b.width?b.width=D.width:b.width!=D.width&&(b.width=""):b.containsLabel=!0,0<D.height?null==b.height?b.height=D.height:b.height!=D.height&&(b.height=""):b.containsLabel=!0,!D.relative||null!=D.offset)){var t=D.relative?D.offset.x:D.x;D=D.relative?D.offset.y:D.y;null==b.x?b.x=t:b.x!=t&&(b.x="");null==b.y?b.y=D:b.y!=D&&(b.y="")}}else k.getModel().isEdge(e)&&(b.edges.push(e),b.connections=!0,b.resizable=!1,b.rotatable=!1,b.movable= -!1);e=k.view.getState(e);null!=e&&(b.autoSize=b.autoSize||k.isAutoSizeState(e),b.glass=b.glass&&k.isGlassState(e),b.rounded=b.rounded&&k.isRoundedState(e),b.lineJumps=b.lineJumps&&k.isLineJumpState(e),b.image=b.image&&k.isImageState(e),b.shadow=b.shadow&&k.isShadowState(e),b.fill=b.fill&&k.isFillState(e),b.stroke=b.stroke&&k.isStrokeState(e),t=mxUtils.getValue(e.style,mxConstants.STYLE_SHAPE,null),b.containsImage=b.containsImage||"image"==t,k.mergeStyle(e.style,b.style,n))}; -EditorUi.prototype.installShapePicker=function(){var b=this.editor.graph,e=this;b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(f,g){"mouseDown"==g.getProperty("eventName")&&e.hideShapePicker()}));var k=mxUtils.bind(this,function(){e.hideShapePicker(!0)});b.addListener("wheel",k);b.addListener(mxEvent.ESCAPE,k);b.view.addListener(mxEvent.SCALE,k);b.view.addListener(mxEvent.SCALE_AND_TRANSLATE,k);b.getSelectionModel().addListener(mxEvent.CHANGE,k);var n=b.popupMenuHandler.isMenuShowing; -b.popupMenuHandler.isMenuShowing=function(){return n.apply(this,arguments)||null!=e.shapePicker};var D=b.dblClick;b.dblClick=function(f,g){if(this.isEnabled())if(null!=g||null==e.sidebar||mxEvent.isShiftDown(f)||b.isCellLocked(b.getDefaultParent()))D.apply(this,arguments);else{var l=mxUtils.convertPoint(this.container,mxEvent.getClientX(f),mxEvent.getClientY(f));mxEvent.consume(f);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(l.x,l.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", -k);var t=this.hoverIcons.drag;this.hoverIcons.drag=function(){e.hideShapePicker();t.apply(this,arguments)};var E=this.hoverIcons.execute;this.hoverIcons.execute=function(f,g,l){var q=l.getEvent();this.graph.isCloneEvent(q)||mxEvent.isShiftDown(q)?E.apply(this,arguments):this.graph.connectVertex(f.cell,g,this.graph.defaultEdgeLength,q,null,null,mxUtils.bind(this,function(z,F,C){var I=b.getCompositeParent(f.cell);z=b.getCellGeometry(I);for(l.consume();null!=I&&b.model.isVertex(I)&&null!=z&&z.relative;)cell= -I,I=b.model.getParent(cell),z=b.getCellGeometry(I);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(l.getGraphX(),l.getGraphY(),I,mxUtils.bind(this,function(G){C(G);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(G))}),g)}),30)}),mxUtils.bind(this,function(z){this.graph.selectCellsForConnectVertex(z,q,this)}))};var d=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(f,g){null!=d&&window.clearTimeout(d);d=window.setTimeout(mxUtils.bind(this,function(){var l= -g.getProperty("arrow"),q=g.getProperty("direction"),z=g.getProperty("event");l=l.getBoundingClientRect();var F=mxUtils.getOffset(b.container),C=b.container.scrollLeft+l.x-F.x;F=b.container.scrollTop+l.y-F.y;var I=b.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),G=e.showShapePicker(C,F,I,mxUtils.bind(this,function(Z){null!=Z&&b.connectVertex(I,q,b.defaultEdgeLength,z,!0,!0,function(ca,ba,Y){Y(Z);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(Z))}, -function(ca){b.selectCellsForConnectVertex(ca)},z,this.hoverIcons)}),q,!0);this.centerShapePicker(G,l,C,F,q);mxUtils.setOpacity(G,30);mxEvent.addListener(G,"mouseenter",function(){mxUtils.setOpacity(G,100)});mxEvent.addListener(G,"mouseleave",function(){e.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(f,g){null!=d&&window.clearTimeout(d)}))}}; -EditorUi.prototype.centerShapePicker=function(b,e,k,n,D){if(D==mxConstants.DIRECTION_EAST||D==mxConstants.DIRECTION_WEST)b.style.width="40px";var t=b.getBoundingClientRect();D==mxConstants.DIRECTION_NORTH?(k-=t.width/2-10,n-=t.height+6):D==mxConstants.DIRECTION_SOUTH?(k-=t.width/2-10,n+=e.height+6):D==mxConstants.DIRECTION_WEST?(k-=t.width+6,n-=t.height/2-10):D==mxConstants.DIRECTION_EAST&&(k+=e.width+6,n-=t.height/2-10);b.style.left=k+"px";b.style.top=n+"px"}; -EditorUi.prototype.showShapePicker=function(b,e,k,n,D,t){b=this.createShapePicker(b,e,k,n,D,mxUtils.bind(this,function(){this.hideShapePicker()}),this.getCellsForShapePicker(k,t),t);null!=b&&(null==this.hoverIcons||t||this.hoverIcons.reset(),t=this.editor.graph,t.popupMenuHandler.hideMenu(),t.tooltipHandler.hideTooltip(),this.hideCurrentMenu(),this.hideShapePicker(),this.shapePickerCallback=n,this.shapePicker=b);return b}; -EditorUi.prototype.createShapePicker=function(b,e,k,n,D,t,E,d){var f=null;if(null!=E&&0<E.length){var g=this,l=this.editor.graph;f=document.createElement("div");D=l.view.getState(k);var q=null==k||null!=D&&l.isTransparentState(D)?null:l.copyStyle(k);k=6>E.length?35*E.length:140;f.className="geToolbarContainer geSidebarContainer";f.style.cssText="position:absolute;left:"+b+"px;top:"+e+"px;width:"+k+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ -mxPopupMenu.prototype.zIndex+1+";";d||mxUtils.setPrefixedStyle(f.style,"transform","translate(-22px,-22px)");null!=l.background&&l.background!=mxConstants.NONE&&(f.style.backgroundColor=l.background);l.container.appendChild(f);k=mxUtils.bind(this,function(z){var F=document.createElement("a");F.className="geItem";F.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";f.appendChild(F);null!=q&&"1"!=urlParams.sketch? -this.sidebar.graph.pasteStyle(q,[z]):g.insertHandler([z],""!=z.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([z],25,25,F,null,!0,!1,z.geometry.width,z.geometry.height);mxEvent.addListener(F,"click",function(){var C=l.cloneCell(z);if(null!=n)n(C);else{C.geometry.x=l.snap(Math.round(b/l.view.scale)-l.view.translate.x-z.geometry.width/2);C.geometry.y=l.snap(Math.round(e/l.view.scale)-l.view.translate.y-z.geometry.height/2);l.model.beginUpdate();try{l.addCell(C)}finally{l.model.endUpdate()}l.setSelectionCell(C); -l.scrollCellToVisible(C);l.startEditingAtCell(C);null!=g.hoverIcons&&g.hoverIcons.update(l.view.getState(C))}null!=t&&t()})});for(D=0;D<(d?Math.min(E.length,4):E.length);D++)k(E[D]);E=f.offsetTop+f.clientHeight-(l.container.scrollTop+l.container.offsetHeight);0<E&&(f.style.top=Math.max(l.container.scrollTop+22,e-E)+"px");E=f.offsetLeft+f.clientWidth-(l.container.scrollLeft+l.container.offsetWidth);0<E&&(f.style.left=Math.max(l.container.scrollLeft+22,b-E)+"px")}return f}; -EditorUi.prototype.getCellsForShapePicker=function(b,e){e=mxUtils.bind(this,function(k,n,D,t){return this.editor.graph.createVertex(null,null,t||"",0,0,n||120,D||60,k,!1)});return[null!=b?this.editor.graph.cloneCell(b):e("text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;",40,20,"Text"),e("whiteSpace=wrap;html=1;"),e("ellipse;whiteSpace=wrap;html=1;"),e("rhombus;whiteSpace=wrap;html=1;",80,80),e("rounded=1;whiteSpace=wrap;html=1;"),e("shape=parallelogram;perimeter=parallelogramPerimeter;whiteSpace=wrap;html=1;fixedSize=1;"), +EditorUi.prototype.updateSelectionStateForTableCells=function(b){if(1<b.cells.length&&b.cell){for(var e=mxUtils.sortCells(b.cells),k=this.editor.graph.model,m=k.getParent(e[0]),D=k.getParent(m),p=m.getIndex(e[0]),E=D.getIndex(m),K=null,Q=1,d=1,f=0,g=E<D.getChildCount()-1?k.getChildAt(k.getChildAt(D,E+1),p):null;f<e.length-1;){var x=e[++f];null==g||g!=x||null!=K&&Q!=K||(K=Q,Q=0,d++,m=k.getParent(g),g=E+d<D.getChildCount()?k.getChildAt(k.getChildAt(D,E+d),p):null);var z=this.editor.graph.view.getState(x); +if(x==k.getChildAt(m,p+Q)&&null!=z&&1==mxUtils.getValue(z.style,"colspan",1)&&1==mxUtils.getValue(z.style,"rowspan",1))Q++;else break}f==d*Q-1&&(b.mergeCell=e[0],b.colspan=Q,b.rowspan=d)}}; +EditorUi.prototype.updateSelectionStateForCell=function(b,e,k,m){k=this.editor.graph;b.cells.push(e);if(k.getModel().isVertex(e)){b.connections=0<k.model.getEdgeCount(e);b.unlocked=b.unlocked&&!k.isCellLocked(e);b.resizable=b.resizable&&k.isCellResizable(e);b.rotatable=b.rotatable&&k.isCellRotatable(e);b.movable=b.movable&&k.isCellMovable(e)&&!k.isTableRow(e)&&!k.isTableCell(e);b.swimlane=b.swimlane||k.isSwimlane(e);b.table=b.table||k.isTable(e);b.cell=b.cell||k.isTableCell(e);b.row=b.row||k.isTableRow(e); +b.vertices.push(e);var D=k.getCellGeometry(e);if(null!=D&&(0<D.width?null==b.width?b.width=D.width:b.width!=D.width&&(b.width=""):b.containsLabel=!0,0<D.height?null==b.height?b.height=D.height:b.height!=D.height&&(b.height=""):b.containsLabel=!0,!D.relative||null!=D.offset)){var p=D.relative?D.offset.x:D.x;D=D.relative?D.offset.y:D.y;null==b.x?b.x=p:b.x!=p&&(b.x="");null==b.y?b.y=D:b.y!=D&&(b.y="")}}else k.getModel().isEdge(e)&&(b.edges.push(e),b.connections=!0,b.resizable=!1,b.rotatable=!1,b.movable= +!1);e=k.view.getState(e);null!=e&&(b.autoSize=b.autoSize||k.isAutoSizeState(e),b.glass=b.glass&&k.isGlassState(e),b.rounded=b.rounded&&k.isRoundedState(e),b.lineJumps=b.lineJumps&&k.isLineJumpState(e),b.image=b.image&&k.isImageState(e),b.shadow=b.shadow&&k.isShadowState(e),b.fill=b.fill&&k.isFillState(e),b.stroke=b.stroke&&k.isStrokeState(e),p=mxUtils.getValue(e.style,mxConstants.STYLE_SHAPE,null),b.containsImage=b.containsImage||"image"==p,k.mergeStyle(e.style,b.style,m))}; +EditorUi.prototype.installShapePicker=function(){var b=this.editor.graph,e=this;b.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(Q,d){"mouseDown"==d.getProperty("eventName")&&e.hideShapePicker()}));var k=mxUtils.bind(this,function(){e.hideShapePicker(!0)});b.addListener("wheel",k);b.addListener(mxEvent.ESCAPE,k);b.view.addListener(mxEvent.SCALE,k);b.view.addListener(mxEvent.SCALE_AND_TRANSLATE,k);b.getSelectionModel().addListener(mxEvent.CHANGE,k);var m=b.popupMenuHandler.isMenuShowing; +b.popupMenuHandler.isMenuShowing=function(){return m.apply(this,arguments)||null!=e.shapePicker};var D=b.dblClick;b.dblClick=function(Q,d){if(this.isEnabled())if(null!=d||null==e.sidebar||mxEvent.isShiftDown(Q)||b.isCellLocked(b.getDefaultParent()))D.apply(this,arguments);else{var f=mxUtils.convertPoint(this.container,mxEvent.getClientX(Q),mxEvent.getClientY(Q));mxEvent.consume(Q);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(f.x,f.y)}),30)}};if(null!=this.hoverIcons){this.hoverIcons.addListener("reset", +k);var p=this.hoverIcons.drag;this.hoverIcons.drag=function(){e.hideShapePicker();p.apply(this,arguments)};var E=this.hoverIcons.execute;this.hoverIcons.execute=function(Q,d,f){var g=f.getEvent();this.graph.isCloneEvent(g)||mxEvent.isShiftDown(g)?E.apply(this,arguments):this.graph.connectVertex(Q.cell,d,this.graph.defaultEdgeLength,g,null,null,mxUtils.bind(this,function(x,z,u){var H=b.getCompositeParent(Q.cell);x=b.getCellGeometry(H);for(f.consume();null!=H&&b.model.isVertex(H)&&null!=x&&x.relative;)cell= +H,H=b.model.getParent(cell),x=b.getCellGeometry(H);window.setTimeout(mxUtils.bind(this,function(){e.showShapePicker(f.getGraphX(),f.getGraphY(),H,mxUtils.bind(this,function(L){u(L);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(L))}),d)}),30)}),mxUtils.bind(this,function(x){this.graph.selectCellsForConnectVertex(x,g,this)}))};var K=null;this.hoverIcons.addListener("focus",mxUtils.bind(this,function(Q,d){null!=K&&window.clearTimeout(K);K=window.setTimeout(mxUtils.bind(this,function(){var f= +d.getProperty("arrow"),g=d.getProperty("direction"),x=d.getProperty("event");f=f.getBoundingClientRect();var z=mxUtils.getOffset(b.container),u=b.container.scrollLeft+f.x-z.x;z=b.container.scrollTop+f.y-z.y;var H=b.getCompositeParent(null!=this.hoverIcons.currentState?this.hoverIcons.currentState.cell:null),L=e.showShapePicker(u,z,H,mxUtils.bind(this,function(C){null!=C&&b.connectVertex(H,g,b.defaultEdgeLength,x,!0,!0,function(G,V,U){U(C);null!=e.hoverIcons&&e.hoverIcons.update(b.view.getState(C))}, +function(G){b.selectCellsForConnectVertex(G)},x,this.hoverIcons)}),g,!0);this.centerShapePicker(L,f,u,z,g);mxUtils.setOpacity(L,30);mxEvent.addListener(L,"mouseenter",function(){mxUtils.setOpacity(L,100)});mxEvent.addListener(L,"mouseleave",function(){e.hideShapePicker()})}),Editor.shapePickerHoverDelay)}));this.hoverIcons.addListener("blur",mxUtils.bind(this,function(Q,d){null!=K&&window.clearTimeout(K)}))}}; +EditorUi.prototype.centerShapePicker=function(b,e,k,m,D){if(D==mxConstants.DIRECTION_EAST||D==mxConstants.DIRECTION_WEST)b.style.width="40px";var p=b.getBoundingClientRect();D==mxConstants.DIRECTION_NORTH?(k-=p.width/2-10,m-=p.height+6):D==mxConstants.DIRECTION_SOUTH?(k-=p.width/2-10,m+=e.height+6):D==mxConstants.DIRECTION_WEST?(k-=p.width+6,m-=p.height/2-10):D==mxConstants.DIRECTION_EAST&&(k+=e.width+6,m-=p.height/2-10);b.style.left=k+"px";b.style.top=m+"px"}; +EditorUi.prototype.showShapePicker=function(b,e,k,m,D,p){b=this.createShapePicker(b,e,k,m,D,mxUtils.bind(this,function(){this.hideShapePicker()}),this.getCellsForShapePicker(k,p),p);null!=b&&(null==this.hoverIcons||p||this.hoverIcons.reset(),p=this.editor.graph,p.popupMenuHandler.hideMenu(),p.tooltipHandler.hideTooltip(),this.hideCurrentMenu(),this.hideShapePicker(),this.shapePickerCallback=m,this.shapePicker=b);return b}; +EditorUi.prototype.createShapePicker=function(b,e,k,m,D,p,E,K){var Q=null;if(null!=E&&0<E.length){var d=this,f=this.editor.graph;Q=document.createElement("div");D=f.view.getState(k);var g=null==k||null!=D&&f.isTransparentState(D)?null:f.copyStyle(k);k=6>E.length?35*E.length:140;Q.className="geToolbarContainer geSidebarContainer";Q.style.cssText="position:absolute;left:"+b+"px;top:"+e+"px;width:"+k+"px;border-radius:10px;padding:4px;text-align:center;box-shadow:0px 0px 3px 1px #d1d1d1;padding: 6px 0 8px 0;z-index: "+ +mxPopupMenu.prototype.zIndex+1+";";K||mxUtils.setPrefixedStyle(Q.style,"transform","translate(-22px,-22px)");null!=f.background&&f.background!=mxConstants.NONE&&(Q.style.backgroundColor=f.background);f.container.appendChild(Q);k=mxUtils.bind(this,function(x){var z=document.createElement("a");z.className="geItem";z.style.cssText="position:relative;display:inline-block;position:relative;width:30px;height:30px;cursor:pointer;overflow:hidden;padding:3px 0 0 3px;";Q.appendChild(z);null!=g&&"1"!=urlParams.sketch? +this.sidebar.graph.pasteStyle(g,[x]):d.insertHandler([x],""!=x.value&&"1"!=urlParams.sketch,this.sidebar.graph.model);this.sidebar.createThumb([x],25,25,z,null,!0,!1,x.geometry.width,x.geometry.height);mxEvent.addListener(z,"click",function(){var u=f.cloneCell(x);if(null!=m)m(u);else{u.geometry.x=f.snap(Math.round(b/f.view.scale)-f.view.translate.x-x.geometry.width/2);u.geometry.y=f.snap(Math.round(e/f.view.scale)-f.view.translate.y-x.geometry.height/2);f.model.beginUpdate();try{f.addCell(u)}finally{f.model.endUpdate()}f.setSelectionCell(u); +f.scrollCellToVisible(u);f.startEditingAtCell(u);null!=d.hoverIcons&&d.hoverIcons.update(f.view.getState(u))}null!=p&&p()})});for(D=0;D<(K?Math.min(E.length,4):E.length);D++)k(E[D]);E=Q.offsetTop+Q.clientHeight-(f.container.scrollTop+f.container.offsetHeight);0<E&&(Q.style.top=Math.max(f.container.scrollTop+22,e-E)+"px");E=Q.offsetLeft+Q.clientWidth-(f.container.scrollLeft+f.container.offsetWidth);0<E&&(Q.style.left=Math.max(f.container.scrollLeft+22,b-E)+"px")}return Q}; +EditorUi.prototype.getCellsForShapePicker=function(b,e){e=mxUtils.bind(this,function(k,m,D,p){return this.editor.graph.createVertex(null,null,p||"",0,0,m||120,D||60,k,!1)});return[null!=b?this.editor.graph.cloneCell(b):e("text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;",40,20,"Text"),e("whiteSpace=wrap;html=1;"),e("ellipse;whiteSpace=wrap;html=1;"),e("rhombus;whiteSpace=wrap;html=1;",80,80),e("rounded=1;whiteSpace=wrap;html=1;"),e("shape=parallelogram;perimeter=parallelogramPerimeter;whiteSpace=wrap;html=1;fixedSize=1;"), e("shape=trapezoid;perimeter=trapezoidPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,60),e("shape=hexagon;perimeter=hexagonPerimeter2;whiteSpace=wrap;html=1;fixedSize=1;",120,80),e("shape=step;perimeter=stepPerimeter;whiteSpace=wrap;html=1;fixedSize=1;",120,80),e("shape=process;whiteSpace=wrap;html=1;backgroundOutline=1;"),e("triangle;whiteSpace=wrap;html=1;",60,80),e("shape=document;whiteSpace=wrap;html=1;boundedLbl=1;",120,80),e("shape=tape;whiteSpace=wrap;html=1;",120,100),e("ellipse;shape=cloud;whiteSpace=wrap;html=1;", 120,80),e("shape=singleArrow;whiteSpace=wrap;html=1;arrowWidth=0.4;arrowSize=0.4;",80,60),e("shape=waypoint;sketch=0;size=6;pointerEvents=1;points=[];fillColor=none;resizable=0;rotatable=0;perimeter=centerPerimeter;snapToPoint=1;",40,40)]};EditorUi.prototype.hideShapePicker=function(b){null!=this.shapePicker&&(this.shapePicker.parentNode.removeChild(this.shapePicker),this.shapePicker=null,b||null==this.shapePickerCallback||this.shapePickerCallback(),this.shapePickerCallback=null)}; -EditorUi.prototype.onKeyDown=function(b){var e=this.editor.graph;if(9==b.which&&e.isEnabled()&&!mxEvent.isControlDown(b)){if(e.isEditing())if(mxEvent.isAltDown(b))e.stopEditing(!1);else try{var k=e.cellEditor.isContentEditing()&&e.cellEditor.isTextSelected();if(window.getSelection&&e.cellEditor.isContentEditing()&&!k&&!mxClient.IS_IE&&!mxClient.IS_IE11){var n=window.getSelection(),D=0<n.rangeCount?n.getRangeAt(0).commonAncestorContainer:null;k=null!=D&&("LI"==D.nodeName||null!=D.parentNode&&"LI"== -D.parentNode.nodeName)}k?document.execCommand(mxEvent.isShiftDown(b)?"outdent":"indent",!1,null):mxEvent.isShiftDown(b)?e.stopEditing(!1):e.cellEditor.insertTab(e.cellEditor.isContentEditing()?null:4)}catch(t){}else mxEvent.isAltDown(b)?e.selectParentCell():e.selectCell(!mxEvent.isShiftDown(b));mxEvent.consume(b)}}; +EditorUi.prototype.onKeyDown=function(b){var e=this.editor.graph;if(9==b.which&&e.isEnabled()&&!mxEvent.isControlDown(b)){if(e.isEditing())if(mxEvent.isAltDown(b))e.stopEditing(!1);else try{var k=e.cellEditor.isContentEditing()&&e.cellEditor.isTextSelected();if(window.getSelection&&e.cellEditor.isContentEditing()&&!k&&!mxClient.IS_IE&&!mxClient.IS_IE11){var m=window.getSelection(),D=0<m.rangeCount?m.getRangeAt(0).commonAncestorContainer:null;k=null!=D&&("LI"==D.nodeName||null!=D.parentNode&&"LI"== +D.parentNode.nodeName)}k?document.execCommand(mxEvent.isShiftDown(b)?"outdent":"indent",!1,null):mxEvent.isShiftDown(b)?e.stopEditing(!1):e.cellEditor.insertTab(e.cellEditor.isContentEditing()?null:4)}catch(p){}else mxEvent.isAltDown(b)?e.selectParentCell():e.selectCell(!mxEvent.isShiftDown(b));mxEvent.consume(b)}}; EditorUi.prototype.onKeyPress=function(b){var e=this.editor.graph;!this.isImmediateEditingEvent(b)||e.isEditing()||e.isSelectionEmpty()||0===b.which||27===b.which||mxEvent.isAltDown(b)||mxEvent.isControlDown(b)||mxEvent.isMetaDown(b)||(e.escape(),e.startEditing(),mxClient.IS_FF&&(e=e.cellEditor,null!=e.textarea&&(e.textarea.innerHTML=String.fromCharCode(b.which),b=document.createRange(),b.selectNodeContents(e.textarea),b.collapse(!1),e=window.getSelection(),e.removeAllRanges(),e.addRange(b))))}; EditorUi.prototype.isImmediateEditingEvent=function(b){return!0}; -EditorUi.prototype.updateCssForMarker=function(b,e,k,n,D){b.style.verticalAlign="top";b.style.height="21px";b.style.width="21px";b.innerText="";"flexArrow"==k?b.className=null!=n&&n!=mxConstants.NONE?"geSprite geSprite-"+e+"blocktrans":"geSprite geSprite-noarrow":(k=this.getImageForMarker(n,D),null!=k?(n=document.createElement("img"),n.style.position="absolute",n.style.marginTop="0.5px",n.setAttribute("src",k),b.className="","end"==e&&mxUtils.setPrefixedStyle(n.style,"transform","scaleX(-1)"),Editor.isDarkMode()&& -(n.style.filter="invert(100%)"),b.appendChild(n)):(b.className="geSprite geSprite-noarrow",b.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),b.style.backgroundImage="none",b.style.verticalAlign="top",b.style.marginTop="4px",b.style.fontSize="10px",b.style.filter="none",b.style.color=this.defaultStrokeColor,b.nextSibling.style.marginTop="0px"))}; +EditorUi.prototype.updateCssForMarker=function(b,e,k,m,D){b.style.verticalAlign="top";b.style.height="21px";b.style.width="21px";b.innerText="";"flexArrow"==k?b.className=null!=m&&m!=mxConstants.NONE?"geSprite geSprite-"+e+"blocktrans":"geSprite geSprite-noarrow":(k=this.getImageForMarker(m,D),null!=k?(m=document.createElement("img"),m.className="geAdaptiveAsset",m.style.position="absolute",m.style.marginTop="0.5px",m.setAttribute("src",k),b.className="","end"==e&&mxUtils.setPrefixedStyle(m.style, +"transform","scaleX(-1)"),b.appendChild(m)):(b.className="geSprite geSprite-noarrow",b.innerHTML=mxUtils.htmlEntities(mxResources.get("none")),b.style.backgroundImage="none",b.style.verticalAlign="top",b.style.marginTop="4px",b.style.fontSize="10px",b.style.filter="none",b.style.color=this.defaultStrokeColor,b.nextSibling.style.marginTop="0px"))}; EditorUi.prototype.getImageForMarker=function(b,e){var k=null;b==mxConstants.ARROW_CLASSIC?k="1"!=e?Format.classicMarkerImage.src:Format.classicFilledMarkerImage.src:b==mxConstants.ARROW_CLASSIC_THIN?k="1"!=e?Format.classicThinMarkerImage.src:Format.openThinFilledMarkerImage.src:b==mxConstants.ARROW_OPEN?k=Format.openFilledMarkerImage.src:b==mxConstants.ARROW_OPEN_THIN?k=Format.openThinFilledMarkerImage.src:b==mxConstants.ARROW_BLOCK?k="1"!=e?Format.blockMarkerImage.src:Format.blockFilledMarkerImage.src: b==mxConstants.ARROW_BLOCK_THIN?k="1"!=e?Format.blockThinMarkerImage.src:Format.blockThinFilledMarkerImage.src:b==mxConstants.ARROW_OVAL?k="1"!=e?Format.ovalMarkerImage.src:Format.ovalFilledMarkerImage.src:b==mxConstants.ARROW_DIAMOND?k="1"!=e?Format.diamondMarkerImage.src:Format.diamondFilledMarkerImage.src:b==mxConstants.ARROW_DIAMOND_THIN?k="1"!=e?Format.diamondThinMarkerImage.src:Format.diamondThinFilledMarkerImage.src:"doubleBlock"==b?k="1"!=e?Format.doubleBlockMarkerImage.src:Format.doubleBlockFilledMarkerImage.src: "box"==b?k=Format.boxMarkerImage.src:"halfCircle"==b?k=Format.halfCircleMarkerImage.src:"openAsync"==b?k=Format.openAsyncFilledMarkerImage.src:"async"==b?k="1"!=e?Format.asyncMarkerImage.src:Format.asyncFilledMarkerImage.src:"dash"==b?k=Format.dashMarkerImage.src:"baseDash"==b?k=Format.baseDashMarkerImage.src:"cross"==b?k=Format.crossMarkerImage.src:"circle"==b?k=Format.circleMarkerImage.src:"circlePlus"==b?k=Format.circlePlusMarkerImage.src:"ERone"==b?k=Format.EROneMarkerImage.src:"ERmandOne"==b? k=Format.ERmandOneMarkerImage.src:"ERmany"==b?k=Format.ERmanyMarkerImage.src:"ERoneToMany"==b?k=Format.ERoneToManyMarkerImage.src:"ERzeroToOne"==b?k=Format.ERzeroToOneMarkerImage.src:"ERzeroToMany"==b&&(k=Format.ERzeroToManyMarkerImage.src);return k};EditorUi.prototype.createMenus=function(){return null}; EditorUi.prototype.updatePasteActionStates=function(){var b=this.editor.graph,e=this.actions.get("paste"),k=this.actions.get("pasteHere");e.setEnabled(this.editor.graph.cellEditor.isContentEditing()||(!mxClient.IS_FF&&null!=navigator.clipboard||!mxClipboard.isEmpty())&&b.isEnabled()&&!b.isCellLocked(b.getDefaultParent()));k.setEnabled(e.isEnabled())}; -EditorUi.prototype.initClipboard=function(){var b=this,e=mxClipboard.cut;mxClipboard.cut=function(t){t.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):e.apply(this,arguments);b.updatePasteActionStates()};mxClipboard.copy=function(t){var E=null;if(t.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{E=E||t.getSelectionCells();E=t.getExportableCells(t.model.getTopmostCells(E));for(var d={},f=t.createCellLookup(E),g=t.cloneCells(E,null,d),l=new mxGraphModel,q=l.getChildAt(l.getRoot(), -0),z=0;z<g.length;z++){l.add(q,g[z]);var F=t.view.getState(E[z]);if(null!=F){var C=t.getCellGeometry(g[z]);null!=C&&C.relative&&!l.isEdge(E[z])&&null==f[mxObjectIdentity.get(l.getParent(E[z]))]&&(C.offset=null,C.relative=!1,C.x=F.x/F.view.scale-F.view.translate.x,C.y=F.y/F.view.scale-F.view.translate.y)}}t.updateCustomLinks(t.createCellMapping(d,f),g);mxClipboard.insertCount=1;mxClipboard.setCells(g)}b.updatePasteActionStates();return E};var k=mxClipboard.paste;mxClipboard.paste=function(t){var E= -null;t.cellEditor.isContentEditing()?document.execCommand("paste",!1,null):E=k.apply(this,arguments);b.updatePasteActionStates();return E};var n=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){n.apply(this,arguments);b.updatePasteActionStates()};var D=this.editor.graph.cellEditor.stopEditing;this.editor.graph.cellEditor.stopEditing=function(t,E){D.apply(this,arguments);b.updatePasteActionStates()};this.updatePasteActionStates()}; +EditorUi.prototype.initClipboard=function(){var b=this,e=mxClipboard.cut;mxClipboard.cut=function(p){p.cellEditor.isContentEditing()?document.execCommand("cut",!1,null):e.apply(this,arguments);b.updatePasteActionStates()};mxClipboard.copy=function(p){var E=null;if(p.cellEditor.isContentEditing())document.execCommand("copy",!1,null);else{E=E||p.getSelectionCells();E=p.getExportableCells(p.model.getTopmostCells(E));for(var K={},Q=p.createCellLookup(E),d=p.cloneCells(E,null,K),f=new mxGraphModel,g=f.getChildAt(f.getRoot(), +0),x=0;x<d.length;x++){f.add(g,d[x]);var z=p.view.getState(E[x]);if(null!=z){var u=p.getCellGeometry(d[x]);null!=u&&u.relative&&!f.isEdge(E[x])&&null==Q[mxObjectIdentity.get(f.getParent(E[x]))]&&(u.offset=null,u.relative=!1,u.x=z.x/z.view.scale-z.view.translate.x,u.y=z.y/z.view.scale-z.view.translate.y)}}p.updateCustomLinks(p.createCellMapping(K,Q),d);mxClipboard.insertCount=1;mxClipboard.setCells(d)}b.updatePasteActionStates();return E};var k=mxClipboard.paste;mxClipboard.paste=function(p){var E= +null;p.cellEditor.isContentEditing()?document.execCommand("paste",!1,null):E=k.apply(this,arguments);b.updatePasteActionStates();return E};var m=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){m.apply(this,arguments);b.updatePasteActionStates()};var D=this.editor.graph.cellEditor.stopEditing;this.editor.graph.cellEditor.stopEditing=function(p,E){D.apply(this,arguments);b.updatePasteActionStates()};this.updatePasteActionStates()}; EditorUi.prototype.lazyZoomDelay=20;EditorUi.prototype.wheelZoomDelay=400;EditorUi.prototype.buttonZoomDelay=600; -EditorUi.prototype.initCanvas=function(){var b=this.editor.graph;b.timerAutoScroll=!0;b.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((b.container.offsetWidth-34)/b.view.scale)),Math.max(0,Math.round((b.container.offsetHeight-34)/b.view.scale)))};b.view.getBackgroundPageBounds=function(){var L=this.graph.getPageLayout(),S=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+L.x*S.width),this.scale*(this.translate.y+L.y*S.height),this.scale*L.width*S.width, -this.scale*L.height*S.height)};b.getPreferredPageSize=function(L,S,ja){L=this.getPageLayout();S=this.getPageSize();return new mxRectangle(0,0,L.width*S.width,L.height*S.height)};var e=null,k=this;if(this.editor.isChromelessView()){this.chromelessResize=e=mxUtils.bind(this,function(L,S,ja,ma){if(null!=b.container&&!b.isViewer()){ja=null!=ja?ja:0;ma=null!=ma?ma:0;var u=b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds(),H=mxUtils.hasScrollbars(b.container),P=b.view.translate,V=b.view.scale, -Q=mxRectangle.fromRectangle(u);Q.x=Q.x/V-P.x;Q.y=Q.y/V-P.y;Q.width/=V;Q.height/=V;P=b.container.scrollTop;var da=b.container.scrollLeft,ea=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)ea+=3;var fa=b.container.offsetWidth-ea;ea=b.container.offsetHeight-ea;L=L?Math.max(.3,Math.min(S||1,fa/Q.width)):V;S=(fa-L*Q.width)/2/L;var pa=0==this.lightboxVerticalDivider?0:(ea-L*Q.height)/this.lightboxVerticalDivider/L;H&&(S=Math.max(S,0),pa=Math.max(pa,0));if(H||u.width< -fa||u.height<ea)b.view.scaleAndTranslate(L,Math.floor(S-Q.x),Math.floor(pa-Q.y)),b.container.scrollTop=P*L/V,b.container.scrollLeft=da*L/V;else if(0!=ja||0!=ma)u=b.view.translate,b.view.setTranslate(Math.floor(u.x+ja/V),Math.floor(u.y+ma/V))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var n=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",n);this.destroyFunctions.push(function(){mxEvent.removeListener(window, -"resize",n)});this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.chromelessResize(!0)}));this.actions.get("zoomIn").funct=mxUtils.bind(this,function(L){b.zoomIn();this.chromelessResize(!1)});this.actions.get("zoomOut").funct=mxUtils.bind(this,function(L){b.zoomOut();this.chromelessResize(!1)});if("0"!=urlParams.toolbar){var D=JSON.parse(decodeURIComponent(urlParams["toolbar-config"]||"{}"));this.chromelessToolbar=document.createElement("div");this.chromelessToolbar.style.position= +EditorUi.prototype.initCanvas=function(){var b=this.editor.graph;b.timerAutoScroll=!0;b.getPagePadding=function(){return new mxPoint(Math.max(0,Math.round((b.container.offsetWidth-34)/b.view.scale)),Math.max(0,Math.round((b.container.offsetHeight-34)/b.view.scale)))};b.view.getBackgroundPageBounds=function(){var P=this.graph.getPageLayout(),da=this.graph.getPageSize();return new mxRectangle(this.scale*(this.translate.x+P.x*da.width),this.scale*(this.translate.y+P.y*da.height),this.scale*P.width*da.width, +this.scale*P.height*da.height)};b.getPreferredPageSize=function(P,da,ja){P=this.getPageLayout();da=this.getPageSize();return new mxRectangle(0,0,P.width*da.width,P.height*da.height)};var e=null,k=this;if(this.editor.isChromelessView()){this.chromelessResize=e=mxUtils.bind(this,function(P,da,ja,ka){if(null!=b.container&&!b.isViewer()){ja=null!=ja?ja:0;ka=null!=ka?ka:0;var q=b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds(),F=mxUtils.hasScrollbars(b.container),R=b.view.translate,W=b.view.scale, +T=mxRectangle.fromRectangle(q);T.x=T.x/W-R.x;T.y=T.y/W-R.y;T.width/=W;T.height/=W;R=b.container.scrollTop;var ba=b.container.scrollLeft,ia=8<=document.documentMode?20:14;if(8==document.documentMode||9==document.documentMode)ia+=3;var ra=b.container.offsetWidth-ia;ia=b.container.offsetHeight-ia;P=P?Math.max(.3,Math.min(da||1,ra/T.width)):W;da=(ra-P*T.width)/2/P;var ta=0==this.lightboxVerticalDivider?0:(ia-P*T.height)/this.lightboxVerticalDivider/P;F&&(da=Math.max(da,0),ta=Math.max(ta,0));if(F||q.width< +ra||q.height<ia)b.view.scaleAndTranslate(P,Math.floor(da-T.x),Math.floor(ta-T.y)),b.container.scrollTop=R*P/W,b.container.scrollLeft=ba*P/W;else if(0!=ja||0!=ka)q=b.view.translate,b.view.setTranslate(Math.floor(q.x+ja/W),Math.floor(q.y+ka/W))}});this.chromelessWindowResize=mxUtils.bind(this,function(){this.chromelessResize(!1)});var m=mxUtils.bind(this,function(){this.chromelessWindowResize(!1)});mxEvent.addListener(window,"resize",m);this.destroyFunctions.push(function(){mxEvent.removeListener(window, +"resize",m)});this.editor.addListener("resetGraphView",mxUtils.bind(this,function(){this.chromelessResize(!0)}));this.actions.get("zoomIn").funct=mxUtils.bind(this,function(P){b.zoomIn();this.chromelessResize(!1)});this.actions.get("zoomOut").funct=mxUtils.bind(this,function(P){b.zoomOut();this.chromelessResize(!1)});if("0"!=urlParams.toolbar){var D=JSON.parse(decodeURIComponent(urlParams["toolbar-config"]||"{}"));this.chromelessToolbar=document.createElement("div");this.chromelessToolbar.style.position= "fixed";this.chromelessToolbar.style.overflow="hidden";this.chromelessToolbar.style.boxSizing="border-box";this.chromelessToolbar.style.whiteSpace="nowrap";this.chromelessToolbar.style.padding="10px 10px 8px 10px";this.chromelessToolbar.style.left=b.isViewer()?"0":"50%";mxClient.IS_IE||mxClient.IS_IE11?(this.chromelessToolbar.style.backgroundColor="#ffffff",this.chromelessToolbar.style.border="3px solid black"):this.chromelessToolbar.style.backgroundColor="#000000";mxUtils.setPrefixedStyle(this.chromelessToolbar.style, -"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var t=mxUtils.bind(this,function(){var L=mxUtils.getCurrentStyle(b.container);b.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=L?parseInt(L["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",t);t();var E=0;t=mxUtils.bind(this,function(L,S,ja){E++; -var ma=document.createElement("span");ma.style.paddingLeft="8px";ma.style.paddingRight="8px";ma.style.cursor="pointer";mxEvent.addListener(ma,"click",L);null!=ja&&ma.setAttribute("title",ja);L=document.createElement("img");L.setAttribute("border","0");L.setAttribute("src",S);L.style.width="36px";L.style.filter="invert(100%)";ma.appendChild(L);this.chromelessToolbar.appendChild(ma);return ma});null!=D.backBtn&&t(mxUtils.bind(this,function(L){window.location.href=D.backBtn.url;mxEvent.consume(L)}), -Editor.backImage,mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var d=t(mxUtils.bind(this,function(L){this.actions.get("previousPage").funct();mxEvent.consume(L)}),Editor.previousImage,mxResources.get("previousPage")),f=document.createElement("div");f.style.fontFamily=Editor.defaultHtmlFont;f.style.display="inline-block";f.style.verticalAlign="top";f.style.fontWeight="bold";f.style.marginTop="8px";f.style.fontSize="14px";f.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff"; -this.chromelessToolbar.appendChild(f);var g=t(mxUtils.bind(this,function(L){this.actions.get("nextPage").funct();mxEvent.consume(L)}),Editor.nextImage,mxResources.get("nextPage")),l=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(f.innerText="",mxUtils.write(f,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});d.style.paddingLeft="0px";d.style.paddingRight="4px";g.style.paddingLeft="4px";g.style.paddingRight="0px";var q=mxUtils.bind(this, -function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage?(g.style.display="",d.style.display="",f.style.display="inline-block"):(g.style.display="none",d.style.display="none",f.style.display="none");l()});this.editor.addListener("resetGraphView",q);this.editor.addListener("pageSelected",l)}t(mxUtils.bind(this,function(L){this.actions.get("zoomOut").funct();mxEvent.consume(L)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");t(mxUtils.bind(this,function(L){this.actions.get("zoomIn").funct(); -mxEvent.consume(L)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");t(mxUtils.bind(this,function(L){b.isLightboxView()?(1==b.view.scale?this.lightboxFit():b.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(L)}),Editor.zoomFitImage,mxResources.get("fit"));var z=null,F=null,C=mxUtils.bind(this,function(L){null!=z&&(window.clearTimeout(z),z=null);null!=F&&(window.clearTimeout(F),F=null);z=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, -0);z=null;F=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";F=null}),600)}),L||200)}),I=mxUtils.bind(this,function(L){null!=z&&(window.clearTimeout(z),z=null);null!=F&&(window.clearTimeout(F),F=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,L||30)});if("1"==urlParams.layers){this.layersDialog=null;var G=t(mxUtils.bind(this,function(L){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), -this.layersDialog=null;else{this.layersDialog=b.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var S=G.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= -"4px 2px 4px 2px";this.layersDialog.style.left=S.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));S=mxUtils.getCurrentStyle(this.editor.graph.container); -this.layersDialog.style.zIndex=S.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(L)}),Editor.layersImage,mxResources.get("layers")),Z=b.getModel();Z.addListener(mxEvent.CHANGE,function(){G.style.display=1<Z.getChildCount(Z.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(t);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||t(mxUtils.bind(this,function(L){null!= -this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):b.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(L)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(q=0;q<this.lightboxToolbarActions.length;q++){var ca=this.lightboxToolbarActions[q];ca.elem=t(ca.fn,ca.icon,ca.tooltip)}null!=D.refreshBtn&&t(mxUtils.bind(this,function(L){D.refreshBtn.url?window.location.href= -D.refreshBtn.url:window.location.reload();mxEvent.consume(L)}),Editor.refreshImage,mxResources.get("refresh",null,"Refresh"));null!=D.fullscreenBtn&&window.self!==window.top&&t(mxUtils.bind(this,function(L){D.fullscreenBtn.url?b.openLink(D.fullscreenBtn.url):b.openLink(window.location.href);mxEvent.consume(L)}),Editor.fullscreenImage,mxResources.get("openInNewWindow",null,"Open in New Window"));(D.closeBtn&&window.self===window.top||b.lightbox&&("1"==urlParams.close||this.container!=document.body))&& -t(mxUtils.bind(this,function(L){"1"==urlParams.close||D.closeBtn?window.close():(this.destroy(),mxEvent.consume(L))}),Editor.closeImage,mxResources.get("close")+" (Escape)");this.chromelessToolbar.style.display="none";b.isViewer()||mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transform","translate(-50%,0)");b.container.appendChild(this.chromelessToolbar);mxEvent.addListener(b.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(L){mxEvent.isTouchEvent(L)||(mxEvent.isShiftDown(L)|| -I(30),C())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(L){mxEvent.consume(L)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(L){b.tooltipHandler.resetTimer();b.tooltipHandler.hideTooltip();mxEvent.isShiftDown(L)?C():I(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(L){mxEvent.isShiftDown(L)?C():I(100);mxEvent.consume(L)}));mxEvent.addListener(this.chromelessToolbar, -"mouseleave",mxUtils.bind(this,function(L){mxEvent.isTouchEvent(L)||I(30)}));var ba=b.getTolerance();b.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(L,S){this.startX=S.getGraphX();this.startY=S.getGraphY();this.scrollLeft=b.container.scrollLeft;this.scrollTop=b.container.scrollTop},mouseMove:function(L,S){},mouseUp:function(L,S){mxEvent.isTouchEvent(S.getEvent())&&Math.abs(this.scrollLeft-b.container.scrollLeft)<ba&&Math.abs(this.scrollTop-b.container.scrollTop)< -ba&&Math.abs(this.startX-S.getGraphX())<ba&&Math.abs(this.startY-S.getGraphY())<ba&&(0<parseFloat(k.chromelessToolbar.style.opacity||0)?C():I(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var Y=b.view.validate;b.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var L=this.graph.getPagePadding(),S=this.graph.getPageSize();this.translate.x=L.x-(this.x0||0)*S.width;this.translate.y=L.y-(this.y0||0)* -S.height}Y.apply(this,arguments)};if(!b.isViewer()){var O=b.sizeDidChange;b.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var L=this.getPageLayout(),S=this.getPagePadding(),ja=this.getPageSize(),ma=Math.ceil(2*S.x+L.width*ja.width),u=Math.ceil(2*S.y+L.height*ja.height),H=b.minimumGraphSize;if(null==H||H.width!=ma||H.height!=u)b.minimumGraphSize=new mxRectangle(0,0,ma,u);ma=S.x-L.x*ja.width;S=S.y-L.y*ja.height;this.autoTranslate||this.view.translate.x==ma&& -this.view.translate.y==S?O.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=L.x,this.view.y0=L.y,L=b.view.translate.x,ja=b.view.translate.y,b.view.setTranslate(ma,S),b.container.scrollLeft+=Math.round((ma-L)*b.view.scale),b.container.scrollTop+=Math.round((S-ja)*b.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var la=b.view.getBackgroundPane(),aa=b.view.getDrawPane();b.cumulativeZoomFactor=1;var ia=null,X=null,R=null, -sa=null,M=null,ka=function(L){null!=ia&&window.clearTimeout(ia);0<=L&&window.setTimeout(function(){if(!b.isMouseDown||sa)ia=window.setTimeout(mxUtils.bind(this,function(){b.isFastZoomEnabled()&&(null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform",null)),aa.style.transformOrigin="",la.style.transformOrigin="",mxClient.IS_SF? -(aa.style.transform="scale(1)",la.style.transform="scale(1)",window.setTimeout(function(){aa.style.transform="";la.style.transform=""},0)):(aa.style.transform="",la.style.transform=""),b.view.getDecoratorPane().style.opacity="",b.view.getOverlayPane().style.opacity="");var S=new mxPoint(b.container.scrollLeft,b.container.scrollTop),ja=mxUtils.getOffset(b.container),ma=b.view.scale,u=0,H=0;null!=X&&(u=b.container.offsetWidth/2-X.x+ja.x,H=b.container.offsetHeight/2-X.y+ja.y);b.zoom(b.cumulativeZoomFactor, -null,b.isFastZoomEnabled()?20:null);b.view.scale!=ma&&(null!=R&&(u+=S.x-R.x,H+=S.y-R.y),null!=e&&k.chromelessResize(!1,null,u*(b.cumulativeZoomFactor-1),H*(b.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(b.container)||0==u&&0==H||(b.container.scrollLeft-=u*(b.cumulativeZoomFactor-1),b.container.scrollTop-=H*(b.cumulativeZoomFactor-1)));null!=M&&aa.setAttribute("filter",M);b.cumulativeZoomFactor=1;M=sa=X=R=ia=null}),null!=L?L:b.isFastZoomEnabled()?k.wheelZoomDelay:k.lazyZoomDelay)},0)};b.lazyZoom= -function(L,S,ja,ma){ma=null!=ma?ma:this.zoomFactor;(S=S||!b.scrollbars)&&(X=new mxPoint(b.container.offsetLeft+b.container.clientWidth/2,b.container.offsetTop+b.container.clientHeight/2));L?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ma,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*= -(this.view.scale-.05)/this.view.scale:(this.cumulativeZoomFactor/=ma,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;b.isFastZoomEnabled()&&(null==M&&""!=aa.getAttribute("filter")&&(M=aa.getAttribute("filter"),aa.removeAttribute("filter")),R=new mxPoint(b.container.scrollLeft,b.container.scrollTop),L=S||null==X?b.container.scrollLeft+ -b.container.clientWidth/2:X.x+b.container.scrollLeft-b.container.offsetLeft,ma=S||null==X?b.container.scrollTop+b.container.clientHeight/2:X.y+b.container.scrollTop-b.container.offsetTop,aa.style.transformOrigin=L+"px "+ma+"px",aa.style.transform="scale("+this.cumulativeZoomFactor+")",la.style.transformOrigin=L+"px "+ma+"px",la.style.transform="scale("+this.cumulativeZoomFactor+")",null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(L=b.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(L.style, -"transform-origin",(S||null==X?b.container.clientWidth/2+b.container.scrollLeft-L.offsetLeft+"px":X.x+b.container.scrollLeft-L.offsetLeft-b.container.offsetLeft+"px")+" "+(S||null==X?b.container.clientHeight/2+b.container.scrollTop-L.offsetTop+"px":X.y+b.container.scrollTop-L.offsetTop-b.container.offsetTop+"px")),mxUtils.setPrefixedStyle(L.style,"transform","scale("+this.cumulativeZoomFactor+")")),b.view.getDecoratorPane().style.opacity="0",b.view.getOverlayPane().style.opacity="0",null!=k.hoverIcons&& -k.hoverIcons.reset());ka(b.isFastZoomEnabled()?ja:0)};mxEvent.addGestureListeners(b.container,function(L){null!=ia&&window.clearTimeout(ia)},null,function(L){1!=b.cumulativeZoomFactor&&ka(0)});mxEvent.addListener(b.container,"scroll",function(L){null==ia||b.isMouseDown||1==b.cumulativeZoomFactor||ka(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(L,S,ja,ma,u){b.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!b.scrollbars&&!ja&&b.isScrollWheelEvent(L))ja= -b.view.getTranslate(),ma=40/b.view.scale,mxEvent.isShiftDown(L)?b.view.setTranslate(ja.x+(S?-ma:ma),ja.y):b.view.setTranslate(ja.x,ja.y+(S?ma:-ma));else if(ja||b.isZoomWheelEvent(L))for(var H=mxEvent.getSource(L);null!=H;){if(H==b.container)return b.tooltipHandler.hideTooltip(),X=null!=ma&&null!=u?new mxPoint(ma,u):new mxPoint(mxEvent.getClientX(L),mxEvent.getClientY(L)),sa=ja,ja=b.zoomFactor,ma=null,L.ctrlKey&&null!=L.deltaY&&40>Math.abs(L.deltaY)&&Math.round(L.deltaY)!=L.deltaY?ja=1+Math.abs(L.deltaY)/ -20*(ja-1):null!=L.movementY&&"pointermove"==L.type&&(ja=1+Math.max(1,Math.abs(L.movementY))/20*(ja-1),ma=-1),b.lazyZoom(S,null,ma,ja),mxEvent.consume(L),!1;H=H.parentNode}}),b.container);b.panningHandler.zoomGraph=function(L){b.cumulativeZoomFactor=L.scale;b.lazyZoom(0<L.scale,!0);mxEvent.consume(L)}};EditorUi.prototype.addChromelessToolbarItems=function(b){b(mxUtils.bind(this,function(e){this.actions.get("print").funct();mxEvent.consume(e)}),Editor.printImage,mxResources.get("print"))}; +"borderRadius","16px");mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transition","opacity 600ms ease-in-out");var p=mxUtils.bind(this,function(){var P=mxUtils.getCurrentStyle(b.container);b.isViewer()?this.chromelessToolbar.style.top="0":this.chromelessToolbar.style.bottom=(null!=P?parseInt(P["margin-bottom"]||0):0)+(null!=this.tabContainer?20+parseInt(this.tabContainer.style.height):20)+"px"});this.editor.addListener("resetGraphView",p);p();var E=0;p=mxUtils.bind(this,function(P,da,ja){E++; +var ka=document.createElement("span");ka.style.paddingLeft="8px";ka.style.paddingRight="8px";ka.style.cursor="pointer";mxEvent.addListener(ka,"click",P);null!=ja&&ka.setAttribute("title",ja);P=document.createElement("img");P.setAttribute("border","0");P.setAttribute("src",da);P.style.width="36px";P.style.filter="invert(100%)";ka.appendChild(P);this.chromelessToolbar.appendChild(ka);return ka});null!=D.backBtn&&p(mxUtils.bind(this,function(P){window.location.href=D.backBtn.url;mxEvent.consume(P)}), +Editor.backImage,mxResources.get("back",null,"Back"));if(this.isPagesEnabled()){var K=p(mxUtils.bind(this,function(P){this.actions.get("previousPage").funct();mxEvent.consume(P)}),Editor.previousImage,mxResources.get("previousPage")),Q=document.createElement("div");Q.style.fontFamily=Editor.defaultHtmlFont;Q.style.display="inline-block";Q.style.verticalAlign="top";Q.style.fontWeight="bold";Q.style.marginTop="8px";Q.style.fontSize="14px";Q.style.color=mxClient.IS_IE||mxClient.IS_IE11?"#000000":"#ffffff"; +this.chromelessToolbar.appendChild(Q);var d=p(mxUtils.bind(this,function(P){this.actions.get("nextPage").funct();mxEvent.consume(P)}),Editor.nextImage,mxResources.get("nextPage")),f=mxUtils.bind(this,function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&(Q.innerText="",mxUtils.write(Q,mxUtils.indexOf(this.pages,this.currentPage)+1+" / "+this.pages.length))});K.style.paddingLeft="0px";K.style.paddingRight="4px";d.style.paddingLeft="4px";d.style.paddingRight="0px";var g=mxUtils.bind(this, +function(){null!=this.pages&&1<this.pages.length&&null!=this.currentPage?(d.style.display="",K.style.display="",Q.style.display="inline-block"):(d.style.display="none",K.style.display="none",Q.style.display="none");f()});this.editor.addListener("resetGraphView",g);this.editor.addListener("pageSelected",f)}p(mxUtils.bind(this,function(P){this.actions.get("zoomOut").funct();mxEvent.consume(P)}),Editor.zoomOutImage,mxResources.get("zoomOut")+" (Alt+Mousewheel)");p(mxUtils.bind(this,function(P){this.actions.get("zoomIn").funct(); +mxEvent.consume(P)}),Editor.zoomInImage,mxResources.get("zoomIn")+" (Alt+Mousewheel)");p(mxUtils.bind(this,function(P){b.isLightboxView()?(1==b.view.scale?this.lightboxFit():b.zoomTo(1),this.chromelessResize(!1)):this.chromelessResize(!0);mxEvent.consume(P)}),Editor.zoomFitImage,mxResources.get("fit"));var x=null,z=null,u=mxUtils.bind(this,function(P){null!=x&&(window.clearTimeout(x),x=null);null!=z&&(window.clearTimeout(z),z=null);x=window.setTimeout(mxUtils.bind(this,function(){mxUtils.setOpacity(this.chromelessToolbar, +0);x=null;z=window.setTimeout(mxUtils.bind(this,function(){this.chromelessToolbar.style.display="none";z=null}),600)}),P||200)}),H=mxUtils.bind(this,function(P){null!=x&&(window.clearTimeout(x),x=null);null!=z&&(window.clearTimeout(z),z=null);this.chromelessToolbar.style.display="";mxUtils.setOpacity(this.chromelessToolbar,P||30)});if("1"==urlParams.layers){this.layersDialog=null;var L=p(mxUtils.bind(this,function(P){if(null!=this.layersDialog)this.layersDialog.parentNode.removeChild(this.layersDialog), +this.layersDialog=null;else{this.layersDialog=b.createLayersDialog(null,!0);mxEvent.addListener(this.layersDialog,"mouseleave",mxUtils.bind(this,function(){this.layersDialog.parentNode.removeChild(this.layersDialog);this.layersDialog=null}));var da=L.getBoundingClientRect();mxUtils.setPrefixedStyle(this.layersDialog.style,"borderRadius","5px");this.layersDialog.style.position="fixed";this.layersDialog.style.fontFamily=Editor.defaultHtmlFont;this.layersDialog.style.width="160px";this.layersDialog.style.padding= +"4px 2px 4px 2px";this.layersDialog.style.left=da.left+"px";this.layersDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";mxClient.IS_IE||mxClient.IS_IE11?(this.layersDialog.style.backgroundColor="#ffffff",this.layersDialog.style.border="2px solid black",this.layersDialog.style.color="#000000"):(this.layersDialog.style.backgroundColor="#000000",this.layersDialog.style.color="#ffffff",mxUtils.setOpacity(this.layersDialog,80));da=mxUtils.getCurrentStyle(this.editor.graph.container); +this.layersDialog.style.zIndex=da.zIndex;document.body.appendChild(this.layersDialog);this.editor.fireEvent(new mxEventObject("layersDialogShown"))}mxEvent.consume(P)}),Editor.layersImage,mxResources.get("layers")),C=b.getModel();C.addListener(mxEvent.CHANGE,function(){L.style.display=1<C.getChildCount(C.root)?"":"none"})}("1"!=urlParams.openInSameWin||navigator.standalone)&&this.addChromelessToolbarItems(p);null==this.editor.editButtonLink&&null==this.editor.editButtonFunc||p(mxUtils.bind(this,function(P){null!= +this.editor.editButtonFunc?this.editor.editButtonFunc():"_blank"==this.editor.editButtonLink?this.editor.editAsNew(this.getEditBlankXml()):b.openLink(this.editor.editButtonLink,"editWindow");mxEvent.consume(P)}),Editor.editImage,mxResources.get("edit"));if(null!=this.lightboxToolbarActions)for(g=0;g<this.lightboxToolbarActions.length;g++){var G=this.lightboxToolbarActions[g];G.elem=p(G.fn,G.icon,G.tooltip)}null!=D.refreshBtn&&p(mxUtils.bind(this,function(P){D.refreshBtn.url?window.location.href=D.refreshBtn.url: +window.location.reload();mxEvent.consume(P)}),Editor.refreshImage,mxResources.get("refresh",null,"Refresh"));null!=D.fullscreenBtn&&window.self!==window.top&&p(mxUtils.bind(this,function(P){D.fullscreenBtn.url?b.openLink(D.fullscreenBtn.url):b.openLink(window.location.href);mxEvent.consume(P)}),Editor.fullscreenImage,mxResources.get("openInNewWindow",null,"Open in New Window"));(D.closeBtn&&window.self===window.top||b.lightbox&&("1"==urlParams.close||this.container!=document.body))&&p(mxUtils.bind(this, +function(P){"1"==urlParams.close||D.closeBtn?window.close():(this.destroy(),mxEvent.consume(P))}),Editor.closeImage,mxResources.get("close")+" (Escape)");this.chromelessToolbar.style.display="none";b.isViewer()||mxUtils.setPrefixedStyle(this.chromelessToolbar.style,"transform","translate(-50%,0)");b.container.appendChild(this.chromelessToolbar);mxEvent.addListener(b.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(P){mxEvent.isTouchEvent(P)||(mxEvent.isShiftDown(P)|| +H(30),u())}));mxEvent.addListener(this.chromelessToolbar,mxClient.IS_POINTER?"pointermove":"mousemove",function(P){mxEvent.consume(P)});mxEvent.addListener(this.chromelessToolbar,"mouseenter",mxUtils.bind(this,function(P){b.tooltipHandler.resetTimer();b.tooltipHandler.hideTooltip();mxEvent.isShiftDown(P)?u():H(100)}));mxEvent.addListener(this.chromelessToolbar,"mousemove",mxUtils.bind(this,function(P){mxEvent.isShiftDown(P)?u():H(100);mxEvent.consume(P)}));mxEvent.addListener(this.chromelessToolbar, +"mouseleave",mxUtils.bind(this,function(P){mxEvent.isTouchEvent(P)||H(30)}));var V=b.getTolerance();b.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(P,da){this.startX=da.getGraphX();this.startY=da.getGraphY();this.scrollLeft=b.container.scrollLeft;this.scrollTop=b.container.scrollTop},mouseMove:function(P,da){},mouseUp:function(P,da){mxEvent.isTouchEvent(da.getEvent())&&Math.abs(this.scrollLeft-b.container.scrollLeft)<V&&Math.abs(this.scrollTop-b.container.scrollTop)< +V&&Math.abs(this.startX-da.getGraphX())<V&&Math.abs(this.startY-da.getGraphY())<V&&(0<parseFloat(k.chromelessToolbar.style.opacity||0)?u():H(30))}})}this.editor.editable||this.addChromelessClickHandler()}else if(this.editor.extendCanvas){var U=b.view.validate;b.view.validate=function(){if(null!=this.graph.container&&mxUtils.hasScrollbars(this.graph.container)){var P=this.graph.getPagePadding(),da=this.graph.getPageSize();this.translate.x=P.x-(this.x0||0)*da.width;this.translate.y=P.y-(this.y0||0)* +da.height}U.apply(this,arguments)};if(!b.isViewer()){var Y=b.sizeDidChange;b.sizeDidChange=function(){if(null!=this.container&&mxUtils.hasScrollbars(this.container)){var P=this.getPageLayout(),da=this.getPagePadding(),ja=this.getPageSize(),ka=Math.ceil(2*da.x+P.width*ja.width),q=Math.ceil(2*da.y+P.height*ja.height),F=b.minimumGraphSize;if(null==F||F.width!=ka||F.height!=q)b.minimumGraphSize=new mxRectangle(0,0,ka,q);ka=da.x-P.x*ja.width;da=da.y-P.y*ja.height;this.autoTranslate||this.view.translate.x== +ka&&this.view.translate.y==da?Y.apply(this,arguments):(this.autoTranslate=!0,this.view.x0=P.x,this.view.y0=P.y,P=b.view.translate.x,ja=b.view.translate.y,b.view.setTranslate(ka,da),b.container.scrollLeft+=Math.round((ka-P)*b.view.scale),b.container.scrollTop+=Math.round((da-ja)*b.view.scale),this.autoTranslate=!1)}else this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",this.getGraphBounds()))}}}var O=b.view.getBackgroundPane(),qa=b.view.getDrawPane();b.cumulativeZoomFactor=1;var oa=null,aa=null, +ca=null,fa=null,J=null,Z=function(P){null!=oa&&window.clearTimeout(oa);0<=P&&window.setTimeout(function(){if(!b.isMouseDown||fa)oa=window.setTimeout(mxUtils.bind(this,function(){b.isFastZoomEnabled()&&(null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform-origin",null),mxUtils.setPrefixedStyle(b.view.backgroundPageShape.node.style,"transform",null)),qa.style.transformOrigin="",O.style.transformOrigin="", +mxClient.IS_SF?(qa.style.transform="scale(1)",O.style.transform="scale(1)",window.setTimeout(function(){qa.style.transform="";O.style.transform=""},0)):(qa.style.transform="",O.style.transform=""),b.view.getDecoratorPane().style.opacity="",b.view.getOverlayPane().style.opacity="");var da=new mxPoint(b.container.scrollLeft,b.container.scrollTop),ja=mxUtils.getOffset(b.container),ka=b.view.scale,q=0,F=0;null!=aa&&(q=b.container.offsetWidth/2-aa.x+ja.x,F=b.container.offsetHeight/2-aa.y+ja.y);b.zoom(b.cumulativeZoomFactor, +null,b.isFastZoomEnabled()?20:null);b.view.scale!=ka&&(null!=ca&&(q+=da.x-ca.x,F+=da.y-ca.y),null!=e&&k.chromelessResize(!1,null,q*(b.cumulativeZoomFactor-1),F*(b.cumulativeZoomFactor-1)),!mxUtils.hasScrollbars(b.container)||0==q&&0==F||(b.container.scrollLeft-=q*(b.cumulativeZoomFactor-1),b.container.scrollTop-=F*(b.cumulativeZoomFactor-1)));null!=J&&qa.setAttribute("filter",J);b.cumulativeZoomFactor=1;J=fa=aa=ca=oa=null}),null!=P?P:b.isFastZoomEnabled()?k.wheelZoomDelay:k.lazyZoomDelay)},0)};b.lazyZoom= +function(P,da,ja,ka){ka=null!=ka?ka:this.zoomFactor;(da=da||!b.scrollbars)&&(aa=new mxPoint(b.container.offsetLeft+b.container.clientWidth/2,b.container.offsetTop+b.container.clientHeight/2));P?.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*=(this.view.scale+.05)/this.view.scale:(this.cumulativeZoomFactor*=ka,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale):.15>=this.view.scale*this.cumulativeZoomFactor?this.cumulativeZoomFactor*= +(this.view.scale-.05)/this.view.scale:(this.cumulativeZoomFactor/=ka,this.cumulativeZoomFactor=Math.round(this.view.scale*this.cumulativeZoomFactor*100)/100/this.view.scale);this.cumulativeZoomFactor=Math.max(.05,Math.min(this.view.scale*this.cumulativeZoomFactor,160))/this.view.scale;b.isFastZoomEnabled()&&(null==J&&""!=qa.getAttribute("filter")&&(J=qa.getAttribute("filter"),qa.removeAttribute("filter")),ca=new mxPoint(b.container.scrollLeft,b.container.scrollTop),P=da||null==aa?b.container.scrollLeft+ +b.container.clientWidth/2:aa.x+b.container.scrollLeft-b.container.offsetLeft,ka=da||null==aa?b.container.scrollTop+b.container.clientHeight/2:aa.y+b.container.scrollTop-b.container.offsetTop,qa.style.transformOrigin=P+"px "+ka+"px",qa.style.transform="scale("+this.cumulativeZoomFactor+")",O.style.transformOrigin=P+"px "+ka+"px",O.style.transform="scale("+this.cumulativeZoomFactor+")",null!=b.view.backgroundPageShape&&null!=b.view.backgroundPageShape.node&&(P=b.view.backgroundPageShape.node,mxUtils.setPrefixedStyle(P.style, +"transform-origin",(da||null==aa?b.container.clientWidth/2+b.container.scrollLeft-P.offsetLeft+"px":aa.x+b.container.scrollLeft-P.offsetLeft-b.container.offsetLeft+"px")+" "+(da||null==aa?b.container.clientHeight/2+b.container.scrollTop-P.offsetTop+"px":aa.y+b.container.scrollTop-P.offsetTop-b.container.offsetTop+"px")),mxUtils.setPrefixedStyle(P.style,"transform","scale("+this.cumulativeZoomFactor+")")),b.view.getDecoratorPane().style.opacity="0",b.view.getOverlayPane().style.opacity="0",null!=k.hoverIcons&& +k.hoverIcons.reset());Z(b.isFastZoomEnabled()?ja:0)};mxEvent.addGestureListeners(b.container,function(P){null!=oa&&window.clearTimeout(oa)},null,function(P){1!=b.cumulativeZoomFactor&&Z(0)});mxEvent.addListener(b.container,"scroll",function(P){null==oa||b.isMouseDown||1==b.cumulativeZoomFactor||Z(0)});mxEvent.addMouseWheelListener(mxUtils.bind(this,function(P,da,ja,ka,q){b.fireEvent(new mxEventObject("wheel"));if(null==this.dialogs||0==this.dialogs.length)if(!b.scrollbars&&!ja&&b.isScrollWheelEvent(P))ja= +b.view.getTranslate(),ka=40/b.view.scale,mxEvent.isShiftDown(P)?b.view.setTranslate(ja.x+(da?-ka:ka),ja.y):b.view.setTranslate(ja.x,ja.y+(da?ka:-ka));else if(ja||b.isZoomWheelEvent(P))for(var F=mxEvent.getSource(P);null!=F;){if(F==b.container)return b.tooltipHandler.hideTooltip(),aa=null!=ka&&null!=q?new mxPoint(ka,q):new mxPoint(mxEvent.getClientX(P),mxEvent.getClientY(P)),fa=ja,ja=b.zoomFactor,ka=null,P.ctrlKey&&null!=P.deltaY&&40>Math.abs(P.deltaY)&&Math.round(P.deltaY)!=P.deltaY?ja=1+Math.abs(P.deltaY)/ +20*(ja-1):null!=P.movementY&&"pointermove"==P.type&&(ja=1+Math.max(1,Math.abs(P.movementY))/20*(ja-1),ka=-1),b.lazyZoom(da,null,ka,ja),mxEvent.consume(P),!1;F=F.parentNode}}),b.container);b.panningHandler.zoomGraph=function(P){b.cumulativeZoomFactor=P.scale;b.lazyZoom(0<P.scale,!0);mxEvent.consume(P)}};EditorUi.prototype.addChromelessToolbarItems=function(b){b(mxUtils.bind(this,function(e){this.actions.get("print").funct();mxEvent.consume(e)}),Editor.printImage,mxResources.get("print"))}; EditorUi.prototype.isPagesEnabled=function(){return this.editor.editable||"1"!=urlParams["hide-pages"]};EditorUi.prototype.createTemporaryGraph=function(b){return Graph.createOffscreenGraph(b)};EditorUi.prototype.addChromelessClickHandler=function(){var b=urlParams.highlight;null!=b&&0<b.length&&(b="#"+b);this.editor.graph.addClickHandler(b)}; EditorUi.prototype.toggleFormatPanel=function(b){b=null!=b?b:0==this.formatWidth;null!=this.format&&(this.formatWidth=b?240:0,this.formatContainer.style.display=b?"":"none",this.refresh(),this.format.refresh(),this.fireEvent(new mxEventObject("formatWidthChanged")))}; EditorUi.prototype.lightboxFit=function(b){if(this.isDiagramEmpty())this.editor.graph.view.setScale(1);else{var e=urlParams.border,k=60;null!=e&&(k=parseInt(e));this.editor.graph.maxFitScale=this.lightboxMaxFitScale;this.editor.graph.fit(k,null,null,null,null,null,b);this.editor.graph.maxFitScale=null}};EditorUi.prototype.isDiagramEmpty=function(){var b=this.editor.graph.getModel();return 1==b.getChildCount(b.root)&&0==b.getChildCount(b.getChildAt(b.root,0))}; EditorUi.prototype.isSelectionAllowed=function(b){return"SELECT"==mxEvent.getSource(b).nodeName||"INPUT"==mxEvent.getSource(b).nodeName&&mxUtils.isAncestorNode(this.formatContainer,mxEvent.getSource(b))};EditorUi.prototype.addBeforeUnloadListener=function(){window.onbeforeunload=mxUtils.bind(this,function(){if(!this.editor.isChromelessView())return this.onBeforeUnload()})};EditorUi.prototype.onBeforeUnload=function(){if(this.editor.modified)return mxResources.get("allChangesLost")}; -EditorUi.prototype.open=function(){try{null!=window.opener&&null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(b,e){try{var k=mxUtils.parseXml(b);this.editor.setGraphXml(k.documentElement);this.editor.setModified(!1);this.editor.undoManager.clear();null!=e&&(this.editor.setFilename(e),this.updateDocumentTitle())}catch(n){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+n.message)}}))}catch(b){}this.editor.graph.view.validate();this.editor.graph.sizeDidChange(); -this.editor.fireEvent(new mxEventObject("resetGraphView"))};EditorUi.prototype.showPopupMenu=function(b,e,k,n){this.editor.graph.popupMenuHandler.hideMenu();var D=new mxPopupMenu(b);D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});D.popup(e,k,null,n);this.setCurrentMenu(D)}; +EditorUi.prototype.open=function(){try{null!=window.opener&&null!=window.opener.openFile&&window.opener.openFile.setConsumer(mxUtils.bind(this,function(b,e){try{var k=mxUtils.parseXml(b);this.editor.setGraphXml(k.documentElement);this.editor.setModified(!1);this.editor.undoManager.clear();null!=e&&(this.editor.setFilename(e),this.updateDocumentTitle())}catch(m){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+m.message)}}))}catch(b){}this.editor.graph.view.validate();this.editor.graph.sizeDidChange(); +this.editor.fireEvent(new mxEventObject("resetGraphView"))};EditorUi.prototype.showPopupMenu=function(b,e,k,m){this.editor.graph.popupMenuHandler.hideMenu();var D=new mxPopupMenu(b);D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});D.popup(e,k,null,m);this.setCurrentMenu(D)}; EditorUi.prototype.setCurrentMenu=function(b,e){this.currentMenuElt=e;this.currentMenu=b};EditorUi.prototype.resetCurrentMenu=function(){this.currentMenu=this.currentMenuElt=null};EditorUi.prototype.hideCurrentMenu=function(){null!=this.currentMenu&&(this.currentMenu.hideMenu(),this.resetCurrentMenu())};EditorUi.prototype.updateDocumentTitle=function(){var b=this.editor.getOrCreateFilename();null!=this.editor.appName&&(b+=" - "+this.editor.appName);document.title=b}; EditorUi.prototype.createHoverIcons=function(){return new HoverIcons(this.editor.graph)};EditorUi.prototype.redo=function(){try{this.editor.graph.isEditing()?document.execCommand("redo",!1,null):this.editor.undoManager.redo()}catch(b){}};EditorUi.prototype.undo=function(){try{var b=this.editor.graph;if(b.isEditing()){var e=b.cellEditor.textarea.innerHTML;document.execCommand("undo",!1,null);e==b.cellEditor.textarea.innerHTML&&(b.stopEditing(!0),this.editor.undoManager.undo())}else this.editor.undoManager.undo()}catch(k){}}; EditorUi.prototype.canRedo=function(){return this.editor.graph.isEditing()||this.editor.undoManager.canRedo()};EditorUi.prototype.canUndo=function(){return this.editor.graph.isEditing()||this.editor.undoManager.canUndo()};EditorUi.prototype.getEditBlankXml=function(){return mxUtils.getXml(this.editor.getGraphXml())};EditorUi.prototype.getUrl=function(b){b=null!=b?b:window.location.pathname;var e=0<b.indexOf("?")?1:0,k;for(k in urlParams)b=0==e?b+"?":b+"&",b+=k+"="+urlParams[k],e++;return b}; EditorUi.prototype.setScrollbars=function(b){var e=this.editor.graph,k=e.container.style.overflow;e.scrollbars=b;this.editor.updateGraphComponents();k!=e.container.style.overflow&&(e.container.scrollTop=0,e.container.scrollLeft=0,e.view.scaleAndTranslate(1,0,0),this.resetScrollbars());this.fireEvent(new mxEventObject("scrollbarsChanged"))};EditorUi.prototype.hasScrollbars=function(){return this.editor.graph.scrollbars}; EditorUi.prototype.resetScrollbars=function(){var b=this.editor.graph;if(!this.editor.extendCanvas)b.container.scrollTop=0,b.container.scrollLeft=0,mxUtils.hasScrollbars(b.container)||b.view.setTranslate(0,0);else if(!this.editor.isChromelessView())if(mxUtils.hasScrollbars(b.container))if(b.pageVisible){var e=b.getPagePadding();b.container.scrollTop=Math.floor(e.y-this.editor.initialTopSpacing)-1;b.container.scrollLeft=Math.floor(Math.min(e.x,(b.container.scrollWidth-b.container.clientWidth)/2))- 1;e=b.getGraphBounds();0<e.width&&0<e.height&&(e.x>b.container.scrollLeft+.9*b.container.clientWidth&&(b.container.scrollLeft=Math.min(e.x+e.width-b.container.clientWidth,e.x-10)),e.y>b.container.scrollTop+.9*b.container.clientHeight&&(b.container.scrollTop=Math.min(e.y+e.height-b.container.clientHeight,e.y-10)))}else{e=b.getGraphBounds();var k=Math.max(e.width,b.scrollTileSize.width*b.view.scale);b.container.scrollTop=Math.floor(Math.max(0,e.y-Math.max(20,(b.container.clientHeight-Math.max(e.height, -b.scrollTileSize.height*b.view.scale))/4)));b.container.scrollLeft=Math.floor(Math.max(0,e.x-Math.max(0,(b.container.clientWidth-k)/2)))}else{e=mxRectangle.fromRectangle(b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds());k=b.view.translate;var n=b.view.scale;e.x=e.x/n-k.x;e.y=e.y/n-k.y;e.width/=n;e.height/=n;b.view.setTranslate(Math.floor(Math.max(0,(b.container.clientWidth-e.width)/2)-e.x+2),Math.floor((b.pageVisible?0:Math.max(0,(b.container.clientHeight-e.height)/4))-e.y+1))}}; -EditorUi.prototype.setPageVisible=function(b){var e=this.editor.graph,k=mxUtils.hasScrollbars(e.container),n=0,D=0;k&&(n=e.view.translate.x*e.view.scale-e.container.scrollLeft,D=e.view.translate.y*e.view.scale-e.container.scrollTop);e.pageVisible=b;e.pageBreaksVisible=b;e.preferPageSize=b;e.view.validateBackground();if(k){var t=e.getSelectionCells();e.clearSelection();e.setSelectionCells(t)}e.sizeDidChange();k&&(e.container.scrollLeft=e.view.translate.x*e.view.scale-n,e.container.scrollTop=e.view.translate.y* +b.scrollTileSize.height*b.view.scale))/4)));b.container.scrollLeft=Math.floor(Math.max(0,e.x-Math.max(0,(b.container.clientWidth-k)/2)))}else{e=mxRectangle.fromRectangle(b.pageVisible?b.view.getBackgroundPageBounds():b.getGraphBounds());k=b.view.translate;var m=b.view.scale;e.x=e.x/m-k.x;e.y=e.y/m-k.y;e.width/=m;e.height/=m;b.view.setTranslate(Math.floor(Math.max(0,(b.container.clientWidth-e.width)/2)-e.x+2),Math.floor((b.pageVisible?0:Math.max(0,(b.container.clientHeight-e.height)/4))-e.y+1))}}; +EditorUi.prototype.setPageVisible=function(b){var e=this.editor.graph,k=mxUtils.hasScrollbars(e.container),m=0,D=0;k&&(m=e.view.translate.x*e.view.scale-e.container.scrollLeft,D=e.view.translate.y*e.view.scale-e.container.scrollTop);e.pageVisible=b;e.pageBreaksVisible=b;e.preferPageSize=b;e.view.validateBackground();if(k){var p=e.getSelectionCells();e.clearSelection();e.setSelectionCells(p)}e.sizeDidChange();k&&(e.container.scrollLeft=e.view.translate.x*e.view.scale-m,e.container.scrollTop=e.view.translate.y* e.view.scale-D);e.defaultPageVisible=b;this.fireEvent(new mxEventObject("pageViewChanged"))}; -EditorUi.prototype.installResizeHandler=function(b,e,k){e&&(b.window.setSize=function(D,t){if(!this.minimized){var E=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight;D=Math.min(D,(window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth)-this.getX());t=Math.min(t,E-this.getY())}mxWindow.prototype.setSize.apply(this,arguments)});b.window.setLocation=function(D,t){var E=window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth, -d=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,f=parseInt(this.div.style.width),g=parseInt(this.div.style.height);D=Math.max(0,Math.min(D,E-f));t=Math.max(0,Math.min(t,d-g));this.getX()==D&&this.getY()==t||mxWindow.prototype.setLocation.apply(this,arguments);e&&!this.minimized&&this.setSize(f,g)};var n=mxUtils.bind(this,function(){var D=b.window.getX(),t=b.window.getY();b.window.setLocation(D,t)});mxEvent.addListener(window,"resize",n);b.destroy=function(){mxEvent.removeListener(window, -"resize",n);b.window.destroy();null!=k&&k()}};function ChangeGridColor(b,e){this.ui=b;this.color=e}ChangeGridColor.prototype.execute=function(){var b=this.ui.editor.graph.view.gridColor;this.ui.setGridColor(this.color);this.color=b};(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);mxCodecRegistry.register(b)})(); -function ChangePageSetup(b,e,k,n,D){this.ui=b;this.previousColor=this.color=e;this.previousImage=this.image=k;this.previousFormat=this.format=n;this.previousPageScale=this.pageScale=D;this.ignoreImage=this.ignoreColor=!1} +EditorUi.prototype.installResizeHandler=function(b,e,k){e&&(b.window.setSize=function(D,p){if(!this.minimized){var E=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight;D=Math.min(D,(window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth)-this.getX());p=Math.min(p,E-this.getY())}mxWindow.prototype.setSize.apply(this,arguments)});b.window.setLocation=function(D,p){var E=window.innerWidth||document.body.clientWidth||document.documentElement.clientWidth, +K=window.innerHeight||document.body.clientHeight||document.documentElement.clientHeight,Q=parseInt(this.div.style.width),d=parseInt(this.div.style.height);D=Math.max(0,Math.min(D,E-Q));p=Math.max(0,Math.min(p,K-d));this.getX()==D&&this.getY()==p||mxWindow.prototype.setLocation.apply(this,arguments);e&&!this.minimized&&this.setSize(Q,d)};var m=mxUtils.bind(this,function(){var D=b.window.getX(),p=b.window.getY();b.window.setLocation(D,p)});mxEvent.addListener(window,"resize",m);b.destroy=function(){mxEvent.removeListener(window, +"resize",m);b.window.destroy();null!=k&&k()}};function ChangeGridColor(b,e){this.ui=b;this.color=e}ChangeGridColor.prototype.execute=function(){var b=this.ui.editor.graph.view.gridColor;this.ui.setGridColor(this.color);this.color=b};(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);mxCodecRegistry.register(b)})(); +function ChangePageSetup(b,e,k,m,D){this.ui=b;this.previousColor=this.color=e;this.previousImage=this.image=k;this.previousFormat=this.format=m;this.previousPageScale=this.pageScale=D;this.ignoreImage=this.ignoreColor=!1} ChangePageSetup.prototype.execute=function(){var b=this.ui.editor.graph;if(!this.ignoreColor){this.color=this.previousColor;var e=b.background;this.ui.setBackgroundColor(this.previousColor);this.previousColor=e}if(!this.ignoreImage){this.image=this.previousImage;e=b.backgroundImage;var k=this.previousImage;null!=k&&null!=k.src&&"data:page/id,"==k.src.substring(0,13)&&(k=this.ui.createImageForPageLink(k.src,this.ui.currentPage));this.ui.setBackgroundImage(k);this.previousImage=e}null!=this.previousFormat&& (this.format=this.previousFormat,e=b.pageFormat,this.previousFormat.width!=e.width||this.previousFormat.height!=e.height)&&(this.ui.setPageFormat(this.previousFormat),this.previousFormat=e);null!=this.foldingEnabled&&this.foldingEnabled!=this.ui.editor.graph.foldingEnabled&&(this.ui.setFoldingEnabled(this.foldingEnabled),this.foldingEnabled=!this.foldingEnabled);null!=this.previousPageScale&&(b=this.ui.editor.graph.pageScale,this.previousPageScale!=b&&(this.ui.setPageScale(this.previousPageScale), -this.previousPageScale=b))};(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat","previousPageScale"]);b.afterDecode=function(e,k,n){n.previousColor=n.color;n.previousImage=n.image;n.previousFormat=n.format;n.previousPageScale=n.pageScale;null!=n.foldingEnabled&&(n.foldingEnabled=!n.foldingEnabled);return n};mxCodecRegistry.register(b)})(); +this.previousPageScale=b))};(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat","previousPageScale"]);b.afterDecode=function(e,k,m){m.previousColor=m.color;m.previousImage=m.image;m.previousFormat=m.format;m.previousPageScale=m.pageScale;null!=m.foldingEnabled&&(m.foldingEnabled=!m.foldingEnabled);return m};mxCodecRegistry.register(b)})(); EditorUi.prototype.setBackgroundColor=function(b){this.editor.graph.background=b;this.editor.graph.view.validateBackground();this.fireEvent(new mxEventObject("backgroundColorChanged"))};EditorUi.prototype.setFoldingEnabled=function(b){this.editor.graph.foldingEnabled=b;this.editor.graph.view.revalidate();this.fireEvent(new mxEventObject("foldingEnabledChanged"))}; EditorUi.prototype.setPageFormat=function(b,e){e=null!=e?e:"1"==urlParams.sketch;this.editor.graph.pageFormat=b;e||(this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct());this.fireEvent(new mxEventObject("pageFormatChanged"))}; EditorUi.prototype.setPageScale=function(b){this.editor.graph.pageScale=b;this.editor.graph.pageVisible?(this.editor.graph.view.validateBackground(),this.editor.graph.sizeDidChange()):this.actions.get("pageView").funct();this.fireEvent(new mxEventObject("pageScaleChanged"))};EditorUi.prototype.setGridColor=function(b){this.editor.graph.view.gridColor=b;this.editor.graph.view.validateBackground();this.fireEvent(new mxEventObject("gridColorChanged"))}; -EditorUi.prototype.addUndoListener=function(){var b=this.actions.get("undo"),e=this.actions.get("redo"),k=this.editor.undoManager,n=mxUtils.bind(this,function(){b.setEnabled(this.canUndo());e.setEnabled(this.canRedo())});k.addListener(mxEvent.ADD,n);k.addListener(mxEvent.UNDO,n);k.addListener(mxEvent.REDO,n);k.addListener(mxEvent.CLEAR,n);var D=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){D.apply(this,arguments);n()};var t=this.editor.graph.cellEditor.stopEditing; -this.editor.graph.cellEditor.stopEditing=function(E,d){t.apply(this,arguments);n()};n()}; -EditorUi.prototype.updateActionStates=function(){for(var b=this.editor.graph,e=this.getSelectionState(),k=b.isEnabled()&&!b.isCellLocked(b.getDefaultParent()),n="cut copy bold italic underline delete duplicate editStyle editTooltip editLink backgroundColor borderColor edit toFront toBack solid dashed pasteSize dotted fillColor gradientColor shadow fontColor formattedText rounded toggleRounded strokeColor sharp snapToGrid".split(" "),D=0;D<n.length;D++)this.actions.get(n[D]).setEnabled(0<e.cells.length); +EditorUi.prototype.addUndoListener=function(){var b=this.actions.get("undo"),e=this.actions.get("redo"),k=this.editor.undoManager,m=mxUtils.bind(this,function(){b.setEnabled(this.canUndo());e.setEnabled(this.canRedo())});k.addListener(mxEvent.ADD,m);k.addListener(mxEvent.UNDO,m);k.addListener(mxEvent.REDO,m);k.addListener(mxEvent.CLEAR,m);var D=this.editor.graph.cellEditor.startEditing;this.editor.graph.cellEditor.startEditing=function(){D.apply(this,arguments);m()};var p=this.editor.graph.cellEditor.stopEditing; +this.editor.graph.cellEditor.stopEditing=function(E,K){p.apply(this,arguments);m()};m()}; +EditorUi.prototype.updateActionStates=function(){for(var b=this.editor.graph,e=this.getSelectionState(),k=b.isEnabled()&&!b.isCellLocked(b.getDefaultParent()),m="cut copy bold italic underline delete duplicate editStyle editTooltip editLink backgroundColor borderColor edit toFront toBack solid dashed pasteSize dotted fillColor gradientColor shadow fontColor formattedText rounded toggleRounded strokeColor sharp snapToGrid".split(" "),D=0;D<m.length;D++)this.actions.get(m[D]).setEnabled(0<e.cells.length); this.actions.get("grid").setEnabled(!this.editor.chromeless||this.editor.editable);this.actions.get("pasteSize").setEnabled(null!=this.copiedSize&&0<e.vertices.length);this.actions.get("pasteData").setEnabled(null!=this.copiedValue&&0<e.cells.length);this.actions.get("setAsDefaultStyle").setEnabled(1==b.getSelectionCount());this.actions.get("lockUnlock").setEnabled(!b.isSelectionEmpty());this.actions.get("bringForward").setEnabled(1==e.cells.length);this.actions.get("sendBackward").setEnabled(1== e.cells.length);this.actions.get("rotation").setEnabled(1==e.vertices.length);this.actions.get("wordWrap").setEnabled(1==e.vertices.length);this.actions.get("autosize").setEnabled(1==e.vertices.length);this.actions.get("copySize").setEnabled(1==e.vertices.length);this.actions.get("clearWaypoints").setEnabled(e.connections);this.actions.get("curved").setEnabled(0<e.edges.length);this.actions.get("turn").setEnabled(0<e.cells.length);this.actions.get("group").setEnabled(!e.row&&!e.cell&&(1<e.cells.length|| 1==e.vertices.length&&0==b.model.getChildCount(e.cells[0])&&!b.isContainer(e.vertices[0])));this.actions.get("ungroup").setEnabled(!e.row&&!e.cell&&!e.table&&0<e.vertices.length&&(b.isContainer(e.vertices[0])||0<b.getModel().getChildCount(e.vertices[0])));this.actions.get("removeFromGroup").setEnabled(1==e.cells.length&&b.getModel().isVertex(b.getModel().getParent(e.cells[0])));this.actions.get("collapsible").setEnabled(1==e.vertices.length&&(0<b.model.getChildCount(e.vertices[0])||b.isContainer(e.vertices[0]))); this.actions.get("exitGroup").setEnabled(null!=b.view.currentRoot);this.actions.get("home").setEnabled(null!=b.view.currentRoot);this.actions.get("enterGroup").setEnabled(1==e.cells.length&&b.isValidRoot(e.cells[0]));this.actions.get("editLink").setEnabled(1==e.cells.length);this.actions.get("openLink").setEnabled(1==e.cells.length&&null!=b.getLinkForCell(e.cells[0]));this.actions.get("guides").setEnabled(b.isEnabled());this.actions.get("selectVertices").setEnabled(k);this.actions.get("selectEdges").setEnabled(k); -this.actions.get("selectAll").setEnabled(k);this.actions.get("selectNone").setEnabled(k);n=1==e.vertices.length&&b.isCellFoldable(e.vertices[0]);this.actions.get("expand").setEnabled(n);this.actions.get("collapse").setEnabled(n);this.menus.get("navigation").setEnabled(0<e.cells.length||null!=b.view.currentRoot);this.menus.get("layout").setEnabled(k);this.menus.get("insert").setEnabled(k);this.menus.get("direction").setEnabled(e.unlocked&&1==e.vertices.length);this.menus.get("distribute").setEnabled(e.unlocked&& +this.actions.get("selectAll").setEnabled(k);this.actions.get("selectNone").setEnabled(k);m=1==e.vertices.length&&b.isCellFoldable(e.vertices[0]);this.actions.get("expand").setEnabled(m);this.actions.get("collapse").setEnabled(m);this.menus.get("navigation").setEnabled(0<e.cells.length||null!=b.view.currentRoot);this.menus.get("layout").setEnabled(k);this.menus.get("insert").setEnabled(k);this.menus.get("direction").setEnabled(e.unlocked&&1==e.vertices.length);this.menus.get("distribute").setEnabled(e.unlocked&& 1<e.vertices.length);this.menus.get("align").setEnabled(e.unlocked&&0<e.cells.length);this.updatePasteActionStates()};EditorUi.prototype.zeroOffset=new mxPoint(0,0);EditorUi.prototype.getDiagramContainerOffset=function(){return this.zeroOffset}; -EditorUi.prototype.refresh=function(b){b=null!=b?b:!0;var e=this.container.clientWidth,k=this.container.clientHeight;this.container==document.body&&(e=document.body.clientWidth||document.documentElement.clientWidth,k=document.documentElement.clientHeight);var n=0;mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&window.innerHeight!=document.documentElement.clientHeight&&(n=document.documentElement.clientHeight-window.innerHeight,window.scrollTo(0,0));var D=Math.max(0,Math.min(this.hsplitPosition, -e-this.splitSize-20));e=0;null!=this.menubar&&(this.menubarContainer.style.height=this.menubarHeight+"px",e+=this.menubarHeight);null!=this.toolbar&&(this.toolbarContainer.style.top=this.menubarHeight+"px",this.toolbarContainer.style.height=this.toolbarHeight+"px",e+=this.toolbarHeight);0<e&&(e+=1);var t=0;if(null!=this.sidebarFooterContainer){var E=this.footerHeight+n;t=Math.max(0,Math.min(k-e-E,this.sidebarFooterHeight));this.sidebarFooterContainer.style.width=D+"px";this.sidebarFooterContainer.style.height= -t+"px";this.sidebarFooterContainer.style.bottom=E+"px"}k=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=e+"px";this.sidebarContainer.style.width=D+"px";this.formatContainer.style.top=e+"px";this.formatContainer.style.width=k+"px";this.formatContainer.style.display=null!=this.format?"":"none";E=this.getDiagramContainerOffset();var d=null!=this.hsplit.parentNode?D+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; -this.hsplit.style.bottom=this.footerHeight+n+"px";this.hsplit.style.left=D+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=d+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=n+"px");D=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+n+"px",this.tabContainer.style.right=k+"px",D=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+t+n+"px";this.formatContainer.style.bottom= -this.footerHeight+n+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=d+E.x+"px",this.diagramContainer.style.top=e+E.y+"px",this.diagramContainer.style.right=k+"px",this.diagramContainer.style.bottom=this.footerHeight+n+D+"px");b&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; +EditorUi.prototype.refresh=function(b){b=null!=b?b:!0;var e=this.container.clientWidth,k=this.container.clientHeight;this.container==document.body&&(e=document.body.clientWidth||document.documentElement.clientWidth,k=document.documentElement.clientHeight);var m=0;mxClient.IS_IOS&&!window.navigator.standalone&&"undefined"!==typeof Menus&&window.innerHeight!=document.documentElement.clientHeight&&(m=document.documentElement.clientHeight-window.innerHeight,window.scrollTo(0,0));var D=Math.max(0,Math.min(this.hsplitPosition, +e-this.splitSize-20));e=0;null!=this.menubar&&(this.menubarContainer.style.height=this.menubarHeight+"px",e+=this.menubarHeight);null!=this.toolbar&&(this.toolbarContainer.style.top=this.menubarHeight+"px",this.toolbarContainer.style.height=this.toolbarHeight+"px",e+=this.toolbarHeight);0<e&&(e+=1);var p=0;if(null!=this.sidebarFooterContainer){var E=this.footerHeight+m;p=Math.max(0,Math.min(k-e-E,this.sidebarFooterHeight));this.sidebarFooterContainer.style.width=D+"px";this.sidebarFooterContainer.style.height= +p+"px";this.sidebarFooterContainer.style.bottom=E+"px"}k=null!=this.format?this.formatWidth:0;this.sidebarContainer.style.top=e+"px";this.sidebarContainer.style.width=D+"px";this.formatContainer.style.top=e+"px";this.formatContainer.style.width=k+"px";this.formatContainer.style.display=null!=this.format?"":"none";E=this.getDiagramContainerOffset();var K=null!=this.hsplit.parentNode?D+this.splitSize:0;this.footerContainer.style.height=this.footerHeight+"px";this.hsplit.style.top=this.sidebarContainer.style.top; +this.hsplit.style.bottom=this.footerHeight+m+"px";this.hsplit.style.left=D+"px";this.footerContainer.style.display=0==this.footerHeight?"none":"";null!=this.tabContainer&&(this.tabContainer.style.left=K+"px");0<this.footerHeight&&(this.footerContainer.style.bottom=m+"px");D=0;null!=this.tabContainer&&(this.tabContainer.style.bottom=this.footerHeight+m+"px",this.tabContainer.style.right=k+"px",D=this.tabContainer.clientHeight);this.sidebarContainer.style.bottom=this.footerHeight+p+m+"px";this.formatContainer.style.bottom= +this.footerHeight+m+"px";"1"!=urlParams.embedInline&&(this.diagramContainer.style.left=K+E.x+"px",this.diagramContainer.style.top=e+E.y+"px",this.diagramContainer.style.right=k+"px",this.diagramContainer.style.bottom=this.footerHeight+m+D+"px");b&&this.editor.graph.sizeDidChange()};EditorUi.prototype.createTabContainer=function(){return null}; EditorUi.prototype.createDivs=function(){this.menubarContainer=this.createDiv("geMenubarContainer");this.toolbarContainer=this.createDiv("geToolbarContainer");this.sidebarContainer=this.createDiv("geSidebarContainer");this.formatContainer=this.createDiv("geSidebarContainer geFormatContainer");this.diagramContainer=this.createDiv("geDiagramContainer");this.footerContainer=this.createDiv("geFooterContainer");this.hsplit=this.createDiv("geHsplit");this.hsplit.setAttribute("title",mxResources.get("collapseExpand")); this.menubarContainer.style.top="0px";this.menubarContainer.style.left="0px";this.menubarContainer.style.right="0px";this.toolbarContainer.style.left="0px";this.toolbarContainer.style.right="0px";this.sidebarContainer.style.left="0px";this.formatContainer.style.right="0px";this.formatContainer.style.zIndex="1";this.diagramContainer.style.right=(null!=this.format?this.formatWidth:0)+"px";this.footerContainer.style.left="0px";this.footerContainer.style.right="0px";this.footerContainer.style.bottom= -"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; +"0px";this.footerContainer.style.zIndex=mxPopupMenu.prototype.zIndex-3;this.hsplit.style.width=this.splitSize+"px";if(this.sidebarFooterContainer=this.createSidebarFooterContainer())this.sidebarFooterContainer.style.left="0px";this.editor.chromeless?this.diagramContainer.style.border="none":this.tabContainer=this.createTabContainer()}; +EditorUi.prototype.createSidebarContainer=function(){var b=document.createElement("div");b.className="geSidebarContainer";b.style.position="absolute";b.style.width="100%";b.style.height="100%";b.style.border="1px solid whiteSmoke";b.style.overflowX="hidden";b.style.overflowY="auto";return b};EditorUi.prototype.createSidebarFooterContainer=function(){return null}; EditorUi.prototype.createUi=function(){this.menubar=this.editor.chromeless?null:this.menus.createMenubar(this.createDiv("geMenubar"));null!=this.menubar&&this.menubarContainer.appendChild(this.menubar.container);null!=this.menubar&&(this.statusContainer=this.createStatusContainer(),this.editor.addListener("statusChanged",mxUtils.bind(this,function(){this.setStatusText(this.editor.getStatus())})),this.setStatusText(this.editor.getStatus()),this.menubar.container.appendChild(this.statusContainer),this.container.appendChild(this.menubarContainer)); this.sidebar=this.editor.chromeless?null:this.createSidebar(this.sidebarContainer);null!=this.sidebar&&this.container.appendChild(this.sidebarContainer);this.format=this.editor.chromeless||!this.formatEnabled?null:this.createFormat(this.formatContainer);null!=this.format&&this.container.appendChild(this.formatContainer);var b=this.editor.chromeless?null:this.createFooter();null!=b&&(this.footerContainer.appendChild(b),this.container.appendChild(this.footerContainer));null!=this.sidebar&&this.sidebarFooterContainer&& this.container.appendChild(this.sidebarFooterContainer);this.container.appendChild(this.diagramContainer);null!=this.container&&null!=this.tabContainer&&this.container.appendChild(this.tabContainer);this.toolbar=this.editor.chromeless?null:this.createToolbar(this.createDiv("geToolbar"));null!=this.toolbar&&(this.toolbarContainer.appendChild(this.toolbar.container),this.container.appendChild(this.toolbarContainer));null!=this.sidebar&&(this.container.appendChild(this.hsplit),this.addSplitHandler(this.hsplit, !0,0,mxUtils.bind(this,function(e){this.hsplitPosition=e;this.refresh()})))};EditorUi.prototype.createStatusContainer=function(){var b=document.createElement("a");b.className="geItem geStatus";return b};EditorUi.prototype.setStatusText=function(b){this.statusContainer.innerHTML=b;0==this.statusContainer.getElementsByTagName("div").length&&(this.statusContainer.innerText="",b=this.createStatusDiv(b),this.statusContainer.appendChild(b))}; EditorUi.prototype.createStatusDiv=function(b){var e=document.createElement("div");e.setAttribute("title",b);e.innerHTML=b;return e};EditorUi.prototype.createToolbar=function(b){return new Toolbar(this,b)};EditorUi.prototype.createSidebar=function(b){return new Sidebar(this,b)};EditorUi.prototype.createFormat=function(b){return new Format(this,b)};EditorUi.prototype.createFooter=function(){return this.createDiv("geFooter")}; EditorUi.prototype.createDiv=function(b){var e=document.createElement("div");e.className=b;return e}; -EditorUi.prototype.addSplitHandler=function(b,e,k,n){function D(q){if(null!=E){var z=new mxPoint(mxEvent.getClientX(q),mxEvent.getClientY(q));n(Math.max(0,d+(e?z.x-E.x:E.y-z.y)-k));mxEvent.consume(q);d!=l()&&(f=!0,g=null)}}function t(q){D(q);E=d=null}var E=null,d=null,f=!0,g=null;mxClient.IS_POINTER&&(b.style.touchAction="none");var l=mxUtils.bind(this,function(){var q=parseInt(e?b.style.left:b.style.bottom);e||(q=q+k-this.footerHeight);return q});mxEvent.addGestureListeners(b,function(q){E=new mxPoint(mxEvent.getClientX(q), -mxEvent.getClientY(q));d=l();f=!1;mxEvent.consume(q)});mxEvent.addListener(b,"click",mxUtils.bind(this,function(q){if(!f&&this.hsplitClickEnabled){var z=null!=g?g-k:0;g=l();n(z);mxEvent.consume(q)}}));mxEvent.addGestureListeners(document,null,D,t);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,D,t)})}; -EditorUi.prototype.prompt=function(b,e,k){b=new FilenameDialog(this,e,mxResources.get("apply"),function(n){k(parseFloat(n))},b);this.showDialog(b.container,300,80,!0,!0);b.init()}; -EditorUi.prototype.handleError=function(b,e,k,n,D){b=null!=b&&null!=b.error?b.error:b;if(null!=b||null!=e){D=mxUtils.htmlEntities(mxResources.get("unknownError"));var t=mxResources.get("ok");e=null!=e?e:mxResources.get("error");null!=b&&null!=b.message&&(D=mxUtils.htmlEntities(b.message));this.showError(e,D,t,k,null,null,null,null,null,null,null,null,n?k:null)}else null!=k&&k()}; -EditorUi.prototype.showError=function(b,e,k,n,D,t,E,d,f,g,l,q,z){b=new ErrorDialog(this,b,e,k||mxResources.get("ok"),n,D,t,E,q,d,f);e=Math.ceil(null!=e?e.length/50:1);this.showDialog(b.container,g||340,l||100+20*e,!0,!1,z);b.init()};EditorUi.prototype.showDialog=function(b,e,k,n,D,t,E,d,f,g){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,b,e,k,n,D,t,E,d,f,g);this.dialogs.push(this.dialog)}; +EditorUi.prototype.addSplitHandler=function(b,e,k,m){function D(g){if(null!=E){var x=new mxPoint(mxEvent.getClientX(g),mxEvent.getClientY(g));m(Math.max(0,K+(e?x.x-E.x:E.y-x.y)-k));mxEvent.consume(g);K!=f()&&(Q=!0,d=null)}}function p(g){D(g);E=K=null}var E=null,K=null,Q=!0,d=null;mxClient.IS_POINTER&&(b.style.touchAction="none");var f=mxUtils.bind(this,function(){var g=parseInt(e?b.style.left:b.style.bottom);e||(g=g+k-this.footerHeight);return g});mxEvent.addGestureListeners(b,function(g){E=new mxPoint(mxEvent.getClientX(g), +mxEvent.getClientY(g));K=f();Q=!1;mxEvent.consume(g)});mxEvent.addListener(b,"click",mxUtils.bind(this,function(g){if(!Q&&this.hsplitClickEnabled){var x=null!=d?d-k:0;d=f();m(x);mxEvent.consume(g)}}));mxEvent.addGestureListeners(document,null,D,p);this.destroyFunctions.push(function(){mxEvent.removeGestureListeners(document,null,D,p)})}; +EditorUi.prototype.prompt=function(b,e,k){b=new FilenameDialog(this,e,mxResources.get("apply"),function(m){k(parseFloat(m))},b);this.showDialog(b.container,300,80,!0,!0);b.init()}; +EditorUi.prototype.handleError=function(b,e,k,m,D){b=null!=b&&null!=b.error?b.error:b;if(null!=b||null!=e){D=mxUtils.htmlEntities(mxResources.get("unknownError"));var p=mxResources.get("ok");e=null!=e?e:mxResources.get("error");null!=b&&null!=b.message&&(D=mxUtils.htmlEntities(b.message));this.showError(e,D,p,k,null,null,null,null,null,null,null,null,m?k:null)}else null!=k&&k()}; +EditorUi.prototype.showError=function(b,e,k,m,D,p,E,K,Q,d,f,g,x){b=new ErrorDialog(this,b,e,k||mxResources.get("ok"),m,D,p,E,g,K,Q);e=Math.ceil(null!=e?e.length/50:1);this.showDialog(b.container,d||340,f||100+20*e,!0,!1,x);b.init()};EditorUi.prototype.showDialog=function(b,e,k,m,D,p,E,K,Q,d){this.editor.graph.tooltipHandler.resetTimer();this.editor.graph.tooltipHandler.hideTooltip();null==this.dialogs&&(this.dialogs=[]);this.dialog=new Dialog(this,b,e,k,m,D,p,E,K,Q,d);this.dialogs.push(this.dialog)}; EditorUi.prototype.hideDialog=function(b,e,k){null!=this.dialogs&&0<this.dialogs.length&&(null==k||k==this.dialog.container.firstChild)&&(k=this.dialogs.pop(),0==k.close(b,e)?this.dialogs.push(k):(this.dialog=0<this.dialogs.length?this.dialogs[this.dialogs.length-1]:null,this.editor.fireEvent(new mxEventObject("hideDialog")),null==this.dialog&&"hidden"!=this.editor.graph.container.style.visibility&&window.setTimeout(mxUtils.bind(this,function(){this.editor.graph.isEditing()&&null!=this.editor.graph.cellEditor.textarea? -this.editor.graph.cellEditor.textarea.focus():(mxUtils.clearSelection(),this.editor.graph.container.focus())}),0)))};EditorUi.prototype.ctrlEnter=function(){var b=this.editor.graph;if(b.isEnabled())try{for(var e=b.getSelectionCells(),k=new mxDictionary,n=[],D=0;D<e.length;D++){var t=b.isTableCell(e[D])?b.model.getParent(e[D]):e[D];null==t||k.get(t)||(k.put(t,!0),n.push(t))}b.setSelectionCells(b.duplicateCells(n,!1))}catch(E){this.handleError(E)}}; -EditorUi.prototype.pickColor=function(b,e){var k=this.editor.graph,n=k.cellEditor.saveSelection(),D=230+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));b=new ColorDialog(this,mxUtils.rgba2hex(b)||"none",function(t){k.cellEditor.restoreSelection(n);e(t)},function(){k.cellEditor.restoreSelection(n)});this.showDialog(b.container,230,D,!0,!1);b.init()}; +this.editor.graph.cellEditor.textarea.focus():(mxUtils.clearSelection(),this.editor.graph.container.focus())}),0)))};EditorUi.prototype.ctrlEnter=function(){var b=this.editor.graph;if(b.isEnabled())try{for(var e=b.getSelectionCells(),k=new mxDictionary,m=[],D=0;D<e.length;D++){var p=b.isTableCell(e[D])?b.model.getParent(e[D]):e[D];null==p||k.get(p)||(k.put(p,!0),m.push(p))}b.setSelectionCells(b.duplicateCells(m,!1))}catch(E){this.handleError(E)}}; +EditorUi.prototype.pickColor=function(b,e){var k=this.editor.graph,m=k.cellEditor.saveSelection(),D=230+17*(Math.ceil(ColorDialog.prototype.presetColors.length/12)+Math.ceil(ColorDialog.prototype.defaultColors.length/12));b=new ColorDialog(this,mxUtils.rgba2hex(b)||"none",function(p){k.cellEditor.restoreSelection(m);e(p)},function(){k.cellEditor.restoreSelection(m)});this.showDialog(b.container,230,D,!0,!1);b.init()}; EditorUi.prototype.openFile=function(){window.openFile=new OpenFile(mxUtils.bind(this,function(b){this.hideDialog(b)}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:320,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null})}; -EditorUi.prototype.extractGraphModelFromHtml=function(b){var e=null;try{var k=b.indexOf("<mxGraphModel ");if(0<=k){var n=b.lastIndexOf("</mxGraphModel>");n>k&&(e=b.substring(k,n+21).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}}catch(D){}return e}; -EditorUi.prototype.readGraphModelFromClipboard=function(b){this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(e){null!=e?b(e):this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(k){if(null!=k){var n=decodeURIComponent(k);this.isCompatibleString(n)&&(k=n)}b(k)}),"text")}),"html")}; -EditorUi.prototype.readGraphModelFromClipboardWithType=function(b,e){navigator.clipboard.read().then(mxUtils.bind(this,function(k){if(null!=k&&0<k.length&&"html"==e&&0<=mxUtils.indexOf(k[0].types,"text/html"))k[0].getType("text/html").then(mxUtils.bind(this,function(n){n.text().then(mxUtils.bind(this,function(D){try{var t=this.parseHtmlData(D),E="text/plain"!=t.getAttribute("data-type")?t.innerHTML:mxUtils.trim(null==t.innerText?mxUtils.getTextContent(t):t.innerText);try{var d=E.lastIndexOf("%3E"); -0<=d&&d<E.length-3&&(E=E.substring(0,d+3))}catch(l){}try{var f=t.getElementsByTagName("span"),g=null!=f&&0<f.length?mxUtils.trim(decodeURIComponent(f[0].textContent)):decodeURIComponent(E);this.isCompatibleString(g)&&(E=g)}catch(l){}}catch(l){}b(this.isCompatibleString(E)?E:null)}))["catch"](function(D){b(null)})}))["catch"](function(n){b(null)});else if(null!=k&&0<k.length&&"text"==e&&0<=mxUtils.indexOf(k[0].types,"text/plain"))k[0].getType("text/plain").then(function(n){n.text().then(function(D){b(D)})["catch"](function(){b(null)})})["catch"](function(){b(null)}); +EditorUi.prototype.extractGraphModelFromHtml=function(b){var e=null;try{var k=b.indexOf("<mxGraphModel ");if(0<=k){var m=b.lastIndexOf("</mxGraphModel>");m>k&&(e=b.substring(k,m+21).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}}catch(D){}return e}; +EditorUi.prototype.readGraphModelFromClipboard=function(b){this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(e){null!=e?b(e):this.readGraphModelFromClipboardWithType(mxUtils.bind(this,function(k){if(null!=k){var m=decodeURIComponent(k);this.isCompatibleString(m)&&(k=m)}b(k)}),"text")}),"html")}; +EditorUi.prototype.readGraphModelFromClipboardWithType=function(b,e){navigator.clipboard.read().then(mxUtils.bind(this,function(k){if(null!=k&&0<k.length&&"html"==e&&0<=mxUtils.indexOf(k[0].types,"text/html"))k[0].getType("text/html").then(mxUtils.bind(this,function(m){m.text().then(mxUtils.bind(this,function(D){try{var p=this.parseHtmlData(D),E="text/plain"!=p.getAttribute("data-type")?p.innerHTML:mxUtils.trim(null==p.innerText?mxUtils.getTextContent(p):p.innerText);try{var K=E.lastIndexOf("%3E"); +0<=K&&K<E.length-3&&(E=E.substring(0,K+3))}catch(f){}try{var Q=p.getElementsByTagName("span"),d=null!=Q&&0<Q.length?mxUtils.trim(decodeURIComponent(Q[0].textContent)):decodeURIComponent(E);this.isCompatibleString(d)&&(E=d)}catch(f){}}catch(f){}b(this.isCompatibleString(E)?E:null)}))["catch"](function(D){b(null)})}))["catch"](function(m){b(null)});else if(null!=k&&0<k.length&&"text"==e&&0<=mxUtils.indexOf(k[0].types,"text/plain"))k[0].getType("text/plain").then(function(m){m.text().then(function(D){b(D)})["catch"](function(){b(null)})})["catch"](function(){b(null)}); else b(null)}))["catch"](function(k){b(null)})}; EditorUi.prototype.parseHtmlData=function(b){var e=null;if(null!=b&&0<b.length){var k="<meta "==b.substring(0,6);e=document.createElement("div");e.innerHTML=(k?'<meta charset="utf-8">':"")+this.editor.graph.sanitizeHtml(b);asHtml=!0;b=e.getElementsByTagName("style");if(null!=b)for(;0<b.length;)b[0].parentNode.removeChild(b[0]);null!=e.firstChild&&e.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&null!=e.firstChild.nextSibling&&e.firstChild.nextSibling.nodeType==mxConstants.NODETYPE_ELEMENT&&"META"== e.firstChild.nodeName&&"A"==e.firstChild.nextSibling.nodeName&&null==e.firstChild.nextSibling.nextSibling&&(b=null==e.firstChild.nextSibling.innerText?mxUtils.getTextContent(e.firstChild.nextSibling):e.firstChild.nextSibling.innerText,b==e.firstChild.nextSibling.getAttribute("href")&&(mxUtils.setTextContent(e,b),asHtml=!1));k=k&&null!=e.firstChild?e.firstChild.nextSibling:e.firstChild;null!=k&&null==k.nextSibling&&k.nodeType==mxConstants.NODETYPE_ELEMENT&&"IMG"==k.nodeName?(b=k.getAttribute("src"), @@ -2249,179 +2252,179 @@ EditorUi.prototype.extractGraphModelFromEvent=function(b){var e=null,k=null;null (e=k);return e};EditorUi.prototype.isCompatibleString=function(b){return!1};EditorUi.prototype.saveFile=function(b){b||null==this.editor.filename?(b=new FilenameDialog(this,this.editor.getOrCreateFilename(),mxResources.get("save"),mxUtils.bind(this,function(e){this.save(e)}),null,mxUtils.bind(this,function(e){if(null!=e&&0<e.length)return!0;mxUtils.confirm(mxResources.get("invalidName"));return!1})),this.showDialog(b.container,300,100,!0,!0),b.init()):this.save(this.editor.getOrCreateFilename())}; EditorUi.prototype.save=function(b){if(null!=b){this.editor.graph.isEditing()&&this.editor.graph.stopEditing();var e=mxUtils.getXml(this.editor.getGraphXml());try{if(Editor.useLocalStorage){if(null!=localStorage.getItem(b)&&!mxUtils.confirm(mxResources.get("replaceIt",[b])))return;localStorage.setItem(b,e);this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("saved"))+" "+new Date)}else if(e.length<MAX_REQUEST_SIZE)(new mxXmlRequest(SAVE_URL,"filename="+encodeURIComponent(b)+"&xml="+encodeURIComponent(e))).simulate(document, "_blank");else{mxUtils.alert(mxResources.get("drawingTooLarge"));mxUtils.popup(e);return}this.editor.setModified(!1);this.editor.setFilename(b);this.updateDocumentTitle()}catch(k){this.editor.setStatus(mxUtils.htmlEntities(mxResources.get("errorSavingFile")))}}}; -EditorUi.prototype.executeLayouts=function(b,e){this.executeLayout(mxUtils.bind(this,function(){var k=new mxCompositeLayout(this.editor.graph,b),n=this.editor.graph.getSelectionCells();k.execute(this.editor.graph.getDefaultParent(),0==n.length?null:n)}),!0,e)}; -EditorUi.prototype.executeLayout=function(b,e,k){var n=this.editor.graph;if(n.isEnabled()){n.getModel().beginUpdate();try{b()}catch(D){throw D;}finally{this.allowAnimation&&e&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("Camino"))?(b=new mxMorphing(n),b.addListener(mxEvent.DONE,mxUtils.bind(this,function(){n.getModel().endUpdate();null!=k&&k()})),b.startAnimation()):(n.getModel().endUpdate(),null!=k&&k())}}}; -EditorUi.prototype.showImageDialog=function(b,e,k,n){n=this.editor.graph.cellEditor;var D=n.saveSelection(),t=mxUtils.prompt(b,e);n.restoreSelection(D);if(null!=t&&0<t.length){var E=new Image;E.onload=function(){k(t,E.width,E.height)};E.onerror=function(){k(null);mxUtils.alert(mxResources.get("fileNotFound"))};E.src=t}else k(null)};EditorUi.prototype.showLinkDialog=function(b,e,k){b=new LinkDialog(this,b,e,k);this.showDialog(b.container,420,90,!0,!0);b.init()}; +EditorUi.prototype.executeLayouts=function(b,e){this.executeLayout(mxUtils.bind(this,function(){var k=new mxCompositeLayout(this.editor.graph,b),m=this.editor.graph.getSelectionCells();k.execute(this.editor.graph.getDefaultParent(),0==m.length?null:m)}),!0,e)}; +EditorUi.prototype.executeLayout=function(b,e,k){var m=this.editor.graph;if(m.isEnabled()){m.getModel().beginUpdate();try{b()}catch(D){throw D;}finally{this.allowAnimation&&e&&(null==navigator.userAgent||0>navigator.userAgent.indexOf("Camino"))?(b=new mxMorphing(m),b.addListener(mxEvent.DONE,mxUtils.bind(this,function(){m.getModel().endUpdate();null!=k&&k()})),b.startAnimation()):(m.getModel().endUpdate(),null!=k&&k())}}}; +EditorUi.prototype.showImageDialog=function(b,e,k,m){m=this.editor.graph.cellEditor;var D=m.saveSelection(),p=mxUtils.prompt(b,e);m.restoreSelection(D);if(null!=p&&0<p.length){var E=new Image;E.onload=function(){k(p,E.width,E.height)};E.onerror=function(){k(null);mxUtils.alert(mxResources.get("fileNotFound"))};E.src=p}else k(null)};EditorUi.prototype.showLinkDialog=function(b,e,k){b=new LinkDialog(this,b,e,k);this.showDialog(b.container,420,90,!0,!0);b.init()}; EditorUi.prototype.showDataDialog=function(b){null!=b&&(b=new EditDataDialog(this,b),this.showDialog(b.container,480,420,!0,!1,null,!1),b.init())}; -EditorUi.prototype.showBackgroundImageDialog=function(b,e){b=null!=b?b:mxUtils.bind(this,function(n){n=new ChangePageSetup(this,null,n);n.ignoreColor=!0;this.editor.graph.model.execute(n)});var k=mxUtils.prompt(mxResources.get("backgroundImage"),null!=e?e.src:"");null!=k&&0<k.length?(e=new Image,e.onload=function(){b(new mxImage(k,e.width,e.height),!1)},e.onerror=function(){b(null,!0);mxUtils.alert(mxResources.get("fileNotFound"))},e.src=k):b(null)}; +EditorUi.prototype.showBackgroundImageDialog=function(b,e){b=null!=b?b:mxUtils.bind(this,function(m){m=new ChangePageSetup(this,null,m);m.ignoreColor=!0;this.editor.graph.model.execute(m)});var k=mxUtils.prompt(mxResources.get("backgroundImage"),null!=e?e.src:"");null!=k&&0<k.length?(e=new Image,e.onload=function(){b(new mxImage(k,e.width,e.height),!1)},e.onerror=function(){b(null,!0);mxUtils.alert(mxResources.get("fileNotFound"))},e.src=k):b(null)}; EditorUi.prototype.setBackgroundImage=function(b){this.editor.graph.setBackgroundImage(b);this.editor.graph.view.validateBackgroundImage();this.fireEvent(new mxEventObject("backgroundImageChanged"))};EditorUi.prototype.confirm=function(b,e,k){mxUtils.confirm(b)?null!=e&&e():null!=k&&k()};EditorUi.prototype.createOutline=function(b){var e=new mxOutline(this.editor.graph);mxEvent.addListener(window,"resize",function(){e.update(!1)});return e}; EditorUi.prototype.altShiftActions={67:"clearWaypoints",65:"connectionArrows",76:"editLink",80:"connectionPoints",84:"editTooltip",86:"pasteSize",88:"copySize",66:"copyData",69:"pasteData"}; -EditorUi.prototype.createKeyHandler=function(b){function e(q,z,F){if(!n.isSelectionEmpty()&&n.isEnabled()){z=null!=z?z:1;var C=n.getCompositeParents(n.getSelectionCells()),I=0<C.length?C[0]:null;if(null!=I)if(F){n.getModel().beginUpdate();try{for(I=0;I<C.length;I++)if(n.getModel().isVertex(C[I])&&n.isCellResizable(C[I])){var G=n.getCellGeometry(C[I]);null!=G&&(G=G.clone(),37==q?G.width=Math.max(0,G.width-z):38==q?G.height=Math.max(0,G.height-z):39==q?G.width+=z:40==q&&(G.height+=z),n.getModel().setGeometry(C[I], -G))}}finally{n.getModel().endUpdate()}}else{G=n.model.getParent(I);var Z=n.getView().scale;F=null;1==n.getSelectionCount()&&n.model.isVertex(I)&&null!=n.layoutManager&&!n.isCellLocked(I)&&(F=n.layoutManager.getLayout(G));if(null!=F&&F.constructor==mxStackLayout)z=G.getIndex(I),37==q||38==q?n.model.add(G,I,Math.max(0,z-1)):(39==q||40==q)&&n.model.add(G,I,Math.min(n.model.getChildCount(G),z+1));else{var ca=n.graphHandler;null!=ca&&(null==ca.first&&ca.start(I,0,0,C),null!=ca.first&&(I=C=0,37==q?C=-z: -38==q?I=-z:39==q?C=z:40==q&&(I=z),ca.currentDx+=C*Z,ca.currentDy+=I*Z,ca.checkPreview(),ca.updatePreview()),null!=E&&window.clearTimeout(E),E=window.setTimeout(function(){if(null!=ca.first){var ba=ca.roundLength(ca.currentDx/Z),Y=ca.roundLength(ca.currentDy/Z);ca.moveCells(ca.cells,ba,Y);ca.reset()}},400))}}}}var k=this,n=this.editor.graph,D=new mxKeyHandler(n),t=D.isEventIgnored;D.isEventIgnored=function(q){return!(mxEvent.isShiftDown(q)&&9==q.keyCode)&&(!this.isControlDown(q)||mxEvent.isShiftDown(q)|| -90!=q.keyCode&&89!=q.keyCode&&188!=q.keyCode&&190!=q.keyCode&&85!=q.keyCode)&&(66!=q.keyCode&&73!=q.keyCode||!this.isControlDown(q)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&t.apply(this,arguments)};D.isEnabledForEvent=function(q){return!mxEvent.isConsumed(q)&&this.isGraphEvent(q)&&this.isEnabled()&&(null==k.dialogs||0==k.dialogs.length)};D.isControlDown=function(q){return mxEvent.isControlDown(q)||mxClient.IS_MAC&&q.metaKey};var E=null,d={37:mxConstants.DIRECTION_WEST, -38:mxConstants.DIRECTION_NORTH,39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},f=D.getFunction;mxKeyHandler.prototype.getFunction=function(q){if(n.isEnabled()){if(mxEvent.isShiftDown(q)&&mxEvent.isAltDown(q)){var z=k.actions.get(k.altShiftActions[q.keyCode]);if(null!=z)return z.funct}if(null!=d[q.keyCode]&&!n.isSelectionEmpty())if(!this.isControlDown(q)&&mxEvent.isShiftDown(q)&&mxEvent.isAltDown(q)){if(n.model.isVertex(n.getSelectionCell()))return function(){var F=n.connectVertex(n.getSelectionCell(), -d[q.keyCode],n.defaultEdgeLength,q,!0);null!=F&&0<F.length&&(1==F.length&&n.model.isEdge(F[0])?n.setSelectionCell(n.model.getTerminal(F[0],!1)):n.setSelectionCell(F[F.length-1]),n.scrollCellToVisible(n.getSelectionCell()),null!=k.hoverIcons&&k.hoverIcons.update(n.view.getState(n.getSelectionCell())))}}else return this.isControlDown(q)?function(){e(q.keyCode,mxEvent.isShiftDown(q)?n.gridSize:null,!0)}:function(){e(q.keyCode,mxEvent.isShiftDown(q)?n.gridSize:null)}}return f.apply(this,arguments)};D.bindAction= -mxUtils.bind(this,function(q,z,F,C){var I=this.actions.get(F);null!=I&&(F=function(){I.isEnabled()&&I.funct()},z?C?D.bindControlShiftKey(q,F):D.bindControlKey(q,F):C?D.bindShiftKey(q,F):D.bindKey(q,F))});var g=this,l=D.escape;D.escape=function(q){l.apply(this,arguments)};D.enter=function(){};D.bindControlShiftKey(36,function(){n.exitGroup()});D.bindControlShiftKey(35,function(){n.enterGroup()});D.bindShiftKey(36,function(){n.home()});D.bindKey(35,function(){n.refresh()});D.bindAction(107,!0,"zoomIn"); -D.bindAction(109,!0,"zoomOut");D.bindAction(80,!0,"print");D.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)D.bindControlKey(36,function(){n.isEnabled()&&n.foldCells(!0)}),D.bindControlKey(35,function(){n.isEnabled()&&n.foldCells(!1)}),D.bindControlKey(13,function(){g.ctrlEnter()}),D.bindAction(8,!1,"delete"),D.bindAction(8,!0,"deleteAll"),D.bindAction(8,!1,"deleteLabels",!0),D.bindAction(46,!1,"delete"),D.bindAction(46,!0,"deleteAll"),D.bindAction(46,!1,"deleteLabels", +EditorUi.prototype.createKeyHandler=function(b){function e(g,x,z){if(!m.isSelectionEmpty()&&m.isEnabled()){x=null!=x?x:1;var u=m.getCompositeParents(m.getSelectionCells()),H=0<u.length?u[0]:null;if(null!=H)if(z){m.getModel().beginUpdate();try{for(H=0;H<u.length;H++)if(m.getModel().isVertex(u[H])&&m.isCellResizable(u[H])){var L=m.getCellGeometry(u[H]);null!=L&&(L=L.clone(),37==g?L.width=Math.max(0,L.width-x):38==g?L.height=Math.max(0,L.height-x):39==g?L.width+=x:40==g&&(L.height+=x),m.getModel().setGeometry(u[H], +L))}}finally{m.getModel().endUpdate()}}else{L=m.model.getParent(H);var C=m.getView().scale;z=null;1==m.getSelectionCount()&&m.model.isVertex(H)&&null!=m.layoutManager&&!m.isCellLocked(H)&&(z=m.layoutManager.getLayout(L));if(null!=z&&z.constructor==mxStackLayout)x=L.getIndex(H),37==g||38==g?m.model.add(L,H,Math.max(0,x-1)):(39==g||40==g)&&m.model.add(L,H,Math.min(m.model.getChildCount(L),x+1));else{var G=m.graphHandler;null!=G&&(null==G.first&&G.start(H,0,0,u),null!=G.first&&(H=u=0,37==g?u=-x:38== +g?H=-x:39==g?u=x:40==g&&(H=x),G.currentDx+=u*C,G.currentDy+=H*C,G.checkPreview(),G.updatePreview()),null!=E&&window.clearTimeout(E),E=window.setTimeout(function(){if(null!=G.first){var V=G.roundLength(G.currentDx/C),U=G.roundLength(G.currentDy/C);G.moveCells(G.cells,V,U);G.reset()}},400))}}}}var k=this,m=this.editor.graph,D=new mxKeyHandler(m),p=D.isEventIgnored;D.isEventIgnored=function(g){return!(mxEvent.isShiftDown(g)&&9==g.keyCode)&&(!this.isControlDown(g)||mxEvent.isShiftDown(g)||90!=g.keyCode&& +89!=g.keyCode&&188!=g.keyCode&&190!=g.keyCode&&85!=g.keyCode)&&(66!=g.keyCode&&73!=g.keyCode||!this.isControlDown(g)||this.graph.cellEditor.isContentEditing()&&!mxClient.IS_FF&&!mxClient.IS_SF)&&p.apply(this,arguments)};D.isEnabledForEvent=function(g){return!mxEvent.isConsumed(g)&&this.isGraphEvent(g)&&this.isEnabled()&&(null==k.dialogs||0==k.dialogs.length)};D.isControlDown=function(g){return mxEvent.isControlDown(g)||mxClient.IS_MAC&&g.metaKey};var E=null,K={37:mxConstants.DIRECTION_WEST,38:mxConstants.DIRECTION_NORTH, +39:mxConstants.DIRECTION_EAST,40:mxConstants.DIRECTION_SOUTH},Q=D.getFunction;mxKeyHandler.prototype.getFunction=function(g){if(m.isEnabled()){if(mxEvent.isShiftDown(g)&&mxEvent.isAltDown(g)){var x=k.actions.get(k.altShiftActions[g.keyCode]);if(null!=x)return x.funct}if(null!=K[g.keyCode]&&!m.isSelectionEmpty())if(!this.isControlDown(g)&&mxEvent.isShiftDown(g)&&mxEvent.isAltDown(g)){if(m.model.isVertex(m.getSelectionCell()))return function(){var z=m.connectVertex(m.getSelectionCell(),K[g.keyCode], +m.defaultEdgeLength,g,!0);null!=z&&0<z.length&&(1==z.length&&m.model.isEdge(z[0])?m.setSelectionCell(m.model.getTerminal(z[0],!1)):m.setSelectionCell(z[z.length-1]),m.scrollCellToVisible(m.getSelectionCell()),null!=k.hoverIcons&&k.hoverIcons.update(m.view.getState(m.getSelectionCell())))}}else return this.isControlDown(g)?function(){e(g.keyCode,mxEvent.isShiftDown(g)?m.gridSize:null,!0)}:function(){e(g.keyCode,mxEvent.isShiftDown(g)?m.gridSize:null)}}return Q.apply(this,arguments)};D.bindAction=mxUtils.bind(this, +function(g,x,z,u){var H=this.actions.get(z);null!=H&&(z=function(){H.isEnabled()&&H.funct.apply(this,arguments)},x?u?D.bindControlShiftKey(g,z):D.bindControlKey(g,z):u?D.bindShiftKey(g,z):D.bindKey(g,z))});var d=this,f=D.escape;D.escape=function(g){f.apply(this,arguments)};D.enter=function(){};D.bindControlShiftKey(36,function(){m.exitGroup()});D.bindControlShiftKey(35,function(){m.enterGroup()});D.bindShiftKey(36,function(){m.home()});D.bindKey(35,function(){m.refresh()});D.bindAction(107,!0,"zoomIn"); +D.bindAction(109,!0,"zoomOut");D.bindAction(80,!0,"print");D.bindAction(79,!0,"outline",!0);if(!this.editor.chromeless||this.editor.editable)D.bindControlKey(36,function(){m.isEnabled()&&m.foldCells(!0)}),D.bindControlKey(35,function(){m.isEnabled()&&m.foldCells(!1)}),D.bindControlKey(13,function(){d.ctrlEnter()}),D.bindAction(8,!1,"delete"),D.bindAction(8,!0,"deleteAll"),D.bindAction(8,!1,"deleteLabels",!0),D.bindAction(46,!1,"delete"),D.bindAction(46,!0,"deleteAll"),D.bindAction(46,!1,"deleteLabels", !0),D.bindAction(36,!1,"resetView"),D.bindAction(72,!0,"fitWindow",!0),D.bindAction(74,!0,"fitPage"),D.bindAction(74,!0,"fitTwoPages",!0),D.bindAction(48,!0,"customZoom"),D.bindAction(82,!0,"turn"),D.bindAction(82,!0,"clearDefaultStyle",!0),D.bindAction(83,!0,"save"),D.bindAction(83,!0,"saveAs",!0),D.bindAction(65,!0,"selectAll"),D.bindAction(65,!0,"selectNone",!0),D.bindAction(73,!0,"selectVertices",!0),D.bindAction(69,!0,"selectEdges",!0),D.bindAction(69,!0,"editStyle"),D.bindAction(66,!0,"bold"), D.bindAction(66,!0,"toBack",!0),D.bindAction(70,!0,"toFront",!0),D.bindAction(68,!0,"duplicate"),D.bindAction(68,!0,"setAsDefaultStyle",!0),D.bindAction(90,!0,"undo"),D.bindAction(89,!0,"autosize",!0),D.bindAction(88,!0,"cut"),D.bindAction(67,!0,"copy"),D.bindAction(86,!0,"paste"),D.bindAction(71,!0,"group"),D.bindAction(77,!0,"editData"),D.bindAction(71,!0,"grid",!0),D.bindAction(73,!0,"italic"),D.bindAction(76,!0,"lockUnlock"),D.bindAction(76,!0,"layers",!0),D.bindAction(80,!0,"formatPanel",!0), -D.bindAction(85,!0,"underline"),D.bindAction(85,!0,"ungroup",!0),D.bindAction(190,!0,"superscript"),D.bindAction(188,!0,"subscript"),D.bindAction(13,!1,"keyPressEnter"),D.bindKey(113,function(){n.isEnabled()&&n.startEditingAtCell()});mxClient.IS_WIN?D.bindAction(89,!0,"redo"):D.bindAction(90,!0,"redo",!0);return D}; +D.bindAction(85,!0,"underline"),D.bindAction(85,!0,"ungroup",!0),D.bindAction(190,!0,"superscript"),D.bindAction(188,!0,"subscript"),D.bindAction(13,!1,"keyPressEnter"),D.bindKey(113,function(){m.isEnabled()&&m.startEditingAtCell()});mxClient.IS_WIN?D.bindAction(89,!0,"redo"):D.bindAction(90,!0,"redo",!0);return D}; EditorUi.prototype.destroy=function(){var b=this.editor.graph;null!=b&&null!=this.selectionStateListener&&(b.getSelectionModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),b.getModel().removeListener(mxEvent.CHANGE,this.selectionStateListener),b.removeListener(mxEvent.EDITING_STARTED,this.selectionStateListener),b.removeListener(mxEvent.EDITING_STOPPED,this.selectionStateListener),b.getView().removeListener("unitChanged",this.selectionStateListener),this.selectionStateListener=null); null!=this.editor&&(this.editor.destroy(),this.editor=null);null!=this.menubar&&(this.menubar.destroy(),this.menubar=null);null!=this.toolbar&&(this.toolbar.destroy(),this.toolbar=null);null!=this.sidebar&&(this.sidebar.destroy(),this.sidebar=null);null!=this.keyHandler&&(this.keyHandler.destroy(),this.keyHandler=null);null!=this.keydownHandler&&(mxEvent.removeListener(document,"keydown",this.keydownHandler),this.keydownHandler=null);null!=this.keyupHandler&&(mxEvent.removeListener(document,"keyup", this.keyupHandler),this.keyupHandler=null);null!=this.resizeHandler&&(mxEvent.removeListener(window,"resize",this.resizeHandler),this.resizeHandler=null);null!=this.gestureHandler&&(mxEvent.removeGestureListeners(document,this.gestureHandler),this.gestureHandler=null);null!=this.orientationChangeHandler&&(mxEvent.removeListener(window,"orientationchange",this.orientationChangeHandler),this.orientationChangeHandler=null);null!=this.scrollHandler&&(mxEvent.removeListener(window,"scroll",this.scrollHandler), -this.scrollHandler=null);if(null!=this.destroyFunctions){for(b=0;b<this.destroyFunctions.length;b++)this.destroyFunctions[b]();this.destroyFunctions=null}var e=[this.menubarContainer,this.toolbarContainer,this.sidebarContainer,this.formatContainer,this.diagramContainer,this.footerContainer,this.chromelessToolbar,this.hsplit,this.sidebarFooterContainer,this.layersDialog];for(b=0;b<e.length;b++)null!=e[b]&&null!=e[b].parentNode&&e[b].parentNode.removeChild(e[b])};(function(){var b=[["nbsp","160"],["shy","173"]],e=mxUtils.parseXml;mxUtils.parseXml=function(k){for(var n=0;n<b.length;n++)k=k.replace(new RegExp("&"+b[n][0]+";","g"),"&#"+b[n][1]+";");return e(k)}})(); +this.scrollHandler=null);if(null!=this.destroyFunctions){for(b=0;b<this.destroyFunctions.length;b++)this.destroyFunctions[b]();this.destroyFunctions=null}var e=[this.menubarContainer,this.toolbarContainer,this.sidebarContainer,this.formatContainer,this.diagramContainer,this.footerContainer,this.chromelessToolbar,this.hsplit,this.sidebarFooterContainer,this.layersDialog];for(b=0;b<e.length;b++)null!=e[b]&&null!=e[b].parentNode&&e[b].parentNode.removeChild(e[b])};(function(){var b=[["nbsp","160"],["shy","173"]],e=mxUtils.parseXml;mxUtils.parseXml=function(k){for(var m=0;m<b.length;m++)k=k.replace(new RegExp("&"+b[m][0]+";","g"),"&#"+b[m][1]+";");return e(k)}})(); Date.prototype.toISOString||function(){function b(e){e=String(e);1===e.length&&(e="0"+e);return e}Date.prototype.toISOString=function(){return this.getUTCFullYear()+"-"+b(this.getUTCMonth()+1)+"-"+b(this.getUTCDate())+"T"+b(this.getUTCHours())+":"+b(this.getUTCMinutes())+":"+b(this.getUTCSeconds())+"."+String((this.getUTCMilliseconds()/1E3).toFixed(3)).slice(2,5)+"Z"}}();Date.now||(Date.now=function(){return(new Date).getTime()}); -Uint8Array.from||(Uint8Array.from=function(){var b=Object.prototype.toString,e=function(n){return"function"===typeof n||"[object Function]"===b.call(n)},k=Math.pow(2,53)-1;return function(n){var D=Object(n);if(null==n)throw new TypeError("Array.from requires an array-like object - not null or undefined");var t=1<arguments.length?arguments[1]:void 0,E;if("undefined"!==typeof t){if(!e(t))throw new TypeError("Array.from: when provided, the second argument must be a function");2<arguments.length&&(E= -arguments[2])}var d=Number(D.length);d=isNaN(d)?0:0!==d&&isFinite(d)?(0<d?1:-1)*Math.floor(Math.abs(d)):d;d=Math.min(Math.max(d,0),k);for(var f=e(this)?Object(new this(d)):Array(d),g=0,l;g<d;)l=D[g],f[g]=t?"undefined"===typeof E?t(l,g):t.call(E,l,g):l,g+=1;f.length=d;return f}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; +Uint8Array.from||(Uint8Array.from=function(){var b=Object.prototype.toString,e=function(m){return"function"===typeof m||"[object Function]"===b.call(m)},k=Math.pow(2,53)-1;return function(m){var D=Object(m);if(null==m)throw new TypeError("Array.from requires an array-like object - not null or undefined");var p=1<arguments.length?arguments[1]:void 0,E;if("undefined"!==typeof p){if(!e(p))throw new TypeError("Array.from: when provided, the second argument must be a function");2<arguments.length&&(E= +arguments[2])}var K=Number(D.length);K=isNaN(K)?0:0!==K&&isFinite(K)?(0<K?1:-1)*Math.floor(Math.abs(K)):K;K=Math.min(Math.max(K,0),k);for(var Q=e(this)?Object(new this(K)):Array(K),d=0,f;d<K;)f=D[d],Q[d]=p?"undefined"===typeof E?p(f,d):p.call(E,f,d):f,d+=1;Q.length=K;return Q}}());mxConstants.POINTS=1;mxConstants.MILLIMETERS=2;mxConstants.INCHES=3;mxConstants.METERS=4;mxConstants.PIXELS_PER_MM=3.937;mxConstants.PIXELS_PER_INCH=100;mxConstants.SHADOW_OPACITY=.25;mxConstants.SHADOWCOLOR="#000000"; mxConstants.VML_SHADOWCOLOR="#d0d0d0";mxCodec.allowlist="mxStylesheet Array mxGraphModel mxCell mxGeometry mxRectangle mxPoint mxChildChange mxRootChange mxTerminalChange mxValueChange mxStyleChange mxGeometryChange mxCollapseChange mxVisibleChange mxCellAttributeChange".split(" ");mxGraph.prototype.pageBreakColor="#c0c0c0";mxGraph.prototype.pageScale=1; (function(){try{if(null!=navigator&&null!=navigator.language){var b=navigator.language.toLowerCase();mxGraph.prototype.pageFormat="en-us"===b||"en-ca"===b||"es-mx"===b?mxConstants.PAGE_FORMAT_LETTER_PORTRAIT:mxConstants.PAGE_FORMAT_A4_PORTRAIT}}catch(e){}})();mxText.prototype.baseSpacingTop=5;mxText.prototype.baseSpacingBottom=1;mxGraphModel.prototype.ignoreRelativeEdgeParent=!1; mxGraphView.prototype.gridImage=mxClient.IS_SVG?"data:image/gif;base64,R0lGODlhCgAKAJEAAAAAAP///8zMzP///yH5BAEAAAMALAAAAAAKAAoAAAIJ1I6py+0Po2wFADs=":IMAGE_PATH+"/grid.gif";mxGraphView.prototype.gridSteps=4;mxGraphView.prototype.minGridSize=4;mxGraphView.prototype.defaultGridColor="#d0d0d0";mxGraphView.prototype.defaultDarkGridColor="#6e6e6e";mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultGridColor;mxGraphView.prototype.unit=mxConstants.POINTS; mxGraphView.prototype.setUnit=function(b){this.unit!=b&&(this.unit=b,this.fireEvent(new mxEventObject("unitChanged","unit",b)))};mxSvgCanvas2D.prototype.foAltText="[Not supported by viewer]";mxShape.prototype.getConstraints=function(b,e,k){return null}; mxImageShape.prototype.getImageDataUri=function(){var b=this.image;if("data:image/svg+xml;base64,"==b.substring(0,26)&&null!=this.style&&"1"==mxUtils.getValue(this.style,"clipSvg","0")){if(null==this.clippedSvg||this.clippedImage!=b)this.clippedSvg=Graph.clipSvgDataUri(b,!0),this.clippedImage=b;b=this.clippedSvg}return b}; -Graph=function(b,e,k,n,D,t){mxGraph.call(this,b,e,k,n);this.themes=D||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=t?t:!1;b=this.baseUrl;e=b.indexOf("//");this.domainPathUrl=this.domainUrl="";0<e&&(e=b.indexOf("/",e+2),0<e&&(this.domainUrl=b.substring(0,e)),e=b.lastIndexOf("/"),0<e&&(this.domainPathUrl=b.substring(0,e+1)));this.isHtmlLabel=function(M){M=this.getCurrentCellStyle(M); -return null!=M?"1"==M.html||"wrap"==M[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var E=null,d=null,f=null,g=null,l=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(M,ka){if("mouseDown"==ka.getProperty("eventName")&&this.isEnabled()){M=ka.getProperty("event");var L=M.getState();ka=this.view.scale;if(!mxEvent.isAltDown(M.getEvent())&&null!=L)if(this.model.isEdge(L.cell))if(E=new mxPoint(M.getGraphX(),M.getGraphY()),l=this.isCellSelected(L.cell),f=L,d=M,null!=L.text&& -null!=L.text.boundingBox&&mxUtils.contains(L.text.boundingBox,M.getGraphX(),M.getGraphY()))g=mxEvent.LABEL_HANDLE;else{var S=this.selectionCellsHandler.getHandler(L.cell);null!=S&&null!=S.bends&&0<S.bends.length&&(g=S.getHandleForEvent(M))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(M.getEvent())&&(S=this.selectionCellsHandler.getHandler(L.cell),null==S||null==S.getHandleForEvent(M))){var ja=new mxRectangle(M.getGraphX()-1,M.getGraphY()-1),ma=mxEvent.isTouchEvent(M.getEvent())? -mxShape.prototype.svgStrokeTolerance-1:(mxShape.prototype.svgStrokeTolerance+2)/2;S=ma+2;ja.grow(ma);if(this.isTableCell(L.cell)&&!this.isCellSelected(L.cell)&&!(mxUtils.contains(L,M.getGraphX()-S,M.getGraphY()-S)&&mxUtils.contains(L,M.getGraphX()-S,M.getGraphY()+S)&&mxUtils.contains(L,M.getGraphX()+S,M.getGraphY()+S)&&mxUtils.contains(L,M.getGraphX()+S,M.getGraphY()-S))){var u=this.model.getParent(L.cell);S=this.model.getParent(u);if(!this.isCellSelected(S)){ma*=ka;var H=2*ma;if(this.model.getChildAt(S, -0)!=u&&mxUtils.intersects(ja,new mxRectangle(L.x,L.y-ma,L.width,H))||this.model.getChildAt(u,0)!=L.cell&&mxUtils.intersects(ja,new mxRectangle(L.x-ma,L.y,H,L.height))||mxUtils.intersects(ja,new mxRectangle(L.x,L.y+L.height-ma,L.width,H))||mxUtils.intersects(ja,new mxRectangle(L.x+L.width-ma,L.y,H,L.height)))u=this.selectionCellsHandler.isHandled(S),this.selectCellForEvent(S,M.getEvent()),S=this.selectionCellsHandler.getHandler(S),null!=S&&(ma=S.getHandleForEvent(M),null!=ma&&(S.start(M.getGraphX(), -M.getGraphY(),ma),S.blockDelayedSelection=!u,M.consume()))}}for(;!M.isConsumed()&&null!=L&&(this.isTableCell(L.cell)||this.isTableRow(L.cell)||this.isTable(L.cell));)this.isSwimlane(L.cell)&&(S=this.getActualStartSize(L.cell),(0<S.x||0<S.width)&&mxUtils.intersects(ja,new mxRectangle(L.x+(S.x-S.width-1)*ka+(0==S.x?L.width:0),L.y,1,L.height))||(0<S.y||0<S.height)&&mxUtils.intersects(ja,new mxRectangle(L.x,L.y+(S.y-S.height-1)*ka+(0==S.y?L.height:0),L.width,1)))&&(this.selectCellForEvent(L.cell,M.getEvent()), -S=this.selectionCellsHandler.getHandler(L.cell),null!=S&&(ma=mxEvent.CUSTOM_HANDLE-S.customHandles.length+1,S.start(M.getGraphX(),M.getGraphY(),ma),M.consume())),L=this.view.getState(this.model.getParent(L.cell))}}}));this.addMouseListener({mouseDown:function(M,ka){},mouseMove:mxUtils.bind(this,function(M,ka){M=this.selectionCellsHandler.handlers.map;for(var L in M)if(null!=M[L].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(ka.getEvent())){var S=this.tolerance; -if(null!=E&&null!=f&&null!=d){if(L=f,Math.abs(E.x-ka.getGraphX())>S||Math.abs(E.y-ka.getGraphY())>S){var ja=this.selectionCellsHandler.getHandler(L.cell);null==ja&&this.model.isEdge(L.cell)&&(ja=this.createHandler(L));if(null!=ja&&null!=ja.bends&&0<ja.bends.length){M=ja.getHandleForEvent(d);var ma=this.view.getEdgeStyle(L);S=ma==mxEdgeStyle.EntityRelation;l||g!=mxEvent.LABEL_HANDLE||(M=g);if(S&&0!=M&&M!=ja.bends.length-1&&M!=mxEvent.LABEL_HANDLE)!S||null==L.visibleSourceState&&null==L.visibleTargetState|| -(this.graphHandler.reset(),ka.consume());else if(M==mxEvent.LABEL_HANDLE||0==M||null!=L.visibleSourceState||M==ja.bends.length-1||null!=L.visibleTargetState)S||M==mxEvent.LABEL_HANDLE||(S=L.absolutePoints,null!=S&&(null==ma&&null==M||ma==mxEdgeStyle.OrthConnector)&&(M=g,null==M&&(M=new mxRectangle(E.x,E.y),M.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(M,S[0].x,S[0].y)?M=0:mxUtils.contains(M,S[S.length-1].x,S[S.length-1].y)?M=ja.bends.length-1:null!=ma&&(2==S.length||3==S.length&& -(0==Math.round(S[0].x-S[1].x)&&0==Math.round(S[1].x-S[2].x)||0==Math.round(S[0].y-S[1].y)&&0==Math.round(S[1].y-S[2].y)))?M=2:(M=mxUtils.findNearestSegment(L,E.x,E.y),M=null==ma?mxEvent.VIRTUAL_HANDLE-M:M+1))),null==M&&(M=mxEvent.VIRTUAL_HANDLE)),ja.start(ka.getGraphX(),ka.getGraphX(),M),ka.consume(),this.graphHandler.reset()}null!=ja&&(this.selectionCellsHandler.isHandlerActive(ja)?this.isCellSelected(L.cell)||(this.selectionCellsHandler.handlers.put(L.cell,ja),this.selectCellForEvent(L.cell,ka.getEvent())): -this.isCellSelected(L.cell)||ja.destroy());l=!1;E=d=f=g=null}}else if(L=ka.getState(),null!=L&&this.isCellEditable(L.cell)){ja=null;if(this.model.isEdge(L.cell)){if(M=new mxRectangle(ka.getGraphX(),ka.getGraphY()),M.grow(mxEdgeHandler.prototype.handleImage.width/2),S=L.absolutePoints,null!=S)if(null!=L.text&&null!=L.text.boundingBox&&mxUtils.contains(L.text.boundingBox,ka.getGraphX(),ka.getGraphY()))ja="move";else if(mxUtils.contains(M,S[0].x,S[0].y)||mxUtils.contains(M,S[S.length-1].x,S[S.length- -1].y))ja="pointer";else if(null!=L.visibleSourceState||null!=L.visibleTargetState)M=this.view.getEdgeStyle(L),ja="crosshair",M!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(L)&&(ka=mxUtils.findNearestSegment(L,ka.getGraphX(),ka.getGraphY()),ka<S.length-1&&0<=ka&&(ja=0==Math.round(S[ka].x-S[ka+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(ka.getEvent())){S=mxShape.prototype.svgStrokeTolerance/2;M=new mxRectangle(ka.getGraphX(),ka.getGraphY());M.grow(S);if(this.isTableCell(L.cell)&& -(ka=this.model.getParent(L.cell),S=this.model.getParent(ka),!this.isCellSelected(S)))if(mxUtils.intersects(M,new mxRectangle(L.x,L.y-2,L.width,4))&&this.model.getChildAt(S,0)!=ka||mxUtils.intersects(M,new mxRectangle(L.x,L.y+L.height-2,L.width,4)))ja="row-resize";else if(mxUtils.intersects(M,new mxRectangle(L.x-2,L.y,4,L.height))&&this.model.getChildAt(ka,0)!=L.cell||mxUtils.intersects(M,new mxRectangle(L.x+L.width-2,L.y,4,L.height)))ja="col-resize";for(ka=L;null==ja&&null!=ka&&(this.isTableCell(ka.cell)|| -this.isTableRow(ka.cell)||this.isTable(ka.cell));)this.isSwimlane(ka.cell)&&(S=this.getActualStartSize(ka.cell),ma=this.view.scale,(0<S.x||0<S.width)&&mxUtils.intersects(M,new mxRectangle(ka.x+(S.x-S.width-1)*ma+(0==S.x?ka.width*ma:0),ka.y,1,ka.height))?ja="col-resize":(0<S.y||0<S.height)&&mxUtils.intersects(M,new mxRectangle(ka.x,ka.y+(S.y-S.height-1)*ma+(0==S.y?ka.height:0),ka.width,1))&&(ja="row-resize")),ka=this.view.getState(this.model.getParent(ka.cell))}null!=ja&&L.setCursor(ja)}}}),mouseUp:mxUtils.bind(this, -function(M,ka){g=E=d=f=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(M){var ka=mxCellRenderer.prototype.getLabelValue.apply(this,arguments);M.view.graph.isHtmlLabel(M.cell)&&(ka=1!=M.style.html?mxUtils.htmlEntities(ka,!1):M.view.graph.sanitizeHtml(ka));return ka};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0);this.allowAutoPanning=!0;this.constrainChildren= -this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid=!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(M,ka){return!1};this.alternateEdgeStyle="vertical";null==n&&this.loadStylesheet();var q=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var M=q.apply(this,arguments);if(this.graph.pageVisible){var ka=[],L=this.graph.pageFormat, -S=this.graph.pageScale,ja=L.width*S;L=L.height*S;S=this.graph.view.translate;for(var ma=this.graph.view.scale,u=this.graph.getPageLayout(),H=0;H<u.width;H++)ka.push(new mxRectangle(((u.x+H)*ja+S.x)*ma,(u.y*L+S.y)*ma,ja*ma,L*ma));for(H=1;H<u.height;H++)ka.push(new mxRectangle((u.x*ja+S.x)*ma,((u.y+H)*L+S.y)*ma,ja*ma,L*ma));M=ka.concat(M)}return M};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor=function(M,ka){return null==M.cell?"#ffa500":mxConstants.GUIDE_COLOR}; -this.graphHandler.createPreviewShape=function(M){this.previewColor="#000000"==this.graph.background?"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var z=this.graphHandler.getCells;this.graphHandler.getCells=function(M){for(var ka=z.apply(this,arguments),L=new mxDictionary,S=[],ja=0;ja<ka.length;ja++){var ma=this.graph.isTableCell(M)&&this.graph.isTableCell(ka[ja])&&this.graph.isCellSelected(ka[ja])?this.graph.model.getParent(ka[ja]): -this.graph.isTableRow(M)&&this.graph.isTableRow(ka[ja])&&this.graph.isCellSelected(ka[ja])?ka[ja]:this.graph.getCompositeParent(ka[ja]);null==ma||L.get(ma)||(L.put(ma,!0),S.push(ma))}return S};var F=this.graphHandler.start;this.graphHandler.start=function(M,ka,L,S){var ja=!1;this.graph.isTableCell(M)&&(this.graph.isCellSelected(M)?ja=!0:M=this.graph.model.getParent(M));ja||this.graph.isTableRow(M)&&this.graph.isCellSelected(M)||(M=this.graph.getCompositeParent(M));F.apply(this,arguments)};this.connectionHandler.createTargetVertex= -function(M,ka){ka=this.graph.getCompositeParent(ka);return mxConnectionHandler.prototype.createTargetVertex.apply(this,arguments)};var C=new mxRubberband(this);this.getRubberband=function(){return C};var I=(new Date).getTime(),G=0,Z=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var M=this.currentState;Z.apply(this,arguments);M!=this.currentState?(I=(new Date).getTime(),G=0):G=(new Date).getTime()-I};var ca=this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent= -function(M){return mxEvent.isShiftDown(M.getEvent())&&mxEvent.isAltDown(M.getEvent())?!1:null!=this.currentState&&M.getState()==this.currentState&&2E3<G||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&ca.apply(this,arguments)};var ba=this.isToggleEvent;this.isToggleEvent=function(M){return ba.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(M)};var Y=C.isForceRubberbandEvent;C.isForceRubberbandEvent=function(M){return Y.apply(this, -arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(M.getEvent())||mxUtils.hasScrollbars(this.graph.container)&&mxClient.IS_FF&&mxClient.IS_WIN&&null==M.getState()&&mxEvent.isTouchEvent(M.getEvent())};var O=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(O=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END,mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor= -O)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(M){return mxEvent.isMouseEvent(M.getEvent())};var la=this.click;this.click=function(M){var ka=null==M.state&&null!=M.sourceState&&this.isCellLocked(M.sourceState.cell);if(this.isEnabled()&&!ka||M.isConsumed())return la.apply(this,arguments);var L=ka?M.sourceState.cell:M.getCell();null!=L&&(L=this.getClickableLinkForCell(L),null!=L&&(this.isCustomLink(L)?this.customLinkClicked(L):this.openLink(L)));this.isEnabled()&& -ka&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(M){return M.sourceState};var aa=this.tooltipHandler.show;this.tooltipHandler.show=function(){aa.apply(this,arguments);if(null!=this.div)for(var M=this.div.getElementsByTagName("a"),ka=0;ka<M.length;ka++)null!=M[ka].getAttribute("href")&&null==M[ka].getAttribute("target")&&M[ka].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(M){return M.sourceState};this.getCursorForMouseEvent=function(M){var ka= -null==M.state&&null!=M.sourceState&&this.isCellLocked(M.sourceState.cell);return this.getCursorForCell(ka?M.sourceState.cell:M.getCell())};var ia=this.getCursorForCell;this.getCursorForCell=function(M){if(!this.isEnabled()||this.isCellLocked(M)){if(null!=this.getClickableLinkForCell(M))return"pointer";if(this.isCellLocked(M))return"default"}return ia.apply(this,arguments)};this.selectRegion=function(M,ka){var L=mxEvent.isAltDown(ka)?M:null;M=this.getCells(M.x,M.y,M.width,M.height,null,null,L,function(S){return"1"== -mxUtils.getValue(S.style,"locked","0")},!0);if(this.isToggleEvent(ka))for(L=0;L<M.length;L++)this.selectCellForEvent(M[L],ka);else this.selectCellsForEvent(M,ka);return M};var X=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(M,ka,L){return this.graph.isCellSelected(M)?!1:X.apply(this,arguments)};this.isCellLocked=function(M){for(;null!=M;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(M),"locked","0"))return!0;M=this.model.getParent(M)}return!1}; -var R=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(M,ka){"mouseDown"==ka.getProperty("eventName")&&(M=ka.getProperty("event").getState(),R=null==M||this.isSelectionEmpty()||this.isCellSelected(M.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(M,ka){if(!mxEvent.isMultiTouchEvent(ka)){M=ka.getProperty("event");var L=ka.getProperty("cell");null==L?(M=mxUtils.convertPoint(this.container,mxEvent.getClientX(M),mxEvent.getClientY(M)), -C.start(M.x,M.y)):null!=R?this.addSelectionCells(R):1<this.getSelectionCount()&&this.isCellSelected(L)&&this.removeSelectionCell(L);R=null;ka.consume()}}));this.connectionHandler.selectCells=function(M,ka){this.graph.setSelectionCell(ka||M)};this.connectionHandler.constraintHandler.isStateIgnored=function(M,ka){var L=M.view.graph;return ka&&(L.isCellSelected(M.cell)||L.isTableRow(M.cell)&&L.selectionCellsHandler.isHandled(L.model.getParent(M.cell)))};this.selectionModel.addListener(mxEvent.CHANGE, -mxUtils.bind(this,function(){var M=this.connectionHandler.constraintHandler;null!=M.currentFocus&&M.isStateIgnored(M.currentFocus,!0)&&(M.currentFocus=null,M.constraints=null,M.destroyIcons());M.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var sa=this.updateMouseEvent;this.updateMouseEvent=function(M){M=sa.apply(this,arguments);null!=M.state&&this.isCellLocked(M.getCell())&&(M.state=null);return M}}this.currentTranslate=new mxPoint(0,0)}; +Graph=function(b,e,k,m,D,p){mxGraph.call(this,b,e,k,m);this.themes=D||this.defaultThemes;this.currentEdgeStyle=mxUtils.clone(this.defaultEdgeStyle);this.currentVertexStyle=mxUtils.clone(this.defaultVertexStyle);this.standalone=null!=p?p:!1;b=this.baseUrl;e=b.indexOf("//");this.domainPathUrl=this.domainUrl="";0<e&&(e=b.indexOf("/",e+2),0<e&&(this.domainUrl=b.substring(0,e)),e=b.lastIndexOf("/"),0<e&&(this.domainPathUrl=b.substring(0,e+1)));this.isHtmlLabel=function(J){J=this.getCurrentCellStyle(J); +return null!=J?"1"==J.html||"wrap"==J[mxConstants.STYLE_WHITE_SPACE]:!1};if(this.edgeMode){var E=null,K=null,Q=null,d=null,f=!1;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(J,Z){if("mouseDown"==Z.getProperty("eventName")&&this.isEnabled()){J=Z.getProperty("event");var P=J.getState();Z=this.view.scale;if(!mxEvent.isAltDown(J.getEvent())&&null!=P)if(this.model.isEdge(P.cell))if(E=new mxPoint(J.getGraphX(),J.getGraphY()),f=this.isCellSelected(P.cell),Q=P,K=J,null!=P.text&&null!= +P.text.boundingBox&&mxUtils.contains(P.text.boundingBox,J.getGraphX(),J.getGraphY()))d=mxEvent.LABEL_HANDLE;else{var da=this.selectionCellsHandler.getHandler(P.cell);null!=da&&null!=da.bends&&0<da.bends.length&&(d=da.getHandleForEvent(J))}else if(!this.panningHandler.isActive()&&!mxEvent.isControlDown(J.getEvent())&&(da=this.selectionCellsHandler.getHandler(P.cell),null==da||null==da.getHandleForEvent(J))){var ja=new mxRectangle(J.getGraphX()-1,J.getGraphY()-1),ka=mxEvent.isTouchEvent(J.getEvent())? +mxShape.prototype.svgStrokeTolerance-1:(mxShape.prototype.svgStrokeTolerance+2)/2;da=ka+2;ja.grow(ka);if(this.isTableCell(P.cell)&&!this.isCellSelected(P.cell)&&!(mxUtils.contains(P,J.getGraphX()-da,J.getGraphY()-da)&&mxUtils.contains(P,J.getGraphX()-da,J.getGraphY()+da)&&mxUtils.contains(P,J.getGraphX()+da,J.getGraphY()+da)&&mxUtils.contains(P,J.getGraphX()+da,J.getGraphY()-da))){var q=this.model.getParent(P.cell);da=this.model.getParent(q);if(!this.isCellSelected(da)){ka*=Z;var F=2*ka;if(this.model.getChildAt(da, +0)!=q&&mxUtils.intersects(ja,new mxRectangle(P.x,P.y-ka,P.width,F))||this.model.getChildAt(q,0)!=P.cell&&mxUtils.intersects(ja,new mxRectangle(P.x-ka,P.y,F,P.height))||mxUtils.intersects(ja,new mxRectangle(P.x,P.y+P.height-ka,P.width,F))||mxUtils.intersects(ja,new mxRectangle(P.x+P.width-ka,P.y,F,P.height)))q=this.selectionCellsHandler.isHandled(da),this.selectCellForEvent(da,J.getEvent()),da=this.selectionCellsHandler.getHandler(da),null!=da&&(ka=da.getHandleForEvent(J),null!=ka&&(da.start(J.getGraphX(), +J.getGraphY(),ka),da.blockDelayedSelection=!q,J.consume()))}}for(;!J.isConsumed()&&null!=P&&(this.isTableCell(P.cell)||this.isTableRow(P.cell)||this.isTable(P.cell));)this.isSwimlane(P.cell)&&(da=this.getActualStartSize(P.cell),(0<da.x||0<da.width)&&mxUtils.intersects(ja,new mxRectangle(P.x+(da.x-da.width-1)*Z+(0==da.x?P.width:0),P.y,1,P.height))||(0<da.y||0<da.height)&&mxUtils.intersects(ja,new mxRectangle(P.x,P.y+(da.y-da.height-1)*Z+(0==da.y?P.height:0),P.width,1)))&&(this.selectCellForEvent(P.cell, +J.getEvent()),da=this.selectionCellsHandler.getHandler(P.cell),null!=da&&(ka=mxEvent.CUSTOM_HANDLE-da.customHandles.length+1,da.start(J.getGraphX(),J.getGraphY(),ka),J.consume())),P=this.view.getState(this.model.getParent(P.cell))}}}));this.addMouseListener({mouseDown:function(J,Z){},mouseMove:mxUtils.bind(this,function(J,Z){J=this.selectionCellsHandler.handlers.map;for(var P in J)if(null!=J[P].index)return;if(this.isEnabled()&&!this.panningHandler.isActive()&&!mxEvent.isAltDown(Z.getEvent())){var da= +this.tolerance;if(null!=E&&null!=Q&&null!=K){if(P=Q,Math.abs(E.x-Z.getGraphX())>da||Math.abs(E.y-Z.getGraphY())>da){var ja=this.selectionCellsHandler.getHandler(P.cell);null==ja&&this.model.isEdge(P.cell)&&(ja=this.createHandler(P));if(null!=ja&&null!=ja.bends&&0<ja.bends.length){J=ja.getHandleForEvent(K);var ka=this.view.getEdgeStyle(P);da=ka==mxEdgeStyle.EntityRelation;f||d!=mxEvent.LABEL_HANDLE||(J=d);if(da&&0!=J&&J!=ja.bends.length-1&&J!=mxEvent.LABEL_HANDLE)!da||null==P.visibleSourceState&&null== +P.visibleTargetState||(this.graphHandler.reset(),Z.consume());else if(J==mxEvent.LABEL_HANDLE||0==J||null!=P.visibleSourceState||J==ja.bends.length-1||null!=P.visibleTargetState)da||J==mxEvent.LABEL_HANDLE||(da=P.absolutePoints,null!=da&&(null==ka&&null==J||ka==mxEdgeStyle.OrthConnector)&&(J=d,null==J&&(J=new mxRectangle(E.x,E.y),J.grow(mxEdgeHandler.prototype.handleImage.width/2),mxUtils.contains(J,da[0].x,da[0].y)?J=0:mxUtils.contains(J,da[da.length-1].x,da[da.length-1].y)?J=ja.bends.length-1:null!= +ka&&(2==da.length||3==da.length&&(0==Math.round(da[0].x-da[1].x)&&0==Math.round(da[1].x-da[2].x)||0==Math.round(da[0].y-da[1].y)&&0==Math.round(da[1].y-da[2].y)))?J=2:(J=mxUtils.findNearestSegment(P,E.x,E.y),J=null==ka?mxEvent.VIRTUAL_HANDLE-J:J+1))),null==J&&(J=mxEvent.VIRTUAL_HANDLE)),ja.start(Z.getGraphX(),Z.getGraphX(),J),Z.consume(),this.graphHandler.reset()}null!=ja&&(this.selectionCellsHandler.isHandlerActive(ja)?this.isCellSelected(P.cell)||(this.selectionCellsHandler.handlers.put(P.cell, +ja),this.selectCellForEvent(P.cell,Z.getEvent())):this.isCellSelected(P.cell)||ja.destroy());f=!1;E=K=Q=d=null}}else if(P=Z.getState(),null!=P&&this.isCellEditable(P.cell)){ja=null;if(this.model.isEdge(P.cell)){if(J=new mxRectangle(Z.getGraphX(),Z.getGraphY()),J.grow(mxEdgeHandler.prototype.handleImage.width/2),da=P.absolutePoints,null!=da)if(null!=P.text&&null!=P.text.boundingBox&&mxUtils.contains(P.text.boundingBox,Z.getGraphX(),Z.getGraphY()))ja="move";else if(mxUtils.contains(J,da[0].x,da[0].y)|| +mxUtils.contains(J,da[da.length-1].x,da[da.length-1].y))ja="pointer";else if(null!=P.visibleSourceState||null!=P.visibleTargetState)J=this.view.getEdgeStyle(P),ja="crosshair",J!=mxEdgeStyle.EntityRelation&&this.isOrthogonal(P)&&(Z=mxUtils.findNearestSegment(P,Z.getGraphX(),Z.getGraphY()),Z<da.length-1&&0<=Z&&(ja=0==Math.round(da[Z].x-da[Z+1].x)?"col-resize":"row-resize"))}else if(!mxEvent.isControlDown(Z.getEvent())){da=mxShape.prototype.svgStrokeTolerance/2;J=new mxRectangle(Z.getGraphX(),Z.getGraphY()); +J.grow(da);if(this.isTableCell(P.cell)&&(Z=this.model.getParent(P.cell),da=this.model.getParent(Z),!this.isCellSelected(da)))if(mxUtils.intersects(J,new mxRectangle(P.x,P.y-2,P.width,4))&&this.model.getChildAt(da,0)!=Z||mxUtils.intersects(J,new mxRectangle(P.x,P.y+P.height-2,P.width,4)))ja="row-resize";else if(mxUtils.intersects(J,new mxRectangle(P.x-2,P.y,4,P.height))&&this.model.getChildAt(Z,0)!=P.cell||mxUtils.intersects(J,new mxRectangle(P.x+P.width-2,P.y,4,P.height)))ja="col-resize";for(Z=P;null== +ja&&null!=Z&&(this.isTableCell(Z.cell)||this.isTableRow(Z.cell)||this.isTable(Z.cell));)this.isSwimlane(Z.cell)&&(da=this.getActualStartSize(Z.cell),ka=this.view.scale,(0<da.x||0<da.width)&&mxUtils.intersects(J,new mxRectangle(Z.x+(da.x-da.width-1)*ka+(0==da.x?Z.width*ka:0),Z.y,1,Z.height))?ja="col-resize":(0<da.y||0<da.height)&&mxUtils.intersects(J,new mxRectangle(Z.x,Z.y+(da.y-da.height-1)*ka+(0==da.y?Z.height:0),Z.width,1))&&(ja="row-resize")),Z=this.view.getState(this.model.getParent(Z.cell))}null!= +ja&&P.setCursor(ja)}}}),mouseUp:mxUtils.bind(this,function(J,Z){d=E=K=Q=null})})}this.cellRenderer.minSvgStrokeWidth=.1;this.cellRenderer.getLabelValue=function(J){var Z=mxCellRenderer.prototype.getLabelValue.apply(this,arguments);J.view.graph.isHtmlLabel(J.cell)&&(Z=1!=J.style.html?mxUtils.htmlEntities(Z,!1):J.view.graph.sanitizeHtml(Z));return Z};if("undefined"!==typeof mxVertexHandler){this.setConnectable(!0);this.setDropEnabled(!0);this.setPanning(!0);this.setTooltips(!0);this.setAllowLoops(!0); +this.allowAutoPanning=!0;this.constrainChildren=this.resetEdgesOnConnect=!1;this.constrainRelativeChildren=!0;this.graphHandler.scrollOnMove=!1;this.graphHandler.scaleGrid=!0;this.connectionHandler.setCreateTarget(!1);this.connectionHandler.insertBeforeSource=!0;this.connectionHandler.isValidSource=function(J,Z){return!1};this.alternateEdgeStyle="vertical";null==m&&this.loadStylesheet();var g=this.graphHandler.getGuideStates;this.graphHandler.getGuideStates=function(){var J=g.apply(this,arguments); +if(this.graph.pageVisible){var Z=[],P=this.graph.pageFormat,da=this.graph.pageScale,ja=P.width*da;P=P.height*da;da=this.graph.view.translate;for(var ka=this.graph.view.scale,q=this.graph.getPageLayout(),F=0;F<q.width;F++)Z.push(new mxRectangle(((q.x+F)*ja+da.x)*ka,(q.y*P+da.y)*ka,ja*ka,P*ka));for(F=1;F<q.height;F++)Z.push(new mxRectangle((q.x*ja+da.x)*ka,((q.y+F)*P+da.y)*ka,ja*ka,P*ka));J=Z.concat(J)}return J};mxDragSource.prototype.dragElementZIndex=mxPopupMenu.prototype.zIndex;mxGuide.prototype.getGuideColor= +function(J,Z){return null==J.cell?"#ffa500":mxConstants.GUIDE_COLOR};this.graphHandler.createPreviewShape=function(J){this.previewColor="#000000"==this.graph.background?"#ffffff":mxGraphHandler.prototype.previewColor;return mxGraphHandler.prototype.createPreviewShape.apply(this,arguments)};var x=this.graphHandler.getCells;this.graphHandler.getCells=function(J){for(var Z=x.apply(this,arguments),P=new mxDictionary,da=[],ja=0;ja<Z.length;ja++){var ka=this.graph.isTableCell(J)&&this.graph.isTableCell(Z[ja])&& +this.graph.isCellSelected(Z[ja])?this.graph.model.getParent(Z[ja]):this.graph.isTableRow(J)&&this.graph.isTableRow(Z[ja])&&this.graph.isCellSelected(Z[ja])?Z[ja]:this.graph.getCompositeParent(Z[ja]);null==ka||P.get(ka)||(P.put(ka,!0),da.push(ka))}return da};var z=this.graphHandler.start;this.graphHandler.start=function(J,Z,P,da){var ja=!1;this.graph.isTableCell(J)&&(this.graph.isCellSelected(J)?ja=!0:J=this.graph.model.getParent(J));ja||this.graph.isTableRow(J)&&this.graph.isCellSelected(J)||(J=this.graph.getCompositeParent(J)); +z.apply(this,arguments)};this.connectionHandler.createTargetVertex=function(J,Z){Z=this.graph.getCompositeParent(Z);return mxConnectionHandler.prototype.createTargetVertex.apply(this,arguments)};var u=new mxRubberband(this);this.getRubberband=function(){return u};var H=(new Date).getTime(),L=0,C=this.connectionHandler.mouseMove;this.connectionHandler.mouseMove=function(){var J=this.currentState;C.apply(this,arguments);J!=this.currentState?(H=(new Date).getTime(),L=0):L=(new Date).getTime()-H};var G= +this.connectionHandler.isOutlineConnectEvent;this.connectionHandler.isOutlineConnectEvent=function(J){return mxEvent.isShiftDown(J.getEvent())&&mxEvent.isAltDown(J.getEvent())?!1:null!=this.currentState&&J.getState()==this.currentState&&2E3<L||(null==this.currentState||"0"!=mxUtils.getValue(this.currentState.style,"outlineConnect","1"))&&G.apply(this,arguments)};var V=this.isToggleEvent;this.isToggleEvent=function(J){return V.apply(this,arguments)||!mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(J)};var U= +u.isForceRubberbandEvent;u.isForceRubberbandEvent=function(J){return U.apply(this,arguments)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(J.getEvent())||mxUtils.hasScrollbars(this.graph.container)&&mxClient.IS_FF&&mxClient.IS_WIN&&null==J.getState()&&mxEvent.isTouchEvent(J.getEvent())};var Y=null;this.panningHandler.addListener(mxEvent.PAN_START,mxUtils.bind(this,function(){this.isEnabled()&&(Y=this.container.style.cursor,this.container.style.cursor="move")}));this.panningHandler.addListener(mxEvent.PAN_END, +mxUtils.bind(this,function(){this.isEnabled()&&(this.container.style.cursor=Y)}));this.popupMenuHandler.autoExpand=!0;this.popupMenuHandler.isSelectOnPopup=function(J){return mxEvent.isMouseEvent(J.getEvent())};var O=this.click;this.click=function(J){var Z=null==J.state&&null!=J.sourceState&&this.isCellLocked(J.sourceState.cell);if(this.isEnabled()&&!Z||J.isConsumed())return O.apply(this,arguments);var P=Z?J.sourceState.cell:J.getCell();null!=P&&(P=this.getClickableLinkForCell(P),null!=P&&(this.isCustomLink(P)? +this.customLinkClicked(P):this.openLink(P)));this.isEnabled()&&Z&&this.clearSelection()};this.tooltipHandler.getStateForEvent=function(J){return J.sourceState};var qa=this.tooltipHandler.show;this.tooltipHandler.show=function(){qa.apply(this,arguments);if(null!=this.div)for(var J=this.div.getElementsByTagName("a"),Z=0;Z<J.length;Z++)null!=J[Z].getAttribute("href")&&null==J[Z].getAttribute("target")&&J[Z].setAttribute("target","_blank")};this.tooltipHandler.getStateForEvent=function(J){return J.sourceState}; +this.getCursorForMouseEvent=function(J){var Z=null==J.state&&null!=J.sourceState&&this.isCellLocked(J.sourceState.cell);return this.getCursorForCell(Z?J.sourceState.cell:J.getCell())};var oa=this.getCursorForCell;this.getCursorForCell=function(J){if(!this.isEnabled()||this.isCellLocked(J)){if(null!=this.getClickableLinkForCell(J))return"pointer";if(this.isCellLocked(J))return"default"}return oa.apply(this,arguments)};this.selectRegion=function(J,Z){var P=mxEvent.isAltDown(Z)?J:null;J=this.getCells(J.x, +J.y,J.width,J.height,null,null,P,function(da){return"1"==mxUtils.getValue(da.style,"locked","0")},!0);if(this.isToggleEvent(Z))for(P=0;P<J.length;P++)this.selectCellForEvent(J[P],Z);else this.selectCellsForEvent(J,Z);return J};var aa=this.graphHandler.shouldRemoveCellsFromParent;this.graphHandler.shouldRemoveCellsFromParent=function(J,Z,P){return this.graph.isCellSelected(J)?!1:aa.apply(this,arguments)};this.isCellLocked=function(J){for(;null!=J;){if("1"==mxUtils.getValue(this.getCurrentCellStyle(J), +"locked","0"))return!0;J=this.model.getParent(J)}return!1};var ca=null;this.addListener(mxEvent.FIRE_MOUSE_EVENT,mxUtils.bind(this,function(J,Z){"mouseDown"==Z.getProperty("eventName")&&(J=Z.getProperty("event").getState(),ca=null==J||this.isSelectionEmpty()||this.isCellSelected(J.cell)?null:this.getSelectionCells())}));this.addListener(mxEvent.TAP_AND_HOLD,mxUtils.bind(this,function(J,Z){if(!mxEvent.isMultiTouchEvent(Z)){J=Z.getProperty("event");var P=Z.getProperty("cell");null==P?(J=mxUtils.convertPoint(this.container, +mxEvent.getClientX(J),mxEvent.getClientY(J)),u.start(J.x,J.y)):null!=ca?this.addSelectionCells(ca):1<this.getSelectionCount()&&this.isCellSelected(P)&&this.removeSelectionCell(P);ca=null;Z.consume()}}));this.connectionHandler.selectCells=function(J,Z){this.graph.setSelectionCell(Z||J)};this.connectionHandler.constraintHandler.isStateIgnored=function(J,Z){var P=J.view.graph;return Z&&(P.isCellSelected(J.cell)||P.isTableRow(J.cell)&&P.selectionCellsHandler.isHandled(P.model.getParent(J.cell)))};this.selectionModel.addListener(mxEvent.CHANGE, +mxUtils.bind(this,function(){var J=this.connectionHandler.constraintHandler;null!=J.currentFocus&&J.isStateIgnored(J.currentFocus,!0)&&(J.currentFocus=null,J.constraints=null,J.destroyIcons());J.destroyFocusHighlight()}));Graph.touchStyle&&this.initTouch();var fa=this.updateMouseEvent;this.updateMouseEvent=function(J){J=fa.apply(this,arguments);null!=J.state&&this.isCellLocked(J.getCell())&&(J.state=null);return J}}this.currentTranslate=new mxPoint(0,0)}; Graph.touchStyle=mxClient.IS_TOUCH||mxClient.IS_FF&&mxClient.IS_WIN||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints||null==window.urlParams||"1"==urlParams.touch;Graph.fileSupport=null!=window.File&&null!=window.FileReader&&null!=window.FileList&&(null==window.urlParams||"0"!=urlParams.filesupport);Graph.translateDiagram="1"==urlParams["translate-diagram"];Graph.diagramLanguage=null!=urlParams["diagram-language"]?urlParams["diagram-language"]:mxClient.language;Graph.lineJumpsEnabled=!0; Graph.defaultJumpSize=6;Graph.zoomWheel=!1;Graph.minTableColumnWidth=20;Graph.minTableRowHeight=20;Graph.foreignObjectWarningText="Text is not SVG - cannot display";Graph.foreignObjectWarningLink="https://www.diagrams.net/doc/faq/svg-export-text-problems";Graph.xmlDeclaration='<?xml version="1.0" encoding="UTF-8"?>';Graph.svgDoctype='<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">';Graph.svgFileComment="\x3c!-- Do not edit this file with editors other than diagrams.net --\x3e"; Graph.pasteStyles="rounded shadow dashed dashPattern fontFamily fontSource fontSize fontColor fontStyle align verticalAlign strokeColor strokeWidth fillColor gradientColor swimlaneFillColor textOpacity gradientDirection glass labelBackgroundColor labelBorderColor opacity spacing spacingTop spacingLeft spacingBottom spacingRight endFill endArrow endSize targetPerimeterSpacing startFill startArrow startSize sourcePerimeterSpacing arcSize comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle".split(" "); Graph.layoutNames="mxHierarchicalLayout mxCircleLayout mxCompactTreeLayout mxEdgeLabelLayout mxFastOrganicLayout mxParallelEdgeLayout mxPartitionLayout mxRadialTreeLayout mxStackLayout".split(" "); Graph.createOffscreenGraph=function(b){var e=new Graph(document.createElement("div"));e.stylesheet.styles=mxUtils.clone(b.styles);e.resetViewOnRootChange=!1;e.setConnectable(!1);e.gridEnabled=!1;e.autoScroll=!1;e.setTooltips(!1);e.setEnabled(!1);e.container.style.visibility="hidden";e.container.style.position="absolute";e.container.style.overflow="hidden";e.container.style.height="1px";e.container.style.width="1px";return e}; -Graph.createSvgImage=function(b,e,k,n,D){k=unescape(encodeURIComponent(Graph.svgDoctype+'<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="'+b+'px" height="'+e+'px" '+(null!=n&&null!=D?'viewBox="0 0 '+n+" "+D+'" ':"")+'version="1.1">'+k+"</svg>"));return new mxImage("data:image/svg+xml;base64,"+(window.btoa?btoa(k):Base64.encode(k,!0)),b,e)}; -Graph.createSvgNode=function(b,e,k,n,D){var t=mxUtils.createXmlDocument(),E=null!=t.createElementNS?t.createElementNS(mxConstants.NS_SVG,"svg"):t.createElement("svg");null!=D&&(null!=E.style?E.style.backgroundColor=D:E.setAttribute("style","background-color:"+D));null==t.createElementNS?(E.setAttribute("xmlns",mxConstants.NS_SVG),E.setAttribute("xmlns:xlink",mxConstants.NS_XLINK)):E.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink",mxConstants.NS_XLINK);E.setAttribute("version","1.1"); -E.setAttribute("width",k+"px");E.setAttribute("height",n+"px");E.setAttribute("viewBox",b+" "+e+" "+k+" "+n);t.appendChild(E);return E};Graph.htmlToPng=function(b,e,k,n){var D=document.createElement("canvas");D.width=e;D.height=k;var t=document.createElement("img");t.onload=mxUtils.bind(this,function(){D.getContext("2d").drawImage(t,0,0);n(D.toDataURL())});t.src="data:image/svg+xml,"+encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" width="100" height="100"><foreignObject width="100%" height="100%"><div xmlns="http://www.w3.org/1999/xhtml"><style>em{color:red;}</style><em>I</em> lick <span>cheese</span></div></foreignObject></svg>')}; -Graph.zapGremlins=function(b){for(var e=0,k=[],n=0;n<b.length;n++){var D=b.charCodeAt(n);(32<=D||9==D||10==D||13==D)&&65535!=D&&65534!=D||(k.push(b.substring(e,n)),e=n+1)}0<e&&e<b.length&&k.push(b.substring(e));return 0==k.length?b:k.join("")};Graph.stringToBytes=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=b.charCodeAt(k);return e};Graph.bytesToString=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=String.fromCharCode(b[k]);return e.join("")}; +Graph.createSvgImage=function(b,e,k,m,D){k=unescape(encodeURIComponent(Graph.svgDoctype+'<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="'+b+'px" height="'+e+'px" '+(null!=m&&null!=D?'viewBox="0 0 '+m+" "+D+'" ':"")+'version="1.1">'+k+"</svg>"));return new mxImage("data:image/svg+xml;base64,"+(window.btoa?btoa(k):Base64.encode(k,!0)),b,e)}; +Graph.createSvgNode=function(b,e,k,m,D){var p=mxUtils.createXmlDocument(),E=null!=p.createElementNS?p.createElementNS(mxConstants.NS_SVG,"svg"):p.createElement("svg");null!=D&&(null!=E.style?E.style.backgroundColor=D:E.setAttribute("style","background-color:"+D));null==p.createElementNS?(E.setAttribute("xmlns",mxConstants.NS_SVG),E.setAttribute("xmlns:xlink",mxConstants.NS_XLINK)):E.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink",mxConstants.NS_XLINK);E.setAttribute("version","1.1"); +E.setAttribute("width",k+"px");E.setAttribute("height",m+"px");E.setAttribute("viewBox",b+" "+e+" "+k+" "+m);p.appendChild(E);return E};Graph.htmlToPng=function(b,e,k,m){var D=document.createElement("canvas");D.width=e;D.height=k;var p=document.createElement("img");p.onload=mxUtils.bind(this,function(){D.getContext("2d").drawImage(p,0,0);m(D.toDataURL())});p.src="data:image/svg+xml,"+encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" width="100" height="100"><foreignObject width="100%" height="100%"><div xmlns="http://www.w3.org/1999/xhtml"><style>em{color:red;}</style><em>I</em> lick <span>cheese</span></div></foreignObject></svg>')}; +Graph.zapGremlins=function(b){for(var e=0,k=[],m=0;m<b.length;m++){var D=b.charCodeAt(m);(32<=D||9==D||10==D||13==D)&&65535!=D&&65534!=D||(k.push(b.substring(e,m)),e=m+1)}0<e&&e<b.length&&k.push(b.substring(e));return 0==k.length?b:k.join("")};Graph.stringToBytes=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=b.charCodeAt(k);return e};Graph.bytesToString=function(b){for(var e=Array(b.length),k=0;k<b.length;k++)e[k]=String.fromCharCode(b[k]);return e.join("")}; Graph.base64EncodeUnicode=function(b){return btoa(encodeURIComponent(b).replace(/%([0-9A-F]{2})/g,function(e,k){return String.fromCharCode(parseInt(k,16))}))};Graph.base64DecodeUnicode=function(b){return decodeURIComponent(Array.prototype.map.call(atob(b),function(e){return"%"+("00"+e.charCodeAt(0).toString(16)).slice(-2)}).join(""))};Graph.compressNode=function(b,e){b=mxUtils.getXml(b);return Graph.compress(e?b:Graph.zapGremlins(b))}; -Graph.arrayBufferToString=function(b){var e="";b=new Uint8Array(b);for(var k=b.byteLength,n=0;n<k;n++)e+=String.fromCharCode(b[n]);return e};Graph.stringToArrayBuffer=function(b){return Uint8Array.from(b,function(e){return e.charCodeAt(0)})}; -Graph.arrayBufferIndexOfString=function(b,e,k){var n=e.charCodeAt(0),D=1,t=-1;for(k=k||0;k<b.byteLength;k++)if(b[k]==n){t=k;break}for(k=t+1;-1<t&&k<b.byteLength&&k<t+e.length-1;k++){if(b[k]!=e.charCodeAt(D))return Graph.arrayBufferIndexOfString(b,e,t+1);D++}return D==e.length-1?t:-1};Graph.compress=function(b,e){if(null==b||0==b.length||"undefined"===typeof pako)return b;b=e?pako.deflate(encodeURIComponent(b)):pako.deflateRaw(encodeURIComponent(b));return btoa(Graph.arrayBufferToString(new Uint8Array(b)))}; +Graph.arrayBufferToString=function(b){var e="";b=new Uint8Array(b);for(var k=b.byteLength,m=0;m<k;m++)e+=String.fromCharCode(b[m]);return e};Graph.stringToArrayBuffer=function(b){return Uint8Array.from(b,function(e){return e.charCodeAt(0)})}; +Graph.arrayBufferIndexOfString=function(b,e,k){var m=e.charCodeAt(0),D=1,p=-1;for(k=k||0;k<b.byteLength;k++)if(b[k]==m){p=k;break}for(k=p+1;-1<p&&k<b.byteLength&&k<p+e.length-1;k++){if(b[k]!=e.charCodeAt(D))return Graph.arrayBufferIndexOfString(b,e,p+1);D++}return D==e.length-1?p:-1};Graph.compress=function(b,e){if(null==b||0==b.length||"undefined"===typeof pako)return b;b=e?pako.deflate(encodeURIComponent(b)):pako.deflateRaw(encodeURIComponent(b));return btoa(Graph.arrayBufferToString(new Uint8Array(b)))}; Graph.decompress=function(b,e,k){if(null==b||0==b.length||"undefined"===typeof pako)return b;b=Graph.stringToArrayBuffer(atob(b));e=decodeURIComponent(e?pako.inflate(b,{to:"string"}):pako.inflateRaw(b,{to:"string"}));return k?e:Graph.zapGremlins(e)}; -Graph.fadeNodes=function(b,e,k,n,D){D=null!=D?D:1E3;Graph.setTransitionForNodes(b,null);Graph.setOpacityForNodes(b,e);window.setTimeout(function(){Graph.setTransitionForNodes(b,"all "+D+"ms ease-in-out");Graph.setOpacityForNodes(b,k);window.setTimeout(function(){Graph.setTransitionForNodes(b,null);null!=n&&n()},D)},0)};Graph.removeKeys=function(b,e){for(var k in b)e(k)&&delete b[k]}; +Graph.fadeNodes=function(b,e,k,m,D){D=null!=D?D:1E3;Graph.setTransitionForNodes(b,null);Graph.setOpacityForNodes(b,e);window.setTimeout(function(){Graph.setTransitionForNodes(b,"all "+D+"ms ease-in-out");Graph.setOpacityForNodes(b,k);window.setTimeout(function(){Graph.setTransitionForNodes(b,null);null!=m&&m()},D)},0)};Graph.removeKeys=function(b,e){for(var k in b)e(k)&&delete b[k]}; Graph.setTransitionForNodes=function(b,e){for(var k=0;k<b.length;k++)mxUtils.setPrefixedStyle(b[k].style,"transition",e)};Graph.setOpacityForNodes=function(b,e){for(var k=0;k<b.length;k++)b[k].style.opacity=e};Graph.removePasteFormatting=function(b){for(;null!=b;)null!=b.firstChild&&Graph.removePasteFormatting(b.firstChild),b.nodeType==mxConstants.NODETYPE_ELEMENT&&null!=b.style&&(b.style.whiteSpace="","#000000"==b.style.color&&(b.style.color="")),b=b.nextSibling}; Graph.sanitizeHtml=function(b,e){return Graph.domPurify(b,!1)};Graph.sanitizeLink=function(b){var e=document.createElement("a");e.setAttribute("href",b);Graph.sanitizeNode(e);return e.getAttribute("href")};Graph.sanitizeNode=function(b){return Graph.domPurify(b,!0)};DOMPurify.addHook("afterSanitizeAttributes",function(b){"use"==b.nodeName&&b.hasAttribute("xlink:href")&&!b.getAttribute("xlink:href").match(/^#/)&&b.remove()}); Graph.domPurify=function(b,e){window.DOM_PURIFY_CONFIG.IN_PLACE=e;return DOMPurify.sanitize(b,window.DOM_PURIFY_CONFIG)}; -Graph.clipSvgDataUri=function(b,e){if(!mxClient.IS_IE&&!mxClient.IS_IE11&&null!=b&&"data:image/svg+xml;base64,"==b.substring(0,26))try{var k=document.createElement("div");k.style.position="absolute";k.style.visibility="hidden";var n=decodeURIComponent(escape(atob(b.substring(26)))),D=n.indexOf("<svg");if(0<=D){k.innerHTML=Graph.sanitizeHtml(n.substring(D));var t=k.getElementsByTagName("svg");if(0<t.length){if(e||null!=t[0].getAttribute("preserveAspectRatio")){document.body.appendChild(k);try{n=e= -1;var E=t[0].getAttribute("width"),d=t[0].getAttribute("height");E=null!=E&&"%"!=E.charAt(E.length-1)?parseFloat(E):NaN;d=null!=d&&"%"!=d.charAt(d.length-1)?parseFloat(d):NaN;var f=t[0].getAttribute("viewBox");if(null!=f&&!isNaN(E)&&!isNaN(d)){var g=f.split(" ");4<=f.length&&(e=parseFloat(g[2])/E,n=parseFloat(g[3])/d)}var l=t[0].getBBox();0<l.width&&0<l.height&&(k.getElementsByTagName("svg")[0].setAttribute("viewBox",l.x+" "+l.y+" "+l.width+" "+l.height),k.getElementsByTagName("svg")[0].setAttribute("width", -l.width/e),k.getElementsByTagName("svg")[0].setAttribute("height",l.height/n))}catch(q){}finally{document.body.removeChild(k)}}b=Editor.createSvgDataUri(mxUtils.getXml(t[0]))}}}catch(q){}return b};Graph.stripQuotes=function(b){null!=b&&("'"==b.charAt(0)&&(b=b.substring(1)),"'"==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)),'"'==b.charAt(0)&&(b=b.substring(1)),'"'==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)));return b}; +Graph.clipSvgDataUri=function(b,e){if(!mxClient.IS_IE&&!mxClient.IS_IE11&&null!=b&&"data:image/svg+xml;base64,"==b.substring(0,26))try{var k=document.createElement("div");k.style.position="absolute";k.style.visibility="hidden";var m=decodeURIComponent(escape(atob(b.substring(26)))),D=m.indexOf("<svg");if(0<=D){k.innerHTML=Graph.sanitizeHtml(m.substring(D));var p=k.getElementsByTagName("svg");if(0<p.length){if(e||null!=p[0].getAttribute("preserveAspectRatio")){document.body.appendChild(k);try{m=e= +1;var E=p[0].getAttribute("width"),K=p[0].getAttribute("height");E=null!=E&&"%"!=E.charAt(E.length-1)?parseFloat(E):NaN;K=null!=K&&"%"!=K.charAt(K.length-1)?parseFloat(K):NaN;var Q=p[0].getAttribute("viewBox");if(null!=Q&&!isNaN(E)&&!isNaN(K)){var d=Q.split(" ");4<=Q.length&&(e=parseFloat(d[2])/E,m=parseFloat(d[3])/K)}var f=p[0].getBBox();0<f.width&&0<f.height&&(k.getElementsByTagName("svg")[0].setAttribute("viewBox",f.x+" "+f.y+" "+f.width+" "+f.height),k.getElementsByTagName("svg")[0].setAttribute("width", +f.width/e),k.getElementsByTagName("svg")[0].setAttribute("height",f.height/m))}catch(g){}finally{document.body.removeChild(k)}}b=Editor.createSvgDataUri(mxUtils.getXml(p[0]))}}}catch(g){}return b};Graph.stripQuotes=function(b){null!=b&&("'"==b.charAt(0)&&(b=b.substring(1)),"'"==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)),'"'==b.charAt(0)&&(b=b.substring(1)),'"'==b.charAt(b.length-1)&&(b=b.substring(0,b.length-1)));return b}; Graph.createRemoveIcon=function(b,e){var k=document.createElement("img");k.setAttribute("src",Dialog.prototype.clearImage);k.setAttribute("title",b);k.setAttribute("width","13");k.setAttribute("height","10");k.style.marginLeft="4px";k.style.marginBottom="-1px";k.style.cursor="pointer";mxEvent.addListener(k,"click",e);return k};Graph.isPageLink=function(b){return null!=b&&"data:page/id,"==b.substring(0,13)};Graph.isLink=function(b){return null!=b&&Graph.linkPattern.test(b)}; Graph.linkPattern=RegExp("^(https?:\\/\\/)?((([a-z\\d]([a-z\\d-]*[a-z\\d])*)\\.)+[a-z]{2,}|((\\d{1,3}\\.){3}\\d{1,3}))(\\:\\d+)?(\\/[-a-z\\d%_.~+]*)*(\\?[;&a-z\\d%_.~+=-]*)?(\\#[-a-z\\d_]*)?$","i");mxUtils.extend(Graph,mxGraph);Graph.prototype.minFitScale=null;Graph.prototype.maxFitScale=null;Graph.prototype.linkPolicy="frame"==urlParams.target?"blank":urlParams.target||"auto";Graph.prototype.linkTarget="frame"==urlParams.target?"_self":"_blank";Graph.prototype.linkRelation="nofollow noopener noreferrer"; Graph.prototype.defaultScrollbars=!0;Graph.prototype.defaultPageVisible=!0;Graph.prototype.defaultGridEnabled="0"!=urlParams.grid;Graph.prototype.lightbox=!1;Graph.prototype.defaultPageBackgroundColor="#ffffff";Graph.prototype.defaultPageBorderColor="#ffffff";Graph.prototype.shapeForegroundColor="#000000";Graph.prototype.shapeBackgroundColor="#ffffff";Graph.prototype.scrollTileSize=new mxRectangle(0,0,400,400);Graph.prototype.transparentBackground=!0;Graph.prototype.selectParentAfterDelete=!1; Graph.prototype.defaultEdgeLength=80;Graph.prototype.edgeMode=!1;Graph.prototype.connectionArrowsEnabled=!0;Graph.prototype.placeholderPattern=RegExp("%(date{.*}|[^%^{^}^ ^\"^ '^=^;]+)%","g");Graph.prototype.absoluteUrlPattern=RegExp("^(?:[a-z]+:)?//","i");Graph.prototype.defaultThemeName="default";Graph.prototype.defaultThemes={};Graph.prototype.baseUrl=null!=urlParams.base?decodeURIComponent(urlParams.base):(window!=window.top?document.referrer:document.location.toString()).split("#")[0]; Graph.prototype.editAfterInsert=!1;Graph.prototype.builtInProperties=["label","tooltip","placeholders","placeholder"];Graph.prototype.standalone=!1;Graph.prototype.enableFlowAnimation=!1;Graph.prototype.roundableShapes="label rectangle internalStorage corner parallelogram swimlane triangle trapezoid ext step tee process link rhombus offPageConnector loopLimit hexagon manualInput card curlyBracket singleArrow callout doubleArrow flexArrow umlLifeline".split(" "); -Graph.prototype.init=function(b){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(k,n){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var D=k.view.graph.tolerance,t=!0,E=null,d=mxUtils.bind(this,function(l){t=!0;E=new mxPoint(mxEvent.getClientX(l),mxEvent.getClientY(l))}),f=mxUtils.bind(this,function(l){t=t&&null!=E&&Math.abs(E.x-mxEvent.getClientX(l))<D&&Math.abs(E.y-mxEvent.getClientY(l))<D}),g=mxUtils.bind(this,function(l){if(t)for(var q=mxEvent.getSource(l);null!= -q&&q!=n.node;){if("a"==q.nodeName.toLowerCase()){k.view.graph.labelLinkClicked(k,q,l);break}q=q.parentNode}});mxEvent.addGestureListeners(n.node,d,f,g);mxEvent.addListener(n.node,"click",function(l){mxEvent.consume(l)})};if(null!=this.tooltipHandler){var e=this.tooltipHandler.init;this.tooltipHandler.init=function(){e.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(k){var n=mxEvent.getSource(k);"A"==n.nodeName&&(n=n.getAttribute("href"),null!= -n&&this.graph.isCustomLink(n)&&(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&this.graph.customLinkClicked(n)&&mxEvent.consume(k))}))}}this.addListener(mxEvent.SIZE,mxUtils.bind(this,function(k,n){null!=this.container&&this.flowAnimationStyle&&(k=this.flowAnimationStyle.getAttribute("id"),this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(k))}));this.initLayoutManager()}; +Graph.prototype.init=function(b){mxGraph.prototype.init.apply(this,arguments);this.cellRenderer.initializeLabel=function(k,m){mxCellRenderer.prototype.initializeLabel.apply(this,arguments);var D=k.view.graph.tolerance,p=!0,E=null,K=mxUtils.bind(this,function(f){p=!0;E=new mxPoint(mxEvent.getClientX(f),mxEvent.getClientY(f))}),Q=mxUtils.bind(this,function(f){p=p&&null!=E&&Math.abs(E.x-mxEvent.getClientX(f))<D&&Math.abs(E.y-mxEvent.getClientY(f))<D}),d=mxUtils.bind(this,function(f){if(p)for(var g=mxEvent.getSource(f);null!= +g&&g!=m.node;){if("a"==g.nodeName.toLowerCase()){k.view.graph.labelLinkClicked(k,g,f);break}g=g.parentNode}});mxEvent.addGestureListeners(m.node,K,Q,d);mxEvent.addListener(m.node,"click",function(f){mxEvent.consume(f)})};if(null!=this.tooltipHandler){var e=this.tooltipHandler.init;this.tooltipHandler.init=function(){e.apply(this,arguments);null!=this.div&&mxEvent.addListener(this.div,"click",mxUtils.bind(this,function(k){var m=mxEvent.getSource(k);"A"==m.nodeName&&(m=m.getAttribute("href"),null!= +m&&this.graph.isCustomLink(m)&&(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&this.graph.customLinkClicked(m)&&mxEvent.consume(k))}))}}this.addListener(mxEvent.SIZE,mxUtils.bind(this,function(k,m){null!=this.container&&this.flowAnimationStyle&&(k=this.flowAnimationStyle.getAttribute("id"),this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(k))}));this.initLayoutManager()}; (function(){Graph.prototype.useCssTransforms=!1;Graph.prototype.currentScale=1;Graph.prototype.currentTranslate=new mxPoint(0,0);Graph.prototype.isFillState=function(E){return!this.isSpecialColor(E.style[mxConstants.STYLE_FILLCOLOR])&&"1"!=mxUtils.getValue(E.style,"lineShape",null)&&(this.model.isVertex(E.cell)||"arrow"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)||"filledEdge"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)||"flexArrow"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE, -null))};Graph.prototype.isStrokeState=function(E){return!this.isSpecialColor(E.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(E){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],E)};Graph.prototype.isGlassState=function(E){E=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"rectangle"==E||"internalStorage"==E||"ext"==E||"umlLifeline"==E||"swimlane"==E||"process"==E};Graph.prototype.isRoundedState= -function(E){return null!=E.shape?E.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(E){var d=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(E.style,mxConstants.STYLE_CURVED,!1)&&("connector"==d||"filledEdge"==d)};Graph.prototype.isAutoSizeState=function(E){return"1"==mxUtils.getValue(E.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(E){E= -mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"image"==E};Graph.prototype.isShadowState=function(E){return"image"!=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(E,d){E=null!=E?E:!0;d=null!=d?d:!0;var f=this.model;return f.filterDescendants(function(g){return E&&f.isVertex(g)||d&&f.isEdge(g)},f.getRoot())};Graph.prototype.getCommonStyle=function(E){for(var d={},f=0;f<E.length;f++){var g=this.view.getState(E[f]);this.mergeStyle(g.style, -d,0==f)}return d};Graph.prototype.mergeStyle=function(E,d,f){if(null!=E){var g={},l;for(l in E){var q=E[l];null!=q&&(g[l]=!0,null==d[l]&&f?d[l]=q:d[l]!=q&&delete d[l])}for(l in d)g[l]||delete d[l]}};Graph.prototype.getStartEditingCell=function(E,d){d=this.getCellStyle(E);d=parseInt(mxUtils.getValue(d,mxConstants.STYLE_STARTSIZE,0));this.isTable(E)&&(!this.isSwimlane(E)||0==d)&&""==this.getLabel(E)&&0<this.model.getChildCount(E)&&(E=this.model.getChildAt(E,0),d=this.getCellStyle(E),d=parseInt(mxUtils.getValue(d, -mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(E)&&(!this.isSwimlane(E)||0==d)&&""==this.getLabel(E)&&0<this.model.getChildCount(E))for(d=0;d<this.model.getChildCount(E);d++){var f=this.model.getChildAt(E,d);if(this.isCellEditable(f)){E=f;break}}return E};Graph.prototype.copyStyle=function(E){return this.getCellStyle(E,!1)};Graph.prototype.pasteStyle=function(E,d,f){f=null!=f?f:Graph.pasteStyles;Graph.removeKeys(E,function(g){return 0>mxUtils.indexOf(f,g)});this.updateCellStyles(E,d)};Graph.prototype.updateCellStyles= -function(E,d){this.model.beginUpdate();try{for(var f=0;f<d.length;f++)if(this.model.isVertex(d[f])||this.model.isEdge(d[f])){var g=this.getCellStyle(d[f],!1),l;for(l in E){var q=E[l];g[l]!=q&&this.setCellStyles(l,q,[d[f]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&&(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect== -mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(E,d,f,g,l,q){this.useCssTransforms&&(E=E/this.currentScale-this.currentTranslate.x,d=d/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(E,d,f,g,l,q){g=null!=g?g:!0;l=null!=l?l:!0;null==f&&(f=this.getCurrentRoot(),null==f&&(f=this.getModel().getRoot()));if(null!=f)for(var z=this.model.getChildCount(f)-1;0<= -z;z--){var F=this.model.getChildAt(f,z),C=this.getScaledCellAt(E,d,F,g,l,q);if(null!=C)return C;if(this.isCellVisible(F)&&(l&&this.model.isEdge(F)||g&&this.model.isVertex(F))&&(C=this.view.getState(F),null!=C&&(null==q||!q(C,E,d))&&this.intersects(C,E,d)))return F}return null};Graph.prototype.isRecursiveVertexResize=function(E){return!this.isSwimlane(E.cell)&&0<this.model.getChildCount(E.cell)&&!this.isCellCollapsed(E.cell)&&"1"==mxUtils.getValue(E.style,"recursiveResize","1")&&null==mxUtils.getValue(E.style, -"childLayout",null)};Graph.prototype.getAbsoluteParent=function(E){for(var d=this.getCellGeometry(E);null!=d&&d.relative;)E=this.getModel().getParent(E),d=this.getCellGeometry(E);return E};Graph.prototype.isPart=function(E){return"1"==mxUtils.getValue(this.getCurrentCellStyle(E),"part","0")||this.isTableCell(E)||this.isTableRow(E)};Graph.prototype.getCompositeParents=function(E){for(var d=new mxDictionary,f=[],g=0;g<E.length;g++){var l=this.getCompositeParent(E[g]);this.isTableCell(l)&&(l=this.graph.model.getParent(l)); -this.isTableRow(l)&&(l=this.graph.model.getParent(l));null==l||d.get(l)||(d.put(l,!0),f.push(l))}return f};Graph.prototype.getCompositeParent=function(E){for(;this.isPart(E);){var d=this.model.getParent(E);if(!this.model.isVertex(d))break;E=d}return E};Graph.prototype.filterSelectionCells=function(E){var d=this.getSelectionCells();if(null!=E){for(var f=[],g=0;g<d.length;g++)E(d[g])||f.push(d[g]);d=f}return d};var b=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(E){if(this.useCssTransforms){var d= -this.currentScale,f=this.currentTranslate;E=new mxRectangle((E.x+2*f.x)*d-f.x,(E.y+2*f.y)*d-f.y,E.width*d,E.height*d)}b.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(E){E=this.strokeWidth;this.graph.useCssTransforms&&(E/=this.graph.currentScale);return E};mxGraphView.prototype.getGraphBounds=function(){var E=this.graphBounds;if(this.graph.useCssTransforms){var d=this.graph.currentTranslate,f=this.graph.currentScale;E=new mxRectangle((E.x+d.x)*f,(E.y+d.y)*f,E.width*f,E.height* -f)}return E};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var e=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(E){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y=this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);e.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(), -this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var k=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(E){E=k.apply(this,arguments);for(var d=[],f=0;f<E.length;f++)this.isTableRow(E[f])||this.isTableCell(E[f])||d.push(E[f]);return d};var n=mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(E){E=n.apply(this,arguments);for(var d=[],f=0;f<E.length;f++)this.isTable(E[f])|| -this.isTableRow(E[f])||this.isTableCell(E[f])||d.push(E[f]);return d};Graph.prototype.updateCssTransform=function(){var E=this.view.getDrawPane();if(null!=E)if(E=E.parentNode,this.useCssTransforms){var d=E.getAttribute("transform");E.setAttribute("transformOrigin","0 0");var f=Math.round(100*this.currentScale)/100;E.setAttribute("transform","scale("+f+","+f+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");d!=E.getAttribute("transform")&& -this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",E.getAttribute("transform"))}else E.removeAttribute("transformOrigin"),E.removeAttribute("transform")};var D=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph.useCssTransforms,d=this.scale,f=this.translate;E&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);D.apply(this,arguments);E&&(this.scale=d,this.translate=f)};var t=mxGraph.prototype.updatePageBreaks; -mxGraph.prototype.updatePageBreaks=function(E,d,f){var g=this.useCssTransforms,l=this.view.scale,q=this.view.translate;g&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);t.apply(this,arguments);g&&(this.view.scale=l,this.view.translate=q,this.useCssTransforms=!0)}})();Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1}; -Graph.prototype.labelLinkClicked=function(b,e,k){e=e.getAttribute("href");if(null!=e&&!this.isCustomLink(e)&&(mxEvent.isLeftMouseButton(k)&&!mxEvent.isPopupTrigger(k)||mxEvent.isTouchEvent(k))){if(!this.isEnabled()||this.isCellLocked(b.cell))b=this.isBlankLink(e)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(e),b);mxEvent.consume(k)}}; -Graph.prototype.openLink=function(b,e,k){var n=window;try{if(b=Graph.sanitizeLink(b),null!=b)if("_self"==e&&window!=window.top)window.location.href=b;else if(b.substring(0,this.baseUrl.length)==this.baseUrl&&"#"==b.charAt(this.baseUrl.length)&&"_top"==e&&window==window.top){var D=b.split("#")[1];window.location.hash=="#"+D&&(window.location.hash="");window.location.hash=D}else n=window.open(b,null!=e?e:"_blank"),null==n||k||(n.opener=null)}catch(t){}return n}; +null)||"mxgraph.arrows2.wedgeArrow"==mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isStrokeState=function(E){return!this.isSpecialColor(E.style[mxConstants.STYLE_STROKECOLOR])};Graph.prototype.isSpecialColor=function(E){return 0<=mxUtils.indexOf([mxConstants.STYLE_STROKECOLOR,mxConstants.STYLE_FILLCOLOR,"inherit","swimlane","indicated"],E)};Graph.prototype.isGlassState=function(E){E=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"rectangle"==E|| +"internalStorage"==E||"ext"==E||"umlLifeline"==E||"swimlane"==E||"process"==E};Graph.prototype.isRoundedState=function(E){return null!=E.shape?E.shape.isRoundable():0<=mxUtils.indexOf(this.roundableShapes,mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null))};Graph.prototype.isLineJumpState=function(E){var K=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return!mxUtils.getValue(E.style,mxConstants.STYLE_CURVED,!1)&&("connector"==K||"filledEdge"==K)};Graph.prototype.isAutoSizeState=function(E){return"1"== +mxUtils.getValue(E.style,mxConstants.STYLE_AUTOSIZE,null)};Graph.prototype.isImageState=function(E){E=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null);return"label"==E||"image"==E};Graph.prototype.isShadowState=function(E){return"image"!=mxUtils.getValue(E.style,mxConstants.STYLE_SHAPE,null)};Graph.prototype.getVerticesAndEdges=function(E,K){E=null!=E?E:!0;K=null!=K?K:!0;var Q=this.model;return Q.filterDescendants(function(d){return E&&Q.isVertex(d)||K&&Q.isEdge(d)},Q.getRoot())};Graph.prototype.getCommonStyle= +function(E){for(var K={},Q=0;Q<E.length;Q++){var d=this.view.getState(E[Q]);this.mergeStyle(d.style,K,0==Q)}return K};Graph.prototype.mergeStyle=function(E,K,Q){if(null!=E){var d={},f;for(f in E){var g=E[f];null!=g&&(d[f]=!0,null==K[f]&&Q?K[f]=g:K[f]!=g&&delete K[f])}for(f in K)d[f]||delete K[f]}};Graph.prototype.getStartEditingCell=function(E,K){K=this.getCellStyle(E);K=parseInt(mxUtils.getValue(K,mxConstants.STYLE_STARTSIZE,0));this.isTable(E)&&(!this.isSwimlane(E)||0==K)&&""==this.getLabel(E)&& +0<this.model.getChildCount(E)&&(E=this.model.getChildAt(E,0),K=this.getCellStyle(E),K=parseInt(mxUtils.getValue(K,mxConstants.STYLE_STARTSIZE,0)));if(this.isTableRow(E)&&(!this.isSwimlane(E)||0==K)&&""==this.getLabel(E)&&0<this.model.getChildCount(E))for(K=0;K<this.model.getChildCount(E);K++){var Q=this.model.getChildAt(E,K);if(this.isCellEditable(Q)){E=Q;break}}return E};Graph.prototype.copyStyle=function(E){return this.getCellStyle(E,!1)};Graph.prototype.pasteStyle=function(E,K,Q){Q=null!=Q?Q:Graph.pasteStyles; +Graph.removeKeys(E,function(d){return 0>mxUtils.indexOf(Q,d)});this.updateCellStyles(E,K)};Graph.prototype.updateCellStyles=function(E,K){this.model.beginUpdate();try{for(var Q=0;Q<K.length;Q++)if(this.model.isVertex(K[Q])||this.model.isEdge(K[Q])){var d=this.getCellStyle(K[Q],!1),f;for(f in E){var g=E[f];d[f]!=g&&this.setCellStyles(f,g,[K[Q]])}}}finally{this.model.endUpdate()}};Graph.prototype.isFastZoomEnabled=function(){return"nocss"!=urlParams.zoom&&!mxClient.NO_FO&&!mxClient.IS_EDGE&&!this.useCssTransforms&& +(this.isCssTransformsSupported()||mxClient.IS_IOS)};Graph.prototype.isCssTransformsSupported=function(){return this.dialect==mxConstants.DIALECT_SVG&&!mxClient.NO_FO&&(!this.lightbox||!mxClient.IS_SF)};Graph.prototype.getCellAt=function(E,K,Q,d,f,g){this.useCssTransforms&&(E=E/this.currentScale-this.currentTranslate.x,K=K/this.currentScale-this.currentTranslate.y);return this.getScaledCellAt.apply(this,arguments)};Graph.prototype.getScaledCellAt=function(E,K,Q,d,f,g){d=null!=d?d:!0;f=null!=f?f:!0; +null==Q&&(Q=this.getCurrentRoot(),null==Q&&(Q=this.getModel().getRoot()));if(null!=Q)for(var x=this.model.getChildCount(Q)-1;0<=x;x--){var z=this.model.getChildAt(Q,x),u=this.getScaledCellAt(E,K,z,d,f,g);if(null!=u)return u;if(this.isCellVisible(z)&&(f&&this.model.isEdge(z)||d&&this.model.isVertex(z))&&(u=this.view.getState(z),null!=u&&(null==g||!g(u,E,K))&&this.intersects(u,E,K)))return z}return null};Graph.prototype.isRecursiveVertexResize=function(E){return!this.isSwimlane(E.cell)&&0<this.model.getChildCount(E.cell)&& +!this.isCellCollapsed(E.cell)&&"1"==mxUtils.getValue(E.style,"recursiveResize","1")&&null==mxUtils.getValue(E.style,"childLayout",null)};Graph.prototype.getAbsoluteParent=function(E){for(var K=this.getCellGeometry(E);null!=K&&K.relative;)E=this.getModel().getParent(E),K=this.getCellGeometry(E);return E};Graph.prototype.isPart=function(E){return"1"==mxUtils.getValue(this.getCurrentCellStyle(E),"part","0")||this.isTableCell(E)||this.isTableRow(E)};Graph.prototype.getCompositeParents=function(E){for(var K= +new mxDictionary,Q=[],d=0;d<E.length;d++){var f=this.getCompositeParent(E[d]);this.isTableCell(f)&&(f=this.graph.model.getParent(f));this.isTableRow(f)&&(f=this.graph.model.getParent(f));null==f||K.get(f)||(K.put(f,!0),Q.push(f))}return Q};Graph.prototype.getCompositeParent=function(E){for(;this.isPart(E);){var K=this.model.getParent(E);if(!this.model.isVertex(K))break;E=K}return E};Graph.prototype.filterSelectionCells=function(E){var K=this.getSelectionCells();if(null!=E){for(var Q=[],d=0;d<K.length;d++)E(K[d])|| +Q.push(K[d]);K=Q}return K};var b=mxGraph.prototype.scrollRectToVisible;Graph.prototype.scrollRectToVisible=function(E){if(this.useCssTransforms){var K=this.currentScale,Q=this.currentTranslate;E=new mxRectangle((E.x+2*Q.x)*K-Q.x,(E.y+2*Q.y)*K-Q.y,E.width*K,E.height*K)}b.apply(this,arguments)};mxCellHighlight.prototype.getStrokeWidth=function(E){E=this.strokeWidth;this.graph.useCssTransforms&&(E/=this.graph.currentScale);return E};mxGraphView.prototype.getGraphBounds=function(){var E=this.graphBounds; +if(this.graph.useCssTransforms){var K=this.graph.currentTranslate,Q=this.graph.currentScale;E=new mxRectangle((E.x+K.x)*Q,(E.y+K.y)*Q,E.width*Q,E.height*Q)}return E};mxGraphView.prototype.viewStateChanged=function(){this.graph.useCssTransforms?this.validate():this.revalidate();this.graph.sizeDidChange()};var e=mxGraphView.prototype.validate;mxGraphView.prototype.validate=function(E){this.graph.useCssTransforms&&(this.graph.currentScale=this.scale,this.graph.currentTranslate.x=this.translate.x,this.graph.currentTranslate.y= +this.translate.y,this.scale=1,this.translate.x=0,this.translate.y=0);e.apply(this,arguments);this.graph.useCssTransforms&&(this.graph.updateCssTransform(),this.scale=this.graph.currentScale,this.translate.x=this.graph.currentTranslate.x,this.translate.y=this.graph.currentTranslate.y)};var k=mxGraph.prototype.getCellsForGroup;Graph.prototype.getCellsForGroup=function(E){E=k.apply(this,arguments);for(var K=[],Q=0;Q<E.length;Q++)this.isTableRow(E[Q])||this.isTableCell(E[Q])||K.push(E[Q]);return K};var m= +mxGraph.prototype.getCellsForUngroup;Graph.prototype.getCellsForUngroup=function(E){E=m.apply(this,arguments);for(var K=[],Q=0;Q<E.length;Q++)this.isTable(E[Q])||this.isTableRow(E[Q])||this.isTableCell(E[Q])||K.push(E[Q]);return K};Graph.prototype.updateCssTransform=function(){var E=this.view.getDrawPane();if(null!=E)if(E=E.parentNode,this.useCssTransforms){var K=E.getAttribute("transform");E.setAttribute("transformOrigin","0 0");var Q=Math.round(100*this.currentScale)/100;E.setAttribute("transform", +"scale("+Q+","+Q+")translate("+Math.round(100*this.currentTranslate.x)/100+","+Math.round(100*this.currentTranslate.y)/100+")");K!=E.getAttribute("transform")&&this.fireEvent(new mxEventObject("cssTransformChanged"),"transform",E.getAttribute("transform"))}else E.removeAttribute("transformOrigin"),E.removeAttribute("transform")};var D=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){var E=this.graph.useCssTransforms,K=this.scale,Q=this.translate; +E&&(this.scale=this.graph.currentScale,this.translate=this.graph.currentTranslate);D.apply(this,arguments);E&&(this.scale=K,this.translate=Q)};var p=mxGraph.prototype.updatePageBreaks;mxGraph.prototype.updatePageBreaks=function(E,K,Q){var d=this.useCssTransforms,f=this.view.scale,g=this.view.translate;d&&(this.view.scale=1,this.view.translate=new mxPoint(0,0),this.useCssTransforms=!1);p.apply(this,arguments);d&&(this.view.scale=f,this.view.translate=g,this.useCssTransforms=!0)}})(); +Graph.prototype.isLightboxView=function(){return this.lightbox};Graph.prototype.isViewer=function(){return!1};Graph.prototype.labelLinkClicked=function(b,e,k){e=e.getAttribute("href");if(null!=e&&!this.isCustomLink(e)&&(mxEvent.isLeftMouseButton(k)&&!mxEvent.isPopupTrigger(k)||mxEvent.isTouchEvent(k))){if(!this.isEnabled()||this.isCellLocked(b.cell))b=this.isBlankLink(e)?this.linkTarget:"_top",this.openLink(this.getAbsoluteUrl(e),b);mxEvent.consume(k)}}; +Graph.prototype.openLink=function(b,e,k){var m=window;try{if(b=Graph.sanitizeLink(b),null!=b)if("_self"==e&&window!=window.top)window.location.href=b;else if(b.substring(0,this.baseUrl.length)==this.baseUrl&&"#"==b.charAt(this.baseUrl.length)&&"_top"==e&&window==window.top){var D=b.split("#")[1];window.location.hash=="#"+D&&(window.location.hash="");window.location.hash=D}else m=window.open(b,null!=e?e:"_blank"),null==m||k||(m.opener=null)}catch(p){}return m}; Graph.prototype.getLinkTitle=function(b){return b.substring(b.lastIndexOf("/")+1)};Graph.prototype.isCustomLink=function(b){return"data:"==b.substring(0,5)};Graph.prototype.customLinkClicked=function(b){return!1};Graph.prototype.isExternalProtocol=function(b){return"mailto:"===b.substring(0,7)};Graph.prototype.isBlankLink=function(b){return!this.isExternalProtocol(b)&&("blank"===this.linkPolicy||"self"!==this.linkPolicy&&!this.isRelativeUrl(b)&&b.substring(0,this.domainUrl.length)!==this.domainUrl)}; Graph.prototype.isRelativeUrl=function(b){return null!=b&&!this.absoluteUrlPattern.test(b)&&"data:"!==b.substring(0,5)&&!this.isExternalProtocol(b)};Graph.prototype.getAbsoluteUrl=function(b){null!=b&&this.isRelativeUrl(b)&&(b="#"==b.charAt(0)?this.baseUrl+b:"/"==b.charAt(0)?this.domainUrl+b:this.domainPathUrl+b);return b}; Graph.prototype.initLayoutManager=function(){this.layoutManager=new mxLayoutManager(this);this.layoutManager.hasLayout=function(b){return null!=this.graph.getCellStyle(b).childLayout};this.layoutManager.getLayout=function(b,e){var k=this.graph.model.getParent(b);if(!this.graph.isCellCollapsed(b)&&(e!=mxEvent.BEGIN_UPDATE||this.hasLayout(k,e))){b=this.graph.getCellStyle(b);if("stackLayout"==b.childLayout)return e=new mxStackLayout(this.graph,!0),e.resizeParentMax="1"==mxUtils.getValue(b,"resizeParentMax", "1"),e.horizontal="1"==mxUtils.getValue(b,"horizontalStack","1"),e.resizeParent="1"==mxUtils.getValue(b,"resizeParent","1"),e.resizeLast="1"==mxUtils.getValue(b,"resizeLast","0"),e.spacing=b.stackSpacing||e.spacing,e.border=b.stackBorder||e.border,e.marginLeft=b.marginLeft||0,e.marginRight=b.marginRight||0,e.marginTop=b.marginTop||0,e.marginBottom=b.marginBottom||0,e.allowGaps=b.allowGaps||0,e.fill=!0,e.allowGaps&&(e.gridSize=parseFloat(mxUtils.getValue(b,"stackUnitSize",20))),e;if("treeLayout"== b.childLayout)return e=new mxCompactTreeLayout(this.graph),e.horizontal="1"==mxUtils.getValue(b,"horizontalTree","1"),e.resizeParent="1"==mxUtils.getValue(b,"resizeParent","1"),e.groupPadding=mxUtils.getValue(b,"parentPadding",20),e.levelDistance=mxUtils.getValue(b,"treeLevelDistance",30),e.maintainParentLocation=!0,e.edgeRouting=!1,e.resetEdges=!1,e;if("flowLayout"==b.childLayout)return e=new mxHierarchicalLayout(this.graph,mxUtils.getValue(b,"flowOrientation",mxConstants.DIRECTION_EAST)),e.resizeParent= "1"==mxUtils.getValue(b,"resizeParent","1"),e.parentBorder=mxUtils.getValue(b,"parentPadding",20),e.maintainParentLocation=!0,e.intraCellSpacing=mxUtils.getValue(b,"intraCellSpacing",mxHierarchicalLayout.prototype.intraCellSpacing),e.interRankCellSpacing=mxUtils.getValue(b,"interRankCellSpacing",mxHierarchicalLayout.prototype.interRankCellSpacing),e.interHierarchySpacing=mxUtils.getValue(b,"interHierarchySpacing",mxHierarchicalLayout.prototype.interHierarchySpacing),e.parallelEdgeSpacing=mxUtils.getValue(b, -"parallelEdgeSpacing",mxHierarchicalLayout.prototype.parallelEdgeSpacing),e;if("circleLayout"==b.childLayout)return new mxCircleLayout(this.graph);if("organicLayout"==b.childLayout)return new mxFastOrganicLayout(this.graph);if("tableLayout"==b.childLayout)return new TableLayout(this.graph);if(null!=b.childLayout&&"["==b.childLayout.charAt(0))try{return new mxCompositeLayout(this.graph,this.graph.createLayouts(JSON.parse(b.childLayout)))}catch(n){null!=window.console&&console.error(n)}}return null}}; -Graph.prototype.createLayouts=function(b){for(var e=[],k=0;k<b.length;k++)if(0<=mxUtils.indexOf(Graph.layoutNames,b[k].layout)){var n=new window[b[k].layout](this);if(null!=b[k].config)for(var D in b[k].config)n[D]=b[k].config[D];e.push(n)}else throw Error(mxResources.get("invalidCallFnNotFound",[b[k].layout]));return e}; -Graph.prototype.getDataForCells=function(b){for(var e=[],k=0;k<b.length;k++){var n=null!=b[k].value?b[k].value.attributes:null,D={};D.id=b[k].id;if(null!=n)for(var t=0;t<n.length;t++)D[n[t].nodeName]=n[t].nodeValue;else D.label=this.convertValueToString(b[k]);e.push(D)}return e}; -Graph.prototype.getNodesForCells=function(b){for(var e=[],k=0;k<b.length;k++){var n=this.view.getState(b[k]);if(null!=n){for(var D=this.cellRenderer.getShapesForState(n),t=0;t<D.length;t++)null!=D[t]&&null!=D[t].node&&e.push(D[t].node);null!=n.control&&null!=n.control.node&&e.push(n.control.node)}}return e}; -Graph.prototype.createWipeAnimations=function(b,e){for(var k=[],n=0;n<b.length;n++){var D=this.view.getState(b[n]);null!=D&&null!=D.shape&&(this.model.isEdge(D.cell)&&null!=D.absolutePoints&&1<D.absolutePoints.length?k.push(this.createEdgeWipeAnimation(D,e)):this.model.isVertex(D.cell)&&null!=D.shape.bounds&&k.push(this.createVertexWipeAnimation(D,e)))}return k}; -Graph.prototype.createEdgeWipeAnimation=function(b,e){var k=b.absolutePoints.slice(),n=b.segments,D=b.length,t=k.length;return{execute:mxUtils.bind(this,function(E,d){if(null!=b.shape){var f=[k[0]];d=E/d;e||(d=1-d);for(var g=D*d,l=1;l<t;l++)if(g<=n[l-1]){f.push(new mxPoint(k[l-1].x+(k[l].x-k[l-1].x)*g/n[l-1],k[l-1].y+(k[l].y-k[l-1].y)*g/n[l-1]));break}else g-=n[l-1],f.push(k[l]);b.shape.points=f;b.shape.redraw();0==E&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1);null!=b.text&&null!= -b.text.node&&(b.text.node.style.opacity=d)}}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.points=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}}; -Graph.prototype.createVertexWipeAnimation=function(b,e){var k=new mxRectangle.fromRectangle(b.shape.bounds);return{execute:mxUtils.bind(this,function(n,D){null!=b.shape&&(D=n/D,e||(D=1-D),b.shape.bounds=new mxRectangle(k.x,k.y,k.width*D,k.height),b.shape.redraw(),0==n&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=D))}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.bounds=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&& -(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}};Graph.prototype.executeAnimations=function(b,e,k,n){k=null!=k?k:30;n=null!=n?n:30;var D=null,t=0,E=mxUtils.bind(this,function(){if(t==k||this.stoppingCustomActions){window.clearInterval(D);for(var d=0;d<b.length;d++)b[d].stop();null!=e&&e()}else for(d=0;d<b.length;d++)b[d].execute(t,k);t++});D=window.setInterval(E,n);E()}; +"parallelEdgeSpacing",mxHierarchicalLayout.prototype.parallelEdgeSpacing),e;if("circleLayout"==b.childLayout)return new mxCircleLayout(this.graph);if("organicLayout"==b.childLayout)return new mxFastOrganicLayout(this.graph);if("tableLayout"==b.childLayout)return new TableLayout(this.graph);if(null!=b.childLayout&&"["==b.childLayout.charAt(0))try{return new mxCompositeLayout(this.graph,this.graph.createLayouts(JSON.parse(b.childLayout)))}catch(m){null!=window.console&&console.error(m)}}return null}}; +Graph.prototype.createLayouts=function(b){for(var e=[],k=0;k<b.length;k++)if(0<=mxUtils.indexOf(Graph.layoutNames,b[k].layout)){var m=new window[b[k].layout](this);if(null!=b[k].config)for(var D in b[k].config)m[D]=b[k].config[D];e.push(m)}else throw Error(mxResources.get("invalidCallFnNotFound",[b[k].layout]));return e}; +Graph.prototype.getDataForCells=function(b){for(var e=[],k=0;k<b.length;k++){var m=null!=b[k].value?b[k].value.attributes:null,D={};D.id=b[k].id;if(null!=m)for(var p=0;p<m.length;p++)D[m[p].nodeName]=m[p].nodeValue;else D.label=this.convertValueToString(b[k]);e.push(D)}return e}; +Graph.prototype.getNodesForCells=function(b){for(var e=[],k=0;k<b.length;k++){var m=this.view.getState(b[k]);if(null!=m){for(var D=this.cellRenderer.getShapesForState(m),p=0;p<D.length;p++)null!=D[p]&&null!=D[p].node&&e.push(D[p].node);null!=m.control&&null!=m.control.node&&e.push(m.control.node)}}return e}; +Graph.prototype.createWipeAnimations=function(b,e){for(var k=[],m=0;m<b.length;m++){var D=this.view.getState(b[m]);null!=D&&null!=D.shape&&(this.model.isEdge(D.cell)&&null!=D.absolutePoints&&1<D.absolutePoints.length?k.push(this.createEdgeWipeAnimation(D,e)):this.model.isVertex(D.cell)&&null!=D.shape.bounds&&k.push(this.createVertexWipeAnimation(D,e)))}return k}; +Graph.prototype.createEdgeWipeAnimation=function(b,e){var k=b.absolutePoints.slice(),m=b.segments,D=b.length,p=k.length;return{execute:mxUtils.bind(this,function(E,K){if(null!=b.shape){var Q=[k[0]];K=E/K;e||(K=1-K);for(var d=D*K,f=1;f<p;f++)if(d<=m[f-1]){Q.push(new mxPoint(k[f-1].x+(k[f].x-k[f-1].x)*d/m[f-1],k[f-1].y+(k[f].y-k[f-1].y)*d/m[f-1]));break}else d-=m[f-1],Q.push(k[f]);b.shape.points=Q;b.shape.redraw();0==E&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1);null!=b.text&&null!= +b.text.node&&(b.text.node.style.opacity=K)}}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.points=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}}; +Graph.prototype.createVertexWipeAnimation=function(b,e){var k=new mxRectangle.fromRectangle(b.shape.bounds);return{execute:mxUtils.bind(this,function(m,D){null!=b.shape&&(D=m/D,e||(D=1-D),b.shape.bounds=new mxRectangle(k.x,k.y,k.width*D,k.height),b.shape.redraw(),0==m&&Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),1),null!=b.text&&null!=b.text.node&&(b.text.node.style.opacity=D))}),stop:mxUtils.bind(this,function(){null!=b.shape&&(b.shape.bounds=k,b.shape.redraw(),null!=b.text&&null!=b.text.node&& +(b.text.node.style.opacity=""),Graph.setOpacityForNodes(this.getNodesForCells([b.cell]),e?1:0))})}};Graph.prototype.executeAnimations=function(b,e,k,m){k=null!=k?k:30;m=null!=m?m:30;var D=null,p=0,E=mxUtils.bind(this,function(){if(p==k||this.stoppingCustomActions){window.clearInterval(D);for(var K=0;K<b.length;K++)b[K].stop();null!=e&&e()}else for(K=0;K<b.length;K++)b[K].execute(p,k);p++});D=window.setInterval(E,m);E()}; Graph.prototype.getPageSize=function(){return this.pageVisible?new mxRectangle(0,0,this.pageFormat.width*this.pageScale,this.pageFormat.height*this.pageScale):this.scrollTileSize}; -Graph.prototype.getPageLayout=function(){var b=this.getPageSize(),e=this.getGraphBounds();if(0==e.width||0==e.height)return new mxRectangle(0,0,1,1);var k=Math.floor(Math.ceil(e.x/this.view.scale-this.view.translate.x)/b.width),n=Math.floor(Math.ceil(e.y/this.view.scale-this.view.translate.y)/b.height);return new mxRectangle(k,n,Math.ceil((Math.floor((e.x+e.width)/this.view.scale)-this.view.translate.x)/b.width)-k,Math.ceil((Math.floor((e.y+e.height)/this.view.scale)-this.view.translate.y)/b.height)- -n)};Graph.prototype.sanitizeHtml=function(b,e){return Graph.sanitizeHtml(b,e)};Graph.prototype.updatePlaceholders=function(){var b=!1,e;for(e in this.model.cells){var k=this.model.cells[e];this.isReplacePlaceholders(k)&&(this.view.invalidate(k,!1,!1),b=!0)}b&&this.view.validate()};Graph.prototype.isReplacePlaceholders=function(b){return null!=b.value&&"object"==typeof b.value&&"1"==b.value.getAttribute("placeholders")}; +Graph.prototype.getPageLayout=function(){var b=this.getPageSize(),e=this.getGraphBounds();if(0==e.width||0==e.height)return new mxRectangle(0,0,1,1);var k=Math.floor(Math.ceil(e.x/this.view.scale-this.view.translate.x)/b.width),m=Math.floor(Math.ceil(e.y/this.view.scale-this.view.translate.y)/b.height);return new mxRectangle(k,m,Math.ceil((Math.floor((e.x+e.width)/this.view.scale)-this.view.translate.x)/b.width)-k,Math.ceil((Math.floor((e.y+e.height)/this.view.scale)-this.view.translate.y)/b.height)- +m)};Graph.prototype.sanitizeHtml=function(b,e){return Graph.sanitizeHtml(b,e)};Graph.prototype.updatePlaceholders=function(){var b=!1,e;for(e in this.model.cells){var k=this.model.cells[e];this.isReplacePlaceholders(k)&&(this.view.invalidate(k,!1,!1),b=!0)}b&&this.view.validate()};Graph.prototype.isReplacePlaceholders=function(b){return null!=b.value&&"object"==typeof b.value&&"1"==b.value.getAttribute("placeholders")}; Graph.prototype.isZoomWheelEvent=function(b){return Graph.zoomWheel&&!mxEvent.isShiftDown(b)&&!mxEvent.isMetaDown(b)&&!mxEvent.isAltDown(b)&&(!mxEvent.isControlDown(b)||mxClient.IS_MAC)||!Graph.zoomWheel&&(mxEvent.isAltDown(b)||mxEvent.isControlDown(b))};Graph.prototype.isScrollWheelEvent=function(b){return!this.isZoomWheelEvent(b)};Graph.prototype.isTransparentClickEvent=function(b){return mxEvent.isAltDown(b)||mxClient.IS_CHROMEOS&&mxEvent.isShiftDown(b)}; Graph.prototype.isIgnoreTerminalEvent=function(b){return mxEvent.isAltDown(b)&&!mxEvent.isShiftDown(b)&&!mxEvent.isControlDown(b)&&!mxEvent.isMetaDown(b)};Graph.prototype.isEdgeIgnored=function(b){var e=!1;null!=b&&(b=this.getCurrentCellStyle(b),e="1"==mxUtils.getValue(b,"ignoreEdge","0"));return e};Graph.prototype.isSplitTarget=function(b,e,k){return!this.model.isEdge(e[0])&&!mxEvent.isAltDown(k)&&!mxEvent.isShiftDown(k)&&mxGraph.prototype.isSplitTarget.apply(this,arguments)}; Graph.prototype.getLabel=function(b){var e=mxGraph.prototype.getLabel.apply(this,arguments);null!=e&&this.isReplacePlaceholders(b)&&null==b.getAttribute("placeholder")&&(e=this.replacePlaceholders(b,e));return e};Graph.prototype.isLabelMovable=function(b){var e=this.getCurrentCellStyle(b);return!this.isCellLocked(b)&&(this.model.isEdge(b)&&this.edgeLabelsMovable||this.model.isVertex(b)&&(this.vertexLabelsMovable||"1"==mxUtils.getValue(e,"labelMovable","0")))}; Graph.prototype.setGridSize=function(b){this.gridSize=b;this.fireEvent(new mxEventObject("gridSizeChanged"))};Graph.prototype.setDefaultParent=function(b){this.defaultParent=b;this.fireEvent(new mxEventObject("defaultParentChanged"))};Graph.prototype.getClickableLinkForCell=function(b){do{var e=this.getLinkForCell(b);if(null!=e)return e;b=this.model.getParent(b)}while(null!=b);return null}; Graph.prototype.getGlobalVariable=function(b){var e=null;"date"==b?e=(new Date).toLocaleDateString():"time"==b?e=(new Date).toLocaleTimeString():"timestamp"==b?e=(new Date).toLocaleString():"date{"==b.substring(0,5)&&(b=b.substring(5,b.length-1),e=this.formatDate(new Date,b));return e}; Graph.prototype.formatDate=function(b,e,k){null==this.dateFormatCache&&(this.dateFormatCache={i18n:{dayNames:"Sun Mon Tue Wed Thu Fri Sat Sunday Monday Tuesday Wednesday Thursday Friday Saturday".split(" "),monthNames:"Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec January February March April May June July August September October November December".split(" ")},masks:{"default":"ddd mmm dd yyyy HH:MM:ss",shortDate:"m/d/yy",mediumDate:"mmm d, yyyy",longDate:"mmmm d, yyyy",fullDate:"dddd, mmmm d, yyyy", -shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var n=this.dateFormatCache,D=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,t=/[^-+\dA-Z]/g,E=function(Z,ca){Z=String(Z);for(ca=ca||2;Z.length<ca;)Z="0"+Z;return Z};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(b)|| -/\d/.test(b)||(e=b,b=void 0);b=b?new Date(b):new Date;if(isNaN(b))throw SyntaxError("invalid date");e=String(n.masks[e]||e||n.masks["default"]);"UTC:"==e.slice(0,4)&&(e=e.slice(4),k=!0);var d=k?"getUTC":"get",f=b[d+"Date"](),g=b[d+"Day"](),l=b[d+"Month"](),q=b[d+"FullYear"](),z=b[d+"Hours"](),F=b[d+"Minutes"](),C=b[d+"Seconds"]();d=b[d+"Milliseconds"]();var I=k?0:b.getTimezoneOffset(),G={d:f,dd:E(f),ddd:n.i18n.dayNames[g],dddd:n.i18n.dayNames[g+7],m:l+1,mm:E(l+1),mmm:n.i18n.monthNames[l],mmmm:n.i18n.monthNames[l+ -12],yy:String(q).slice(2),yyyy:q,h:z%12||12,hh:E(z%12||12),H:z,HH:E(z),M:F,MM:E(F),s:C,ss:E(C),l:E(d,3),L:E(99<d?Math.round(d/10):d),t:12>z?"a":"p",tt:12>z?"am":"pm",T:12>z?"A":"P",TT:12>z?"AM":"PM",Z:k?"UTC":(String(b).match(D)||[""]).pop().replace(t,""),o:(0<I?"-":"+")+E(100*Math.floor(Math.abs(I)/60)+Math.abs(I)%60,4),S:["th","st","nd","rd"][3<f%10?0:(10!=f%100-f%10)*f%10]};return e.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(Z){return Z in G?G[Z]:Z.slice(1, -Z.length-1)})};Graph.prototype.getLayerForCells=function(b){var e=null;if(0<b.length){for(e=b[0];!this.model.isLayer(e);)e=this.model.getParent(e);for(var k=1;k<b.length;k++)if(!this.model.isAncestor(e,b[k])){e=null;break}}return e}; -Graph.prototype.createLayersDialog=function(b,e){var k=document.createElement("div");k.style.position="absolute";for(var n=this.getModel(),D=n.getChildCount(n.root),t=0;t<D;t++)mxUtils.bind(this,function(E){function d(){n.isVisible(E)?(l.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(g,75)):(l.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(g,25))}var f=this.convertValueToString(E)||mxResources.get("background")||"Background",g=document.createElement("div");g.style.overflow= -"hidden";g.style.textOverflow="ellipsis";g.style.padding="2px";g.style.whiteSpace="nowrap";g.style.cursor="pointer";g.setAttribute("title",mxResources.get(n.isVisible(E)?"hideIt":"show",[f]));var l=document.createElement("img");l.setAttribute("draggable","false");l.setAttribute("align","absmiddle");l.setAttribute("border","0");l.style.position="relative";l.style.width="16px";l.style.padding="0px 6px 0 4px";e&&(l.style.filter="invert(100%)",l.style.top="-2px");g.appendChild(l);mxUtils.write(g,f);k.appendChild(g); -mxEvent.addListener(g,"click",function(){n.setVisible(E,!n.isVisible(E));d();null!=b&&b(E)});d()})(n.getChildAt(n.root,t));return k}; -Graph.prototype.replacePlaceholders=function(b,e,k,n){n=[];if(null!=e){for(var D=0;match=this.placeholderPattern.exec(e);){var t=match[0];if(2<t.length&&"%label%"!=t&&"%tooltip%"!=t){var E=null;if(match.index>D&&"%"==e.charAt(match.index-1))E=t.substring(1);else{var d=t.substring(1,t.length-1);if("id"==d)E=b.id;else if(0>d.indexOf("{"))for(var f=b;null==E&&null!=f;)null!=f.value&&"object"==typeof f.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(E=f.getAttribute(d+"_"+Graph.diagramLanguage)), -null==E&&(E=f.hasAttribute(d)?null!=f.getAttribute(d)?f.getAttribute(d):"":null)),f=this.model.getParent(f);null==E&&(E=this.getGlobalVariable(d));null==E&&null!=k&&(E=k[d])}n.push(e.substring(D,match.index)+(null!=E?E:t));D=match.index+t.length}}n.push(e.substring(D))}return n.join("")};Graph.prototype.restoreSelection=function(b){if(null!=b&&0<b.length){for(var e=[],k=0;k<b.length;k++){var n=this.model.getCell(b[k].id);null!=n&&e.push(n)}this.setSelectionCells(e)}else this.clearSelection()}; +shortTime:"h:MM TT",mediumTime:"h:MM:ss TT",longTime:"h:MM:ss TT Z",isoDate:"yyyy-mm-dd",isoTime:"HH:MM:ss",isoDateTime:"yyyy-mm-dd'T'HH:MM:ss",isoUtcDateTime:"UTC:yyyy-mm-dd'T'HH:MM:ss'Z'"}});var m=this.dateFormatCache,D=/\b(?:[PMCEA][SDP]T|(?:Pacific|Mountain|Central|Eastern|Atlantic) (?:Standard|Daylight|Prevailing) Time|(?:GMT|UTC)(?:[-+]\d{4})?)\b/g,p=/[^-+\dA-Z]/g,E=function(C,G){C=String(C);for(G=G||2;C.length<G;)C="0"+C;return C};1!=arguments.length||"[object String]"!=Object.prototype.toString.call(b)|| +/\d/.test(b)||(e=b,b=void 0);b=b?new Date(b):new Date;if(isNaN(b))throw SyntaxError("invalid date");e=String(m.masks[e]||e||m.masks["default"]);"UTC:"==e.slice(0,4)&&(e=e.slice(4),k=!0);var K=k?"getUTC":"get",Q=b[K+"Date"](),d=b[K+"Day"](),f=b[K+"Month"](),g=b[K+"FullYear"](),x=b[K+"Hours"](),z=b[K+"Minutes"](),u=b[K+"Seconds"]();K=b[K+"Milliseconds"]();var H=k?0:b.getTimezoneOffset(),L={d:Q,dd:E(Q),ddd:m.i18n.dayNames[d],dddd:m.i18n.dayNames[d+7],m:f+1,mm:E(f+1),mmm:m.i18n.monthNames[f],mmmm:m.i18n.monthNames[f+ +12],yy:String(g).slice(2),yyyy:g,h:x%12||12,hh:E(x%12||12),H:x,HH:E(x),M:z,MM:E(z),s:u,ss:E(u),l:E(K,3),L:E(99<K?Math.round(K/10):K),t:12>x?"a":"p",tt:12>x?"am":"pm",T:12>x?"A":"P",TT:12>x?"AM":"PM",Z:k?"UTC":(String(b).match(D)||[""]).pop().replace(p,""),o:(0<H?"-":"+")+E(100*Math.floor(Math.abs(H)/60)+Math.abs(H)%60,4),S:["th","st","nd","rd"][3<Q%10?0:(10!=Q%100-Q%10)*Q%10]};return e.replace(/d{1,4}|m{1,4}|yy(?:yy)?|([HhMsTt])\1?|[LloSZ]|"[^"]*"|'[^']*'/g,function(C){return C in L?L[C]:C.slice(1, +C.length-1)})};Graph.prototype.getLayerForCells=function(b){var e=null;if(0<b.length){for(e=b[0];!this.model.isLayer(e);)e=this.model.getParent(e);for(var k=1;k<b.length;k++)if(!this.model.isAncestor(e,b[k])){e=null;break}}return e}; +Graph.prototype.createLayersDialog=function(b,e){var k=document.createElement("div");k.style.position="absolute";for(var m=this.getModel(),D=m.getChildCount(m.root),p=0;p<D;p++)mxUtils.bind(this,function(E){function K(){m.isVisible(E)?(f.setAttribute("src",Editor.visibleImage),mxUtils.setOpacity(d,75)):(f.setAttribute("src",Editor.hiddenImage),mxUtils.setOpacity(d,25))}var Q=this.convertValueToString(E)||mxResources.get("background")||"Background",d=document.createElement("div");d.style.overflow= +"hidden";d.style.textOverflow="ellipsis";d.style.padding="2px";d.style.whiteSpace="nowrap";d.style.cursor="pointer";d.setAttribute("title",mxResources.get(m.isVisible(E)?"hideIt":"show",[Q]));var f=document.createElement("img");f.setAttribute("draggable","false");f.setAttribute("align","absmiddle");f.setAttribute("border","0");f.style.position="relative";f.style.width="16px";f.style.padding="0px 6px 0 4px";e&&(f.style.filter="invert(100%)",f.style.top="-2px");d.appendChild(f);mxUtils.write(d,Q);k.appendChild(d); +mxEvent.addListener(d,"click",function(){m.setVisible(E,!m.isVisible(E));K();null!=b&&b(E)});K()})(m.getChildAt(m.root,p));return k}; +Graph.prototype.replacePlaceholders=function(b,e,k,m){m=[];if(null!=e){for(var D=0;match=this.placeholderPattern.exec(e);){var p=match[0];if(2<p.length&&"%label%"!=p&&"%tooltip%"!=p){var E=null;if(match.index>D&&"%"==e.charAt(match.index-1))E=p.substring(1);else{var K=p.substring(1,p.length-1);if("id"==K)E=b.id;else if(0>K.indexOf("{"))for(var Q=b;null==E&&null!=Q;)null!=Q.value&&"object"==typeof Q.value&&(Graph.translateDiagram&&null!=Graph.diagramLanguage&&(E=Q.getAttribute(K+"_"+Graph.diagramLanguage)), +null==E&&(E=Q.hasAttribute(K)?null!=Q.getAttribute(K)?Q.getAttribute(K):"":null)),Q=this.model.getParent(Q);null==E&&(E=this.getGlobalVariable(K));null==E&&null!=k&&(E=k[K])}m.push(e.substring(D,match.index)+(null!=E?E:p));D=match.index+p.length}}m.push(e.substring(D))}return m.join("")};Graph.prototype.restoreSelection=function(b){if(null!=b&&0<b.length){for(var e=[],k=0;k<b.length;k++){var m=this.model.getCell(b[k].id);null!=m&&e.push(m)}this.setSelectionCells(e)}else this.clearSelection()}; Graph.prototype.selectCellForEvent=function(b,e){mxEvent.isShiftDown(e)&&!this.isSelectionEmpty()&&this.selectTableRange(this.getSelectionCell(),b)||mxGraph.prototype.selectCellForEvent.apply(this,arguments)}; -Graph.prototype.selectTableRange=function(b,e){var k=!1;if(this.isTableCell(b)&&this.isTableCell(e)){var n=this.model.getParent(b),D=this.model.getParent(n),t=this.model.getParent(e);if(D==this.model.getParent(t)){b=n.getIndex(b);n=D.getIndex(n);var E=t.getIndex(e),d=D.getIndex(t);t=Math.max(n,d);e=Math.min(b,E);b=Math.max(b,E);E=[];for(n=Math.min(n,d);n<=t;n++){d=this.model.getChildAt(D,n);for(var f=e;f<=b;f++)E.push(this.model.getChildAt(d,f))}0<E.length&&(1<E.length||1<this.getSelectionCount()|| +Graph.prototype.selectTableRange=function(b,e){var k=!1;if(this.isTableCell(b)&&this.isTableCell(e)){var m=this.model.getParent(b),D=this.model.getParent(m),p=this.model.getParent(e);if(D==this.model.getParent(p)){b=m.getIndex(b);m=D.getIndex(m);var E=p.getIndex(e),K=D.getIndex(p);p=Math.max(m,K);e=Math.min(b,E);b=Math.max(b,E);E=[];for(m=Math.min(m,K);m<=p;m++){K=this.model.getChildAt(D,m);for(var Q=e;Q<=b;Q++)E.push(this.model.getChildAt(K,Q))}0<E.length&&(1<E.length||1<this.getSelectionCount()|| !this.isCellSelected(E[0]))&&(this.setSelectionCells(E),k=!0)}}return k}; -Graph.prototype.snapCellsToGrid=function(b,e){this.getModel().beginUpdate();try{for(var k=0;k<b.length;k++){var n=b[k],D=this.getCellGeometry(n);if(null!=D){D=D.clone();if(this.getModel().isVertex(n))D.x=Math.round(D.x/e)*e,D.y=Math.round(D.y/e)*e,D.width=Math.round(D.width/e)*e,D.height=Math.round(D.height/e)*e;else if(this.getModel().isEdge(n)&&null!=D.points)for(var t=0;t<D.points.length;t++)D.points[t].x=Math.round(D.points[t].x/e)*e,D.points[t].y=Math.round(D.points[t].y/e)*e;this.getModel().setGeometry(n, +Graph.prototype.snapCellsToGrid=function(b,e){this.getModel().beginUpdate();try{for(var k=0;k<b.length;k++){var m=b[k],D=this.getCellGeometry(m);if(null!=D){D=D.clone();if(this.getModel().isVertex(m))D.x=Math.round(D.x/e)*e,D.y=Math.round(D.y/e)*e,D.width=Math.round(D.width/e)*e,D.height=Math.round(D.height/e)*e;else if(this.getModel().isEdge(m)&&null!=D.points)for(var p=0;p<D.points.length;p++)D.points[p].x=Math.round(D.points[p].x/e)*e,D.points[p].y=Math.round(D.points[p].y/e)*e;this.getModel().setGeometry(m, D)}}}finally{this.getModel().endUpdate()}};Graph.prototype.selectCellsForConnectVertex=function(b,e,k){2==b.length&&this.model.isVertex(b[1])?(this.setSelectionCell(b[1]),this.scrollCellToVisible(b[1]),null!=k&&(mxEvent.isTouchEvent(e)?k.update(k.getState(this.view.getState(b[1]))):k.reset())):this.setSelectionCells(b)}; Graph.prototype.isCloneConnectSource=function(b){var e=null;null!=this.layoutManager&&(e=this.layoutManager.getLayout(this.model.getParent(b)));return this.isTableRow(b)||this.isTableCell(b)||null!=e&&e.constructor==mxStackLayout}; -Graph.prototype.connectVertex=function(b,e,k,n,D,t,E,d){t=t?t:!1;if(b.geometry.relative&&this.model.isEdge(b.parent))return[];for(;b.geometry.relative&&this.model.isVertex(b.parent);)b=b.parent;var f=this.isCloneConnectSource(b),g=f?b:this.getCompositeParent(b),l=b.geometry.relative&&null!=b.parent.geometry?new mxPoint(b.parent.geometry.width*b.geometry.x,b.parent.geometry.height*b.geometry.y):new mxPoint(g.geometry.x,g.geometry.y);e==mxConstants.DIRECTION_NORTH?(l.x+=g.geometry.width/2,l.y-=k):e== -mxConstants.DIRECTION_SOUTH?(l.x+=g.geometry.width/2,l.y+=g.geometry.height+k):(l.x=e==mxConstants.DIRECTION_WEST?l.x-k:l.x+(g.geometry.width+k),l.y+=g.geometry.height/2);var q=this.view.getState(this.model.getParent(b));k=this.view.scale;var z=this.view.translate;g=z.x*k;z=z.y*k;null!=q&&this.model.isVertex(q.cell)&&(g=q.x,z=q.y);this.model.isVertex(b.parent)&&b.geometry.relative&&(l.x+=b.parent.geometry.x,l.y+=b.parent.geometry.y);t=t?null:(new mxRectangle(g+l.x*k,z+l.y*k)).grow(40*k);t=null!=t? -this.getCells(0,0,0,0,null,null,t,null,!0):null;q=this.view.getState(b);var F=null,C=null;if(null!=t){t=t.reverse();for(var I=0;I<t.length;I++)if(!this.isCellLocked(t[I])&&!this.model.isEdge(t[I])&&t[I]!=b)if(!this.model.isAncestor(b,t[I])&&this.isContainer(t[I])&&(null==F||t[I]==this.model.getParent(b)))F=t[I];else if(null==C&&this.isCellConnectable(t[I])&&!this.model.isAncestor(t[I],b)&&!this.isSwimlane(t[I])){var G=this.view.getState(t[I]);null==q||null==G||mxUtils.intersects(q,G)||(C=t[I])}}var Z= -!mxEvent.isShiftDown(n)||mxEvent.isControlDown(n)||D;Z&&("1"!=urlParams.sketch||D)&&(e==mxConstants.DIRECTION_NORTH?l.y-=b.geometry.height/2:e==mxConstants.DIRECTION_SOUTH?l.y+=b.geometry.height/2:l.x=e==mxConstants.DIRECTION_WEST?l.x-b.geometry.width/2:l.x+b.geometry.width/2);var ca=[],ba=C;C=F;D=mxUtils.bind(this,function(Y){if(null==E||null!=Y||null==C&&f){this.model.beginUpdate();try{if(null==ba&&Z){var O=this.getAbsoluteParent(null!=Y?Y:b);O=f?b:this.getCompositeParent(O);ba=null!=Y?Y:this.duplicateCells([O], -!1)[0];null!=Y&&this.addCells([ba],this.model.getParent(b),null,null,null,!0);var la=this.getCellGeometry(ba);null!=la&&(null!=Y&&"1"==urlParams.sketch&&(e==mxConstants.DIRECTION_NORTH?l.y-=la.height/2:e==mxConstants.DIRECTION_SOUTH?l.y+=la.height/2:l.x=e==mxConstants.DIRECTION_WEST?l.x-la.width/2:l.x+la.width/2),la.x=l.x-la.width/2,la.y=l.y-la.height/2);null!=F?(this.addCells([ba],F,null,null,null,!0),C=null):Z&&!f&&this.addCells([ba],this.getDefaultParent(),null,null,null,!0)}var aa=mxEvent.isControlDown(n)&& -mxEvent.isShiftDown(n)&&Z||null==C&&f?null:this.insertEdge(this.model.getParent(b),null,"",b,ba,this.createCurrentEdgeStyle());if(null!=aa&&this.connectionHandler.insertBeforeSource){var ia=null;for(Y=b;null!=Y.parent&&null!=Y.geometry&&Y.geometry.relative&&Y.parent!=aa.parent;)Y=this.model.getParent(Y);null!=Y&&null!=Y.parent&&Y.parent==aa.parent&&(ia=Y.parent.getIndex(Y),this.model.add(Y.parent,aa,ia))}null==C&&null!=ba&&null!=b.parent&&f&&e==mxConstants.DIRECTION_WEST&&(ia=b.parent.getIndex(b), -this.model.add(b.parent,ba,ia));null!=aa&&ca.push(aa);null==C&&null!=ba&&ca.push(ba);null==ba&&null!=aa&&aa.geometry.setTerminalPoint(l,!1);null!=aa&&this.fireEvent(new mxEventObject("cellsInserted","cells",[aa]))}finally{this.model.endUpdate()}}if(null!=d)d(ca);else return ca});if(null==E||null!=ba||!Z||null==C&&f)return D(ba);E(g+l.x*k,z+l.y*k,D)}; -Graph.prototype.getIndexableText=function(b){b=null!=b?b:this.model.getDescendants(this.model.root);for(var e=document.createElement("div"),k=[],n,D=0;D<b.length;D++)if(n=b[D],this.model.isVertex(n)||this.model.isEdge(n))this.isHtmlLabel(n)?(e.innerHTML=this.sanitizeHtml(this.getLabel(n)),n=mxUtils.extractTextWithWhitespace([e])):n=this.getLabel(n),n=mxUtils.trim(n.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")),0<n.length&&k.push(n);return k.join(" ")}; -Graph.prototype.convertValueToString=function(b){var e=this.model.getValue(b);if(null!=e&&"object"==typeof e){var k=null;if(this.isReplacePlaceholders(b)&&null!=b.getAttribute("placeholder")){e=b.getAttribute("placeholder");for(var n=b;null==k&&null!=n;)null!=n.value&&"object"==typeof n.value&&(k=n.hasAttribute(e)?null!=n.getAttribute(e)?n.getAttribute(e):"":null),n=this.model.getParent(n)}else k=null,Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=e.getAttribute("label_"+Graph.diagramLanguage)), +Graph.prototype.connectVertex=function(b,e,k,m,D,p,E,K){p=p?p:!1;if(b.geometry.relative&&this.model.isEdge(b.parent))return[];for(;b.geometry.relative&&this.model.isVertex(b.parent);)b=b.parent;var Q=this.isCloneConnectSource(b),d=Q?b:this.getCompositeParent(b),f=b.geometry.relative&&null!=b.parent.geometry?new mxPoint(b.parent.geometry.width*b.geometry.x,b.parent.geometry.height*b.geometry.y):new mxPoint(d.geometry.x,d.geometry.y);e==mxConstants.DIRECTION_NORTH?(f.x+=d.geometry.width/2,f.y-=k):e== +mxConstants.DIRECTION_SOUTH?(f.x+=d.geometry.width/2,f.y+=d.geometry.height+k):(f.x=e==mxConstants.DIRECTION_WEST?f.x-k:f.x+(d.geometry.width+k),f.y+=d.geometry.height/2);var g=this.view.getState(this.model.getParent(b));k=this.view.scale;var x=this.view.translate;d=x.x*k;x=x.y*k;null!=g&&this.model.isVertex(g.cell)&&(d=g.x,x=g.y);this.model.isVertex(b.parent)&&b.geometry.relative&&(f.x+=b.parent.geometry.x,f.y+=b.parent.geometry.y);p=p?null:(new mxRectangle(d+f.x*k,x+f.y*k)).grow(40*k);p=null!=p? +this.getCells(0,0,0,0,null,null,p,null,!0):null;g=this.view.getState(b);var z=null,u=null;if(null!=p){p=p.reverse();for(var H=0;H<p.length;H++)if(!this.isCellLocked(p[H])&&!this.model.isEdge(p[H])&&p[H]!=b)if(!this.model.isAncestor(b,p[H])&&this.isContainer(p[H])&&(null==z||p[H]==this.model.getParent(b)))z=p[H];else if(null==u&&this.isCellConnectable(p[H])&&!this.model.isAncestor(p[H],b)&&!this.isSwimlane(p[H])){var L=this.view.getState(p[H]);null==g||null==L||mxUtils.intersects(g,L)||(u=p[H])}}var C= +!mxEvent.isShiftDown(m)||mxEvent.isControlDown(m)||D;C&&("1"!=urlParams.sketch||D)&&(e==mxConstants.DIRECTION_NORTH?f.y-=b.geometry.height/2:e==mxConstants.DIRECTION_SOUTH?f.y+=b.geometry.height/2:f.x=e==mxConstants.DIRECTION_WEST?f.x-b.geometry.width/2:f.x+b.geometry.width/2);var G=[],V=u;u=z;D=mxUtils.bind(this,function(U){if(null==E||null!=U||null==u&&Q){this.model.beginUpdate();try{if(null==V&&C){var Y=this.getAbsoluteParent(null!=U?U:b);Y=Q?b:this.getCompositeParent(Y);V=null!=U?U:this.duplicateCells([Y], +!1)[0];null!=U&&this.addCells([V],this.model.getParent(b),null,null,null,!0);var O=this.getCellGeometry(V);null!=O&&(null!=U&&"1"==urlParams.sketch&&(e==mxConstants.DIRECTION_NORTH?f.y-=O.height/2:e==mxConstants.DIRECTION_SOUTH?f.y+=O.height/2:f.x=e==mxConstants.DIRECTION_WEST?f.x-O.width/2:f.x+O.width/2),O.x=f.x-O.width/2,O.y=f.y-O.height/2);null!=z?(this.addCells([V],z,null,null,null,!0),u=null):C&&!Q&&this.addCells([V],this.getDefaultParent(),null,null,null,!0)}var qa=mxEvent.isControlDown(m)&& +mxEvent.isShiftDown(m)&&C||null==u&&Q?null:this.insertEdge(this.model.getParent(b),null,"",b,V,this.createCurrentEdgeStyle());if(null!=qa&&this.connectionHandler.insertBeforeSource){var oa=null;for(U=b;null!=U.parent&&null!=U.geometry&&U.geometry.relative&&U.parent!=qa.parent;)U=this.model.getParent(U);null!=U&&null!=U.parent&&U.parent==qa.parent&&(oa=U.parent.getIndex(U),this.model.add(U.parent,qa,oa))}null==u&&null!=V&&null!=b.parent&&Q&&e==mxConstants.DIRECTION_WEST&&(oa=b.parent.getIndex(b),this.model.add(b.parent, +V,oa));null!=qa&&G.push(qa);null==u&&null!=V&&G.push(V);null==V&&null!=qa&&qa.geometry.setTerminalPoint(f,!1);null!=qa&&this.fireEvent(new mxEventObject("cellsInserted","cells",[qa]))}finally{this.model.endUpdate()}}if(null!=K)K(G);else return G});if(null==E||null!=V||!C||null==u&&Q)return D(V);E(d+f.x*k,x+f.y*k,D)}; +Graph.prototype.getIndexableText=function(b){b=null!=b?b:this.model.getDescendants(this.model.root);for(var e=document.createElement("div"),k=[],m,D=0;D<b.length;D++)if(m=b[D],this.model.isVertex(m)||this.model.isEdge(m))this.isHtmlLabel(m)?(e.innerHTML=this.sanitizeHtml(this.getLabel(m)),m=mxUtils.extractTextWithWhitespace([e])):m=this.getLabel(m),m=mxUtils.trim(m.replace(/[\x00-\x1F\x7F-\x9F]|\s+/g," ")),0<m.length&&k.push(m);return k.join(" ")}; +Graph.prototype.convertValueToString=function(b){var e=this.model.getValue(b);if(null!=e&&"object"==typeof e){var k=null;if(this.isReplacePlaceholders(b)&&null!=b.getAttribute("placeholder")){e=b.getAttribute("placeholder");for(var m=b;null==k&&null!=m;)null!=m.value&&"object"==typeof m.value&&(k=m.hasAttribute(e)?null!=m.getAttribute(e)?m.getAttribute(e):"":null),m=this.model.getParent(m)}else k=null,Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=e.getAttribute("label_"+Graph.diagramLanguage)), null==k&&(k=e.getAttribute("label")||"");return k||""}return mxGraph.prototype.convertValueToString.apply(this,arguments)};Graph.prototype.getLinksForState=function(b){return null!=b&&null!=b.text&&null!=b.text.node?b.text.node.getElementsByTagName("a"):null};Graph.prototype.getLinkForCell=function(b){return null!=b.value&&"object"==typeof b.value?(b=b.value.getAttribute("link"),null!=b&&"javascript:"===b.toLowerCase().substring(0,11)&&(b=b.substring(11)),b):null}; Graph.prototype.getLinkTargetForCell=function(b){return null!=b.value&&"object"==typeof b.value?b.value.getAttribute("linkTarget"):null};Graph.prototype.postProcessCellStyle=function(b,e){return this.updateHorizontalStyle(b,this.replaceDefaultColors(b,mxGraph.prototype.postProcessCellStyle.apply(this,arguments)))}; Graph.prototype.updateHorizontalStyle=function(b,e){if(null!=b&&null!=e&&null!=this.layoutManager){var k=this.model.getParent(b);this.model.isVertex(k)&&this.isCellCollapsed(b)&&(b=this.layoutManager.getLayout(k),null!=b&&b.constructor==mxStackLayout&&(e[mxConstants.STYLE_HORIZONTAL]=!b.horizontal))}return e}; -Graph.prototype.replaceDefaultColors=function(b,e){if(null!=e){b=mxUtils.hex2rgb(this.shapeBackgroundColor);var k=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(e,mxConstants.STYLE_FONTCOLOR,k);this.replaceDefaultColor(e,mxConstants.STYLE_FILLCOLOR,b);this.replaceDefaultColor(e,mxConstants.STYLE_STROKECOLOR,k);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BORDER,k);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BACKGROUND,b);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BORDERCOLOR, -k);this.replaceDefaultColor(e,mxConstants.STYLE_SWIMLANE_FILLCOLOR,b);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,b)}return e};Graph.prototype.replaceDefaultColor=function(b,e,k){null!=b&&"default"==b[e]&&null!=k&&(b[e]=k)}; -Graph.prototype.updateAlternateBounds=function(b,e,k){if(null!=b&&null!=e&&null!=this.layoutManager&&null!=e.alternateBounds){var n=this.layoutManager.getLayout(this.model.getParent(b));null!=n&&n.constructor==mxStackLayout&&(n.horizontal?e.alternateBounds.height=0:e.alternateBounds.width=0)}mxGraph.prototype.updateAlternateBounds.apply(this,arguments)};Graph.prototype.isMoveCellsEvent=function(b,e){return mxEvent.isShiftDown(b)||"1"==mxUtils.getValue(e.style,"moveCells","0")}; -Graph.prototype.foldCells=function(b,e,k,n,D){e=null!=e?e:!1;null==k&&(k=this.getFoldableCells(this.getSelectionCells(),b));if(null!=k){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var t=0;t<k.length;t++){var E=this.view.getState(k[t]),d=this.getCellGeometry(k[t]);if(null!=E&&null!=d){var f=Math.round(d.width-E.width/this.view.scale),g=Math.round(d.height-E.height/this.view.scale);if(0!=g||0!=f){var l=this.model.getParent(k[t]),q=this.layoutManager.getLayout(l); -null==q?null!=D&&this.isMoveCellsEvent(D,E)&&this.moveSiblings(E,l,f,g):null!=D&&mxEvent.isAltDown(D)||q.constructor!=mxStackLayout||q.resizeLast||this.resizeParentStacks(l,q,f,g)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(k)}}; -Graph.prototype.moveSiblings=function(b,e,k,n){this.model.beginUpdate();try{var D=this.getCellsBeyond(b.x,b.y,e,!0,!0);for(e=0;e<D.length;e++)if(D[e]!=b.cell){var t=this.view.getState(D[e]),E=this.getCellGeometry(D[e]);null!=t&&null!=E&&(E=E.clone(),E.translate(Math.round(k*Math.max(0,Math.min(1,(t.x-b.x)/b.width))),Math.round(n*Math.max(0,Math.min(1,(t.y-b.y)/b.height)))),this.model.setGeometry(D[e],E))}}finally{this.model.endUpdate()}}; -Graph.prototype.resizeParentStacks=function(b,e,k,n){if(null!=this.layoutManager&&null!=e&&e.constructor==mxStackLayout&&!e.resizeLast){this.model.beginUpdate();try{for(var D=e.horizontal;null!=b&&null!=e&&e.constructor==mxStackLayout&&e.horizontal==D&&!e.resizeLast;){var t=this.getCellGeometry(b),E=this.view.getState(b);null!=E&&null!=t&&(t=t.clone(),e.horizontal?t.width+=k+Math.min(0,E.width/this.view.scale-t.width):t.height+=n+Math.min(0,E.height/this.view.scale-t.height),this.model.setGeometry(b, -t));b=this.model.getParent(b);e=this.layoutManager.getLayout(b)}}finally{this.model.endUpdate()}}};Graph.prototype.isContainer=function(b){var e=this.getCurrentCellStyle(b);return this.isSwimlane(b)?"0"!=e.container:"1"==e.container};Graph.prototype.isCellConnectable=function(b){var e=this.getCurrentCellStyle(b);return null!=e.connectable?"0"!=e.connectable:mxGraph.prototype.isCellConnectable.apply(this,arguments)}; +Graph.prototype.replaceDefaultColors=function(b,e){if(null!=e){b=mxUtils.hex2rgb(this.shapeBackgroundColor);var k=mxUtils.hex2rgb(this.shapeForegroundColor);this.replaceDefaultColor(e,mxConstants.STYLE_FONTCOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_FILLCOLOR,b,k);this.replaceDefaultColor(e,mxConstants.STYLE_GRADIENTCOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_STROKECOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BORDER,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_IMAGE_BACKGROUND, +b,k);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BORDERCOLOR,k,b);this.replaceDefaultColor(e,mxConstants.STYLE_SWIMLANE_FILLCOLOR,b,k);this.replaceDefaultColor(e,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,b,k)}return e};Graph.prototype.replaceDefaultColor=function(b,e,k,m){null!=b&&"default"==b[e]&&null!=k&&(b[e]=this.getDefaultColor(b,e,k,m))};Graph.prototype.getDefaultColor=function(b,e,k,m){e="default"+e.charAt(0).toUpperCase()+e.substring(1);"invert"==b[e]&&(k=m);return k}; +Graph.prototype.updateAlternateBounds=function(b,e,k){if(null!=b&&null!=e&&null!=this.layoutManager&&null!=e.alternateBounds){var m=this.layoutManager.getLayout(this.model.getParent(b));null!=m&&m.constructor==mxStackLayout&&(m.horizontal?e.alternateBounds.height=0:e.alternateBounds.width=0)}mxGraph.prototype.updateAlternateBounds.apply(this,arguments)};Graph.prototype.isMoveCellsEvent=function(b,e){return mxEvent.isShiftDown(b)||"1"==mxUtils.getValue(e.style,"moveCells","0")}; +Graph.prototype.foldCells=function(b,e,k,m,D){e=null!=e?e:!1;null==k&&(k=this.getFoldableCells(this.getSelectionCells(),b));if(null!=k){this.model.beginUpdate();try{if(mxGraph.prototype.foldCells.apply(this,arguments),null!=this.layoutManager)for(var p=0;p<k.length;p++){var E=this.view.getState(k[p]),K=this.getCellGeometry(k[p]);if(null!=E&&null!=K){var Q=Math.round(K.width-E.width/this.view.scale),d=Math.round(K.height-E.height/this.view.scale);if(0!=d||0!=Q){var f=this.model.getParent(k[p]),g=this.layoutManager.getLayout(f); +null==g?null!=D&&this.isMoveCellsEvent(D,E)&&this.moveSiblings(E,f,Q,d):null!=D&&mxEvent.isAltDown(D)||g.constructor!=mxStackLayout||g.resizeLast||this.resizeParentStacks(f,g,Q,d)}}}}finally{this.model.endUpdate()}this.isEnabled()&&this.setSelectionCells(k)}}; +Graph.prototype.moveSiblings=function(b,e,k,m){this.model.beginUpdate();try{var D=this.getCellsBeyond(b.x,b.y,e,!0,!0);for(e=0;e<D.length;e++)if(D[e]!=b.cell){var p=this.view.getState(D[e]),E=this.getCellGeometry(D[e]);null!=p&&null!=E&&(E=E.clone(),E.translate(Math.round(k*Math.max(0,Math.min(1,(p.x-b.x)/b.width))),Math.round(m*Math.max(0,Math.min(1,(p.y-b.y)/b.height)))),this.model.setGeometry(D[e],E))}}finally{this.model.endUpdate()}}; +Graph.prototype.resizeParentStacks=function(b,e,k,m){if(null!=this.layoutManager&&null!=e&&e.constructor==mxStackLayout&&!e.resizeLast){this.model.beginUpdate();try{for(var D=e.horizontal;null!=b&&null!=e&&e.constructor==mxStackLayout&&e.horizontal==D&&!e.resizeLast;){var p=this.getCellGeometry(b),E=this.view.getState(b);null!=E&&null!=p&&(p=p.clone(),e.horizontal?p.width+=k+Math.min(0,E.width/this.view.scale-p.width):p.height+=m+Math.min(0,E.height/this.view.scale-p.height),this.model.setGeometry(b, +p));b=this.model.getParent(b);e=this.layoutManager.getLayout(b)}}finally{this.model.endUpdate()}}};Graph.prototype.isContainer=function(b){var e=this.getCurrentCellStyle(b);return this.isSwimlane(b)?"0"!=e.container:"1"==e.container};Graph.prototype.isCellConnectable=function(b){var e=this.getCurrentCellStyle(b);return null!=e.connectable?"0"!=e.connectable:mxGraph.prototype.isCellConnectable.apply(this,arguments)}; Graph.prototype.isLabelMovable=function(b){var e=this.getCurrentCellStyle(b);return null!=e.movableLabel?"0"!=e.movableLabel:mxGraph.prototype.isLabelMovable.apply(this,arguments)};Graph.prototype.selectAll=function(b){b=b||this.getDefaultParent();this.isCellLocked(b)||mxGraph.prototype.selectAll.apply(this,arguments)};Graph.prototype.selectCells=function(b,e,k){k=k||this.getDefaultParent();this.isCellLocked(k)||mxGraph.prototype.selectCells.apply(this,arguments)}; -Graph.prototype.getSwimlaneAt=function(b,e,k){var n=mxGraph.prototype.getSwimlaneAt.apply(this,arguments);this.isCellLocked(n)&&(n=null);return n};Graph.prototype.isCellFoldable=function(b){var e=this.getCurrentCellStyle(b);return this.foldingEnabled&&"0"!=mxUtils.getValue(e,mxConstants.STYLE_RESIZABLE,"1")&&("1"==e.treeFolding||!this.isCellLocked(b)&&(this.isContainer(b)&&"0"!=e.collapsible||!this.isContainer(b)&&"1"==e.collapsible))}; +Graph.prototype.getSwimlaneAt=function(b,e,k){var m=mxGraph.prototype.getSwimlaneAt.apply(this,arguments);this.isCellLocked(m)&&(m=null);return m};Graph.prototype.isCellFoldable=function(b){var e=this.getCurrentCellStyle(b);return this.foldingEnabled&&"0"!=mxUtils.getValue(e,mxConstants.STYLE_RESIZABLE,"1")&&("1"==e.treeFolding||!this.isCellLocked(b)&&(this.isContainer(b)&&"0"!=e.collapsible||!this.isContainer(b)&&"1"==e.collapsible))}; Graph.prototype.reset=function(){this.isEditing()&&this.stopEditing(!0);this.escape();this.isSelectionEmpty()||this.clearSelection()};Graph.prototype.zoom=function(b,e){b=Math.max(.01,Math.min(this.view.scale*b,160))/this.view.scale;mxGraph.prototype.zoom.apply(this,arguments)};Graph.prototype.zoomIn=function(){.15>this.view.scale?this.zoom((this.view.scale+.01)/this.view.scale):this.zoom(Math.round(this.view.scale*this.zoomFactor*20)/20/this.view.scale)}; Graph.prototype.zoomOut=function(){.15>=this.view.scale?this.zoom((this.view.scale-.01)/this.view.scale):this.zoom(Math.round(1/this.zoomFactor*this.view.scale*20)/20/this.view.scale)}; -Graph.prototype.fitWindow=function(b,e){e=null!=e?e:10;var k=this.container.clientWidth-e,n=this.container.clientHeight-e,D=Math.floor(20*Math.min(k/b.width,n/b.height))/20;this.zoomTo(D);if(mxUtils.hasScrollbars(this.container)){var t=this.view.translate;this.container.scrollTop=(b.y+t.y)*D-Math.max((n-b.height*D)/2+e/2,0);this.container.scrollLeft=(b.x+t.x)*D-Math.max((k-b.width*D)/2+e/2,0)}}; -Graph.prototype.getTooltipForCell=function(b){var e="";if(mxUtils.isNode(b.value)){var k=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=b.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==k&&(k=b.value.getAttribute("tooltip"));if(null!=k)null!=k&&this.isReplacePlaceholders(b)&&(k=this.replacePlaceholders(b,k)),e=this.sanitizeHtml(k);else{k=this.builtInProperties;b=b.value.attributes;var n=[];this.isEnabled()&&(k.push("linkTarget"),k.push("link"));for(var D=0;D<b.length;D++)0> -mxUtils.indexOf(k,b[D].nodeName)&&0<b[D].nodeValue.length&&n.push({name:b[D].nodeName,value:b[D].nodeValue});n.sort(function(t,E){return t.name<E.name?-1:t.name>E.name?1:0});for(D=0;D<n.length;D++)"link"==n[D].name&&this.isCustomLink(n[D].value)||(e+=("link"!=n[D].name?"<b>"+mxUtils.htmlEntities(n[D].name)+":</b> ":"")+mxUtils.htmlEntities(n[D].value)+"\n");0<e.length&&(e=e.substring(0,e.length-1),mxClient.IS_SVG&&(e='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+e+"</div>"))}}return e}; -Graph.prototype.getFlowAnimationStyle=function(){var b=document.getElementsByTagName("head")[0];if(null!=b&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var e=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(e);b.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; +Graph.prototype.fitWindow=function(b,e){e=null!=e?e:10;var k=this.container.clientWidth-e,m=this.container.clientHeight-e,D=Math.floor(20*Math.min(k/b.width,m/b.height))/20;this.zoomTo(D);if(mxUtils.hasScrollbars(this.container)){var p=this.view.translate;this.container.scrollTop=(b.y+p.y)*D-Math.max((m-b.height*D)/2+e/2,0);this.container.scrollLeft=(b.x+p.x)*D-Math.max((k-b.width*D)/2+e/2,0)}}; +Graph.prototype.getTooltipForCell=function(b){var e="";if(mxUtils.isNode(b.value)){var k=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&(k=b.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==k&&(k=b.value.getAttribute("tooltip"));if(null!=k)null!=k&&this.isReplacePlaceholders(b)&&(k=this.replacePlaceholders(b,k)),e=this.sanitizeHtml(k);else{k=this.builtInProperties;b=b.value.attributes;var m=[];this.isEnabled()&&(k.push("linkTarget"),k.push("link"));for(var D=0;D<b.length;D++)(Graph.translateDiagram&& +"label"==b[D].nodeName||0>mxUtils.indexOf(k,b[D].nodeName))&&0<b[D].nodeValue.length&&m.push({name:b[D].nodeName,value:b[D].nodeValue});m.sort(function(p,E){return p.name<E.name?-1:p.name>E.name?1:0});for(D=0;D<m.length;D++)"link"==m[D].name&&this.isCustomLink(m[D].value)||(e+=("link"!=m[D].name?"<b>"+mxUtils.htmlEntities(m[D].name)+":</b> ":"")+mxUtils.htmlEntities(m[D].value)+"\n");0<e.length&&(e=e.substring(0,e.length-1),mxClient.IS_SVG&&(e='<div style="max-width:360px;text-overflow:ellipsis;overflow:hidden;">'+ +e+"</div>"))}}return e};Graph.prototype.getFlowAnimationStyle=function(){var b=document.getElementsByTagName("head")[0];if(null!=b&&null==this.flowAnimationStyle){this.flowAnimationStyle=document.createElement("style");this.flowAnimationStyle.setAttribute("id","geEditorFlowAnimation-"+Editor.guid());this.flowAnimationStyle.type="text/css";var e=this.flowAnimationStyle.getAttribute("id");this.flowAnimationStyle.innerHTML=this.getFlowAnimationStyleCss(e);b.appendChild(this.flowAnimationStyle)}return this.flowAnimationStyle}; Graph.prototype.getFlowAnimationStyleCss=function(b){return"."+b+" {\nanimation: "+b+" 0.5s linear;\nanimation-iteration-count: infinite;\n}\n@keyframes "+b+" {\nto {\nstroke-dashoffset: "+-16*this.view.scale+";\n}\n}"};Graph.prototype.stringToBytes=function(b){return Graph.stringToBytes(b)};Graph.prototype.bytesToString=function(b){return Graph.bytesToString(b)};Graph.prototype.compressNode=function(b){return Graph.compressNode(b)};Graph.prototype.compress=function(b,e){return Graph.compress(b,e)}; Graph.prototype.decompress=function(b,e){return Graph.decompress(b,e)};Graph.prototype.zapGremlins=function(b){return Graph.zapGremlins(b)};HoverIcons=function(b){mxEventSource.call(this);this.graph=b;this.init()};mxUtils.extend(HoverIcons,mxEventSource);HoverIcons.prototype.arrowSpacing=2;HoverIcons.prototype.updateDelay=500;HoverIcons.prototype.activationDelay=140;HoverIcons.prototype.currentState=null;HoverIcons.prototype.activeArrow=null;HoverIcons.prototype.inactiveOpacity=15; HoverIcons.prototype.cssCursor="copy";HoverIcons.prototype.checkCollisions=!0;HoverIcons.prototype.arrowFill="#29b6f2";HoverIcons.prototype.triangleUp=mxClient.IS_SVG?Graph.createSvgImage(18,28,'<path d="m 6 26 L 12 26 L 12 12 L 18 12 L 9 1 L 1 12 L 6 12 z" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>'):new mxImage(IMAGE_PATH+"/triangle-up.png",26,14); @@ -2433,622 +2436,624 @@ HoverIcons.prototype.init=function(){this.arrowUp=this.createArrow(this.triangle this.arrowDown,this.arrowLeft];this.resetHandler=mxUtils.bind(this,function(){this.reset()});this.repaintHandler=mxUtils.bind(this,function(){this.repaint()});this.graph.selectionModel.addListener(mxEvent.CHANGE,this.resetHandler);this.graph.model.addListener(mxEvent.CHANGE,this.repaintHandler);this.graph.view.addListener(mxEvent.SCALE_AND_TRANSLATE,this.repaintHandler);this.graph.view.addListener(mxEvent.TRANSLATE,this.repaintHandler);this.graph.view.addListener(mxEvent.SCALE,this.repaintHandler); this.graph.view.addListener(mxEvent.DOWN,this.repaintHandler);this.graph.view.addListener(mxEvent.UP,this.repaintHandler);this.graph.addListener(mxEvent.ROOT,this.repaintHandler);this.graph.addListener(mxEvent.ESCAPE,this.resetHandler);mxEvent.addListener(this.graph.container,"scroll",this.resetHandler);this.graph.addListener(mxEvent.ESCAPE,mxUtils.bind(this,function(){this.mouseDownPoint=null}));mxEvent.addListener(this.graph.container,"mouseleave",mxUtils.bind(this,function(k){null!=k.relatedTarget&& mxEvent.getSource(k)==this.graph.container&&this.setDisplay("none")}));this.graph.addListener(mxEvent.START_EDITING,mxUtils.bind(this,function(k){this.reset()}));var b=this.graph.click;this.graph.click=mxUtils.bind(this,function(k){b.apply(this.graph,arguments);null==this.currentState||this.graph.isCellSelected(this.currentState.cell)||!mxEvent.isTouchEvent(k.getEvent())||this.graph.model.isVertex(k.getCell())||this.reset()});var e=!1;this.graph.addMouseListener({mouseDown:mxUtils.bind(this,function(k, -n){e=!1;k=n.getEvent();this.isResetEvent(k)?this.reset():this.isActive()||(n=this.getState(n.getState()),null==n&&mxEvent.isTouchEvent(k)||this.update(n));this.setDisplay("none")}),mouseMove:mxUtils.bind(this,function(k,n){k=n.getEvent();this.isResetEvent(k)?this.reset():this.graph.isMouseDown||mxEvent.isTouchEvent(k)||this.update(this.getState(n.getState()),n.getGraphX(),n.getGraphY());null!=this.graph.connectionHandler&&null!=this.graph.connectionHandler.shape&&(e=!0)}),mouseUp:mxUtils.bind(this, -function(k,n){k=n.getEvent();mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(k),mxEvent.getClientY(k));this.isResetEvent(k)?this.reset():this.isActive()&&!e&&null!=this.mouseDownPoint?this.click(this.currentState,this.getDirection(),n):this.isActive()?1==this.graph.getSelectionCount()&&this.graph.model.isEdge(this.graph.getSelectionCell())?this.reset():this.update(this.getState(this.graph.view.getState(this.graph.getCellAt(n.getGraphX(),n.getGraphY())))):mxEvent.isTouchEvent(k)||null!= -this.bbox&&mxUtils.contains(this.bbox,n.getGraphX(),n.getGraphY())?(this.setDisplay(""),this.repaint()):mxEvent.isTouchEvent(k)||this.reset();e=!1;this.resetActiveArrow()})})};HoverIcons.prototype.isResetEvent=function(b,e){return mxEvent.isAltDown(b)||null==this.activeArrow&&mxEvent.isShiftDown(b)||mxEvent.isPopupTrigger(b)&&!this.graph.isCloneEvent(b)}; -HoverIcons.prototype.createArrow=function(b,e,k){var n=null;n=mxUtils.createImage(b.src);n.style.width=b.width+"px";n.style.height=b.height+"px";n.style.padding=this.tolerance+"px";null!=e&&n.setAttribute("title",e);n.style.position="absolute";n.style.cursor=this.cssCursor;mxEvent.addGestureListeners(n,mxUtils.bind(this,function(D){null==this.currentState||this.isResetEvent(D)||(this.mouseDownPoint=mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(D),mxEvent.getClientY(D)),this.drag(D, -this.mouseDownPoint.x,this.mouseDownPoint.y),this.activeArrow=n,this.setDisplay("none"),mxEvent.consume(D))}));mxEvent.redirectMouseEvents(n,this.graph,this.currentState);mxEvent.addListener(n,"mouseenter",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&(null!=this.activeArrow&&this.activeArrow!=n&&mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.graph.connectionHandler.constraintHandler.reset(),mxUtils.setOpacity(n,100),this.activeArrow=n,this.fireEvent(new mxEventObject("focus", -"arrow",n,"direction",k,"event",D)))}));mxEvent.addListener(n,"mouseleave",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&this.fireEvent(new mxEventObject("blur","arrow",n,"direction",k,"event",D));this.graph.isMouseDown||this.resetActiveArrow()}));return n};HoverIcons.prototype.resetActiveArrow=function(){null!=this.activeArrow&&(mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.activeArrow=null)}; +m){e=!1;k=m.getEvent();this.isResetEvent(k)?this.reset():this.isActive()||(m=this.getState(m.getState()),null==m&&mxEvent.isTouchEvent(k)||this.update(m));this.setDisplay("none")}),mouseMove:mxUtils.bind(this,function(k,m){k=m.getEvent();this.isResetEvent(k)?this.reset():this.graph.isMouseDown||mxEvent.isTouchEvent(k)||this.update(this.getState(m.getState()),m.getGraphX(),m.getGraphY());null!=this.graph.connectionHandler&&null!=this.graph.connectionHandler.shape&&(e=!0)}),mouseUp:mxUtils.bind(this, +function(k,m){k=m.getEvent();mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(k),mxEvent.getClientY(k));this.isResetEvent(k)?this.reset():this.isActive()&&!e&&null!=this.mouseDownPoint?this.click(this.currentState,this.getDirection(),m):this.isActive()?1==this.graph.getSelectionCount()&&this.graph.model.isEdge(this.graph.getSelectionCell())?this.reset():this.update(this.getState(this.graph.view.getState(this.graph.getCellAt(m.getGraphX(),m.getGraphY())))):mxEvent.isTouchEvent(k)||null!= +this.bbox&&mxUtils.contains(this.bbox,m.getGraphX(),m.getGraphY())?(this.setDisplay(""),this.repaint()):mxEvent.isTouchEvent(k)||this.reset();e=!1;this.resetActiveArrow()})})};HoverIcons.prototype.isResetEvent=function(b,e){return mxEvent.isAltDown(b)||null==this.activeArrow&&mxEvent.isShiftDown(b)||mxEvent.isPopupTrigger(b)&&!this.graph.isCloneEvent(b)}; +HoverIcons.prototype.createArrow=function(b,e,k){var m=null;m=mxUtils.createImage(b.src);m.style.width=b.width+"px";m.style.height=b.height+"px";m.style.padding=this.tolerance+"px";null!=e&&m.setAttribute("title",e);m.style.position="absolute";m.style.cursor=this.cssCursor;mxEvent.addGestureListeners(m,mxUtils.bind(this,function(D){null==this.currentState||this.isResetEvent(D)||(this.mouseDownPoint=mxUtils.convertPoint(this.graph.container,mxEvent.getClientX(D),mxEvent.getClientY(D)),this.drag(D, +this.mouseDownPoint.x,this.mouseDownPoint.y),this.activeArrow=m,this.setDisplay("none"),mxEvent.consume(D))}));mxEvent.redirectMouseEvents(m,this.graph,this.currentState);mxEvent.addListener(m,"mouseenter",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&(null!=this.activeArrow&&this.activeArrow!=m&&mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.graph.connectionHandler.constraintHandler.reset(),mxUtils.setOpacity(m,100),this.activeArrow=m,this.fireEvent(new mxEventObject("focus", +"arrow",m,"direction",k,"event",D)))}));mxEvent.addListener(m,"mouseleave",mxUtils.bind(this,function(D){mxEvent.isMouseEvent(D)&&this.fireEvent(new mxEventObject("blur","arrow",m,"direction",k,"event",D));this.graph.isMouseDown||this.resetActiveArrow()}));return m};HoverIcons.prototype.resetActiveArrow=function(){null!=this.activeArrow&&(mxUtils.setOpacity(this.activeArrow,this.inactiveOpacity),this.activeArrow=null)}; HoverIcons.prototype.getDirection=function(){var b=mxConstants.DIRECTION_EAST;this.activeArrow==this.arrowUp?b=mxConstants.DIRECTION_NORTH:this.activeArrow==this.arrowDown?b=mxConstants.DIRECTION_SOUTH:this.activeArrow==this.arrowLeft&&(b=mxConstants.DIRECTION_WEST);return b};HoverIcons.prototype.visitNodes=function(b){for(var e=0;e<this.elts.length;e++)null!=this.elts[e]&&b(this.elts[e])};HoverIcons.prototype.removeNodes=function(){this.visitNodes(function(b){null!=b.parentNode&&b.parentNode.removeChild(b)})}; HoverIcons.prototype.setDisplay=function(b){this.visitNodes(function(e){e.style.display=b})};HoverIcons.prototype.isActive=function(){return null!=this.activeArrow&&null!=this.currentState}; HoverIcons.prototype.drag=function(b,e,k){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);null!=this.currentState&&(this.graph.connectionHandler.start(this.currentState,e,k),this.graph.isMouseTrigger=mxEvent.isMouseEvent(b),this.graph.isMouseDown=!0,e=this.graph.selectionCellsHandler.getHandler(this.currentState.cell),null!=e&&e.setHandlesVisible(!1),e=this.graph.connectionHandler.edgeState,null!=b&&mxEvent.isShiftDown(b)&&mxEvent.isControlDown(b)&&null!=e&&"orthogonalEdgeStyle"=== mxUtils.getValue(e.style,mxConstants.STYLE_EDGE,null)&&(b=this.getDirection(),e.cell.style=mxUtils.setStyle(e.cell.style,"sourcePortConstraint",b),e.style.sourcePortConstraint=b))};HoverIcons.prototype.getStateAt=function(b,e,k){return this.graph.view.getState(this.graph.getCellAt(e,k))}; -HoverIcons.prototype.click=function(b,e,k){var n=k.getEvent(),D=k.getGraphX(),t=k.getGraphY();D=this.getStateAt(b,D,t);null==D||!this.graph.model.isEdge(D.cell)||this.graph.isCloneEvent(n)||D.getVisibleTerminalState(!0)!=b&&D.getVisibleTerminalState(!1)!=b?null!=b&&this.execute(b,e,k):(this.graph.setSelectionCell(D.cell),this.reset());k.consume()}; +HoverIcons.prototype.click=function(b,e,k){var m=k.getEvent(),D=k.getGraphX(),p=k.getGraphY();D=this.getStateAt(b,D,p);null==D||!this.graph.model.isEdge(D.cell)||this.graph.isCloneEvent(m)||D.getVisibleTerminalState(!0)!=b&&D.getVisibleTerminalState(!1)!=b?null!=b&&this.execute(b,e,k):(this.graph.setSelectionCell(D.cell),this.reset());k.consume()}; HoverIcons.prototype.execute=function(b,e,k){k=k.getEvent();this.graph.selectCellsForConnectVertex(this.graph.connectVertex(b.cell,e,this.graph.defaultEdgeLength,k,this.graph.isCloneEvent(k),this.graph.isCloneEvent(k)),k,this)};HoverIcons.prototype.reset=function(b){null!=b&&!b||null==this.updateThread||window.clearTimeout(this.updateThread);this.activeArrow=this.currentState=this.mouseDownPoint=null;this.removeNodes();this.bbox=null;this.fireEvent(new mxEventObject("reset"))}; HoverIcons.prototype.repaint=function(){this.bbox=null;if(null!=this.currentState){this.currentState=this.getState(this.currentState);if(null!=this.currentState&&this.graph.model.isVertex(this.currentState.cell)&&this.graph.isCellConnectable(this.currentState.cell)){var b=mxRectangle.fromRectangle(this.currentState);null!=this.currentState.shape&&null!=this.currentState.shape.boundingBox&&(b=mxRectangle.fromRectangle(this.currentState.shape.boundingBox));b.grow(this.graph.tolerance);b.grow(this.arrowSpacing); var e=this.graph.selectionCellsHandler.getHandler(this.currentState.cell);this.graph.isTableRow(this.currentState.cell)&&(e=this.graph.selectionCellsHandler.getHandler(this.graph.model.getParent(this.currentState.cell)));var k=null;null!=e&&(b.x-=e.horizontalOffset/2,b.y-=e.verticalOffset/2,b.width+=e.horizontalOffset,b.height+=e.verticalOffset,null!=e.rotationShape&&null!=e.rotationShape.node&&"hidden"!=e.rotationShape.node.style.visibility&&"none"!=e.rotationShape.node.style.display&&null!=e.rotationShape.boundingBox&& -(k=e.rotationShape.boundingBox));e=mxUtils.bind(this,function(d,f,g){if(null!=k){var l=new mxRectangle(f,g,d.clientWidth,d.clientHeight);mxUtils.intersects(l,k)&&(d==this.arrowUp?g-=l.y+l.height-k.y:d==this.arrowRight?f+=k.x+k.width-l.x:d==this.arrowDown?g+=k.y+k.height-l.y:d==this.arrowLeft&&(f-=l.x+l.width-k.x))}d.style.left=f+"px";d.style.top=g+"px";mxUtils.setOpacity(d,this.inactiveOpacity)});e(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(b.y- +(k=e.rotationShape.boundingBox));e=mxUtils.bind(this,function(K,Q,d){if(null!=k){var f=new mxRectangle(Q,d,K.clientWidth,K.clientHeight);mxUtils.intersects(f,k)&&(K==this.arrowUp?d-=f.y+f.height-k.y:K==this.arrowRight?Q+=k.x+k.width-f.x:K==this.arrowDown?d+=k.y+k.height-f.y:K==this.arrowLeft&&(Q-=f.x+f.width-k.x))}K.style.left=Q+"px";K.style.top=d+"px";mxUtils.setOpacity(K,this.inactiveOpacity)});e(this.arrowUp,Math.round(this.currentState.getCenterX()-this.triangleUp.width/2-this.tolerance),Math.round(b.y- this.triangleUp.height-this.tolerance));e(this.arrowRight,Math.round(b.x+b.width-this.tolerance),Math.round(this.currentState.getCenterY()-this.triangleRight.height/2-this.tolerance));e(this.arrowDown,parseInt(this.arrowUp.style.left),Math.round(b.y+b.height-this.tolerance));e(this.arrowLeft,Math.round(b.x-this.triangleLeft.width-this.tolerance),parseInt(this.arrowRight.style.top));if(this.checkCollisions){e=this.graph.getCellAt(b.x+b.width+this.triangleRight.width/2,this.currentState.getCenterY()); -var n=this.graph.getCellAt(b.x-this.triangleLeft.width/2,this.currentState.getCenterY()),D=this.graph.getCellAt(this.currentState.getCenterX(),b.y-this.triangleUp.height/2);b=this.graph.getCellAt(this.currentState.getCenterX(),b.y+b.height+this.triangleDown.height/2);null!=e&&e==n&&n==D&&D==b&&(b=D=n=e=null);var t=this.graph.getCellGeometry(this.currentState.cell),E=mxUtils.bind(this,function(d,f){var g=this.graph.model.isVertex(d)&&this.graph.getCellGeometry(d);null==d||this.graph.model.isAncestor(d, -this.currentState.cell)||this.graph.isSwimlane(d)||!(null==g||null==t||g.height<3*t.height&&g.width<3*t.width)?f.style.visibility="visible":f.style.visibility="hidden"});E(e,this.arrowRight);E(n,this.arrowLeft);E(D,this.arrowUp);E(b,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), +var m=this.graph.getCellAt(b.x-this.triangleLeft.width/2,this.currentState.getCenterY()),D=this.graph.getCellAt(this.currentState.getCenterX(),b.y-this.triangleUp.height/2);b=this.graph.getCellAt(this.currentState.getCenterX(),b.y+b.height+this.triangleDown.height/2);null!=e&&e==m&&m==D&&D==b&&(b=D=m=e=null);var p=this.graph.getCellGeometry(this.currentState.cell),E=mxUtils.bind(this,function(K,Q){var d=this.graph.model.isVertex(K)&&this.graph.getCellGeometry(K);null==K||this.graph.model.isAncestor(K, +this.currentState.cell)||this.graph.isSwimlane(K)||!(null==d||null==p||d.height<3*p.height&&d.width<3*p.width)?Q.style.visibility="visible":Q.style.visibility="hidden"});E(e,this.arrowRight);E(m,this.arrowLeft);E(D,this.arrowUp);E(b,this.arrowDown)}else this.arrowLeft.style.visibility="visible",this.arrowRight.style.visibility="visible",this.arrowUp.style.visibility="visible",this.arrowDown.style.visibility="visible";this.graph.tooltipHandler.isEnabled()?(this.arrowLeft.setAttribute("title",mxResources.get("plusTooltip")), this.arrowRight.setAttribute("title",mxResources.get("plusTooltip")),this.arrowUp.setAttribute("title",mxResources.get("plusTooltip")),this.arrowDown.setAttribute("title",mxResources.get("plusTooltip"))):(this.arrowLeft.removeAttribute("title"),this.arrowRight.removeAttribute("title"),this.arrowUp.removeAttribute("title"),this.arrowDown.removeAttribute("title"))}else this.reset();null!=this.currentState&&(this.bbox=this.computeBoundingBox(),null!=this.bbox&&this.bbox.grow(10))}}; HoverIcons.prototype.computeBoundingBox=function(){var b=this.graph.model.isEdge(this.currentState.cell)?null:mxRectangle.fromRectangle(this.currentState);this.visitNodes(function(e){null!=e.parentNode&&(e=new mxRectangle(e.offsetLeft,e.offsetTop,e.offsetWidth,e.offsetHeight),null==b?b=e:b.add(e))});return b}; HoverIcons.prototype.getState=function(b){if(null!=b)if(b=b.cell,this.graph.getModel().contains(b)){if(this.graph.getModel().isVertex(b)&&!this.graph.isCellConnectable(b)){var e=this.graph.getModel().getParent(b);this.graph.getModel().isVertex(e)&&this.graph.isCellConnectable(e)&&(b=e)}if(this.graph.isCellLocked(b)||this.graph.model.isEdge(b))b=null;b=this.graph.view.getState(b);null!=b&&null==b.style&&(b=null)}else b=null;return b}; -HoverIcons.prototype.update=function(b,e,k){if(!this.graph.connectionArrowsEnabled||null!=b&&"0"==mxUtils.getValue(b.style,"allowArrows","1"))this.reset();else{null!=b&&null!=b.cell.geometry&&b.cell.geometry.relative&&this.graph.model.isEdge(b.cell.parent)&&(b=null);var n=null;this.prev!=b||this.isActive()?(this.startTime=(new Date).getTime(),this.prev=b,n=0,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=b&&(this.updateThread=window.setTimeout(mxUtils.bind(this,function(){this.isActive()|| -this.graph.isMouseDown||this.graph.panningHandler.isActive()||(this.prev=b,this.update(b,e,k))}),this.updateDelay+10))):null!=this.startTime&&(n=(new Date).getTime()-this.startTime);this.setDisplay("");null!=this.currentState&&this.currentState!=b&&n<this.activationDelay&&null!=this.bbox&&!mxUtils.contains(this.bbox,e,k)?this.reset(!1):(null!=this.currentState||n>this.activationDelay)&&this.currentState!=b&&(n>this.updateDelay&&null!=b||null==this.bbox||null==e||null==k||!mxUtils.contains(this.bbox, +HoverIcons.prototype.update=function(b,e,k){if(!this.graph.connectionArrowsEnabled||null!=b&&"0"==mxUtils.getValue(b.style,"allowArrows","1"))this.reset();else{null!=b&&null!=b.cell.geometry&&b.cell.geometry.relative&&this.graph.model.isEdge(b.cell.parent)&&(b=null);var m=null;this.prev!=b||this.isActive()?(this.startTime=(new Date).getTime(),this.prev=b,m=0,null!=this.updateThread&&window.clearTimeout(this.updateThread),null!=b&&(this.updateThread=window.setTimeout(mxUtils.bind(this,function(){this.isActive()|| +this.graph.isMouseDown||this.graph.panningHandler.isActive()||(this.prev=b,this.update(b,e,k))}),this.updateDelay+10))):null!=this.startTime&&(m=(new Date).getTime()-this.startTime);this.setDisplay("");null!=this.currentState&&this.currentState!=b&&m<this.activationDelay&&null!=this.bbox&&!mxUtils.contains(this.bbox,e,k)?this.reset(!1):(null!=this.currentState||m>this.activationDelay)&&this.currentState!=b&&(m>this.updateDelay&&null!=b||null==this.bbox||null==e||null==k||!mxUtils.contains(this.bbox, e,k))&&(null!=b&&this.graph.isEnabled()?(this.removeNodes(),this.setCurrentState(b),this.repaint(),this.graph.connectionHandler.constraintHandler.currentFocus!=b&&this.graph.connectionHandler.constraintHandler.reset()):this.reset())}}; -HoverIcons.prototype.setCurrentState=function(b){"eastwest"!=b.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=b};Graph.prototype.createParent=function(b,e,k,n,D){b=this.cloneCell(b);for(var t=0;t<k;t++){var E=this.cloneCell(e),d=this.getCellGeometry(E);null!=d&&(d.x+=t*n,d.y+=t*D);b.insert(E)}return b}; -Graph.prototype.createTable=function(b,e,k,n,D,t,E,d,f){k=null!=k?k:60;n=null!=n?n:40;t=null!=t?t:30;d=null!=d?d:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";f=null!=f?f:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, -null,null!=D?D:"",0,0,e*k,b*n+(null!=D?t:0),null!=E?E:"shape=table;startSize="+(null!=D?t:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,e*k,n,d),this.createVertex(null,null,"",0,0,k,n,f),e,k,0),b,0,n)}; -Graph.prototype.setTableValues=function(b,e,k){for(var n=this.model.getChildCells(b,!0),D=0;D<n.length;D++)if(null!=k&&(n[D].value=k[D]),null!=e)for(var t=this.model.getChildCells(n[D],!0),E=0;E<t.length;E++)null!=e[D][E]&&(t[E].value=e[D][E]);return b}; -Graph.prototype.createCrossFunctionalSwimlane=function(b,e,k,n,D,t,E,d,f){k=null!=k?k:120;n=null!=n?n:120;E=null!=E?E:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";d=null!=d?d:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; -f=null!=f?f:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=0;collapsible=0;recursiveResize=0;expand=0;";D=this.createVertex(null,null,null!=D?D:"",0,0,e*k,b*n,null!=t?t:"shape=table;childLayout=tableLayout;"+(null==D?"startSize=0;fillColor=none;":"startSize=40;")+"collapsible=0;recursiveResize=0;expand=0;");t=mxUtils.getValue(this.getCellStyle(D),mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE);D.geometry.width+=t;D.geometry.height+=t;E=this.createVertex(null, -null,"",0,t,e*k+t,n,E);D.insert(this.createParent(E,this.createVertex(null,null,"",t,0,k,n,d),e,k,0));return 1<b?(E.geometry.y=n+t,this.createParent(D,this.createParent(E,this.createVertex(null,null,"",t,0,k,n,f),e,k,0),b-1,0,n)):D}; -Graph.prototype.visitTableCells=function(b,e){var k=null,n=this.model.getChildCells(b,!0);b=this.getActualStartSize(b,!0);for(var D=0;D<n.length;D++){for(var t=this.getActualStartSize(n[D],!0),E=this.model.getChildCells(n[D],!0),d=this.getCellStyle(n[D],!0),f=null,g=[],l=0;l<E.length;l++){var q=this.getCellGeometry(E[l]),z={cell:E[l],rospan:1,colspan:1,row:D,col:l,geo:q};q=null!=q.alternateBounds?q.alternateBounds:q;z.point=new mxPoint(q.width+(null!=f?f.point.x:b.x+t.x),q.height+(null!=k&&null!= -k[0]?k[0].point.y:b.y+t.y));z.actual=z;null!=k&&null!=k[l]&&1<k[l].rowspan?(z.rowspan=k[l].rowspan-1,z.colspan=k[l].colspan,z.actual=k[l].actual):null!=f&&1<f.colspan?(z.rowspan=f.rowspan,z.colspan=f.colspan-1,z.actual=f.actual):(f=this.getCurrentCellStyle(E[l],!0),null!=f&&(z.rowspan=parseInt(f.rowspan||1),z.colspan=parseInt(f.colspan||1)));f=1==mxUtils.getValue(d,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(d,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;e(z,E.length, -n.length,b.x+(f?t.x:0),b.y+(f?t.y:0));g.push(z);f=z}k=g}};Graph.prototype.getTableLines=function(b,e,k){var n=[],D=[];(e||k)&&this.visitTableCells(b,mxUtils.bind(this,function(t,E,d,f,g){e&&t.row<d-1&&(null==n[t.row]&&(n[t.row]=[new mxPoint(f,t.point.y)]),1<t.rowspan&&n[t.row].push(null),n[t.row].push(t.point));k&&t.col<E-1&&(null==D[t.col]&&(D[t.col]=[new mxPoint(t.point.x,g)]),1<t.colspan&&D[t.col].push(null),D[t.col].push(t.point))}));return n.concat(D)}; +HoverIcons.prototype.setCurrentState=function(b){"eastwest"!=b.style.portConstraint&&(this.graph.container.appendChild(this.arrowUp),this.graph.container.appendChild(this.arrowDown));this.graph.container.appendChild(this.arrowRight);this.graph.container.appendChild(this.arrowLeft);this.currentState=b};Graph.prototype.createParent=function(b,e,k,m,D){b=this.cloneCell(b);for(var p=0;p<k;p++){var E=this.cloneCell(e),K=this.getCellGeometry(E);null!=K&&(K.x+=p*m,K.y+=p*D);b.insert(E)}return b}; +Graph.prototype.createTable=function(b,e,k,m,D,p,E,K,Q){k=null!=k?k:60;m=null!=m?m:40;p=null!=p?p:30;K=null!=K?K:"shape=tableRow;horizontal=0;startSize=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;collapsible=0;dropTarget=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;";Q=null!=Q?Q:"shape=partialRectangle;html=1;whiteSpace=wrap;connectable=0;overflow=hidden;fillColor=none;top=0;left=0;bottom=0;right=0;pointerEvents=1;";return this.createParent(this.createVertex(null, +null,null!=D?D:"",0,0,e*k,b*m+(null!=D?p:0),null!=E?E:"shape=table;startSize="+(null!=D?p:"0")+";container=1;collapsible=0;childLayout=tableLayout;"),this.createParent(this.createVertex(null,null,"",0,0,e*k,m,K),this.createVertex(null,null,"",0,0,k,m,Q),e,k,0),b,0,m)}; +Graph.prototype.setTableValues=function(b,e,k){for(var m=this.model.getChildCells(b,!0),D=0;D<m.length;D++)if(null!=k&&(m[D].value=k[D]),null!=e)for(var p=this.model.getChildCells(m[D],!0),E=0;E<p.length;E++)null!=e[D][E]&&(p[E].value=e[D][E]);return b}; +Graph.prototype.createCrossFunctionalSwimlane=function(b,e,k,m,D,p,E,K,Q){k=null!=k?k:120;m=null!=m?m:120;E=null!=E?E:"shape=tableRow;horizontal=0;swimlaneHead=0;swimlaneBody=0;top=0;left=0;bottom=0;right=0;dropTarget=0;fontStyle=0;fillColor=none;points=[[0,0.5],[1,0.5]];portConstraint=eastwest;startSize=40;collapsible=0;recursiveResize=0;expand=0;";K=null!=K?K:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=40;collapsible=0;recursiveResize=0;expand=0;"; +Q=null!=Q?Q:"swimlane;swimlaneHead=0;swimlaneBody=0;fontStyle=0;connectable=0;fillColor=none;startSize=0;collapsible=0;recursiveResize=0;expand=0;";D=this.createVertex(null,null,null!=D?D:"",0,0,e*k,b*m,null!=p?p:"shape=table;childLayout=tableLayout;"+(null==D?"startSize=0;fillColor=none;":"startSize=40;")+"collapsible=0;recursiveResize=0;expand=0;");p=mxUtils.getValue(this.getCellStyle(D),mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE);D.geometry.width+=p;D.geometry.height+=p;E=this.createVertex(null, +null,"",0,p,e*k+p,m,E);D.insert(this.createParent(E,this.createVertex(null,null,"",p,0,k,m,K),e,k,0));return 1<b?(E.geometry.y=m+p,this.createParent(D,this.createParent(E,this.createVertex(null,null,"",p,0,k,m,Q),e,k,0),b-1,0,m)):D}; +Graph.prototype.visitTableCells=function(b,e){var k=null,m=this.model.getChildCells(b,!0);b=this.getActualStartSize(b,!0);for(var D=0;D<m.length;D++){for(var p=this.getActualStartSize(m[D],!0),E=this.model.getChildCells(m[D],!0),K=this.getCellStyle(m[D],!0),Q=null,d=[],f=0;f<E.length;f++){var g=this.getCellGeometry(E[f]),x={cell:E[f],rospan:1,colspan:1,row:D,col:f,geo:g};g=null!=g.alternateBounds?g.alternateBounds:g;x.point=new mxPoint(g.width+(null!=Q?Q.point.x:b.x+p.x),g.height+(null!=k&&null!= +k[0]?k[0].point.y:b.y+p.y));x.actual=x;null!=k&&null!=k[f]&&1<k[f].rowspan?(x.rowspan=k[f].rowspan-1,x.colspan=k[f].colspan,x.actual=k[f].actual):null!=Q&&1<Q.colspan?(x.rowspan=Q.rowspan,x.colspan=Q.colspan-1,x.actual=Q.actual):(Q=this.getCurrentCellStyle(E[f],!0),null!=Q&&(x.rowspan=parseInt(Q.rowspan||1),x.colspan=parseInt(Q.colspan||1)));Q=1==mxUtils.getValue(K,mxConstants.STYLE_SWIMLANE_HEAD,1)&&mxUtils.getValue(K,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE)!=mxConstants.NONE;e(x,E.length, +m.length,b.x+(Q?p.x:0),b.y+(Q?p.y:0));d.push(x);Q=x}k=d}};Graph.prototype.getTableLines=function(b,e,k){var m=[],D=[];(e||k)&&this.visitTableCells(b,mxUtils.bind(this,function(p,E,K,Q,d){e&&p.row<K-1&&(null==m[p.row]&&(m[p.row]=[new mxPoint(Q,p.point.y)]),1<p.rowspan&&m[p.row].push(null),m[p.row].push(p.point));k&&p.col<E-1&&(null==D[p.col]&&(D[p.col]=[new mxPoint(p.point.x,d)]),1<p.colspan&&D[p.col].push(null),D[p.col].push(p.point))}));return m.concat(D)}; Graph.prototype.isTableCell=function(b){return this.model.isVertex(b)&&this.isTableRow(this.model.getParent(b))};Graph.prototype.isTableRow=function(b){return this.model.isVertex(b)&&this.isTable(this.model.getParent(b))};Graph.prototype.isTable=function(b){b=this.getCellStyle(b);return null!=b&&"tableLayout"==b.childLayout};Graph.prototype.isStack=function(b){b=this.getCellStyle(b);return null!=b&&"stackLayout"==b.childLayout}; Graph.prototype.isStackChild=function(b){return this.model.isVertex(b)&&this.isStack(this.model.getParent(b))}; -Graph.prototype.setTableRowHeight=function(b,e,k){k=null!=k?k:!0;var n=this.getModel();n.beginUpdate();try{var D=this.getCellGeometry(b);if(null!=D){D=D.clone();D.height+=e;n.setGeometry(b,D);var t=n.getParent(b),E=n.getChildCells(t,!0);if(!k){var d=mxUtils.indexOf(E,b);if(d<E.length-1){var f=E[d+1],g=this.getCellGeometry(f);null!=g&&(g=g.clone(),g.y+=e,g.height-=e,n.setGeometry(f,g))}}var l=this.getCellGeometry(t);null!=l&&(k||(k=b==E[E.length-1]),k&&(l=l.clone(),l.height+=e,n.setGeometry(t,l)))}}finally{n.endUpdate()}}; -Graph.prototype.setTableColumnWidth=function(b,e,k){k=null!=k?k:!1;var n=this.getModel(),D=n.getParent(b),t=n.getParent(D),E=n.getChildCells(D,!0);b=mxUtils.indexOf(E,b);var d=b==E.length-1;n.beginUpdate();try{for(var f=n.getChildCells(t,!0),g=0;g<f.length;g++){D=f[g];E=n.getChildCells(D,!0);var l=E[b],q=this.getCellGeometry(l);null!=q&&(q=q.clone(),q.width+=e,null!=q.alternateBounds&&(q.alternateBounds.width+=e),n.setGeometry(l,q));b<E.length-1&&(l=E[b+1],q=this.getCellGeometry(l),null!=q&&(q=q.clone(), -q.x+=e,k||(q.width-=e,null!=q.alternateBounds&&(q.alternateBounds.width-=e)),n.setGeometry(l,q)))}if(d||k){var z=this.getCellGeometry(t);null!=z&&(z=z.clone(),z.width+=e,n.setGeometry(t,z))}null!=this.layoutManager&&this.layoutManager.executeLayout(t)}finally{n.endUpdate()}};function TableLayout(b){mxGraphLayout.call(this,b)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; -TableLayout.prototype.isVertexIgnored=function(b){return!this.graph.getModel().isVertex(b)||!this.graph.isCellVisible(b)};TableLayout.prototype.getSize=function(b,e){for(var k=0,n=0;n<b.length;n++)if(!this.isVertexIgnored(b[n])){var D=this.graph.getCellGeometry(b[n]);null!=D&&(k+=e?D.width:D.height)}return k}; -TableLayout.prototype.getRowLayout=function(b,e){var k=this.graph.model.getChildCells(b,!0),n=this.graph.getActualStartSize(b,!0);b=this.getSize(k,!0);e=e-n.x-n.width;var D=[];n=n.x;for(var t=0;t<k.length;t++){var E=this.graph.getCellGeometry(k[t]);null!=E&&(n+=(null!=E.alternateBounds?E.alternateBounds.width:E.width)*e/b,D.push(Math.round(n)))}return D}; -TableLayout.prototype.layoutRow=function(b,e,k,n){var D=this.graph.getModel(),t=D.getChildCells(b,!0);b=this.graph.getActualStartSize(b,!0);var E=b.x,d=0;null!=e&&(e=e.slice(),e.splice(0,0,b.x));for(var f=0;f<t.length;f++){var g=this.graph.getCellGeometry(t[f]);null!=g&&(g=g.clone(),g.y=b.y,g.height=k-b.y-b.height,null!=e?(g.x=e[f],g.width=e[f+1]-g.x,f==t.length-1&&f<e.length-2&&(g.width=n-g.x-b.x-b.width)):(g.x=E,E+=g.width,f==t.length-1?g.width=n-b.x-b.width-d:d+=g.width),g.alternateBounds=new mxRectangle(0, -0,g.width,g.height),D.setGeometry(t[f],g))}return d}; -TableLayout.prototype.execute=function(b){if(null!=b){var e=this.graph.getActualStartSize(b,!0),k=this.graph.getCellGeometry(b),n=this.graph.getCellStyle(b),D="1"==mxUtils.getValue(n,"resizeLastRow","0"),t="1"==mxUtils.getValue(n,"resizeLast","0");n="1"==mxUtils.getValue(n,"fixedRows","0");var E=this.graph.getModel(),d=0;E.beginUpdate();try{for(var f=k.height-e.y-e.height,g=k.width-e.x-e.width,l=E.getChildCells(b,!0),q=0;q<l.length;q++)E.setVisible(l[q],!0);var z=this.getSize(l,!1);if(0<f&&0<g&&0< -l.length&&0<z){if(D){var F=this.graph.getCellGeometry(l[l.length-1]);null!=F&&(F=F.clone(),F.height=f-z+F.height,E.setGeometry(l[l.length-1],F))}var C=t?null:this.getRowLayout(l[0],g),I=[],G=e.y;for(q=0;q<l.length;q++)F=this.graph.getCellGeometry(l[q]),null!=F&&(F=F.clone(),F.x=e.x,F.width=g,F.y=Math.round(G),G=D||n?G+F.height:G+F.height/z*f,F.height=Math.round(G)-F.y,E.setGeometry(l[q],F)),d=Math.max(d,this.layoutRow(l[q],C,F.height,g,I));n&&f<z&&(k=k.clone(),k.height=G+e.height,E.setGeometry(b, -k));t&&g<d+Graph.minTableColumnWidth&&(k=k.clone(),k.width=d+e.width+e.x+Graph.minTableColumnWidth,E.setGeometry(b,k));this.graph.visitTableCells(b,mxUtils.bind(this,function(Z){E.setVisible(Z.cell,Z.actual.cell==Z.cell);if(Z.actual.cell!=Z.cell){if(Z.actual.row==Z.row){var ca=null!=Z.geo.alternateBounds?Z.geo.alternateBounds:Z.geo;Z.actual.geo.width+=ca.width}Z.actual.col==Z.col&&(ca=null!=Z.geo.alternateBounds?Z.geo.alternateBounds:Z.geo,Z.actual.geo.height+=ca.height)}}))}else for(q=0;q<l.length;q++)E.setVisible(l[q], +Graph.prototype.setTableRowHeight=function(b,e,k){k=null!=k?k:!0;var m=this.getModel();m.beginUpdate();try{var D=this.getCellGeometry(b);if(null!=D){D=D.clone();D.height+=e;m.setGeometry(b,D);var p=m.getParent(b),E=m.getChildCells(p,!0);if(!k){var K=mxUtils.indexOf(E,b);if(K<E.length-1){var Q=E[K+1],d=this.getCellGeometry(Q);null!=d&&(d=d.clone(),d.y+=e,d.height-=e,m.setGeometry(Q,d))}}var f=this.getCellGeometry(p);null!=f&&(k||(k=b==E[E.length-1]),k&&(f=f.clone(),f.height+=e,m.setGeometry(p,f)))}}finally{m.endUpdate()}}; +Graph.prototype.setTableColumnWidth=function(b,e,k){k=null!=k?k:!1;var m=this.getModel(),D=m.getParent(b),p=m.getParent(D),E=m.getChildCells(D,!0);b=mxUtils.indexOf(E,b);var K=b==E.length-1;m.beginUpdate();try{for(var Q=m.getChildCells(p,!0),d=0;d<Q.length;d++){D=Q[d];E=m.getChildCells(D,!0);var f=E[b],g=this.getCellGeometry(f);null!=g&&(g=g.clone(),g.width+=e,null!=g.alternateBounds&&(g.alternateBounds.width+=e),m.setGeometry(f,g));b<E.length-1&&(f=E[b+1],g=this.getCellGeometry(f),null!=g&&(g=g.clone(), +g.x+=e,k||(g.width-=e,null!=g.alternateBounds&&(g.alternateBounds.width-=e)),m.setGeometry(f,g)))}if(K||k){var x=this.getCellGeometry(p);null!=x&&(x=x.clone(),x.width+=e,m.setGeometry(p,x))}null!=this.layoutManager&&this.layoutManager.executeLayout(p)}finally{m.endUpdate()}};function TableLayout(b){mxGraphLayout.call(this,b)}TableLayout.prototype=new mxStackLayout;TableLayout.prototype.constructor=TableLayout;TableLayout.prototype.isHorizontal=function(){return!1}; +TableLayout.prototype.isVertexIgnored=function(b){return!this.graph.getModel().isVertex(b)||!this.graph.isCellVisible(b)};TableLayout.prototype.getSize=function(b,e){for(var k=0,m=0;m<b.length;m++)if(!this.isVertexIgnored(b[m])){var D=this.graph.getCellGeometry(b[m]);null!=D&&(k+=e?D.width:D.height)}return k}; +TableLayout.prototype.getRowLayout=function(b,e){var k=this.graph.model.getChildCells(b,!0),m=this.graph.getActualStartSize(b,!0);b=this.getSize(k,!0);e=e-m.x-m.width;var D=[];m=m.x;for(var p=0;p<k.length;p++){var E=this.graph.getCellGeometry(k[p]);null!=E&&(m+=(null!=E.alternateBounds?E.alternateBounds.width:E.width)*e/b,D.push(Math.round(m)))}return D}; +TableLayout.prototype.layoutRow=function(b,e,k,m){var D=this.graph.getModel(),p=D.getChildCells(b,!0);b=this.graph.getActualStartSize(b,!0);var E=b.x,K=0;null!=e&&(e=e.slice(),e.splice(0,0,b.x));for(var Q=0;Q<p.length;Q++){var d=this.graph.getCellGeometry(p[Q]);null!=d&&(d=d.clone(),d.y=b.y,d.height=k-b.y-b.height,null!=e?(d.x=e[Q],d.width=e[Q+1]-d.x,Q==p.length-1&&Q<e.length-2&&(d.width=m-d.x-b.x-b.width)):(d.x=E,E+=d.width,Q==p.length-1?d.width=m-b.x-b.width-K:K+=d.width),d.alternateBounds=new mxRectangle(0, +0,d.width,d.height),D.setGeometry(p[Q],d))}return K}; +TableLayout.prototype.execute=function(b){if(null!=b){var e=this.graph.getActualStartSize(b,!0),k=this.graph.getCellGeometry(b),m=this.graph.getCellStyle(b),D="1"==mxUtils.getValue(m,"resizeLastRow","0"),p="1"==mxUtils.getValue(m,"resizeLast","0");m="1"==mxUtils.getValue(m,"fixedRows","0");var E=this.graph.getModel(),K=0;E.beginUpdate();try{for(var Q=k.height-e.y-e.height,d=k.width-e.x-e.width,f=E.getChildCells(b,!0),g=0;g<f.length;g++)E.setVisible(f[g],!0);var x=this.getSize(f,!1);if(0<Q&&0<d&&0< +f.length&&0<x){if(D){var z=this.graph.getCellGeometry(f[f.length-1]);null!=z&&(z=z.clone(),z.height=Q-x+z.height,E.setGeometry(f[f.length-1],z))}var u=p?null:this.getRowLayout(f[0],d),H=[],L=e.y;for(g=0;g<f.length;g++)z=this.graph.getCellGeometry(f[g]),null!=z&&(z=z.clone(),z.x=e.x,z.width=d,z.y=Math.round(L),L=D||m?L+z.height:L+z.height/x*Q,z.height=Math.round(L)-z.y,E.setGeometry(f[g],z)),K=Math.max(K,this.layoutRow(f[g],u,z.height,d,H));m&&Q<x&&(k=k.clone(),k.height=L+e.height,E.setGeometry(b, +k));p&&d<K+Graph.minTableColumnWidth&&(k=k.clone(),k.width=K+e.width+e.x+Graph.minTableColumnWidth,E.setGeometry(b,k));this.graph.visitTableCells(b,mxUtils.bind(this,function(C){E.setVisible(C.cell,C.actual.cell==C.cell);if(C.actual.cell!=C.cell){if(C.actual.row==C.row){var G=null!=C.geo.alternateBounds?C.geo.alternateBounds:C.geo;C.actual.geo.width+=G.width}C.actual.col==C.col&&(G=null!=C.geo.alternateBounds?C.geo.alternateBounds:C.geo,C.actual.geo.height+=G.height)}}))}else for(g=0;g<f.length;g++)E.setVisible(f[g], !1)}finally{E.endUpdate()}}}; -(function(){var b=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){b.apply(this,arguments);this.validEdges=[]};var e=mxGraphView.prototype.validateCellState;mxGraphView.prototype.validateCellState=function(l,q){q=null!=q?q:!0;var z=this.getState(l);null!=z&&q&&this.graph.model.isEdge(z.cell)&&null!=z.style&&1!=z.style[mxConstants.STYLE_CURVED]&&!z.invalid&&this.updateLineJumps(z)&&this.graph.cellRenderer.redraw(z,!1,this.isRendering());z=e.apply(this, -arguments);null!=z&&q&&this.graph.model.isEdge(z.cell)&&null!=z.style&&1!=z.style[mxConstants.STYLE_CURVED]&&this.validEdges.push(z);return z};var k=mxShape.prototype.paint;mxShape.prototype.paint=function(){k.apply(this,arguments);if(null!=this.state&&null!=this.node&&this.state.view.graph.enableFlowAnimation&&this.state.view.graph.model.isEdge(this.state.cell)&&"1"==mxUtils.getValue(this.state.style,"flowAnimation","0")){var l=this.node.getElementsByTagName("path");if(1<l.length){"1"!=mxUtils.getValue(this.state.style, -mxConstants.STYLE_DASHED,"0")&&l[1].setAttribute("stroke-dasharray",8*this.state.view.scale);var q=this.state.view.graph.getFlowAnimationStyle();null!=q&&l[1].setAttribute("class",q.getAttribute("id"))}}};var n=mxCellRenderer.prototype.isShapeInvalid;mxCellRenderer.prototype.isShapeInvalid=function(l,q){return n.apply(this,arguments)||null!=l.routedPoints&&null!=q.routedPoints&&!mxUtils.equalPoints(q.routedPoints,l.routedPoints)};var D=mxGraphView.prototype.updateCellState;mxGraphView.prototype.updateCellState= -function(l){D.apply(this,arguments);this.graph.model.isEdge(l.cell)&&1!=l.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(l)};mxGraphView.prototype.updateLineJumps=function(l){var q=l.absolutePoints;if(Graph.lineJumpsEnabled){var z=null!=l.routedPoints,F=null;if(null!=q&&null!=this.validEdges&&"none"!==mxUtils.getValue(l.style,"jumpStyle","none")){var C=function(R,sa,M){var ka=new mxPoint(sa,M);ka.type=R;F.push(ka);ka=null!=l.routedPoints?l.routedPoints[F.length-1]:null;return null==ka||ka.type!= -R||ka.x!=sa||ka.y!=M},I=.5*this.scale;z=!1;F=[];for(var G=0;G<q.length-1;G++){for(var Z=q[G+1],ca=q[G],ba=[],Y=q[G+2];G<q.length-2&&mxUtils.ptSegDistSq(ca.x,ca.y,Y.x,Y.y,Z.x,Z.y)<1*this.scale*this.scale;)Z=Y,G++,Y=q[G+2];z=C(0,ca.x,ca.y)||z;for(var O=0;O<this.validEdges.length;O++){var la=this.validEdges[O],aa=la.absolutePoints;if(null!=aa&&mxUtils.intersects(l,la)&&"1"!=la.style.noJump)for(la=0;la<aa.length-1;la++){var ia=aa[la+1],X=aa[la];for(Y=aa[la+2];la<aa.length-2&&mxUtils.ptSegDistSq(X.x,X.y, -Y.x,Y.y,ia.x,ia.y)<1*this.scale*this.scale;)ia=Y,la++,Y=aa[la+2];Y=mxUtils.intersection(ca.x,ca.y,Z.x,Z.y,X.x,X.y,ia.x,ia.y);if(null!=Y&&(Math.abs(Y.x-ca.x)>I||Math.abs(Y.y-ca.y)>I)&&(Math.abs(Y.x-Z.x)>I||Math.abs(Y.y-Z.y)>I)&&(Math.abs(Y.x-X.x)>I||Math.abs(Y.y-X.y)>I)&&(Math.abs(Y.x-ia.x)>I||Math.abs(Y.y-ia.y)>I)){ia=Y.x-ca.x;X=Y.y-ca.y;Y={distSq:ia*ia+X*X,x:Y.x,y:Y.y};for(ia=0;ia<ba.length;ia++)if(ba[ia].distSq>Y.distSq){ba.splice(ia,0,Y);Y=null;break}null==Y||0!=ba.length&&ba[ba.length-1].x=== -Y.x&&ba[ba.length-1].y===Y.y||ba.push(Y)}}}for(la=0;la<ba.length;la++)z=C(1,ba[la].x,ba[la].y)||z}Y=q[q.length-1];z=C(0,Y.x,Y.y)||z}l.routedPoints=F;return z}return!1};var t=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(l,q,z){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)t.apply(this,arguments);else{var F=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE, -mxConstants.LINE_ARCSIZE)/2,C=(parseInt(mxUtils.getValue(this.style,"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,I=mxUtils.getValue(this.style,"jumpStyle","none"),G=!0,Z=null,ca=null,ba=[],Y=null;l.begin();for(var O=0;O<this.state.routedPoints.length;O++){var la=this.state.routedPoints[O],aa=new mxPoint(la.x/this.scale,la.y/this.scale);0==O?aa=q[0]:O==this.state.routedPoints.length-1&&(aa=q[q.length-1]);var ia=!1;if(null!=Z&&1==la.type){var X=this.state.routedPoints[O+1];la=X.x/this.scale- -aa.x;X=X.y/this.scale-aa.y;la=la*la+X*X;null==Y&&(Y=new mxPoint(aa.x-Z.x,aa.y-Z.y),ca=Math.sqrt(Y.x*Y.x+Y.y*Y.y),0<ca?(Y.x=Y.x*C/ca,Y.y=Y.y*C/ca):Y=null);la>C*C&&0<ca&&(la=Z.x-aa.x,X=Z.y-aa.y,la=la*la+X*X,la>C*C&&(ia=new mxPoint(aa.x-Y.x,aa.y-Y.y),la=new mxPoint(aa.x+Y.x,aa.y+Y.y),ba.push(ia),this.addPoints(l,ba,z,F,!1,null,G),ba=0>Math.round(Y.x)||0==Math.round(Y.x)&&0>=Math.round(Y.y)?1:-1,G=!1,"sharp"==I?(l.lineTo(ia.x-Y.y*ba,ia.y+Y.x*ba),l.lineTo(la.x-Y.y*ba,la.y+Y.x*ba),l.lineTo(la.x,la.y)): -"line"==I?(l.moveTo(ia.x+Y.y*ba,ia.y-Y.x*ba),l.lineTo(ia.x-Y.y*ba,ia.y+Y.x*ba),l.moveTo(la.x-Y.y*ba,la.y+Y.x*ba),l.lineTo(la.x+Y.y*ba,la.y-Y.x*ba),l.moveTo(la.x,la.y)):"arc"==I?(ba*=1.3,l.curveTo(ia.x-Y.y*ba,ia.y+Y.x*ba,la.x-Y.y*ba,la.y+Y.x*ba,la.x,la.y)):(l.moveTo(la.x,la.y),G=!0),ba=[la],ia=!0))}else Y=null;ia||(ba.push(aa),Z=aa)}this.addPoints(l,ba,z,F,!1,null,G);l.stroke()}};var E=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(l,q,z,F){return null!= -q&&"centerPerimeter"==q.style[mxConstants.STYLE_PERIMETER]?new mxPoint(q.getCenterX(),q.getCenterY()):E.apply(this,arguments)};var d=mxGraphView.prototype.updateFloatingTerminalPoint;mxGraphView.prototype.updateFloatingTerminalPoint=function(l,q,z,F){if(null==q||null==l||"1"!=q.style.snapToPoint&&"1"!=l.style.snapToPoint)d.apply(this,arguments);else{q=this.getTerminalPort(l,q,F);var C=this.getNextPoint(l,z,F),I=this.graph.isOrthogonal(l),G=mxUtils.toRadians(Number(q.style[mxConstants.STYLE_ROTATION]|| -"0")),Z=new mxPoint(q.getCenterX(),q.getCenterY());if(0!=G){var ca=Math.cos(-G),ba=Math.sin(-G);C=mxUtils.getRotatedPoint(C,ca,ba,Z)}ca=parseFloat(l.style[mxConstants.STYLE_PERIMETER_SPACING]||0);ca+=parseFloat(l.style[F?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);C=this.getPerimeterPoint(q,C,0==G&&I,ca);0!=G&&(ca=Math.cos(G),ba=Math.sin(G),C=mxUtils.getRotatedPoint(C,ca,ba,Z));l.setAbsoluteTerminalPoint(this.snapToAnchorPoint(l,q,z,F,C),F)}};mxGraphView.prototype.snapToAnchorPoint= -function(l,q,z,F,C){if(null!=q&&null!=l){l=this.graph.getAllConnectionConstraints(q);F=z=null;if(null!=l)for(var I=0;I<l.length;I++){var G=this.graph.getConnectionPoint(q,l[I]);if(null!=G){var Z=(G.x-C.x)*(G.x-C.x)+(G.y-C.y)*(G.y-C.y);if(null==F||Z<F)z=G,F=Z}}null!=z&&(C=z)}return C};var f=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(l,q,z){var F=f.apply(this,arguments);"1"==l.getAttribute("placeholders")&&null!=z.state&&(F=z.state.view.graph.replacePlaceholders(z.state.cell, -F));return F};var g=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape=function(l){if(null!=l.style&&"undefined"!==typeof pako){var q=mxUtils.getValue(l.style,mxConstants.STYLE_SHAPE,null);if(null!=q&&"string"===typeof q&&"stencil("==q.substring(0,8))try{var z=q.substring(8,q.length-1),F=mxUtils.parseXml(Graph.decompress(z));return new mxShape(new mxStencil(F.documentElement))}catch(C){null!=window.console&&console.log("Error in shape: "+C)}}return g.apply(this,arguments)}})(); -mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0;mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[];mxStencilRegistry.filesLoaded={}; -mxStencilRegistry.getStencil=function(b){var e=mxStencilRegistry.stencils[b];if(null==e&&null==mxCellRenderer.defaultShapes[b]&&mxStencilRegistry.dynamicLoading){var k=mxStencilRegistry.getBasenameForStencil(b);if(null!=k){e=mxStencilRegistry.libraries[k];if(null!=e){if(null==mxStencilRegistry.packages[k]){for(var n=0;n<e.length;n++){var D=e[n];if(!mxStencilRegistry.filesLoaded[D])if(mxStencilRegistry.filesLoaded[D]=!0,".xml"==D.toLowerCase().substring(D.length-4,D.length))mxStencilRegistry.loadStencilSet(D, -null);else if(".js"==D.toLowerCase().substring(D.length-3,D.length))try{if(mxStencilRegistry.allowEval){var t=mxUtils.load(D);null!=t&&200<=t.getStatus()&&299>=t.getStatus()&&eval.call(window,t.getText())}}catch(E){null!=window.console&&console.log("error in getStencil:",b,k,e,D,E)}}mxStencilRegistry.packages[k]=1}}else k=k.replace("_-_","_"),mxStencilRegistry.loadStencilSet(STENCIL_PATH+"/"+k+".xml",null);e=mxStencilRegistry.stencils[b]}}return e}; +(function(){var b=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){b.apply(this,arguments);this.validEdges=[]};var e=mxGraphView.prototype.validateCellState;mxGraphView.prototype.validateCellState=function(f,g){g=null!=g?g:!0;var x=this.getState(f);null!=x&&g&&this.graph.model.isEdge(x.cell)&&null!=x.style&&1!=x.style[mxConstants.STYLE_CURVED]&&!x.invalid&&this.updateLineJumps(x)&&this.graph.cellRenderer.redraw(x,!1,this.isRendering());x=e.apply(this, +arguments);null!=x&&g&&this.graph.model.isEdge(x.cell)&&null!=x.style&&1!=x.style[mxConstants.STYLE_CURVED]&&this.validEdges.push(x);return x};var k=mxShape.prototype.paint;mxShape.prototype.paint=function(){k.apply(this,arguments);if(null!=this.state&&null!=this.node&&this.state.view.graph.enableFlowAnimation&&this.state.view.graph.model.isEdge(this.state.cell)&&"1"==mxUtils.getValue(this.state.style,"flowAnimation","0")){var f=this.node.getElementsByTagName("path");if(1<f.length){"1"!=mxUtils.getValue(this.state.style, +mxConstants.STYLE_DASHED,"0")&&f[1].setAttribute("stroke-dasharray",8*this.state.view.scale);var g=this.state.view.graph.getFlowAnimationStyle();null!=g&&f[1].setAttribute("class",g.getAttribute("id"))}}};var m=mxCellRenderer.prototype.isShapeInvalid;mxCellRenderer.prototype.isShapeInvalid=function(f,g){return m.apply(this,arguments)||null!=f.routedPoints&&null!=g.routedPoints&&!mxUtils.equalPoints(g.routedPoints,f.routedPoints)};var D=mxGraphView.prototype.updateCellState;mxGraphView.prototype.updateCellState= +function(f){D.apply(this,arguments);this.graph.model.isEdge(f.cell)&&1!=f.style[mxConstants.STYLE_CURVED]&&this.updateLineJumps(f)};mxGraphView.prototype.updateLineJumps=function(f){var g=f.absolutePoints;if(Graph.lineJumpsEnabled){var x=null!=f.routedPoints,z=null;if(null!=g&&null!=this.validEdges&&"none"!==mxUtils.getValue(f.style,"jumpStyle","none")){var u=function(ca,fa,J){var Z=new mxPoint(fa,J);Z.type=ca;z.push(Z);Z=null!=f.routedPoints?f.routedPoints[z.length-1]:null;return null==Z||Z.type!= +ca||Z.x!=fa||Z.y!=J},H=.5*this.scale;x=!1;z=[];for(var L=0;L<g.length-1;L++){for(var C=g[L+1],G=g[L],V=[],U=g[L+2];L<g.length-2&&mxUtils.ptSegDistSq(G.x,G.y,U.x,U.y,C.x,C.y)<1*this.scale*this.scale;)C=U,L++,U=g[L+2];x=u(0,G.x,G.y)||x;for(var Y=0;Y<this.validEdges.length;Y++){var O=this.validEdges[Y],qa=O.absolutePoints;if(null!=qa&&mxUtils.intersects(f,O)&&"1"!=O.style.noJump)for(O=0;O<qa.length-1;O++){var oa=qa[O+1],aa=qa[O];for(U=qa[O+2];O<qa.length-2&&mxUtils.ptSegDistSq(aa.x,aa.y,U.x,U.y,oa.x, +oa.y)<1*this.scale*this.scale;)oa=U,O++,U=qa[O+2];U=mxUtils.intersection(G.x,G.y,C.x,C.y,aa.x,aa.y,oa.x,oa.y);if(null!=U&&(Math.abs(U.x-G.x)>H||Math.abs(U.y-G.y)>H)&&(Math.abs(U.x-C.x)>H||Math.abs(U.y-C.y)>H)&&(Math.abs(U.x-aa.x)>H||Math.abs(U.y-aa.y)>H)&&(Math.abs(U.x-oa.x)>H||Math.abs(U.y-oa.y)>H)){oa=U.x-G.x;aa=U.y-G.y;U={distSq:oa*oa+aa*aa,x:U.x,y:U.y};for(oa=0;oa<V.length;oa++)if(V[oa].distSq>U.distSq){V.splice(oa,0,U);U=null;break}null==U||0!=V.length&&V[V.length-1].x===U.x&&V[V.length-1].y=== +U.y||V.push(U)}}}for(O=0;O<V.length;O++)x=u(1,V[O].x,V[O].y)||x}U=g[g.length-1];x=u(0,U.x,U.y)||x}f.routedPoints=z;return x}return!1};var p=mxConnector.prototype.paintLine;mxConnector.prototype.paintLine=function(f,g,x){this.routedPoints=null!=this.state?this.state.routedPoints:null;if(this.outline||null==this.state||null==this.style||null==this.state.routedPoints||0==this.state.routedPoints.length)p.apply(this,arguments);else{var z=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ +2,u=(parseInt(mxUtils.getValue(this.style,"jumpSize",Graph.defaultJumpSize))-2)/2+this.strokewidth,H=mxUtils.getValue(this.style,"jumpStyle","none"),L=!0,C=null,G=null,V=[],U=null;f.begin();for(var Y=0;Y<this.state.routedPoints.length;Y++){var O=this.state.routedPoints[Y],qa=new mxPoint(O.x/this.scale,O.y/this.scale);0==Y?qa=g[0]:Y==this.state.routedPoints.length-1&&(qa=g[g.length-1]);var oa=!1;if(null!=C&&1==O.type){var aa=this.state.routedPoints[Y+1];O=aa.x/this.scale-qa.x;aa=aa.y/this.scale-qa.y; +O=O*O+aa*aa;null==U&&(U=new mxPoint(qa.x-C.x,qa.y-C.y),G=Math.sqrt(U.x*U.x+U.y*U.y),0<G?(U.x=U.x*u/G,U.y=U.y*u/G):U=null);O>u*u&&0<G&&(O=C.x-qa.x,aa=C.y-qa.y,O=O*O+aa*aa,O>u*u&&(oa=new mxPoint(qa.x-U.x,qa.y-U.y),O=new mxPoint(qa.x+U.x,qa.y+U.y),V.push(oa),this.addPoints(f,V,x,z,!1,null,L),V=0>Math.round(U.x)||0==Math.round(U.x)&&0>=Math.round(U.y)?1:-1,L=!1,"sharp"==H?(f.lineTo(oa.x-U.y*V,oa.y+U.x*V),f.lineTo(O.x-U.y*V,O.y+U.x*V),f.lineTo(O.x,O.y)):"line"==H?(f.moveTo(oa.x+U.y*V,oa.y-U.x*V),f.lineTo(oa.x- +U.y*V,oa.y+U.x*V),f.moveTo(O.x-U.y*V,O.y+U.x*V),f.lineTo(O.x+U.y*V,O.y-U.x*V),f.moveTo(O.x,O.y)):"arc"==H?(V*=1.3,f.curveTo(oa.x-U.y*V,oa.y+U.x*V,O.x-U.y*V,O.y+U.x*V,O.x,O.y)):(f.moveTo(O.x,O.y),L=!0),V=[O],oa=!0))}else U=null;oa||(V.push(qa),C=qa)}this.addPoints(f,V,x,z,!1,null,L);f.stroke()}};var E=mxGraphView.prototype.getFixedTerminalPoint;mxGraphView.prototype.getFixedTerminalPoint=function(f,g,x,z){return null!=g&&"centerPerimeter"==g.style[mxConstants.STYLE_PERIMETER]?new mxPoint(g.getCenterX(), +g.getCenterY()):E.apply(this,arguments)};var K=mxGraphView.prototype.updateFloatingTerminalPoint;mxGraphView.prototype.updateFloatingTerminalPoint=function(f,g,x,z){if(null==g||null==f||"1"!=g.style.snapToPoint&&"1"!=f.style.snapToPoint)K.apply(this,arguments);else{g=this.getTerminalPort(f,g,z);var u=this.getNextPoint(f,x,z),H=this.graph.isOrthogonal(f),L=mxUtils.toRadians(Number(g.style[mxConstants.STYLE_ROTATION]||"0")),C=new mxPoint(g.getCenterX(),g.getCenterY());if(0!=L){var G=Math.cos(-L),V= +Math.sin(-L);u=mxUtils.getRotatedPoint(u,G,V,C)}G=parseFloat(f.style[mxConstants.STYLE_PERIMETER_SPACING]||0);G+=parseFloat(f.style[z?mxConstants.STYLE_SOURCE_PERIMETER_SPACING:mxConstants.STYLE_TARGET_PERIMETER_SPACING]||0);u=this.getPerimeterPoint(g,u,0==L&&H,G);0!=L&&(G=Math.cos(L),V=Math.sin(L),u=mxUtils.getRotatedPoint(u,G,V,C));f.setAbsoluteTerminalPoint(this.snapToAnchorPoint(f,g,x,z,u),z)}};mxGraphView.prototype.snapToAnchorPoint=function(f,g,x,z,u){if(null!=g&&null!=f){f=this.graph.getAllConnectionConstraints(g); +z=x=null;if(null!=f)for(var H=0;H<f.length;H++){var L=this.graph.getConnectionPoint(g,f[H]);if(null!=L){var C=(L.x-u.x)*(L.x-u.x)+(L.y-u.y)*(L.y-u.y);if(null==z||C<z)x=L,z=C}}null!=x&&(u=x)}return u};var Q=mxStencil.prototype.evaluateTextAttribute;mxStencil.prototype.evaluateTextAttribute=function(f,g,x){var z=Q.apply(this,arguments);"1"==f.getAttribute("placeholders")&&null!=x.state&&(z=x.state.view.graph.replacePlaceholders(x.state.cell,z));return z};var d=mxCellRenderer.prototype.createShape;mxCellRenderer.prototype.createShape= +function(f){if(null!=f.style&&"undefined"!==typeof pako){var g=mxUtils.getValue(f.style,mxConstants.STYLE_SHAPE,null);if(null!=g&&"string"===typeof g&&"stencil("==g.substring(0,8))try{var x=g.substring(8,g.length-1),z=mxUtils.parseXml(Graph.decompress(x));return new mxShape(new mxStencil(z.documentElement))}catch(u){null!=window.console&&console.log("Error in shape: "+u)}}return d.apply(this,arguments)}})();mxStencilRegistry.libraries={};mxStencilRegistry.dynamicLoading=!0; +mxStencilRegistry.allowEval=!0;mxStencilRegistry.packages=[];mxStencilRegistry.filesLoaded={}; +mxStencilRegistry.getStencil=function(b){var e=mxStencilRegistry.stencils[b];if(null==e&&null==mxCellRenderer.defaultShapes[b]&&mxStencilRegistry.dynamicLoading){var k=mxStencilRegistry.getBasenameForStencil(b);if(null!=k){e=mxStencilRegistry.libraries[k];if(null!=e){if(null==mxStencilRegistry.packages[k]){for(var m=0;m<e.length;m++){var D=e[m];if(!mxStencilRegistry.filesLoaded[D])if(mxStencilRegistry.filesLoaded[D]=!0,".xml"==D.toLowerCase().substring(D.length-4,D.length))mxStencilRegistry.loadStencilSet(D, +null);else if(".js"==D.toLowerCase().substring(D.length-3,D.length))try{if(mxStencilRegistry.allowEval){var p=mxUtils.load(D);null!=p&&200<=p.getStatus()&&299>=p.getStatus()&&eval.call(window,p.getText())}}catch(E){null!=window.console&&console.log("error in getStencil:",b,k,e,D,E)}}mxStencilRegistry.packages[k]=1}}else k=k.replace("_-_","_"),mxStencilRegistry.loadStencilSet(STENCIL_PATH+"/"+k+".xml",null);e=mxStencilRegistry.stencils[b]}}return e}; mxStencilRegistry.getBasenameForStencil=function(b){var e=null;if(null!=b&&"string"===typeof b&&(b=b.split("."),0<b.length&&"mxgraph"==b[0])){e=b[1];for(var k=2;k<b.length-1;k++)e+="/"+b[k]}return e}; -mxStencilRegistry.loadStencilSet=function(b,e,k,n){var D=mxStencilRegistry.packages[b];if(null!=k&&k||null==D){var t=!1;if(null==D)try{if(n){mxStencilRegistry.loadStencil(b,mxUtils.bind(this,function(E){null!=E&&null!=E.documentElement&&(mxStencilRegistry.packages[b]=E,t=!0,mxStencilRegistry.parseStencilSet(E.documentElement,e,t))}));return}D=mxStencilRegistry.loadStencil(b);mxStencilRegistry.packages[b]=D;t=!0}catch(E){null!=window.console&&console.log("error in loadStencilSet:",b,E)}null!=D&&null!= -D.documentElement&&mxStencilRegistry.parseStencilSet(D.documentElement,e,t)}};mxStencilRegistry.loadStencil=function(b,e){if(null!=e)mxUtils.get(b,mxUtils.bind(this,function(k){e(200<=k.getStatus()&&299>=k.getStatus()?k.getXml():null)}));else return mxUtils.load(b).getXml()};mxStencilRegistry.parseStencilSets=function(b){for(var e=0;e<b.length;e++)mxStencilRegistry.parseStencilSet(mxUtils.parseXml(b[e]).documentElement)}; -mxStencilRegistry.parseStencilSet=function(b,e,k){if("stencils"==b.nodeName)for(var n=b.firstChild;null!=n;)"shapes"==n.nodeName&&mxStencilRegistry.parseStencilSet(n,e,k),n=n.nextSibling;else{k=null!=k?k:!0;n=b.firstChild;var D="";b=b.getAttribute("name");for(null!=b&&(D=b+".");null!=n;){if(n.nodeType==mxConstants.NODETYPE_ELEMENT&&(b=n.getAttribute("name"),null!=b)){D=D.toLowerCase();var t=b.replace(/ /g,"_");k&&mxStencilRegistry.addStencil(D+t.toLowerCase(),new mxStencil(n));if(null!=e){var E=n.getAttribute("w"), -d=n.getAttribute("h");E=null==E?80:parseInt(E,10);d=null==d?80:parseInt(d,10);e(D,t,b,E,d)}}n=n.nextSibling}}}; -"undefined"!==typeof mxVertexHandler&&function(){function b(){var y=document.createElement("div");y.className="geHint";y.style.whiteSpace="nowrap";y.style.position="absolute";return y}function e(y,K){switch(K){case mxConstants.POINTS:return y;case mxConstants.MILLIMETERS:return(y/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(y/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(y/mxConstants.PIXELS_PER_INCH).toFixed(2)}}mxConstants.HANDLE_FILLCOLOR="#29b6f2"; +mxStencilRegistry.loadStencilSet=function(b,e,k,m){var D=mxStencilRegistry.packages[b];if(null!=k&&k||null==D){var p=!1;if(null==D)try{if(m){mxStencilRegistry.loadStencil(b,mxUtils.bind(this,function(E){null!=E&&null!=E.documentElement&&(mxStencilRegistry.packages[b]=E,p=!0,mxStencilRegistry.parseStencilSet(E.documentElement,e,p))}));return}D=mxStencilRegistry.loadStencil(b);mxStencilRegistry.packages[b]=D;p=!0}catch(E){null!=window.console&&console.log("error in loadStencilSet:",b,E)}null!=D&&null!= +D.documentElement&&mxStencilRegistry.parseStencilSet(D.documentElement,e,p)}};mxStencilRegistry.loadStencil=function(b,e){if(null!=e)mxUtils.get(b,mxUtils.bind(this,function(k){e(200<=k.getStatus()&&299>=k.getStatus()?k.getXml():null)}));else return mxUtils.load(b).getXml()};mxStencilRegistry.parseStencilSets=function(b){for(var e=0;e<b.length;e++)mxStencilRegistry.parseStencilSet(mxUtils.parseXml(b[e]).documentElement)}; +mxStencilRegistry.parseStencilSet=function(b,e,k){if("stencils"==b.nodeName)for(var m=b.firstChild;null!=m;)"shapes"==m.nodeName&&mxStencilRegistry.parseStencilSet(m,e,k),m=m.nextSibling;else{k=null!=k?k:!0;m=b.firstChild;var D="";b=b.getAttribute("name");for(null!=b&&(D=b+".");null!=m;){if(m.nodeType==mxConstants.NODETYPE_ELEMENT&&(b=m.getAttribute("name"),null!=b)){D=D.toLowerCase();var p=b.replace(/ /g,"_");k&&mxStencilRegistry.addStencil(D+p.toLowerCase(),new mxStencil(m));if(null!=e){var E=m.getAttribute("w"), +K=m.getAttribute("h");E=null==E?80:parseInt(E,10);K=null==K?80:parseInt(K,10);e(D,p,b,E,K)}}m=m.nextSibling}}}; +"undefined"!==typeof mxVertexHandler&&function(){function b(){var y=document.createElement("div");y.className="geHint";y.style.whiteSpace="nowrap";y.style.position="absolute";return y}function e(y,M){switch(M){case mxConstants.POINTS:return y;case mxConstants.MILLIMETERS:return(y/mxConstants.PIXELS_PER_MM).toFixed(1);case mxConstants.METERS:return(y/(1E3*mxConstants.PIXELS_PER_MM)).toFixed(4);case mxConstants.INCHES:return(y/mxConstants.PIXELS_PER_INCH).toFixed(2)}}mxConstants.HANDLE_FILLCOLOR="#29b6f2"; mxConstants.HANDLE_STROKECOLOR="#0088cf";mxConstants.VERTEX_SELECTION_COLOR="#00a8ff";mxConstants.OUTLINE_COLOR="#00a8ff";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#99ccff";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#00a8ff";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.EDGE_SELECTION_COLOR="#00a8ff";mxConstants.DEFAULT_VALID_COLOR="#00a8ff";mxConstants.LABEL_HANDLE_FILLCOLOR="#cee7ff";mxConstants.GUIDE_COLOR="#0088cf";mxConstants.HIGHLIGHT_OPACITY=30;mxConstants.HIGHLIGHT_SIZE=5;mxEdgeHandler.prototype.snapToTerminals= -!0;mxGraphHandler.prototype.guidesEnabled=!0;mxGraphHandler.prototype.removeEmptyParents=!0;mxRubberband.prototype.fadeOut=!0;mxGuide.prototype.isEnabledForEvent=function(y){return!mxEvent.isAltDown(y)};var k=mxGraphLayout.prototype.isVertexIgnored;mxGraphLayout.prototype.isVertexIgnored=function(y){return k.apply(this,arguments)||this.graph.isTableRow(y)||this.graph.isTableCell(y)};var n=mxGraphLayout.prototype.isEdgeIgnored;mxGraphLayout.prototype.isEdgeIgnored=function(y){return n.apply(this,arguments)|| +!0;mxGraphHandler.prototype.guidesEnabled=!0;mxGraphHandler.prototype.removeEmptyParents=!0;mxRubberband.prototype.fadeOut=!0;mxGuide.prototype.isEnabledForEvent=function(y){return!mxEvent.isAltDown(y)};var k=mxGraphLayout.prototype.isVertexIgnored;mxGraphLayout.prototype.isVertexIgnored=function(y){return k.apply(this,arguments)||this.graph.isTableRow(y)||this.graph.isTableCell(y)};var m=mxGraphLayout.prototype.isEdgeIgnored;mxGraphLayout.prototype.isEdgeIgnored=function(y){return m.apply(this,arguments)|| this.graph.isEdgeIgnored(y)};var D=mxConnectionHandler.prototype.isCreateTarget;mxConnectionHandler.prototype.isCreateTarget=function(y){return this.graph.isCloneEvent(y)!=D.apply(this,arguments)};mxConstraintHandler.prototype.createHighlightShape=function(){var y=new mxEllipse(null,this.highlightColor,this.highlightColor,0);y.opacity=mxConstants.HIGHLIGHT_OPACITY;return y};mxConnectionHandler.prototype.livePreview=!0;mxConnectionHandler.prototype.cursor="crosshair";mxConnectionHandler.prototype.createEdgeState= -function(y){y=this.graph.createCurrentEdgeStyle();y=this.graph.createEdge(null,null,null,null,null,y);y=new mxCellState(this.graph.view,y,this.graph.getCellStyle(y));for(var K in this.graph.currentEdgeStyle)y.style[K]=this.graph.currentEdgeStyle[K];y.style=this.graph.postProcessCellStyle(y.cell,y.style);return y};var t=mxConnectionHandler.prototype.createShape;mxConnectionHandler.prototype.createShape=function(){var y=t.apply(this,arguments);y.isDashed="1"==this.graph.currentEdgeStyle[mxConstants.STYLE_DASHED]; -return y};mxConnectionHandler.prototype.updatePreview=function(y){};var E=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var y=E.apply(this,arguments),K=y.getCell;y.getCell=mxUtils.bind(this,function(N){var T=K.apply(this,arguments);this.error=null;return T});return y};Graph.prototype.defaultVertexStyle={};Graph.prototype.defaultEdgeStyle={edgeStyle:"orthogonalEdgeStyle",rounded:"0",jettySize:"auto",orthogonalLoop:"1"};Graph.prototype.createCurrentEdgeStyle= -function(){for(var y="edgeStyle="+(this.currentEdgeStyle.edgeStyle||"none")+";",K="shape curved rounded comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle jumpStyle jumpSize".split(" "),N=0;N<K.length;N++)null!=this.currentEdgeStyle[K[N]]&&(y+=K[N]+"="+this.currentEdgeStyle[K[N]]+";");null!=this.currentEdgeStyle.orthogonalLoop?y+="orthogonalLoop="+this.currentEdgeStyle.orthogonalLoop+";":null!=Graph.prototype.defaultEdgeStyle.orthogonalLoop&& +function(y){y=this.graph.createCurrentEdgeStyle();y=this.graph.createEdge(null,null,null,null,null,y);y=new mxCellState(this.graph.view,y,this.graph.getCellStyle(y));for(var M in this.graph.currentEdgeStyle)y.style[M]=this.graph.currentEdgeStyle[M];y.style=this.graph.postProcessCellStyle(y.cell,y.style);return y};var p=mxConnectionHandler.prototype.createShape;mxConnectionHandler.prototype.createShape=function(){var y=p.apply(this,arguments);y.isDashed="1"==this.graph.currentEdgeStyle[mxConstants.STYLE_DASHED]; +return y};mxConnectionHandler.prototype.updatePreview=function(y){};var E=mxConnectionHandler.prototype.createMarker;mxConnectionHandler.prototype.createMarker=function(){var y=E.apply(this,arguments),M=y.getCell;y.getCell=mxUtils.bind(this,function(N){var S=M.apply(this,arguments);this.error=null;return S});return y};Graph.prototype.defaultVertexStyle={};Graph.prototype.defaultEdgeStyle={edgeStyle:"orthogonalEdgeStyle",rounded:"0",jettySize:"auto",orthogonalLoop:"1"};Graph.prototype.createCurrentEdgeStyle= +function(){for(var y="edgeStyle="+(this.currentEdgeStyle.edgeStyle||"none")+";",M="shape curved rounded comic sketch fillWeight hachureGap hachureAngle jiggle disableMultiStroke disableMultiStrokeFill fillStyle curveFitting simplification comicStyle jumpStyle jumpSize".split(" "),N=0;N<M.length;N++)null!=this.currentEdgeStyle[M[N]]&&(y+=M[N]+"="+this.currentEdgeStyle[M[N]]+";");null!=this.currentEdgeStyle.orthogonalLoop?y+="orthogonalLoop="+this.currentEdgeStyle.orthogonalLoop+";":null!=Graph.prototype.defaultEdgeStyle.orthogonalLoop&& (y+="orthogonalLoop="+Graph.prototype.defaultEdgeStyle.orthogonalLoop+";");null!=this.currentEdgeStyle.jettySize?y+="jettySize="+this.currentEdgeStyle.jettySize+";":null!=Graph.prototype.defaultEdgeStyle.jettySize&&(y+="jettySize="+Graph.prototype.defaultEdgeStyle.jettySize+";");"elbowEdgeStyle"==this.currentEdgeStyle.edgeStyle&&null!=this.currentEdgeStyle.elbow&&(y+="elbow="+this.currentEdgeStyle.elbow+";");return y=null!=this.currentEdgeStyle.html?y+("html="+this.currentEdgeStyle.html+";"):y+"html=1;"}; -Graph.prototype.getPagePadding=function(){return new mxPoint(0,0)};Graph.prototype.loadStylesheet=function(){var y=null!=this.themes?this.themes[this.defaultThemeName]:mxStyleRegistry.dynamicLoading?mxUtils.load(STYLE_PATH+"/default.xml").getDocumentElement():null;null!=y&&(new mxCodec(y.ownerDocument)).decode(y,this.getStylesheet())};Graph.prototype.createCellLookup=function(y,K){K=null!=K?K:{};for(var N=0;N<y.length;N++){var T=y[N];K[mxObjectIdentity.get(T)]=T.getId();for(var U=this.model.getChildCount(T), -W=0;W<U;W++)this.createCellLookup([this.model.getChildAt(T,W)],K)}return K};Graph.prototype.createCellMapping=function(y,K,N){N=null!=N?N:{};for(var T in y){var U=K[T];null==N[U]&&(N[U]=y[T].getId()||"")}return N};Graph.prototype.importGraphModel=function(y,K,N,T){K=null!=K?K:0;N=null!=N?N:0;var U=new mxCodec(y.ownerDocument),W=new mxGraphModel;U.decode(y,W);y=[];U={};var na={},wa=W.getChildren(this.cloneCell(W.root,this.isCloneInvalidEdges(),U));if(null!=wa){var ra=this.createCellLookup([W.root]); -wa=wa.slice();this.model.beginUpdate();try{if(1!=wa.length||this.isCellLocked(this.getDefaultParent()))for(W=0;W<wa.length;W++)xa=this.model.getChildren(this.moveCells([wa[W]],K,N,!1,this.model.getRoot())[0]),null!=xa&&(y=y.concat(xa));else{var xa=W.getChildren(wa[0]);null!=xa&&(y=this.moveCells(xa,K,N,!1,this.getDefaultParent()),na[W.getChildAt(W.root,0).getId()]=this.getDefaultParent().getId())}if(null!=y&&(this.createCellMapping(U,ra,na),this.updateCustomLinks(na,y),T)){this.isGridEnabled()&&(K= -this.snap(K),N=this.snap(N));var Ea=this.getBoundingBoxFromGeometry(y,!0);null!=Ea&&this.moveCells(y,K-Ea.x,N-Ea.y)}}finally{this.model.endUpdate()}}return y};Graph.prototype.encodeCells=function(y){for(var K={},N=this.cloneCells(y,null,K),T=new mxDictionary,U=0;U<y.length;U++)T.put(y[U],!0);var W=new mxCodec,na=new mxGraphModel,wa=na.getChildAt(na.getRoot(),0);for(U=0;U<N.length;U++){na.add(wa,N[U]);var ra=this.view.getState(y[U]);if(null!=ra){var xa=this.getCellGeometry(N[U]);null!=xa&&xa.relative&& -!this.model.isEdge(y[U])&&null==T.get(this.model.getParent(y[U]))&&(xa.offset=null,xa.relative=!1,xa.x=ra.x/ra.view.scale-ra.view.translate.x,xa.y=ra.y/ra.view.scale-ra.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(K,this.createCellLookup(y)),N);return W.encode(na)};Graph.prototype.isSwimlane=function(y,K){var N=null;null==y||this.model.isEdge(y)||this.model.getParent(y)==this.model.getRoot()||(N=this.getCurrentCellStyle(y,K)[mxConstants.STYLE_SHAPE]);return N==mxConstants.SHAPE_SWIMLANE|| -"table"==N||"tableRow"==N};var d=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(y){var K=this.model.getParent(y);if(null!=K){var N=this.getCurrentCellStyle(K);if(null!=N.expand)return"0"!=N.expand}return d.apply(this,arguments)&&(null==K||!this.isTable(K))};var f=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(y,K,N,T,U,W,na,wa){null==wa&&(wa=this.model.getParent(y),this.isTable(wa)||this.isTableRow(wa))&&(wa=this.getCellAt(W,na,null,!0,!1));N=null;this.model.beginUpdate(); -try{N=f.apply(this,[y,K,N,T,U,W,na,wa]);this.model.setValue(N,"");var ra=this.getChildCells(N,!0);for(K=0;K<ra.length;K++){var xa=this.getCellGeometry(ra[K]);null!=xa&&xa.relative&&0<xa.x&&this.model.remove(ra[K])}var Ea=this.getChildCells(y,!0);for(K=0;K<Ea.length;K++)xa=this.getCellGeometry(Ea[K]),null!=xa&&xa.relative&&0>=xa.x&&this.model.remove(Ea[K]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[N]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[N]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -null,[y]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[y]);var Na=this.model.getTerminal(N,!1);if(null!=Na){var Ma=this.getCurrentCellStyle(Na);null!=Ma&&"1"==Ma.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[y]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[y]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[N]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[N]))}}finally{this.model.endUpdate()}return N};var g=Graph.prototype.selectCell;Graph.prototype.selectCell= -function(y,K,N){if(K||N)g.apply(this,arguments);else{var T=this.getSelectionCell(),U=null,W=[],na=mxUtils.bind(this,function(wa){if(null!=this.view.getState(wa)&&(this.model.isVertex(wa)||this.model.isEdge(wa)))if(W.push(wa),wa==T)U=W.length-1;else if(y&&null==T&&0<W.length||null!=U&&y&&W.length>U||!y&&0<U)return;for(var ra=0;ra<this.model.getChildCount(wa);ra++)na(this.model.getChildAt(wa,ra))});na(this.model.root);0<W.length&&(U=null!=U?mxUtils.mod(U+(y?1:-1),W.length):0,this.setSelectionCell(W[U]))}}; -Graph.prototype.swapShapes=function(y,K,N,T,U,W,na){K=!1;if(!T&&null!=U&&1==y.length&&(T=this.view.getState(U),N=this.view.getState(y[0]),null!=T&&null!=N&&(null!=W&&mxEvent.isShiftDown(W)||"umlLifeline"==T.style.shape&&"umlLifeline"==N.style.shape)&&(T=this.getCellGeometry(U),W=this.getCellGeometry(y[0]),null!=T&&null!=W))){K=T.clone();T=W.clone();T.x=K.x;T.y=K.y;K.x=W.x;K.y=W.y;this.model.beginUpdate();try{this.model.setGeometry(U,K),this.model.setGeometry(y[0],T)}finally{this.model.endUpdate()}K= -!0}return K};var l=Graph.prototype.moveCells;Graph.prototype.moveCells=function(y,K,N,T,U,W,na){if(this.swapShapes(y,K,N,T,U,W,na))return y;na=null!=na?na:{};if(this.isTable(U)){for(var wa=[],ra=0;ra<y.length;ra++)this.isTable(y[ra])?wa=wa.concat(this.model.getChildCells(y[ra],!0).reverse()):wa.push(y[ra]);y=wa}this.model.beginUpdate();try{wa=[];for(ra=0;ra<y.length;ra++)if(null!=U&&this.isTableRow(y[ra])){var xa=this.model.getParent(y[ra]),Ea=this.getCellGeometry(y[ra]);this.isTable(xa)&&wa.push(xa); -if(null!=xa&&null!=Ea&&this.isTable(xa)&&this.isTable(U)&&(T||xa!=U)){if(!T){var Na=this.getCellGeometry(xa);null!=Na&&(Na=Na.clone(),Na.height-=Ea.height,this.model.setGeometry(xa,Na))}Na=this.getCellGeometry(U);null!=Na&&(Na=Na.clone(),Na.height+=Ea.height,this.model.setGeometry(U,Na));var Ma=this.model.getChildCells(U,!0);if(0<Ma.length){y[ra]=T?this.cloneCell(y[ra]):y[ra];var za=this.model.getChildCells(y[ra],!0),Ba=this.model.getChildCells(Ma[0],!0),Ca=Ba.length-za.length;if(0<Ca)for(var ya= -0;ya<Ca;ya++){var Ga=this.cloneCell(za[za.length-1]);null!=Ga&&(Ga.value="",this.model.add(y[ra],Ga))}else if(0>Ca)for(ya=0;ya>Ca;ya--)this.model.remove(za[za.length+ya-1]);za=this.model.getChildCells(y[ra],!0);for(ya=0;ya<Ba.length;ya++){var Za=this.getCellGeometry(Ba[ya]),Pa=this.getCellGeometry(za[ya]);null!=Za&&null!=Pa&&(Pa=Pa.clone(),Pa.width=Za.width,this.model.setGeometry(za[ya],Pa))}}}}var fb=l.apply(this,arguments);for(ra=0;ra<wa.length;ra++)!T&&this.model.contains(wa[ra])&&0==this.model.getChildCount(wa[ra])&& -this.model.remove(wa[ra]);T&&this.updateCustomLinks(this.createCellMapping(na,this.createCellLookup(y)),fb)}finally{this.model.endUpdate()}return fb};var q=Graph.prototype.removeCells;Graph.prototype.removeCells=function(y,K){var N=[];this.model.beginUpdate();try{for(var T=0;T<y.length;T++)if(this.isTableCell(y[T])){var U=this.model.getParent(y[T]),W=this.model.getParent(U);1==this.model.getChildCount(U)&&1==this.model.getChildCount(W)?0>mxUtils.indexOf(y,W)&&0>mxUtils.indexOf(N,W)&&N.push(W):this.labelChanged(y[T], -"")}else{if(this.isTableRow(y[T])&&(W=this.model.getParent(y[T]),0>mxUtils.indexOf(y,W)&&0>mxUtils.indexOf(N,W))){for(var na=this.model.getChildCells(W,!0),wa=0,ra=0;ra<na.length;ra++)0<=mxUtils.indexOf(y,na[ra])&&wa++;wa==na.length&&N.push(W)}N.push(y[T])}N=q.apply(this,[N,K])}finally{this.model.endUpdate()}return N};Graph.prototype.updateCustomLinks=function(y,K,N){N=null!=N?N:new Graph;for(var T=0;T<K.length;T++)null!=K[T]&&N.updateCustomLinksForCell(y,K[T],N)};Graph.prototype.updateCustomLinksForCell= -function(y,K){this.doUpdateCustomLinksForCell(y,K);for(var N=this.model.getChildCount(K),T=0;T<N;T++)this.updateCustomLinksForCell(y,this.model.getChildAt(K,T))};Graph.prototype.doUpdateCustomLinksForCell=function(y,K){};Graph.prototype.getAllConnectionConstraints=function(y,K){if(null!=y){K=mxUtils.getValue(y.style,"points",null);if(null!=K){y=[];try{var N=JSON.parse(K);for(K=0;K<N.length;K++){var T=N[K];y.push(new mxConnectionConstraint(new mxPoint(T[0],T[1]),2<T.length?"0"!=T[2]:!0,null,3<T.length? -T[3]:0,4<T.length?T[4]:0))}}catch(W){}return y}if(null!=y.shape&&null!=y.shape.bounds){T=y.shape.direction;K=y.shape.bounds;var U=y.shape.scale;N=K.width/U;K=K.height/U;if(T==mxConstants.DIRECTION_NORTH||T==mxConstants.DIRECTION_SOUTH)T=N,N=K,K=T;K=y.shape.getConstraints(y.style,N,K);if(null!=K)return K;if(null!=y.shape.stencil&&null!=y.shape.stencil.constraints)return y.shape.stencil.constraints;if(null!=y.shape.constraints)return y.shape.constraints}}return null};Graph.prototype.flipEdge=function(y){if(null!= -y){var K=this.getCurrentCellStyle(y);K=mxUtils.getValue(K,mxConstants.STYLE_ELBOW,mxConstants.ELBOW_HORIZONTAL)==mxConstants.ELBOW_HORIZONTAL?mxConstants.ELBOW_VERTICAL:mxConstants.ELBOW_HORIZONTAL;this.setCellStyles(mxConstants.STYLE_ELBOW,K,[y])}};Graph.prototype.isValidRoot=function(y){for(var K=this.model.getChildCount(y),N=0,T=0;T<K;T++){var U=this.model.getChildAt(y,T);this.model.isVertex(U)&&(U=this.getCellGeometry(U),null==U||U.relative||N++)}return 0<N||this.isContainer(y)};Graph.prototype.isValidDropTarget= -function(y,K,N){for(var T=this.getCurrentCellStyle(y),U=!0,W=!0,na=0;na<K.length&&W;na++)U=U&&this.isTable(K[na]),W=W&&this.isTableRow(K[na]);return(1==K.length&&null!=N&&mxEvent.isShiftDown(N)&&!mxEvent.isControlDown(N)&&!mxEvent.isAltDown(N)||("1"!=mxUtils.getValue(T,"part","0")||this.isContainer(y))&&"0"!=mxUtils.getValue(T,"dropTarget","1")&&(mxGraph.prototype.isValidDropTarget.apply(this,arguments)||this.isContainer(y))&&!this.isTableRow(y)&&(!this.isTable(y)||W||U))&&!this.isCellLocked(y)}; -Graph.prototype.createGroupCell=function(){var y=mxGraph.prototype.createGroupCell.apply(this,arguments);y.setStyle("group");return y};Graph.prototype.isExtendParentsOnAdd=function(y){var K=mxGraph.prototype.isExtendParentsOnAdd.apply(this,arguments);if(K&&null!=y&&null!=this.layoutManager){var N=this.model.getParent(y);null!=N&&(N=this.layoutManager.getLayout(N),null!=N&&N.constructor==mxStackLayout&&(K=!1))}return K};Graph.prototype.getPreferredSizeForCell=function(y){var K=mxGraph.prototype.getPreferredSizeForCell.apply(this, -arguments);null!=K&&(K.width+=10,K.height+=4,this.gridEnabled&&(K.width=this.snap(K.width),K.height=this.snap(K.height)));return K};Graph.prototype.turnShapes=function(y,K){var N=this.getModel(),T=[];N.beginUpdate();try{for(var U=0;U<y.length;U++){var W=y[U];if(N.isEdge(W)){var na=N.getTerminal(W,!0),wa=N.getTerminal(W,!1);N.setTerminal(W,wa,!0);N.setTerminal(W,na,!1);var ra=N.getGeometry(W);if(null!=ra){ra=ra.clone();null!=ra.points&&ra.points.reverse();var xa=ra.getTerminalPoint(!0),Ea=ra.getTerminalPoint(!1); -ra.setTerminalPoint(xa,!1);ra.setTerminalPoint(Ea,!0);N.setGeometry(W,ra);var Na=this.view.getState(W),Ma=this.view.getState(na),za=this.view.getState(wa);if(null!=Na){var Ba=null!=Ma?this.getConnectionConstraint(Na,Ma,!0):null,Ca=null!=za?this.getConnectionConstraint(Na,za,!1):null;this.setConnectionConstraint(W,na,!0,Ca);this.setConnectionConstraint(W,wa,!1,Ba);var ya=mxUtils.getValue(Na.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, -mxUtils.getValue(Na.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[W]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,ya,[W])}T.push(W)}}else if(N.isVertex(W)&&(ra=this.getCellGeometry(W),null!=ra)){if(!(this.isTable(W)||this.isTableRow(W)||this.isTableCell(W)||this.isSwimlane(W))){ra=ra.clone();ra.x+=ra.width/2-ra.height/2;ra.y+=ra.height/2-ra.width/2;var Ga=ra.width;ra.width=ra.height;ra.height=Ga;N.setGeometry(W,ra)}var Za=this.view.getState(W);if(null!=Za){var Pa=[mxConstants.DIRECTION_EAST, -mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_NORTH],fb=mxUtils.getValue(Za.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST);this.setCellStyles(mxConstants.STYLE_DIRECTION,Pa[mxUtils.mod(mxUtils.indexOf(Pa,fb)+(K?-1:1),Pa.length)],[W])}T.push(W)}}}finally{N.endUpdate()}return T};Graph.prototype.stencilHasPlaceholders=function(y){if(null!=y&&null!=y.fgNode)for(y=y.fgNode.firstChild;null!=y;){if("text"==y.nodeName&&"1"==y.getAttribute("placeholders"))return!0; -y=y.nextSibling}return!1};var z=Graph.prototype.processChange;Graph.prototype.processChange=function(y){if(y instanceof mxGeometryChange&&(this.isTableCell(y.cell)||this.isTableRow(y.cell))&&(null==y.previous&&null!=y.geometry||null!=y.previous&&!y.previous.equals(y.geometry))){var K=y.cell;this.isTableCell(K)&&(K=this.model.getParent(K));this.isTableRow(K)&&(K=this.model.getParent(K));var N=this.view.getState(K);null!=N&&null!=N.shape&&(this.view.invalidate(K),N.shape.bounds=null)}z.apply(this,arguments); -y instanceof mxValueChange&&null!=y.cell&&null!=y.cell.value&&"object"==typeof y.cell.value&&this.invalidateDescendantsWithPlaceholders(y.cell)};Graph.prototype.invalidateDescendantsWithPlaceholders=function(y){y=this.model.getDescendants(y);if(0<y.length)for(var K=0;K<y.length;K++){var N=this.view.getState(y[K]);null!=N&&null!=N.shape&&null!=N.shape.stencil&&this.stencilHasPlaceholders(N.shape.stencil)?this.removeStateForCell(y[K]):this.isReplacePlaceholders(y[K])&&this.view.invalidate(y[K],!1,!1)}}; -Graph.prototype.replaceElement=function(y,K){K=y.ownerDocument.createElement(null!=K?K:"span");for(var N=Array.prototype.slice.call(y.attributes);attr=N.pop();)K.setAttribute(attr.nodeName,attr.nodeValue);K.innerHTML=y.innerHTML;y.parentNode.replaceChild(K,y)};Graph.prototype.processElements=function(y,K){if(null!=y){y=y.getElementsByTagName("*");for(var N=0;N<y.length;N++)K(y[N])}};Graph.prototype.updateLabelElements=function(y,K,N){y=null!=y?y:this.getSelectionCells();for(var T=document.createElement("div"), -U=0;U<y.length;U++)if(this.isHtmlLabel(y[U])){var W=this.convertValueToString(y[U]);if(null!=W&&0<W.length){T.innerHTML=W;for(var na=T.getElementsByTagName(null!=N?N:"*"),wa=0;wa<na.length;wa++)K(na[wa]);T.innerHTML!=W&&this.cellLabelChanged(y[U],T.innerHTML)}}};Graph.prototype.cellLabelChanged=function(y,K,N){K=Graph.zapGremlins(K);this.model.beginUpdate();try{if(null!=y.value&&"object"==typeof y.value){if(this.isReplacePlaceholders(y)&&null!=y.getAttribute("placeholder"))for(var T=y.getAttribute("placeholder"), -U=y;null!=U;){if(U==this.model.getRoot()||null!=U.value&&"object"==typeof U.value&&U.hasAttribute(T)){this.setAttributeForCell(U,T,K);break}U=this.model.getParent(U)}var W=y.value.cloneNode(!0);Graph.translateDiagram&&null!=Graph.diagramLanguage&&W.hasAttribute("label_"+Graph.diagramLanguage)?W.setAttribute("label_"+Graph.diagramLanguage,K):W.setAttribute("label",K);K=W}mxGraph.prototype.cellLabelChanged.apply(this,arguments)}finally{this.model.endUpdate()}};Graph.prototype.cellsRemoved=function(y){if(null!= -y){for(var K=new mxDictionary,N=0;N<y.length;N++)K.put(y[N],!0);var T=[];for(N=0;N<y.length;N++){var U=this.model.getParent(y[N]);null==U||K.get(U)||(K.put(U,!0),T.push(U))}for(N=0;N<T.length;N++)if(U=this.view.getState(T[N]),null!=U&&(this.model.isEdge(U.cell)||this.model.isVertex(U.cell))&&this.isCellDeletable(U.cell)&&this.isTransparentState(U)){for(var W=!0,na=0;na<this.model.getChildCount(U.cell)&&W;na++)K.get(this.model.getChildAt(U.cell,na))||(W=!1);W&&y.push(U.cell)}}mxGraph.prototype.cellsRemoved.apply(this, -arguments)};Graph.prototype.removeCellsAfterUngroup=function(y){for(var K=[],N=0;N<y.length;N++)this.isCellDeletable(y[N])&&this.isTransparentState(this.view.getState(y[N]))&&K.push(y[N]);y=K;mxGraph.prototype.removeCellsAfterUngroup.apply(this,arguments)};Graph.prototype.setLinkForCell=function(y,K){this.setAttributeForCell(y,"link",K)};Graph.prototype.setTooltipForCell=function(y,K){var N="tooltip";Graph.translateDiagram&&null!=Graph.diagramLanguage&&mxUtils.isNode(y.value)&&y.value.hasAttribute("tooltip_"+ -Graph.diagramLanguage)&&(N="tooltip_"+Graph.diagramLanguage);this.setAttributeForCell(y,N,K)};Graph.prototype.getAttributeForCell=function(y,K,N){y=null!=y.value&&"object"===typeof y.value?y.value.getAttribute(K):null;return null!=y?y:N};Graph.prototype.setAttributeForCell=function(y,K,N){if(null!=y.value&&"object"==typeof y.value)var T=y.value.cloneNode(!0);else T=mxUtils.createXmlDocument().createElement("UserObject"),T.setAttribute("label",y.value||"");null!=N?T.setAttribute(K,N):T.removeAttribute(K); -this.model.setValue(y,T)};var F=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(y,K,N,T){this.getModel();if(mxEvent.isAltDown(K))return null;for(var U=0;U<y.length;U++){var W=this.model.getParent(y[U]);if(this.model.isEdge(W)&&0>mxUtils.indexOf(y,W))return null}W=F.apply(this,arguments);var na=!0;for(U=0;U<y.length&&na;U++)na=na&&this.isTableRow(y[U]);na&&(this.isTableCell(W)&&(W=this.model.getParent(W)),this.isTableRow(W)&&(W=this.model.getParent(W)),this.isTable(W)||(W=null)); -return W};Graph.prototype.click=function(y){mxGraph.prototype.click.call(this,y);this.firstClickState=y.getState();this.firstClickSource=y.getSource()};Graph.prototype.dblClick=function(y,K){this.isEnabled()&&(K=this.insertTextForEvent(y,K),mxGraph.prototype.dblClick.call(this,y,K))};Graph.prototype.insertTextForEvent=function(y,K){var N=mxUtils.convertPoint(this.container,mxEvent.getClientX(y),mxEvent.getClientY(y));if(null!=y&&!this.model.isVertex(K)){var T=this.model.isEdge(K)?this.view.getState(K): -null,U=mxEvent.getSource(y);this.firstClickState!=T||this.firstClickSource!=U||null!=T&&null!=T.text&&null!=T.text.node&&null!=T.text.boundingBox&&(mxUtils.contains(T.text.boundingBox,N.x,N.y)||mxUtils.isAncestorNode(T.text.node,mxEvent.getSource(y)))||(null!=T||this.isCellLocked(this.getDefaultParent()))&&(null==T||this.isCellLocked(T.cell))||!(null!=T||mxClient.IS_SVG&&U==this.view.getCanvas().ownerSVGElement)||(null==T&&(T=this.view.getState(this.getCellAt(N.x,N.y))),K=this.addText(N.x,N.y,T))}return K}; -Graph.prototype.getInsertPoint=function(){var y=this.getGridSize(),K=this.container.scrollLeft/this.view.scale-this.view.translate.x,N=this.container.scrollTop/this.view.scale-this.view.translate.y;if(this.pageVisible){var T=this.getPageLayout(),U=this.getPageSize();K=Math.max(K,T.x*U.width);N=Math.max(N,T.y*U.height)}return new mxPoint(this.snap(K+y),this.snap(N+y))};Graph.prototype.getFreeInsertPoint=function(){var y=this.view,K=this.getGraphBounds(),N=this.getInsertPoint(),T=this.snap(Math.round(Math.max(N.x, -K.x/y.scale-y.translate.x+(0==K.width?2*this.gridSize:0))));y=this.snap(Math.round(Math.max(N.y,(K.y+K.height)/y.scale-y.translate.y+2*this.gridSize)));return new mxPoint(T,y)};Graph.prototype.getCenterInsertPoint=function(y){y=null!=y?y:new mxRectangle;return mxUtils.hasScrollbars(this.container)?new mxPoint(this.snap(Math.round((this.container.scrollLeft+this.container.clientWidth/2)/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round((this.container.scrollTop+this.container.clientHeight/ -2)/this.view.scale-this.view.translate.y-y.height/2))):new mxPoint(this.snap(Math.round(this.container.clientWidth/2/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round(this.container.clientHeight/2/this.view.scale-this.view.translate.y-y.height/2)))};Graph.prototype.isMouseInsertPoint=function(){return!1};Graph.prototype.addText=function(y,K,N){var T=new mxCell;T.value="Text";T.geometry=new mxGeometry(0,0,0,0);T.vertex=!0;if(null!=N&&this.model.isEdge(N.cell)){T.style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];"; -T.geometry.relative=!0;T.connectable=!1;var U=this.view.getRelativePoint(N,y,K);T.geometry.x=Math.round(1E4*U.x)/1E4;T.geometry.y=Math.round(U.y);T.geometry.offset=new mxPoint(0,0);U=this.view.getPoint(N,T.geometry);var W=this.view.scale;T.geometry.offset=new mxPoint(Math.round((y-U.x)/W),Math.round((K-U.y)/W))}else U=this.view.translate,T.style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];",T.geometry.width=40,T.geometry.height=20,T.geometry.x=Math.round(y/this.view.scale)- -U.x-(null!=N?N.origin.x:0),T.geometry.y=Math.round(K/this.view.scale)-U.y-(null!=N?N.origin.y:0),T.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([T],null!=N?N.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[T])),this.autoSizeCell(T)}finally{this.getModel().endUpdate()}return T};Graph.prototype.addClickHandler=function(y,K,N){var T=mxUtils.bind(this,function(){var ra=this.container.getElementsByTagName("a");if(null!=ra)for(var xa=0;xa<ra.length;xa++){var Ea= -this.getAbsoluteUrl(ra[xa].getAttribute("href"));null!=Ea&&(ra[xa].setAttribute("rel",this.linkRelation),ra[xa].setAttribute("href",Ea),null!=K&&mxEvent.addGestureListeners(ra[xa],null,null,K))}});this.model.addListener(mxEvent.CHANGE,T);T();var U=this.container.style.cursor,W=this.getTolerance(),na=this,wa={currentState:null,currentLink:null,currentTarget:null,highlight:null!=y&&""!=y&&y!=mxConstants.NONE?new mxCellHighlight(na,y,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(ra){var xa= -ra.sourceState;if(null==xa||null==na.getLinkForCell(xa.cell))ra=na.getCellAt(ra.getGraphX(),ra.getGraphY(),null,null,null,function(Ea,Na,Ma){return null==na.getLinkForCell(Ea.cell)}),xa=null==xa||na.model.isAncestor(ra,xa.cell)?na.view.getState(ra):null;xa!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=xa,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(ra,xa){this.startX=xa.getGraphX();this.startY=xa.getGraphY();this.scrollLeft=na.container.scrollLeft; -this.scrollTop=na.container.scrollTop;null==this.currentLink&&"auto"==na.container.style.overflow&&(na.container.style.cursor="move");this.updateCurrentState(xa)},mouseMove:function(ra,xa){if(na.isMouseDown)null!=this.currentLink&&(ra=Math.abs(this.startX-xa.getGraphX()),xa=Math.abs(this.startY-xa.getGraphY()),(ra>W||xa>W)&&this.clear());else{for(ra=xa.getSource();null!=ra&&"a"!=ra.nodeName.toLowerCase();)ra=ra.parentNode;null!=ra?this.clear():(null!=na.tooltipHandler&&null!=this.currentLink&&null!= -this.currentState&&na.tooltipHandler.reset(xa,!0,this.currentState),(null==this.currentState||xa.getState()!=this.currentState&&null!=xa.sourceState||!na.intersects(this.currentState,xa.getGraphX(),xa.getGraphY()))&&this.updateCurrentState(xa))}},mouseUp:function(ra,xa){var Ea=xa.getSource();for(ra=xa.getEvent();null!=Ea&&"a"!=Ea.nodeName.toLowerCase();)Ea=Ea.parentNode;null==Ea&&Math.abs(this.scrollLeft-na.container.scrollLeft)<W&&Math.abs(this.scrollTop-na.container.scrollTop)<W&&(null==xa.sourceState|| -!xa.isSource(xa.sourceState.control))&&((mxEvent.isLeftMouseButton(ra)||mxEvent.isMiddleMouseButton(ra))&&!mxEvent.isPopupTrigger(ra)||mxEvent.isTouchEvent(ra))&&(null!=this.currentLink?(Ea=na.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&Ea||null==K||K(ra,this.currentLink),mxEvent.isConsumed(ra)||(ra=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(ra)?"_blank":Ea?na.linkTarget:"_top",na.openLink(this.currentLink,ra),xa.consume())):null!=N&&!xa.isConsumed()&& -Math.abs(this.scrollLeft-na.container.scrollLeft)<W&&Math.abs(this.scrollTop-na.container.scrollTop)<W&&Math.abs(this.startX-xa.getGraphX())<W&&Math.abs(this.startY-xa.getGraphY())<W&&N(xa.getEvent()));this.clear()},activate:function(ra){this.currentLink=na.getAbsoluteUrl(na.getLinkForCell(ra.cell));null!=this.currentLink&&(this.currentTarget=na.getLinkTargetForCell(ra.cell),na.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(ra))},clear:function(){null!=na.container&& -(na.container.style.cursor=U);this.currentLink=this.currentState=this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=na.tooltipHandler&&na.tooltipHandler.hide()}};na.click=function(ra){};na.addMouseListener(wa);mxEvent.addListener(document,"mouseleave",function(ra){wa.clear()})};Graph.prototype.duplicateCells=function(y,K){y=null!=y?y:this.getSelectionCells();K=null!=K?K:!0;for(var N=0;N<y.length;N++)this.isTableCell(y[N])&&(y[N]=this.model.getParent(y[N]));y=this.model.getTopmostCells(y); -var T=this.getModel(),U=this.gridSize,W=[];T.beginUpdate();try{var na={},wa=this.createCellLookup(y),ra=this.cloneCells(y,!1,na,!0);for(N=0;N<y.length;N++){var xa=T.getParent(y[N]);if(null!=xa){var Ea=this.moveCells([ra[N]],U,U,!1)[0];W.push(Ea);if(K)T.add(xa,ra[N]);else{var Na=xa.getIndex(y[N]);T.add(xa,ra[N],Na+1)}if(this.isTable(xa)){var Ma=this.getCellGeometry(ra[N]),za=this.getCellGeometry(xa);null!=Ma&&null!=za&&(za=za.clone(),za.height+=Ma.height,T.setGeometry(xa,za))}}else W.push(ra[N])}this.updateCustomLinks(this.createCellMapping(na, -wa),ra,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED,"cells",ra))}finally{T.endUpdate()}return W};Graph.prototype.insertImage=function(y,K,N){if(null!=y&&null!=this.cellEditor.textarea){for(var T=this.cellEditor.textarea.getElementsByTagName("img"),U=[],W=0;W<T.length;W++)U.push(T[W]);document.execCommand("insertimage",!1,y);y=this.cellEditor.textarea.getElementsByTagName("img");if(y.length==U.length+1)for(W=y.length-1;0<=W;W--)if(0==W||y[W]!=U[W-1]){y[W].setAttribute("width",K);y[W].setAttribute("height", -N);break}}};Graph.prototype.insertLink=function(y){if(null!=this.cellEditor.textarea)if(0==y.length)document.execCommand("unlink",!1);else if(mxClient.IS_FF){for(var K=this.cellEditor.textarea.getElementsByTagName("a"),N=[],T=0;T<K.length;T++)N.push(K[T]);document.execCommand("createlink",!1,mxUtils.trim(y));K=this.cellEditor.textarea.getElementsByTagName("a");if(K.length==N.length+1)for(T=K.length-1;0<=T;T--)if(K[T]!=N[T-1]){for(K=K[T].getElementsByTagName("a");0<K.length;){for(N=K[0].parentNode;null!= -K[0].firstChild;)N.insertBefore(K[0].firstChild,K[0]);N.removeChild(K[0])}break}}else document.execCommand("createlink",!1,mxUtils.trim(y))};Graph.prototype.isCellResizable=function(y){var K=mxGraph.prototype.isCellResizable.apply(this,arguments),N=this.getCurrentCellStyle(y);return!this.isTableCell(y)&&!this.isTableRow(y)&&(K||"0"!=mxUtils.getValue(N,mxConstants.STYLE_RESIZABLE,"1")&&"wrap"==N[mxConstants.STYLE_WHITE_SPACE])};Graph.prototype.distributeCells=function(y,K){null==K&&(K=this.getSelectionCells()); -if(null!=K&&1<K.length){for(var N=[],T=null,U=null,W=0;W<K.length;W++)if(this.getModel().isVertex(K[W])){var na=this.view.getState(K[W]);if(null!=na){var wa=y?na.getCenterX():na.getCenterY();T=null!=T?Math.max(T,wa):wa;U=null!=U?Math.min(U,wa):wa;N.push(na)}}if(2<N.length){N.sort(function(Na,Ma){return y?Na.x-Ma.x:Na.y-Ma.y});na=this.view.translate;wa=this.view.scale;U=U/wa-(y?na.x:na.y);T=T/wa-(y?na.x:na.y);this.getModel().beginUpdate();try{var ra=(T-U)/(N.length-1);T=U;for(W=1;W<N.length-1;W++){var xa= -this.view.getState(this.model.getParent(N[W].cell)),Ea=this.getCellGeometry(N[W].cell);T+=ra;null!=Ea&&null!=xa&&(Ea=Ea.clone(),y?Ea.x=Math.round(T-Ea.width/2)-xa.origin.x:Ea.y=Math.round(T-Ea.height/2)-xa.origin.y,this.getModel().setGeometry(N[W].cell,Ea))}}finally{this.getModel().endUpdate()}}}return K};Graph.prototype.isCloneEvent=function(y){return mxClient.IS_MAC&&mxEvent.isMetaDown(y)||mxEvent.isControlDown(y)};Graph.prototype.createSvgImageExport=function(){var y=new mxImageExport;y.getLinkForCellState= -mxUtils.bind(this,function(K,N){return this.getLinkForCell(K.cell)});return y};Graph.prototype.parseBackgroundImage=function(y){var K=null;null!=y&&0<y.length&&(y=JSON.parse(y),K=new mxImage(y.src,y.width,y.height));return K};Graph.prototype.getBackgroundImageObject=function(y){return y};Graph.prototype.getSvg=function(y,K,N,T,U,W,na,wa,ra,xa,Ea,Na,Ma,za){var Ba=null;if(null!=za)for(Ba=new mxDictionary,Ea=0;Ea<za.length;Ea++)Ba.put(za[Ea],!0);if(za=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(), -this.sizeDidChange();try{K=null!=K?K:1;N=null!=N?N:0;U=null!=U?U:!0;W=null!=W?W:!0;na=null!=na?na:!0;xa=null!=xa?xa:!1;var Ca="page"==Ma?this.view.getBackgroundPageBounds():W&&null==Ba||T||"diagram"==Ma?this.getGraphBounds():this.getBoundingBox(this.getSelectionCells()),ya=this.view.scale;"diagram"==Ma&&null!=this.backgroundImage&&(Ca=mxRectangle.fromRectangle(Ca),Ca.add(new mxRectangle((this.view.translate.x+this.backgroundImage.x)*ya,(this.view.translate.y+this.backgroundImage.y)*ya,this.backgroundImage.width* -ya,this.backgroundImage.height*ya)));if(null==Ca)throw Error(mxResources.get("drawingEmpty"));T=K/ya;Ma=U?-.5:0;var Ga=Graph.createSvgNode(Ma,Ma,Math.max(1,Math.ceil(Ca.width*T)+2*N)+(xa&&0==N?5:0),Math.max(1,Math.ceil(Ca.height*T)+2*N)+(xa&&0==N?5:0),y),Za=Ga.ownerDocument,Pa=null!=Za.createElementNS?Za.createElementNS(mxConstants.NS_SVG,"g"):Za.createElement("g");Ga.appendChild(Pa);var fb=this.createSvgCanvas(Pa);fb.foOffset=U?-.5:0;fb.textOffset=U?-.5:0;fb.imageOffset=U?-.5:0;fb.translate(Math.floor(N/ -K-Ca.x/ya),Math.floor(N/K-Ca.y/ya));var bb=document.createElement("div"),jb=fb.getAlternateText;fb.getAlternateText=function(ab,kb,hb,ob,vb,nb,Bb,yb,mb,pb,db,rb,tb){if(null!=nb&&0<this.state.fontSize)try{mxUtils.isNode(nb)?nb=nb.innerText:(bb.innerHTML=nb,nb=mxUtils.extractTextWithWhitespace(bb.childNodes));for(var zb=Math.ceil(2*ob/this.state.fontSize),wb=[],Ab=0,lb=0;(0==zb||Ab<zb)&&lb<nb.length;){var xb=nb.charCodeAt(lb);if(10==xb||13==xb){if(0<Ab)break}else wb.push(nb.charAt(lb)),255>xb&&Ab++; -lb++}wb.length<nb.length&&1<nb.length-wb.length&&(nb=mxUtils.trim(wb.join(""))+"...");return nb}catch(c){return jb.apply(this,arguments)}else return jb.apply(this,arguments)};var eb=this.backgroundImage;if(null!=eb){y=ya/K;var qb=this.view.translate;Ma=new mxRectangle((eb.x+qb.x)*y,(eb.y+qb.y)*y,eb.width*y,eb.height*y);mxUtils.intersects(Ca,Ma)&&fb.image(eb.x+qb.x,eb.y+qb.y,eb.width,eb.height,eb.src,!0)}fb.scale(T);fb.textEnabled=na;wa=null!=wa?wa:this.createSvgImageExport();var ub=wa.drawCellState, -Ya=wa.getLinkForCellState;wa.getLinkForCellState=function(ab,kb){var hb=Ya.apply(this,arguments);return null==hb||ab.view.graph.isCustomLink(hb)?null:hb};wa.getLinkTargetForCellState=function(ab,kb){return ab.view.graph.getLinkTargetForCell(ab.cell)};wa.drawCellState=function(ab,kb){for(var hb=ab.view.graph,ob=null!=Ba?Ba.get(ab.cell):hb.isCellSelected(ab.cell),vb=hb.model.getParent(ab.cell);!(W&&null==Ba||ob)&&null!=vb;)ob=null!=Ba?Ba.get(vb):hb.isCellSelected(vb),vb=hb.model.getParent(vb);(W&&null== -Ba||ob)&&ub.apply(this,arguments)};wa.drawState(this.getView().getState(this.model.root),fb);this.updateSvgLinks(Ga,ra,!0);this.addForeignObjectWarning(fb,Ga);return Ga}finally{za&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(y,K){if("0"!=urlParams["svg-warning"]&&0<K.getElementsByTagName("foreignObject").length){var N=y.createElement("switch"),T=y.createElement("g");T.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility"); -var U=y.createElement("a");U.setAttribute("transform","translate(0,-5)");null==U.setAttributeNS||K.ownerDocument!=document&&null==document.documentMode?(U.setAttribute("xlink:href",Graph.foreignObjectWarningLink),U.setAttribute("target","_blank")):(U.setAttributeNS(mxConstants.NS_XLINK,"xlink:href",Graph.foreignObjectWarningLink),U.setAttributeNS(mxConstants.NS_XLINK,"target","_blank"));y=y.createElement("text");y.setAttribute("text-anchor","middle");y.setAttribute("font-size","10px");y.setAttribute("x", -"50%");y.setAttribute("y","100%");mxUtils.write(y,Graph.foreignObjectWarningText);N.appendChild(T);U.appendChild(y);N.appendChild(U);K.appendChild(N)}};Graph.prototype.updateSvgLinks=function(y,K,N){y=y.getElementsByTagName("a");for(var T=0;T<y.length;T++)if(null==y[T].getAttribute("target")){var U=y[T].getAttribute("href");null==U&&(U=y[T].getAttribute("xlink:href"));null!=U&&(null!=K&&/^https?:\/\//.test(U)?y[T].setAttribute("target",K):N&&this.isCustomLink(U)&&y[T].setAttribute("href","javascript:void(0);"))}}; -Graph.prototype.createSvgCanvas=function(y){y=new mxSvgCanvas2D(y);y.minStrokeWidth=this.cellRenderer.minSvgStrokeWidth;y.pointerEvents=!0;return y};Graph.prototype.getSelectedElement=function(){var y=null;if(window.getSelection){var K=window.getSelection();K.getRangeAt&&K.rangeCount&&(y=K.getRangeAt(0).commonAncestorContainer)}else document.selection&&(y=document.selection.createRange().parentElement());return y};Graph.prototype.getSelectedEditingElement=function(){for(var y=this.getSelectedElement();null!= -y&&y.nodeType!=mxConstants.NODETYPE_ELEMENT;)y=y.parentNode;null!=y&&y==this.cellEditor.textarea&&1==this.cellEditor.textarea.children.length&&this.cellEditor.textarea.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&(y=this.cellEditor.textarea.firstChild);return y};Graph.prototype.getParentByName=function(y,K,N){for(;null!=y&&y.nodeName!=K;){if(y==N)return null;y=y.parentNode}return y};Graph.prototype.getParentByNames=function(y,K,N){for(;null!=y&&!(0<=mxUtils.indexOf(K,y.nodeName));){if(y==N)return null; -y=y.parentNode}return y};Graph.prototype.selectNode=function(y){var K=null;if(window.getSelection){if(K=window.getSelection(),K.getRangeAt&&K.rangeCount){var N=document.createRange();N.selectNode(y);K.removeAllRanges();K.addRange(N)}}else(K=document.selection)&&"Control"!=K.type&&(y=K.createRange(),y.collapse(!0),N=K.createRange(),N.setEndPoint("StartToStart",y),N.select())};Graph.prototype.flipEdgePoints=function(y,K,N){var T=this.getCellGeometry(y);if(null!=T){T=T.clone();if(null!=T.points)for(var U= -0;U<T.points.length;U++)K?T.points[U].x=N+(N-T.points[U].x):T.points[U].y=N+(N-T.points[U].y);U=function(W){null!=W&&(K?W.x=N+(N-W.x):W.y=N+(N-W.y))};U(T.getTerminalPoint(!0));U(T.getTerminalPoint(!1));this.model.setGeometry(y,T)}};Graph.prototype.flipChildren=function(y,K,N){this.model.beginUpdate();try{for(var T=this.model.getChildCount(y),U=0;U<T;U++){var W=this.model.getChildAt(y,U);if(this.model.isEdge(W))this.flipEdgePoints(W,K,N);else{var na=this.getCellGeometry(W);null!=na&&(na=na.clone(), -K?na.x=N+(N-na.x-na.width):na.y=N+(N-na.y-na.height),this.model.setGeometry(W,na))}}}finally{this.model.endUpdate()}};Graph.prototype.flipCells=function(y,K){this.model.beginUpdate();try{y=this.model.getTopmostCells(y);for(var N=[],T=0;T<y.length;T++)if(this.model.isEdge(y[T])){var U=this.view.getState(y[T]);null!=U&&this.flipEdgePoints(y[T],K,(K?U.getCenterX():U.getCenterY())/this.view.scale-(K?U.origin.x:U.origin.y)-(K?this.view.translate.x:this.view.translate.y))}else{var W=this.getCellGeometry(y[T]); -null!=W&&this.flipChildren(y[T],K,K?W.getCenterX()-W.x:W.getCenterY()-W.y);N.push(y[T])}this.toggleCellStyles(K?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,N)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(y,K){var N=null;if(null!=y&&0<y.length){this.model.beginUpdate();try{for(var T=0;T<y.length;T++){var U=this.model.getParent(y[T]);if(this.isTable(U)){var W=this.getCellGeometry(y[T]),na=this.getCellGeometry(U);null!=W&&null!=na&&(na=na.clone(),na.height-=W.height,this.model.setGeometry(U, -na))}}var wa=this.selectParentAfterDelete?this.model.getParents(y):null;this.removeCells(y,K)}finally{this.model.endUpdate()}if(null!=wa)for(N=[],T=0;T<wa.length;T++)this.model.contains(wa[T])&&(this.model.isVertex(wa[T])||this.model.isEdge(wa[T]))&&N.push(wa[T])}return N};Graph.prototype.insertTableColumn=function(y,K){var N=this.getModel();N.beginUpdate();try{var T=y,U=0;if(this.isTableCell(y)){var W=N.getParent(y);T=N.getParent(W);U=mxUtils.indexOf(N.getChildCells(W,!0),y)}else this.isTableRow(y)? -T=N.getParent(y):y=N.getChildCells(T,!0)[0],K||(U=N.getChildCells(y,!0).length-1);var na=N.getChildCells(T,!0),wa=Graph.minTableColumnWidth;for(y=0;y<na.length;y++){var ra=N.getChildCells(na[y],!0)[U],xa=N.cloneCell(ra,!1),Ea=this.getCellGeometry(xa);xa.value=null;xa.style=mxUtils.setStyle(mxUtils.setStyle(xa.style,"rowspan",null),"colspan",null);if(null!=Ea){null!=Ea.alternateBounds&&(Ea.width=Ea.alternateBounds.width,Ea.height=Ea.alternateBounds.height,Ea.alternateBounds=null);wa=Ea.width;var Na= -this.getCellGeometry(na[y]);null!=Na&&(Ea.height=Na.height)}N.add(na[y],xa,U+(K?0:1))}var Ma=this.getCellGeometry(T);null!=Ma&&(Ma=Ma.clone(),Ma.width+=wa,N.setGeometry(T,Ma))}finally{N.endUpdate()}};Graph.prototype.deleteLane=function(y){var K=this.getModel();K.beginUpdate();try{var N=null;N="stackLayout"==this.getCurrentCellStyle(y).childLayout?y:K.getParent(y);var T=K.getChildCells(N,!0);0==T.length?K.remove(N):(N==y&&(y=T[T.length-1]),K.remove(y))}finally{K.endUpdate()}};Graph.prototype.insertLane= -function(y,K){var N=this.getModel();N.beginUpdate();try{var T=null;if("stackLayout"==this.getCurrentCellStyle(y).childLayout){T=y;var U=N.getChildCells(T,!0);y=U[K?0:U.length-1]}else T=N.getParent(y);var W=T.getIndex(y);y=N.cloneCell(y,!1);y.value=null;N.add(T,y,W+(K?0:1))}finally{N.endUpdate()}};Graph.prototype.insertTableRow=function(y,K){var N=this.getModel();N.beginUpdate();try{var T=y,U=y;if(this.isTableCell(y))U=N.getParent(y),T=N.getParent(U);else if(this.isTableRow(y))T=N.getParent(y);else{var W= -N.getChildCells(T,!0);U=W[K?0:W.length-1]}var na=N.getChildCells(U,!0),wa=T.getIndex(U);U=N.cloneCell(U,!1);U.value=null;var ra=this.getCellGeometry(U);if(null!=ra){for(W=0;W<na.length;W++){y=N.cloneCell(na[W],!1);y.value=null;y.style=mxUtils.setStyle(mxUtils.setStyle(y.style,"rowspan",null),"colspan",null);var xa=this.getCellGeometry(y);null!=xa&&(null!=xa.alternateBounds&&(xa.width=xa.alternateBounds.width,xa.height=xa.alternateBounds.height,xa.alternateBounds=null),xa.height=ra.height);U.insert(y)}N.add(T, -U,wa+(K?0:1));var Ea=this.getCellGeometry(T);null!=Ea&&(Ea=Ea.clone(),Ea.height+=ra.height,N.setGeometry(T,Ea))}}finally{N.endUpdate()}};Graph.prototype.deleteTableColumn=function(y){var K=this.getModel();K.beginUpdate();try{var N=y,T=y;this.isTableCell(y)&&(T=K.getParent(y));this.isTableRow(T)&&(N=K.getParent(T));var U=K.getChildCells(N,!0);if(0==U.length)K.remove(N);else{this.isTableRow(T)||(T=U[0]);var W=K.getChildCells(T,!0);if(1>=W.length)K.remove(N);else{var na=W.length-1;this.isTableCell(y)&& -(na=mxUtils.indexOf(W,y));for(T=y=0;T<U.length;T++){var wa=K.getChildCells(U[T],!0)[na];K.remove(wa);var ra=this.getCellGeometry(wa);null!=ra&&(y=Math.max(y,ra.width))}var xa=this.getCellGeometry(N);null!=xa&&(xa=xa.clone(),xa.width-=y,K.setGeometry(N,xa))}}}finally{K.endUpdate()}};Graph.prototype.deleteTableRow=function(y){var K=this.getModel();K.beginUpdate();try{var N=y,T=y;this.isTableCell(y)&&(y=T=K.getParent(y));this.isTableRow(y)&&(N=K.getParent(T));var U=K.getChildCells(N,!0);if(1>=U.length)K.remove(N); -else{this.isTableRow(T)||(T=U[U.length-1]);K.remove(T);y=0;var W=this.getCellGeometry(T);null!=W&&(y=W.height);var na=this.getCellGeometry(N);null!=na&&(na=na.clone(),na.height-=y,K.setGeometry(N,na))}}finally{K.endUpdate()}};Graph.prototype.insertRow=function(y,K){for(var N=y.tBodies[0],T=N.rows[0].cells,U=y=0;U<T.length;U++){var W=T[U].getAttribute("colspan");y+=null!=W?parseInt(W):1}K=N.insertRow(K);for(U=0;U<y;U++)mxUtils.br(K.insertCell(-1));return K.cells[0]};Graph.prototype.deleteRow=function(y, -K){y.tBodies[0].deleteRow(K)};Graph.prototype.insertColumn=function(y,K){var N=y.tHead;if(null!=N)for(var T=0;T<N.rows.length;T++){var U=document.createElement("th");N.rows[T].appendChild(U);mxUtils.br(U)}y=y.tBodies[0];for(N=0;N<y.rows.length;N++)T=y.rows[N].insertCell(K),mxUtils.br(T);return y.rows[0].cells[0<=K?K:y.rows[0].cells.length-1]};Graph.prototype.deleteColumn=function(y,K){if(0<=K){y=y.tBodies[0].rows;for(var N=0;N<y.length;N++)y[N].cells.length>K&&y[N].deleteCell(K)}};Graph.prototype.pasteHtmlAtCaret= -function(y){if(window.getSelection){var K=window.getSelection();if(K.getRangeAt&&K.rangeCount){K=K.getRangeAt(0);K.deleteContents();var N=document.createElement("div");N.innerHTML=y;y=document.createDocumentFragment();for(var T;T=N.firstChild;)lastNode=y.appendChild(T);K.insertNode(y)}}else(K=document.selection)&&"Control"!=K.type&&K.createRange().pasteHTML(y)};Graph.prototype.createLinkForHint=function(y,K){function N(U,W){U.length>W&&(U=U.substring(0,Math.round(W/2))+"..."+U.substring(U.length- -Math.round(W/4)));return U}y=null!=y?y:"javascript:void(0);";if(null==K||0==K.length)K=this.isCustomLink(y)?this.getLinkTitle(y):y;var T=document.createElement("a");T.setAttribute("rel",this.linkRelation);T.setAttribute("href",this.getAbsoluteUrl(y));T.setAttribute("title",N(this.isCustomLink(y)?this.getLinkTitle(y):y,80));null!=this.linkTarget&&T.setAttribute("target",this.linkTarget);mxUtils.write(T,N(K,40));this.isCustomLink(y)&&mxEvent.addListener(T,"click",mxUtils.bind(this,function(U){this.customLinkClicked(y); -mxEvent.consume(U)}));return T};Graph.prototype.initTouch=function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first};this.addListener(mxEvent.START_EDITING,function(W,na){this.popupMenuHandler.hideMenu()});var y=this.updateMouseEvent;this.updateMouseEvent=function(W){W=y.apply(this,arguments);if(mxEvent.isTouchEvent(W.getEvent())&&null==W.getState()){var na=this.getCellAt(W.graphX,W.graphY);null!=na&&this.isSwimlane(na)&&this.hitsSwimlaneContent(na, -W.graphX,W.graphY)||(W.state=this.view.getState(na),null!=W.state&&null!=W.state.shape&&(this.container.style.cursor=W.state.shape.node.style.cursor))}null==W.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return W};var K=!1,N=!1,T=!1,U=this.fireMouseEvent;this.fireMouseEvent=function(W,na,wa){W==mxEvent.MOUSE_DOWN&&(na=this.updateMouseEvent(na),K=this.isCellSelected(na.getCell()),N=this.isSelectionEmpty(),T=this.popupMenuHandler.isMenuShowing());U.apply(this,arguments)};this.popupMenuHandler.mouseUp= -mxUtils.bind(this,function(W,na){var wa=mxEvent.isMouseEvent(na.getEvent());this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==na.getState()||!na.isSource(na.getState().control))&&(this.popupMenuHandler.popupTrigger||!T&&!wa&&(N&&null==na.getCell()&&this.isSelectionEmpty()||K&&this.isCellSelected(na.getCell())));wa=!K||wa?null:mxUtils.bind(this,function(ra){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var xa=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(na.getX()+ -xa.x+1,na.getY()+xa.y+1,ra,na.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler,[W,na,wa])})};mxCellEditor.prototype.isContentEditing=function(){var y=this.graph.view.getState(this.editingCell);return null!=y&&1==y.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!=this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var y="";window.getSelection?y=window.getSelection(): -document.getSelection?y=document.getSelection():document.selection&&(y=document.selection.createRange().text);return""!=y};mxCellEditor.prototype.insertTab=function(y){var K=this.textarea.ownerDocument.defaultView.getSelection(),N=K.getRangeAt(0),T="\t";if(null!=y)for(T="";0<y;)T+=" ",y--;y=document.createElement("span");y.style.whiteSpace="pre";y.appendChild(document.createTextNode(T));N.insertNode(y);N.setStartAfter(y);N.setEndAfter(y);K.removeAllRanges();K.addRange(N)};mxCellEditor.prototype.alignText= -function(y,K){var N=null!=K&&mxEvent.isShiftDown(K);if(N||null!=window.getSelection&&null!=window.getSelection().containsNode){var T=!0;this.graph.processElements(this.textarea,function(U){N||window.getSelection().containsNode(U,!0)?(U.removeAttribute("align"),U.style.textAlign=null):T=!1});T&&this.graph.cellEditor.setAlign(y)}document.execCommand("justify"+y.toLowerCase(),!1,null)};mxCellEditor.prototype.saveSelection=function(){if(window.getSelection){var y=window.getSelection();if(y.getRangeAt&& -y.rangeCount){for(var K=[],N=0,T=y.rangeCount;N<T;++N)K.push(y.getRangeAt(N));return K}}else if(document.selection&&document.selection.createRange)return document.selection.createRange();return null};mxCellEditor.prototype.restoreSelection=function(y){try{if(y)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var K=0,N=y.length;K<N;++K)sel.addRange(y[K])}else document.selection&&y.select&&y.select()}catch(T){}};var C=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel= -function(y){null!=y.text&&(y.text.replaceLinefeeds="0"!=mxUtils.getValue(y.style,"nl2Br","1"));C.apply(this,arguments)};var I=mxConstraintHandler.prototype.update;mxConstraintHandler.prototype.update=function(y,K){this.isKeepFocusEvent(y)||!mxEvent.isAltDown(y.getEvent())?I.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape=function(y){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var G=mxCellEditor.prototype.startEditing; -mxCellEditor.prototype.startEditing=function(y,K){y=this.graph.getStartEditingCell(y,K);G.apply(this,arguments);var N=this.graph.view.getState(y);this.textarea.className=null!=N&&1==N.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(y);N=this.graph.getModel().getParent(y);var T=this.graph.getCellGeometry(y);if(this.graph.getModel().isEdge(N)&&null!=T&&T.relative||this.graph.getModel().isEdge(y))this.textarea.style.outline= -mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var Z=mxCellEditor.prototype.installListeners;mxCellEditor.prototype.installListeners=function(y){function K(U,W){W.originalNode=U;U=U.firstChild;for(var na=W.firstChild;null!=U&&null!=na;)K(U,na),U=U.nextSibling,na=na.nextSibling;return W}function N(U,W){if(null!=U)if(W.originalNode!=U)T(U);else for(U=U.firstChild,W=W.firstChild;null!=U;){var na=U.nextSibling;null==W?T(U):(N(U,W),W=W.nextSibling);U=na}}function T(U){for(var W= -U.firstChild;null!=W;){var na=W.nextSibling;T(W);W=na}1==U.nodeType&&("BR"===U.nodeName||null!=U.firstChild)||3==U.nodeType&&0!=mxUtils.trim(mxUtils.getTextContent(U)).length?(3==U.nodeType&&mxUtils.setTextContent(U,mxUtils.getTextContent(U).replace(/\n|\r/g,"")),1==U.nodeType&&(U.removeAttribute("style"),U.removeAttribute("class"),U.removeAttribute("width"),U.removeAttribute("cellpadding"),U.removeAttribute("cellspacing"),U.removeAttribute("border"))):U.parentNode.removeChild(U)}Z.apply(this,arguments); -7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(U){var W=K(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")||0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?N(this.textarea,W):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var y=this.graph.view.getState(this.editingCell); -if(null!=y){var K=null!=y&&"0"!=mxUtils.getValue(y.style,"nl2Br","1"),N=this.saveSelection();if(this.codeViewMode){wa=mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<wa.length&&"\n"==wa.charAt(wa.length-1)&&(wa=wa.substring(0,wa.length-1));wa=this.graph.sanitizeHtml(K?wa.replace(/\n/g,"<br/>"):wa,!0);this.textarea.className="mxCellEditor geContentEditable";ra=mxUtils.getValue(y.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);K=mxUtils.getValue(y.style,mxConstants.STYLE_FONTFAMILY, -mxConstants.DEFAULT_FONTFAMILY);var T=mxUtils.getValue(y.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT),U=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,W=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,na=[];(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&na.push("underline");(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE, -0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&na.push("line-through");this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ra*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ra)+"px";this.textarea.style.textDecoration=na.join(" ");this.textarea.style.fontWeight=U?"bold":"normal";this.textarea.style.fontStyle=W?"italic":"";this.textarea.style.fontFamily=K;this.textarea.style.textAlign=T;this.textarea.style.padding= -"0px";this.textarea.innerHTML!=wa&&(this.textarea.innerHTML=wa,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&&this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var wa=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(wa=mxUtils.replaceTrailingNewlines(wa,"<div><br></div>"));wa=this.graph.sanitizeHtml(K? -wa.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):wa,!0);this.textarea.className="mxCellEditor mxPlainTextEditor";var ra=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(ra*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(ra)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY; -this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!=wa&&(this.textarea.innerHTML=wa);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&&this.restoreSelection(this.switchSelectionState);this.switchSelectionState=N;this.resize()}};var ca=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(y,K){if(null!=this.textarea)if(y=this.graph.getView().getState(this.editingCell),this.codeViewMode&& -null!=y){var N=y.view.scale;this.bounds=mxRectangle.fromRectangle(y);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width=160*N;this.bounds.height=60*N;var T=null!=y.text?y.text.margin:null;null==T&&(T=mxUtils.getAlignmentAsPoint(mxUtils.getValue(y.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),mxUtils.getValue(y.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE)));this.bounds.x+=T.x*this.bounds.width;this.bounds.y+=T.y*this.bounds.height}this.textarea.style.width= -Math.round((this.bounds.width-4)/N)+"px";this.textarea.style.height=Math.round((this.bounds.height-4)/N)+"px";this.textarea.style.overflow="auto";this.textarea.clientHeight<this.textarea.offsetHeight&&(this.textarea.style.height=Math.round(this.bounds.height/N)+(this.textarea.offsetHeight-this.textarea.clientHeight)+"px",this.bounds.height=parseInt(this.textarea.style.height)*N);this.textarea.clientWidth<this.textarea.offsetWidth&&(this.textarea.style.width=Math.round(this.bounds.width/N)+(this.textarea.offsetWidth- -this.textarea.clientWidth)+"px",this.bounds.width=parseInt(this.textarea.style.width)*N);this.textarea.style.left=Math.round(this.bounds.x)+"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+N+","+N+")")}else this.textarea.style.height="",this.textarea.style.overflow="",ca.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(y,K){if("0"==mxUtils.getValue(y.style, -"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var N=this.graph.getEditingValue(y.cell,K);"1"==mxUtils.getValue(y.style,"nl2Br","1")&&(N=N.replace(/\n/g,"<br/>"));return N=this.graph.sanitizeHtml(N,!0)};mxCellEditorGetCurrentValue=mxCellEditor.prototype.getCurrentValue;mxCellEditor.prototype.getCurrentValue=function(y){if("0"==mxUtils.getValue(y.style,"html","0"))return mxCellEditorGetCurrentValue.apply(this,arguments);var K=this.graph.sanitizeHtml(this.textarea.innerHTML,!0); -return K="1"==mxUtils.getValue(y.style,"nl2Br","1")?K.replace(/\r\n/g,"<br/>").replace(/\n/g,"<br/>"):K.replace(/\r\n/g,"").replace(/\n/g,"")};var ba=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(y){this.codeViewMode&&this.toggleViewMode();ba.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(y){}};var Y=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(y,K){this.graph.getModel().beginUpdate(); -try{Y.apply(this,arguments),""==K&&this.graph.isCellDeletable(y.cell)&&0==this.graph.model.getChildCount(y.cell)&&this.graph.isTransparentState(y)&&this.graph.removeCells([y.cell],!1)}finally{this.graph.getModel().endUpdate()}};mxCellEditor.prototype.getBackgroundColor=function(y){var K=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,null);null!=K&&K!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!= -mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(K=mxUtils.getValue(y.style,mxConstants.STYLE_FILLCOLOR,null));K==mxConstants.NONE&&(K=null);return K};mxCellEditor.prototype.getBorderColor=function(y){var K=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BORDERCOLOR,null);null!=K&&K!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(K=mxUtils.getValue(y.style, -mxConstants.STYLE_STROKECOLOR,null));K==mxConstants.NONE&&(K=null);return K};mxCellEditor.prototype.getMinimumSize=function(y){var K=this.graph.getView().scale;return new mxRectangle(0,0,null==y.text?30:y.text.size*K+20,30)};mxGraphHandlerIsValidDropTarget=mxGraphHandler.prototype.isValidDropTarget;mxGraphHandler.prototype.isValidDropTarget=function(y,K){return mxGraphHandlerIsValidDropTarget.apply(this,arguments)&&!mxEvent.isAltDown(K.getEvent)};mxGraphView.prototype.formatUnitText=function(y){return y? -e(y,this.unit):y};mxGraphHandler.prototype.updateHint=function(y){if(null!=this.pBounds&&(null!=this.shape||this.livePreviewActive)){null==this.hint&&(this.hint=b(),this.graph.container.appendChild(this.hint));var K=this.graph.view.translate,N=this.graph.view.scale;y=this.roundLength((this.bounds.x+this.currentDx)/N-K.x);K=this.roundLength((this.bounds.y+this.currentDy)/N-K.y);N=this.graph.view.unit;this.hint.innerHTML=e(y,N)+", "+e(K,N);this.hint.style.left=this.pBounds.x+this.currentDx+Math.round((this.pBounds.width- -this.hint.clientWidth)/2)+"px";this.hint.style.top=this.pBounds.y+this.currentDy+this.pBounds.height+Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var O=mxStackLayout.prototype.resizeCell;mxStackLayout.prototype.resizeCell=function(y,K){O.apply(this,arguments);var N=this.graph.getCellStyle(y);if(null==N.childLayout){var T=this.graph.model.getParent(y),U=null!=T?this.graph.getCellGeometry(T):null; -if(null!=U&&(N=this.graph.getCellStyle(T),"stackLayout"==N.childLayout)){var W=parseFloat(mxUtils.getValue(N,"stackBorder",mxStackLayout.prototype.border));N="1"==mxUtils.getValue(N,"horizontalStack","1");var na=this.graph.getActualStartSize(T);U=U.clone();N?U.height=K.height+na.y+na.height+2*W:U.width=K.width+na.x+na.width+2*W;this.graph.model.setGeometry(T,U)}}};var la=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function y(wa){N.get(wa)|| -(N.put(wa,!0),U.push(wa))}for(var K=la.apply(this,arguments),N=new mxDictionary,T=this.graph.model,U=[],W=0;W<K.length;W++){var na=K[W];this.graph.isTableCell(na)?y(T.getParent(T.getParent(na))):this.graph.isTableRow(na)&&y(T.getParent(na));y(na)}return U};var aa=mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(y){var K=aa.apply(this,arguments);K.stroke="#C0C0C0";K.strokewidth=1;return K};var ia=mxEdgeHandler.prototype.createParentHighlightShape; -mxEdgeHandler.prototype.createParentHighlightShape=function(y){var K=ia.apply(this,arguments);K.stroke="#C0C0C0";K.strokewidth=1;return K};mxVertexHandler.prototype.rotationHandleVSpacing=-12;mxVertexHandler.prototype.getRotationHandlePosition=function(){var y=this.getHandlePadding();return new mxPoint(this.bounds.x+this.bounds.width-this.rotationHandleVSpacing+y.x/2,this.bounds.y+this.rotationHandleVSpacing-y.y/2)};mxVertexHandler.prototype.isRecursiveResize=function(y,K){return this.graph.isRecursiveVertexResize(y)&& -!mxEvent.isAltDown(K.getEvent())};mxVertexHandler.prototype.isCenteredEvent=function(y,K){return mxEvent.isControlDown(K.getEvent())||mxEvent.isMetaDown(K.getEvent())};var X=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible=function(){return X.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)? -this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))):this.bounds};var R=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return R.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var sa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(y){return y.tableHandle||sa.apply(this,arguments)&& -(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset=function(){var y=0;this.graph.isTableRow(this.state.cell)?y=1:this.graph.isTableCell(this.state.cell)&&(y=2);return y};var M=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return M.apply(this,arguments).grow(-this.getSelectionBorderInset())};var ka=null,L=mxVertexHandler.prototype.createCustomHandles; -mxVertexHandler.prototype.createCustomHandles=function(){null==ka&&(ka=mxCellRenderer.defaultShapes.tableLine);var y=L.apply(this,arguments);if(this.graph.isTable(this.state.cell)){var K=function(Ba,Ca,ya){for(var Ga=[],Za=0;Za<Ba.length;Za++){var Pa=Ba[Za];Ga.push(null==Pa?null:new mxPoint((ra+Pa.x+Ca)*W,(xa+Pa.y+ya)*W))}return Ga},N=this,T=this.graph,U=T.model,W=T.view.scale,na=this.state,wa=this.selectionBorder,ra=this.state.origin.x+T.view.translate.x,xa=this.state.origin.y+T.view.translate.y; -null==y&&(y=[]);var Ea=T.view.getCellStates(U.getChildCells(this.state.cell,!0));if(0<Ea.length){var Na=U.getChildCells(Ea[0].cell,!0),Ma=T.getTableLines(this.state.cell,!1,!0),za=T.getTableLines(this.state.cell,!0,!1);for(U=0;U<Ea.length;U++)mxUtils.bind(this,function(Ba){var Ca=Ea[Ba],ya=Ba<Ea.length-1?Ea[Ba+1]:null;ya=null!=ya?T.getCellGeometry(ya.cell):null;var Ga=null!=ya&&null!=ya.alternateBounds?ya.alternateBounds:ya;ya=null!=za[Ba]?new ka(za[Ba],mxConstants.NONE,1):new mxLine(new mxRectangle, -mxConstants.NONE,1,!1);ya.isDashed=wa.isDashed;ya.svgStrokeTolerance++;Ca=new mxHandle(Ca,"row-resize",null,ya);Ca.tableHandle=!0;var Za=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Za?mxConstants.NONE:wa.stroke;if(this.shape.constructor==ka)this.shape.line=K(za[Ba],0,Za),this.shape.updateBoundsFromLine();else{var fb=T.getActualStartSize(na.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y= -this.state.y+this.state.height+Za*W;this.shape.bounds.x=na.x+(Ba==Ea.length-1?0:fb.x*W);this.shape.bounds.width=na.width-(Ba==Ea.length-1?0:fb.width+fb.x+W)}this.shape.redraw()}};var Pa=!1;Ca.setPosition=function(fb,bb,jb){Za=Math.max(Graph.minTableRowHeight-fb.height,bb.y-fb.y-fb.height);Pa=mxEvent.isShiftDown(jb.getEvent());null!=Ga&&Pa&&(Za=Math.min(Za,Ga.height-Graph.minTableRowHeight))};Ca.execute=function(fb){if(0!=Za)T.setTableRowHeight(this.state.cell,Za,!Pa);else if(!N.blockDelayedSelection){var bb= -T.getCellAt(fb.getGraphX(),fb.getGraphY())||na.cell;T.graphHandler.selectCellForEvent(bb,fb)}Za=0};Ca.reset=function(){Za=0};y.push(Ca)})(U);for(U=0;U<Na.length;U++)mxUtils.bind(this,function(Ba){var Ca=T.view.getState(Na[Ba]),ya=T.getCellGeometry(Na[Ba]),Ga=null!=ya.alternateBounds?ya.alternateBounds:ya;null==Ca&&(Ca=new mxCellState(T.view,Na[Ba],T.getCellStyle(Na[Ba])),Ca.x=na.x+ya.x*W,Ca.y=na.y+ya.y*W,Ca.width=Ga.width*W,Ca.height=Ga.height*W,Ca.updateCachedBounds());ya=Ba<Na.length-1?Na[Ba+1]: -null;ya=null!=ya?T.getCellGeometry(ya):null;var Za=null!=ya&&null!=ya.alternateBounds?ya.alternateBounds:ya;ya=null!=Ma[Ba]?new ka(Ma[Ba],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!0);ya.isDashed=wa.isDashed;ya.svgStrokeTolerance++;Ca=new mxHandle(Ca,"col-resize",null,ya);Ca.tableHandle=!0;var Pa=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!=this.shape){this.shape.stroke=0==Pa?mxConstants.NONE:wa.stroke; -if(this.shape.constructor==ka)this.shape.line=K(Ma[Ba],Pa,0),this.shape.updateBoundsFromLine();else{var bb=T.getActualStartSize(na.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x=this.state.x+(Ga.width+Pa)*W;this.shape.bounds.y=na.y+(Ba==Na.length-1?0:bb.y*W);this.shape.bounds.height=na.height-(Ba==Na.length-1?0:(bb.height+bb.y)*W)}this.shape.redraw()}};var fb=!1;Ca.setPosition=function(bb,jb,eb){Pa=Math.max(Graph.minTableColumnWidth-Ga.width,jb.x-bb.x-Ga.width);fb=mxEvent.isShiftDown(eb.getEvent()); -null==Za||fb||(Pa=Math.min(Pa,Za.width-Graph.minTableColumnWidth))};Ca.execute=function(bb){if(0!=Pa)T.setTableColumnWidth(this.state.cell,Pa,fb);else if(!N.blockDelayedSelection){var jb=T.getCellAt(bb.getGraphX(),bb.getGraphY())||na.cell;T.graphHandler.selectCellForEvent(jb,bb)}Pa=0};Ca.positionChanged=function(){};Ca.reset=function(){Pa=0};y.push(Ca)})(U)}}return null!=y?y.reverse():null};var S=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(y){S.apply(this, -arguments);if(null!=this.moveHandles)for(var K=0;K<this.moveHandles.length;K++)this.moveHandles[K].style.visibility=y?"":"hidden";if(null!=this.cornerHandles)for(K=0;K<this.cornerHandles.length;K++)this.cornerHandles[K].node.style.visibility=y?"":"hidden"};mxVertexHandler.prototype.refreshMoveHandles=function(){var y=this.graph.model;if(null!=this.moveHandles){for(var K=0;K<this.moveHandles.length;K++)this.moveHandles[K].parentNode.removeChild(this.moveHandles[K]);this.moveHandles=null}this.moveHandles= -[];for(K=0;K<y.getChildCount(this.state.cell);K++)mxUtils.bind(this,function(N){if(null!=N&&y.isVertex(N.cell)){var T=mxUtils.createImage(Editor.rowMoveImage);T.style.position="absolute";T.style.cursor="pointer";T.style.width="7px";T.style.height="4px";T.style.padding="4px 2px 4px 2px";T.rowState=N;mxEvent.addGestureListeners(T,mxUtils.bind(this,function(U){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);!this.graph.isToggleEvent(U)&&this.graph.isCellSelected(N.cell)||this.graph.selectCellForEvent(N.cell, -U);mxEvent.isPopupTrigger(U)||(this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(U),mxEvent.getClientY(U),this.graph.getSelectionCells()),this.graph.graphHandler.cellWasClicked=!0,this.graph.isMouseTrigger=mxEvent.isMouseEvent(U),this.graph.isMouseDown=!0);mxEvent.consume(U)}),null,mxUtils.bind(this,function(U){mxEvent.isPopupTrigger(U)&&(this.graph.popupMenuHandler.popup(mxEvent.getClientX(U),mxEvent.getClientY(U),N.cell,U),mxEvent.consume(U))}));this.moveHandles.push(T);this.graph.container.appendChild(T)}})(this.graph.view.getState(y.getChildAt(this.state.cell, -K)))};mxVertexHandler.prototype.refresh=function(){if(null!=this.customHandles){for(var y=0;y<this.customHandles.length;y++)this.customHandles[y].destroy();this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&&this.refreshMoveHandles()};var ja=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var y=new mxPoint(0,0),K=this.tolerance,N=this.state.style.shape;null==mxCellRenderer.defaultShapes[N]&&mxStencilRegistry.getStencil(N); -N=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!N&&null!=this.customHandles)for(var T=0;T<this.customHandles.length;T++)if(null!=this.customHandles[T].shape&&null!=this.customHandles[T].shape.bounds){var U=this.customHandles[T].shape.bounds,W=U.getCenterX(),na=U.getCenterY();if(Math.abs(this.state.x-W)<U.width/2||Math.abs(this.state.y-na)<U.height/2||Math.abs(this.state.x+this.state.width-W)<U.width/2||Math.abs(this.state.y+this.state.height-na)< -U.height/2){N=!0;break}}N&&null!=this.sizers&&0<this.sizers.length&&null!=this.sizers[0]?(K/=2,this.graph.isTable(this.state.cell)&&(K+=7),y.x=this.sizers[0].bounds.width+K,y.y=this.sizers[0].bounds.height+K):y=ja.apply(this,arguments);return y};mxVertexHandler.prototype.updateHint=function(y){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°"; -else{y=this.state.view.scale;var K=this.state.view.unit;this.hint.innerHTML=e(this.roundLength(this.bounds.width/y),K)+" x "+e(this.roundLength(this.bounds.height/y),K)}y=mxUtils.getBoundingBox(this.bounds,null!=this.currentAlpha?this.currentAlpha:this.state.style[mxConstants.STYLE_ROTATION]||"0");null==y&&(y=this.bounds);this.hint.style.left=y.x+Math.round((y.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=y.y+y.height+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display= -"none")}};mxVertexHandler.prototype.removeHint=function(){mxGraphHandler.prototype.removeHint.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.display="")};var ma=mxEdgeHandler.prototype.mouseMove;mxEdgeHandler.prototype.mouseMove=function(y,K){ma.apply(this,arguments);null!=this.linkHint&&"none"!=this.linkHint.style.display&&null!=this.graph.graphHandler&&null!=this.graph.graphHandler.first&&(this.linkHint.style.display="none")};var u=mxEdgeHandler.prototype.mouseUp;mxEdgeHandler.prototype.mouseUp= -function(y,K){u.apply(this,arguments);null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="")};mxEdgeHandler.prototype.updateHint=function(y,K){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));var N=this.graph.view.translate,T=this.graph.view.scale,U=this.roundLength(K.x/T-N.x);N=this.roundLength(K.y/T-N.y);T=this.graph.view.unit;this.hint.innerHTML=e(U,T)+", "+e(N,T);this.hint.style.visibility="visible";if(this.isSource||this.isTarget)null!= -this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(U=this.constraintHandler.currentConstraint.point,this.hint.innerHTML="["+Math.round(100*U.x)+"%, "+Math.round(100*U.y)+"%]"):this.marker.hasValidState()&&(this.hint.style.visibility="hidden");this.hint.style.left=Math.round(y.getGraphX()-this.hint.clientWidth/2)+"px";this.hint.style.top=Math.max(y.getGraphY(),K.y)+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")};Graph.prototype.expandedImage= -Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="50%" y1="0%" x2="50%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 2 4.5 L 7 4.5 z" stroke="#000"/>');Graph.prototype.collapsedImage=Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="0%" y1="0%" x2="100%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 4.5 2 L 4.5 7 M 2 4.5 L 7 4.5 z" stroke="#000"/>'); -mxEdgeHandler.prototype.removeHint=mxVertexHandler.prototype.removeHint;HoverIcons.prototype.mainHandle=Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="5" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.endMainHandle=Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.secondaryHandle=Graph.createSvgImage(16,16,'<path d="m 8 3 L 13 8 L 8 13 L 3 8 z" stroke="#fff" fill="#fca000"/>'); -HoverIcons.prototype.fixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>');HoverIcons.prototype.endFixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>');HoverIcons.prototype.terminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+ -'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.endTerminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.rotationHandle=Graph.createSvgImage(16,16,'<path stroke="'+HoverIcons.prototype.arrowFill+'" fill="'+HoverIcons.prototype.arrowFill+'" d="M15.55 5.55L11 1v3.07C7.06 4.56 4 7.92 4 12s3.05 7.44 7 7.93v-2.02c-2.84-.48-5-2.94-5-5.91s2.16-5.43 5-5.91V10l4.55-4.45zM19.93 11c-.17-1.39-.72-2.73-1.62-3.89l-1.42 1.42c.54.75.88 1.6 1.02 2.47h2.02zM13 17.9v2.02c1.39-.17 2.74-.71 3.9-1.61l-1.44-1.44c-.75.54-1.59.89-2.46 1.03zm3.89-2.42l1.42 1.41c.9-1.16 1.45-2.5 1.62-3.89h-2.02c-.14.87-.48 1.72-1.02 2.48z"/>', +Graph.prototype.getPagePadding=function(){return new mxPoint(0,0)};Graph.prototype.loadStylesheet=function(){var y=null!=this.themes?this.themes[this.defaultThemeName]:mxStyleRegistry.dynamicLoading?mxUtils.load(STYLE_PATH+"/default.xml").getDocumentElement():null;null!=y&&(new mxCodec(y.ownerDocument)).decode(y,this.getStylesheet())};Graph.prototype.createCellLookup=function(y,M){M=null!=M?M:{};for(var N=0;N<y.length;N++){var S=y[N];M[mxObjectIdentity.get(S)]=S.getId();for(var X=this.model.getChildCount(S), +ha=0;ha<X;ha++)this.createCellLookup([this.model.getChildAt(S,ha)],M)}return M};Graph.prototype.createCellMapping=function(y,M,N){N=null!=N?N:{};for(var S in y){var X=M[S];null==N[X]&&(N[X]=y[S].getId()||"")}return N};Graph.prototype.importGraphModel=function(y,M,N,S){M=null!=M?M:0;N=null!=N?N:0;var X=new mxCodec(y.ownerDocument),ha=new mxGraphModel;X.decode(y,ha);y=[];X={};var la={},xa=ha.getChildren(this.cloneCell(ha.root,this.isCloneInvalidEdges(),X));if(null!=xa){var sa=this.createCellLookup([ha.root]); +xa=xa.slice();this.model.beginUpdate();try{if(1!=xa.length||this.isCellLocked(this.getDefaultParent()))for(ha=0;ha<xa.length;ha++)ya=this.model.getChildren(this.moveCells([xa[ha]],M,N,!1,this.model.getRoot())[0]),null!=ya&&(y=y.concat(ya));else{var ya=ha.getChildren(xa[0]);null!=ya&&(y=this.moveCells(ya,M,N,!1,this.getDefaultParent()),la[ha.getChildAt(ha.root,0).getId()]=this.getDefaultParent().getId())}if(null!=y&&(this.createCellMapping(X,sa,la),this.updateCustomLinks(la,y),S)){this.isGridEnabled()&& +(M=this.snap(M),N=this.snap(N));var Fa=this.getBoundingBoxFromGeometry(y,!0);null!=Fa&&this.moveCells(y,M-Fa.x,N-Fa.y)}}finally{this.model.endUpdate()}}return y};Graph.prototype.encodeCells=function(y){for(var M={},N=this.cloneCells(y,null,M),S=new mxDictionary,X=0;X<y.length;X++)S.put(y[X],!0);var ha=new mxCodec,la=new mxGraphModel,xa=la.getChildAt(la.getRoot(),0);for(X=0;X<N.length;X++){la.add(xa,N[X]);var sa=this.view.getState(y[X]);if(null!=sa){var ya=this.getCellGeometry(N[X]);null!=ya&&ya.relative&& +!this.model.isEdge(y[X])&&null==S.get(this.model.getParent(y[X]))&&(ya.offset=null,ya.relative=!1,ya.x=sa.x/sa.view.scale-sa.view.translate.x,ya.y=sa.y/sa.view.scale-sa.view.translate.y)}}this.updateCustomLinks(this.createCellMapping(M,this.createCellLookup(y)),N);return ha.encode(la)};Graph.prototype.isSwimlane=function(y,M){var N=null;null==y||this.model.isEdge(y)||this.model.getParent(y)==this.model.getRoot()||(N=this.getCurrentCellStyle(y,M)[mxConstants.STYLE_SHAPE]);return N==mxConstants.SHAPE_SWIMLANE|| +"table"==N||"tableRow"==N};var K=Graph.prototype.isExtendParent;Graph.prototype.isExtendParent=function(y){var M=this.model.getParent(y);if(null!=M){var N=this.getCurrentCellStyle(M);if(null!=N.expand)return"0"!=N.expand}return K.apply(this,arguments)&&(null==M||!this.isTable(M))};var Q=Graph.prototype.splitEdge;Graph.prototype.splitEdge=function(y,M,N,S,X,ha,la,xa){null==xa&&(xa=this.model.getParent(y),this.isTable(xa)||this.isTableRow(xa))&&(xa=this.getCellAt(ha,la,null,!0,!1));N=null;this.model.beginUpdate(); +try{N=Q.apply(this,[y,M,N,S,X,ha,la,xa]);this.model.setValue(N,"");var sa=this.getChildCells(N,!0);for(M=0;M<sa.length;M++){var ya=this.getCellGeometry(sa[M]);null!=ya&&ya.relative&&0<ya.x&&this.model.remove(sa[M])}var Fa=this.getChildCells(y,!0);for(M=0;M<Fa.length;M++)ya=this.getCellGeometry(Fa[M]),null!=ya&&ya.relative&&0>=ya.x&&this.model.remove(Fa[M]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,null,[N]);this.setCellStyles(mxConstants.STYLE_ENDARROW,mxConstants.NONE,[N]);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +null,[y]);this.setCellStyles(mxConstants.STYLE_STARTARROW,mxConstants.NONE,[y]);var wa=this.model.getTerminal(N,!1);if(null!=wa){var ua=this.getCurrentCellStyle(wa);null!=ua&&"1"==ua.snapToPoint&&(this.setCellStyles(mxConstants.STYLE_EXIT_X,null,[y]),this.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[y]),this.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[N]),this.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[N]))}}finally{this.model.endUpdate()}return N};var d=Graph.prototype.selectCell;Graph.prototype.selectCell= +function(y,M,N){if(M||N)d.apply(this,arguments);else{var S=this.getSelectionCell(),X=null,ha=[],la=mxUtils.bind(this,function(xa){if(null!=this.view.getState(xa)&&(this.model.isVertex(xa)||this.model.isEdge(xa)))if(ha.push(xa),xa==S)X=ha.length-1;else if(y&&null==S&&0<ha.length||null!=X&&y&&ha.length>X||!y&&0<X)return;for(var sa=0;sa<this.model.getChildCount(xa);sa++)la(this.model.getChildAt(xa,sa))});la(this.model.root);0<ha.length&&(X=null!=X?mxUtils.mod(X+(y?1:-1),ha.length):0,this.setSelectionCell(ha[X]))}}; +Graph.prototype.swapShapes=function(y,M,N,S,X,ha,la){M=!1;if(!S&&null!=X&&1==y.length&&(S=this.view.getState(X),N=this.view.getState(y[0]),null!=S&&null!=N&&(null!=ha&&mxEvent.isShiftDown(ha)||"umlLifeline"==S.style.shape&&"umlLifeline"==N.style.shape)&&(S=this.getCellGeometry(X),ha=this.getCellGeometry(y[0]),null!=S&&null!=ha))){M=S.clone();S=ha.clone();S.x=M.x;S.y=M.y;M.x=ha.x;M.y=ha.y;this.model.beginUpdate();try{this.model.setGeometry(X,M),this.model.setGeometry(y[0],S)}finally{this.model.endUpdate()}M= +!0}return M};var f=Graph.prototype.moveCells;Graph.prototype.moveCells=function(y,M,N,S,X,ha,la){if(this.swapShapes(y,M,N,S,X,ha,la))return y;la=null!=la?la:{};if(this.isTable(X)){for(var xa=[],sa=0;sa<y.length;sa++)this.isTable(y[sa])?xa=xa.concat(this.model.getChildCells(y[sa],!0).reverse()):xa.push(y[sa]);y=xa}this.model.beginUpdate();try{xa=[];for(sa=0;sa<y.length;sa++)if(null!=X&&this.isTableRow(y[sa])){var ya=this.model.getParent(y[sa]),Fa=this.getCellGeometry(y[sa]);this.isTable(ya)&&xa.push(ya); +if(null!=ya&&null!=Fa&&this.isTable(ya)&&this.isTable(X)&&(S||ya!=X)){if(!S){var wa=this.getCellGeometry(ya);null!=wa&&(wa=wa.clone(),wa.height-=Fa.height,this.model.setGeometry(ya,wa))}wa=this.getCellGeometry(X);null!=wa&&(wa=wa.clone(),wa.height+=Fa.height,this.model.setGeometry(X,wa));var ua=this.model.getChildCells(X,!0);if(0<ua.length){y[sa]=S?this.cloneCell(y[sa]):y[sa];var La=this.model.getChildCells(y[sa],!0),Oa=this.model.getChildCells(ua[0],!0),Ca=Oa.length-La.length;if(0<Ca)for(var Ma= +0;Ma<Ca;Ma++){var Ga=this.cloneCell(La[La.length-1]);null!=Ga&&(Ga.value="",this.model.add(y[sa],Ga))}else if(0>Ca)for(Ma=0;Ma>Ca;Ma--)this.model.remove(La[La.length+Ma-1]);La=this.model.getChildCells(y[sa],!0);for(Ma=0;Ma<Oa.length;Ma++){var Ya=this.getCellGeometry(Oa[Ma]),db=this.getCellGeometry(La[Ma]);null!=Ya&&null!=db&&(db=db.clone(),db.width=Ya.width,this.model.setGeometry(La[Ma],db))}}}}var eb=f.apply(this,arguments);for(sa=0;sa<xa.length;sa++)!S&&this.model.contains(xa[sa])&&0==this.model.getChildCount(xa[sa])&& +this.model.remove(xa[sa]);S&&this.updateCustomLinks(this.createCellMapping(la,this.createCellLookup(y)),eb)}finally{this.model.endUpdate()}return eb};var g=Graph.prototype.removeCells;Graph.prototype.removeCells=function(y,M){var N=[];this.model.beginUpdate();try{for(var S=0;S<y.length;S++)if(this.isTableCell(y[S])){var X=this.model.getParent(y[S]),ha=this.model.getParent(X);1==this.model.getChildCount(X)&&1==this.model.getChildCount(ha)?0>mxUtils.indexOf(y,ha)&&0>mxUtils.indexOf(N,ha)&&N.push(ha): +this.labelChanged(y[S],"")}else{if(this.isTableRow(y[S])&&(ha=this.model.getParent(y[S]),0>mxUtils.indexOf(y,ha)&&0>mxUtils.indexOf(N,ha))){for(var la=this.model.getChildCells(ha,!0),xa=0,sa=0;sa<la.length;sa++)0<=mxUtils.indexOf(y,la[sa])&&xa++;xa==la.length&&N.push(ha)}N.push(y[S])}N=g.apply(this,[N,M])}finally{this.model.endUpdate()}return N};Graph.prototype.updateCustomLinks=function(y,M,N){N=null!=N?N:new Graph;for(var S=0;S<M.length;S++)null!=M[S]&&N.updateCustomLinksForCell(y,M[S],N)};Graph.prototype.updateCustomLinksForCell= +function(y,M){this.doUpdateCustomLinksForCell(y,M);for(var N=this.model.getChildCount(M),S=0;S<N;S++)this.updateCustomLinksForCell(y,this.model.getChildAt(M,S))};Graph.prototype.doUpdateCustomLinksForCell=function(y,M){};Graph.prototype.getAllConnectionConstraints=function(y,M){if(null!=y){M=mxUtils.getValue(y.style,"points",null);if(null!=M){y=[];try{var N=JSON.parse(M);for(M=0;M<N.length;M++){var S=N[M];y.push(new mxConnectionConstraint(new mxPoint(S[0],S[1]),2<S.length?"0"!=S[2]:!0,null,3<S.length? +S[3]:0,4<S.length?S[4]:0))}}catch(ha){}return y}if(null!=y.shape&&null!=y.shape.bounds){S=y.shape.direction;M=y.shape.bounds;var X=y.shape.scale;N=M.width/X;M=M.height/X;if(S==mxConstants.DIRECTION_NORTH||S==mxConstants.DIRECTION_SOUTH)S=N,N=M,M=S;M=y.shape.getConstraints(y.style,N,M);if(null!=M)return M;if(null!=y.shape.stencil&&null!=y.shape.stencil.constraints)return y.shape.stencil.constraints;if(null!=y.shape.constraints)return y.shape.constraints}}return null};Graph.prototype.flipEdge=function(y){if(null!= +y){var M=this.getCurrentCellStyle(y);M=mxUtils.getValue(M,mxConstants.STYLE_ELBOW,mxConstants.ELBOW_HORIZONTAL)==mxConstants.ELBOW_HORIZONTAL?mxConstants.ELBOW_VERTICAL:mxConstants.ELBOW_HORIZONTAL;this.setCellStyles(mxConstants.STYLE_ELBOW,M,[y])}};Graph.prototype.isValidRoot=function(y){for(var M=this.model.getChildCount(y),N=0,S=0;S<M;S++){var X=this.model.getChildAt(y,S);this.model.isVertex(X)&&(X=this.getCellGeometry(X),null==X||X.relative||N++)}return 0<N||this.isContainer(y)};Graph.prototype.isValidDropTarget= +function(y,M,N){for(var S=this.getCurrentCellStyle(y),X=!0,ha=!0,la=0;la<M.length&&ha;la++)X=X&&this.isTable(M[la]),ha=ha&&this.isTableRow(M[la]);return(1==M.length&&null!=N&&mxEvent.isShiftDown(N)&&!mxEvent.isControlDown(N)&&!mxEvent.isAltDown(N)||("1"!=mxUtils.getValue(S,"part","0")||this.isContainer(y))&&"0"!=mxUtils.getValue(S,"dropTarget","1")&&(mxGraph.prototype.isValidDropTarget.apply(this,arguments)||this.isContainer(y))&&!this.isTableRow(y)&&(!this.isTable(y)||ha||X))&&!this.isCellLocked(y)}; +Graph.prototype.createGroupCell=function(){var y=mxGraph.prototype.createGroupCell.apply(this,arguments);y.setStyle("group");return y};Graph.prototype.isExtendParentsOnAdd=function(y){var M=mxGraph.prototype.isExtendParentsOnAdd.apply(this,arguments);if(M&&null!=y&&null!=this.layoutManager){var N=this.model.getParent(y);null!=N&&(N=this.layoutManager.getLayout(N),null!=N&&N.constructor==mxStackLayout&&(M=!1))}return M};Graph.prototype.getPreferredSizeForCell=function(y){var M=mxGraph.prototype.getPreferredSizeForCell.apply(this, +arguments);null!=M&&(M.width+=10,M.height+=4,this.gridEnabled&&(M.width=this.snap(M.width),M.height=this.snap(M.height)));return M};Graph.prototype.turnShapes=function(y,M){var N=this.getModel(),S=[];N.beginUpdate();try{for(var X=0;X<y.length;X++){var ha=y[X];if(N.isEdge(ha)){var la=N.getTerminal(ha,!0),xa=N.getTerminal(ha,!1);N.setTerminal(ha,xa,!0);N.setTerminal(ha,la,!1);var sa=N.getGeometry(ha);if(null!=sa){sa=sa.clone();null!=sa.points&&sa.points.reverse();var ya=sa.getTerminalPoint(!0),Fa=sa.getTerminalPoint(!1); +sa.setTerminalPoint(ya,!1);sa.setTerminalPoint(Fa,!0);N.setGeometry(ha,sa);var wa=this.view.getState(ha),ua=this.view.getState(la),La=this.view.getState(xa);if(null!=wa){var Oa=null!=ua?this.getConnectionConstraint(wa,ua,!0):null,Ca=null!=La?this.getConnectionConstraint(wa,La,!1):null;this.setConnectionConstraint(ha,la,!0,Ca);this.setConnectionConstraint(ha,xa,!1,Oa);var Ma=mxUtils.getValue(wa.style,mxConstants.STYLE_SOURCE_PERIMETER_SPACING);this.setCellStyles(mxConstants.STYLE_SOURCE_PERIMETER_SPACING, +mxUtils.getValue(wa.style,mxConstants.STYLE_TARGET_PERIMETER_SPACING),[ha]);this.setCellStyles(mxConstants.STYLE_TARGET_PERIMETER_SPACING,Ma,[ha])}S.push(ha)}}else if(N.isVertex(ha)&&(sa=this.getCellGeometry(ha),null!=sa)){if(!(this.isTable(ha)||this.isTableRow(ha)||this.isTableCell(ha)||this.isSwimlane(ha))){sa=sa.clone();sa.x+=sa.width/2-sa.height/2;sa.y+=sa.height/2-sa.width/2;var Ga=sa.width;sa.width=sa.height;sa.height=Ga;N.setGeometry(ha,sa)}var Ya=this.view.getState(ha);if(null!=Ya){var db= +[mxConstants.DIRECTION_EAST,mxConstants.DIRECTION_SOUTH,mxConstants.DIRECTION_WEST,mxConstants.DIRECTION_NORTH],eb=mxUtils.getValue(Ya.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST);this.setCellStyles(mxConstants.STYLE_DIRECTION,db[mxUtils.mod(mxUtils.indexOf(db,eb)+(M?-1:1),db.length)],[ha])}S.push(ha)}}}finally{N.endUpdate()}return S};Graph.prototype.stencilHasPlaceholders=function(y){if(null!=y&&null!=y.fgNode)for(y=y.fgNode.firstChild;null!=y;){if("text"==y.nodeName&&"1"==y.getAttribute("placeholders"))return!0; +y=y.nextSibling}return!1};var x=Graph.prototype.processChange;Graph.prototype.processChange=function(y){if(y instanceof mxGeometryChange&&(this.isTableCell(y.cell)||this.isTableRow(y.cell))&&(null==y.previous&&null!=y.geometry||null!=y.previous&&!y.previous.equals(y.geometry))){var M=y.cell;this.isTableCell(M)&&(M=this.model.getParent(M));this.isTableRow(M)&&(M=this.model.getParent(M));var N=this.view.getState(M);null!=N&&null!=N.shape&&(this.view.invalidate(M),N.shape.bounds=null)}x.apply(this,arguments); +y instanceof mxValueChange&&null!=y.cell&&null!=y.cell.value&&"object"==typeof y.cell.value&&this.invalidateDescendantsWithPlaceholders(y.cell)};Graph.prototype.invalidateDescendantsWithPlaceholders=function(y){y=this.model.getDescendants(y);if(0<y.length)for(var M=0;M<y.length;M++){var N=this.view.getState(y[M]);null!=N&&null!=N.shape&&null!=N.shape.stencil&&this.stencilHasPlaceholders(N.shape.stencil)?this.removeStateForCell(y[M]):this.isReplacePlaceholders(y[M])&&this.view.invalidate(y[M],!1,!1)}}; +Graph.prototype.replaceElement=function(y,M){M=y.ownerDocument.createElement(null!=M?M:"span");for(var N=Array.prototype.slice.call(y.attributes);attr=N.pop();)M.setAttribute(attr.nodeName,attr.nodeValue);M.innerHTML=y.innerHTML;y.parentNode.replaceChild(M,y)};Graph.prototype.processElements=function(y,M){if(null!=y){y=y.getElementsByTagName("*");for(var N=0;N<y.length;N++)M(y[N])}};Graph.prototype.updateLabelElements=function(y,M,N){y=null!=y?y:this.getSelectionCells();for(var S=document.createElement("div"), +X=0;X<y.length;X++)if(this.isHtmlLabel(y[X])){var ha=this.convertValueToString(y[X]);if(null!=ha&&0<ha.length){S.innerHTML=ha;for(var la=S.getElementsByTagName(null!=N?N:"*"),xa=0;xa<la.length;xa++)M(la[xa]);S.innerHTML!=ha&&this.cellLabelChanged(y[X],S.innerHTML)}}};Graph.prototype.cellLabelChanged=function(y,M,N){M=Graph.zapGremlins(M);this.model.beginUpdate();try{if(null!=y.value&&"object"==typeof y.value){if(this.isReplacePlaceholders(y)&&null!=y.getAttribute("placeholder"))for(var S=y.getAttribute("placeholder"), +X=y;null!=X;){if(X==this.model.getRoot()||null!=X.value&&"object"==typeof X.value&&X.hasAttribute(S)){this.setAttributeForCell(X,S,M);break}X=this.model.getParent(X)}var ha=y.value.cloneNode(!0);Graph.translateDiagram&&null!=Graph.diagramLanguage&&ha.hasAttribute("label_"+Graph.diagramLanguage)?ha.setAttribute("label_"+Graph.diagramLanguage,M):ha.setAttribute("label",M);M=ha}mxGraph.prototype.cellLabelChanged.apply(this,arguments)}finally{this.model.endUpdate()}};Graph.prototype.cellsRemoved=function(y){if(null!= +y){for(var M=new mxDictionary,N=0;N<y.length;N++)M.put(y[N],!0);var S=[];for(N=0;N<y.length;N++){var X=this.model.getParent(y[N]);null==X||M.get(X)||(M.put(X,!0),S.push(X))}for(N=0;N<S.length;N++)if(X=this.view.getState(S[N]),null!=X&&(this.model.isEdge(X.cell)||this.model.isVertex(X.cell))&&this.isCellDeletable(X.cell)&&this.isTransparentState(X)){for(var ha=!0,la=0;la<this.model.getChildCount(X.cell)&&ha;la++)M.get(this.model.getChildAt(X.cell,la))||(ha=!1);ha&&y.push(X.cell)}}mxGraph.prototype.cellsRemoved.apply(this, +arguments)};Graph.prototype.removeCellsAfterUngroup=function(y){for(var M=[],N=0;N<y.length;N++)this.isCellDeletable(y[N])&&this.isTransparentState(this.view.getState(y[N]))&&M.push(y[N]);y=M;mxGraph.prototype.removeCellsAfterUngroup.apply(this,arguments)};Graph.prototype.setLinkForCell=function(y,M){this.setAttributeForCell(y,"link",M)};Graph.prototype.setTooltipForCell=function(y,M){var N="tooltip";Graph.translateDiagram&&null!=Graph.diagramLanguage&&mxUtils.isNode(y.value)&&y.value.hasAttribute("tooltip_"+ +Graph.diagramLanguage)&&(N="tooltip_"+Graph.diagramLanguage);this.setAttributeForCell(y,N,M)};Graph.prototype.getAttributeForCell=function(y,M,N){y=null!=y.value&&"object"===typeof y.value?y.value.getAttribute(M):null;return null!=y?y:N};Graph.prototype.setAttributeForCell=function(y,M,N){if(null!=y.value&&"object"==typeof y.value)var S=y.value.cloneNode(!0);else S=mxUtils.createXmlDocument().createElement("UserObject"),S.setAttribute("label",y.value||"");null!=N?S.setAttribute(M,N):S.removeAttribute(M); +this.model.setValue(y,S)};var z=Graph.prototype.getDropTarget;Graph.prototype.getDropTarget=function(y,M,N,S){this.getModel();if(mxEvent.isAltDown(M))return null;for(var X=0;X<y.length;X++){var ha=this.model.getParent(y[X]);if(this.model.isEdge(ha)&&0>mxUtils.indexOf(y,ha))return null}ha=z.apply(this,arguments);var la=!0;for(X=0;X<y.length&&la;X++)la=la&&this.isTableRow(y[X]);la&&(this.isTableCell(ha)&&(ha=this.model.getParent(ha)),this.isTableRow(ha)&&(ha=this.model.getParent(ha)),this.isTable(ha)|| +(ha=null));return ha};Graph.prototype.click=function(y){mxGraph.prototype.click.call(this,y);this.firstClickState=y.getState();this.firstClickSource=y.getSource()};Graph.prototype.dblClick=function(y,M){this.isEnabled()&&(M=this.insertTextForEvent(y,M),mxGraph.prototype.dblClick.call(this,y,M))};Graph.prototype.insertTextForEvent=function(y,M){var N=mxUtils.convertPoint(this.container,mxEvent.getClientX(y),mxEvent.getClientY(y));if(null!=y&&!this.model.isVertex(M)){var S=this.model.isEdge(M)?this.view.getState(M): +null,X=mxEvent.getSource(y);this.firstClickState!=S||this.firstClickSource!=X||null!=S&&null!=S.text&&null!=S.text.node&&null!=S.text.boundingBox&&(mxUtils.contains(S.text.boundingBox,N.x,N.y)||mxUtils.isAncestorNode(S.text.node,mxEvent.getSource(y)))||(null!=S||this.isCellLocked(this.getDefaultParent()))&&(null==S||this.isCellLocked(S.cell))||!(null!=S||mxClient.IS_SVG&&X==this.view.getCanvas().ownerSVGElement)||(null==S&&(S=this.view.getState(this.getCellAt(N.x,N.y))),M=this.addText(N.x,N.y,S))}return M}; +Graph.prototype.getInsertPoint=function(){var y=this.getGridSize(),M=this.container.scrollLeft/this.view.scale-this.view.translate.x,N=this.container.scrollTop/this.view.scale-this.view.translate.y;if(this.pageVisible){var S=this.getPageLayout(),X=this.getPageSize();M=Math.max(M,S.x*X.width);N=Math.max(N,S.y*X.height)}return new mxPoint(this.snap(M+y),this.snap(N+y))};Graph.prototype.getFreeInsertPoint=function(){var y=this.view,M=this.getGraphBounds(),N=this.getInsertPoint(),S=this.snap(Math.round(Math.max(N.x, +M.x/y.scale-y.translate.x+(0==M.width?2*this.gridSize:0))));y=this.snap(Math.round(Math.max(N.y,(M.y+M.height)/y.scale-y.translate.y+2*this.gridSize)));return new mxPoint(S,y)};Graph.prototype.getCenterInsertPoint=function(y){y=null!=y?y:new mxRectangle;return mxUtils.hasScrollbars(this.container)?new mxPoint(this.snap(Math.round((this.container.scrollLeft+this.container.clientWidth/2)/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round((this.container.scrollTop+this.container.clientHeight/ +2)/this.view.scale-this.view.translate.y-y.height/2))):new mxPoint(this.snap(Math.round(this.container.clientWidth/2/this.view.scale-this.view.translate.x-y.width/2)),this.snap(Math.round(this.container.clientHeight/2/this.view.scale-this.view.translate.y-y.height/2)))};Graph.prototype.isMouseInsertPoint=function(){return!1};Graph.prototype.addText=function(y,M,N){var S=new mxCell;S.value="Text";S.geometry=new mxGeometry(0,0,0,0);S.vertex=!0;if(null!=N&&this.model.isEdge(N.cell)){S.style="edgeLabel;html=1;align=center;verticalAlign=middle;resizable=0;points=[];"; +S.geometry.relative=!0;S.connectable=!1;var X=this.view.getRelativePoint(N,y,M);S.geometry.x=Math.round(1E4*X.x)/1E4;S.geometry.y=Math.round(X.y);S.geometry.offset=new mxPoint(0,0);X=this.view.getPoint(N,S.geometry);var ha=this.view.scale;S.geometry.offset=new mxPoint(Math.round((y-X.x)/ha),Math.round((M-X.y)/ha))}else X=this.view.translate,S.style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];",S.geometry.width=40,S.geometry.height=20,S.geometry.x=Math.round(y/this.view.scale)- +X.x-(null!=N?N.origin.x:0),S.geometry.y=Math.round(M/this.view.scale)-X.y-(null!=N?N.origin.y:0),S.style+="autosize=1;";this.getModel().beginUpdate();try{this.addCells([S],null!=N?N.cell:null),this.fireEvent(new mxEventObject("textInserted","cells",[S])),this.autoSizeCell(S)}finally{this.getModel().endUpdate()}return S};Graph.prototype.addClickHandler=function(y,M,N){var S=mxUtils.bind(this,function(){var sa=this.container.getElementsByTagName("a");if(null!=sa)for(var ya=0;ya<sa.length;ya++){var Fa= +this.getAbsoluteUrl(sa[ya].getAttribute("href"));null!=Fa&&(sa[ya].setAttribute("rel",this.linkRelation),sa[ya].setAttribute("href",Fa),null!=M&&mxEvent.addGestureListeners(sa[ya],null,null,M))}});this.model.addListener(mxEvent.CHANGE,S);S();var X=this.container.style.cursor,ha=this.getTolerance(),la=this,xa={currentState:null,currentLink:null,currentTarget:null,highlight:null!=y&&""!=y&&y!=mxConstants.NONE?new mxCellHighlight(la,y,4):null,startX:0,startY:0,scrollLeft:0,scrollTop:0,updateCurrentState:function(sa){var ya= +sa.sourceState;if(null==ya||null==la.getLinkForCell(ya.cell))sa=la.getCellAt(sa.getGraphX(),sa.getGraphY(),null,null,null,function(Fa,wa,ua){return null==la.getLinkForCell(Fa.cell)}),ya=null==ya||la.model.isAncestor(sa,ya.cell)?la.view.getState(sa):null;ya!=this.currentState&&(null!=this.currentState&&this.clear(),this.currentState=ya,null!=this.currentState&&this.activate(this.currentState))},mouseDown:function(sa,ya){this.startX=ya.getGraphX();this.startY=ya.getGraphY();this.scrollLeft=la.container.scrollLeft; +this.scrollTop=la.container.scrollTop;null==this.currentLink&&"auto"==la.container.style.overflow&&(la.container.style.cursor="move");this.updateCurrentState(ya)},mouseMove:function(sa,ya){if(la.isMouseDown)null!=this.currentLink&&(sa=Math.abs(this.startX-ya.getGraphX()),ya=Math.abs(this.startY-ya.getGraphY()),(sa>ha||ya>ha)&&this.clear());else{for(sa=ya.getSource();null!=sa&&"a"!=sa.nodeName.toLowerCase();)sa=sa.parentNode;null!=sa?this.clear():(null!=la.tooltipHandler&&null!=this.currentLink&&null!= +this.currentState&&la.tooltipHandler.reset(ya,!0,this.currentState),(null==this.currentState||ya.getState()!=this.currentState&&null!=ya.sourceState||!la.intersects(this.currentState,ya.getGraphX(),ya.getGraphY()))&&this.updateCurrentState(ya))}},mouseUp:function(sa,ya){var Fa=ya.getSource();for(sa=ya.getEvent();null!=Fa&&"a"!=Fa.nodeName.toLowerCase();)Fa=Fa.parentNode;null==Fa&&Math.abs(this.scrollLeft-la.container.scrollLeft)<ha&&Math.abs(this.scrollTop-la.container.scrollTop)<ha&&(null==ya.sourceState|| +!ya.isSource(ya.sourceState.control))&&((mxEvent.isLeftMouseButton(sa)||mxEvent.isMiddleMouseButton(sa))&&!mxEvent.isPopupTrigger(sa)||mxEvent.isTouchEvent(sa))&&(null!=this.currentLink?(Fa=la.isBlankLink(this.currentLink),"data:"!==this.currentLink.substring(0,5)&&Fa||null==M||M(sa,this.currentLink),mxEvent.isConsumed(sa)||(sa=null!=this.currentTarget?this.currentTarget:mxEvent.isMiddleMouseButton(sa)?"_blank":Fa?la.linkTarget:"_top",la.openLink(this.currentLink,sa),ya.consume())):null!=N&&!ya.isConsumed()&& +Math.abs(this.scrollLeft-la.container.scrollLeft)<ha&&Math.abs(this.scrollTop-la.container.scrollTop)<ha&&Math.abs(this.startX-ya.getGraphX())<ha&&Math.abs(this.startY-ya.getGraphY())<ha&&N(ya.getEvent()));this.clear()},activate:function(sa){this.currentLink=la.getAbsoluteUrl(la.getLinkForCell(sa.cell));null!=this.currentLink&&(this.currentTarget=la.getLinkTargetForCell(sa.cell),la.container.style.cursor="pointer",null!=this.highlight&&this.highlight.highlight(sa))},clear:function(){null!=la.container&& +(la.container.style.cursor=X);this.currentLink=this.currentState=this.currentTarget=null;null!=this.highlight&&this.highlight.hide();null!=la.tooltipHandler&&la.tooltipHandler.hide()}};la.click=function(sa){};la.addMouseListener(xa);mxEvent.addListener(document,"mouseleave",function(sa){xa.clear()})};Graph.prototype.duplicateCells=function(y,M){y=null!=y?y:this.getSelectionCells();M=null!=M?M:!0;for(var N=0;N<y.length;N++)this.isTableCell(y[N])&&(y[N]=this.model.getParent(y[N]));y=this.model.getTopmostCells(y); +var S=this.getModel(),X=this.gridSize,ha=[];S.beginUpdate();try{var la={},xa=this.createCellLookup(y),sa=this.cloneCells(y,!1,la,!0);for(N=0;N<y.length;N++){var ya=S.getParent(y[N]);if(null!=ya){var Fa=this.moveCells([sa[N]],X,X,!1)[0];ha.push(Fa);if(M)S.add(ya,sa[N]);else{var wa=ya.getIndex(y[N]);S.add(ya,sa[N],wa+1)}if(this.isTable(ya)){var ua=this.getCellGeometry(sa[N]),La=this.getCellGeometry(ya);null!=ua&&null!=La&&(La=La.clone(),La.height+=ua.height,S.setGeometry(ya,La))}}else ha.push(sa[N])}this.updateCustomLinks(this.createCellMapping(la, +xa),sa,this);this.fireEvent(new mxEventObject(mxEvent.CELLS_ADDED,"cells",sa))}finally{S.endUpdate()}return ha};Graph.prototype.insertImage=function(y,M,N){if(null!=y&&null!=this.cellEditor.textarea){for(var S=this.cellEditor.textarea.getElementsByTagName("img"),X=[],ha=0;ha<S.length;ha++)X.push(S[ha]);document.execCommand("insertimage",!1,y);y=this.cellEditor.textarea.getElementsByTagName("img");if(y.length==X.length+1)for(ha=y.length-1;0<=ha;ha--)if(0==ha||y[ha]!=X[ha-1]){y[ha].setAttribute("width", +M);y[ha].setAttribute("height",N);break}}};Graph.prototype.insertLink=function(y){if(null!=this.cellEditor.textarea)if(0==y.length)document.execCommand("unlink",!1);else if(mxClient.IS_FF){for(var M=this.cellEditor.textarea.getElementsByTagName("a"),N=[],S=0;S<M.length;S++)N.push(M[S]);document.execCommand("createlink",!1,mxUtils.trim(y));M=this.cellEditor.textarea.getElementsByTagName("a");if(M.length==N.length+1)for(S=M.length-1;0<=S;S--)if(M[S]!=N[S-1]){for(M=M[S].getElementsByTagName("a");0<M.length;){for(N= +M[0].parentNode;null!=M[0].firstChild;)N.insertBefore(M[0].firstChild,M[0]);N.removeChild(M[0])}break}}else document.execCommand("createlink",!1,mxUtils.trim(y))};Graph.prototype.isCellResizable=function(y){var M=mxGraph.prototype.isCellResizable.apply(this,arguments),N=this.getCurrentCellStyle(y);return!this.isTableCell(y)&&!this.isTableRow(y)&&(M||"0"!=mxUtils.getValue(N,mxConstants.STYLE_RESIZABLE,"1")&&"wrap"==N[mxConstants.STYLE_WHITE_SPACE])};Graph.prototype.distributeCells=function(y,M){null== +M&&(M=this.getSelectionCells());if(null!=M&&1<M.length){for(var N=[],S=null,X=null,ha=0;ha<M.length;ha++)if(this.getModel().isVertex(M[ha])){var la=this.view.getState(M[ha]);if(null!=la){var xa=y?la.getCenterX():la.getCenterY();S=null!=S?Math.max(S,xa):xa;X=null!=X?Math.min(X,xa):xa;N.push(la)}}if(2<N.length){N.sort(function(wa,ua){return y?wa.x-ua.x:wa.y-ua.y});la=this.view.translate;xa=this.view.scale;X=X/xa-(y?la.x:la.y);S=S/xa-(y?la.x:la.y);this.getModel().beginUpdate();try{var sa=(S-X)/(N.length- +1);S=X;for(ha=1;ha<N.length-1;ha++){var ya=this.view.getState(this.model.getParent(N[ha].cell)),Fa=this.getCellGeometry(N[ha].cell);S+=sa;null!=Fa&&null!=ya&&(Fa=Fa.clone(),y?Fa.x=Math.round(S-Fa.width/2)-ya.origin.x:Fa.y=Math.round(S-Fa.height/2)-ya.origin.y,this.getModel().setGeometry(N[ha].cell,Fa))}}finally{this.getModel().endUpdate()}}}return M};Graph.prototype.isCloneEvent=function(y){return mxClient.IS_MAC&&mxEvent.isMetaDown(y)||mxEvent.isControlDown(y)};Graph.prototype.createSvgImageExport= +function(){var y=new mxImageExport;y.getLinkForCellState=mxUtils.bind(this,function(M,N){return this.getLinkForCell(M.cell)});return y};Graph.prototype.parseBackgroundImage=function(y){var M=null;null!=y&&0<y.length&&(y=JSON.parse(y),M=new mxImage(y.src,y.width,y.height));return M};Graph.prototype.getBackgroundImageObject=function(y){return y};Graph.prototype.getSvg=function(y,M,N,S,X,ha,la,xa,sa,ya,Fa,wa,ua,La){var Oa=null;if(null!=La)for(Oa=new mxDictionary,Fa=0;Fa<La.length;Fa++)Oa.put(La[Fa], +!0);if(La=this.useCssTransforms)this.useCssTransforms=!1,this.view.revalidate(),this.sizeDidChange();try{M=null!=M?M:1;N=null!=N?N:0;X=null!=X?X:!0;ha=null!=ha?ha:!0;la=null!=la?la:!0;ya=null!=ya?ya:!1;var Ca="page"==ua?this.view.getBackgroundPageBounds():ha&&null==Oa||S||"diagram"==ua?this.getGraphBounds():this.getBoundingBox(this.getSelectionCells()),Ma=this.view.scale;"diagram"==ua&&null!=this.backgroundImage&&(Ca=mxRectangle.fromRectangle(Ca),Ca.add(new mxRectangle((this.view.translate.x+this.backgroundImage.x)* +Ma,(this.view.translate.y+this.backgroundImage.y)*Ma,this.backgroundImage.width*Ma,this.backgroundImage.height*Ma)));if(null==Ca)throw Error(mxResources.get("drawingEmpty"));S=M/Ma;ua=X?-.5:0;var Ga=Graph.createSvgNode(ua,ua,Math.max(1,Math.ceil(Ca.width*S)+2*N)+(ya&&0==N?5:0),Math.max(1,Math.ceil(Ca.height*S)+2*N)+(ya&&0==N?5:0),y),Ya=Ga.ownerDocument,db=null!=Ya.createElementNS?Ya.createElementNS(mxConstants.NS_SVG,"g"):Ya.createElement("g");Ga.appendChild(db);var eb=this.createSvgCanvas(db);eb.foOffset= +X?-.5:0;eb.textOffset=X?-.5:0;eb.imageOffset=X?-.5:0;eb.translate(Math.floor(N/M-Ca.x/Ma),Math.floor(N/M-Ca.y/Ma));var cb=document.createElement("div"),ub=eb.getAlternateText;eb.getAlternateText=function(ab,ib,gb,qb,nb,mb,Bb,wb,rb,vb,kb,hb,tb){if(null!=mb&&0<this.state.fontSize)try{mxUtils.isNode(mb)?mb=mb.innerText:(cb.innerHTML=mb,mb=mxUtils.extractTextWithWhitespace(cb.childNodes));for(var Cb=Math.ceil(2*qb/this.state.fontSize),xb=[],zb=0,ob=0;(0==Cb||zb<Cb)&&ob<mb.length;){var yb=mb.charCodeAt(ob); +if(10==yb||13==yb){if(0<zb)break}else xb.push(mb.charAt(ob)),255>yb&&zb++;ob++}xb.length<mb.length&&1<mb.length-xb.length&&(mb=mxUtils.trim(xb.join(""))+"...");return mb}catch(Ab){return ub.apply(this,arguments)}else return ub.apply(this,arguments)};var fb=this.backgroundImage;if(null!=fb){y=Ma/M;var pb=this.view.translate;ua=new mxRectangle((fb.x+pb.x)*y,(fb.y+pb.y)*y,fb.width*y,fb.height*y);mxUtils.intersects(Ca,ua)&&eb.image(fb.x+pb.x,fb.y+pb.y,fb.width,fb.height,fb.src,!0)}eb.scale(S);eb.textEnabled= +la;xa=null!=xa?xa:this.createSvgImageExport();var lb=xa.drawCellState,$a=xa.getLinkForCellState;xa.getLinkForCellState=function(ab,ib){var gb=$a.apply(this,arguments);return null==gb||ab.view.graph.isCustomLink(gb)?null:gb};xa.getLinkTargetForCellState=function(ab,ib){return ab.view.graph.getLinkTargetForCell(ab.cell)};xa.drawCellState=function(ab,ib){for(var gb=ab.view.graph,qb=null!=Oa?Oa.get(ab.cell):gb.isCellSelected(ab.cell),nb=gb.model.getParent(ab.cell);!(ha&&null==Oa||qb)&&null!=nb;)qb=null!= +Oa?Oa.get(nb):gb.isCellSelected(nb),nb=gb.model.getParent(nb);(ha&&null==Oa||qb)&&lb.apply(this,arguments)};xa.drawState(this.getView().getState(this.model.root),eb);this.updateSvgLinks(Ga,sa,!0);this.addForeignObjectWarning(eb,Ga);return Ga}finally{La&&(this.useCssTransforms=!0,this.view.revalidate(),this.sizeDidChange())}};Graph.prototype.addForeignObjectWarning=function(y,M){if("0"!=urlParams["svg-warning"]&&0<M.getElementsByTagName("foreignObject").length){var N=y.createElement("switch"),S=y.createElement("g"); +S.setAttribute("requiredFeatures","http://www.w3.org/TR/SVG11/feature#Extensibility");var X=y.createElement("a");X.setAttribute("transform","translate(0,-5)");null==X.setAttributeNS||M.ownerDocument!=document&&null==document.documentMode?(X.setAttribute("xlink:href",Graph.foreignObjectWarningLink),X.setAttribute("target","_blank")):(X.setAttributeNS(mxConstants.NS_XLINK,"xlink:href",Graph.foreignObjectWarningLink),X.setAttributeNS(mxConstants.NS_XLINK,"target","_blank"));y=y.createElement("text"); +y.setAttribute("text-anchor","middle");y.setAttribute("font-size","10px");y.setAttribute("x","50%");y.setAttribute("y","100%");mxUtils.write(y,Graph.foreignObjectWarningText);N.appendChild(S);X.appendChild(y);N.appendChild(X);M.appendChild(N)}};Graph.prototype.updateSvgLinks=function(y,M,N){y=y.getElementsByTagName("a");for(var S=0;S<y.length;S++)if(null==y[S].getAttribute("target")){var X=y[S].getAttribute("href");null==X&&(X=y[S].getAttribute("xlink:href"));null!=X&&(null!=M&&/^https?:\/\//.test(X)? +y[S].setAttribute("target",M):N&&this.isCustomLink(X)&&y[S].setAttribute("href","javascript:void(0);"))}};Graph.prototype.createSvgCanvas=function(y){y=new mxSvgCanvas2D(y);y.minStrokeWidth=this.cellRenderer.minSvgStrokeWidth;y.pointerEvents=!0;return y};Graph.prototype.getSelectedElement=function(){var y=null;if(window.getSelection){var M=window.getSelection();M.getRangeAt&&M.rangeCount&&(y=M.getRangeAt(0).commonAncestorContainer)}else document.selection&&(y=document.selection.createRange().parentElement()); +return y};Graph.prototype.getSelectedEditingElement=function(){for(var y=this.getSelectedElement();null!=y&&y.nodeType!=mxConstants.NODETYPE_ELEMENT;)y=y.parentNode;null!=y&&y==this.cellEditor.textarea&&1==this.cellEditor.textarea.children.length&&this.cellEditor.textarea.firstChild.nodeType==mxConstants.NODETYPE_ELEMENT&&(y=this.cellEditor.textarea.firstChild);return y};Graph.prototype.getParentByName=function(y,M,N){for(;null!=y&&y.nodeName!=M;){if(y==N)return null;y=y.parentNode}return y};Graph.prototype.getParentByNames= +function(y,M,N){for(;null!=y&&!(0<=mxUtils.indexOf(M,y.nodeName));){if(y==N)return null;y=y.parentNode}return y};Graph.prototype.selectNode=function(y){var M=null;if(window.getSelection){if(M=window.getSelection(),M.getRangeAt&&M.rangeCount){var N=document.createRange();N.selectNode(y);M.removeAllRanges();M.addRange(N)}}else(M=document.selection)&&"Control"!=M.type&&(y=M.createRange(),y.collapse(!0),N=M.createRange(),N.setEndPoint("StartToStart",y),N.select())};Graph.prototype.flipEdgePoints=function(y, +M,N){var S=this.getCellGeometry(y);if(null!=S){S=S.clone();if(null!=S.points)for(var X=0;X<S.points.length;X++)M?S.points[X].x=N+(N-S.points[X].x):S.points[X].y=N+(N-S.points[X].y);X=function(ha){null!=ha&&(M?ha.x=N+(N-ha.x):ha.y=N+(N-ha.y))};X(S.getTerminalPoint(!0));X(S.getTerminalPoint(!1));this.model.setGeometry(y,S)}};Graph.prototype.flipChildren=function(y,M,N){this.model.beginUpdate();try{for(var S=this.model.getChildCount(y),X=0;X<S;X++){var ha=this.model.getChildAt(y,X);if(this.model.isEdge(ha))this.flipEdgePoints(ha, +M,N);else{var la=this.getCellGeometry(ha);null!=la&&(la=la.clone(),M?la.x=N+(N-la.x-la.width):la.y=N+(N-la.y-la.height),this.model.setGeometry(ha,la))}}}finally{this.model.endUpdate()}};Graph.prototype.flipCells=function(y,M){this.model.beginUpdate();try{y=this.model.getTopmostCells(y);for(var N=[],S=0;S<y.length;S++)if(this.model.isEdge(y[S])){var X=this.view.getState(y[S]);null!=X&&this.flipEdgePoints(y[S],M,(M?X.getCenterX():X.getCenterY())/this.view.scale-(M?X.origin.x:X.origin.y)-(M?this.view.translate.x: +this.view.translate.y))}else{var ha=this.getCellGeometry(y[S]);null!=ha&&this.flipChildren(y[S],M,M?ha.getCenterX()-ha.x:ha.getCenterY()-ha.y);N.push(y[S])}this.toggleCellStyles(M?mxConstants.STYLE_FLIPH:mxConstants.STYLE_FLIPV,!1,N)}finally{this.model.endUpdate()}};Graph.prototype.deleteCells=function(y,M){var N=null;if(null!=y&&0<y.length){this.model.beginUpdate();try{for(var S=0;S<y.length;S++){var X=this.model.getParent(y[S]);if(this.isTable(X)){var ha=this.getCellGeometry(y[S]),la=this.getCellGeometry(X); +null!=ha&&null!=la&&(la=la.clone(),la.height-=ha.height,this.model.setGeometry(X,la))}}var xa=this.selectParentAfterDelete?this.model.getParents(y):null;this.removeCells(y,M)}finally{this.model.endUpdate()}if(null!=xa)for(N=[],S=0;S<xa.length;S++)this.model.contains(xa[S])&&(this.model.isVertex(xa[S])||this.model.isEdge(xa[S]))&&N.push(xa[S])}return N};Graph.prototype.insertTableColumn=function(y,M){var N=this.getModel();N.beginUpdate();try{var S=y,X=0;if(this.isTableCell(y)){var ha=N.getParent(y); +S=N.getParent(ha);X=mxUtils.indexOf(N.getChildCells(ha,!0),y)}else this.isTableRow(y)?S=N.getParent(y):y=N.getChildCells(S,!0)[0],M||(X=N.getChildCells(y,!0).length-1);var la=N.getChildCells(S,!0),xa=Graph.minTableColumnWidth;for(y=0;y<la.length;y++){var sa=N.getChildCells(la[y],!0)[X],ya=N.cloneCell(sa,!1),Fa=this.getCellGeometry(ya);ya.value=null;ya.style=mxUtils.setStyle(mxUtils.setStyle(ya.style,"rowspan",null),"colspan",null);if(null!=Fa){null!=Fa.alternateBounds&&(Fa.width=Fa.alternateBounds.width, +Fa.height=Fa.alternateBounds.height,Fa.alternateBounds=null);xa=Fa.width;var wa=this.getCellGeometry(la[y]);null!=wa&&(Fa.height=wa.height)}N.add(la[y],ya,X+(M?0:1))}var ua=this.getCellGeometry(S);null!=ua&&(ua=ua.clone(),ua.width+=xa,N.setGeometry(S,ua))}finally{N.endUpdate()}};Graph.prototype.deleteLane=function(y){var M=this.getModel();M.beginUpdate();try{var N=null;N="stackLayout"==this.getCurrentCellStyle(y).childLayout?y:M.getParent(y);var S=M.getChildCells(N,!0);0==S.length?M.remove(N):(N== +y&&(y=S[S.length-1]),M.remove(y))}finally{M.endUpdate()}};Graph.prototype.insertLane=function(y,M){var N=this.getModel();N.beginUpdate();try{var S=null;if("stackLayout"==this.getCurrentCellStyle(y).childLayout){S=y;var X=N.getChildCells(S,!0);y=X[M?0:X.length-1]}else S=N.getParent(y);var ha=S.getIndex(y);y=N.cloneCell(y,!1);y.value=null;N.add(S,y,ha+(M?0:1))}finally{N.endUpdate()}};Graph.prototype.insertTableRow=function(y,M){var N=this.getModel();N.beginUpdate();try{var S=y,X=y;if(this.isTableCell(y))X= +N.getParent(y),S=N.getParent(X);else if(this.isTableRow(y))S=N.getParent(y);else{var ha=N.getChildCells(S,!0);X=ha[M?0:ha.length-1]}var la=N.getChildCells(X,!0),xa=S.getIndex(X);X=N.cloneCell(X,!1);X.value=null;var sa=this.getCellGeometry(X);if(null!=sa){for(ha=0;ha<la.length;ha++){y=N.cloneCell(la[ha],!1);y.value=null;y.style=mxUtils.setStyle(mxUtils.setStyle(y.style,"rowspan",null),"colspan",null);var ya=this.getCellGeometry(y);null!=ya&&(null!=ya.alternateBounds&&(ya.width=ya.alternateBounds.width, +ya.height=ya.alternateBounds.height,ya.alternateBounds=null),ya.height=sa.height);X.insert(y)}N.add(S,X,xa+(M?0:1));var Fa=this.getCellGeometry(S);null!=Fa&&(Fa=Fa.clone(),Fa.height+=sa.height,N.setGeometry(S,Fa))}}finally{N.endUpdate()}};Graph.prototype.deleteTableColumn=function(y){var M=this.getModel();M.beginUpdate();try{var N=y,S=y;this.isTableCell(y)&&(S=M.getParent(y));this.isTableRow(S)&&(N=M.getParent(S));var X=M.getChildCells(N,!0);if(0==X.length)M.remove(N);else{this.isTableRow(S)||(S= +X[0]);var ha=M.getChildCells(S,!0);if(1>=ha.length)M.remove(N);else{var la=ha.length-1;this.isTableCell(y)&&(la=mxUtils.indexOf(ha,y));for(S=y=0;S<X.length;S++){var xa=M.getChildCells(X[S],!0)[la];M.remove(xa);var sa=this.getCellGeometry(xa);null!=sa&&(y=Math.max(y,sa.width))}var ya=this.getCellGeometry(N);null!=ya&&(ya=ya.clone(),ya.width-=y,M.setGeometry(N,ya))}}}finally{M.endUpdate()}};Graph.prototype.deleteTableRow=function(y){var M=this.getModel();M.beginUpdate();try{var N=y,S=y;this.isTableCell(y)&& +(y=S=M.getParent(y));this.isTableRow(y)&&(N=M.getParent(S));var X=M.getChildCells(N,!0);if(1>=X.length)M.remove(N);else{this.isTableRow(S)||(S=X[X.length-1]);M.remove(S);y=0;var ha=this.getCellGeometry(S);null!=ha&&(y=ha.height);var la=this.getCellGeometry(N);null!=la&&(la=la.clone(),la.height-=y,M.setGeometry(N,la))}}finally{M.endUpdate()}};Graph.prototype.insertRow=function(y,M){for(var N=y.tBodies[0],S=N.rows[0].cells,X=y=0;X<S.length;X++){var ha=S[X].getAttribute("colspan");y+=null!=ha?parseInt(ha): +1}M=N.insertRow(M);for(X=0;X<y;X++)mxUtils.br(M.insertCell(-1));return M.cells[0]};Graph.prototype.deleteRow=function(y,M){y.tBodies[0].deleteRow(M)};Graph.prototype.insertColumn=function(y,M){var N=y.tHead;if(null!=N)for(var S=0;S<N.rows.length;S++){var X=document.createElement("th");N.rows[S].appendChild(X);mxUtils.br(X)}y=y.tBodies[0];for(N=0;N<y.rows.length;N++)S=y.rows[N].insertCell(M),mxUtils.br(S);return y.rows[0].cells[0<=M?M:y.rows[0].cells.length-1]};Graph.prototype.deleteColumn=function(y, +M){if(0<=M){y=y.tBodies[0].rows;for(var N=0;N<y.length;N++)y[N].cells.length>M&&y[N].deleteCell(M)}};Graph.prototype.pasteHtmlAtCaret=function(y){if(window.getSelection){var M=window.getSelection();if(M.getRangeAt&&M.rangeCount){M=M.getRangeAt(0);M.deleteContents();var N=document.createElement("div");N.innerHTML=y;y=document.createDocumentFragment();for(var S;S=N.firstChild;)lastNode=y.appendChild(S);M.insertNode(y)}}else(M=document.selection)&&"Control"!=M.type&&M.createRange().pasteHTML(y)};Graph.prototype.createLinkForHint= +function(y,M){function N(X,ha){X.length>ha&&(X=X.substring(0,Math.round(ha/2))+"..."+X.substring(X.length-Math.round(ha/4)));return X}y=null!=y?y:"javascript:void(0);";if(null==M||0==M.length)M=this.isCustomLink(y)?this.getLinkTitle(y):y;var S=document.createElement("a");S.setAttribute("rel",this.linkRelation);S.setAttribute("href",this.getAbsoluteUrl(y));S.setAttribute("title",N(this.isCustomLink(y)?this.getLinkTitle(y):y,80));null!=this.linkTarget&&S.setAttribute("target",this.linkTarget);mxUtils.write(S, +N(M,40));this.isCustomLink(y)&&mxEvent.addListener(S,"click",mxUtils.bind(this,function(X){this.customLinkClicked(y);mxEvent.consume(X)}));return S};Graph.prototype.initTouch=function(){this.connectionHandler.marker.isEnabled=function(){return null!=this.graph.connectionHandler.first};this.addListener(mxEvent.START_EDITING,function(ha,la){this.popupMenuHandler.hideMenu()});var y=this.updateMouseEvent;this.updateMouseEvent=function(ha){ha=y.apply(this,arguments);if(mxEvent.isTouchEvent(ha.getEvent())&& +null==ha.getState()){var la=this.getCellAt(ha.graphX,ha.graphY);null!=la&&this.isSwimlane(la)&&this.hitsSwimlaneContent(la,ha.graphX,ha.graphY)||(ha.state=this.view.getState(la),null!=ha.state&&null!=ha.state.shape&&(this.container.style.cursor=ha.state.shape.node.style.cursor))}null==ha.getState()&&this.isEnabled()&&(this.container.style.cursor="default");return ha};var M=!1,N=!1,S=!1,X=this.fireMouseEvent;this.fireMouseEvent=function(ha,la,xa){ha==mxEvent.MOUSE_DOWN&&(la=this.updateMouseEvent(la), +M=this.isCellSelected(la.getCell()),N=this.isSelectionEmpty(),S=this.popupMenuHandler.isMenuShowing());X.apply(this,arguments)};this.popupMenuHandler.mouseUp=mxUtils.bind(this,function(ha,la){var xa=mxEvent.isMouseEvent(la.getEvent());this.popupMenuHandler.popupTrigger=!this.isEditing()&&this.isEnabled()&&(null==la.getState()||!la.isSource(la.getState().control))&&(this.popupMenuHandler.popupTrigger||!S&&!xa&&(N&&null==la.getCell()&&this.isSelectionEmpty()||M&&this.isCellSelected(la.getCell()))); +xa=!M||xa?null:mxUtils.bind(this,function(sa){window.setTimeout(mxUtils.bind(this,function(){if(!this.isEditing()){var ya=mxUtils.getScrollOrigin();this.popupMenuHandler.popup(la.getX()+ya.x+1,la.getY()+ya.y+1,sa,la.getEvent())}}),500)});mxPopupMenuHandler.prototype.mouseUp.apply(this.popupMenuHandler,[ha,la,xa])})};mxCellEditor.prototype.isContentEditing=function(){var y=this.graph.view.getState(this.editingCell);return null!=y&&1==y.style.html};mxCellEditor.prototype.isTableSelected=function(){return null!= +this.graph.getParentByName(this.graph.getSelectedElement(),"TABLE",this.textarea)};mxCellEditor.prototype.isTextSelected=function(){var y="";window.getSelection?y=window.getSelection():document.getSelection?y=document.getSelection():document.selection&&(y=document.selection.createRange().text);return""!=y};mxCellEditor.prototype.insertTab=function(y){var M=this.textarea.ownerDocument.defaultView.getSelection(),N=M.getRangeAt(0),S="\t";if(null!=y)for(S="";0<y;)S+=" ",y--;y=document.createElement("span"); +y.style.whiteSpace="pre";y.appendChild(document.createTextNode(S));N.insertNode(y);N.setStartAfter(y);N.setEndAfter(y);M.removeAllRanges();M.addRange(N)};mxCellEditor.prototype.alignText=function(y,M){var N=null!=M&&mxEvent.isShiftDown(M);if(N||null!=window.getSelection&&null!=window.getSelection().containsNode){var S=!0;this.graph.processElements(this.textarea,function(X){N||window.getSelection().containsNode(X,!0)?(X.removeAttribute("align"),X.style.textAlign=null):S=!1});S&&this.graph.cellEditor.setAlign(y)}document.execCommand("justify"+ +y.toLowerCase(),!1,null)};mxCellEditor.prototype.saveSelection=function(){if(window.getSelection){var y=window.getSelection();if(y.getRangeAt&&y.rangeCount){for(var M=[],N=0,S=y.rangeCount;N<S;++N)M.push(y.getRangeAt(N));return M}}else if(document.selection&&document.selection.createRange)return document.selection.createRange();return null};mxCellEditor.prototype.restoreSelection=function(y){try{if(y)if(window.getSelection){sel=window.getSelection();sel.removeAllRanges();for(var M=0,N=y.length;M< +N;++M)sel.addRange(y[M])}else document.selection&&y.select&&y.select()}catch(S){}};var u=mxCellRenderer.prototype.initializeLabel;mxCellRenderer.prototype.initializeLabel=function(y){null!=y.text&&(y.text.replaceLinefeeds="0"!=mxUtils.getValue(y.style,"nl2Br","1"));u.apply(this,arguments)};var H=mxConstraintHandler.prototype.update;mxConstraintHandler.prototype.update=function(y,M){this.isKeepFocusEvent(y)||!mxEvent.isAltDown(y.getEvent())?H.apply(this,arguments):this.reset()};mxGuide.prototype.createGuideShape= +function(y){return new mxPolyline([],mxConstants.GUIDE_COLOR,mxConstants.GUIDE_STROKEWIDTH)};mxCellEditor.prototype.escapeCancelsEditing=!1;var L=mxCellEditor.prototype.startEditing;mxCellEditor.prototype.startEditing=function(y,M){y=this.graph.getStartEditingCell(y,M);L.apply(this,arguments);var N=this.graph.view.getState(y);this.textarea.className=null!=N&&1==N.style.html?"mxCellEditor geContentEditable":"mxCellEditor mxPlainTextEditor";this.codeViewMode=!1;this.switchSelectionState=null;this.graph.setSelectionCell(y); +N=this.graph.getModel().getParent(y);var S=this.graph.getCellGeometry(y);if(this.graph.getModel().isEdge(N)&&null!=S&&S.relative||this.graph.getModel().isEdge(y))this.textarea.style.outline=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_FF&&mxClient.IS_WIN?"gray dotted 1px":""};var C=mxCellEditor.prototype.installListeners;mxCellEditor.prototype.installListeners=function(y){function M(X,ha){ha.originalNode=X;X=X.firstChild;for(var la=ha.firstChild;null!=X&&null!=la;)M(X,la),X=X.nextSibling,la=la.nextSibling; +return ha}function N(X,ha){if(null!=X)if(ha.originalNode!=X)S(X);else for(X=X.firstChild,ha=ha.firstChild;null!=X;){var la=X.nextSibling;null==ha?S(X):(N(X,ha),ha=ha.nextSibling);X=la}}function S(X){for(var ha=X.firstChild;null!=ha;){var la=ha.nextSibling;S(ha);ha=la}1==X.nodeType&&("BR"===X.nodeName||null!=X.firstChild)||3==X.nodeType&&0!=mxUtils.trim(mxUtils.getTextContent(X)).length?(3==X.nodeType&&mxUtils.setTextContent(X,mxUtils.getTextContent(X).replace(/\n|\r/g,"")),1==X.nodeType&&(X.removeAttribute("style"), +X.removeAttribute("class"),X.removeAttribute("width"),X.removeAttribute("cellpadding"),X.removeAttribute("cellspacing"),X.removeAttribute("border"))):X.parentNode.removeChild(X)}C.apply(this,arguments);7!==document.documentMode&&8!==document.documentMode&&mxEvent.addListener(this.textarea,"paste",mxUtils.bind(this,function(X){var ha=M(this.textarea,this.textarea.cloneNode(!0));window.setTimeout(mxUtils.bind(this,function(){null!=this.textarea&&(0<=this.textarea.innerHTML.indexOf("<o:OfficeDocumentSettings>")|| +0<=this.textarea.innerHTML.indexOf("\x3c!--[if !mso]>")?N(this.textarea,ha):Graph.removePasteFormatting(this.textarea))}),0)}))};mxCellEditor.prototype.toggleViewMode=function(){var y=this.graph.view.getState(this.editingCell);if(null!=y){var M=null!=y&&"0"!=mxUtils.getValue(y.style,"nl2Br","1"),N=this.saveSelection();if(this.codeViewMode){xa=mxUtils.extractTextWithWhitespace(this.textarea.childNodes);0<xa.length&&"\n"==xa.charAt(xa.length-1)&&(xa=xa.substring(0,xa.length-1));xa=this.graph.sanitizeHtml(M? +xa.replace(/\n/g,"<br/>"):xa,!0);this.textarea.className="mxCellEditor geContentEditable";sa=mxUtils.getValue(y.style,mxConstants.STYLE_FONTSIZE,mxConstants.DEFAULT_FONTSIZE);M=mxUtils.getValue(y.style,mxConstants.STYLE_FONTFAMILY,mxConstants.DEFAULT_FONTFAMILY);var S=mxUtils.getValue(y.style,mxConstants.STYLE_ALIGN,mxConstants.ALIGN_LEFT),X=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_BOLD)==mxConstants.FONT_BOLD,ha=(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE, +0)&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC,la=[];(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&la.push("underline");(mxUtils.getValue(y.style,mxConstants.STYLE_FONTSTYLE,0)&mxConstants.FONT_STRIKETHROUGH)==mxConstants.FONT_STRIKETHROUGH&&la.push("line-through");this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(sa*mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize= +Math.round(sa)+"px";this.textarea.style.textDecoration=la.join(" ");this.textarea.style.fontWeight=X?"bold":"normal";this.textarea.style.fontStyle=ha?"italic":"";this.textarea.style.fontFamily=M;this.textarea.style.textAlign=S;this.textarea.style.padding="0px";this.textarea.innerHTML!=xa&&(this.textarea.innerHTML=xa,0==this.textarea.innerHTML.length&&(this.textarea.innerHTML=this.getEmptyLabelText(),this.clearOnChange=0<this.textarea.innerHTML.length));this.codeViewMode=!1}else{this.clearOnChange&& +this.textarea.innerHTML==this.getEmptyLabelText()&&(this.clearOnChange=!1,this.textarea.innerText="");var xa=mxUtils.htmlEntities(this.textarea.innerHTML);8!=document.documentMode&&(xa=mxUtils.replaceTrailingNewlines(xa,"<div><br></div>"));xa=this.graph.sanitizeHtml(M?xa.replace(/\n/g,"").replace(/<br\s*.?>/g,"<br>"):xa,!0);this.textarea.className="mxCellEditor mxPlainTextEditor";var sa=mxConstants.DEFAULT_FONTSIZE;this.textarea.style.lineHeight=mxConstants.ABSOLUTE_LINE_HEIGHT?Math.round(sa* +mxConstants.LINE_HEIGHT)+"px":mxConstants.LINE_HEIGHT;this.textarea.style.fontSize=Math.round(sa)+"px";this.textarea.style.textDecoration="";this.textarea.style.fontWeight="normal";this.textarea.style.fontStyle="";this.textarea.style.fontFamily=mxConstants.DEFAULT_FONTFAMILY;this.textarea.style.textAlign="left";this.textarea.style.width="";this.textarea.style.padding="2px";this.textarea.innerHTML!=xa&&(this.textarea.innerHTML=xa);this.codeViewMode=!0}this.textarea.focus();null!=this.switchSelectionState&& +this.restoreSelection(this.switchSelectionState);this.switchSelectionState=N;this.resize()}};var G=mxCellEditor.prototype.resize;mxCellEditor.prototype.resize=function(y,M){if(null!=this.textarea)if(y=this.graph.getView().getState(this.editingCell),this.codeViewMode&&null!=y){var N=y.view.scale;this.bounds=mxRectangle.fromRectangle(y);if(0==this.bounds.width&&0==this.bounds.height){this.bounds.width=160*N;this.bounds.height=60*N;var S=null!=y.text?y.text.margin:null;null==S&&(S=mxUtils.getAlignmentAsPoint(mxUtils.getValue(y.style, +mxConstants.STYLE_ALIGN,mxConstants.ALIGN_CENTER),mxUtils.getValue(y.style,mxConstants.STYLE_VERTICAL_ALIGN,mxConstants.ALIGN_MIDDLE)));this.bounds.x+=S.x*this.bounds.width;this.bounds.y+=S.y*this.bounds.height}this.textarea.style.width=Math.round((this.bounds.width-4)/N)+"px";this.textarea.style.height=Math.round((this.bounds.height-4)/N)+"px";this.textarea.style.overflow="auto";this.textarea.clientHeight<this.textarea.offsetHeight&&(this.textarea.style.height=Math.round(this.bounds.height/N)+(this.textarea.offsetHeight- +this.textarea.clientHeight)+"px",this.bounds.height=parseInt(this.textarea.style.height)*N);this.textarea.clientWidth<this.textarea.offsetWidth&&(this.textarea.style.width=Math.round(this.bounds.width/N)+(this.textarea.offsetWidth-this.textarea.clientWidth)+"px",this.bounds.width=parseInt(this.textarea.style.width)*N);this.textarea.style.left=Math.round(this.bounds.x)+"px";this.textarea.style.top=Math.round(this.bounds.y)+"px";mxUtils.setPrefixedStyle(this.textarea.style,"transform","scale("+N+","+ +N+")")}else this.textarea.style.height="",this.textarea.style.overflow="",G.apply(this,arguments)};mxCellEditorGetInitialValue=mxCellEditor.prototype.getInitialValue;mxCellEditor.prototype.getInitialValue=function(y,M){if("0"==mxUtils.getValue(y.style,"html","0"))return mxCellEditorGetInitialValue.apply(this,arguments);var N=this.graph.getEditingValue(y.cell,M);"1"==mxUtils.getValue(y.style,"nl2Br","1")&&(N=N.replace(/\n/g,"<br/>"));return N=this.graph.sanitizeHtml(N,!0)};mxCellEditorGetCurrentValue= +mxCellEditor.prototype.getCurrentValue;mxCellEditor.prototype.getCurrentValue=function(y){if("0"==mxUtils.getValue(y.style,"html","0"))return mxCellEditorGetCurrentValue.apply(this,arguments);var M=this.graph.sanitizeHtml(this.textarea.innerHTML,!0);return M="1"==mxUtils.getValue(y.style,"nl2Br","1")?M.replace(/\r\n/g,"<br/>").replace(/\n/g,"<br/>"):M.replace(/\r\n/g,"").replace(/\n/g,"")};var V=mxCellEditor.prototype.stopEditing;mxCellEditor.prototype.stopEditing=function(y){this.codeViewMode&&this.toggleViewMode(); +V.apply(this,arguments);this.focusContainer()};mxCellEditor.prototype.focusContainer=function(){try{this.graph.container.focus()}catch(y){}};var U=mxCellEditor.prototype.applyValue;mxCellEditor.prototype.applyValue=function(y,M){this.graph.getModel().beginUpdate();try{U.apply(this,arguments),""==M&&this.graph.isCellDeletable(y.cell)&&0==this.graph.model.getChildCount(y.cell)&&this.graph.isTransparentState(y)&&this.graph.removeCells([y.cell],!1)}finally{this.graph.getModel().endUpdate()}};mxCellEditor.prototype.getBackgroundColor= +function(y){var M=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,null);null!=M&&M!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(M=mxUtils.getValue(y.style,mxConstants.STYLE_FILLCOLOR,null));M==mxConstants.NONE&&(M=null);return M};mxCellEditor.prototype.getBorderColor=function(y){var M=mxUtils.getValue(y.style,mxConstants.STYLE_LABEL_BORDERCOLOR, +null);null!=M&&M!=mxConstants.NONE||!(null!=y.cell.geometry&&0<y.cell.geometry.width)||0==mxUtils.getValue(y.style,mxConstants.STYLE_ROTATION,0)&&0!=mxUtils.getValue(y.style,mxConstants.STYLE_HORIZONTAL,1)||(M=mxUtils.getValue(y.style,mxConstants.STYLE_STROKECOLOR,null));M==mxConstants.NONE&&(M=null);return M};mxCellEditor.prototype.getMinimumSize=function(y){var M=this.graph.getView().scale;return new mxRectangle(0,0,null==y.text?30:y.text.size*M+20,30)};mxGraphHandlerIsValidDropTarget=mxGraphHandler.prototype.isValidDropTarget; +mxGraphHandler.prototype.isValidDropTarget=function(y,M){return mxGraphHandlerIsValidDropTarget.apply(this,arguments)&&!mxEvent.isAltDown(M.getEvent)};mxGraphView.prototype.formatUnitText=function(y){return y?e(y,this.unit):y};mxGraphHandler.prototype.updateHint=function(y){if(null!=this.pBounds&&(null!=this.shape||this.livePreviewActive)){null==this.hint&&(this.hint=b(),this.graph.container.appendChild(this.hint));var M=this.graph.view.translate,N=this.graph.view.scale;y=this.roundLength((this.bounds.x+ +this.currentDx)/N-M.x);M=this.roundLength((this.bounds.y+this.currentDy)/N-M.y);N=this.graph.view.unit;this.hint.innerHTML=e(y,N)+", "+e(M,N);this.hint.style.left=this.pBounds.x+this.currentDx+Math.round((this.pBounds.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=this.pBounds.y+this.currentDy+this.pBounds.height+Editor.hintOffset+"px"}};mxGraphHandler.prototype.removeHint=function(){null!=this.hint&&(this.hint.parentNode.removeChild(this.hint),this.hint=null)};var Y=mxStackLayout.prototype.resizeCell; +mxStackLayout.prototype.resizeCell=function(y,M){Y.apply(this,arguments);var N=this.graph.getCellStyle(y);if(null==N.childLayout){var S=this.graph.model.getParent(y),X=null!=S?this.graph.getCellGeometry(S):null;if(null!=X&&(N=this.graph.getCellStyle(S),"stackLayout"==N.childLayout)){var ha=parseFloat(mxUtils.getValue(N,"stackBorder",mxStackLayout.prototype.border));N="1"==mxUtils.getValue(N,"horizontalStack","1");var la=this.graph.getActualStartSize(S);X=X.clone();N?X.height=M.height+la.y+la.height+ +2*ha:X.width=M.width+la.x+la.width+2*ha;this.graph.model.setGeometry(S,X)}}};var O=mxSelectionCellsHandler.prototype.getHandledSelectionCells;mxSelectionCellsHandler.prototype.getHandledSelectionCells=function(){function y(xa){N.get(xa)||(N.put(xa,!0),X.push(xa))}for(var M=O.apply(this,arguments),N=new mxDictionary,S=this.graph.model,X=[],ha=0;ha<M.length;ha++){var la=M[ha];this.graph.isTableCell(la)?y(S.getParent(S.getParent(la))):this.graph.isTableRow(la)&&y(S.getParent(la));y(la)}return X};var qa= +mxVertexHandler.prototype.createParentHighlightShape;mxVertexHandler.prototype.createParentHighlightShape=function(y){var M=qa.apply(this,arguments);M.stroke="#C0C0C0";M.strokewidth=1;return M};var oa=mxEdgeHandler.prototype.createParentHighlightShape;mxEdgeHandler.prototype.createParentHighlightShape=function(y){var M=oa.apply(this,arguments);M.stroke="#C0C0C0";M.strokewidth=1;return M};mxVertexHandler.prototype.rotationHandleVSpacing=-12;mxVertexHandler.prototype.getRotationHandlePosition=function(){var y= +this.getHandlePadding();return new mxPoint(this.bounds.x+this.bounds.width-this.rotationHandleVSpacing+y.x/2,this.bounds.y+this.rotationHandleVSpacing-y.y/2)};mxVertexHandler.prototype.isRecursiveResize=function(y,M){return this.graph.isRecursiveVertexResize(y)&&!mxEvent.isAltDown(M.getEvent())};mxVertexHandler.prototype.isCenteredEvent=function(y,M){return mxEvent.isControlDown(M.getEvent())||mxEvent.isMetaDown(M.getEvent())};var aa=mxVertexHandler.prototype.isRotationHandleVisible;mxVertexHandler.prototype.isRotationHandleVisible= +function(){return aa.apply(this,arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)&&!this.graph.isTable(this.state.cell)};mxVertexHandler.prototype.getSizerBounds=function(){return this.graph.isTableCell(this.state.cell)?this.graph.view.getState(this.graph.model.getParent(this.graph.model.getParent(this.state.cell))):this.bounds};var ca=mxVertexHandler.prototype.isParentHighlightVisible;mxVertexHandler.prototype.isParentHighlightVisible=function(){return ca.apply(this, +arguments)&&!this.graph.isTableCell(this.state.cell)&&!this.graph.isTableRow(this.state.cell)};var fa=mxVertexHandler.prototype.isCustomHandleVisible;mxVertexHandler.prototype.isCustomHandleVisible=function(y){return y.tableHandle||fa.apply(this,arguments)&&(!this.graph.isTable(this.state.cell)||this.graph.isCellSelected(this.state.cell))};mxVertexHandler.prototype.getSelectionBorderInset=function(){var y=0;this.graph.isTableRow(this.state.cell)?y=1:this.graph.isTableCell(this.state.cell)&&(y=2); +return y};var J=mxVertexHandler.prototype.getSelectionBorderBounds;mxVertexHandler.prototype.getSelectionBorderBounds=function(){return J.apply(this,arguments).grow(-this.getSelectionBorderInset())};var Z=null,P=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){null==Z&&(Z=mxCellRenderer.defaultShapes.tableLine);var y=P.apply(this,arguments);if(this.graph.isTable(this.state.cell)){var M=function(Oa,Ca,Ma){for(var Ga=[],Ya=0;Ya<Oa.length;Ya++){var db= +Oa[Ya];Ga.push(null==db?null:new mxPoint((sa+db.x+Ca)*ha,(ya+db.y+Ma)*ha))}return Ga},N=this,S=this.graph,X=S.model,ha=S.view.scale,la=this.state,xa=this.selectionBorder,sa=this.state.origin.x+S.view.translate.x,ya=this.state.origin.y+S.view.translate.y;null==y&&(y=[]);var Fa=S.view.getCellStates(X.getChildCells(this.state.cell,!0));if(0<Fa.length){var wa=X.getChildCells(Fa[0].cell,!0),ua=S.getTableLines(this.state.cell,!1,!0),La=S.getTableLines(this.state.cell,!0,!1);for(X=0;X<Fa.length;X++)mxUtils.bind(this, +function(Oa){var Ca=Fa[Oa],Ma=Oa<Fa.length-1?Fa[Oa+1]:null;Ma=null!=Ma?S.getCellGeometry(Ma.cell):null;var Ga=null!=Ma&&null!=Ma.alternateBounds?Ma.alternateBounds:Ma;Ma=null!=La[Oa]?new Z(La[Oa],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!1);Ma.isDashed=xa.isDashed;Ma.svgStrokeTolerance++;Ca=new mxHandle(Ca,"row-resize",null,Ma);Ca.tableHandle=!0;var Ya=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!= +this.shape){this.shape.stroke=0==Ya?mxConstants.NONE:xa.stroke;if(this.shape.constructor==Z)this.shape.line=M(La[Oa],0,Ya),this.shape.updateBoundsFromLine();else{var eb=S.getActualStartSize(la.cell,!0);this.shape.bounds.height=1;this.shape.bounds.y=this.state.y+this.state.height+Ya*ha;this.shape.bounds.x=la.x+(Oa==Fa.length-1?0:eb.x*ha);this.shape.bounds.width=la.width-(Oa==Fa.length-1?0:eb.width+eb.x+ha)}this.shape.redraw()}};var db=!1;Ca.setPosition=function(eb,cb,ub){Ya=Math.max(Graph.minTableRowHeight- +eb.height,cb.y-eb.y-eb.height);db=mxEvent.isShiftDown(ub.getEvent());null!=Ga&&db&&(Ya=Math.min(Ya,Ga.height-Graph.minTableRowHeight))};Ca.execute=function(eb){if(0!=Ya)S.setTableRowHeight(this.state.cell,Ya,!db);else if(!N.blockDelayedSelection){var cb=S.getCellAt(eb.getGraphX(),eb.getGraphY())||la.cell;S.graphHandler.selectCellForEvent(cb,eb)}Ya=0};Ca.reset=function(){Ya=0};y.push(Ca)})(X);for(X=0;X<wa.length;X++)mxUtils.bind(this,function(Oa){var Ca=S.view.getState(wa[Oa]),Ma=S.getCellGeometry(wa[Oa]), +Ga=null!=Ma.alternateBounds?Ma.alternateBounds:Ma;null==Ca&&(Ca=new mxCellState(S.view,wa[Oa],S.getCellStyle(wa[Oa])),Ca.x=la.x+Ma.x*ha,Ca.y=la.y+Ma.y*ha,Ca.width=Ga.width*ha,Ca.height=Ga.height*ha,Ca.updateCachedBounds());Ma=Oa<wa.length-1?wa[Oa+1]:null;Ma=null!=Ma?S.getCellGeometry(Ma):null;var Ya=null!=Ma&&null!=Ma.alternateBounds?Ma.alternateBounds:Ma;Ma=null!=ua[Oa]?new Z(ua[Oa],mxConstants.NONE,1):new mxLine(new mxRectangle,mxConstants.NONE,1,!0);Ma.isDashed=xa.isDashed;Ma.svgStrokeTolerance++; +Ca=new mxHandle(Ca,"col-resize",null,Ma);Ca.tableHandle=!0;var db=0;Ca.shape.node.parentNode.insertBefore(Ca.shape.node,Ca.shape.node.parentNode.firstChild);Ca.redraw=function(){if(null!=this.shape){this.shape.stroke=0==db?mxConstants.NONE:xa.stroke;if(this.shape.constructor==Z)this.shape.line=M(ua[Oa],db,0),this.shape.updateBoundsFromLine();else{var cb=S.getActualStartSize(la.cell,!0);this.shape.bounds.width=1;this.shape.bounds.x=this.state.x+(Ga.width+db)*ha;this.shape.bounds.y=la.y+(Oa==wa.length- +1?0:cb.y*ha);this.shape.bounds.height=la.height-(Oa==wa.length-1?0:(cb.height+cb.y)*ha)}this.shape.redraw()}};var eb=!1;Ca.setPosition=function(cb,ub,fb){db=Math.max(Graph.minTableColumnWidth-Ga.width,ub.x-cb.x-Ga.width);eb=mxEvent.isShiftDown(fb.getEvent());null==Ya||eb||(db=Math.min(db,Ya.width-Graph.minTableColumnWidth))};Ca.execute=function(cb){if(0!=db)S.setTableColumnWidth(this.state.cell,db,eb);else if(!N.blockDelayedSelection){var ub=S.getCellAt(cb.getGraphX(),cb.getGraphY())||la.cell;S.graphHandler.selectCellForEvent(ub, +cb)}db=0};Ca.positionChanged=function(){};Ca.reset=function(){db=0};y.push(Ca)})(X)}}return null!=y?y.reverse():null};var da=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(y){da.apply(this,arguments);if(null!=this.moveHandles)for(var M=0;M<this.moveHandles.length;M++)this.moveHandles[M].style.visibility=y?"":"hidden";if(null!=this.cornerHandles)for(M=0;M<this.cornerHandles.length;M++)this.cornerHandles[M].node.style.visibility=y?"":"hidden"};mxVertexHandler.prototype.refreshMoveHandles= +function(){var y=this.graph.model;if(null!=this.moveHandles){for(var M=0;M<this.moveHandles.length;M++)this.moveHandles[M].parentNode.removeChild(this.moveHandles[M]);this.moveHandles=null}this.moveHandles=[];for(M=0;M<y.getChildCount(this.state.cell);M++)mxUtils.bind(this,function(N){if(null!=N&&y.isVertex(N.cell)){var S=mxUtils.createImage(Editor.rowMoveImage);S.style.position="absolute";S.style.cursor="pointer";S.style.width="7px";S.style.height="4px";S.style.padding="4px 2px 4px 2px";S.rowState= +N;mxEvent.addGestureListeners(S,mxUtils.bind(this,function(X){this.graph.popupMenuHandler.hideMenu();this.graph.stopEditing(!1);!this.graph.isToggleEvent(X)&&this.graph.isCellSelected(N.cell)||this.graph.selectCellForEvent(N.cell,X);mxEvent.isPopupTrigger(X)||(this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(X),mxEvent.getClientY(X),this.graph.getSelectionCells()),this.graph.graphHandler.cellWasClicked=!0,this.graph.isMouseTrigger=mxEvent.isMouseEvent(X),this.graph.isMouseDown=!0); +mxEvent.consume(X)}),null,mxUtils.bind(this,function(X){mxEvent.isPopupTrigger(X)&&(this.graph.popupMenuHandler.popup(mxEvent.getClientX(X),mxEvent.getClientY(X),N.cell,X),mxEvent.consume(X))}));this.moveHandles.push(S);this.graph.container.appendChild(S)}})(this.graph.view.getState(y.getChildAt(this.state.cell,M)))};mxVertexHandler.prototype.refresh=function(){if(null!=this.customHandles){for(var y=0;y<this.customHandles.length;y++)this.customHandles[y].destroy();this.customHandles=this.createCustomHandles()}this.graph.isTable(this.state.cell)&& +this.refreshMoveHandles()};var ja=mxVertexHandler.prototype.getHandlePadding;mxVertexHandler.prototype.getHandlePadding=function(){var y=new mxPoint(0,0),M=this.tolerance,N=this.state.style.shape;null==mxCellRenderer.defaultShapes[N]&&mxStencilRegistry.getStencil(N);N=this.graph.isTable(this.state.cell)||this.graph.cellEditor.getEditingCell()==this.state.cell;if(!N&&null!=this.customHandles)for(var S=0;S<this.customHandles.length;S++)if(null!=this.customHandles[S].shape&&null!=this.customHandles[S].shape.bounds){var X= +this.customHandles[S].shape.bounds,ha=X.getCenterX(),la=X.getCenterY();if(Math.abs(this.state.x-ha)<X.width/2||Math.abs(this.state.y-la)<X.height/2||Math.abs(this.state.x+this.state.width-ha)<X.width/2||Math.abs(this.state.y+this.state.height-la)<X.height/2){N=!0;break}}N&&null!=this.sizers&&0<this.sizers.length&&null!=this.sizers[0]?(M/=2,this.graph.isTable(this.state.cell)&&(M+=7),y.x=this.sizers[0].bounds.width+M,y.y=this.sizers[0].bounds.height+M):y=ja.apply(this,arguments);return y};mxVertexHandler.prototype.updateHint= +function(y){if(this.index!=mxEvent.LABEL_HANDLE){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));if(this.index==mxEvent.ROTATION_HANDLE)this.hint.innerHTML=this.currentAlpha+"°";else{y=this.state.view.scale;var M=this.state.view.unit;this.hint.innerHTML=e(this.roundLength(this.bounds.width/y),M)+" x "+e(this.roundLength(this.bounds.height/y),M)}y=mxUtils.getBoundingBox(this.bounds,null!=this.currentAlpha?this.currentAlpha:this.state.style[mxConstants.STYLE_ROTATION]|| +"0");null==y&&(y=this.bounds);this.hint.style.left=y.x+Math.round((y.width-this.hint.clientWidth)/2)+"px";this.hint.style.top=y.y+y.height+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")}};mxVertexHandler.prototype.removeHint=function(){mxGraphHandler.prototype.removeHint.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.display="")};var ka=mxEdgeHandler.prototype.mouseMove;mxEdgeHandler.prototype.mouseMove=function(y,M){ka.apply(this,arguments);null!= +this.linkHint&&"none"!=this.linkHint.style.display&&null!=this.graph.graphHandler&&null!=this.graph.graphHandler.first&&(this.linkHint.style.display="none")};var q=mxEdgeHandler.prototype.mouseUp;mxEdgeHandler.prototype.mouseUp=function(y,M){q.apply(this,arguments);null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="")};mxEdgeHandler.prototype.updateHint=function(y,M){null==this.hint&&(this.hint=b(),this.state.view.graph.container.appendChild(this.hint));var N= +this.graph.view.translate,S=this.graph.view.scale,X=this.roundLength(M.x/S-N.x);N=this.roundLength(M.y/S-N.y);S=this.graph.view.unit;this.hint.innerHTML=e(X,S)+", "+e(N,S);this.hint.style.visibility="visible";if(this.isSource||this.isTarget)null!=this.constraintHandler.currentConstraint&&null!=this.constraintHandler.currentFocus?(X=this.constraintHandler.currentConstraint.point,this.hint.innerHTML="["+Math.round(100*X.x)+"%, "+Math.round(100*X.y)+"%]"):this.marker.hasValidState()&&(this.hint.style.visibility= +"hidden");this.hint.style.left=Math.round(y.getGraphX()-this.hint.clientWidth/2)+"px";this.hint.style.top=Math.max(y.getGraphY(),M.y)+Editor.hintOffset+"px";null!=this.linkHint&&(this.linkHint.style.display="none")};Graph.prototype.expandedImage=Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="50%" y1="0%" x2="50%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 2 4.5 L 7 4.5 z" stroke="#000"/>'); +Graph.prototype.collapsedImage=Graph.createSvgImage(9,9,'<defs><linearGradient id="grad1" x1="0%" y1="0%" x2="100%" y2="100%"><stop offset="30%" style="stop-color:#f0f0f0;" /><stop offset="100%" style="stop-color:#AFB0B6;" /></linearGradient></defs><rect x="0" y="0" width="9" height="9" stroke="#8A94A5" fill="url(#grad1)" stroke-width="2"/><path d="M 4.5 2 L 4.5 7 M 2 4.5 L 7 4.5 z" stroke="#000"/>');mxEdgeHandler.prototype.removeHint=mxVertexHandler.prototype.removeHint;HoverIcons.prototype.mainHandle= +Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="5" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.endMainHandle=Graph.createSvgImage(18,18,'<circle cx="9" cy="9" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/>');HoverIcons.prototype.secondaryHandle=Graph.createSvgImage(16,16,'<path d="m 8 3 L 13 8 L 8 13 L 3 8 z" stroke="#fff" fill="#fca000"/>');HoverIcons.prototype.fixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>'); +HoverIcons.prototype.endFixedHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="#01bd22"/><path d="m 8 8 L 14 14M 8 14 L 14 8" stroke="#fff"/>');HoverIcons.prototype.terminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="6" stroke="#fff" fill="'+HoverIcons.prototype.arrowFill+'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.endTerminalHandle=Graph.createSvgImage(22,22,'<circle cx="11" cy="11" r="7" stroke="#fff" fill="'+ +HoverIcons.prototype.arrowFill+'"/><circle cx="11" cy="11" r="3" stroke="#fff" fill="transparent"/>');HoverIcons.prototype.rotationHandle=Graph.createSvgImage(16,16,'<path stroke="'+HoverIcons.prototype.arrowFill+'" fill="'+HoverIcons.prototype.arrowFill+'" d="M15.55 5.55L11 1v3.07C7.06 4.56 4 7.92 4 12s3.05 7.44 7 7.93v-2.02c-2.84-.48-5-2.94-5-5.91s2.16-5.43 5-5.91V10l4.55-4.45zM19.93 11c-.17-1.39-.72-2.73-1.62-3.89l-1.42 1.42c.54.75.88 1.6 1.02 2.47h2.02zM13 17.9v2.02c1.39-.17 2.74-.71 3.9-1.61l-1.44-1.44c-.75.54-1.59.89-2.46 1.03zm3.89-2.42l1.42 1.41c.9-1.16 1.45-2.5 1.62-3.89h-2.02c-.14.87-.48 1.72-1.02 2.48z"/>', 24,24);mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="'+HoverIcons.prototype.arrowFill+'"/>');mxVertexHandler.TABLE_HANDLE_COLOR="#fca000";mxVertexHandler.prototype.handleImage=HoverIcons.prototype.mainHandle;mxVertexHandler.prototype.secondaryHandleImage=HoverIcons.prototype.secondaryHandle;mxEdgeHandler.prototype.handleImage=HoverIcons.prototype.mainHandle; mxEdgeHandler.prototype.endHandleImage=HoverIcons.prototype.endMainHandle;mxEdgeHandler.prototype.terminalHandleImage=HoverIcons.prototype.terminalHandle;mxEdgeHandler.prototype.endTerminalHandleImage=HoverIcons.prototype.endTerminalHandle;mxEdgeHandler.prototype.fixedHandleImage=HoverIcons.prototype.fixedHandle;mxEdgeHandler.prototype.endFixedHandleImage=HoverIcons.prototype.endFixedHandle;mxEdgeHandler.prototype.labelHandleImage=HoverIcons.prototype.secondaryHandle;mxOutline.prototype.sizerImage= HoverIcons.prototype.mainHandle;null!=window.Sidebar&&(Sidebar.prototype.triangleUp=HoverIcons.prototype.triangleUp,Sidebar.prototype.triangleRight=HoverIcons.prototype.triangleRight,Sidebar.prototype.triangleDown=HoverIcons.prototype.triangleDown,Sidebar.prototype.triangleLeft=HoverIcons.prototype.triangleLeft,Sidebar.prototype.refreshTarget=HoverIcons.prototype.refreshTarget,Sidebar.prototype.roundDrop=HoverIcons.prototype.roundDrop);mxVertexHandler.prototype.rotationEnabled=!0;mxVertexHandler.prototype.manageSizers= !0;mxVertexHandler.prototype.livePreview=!0;mxGraphHandler.prototype.maxLivePreview=16;mxRubberband.prototype.defaultOpacity=30;mxConnectionHandler.prototype.outlineConnect=!0;mxCellHighlight.prototype.keepOnTop=!0;mxVertexHandler.prototype.parentHighlightEnabled=!0;mxEdgeHandler.prototype.parentHighlightEnabled=!0;mxEdgeHandler.prototype.dblClickRemoveEnabled=!0;mxEdgeHandler.prototype.straightRemoveEnabled=!0;mxEdgeHandler.prototype.virtualBendsEnabled=!0;mxEdgeHandler.prototype.mergeRemoveEnabled= !0;mxEdgeHandler.prototype.manageLabelHandle=!0;mxEdgeHandler.prototype.outlineConnect=!0;mxEdgeHandler.prototype.isAddVirtualBendEvent=function(y){return!mxEvent.isShiftDown(y.getEvent())};mxEdgeHandler.prototype.isCustomHandleEvent=function(y){return!mxEvent.isShiftDown(y.getEvent())};if(Graph.touchStyle){if(mxClient.IS_TOUCH||0<navigator.maxTouchPoints||0<navigator.msMaxTouchPoints)mxShape.prototype.svgStrokeTolerance=18,mxVertexHandler.prototype.tolerance=12,mxEdgeHandler.prototype.tolerance= -12,Graph.prototype.tolerance=12,mxVertexHandler.prototype.rotationHandleVSpacing=-16,mxConstraintHandler.prototype.getTolerance=function(y){return mxEvent.isMouseEvent(y.getEvent())?4:this.graph.getTolerance()};mxPanningHandler.prototype.isPanningTrigger=function(y){var K=y.getEvent();return null==y.getState()&&!mxEvent.isMouseEvent(K)||mxEvent.isPopupTrigger(K)&&(null==y.getState()||mxEvent.isControlDown(K)||mxEvent.isShiftDown(K))};var H=mxGraphHandler.prototype.mouseDown;mxGraphHandler.prototype.mouseDown= -function(y,K){H.apply(this,arguments);mxEvent.isTouchEvent(K.getEvent())&&this.graph.isCellSelected(K.getCell())&&1<this.graph.getSelectionCount()&&(this.delayedSelection=!1)}}else mxPanningHandler.prototype.isPanningTrigger=function(y){var K=y.getEvent();return mxEvent.isLeftMouseButton(K)&&(this.useLeftButtonForPanning&&null==y.getState()||mxEvent.isControlDown(K)&&!mxEvent.isShiftDown(K))||this.usePopupTrigger&&mxEvent.isPopupTrigger(K)};mxRubberband.prototype.isSpaceEvent=function(y){return this.graph.isEnabled()&& -!this.graph.isCellLocked(this.graph.getDefaultParent())&&(mxEvent.isControlDown(y.getEvent())||mxEvent.isMetaDown(y.getEvent()))&&mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())};mxRubberband.prototype.cancelled=!1;mxRubberband.prototype.cancel=function(){this.isActive()&&(this.cancelled=!0,this.reset())};mxRubberband.prototype.mouseUp=function(y,K){if(this.cancelled)this.cancelled=!1,K.consume();else{var N=null!=this.div&&"none"!=this.div.style.display,T=null,U=null,W=y=null;null!= -this.first&&null!=this.currentX&&null!=this.currentY&&(T=this.first.x,U=this.first.y,y=(this.currentX-T)/this.graph.view.scale,W=(this.currentY-U)/this.graph.view.scale,mxEvent.isAltDown(K.getEvent())||(y=this.graph.snap(y),W=this.graph.snap(W),this.graph.isGridEnabled()||(Math.abs(y)<this.graph.tolerance&&(y=0),Math.abs(W)<this.graph.tolerance&&(W=0))));this.reset();if(N){if(this.isSpaceEvent(K)){this.graph.model.beginUpdate();try{var na=this.graph.getCellsBeyond(T,U,this.graph.getDefaultParent(), -!0,!0);for(N=0;N<na.length;N++)if(this.graph.isCellMovable(na[N])){var wa=this.graph.view.getState(na[N]),ra=this.graph.getCellGeometry(na[N]);null!=wa&&null!=ra&&(ra=ra.clone(),ra.translate(y,W),this.graph.model.setGeometry(na[N],ra))}}finally{this.graph.model.endUpdate()}}else na=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(na,K.getEvent());K.consume()}}};mxRubberband.prototype.mouseMove=function(y,K){if(!K.isConsumed()&&null!=this.first){var N=mxUtils.getScrollOrigin(this.graph.container); -y=mxUtils.getOffset(this.graph.container);N.x-=y.x;N.y-=y.y;y=K.getX()+N.x;N=K.getY()+N.y;var T=this.first.x-y,U=this.first.y-N,W=this.graph.tolerance;if(null!=this.div||Math.abs(T)>W||Math.abs(U)>W)null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(y,N),this.isSpaceEvent(K)?(y=this.x+this.width,N=this.y+this.height,T=this.graph.view.scale,mxEvent.isAltDown(K.getEvent())||(this.width=this.graph.snap(this.width/T)*T,this.height=this.graph.snap(this.height/T)*T,this.graph.isGridEnabled()|| +12,Graph.prototype.tolerance=12,mxVertexHandler.prototype.rotationHandleVSpacing=-16,mxConstraintHandler.prototype.getTolerance=function(y){return mxEvent.isMouseEvent(y.getEvent())?4:this.graph.getTolerance()};mxPanningHandler.prototype.isPanningTrigger=function(y){var M=y.getEvent();return null==y.getState()&&!mxEvent.isMouseEvent(M)||mxEvent.isPopupTrigger(M)&&(null==y.getState()||mxEvent.isControlDown(M)||mxEvent.isShiftDown(M))};var F=mxGraphHandler.prototype.mouseDown;mxGraphHandler.prototype.mouseDown= +function(y,M){F.apply(this,arguments);mxEvent.isTouchEvent(M.getEvent())&&this.graph.isCellSelected(M.getCell())&&1<this.graph.getSelectionCount()&&(this.delayedSelection=!1)}}else mxPanningHandler.prototype.isPanningTrigger=function(y){var M=y.getEvent();return mxEvent.isLeftMouseButton(M)&&(this.useLeftButtonForPanning&&null==y.getState()||mxEvent.isControlDown(M)&&!mxEvent.isShiftDown(M))||this.usePopupTrigger&&mxEvent.isPopupTrigger(M)};mxRubberband.prototype.isSpaceEvent=function(y){return this.graph.isEnabled()&& +!this.graph.isCellLocked(this.graph.getDefaultParent())&&(mxEvent.isControlDown(y.getEvent())||mxEvent.isMetaDown(y.getEvent()))&&mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())};mxRubberband.prototype.cancelled=!1;mxRubberband.prototype.cancel=function(){this.isActive()&&(this.cancelled=!0,this.reset())};mxRubberband.prototype.mouseUp=function(y,M){if(this.cancelled)this.cancelled=!1,M.consume();else{var N=null!=this.div&&"none"!=this.div.style.display,S=null,X=null,ha=y=null; +null!=this.first&&null!=this.currentX&&null!=this.currentY&&(S=this.first.x,X=this.first.y,y=(this.currentX-S)/this.graph.view.scale,ha=(this.currentY-X)/this.graph.view.scale,mxEvent.isAltDown(M.getEvent())||(y=this.graph.snap(y),ha=this.graph.snap(ha),this.graph.isGridEnabled()||(Math.abs(y)<this.graph.tolerance&&(y=0),Math.abs(ha)<this.graph.tolerance&&(ha=0))));this.reset();if(N){if(this.isSpaceEvent(M)){this.graph.model.beginUpdate();try{var la=this.graph.getCellsBeyond(S,X,this.graph.getDefaultParent(), +!0,!0);for(N=0;N<la.length;N++)if(this.graph.isCellMovable(la[N])){var xa=this.graph.view.getState(la[N]),sa=this.graph.getCellGeometry(la[N]);null!=xa&&null!=sa&&(sa=sa.clone(),sa.translate(y,ha),this.graph.model.setGeometry(la[N],sa))}}finally{this.graph.model.endUpdate()}}else la=new mxRectangle(this.x,this.y,this.width,this.height),this.graph.selectRegion(la,M.getEvent());M.consume()}}};mxRubberband.prototype.mouseMove=function(y,M){if(!M.isConsumed()&&null!=this.first){var N=mxUtils.getScrollOrigin(this.graph.container); +y=mxUtils.getOffset(this.graph.container);N.x-=y.x;N.y-=y.y;y=M.getX()+N.x;N=M.getY()+N.y;var S=this.first.x-y,X=this.first.y-N,ha=this.graph.tolerance;if(null!=this.div||Math.abs(S)>ha||Math.abs(X)>ha)null==this.div&&(this.div=this.createShape()),mxUtils.clearSelection(),this.update(y,N),this.isSpaceEvent(M)?(y=this.x+this.width,N=this.y+this.height,S=this.graph.view.scale,mxEvent.isAltDown(M.getEvent())||(this.width=this.graph.snap(this.width/S)*S,this.height=this.graph.snap(this.height/S)*S,this.graph.isGridEnabled()|| (this.width<this.graph.tolerance&&(this.width=0),this.height<this.graph.tolerance&&(this.height=0)),this.x<this.first.x&&(this.x=y-this.width),this.y<this.first.y&&(this.y=N-this.height)),this.div.style.borderStyle="dashed",this.div.style.backgroundColor="white",this.div.style.left=this.x+"px",this.div.style.top=this.y+"px",this.div.style.width=Math.max(0,this.width)+"px",this.div.style.height=this.graph.container.clientHeight+"px",this.div.style.borderWidth=0>=this.width?"0px 1px 0px 0px":"0px 1px 0px 1px", null==this.secondDiv&&(this.secondDiv=this.div.cloneNode(!0),this.div.parentNode.appendChild(this.secondDiv)),this.secondDiv.style.left=this.x+"px",this.secondDiv.style.top=this.y+"px",this.secondDiv.style.width=this.graph.container.clientWidth+"px",this.secondDiv.style.height=Math.max(0,this.height)+"px",this.secondDiv.style.borderWidth=0>=this.height?"1px 0px 0px 0px":"1px 0px 1px 0px"):(this.div.style.backgroundColor="",this.div.style.borderWidth="",this.div.style.borderStyle="",null!=this.secondDiv&& -(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),K.consume()}};var P=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);P.apply(this,arguments)};var V=(new Date).getTime(),Q=0,da=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(y,K,N,T){da.apply(this,arguments);N!=this.currentTerminalState?(V=(new Date).getTime(), -Q=0):Q=(new Date).getTime()-V;this.currentTerminalState=N};var ea=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(y){return mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())?!1:null!=this.currentTerminalState&&y.getState()==this.currentTerminalState&&2E3<Q||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&ea.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= -function(y,K,N){K=null!=y&&0==y;var T=this.state.getVisibleTerminalState(K);y=null!=y&&(0==y||y>=this.state.absolutePoints.length-1||this.constructor==mxElbowEdgeHandler&&2==y)?this.graph.getConnectionConstraint(this.state,T,K):null;N=null!=(null!=y?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(K),y):null)?N?this.endFixedHandleImage:this.fixedHandleImage:null!=y&&null!=T?N?this.endTerminalHandleImage:this.terminalHandleImage:N?this.endHandleImage:this.handleImage;if(null!=N)return N= -new mxImageShape(new mxRectangle(0,0,N.width,N.height),N.src),N.preserveImageAspect=!1,N;N=mxConstants.HANDLE_SIZE;this.preferHtml&&--N;return new mxRectangleShape(new mxRectangle(0,0,N,N),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)};var fa=mxVertexHandler.prototype.createSizerShape;mxVertexHandler.prototype.createSizerShape=function(y,K,N){this.handleImage=K==mxEvent.ROTATION_HANDLE?HoverIcons.prototype.rotationHandle:K==mxEvent.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage; -return fa.apply(this,arguments)};var pa=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(y){if(null!=y&&1==y.length){var K=this.graph.getModel(),N=K.getParent(y[0]),T=this.graph.getCellGeometry(y[0]);if(K.isEdge(N)&&null!=T&&T.relative&&(K=this.graph.view.getState(y[0]),null!=K&&2>K.width&&2>K.height&&null!=K.text&&null!=K.text.boundingBox))return mxRectangle.fromRectangle(K.text.boundingBox)}return pa.apply(this,arguments)};var ua=mxGraphHandler.prototype.getGuideStates; -mxGraphHandler.prototype.getGuideStates=function(){for(var y=ua.apply(this,arguments),K=[],N=0;N<y.length;N++)"1"!=mxUtils.getValue(y[N].style,"part","0")&&K.push(y[N]);return K};var qa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(y){var K=this.graph.getModel(),N=K.getParent(y.cell),T=this.graph.getCellGeometry(y.cell);return K.isEdge(N)&&null!=T&&T.relative&&2>y.width&&2>y.height&&null!=y.text&&null!=y.text.boundingBox?(K=y.text.unrotatedBoundingBox|| -y.text.boundingBox,new mxRectangle(Math.round(K.x),Math.round(K.y),Math.round(K.width),Math.round(K.height))):qa.apply(this,arguments)};var Da=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(y,K){var N=this.graph.getModel(),T=N.getParent(this.state.cell),U=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(K)==mxEvent.ROTATION_HANDLE||!N.isEdge(T)||null==U||!U.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&Da.apply(this,arguments)}; -mxVertexHandler.prototype.rotateClick=function(){var y=mxUtils.getValue(this.state.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),K=mxUtils.getValue(this.state.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE);this.state.view.graph.model.isVertex(this.state.cell)&&y==mxConstants.NONE&&K==mxConstants.NONE?(y=mxUtils.mod(mxUtils.getValue(this.state.style,mxConstants.STYLE_ROTATION,0)+90,360),this.state.view.graph.setCellStyles(mxConstants.STYLE_ROTATION,y,[this.state.cell])):this.state.view.graph.turnShapes([this.state.cell])}; -var Aa=mxVertexHandler.prototype.mouseMove;mxVertexHandler.prototype.mouseMove=function(y,K){Aa.apply(this,arguments);null!=this.graph.graphHandler.first&&(null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display="none"),null!=this.linkHint&&"none"!=this.linkHint.style.display&&(this.linkHint.style.display="none"))};var Fa=mxVertexHandler.prototype.mouseUp;mxVertexHandler.prototype.mouseUp=function(y,K){Fa.apply(this,arguments);null!=this.rotationShape&&null!= -this.rotationShape.node&&(this.rotationShape.node.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="");this.blockDelayedSelection=null};var ta=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){ta.apply(this,arguments);var y=!1;null!=this.rotationShape&&this.rotationShape.node.setAttribute("title",mxResources.get("rotateTooltip"));if(this.graph.isTable(this.state.cell))this.refreshMoveHandles(); -else if(1==this.graph.getSelectionCount()&&(this.graph.isTableCell(this.state.cell)||this.graph.isTableRow(this.state.cell))){this.cornerHandles=[];for(var K=0;4>K;K++){var N=new mxRectangleShape(new mxRectangle(0,0,6,6),"#ffffff",mxConstants.HANDLE_STROKECOLOR);N.dialect=mxConstants.DIALECT_SVG;N.init(this.graph.view.getOverlayPane());this.cornerHandles.push(N)}}var T=mxUtils.bind(this,function(){null!=this.specialHandle&&(this.specialHandle.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< -this.graph.graphHandler.maxCells?"":"none");this.redrawHandles()});this.changeHandler=mxUtils.bind(this,function(U,W){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));T()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);this.editingHandler=mxUtils.bind(this,function(U,W){this.redrawHandles()});this.graph.addListener(mxEvent.EDITING_STOPPED,this.editingHandler); -K=this.graph.getLinkForCell(this.state.cell);N=this.graph.getLinksForState(this.state);this.updateLinkHint(K,N);if(null!=K||null!=N&&0<N.length)y=!0;y&&this.redrawHandles()};mxVertexHandler.prototype.updateLinkHint=function(y,K){try{if(null==y&&(null==K||0==K.length)||1<this.graph.getSelectionCount())null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);else if(null!=y||null!=K&&0<K.length){null==this.linkHint&&(this.linkHint=b(),this.linkHint.style.padding= -"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=y&&(this.linkHint.appendChild(this.graph.createLinkForHint(y)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var N=document.createElement("img");N.setAttribute("src",Editor.editImage);N.setAttribute("title", -mxResources.get("editLink"));N.setAttribute("width","11");N.setAttribute("height","11");N.style.marginLeft="10px";N.style.marginBottom="-1px";N.style.cursor="pointer";Editor.isDarkMode()&&(N.style.filter="invert(100%)");this.linkHint.appendChild(N);mxEvent.addListener(N,"click",mxUtils.bind(this,function(W){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(W)}));var T=N.cloneNode(!0);T.setAttribute("src",Editor.trashImage);T.setAttribute("title",mxResources.get("removeIt", -[mxResources.get("link")]));T.style.marginLeft="4px";this.linkHint.appendChild(T);mxEvent.addListener(T,"click",mxUtils.bind(this,function(W){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(W)}))}if(null!=K)for(N=0;N<K.length;N++){var U=document.createElement("div");U.style.marginTop=null!=y||0<N?"6px":"0px";U.appendChild(this.graph.createLinkForHint(K[N].getAttribute("href"),mxUtils.getTextContent(K[N])));this.linkHint.appendChild(U)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(W){}}; -mxEdgeHandler.prototype.updateLinkHint=mxVertexHandler.prototype.updateLinkHint;var Sa=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){Sa.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var y=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&& -this.graph.getSelectionCount()<this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(T,U){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));y();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var K=this.graph.getLinkForCell(this.state.cell),N=this.graph.getLinksForState(this.state);if(null!= -K||null!=N&&0<N.length)this.updateLinkHint(K,N),this.redrawHandles()};var Ra=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Ra.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Oa=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var y=0;y<this.moveHandles.length;y++)this.moveHandles[y].style.left=this.moveHandles[y].rowState.x+ -this.moveHandles[y].rowState.width-5+"px",this.moveHandles[y].style.top=this.moveHandles[y].rowState.y+this.moveHandles[y].rowState.height/2-6+"px";if(null!=this.cornerHandles){y=this.getSelectionBorderInset();var K=this.cornerHandles,N=K[0].bounds.height/2;K[0].bounds.x=this.state.x-K[0].bounds.width/2+y;K[0].bounds.y=this.state.y-N+y;K[0].redraw();K[1].bounds.x=K[0].bounds.x+this.state.width-2*y;K[1].bounds.y=K[0].bounds.y;K[1].redraw();K[2].bounds.x=K[0].bounds.x;K[2].bounds.y=this.state.y+this.state.height- -2*y;K[2].redraw();K[3].bounds.x=K[1].bounds.x;K[3].bounds.y=K[2].bounds.y;K[3].redraw();for(y=0;y<this.cornerHandles.length;y++)this.cornerHandles[y].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Oa.apply(this);null!=this.state&&null!=this.linkHint&&(y=new mxPoint(this.state.getCenterX(), -this.state.getCenterY()),K=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),N=mxUtils.getBoundingBox(K,this.state.style[mxConstants.STYLE_ROTATION]||"0",y),y=null!=N?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,K=null!=this.state.text?this.state.text.boundingBox:null,null==N&&(N=this.state),N=N.y+N.height,null!=K&&(N=Math.max(N,K.y+K.height)),this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/ -2))+"px",this.linkHint.style.top=Math.round(N+this.verticalOffset/2+Editor.hintOffset)+"px")};var Va=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Va.apply(this,arguments);if(null!=this.moveHandles){for(var y=0;y<this.moveHandles.length;y++)null!=this.moveHandles[y]&&null!=this.moveHandles[y].parentNode&&this.moveHandles[y].parentNode.removeChild(this.moveHandles[y]);this.moveHandles=null}if(null!=this.cornerHandles){for(y=0;y<this.cornerHandles.length;y++)null!=this.cornerHandles[y]&& +(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null)),M.consume()}};var R=mxRubberband.prototype.reset;mxRubberband.prototype.reset=function(){null!=this.secondDiv&&(this.secondDiv.parentNode.removeChild(this.secondDiv),this.secondDiv=null);R.apply(this,arguments)};var W=(new Date).getTime(),T=0,ba=mxEdgeHandler.prototype.updatePreviewState;mxEdgeHandler.prototype.updatePreviewState=function(y,M,N,S){ba.apply(this,arguments);N!=this.currentTerminalState?(W=(new Date).getTime(), +T=0):T=(new Date).getTime()-W;this.currentTerminalState=N};var ia=mxEdgeHandler.prototype.isOutlineConnectEvent;mxEdgeHandler.prototype.isOutlineConnectEvent=function(y){return mxEvent.isShiftDown(y.getEvent())&&mxEvent.isAltDown(y.getEvent())?!1:null!=this.currentTerminalState&&y.getState()==this.currentTerminalState&&2E3<T||(null==this.currentTerminalState||"0"!=mxUtils.getValue(this.currentTerminalState.style,"outlineConnect","1"))&&ia.apply(this,arguments)};mxEdgeHandler.prototype.createHandleShape= +function(y,M,N){M=null!=y&&0==y;var S=this.state.getVisibleTerminalState(M);y=null!=y&&(0==y||y>=this.state.absolutePoints.length-1||this.constructor==mxElbowEdgeHandler&&2==y)?this.graph.getConnectionConstraint(this.state,S,M):null;N=null!=(null!=y?this.graph.getConnectionPoint(this.state.getVisibleTerminalState(M),y):null)?N?this.endFixedHandleImage:this.fixedHandleImage:null!=y&&null!=S?N?this.endTerminalHandleImage:this.terminalHandleImage:N?this.endHandleImage:this.handleImage;if(null!=N)return N= +new mxImageShape(new mxRectangle(0,0,N.width,N.height),N.src),N.preserveImageAspect=!1,N;N=mxConstants.HANDLE_SIZE;this.preferHtml&&--N;return new mxRectangleShape(new mxRectangle(0,0,N,N),mxConstants.HANDLE_FILLCOLOR,mxConstants.HANDLE_STROKECOLOR)};var ra=mxVertexHandler.prototype.createSizerShape;mxVertexHandler.prototype.createSizerShape=function(y,M,N){this.handleImage=M==mxEvent.ROTATION_HANDLE?HoverIcons.prototype.rotationHandle:M==mxEvent.LABEL_HANDLE?this.secondaryHandleImage:this.handleImage; +return ra.apply(this,arguments)};var ta=mxGraphHandler.prototype.getBoundingBox;mxGraphHandler.prototype.getBoundingBox=function(y){if(null!=y&&1==y.length){var M=this.graph.getModel(),N=M.getParent(y[0]),S=this.graph.getCellGeometry(y[0]);if(M.isEdge(N)&&null!=S&&S.relative&&(M=this.graph.view.getState(y[0]),null!=M&&2>M.width&&2>M.height&&null!=M.text&&null!=M.text.boundingBox))return mxRectangle.fromRectangle(M.text.boundingBox)}return ta.apply(this,arguments)};var ma=mxGraphHandler.prototype.getGuideStates; +mxGraphHandler.prototype.getGuideStates=function(){for(var y=ma.apply(this,arguments),M=[],N=0;N<y.length;N++)"1"!=mxUtils.getValue(y[N].style,"part","0")&&M.push(y[N]);return M};var pa=mxVertexHandler.prototype.getSelectionBounds;mxVertexHandler.prototype.getSelectionBounds=function(y){var M=this.graph.getModel(),N=M.getParent(y.cell),S=this.graph.getCellGeometry(y.cell);return M.isEdge(N)&&null!=S&&S.relative&&2>y.width&&2>y.height&&null!=y.text&&null!=y.text.boundingBox?(M=y.text.unrotatedBoundingBox|| +y.text.boundingBox,new mxRectangle(Math.round(M.x),Math.round(M.y),Math.round(M.width),Math.round(M.height))):pa.apply(this,arguments)};var za=mxVertexHandler.prototype.mouseDown;mxVertexHandler.prototype.mouseDown=function(y,M){var N=this.graph.getModel(),S=N.getParent(this.state.cell),X=this.graph.getCellGeometry(this.state.cell);(this.getHandleForEvent(M)==mxEvent.ROTATION_HANDLE||!N.isEdge(S)||null==X||!X.relative||null==this.state||2<=this.state.width||2<=this.state.height)&&za.apply(this,arguments)}; +mxVertexHandler.prototype.rotateClick=function(){var y=mxUtils.getValue(this.state.style,mxConstants.STYLE_STROKECOLOR,mxConstants.NONE),M=mxUtils.getValue(this.state.style,mxConstants.STYLE_FILLCOLOR,mxConstants.NONE);this.state.view.graph.model.isVertex(this.state.cell)&&y==mxConstants.NONE&&M==mxConstants.NONE?(y=mxUtils.mod(mxUtils.getValue(this.state.style,mxConstants.STYLE_ROTATION,0)+90,360),this.state.view.graph.setCellStyles(mxConstants.STYLE_ROTATION,y,[this.state.cell])):this.state.view.graph.turnShapes([this.state.cell])}; +var Ba=mxVertexHandler.prototype.mouseMove;mxVertexHandler.prototype.mouseMove=function(y,M){Ba.apply(this,arguments);null!=this.graph.graphHandler.first&&(null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display="none"),null!=this.linkHint&&"none"!=this.linkHint.style.display&&(this.linkHint.style.display="none"))};var Ia=mxVertexHandler.prototype.mouseUp;mxVertexHandler.prototype.mouseUp=function(y,M){Ia.apply(this,arguments);null!=this.rotationShape&&null!= +this.rotationShape.node&&(this.rotationShape.node.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.linkHint&&"none"==this.linkHint.style.display&&(this.linkHint.style.display="");this.blockDelayedSelection=null};var Aa=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){Aa.apply(this,arguments);var y=!1;null!=this.rotationShape&&this.rotationShape.node.setAttribute("title",mxResources.get("rotateTooltip"));if(this.graph.isTable(this.state.cell))this.refreshMoveHandles(); +else if(1==this.graph.getSelectionCount()&&(this.graph.isTableCell(this.state.cell)||this.graph.isTableRow(this.state.cell))){this.cornerHandles=[];for(var M=0;4>M;M++){var N=new mxRectangleShape(new mxRectangle(0,0,6,6),"#ffffff",mxConstants.HANDLE_STROKECOLOR);N.dialect=mxConstants.DIALECT_SVG;N.init(this.graph.view.getOverlayPane());this.cornerHandles.push(N)}}var S=mxUtils.bind(this,function(){null!=this.specialHandle&&(this.specialHandle.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< +this.graph.graphHandler.maxCells?"":"none");this.redrawHandles()});this.changeHandler=mxUtils.bind(this,function(X,ha){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));S()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);this.editingHandler=mxUtils.bind(this,function(X,ha){this.redrawHandles()});this.graph.addListener(mxEvent.EDITING_STOPPED,this.editingHandler); +M=this.graph.getLinkForCell(this.state.cell);N=this.graph.getLinksForState(this.state);this.updateLinkHint(M,N);if(null!=M||null!=N&&0<N.length)y=!0;y&&this.redrawHandles()};mxVertexHandler.prototype.updateLinkHint=function(y,M){try{if(null==y&&(null==M||0==M.length)||1<this.graph.getSelectionCount())null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);else if(null!=y||null!=M&&0<M.length){null==this.linkHint&&(this.linkHint=b(),this.linkHint.style.padding= +"6px 8px 6px 8px",this.linkHint.style.opacity="1",this.linkHint.style.filter="",this.graph.container.appendChild(this.linkHint),mxEvent.addListener(this.linkHint,"mouseenter",mxUtils.bind(this,function(){this.graph.tooltipHandler.hide()})));this.linkHint.innerText="";if(null!=y&&(this.linkHint.appendChild(this.graph.createLinkForHint(y)),this.graph.isEnabled()&&"function"===typeof this.graph.editLink)){var N=document.createElement("img");N.className="geAdaptiveAsset";N.setAttribute("src",Editor.editImage); +N.setAttribute("title",mxResources.get("editLink"));N.setAttribute("width","11");N.setAttribute("height","11");N.style.marginLeft="10px";N.style.marginBottom="-1px";N.style.cursor="pointer";this.linkHint.appendChild(N);mxEvent.addListener(N,"click",mxUtils.bind(this,function(ha){this.graph.setSelectionCell(this.state.cell);this.graph.editLink();mxEvent.consume(ha)}));var S=N.cloneNode(!0);S.setAttribute("src",Editor.trashImage);S.setAttribute("title",mxResources.get("removeIt",[mxResources.get("link")])); +S.style.marginLeft="4px";this.linkHint.appendChild(S);mxEvent.addListener(S,"click",mxUtils.bind(this,function(ha){this.graph.setLinkForCell(this.state.cell,null);mxEvent.consume(ha)}))}if(null!=M)for(N=0;N<M.length;N++){var X=document.createElement("div");X.style.marginTop=null!=y||0<N?"6px":"0px";X.appendChild(this.graph.createLinkForHint(M[N].getAttribute("href"),mxUtils.getTextContent(M[N])));this.linkHint.appendChild(X)}}null!=this.linkHint&&Graph.sanitizeNode(this.linkHint)}catch(ha){}};mxEdgeHandler.prototype.updateLinkHint= +mxVertexHandler.prototype.updateLinkHint;var Ka=mxEdgeHandler.prototype.init;mxEdgeHandler.prototype.init=function(){Ka.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.state.view.graph.connectionHandler.isEnabled()});var y=mxUtils.bind(this,function(){null!=this.linkHint&&(this.linkHint.style.display=1==this.graph.getSelectionCount()?"":"none");null!=this.labelShape&&(this.labelShape.node.style.display=this.graph.isEnabled()&&this.graph.getSelectionCount()< +this.graph.graphHandler.maxCells?"":"none")});this.changeHandler=mxUtils.bind(this,function(S,X){this.updateLinkHint(this.graph.getLinkForCell(this.state.cell),this.graph.getLinksForState(this.state));y();this.redrawHandles()});this.graph.getSelectionModel().addListener(mxEvent.CHANGE,this.changeHandler);this.graph.getModel().addListener(mxEvent.CHANGE,this.changeHandler);var M=this.graph.getLinkForCell(this.state.cell),N=this.graph.getLinksForState(this.state);if(null!=M||null!=N&&0<N.length)this.updateLinkHint(M, +N),this.redrawHandles()};var Da=mxConnectionHandler.prototype.init;mxConnectionHandler.prototype.init=function(){Da.apply(this,arguments);this.constraintHandler.isEnabled=mxUtils.bind(this,function(){return this.graph.connectionHandler.isEnabled()})};var Ra=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles=function(){if(null!=this.moveHandles)for(var y=0;y<this.moveHandles.length;y++)this.moveHandles[y].style.left=this.moveHandles[y].rowState.x+this.moveHandles[y].rowState.width- +5+"px",this.moveHandles[y].style.top=this.moveHandles[y].rowState.y+this.moveHandles[y].rowState.height/2-6+"px";if(null!=this.cornerHandles){y=this.getSelectionBorderInset();var M=this.cornerHandles,N=M[0].bounds.height/2;M[0].bounds.x=this.state.x-M[0].bounds.width/2+y;M[0].bounds.y=this.state.y-N+y;M[0].redraw();M[1].bounds.x=M[0].bounds.x+this.state.width-2*y;M[1].bounds.y=M[0].bounds.y;M[1].redraw();M[2].bounds.x=M[0].bounds.x;M[2].bounds.y=this.state.y+this.state.height-2*y;M[2].redraw();M[3].bounds.x= +M[1].bounds.x;M[3].bounds.y=M[2].bounds.y;M[3].redraw();for(y=0;y<this.cornerHandles.length;y++)this.cornerHandles[y].node.style.display=1==this.graph.getSelectionCount()?"":"none"}null!=this.rotationShape&&null!=this.rotationShape.node&&(this.rotationShape.node.style.display=null!=this.moveHandles||1!=this.graph.getSelectionCount()||null!=this.index&&this.index!=mxEvent.ROTATION_HANDLE?"none":"");Ra.apply(this);null!=this.state&&null!=this.linkHint&&(y=new mxPoint(this.state.getCenterX(),this.state.getCenterY()), +M=new mxRectangle(this.state.x,this.state.y-22,this.state.width+24,this.state.height+22),N=mxUtils.getBoundingBox(M,this.state.style[mxConstants.STYLE_ROTATION]||"0",y),y=null!=N?mxUtils.getBoundingBox(this.state,this.state.style[mxConstants.STYLE_ROTATION]||"0"):this.state,M=null!=this.state.text?this.state.text.boundingBox:null,null==N&&(N=this.state),N=N.y+N.height,null!=M&&(N=Math.max(N,M.y+M.height)),this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/2))+"px", +this.linkHint.style.top=Math.round(N+this.verticalOffset/2+Editor.hintOffset)+"px")};var Qa=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy=function(){Qa.apply(this,arguments);if(null!=this.moveHandles){for(var y=0;y<this.moveHandles.length;y++)null!=this.moveHandles[y]&&null!=this.moveHandles[y].parentNode&&this.moveHandles[y].parentNode.removeChild(this.moveHandles[y]);this.moveHandles=null}if(null!=this.cornerHandles){for(y=0;y<this.cornerHandles.length;y++)null!=this.cornerHandles[y]&& null!=this.cornerHandles[y].node&&null!=this.cornerHandles[y].node.parentNode&&this.cornerHandles[y].node.parentNode.removeChild(this.cornerHandles[y].node);this.cornerHandles=null}null!=this.linkHint&&(null!=this.linkHint.parentNode&&this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getSelectionModel().removeListener(this.changeHandler),this.graph.getModel().removeListener(this.changeHandler),this.changeHandler=null);null!=this.editingHandler&& -(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var Ja=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(Ja.apply(this),null!=this.state&&null!=this.linkHint)){var y=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(y=new mxRectangle(y.x,y.y,y.width,y.height),y.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= -Math.round(y.y+y.height+Editor.hintOffset)+"px"}};var cb=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){cb.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var $a=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){$a.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), -this.changeHandler=null)}}();(function(){function b(c,m,x){mxShape.call(this);this.line=c;this.stroke=m;this.strokewidth=null!=x?x:1;this.updateBoundsFromLine()}function e(){mxSwimlane.call(this)}function k(){mxSwimlane.call(this)}function n(){mxCylinder.call(this)}function D(){mxCylinder.call(this)}function t(){mxActor.call(this)}function E(){mxCylinder.call(this)}function d(){mxCylinder.call(this)}function f(){mxCylinder.call(this)}function g(){mxCylinder.call(this)}function l(){mxShape.call(this)}function q(){mxShape.call(this)} -function z(c,m,x,p){mxShape.call(this);this.bounds=c;this.fill=m;this.stroke=x;this.strokewidth=null!=p?p:1}function F(){mxActor.call(this)}function C(){mxCylinder.call(this)}function I(){mxCylinder.call(this)}function G(){mxActor.call(this)}function Z(){mxActor.call(this)}function ca(){mxActor.call(this)}function ba(){mxActor.call(this)}function Y(){mxActor.call(this)}function O(){mxActor.call(this)}function la(){mxActor.call(this)}function aa(c,m){this.canvas=c;this.canvas.setLineJoin("round"); -this.canvas.setLineCap("round");this.defaultVariation=m;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,aa.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,aa.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,aa.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,aa.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo= -mxUtils.bind(this,aa.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,aa.prototype.arcTo)}function ia(){mxRectangleShape.call(this)}function X(){mxRectangleShape.call(this)}function R(){mxActor.call(this)}function sa(){mxActor.call(this)}function M(){mxActor.call(this)}function ka(){mxRectangleShape.call(this)}function L(){mxRectangleShape.call(this)}function S(){mxCylinder.call(this)}function ja(){mxShape.call(this)}function ma(){mxShape.call(this)}function u(){mxEllipse.call(this)} -function H(){mxShape.call(this)}function P(){mxShape.call(this)}function V(){mxRectangleShape.call(this)}function Q(){mxShape.call(this)}function da(){mxShape.call(this)}function ea(){mxShape.call(this)}function fa(){mxShape.call(this)}function pa(){mxShape.call(this)}function ua(){mxCylinder.call(this)}function qa(){mxCylinder.call(this)}function Da(){mxRectangleShape.call(this)}function Aa(){mxDoubleEllipse.call(this)}function Fa(){mxDoubleEllipse.call(this)}function ta(){mxArrowConnector.call(this); -this.spacing=0}function Sa(){mxArrowConnector.call(this);this.spacing=0}function Ra(){mxActor.call(this)}function Oa(){mxRectangleShape.call(this)}function Va(){mxActor.call(this)}function Ja(){mxActor.call(this)}function cb(){mxActor.call(this)}function $a(){mxActor.call(this)}function y(){mxActor.call(this)}function K(){mxActor.call(this)}function N(){mxActor.call(this)}function T(){mxActor.call(this)}function U(){mxActor.call(this)}function W(){mxActor.call(this)}function na(){mxEllipse.call(this)} -function wa(){mxEllipse.call(this)}function ra(){mxEllipse.call(this)}function xa(){mxRhombus.call(this)}function Ea(){mxEllipse.call(this)}function Na(){mxEllipse.call(this)}function Ma(){mxEllipse.call(this)}function za(){mxEllipse.call(this)}function Ba(){mxActor.call(this)}function Ca(){mxActor.call(this)}function ya(){mxActor.call(this)}function Ga(c,m,x,p){mxShape.call(this);this.bounds=c;this.fill=m;this.stroke=x;this.strokewidth=null!=p?p:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize= -!0;this.indent=2;this.rectOutline="single"}function Za(){mxConnector.call(this)}function Pa(c,m,x,p,v,A,B,ha,J,va){B+=J;var oa=p.clone();p.x-=v*(2*B+J);p.y-=A*(2*B+J);v*=B+J;A*=B+J;return function(){c.ellipse(oa.x-v-B,oa.y-A-B,2*B,2*B);va?c.fillAndStroke():c.stroke()}}mxUtils.extend(b,mxShape);b.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var m=0;m<this.line.length;m++){var x=this.line[m];null!=x&&(x=new mxRectangle(x.x,x.y,this.strokewidth,this.strokewidth),null== -c?c=x:c.add(x))}this.bounds=null!=c?c:new mxRectangle};b.prototype.paintVertexShape=function(c,m,x,p,v){this.paintTableLine(c,this.line,0,0)};b.prototype.paintTableLine=function(c,m,x,p){if(null!=m){var v=null;c.begin();for(var A=0;A<m.length;A++){var B=m[A];null!=B&&(null==v?c.moveTo(B.x+x,B.y+p):null!=v&&c.lineTo(B.x+x,B.y+p));v=B}c.end();c.stroke()}};b.prototype.intersectsRectangle=function(c){var m=!1;if(mxShape.prototype.intersectsRectangle.apply(this,arguments)&&null!=this.line)for(var x=null, -p=0;p<this.line.length&&!m;p++){var v=this.line[p];null!=v&&null!=x&&(m=mxUtils.rectangleIntersectsSegment(c,x,v));x=v}return m};mxCellRenderer.registerShape("tableLine",b);mxUtils.extend(e,mxSwimlane);e.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};e.prototype.paintVertexShape=function(c,m,x,p,v){var A=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell): -!1,B=this.isHorizontal(),ha=this.getTitleSize();0==ha||this.outline?Ma.prototype.paintVertexShape.apply(this,arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-m,-x));A||this.outline||!(B&&ha<v||!B&&ha<p)||this.paintForeground(c,m,x,p,v)};e.prototype.paintForeground=function(c,m,x,p,v){if(null!=this.state){var A=this.flipH,B=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var ha=A;A=B;B=ha}c.rotate(-this.getShapeRotation(), -A,B,m+p/2,x+v/2);s=this.scale;m=this.bounds.x/s;x=this.bounds.y/s;p=this.bounds.width/s;v=this.bounds.height/s;this.paintTableForeground(c,m,x,p,v)}};e.prototype.paintTableForeground=function(c,m,x,p,v){p=this.state.view.graph.getTableLines(this.state.cell,"0"!=mxUtils.getValue(this.state.style,"rowLines","1"),"0"!=mxUtils.getValue(this.state.style,"columnLines","1"));for(v=0;v<p.length;v++)b.prototype.paintTableLine(c,p[v],m,x)};e.prototype.configurePointerEvents=function(c){0==this.getTitleSize()? -c.pointerEvents=!1:mxSwimlane.prototype.configurePointerEvents.apply(this,arguments)};mxCellRenderer.registerShape("table",e);mxUtils.extend(k,e);k.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",k);mxUtils.extend(n,mxCylinder);n.prototype.size=20;n.prototype.darkOpacity=0;n.prototype.darkOpacity2=0;n.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.max(0,Math.min(p,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),B=Math.max(-1,Math.min(1, -parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),ha=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity2",this.darkOpacity2))));c.translate(m,x);c.begin();c.moveTo(0,0);c.lineTo(p-A,0);c.lineTo(p,A);c.lineTo(p,v);c.lineTo(A,v);c.lineTo(0,v-A);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(p-A,0),c.lineTo(p,A), -c.lineTo(A,A),c.close(),c.fill()),0!=ha&&(c.setFillAlpha(Math.abs(ha)),c.setFillColor(0>ha?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(A,A),c.lineTo(A,v),c.lineTo(0,v-A),c.close(),c.fill()),c.begin(),c.moveTo(A,v),c.lineTo(A,A),c.lineTo(0,0),c.moveTo(A,A),c.lineTo(p,A),c.end(),c.stroke())};n.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?(c=parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale,new mxRectangle(c,c,0,0)):null};mxCellRenderer.registerShape("cube", -n);var fb=Math.tan(mxUtils.toRadians(30)),bb=(.5-fb)/2;mxCellRenderer.registerShape("isoRectangle",t);mxUtils.extend(D,mxCylinder);D.prototype.size=6;D.prototype.paintVertexShape=function(c,m,x,p,v){c.setFillColor(this.stroke);var A=Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size))-2)+2*this.strokewidth;c.ellipse(m+.5*(p-A),x+.5*(v-A),A,A);c.fill();c.setFillColor(mxConstants.NONE);c.rect(m,x,p,v);c.fill()};mxCellRenderer.registerShape("waypoint",D);mxUtils.extend(t,mxActor);t.prototype.size= -20;t.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(p,v/fb);c.translate((p-m)/2,(v-m)/2+m/4);c.moveTo(0,.25*m);c.lineTo(.5*m,m*bb);c.lineTo(m,.25*m);c.lineTo(.5*m,(.5-bb)*m);c.lineTo(0,.25*m);c.close();c.end()};mxCellRenderer.registerShape("isoRectangle",t);mxUtils.extend(E,mxCylinder);E.prototype.size=20;E.prototype.redrawPath=function(c,m,x,p,v,A){m=Math.min(p,v/(.5+fb));A?(c.moveTo(0,.25*m),c.lineTo(.5*m,(.5-bb)*m),c.lineTo(m,.25*m),c.moveTo(.5*m,(.5-bb)*m),c.lineTo(.5*m,(1-bb)*m)):(c.translate((p- -m)/2,(v-m)/2),c.moveTo(0,.25*m),c.lineTo(.5*m,m*bb),c.lineTo(m,.25*m),c.lineTo(m,.75*m),c.lineTo(.5*m,(1-bb)*m),c.lineTo(0,.75*m),c.close());c.end()};mxCellRenderer.registerShape("isoCube",E);mxUtils.extend(d,mxCylinder);d.prototype.redrawPath=function(c,m,x,p,v,A){m=Math.min(v/2,Math.round(v/8)+this.strokewidth-1);if(A&&null!=this.fill||!A&&null==this.fill)c.moveTo(0,m),c.curveTo(0,2*m,p,2*m,p,m),A||(c.stroke(),c.begin()),c.translate(0,m/2),c.moveTo(0,m),c.curveTo(0,2*m,p,2*m,p,m),A||(c.stroke(), -c.begin()),c.translate(0,m/2),c.moveTo(0,m),c.curveTo(0,2*m,p,2*m,p,m),A||(c.stroke(),c.begin()),c.translate(0,-m);A||(c.moveTo(0,m),c.curveTo(0,-m/3,p,-m/3,p,m),c.lineTo(p,v-m),c.curveTo(p,v+m/3,0,v+m/3,0,v-m),c.close())};d.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",d);mxUtils.extend(f,mxCylinder);f.prototype.size=30;f.prototype.darkOpacity=0;f.prototype.paintVertexShape= -function(c,m,x,p,v){var A=Math.max(0,Math.min(p,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),B=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity))));c.translate(m,x);c.begin();c.moveTo(0,0);c.lineTo(p-A,0);c.lineTo(p,A);c.lineTo(p,v);c.lineTo(0,v);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(p-A,0),c.lineTo(p- -A,A),c.lineTo(p,A),c.close(),c.fill()),c.begin(),c.moveTo(p-A,0),c.lineTo(p-A,A),c.lineTo(p,A),c.end(),c.stroke())};mxCellRenderer.registerShape("note",f);mxUtils.extend(g,f);mxCellRenderer.registerShape("note2",g);g.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,m*this.scale),0,0)}return null};mxUtils.extend(l,mxShape);l.prototype.isoAngle=15;l.prototype.paintVertexShape= -function(c,m,x,p,v){var A=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;A=Math.min(p*Math.tan(A),.5*v);c.translate(m,x);c.begin();c.moveTo(.5*p,0);c.lineTo(p,A);c.lineTo(p,v-A);c.lineTo(.5*p,v);c.lineTo(0,v-A);c.lineTo(0,A);c.close();c.fillAndStroke();c.setShadow(!1);c.begin();c.moveTo(0,A);c.lineTo(.5*p,2*A);c.lineTo(p,A);c.moveTo(.5*p,2*A);c.lineTo(.5*p,v);c.stroke()};mxCellRenderer.registerShape("isoCube2",l);mxUtils.extend(q,mxShape); -q.prototype.size=15;q.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.max(0,Math.min(.5*v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.translate(m,x);0==A?(c.rect(0,0,p,v),c.fillAndStroke()):(c.begin(),c.moveTo(0,A),c.arcTo(.5*p,A,0,0,1,.5*p,0),c.arcTo(.5*p,A,0,0,1,p,A),c.lineTo(p,v-A),c.arcTo(.5*p,A,0,0,1,.5*p,v),c.arcTo(.5*p,A,0,0,1,0,v-A),c.close(),c.fillAndStroke(),c.setShadow(!1),c.begin(),c.moveTo(p,A),c.arcTo(.5*p,A,0,0,1,.5*p,2*A),c.arcTo(.5*p,A,0,0,1,0,A),c.stroke())}; -mxCellRenderer.registerShape("cylinder2",q);mxUtils.extend(z,mxCylinder);z.prototype.size=15;z.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.max(0,Math.min(.5*v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"lid",!0);c.translate(m,x);0==A?(c.rect(0,0,p,v),c.fillAndStroke()):(c.begin(),B?(c.moveTo(0,A),c.arcTo(.5*p,A,0,0,1,.5*p,0),c.arcTo(.5*p,A,0,0,1,p,A)):(c.moveTo(0,0),c.arcTo(.5*p,A,0,0,0,.5*p,A),c.arcTo(.5*p,A,0,0,0,p,0)),c.lineTo(p,v-A), -c.arcTo(.5*p,A,0,0,1,.5*p,v),c.arcTo(.5*p,A,0,0,1,0,v-A),c.close(),c.fillAndStroke(),c.setShadow(!1),B&&(c.begin(),c.moveTo(p,A),c.arcTo(.5*p,A,0,0,1,.5*p,2*A),c.arcTo(.5*p,A,0,0,1,0,A),c.stroke()))};mxCellRenderer.registerShape("cylinder3",z);mxUtils.extend(F,mxActor);F.prototype.redrawPath=function(c,m,x,p,v){c.moveTo(0,0);c.quadTo(p/2,.5*v,p,0);c.quadTo(.5*p,v/2,p,v);c.quadTo(p/2,.5*v,0,v);c.quadTo(.5*p,v/2,0,0);c.end()};mxCellRenderer.registerShape("switch",F);mxUtils.extend(C,mxCylinder);C.prototype.tabWidth= -60;C.prototype.tabHeight=20;C.prototype.tabPosition="right";C.prototype.arcSize=.1;C.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m,x);m=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var A=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),B=mxUtils.getValue(this.style,"rounded",!1),ha=mxUtils.getValue(this.style,"absoluteArcSize",!1),J=parseFloat(mxUtils.getValue(this.style, -"arcSize",this.arcSize));ha||(J*=Math.min(p,v));J=Math.min(J,.5*p,.5*(v-x));m=Math.max(m,J);m=Math.min(p-J,m);B||(J=0);c.begin();"left"==A?(c.moveTo(Math.max(J,0),x),c.lineTo(Math.max(J,0),0),c.lineTo(m,0),c.lineTo(m,x)):(c.moveTo(p-m,x),c.lineTo(p-m,0),c.lineTo(p-Math.max(J,0),0),c.lineTo(p-Math.max(J,0),x));B?(c.moveTo(0,J+x),c.arcTo(J,J,0,0,1,J,x),c.lineTo(p-J,x),c.arcTo(J,J,0,0,1,p,J+x),c.lineTo(p,v-J),c.arcTo(J,J,0,0,1,p-J,v),c.lineTo(J,v),c.arcTo(J,J,0,0,1,0,v-J)):(c.moveTo(0,x),c.lineTo(p, -x),c.lineTo(p,v),c.lineTo(0,v));c.close();c.fillAndStroke();c.setShadow(!1);"triangle"==mxUtils.getValue(this.style,"folderSymbol",null)&&(c.begin(),c.moveTo(p-30,x+20),c.lineTo(p-20,x+10),c.lineTo(p-10,x+20),c.close(),c.stroke())};mxCellRenderer.registerShape("folder",C);C.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var x=mxUtils.getValue(this.style, -"tabWidth",15)*this.scale;m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var p=mxUtils.getValue(this.style,"rounded",!1),v=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));v||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-m));p||(A=0);return"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-x),Math.min(c.height,c.height-m)):new mxRectangle(Math.min(c.width, -c.width-x),0,A,Math.min(c.height,c.height-m))}return new mxRectangle(0,Math.min(c.height,m),0,0)}return null};mxUtils.extend(I,mxCylinder);I.prototype.arcSize=.1;I.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m,x);var A=mxUtils.getValue(this.style,"rounded",!1),B=mxUtils.getValue(this.style,"absoluteArcSize",!1);m=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));x=mxUtils.getValue(this.style,"umlStateConnection",null);B||(m*=Math.min(p,v));m=Math.min(m,.5*p,.5*v);A||(m= -0);A=0;null!=x&&(A=10);c.begin();c.moveTo(A,m);c.arcTo(m,m,0,0,1,A+m,0);c.lineTo(p-m,0);c.arcTo(m,m,0,0,1,p,m);c.lineTo(p,v-m);c.arcTo(m,m,0,0,1,p-m,v);c.lineTo(A+m,v);c.arcTo(m,m,0,0,1,A,v-m);c.close();c.fillAndStroke();c.setShadow(!1);"collapseState"==mxUtils.getValue(this.style,"umlStateSymbol",null)&&(c.roundrect(p-40,v-20,10,10,3,3),c.stroke(),c.roundrect(p-20,v-20,10,10,3,3),c.stroke(),c.begin(),c.moveTo(p-30,v-15),c.lineTo(p-20,v-15),c.stroke());"connPointRefEntry"==x?(c.ellipse(0,.5*v-10, -20,20),c.fillAndStroke()):"connPointRefExit"==x&&(c.ellipse(0,.5*v-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*v-5),c.lineTo(15,.5*v+5),c.moveTo(15,.5*v-5),c.lineTo(5,.5*v+5),c.stroke())};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",I);mxUtils.extend(G,mxActor);G.prototype.size=30;G.prototype.isRoundable= -function(){return!0};G.prototype.redrawPath=function(c,m,x,p,v){m=Math.max(0,Math.min(p,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(m,0),new mxPoint(p,0),new mxPoint(p,v),new mxPoint(0,v),new mxPoint(0,m)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("card",G);mxUtils.extend(Z,mxActor);Z.prototype.size=.4;Z.prototype.redrawPath=function(c,m,x, -p,v){m=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0,m/2);c.quadTo(p/4,1.4*m,p/2,m/2);c.quadTo(3*p/4,m*(1-1.4),p,m/2);c.lineTo(p,v-m/2);c.quadTo(3*p/4,v-1.4*m,p/2,v-m/2);c.quadTo(p/4,v-m*(1-1.4),0,v-m/2);c.lineTo(0,m/2);c.close();c.end()};Z.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",this.size),x=c.width,p=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST|| -this.direction==mxConstants.DIRECTION_WEST)return m*=p,new mxRectangle(c.x,c.y+m,x,p-2*m);m*=x;return new mxRectangle(c.x+m,c.y,x-2*m,p)}return c};mxCellRenderer.registerShape("tape",Z);mxUtils.extend(ca,mxActor);ca.prototype.size=.3;ca.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};ca.prototype.redrawPath=function(c,m,x,p,v){m=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, -"size",this.size))));c.moveTo(0,0);c.lineTo(p,0);c.lineTo(p,v-m/2);c.quadTo(3*p/4,v-1.4*m,p/2,v-m/2);c.quadTo(p/4,v-m*(1-1.4),0,v-m/2);c.lineTo(0,m/2);c.close();c.end()};mxCellRenderer.registerShape("document",ca);var jb=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,m,x,p){var v=mxUtils.getValue(this.style,"size");return null!=v?p*Math.max(0,Math.min(1,v)):jb.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, -"boundedLbl",!1)){var m=2*mxUtils.getValue(this.style,"size",.15);return new mxRectangle(0,Math.min(this.maxHeight*this.scale,c.height*m),0,0)}return null};z.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",15);mxUtils.getValue(this.style,"lid",!0)||(m/=2);return new mxRectangle(0,Math.min(c.height*this.scale,2*m*this.scale),0,Math.max(0,.3*m*this.scale))}return null};C.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, -"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var x=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;m=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var p=mxUtils.getValue(this.style,"rounded",!1),v=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));v||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-m));p||(A=0);return"left"== -mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-x),Math.min(c.height,c.height-m)):new mxRectangle(Math.min(c.width,c.width-x),0,A,Math.min(c.height,c.height-m))}return new mxRectangle(0,Math.min(c.height,m),0,0)}return null};I.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};g.prototype.getLabelMargins= -function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var m=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,m*this.scale),0,Math.max(0,m*this.scale))}return null};mxUtils.extend(ba,mxActor);ba.prototype.size=.2;ba.prototype.fixedSize=20;ba.prototype.isRoundable=function(){return!0};ba.prototype.redrawPath=function(c,m,x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))): -p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(m,0),new mxPoint(p,0),new mxPoint(p-m,v)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("parallelogram",ba);mxUtils.extend(Y,mxActor);Y.prototype.size=.2;Y.prototype.fixedSize=20;Y.prototype.isRoundable=function(){return!0};Y.prototype.redrawPath=function(c,m,x,p,v){m="0"!= -mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):p*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(m,0),new mxPoint(p-m,0),new mxPoint(p,v)],this.isRounded,x,!0)};mxCellRenderer.registerShape("trapezoid",Y);mxUtils.extend(O,mxActor);O.prototype.size= -.5;O.prototype.redrawPath=function(c,m,x,p,v){c.setFillColor(null);m=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(p,0),new mxPoint(m,0),new mxPoint(m,v/2),new mxPoint(0,v/2),new mxPoint(m,v/2),new mxPoint(m,v),new mxPoint(p,v)],this.isRounded,x,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",O);mxUtils.extend(la,mxActor);la.prototype.redrawPath= -function(c,m,x,p,v){c.setStrokeWidth(1);c.setFillColor(this.stroke);m=p/5;c.rect(0,0,m,v);c.fillAndStroke();c.rect(2*m,0,m,v);c.fillAndStroke();c.rect(4*m,0,m,v);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",la);aa.prototype.moveTo=function(c,m){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=m;this.firstX=c;this.firstY=m};aa.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas, -arguments));this.originalClose.apply(this.canvas,arguments)};aa.prototype.quadTo=function(c,m,x,p){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=x;this.lastY=p};aa.prototype.curveTo=function(c,m,x,p,v,A){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=A};aa.prototype.arcTo=function(c,m,x,p,v,A,B){this.originalArcTo.apply(this.canvas,arguments);this.lastX=A;this.lastY=B};aa.prototype.lineTo=function(c,m){if(null!=this.lastX&&null!=this.lastY){var x=function(oa){return"number"=== -typeof oa?oa?0>oa?-1:1:oa===oa?0:NaN:NaN},p=Math.abs(c-this.lastX),v=Math.abs(m-this.lastY),A=Math.sqrt(p*p+v*v);if(2>A){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=m;return}var B=Math.round(A/10),ha=this.defaultVariation;5>B&&(B=5,ha/=3);var J=x(c-this.lastX)*p/B;x=x(m-this.lastY)*v/B;p/=A;v/=A;for(A=0;A<B;A++){var va=(Math.random()-.5)*ha;this.originalLineTo.call(this.canvas,J*A+this.lastX-va*v,x*A+this.lastY-va*p)}this.originalLineTo.call(this.canvas,c,m)}else this.originalLineTo.apply(this.canvas, -arguments);this.lastX=c;this.lastY=m};aa.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var eb=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){eb.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))}; -var qb=mxShape.prototype.afterPaint;mxShape.prototype.afterPaint=function(c){qb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new aa(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var ub=mxRectangleShape.prototype.isHtmlAllowed; -mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&ub.apply(this,arguments)};var Ya=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,m,x,p,v){if(null==c.handJiggle||c.handJiggle.constructor!=aa)Ya.apply(this,arguments);else{var A=!0;null!=this.style&&(A="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, -"1"));if(A||null!=this.fill&&this.fill!=mxConstants.NONE||null!=this.stroke&&this.stroke!=mxConstants.NONE)A||null!=this.fill&&this.fill!=mxConstants.NONE||(c.pointerEvents=!1),c.begin(),this.isRounded?("1"==mxUtils.getValue(this.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?A=Math.min(p/2,Math.min(v/2,mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2)):(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,A=Math.min(p* -A,v*A)),c.moveTo(m+A,x),c.lineTo(m+p-A,x),c.quadTo(m+p,x,m+p,x+A),c.lineTo(m+p,x+v-A),c.quadTo(m+p,x+v,m+p-A,x+v),c.lineTo(m+A,x+v),c.quadTo(m,x+v,m,x+v-A),c.lineTo(m,x+A),c.quadTo(m,x,m+A,x)):(c.moveTo(m,x),c.lineTo(m+p,x),c.lineTo(m+p,x+v),c.lineTo(m,x+v),c.lineTo(m,x)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(ia,mxRectangleShape);ia.prototype.size=.1;ia.prototype.fixedSize=!1;ia.prototype.isHtmlAllowed=function(){return!1};ia.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, -mxConstants.STYLE_HORIZONTAL,!0)==(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)){var m=c.width,x=c.height;c=new mxRectangle(c.x,c.y,m,x);var p=m*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));if(this.isRounded){var v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;p=Math.max(p,Math.min(m*v,x*v))}c.x+=Math.round(p);c.width-=Math.round(2*p);return c}return c}; -ia.prototype.paintForeground=function(c,m,x,p,v){var A=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),B=parseFloat(mxUtils.getValue(this.style,"size",this.size));B=A?Math.max(0,Math.min(p,B)):p*Math.max(0,Math.min(1,B));this.isRounded&&(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,B=Math.max(B,Math.min(p*A,v*A)));B=Math.round(B);c.begin();c.moveTo(m+B,x);c.lineTo(m+B,x+v);c.moveTo(m+p-B,x);c.lineTo(m+p-B,x+v);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, -arguments)};mxCellRenderer.registerShape("process",ia);mxCellRenderer.registerShape("process2",ia);mxUtils.extend(X,mxRectangleShape);X.prototype.paintBackground=function(c,m,x,p,v){c.setFillColor(mxConstants.NONE);c.rect(m,x,p,v);c.fill()};X.prototype.paintForeground=function(c,m,x,p,v){};mxCellRenderer.registerShape("transparent",X);mxUtils.extend(R,mxHexagon);R.prototype.size=30;R.prototype.position=.5;R.prototype.position2=.5;R.prototype.base=20;R.prototype.getLabelMargins=function(){return new mxRectangle(0, -0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};R.prototype.isRoundable=function(){return!0};R.prototype.redrawPath=function(c,m,x,p,v){m=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var A=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),B=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", -this.position2)))),ha=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p,v-x),new mxPoint(Math.min(p,A+ha),v-x),new mxPoint(B,v),new mxPoint(Math.max(0,A),v-x),new mxPoint(0,v-x)],this.isRounded,m,!0,[4])};mxCellRenderer.registerShape("callout",R);mxUtils.extend(sa,mxActor);sa.prototype.size=.2;sa.prototype.fixedSize=20;sa.prototype.isRoundable=function(){return!0};sa.prototype.redrawPath=function(c,m, -x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p-m,0),new mxPoint(p,v/2),new mxPoint(p-m,v),new mxPoint(0,v),new mxPoint(m,v/2)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("step", -sa);mxUtils.extend(M,mxHexagon);M.prototype.size=.25;M.prototype.fixedSize=20;M.prototype.isRoundable=function(){return!0};M.prototype.redrawPath=function(c,m,x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*p,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(m, -0),new mxPoint(p-m,0),new mxPoint(p,.5*v),new mxPoint(p-m,v),new mxPoint(m,v),new mxPoint(0,.5*v)],this.isRounded,x,!0)};mxCellRenderer.registerShape("hexagon",M);mxUtils.extend(ka,mxRectangleShape);ka.prototype.isHtmlAllowed=function(){return!1};ka.prototype.paintForeground=function(c,m,x,p,v){var A=Math.min(p/5,v/5)+1;c.begin();c.moveTo(m+p/2,x+A);c.lineTo(m+p/2,x+v-A);c.moveTo(m+A,x+v/2);c.lineTo(m+p-A,x+v/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)}; -mxCellRenderer.registerShape("plus",ka);var ab=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var m=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+m,c.y+m,c.width-2*m,c.height-2*m)}return c};mxRhombus.prototype.paintVertexShape=function(c,m,x,p,v){ab.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var A=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| -0);m+=A;x+=A;p-=2*A;v-=2*A;0<p&&0<v&&(c.setShadow(!1),ab.apply(this,[c,m,x,p,v]))}};mxUtils.extend(L,mxRectangleShape);L.prototype.isHtmlAllowed=function(){return!1};L.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var m=(Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+m,c.y+m,c.width-2*m,c.height-2*m)}return c};L.prototype.paintForeground=function(c,m,x,p,v){if(null!=this.style){if(!this.outline&&1==this.style["double"]){var A= -Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);m+=A;x+=A;p-=2*A;v-=2*A;0<p&&0<v&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);A=0;do{var B=mxCellRenderer.defaultShapes[this.style["symbol"+A]];if(null!=B){var ha=this.style["symbol"+A+"Align"],J=this.style["symbol"+A+"VerticalAlign"],va=this.style["symbol"+A+"Width"],oa=this.style["symbol"+A+"Height"],Xa=this.style["symbol"+A+"Spacing"]||0,ib=this.style["symbol"+A+"VSpacing"]|| -Xa,gb=this.style["symbol"+A+"ArcSpacing"];null!=gb&&(gb*=this.getArcSize(p+this.strokewidth,v+this.strokewidth),Xa+=gb,ib+=gb);gb=m;var Ha=x;gb=ha==mxConstants.ALIGN_CENTER?gb+(p-va)/2:ha==mxConstants.ALIGN_RIGHT?gb+(p-va-Xa):gb+Xa;Ha=J==mxConstants.ALIGN_MIDDLE?Ha+(v-oa)/2:J==mxConstants.ALIGN_BOTTOM?Ha+(v-oa-ib):Ha+ib;c.save();ha=new B;ha.style=this.style;B.prototype.paintVertexShape.call(ha,c,gb,Ha,va,oa);c.restore()}A++}while(null!=B)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)}; -mxCellRenderer.registerShape("ext",L);mxUtils.extend(S,mxCylinder);S.prototype.redrawPath=function(c,m,x,p,v,A){A?(c.moveTo(0,0),c.lineTo(p/2,v/2),c.lineTo(p,0),c.end()):(c.moveTo(0,0),c.lineTo(p,0),c.lineTo(p,v),c.lineTo(0,v),c.close())};mxCellRenderer.registerShape("message",S);mxUtils.extend(ja,mxShape);ja.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.ellipse(p/4,0,p/2,v/4);c.fillAndStroke();c.begin();c.moveTo(p/2,v/4);c.lineTo(p/2,2*v/3);c.moveTo(p/2,v/3);c.lineTo(0,v/3);c.moveTo(p/ -2,v/3);c.lineTo(p,v/3);c.moveTo(p/2,2*v/3);c.lineTo(0,v);c.moveTo(p/2,2*v/3);c.lineTo(p,v);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",ja);mxUtils.extend(ma,mxShape);ma.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ma.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(0,v/4);c.lineTo(0,3*v/4);c.end();c.stroke();c.begin();c.moveTo(0,v/2);c.lineTo(p/6,v/2);c.end();c.stroke();c.ellipse(p/6,0,5*p/6,v);c.fillAndStroke()};mxCellRenderer.registerShape("umlBoundary", -ma);mxUtils.extend(u,mxEllipse);u.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(m+p/8,x+v);c.lineTo(m+7*p/8,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",u);mxUtils.extend(H,mxShape);H.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(p,0);c.lineTo(0,v);c.moveTo(0,0);c.lineTo(p,v);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy",H);mxUtils.extend(P,mxShape); -P.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};P.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(3*p/8,v/8*1.1);c.lineTo(5*p/8,0);c.end();c.stroke();c.ellipse(0,v/8,p,7*v/8);c.fillAndStroke()};P.prototype.paintForeground=function(c,m,x,p,v){c.begin();c.moveTo(3*p/8,v/8*1.1);c.lineTo(5*p/8,v/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",P);mxUtils.extend(V,mxRectangleShape);V.prototype.size= -40;V.prototype.isHtmlAllowed=function(){return!1};V.prototype.getLabelBounds=function(c){var m=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,m)};V.prototype.paintBackground=function(c,m,x,p,v){var A=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"participant");null==B||null==this.state?mxRectangleShape.prototype.paintBackground.call(this,c,m, -x,p,A):(B=this.state.view.graph.cellRenderer.getShape(B),null!=B&&B!=V&&(B=new B,B.apply(this.state),c.save(),B.paintVertexShape(c,m,x,p,A),c.restore()));A<v&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(m+p/2,x+A),c.lineTo(m+p/2,x+v),c.end(),c.stroke())};V.prototype.paintForeground=function(c,m,x,p,v){var A=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,m,x,p,Math.min(v, -A))};mxCellRenderer.registerShape("umlLifeline",V);mxUtils.extend(Q,mxShape);Q.prototype.width=60;Q.prototype.height=30;Q.prototype.corner=10;Q.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};Q.prototype.paintBackground=function(c,m,x,p,v){var A=this.corner,B=Math.min(p,Math.max(A,parseFloat(mxUtils.getValue(this.style, -"width",this.width)))),ha=Math.min(v,Math.max(1.5*A,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),J=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);J!=mxConstants.NONE&&(c.setFillColor(J),c.rect(m,x,p,v),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,m,x,p,v),c.setGradient(this.fill,this.gradient,m,x,p,v,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); -c.moveTo(m,x);c.lineTo(m+B,x);c.lineTo(m+B,x+Math.max(0,ha-1.5*A));c.lineTo(m+Math.max(0,B-A),x+ha);c.lineTo(m,x+ha);c.close();c.fillAndStroke();c.begin();c.moveTo(m+B,x);c.lineTo(m+p,x);c.lineTo(m+p,x+v);c.lineTo(m,x+v);c.lineTo(m,x+ha);c.stroke()};mxCellRenderer.registerShape("umlFrame",Q);mxPerimeter.CenterPerimeter=function(c,m,x,p){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c, -m,x,p){p=V.prototype.size;null!=m&&(p=mxUtils.getValue(m.style,"size",p)*m.view.scale);m=parseFloat(m.style[mxConstants.STYLE_STROKEWIDTH]||1)*m.view.scale/2-1;x.x<c.getCenterX()&&(m=-1*(m+1));return new mxPoint(c.getCenterX()+m,Math.min(c.y+c.height,Math.max(c.y+p,x.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,m,x,p){p=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", -mxPerimeter.OrthogonalPerimeter);mxPerimeter.BackbonePerimeter=function(c,m,x,p){p=parseFloat(m.style[mxConstants.STYLE_STROKEWIDTH]||1)*m.view.scale/2-1;null!=m.style.backboneSize&&(p+=parseFloat(m.style.backboneSize)*m.view.scale/2-1);if("south"==m.style[mxConstants.STYLE_DIRECTION]||"north"==m.style[mxConstants.STYLE_DIRECTION])return x.x<c.getCenterX()&&(p=-1*(p+1)),new mxPoint(c.getCenterX()+p,Math.min(c.y+c.height,Math.max(c.y,x.y)));x.y<c.getCenterY()&&(p=-1*(p+1));return new mxPoint(Math.min(c.x+ -c.width,Math.max(c.x,x.x)),c.getCenterY()+p)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,m,x,p){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(m.style,"size",R.prototype.size))*m.view.scale))),m.style),m,x,p)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, -m,x,p){var v="0"!=mxUtils.getValue(m.style,"fixedSize","0"),A=v?ba.prototype.fixedSize:ba.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B=c.x,ha=c.y,J=c.width,va=c.height;m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_NORTH||m==mxConstants.DIRECTION_SOUTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+J,ha+v),new mxPoint(B+ -J,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha)]):(v=v?Math.max(0,Math.min(.5*J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J,ha),new mxPoint(B+J-v,ha+va),new mxPoint(B,ha+va),new mxPoint(B+v,ha)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);p&&(x.x<B||x.x>B+J?c.y=x.y:c.x=x.x);return mxUtils.getPerimeterPoint(ha,c,x)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,m,x,p){var v="0"!= -mxUtils.getValue(m.style,"fixedSize","0"),A=v?Y.prototype.fixedSize:Y.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B=c.x,ha=c.y,J=c.width,va=c.height;m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_EAST?(v=v?Math.max(0,Math.min(.5*J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J-v,ha),new mxPoint(B+J,ha+va),new mxPoint(B,ha+va),new mxPoint(B+ -v,ha)]):m==mxConstants.DIRECTION_WEST?(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+J,ha),new mxPoint(B+J-v,ha+va),new mxPoint(B+v,ha+va),new mxPoint(B,ha)]):m==mxConstants.DIRECTION_NORTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha+v),new mxPoint(B+J,ha),new mxPoint(B+J,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha+v)]):(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+ -J,ha+v),new mxPoint(B+J,ha+va-v),new mxPoint(B,ha+va),new mxPoint(B,ha)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);p&&(x.x<B||x.x>B+J?c.y=x.y:c.x=x.x);return mxUtils.getPerimeterPoint(ha,c,x)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,m,x,p){var v="0"!=mxUtils.getValue(m.style,"fixedSize","0"),A=v?sa.prototype.fixedSize:sa.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B= -c.x,ha=c.y,J=c.width,va=c.height,oa=c.getCenterX();c=c.getCenterY();m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_EAST?(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(B+J-v,ha),new mxPoint(B+J,c),new mxPoint(B+J-v,ha+va),new mxPoint(B,ha+va),new mxPoint(B+v,c),new mxPoint(B,ha)]):m==mxConstants.DIRECTION_WEST?(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0,Math.min(1, -A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J,ha),new mxPoint(B+J-v,c),new mxPoint(B+J,ha+va),new mxPoint(B+v,ha+va),new mxPoint(B,c),new mxPoint(B+v,ha)]):m==mxConstants.DIRECTION_NORTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha+v),new mxPoint(oa,ha),new mxPoint(B+J,ha+v),new mxPoint(B+J,ha+va),new mxPoint(oa,ha+va-v),new mxPoint(B,ha+va),new mxPoint(B,ha+v)]):(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(B,ha),new mxPoint(oa,ha+ -v),new mxPoint(B+J,ha),new mxPoint(B+J,ha+va-v),new mxPoint(oa,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha)]);oa=new mxPoint(oa,c);p&&(x.x<B||x.x>B+J?oa.y=x.y:oa.x=x.x);return mxUtils.getPerimeterPoint(ha,oa,x)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,m,x,p){var v="0"!=mxUtils.getValue(m.style,"fixedSize","0"),A=v?M.prototype.fixedSize:M.prototype.size;null!=m&&(A=mxUtils.getValue(m.style,"size",A));v&&(A*=m.view.scale);var B= -c.x,ha=c.y,J=c.width,va=c.height,oa=c.getCenterX();c=c.getCenterY();m=null!=m?mxUtils.getValue(m.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;m==mxConstants.DIRECTION_NORTH||m==mxConstants.DIRECTION_SOUTH?(v=v?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ha=[new mxPoint(oa,ha),new mxPoint(B+J,ha+v),new mxPoint(B+J,ha+va-v),new mxPoint(oa,ha+va),new mxPoint(B,ha+va-v),new mxPoint(B,ha+v),new mxPoint(oa,ha)]):(v=v?Math.max(0,Math.min(J,A)):J*Math.max(0, -Math.min(1,A)),ha=[new mxPoint(B+v,ha),new mxPoint(B+J-v,ha),new mxPoint(B+J,c),new mxPoint(B+J-v,ha+va),new mxPoint(B+v,ha+va),new mxPoint(B,c),new mxPoint(B+v,ha)]);oa=new mxPoint(oa,c);p&&(x.x<B||x.x>B+J?oa.y=x.y:oa.x=x.x);return mxUtils.getPerimeterPoint(ha,oa,x)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(da,mxShape);da.prototype.size=10;da.prototype.paintBackground=function(c,m,x,p,v){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)); -c.translate(m,x);c.ellipse((p-A)/2,0,A,A);c.fillAndStroke();c.begin();c.moveTo(p/2,A);c.lineTo(p/2,v);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",da);mxUtils.extend(ea,mxShape);ea.prototype.size=10;ea.prototype.inset=2;ea.prototype.paintBackground=function(c,m,x,p,v){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)),B=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(m,x);c.begin();c.moveTo(p/2,A+B);c.lineTo(p/2,v);c.end();c.stroke(); -c.begin();c.moveTo((p-A)/2-B,A/2);c.quadTo((p-A)/2-B,A+B,p/2,A+B);c.quadTo((p+A)/2+B,A+B,(p+A)/2+B,A/2);c.end();c.stroke()};mxCellRenderer.registerShape("requires",ea);mxUtils.extend(fa,mxShape);fa.prototype.paintBackground=function(c,m,x,p,v){c.translate(m,x);c.begin();c.moveTo(0,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,0,v);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",fa);mxUtils.extend(pa,mxShape);pa.prototype.inset=2;pa.prototype.paintBackground=function(c,m,x,p,v){var A=parseFloat(mxUtils.getValue(this.style, -"inset",this.inset))+this.strokewidth;c.translate(m,x);c.ellipse(0,A,p-2*A,v-2*A);c.fillAndStroke();c.begin();c.moveTo(p/2,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,p/2,v);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",pa);mxUtils.extend(ua,mxCylinder);ua.prototype.jettyWidth=20;ua.prototype.jettyHeight=10;ua.prototype.redrawPath=function(c,m,x,p,v,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));m=parseFloat(mxUtils.getValue(this.style,"jettyHeight", -this.jettyHeight));x=B/2;B=x+B/2;var ha=Math.min(m,v-m),J=Math.min(ha+2*m,v-m);A?(c.moveTo(x,ha),c.lineTo(B,ha),c.lineTo(B,ha+m),c.lineTo(x,ha+m),c.moveTo(x,J),c.lineTo(B,J),c.lineTo(B,J+m),c.lineTo(x,J+m)):(c.moveTo(x,0),c.lineTo(p,0),c.lineTo(p,v),c.lineTo(x,v),c.lineTo(x,J+m),c.lineTo(0,J+m),c.lineTo(0,J),c.lineTo(x,J),c.lineTo(x,ha+m),c.lineTo(0,ha+m),c.lineTo(0,ha),c.lineTo(x,ha),c.close());c.end()};mxCellRenderer.registerShape("module",ua);mxUtils.extend(qa,mxCylinder);qa.prototype.jettyWidth= -32;qa.prototype.jettyHeight=12;qa.prototype.redrawPath=function(c,m,x,p,v,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));m=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));x=B/2;B=x+B/2;var ha=.3*v-m/2,J=.7*v-m/2;A?(c.moveTo(x,ha),c.lineTo(B,ha),c.lineTo(B,ha+m),c.lineTo(x,ha+m),c.moveTo(x,J),c.lineTo(B,J),c.lineTo(B,J+m),c.lineTo(x,J+m)):(c.moveTo(x,0),c.lineTo(p,0),c.lineTo(p,v),c.lineTo(x,v),c.lineTo(x,J+m),c.lineTo(0,J+m),c.lineTo(0,J),c.lineTo(x, -J),c.lineTo(x,ha+m),c.lineTo(0,ha+m),c.lineTo(0,ha),c.lineTo(x,ha),c.close());c.end()};mxCellRenderer.registerShape("component",qa);mxUtils.extend(Da,mxRectangleShape);Da.prototype.paintForeground=function(c,m,x,p,v){var A=p/2,B=v/2,ha=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(m+A,x),new mxPoint(m+p,x+B),new mxPoint(m+A,x+v),new mxPoint(m,x+B)],this.isRounded,ha,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, -arguments)};mxCellRenderer.registerShape("associativeEntity",Da);mxUtils.extend(Aa,mxDoubleEllipse);Aa.prototype.outerStroke=!0;Aa.prototype.paintVertexShape=function(c,m,x,p,v){var A=Math.min(4,Math.min(p/5,v/5));0<p&&0<v&&(c.ellipse(m+A,x+A,p-2*A,v-2*A),c.fillAndStroke());c.setShadow(!1);this.outerStroke&&(c.ellipse(m,x,p,v),c.stroke())};mxCellRenderer.registerShape("endState",Aa);mxUtils.extend(Fa,Aa);Fa.prototype.outerStroke=!1;mxCellRenderer.registerShape("startState",Fa);mxUtils.extend(ta,mxArrowConnector); -ta.prototype.defaultWidth=4;ta.prototype.isOpenEnded=function(){return!0};ta.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};ta.prototype.isArrowRounded=function(){return this.isRounded};mxCellRenderer.registerShape("link",ta);mxUtils.extend(Sa,mxArrowConnector);Sa.prototype.defaultWidth=10;Sa.prototype.defaultArrowWidth=20;Sa.prototype.getStartArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style, -"startWidth",this.defaultArrowWidth)};Sa.prototype.getEndArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"endWidth",this.defaultArrowWidth)};Sa.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",Sa);mxUtils.extend(Ra,mxActor);Ra.prototype.size=30;Ra.prototype.isRoundable=function(){return!0};Ra.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(v,parseFloat(mxUtils.getValue(this.style, -"size",this.size)));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(0,m),new mxPoint(p,0),new mxPoint(p,v)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("manualInput",Ra);mxUtils.extend(Oa,mxRectangleShape);Oa.prototype.dx=20;Oa.prototype.dy=20;Oa.prototype.isHtmlAllowed=function(){return!1};Oa.prototype.paintForeground=function(c,m,x,p,v){mxRectangleShape.prototype.paintForeground.apply(this,arguments); -var A=0;if(this.isRounded){var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;A=Math.max(A,Math.min(p*B,v*B))}B=Math.max(A,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));A=Math.max(A,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(m,x+A);c.lineTo(m+p,x+A);c.end();c.stroke();c.begin();c.moveTo(m+B,x);c.lineTo(m+B,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Oa); -mxUtils.extend(Va,mxActor);Va.prototype.dx=20;Va.prototype.dy=20;Va.prototype.redrawPath=function(c,m,x,p,v){m=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p,x),new mxPoint(m,x), -new mxPoint(m,v),new mxPoint(0,v)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("corner",Va);mxUtils.extend(Ja,mxActor);Ja.prototype.redrawPath=function(c,m,x,p,v){c.moveTo(0,0);c.lineTo(0,v);c.end();c.moveTo(p,0);c.lineTo(p,v);c.end();c.moveTo(0,v/2);c.lineTo(p,v/2);c.end()};mxCellRenderer.registerShape("crossbar",Ja);mxUtils.extend(cb,mxActor);cb.prototype.dx=20;cb.prototype.dy=20;cb.prototype.redrawPath=function(c,m,x,p,v){m=Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style, -"dx",this.dx))));x=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p,x),new mxPoint((p+m)/2,x),new mxPoint((p+m)/2,v),new mxPoint((p-m)/2,v),new mxPoint((p-m)/2,x),new mxPoint(0,x)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("tee",cb);mxUtils.extend($a, -mxActor);$a.prototype.arrowWidth=.3;$a.prototype.arrowSize=.2;$a.prototype.redrawPath=function(c,m,x,p,v){var A=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth))));m=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));x=(v-A)/2;A=x+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,x),new mxPoint(p-m,x),new mxPoint(p-m,0),new mxPoint(p,v/2),new mxPoint(p- -m,v),new mxPoint(p-m,A),new mxPoint(0,A)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("singleArrow",$a);mxUtils.extend(y,mxActor);y.prototype.redrawPath=function(c,m,x,p,v){var A=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",$a.prototype.arrowWidth))));m=p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",$a.prototype.arrowSize))));x=(v-A)/2;A=x+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ -2;this.addPoints(c,[new mxPoint(0,v/2),new mxPoint(m,0),new mxPoint(m,x),new mxPoint(p-m,x),new mxPoint(p-m,0),new mxPoint(p,v/2),new mxPoint(p-m,v),new mxPoint(p-m,A),new mxPoint(m,A),new mxPoint(m,v)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("doubleArrow",y);mxUtils.extend(K,mxActor);K.prototype.size=.1;K.prototype.fixedSize=20;K.prototype.redrawPath=function(c,m,x,p,v){m="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style, -"size",this.fixedSize)))):p*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(m,0);c.lineTo(p,0);c.quadTo(p-2*m,v/2,p,v);c.lineTo(m,v);c.quadTo(m-2*m,v/2,m,0);c.close();c.end()};mxCellRenderer.registerShape("dataStorage",K);mxUtils.extend(N,mxActor);N.prototype.redrawPath=function(c,m,x,p,v){c.moveTo(0,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,0,v);c.close();c.end()};mxCellRenderer.registerShape("or",N);mxUtils.extend(T,mxActor);T.prototype.redrawPath=function(c, -m,x,p,v){c.moveTo(0,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,0,v);c.quadTo(p/2,v/2,0,0);c.close();c.end()};mxCellRenderer.registerShape("xor",T);mxUtils.extend(U,mxActor);U.prototype.size=20;U.prototype.isRoundable=function(){return!0};U.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(p/2,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(m,0),new mxPoint(p-m,0),new mxPoint(p, -.8*m),new mxPoint(p,v),new mxPoint(0,v),new mxPoint(0,.8*m)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("loopLimit",U);mxUtils.extend(W,mxActor);W.prototype.size=.375;W.prototype.isRoundable=function(){return!0};W.prototype.redrawPath=function(c,m,x,p,v){m=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));x=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(p,0),new mxPoint(p, -v-m),new mxPoint(p/2,v),new mxPoint(0,v-m)],this.isRounded,x,!0);c.end()};mxCellRenderer.registerShape("offPageConnector",W);mxUtils.extend(na,mxEllipse);na.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(m+p/2,x+v);c.lineTo(m+p,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",na);mxUtils.extend(wa,mxEllipse);wa.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this, -arguments);c.setShadow(!1);c.begin();c.moveTo(m,x+v/2);c.lineTo(m+p,x+v/2);c.end();c.stroke();c.begin();c.moveTo(m+p/2,x);c.lineTo(m+p/2,x+v);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse",wa);mxUtils.extend(ra,mxEllipse);ra.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(m+.145*p,x+.145*v);c.lineTo(m+.855*p,x+.855*v);c.end();c.stroke();c.begin();c.moveTo(m+.855*p,x+.145*v);c.lineTo(m+.145*p, -x+.855*v);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",ra);mxUtils.extend(xa,mxRhombus);xa.prototype.paintVertexShape=function(c,m,x,p,v){mxRhombus.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(m,x+v/2);c.lineTo(m+p,x+v/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",xa);mxUtils.extend(Ea,mxEllipse);Ea.prototype.paintVertexShape=function(c,m,x,p,v){c.begin();c.moveTo(m,x);c.lineTo(m+p,x);c.lineTo(m+p/2,x+v/2);c.close();c.fillAndStroke(); -c.begin();c.moveTo(m,x+v);c.lineTo(m+p,x+v);c.lineTo(m+p/2,x+v/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",Ea);mxUtils.extend(Na,mxEllipse);Na.prototype.paintVertexShape=function(c,m,x,p,v){var A=c.state.strokeWidth/2,B=10+2*A,ha=x+v-B/2;c.begin();c.moveTo(m,x);c.lineTo(m,x+v);c.moveTo(m+A,ha);c.lineTo(m+A+B,ha-B/2);c.moveTo(m+A,ha);c.lineTo(m+A+B,ha+B/2);c.moveTo(m+A,ha);c.lineTo(m+p-A,ha);c.moveTo(m+p,x);c.lineTo(m+p,x+v);c.moveTo(m+p-A,ha);c.lineTo(m+p-B-A,ha-B/2);c.moveTo(m+ -p-A,ha);c.lineTo(m+p-B-A,ha+B/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",Na);mxUtils.extend(Ma,mxEllipse);Ma.prototype.drawHidden=!0;Ma.prototype.paintVertexShape=function(c,m,x,p,v){this.outline||c.setStrokeColor(null);if(null!=this.style){var A=c.pointerEvents,B=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||B||(c.pointerEvents=!1);var ha="1"==mxUtils.getValue(this.style,"top","1"),J="1"==mxUtils.getValue(this.style, -"left","1"),va="1"==mxUtils.getValue(this.style,"right","1"),oa="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||B||this.outline||ha||va||oa||J?(c.rect(m,x,p,v),c.fill(),c.pointerEvents=A,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(m,x),this.outline||ha?c.lineTo(m+p,x):c.moveTo(m+p,x),this.outline||va?c.lineTo(m+p,x+v):c.moveTo(m+p,x+v),this.outline||oa?c.lineTo(m,x+v):c.moveTo(m,x+v),(this.outline||J)&&c.lineTo(m,x),c.end(),c.stroke(),c.setLineCap("flat")): -c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",Ma);mxUtils.extend(za,mxEllipse);za.prototype.paintVertexShape=function(c,m,x,p,v){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();"vertical"==mxUtils.getValue(this.style,"line")?(c.moveTo(m+p/2,x),c.lineTo(m+p/2,x+v)):(c.moveTo(m,x+v/2),c.lineTo(m+p,x+v/2));c.end();c.stroke()};mxCellRenderer.registerShape("lineEllipse",za);mxUtils.extend(Ba,mxActor);Ba.prototype.redrawPath=function(c, -m,x,p,v){m=Math.min(p,v/2);c.moveTo(0,0);c.lineTo(p-m,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,p-m,v);c.lineTo(0,v);c.close();c.end()};mxCellRenderer.registerShape("delay",Ba);mxUtils.extend(Ca,mxActor);Ca.prototype.size=.2;Ca.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(v,p);var A=Math.max(0,Math.min(m,m*parseFloat(mxUtils.getValue(this.style,"size",this.size))));m=(v-A)/2;x=m+A;var B=(p-A)/2;A=B+A;c.moveTo(0,m);c.lineTo(B,m);c.lineTo(B,0);c.lineTo(A,0);c.lineTo(A,m);c.lineTo(p,m);c.lineTo(p,x); -c.lineTo(A,x);c.lineTo(A,v);c.lineTo(B,v);c.lineTo(B,x);c.lineTo(0,x);c.close();c.end()};mxCellRenderer.registerShape("cross",Ca);mxUtils.extend(ya,mxActor);ya.prototype.size=.25;ya.prototype.redrawPath=function(c,m,x,p,v){m=Math.min(p,v/2);x=Math.min(p-m,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*p);c.moveTo(0,v/2);c.lineTo(x,0);c.lineTo(p-m,0);c.quadTo(p,0,p,v/2);c.quadTo(p,v,p-m,v);c.lineTo(x,v);c.close();c.end()};mxCellRenderer.registerShape("display",ya);mxUtils.extend(Ga, +(this.graph.removeListener(this.editingHandler),this.editingHandler=null)};var Ta=mxEdgeHandler.prototype.redrawHandles;mxEdgeHandler.prototype.redrawHandles=function(){if(null!=this.marker&&(Ta.apply(this),null!=this.state&&null!=this.linkHint)){var y=this.state;null!=this.state.text&&null!=this.state.text.bounds&&(y=new mxRectangle(y.x,y.y,y.width,y.height),y.add(this.state.text.bounds));this.linkHint.style.left=Math.max(0,Math.round(y.x+(y.width-this.linkHint.clientWidth)/2))+"px";this.linkHint.style.top= +Math.round(y.y+y.height+Editor.hintOffset)+"px"}};var Za=mxEdgeHandler.prototype.reset;mxEdgeHandler.prototype.reset=function(){Za.apply(this,arguments);null!=this.linkHint&&(this.linkHint.style.visibility="")};var Pa=mxEdgeHandler.prototype.destroy;mxEdgeHandler.prototype.destroy=function(){Pa.apply(this,arguments);null!=this.linkHint&&(this.linkHint.parentNode.removeChild(this.linkHint),this.linkHint=null);null!=this.changeHandler&&(this.graph.getModel().removeListener(this.changeHandler),this.graph.getSelectionModel().removeListener(this.changeHandler), +this.changeHandler=null)}}();(function(){function b(c,l,v){mxShape.call(this);this.line=c;this.stroke=l;this.strokewidth=null!=v?v:1;this.updateBoundsFromLine()}function e(){mxSwimlane.call(this)}function k(){mxSwimlane.call(this)}function m(){mxCylinder.call(this)}function D(){mxCylinder.call(this)}function p(){mxActor.call(this)}function E(){mxCylinder.call(this)}function K(){mxCylinder.call(this)}function Q(){mxCylinder.call(this)}function d(){mxCylinder.call(this)}function f(){mxShape.call(this)}function g(){mxShape.call(this)} +function x(c,l,v,n){mxShape.call(this);this.bounds=c;this.fill=l;this.stroke=v;this.strokewidth=null!=n?n:1}function z(){mxActor.call(this)}function u(){mxCylinder.call(this)}function H(){mxCylinder.call(this)}function L(){mxActor.call(this)}function C(){mxActor.call(this)}function G(){mxActor.call(this)}function V(){mxActor.call(this)}function U(){mxActor.call(this)}function Y(){mxActor.call(this)}function O(){mxActor.call(this)}function qa(c,l){this.canvas=c;this.canvas.setLineJoin("round");this.canvas.setLineCap("round"); +this.defaultVariation=l;this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,qa.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,qa.prototype.moveTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,qa.prototype.close);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,qa.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo;this.canvas.curveTo=mxUtils.bind(this,qa.prototype.curveTo); +this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,qa.prototype.arcTo)}function oa(){mxRectangleShape.call(this)}function aa(){mxRectangleShape.call(this)}function ca(){mxActor.call(this)}function fa(){mxActor.call(this)}function J(){mxActor.call(this)}function Z(){mxRectangleShape.call(this)}function P(){mxRectangleShape.call(this)}function da(){mxCylinder.call(this)}function ja(){mxShape.call(this)}function ka(){mxShape.call(this)}function q(){mxEllipse.call(this)}function F(){mxShape.call(this)} +function R(){mxShape.call(this)}function W(){mxRectangleShape.call(this)}function T(){mxShape.call(this)}function ba(){mxShape.call(this)}function ia(){mxShape.call(this)}function ra(){mxShape.call(this)}function ta(){mxShape.call(this)}function ma(){mxCylinder.call(this)}function pa(){mxCylinder.call(this)}function za(){mxRectangleShape.call(this)}function Ba(){mxDoubleEllipse.call(this)}function Ia(){mxDoubleEllipse.call(this)}function Aa(){mxArrowConnector.call(this);this.spacing=0}function Ka(){mxArrowConnector.call(this); +this.spacing=0}function Da(){mxActor.call(this)}function Ra(){mxRectangleShape.call(this)}function Qa(){mxActor.call(this)}function Ta(){mxActor.call(this)}function Za(){mxActor.call(this)}function Pa(){mxActor.call(this)}function y(){mxActor.call(this)}function M(){mxActor.call(this)}function N(){mxActor.call(this)}function S(){mxActor.call(this)}function X(){mxActor.call(this)}function ha(){mxActor.call(this)}function la(){mxEllipse.call(this)}function xa(){mxEllipse.call(this)}function sa(){mxEllipse.call(this)} +function ya(){mxRhombus.call(this)}function Fa(){mxEllipse.call(this)}function wa(){mxEllipse.call(this)}function ua(){mxEllipse.call(this)}function La(){mxEllipse.call(this)}function Oa(){mxActor.call(this)}function Ca(){mxActor.call(this)}function Ma(){mxActor.call(this)}function Ga(c,l,v,n){mxShape.call(this);this.bounds=c;this.fill=l;this.stroke=v;this.strokewidth=null!=n?n:1;this.rectStyle="square";this.size=10;this.absoluteCornerSize=!0;this.indent=2;this.rectOutline="single"}function Ya(){mxConnector.call(this)} +function db(c,l,v,n,t,A,B,ea,I,va){B+=I;var na=n.clone();n.x-=t*(2*B+I);n.y-=A*(2*B+I);t*=B+I;A*=B+I;return function(){c.ellipse(na.x-t-B,na.y-A-B,2*B,2*B);va?c.fillAndStroke():c.stroke()}}mxUtils.extend(b,mxShape);b.prototype.updateBoundsFromLine=function(){var c=null;if(null!=this.line)for(var l=0;l<this.line.length;l++){var v=this.line[l];null!=v&&(v=new mxRectangle(v.x,v.y,this.strokewidth,this.strokewidth),null==c?c=v:c.add(v))}this.bounds=null!=c?c:new mxRectangle};b.prototype.paintVertexShape= +function(c,l,v,n,t){this.paintTableLine(c,this.line,0,0)};b.prototype.paintTableLine=function(c,l,v,n){if(null!=l){var t=null;c.begin();for(var A=0;A<l.length;A++){var B=l[A];null!=B&&(null==t?c.moveTo(B.x+v,B.y+n):null!=t&&c.lineTo(B.x+v,B.y+n));t=B}c.end();c.stroke()}};b.prototype.intersectsRectangle=function(c){var l=!1;if(mxShape.prototype.intersectsRectangle.apply(this,arguments)&&null!=this.line)for(var v=null,n=0;n<this.line.length&&!l;n++){var t=this.line[n];null!=t&&null!=v&&(l=mxUtils.rectangleIntersectsSegment(c, +v,t));v=t}return l};mxCellRenderer.registerShape("tableLine",b);mxUtils.extend(e,mxSwimlane);e.prototype.getLabelBounds=function(c){return 0==this.getTitleSize()?mxShape.prototype.getLabelBounds.apply(this,arguments):mxSwimlane.prototype.getLabelBounds.apply(this,arguments)};e.prototype.paintVertexShape=function(c,l,v,n,t){var A=null!=this.state?this.state.view.graph.isCellCollapsed(this.state.cell):!1,B=this.isHorizontal(),ea=this.getTitleSize();0==ea||this.outline?ua.prototype.paintVertexShape.apply(this, +arguments):(mxSwimlane.prototype.paintVertexShape.apply(this,arguments),c.translate(-l,-v));A||this.outline||!(B&&ea<t||!B&&ea<n)||this.paintForeground(c,l,v,n,t)};e.prototype.paintForeground=function(c,l,v,n,t){if(null!=this.state){var A=this.flipH,B=this.flipV;if(this.direction==mxConstants.DIRECTION_NORTH||this.direction==mxConstants.DIRECTION_SOUTH){var ea=A;A=B;B=ea}c.rotate(-this.getShapeRotation(),A,B,l+n/2,v+t/2);s=this.scale;l=this.bounds.x/s;v=this.bounds.y/s;n=this.bounds.width/s;t=this.bounds.height/ +s;this.paintTableForeground(c,l,v,n,t)}};e.prototype.paintTableForeground=function(c,l,v,n,t){n=this.state.view.graph.getTableLines(this.state.cell,"0"!=mxUtils.getValue(this.state.style,"rowLines","1"),"0"!=mxUtils.getValue(this.state.style,"columnLines","1"));for(t=0;t<n.length;t++)b.prototype.paintTableLine(c,n[t],l,v)};e.prototype.configurePointerEvents=function(c){0==this.getTitleSize()?c.pointerEvents=!1:mxSwimlane.prototype.configurePointerEvents.apply(this,arguments)};mxCellRenderer.registerShape("table", +e);mxUtils.extend(k,e);k.prototype.paintForeground=function(){};mxCellRenderer.registerShape("tableRow",k);mxUtils.extend(m,mxCylinder);m.prototype.size=20;m.prototype.darkOpacity=0;m.prototype.darkOpacity2=0;m.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(n,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))))),B=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity)))),ea=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"darkOpacity2",this.darkOpacity2))));c.translate(l,v);c.begin();c.moveTo(0,0);c.lineTo(n-A,0);c.lineTo(n,A);c.lineTo(n,t);c.lineTo(A,t);c.lineTo(0,t-A);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(n-A,0),c.lineTo(n,A),c.lineTo(A,A),c.close(),c.fill()),0!=ea&&(c.setFillAlpha(Math.abs(ea)),c.setFillColor(0>ea?"#FFFFFF":"#000000"),c.begin(),c.moveTo(0,0),c.lineTo(A, +A),c.lineTo(A,t),c.lineTo(0,t-A),c.close(),c.fill()),c.begin(),c.moveTo(A,t),c.lineTo(A,A),c.lineTo(0,0),c.moveTo(A,A),c.lineTo(n,A),c.end(),c.stroke())};m.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?(c=parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale,new mxRectangle(c,c,0,0)):null};mxCellRenderer.registerShape("cube",m);var eb=Math.tan(mxUtils.toRadians(30)),cb=(.5-eb)/2;mxCellRenderer.registerShape("isoRectangle",p);mxUtils.extend(D, +mxCylinder);D.prototype.size=6;D.prototype.paintVertexShape=function(c,l,v,n,t){c.setFillColor(this.stroke);var A=Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size))-2)+2*this.strokewidth;c.ellipse(l+.5*(n-A),v+.5*(t-A),A,A);c.fill();c.setFillColor(mxConstants.NONE);c.rect(l,v,n,t);c.fill()};mxCellRenderer.registerShape("waypoint",D);mxUtils.extend(p,mxActor);p.prototype.size=20;p.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(n,t/eb);c.translate((n-l)/2,(t-l)/2+l/4);c.moveTo(0, +.25*l);c.lineTo(.5*l,l*cb);c.lineTo(l,.25*l);c.lineTo(.5*l,(.5-cb)*l);c.lineTo(0,.25*l);c.close();c.end()};mxCellRenderer.registerShape("isoRectangle",p);mxUtils.extend(E,mxCylinder);E.prototype.size=20;E.prototype.redrawPath=function(c,l,v,n,t,A){l=Math.min(n,t/(.5+eb));A?(c.moveTo(0,.25*l),c.lineTo(.5*l,(.5-cb)*l),c.lineTo(l,.25*l),c.moveTo(.5*l,(.5-cb)*l),c.lineTo(.5*l,(1-cb)*l)):(c.translate((n-l)/2,(t-l)/2),c.moveTo(0,.25*l),c.lineTo(.5*l,l*cb),c.lineTo(l,.25*l),c.lineTo(l,.75*l),c.lineTo(.5* +l,(1-cb)*l),c.lineTo(0,.75*l),c.close());c.end()};mxCellRenderer.registerShape("isoCube",E);mxUtils.extend(K,mxCylinder);K.prototype.redrawPath=function(c,l,v,n,t,A){l=Math.min(t/2,Math.round(t/8)+this.strokewidth-1);if(A&&null!=this.fill||!A&&null==this.fill)c.moveTo(0,l),c.curveTo(0,2*l,n,2*l,n,l),A||(c.stroke(),c.begin()),c.translate(0,l/2),c.moveTo(0,l),c.curveTo(0,2*l,n,2*l,n,l),A||(c.stroke(),c.begin()),c.translate(0,l/2),c.moveTo(0,l),c.curveTo(0,2*l,n,2*l,n,l),A||(c.stroke(),c.begin()),c.translate(0, +-l);A||(c.moveTo(0,l),c.curveTo(0,-l/3,n,-l/3,n,l),c.lineTo(n,t-l),c.curveTo(n,t+l/3,0,t+l/3,0,t-l),c.close())};K.prototype.getLabelMargins=function(c){return new mxRectangle(0,2.5*Math.min(c.height/2,Math.round(c.height/8)+this.strokewidth-1),0,0)};mxCellRenderer.registerShape("datastore",K);mxUtils.extend(Q,mxCylinder);Q.prototype.size=30;Q.prototype.darkOpacity=0;Q.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(n,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size", +this.size))))),B=Math.max(-1,Math.min(1,parseFloat(mxUtils.getValue(this.style,"darkOpacity",this.darkOpacity))));c.translate(l,v);c.begin();c.moveTo(0,0);c.lineTo(n-A,0);c.lineTo(n,A);c.lineTo(n,t);c.lineTo(0,t);c.lineTo(0,0);c.close();c.end();c.fillAndStroke();this.outline||(c.setShadow(!1),0!=B&&(c.setFillAlpha(Math.abs(B)),c.setFillColor(0>B?"#FFFFFF":"#000000"),c.begin(),c.moveTo(n-A,0),c.lineTo(n-A,A),c.lineTo(n,A),c.close(),c.fill()),c.begin(),c.moveTo(n-A,0),c.lineTo(n-A,A),c.lineTo(n,A), +c.end(),c.stroke())};mxCellRenderer.registerShape("note",Q);mxUtils.extend(d,Q);mxCellRenderer.registerShape("note2",d);d.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,l*this.scale),0,0)}return null};mxUtils.extend(f,mxShape);f.prototype.isoAngle=15;f.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style, +"isoAngle",this.isoAngle))))*Math.PI/200;A=Math.min(n*Math.tan(A),.5*t);c.translate(l,v);c.begin();c.moveTo(.5*n,0);c.lineTo(n,A);c.lineTo(n,t-A);c.lineTo(.5*n,t);c.lineTo(0,t-A);c.lineTo(0,A);c.close();c.fillAndStroke();c.setShadow(!1);c.begin();c.moveTo(0,A);c.lineTo(.5*n,2*A);c.lineTo(n,A);c.moveTo(.5*n,2*A);c.lineTo(.5*n,t);c.stroke()};mxCellRenderer.registerShape("isoCube2",f);mxUtils.extend(g,mxShape);g.prototype.size=15;g.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(.5* +t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.translate(l,v);0==A?(c.rect(0,0,n,t),c.fillAndStroke()):(c.begin(),c.moveTo(0,A),c.arcTo(.5*n,A,0,0,1,.5*n,0),c.arcTo(.5*n,A,0,0,1,n,A),c.lineTo(n,t-A),c.arcTo(.5*n,A,0,0,1,.5*n,t),c.arcTo(.5*n,A,0,0,1,0,t-A),c.close(),c.fillAndStroke(),c.setShadow(!1),c.begin(),c.moveTo(n,A),c.arcTo(.5*n,A,0,0,1,.5*n,2*A),c.arcTo(.5*n,A,0,0,1,0,A),c.stroke())};mxCellRenderer.registerShape("cylinder2",g);mxUtils.extend(x,mxCylinder);x.prototype.size= +15;x.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.max(0,Math.min(.5*t,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"lid",!0);c.translate(l,v);0==A?(c.rect(0,0,n,t),c.fillAndStroke()):(c.begin(),B?(c.moveTo(0,A),c.arcTo(.5*n,A,0,0,1,.5*n,0),c.arcTo(.5*n,A,0,0,1,n,A)):(c.moveTo(0,0),c.arcTo(.5*n,A,0,0,0,.5*n,A),c.arcTo(.5*n,A,0,0,0,n,0)),c.lineTo(n,t-A),c.arcTo(.5*n,A,0,0,1,.5*n,t),c.arcTo(.5*n,A,0,0,1,0,t-A),c.close(),c.fillAndStroke(),c.setShadow(!1), +B&&(c.begin(),c.moveTo(n,A),c.arcTo(.5*n,A,0,0,1,.5*n,2*A),c.arcTo(.5*n,A,0,0,1,0,A),c.stroke()))};mxCellRenderer.registerShape("cylinder3",x);mxUtils.extend(z,mxActor);z.prototype.redrawPath=function(c,l,v,n,t){c.moveTo(0,0);c.quadTo(n/2,.5*t,n,0);c.quadTo(.5*n,t/2,n,t);c.quadTo(n/2,.5*t,0,t);c.quadTo(.5*n,t/2,0,0);c.end()};mxCellRenderer.registerShape("switch",z);mxUtils.extend(u,mxCylinder);u.prototype.tabWidth=60;u.prototype.tabHeight=20;u.prototype.tabPosition="right";u.prototype.arcSize=.1; +u.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l,v);l=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth))));v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));var A=mxUtils.getValue(this.style,"tabPosition",this.tabPosition),B=mxUtils.getValue(this.style,"rounded",!1),ea=mxUtils.getValue(this.style,"absoluteArcSize",!1),I=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));ea||(I*=Math.min(n,t)); +I=Math.min(I,.5*n,.5*(t-v));l=Math.max(l,I);l=Math.min(n-I,l);B||(I=0);c.begin();"left"==A?(c.moveTo(Math.max(I,0),v),c.lineTo(Math.max(I,0),0),c.lineTo(l,0),c.lineTo(l,v)):(c.moveTo(n-l,v),c.lineTo(n-l,0),c.lineTo(n-Math.max(I,0),0),c.lineTo(n-Math.max(I,0),v));B?(c.moveTo(0,I+v),c.arcTo(I,I,0,0,1,I,v),c.lineTo(n-I,v),c.arcTo(I,I,0,0,1,n,I+v),c.lineTo(n,t-I),c.arcTo(I,I,0,0,1,n-I,t),c.lineTo(I,t),c.arcTo(I,I,0,0,1,0,t-I)):(c.moveTo(0,v),c.lineTo(n,v),c.lineTo(n,t),c.lineTo(0,t));c.close();c.fillAndStroke(); +c.setShadow(!1);"triangle"==mxUtils.getValue(this.style,"folderSymbol",null)&&(c.begin(),c.moveTo(n-30,v+20),c.lineTo(n-20,v+10),c.lineTo(n-10,v+20),c.close(),c.stroke())};mxCellRenderer.registerShape("folder",u);u.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var v=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;l=mxUtils.getValue(this.style, +"tabHeight",15)*this.scale;var n=mxUtils.getValue(this.style,"rounded",!1),t=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));t||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-l));n||(A=0);return"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-v),Math.min(c.height,c.height-l)):new mxRectangle(Math.min(c.width,c.width-v),0,A,Math.min(c.height,c.height- +l))}return new mxRectangle(0,Math.min(c.height,l),0,0)}return null};mxUtils.extend(H,mxCylinder);H.prototype.arcSize=.1;H.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l,v);var A=mxUtils.getValue(this.style,"rounded",!1),B=mxUtils.getValue(this.style,"absoluteArcSize",!1);l=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));v=mxUtils.getValue(this.style,"umlStateConnection",null);B||(l*=Math.min(n,t));l=Math.min(l,.5*n,.5*t);A||(l=0);A=0;null!=v&&(A=10);c.begin();c.moveTo(A, +l);c.arcTo(l,l,0,0,1,A+l,0);c.lineTo(n-l,0);c.arcTo(l,l,0,0,1,n,l);c.lineTo(n,t-l);c.arcTo(l,l,0,0,1,n-l,t);c.lineTo(A+l,t);c.arcTo(l,l,0,0,1,A,t-l);c.close();c.fillAndStroke();c.setShadow(!1);"collapseState"==mxUtils.getValue(this.style,"umlStateSymbol",null)&&(c.roundrect(n-40,t-20,10,10,3,3),c.stroke(),c.roundrect(n-20,t-20,10,10,3,3),c.stroke(),c.begin(),c.moveTo(n-30,t-15),c.lineTo(n-20,t-15),c.stroke());"connPointRefEntry"==v?(c.ellipse(0,.5*t-10,20,20),c.fillAndStroke()):"connPointRefExit"== +v&&(c.ellipse(0,.5*t-10,20,20),c.fillAndStroke(),c.begin(),c.moveTo(5,.5*t-5),c.lineTo(15,.5*t+5),c.moveTo(15,.5*t-5),c.lineTo(5,.5*t+5),c.stroke())};H.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};mxCellRenderer.registerShape("umlState",H);mxUtils.extend(L,mxActor);L.prototype.size=30;L.prototype.isRoundable=function(){return!0};L.prototype.redrawPath= +function(c,l,v,n,t){l=Math.max(0,Math.min(n,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(n,0),new mxPoint(n,t),new mxPoint(0,t),new mxPoint(0,l)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("card",L);mxUtils.extend(C,mxActor);C.prototype.size=.4;C.prototype.redrawPath=function(c,l,v,n,t){l=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"size",this.size))));c.moveTo(0,l/2);c.quadTo(n/4,1.4*l,n/2,l/2);c.quadTo(3*n/4,l*(1-1.4),n,l/2);c.lineTo(n,t-l/2);c.quadTo(3*n/4,t-1.4*l,n/2,t-l/2);c.quadTo(n/4,t-l*(1-1.4),0,t-l/2);c.lineTo(0,l/2);c.close();c.end()};C.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",this.size),v=c.width,n=c.height;if(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)return l*= +n,new mxRectangle(c.x,c.y+l,v,n-2*l);l*=v;return new mxRectangle(c.x+l,c.y,v-2*l,n)}return c};mxCellRenderer.registerShape("tape",C);mxUtils.extend(G,mxActor);G.prototype.size=.3;G.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)?new mxRectangle(0,0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*c.height):null};G.prototype.redrawPath=function(c,l,v,n,t){l=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(0, +0);c.lineTo(n,0);c.lineTo(n,t-l/2);c.quadTo(3*n/4,t-1.4*l,n/2,t-l/2);c.quadTo(n/4,t-l*(1-1.4),0,t-l/2);c.lineTo(0,l/2);c.close();c.end()};mxCellRenderer.registerShape("document",G);var ub=mxCylinder.prototype.getCylinderSize;mxCylinder.prototype.getCylinderSize=function(c,l,v,n){var t=mxUtils.getValue(this.style,"size");return null!=t?n*Math.max(0,Math.min(1,t)):ub.apply(this,arguments)};mxCylinder.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=2*mxUtils.getValue(this.style, +"size",.15);return new mxRectangle(0,Math.min(this.maxHeight*this.scale,c.height*l),0,0)}return null};x.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",15);mxUtils.getValue(this.style,"lid",!0)||(l/=2);return new mxRectangle(0,Math.min(c.height*this.scale,2*l*this.scale),0,Math.max(0,.3*l*this.scale))}return null};u.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style,"boundedLbl",!1)){var l=mxUtils.getValue(this.style, +"tabHeight",15)*this.scale;if(mxUtils.getValue(this.style,"labelInHeader",!1)){var v=mxUtils.getValue(this.style,"tabWidth",15)*this.scale;l=mxUtils.getValue(this.style,"tabHeight",15)*this.scale;var n=mxUtils.getValue(this.style,"rounded",!1),t=mxUtils.getValue(this.style,"absoluteArcSize",!1),A=parseFloat(mxUtils.getValue(this.style,"arcSize",this.arcSize));t||(A*=Math.min(c.width,c.height));A=Math.min(A,.5*c.width,.5*(c.height-l));n||(A=0);return"left"==mxUtils.getValue(this.style,"tabPosition", +this.tabPosition)?new mxRectangle(A,0,Math.min(c.width,c.width-v),Math.min(c.height,c.height-l)):new mxRectangle(Math.min(c.width,c.width-v),0,A,Math.min(c.height,c.height-l))}return new mxRectangle(0,Math.min(c.height,l),0,0)}return null};H.prototype.getLabelMargins=function(c){return mxUtils.getValue(this.style,"boundedLbl",!1)&&null!=mxUtils.getValue(this.style,"umlStateConnection",null)?new mxRectangle(10*this.scale,0,0,0):null};d.prototype.getLabelMargins=function(c){if(mxUtils.getValue(this.style, +"boundedLbl",!1)){var l=mxUtils.getValue(this.style,"size",15);return new mxRectangle(0,Math.min(c.height*this.scale,l*this.scale),0,Math.max(0,l*this.scale))}return null};mxUtils.extend(V,mxActor);V.prototype.size=.2;V.prototype.fixedSize=20;V.prototype.isRoundable=function(){return!0};V.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style, +"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,t),new mxPoint(l,0),new mxPoint(n,0),new mxPoint(n-l,t)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("parallelogram",V);mxUtils.extend(U,mxActor);U.prototype.size=.2;U.prototype.fixedSize=20;U.prototype.isRoundable=function(){return!0};U.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5* +n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(.5,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,t),new mxPoint(l,0),new mxPoint(n-l,0),new mxPoint(n,t)],this.isRounded,v,!0)};mxCellRenderer.registerShape("trapezoid",U);mxUtils.extend(Y,mxActor);Y.prototype.size=.5;Y.prototype.redrawPath=function(c,l,v,n,t){c.setFillColor(null); +l=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(n,0),new mxPoint(l,0),new mxPoint(l,t/2),new mxPoint(0,t/2),new mxPoint(l,t/2),new mxPoint(l,t),new mxPoint(n,t)],this.isRounded,v,!1);c.end()};mxCellRenderer.registerShape("curlyBracket",Y);mxUtils.extend(O,mxActor);O.prototype.redrawPath=function(c,l,v,n,t){c.setStrokeWidth(1);c.setFillColor(this.stroke); +l=n/5;c.rect(0,0,l,t);c.fillAndStroke();c.rect(2*l,0,l,t);c.fillAndStroke();c.rect(4*l,0,l,t);c.fillAndStroke()};mxCellRenderer.registerShape("parallelMarker",O);qa.prototype.moveTo=function(c,l){this.originalMoveTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=l;this.firstX=c;this.firstY=l};qa.prototype.close=function(){null!=this.firstX&&null!=this.firstY&&(this.lineTo(this.firstX,this.firstY),this.originalClose.apply(this.canvas,arguments));this.originalClose.apply(this.canvas,arguments)}; +qa.prototype.quadTo=function(c,l,v,n){this.originalQuadTo.apply(this.canvas,arguments);this.lastX=v;this.lastY=n};qa.prototype.curveTo=function(c,l,v,n,t,A){this.originalCurveTo.apply(this.canvas,arguments);this.lastX=t;this.lastY=A};qa.prototype.arcTo=function(c,l,v,n,t,A,B){this.originalArcTo.apply(this.canvas,arguments);this.lastX=A;this.lastY=B};qa.prototype.lineTo=function(c,l){if(null!=this.lastX&&null!=this.lastY){var v=function(na){return"number"===typeof na?na?0>na?-1:1:na===na?0:NaN:NaN}, +n=Math.abs(c-this.lastX),t=Math.abs(l-this.lastY),A=Math.sqrt(n*n+t*t);if(2>A){this.originalLineTo.apply(this.canvas,arguments);this.lastX=c;this.lastY=l;return}var B=Math.round(A/10),ea=this.defaultVariation;5>B&&(B=5,ea/=3);var I=v(c-this.lastX)*n/B;v=v(l-this.lastY)*t/B;n/=A;t/=A;for(A=0;A<B;A++){var va=(Math.random()-.5)*ea;this.originalLineTo.call(this.canvas,I*A+this.lastX-va*t,v*A+this.lastY-va*n)}this.originalLineTo.call(this.canvas,c,l)}else this.originalLineTo.apply(this.canvas,arguments); +this.lastX=c;this.lastY=l};qa.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo=this.originalArcTo};mxShape.prototype.defaultJiggle=1.5;var fb=mxShape.prototype.beforePaint;mxShape.prototype.beforePaint=function(c){fb.apply(this,arguments);null==c.handJiggle&&(c.handJiggle=this.createHandJiggle(c))};var pb=mxShape.prototype.afterPaint; +mxShape.prototype.afterPaint=function(c){pb.apply(this,arguments);null!=c.handJiggle&&(c.handJiggle.destroy(),delete c.handJiggle)};mxShape.prototype.createComicCanvas=function(c){return new qa(c,mxUtils.getValue(this.style,"jiggle",this.defaultJiggle))};mxShape.prototype.createHandJiggle=function(c){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")?null:this.createComicCanvas(c)};mxRhombus.prototype.defaultJiggle=2;var lb=mxRectangleShape.prototype.isHtmlAllowed; +mxRectangleShape.prototype.isHtmlAllowed=function(){return!this.outline&&(null==this.style||"0"==mxUtils.getValue(this.style,"comic","0")&&"0"==mxUtils.getValue(this.style,"sketch","1"==urlParams.rough?"1":"0"))&&lb.apply(this,arguments)};var $a=mxRectangleShape.prototype.paintBackground;mxRectangleShape.prototype.paintBackground=function(c,l,v,n,t){if(null==c.handJiggle||c.handJiggle.constructor!=qa)$a.apply(this,arguments);else{var A=!0;null!=this.style&&(A="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS, +"1"));if(A||null!=this.fill&&this.fill!=mxConstants.NONE||null!=this.stroke&&this.stroke!=mxConstants.NONE)A||null!=this.fill&&this.fill!=mxConstants.NONE||(c.pointerEvents=!1),c.begin(),this.isRounded?("1"==mxUtils.getValue(this.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?A=Math.min(n/2,Math.min(t/2,mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2)):(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,A=Math.min(n* +A,t*A)),c.moveTo(l+A,v),c.lineTo(l+n-A,v),c.quadTo(l+n,v,l+n,v+A),c.lineTo(l+n,v+t-A),c.quadTo(l+n,v+t,l+n-A,v+t),c.lineTo(l+A,v+t),c.quadTo(l,v+t,l,v+t-A),c.lineTo(l,v+A),c.quadTo(l,v,l+A,v)):(c.moveTo(l,v),c.lineTo(l+n,v),c.lineTo(l+n,v+t),c.lineTo(l,v+t),c.lineTo(l,v)),c.close(),c.end(),c.fillAndStroke()}};mxUtils.extend(oa,mxRectangleShape);oa.prototype.size=.1;oa.prototype.fixedSize=!1;oa.prototype.isHtmlAllowed=function(){return!1};oa.prototype.getLabelBounds=function(c){if(mxUtils.getValue(this.state.style, +mxConstants.STYLE_HORIZONTAL,!0)==(null==this.direction||this.direction==mxConstants.DIRECTION_EAST||this.direction==mxConstants.DIRECTION_WEST)){var l=c.width,v=c.height;c=new mxRectangle(c.x,c.y,l,v);var n=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));if(this.isRounded){var t=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;n=Math.max(n,Math.min(l*t,v*t))}c.x+=Math.round(n);c.width-=Math.round(2*n);return c}return c}; +oa.prototype.paintForeground=function(c,l,v,n,t){var A=mxUtils.getValue(this.style,"fixedSize",this.fixedSize),B=parseFloat(mxUtils.getValue(this.style,"size",this.size));B=A?Math.max(0,Math.min(n,B)):n*Math.max(0,Math.min(1,B));this.isRounded&&(A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100,B=Math.max(B,Math.min(n*A,t*A)));B=Math.round(B);c.begin();c.moveTo(l+B,v);c.lineTo(l+B,v+t);c.moveTo(l+n-B,v);c.lineTo(l+n-B,v+t);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, +arguments)};mxCellRenderer.registerShape("process",oa);mxCellRenderer.registerShape("process2",oa);mxUtils.extend(aa,mxRectangleShape);aa.prototype.paintBackground=function(c,l,v,n,t){c.setFillColor(mxConstants.NONE);c.rect(l,v,n,t);c.fill()};aa.prototype.paintForeground=function(c,l,v,n,t){};mxCellRenderer.registerShape("transparent",aa);mxUtils.extend(ca,mxHexagon);ca.prototype.size=30;ca.prototype.position=.5;ca.prototype.position2=.5;ca.prototype.base=20;ca.prototype.getLabelMargins=function(){return new mxRectangle(0, +0,0,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale)};ca.prototype.isRoundable=function(){return!0};ca.prototype.redrawPath=function(c,l,v,n,t){l=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));var A=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position",this.position)))),B=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2", +this.position2)))),ea=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"base",this.base))));this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n,t-v),new mxPoint(Math.min(n,A+ea),t-v),new mxPoint(B,t),new mxPoint(Math.max(0,A),t-v),new mxPoint(0,t-v)],this.isRounded,l,!0,[4])};mxCellRenderer.registerShape("callout",ca);mxUtils.extend(fa,mxActor);fa.prototype.size=.2;fa.prototype.fixedSize=20;fa.prototype.isRoundable=function(){return!0};fa.prototype.redrawPath=function(c, +l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n-l,0),new mxPoint(n,t/2),new mxPoint(n-l,t),new mxPoint(0,t),new mxPoint(l,t/2)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("step", +fa);mxUtils.extend(J,mxHexagon);J.prototype.size=.25;J.prototype.fixedSize=20;J.prototype.isRoundable=function(){return!0};J.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(.5*n,parseFloat(mxUtils.getValue(this.style,"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l, +0),new mxPoint(n-l,0),new mxPoint(n,.5*t),new mxPoint(n-l,t),new mxPoint(l,t),new mxPoint(0,.5*t)],this.isRounded,v,!0)};mxCellRenderer.registerShape("hexagon",J);mxUtils.extend(Z,mxRectangleShape);Z.prototype.isHtmlAllowed=function(){return!1};Z.prototype.paintForeground=function(c,l,v,n,t){var A=Math.min(n/5,t/5)+1;c.begin();c.moveTo(l+n/2,v+A);c.lineTo(l+n/2,v+t-A);c.moveTo(l+A,v+t/2);c.lineTo(l+n-A,v+t/2);c.end();c.stroke();mxRectangleShape.prototype.paintForeground.apply(this,arguments)};mxCellRenderer.registerShape("plus", +Z);var ab=mxRhombus.prototype.paintVertexShape;mxRhombus.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var l=(2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+l,c.y+l,c.width-2*l,c.height-2*l)}return c};mxRhombus.prototype.paintVertexShape=function(c,l,v,n,t){ab.apply(this,arguments);if(!this.outline&&1==this.style["double"]){var A=2*Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]|| +0);l+=A;v+=A;n-=2*A;t-=2*A;0<n&&0<t&&(c.setShadow(!1),ab.apply(this,[c,l,v,n,t]))}};mxUtils.extend(P,mxRectangleShape);P.prototype.isHtmlAllowed=function(){return!1};P.prototype.getLabelBounds=function(c){if(1==this.style["double"]){var l=(Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0))*this.scale;return new mxRectangle(c.x+l,c.y+l,c.width-2*l,c.height-2*l)}return c};P.prototype.paintForeground=function(c,l,v,n,t){if(null!=this.style){if(!this.outline&&1==this.style["double"]){var A= +Math.max(2,this.strokewidth+1)+parseFloat(this.style[mxConstants.STYLE_MARGIN]||0);l+=A;v+=A;n-=2*A;t-=2*A;0<n&&0<t&&mxRectangleShape.prototype.paintBackground.apply(this,arguments)}c.setDashed(!1);A=0;do{var B=mxCellRenderer.defaultShapes[this.style["symbol"+A]];if(null!=B){var ea=this.style["symbol"+A+"Align"],I=this.style["symbol"+A+"VerticalAlign"],va=this.style["symbol"+A+"Width"],na=this.style["symbol"+A+"Height"],Xa=this.style["symbol"+A+"Spacing"]||0,jb=this.style["symbol"+A+"VSpacing"]|| +Xa,bb=this.style["symbol"+A+"ArcSpacing"];null!=bb&&(bb*=this.getArcSize(n+this.strokewidth,t+this.strokewidth),Xa+=bb,jb+=bb);bb=l;var Ea=v;bb=ea==mxConstants.ALIGN_CENTER?bb+(n-va)/2:ea==mxConstants.ALIGN_RIGHT?bb+(n-va-Xa):bb+Xa;Ea=I==mxConstants.ALIGN_MIDDLE?Ea+(t-na)/2:I==mxConstants.ALIGN_BOTTOM?Ea+(t-na-jb):Ea+jb;c.save();ea=new B;ea.style=this.style;B.prototype.paintVertexShape.call(ea,c,bb,Ea,va,na);c.restore()}A++}while(null!=B)}mxRectangleShape.prototype.paintForeground.apply(this,arguments)}; +mxCellRenderer.registerShape("ext",P);mxUtils.extend(da,mxCylinder);da.prototype.redrawPath=function(c,l,v,n,t,A){A?(c.moveTo(0,0),c.lineTo(n/2,t/2),c.lineTo(n,0),c.end()):(c.moveTo(0,0),c.lineTo(n,0),c.lineTo(n,t),c.lineTo(0,t),c.close())};mxCellRenderer.registerShape("message",da);mxUtils.extend(ja,mxShape);ja.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.ellipse(n/4,0,n/2,t/4);c.fillAndStroke();c.begin();c.moveTo(n/2,t/4);c.lineTo(n/2,2*t/3);c.moveTo(n/2,t/3);c.lineTo(0,t/3); +c.moveTo(n/2,t/3);c.lineTo(n,t/3);c.moveTo(n/2,2*t/3);c.lineTo(0,t);c.moveTo(n/2,2*t/3);c.lineTo(n,t);c.end();c.stroke()};mxCellRenderer.registerShape("umlActor",ja);mxUtils.extend(ka,mxShape);ka.prototype.getLabelMargins=function(c){return new mxRectangle(c.width/6,0,0,0)};ka.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(0,t/4);c.lineTo(0,3*t/4);c.end();c.stroke();c.begin();c.moveTo(0,t/2);c.lineTo(n/6,t/2);c.end();c.stroke();c.ellipse(n/6,0,5*n/6,t);c.fillAndStroke()}; +mxCellRenderer.registerShape("umlBoundary",ka);mxUtils.extend(q,mxEllipse);q.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(l+n/8,v+t);c.lineTo(l+7*n/8,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("umlEntity",q);mxUtils.extend(F,mxShape);F.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(n,0);c.lineTo(0,t);c.moveTo(0,0);c.lineTo(n,t);c.end();c.stroke()};mxCellRenderer.registerShape("umlDestroy", +F);mxUtils.extend(R,mxShape);R.prototype.getLabelBounds=function(c){return new mxRectangle(c.x,c.y+c.height/8,c.width,7*c.height/8)};R.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(3*n/8,t/8*1.1);c.lineTo(5*n/8,0);c.end();c.stroke();c.ellipse(0,t/8,n,7*t/8);c.fillAndStroke()};R.prototype.paintForeground=function(c,l,v,n,t){c.begin();c.moveTo(3*n/8,t/8*1.1);c.lineTo(5*n/8,t/4);c.end();c.stroke()};mxCellRenderer.registerShape("umlControl",R);mxUtils.extend(W,mxRectangleShape); +W.prototype.size=40;W.prototype.isHtmlAllowed=function(){return!1};W.prototype.getLabelBounds=function(c){var l=Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(this.style,"size",this.size))*this.scale));return new mxRectangle(c.x,c.y,c.width,l)};W.prototype.paintBackground=function(c,l,v,n,t){var A=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),B=mxUtils.getValue(this.style,"participant");null==B||null==this.state?mxRectangleShape.prototype.paintBackground.call(this, +c,l,v,n,A):(B=this.state.view.graph.cellRenderer.getShape(B),null!=B&&B!=W&&(B=new B,B.apply(this.state),c.save(),B.paintVertexShape(c,l,v,n,A),c.restore()));A<t&&(c.setDashed("1"==mxUtils.getValue(this.style,"lifelineDashed","1")),c.begin(),c.moveTo(l+n/2,v+A),c.lineTo(l+n/2,v+t),c.end(),c.stroke())};W.prototype.paintForeground=function(c,l,v,n,t){var A=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));mxRectangleShape.prototype.paintForeground.call(this,c,l,v,n,Math.min(t, +A))};mxCellRenderer.registerShape("umlLifeline",W);mxUtils.extend(T,mxShape);T.prototype.width=60;T.prototype.height=30;T.prototype.corner=10;T.prototype.getLabelMargins=function(c){return new mxRectangle(0,0,c.width-parseFloat(mxUtils.getValue(this.style,"width",this.width)*this.scale),c.height-parseFloat(mxUtils.getValue(this.style,"height",this.height)*this.scale))};T.prototype.paintBackground=function(c,l,v,n,t){var A=this.corner,B=Math.min(n,Math.max(A,parseFloat(mxUtils.getValue(this.style, +"width",this.width)))),ea=Math.min(t,Math.max(1.5*A,parseFloat(mxUtils.getValue(this.style,"height",this.height)))),I=mxUtils.getValue(this.style,mxConstants.STYLE_SWIMLANE_FILLCOLOR,mxConstants.NONE);I!=mxConstants.NONE&&(c.setFillColor(I),c.rect(l,v,n,t),c.fill());null!=this.fill&&this.fill!=mxConstants.NONE&&this.gradient&&this.gradient!=mxConstants.NONE?(this.getGradientBounds(c,l,v,n,t),c.setGradient(this.fill,this.gradient,l,v,n,t,this.gradientDirection)):c.setFillColor(this.fill);c.begin(); +c.moveTo(l,v);c.lineTo(l+B,v);c.lineTo(l+B,v+Math.max(0,ea-1.5*A));c.lineTo(l+Math.max(0,B-A),v+ea);c.lineTo(l,v+ea);c.close();c.fillAndStroke();c.begin();c.moveTo(l+B,v);c.lineTo(l+n,v);c.lineTo(l+n,v+t);c.lineTo(l,v+t);c.lineTo(l,v+ea);c.stroke()};mxCellRenderer.registerShape("umlFrame",T);mxPerimeter.CenterPerimeter=function(c,l,v,n){return new mxPoint(c.getCenterX(),c.getCenterY())};mxStyleRegistry.putValue("centerPerimeter",mxPerimeter.CenterPerimeter);mxPerimeter.LifelinePerimeter=function(c, +l,v,n){n=W.prototype.size;null!=l&&(n=mxUtils.getValue(l.style,"size",n)*l.view.scale);l=parseFloat(l.style[mxConstants.STYLE_STROKEWIDTH]||1)*l.view.scale/2-1;v.x<c.getCenterX()&&(l=-1*(l+1));return new mxPoint(c.getCenterX()+l,Math.min(c.y+c.height,Math.max(c.y+n,v.y)))};mxStyleRegistry.putValue("lifelinePerimeter",mxPerimeter.LifelinePerimeter);mxPerimeter.OrthogonalPerimeter=function(c,l,v,n){n=!0;return mxPerimeter.RectanglePerimeter.apply(this,arguments)};mxStyleRegistry.putValue("orthogonalPerimeter", +mxPerimeter.OrthogonalPerimeter);mxPerimeter.BackbonePerimeter=function(c,l,v,n){n=parseFloat(l.style[mxConstants.STYLE_STROKEWIDTH]||1)*l.view.scale/2-1;null!=l.style.backboneSize&&(n+=parseFloat(l.style.backboneSize)*l.view.scale/2-1);if("south"==l.style[mxConstants.STYLE_DIRECTION]||"north"==l.style[mxConstants.STYLE_DIRECTION])return v.x<c.getCenterX()&&(n=-1*(n+1)),new mxPoint(c.getCenterX()+n,Math.min(c.y+c.height,Math.max(c.y,v.y)));v.y<c.getCenterY()&&(n=-1*(n+1));return new mxPoint(Math.min(c.x+ +c.width,Math.max(c.x,v.x)),c.getCenterY()+n)};mxStyleRegistry.putValue("backbonePerimeter",mxPerimeter.BackbonePerimeter);mxPerimeter.CalloutPerimeter=function(c,l,v,n){return mxPerimeter.RectanglePerimeter(mxUtils.getDirectedBounds(c,new mxRectangle(0,0,0,Math.max(0,Math.min(c.height,parseFloat(mxUtils.getValue(l.style,"size",ca.prototype.size))*l.view.scale))),l.style),l,v,n)};mxStyleRegistry.putValue("calloutPerimeter",mxPerimeter.CalloutPerimeter);mxPerimeter.ParallelogramPerimeter=function(c, +l,v,n){var t="0"!=mxUtils.getValue(l.style,"fixedSize","0"),A=t?V.prototype.fixedSize:V.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B=c.x,ea=c.y,I=c.width,va=c.height;l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_NORTH||l==mxConstants.DIRECTION_SOUTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+I,ea+t),new mxPoint(B+ +I,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea)]):(t=t?Math.max(0,Math.min(.5*I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I,ea),new mxPoint(B+I-t,ea+va),new mxPoint(B,ea+va),new mxPoint(B+t,ea)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);n&&(v.x<B||v.x>B+I?c.y=v.y:c.x=v.x);return mxUtils.getPerimeterPoint(ea,c,v)};mxStyleRegistry.putValue("parallelogramPerimeter",mxPerimeter.ParallelogramPerimeter);mxPerimeter.TrapezoidPerimeter=function(c,l,v,n){var t="0"!= +mxUtils.getValue(l.style,"fixedSize","0"),A=t?U.prototype.fixedSize:U.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B=c.x,ea=c.y,I=c.width,va=c.height;l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_EAST?(t=t?Math.max(0,Math.min(.5*I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I-t,ea),new mxPoint(B+I,ea+va),new mxPoint(B,ea+va),new mxPoint(B+ +t,ea)]):l==mxConstants.DIRECTION_WEST?(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+I,ea),new mxPoint(B+I-t,ea+va),new mxPoint(B+t,ea+va),new mxPoint(B,ea)]):l==mxConstants.DIRECTION_NORTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea+t),new mxPoint(B+I,ea),new mxPoint(B+I,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea+t)]):(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+ +I,ea+t),new mxPoint(B+I,ea+va-t),new mxPoint(B,ea+va),new mxPoint(B,ea)]);va=c.getCenterX();c=c.getCenterY();c=new mxPoint(va,c);n&&(v.x<B||v.x>B+I?c.y=v.y:c.x=v.x);return mxUtils.getPerimeterPoint(ea,c,v)};mxStyleRegistry.putValue("trapezoidPerimeter",mxPerimeter.TrapezoidPerimeter);mxPerimeter.StepPerimeter=function(c,l,v,n){var t="0"!=mxUtils.getValue(l.style,"fixedSize","0"),A=t?fa.prototype.fixedSize:fa.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B= +c.x,ea=c.y,I=c.width,va=c.height,na=c.getCenterX();c=c.getCenterY();l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_EAST?(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(B+I-t,ea),new mxPoint(B+I,c),new mxPoint(B+I-t,ea+va),new mxPoint(B,ea+va),new mxPoint(B+t,c),new mxPoint(B,ea)]):l==mxConstants.DIRECTION_WEST?(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0,Math.min(1, +A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I,ea),new mxPoint(B+I-t,c),new mxPoint(B+I,ea+va),new mxPoint(B+t,ea+va),new mxPoint(B,c),new mxPoint(B+t,ea)]):l==mxConstants.DIRECTION_NORTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea+t),new mxPoint(na,ea),new mxPoint(B+I,ea+t),new mxPoint(B+I,ea+va),new mxPoint(na,ea+va-t),new mxPoint(B,ea+va),new mxPoint(B,ea+t)]):(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(B,ea),new mxPoint(na,ea+ +t),new mxPoint(B+I,ea),new mxPoint(B+I,ea+va-t),new mxPoint(na,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea)]);na=new mxPoint(na,c);n&&(v.x<B||v.x>B+I?na.y=v.y:na.x=v.x);return mxUtils.getPerimeterPoint(ea,na,v)};mxStyleRegistry.putValue("stepPerimeter",mxPerimeter.StepPerimeter);mxPerimeter.HexagonPerimeter2=function(c,l,v,n){var t="0"!=mxUtils.getValue(l.style,"fixedSize","0"),A=t?J.prototype.fixedSize:J.prototype.size;null!=l&&(A=mxUtils.getValue(l.style,"size",A));t&&(A*=l.view.scale);var B= +c.x,ea=c.y,I=c.width,va=c.height,na=c.getCenterX();c=c.getCenterY();l=null!=l?mxUtils.getValue(l.style,mxConstants.STYLE_DIRECTION,mxConstants.DIRECTION_EAST):mxConstants.DIRECTION_EAST;l==mxConstants.DIRECTION_NORTH||l==mxConstants.DIRECTION_SOUTH?(t=t?Math.max(0,Math.min(va,A)):va*Math.max(0,Math.min(1,A)),ea=[new mxPoint(na,ea),new mxPoint(B+I,ea+t),new mxPoint(B+I,ea+va-t),new mxPoint(na,ea+va),new mxPoint(B,ea+va-t),new mxPoint(B,ea+t),new mxPoint(na,ea)]):(t=t?Math.max(0,Math.min(I,A)):I*Math.max(0, +Math.min(1,A)),ea=[new mxPoint(B+t,ea),new mxPoint(B+I-t,ea),new mxPoint(B+I,c),new mxPoint(B+I-t,ea+va),new mxPoint(B+t,ea+va),new mxPoint(B,c),new mxPoint(B+t,ea)]);na=new mxPoint(na,c);n&&(v.x<B||v.x>B+I?na.y=v.y:na.x=v.x);return mxUtils.getPerimeterPoint(ea,na,v)};mxStyleRegistry.putValue("hexagonPerimeter2",mxPerimeter.HexagonPerimeter2);mxUtils.extend(ba,mxShape);ba.prototype.size=10;ba.prototype.paintBackground=function(c,l,v,n,t){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)); +c.translate(l,v);c.ellipse((n-A)/2,0,A,A);c.fillAndStroke();c.begin();c.moveTo(n/2,A);c.lineTo(n/2,t);c.end();c.stroke()};mxCellRenderer.registerShape("lollipop",ba);mxUtils.extend(ia,mxShape);ia.prototype.size=10;ia.prototype.inset=2;ia.prototype.paintBackground=function(c,l,v,n,t){var A=parseFloat(mxUtils.getValue(this.style,"size",this.size)),B=parseFloat(mxUtils.getValue(this.style,"inset",this.inset))+this.strokewidth;c.translate(l,v);c.begin();c.moveTo(n/2,A+B);c.lineTo(n/2,t);c.end();c.stroke(); +c.begin();c.moveTo((n-A)/2-B,A/2);c.quadTo((n-A)/2-B,A+B,n/2,A+B);c.quadTo((n+A)/2+B,A+B,(n+A)/2+B,A/2);c.end();c.stroke()};mxCellRenderer.registerShape("requires",ia);mxUtils.extend(ra,mxShape);ra.prototype.paintBackground=function(c,l,v,n,t){c.translate(l,v);c.begin();c.moveTo(0,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,0,t);c.end();c.stroke()};mxCellRenderer.registerShape("requiredInterface",ra);mxUtils.extend(ta,mxShape);ta.prototype.inset=2;ta.prototype.paintBackground=function(c,l,v,n,t){var A=parseFloat(mxUtils.getValue(this.style, +"inset",this.inset))+this.strokewidth;c.translate(l,v);c.ellipse(0,A,n-2*A,t-2*A);c.fillAndStroke();c.begin();c.moveTo(n/2,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,n/2,t);c.end();c.stroke()};mxCellRenderer.registerShape("providedRequiredInterface",ta);mxUtils.extend(ma,mxCylinder);ma.prototype.jettyWidth=20;ma.prototype.jettyHeight=10;ma.prototype.redrawPath=function(c,l,v,n,t,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));l=parseFloat(mxUtils.getValue(this.style,"jettyHeight", +this.jettyHeight));v=B/2;B=v+B/2;var ea=Math.min(l,t-l),I=Math.min(ea+2*l,t-l);A?(c.moveTo(v,ea),c.lineTo(B,ea),c.lineTo(B,ea+l),c.lineTo(v,ea+l),c.moveTo(v,I),c.lineTo(B,I),c.lineTo(B,I+l),c.lineTo(v,I+l)):(c.moveTo(v,0),c.lineTo(n,0),c.lineTo(n,t),c.lineTo(v,t),c.lineTo(v,I+l),c.lineTo(0,I+l),c.lineTo(0,I),c.lineTo(v,I),c.lineTo(v,ea+l),c.lineTo(0,ea+l),c.lineTo(0,ea),c.lineTo(v,ea),c.close());c.end()};mxCellRenderer.registerShape("module",ma);mxUtils.extend(pa,mxCylinder);pa.prototype.jettyWidth= +32;pa.prototype.jettyHeight=12;pa.prototype.redrawPath=function(c,l,v,n,t,A){var B=parseFloat(mxUtils.getValue(this.style,"jettyWidth",this.jettyWidth));l=parseFloat(mxUtils.getValue(this.style,"jettyHeight",this.jettyHeight));v=B/2;B=v+B/2;var ea=.3*t-l/2,I=.7*t-l/2;A?(c.moveTo(v,ea),c.lineTo(B,ea),c.lineTo(B,ea+l),c.lineTo(v,ea+l),c.moveTo(v,I),c.lineTo(B,I),c.lineTo(B,I+l),c.lineTo(v,I+l)):(c.moveTo(v,0),c.lineTo(n,0),c.lineTo(n,t),c.lineTo(v,t),c.lineTo(v,I+l),c.lineTo(0,I+l),c.lineTo(0,I),c.lineTo(v, +I),c.lineTo(v,ea+l),c.lineTo(0,ea+l),c.lineTo(0,ea),c.lineTo(v,ea),c.close());c.end()};mxCellRenderer.registerShape("component",pa);mxUtils.extend(za,mxRectangleShape);za.prototype.paintForeground=function(c,l,v,n,t){var A=n/2,B=t/2,ea=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;c.begin();this.addPoints(c,[new mxPoint(l+A,v),new mxPoint(l+n,v+B),new mxPoint(l+A,v+t),new mxPoint(l,v+B)],this.isRounded,ea,!0);c.stroke();mxRectangleShape.prototype.paintForeground.apply(this, +arguments)};mxCellRenderer.registerShape("associativeEntity",za);mxUtils.extend(Ba,mxDoubleEllipse);Ba.prototype.outerStroke=!0;Ba.prototype.paintVertexShape=function(c,l,v,n,t){var A=Math.min(4,Math.min(n/5,t/5));0<n&&0<t&&(c.ellipse(l+A,v+A,n-2*A,t-2*A),c.fillAndStroke());c.setShadow(!1);this.outerStroke&&(c.ellipse(l,v,n,t),c.stroke())};mxCellRenderer.registerShape("endState",Ba);mxUtils.extend(Ia,Ba);Ia.prototype.outerStroke=!1;mxCellRenderer.registerShape("startState",Ia);mxUtils.extend(Aa,mxArrowConnector); +Aa.prototype.defaultWidth=4;Aa.prototype.isOpenEnded=function(){return!0};Aa.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};Aa.prototype.isArrowRounded=function(){return this.isRounded};mxCellRenderer.registerShape("link",Aa);mxUtils.extend(Ka,mxArrowConnector);Ka.prototype.defaultWidth=10;Ka.prototype.defaultArrowWidth=20;Ka.prototype.getStartArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style, +"startWidth",this.defaultArrowWidth)};Ka.prototype.getEndArrowWidth=function(){return this.getEdgeWidth()+mxUtils.getNumber(this.style,"endWidth",this.defaultArrowWidth)};Ka.prototype.getEdgeWidth=function(){return mxUtils.getNumber(this.style,"width",this.defaultWidth)+Math.max(0,this.strokewidth-1)};mxCellRenderer.registerShape("flexArrow",Ka);mxUtils.extend(Da,mxActor);Da.prototype.size=30;Da.prototype.isRoundable=function(){return!0};Da.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(t,parseFloat(mxUtils.getValue(this.style, +"size",this.size)));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,t),new mxPoint(0,l),new mxPoint(n,0),new mxPoint(n,t)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("manualInput",Da);mxUtils.extend(Ra,mxRectangleShape);Ra.prototype.dx=20;Ra.prototype.dy=20;Ra.prototype.isHtmlAllowed=function(){return!1};Ra.prototype.paintForeground=function(c,l,v,n,t){mxRectangleShape.prototype.paintForeground.apply(this,arguments); +var A=0;if(this.isRounded){var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)/100;A=Math.max(A,Math.min(n*B,t*B))}B=Math.max(A,Math.min(n,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));A=Math.max(A,Math.min(t,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.begin();c.moveTo(l,v+A);c.lineTo(l+n,v+A);c.end();c.stroke();c.begin();c.moveTo(l+B,v);c.lineTo(l+B,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("internalStorage",Ra); +mxUtils.extend(Qa,mxActor);Qa.prototype.dx=20;Qa.prototype.dy=20;Qa.prototype.redrawPath=function(c,l,v,n,t){l=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"dx",this.dx))));v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n,v),new mxPoint(l,v), +new mxPoint(l,t),new mxPoint(0,t)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("corner",Qa);mxUtils.extend(Ta,mxActor);Ta.prototype.redrawPath=function(c,l,v,n,t){c.moveTo(0,0);c.lineTo(0,t);c.end();c.moveTo(n,0);c.lineTo(n,t);c.end();c.moveTo(0,t/2);c.lineTo(n,t/2);c.end()};mxCellRenderer.registerShape("crossbar",Ta);mxUtils.extend(Za,mxActor);Za.prototype.dx=20;Za.prototype.dy=20;Za.prototype.redrawPath=function(c,l,v,n,t){l=Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style, +"dx",this.dx))));v=Math.max(0,Math.min(t,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));parseFloat(mxUtils.getValue(this.style,"size",this.size));var A=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n,v),new mxPoint((n+l)/2,v),new mxPoint((n+l)/2,t),new mxPoint((n-l)/2,t),new mxPoint((n-l)/2,v),new mxPoint(0,v)],this.isRounded,A,!0);c.end()};mxCellRenderer.registerShape("tee",Za);mxUtils.extend(Pa, +mxActor);Pa.prototype.arrowWidth=.3;Pa.prototype.arrowSize=.2;Pa.prototype.redrawPath=function(c,l,v,n,t){var A=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth))));l=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));v=(t-A)/2;A=v+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,v),new mxPoint(n-l,v),new mxPoint(n-l,0),new mxPoint(n,t/2),new mxPoint(n- +l,t),new mxPoint(n-l,A),new mxPoint(0,A)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("singleArrow",Pa);mxUtils.extend(y,mxActor);y.prototype.redrawPath=function(c,l,v,n,t){var A=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",Pa.prototype.arrowWidth))));l=n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",Pa.prototype.arrowSize))));v=(t-A)/2;A=v+A;var B=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/ +2;this.addPoints(c,[new mxPoint(0,t/2),new mxPoint(l,0),new mxPoint(l,v),new mxPoint(n-l,v),new mxPoint(n-l,0),new mxPoint(n,t/2),new mxPoint(n-l,t),new mxPoint(n-l,A),new mxPoint(l,A),new mxPoint(l,t)],this.isRounded,B,!0);c.end()};mxCellRenderer.registerShape("doubleArrow",y);mxUtils.extend(M,mxActor);M.prototype.size=.1;M.prototype.fixedSize=20;M.prototype.redrawPath=function(c,l,v,n,t){l="0"!=mxUtils.getValue(this.style,"fixedSize","0")?Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style, +"size",this.fixedSize)))):n*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.moveTo(l,0);c.lineTo(n,0);c.quadTo(n-2*l,t/2,n,t);c.lineTo(l,t);c.quadTo(l-2*l,t/2,l,0);c.close();c.end()};mxCellRenderer.registerShape("dataStorage",M);mxUtils.extend(N,mxActor);N.prototype.redrawPath=function(c,l,v,n,t){c.moveTo(0,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,0,t);c.close();c.end()};mxCellRenderer.registerShape("or",N);mxUtils.extend(S,mxActor);S.prototype.redrawPath=function(c, +l,v,n,t){c.moveTo(0,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,0,t);c.quadTo(n/2,t/2,0,0);c.close();c.end()};mxCellRenderer.registerShape("xor",S);mxUtils.extend(X,mxActor);X.prototype.size=20;X.prototype.isRoundable=function(){return!0};X.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(n/2,Math.min(t,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(l,0),new mxPoint(n-l,0),new mxPoint(n, +.8*l),new mxPoint(n,t),new mxPoint(0,t),new mxPoint(0,.8*l)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("loopLimit",X);mxUtils.extend(ha,mxActor);ha.prototype.size=.375;ha.prototype.isRoundable=function(){return!0};ha.prototype.redrawPath=function(c,l,v,n,t){l=t*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"size",this.size))));v=mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;this.addPoints(c,[new mxPoint(0,0),new mxPoint(n,0),new mxPoint(n, +t-l),new mxPoint(n/2,t),new mxPoint(0,t-l)],this.isRounded,v,!0);c.end()};mxCellRenderer.registerShape("offPageConnector",ha);mxUtils.extend(la,mxEllipse);la.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.begin();c.moveTo(l+n/2,v+t);c.lineTo(l+n,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("tapeData",la);mxUtils.extend(xa,mxEllipse);xa.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this, +arguments);c.setShadow(!1);c.begin();c.moveTo(l,v+t/2);c.lineTo(l+n,v+t/2);c.end();c.stroke();c.begin();c.moveTo(l+n/2,v);c.lineTo(l+n/2,v+t);c.end();c.stroke()};mxCellRenderer.registerShape("orEllipse",xa);mxUtils.extend(sa,mxEllipse);sa.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(l+.145*n,v+.145*t);c.lineTo(l+.855*n,v+.855*t);c.end();c.stroke();c.begin();c.moveTo(l+.855*n,v+.145*t);c.lineTo(l+.145*n, +v+.855*t);c.end();c.stroke()};mxCellRenderer.registerShape("sumEllipse",sa);mxUtils.extend(ya,mxRhombus);ya.prototype.paintVertexShape=function(c,l,v,n,t){mxRhombus.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();c.moveTo(l,v+t/2);c.lineTo(l+n,v+t/2);c.end();c.stroke()};mxCellRenderer.registerShape("sortShape",ya);mxUtils.extend(Fa,mxEllipse);Fa.prototype.paintVertexShape=function(c,l,v,n,t){c.begin();c.moveTo(l,v);c.lineTo(l+n,v);c.lineTo(l+n/2,v+t/2);c.close();c.fillAndStroke(); +c.begin();c.moveTo(l,v+t);c.lineTo(l+n,v+t);c.lineTo(l+n/2,v+t/2);c.close();c.fillAndStroke()};mxCellRenderer.registerShape("collate",Fa);mxUtils.extend(wa,mxEllipse);wa.prototype.paintVertexShape=function(c,l,v,n,t){var A=c.state.strokeWidth/2,B=10+2*A,ea=v+t-B/2;c.begin();c.moveTo(l,v);c.lineTo(l,v+t);c.moveTo(l+A,ea);c.lineTo(l+A+B,ea-B/2);c.moveTo(l+A,ea);c.lineTo(l+A+B,ea+B/2);c.moveTo(l+A,ea);c.lineTo(l+n-A,ea);c.moveTo(l+n,v);c.lineTo(l+n,v+t);c.moveTo(l+n-A,ea);c.lineTo(l+n-B-A,ea-B/2);c.moveTo(l+ +n-A,ea);c.lineTo(l+n-B-A,ea+B/2);c.end();c.stroke()};mxCellRenderer.registerShape("dimension",wa);mxUtils.extend(ua,mxEllipse);ua.prototype.drawHidden=!0;ua.prototype.paintVertexShape=function(c,l,v,n,t){this.outline||c.setStrokeColor(null);if(null!=this.style){var A=c.pointerEvents,B=null!=this.fill&&this.fill!=mxConstants.NONE;"1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1")||B||(c.pointerEvents=!1);var ea="1"==mxUtils.getValue(this.style,"top","1"),I="1"==mxUtils.getValue(this.style, +"left","1"),va="1"==mxUtils.getValue(this.style,"right","1"),na="1"==mxUtils.getValue(this.style,"bottom","1");this.drawHidden||B||this.outline||ea||va||na||I?(c.rect(l,v,n,t),c.fill(),c.pointerEvents=A,c.setStrokeColor(this.stroke),c.setLineCap("square"),c.begin(),c.moveTo(l,v),this.outline||ea?c.lineTo(l+n,v):c.moveTo(l+n,v),this.outline||va?c.lineTo(l+n,v+t):c.moveTo(l+n,v+t),this.outline||na?c.lineTo(l,v+t):c.moveTo(l,v+t),(this.outline||I)&&c.lineTo(l,v),c.end(),c.stroke(),c.setLineCap("flat")): +c.setStrokeColor(this.stroke)}};mxCellRenderer.registerShape("partialRectangle",ua);mxUtils.extend(La,mxEllipse);La.prototype.paintVertexShape=function(c,l,v,n,t){mxEllipse.prototype.paintVertexShape.apply(this,arguments);c.setShadow(!1);c.begin();"vertical"==mxUtils.getValue(this.style,"line")?(c.moveTo(l+n/2,v),c.lineTo(l+n/2,v+t)):(c.moveTo(l,v+t/2),c.lineTo(l+n,v+t/2));c.end();c.stroke()};mxCellRenderer.registerShape("lineEllipse",La);mxUtils.extend(Oa,mxActor);Oa.prototype.redrawPath=function(c, +l,v,n,t){l=Math.min(n,t/2);c.moveTo(0,0);c.lineTo(n-l,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,n-l,t);c.lineTo(0,t);c.close();c.end()};mxCellRenderer.registerShape("delay",Oa);mxUtils.extend(Ca,mxActor);Ca.prototype.size=.2;Ca.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(t,n);var A=Math.max(0,Math.min(l,l*parseFloat(mxUtils.getValue(this.style,"size",this.size))));l=(t-A)/2;v=l+A;var B=(n-A)/2;A=B+A;c.moveTo(0,l);c.lineTo(B,l);c.lineTo(B,0);c.lineTo(A,0);c.lineTo(A,l);c.lineTo(n,l);c.lineTo(n,v); +c.lineTo(A,v);c.lineTo(A,t);c.lineTo(B,t);c.lineTo(B,v);c.lineTo(0,v);c.close();c.end()};mxCellRenderer.registerShape("cross",Ca);mxUtils.extend(Ma,mxActor);Ma.prototype.size=.25;Ma.prototype.redrawPath=function(c,l,v,n,t){l=Math.min(n,t/2);v=Math.min(n-l,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*n);c.moveTo(0,t/2);c.lineTo(v,0);c.lineTo(n-l,0);c.quadTo(n,0,n,t/2);c.quadTo(n,t,n-l,t);c.lineTo(v,t);c.close();c.end()};mxCellRenderer.registerShape("display",Ma);mxUtils.extend(Ga, mxActor);Ga.prototype.cst={RECT2:"mxgraph.basic.rect"};Ga.prototype.customProperties=[{name:"rectStyle",dispName:"Style",type:"enum",defVal:"square",enumList:[{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"size",dispName:"Corner Size",type:"float",defVal:10},{name:"absoluteCornerSize",dispName:"Abs. Corner Size",type:"bool",defVal:!0},{name:"indent",dispName:"Indent",type:"float", defVal:2},{name:"rectOutline",dispName:"Outline",type:"enum",defVal:"single",enumList:[{val:"single",dispName:"Single"},{val:"double",dispName:"Double"},{val:"frame",dispName:"Frame"}]},{name:"fillColor2",dispName:"Inside Fill Color",type:"color",defVal:"none"},{name:"gradientColor2",dispName:"Inside Gradient Color",type:"color",defVal:"none"},{name:"gradientDirection2",dispName:"Inside Gradient Direction",type:"enum",defVal:"south",enumList:[{val:"south",dispName:"South"},{val:"west",dispName:"West"}, {val:"north",dispName:"North"},{val:"east",dispName:"East"}]},{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"right",dispName:"Right",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left ",type:"bool",defVal:!0},{name:"topLeftStyle",dispName:"Top Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"}, {val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"topRightStyle",dispName:"Top Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomRightStyle",dispName:"Bottom Right Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square", -dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomLeftStyle",dispName:"Bottom Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,m,x,p,v){c.translate(m, -x);this.strictDrawShape(c,0,0,p,v)};Ga.prototype.strictDrawShape=function(c,m,x,p,v,A){var B=A&&A.rectStyle?A.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),ha=A&&A.absoluteCornerSize?A.absoluteCornerSize:mxUtils.getValue(this.style,"absoluteCornerSize",this.absoluteCornerSize),J=A&&A.size?A.size:Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),va=A&&A.rectOutline?A.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),oa=A&&A.indent? -A.indent:Math.max(0,Math.min(p,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Xa=A&&A.dashed?A.dashed:mxUtils.getValue(this.style,"dashed",!1),ib=A&&A.dashPattern?A.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),gb=A&&A.relIndent?A.relIndent:Math.max(0,Math.min(50,oa)),Ha=A&&A.top?A.top:mxUtils.getValue(this.style,"top",!0),La=A&&A.right?A.right:mxUtils.getValue(this.style,"right",!0),Ka=A&&A.bottom?A.bottom:mxUtils.getValue(this.style,"bottom",!0),Ia=A&&A.left?A.left: -mxUtils.getValue(this.style,"left",!0),Qa=A&&A.topLeftStyle?A.topLeftStyle:mxUtils.getValue(this.style,"topLeftStyle","default"),Ta=A&&A.topRightStyle?A.topRightStyle:mxUtils.getValue(this.style,"topRightStyle","default"),Ua=A&&A.bottomRightStyle?A.bottomRightStyle:mxUtils.getValue(this.style,"bottomRightStyle","default"),Wa=A&&A.bottomLeftStyle?A.bottomLeftStyle:mxUtils.getValue(this.style,"bottomLeftStyle","default"),Eb=A&&A.fillColor?A.fillColor:mxUtils.getValue(this.style,"fillColor","#ffffff"); -A&&A.strokeColor||mxUtils.getValue(this.style,"strokeColor","#000000");var Fb=A&&A.strokeWidth?A.strokeWidth:mxUtils.getValue(this.style,"strokeWidth","1"),Cb=A&&A.fillColor2?A.fillColor2:mxUtils.getValue(this.style,"fillColor2","none"),Db=A&&A.gradientColor2?A.gradientColor2:mxUtils.getValue(this.style,"gradientColor2","none"),Gb=A&&A.gradientDirection2?A.gradientDirection2:mxUtils.getValue(this.style,"gradientDirection2","south"),Hb=A&&A.opacity?A.opacity:mxUtils.getValue(this.style,"opacity","100"), -Ib=Math.max(0,Math.min(50,J));A=Ga.prototype;c.setDashed(Xa);ib&&""!=ib&&c.setDashPattern(ib);c.setStrokeWidth(Fb);J=Math.min(.5*v,.5*p,J);ha||(J=Ib*Math.min(p,v)/100);J=Math.min(J,.5*Math.min(p,v));ha||(oa=Math.min(gb*Math.min(p,v)/100));oa=Math.min(oa,.5*Math.min(p,v)-J);(Ha||La||Ka||Ia)&&"frame"!=va&&(c.begin(),Ha?A.moveNW(c,m,x,p,v,B,Qa,J,Ia):c.moveTo(0,0),Ha&&A.paintNW(c,m,x,p,v,B,Qa,J,Ia),A.paintTop(c,m,x,p,v,B,Ta,J,La),La&&A.paintNE(c,m,x,p,v,B,Ta,J,Ha),A.paintRight(c,m,x,p,v,B,Ua,J,Ka),Ka&& 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-A.paintBottomInner(c,m,x,p,v,B,Ua,J,oa,La,Ka),c.close(),c.fillAndStroke()):"frame"!=va?(c.begin(),A.moveSW(c,m,x,p,v,B,Qa,J,Ka),A.paintLeft(c,m,x,p,v,B,Qa,J,Ha),"double"==va&&(A.moveNWInner(c,m,x,p,v,B,Qa,J,oa,Ha,Ia),A.paintLeftInner(c,m,x,p,v,B,Wa,J,oa,Ka,Ia)),c.stroke()):(c.begin(),A.moveSW(c,m,x,p,v,B,Qa,J,Ka),A.paintLeft(c,m,x,p,v,B,Qa,J,Ha),A.lineNWInner(c,m,x,p,v,B,Qa,J,oa,Ha,Ia),A.paintLeftInner(c,m,x,p,v,B,Wa,J,oa,Ka,Ia),c.close(),c.fillAndStroke());c.begin();A.paintFolds(c,m,x,p,v,B,Qa,Ta, -Ua,Wa,J,Ha,La,Ka,Ia);c.stroke()};Ga.prototype.moveNW=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(0,0):c.moveTo(0,ha)};Ga.prototype.moveNE=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(p,0):c.moveTo(p-ha,0)};Ga.prototype.moveSE=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(p,v):c.moveTo(p,v-ha)};Ga.prototype.moveSW=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.moveTo(0, -v):c.moveTo(ha,v)};Ga.prototype.paintNW=function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,ha,0)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(ha,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.lineTo(p,0):c.lineTo(p-ha,0)};Ga.prototype.paintNE= -function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,p,ha)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p,ha);else c.lineTo(p,0)};Ga.prototype.paintRight=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.lineTo(p,v):c.lineTo(p,v-ha)};Ga.prototype.paintLeft=function(c,m,x,p,v,A,B,ha,J){"square"== -B||"default"==B&&"square"==A||!J?c.lineTo(0,0):c.lineTo(0,ha)};Ga.prototype.paintSE=function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,p-ha,v)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p-ha,v);else c.lineTo(p,v)};Ga.prototype.paintBottom=function(c,m,x,p,v,A,B,ha,J){"square"==B||"default"==B&&"square"==A||!J?c.lineTo(0, -v):c.lineTo(ha,v)};Ga.prototype.paintSW=function(c,m,x,p,v,A,B,ha,J){if(J)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){m=0;if("rounded"==B||"default"==B&&"rounded"==A)m=1;c.arcTo(ha,ha,0,0,m,0,v-ha)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(0,v-ha);else c.lineTo(0,v)};Ga.prototype.paintNWInner=function(c,m,x,p,v,A,B,ha,J){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,J,.5*J+ha);else if("invRound"== -B||"default"==B&&"invRound"==A)c.arcTo(ha+J,ha+J,0,0,1,J,J+ha);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(J,.5*J+ha);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(J+ha,J+ha),c.lineTo(J,J+ha)};Ga.prototype.paintTopInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(0,J):va&&!oa?c.lineTo(J,0):va?"square"==B||"default"==B&&"square"==A?c.lineTo(J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(ha+.5*J,J):c.lineTo(ha+J,J):c.lineTo(0, -J):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,m,x,p,v,A,B,ha,J){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,p-ha-.5*J,J);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ha+J,ha+J,0,0,1,p-ha-J,J);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(p-ha-.5*J,J);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(p-ha-J,ha+J),c.lineTo(p-ha-J,J)};Ga.prototype.paintRightInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(p-J,0):va&&!oa?c.lineTo(p, -J):va?"square"==B||"default"==B&&"square"==A?c.lineTo(p-J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-J,ha+.5*J):c.lineTo(p-J,ha+J):c.lineTo(p-J,0):c.lineTo(p,0)};Ga.prototype.paintLeftInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(J,v):va&&!oa?c.lineTo(0,v-J):va?"square"==B||"default"==B&&"square"==A?c.lineTo(J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(J,v-ha-.5*J):c.lineTo(J,v-ha-J): -c.lineTo(J,v):c.lineTo(0,v)};Ga.prototype.paintSEInner=function(c,m,x,p,v,A,B,ha,J){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,p-J,v-ha-.5*J);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ha+J,ha+J,0,0,1,p-J,v-ha-J);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(p-J,v-ha-.5*J);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(p-ha-J,v-ha-J),c.lineTo(p-J,v-ha-J)};Ga.prototype.paintBottomInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(p, -v-J):va&&!oa?c.lineTo(p-J,v):"square"==B||"default"==B&&"square"==A||!va?c.lineTo(p-J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-ha-.5*J,v-J):c.lineTo(p-ha-J,v-J):c.lineTo(p,v)};Ga.prototype.paintSWInner=function(c,m,x,p,v,A,B,ha,J,va){if(!va)c.lineTo(J,v);else if("square"==B||"default"==B&&"square"==A)c.lineTo(J,v-J);else if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ha-.5*J,ha-.5*J,0,0,0,ha+.5*J,v-J);else if("invRound"==B||"default"==B&&"invRound"== -A)c.arcTo(ha+J,ha+J,0,0,1,ha+J,v-J);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(ha+.5*J,v-J);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(J+ha,v-ha-J),c.lineTo(J+ha,v-J)};Ga.prototype.moveSWInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(J,v-ha-J): -c.moveTo(0,v-J)};Ga.prototype.lineSWInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(J,v-ha-J):c.lineTo(0,v-J)};Ga.prototype.moveSEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(p-J,v-J):"rounded"==B||"default"==B&&"rounded"== -A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(p-J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(p-J,v-ha-J):c.moveTo(p-J,v)};Ga.prototype.lineSEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(p-J,v-J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-J,v-ha-.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p-J,v-ha-J): -c.lineTo(p-J,v)};Ga.prototype.moveNEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A||va?c.moveTo(p-J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(p-J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(p-J,ha+J):c.moveTo(p,J)};Ga.prototype.lineNEInner=function(c,m,x,p,v,A,B,ha,J,va){va?"square"==B||"default"==B&&"square"==A||va?c.lineTo(p-J,J):"rounded"==B||"default"==B&&"rounded"== -A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(p-J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(p-J,ha+J):c.lineTo(p,J)};Ga.prototype.moveNWInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.moveTo(J,0):va&&!oa?c.moveTo(0,J):"square"==B||"default"==B&&"square"==A?c.moveTo(J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"== -B&&"fold"==A)&&c.moveTo(J,ha+J):c.moveTo(0,0)};Ga.prototype.lineNWInner=function(c,m,x,p,v,A,B,ha,J,va,oa){va||oa?!va&&oa?c.lineTo(J,0):va&&!oa?c.lineTo(0,J):"square"==B||"default"==B&&"square"==A?c.lineTo(J,J):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(J,ha+.5*J):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(J,ha+J):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,m,x,p,v,A,B,ha,J,va,oa,Xa,ib,gb,Ha){if("fold"== -A||"fold"==B||"fold"==ha||"fold"==J||"fold"==va)("fold"==B||"default"==B&&"fold"==A)&&Xa&&Ha&&(c.moveTo(0,oa),c.lineTo(oa,oa),c.lineTo(oa,0)),("fold"==ha||"default"==ha&&"fold"==A)&&Xa&&ib&&(c.moveTo(p-oa,0),c.lineTo(p-oa,oa),c.lineTo(p,oa)),("fold"==J||"default"==J&&"fold"==A)&&gb&&ib&&(c.moveTo(p-oa,v),c.lineTo(p-oa,v-oa),c.lineTo(p,v-oa)),("fold"==va||"default"==va&&"fold"==A)&&gb&&Ha&&(c.moveTo(0,v-oa),c.lineTo(oa,v-oa),c.lineTo(oa,v))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga); -Ga.prototype.constraints=null;mxUtils.extend(Za,mxConnector);Za.prototype.origPaintEdgeShape=Za.prototype.paintEdgeShape;Za.prototype.paintEdgeShape=function(c,m,x){for(var p=[],v=0;v<m.length;v++)p.push(mxUtils.clone(m[v]));v=c.state.dashed;var A=c.state.fixDash;Za.prototype.origPaintEdgeShape.apply(this,[c,p,x]);3<=c.state.strokeWidth&&(p=mxUtils.getValue(this.style,"fillColor",null),null!=p&&(c.setStrokeColor(p),c.setStrokeWidth(c.state.strokeWidth-2),c.setDashed(v,A),Za.prototype.origPaintEdgeShape.apply(this, -[c,m,x])))};mxCellRenderer.registerShape("filledEdge",Za);"undefined"!==typeof StyleFormatPanel&&function(){var c=StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var m=this.editorUi.getSelectionState(),x=c.apply(this,arguments);"umlFrame"==m.style.shape&&x.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return x}}();mxMarker.addMarker("dash",function(c,m,x,p,v,A,B,ha,J,va){var oa=v*(B+J+1),Xa=A*(B+J+1);return function(){c.begin(); -c.moveTo(p.x-oa/2-Xa/2,p.y-Xa/2+oa/2);c.lineTo(p.x+Xa/2-3*oa/2,p.y-3*Xa/2-oa/2);c.stroke()}});mxMarker.addMarker("box",function(c,m,x,p,v,A,B,ha,J,va){var oa=v*(B+J+1),Xa=A*(B+J+1),ib=p.x+oa/2,gb=p.y+Xa/2;p.x-=oa;p.y-=Xa;return function(){c.begin();c.moveTo(ib-oa/2-Xa/2,gb-Xa/2+oa/2);c.lineTo(ib-oa/2+Xa/2,gb-Xa/2-oa/2);c.lineTo(ib+Xa/2-3*oa/2,gb-3*Xa/2-oa/2);c.lineTo(ib-Xa/2-3*oa/2,gb-3*Xa/2+oa/2);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,m,x,p,v,A,B,ha,J, -va){var oa=v*(B+J+1),Xa=A*(B+J+1);return function(){c.begin();c.moveTo(p.x-oa/2-Xa/2,p.y-Xa/2+oa/2);c.lineTo(p.x+Xa/2-3*oa/2,p.y-3*Xa/2-oa/2);c.moveTo(p.x-oa/2+Xa/2,p.y-Xa/2-oa/2);c.lineTo(p.x-Xa/2-3*oa/2,p.y-3*Xa/2+oa/2);c.stroke()}});mxMarker.addMarker("circle",Pa);mxMarker.addMarker("circlePlus",function(c,m,x,p,v,A,B,ha,J,va){var oa=p.clone(),Xa=Pa.apply(this,arguments),ib=v*(B+2*J),gb=A*(B+2*J);return function(){Xa.apply(this,arguments);c.begin();c.moveTo(oa.x-v*J,oa.y-A*J);c.lineTo(oa.x-2*ib+ -v*J,oa.y-2*gb+A*J);c.moveTo(oa.x-ib-gb+A*J,oa.y-gb+ib-v*J);c.lineTo(oa.x+gb-ib-A*J,oa.y-gb-ib+v*J);c.stroke()}});mxMarker.addMarker("halfCircle",function(c,m,x,p,v,A,B,ha,J,va){var oa=v*(B+J+1),Xa=A*(B+J+1),ib=p.clone();p.x-=oa;p.y-=Xa;return function(){c.begin();c.moveTo(ib.x-Xa,ib.y+oa);c.quadTo(p.x-Xa,p.y+oa,p.x,p.y);c.quadTo(p.x+Xa,p.y-oa,ib.x+Xa,ib.y-oa);c.stroke()}});mxMarker.addMarker("async",function(c,m,x,p,v,A,B,ha,J,va){m=v*J*1.118;x=A*J*1.118;v*=B+J;A*=B+J;var oa=p.clone();oa.x-=m;oa.y-= -x;p.x+=-v-m;p.y+=-A-x;return function(){c.begin();c.moveTo(oa.x,oa.y);ha?c.lineTo(oa.x-v-A/2,oa.y-A+v/2):c.lineTo(oa.x+A/2-v,oa.y-A-v/2);c.lineTo(oa.x-v,oa.y-A);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(m,x,p,v,A,B,ha,J,va,oa){A*=ha+va;B*=ha+va;var Xa=v.clone();return function(){m.begin();m.moveTo(Xa.x,Xa.y);J?m.lineTo(Xa.x-A-B/c,Xa.y-B+A/c):m.lineTo(Xa.x+B/c-A,Xa.y-B-A/c);m.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var kb= -function(c,m,x){return hb(c,["width"],m,function(p,v,A,B,ha){ha=c.shape.getEdgeWidth()*c.view.scale+x;return new mxPoint(B.x+v*p/4+A*ha/2,B.y+A*p/4-v*ha/2)},function(p,v,A,B,ha,J){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));c.style.width=Math.round(2*p)/c.view.scale-x})},hb=function(c,m,x,p,v){return db(c,m,function(A){var B=c.absolutePoints,ha=B.length-1;A=c.view.translate;var J=c.view.scale,va=x?B[0]:B[ha];B=x?B[1]:B[ha-1];ha=B.x-va.x;var oa=B.y-va.y,Xa=Math.sqrt(ha*ha+oa*oa);va= -p.call(this,Xa,ha/Xa,oa/Xa,va,B);return new mxPoint(va.x/J-A.x,va.y/J-A.y)},function(A,B,ha){var J=c.absolutePoints,va=J.length-1;A=c.view.translate;var oa=c.view.scale,Xa=x?J[0]:J[va];J=x?J[1]:J[va-1];va=J.x-Xa.x;var ib=J.y-Xa.y,gb=Math.sqrt(va*va+ib*ib);B.x=(B.x+A.x)*oa;B.y=(B.y+A.y)*oa;v.call(this,gb,va/gb,ib/gb,Xa,J,B,ha)})},ob=function(c){return function(m){return[db(m,["arrowWidth","arrowSize"],function(x){var p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",$a.prototype.arrowWidth))), -v=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",$a.prototype.arrowSize)));return new mxPoint(x.x+(1-v)*x.width,x.y+(1-p)*x.height/2)},function(x,p){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(x.y+x.height/2-p.y)/x.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(x.x+x.width-p.x)/x.width))})]}},vb=function(c){return function(m){return[db(m,["size"],function(x){var p=Math.max(0,Math.min(.5*x.height,parseFloat(mxUtils.getValue(this.state.style,"size", -c))));return new mxPoint(x.x,x.y+p)},function(x,p){this.state.style.size=Math.max(0,p.y-x.y)},!0)]}},nb=function(c,m,x){return function(p){var v=[db(p,["size"],function(A){var B=Math.max(0,Math.min(A.width,Math.min(A.height,parseFloat(mxUtils.getValue(this.state.style,"size",m)))))*c;return new mxPoint(A.x+B,A.y+B)},function(A,B){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(A.width,B.x-A.x),Math.min(A.height,B.y-A.y)))/c)},!1)];x&&mxUtils.getValue(p.style,mxConstants.STYLE_ROUNDED, -!1)&&v.push(pb(p));return v}},Bb=function(c,m,x,p,v){x=null!=x?x:.5;return function(A){var B=[db(A,["size"],function(ha){var J=null!=v?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,va=parseFloat(mxUtils.getValue(this.state.style,"size",J?v:c));return new mxPoint(ha.x+Math.max(0,Math.min(.5*ha.width,va*(J?1:ha.width))),ha.getCenterY())},function(ha,J,va){ha=null!=v&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?J.x-ha.x:Math.max(0,Math.min(x,(J.x-ha.x)/ha.width));this.state.style.size= -ha},!1,p)];m&&mxUtils.getValue(A.style,mxConstants.STYLE_ROUNDED,!1)&&B.push(pb(A));return B}},yb=function(c,m,x){c=null!=c?c:.5;return function(p){var v=[db(p,["size"],function(A){var 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mxPoint(x.x+x.width-Math.min(x.width/2,v),x.y+p)}v=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(x.x+x.width-Math.min(Math.max(x.width/2,x.height/2),Math.min(x.width,x.height)*v),x.y+p)},function(x,p,v){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.max(0,Math.min(x.width,2*(x.x+x.width- -p.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(x.width-p.x+x.x)/Math.min(x.width,x.height))))})},db=function(c,m,x,p,v,A,B){var ha=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);ha.execute=function(va){for(var oa=0;oa<m.length;oa++)this.copyStyle(m[oa]);B&&B(va)};ha.getPosition=x;ha.setPosition=p;ha.ignoreGrid=null!=v?v:!0;if(A){var J=ha.positionChanged;ha.positionChanged=function(){J.apply(this,arguments);c.view.invalidate(this.state.cell); 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mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)+A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)-v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-v,J.x,J.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(v-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*p)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= -c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<m/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),x.push(hb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(p,v,A,B,ha){p=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;ha=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/ -5)*c.view.scale;return new mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)+A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)-v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-v,J.x,J.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(v-c.shape.strokewidth)/3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*p)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]= -c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(va.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<m/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]),Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<m&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(x.push(hb(c, -["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(p,v,A,B,ha){p=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;ha=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)-A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)+v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-v,J.x,J.y); -c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(v-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*p)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<m/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})), -x.push(hb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(p,v,A,B,ha){p=(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;ha=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+v*(ha+c.shape.strokewidth*c.view.scale)-A*p/2,B.y+A*(ha+c.shape.strokewidth*c.view.scale)+v*p/2)},function(p,v,A,B,ha,J,va){p=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ha.x,ha.y,J.x,J.y));v=mxUtils.ptLineDist(B.x, 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v=parseFloat(mxUtils.getValue(c.style, -mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL,1)?new mxPoint(p.getCenterX(),p.y+Math.max(0,Math.min(p.height,v))):new mxPoint(p.x+Math.max(0,Math.min(p.width,v)),p.getCenterY())},function(p,v){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style,mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(p.height,v.y-p.y))):Math.round(Math.max(0,Math.min(p.width,v.x-p.x)))},!1,null,function(p){var v= -c.view.graph;if(!mxEvent.isShiftDown(p.getEvent())&&!mxEvent.isControlDown(p.getEvent())&&(v.isTableRow(c.cell)||v.isTableCell(c.cell))){p=v.getSwimlaneDirection(c.style);var A=v.model.getParent(c.cell);A=v.model.getChildCells(A,!0);for(var 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mxPoint(m.x+x,m.y+p)},function(m,x){this.state.style.width=Math.round(Math.max(Q.prototype.corner,Math.min(m.width,x.x-m.x)));this.state.style.height=Math.round(Math.max(1.5*Q.prototype.corner,Math.min(m.height,x.y-m.y)))},!1)]},process:function(c){var m=[db(c,["size"],function(x){var p="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),v=parseFloat(mxUtils.getValue(this.state.style, -"size",ia.prototype.size));return p?new mxPoint(x.x+v,x.y+x.height/4):new mxPoint(x.x+x.width*v,x.y+x.height/4)},function(x,p){x="0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?Math.max(0,Math.min(.5*x.width,p.x-x.x)):Math.max(0,Math.min(.5,(p.x-x.x)/x.width));this.state.style.size=x},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&m.push(pb(c));return m},cross:function(c){return[db(c,["size"],function(m){var x=Math.min(m.width,m.height);x=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style, -"size",Ca.prototype.size)))*x/2;return new mxPoint(m.getCenterX()-x,m.getCenterY()-x)},function(m,x){var p=Math.min(m.width,m.height);this.state.style.size=Math.max(0,Math.min(1,Math.min(Math.max(0,m.getCenterY()-x.y)/p*2,Math.max(0,m.getCenterX()-x.x)/p*2)))})]},note:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(m.width,Math.min(m.height,parseFloat(mxUtils.getValue(this.state.style,"size",f.prototype.size)))));return new mxPoint(m.x+m.width-x,m.y+x)},function(m,x){this.state.style.size= -Math.round(Math.max(0,Math.min(Math.min(m.width,m.x+m.width-x.x),Math.min(m.height,x.y-m.y))))})]},note2:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(m.width,Math.min(m.height,parseFloat(mxUtils.getValue(this.state.style,"size",g.prototype.size)))));return new mxPoint(m.x+m.width-x,m.y+x)},function(m,x){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(m.width,m.x+m.width-x.x),Math.min(m.height,x.y-m.y))))})]},manualInput:function(c){var m=[db(c,["size"],function(x){var p= 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p=Math.max(0,Math.min(x.height,mxUtils.getValue(this.state.style,"size",R.prototype.size))),v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position", -R.prototype.position)));mxUtils.getValue(this.state.style,"base",R.prototype.base);return new mxPoint(x.x+v*x.width,x.y+x.height-p)},function(x,p){mxUtils.getValue(this.state.style,"base",R.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(x.height,x.y+x.height-p.y)));this.state.style.position=Math.round(100*Math.max(0,Math.min(1,(p.x-x.x)/x.width)))/100},!1),db(c,["position2"],function(x){var p=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",R.prototype.position2))); -return new mxPoint(x.x+p*x.width,x.y+x.height)},function(x,p){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1,(p.x-x.x)/x.width)))/100},!1),db(c,["base"],function(x){var p=Math.max(0,Math.min(x.height,mxUtils.getValue(this.state.style,"size",R.prototype.size))),v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",R.prototype.position))),A=Math.max(0,Math.min(x.width,mxUtils.getValue(this.state.style,"base",R.prototype.base)));return new mxPoint(x.x+Math.min(x.width, -v*x.width+A),x.y+x.height-p)},function(x,p){var v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",R.prototype.position)));this.state.style.base=Math.round(Math.max(0,Math.min(x.width,p.x-x.x-v*x.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&m.push(pb(c));return m},internalStorage:function(c){var m=[db(c,["dx","dy"],function(x){var p=Math.max(0,Math.min(x.width,mxUtils.getValue(this.state.style,"dx",Oa.prototype.dx))),v=Math.max(0,Math.min(x.height,mxUtils.getValue(this.state.style, -"dy",Oa.prototype.dy)));return new mxPoint(x.x+p,x.y+v)},function(x,p){this.state.style.dx=Math.round(Math.max(0,Math.min(x.width,p.x-x.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(x.height,p.y-x.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&m.push(pb(c));return m},module:function(c){return[db(c,["jettyWidth","jettyHeight"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"jettyWidth",ua.prototype.jettyWidth))),p=Math.max(0,Math.min(m.height, -mxUtils.getValue(this.state.style,"jettyHeight",ua.prototype.jettyHeight)));return new mxPoint(m.x+x/2,m.y+2*p)},function(m,x){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(m.width,x.x-m.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(m.height,x.y-m.y))/2)})]},corner:function(c){return[db(c,["dx","dy"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"dx",Va.prototype.dx))),p=Math.max(0,Math.min(m.height,mxUtils.getValue(this.state.style, -"dy",Va.prototype.dy)));return new mxPoint(m.x+x,m.y+p)},function(m,x){this.state.style.dx=Math.round(Math.max(0,Math.min(m.width,x.x-m.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(m.height,x.y-m.y)))},!1)]},tee:function(c){return[db(c,["dx","dy"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"dx",cb.prototype.dx))),p=Math.max(0,Math.min(m.height,mxUtils.getValue(this.state.style,"dy",cb.prototype.dy)));return new mxPoint(m.x+(m.width+x)/2,m.y+p)},function(m, -x){this.state.style.dx=Math.round(Math.max(0,2*Math.min(m.width/2,x.x-m.x-m.width/2)));this.state.style.dy=Math.round(Math.max(0,Math.min(m.height,x.y-m.y)))},!1)]},singleArrow:ob(1),doubleArrow:ob(.5),folder:function(c){return[db(c,["tabWidth","tabHeight"],function(m){var x=Math.max(0,Math.min(m.width,mxUtils.getValue(this.state.style,"tabWidth",C.prototype.tabWidth))),p=Math.max(0,Math.min(m.height,mxUtils.getValue(this.state.style,"tabHeight",C.prototype.tabHeight)));mxUtils.getValue(this.state.style, -"tabPosition",C.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(x=m.width-x);return new mxPoint(m.x+x,m.y+p)},function(m,x){var p=Math.max(0,Math.min(m.width,x.x-m.x));mxUtils.getValue(this.state.style,"tabPosition",C.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(p=m.width-p);this.state.style.tabWidth=Math.round(p);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(m.height,x.y-m.y)))},!1)]},document:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style, -"size",ca.prototype.size))));return new mxPoint(m.x+3*m.width/4,m.y+(1-x)*m.height)},function(m,x){this.state.style.size=Math.max(0,Math.min(1,(m.y+m.height-x.y)/m.height))},!1)]},tape:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",Z.prototype.size))));return new mxPoint(m.getCenterX(),m.y+x*m.height/2)},function(m,x){this.state.style.size=Math.max(0,Math.min(1,(x.y-m.y)/m.height*2))},!1)]},isoCube2:function(c){return[db(c, -["isoAngle"],function(m){var x=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",l.isoAngle))))*Math.PI/200;return new mxPoint(m.x,m.y+Math.min(m.width*Math.tan(x),.5*m.height))},function(m,x){this.state.style.isoAngle=Math.max(0,50*(x.y-m.y)/m.height)},!0)]},cylinder2:vb(q.prototype.size),cylinder3:vb(z.prototype.size),offPageConnector:function(c){return[db(c,["size"],function(m){var x=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",W.prototype.size)))); -return new mxPoint(m.getCenterX(),m.y+(1-x)*m.height)},function(m,x){this.state.style.size=Math.max(0,Math.min(1,(m.y+m.height-x.y)/m.height))},!1)]},"mxgraph.basic.rect":function(c){var m=[Graph.createHandle(c,["size"],function(x){var p=Math.max(0,Math.min(x.width/2,x.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(x.x+p,x.y+p)},function(x,p){this.state.style.size=Math.round(100*Math.max(0,Math.min(x.height/2,x.width/2,p.x-x.x)))/100})];c=Graph.createHandle(c, -["indent"],function(x){var p=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(x.x+.75*x.width,x.y+p*x.height/200)},function(x,p){this.state.style.indent=Math.round(100*Math.max(0,Math.min(100,200*(p.y-x.y)/x.height)))/100});m.push(c);return m},step:Bb(sa.prototype.size,!0,null,!0,sa.prototype.fixedSize),hexagon:Bb(M.prototype.size,!0,.5,!0,M.prototype.fixedSize),curlyBracket:Bb(O.prototype.size,!1),display:Bb(ya.prototype.size,!1),cube:nb(1, -n.prototype.size,!1),card:nb(.5,G.prototype.size,!0),loopLimit:nb(.5,U.prototype.size,!0),trapezoid:yb(.5,Y.prototype.size,Y.prototype.fixedSize),parallelogram:yb(1,ba.prototype.size,ba.prototype.fixedSize)};Graph.createHandle=db;Graph.handleFactory=rb;var tb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=tb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var m=this.state.style.shape;null==mxCellRenderer.defaultShapes[m]&& -null==mxStencilRegistry.getStencil(m)?m=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(m=mxConstants.SHAPE_SWIMLANE);m=rb[m];null==m&&null!=this.state.shape&&this.state.shape.isRoundable()&&(m=rb[mxConstants.SHAPE_RECTANGLE]);null!=m&&(m=m(this.state),null!=m&&(c=null==c?m:c.concat(m)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&&null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR); -c=rb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var zb=new mxPoint(1,0),wb=new mxPoint(1,0),Ab=mxUtils.toRadians(-30);zb=mxUtils.getRotatedPoint(zb,Math.cos(Ab),Math.sin(Ab));var lb=mxUtils.toRadians(-150);wb=mxUtils.getRotatedPoint(wb,Math.cos(lb),Math.sin(lb));mxEdgeStyle.IsometricConnector=function(c,m,x,p,v){var A=c.view;p=null!=p&&0<p.length?p[0]:null;var B=c.absolutePoints,ha=B[0];B=B[B.length-1];null!=p&&(p=A.transformControlPoint(c,p)); -null==ha&&null!=m&&(ha=new mxPoint(m.getCenterX(),m.getCenterY()));null==B&&null!=x&&(B=new mxPoint(x.getCenterX(),x.getCenterY()));var J=zb.x,va=zb.y,oa=wb.x,Xa=wb.y,ib="horizontal"==mxUtils.getValue(c.style,"elbow","horizontal");if(null!=B&&null!=ha){c=function(Ha,La,Ka){Ha-=gb.x;var Ia=La-gb.y;La=(Xa*Ha-oa*Ia)/(J*Xa-va*oa);Ha=(va*Ha-J*Ia)/(va*oa-J*Xa);ib?(Ka&&(gb=new mxPoint(gb.x+J*La,gb.y+va*La),v.push(gb)),gb=new mxPoint(gb.x+oa*Ha,gb.y+Xa*Ha)):(Ka&&(gb=new mxPoint(gb.x+oa*Ha,gb.y+Xa*Ha),v.push(gb)), -gb=new mxPoint(gb.x+J*La,gb.y+va*La));v.push(gb)};var gb=ha;null==p&&(p=new mxPoint(ha.x+(B.x-ha.x)/2,ha.y+(B.y-ha.y)/2));c(p.x,p.y,!0);c(B.x,B.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector);var xb=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,m){if(m==mxEdgeStyle.IsometricConnector){var x=new mxElbowEdgeHandler(c);x.snapToTerminals=!1;return x}return xb.apply(this,arguments)};t.prototype.constraints=[];E.prototype.getConstraints= -function(c,m,x){c=[];var p=Math.tan(mxUtils.toRadians(30)),v=(.5-p)/2;p=Math.min(m,x/(.5+p));m=(m-p)/2;x=(x-p)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,x+.25*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+.5*p,x+p*v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+p,x+.25*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+p,x+.75*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m+.5*p,x+(1-v)*p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,x+.75*p));return c};l.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;p=Math.min(m*Math.tan(p),.5*x);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,x-p));c.push(new mxConnectionConstraint(new mxPoint(.5, -1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));return c};R.prototype.getConstraints=function(c,m,x){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var p=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style,"position",this.position));var v=m*Math.max(0, -Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x-p)));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x-p)));m>=2*p&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, +dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]},{name:"bottomLeftStyle",dispName:"Bottom Left Style",type:"enum",defVal:"default",enumList:[{val:"default",dispName:"Default"},{val:"square",dispName:"Square"},{val:"rounded",dispName:"Round"},{val:"snip",dispName:"Snip"},{val:"invRound",dispName:"Inv. Round"},{val:"fold",dispName:"Fold"}]}];Ga.prototype.paintVertexShape=function(c,l,v,n,t){c.translate(l, +v);this.strictDrawShape(c,0,0,n,t)};Ga.prototype.strictDrawShape=function(c,l,v,n,t,A){var B=A&&A.rectStyle?A.rectStyle:mxUtils.getValue(this.style,"rectStyle",this.rectStyle),ea=A&&A.absoluteCornerSize?A.absoluteCornerSize:mxUtils.getValue(this.style,"absoluteCornerSize",this.absoluteCornerSize),I=A&&A.size?A.size:Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"size",this.size)))),va=A&&A.rectOutline?A.rectOutline:mxUtils.getValue(this.style,"rectOutline",this.rectOutline),na=A&&A.indent? +A.indent:Math.max(0,Math.min(n,parseFloat(mxUtils.getValue(this.style,"indent",this.indent)))),Xa=A&&A.dashed?A.dashed:mxUtils.getValue(this.style,"dashed",!1),jb=A&&A.dashPattern?A.dashPattern:mxUtils.getValue(this.style,"dashPattern",null),bb=A&&A.relIndent?A.relIndent:Math.max(0,Math.min(50,na)),Ea=A&&A.top?A.top:mxUtils.getValue(this.style,"top",!0),Na=A&&A.right?A.right:mxUtils.getValue(this.style,"right",!0),Ja=A&&A.bottom?A.bottom:mxUtils.getValue(this.style,"bottom",!0),Ha=A&&A.left?A.left: +mxUtils.getValue(this.style,"left",!0),Sa=A&&A.topLeftStyle?A.topLeftStyle:mxUtils.getValue(this.style,"topLeftStyle","default"),Ua=A&&A.topRightStyle?A.topRightStyle:mxUtils.getValue(this.style,"topRightStyle","default"),Va=A&&A.bottomRightStyle?A.bottomRightStyle:mxUtils.getValue(this.style,"bottomRightStyle","default"),Wa=A&&A.bottomLeftStyle?A.bottomLeftStyle:mxUtils.getValue(this.style,"bottomLeftStyle","default"),Fb=A&&A.fillColor?A.fillColor:mxUtils.getValue(this.style,"fillColor","#ffffff"); +A&&A.strokeColor||mxUtils.getValue(this.style,"strokeColor","#000000");var Gb=A&&A.strokeWidth?A.strokeWidth:mxUtils.getValue(this.style,"strokeWidth","1"),Db=A&&A.fillColor2?A.fillColor2:mxUtils.getValue(this.style,"fillColor2","none"),Eb=A&&A.gradientColor2?A.gradientColor2:mxUtils.getValue(this.style,"gradientColor2","none"),Hb=A&&A.gradientDirection2?A.gradientDirection2:mxUtils.getValue(this.style,"gradientDirection2","south"),Ib=A&&A.opacity?A.opacity:mxUtils.getValue(this.style,"opacity","100"), +Jb=Math.max(0,Math.min(50,I));A=Ga.prototype;c.setDashed(Xa);jb&&""!=jb&&c.setDashPattern(jb);c.setStrokeWidth(Gb);I=Math.min(.5*t,.5*n,I);ea||(I=Jb*Math.min(n,t)/100);I=Math.min(I,.5*Math.min(n,t));ea||(na=Math.min(bb*Math.min(n,t)/100));na=Math.min(na,.5*Math.min(n,t)-I);(Ea||Na||Ja||Ha)&&"frame"!=va&&(c.begin(),Ea?A.moveNW(c,l,v,n,t,B,Sa,I,Ha):c.moveTo(0,0),Ea&&A.paintNW(c,l,v,n,t,B,Sa,I,Ha),A.paintTop(c,l,v,n,t,B,Ua,I,Na),Na&&A.paintNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),Ja&& +A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),Ha&&A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),c.close(),c.fill(),c.setShadow(!1),c.setFillColor(Db),Xa=ea=Ib,"none"==Db&&(ea=0),"none"==Eb&&(Xa=0),c.setGradient(Db,Eb,0,0,n,t,Hb,ea,Xa),c.begin(),Ea?A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha):c.moveTo(na,0),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),Ha&&Ja&&A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),Ja&&Na&&A.paintSEInner(c, +l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),Na&&Ea&&A.paintNEInner(c,l,v,n,t,B,Ua,I,na),A.paintTopInner(c,l,v,n,t,B,Sa,I,na,Ha,Ea),Ea&&Ha&&A.paintNWInner(c,l,v,n,t,B,Sa,I,na),c.fill(),"none"==Fb&&(c.begin(),A.paintFolds(c,l,v,n,t,B,Sa,Ua,Va,Wa,I,Ea,Na,Ja,Ha),c.stroke()));Ea||Na||Ja||!Ha?Ea||Na||!Ja||Ha?!Ea&&!Na&&Ja&&Ha?"frame"!=va?(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"== +va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja)),c.stroke()):(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),A.lineNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),c.close(), +c.fillAndStroke()):Ea||!Na||Ja||Ha?!Ea&&Na&&!Ja&&Ha?"frame"!=va?(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"==va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha)),c.stroke(),c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),"double"==va&&(A.moveSEInner(c,l,v,n,t,B,Va,I,na,Ja),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na)),c.stroke()):(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa, +I,Ea),A.lineNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close(),c.fillAndStroke(),c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.lineSEInner(c,l,v,n,t,B,Va,I,na,Ja),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),c.close(),c.fillAndStroke()):!Ea&&Na&&Ja&&!Ha?"frame"!=va?(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),"double"==va&&(A.moveSWInner(c, +l,v,n,t,B,Wa,I,na,Ha),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na)),c.stroke()):(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.lineSWInner(c,l,v,n,t,B,Wa,I,na,Ha),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),c.close(),c.fillAndStroke()):!Ea&& +Na&&Ja&&Ha?"frame"!=va?(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"==va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na)),c.stroke()): 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+B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),A.paintNEInner(c,l,v,n,t,B,Ua,I,na),A.paintTopInner(c,l,v,n,t,B,Sa,I,na,Ha,Ea),A.paintNWInner(c,l,v,n,t,B,Sa,I,na),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close()),c.stroke()):(c.begin(),A.moveNW(c,l,v,n,t,B,Sa,I,Ha),A.paintNW(c,l,v,n,t,B,Sa,I,Ha),A.paintTop(c,l,v,n,t,B,Ua,I,Na),A.paintNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.paintSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.paintSW(c,l,v,n,t,B,Wa,I,Ja), +A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),c.close(),A.moveSWInner(c,l,v,n,t,B,Wa,I,na,Ha),A.paintSWInner(c,l,v,n,t,B,Wa,I,na,Ja),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),A.paintSEInner(c,l,v,n,t,B,Va,I,na),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),A.paintNEInner(c,l,v,n,t,B,Ua,I,na),A.paintTopInner(c,l,v,n,t,B,Sa,I,na,Ha,Ea),A.paintNWInner(c,l,v,n,t,B,Sa,I,na),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close(),c.fillAndStroke())):"frame"!=va?(c.begin(),A.moveNW(c,l,v,n,t,B,Sa,I,Ha),A.paintTop(c, 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+(c.begin(),A.moveNE(c,l,v,n,t,B,Ua,I,Ea),A.paintRight(c,l,v,n,t,B,Va,I,Ja),A.lineSEInner(c,l,v,n,t,B,Va,I,na,Ja),A.paintRightInner(c,l,v,n,t,B,Ua,I,na,Ea,Na),c.close(),c.fillAndStroke()):"frame"!=va?(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),"double"==va&&(A.moveSWInner(c,l,v,n,t,B,Wa,I,na,Ha),A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja)),c.stroke()):(c.begin(),A.moveSE(c,l,v,n,t,B,Va,I,Na),A.paintBottom(c,l,v,n,t,B,Wa,I,Ha),A.lineSWInner(c,l,v,n,t,B,Wa,I,na,Ha), +A.paintBottomInner(c,l,v,n,t,B,Va,I,na,Na,Ja),c.close(),c.fillAndStroke()):"frame"!=va?(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),"double"==va&&(A.moveNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha)),c.stroke()):(c.begin(),A.moveSW(c,l,v,n,t,B,Sa,I,Ja),A.paintLeft(c,l,v,n,t,B,Sa,I,Ea),A.lineNWInner(c,l,v,n,t,B,Sa,I,na,Ea,Ha),A.paintLeftInner(c,l,v,n,t,B,Wa,I,na,Ja,Ha),c.close(),c.fillAndStroke());c.begin();A.paintFolds(c,l,v,n,t,B,Sa,Ua, +Va,Wa,I,Ea,Na,Ja,Ha);c.stroke()};Ga.prototype.moveNW=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(0,0):c.moveTo(0,ea)};Ga.prototype.moveNE=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(n,0):c.moveTo(n-ea,0)};Ga.prototype.moveSE=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(n,t):c.moveTo(n,t-ea)};Ga.prototype.moveSW=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.moveTo(0, +t):c.moveTo(ea,t)};Ga.prototype.paintNW=function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,ea,0)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(ea,0);else c.lineTo(0,0)};Ga.prototype.paintTop=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.lineTo(n,0):c.lineTo(n-ea,0)};Ga.prototype.paintNE= +function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,n,ea)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n,ea);else c.lineTo(n,0)};Ga.prototype.paintRight=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.lineTo(n,t):c.lineTo(n,t-ea)};Ga.prototype.paintLeft=function(c,l,v,n,t,A,B,ea,I){"square"== +B||"default"==B&&"square"==A||!I?c.lineTo(0,0):c.lineTo(0,ea)};Ga.prototype.paintSE=function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,n-ea,t)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n-ea,t);else c.lineTo(n,t)};Ga.prototype.paintBottom=function(c,l,v,n,t,A,B,ea,I){"square"==B||"default"==B&&"square"==A||!I?c.lineTo(0, +t):c.lineTo(ea,t)};Ga.prototype.paintSW=function(c,l,v,n,t,A,B,ea,I){if(I)if("rounded"==B||"default"==B&&"rounded"==A||"invRound"==B||"default"==B&&"invRound"==A){l=0;if("rounded"==B||"default"==B&&"rounded"==A)l=1;c.arcTo(ea,ea,0,0,l,0,t-ea)}else("snip"==B||"default"==B&&"snip"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(0,t-ea);else c.lineTo(0,t)};Ga.prototype.paintNWInner=function(c,l,v,n,t,A,B,ea,I){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,I,.5*I+ea);else if("invRound"== +B||"default"==B&&"invRound"==A)c.arcTo(ea+I,ea+I,0,0,1,I,I+ea);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(I,.5*I+ea);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(I+ea,I+ea),c.lineTo(I,I+ea)};Ga.prototype.paintTopInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(0,I):va&&!na?c.lineTo(I,0):va?"square"==B||"default"==B&&"square"==A?c.lineTo(I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(ea+.5*I,I):c.lineTo(ea+I,I):c.lineTo(0, +I):c.lineTo(0,0)};Ga.prototype.paintNEInner=function(c,l,v,n,t,A,B,ea,I){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,n-ea-.5*I,I);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ea+I,ea+I,0,0,1,n-ea-I,I);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(n-ea-.5*I,I);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(n-ea-I,ea+I),c.lineTo(n-ea-I,I)};Ga.prototype.paintRightInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(n-I,0):va&&!na?c.lineTo(n, +I):va?"square"==B||"default"==B&&"square"==A?c.lineTo(n-I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-I,ea+.5*I):c.lineTo(n-I,ea+I):c.lineTo(n-I,0):c.lineTo(n,0)};Ga.prototype.paintLeftInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(I,t):va&&!na?c.lineTo(0,t-I):va?"square"==B||"default"==B&&"square"==A?c.lineTo(I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(I,t-ea-.5*I):c.lineTo(I,t-ea-I): +c.lineTo(I,t):c.lineTo(0,t)};Ga.prototype.paintSEInner=function(c,l,v,n,t,A,B,ea,I){if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,n-I,t-ea-.5*I);else if("invRound"==B||"default"==B&&"invRound"==A)c.arcTo(ea+I,ea+I,0,0,1,n-I,t-ea-I);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(n-I,t-ea-.5*I);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(n-ea-I,t-ea-I),c.lineTo(n-I,t-ea-I)};Ga.prototype.paintBottomInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(n, +t-I):va&&!na?c.lineTo(n-I,t):"square"==B||"default"==B&&"square"==A||!va?c.lineTo(n-I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-ea-.5*I,t-I):c.lineTo(n-ea-I,t-I):c.lineTo(n,t)};Ga.prototype.paintSWInner=function(c,l,v,n,t,A,B,ea,I,va){if(!va)c.lineTo(I,t);else if("square"==B||"default"==B&&"square"==A)c.lineTo(I,t-I);else if("rounded"==B||"default"==B&&"rounded"==A)c.arcTo(ea-.5*I,ea-.5*I,0,0,0,ea+.5*I,t-I);else if("invRound"==B||"default"==B&&"invRound"== +A)c.arcTo(ea+I,ea+I,0,0,1,ea+I,t-I);else if("snip"==B||"default"==B&&"snip"==A)c.lineTo(ea+.5*I,t-I);else if("fold"==B||"default"==B&&"fold"==A)c.lineTo(I+ea,t-ea-I),c.lineTo(I+ea,t-I)};Ga.prototype.moveSWInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(I,t-ea-I): +c.moveTo(0,t-I)};Ga.prototype.lineSWInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(I,t-ea-I):c.lineTo(0,t-I)};Ga.prototype.moveSEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.moveTo(n-I,t-I):"rounded"==B||"default"==B&&"rounded"== +A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(n-I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(n-I,t-ea-I):c.moveTo(n-I,t)};Ga.prototype.lineSEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A?c.lineTo(n-I,t-I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-I,t-ea-.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n-I,t-ea-I): +c.lineTo(n-I,t)};Ga.prototype.moveNEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A||va?c.moveTo(n-I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(n-I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.moveTo(n-I,ea+I):c.moveTo(n,I)};Ga.prototype.lineNEInner=function(c,l,v,n,t,A,B,ea,I,va){va?"square"==B||"default"==B&&"square"==A||va?c.lineTo(n-I,I):"rounded"==B||"default"==B&&"rounded"== +A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(n-I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(n-I,ea+I):c.lineTo(n,I)};Ga.prototype.moveNWInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.moveTo(I,0):va&&!na?c.moveTo(0,I):"square"==B||"default"==B&&"square"==A?c.moveTo(I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.moveTo(I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"== +B&&"fold"==A)&&c.moveTo(I,ea+I):c.moveTo(0,0)};Ga.prototype.lineNWInner=function(c,l,v,n,t,A,B,ea,I,va,na){va||na?!va&&na?c.lineTo(I,0):va&&!na?c.lineTo(0,I):"square"==B||"default"==B&&"square"==A?c.lineTo(I,I):"rounded"==B||"default"==B&&"rounded"==A||"snip"==B||"default"==B&&"snip"==A?c.lineTo(I,ea+.5*I):("invRound"==B||"default"==B&&"invRound"==A||"fold"==B||"default"==B&&"fold"==A)&&c.lineTo(I,ea+I):c.lineTo(0,0)};Ga.prototype.paintFolds=function(c,l,v,n,t,A,B,ea,I,va,na,Xa,jb,bb,Ea){if("fold"== +A||"fold"==B||"fold"==ea||"fold"==I||"fold"==va)("fold"==B||"default"==B&&"fold"==A)&&Xa&&Ea&&(c.moveTo(0,na),c.lineTo(na,na),c.lineTo(na,0)),("fold"==ea||"default"==ea&&"fold"==A)&&Xa&&jb&&(c.moveTo(n-na,0),c.lineTo(n-na,na),c.lineTo(n,na)),("fold"==I||"default"==I&&"fold"==A)&&bb&&jb&&(c.moveTo(n-na,t),c.lineTo(n-na,t-na),c.lineTo(n,t-na)),("fold"==va||"default"==va&&"fold"==A)&&bb&&Ea&&(c.moveTo(0,t-na),c.lineTo(na,t-na),c.lineTo(na,t))};mxCellRenderer.registerShape(Ga.prototype.cst.RECT2,Ga); +Ga.prototype.constraints=null;mxUtils.extend(Ya,mxConnector);Ya.prototype.origPaintEdgeShape=Ya.prototype.paintEdgeShape;Ya.prototype.paintEdgeShape=function(c,l,v){for(var n=[],t=0;t<l.length;t++)n.push(mxUtils.clone(l[t]));t=c.state.dashed;var A=c.state.fixDash;Ya.prototype.origPaintEdgeShape.apply(this,[c,n,v]);3<=c.state.strokeWidth&&(n=mxUtils.getValue(this.style,"fillColor",null),null!=n&&(c.setStrokeColor(n),c.setStrokeWidth(c.state.strokeWidth-2),c.setDashed(t,A),Ya.prototype.origPaintEdgeShape.apply(this, +[c,l,v])))};mxCellRenderer.registerShape("filledEdge",Ya);"undefined"!==typeof StyleFormatPanel&&function(){var c=StyleFormatPanel.prototype.getCustomColors;StyleFormatPanel.prototype.getCustomColors=function(){var l=this.editorUi.getSelectionState(),v=c.apply(this,arguments);"umlFrame"==l.style.shape&&v.push({title:mxResources.get("laneColor"),key:"swimlaneFillColor",defaultValue:"default"});return v}}();mxMarker.addMarker("dash",function(c,l,v,n,t,A,B,ea,I,va){var na=t*(B+I+1),Xa=A*(B+I+1);return function(){c.begin(); +c.moveTo(n.x-na/2-Xa/2,n.y-Xa/2+na/2);c.lineTo(n.x+Xa/2-3*na/2,n.y-3*Xa/2-na/2);c.stroke()}});mxMarker.addMarker("box",function(c,l,v,n,t,A,B,ea,I,va){var na=t*(B+I+1),Xa=A*(B+I+1),jb=n.x+na/2,bb=n.y+Xa/2;n.x-=na;n.y-=Xa;return function(){c.begin();c.moveTo(jb-na/2-Xa/2,bb-Xa/2+na/2);c.lineTo(jb-na/2+Xa/2,bb-Xa/2-na/2);c.lineTo(jb+Xa/2-3*na/2,bb-3*Xa/2-na/2);c.lineTo(jb-Xa/2-3*na/2,bb-3*Xa/2+na/2);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("cross",function(c,l,v,n,t,A,B,ea,I, +va){var na=t*(B+I+1),Xa=A*(B+I+1);return function(){c.begin();c.moveTo(n.x-na/2-Xa/2,n.y-Xa/2+na/2);c.lineTo(n.x+Xa/2-3*na/2,n.y-3*Xa/2-na/2);c.moveTo(n.x-na/2+Xa/2,n.y-Xa/2-na/2);c.lineTo(n.x-Xa/2-3*na/2,n.y-3*Xa/2+na/2);c.stroke()}});mxMarker.addMarker("circle",db);mxMarker.addMarker("circlePlus",function(c,l,v,n,t,A,B,ea,I,va){var na=n.clone(),Xa=db.apply(this,arguments),jb=t*(B+2*I),bb=A*(B+2*I);return function(){Xa.apply(this,arguments);c.begin();c.moveTo(na.x-t*I,na.y-A*I);c.lineTo(na.x-2*jb+ +t*I,na.y-2*bb+A*I);c.moveTo(na.x-jb-bb+A*I,na.y-bb+jb-t*I);c.lineTo(na.x+bb-jb-A*I,na.y-bb-jb+t*I);c.stroke()}});mxMarker.addMarker("halfCircle",function(c,l,v,n,t,A,B,ea,I,va){var na=t*(B+I+1),Xa=A*(B+I+1),jb=n.clone();n.x-=na;n.y-=Xa;return function(){c.begin();c.moveTo(jb.x-Xa,jb.y+na);c.quadTo(n.x-Xa,n.y+na,n.x,n.y);c.quadTo(n.x+Xa,n.y-na,jb.x+Xa,jb.y-na);c.stroke()}});mxMarker.addMarker("async",function(c,l,v,n,t,A,B,ea,I,va){l=t*I*1.118;v=A*I*1.118;t*=B+I;A*=B+I;var na=n.clone();na.x-=l;na.y-= +v;n.x+=-t-l;n.y+=-A-v;return function(){c.begin();c.moveTo(na.x,na.y);ea?c.lineTo(na.x-t-A/2,na.y-A+t/2):c.lineTo(na.x+A/2-t,na.y-A-t/2);c.lineTo(na.x-t,na.y-A);c.close();va?c.fillAndStroke():c.stroke()}});mxMarker.addMarker("openAsync",function(c){c=null!=c?c:2;return function(l,v,n,t,A,B,ea,I,va,na){A*=ea+va;B*=ea+va;var Xa=t.clone();return function(){l.begin();l.moveTo(Xa.x,Xa.y);I?l.lineTo(Xa.x-A-B/c,Xa.y-B+A/c):l.lineTo(Xa.x+B/c-A,Xa.y-B-A/c);l.stroke()}}}(2));if("undefined"!==typeof mxVertexHandler){var ib= +function(c,l,v){return gb(c,["width"],l,function(n,t,A,B,ea){ea=c.shape.getEdgeWidth()*c.view.scale+v;return new mxPoint(B.x+t*n/4+A*ea/2,B.y+A*n/4-t*ea/2)},function(n,t,A,B,ea,I){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));c.style.width=Math.round(2*n)/c.view.scale-v})},gb=function(c,l,v,n,t){return hb(c,l,function(A){var B=c.absolutePoints,ea=B.length-1;A=c.view.translate;var I=c.view.scale,va=v?B[0]:B[ea];B=v?B[1]:B[ea-1];ea=B.x-va.x;var na=B.y-va.y,Xa=Math.sqrt(ea*ea+na*na);va= +n.call(this,Xa,ea/Xa,na/Xa,va,B);return new mxPoint(va.x/I-A.x,va.y/I-A.y)},function(A,B,ea){var I=c.absolutePoints,va=I.length-1;A=c.view.translate;var na=c.view.scale,Xa=v?I[0]:I[va];I=v?I[1]:I[va-1];va=I.x-Xa.x;var jb=I.y-Xa.y,bb=Math.sqrt(va*va+jb*jb);B.x=(B.x+A.x)*na;B.y=(B.y+A.y)*na;t.call(this,bb,va/bb,jb/bb,Xa,I,B,ea)})},qb=function(c,l){return function(v){return[gb(v,["startWidth"],!0,function(n,t,A,B,ea){ea=mxUtils.getNumber(v.style,"startWidth",c)*v.view.scale+l;return new mxPoint(B.x+ +t*n/4+A*ea/2,B.y+A*n/4-t*ea/2)},function(n,t,A,B,ea,I){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));v.style.startWidth=Math.round(2*n)/v.view.scale-l})]}},nb=function(c){return function(l){return[hb(l,["arrowWidth","arrowSize"],function(v){var n=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"arrowWidth",Pa.prototype.arrowWidth))),t=Math.max(0,Math.min(c,mxUtils.getValue(this.state.style,"arrowSize",Pa.prototype.arrowSize)));return new mxPoint(v.x+(1-t)*v.width,v.y+(1-n)*v.height/ +2)},function(v,n){this.state.style.arrowWidth=Math.max(0,Math.min(1,Math.abs(v.y+v.height/2-n.y)/v.height*2));this.state.style.arrowSize=Math.max(0,Math.min(c,(v.x+v.width-n.x)/v.width))})]}},mb=function(c){return function(l){return[hb(l,["size"],function(v){var n=Math.max(0,Math.min(.5*v.height,parseFloat(mxUtils.getValue(this.state.style,"size",c))));return new mxPoint(v.x,v.y+n)},function(v,n){this.state.style.size=Math.max(0,n.y-v.y)},!0)]}},Bb=function(c,l,v){return function(n){var t=[hb(n,["size"], +function(A){var B=Math.max(0,Math.min(A.width,Math.min(A.height,parseFloat(mxUtils.getValue(this.state.style,"size",l)))))*c;return new mxPoint(A.x+B,A.y+B)},function(A,B){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(A.width,B.x-A.x),Math.min(A.height,B.y-A.y)))/c)},!1)];v&&mxUtils.getValue(n.style,mxConstants.STYLE_ROUNDED,!1)&&t.push(kb(n));return t}},wb=function(c,l,v,n,t){v=null!=v?v:.5;return function(A){var B=[hb(A,["size"],function(ea){var I=null!=t?"0"!=mxUtils.getValue(this.state.style, +"fixedSize","0"):null,va=parseFloat(mxUtils.getValue(this.state.style,"size",I?t:c));return new mxPoint(ea.x+Math.max(0,Math.min(.5*ea.width,va*(I?1:ea.width))),ea.getCenterY())},function(ea,I,va){ea=null!=t&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?I.x-ea.x:Math.max(0,Math.min(v,(I.x-ea.x)/ea.width));this.state.style.size=ea},!1,n)];l&&mxUtils.getValue(A.style,mxConstants.STYLE_ROUNDED,!1)&&B.push(kb(A));return B}},rb=function(c,l,v){c=null!=c?c:.5;return function(n){var t=[hb(n,["size"], +function(A){var B=null!=v?"0"!=mxUtils.getValue(this.state.style,"fixedSize","0"):null,ea=Math.max(0,parseFloat(mxUtils.getValue(this.state.style,"size",B?v:l)));return new mxPoint(A.x+Math.min(.75*A.width*c,ea*(B?.75:.75*A.width)),A.y+A.height/4)},function(A,B){A=null!=v&&"0"!=mxUtils.getValue(this.state.style,"fixedSize","0")?B.x-A.x:Math.max(0,Math.min(c,(B.x-A.x)/A.width*.75));this.state.style.size=A},!1,!0)];mxUtils.getValue(n.style,mxConstants.STYLE_ROUNDED,!1)&&t.push(kb(n));return t}},vb= +function(){return function(c){var l=[];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l}},kb=function(c,l){return hb(c,[mxConstants.STYLE_ARCSIZE],function(v){var n=null!=l?l:v.height/8;if("1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)){var t=mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE)/2;return new mxPoint(v.x+v.width-Math.min(v.width/2,t),v.y+n)}t=Math.max(0,parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_ARCSIZE, +100*mxConstants.RECTANGLE_ROUNDING_FACTOR)))/100;return new mxPoint(v.x+v.width-Math.min(Math.max(v.width/2,v.height/2),Math.min(v.width,v.height)*t),v.y+n)},function(v,n,t){"1"==mxUtils.getValue(c.style,mxConstants.STYLE_ABSOLUTE_ARCSIZE,0)?this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.max(0,Math.min(v.width,2*(v.x+v.width-n.x)))):this.state.style[mxConstants.STYLE_ARCSIZE]=Math.round(Math.min(50,Math.max(0,100*(v.width-n.x+v.x)/Math.min(v.width,v.height))))})},hb=function(c,l,v,n, +t,A,B){var ea=new mxHandle(c,null,mxVertexHandler.prototype.secondaryHandleImage);ea.execute=function(va){for(var na=0;na<l.length;na++)this.copyStyle(l[na]);B&&B(va)};ea.getPosition=v;ea.setPosition=n;ea.ignoreGrid=null!=t?t:!0;if(A){var I=ea.positionChanged;ea.positionChanged=function(){I.apply(this,arguments);c.view.invalidate(this.state.cell);c.view.validate()}}return ea},tb={link:function(c){return[ib(c,!0,10),ib(c,!1,10)]},flexArrow:function(c){var l=c.view.graph.gridSize/c.view.scale,v=[]; +mxUtils.getValue(c.style,mxConstants.STYLE_STARTARROW,mxConstants.NONE)!=mxConstants.NONE&&(v.push(gb(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(n,t,A,B,ea){n=(c.shape.getEdgeWidth()-c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)+A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)-t*n/2)},function(n,t,A,B,ea,I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x, +B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2*n)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))< +l/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE])})),v.push(gb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!0,function(n,t,A,B,ea){n=(c.shape.getStartArrowWidth()-c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)+A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)-t*n/2)},function(n,t,A,B,ea, +I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_STARTSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale;c.style.startWidth=Math.max(0,Math.round(2*n)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE],c.style.endWidth=c.style.startWidth;mxEvent.isAltDown(va.getEvent())|| +(Math.abs(parseFloat(c.style[mxConstants.STYLE_STARTSIZE])-parseFloat(c.style[mxConstants.STYLE_ENDSIZE]))<l/6&&(c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE]),Math.abs(parseFloat(c.style.startWidth)-parseFloat(c.style.endWidth))<l&&(c.style.startWidth=c.style.endWidth))})));mxUtils.getValue(c.style,mxConstants.STYLE_ENDARROW,mxConstants.NONE)!=mxConstants.NONE&&(v.push(gb(c,["width",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(n,t,A,B,ea){n=(c.shape.getEdgeWidth()- +c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)-A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)+t*n/2)},function(n,t,A,B,ea,I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale;c.style.width=Math.round(2* +n)/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE];mxEvent.isAltDown(va.getEvent())||Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<l/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE])})),v.push(gb(c,["startWidth","endWidth",mxConstants.STYLE_STARTSIZE,mxConstants.STYLE_ENDSIZE],!1,function(n,t,A,B,ea){n= +(c.shape.getEndArrowWidth()-c.shape.strokewidth)*c.view.scale;ea=3*mxUtils.getNumber(c.style,mxConstants.STYLE_ENDSIZE,mxConstants.ARROW_SIZE/5)*c.view.scale;return new mxPoint(B.x+t*(ea+c.shape.strokewidth*c.view.scale)-A*n/2,B.y+A*(ea+c.shape.strokewidth*c.view.scale)+t*n/2)},function(n,t,A,B,ea,I,va){n=Math.sqrt(mxUtils.ptSegDistSq(B.x,B.y,ea.x,ea.y,I.x,I.y));t=mxUtils.ptLineDist(B.x,B.y,B.x+A,B.y-t,I.x,I.y);c.style[mxConstants.STYLE_ENDSIZE]=Math.round(100*(t-c.shape.strokewidth)/3)/100/c.view.scale; +c.style.endWidth=Math.max(0,Math.round(2*n)-c.shape.getEdgeWidth())/c.view.scale;if(mxEvent.isShiftDown(va.getEvent())||mxEvent.isControlDown(va.getEvent()))c.style[mxConstants.STYLE_STARTSIZE]=c.style[mxConstants.STYLE_ENDSIZE],c.style.startWidth=c.style.endWidth;mxEvent.isAltDown(va.getEvent())||(Math.abs(parseFloat(c.style[mxConstants.STYLE_ENDSIZE])-parseFloat(c.style[mxConstants.STYLE_STARTSIZE]))<l/6&&(c.style[mxConstants.STYLE_ENDSIZE]=c.style[mxConstants.STYLE_STARTSIZE]),Math.abs(parseFloat(c.style.endWidth)- +parseFloat(c.style.startWidth))<l&&(c.style.endWidth=c.style.startWidth))})));return v},swimlane:function(c){var l=[];if(mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED)){var v=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));l.push(kb(c,v/2))}l.push(hb(c,[mxConstants.STYLE_STARTSIZE],function(n){var t=parseFloat(mxUtils.getValue(c.style,mxConstants.STYLE_STARTSIZE,mxConstants.DEFAULT_STARTSIZE));return 1==mxUtils.getValue(c.style,mxConstants.STYLE_HORIZONTAL, +1)?new mxPoint(n.getCenterX(),n.y+Math.max(0,Math.min(n.height,t))):new mxPoint(n.x+Math.max(0,Math.min(n.width,t)),n.getCenterY())},function(n,t){c.style[mxConstants.STYLE_STARTSIZE]=1==mxUtils.getValue(this.state.style,mxConstants.STYLE_HORIZONTAL,1)?Math.round(Math.max(0,Math.min(n.height,t.y-n.y))):Math.round(Math.max(0,Math.min(n.width,t.x-n.x)))},!1,null,function(n){var t=c.view.graph;if(!mxEvent.isShiftDown(n.getEvent())&&!mxEvent.isControlDown(n.getEvent())&&(t.isTableRow(c.cell)||t.isTableCell(c.cell))){n= +t.getSwimlaneDirection(c.style);var A=t.model.getParent(c.cell);A=t.model.getChildCells(A,!0);for(var B=[],ea=0;ea<A.length;ea++)A[ea]!=c.cell&&t.isSwimlane(A[ea])&&t.getSwimlaneDirection(t.getCurrentCellStyle(A[ea]))==n&&B.push(A[ea]);t.setCellStyles(mxConstants.STYLE_STARTSIZE,c.style[mxConstants.STYLE_STARTSIZE],B)}}));return l},label:vb(),ext:vb(),rectangle:vb(),triangle:vb(),rhombus:vb(),umlLifeline:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(l.height,parseFloat(mxUtils.getValue(this.state.style, +"size",W.prototype.size))));return new mxPoint(l.getCenterX(),l.y+v)},function(l,v){this.state.style.size=Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},umlFrame:function(c){return[hb(c,["width","height"],function(l){var v=Math.max(T.prototype.corner,Math.min(l.width,mxUtils.getValue(this.state.style,"width",T.prototype.width))),n=Math.max(1.5*T.prototype.corner,Math.min(l.height,mxUtils.getValue(this.state.style,"height",T.prototype.height)));return new mxPoint(l.x+v,l.y+n)},function(l, +v){this.state.style.width=Math.round(Math.max(T.prototype.corner,Math.min(l.width,v.x-l.x)));this.state.style.height=Math.round(Math.max(1.5*T.prototype.corner,Math.min(l.height,v.y-l.y)))},!1)]},process:function(c){var l=[hb(c,["size"],function(v){var n="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),t=parseFloat(mxUtils.getValue(this.state.style,"size",oa.prototype.size));return n?new mxPoint(v.x+t,v.y+v.height/4):new mxPoint(v.x+v.width*t,v.y+v.height/4)},function(v,n){v="0"!=mxUtils.getValue(this.state.style, +"fixedSize","0")?Math.max(0,Math.min(.5*v.width,n.x-v.x)):Math.max(0,Math.min(.5,(n.x-v.x)/v.width));this.state.style.size=v},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},cross:function(c){return[hb(c,["size"],function(l){var v=Math.min(l.width,l.height);v=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"size",Ca.prototype.size)))*v/2;return new mxPoint(l.getCenterX()-v,l.getCenterY()-v)},function(l,v){var n=Math.min(l.width,l.height);this.state.style.size= +Math.max(0,Math.min(1,Math.min(Math.max(0,l.getCenterY()-v.y)/n*2,Math.max(0,l.getCenterX()-v.x)/n*2)))})]},note:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(l.width,Math.min(l.height,parseFloat(mxUtils.getValue(this.state.style,"size",Q.prototype.size)))));return new mxPoint(l.x+l.width-v,l.y+v)},function(l,v){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(l.width,l.x+l.width-v.x),Math.min(l.height,v.y-l.y))))})]},note2:function(c){return[hb(c,["size"],function(l){var v= +Math.max(0,Math.min(l.width,Math.min(l.height,parseFloat(mxUtils.getValue(this.state.style,"size",d.prototype.size)))));return new mxPoint(l.x+l.width-v,l.y+v)},function(l,v){this.state.style.size=Math.round(Math.max(0,Math.min(Math.min(l.width,l.x+l.width-v.x),Math.min(l.height,v.y-l.y))))})]},manualInput:function(c){var l=[hb(c,["size"],function(v){var n=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"size",Da.prototype.size)));return new mxPoint(v.x+v.width/4,v.y+3*n/4)},function(v, +n){this.state.style.size=Math.round(Math.max(0,Math.min(v.height,4*(n.y-v.y)/3)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},dataStorage:function(c){return[hb(c,["size"],function(l){var v="0"!=mxUtils.getValue(this.state.style,"fixedSize","0"),n=parseFloat(mxUtils.getValue(this.state.style,"size",v?M.prototype.fixedSize:M.prototype.size));return new mxPoint(l.x+l.width-n*(v?1:l.width),l.getCenterY())},function(l,v){l="0"!=mxUtils.getValue(this.state.style, +"fixedSize","0")?Math.max(0,Math.min(l.width,l.x+l.width-v.x)):Math.max(0,Math.min(1,(l.x+l.width-v.x)/l.width));this.state.style.size=l},!1)]},callout:function(c){var l=[hb(c,["size","position"],function(v){var n=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"size",ca.prototype.size))),t=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ca.prototype.position)));mxUtils.getValue(this.state.style,"base",ca.prototype.base);return new mxPoint(v.x+t*v.width,v.y+v.height- +n)},function(v,n){mxUtils.getValue(this.state.style,"base",ca.prototype.base);this.state.style.size=Math.round(Math.max(0,Math.min(v.height,v.y+v.height-n.y)));this.state.style.position=Math.round(100*Math.max(0,Math.min(1,(n.x-v.x)/v.width)))/100},!1),hb(c,["position2"],function(v){var n=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position2",ca.prototype.position2)));return new mxPoint(v.x+n*v.width,v.y+v.height)},function(v,n){this.state.style.position2=Math.round(100*Math.max(0,Math.min(1, +(n.x-v.x)/v.width)))/100},!1),hb(c,["base"],function(v){var n=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"size",ca.prototype.size))),t=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ca.prototype.position))),A=Math.max(0,Math.min(v.width,mxUtils.getValue(this.state.style,"base",ca.prototype.base)));return new mxPoint(v.x+Math.min(v.width,t*v.width+A),v.y+v.height-n)},function(v,n){var t=Math.max(0,Math.min(1,mxUtils.getValue(this.state.style,"position",ca.prototype.position))); +this.state.style.base=Math.round(Math.max(0,Math.min(v.width,n.x-v.x-t*v.width)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},internalStorage:function(c){var l=[hb(c,["dx","dy"],function(v){var n=Math.max(0,Math.min(v.width,mxUtils.getValue(this.state.style,"dx",Ra.prototype.dx))),t=Math.max(0,Math.min(v.height,mxUtils.getValue(this.state.style,"dy",Ra.prototype.dy)));return new mxPoint(v.x+n,v.y+t)},function(v,n){this.state.style.dx=Math.round(Math.max(0, +Math.min(v.width,n.x-v.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(v.height,n.y-v.y)))},!1)];mxUtils.getValue(c.style,mxConstants.STYLE_ROUNDED,!1)&&l.push(kb(c));return l},module:function(c){return[hb(c,["jettyWidth","jettyHeight"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"jettyWidth",ma.prototype.jettyWidth))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"jettyHeight",ma.prototype.jettyHeight)));return new mxPoint(l.x+v/2,l.y+ +2*n)},function(l,v){this.state.style.jettyWidth=Math.round(2*Math.max(0,Math.min(l.width,v.x-l.x)));this.state.style.jettyHeight=Math.round(Math.max(0,Math.min(l.height,v.y-l.y))/2)})]},corner:function(c){return[hb(c,["dx","dy"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"dx",Qa.prototype.dx))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"dy",Qa.prototype.dy)));return new mxPoint(l.x+v,l.y+n)},function(l,v){this.state.style.dx=Math.round(Math.max(0, +Math.min(l.width,v.x-l.x)));this.state.style.dy=Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},tee:function(c){return[hb(c,["dx","dy"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"dx",Za.prototype.dx))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"dy",Za.prototype.dy)));return new mxPoint(l.x+(l.width+v)/2,l.y+n)},function(l,v){this.state.style.dx=Math.round(Math.max(0,2*Math.min(l.width/2,v.x-l.x-l.width/2)));this.state.style.dy= +Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},singleArrow:nb(1),doubleArrow:nb(.5),"mxgraph.arrows2.wedgeArrow":qb(20,20),"mxgraph.arrows2.wedgeArrowDashed":qb(20,20),"mxgraph.arrows2.wedgeArrowDashed2":qb(20,20),folder:function(c){return[hb(c,["tabWidth","tabHeight"],function(l){var v=Math.max(0,Math.min(l.width,mxUtils.getValue(this.state.style,"tabWidth",u.prototype.tabWidth))),n=Math.max(0,Math.min(l.height,mxUtils.getValue(this.state.style,"tabHeight",u.prototype.tabHeight)));mxUtils.getValue(this.state.style, +"tabPosition",u.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(v=l.width-v);return new mxPoint(l.x+v,l.y+n)},function(l,v){var n=Math.max(0,Math.min(l.width,v.x-l.x));mxUtils.getValue(this.state.style,"tabPosition",u.prototype.tabPosition)==mxConstants.ALIGN_RIGHT&&(n=l.width-n);this.state.style.tabWidth=Math.round(n);this.state.style.tabHeight=Math.round(Math.max(0,Math.min(l.height,v.y-l.y)))},!1)]},document:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style, +"size",G.prototype.size))));return new mxPoint(l.x+3*l.width/4,l.y+(1-v)*l.height)},function(l,v){this.state.style.size=Math.max(0,Math.min(1,(l.y+l.height-v.y)/l.height))},!1)]},tape:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",C.prototype.size))));return new mxPoint(l.getCenterX(),l.y+v*l.height/2)},function(l,v){this.state.style.size=Math.max(0,Math.min(1,(v.y-l.y)/l.height*2))},!1)]},isoCube2:function(c){return[hb(c, +["isoAngle"],function(l){var v=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.state.style,"isoAngle",f.isoAngle))))*Math.PI/200;return new mxPoint(l.x,l.y+Math.min(l.width*Math.tan(v),.5*l.height))},function(l,v){this.state.style.isoAngle=Math.max(0,50*(v.y-l.y)/l.height)},!0)]},cylinder2:mb(g.prototype.size),cylinder3:mb(x.prototype.size),offPageConnector:function(c){return[hb(c,["size"],function(l){var v=Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.state.style,"size",ha.prototype.size)))); +return new mxPoint(l.getCenterX(),l.y+(1-v)*l.height)},function(l,v){this.state.style.size=Math.max(0,Math.min(1,(l.y+l.height-v.y)/l.height))},!1)]},"mxgraph.basic.rect":function(c){var l=[Graph.createHandle(c,["size"],function(v){var n=Math.max(0,Math.min(v.width/2,v.height/2,parseFloat(mxUtils.getValue(this.state.style,"size",this.size))));return new mxPoint(v.x+n,v.y+n)},function(v,n){this.state.style.size=Math.round(100*Math.max(0,Math.min(v.height/2,v.width/2,n.x-v.x)))/100})];c=Graph.createHandle(c, +["indent"],function(v){var n=Math.max(0,Math.min(100,parseFloat(mxUtils.getValue(this.state.style,"indent",this.dx2))));return new mxPoint(v.x+.75*v.width,v.y+n*v.height/200)},function(v,n){this.state.style.indent=Math.round(100*Math.max(0,Math.min(100,200*(n.y-v.y)/v.height)))/100});l.push(c);return l},step:wb(fa.prototype.size,!0,null,!0,fa.prototype.fixedSize),hexagon:wb(J.prototype.size,!0,.5,!0,J.prototype.fixedSize),curlyBracket:wb(Y.prototype.size,!1),display:wb(Ma.prototype.size,!1),cube:Bb(1, +m.prototype.size,!1),card:Bb(.5,L.prototype.size,!0),loopLimit:Bb(.5,X.prototype.size,!0),trapezoid:rb(.5,U.prototype.size,U.prototype.fixedSize),parallelogram:rb(1,V.prototype.size,V.prototype.fixedSize)};Graph.createHandle=hb;Graph.handleFactory=tb;var Cb=mxVertexHandler.prototype.createCustomHandles;mxVertexHandler.prototype.createCustomHandles=function(){var c=Cb.apply(this,arguments);if(this.graph.isCellRotatable(this.state.cell)){var l=this.state.style.shape;null==mxCellRenderer.defaultShapes[l]&& +null==mxStencilRegistry.getStencil(l)?l=mxConstants.SHAPE_RECTANGLE:this.state.view.graph.isSwimlane(this.state.cell)&&(l=mxConstants.SHAPE_SWIMLANE);l=tb[l];null==l&&null!=this.state.shape&&this.state.shape.isRoundable()&&(l=tb[mxConstants.SHAPE_RECTANGLE]);null!=l&&(l=l(this.state),null!=l&&(c=null==c?l:c.concat(l)))}return c};mxEdgeHandler.prototype.createCustomHandles=function(){var c=this.state.style.shape;null==mxCellRenderer.defaultShapes[c]&&null==mxStencilRegistry.getStencil(c)&&(c=mxConstants.SHAPE_CONNECTOR); +c=tb[c];return null!=c?c(this.state):null}}else Graph.createHandle=function(){},Graph.handleFactory={};var xb=new mxPoint(1,0),zb=new mxPoint(1,0),ob=mxUtils.toRadians(-30);xb=mxUtils.getRotatedPoint(xb,Math.cos(ob),Math.sin(ob));var yb=mxUtils.toRadians(-150);zb=mxUtils.getRotatedPoint(zb,Math.cos(yb),Math.sin(yb));mxEdgeStyle.IsometricConnector=function(c,l,v,n,t){var A=c.view;n=null!=n&&0<n.length?n[0]:null;var B=c.absolutePoints,ea=B[0];B=B[B.length-1];null!=n&&(n=A.transformControlPoint(c,n)); +null==ea&&null!=l&&(ea=new mxPoint(l.getCenterX(),l.getCenterY()));null==B&&null!=v&&(B=new mxPoint(v.getCenterX(),v.getCenterY()));var I=xb.x,va=xb.y,na=zb.x,Xa=zb.y,jb="horizontal"==mxUtils.getValue(c.style,"elbow","horizontal");if(null!=B&&null!=ea){c=function(Ea,Na,Ja){Ea-=bb.x;var Ha=Na-bb.y;Na=(Xa*Ea-na*Ha)/(I*Xa-va*na);Ea=(va*Ea-I*Ha)/(va*na-I*Xa);jb?(Ja&&(bb=new mxPoint(bb.x+I*Na,bb.y+va*Na),t.push(bb)),bb=new mxPoint(bb.x+na*Ea,bb.y+Xa*Ea)):(Ja&&(bb=new mxPoint(bb.x+na*Ea,bb.y+Xa*Ea),t.push(bb)), +bb=new mxPoint(bb.x+I*Na,bb.y+va*Na));t.push(bb)};var bb=ea;null==n&&(n=new mxPoint(ea.x+(B.x-ea.x)/2,ea.y+(B.y-ea.y)/2));c(n.x,n.y,!0);c(B.x,B.y,!1)}};mxStyleRegistry.putValue("isometricEdgeStyle",mxEdgeStyle.IsometricConnector);var Ab=Graph.prototype.createEdgeHandler;Graph.prototype.createEdgeHandler=function(c,l){if(l==mxEdgeStyle.IsometricConnector){var v=new mxElbowEdgeHandler(c);v.snapToTerminals=!1;return v}return Ab.apply(this,arguments)};p.prototype.constraints=[];E.prototype.getConstraints= +function(c,l,v){c=[];var n=Math.tan(mxUtils.toRadians(30)),t=(.5-n)/2;n=Math.min(l,v/(.5+n));l=(l-n)/2;v=(v-n)/2;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,v+.25*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+.5*n,v+n*t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+n,v+.25*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+n,v+.75*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l+.5*n,v+(1-t)*n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,v+.75*n));return c};f.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(.01,Math.min(94,parseFloat(mxUtils.getValue(this.style,"isoAngle",this.isoAngle))))*Math.PI/200;n=Math.min(l*Math.tan(n),.5*v);c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,v-n));c.push(new mxConnectionConstraint(new mxPoint(.5, +1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,n));return c};ca.prototype.getConstraints=function(c,l,v){c=[];mxUtils.getValue(this.style,mxConstants.STYLE_ARCSIZE,mxConstants.LINE_ARCSIZE);var n=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));parseFloat(mxUtils.getValue(this.style,"position",this.position));var t=l*Math.max(0, +Math.min(1,parseFloat(mxUtils.getValue(this.style,"position2",this.position2))));parseFloat(mxUtils.getValue(this.style,"base",this.base));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.25,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v-n)));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v-n)));l>=2*n&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};mxRectangleShape.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, 0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75, -1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];Ma.prototype.constraints=mxRectangleShape.prototype.constraints; -mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints=mxRectangleShape.prototype.constraints;ka.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;f.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(m-p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-.5*p,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x+p)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));m>=2*p&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};G.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x+p)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));m>=2*p&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};n.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,Math.min(x,parseFloat(mxUtils.getValue(this.style, -"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-.5*p,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x+p)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(m+p),x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,x-.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x-p)));return c};z.prototype.getConstraints=function(c,m,x){c=[];m=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,m));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,m));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-m));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1,null,0,-m));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,m+.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(1, -0),!1,null,0,m+.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,x-m-.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-m-.5*(.5*x-m)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*m));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*m));c.push(new mxConnectionConstraint(new mxPoint(.855,1),!1,null,0,.29*-m));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-m));return c};C.prototype.getConstraints= -function(c,m,x){c=[];var p=Math.max(0,Math.min(m,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth)))),v=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,0)),c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,p,v)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),v))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-.5*p,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,v)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,.25*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.75*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.25*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,.75*(x-v)+v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Oa.prototype.constraints=mxRectangleShape.prototype.constraints;K.prototype.constraints=mxRectangleShape.prototype.constraints;na.prototype.constraints=mxEllipse.prototype.constraints;wa.prototype.constraints=mxEllipse.prototype.constraints; -ra.prototype.constraints=mxEllipse.prototype.constraints;za.prototype.constraints=mxEllipse.prototype.constraints;Ra.prototype.constraints=mxRectangleShape.prototype.constraints;Ba.prototype.constraints=mxRectangleShape.prototype.constraints;ya.prototype.getConstraints=function(c,m,x){c=[];var p=Math.min(m,x/2),v=Math.min(m-p,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*m);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,v,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(v+m-p),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-p,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(v+m-p),x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));return c};ua.prototype.getConstraints=function(c,m,x){m=parseFloat(mxUtils.getValue(c, -"jettyWidth",ua.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c,"jettyHeight",ua.prototype.jettyHeight));var p=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,m),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1, -.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null,m),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(x-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(x-.5*c,3.5*c))];x>5*c&&p.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,m));x>8*c&&p.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1,null,m));x>15*c&&p.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,m));return p};U.prototype.constraints=mxRectangleShape.prototype.constraints;W.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, +1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0)];mxEllipse.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(0,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(1,.5))];ua.prototype.constraints=mxRectangleShape.prototype.constraints; +mxImageShape.prototype.constraints=mxRectangleShape.prototype.constraints;mxSwimlane.prototype.constraints=mxRectangleShape.prototype.constraints;Z.prototype.constraints=mxRectangleShape.prototype.constraints;mxLabel.prototype.constraints=mxRectangleShape.prototype.constraints;Q.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(l-n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-.5*n,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v+n)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1));l>=2*n&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};L.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v+n)));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));l>=2*n&&c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));return c};m.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,Math.min(v,parseFloat(mxUtils.getValue(this.style, +"size",this.size)))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-.5*n,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v+n)));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(l+n),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,v-.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v-n)));return c};x.prototype.getConstraints=function(c,l,v){c=[];l=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"size",this.size))));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,l));c.push(new mxConnectionConstraint(new mxPoint(1,1),!1,null,0,-l));c.push(new mxConnectionConstraint(new mxPoint(0,1),!1,null,0,-l));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,l+.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(1, +0),!1,null,0,l+.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1,null,0,v-l-.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-l-.5*(.5*v-l)));c.push(new mxConnectionConstraint(new mxPoint(.145,0),!1,null,0,.29*l));c.push(new mxConnectionConstraint(new mxPoint(.855,0),!1,null,0,.29*l));c.push(new mxConnectionConstraint(new mxPoint(.855,1),!1,null,0,.29*-l));c.push(new mxConnectionConstraint(new mxPoint(.145,1),!1,null,0,.29*-l));return c};u.prototype.getConstraints= +function(c,l,v){c=[];var n=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"tabWidth",this.tabWidth)))),t=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"tabHeight",this.tabHeight))));"left"==mxUtils.getValue(this.style,"tabPosition",this.tabPosition)?(c.push(new mxConnectionConstraint(new mxPoint(0,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,0)),c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,n,t)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),t))):(c.push(new mxConnectionConstraint(new mxPoint(1,0),!1)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-.5*n,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,t)),c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,.25*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.75*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.25*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,.75*(v-t)+t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(.25,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(.75,1),!1));return c};Ra.prototype.constraints=mxRectangleShape.prototype.constraints;M.prototype.constraints=mxRectangleShape.prototype.constraints;la.prototype.constraints=mxEllipse.prototype.constraints;xa.prototype.constraints=mxEllipse.prototype.constraints; +sa.prototype.constraints=mxEllipse.prototype.constraints;La.prototype.constraints=mxEllipse.prototype.constraints;Da.prototype.constraints=mxRectangleShape.prototype.constraints;Oa.prototype.constraints=mxRectangleShape.prototype.constraints;Ma.prototype.getConstraints=function(c,l,v){c=[];var n=Math.min(l,v/2),t=Math.min(l-n,Math.max(0,parseFloat(mxUtils.getValue(this.style,"size",this.size)))*l);c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,t,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(t+l-n),0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1,null));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-n,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(t+l-n),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));return c};ma.prototype.getConstraints=function(c,l,v){l=parseFloat(mxUtils.getValue(c, +"jettyWidth",ma.prototype.jettyWidth))/2;c=parseFloat(mxUtils.getValue(c,"jettyHeight",ma.prototype.jettyHeight));var n=[new mxConnectionConstraint(new mxPoint(0,0),!1,null,l),new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(1,0),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1, +.75),!0),new mxConnectionConstraint(new mxPoint(0,1),!1,null,l),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(1,1),!0),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(v-.5*c,1.5*c)),new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,Math.min(v-.5*c,3.5*c))];v>5*c&&n.push(new mxConnectionConstraint(new mxPoint(0,.75),!1,null,l));v>8*c&&n.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1,null,l));v>15*c&&n.push(new mxConnectionConstraint(new mxPoint(0,.25),!1,null,l));return n};X.prototype.constraints=mxRectangleShape.prototype.constraints;ha.prototype.constraints=mxRectangleShape.prototype.constraints;mxCylinder.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.15,.05),!1),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.85,.05),!1),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, .5),!0),new mxConnectionConstraint(new mxPoint(0,.7),!0),new mxConnectionConstraint(new mxPoint(1,.3),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.7),!0),new mxConnectionConstraint(new mxPoint(.15,.95),!1),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.85,.95),!1)];ja.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.1),!1),new mxConnectionConstraint(new mxPoint(.5,0),!1),new mxConnectionConstraint(new mxPoint(.75, -.1),!1),new mxConnectionConstraint(new mxPoint(0,1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];qa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, +.1),!1),new mxConnectionConstraint(new mxPoint(0,1/3),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(1,1/3),!1),new mxConnectionConstraint(new mxPoint(1,1),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1)];pa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(0,.3),!0),new mxConnectionConstraint(new mxPoint(0, .7),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];mxActor.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.25,.2),!1),new mxConnectionConstraint(new mxPoint(.1,.5),!1),new mxConnectionConstraint(new mxPoint(0, -.75),!0),new mxConnectionConstraint(new mxPoint(.75,.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];F.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25, -.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];Z.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1, -.65),!1),new mxConnectionConstraint(new mxPoint(.25,1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];sa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0, -.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];da.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5, +.75),!0),new mxConnectionConstraint(new mxPoint(.75,.25),!1),new mxConnectionConstraint(new mxPoint(.9,.5),!1),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0)];z.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(.5,.25),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(.25, +.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.5,.75),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];C.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.35),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.65),!1),new mxConnectionConstraint(new mxPoint(1,.35),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1, +.65),!1),new mxConnectionConstraint(new mxPoint(.25,1),!1),new mxConnectionConstraint(new mxPoint(.75,0),!1)];fa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75,0),!0),new mxConnectionConstraint(new mxPoint(.25,1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.75,1),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0, +.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxLine.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ba.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.5, 0),!1),new mxConnectionConstraint(new mxPoint(.5,1),!1)];mxDoubleEllipse.prototype.constraints=mxEllipse.prototype.constraints;mxRhombus.prototype.constraints=mxEllipse.prototype.constraints;mxTriangle.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(1, .5),!0)];mxHexagon.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.375,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.625,0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0),new mxConnectionConstraint(new mxPoint(.375, 1),!0),new mxConnectionConstraint(new mxPoint(.5,1),!0),new mxConnectionConstraint(new mxPoint(.625,1),!0)];mxCloud.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,.25),!1),new mxConnectionConstraint(new mxPoint(.4,.1),!1),new mxConnectionConstraint(new mxPoint(.16,.55),!1),new mxConnectionConstraint(new mxPoint(.07,.4),!1),new mxConnectionConstraint(new mxPoint(.31,.8),!1),new mxConnectionConstraint(new mxPoint(.13,.77),!1),new mxConnectionConstraint(new mxPoint(.8,.8),!1),new mxConnectionConstraint(new mxPoint(.55, -.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];ba.prototype.constraints=mxRectangleShape.prototype.constraints;Y.prototype.constraints=mxRectangleShape.prototype.constraints;ca.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, -0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;cb.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),v=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style, -"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,.5*v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.75*m+.25*p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,.5*(m+p),.5*(x+v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),x));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),.5*(x+v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-p),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*m-.25*p,v));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*v));return c};Va.prototype.getConstraints=function(c,m,x){c=[];var p=Math.max(0,Math.min(m,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),v=Math.max(0,Math.min(x,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,.5*v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+p),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,.5*(x+v)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,p,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*p,x));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -1),!1));return c};Ja.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];$a.prototype.getConstraints= -function(c,m,x){c=[];var p=x*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),v=m*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));p=(x-p)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-v),p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,0));c.push(new mxConnectionConstraint(new mxPoint(1, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m-v),x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,x-p));return c};y.prototype.getConstraints=function(c,m,x){c=[];var p=x*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",$a.prototype.arrowWidth)))),v=m*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",$a.prototype.arrowSize))));p=(x-p)/2;c.push(new mxConnectionConstraint(new mxPoint(0, -.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*m,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m-v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*m,x-p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));return c};Ca.prototype.getConstraints= -function(c,m,x){c=[];var p=Math.min(x,m),v=Math.max(0,Math.min(p,p*parseFloat(mxUtils.getValue(this.style,"size",this.size))));p=(x-v)/2;var A=p+v,B=(m-v)/2;v=B+v;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,.5*p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,v,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,x-.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,x));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,x-.5*p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,v,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+v),p));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,m,p));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,m,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(m+v),A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,p));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,p));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, -0),!1,null,0,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,p));return c};V.prototype.constraints=null;N.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7, -.9),!1)];T.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];fa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];pa.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, +.95),!1),new mxConnectionConstraint(new mxPoint(.875,.5),!1),new mxConnectionConstraint(new mxPoint(.96,.7),!1),new mxConnectionConstraint(new mxPoint(.625,.2),!1),new mxConnectionConstraint(new mxPoint(.88,.25),!1)];V.prototype.constraints=mxRectangleShape.prototype.constraints;U.prototype.constraints=mxRectangleShape.prototype.constraints;G.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.25,0),!0),new mxConnectionConstraint(new mxPoint(.5,0),!0),new mxConnectionConstraint(new mxPoint(.75, +0),!0),new mxConnectionConstraint(new mxPoint(0,.25),!0),new mxConnectionConstraint(new mxPoint(0,.5),!0),new mxConnectionConstraint(new mxPoint(0,.75),!0),new mxConnectionConstraint(new mxPoint(1,.25),!0),new mxConnectionConstraint(new mxPoint(1,.5),!0),new mxConnectionConstraint(new mxPoint(1,.75),!0)];mxArrow.prototype.constraints=null;Za.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),t=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style, +"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,.5*t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.75*l+.25*n,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,.5*(l+n),.5*(v+t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),v));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),.5*(v+t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-n),t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.25*l-.25*n,t));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,.5*t));return c};Qa.prototype.getConstraints=function(c,l,v){c=[];var n=Math.max(0,Math.min(l,parseFloat(mxUtils.getValue(this.style,"dx",this.dx)))),t=Math.max(0,Math.min(v,parseFloat(mxUtils.getValue(this.style,"dy",this.dy))));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(1,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,.5*t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+n),t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,t));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,.5*(v+t)));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,n,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*n,v));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +1),!1));return c};Ta.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,0),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,1),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.5,.5),!1),new mxConnectionConstraint(new mxPoint(.75,.5),!1),new mxConnectionConstraint(new mxPoint(1,0),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(1,1),!1)];Pa.prototype.getConstraints= +function(c,l,v){c=[];var n=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",this.arrowWidth)))),t=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",this.arrowSize))));n=(v-n)/2;c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-t),n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,0));c.push(new mxConnectionConstraint(new mxPoint(1, +.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l-t),v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,v-n));return c};y.prototype.getConstraints=function(c,l,v){c=[];var n=v*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowWidth",Pa.prototype.arrowWidth)))),t=l*Math.max(0,Math.min(1,parseFloat(mxUtils.getValue(this.style,"arrowSize",Pa.prototype.arrowSize))));n=(v-n)/2;c.push(new mxConnectionConstraint(new mxPoint(0, +.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,0));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l-t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*l,v-n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));return c};Ca.prototype.getConstraints= +function(c,l,v){c=[];var n=Math.min(v,l),t=Math.max(0,Math.min(n,n*parseFloat(mxUtils.getValue(this.style,"size",this.size))));n=(v-t)/2;var A=n+t,B=(l-t)/2;t=B+t;c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,0));c.push(new mxConnectionConstraint(new mxPoint(.5,0),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,0));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,.5*n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,t,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,v-.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,v));c.push(new mxConnectionConstraint(new mxPoint(.5,1),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,v-.5*n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,t,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+t),n));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,l,n));c.push(new mxConnectionConstraint(new mxPoint(1,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,l,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*(l+t),A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,n));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,0,n));c.push(new mxConnectionConstraint(new mxPoint(0,.5),!1));c.push(new mxConnectionConstraint(new mxPoint(0, +0),!1,null,0,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,.5*B,A));c.push(new mxConnectionConstraint(new mxPoint(0,0),!1,null,B,n));return c};W.prototype.constraints=null;N.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.25),!1),new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(0,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7, +.9),!1)];S.prototype.constraints=[new mxConnectionConstraint(new mxPoint(.175,.25),!1),new mxConnectionConstraint(new mxPoint(.25,.5),!1),new mxConnectionConstraint(new mxPoint(.175,.75),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1),new mxConnectionConstraint(new mxPoint(.7,.1),!1),new mxConnectionConstraint(new mxPoint(.7,.9),!1)];ra.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0,.5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)];ta.prototype.constraints=[new mxConnectionConstraint(new mxPoint(0, .5),!1),new mxConnectionConstraint(new mxPoint(1,.5),!1)]})();function Actions(b){this.editorUi=b;this.actions={};this.init()} -Actions.prototype.init=function(){function b(g){t.escape();g=t.deleteCells(t.getDeletableCells(t.getSelectionCells()),g);null!=g&&t.setSelectionCells(g)}function e(){if(!t.isSelectionEmpty()){t.getModel().beginUpdate();try{for(var g=t.getSelectionCells(),l=0;l<g.length;l++)t.cellLabelChanged(g[l],"")}finally{t.getModel().endUpdate()}}}function k(g,l,q,z,F){F.getModel().beginUpdate();try{var C=F.getCellGeometry(g);null!=C&&q&&z&&(q/=z,C=C.clone(),1<q?C.height=C.width/q:C.width=C.height*q,F.getModel().setGeometry(g, -C));F.setCellStyles(mxConstants.STYLE_CLIP_PATH,l,[g]);F.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[g])}finally{F.getModel().endUpdate()}}var n=this.editorUi,D=n.editor,t=D.graph,E=function(){return Action.prototype.isEnabled.apply(this,arguments)&&t.isEnabled()};this.addAction("new...",function(){t.openLink(n.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";n.openFile()});this.addAction("smartFit",function(){t.popupMenuHandler.hideMenu();var g=t.view.scale, -l=t.view.translate.x,q=t.view.translate.y;n.actions.get("resetView").funct();1E-5>Math.abs(g-t.view.scale)&&l==t.view.translate.x&&q==t.view.translate.y&&n.actions.get(t.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){t.isEnabled()&&(t.isSelectionEmpty()?n.actions.get("smartFit").funct():t.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){n.hideDialog()})); -window.openFile.setConsumer(mxUtils.bind(this,function(g,l){try{var q=mxUtils.parseXml(g);D.graph.setSelectionCells(D.graph.importGraphModel(q.documentElement))}catch(z){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+z.message)}}));n.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=E;this.addAction("save",function(){n.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=E;this.addAction("saveAs...",function(){n.saveFile(!0)},null, -null,Editor.ctrlKey+"+Shift+S").isEnabled=E;this.addAction("export...",function(){n.showDialog((new ExportDialog(n)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var g=new EditDiagramDialog(n);n.showDialog(g.container,620,420,!0,!1);g.init()});this.addAction("pageSetup...",function(){n.showDialog((new PageSetupDialog(n)).container,320,240,!0,!0)}).isEnabled=E;this.addAction("print...",function(){n.showDialog((new PrintDialog(n)).container,300,180,!0,!0)},null,"sprite-print", -Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(t,null,10,10)});this.addAction("undo",function(){n.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){n.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var g=null;try{g=n.copyXml(),null!=g&&t.removeCells(g,!1)}catch(l){}null==g&&mxClipboard.cut(t)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{n.copyXml()}catch(g){}try{mxClipboard.copy(t)}catch(g){n.handleError(g)}}, -null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())){var g=!1;try{Editor.enableNativeCipboard&&(n.readGraphModelFromClipboard(function(l){if(null!=l){t.getModel().beginUpdate();try{n.pasteXml(l,!0)}finally{t.getModel().endUpdate()}}else mxClipboard.paste(t)}),g=!0)}catch(l){}g||mxClipboard.paste(t)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(g){function l(z){if(null!=z){for(var F=!0,C=0;C< -z.length&&F;C++)F=F&&t.model.isEdge(z[C]);var I=t.view.translate;C=t.view.scale;var G=I.x,Z=I.y;I=null;if(1==z.length&&F){var ca=t.getCellGeometry(z[0]);null!=ca&&(I=ca.getTerminalPoint(!0))}I=null!=I?I:t.getBoundingBoxFromGeometry(z,F);null!=I&&(F=Math.round(t.snap(t.popupMenuHandler.triggerX/C-G)),C=Math.round(t.snap(t.popupMenuHandler.triggerY/C-Z)),t.cellsMoved(z,F-I.x,C-I.y))}}function q(){t.getModel().beginUpdate();try{l(mxClipboard.paste(t))}finally{t.getModel().endUpdate()}}if(t.isEnabled()&& -!t.isCellLocked(t.getDefaultParent())){g=!1;try{Editor.enableNativeCipboard&&(n.readGraphModelFromClipboard(function(z){if(null!=z){t.getModel().beginUpdate();try{l(n.pasteXml(z,!0))}finally{t.getModel().endUpdate()}}else q()}),g=!0)}catch(z){}g||q()}});this.addAction("copySize",function(){var g=t.getSelectionCell();t.isEnabled()&&null!=g&&t.getModel().isVertex(g)&&(g=t.getCellGeometry(g),null!=g&&(n.copiedSize=new mxRectangle(g.x,g.y,g.width,g.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", -function(){if(t.isEnabled()&&!t.isSelectionEmpty()&&null!=n.copiedSize){t.getModel().beginUpdate();try{for(var g=t.getResizableCells(t.getSelectionCells()),l=0;l<g.length;l++)if(t.getModel().isVertex(g[l])){var q=t.getCellGeometry(g[l]);null!=q&&(q=q.clone(),q.width=n.copiedSize.width,q.height=n.copiedSize.height,t.getModel().setGeometry(g[l],q))}}finally{t.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var g=t.getSelectionCell()||t.getModel().getRoot();t.isEnabled()&& -null!=g&&(g=g.cloneValue(),null==g||isNaN(g.nodeType)||(n.copiedValue=g))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(g,l){function q(C,I){var G=z.getValue(C);I=C.cloneValue(I);I.removeAttribute("placeholders");null==G||isNaN(G.nodeType)||I.setAttribute("placeholders",G.getAttribute("placeholders"));null!=g&&mxEvent.isShiftDown(g)||I.setAttribute("label",t.convertValueToString(C));z.setValue(C,I)}g=null!=l?l:g;var z=t.getModel();if(t.isEnabled()&&!t.isSelectionEmpty()&&null!=n.copiedValue){z.beginUpdate(); -try{var F=t.getEditableCells(t.getSelectionCells());if(0==F.length)q(z.getRoot(),n.copiedValue);else for(l=0;l<F.length;l++)q(F[l],n.copiedValue)}finally{z.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(g,l){g=null!=l?l:g;null!=g&&mxEvent.isShiftDown(g)?e():b(null!=g&&(mxEvent.isControlDown(g)||mxEvent.isMetaDown(g)||mxEvent.isAltDown(g)))},null,null,"Delete");this.addAction("deleteAll",function(){b(!0)});this.addAction("deleteLabels",function(){e()},null,null,Editor.ctrlKey+ -"+Delete");this.addAction("duplicate",function(){try{t.setSelectionCells(t.duplicateCells()),t.scrollCellToVisible(t.getSelectionCell())}catch(g){n.handleError(g)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var g=n.getSelectionState();if(null!=g.mergeCell){t.getModel().beginUpdate();try{t.setCellStyles("rowspan",g.rowspan,[g.mergeCell]),t.setCellStyles("colspan",g.colspan,[g.mergeCell])}finally{t.getModel().endUpdate()}}}));this.put("unmergeCells", -new Action(mxResources.get("unmerge"),function(){var g=n.getSelectionState();if(0<g.cells.length){t.getModel().beginUpdate();try{t.setCellStyles("rowspan",null,g.cells),t.setCellStyles("colspan",null,g.cells)}finally{t.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(g,l){g=null!=l?l:g;t.turnShapes(t.getResizableCells(t.getSelectionCells()),null!=g?mxEvent.isShiftDown(g):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); -this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(g){g=t.getSelectionCell();t.isEnabled()&&null!=g&&t.addSelectionCells(t.getEdges(g))}));this.addAction("selectVertices",function(){t.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){t.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){t.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){t.clearSelection()}, -null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!t.isSelectionEmpty()){t.getModel().beginUpdate();try{var g=t.getSelectionCells(),l=t.getCurrentCellStyle(t.getSelectionCell()),q=1==mxUtils.getValue(l,mxConstants.STYLE_EDITABLE,1)?0:1;t.setCellStyles(mxConstants.STYLE_MOVABLE,q,g);t.setCellStyles(mxConstants.STYLE_RESIZABLE,q,g);t.setCellStyles(mxConstants.STYLE_ROTATABLE,q,g);t.setCellStyles(mxConstants.STYLE_DELETABLE,q,g);t.setCellStyles(mxConstants.STYLE_EDITABLE, -q,g);t.setCellStyles("connectable",q,g)}finally{t.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){t.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){t.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){t.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){t.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){t.foldCells(!1)}, -null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){t.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){t.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(g){t.orderCells(!1,null,!0)});this.addAction("sendBackward",function(g){t.orderCells(!0,null,!0)});this.addAction("group",function(){if(t.isEnabled()){var g=mxUtils.sortCells(t.getSelectionCells(),!0);1!=g.length||t.isTable(g[0])||t.isTableRow(g[0])? -(g=t.getCellsForGroup(g),1<g.length&&t.setSelectionCell(t.groupCells(null,0,g))):t.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(t.isEnabled()){var g=t.getEditableCells(t.getSelectionCells());t.model.beginUpdate();try{var l=t.ungroupCells();if(null!=g)for(var q=0;q<g.length;q++)t.model.contains(g[q])&&(0==t.model.getChildCount(g[q])&&t.model.isVertex(g[q])&&t.setCellStyles("container","0",[g[q]]),l.push(g[q]))}finally{t.model.endUpdate()}0< -l.length&&t.setSelectionCells(l)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(t.isEnabled()){var g=t.getSelectionCells();if(null!=g){for(var l=[],q=0;q<g.length;q++)t.isTableRow(g[q])||t.isTableCell(g[q])||l.push(g[q]);t.removeCellsFromParent(l)}}});this.addAction("edit",function(){t.isEnabled()&&t.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var g=t.getSelectionCell()||t.getModel().getRoot();n.showDataDialog(g)},null, -null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&null!=g&&t.isCellEditable(g)){var l="";if(mxUtils.isNode(g.value)){var q=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&g.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(q=g.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==q&&(q=g.value.getAttribute("tooltip"));null!=q&&(l=q)}l=new TextareaDialog(n,mxResources.get("editTooltip")+":",l,function(z){t.setTooltipForCell(g, -z)});n.showDialog(l.container,320,200,!0,!0);l.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var g=t.getLinkForCell(t.getSelectionCell());null!=g&&t.openLink(g)});this.addAction("editLink...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&null!=g&&t.isCellEditable(g)){var l=t.getLinkForCell(g)||"";n.showLinkDialog(l,mxResources.get("apply"),function(q,z,F){q=mxUtils.trim(q);t.setLinkForCell(g,0<q.length?q:null);t.setAttributeForCell(g,"linkTarget",F)},!0,t.getLinkTargetForCell(g))}}, -null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&&(t.clearSelection(),n.actions.get("image").funct())})).isEnabled=E;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&&n.showLinkDialog("",mxResources.get("insert"),function(g,l,q){g=mxUtils.trim(g);if(0<g.length){var z=null,F=t.getLinkTitle(g);null!=l&&0<l.length&&(z=l[0].iconUrl, -F=l[0].name||l[0].type,F=F.charAt(0).toUpperCase()+F.substring(1),30<F.length&&(F=F.substring(0,30)+"..."));l=new mxCell(F,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=z?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+z:"spacing=10;"));l.vertex=!0;z=t.getCenterInsertPoint(t.getBoundingBoxFromGeometry([l],!0));l.geometry.x=z.x;l.geometry.y=z.y;t.setAttributeForCell(l,"linkTarget",q);t.setLinkForCell(l,g);t.cellSizeUpdated(l, -!0);t.getModel().beginUpdate();try{l=t.addCell(l),t.fireEvent(new mxEventObject("cellsInserted","cells",[l]))}finally{t.getModel().endUpdate()}t.setSelectionCell(l);t.scrollCellToVisible(t.getSelectionCell())}},!0)})).isEnabled=E;this.addAction("link...",mxUtils.bind(this,function(){if(t.isEnabled())if(t.cellEditor.isContentEditing()){var g=t.getSelectedElement(),l=t.getParentByName(g,"A",t.cellEditor.textarea),q="";if(null==l&&null!=g&&null!=g.getElementsByTagName)for(var z=g.getElementsByTagName("a"), -F=0;F<z.length&&null==l;F++)z[F].textContent==g.textContent&&(l=z[F]);null!=l&&"A"==l.nodeName&&(q=l.getAttribute("href")||"",t.selectNode(l));var C=t.cellEditor.saveSelection();n.showLinkDialog(q,mxResources.get("apply"),mxUtils.bind(this,function(I){t.cellEditor.restoreSelection(C);null!=I&&t.insertLink(I)}))}else t.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=E;this.addAction("autosize",function(){var g=t.getSelectionCells();if(null!=g){t.getModel().beginUpdate(); -try{for(var l=0;l<g.length;l++){var q=g[l];0<t.getModel().getChildCount(q)?t.updateGroupBounds([q],0,!0):t.updateCellSize(q)}}finally{t.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){t.snapCellsToGrid(t.getSelectionCells(),t.gridSize)});this.addAction("formattedText",function(){t.stopEditing();var g=t.getCommonStyle(t.getSelectionCells());g="1"==mxUtils.getValue(g,"html","0")?null:"1";t.getModel().beginUpdate();try{for(var l=t.getEditableCells(t.getSelectionCells()), -q=0;q<l.length;q++)if(state=t.getView().getState(l[q]),null!=state){var z=mxUtils.getValue(state.style,"html","0");if("1"==z&&null==g){var F=t.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(F=F.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var C=document.createElement("div");C.innerHTML=t.sanitizeHtml(F);F=mxUtils.extractTextWithWhitespace(C.childNodes);t.cellLabelChanged(state.cell,F);t.setCellStyles("html",g,[l[q]])}else"0"==z&&"1"==g&&(F=mxUtils.htmlEntities(t.convertValueToString(state.cell), -!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(F=F.replace(/\n/g,"<br/>")),t.cellLabelChanged(state.cell,t.sanitizeHtml(F)),t.setCellStyles("html",g,[l[q]]))}n.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=g?g:"0"],"cells",l))}finally{t.getModel().endUpdate()}});this.addAction("wordWrap",function(){var g=t.getView().getState(t.getSelectionCell()),l="wrap";t.stopEditing();null!=g&&"wrap"==g.style[mxConstants.STYLE_WHITE_SPACE]&&(l=null);t.setCellStyles(mxConstants.STYLE_WHITE_SPACE, -l)});this.addAction("rotation",function(){var g="0",l=t.getView().getState(t.getSelectionCell());null!=l&&(g=l.style[mxConstants.STYLE_ROTATION]||g);g=new FilenameDialog(n,g,mxResources.get("apply"),function(q){null!=q&&0<q.length&&t.setCellStyles(mxConstants.STYLE_ROTATION,q)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");n.showDialog(g.container,375,80,!0,!0);g.init()});this.addAction("resetView",function(){t.zoomTo(1);n.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", -function(g){t.isFastZoomEnabled()?t.lazyZoom(!0,!0,n.buttonZoomDelay):t.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(g){t.isFastZoomEnabled()?t.lazyZoom(!1,!0,n.buttonZoomDelay):t.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var g=t.isSelectionEmpty()?t.getGraphBounds():t.getBoundingBox(t.getSelectionCells()),l=t.view.translate,q=t.view.scale;g.x=g.x/q-l.x;g.y=g.y/q-l.y;g.width/=q; -g.height/=q;null!=t.backgroundImage&&(g=mxRectangle.fromRectangle(g),g.add(new mxRectangle(0,0,t.backgroundImage.width,t.backgroundImage.height)));0==g.width||0==g.height?(t.zoomTo(1),n.resetScrollbars()):(l=Editor.fitWindowBorders,null!=l&&(g.x-=l.x,g.y-=l.y,g.width+=l.width+l.x,g.height+=l.height+l.y),t.fitWindow(g))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){t.pageVisible||this.get("pageView").funct();var g=t.pageFormat,l=t.pageScale;t.zoomTo(Math.floor(20* -Math.min((t.container.clientWidth-10)/g.width/l,(t.container.clientHeight-10)/g.height/l))/20);mxUtils.hasScrollbars(t.container)&&(g=t.getPagePadding(),t.container.scrollTop=g.y*t.view.scale-1,t.container.scrollLeft=Math.min(g.x*t.view.scale,(t.container.scrollWidth-t.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){t.pageVisible||this.get("pageView").funct();var g=t.pageFormat,l=t.pageScale;t.zoomTo(Math.floor(20*Math.min((t.container.clientWidth- -10)/(2*g.width)/l,(t.container.clientHeight-10)/g.height/l))/20);mxUtils.hasScrollbars(t.container)&&(g=t.getPagePadding(),t.container.scrollTop=Math.min(g.y,(t.container.scrollHeight-t.container.clientHeight)/2),t.container.scrollLeft=Math.min(g.x,(t.container.scrollWidth-t.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){t.pageVisible||this.get("pageView").funct();t.zoomTo(Math.floor(20*(t.container.clientWidth-10)/t.pageFormat.width/ -t.pageScale)/20);if(mxUtils.hasScrollbars(t.container)){var g=t.getPagePadding();t.container.scrollLeft=Math.min(g.x*t.view.scale,(t.container.scrollWidth-t.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var g=new FilenameDialog(this.editorUi,parseInt(100*t.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(l){l=parseInt(l);!isNaN(l)&&0<l&&t.zoomTo(l/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(g.container, -300,80,!0,!0);g.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var g=new FilenameDialog(this.editorUi,parseInt(100*t.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(l){l=parseInt(l);!isNaN(l)&&0<l&&(l=new ChangePageSetup(n,null,null,null,l/100),l.ignoreColor=!0,l.ignoreImage=!0,t.model.execute(l))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(g.container,300,80,!0,!0);g.init()}));var d=null;d=this.addAction("grid", -function(){t.setGridEnabled(!t.isGridEnabled());t.defaultGridEnabled=t.isGridEnabled();n.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");d.setToggleAction(!0);d.setSelectedCallback(function(){return t.isGridEnabled()});d.setEnabled(!1);d=this.addAction("guides",function(){t.graphHandler.guidesEnabled=!t.graphHandler.guidesEnabled;n.fireEvent(new mxEventObject("guidesEnabledChanged"))});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.graphHandler.guidesEnabled}); -d.setEnabled(!1);d=this.addAction("tooltips",function(){t.tooltipHandler.setEnabled(!t.tooltipHandler.isEnabled());n.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.tooltipHandler.isEnabled()});d=this.addAction("collapseExpand",function(){var g=new ChangePageSetup(n);g.ignoreColor=!0;g.ignoreImage=!0;g.foldingEnabled=!t.foldingEnabled;t.model.execute(g)});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.foldingEnabled}); -d.isEnabled=E;d=this.addAction("scrollbars",function(){n.setScrollbars(!n.hasScrollbars())});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.scrollbars});d=this.addAction("pageView",mxUtils.bind(this,function(){n.setPageVisible(!t.pageVisible)}));d.setToggleAction(!0);d.setSelectedCallback(function(){return t.pageVisible});d=this.addAction("connectionArrows",function(){t.connectionArrowsEnabled=!t.connectionArrowsEnabled;n.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, -null,"Alt+Shift+A");d.setToggleAction(!0);d.setSelectedCallback(function(){return t.connectionArrowsEnabled});d=this.addAction("connectionPoints",function(){t.setConnectable(!t.connectionHandler.isEnabled());n.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");d.setToggleAction(!0);d.setSelectedCallback(function(){return t.connectionHandler.isEnabled()});d=this.addAction("copyConnect",function(){t.connectionHandler.setCreateTarget(!t.connectionHandler.isCreateTarget()); -n.fireEvent(new mxEventObject("copyConnectChanged"))});d.setToggleAction(!0);d.setSelectedCallback(function(){return t.connectionHandler.isCreateTarget()});d.isEnabled=E;d=this.addAction("autosave",function(){n.editor.setAutosave(!n.editor.autosave)});d.setToggleAction(!0);d.setSelectedCallback(function(){return n.editor.autosave});d.isEnabled=E;d.visible=!1;this.addAction("help",function(){var g="";mxResources.isLanguageSupported(mxClient.language)&&(g="_"+mxClient.language);t.openLink(RESOURCES_PATH+ -"/help"+g+".html")});var f=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){f||(n.showDialog((new AboutDialog(n)).container,320,280,!0,!0,function(){f=!1}),f=!0)}));d=mxUtils.bind(this,function(g,l,q,z){return this.addAction(g,function(){if(null!=q&&t.cellEditor.isContentEditing())q();else{t.stopEditing(!1);t.getModel().beginUpdate();try{var F=t.getEditableCells(t.getSelectionCells());t.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,l,F);(l&mxConstants.FONT_BOLD)== -mxConstants.FONT_BOLD?t.updateLabelElements(F,function(I){I.style.fontWeight=null;"B"==I.nodeName&&t.replaceElement(I)}):(l&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?t.updateLabelElements(F,function(I){I.style.fontStyle=null;"I"==I.nodeName&&t.replaceElement(I)}):(l&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&t.updateLabelElements(F,function(I){I.style.textDecoration=null;"U"==I.nodeName&&t.replaceElement(I)});for(var C=0;C<F.length;C++)0==t.model.getChildCount(F[C])&&t.autoSizeCell(F[C], -!1)}finally{t.getModel().endUpdate()}}},null,null,z)});d("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");d("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");d("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){n.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", -function(){n.menus.pickColor(mxConstants.STYLE_STROKECOLOR)});this.addAction("fillColor...",function(){n.menus.pickColor(mxConstants.STYLE_FILLCOLOR)});this.addAction("gradientColor...",function(){n.menus.pickColor(mxConstants.STYLE_GRADIENTCOLOR)});this.addAction("backgroundColor...",function(){n.menus.pickColor(mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"backcolor")});this.addAction("borderColor...",function(){n.menus.pickColor(mxConstants.STYLE_LABEL_BORDERCOLOR)});this.addAction("vertical",function(){n.menus.toggleStyle(mxConstants.STYLE_HORIZONTAL, -!0)});this.addAction("shadow",function(){n.menus.toggleStyle(mxConstants.STYLE_SHADOW)});this.addAction("solid",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_DASHED,null),t.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",[null,null],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("dashed",function(){t.getModel().beginUpdate(); -try{t.setCellStyles(mxConstants.STYLE_DASHED,"1"),t.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1",null],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("dotted",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_DASHED,"1"),t.setCellStyles(mxConstants.STYLE_DASH_PATTERN,"1 4"),n.fireEvent(new mxEventObject("styleChanged", -"keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1","1 4"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("sharp",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),t.setCellStyles(mxConstants.STYLE_CURVED,"0"),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","0"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}}); -this.addAction("rounded",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),t.setCellStyles(mxConstants.STYLE_CURVED,"0"),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!t.isSelectionEmpty()&&t.isEnabled()){t.getModel().beginUpdate();try{var g=t.getSelectionCells(),l=t.getCurrentCellStyle(g[0]), -q="1"==mxUtils.getValue(l,mxConstants.STYLE_ROUNDED,"0")?"0":"1";t.setCellStyles(mxConstants.STYLE_ROUNDED,q);t.setCellStyles(mxConstants.STYLE_CURVED,null);n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",[q,"0"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}}});this.addAction("curved",function(){t.getModel().beginUpdate();try{t.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),t.setCellStyles(mxConstants.STYLE_CURVED, -"1"),n.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",t.getSelectionCells()))}finally{t.getModel().endUpdate()}});this.addAction("collapsible",function(){var g=t.view.getState(t.getSelectionCell()),l="1";null!=g&&null!=t.getFoldingImage(g)&&(l="0");t.setCellStyles("collapsible",l);n.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[l],"cells",t.getSelectionCells()))});this.addAction("editStyle...", -mxUtils.bind(this,function(){var g=t.getEditableCells(t.getSelectionCells());if(null!=g&&0<g.length){var l=t.getModel();l=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",l.getStyle(g[0])||"",function(q){null!=q&&t.setCellStyle(mxUtils.trim(q),g)},null,null,400,220);this.editorUi.showDialog(l.container,420,300,!0,!0);l.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){t.isEnabled()&&!t.isSelectionEmpty()&&n.setDefaultStyle(t.getSelectionCell())}, -null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){t.isEnabled()&&n.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var g=t.getSelectionCell();if(null!=g&&t.getModel().isEdge(g)){var l=D.graph.selectionCellsHandler.getHandler(g);if(l instanceof mxEdgeHandler){var q=t.view.translate,z=t.view.scale,F=q.x;q=q.y;g=t.getModel().getParent(g);for(var C=t.getCellGeometry(g);t.getModel().isVertex(g)&&null!=C;)F+=C.x,q+=C.y,g= -t.getModel().getParent(g),C=t.getCellGeometry(g);F=Math.round(t.snap(t.popupMenuHandler.triggerX/z-F));z=Math.round(t.snap(t.popupMenuHandler.triggerY/z-q));l.addPointAt(l.state,F,z)}}});this.addAction("removeWaypoint",function(){var g=n.actions.get("removeWaypoint");null!=g.handler&&g.handler.removePoint(g.handler.state,g.index)});this.addAction("clearWaypoints",function(g,l){g=null!=l?l:g;var q=t.getSelectionCells();if(null!=q){q=t.getEditableCells(t.addAllEdges(q));t.getModel().beginUpdate();try{for(var z= -0;z<q.length;z++){var F=q[z];if(t.getModel().isEdge(F)){var C=t.getCellGeometry(F);null!=l&&mxEvent.isShiftDown(g)?(t.setCellStyles(mxConstants.STYLE_EXIT_X,null,[F]),t.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[F]),t.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[F]),t.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[F])):null!=C&&(C=C.clone(),C.points=null,C.x=0,C.y=0,C.offset=null,t.getModel().setGeometry(F,C))}}}finally{t.getModel().endUpdate()}}},null,null,"Alt+Shift+C");d=this.addAction("subscript", -mxUtils.bind(this,function(){t.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");d=this.addAction("superscript",mxUtils.bind(this,function(){t.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())){var g=mxResources.get("image")+" ("+mxResources.get("url")+"):",l=t.getView().getState(t.getSelectionCell()), -q="",z=null;null!=l&&(q=l.style[mxConstants.STYLE_IMAGE]||q,z=l.style[mxConstants.STYLE_CLIP_PATH]||z);var F=t.cellEditor.saveSelection();n.showImageDialog(g,q,function(C,I,G,Z,ca,ba){if(t.cellEditor.isContentEditing())t.cellEditor.restoreSelection(F),t.insertImage(C,I,G);else{var Y=t.getSelectionCells();if(null!=C&&(0<C.length||0<Y.length)){var O=null;t.getModel().beginUpdate();try{if(0==Y.length){Y=[t.insertVertex(t.getDefaultParent(),null,"",0,0,I,G,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; -var la=t.getCenterInsertPoint(t.getBoundingBoxFromGeometry(Y,!0));Y[0].geometry.x=la.x;Y[0].geometry.y=la.y;null!=Z&&k(Y[0],Z,ca,ba,t);O=Y;t.fireEvent(new mxEventObject("cellsInserted","cells",O))}t.setCellStyles(mxConstants.STYLE_IMAGE,0<C.length?C:null,Y);var aa=t.getCurrentCellStyle(Y[0]);"image"!=aa[mxConstants.STYLE_SHAPE]&&"label"!=aa[mxConstants.STYLE_SHAPE]?t.setCellStyles(mxConstants.STYLE_SHAPE,"image",Y):0==C.length&&t.setCellStyles(mxConstants.STYLE_SHAPE,null,Y);if(1==t.getSelectionCount()&& -null!=I&&null!=G){var ia=Y[0],X=t.getModel().getGeometry(ia);null!=X&&(X=X.clone(),X.width=I,X.height=G,t.getModel().setGeometry(ia,X));null!=Z?k(ia,Z,ca,ba,t):t.setCellStyles(mxConstants.STYLE_CLIP_PATH,null,Y)}}finally{t.getModel().endUpdate()}null!=O&&(t.setSelectionCells(O),t.scrollCellToVisible(O[0]))}}},t.cellEditor.isContentEditing(),!t.cellEditor.isContentEditing(),!0,z)}}).isEnabled=E;this.addAction("crop...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&& -null!=g){var l=t.getCurrentCellStyle(g),q=l[mxConstants.STYLE_IMAGE],z=l[mxConstants.STYLE_SHAPE];q&&"image"==z&&(l=new CropImageDialog(n,q,l[mxConstants.STYLE_CLIP_PATH],function(F,C,I){k(g,F,C,I,t)}),n.showDialog(l.container,300,390,!0,!0))}}).isEnabled=E;d=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(n,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show",mxUtils.bind(this,function(){n.fireEvent(new mxEventObject("layers"))})), -this.layersWindow.window.addListener("hide",function(){n.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),n.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");d.setToggleAction(!0);d.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()}));d=this.addAction("formatPanel",mxUtils.bind(this, -function(){n.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");d.setToggleAction(!0);d.setSelectedCallback(mxUtils.bind(this,function(){return 0<n.formatWidth}));d=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(n,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){n.fireEvent(new mxEventObject("outline"))})),this.outlineWindow.window.addListener("hide",function(){n.fireEvent(new mxEventObject("outline"))}), -this.outlineWindow.window.setVisible(!0),n.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");d.setToggleAction(!0);d.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var g=t.getSelectionCell();if(t.isEnabled()&&!t.isCellLocked(t.getDefaultParent())&&null!=g){var l=new ConnectionPointsDialog(n, -g);n.showDialog(l.container,350,450,!0,!1,function(){l.destroy()});l.init()}}).isEnabled=E};Actions.prototype.addAction=function(b,e,k,n,D){if("..."==b.substring(b.length-3)){b=b.substring(0,b.length-3);var t=mxResources.get(b)+"..."}else t=mxResources.get(b);return this.put(b,new Action(t,e,k,n,D))};Actions.prototype.put=function(b,e){return this.actions[b]=e};Actions.prototype.get=function(b){return this.actions[b]}; -function Action(b,e,k,n,D){mxEventSource.call(this);this.label=b;this.funct=this.createFunction(e);this.enabled=null!=k?k:!0;this.iconCls=n;this.shortcut=D;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(b){return b};Action.prototype.setEnabled=function(b){this.enabled!=b&&(this.enabled=b,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; +Actions.prototype.init=function(){function b(d){p.escape();d=p.deleteCells(p.getDeletableCells(p.getSelectionCells()),d);null!=d&&p.setSelectionCells(d)}function e(){if(!p.isSelectionEmpty()){p.getModel().beginUpdate();try{for(var d=p.getSelectionCells(),f=0;f<d.length;f++)p.cellLabelChanged(d[f],"")}finally{p.getModel().endUpdate()}}}function k(d,f,g,x,z){z.getModel().beginUpdate();try{var u=z.getCellGeometry(d);null!=u&&g&&x&&(g/=x,u=u.clone(),1<g?u.height=u.width/g:u.width=u.height*g,z.getModel().setGeometry(d, +u));z.setCellStyles(mxConstants.STYLE_CLIP_PATH,f,[d]);z.setCellStyles(mxConstants.STYLE_ASPECT,"fixed",[d])}finally{z.getModel().endUpdate()}}var m=this.editorUi,D=m.editor,p=D.graph,E=function(){return Action.prototype.isEnabled.apply(this,arguments)&&p.isEnabled()};this.addAction("new...",function(){p.openLink(m.getUrl())});this.addAction("open...",function(){window.openNew=!0;window.openKey="open";m.openFile()});this.addAction("smartFit",function(){p.popupMenuHandler.hideMenu();var d=p.view.scale, +f=p.view.translate.x,g=p.view.translate.y;m.actions.get("resetView").funct();1E-5>Math.abs(d-p.view.scale)&&f==p.view.translate.x&&g==p.view.translate.y&&m.actions.get(p.pageVisible?"fitPage":"fitWindow").funct()});this.addAction("keyPressEnter",function(){p.isEnabled()&&(p.isSelectionEmpty()?m.actions.get("smartFit").funct():p.startEditingAtCell())});this.addAction("import...",function(){window.openNew=!1;window.openKey="import";window.openFile=new OpenFile(mxUtils.bind(this,function(){m.hideDialog()})); +window.openFile.setConsumer(mxUtils.bind(this,function(d,f){try{var g=mxUtils.parseXml(d);D.graph.setSelectionCells(D.graph.importGraphModel(g.documentElement))}catch(x){mxUtils.alert(mxResources.get("invalidOrMissingFile")+": "+x.message)}}));m.showDialog((new OpenDialog(this)).container,320,220,!0,!0,function(){window.openFile=null})}).isEnabled=E;this.addAction("save",function(){m.saveFile(!1)},null,null,Editor.ctrlKey+"+S").isEnabled=E;this.addAction("saveAs...",function(){m.saveFile(!0)},null, +null,Editor.ctrlKey+"+Shift+S").isEnabled=E;this.addAction("export...",function(){m.showDialog((new ExportDialog(m)).container,300,340,!0,!0)});this.addAction("editDiagram...",function(){var d=new EditDiagramDialog(m);m.showDialog(d.container,620,420,!0,!1);d.init()});this.addAction("pageSetup...",function(){m.showDialog((new PageSetupDialog(m)).container,320,240,!0,!0)}).isEnabled=E;this.addAction("print...",function(){m.showDialog((new PrintDialog(m)).container,300,180,!0,!0)},null,"sprite-print", +Editor.ctrlKey+"+P");this.addAction("preview",function(){mxUtils.show(p,null,10,10)});this.addAction("undo",function(){m.undo()},null,"sprite-undo",Editor.ctrlKey+"+Z");this.addAction("redo",function(){m.redo()},null,"sprite-redo",mxClient.IS_WIN?Editor.ctrlKey+"+Y":Editor.ctrlKey+"+Shift+Z");this.addAction("cut",function(){var d=null;try{d=m.copyXml(),null!=d&&p.removeCells(d,!1)}catch(f){}null==d&&mxClipboard.cut(p)},null,"sprite-cut",Editor.ctrlKey+"+X");this.addAction("copy",function(){try{m.copyXml()}catch(d){}try{mxClipboard.copy(p)}catch(d){m.handleError(d)}}, +null,"sprite-copy",Editor.ctrlKey+"+C");this.addAction("paste",function(){if(p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())){var d=!1;try{Editor.enableNativeCipboard&&(m.readGraphModelFromClipboard(function(f){if(null!=f){p.getModel().beginUpdate();try{m.pasteXml(f,!0)}finally{p.getModel().endUpdate()}}else mxClipboard.paste(p)}),d=!0)}catch(f){}d||mxClipboard.paste(p)}},!1,"sprite-paste",Editor.ctrlKey+"+V");this.addAction("pasteHere",function(d){function f(x){if(null!=x){for(var z=!0,u=0;u< +x.length&&z;u++)z=z&&p.model.isEdge(x[u]);var H=p.view.translate;u=p.view.scale;var L=H.x,C=H.y;H=null;if(1==x.length&&z){var G=p.getCellGeometry(x[0]);null!=G&&(H=G.getTerminalPoint(!0))}H=null!=H?H:p.getBoundingBoxFromGeometry(x,z);null!=H&&(z=Math.round(p.snap(p.popupMenuHandler.triggerX/u-L)),u=Math.round(p.snap(p.popupMenuHandler.triggerY/u-C)),p.cellsMoved(x,z-H.x,u-H.y))}}function g(){p.getModel().beginUpdate();try{f(mxClipboard.paste(p))}finally{p.getModel().endUpdate()}}if(p.isEnabled()&& +!p.isCellLocked(p.getDefaultParent())){d=!1;try{Editor.enableNativeCipboard&&(m.readGraphModelFromClipboard(function(x){if(null!=x){p.getModel().beginUpdate();try{f(m.pasteXml(x,!0))}finally{p.getModel().endUpdate()}}else g()}),d=!0)}catch(x){}d||g()}});this.addAction("copySize",function(){var d=p.getSelectionCell();p.isEnabled()&&null!=d&&p.getModel().isVertex(d)&&(d=p.getCellGeometry(d),null!=d&&(m.copiedSize=new mxRectangle(d.x,d.y,d.width,d.height)))},null,null,"Alt+Shift+X");this.addAction("pasteSize", +function(){if(p.isEnabled()&&!p.isSelectionEmpty()&&null!=m.copiedSize){p.getModel().beginUpdate();try{for(var d=p.getResizableCells(p.getSelectionCells()),f=0;f<d.length;f++)if(p.getModel().isVertex(d[f])){var g=p.getCellGeometry(d[f]);null!=g&&(g=g.clone(),g.width=m.copiedSize.width,g.height=m.copiedSize.height,p.getModel().setGeometry(d[f],g))}}finally{p.getModel().endUpdate()}}},null,null,"Alt+Shift+V");this.addAction("copyData",function(){var d=p.getSelectionCell()||p.getModel().getRoot();p.isEnabled()&& +null!=d&&(d=d.cloneValue(),null==d||isNaN(d.nodeType)||(m.copiedValue=d))},null,null,"Alt+Shift+B");this.addAction("pasteData",function(d,f){function g(u,H){var L=x.getValue(u);H=u.cloneValue(H);H.removeAttribute("placeholders");null==L||isNaN(L.nodeType)||H.setAttribute("placeholders",L.getAttribute("placeholders"));null!=d&&mxEvent.isShiftDown(d)||H.setAttribute("label",p.convertValueToString(u));x.setValue(u,H)}d=null!=f?f:d;var x=p.getModel();if(p.isEnabled()&&!p.isSelectionEmpty()&&null!=m.copiedValue){x.beginUpdate(); +try{var z=p.getEditableCells(p.getSelectionCells());if(0==z.length)g(x.getRoot(),m.copiedValue);else for(f=0;f<z.length;f++)g(z[f],m.copiedValue)}finally{x.endUpdate()}}},null,null,"Alt+Shift+E");this.addAction("delete",function(d,f){d=null!=f?f:d;null!=d&&mxEvent.isShiftDown(d)?e():b(null!=d&&(mxEvent.isControlDown(d)||mxEvent.isMetaDown(d)||mxEvent.isAltDown(d)))},null,null,"Delete");this.addAction("deleteAll",function(){b(!0)});this.addAction("deleteLabels",function(){e()},null,null,Editor.ctrlKey+ +"+Delete");this.addAction("duplicate",function(){try{p.setSelectionCells(p.duplicateCells()),p.scrollCellToVisible(p.getSelectionCell())}catch(d){m.handleError(d)}},null,null,Editor.ctrlKey+"+D");this.put("mergeCells",new Action(mxResources.get("merge"),function(){var d=m.getSelectionState();if(null!=d.mergeCell){p.getModel().beginUpdate();try{p.setCellStyles("rowspan",d.rowspan,[d.mergeCell]),p.setCellStyles("colspan",d.colspan,[d.mergeCell])}finally{p.getModel().endUpdate()}}}));this.put("unmergeCells", +new Action(mxResources.get("unmerge"),function(){var d=m.getSelectionState();if(0<d.cells.length){p.getModel().beginUpdate();try{p.setCellStyles("rowspan",null,d.cells),p.setCellStyles("colspan",null,d.cells)}finally{p.getModel().endUpdate()}}}));this.put("turn",new Action(mxResources.get("turn")+" / "+mxResources.get("reverse"),function(d,f){d=null!=f?f:d;p.turnShapes(p.getResizableCells(p.getSelectionCells()),null!=d?mxEvent.isShiftDown(d):!1)},null,null,mxClient.IS_SF?null:Editor.ctrlKey+"+R")); +this.put("selectConnections",new Action(mxResources.get("selectEdges"),function(d){d=p.getSelectionCell();p.isEnabled()&&null!=d&&p.addSelectionCells(p.getEdges(d))}));this.addAction("selectVertices",function(){p.selectVertices(null,!0)},null,null,Editor.ctrlKey+"+Shift+I");this.addAction("selectEdges",function(){p.selectEdges()},null,null,Editor.ctrlKey+"+Shift+E");this.addAction("selectAll",function(){p.selectAll(null,!0)},null,null,Editor.ctrlKey+"+A");this.addAction("selectNone",function(){p.clearSelection()}, +null,null,Editor.ctrlKey+"+Shift+A");this.addAction("lockUnlock",function(){if(!p.isSelectionEmpty()){p.getModel().beginUpdate();try{var d=p.getSelectionCells(),f=p.getCurrentCellStyle(p.getSelectionCell()),g=1==mxUtils.getValue(f,mxConstants.STYLE_EDITABLE,1)?0:1;p.setCellStyles(mxConstants.STYLE_MOVABLE,g,d);p.setCellStyles(mxConstants.STYLE_RESIZABLE,g,d);p.setCellStyles(mxConstants.STYLE_ROTATABLE,g,d);p.setCellStyles(mxConstants.STYLE_DELETABLE,g,d);p.setCellStyles(mxConstants.STYLE_EDITABLE, +g,d);p.setCellStyles("connectable",g,d)}finally{p.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+L");this.addAction("home",function(){p.home()},null,null,"Shift+Home");this.addAction("exitGroup",function(){p.exitGroup()},null,null,Editor.ctrlKey+"+Shift+Home");this.addAction("enterGroup",function(){p.enterGroup()},null,null,Editor.ctrlKey+"+Shift+End");this.addAction("collapse",function(){p.foldCells(!0)},null,null,Editor.ctrlKey+"+Home");this.addAction("expand",function(){p.foldCells(!1)}, +null,null,Editor.ctrlKey+"+End");this.addAction("toFront",function(){p.orderCells(!1)},null,null,Editor.ctrlKey+"+Shift+F");this.addAction("toBack",function(){p.orderCells(!0)},null,null,Editor.ctrlKey+"+Shift+B");this.addAction("bringForward",function(d){p.orderCells(!1,null,!0)});this.addAction("sendBackward",function(d){p.orderCells(!0,null,!0)});this.addAction("group",function(){if(p.isEnabled()){var d=mxUtils.sortCells(p.getSelectionCells(),!0);1!=d.length||p.isTable(d[0])||p.isTableRow(d[0])? +(d=p.getCellsForGroup(d),1<d.length&&p.setSelectionCell(p.groupCells(null,0,d))):p.setCellStyles("container","1")}},null,null,Editor.ctrlKey+"+G");this.addAction("ungroup",function(){if(p.isEnabled()){var d=p.getEditableCells(p.getSelectionCells());p.model.beginUpdate();try{var f=p.ungroupCells();if(null!=d)for(var g=0;g<d.length;g++)p.model.contains(d[g])&&(0==p.model.getChildCount(d[g])&&p.model.isVertex(d[g])&&p.setCellStyles("container","0",[d[g]]),f.push(d[g]))}finally{p.model.endUpdate()}0< +f.length&&p.setSelectionCells(f)}},null,null,Editor.ctrlKey+"+Shift+U");this.addAction("removeFromGroup",function(){if(p.isEnabled()){var d=p.getSelectionCells();if(null!=d){for(var f=[],g=0;g<d.length;g++)p.isTableRow(d[g])||p.isTableCell(d[g])||f.push(d[g]);p.removeCellsFromParent(f)}}});this.addAction("edit",function(){p.isEnabled()&&p.startEditingAtCell()},null,null,"F2/Enter");this.addAction("editData...",function(){var d=p.getSelectionCell()||p.getModel().getRoot();m.showDataDialog(d)},null, +null,Editor.ctrlKey+"+M");this.addAction("editTooltip...",function(){var d=p.getSelectionCell();if(p.isEnabled()&&null!=d&&p.isCellEditable(d)){var f="";if(mxUtils.isNode(d.value)){var g=null;Graph.translateDiagram&&null!=Graph.diagramLanguage&&d.value.hasAttribute("tooltip_"+Graph.diagramLanguage)&&(g=d.value.getAttribute("tooltip_"+Graph.diagramLanguage));null==g&&(g=d.value.getAttribute("tooltip"));null!=g&&(f=g)}f=new TextareaDialog(m,mxResources.get("editTooltip")+":",f,function(x){p.setTooltipForCell(d, +x)});m.showDialog(f.container,320,200,!0,!0);f.init()}},null,null,"Alt+Shift+T");this.addAction("openLink",function(){var d=p.getLinkForCell(p.getSelectionCell());null!=d&&p.openLink(d)});this.addAction("editLink...",function(){var d=p.getSelectionCell();if(p.isEnabled()&&null!=d&&p.isCellEditable(d)){var f=p.getLinkForCell(d)||"";m.showLinkDialog(f,mxResources.get("apply"),function(g,x,z){g=mxUtils.trim(g);p.setLinkForCell(d,0<g.length?g:null);p.setAttributeForCell(d,"linkTarget",z)},!0,p.getLinkTargetForCell(d))}}, +null,null,"Alt+Shift+L");this.put("insertImage",new Action(mxResources.get("image")+"...",function(){p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())&&(p.clearSelection(),m.actions.get("image").funct())})).isEnabled=E;this.put("insertLink",new Action(mxResources.get("link")+"...",function(){p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())&&m.showLinkDialog("",mxResources.get("insert"),function(d,f,g){d=mxUtils.trim(d);if(0<d.length){var x=null,z=p.getLinkTitle(d);null!=f&&0<f.length&&(x=f[0].iconUrl, +z=f[0].name||f[0].type,z=z.charAt(0).toUpperCase()+z.substring(1),30<z.length&&(z=z.substring(0,30)+"..."));f=new mxCell(z,new mxGeometry(0,0,100,40),"fontColor=#0000EE;fontStyle=4;rounded=1;overflow=hidden;"+(null!=x?"shape=label;imageWidth=16;imageHeight=16;spacingLeft=26;align=left;image="+x:"spacing=10;"));f.vertex=!0;x=p.getCenterInsertPoint(p.getBoundingBoxFromGeometry([f],!0));f.geometry.x=x.x;f.geometry.y=x.y;p.setAttributeForCell(f,"linkTarget",g);p.setLinkForCell(f,d);p.cellSizeUpdated(f, +!0);p.getModel().beginUpdate();try{f=p.addCell(f),p.fireEvent(new mxEventObject("cellsInserted","cells",[f]))}finally{p.getModel().endUpdate()}p.setSelectionCell(f);p.scrollCellToVisible(p.getSelectionCell())}},!0)})).isEnabled=E;this.addAction("link...",mxUtils.bind(this,function(){if(p.isEnabled())if(p.cellEditor.isContentEditing()){var d=p.getSelectedElement(),f=p.getParentByName(d,"A",p.cellEditor.textarea),g="";if(null==f&&null!=d&&null!=d.getElementsByTagName)for(var x=d.getElementsByTagName("a"), +z=0;z<x.length&&null==f;z++)x[z].textContent==d.textContent&&(f=x[z]);null!=f&&"A"==f.nodeName&&(g=f.getAttribute("href")||"",p.selectNode(f));var u=p.cellEditor.saveSelection();m.showLinkDialog(g,mxResources.get("apply"),mxUtils.bind(this,function(H){p.cellEditor.restoreSelection(u);null!=H&&p.insertLink(H)}))}else p.isSelectionEmpty()?this.get("insertLink").funct():this.get("editLink").funct()})).isEnabled=E;this.addAction("autosize",function(){var d=p.getSelectionCells();if(null!=d){p.getModel().beginUpdate(); +try{for(var f=0;f<d.length;f++){var g=d[f];0<p.getModel().getChildCount(g)?p.updateGroupBounds([g],0,!0):p.updateCellSize(g)}}finally{p.getModel().endUpdate()}}},null,null,Editor.ctrlKey+"+Shift+Y");this.addAction("snapToGrid",function(){p.snapCellsToGrid(p.getSelectionCells(),p.gridSize)});this.addAction("formattedText",function(){p.stopEditing();var d=p.getCommonStyle(p.getSelectionCells());d="1"==mxUtils.getValue(d,"html","0")?null:"1";p.getModel().beginUpdate();try{for(var f=p.getEditableCells(p.getSelectionCells()), +g=0;g<f.length;g++)if(state=p.getView().getState(f[g]),null!=state){var x=mxUtils.getValue(state.style,"html","0");if("1"==x&&null==d){var z=p.convertValueToString(state.cell);"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(z=z.replace(/\n/g,"").replace(/<br\s*.?>/g,"\n"));var u=document.createElement("div");u.innerHTML=p.sanitizeHtml(z);z=mxUtils.extractTextWithWhitespace(u.childNodes);p.cellLabelChanged(state.cell,z);p.setCellStyles("html",d,[f[g]])}else"0"==x&&"1"==d&&(z=mxUtils.htmlEntities(p.convertValueToString(state.cell), +!1),"0"!=mxUtils.getValue(state.style,"nl2Br","1")&&(z=z.replace(/\n/g,"<br/>")),p.cellLabelChanged(state.cell,p.sanitizeHtml(z)),p.setCellStyles("html",d,[f[g]]))}m.fireEvent(new mxEventObject("styleChanged","keys",["html"],"values",[null!=d?d:"0"],"cells",f))}finally{p.getModel().endUpdate()}});this.addAction("wordWrap",function(){var d=p.getView().getState(p.getSelectionCell()),f="wrap";p.stopEditing();null!=d&&"wrap"==d.style[mxConstants.STYLE_WHITE_SPACE]&&(f=null);p.setCellStyles(mxConstants.STYLE_WHITE_SPACE, +f)});this.addAction("rotation",function(){var d="0",f=p.getView().getState(p.getSelectionCell());null!=f&&(d=f.style[mxConstants.STYLE_ROTATION]||d);d=new FilenameDialog(m,d,mxResources.get("apply"),function(g){null!=g&&0<g.length&&p.setCellStyles(mxConstants.STYLE_ROTATION,g)},mxResources.get("enterValue")+" ("+mxResources.get("rotation")+" 0-360)");m.showDialog(d.container,375,80,!0,!0);d.init()});this.addAction("resetView",function(){p.zoomTo(1);m.resetScrollbars()},null,null,"Enter/Home");this.addAction("zoomIn", +function(d){p.isFastZoomEnabled()?p.lazyZoom(!0,!0,m.buttonZoomDelay):p.zoomIn()},null,null,Editor.ctrlKey+" + (Numpad) / Alt+Mousewheel");this.addAction("zoomOut",function(d){p.isFastZoomEnabled()?p.lazyZoom(!1,!0,m.buttonZoomDelay):p.zoomOut()},null,null,Editor.ctrlKey+" - (Numpad) / Alt+Mousewheel");this.addAction("fitWindow",function(){var d=p.isSelectionEmpty()?p.getGraphBounds():p.getBoundingBox(p.getSelectionCells()),f=p.view.translate,g=p.view.scale;d.x=d.x/g-f.x;d.y=d.y/g-f.y;d.width/=g; +d.height/=g;null!=p.backgroundImage&&(d=mxRectangle.fromRectangle(d),d.add(new mxRectangle(0,0,p.backgroundImage.width,p.backgroundImage.height)));0==d.width||0==d.height?(p.zoomTo(1),m.resetScrollbars()):(f=Editor.fitWindowBorders,null!=f&&(d.x-=f.x,d.y-=f.y,d.width+=f.width+f.x,d.height+=f.height+f.y),p.fitWindow(d))},null,null,Editor.ctrlKey+"+Shift+H");this.addAction("fitPage",mxUtils.bind(this,function(){p.pageVisible||this.get("pageView").funct();var d=p.pageFormat,f=p.pageScale;p.zoomTo(Math.floor(20* +Math.min((p.container.clientWidth-10)/d.width/f,(p.container.clientHeight-10)/d.height/f))/20);mxUtils.hasScrollbars(p.container)&&(d=p.getPagePadding(),p.container.scrollTop=d.y*p.view.scale-1,p.container.scrollLeft=Math.min(d.x*p.view.scale,(p.container.scrollWidth-p.container.clientWidth)/2)-1)}),null,null,Editor.ctrlKey+"+J");this.addAction("fitTwoPages",mxUtils.bind(this,function(){p.pageVisible||this.get("pageView").funct();var d=p.pageFormat,f=p.pageScale;p.zoomTo(Math.floor(20*Math.min((p.container.clientWidth- +10)/(2*d.width)/f,(p.container.clientHeight-10)/d.height/f))/20);mxUtils.hasScrollbars(p.container)&&(d=p.getPagePadding(),p.container.scrollTop=Math.min(d.y,(p.container.scrollHeight-p.container.clientHeight)/2),p.container.scrollLeft=Math.min(d.x,(p.container.scrollWidth-p.container.clientWidth)/2))}),null,null,Editor.ctrlKey+"+Shift+J");this.addAction("fitPageWidth",mxUtils.bind(this,function(){p.pageVisible||this.get("pageView").funct();p.zoomTo(Math.floor(20*(p.container.clientWidth-10)/p.pageFormat.width/ +p.pageScale)/20);if(mxUtils.hasScrollbars(p.container)){var d=p.getPagePadding();p.container.scrollLeft=Math.min(d.x*p.view.scale,(p.container.scrollWidth-p.container.clientWidth)/2)}}));this.put("customZoom",new Action(mxResources.get("custom")+"...",mxUtils.bind(this,function(){var d=new FilenameDialog(this.editorUi,parseInt(100*p.getView().getScale()),mxResources.get("apply"),mxUtils.bind(this,function(f){f=parseInt(f);!isNaN(f)&&0<f&&p.zoomTo(f/100)}),mxResources.get("zoom")+" (%)");this.editorUi.showDialog(d.container, +300,80,!0,!0);d.init()}),null,null,Editor.ctrlKey+"+0"));this.addAction("pageScale...",mxUtils.bind(this,function(){var d=new FilenameDialog(this.editorUi,parseInt(100*p.pageScale),mxResources.get("apply"),mxUtils.bind(this,function(f){f=parseInt(f);!isNaN(f)&&0<f&&(f=new ChangePageSetup(m,null,null,null,f/100),f.ignoreColor=!0,f.ignoreImage=!0,p.model.execute(f))}),mxResources.get("pageScale")+" (%)");this.editorUi.showDialog(d.container,300,80,!0,!0);d.init()}));var K=null;K=this.addAction("grid", +function(){p.setGridEnabled(!p.isGridEnabled());p.defaultGridEnabled=p.isGridEnabled();m.fireEvent(new mxEventObject("gridEnabledChanged"))},null,null,Editor.ctrlKey+"+Shift+G");K.setToggleAction(!0);K.setSelectedCallback(function(){return p.isGridEnabled()});K.setEnabled(!1);K=this.addAction("guides",function(){p.graphHandler.guidesEnabled=!p.graphHandler.guidesEnabled;m.fireEvent(new mxEventObject("guidesEnabledChanged"))});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.graphHandler.guidesEnabled}); +K.setEnabled(!1);K=this.addAction("tooltips",function(){p.tooltipHandler.setEnabled(!p.tooltipHandler.isEnabled());m.fireEvent(new mxEventObject("tooltipsEnabledChanged"))});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.tooltipHandler.isEnabled()});K=this.addAction("collapseExpand",function(){var d=new ChangePageSetup(m);d.ignoreColor=!0;d.ignoreImage=!0;d.foldingEnabled=!p.foldingEnabled;p.model.execute(d)});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.foldingEnabled}); +K.isEnabled=E;K=this.addAction("scrollbars",function(){m.setScrollbars(!m.hasScrollbars())});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.scrollbars});K=this.addAction("pageView",mxUtils.bind(this,function(){m.setPageVisible(!p.pageVisible)}));K.setToggleAction(!0);K.setSelectedCallback(function(){return p.pageVisible});K=this.addAction("connectionArrows",function(){p.connectionArrowsEnabled=!p.connectionArrowsEnabled;m.fireEvent(new mxEventObject("connectionArrowsChanged"))},null, +null,"Alt+Shift+A");K.setToggleAction(!0);K.setSelectedCallback(function(){return p.connectionArrowsEnabled});K=this.addAction("connectionPoints",function(){p.setConnectable(!p.connectionHandler.isEnabled());m.fireEvent(new mxEventObject("connectionPointsChanged"))},null,null,"Alt+Shift+P");K.setToggleAction(!0);K.setSelectedCallback(function(){return p.connectionHandler.isEnabled()});K=this.addAction("copyConnect",function(){p.connectionHandler.setCreateTarget(!p.connectionHandler.isCreateTarget()); +m.fireEvent(new mxEventObject("copyConnectChanged"))});K.setToggleAction(!0);K.setSelectedCallback(function(){return p.connectionHandler.isCreateTarget()});K.isEnabled=E;K=this.addAction("autosave",function(){m.editor.setAutosave(!m.editor.autosave)});K.setToggleAction(!0);K.setSelectedCallback(function(){return m.editor.autosave});K.isEnabled=E;K.visible=!1;this.addAction("help",function(){var d="";mxResources.isLanguageSupported(mxClient.language)&&(d="_"+mxClient.language);p.openLink(RESOURCES_PATH+ +"/help"+d+".html")});var Q=!1;this.put("about",new Action(mxResources.get("about")+" Graph Editor...",function(){Q||(m.showDialog((new AboutDialog(m)).container,320,280,!0,!0,function(){Q=!1}),Q=!0)}));K=mxUtils.bind(this,function(d,f,g,x){return this.addAction(d,function(){if(null!=g&&p.cellEditor.isContentEditing())g();else{p.stopEditing(!1);p.getModel().beginUpdate();try{var z=p.getEditableCells(p.getSelectionCells());p.toggleCellStyleFlags(mxConstants.STYLE_FONTSTYLE,f,z);(f&mxConstants.FONT_BOLD)== +mxConstants.FONT_BOLD?p.updateLabelElements(z,function(H){H.style.fontWeight=null;"B"==H.nodeName&&p.replaceElement(H)}):(f&mxConstants.FONT_ITALIC)==mxConstants.FONT_ITALIC?p.updateLabelElements(z,function(H){H.style.fontStyle=null;"I"==H.nodeName&&p.replaceElement(H)}):(f&mxConstants.FONT_UNDERLINE)==mxConstants.FONT_UNDERLINE&&p.updateLabelElements(z,function(H){H.style.textDecoration=null;"U"==H.nodeName&&p.replaceElement(H)});for(var u=0;u<z.length;u++)0==p.model.getChildCount(z[u])&&p.autoSizeCell(z[u], +!1)}finally{p.getModel().endUpdate()}}},null,null,x)});K("bold",mxConstants.FONT_BOLD,function(){document.execCommand("bold",!1,null)},Editor.ctrlKey+"+B");K("italic",mxConstants.FONT_ITALIC,function(){document.execCommand("italic",!1,null)},Editor.ctrlKey+"+I");K("underline",mxConstants.FONT_UNDERLINE,function(){document.execCommand("underline",!1,null)},Editor.ctrlKey+"+U");this.addAction("fontColor...",function(){m.menus.pickColor(mxConstants.STYLE_FONTCOLOR,"forecolor","000000")});this.addAction("strokeColor...", +function(){m.menus.pickColor(mxConstants.STYLE_STROKECOLOR)});this.addAction("fillColor...",function(){m.menus.pickColor(mxConstants.STYLE_FILLCOLOR)});this.addAction("gradientColor...",function(){m.menus.pickColor(mxConstants.STYLE_GRADIENTCOLOR)});this.addAction("backgroundColor...",function(){m.menus.pickColor(mxConstants.STYLE_LABEL_BACKGROUNDCOLOR,"backcolor")});this.addAction("borderColor...",function(){m.menus.pickColor(mxConstants.STYLE_LABEL_BORDERCOLOR)});this.addAction("vertical",function(){m.menus.toggleStyle(mxConstants.STYLE_HORIZONTAL, +!0)});this.addAction("shadow",function(){m.menus.toggleStyle(mxConstants.STYLE_SHADOW)});this.addAction("solid",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_DASHED,null),p.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",[null,null],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("dashed",function(){p.getModel().beginUpdate(); +try{p.setCellStyles(mxConstants.STYLE_DASHED,"1"),p.setCellStyles(mxConstants.STYLE_DASH_PATTERN,null),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1",null],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("dotted",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_DASHED,"1"),p.setCellStyles(mxConstants.STYLE_DASH_PATTERN,"1 4"),m.fireEvent(new mxEventObject("styleChanged", +"keys",[mxConstants.STYLE_DASHED,mxConstants.STYLE_DASH_PATTERN],"values",["1","1 4"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("sharp",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),p.setCellStyles(mxConstants.STYLE_CURVED,"0"),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","0"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}}); +this.addAction("rounded",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_ROUNDED,"1"),p.setCellStyles(mxConstants.STYLE_CURVED,"0"),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["1","0"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("toggleRounded",function(){if(!p.isSelectionEmpty()&&p.isEnabled()){p.getModel().beginUpdate();try{var d=p.getSelectionCells(),f=p.getCurrentCellStyle(d[0]), +g="1"==mxUtils.getValue(f,mxConstants.STYLE_ROUNDED,"0")?"0":"1";p.setCellStyles(mxConstants.STYLE_ROUNDED,g);p.setCellStyles(mxConstants.STYLE_CURVED,null);m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",[g,"0"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}}});this.addAction("curved",function(){p.getModel().beginUpdate();try{p.setCellStyles(mxConstants.STYLE_ROUNDED,"0"),p.setCellStyles(mxConstants.STYLE_CURVED, +"1"),m.fireEvent(new mxEventObject("styleChanged","keys",[mxConstants.STYLE_ROUNDED,mxConstants.STYLE_CURVED],"values",["0","1"],"cells",p.getSelectionCells()))}finally{p.getModel().endUpdate()}});this.addAction("collapsible",function(){var d=p.view.getState(p.getSelectionCell()),f="1";null!=d&&null!=p.getFoldingImage(d)&&(f="0");p.setCellStyles("collapsible",f);m.fireEvent(new mxEventObject("styleChanged","keys",["collapsible"],"values",[f],"cells",p.getSelectionCells()))});this.addAction("editStyle...", +mxUtils.bind(this,function(){var d=p.getEditableCells(p.getSelectionCells());if(null!=d&&0<d.length){var f=p.getModel();f=new TextareaDialog(this.editorUi,mxResources.get("editStyle")+":",f.getStyle(d[0])||"",function(g){null!=g&&p.setCellStyle(mxUtils.trim(g),d)},null,null,400,220);this.editorUi.showDialog(f.container,420,300,!0,!0);f.init()}}),null,null,Editor.ctrlKey+"+E");this.addAction("setAsDefaultStyle",function(){p.isEnabled()&&!p.isSelectionEmpty()&&m.setDefaultStyle(p.getSelectionCell())}, +null,null,Editor.ctrlKey+"+Shift+D");this.addAction("clearDefaultStyle",function(){p.isEnabled()&&m.clearDefaultStyle()},null,null,Editor.ctrlKey+"+Shift+R");this.addAction("addWaypoint",function(){var d=p.getSelectionCell();if(null!=d&&p.getModel().isEdge(d)){var f=D.graph.selectionCellsHandler.getHandler(d);if(f instanceof mxEdgeHandler){var g=p.view.translate,x=p.view.scale,z=g.x;g=g.y;d=p.getModel().getParent(d);for(var u=p.getCellGeometry(d);p.getModel().isVertex(d)&&null!=u;)z+=u.x,g+=u.y,d= +p.getModel().getParent(d),u=p.getCellGeometry(d);z=Math.round(p.snap(p.popupMenuHandler.triggerX/x-z));x=Math.round(p.snap(p.popupMenuHandler.triggerY/x-g));f.addPointAt(f.state,z,x)}}});this.addAction("removeWaypoint",function(){var d=m.actions.get("removeWaypoint");null!=d.handler&&d.handler.removePoint(d.handler.state,d.index)});this.addAction("clearWaypoints",function(d,f){d=null!=f?f:d;var g=p.getSelectionCells();if(null!=g){g=p.getEditableCells(p.addAllEdges(g));p.getModel().beginUpdate();try{for(var x= +0;x<g.length;x++){var z=g[x];if(p.getModel().isEdge(z)){var u=p.getCellGeometry(z);null!=f&&mxEvent.isShiftDown(d)?(p.setCellStyles(mxConstants.STYLE_EXIT_X,null,[z]),p.setCellStyles(mxConstants.STYLE_EXIT_Y,null,[z]),p.setCellStyles(mxConstants.STYLE_ENTRY_X,null,[z]),p.setCellStyles(mxConstants.STYLE_ENTRY_Y,null,[z])):null!=u&&(u=u.clone(),u.points=null,u.x=0,u.y=0,u.offset=null,p.getModel().setGeometry(z,u))}}}finally{p.getModel().endUpdate()}}},null,null,"Alt+Shift+C");K=this.addAction("subscript", +mxUtils.bind(this,function(){p.cellEditor.isContentEditing()&&document.execCommand("subscript",!1,null)}),null,null,Editor.ctrlKey+"+,");K=this.addAction("superscript",mxUtils.bind(this,function(){p.cellEditor.isContentEditing()&&document.execCommand("superscript",!1,null)}),null,null,Editor.ctrlKey+"+.");this.addAction("image...",function(){if(p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())){var d=mxResources.get("image")+" ("+mxResources.get("url")+"):",f=p.getView().getState(p.getSelectionCell()), +g="",x=null;null!=f&&(g=f.style[mxConstants.STYLE_IMAGE]||g,x=f.style[mxConstants.STYLE_CLIP_PATH]||x);var z=p.cellEditor.saveSelection();m.showImageDialog(d,g,function(u,H,L,C,G,V){if(p.cellEditor.isContentEditing())p.cellEditor.restoreSelection(z),p.insertImage(u,H,L);else{var U=p.getSelectionCells();if(null!=u&&(0<u.length||0<U.length)){var Y=null;p.getModel().beginUpdate();try{if(0==U.length){U=[p.insertVertex(p.getDefaultParent(),null,"",0,0,H,L,"shape=image;imageAspect=0;aspect=fixed;verticalLabelPosition=bottom;verticalAlign=top;")]; +var O=p.getCenterInsertPoint(p.getBoundingBoxFromGeometry(U,!0));U[0].geometry.x=O.x;U[0].geometry.y=O.y;null!=C&&k(U[0],C,G,V,p);Y=U;p.fireEvent(new mxEventObject("cellsInserted","cells",Y))}p.setCellStyles(mxConstants.STYLE_IMAGE,0<u.length?u:null,U);var qa=p.getCurrentCellStyle(U[0]);"image"!=qa[mxConstants.STYLE_SHAPE]&&"label"!=qa[mxConstants.STYLE_SHAPE]?p.setCellStyles(mxConstants.STYLE_SHAPE,"image",U):0==u.length&&p.setCellStyles(mxConstants.STYLE_SHAPE,null,U);null==C&&p.setCellStyles(mxConstants.STYLE_CLIP_PATH, +null,U);if(null!=H&&null!=L)for(u=0;u<U.length;u++){var oa=U[u];if("0"!=p.getCurrentCellStyle(oa).expand){var aa=p.getModel().getGeometry(oa);null!=aa&&(aa=aa.clone(),aa.width=H,aa.height=L,p.getModel().setGeometry(oa,aa))}null!=C&&k(oa,C,G,V,p)}}finally{p.getModel().endUpdate()}null!=Y&&(p.setSelectionCells(Y),p.scrollCellToVisible(Y[0]))}}},p.cellEditor.isContentEditing(),!p.cellEditor.isContentEditing(),!0,x)}}).isEnabled=E;this.addAction("crop...",function(){var d=p.getSelectionCell();if(p.isEnabled()&& +!p.isCellLocked(p.getDefaultParent())&&null!=d){var f=p.getCurrentCellStyle(d),g=f[mxConstants.STYLE_IMAGE],x=f[mxConstants.STYLE_SHAPE];g&&"image"==x&&(f=new CropImageDialog(m,g,f[mxConstants.STYLE_CLIP_PATH],function(z,u,H){k(d,z,u,H,p)}),m.showDialog(f.container,300,390,!0,!0))}}).isEnabled=E;K=this.addAction("layers",mxUtils.bind(this,function(){null==this.layersWindow?(this.layersWindow=new LayersWindow(m,document.body.offsetWidth-280,120,212,200),this.layersWindow.window.addListener("show", +mxUtils.bind(this,function(){m.fireEvent(new mxEventObject("layers"))})),this.layersWindow.window.addListener("hide",function(){m.fireEvent(new mxEventObject("layers"))}),this.layersWindow.window.setVisible(!0),m.fireEvent(new mxEventObject("layers")),this.layersWindow.init()):this.layersWindow.window.setVisible(!this.layersWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+L");K.setToggleAction(!0);K.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.layersWindow&&this.layersWindow.window.isVisible()})); +K=this.addAction("formatPanel",mxUtils.bind(this,function(){m.toggleFormatPanel()}),null,null,Editor.ctrlKey+"+Shift+P");K.setToggleAction(!0);K.setSelectedCallback(mxUtils.bind(this,function(){return 0<m.formatWidth}));K=this.addAction("outline",mxUtils.bind(this,function(){null==this.outlineWindow?(this.outlineWindow=new OutlineWindow(m,document.body.offsetWidth-260,100,180,180),this.outlineWindow.window.addListener("show",mxUtils.bind(this,function(){m.fireEvent(new mxEventObject("outline"))})), +this.outlineWindow.window.addListener("hide",function(){m.fireEvent(new mxEventObject("outline"))}),this.outlineWindow.window.setVisible(!0),m.fireEvent(new mxEventObject("outline"))):this.outlineWindow.window.setVisible(!this.outlineWindow.window.isVisible())}),null,null,Editor.ctrlKey+"+Shift+O");K.setToggleAction(!0);K.setSelectedCallback(mxUtils.bind(this,function(){return null!=this.outlineWindow&&this.outlineWindow.window.isVisible()}));this.addAction("editConnectionPoints...",function(){var d= +p.getSelectionCell();if(p.isEnabled()&&!p.isCellLocked(p.getDefaultParent())&&null!=d){var f=new ConnectionPointsDialog(m,d);m.showDialog(f.container,350,450,!0,!1,function(){f.destroy()});f.init()}}).isEnabled=E};Actions.prototype.addAction=function(b,e,k,m,D){if("..."==b.substring(b.length-3)){b=b.substring(0,b.length-3);var p=mxResources.get(b)+"..."}else p=mxResources.get(b);return this.put(b,new Action(p,e,k,m,D))};Actions.prototype.put=function(b,e){return this.actions[b]=e}; +Actions.prototype.get=function(b){return this.actions[b]};function Action(b,e,k,m,D){mxEventSource.call(this);this.label=b;this.funct=this.createFunction(e);this.enabled=null!=k?k:!0;this.iconCls=m;this.shortcut=D;this.visible=!0}mxUtils.extend(Action,mxEventSource);Action.prototype.createFunction=function(b){return b};Action.prototype.setEnabled=function(b){this.enabled!=b&&(this.enabled=b,this.fireEvent(new mxEventObject("stateChanged")))};Action.prototype.isEnabled=function(){return this.enabled}; Action.prototype.setToggleAction=function(b){this.toggleAction=b};Action.prototype.setSelectedCallback=function(b){this.selectedCallback=b};Action.prototype.isSelected=function(){return this.selectedCallback()};DrawioFile=function(b,e){mxEventSource.call(this);this.ui=b;this.setData(e||"");this.initialData=this.getData();this.created=(new Date).getTime();this.stats={opened:0,merged:0,fileMerged:0,fileReloaded:0,conflicts:0,timeouts:0,saved:0,closed:0,destroyed:0,joined:0,checksumErrors:0,bytesSent:0,bytesReceived:0,msgSent:0,msgReceived:0,cacheHits:0,cacheMiss:0,cacheFail:0}};DrawioFile.SYNC=urlParams.sync||"auto";DrawioFile.LAST_WRITE_WINS=!0;mxUtils.extend(DrawioFile,mxEventSource); DrawioFile.prototype.allChangesSavedKey="allChangesSaved";DrawioFile.prototype.savingSpinnerKey="saving";DrawioFile.prototype.savingStatusKey="saving";DrawioFile.prototype.autosaveDelay=1500;DrawioFile.prototype.maxAutosaveDelay=3E4;DrawioFile.prototype.optimisticSyncDelay=300;DrawioFile.prototype.autosaveThread=null;DrawioFile.prototype.lastAutosave=null;DrawioFile.prototype.lastSaved=null;DrawioFile.prototype.lastChanged=null;DrawioFile.prototype.opened=null;DrawioFile.prototype.modified=!1; DrawioFile.prototype.shadowModified=!1;DrawioFile.prototype.data=null;DrawioFile.prototype.shadowPages=null;DrawioFile.prototype.changeListenerEnabled=!0;DrawioFile.prototype.lastAutosaveRevision=null;DrawioFile.prototype.maxAutosaveRevisionDelay=3E5;DrawioFile.prototype.inConflictState=!1;DrawioFile.prototype.invalidChecksum=!1;DrawioFile.prototype.errorReportsEnabled=!1;DrawioFile.prototype.ageStart=null;DrawioFile.prototype.getSize=function(){return null!=this.data?this.data.length:0}; DrawioFile.prototype.getShadowPages=function(){null==this.shadowPages&&(this.shadowPages=this.ui.getPagesForXml(this.initialData));return this.shadowPages};DrawioFile.prototype.setShadowPages=function(b){this.shadowPages=b};DrawioFile.prototype.synchronizeFile=function(b,e){this.savingFile?null!=e&&e({message:mxResources.get("busy")}):null!=this.sync?this.sync.fileChanged(mxUtils.bind(this,function(k){this.sync.cleanup(b,e,k)}),e):this.updateFile(b,e)}; -DrawioFile.prototype.updateFile=function(b,e,k,n){null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():this.getLatestVersion(mxUtils.bind(this,function(D){try{null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[D]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():null!=D?this.mergeFile(D,b,e,n):this.reloadFile(b, -e))}catch(t){null!=e&&e(t)}}),e))}; -DrawioFile.prototype.mergeFile=function(b,e,k,n){var D=!0;try{this.stats.fileMerged++;var t=this.getShadowPages(),E=b.getShadowPages();if(null!=E&&0<E.length){var d=[this.ui.diffPages(null!=n?n:t,E)],f=this.ignorePatches(d);this.setShadowPages(E);if(f)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",f);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(t,this.ui.pages):null;n={};f={};var g=this.ui.patchPages(t,d[0]),l=this.ui.getHashValueForPages(g, -n),q=this.ui.getHashValueForPages(E,f);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",t,"pages",this.ui.pages,"patches",d,"backup",this.backupPatch,"checksum",l,"current",q,"valid",l==q,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=l&&l!=q){var z=this.compressReportData(this.getAnonymizedXmlForPages(E)),F=this.compressReportData(this.getAnonymizedXmlForPages(g)),C=this.ui.hashValue(b.getCurrentEtag()),I=this.ui.hashValue(this.getCurrentEtag()); -this.checksumError(k,d,"Shadow Details: "+JSON.stringify(n)+"\nChecksum: "+l+"\nCurrent: "+q+"\nCurrent Details: "+JSON.stringify(f)+"\nFrom: "+C+"\nTo: "+I+"\n\nFile Data:\n"+z+"\nPatched Shadow:\n"+F,null,"mergeFile");return}if(null!=this.sync){var G=this.sync.patchRealtime(d,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==G||mxUtils.isEmptyObject(G)||d.push(G)}this.patch(d,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw D=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= -this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=e&&e()}catch(ba){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=k&&k(ba);try{if(D)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,ba);else{var Z=this.getCurrentUser(),ca=null!=Z?Z.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),ca,ba)}}catch(Y){}}}; -DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var e=new mxCodec(mxUtils.createXmlDocument()),k=e.document.createElement("mxfile");if(null!=b)for(var n=0;n<b.length;n++){var D=e.encode(new mxGraphModel(b[n].root));"1"!=urlParams.dev&&(D=this.ui.anonymizeNode(D,!0));D.setAttribute("id",b[n].getId());b[n].viewState&&this.ui.editor.graph.saveViewState(b[n].viewState,D,!0);k.appendChild(D)}return mxUtils.getPrettyXml(k)}; +DrawioFile.prototype.updateFile=function(b,e,k,m){null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():this.getLatestVersion(mxUtils.bind(this,function(D){try{null!=k&&k()||(EditorUi.debug("DrawioFile.updateFile",[this],"invalidChecksum",this.invalidChecksum,"latestFile",[D]),this.ui.getCurrentFile()!=this||this.invalidChecksum?null!=e&&e():null!=D?this.mergeFile(D,b,e,m):this.reloadFile(b, +e))}catch(p){null!=e&&e(p)}}),e))}; +DrawioFile.prototype.mergeFile=function(b,e,k,m){var D=!0;try{this.stats.fileMerged++;var p=this.getShadowPages(),E=b.getShadowPages();if(null!=E&&0<E.length){var K=[this.ui.diffPages(null!=m?m:p,E)],Q=this.ignorePatches(K);this.setShadowPages(E);if(Q)EditorUi.debug("File.mergeFile",[this],"file",[b],"ignored",Q);else{null!=this.sync&&this.sync.sendLocalChanges();this.backupPatch=this.isModified()?this.ui.diffPages(p,this.ui.pages):null;m={};Q={};var d=this.ui.patchPages(p,K[0]),f=this.ui.getHashValueForPages(d, +m),g=this.ui.getHashValueForPages(E,Q);EditorUi.debug("File.mergeFile",[this],"file",[b],"shadow",p,"pages",this.ui.pages,"patches",K,"backup",this.backupPatch,"checksum",f,"current",g,"valid",f==g,"from",this.getCurrentRevisionId(),"to",b.getCurrentRevisionId(),"modified",this.isModified());if(null!=f&&f!=g){var x=this.compressReportData(this.getAnonymizedXmlForPages(E)),z=this.compressReportData(this.getAnonymizedXmlForPages(d)),u=this.ui.hashValue(b.getCurrentEtag()),H=this.ui.hashValue(this.getCurrentEtag()); +this.checksumError(k,K,"Shadow Details: "+JSON.stringify(m)+"\nChecksum: "+f+"\nCurrent: "+g+"\nCurrent Details: "+JSON.stringify(Q)+"\nFrom: "+u+"\nTo: "+H+"\n\nFile Data:\n"+x+"\nPatched Shadow:\n"+z,null,"mergeFile");return}if(null!=this.sync){var L=this.sync.patchRealtime(K,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null);null==L||mxUtils.isEmptyObject(L)||K.push(L)}this.patch(K,DrawioFile.LAST_WRITE_WINS?this.backupPatch:null)}}else throw D=!1,Error(mxResources.get("notADiagramFile"));this.inConflictState= +this.invalidChecksum=!1;this.setDescriptor(b.getDescriptor());this.descriptorChanged();this.backupPatch=null;null!=e&&e()}catch(V){this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=k&&k(V);try{if(D)if(this.errorReportsEnabled)this.sendErrorReport("Error in mergeFile",null,V);else{var C=this.getCurrentUser(),G=null!=C?C.id:"unknown";EditorUi.logError("Error in mergeFile",null,this.getMode()+"."+this.getId(),G,V)}}catch(U){}}}; +DrawioFile.prototype.getAnonymizedXmlForPages=function(b){var e=new mxCodec(mxUtils.createXmlDocument()),k=e.document.createElement("mxfile");if(null!=b)for(var m=0;m<b.length;m++){var D=e.encode(new mxGraphModel(b[m].root));"1"!=urlParams.dev&&(D=this.ui.anonymizeNode(D,!0));D.setAttribute("id",b[m].getId());b[m].viewState&&this.ui.editor.graph.saveViewState(b[m].viewState,D,!0);k.appendChild(D)}return mxUtils.getPrettyXml(k)}; DrawioFile.prototype.compressReportData=function(b,e,k){e=null!=e?e:1E4;null!=k&&null!=b&&b.length>k?b=b.substring(0,k)+"[...]":null!=b&&b.length>e&&(b=Graph.compress(b)+"\n");return b}; -DrawioFile.prototype.checksumError=function(b,e,k,n,D){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=e)for(var t=0;t<e.length;t++)this.ui.anonymizePatch(e[t]);var E=mxUtils.bind(this,function(q){var z=this.compressReportData(JSON.stringify(e,null,2));q=null==q?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(q.data)), -25E3);this.sendErrorReport("Checksum Error in "+D+" "+this.getHash(),(null!=k?k:"")+"\n\nPatches:\n"+z+(null!=q?"\n\nRemote:\n"+q:""),null,7E4)});null==n?E(null):this.getLatestVersion(mxUtils.bind(this,function(q){null!=q&&q.getCurrentEtag()==n?E(q):E(null)}),function(){})}else{var d=this.getCurrentUser(),f=null!=d?d.id:"unknown",g=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",l=JSON.stringify(e).length;b=null;if(null!=e&&this.constructor==DriveFile&&400>l){for(t=0;t<e.length;t++)this.ui.anonymizePatch(e[t]); -b=JSON.stringify(e);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+D+" "+g,null,this.getMode()+"."+this.getId(),"user_"+f+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+l+"-patches_"+e.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+g,action:D,label:"user_"+f+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+l+"-patches_"+e.length+ -"-size_"+this.getSize()})}catch(q){}}}catch(q){}}; -DrawioFile.prototype.sendErrorReport=function(b,e,k,n){try{var D=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),t=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),E=this.getCurrentUser(),d=null!=E?this.ui.hashValue(E.id):"unknown",f=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",g=this.getTitle(),l=g.lastIndexOf(".");E="xml";0<l&&(E=g.substring(l));var q=null!=k?k.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ -":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+E+")\nUser="+d+f+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=e?"\n\n"+e: -"")+(null!=k?"\n\nError: "+k.message:"")+"\n\nStack:\n"+q+"\n\nShadow:\n"+D+"\n\nData:\n"+t,n)}catch(z){}}; -DrawioFile.prototype.reloadFile=function(b,e){try{this.ui.spinner.stop();var k=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),e);else{var n=this.ui.editor.graph,D=n.getSelectionCells(),t=n.getViewState(),E= -this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(E,t,D);null!=this.backupPatch&&this.patch([this.backupPatch]);var d=this.ui.getCurrentFile();null!=d&&(d.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),k,mxResources.get("cancel"),mxResources.get("discardChanges")): -k()}catch(n){null!=e&&e(n)}};DrawioFile.prototype.mergeLatestVersion=function(b,e,k){this.getLatestVersion(mxUtils.bind(this,function(n){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(n.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(n.getDescriptor());this.descriptorChanged();null!=e&&e()}),k)}; +DrawioFile.prototype.checksumError=function(b,e,k,m,D){this.stats.checksumErrors++;this.invalidChecksum=this.inConflictState=!0;this.descriptorChanged();null!=this.sync&&this.sync.updateOnlineState();null!=b&&b();try{if(this.errorReportsEnabled){if(null!=e)for(var p=0;p<e.length;p++)this.ui.anonymizePatch(e[p]);var E=mxUtils.bind(this,function(g){var x=this.compressReportData(JSON.stringify(e,null,2));g=null==g?"n/a":this.compressReportData(this.getAnonymizedXmlForPages(this.ui.getPagesForXml(g.data)), +25E3);this.sendErrorReport("Checksum Error in "+D+" "+this.getHash(),(null!=k?k:"")+"\n\nPatches:\n"+x+(null!=g?"\n\nRemote:\n"+g:""),null,7E4)});null==m?E(null):this.getLatestVersion(mxUtils.bind(this,function(g){null!=g&&g.getCurrentEtag()==m?E(g):E(null)}),function(){})}else{var K=this.getCurrentUser(),Q=null!=K?K.id:"unknown",d=""!=this.getId()?this.getId():"("+this.ui.hashValue(this.getTitle())+")",f=JSON.stringify(e).length;b=null;if(null!=e&&this.constructor==DriveFile&&400>f){for(p=0;p<e.length;p++)this.ui.anonymizePatch(e[p]); +b=JSON.stringify(e);b=null!=b&&250>b.length?Graph.compress(b):null}EditorUi.logError("Checksum "+(null!=b?"Report":"Error")+" in "+D+" "+d,null,this.getMode()+"."+this.getId(),"user_"+Q+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+f+"-patches_"+e.length+(null!=b?"-json_"+b:"")+"-size_"+this.getSize());try{EditorUi.logEvent({category:"CHECKSUM-ERROR-SYNC-FILE-"+d,action:D,label:"user_"+Q+(null!=this.sync?"-client_"+this.sync.clientId:"-nosync")+"-bytes_"+f+"-patches_"+e.length+ +"-size_"+this.getSize()})}catch(g){}}}catch(g){}}; +DrawioFile.prototype.sendErrorReport=function(b,e,k,m){try{var D=this.compressReportData(this.getAnonymizedXmlForPages(this.getShadowPages()),25E3),p=this.compressReportData(this.getAnonymizedXmlForPages(this.ui.pages),25E3),E=this.getCurrentUser(),K=null!=E?this.ui.hashValue(E.id):"unknown",Q=null!=this.sync?"-client_"+this.sync.clientId:"-nosync",d=this.getTitle(),f=d.lastIndexOf(".");E="xml";0<f&&(E=d.substring(f));var g=null!=k?k.stack:Error().stack;EditorUi.sendReport(b+" "+(new Date).toISOString()+ +":\n\nAppVersion="+navigator.appVersion+"\nFile="+this.ui.hashValue(this.getId())+" ("+this.getMode()+")"+(this.isModified()?" modified":"")+"\nSize/Type="+this.getSize()+" ("+E+")\nUser="+K+Q+"\nPrefix="+this.ui.editor.graph.model.prefix+"\nSync="+DrawioFile.SYNC+(null!=this.sync?(this.sync.enabled?" enabled":"")+(this.sync.isConnected()?" connected":""):"")+"\nPlugins="+(null!=mxSettings.settings?mxSettings.getPlugins():"null")+"\n\nStats:\n"+JSON.stringify(this.stats,null,2)+(null!=e?"\n\n"+e: +"")+(null!=k?"\n\nError: "+k.message:"")+"\n\nStack:\n"+g+"\n\nShadow:\n"+D+"\n\nData:\n"+p,m)}catch(x){}}; +DrawioFile.prototype.reloadFile=function(b,e){try{this.ui.spinner.stop();var k=mxUtils.bind(this,function(){EditorUi.debug("DrawioFile.reloadFile",[this],"hash",this.getHash(),"modified",this.isModified(),"backupPatch",this.backupPatch);this.stats.fileReloaded++;if(""==this.getHash())this.mergeLatestVersion(null!=this.backupPatch?[this.backupPatch]:null,mxUtils.bind(this,function(){this.backupPatch=null;null!=b&&b()}),e);else{var m=this.ui.editor.graph,D=m.getSelectionCells(),p=m.getViewState(),E= +this.ui.currentPage;this.ui.loadFile(this.getHash(),!0,null,mxUtils.bind(this,function(){if(null==this.ui.fileLoadedError){this.ui.restoreViewState(E,p,D);null!=this.backupPatch&&this.patch([this.backupPatch]);var K=this.ui.getCurrentFile();null!=K&&(K.stats=this.stats);null!=b&&b()}}),!0)}});this.isModified()&&null==this.backupPatch?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.handleFileSuccess("manual"==DrawioFile.SYNC)}),k,mxResources.get("cancel"),mxResources.get("discardChanges")): +k()}catch(m){null!=e&&e(m)}};DrawioFile.prototype.mergeLatestVersion=function(b,e,k){this.getLatestVersion(mxUtils.bind(this,function(m){this.ui.editor.graph.model.beginUpdate();try{this.ui.replaceFileData(m.getData()),null!=b&&this.patch(b)}finally{this.ui.editor.graph.model.endUpdate()}this.inConflictState=this.invalidChecksum=!1;this.setDescriptor(m.getDescriptor());this.descriptorChanged();null!=e&&e()}),k)}; DrawioFile.prototype.copyFile=function(b,e){this.ui.editor.editAsNew(this.ui.getFileData(!0),this.ui.getCopyFilename(this))};DrawioFile.prototype.ignorePatches=function(b){var e=!0;if(null!=b)for(var k=0;k<b.length&&e;k++)e=e&&mxUtils.isEmptyObject(b[k]);return e}; -DrawioFile.prototype.patch=function(b,e,k){if(null!=b){var n=this.ui.editor.undoManager,D=n.history.slice(),t=n.indexOfNextAdd,E=this.ui.editor.graph;E.container.style.visibility="hidden";var d=this.changeListenerEnabled;this.changeListenerEnabled=k;var f=E.foldingEnabled,g=E.mathEnabled,l=E.cellRenderer.redraw;E.cellRenderer.redraw=function(q){q.view.graph.isEditing(q.cell)&&(q.view.graph.scrollCellToVisible(q.cell),q.view.graph.cellEditor.resize());l.apply(this,arguments)};E.model.beginUpdate(); -try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,e,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{E.container.style.visibility="";E.model.endUpdate();E.cellRenderer.redraw=l;this.changeListenerEnabled=d;k||(n.history=D,n.indexOfNextAdd=t,n.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)g!=E.mathEnabled? -(this.ui.editor.updateGraphComponents(),E.refresh()):(f!=E.foldingEnabled?E.view.revalidate():E.view.validate(),E.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",e,"undoable",k)}return b}; -DrawioFile.prototype.save=function(b,e,k,n,D,t){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",n,"overwrite",D,"manual",t,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!D&&this.invalidChecksum)if(null!=k)k({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=e&&e();else if(null!=k)k({message:mxResources.get("readOnly")}); +DrawioFile.prototype.patch=function(b,e,k){if(null!=b){var m=this.ui.editor.undoManager,D=m.history.slice(),p=m.indexOfNextAdd,E=this.ui.editor.graph;E.container.style.visibility="hidden";var K=this.changeListenerEnabled;this.changeListenerEnabled=k;var Q=E.foldingEnabled,d=E.mathEnabled,f=E.cellRenderer.redraw;E.cellRenderer.redraw=function(g){g.view.graph.isEditing(g.cell)&&(g.view.graph.scrollCellToVisible(g.cell),g.view.graph.cellEditor.resize());f.apply(this,arguments)};E.model.beginUpdate(); +try{this.ui.pages=this.ui.applyPatches(this.ui.pages,b,!0,e,this.isModified()),0==this.ui.pages.length&&this.ui.pages.push(this.ui.createPage()),0>mxUtils.indexOf(this.ui.pages,this.ui.currentPage)&&this.ui.selectPage(this.ui.pages[0],!0)}finally{E.container.style.visibility="";E.model.endUpdate();E.cellRenderer.redraw=f;this.changeListenerEnabled=K;k||(m.history=D,m.indexOfNextAdd=p,m.fireEvent(new mxEventObject(mxEvent.CLEAR)));if(null==this.ui.currentPage||this.ui.currentPage.needsUpdate)d!=E.mathEnabled? +(this.ui.editor.updateGraphComponents(),E.refresh()):(Q!=E.foldingEnabled?E.view.revalidate():E.view.validate(),E.sizeDidChange());null!=this.sync&&this.isRealtime()&&(this.sync.snapshot=this.ui.clonePages(this.ui.pages));this.ui.updateTabContainer();this.ui.editor.fireEvent(new mxEventObject("pagesPatched","patches",b))}EditorUi.debug("DrawioFile.patch",[this],"patches",b,"resolver",e,"undoable",k)}return b}; +DrawioFile.prototype.save=function(b,e,k,m,D,p){try{if(EditorUi.debug("DrawioFile.save",[this],"revision",b,"unloading",m,"overwrite",D,"manual",p,"saving",this.savingFile,"editable",this.isEditable(),"invalidChecksum",this.invalidChecksum),this.isEditable())if(!D&&this.invalidChecksum)if(null!=k)k({message:mxResources.get("checksum")});else throw Error(mxResources.get("checksum"));else this.updateFileData(),this.clearAutosave(),null!=e&&e();else if(null!=k)k({message:mxResources.get("readOnly")}); else throw Error(mxResources.get("readOnly"));}catch(E){if(null!=k)k(E);else throw E;}};DrawioFile.prototype.createData=function(){var b=this.ui.pages;if(this.isRealtime()&&(this.ui.pages=this.ownPages,null!=this.ui.currentPage)){var e=this.ui.getPageById(this.ui.currentPage.getId(),this.ownPages);null!=e&&(e.viewState=this.ui.editor.graph.getViewState(),e.needsUpdate=!0)}e=this.ui.getFileData(null,null,null,null,null,null,null,null,this,!this.isCompressed());this.ui.pages=b;return e}; DrawioFile.prototype.updateFileData=function(){null!=this.sync&&this.sync.sendLocalChanges();this.setData(this.createData());null!=this.sync&&this.sync.fileDataUpdated()};DrawioFile.prototype.isCompressedStorage=function(){return!0};DrawioFile.prototype.isCompressed=function(){var b=null!=this.ui.fileNode?this.ui.fileNode.getAttribute("compressed"):null;return null!=b?"false"!=b:this.isCompressedStorage()&&Editor.compressXml};DrawioFile.prototype.saveAs=function(b,e,k){}; -DrawioFile.prototype.saveFile=function(b,e,k,n){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; +DrawioFile.prototype.saveFile=function(b,e,k,m){};DrawioFile.prototype.getPublicUrl=function(b){b(null)};DrawioFile.prototype.isRestricted=function(){return!1};DrawioFile.prototype.isModified=function(){return this.modified};DrawioFile.prototype.getShadowModified=function(){return this.shadowModified};DrawioFile.prototype.setShadowModified=function(b){this.shadowModified=b};DrawioFile.prototype.setModified=function(b){this.shadowModified=this.modified=b};DrawioFile.prototype.isAutosaveOptional=function(){return!1}; DrawioFile.prototype.isAutosave=function(){return!this.inConflictState&&this.ui.editor.autosave};DrawioFile.prototype.isRenamable=function(){return!1};DrawioFile.prototype.rename=function(b,e,k){};DrawioFile.prototype.isMovable=function(){return!1};DrawioFile.prototype.isTrashed=function(){return!1};DrawioFile.prototype.move=function(b,e,k){};DrawioFile.prototype.share=function(){this.ui.alert(mxResources.get("sharingAvailable"),null,380)};DrawioFile.prototype.getHash=function(){return""}; DrawioFile.prototype.getId=function(){return""};DrawioFile.prototype.isEditable=function(){return!this.ui.editor.isChromelessView()||this.ui.editor.editable};DrawioFile.prototype.getUi=function(){return this.ui};DrawioFile.prototype.getTitle=function(){return""};DrawioFile.prototype.setData=function(b){this.data=b;EditorUi.debug("DrawioFile.setData",[this],"data",[b])};DrawioFile.prototype.getData=function(){return this.data}; -DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var e=function(k){for(var n=0;null!=k&&n<k.length;n++){var D=k[n];null!=D.id&&0==D.id.indexOf("extFont_")&&D.parentNode.removeChild(D)}};e(document.querySelectorAll("head > style[id]"));e(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; -DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; +DrawioFile.prototype.open=function(){this.stats.opened++;var b=this.getData();if(null!=b){var e=function(k){for(var m=0;null!=k&&m<k.length;m++){var D=k[m];null!=D.id&&0==D.id.indexOf("extFont_")&&D.parentNode.removeChild(D)}};e(document.querySelectorAll("head > style[id]"));e(document.querySelectorAll("head > link[id]"));this.ui.setFileData(b);this.isModified()||this.setShadowPages(this.ui.clonePages(this.ui.pages))}this.installListeners();this.isSyncSupported()&&this.startSync()}; +DrawioFile.prototype.isSyncSupported=function(){return!1};DrawioFile.prototype.isRealtime=function(){return null!=this.ownPages};DrawioFile.prototype.isRealtimeSupported=function(){return!1};DrawioFile.prototype.isRealtimeEnabled=function(){return Editor.enableRealtime&&"0"!=urlParams["fast-sync"]};DrawioFile.prototype.setRealtimeEnabled=function(){};DrawioFile.prototype.isRealtimeOptional=function(){return!1}; DrawioFile.prototype.getRealtimeState=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getState():3};DrawioFile.prototype.getRealtimeError=function(){return null!=this.sync&&null!=this.sync.p2pCollab?this.sync.p2pCollab.getLastError():null};DrawioFile.prototype.isOptimisticSync=function(){return!1};DrawioFile.prototype.isRevisionHistorySupported=function(){return!1};DrawioFile.prototype.getRevisions=function(b,e){b(null)}; DrawioFile.prototype.loadDescriptor=function(b,e){b(null)};DrawioFile.prototype.loadPatchDescriptor=function(b,e){this.loadDescriptor(mxUtils.bind(this,function(k){b(k)}),e)};DrawioFile.prototype.patchDescriptor=function(b,e){this.setDescriptorEtag(b,this.getDescriptorEtag(e));this.descriptorChanged()}; DrawioFile.prototype.startSync=function(){"auto"!=DrawioFile.SYNC&&"fast"!=DrawioFile.SYNC||"1"==urlParams.stealth||"1"!=urlParams.rt&&this.ui.editor.chromeless&&!this.ui.editor.editable||(null==this.sync&&(this.sync=new DrawioFileSync(this)),this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.ui.fireEvent(new mxEventObject("realtimeStateChanged"))})),this.sync.start())};DrawioFile.prototype.isConflict=function(){return!1}; @@ -3072,43 +3077,41 @@ DrawioFile.prototype.showRefreshDialog=function(b,e,k){null==k&&(k=mxResources.g e)}),null,mxResources.get("merge"),mxUtils.bind(this,function(){this.reloadFile(b,e)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,130))}; DrawioFile.prototype.showCopyDialog=function(b,e,k){this.invalidChecksum=this.inConflictState=!1;this.addUnsavedStatus();this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedOverwriteDialog"),mxResources.get("makeCopy"),mxUtils.bind(this,function(){this.copyFile(b,e)}),null,mxResources.get("overwrite"),k,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog()}),380,150)}; DrawioFile.prototype.showConflictDialog=function(b,e){this.ui.showError(mxResources.get("externalChanges"),mxResources.get("fileChangedSyncDialog"),mxResources.get("overwrite"),b,null,mxResources.get("merge"),e,mxResources.get("cancel"),mxUtils.bind(this,function(){this.ui.hideDialog();this.handleFileError(null,!1)}),380,130)}; -DrawioFile.prototype.redirectToNewApp=function(b,e){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var k=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),n=mxResources.get("redirectToNewApp");null!=e&&(n+=" ("+e+")");e=mxUtils.bind(this,function(){var D=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==k?window.location.reload():window.location.href= -k});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),D,mxResources.get("cancel"),mxResources.get("discardChanges")):D()});null!=b?this.isModified()?this.ui.confirm(n,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),e,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(n,e,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), +DrawioFile.prototype.redirectToNewApp=function(b,e){this.ui.spinner.stop();if(!this.redirectDialogShowing){this.redirectDialogShowing=!0;var k=window.location.protocol+"//"+window.location.host+"/"+this.ui.getSearch("create title mode url drive splash state".split(" "))+"#"+this.getHash(),m=mxResources.get("redirectToNewApp");null!=e&&(m+=" ("+e+")");e=mxUtils.bind(this,function(){var D=mxUtils.bind(this,function(){this.redirectDialogShowing=!1;window.location.href==k?window.location.reload():window.location.href= +k});null==b&&this.isModified()?this.ui.confirm(mxResources.get("allChangesLost"),mxUtils.bind(this,function(){this.redirectDialogShowing=!1}),D,mxResources.get("cancel"),mxResources.get("discardChanges")):D()});null!=b?this.isModified()?this.ui.confirm(m,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()}),e,mxResources.get("cancel"),mxResources.get("discardChanges")):this.ui.confirm(m,e,mxUtils.bind(this,function(){this.redirectDialogShowing=!1;b()})):this.ui.alert(mxResources.get("redirectToNewApp"), e)}}; DrawioFile.prototype.handleFileSuccess=function(b){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(EditorUi.debug("DrawioFile.handleFileSuccess",[this],"saved",b,"modified",this.isModified()),this.isModified()?this.fileChanged():b?(this.isTrashed()?this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.allChangesSavedKey))+" ("+mxUtils.htmlEntities(mxResources.get("fileMovedToTrash"))+")"):this.addAllSavedStatus(),null!=this.sync&&(this.sync.resetUpdateStatusThread(),this.sync.remoteFileChanged&&(this.sync.remoteFileChanged= !1,this.sync.fileChangedNotify()))):this.ui.editor.setStatus(""))}; DrawioFile.prototype.handleFileError=function(b,e){this.ui.spinner.stop();this.ui.getCurrentFile()==this&&(this.inConflictState?this.handleConflictError(b,e):(this.isModified()&&this.addUnsavedStatus(b),e?this.ui.handleError(b,null!=b?mxResources.get("errorSavingFile"):null):this.isModified()||(b=this.getErrorMessage(b),null!=b&&60<b.length&&(b=b.substring(0,60)+"..."),this.ui.editor.setStatus('<div class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("error"))+(null!=b?" ("+mxUtils.htmlEntities(b)+ ")":"")+"</div>"))))}; -DrawioFile.prototype.handleConflictError=function(b,e){var k=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),n=mxUtils.bind(this,function(E){this.handleFileError(E,!0)}),D=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,k,n,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),t=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& -this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,k,n,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),n)});"none"==DrawioFile.SYNC?this.showCopyDialog(k,n,D):this.invalidChecksum?this.showRefreshDialog(k,n,this.getErrorMessage(b)):e?this.showConflictDialog(D,t):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); -this.synchronizeFile(k,n)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var e=null!=b?null!=b.error?b.error.message:b.message:null;null==e&&null!=b&&b.code==App.ERROR_TIMEOUT&&(e=mxResources.get("timeout"));return e};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; +DrawioFile.prototype.handleConflictError=function(b,e){var k=mxUtils.bind(this,function(){this.handleFileSuccess(!0)}),m=mxUtils.bind(this,function(E){this.handleFileError(E,!0)}),D=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&(this.ui.editor.setStatus(""),this.save(!0,k,m,null,!0,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage))}),p=mxUtils.bind(this,function(){this.ui.spinner.spin(document.body,mxResources.get("updatingDocument"))&& +this.synchronizeFile(mxUtils.bind(this,function(){this.ui.spinner.stop();this.ui.spinner.spin(document.body,mxResources.get(this.savingSpinnerKey))&&this.save(!0,k,m,null,null,this.constructor!=GitHubFile&&this.constructor!=GitLabFile||null==b?null:b.commitMessage)}),m)});"none"==DrawioFile.SYNC?this.showCopyDialog(k,m,D):this.invalidChecksum?this.showRefreshDialog(k,m,this.getErrorMessage(b)):e?this.showConflictDialog(D,p):this.addConflictStatus(mxUtils.bind(this,function(){this.ui.editor.setStatus(mxUtils.htmlEntities(mxResources.get("updatingDocument"))); +this.synchronizeFile(k,m)}),this.getErrorMessage(b))};DrawioFile.prototype.getErrorMessage=function(b){var e=null!=b?null!=b.error?b.error.message:b.message:null;null==e&&null!=b&&b.code==App.ERROR_TIMEOUT&&(e=mxResources.get("timeout"));return e};DrawioFile.prototype.isOverdue=function(){return null!=this.ageStart&&Date.now()-this.ageStart.getTime()>=this.ui.warnInterval}; DrawioFile.prototype.fileChanged=function(b){b=null!=b?b:!0;this.lastChanged=new Date;this.setModified(!0);EditorUi.debug("DrawioFile.fileChanged",[this],"autosave",this.isAutosave(),"saving",this.savingFile);this.isAutosave()?(null!=this.savingStatusKey&&this.addAllSavedStatus(mxUtils.htmlEntities(mxResources.get(this.savingStatusKey))+"..."),this.ui.scheduleSanityCheck(),null==this.ageStart&&(this.ageStart=new Date),this.autosave(this.autosaveDelay,this.maxAutosaveDelay,mxUtils.bind(this,function(e){this.ui.stopSanityCheck(); null==this.autosaveThread?(this.handleFileSuccess(!0),this.ageStart=null):this.isModified()&&(this.ui.scheduleSanityCheck(),this.ageStart=this.lastChanged)}),mxUtils.bind(this,function(e){this.handleFileError(e)}))):(this.ageStart=null,this.isAutosaveOptional()&&this.ui.editor.autosave||this.inConflictState||this.addUnsavedStatus());null!=this.sync&&b&&this.sync.localFileChanged()}; DrawioFile.prototype.createSecret=function(b){var e=Editor.guid(32);null==this.sync||this.isOptimisticSync()?b(e):this.sync.createToken(e,mxUtils.bind(this,function(k){b(e,k)}),mxUtils.bind(this,function(){b(e)}))};DrawioFile.prototype.fileSaving=function(){null!=this.sync&&this.sync.fileSaving()}; -DrawioFile.prototype.fileSaved=function(b,e,k,n,D){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var t=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(t),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=k&&k()):this.sync.fileSaved(t,e,k,n,D)}catch(f){this.invalidChecksum=this.inConflictState= -!0;this.descriptorChanged();null!=n&&n(f);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,f);else{var E=this.getCurrentUser(),d=null!=E?E.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),d,f)}}catch(g){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; -DrawioFile.prototype.autosave=function(b,e,k,n){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<e?b:0;this.clearAutosave();var D=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==D&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var t=this.isAutosaveRevision(); -t&&(this.lastAutosaveRevision=(new Date).getTime());this.save(t,mxUtils.bind(this,function(E){this.autosaveCompleted();null!=k&&k(E)}),mxUtils.bind(this,function(E){null!=n&&n(E)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=k&&k(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"delay",b,"saving",this.savingFile);this.autosaveThread=D};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; +DrawioFile.prototype.fileSaved=function(b,e,k,m,D){this.lastSaved=new Date;this.ageStart=null;try{this.stats.saved++;this.invalidChecksum=this.inConflictState=!1;var p=this.ui.getPagesForXml(b);null==this.sync||this.isOptimisticSync()?(this.setShadowPages(p),null!=this.sync&&(this.sync.lastModified=this.getLastModifiedDate(),this.sync.resetUpdateStatusThread(),this.isRealtime()&&this.sync.scheduleCleanup()),null!=k&&k()):this.sync.fileSaved(p,e,k,m,D)}catch(Q){this.invalidChecksum=this.inConflictState= +!0;this.descriptorChanged();null!=m&&m(Q);try{if(this.errorReportsEnabled)this.sendErrorReport("Error in fileSaved",null,Q);else{var E=this.getCurrentUser(),K=null!=E?E.id:"unknown";EditorUi.logError("Error in fileSaved",null,this.getMode()+"."+this.getId(),K,Q)}}catch(d){}}EditorUi.debug("DrawioFile.fileSaved",[this],"savedData",[b],"inConflictState",this.inConflictState,"invalidChecksum",this.invalidChecksum)}; +DrawioFile.prototype.autosave=function(b,e,k,m){null==this.lastAutosave&&(this.lastAutosave=Date.now());b=Date.now()-this.lastAutosave<e?b:0;this.clearAutosave();var D=window.setTimeout(mxUtils.bind(this,function(){this.lastAutosave=null;this.autosaveThread==D&&(this.autosaveThread=null);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"modified",this.isModified(),"now",this.isAutosaveNow(),"saving",this.savingFile);if(this.isModified()&&this.isAutosaveNow()){var p=this.isAutosaveRevision(); +p&&(this.lastAutosaveRevision=(new Date).getTime());this.save(p,mxUtils.bind(this,function(E){this.autosaveCompleted();null!=k&&k(E)}),mxUtils.bind(this,function(E){null!=m&&m(E)}))}else this.isModified()||this.ui.editor.setStatus(""),null!=k&&k(null)}),b);EditorUi.debug("DrawioFile.autosave",[this],"thread",D,"delay",b,"saving",this.savingFile);this.autosaveThread=D};DrawioFile.prototype.isAutosaveNow=function(){return!0};DrawioFile.prototype.autosaveCompleted=function(){}; DrawioFile.prototype.clearAutosave=function(){null!=this.autosaveThread&&(window.clearTimeout(this.autosaveThread),this.autosaveThread=null)};DrawioFile.prototype.isAutosaveRevision=function(){var b=(new Date).getTime();return null==this.lastAutosaveRevision||b-this.lastAutosaveRevision>this.maxAutosaveRevisionDelay};DrawioFile.prototype.descriptorChanged=function(){this.fireEvent(new mxEventObject("descriptorChanged"))};DrawioFile.prototype.contentChanged=function(){this.fireEvent(new mxEventObject("contentChanged"))}; DrawioFile.prototype.close=function(b){this.updateFileData();this.stats.closed++;this.isAutosave()&&this.isModified()&&this.save(this.isAutosaveRevision(),null,null,b);this.destroy()};DrawioFile.prototype.hasSameExtension=function(b,e){if(null!=b&&null!=e){var k=b.lastIndexOf(".");b=0<k?b.substring(k):"";k=e.lastIndexOf(".");return b===(0<k?e.substring(k):"")}return b==e}; DrawioFile.prototype.removeListeners=function(){null!=this.changeListener&&(this.ui.editor.graph.model.removeListener(this.changeListener),this.ui.editor.graph.removeListener(this.changeListener),this.ui.removeListener(this.changeListener),this.changeListener=null)};DrawioFile.prototype.destroy=function(){this.clearAutosave();this.removeListeners();this.stats.destroyed++;null!=this.sync&&(this.sync.destroy(),this.sync=null)};DrawioFile.prototype.commentsSupported=function(){return!1}; -DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,e){b([])};DrawioFile.prototype.addComment=function(b,e,k){e(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,e){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,e)};LocalFile=function(b,e,k,n,D,t){DrawioFile.call(this,b,e);this.title=k;this.mode=n?null:App.MODE_DEVICE;this.fileHandle=D;this.desc=t};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; +DrawioFile.prototype.commentsRefreshNeeded=function(){return!0};DrawioFile.prototype.commentsSaveNeeded=function(){return!1};DrawioFile.prototype.getComments=function(b,e){b([])};DrawioFile.prototype.addComment=function(b,e,k){e(Date.now())};DrawioFile.prototype.canReplyToReplies=function(){return!0};DrawioFile.prototype.canComment=function(){return!0};DrawioFile.prototype.newComment=function(b,e){return new DrawioComment(this,null,b,Date.now(),Date.now(),!1,e)};LocalFile=function(b,e,k,m,D,p){DrawioFile.call(this,b,e);this.title=k;this.mode=m?null:App.MODE_DEVICE;this.fileHandle=D;this.desc=p};mxUtils.extend(LocalFile,DrawioFile);LocalFile.prototype.isAutosave=function(){return null!=this.fileHandle&&!this.invalidFileHandle&&DrawioFile.prototype.isAutosave.apply(this,arguments)};LocalFile.prototype.isAutosaveOptional=function(){return null!=this.fileHandle};LocalFile.prototype.getMode=function(){return this.mode};LocalFile.prototype.getTitle=function(){return this.title}; LocalFile.prototype.isRenamable=function(){return!0};LocalFile.prototype.save=function(b,e,k){this.saveAs(this.title,e,k)};LocalFile.prototype.saveAs=function(b,e,k){this.saveFile(b,!1,e,k)};LocalFile.prototype.saveAs=function(b,e,k){this.saveFile(b,!1,e,k)};LocalFile.prototype.getDescriptor=function(){return this.desc};LocalFile.prototype.setDescriptor=function(b){this.desc=b}; LocalFile.prototype.getLatestVersion=function(b,e){null==this.fileHandle?b(null):this.ui.loadFileSystemEntry(this.fileHandle,b,e)}; -LocalFile.prototype.saveFile=function(b,e,k,n,D){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;D||this.updateFileData();var t=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var E=this.getData(),d=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=k&&k()}),f=mxUtils.bind(this,function(g){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var l=mxUtils.bind(this, -function(z){this.savingFile=!1;null!=n&&n({error:z})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(z){this.fileHandle.getFile().then(mxUtils.bind(this,function(F){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[F],"conflict",this.desc.lastModified!=F.lastModified);this.desc.lastModified==F.lastModified?z.write(t?this.ui.base64ToBlob(g,"image/png"):g).then(mxUtils.bind(this,function(){z.close().then(mxUtils.bind(this, -function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(C){try{var I=this.desc;this.savingFile=!1;this.desc=C;this.fileSaved(E,I,d,l);this.removeDraft()}catch(G){l(G)}}),l)}),l)}),l):(this.inConflictState=!0,l())}),mxUtils.bind(this,function(F){this.invalidFileHandle=!0;l(F)}))}),l)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(g,b,t?"image/png":"text/xml",t);else if(g.length<MAX_REQUEST_SIZE){var q=b.lastIndexOf(".");q=0<q?b.substring(q+1):"xml"; -(new mxXmlRequest(SAVE_URL,"format="+q+"&xml="+encodeURIComponent(g)+"&filename="+encodeURIComponent(b)+(t?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(g)}));d()}});t?(e=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(g){f(g)}),n,this.ui.getCurrentFile()!=this?E:null,e.scale,e.border)):f(E)}; +LocalFile.prototype.saveFile=function(b,e,k,m,D){b!=this.title&&(this.desc=this.fileHandle=null);this.title=b;D||this.updateFileData();var p=this.ui.useCanvasForExport&&/(\.png)$/i.test(this.getTitle());this.setShadowModified(!1);var E=this.getData(),K=mxUtils.bind(this,function(){this.setModified(this.getShadowModified());this.contentChanged();null!=k&&k()}),Q=mxUtils.bind(this,function(d){if(null!=this.fileHandle){if(!this.savingFile){this.savingFileTime=new Date;this.savingFile=!0;var f=mxUtils.bind(this, +function(x){this.savingFile=!1;null!=m&&m({error:x})});this.saveDraft();this.fileHandle.createWritable().then(mxUtils.bind(this,function(x){this.fileHandle.getFile().then(mxUtils.bind(this,function(z){this.invalidFileHandle=null;EditorUi.debug("LocalFile.saveFile",[this],"desc",[this.desc],"newDesc",[z],"conflict",this.desc.lastModified!=z.lastModified);this.desc.lastModified==z.lastModified?x.write(p?this.ui.base64ToBlob(d,"image/png"):d).then(mxUtils.bind(this,function(){x.close().then(mxUtils.bind(this, +function(){this.fileHandle.getFile().then(mxUtils.bind(this,function(u){try{var H=this.desc;this.savingFile=!1;this.desc=u;this.fileSaved(E,H,K,f);this.removeDraft()}catch(L){f(L)}}),f)}),f)}),f):(this.inConflictState=!0,f())}),mxUtils.bind(this,function(z){this.invalidFileHandle=!0;f(z)}))}),f)}}else{if(this.ui.isOfflineApp()||this.ui.isLocalFileSave())this.ui.doSaveLocalFile(d,b,p?"image/png":"text/xml",p);else if(d.length<MAX_REQUEST_SIZE){var g=b.lastIndexOf(".");g=0<g?b.substring(g+1):"xml"; +(new mxXmlRequest(SAVE_URL,"format="+g+"&xml="+encodeURIComponent(d)+"&filename="+encodeURIComponent(b)+(p?"&binary=1":""))).simulate(document,"_blank")}else this.ui.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(d)}));K()}});p?(e=this.ui.getPngFileProperties(this.ui.fileNode),this.ui.getEmbeddedPng(mxUtils.bind(this,function(d){Q(d)}),m,this.ui.getCurrentFile()!=this?E:null,e.scale,e.border)):Q(E)}; LocalFile.prototype.rename=function(b,e,k){this.title=b;this.descriptorChanged();null!=e&&e()};LocalFile.prototype.open=function(){this.ui.setFileData(this.getData());this.installListeners()};(function(){"undefined"!==typeof html4&&(html4.ATTRIBS["span::data-lucid-content"]=0,html4.ATTRIBS["span::data-lucid-type"]=0,html4.ATTRIBS["font::data-font-src"]=0);Editor.prototype.appName="diagrams.net";Editor.prototype.diagramFileTypes=[{description:"diagramXmlDesc",extension:"drawio",mimeType:"text/xml"},{description:"diagramPngDesc",extension:"png",mimeType:"image/png"},{description:"diagramSvgDesc",extension:"svg",mimeType:"image/svg"},{description:"diagramHtmlDesc",extension:"html",mimeType:"text/html"}, {description:"diagramXmlDesc",extension:"xml",mimeType:"text/xml"}];Editor.prototype.libraryFileTypes=[{description:"Library (.drawiolib, 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Angle",type:"int",defVal:-41,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")&&0<u.vertices.length}},{name:"curveFitting",dispName:"Curve Fitting",type:"float",defVal:.95,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style, -"sketch","1"==urlParams.rough?"1":"0")}},{name:"simplification",dispName:"Simplification",type:"float",defVal:0,min:0,max:1,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")}},{name:"disableMultiStroke",dispName:"Disable Multi Stroke",type:"bool",defVal:!1,isVisible:function(u,H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")}},{name:"disableMultiStrokeFill",dispName:"Disable Multi Stroke Fill",type:"bool",defVal:!1,isVisible:function(u, -H){return"1"==mxUtils.getValue(u.style,"sketch","1"==urlParams.rough?"1":"0")&&0<u.vertices.length}},{name:"dashOffset",dispName:"Dash 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Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"targetPortConstraint",dispName:"Target Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"jettySize", -dispName:"Jetty Size",type:"int",min:0,defVal:"auto",allowAuto:!0,isVisible:function(u){return"orthogonalEdgeStyle"==mxUtils.getValue(u.style,mxConstants.STYLE_EDGE,null)}},{name:"fillOpacity",dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"startFill",dispName:"Start Fill",type:"bool",defVal:!0},{name:"endFill",dispName:"End Fill",type:"bool",defVal:!0},{name:"perimeterSpacing",dispName:"Terminal Spacing", -type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable", -dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump",dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop Routing",type:"bool",defVal:!1},{name:"orthogonal",dispName:"Orthogonal",type:"bool",defVal:!1}].concat(Editor.commonProperties); -Editor.commonVertexProperties=[{name:"colspan",dispName:"Colspan",type:"int",min:1,defVal:1,isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTableCell(u.vertices[0])}},{name:"rowspan",dispName:"Rowspan",type:"int",min:1,defVal:1,isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTableCell(u.vertices[0])}},{type:"separator"},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",getDefaultValue:function(u, -H){u=H.editorUi.editor.graph.getCellStyle(1==u.vertices.length&&0==u.edges.length?u.vertices[0]:null);return"1"==mxUtils.getValue(u,"resizeLastRow","0")},isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTable(u.vertices[0])}},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",getDefaultValue:function(u,H){u=H.editorUi.editor.graph.getCellStyle(1==u.vertices.length&&0==u.edges.length?u.vertices[0]:null);return"1"==mxUtils.getValue(u,"resizeLast", -"0")},isVisible:function(u,H){H=H.editorUi.editor.graph;return 1==u.vertices.length&&0==u.edges.length&&H.isTable(u.vertices[0])}},{name:"fillOpacity",dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"overflow",dispName:"Text Overflow",defVal:"visible",type:"enum",enumList:[{val:"visible",dispName:"Visible"},{val:"hidden",dispName:"Hidden"},{val:"block",dispName:"Block"},{val:"fill",dispName:"Fill"}, -{val:"width",dispName:"Width"}]},{name:"noLabel",dispName:"Hide Label",type:"bool",defVal:!1},{name:"labelPadding",dispName:"Label Padding",type:"float",defVal:0},{name:"direction",dispName:"Direction",type:"enum",defVal:"east",enumList:[{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraint",dispName:"Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"}, -{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraintRotation",dispName:"Rotate Constraint",type:"bool",defVal:!1},{name:"connectable",dispName:"Connectable",type:"bool",getDefaultValue:function(u,H){return H.editorUi.editor.graph.isCellConnectable(0<u.vertices.length&&0==u.edges.length?u.vertices[0]:null)},isVisible:function(u,H){return 0<u.vertices.length&&0==u.edges.length}},{name:"allowArrows",dispName:"Allow Arrows",type:"bool",defVal:!0}, -{name:"snapToPoint",dispName:"Snap to 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1==u.vertices.length&&0==u.edges.length&&!H.editorUi.editor.graph.isSwimlane(u.vertices[0])&&null==mxUtils.getValue(u.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(u,H){H=H.editorUi.editor.graph.model;return 0<u.vertices.length? -H.isVertex(H.getParent(u.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(u,H){u=0<u.vertices.length?H.editorUi.editor.graph.getCellGeometry(u.vertices[0]):null;return null!=u&&!u.relative}}, -{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed 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Fold",type:"bool",defVal:!1,isVisible:function(u,H){return 0<u.vertices.length&&H.editorUi.editor.graph.isContainer(u.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; -Editor.createRoughCanvas=function(u){var H=rough.canvas({getContext:function(){return u}});H.draw=function(P){var V=P.sets||[];P=P.options||this.getDefaultOptions();for(var Q=0;Q<V.length;Q++){var da=V[Q];switch(da.type){case "path":null!=P.stroke&&this._drawToContext(u,da,P);break;case "fillPath":this._drawToContext(u,da,P);break;case "fillSketch":this.fillSketch(u,da,P)}}};H.fillSketch=function(P,V,Q){var da=u.state.strokeColor,ea=u.state.strokeWidth,fa=u.state.strokeAlpha,pa=u.state.dashed,ua= -Q.fillWeight;0>ua&&(ua=Q.strokeWidth/2);u.setStrokeAlpha(u.state.fillAlpha);u.setStrokeColor(Q.fill||"");u.setStrokeWidth(ua);u.setDashed(!1);this._drawToContext(P,V,Q);u.setDashed(pa);u.setStrokeWidth(ea);u.setStrokeColor(da);u.setStrokeAlpha(fa)};H._drawToContext=function(P,V,Q){P.begin();for(var da=0;da<V.ops.length;da++){var ea=V.ops[da],fa=ea.data;switch(ea.op){case "move":P.moveTo(fa[0],fa[1]);break;case "bcurveTo":P.curveTo(fa[0],fa[1],fa[2],fa[3],fa[4],fa[5]);break;case "lineTo":P.lineTo(fa[0], -fa[1])}}P.end();"fillPath"===V.type&&Q.filled?P.fill():P.stroke()};return H};(function(){function u(da,ea,fa){this.canvas=da;this.rc=ea;this.shape=fa;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,u.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,u.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,u.prototype.rect);this.originalRoundrect= -this.canvas.roundrect;this.canvas.roundrect=mxUtils.bind(this,u.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,u.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,u.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,u.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,u.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo; -this.canvas.curveTo=mxUtils.bind(this,u.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,u.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,u.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,u.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,u.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke= -mxUtils.bind(this,u.prototype.fillAndStroke);this.path=[];this.passThrough=!1}u.prototype.moveOp="M";u.prototype.lineOp="L";u.prototype.quadOp="Q";u.prototype.curveOp="C";u.prototype.closeOp="Z";u.prototype.getStyle=function(da,ea){var fa=1;if(null!=this.shape.state){var pa=this.shape.state.cell.id;if(null!=pa)for(var ua=0;ua<pa.length;ua++)fa=(fa<<5)-fa+pa.charCodeAt(ua)<<0}fa={strokeWidth:this.canvas.state.strokeWidth,seed:fa,preserveVertices:!0};pa=this.rc.getDefaultOptions();fa.stroke=da?this.canvas.state.strokeColor=== -mxConstants.NONE?"transparent":this.canvas.state.strokeColor:mxConstants.NONE;da=null;(fa.filled=ea)?(fa.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,da=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):fa.fill="";fa.bowing=mxUtils.getValue(this.shape.style,"bowing",pa.bowing);fa.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",pa.hachureAngle);fa.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting", -pa.curveFitting);fa.roughness=mxUtils.getValue(this.shape.style,"jiggle",pa.roughness);fa.simplification=mxUtils.getValue(this.shape.style,"simplification",pa.simplification);fa.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",pa.disableMultiStroke);fa.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",pa.disableMultiStrokeFill);ea=mxUtils.getValue(this.shape.style,"hachureGap",-1);fa.hachureGap="auto"==ea?-1:ea;fa.dashGap=mxUtils.getValue(this.shape.style, -"dashGap",ea);fa.dashOffset=mxUtils.getValue(this.shape.style,"dashOffset",ea);fa.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",ea);ea=mxUtils.getValue(this.shape.style,"fillWeight",-1);fa.fillWeight="auto"==ea?-1:ea;ea=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==ea&&(ea=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),ea=null!=fa.fill&&(null!=da||null!=ea&&fa.fill==ea)?"solid": -pa.fillStyle);fa.fillStyle=ea;return fa};u.prototype.begin=function(){this.passThrough?this.originalBegin.apply(this.canvas,arguments):this.path=[]};u.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};u.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var da=2;da<arguments.length;da+=2)this.lastX=arguments[da-1],this.lastY=arguments[da],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))}; -u.prototype.lineTo=function(da,ea){this.passThrough?this.originalLineTo.apply(this.canvas,arguments):(this.addOp(this.lineOp,da,ea),this.lastX=da,this.lastY=ea)};u.prototype.moveTo=function(da,ea){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,da,ea),this.lastX=da,this.lastY=ea,this.firstX=da,this.firstY=ea)};u.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};u.prototype.quadTo=function(da, -ea,fa,pa){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,da,ea,fa,pa),this.lastX=fa,this.lastY=pa)};u.prototype.curveTo=function(da,ea,fa,pa,ua,qa){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,da,ea,fa,pa,ua,qa),this.lastX=ua,this.lastY=qa)};u.prototype.arcTo=function(da,ea,fa,pa,ua,qa,Da){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var Aa=mxUtils.arcToCurves(this.lastX,this.lastY, -da,ea,fa,pa,ua,qa,Da);if(null!=Aa)for(var Fa=0;Fa<Aa.length;Fa+=6)this.curveTo(Aa[Fa],Aa[Fa+1],Aa[Fa+2],Aa[Fa+3],Aa[Fa+4],Aa[Fa+5]);this.lastX=qa;this.lastY=Da}};u.prototype.rect=function(da,ea,fa,pa){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(da,ea,fa,pa,this.getStyle(!0,!0)))};u.prototype.ellipse=function(da,ea,fa,pa){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(da+ -fa/2,ea+pa/2,fa,pa,this.getStyle(!0,!0)))};u.prototype.roundrect=function(da,ea,fa,pa,ua,qa){this.passThrough?this.originalRoundrect.apply(this.canvas,arguments):(this.begin(),this.moveTo(da+ua,ea),this.lineTo(da+fa-ua,ea),this.quadTo(da+fa,ea,da+fa,ea+qa),this.lineTo(da+fa,ea+pa-qa),this.quadTo(da+fa,ea+pa,da+fa-ua,ea+pa),this.lineTo(da+ua,ea+pa),this.quadTo(da,ea+pa,da,ea+pa-qa),this.lineTo(da,ea+qa),this.quadTo(da,ea,da+ua,ea))};u.prototype.drawPath=function(da){if(0<this.path.length){this.passThrough= -!0;try{this.rc.path(this.path.join(" "),da)}catch(fa){}this.passThrough=!1}else if(null!=this.nextShape){for(var ea in da)this.nextShape.options[ea]=da[ea];da.stroke!=mxConstants.NONE&&null!=da.stroke||delete this.nextShape.options.stroke;da.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};u.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};u.prototype.fill= -function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};u.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!0))};u.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo= -this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin;this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(da){return new u(da,Editor.createRoughCanvas(da),this)};var H=mxShape.prototype.createHandJiggle; -mxShape.prototype.createHandJiggle=function(da){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?H.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle","rough")?this.createComicCanvas(da):this.createRoughCanvas(da)};var P=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(da,ea,fa,pa,ua){null!=da.handJiggle&&da.handJiggle.passThrough||P.apply(this,arguments)};var V=mxShape.prototype.paint;mxShape.prototype.paint= -function(da){var ea=da.addTolerance,fa=!0;null!=this.style&&(fa="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=da.handJiggle&&da.handJiggle.constructor==u&&!this.outline){da.save();var pa=this.fill,ua=this.stroke;this.stroke=this.fill=null;var qa=this.configurePointerEvents,Da=da.setStrokeColor;da.setStrokeColor=function(){};var Aa=da.setFillColor;da.setFillColor=function(){};fa||null==pa||(this.configurePointerEvents=function(){});da.handJiggle.passThrough=!0;V.apply(this, -arguments);da.handJiggle.passThrough=!1;da.setFillColor=Aa;da.setStrokeColor=Da;this.configurePointerEvents=qa;this.stroke=ua;this.fill=pa;da.restore();fa&&null!=pa&&(da.addTolerance=function(){})}V.apply(this,arguments);da.addTolerance=ea};var Q=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(da,ea,fa,pa,ua,qa){null!=da.handJiggle&&da.handJiggle.constructor==u?(da.handJiggle.passThrough=!0,Q.apply(this,arguments),da.handJiggle.passThrough=!1):Q.apply(this,arguments)}})(); -Editor.fastCompress=function(u){return null==u||0==u.length||"undefined"===typeof pako?u:Graph.arrayBufferToString(pako.deflateRaw(u))};Editor.fastDecompress=function(u){return null==u||0==u.length||"undefined"===typeof pako?u:pako.inflateRaw(Graph.stringToArrayBuffer(atob(u)),{to:"string"})};Editor.extractGraphModel=function(u,H,P){if(null!=u&&"undefined"!==typeof pako){var V=u.ownerDocument.getElementsByTagName("div"),Q=[];if(null!=V&&0<V.length)for(var da=0;da<V.length;da++)if("mxgraph"==V[da].getAttribute("class")){Q.push(V[da]); -break}0<Q.length&&(V=Q[0].getAttribute("data-mxgraph"),null!=V?(Q=JSON.parse(V),null!=Q&&null!=Q.xml&&(u=mxUtils.parseXml(Q.xml),u=u.documentElement)):(Q=Q[0].getElementsByTagName("div"),0<Q.length&&(V=mxUtils.getTextContent(Q[0]),V=Graph.decompress(V,null,P),0<V.length&&(u=mxUtils.parseXml(V),u=u.documentElement))))}if(null!=u&&"svg"==u.nodeName)if(V=u.getAttribute("content"),null!=V&&"<"!=V.charAt(0)&&"%"!=V.charAt(0)&&(V=unescape(window.atob?atob(V):Base64.decode(cont,V))),null!=V&&"%"==V.charAt(0)&& -(V=decodeURIComponent(V)),null!=V&&0<V.length)u=mxUtils.parseXml(V).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==u||H||(Q=null,"diagram"==u.nodeName?Q=u:"mxfile"==u.nodeName&&(V=u.getElementsByTagName("diagram"),0<V.length&&(Q=V[Math.max(0,Math.min(V.length-1,urlParams.page||0))])),null!=Q&&(u=Editor.parseDiagramNode(Q,P)));null==u||"mxGraphModel"==u.nodeName||H&&"mxfile"==u.nodeName||(u=null);return u};Editor.parseDiagramNode=function(u,H){var P=mxUtils.trim(mxUtils.getTextContent(u)), -V=null;0<P.length?(u=Graph.decompress(P,null,H),null!=u&&0<u.length&&(V=mxUtils.parseXml(u).documentElement)):(u=mxUtils.getChildNodes(u),0<u.length&&(V=mxUtils.createXmlDocument(),V.appendChild(V.importNode(u[0],!0)),V=V.documentElement));return V};Editor.getDiagramNodeXml=function(u){var H=mxUtils.getTextContent(u),P=null;0<H.length?P=Graph.decompress(H):null!=u.firstChild&&(P=mxUtils.getXml(u.firstChild));return P};Editor.extractGraphModelFromPdf=function(u){u=u.substring(u.indexOf(",")+1);u=window.atob&& -!mxClient.IS_SF?atob(u):Base64.decode(u,!0);if("%PDF-1.7"==u.substring(0,8)){var H=u.indexOf("EmbeddedFile");if(-1<H){var P=u.indexOf("stream",H)+9;if(0<u.substring(H,P).indexOf("application#2Fvnd.jgraph.mxfile"))return H=u.indexOf("endstream",P-1),pako.inflateRaw(Graph.stringToArrayBuffer(u.substring(P,H)),{to:"string"})}return null}P=null;H="";for(var V=0,Q=0,da=[],ea=null;Q<u.length;){var fa=u.charCodeAt(Q);Q+=1;10!=fa&&(H+=String.fromCharCode(fa));fa=="/Subject (%3Cmxfile".charCodeAt(V)?V++:V= -0;if(19==V){var pa=u.indexOf("%3C%2Fmxfile%3E)",Q)+15;Q-=9;if(pa>Q){P=u.substring(Q,pa);break}}10==fa&&("endobj"==H?ea=null:"obj"==H.substring(H.length-3,H.length)||"xref"==H||"trailer"==H?(ea=[],da[H.split(" ")[0]]=ea):null!=ea&&ea.push(H),H="")}null==P&&(P=Editor.extractGraphModelFromXref(da));null!=P&&(P=decodeURIComponent(P.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return P};Editor.extractGraphModelFromXref=function(u){var H=u.trailer,P=null;null!=H&&(H=/.* \/Info (\d+) (\d+) R/g.exec(H.join("\n")), -null!=H&&0<H.length&&(H=u[H[1]],null!=H&&(H=/.* \/Subject (\d+) (\d+) R/g.exec(H.join("\n")),null!=H&&0<H.length&&(u=u[H[1]],null!=u&&(u=u.join("\n"),P=u.substring(1,u.length-1))))));return P};Editor.extractParserError=function(u,H){var P=null;u=null!=u?u.getElementsByTagName("parsererror"):null;null!=u&&0<u.length&&(P=H||mxResources.get("invalidChars"),H=u[0].getElementsByTagName("div"),0<H.length&&(P=mxUtils.getTextContent(H[0])));return null!=P?mxUtils.trim(P):P};Editor.addRetryToError=function(u, -H){null!=u&&(u=null!=u.error?u.error:u,null==u.retry&&(u.retry=H))};Editor.configure=function(u,H){if(null!=u){Editor.config=u;Editor.configVersion=u.version;Menus.prototype.defaultFonts=u.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors=u.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=u.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=u.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes= -u.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=u.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=u.autosaveDelay||DrawioFile.prototype.autosaveDelay;u.debug&&(urlParams.test="1");null!=u.templateFile&&(EditorUi.templateFile=u.templateFile);null!=u.styles&&(Array.isArray(u.styles)?Editor.styles=u.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=u.globalVars&&(Editor.globalVars= -u.globalVars);null!=u.compressXml&&(Editor.compressXml=u.compressXml);null!=u.includeDiagram&&(Editor.defaultIncludeDiagram=u.includeDiagram);null!=u.simpleLabels&&(Editor.simpleLabels=u.simpleLabels);null!=u.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker=u.oneDriveInlinePicker);null!=u.darkColor&&(Editor.darkColor=u.darkColor);null!=u.lightColor&&(Editor.lightColor=u.lightColor);null!=u.settingsName&&(Editor.configurationKey="."+u.settingsName+"-configuration",Editor.settingsKey="."+u.settingsName+ -"-config",mxSettings.key=Editor.settingsKey);u.customFonts&&(Menus.prototype.defaultFonts=u.customFonts.concat(Menus.prototype.defaultFonts));u.customPresetColors&&(ColorDialog.prototype.presetColors=u.customPresetColors.concat(ColorDialog.prototype.presetColors));null!=u.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=u.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=u.css){var P=document.createElement("style");P.setAttribute("type","text/css"); -P.appendChild(document.createTextNode(u.css));var V=document.getElementsByTagName("script")[0];V.parentNode.insertBefore(P,V)}null!=u.libraries&&(Sidebar.prototype.customEntries=u.libraries);null!=u.enabledLibraries&&(Array.isArray(u.enabledLibraries)?Sidebar.prototype.enabledLibraries=u.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=u.defaultLibraries&&(Sidebar.prototype.defaultEntries=u.defaultLibraries);null!=u.defaultCustomLibraries&&(Editor.defaultCustomLibraries= -u.defaultCustomLibraries);null!=u.enableCustomLibraries&&(Editor.enableCustomLibraries=u.enableCustomLibraries);null!=u.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=u.defaultVertexStyle);null!=u.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=u.defaultEdgeStyle);null!=u.defaultPageVisible&&(Graph.prototype.defaultPageVisible=u.defaultPageVisible);null!=u.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=u.defaultGridEnabled);null!=u.zoomWheel&&(Graph.zoomWheel=u.zoomWheel);null!= -u.zoomFactor&&(P=parseFloat(u.zoomFactor),!isNaN(P)&&1<P?Graph.prototype.zoomFactor=P:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=u.gridSteps&&(P=parseInt(u.gridSteps),!isNaN(P)&&0<P?mxGraphView.prototype.gridSteps=P:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps"));null!=u.pageFormat&&(P=parseInt(u.pageFormat.width),V=parseInt(u.pageFormat.height),!isNaN(P)&&0<P&&!isNaN(V)&&0<V?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,P,V), -mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));u.thumbWidth&&(Sidebar.prototype.thumbWidth=u.thumbWidth);u.thumbHeight&&(Sidebar.prototype.thumbHeight=u.thumbHeight);u.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml=u.emptyLibraryXml);u.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=u.emptyDiagramXml);u.sidebarWidth&&(EditorUi.prototype.hsplitPosition=u.sidebarWidth);u.sidebarTitles&& -(Sidebar.prototype.sidebarTitles=u.sidebarTitles);u.sidebarTitleSize&&(P=parseInt(u.sidebarTitleSize),!isNaN(P)&&0<P?Sidebar.prototype.sidebarTitleSize=P:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));u.fontCss&&("string"===typeof u.fontCss?Editor.configureFontCss(u.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss"));null!=u.autosaveDelay&&(P=parseInt(u.autosaveDelay),!isNaN(P)&&0<P?DrawioFile.prototype.autosaveDelay=P:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay")); -if(null!=u.plugins&&!H)for(App.initPluginCallback(),H=0;H<u.plugins.length;H++)mxscript(u.plugins[H]);null!=u.maxImageBytes&&(EditorUi.prototype.maxImageBytes=u.maxImageBytes);null!=u.maxImageSize&&(EditorUi.prototype.maxImageSize=u.maxImageSize);null!=u.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=u.shareCursorPosition);null!=u.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=u.showRemoteCursors)}};Editor.configureFontCss=function(u){if(null!=u){Editor.prototype.fontCss=u; -var H=document.getElementsByTagName("script")[0];if(null!=H&&null!=H.parentNode){var P=document.createElement("style");P.setAttribute("type","text/css");P.appendChild(document.createTextNode(u));H.parentNode.insertBefore(P,H);u=u.split("url(");for(P=1;P<u.length;P++){var V=u[P].indexOf(")");V=Editor.trimCssUrl(u[P].substring(0,V));var Q=document.createElement("link");Q.setAttribute("rel","preload");Q.setAttribute("href",V);Q.setAttribute("as","font");Q.setAttribute("crossorigin","");H.parentNode.insertBefore(Q, -H)}}}};Editor.trimCssUrl=function(u){return u.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(u){u=null!=u?u:Editor.GUID_LENGTH;for(var H=[],P=0;P<u;P++)H.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return H.join("")};Editor.prototype.timeout= -25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(u){u=null!=u&&"mxlibrary"!=u.nodeName?this.extractGraphModel(u):null;if(null!=u){var H=Editor.extractParserError(u,mxResources.get("invalidOrMissingFile"));if(H)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[u],"cause",[H]),Error(mxResources.get("notADiagramFile")+ -" ("+H+")");if("mxGraphModel"==u.nodeName){H=u.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=H&&""!=H)H!=this.graph.currentStyle&&(P=null!=this.graph.themes?this.graph.themes[H]:mxUtils.load(STYLE_PATH+"/"+H+".xml").getDocumentElement(),null!=P&&(V=new mxCodec(P.ownerDocument),V.decode(P,this.graph.getStylesheet())));else{var P=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=P){var V=new mxCodec(P.ownerDocument); -V.decode(P,this.graph.getStylesheet())}}this.graph.currentStyle=H;this.graph.mathEnabled="1"==urlParams.math||"1"==u.getAttribute("math");H=u.getAttribute("backgroundImage");null!=H?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(H)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==u.getAttribute("shadow"),!1);if(H=u.getAttribute("extFonts"))try{for(H= -H.split("|").map(function(Q){Q=Q.split("^");return{name:Q[0],url:Q[1]}}),P=0;P<H.length;P++)this.graph.addExtFont(H[P].name,H[P].url)}catch(Q){console.log("ExtFonts format error: "+Q.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")||"Invalid data",toString:function(){return this.message}};};var e=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(u,H){u=null!= -u?u:!0;var P=e.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&P.setAttribute("style",this.graph.currentStyle);var V=this.graph.getBackgroundImageObject(this.graph.backgroundImage,H);null!=V&&P.setAttribute("backgroundImage",JSON.stringify(V));P.setAttribute("math",this.graph.mathEnabled?"1":"0");P.setAttribute("shadow",this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(V=this.graph.extFonts.map(function(Q){return Q.name+ -"^"+Q.url}),P.setAttribute("extFonts",V.join("|")));return P};Editor.prototype.isDataSvg=function(u){try{var H=mxUtils.parseXml(u).documentElement.getAttribute("content");if(null!=H&&(null!=H&&"<"!=H.charAt(0)&&"%"!=H.charAt(0)&&(H=unescape(window.atob?atob(H):Base64.decode(cont,H))),null!=H&&"%"==H.charAt(0)&&(H=decodeURIComponent(H)),null!=H&&0<H.length)){var P=mxUtils.parseXml(H).documentElement;return"mxfile"==P.nodeName||"mxGraphModel"==P.nodeName}}catch(V){}return!1};Editor.prototype.extractGraphModel= -function(u,H,P){return Editor.extractGraphModel.apply(this,arguments)};var k=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();k.apply(this,arguments)};var n=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){n.apply(this, -arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(u,H){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){u=null!=u?u:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(Q){try{MathJax.typesetClear([Q]),MathJax.typeset([Q]),Editor.onMathJaxDone()}catch(da){MathJax.typesetClear([Q]),null!=da.retry?da.retry.then(function(){MathJax.typesetPromise([Q]).then(Editor.onMathJaxDone)}): -null!=window.console&&console.log("Error in MathJax: "+da.toString())}};window.MathJax=null!=H?H:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var Q=0;Q<Editor.mathJaxQueue.length;Q++)Editor.doMathJaxRender(Editor.mathJaxQueue[Q])}}};Editor.MathJaxRender=function(Q){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(Q):Editor.mathJaxQueue.push(Q)}; -Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var P=Editor.prototype.init;Editor.prototype.init=function(){P.apply(this,arguments);var Q=mxUtils.bind(this,function(da,ea){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE,Q);this.graph.addListener(mxEvent.REFRESH,Q)};H=document.getElementsByTagName("script");if(null!=H&&0<H.length){var V= -document.createElement("script");V.setAttribute("type","text/javascript");V.setAttribute("src",u);H[0].parentNode.appendChild(V)}}};Editor.prototype.csvToArray=function(u){if(0<u.length){var H="",P=[""],V=0,Q=!0,da;u=$jscomp.makeIterator(u);for(da=u.next();!da.done;da=u.next())da=da.value,'"'===da?(Q&&da===H&&(P[V]+=da),Q=!Q):","===da&&Q?da=P[++V]="":P[V]+=da,H=da;return P}return[]};Editor.prototype.isCorsEnabledForUrl=function(u){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||u.substring(0,window.location.origin.length)== -window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp=new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(u)||"https://raw.githubusercontent.com/"===u.substring(0,34)||"https://fonts.googleapis.com/"===u.substring(0,29)||"https://fonts.gstatic.com/"===u.substring(0,26)};Editor.prototype.createImageUrlConverter=function(){var u=new mxUrlConverter;u.updateBaseUrl();var H=u.convert,P=this;u.convert=function(V){if(null!= -V){var Q="http://"==V.substring(0,7)||"https://"==V.substring(0,8);Q&&!navigator.onLine?V=Editor.svgBrokenImage.src:!Q||V.substring(0,u.baseUrl.length)==u.baseUrl||P.crossOriginImages&&P.isCorsEnabledForUrl(V)?"chrome-extension://"==V.substring(0,19)||mxClient.IS_CHROMEAPP||(V=H.apply(this,arguments)):V=PROXY_URL+"?url="+encodeURIComponent(V)}return V};return u};Editor.createSvgDataUri=function(u){return"data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent(u)))};Editor.prototype.convertImageToDataUri= -function(u,H){try{var P=!0,V=window.setTimeout(mxUtils.bind(this,function(){P=!1;H(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(u))mxUtils.get(u,mxUtils.bind(this,function(da){window.clearTimeout(V);P&&H(Editor.createSvgDataUri(da.getText()))}),function(){window.clearTimeout(V);P&&H(Editor.svgBrokenImage.src)});else{var Q=new Image;this.crossOriginImages&&(Q.crossOrigin="anonymous");Q.onload=function(){window.clearTimeout(V);if(P)try{var da=document.createElement("canvas"),ea=da.getContext("2d"); -da.height=Q.height;da.width=Q.width;ea.drawImage(Q,0,0);H(da.toDataURL())}catch(fa){H(Editor.svgBrokenImage.src)}};Q.onerror=function(){window.clearTimeout(V);P&&H(Editor.svgBrokenImage.src)};Q.src=u}}catch(da){H(Editor.svgBrokenImage.src)}};Editor.prototype.convertImages=function(u,H,P,V){null==V&&(V=this.createImageUrlConverter());var Q=0,da=P||{};P=mxUtils.bind(this,function(ea,fa){ea=u.getElementsByTagName(ea);for(var pa=0;pa<ea.length;pa++)mxUtils.bind(this,function(ua){try{if(null!=ua){var qa= -V.convert(ua.getAttribute(fa));if(null!=qa&&"data:"!=qa.substring(0,5)){var Da=da[qa];null==Da?(Q++,this.convertImageToDataUri(qa,function(Aa){null!=Aa&&(da[qa]=Aa,ua.setAttribute(fa,Aa));Q--;0==Q&&H(u)})):ua.setAttribute(fa,Da)}else null!=qa&&ua.setAttribute(fa,qa)}}catch(Aa){}})(ea[pa])});P("image","xlink:href");P("img","src");0==Q&&H(u)};Editor.base64Encode=function(u){for(var H="",P=0,V=u.length,Q,da,ea;P<V;){Q=u.charCodeAt(P++)&255;if(P==V){H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(Q>> -2);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&3)<<4);H+="==";break}da=u.charCodeAt(P++);if(P==V){H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(Q>>2);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&3)<<4|(da&240)>>4);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((da&15)<<2);H+="=";break}ea=u.charCodeAt(P++);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(Q>> -2);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((Q&3)<<4|(da&240)>>4);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((da&15)<<2|(ea&192)>>6);H+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(ea&63)}return H};Editor.prototype.loadUrl=function(u,H,P,V,Q,da,ea,fa){try{var pa=!ea&&(V||/(\.png)($|\?)/i.test(u)||/(\.jpe?g)($|\?)/i.test(u)||/(\.gif)($|\?)/i.test(u)||/(\.pdf)($|\?)/i.test(u));Q=null!=Q?Q:!0;var ua=mxUtils.bind(this, -function(){mxUtils.get(u,mxUtils.bind(this,function(qa){if(200<=qa.getStatus()&&299>=qa.getStatus()){if(null!=H){var Da=qa.getText();if(pa){if((9==document.documentMode||10==document.documentMode)&&"undefined"!==typeof window.mxUtilsBinaryToArray){qa=mxUtilsBinaryToArray(qa.request.responseBody).toArray();Da=Array(qa.length);for(var Aa=0;Aa<qa.length;Aa++)Da[Aa]=String.fromCharCode(qa[Aa]);Da=Da.join("")}da=null!=da?da:"data:image/png;base64,";Da=da+Editor.base64Encode(Da)}H(Da)}}else null!=P&&(0== -qa.getStatus()?P({message:mxResources.get("accessDenied")},qa):404==qa.getStatus()?P({code:qa.getStatus()},qa):P({message:mxResources.get("error")+" "+qa.getStatus()},qa))}),function(qa){null!=P&&P({message:mxResources.get("error")+" "+qa.getStatus()})},pa,this.timeout,function(){Q&&null!=P&&P({code:App.ERROR_TIMEOUT,retry:ua})},fa)});ua()}catch(qa){null!=P&&P(qa)}};Editor.prototype.absoluteCssFonts=function(u){var H=null;if(null!=u){var P=u.split("url(");if(0<P.length){H=[P[0]];u=window.location.pathname; -var V=null!=u?u.lastIndexOf("/"):-1;0<=V&&(u=u.substring(0,V+1));V=document.getElementsByTagName("base");var Q=null;null!=V&&0<V.length&&(Q=V[0].getAttribute("href"));for(var da=1;da<P.length;da++)if(V=P[da].indexOf(")"),0<V){var ea=Editor.trimCssUrl(P[da].substring(0,V));this.graph.isRelativeUrl(ea)&&(ea=null!=Q?Q+ea:window.location.protocol+"//"+window.location.hostname+("/"==ea.charAt(0)?"":u)+ea);H.push('url("'+ea+'"'+P[da].substring(V))}else H.push(P[da])}else H=[u]}return null!=H?H.join(""): -null};Editor.prototype.mapFontUrl=function(u,H,P){/^https?:\/\//.test(H)&&!this.isCorsEnabledForUrl(H)&&(H=PROXY_URL+"?url="+encodeURIComponent(H));P(u,H)};Editor.prototype.embedCssFonts=function(u,H){var P=u.split("url("),V=0;null==this.cachedFonts&&(this.cachedFonts={});var Q=mxUtils.bind(this,function(){if(0==V){for(var pa=[P[0]],ua=1;ua<P.length;ua++){var qa=P[ua].indexOf(")");pa.push('url("');pa.push(this.cachedFonts[Editor.trimCssUrl(P[ua].substring(0,qa))]);pa.push('"'+P[ua].substring(qa))}H(pa.join(""))}}); -if(0<P.length){for(u=1;u<P.length;u++){var da=P[u].indexOf(")"),ea=null,fa=P[u].indexOf("format(",da);0<fa&&(ea=Editor.trimCssUrl(P[u].substring(fa+7,P[u].indexOf(")",fa))));mxUtils.bind(this,function(pa){if(null==this.cachedFonts[pa]){this.cachedFonts[pa]=pa;V++;var ua="application/x-font-ttf";if("svg"==ea||/(\.svg)($|\?)/i.test(pa))ua="image/svg+xml";else if("otf"==ea||"embedded-opentype"==ea||/(\.otf)($|\?)/i.test(pa))ua="application/x-font-opentype";else if("woff"==ea||/(\.woff)($|\?)/i.test(pa))ua= -"application/font-woff";else if("woff2"==ea||/(\.woff2)($|\?)/i.test(pa))ua="application/font-woff2";else if("eot"==ea||/(\.eot)($|\?)/i.test(pa))ua="application/vnd.ms-fontobject";else if("sfnt"==ea||/(\.sfnt)($|\?)/i.test(pa))ua="application/font-sfnt";this.mapFontUrl(ua,pa,mxUtils.bind(this,function(qa,Da){this.loadUrl(Da,mxUtils.bind(this,function(Aa){this.cachedFonts[pa]=Aa;V--;Q()}),mxUtils.bind(this,function(Aa){V--;Q()}),!0,null,"data:"+qa+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(P[u].substring(0, -da)),ea)}Q()}else H(u)};Editor.prototype.loadFonts=function(u){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(H){this.resolvedFontCss=H;null!=u&&u()})):null!=u&&u()};Editor.prototype.createGoogleFontCache=function(){var u={},H;for(H in Graph.fontMapping)Graph.isCssFontUrl(H)&&(u[H]=Graph.fontMapping[H]);return u};Editor.prototype.embedExtFonts=function(u){var H=this.graph.getCustomFonts();if(0<H.length){var P=[],V=0;null==this.cachedGoogleFonts&& -(this.cachedGoogleFonts=this.createGoogleFontCache());for(var Q=mxUtils.bind(this,function(){0==V&&this.embedCssFonts(P.join(""),u)}),da=0;da<H.length;da++)mxUtils.bind(this,function(ea,fa){Graph.isCssFontUrl(fa)?null==this.cachedGoogleFonts[fa]?(V++,this.loadUrl(fa,mxUtils.bind(this,function(pa){this.cachedGoogleFonts[fa]=pa;P.push(pa+"\n");V--;Q()}),mxUtils.bind(this,function(pa){V--;P.push("@import url("+fa+");\n");Q()}))):P.push(this.cachedGoogleFonts[fa]+"\n"):P.push('@font-face {font-family: "'+ -ea+'";src: url("'+fa+'")}\n')})(H[da].name,H[da].url);Q()}else u()};Editor.prototype.addMathCss=function(u){u=u.getElementsByTagName("defs");if(null!=u&&0<u.length)for(var H=document.getElementsByTagName("style"),P=0;P<H.length;P++){var V=mxUtils.getTextContent(H[P]);0>V.indexOf("mxPageSelector")&&0<V.indexOf("MathJax")&&u[0].appendChild(H[P].cloneNode(!0))}};Editor.prototype.addFontCss=function(u,H){H=null!=H?H:this.absoluteCssFonts(this.fontCss);if(null!=H){var P=u.getElementsByTagName("defs"), -V=u.ownerDocument;0==P.length?(P=null!=V.createElementNS?V.createElementNS(mxConstants.NS_SVG,"defs"):V.createElement("defs"),null!=u.firstChild?u.insertBefore(P,u.firstChild):u.appendChild(P)):P=P[0];u=null!=V.createElementNS?V.createElementNS(mxConstants.NS_SVG,"style"):V.createElement("style");u.setAttribute("type","text/css");mxUtils.setTextContent(u,H);P.appendChild(u)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale= -function(u,H,P){var V=mxClient.IS_FF?8192:16384;return Math.min(P,Math.min(V/u,V/H))};Editor.prototype.exportToCanvas=function(u,H,P,V,Q,da,ea,fa,pa,ua,qa,Da,Aa,Fa,ta,Sa,Ra,Oa){try{da=null!=da?da:!0;ea=null!=ea?ea:!0;Da=null!=Da?Da:this.graph;Aa=null!=Aa?Aa:0;var Va=pa?null:Da.background;Va==mxConstants.NONE&&(Va=null);null==Va&&(Va=V);null==Va&&0==pa&&(Va=Sa?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(Da.getSvg(null,null,Aa,Fa,null,ea,null,null,null,ua,null,Sa,Ra,Oa),mxUtils.bind(this, -function(Ja){try{var cb=new Image;cb.onload=mxUtils.bind(this,function(){try{var y=function(){mxClient.IS_SF?window.setTimeout(function(){U.drawImage(cb,0,0);u(K,Ja)},0):(U.drawImage(cb,0,0),u(K,Ja))},K=document.createElement("canvas"),N=parseInt(Ja.getAttribute("width")),T=parseInt(Ja.getAttribute("height"));fa=null!=fa?fa:1;null!=H&&(fa=da?Math.min(1,Math.min(3*H/(4*T),H/N)):H/N);fa=this.getMaxCanvasScale(N,T,fa);N=Math.ceil(fa*N);T=Math.ceil(fa*T);K.setAttribute("width",N);K.setAttribute("height", -T);var U=K.getContext("2d");null!=Va&&(U.beginPath(),U.rect(0,0,N,T),U.fillStyle=Va,U.fill());1!=fa&&U.scale(fa,fa);if(ta){var W=Da.view,na=W.scale;W.scale=1;var wa=btoa(unescape(encodeURIComponent(W.createSvgGrid(W.gridColor))));W.scale=na;wa="data:image/svg+xml;base64,"+wa;var ra=Da.gridSize*W.gridSteps*fa,xa=Da.getGraphBounds(),Ea=W.translate.x*na,Na=W.translate.y*na,Ma=Ea+(xa.x-Ea)/na-Aa,za=Na+(xa.y-Na)/na-Aa,Ba=new Image;Ba.onload=function(){try{for(var Ca=-Math.round(ra-mxUtils.mod((Ea-Ma)* -fa,ra)),ya=-Math.round(ra-mxUtils.mod((Na-za)*fa,ra));Ca<N;Ca+=ra)for(var Ga=ya;Ga<T;Ga+=ra)U.drawImage(Ba,Ca/fa,Ga/fa);y()}catch(Za){null!=Q&&Q(Za)}};Ba.onerror=function(Ca){null!=Q&&Q(Ca)};Ba.src=wa}else y()}catch(Ca){null!=Q&&Q(Ca)}});cb.onerror=function(y){null!=Q&&Q(y)};ua&&this.graph.addSvgShadow(Ja);this.graph.mathEnabled&&this.addMathCss(Ja);var $a=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(Ja,this.resolvedFontCss),cb.src=Editor.createSvgDataUri(mxUtils.getXml(Ja))}catch(y){null!= -Q&&Q(y)}});this.embedExtFonts(mxUtils.bind(this,function(y){try{null!=y&&this.addFontCss(Ja,y),this.loadFonts($a)}catch(K){null!=Q&&Q(K)}}))}catch(y){null!=Q&&Q(y)}}),P,qa)}catch(Ja){null!=Q&&Q(Ja)}};Editor.crcTable=[];for(var D=0;256>D;D++)for(var t=D,E=0;8>E;E++)t=1==(t&1)?3988292384^t>>>1:t>>>1,Editor.crcTable[D]=t;Editor.updateCRC=function(u,H,P,V){for(var Q=0;Q<V;Q++)u=Editor.crcTable[(u^H.charCodeAt(P+Q))&255]^u>>>8;return u};Editor.crc32=function(u){for(var H=-1,P=0;P<u.length;P++)H=H>>>8^ -Editor.crcTable[(H^u.charCodeAt(P))&255];return(H^-1)>>>0};Editor.writeGraphModelToPng=function(u,H,P,V,Q){function da(qa,Da){var Aa=pa;pa+=Da;return qa.substring(Aa,pa)}function ea(qa){qa=da(qa,4);return qa.charCodeAt(3)+(qa.charCodeAt(2)<<8)+(qa.charCodeAt(1)<<16)+(qa.charCodeAt(0)<<24)}function fa(qa){return String.fromCharCode(qa>>24&255,qa>>16&255,qa>>8&255,qa&255)}u=u.substring(u.indexOf(",")+1);u=window.atob?atob(u):Base64.decode(u,!0);var pa=0;if(da(u,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13, -10,26,10))null!=Q&&Q();else if(da(u,4),"IHDR"!=da(u,4))null!=Q&&Q();else{da(u,17);Q=u.substring(0,pa);do{var ua=ea(u);if("IDAT"==da(u,4)){Q=u.substring(0,pa-8);"pHYs"==H&&"dpi"==P?(P=Math.round(V/.0254),P=fa(P)+fa(P)+String.fromCharCode(1)):P=P+String.fromCharCode(0)+("zTXt"==H?String.fromCharCode(0):"")+V;V=4294967295;V=Editor.updateCRC(V,H,0,4);V=Editor.updateCRC(V,P,0,P.length);Q+=fa(P.length)+H+P+fa(V^4294967295);Q+=u.substring(pa-8,u.length);break}Q+=u.substring(pa-8,pa-4+ua);da(u,ua);da(u,4)}while(ua); -return"data:image/png;base64,"+(window.btoa?btoa(Q):Base64.encode(Q,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var d=ColorDialog.addRecentColor;ColorDialog.addRecentColor=function(u,H){d.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var f=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){f.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors); -mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(u,H){var P=null;null!=u.editor.graph.getModel().getParent(H)?P=H.getId():null!=u.currentPage&&(P=u.currentPage.getId());return P});if(null!=window.StyleFormatPanel){var g=Format.prototype.init;Format.prototype.init=function(){g.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var l=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()|| -"1"==urlParams.embed||this.editorUi.editor.chromeless?l.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var u=this.editorUi.getCurrentFile();return"1"==urlParams.embed||null!=u&&u.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible=function(u){return!1};var q=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(u){u=q.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var H= -this.editorUi,P=H.editor.graph,V=this.createOption(mxResources.get("shadow"),function(){return P.shadowVisible},function(Q){var da=new ChangePageSetup(H);da.ignoreColor=!0;da.ignoreImage=!0;da.shadowVisible=Q;P.model.execute(da)},{install:function(Q){this.listener=function(){Q(P.shadowVisible)};H.addListener("shadowVisibleChanged",this.listener)},destroy:function(){H.removeListener(this.listener)}});Editor.enableShadowOption||(V.getElementsByTagName("input")[0].setAttribute("disabled","disabled"), -mxUtils.setOpacity(V,60));u.appendChild(V)}return u};var z=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(u){u=z.apply(this,arguments);var H=this.editorUi,P=H.editor.graph;if(P.isEnabled()){var V=H.getCurrentFile();if(null!=V&&V.isAutosaveOptional()){var Q=this.createOption(mxResources.get("autosave"),function(){return H.editor.autosave},function(ea){H.editor.setAutosave(ea);H.editor.autosave&&V.isModified()&&V.fileChanged()},{install:function(ea){this.listener= -function(){ea(H.editor.autosave)};H.editor.addListener("autosaveChanged",this.listener)},destroy:function(){H.editor.removeListener(this.listener)}});u.appendChild(Q)}}if(this.isMathOptionVisible()&&P.isEnabled()&&"undefined"!==typeof MathJax){Q=this.createOption(mxResources.get("mathematicalTypesetting"),function(){return P.mathEnabled},function(ea){H.actions.get("mathematicalTypesetting").funct()},{install:function(ea){this.listener=function(){ea(P.mathEnabled)};H.addListener("mathEnabledChanged", -this.listener)},destroy:function(){H.removeListener(this.listener)}});Q.style.paddingTop="5px";u.appendChild(Q);var da=H.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");da.style.position="relative";da.style.marginLeft="6px";da.style.top="2px";Q.appendChild(da)}return u};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size", -type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth",dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent", -type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double",dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0}, -{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1, -defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float", -min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties=[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize", -dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties=[{name:"size",dispName:"Fold Size",type:"float", -min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"base",dispName:"Callout Width", -type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position",type:"enum",enumList:[{val:"left", -dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"},{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color",type:"color",defVal:null}]; -mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows",type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); -mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double", -type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0},{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect", -type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"},{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height", -type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties= -[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties= -[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0, -max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum", -defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40,min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes= -[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7",stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff", -stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000",font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00", -font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3",stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"}, -{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"},{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties= -function(u,H,P){if(null!=H){var V=function(da){if(null!=da)if(P)for(var ea=0;ea<da.length;ea++)H[da[ea].name]=da[ea];else for(var fa in H){var pa=!1;for(ea=0;ea<da.length;ea++)if(da[ea].name==fa&&da[ea].type==H[fa].type){pa=!0;break}pa||delete H[fa]}},Q=this.editorUi.editor.graph.view.getState(u);null!=Q&&null!=Q.shape&&(Q.shape.commonCustomPropAdded||(Q.shape.commonCustomPropAdded=!0,Q.shape.customProperties=Q.shape.customProperties||[],Q.cell.vertex?Array.prototype.push.apply(Q.shape.customProperties, -Editor.commonVertexProperties):Array.prototype.push.apply(Q.shape.customProperties,Editor.commonEdgeProperties)),V(Q.shape.customProperties));u=u.getAttribute("customProperties");if(null!=u)try{V(JSON.parse(u))}catch(da){}}};var F=StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init=function(){var u=this.editorUi.getSelectionState();"image"!=u.style.shape&&!u.containsLabel&&0<u.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));F.apply(this,arguments);if(Editor.enableCustomProperties){for(var H= -{},P=u.vertices,V=u.edges,Q=0;Q<P.length;Q++)this.findCommonProperties(P[Q],H,0==Q);for(Q=0;Q<V.length;Q++)this.findCommonProperties(V[Q],H,0==P.length&&0==Q);null!=Object.getOwnPropertyNames&&0<Object.getOwnPropertyNames(H).length&&this.container.appendChild(this.addProperties(this.createPanel(),H,u))}};var C=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(u){this.addActions(u,["copyStyle","pasteStyle"]);return C.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed= -!0;StyleFormatPanel.prototype.addProperties=function(u,H,P){function V(U,W,na,wa){Da.getModel().beginUpdate();try{var ra=[],xa=[];if(null!=na.index){for(var Ea=[],Na=na.parentRow.nextSibling;Na&&Na.getAttribute("data-pName")==U;)Ea.push(Na.getAttribute("data-pValue")),Na=Na.nextSibling;na.index<Ea.length?null!=wa?Ea.splice(wa,1):Ea[na.index]=W:Ea.push(W);null!=na.size&&Ea.length>na.size&&(Ea=Ea.slice(0,na.size));W=Ea.join(",");null!=na.countProperty&&(Da.setCellStyles(na.countProperty,Ea.length,Da.getSelectionCells()), -ra.push(na.countProperty),xa.push(Ea.length))}Da.setCellStyles(U,W,Da.getSelectionCells());ra.push(U);xa.push(W);if(null!=na.dependentProps)for(U=0;U<na.dependentProps.length;U++){var Ma=na.dependentPropsDefVal[U],za=na.dependentPropsVals[U];if(za.length>W)za=za.slice(0,W);else for(var Ba=za.length;Ba<W;Ba++)za.push(Ma);za=za.join(",");Da.setCellStyles(na.dependentProps[U],za,Da.getSelectionCells());ra.push(na.dependentProps[U]);xa.push(za)}if("function"==typeof na.onChange)na.onChange(Da,W);qa.editorUi.fireEvent(new mxEventObject("styleChanged", -"keys",ra,"values",xa,"cells",Da.getSelectionCells()))}finally{Da.getModel().endUpdate()}}function Q(U,W,na){var wa=mxUtils.getOffset(u,!0),ra=mxUtils.getOffset(U,!0);W.style.position="absolute";W.style.left=ra.x-wa.x+"px";W.style.top=ra.y-wa.y+"px";W.style.width=U.offsetWidth+"px";W.style.height=U.offsetHeight-(na?4:0)+"px";W.style.zIndex=5}function da(U,W,na){var wa=document.createElement("div");wa.style.width="32px";wa.style.height="4px";wa.style.margin="2px";wa.style.border="1px solid black"; -wa.style.background=W&&"none"!=W?W:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(qa,function(ra){this.editorUi.pickColor(W,function(xa){wa.style.background="none"==xa?"url('"+Dialog.prototype.noColorImage+"')":xa;V(U,xa,na)});mxEvent.consume(ra)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(wa);return btn}function ea(U,W,na,wa,ra,xa,Ea){null!=W&&(W=W.split(","),Aa.push({name:U,values:W,type:na,defVal:wa,countProperty:ra, -parentRow:xa,isDeletable:!0,flipBkg:Ea}));btn=mxUtils.button("+",mxUtils.bind(qa,function(Na){for(var Ma=xa,za=0;null!=Ma.nextSibling;)if(Ma.nextSibling.getAttribute("data-pName")==U)Ma=Ma.nextSibling,za++;else break;var Ba={type:na,parentRow:xa,index:za,isDeletable:!0,defVal:wa,countProperty:ra};za=ua(U,"",Ba,0==za%2,Ea);V(U,wa,Ba);Ma.parentNode.insertBefore(za,Ma.nextSibling);mxEvent.consume(Na)}));btn.style.height="16px";btn.style.width="25px";btn.className="geColorBtn";return btn}function fa(U, -W,na,wa,ra,xa,Ea){if(0<ra){var Na=Array(ra);W=null!=W?W.split(","):[];for(var Ma=0;Ma<ra;Ma++)Na[Ma]=null!=W[Ma]?W[Ma]:null!=wa?wa:"";Aa.push({name:U,values:Na,type:na,defVal:wa,parentRow:xa,flipBkg:Ea,size:ra})}return document.createElement("div")}function pa(U,W,na){var wa=document.createElement("input");wa.type="checkbox";wa.checked="1"==W;mxEvent.addListener(wa,"change",function(){V(U,wa.checked?"1":"0",na)});return wa}function ua(U,W,na,wa,ra){var xa=na.dispName,Ea=na.type,Na=document.createElement("tr"); -Na.className="gePropRow"+(ra?"Dark":"")+(wa?"Alt":"")+" gePropNonHeaderRow";Na.setAttribute("data-pName",U);Na.setAttribute("data-pValue",W);wa=!1;null!=na.index&&(Na.setAttribute("data-index",na.index),xa=(null!=xa?xa:"")+"["+na.index+"]",wa=!0);var Ma=document.createElement("td");Ma.className="gePropRowCell";xa=mxResources.get(xa,null,xa);mxUtils.write(Ma,xa);Ma.setAttribute("title",xa);wa&&(Ma.style.textAlign="right");Na.appendChild(Ma);Ma=document.createElement("td");Ma.className="gePropRowCell"; -if("color"==Ea)Ma.appendChild(da(U,W,na));else if("bool"==Ea||"boolean"==Ea)Ma.appendChild(pa(U,W,na));else if("enum"==Ea){var za=na.enumList;for(ra=0;ra<za.length;ra++)if(xa=za[ra],xa.val==W){mxUtils.write(Ma,mxResources.get(xa.dispName,null,xa.dispName));break}mxEvent.addListener(Ma,"click",mxUtils.bind(qa,function(){var Ba=document.createElement("select");Q(Ma,Ba);for(var Ca=0;Ca<za.length;Ca++){var ya=za[Ca],Ga=document.createElement("option");Ga.value=mxUtils.htmlEntities(ya.val);mxUtils.write(Ga, -mxResources.get(ya.dispName,null,ya.dispName));Ba.appendChild(Ga)}Ba.value=W;u.appendChild(Ba);mxEvent.addListener(Ba,"change",function(){var Za=mxUtils.htmlEntities(Ba.value);V(U,Za,na)});Ba.focus();mxEvent.addListener(Ba,"blur",function(){u.removeChild(Ba)})}))}else"dynamicArr"==Ea?Ma.appendChild(ea(U,W,na.subType,na.subDefVal,na.countProperty,Na,ra)):"staticArr"==Ea?Ma.appendChild(fa(U,W,na.subType,na.subDefVal,na.size,Na,ra)):"readOnly"==Ea?(ra=document.createElement("input"),ra.setAttribute("readonly", -""),ra.value=W,ra.style.width="96px",ra.style.borderWidth="0px",Ma.appendChild(ra)):(Ma.innerHTML=mxUtils.htmlEntities(decodeURIComponent(W)),mxEvent.addListener(Ma,"click",mxUtils.bind(qa,function(){function Ba(){var ya=Ca.value;ya=0==ya.length&&"string"!=Ea?0:ya;na.allowAuto&&(null!=ya.trim&&"auto"==ya.trim().toLowerCase()?(ya="auto",Ea="string"):(ya=parseFloat(ya),ya=isNaN(ya)?0:ya));null!=na.min&&ya<na.min?ya=na.min:null!=na.max&&ya>na.max&&(ya=na.max);ya=encodeURIComponent(("int"==Ea?parseInt(ya): -ya)+"");V(U,ya,na)}var Ca=document.createElement("input");Q(Ma,Ca,!0);Ca.value=decodeURIComponent(W);Ca.className="gePropEditor";"int"!=Ea&&"float"!=Ea||na.allowAuto||(Ca.type="number",Ca.step="int"==Ea?"1":"any",null!=na.min&&(Ca.min=parseFloat(na.min)),null!=na.max&&(Ca.max=parseFloat(na.max)));u.appendChild(Ca);mxEvent.addListener(Ca,"keypress",function(ya){13==ya.keyCode&&Ba()});Ca.focus();mxEvent.addListener(Ca,"blur",function(){Ba()})})));na.isDeletable&&(ra=mxUtils.button("-",mxUtils.bind(qa, -function(Ba){V(U,"",na,na.index);mxEvent.consume(Ba)})),ra.style.height="16px",ra.style.width="25px",ra.style.float="right",ra.className="geColorBtn",Ma.appendChild(ra));Na.appendChild(Ma);return Na}var qa=this,Da=this.editorUi.editor.graph,Aa=[];u.style.position="relative";u.style.padding="0";var Fa=document.createElement("table");Fa.className="geProperties";Fa.style.whiteSpace="nowrap";Fa.style.width="100%";var ta=document.createElement("tr");ta.className="gePropHeader";var Sa=document.createElement("th"); -Sa.className="gePropHeaderCell";var Ra=document.createElement("img");Ra.src=Sidebar.prototype.expandedImage;Ra.style.verticalAlign="middle";Sa.appendChild(Ra);mxUtils.write(Sa,mxResources.get("property"));ta.style.cursor="pointer";var Oa=function(){var U=Fa.querySelectorAll(".gePropNonHeaderRow");if(qa.editorUi.propertiesCollapsed){Ra.src=Sidebar.prototype.collapsedImage;var W="none";for(var na=u.childNodes.length-1;0<=na;na--)try{var wa=u.childNodes[na],ra=wa.nodeName.toUpperCase();"INPUT"!=ra&& -"SELECT"!=ra||u.removeChild(wa)}catch(xa){}}else Ra.src=Sidebar.prototype.expandedImage,W="";for(na=0;na<U.length;na++)U[na].style.display=W};mxEvent.addListener(ta,"click",function(){qa.editorUi.propertiesCollapsed=!qa.editorUi.propertiesCollapsed;Oa()});ta.appendChild(Sa);Sa=document.createElement("th");Sa.className="gePropHeaderCell";Sa.innerHTML=mxResources.get("value");ta.appendChild(Sa);Fa.appendChild(ta);var Va=!1,Ja=!1;ta=null;1==P.vertices.length&&0==P.edges.length?ta=P.vertices[0].id:0== -P.vertices.length&&1==P.edges.length&&(ta=P.edges[0].id);null!=ta&&Fa.appendChild(ua("id",mxUtils.htmlEntities(ta),{dispName:"ID",type:"readOnly"},!0,!1));for(var cb in H)if(ta=H[cb],"function"!=typeof ta.isVisible||ta.isVisible(P,this)){var $a=null!=P.style[cb]?mxUtils.htmlEntities(P.style[cb]+""):null!=ta.getDefaultValue?ta.getDefaultValue(P,this):ta.defVal;if("separator"==ta.type)Ja=!Ja;else{if("staticArr"==ta.type)ta.size=parseInt(P.style[ta.sizeProperty]||H[ta.sizeProperty].defVal)||0;else if(null!= -ta.dependentProps){var y=ta.dependentProps,K=[],N=[];for(Sa=0;Sa<y.length;Sa++){var T=P.style[y[Sa]];N.push(H[y[Sa]].subDefVal);K.push(null!=T?T.split(","):[])}ta.dependentPropsDefVal=N;ta.dependentPropsVals=K}Fa.appendChild(ua(cb,$a,ta,Va,Ja));Va=!Va}}for(Sa=0;Sa<Aa.length;Sa++)for(ta=Aa[Sa],H=ta.parentRow,P=0;P<ta.values.length;P++)cb=ua(ta.name,ta.values[P],{type:ta.type,parentRow:ta.parentRow,isDeletable:ta.isDeletable,index:P,defVal:ta.defVal,countProperty:ta.countProperty,size:ta.size},0==P% -2,ta.flipBkg),H.parentNode.insertBefore(cb,H.nextSibling),H=cb;u.appendChild(Fa);Oa();return u};StyleFormatPanel.prototype.addStyles=function(u){function H(ta){mxEvent.addListener(ta,"mouseenter",function(){ta.style.opacity="1"});mxEvent.addListener(ta,"mouseleave",function(){ta.style.opacity="0.5"})}var P=this.editorUi,V=P.editor.graph,Q=document.createElement("div");Q.style.whiteSpace="nowrap";Q.style.paddingLeft="24px";Q.style.paddingRight="20px";u.style.paddingLeft="16px";u.style.paddingBottom= -"6px";u.style.position="relative";u.appendChild(Q);var da="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "),ea=document.createElement("div");ea.style.whiteSpace="nowrap";ea.style.position="relative";ea.style.textAlign="center";ea.style.width="210px";for(var fa=[],pa=0;pa<this.defaultColorSchemes.length;pa++){var ua=document.createElement("div");ua.style.display="inline-block"; -ua.style.width="6px";ua.style.height="6px";ua.style.marginLeft="4px";ua.style.marginRight="3px";ua.style.borderRadius="3px";ua.style.cursor="pointer";ua.style.background="transparent";ua.style.border="1px solid #b5b6b7";mxUtils.bind(this,function(ta){mxEvent.addListener(ua,"click",mxUtils.bind(this,function(){qa(ta)}))})(pa);fa.push(ua);ea.appendChild(ua)}var qa=mxUtils.bind(this,function(ta){null!=fa[ta]&&(null!=this.format.currentScheme&&null!=fa[this.format.currentScheme]&&(fa[this.format.currentScheme].style.background= -"transparent"),this.format.currentScheme=ta,Da(this.defaultColorSchemes[this.format.currentScheme]),fa[this.format.currentScheme].style.background="#84d7ff")}),Da=mxUtils.bind(this,function(ta){var Sa=mxUtils.bind(this,function(Oa){var Va=mxUtils.button("",mxUtils.bind(this,function($a){V.getModel().beginUpdate();try{for(var y=P.getSelectionState().cells,K=0;K<y.length;K++){for(var N=V.getModel().getStyle(y[K]),T=0;T<da.length;T++)N=mxUtils.removeStylename(N,da[T]);var U=V.getModel().isVertex(y[K])? -V.defaultVertexStyle:V.defaultEdgeStyle;null!=Oa?(mxEvent.isShiftDown($a)||(N=""==Oa.fill?mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,Oa.fill||mxUtils.getValue(U,mxConstants.STYLE_FILLCOLOR,null)),N=mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,Oa.gradient||mxUtils.getValue(U,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown($a)||mxClient.IS_MAC&&mxEvent.isMetaDown($a)||!V.getModel().isVertex(y[K])||(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR, -Oa.font||mxUtils.getValue(U,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown($a)||(N=""==Oa.stroke?mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,Oa.stroke||mxUtils.getValue(U,mxConstants.STYLE_STROKECOLOR,null)))):(N=mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(U,mxConstants.STYLE_FILLCOLOR,"#ffffff")),N=mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(U,mxConstants.STYLE_STROKECOLOR,"#000000")),N= -mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(U,mxConstants.STYLE_GRADIENTCOLOR,null)),V.getModel().isVertex(y[K])&&(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(U,mxConstants.STYLE_FONTCOLOR,null))));V.getModel().setStyle(y[K],N)}}finally{V.getModel().endUpdate()}}));Va.className="geStyleButton";Va.style.width="36px";Va.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Va.style.margin="0px 6px 6px 0px";if(null!=Oa){var Ja="1"==urlParams.sketch? -"2px solid":"1px solid";null!=Oa.gradient?mxClient.IS_IE&&10>document.documentMode?Va.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Oa.fill+"', EndColorStr='"+Oa.gradient+"', GradientType=0)":Va.style.backgroundImage="linear-gradient("+Oa.fill+" 0px,"+Oa.gradient+" 100%)":Oa.fill==mxConstants.NONE?Va.style.background="url('"+Dialog.prototype.noColorImage+"')":Va.style.backgroundColor=""==Oa.fill?mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()? -Editor.darkColor:"#ffffff"):Oa.fill||mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Va.style.border=Oa.stroke==mxConstants.NONE?Ja+" transparent":""==Oa.stroke?Ja+" "+mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):Ja+" "+(Oa.stroke||mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Oa.title&& -Va.setAttribute("title",Oa.title)}else{Ja=mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var cb=mxUtils.getValue(V.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,"#000000");Va.style.backgroundColor=Ja;Va.style.border="1px solid "+cb}Va.style.borderRadius="0";Q.appendChild(Va)});Q.innerText="";for(var Ra=0;Ra<ta.length;Ra++)0<Ra&&0==mxUtils.mod(Ra,4)&&mxUtils.br(Q),Sa(ta[Ra])});null==this.format.currentScheme?qa(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):qa(this.format.currentScheme); -pa=10>=this.defaultColorSchemes.length?28:8;var Aa=document.createElement("div");Aa.style.cssText="position:absolute;left:10px;top:8px;bottom:"+pa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; -mxEvent.addListener(Aa,"click",mxUtils.bind(this,function(){qa(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var Fa=document.createElement("div");Fa.style.cssText="position:absolute;left:202px;top:8px;bottom:"+pa+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; -1<this.defaultColorSchemes.length&&(u.appendChild(Aa),u.appendChild(Fa));mxEvent.addListener(Fa,"click",mxUtils.bind(this,function(){qa(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));H(Aa);H(Fa);Da(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&u.appendChild(ea);return u};StyleFormatPanel.prototype.addEditOps=function(u){var H=this.editorUi.getSelectionState(),P=this.editorUi.editor.graph,V=null;1==H.cells.length&&(V=mxUtils.button(mxResources.get("editStyle"), -mxUtils.bind(this,function(Q){this.editorUi.actions.get("editStyle").funct()})),V.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),V.style.width="210px",V.style.marginBottom="2px",u.appendChild(V));P=1==H.cells.length?P.view.getState(H.cells[0]):null;null!=P&&null!=P.shape&&null!=P.shape.stencil?(H=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(Q){this.editorUi.actions.get("editShape").funct()})),H.setAttribute("title", -mxResources.get("editShape")),H.style.marginBottom="2px",null==V?H.style.width="210px":(V.style.width="104px",H.style.width="104px",H.style.marginLeft="2px"),u.appendChild(H)):H.image&&0<H.cells.length&&(H=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(Q){this.editorUi.actions.get("image").funct()})),H.setAttribute("title",mxResources.get("editImage")),H.style.marginBottom="2px",null==V?H.style.width="210px":(V.style.width="104px",H.style.width="104px",H.style.marginLeft="2px"), -u.appendChild(H));return u}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(u){return u.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(u){return Graph.isGoogleFontUrl(u)};Graph.createFontElement=function(u, -H){var P=Graph.fontMapping[H];null==P&&Graph.isCssFontUrl(H)?(u=document.createElement("link"),u.setAttribute("rel","stylesheet"),u.setAttribute("type","text/css"),u.setAttribute("charset","UTF-8"),u.setAttribute("href",H)):(null==P&&(P='@font-face {\nfont-family: "'+u+'";\nsrc: url("'+H+'");\n}'),u=document.createElement("style"),mxUtils.write(u,P));return u};Graph.addFont=function(u,H,P){if(null!=u&&0<u.length&&null!=H&&0<H.length){var V=u.toLowerCase();if("helvetica"!=V&&"arial"!=u&&"sans-serif"!= -V){var Q=Graph.customFontElements[V];null!=Q&&Q.url!=H&&(Q.elt.parentNode.removeChild(Q.elt),Q=null);null==Q?(Q=H,"http:"==H.substring(0,5)&&(Q=PROXY_URL+"?url="+encodeURIComponent(H)),Q={name:u,url:H,elt:Graph.createFontElement(u,Q)},Graph.customFontElements[V]=Q,Graph.recentCustomFonts[V]=Q,H=document.getElementsByTagName("head")[0],null!=P&&("link"==Q.elt.nodeName.toLowerCase()?(Q.elt.onload=P,Q.elt.onerror=P):P()),null!=H&&H.appendChild(Q.elt)):null!=P&&P()}else null!=P&&P()}else null!=P&&P(); -return u};Graph.getFontUrl=function(u,H){u=Graph.customFontElements[u.toLowerCase()];null!=u&&(H=u.url);return H};Graph.processFontAttributes=function(u){u=u.getElementsByTagName("*");for(var H=0;H<u.length;H++){var P=u[H].getAttribute("data-font-src");if(null!=P){var V="FONT"==u[H].nodeName?u[H].getAttribute("face"):u[H].style.fontFamily;null!=V&&Graph.addFont(V,P)}}};Graph.processFontStyle=function(u){if(null!=u){var H=mxUtils.getValue(u,"fontSource",null);if(null!=H){var P=mxUtils.getValue(u,mxConstants.STYLE_FONTFAMILY, -null);null!=P&&Graph.addFont(P,decodeURIComponent(H))}}return u};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= -urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var I=Graph.prototype.init;Graph.prototype.init=function(){function u(Q){H=Q}I.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var H=null;mxEvent.addListener(this.container,"mouseenter",u);mxEvent.addListener(this.container,"mousemove",u);mxEvent.addListener(this.container,"mouseleave",function(Q){H=null});this.isMouseInsertPoint=function(){return null!=H};var P=this.getInsertPoint; -this.getInsertPoint=function(){return null!=H?this.getPointForEvent(H):P.apply(this,arguments)};var V=this.layoutManager.getLayout;this.layoutManager.getLayout=function(Q){var da=this.graph.getCellStyle(Q);if(null!=da&&"rack"==da.childLayout){var ea=new mxStackLayout(this.graph,!1);ea.gridSize=null!=da.rackUnitSize?parseFloat(da.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;ea.marginLeft=da.marginLeft||0;ea.marginRight=da.marginRight||0;ea.marginTop=da.marginTop|| -0;ea.marginBottom=da.marginBottom||0;ea.allowGaps=da.allowGaps||0;ea.horizontal="1"==mxUtils.getValue(da,"horizontalRack","0");ea.resizeParent=!1;ea.fill=!0;return ea}return V.apply(this,arguments)};this.updateGlobalUrlVariables()};var G=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(u,H){return Graph.processFontStyle(G.apply(this,arguments))};var Z=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(u,H,P,V,Q,da,ea,fa,pa,ua, -qa){Z.apply(this,arguments);Graph.processFontAttributes(qa)};var ca=mxText.prototype.redraw;mxText.prototype.redraw=function(){ca.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(u,H,P){function V(){for(var ta=ea.getSelectionCells(),Sa=[],Ra=0;Ra<ta.length;Ra++)ea.isCellVisible(ta[Ra])&&Sa.push(ta[Ra]);ea.setSelectionCells(Sa)}function Q(ta){ea.setHiddenTags(ta?[]:fa.slice());V();ea.refresh()}function da(ta, -Sa){ua.innerText="";if(0<ta.length){var Ra=document.createElement("table");Ra.setAttribute("cellpadding","2");Ra.style.boxSizing="border-box";Ra.style.tableLayout="fixed";Ra.style.width="100%";var Oa=document.createElement("tbody");if(null!=ta&&0<ta.length)for(var Va=0;Va<ta.length;Va++)(function(Ja){var cb=0>mxUtils.indexOf(ea.hiddenTags,Ja),$a=document.createElement("tr"),y=document.createElement("td");y.style.align="center";y.style.width="16px";var K=document.createElement("img");K.setAttribute("src", -cb?Editor.visibleImage:Editor.hiddenImage);K.setAttribute("title",mxResources.get(cb?"hideIt":"show",[Ja]));mxUtils.setOpacity(K,cb?75:25);K.style.verticalAlign="middle";K.style.cursor="pointer";K.style.width="16px";if(H||Editor.isDarkMode())K.style.filter="invert(100%)";y.appendChild(K);mxEvent.addListener(K,"click",function(T){mxEvent.isShiftDown(T)?Q(0<=mxUtils.indexOf(ea.hiddenTags,Ja)):(ea.toggleHiddenTag(Ja),V(),ea.refresh());mxEvent.consume(T)});$a.appendChild(y);y=document.createElement("td"); -y.style.overflow="hidden";y.style.whiteSpace="nowrap";y.style.textOverflow="ellipsis";y.style.verticalAlign="middle";y.style.cursor="pointer";y.setAttribute("title",Ja);a=document.createElement("a");mxUtils.write(a,Ja);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,cb?100:40);y.appendChild(a);mxEvent.addListener(y,"click",function(T){if(mxEvent.isShiftDown(T)){Q(!0);var U=ea.getCellsForTags([Ja],null,null,!0);ea.isEnabled()?ea.setSelectionCells(U):ea.highlightCells(U)}else if(cb&& -0<ea.hiddenTags.length)Q(!0);else{U=fa.slice();var W=mxUtils.indexOf(U,Ja);U.splice(W,1);ea.setHiddenTags(U);V();ea.refresh()}mxEvent.consume(T)});$a.appendChild(y);if(ea.isEnabled()){y=document.createElement("td");y.style.verticalAlign="middle";y.style.textAlign="center";y.style.width="18px";if(null==Sa){y.style.align="center";y.style.width="16px";K=document.createElement("img");K.setAttribute("src",Editor.crossImage);K.setAttribute("title",mxResources.get("removeIt",[Ja]));mxUtils.setOpacity(K, -cb?75:25);K.style.verticalAlign="middle";K.style.cursor="pointer";K.style.width="16px";if(H||Editor.isDarkMode())K.style.filter="invert(100%)";mxEvent.addListener(K,"click",function(T){var U=mxUtils.indexOf(fa,Ja);0<=U&&fa.splice(U,1);ea.removeTagsForCells(ea.model.getDescendants(ea.model.getRoot()),[Ja]);ea.refresh();mxEvent.consume(T)});y.appendChild(K)}else{var N=document.createElement("input");N.setAttribute("type","checkbox");N.style.margin="0px";N.defaultChecked=null!=Sa&&0<=mxUtils.indexOf(Sa, -Ja);N.checked=N.defaultChecked;N.style.background="transparent";N.setAttribute("title",mxResources.get(N.defaultChecked?"removeIt":"add",[Ja]));mxEvent.addListener(N,"change",function(T){N.checked?ea.addTagsForCells(ea.getSelectionCells(),[Ja]):ea.removeTagsForCells(ea.getSelectionCells(),[Ja]);mxEvent.consume(T)});y.appendChild(N)}$a.appendChild(y)}Oa.appendChild($a)})(ta[Va]);Ra.appendChild(Oa);ua.appendChild(Ra)}}var ea=this,fa=ea.hiddenTags.slice(),pa=document.createElement("div");pa.style.userSelect= -"none";pa.style.overflow="hidden";pa.style.padding="10px";pa.style.height="100%";var ua=document.createElement("div");ua.style.boxSizing="border-box";ua.style.borderRadius="4px";ua.style.userSelect="none";ua.style.overflow="auto";ua.style.position="absolute";ua.style.left="10px";ua.style.right="10px";ua.style.top="10px";ua.style.border=ea.isEnabled()?"1px solid #808080":"none";ua.style.bottom=ea.isEnabled()?"48px":"10px";pa.appendChild(ua);var qa=mxUtils.button(mxResources.get("reset"),function(ta){ea.setHiddenTags([]); -mxEvent.isShiftDown(ta)||(fa=ea.hiddenTags.slice());V();ea.refresh()});qa.setAttribute("title",mxResources.get("reset"));qa.className="geBtn";qa.style.margin="0 4px 0 0";var Da=mxUtils.button(mxResources.get("add"),function(){null!=P&&P(fa,function(ta){fa=ta;Aa()})});Da.setAttribute("title",mxResources.get("add"));Da.className="geBtn";Da.style.margin="0";ea.addListener(mxEvent.ROOT,function(){fa=ea.hiddenTags.slice()});var Aa=mxUtils.bind(this,function(ta,Sa){if(u()){ta=ea.getAllTags();for(Sa=0;Sa< -ta.length;Sa++)0>mxUtils.indexOf(fa,ta[Sa])&&fa.push(ta[Sa]);fa.sort();ea.isSelectionEmpty()?da(fa):da(fa,ea.getCommonTagsForCells(ea.getSelectionCells()))}});ea.selectionModel.addListener(mxEvent.CHANGE,Aa);ea.model.addListener(mxEvent.CHANGE,Aa);ea.addListener(mxEvent.REFRESH,Aa);var Fa=document.createElement("div");Fa.style.boxSizing="border-box";Fa.style.whiteSpace="nowrap";Fa.style.position="absolute";Fa.style.overflow="hidden";Fa.style.bottom="0px";Fa.style.height="42px";Fa.style.right="10px"; -Fa.style.left="10px";ea.isEnabled()&&(Fa.appendChild(qa),Fa.appendChild(Da),pa.appendChild(Fa));return{div:pa,refresh:Aa}};Graph.prototype.getCustomFonts=function(){var u=this.extFonts;u=null!=u?u.slice():[];for(var H in Graph.customFontElements){var P=Graph.customFontElements[H];u.push({name:P.name,url:P.url})}return u};Graph.prototype.setFont=function(u,H){Graph.addFont(u,H);document.execCommand("fontname",!1,u);if(null!=H){var P=this.cellEditor.textarea.getElementsByTagName("font");H=Graph.getFontUrl(u, -H);for(var V=0;V<P.length;V++)P[V].getAttribute("face")==u&&P[V].getAttribute("data-font-src")!=H&&P[V].setAttribute("data-font-src",H)}};var ba=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return ba.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var u=JSON.parse(decodeURIComponent(urlParams.vars)); -if(null!=u)for(var H in u)this.globalVars[H]=u[H]}catch(P){null!=window.console&&console.log("Error in vars URL parameter: "+P)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var Y=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(u){var H=Y.apply(this,arguments);null==H&&null!=this.globalVars&&(H=this.globalVars[u]);return H};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var u= -this.themes["default-style2"];this.defaultStylesheet=(new mxCodec(u.ownerDocument)).decode(u)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var O=Graph.prototype.getSvg;Graph.prototype.getSvg=function(u,H,P,V,Q,da,ea,fa,pa,ua,qa,Da,Aa,Fa){var ta=null,Sa=null,Ra=null;Da||null==this.themes||"darkTheme"!=this.defaultThemeName||(ta=this.stylesheet,Sa=this.shapeForegroundColor,Ra=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName? -"#000000":Editor.lightColor,this.shapeBackgroundColor="darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Oa=O.apply(this,arguments),Va=this.getCustomFonts();if(qa&&0<Va.length){var Ja=Oa.ownerDocument,cb=null!=Ja.createElementNS?Ja.createElementNS(mxConstants.NS_SVG,"style"):Ja.createElement("style");null!=Ja.setAttributeNS?cb.setAttributeNS("type","text/css"):cb.setAttribute("type","text/css");for(var $a="",y="",K=0;K<Va.length;K++){var N= -Va[K].name,T=Va[K].url;Graph.isCssFontUrl(T)?$a+="@import url("+T+");\n":y+='@font-face {\nfont-family: "'+N+'";\nsrc: url("'+T+'");\n}\n'}cb.appendChild(Ja.createTextNode($a+y));Oa.getElementsByTagName("defs")[0].appendChild(cb)}this.mathEnabled&&(document.body.appendChild(Oa),Editor.MathJaxRender(Oa),Oa.parentNode.removeChild(Oa));null!=ta&&(this.shapeBackgroundColor=Ra,this.shapeForegroundColor=Sa,this.stylesheet=ta,this.refresh());return Oa};var la=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy= -function(u){la.apply(this,arguments);null!=u.secondLabel&&(u.secondLabel.destroy(),u.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(u){return[u.shape,u.text,u.secondLabel,u.control]};var aa=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){aa.apply(this,arguments);this.enumerationState=0};var ia=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(u){null!=u.shape&&this.redrawEnumerationState(u);return ia.apply(this, -arguments)};mxGraphView.prototype.createEnumerationValue=function(u){u=decodeURIComponent(mxUtils.getValue(u.style,"enumerateValue",""));""==u&&(u=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(u)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(u){var H="1"==mxUtils.getValue(u.style,"enumerate",0);H&&null==u.secondLabel?(u.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), -u.secondLabel.size=12,u.secondLabel.state=u,u.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(u,u.secondLabel)):H||null==u.secondLabel||(u.secondLabel.destroy(),u.secondLabel=null);H=u.secondLabel;if(null!=H){var P=u.view.scale,V=this.createEnumerationValue(u);u=this.graph.model.isVertex(u.cell)?new mxRectangle(u.x+u.width-4*P,u.y+4*P,0,0):mxRectangle.fromPoint(u.view.getPoint(u));H.bounds.equals(u)&&H.value==V&&H.scale==P||(H.bounds=u,H.value=V,H.scale= -P,H.redraw())}};var X=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){X.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var u=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| -this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",u.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,u.ownerSVGElement))}};var R=Graph.prototype.refresh;Graph.prototype.refresh=function(){R.apply(this, -arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var sa=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){sa.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(u){"data:action/json,"==u.substring(0,17)&&(u=JSON.parse(u.substring(17)), -null!=u.actions&&this.executeCustomActions(u.actions))};Graph.prototype.executeCustomActions=function(u,H){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var P=!1,V=0,Q=0,da=mxUtils.bind(this,function(){P||(P=!0,this.model.beginUpdate())}),ea=mxUtils.bind(this, -function(){P&&(P=!1,this.model.endUpdate())}),fa=mxUtils.bind(this,function(){0<V&&V--;0==V&&pa()}),pa=mxUtils.bind(this,function(){if(Q<u.length){var ua=this.stoppingCustomActions,qa=u[Q++],Da=[];if(null!=qa.open)if(ea(),this.isCustomLink(qa.open)){if(!this.customLinkClicked(qa.open))return}else this.openLink(qa.open);null==qa.wait||ua||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;fa()}),V++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, -""!=qa.wait?parseInt(qa.wait):1E3),ea());null!=qa.opacity&&null!=qa.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(qa.opacity,!0)),qa.opacity.value);null!=qa.fadeIn&&(V++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(qa.fadeIn,!0)),0,1,fa,ua?0:qa.fadeIn.delay));null!=qa.fadeOut&&(V++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(qa.fadeOut,!0)),1,0,fa,ua?0:qa.fadeOut.delay));null!=qa.wipeIn&&(Da=Da.concat(this.createWipeAnimations(this.getCellsForAction(qa.wipeIn, -!0),!0)));null!=qa.wipeOut&&(Da=Da.concat(this.createWipeAnimations(this.getCellsForAction(qa.wipeOut,!0),!1)));null!=qa.toggle&&(da(),this.toggleCells(this.getCellsForAction(qa.toggle,!0)));if(null!=qa.show){da();var Aa=this.getCellsForAction(qa.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(Aa),1);this.setCellsVisible(Aa,!0)}null!=qa.hide&&(da(),Aa=this.getCellsForAction(qa.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(Aa),0),this.setCellsVisible(Aa,!1));null!=qa.toggleStyle&& -null!=qa.toggleStyle.key&&(da(),this.toggleCellStyles(qa.toggleStyle.key,null!=qa.toggleStyle.defaultValue?qa.toggleStyle.defaultValue:"0",this.getCellsForAction(qa.toggleStyle,!0)));null!=qa.style&&null!=qa.style.key&&(da(),this.setCellStyles(qa.style.key,qa.style.value,this.getCellsForAction(qa.style,!0)));Aa=[];null!=qa.select&&this.isEnabled()&&(Aa=this.getCellsForAction(qa.select),this.setSelectionCells(Aa));null!=qa.highlight&&(Aa=this.getCellsForAction(qa.highlight),this.highlightCells(Aa, -qa.highlight.color,qa.highlight.duration,qa.highlight.opacity));null!=qa.scroll&&(Aa=this.getCellsForAction(qa.scroll));null!=qa.viewbox&&this.fitWindow(qa.viewbox,qa.viewbox.border);0<Aa.length&&this.scrollCellToVisible(Aa[0]);if(null!=qa.tags){Aa=[];null!=qa.tags.hidden&&(Aa=Aa.concat(qa.tags.hidden));if(null!=qa.tags.visible)for(var Fa=this.getAllTags(),ta=0;ta<Fa.length;ta++)0>mxUtils.indexOf(qa.tags.visible,Fa[ta])&&0>mxUtils.indexOf(Aa,Fa[ta])&&Aa.push(Fa[ta]);this.setHiddenTags(Aa);this.refresh()}0< -Da.length&&(V++,this.executeAnimations(Da,fa,ua?1:qa.steps,ua?0:qa.delay));0==V?pa():ea()}else this.stoppingCustomActions=this.executingCustomActions=!1,ea(),null!=H&&H()});pa()}};Graph.prototype.doUpdateCustomLinksForCell=function(u,H){var P=this.getLinkForCell(H);null!=P&&"data:action/json,"==P.substring(0,17)&&this.setLinkForCell(H,this.updateCustomLink(u,P));if(this.isHtmlLabel(H)){var V=document.createElement("div");V.innerHTML=this.sanitizeHtml(this.getLabel(H));for(var Q=V.getElementsByTagName("a"), -da=!1,ea=0;ea<Q.length;ea++)P=Q[ea].getAttribute("href"),null!=P&&"data:action/json,"==P.substring(0,17)&&(Q[ea].setAttribute("href",this.updateCustomLink(u,P)),da=!0);da&&this.labelChanged(H,V.innerHTML)}};Graph.prototype.updateCustomLink=function(u,H){if("data:action/json,"==H.substring(0,17))try{var P=JSON.parse(H.substring(17));null!=P.actions&&(this.updateCustomLinkActions(u,P.actions),H="data:action/json,"+JSON.stringify(P))}catch(V){}return H};Graph.prototype.updateCustomLinkActions=function(u, -H){for(var P=0;P<H.length;P++){var V=H[P],Q;for(Q in V)this.updateCustomLinkAction(u,V[Q],"cells"),this.updateCustomLinkAction(u,V[Q],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(u,H,P){if(null!=H&&null!=H[P]){for(var V=[],Q=0;Q<H[P].length;Q++)if("*"==H[P][Q])V.push(H[P][Q]);else{var da=u[H[P][Q]];null!=da?""!=da&&V.push(da):V.push(H[P][Q])}H[P]=V}};Graph.prototype.getCellsForAction=function(u,H){H=this.getCellsById(u.cells).concat(this.getCellsForTags(u.tags,null,H));if(null!= -u.excludeCells){for(var P=[],V=0;V<H.length;V++)0>u.excludeCells.indexOf(H[V].id)&&P.push(H[V]);H=P}return H};Graph.prototype.getCellsById=function(u){var H=[];if(null!=u)for(var P=0;P<u.length;P++)if("*"==u[P]){var V=this.model.getRoot();H=H.concat(this.model.filterDescendants(function(da){return da!=V},V))}else{var Q=this.model.getCell(u[P]);null!=Q&&H.push(Q)}return H};var M=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(u){return M.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(u))}; -Graph.prototype.setHiddenTags=function(u){this.hiddenTags=u;this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.toggleHiddenTag=function(u){var H=mxUtils.indexOf(this.hiddenTags,u);0>H?this.hiddenTags.push(u):0<=H&&this.hiddenTags.splice(H,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(u){if(null==u||0==u.length||0==this.hiddenTags.length)return!1;u=u.split(" ");if(u.length>this.hiddenTags.length)return!1;for(var H=0;H<u.length;H++)if(0> -mxUtils.indexOf(this.hiddenTags,u[H]))return!1;return!0};Graph.prototype.getCellsForTags=function(u,H,P,V){var Q=[];if(null!=u){H=null!=H?H:this.model.getDescendants(this.model.getRoot());for(var da=0,ea={},fa=0;fa<u.length;fa++)0<u[fa].length&&(ea[u[fa]]=!0,da++);for(fa=0;fa<H.length;fa++)if(P&&this.model.getParent(H[fa])==this.model.root||this.model.isVertex(H[fa])||this.model.isEdge(H[fa])){var pa=this.getTagsForCell(H[fa]),ua=!1;if(0<pa.length&&(pa=pa.split(" "),pa.length>=u.length)){for(var qa= -ua=0;qa<pa.length&&ua<da;qa++)null!=ea[pa[qa]]&&ua++;ua=ua==da}ua&&(1!=V||this.isCellVisible(H[fa]))&&Q.push(H[fa])}}return Q};Graph.prototype.getAllTags=function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(u){for(var H=null,P=[],V=0;V<u.length;V++){var Q=this.getTagsForCell(u[V]);P=[];if(0<Q.length){Q=Q.split(" ");for(var da={},ea=0;ea<Q.length;ea++)if(null==H||null!=H[Q[ea]])da[Q[ea]]=!0,P.push(Q[ea]);H=da}else return[]}return P}; -Graph.prototype.getTagsForCells=function(u){for(var H=[],P={},V=0;V<u.length;V++){var Q=this.getTagsForCell(u[V]);if(0<Q.length){Q=Q.split(" ");for(var da=0;da<Q.length;da++)null==P[Q[da]]&&(P[Q[da]]=!0,H.push(Q[da]))}}return H};Graph.prototype.getTagsForCell=function(u){return this.getAttributeForCell(u,"tags","")};Graph.prototype.addTagsForCells=function(u,H){if(0<u.length&&0<H.length){this.model.beginUpdate();try{for(var P=0;P<u.length;P++){for(var V=this.getTagsForCell(u[P]),Q=V.split(" "),da= -!1,ea=0;ea<H.length;ea++){var fa=mxUtils.trim(H[ea]);""!=fa&&0>mxUtils.indexOf(Q,fa)&&(V=0<V.length?V+" "+fa:fa,da=!0)}da&&this.setAttributeForCell(u[P],"tags",V)}}finally{this.model.endUpdate()}}};Graph.prototype.removeTagsForCells=function(u,H){if(0<u.length&&0<H.length){this.model.beginUpdate();try{for(var P=0;P<u.length;P++){var V=this.getTagsForCell(u[P]);if(0<V.length){for(var Q=V.split(" "),da=!1,ea=0;ea<H.length;ea++){var fa=mxUtils.indexOf(Q,H[ea]);0<=fa&&(Q.splice(fa,1),da=!0)}da&&this.setAttributeForCell(u[P], -"tags",Q.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(u){this.model.beginUpdate();try{for(var H=0;H<u.length;H++)this.model.setVisible(u[H],!this.model.isVisible(u[H]))}finally{this.model.endUpdate()}};Graph.prototype.setCellsVisible=function(u,H){this.model.beginUpdate();try{for(var P=0;P<u.length;P++)this.model.setVisible(u[P],H)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(u,H,P,V){for(var Q=0;Q<u.length;Q++)this.highlightCell(u[Q], -H,P,V)};Graph.prototype.highlightCell=function(u,H,P,V,Q){H=null!=H?H:mxConstants.DEFAULT_VALID_COLOR;P=null!=P?P:1E3;u=this.view.getState(u);var da=null;null!=u&&(Q=null!=Q?Q:4,Q=Math.max(Q+1,mxUtils.getValue(u.style,mxConstants.STYLE_STROKEWIDTH,1)+Q),da=new mxCellHighlight(this,H,Q,!1),null!=V&&(da.opacity=V),da.highlight(u),window.setTimeout(function(){null!=da.shape&&(mxUtils.setPrefixedStyle(da.shape.node.style,"transition","all 1200ms ease-in-out"),da.shape.node.style.opacity=0);window.setTimeout(function(){da.destroy()}, -1200)},P));return da};Graph.prototype.addSvgShadow=function(u,H,P,V){P=null!=P?P:!1;V=null!=V?V:!0;var Q=u.ownerDocument,da=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"filter"):Q.createElement("filter");da.setAttribute("id",this.shadowId);var ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):Q.createElement("feGaussianBlur");ea.setAttribute("in","SourceAlpha");ea.setAttribute("stdDeviation",this.svgShadowBlur);ea.setAttribute("result","blur");da.appendChild(ea); -ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feOffset"):Q.createElement("feOffset");ea.setAttribute("in","blur");ea.setAttribute("dx",this.svgShadowSize);ea.setAttribute("dy",this.svgShadowSize);ea.setAttribute("result","offsetBlur");da.appendChild(ea);ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feFlood"):Q.createElement("feFlood");ea.setAttribute("flood-color",this.svgShadowColor);ea.setAttribute("flood-opacity",this.svgShadowOpacity);ea.setAttribute("result", -"offsetColor");da.appendChild(ea);ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feComposite"):Q.createElement("feComposite");ea.setAttribute("in","offsetColor");ea.setAttribute("in2","offsetBlur");ea.setAttribute("operator","in");ea.setAttribute("result","offsetBlur");da.appendChild(ea);ea=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"feBlend"):Q.createElement("feBlend");ea.setAttribute("in","SourceGraphic");ea.setAttribute("in2","offsetBlur");da.appendChild(ea); -ea=u.getElementsByTagName("defs");0==ea.length?(Q=null!=Q.createElementNS?Q.createElementNS(mxConstants.NS_SVG,"defs"):Q.createElement("defs"),null!=u.firstChild?u.insertBefore(Q,u.firstChild):u.appendChild(Q)):Q=ea[0];Q.appendChild(da);P||(H=null!=H?H:u.getElementsByTagName("g")[0],null!=H&&(H.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(u.getAttribute("width")))&&V&&(u.setAttribute("width",parseInt(u.getAttribute("width"))+6),u.setAttribute("height",parseInt(u.getAttribute("height"))+ -6),H=u.getAttribute("viewBox"),null!=H&&0<H.length&&(H=H.split(" "),3<H.length&&(w=parseFloat(H[2])+6,h=parseFloat(H[3])+6,u.setAttribute("viewBox",H[0]+" "+H[1]+" "+w+" "+h))))));return da};Graph.prototype.setShadowVisible=function(u,H){mxClient.IS_SVG&&!mxClient.IS_SF&&(H=null!=H?H:!0,(this.shadowVisible=u)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),H&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer= -function(){if(null==this.defaultParent){var u=this.model.getChildCount(this.model.root),H=0;do var P=this.model.getChildAt(this.model.root,H);while(H++<u&&"1"==mxUtils.getValue(this.getCellStyle(P),"locked","0"));null!=P&&this.setDefaultParent(P)}};mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn= 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Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"}, +{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"targetPortConstraint",dispName:"Target Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"jettySize",dispName:"Jetty Size",type:"int",min:0,defVal:"auto",allowAuto:!0,isVisible:function(q){return"orthogonalEdgeStyle"==mxUtils.getValue(q.style,mxConstants.STYLE_EDGE,null)}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"startFill",dispName:"Start Fill",type:"bool",defVal:!0},{name:"endFill",dispName:"End Fill",type:"bool",defVal:!0},{name:"perimeterSpacing",dispName:"Terminal Spacing",type:"float",defVal:0},{name:"anchorPointDirection",dispName:"Anchor Direction",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"fixDash", +dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog",type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"bendable",dispName:"Bendable",type:"bool",defVal:!0},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"noJump", +dispName:"No Jumps",type:"bool",defVal:!1},{name:"flowAnimation",dispName:"Flow Animation",type:"bool",defVal:!1},{name:"ignoreEdge",dispName:"Ignore Edge",type:"bool",defVal:!1},{name:"orthogonalLoop",dispName:"Loop Routing",type:"bool",defVal:!1},{name:"orthogonal",dispName:"Orthogonal",type:"bool",defVal:!1}].concat(Editor.commonProperties);Editor.commonVertexProperties=[{name:"colspan",dispName:"Colspan",type:"int",min:1,defVal:1,isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&& +0==q.edges.length&&F.isTableCell(q.vertices[0])}},{name:"rowspan",dispName:"Rowspan",type:"int",min:1,defVal:1,isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&&0==q.edges.length&&F.isTableCell(q.vertices[0])}},{type:"separator"},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",getDefaultValue:function(q,F){q=F.editorUi.editor.graph.getCellStyle(1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null);return"1"==mxUtils.getValue(q,"resizeLastRow","0")}, +isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&&0==q.edges.length&&F.isTable(q.vertices[0])}},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",getDefaultValue:function(q,F){q=F.editorUi.editor.graph.getCellStyle(1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null);return"1"==mxUtils.getValue(q,"resizeLast","0")},isVisible:function(q,F){F=F.editorUi.editor.graph;return 1==q.vertices.length&&0==q.edges.length&&F.isTable(q.vertices[0])}},{name:"fillOpacity", +dispName:"Fill Opacity",type:"int",min:0,max:100,defVal:100},{name:"strokeOpacity",dispName:"Stroke Opacity",type:"int",min:0,max:100,defVal:100},{name:"overflow",dispName:"Text Overflow",defVal:"visible",type:"enum",enumList:[{val:"visible",dispName:"Visible"},{val:"hidden",dispName:"Hidden"},{val:"block",dispName:"Block"},{val:"fill",dispName:"Fill"},{val:"width",dispName:"Width"}]},{name:"noLabel",dispName:"Hide Label",type:"bool",defVal:!1},{name:"labelPadding",dispName:"Label Padding",type:"float", +defVal:0},{name:"direction",dispName:"Direction",type:"enum",defVal:"east",enumList:[{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraint",dispName:"Constraint",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"None"},{val:"north",dispName:"North"},{val:"east",dispName:"East"},{val:"south",dispName:"South"},{val:"west",dispName:"West"}]},{name:"portConstraintRotation",dispName:"Rotate Constraint",type:"bool", +defVal:!1},{name:"connectable",dispName:"Connectable",type:"bool",getDefaultValue:function(q,F){return F.editorUi.editor.graph.isCellConnectable(0<q.vertices.length&&0==q.edges.length?q.vertices[0]:null)},isVisible:function(q,F){return 0<q.vertices.length&&0==q.edges.length}},{name:"allowArrows",dispName:"Allow Arrows",type:"bool",defVal:!0},{name:"snapToPoint",dispName:"Snap to Point",type:"bool",defVal:!1},{name:"perimeter",dispName:"Perimeter",defVal:"none",type:"enum",enumList:[{val:"none",dispName:"None"}, +{val:"rectanglePerimeter",dispName:"Rectangle"},{val:"ellipsePerimeter",dispName:"Ellipse"},{val:"rhombusPerimeter",dispName:"Rhombus"},{val:"trianglePerimeter",dispName:"Triangle"},{val:"hexagonPerimeter2",dispName:"Hexagon"},{val:"lifelinePerimeter",dispName:"Lifeline"},{val:"orthogonalPerimeter",dispName:"Orthogonal"},{val:"backbonePerimeter",dispName:"Backbone"},{val:"calloutPerimeter",dispName:"Callout"},{val:"parallelogramPerimeter",dispName:"Parallelogram"},{val:"trapezoidPerimeter",dispName:"Trapezoid"}, +{val:"stepPerimeter",dispName:"Step"},{val:"centerPerimeter",dispName:"Center"}]},{name:"fixDash",dispName:"Fixed Dash",type:"bool",defVal:!1},{name:"container",dispName:"Container",type:"bool",defVal:!1,isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length}},{name:"dropTarget",dispName:"Drop Target",type:"bool",getDefaultValue:function(q,F){q=1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null;F=F.editorUi.editor.graph;return null!=q&&(F.isSwimlane(q)||0<F.model.getChildCount(q))}, +isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length}},{name:"collapsible",dispName:"Collapsible",type:"bool",getDefaultValue:function(q,F){var R=1==q.vertices.length&&0==q.edges.length?q.vertices[0]:null;F=F.editorUi.editor.graph;return null!=R&&(F.isContainer(R)&&"0"!=q.style.collapsible||!F.isContainer(R)&&"1"==q.style.collapsible)},isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length}},{name:"recursiveResize",dispName:"Resize Children",type:"bool",defVal:!0, +isVisible:function(q,F){return 1==q.vertices.length&&0==q.edges.length&&!F.editorUi.editor.graph.isSwimlane(q.vertices[0])&&null==mxUtils.getValue(q.style,"childLayout",null)}},{name:"expand",dispName:"Expand",type:"bool",defVal:!0},{name:"part",dispName:"Part",type:"bool",defVal:!1,isVisible:function(q,F){F=F.editorUi.editor.graph.model;return 0<q.vertices.length?F.isVertex(F.getParent(q.vertices[0])):!1}},{name:"editable",dispName:"Editable",type:"bool",defVal:!0},{name:"metaEdit",dispName:"Edit Dialog", +type:"bool",defVal:!1},{name:"backgroundOutline",dispName:"Background Outline",type:"bool",defVal:!1},{name:"movable",dispName:"Movable",type:"bool",defVal:!0},{name:"movableLabel",dispName:"Movable Label",type:"bool",defVal:!1,isVisible:function(q,F){q=0<q.vertices.length?F.editorUi.editor.graph.getCellGeometry(q.vertices[0]):null;return null!=q&&!q.relative}},{name:"autosize",dispName:"Autosize",type:"bool",defVal:!1},{name:"fixedWidth",dispName:"Fixed Width",type:"bool",defVal:!1},{name:"resizable", +dispName:"Resizable",type:"bool",defVal:!0},{name:"resizeWidth",dispName:"Resize Width",type:"bool",defVal:!1},{name:"resizeHeight",dispName:"Resize Height",type:"bool",defVal:!1},{name:"rotatable",dispName:"Rotatable",type:"bool",defVal:!0},{name:"cloneable",dispName:"Cloneable",type:"bool",defVal:!0},{name:"deletable",dispName:"Deletable",type:"bool",defVal:!0},{name:"treeFolding",dispName:"Tree Folding",type:"bool",defVal:!1},{name:"treeMoving",dispName:"Tree Moving",type:"bool",defVal:!1},{name:"pointerEvents", +dispName:"Pointer Events",type:"bool",defVal:!0,isVisible:function(q,F){var R=mxUtils.getValue(q.style,mxConstants.STYLE_FILLCOLOR,null);return F.editorUi.editor.graph.isSwimlane(q.vertices[0])||null==R||R==mxConstants.NONE||0==mxUtils.getValue(q.style,mxConstants.STYLE_FILL_OPACITY,100)||0==mxUtils.getValue(q.style,mxConstants.STYLE_OPACITY,100)||null!=q.style.pointerEvents}},{name:"moveCells",dispName:"Move Cells on Fold",type:"bool",defVal:!1,isVisible:function(q,F){return 0<q.vertices.length&& +F.editorUi.editor.graph.isContainer(q.vertices[0])}}].concat(Editor.commonProperties);Editor.defaultCsvValue='##\n## Example CSV import. Use ## for comments and # for configuration. Paste CSV below.\n## The following names are reserved and should not be used (or ignored):\n## id, tooltip, placeholder(s), link and label (see below)\n##\n#\n## Node label with placeholders and HTML.\n## Default is \'%name_of_first_column%\'.\n#\n# label: %name%<br><i style="color:gray;">%position%</i><br><a href="mailto:%email%">Email</a>\n#\n## Node style (placeholders are replaced once).\n## Default is the current style for nodes.\n#\n# style: label;image=%image%;whiteSpace=wrap;html=1;rounded=1;fillColor=%fill%;strokeColor=%stroke%;\n#\n## Parent style for nodes with child nodes (placeholders are replaced once).\n#\n# parentstyle: swimlane;whiteSpace=wrap;html=1;childLayout=stackLayout;horizontal=1;horizontalStack=0;resizeParent=1;resizeLast=0;collapsible=1;\n#\n## Style to be used for objects not in the CSV. If this is - then such objects are ignored,\n## else they are created using this as their style, eg. whiteSpace=wrap;html=1;\n#\n# unknownStyle: -\n#\n## Optional column name that contains a reference to a named style in styles.\n## Default is the current style for nodes.\n#\n# stylename: -\n#\n## JSON for named styles of the form {"name": "style", "name": "style"} where style is a cell style with\n## placeholders that are replaced once.\n#\n# styles: -\n#\n## JSON for variables in styles of the form {"name": "value", "name": "value"} where name is a string\n## that will replace a placeholder in a style.\n#\n# vars: -\n#\n## Optional column name that contains a reference to a named label in labels.\n## Default is the current label.\n#\n# labelname: -\n#\n## JSON for named labels of the form {"name": "label", "name": "label"} where label is a cell label with\n## placeholders.\n#\n# labels: -\n#\n## Uses the given column name as the identity for cells (updates existing cells).\n## Default is no identity (empty value or -).\n#\n# identity: -\n#\n## Uses the given column name as the parent reference for cells. Default is no parent (empty or -).\n## The identity above is used for resolving the reference so it must be specified.\n#\n# parent: -\n#\n## Adds a prefix to the identity of cells to make sure they do not collide with existing cells (whose\n## IDs are numbers from 0..n, sometimes with a GUID prefix in the context of realtime collaboration).\n## Default is csvimport-.\n#\n# namespace: csvimport-\n#\n## Connections between rows ("from": source colum, "to": target column).\n## Label, style and invert are optional. Defaults are \'\', current style and false.\n## If placeholders are used in the style, they are replaced with data from the source.\n## An optional placeholders can be set to target to use data from the target instead.\n## In addition to label, an optional fromlabel and tolabel can be used to name the column\n## that contains the text for the label in the edges source or target (invert ignored).\n## In addition to those, an optional source and targetlabel can be used to specify a label\n## that contains placeholders referencing the respective columns in the source or target row.\n## The label is created in the form fromlabel + sourcelabel + label + tolabel + targetlabel.\n## Additional labels can be added by using an optional labels array with entries of the\n## form {"label": string, "x": number, "y": number, "dx": number, "dy": number} where\n## x is from -1 to 1 along the edge, y is orthogonal, and dx/dy are offsets in pixels.\n## An optional placeholders with the string value "source" or "target" can be specified\n## to replace placeholders in the additional label with data from the source or target.\n## The target column may contain a comma-separated list of values.\n## Multiple connect entries are allowed.\n#\n# connect: {"from": "manager", "to": "name", "invert": true, "label": "manages", \\\n# "style": "curved=1;endArrow=blockThin;endFill=1;fontSize=11;"}\n# connect: {"from": "refs", "to": "id", "style": "curved=1;fontSize=11;"}\n#\n## Node x-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# left: \n#\n## Node y-coordinate. Possible value is a column name. Default is empty. Layouts will\n## override this value.\n#\n# top: \n#\n## Node width. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the width. Default is auto.\n#\n# width: auto\n#\n## Node height. Possible value is a number (in px), auto or an @ sign followed by a column\n## name that contains the value for the height. Default is auto.\n#\n# height: auto\n#\n## Collapsed state for vertices. Possible values are true or false. Default is false.\n#\n# collapsed: false\n#\n## Padding for autosize. Default is 0.\n#\n# padding: -12\n#\n## Comma-separated list of ignored columns for metadata. (These can be\n## used for connections and styles but will not be added as metadata.)\n#\n# ignore: id,image,fill,stroke,refs,manager\n#\n## Column to be renamed to link attribute (used as link).\n#\n# link: url\n#\n## Spacing between nodes. Default is 40.\n#\n# nodespacing: 40\n#\n## Spacing between levels of hierarchical layouts. Default is 100.\n#\n# levelspacing: 100\n#\n## Spacing between parallel edges. Default is 40. Use 0 to disable.\n#\n# edgespacing: 40\n#\n## Name or JSON of layout. Possible values are auto, none, verticaltree, horizontaltree,\n## verticalflow, horizontalflow, organic, circle, orgchart or a JSON string as used in\n## Layout, Apply. Default is auto.\n#\n# layout: auto\n#\n## ---- CSV below this line. First line are column names. ----\nname,position,id,location,manager,email,fill,stroke,refs,url,image\nTessa Miller,CFO,emi,Office 1,,me@example.com,#dae8fc,#6c8ebf,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-3-128.png\nEdward Morrison,Brand Manager,emo,Office 2,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-10-3-128.png\nAlison Donovan,System Admin,rdo,Office 3,Tessa Miller,me@example.com,#d5e8d4,#82b366,"emo,tva",https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-2-128.png\nEvan Valet,HR Director,tva,Office 4,Tessa Miller,me@example.com,#d5e8d4,#82b366,,https://www.draw.io,https://cdn3.iconfinder.com/data/icons/user-avatars-1/512/users-9-2-128.png\n'; +Editor.createRoughCanvas=function(q){var F=rough.canvas({getContext:function(){return q}});F.draw=function(R){var W=R.sets||[];R=R.options||this.getDefaultOptions();for(var T=0;T<W.length;T++){var ba=W[T];switch(ba.type){case "path":null!=R.stroke&&this._drawToContext(q,ba,R);break;case "fillPath":this._drawToContext(q,ba,R);break;case "fillSketch":this.fillSketch(q,ba,R)}}};F.fillSketch=function(R,W,T){var ba=q.state.strokeColor,ia=q.state.strokeWidth,ra=q.state.strokeAlpha,ta=q.state.dashed,ma= +T.fillWeight;0>ma&&(ma=T.strokeWidth/2);q.setStrokeAlpha(q.state.fillAlpha);q.setStrokeColor(T.fill||"");q.setStrokeWidth(ma);q.setDashed(!1);this._drawToContext(R,W,T);q.setDashed(ta);q.setStrokeWidth(ia);q.setStrokeColor(ba);q.setStrokeAlpha(ra)};F._drawToContext=function(R,W,T){R.begin();for(var ba=0;ba<W.ops.length;ba++){var ia=W.ops[ba],ra=ia.data;switch(ia.op){case "move":R.moveTo(ra[0],ra[1]);break;case "bcurveTo":R.curveTo(ra[0],ra[1],ra[2],ra[3],ra[4],ra[5]);break;case "lineTo":R.lineTo(ra[0], +ra[1])}}R.end();"fillPath"===W.type&&T.filled?R.fill():R.stroke()};return F};(function(){function q(ba,ia,ra){this.canvas=ba;this.rc=ia;this.shape=ra;this.canvas.setLineJoin("round");this.canvas.setLineCap("round");this.originalBegin=this.canvas.begin;this.canvas.begin=mxUtils.bind(this,q.prototype.begin);this.originalEnd=this.canvas.end;this.canvas.end=mxUtils.bind(this,q.prototype.end);this.originalRect=this.canvas.rect;this.canvas.rect=mxUtils.bind(this,q.prototype.rect);this.originalRoundrect= +this.canvas.roundrect;this.canvas.roundrect=mxUtils.bind(this,q.prototype.roundrect);this.originalEllipse=this.canvas.ellipse;this.canvas.ellipse=mxUtils.bind(this,q.prototype.ellipse);this.originalLineTo=this.canvas.lineTo;this.canvas.lineTo=mxUtils.bind(this,q.prototype.lineTo);this.originalMoveTo=this.canvas.moveTo;this.canvas.moveTo=mxUtils.bind(this,q.prototype.moveTo);this.originalQuadTo=this.canvas.quadTo;this.canvas.quadTo=mxUtils.bind(this,q.prototype.quadTo);this.originalCurveTo=this.canvas.curveTo; +this.canvas.curveTo=mxUtils.bind(this,q.prototype.curveTo);this.originalArcTo=this.canvas.arcTo;this.canvas.arcTo=mxUtils.bind(this,q.prototype.arcTo);this.originalClose=this.canvas.close;this.canvas.close=mxUtils.bind(this,q.prototype.close);this.originalFill=this.canvas.fill;this.canvas.fill=mxUtils.bind(this,q.prototype.fill);this.originalStroke=this.canvas.stroke;this.canvas.stroke=mxUtils.bind(this,q.prototype.stroke);this.originalFillAndStroke=this.canvas.fillAndStroke;this.canvas.fillAndStroke= +mxUtils.bind(this,q.prototype.fillAndStroke);this.path=[];this.passThrough=!1}q.prototype.moveOp="M";q.prototype.lineOp="L";q.prototype.quadOp="Q";q.prototype.curveOp="C";q.prototype.closeOp="Z";q.prototype.getStyle=function(ba,ia){var ra=1;if(null!=this.shape.state){var ta=this.shape.state.cell.id;if(null!=ta)for(var ma=0;ma<ta.length;ma++)ra=(ra<<5)-ra+ta.charCodeAt(ma)<<0}ra={strokeWidth:this.canvas.state.strokeWidth,seed:ra,preserveVertices:!0};ta=this.rc.getDefaultOptions();ra.stroke=ba?this.canvas.state.strokeColor=== +mxConstants.NONE?"transparent":this.canvas.state.strokeColor:mxConstants.NONE;ba=null;(ra.filled=ia)?(ra.fill=this.canvas.state.fillColor===mxConstants.NONE?"":this.canvas.state.fillColor,ba=this.canvas.state.gradientColor===mxConstants.NONE?null:this.canvas.state.gradientColor):ra.fill="";ra.bowing=mxUtils.getValue(this.shape.style,"bowing",ta.bowing);ra.hachureAngle=mxUtils.getValue(this.shape.style,"hachureAngle",ta.hachureAngle);ra.curveFitting=mxUtils.getValue(this.shape.style,"curveFitting", +ta.curveFitting);ra.roughness=mxUtils.getValue(this.shape.style,"jiggle",ta.roughness);ra.simplification=mxUtils.getValue(this.shape.style,"simplification",ta.simplification);ra.disableMultiStroke=mxUtils.getValue(this.shape.style,"disableMultiStroke",ta.disableMultiStroke);ra.disableMultiStrokeFill=mxUtils.getValue(this.shape.style,"disableMultiStrokeFill",ta.disableMultiStrokeFill);ia=mxUtils.getValue(this.shape.style,"hachureGap",-1);ra.hachureGap="auto"==ia?-1:ia;ra.dashGap=mxUtils.getValue(this.shape.style, +"dashGap",ia);ra.dashOffset=mxUtils.getValue(this.shape.style,"dashOffset",ia);ra.zigzagOffset=mxUtils.getValue(this.shape.style,"zigzagOffset",ia);ia=mxUtils.getValue(this.shape.style,"fillWeight",-1);ra.fillWeight="auto"==ia?-1:ia;ia=mxUtils.getValue(this.shape.style,"fillStyle","auto");"auto"==ia&&(ia=mxUtils.hex2rgb(null!=this.shape.state?this.shape.state.view.graph.shapeBackgroundColor:Editor.isDarkMode()?Editor.darkColor:"#ffffff"),ia=null!=ra.fill&&(null!=ba||null!=ia&&ra.fill==ia)?"solid": +ta.fillStyle);ra.fillStyle=ia;return ra};q.prototype.begin=function(){this.passThrough?this.originalBegin.apply(this.canvas,arguments):this.path=[]};q.prototype.end=function(){this.passThrough&&this.originalEnd.apply(this.canvas,arguments)};q.prototype.addOp=function(){if(null!=this.path&&(this.path.push(arguments[0]),2<arguments.length))for(var ba=2;ba<arguments.length;ba+=2)this.lastX=arguments[ba-1],this.lastY=arguments[ba],this.path.push(this.canvas.format(this.lastX)),this.path.push(this.canvas.format(this.lastY))}; +q.prototype.lineTo=function(ba,ia){this.passThrough?this.originalLineTo.apply(this.canvas,arguments):(this.addOp(this.lineOp,ba,ia),this.lastX=ba,this.lastY=ia)};q.prototype.moveTo=function(ba,ia){this.passThrough?this.originalMoveTo.apply(this.canvas,arguments):(this.addOp(this.moveOp,ba,ia),this.lastX=ba,this.lastY=ia,this.firstX=ba,this.firstY=ia)};q.prototype.close=function(){this.passThrough?this.originalClose.apply(this.canvas,arguments):this.addOp(this.closeOp)};q.prototype.quadTo=function(ba, +ia,ra,ta){this.passThrough?this.originalQuadTo.apply(this.canvas,arguments):(this.addOp(this.quadOp,ba,ia,ra,ta),this.lastX=ra,this.lastY=ta)};q.prototype.curveTo=function(ba,ia,ra,ta,ma,pa){this.passThrough?this.originalCurveTo.apply(this.canvas,arguments):(this.addOp(this.curveOp,ba,ia,ra,ta,ma,pa),this.lastX=ma,this.lastY=pa)};q.prototype.arcTo=function(ba,ia,ra,ta,ma,pa,za){if(this.passThrough)this.originalArcTo.apply(this.canvas,arguments);else{var Ba=mxUtils.arcToCurves(this.lastX,this.lastY, +ba,ia,ra,ta,ma,pa,za);if(null!=Ba)for(var Ia=0;Ia<Ba.length;Ia+=6)this.curveTo(Ba[Ia],Ba[Ia+1],Ba[Ia+2],Ba[Ia+3],Ba[Ia+4],Ba[Ia+5]);this.lastX=pa;this.lastY=za}};q.prototype.rect=function(ba,ia,ra,ta){this.passThrough?this.originalRect.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.rectangle(ba,ia,ra,ta,this.getStyle(!0,!0)))};q.prototype.ellipse=function(ba,ia,ra,ta){this.passThrough?this.originalEllipse.apply(this.canvas,arguments):(this.path=[],this.nextShape=this.rc.generator.ellipse(ba+ +ra/2,ia+ta/2,ra,ta,this.getStyle(!0,!0)))};q.prototype.roundrect=function(ba,ia,ra,ta,ma,pa){this.passThrough?this.originalRoundrect.apply(this.canvas,arguments):(this.begin(),this.moveTo(ba+ma,ia),this.lineTo(ba+ra-ma,ia),this.quadTo(ba+ra,ia,ba+ra,ia+pa),this.lineTo(ba+ra,ia+ta-pa),this.quadTo(ba+ra,ia+ta,ba+ra-ma,ia+ta),this.lineTo(ba+ma,ia+ta),this.quadTo(ba,ia+ta,ba,ia+ta-pa),this.lineTo(ba,ia+pa),this.quadTo(ba,ia,ba+ma,ia))};q.prototype.drawPath=function(ba){if(0<this.path.length){this.passThrough= +!0;try{this.rc.path(this.path.join(" "),ba)}catch(ra){}this.passThrough=!1}else if(null!=this.nextShape){for(var ia in ba)this.nextShape.options[ia]=ba[ia];ba.stroke!=mxConstants.NONE&&null!=ba.stroke||delete this.nextShape.options.stroke;ba.filled||delete this.nextShape.options.fill;this.passThrough=!0;this.rc.draw(this.nextShape);this.passThrough=!1}};q.prototype.stroke=function(){this.passThrough?this.originalStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!1))};q.prototype.fill= +function(){this.passThrough?this.originalFill.apply(this.canvas,arguments):this.drawPath(this.getStyle(!1,!0))};q.prototype.fillAndStroke=function(){this.passThrough?this.originalFillAndStroke.apply(this.canvas,arguments):this.drawPath(this.getStyle(!0,!0))};q.prototype.destroy=function(){this.canvas.lineTo=this.originalLineTo;this.canvas.moveTo=this.originalMoveTo;this.canvas.close=this.originalClose;this.canvas.quadTo=this.originalQuadTo;this.canvas.curveTo=this.originalCurveTo;this.canvas.arcTo= +this.originalArcTo;this.canvas.close=this.originalClose;this.canvas.fill=this.originalFill;this.canvas.stroke=this.originalStroke;this.canvas.fillAndStroke=this.originalFillAndStroke;this.canvas.begin=this.originalBegin;this.canvas.end=this.originalEnd;this.canvas.rect=this.originalRect;this.canvas.ellipse=this.originalEllipse;this.canvas.roundrect=this.originalRoundrect};mxShape.prototype.createRoughCanvas=function(ba){return new q(ba,Editor.createRoughCanvas(ba),this)};var F=mxShape.prototype.createHandJiggle; +mxShape.prototype.createHandJiggle=function(ba){return this.outline||null==this.style||"0"==mxUtils.getValue(this.style,"sketch","0")?F.apply(this,arguments):"comic"==mxUtils.getValue(this.style,"sketchStyle","rough")?this.createComicCanvas(ba):this.createRoughCanvas(ba)};var R=mxImageShape.prototype.paintVertexShape;mxImageShape.prototype.paintVertexShape=function(ba,ia,ra,ta,ma){null!=ba.handJiggle&&ba.handJiggle.passThrough||R.apply(this,arguments)};var W=mxShape.prototype.paint;mxShape.prototype.paint= +function(ba){var ia=ba.addTolerance,ra=!0;null!=this.style&&(ra="1"==mxUtils.getValue(this.style,mxConstants.STYLE_POINTER_EVENTS,"1"));if(null!=ba.handJiggle&&ba.handJiggle.constructor==q&&!this.outline){ba.save();var ta=this.fill,ma=this.stroke;this.stroke=this.fill=null;var pa=this.configurePointerEvents,za=ba.setStrokeColor;ba.setStrokeColor=function(){};var Ba=ba.setFillColor;ba.setFillColor=function(){};ra||null==ta||(this.configurePointerEvents=function(){});ba.handJiggle.passThrough=!0;W.apply(this, +arguments);ba.handJiggle.passThrough=!1;ba.setFillColor=Ba;ba.setStrokeColor=za;this.configurePointerEvents=pa;this.stroke=ma;this.fill=ta;ba.restore();ra&&null!=ta&&(ba.addTolerance=function(){})}W.apply(this,arguments);ba.addTolerance=ia};var T=mxShape.prototype.paintGlassEffect;mxShape.prototype.paintGlassEffect=function(ba,ia,ra,ta,ma,pa){null!=ba.handJiggle&&ba.handJiggle.constructor==q?(ba.handJiggle.passThrough=!0,T.apply(this,arguments),ba.handJiggle.passThrough=!1):T.apply(this,arguments)}})(); +Editor.fastCompress=function(q){return null==q||0==q.length||"undefined"===typeof pako?q:Graph.arrayBufferToString(pako.deflateRaw(q))};Editor.fastDecompress=function(q){return null==q||0==q.length||"undefined"===typeof pako?q:pako.inflateRaw(Graph.stringToArrayBuffer(atob(q)),{to:"string"})};Editor.extractGraphModel=function(q,F,R){if(null!=q&&"undefined"!==typeof pako){var W=q.ownerDocument.getElementsByTagName("div"),T=[];if(null!=W&&0<W.length)for(var ba=0;ba<W.length;ba++)if("mxgraph"==W[ba].getAttribute("class")){T.push(W[ba]); +break}0<T.length&&(W=T[0].getAttribute("data-mxgraph"),null!=W?(T=JSON.parse(W),null!=T&&null!=T.xml&&(q=mxUtils.parseXml(T.xml),q=q.documentElement)):(T=T[0].getElementsByTagName("div"),0<T.length&&(W=mxUtils.getTextContent(T[0]),W=Graph.decompress(W,null,R),0<W.length&&(q=mxUtils.parseXml(W),q=q.documentElement))))}if(null!=q&&"svg"==q.nodeName)if(W=q.getAttribute("content"),null!=W&&"<"!=W.charAt(0)&&"%"!=W.charAt(0)&&(W=unescape(window.atob?atob(W):Base64.decode(cont,W))),null!=W&&"%"==W.charAt(0)&& +(W=decodeURIComponent(W)),null!=W&&0<W.length)q=mxUtils.parseXml(W).documentElement;else throw{message:mxResources.get("notADiagramFile")};null==q||F||(T=null,"diagram"==q.nodeName?T=q:"mxfile"==q.nodeName&&(W=q.getElementsByTagName("diagram"),0<W.length&&(T=W[Math.max(0,Math.min(W.length-1,urlParams.page||0))])),null!=T&&(q=Editor.parseDiagramNode(T,R)));null==q||"mxGraphModel"==q.nodeName||F&&"mxfile"==q.nodeName||(q=null);return q};Editor.parseDiagramNode=function(q,F){var R=mxUtils.trim(mxUtils.getTextContent(q)), +W=null;0<R.length?(q=Graph.decompress(R,null,F),null!=q&&0<q.length&&(W=mxUtils.parseXml(q).documentElement)):(q=mxUtils.getChildNodes(q),0<q.length&&(W=mxUtils.createXmlDocument(),W.appendChild(W.importNode(q[0],!0)),W=W.documentElement));return W};Editor.getDiagramNodeXml=function(q){var F=mxUtils.getTextContent(q),R=null;0<F.length?R=Graph.decompress(F):null!=q.firstChild&&(R=mxUtils.getXml(q.firstChild));return R};Editor.extractGraphModelFromPdf=function(q){q=q.substring(q.indexOf(",")+1);q=window.atob&& +!mxClient.IS_SF?atob(q):Base64.decode(q,!0);if("%PDF-1.7"==q.substring(0,8)){var F=q.indexOf("EmbeddedFile");if(-1<F){var R=q.indexOf("stream",F)+9;if(0<q.substring(F,R).indexOf("application#2Fvnd.jgraph.mxfile"))return F=q.indexOf("endstream",R-1),pako.inflateRaw(Graph.stringToArrayBuffer(q.substring(R,F)),{to:"string"})}return null}R=null;F="";for(var W=0,T=0,ba=[],ia=null;T<q.length;){var ra=q.charCodeAt(T);T+=1;10!=ra&&(F+=String.fromCharCode(ra));ra=="/Subject (%3Cmxfile".charCodeAt(W)?W++:W= +0;if(19==W){var ta=q.indexOf("%3C%2Fmxfile%3E)",T)+15;T-=9;if(ta>T){R=q.substring(T,ta);break}}10==ra&&("endobj"==F?ia=null:"obj"==F.substring(F.length-3,F.length)||"xref"==F||"trailer"==F?(ia=[],ba[F.split(" ")[0]]=ia):null!=ia&&ia.push(F),F="")}null==R&&(R=Editor.extractGraphModelFromXref(ba));null!=R&&(R=decodeURIComponent(R.replace(/\\\(/g,"(").replace(/\\\)/g,")")));return R};Editor.extractGraphModelFromXref=function(q){var F=q.trailer,R=null;null!=F&&(F=/.* \/Info (\d+) (\d+) R/g.exec(F.join("\n")), +null!=F&&0<F.length&&(F=q[F[1]],null!=F&&(F=/.* \/Subject (\d+) (\d+) R/g.exec(F.join("\n")),null!=F&&0<F.length&&(q=q[F[1]],null!=q&&(q=q.join("\n"),R=q.substring(1,q.length-1))))));return R};Editor.extractParserError=function(q,F){var R=null;q=null!=q?q.getElementsByTagName("parsererror"):null;null!=q&&0<q.length&&(R=F||mxResources.get("invalidChars"),F=q[0].getElementsByTagName("div"),0<F.length&&(R=mxUtils.getTextContent(F[0])));return null!=R?mxUtils.trim(R):R};Editor.addRetryToError=function(q, +F){null!=q&&(q=null!=q.error?q.error:q,null==q.retry&&(q.retry=F))};Editor.configure=function(q,F){if(null!=q){Editor.config=q;Editor.configVersion=q.version;Menus.prototype.defaultFonts=q.defaultFonts||Menus.prototype.defaultFonts;ColorDialog.prototype.presetColors=q.presetColors||ColorDialog.prototype.presetColors;ColorDialog.prototype.defaultColors=q.defaultColors||ColorDialog.prototype.defaultColors;ColorDialog.prototype.colorNames=q.colorNames||ColorDialog.prototype.colorNames;StyleFormatPanel.prototype.defaultColorSchemes= +q.defaultColorSchemes||StyleFormatPanel.prototype.defaultColorSchemes;Graph.prototype.defaultEdgeLength=q.defaultEdgeLength||Graph.prototype.defaultEdgeLength;DrawioFile.prototype.autosaveDelay=q.autosaveDelay||DrawioFile.prototype.autosaveDelay;q.debug&&(urlParams.test="1");null!=q.templateFile&&(EditorUi.templateFile=q.templateFile);null!=q.styles&&(Array.isArray(q.styles)?Editor.styles=q.styles:EditorUi.debug("Configuration Error: Array expected for styles"));null!=q.globalVars&&(Editor.globalVars= +q.globalVars);null!=q.compressXml&&(Editor.compressXml=q.compressXml);null!=q.includeDiagram&&(Editor.defaultIncludeDiagram=q.includeDiagram);null!=q.simpleLabels&&(Editor.simpleLabels=q.simpleLabels);null!=q.oneDriveInlinePicker&&(Editor.oneDriveInlinePicker=q.oneDriveInlinePicker);null!=q.darkColor&&(Editor.darkColor=q.darkColor);null!=q.lightColor&&(Editor.lightColor=q.lightColor);null!=q.settingsName&&(Editor.configurationKey="."+q.settingsName+"-configuration",Editor.settingsKey="."+q.settingsName+ +"-config",mxSettings.key=Editor.settingsKey);q.customFonts&&(Menus.prototype.defaultFonts=q.customFonts.concat(Menus.prototype.defaultFonts));q.customPresetColors&&(ColorDialog.prototype.presetColors=q.customPresetColors.concat(ColorDialog.prototype.presetColors));null!=q.customColorSchemes&&(StyleFormatPanel.prototype.defaultColorSchemes=q.customColorSchemes.concat(StyleFormatPanel.prototype.defaultColorSchemes));if(null!=q.css){var R=document.createElement("style");R.setAttribute("type","text/css"); +R.appendChild(document.createTextNode(q.css));var W=document.getElementsByTagName("script")[0];W.parentNode.insertBefore(R,W)}null!=q.libraries&&(Sidebar.prototype.customEntries=q.libraries);null!=q.enabledLibraries&&(Array.isArray(q.enabledLibraries)?Sidebar.prototype.enabledLibraries=q.enabledLibraries:EditorUi.debug("Configuration Error: Array expected for enabledLibraries"));null!=q.defaultLibraries&&(Sidebar.prototype.defaultEntries=q.defaultLibraries);null!=q.defaultCustomLibraries&&(Editor.defaultCustomLibraries= +q.defaultCustomLibraries);null!=q.enableCustomLibraries&&(Editor.enableCustomLibraries=q.enableCustomLibraries);null!=q.defaultVertexStyle&&(Graph.prototype.defaultVertexStyle=q.defaultVertexStyle);null!=q.defaultEdgeStyle&&(Graph.prototype.defaultEdgeStyle=q.defaultEdgeStyle);null!=q.defaultPageVisible&&(Graph.prototype.defaultPageVisible=q.defaultPageVisible);null!=q.defaultGridEnabled&&(Graph.prototype.defaultGridEnabled=q.defaultGridEnabled);null!=q.zoomWheel&&(Graph.zoomWheel=q.zoomWheel);null!= +q.zoomFactor&&(R=parseFloat(q.zoomFactor),!isNaN(R)&&1<R?Graph.prototype.zoomFactor=R:EditorUi.debug("Configuration Error: Float > 1 expected for zoomFactor"));null!=q.gridSteps&&(R=parseInt(q.gridSteps),!isNaN(R)&&0<R?mxGraphView.prototype.gridSteps=R:EditorUi.debug("Configuration Error: Int > 0 expected for gridSteps"));null!=q.pageFormat&&(R=parseInt(q.pageFormat.width),W=parseInt(q.pageFormat.height),!isNaN(R)&&0<R&&!isNaN(W)&&0<W?(mxGraph.prototype.defaultPageFormat=new mxRectangle(0,0,R,W), +mxGraph.prototype.pageFormat=mxGraph.prototype.defaultPageFormat):EditorUi.debug("Configuration Error: {width: int, height: int} expected for pageFormat"));q.thumbWidth&&(Sidebar.prototype.thumbWidth=q.thumbWidth);q.thumbHeight&&(Sidebar.prototype.thumbHeight=q.thumbHeight);q.emptyLibraryXml&&(EditorUi.prototype.emptyLibraryXml=q.emptyLibraryXml);q.emptyDiagramXml&&(EditorUi.prototype.emptyDiagramXml=q.emptyDiagramXml);q.sidebarWidth&&(EditorUi.prototype.hsplitPosition=q.sidebarWidth);q.sidebarTitles&& +(Sidebar.prototype.sidebarTitles=q.sidebarTitles);q.sidebarTitleSize&&(R=parseInt(q.sidebarTitleSize),!isNaN(R)&&0<R?Sidebar.prototype.sidebarTitleSize=R:EditorUi.debug("Configuration Error: Int > 0 expected for sidebarTitleSize"));q.fontCss&&("string"===typeof q.fontCss?Editor.configureFontCss(q.fontCss):EditorUi.debug("Configuration Error: String expected for fontCss"));null!=q.autosaveDelay&&(R=parseInt(q.autosaveDelay),!isNaN(R)&&0<R?DrawioFile.prototype.autosaveDelay=R:EditorUi.debug("Configuration Error: Int > 0 expected for autosaveDelay")); +if(null!=q.plugins&&!F)for(App.initPluginCallback(),F=0;F<q.plugins.length;F++)mxscript(q.plugins[F]);null!=q.maxImageBytes&&(EditorUi.prototype.maxImageBytes=q.maxImageBytes);null!=q.maxImageSize&&(EditorUi.prototype.maxImageSize=q.maxImageSize);null!=q.shareCursorPosition&&(EditorUi.prototype.shareCursorPosition=q.shareCursorPosition);null!=q.showRemoteCursors&&(EditorUi.prototype.showRemoteCursors=q.showRemoteCursors)}};Editor.configureFontCss=function(q){if(null!=q){Editor.prototype.fontCss=q; +var F=document.getElementsByTagName("script")[0];if(null!=F&&null!=F.parentNode){var R=document.createElement("style");R.setAttribute("type","text/css");R.appendChild(document.createTextNode(q));F.parentNode.insertBefore(R,F);q=q.split("url(");for(R=1;R<q.length;R++){var W=q[R].indexOf(")");W=Editor.trimCssUrl(q[R].substring(0,W));var T=document.createElement("link");T.setAttribute("rel","preload");T.setAttribute("href",W);T.setAttribute("as","font");T.setAttribute("crossorigin","");F.parentNode.insertBefore(T, +F)}}}};Editor.trimCssUrl=function(q){return q.replace(RegExp("^[\\s\"']+","g"),"").replace(RegExp("[\\s\"']+$","g"),"")};Editor.GOOGLE_FONTS="https://fonts.googleapis.com/css?family=";Editor.GUID_ALPHABET="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ-_";Editor.GUID_LENGTH=20;Editor.guid=function(q){q=null!=q?q:Editor.GUID_LENGTH;for(var F=[],R=0;R<q;R++)F.push(Editor.GUID_ALPHABET.charAt(Math.floor(Math.random()*Editor.GUID_ALPHABET.length)));return F.join("")};Editor.prototype.timeout= +25E3;Editor.prototype.editButtonLink=null!=urlParams.edit?decodeURIComponent(urlParams.edit):null;Editor.prototype.crossOriginImages=!mxClient.IS_IE;var b=Editor.prototype.setGraphXml;Editor.prototype.setGraphXml=function(q){q=null!=q&&"mxlibrary"!=q.nodeName?this.extractGraphModel(q):null;if(null!=q){var F=Editor.extractParserError(q,mxResources.get("invalidOrMissingFile"));if(F)throw EditorUi.debug("Editor.setGraphXml ParserError",[this],"node",[q],"cause",[F]),Error(mxResources.get("notADiagramFile")+ +" ("+F+")");if("mxGraphModel"==q.nodeName){F=q.getAttribute("style")||"default-style2";if("1"==urlParams.embed||null!=F&&""!=F)F!=this.graph.currentStyle&&(R=null!=this.graph.themes?this.graph.themes[F]:mxUtils.load(STYLE_PATH+"/"+F+".xml").getDocumentElement(),null!=R&&(W=new mxCodec(R.ownerDocument),W.decode(R,this.graph.getStylesheet())));else{var R=null!=this.graph.themes?this.graph.themes["default-old"]:mxUtils.load(STYLE_PATH+"/default-old.xml").getDocumentElement();if(null!=R){var W=new mxCodec(R.ownerDocument); +W.decode(R,this.graph.getStylesheet())}}this.graph.currentStyle=F;this.graph.mathEnabled="1"==urlParams.math||"1"==q.getAttribute("math");F=q.getAttribute("backgroundImage");null!=F?this.graph.setBackgroundImage(this.graph.parseBackgroundImage(F)):this.graph.setBackgroundImage(null);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();this.graph.setShadowVisible("1"==q.getAttribute("shadow"),!1);if(F=q.getAttribute("extFonts"))try{for(F= +F.split("|").map(function(T){T=T.split("^");return{name:T[0],url:T[1]}}),R=0;R<F.length;R++)this.graph.addExtFont(F[R].name,F[R].url)}catch(T){console.log("ExtFonts format error: "+T.message)}else null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(this.graph.extFonts=[])}b.apply(this,arguments)}else throw{message:mxResources.get("notADiagramFile")||"Invalid data",toString:function(){return this.message}};};var e=Editor.prototype.getGraphXml;Editor.prototype.getGraphXml=function(q,F){q=null!= +q?q:!0;var R=e.apply(this,arguments);null!=this.graph.currentStyle&&"default-style2"!=this.graph.currentStyle&&R.setAttribute("style",this.graph.currentStyle);var W=this.graph.getBackgroundImageObject(this.graph.backgroundImage,F);null!=W&&R.setAttribute("backgroundImage",JSON.stringify(W));R.setAttribute("math",this.graph.mathEnabled?"1":"0");R.setAttribute("shadow",this.graph.shadowVisible?"1":"0");null!=this.graph.extFonts&&0<this.graph.extFonts.length&&(W=this.graph.extFonts.map(function(T){return T.name+ +"^"+T.url}),R.setAttribute("extFonts",W.join("|")));return R};Editor.prototype.isDataSvg=function(q){try{var F=mxUtils.parseXml(q).documentElement.getAttribute("content");if(null!=F&&(null!=F&&"<"!=F.charAt(0)&&"%"!=F.charAt(0)&&(F=unescape(window.atob?atob(F):Base64.decode(cont,F))),null!=F&&"%"==F.charAt(0)&&(F=decodeURIComponent(F)),null!=F&&0<F.length)){var R=mxUtils.parseXml(F).documentElement;return"mxfile"==R.nodeName||"mxGraphModel"==R.nodeName}}catch(W){}return!1};Editor.prototype.extractGraphModel= +function(q,F,R){return Editor.extractGraphModel.apply(this,arguments)};var k=Editor.prototype.resetGraph;Editor.prototype.resetGraph=function(){this.graph.mathEnabled="1"==urlParams.math;this.graph.view.x0=null;this.graph.view.y0=null;this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform();k.apply(this,arguments)};var m=Editor.prototype.updateGraphComponents;Editor.prototype.updateGraphComponents=function(){m.apply(this, +arguments);this.graph.useCssTransforms=!mxClient.NO_FO&&this.isChromelessView()&&this.graph.isCssTransformsSupported();this.graph.updateCssTransform()};Editor.initMath=function(q,F){if("undefined"===typeof window.MathJax&&!mxClient.IS_IE&&!mxClient.IS_IE11){q=null!=q?q:DRAW_MATH_URL+"/startup.js";Editor.mathJaxQueue=[];Editor.doMathJaxRender=function(T){try{MathJax.typesetClear([T]),MathJax.typeset([T]),Editor.onMathJaxDone()}catch(ba){MathJax.typesetClear([T]),null!=ba.retry?ba.retry.then(function(){MathJax.typesetPromise([T]).then(Editor.onMathJaxDone)}): +null!=window.console&&console.log("Error in MathJax: "+ba.toString())}};window.MathJax=null!=F?F:{options:{skipHtmlTags:{"[+]":["text"]}},loader:{load:["html"==urlParams["math-output"]?"output/chtml":"output/svg","input/tex","input/asciimath"]},startup:{pageReady:function(){for(var T=0;T<Editor.mathJaxQueue.length;T++)Editor.doMathJaxRender(Editor.mathJaxQueue[T])}}};Editor.MathJaxRender=function(T){"undefined"!==typeof MathJax&&"function"===typeof MathJax.typeset?Editor.doMathJaxRender(T):Editor.mathJaxQueue.push(T)}; +Editor.MathJaxClear=function(){Editor.mathJaxQueue=[]};Editor.onMathJaxDone=function(){};var R=Editor.prototype.init;Editor.prototype.init=function(){R.apply(this,arguments);var T=mxUtils.bind(this,function(ba,ia){null!=this.graph.container&&this.graph.mathEnabled&&!this.graph.blockMathRender&&Editor.MathJaxRender(this.graph.container)});this.graph.model.addListener(mxEvent.CHANGE,T);this.graph.addListener(mxEvent.REFRESH,T)};F=document.getElementsByTagName("script");if(null!=F&&0<F.length){var W= +document.createElement("script");W.setAttribute("type","text/javascript");W.setAttribute("src",q);F[0].parentNode.appendChild(W)}}};Editor.prototype.csvToArray=function(q){if(0<q.length){var F="",R=[""],W=0,T=!0,ba;q=$jscomp.makeIterator(q);for(ba=q.next();!ba.done;ba=q.next())ba=ba.value,'"'===ba?(T&&ba===F&&(R[W]+=ba),T=!T):","===ba&&T?ba=R[++W]="":R[W]+=ba,F=ba;return R}return[]};Editor.prototype.getProxiedUrl=function(q){if(!this.isCorsEnabledForUrl(q)){var F=/(\.v(dx|sdx?))($|\?)/i.test(q)|| +/(\.vs(x|sx?))($|\?)/i.test(q);F=/\.png$/i.test(q)||/\.pdf$/i.test(q)||F;var R="t="+(new Date).getTime();q=PROXY_URL+"?url="+encodeURIComponent(q)+"&"+R+(F?"&base64=1":"")}return q};Editor.prototype.isCorsEnabledForUrl=function(q){if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||q.substring(0,window.location.origin.length)==window.location.origin)return!0;null!=urlParams.cors&&null==this.corsRegExp&&(this.corsRegExp=new RegExp(decodeURIComponent(urlParams.cors)));return null!=this.corsRegExp&&this.corsRegExp.test(q)|| +"https://raw.githubusercontent.com/"===q.substring(0,34)||"https://fonts.googleapis.com/"===q.substring(0,29)||"https://fonts.gstatic.com/"===q.substring(0,26)};Editor.prototype.createImageUrlConverter=function(){var q=new mxUrlConverter;q.updateBaseUrl();var F=q.convert,R=this;q.convert=function(W){if(null!=W){var T="http://"==W.substring(0,7)||"https://"==W.substring(0,8);T&&!navigator.onLine?W=Editor.svgBrokenImage.src:!T||W.substring(0,q.baseUrl.length)==q.baseUrl||R.crossOriginImages&&R.isCorsEnabledForUrl(W)? +"chrome-extension://"==W.substring(0,19)||mxClient.IS_CHROMEAPP||(W=F.apply(this,arguments)):W=PROXY_URL+"?url="+encodeURIComponent(W)}return W};return q};Editor.createSvgDataUri=function(q){return"data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent(q)))};Editor.prototype.convertImageToDataUri=function(q,F){try{var R=!0,W=window.setTimeout(mxUtils.bind(this,function(){R=!1;F(Editor.svgBrokenImage.src)}),this.timeout);if(/(\.svg)$/i.test(q))mxUtils.get(q,mxUtils.bind(this,function(ba){window.clearTimeout(W); +R&&F(Editor.createSvgDataUri(ba.getText()))}),function(){window.clearTimeout(W);R&&F(Editor.svgBrokenImage.src)});else{var T=new Image;this.crossOriginImages&&(T.crossOrigin="anonymous");T.onload=function(){window.clearTimeout(W);if(R)try{var ba=document.createElement("canvas"),ia=ba.getContext("2d");ba.height=T.height;ba.width=T.width;ia.drawImage(T,0,0);F(ba.toDataURL())}catch(ra){F(Editor.svgBrokenImage.src)}};T.onerror=function(){window.clearTimeout(W);R&&F(Editor.svgBrokenImage.src)};T.src=q}}catch(ba){F(Editor.svgBrokenImage.src)}}; +Editor.prototype.convertImages=function(q,F,R,W){null==W&&(W=this.createImageUrlConverter());var T=0,ba=R||{};R=mxUtils.bind(this,function(ia,ra){ia=q.getElementsByTagName(ia);for(var ta=0;ta<ia.length;ta++)mxUtils.bind(this,function(ma){try{if(null!=ma){var pa=W.convert(ma.getAttribute(ra));if(null!=pa&&"data:"!=pa.substring(0,5)){var za=ba[pa];null==za?(T++,this.convertImageToDataUri(pa,function(Ba){null!=Ba&&(ba[pa]=Ba,ma.setAttribute(ra,Ba));T--;0==T&&F(q)})):ma.setAttribute(ra,za)}else null!= +pa&&ma.setAttribute(ra,pa)}}catch(Ba){}})(ia[ta])});R("image","xlink:href");R("img","src");0==T&&F(q)};Editor.base64Encode=function(q){for(var F="",R=0,W=q.length,T,ba,ia;R<W;){T=q.charCodeAt(R++)&255;if(R==W){F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T>>2);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((T&3)<<4);F+="==";break}ba=q.charCodeAt(R++);if(R==W){F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T>> +2);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((T&3)<<4|(ba&240)>>4);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((ba&15)<<2);F+="=";break}ia=q.charCodeAt(R++);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(T>>2);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((T&3)<<4|(ba&240)>>4);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt((ba&15)<<2|(ia&192)>> +6);F+="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/".charAt(ia&63)}return F};Editor.prototype.loadUrl=function(q,F,R,W,T,ba,ia,ra){try{var ta=!ia&&(W||/(\.png)($|\?)/i.test(q)||/(\.jpe?g)($|\?)/i.test(q)||/(\.gif)($|\?)/i.test(q)||/(\.pdf)($|\?)/i.test(q));T=null!=T?T:!0;var ma=mxUtils.bind(this,function(){mxUtils.get(q,mxUtils.bind(this,function(pa){if(200<=pa.getStatus()&&299>=pa.getStatus()){if(null!=F){var za=pa.getText();if(ta){if((9==document.documentMode||10==document.documentMode)&& +"undefined"!==typeof window.mxUtilsBinaryToArray){pa=mxUtilsBinaryToArray(pa.request.responseBody).toArray();za=Array(pa.length);for(var Ba=0;Ba<pa.length;Ba++)za[Ba]=String.fromCharCode(pa[Ba]);za=za.join("")}ba=null!=ba?ba:"data:image/png;base64,";za=ba+Editor.base64Encode(za)}F(za)}}else null!=R&&(0==pa.getStatus()?R({message:mxResources.get("accessDenied")},pa):404==pa.getStatus()?R({code:pa.getStatus()},pa):R({message:mxResources.get("error")+" "+pa.getStatus()},pa))}),function(pa){null!=R&& +R({message:mxResources.get("error")+" "+pa.getStatus()})},ta,this.timeout,function(){T&&null!=R&&R({code:App.ERROR_TIMEOUT,retry:ma})},ra)});ma()}catch(pa){null!=R&&R(pa)}};Editor.prototype.absoluteCssFonts=function(q){var F=null;if(null!=q){var R=q.split("url(");if(0<R.length){F=[R[0]];q=window.location.pathname;var W=null!=q?q.lastIndexOf("/"):-1;0<=W&&(q=q.substring(0,W+1));W=document.getElementsByTagName("base");var T=null;null!=W&&0<W.length&&(T=W[0].getAttribute("href"));for(var ba=1;ba<R.length;ba++)if(W= +R[ba].indexOf(")"),0<W){var ia=Editor.trimCssUrl(R[ba].substring(0,W));this.graph.isRelativeUrl(ia)&&(ia=null!=T?T+ia:window.location.protocol+"//"+window.location.hostname+("/"==ia.charAt(0)?"":q)+ia);F.push('url("'+ia+'"'+R[ba].substring(W))}else F.push(R[ba])}else F=[q]}return null!=F?F.join(""):null};Editor.prototype.mapFontUrl=function(q,F,R){/^https?:\/\//.test(F)&&!this.isCorsEnabledForUrl(F)&&(F=PROXY_URL+"?url="+encodeURIComponent(F));R(q,F)};Editor.prototype.embedCssFonts=function(q,F){var R= +q.split("url("),W=0;null==this.cachedFonts&&(this.cachedFonts={});var T=mxUtils.bind(this,function(){if(0==W){for(var ta=[R[0]],ma=1;ma<R.length;ma++){var pa=R[ma].indexOf(")");ta.push('url("');ta.push(this.cachedFonts[Editor.trimCssUrl(R[ma].substring(0,pa))]);ta.push('"'+R[ma].substring(pa))}F(ta.join(""))}});if(0<R.length){for(q=1;q<R.length;q++){var ba=R[q].indexOf(")"),ia=null,ra=R[q].indexOf("format(",ba);0<ra&&(ia=Editor.trimCssUrl(R[q].substring(ra+7,R[q].indexOf(")",ra))));mxUtils.bind(this, +function(ta){if(null==this.cachedFonts[ta]){this.cachedFonts[ta]=ta;W++;var ma="application/x-font-ttf";if("svg"==ia||/(\.svg)($|\?)/i.test(ta))ma="image/svg+xml";else if("otf"==ia||"embedded-opentype"==ia||/(\.otf)($|\?)/i.test(ta))ma="application/x-font-opentype";else if("woff"==ia||/(\.woff)($|\?)/i.test(ta))ma="application/font-woff";else if("woff2"==ia||/(\.woff2)($|\?)/i.test(ta))ma="application/font-woff2";else if("eot"==ia||/(\.eot)($|\?)/i.test(ta))ma="application/vnd.ms-fontobject";else if("sfnt"== +ia||/(\.sfnt)($|\?)/i.test(ta))ma="application/font-sfnt";this.mapFontUrl(ma,ta,mxUtils.bind(this,function(pa,za){this.loadUrl(za,mxUtils.bind(this,function(Ba){this.cachedFonts[ta]=Ba;W--;T()}),mxUtils.bind(this,function(Ba){W--;T()}),!0,null,"data:"+pa+";charset=utf-8;base64,")}))}})(Editor.trimCssUrl(R[q].substring(0,ba)),ia)}T()}else F(q)};Editor.prototype.loadFonts=function(q){null!=this.fontCss&&null==this.resolvedFontCss?this.embedCssFonts(this.fontCss,mxUtils.bind(this,function(F){this.resolvedFontCss= +F;null!=q&&q()})):null!=q&&q()};Editor.prototype.createGoogleFontCache=function(){var q={},F;for(F in Graph.fontMapping)Graph.isCssFontUrl(F)&&(q[F]=Graph.fontMapping[F]);return q};Editor.prototype.embedExtFonts=function(q){var F=this.graph.getCustomFonts();if(0<F.length){var R=[],W=0;null==this.cachedGoogleFonts&&(this.cachedGoogleFonts=this.createGoogleFontCache());for(var T=mxUtils.bind(this,function(){0==W&&this.embedCssFonts(R.join(""),q)}),ba=0;ba<F.length;ba++)mxUtils.bind(this,function(ia, +ra){Graph.isCssFontUrl(ra)?null==this.cachedGoogleFonts[ra]?(W++,this.loadUrl(ra,mxUtils.bind(this,function(ta){this.cachedGoogleFonts[ra]=ta;R.push(ta+"\n");W--;T()}),mxUtils.bind(this,function(ta){W--;R.push("@import url("+ra+");\n");T()}))):R.push(this.cachedGoogleFonts[ra]+"\n"):R.push('@font-face {font-family: "'+ia+'";src: url("'+ra+'")}\n')})(F[ba].name,F[ba].url);T()}else q()};Editor.prototype.addMathCss=function(q){q=q.getElementsByTagName("defs");if(null!=q&&0<q.length)for(var F=document.getElementsByTagName("style"), +R=0;R<F.length;R++){var W=mxUtils.getTextContent(F[R]);0>W.indexOf("mxPageSelector")&&0<W.indexOf("MathJax")&&q[0].appendChild(F[R].cloneNode(!0))}};Editor.prototype.addFontCss=function(q,F){F=null!=F?F:this.absoluteCssFonts(this.fontCss);if(null!=F){var R=q.getElementsByTagName("defs"),W=q.ownerDocument;0==R.length?(R=null!=W.createElementNS?W.createElementNS(mxConstants.NS_SVG,"defs"):W.createElement("defs"),null!=q.firstChild?q.insertBefore(R,q.firstChild):q.appendChild(R)):R=R[0];q=null!=W.createElementNS? +W.createElementNS(mxConstants.NS_SVG,"style"):W.createElement("style");q.setAttribute("type","text/css");mxUtils.setTextContent(q,F);R.appendChild(q)}};Editor.prototype.isExportToCanvas=function(){return mxClient.IS_CHROMEAPP||this.useCanvasForExport};Editor.prototype.getMaxCanvasScale=function(q,F,R){var W=mxClient.IS_FF?8192:16384;return Math.min(R,Math.min(W/q,W/F))};Editor.prototype.exportToCanvas=function(q,F,R,W,T,ba,ia,ra,ta,ma,pa,za,Ba,Ia,Aa,Ka,Da,Ra){try{ba=null!=ba?ba:!0;ia=null!=ia?ia: +!0;za=null!=za?za:this.graph;Ba=null!=Ba?Ba:0;var Qa=ta?null:za.background;Qa==mxConstants.NONE&&(Qa=null);null==Qa&&(Qa=W);null==Qa&&0==ta&&(Qa=Ka?this.graph.defaultPageBackgroundColor:"#ffffff");this.convertImages(za.getSvg(null,null,Ba,Ia,null,ia,null,null,null,ma,null,Ka,Da,Ra),mxUtils.bind(this,function(Ta){try{var Za=new Image;Za.onload=mxUtils.bind(this,function(){try{var y=function(){mxClient.IS_SF?window.setTimeout(function(){X.drawImage(Za,0,0);q(M,Ta)},0):(X.drawImage(Za,0,0),q(M,Ta))}, +M=document.createElement("canvas"),N=parseInt(Ta.getAttribute("width")),S=parseInt(Ta.getAttribute("height"));ra=null!=ra?ra:1;null!=F&&(ra=ba?Math.min(1,Math.min(3*F/(4*S),F/N)):F/N);ra=this.getMaxCanvasScale(N,S,ra);N=Math.ceil(ra*N);S=Math.ceil(ra*S);M.setAttribute("width",N);M.setAttribute("height",S);var X=M.getContext("2d");null!=Qa&&(X.beginPath(),X.rect(0,0,N,S),X.fillStyle=Qa,X.fill());1!=ra&&X.scale(ra,ra);if(Aa){var ha=za.view,la=ha.scale;ha.scale=1;var xa=btoa(unescape(encodeURIComponent(ha.createSvgGrid(ha.gridColor)))); +ha.scale=la;xa="data:image/svg+xml;base64,"+xa;var sa=za.gridSize*ha.gridSteps*ra,ya=za.getGraphBounds(),Fa=ha.translate.x*la,wa=ha.translate.y*la,ua=Fa+(ya.x-Fa)/la-Ba,La=wa+(ya.y-wa)/la-Ba,Oa=new Image;Oa.onload=function(){try{for(var Ca=-Math.round(sa-mxUtils.mod((Fa-ua)*ra,sa)),Ma=-Math.round(sa-mxUtils.mod((wa-La)*ra,sa));Ca<N;Ca+=sa)for(var Ga=Ma;Ga<S;Ga+=sa)X.drawImage(Oa,Ca/ra,Ga/ra);y()}catch(Ya){null!=T&&T(Ya)}};Oa.onerror=function(Ca){null!=T&&T(Ca)};Oa.src=xa}else y()}catch(Ca){null!= +T&&T(Ca)}});Za.onerror=function(y){null!=T&&T(y)};ma&&this.graph.addSvgShadow(Ta);this.graph.mathEnabled&&this.addMathCss(Ta);var Pa=mxUtils.bind(this,function(){try{null!=this.resolvedFontCss&&this.addFontCss(Ta,this.resolvedFontCss),Za.src=Editor.createSvgDataUri(mxUtils.getXml(Ta))}catch(y){null!=T&&T(y)}});this.embedExtFonts(mxUtils.bind(this,function(y){try{null!=y&&this.addFontCss(Ta,y),this.loadFonts(Pa)}catch(M){null!=T&&T(M)}}))}catch(y){null!=T&&T(y)}}),R,pa)}catch(Ta){null!=T&&T(Ta)}}; +Editor.crcTable=[];for(var D=0;256>D;D++)for(var p=D,E=0;8>E;E++)p=1==(p&1)?3988292384^p>>>1:p>>>1,Editor.crcTable[D]=p;Editor.updateCRC=function(q,F,R,W){for(var T=0;T<W;T++)q=Editor.crcTable[(q^F.charCodeAt(R+T))&255]^q>>>8;return q};Editor.crc32=function(q){for(var F=-1,R=0;R<q.length;R++)F=F>>>8^Editor.crcTable[(F^q.charCodeAt(R))&255];return(F^-1)>>>0};Editor.writeGraphModelToPng=function(q,F,R,W,T){function ba(pa,za){var Ba=ta;ta+=za;return pa.substring(Ba,ta)}function ia(pa){pa=ba(pa,4);return pa.charCodeAt(3)+ +(pa.charCodeAt(2)<<8)+(pa.charCodeAt(1)<<16)+(pa.charCodeAt(0)<<24)}function ra(pa){return String.fromCharCode(pa>>24&255,pa>>16&255,pa>>8&255,pa&255)}q=q.substring(q.indexOf(",")+1);q=window.atob?atob(q):Base64.decode(q,!0);var ta=0;if(ba(q,8)!=String.fromCharCode(137)+"PNG"+String.fromCharCode(13,10,26,10))null!=T&&T();else if(ba(q,4),"IHDR"!=ba(q,4))null!=T&&T();else{ba(q,17);T=q.substring(0,ta);do{var ma=ia(q);if("IDAT"==ba(q,4)){T=q.substring(0,ta-8);"pHYs"==F&&"dpi"==R?(R=Math.round(W/.0254), +R=ra(R)+ra(R)+String.fromCharCode(1)):R=R+String.fromCharCode(0)+("zTXt"==F?String.fromCharCode(0):"")+W;W=4294967295;W=Editor.updateCRC(W,F,0,4);W=Editor.updateCRC(W,R,0,R.length);T+=ra(R.length)+F+R+ra(W^4294967295);T+=q.substring(ta-8,q.length);break}T+=q.substring(ta-8,ta-4+ma);ba(q,ma);ba(q,4)}while(ma);return"data:image/png;base64,"+(window.btoa?btoa(T):Base64.encode(T,!0))}};if(window.ColorDialog){FilenameDialog.filenameHelpLink="https://www.diagrams.net/doc/faq/save-file-formats";var K=ColorDialog.addRecentColor; +ColorDialog.addRecentColor=function(q,F){K.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()};var Q=ColorDialog.resetRecentColors;ColorDialog.resetRecentColors=function(){Q.apply(this,arguments);mxSettings.setRecentColors(ColorDialog.recentColors);mxSettings.save()}}window.EditDataDialog&&(EditDataDialog.getDisplayIdForCell=function(q,F){var R=null;null!=q.editor.graph.getModel().getParent(F)?R=F.getId():null!=q.currentPage&&(R=q.currentPage.getId());return R}); +if(null!=window.StyleFormatPanel){var d=Format.prototype.init;Format.prototype.init=function(){d.apply(this,arguments);this.editorUi.editor.addListener("fileLoaded",this.update)};var f=Format.prototype.refresh;Format.prototype.refresh=function(){null!=this.editorUi.getCurrentFile()||"1"==urlParams.embed||this.editorUi.editor.chromeless?f.apply(this,arguments):this.clear()};DiagramFormatPanel.prototype.isShadowOptionVisible=function(){var q=this.editorUi.getCurrentFile();return"1"==urlParams.embed|| +null!=q&&q.isEditable()};DiagramFormatPanel.prototype.isMathOptionVisible=function(q){return!1};var g=DiagramFormatPanel.prototype.addView;DiagramFormatPanel.prototype.addView=function(q){q=g.apply(this,arguments);this.editorUi.getCurrentFile();if(mxClient.IS_SVG&&this.isShadowOptionVisible()){var F=this.editorUi,R=F.editor.graph,W=this.createOption(mxResources.get("shadow"),function(){return R.shadowVisible},function(T){var ba=new ChangePageSetup(F);ba.ignoreColor=!0;ba.ignoreImage=!0;ba.shadowVisible= +T;R.model.execute(ba)},{install:function(T){this.listener=function(){T(R.shadowVisible)};F.addListener("shadowVisibleChanged",this.listener)},destroy:function(){F.removeListener(this.listener)}});Editor.enableShadowOption||(W.getElementsByTagName("input")[0].setAttribute("disabled","disabled"),mxUtils.setOpacity(W,60));q.appendChild(W)}return q};var x=DiagramFormatPanel.prototype.addOptions;DiagramFormatPanel.prototype.addOptions=function(q){q=x.apply(this,arguments);var F=this.editorUi,R=F.editor.graph; +if(R.isEnabled()){var W=F.getCurrentFile();if(null!=W&&W.isAutosaveOptional()){var T=this.createOption(mxResources.get("autosave"),function(){return F.editor.autosave},function(ia){F.editor.setAutosave(ia);F.editor.autosave&&W.isModified()&&W.fileChanged()},{install:function(ia){this.listener=function(){ia(F.editor.autosave)};F.editor.addListener("autosaveChanged",this.listener)},destroy:function(){F.editor.removeListener(this.listener)}});q.appendChild(T)}}if(this.isMathOptionVisible()&&R.isEnabled()&& +"undefined"!==typeof MathJax){T=this.createOption(mxResources.get("mathematicalTypesetting"),function(){return R.mathEnabled},function(ia){F.actions.get("mathematicalTypesetting").funct()},{install:function(ia){this.listener=function(){ia(R.mathEnabled)};F.addListener("mathEnabledChanged",this.listener)},destroy:function(){F.removeListener(this.listener)}});T.style.paddingTop="5px";q.appendChild(T);var ba=F.menus.createHelpLink("https://www.diagrams.net/doc/faq/math-typesetting");ba.style.position= +"relative";ba.style.marginLeft="6px";ba.style.top="2px";T.appendChild(ba)}return q};mxCellRenderer.prototype.defaultVertexShape.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.link.prototype.customProperties=[{name:"width",dispName:"Width",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.flexArrow.prototype.customProperties= +[{name:"width",dispName:"Width",type:"float",min:0,defVal:10},{name:"startWidth",dispName:"Start Width",type:"float",min:0,defVal:20},{name:"endWidth",dispName:"End Width",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.process.prototype.customProperties=[{name:"size",dispName:"Indent",type:"float",min:0,max:.5,defVal:.1}];mxCellRenderer.defaultShapes.rhombus.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,max:50,defVal:mxConstants.LINE_ARCSIZE},{name:"double", +dispName:"Double",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties=[{name:"top",dispName:"Top Line",type:"bool",defVal:!0},{name:"bottom",dispName:"Bottom Line",type:"bool",defVal:!0},{name:"left",dispName:"Left Line",type:"bool",defVal:!0},{name:"right",dispName:"Right Line",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.parallelogram.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, +{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.hexagon.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.triangle.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}];mxCellRenderer.defaultShapes.document.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",defVal:.3,min:0,max:1}];mxCellRenderer.defaultShapes.internalStorage.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"dx",dispName:"Left Line",type:"float",min:0,defVal:20},{name:"dy",dispName:"Top Line",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.cube.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"darkOpacity",dispName:"Dark Opacity", +type:"float",min:-1,max:1,defVal:0},{name:"darkOpacity2",dispName:"Dark Opacity 2",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.step.prototype.customProperties=[{name:"size",dispName:"Notch Size",type:"float",min:0,defVal:20},{name:"fixedSize",dispName:"Fixed Size",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.trapezoid.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"size",dispName:"Slope Angle", +type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.tape.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.4}];mxCellRenderer.defaultShapes.note.prototype.customProperties=[{name:"size",dispName:"Fold Size",type:"float",min:0,defVal:30},{name:"darkOpacity",dispName:"Dark Opacity",type:"float",min:-1,max:1,defVal:0}];mxCellRenderer.defaultShapes.card.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE}, +{name:"size",dispName:"Cutoff Size",type:"float",min:0,defVal:30}];mxCellRenderer.defaultShapes.callout.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:mxConstants.LINE_ARCSIZE},{name:"base",dispName:"Callout Width",type:"float",min:0,defVal:20},{name:"size",dispName:"Callout Length",type:"float",min:0,defVal:30},{name:"position",dispName:"Callout Position",type:"float",min:0,max:1,defVal:.5},{name:"position2",dispName:"Callout Tip Position",type:"float", +min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.folder.prototype.customProperties=[{name:"tabWidth",dispName:"Tab Width",type:"float"},{name:"tabHeight",dispName:"Tab Height",type:"float"},{name:"tabPosition",dispName:"Tap Position",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"right",dispName:"Right"}]}];mxCellRenderer.defaultShapes.swimlane.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"startSize",dispName:"Header Size",type:"float"}, +{name:"swimlaneHead",dispName:"Head Border",type:"bool",defVal:!0},{name:"swimlaneBody",dispName:"Body Border",type:"bool",defVal:!0},{name:"horizontal",dispName:"Horizontal",type:"bool",defVal:!0},{name:"separatorColor",dispName:"Separator Color",type:"color",defVal:null}];mxCellRenderer.defaultShapes.table.prototype.customProperties=[{name:"rowLines",dispName:"Row Lines",type:"bool",defVal:!0},{name:"columnLines",dispName:"Column Lines",type:"bool",defVal:!0},{name:"fixedRows",dispName:"Fixed Rows", +type:"bool",defVal:!1},{name:"resizeLast",dispName:"Resize Last Column",type:"bool",defVal:!1},{name:"resizeLastRow",dispName:"Resize Last Row",type:"bool",defVal:!1}].concat(mxCellRenderer.defaultShapes.swimlane.prototype.customProperties).concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties);mxCellRenderer.defaultShapes.tableRow.prototype.customProperties=mxCellRenderer.defaultShapes.swimlane.prototype.customProperties.concat(mxCellRenderer.defaultShapes.partialRectangle.prototype.customProperties); +mxCellRenderer.defaultShapes.doubleEllipse.prototype.customProperties=[{name:"margin",dispName:"Indent",type:"float",min:0,defVal:4}];mxCellRenderer.defaultShapes.ext.prototype.customProperties=[{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:15},{name:"double",dispName:"Double",type:"bool",defVal:!1},{name:"margin",dispName:"Indent",type:"float",min:0,defVal:0}];mxCellRenderer.defaultShapes.curlyBracket.prototype.customProperties=[{name:"rounded",dispName:"Rounded",type:"bool",defVal:!0}, +{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.5}];mxCellRenderer.defaultShapes.image.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0}];mxCellRenderer.defaultShapes.label.prototype.customProperties=[{name:"imageAspect",dispName:"Fixed Image Aspect",type:"bool",defVal:!0},{name:"imageAlign",dispName:"Image Align",type:"enum",enumList:[{val:"left",dispName:"Left"},{val:"center",dispName:"Center"},{val:"right",dispName:"Right"}],defVal:"left"}, +{name:"imageVerticalAlign",dispName:"Image Vertical Align",type:"enum",enumList:[{val:"top",dispName:"Top"},{val:"middle",dispName:"Middle"},{val:"bottom",dispName:"Bottom"}],defVal:"middle"},{name:"imageWidth",dispName:"Image Width",type:"float",min:0,defVal:24},{name:"imageHeight",dispName:"Image Height",type:"float",min:0,defVal:24},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:12},{name:"absoluteArcSize",dispName:"Abs. Arc Size",type:"bool",defVal:!1}];mxCellRenderer.defaultShapes.dataStorage.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.1}];mxCellRenderer.defaultShapes.manualInput.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:30},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.loopLimit.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,defVal:20},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.offPageConnector.prototype.customProperties= +[{name:"size",dispName:"Size",type:"float",min:0,defVal:38},{name:"arcSize",dispName:"Arc Size",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.display.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.25}];mxCellRenderer.defaultShapes.singleArrow.prototype.customProperties=[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.doubleArrow.prototype.customProperties= +[{name:"arrowWidth",dispName:"Arrow Width",type:"float",min:0,max:1,defVal:.3},{name:"arrowSize",dispName:"Arrowhead Length",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.cross.prototype.customProperties=[{name:"size",dispName:"Size",type:"float",min:0,max:1,defVal:.2}];mxCellRenderer.defaultShapes.corner.prototype.customProperties=[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.tee.prototype.customProperties= +[{name:"dx",dispName:"Width1",type:"float",min:0,defVal:20},{name:"dy",dispName:"Width2",type:"float",min:0,defVal:20}];mxCellRenderer.defaultShapes.umlLifeline.prototype.customProperties=[{name:"participant",dispName:"Participant",type:"enum",defVal:"none",enumList:[{val:"none",dispName:"Default"},{val:"umlActor",dispName:"Actor"},{val:"umlBoundary",dispName:"Boundary"},{val:"umlEntity",dispName:"Entity"},{val:"umlControl",dispName:"Control"}]},{name:"size",dispName:"Height",type:"float",defVal:40, +min:0}];mxCellRenderer.defaultShapes.umlFrame.prototype.customProperties=[{name:"width",dispName:"Title Width",type:"float",defVal:60,min:0},{name:"height",dispName:"Title Height",type:"float",defVal:30,min:0}];StyleFormatPanel.prototype.defaultColorSchemes=[[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",font:"#333333"},{fill:"#dae8fc",stroke:"#6c8ebf"},{fill:"#d5e8d4",stroke:"#82b366"},{fill:"#ffe6cc",stroke:"#d79b00"},{fill:"#fff2cc",stroke:"#d6b656"},{fill:"#f8cecc",stroke:"#b85450"},{fill:"#e1d5e7", +stroke:"#9673a6"}],[{fill:"",stroke:""},{fill:"#60a917",stroke:"#2D7600",font:"#ffffff"},{fill:"#008a00",stroke:"#005700",font:"#ffffff"},{fill:"#1ba1e2",stroke:"#006EAF",font:"#ffffff"},{fill:"#0050ef",stroke:"#001DBC",font:"#ffffff"},{fill:"#6a00ff",stroke:"#3700CC",font:"#ffffff"},{fill:"#d80073",stroke:"#A50040",font:"#ffffff"},{fill:"#a20025",stroke:"#6F0000",font:"#ffffff"}],[{fill:"#e51400",stroke:"#B20000",font:"#ffffff"},{fill:"#fa6800",stroke:"#C73500",font:"#000000"},{fill:"#f0a30a",stroke:"#BD7000", +font:"#000000"},{fill:"#e3c800",stroke:"#B09500",font:"#000000"},{fill:"#6d8764",stroke:"#3A5431",font:"#ffffff"},{fill:"#647687",stroke:"#314354",font:"#ffffff"},{fill:"#76608a",stroke:"#432D57",font:"#ffffff"},{fill:"#a0522d",stroke:"#6D1F00",font:"#ffffff"}],[{fill:"",stroke:""},{fill:mxConstants.NONE,stroke:""},{fill:"#fad7ac",stroke:"#b46504"},{fill:"#fad9d5",stroke:"#ae4132"},{fill:"#b0e3e6",stroke:"#0e8088"},{fill:"#b1ddf0",stroke:"#10739e"},{fill:"#d0cee2",stroke:"#56517e"},{fill:"#bac8d3", +stroke:"#23445d"}],[{fill:"",stroke:""},{fill:"#f5f5f5",stroke:"#666666",gradient:"#b3b3b3"},{fill:"#dae8fc",stroke:"#6c8ebf",gradient:"#7ea6e0"},{fill:"#d5e8d4",stroke:"#82b366",gradient:"#97d077"},{fill:"#ffcd28",stroke:"#d79b00",gradient:"#ffa500"},{fill:"#fff2cc",stroke:"#d6b656",gradient:"#ffd966"},{fill:"#f8cecc",stroke:"#b85450",gradient:"#ea6b66"},{fill:"#e6d0de",stroke:"#996185",gradient:"#d5739d"}],[{fill:"",stroke:""},{fill:"#eeeeee",stroke:"#36393d"},{fill:"#f9f7ed",stroke:"#36393d"}, +{fill:"#ffcc99",stroke:"#36393d"},{fill:"#cce5ff",stroke:"#36393d"},{fill:"#ffff88",stroke:"#36393d"},{fill:"#cdeb8b",stroke:"#36393d"},{fill:"#ffcccc",stroke:"#36393d"}]];StyleFormatPanel.prototype.customColorSchemes=null;StyleFormatPanel.prototype.findCommonProperties=function(q,F,R){if(null!=F){var W=function(ba){if(null!=ba)if(R)for(var ia=0;ia<ba.length;ia++)F[ba[ia].name]=ba[ia];else for(var ra in F){var ta=!1;for(ia=0;ia<ba.length;ia++)if(ba[ia].name==ra&&ba[ia].type==F[ra].type){ta=!0;break}ta|| +delete F[ra]}},T=this.editorUi.editor.graph.view.getState(q);null!=T&&null!=T.shape&&(T.shape.commonCustomPropAdded||(T.shape.commonCustomPropAdded=!0,T.shape.customProperties=T.shape.customProperties||[],T.cell.vertex?Array.prototype.push.apply(T.shape.customProperties,Editor.commonVertexProperties):Array.prototype.push.apply(T.shape.customProperties,Editor.commonEdgeProperties)),W(T.shape.customProperties));q=q.getAttribute("customProperties");if(null!=q)try{W(JSON.parse(q))}catch(ba){}}};var z= +StyleFormatPanel.prototype.init;StyleFormatPanel.prototype.init=function(){var q=this.editorUi.getSelectionState();"image"!=q.style.shape&&!q.containsLabel&&0<q.cells.length&&this.container.appendChild(this.addStyles(this.createPanel()));z.apply(this,arguments);if(Editor.enableCustomProperties){for(var F={},R=q.vertices,W=q.edges,T=0;T<R.length;T++)this.findCommonProperties(R[T],F,0==T);for(T=0;T<W.length;T++)this.findCommonProperties(W[T],F,0==R.length&&0==T);null!=Object.getOwnPropertyNames&&0< +Object.getOwnPropertyNames(F).length&&this.container.appendChild(this.addProperties(this.createPanel(),F,q))}};var u=StyleFormatPanel.prototype.addStyleOps;StyleFormatPanel.prototype.addStyleOps=function(q){this.addActions(q,["copyStyle","pasteStyle"]);return u.apply(this,arguments)};EditorUi.prototype.propertiesCollapsed=!0;StyleFormatPanel.prototype.addProperties=function(q,F,R){function W(X,ha,la,xa){za.getModel().beginUpdate();try{var sa=[],ya=[];if(null!=la.index){for(var Fa=[],wa=la.parentRow.nextSibling;wa&& +wa.getAttribute("data-pName")==X;)Fa.push(wa.getAttribute("data-pValue")),wa=wa.nextSibling;la.index<Fa.length?null!=xa?Fa.splice(xa,1):Fa[la.index]=ha:Fa.push(ha);null!=la.size&&Fa.length>la.size&&(Fa=Fa.slice(0,la.size));ha=Fa.join(",");null!=la.countProperty&&(za.setCellStyles(la.countProperty,Fa.length,za.getSelectionCells()),sa.push(la.countProperty),ya.push(Fa.length))}za.setCellStyles(X,ha,za.getSelectionCells());sa.push(X);ya.push(ha);if(null!=la.dependentProps)for(X=0;X<la.dependentProps.length;X++){var ua= +la.dependentPropsDefVal[X],La=la.dependentPropsVals[X];if(La.length>ha)La=La.slice(0,ha);else for(var Oa=La.length;Oa<ha;Oa++)La.push(ua);La=La.join(",");za.setCellStyles(la.dependentProps[X],La,za.getSelectionCells());sa.push(la.dependentProps[X]);ya.push(La)}if("function"==typeof la.onChange)la.onChange(za,ha);pa.editorUi.fireEvent(new mxEventObject("styleChanged","keys",sa,"values",ya,"cells",za.getSelectionCells()))}finally{za.getModel().endUpdate()}}function T(X,ha,la){var xa=mxUtils.getOffset(q, +!0),sa=mxUtils.getOffset(X,!0);ha.style.position="absolute";ha.style.left=sa.x-xa.x+"px";ha.style.top=sa.y-xa.y+"px";ha.style.width=X.offsetWidth+"px";ha.style.height=X.offsetHeight-(la?4:0)+"px";ha.style.zIndex=5}function ba(X,ha,la){var xa=document.createElement("div");xa.style.width="32px";xa.style.height="4px";xa.style.margin="2px";xa.style.border="1px solid black";xa.style.background=ha&&"none"!=ha?ha:"url('"+Dialog.prototype.noColorImage+"')";btn=mxUtils.button("",mxUtils.bind(pa,function(sa){this.editorUi.pickColor(ha, +function(ya){xa.style.background="none"==ya?"url('"+Dialog.prototype.noColorImage+"')":ya;W(X,ya,la)});mxEvent.consume(sa)}));btn.style.height="12px";btn.style.width="40px";btn.className="geColorBtn";btn.appendChild(xa);return btn}function ia(X,ha,la,xa,sa,ya,Fa){null!=ha&&(ha=ha.split(","),Ba.push({name:X,values:ha,type:la,defVal:xa,countProperty:sa,parentRow:ya,isDeletable:!0,flipBkg:Fa}));btn=mxUtils.button("+",mxUtils.bind(pa,function(wa){for(var ua=ya,La=0;null!=ua.nextSibling;)if(ua.nextSibling.getAttribute("data-pName")== +X)ua=ua.nextSibling,La++;else break;var Oa={type:la,parentRow:ya,index:La,isDeletable:!0,defVal:xa,countProperty:sa};La=ma(X,"",Oa,0==La%2,Fa);W(X,xa,Oa);ua.parentNode.insertBefore(La,ua.nextSibling);mxEvent.consume(wa)}));btn.style.height="16px";btn.style.width="25px";btn.className="geColorBtn";return btn}function ra(X,ha,la,xa,sa,ya,Fa){if(0<sa){var wa=Array(sa);ha=null!=ha?ha.split(","):[];for(var ua=0;ua<sa;ua++)wa[ua]=null!=ha[ua]?ha[ua]:null!=xa?xa:"";Ba.push({name:X,values:wa,type:la,defVal:xa, +parentRow:ya,flipBkg:Fa,size:sa})}return document.createElement("div")}function ta(X,ha,la){var xa=document.createElement("input");xa.type="checkbox";xa.checked="1"==ha;mxEvent.addListener(xa,"change",function(){W(X,xa.checked?"1":"0",la)});return xa}function ma(X,ha,la,xa,sa){var ya=la.dispName,Fa=la.type,wa=document.createElement("tr");wa.className="gePropRow"+(sa?"Dark":"")+(xa?"Alt":"")+" gePropNonHeaderRow";wa.setAttribute("data-pName",X);wa.setAttribute("data-pValue",ha);xa=!1;null!=la.index&& +(wa.setAttribute("data-index",la.index),ya=(null!=ya?ya:"")+"["+la.index+"]",xa=!0);var ua=document.createElement("td");ua.className="gePropRowCell";ya=mxResources.get(ya,null,ya);mxUtils.write(ua,ya);ua.setAttribute("title",ya);xa&&(ua.style.textAlign="right");wa.appendChild(ua);ua=document.createElement("td");ua.className="gePropRowCell";if("color"==Fa)ua.appendChild(ba(X,ha,la));else if("bool"==Fa||"boolean"==Fa)ua.appendChild(ta(X,ha,la));else if("enum"==Fa){var La=la.enumList;for(sa=0;sa<La.length;sa++)if(ya= +La[sa],ya.val==ha){mxUtils.write(ua,mxResources.get(ya.dispName,null,ya.dispName));break}mxEvent.addListener(ua,"click",mxUtils.bind(pa,function(){var Oa=document.createElement("select");T(ua,Oa);for(var Ca=0;Ca<La.length;Ca++){var Ma=La[Ca],Ga=document.createElement("option");Ga.value=mxUtils.htmlEntities(Ma.val);mxUtils.write(Ga,mxResources.get(Ma.dispName,null,Ma.dispName));Oa.appendChild(Ga)}Oa.value=ha;q.appendChild(Oa);mxEvent.addListener(Oa,"change",function(){var Ya=mxUtils.htmlEntities(Oa.value); +W(X,Ya,la)});Oa.focus();mxEvent.addListener(Oa,"blur",function(){q.removeChild(Oa)})}))}else"dynamicArr"==Fa?ua.appendChild(ia(X,ha,la.subType,la.subDefVal,la.countProperty,wa,sa)):"staticArr"==Fa?ua.appendChild(ra(X,ha,la.subType,la.subDefVal,la.size,wa,sa)):"readOnly"==Fa?(sa=document.createElement("input"),sa.setAttribute("readonly",""),sa.value=ha,sa.style.width="96px",sa.style.borderWidth="0px",ua.appendChild(sa)):(ua.innerHTML=mxUtils.htmlEntities(decodeURIComponent(ha)),mxEvent.addListener(ua, +"click",mxUtils.bind(pa,function(){function Oa(){var Ma=Ca.value;Ma=0==Ma.length&&"string"!=Fa?0:Ma;la.allowAuto&&(null!=Ma.trim&&"auto"==Ma.trim().toLowerCase()?(Ma="auto",Fa="string"):(Ma=parseFloat(Ma),Ma=isNaN(Ma)?0:Ma));null!=la.min&&Ma<la.min?Ma=la.min:null!=la.max&&Ma>la.max&&(Ma=la.max);Ma=encodeURIComponent(("int"==Fa?parseInt(Ma):Ma)+"");W(X,Ma,la)}var Ca=document.createElement("input");T(ua,Ca,!0);Ca.value=decodeURIComponent(ha);Ca.className="gePropEditor";"int"!=Fa&&"float"!=Fa||la.allowAuto|| +(Ca.type="number",Ca.step="int"==Fa?"1":"any",null!=la.min&&(Ca.min=parseFloat(la.min)),null!=la.max&&(Ca.max=parseFloat(la.max)));q.appendChild(Ca);mxEvent.addListener(Ca,"keypress",function(Ma){13==Ma.keyCode&&Oa()});Ca.focus();mxEvent.addListener(Ca,"blur",function(){Oa()})})));la.isDeletable&&(sa=mxUtils.button("-",mxUtils.bind(pa,function(Oa){W(X,"",la,la.index);mxEvent.consume(Oa)})),sa.style.height="16px",sa.style.width="25px",sa.style.float="right",sa.className="geColorBtn",ua.appendChild(sa)); +wa.appendChild(ua);return wa}var pa=this,za=this.editorUi.editor.graph,Ba=[];q.style.position="relative";q.style.padding="0";var Ia=document.createElement("table");Ia.className="geProperties";Ia.style.whiteSpace="nowrap";Ia.style.width="100%";var Aa=document.createElement("tr");Aa.className="gePropHeader";var Ka=document.createElement("th");Ka.className="gePropHeaderCell";var Da=document.createElement("img");Da.src=Sidebar.prototype.expandedImage;Da.style.verticalAlign="middle";Ka.appendChild(Da); +mxUtils.write(Ka,mxResources.get("property"));Aa.style.cursor="pointer";var Ra=function(){var X=Ia.querySelectorAll(".gePropNonHeaderRow");if(pa.editorUi.propertiesCollapsed){Da.src=Sidebar.prototype.collapsedImage;var ha="none";for(var la=q.childNodes.length-1;0<=la;la--)try{var xa=q.childNodes[la],sa=xa.nodeName.toUpperCase();"INPUT"!=sa&&"SELECT"!=sa||q.removeChild(xa)}catch(ya){}}else Da.src=Sidebar.prototype.expandedImage,ha="";for(la=0;la<X.length;la++)X[la].style.display=ha};mxEvent.addListener(Aa, +"click",function(){pa.editorUi.propertiesCollapsed=!pa.editorUi.propertiesCollapsed;Ra()});Aa.appendChild(Ka);Ka=document.createElement("th");Ka.className="gePropHeaderCell";Ka.innerHTML=mxResources.get("value");Aa.appendChild(Ka);Ia.appendChild(Aa);var Qa=!1,Ta=!1;Aa=null;1==R.vertices.length&&0==R.edges.length?Aa=R.vertices[0].id:0==R.vertices.length&&1==R.edges.length&&(Aa=R.edges[0].id);null!=Aa&&Ia.appendChild(ma("id",mxUtils.htmlEntities(Aa),{dispName:"ID",type:"readOnly"},!0,!1));for(var Za in F)if(Aa= +F[Za],"function"!=typeof Aa.isVisible||Aa.isVisible(R,this)){var Pa=null!=R.style[Za]?mxUtils.htmlEntities(R.style[Za]+""):null!=Aa.getDefaultValue?Aa.getDefaultValue(R,this):Aa.defVal;if("separator"==Aa.type)Ta=!Ta;else{if("staticArr"==Aa.type)Aa.size=parseInt(R.style[Aa.sizeProperty]||F[Aa.sizeProperty].defVal)||0;else if(null!=Aa.dependentProps){var y=Aa.dependentProps,M=[],N=[];for(Ka=0;Ka<y.length;Ka++){var S=R.style[y[Ka]];N.push(F[y[Ka]].subDefVal);M.push(null!=S?S.split(","):[])}Aa.dependentPropsDefVal= +N;Aa.dependentPropsVals=M}Ia.appendChild(ma(Za,Pa,Aa,Qa,Ta));Qa=!Qa}}for(Ka=0;Ka<Ba.length;Ka++)for(Aa=Ba[Ka],F=Aa.parentRow,R=0;R<Aa.values.length;R++)Za=ma(Aa.name,Aa.values[R],{type:Aa.type,parentRow:Aa.parentRow,isDeletable:Aa.isDeletable,index:R,defVal:Aa.defVal,countProperty:Aa.countProperty,size:Aa.size},0==R%2,Aa.flipBkg),F.parentNode.insertBefore(Za,F.nextSibling),F=Za;q.appendChild(Ia);Ra();return q};StyleFormatPanel.prototype.addStyles=function(q){function F(Aa){mxEvent.addListener(Aa, +"mouseenter",function(){Aa.style.opacity="1"});mxEvent.addListener(Aa,"mouseleave",function(){Aa.style.opacity="0.5"})}var R=this.editorUi,W=R.editor.graph,T=document.createElement("div");T.style.whiteSpace="nowrap";T.style.paddingLeft="24px";T.style.paddingRight="20px";q.style.paddingLeft="16px";q.style.paddingBottom="6px";q.style.position="relative";q.appendChild(T);var ba="plain-gray plain-blue plain-green plain-turquoise plain-orange plain-yellow plain-red plain-pink plain-purple gray blue green turquoise orange yellow red pink purple".split(" "), +ia=document.createElement("div");ia.style.whiteSpace="nowrap";ia.style.position="relative";ia.style.textAlign="center";ia.style.width="210px";for(var ra=[],ta=0;ta<this.defaultColorSchemes.length;ta++){var ma=document.createElement("div");ma.style.display="inline-block";ma.style.width="6px";ma.style.height="6px";ma.style.marginLeft="4px";ma.style.marginRight="3px";ma.style.borderRadius="3px";ma.style.cursor="pointer";ma.style.background="transparent";ma.style.border="1px solid #b5b6b7";mxUtils.bind(this, +function(Aa){mxEvent.addListener(ma,"click",mxUtils.bind(this,function(){pa(Aa)}))})(ta);ra.push(ma);ia.appendChild(ma)}var pa=mxUtils.bind(this,function(Aa){null!=ra[Aa]&&(null!=this.format.currentScheme&&null!=ra[this.format.currentScheme]&&(ra[this.format.currentScheme].style.background="transparent"),this.format.currentScheme=Aa,za(this.defaultColorSchemes[this.format.currentScheme]),ra[this.format.currentScheme].style.background="#84d7ff")}),za=mxUtils.bind(this,function(Aa){var Ka=mxUtils.bind(this, +function(Ra){var Qa=mxUtils.button("",mxUtils.bind(this,function(Pa){W.getModel().beginUpdate();try{for(var y=R.getSelectionState().cells,M=0;M<y.length;M++){for(var N=W.getModel().getStyle(y[M]),S=0;S<ba.length;S++)N=mxUtils.removeStylename(N,ba[S]);var X=W.getModel().isVertex(y[M])?W.defaultVertexStyle:W.defaultEdgeStyle;null!=Ra?(mxEvent.isShiftDown(Pa)||(N=""==Ra.fill?mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,Ra.fill||mxUtils.getValue(X, +mxConstants.STYLE_FILLCOLOR,null)),N=mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,Ra.gradient||mxUtils.getValue(X,mxConstants.STYLE_GRADIENTCOLOR,null)),mxEvent.isControlDown(Pa)||mxClient.IS_MAC&&mxEvent.isMetaDown(Pa)||!W.getModel().isVertex(y[M])||(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR,Ra.font||mxUtils.getValue(X,mxConstants.STYLE_FONTCOLOR,null)))),mxEvent.isAltDown(Pa)||(N=""==Ra.stroke?mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,null):mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR, +Ra.stroke||mxUtils.getValue(X,mxConstants.STYLE_STROKECOLOR,null)))):(N=mxUtils.setStyle(N,mxConstants.STYLE_FILLCOLOR,mxUtils.getValue(X,mxConstants.STYLE_FILLCOLOR,"#ffffff")),N=mxUtils.setStyle(N,mxConstants.STYLE_STROKECOLOR,mxUtils.getValue(X,mxConstants.STYLE_STROKECOLOR,"#000000")),N=mxUtils.setStyle(N,mxConstants.STYLE_GRADIENTCOLOR,mxUtils.getValue(X,mxConstants.STYLE_GRADIENTCOLOR,null)),W.getModel().isVertex(y[M])&&(N=mxUtils.setStyle(N,mxConstants.STYLE_FONTCOLOR,mxUtils.getValue(X,mxConstants.STYLE_FONTCOLOR, +null))));W.getModel().setStyle(y[M],N)}}finally{W.getModel().endUpdate()}}));Qa.className="geStyleButton";Qa.style.width="36px";Qa.style.height=10>=this.defaultColorSchemes.length?"24px":"30px";Qa.style.margin="0px 6px 6px 0px";if(null!=Ra){var Ta="1"==urlParams.sketch?"2px solid":"1px solid";null!=Ra.border&&(Ta=Ra.border);null!=Ra.gradient?mxClient.IS_IE&&10>document.documentMode?Qa.style.filter="progid:DXImageTransform.Microsoft.Gradient(StartColorStr='"+Ra.fill+"', EndColorStr='"+Ra.gradient+ +"', GradientType=0)":Qa.style.backgroundImage="linear-gradient("+Ra.fill+" 0px,"+Ra.gradient+" 100%)":Ra.fill==mxConstants.NONE?Qa.style.background="url('"+Dialog.prototype.noColorImage+"')":Qa.style.backgroundColor=""==Ra.fill?mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff"):Ra.fill||mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,Editor.isDarkMode()?Editor.darkColor:"#ffffff");Qa.style.border=Ra.stroke==mxConstants.NONE? +Ta+" transparent":""==Ra.stroke?Ta+" "+mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor):Ta+" "+(Ra.stroke||mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR,Editor.isDarkMode()?"#ffffff":Editor.darkColor));null!=Ra.title&&Qa.setAttribute("title",Ra.title)}else{Ta=mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_FILLCOLOR,"#ffffff");var Za=mxUtils.getValue(W.defaultVertexStyle,mxConstants.STYLE_STROKECOLOR, +"#000000");Qa.style.backgroundColor=Ta;Qa.style.border="1px solid "+Za}Qa.style.borderRadius="0";T.appendChild(Qa)});T.innerText="";for(var Da=0;Da<Aa.length;Da++)0<Da&&0==mxUtils.mod(Da,4)&&mxUtils.br(T),Ka(Aa[Da])});null==this.format.currentScheme?pa(Editor.isDarkMode()?1:"1"==urlParams.sketch?5:0):pa(this.format.currentScheme);ta=10>=this.defaultColorSchemes.length?28:8;var Ba=document.createElement("div");Ba.style.cssText="position:absolute;left:10px;top:8px;bottom:"+ta+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ4eHh3d3d1dXVxcXF2dnZ2dnZ2dnZxcXF2dnYmb3w1AAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADRJREFUCNdjwACMAmBKaiGYs2oJmLPKAZ3DabU8AMRTXpUKopislqFyVzCAuUZgikkBZjoAcMYLnp53P/UAAAAASUVORK5CYII=);"; +mxEvent.addListener(Ba,"click",mxUtils.bind(this,function(){pa(mxUtils.mod(this.format.currentScheme-1,this.defaultColorSchemes.length))}));var Ia=document.createElement("div");Ia.style.cssText="position:absolute;left:202px;top:8px;bottom:"+ta+"px;width:20px;margin:4px;opacity:0.5;background-repeat:no-repeat;background-position:center center;background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAQBAMAAADQT4M0AAAAIVBMVEUAAAB2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnZ2dnYBuwCcAAAACnRSTlMAfCTkhhvb7cQSPH2JPgAAADZJREFUCNdjQAOMAmBKaiGY8loF5rKswsZlrVo8AUiFrTICcbIWK8A5DF1gDoMymMPApIAwHwCS0Qx/U7qCBQAAAABJRU5ErkJggg==);"; +1<this.defaultColorSchemes.length&&(q.appendChild(Ba),q.appendChild(Ia));mxEvent.addListener(Ia,"click",mxUtils.bind(this,function(){pa(mxUtils.mod(this.format.currentScheme+1,this.defaultColorSchemes.length))}));F(Ba);F(Ia);za(this.defaultColorSchemes[this.format.currentScheme]);10>=this.defaultColorSchemes.length&&q.appendChild(ia);return q};StyleFormatPanel.prototype.addEditOps=function(q){var F=this.editorUi.getSelectionState(),R=this.editorUi.editor.graph,W=null;1==F.cells.length&&(W=mxUtils.button(mxResources.get("editStyle"), +mxUtils.bind(this,function(T){this.editorUi.actions.get("editStyle").funct()})),W.setAttribute("title",mxResources.get("editStyle")+" ("+this.editorUi.actions.get("editStyle").shortcut+")"),W.style.width="210px",W.style.marginBottom="2px",q.appendChild(W));R=1==F.cells.length?R.view.getState(F.cells[0]):null;null!=R&&null!=R.shape&&null!=R.shape.stencil?(F=mxUtils.button(mxResources.get("editShape"),mxUtils.bind(this,function(T){this.editorUi.actions.get("editShape").funct()})),F.setAttribute("title", +mxResources.get("editShape")),F.style.marginBottom="2px",null==W?F.style.width="210px":(W.style.width="104px",F.style.width="104px",F.style.marginLeft="2px"),q.appendChild(F)):F.image&&0<F.cells.length&&(F=mxUtils.button(mxResources.get("editImage"),mxUtils.bind(this,function(T){this.editorUi.actions.get("image").funct()})),F.setAttribute("title",mxResources.get("editImage")),F.style.marginBottom="2px",null==W?F.style.width="210px":(W.style.width="104px",F.style.width="104px",F.style.marginLeft="2px"), +q.appendChild(F));return q}}Graph.fontMapping={"https://fonts.googleapis.com/css?family=Architects+Daughter":'@font-face { font-family: "Architects Daughter"; src: url('+STYLE_PATH+'/fonts/ArchitectsDaughter-Regular.ttf) format("truetype"); }'};Graph.customFontElements={};Graph.recentCustomFonts={};Graph.isGoogleFontUrl=function(q){return q.substring(0,Editor.GOOGLE_FONTS.length)==Editor.GOOGLE_FONTS};Graph.isCssFontUrl=function(q){return Graph.isGoogleFontUrl(q)};Graph.createFontElement=function(q, +F){var R=Graph.fontMapping[F];null==R&&Graph.isCssFontUrl(F)?(q=document.createElement("link"),q.setAttribute("rel","stylesheet"),q.setAttribute("type","text/css"),q.setAttribute("charset","UTF-8"),q.setAttribute("href",F)):(null==R&&(R='@font-face {\nfont-family: "'+q+'";\nsrc: url("'+F+'");\n}'),q=document.createElement("style"),mxUtils.write(q,R));return q};Graph.addFont=function(q,F,R){if(null!=q&&0<q.length&&null!=F&&0<F.length){var W=q.toLowerCase();if("helvetica"!=W&&"arial"!=q&&"sans-serif"!= +W){var T=Graph.customFontElements[W];null!=T&&T.url!=F&&(T.elt.parentNode.removeChild(T.elt),T=null);null==T?(T=F,"http:"==F.substring(0,5)&&(T=PROXY_URL+"?url="+encodeURIComponent(F)),T={name:q,url:F,elt:Graph.createFontElement(q,T)},Graph.customFontElements[W]=T,Graph.recentCustomFonts[W]=T,F=document.getElementsByTagName("head")[0],null!=R&&("link"==T.elt.nodeName.toLowerCase()?(T.elt.onload=R,T.elt.onerror=R):R()),null!=F&&F.appendChild(T.elt)):null!=R&&R()}else null!=R&&R()}else null!=R&&R(); +return q};Graph.getFontUrl=function(q,F){q=Graph.customFontElements[q.toLowerCase()];null!=q&&(F=q.url);return F};Graph.processFontAttributes=function(q){q=q.getElementsByTagName("*");for(var F=0;F<q.length;F++){var R=q[F].getAttribute("data-font-src");if(null!=R){var W="FONT"==q[F].nodeName?q[F].getAttribute("face"):q[F].style.fontFamily;null!=W&&Graph.addFont(W,R)}}};Graph.processFontStyle=function(q){if(null!=q){var F=mxUtils.getValue(q,"fontSource",null);if(null!=F){var R=mxUtils.getValue(q,mxConstants.STYLE_FONTFAMILY, +null);null!=R&&Graph.addFont(R,decodeURIComponent(F))}}return q};Graph.prototype.defaultThemeName="default-style2";Graph.prototype.lastPasteXml=null;Graph.prototype.pasteCounter=0;Graph.prototype.defaultScrollbars="0"!=urlParams.sb;Graph.prototype.defaultPageVisible="0"!=urlParams.pv;Graph.prototype.shadowId="dropShadow";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowBlur="1.7";Graph.prototype.svgShadowSize="3";Graph.prototype.edgeMode="move"!= +urlParams.edge;Graph.prototype.hiddenTags=null;Graph.prototype.defaultMathEnabled=!1;var H=Graph.prototype.init;Graph.prototype.init=function(){function q(T){F=T}H.apply(this,arguments);this.hiddenTags=[];window.mxFreehand&&(this.freehand=new mxFreehand(this));var F=null;mxEvent.addListener(this.container,"mouseenter",q);mxEvent.addListener(this.container,"mousemove",q);mxEvent.addListener(this.container,"mouseleave",function(T){F=null});this.isMouseInsertPoint=function(){return null!=F};var R=this.getInsertPoint; +this.getInsertPoint=function(){return null!=F?this.getPointForEvent(F):R.apply(this,arguments)};var W=this.layoutManager.getLayout;this.layoutManager.getLayout=function(T){var ba=this.graph.getCellStyle(T);if(null!=ba&&"rack"==ba.childLayout){var ia=new mxStackLayout(this.graph,!1);ia.gridSize=null!=ba.rackUnitSize?parseFloat(ba.rackUnitSize):"undefined"!==typeof mxRackContainer?mxRackContainer.unitSize:20;ia.marginLeft=ba.marginLeft||0;ia.marginRight=ba.marginRight||0;ia.marginTop=ba.marginTop|| +0;ia.marginBottom=ba.marginBottom||0;ia.allowGaps=ba.allowGaps||0;ia.horizontal="1"==mxUtils.getValue(ba,"horizontalRack","0");ia.resizeParent=!1;ia.fill=!0;return ia}return W.apply(this,arguments)};this.updateGlobalUrlVariables()};var L=Graph.prototype.postProcessCellStyle;Graph.prototype.postProcessCellStyle=function(q,F){return Graph.processFontStyle(L.apply(this,arguments))};var C=mxSvgCanvas2D.prototype.updateTextNodes;mxSvgCanvas2D.prototype.updateTextNodes=function(q,F,R,W,T,ba,ia,ra,ta,ma, +pa){C.apply(this,arguments);Graph.processFontAttributes(pa)};var G=mxText.prototype.redraw;mxText.prototype.redraw=function(){G.apply(this,arguments);null!=this.node&&"DIV"==this.node.nodeName&&Graph.processFontAttributes(this.node)};Graph.prototype.createTagsDialog=function(q,F,R){function W(){for(var Aa=ia.getSelectionCells(),Ka=[],Da=0;Da<Aa.length;Da++)ia.isCellVisible(Aa[Da])&&Ka.push(Aa[Da]);ia.setSelectionCells(Ka)}function T(Aa){ia.setHiddenTags(Aa?[]:ra.slice());W();ia.refresh()}function ba(Aa, +Ka){ma.innerText="";if(0<Aa.length){var Da=document.createElement("table");Da.setAttribute("cellpadding","2");Da.style.boxSizing="border-box";Da.style.tableLayout="fixed";Da.style.width="100%";var Ra=document.createElement("tbody");if(null!=Aa&&0<Aa.length)for(var Qa=0;Qa<Aa.length;Qa++)(function(Ta){var Za=0>mxUtils.indexOf(ia.hiddenTags,Ta),Pa=document.createElement("tr"),y=document.createElement("td");y.style.align="center";y.style.width="16px";var M=document.createElement("img");M.setAttribute("src", +Za?Editor.visibleImage:Editor.hiddenImage);M.setAttribute("title",mxResources.get(Za?"hideIt":"show",[Ta]));mxUtils.setOpacity(M,Za?75:25);M.style.verticalAlign="middle";M.style.cursor="pointer";M.style.width="16px";if(F||Editor.isDarkMode())M.style.filter="invert(100%)";y.appendChild(M);mxEvent.addListener(M,"click",function(S){mxEvent.isShiftDown(S)?T(0<=mxUtils.indexOf(ia.hiddenTags,Ta)):(ia.toggleHiddenTag(Ta),W(),ia.refresh());mxEvent.consume(S)});Pa.appendChild(y);y=document.createElement("td"); +y.style.overflow="hidden";y.style.whiteSpace="nowrap";y.style.textOverflow="ellipsis";y.style.verticalAlign="middle";y.style.cursor="pointer";y.setAttribute("title",Ta);a=document.createElement("a");mxUtils.write(a,Ta);a.style.textOverflow="ellipsis";a.style.position="relative";mxUtils.setOpacity(a,Za?100:40);y.appendChild(a);mxEvent.addListener(y,"click",function(S){if(mxEvent.isShiftDown(S)){T(!0);var X=ia.getCellsForTags([Ta],null,null,!0);ia.isEnabled()?ia.setSelectionCells(X):ia.highlightCells(X)}else if(Za&& +0<ia.hiddenTags.length)T(!0);else{X=ra.slice();var ha=mxUtils.indexOf(X,Ta);X.splice(ha,1);ia.setHiddenTags(X);W();ia.refresh()}mxEvent.consume(S)});Pa.appendChild(y);if(ia.isEnabled()){y=document.createElement("td");y.style.verticalAlign="middle";y.style.textAlign="center";y.style.width="18px";if(null==Ka){y.style.align="center";y.style.width="16px";M=document.createElement("img");M.setAttribute("src",Editor.crossImage);M.setAttribute("title",mxResources.get("removeIt",[Ta]));mxUtils.setOpacity(M, +Za?75:25);M.style.verticalAlign="middle";M.style.cursor="pointer";M.style.width="16px";if(F||Editor.isDarkMode())M.style.filter="invert(100%)";mxEvent.addListener(M,"click",function(S){var X=mxUtils.indexOf(ra,Ta);0<=X&&ra.splice(X,1);ia.removeTagsForCells(ia.model.getDescendants(ia.model.getRoot()),[Ta]);ia.refresh();mxEvent.consume(S)});y.appendChild(M)}else{var N=document.createElement("input");N.setAttribute("type","checkbox");N.style.margin="0px";N.defaultChecked=null!=Ka&&0<=mxUtils.indexOf(Ka, +Ta);N.checked=N.defaultChecked;N.style.background="transparent";N.setAttribute("title",mxResources.get(N.defaultChecked?"removeIt":"add",[Ta]));mxEvent.addListener(N,"change",function(S){N.checked?ia.addTagsForCells(ia.getSelectionCells(),[Ta]):ia.removeTagsForCells(ia.getSelectionCells(),[Ta]);mxEvent.consume(S)});y.appendChild(N)}Pa.appendChild(y)}Ra.appendChild(Pa)})(Aa[Qa]);Da.appendChild(Ra);ma.appendChild(Da)}}var ia=this,ra=ia.hiddenTags.slice(),ta=document.createElement("div");ta.style.userSelect= +"none";ta.style.overflow="hidden";ta.style.padding="10px";ta.style.height="100%";var ma=document.createElement("div");ma.style.boxSizing="border-box";ma.style.borderRadius="4px";ma.style.userSelect="none";ma.style.overflow="auto";ma.style.position="absolute";ma.style.left="10px";ma.style.right="10px";ma.style.top="10px";ma.style.border=ia.isEnabled()?"1px solid #808080":"none";ma.style.bottom=ia.isEnabled()?"48px":"10px";ta.appendChild(ma);var pa=mxUtils.button(mxResources.get("reset"),function(Aa){ia.setHiddenTags([]); +mxEvent.isShiftDown(Aa)||(ra=ia.hiddenTags.slice());W();ia.refresh()});pa.setAttribute("title",mxResources.get("reset"));pa.className="geBtn";pa.style.margin="0 4px 0 0";var za=mxUtils.button(mxResources.get("add"),function(){null!=R&&R(ra,function(Aa){ra=Aa;Ba()})});za.setAttribute("title",mxResources.get("add"));za.className="geBtn";za.style.margin="0";ia.addListener(mxEvent.ROOT,function(){ra=ia.hiddenTags.slice()});var Ba=mxUtils.bind(this,function(Aa,Ka){if(q()){Aa=ia.getAllTags();for(Ka=0;Ka< +Aa.length;Ka++)0>mxUtils.indexOf(ra,Aa[Ka])&&ra.push(Aa[Ka]);ra.sort();ia.isSelectionEmpty()?ba(ra):ba(ra,ia.getCommonTagsForCells(ia.getSelectionCells()))}});ia.selectionModel.addListener(mxEvent.CHANGE,Ba);ia.model.addListener(mxEvent.CHANGE,Ba);ia.addListener(mxEvent.REFRESH,Ba);var Ia=document.createElement("div");Ia.style.boxSizing="border-box";Ia.style.whiteSpace="nowrap";Ia.style.position="absolute";Ia.style.overflow="hidden";Ia.style.bottom="0px";Ia.style.height="42px";Ia.style.right="10px"; +Ia.style.left="10px";ia.isEnabled()&&(Ia.appendChild(pa),Ia.appendChild(za),ta.appendChild(Ia));return{div:ta,refresh:Ba}};Graph.prototype.getCustomFonts=function(){var q=this.extFonts;q=null!=q?q.slice():[];for(var F in Graph.customFontElements){var R=Graph.customFontElements[F];q.push({name:R.name,url:R.url})}return q};Graph.prototype.setFont=function(q,F){Graph.addFont(q,F);document.execCommand("fontname",!1,q);if(null!=F){var R=this.cellEditor.textarea.getElementsByTagName("font");F=Graph.getFontUrl(q, +F);for(var W=0;W<R.length;W++)R[W].getAttribute("face")==q&&R[W].getAttribute("data-font-src")!=F&&R[W].setAttribute("data-font-src",F)}};var V=Graph.prototype.isFastZoomEnabled;Graph.prototype.isFastZoomEnabled=function(){return V.apply(this,arguments)&&(!this.shadowVisible||!mxClient.IS_SF)};Graph.prototype.updateGlobalUrlVariables=function(){this.globalVars=Editor.globalVars;if(null!=urlParams.vars)try{this.globalVars=null!=this.globalVars?mxUtils.clone(this.globalVars):{};var q=JSON.parse(decodeURIComponent(urlParams.vars)); +if(null!=q)for(var F in q)this.globalVars[F]=q[F]}catch(R){null!=window.console&&console.log("Error in vars URL parameter: "+R)}};Graph.prototype.getExportVariables=function(){return null!=this.globalVars?mxUtils.clone(this.globalVars):{}};var U=Graph.prototype.getGlobalVariable;Graph.prototype.getGlobalVariable=function(q){var F=U.apply(this,arguments);null==F&&null!=this.globalVars&&(F=this.globalVars[q]);return F};Graph.prototype.getDefaultStylesheet=function(){if(null==this.defaultStylesheet){var q= +this.themes["default-style2"];this.defaultStylesheet=(new mxCodec(q.ownerDocument)).decode(q)}return this.defaultStylesheet};Graph.prototype.isViewer=function(){return urlParams.viewer};var Y=Graph.prototype.getSvg;Graph.prototype.getSvg=function(q,F,R,W,T,ba,ia,ra,ta,ma,pa,za,Ba,Ia){var Aa=null,Ka=null,Da=null;za||null==this.themes||"darkTheme"!=this.defaultThemeName||(Aa=this.stylesheet,Ka=this.shapeForegroundColor,Da=this.shapeBackgroundColor,this.shapeForegroundColor="darkTheme"==this.defaultThemeName? +"#000000":Editor.lightColor,this.shapeBackgroundColor="darkTheme"==this.defaultThemeName?"#ffffff":Editor.darkColor,this.stylesheet=this.getDefaultStylesheet(),this.refresh());var Ra=Y.apply(this,arguments),Qa=this.getCustomFonts();if(pa&&0<Qa.length){var Ta=Ra.ownerDocument,Za=null!=Ta.createElementNS?Ta.createElementNS(mxConstants.NS_SVG,"style"):Ta.createElement("style");null!=Ta.setAttributeNS?Za.setAttributeNS("type","text/css"):Za.setAttribute("type","text/css");for(var Pa="",y="",M=0;M<Qa.length;M++){var N= +Qa[M].name,S=Qa[M].url;Graph.isCssFontUrl(S)?Pa+="@import url("+S+");\n":y+='@font-face {\nfont-family: "'+N+'";\nsrc: url("'+S+'");\n}\n'}Za.appendChild(Ta.createTextNode(Pa+y));Ra.getElementsByTagName("defs")[0].appendChild(Za)}this.mathEnabled&&(document.body.appendChild(Ra),Editor.MathJaxRender(Ra),Ra.parentNode.removeChild(Ra));null!=Aa&&(this.shapeBackgroundColor=Da,this.shapeForegroundColor=Ka,this.stylesheet=Aa,this.refresh());return Ra};var O=mxCellRenderer.prototype.destroy;mxCellRenderer.prototype.destroy= +function(q){O.apply(this,arguments);null!=q.secondLabel&&(q.secondLabel.destroy(),q.secondLabel=null)};mxCellRenderer.prototype.getShapesForState=function(q){return[q.shape,q.text,q.secondLabel,q.control]};var qa=mxGraphView.prototype.resetValidationState;mxGraphView.prototype.resetValidationState=function(){qa.apply(this,arguments);this.enumerationState=0};var oa=mxGraphView.prototype.stateValidated;mxGraphView.prototype.stateValidated=function(q){null!=q.shape&&this.redrawEnumerationState(q);return oa.apply(this, +arguments)};mxGraphView.prototype.createEnumerationValue=function(q){q=decodeURIComponent(mxUtils.getValue(q.style,"enumerateValue",""));""==q&&(q=++this.enumerationState);return'<div style="padding:2px;border:1px solid gray;background:yellow;border-radius:2px;">'+mxUtils.htmlEntities(q)+"</div>"};mxGraphView.prototype.redrawEnumerationState=function(q){var F="1"==mxUtils.getValue(q.style,"enumerate",0);F&&null==q.secondLabel?(q.secondLabel=new mxText("",new mxRectangle,mxConstants.ALIGN_LEFT,mxConstants.ALIGN_BOTTOM), +q.secondLabel.size=12,q.secondLabel.state=q,q.secondLabel.dialect=mxConstants.DIALECT_STRICTHTML,this.graph.cellRenderer.initializeLabel(q,q.secondLabel)):F||null==q.secondLabel||(q.secondLabel.destroy(),q.secondLabel=null);F=q.secondLabel;if(null!=F){var R=q.view.scale,W=this.createEnumerationValue(q);q=this.graph.model.isVertex(q.cell)?new mxRectangle(q.x+q.width-4*R,q.y+4*R,0,0):mxRectangle.fromPoint(q.view.getPoint(q));F.bounds.equals(q)&&F.value==W&&F.scale==R||(F.bounds=q,F.value=W,F.scale= +R,F.redraw())}};var aa=mxGraphView.prototype.validateBackgroundPage;mxGraphView.prototype.validateBackgroundPage=function(){aa.apply(this,arguments);if(mxClient.IS_GC&&null!=this.getDrawPane()){var q=this.getDrawPane().parentNode;!this.graph.mathEnabled||mxClient.NO_FO||null!=this.webKitForceRepaintNode&&null!=this.webKitForceRepaintNode.parentNode||"svg"!=this.graph.container.firstChild.nodeName?null==this.webKitForceRepaintNode||this.graph.mathEnabled&&("svg"==this.graph.container.firstChild.nodeName|| +this.graph.container.firstChild==this.webKitForceRepaintNode)||(null!=this.webKitForceRepaintNode.parentNode&&this.webKitForceRepaintNode.parentNode.removeChild(this.webKitForceRepaintNode),this.webKitForceRepaintNode=null):(this.webKitForceRepaintNode=document.createElement("div"),this.webKitForceRepaintNode.style.cssText="position:absolute;",q.ownerSVGElement.parentNode.insertBefore(this.webKitForceRepaintNode,q.ownerSVGElement))}};var ca=Graph.prototype.refresh;Graph.prototype.refresh=function(){ca.apply(this, +arguments);this.refreshBackgroundImage()};Graph.prototype.refreshBackgroundImage=function(){null!=this.backgroundImage&&null!=this.backgroundImage.originalSrc&&(this.setBackgroundImage(this.backgroundImage),this.view.validateBackgroundImage())};var fa=Graph.prototype.loadStylesheet;Graph.prototype.loadStylesheet=function(){fa.apply(this,arguments);this.currentStyle="default-style2"};Graph.prototype.handleCustomLink=function(q){"data:action/json,"==q.substring(0,17)&&(q=JSON.parse(q.substring(17)), +null!=q.actions&&this.executeCustomActions(q.actions))};Graph.prototype.executeCustomActions=function(q,F){if(this.executingCustomActions)this.stoppingCustomActions=!0,null!=this.pendingWaitThread&&window.clearTimeout(this.pendingWaitThread),null!=this.pendingExecuteNextAction&&this.pendingExecuteNextAction(),this.fireEvent(new mxEventObject("stopExecutingCustomActions"));else{this.executingCustomActions=!0;var R=!1,W=0,T=0,ba=mxUtils.bind(this,function(){R||(R=!0,this.model.beginUpdate())}),ia=mxUtils.bind(this, +function(){R&&(R=!1,this.model.endUpdate())}),ra=mxUtils.bind(this,function(){0<W&&W--;0==W&&ta()}),ta=mxUtils.bind(this,function(){if(T<q.length){var ma=this.stoppingCustomActions,pa=q[T++],za=[];if(null!=pa.open)if(ia(),this.isCustomLink(pa.open)){if(!this.customLinkClicked(pa.open))return}else this.openLink(pa.open);null==pa.wait||ma||(this.pendingExecuteNextAction=mxUtils.bind(this,function(){this.pendingWaitThread=this.pendingExecuteNextAction=null;ra()}),W++,this.pendingWaitThread=window.setTimeout(this.pendingExecuteNextAction, +""!=pa.wait?parseInt(pa.wait):1E3),ia());null!=pa.opacity&&null!=pa.opacity.value&&Graph.setOpacityForNodes(this.getNodesForCells(this.getCellsForAction(pa.opacity,!0)),pa.opacity.value);null!=pa.fadeIn&&(W++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(pa.fadeIn,!0)),0,1,ra,ma?0:pa.fadeIn.delay));null!=pa.fadeOut&&(W++,Graph.fadeNodes(this.getNodesForCells(this.getCellsForAction(pa.fadeOut,!0)),1,0,ra,ma?0:pa.fadeOut.delay));null!=pa.wipeIn&&(za=za.concat(this.createWipeAnimations(this.getCellsForAction(pa.wipeIn, +!0),!0)));null!=pa.wipeOut&&(za=za.concat(this.createWipeAnimations(this.getCellsForAction(pa.wipeOut,!0),!1)));null!=pa.toggle&&(ba(),this.toggleCells(this.getCellsForAction(pa.toggle,!0)));if(null!=pa.show){ba();var Ba=this.getCellsForAction(pa.show,!0);Graph.setOpacityForNodes(this.getNodesForCells(Ba),1);this.setCellsVisible(Ba,!0)}null!=pa.hide&&(ba(),Ba=this.getCellsForAction(pa.hide,!0),Graph.setOpacityForNodes(this.getNodesForCells(Ba),0),this.setCellsVisible(Ba,!1));null!=pa.toggleStyle&& +null!=pa.toggleStyle.key&&(ba(),this.toggleCellStyles(pa.toggleStyle.key,null!=pa.toggleStyle.defaultValue?pa.toggleStyle.defaultValue:"0",this.getCellsForAction(pa.toggleStyle,!0)));null!=pa.style&&null!=pa.style.key&&(ba(),this.setCellStyles(pa.style.key,pa.style.value,this.getCellsForAction(pa.style,!0)));Ba=[];null!=pa.select&&this.isEnabled()&&(Ba=this.getCellsForAction(pa.select),this.setSelectionCells(Ba));null!=pa.highlight&&(Ba=this.getCellsForAction(pa.highlight),this.highlightCells(Ba, +pa.highlight.color,pa.highlight.duration,pa.highlight.opacity));null!=pa.scroll&&(Ba=this.getCellsForAction(pa.scroll));null!=pa.viewbox&&this.fitWindow(pa.viewbox,pa.viewbox.border);0<Ba.length&&this.scrollCellToVisible(Ba[0]);if(null!=pa.tags){Ba=[];null!=pa.tags.hidden&&(Ba=Ba.concat(pa.tags.hidden));if(null!=pa.tags.visible)for(var Ia=this.getAllTags(),Aa=0;Aa<Ia.length;Aa++)0>mxUtils.indexOf(pa.tags.visible,Ia[Aa])&&0>mxUtils.indexOf(Ba,Ia[Aa])&&Ba.push(Ia[Aa]);this.setHiddenTags(Ba);this.refresh()}0< +za.length&&(W++,this.executeAnimations(za,ra,ma?1:pa.steps,ma?0:pa.delay));0==W?ta():ia()}else this.stoppingCustomActions=this.executingCustomActions=!1,ia(),null!=F&&F()});ta()}};Graph.prototype.doUpdateCustomLinksForCell=function(q,F){var R=this.getLinkForCell(F);null!=R&&"data:action/json,"==R.substring(0,17)&&this.setLinkForCell(F,this.updateCustomLink(q,R));if(this.isHtmlLabel(F)){var W=document.createElement("div");W.innerHTML=this.sanitizeHtml(this.getLabel(F));for(var T=W.getElementsByTagName("a"), +ba=!1,ia=0;ia<T.length;ia++)R=T[ia].getAttribute("href"),null!=R&&"data:action/json,"==R.substring(0,17)&&(T[ia].setAttribute("href",this.updateCustomLink(q,R)),ba=!0);ba&&this.labelChanged(F,W.innerHTML)}};Graph.prototype.updateCustomLink=function(q,F){if("data:action/json,"==F.substring(0,17))try{var R=JSON.parse(F.substring(17));null!=R.actions&&(this.updateCustomLinkActions(q,R.actions),F="data:action/json,"+JSON.stringify(R))}catch(W){}return F};Graph.prototype.updateCustomLinkActions=function(q, +F){for(var R=0;R<F.length;R++){var W=F[R],T;for(T in W)this.updateCustomLinkAction(q,W[T],"cells"),this.updateCustomLinkAction(q,W[T],"excludeCells")}};Graph.prototype.updateCustomLinkAction=function(q,F,R){if(null!=F&&null!=F[R]){for(var W=[],T=0;T<F[R].length;T++)if("*"==F[R][T])W.push(F[R][T]);else{var ba=q[F[R][T]];null!=ba?""!=ba&&W.push(ba):W.push(F[R][T])}F[R]=W}};Graph.prototype.getCellsForAction=function(q,F){F=this.getCellsById(q.cells).concat(this.getCellsForTags(q.tags,null,F));if(null!= +q.excludeCells){for(var R=[],W=0;W<F.length;W++)0>q.excludeCells.indexOf(F[W].id)&&R.push(F[W]);F=R}return F};Graph.prototype.getCellsById=function(q){var F=[];if(null!=q)for(var R=0;R<q.length;R++)if("*"==q[R]){var W=this.model.getRoot();F=F.concat(this.model.filterDescendants(function(ba){return ba!=W},W))}else{var T=this.model.getCell(q[R]);null!=T&&F.push(T)}return F};var J=Graph.prototype.isCellVisible;Graph.prototype.isCellVisible=function(q){return J.apply(this,arguments)&&!this.isAllTagsHidden(this.getTagsForCell(q))}; +Graph.prototype.setHiddenTags=function(q){this.hiddenTags=q;this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.toggleHiddenTag=function(q){var F=mxUtils.indexOf(this.hiddenTags,q);0>F?this.hiddenTags.push(q):0<=F&&this.hiddenTags.splice(F,1);this.fireEvent(new mxEventObject("hiddenTagsChanged"))};Graph.prototype.isAllTagsHidden=function(q){if(null==q||0==q.length||0==this.hiddenTags.length)return!1;q=q.split(" ");if(q.length>this.hiddenTags.length)return!1;for(var F=0;F<q.length;F++)if(0> +mxUtils.indexOf(this.hiddenTags,q[F]))return!1;return!0};Graph.prototype.getCellsForTags=function(q,F,R,W){var T=[];if(null!=q){F=null!=F?F:this.model.getDescendants(this.model.getRoot());for(var ba=0,ia={},ra=0;ra<q.length;ra++)0<q[ra].length&&(ia[q[ra]]=!0,ba++);for(ra=0;ra<F.length;ra++)if(R&&this.model.getParent(F[ra])==this.model.root||this.model.isVertex(F[ra])||this.model.isEdge(F[ra])){var ta=this.getTagsForCell(F[ra]),ma=!1;if(0<ta.length&&(ta=ta.split(" "),ta.length>=q.length)){for(var pa= +ma=0;pa<ta.length&&ma<ba;pa++)null!=ia[ta[pa]]&&ma++;ma=ma==ba}ma&&(1!=W||this.isCellVisible(F[ra]))&&T.push(F[ra])}}return T};Graph.prototype.getAllTags=function(){return this.getTagsForCells(this.model.getDescendants(this.model.getRoot()))};Graph.prototype.getCommonTagsForCells=function(q){for(var F=null,R=[],W=0;W<q.length;W++){var T=this.getTagsForCell(q[W]);R=[];if(0<T.length){T=T.split(" ");for(var ba={},ia=0;ia<T.length;ia++)if(null==F||null!=F[T[ia]])ba[T[ia]]=!0,R.push(T[ia]);F=ba}else return[]}return R}; +Graph.prototype.getTagsForCells=function(q){for(var F=[],R={},W=0;W<q.length;W++){var T=this.getTagsForCell(q[W]);if(0<T.length){T=T.split(" ");for(var ba=0;ba<T.length;ba++)null==R[T[ba]]&&(R[T[ba]]=!0,F.push(T[ba]))}}return F};Graph.prototype.getTagsForCell=function(q){return this.getAttributeForCell(q,"tags","")};Graph.prototype.addTagsForCells=function(q,F){if(0<q.length&&0<F.length){this.model.beginUpdate();try{for(var R=0;R<q.length;R++){for(var W=this.getTagsForCell(q[R]),T=W.split(" "),ba= +!1,ia=0;ia<F.length;ia++){var ra=mxUtils.trim(F[ia]);""!=ra&&0>mxUtils.indexOf(T,ra)&&(W=0<W.length?W+" "+ra:ra,ba=!0)}ba&&this.setAttributeForCell(q[R],"tags",W)}}finally{this.model.endUpdate()}}};Graph.prototype.removeTagsForCells=function(q,F){if(0<q.length&&0<F.length){this.model.beginUpdate();try{for(var R=0;R<q.length;R++){var W=this.getTagsForCell(q[R]);if(0<W.length){for(var T=W.split(" "),ba=!1,ia=0;ia<F.length;ia++){var ra=mxUtils.indexOf(T,F[ia]);0<=ra&&(T.splice(ra,1),ba=!0)}ba&&this.setAttributeForCell(q[R], +"tags",T.join(" "))}}}finally{this.model.endUpdate()}}};Graph.prototype.toggleCells=function(q){this.model.beginUpdate();try{for(var F=0;F<q.length;F++)this.model.setVisible(q[F],!this.model.isVisible(q[F]))}finally{this.model.endUpdate()}};Graph.prototype.setCellsVisible=function(q,F){this.model.beginUpdate();try{for(var R=0;R<q.length;R++)this.model.setVisible(q[R],F)}finally{this.model.endUpdate()}};Graph.prototype.highlightCells=function(q,F,R,W){for(var T=0;T<q.length;T++)this.highlightCell(q[T], +F,R,W)};Graph.prototype.highlightCell=function(q,F,R,W,T){F=null!=F?F:mxConstants.DEFAULT_VALID_COLOR;R=null!=R?R:1E3;q=this.view.getState(q);var ba=null;null!=q&&(T=null!=T?T:4,T=Math.max(T+1,mxUtils.getValue(q.style,mxConstants.STYLE_STROKEWIDTH,1)+T),ba=new mxCellHighlight(this,F,T,!1),null!=W&&(ba.opacity=W),ba.highlight(q),window.setTimeout(function(){null!=ba.shape&&(mxUtils.setPrefixedStyle(ba.shape.node.style,"transition","all 1200ms ease-in-out"),ba.shape.node.style.opacity=0);window.setTimeout(function(){ba.destroy()}, +1200)},R));return ba};Graph.prototype.addSvgShadow=function(q,F,R,W){R=null!=R?R:!1;W=null!=W?W:!0;var T=q.ownerDocument,ba=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"filter"):T.createElement("filter");ba.setAttribute("id",this.shadowId);var ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feGaussianBlur"):T.createElement("feGaussianBlur");ia.setAttribute("in","SourceAlpha");ia.setAttribute("stdDeviation",this.svgShadowBlur);ia.setAttribute("result","blur");ba.appendChild(ia); +ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feOffset"):T.createElement("feOffset");ia.setAttribute("in","blur");ia.setAttribute("dx",this.svgShadowSize);ia.setAttribute("dy",this.svgShadowSize);ia.setAttribute("result","offsetBlur");ba.appendChild(ia);ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feFlood"):T.createElement("feFlood");ia.setAttribute("flood-color",this.svgShadowColor);ia.setAttribute("flood-opacity",this.svgShadowOpacity);ia.setAttribute("result", +"offsetColor");ba.appendChild(ia);ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feComposite"):T.createElement("feComposite");ia.setAttribute("in","offsetColor");ia.setAttribute("in2","offsetBlur");ia.setAttribute("operator","in");ia.setAttribute("result","offsetBlur");ba.appendChild(ia);ia=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"feBlend"):T.createElement("feBlend");ia.setAttribute("in","SourceGraphic");ia.setAttribute("in2","offsetBlur");ba.appendChild(ia); +ia=q.getElementsByTagName("defs");0==ia.length?(T=null!=T.createElementNS?T.createElementNS(mxConstants.NS_SVG,"defs"):T.createElement("defs"),null!=q.firstChild?q.insertBefore(T,q.firstChild):q.appendChild(T)):T=ia[0];T.appendChild(ba);R||(F=null!=F?F:q.getElementsByTagName("g")[0],null!=F&&(F.setAttribute("filter","url(#"+this.shadowId+")"),!isNaN(parseInt(q.getAttribute("width")))&&W&&(q.setAttribute("width",parseInt(q.getAttribute("width"))+6),q.setAttribute("height",parseInt(q.getAttribute("height"))+ +6),F=q.getAttribute("viewBox"),null!=F&&0<F.length&&(F=F.split(" "),3<F.length&&(w=parseFloat(F[2])+6,h=parseFloat(F[3])+6,q.setAttribute("viewBox",F[0]+" "+F[1]+" "+w+" "+h))))));return ba};Graph.prototype.setShadowVisible=function(q,F){mxClient.IS_SVG&&!mxClient.IS_SF&&(F=null!=F?F:!0,(this.shadowVisible=q)?this.view.getDrawPane().setAttribute("filter","url(#"+this.shadowId+")"):this.view.getDrawPane().removeAttribute("filter"),F&&this.fireEvent(new mxEventObject("shadowVisibleChanged")))};Graph.prototype.selectUnlockedLayer= +function(){if(null==this.defaultParent){var q=this.model.getChildCount(this.model.root),F=0;do var R=this.model.getChildAt(this.model.root,F);while(F++<q&&"1"==mxUtils.getValue(this.getCellStyle(R),"locked","0"));null!=R&&this.setDefaultParent(R)}};mxStencilRegistry.libraries.mockup=[SHAPES_PATH+"/mockup/mxMockupButtons.js"];mxStencilRegistry.libraries.arrows2=[SHAPES_PATH+"/mxArrows.js"];mxStencilRegistry.libraries.atlassian=[STENCIL_PATH+"/atlassian.xml",SHAPES_PATH+"/mxAtlassian.js"];mxStencilRegistry.libraries.bpmn= [SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.bpmn2=[SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bpmn.xml",SHAPES_PATH+"/bpmn/mxBpmnShape2.js"];mxStencilRegistry.libraries.c4=[SHAPES_PATH+"/mxC4.js"];mxStencilRegistry.libraries.cisco19=[SHAPES_PATH+"/mxCisco19.js",STENCIL_PATH+"/cisco19.xml"];mxStencilRegistry.libraries.cisco_safe=[SHAPES_PATH+"/mxCiscoSafe.js",STENCIL_PATH+"/cisco_safe/architecture.xml",STENCIL_PATH+"/cisco_safe/business_icons.xml", STENCIL_PATH+"/cisco_safe/capability.xml",STENCIL_PATH+"/cisco_safe/design.xml",STENCIL_PATH+"/cisco_safe/iot_things_icons.xml",STENCIL_PATH+"/cisco_safe/people_places_things_icons.xml",STENCIL_PATH+"/cisco_safe/security_icons.xml",STENCIL_PATH+"/cisco_safe/technology_icons.xml",STENCIL_PATH+"/cisco_safe/threat.xml"];mxStencilRegistry.libraries.dfd=[SHAPES_PATH+"/mxDFD.js"];mxStencilRegistry.libraries.er=[SHAPES_PATH+"/er/mxER.js"];mxStencilRegistry.libraries.kubernetes=[SHAPES_PATH+"/mxKubernetes.js", STENCIL_PATH+"/kubernetes.xml"];mxStencilRegistry.libraries.flowchart=[SHAPES_PATH+"/mxFlowchart.js",STENCIL_PATH+"/flowchart.xml"];mxStencilRegistry.libraries.ios=[SHAPES_PATH+"/mockup/mxMockupiOS.js"];mxStencilRegistry.libraries.rackGeneral=[SHAPES_PATH+"/rack/mxRack.js",STENCIL_PATH+"/rack/general.xml"];mxStencilRegistry.libraries.rackF5=[STENCIL_PATH+"/rack/f5.xml"];mxStencilRegistry.libraries.lean_mapping=[SHAPES_PATH+"/mxLeanMap.js",STENCIL_PATH+"/lean_mapping.xml"];mxStencilRegistry.libraries.basic= @@ -3348,794 +3354,796 @@ STENCIL_PATH+"/mockup/misc.xml"];mxStencilRegistry.libraries["mockup/markup"]=[S STENCIL_PATH+"/floorplan.xml"];mxStencilRegistry.libraries.bootstrap=[SHAPES_PATH+"/mxBootstrap.js",SHAPES_PATH+"/mxBasic.js",STENCIL_PATH+"/bootstrap.xml"];mxStencilRegistry.libraries.gmdl=[SHAPES_PATH+"/mxGmdl.js",STENCIL_PATH+"/gmdl.xml"];mxStencilRegistry.libraries.gcp2=[SHAPES_PATH+"/mxGCP2.js",STENCIL_PATH+"/gcp2.xml"];mxStencilRegistry.libraries.ibm=[SHAPES_PATH+"/mxIBM.js",STENCIL_PATH+"/ibm.xml"];mxStencilRegistry.libraries.cabinets=[SHAPES_PATH+"/mxCabinets.js",STENCIL_PATH+"/cabinets.xml"]; mxStencilRegistry.libraries.archimate=[SHAPES_PATH+"/mxArchiMate.js"];mxStencilRegistry.libraries.archimate3=[SHAPES_PATH+"/mxArchiMate3.js"];mxStencilRegistry.libraries.sysml=[SHAPES_PATH+"/mxSysML.js"];mxStencilRegistry.libraries.eip=[SHAPES_PATH+"/mxEip.js",STENCIL_PATH+"/eip.xml"];mxStencilRegistry.libraries.networks=[SHAPES_PATH+"/mxNetworks.js",STENCIL_PATH+"/networks.xml"];mxStencilRegistry.libraries.aws3d=[SHAPES_PATH+"/mxAWS3D.js",STENCIL_PATH+"/aws3d.xml"];mxStencilRegistry.libraries.aws4= [SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.aws4b=[SHAPES_PATH+"/mxAWS4.js",STENCIL_PATH+"/aws4.xml"];mxStencilRegistry.libraries.uml25=[SHAPES_PATH+"/mxUML25.js"];mxStencilRegistry.libraries.veeam=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam.xml"];mxStencilRegistry.libraries.veeam2=[STENCIL_PATH+"/veeam/2d.xml",STENCIL_PATH+"/veeam/3d.xml",STENCIL_PATH+"/veeam/veeam2.xml"];mxStencilRegistry.libraries.pid2inst=[SHAPES_PATH+ -"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors=[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(u){var H=null;null!=u&&0<u.length&&("ER"==u.substring(0,2)?H="mxgraph.er":"sysML"==u.substring(0,5)&&(H="mxgraph.sysml"));return H};var ka=mxMarker.createMarker;mxMarker.createMarker= -function(u,H,P,V,Q,da,ea,fa,pa,ua){if(null!=P&&null==mxMarker.markers[P]){var qa=this.getPackageForType(P);null!=qa&&mxStencilRegistry.getStencil(qa)}return ka.apply(this,arguments)};var L=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(u,H,P,V,Q,da){"1"==mxUtils.getValue(H.style,"lineShape",null)&&u.setFillColor(mxUtils.getValue(H.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return L.apply(this,arguments)};PrintDialog.prototype.create=function(u,H){function P(){Aa.value= -Math.max(1,Math.min(fa,Math.max(parseInt(Aa.value),parseInt(Da.value))));Da.value=Math.max(1,Math.min(fa,Math.min(parseInt(Aa.value),parseInt(Da.value))))}function V(xa){function Ea(Ya,ab,kb){var hb=Ya.useCssTransforms,ob=Ya.currentTranslate,vb=Ya.currentScale,nb=Ya.view.translate,Bb=Ya.view.scale;Ya.useCssTransforms&&(Ya.useCssTransforms=!1,Ya.currentTranslate=new mxPoint(0,0),Ya.currentScale=1,Ya.view.translate=new mxPoint(0,0),Ya.view.scale=1);var yb=Ya.getGraphBounds(),mb=0,pb=0,db=wa.get(),rb= -1/Ya.pageScale,tb=Oa.checked;if(tb){rb=parseInt(W.value);var zb=parseInt(na.value);rb=Math.min(db.height*zb/(yb.height/Ya.view.scale),db.width*rb/(yb.width/Ya.view.scale))}else rb=parseInt(Ra.value)/(100*Ya.pageScale),isNaN(rb)&&(Na=1/Ya.pageScale,Ra.value="100 %");db=mxRectangle.fromRectangle(db);db.width=Math.ceil(db.width*Na);db.height=Math.ceil(db.height*Na);rb*=Na;!tb&&Ya.pageVisible?(yb=Ya.getPageLayout(),mb-=yb.x*db.width,pb-=yb.y*db.height):tb=!0;if(null==ab){ab=PrintDialog.createPrintPreview(Ya, -rb,db,0,mb,pb,tb);ab.pageSelector=!1;ab.mathEnabled=!1;Fa.checked&&(ab.isCellVisible=function(lb){return Ya.isCellSelected(lb)});mb=u.getCurrentFile();null!=mb&&(ab.title=mb.getTitle());var wb=ab.writeHead;ab.writeHead=function(lb){wb.apply(this,arguments);mxClient.IS_GC&&(lb.writeln('<style type="text/css">'),lb.writeln("@media print {"),lb.writeln(".MathJax svg { shape-rendering: crispEdges; }"),lb.writeln("}"),lb.writeln("</style>"));null!=u.editor.fontCss&&(lb.writeln('<style type="text/css">'), -lb.writeln(u.editor.fontCss),lb.writeln("</style>"));for(var xb=Ya.getCustomFonts(),c=0;c<xb.length;c++){var m=xb[c].name,x=xb[c].url;Graph.isCssFontUrl(x)?lb.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(x)+'" charset="UTF-8" type="text/css">'):(lb.writeln('<style type="text/css">'),lb.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(m)+'";\nsrc: url("'+mxUtils.htmlEntities(x)+'");\n}'),lb.writeln("</style>"))}};if("undefined"!==typeof MathJax){var Ab=ab.renderPage;ab.renderPage= -function(lb,xb,c,m,x,p){var v=mxClient.NO_FO,A=Ab.apply(this,arguments);mxClient.NO_FO=v;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:A.className="geDisableMathJax";return A}}mb=null;pb=Q.shapeForegroundColor;tb=Q.shapeBackgroundColor;db=Q.enableFlowAnimation;Q.enableFlowAnimation=!1;null!=Q.themes&&"darkTheme"==Q.defaultThemeName&&(mb=Q.stylesheet,Q.stylesheet=Q.getDefaultStylesheet(),Q.shapeForegroundColor="#000000",Q.shapeBackgroundColor="#ffffff",Q.refresh());ab.open(null,null, -kb,!0);Q.enableFlowAnimation=db;null!=mb&&(Q.shapeForegroundColor=pb,Q.shapeBackgroundColor=tb,Q.stylesheet=mb,Q.refresh())}else{db=Ya.background;if(null==db||""==db||db==mxConstants.NONE)db="#ffffff";ab.backgroundColor=db;ab.autoOrigin=tb;ab.appendGraph(Ya,rb,mb,pb,kb,!0);kb=Ya.getCustomFonts();if(null!=ab.wnd)for(mb=0;mb<kb.length;mb++)pb=kb[mb].name,tb=kb[mb].url,Graph.isCssFontUrl(tb)?ab.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(tb)+'" charset="UTF-8" type="text/css">'): -(ab.wnd.document.writeln('<style type="text/css">'),ab.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(pb)+'";\nsrc: url("'+mxUtils.htmlEntities(tb)+'");\n}'),ab.wnd.document.writeln("</style>"))}hb&&(Ya.useCssTransforms=hb,Ya.currentTranslate=ob,Ya.currentScale=vb,Ya.view.translate=nb,Ya.view.scale=Bb);return ab}var Na=parseInt(ra.value)/100;isNaN(Na)&&(Na=1,ra.value="100 %");Na*=.75;var Ma=null,za=Q.shapeForegroundColor,Ba=Q.shapeBackgroundColor;null!=Q.themes&&"darkTheme"== -Q.defaultThemeName&&(Ma=Q.stylesheet,Q.stylesheet=Q.getDefaultStylesheet(),Q.shapeForegroundColor="#000000",Q.shapeBackgroundColor="#ffffff",Q.refresh());var Ca=Da.value,ya=Aa.value,Ga=!ua.checked,Za=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(u,ua.checked,Ca,ya,Oa.checked,W.value,na.value,parseInt(Ra.value)/100,parseInt(ra.value)/100,wa.get());else{Ga&&(Ga=Fa.checked||Ca==pa&&ya==pa);if(!Ga&&null!=u.pages&&u.pages.length){var Pa=0;Ga=u.pages.length-1;ua.checked||(Pa=parseInt(Ca)-1,Ga= -parseInt(ya)-1);for(var fb=Pa;fb<=Ga;fb++){var bb=u.pages[fb];Ca=bb==u.currentPage?Q:null;if(null==Ca){Ca=u.createTemporaryGraph(Q.stylesheet);Ca.shapeForegroundColor=Q.shapeForegroundColor;Ca.shapeBackgroundColor=Q.shapeBackgroundColor;ya=!0;Pa=!1;var jb=null,eb=null;null==bb.viewState&&null==bb.root&&u.updatePageRoot(bb);null!=bb.viewState&&(ya=bb.viewState.pageVisible,Pa=bb.viewState.mathEnabled,jb=bb.viewState.background,eb=bb.viewState.backgroundImage,Ca.extFonts=bb.viewState.extFonts);null!= -eb&&null!=eb.originalSrc&&(eb=u.createImageForPageLink(eb.originalSrc,bb));Ca.background=jb;Ca.backgroundImage=null!=eb?new mxImage(eb.src,eb.width,eb.height,eb.x,eb.y):null;Ca.pageVisible=ya;Ca.mathEnabled=Pa;var qb=Ca.getGraphBounds;Ca.getGraphBounds=function(){var Ya=qb.apply(this,arguments),ab=this.backgroundImage;if(null!=ab&&null!=ab.width&&null!=ab.height){var kb=this.view.translate,hb=this.view.scale;Ya=mxRectangle.fromRectangle(Ya);Ya.add(new mxRectangle((kb.x+ab.x)*hb,(kb.y+ab.y)*hb,ab.width* -hb,ab.height*hb))}return Ya};var ub=Ca.getGlobalVariable;Ca.getGlobalVariable=function(Ya){return"page"==Ya?bb.getName():"pagenumber"==Ya?fb+1:"pagecount"==Ya?null!=u.pages?u.pages.length:1:ub.apply(this,arguments)};document.body.appendChild(Ca.container);u.updatePageRoot(bb);Ca.model.setRoot(bb.root)}Za=Ea(Ca,Za,fb!=Ga);Ca!=Q&&Ca.container.parentNode.removeChild(Ca.container)}}else Za=Ea(Q);null==Za?u.handleError({message:mxResources.get("errorUpdatingPreview")}):(Za.mathEnabled&&(Ga=Za.wnd.document, -xa&&(Za.wnd.IMMEDIATE_PRINT=!0),Ga.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),Za.closeDocument(),!Za.mathEnabled&&xa&&PrintDialog.printPreview(Za));null!=Ma&&(Q.shapeForegroundColor=za,Q.shapeBackgroundColor=Ba,Q.stylesheet=Ma,Q.refresh())}}var Q=u.editor.graph,da=document.createElement("div"),ea=document.createElement("h3");ea.style.width="100%";ea.style.textAlign="center";ea.style.marginTop="0px";mxUtils.write(ea,H||mxResources.get("print")); -da.appendChild(ea);var fa=1,pa=1;ea=document.createElement("div");ea.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var ua=document.createElement("input");ua.style.cssText="margin-right:8px;margin-bottom:8px;";ua.setAttribute("value","all");ua.setAttribute("type","radio");ua.setAttribute("name","pages-printdialog");ea.appendChild(ua);H=document.createElement("span");mxUtils.write(H,mxResources.get("printAllPages"));ea.appendChild(H);mxUtils.br(ea);var qa= -ua.cloneNode(!0);ua.setAttribute("checked","checked");qa.setAttribute("value","range");ea.appendChild(qa);H=document.createElement("span");mxUtils.write(H,mxResources.get("pages")+":");ea.appendChild(H);var Da=document.createElement("input");Da.style.cssText="margin:0 8px 0 8px;";Da.setAttribute("value","1");Da.setAttribute("type","number");Da.setAttribute("min","1");Da.style.width="50px";ea.appendChild(Da);H=document.createElement("span");mxUtils.write(H,mxResources.get("to"));ea.appendChild(H); -var Aa=Da.cloneNode(!0);ea.appendChild(Aa);mxEvent.addListener(Da,"focus",function(){qa.checked=!0});mxEvent.addListener(Aa,"focus",function(){qa.checked=!0});mxEvent.addListener(Da,"change",P);mxEvent.addListener(Aa,"change",P);if(null!=u.pages&&(fa=u.pages.length,null!=u.currentPage))for(H=0;H<u.pages.length;H++)if(u.currentPage==u.pages[H]){pa=H+1;Da.value=pa;Aa.value=pa;break}Da.setAttribute("max",fa);Aa.setAttribute("max",fa);u.isPagesEnabled()?1<fa&&(da.appendChild(ea),qa.checked=!0):qa.checked= -!0;mxUtils.br(ea);var Fa=document.createElement("input");Fa.setAttribute("value","all");Fa.setAttribute("type","radio");Fa.style.marginRight="8px";Q.isSelectionEmpty()&&Fa.setAttribute("disabled","disabled");var ta=document.createElement("div");ta.style.marginBottom="10px";1==fa?(Fa.setAttribute("type","checkbox"),Fa.style.marginBottom="12px",ta.appendChild(Fa)):(Fa.setAttribute("name","pages-printdialog"),Fa.style.marginBottom="8px",ea.appendChild(Fa));H=document.createElement("span");mxUtils.write(H, -mxResources.get("selectionOnly"));Fa.parentNode.appendChild(H);1==fa&&mxUtils.br(Fa.parentNode);var Sa=document.createElement("input");Sa.style.marginRight="8px";Sa.setAttribute("value","adjust");Sa.setAttribute("type","radio");Sa.setAttribute("name","printZoom");ta.appendChild(Sa);H=document.createElement("span");mxUtils.write(H,mxResources.get("adjustTo"));ta.appendChild(H);var Ra=document.createElement("input");Ra.style.cssText="margin:0 8px 0 8px;";Ra.setAttribute("value","100 %");Ra.style.width= -"50px";ta.appendChild(Ra);mxEvent.addListener(Ra,"focus",function(){Sa.checked=!0});da.appendChild(ta);ea=ea.cloneNode(!1);var Oa=Sa.cloneNode(!0);Oa.setAttribute("value","fit");Sa.setAttribute("checked","checked");H=document.createElement("div");H.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";H.appendChild(Oa);ea.appendChild(H);ta=document.createElement("table");ta.style.display="inline-block";var Va=document.createElement("tbody"),Ja=document.createElement("tr"),cb=Ja.cloneNode(!0), -$a=document.createElement("td"),y=$a.cloneNode(!0),K=$a.cloneNode(!0),N=$a.cloneNode(!0),T=$a.cloneNode(!0),U=$a.cloneNode(!0);$a.style.textAlign="right";N.style.textAlign="right";mxUtils.write($a,mxResources.get("fitTo"));var W=document.createElement("input");W.style.cssText="margin:0 8px 0 8px;";W.setAttribute("value","1");W.setAttribute("min","1");W.setAttribute("type","number");W.style.width="40px";y.appendChild(W);H=document.createElement("span");mxUtils.write(H,mxResources.get("fitToSheetsAcross")); -K.appendChild(H);mxUtils.write(N,mxResources.get("fitToBy"));var na=W.cloneNode(!0);T.appendChild(na);mxEvent.addListener(W,"focus",function(){Oa.checked=!0});mxEvent.addListener(na,"focus",function(){Oa.checked=!0});H=document.createElement("span");mxUtils.write(H,mxResources.get("fitToSheetsDown"));U.appendChild(H);Ja.appendChild($a);Ja.appendChild(y);Ja.appendChild(K);cb.appendChild(N);cb.appendChild(T);cb.appendChild(U);Va.appendChild(Ja);Va.appendChild(cb);ta.appendChild(Va);ea.appendChild(ta); -da.appendChild(ea);ea=document.createElement("div");H=document.createElement("div");H.style.fontWeight="bold";H.style.marginBottom="12px";mxUtils.write(H,mxResources.get("paperSize"));ea.appendChild(H);H=document.createElement("div");H.style.marginBottom="12px";var wa=PageSetupDialog.addPageFormatPanel(H,"printdialog",u.editor.graph.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT);ea.appendChild(H);H=document.createElement("span");mxUtils.write(H,mxResources.get("pageScale"));ea.appendChild(H);var ra= -document.createElement("input");ra.style.cssText="margin:0 8px 0 8px;";ra.setAttribute("value","100 %");ra.style.width="60px";ea.appendChild(ra);da.appendChild(ea);H=document.createElement("div");H.style.cssText="text-align:right;margin:48px 0 0 0;";ea=mxUtils.button(mxResources.get("cancel"),function(){u.hideDialog()});ea.className="geBtn";u.editor.cancelFirst&&H.appendChild(ea);u.isOffline()||(ta=mxUtils.button(mxResources.get("help"),function(){Q.openLink("https://www.diagrams.net/doc/faq/print-diagram")}), -ta.className="geBtn",H.appendChild(ta));PrintDialog.previewEnabled&&(ta=mxUtils.button(mxResources.get("preview"),function(){u.hideDialog();V(!1)}),ta.className="geBtn",H.appendChild(ta));ta=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){u.hideDialog();V(!0)});ta.className="geBtn gePrimaryBtn";H.appendChild(ta);u.editor.cancelFirst||H.appendChild(ea);da.appendChild(H);this.container=da};var S=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute=function(){null== -this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var u=this.image;null!=u&&null!=u.src&&Graph.isPageLink(u.src)&&(u={originalSrc:u.src});this.page.viewState.backgroundImage=u}null!=this.format&&(this.page.viewState.pageFormat=this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible= -this.shadowVisible)}}else S.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var ja=document.createElement("canvas"),ma=new Image;ma.onload=function(){try{ja.getContext("2d").drawImage(ma, -0,0);var u=ja.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=u&&6<u.length}catch(H){}};ma.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(u){}Editor.prototype.useCanvasForExport=!1})(); -(function(){var b=new mxObjectCodec(new ChangePageSetup,["ui","previousColor","previousImage","previousFormat"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};b.afterDecode=function(e,k,n){n.previousColor=n.color;n.previousImage=n.image;n.previousFormat=n.format;null!=n.foldingEnabled&&(n.foldingEnabled=!n.foldingEnabled);null!=n.mathEnabled&&(n.mathEnabled=!n.mathEnabled);null!=n.shadowVisible&&(n.shadowVisible=!n.shadowVisible);return n};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangeGridColor,["ui"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.1";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= +"/pid2/mxPidInstruments.js"];mxStencilRegistry.libraries.pid2misc=[SHAPES_PATH+"/pid2/mxPidMisc.js",STENCIL_PATH+"/pid/misc.xml"];mxStencilRegistry.libraries.pid2valves=[SHAPES_PATH+"/pid2/mxPidValves.js"];mxStencilRegistry.libraries.pidFlowSensors=[STENCIL_PATH+"/pid/flow_sensors.xml"];mxMarker.getPackageForType=function(q){var F=null;null!=q&&0<q.length&&("ER"==q.substring(0,2)?F="mxgraph.er":"sysML"==q.substring(0,5)&&(F="mxgraph.sysml"));return F};var Z=mxMarker.createMarker;mxMarker.createMarker= +function(q,F,R,W,T,ba,ia,ra,ta,ma){if(null!=R&&null==mxMarker.markers[R]){var pa=this.getPackageForType(R);null!=pa&&mxStencilRegistry.getStencil(pa)}return Z.apply(this,arguments)};var P=mxStencil.prototype.drawShape;mxStencil.prototype.drawShape=function(q,F,R,W,T,ba){"1"==mxUtils.getValue(F.style,"lineShape",null)&&q.setFillColor(mxUtils.getValue(F.style,mxConstants.STYLE_STROKECOLOR,this.stroke));return P.apply(this,arguments)};PrintDialog.prototype.create=function(q,F){function R(){Ba.value= +Math.max(1,Math.min(ra,Math.max(parseInt(Ba.value),parseInt(za.value))));za.value=Math.max(1,Math.min(ra,Math.min(parseInt(Ba.value),parseInt(za.value))))}function W(ya){function Fa($a,ab,ib){var gb=$a.useCssTransforms,qb=$a.currentTranslate,nb=$a.currentScale,mb=$a.view.translate,Bb=$a.view.scale;$a.useCssTransforms&&($a.useCssTransforms=!1,$a.currentTranslate=new mxPoint(0,0),$a.currentScale=1,$a.view.translate=new mxPoint(0,0),$a.view.scale=1);var wb=$a.getGraphBounds(),rb=0,vb=0,kb=xa.get(),hb= +1/$a.pageScale,tb=Ra.checked;if(tb){hb=parseInt(ha.value);var Cb=parseInt(la.value);hb=Math.min(kb.height*Cb/(wb.height/$a.view.scale),kb.width*hb/(wb.width/$a.view.scale))}else hb=parseInt(Da.value)/(100*$a.pageScale),isNaN(hb)&&(wa=1/$a.pageScale,Da.value="100 %");kb=mxRectangle.fromRectangle(kb);kb.width=Math.ceil(kb.width*wa);kb.height=Math.ceil(kb.height*wa);hb*=wa;!tb&&$a.pageVisible?(wb=$a.getPageLayout(),rb-=wb.x*kb.width,vb-=wb.y*kb.height):tb=!0;if(null==ab){ab=PrintDialog.createPrintPreview($a, +hb,kb,0,rb,vb,tb);ab.pageSelector=!1;ab.mathEnabled=!1;Ia.checked&&(ab.isCellVisible=function(ob){return $a.isCellSelected(ob)});rb=q.getCurrentFile();null!=rb&&(ab.title=rb.getTitle());var xb=ab.writeHead;ab.writeHead=function(ob){xb.apply(this,arguments);mxClient.IS_GC&&(ob.writeln('<style type="text/css">'),ob.writeln("@media print {"),ob.writeln(".MathJax svg { shape-rendering: crispEdges; }"),ob.writeln("}"),ob.writeln("</style>"));null!=q.editor.fontCss&&(ob.writeln('<style type="text/css">'), +ob.writeln(q.editor.fontCss),ob.writeln("</style>"));for(var yb=$a.getCustomFonts(),Ab=0;Ab<yb.length;Ab++){var c=yb[Ab].name,l=yb[Ab].url;Graph.isCssFontUrl(l)?ob.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(l)+'" charset="UTF-8" type="text/css">'):(ob.writeln('<style type="text/css">'),ob.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(c)+'";\nsrc: url("'+mxUtils.htmlEntities(l)+'");\n}'),ob.writeln("</style>"))}};if("undefined"!==typeof MathJax){var zb=ab.renderPage; +ab.renderPage=function(ob,yb,Ab,c,l,v){var n=mxClient.NO_FO,t=zb.apply(this,arguments);mxClient.NO_FO=n;this.graph.mathEnabled?this.mathEnabled=this.mathEnabled||!0:t.className="geDisableMathJax";return t}}rb=null;vb=T.shapeForegroundColor;tb=T.shapeBackgroundColor;kb=T.enableFlowAnimation;T.enableFlowAnimation=!1;null!=T.themes&&"darkTheme"==T.defaultThemeName&&(rb=T.stylesheet,T.stylesheet=T.getDefaultStylesheet(),T.shapeForegroundColor="#000000",T.shapeBackgroundColor="#ffffff",T.refresh());ab.open(null, +null,ib,!0);T.enableFlowAnimation=kb;null!=rb&&(T.shapeForegroundColor=vb,T.shapeBackgroundColor=tb,T.stylesheet=rb,T.refresh())}else{kb=$a.background;if(null==kb||""==kb||kb==mxConstants.NONE)kb="#ffffff";ab.backgroundColor=kb;ab.autoOrigin=tb;ab.appendGraph($a,hb,rb,vb,ib,!0);ib=$a.getCustomFonts();if(null!=ab.wnd)for(rb=0;rb<ib.length;rb++)vb=ib[rb].name,tb=ib[rb].url,Graph.isCssFontUrl(tb)?ab.wnd.document.writeln('<link rel="stylesheet" href="'+mxUtils.htmlEntities(tb)+'" charset="UTF-8" type="text/css">'): +(ab.wnd.document.writeln('<style type="text/css">'),ab.wnd.document.writeln('@font-face {\nfont-family: "'+mxUtils.htmlEntities(vb)+'";\nsrc: url("'+mxUtils.htmlEntities(tb)+'");\n}'),ab.wnd.document.writeln("</style>"))}gb&&($a.useCssTransforms=gb,$a.currentTranslate=qb,$a.currentScale=nb,$a.view.translate=mb,$a.view.scale=Bb);return ab}var wa=parseInt(sa.value)/100;isNaN(wa)&&(wa=1,sa.value="100 %");wa*=.75;var ua=null,La=T.shapeForegroundColor,Oa=T.shapeBackgroundColor;null!=T.themes&&"darkTheme"== +T.defaultThemeName&&(ua=T.stylesheet,T.stylesheet=T.getDefaultStylesheet(),T.shapeForegroundColor="#000000",T.shapeBackgroundColor="#ffffff",T.refresh());var Ca=za.value,Ma=Ba.value,Ga=!ma.checked,Ya=null;if(EditorUi.isElectronApp)PrintDialog.electronPrint(q,ma.checked,Ca,Ma,Ra.checked,ha.value,la.value,parseInt(Da.value)/100,parseInt(sa.value)/100,xa.get());else{Ga&&(Ga=Ia.checked||Ca==ta&&Ma==ta);if(!Ga&&null!=q.pages&&q.pages.length){var db=0;Ga=q.pages.length-1;ma.checked||(db=parseInt(Ca)-1, +Ga=parseInt(Ma)-1);for(var eb=db;eb<=Ga;eb++){var cb=q.pages[eb];Ca=cb==q.currentPage?T:null;if(null==Ca){Ca=q.createTemporaryGraph(T.stylesheet);Ca.shapeForegroundColor=T.shapeForegroundColor;Ca.shapeBackgroundColor=T.shapeBackgroundColor;Ma=!0;db=!1;var ub=null,fb=null;null==cb.viewState&&null==cb.root&&q.updatePageRoot(cb);null!=cb.viewState&&(Ma=cb.viewState.pageVisible,db=cb.viewState.mathEnabled,ub=cb.viewState.background,fb=cb.viewState.backgroundImage,Ca.extFonts=cb.viewState.extFonts);null!= +fb&&null!=fb.originalSrc&&(fb=q.createImageForPageLink(fb.originalSrc,cb));Ca.background=ub;Ca.backgroundImage=null!=fb?new mxImage(fb.src,fb.width,fb.height,fb.x,fb.y):null;Ca.pageVisible=Ma;Ca.mathEnabled=db;var pb=Ca.getGraphBounds;Ca.getGraphBounds=function(){var $a=pb.apply(this,arguments),ab=this.backgroundImage;if(null!=ab&&null!=ab.width&&null!=ab.height){var ib=this.view.translate,gb=this.view.scale;$a=mxRectangle.fromRectangle($a);$a.add(new mxRectangle((ib.x+ab.x)*gb,(ib.y+ab.y)*gb,ab.width* +gb,ab.height*gb))}return $a};var lb=Ca.getGlobalVariable;Ca.getGlobalVariable=function($a){return"page"==$a?cb.getName():"pagenumber"==$a?eb+1:"pagecount"==$a?null!=q.pages?q.pages.length:1:lb.apply(this,arguments)};document.body.appendChild(Ca.container);q.updatePageRoot(cb);Ca.model.setRoot(cb.root)}Ya=Fa(Ca,Ya,eb!=Ga);Ca!=T&&Ca.container.parentNode.removeChild(Ca.container)}}else Ya=Fa(T);null==Ya?q.handleError({message:mxResources.get("errorUpdatingPreview")}):(Ya.mathEnabled&&(Ga=Ya.wnd.document, +ya&&(Ya.wnd.IMMEDIATE_PRINT=!0),Ga.writeln('<script type="text/javascript" src="'+DRAWIO_BASE_URL+'/js/math-print.js">\x3c/script>')),Ya.closeDocument(),!Ya.mathEnabled&&ya&&PrintDialog.printPreview(Ya));null!=ua&&(T.shapeForegroundColor=La,T.shapeBackgroundColor=Oa,T.stylesheet=ua,T.refresh())}}var T=q.editor.graph,ba=document.createElement("div"),ia=document.createElement("h3");ia.style.width="100%";ia.style.textAlign="center";ia.style.marginTop="0px";mxUtils.write(ia,F||mxResources.get("print")); +ba.appendChild(ia);var ra=1,ta=1;ia=document.createElement("div");ia.style.cssText="border-bottom:1px solid lightGray;padding-bottom:12px;margin-bottom:12px;";var ma=document.createElement("input");ma.style.cssText="margin-right:8px;margin-bottom:8px;";ma.setAttribute("value","all");ma.setAttribute("type","radio");ma.setAttribute("name","pages-printdialog");ia.appendChild(ma);F=document.createElement("span");mxUtils.write(F,mxResources.get("printAllPages"));ia.appendChild(F);mxUtils.br(ia);var pa= +ma.cloneNode(!0);ma.setAttribute("checked","checked");pa.setAttribute("value","range");ia.appendChild(pa);F=document.createElement("span");mxUtils.write(F,mxResources.get("pages")+":");ia.appendChild(F);var za=document.createElement("input");za.style.cssText="margin:0 8px 0 8px;";za.setAttribute("value","1");za.setAttribute("type","number");za.setAttribute("min","1");za.style.width="50px";ia.appendChild(za);F=document.createElement("span");mxUtils.write(F,mxResources.get("to"));ia.appendChild(F); +var Ba=za.cloneNode(!0);ia.appendChild(Ba);mxEvent.addListener(za,"focus",function(){pa.checked=!0});mxEvent.addListener(Ba,"focus",function(){pa.checked=!0});mxEvent.addListener(za,"change",R);mxEvent.addListener(Ba,"change",R);if(null!=q.pages&&(ra=q.pages.length,null!=q.currentPage))for(F=0;F<q.pages.length;F++)if(q.currentPage==q.pages[F]){ta=F+1;za.value=ta;Ba.value=ta;break}za.setAttribute("max",ra);Ba.setAttribute("max",ra);q.isPagesEnabled()?1<ra&&(ba.appendChild(ia),pa.checked=!0):pa.checked= +!0;mxUtils.br(ia);var Ia=document.createElement("input");Ia.setAttribute("value","all");Ia.setAttribute("type","radio");Ia.style.marginRight="8px";T.isSelectionEmpty()&&Ia.setAttribute("disabled","disabled");var Aa=document.createElement("div");Aa.style.marginBottom="10px";1==ra?(Ia.setAttribute("type","checkbox"),Ia.style.marginBottom="12px",Aa.appendChild(Ia)):(Ia.setAttribute("name","pages-printdialog"),Ia.style.marginBottom="8px",ia.appendChild(Ia));F=document.createElement("span");mxUtils.write(F, +mxResources.get("selectionOnly"));Ia.parentNode.appendChild(F);1==ra&&mxUtils.br(Ia.parentNode);var Ka=document.createElement("input");Ka.style.marginRight="8px";Ka.setAttribute("value","adjust");Ka.setAttribute("type","radio");Ka.setAttribute("name","printZoom");Aa.appendChild(Ka);F=document.createElement("span");mxUtils.write(F,mxResources.get("adjustTo"));Aa.appendChild(F);var Da=document.createElement("input");Da.style.cssText="margin:0 8px 0 8px;";Da.setAttribute("value","100 %");Da.style.width= +"50px";Aa.appendChild(Da);mxEvent.addListener(Da,"focus",function(){Ka.checked=!0});ba.appendChild(Aa);ia=ia.cloneNode(!1);var Ra=Ka.cloneNode(!0);Ra.setAttribute("value","fit");Ka.setAttribute("checked","checked");F=document.createElement("div");F.style.cssText="display:inline-block;vertical-align:top;padding-top:2px;";F.appendChild(Ra);ia.appendChild(F);Aa=document.createElement("table");Aa.style.display="inline-block";var Qa=document.createElement("tbody"),Ta=document.createElement("tr"),Za=Ta.cloneNode(!0), +Pa=document.createElement("td"),y=Pa.cloneNode(!0),M=Pa.cloneNode(!0),N=Pa.cloneNode(!0),S=Pa.cloneNode(!0),X=Pa.cloneNode(!0);Pa.style.textAlign="right";N.style.textAlign="right";mxUtils.write(Pa,mxResources.get("fitTo"));var ha=document.createElement("input");ha.style.cssText="margin:0 8px 0 8px;";ha.setAttribute("value","1");ha.setAttribute("min","1");ha.setAttribute("type","number");ha.style.width="40px";y.appendChild(ha);F=document.createElement("span");mxUtils.write(F,mxResources.get("fitToSheetsAcross")); +M.appendChild(F);mxUtils.write(N,mxResources.get("fitToBy"));var la=ha.cloneNode(!0);S.appendChild(la);mxEvent.addListener(ha,"focus",function(){Ra.checked=!0});mxEvent.addListener(la,"focus",function(){Ra.checked=!0});F=document.createElement("span");mxUtils.write(F,mxResources.get("fitToSheetsDown"));X.appendChild(F);Ta.appendChild(Pa);Ta.appendChild(y);Ta.appendChild(M);Za.appendChild(N);Za.appendChild(S);Za.appendChild(X);Qa.appendChild(Ta);Qa.appendChild(Za);Aa.appendChild(Qa);ia.appendChild(Aa); +ba.appendChild(ia);ia=document.createElement("div");F=document.createElement("div");F.style.fontWeight="bold";F.style.marginBottom="12px";mxUtils.write(F,mxResources.get("paperSize"));ia.appendChild(F);F=document.createElement("div");F.style.marginBottom="12px";var xa=PageSetupDialog.addPageFormatPanel(F,"printdialog",q.editor.graph.pageFormat||mxConstants.PAGE_FORMAT_A4_PORTRAIT);ia.appendChild(F);F=document.createElement("span");mxUtils.write(F,mxResources.get("pageScale"));ia.appendChild(F);var sa= +document.createElement("input");sa.style.cssText="margin:0 8px 0 8px;";sa.setAttribute("value","100 %");sa.style.width="60px";ia.appendChild(sa);ba.appendChild(ia);F=document.createElement("div");F.style.cssText="text-align:right;margin:48px 0 0 0;";ia=mxUtils.button(mxResources.get("cancel"),function(){q.hideDialog()});ia.className="geBtn";q.editor.cancelFirst&&F.appendChild(ia);q.isOffline()||(Aa=mxUtils.button(mxResources.get("help"),function(){T.openLink("https://www.diagrams.net/doc/faq/print-diagram")}), +Aa.className="geBtn",F.appendChild(Aa));PrintDialog.previewEnabled&&(Aa=mxUtils.button(mxResources.get("preview"),function(){q.hideDialog();W(!1)}),Aa.className="geBtn",F.appendChild(Aa));Aa=mxUtils.button(mxResources.get(PrintDialog.previewEnabled?"print":"ok"),function(){q.hideDialog();W(!0)});Aa.className="geBtn gePrimaryBtn";F.appendChild(Aa);q.editor.cancelFirst||F.appendChild(ia);ba.appendChild(F);this.container=ba};var da=ChangePageSetup.prototype.execute;ChangePageSetup.prototype.execute= +function(){null==this.page&&(this.page=this.ui.currentPage);if(this.page!=this.ui.currentPage){if(null!=this.page.viewState){this.ignoreColor||(this.page.viewState.background=this.color);if(!this.ignoreImage){var q=this.image;null!=q&&null!=q.src&&Graph.isPageLink(q.src)&&(q={originalSrc:q.src});this.page.viewState.backgroundImage=q}null!=this.format&&(this.page.viewState.pageFormat=this.format);null!=this.mathEnabled&&(this.page.viewState.mathEnabled=this.mathEnabled);null!=this.shadowVisible&&(this.page.viewState.shadowVisible= +this.shadowVisible)}}else da.apply(this,arguments),null!=this.mathEnabled&&this.mathEnabled!=this.ui.isMathEnabled()&&(this.ui.setMathEnabled(this.mathEnabled),this.mathEnabled=!this.mathEnabled),null!=this.shadowVisible&&this.shadowVisible!=this.ui.editor.graph.shadowVisible&&(this.ui.editor.graph.setShadowVisible(this.shadowVisible),this.shadowVisible=!this.shadowVisible)};Editor.prototype.useCanvasForExport=!1;try{var ja=document.createElement("canvas"),ka=new Image;ka.onload=function(){try{ja.getContext("2d").drawImage(ka, +0,0);var q=ja.toDataURL("image/png");Editor.prototype.useCanvasForExport=null!=q&&6<q.length}catch(F){}};ka.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}Editor.prototype.useCanvasForExport=!1})(); 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k};mxCodecRegistry.register(b)})();(function(){EditorUi.VERSION="20.1.4";EditorUi.compactUi="atlas"!=uiTheme;Editor.isDarkMode()&&(mxGraphView.prototype.gridColor=mxGraphView.prototype.defaultDarkGridColor);EditorUi.enableLogging="1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&(/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname))&&"support.draw.io"!=window.location.hostname;EditorUi.drawHost=window.DRAWIO_BASE_URL;EditorUi.lightboxHost=window.DRAWIO_LIGHTBOX_URL;EditorUi.lastErrorMessage= null;EditorUi.ignoredAnonymizedChars="\n\t`~!@#$%^&*()_+{}|:\"<>?-=[];'./,\n\t";EditorUi.templateFile=TEMPLATE_PATH+"/index.xml";EditorUi.cacheUrl=window.REALTIME_URL;null==EditorUi.cacheUrl&&"undefined"!==typeof DrawioFile&&(DrawioFile.SYNC="none");Editor.cacheTimeout=1E4;EditorUi.enablePlantUml=EditorUi.enableLogging;EditorUi.isElectronApp=null!=window&&null!=window.process&&null!=window.process.versions&&null!=window.process.versions.electron;EditorUi.nativeFileSupport=!mxClient.IS_OP&&!EditorUi.isElectronApp&& "1"!=urlParams.extAuth&&"showSaveFilePicker"in window&&"showOpenFilePicker"in window;EditorUi.enableDrafts=!mxClient.IS_CHROMEAPP&&isLocalStorage&&"0"!=urlParams.drafts;EditorUi.scratchpadHelpLink="https://www.diagrams.net/doc/faq/scratchpad";EditorUi.enableHtmlEditOption=!0;EditorUi.defaultMermaidConfig={theme:"neutral",arrowMarkerAbsolute:!1,flowchart:{htmlLabels:!1},sequence:{diagramMarginX:50,diagramMarginY:10,actorMargin:50,width:150,height:65,boxMargin:10,boxTextMargin:5,noteMargin:10,messageMargin:35, 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Image).src=C+"/log?severity="+z+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(d)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(g)+(null!=l?":colno:"+ -encodeURIComponent(l):"")+(null!=q&&null!=q.stack?"&stack="+encodeURIComponent(q.stack):"")}}catch(I){}try{F||null==window.console||console.error(z,d,f,g,l,q)}catch(I){}};EditorUi.logEvent=function(d){if("1"==urlParams.dev)EditorUi.debug("logEvent",d);else if(EditorUi.enableLogging)try{var f=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=f+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=d?"&data="+encodeURIComponent(JSON.stringify(d)):"")}catch(g){}};EditorUi.sendReport= +mirrorActors:!0,bottomMarginAdj:1,useMaxWidth:!0,rightAngles:!1,showSequenceNumbers:!1},gantt:{titleTopMargin:25,barHeight:20,barGap:4,topPadding:50,leftPadding:75,gridLineStartPadding:35,fontSize:11,fontFamily:'"Open-Sans", "sans-serif"',numberSectionStyles:4,axisFormat:"%Y-%m-%d"}};EditorUi.logError=function(d,f,g,x,z,u,H){u=null!=u?u:0<=d.indexOf("NetworkError")||0<=d.indexOf("SecurityError")||0<=d.indexOf("NS_ERROR_FAILURE")||0<=d.indexOf("out of memory")?"CONFIG":"SEVERE";if(EditorUi.enableLogging&& +"1"!=urlParams.dev)try{if(d!=EditorUi.lastErrorMessage&&(null==d||null==f||-1==d.indexOf("Script error")&&-1==d.indexOf("extension"))&&null!=d&&0>d.indexOf("DocumentClosedError")){EditorUi.lastErrorMessage=d;var L=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";z=null!=z?z:Error(d);(new Image).src=L+"/log?severity="+u+"&v="+encodeURIComponent(EditorUi.VERSION)+"&msg=clientError:"+encodeURIComponent(d)+":url:"+encodeURIComponent(window.location.href)+":lnum:"+encodeURIComponent(g)+(null!=x?":colno:"+ +encodeURIComponent(x):"")+(null!=z&&null!=z.stack?"&stack="+encodeURIComponent(z.stack):"")}}catch(C){}try{H||null==window.console||console.error(u,d,f,g,x,z)}catch(C){}};EditorUi.logEvent=function(d){if("1"==urlParams.dev)EditorUi.debug("logEvent",d);else if(EditorUi.enableLogging)try{var f=null!=window.DRAWIO_LOG_URL?window.DRAWIO_LOG_URL:"";(new Image).src=f+"/images/1x1.png?v="+encodeURIComponent(EditorUi.VERSION)+(null!=d?"&data="+encodeURIComponent(JSON.stringify(d)):"")}catch(g){}};EditorUi.sendReport= function(d,f){if("1"==urlParams.dev)EditorUi.debug("sendReport",d);else if(EditorUi.enableLogging)try{f=null!=f?f:5E4,d.length>f&&(d=d.substring(0,f)+"\n...[SHORTENED]"),mxUtils.post("/email","version="+encodeURIComponent(EditorUi.VERSION)+"&url="+encodeURIComponent(window.location.href)+"&data="+encodeURIComponent(d))}catch(g){}};EditorUi.debug=function(){try{if(null!=window.console&&"1"==urlParams.test){for(var d=[(new Date).toISOString()],f=0;f<arguments.length;f++)d.push(arguments[f]);console.log.apply(console, d)}}catch(g){}};EditorUi.removeChildNodes=function(d){for(;null!=d.firstChild;)d.removeChild(d.firstChild)};EditorUi.prototype.emptyDiagramXml='<mxGraphModel><root><mxCell id="0"/><mxCell id="1" parent="0"/></root></mxGraphModel>';EditorUi.prototype.emptyLibraryXml="<mxlibrary>[]</mxlibrary>";EditorUi.prototype.mode=null;EditorUi.prototype.timeout=Editor.prototype.timeout;EditorUi.prototype.sidebarFooterHeight=38;EditorUi.prototype.defaultCustomShapeStyle="shape=stencil(tZRtTsQgEEBPw1+DJR7AoN6DbWftpAgE0Ortd/jYRGq72R+YNE2YgTePloEJGWblgA18ZuKFDcMj5/Sm8boZq+BgjCX4pTyqk6ZlKROitwusOMXKQDODx5iy4pXxZ5qTHiFHawxB0JrQZH7lCabQ0Fr+XWC1/E8zcsT/gAi+Subo2/3Mh6d/oJb5nU1b5tW7r2knautaa3T+U32o7f7vZwpJkaNDLORJjcu7t59m2jXxqX9un+tt022acsfmoKaQZ+vhhswZtS6Ne/ThQGt0IV0N3Yyv6P3CeT9/tHO0XFI5cAE=);whiteSpace=wrap;html=1;"; EditorUi.prototype.maxBackgroundSize=1600;EditorUi.prototype.maxImageSize=520;EditorUi.prototype.maxTextWidth=520;EditorUi.prototype.resampleThreshold=1E5;EditorUi.prototype.maxImageBytes=1E6;EditorUi.prototype.maxBackgroundBytes=25E5;EditorUi.prototype.maxTextBytes=5E5;EditorUi.prototype.currentFile=null;EditorUi.prototype.printPdfExport=!1;EditorUi.prototype.pdfPageExport=!0;EditorUi.prototype.formatEnabled="0"!=urlParams.format;EditorUi.prototype.insertTemplateEnabled=!0;EditorUi.prototype.closableScratchpad= -!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var d=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!d.getContext||!d.getContext("2d"))}catch(q){}try{var f=document.createElement("canvas"),g=new Image;g.onload=function(){try{f.getContext("2d").drawImage(g,0,0);var q= -f.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=q&&6<q.length}catch(z){}};g.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(q){}try{f=document.createElement("canvas");f.width=f.height=1;var l=f.toDataURL("image/jpeg"); -EditorUi.prototype.jpgSupported=null!==l.match("image/jpeg")}catch(q){}})();EditorUi.prototype.openLink=function(d,f,g){return this.editor.graph.openLink(d,f,g)};EditorUi.prototype.showSplash=function(d){};EditorUi.prototype.getLocalData=function(d,f){f(localStorage.getItem(d))};EditorUi.prototype.setLocalData=function(d,f,g){localStorage.setItem(d,f);null!=g&&g()};EditorUi.prototype.removeLocalData=function(d,f){localStorage.removeItem(d);f()};EditorUi.prototype.setShareCursorPosition=function(d){this.shareCursorPosition= +!0;EditorUi.prototype.embedExportBorder=8;EditorUi.prototype.embedExportBackground=null;EditorUi.prototype.shareCursorPosition=!0;EditorUi.prototype.showRemoteCursors=!0;(function(){EditorUi.prototype.useCanvasForExport=!1;EditorUi.prototype.jpgSupported=!1;try{var d=document.createElement("canvas");EditorUi.prototype.canvasSupported=!(!d.getContext||!d.getContext("2d"))}catch(z){}try{var f=document.createElement("canvas"),g=new Image;g.onload=function(){try{f.getContext("2d").drawImage(g,0,0);var z= +f.toDataURL("image/png");EditorUi.prototype.useCanvasForExport=null!=z&&6<z.length}catch(u){}};g.src="data:image/svg+xml;base64,"+btoa(unescape(encodeURIComponent('<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="1px" height="1px" version="1.1"><foreignObject pointer-events="all" width="1" height="1"><div xmlns="http://www.w3.org/1999/xhtml"></div></foreignObject></svg>')))}catch(z){}try{f=document.createElement("canvas");f.width=f.height=1;var x=f.toDataURL("image/jpeg"); +EditorUi.prototype.jpgSupported=null!==x.match("image/jpeg")}catch(z){}})();EditorUi.prototype.openLink=function(d,f,g){return this.editor.graph.openLink(d,f,g)};EditorUi.prototype.showSplash=function(d){};EditorUi.prototype.getLocalData=function(d,f){f(localStorage.getItem(d))};EditorUi.prototype.setLocalData=function(d,f,g){localStorage.setItem(d,f);null!=g&&g()};EditorUi.prototype.removeLocalData=function(d,f){localStorage.removeItem(d);f()};EditorUi.prototype.setShareCursorPosition=function(d){this.shareCursorPosition= d;this.fireEvent(new mxEventObject("shareCursorPositionChanged"))};EditorUi.prototype.isShareCursorPosition=function(){return this.shareCursorPosition};EditorUi.prototype.setShowRemoteCursors=function(d){this.showRemoteCursors=d;this.fireEvent(new mxEventObject("showRemoteCursorsChanged"))};EditorUi.prototype.isShowRemoteCursors=function(){return this.showRemoteCursors};EditorUi.prototype.setMathEnabled=function(d){this.editor.graph.mathEnabled=d;this.editor.updateGraphComponents();this.editor.graph.refresh(); this.editor.graph.defaultMathEnabled=d;this.fireEvent(new mxEventObject("mathEnabledChanged"))};EditorUi.prototype.isMathEnabled=function(d){return this.editor.graph.mathEnabled};EditorUi.prototype.isOfflineApp=function(){return"1"==urlParams.offline};EditorUi.prototype.isOffline=function(d){return this.isOfflineApp()||!navigator.onLine||!d&&("1"==urlParams.stealth||"1"==urlParams.lockdown)};EditorUi.prototype.isExternalDataComms=function(){return"1"!=urlParams.offline&&!this.isOffline()&&!this.isOfflineApp()}; -EditorUi.prototype.createSpinner=function(d,f,g){var l=null==d||null==f;g=null!=g?g:24;var q=new Spinner({lines:12,length:g,width:Math.round(g/3),radius:Math.round(g/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),z=q.spin;q.spin=function(C,I){var G=!1;this.active||(z.call(this,C),this.active=!0,null!=I&&(l&&(f=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,d=document.body.clientWidth/2-2),G=document.createElement("div"), +EditorUi.prototype.createSpinner=function(d,f,g){var x=null==d||null==f;g=null!=g?g:24;var z=new Spinner({lines:12,length:g,width:Math.round(g/3),radius:Math.round(g/2),rotate:0,color:Editor.isDarkMode()?"#c0c0c0":"#000",speed:1.5,trail:60,shadow:!1,hwaccel:!1,zIndex:2E9}),u=z.spin;z.spin=function(L,C){var G=!1;this.active||(u.call(this,L),this.active=!0,null!=C&&(x&&(f=Math.max(document.body.clientHeight||0,document.documentElement.clientHeight||0)/2,d=document.body.clientWidth/2-2),G=document.createElement("div"), G.style.position="absolute",G.style.whiteSpace="nowrap",G.style.background="#4B4243",G.style.color="white",G.style.fontFamily=Editor.defaultHtmlFont,G.style.fontSize="9pt",G.style.padding="6px",G.style.paddingLeft="10px",G.style.paddingRight="10px",G.style.zIndex=2E9,G.style.left=Math.max(0,d)+"px",G.style.top=Math.max(0,f+70)+"px",mxUtils.setPrefixedStyle(G.style,"borderRadius","6px"),mxUtils.setPrefixedStyle(G.style,"transform","translate(-50%,-50%)"),Editor.isDarkMode()||mxUtils.setPrefixedStyle(G.style, -"boxShadow","2px 2px 3px 0px #ddd"),"..."!=I.substring(I.length-3,I.length)&&"!"!=I.charAt(I.length-1)&&(I+="..."),G.innerHTML=I,C.appendChild(G),q.status=G),this.pause=mxUtils.bind(this,function(){var Z=function(){};this.active&&(Z=mxUtils.bind(this,function(){this.spin(C,I)}));this.stop();return Z}),G=!0);return G};var F=q.stop;q.stop=function(){F.call(this);this.active=!1;null!=q.status&&null!=q.status.parentNode&&q.status.parentNode.removeChild(q.status);q.status=null};q.pause=function(){return function(){}}; -return q};EditorUi.prototype.isCompatibleString=function(d){try{var f=mxUtils.parseXml(d),g=this.editor.extractGraphModel(f.documentElement,!0);return null!=g&&0==g.getElementsByTagName("parsererror").length}catch(l){}return!1};EditorUi.prototype.isVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&& +"boxShadow","2px 2px 3px 0px #ddd"),"..."!=C.substring(C.length-3,C.length)&&"!"!=C.charAt(C.length-1)&&(C+="..."),G.innerHTML=C,L.appendChild(G),z.status=G),this.pause=mxUtils.bind(this,function(){var V=function(){};this.active&&(V=mxUtils.bind(this,function(){this.spin(L,C)}));this.stop();return V}),G=!0);return G};var H=z.stop;z.stop=function(){H.call(this);this.active=!1;null!=z.status&&null!=z.status.parentNode&&z.status.parentNode.removeChild(z.status);z.status=null};z.pause=function(){return function(){}}; +return z};EditorUi.prototype.isCompatibleString=function(d){try{var f=mxUtils.parseXml(d),g=this.editor.extractGraphModel(f.documentElement,!0);return null!=g&&0==g.getElementsByTagName("parsererror").length}catch(x){}return!1};EditorUi.prototype.isVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&& 3==d.charCodeAt(2)&&4==d.charCodeAt(3)||80==d.charCodeAt(0)&&75==d.charCodeAt(1)&&3==d.charCodeAt(2)&&6==d.charCodeAt(3))};EditorUi.prototype.isRemoteVisioData=function(d){return 8<d.length&&(208==d.charCodeAt(0)&&207==d.charCodeAt(1)&&17==d.charCodeAt(2)&&224==d.charCodeAt(3)&&161==d.charCodeAt(4)&&177==d.charCodeAt(5)&&26==d.charCodeAt(6)&&225==d.charCodeAt(7)||60==d.charCodeAt(0)&&63==d.charCodeAt(1)&&120==d.charCodeAt(2)&&109==d.charCodeAt(3)&&108==d.charCodeAt(3))};var b=EditorUi.prototype.createKeyHandler; -EditorUi.prototype.createKeyHandler=function(d){var f=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var g=f.getFunction,l=this.editor.graph,q=this;f.getFunction=function(z){if(l.isSelectionEmpty()&&null!=q.pages&&0<q.pages.length){var F=q.getSelectedPageIndex();if(mxEvent.isShiftDown(z)){if(37==z.keyCode)return function(){0<F&&q.movePage(F,F-1)};if(38==z.keyCode)return function(){0<F&&q.movePage(F,0)};if(39==z.keyCode)return function(){F<q.pages.length-1&&q.movePage(F, -F+1)};if(40==z.keyCode)return function(){F<q.pages.length-1&&q.movePage(F,q.pages.length-1)}}else if(mxEvent.isControlDown(z)||mxClient.IS_MAC&&mxEvent.isMetaDown(z)){if(37==z.keyCode)return function(){0<F&&q.selectNextPage(!1)};if(38==z.keyCode)return function(){0<F&&q.selectPage(q.pages[0])};if(39==z.keyCode)return function(){F<q.pages.length-1&&q.selectNextPage(!0)};if(40==z.keyCode)return function(){F<q.pages.length-1&&q.selectPage(q.pages[q.pages.length-1])}}}return g.apply(this,arguments)}}return f}; -var e=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(d){var f=e.apply(this,arguments);if(null==f)try{var g=d.indexOf("<mxfile ");if(0<=g){var l=d.lastIndexOf("</mxfile>");l>g&&(f=d.substring(g,l+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g,""))}else{var q=mxUtils.parseXml(d),z=this.editor.extractGraphModel(q.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);f=null!= -z?mxUtils.getXml(z):""}}catch(F){}return f};EditorUi.prototype.validateFileData=function(d){if(null!=d&&0<d.length){var f=d.indexOf('<meta charset="utf-8">');0<=f&&(d=d.slice(0,f)+'<meta charset="utf-8"/>'+d.slice(f+23-1,d.length));d=Graph.zapGremlins(d)}return d};EditorUi.prototype.replaceFileData=function(d){d=this.validateFileData(d);d=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null;var f=null!=d?this.editor.extractGraphModel(d,!0):null;null!=f&&(d=f);if(null!=d){f=this.editor.graph; -f.model.beginUpdate();try{var g=null!=this.pages?this.pages.slice():null,l=d.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<l.length||1==l.length&&l[0].hasAttribute("name")){this.fileNode=d;this.pages=null!=this.pages?this.pages:[];for(var q=l.length-1;0<=q;q--){var z=this.updatePageRoot(new DiagramPage(l[q]));null==z.getName()&&z.setName(mxResources.get("pageWithNumber",[q+1]));f.model.execute(new ChangePage(this,z,0==q?z:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode= -d.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(d.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),f.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(d),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=g)for(q=0;q<g.length;q++)f.model.execute(new ChangePage(this,g[q],null))}finally{f.model.endUpdate()}}};EditorUi.prototype.createFileData= -function(d,f,g,l,q,z,F,C,I,G,Z){f=null!=f?f:this.editor.graph;q=null!=q?q:!1;I=null!=I?I:!0;var ca=null;if(null==g||g.getMode()==App.MODE_DEVICE||g.getMode()==App.MODE_BROWSER)var ba="_blank";else ca=ba=l;if(null==d)return"";var Y=d;if("mxfile"!=Y.nodeName.toLowerCase()){if(Z){var O=d.ownerDocument.createElement("diagram");O.setAttribute("id",Editor.guid());O.appendChild(d)}else{O=Graph.zapGremlins(mxUtils.getXml(d));Y=Graph.compress(O);if(Graph.decompress(Y)!=O)return O;O=d.ownerDocument.createElement("diagram"); -O.setAttribute("id",Editor.guid());mxUtils.setTextContent(O,Y)}Y=d.ownerDocument.createElement("mxfile");Y.appendChild(O)}G?(Y=Y.cloneNode(!0),Y.removeAttribute("modified"),Y.removeAttribute("host"),Y.removeAttribute("agent"),Y.removeAttribute("etag"),Y.removeAttribute("userAgent"),Y.removeAttribute("version"),Y.removeAttribute("editor"),Y.removeAttribute("type")):(Y.removeAttribute("userAgent"),Y.removeAttribute("version"),Y.removeAttribute("editor"),Y.removeAttribute("pages"),Y.removeAttribute("type"), -mxClient.IS_CHROMEAPP?Y.setAttribute("host","Chrome"):EditorUi.isElectronApp?Y.setAttribute("host","Electron"):Y.setAttribute("host",window.location.hostname),Y.setAttribute("modified",(new Date).toISOString()),Y.setAttribute("agent",navigator.appVersion),Y.setAttribute("version",EditorUi.VERSION),Y.setAttribute("etag",Editor.guid()),d=null!=g?g.getMode():this.mode,null!=d&&Y.setAttribute("type",d),1<Y.getElementsByTagName("diagram").length&&null!=this.pages&&Y.setAttribute("pages",this.pages.length)); -Z=Z?mxUtils.getPrettyXml(Y):mxUtils.getXml(Y);if(!z&&!q&&(F||null!=g&&/(\.html)$/i.test(g.getTitle())))Z=this.getHtml2(mxUtils.getXml(Y),f,null!=g?g.getTitle():null,ba,ca);else if(z||!q&&null!=g&&/(\.svg)$/i.test(g.getTitle()))null==g||g.getMode()!=App.MODE_DEVICE&&g.getMode()!=App.MODE_BROWSER||(l=null),Z=this.getEmbeddedSvg(Z,f,l,null,C,I,ca);return Z};EditorUi.prototype.getXmlFileData=function(d,f,g,l){d=null!=d?d:!0;f=null!=f?f:!1;g=null!=g?g:!Editor.compressXml;var q=this.editor.getGraphXml(d, -l);if(d&&null!=this.fileNode&&null!=this.currentPage)if(d=function(I){var G=I.getElementsByTagName("mxGraphModel");G=0<G.length?G[0]:null;null==G&&g?(G=mxUtils.trim(mxUtils.getTextContent(I)),I=I.cloneNode(!1),0<G.length&&(G=Graph.decompress(G),null!=G&&0<G.length&&I.appendChild(mxUtils.parseXml(G).documentElement))):null==G||g?I=I.cloneNode(!0):(I=I.cloneNode(!1),mxUtils.setTextContent(I,Graph.compressNode(G)));q.appendChild(I)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node, -Graph.compressNode(q)),q=this.fileNode.cloneNode(!1),f)d(this.currentPage.node);else for(f=0;f<this.pages.length;f++){var z=this.pages[f],F=z.node;if(z!=this.currentPage)if(z.needsUpdate){var C=new mxCodec(mxUtils.createXmlDocument());C=C.encode(new mxGraphModel(z.root));this.editor.graph.saveViewState(z.viewState,C,null,l);EditorUi.removeChildNodes(F);mxUtils.setTextContent(F,Graph.compressNode(C));delete z.needsUpdate}else l&&(this.updatePageRoot(z),null!=z.viewState.backgroundImage&&(null!=z.viewState.backgroundImage.originalSrc? -z.viewState.backgroundImage=this.createImageForPageLink(z.viewState.backgroundImage.originalSrc,z):Graph.isPageLink(z.viewState.backgroundImage.src)&&(z.viewState.backgroundImage=this.createImageForPageLink(z.viewState.backgroundImage.src,z))),null!=z.viewState.backgroundImage&&null!=z.viewState.backgroundImage.originalSrc&&(C=new mxCodec(mxUtils.createXmlDocument()),C=C.encode(new mxGraphModel(z.root)),this.editor.graph.saveViewState(z.viewState,C,null,l),F=F.cloneNode(!1),mxUtils.setTextContent(F, -Graph.compressNode(C))));d(F)}return q};EditorUi.prototype.anonymizeString=function(d,f){for(var g=[],l=0;l<d.length;l++){var q=d.charAt(l);0<=EditorUi.ignoredAnonymizedChars.indexOf(q)?g.push(q):isNaN(parseInt(q))?q.toLowerCase()!=q?g.push(String.fromCharCode(65+Math.round(25*Math.random()))):q.toUpperCase()!=q?g.push(String.fromCharCode(97+Math.round(25*Math.random()))):/\s/.test(q)?g.push(" "):g.push("?"):g.push(f?"0":Math.round(9*Math.random()))}return g.join("")};EditorUi.prototype.anonymizePatch= -function(d){if(null!=d[EditorUi.DIFF_INSERT])for(var f=0;f<d[EditorUi.DIFF_INSERT].length;f++)try{var g=mxUtils.parseXml(d[EditorUi.DIFF_INSERT][f].data).documentElement.cloneNode(!1);null!=g.getAttribute("name")&&g.setAttribute("name",this.anonymizeString(g.getAttribute("name")));d[EditorUi.DIFF_INSERT][f].data=mxUtils.getXml(g)}catch(z){d[EditorUi.DIFF_INSERT][f].data=z.message}if(null!=d[EditorUi.DIFF_UPDATE]){for(var l in d[EditorUi.DIFF_UPDATE]){var q=d[EditorUi.DIFF_UPDATE][l];null!=q.name&& -(q.name=this.anonymizeString(q.name));null!=q.cells&&(f=mxUtils.bind(this,function(z){var F=q.cells[z];if(null!=F){for(var C in F)null!=F[C].value&&(F[C].value="["+F[C].value.length+"]"),null!=F[C].xmlValue&&(F[C].xmlValue="["+F[C].xmlValue.length+"]"),null!=F[C].style&&(F[C].style="["+F[C].style.length+"]"),mxUtils.isEmptyObject(F[C])&&delete F[C];mxUtils.isEmptyObject(F)&&delete q.cells[z]}}),f(EditorUi.DIFF_INSERT),f(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(q.cells)&&delete q.cells);mxUtils.isEmptyObject(q)&& -delete d[EditorUi.DIFF_UPDATE][l]}mxUtils.isEmptyObject(d[EditorUi.DIFF_UPDATE])&&delete d[EditorUi.DIFF_UPDATE]}return d};EditorUi.prototype.anonymizeAttributes=function(d,f){if(null!=d.attributes)for(var g=0;g<d.attributes.length;g++)"as"!=d.attributes[g].name&&d.setAttribute(d.attributes[g].name,this.anonymizeString(d.attributes[g].value,f));if(null!=d.childNodes)for(g=0;g<d.childNodes.length;g++)this.anonymizeAttributes(d.childNodes[g],f)};EditorUi.prototype.anonymizeNode=function(d,f){f=d.getElementsByTagName("mxCell"); -for(var g=0;g<f.length;g++)null!=f[g].getAttribute("value")&&f[g].setAttribute("value","["+f[g].getAttribute("value").length+"]"),null!=f[g].getAttribute("xmlValue")&&f[g].setAttribute("xmlValue","["+f[g].getAttribute("xmlValue").length+"]"),null!=f[g].getAttribute("style")&&f[g].setAttribute("style","["+f[g].getAttribute("style").length+"]"),null!=f[g].parentNode&&"root"!=f[g].parentNode.nodeName&&null!=f[g].parentNode.parentNode&&(f[g].setAttribute("id",f[g].parentNode.getAttribute("id")),f[g].parentNode.parentNode.replaceChild(f[g], -f[g].parentNode));return d};EditorUi.prototype.synchronizeCurrentFile=function(d){var f=this.getCurrentFile();null!=f&&(f.savingFile?this.handleError({message:mxResources.get("busy")}):!d&&f.invalidChecksum?f.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(f.clearAutosave(),this.editor.setStatus(""),d?f.reloadFile(mxUtils.bind(this,function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)})):f.synchronizeFile(mxUtils.bind(this, -function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)}))))};EditorUi.prototype.getFileData=function(d,f,g,l,q,z,F,C,I,G,Z){q=null!=q?q:!0;z=null!=z?z:!1;var ca=this.editor.graph;if(f||!d&&null!=I&&/(\.svg)$/i.test(I.getTitle())){var ba=null!=ca.themes&&"darkTheme"==ca.defaultThemeName;G=!1;if(ba||null!=this.pages&&this.currentPage!=this.pages[0]){var Y=ca.getGlobalVariable;ca=this.createTemporaryGraph(ba?ca.getDefaultStylesheet():ca.getStylesheet()); -ca.setBackgroundImage=this.editor.graph.setBackgroundImage;ca.background=this.editor.graph.background;var O=this.pages[0];this.currentPage==O?ca.setBackgroundImage(this.editor.graph.backgroundImage):null!=O.viewState&&null!=O.viewState&&ca.setBackgroundImage(O.viewState.backgroundImage);ca.getGlobalVariable=function(la){return"page"==la?O.getName():"pagenumber"==la?1:Y.apply(this,arguments)};document.body.appendChild(ca.container);ca.model.setRoot(O.root)}}F=null!=F?F:this.getXmlFileData(q,z,G,Z); -I=null!=I?I:this.getCurrentFile();d=this.createFileData(F,ca,I,window.location.href,d,f,g,l,q,C,G);ca!=this.editor.graph&&ca.container.parentNode.removeChild(ca.container);return d};EditorUi.prototype.getHtml=function(d,f,g,l,q,z){z=null!=z?z:!0;var F=null,C=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=f){F=z?f.getGraphBounds():f.getBoundingBox(f.getSelectionCells());var I=f.view.scale;z=Math.floor(F.x/I-f.view.translate.x);I=Math.floor(F.y/I-f.view.translate.y);F=f.background;null==q&&(f= -this.getBasenames().join(";"),0<f.length&&(C=EditorUi.drawHost+"/embed.js?s="+f));d.setAttribute("x0",z);d.setAttribute("y0",I)}null!=d&&(d.setAttribute("pan","1"),d.setAttribute("zoom","1"),d.setAttribute("resize","0"),d.setAttribute("fit","0"),d.setAttribute("border","20"),d.setAttribute("links","1"),null!=l&&d.setAttribute("edit",l));null!=q&&(q=q.replace(/&/g,"&"));d=null!=d?Graph.zapGremlins(mxUtils.getXml(d)):"";l=Graph.compress(d);Graph.decompress(l)!=d&&(l=encodeURIComponent(d));return(null== -q?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=q?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==q?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=q?'<meta http-equiv="refresh" content="0;URL=\''+q+"'\"/>\n":"")+"</head>\n<body"+(null==q&&null!=F&&F!=mxConstants.NONE?' style="background-color:'+F+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+ -l+"</div>\n</div>\n"+(null==q?'<script type="text/javascript" src="'+C+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+q+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(d,f,g,l,q){f=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=q&&(q=q.replace(/&/g,"&"));d={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled, -resize:!0,xml:Graph.zapGremlins(d),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(d.page=mxUtils.indexOf(this.pages,this.currentPage));return(null==q?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=q?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==q?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=q?'<meta http-equiv="refresh" content="0;URL=\''+ -q+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(d))+'"></div>\n'+(null==q?'<script type="text/javascript" src="'+f+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+q+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData= -function(d){d=this.validateFileData(d);this.pages=this.fileNode=this.currentPage=null;var f=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null,g=Editor.extractParserError(f,mxResources.get("invalidOrMissingFile"));if(g)throw EditorUi.debug("EditorUi.setFileData ParserError",[this],"data",[d],"node",[f],"cause",[g]),Error(mxResources.get("notADiagramFile")+" ("+g+")");d=null!=f?this.editor.extractGraphModel(f,!0):null;null!=d&&(f=d);if(null!=f&&"mxfile"==f.nodeName&&(d=f.getElementsByTagName("diagram"), -"0"!=urlParams.pages||1<d.length||1==d.length&&d[0].hasAttribute("name"))){g=null;this.fileNode=f;this.pages=[];for(var l=0;l<d.length;l++)null==d[l].getAttribute("id")&&d[l].setAttribute("id",l),f=new DiagramPage(d[l]),null==f.getName()&&f.setName(mxResources.get("pageWithNumber",[l+1])),this.pages.push(f),null!=urlParams["page-id"]&&f.getId()==urlParams["page-id"]&&(g=f);this.currentPage=null!=g?g:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];f=this.currentPage.node}"0"!= -urlParams.pages&&null==this.fileNode&&null!=f&&(this.fileNode=f.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(f.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(f);null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var q=urlParams["layer-ids"].split(" ");f={};for(l=0;l<q.length;l++)f[q[l]]=!0;var z=this.editor.graph.getModel(), -F=z.getChildren(z.root);for(l=0;l<F.length;l++){var C=F[l];z.setVisible(C,f[C.id]||!1)}}catch(I){}};EditorUi.prototype.getBaseFilename=function(d){var f=this.getCurrentFile();f=null!=f&&null!=f.getTitle()?f.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(f)||/(\.html)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.png)$/i.test(f))f=f.substring(0,f.lastIndexOf("."));/(\.drawio)$/i.test(f)&&(f=f.substring(0,f.lastIndexOf(".")));!d&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&& -0<this.currentPage.getName().length&&(f=f+"-"+this.currentPage.getName());return f};EditorUi.prototype.downloadFile=function(d,f,g,l,q,z,F,C,I,G,Z,ca){try{l=null!=l?l:this.editor.graph.isSelectionEmpty();var ba=this.getBaseFilename("remoteSvg"==d?!1:!q),Y=ba+("xml"==d||"pdf"==d&&Z?".drawio":"")+"."+d;if("xml"==d){var O=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,l,q,null,null,null,f);this.saveData(Y,d,O,"text/xml")}else if("html"==d)O=this.getHtml2(this.getFileData(!0),this.editor.graph, -ba),this.saveData(Y,d,O,"text/html");else if("svg"!=d&&"xmlsvg"!=d||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"==d)Y=ba+".png";else if("jpeg"==d)Y=ba+".jpg";else if("remoteSvg"==d){Y=ba+".svg";d="svg";var la=parseInt(I);"string"===typeof C&&0<C.indexOf("%")&&(C=parseInt(C)/100);if(0<la){var aa=this.editor.graph,ia=aa.getGraphBounds();var X=Math.ceil(ia.width*C/aa.view.scale+2*la);var R=Math.ceil(ia.height*C/aa.view.scale+2*la)}}this.saveRequest(Y,d,mxUtils.bind(this,function(S, -ja){try{var ma=this.editor.graph.pageVisible;0==z&&(this.editor.graph.pageVisible=z);var u=this.createDownloadRequest(S,d,l,ja,F,q,C,I,G,Z,ca,X,R);this.editor.graph.pageVisible=ma;return u}catch(H){this.handleError(H)}}))}else{var sa=null,M=mxUtils.bind(this,function(S){S.length<=MAX_REQUEST_SIZE?this.saveData(Y,"svg",S,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(sa)}))});if("svg"==d){var ka=this.editor.graph.background; -if(F||ka==mxConstants.NONE)ka=null;var L=this.editor.graph.getSvg(ka,null,null,null,null,l);g&&this.editor.graph.addSvgShadow(L);this.editor.convertImages(L,mxUtils.bind(this,mxUtils.bind(this,function(S){this.spinner.stop();M(Graph.xmlDeclaration+"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(S))})))}else Y=ba+".svg",sa=this.getFileData(!1,!0,null,mxUtils.bind(this,function(S){this.spinner.stop();M(S)}),l)}}catch(S){this.handleError(S)}};EditorUi.prototype.createDownloadRequest=function(d,f,g,l,q,z,F, -C,I,G,Z,ca,ba){var Y=this.editor.graph,O=Y.getGraphBounds();g=this.getFileData(!0,null,null,null,g,0==z?!1:"xmlpng"!=f,null,null,null,!1,"pdf"==f);var la="",aa="";if(O.width*O.height>MAX_AREA||g.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")};G=G?"1":"0";"pdf"==f&&(null!=Z?aa="&from="+Z.from+"&to="+Z.to:0==z&&(aa="&allPages=1"));"xmlpng"==f&&(G="1",f="png");if(("xmlpng"==f||"svg"==f)&&null!=this.pages&&null!=this.currentPage)for(z=0;z<this.pages.length;z++)if(this.pages[z]== -this.currentPage){la="&from="+z;break}z=Y.background;"png"!=f&&"pdf"!=f&&"svg"!=f||!q?q||null!=z&&z!=mxConstants.NONE||(z="#ffffff"):z=mxConstants.NONE;q={globalVars:Y.getExportVariables()};I&&(q.grid={size:Y.gridSize,steps:Y.view.gridSteps,color:Y.view.gridColor});Graph.translateDiagram&&(q.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+f+la+aa+"&bg="+(null!=z?z:mxConstants.NONE)+"&base64="+l+"&embedXml="+G+"&xml="+encodeURIComponent(g)+(null!=d?"&filename="+ -encodeURIComponent(d):"")+"&extras="+encodeURIComponent(JSON.stringify(q))+(null!=F?"&scale="+F:"")+(null!=C?"&border="+C:"")+(ca&&isFinite(ca)?"&w="+ca:"")+(ba&&isFinite(ba)?"&h="+ba:""))};EditorUi.prototype.setMode=function(d,f){this.mode=d};EditorUi.prototype.loadDescriptor=function(d,f,g){var l=window.location.hash,q=mxUtils.bind(this,function(z){var F=null!=d.data?d.data:"";null!=z&&0<z.length&&(0<F.length&&(F+="\n"),F+=z);z=new LocalFile(this,"csv"!=d.format&&0<F.length?F:this.emptyDiagramXml, -null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename,!0);z.getHash=function(){return l};this.fileLoaded(z);"csv"==d.format&&this.importCsv(F,mxUtils.bind(this,function(ca){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=d.update){var C=null!=d.interval?parseInt(d.interval):6E4,I=null,G=mxUtils.bind(this,function(){var ca=this.currentPage;mxUtils.post(d.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())), -mxUtils.bind(this,function(ba){ca===this.currentPage&&(200<=ba.getStatus()&&300>=ba.getStatus()?(this.updateDiagram(ba.getText()),Z()):this.handleError({message:mxResources.get("error")+" "+ba.getStatus()}))}),mxUtils.bind(this,function(ba){this.handleError(ba)}))}),Z=mxUtils.bind(this,function(){window.clearTimeout(I);I=window.setTimeout(G,C)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){Z();G()}));Z();G()}null!=f&&f()});null!=d.url&&0<d.url.length?this.editor.loadUrl(d.url, -mxUtils.bind(this,function(z){q(z)}),mxUtils.bind(this,function(z){null!=g&&g(z)})):q("")};EditorUi.prototype.updateDiagram=function(d){function f(R){var sa=new mxCellOverlay(R.image||q.warningImage,R.tooltip,R.align,R.valign,R.offset);sa.addListener(mxEvent.CLICK,function(M,ka){l.alert(R.tooltip)});return sa}var g=null,l=this;if(null!=d&&0<d.length&&(g=mxUtils.parseXml(d),d=null!=g?g.documentElement:null,null!=d&&"updates"==d.nodeName)){var q=this.editor.graph,z=q.getModel();z.beginUpdate();var F= -null;try{for(d=d.firstChild;null!=d;){if("update"==d.nodeName){var C=z.getCell(d.getAttribute("id"));if(null!=C){try{var I=d.getAttribute("value");if(null!=I){var G=mxUtils.parseXml(I).documentElement;if(null!=G)if("1"==G.getAttribute("replace-value"))z.setValue(C,G);else for(var Z=G.attributes,ca=0;ca<Z.length;ca++)q.setAttributeForCell(C,Z[ca].nodeName,0<Z[ca].nodeValue.length?Z[ca].nodeValue:null)}}catch(R){null!=window.console&&console.log("Error in value for "+C.id+": "+R)}try{var ba=d.getAttribute("style"); -null!=ba&&q.model.setStyle(C,ba)}catch(R){null!=window.console&&console.log("Error in style for "+C.id+": "+R)}try{var Y=d.getAttribute("icon");if(null!=Y){var O=0<Y.length?JSON.parse(Y):null;null!=O&&O.append||q.removeCellOverlays(C);null!=O&&q.addCellOverlay(C,f(O))}}catch(R){null!=window.console&&console.log("Error in icon for "+C.id+": "+R)}try{var la=d.getAttribute("geometry");if(null!=la){la=JSON.parse(la);var aa=q.getCellGeometry(C);if(null!=aa){aa=aa.clone();for(key in la){var ia=parseFloat(la[key]); -"dx"==key?aa.x+=ia:"dy"==key?aa.y+=ia:"dw"==key?aa.width+=ia:"dh"==key?aa.height+=ia:aa[key]=parseFloat(la[key])}q.model.setGeometry(C,aa)}}}catch(R){null!=window.console&&console.log("Error in icon for "+C.id+": "+R)}}}else if("model"==d.nodeName){for(var X=d.firstChild;null!=X&&X.nodeType!=mxConstants.NODETYPE_ELEMENT;)X=X.nextSibling;null!=X&&(new mxCodec(d.firstChild)).decode(X,z)}else if("view"==d.nodeName){if(d.hasAttribute("scale")&&(q.view.scale=parseFloat(d.getAttribute("scale"))),d.hasAttribute("dx")|| -d.hasAttribute("dy"))q.view.translate=new mxPoint(parseFloat(d.getAttribute("dx")||0),parseFloat(d.getAttribute("dy")||0))}else"fit"==d.nodeName&&(F=d.hasAttribute("max-scale")?parseFloat(d.getAttribute("max-scale")):1);d=d.nextSibling}}finally{z.endUpdate()}null!=F&&this.chromelessResize&&this.chromelessResize(!0,F)}return g};EditorUi.prototype.getCopyFilename=function(d,f){var g=null!=d&&null!=d.getTitle()?d.getTitle():this.defaultFilename;d="";var l=g.lastIndexOf(".");0<=l&&(d=g.substring(l),g= -g.substring(0,l));if(f){f=g;var q=new Date;g=q.getFullYear();l=q.getMonth()+1;var z=q.getDate(),F=q.getHours(),C=q.getMinutes();q=q.getSeconds();g=f+(" "+(g+"-"+l+"-"+z+"-"+F+"-"+C+"-"+q))}return g=mxResources.get("copyOf",[g])+d};EditorUi.prototype.fileLoaded=function(d,f){var g=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var l=!1;this.hideDialog();null!=g&&(EditorUi.debug("File.closed",[g]),g.removeListener(this.descriptorChangedListener),g.close()); -this.editor.graph.model.clear();this.editor.undoManager.clear();var q=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null);null!=g&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear();this.setBackgroundImage(null);!f&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename"))); +EditorUi.prototype.createKeyHandler=function(d){var f=b.apply(this,arguments);if(!this.editor.chromeless||this.editor.editable){var g=f.getFunction,x=this.editor.graph,z=this;f.getFunction=function(u){if(x.isSelectionEmpty()&&null!=z.pages&&0<z.pages.length){var H=z.getSelectedPageIndex();if(mxEvent.isShiftDown(u)){if(37==u.keyCode)return function(){0<H&&z.movePage(H,H-1)};if(38==u.keyCode)return function(){0<H&&z.movePage(H,0)};if(39==u.keyCode)return function(){H<z.pages.length-1&&z.movePage(H, +H+1)};if(40==u.keyCode)return function(){H<z.pages.length-1&&z.movePage(H,z.pages.length-1)}}else if(mxEvent.isControlDown(u)||mxClient.IS_MAC&&mxEvent.isMetaDown(u)){if(37==u.keyCode)return function(){0<H&&z.selectNextPage(!1)};if(38==u.keyCode)return function(){0<H&&z.selectPage(z.pages[0])};if(39==u.keyCode)return function(){H<z.pages.length-1&&z.selectNextPage(!0)};if(40==u.keyCode)return function(){H<z.pages.length-1&&z.selectPage(z.pages[z.pages.length-1])}}}return!(65<=u.keyCode&&90>=u.keyCode)|| +x.isSelectionEmpty()||mxEvent.isAltDown(u)||mxEvent.isShiftDown(u)||mxEvent.isControlDown(u)||mxClient.IS_MAC&&mxEvent.isMetaDown(u)?g.apply(this,arguments):null}}return f};var e=EditorUi.prototype.extractGraphModelFromHtml;EditorUi.prototype.extractGraphModelFromHtml=function(d){var f=e.apply(this,arguments);if(null==f)try{var g=d.indexOf("<mxfile ");if(0<=g){var x=d.lastIndexOf("</mxfile>");x>g&&(f=d.substring(g,x+15).replace(/>/g,">").replace(/</g,"<").replace(/\\"/g,'"').replace(/\n/g, +""))}else{var z=mxUtils.parseXml(d),u=this.editor.extractGraphModel(z.documentElement,null!=this.pages||"hidden"==this.diagramContainer.style.visibility);f=null!=u?mxUtils.getXml(u):""}}catch(H){}return f};EditorUi.prototype.validateFileData=function(d){if(null!=d&&0<d.length){var f=d.indexOf('<meta charset="utf-8">');0<=f&&(d=d.slice(0,f)+'<meta charset="utf-8"/>'+d.slice(f+23-1,d.length));d=Graph.zapGremlins(d)}return d};EditorUi.prototype.replaceFileData=function(d){d=this.validateFileData(d); +d=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement:null;var f=null!=d?this.editor.extractGraphModel(d,!0):null;null!=f&&(d=f);if(null!=d){f=this.editor.graph;f.model.beginUpdate();try{var g=null!=this.pages?this.pages.slice():null,x=d.getElementsByTagName("diagram");if("0"!=urlParams.pages||1<x.length||1==x.length&&x[0].hasAttribute("name")){this.fileNode=d;this.pages=null!=this.pages?this.pages:[];for(var z=x.length-1;0<=z;z--){var u=this.updatePageRoot(new DiagramPage(x[z]));null==u.getName()&& +u.setName(mxResources.get("pageWithNumber",[z+1]));f.model.execute(new ChangePage(this,u,0==z?u:null,0))}}else"0"!=urlParams.pages&&null==this.fileNode&&(this.fileNode=d.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(d.ownerDocument.createElement("diagram")),this.currentPage.setName(mxResources.get("pageWithNumber",[1])),f.model.execute(new ChangePage(this,this.currentPage,this.currentPage,0))),this.editor.setGraphXml(d),null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root); +if(null!=g)for(z=0;z<g.length;z++)f.model.execute(new ChangePage(this,g[z],null))}finally{f.model.endUpdate()}}};EditorUi.prototype.createFileData=function(d,f,g,x,z,u,H,L,C,G,V){f=null!=f?f:this.editor.graph;z=null!=z?z:!1;C=null!=C?C:!0;var U=null;if(null==g||g.getMode()==App.MODE_DEVICE||g.getMode()==App.MODE_BROWSER)var Y="_blank";else U=Y=x;if(null==d)return"";var O=d;if("mxfile"!=O.nodeName.toLowerCase()){if(V){var qa=d.ownerDocument.createElement("diagram");qa.setAttribute("id",Editor.guid()); +qa.appendChild(d)}else{qa=Graph.zapGremlins(mxUtils.getXml(d));O=Graph.compress(qa);if(Graph.decompress(O)!=qa)return qa;qa=d.ownerDocument.createElement("diagram");qa.setAttribute("id",Editor.guid());mxUtils.setTextContent(qa,O)}O=d.ownerDocument.createElement("mxfile");O.appendChild(qa)}G?(O=O.cloneNode(!0),O.removeAttribute("modified"),O.removeAttribute("host"),O.removeAttribute("agent"),O.removeAttribute("etag"),O.removeAttribute("userAgent"),O.removeAttribute("version"),O.removeAttribute("editor"), +O.removeAttribute("type")):(O.removeAttribute("userAgent"),O.removeAttribute("version"),O.removeAttribute("editor"),O.removeAttribute("pages"),O.removeAttribute("type"),mxClient.IS_CHROMEAPP?O.setAttribute("host","Chrome"):EditorUi.isElectronApp?O.setAttribute("host","Electron"):O.setAttribute("host",window.location.hostname),O.setAttribute("modified",(new Date).toISOString()),O.setAttribute("agent",navigator.appVersion),O.setAttribute("version",EditorUi.VERSION),O.setAttribute("etag",Editor.guid()), +d=null!=g?g.getMode():this.mode,null!=d&&O.setAttribute("type",d),1<O.getElementsByTagName("diagram").length&&null!=this.pages&&O.setAttribute("pages",this.pages.length));V=V?mxUtils.getPrettyXml(O):mxUtils.getXml(O);if(!u&&!z&&(H||null!=g&&/(\.html)$/i.test(g.getTitle())))V=this.getHtml2(mxUtils.getXml(O),f,null!=g?g.getTitle():null,Y,U);else if(u||!z&&null!=g&&/(\.svg)$/i.test(g.getTitle()))null==g||g.getMode()!=App.MODE_DEVICE&&g.getMode()!=App.MODE_BROWSER||(x=null),V=this.getEmbeddedSvg(V,f, +x,null,L,C,U);return V};EditorUi.prototype.getXmlFileData=function(d,f,g,x){d=null!=d?d:!0;f=null!=f?f:!1;g=null!=g?g:!Editor.compressXml;var z=this.editor.getGraphXml(d,x);if(d&&null!=this.fileNode&&null!=this.currentPage)if(d=function(C){var G=C.getElementsByTagName("mxGraphModel");G=0<G.length?G[0]:null;null==G&&g?(G=mxUtils.trim(mxUtils.getTextContent(C)),C=C.cloneNode(!1),0<G.length&&(G=Graph.decompress(G),null!=G&&0<G.length&&C.appendChild(mxUtils.parseXml(G).documentElement))):null==G||g?C= +C.cloneNode(!0):(C=C.cloneNode(!1),mxUtils.setTextContent(C,Graph.compressNode(G)));z.appendChild(C)},EditorUi.removeChildNodes(this.currentPage.node),mxUtils.setTextContent(this.currentPage.node,Graph.compressNode(z)),z=this.fileNode.cloneNode(!1),f)d(this.currentPage.node);else for(f=0;f<this.pages.length;f++){var u=this.pages[f],H=u.node;if(u!=this.currentPage)if(u.needsUpdate){var L=new mxCodec(mxUtils.createXmlDocument());L=L.encode(new mxGraphModel(u.root));this.editor.graph.saveViewState(u.viewState, +L,null,x);EditorUi.removeChildNodes(H);mxUtils.setTextContent(H,Graph.compressNode(L));delete u.needsUpdate}else x&&(this.updatePageRoot(u),null!=u.viewState.backgroundImage&&(null!=u.viewState.backgroundImage.originalSrc?u.viewState.backgroundImage=this.createImageForPageLink(u.viewState.backgroundImage.originalSrc,u):Graph.isPageLink(u.viewState.backgroundImage.src)&&(u.viewState.backgroundImage=this.createImageForPageLink(u.viewState.backgroundImage.src,u))),null!=u.viewState.backgroundImage&& +null!=u.viewState.backgroundImage.originalSrc&&(L=new mxCodec(mxUtils.createXmlDocument()),L=L.encode(new mxGraphModel(u.root)),this.editor.graph.saveViewState(u.viewState,L,null,x),H=H.cloneNode(!1),mxUtils.setTextContent(H,Graph.compressNode(L))));d(H)}return z};EditorUi.prototype.anonymizeString=function(d,f){for(var g=[],x=0;x<d.length;x++){var z=d.charAt(x);0<=EditorUi.ignoredAnonymizedChars.indexOf(z)?g.push(z):isNaN(parseInt(z))?z.toLowerCase()!=z?g.push(String.fromCharCode(65+Math.round(25* +Math.random()))):z.toUpperCase()!=z?g.push(String.fromCharCode(97+Math.round(25*Math.random()))):/\s/.test(z)?g.push(" "):g.push("?"):g.push(f?"0":Math.round(9*Math.random()))}return g.join("")};EditorUi.prototype.anonymizePatch=function(d){if(null!=d[EditorUi.DIFF_INSERT])for(var f=0;f<d[EditorUi.DIFF_INSERT].length;f++)try{var g=mxUtils.parseXml(d[EditorUi.DIFF_INSERT][f].data).documentElement.cloneNode(!1);null!=g.getAttribute("name")&&g.setAttribute("name",this.anonymizeString(g.getAttribute("name"))); +d[EditorUi.DIFF_INSERT][f].data=mxUtils.getXml(g)}catch(u){d[EditorUi.DIFF_INSERT][f].data=u.message}if(null!=d[EditorUi.DIFF_UPDATE]){for(var x in d[EditorUi.DIFF_UPDATE]){var z=d[EditorUi.DIFF_UPDATE][x];null!=z.name&&(z.name=this.anonymizeString(z.name));null!=z.cells&&(f=mxUtils.bind(this,function(u){var H=z.cells[u];if(null!=H){for(var L in H)null!=H[L].value&&(H[L].value="["+H[L].value.length+"]"),null!=H[L].xmlValue&&(H[L].xmlValue="["+H[L].xmlValue.length+"]"),null!=H[L].style&&(H[L].style= +"["+H[L].style.length+"]"),mxUtils.isEmptyObject(H[L])&&delete H[L];mxUtils.isEmptyObject(H)&&delete z.cells[u]}}),f(EditorUi.DIFF_INSERT),f(EditorUi.DIFF_UPDATE),mxUtils.isEmptyObject(z.cells)&&delete z.cells);mxUtils.isEmptyObject(z)&&delete d[EditorUi.DIFF_UPDATE][x]}mxUtils.isEmptyObject(d[EditorUi.DIFF_UPDATE])&&delete d[EditorUi.DIFF_UPDATE]}return d};EditorUi.prototype.anonymizeAttributes=function(d,f){if(null!=d.attributes)for(var g=0;g<d.attributes.length;g++)"as"!=d.attributes[g].name&& +d.setAttribute(d.attributes[g].name,this.anonymizeString(d.attributes[g].value,f));if(null!=d.childNodes)for(g=0;g<d.childNodes.length;g++)this.anonymizeAttributes(d.childNodes[g],f)};EditorUi.prototype.anonymizeNode=function(d,f){f=d.getElementsByTagName("mxCell");for(var g=0;g<f.length;g++)null!=f[g].getAttribute("value")&&f[g].setAttribute("value","["+f[g].getAttribute("value").length+"]"),null!=f[g].getAttribute("xmlValue")&&f[g].setAttribute("xmlValue","["+f[g].getAttribute("xmlValue").length+ +"]"),null!=f[g].getAttribute("style")&&f[g].setAttribute("style","["+f[g].getAttribute("style").length+"]"),null!=f[g].parentNode&&"root"!=f[g].parentNode.nodeName&&null!=f[g].parentNode.parentNode&&(f[g].setAttribute("id",f[g].parentNode.getAttribute("id")),f[g].parentNode.parentNode.replaceChild(f[g],f[g].parentNode));return d};EditorUi.prototype.synchronizeCurrentFile=function(d){var f=this.getCurrentFile();null!=f&&(f.savingFile?this.handleError({message:mxResources.get("busy")}):!d&&f.invalidChecksum? +f.handleFileError(null,!0):this.spinner.spin(document.body,mxResources.get("updatingDocument"))&&(f.clearAutosave(),this.editor.setStatus(""),d?f.reloadFile(mxUtils.bind(this,function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)})):f.synchronizeFile(mxUtils.bind(this,function(){f.handleFileSuccess("manual"==DrawioFile.SYNC)}),mxUtils.bind(this,function(g){f.handleFileError(g,!0)}))))};EditorUi.prototype.getFileData=function(d,f,g,x,z,u,H, +L,C,G,V){z=null!=z?z:!0;u=null!=u?u:!1;var U=this.editor.graph;if(f||!d&&null!=C&&/(\.svg)$/i.test(C.getTitle())){var Y=null!=U.themes&&"darkTheme"==U.defaultThemeName;G=!1;if(Y||null!=this.pages&&this.currentPage!=this.pages[0]){var O=U.getGlobalVariable;U=this.createTemporaryGraph(Y?U.getDefaultStylesheet():U.getStylesheet());U.setBackgroundImage=this.editor.graph.setBackgroundImage;U.background=this.editor.graph.background;var qa=this.pages[0];this.currentPage==qa?U.setBackgroundImage(this.editor.graph.backgroundImage): +null!=qa.viewState&&null!=qa.viewState&&U.setBackgroundImage(qa.viewState.backgroundImage);U.getGlobalVariable=function(oa){return"page"==oa?qa.getName():"pagenumber"==oa?1:O.apply(this,arguments)};document.body.appendChild(U.container);U.model.setRoot(qa.root)}}H=null!=H?H:this.getXmlFileData(z,u,G,V);C=null!=C?C:this.getCurrentFile();d=this.createFileData(H,U,C,window.location.href,d,f,g,x,z,L,G);U!=this.editor.graph&&U.container.parentNode.removeChild(U.container);return d};EditorUi.prototype.getHtml= +function(d,f,g,x,z,u){u=null!=u?u:!0;var H=null,L=EditorUi.drawHost+"/js/embed-static.min.js";if(null!=f){H=u?f.getGraphBounds():f.getBoundingBox(f.getSelectionCells());var C=f.view.scale;u=Math.floor(H.x/C-f.view.translate.x);C=Math.floor(H.y/C-f.view.translate.y);H=f.background;null==z&&(f=this.getBasenames().join(";"),0<f.length&&(L=EditorUi.drawHost+"/embed.js?s="+f));d.setAttribute("x0",u);d.setAttribute("y0",C)}null!=d&&(d.setAttribute("pan","1"),d.setAttribute("zoom","1"),d.setAttribute("resize", +"0"),d.setAttribute("fit","0"),d.setAttribute("border","20"),d.setAttribute("links","1"),null!=x&&d.setAttribute("edit",x));null!=z&&(z=z.replace(/&/g,"&"));d=null!=d?Graph.zapGremlins(mxUtils.getXml(d)):"";x=Graph.compress(d);Graph.decompress(x)!=d&&(x=encodeURIComponent(d));return(null==z?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=z?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==z?null!=g? +"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=z?'<meta http-equiv="refresh" content="0;URL=\''+z+"'\"/>\n":"")+"</head>\n<body"+(null==z&&null!=H&&H!=mxConstants.NONE?' style="background-color:'+H+';">':">")+'\n<div class="mxgraph" style="position:relative;overflow:auto;width:100%;">\n<div style="width:1px;height:1px;overflow:hidden;">'+x+"</div>\n</div>\n"+(null==z?'<script type="text/javascript" src="'+L+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+ +z+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.getHtml2=function(d,f,g,x,z){f=window.DRAWIO_VIEWER_URL||EditorUi.drawHost+"/js/viewer-static.min.js";null!=z&&(z=z.replace(/&/g,"&"));d={highlight:"#0000ff",nav:this.editor.graph.foldingEnabled,resize:!0,xml:Graph.zapGremlins(d),toolbar:"pages zoom layers lightbox"};null!=this.pages&&null!=this.currentPage&&(d.page=mxUtils.indexOf(this.pages,this.currentPage)); +return(null==z?'\x3c!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=5,IE=9" ><![endif]--\x3e\n':"")+"<!DOCTYPE html>\n<html"+(null!=z?' xmlns="http://www.w3.org/1999/xhtml">':">")+"\n<head>\n"+(null==z?null!=g?"<title>"+mxUtils.htmlEntities(g)+"</title>\n":"":"<title>diagrams.net</title>\n")+(null!=z?'<meta http-equiv="refresh" content="0;URL=\''+z+"'\"/>\n":"")+'<meta charset="utf-8"/>\n</head>\n<body>\n<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="'+ +mxUtils.htmlEntities(JSON.stringify(d))+'"></div>\n'+(null==z?'<script type="text/javascript" src="'+f+'">\x3c/script>':'<a style="position:absolute;top:50%;left:50%;margin-top:-128px;margin-left:-64px;" href="'+z+'" target="_blank"><img border="0" src="'+EditorUi.drawHost+'/images/drawlogo128.png"/></a>')+"\n</body>\n</html>\n"};EditorUi.prototype.setFileData=function(d){d=this.validateFileData(d);this.pages=this.fileNode=this.currentPage=null;var f=null!=d&&0<d.length?mxUtils.parseXml(d).documentElement: +null,g=Editor.extractParserError(f,mxResources.get("invalidOrMissingFile"));if(g)throw EditorUi.debug("EditorUi.setFileData ParserError",[this],"data",[d],"node",[f],"cause",[g]),Error(mxResources.get("notADiagramFile")+" ("+g+")");d=null!=f?this.editor.extractGraphModel(f,!0):null;null!=d&&(f=d);if(null!=f&&"mxfile"==f.nodeName&&(d=f.getElementsByTagName("diagram"),"0"!=urlParams.pages||1<d.length||1==d.length&&d[0].hasAttribute("name"))){g=null;this.fileNode=f;this.pages=[];for(var x=0;x<d.length;x++)null== +d[x].getAttribute("id")&&d[x].setAttribute("id",x),f=new DiagramPage(d[x]),null==f.getName()&&f.setName(mxResources.get("pageWithNumber",[x+1])),this.pages.push(f),null!=urlParams["page-id"]&&f.getId()==urlParams["page-id"]&&(g=f);this.currentPage=null!=g?g:this.pages[Math.max(0,Math.min(this.pages.length-1,urlParams.page||0))];f=this.currentPage.node}"0"!=urlParams.pages&&null==this.fileNode&&null!=f&&(this.fileNode=f.ownerDocument.createElement("mxfile"),this.currentPage=new DiagramPage(f.ownerDocument.createElement("diagram")), +this.currentPage.setName(mxResources.get("pageWithNumber",[1])),this.pages=[this.currentPage]);this.editor.setGraphXml(f);null!=this.currentPage&&(this.currentPage.root=this.editor.graph.model.root);if(null!=urlParams["layer-ids"])try{var z=urlParams["layer-ids"].split(" ");f={};for(x=0;x<z.length;x++)f[z[x]]=!0;var u=this.editor.graph.getModel(),H=u.getChildren(u.root);for(x=0;x<H.length;x++){var L=H[x];u.setVisible(L,f[L.id]||!1)}}catch(C){}};EditorUi.prototype.getBaseFilename=function(d){var f= +this.getCurrentFile();f=null!=f&&null!=f.getTitle()?f.getTitle():this.defaultFilename;if(/(\.xml)$/i.test(f)||/(\.html)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.png)$/i.test(f))f=f.substring(0,f.lastIndexOf("."));/(\.drawio)$/i.test(f)&&(f=f.substring(0,f.lastIndexOf(".")));!d&&null!=this.pages&&1<this.pages.length&&null!=this.currentPage&&null!=this.currentPage.node.getAttribute("name")&&0<this.currentPage.getName().length&&(f=f+"-"+this.currentPage.getName());return f};EditorUi.prototype.downloadFile= +function(d,f,g,x,z,u,H,L,C,G,V,U){try{x=null!=x?x:this.editor.graph.isSelectionEmpty();var Y=this.getBaseFilename("remoteSvg"==d?!1:!z),O=Y+("xml"==d||"pdf"==d&&V?".drawio":"")+"."+d;if("xml"==d){var qa=Graph.xmlDeclaration+"\n"+this.getFileData(!0,null,null,null,x,z,null,null,null,f);this.saveData(O,d,qa,"text/xml")}else if("html"==d)qa=this.getHtml2(this.getFileData(!0),this.editor.graph,Y),this.saveData(O,d,qa,"text/html");else if("svg"!=d&&"xmlsvg"!=d||!this.spinner.spin(document.body,mxResources.get("export"))){if("xmlpng"== +d)O=Y+".png";else if("jpeg"==d)O=Y+".jpg";else if("remoteSvg"==d){O=Y+".svg";d="svg";var oa=parseInt(C);"string"===typeof L&&0<L.indexOf("%")&&(L=parseInt(L)/100);if(0<oa){var aa=this.editor.graph,ca=aa.getGraphBounds();var fa=Math.ceil(ca.width*L/aa.view.scale+2*oa);var J=Math.ceil(ca.height*L/aa.view.scale+2*oa)}}this.saveRequest(O,d,mxUtils.bind(this,function(ka,q){try{var F=this.editor.graph.pageVisible;0==u&&(this.editor.graph.pageVisible=u);var R=this.createDownloadRequest(ka,d,x,q,H,z,L,C, +G,V,U,fa,J);this.editor.graph.pageVisible=F;return R}catch(W){this.handleError(W)}}))}else{var Z=null,P=mxUtils.bind(this,function(ka){ka.length<=MAX_REQUEST_SIZE?this.saveData(O,"svg",ka,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(Z)}))});if("svg"==d){var da=this.editor.graph.background;if(H||da==mxConstants.NONE)da=null;var ja=this.editor.graph.getSvg(da,null,null,null,null,x);g&&this.editor.graph.addSvgShadow(ja); +this.editor.convertImages(ja,mxUtils.bind(this,mxUtils.bind(this,function(ka){this.spinner.stop();P(Graph.xmlDeclaration+"\n"+Graph.svgDoctype+"\n"+mxUtils.getXml(ka))})))}else O=Y+".svg",Z=this.getFileData(!1,!0,null,mxUtils.bind(this,function(ka){this.spinner.stop();P(ka)}),x)}}catch(ka){this.handleError(ka)}};EditorUi.prototype.createDownloadRequest=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){var O=this.editor.graph,qa=O.getGraphBounds();g=this.getFileData(!0,null,null,null,g,0==u?!1:"xmlpng"!=f,null, +null,null,!1,"pdf"==f);var oa="",aa="";if(qa.width*qa.height>MAX_AREA||g.length>MAX_REQUEST_SIZE)throw{message:mxResources.get("drawingTooLarge")};G=G?"1":"0";"pdf"==f&&(null!=V?aa="&from="+V.from+"&to="+V.to:0==u&&(aa="&allPages=1"));"xmlpng"==f&&(G="1",f="png");if(("xmlpng"==f||"svg"==f)&&null!=this.pages&&null!=this.currentPage)for(u=0;u<this.pages.length;u++)if(this.pages[u]==this.currentPage){oa="&from="+u;break}u=O.background;"png"!=f&&"pdf"!=f&&"svg"!=f||!z?z||null!=u&&u!=mxConstants.NONE|| +(u="#ffffff"):u=mxConstants.NONE;z={globalVars:O.getExportVariables()};C&&(z.grid={size:O.gridSize,steps:O.view.gridSteps,color:O.view.gridColor});Graph.translateDiagram&&(z.diagramLanguage=Graph.diagramLanguage);return new mxXmlRequest(EXPORT_URL,"format="+f+oa+aa+"&bg="+(null!=u?u:mxConstants.NONE)+"&base64="+x+"&embedXml="+G+"&xml="+encodeURIComponent(g)+(null!=d?"&filename="+encodeURIComponent(d):"")+"&extras="+encodeURIComponent(JSON.stringify(z))+(null!=H?"&scale="+H:"")+(null!=L?"&border="+ +L:"")+(U&&isFinite(U)?"&w="+U:"")+(Y&&isFinite(Y)?"&h="+Y:""))};EditorUi.prototype.setMode=function(d,f){this.mode=d};EditorUi.prototype.loadDescriptor=function(d,f,g){var x=window.location.hash,z=mxUtils.bind(this,function(H){var L=null!=d.data?d.data:"";null!=H&&0<H.length&&(0<L.length&&(L+="\n"),L+=H);H=new LocalFile(this,"csv"!=d.format&&0<L.length?L:this.emptyDiagramXml,null!=urlParams.title?decodeURIComponent(urlParams.title):this.defaultFilename,!0);H.getHash=function(){return x};this.fileLoaded(H); +"csv"==d.format&&this.importCsv(L,mxUtils.bind(this,function(Y){this.editor.undoManager.clear();this.editor.setModified(!1);this.editor.setStatus("")}));if(null!=d.update){var C=null!=d.interval?parseInt(d.interval):6E4,G=null,V=mxUtils.bind(this,function(){var Y=this.currentPage;mxUtils.post(d.update,"xml="+encodeURIComponent(mxUtils.getXml(this.editor.getGraphXml())),mxUtils.bind(this,function(O){Y===this.currentPage&&(200<=O.getStatus()&&300>=O.getStatus()?(this.updateDiagram(O.getText()),U()): +this.handleError({message:mxResources.get("error")+" "+O.getStatus()}))}),mxUtils.bind(this,function(O){this.handleError(O)}))}),U=mxUtils.bind(this,function(){window.clearTimeout(G);G=window.setTimeout(V,C)});this.editor.addListener("pageSelected",mxUtils.bind(this,function(){U();V()}));U();V()}null!=f&&f()});if(null!=d.url&&0<d.url.length){var u=d.url;if(/test\.draw\.io$/.test(window.location.hostname)||/app\.diagrams\.net$/.test(window.location.hostname))u=this.editor.getProxiedUrl(u);this.editor.loadUrl(u, +mxUtils.bind(this,function(H){z(H)}),mxUtils.bind(this,function(H){null!=g&&g(H)}))}else z("")};EditorUi.prototype.updateDiagram=function(d){function f(J){var Z=new mxCellOverlay(J.image||z.warningImage,J.tooltip,J.align,J.valign,J.offset);Z.addListener(mxEvent.CLICK,function(P,da){x.alert(J.tooltip)});return Z}var g=null,x=this;if(null!=d&&0<d.length&&(g=mxUtils.parseXml(d),d=null!=g?g.documentElement:null,null!=d&&"updates"==d.nodeName)){var z=this.editor.graph,u=z.getModel();u.beginUpdate();var H= +null;try{for(d=d.firstChild;null!=d;){if("update"==d.nodeName){var L=u.getCell(d.getAttribute("id"));if(null!=L){try{var C=d.getAttribute("value");if(null!=C){var G=mxUtils.parseXml(C).documentElement;if(null!=G)if("1"==G.getAttribute("replace-value"))u.setValue(L,G);else for(var V=G.attributes,U=0;U<V.length;U++)z.setAttributeForCell(L,V[U].nodeName,0<V[U].nodeValue.length?V[U].nodeValue:null)}}catch(J){null!=window.console&&console.log("Error in value for "+L.id+": "+J)}try{var Y=d.getAttribute("style"); +null!=Y&&z.model.setStyle(L,Y)}catch(J){null!=window.console&&console.log("Error in style for "+L.id+": "+J)}try{var O=d.getAttribute("icon");if(null!=O){var qa=0<O.length?JSON.parse(O):null;null!=qa&&qa.append||z.removeCellOverlays(L);null!=qa&&z.addCellOverlay(L,f(qa))}}catch(J){null!=window.console&&console.log("Error in icon for "+L.id+": "+J)}try{var oa=d.getAttribute("geometry");if(null!=oa){oa=JSON.parse(oa);var aa=z.getCellGeometry(L);if(null!=aa){aa=aa.clone();for(key in oa){var ca=parseFloat(oa[key]); +"dx"==key?aa.x+=ca:"dy"==key?aa.y+=ca:"dw"==key?aa.width+=ca:"dh"==key?aa.height+=ca:aa[key]=parseFloat(oa[key])}z.model.setGeometry(L,aa)}}}catch(J){null!=window.console&&console.log("Error in icon for "+L.id+": "+J)}}}else if("model"==d.nodeName){for(var fa=d.firstChild;null!=fa&&fa.nodeType!=mxConstants.NODETYPE_ELEMENT;)fa=fa.nextSibling;null!=fa&&(new mxCodec(d.firstChild)).decode(fa,u)}else if("view"==d.nodeName){if(d.hasAttribute("scale")&&(z.view.scale=parseFloat(d.getAttribute("scale"))), +d.hasAttribute("dx")||d.hasAttribute("dy"))z.view.translate=new mxPoint(parseFloat(d.getAttribute("dx")||0),parseFloat(d.getAttribute("dy")||0))}else"fit"==d.nodeName&&(H=d.hasAttribute("max-scale")?parseFloat(d.getAttribute("max-scale")):1);d=d.nextSibling}}finally{u.endUpdate()}null!=H&&this.chromelessResize&&this.chromelessResize(!0,H)}return g};EditorUi.prototype.getCopyFilename=function(d,f){var g=null!=d&&null!=d.getTitle()?d.getTitle():this.defaultFilename;d="";var x=g.lastIndexOf(".");0<= +x&&(d=g.substring(x),g=g.substring(0,x));if(f){f=g;var z=new Date;g=z.getFullYear();x=z.getMonth()+1;var u=z.getDate(),H=z.getHours(),L=z.getMinutes();z=z.getSeconds();g=f+(" "+(g+"-"+x+"-"+u+"-"+H+"-"+L+"-"+z))}return g=mxResources.get("copyOf",[g])+d};EditorUi.prototype.fileLoaded=function(d,f){var g=this.getCurrentFile();this.fileEditable=this.fileLoadedError=null;this.setCurrentFile(null);var x=!1;this.hideDialog();null!=g&&(EditorUi.debug("File.closed",[g]),g.removeListener(this.descriptorChangedListener), +g.close());this.editor.graph.model.clear();this.editor.undoManager.clear();var z=mxUtils.bind(this,function(){this.setGraphEnabled(!1);this.setCurrentFile(null);null!=g&&this.updateDocumentTitle();this.editor.graph.model.clear();this.editor.undoManager.clear();this.setBackgroundImage(null);!f&&null!=window.location.hash&&0<window.location.hash.length&&(window.location.hash="");null!=this.fname&&(this.fnameWrapper.style.display="none",this.fname.innerText="",this.fname.setAttribute("title",mxResources.get("rename"))); this.editor.setStatus("");this.updateUi();f||this.showSplash()});if(null!=d)try{mxClient.IS_SF&&"min"==uiTheme&&(this.diagramContainer.style.visibility="");this.openingFile=!0;this.setCurrentFile(d);d.addListener("descriptorChanged",this.descriptorChangedListener);d.addListener("contentChanged",this.descriptorChangedListener);d.open();delete this.openingFile;this.setGraphEnabled(!0);this.setMode(d.getMode());this.editor.graph.model.prefix=Editor.guid()+"-";this.editor.undoManager.clear();this.descriptorChanged(); this.updateUi();d.isEditable()?d.isModified()?(d.addUnsavedStatus(),null!=d.backupPatch&&d.patch([d.backupPatch])):this.editor.setStatus(""):this.editor.setStatus('<span class="geStatusAlert">'+mxUtils.htmlEntities(mxResources.get("readOnly"))+"</span>");!this.editor.isChromelessView()||this.editor.editable?(this.editor.graph.selectUnlockedLayer(),this.showLayersDialog(),this.restoreLibraries(),window.self!==window.top&&window.focus()):this.editor.graph.isLightboxView()&&this.lightboxFit();this.chromelessResize&& -this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));l=!0;if(!this.isOffline()&&null!=d.getMode()){var z="1"==urlParams.sketch?"sketch":uiTheme;if(null==z)z="default";else if("sketch"==z||"min"==z)z+=Editor.isDarkMode()?"-dark":"-light";EditorUi.logEvent({category:d.getMode().toUpperCase()+"-OPEN-FILE-"+d.getHash(),action:"size_"+d.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+z})}EditorUi.debug("File.opened",[d]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg")); -if(this.editor.editable&&this.mode==d.getMode()&&d.getMode()!=App.MODE_DEVICE&&null!=d.getMode())try{this.addRecent({id:d.getHash(),title:d.getTitle(),mode:d.getMode()})}catch(F){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+1),mxSettings.save()}catch(F){}}catch(F){this.fileLoadedError=F;if(null!=d)try{d.close()}catch(C){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=d?d.getHash():"none"),action:"message_"+F.message,label:"stack_"+ -F.stack})}catch(C){}d=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body,mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=g?this.fileLoaded(g)||q():q()});f?d():this.handleError(F,mxResources.get("errorLoadingFile"),d,!0,null,null,!0)}else q();return l};EditorUi.prototype.getHashValueForPages=function(d,f){var g=0,l=new mxGraphModel,q=new mxCodec;null!=f&&(f.byteCount=0,f.attrCount=0,f.eltCount=0,f.nodeCount=0);for(var z=0;z<d.length;z++){this.updatePageRoot(d[z]); -var F=d[z].node.cloneNode(!1);F.removeAttribute("name");l.root=d[z].root;var C=q.encode(l);this.editor.graph.saveViewState(d[z].viewState,C,!0);C.removeAttribute("pageWidth");C.removeAttribute("pageHeight");F.appendChild(C);null!=f&&(f.eltCount+=F.getElementsByTagName("*").length,f.nodeCount+=F.getElementsByTagName("mxCell").length);g=(g<<5)-g+this.hashValue(F,function(I,G,Z,ca){return!ca||"mxGeometry"!=I.nodeName&&"mxPoint"!=I.nodeName||"x"!=G&&"y"!=G&&"width"!=G&&"height"!=G?ca&&"mxCell"==I.nodeName&& -"previous"==G?null:Z:Math.round(Z)},f)<<0}return g};EditorUi.prototype.hashValue=function(d,f,g){var l=0;if(null!=d&&"object"===typeof d&&"number"===typeof d.nodeType&&"string"===typeof d.nodeName&&"function"===typeof d.getAttribute){null!=d.nodeName&&(l^=this.hashValue(d.nodeName,f,g));if(null!=d.attributes){null!=g&&(g.attrCount+=d.attributes.length);for(var q=0;q<d.attributes.length;q++){var z=d.attributes[q].name,F=null!=f?f(d,z,d.attributes[q].value,!0):d.attributes[q].value;null!=F&&(l^=this.hashValue(z, -f,g)+this.hashValue(F,f,g))}}if(null!=d.childNodes)for(q=0;q<d.childNodes.length;q++)l=(l<<5)-l+this.hashValue(d.childNodes[q],f,g)<<0}else if(null!=d&&"function"!==typeof d){d=String(d);f=0;null!=g&&(g.byteCount+=d.length);for(q=0;q<d.length;q++)f=(f<<5)-f+d.charCodeAt(q)<<0;l^=f}return l};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(d,f,g,l,q,z,F){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage|| +this.chromelessResize();this.editor.fireEvent(new mxEventObject("fileLoaded"));x=!0;if(!this.isOffline()&&null!=d.getMode()){var u="1"==urlParams.sketch?"sketch":uiTheme;if(null==u)u="default";else if("sketch"==u||"min"==u)u+=Editor.isDarkMode()?"-dark":"-light";EditorUi.logEvent({category:d.getMode().toUpperCase()+"-OPEN-FILE-"+d.getHash(),action:"size_"+d.getSize(),label:"autosave_"+(this.editor.autosave?"on":"off")+"_theme_"+u})}EditorUi.debug("File.opened",[d]);"1"==urlParams.viewerOnlyMsg&&this.showAlert(mxResources.get("viewerOnlyMsg")); +if(this.editor.editable&&this.mode==d.getMode()&&d.getMode()!=App.MODE_DEVICE&&null!=d.getMode())try{this.addRecent({id:d.getHash(),title:d.getTitle(),mode:d.getMode()})}catch(H){}try{mxSettings.setOpenCounter(mxSettings.getOpenCounter()+1),mxSettings.save()}catch(H){}}catch(H){this.fileLoadedError=H;if(null!=d)try{d.close()}catch(L){}if(EditorUi.enableLogging&&!this.isOffline())try{EditorUi.logEvent({category:"ERROR-LOAD-FILE-"+(null!=d?d.getHash():"none"),action:"message_"+H.message,label:"stack_"+ +H.stack})}catch(L){}d=mxUtils.bind(this,function(){null!=urlParams.url&&this.spinner.spin(document.body,mxResources.get("reconnecting"))?window.location.search=this.getSearch(["url"]):null!=g?this.fileLoaded(g)||z():z()});f?d():this.handleError(H,mxResources.get("errorLoadingFile"),d,!0,null,null,!0)}else z();return x};EditorUi.prototype.getHashValueForPages=function(d,f){var g=0,x=new mxGraphModel,z=new mxCodec;null!=f&&(f.byteCount=0,f.attrCount=0,f.eltCount=0,f.nodeCount=0);for(var u=0;u<d.length;u++){this.updatePageRoot(d[u]); +var H=d[u].node.cloneNode(!1);H.removeAttribute("name");x.root=d[u].root;var L=z.encode(x);this.editor.graph.saveViewState(d[u].viewState,L,!0);L.removeAttribute("pageWidth");L.removeAttribute("pageHeight");H.appendChild(L);null!=f&&(f.eltCount+=H.getElementsByTagName("*").length,f.nodeCount+=H.getElementsByTagName("mxCell").length);g=(g<<5)-g+this.hashValue(H,function(C,G,V,U){return!U||"mxGeometry"!=C.nodeName&&"mxPoint"!=C.nodeName||"x"!=G&&"y"!=G&&"width"!=G&&"height"!=G?U&&"mxCell"==C.nodeName&& +"previous"==G?null:V:Math.round(V)},f)<<0}return g};EditorUi.prototype.hashValue=function(d,f,g){var x=0;if(null!=d&&"object"===typeof d&&"number"===typeof d.nodeType&&"string"===typeof d.nodeName&&"function"===typeof d.getAttribute){null!=d.nodeName&&(x^=this.hashValue(d.nodeName,f,g));if(null!=d.attributes){null!=g&&(g.attrCount+=d.attributes.length);for(var z=0;z<d.attributes.length;z++){var u=d.attributes[z].name,H=null!=f?f(d,u,d.attributes[z].value,!0):d.attributes[z].value;null!=H&&(x^=this.hashValue(u, +f,g)+this.hashValue(H,f,g))}}if(null!=d.childNodes)for(z=0;z<d.childNodes.length;z++)x=(x<<5)-x+this.hashValue(d.childNodes[z],f,g)<<0}else if(null!=d&&"function"!==typeof d){d=String(d);f=0;null!=g&&(g.byteCount+=d.length);for(z=0;z<d.length;z++)f=(f<<5)-f+d.charCodeAt(z)<<0;x^=f}return x};EditorUi.prototype.descriptorChanged=function(){};EditorUi.prototype.restoreLibraries=function(){};EditorUi.prototype.saveLibrary=function(d,f,g,x,z,u,H){};EditorUi.prototype.isScratchpadEnabled=function(){return isLocalStorage|| mxClient.IS_CHROMEAPP};EditorUi.prototype.toggleScratchpad=function(){this.isScratchpadEnabled()&&(null==this.scratchpad?StorageFile.getFileContent(this,".scratchpad",mxUtils.bind(this,function(d){null==d&&(d=this.emptyLibraryXml);this.loadLibrary(new StorageLibrary(this,d,".scratchpad"))})):this.closeLibrary(this.scratchpad))};EditorUi.prototype.createLibraryDataFromImages=function(d){var f=mxUtils.createXmlDocument(),g=f.createElement("mxlibrary");mxUtils.setTextContent(g,JSON.stringify(d));f.appendChild(g); return mxUtils.getXml(f)};EditorUi.prototype.closeLibrary=function(d){null!=d&&(this.removeLibrarySidebar(d.getHash()),d.constructor!=LocalLibrary&&mxSettings.removeCustomLibrary(d.getHash()),".scratchpad"==d.title&&(this.scratchpad=null))};EditorUi.prototype.removeLibrarySidebar=function(d){var f=this.sidebar.palettes[d];if(null!=f){for(var g=0;g<f.length;g++)f[g].parentNode.removeChild(f[g]);delete this.sidebar.palettes[d]}};EditorUi.prototype.repositionLibrary=function(d){var f=this.sidebar.container; -if(null==d){var g=this.sidebar.palettes["L.scratchpad"];null==g&&(g=this.sidebar.palettes.search);null!=g&&(d=g[g.length-1].nextSibling)}d=null!=d?d:f.firstChild.nextSibling.nextSibling;g=f.lastChild;var l=g.previousSibling;f.insertBefore(g,d);f.insertBefore(l,g)};EditorUi.prototype.loadLibrary=function(d,f){var g=mxUtils.parseXml(d.getData());if("mxlibrary"==g.documentElement.nodeName){var l=JSON.parse(mxUtils.getTextContent(g.documentElement));this.libraryLoaded(d,l,g.documentElement.getAttribute("title"), -f)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(d){return""};EditorUi.prototype.libraryLoaded=function(d,f,g,l){if(null!=this.sidebar){d.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(d.getHash());".scratchpad"==d.title&&(this.scratchpad=d);var q=this.sidebar.palettes[d.getHash()];q=null!=q?q[q.length-1].nextSibling:null;this.removeLibrarySidebar(d.getHash());var z=null,F=mxUtils.bind(this,function(X,R){0==X.length&&d.isEditable()? -(null==z&&(z=document.createElement("div"),z.className="geDropTarget",mxUtils.write(z,mxResources.get("dragElementsHere"))),R.appendChild(z)):this.addLibraryEntries(X,R)});null!=this.sidebar&&null!=f&&this.sidebar.addEntries(f);null==g&&(g=d.getTitle(),null!=g&&/(\.xml)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf("."))));var C=this.sidebar.addPalette(d.getHash(),g,null!=l?l:!0,mxUtils.bind(this,function(X){F(f,X)}));this.repositionLibrary(q);var I=C.parentNode.previousSibling;l=I.getAttribute("title"); -null!=l&&0<l.length&&".scratchpad"!=d.title&&I.setAttribute("title",this.getLibraryStorageHint(d)+"\n"+l);var G=document.createElement("div");G.style.position="absolute";G.style.right="0px";G.style.top="0px";G.style.padding="8px";G.style.backgroundColor="inherit";I.style.position="relative";var Z=document.createElement("img");Z.setAttribute("src",Editor.crossImage);Z.setAttribute("title",mxResources.get("close"));Z.setAttribute("valign","absmiddle");Z.setAttribute("border","0");Z.style.position="relative"; -Z.style.top="2px";Z.style.width="14px";Z.style.cursor="pointer";Z.style.margin="0 3px";Editor.isDarkMode()&&(Z.style.filter="invert(100%)");var ca=null;if(".scratchpad"!=d.title||this.closableScratchpad)G.appendChild(Z),mxEvent.addListener(Z,"click",mxUtils.bind(this,function(X){if(!mxEvent.isConsumed(X)){var R=mxUtils.bind(this,function(){this.closeLibrary(d)});null!=ca?this.confirm(mxResources.get("allChangesLost"),null,R,mxResources.get("cancel"),mxResources.get("discardChanges")):R();mxEvent.consume(X)}})); -if(d.isEditable()){var ba=this.editor.graph,Y=null,O=mxUtils.bind(this,function(X){this.showLibraryDialog(d.getTitle(),C,f,d,d.getMode());mxEvent.consume(X)}),la=mxUtils.bind(this,function(X){d.setModified(!0);d.isAutosave()?(null!=Y&&null!=Y.parentNode&&Y.parentNode.removeChild(Y),Y=Z.cloneNode(!1),Y.setAttribute("src",Editor.spinImage),Y.setAttribute("title",mxResources.get("saving")),Y.style.cursor="default",Y.style.marginRight="2px",Y.style.marginTop="-2px",G.insertBefore(Y,G.firstChild),I.style.paddingRight= -18*G.childNodes.length+"px",this.saveLibrary(d.getTitle(),f,d,d.getMode(),!0,!0,function(){null!=Y&&null!=Y.parentNode&&(Y.parentNode.removeChild(Y),I.style.paddingRight=18*G.childNodes.length+"px")})):null==ca&&(ca=Z.cloneNode(!1),ca.setAttribute("src",Editor.saveImage),ca.setAttribute("title",mxResources.get("save")),G.insertBefore(ca,G.firstChild),mxEvent.addListener(ca,"click",mxUtils.bind(this,function(R){this.saveLibrary(d.getTitle(),f,d,d.getMode(),d.constructor==LocalLibrary,!0,function(){null== -ca||d.isModified()||(I.style.paddingRight=18*G.childNodes.length+"px",ca.parentNode.removeChild(ca),ca=null)});mxEvent.consume(R)})),I.style.paddingRight=18*G.childNodes.length+"px")}),aa=mxUtils.bind(this,function(X,R,sa,M){X=ba.cloneCells(mxUtils.sortCells(ba.model.getTopmostCells(X)));for(var ka=0;ka<X.length;ka++){var L=ba.getCellGeometry(X[ka]);null!=L&&L.translate(-R.x,-R.y)}C.appendChild(this.sidebar.createVertexTemplateFromCells(X,R.width,R.height,M||"",!0,null,!1));X={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(X))), -w:R.width,h:R.height};null!=M&&(X.title=M);f.push(X);la(sa);null!=z&&null!=z.parentNode&&0<f.length&&(z.parentNode.removeChild(z),z=null)}),ia=mxUtils.bind(this,function(X){if(ba.isSelectionEmpty())ba.getRubberband().isActive()?(ba.getRubberband().execute(X),ba.getRubberband().reset()):this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var R=ba.getSelectionCells(),sa=ba.view.getBounds(R),M=ba.view.scale;sa.x/=M;sa.y/=M;sa.width/=M;sa.height/=M; -sa.x-=ba.view.translate.x;sa.y-=ba.view.translate.y;aa(R,sa)}mxEvent.consume(X)});mxEvent.addGestureListeners(C,function(){},mxUtils.bind(this,function(X){ba.isMouseDown&&null!=ba.panningManager&&null!=ba.graphHandler.first&&(ba.graphHandler.suspend(),null!=ba.graphHandler.hint&&(ba.graphHandler.hint.style.visibility="hidden"),C.style.backgroundColor="#f1f3f4",C.style.cursor="copy",ba.panningManager.stop(),ba.autoScroll=!1,mxEvent.consume(X))}),mxUtils.bind(this,function(X){ba.isMouseDown&&null!= -ba.panningManager&&null!=ba.graphHandler&&(C.style.backgroundColor="",C.style.cursor="default",this.sidebar.showTooltips=!0,ba.panningManager.stop(),ba.graphHandler.reset(),ba.isMouseDown=!1,ba.autoScroll=!0,ia(X),mxEvent.consume(X))}));mxEvent.addListener(C,"mouseleave",mxUtils.bind(this,function(X){ba.isMouseDown&&null!=ba.graphHandler.first&&(ba.graphHandler.resume(),null!=ba.graphHandler.hint&&(ba.graphHandler.hint.style.visibility="visible"),C.style.backgroundColor="",C.style.cursor="",ba.autoScroll= -!0)}));Graph.fileSupport&&(mxEvent.addListener(C,"dragover",mxUtils.bind(this,function(X){C.style.backgroundColor="#f1f3f4";X.dataTransfer.dropEffect="copy";C.style.cursor="copy";this.sidebar.hideTooltip();X.stopPropagation();X.preventDefault()})),mxEvent.addListener(C,"drop",mxUtils.bind(this,function(X){C.style.cursor="";C.style.backgroundColor="";0<X.dataTransfer.files.length&&this.importFiles(X.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(R,sa,M,ka,L,S,ja,ma,u){if(null!= -R&&"image/"==sa.substring(0,6))R="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+this.convertDataUri(R),R=[new mxCell("",new mxGeometry(0,0,L,S),R)],R[0].vertex=!0,aa(R,new mxRectangle(0,0,L,S),X,mxEvent.isAltDown(X)?null:ja.substring(0,ja.lastIndexOf(".")).replace(/_/g," ")),null!=z&&null!=z.parentNode&&0<f.length&&(z.parentNode.removeChild(z),z=null);else{var H=!1,P=mxUtils.bind(this,function(V,Q){null!=V&&"application/pdf"==Q&&(Q=Editor.extractGraphModelFromPdf(V), -null!=Q&&0<Q.length&&(V=Q));if(null!=V)if(V=mxUtils.parseXml(V),"mxlibrary"==V.documentElement.nodeName)try{var da=JSON.parse(mxUtils.getTextContent(V.documentElement));F(da,C);f=f.concat(da);la(X);this.spinner.stop();H=!0}catch(ua){}else if("mxfile"==V.documentElement.nodeName)try{var ea=V.documentElement.getElementsByTagName("diagram");for(da=0;da<ea.length;da++){var fa=this.stringToCells(Editor.getDiagramNodeXml(ea[da])),pa=this.editor.graph.getBoundingBoxFromGeometry(fa);aa(fa,new mxRectangle(0, -0,pa.width,pa.height),X)}H=!0}catch(ua){null!=window.console&&console.log("error in drop handler:",ua)}H||(this.spinner.stop(),this.handleError({message:mxResources.get("errorLoadingFile")}));null!=z&&null!=z.parentNode&&0<f.length&&(z.parentNode.removeChild(z),z=null)});null!=u&&null!=ja&&(/(\.v(dx|sdx?))($|\?)/i.test(ja)||/(\.vs(x|sx?))($|\?)/i.test(ja))?this.importVisio(u,function(V){P(V,"text/xml")},null,ja):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(R,ja)&&null!=u?this.isExternalDataComms()? -this.parseFile(u,mxUtils.bind(this,function(V){4==V.readyState&&(this.spinner.stop(),200<=V.status&&299>=V.status?P(V.responseText,"text/xml"):this.handleError({message:mxResources.get(413==V.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):P(R,sa)}}));X.stopPropagation();X.preventDefault()})),mxEvent.addListener(C,"dragleave",function(X){C.style.cursor="";C.style.backgroundColor= -"";X.stopPropagation();X.preventDefault()}));Z=Z.cloneNode(!1);Z.setAttribute("src",Editor.editImage);Z.setAttribute("title",mxResources.get("edit"));G.insertBefore(Z,G.firstChild);mxEvent.addListener(Z,"click",O);mxEvent.addListener(C,"dblclick",function(X){mxEvent.getSource(X)==C&&O(X)});l=Z.cloneNode(!1);l.setAttribute("src",Editor.plusImage);l.setAttribute("title",mxResources.get("add"));G.insertBefore(l,G.firstChild);mxEvent.addListener(l,"click",ia);this.isOffline()||".scratchpad"!=d.title|| -null==EditorUi.scratchpadHelpLink||(l=document.createElement("span"),l.setAttribute("title",mxResources.get("help")),l.style.cssText="color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(l,"?"),mxEvent.addGestureListeners(l,mxUtils.bind(this,function(X){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(X)})),G.insertBefore(l,G.firstChild))}I.appendChild(G);I.style.paddingRight=18*G.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(d,f){for(var g= -0;g<d.length;g++){var l=d[g],q=l.data;if(null!=q){q=this.convertDataUri(q);var z="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;";"fixed"==l.aspect&&(z+="aspect=fixed;");f.appendChild(this.sidebar.createVertexTemplate(z+"image="+q,l.w,l.h,"",l.title||"",!1,null,!0))}else null!=l.xml&&(q=this.stringToCells(Graph.decompress(l.xml)),0<q.length&&f.appendChild(this.sidebar.createVertexTemplateFromCells(q,l.w,l.h,l.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(d){return null!= -d?d[mxLanguage]||d.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight=64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet",STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground="rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight= -41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor=Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName="darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor="#505759",BaseFormatPanel.prototype.buttonBackgroundColor= -Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR="#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource="https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!==typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)), -Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none",rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open",startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid,Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders= -new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(d,f,g,l,q,z,F){d=new ImageDialog(this,d,f,g,l,q,z,F);this.showDialog(d.container,Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);d.init()};EditorUi.prototype.showBackgroundImageDialog=function(d,f){d=null!=d?d:mxUtils.bind(this,function(g,l){l||(g=new ChangePageSetup(this,null,g),g.ignoreColor=!0,this.editor.graph.model.execute(g))});d=new BackgroundImageDialog(this,d,f);this.showDialog(d.container, -400,200,!0,!0);d.init()};EditorUi.prototype.showLibraryDialog=function(d,f,g,l,q){d=new LibraryDialog(this,d,f,g,l,q);this.showDialog(d.container,640,440,!0,!1,mxUtils.bind(this,function(z){z&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));d.init()};var k=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(d){var f=k.apply(this,arguments);this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(g){this.editor.graph.isSelectionEmpty()&& -f.refresh()}));return f};EditorUi.prototype.createSidebarFooterContainer=function(){var d=this.createDiv("geSidebarContainer geSidebarFooter");d.style.position="absolute";d.style.overflow="hidden";var f=document.createElement("a");f.className="geTitle";f.style.color="#DF6C0C";f.style.fontWeight="bold";f.style.height="100%";f.style.paddingTop="9px";f.innerHTML="<span>+</span>";var g=f.getElementsByTagName("span")[0];g.style.fontSize="18px";g.style.marginRight="5px";mxUtils.write(f,mxResources.get("moreShapes")+ -"...");mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(l){l.preventDefault()}));mxEvent.addListener(f,"click",mxUtils.bind(this,function(l){this.actions.get("shapes").funct();mxEvent.consume(l)}));d.appendChild(f);return d};EditorUi.prototype.handleError=function(d,f,g,l,q,z,F){var C=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},I=null!=d&&null!=d.error?d.error:d;if(null!=d&&("1"==urlParams.test||null!=d.stack)&&null!= -d.message)try{F?null!=window.console&&console.error("EditorUi.handleError:",d):EditorUi.logError("Caught: "+(""==d.message&&null!=d.name)?d.name:d.message,d.filename,d.lineNumber,d.columnNumber,d,"INFO")}catch(Y){}if(null!=I||null!=f){F=mxUtils.htmlEntities(mxResources.get("unknownError"));var G=mxResources.get("ok"),Z=null;f=null!=f?f:mxResources.get("error");if(null!=I){null!=I.retry&&(G=mxResources.get("cancel"),Z=function(){C();I.retry()});if(404==I.code||404==I.status||403==I.code){F=403==I.code? -null!=I.message?mxUtils.htmlEntities(I.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=q?q:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+(null!=this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var ca=null!=q?null:null!=z?z:window.location.hash;if(null!=ca&&("#G"==ca.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"==ca.substring(0,45))&&(null!=d&&null!=d.error&&(null!=d.error.errors&&0<d.error.errors.length&& -"fileAccess"==d.error.errors[0].reason||null!=d.error.data&&0<d.error.data.length&&"fileAccess"==d.error.data[0].reason)||404==I.code||404==I.status)){ca="#U"==ca.substring(0,2)?ca.substring(45,ca.lastIndexOf("%26ex")):ca.substring(2);this.showError(f,F,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+ca);this.handleError(d,f,g,l,q)}),Z,mxResources.get("changeUser"),mxUtils.bind(this,function(){function Y(){ia.innerText= -"";for(var X=0;X<O.length;X++){var R=document.createElement("option");mxUtils.write(R,O[X].displayName);R.value=X;ia.appendChild(R);R=document.createElement("option");R.innerHTML=" ";mxUtils.write(R,"<"+O[X].email+">");R.setAttribute("disabled","disabled");ia.appendChild(R)}R=document.createElement("option");mxUtils.write(R,mxResources.get("addAccount"));R.value=O.length;ia.appendChild(R)}var O=this.drive.getUsersList(),la=document.createElement("div"),aa=document.createElement("span"); -aa.style.marginTop="6px";mxUtils.write(aa,mxResources.get("changeUser")+": ");la.appendChild(aa);var ia=document.createElement("select");ia.style.width="200px";Y();mxEvent.addListener(ia,"change",mxUtils.bind(this,function(){var X=ia.value,R=O.length!=X;R&&this.drive.setUser(O[X]);this.drive.authorize(R,mxUtils.bind(this,function(){R||(O=this.drive.getUsersList(),Y())}),mxUtils.bind(this,function(sa){this.handleError(sa)}),!0)}));la.appendChild(ia);la=new CustomDialog(this,la,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1), -!0)}));this.showDialog(la.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!=g&&g()}),480,150);return}}null!=I.message?F=""==I.message&&null!=I.name?mxUtils.htmlEntities(I.name):mxUtils.htmlEntities(I.message):null!=I.response&&null!=I.response.error?F=mxUtils.htmlEntities(I.response.error):"undefined"!==typeof window.App&&(I.code==App.ERROR_TIMEOUT?F=mxUtils.htmlEntities(mxResources.get("timeout")):I.code==App.ERROR_BUSY?F=mxUtils.htmlEntities(mxResources.get("busy")): -"string"===typeof I&&0<I.length&&(F=mxUtils.htmlEntities(I)))}var ba=z=null;null!=I&&null!=I.helpLink?(z=mxResources.get("help"),ba=mxUtils.bind(this,function(){return this.editor.graph.openLink(I.helpLink)})):null!=I&&null!=I.ownerEmail&&(z=mxResources.get("contactOwner"),F+=mxUtils.htmlEntities(" ("+z+": "+I.ownerEmail+")"),ba=mxUtils.bind(this,function(){return this.openLink("mailto:"+mxUtils.htmlEntities(I.ownerEmail))}));this.showError(f,F,G,g,Z,null,null,z,ba,null,null,null,l?g:null)}else null!= -g&&g()};EditorUi.prototype.alert=function(d,f,g){d=new ErrorDialog(this,null,d,mxResources.get("ok"),f);this.showDialog(d.container,g||340,100,!0,!1);d.init()};EditorUi.prototype.confirm=function(d,f,g,l,q,z){var F=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},C=Math.min(200,28*Math.ceil(d.length/50));d=new ConfirmDialog(this,d,function(){F();null!=f&&f()},function(){F();null!=g&&g()},l,q,null,null,null,null,C);this.showDialog(d.container,340,46+C,!0,z);d.init()}; -EditorUi.prototype.showBanner=function(d,f,g,l){var q=!1;if(!(this.bannerShowing||this["hideBanner"+d]||isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings["close"+d])){var z=document.createElement("div");z.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(z.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(z.style, -"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(z.style,"transition","all 1s ease");z.className="geBtn gePrimaryBtn";q=document.createElement("img");q.setAttribute("src",IMAGE_PATH+"/logo.png");q.setAttribute("border","0");q.setAttribute("align","absmiddle");q.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";z.appendChild(q);q=document.createElement("img");q.setAttribute("src",Dialog.prototype.closeImage);q.setAttribute("title",mxResources.get(l? -"doNotShowAgain":"close"));q.setAttribute("border","0");q.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;";z.appendChild(q);mxUtils.write(z,f);document.body.appendChild(z);this.bannerShowing=!0;f=document.createElement("div");f.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var F=document.createElement("input");F.setAttribute("type","checkbox");F.setAttribute("id","geDoNotShowAgainCheckbox");F.style.marginRight="6px"; -if(!l){f.appendChild(F);var C=document.createElement("label");C.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(C,mxResources.get("doNotShowAgain"));f.appendChild(C);z.style.paddingBottom="30px";z.appendChild(f)}var I=mxUtils.bind(this,function(){null!=z.parentNode&&(z.parentNode.removeChild(z),this.bannerShowing=!1,F.checked||l)&&(this["hideBanner"+d]=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings["close"+d]=Date.now(),mxSettings.save()))});mxEvent.addListener(q, -"click",mxUtils.bind(this,function(Z){mxEvent.consume(Z);I()}));var G=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(z.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this,function(){I()}),1E3)});mxEvent.addListener(z,"click",mxUtils.bind(this,function(Z){var ca=mxEvent.getSource(Z);ca!=F&&ca!=C?(null!=g&&g(),I(),mxEvent.consume(Z)):G()}));window.setTimeout(mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(z.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(G, -3E4);q=!0}return q};EditorUi.prototype.setCurrentFile=function(d){null!=d&&(d.opened=new Date);this.currentFile=d};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas=function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(d,f,g,l){d=d.toDataURL("image/"+g);if(null!=d&&6<d.length)null!=f&&(d=Editor.writeGraphModelToPng(d,"tEXt","mxfile",encodeURIComponent(f))),0<l&&(d=Editor.writeGraphModelToPng(d,"pHYs", -"dpi",l));else throw{message:mxResources.get("unknownError")};return d};EditorUi.prototype.saveCanvas=function(d,f,g,l,q){var z="jpeg"==g?"jpg":g;l=this.getBaseFilename(l)+(null!=f?".drawio":"")+"."+z;d=this.createImageDataUri(d,f,g,q);this.saveData(l,z,d.substring(d.lastIndexOf(",")+1),"image/"+g,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&&"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&& -7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(d,f){d=new TextareaDialog(this,d,f,null,null,mxResources.get("close"));this.showDialog(d.container,620,460,!0,!0,null,null,null,null,!0);d.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(d,f,g,l,q,z){"text/xml"!=g||/(\.drawio)$/i.test(f)||/(\.xml)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.html)$/i.test(f)||(f=f+"."+(null!=z?z:"drawio"));if(window.Blob&& -navigator.msSaveOrOpenBlob)d=l?this.base64ToBlob(d,g):new Blob([d],{type:g}),navigator.msSaveOrOpenBlob(d,f);else if(mxClient.IS_IE)g=window.open("about:blank","_blank"),null==g?mxUtils.popup(d,!0):(g.document.write(d),g.document.close(),g.document.execCommand("SaveAs",!0,f),g.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==g||"image/"!=g.substring(0,6)?this.showTextDialog(f+":",d):this.openInNewWindow(d,g,l);else{var F=document.createElement("a");z=(null==navigator.userAgent|| -0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof F.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var C=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);z=65==(C?parseInt(C[2],10):!1)?!1:z}if(z||this.isOffline()){F.href=URL.createObjectURL(l?this.base64ToBlob(d,g):new Blob([d],{type:g}));z?F.download=f:F.setAttribute("target","_blank");document.body.appendChild(F);try{window.setTimeout(function(){URL.revokeObjectURL(F.href)},2E4),F.click(),F.parentNode.removeChild(F)}catch(I){}}else this.createEchoRequest(d, -f,g,l,q).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(d,f,g,l,q,z){d="xml="+encodeURIComponent(d);return new mxXmlRequest(SAVE_URL,d+(null!=g?"&mime="+g:"")+(null!=q?"&format="+q:"")+(null!=z?"&base64="+z:"")+(null!=f?"&filename="+encodeURIComponent(f):"")+(l?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(d,f){f=f||"";d=atob(d);for(var g=d.length,l=Math.ceil(g/1024),q=Array(l),z=0;z<l;++z){for(var F=1024*z,C=Math.min(F+1024,g),I=Array(C-F),G=0;F<C;++G,++F)I[G]= -d[F].charCodeAt(0);q[z]=new Uint8Array(I)}return new Blob(q,{type:f})};EditorUi.prototype.saveLocalFile=function(d,f,g,l,q,z,F,C){z=null!=z?z:!1;F=null!=F?F:"vsdx"!=q&&(!mxClient.IS_IOS||!navigator.standalone);q=this.getServiceCount(z);isLocalStorage&&q++;var I=4>=q?2:6<q?4:3;f=new CreateDialog(this,f,mxUtils.bind(this,function(G,Z){try{if("_blank"==Z)if(null!=g&&"image/"==g.substring(0,6))this.openInNewWindow(d,g,l);else if(null!=g&&"text/html"==g.substring(0,9)){var ca=new EmbedDialog(this,d);this.showDialog(ca.container, -450,240,!0,!0);ca.init()}else{var ba=window.open("about:blank");null==ba?mxUtils.popup(d,!0):(ba.document.write("<pre>"+mxUtils.htmlEntities(d,!1)+"</pre>"),ba.document.close())}else Z==App.MODE_DEVICE||"download"==Z?this.doSaveLocalFile(d,G,g,l,null,C):null!=G&&0<G.length&&this.pickFolder(Z,mxUtils.bind(this,function(Y){try{this.exportFile(d,G,g,l,Z,Y)}catch(O){this.handleError(O)}}))}catch(Y){this.handleError(Y)}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"), -!1,z,F,null,1<q,I,d,g,l);z=this.isServices(q)?q>I?390:280:160;this.showDialog(f.container,420,z,!0,!0);f.init()};EditorUi.prototype.openInNewWindow=function(d,f,g){var l=window.open("about:blank");null==l||null==l.document?mxUtils.popup(d,!0):("image/svg+xml"!=f||mxClient.IS_SVG?"image/svg+xml"!=f||this.editor.graph.mathEnabled?(d=g?d:btoa(unescape(encodeURIComponent(d))),l.document.write('<html><img style="max-width:100%;" src="data:'+f+";base64,"+d+'"/></html>')):l.document.write("<html>"+d+"</html>"): -l.document.write("<html><pre>"+mxUtils.htmlEntities(d,!1)+"</pre></html>"),l.document.close())};var n=EditorUi.prototype.addChromelessToolbarItems;EditorUi.prototype.isChromelessImageExportEnabled=function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(d){if(null!=urlParams.tags){this.tagsDialog=this.tagsComponent=null;var f=d(mxUtils.bind(this,function(l){null== -this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}),!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position="",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding="4px",this.tagsComponent.div.style.overflow= -"auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily=Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor="#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div,80)));if(null!= -this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div;mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var q=f.getBoundingClientRect();this.tagsDialog.style.left=q.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+ -4+"px";q=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=q.zIndex;document.body.appendChild(this.tagsDialog);this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(l)}),Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var l=this.editor.graph.getAllTags();f.style.display=0<l.length?"":"none"}))}n.apply(this,arguments);this.editor.addListener("tagsDialogShown", -mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&& -(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container,"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var g=d(mxUtils.bind(this, -function(l){var q=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",q);null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)q.apply(this);else{this.exportDialog=document.createElement("div");var z=g.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center"; -this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width="50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color="#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=z.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";z=mxUtils.getCurrentStyle(this.editor.graph.container); -this.exportDialog.style.zIndex=z.zIndex;var F=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});F.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this,function(C){F.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var I=this.createImageDataUri(C,null,"png");C=document.createElement("img");C.style.maxWidth="140px";C.style.maxHeight= -"140px";C.style.cursor="pointer";C.style.backgroundColor="white";C.setAttribute("title",mxResources.get("openInNewWindow"));C.setAttribute("border","0");C.setAttribute("src",I);this.exportDialog.appendChild(C);mxEvent.addListener(C,"click",mxUtils.bind(this,function(){this.openInNewWindow(I.substring(I.indexOf(",")+1),"image/png",!0);q.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(C){this.spinner.stop();this.handleError(C)}),null,null,null,null,null,null,null, -Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",q);document.body.appendChild(this.exportDialog)}mxEvent.consume(l)}),Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(d,f,g,l,q){this.isLocalFileSave()?this.saveLocalFile(g,d,l,q,f):this.saveRequest(d,f,mxUtils.bind(this,function(z,F){return this.createEchoRequest(g,z,l,q,f,F)}),g,q,l)};EditorUi.prototype.saveRequest=function(d,f,g,l,q,z,F){F=null!=F?F:!mxClient.IS_IOS||!navigator.standalone; -var C=this.getServiceCount(!1);isLocalStorage&&C++;var I=4>=C?2:6<C?4:3;d=new CreateDialog(this,d,mxUtils.bind(this,function(G,Z){if("_blank"==Z||null!=G&&0<G.length){var ca=g("_blank"==Z?null:G,Z==App.MODE_DEVICE||"download"==Z||null==Z||"_blank"==Z?"0":"1");null!=ca&&(Z==App.MODE_DEVICE||"download"==Z||"_blank"==Z?ca.simulate(document,"_blank"):this.pickFolder(Z,mxUtils.bind(this,function(ba){z=null!=z?z:"pdf"==f?"application/pdf":"image/"+f;if(null!=l)try{this.exportFile(l,G,z,!0,Z,ba)}catch(Y){this.handleError(Y)}else this.spinner.spin(document.body, -mxResources.get("saving"))&&ca.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<=ca.getStatus()&&299>=ca.getStatus())try{this.exportFile(ca.getText(),G,z,!0,Z,ba)}catch(Y){this.handleError(Y)}else this.handleError({message:mxResources.get("errorSavingFile")})}),function(Y){this.spinner.stop();this.handleError(Y)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,F,null,1<C,I,l,z,q);C=this.isServices(C)?4<C?390:280:160; -this.showDialog(d.container,420,C,!0,!0);d.init()};EditorUi.prototype.isServices=function(d){return 1!=d};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(d,f,g,l,q,z){};EditorUi.prototype.pickFolder=function(d,f,g){f(null)};EditorUi.prototype.exportSvg=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba,Y){if(this.spinner.spin(document.body,mxResources.get("export")))try{var O=this.editor.graph.isSelectionEmpty();g=null!=g?g:O;var la=f?null:this.editor.graph.background; -la==mxConstants.NONE&&(la=null);null==la&&0==f&&(la=Z?this.editor.graph.defaultPageBackgroundColor:"#ffffff");var aa=this.editor.graph.getSvg(la,d,F,C,null,g,null,null,"blank"==G?"_blank":"self"==G?"_top":null,null,!ba,Z,ca);l&&this.editor.graph.addSvgShadow(aa);var ia=this.getBaseFilename()+(q?".drawio":"")+".svg";Y=null!=Y?Y:mxUtils.bind(this,function(sa){this.isLocalFileSave()||sa.length<=MAX_REQUEST_SIZE?this.saveData(ia,"svg",sa,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")}, -mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(sa)}))});var X=mxUtils.bind(this,function(sa){this.spinner.stop();q&&sa.setAttribute("content",this.getFileData(!0,null,null,null,g,I,null,null,null,!1));Y(Graph.xmlDeclaration+"\n"+(q?Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(sa))});this.editor.graph.mathEnabled&&this.editor.addMathCss(aa);var R=mxUtils.bind(this,function(sa){z?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(sa, -X,this.thumbImageCache)):X(sa)});ba?this.embedFonts(aa,R):(this.editor.addFontCss(aa),R(aa))}catch(sa){this.handleError(sa)}};EditorUi.prototype.addRadiobox=function(d,f,g,l,q,z,F){return this.addCheckbox(d,g,l,q,z,F,!0,f)};EditorUi.prototype.addCheckbox=function(d,f,g,l,q,z,F,C){z=null!=z?z:!0;var I=document.createElement("input");I.style.marginRight="8px";I.style.marginTop="16px";I.setAttribute("type",F?"radio":"checkbox");F="geCheckbox-"+Editor.guid();I.id=F;null!=C&&I.setAttribute("name",C);g&& -(I.setAttribute("checked","checked"),I.defaultChecked=!0);l&&I.setAttribute("disabled","disabled");z&&(d.appendChild(I),g=document.createElement("label"),mxUtils.write(g,f),g.setAttribute("for",F),d.appendChild(g),q||mxUtils.br(d));return I};EditorUi.prototype.addEditButton=function(d,f){var g=this.addCheckbox(d,mxResources.get("edit")+":",!0,null,!0);g.style.marginLeft="24px";var l=this.getCurrentFile(),q="";null!=l&&l.getMode()!=App.MODE_DEVICE&&l.getMode()!=App.MODE_BROWSER&&(q=window.location.href); -var z=document.createElement("select");z.style.maxWidth="200px";z.style.width="auto";z.style.marginLeft="8px";z.style.marginRight="10px";z.className="geBtn";l=document.createElement("option");l.setAttribute("value","blank");mxUtils.write(l,mxResources.get("makeCopy"));z.appendChild(l);l=document.createElement("option");l.setAttribute("value","custom");mxUtils.write(l,mxResources.get("custom")+"...");z.appendChild(l);d.appendChild(z);mxEvent.addListener(z,"change",mxUtils.bind(this,function(){if("custom"== -z.value){var F=new FilenameDialog(this,q,mxResources.get("ok"),function(C){null!=C?q=C:z.value="blank"},mxResources.get("url"),null,null,null,null,function(){z.value="blank"});this.showDialog(F.container,300,80,!0,!1);F.init()}}));mxEvent.addListener(g,"change",mxUtils.bind(this,function(){g.checked&&(null==f||f.checked)?z.removeAttribute("disabled"):z.setAttribute("disabled","disabled")}));mxUtils.br(d);return{getLink:function(){return g.checked?"blank"===z.value?"_blank":q:null},getEditInput:function(){return g}, -getEditSelect:function(){return z}}};EditorUi.prototype.addLinkSection=function(d,f){function g(){var C=document.createElement("div");C.style.width="100%";C.style.height="100%";C.style.boxSizing="border-box";null!=z&&z!=mxConstants.NONE?(C.style.border="1px solid black",C.style.backgroundColor=z):(C.style.backgroundPosition="center center",C.style.backgroundRepeat="no-repeat",C.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");F.innerText="";F.appendChild(C)}mxUtils.write(d,mxResources.get("links")+ -":");var l=document.createElement("select");l.style.width="100px";l.style.padding="0px";l.style.marginLeft="8px";l.style.marginRight="10px";l.className="geBtn";var q=document.createElement("option");q.setAttribute("value","auto");mxUtils.write(q,mxResources.get("automatic"));l.appendChild(q);q=document.createElement("option");q.setAttribute("value","blank");mxUtils.write(q,mxResources.get("openInNewWindow"));l.appendChild(q);q=document.createElement("option");q.setAttribute("value","self");mxUtils.write(q, -mxResources.get("openInThisWindow"));l.appendChild(q);f&&(f=document.createElement("option"),f.setAttribute("value","frame"),mxUtils.write(f,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),l.appendChild(f));d.appendChild(l);mxUtils.write(d,mxResources.get("borderColor")+":");var z="#0000ff",F=null;F=mxUtils.button("",mxUtils.bind(this,function(C){this.pickColor(z||"none",function(I){z=I;g()});mxEvent.consume(C)}));g();F.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px"; -F.style.marginLeft="4px";F.style.height="22px";F.style.width="22px";F.style.position="relative";F.style.top=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_EDGE?"6px":"1px";F.className="geColorBtn";d.appendChild(F);mxUtils.br(d);return{getColor:function(){return z},getTarget:function(){return l.value},focus:function(){l.focus()}}};EditorUi.prototype.createUrlParameters=function(d,f,g,l,q,z,F){F=null!=F?F:[];l&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||F.push("lightbox=1"), -"auto"!=d&&F.push("target="+d),null!=f&&f!=mxConstants.NONE&&F.push("highlight="+("#"==f.charAt(0)?f.substring(1):f)),null!=q&&0<q.length&&F.push("edit="+encodeURIComponent(q)),z&&F.push("layers=1"),this.editor.graph.foldingEnabled&&F.push("nav=1"));g&&null!=this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&F.push("page-id="+this.currentPage.getId());return F};EditorUi.prototype.createLink=function(d,f,g,l,q,z,F,C,I,G){I=this.createUrlParameters(d,f,g,l,q,z,I);d=this.getCurrentFile(); -f=!0;null!=F?g="#U"+encodeURIComponent(F):(d=this.getCurrentFile(),C||null==d||d.constructor!=window.DriveFile?g="#R"+encodeURIComponent(g?this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))):(g="#"+d.getHash(),f=!1));f&&null!=d&&null!=d.getTitle()&&d.getTitle()!=this.defaultFilename&&I.push("title="+encodeURIComponent(d.getTitle()));G&&1<g.length&&(I.push("open="+g.substring(1)),g="");return(l&&"1"!=urlParams.dev?EditorUi.lightboxHost: -mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+"/"+(0<I.length?"?"+I.join("&"):"")+g};EditorUi.prototype.createHtml=function(d,f,g,l,q,z,F,C,I,G,Z,ca){this.getBasenames();var ba={};""!=q&&q!=mxConstants.NONE&&(ba.highlight=q);"auto"!==l&&(ba.target=l);G||(ba.lightbox=!1);ba.nav=this.editor.graph.foldingEnabled;g=parseInt(g);isNaN(g)||100==g||(ba.zoom=g/100);g=[];F&&(g.push("pages"),ba.resize=!0,null!= -this.pages&&null!=this.currentPage&&(ba.page=mxUtils.indexOf(this.pages,this.currentPage)));f&&(g.push("zoom"),ba.resize=!0);C&&g.push("layers");I&&g.push("tags");0<g.length&&(G&&g.push("lightbox"),ba.toolbar=g.join(" "));null!=Z&&0<Z.length&&(ba.edit=Z);null!=d?ba.url=d:ba.xml=this.getFileData(!0,null,null,null,null,!F);f='<div class="mxgraph" style="'+(z?"max-width:100%;":"")+(""!=g?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(ba))+'"></div>';d=null!= -d?"&fetch="+encodeURIComponent(d):"";ca(f,'<script type="text/javascript" src="'+(0<d.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+"/embed2.js?")+d:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL:EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(d,f,g,l){var q=document.createElement("div");q.style.whiteSpace="nowrap";var z=document.createElement("h3"); -mxUtils.write(z,mxResources.get("html"));z.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";q.appendChild(z);var F=document.createElement("div");F.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var C=document.createElement("input");C.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";C.setAttribute("value","url");C.setAttribute("type","radio");C.setAttribute("name","type-embedhtmldialog");z=C.cloneNode(!0);z.setAttribute("value", -"copy");F.appendChild(z);var I=document.createElement("span");mxUtils.write(I,mxResources.get("includeCopyOfMyDiagram"));F.appendChild(I);mxUtils.br(F);F.appendChild(C);I=document.createElement("span");mxUtils.write(I,mxResources.get("publicDiagramUrl"));F.appendChild(I);var G=this.getCurrentFile();null==g&&null!=G&&G.constructor==window.DriveFile&&(I=document.createElement("a"),I.style.paddingLeft="12px",I.style.color="gray",I.style.cursor="pointer",mxUtils.write(I,mxResources.get("share")),F.appendChild(I), -mxEvent.addListener(I,"click",mxUtils.bind(this,function(){this.hideDialog();this.drive.showPermissions(G.getId())})));z.setAttribute("checked","checked");null==g&&C.setAttribute("disabled","disabled");q.appendChild(F);var Z=this.addLinkSection(q),ca=this.addCheckbox(q,mxResources.get("zoom"),!0,null,!0);mxUtils.write(q,":");var ba=document.createElement("input");ba.setAttribute("type","text");ba.style.marginRight="16px";ba.style.width="60px";ba.style.marginLeft="4px";ba.style.marginRight="12px"; -ba.value="100%";q.appendChild(ba);var Y=this.addCheckbox(q,mxResources.get("fit"),!0);F=null!=this.pages&&1<this.pages.length;var O=O=this.addCheckbox(q,mxResources.get("allPages"),F,!F),la=this.addCheckbox(q,mxResources.get("layers"),!0),aa=this.addCheckbox(q,mxResources.get("tags"),!0),ia=this.addCheckbox(q,mxResources.get("lightbox"),!0),X=null;F=380;if(EditorUi.enableHtmlEditOption){X=this.addEditButton(q,ia);var R=X.getEditInput();R.style.marginBottom="16px";F+=50;mxEvent.addListener(ia,"change", -function(){ia.checked?R.removeAttribute("disabled"):R.setAttribute("disabled","disabled");R.checked&&ia.checked?X.getEditSelect().removeAttribute("disabled"):X.getEditSelect().setAttribute("disabled","disabled")})}d=new CustomDialog(this,q,mxUtils.bind(this,function(){l(C.checked?g:null,ca.checked,ba.value,Z.getTarget(),Z.getColor(),Y.checked,O.checked,la.checked,aa.checked,ia.checked,null!=X?X.getLink():null)}),null,d,f);this.showDialog(d.container,340,F,!0,!0);z.focus()};EditorUi.prototype.showPublishLinkDialog= -function(d,f,g,l,q,z,F,C){var I=document.createElement("div");I.style.whiteSpace="nowrap";var G=document.createElement("h3");mxUtils.write(G,d||mxResources.get("link"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";I.appendChild(G);var Z=this.getCurrentFile();d=0;if(null==Z||Z.constructor!=window.DriveFile||f)F=null!=F?F:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{d=80;F=null!=F?F:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram"; -G=document.createElement("div");G.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;";var ca=document.createElement("div");ca.style.whiteSpace="normal";mxUtils.write(ca,mxResources.get("linkAccountRequired"));G.appendChild(ca);ca=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(Z.getId())}));ca.style.marginTop="12px";ca.className="geBtn";G.appendChild(ca);I.appendChild(G);ca=document.createElement("a"); -ca.style.paddingLeft="12px";ca.style.color="gray";ca.style.fontSize="11px";ca.style.cursor="pointer";mxUtils.write(ca,mxResources.get("check"));G.appendChild(ca);mxEvent.addListener(ca,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&&this.getPublicUrl(this.getCurrentFile(),mxUtils.bind(this,function(M){this.spinner.stop();M=new ErrorDialog(this,null,mxResources.get(null!=M?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(M.container, -300,80,!0,!1);M.init()}))}))}var ba=null,Y=null;if(null!=g||null!=l)d+=30,mxUtils.write(I,mxResources.get("width")+":"),ba=document.createElement("input"),ba.setAttribute("type","text"),ba.style.marginRight="16px",ba.style.width="50px",ba.style.marginLeft="6px",ba.style.marginRight="16px",ba.style.marginBottom="10px",ba.value="100%",I.appendChild(ba),mxUtils.write(I,mxResources.get("height")+":"),Y=document.createElement("input"),Y.setAttribute("type","text"),Y.style.width="50px",Y.style.marginLeft= -"6px",Y.style.marginBottom="10px",Y.value=l+"px",I.appendChild(Y),mxUtils.br(I);var O=this.addLinkSection(I,z);g=null!=this.pages&&1<this.pages.length;var la=null;if(null==Z||Z.constructor!=window.DriveFile||f)la=this.addCheckbox(I,mxResources.get("allPages"),g,!g);var aa=this.addCheckbox(I,mxResources.get("lightbox"),!0,null,null,!z),ia=this.addEditButton(I,aa),X=ia.getEditInput();z&&(X.style.marginLeft=aa.style.marginLeft,aa.style.display="none",d-=20);var R=this.addCheckbox(I,mxResources.get("layers"), -!0);R.style.marginLeft=X.style.marginLeft;R.style.marginTop="8px";var sa=this.addCheckbox(I,mxResources.get("tags"),!0);sa.style.marginLeft=X.style.marginLeft;sa.style.marginBottom="16px";sa.style.marginTop="16px";mxEvent.addListener(aa,"change",function(){aa.checked?(R.removeAttribute("disabled"),X.removeAttribute("disabled")):(R.setAttribute("disabled","disabled"),X.setAttribute("disabled","disabled"));X.checked&&aa.checked?ia.getEditSelect().removeAttribute("disabled"):ia.getEditSelect().setAttribute("disabled", -"disabled")});f=new CustomDialog(this,I,mxUtils.bind(this,function(){q(O.getTarget(),O.getColor(),null==la?!0:la.checked,aa.checked,ia.getLink(),R.checked,null!=ba?ba.value:null,null!=Y?Y.value:null,sa.checked)}),null,mxResources.get("create"),F,C);this.showDialog(f.container,340,300+d,!0,!0);null!=ba?(ba.focus(),mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?ba.select():document.execCommand("selectAll",!1,null)):O.focus()};EditorUi.prototype.showRemoteExportDialog=function(d,f,g,l,q){var z= -document.createElement("div");z.style.whiteSpace="nowrap";var F=document.createElement("h3");mxUtils.write(F,mxResources.get("image"));F.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+(q?"10":"4")+"px";z.appendChild(F);if(q){mxUtils.write(z,mxResources.get("zoom")+":");var C=document.createElement("input");C.setAttribute("type","text");C.style.marginRight="16px";C.style.width="60px";C.style.marginLeft="4px";C.style.marginRight="12px";C.value=this.lastExportZoom||"100%"; -z.appendChild(C);mxUtils.write(z,mxResources.get("borderWidth")+":");var I=document.createElement("input");I.setAttribute("type","text");I.style.marginRight="16px";I.style.width="60px";I.style.marginLeft="4px";I.value=this.lastExportBorder||"0";z.appendChild(I);mxUtils.br(z)}var G=this.addCheckbox(z,mxResources.get("selectionOnly"),!1,this.editor.graph.isSelectionEmpty()),Z=l?null:this.addCheckbox(z,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);F=this.editor.graph;var ca= -l?null:this.addCheckbox(z,mxResources.get("transparentBackground"),F.background==mxConstants.NONE||null==F.background);null!=ca&&(ca.style.marginBottom="16px");d=new CustomDialog(this,z,mxUtils.bind(this,function(){var ba=parseInt(C.value)/100||1,Y=parseInt(I.value)||0;g(!G.checked,null!=Z?Z.checked:!1,null!=ca?ca.checked:!1,ba,Y)}),null,d,f);this.showDialog(d.container,300,(q?25:0)+(l?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(d,f,g,l,q,z,F,C,I){F=null!=F?F:Editor.defaultIncludeDiagram; -var G=document.createElement("div");G.style.whiteSpace="nowrap";var Z=this.editor.graph,ca="jpeg"==C?220:300,ba=document.createElement("h3");mxUtils.write(ba,d);ba.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px";G.appendChild(ba);mxUtils.write(G,mxResources.get("zoom")+":");var Y=document.createElement("input");Y.setAttribute("type","text");Y.style.marginRight="16px";Y.style.width="60px";Y.style.marginLeft="4px";Y.style.marginRight="12px";Y.value=this.lastExportZoom|| -"100%";G.appendChild(Y);mxUtils.write(G,mxResources.get("borderWidth")+":");var O=document.createElement("input");O.setAttribute("type","text");O.style.marginRight="16px";O.style.width="60px";O.style.marginLeft="4px";O.value=this.lastExportBorder||"0";G.appendChild(O);mxUtils.br(G);var la=this.addCheckbox(G,mxResources.get("selectionOnly"),!1,Z.isSelectionEmpty()),aa=document.createElement("input");aa.style.marginTop="16px";aa.style.marginRight="8px";aa.style.marginLeft="24px";aa.setAttribute("disabled", -"disabled");aa.setAttribute("type","checkbox");var ia=document.createElement("select");ia.style.marginTop="16px";ia.style.marginLeft="8px";d=["selectionOnly","diagram","page"];var X={};for(ba=0;ba<d.length;ba++)if(!Z.isSelectionEmpty()||"selectionOnly"!=d[ba]){var R=document.createElement("option");mxUtils.write(R,mxResources.get(d[ba]));R.setAttribute("value",d[ba]);ia.appendChild(R);X[d[ba]]=R}I?(mxUtils.write(G,mxResources.get("size")+":"),G.appendChild(ia),mxUtils.br(G),ca+=26,mxEvent.addListener(ia, -"change",function(){"selectionOnly"==ia.value&&(la.checked=!0)})):z&&(G.appendChild(aa),mxUtils.write(G,mxResources.get("crop")),mxUtils.br(G),ca+=30,mxEvent.addListener(la,"change",function(){la.checked?aa.removeAttribute("disabled"):aa.setAttribute("disabled","disabled")}));Z.isSelectionEmpty()?I&&(la.style.display="none",la.nextSibling.style.display="none",la.nextSibling.nextSibling.style.display="none",ca-=30):(ia.value="diagram",aa.setAttribute("checked","checked"),aa.defaultChecked=!0,mxEvent.addListener(la, -"change",function(){ia.value=la.checked?"selectionOnly":"diagram"}));var sa=this.addCheckbox(G,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=C),M=null;Editor.isDarkMode()&&(M=this.addCheckbox(G,mxResources.get("dark"),!0),ca+=26);var ka=this.addCheckbox(G,mxResources.get("shadow"),Z.shadowVisible),L=null;if("png"==C||"jpeg"==C)L=this.addCheckbox(G,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),ca+=30;var S=this.addCheckbox(G,mxResources.get("includeCopyOfMyDiagram"), -F,null,null,"jpeg"!=C);S.style.marginBottom="16px";var ja=document.createElement("input");ja.style.marginBottom="16px";ja.style.marginRight="8px";ja.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||ja.setAttribute("disabled","disabled");var ma=document.createElement("select");ma.style.maxWidth="260px";ma.style.marginLeft="8px";ma.style.marginRight="10px";ma.style.marginBottom="16px";ma.className="geBtn";z=document.createElement("option");z.setAttribute("value","none");mxUtils.write(z, -mxResources.get("noChange"));ma.appendChild(z);z=document.createElement("option");z.setAttribute("value","embedFonts");mxUtils.write(z,mxResources.get("embedFonts"));ma.appendChild(z);z=document.createElement("option");z.setAttribute("value","lblToSvg");mxUtils.write(z,mxResources.get("lblToSvg"));this.isOffline()||EditorUi.isElectronApp||ma.appendChild(z);mxEvent.addListener(ma,"change",mxUtils.bind(this,function(){"lblToSvg"==ma.value?(ja.checked=!0,ja.setAttribute("disabled","disabled"),X.page.style.display= -"none","page"==ia.value&&(ia.value="diagram"),ka.checked=!1,ka.setAttribute("disabled","disabled"),H.style.display="inline-block",u.style.display="none"):"disabled"==ja.getAttribute("disabled")&&(ja.checked=!1,ja.removeAttribute("disabled"),ka.removeAttribute("disabled"),X.page.style.display="",H.style.display="none",u.style.display="")}));f&&(G.appendChild(ja),mxUtils.write(G,mxResources.get("embedImages")),mxUtils.br(G),mxUtils.write(G,mxResources.get("txtSettings")+":"),G.appendChild(ma),mxUtils.br(G), -ca+=60);var u=document.createElement("select");u.style.maxWidth="260px";u.style.marginLeft="8px";u.style.marginRight="10px";u.className="geBtn";f=document.createElement("option");f.setAttribute("value","auto");mxUtils.write(f,mxResources.get("automatic"));u.appendChild(f);f=document.createElement("option");f.setAttribute("value","blank");mxUtils.write(f,mxResources.get("openInNewWindow"));u.appendChild(f);f=document.createElement("option");f.setAttribute("value","self");mxUtils.write(f,mxResources.get("openInThisWindow")); -u.appendChild(f);var H=document.createElement("div");mxUtils.write(H,mxResources.get("LinksLost"));H.style.margin="7px";H.style.display="none";"svg"==C&&(mxUtils.write(G,mxResources.get("links")+":"),G.appendChild(u),G.appendChild(H),mxUtils.br(G),mxUtils.br(G),ca+=50);g=new CustomDialog(this,G,mxUtils.bind(this,function(){this.lastExportBorder=O.value;this.lastExportZoom=Y.value;q(Y.value,sa.checked,!la.checked,ka.checked,S.checked,ja.checked,O.value,aa.checked,!1,u.value,null!=L?L.checked:null, -null!=M?M.checked:null,ia.value,"embedFonts"==ma.value,"lblToSvg"==ma.value)}),null,g,l);this.showDialog(g.container,340,ca,!0,!0,null,null,null,null,!0);Y.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?Y.select():document.execCommand("selectAll",!1,null)};EditorUi.prototype.showEmbedImageDialog=function(d,f,g,l,q){var z=document.createElement("div");z.style.whiteSpace="nowrap";var F=this.editor.graph;if(null!=f){var C=document.createElement("h3");mxUtils.write(C,f);C.style.cssText= -"width:100%;text-align:center;margin-top:0px;margin-bottom:4px";z.appendChild(C)}var I=this.addCheckbox(z,mxResources.get("fit"),!0),G=this.addCheckbox(z,mxResources.get("shadow"),F.shadowVisible&&l,!l),Z=this.addCheckbox(z,g),ca=this.addCheckbox(z,mxResources.get("lightbox"),!0),ba=this.addEditButton(z,ca),Y=ba.getEditInput(),O=1<F.model.getChildCount(F.model.getRoot()),la=this.addCheckbox(z,mxResources.get("layers"),O,!O);la.style.marginLeft=Y.style.marginLeft;la.style.marginBottom="12px";la.style.marginTop= -"8px";mxEvent.addListener(ca,"change",function(){ca.checked?(O&&la.removeAttribute("disabled"),Y.removeAttribute("disabled")):(la.setAttribute("disabled","disabled"),Y.setAttribute("disabled","disabled"));Y.checked&&ca.checked?ba.getEditSelect().removeAttribute("disabled"):ba.getEditSelect().setAttribute("disabled","disabled")});f=new CustomDialog(this,z,mxUtils.bind(this,function(){d(I.checked,G.checked,Z.checked,ca.checked,ba.getLink(),la.checked)}),null,mxResources.get("embed"),q);this.showDialog(f.container, -280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(d,f,g,l,q,z,F,C){function I(Y){var O=" ",la="";l&&(O=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(null!=Z?"&page="+Z:"")+(q?"&edit=_blank": -"")+(z?"&layers=1":"")+"');}})(this);\"",la+="cursor:pointer;");d&&(la+="max-width:100%;");var aa="";g&&(aa=' width="'+Math.round(G.width)+'" height="'+Math.round(G.height)+'"');F('<img src="'+Y+'"'+aa+(""!=la?' style="'+la+'"':"")+O+"/>")}var G=this.editor.graph.getGraphBounds(),Z=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(Y){var O=l?this.getFileData(!0):null;Y=this.createImageDataUri(Y,O,"png");I(Y)}),null,null,null,mxUtils.bind(this, -function(Y){C({message:mxResources.get("unknownError")})}),null,!0,g?2:1,null,f,null,null,Editor.defaultBorder);else if(f=this.getFileData(!0),G.width*G.height<=MAX_AREA&&f.length<=MAX_REQUEST_SIZE){var ca="";g&&(ca="&w="+Math.round(2*G.width)+"&h="+Math.round(2*G.height));var ba=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(l?"1":"0")+ca+"&xml="+encodeURIComponent(f));ba.send(mxUtils.bind(this,function(){200<=ba.getStatus()&&299>=ba.getStatus()?I("data:image/png;base64,"+ba.getText()): -C({message:mxResources.get("unknownError")})}))}else C({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(d,f,g,l,q,z,F){var C=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!g),I=C.getElementsByTagName("a");if(null!=I)for(var G=0;G<I.length;G++){var Z=I[G].getAttribute("href");null!=Z&&"#"==Z.charAt(0)&&"_blank"==I[G].getAttribute("target")&&I[G].removeAttribute("target")}l&&C.setAttribute("content",this.getFileData(!0));f&&this.editor.graph.addSvgShadow(C); -if(g){var ca=" ",ba="";l&&(ca="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(q?"&edit=_blank":"")+(z?"&layers=1":"")+"');}})(this);\"",ba+="cursor:pointer;");d&&(ba+="max-width:100%;");this.editor.convertImages(C, -mxUtils.bind(this,function(Y){F('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(Y))+'"'+(""!=ba?' style="'+ba+'"':"")+ca+"/>")}))}else ba="",l&&(f=this.getSelectedPageIndex(),C.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ -EditorUi.lightboxHost+"/?client=1"+(null!=f?"&page="+f:"")+(q?"&edit=_blank":"")+(z?"&layers=1":"")+"');}}})(this);"),ba+="cursor:pointer;"),d&&(d=parseInt(C.getAttribute("width")),q=parseInt(C.getAttribute("height")),C.setAttribute("viewBox","-0.5 -0.5 "+d+" "+q),ba+="max-width:100%;max-height:"+q+"px;",C.removeAttribute("height")),""!=ba&&C.setAttribute("style",ba),this.editor.addFontCss(C),this.editor.graph.mathEnabled&&this.editor.addMathCss(C),F(mxUtils.getXml(C))};EditorUi.prototype.timeSince= -function(d){d=Math.floor((new Date-d)/1E3);var f=Math.floor(d/31536E3);if(1<f)return f+" "+mxResources.get("years");f=Math.floor(d/2592E3);if(1<f)return f+" "+mxResources.get("months");f=Math.floor(d/86400);if(1<f)return f+" "+mxResources.get("days");f=Math.floor(d/3600);if(1<f)return f+" "+mxResources.get("hours");f=Math.floor(d/60);return 1<f?f+" "+mxResources.get("minutes"):1==f?f+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(d,f){if(null!=d){var g=null;if("diagram"== -d.nodeName)g=d;else if("mxfile"==d.nodeName){var l=d.getElementsByTagName("diagram");if(0<l.length){g=l[0];var q=f.getGlobalVariable;f.getGlobalVariable=function(z){return"page"==z?g.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==z?1:q.apply(this,arguments)}}}null!=g&&(d=Editor.parseDiagramNode(g))}l=this.editor.graph;try{this.editor.graph=f,this.editor.setGraphXml(d)}catch(z){}finally{this.editor.graph=l}return d};EditorUi.prototype.getPngFileProperties=function(d){var f= -1,g=0;if(null!=d){if(d.hasAttribute("scale")){var l=parseFloat(d.getAttribute("scale"));!isNaN(l)&&0<l&&(f=l)}d.hasAttribute("border")&&(l=parseInt(d.getAttribute("border")),!isNaN(l)&&0<l&&(g=l))}return{scale:f,border:g}};EditorUi.prototype.getEmbeddedPng=function(d,f,g,l,q){try{var z=this.editor.graph,F=null!=z.themes&&"darkTheme"==z.defaultThemeName,C=null;if(null!=g&&0<g.length)z=this.createTemporaryGraph(F?z.getDefaultStylesheet():z.getStylesheet()),document.body.appendChild(z.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(g).documentElement, -!0),z),C=g;else if(F||null!=this.pages&&this.currentPage!=this.pages[0]){z=this.createTemporaryGraph(F?z.getDefaultStylesheet():z.getStylesheet());var I=z.getGlobalVariable;z.setBackgroundImage=this.editor.graph.setBackgroundImage;var G=this.pages[0];this.currentPage==G?z.setBackgroundImage(this.editor.graph.backgroundImage):null!=G.viewState&&null!=G.viewState&&z.setBackgroundImage(G.viewState.backgroundImage);z.getGlobalVariable=function(Z){return"page"==Z?G.getName():"pagenumber"==Z?1:I.apply(this, -arguments)};document.body.appendChild(z.container);z.model.setRoot(G.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(Z){try{null==C&&(C=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var ca=Z.toDataURL("image/png");ca=Editor.writeGraphModelToPng(ca,"tEXt","mxfile",encodeURIComponent(C));d(ca.substring(ca.lastIndexOf(",")+1));z!=this.editor.graph&&z.container.parentNode.removeChild(z.container)}catch(ba){null!=f&&f(ba)}}),null,null,null,mxUtils.bind(this,function(Z){null!= -f&&f(Z)}),null,null,l,null,z.shadowVisible,null,z,q,null,null,null,"diagram",null)}catch(Z){null!=f&&f(Z)}};EditorUi.prototype.getEmbeddedSvg=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba){C=null!=C?C:!0;Z=null!=Z?Z:0;F=null!=I?I:f.background;F==mxConstants.NONE&&(F=null);z=f.getSvg(F,G,Z,null,null,z,null,null,null,f.shadowVisible||ca,null,ba,"diagram");(f.shadowVisible||ca)&&f.addSvgShadow(z,null,null,0==Z);null!=d&&z.setAttribute("content",d);null!=g&&z.setAttribute("resource",g);var Y=mxUtils.bind(this, -function(O){O=(l?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(O);null!=q&&q(O);return O});f.mathEnabled&&this.editor.addMathCss(z);if(null!=q)this.embedFonts(z,mxUtils.bind(this,function(O){C?this.editor.convertImages(O,mxUtils.bind(this,function(la){Y(la)})):Y(O)}));else return Y(z)};EditorUi.prototype.embedFonts=function(d,f){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(d,this.editor.resolvedFontCss), -this.editor.embedExtFonts(mxUtils.bind(this,function(g){try{null!=g&&this.editor.addFontCss(d,g),f(d)}catch(l){f(d)}}))}catch(g){f(d)}}))};EditorUi.prototype.exportImage=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba){I=null!=I?I:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var Y=this.editor.graph.isSelectionEmpty();g=null!=g?g:Y;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(O){this.spinner.stop();try{this.saveCanvas(O, -q?this.getFileData(!0,null,null,null,g,C):null,I,null==this.pages||0==this.pages.length,Z)}catch(la){this.handleError(la)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(O){this.spinner.stop();this.handleError(O)}),null,g,d||1,f,l,null,null,z,F,G,ca,ba)}catch(O){this.spinner.stop(),this.handleError(O)}}};EditorUi.prototype.isCorsEnabledForUrl=function(d){return this.editor.isCorsEnabledForUrl(d)};EditorUi.prototype.importXml=function(d,f,g,l,q,z,F){f=null!=f?f:0;g=null!=g?g:0;var C=[]; -try{var I=this.editor.graph;if(null!=d&&0<d.length){I.model.beginUpdate();try{var G=mxUtils.parseXml(d);d={};var Z=this.editor.extractGraphModel(G.documentElement,null!=this.pages);if(null!=Z&&"mxfile"==Z.nodeName&&null!=this.pages){var ca=Z.getElementsByTagName("diagram");if(1==ca.length&&!z){if(Z=Editor.parseDiagramNode(ca[0]),null!=this.currentPage&&(d[ca[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var ba=ca[0].getAttribute("name");null!=ba&&""!=ba&&this.editor.graph.model.execute(new RenamePage(this, -this.currentPage,ba))}}else if(0<ca.length){z=[];var Y=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(d[ca[0].getAttribute("id")]=this.pages[0].getId(),Z=Editor.parseDiagramNode(ca[0]),l=!1,Y=1);for(;Y<ca.length;Y++){var O=ca[Y].getAttribute("id");ca[Y].removeAttribute("id");var la=this.updatePageRoot(new DiagramPage(ca[Y]));d[O]=ca[Y].getAttribute("id");var aa=this.pages.length;null==la.getName()&&la.setName(mxResources.get("pageWithNumber",[aa+1]));I.model.execute(new ChangePage(this, -la,la,aa,!0));z.push(la)}this.updatePageLinks(d,z)}}if(null!=Z&&"mxGraphModel"===Z.nodeName){C=I.importGraphModel(Z,f,g,l);if(null!=C)for(Y=0;Y<C.length;Y++)this.updatePageLinksForCell(d,C[Y]);var ia=I.parseBackgroundImage(Z.getAttribute("backgroundImage"));if(null!=ia&&null!=ia.originalSrc){this.updateBackgroundPageLink(d,ia);var X=new ChangePageSetup(this,null,ia);X.ignoreColor=!0;I.model.execute(X)}}F&&this.insertHandler(C,null,null,I.defaultVertexStyle,I.defaultEdgeStyle,!1,!0)}finally{I.model.endUpdate()}}}catch(R){if(q)throw R; -this.handleError(R)}return C};EditorUi.prototype.updatePageLinks=function(d,f){for(var g=0;g<f.length;g++)this.updatePageLinksForCell(d,f[g].root),null!=f[g].viewState&&this.updateBackgroundPageLink(d,f[g].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(d,f){try{if(null!=f&&Graph.isPageLink(f.originalSrc)){var g=d[f.originalSrc.substring(f.originalSrc.indexOf(",")+1)];null!=g&&(f.originalSrc="data:page/id,"+g)}}catch(l){}};EditorUi.prototype.updatePageLinksForCell= -function(d,f){var g=document.createElement("div"),l=this.editor.graph,q=l.getLinkForCell(f);null!=q&&l.setLinkForCell(f,this.updatePageLink(d,q));if(l.isHtmlLabel(f)){g.innerHTML=l.sanitizeHtml(l.getLabel(f));for(var z=g.getElementsByTagName("a"),F=!1,C=0;C<z.length;C++)q=z[C].getAttribute("href"),null!=q&&(z[C].setAttribute("href",this.updatePageLink(d,q)),F=!0);F&&l.labelChanged(f,g.innerHTML)}for(C=0;C<l.model.getChildCount(f);C++)this.updatePageLinksForCell(d,l.model.getChildAt(f,C))};EditorUi.prototype.updatePageLink= -function(d,f){if(Graph.isPageLink(f)){var g=d[f.substring(f.indexOf(",")+1)];f=null!=g?"data:page/id,"+g:null}else if("data:action/json,"==f.substring(0,17))try{var l=JSON.parse(f.substring(17));if(null!=l.actions){for(var q=0;q<l.actions.length;q++){var z=l.actions[q];if(null!=z.open&&Graph.isPageLink(z.open)){var F=z.open.substring(z.open.indexOf(",")+1);g=d[F];null!=g?z.open="data:page/id,"+g:null==this.getPageById(F)&&delete z.open}}f="data:action/json,"+JSON.stringify(l)}}catch(C){}return f}; -EditorUi.prototype.isRemoteVisioFormat=function(d){return/(\.v(sd|dx))($|\?)/i.test(d)||/(\.vs(s|x))($|\?)/i.test(d)};EditorUi.prototype.importVisio=function(d,f,g,l,q){l=null!=l?l:d.name;g=null!=g?g:mxUtils.bind(this,function(F){this.handleError(F)});var z=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var F=this.isRemoteVisioFormat(l);try{var C="UNKNOWN-VISIO",I=l.lastIndexOf(".");if(0<=I&&I<l.length)C=l.substring(I+1).toUpperCase();else{var G=l.lastIndexOf("/");0<= -G&&G<l.length&&(l=l.substring(G+1))}EditorUi.logEvent({category:C+"-MS-IMPORT-FILE",action:"filename_"+l,label:F?"remote":"local"})}catch(ca){}if(F)if(null==VSD_CONVERT_URL||this.isOffline())g({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{F=new FormData;F.append("file1",d,l);var Z=new XMLHttpRequest;Z.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(l)?"?stencil=1":""));Z.responseType="blob";this.addRemoteServiceSecurityCheck(Z); -null!=q&&Z.setRequestHeader("x-convert-custom",q);Z.onreadystatechange=mxUtils.bind(this,function(){if(4==Z.readyState)if(200<=Z.status&&299>=Z.status)try{var ca=Z.response;if("text/xml"==ca.type){var ba=new FileReader;ba.onload=mxUtils.bind(this,function(Y){try{f(Y.target.result)}catch(O){g({message:mxResources.get("errorLoadingFile")})}});ba.readAsText(ca)}else this.doImportVisio(ca,f,g,l)}catch(Y){g(Y)}else try{""==Z.responseType||"text"==Z.responseType?g({message:Z.responseText}):(ba=new FileReader, -ba.onload=function(){g({message:JSON.parse(ba.result).Message})},ba.readAsText(Z.response))}catch(Y){g({})}});Z.send(F)}else try{this.doImportVisio(d,f,g,l)}catch(ca){g(ca)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?z():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",z))};EditorUi.prototype.importGraphML=function(d,f,g){g=null!=g?g:mxUtils.bind(this,function(q){this.handleError(q)}); -var l=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(d,f,g)}catch(q){g(q)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?l():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",l))};EditorUi.prototype.exportVisio=function(d){var f=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(d)|| -this.handleError({message:mxResources.get("unknownError")})}catch(g){this.handleError(g)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?f():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",f))};EditorUi.prototype.convertLucidChart=function(d,f,g){var l=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var q= -JSON.parse(d);f(LucidImporter.importState(q));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+d.length}),null!=window.console&&"1"==urlParams.test){var z=[(new Date).toISOString(),"convertLucidChart",q];null!=q.state&&z.push(JSON.parse(q.state));if(null!=q.svgThumbs)for(var F=0;F<q.svgThumbs.length;F++)z.push(Editor.createSvgDataUri(q.svgThumbs[F]));null!=q.thumb&&z.push(q.thumb);console.log.apply(console,z)}}catch(C){}}catch(C){null!=window.console&&console.error(C),g(C)}else g({message:mxResources.get("serviceUnavailableOrBlocked")})}); -"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(l,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",l)})})})}):mxscript("js/extensions.min.js",l))};EditorUi.prototype.generateMermaidImage=function(d, -f,g,l){var q=this,z=function(){try{this.loadingMermaid=!1,f=null!=f?f:mxUtils.clone(EditorUi.defaultMermaidConfig),f.securityLevel="strict",f.startOnLoad=!1,Editor.isDarkMode()&&(f.theme="dark"),mermaid.mermaidAPI.initialize(f),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),d,function(F){try{if(mxClient.IS_IE||mxClient.IS_IE11)F=F.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var C=mxUtils.parseXml(F).getElementsByTagName("svg"); -if(0<C.length){var I=parseFloat(C[0].getAttribute("width")),G=parseFloat(C[0].getAttribute("height"));if(isNaN(I)||isNaN(G))try{var Z=C[0].getAttribute("viewBox").split(/\s+/);I=parseFloat(Z[2]);G=parseFloat(Z[3])}catch(ca){I=I||100,G=G||100}g(q.convertDataUri(Editor.createSvgDataUri(F)),I,G)}else l({message:mxResources.get("invalidInput")})}catch(ca){l(ca)}})}catch(F){l(F)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?z():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", -z):mxscript("js/extensions.min.js",z))};EditorUi.prototype.generatePlantUmlImage=function(d,f,g,l){function q(C,I,G){c1=C>>2;c2=(C&3)<<4|I>>4;c3=(I&15)<<2|G>>6;c4=G&63;r="";r+=z(c1&63);r+=z(c2&63);r+=z(c3&63);return r+=z(c4&63)}function z(C){if(10>C)return String.fromCharCode(48+C);C-=10;if(26>C)return String.fromCharCode(65+C);C-=26;if(26>C)return String.fromCharCode(97+C);C-=26;return 0==C?"-":1==C?"_":"?"}var F=new XMLHttpRequest;F.open("GET",("txt"==f?PLANT_URL+"/txt/":"png"==f?PLANT_URL+"/png/": -PLANT_URL+"/svg/")+function(C){r="";for(i=0;i<C.length;i+=3)r=i+2==C.length?r+q(C.charCodeAt(i),C.charCodeAt(i+1),0):i+1==C.length?r+q(C.charCodeAt(i),0,0):r+q(C.charCodeAt(i),C.charCodeAt(i+1),C.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(d))),!0);"txt"!=f&&(F.responseType="blob");F.onload=function(C){if(200<=this.status&&300>this.status)if("txt"==f)g(this.response);else{var I=new FileReader;I.readAsDataURL(this.response);I.onloadend=function(G){var Z=new Image;Z.onload= -function(){try{var ca=Z.width,ba=Z.height;if(0==ca&&0==ba){var Y=I.result,O=Y.indexOf(","),la=decodeURIComponent(escape(atob(Y.substring(O+1)))),aa=mxUtils.parseXml(la).getElementsByTagName("svg");0<aa.length&&(ca=parseFloat(aa[0].getAttribute("width")),ba=parseFloat(aa[0].getAttribute("height")))}g(I.result,ca,ba)}catch(ia){l(ia)}};Z.src=I.result};I.onerror=function(G){l(G)}}else l(C)};F.onerror=function(C){l(C)};F.send()};EditorUi.prototype.insertAsPreText=function(d,f,g){var l=this.editor.graph, -q=null;l.getModel().beginUpdate();try{q=l.insertVertex(null,null,"<pre>"+d+"</pre>",f,g,1,1,"text;html=1;align=left;verticalAlign=top;"),l.updateCellSize(q,!0)}finally{l.getModel().endUpdate()}return q};EditorUi.prototype.insertTextAt=function(d,f,g,l,q,z,F,C){z=null!=z?z:!0;F=null!=F?F:!0;if(null!=d)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(d.replace(/\s+/g, -" "),mxUtils.bind(this,function(ba){4==ba.readyState&&200<=ba.status&&299>=ba.status&&this.editor.graph.setSelectionCells(this.insertTextAt(ba.responseText,f,g,!0))}));else if("data:"==d.substring(0,5)||!this.isOffline()&&(q||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d))){var I=this.editor.graph;if("data:application/pdf;base64,"==d.substring(0,28)){var G=Editor.extractGraphModelFromPdf(d);if(null!=G&&0<G.length)return this.importXml(G,f,g,z,!0,C)}if(Editor.isPngDataUrl(d)&&(G=Editor.extractGraphModelFromPng(d), -null!=G&&0<G.length))return this.importXml(G,f,g,z,!0,C);if("data:image/svg+xml;"==d.substring(0,19))try{G=null;"data:image/svg+xml;base64,"==d.substring(0,26)?(G=d.substring(d.indexOf(",")+1),G=window.atob&&!mxClient.IS_SF?atob(G):Base64.decode(G,!0)):G=decodeURIComponent(d.substring(d.indexOf(",")+1));var Z=this.importXml(G,f,g,z,!0,C);if(0<Z.length)return Z}catch(ba){}this.loadImage(d,mxUtils.bind(this,function(ba){if("data:"==d.substring(0,5))this.resizeImage(ba,d,mxUtils.bind(this,function(la, -aa,ia){I.setSelectionCell(I.insertVertex(null,null,"",I.snap(f),I.snap(g),aa,ia,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(la)+";"))}),F,this.maxImageSize);else{var Y=Math.min(1,Math.min(this.maxImageSize/ba.width,this.maxImageSize/ba.height)),O=Math.round(ba.width*Y);ba=Math.round(ba.height*Y);I.setSelectionCell(I.insertVertex(null,null,"",I.snap(f),I.snap(g),O,ba,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ -d+";"))}}),mxUtils.bind(this,function(){var ba=null;I.getModel().beginUpdate();try{ba=I.insertVertex(I.getDefaultParent(),null,d,I.snap(f),I.snap(g),1,1,"text;"+(l?"html=1;":"")),I.updateCellSize(ba),I.fireEvent(new mxEventObject("textInserted","cells",[ba]))}finally{I.getModel().endUpdate()}I.setSelectionCell(ba)}))}else{d=Graph.zapGremlins(mxUtils.trim(d));if(this.isCompatibleString(d))return this.importXml(d,f,g,z,null,C);if(0<d.length)if(this.isLucidChartData(d))this.convertLucidChart(d,mxUtils.bind(this, -function(ba){this.editor.graph.setSelectionCells(this.importXml(ba,f,g,z,null,C))}),mxUtils.bind(this,function(ba){this.handleError(ba)}));else{I=this.editor.graph;q=null;I.getModel().beginUpdate();try{q=I.insertVertex(I.getDefaultParent(),null,"",I.snap(f),I.snap(g),1,1,"text;whiteSpace=wrap;"+(l?"html=1;":""));I.fireEvent(new mxEventObject("textInserted","cells",[q]));"<"==d.charAt(0)&&d.indexOf(">")==d.length-1&&(d=mxUtils.htmlEntities(d));d.length>this.maxTextBytes&&(d=d.substring(0,this.maxTextBytes)+ -"...");q.value=d;I.updateCellSize(q);if(0<this.maxTextWidth&&q.geometry.width>this.maxTextWidth){var ca=I.getPreferredSizeForCell(q,this.maxTextWidth);q.geometry.width=ca.width;q.geometry.height=ca.height}Graph.isLink(q.value)&&I.setLinkForCell(q,q.value);q.geometry.width+=I.gridSize;q.geometry.height+=I.gridSize}finally{I.getModel().endUpdate()}return[q]}}return[]};EditorUi.prototype.formatFileSize=function(d){var f=-1;do d/=1024,f++;while(1024<d);return Math.max(d,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[f]}; +if(null==d){var g=this.sidebar.palettes["L.scratchpad"];null==g&&(g=this.sidebar.palettes.search);null!=g&&(d=g[g.length-1].nextSibling)}d=null!=d?d:f.firstChild.nextSibling.nextSibling;g=f.lastChild;var x=g.previousSibling;f.insertBefore(g,d);f.insertBefore(x,g)};EditorUi.prototype.loadLibrary=function(d,f){var g=mxUtils.parseXml(d.getData());if("mxlibrary"==g.documentElement.nodeName){var x=JSON.parse(mxUtils.getTextContent(g.documentElement));this.libraryLoaded(d,x,g.documentElement.getAttribute("title"), +f)}else throw{message:mxResources.get("notALibraryFile")};};EditorUi.prototype.getLibraryStorageHint=function(d){return""};EditorUi.prototype.libraryLoaded=function(d,f,g,x){if(null!=this.sidebar){d.constructor!=LocalLibrary&&mxSettings.addCustomLibrary(d.getHash());".scratchpad"==d.title&&(this.scratchpad=d);var z=this.sidebar.palettes[d.getHash()];z=null!=z?z[z.length-1].nextSibling:null;this.removeLibrarySidebar(d.getHash());var u=null,H=mxUtils.bind(this,function(fa,J){0==fa.length&&d.isEditable()? +(null==u&&(u=document.createElement("div"),u.className="geDropTarget",mxUtils.write(u,mxResources.get("dragElementsHere"))),J.appendChild(u)):this.addLibraryEntries(fa,J)});null!=this.sidebar&&null!=f&&this.sidebar.addEntries(f);null==g&&(g=d.getTitle(),null!=g&&/(\.xml)$/i.test(g)&&(g=g.substring(0,g.lastIndexOf("."))));var L=this.sidebar.addPalette(d.getHash(),g,null!=x?x:!0,mxUtils.bind(this,function(fa){H(f,fa)}));this.repositionLibrary(z);var C=L.parentNode.previousSibling;x=C.getAttribute("title"); +null!=x&&0<x.length&&".scratchpad"!=d.title&&C.setAttribute("title",this.getLibraryStorageHint(d)+"\n"+x);var G=document.createElement("div");G.style.position="absolute";G.style.right="0px";G.style.top="0px";G.style.padding="8px";G.style.backgroundColor="inherit";C.style.position="relative";var V=document.createElement("img");V.className="geAdaptiveAsset";V.setAttribute("src",Editor.crossImage);V.setAttribute("title",mxResources.get("close"));V.setAttribute("valign","absmiddle");V.setAttribute("border", +"0");V.style.position="relative";V.style.top="2px";V.style.width="14px";V.style.cursor="pointer";V.style.margin="0 3px";var U=null;if(".scratchpad"!=d.title||this.closableScratchpad)G.appendChild(V),mxEvent.addListener(V,"click",mxUtils.bind(this,function(fa){if(!mxEvent.isConsumed(fa)){var J=mxUtils.bind(this,function(){this.closeLibrary(d)});null!=U?this.confirm(mxResources.get("allChangesLost"),null,J,mxResources.get("cancel"),mxResources.get("discardChanges")):J();mxEvent.consume(fa)}}));if(d.isEditable()){var Y= +this.editor.graph,O=null,qa=mxUtils.bind(this,function(fa){this.showLibraryDialog(d.getTitle(),L,f,d,d.getMode());mxEvent.consume(fa)}),oa=mxUtils.bind(this,function(fa){d.setModified(!0);d.isAutosave()?(null!=O&&null!=O.parentNode&&O.parentNode.removeChild(O),O=V.cloneNode(!1),O.setAttribute("src",Editor.spinImage),O.setAttribute("title",mxResources.get("saving")),O.style.cursor="default",O.style.marginRight="2px",O.style.marginTop="-2px",G.insertBefore(O,G.firstChild),C.style.paddingRight=18*G.childNodes.length+ +"px",this.saveLibrary(d.getTitle(),f,d,d.getMode(),!0,!0,function(){null!=O&&null!=O.parentNode&&(O.parentNode.removeChild(O),C.style.paddingRight=18*G.childNodes.length+"px")})):null==U&&(U=V.cloneNode(!1),U.setAttribute("src",Editor.saveImage),U.setAttribute("title",mxResources.get("save")),G.insertBefore(U,G.firstChild),mxEvent.addListener(U,"click",mxUtils.bind(this,function(J){this.saveLibrary(d.getTitle(),f,d,d.getMode(),d.constructor==LocalLibrary,!0,function(){null==U||d.isModified()||(C.style.paddingRight= +18*G.childNodes.length+"px",U.parentNode.removeChild(U),U=null)});mxEvent.consume(J)})),C.style.paddingRight=18*G.childNodes.length+"px")}),aa=mxUtils.bind(this,function(fa,J,Z,P){fa=Y.cloneCells(mxUtils.sortCells(Y.model.getTopmostCells(fa)));for(var da=0;da<fa.length;da++){var ja=Y.getCellGeometry(fa[da]);null!=ja&&ja.translate(-J.x,-J.y)}L.appendChild(this.sidebar.createVertexTemplateFromCells(fa,J.width,J.height,P||"",!0,null,!1));fa={xml:Graph.compress(mxUtils.getXml(this.editor.graph.encodeCells(fa))), +w:J.width,h:J.height};null!=P&&(fa.title=P);f.push(fa);oa(Z);null!=u&&null!=u.parentNode&&0<f.length&&(u.parentNode.removeChild(u),u=null)}),ca=mxUtils.bind(this,function(fa){if(Y.isSelectionEmpty())Y.getRubberband().isActive()?(Y.getRubberband().execute(fa),Y.getRubberband().reset()):this.showError(mxResources.get("error"),mxResources.get("nothingIsSelected"),mxResources.get("ok"));else{var J=Y.getSelectionCells(),Z=Y.view.getBounds(J),P=Y.view.scale;Z.x/=P;Z.y/=P;Z.width/=P;Z.height/=P;Z.x-=Y.view.translate.x; +Z.y-=Y.view.translate.y;aa(J,Z)}mxEvent.consume(fa)});mxEvent.addGestureListeners(L,function(){},mxUtils.bind(this,function(fa){Y.isMouseDown&&null!=Y.panningManager&&null!=Y.graphHandler.first&&(Y.graphHandler.suspend(),null!=Y.graphHandler.hint&&(Y.graphHandler.hint.style.visibility="hidden"),L.style.backgroundColor="#f1f3f4",L.style.cursor="copy",Y.panningManager.stop(),Y.autoScroll=!1,mxEvent.consume(fa))}),mxUtils.bind(this,function(fa){Y.isMouseDown&&null!=Y.panningManager&&null!=Y.graphHandler&& +(L.style.backgroundColor="",L.style.cursor="default",this.sidebar.showTooltips=!0,Y.panningManager.stop(),Y.graphHandler.reset(),Y.isMouseDown=!1,Y.autoScroll=!0,ca(fa),mxEvent.consume(fa))}));mxEvent.addListener(L,"mouseleave",mxUtils.bind(this,function(fa){Y.isMouseDown&&null!=Y.graphHandler.first&&(Y.graphHandler.resume(),null!=Y.graphHandler.hint&&(Y.graphHandler.hint.style.visibility="visible"),L.style.backgroundColor="",L.style.cursor="",Y.autoScroll=!0)}));Graph.fileSupport&&(mxEvent.addListener(L, +"dragover",mxUtils.bind(this,function(fa){L.style.backgroundColor="#f1f3f4";fa.dataTransfer.dropEffect="copy";L.style.cursor="copy";this.sidebar.hideTooltip();fa.stopPropagation();fa.preventDefault()})),mxEvent.addListener(L,"drop",mxUtils.bind(this,function(fa){L.style.cursor="";L.style.backgroundColor="";0<fa.dataTransfer.files.length&&this.importFiles(fa.dataTransfer.files,0,0,this.maxImageSize,mxUtils.bind(this,function(J,Z,P,da,ja,ka,q,F,R){if(null!=J&&"image/"==Z.substring(0,6))J="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;aspect=fixed;image="+ +this.convertDataUri(J),J=[new mxCell("",new mxGeometry(0,0,ja,ka),J)],J[0].vertex=!0,aa(J,new mxRectangle(0,0,ja,ka),fa,mxEvent.isAltDown(fa)?null:q.substring(0,q.lastIndexOf(".")).replace(/_/g," ")),null!=u&&null!=u.parentNode&&0<f.length&&(u.parentNode.removeChild(u),u=null);else{var W=!1,T=mxUtils.bind(this,function(ba,ia){null!=ba&&"application/pdf"==ia&&(ia=Editor.extractGraphModelFromPdf(ba),null!=ia&&0<ia.length&&(ba=ia));if(null!=ba)if(ba=mxUtils.parseXml(ba),"mxlibrary"==ba.documentElement.nodeName)try{var ra= +JSON.parse(mxUtils.getTextContent(ba.documentElement));H(ra,L);f=f.concat(ra);oa(fa);this.spinner.stop();W=!0}catch(za){}else if("mxfile"==ba.documentElement.nodeName)try{var ta=ba.documentElement.getElementsByTagName("diagram");for(ra=0;ra<ta.length;ra++){var ma=this.stringToCells(Editor.getDiagramNodeXml(ta[ra])),pa=this.editor.graph.getBoundingBoxFromGeometry(ma);aa(ma,new mxRectangle(0,0,pa.width,pa.height),fa)}W=!0}catch(za){null!=window.console&&console.log("error in drop handler:",za)}W||(this.spinner.stop(), +this.handleError({message:mxResources.get("errorLoadingFile")}));null!=u&&null!=u.parentNode&&0<f.length&&(u.parentNode.removeChild(u),u=null)});null!=R&&null!=q&&(/(\.v(dx|sdx?))($|\?)/i.test(q)||/(\.vs(x|sx?))($|\?)/i.test(q))?this.importVisio(R,function(ba){T(ba,"text/xml")},null,q):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(J,q)&&null!=R?this.isExternalDataComms()?this.parseFile(R,mxUtils.bind(this,function(ba){4==ba.readyState&&(this.spinner.stop(),200<=ba.status&&299>=ba.status?T(ba.responseText, +"text/xml"):this.handleError({message:mxResources.get(413==ba.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))})):(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):T(J,Z)}}));fa.stopPropagation();fa.preventDefault()})),mxEvent.addListener(L,"dragleave",function(fa){L.style.cursor="";L.style.backgroundColor="";fa.stopPropagation();fa.preventDefault()}));V=V.cloneNode(!1);V.setAttribute("src",Editor.editImage);V.setAttribute("title", +mxResources.get("edit"));G.insertBefore(V,G.firstChild);mxEvent.addListener(V,"click",qa);mxEvent.addListener(L,"dblclick",function(fa){mxEvent.getSource(fa)==L&&qa(fa)});x=V.cloneNode(!1);x.setAttribute("src",Editor.plusImage);x.setAttribute("title",mxResources.get("add"));G.insertBefore(x,G.firstChild);mxEvent.addListener(x,"click",ca);this.isOffline()||".scratchpad"!=d.title||null==EditorUi.scratchpadHelpLink||(x=document.createElement("span"),x.setAttribute("title",mxResources.get("help")),x.style.cssText= +"color:#a3a3a3;text-decoration:none;margin-right:2px;cursor:pointer;",mxUtils.write(x,"?"),mxEvent.addGestureListeners(x,mxUtils.bind(this,function(fa){this.openLink(EditorUi.scratchpadHelpLink);mxEvent.consume(fa)})),G.insertBefore(x,G.firstChild))}C.appendChild(G);C.style.paddingRight=18*G.childNodes.length+"px"}};EditorUi.prototype.addLibraryEntries=function(d,f){for(var g=0;g<d.length;g++){var x=d[g],z=x.data;if(null!=z){z=this.convertDataUri(z);var u="shape=image;verticalLabelPosition=bottom;verticalAlign=top;imageAspect=0;"; +"fixed"==x.aspect&&(u+="aspect=fixed;");f.appendChild(this.sidebar.createVertexTemplate(u+"image="+z,x.w,x.h,"",x.title||"",!1,null,!0))}else null!=x.xml&&(z=this.stringToCells(Graph.decompress(x.xml)),0<z.length&&f.appendChild(this.sidebar.createVertexTemplateFromCells(z,x.w,x.h,x.title||"",!0,null,!0)))}};EditorUi.prototype.getResource=function(d){return null!=d?d[mxLanguage]||d.main:null};EditorUi.prototype.footerHeight=0;"1"==urlParams.savesidebar&&(Sidebar.prototype.thumbWidth=64,Sidebar.prototype.thumbHeight= +64);EditorUi.initTheme=function(){"atlas"==uiTheme?(mxClient.link("stylesheet",STYLE_PATH+"/atlas.css"),"undefined"!==typeof Toolbar&&(Toolbar.prototype.unselectedBackground="linear-gradient(rgb(255, 255, 255) 0px, rgb(242, 242, 242) 100%)",Toolbar.prototype.selectedBackground="rgb(242, 242, 242)"),Editor.prototype.initialTopSpacing=3,EditorUi.prototype.menubarHeight=41,EditorUi.prototype.toolbarHeight=38):Editor.isDarkMode()&&(mxClient.link("stylesheet",STYLE_PATH+"/dark.css"),Dialog.backdropColor= +Editor.darkColor,Format.inactiveTabBackgroundColor="black",Graph.prototype.defaultThemeName="darkTheme",Graph.prototype.shapeBackgroundColor=Editor.darkColor,Graph.prototype.shapeForegroundColor=Editor.lightColor,Graph.prototype.defaultPageBackgroundColor=Editor.darkColor,Graph.prototype.defaultPageBorderColor="#505759",BaseFormatPanel.prototype.buttonBackgroundColor=Editor.darkColor,mxGraphHandler.prototype.previewColor="#cccccc",StyleFormatPanel.prototype.defaultStrokeColor="#cccccc",mxConstants.DROP_TARGET_COLOR= +"#00ff00");Editor.sketchFontFamily="Architects Daughter";Editor.sketchFontSource="https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter";Editor.sketchFonts=[{fontFamily:Editor.sketchFontFamily,fontUrl:decodeURIComponent(Editor.sketchFontSource)}];"1"==urlParams.sketch&&("undefined"!==typeof Menus&&(Menus.prototype.defaultFonts=Menus.prototype.defaultFonts.concat(Editor.sketchFonts)),Graph.prototype.defaultVertexStyle={hachureGap:"4"},Graph.prototype.defaultEdgeStyle={edgeStyle:"none", +rounded:"0",curved:"1",jettySize:"auto",orthogonalLoop:"1",endArrow:"open",startSize:"14",endSize:"14",sourcePerimeterSpacing:"8",targetPerimeterSpacing:"8"},Editor.configurationKey=".sketch-configuration",Editor.settingsKey=".sketch-config",Graph.prototype.defaultGridEnabled="1"==urlParams.grid,Graph.prototype.defaultPageVisible="1"==urlParams.pv,Graph.prototype.defaultEdgeLength=120,Editor.fitWindowBorders=new mxRectangle(60,30,30,30))};EditorUi.initTheme();EditorUi.prototype.showImageDialog=function(d, +f,g,x,z,u,H){d=new ImageDialog(this,d,f,g,x,z,u,H);this.showDialog(d.container,Graph.fileSupport?480:360,Graph.fileSupport?200:90,!0,!0);d.init()};EditorUi.prototype.showBackgroundImageDialog=function(d,f){d=null!=d?d:mxUtils.bind(this,function(g,x){x||(g=new ChangePageSetup(this,null,g),g.ignoreColor=!0,this.editor.graph.model.execute(g))});d=new BackgroundImageDialog(this,d,f);this.showDialog(d.container,400,200,!0,!0);d.init()};EditorUi.prototype.showLibraryDialog=function(d,f,g,x,z){d=new LibraryDialog(this, +d,f,g,x,z);this.showDialog(d.container,640,440,!0,!1,mxUtils.bind(this,function(u){u&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()}));d.init()};var k=EditorUi.prototype.createFormat;EditorUi.prototype.createFormat=function(d){var f=k.apply(this,arguments);this.editor.graph.addListener("viewStateChanged",mxUtils.bind(this,function(g){this.editor.graph.isSelectionEmpty()&&f.refresh()}));return f};EditorUi.prototype.createSidebarFooterContainer=function(){var d=this.createDiv("geSidebarContainer geSidebarFooter"); +d.style.position="absolute";d.style.overflow="hidden";var f=document.createElement("a");f.className="geTitle";f.style.color="#DF6C0C";f.style.fontWeight="bold";f.style.height="100%";f.style.paddingTop="9px";f.innerHTML="<span>+</span>";var g=f.getElementsByTagName("span")[0];g.style.fontSize="18px";g.style.marginRight="5px";mxUtils.write(f,mxResources.get("moreShapes")+"...");mxEvent.addListener(f,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(x){x.preventDefault()}));mxEvent.addListener(f, +"click",mxUtils.bind(this,function(x){this.actions.get("shapes").funct();mxEvent.consume(x)}));d.appendChild(f);return d};EditorUi.prototype.handleError=function(d,f,g,x,z,u,H){var L=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},C=null!=d&&null!=d.error?d.error:d;if(null!=d&&("1"==urlParams.test||null!=d.stack)&&null!=d.message)try{H?null!=window.console&&console.error("EditorUi.handleError:",d):EditorUi.logError("Caught: "+(""==d.message&&null!=d.name)?d.name:d.message, +d.filename,d.lineNumber,d.columnNumber,d,"INFO")}catch(O){}if(null!=C||null!=f){H=mxUtils.htmlEntities(mxResources.get("unknownError"));var G=mxResources.get("ok"),V=null;f=null!=f?f:mxResources.get("error");if(null!=C){null!=C.retry&&(G=mxResources.get("cancel"),V=function(){L();C.retry()});if(404==C.code||404==C.status||403==C.code){H=403==C.code?null!=C.message?mxUtils.htmlEntities(C.message):mxUtils.htmlEntities(mxResources.get("accessDenied")):null!=z?z:mxUtils.htmlEntities(mxResources.get("fileNotFoundOrDenied")+ +(null!=this.drive&&null!=this.drive.user?" ("+this.drive.user.displayName+", "+this.drive.user.email+")":""));var U=null!=z?null:null!=u?u:window.location.hash;if(null!=U&&("#G"==U.substring(0,2)||"#Uhttps%3A%2F%2Fdrive.google.com%2Fuc%3Fid%3D"==U.substring(0,45))&&(null!=d&&null!=d.error&&(null!=d.error.errors&&0<d.error.errors.length&&"fileAccess"==d.error.errors[0].reason||null!=d.error.data&&0<d.error.data.length&&"fileAccess"==d.error.data[0].reason)||404==C.code||404==C.status)){U="#U"==U.substring(0, +2)?U.substring(45,U.lastIndexOf("%26ex")):U.substring(2);this.showError(f,H,mxResources.get("openInNewWindow"),mxUtils.bind(this,function(){this.editor.graph.openLink("https://drive.google.com/open?id="+U);this.handleError(d,f,g,x,z)}),V,mxResources.get("changeUser"),mxUtils.bind(this,function(){function O(){ca.innerText="";for(var fa=0;fa<qa.length;fa++){var J=document.createElement("option");mxUtils.write(J,qa[fa].displayName);J.value=fa;ca.appendChild(J);J=document.createElement("option");J.innerHTML= +" ";mxUtils.write(J,"<"+qa[fa].email+">");J.setAttribute("disabled","disabled");ca.appendChild(J)}J=document.createElement("option");mxUtils.write(J,mxResources.get("addAccount"));J.value=qa.length;ca.appendChild(J)}var qa=this.drive.getUsersList(),oa=document.createElement("div"),aa=document.createElement("span");aa.style.marginTop="6px";mxUtils.write(aa,mxResources.get("changeUser")+": ");oa.appendChild(aa);var ca=document.createElement("select");ca.style.width="200px";O();mxEvent.addListener(ca, +"change",mxUtils.bind(this,function(){var fa=ca.value,J=qa.length!=fa;J&&this.drive.setUser(qa[fa]);this.drive.authorize(J,mxUtils.bind(this,function(){J||(qa=this.drive.getUsersList(),O())}),mxUtils.bind(this,function(Z){this.handleError(Z)}),!0)}));oa.appendChild(ca);oa=new CustomDialog(this,oa,mxUtils.bind(this,function(){this.loadFile(window.location.hash.substr(1),!0)}));this.showDialog(oa.container,300,100,!0,!0)}),mxResources.get("cancel"),mxUtils.bind(this,function(){this.hideDialog();null!= +g&&g()}),480,150);return}}null!=C.message?H=""==C.message&&null!=C.name?mxUtils.htmlEntities(C.name):mxUtils.htmlEntities(C.message):null!=C.response&&null!=C.response.error?H=mxUtils.htmlEntities(C.response.error):"undefined"!==typeof window.App&&(C.code==App.ERROR_TIMEOUT?H=mxUtils.htmlEntities(mxResources.get("timeout")):C.code==App.ERROR_BUSY?H=mxUtils.htmlEntities(mxResources.get("busy")):"string"===typeof C&&0<C.length&&(H=mxUtils.htmlEntities(C)))}var Y=u=null;null!=C&&null!=C.helpLink?(u= +mxResources.get("help"),Y=mxUtils.bind(this,function(){return this.editor.graph.openLink(C.helpLink)})):null!=C&&null!=C.ownerEmail&&(u=mxResources.get("contactOwner"),H+=mxUtils.htmlEntities(" ("+u+": "+C.ownerEmail+")"),Y=mxUtils.bind(this,function(){return this.openLink("mailto:"+mxUtils.htmlEntities(C.ownerEmail))}));this.showError(f,H,G,g,V,null,null,u,Y,null,null,null,x?g:null)}else null!=g&&g()};EditorUi.prototype.alert=function(d,f,g){d=new ErrorDialog(this,null,d,mxResources.get("ok"),f); +this.showDialog(d.container,g||340,100,!0,!1);d.init()};EditorUi.prototype.confirm=function(d,f,g,x,z,u){var H=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},L=Math.min(200,28*Math.ceil(d.length/50));d=new ConfirmDialog(this,d,function(){H();null!=f&&f()},function(){H();null!=g&&g()},x,z,null,null,null,null,L);this.showDialog(d.container,340,46+L,!0,u);d.init()};EditorUi.prototype.showBanner=function(d,f,g,x){var z=!1;if(!(this.bannerShowing||this["hideBanner"+d]|| +isLocalStorage&&null!=mxSettings.settings&&null!=mxSettings.settings["close"+d])){var u=document.createElement("div");u.style.cssText="position:absolute;bottom:10px;left:50%;max-width:90%;padding:18px 34px 12px 20px;font-size:16px;font-weight:bold;white-space:nowrap;cursor:pointer;z-index:"+mxPopupMenu.prototype.zIndex+";";mxUtils.setPrefixedStyle(u.style,"box-shadow","1px 1px 2px 0px #ddd");mxUtils.setPrefixedStyle(u.style,"transform","translate(-50%,120%)");mxUtils.setPrefixedStyle(u.style,"transition", +"all 1s ease");u.className="geBtn gePrimaryBtn";z=document.createElement("img");z.setAttribute("src",IMAGE_PATH+"/logo.png");z.setAttribute("border","0");z.setAttribute("align","absmiddle");z.style.cssText="margin-top:-4px;margin-left:8px;margin-right:12px;width:26px;height:26px;";u.appendChild(z);z=document.createElement("img");z.setAttribute("src",Dialog.prototype.closeImage);z.setAttribute("title",mxResources.get(x?"doNotShowAgain":"close"));z.setAttribute("border","0");z.style.cssText="position:absolute;right:10px;top:12px;filter:invert(1);padding:6px;margin:-6px;cursor:default;"; +u.appendChild(z);mxUtils.write(u,f);document.body.appendChild(u);this.bannerShowing=!0;f=document.createElement("div");f.style.cssText="font-size:11px;text-align:center;font-weight:normal;";var H=document.createElement("input");H.setAttribute("type","checkbox");H.setAttribute("id","geDoNotShowAgainCheckbox");H.style.marginRight="6px";if(!x){f.appendChild(H);var L=document.createElement("label");L.setAttribute("for","geDoNotShowAgainCheckbox");mxUtils.write(L,mxResources.get("doNotShowAgain"));f.appendChild(L); +u.style.paddingBottom="30px";u.appendChild(f)}var C=mxUtils.bind(this,function(){null!=u.parentNode&&(u.parentNode.removeChild(u),this.bannerShowing=!1,H.checked||x)&&(this["hideBanner"+d]=!0,isLocalStorage&&null!=mxSettings.settings&&(mxSettings.settings["close"+d]=Date.now(),mxSettings.save()))});mxEvent.addListener(z,"click",mxUtils.bind(this,function(V){mxEvent.consume(V);C()}));var G=mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(u.style,"transform","translate(-50%,120%)");window.setTimeout(mxUtils.bind(this, +function(){C()}),1E3)});mxEvent.addListener(u,"click",mxUtils.bind(this,function(V){var U=mxEvent.getSource(V);U!=H&&U!=L?(null!=g&&g(),C(),mxEvent.consume(V)):G()}));window.setTimeout(mxUtils.bind(this,function(){mxUtils.setPrefixedStyle(u.style,"transform","translate(-50%,0%)")}),500);window.setTimeout(G,3E4);z=!0}return z};EditorUi.prototype.setCurrentFile=function(d){null!=d&&(d.opened=new Date);this.currentFile=d};EditorUi.prototype.getCurrentFile=function(){return this.currentFile};EditorUi.prototype.isExportToCanvas= +function(){return this.editor.isExportToCanvas()};EditorUi.prototype.createImageDataUri=function(d,f,g,x){d=d.toDataURL("image/"+g);if(null!=d&&6<d.length)null!=f&&(d=Editor.writeGraphModelToPng(d,"tEXt","mxfile",encodeURIComponent(f))),0<x&&(d=Editor.writeGraphModelToPng(d,"pHYs","dpi",x));else throw{message:mxResources.get("unknownError")};return d};EditorUi.prototype.saveCanvas=function(d,f,g,x,z){var u="jpeg"==g?"jpg":g;x=this.getBaseFilename(x)+(null!=f?".drawio":"")+"."+u;d=this.createImageDataUri(d, +f,g,z);this.saveData(x,u,d.substring(d.lastIndexOf(",")+1),"image/"+g,!0)};EditorUi.prototype.isLocalFileSave=function(){return"remote"!=urlParams.save&&(mxClient.IS_IE||"undefined"!==typeof window.Blob&&"undefined"!==typeof window.URL)&&9!=document.documentMode&&8!=document.documentMode&&7!=document.documentMode||this.isOfflineApp()||mxClient.IS_IOS};EditorUi.prototype.showTextDialog=function(d,f){d=new TextareaDialog(this,d,f,null,null,mxResources.get("close"));this.showDialog(d.container,620,460, +!0,!0,null,null,null,null,!0);d.init();document.execCommand("selectall",!1,null)};EditorUi.prototype.doSaveLocalFile=function(d,f,g,x,z,u){"text/xml"!=g||/(\.drawio)$/i.test(f)||/(\.xml)$/i.test(f)||/(\.svg)$/i.test(f)||/(\.html)$/i.test(f)||(f=f+"."+(null!=u?u:"drawio"));if(window.Blob&&navigator.msSaveOrOpenBlob)d=x?this.base64ToBlob(d,g):new Blob([d],{type:g}),navigator.msSaveOrOpenBlob(d,f);else if(mxClient.IS_IE)g=window.open("about:blank","_blank"),null==g?mxUtils.popup(d,!0):(g.document.write(d), +g.document.close(),g.document.execCommand("SaveAs",!0,f),g.close());else if(mxClient.IS_IOS&&this.isOffline())navigator.standalone||null==g||"image/"!=g.substring(0,6)?this.showTextDialog(f+":",d):this.openInNewWindow(d,g,x);else{var H=document.createElement("a");u=(null==navigator.userAgent||0>navigator.userAgent.indexOf("PaleMoon/"))&&"undefined"!==typeof H.download;if(mxClient.IS_GC&&null!=navigator.userAgent){var L=navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);u=65==(L?parseInt(L[2],10): +!1)?!1:u}if(u||this.isOffline()){H.href=URL.createObjectURL(x?this.base64ToBlob(d,g):new Blob([d],{type:g}));u?H.download=f:H.setAttribute("target","_blank");document.body.appendChild(H);try{window.setTimeout(function(){URL.revokeObjectURL(H.href)},2E4),H.click(),H.parentNode.removeChild(H)}catch(C){}}else this.createEchoRequest(d,f,g,x,z).simulate(document,"_blank")}};EditorUi.prototype.createEchoRequest=function(d,f,g,x,z,u){d="xml="+encodeURIComponent(d);return new mxXmlRequest(SAVE_URL,d+(null!= +g?"&mime="+g:"")+(null!=z?"&format="+z:"")+(null!=u?"&base64="+u:"")+(null!=f?"&filename="+encodeURIComponent(f):"")+(x?"&binary=1":""))};EditorUi.prototype.base64ToBlob=function(d,f){f=f||"";d=atob(d);for(var g=d.length,x=Math.ceil(g/1024),z=Array(x),u=0;u<x;++u){for(var H=1024*u,L=Math.min(H+1024,g),C=Array(L-H),G=0;H<L;++G,++H)C[G]=d[H].charCodeAt(0);z[u]=new Uint8Array(C)}return new Blob(z,{type:f})};EditorUi.prototype.saveLocalFile=function(d,f,g,x,z,u,H,L){u=null!=u?u:!1;H=null!=H?H:"vsdx"!= +z&&(!mxClient.IS_IOS||!navigator.standalone);z=this.getServiceCount(u);isLocalStorage&&z++;var C=4>=z?2:6<z?4:3;f=new CreateDialog(this,f,mxUtils.bind(this,function(G,V){try{if("_blank"==V)if(null!=g&&"image/"==g.substring(0,6))this.openInNewWindow(d,g,x);else if(null!=g&&"text/html"==g.substring(0,9)){var U=new EmbedDialog(this,d);this.showDialog(U.container,450,240,!0,!0);U.init()}else{var Y=window.open("about:blank");null==Y?mxUtils.popup(d,!0):(Y.document.write("<pre>"+mxUtils.htmlEntities(d, +!1)+"</pre>"),Y.document.close())}else V==App.MODE_DEVICE||"download"==V?this.doSaveLocalFile(d,G,g,x,null,L):null!=G&&0<G.length&&this.pickFolder(V,mxUtils.bind(this,function(O){try{this.exportFile(d,G,g,x,V,O)}catch(qa){this.handleError(qa)}}))}catch(O){this.handleError(O)}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,u,H,null,1<z,C,d,g,x);u=this.isServices(z)?z>C?390:280:160;this.showDialog(f.container,420,u,!0,!0);f.init()};EditorUi.prototype.openInNewWindow= +function(d,f,g){var x=window.open("about:blank");null==x||null==x.document?mxUtils.popup(d,!0):("image/svg+xml"!=f||mxClient.IS_SVG?"image/svg+xml"!=f||g?(d=g?d:btoa(unescape(encodeURIComponent(d))),x.document.write('<html><img style="max-width:100%;" src="data:'+f+";base64,"+d+'"/></html>')):x.document.write("<html>"+d+"</html>"):x.document.write("<html><pre>"+mxUtils.htmlEntities(d,!1)+"</pre></html>"),x.document.close())};var m=EditorUi.prototype.addChromelessToolbarItems;EditorUi.prototype.isChromelessImageExportEnabled= +function(){return"draw.io"!=this.getServiceName()||/.*\.draw\.io$/.test(window.location.hostname)||/.*\.diagrams\.net$/.test(window.location.hostname)};EditorUi.prototype.addChromelessToolbarItems=function(d){if(null!=urlParams.tags){this.tagsDialog=this.tagsComponent=null;var f=d(mxUtils.bind(this,function(x){null==this.tagsComponent&&(this.tagsComponent=this.editor.graph.createTagsDialog(mxUtils.bind(this,function(){return null!=this.tagsDialog}),!0),this.tagsComponent.div.getElementsByTagName("div")[0].style.position= +"",mxUtils.setPrefixedStyle(this.tagsComponent.div.style,"borderRadius","5px"),this.tagsComponent.div.className="geScrollable",this.tagsComponent.div.style.maxHeight="160px",this.tagsComponent.div.style.maxWidth="120px",this.tagsComponent.div.style.padding="4px",this.tagsComponent.div.style.overflow="auto",this.tagsComponent.div.style.height="auto",this.tagsComponent.div.style.position="fixed",this.tagsComponent.div.style.fontFamily=Editor.defaultHtmlFont,mxClient.IS_IE||mxClient.IS_IE11?(this.tagsComponent.div.style.backgroundColor= +"#ffffff",this.tagsComponent.div.style.border="2px solid black",this.tagsComponent.div.style.color="#000000"):(this.tagsComponent.div.style.backgroundColor="#000000",this.tagsComponent.div.style.color="#ffffff",mxUtils.setOpacity(this.tagsComponent.div,80)));if(null!=this.tagsDialog)this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null;else{this.tagsDialog=this.tagsComponent.div;mxEvent.addListener(this.tagsDialog,"mouseleave",mxUtils.bind(this,function(){null!=this.tagsDialog&& +(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));var z=f.getBoundingClientRect();this.tagsDialog.style.left=z.left+"px";this.tagsDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";z=mxUtils.getCurrentStyle(this.editor.graph.container);this.tagsDialog.style.zIndex=z.zIndex;document.body.appendChild(this.tagsDialog);this.tagsComponent.refresh();this.editor.fireEvent(new mxEventObject("tagsDialogShown"))}mxEvent.consume(x)}), +Editor.tagsImage,mxResources.get("tags"));this.editor.graph.getModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){var x=this.editor.graph.getAllTags();f.style.display=0<x.length?"":"none"}))}m.apply(this,arguments);this.editor.addListener("tagsDialogShown",mxUtils.bind(this,function(){null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));this.editor.addListener("layersDialogShown",mxUtils.bind(this,function(){null!=this.tagsDialog&& +(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null)}));this.editor.addListener("pageSelected",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog),this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));mxEvent.addListener(this.editor.graph.container,"click",mxUtils.bind(this,function(){null!=this.tagsDialog&&(this.tagsDialog.parentNode.removeChild(this.tagsDialog), +this.tagsDialog=null);null!=this.layersDialog&&(this.layersDialog.parentNode.removeChild(this.layersDialog),this.layersDialog=null)}));if(this.isExportToCanvas()&&this.isChromelessImageExportEnabled()){this.exportDialog=null;var g=d(mxUtils.bind(this,function(x){var z=mxUtils.bind(this,function(){mxEvent.removeListener(this.editor.graph.container,"click",z);null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null)});if(null!=this.exportDialog)z.apply(this); +else{this.exportDialog=document.createElement("div");var u=g.getBoundingClientRect();mxUtils.setPrefixedStyle(this.exportDialog.style,"borderRadius","5px");this.exportDialog.style.position="fixed";this.exportDialog.style.textAlign="center";this.exportDialog.style.fontFamily=Editor.defaultHtmlFont;this.exportDialog.style.backgroundColor="#000000";this.exportDialog.style.width="50px";this.exportDialog.style.height="50px";this.exportDialog.style.padding="4px 2px 4px 2px";this.exportDialog.style.color= +"#ffffff";mxUtils.setOpacity(this.exportDialog,70);this.exportDialog.style.left=u.left+"px";this.exportDialog.style.bottom=parseInt(this.chromelessToolbar.style.bottom)+this.chromelessToolbar.offsetHeight+4+"px";u=mxUtils.getCurrentStyle(this.editor.graph.container);this.exportDialog.style.zIndex=u.zIndex;var H=new Spinner({lines:8,length:6,width:5,radius:6,rotate:0,color:"#fff",speed:1.5,trail:60,shadow:!1,hwaccel:!1,top:"28px",zIndex:2E9});H.spin(this.exportDialog);this.editor.exportToCanvas(mxUtils.bind(this, +function(L){H.stop();this.exportDialog.style.width="auto";this.exportDialog.style.height="auto";this.exportDialog.style.padding="10px";var C=this.createImageDataUri(L,null,"png");L=document.createElement("img");L.style.maxWidth="140px";L.style.maxHeight="140px";L.style.cursor="pointer";L.style.backgroundColor="white";L.setAttribute("title",mxResources.get("openInNewWindow"));L.setAttribute("border","0");L.setAttribute("src",C);this.exportDialog.appendChild(L);mxEvent.addListener(L,"click",mxUtils.bind(this, +function(){this.openInNewWindow(C.substring(C.indexOf(",")+1),"image/png",!0);z.apply(this,arguments)}))}),null,this.thumbImageCache,null,mxUtils.bind(this,function(L){this.spinner.stop();this.handleError(L)}),null,null,null,null,null,null,null,Editor.defaultBorder);mxEvent.addListener(this.editor.graph.container,"click",z);document.body.appendChild(this.exportDialog)}mxEvent.consume(x)}),Editor.cameraImage,mxResources.get("export"))}};EditorUi.prototype.saveData=function(d,f,g,x,z){this.isLocalFileSave()? +this.saveLocalFile(g,d,x,z,f):this.saveRequest(d,f,mxUtils.bind(this,function(u,H){return this.createEchoRequest(g,u,x,z,f,H)}),g,z,x)};EditorUi.prototype.saveRequest=function(d,f,g,x,z,u,H){H=null!=H?H:!mxClient.IS_IOS||!navigator.standalone;var L=this.getServiceCount(!1);isLocalStorage&&L++;var C=4>=L?2:6<L?4:3;d=new CreateDialog(this,d,mxUtils.bind(this,function(G,V){if("_blank"==V||null!=G&&0<G.length){var U=g("_blank"==V?null:G,V==App.MODE_DEVICE||"download"==V||null==V||"_blank"==V?"0":"1"); +null!=U&&(V==App.MODE_DEVICE||"download"==V||"_blank"==V?U.simulate(document,"_blank"):this.pickFolder(V,mxUtils.bind(this,function(Y){u=null!=u?u:"pdf"==f?"application/pdf":"image/"+f;if(null!=x)try{this.exportFile(x,G,u,!0,V,Y)}catch(O){this.handleError(O)}else this.spinner.spin(document.body,mxResources.get("saving"))&&U.send(mxUtils.bind(this,function(){this.spinner.stop();if(200<=U.getStatus()&&299>=U.getStatus())try{this.exportFile(U.getText(),G,u,!0,V,Y)}catch(O){this.handleError(O)}else this.handleError({message:mxResources.get("errorSavingFile")})}), +function(O){this.spinner.stop();this.handleError(O)})})))}}),mxUtils.bind(this,function(){this.hideDialog()}),mxResources.get("saveAs"),mxResources.get("download"),!1,!1,H,null,1<L,C,x,u,z);L=this.isServices(L)?4<L?390:280:160;this.showDialog(d.container,420,L,!0,!0);d.init()};EditorUi.prototype.isServices=function(d){return 1!=d};EditorUi.prototype.getEditBlankXml=function(){return this.getFileData(!0)};EditorUi.prototype.exportFile=function(d,f,g,x,z,u){};EditorUi.prototype.pickFolder=function(d, +f,g){f(null)};EditorUi.prototype.exportSvg=function(d,f,g,x,z,u,H,L,C,G,V,U,Y,O){if(this.spinner.spin(document.body,mxResources.get("export")))try{var qa=this.editor.graph.isSelectionEmpty();g=null!=g?g:qa;var oa=f?null:this.editor.graph.background;oa==mxConstants.NONE&&(oa=null);null==oa&&0==f&&(oa=V?this.editor.graph.defaultPageBackgroundColor:"#ffffff");var aa=this.editor.graph.getSvg(oa,d,H,L,null,g,null,null,"blank"==G?"_blank":"self"==G?"_top":null,null,!Y,V,U);x&&this.editor.graph.addSvgShadow(aa); +var ca=this.getBaseFilename()+(z?".drawio":"")+".svg";O=null!=O?O:mxUtils.bind(this,function(Z){this.isLocalFileSave()||Z.length<=MAX_REQUEST_SIZE?this.saveData(ca,"svg",Z,"image/svg+xml"):this.handleError({message:mxResources.get("drawingTooLarge")},mxResources.get("error"),mxUtils.bind(this,function(){mxUtils.popup(Z)}))});var fa=mxUtils.bind(this,function(Z){this.spinner.stop();z&&Z.setAttribute("content",this.getFileData(!0,null,null,null,g,C,null,null,null,!1));O(Graph.xmlDeclaration+"\n"+(z? +Graph.svgFileComment+"\n":"")+Graph.svgDoctype+"\n"+mxUtils.getXml(Z))});this.editor.graph.mathEnabled&&this.editor.addMathCss(aa);var J=mxUtils.bind(this,function(Z){u?(null==this.thumbImageCache&&(this.thumbImageCache={}),this.editor.convertImages(Z,fa,this.thumbImageCache)):fa(Z)});Y?this.embedFonts(aa,J):(this.editor.addFontCss(aa),J(aa))}catch(Z){this.handleError(Z)}};EditorUi.prototype.addRadiobox=function(d,f,g,x,z,u,H){return this.addCheckbox(d,g,x,z,u,H,!0,f)};EditorUi.prototype.addCheckbox= +function(d,f,g,x,z,u,H,L){u=null!=u?u:!0;var C=document.createElement("input");C.style.marginRight="8px";C.style.marginTop="16px";C.setAttribute("type",H?"radio":"checkbox");H="geCheckbox-"+Editor.guid();C.id=H;null!=L&&C.setAttribute("name",L);g&&(C.setAttribute("checked","checked"),C.defaultChecked=!0);x&&C.setAttribute("disabled","disabled");u&&(d.appendChild(C),g=document.createElement("label"),mxUtils.write(g,f),g.setAttribute("for",H),d.appendChild(g),z||mxUtils.br(d));return C};EditorUi.prototype.addEditButton= +function(d,f){var g=this.addCheckbox(d,mxResources.get("edit")+":",!0,null,!0);g.style.marginLeft="24px";var x=this.getCurrentFile(),z="";null!=x&&x.getMode()!=App.MODE_DEVICE&&x.getMode()!=App.MODE_BROWSER&&(z=window.location.href);var u=document.createElement("select");u.style.maxWidth="200px";u.style.width="auto";u.style.marginLeft="8px";u.style.marginRight="10px";u.className="geBtn";x=document.createElement("option");x.setAttribute("value","blank");mxUtils.write(x,mxResources.get("makeCopy")); +u.appendChild(x);x=document.createElement("option");x.setAttribute("value","custom");mxUtils.write(x,mxResources.get("custom")+"...");u.appendChild(x);d.appendChild(u);mxEvent.addListener(u,"change",mxUtils.bind(this,function(){if("custom"==u.value){var H=new FilenameDialog(this,z,mxResources.get("ok"),function(L){null!=L?z=L:u.value="blank"},mxResources.get("url"),null,null,null,null,function(){u.value="blank"});this.showDialog(H.container,300,80,!0,!1);H.init()}}));mxEvent.addListener(g,"change", +mxUtils.bind(this,function(){g.checked&&(null==f||f.checked)?u.removeAttribute("disabled"):u.setAttribute("disabled","disabled")}));mxUtils.br(d);return{getLink:function(){return g.checked?"blank"===u.value?"_blank":z:null},getEditInput:function(){return g},getEditSelect:function(){return u}}};EditorUi.prototype.addLinkSection=function(d,f){function g(){var L=document.createElement("div");L.style.width="100%";L.style.height="100%";L.style.boxSizing="border-box";null!=u&&u!=mxConstants.NONE?(L.style.border= +"1px solid black",L.style.backgroundColor=u):(L.style.backgroundPosition="center center",L.style.backgroundRepeat="no-repeat",L.style.backgroundImage="url('"+Dialog.prototype.closeImage+"')");H.innerText="";H.appendChild(L)}mxUtils.write(d,mxResources.get("links")+":");var x=document.createElement("select");x.style.width="100px";x.style.padding="0px";x.style.marginLeft="8px";x.style.marginRight="10px";x.className="geBtn";var z=document.createElement("option");z.setAttribute("value","auto");mxUtils.write(z, +mxResources.get("automatic"));x.appendChild(z);z=document.createElement("option");z.setAttribute("value","blank");mxUtils.write(z,mxResources.get("openInNewWindow"));x.appendChild(z);z=document.createElement("option");z.setAttribute("value","self");mxUtils.write(z,mxResources.get("openInThisWindow"));x.appendChild(z);f&&(f=document.createElement("option"),f.setAttribute("value","frame"),mxUtils.write(f,mxResources.get("openInThisWindow")+" ("+mxResources.get("iframe")+")"),x.appendChild(f));d.appendChild(x); +mxUtils.write(d,mxResources.get("borderColor")+":");var u="#0000ff",H=null;H=mxUtils.button("",mxUtils.bind(this,function(L){this.pickColor(u||"none",function(C){u=C;g()});mxEvent.consume(L)}));g();H.style.padding=mxClient.IS_FF?"4px 2px 4px 2px":"4px";H.style.marginLeft="4px";H.style.height="22px";H.style.width="22px";H.style.position="relative";H.style.top=mxClient.IS_IE||mxClient.IS_IE11||mxClient.IS_EDGE?"6px":"1px";H.className="geColorBtn";d.appendChild(H);mxUtils.br(d);return{getColor:function(){return u}, +getTarget:function(){return x.value},focus:function(){x.focus()}}};EditorUi.prototype.createUrlParameters=function(d,f,g,x,z,u,H){H=null!=H?H:[];x&&("https://viewer.diagrams.net"==EditorUi.lightboxHost&&"1"!=urlParams.dev||H.push("lightbox=1"),"auto"!=d&&H.push("target="+d),null!=f&&f!=mxConstants.NONE&&H.push("highlight="+("#"==f.charAt(0)?f.substring(1):f)),null!=z&&0<z.length&&H.push("edit="+encodeURIComponent(z)),u&&H.push("layers=1"),this.editor.graph.foldingEnabled&&H.push("nav=1"));g&&null!= +this.currentPage&&null!=this.pages&&this.currentPage!=this.pages[0]&&H.push("page-id="+this.currentPage.getId());return H};EditorUi.prototype.createLink=function(d,f,g,x,z,u,H,L,C,G){C=this.createUrlParameters(d,f,g,x,z,u,C);d=this.getCurrentFile();f=!0;null!=H?g="#U"+encodeURIComponent(H):(d=this.getCurrentFile(),L||null==d||d.constructor!=window.DriveFile?g="#R"+encodeURIComponent(g?this.getFileData(!0,null,null,null,null,null,null,!0,null,!1):Graph.compress(mxUtils.getXml(this.editor.getGraphXml()))): +(g="#"+d.getHash(),f=!1));f&&null!=d&&null!=d.getTitle()&&d.getTitle()!=this.defaultFilename&&C.push("title="+encodeURIComponent(d.getTitle()));G&&1<g.length&&(C.push("open="+g.substring(1)),g="");return(x&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)?EditorUi.drawHost:"https://"+window.location.host)+"/"+(0<C.length?"?"+C.join("&"):"")+g};EditorUi.prototype.createHtml=function(d,f,g,x,z,u,H,L,C,G,V,U){this.getBasenames(); +var Y={};""!=z&&z!=mxConstants.NONE&&(Y.highlight=z);"auto"!==x&&(Y.target=x);G||(Y.lightbox=!1);Y.nav=this.editor.graph.foldingEnabled;g=parseInt(g);isNaN(g)||100==g||(Y.zoom=g/100);g=[];H&&(g.push("pages"),Y.resize=!0,null!=this.pages&&null!=this.currentPage&&(Y.page=mxUtils.indexOf(this.pages,this.currentPage)));f&&(g.push("zoom"),Y.resize=!0);L&&g.push("layers");C&&g.push("tags");0<g.length&&(G&&g.push("lightbox"),Y.toolbar=g.join(" "));null!=V&&0<V.length&&(Y.edit=V);null!=d?Y.url=d:Y.xml=this.getFileData(!0, +null,null,null,null,!H);f='<div class="mxgraph" style="'+(u?"max-width:100%;":"")+(""!=g?"border:1px solid transparent;":"")+'" data-mxgraph="'+mxUtils.htmlEntities(JSON.stringify(Y))+'"></div>';d=null!=d?"&fetch="+encodeURIComponent(d):"";U(f,'<script type="text/javascript" src="'+(0<d.length?("1"==urlParams.dev?"https://test.draw.io/embed2.js?dev=1":EditorUi.lightboxHost+"/embed2.js?")+d:"1"==urlParams.dev?"https://test.draw.io/js/viewer-static.min.js":window.DRAWIO_VIEWER_URL?window.DRAWIO_VIEWER_URL: +EditorUi.lightboxHost+"/js/viewer-static.min.js")+'">\x3c/script>')};EditorUi.prototype.showHtmlDialog=function(d,f,g,x){var z=document.createElement("div");z.style.whiteSpace="nowrap";var u=document.createElement("h3");mxUtils.write(u,mxResources.get("html"));u.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";z.appendChild(u);var H=document.createElement("div");H.style.cssText="border-bottom:1px solid lightGray;padding-bottom:8px;margin-bottom:12px;";var L=document.createElement("input"); +L.style.cssText="margin-right:8px;margin-top:8px;margin-bottom:8px;";L.setAttribute("value","url");L.setAttribute("type","radio");L.setAttribute("name","type-embedhtmldialog");u=L.cloneNode(!0);u.setAttribute("value","copy");H.appendChild(u);var C=document.createElement("span");mxUtils.write(C,mxResources.get("includeCopyOfMyDiagram"));H.appendChild(C);mxUtils.br(H);H.appendChild(L);C=document.createElement("span");mxUtils.write(C,mxResources.get("publicDiagramUrl"));H.appendChild(C);var G=this.getCurrentFile(); +null==g&&null!=G&&G.constructor==window.DriveFile&&(C=document.createElement("a"),C.style.paddingLeft="12px",C.style.color="gray",C.style.cursor="pointer",mxUtils.write(C,mxResources.get("share")),H.appendChild(C),mxEvent.addListener(C,"click",mxUtils.bind(this,function(){this.hideDialog();this.drive.showPermissions(G.getId())})));u.setAttribute("checked","checked");null==g&&L.setAttribute("disabled","disabled");z.appendChild(H);var V=this.addLinkSection(z),U=this.addCheckbox(z,mxResources.get("zoom"), +!0,null,!0);mxUtils.write(z,":");var Y=document.createElement("input");Y.setAttribute("type","text");Y.style.marginRight="16px";Y.style.width="60px";Y.style.marginLeft="4px";Y.style.marginRight="12px";Y.value="100%";z.appendChild(Y);var O=this.addCheckbox(z,mxResources.get("fit"),!0);H=null!=this.pages&&1<this.pages.length;var qa=qa=this.addCheckbox(z,mxResources.get("allPages"),H,!H),oa=this.addCheckbox(z,mxResources.get("layers"),!0),aa=this.addCheckbox(z,mxResources.get("tags"),!0),ca=this.addCheckbox(z, +mxResources.get("lightbox"),!0),fa=null;H=380;if(EditorUi.enableHtmlEditOption){fa=this.addEditButton(z,ca);var J=fa.getEditInput();J.style.marginBottom="16px";H+=50;mxEvent.addListener(ca,"change",function(){ca.checked?J.removeAttribute("disabled"):J.setAttribute("disabled","disabled");J.checked&&ca.checked?fa.getEditSelect().removeAttribute("disabled"):fa.getEditSelect().setAttribute("disabled","disabled")})}d=new CustomDialog(this,z,mxUtils.bind(this,function(){x(L.checked?g:null,U.checked,Y.value, +V.getTarget(),V.getColor(),O.checked,qa.checked,oa.checked,aa.checked,ca.checked,null!=fa?fa.getLink():null)}),null,d,f);this.showDialog(d.container,340,H,!0,!0);u.focus()};EditorUi.prototype.showPublishLinkDialog=function(d,f,g,x,z,u,H,L){var C=document.createElement("div");C.style.whiteSpace="nowrap";var G=document.createElement("h3");mxUtils.write(G,d||mxResources.get("link"));G.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";C.appendChild(G);var V=this.getCurrentFile(); +d=0;if(null==V||V.constructor!=window.DriveFile||f)H=null!=H?H:"https://www.diagrams.net/doc/faq/publish-diagram-as-link";else{d=80;H=null!=H?H:"https://www.diagrams.net/doc/faq/google-drive-publicly-publish-diagram";G=document.createElement("div");G.style.cssText="border-bottom:1px solid lightGray;padding-bottom:14px;padding-top:6px;margin-bottom:14px;text-align:center;";var U=document.createElement("div");U.style.whiteSpace="normal";mxUtils.write(U,mxResources.get("linkAccountRequired"));G.appendChild(U); +U=mxUtils.button(mxResources.get("share"),mxUtils.bind(this,function(){this.drive.showPermissions(V.getId())}));U.style.marginTop="12px";U.className="geBtn";G.appendChild(U);C.appendChild(G);U=document.createElement("a");U.style.paddingLeft="12px";U.style.color="gray";U.style.fontSize="11px";U.style.cursor="pointer";mxUtils.write(U,mxResources.get("check"));G.appendChild(U);mxEvent.addListener(U,"click",mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"))&&this.getPublicUrl(this.getCurrentFile(), +mxUtils.bind(this,function(P){this.spinner.stop();P=new ErrorDialog(this,null,mxResources.get(null!=P?"diagramIsPublic":"diagramIsNotPublic"),mxResources.get("ok"));this.showDialog(P.container,300,80,!0,!1);P.init()}))}))}var Y=null,O=null;if(null!=g||null!=x)d+=30,mxUtils.write(C,mxResources.get("width")+":"),Y=document.createElement("input"),Y.setAttribute("type","text"),Y.style.marginRight="16px",Y.style.width="50px",Y.style.marginLeft="6px",Y.style.marginRight="16px",Y.style.marginBottom="10px", +Y.value="100%",C.appendChild(Y),mxUtils.write(C,mxResources.get("height")+":"),O=document.createElement("input"),O.setAttribute("type","text"),O.style.width="50px",O.style.marginLeft="6px",O.style.marginBottom="10px",O.value=x+"px",C.appendChild(O),mxUtils.br(C);var qa=this.addLinkSection(C,u);g=null!=this.pages&&1<this.pages.length;var oa=null;if(null==V||V.constructor!=window.DriveFile||f)oa=this.addCheckbox(C,mxResources.get("allPages"),g,!g);var aa=this.addCheckbox(C,mxResources.get("lightbox"), +!0,null,null,!u),ca=this.addEditButton(C,aa),fa=ca.getEditInput();u&&(fa.style.marginLeft=aa.style.marginLeft,aa.style.display="none",d-=20);var J=this.addCheckbox(C,mxResources.get("layers"),!0);J.style.marginLeft=fa.style.marginLeft;J.style.marginTop="8px";var Z=this.addCheckbox(C,mxResources.get("tags"),!0);Z.style.marginLeft=fa.style.marginLeft;Z.style.marginBottom="16px";Z.style.marginTop="16px";mxEvent.addListener(aa,"change",function(){aa.checked?(J.removeAttribute("disabled"),fa.removeAttribute("disabled")): +(J.setAttribute("disabled","disabled"),fa.setAttribute("disabled","disabled"));fa.checked&&aa.checked?ca.getEditSelect().removeAttribute("disabled"):ca.getEditSelect().setAttribute("disabled","disabled")});f=new CustomDialog(this,C,mxUtils.bind(this,function(){z(qa.getTarget(),qa.getColor(),null==oa?!0:oa.checked,aa.checked,ca.getLink(),J.checked,null!=Y?Y.value:null,null!=O?O.value:null,Z.checked)}),null,mxResources.get("create"),H,L);this.showDialog(f.container,340,300+d,!0,!0);null!=Y?(Y.focus(), +mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?Y.select():document.execCommand("selectAll",!1,null)):qa.focus()};EditorUi.prototype.showRemoteExportDialog=function(d,f,g,x,z){var u=document.createElement("div");u.style.whiteSpace="nowrap";var H=document.createElement("h3");mxUtils.write(H,mxResources.get("image"));H.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:"+(z?"10":"4")+"px";u.appendChild(H);if(z){mxUtils.write(u,mxResources.get("zoom")+":");var L=document.createElement("input"); +L.setAttribute("type","text");L.style.marginRight="16px";L.style.width="60px";L.style.marginLeft="4px";L.style.marginRight="12px";L.value=this.lastExportZoom||"100%";u.appendChild(L);mxUtils.write(u,mxResources.get("borderWidth")+":");var C=document.createElement("input");C.setAttribute("type","text");C.style.marginRight="16px";C.style.width="60px";C.style.marginLeft="4px";C.value=this.lastExportBorder||"0";u.appendChild(C);mxUtils.br(u)}var G=this.addCheckbox(u,mxResources.get("selectionOnly"),!1, +this.editor.graph.isSelectionEmpty()),V=x?null:this.addCheckbox(u,mxResources.get("includeCopyOfMyDiagram"),Editor.defaultIncludeDiagram);H=this.editor.graph;var U=x?null:this.addCheckbox(u,mxResources.get("transparentBackground"),H.background==mxConstants.NONE||null==H.background);null!=U&&(U.style.marginBottom="16px");d=new CustomDialog(this,u,mxUtils.bind(this,function(){var Y=parseInt(L.value)/100||1,O=parseInt(C.value)||0;g(!G.checked,null!=V?V.checked:!1,null!=U?U.checked:!1,Y,O)}),null,d,f); +this.showDialog(d.container,300,(z?25:0)+(x?125:210),!0,!0)};EditorUi.prototype.showExportDialog=function(d,f,g,x,z,u,H,L,C){H=null!=H?H:Editor.defaultIncludeDiagram;var G=document.createElement("div");G.style.whiteSpace="nowrap";var V=this.editor.graph,U="jpeg"==L?220:300,Y=document.createElement("h3");mxUtils.write(Y,d);Y.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:10px";G.appendChild(Y);mxUtils.write(G,mxResources.get("zoom")+":");var O=document.createElement("input"); +O.setAttribute("type","text");O.style.marginRight="16px";O.style.width="60px";O.style.marginLeft="4px";O.style.marginRight="12px";O.value=this.lastExportZoom||"100%";G.appendChild(O);mxUtils.write(G,mxResources.get("borderWidth")+":");var qa=document.createElement("input");qa.setAttribute("type","text");qa.style.marginRight="16px";qa.style.width="60px";qa.style.marginLeft="4px";qa.value=this.lastExportBorder||"0";G.appendChild(qa);mxUtils.br(G);var oa=this.addCheckbox(G,mxResources.get("selectionOnly"), +!1,V.isSelectionEmpty()),aa=document.createElement("input");aa.style.marginTop="16px";aa.style.marginRight="8px";aa.style.marginLeft="24px";aa.setAttribute("disabled","disabled");aa.setAttribute("type","checkbox");var ca=document.createElement("select");ca.style.marginTop="16px";ca.style.marginLeft="8px";d=["selectionOnly","diagram","page"];var fa={};for(Y=0;Y<d.length;Y++)if(!V.isSelectionEmpty()||"selectionOnly"!=d[Y]){var J=document.createElement("option");mxUtils.write(J,mxResources.get(d[Y])); +J.setAttribute("value",d[Y]);ca.appendChild(J);fa[d[Y]]=J}C?(mxUtils.write(G,mxResources.get("size")+":"),G.appendChild(ca),mxUtils.br(G),U+=26,mxEvent.addListener(ca,"change",function(){"selectionOnly"==ca.value&&(oa.checked=!0)})):u&&(G.appendChild(aa),mxUtils.write(G,mxResources.get("crop")),mxUtils.br(G),U+=30,mxEvent.addListener(oa,"change",function(){oa.checked?aa.removeAttribute("disabled"):aa.setAttribute("disabled","disabled")}));V.isSelectionEmpty()?C&&(oa.style.display="none",oa.nextSibling.style.display= +"none",oa.nextSibling.nextSibling.style.display="none",U-=30):(ca.value="diagram",aa.setAttribute("checked","checked"),aa.defaultChecked=!0,mxEvent.addListener(oa,"change",function(){ca.value=oa.checked?"selectionOnly":"diagram"}));var Z=this.addCheckbox(G,mxResources.get("transparentBackground"),!1,null,null,"jpeg"!=L),P=null;Editor.isDarkMode()&&(P=this.addCheckbox(G,mxResources.get("dark"),!0),U+=26);var da=this.addCheckbox(G,mxResources.get("shadow"),V.shadowVisible),ja=null;if("png"==L||"jpeg"== +L)ja=this.addCheckbox(G,mxResources.get("grid"),!1,this.isOffline()||!this.canvasSupported,!1,!0),U+=30;var ka=this.addCheckbox(G,mxResources.get("includeCopyOfMyDiagram"),H,null,null,"jpeg"!=L);ka.style.marginBottom="16px";var q=document.createElement("input");q.style.marginBottom="16px";q.style.marginRight="8px";q.setAttribute("type","checkbox");!this.isOffline()&&this.canvasSupported||q.setAttribute("disabled","disabled");var F=document.createElement("select");F.style.maxWidth="260px";F.style.marginLeft= +"8px";F.style.marginRight="10px";F.style.marginBottom="16px";F.className="geBtn";u=document.createElement("option");u.setAttribute("value","none");mxUtils.write(u,mxResources.get("noChange"));F.appendChild(u);u=document.createElement("option");u.setAttribute("value","embedFonts");mxUtils.write(u,mxResources.get("embedFonts"));F.appendChild(u);u=document.createElement("option");u.setAttribute("value","lblToSvg");mxUtils.write(u,mxResources.get("lblToSvg"));this.isOffline()||EditorUi.isElectronApp|| +F.appendChild(u);mxEvent.addListener(F,"change",mxUtils.bind(this,function(){"lblToSvg"==F.value?(q.checked=!0,q.setAttribute("disabled","disabled"),fa.page.style.display="none","page"==ca.value&&(ca.value="diagram"),da.checked=!1,da.setAttribute("disabled","disabled"),W.style.display="inline-block",R.style.display="none"):"disabled"==q.getAttribute("disabled")&&(q.checked=!1,q.removeAttribute("disabled"),da.removeAttribute("disabled"),fa.page.style.display="",W.style.display="none",R.style.display= +"")}));f&&(G.appendChild(q),mxUtils.write(G,mxResources.get("embedImages")),mxUtils.br(G),mxUtils.write(G,mxResources.get("txtSettings")+":"),G.appendChild(F),mxUtils.br(G),U+=60);var R=document.createElement("select");R.style.maxWidth="260px";R.style.marginLeft="8px";R.style.marginRight="10px";R.className="geBtn";f=document.createElement("option");f.setAttribute("value","auto");mxUtils.write(f,mxResources.get("automatic"));R.appendChild(f);f=document.createElement("option");f.setAttribute("value", +"blank");mxUtils.write(f,mxResources.get("openInNewWindow"));R.appendChild(f);f=document.createElement("option");f.setAttribute("value","self");mxUtils.write(f,mxResources.get("openInThisWindow"));R.appendChild(f);var W=document.createElement("div");mxUtils.write(W,mxResources.get("LinksLost"));W.style.margin="7px";W.style.display="none";"svg"==L&&(mxUtils.write(G,mxResources.get("links")+":"),G.appendChild(R),G.appendChild(W),mxUtils.br(G),mxUtils.br(G),U+=50);g=new CustomDialog(this,G,mxUtils.bind(this, +function(){this.lastExportBorder=qa.value;this.lastExportZoom=O.value;z(O.value,Z.checked,!oa.checked,da.checked,ka.checked,q.checked,qa.value,aa.checked,!1,R.value,null!=ja?ja.checked:null,null!=P?P.checked:null,ca.value,"embedFonts"==F.value,"lblToSvg"==F.value)}),null,g,x);this.showDialog(g.container,340,U,!0,!0,null,null,null,null,!0);O.focus();mxClient.IS_GC||mxClient.IS_FF||5<=document.documentMode?O.select():document.execCommand("selectAll",!1,null)};EditorUi.prototype.showEmbedImageDialog= +function(d,f,g,x,z){var u=document.createElement("div");u.style.whiteSpace="nowrap";var H=this.editor.graph;if(null!=f){var L=document.createElement("h3");mxUtils.write(L,f);L.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:4px";u.appendChild(L)}var C=this.addCheckbox(u,mxResources.get("fit"),!0),G=this.addCheckbox(u,mxResources.get("shadow"),H.shadowVisible&&x,!x),V=this.addCheckbox(u,g),U=this.addCheckbox(u,mxResources.get("lightbox"),!0),Y=this.addEditButton(u,U),O=Y.getEditInput(), +qa=1<H.model.getChildCount(H.model.getRoot()),oa=this.addCheckbox(u,mxResources.get("layers"),qa,!qa);oa.style.marginLeft=O.style.marginLeft;oa.style.marginBottom="12px";oa.style.marginTop="8px";mxEvent.addListener(U,"change",function(){U.checked?(qa&&oa.removeAttribute("disabled"),O.removeAttribute("disabled")):(oa.setAttribute("disabled","disabled"),O.setAttribute("disabled","disabled"));O.checked&&U.checked?Y.getEditSelect().removeAttribute("disabled"):Y.getEditSelect().setAttribute("disabled", +"disabled")});f=new CustomDialog(this,u,mxUtils.bind(this,function(){d(C.checked,G.checked,V.checked,U.checked,Y.getLink(),oa.checked)}),null,mxResources.get("embed"),z);this.showDialog(f.container,280,300,!0,!0)};EditorUi.prototype.createEmbedImage=function(d,f,g,x,z,u,H,L){function C(O){var qa=" ",oa="";x&&(qa=" onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=V?"&page="+V:"")+(z?"&edit=_blank":"")+(u?"&layers=1":"")+"');}})(this);\"",oa+="cursor:pointer;");d&&(oa+="max-width:100%;");var aa="";g&&(aa=' width="'+Math.round(G.width)+'" height="'+Math.round(G.height)+'"');H('<img src="'+O+'"'+aa+(""!=oa?' style="'+oa+'"':"")+qa+"/>")}var G=this.editor.graph.getGraphBounds(),V=this.getSelectedPageIndex();if(this.isExportToCanvas())this.editor.exportToCanvas(mxUtils.bind(this,function(O){var qa=x?this.getFileData(!0): +null;O=this.createImageDataUri(O,qa,"png");C(O)}),null,null,null,mxUtils.bind(this,function(O){L({message:mxResources.get("unknownError")})}),null,!0,g?2:1,null,f,null,null,Editor.defaultBorder);else if(f=this.getFileData(!0),G.width*G.height<=MAX_AREA&&f.length<=MAX_REQUEST_SIZE){var U="";g&&(U="&w="+Math.round(2*G.width)+"&h="+Math.round(2*G.height));var Y=new mxXmlRequest(EXPORT_URL,"format=png&base64=1&embedXml="+(x?"1":"0")+U+"&xml="+encodeURIComponent(f));Y.send(mxUtils.bind(this,function(){200<= +Y.getStatus()&&299>=Y.getStatus()?C("data:image/png;base64,"+Y.getText()):L({message:mxResources.get("unknownError")})}))}else L({message:mxResources.get("drawingTooLarge")})};EditorUi.prototype.createEmbedSvg=function(d,f,g,x,z,u,H){var L=this.editor.graph.getSvg(null,null,null,null,null,null,null,null,null,null,!g),C=L.getElementsByTagName("a");if(null!=C)for(var G=0;G<C.length;G++){var V=C[G].getAttribute("href");null!=V&&"#"==V.charAt(0)&&"_blank"==C[G].getAttribute("target")&&C[G].removeAttribute("target")}x&& +L.setAttribute("content",this.getFileData(!0));f&&this.editor.graph.addSvgShadow(L);if(g){var U=" ",Y="";x&&(U="onclick=\"(function(img){if(img.wnd!=null&&!img.wnd.closed){img.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==img.wnd){img.wnd.postMessage(decodeURIComponent(img.getAttribute('src')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);img.wnd=window.open('"+EditorUi.lightboxHost+"/?client=1"+(z?"&edit=_blank":"")+(u?"&layers=1": +"")+"');}})(this);\"",Y+="cursor:pointer;");d&&(Y+="max-width:100%;");this.editor.convertImages(L,mxUtils.bind(this,function(O){H('<img src="'+Editor.createSvgDataUri(mxUtils.getXml(O))+'"'+(""!=Y?' style="'+Y+'"':"")+U+"/>")}))}else Y="",x&&(f=this.getSelectedPageIndex(),L.setAttribute("onclick","(function(svg){var src=window.event.target||window.event.srcElement;while (src!=null&&src.nodeName.toLowerCase()!='a'){src=src.parentNode;}if(src==null){if(svg.wnd!=null&&!svg.wnd.closed){svg.wnd.focus();}else{var r=function(evt){if(evt.data=='ready'&&evt.source==svg.wnd){svg.wnd.postMessage(decodeURIComponent(svg.getAttribute('content')),'*');window.removeEventListener('message',r);}};window.addEventListener('message',r);svg.wnd=window.open('"+ +EditorUi.lightboxHost+"/?client=1"+(null!=f?"&page="+f:"")+(z?"&edit=_blank":"")+(u?"&layers=1":"")+"');}}})(this);"),Y+="cursor:pointer;"),d&&(d=parseInt(L.getAttribute("width")),z=parseInt(L.getAttribute("height")),L.setAttribute("viewBox","-0.5 -0.5 "+d+" "+z),Y+="max-width:100%;max-height:"+z+"px;",L.removeAttribute("height")),""!=Y&&L.setAttribute("style",Y),this.editor.addFontCss(L),this.editor.graph.mathEnabled&&this.editor.addMathCss(L),H(mxUtils.getXml(L))};EditorUi.prototype.timeSince=function(d){d= +Math.floor((new Date-d)/1E3);var f=Math.floor(d/31536E3);if(1<f)return f+" "+mxResources.get("years");f=Math.floor(d/2592E3);if(1<f)return f+" "+mxResources.get("months");f=Math.floor(d/86400);if(1<f)return f+" "+mxResources.get("days");f=Math.floor(d/3600);if(1<f)return f+" "+mxResources.get("hours");f=Math.floor(d/60);return 1<f?f+" "+mxResources.get("minutes"):1==f?f+" "+mxResources.get("minute"):null};EditorUi.prototype.decodeNodeIntoGraph=function(d,f){if(null!=d){var g=null;if("diagram"==d.nodeName)g= +d;else if("mxfile"==d.nodeName){var x=d.getElementsByTagName("diagram");if(0<x.length){g=x[0];var z=f.getGlobalVariable;f.getGlobalVariable=function(u){return"page"==u?g.getAttribute("name")||mxResources.get("pageWithNumber",[1]):"pagenumber"==u?1:z.apply(this,arguments)}}}null!=g&&(d=Editor.parseDiagramNode(g))}x=this.editor.graph;try{this.editor.graph=f,this.editor.setGraphXml(d)}catch(u){}finally{this.editor.graph=x}return d};EditorUi.prototype.getPngFileProperties=function(d){var f=1,g=0;if(null!= +d){if(d.hasAttribute("scale")){var x=parseFloat(d.getAttribute("scale"));!isNaN(x)&&0<x&&(f=x)}d.hasAttribute("border")&&(x=parseInt(d.getAttribute("border")),!isNaN(x)&&0<x&&(g=x))}return{scale:f,border:g}};EditorUi.prototype.getEmbeddedPng=function(d,f,g,x,z){try{var u=this.editor.graph,H=null!=u.themes&&"darkTheme"==u.defaultThemeName,L=null;if(null!=g&&0<g.length)u=this.createTemporaryGraph(H?u.getDefaultStylesheet():u.getStylesheet()),document.body.appendChild(u.container),this.decodeNodeIntoGraph(this.editor.extractGraphModel(mxUtils.parseXml(g).documentElement, +!0),u),L=g;else if(H||null!=this.pages&&this.currentPage!=this.pages[0]){u=this.createTemporaryGraph(H?u.getDefaultStylesheet():u.getStylesheet());var C=u.getGlobalVariable;u.setBackgroundImage=this.editor.graph.setBackgroundImage;var G=this.pages[0];this.currentPage==G?u.setBackgroundImage(this.editor.graph.backgroundImage):null!=G.viewState&&null!=G.viewState&&u.setBackgroundImage(G.viewState.backgroundImage);u.getGlobalVariable=function(V){return"page"==V?G.getName():"pagenumber"==V?1:C.apply(this, +arguments)};document.body.appendChild(u.container);u.model.setRoot(G.root)}this.editor.exportToCanvas(mxUtils.bind(this,function(V){try{null==L&&(L=this.getFileData(!0,null,null,null,null,null,null,null,null,!1));var U=V.toDataURL("image/png");U=Editor.writeGraphModelToPng(U,"tEXt","mxfile",encodeURIComponent(L));d(U.substring(U.lastIndexOf(",")+1));u!=this.editor.graph&&u.container.parentNode.removeChild(u.container)}catch(Y){null!=f&&f(Y)}}),null,null,null,mxUtils.bind(this,function(V){null!=f&& +f(V)}),null,null,x,null,u.shadowVisible,null,u,z,null,null,null,"diagram",null)}catch(V){null!=f&&f(V)}};EditorUi.prototype.getEmbeddedSvg=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){L=null!=L?L:!0;V=null!=V?V:0;H=null!=C?C:f.background;H==mxConstants.NONE&&(H=null);u=f.getSvg(H,G,V,null,null,u,null,null,null,f.shadowVisible||U,null,Y,"diagram");(f.shadowVisible||U)&&f.addSvgShadow(u,null,null,0==V);null!=d&&u.setAttribute("content",d);null!=g&&u.setAttribute("resource",g);var O=mxUtils.bind(this,function(qa){qa= +(x?"":Graph.xmlDeclaration+"\n"+Graph.svgFileComment+"\n"+Graph.svgDoctype+"\n")+mxUtils.getXml(qa);null!=z&&z(qa);return qa});f.mathEnabled&&this.editor.addMathCss(u);if(null!=z)this.embedFonts(u,mxUtils.bind(this,function(qa){L?this.editor.convertImages(qa,mxUtils.bind(this,function(oa){O(oa)})):O(qa)}));else return O(u)};EditorUi.prototype.embedFonts=function(d,f){this.editor.loadFonts(mxUtils.bind(this,function(){try{null!=this.editor.resolvedFontCss&&this.editor.addFontCss(d,this.editor.resolvedFontCss), +this.editor.embedExtFonts(mxUtils.bind(this,function(g){try{null!=g&&this.editor.addFontCss(d,g),f(d)}catch(x){f(d)}}))}catch(g){f(d)}}))};EditorUi.prototype.exportImage=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){C=null!=C?C:"png";if(this.spinner.spin(document.body,mxResources.get("exporting"))){var O=this.editor.graph.isSelectionEmpty();g=null!=g?g:O;null==this.thumbImageCache&&(this.thumbImageCache={});try{this.editor.exportToCanvas(mxUtils.bind(this,function(qa){this.spinner.stop();try{this.saveCanvas(qa, +z?this.getFileData(!0,null,null,null,g,L):null,C,null==this.pages||0==this.pages.length,V)}catch(oa){this.handleError(oa)}}),null,this.thumbImageCache,null,mxUtils.bind(this,function(qa){this.spinner.stop();this.handleError(qa)}),null,g,d||1,f,x,null,null,u,H,G,U,Y)}catch(qa){this.spinner.stop(),this.handleError(qa)}}};EditorUi.prototype.isCorsEnabledForUrl=function(d){return this.editor.isCorsEnabledForUrl(d)};EditorUi.prototype.importXml=function(d,f,g,x,z,u,H){f=null!=f?f:0;g=null!=g?g:0;var L= +[];try{var C=this.editor.graph;if(null!=d&&0<d.length){C.model.beginUpdate();try{var G=mxUtils.parseXml(d);d={};var V=this.editor.extractGraphModel(G.documentElement,null!=this.pages);if(null!=V&&"mxfile"==V.nodeName&&null!=this.pages){var U=V.getElementsByTagName("diagram");if(1==U.length&&!u){if(V=Editor.parseDiagramNode(U[0]),null!=this.currentPage&&(d[U[0].getAttribute("id")]=this.currentPage.getId(),this.isBlankFile())){var Y=U[0].getAttribute("name");null!=Y&&""!=Y&&this.editor.graph.model.execute(new RenamePage(this, +this.currentPage,Y))}}else if(0<U.length){u=[];var O=0;null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&(d[U[0].getAttribute("id")]=this.pages[0].getId(),V=Editor.parseDiagramNode(U[0]),x=!1,O=1);for(;O<U.length;O++){var qa=U[O].getAttribute("id");U[O].removeAttribute("id");var oa=this.updatePageRoot(new DiagramPage(U[O]));d[qa]=U[O].getAttribute("id");var aa=this.pages.length;null==oa.getName()&&oa.setName(mxResources.get("pageWithNumber",[aa+1]));C.model.execute(new ChangePage(this, +oa,oa,aa,!0));u.push(oa)}this.updatePageLinks(d,u)}}if(null!=V&&"mxGraphModel"===V.nodeName){L=C.importGraphModel(V,f,g,x);if(null!=L)for(O=0;O<L.length;O++)this.updatePageLinksForCell(d,L[O]);var ca=C.parseBackgroundImage(V.getAttribute("backgroundImage"));if(null!=ca&&null!=ca.originalSrc){this.updateBackgroundPageLink(d,ca);var fa=new ChangePageSetup(this,null,ca);fa.ignoreColor=!0;C.model.execute(fa)}}H&&this.insertHandler(L,null,null,C.defaultVertexStyle,C.defaultEdgeStyle,!1,!0)}finally{C.model.endUpdate()}}}catch(J){if(z)throw J; +this.handleError(J)}return L};EditorUi.prototype.updatePageLinks=function(d,f){for(var g=0;g<f.length;g++)this.updatePageLinksForCell(d,f[g].root),null!=f[g].viewState&&this.updateBackgroundPageLink(d,f[g].viewState.backgroundImage)};EditorUi.prototype.updateBackgroundPageLink=function(d,f){try{if(null!=f&&Graph.isPageLink(f.originalSrc)){var g=d[f.originalSrc.substring(f.originalSrc.indexOf(",")+1)];null!=g&&(f.originalSrc="data:page/id,"+g)}}catch(x){}};EditorUi.prototype.updatePageLinksForCell= +function(d,f){var g=document.createElement("div"),x=this.editor.graph,z=x.getLinkForCell(f);null!=z&&x.setLinkForCell(f,this.updatePageLink(d,z));if(x.isHtmlLabel(f)){g.innerHTML=x.sanitizeHtml(x.getLabel(f));for(var u=g.getElementsByTagName("a"),H=!1,L=0;L<u.length;L++)z=u[L].getAttribute("href"),null!=z&&(u[L].setAttribute("href",this.updatePageLink(d,z)),H=!0);H&&x.labelChanged(f,g.innerHTML)}for(L=0;L<x.model.getChildCount(f);L++)this.updatePageLinksForCell(d,x.model.getChildAt(f,L))};EditorUi.prototype.updatePageLink= +function(d,f){if(Graph.isPageLink(f)){var g=d[f.substring(f.indexOf(",")+1)];f=null!=g?"data:page/id,"+g:null}else if("data:action/json,"==f.substring(0,17))try{var x=JSON.parse(f.substring(17));if(null!=x.actions){for(var z=0;z<x.actions.length;z++){var u=x.actions[z];if(null!=u.open&&Graph.isPageLink(u.open)){var H=u.open.substring(u.open.indexOf(",")+1);g=d[H];null!=g?u.open="data:page/id,"+g:null==this.getPageById(H)&&delete u.open}}f="data:action/json,"+JSON.stringify(x)}}catch(L){}return f}; +EditorUi.prototype.isRemoteVisioFormat=function(d){return/(\.v(sd|dx))($|\?)/i.test(d)||/(\.vs(s|x))($|\?)/i.test(d)};EditorUi.prototype.importVisio=function(d,f,g,x,z){x=null!=x?x:d.name;g=null!=g?g:mxUtils.bind(this,function(H){this.handleError(H)});var u=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportVisio){var H=this.isRemoteVisioFormat(x);try{var L="UNKNOWN-VISIO",C=x.lastIndexOf(".");if(0<=C&&C<x.length)L=x.substring(C+1).toUpperCase();else{var G=x.lastIndexOf("/");0<= +G&&G<x.length&&(x=x.substring(G+1))}EditorUi.logEvent({category:L+"-MS-IMPORT-FILE",action:"filename_"+x,label:H?"remote":"local"})}catch(U){}if(H)if(null==VSD_CONVERT_URL||this.isOffline())g({message:"draw.io"!=this.getServiceName()?mxResources.get("vsdNoConfig"):mxResources.get("serviceUnavailableOrBlocked")});else{H=new FormData;H.append("file1",d,x);var V=new XMLHttpRequest;V.open("POST",VSD_CONVERT_URL+(/(\.vss|\.vsx)$/.test(x)?"?stencil=1":""));V.responseType="blob";this.addRemoteServiceSecurityCheck(V); +null!=z&&V.setRequestHeader("x-convert-custom",z);V.onreadystatechange=mxUtils.bind(this,function(){if(4==V.readyState)if(200<=V.status&&299>=V.status)try{var U=V.response;if("text/xml"==U.type){var Y=new FileReader;Y.onload=mxUtils.bind(this,function(O){try{f(O.target.result)}catch(qa){g({message:mxResources.get("errorLoadingFile")})}});Y.readAsText(U)}else this.doImportVisio(U,f,g,x)}catch(O){g(O)}else try{""==V.responseType||"text"==V.responseType?g({message:V.responseText}):(Y=new FileReader, +Y.onload=function(){g({message:JSON.parse(Y.result).Message})},Y.readAsText(V.response))}catch(O){g({})}});V.send(H)}else try{this.doImportVisio(d,f,g,x)}catch(U){g(U)}}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportVisio||this.loadingExtensions||this.isOffline(!0)?u():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",u))};EditorUi.prototype.importGraphML=function(d,f,g){g=null!=g?g:mxUtils.bind(this,function(z){this.handleError(z)}); +var x=mxUtils.bind(this,function(){this.loadingExtensions=!1;if(this.doImportGraphML)try{this.doImportGraphML(d,f,g)}catch(z){g(z)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});this.doImportGraphML||this.loadingExtensions||this.isOffline(!0)?x():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",x))};EditorUi.prototype.exportVisio=function(d){var f=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof VsdxExport)try{(new VsdxExport(this)).exportCurrentDiagrams(d)|| +this.handleError({message:mxResources.get("unknownError")})}catch(g){this.handleError(g)}else this.spinner.stop(),this.handleError({message:mxResources.get("serviceUnavailableOrBlocked")})});"undefined"!==typeof VsdxExport||this.loadingExtensions||this.isOffline(!0)?f():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",f))};EditorUi.prototype.convertLucidChart=function(d,f,g){var x=mxUtils.bind(this,function(){this.loadingExtensions=!1;if("undefined"!==typeof window.LucidImporter)try{var z= +JSON.parse(d);f(LucidImporter.importState(z));try{if(EditorUi.logEvent({category:"LUCIDCHART-IMPORT-FILE",action:"size_"+d.length}),null!=window.console&&"1"==urlParams.test){var u=[(new Date).toISOString(),"convertLucidChart",z];null!=z.state&&u.push(JSON.parse(z.state));if(null!=z.svgThumbs)for(var H=0;H<z.svgThumbs.length;H++)u.push(Editor.createSvgDataUri(z.svgThumbs[H]));null!=z.thumb&&u.push(z.thumb);console.log.apply(console,u)}}catch(L){}}catch(L){null!=window.console&&console.error(L),g(L)}else g({message:mxResources.get("serviceUnavailableOrBlocked")})}); +"undefined"!==typeof window.LucidImporter||this.loadingExtensions||this.isOffline(!0)?window.setTimeout(x,0):(this.loadingExtensions=!0,"1"==urlParams.dev?mxscript("js/diagramly/Extensions.js",function(){mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",x)})})})}):mxscript("js/extensions.min.js",x))};EditorUi.prototype.generateMermaidImage=function(d, +f,g,x){var z=this,u=function(){try{this.loadingMermaid=!1,f=null!=f?f:mxUtils.clone(EditorUi.defaultMermaidConfig),f.securityLevel="strict",f.startOnLoad=!1,Editor.isDarkMode()&&(f.theme="dark"),mermaid.mermaidAPI.initialize(f),mermaid.mermaidAPI.render("geMermaidOutput-"+(new Date).getTime(),d,function(H){try{if(mxClient.IS_IE||mxClient.IS_IE11)H=H.replace(/ xmlns:\S*="http:\/\/www.w3.org\/XML\/1998\/namespace"/g,"").replace(/ (NS xml|\S*):space="preserve"/g,' xml:space="preserve"');var L=mxUtils.parseXml(H).getElementsByTagName("svg"); +if(0<L.length){var C=parseFloat(L[0].getAttribute("width")),G=parseFloat(L[0].getAttribute("height"));if(isNaN(C)||isNaN(G))try{var V=L[0].getAttribute("viewBox").split(/\s+/);C=parseFloat(V[2]);G=parseFloat(V[3])}catch(U){C=C||100,G=G||100}g(z.convertDataUri(Editor.createSvgDataUri(H)),C,G)}else x({message:mxResources.get("invalidInput")})}catch(U){x(U)}})}catch(H){x(H)}};"undefined"!==typeof mermaid||this.loadingMermaid||this.isOffline(!0)?u():(this.loadingMermaid=!0,"1"==urlParams.dev?mxscript("js/mermaid/mermaid.min.js", +u):mxscript("js/extensions.min.js",u))};EditorUi.prototype.generatePlantUmlImage=function(d,f,g,x){function z(L,C,G){c1=L>>2;c2=(L&3)<<4|C>>4;c3=(C&15)<<2|G>>6;c4=G&63;r="";r+=u(c1&63);r+=u(c2&63);r+=u(c3&63);return r+=u(c4&63)}function u(L){if(10>L)return String.fromCharCode(48+L);L-=10;if(26>L)return String.fromCharCode(65+L);L-=26;if(26>L)return String.fromCharCode(97+L);L-=26;return 0==L?"-":1==L?"_":"?"}var H=new XMLHttpRequest;H.open("GET",("txt"==f?PLANT_URL+"/txt/":"png"==f?PLANT_URL+"/png/": +PLANT_URL+"/svg/")+function(L){r="";for(i=0;i<L.length;i+=3)r=i+2==L.length?r+z(L.charCodeAt(i),L.charCodeAt(i+1),0):i+1==L.length?r+z(L.charCodeAt(i),0,0):r+z(L.charCodeAt(i),L.charCodeAt(i+1),L.charCodeAt(i+2));return r}(Graph.arrayBufferToString(pako.deflateRaw(d))),!0);"txt"!=f&&(H.responseType="blob");H.onload=function(L){if(200<=this.status&&300>this.status)if("txt"==f)g(this.response);else{var C=new FileReader;C.readAsDataURL(this.response);C.onloadend=function(G){var V=new Image;V.onload= +function(){try{var U=V.width,Y=V.height;if(0==U&&0==Y){var O=C.result,qa=O.indexOf(","),oa=decodeURIComponent(escape(atob(O.substring(qa+1)))),aa=mxUtils.parseXml(oa).getElementsByTagName("svg");0<aa.length&&(U=parseFloat(aa[0].getAttribute("width")),Y=parseFloat(aa[0].getAttribute("height")))}g(C.result,U,Y)}catch(ca){x(ca)}};V.src=C.result};C.onerror=function(G){x(G)}}else x(L)};H.onerror=function(L){x(L)};H.send()};EditorUi.prototype.insertAsPreText=function(d,f,g){var x=this.editor.graph,z=null; +x.getModel().beginUpdate();try{z=x.insertVertex(null,null,"<pre>"+d+"</pre>",f,g,1,1,"text;html=1;align=left;verticalAlign=top;"),x.updateCellSize(z,!0)}finally{x.getModel().endUpdate()}return z};EditorUi.prototype.insertTextAt=function(d,f,g,x,z,u,H,L){u=null!=u?u:!0;H=null!=H?H:!0;if(null!=d)if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d))this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(d.replace(/\s+/g," "), +mxUtils.bind(this,function(Y){4==Y.readyState&&200<=Y.status&&299>=Y.status&&this.editor.graph.setSelectionCells(this.insertTextAt(Y.responseText,f,g,!0))}));else if("data:"==d.substring(0,5)||!this.isOffline()&&(z||/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d))){var C=this.editor.graph;if("data:application/pdf;base64,"==d.substring(0,28)){var G=Editor.extractGraphModelFromPdf(d);if(null!=G&&0<G.length)return this.importXml(G,f,g,u,!0,L)}if(Editor.isPngDataUrl(d)&&(G=Editor.extractGraphModelFromPng(d), +null!=G&&0<G.length))return this.importXml(G,f,g,u,!0,L);if("data:image/svg+xml;"==d.substring(0,19))try{G=null;"data:image/svg+xml;base64,"==d.substring(0,26)?(G=d.substring(d.indexOf(",")+1),G=window.atob&&!mxClient.IS_SF?atob(G):Base64.decode(G,!0)):G=decodeURIComponent(d.substring(d.indexOf(",")+1));var V=this.importXml(G,f,g,u,!0,L);if(0<V.length)return V}catch(Y){}this.loadImage(d,mxUtils.bind(this,function(Y){if("data:"==d.substring(0,5))this.resizeImage(Y,d,mxUtils.bind(this,function(oa,aa, +ca){C.setSelectionCell(C.insertVertex(null,null,"",C.snap(f),C.snap(g),aa,ca,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+this.convertDataUri(oa)+";"))}),H,this.maxImageSize);else{var O=Math.min(1,Math.min(this.maxImageSize/Y.width,this.maxImageSize/Y.height)),qa=Math.round(Y.width*O);Y=Math.round(Y.height*O);C.setSelectionCell(C.insertVertex(null,null,"",C.snap(f),C.snap(g),qa,Y,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ +d+";"))}}),mxUtils.bind(this,function(){var Y=null;C.getModel().beginUpdate();try{Y=C.insertVertex(C.getDefaultParent(),null,d,C.snap(f),C.snap(g),1,1,"text;"+(x?"html=1;":"")),C.updateCellSize(Y),C.fireEvent(new mxEventObject("textInserted","cells",[Y]))}finally{C.getModel().endUpdate()}C.setSelectionCell(Y)}))}else{d=Graph.zapGremlins(mxUtils.trim(d));if(this.isCompatibleString(d))return this.importXml(d,f,g,u,null,L);if(0<d.length)if(this.isLucidChartData(d))this.convertLucidChart(d,mxUtils.bind(this, +function(Y){this.editor.graph.setSelectionCells(this.importXml(Y,f,g,u,null,L))}),mxUtils.bind(this,function(Y){this.handleError(Y)}));else{C=this.editor.graph;z=null;C.getModel().beginUpdate();try{z=C.insertVertex(C.getDefaultParent(),null,"",C.snap(f),C.snap(g),1,1,"text;whiteSpace=wrap;"+(x?"html=1;":""));C.fireEvent(new mxEventObject("textInserted","cells",[z]));"<"==d.charAt(0)&&d.indexOf(">")==d.length-1&&(d=mxUtils.htmlEntities(d));d.length>this.maxTextBytes&&(d=d.substring(0,this.maxTextBytes)+ +"...");z.value=d;C.updateCellSize(z);if(0<this.maxTextWidth&&z.geometry.width>this.maxTextWidth){var U=C.getPreferredSizeForCell(z,this.maxTextWidth);z.geometry.width=U.width;z.geometry.height=U.height}Graph.isLink(z.value)&&C.setLinkForCell(z,z.value);z.geometry.width+=C.gridSize;z.geometry.height+=C.gridSize}finally{C.getModel().endUpdate()}return[z]}}return[]};EditorUi.prototype.formatFileSize=function(d){var f=-1;do d/=1024,f++;while(1024<d);return Math.max(d,.1).toFixed(1)+" kB; MB; GB; TB;PB;EB;ZB;YB".split(";")[f]}; EditorUi.prototype.convertDataUri=function(d){if("data:"==d.substring(0,5)){var f=d.indexOf(";");0<f&&(d=d.substring(0,f)+d.substring(d.indexOf(",",f+1)))}return d};EditorUi.prototype.isRemoteFileFormat=function(d,f){return/("contentType":\s*"application\/gliffy\+json")/.test(d)};EditorUi.prototype.isLucidChartData=function(d){return null!=d&&('{"state":"{\\"Properties\\":'==d.substring(0,26)||'{"Properties":'==d.substring(0,14))};EditorUi.prototype.importLocalFile=function(d,f){if(d&&Graph.fileSupport){if(null== -this.importFileInputElt){var g=document.createElement("input");g.setAttribute("type","file");mxEvent.addListener(g,"change",mxUtils.bind(this,function(){null!=g.files&&(this.importFiles(g.files,null,null,this.maxImageSize),g.type="",g.type="file",g.value="")}));g.style.display="none";document.body.appendChild(g);this.importFileInputElt=g}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(F,C){StorageFile.listFiles(this, -"F",F,C)});window.openBrowserFile=mxUtils.bind(this,function(F,C,I){StorageFile.getFileContent(this,F,C,I)});window.deleteBrowserFile=mxUtils.bind(this,function(F,C,I){StorageFile.deleteFile(this,F,C,I)});if(!f){var l=Editor.useLocalStorage;Editor.useLocalStorage=!d}window.openFile=new OpenFile(mxUtils.bind(this,function(F){this.hideDialog(F)}));window.openFile.setConsumer(mxUtils.bind(this,function(F,C){null!=C&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(C)?(F=new Blob([F],{type:"application/octet-stream"}), -this.importVisio(F,mxUtils.bind(this,function(I){this.importXml(I,0,0,!0)}),null,C)):this.editor.graph.setSelectionCells(this.importXml(F,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!f){var q=this.dialog,z=q.close;this.dialog.close=mxUtils.bind(this,function(F){Editor.useLocalStorage=l;z.apply(q,arguments);F&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; -EditorUi.prototype.importZipFile=function(d,f,g){var l=this,q=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(d).then(function(z){if(mxUtils.isEmptyObject(z.files))g();else{var F=0,C,I=!1;z.forEach(function(G,Z){G=Z.name.toLowerCase();"diagram/diagram.xml"==G?(I=!0,Z.async("string").then(function(ca){0==ca.indexOf("<mxfile ")?f(ca):g()})):0==G.indexOf("versions/")&&(G=parseInt(G.substr(9)),G>F&&(F=G,C=Z))});0<F?C.async("string").then(function(G){(new XMLHttpRequest).upload&& -l.isRemoteFileFormat(G,d.name)?l.isOffline()?l.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,g):l.parseFileData(G,mxUtils.bind(this,function(Z){4==Z.readyState&&(200<=Z.status&&299>=Z.status?f(Z.responseText):g())}),d.name):g()}):I||g()}},function(z){g(z)}):g()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?q():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",q))};EditorUi.prototype.importFile=function(d,f,g,l,q,z,F,C,I,G,Z,ca){G=null!= -G?G:!0;var ba=!1,Y=null,O=mxUtils.bind(this,function(la){var aa=null;null!=la&&"<mxlibrary"==la.substring(0,10)?this.loadLibrary(new LocalLibrary(this,la,F)):aa=this.importXml(la,g,l,G,null,null!=ca?mxEvent.isControlDown(ca):null);null!=C&&C(aa)});"image"==f.substring(0,5)?(I=!1,"image/png"==f.substring(0,9)&&(f=Z?null:this.extractGraphModelFromPng(d),null!=f&&0<f.length&&(Y=this.importXml(f,g,l,G,null,null!=ca?mxEvent.isControlDown(ca):null),I=!0)),I||(f=this.editor.graph,I=d.indexOf(";"),0<I&&(d= -d.substring(0,I)+d.substring(d.indexOf(",",I+1))),G&&f.isGridEnabled()&&(g=f.snap(g),l=f.snap(l)),Y=[f.insertVertex(null,null,"",g,l,q,z,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+d+";")])):/(\.*<graphml )/.test(d)?(ba=!0,this.importGraphML(d,O)):null!=I&&null!=F&&(/(\.v(dx|sdx?))($|\?)/i.test(F)||/(\.vs(x|sx?))($|\?)/i.test(F))?(ba=!0,this.importVisio(I,O)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,F)?this.isOffline()? -this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(ba=!0,q=mxUtils.bind(this,function(la){4==la.readyState&&(200<=la.status&&299>=la.status?O(la.responseText):null!=C&&C(null))}),null!=d?this.parseFileData(d,q,F):this.parseFile(I,q,F)):0==d.indexOf("PK")&&null!=I?(ba=!0,this.importZipFile(I,O,mxUtils.bind(this,function(){Y=this.insertTextAt(this.validateFileData(d),g,l,!0,null,G);C(Y)}))):/(\.v(sd|dx))($|\?)/i.test(F)||/(\.vs(s|x))($|\?)/i.test(F)||(Y=this.insertTextAt(this.validateFileData(d), -g,l,!0,null,G,null,null!=ca?mxEvent.isControlDown(ca):null));ba||null==C||C(Y);return Y};EditorUi.prototype.importFiles=function(d,f,g,l,q,z,F,C,I,G,Z,ca,ba){l=null!=l?l:this.maxImageSize;G=null!=G?G:this.maxImageBytes;var Y=null!=f&&null!=g,O=!0;f=null!=f?f:0;g=null!=g?g:0;var la=!1;if(!mxClient.IS_CHROMEAPP&&null!=d)for(var aa=Z||this.resampleThreshold,ia=0;ia<d.length;ia++)if("image/svg"!==d[ia].type.substring(0,9)&&"image/"===d[ia].type.substring(0,6)&&d[ia].size>aa){la=!0;break}var X=mxUtils.bind(this, -function(){var R=this.editor.graph,sa=R.gridSize;q=null!=q?q:mxUtils.bind(this,function(ma,u,H,P,V,Q,da,ea,fa){try{return null!=ma&&"<mxlibrary"==ma.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,ma,da)),null):this.importFile(ma,u,H,P,V,Q,da,ea,fa,Y,ca,ba)}catch(pa){return this.handleError(pa),null}});z=null!=z?z:mxUtils.bind(this,function(ma){R.setSelectionCells(ma)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var M=d.length,ka=M,L=[],S=mxUtils.bind(this, -function(ma,u){L[ma]=u;if(0==--ka){this.spinner.stop();if(null!=C)C(L);else{var H=[];R.getModel().beginUpdate();try{for(ma=0;ma<L.length;ma++){var P=L[ma]();null!=P&&(H=H.concat(P))}}finally{R.getModel().endUpdate()}}z(H)}}),ja=0;ja<M;ja++)mxUtils.bind(this,function(ma){var u=d[ma];if(null!=u){var H=new FileReader;H.onload=mxUtils.bind(this,function(P){if(null==F||F(u))if("image/"==u.type.substring(0,6))if("image/svg"==u.type.substring(0,9)){var V=Graph.clipSvgDataUri(P.target.result),Q=V.indexOf(","); -Q=decodeURIComponent(escape(atob(V.substring(Q+1))));var da=mxUtils.parseXml(Q);Q=da.getElementsByTagName("svg");if(0<Q.length){Q=Q[0];var ea=ca?null:Q.getAttribute("content");null!=ea&&"<"!=ea.charAt(0)&&"%"!=ea.charAt(0)&&(ea=unescape(window.atob?atob(ea):Base64.decode(ea,!0)));null!=ea&&"%"==ea.charAt(0)&&(ea=decodeURIComponent(ea));null==ea||"<mxfile "!==ea.substring(0,8)&&"<mxGraphModel "!==ea.substring(0,14)?S(ma,mxUtils.bind(this,function(){try{if(null!=da){var ua=da.getElementsByTagName("svg"); -if(0<ua.length){var qa=ua[0],Da=qa.getAttribute("width"),Aa=qa.getAttribute("height");Da=null!=Da&&"%"!=Da.charAt(Da.length-1)?parseFloat(Da):NaN;Aa=null!=Aa&&"%"!=Aa.charAt(Aa.length-1)?parseFloat(Aa):NaN;var Fa=qa.getAttribute("viewBox");if(null==Fa||0==Fa.length)qa.setAttribute("viewBox","0 0 "+Da+" "+Aa);else if(isNaN(Da)||isNaN(Aa)){var ta=Fa.split(" ");3<ta.length&&(Da=parseFloat(ta[2]),Aa=parseFloat(ta[3]))}V=Editor.createSvgDataUri(mxUtils.getXml(qa));var Sa=Math.min(1,Math.min(l/Math.max(1, -Da)),l/Math.max(1,Aa)),Ra=q(V,u.type,f+ma*sa,g+ma*sa,Math.max(1,Math.round(Da*Sa)),Math.max(1,Math.round(Aa*Sa)),u.name);if(isNaN(Da)||isNaN(Aa)){var Oa=new Image;Oa.onload=mxUtils.bind(this,function(){Da=Math.max(1,Oa.width);Aa=Math.max(1,Oa.height);Ra[0].geometry.width=Da;Ra[0].geometry.height=Aa;qa.setAttribute("viewBox","0 0 "+Da+" "+Aa);V=Editor.createSvgDataUri(mxUtils.getXml(qa));var Va=V.indexOf(";");0<Va&&(V=V.substring(0,Va)+V.substring(V.indexOf(",",Va+1)));R.setCellStyles("image",V,[Ra[0]])}); -Oa.src=Editor.createSvgDataUri(mxUtils.getXml(qa))}return Ra}}}catch(Va){}return null})):S(ma,mxUtils.bind(this,function(){return q(ea,"text/xml",f+ma*sa,g+ma*sa,0,0,u.name)}))}else S(ma,mxUtils.bind(this,function(){return null}))}else{Q=!1;if("image/png"==u.type){var fa=ca?null:this.extractGraphModelFromPng(P.target.result);if(null!=fa&&0<fa.length){var pa=new Image;pa.src=P.target.result;S(ma,mxUtils.bind(this,function(){return q(fa,"text/xml",f+ma*sa,g+ma*sa,pa.width,pa.height,u.name)}));Q=!0}}Q|| -(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"),mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(P.target.result,mxUtils.bind(this,function(ua){this.resizeImage(ua,P.target.result,mxUtils.bind(this,function(qa,Da,Aa){S(ma,mxUtils.bind(this,function(){if(null!=qa&&qa.length<G){var Fa=O&&this.isResampleImageSize(u.size, -Z)?Math.min(1,Math.min(l/Da,l/Aa)):1;return q(qa,u.type,f+ma*sa,g+ma*sa,Math.round(Da*Fa),Math.round(Aa*Fa),u.name)}this.handleError({message:mxResources.get("imageTooBig")});return null}))}),O,l,Z,u.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else V=P.target.result,q(V,u.type,f+ma*sa,g+ma*sa,240,160,u.name,function(ua){S(ma,function(){return ua})},u)});/(\.v(dx|sdx?))($|\?)/i.test(u.name)||/(\.vs(x|sx?))($|\?)/i.test(u.name)?q(null, -u.type,f+ma*sa,g+ma*sa,240,160,u.name,function(P){S(ma,function(){return P})},u):"image"==u.type.substring(0,5)||"application/pdf"==u.type?H.readAsDataURL(u):H.readAsText(u)}})(ja)});if(la){la=[];for(ia=0;ia<d.length;ia++)la.push(d[ia]);d=la;this.confirmImageResize(function(R){O=R;X()},I)}else X()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize= -function(d,f){f=null!=f?f:!1;var g=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},l=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages():null,q=function(z,F){if(z||f)mxSettings.setResizeImages(z?F:null),mxSettings.save();g();d(F)};null==l||f?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(z){q(z,!0)},function(z){q(z,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+ -'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200,!0,!0):q(!1,l)};EditorUi.prototype.parseFile=function(d,f,g){g=null!=g?g:d.name;var l=new FileReader;l.onload=mxUtils.bind(this,function(){this.parseFileData(l.result,f,g)});l.readAsText(d)};EditorUi.prototype.parseFileData=function(d,f,g){var l=new XMLHttpRequest;l.open("POST",OPEN_URL);l.setRequestHeader("Content-Type","application/x-www-form-urlencoded"); -l.onreadystatechange=function(){f(l)};l.send("format=xml&filename="+encodeURIComponent(g)+"&data="+encodeURIComponent(d));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE",action:"size_"+file.size})}catch(q){}};EditorUi.prototype.isResampleImageSize=function(d,f){f=null!=f?f:this.resampleThreshold;return d>f};EditorUi.prototype.resizeImage=function(d,f,g,l,q,z,F){q=null!=q?q:this.maxImageSize;var C=Math.max(1,d.width),I=Math.max(1,d.height);if(l&&this.isResampleImageSize(null!=F?F:f.length,z))try{var G= -Math.max(C/q,I/q);if(1<G){var Z=Math.round(C/G),ca=Math.round(I/G),ba=document.createElement("canvas");ba.width=Z;ba.height=ca;ba.getContext("2d").drawImage(d,0,0,Z,ca);var Y=ba.toDataURL();if(Y.length<f.length){var O=document.createElement("canvas");O.width=Z;O.height=ca;var la=O.toDataURL();Y!==la&&(f=Y,C=Z,I=ca)}}}catch(aa){}g(f,C,I)};EditorUi.prototype.extractGraphModelFromPng=function(d){return Editor.extractGraphModelFromPng(d)};EditorUi.prototype.loadImage=function(d,f,g){try{var l=new Image; -l.onload=function(){l.width=0<l.width?l.width:120;l.height=0<l.height?l.height:120;f(l)};null!=g&&(l.onerror=g);l.src=d}catch(q){if(null!=g)g(q);else throw q;}};EditorUi.prototype.getDefaultSketchMode=function(){var d="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:d)};var D=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&& -this.doSetSketchMode(null!=mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles=mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var d=this,f=this.editor.graph;Editor.isDarkMode()&&(f.view.defaultGridColor=mxGraphView.prototype.defaultDarkGridColor);Graph.touchStyle&&(f.panningHandler.isPanningTrigger=function(aa){var ia=aa.getEvent(); -return null==aa.getState()&&!mxEvent.isMouseEvent(ia)&&!f.freehand.isDrawing()||mxEvent.isPopupTrigger(ia)&&(null==aa.getState()||mxEvent.isControlDown(ia)||mxEvent.isShiftDown(ia))});f.cellEditor.editPlantUmlData=function(aa,ia,X){var R=JSON.parse(X);ia=new TextareaDialog(d,mxResources.get("plantUml")+":",R.data,function(sa){null!=sa&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generatePlantUmlImage(sa,R.format,function(M,ka,L){d.spinner.stop();f.getModel().beginUpdate();try{if("txt"== -R.format)f.labelChanged(aa,"<pre>"+M+"</pre>"),f.updateCellSize(aa,!0);else{f.setCellStyles("image",d.convertDataUri(M),[aa]);var S=f.model.getGeometry(aa);null!=S&&(S=S.clone(),S.width=ka,S.height=L,f.cellsResized([aa],[S],!1))}f.setAttributeForCell(aa,"plantUmlData",JSON.stringify({data:sa,format:R.format}))}finally{f.getModel().endUpdate()}},function(M){d.handleError(M)})},null,null,400,220);d.showDialog(ia.container,420,300,!0,!0);ia.init()};f.cellEditor.editMermaidData=function(aa,ia,X){var R= -JSON.parse(X);ia=new TextareaDialog(d,mxResources.get("mermaid")+":",R.data,function(sa){null!=sa&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generateMermaidImage(sa,R.config,function(M,ka,L){d.spinner.stop();f.getModel().beginUpdate();try{f.setCellStyles("image",M,[aa]);var S=f.model.getGeometry(aa);null!=S&&(S=S.clone(),S.width=Math.max(S.width,ka),S.height=Math.max(S.height,L),f.cellsResized([aa],[S],!1));f.setAttributeForCell(aa,"mermaidData",JSON.stringify({data:sa,config:R.config}, -null,2))}finally{f.getModel().endUpdate()}},function(M){d.handleError(M)})},null,null,400,220);d.showDialog(ia.container,420,300,!0,!0);ia.init()};var g=f.cellEditor.startEditing;f.cellEditor.startEditing=function(aa,ia){try{var X=this.graph.getAttributeForCell(aa,"plantUmlData");if(null!=X)this.editPlantUmlData(aa,ia,X);else if(X=this.graph.getAttributeForCell(aa,"mermaidData"),null!=X)this.editMermaidData(aa,ia,X);else{var R=f.getCellStyle(aa);"1"==mxUtils.getValue(R,"metaEdit","0")?d.showDataDialog(aa): -g.apply(this,arguments)}}catch(sa){d.handleError(sa)}};f.getLinkTitle=function(aa){return d.getLinkTitle(aa)};f.customLinkClicked=function(aa){var ia=!1;try{d.handleCustomLink(aa),ia=!0}catch(X){d.handleError(X)}return ia};var l=f.parseBackgroundImage;f.parseBackgroundImage=function(aa){var ia=l.apply(this,arguments);null!=ia&&null!=ia.src&&Graph.isPageLink(ia.src)&&(ia={originalSrc:ia.src});return ia};var q=f.setBackgroundImage;f.setBackgroundImage=function(aa){null!=aa&&null!=aa.originalSrc&&(aa= -d.createImageForPageLink(aa.originalSrc,d.currentPage,this));q.apply(this,arguments)};this.editor.addListener("pageRenamed",mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pagesPatched",mxUtils.bind(this,function(aa,ia){aa=null!=f.backgroundImage?f.backgroundImage.originalSrc:null;if(null!=aa){var X=aa.indexOf(",");if(0<X)for(aa=aa.substring(X+1),ia=ia.getProperty("patches"), -X=0;X<ia.length;X++)if(null!=ia[X][EditorUi.DIFF_UPDATE]&&null!=ia[X][EditorUi.DIFF_UPDATE][aa]||null!=ia[X][EditorUi.DIFF_REMOVE]&&0<=mxUtils.indexOf(ia[X][EditorUi.DIFF_REMOVE],aa)){f.refreshBackgroundImage();break}}}));var z=f.getBackgroundImageObject;f.getBackgroundImageObject=function(aa,ia){var X=z.apply(this,arguments);if(null!=X&&null!=X.originalSrc)if(!ia)X={src:X.originalSrc};else if(ia&&null!=this.themes&&"darkTheme"==this.defaultThemeName){var R=this.stylesheet,sa=this.shapeForegroundColor, -M=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor="#000000";X=d.createImageForPageLink(X.originalSrc);this.shapeBackgroundColor=M;this.shapeForegroundColor=sa;this.stylesheet=R}return X};var F=this.clearDefaultStyle;this.clearDefaultStyle=function(){F.apply(this,arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog||(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders"); -if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl="https://app.diagrams.net/";var C=d.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(aa){aa=null!=aa?aa:"";"1"==urlParams.dev&&(aa+=(0<aa.length?"&":"?")+"dev=1");return C.apply(this,arguments)};var I=f.addClickHandler;f.addClickHandler=function(aa,ia,X){var R=ia;ia=function(sa,M){if(null==M){var ka=mxEvent.getSource(sa);"a"==ka.nodeName.toLowerCase()&& -(M=ka.getAttribute("href"))}null!=M&&f.isCustomLink(M)&&(mxEvent.isTouchEvent(sa)||!mxEvent.isPopupTrigger(sa))&&f.customLinkClicked(M)&&mxEvent.consume(sa);null!=R&&R(sa,M)};I.call(this,aa,ia,X)};D.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(f.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var G=Menus.prototype.addPopupMenuEditItems;this.menus.addPopupMenuEditItems=function(aa,ia,X){d.editor.graph.isSelectionEmpty()?G.apply(this,arguments):d.menus.addMenuItems(aa, -"delete - cut copy copyAsImage - duplicate".split(" "),null,X)}}d.actions.get("print").funct=function(){d.showDialog((new PrintDialog(d)).container,360,null!=d.pages&&1<d.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var Z=f.getExportVariables;f.getExportVariables=function(){var aa=Z.apply(this,arguments),ia=d.getCurrentFile();null!=ia&&(aa.filename=ia.getTitle());aa.pagecount=null!=d.pages?d.pages.length:1;aa.page=null!=d.currentPage?d.currentPage.getName(): -"";aa.pagenumber=null!=d.pages&&null!=d.currentPage?mxUtils.indexOf(d.pages,d.currentPage)+1:1;return aa};var ca=f.getGlobalVariable;f.getGlobalVariable=function(aa){var ia=d.getCurrentFile();return"filename"==aa&&null!=ia?ia.getTitle():"page"==aa&&null!=d.currentPage?d.currentPage.getName():"pagenumber"==aa?null!=d.currentPage&&null!=d.pages?mxUtils.indexOf(d.pages,d.currentPage)+1:1:"pagecount"==aa?null!=d.pages?d.pages.length:1:ca.apply(this,arguments)};var ba=f.labelLinkClicked;f.labelLinkClicked= -function(aa,ia,X){var R=ia.getAttribute("href");if(null==R||!f.isCustomLink(R)||!mxEvent.isTouchEvent(X)&&mxEvent.isPopupTrigger(X))ba.apply(this,arguments);else{if(!f.isEnabled()||null!=aa&&f.isCellLocked(aa.cell))f.customLinkClicked(R),f.getRubberband().reset();mxEvent.consume(X)}};this.editor.getOrCreateFilename=function(){var aa=d.defaultFilename,ia=d.getCurrentFile();null!=ia&&(aa=null!=ia.getTitle()?ia.getTitle():aa);return aa};var Y=this.actions.get("print");Y.setEnabled(!mxClient.IS_IOS|| -!navigator.standalone);Y.visible=Y.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67,!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"insertRectangle"),this.keyHandler.bindAction(75,!0,"insertEllipse",!0),this.altShiftActions[83]="synchronize",this.installImagePasteHandler(), -this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&f.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(aa){var ia=f.cellEditor.text2,X=null;null!=ia&&(mxEvent.addListener(ia,"dragleave",function(R){null!=X&&(X.parentNode.removeChild(X),X=null);R.stopPropagation();R.preventDefault()}),mxEvent.addListener(ia,"dragover",mxUtils.bind(this,function(R){null== -X&&(!mxClient.IS_IE||10<document.documentMode)&&(X=this.highlightElement(ia));R.stopPropagation();R.preventDefault()})),mxEvent.addListener(ia,"drop",mxUtils.bind(this,function(R){null!=X&&(X.parentNode.removeChild(X),X=null);if(0<R.dataTransfer.files.length)this.importFiles(R.dataTransfer.files,0,0,this.maxImageSize,function(M,ka,L,S,ja,ma){f.insertImage(M,ja,ma)},function(){},function(M){return"image/"==M.type.substring(0,6)},function(M){for(var ka=0;ka<M.length;ka++)M[ka]()},mxEvent.isControlDown(R)); -else if(0<=mxUtils.indexOf(R.dataTransfer.types,"text/uri-list")){var sa=R.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(sa)?this.loadImage(decodeURIComponent(sa),mxUtils.bind(this,function(M){var ka=Math.max(1,M.width);M=Math.max(1,M.height);var L=this.maxImageSize;L=Math.min(1,Math.min(L/Math.max(1,ka)),L/Math.max(1,M));f.insertImage(decodeURIComponent(sa),ka*L,M*L)})):document.execCommand("insertHTML",!1,R.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(R.dataTransfer.types, -"text/html")?document.execCommand("insertHTML",!1,R.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(R.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,R.dataTransfer.getData("text/plain"));R.stopPropagation();R.preventDefault()})))}));this.isSettingsEnabled()&&(Y=this.editor.graph.view,Y.setUnit(mxSettings.getUnit()),Y.addListener("unitChanged",function(aa,ia){mxSettings.setUnit(ia.getProperty("unit"));mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode|| -"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,Y.unit),this.refresh());if("1"==urlParams.styledev){Y=document.getElementById("geFooter");null!=Y&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type","text"),this.styleInput.style.position="absolute",this.styleInput.style.top="14px",this.styleInput.style.left="2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden", -this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),Y.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(aa,ia){0<this.editor.graph.getSelectionCount()?(aa=this.editor.graph.getSelectionCell(),aa=this.editor.graph.getModel().getStyle(aa),this.styleInput.value=aa||"",this.styleInput.style.visibility= -"visible"):this.styleInput.style.visibility="hidden"})));var O=this.isSelectionAllowed;this.isSelectionAllowed=function(aa){return mxEvent.getSource(aa)==this.styleInput?!0:O.apply(this,arguments)}}Y=document.getElementById("geInfo");null!=Y&&Y.parentNode.removeChild(Y);if(Graph.fileSupport&&(!this.editor.chromeless||this.editor.editable)){var la=null;mxEvent.addListener(f.container,"dragleave",function(aa){f.isEnabled()&&(null!=la&&(la.parentNode.removeChild(la),la=null),aa.stopPropagation(),aa.preventDefault())}); -mxEvent.addListener(f.container,"dragover",mxUtils.bind(this,function(aa){null==la&&(!mxClient.IS_IE||10<document.documentMode)&&(la=this.highlightElement(f.container));null!=this.sidebar&&this.sidebar.hideTooltip();aa.stopPropagation();aa.preventDefault()}));mxEvent.addListener(f.container,"drop",mxUtils.bind(this,function(aa){null!=la&&(la.parentNode.removeChild(la),la=null);if(f.isEnabled()){var ia=mxUtils.convertPoint(f.container,mxEvent.getClientX(aa),mxEvent.getClientY(aa)),X=aa.dataTransfer.files, -R=f.view.translate,sa=f.view.scale,M=ia.x/sa-R.x,ka=ia.y/sa-R.y;if(0<X.length)ia=1==X.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===X[0].type.substring(0,9)||"image/"!==X[0].type.substring(0,6)||/(\.drawio.png)$/i.test(X[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(aa)||ia)?(!mxEvent.isShiftDown(aa)&&ia&&null!=this.getCurrentFile()&&this.fileLoaded(null),this.openFiles(X,!0)):(mxEvent.isAltDown(aa)&&(ka=M=null),this.importFiles(X,M,ka,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(aa), -null,null,mxEvent.isShiftDown(aa),aa));else{mxEvent.isAltDown(aa)&&(ka=M=0);var L=0<=mxUtils.indexOf(aa.dataTransfer.types,"text/uri-list")?aa.dataTransfer.getData("text/uri-list"):null;X=this.extractGraphModelFromEvent(aa,null!=this.pages);if(null!=X)f.setSelectionCells(this.importXml(X,M,ka,!0));else if(0<=mxUtils.indexOf(aa.dataTransfer.types,"text/html")){var S=aa.dataTransfer.getData("text/html");X=document.createElement("div");X.innerHTML=f.sanitizeHtml(S);var ja=null;ia=X.getElementsByTagName("img"); -null!=ia&&1==ia.length?(S=ia[0].getAttribute("src"),null==S&&(S=ia[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(S)||(ja=!0)):(ia=X.getElementsByTagName("a"),null!=ia&&1==ia.length?S=ia[0].getAttribute("href"):(X=X.getElementsByTagName("pre"),null!=X&&1==X.length&&(S=mxUtils.getTextContent(X[0]))));var ma=!0,u=mxUtils.bind(this,function(){f.setSelectionCells(this.insertTextAt(S,M,ka,!0,ja,null,ma,mxEvent.isControlDown(aa)))});ja&&null!=S&&S.length>this.resampleThreshold?this.confirmImageResize(function(H){ma= -H;u()},mxEvent.isControlDown(aa)):u()}else null!=L&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(L)?this.loadImage(decodeURIComponent(L),mxUtils.bind(this,function(H){var P=Math.max(1,H.width);H=Math.max(1,H.height);var V=this.maxImageSize;V=Math.min(1,Math.min(V/Math.max(1,P)),V/Math.max(1,H));f.setSelectionCell(f.insertVertex(null,null,"",M,ka,P*V,H*V,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+L+";"))}),mxUtils.bind(this, -function(H){f.setSelectionCells(this.insertTextAt(L,M,ka,!0))})):0<=mxUtils.indexOf(aa.dataTransfer.types,"text/plain")&&f.setSelectionCells(this.insertTextAt(aa.dataTransfer.getData("text/plain"),M,ka,!0))}}aa.stopPropagation();aa.preventDefault()}),!1)}f.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode();this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var d=this.editor.graph;d.container.addEventListener("paste", -mxUtils.bind(this,function(f){if(!mxEvent.isConsumed(f))try{for(var g=f.clipboardData||f.originalEvent.clipboardData,l=!1,q=0;q<g.types.length;q++)if("text/"===g.types[q].substring(0,5)){l=!0;break}if(!l){var z=g.items;for(index in z){var F=z[index];if("file"===F.kind){if(d.isEditing())this.importFiles([F.getAsFile()],0,0,this.maxImageSize,function(I,G,Z,ca,ba,Y){d.insertImage(I,ba,Y)},function(){},function(I){return"image/"==I.type.substring(0,6)},function(I){for(var G=0;G<I.length;G++)I[G]()}); -else{var C=this.editor.graph.getInsertPoint();this.importFiles([F.getAsFile()],C.x,C.y,this.maxImageSize);mxEvent.consume(f)}break}}}}catch(I){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function d(){window.setTimeout(function(){g.innerHTML=" ";g.focus();document.execCommand("selectAll",!1,null)},0)}var f=this.editor.graph,g=document.createElement("div");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck", -"false");g.style.textRendering="optimizeSpeed";g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.background="transparent";g.style.color="transparent";g.style.position="absolute";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.display="block";g.style.fontSize="1";g.style.zIndex="-1";g.style.resize="none";g.style.outline="none";g.style.width="1px";g.style.height="1px";mxUtils.setOpacity(g,0);g.contentEditable=!0;g.innerHTML=" ";var l=!1;this.keyHandler.bindControlKey(88, -null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(z){var F=mxEvent.getSource(z);null==f.container||!f.isEnabled()||f.isMouseDown||f.isEditing()||null!=this.dialog||"INPUT"==F.nodeName||"TEXTAREA"==F.nodeName||224!=z.keyCode&&(mxClient.IS_MAC||17!=z.keyCode)&&(!mxClient.IS_MAC||91!=z.keyCode&&93!=z.keyCode)||l||(g.style.left=f.container.scrollLeft+10+"px",g.style.top=f.container.scrollTop+10+"px", -f.container.appendChild(g),l=!0,g.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(z){var F=z.keyCode;window.setTimeout(mxUtils.bind(this,function(){!l||224!=F&&17!=F&&91!=F&&93!=F||(l=!1,f.isEditing()||null!=this.dialog||null==f.container||f.container.focus(),g.parentNode.removeChild(g),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(g,"copy",mxUtils.bind(this,function(z){if(f.isEnabled())try{mxClipboard.copy(f), -this.copyCells(g),d()}catch(F){this.handleError(F)}}));mxEvent.addListener(g,"cut",mxUtils.bind(this,function(z){if(f.isEnabled())try{mxClipboard.copy(f),this.copyCells(g,!0),d()}catch(F){this.handleError(F)}}));mxEvent.addListener(g,"paste",mxUtils.bind(this,function(z){f.isEnabled()&&!f.isCellLocked(f.getDefaultParent())&&(g.innerHTML=" ",g.focus(),null!=z.clipboardData&&this.pasteCells(z,g,!0,!0),mxEvent.isConsumed(z)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(z,g,!1, -!0)}),0))}),!0);var q=this.isSelectionAllowed;this.isSelectionAllowed=function(z){return mxEvent.getSource(z)==g?!0:q.apply(this,arguments)}};EditorUi.prototype.setSketchMode=function(d){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(d);null==urlParams.rough&&(mxSettings.settings.sketchMode=d,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};EditorUi.prototype.setPagesVisible= -function(d){Editor.pagesVisible!=d&&(Editor.pagesVisible=d,mxSettings.settings.pagesVisible=d,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(d,f){this.sidebar.sidebarTitles!=d&&(this.sidebar.sidebarTitles=d,this.sidebar.refresh(),this.isSettingsEnabled()&&f&&(mxSettings.settings.sidebarTitles=d,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen=function(d){Editor.inlineFullscreen!= -d&&(Editor.inlineFullscreen=d,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(d){if(Editor.sketchMode!=d){var f=function(l,q,z){null==l[q]&&(l[q]=z)},g=this.editor.graph; -Editor.sketchMode=d;this.menus.defaultFontSize=d?20:16;g.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);f(g.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);g.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);f(g.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);f(g.defaultEdgeStyle,"edgeStyle","none");f(g.defaultEdgeStyle,"rounded","0");f(g.defaultEdgeStyle,"curved","1");f(g.defaultEdgeStyle,"jettySize","auto");f(g.defaultEdgeStyle,"orthogonalLoop", -"1");f(g.defaultEdgeStyle,"endArrow","open");f(g.defaultEdgeStyle,"endSize","14");f(g.defaultEdgeStyle,"startSize","14");d&&(f(g.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultVertexStyle,"fontSource",Editor.sketchFontSource),f(g.defaultVertexStyle,"hachureGap","4"),f(g.defaultVertexStyle,"sketch","1"),f(g.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),f(g.defaultEdgeStyle,"sketch","1"),f(g.defaultEdgeStyle,"hachureGap", -"4"),f(g.defaultEdgeStyle,"sourcePerimeterSpacing","8"),f(g.defaultEdgeStyle,"targetPerimeterSpacing","8"));g.currentVertexStyle=mxUtils.clone(g.defaultVertexStyle);g.currentEdgeStyle=mxUtils.clone(g.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(d){var f=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(d)){var g=d.indexOf(",");0<g&&(f=this.getPageById(d.substring(g+1)),f=null!=f?f.getName():mxResources.get("pageNotFound"))}else"data:"== -d.substring(0,5)&&(f=mxResources.get("action"));return f};EditorUi.prototype.handleCustomLink=function(d){if(Graph.isPageLink(d)){var f=d.indexOf(",");if(d=this.getPageById(d.substring(f+1)))this.selectPage(d);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(d)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)};EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible= -mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(d){d.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(d){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[],"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged", -mxUtils.bind(this,function(d,f){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(d=f.getProperty("customFonts"),this.menus.customFonts=d,mxSettings.setCustomFonts(d));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this,function(d,f){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget()); -mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(d,f){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor=mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1); -this.addListener("gridColorChanged",mxUtils.bind(this,function(d,f){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(d,f){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!=this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])), -this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth);mxSettings.save()})}};EditorUi.prototype.copyImage=function(d,f,g){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&& -this.editor.exportToCanvas(mxUtils.bind(this,function(l,q){try{this.spinner.stop();var z=this.createImageDataUri(l,f,"png"),F=parseInt(q.getAttribute("width")),C=parseInt(q.getAttribute("height"));this.writeImageToClipboard(z,F,C,mxUtils.bind(this,function(I){this.handleError(I)}))}catch(I){this.handleError(I)}}),null,null,null,mxUtils.bind(this,function(l){this.spinner.stop();this.handleError(l)}),null,null,null!=g?g:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE, -null,null,null,10,null,null,!1,null,0<d.length?d:null)}catch(l){this.handleError(l)}};EditorUi.prototype.writeImageToClipboard=function(d,f,g,l){var q=this.base64ToBlob(d.substring(d.indexOf(",")+1),"image/png");d=new ClipboardItem({"image/png":q,"text/html":new Blob(['<img src="'+d+'" width="'+f+'" height="'+g+'">'],{type:"text/html"})});navigator.clipboard.write([d])["catch"](l)};EditorUi.prototype.copyCells=function(d,f){var g=this.editor.graph;if(g.isSelectionEmpty())d.innerText="";else{var l= -mxUtils.sortCells(g.model.getTopmostCells(g.getSelectionCells())),q=mxUtils.getXml(g.encodeCells(l));mxUtils.setTextContent(d,encodeURIComponent(q));f?(g.removeCells(l,!1),g.lastPasteXml=null):(g.lastPasteXml=q,g.pasteCounter=0);d.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var d=null;if(Editor.enableNativeCipboard){var f=this.editor.graph;f.isSelectionEmpty()||(d=mxUtils.sortCells(f.getExportableCells(f.model.getTopmostCells(f.getSelectionCells()))), -f=mxUtils.getXml(f.encodeCells(d)),navigator.clipboard.writeText(f))}return d};EditorUi.prototype.pasteXml=function(d,f,g,l){var q=this.editor.graph,z=null;q.lastPasteXml==d?q.pasteCounter++:(q.lastPasteXml=d,q.pasteCounter=0);var F=q.pasteCounter*q.gridSize;if(g||this.isCompatibleString(d))z=this.importXml(d,F,F),q.setSelectionCells(z);else if(f&&1==q.getSelectionCount()){F=q.getStartEditingCell(q.getSelectionCell(),l);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d)&&"image"==q.getCurrentCellStyle(F)[mxConstants.STYLE_SHAPE])q.setCellStyles(mxConstants.STYLE_IMAGE, -d,[F]);else{q.model.beginUpdate();try{q.labelChanged(F,d),Graph.isLink(d)&&q.setLinkForCell(F,d)}finally{q.model.endUpdate()}}q.setSelectionCell(F)}else z=q.getInsertPoint(),q.isMouseInsertPoint()&&(F=0,q.lastPasteXml==d&&0<q.pasteCounter&&q.pasteCounter--),z=this.insertTextAt(d,z.x+F,z.y+F,!0),q.setSelectionCells(z);q.isSelectionEmpty()||(q.scrollCellToVisible(q.getSelectionCell()),null!=this.hoverIcons&&this.hoverIcons.update(q.view.getState(q.getSelectionCell())));return z};EditorUi.prototype.pasteCells= -function(d,f,g,l){if(!mxEvent.isConsumed(d)){var q=f,z=!1;if(g&&null!=d.clipboardData&&d.clipboardData.getData){var F=d.clipboardData.getData("text/plain"),C=!1;if(null!=F&&0<F.length&&"%3CmxGraphModel%3E"==F.substring(0,18))try{var I=decodeURIComponent(F);this.isCompatibleString(I)&&(C=!0,F=I)}catch(O){}C=C?null:d.clipboardData.getData("text/html");null!=C&&0<C.length?(q=this.parseHtmlData(C),z="text/plain"!=q.getAttribute("data-type")):null!=F&&0<F.length&&(q=document.createElement("div"),mxUtils.setTextContent(q, -C))}F=q.getElementsByTagName("span");if(null!=F&&0<F.length&&"application/vnd.lucid.chart.objects"===F[0].getAttribute("data-lucid-type"))g=F[0].getAttribute("data-lucid-content"),null!=g&&0<g.length&&(this.convertLucidChart(g,mxUtils.bind(this,function(O){var la=this.editor.graph;la.lastPasteXml==O?la.pasteCounter++:(la.lastPasteXml=O,la.pasteCounter=0);var aa=la.pasteCounter*la.gridSize;la.setSelectionCells(this.importXml(O,aa,aa));la.scrollCellToVisible(la.getSelectionCell())}),mxUtils.bind(this, -function(O){this.handleError(O)})),mxEvent.consume(d));else{var G=z?q.innerHTML:mxUtils.trim(null==q.innerText?mxUtils.getTextContent(q):q.innerText),Z=!1;try{var ca=G.lastIndexOf("%3E");0<=ca&&ca<G.length-3&&(G=G.substring(0,ca+3))}catch(O){}try{F=q.getElementsByTagName("span"),(I=null!=F&&0<F.length?mxUtils.trim(decodeURIComponent(F[0].textContent)):decodeURIComponent(G))&&(this.isCompatibleString(I)||0==I.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(Z=!0,G=I)}catch(O){}try{if(null!= -G&&0<G.length){if(0==G.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":')){var ba=mxUtils.bind(this,function(){try{G=(new MiroImporter).importMiroJson(JSON.parse(G)),this.pasteXml(G,l,Z,d)}catch(O){console.log("Miro import error:",O)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",ba):ba()}else this.pasteXml(G,l,Z,d);try{mxEvent.consume(d)}catch(O){}}else if(!g){var Y=this.editor.graph;Y.lastPasteXml=null;Y.pasteCounter=0}}catch(O){this.handleError(O)}}}f.innerHTML= -" "};EditorUi.prototype.addFileDropHandler=function(d){if(Graph.fileSupport)for(var f=null,g=0;g<d.length;g++)mxEvent.addListener(d[g],"dragleave",function(l){null!=f&&(f.parentNode.removeChild(f),f=null);l.stopPropagation();l.preventDefault()}),mxEvent.addListener(d[g],"dragover",mxUtils.bind(this,function(l){(this.editor.graph.isEnabled()||"1"!=urlParams.embed)&&null==f&&(!mxClient.IS_IE||10<document.documentMode&&12>document.documentMode)&&(f=this.highlightElement());l.stopPropagation();l.preventDefault()})), -mxEvent.addListener(d[g],"drop",mxUtils.bind(this,function(l){null!=f&&(f.parentNode.removeChild(f),f=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<l.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(l.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(l)&&!mxEvent.isShiftDown(l)):this.openFiles(l.dataTransfer.files,!0);else{var q=this.extractGraphModelFromEvent(l);if(null==q){var z=null!=l.dataTransfer?l.dataTransfer: -l.clipboardData;null!=z&&(10==document.documentMode||11==document.documentMode?q=z.getData("Text"):(q=null,q=0<=mxUtils.indexOf(z.types,"text/uri-list")?l.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(z.types,"text/html")?z.getData("text/html"):null,null!=q&&0<q.length?(z=document.createElement("div"),z.innerHTML=this.editor.graph.sanitizeHtml(q),z=z.getElementsByTagName("img"),0<z.length&&(q=z[0].getAttribute("src"))):0<=mxUtils.indexOf(z.types,"text/plain")&&(q=z.getData("text/plain"))), -null!=q&&(Editor.isPngDataUrl(q)?(q=Editor.extractGraphModelFromPng(q),null!=q&&0<q.length&&this.openLocalFile(q,null,!0)):this.isRemoteFileFormat(q)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(q))).send(mxUtils.bind(this,function(F){200<=F.getStatus()&&299>=F.getStatus()&&this.openLocalFile(F.getText(),null,!0)})):/^https?:\/\//.test(q)&&(null==this.getCurrentFile()?window.location.hash= -"#U"+encodeURIComponent(q):window.openWindow((mxClient.IS_CHROMEAPP?EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(q)))))}else this.openLocalFile(q,null,!0)}l.stopPropagation();l.preventDefault()}))};EditorUi.prototype.highlightElement=function(d){var f=0,g=0;if(null==d){var l=document.body;var q=document.documentElement;var z=(l.clientWidth||q.clientWidth)-3;l=Math.max(l.clientHeight||0,q.clientHeight)-3}else f=d.offsetTop,g=d.offsetLeft,z=d.clientWidth, -l=d.clientHeight;q=document.createElement("div");q.style.zIndex=mxPopupMenu.prototype.zIndex+2;q.style.border="3px dotted rgb(254, 137, 12)";q.style.pointerEvents="none";q.style.position="absolute";q.style.top=f+"px";q.style.left=g+"px";q.style.width=Math.max(0,z-3)+"px";q.style.height=Math.max(0,l-3)+"px";null!=d&&d.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(q):document.body.appendChild(q);return q};EditorUi.prototype.stringToCells=function(d){d=mxUtils.parseXml(d); -var f=this.editor.extractGraphModel(d.documentElement);d=[];if(null!=f){var g=new mxCodec(f.ownerDocument),l=new mxGraphModel;g.decode(f,l);f=l.getChildAt(l.getRoot(),0);for(g=0;g<l.getChildCount(f);g++)d.push(l.getChildAt(f,g))}return d};EditorUi.prototype.openFileHandle=function(d,f,g,l,q){if(null!=f&&0<f.length){!this.useCanvasForExport&&/(\.png)$/i.test(f)?f=f.substring(0,f.length-4)+".drawio":/(\.pdf)$/i.test(f)&&(f=f.substring(0,f.length-4)+".drawio");var z=mxUtils.bind(this,function(C){f=0<= -f.lastIndexOf(".")?f.substring(0,f.lastIndexOf("."))+".drawio":f+".drawio";if("<mxlibrary"==C.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,l);try{this.loadLibrary(new LocalLibrary(this,C,f))}catch(I){this.handleError(I,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(C,f,l)});if(/(\.v(dx|sdx?))($|\?)/i.test(f)||/(\.vs(x|sx?))($|\?)/i.test(f))this.importVisio(g,mxUtils.bind(this,function(C){this.spinner.stop(); -z(C)}));else if(/(\.*<graphml )/.test(d))this.importGraphML(d,mxUtils.bind(this,function(C){this.spinner.stop();z(C)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,f))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(g,mxUtils.bind(this,function(C){4==C.readyState&&(this.spinner.stop(),200<=C.status&&299>=C.status?z(C.responseText):this.handleError({message:mxResources.get(413==C.status? -"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))}));else if(this.isLucidChartData(d))/(\.json)$/i.test(f)&&(f=f.substring(0,f.length-5)+".drawio"),this.convertLucidChart(d,mxUtils.bind(this,function(C){this.spinner.stop();this.openLocalFile(C,f,l)}),mxUtils.bind(this,function(C){this.spinner.stop();this.handleError(C)}));else if("<mxlibrary"==d.substring(0,10)){this.spinner.stop();null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml, -this.defaultFilename,l);try{this.loadLibrary(new LocalLibrary(this,d,g.name))}catch(C){this.handleError(C,mxResources.get("errorLoadingFile"))}}else if(0==d.indexOf("PK"))this.importZipFile(g,mxUtils.bind(this,function(C){this.spinner.stop();z(C)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(d,f,l)}));else{if("image/png"==g.type.substring(0,9))d=this.extractGraphModelFromPng(d);else if("application/pdf"==g.type){var F=Editor.extractGraphModelFromPdf(d);null!=F&&(q=null,l=!0, -d=F)}this.spinner.stop();this.openLocalFile(d,f,l,q,null!=q?g:null)}}};EditorUi.prototype.openFiles=function(d,f){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var g=0;g<d.length;g++)mxUtils.bind(this,function(l){var q=new FileReader;q.onload=mxUtils.bind(this,function(z){try{this.openFileHandle(z.target.result,l.name,l,f)}catch(F){this.handleError(F)}});q.onerror=mxUtils.bind(this,function(z){this.spinner.stop();this.handleError(z);window.openFile=null});"image"!==l.type.substring(0, -5)&&"application/pdf"!==l.type||"image/svg"===l.type.substring(0,9)?q.readAsText(l):q.readAsDataURL(l)})(d[g])};EditorUi.prototype.openLocalFile=function(d,f,g,l,q){var z=this.getCurrentFile(),F=mxUtils.bind(this,function(){window.openFile=null;if(null==f&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var C=mxUtils.parseXml(d);null!=C&&(this.editor.setGraphXml(C.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this,d,f||this.defaultFilename,g,l,q))});if(null!= -d&&0<d.length)null==z||!z.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=l)?F():(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=l)&&null!=z&&z.isModified()?this.confirm(mxResources.get("allChangesLost"),null,F,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(d,f),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!=z&&z.isModified()?this.confirm(mxResources.get("allChangesLost"), -null,F,mxResources.get("cancel"),mxResources.get("discardChanges")):F()})));else throw Error(mxResources.get("notADiagramFile"));};EditorUi.prototype.getBasenames=function(){var d={};if(null!=this.pages)for(var f=0;f<this.pages.length;f++)this.updatePageRoot(this.pages[f]),this.addBasenamesForCell(this.pages[f].root,d);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),d);f=[];for(var g in d)f.push(g);return f};EditorUi.prototype.addBasenamesForCell=function(d,f){function g(F){if(null!= -F){var C=F.lastIndexOf(".");0<C&&(F=F.substring(C+1,F.length));null==f[F]&&(f[F]=!0)}}var l=this.editor.graph,q=l.getCellStyle(d);g(mxStencilRegistry.getBasenameForStencil(q[mxConstants.STYLE_SHAPE]));l.model.isEdge(d)&&(g(mxMarker.getPackageForType(q[mxConstants.STYLE_STARTARROW])),g(mxMarker.getPackageForType(q[mxConstants.STYLE_ENDARROW])));q=l.model.getChildCount(d);for(var z=0;z<q;z++)this.addBasenamesForCell(l.model.getChildAt(d,z),f)};EditorUi.prototype.setGraphEnabled=function(d){this.diagramContainer.style.visibility= -d?"":"hidden";this.formatContainer.style.visibility=d?"":"hidden";this.sidebarFooterContainer.style.display=d?"":"none";this.sidebarContainer.style.display=d?"":"none";this.hsplit.style.display=d?"":"none";this.editor.graph.setEnabled(d);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=d?"":"hidden",this.ruler.vRuler.container.style.visibility=d?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=d?"":"hidden");d||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1), -null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1),null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!=window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var d= -!1;this.installMessageHandler(mxUtils.bind(this,function(f,g,l,q){d||(d=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==f||0==f.length)f=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,f,{}));this.mode=App.MODE_EMBED;this.setFileData(f);if(q)try{var z=this.editor.graph;z.setGridEnabled(!1);z.pageVisible=!1;var F=z.model.cells,C;for(C in F){var I=F[C];null!=I&&null!=I.style&&(I.style+=";sketch=1;"+(-1==I.style.indexOf("fontFamily=")||-1<I.style.indexOf("fontFamily=Helvetica;")? -"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;":""))}}catch(G){console.log(G)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=l?l:!1;this.updateUi();window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog= -function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow?this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(d,f){null!=d?d.getPublicUrl(f):f(null)};EditorUi.prototype.createLoadMessage=function(d){var f=this.editor.graph;return{event:d,pageVisible:f.pageVisible,translate:f.view.translate,bounds:f.getGraphBounds(),currentPage:this.getSelectedPageIndex(), -scale:f.view.scale,page:f.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(d){var f=this.editor.graph;f.isEditing()&&f.stopEditing(!f.isInvokesStopCellEditing());var g=window.opener||window.parent;if(this.editor.modified){var l=f.background;if(null==l||l==mxConstants.NONE)l=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null,null,null,null,null,null,null,!1),f,null,!0,mxUtils.bind(this,function(q){g.postMessage(JSON.stringify({event:"export", -point:this.embedExitPoint,exit:null!=d?!d:!0,data:Editor.createSvgDataUri(q)}),"*")}),null,null,!0,l,1,this.embedExportBorder)}else d||g.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");d||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,f.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified=!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler= -function(d){var f=null,g=!1,l=!1,q=null,z=mxUtils.bind(this,function(I,G){this.editor.modified&&"0"!=urlParams.modified?null!=urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,z);mxEvent.addListener(window,"message",mxUtils.bind(this,function(I){if(I.source==(window.opener||window.parent)){var G=I.data,Z=null,ca=mxUtils.bind(this,function(fa){if(null!=fa&&"function"=== -typeof fa.charAt&&"<"!=fa.charAt(0))try{Editor.isPngDataUrl(fa)?fa=Editor.extractGraphModelFromPng(fa):"data:image/svg+xml;base64,"==fa.substring(0,26)?fa=atob(fa.substring(26)):"data:image/svg+xml;utf8,"==fa.substring(0,24)&&(fa=fa.substring(24)),null!=fa&&("%"==fa.charAt(0)?fa=decodeURIComponent(fa):"<"!=fa.charAt(0)&&(fa=Graph.decompress(fa)))}catch(pa){}return fa});if("json"==urlParams.proto){var ba=!1;try{G=JSON.parse(G),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[I],"data", -[G])}catch(fa){G=null}try{if(null==G)return;if("dialog"==G.action){this.showError(null!=G.titleKey?mxResources.get(G.titleKey):G.title,null!=G.messageKey?mxResources.get(G.messageKey):G.message,null!=G.buttonKey?mxResources.get(G.buttonKey):G.button);null!=G.modified&&(this.editor.modified=G.modified);return}if("layout"==G.action){this.executeLayouts(this.editor.graph.createLayouts(G.layouts));return}if("prompt"==G.action){this.spinner.stop();var Y=new FilenameDialog(this,G.defaultValue||"",null!= -G.okKey?mxResources.get(G.okKey):G.ok,function(fa){null!=fa?F.postMessage(JSON.stringify({event:"prompt",value:fa,message:G}),"*"):F.postMessage(JSON.stringify({event:"prompt-cancel",message:G}),"*")},null!=G.titleKey?mxResources.get(G.titleKey):G.title);this.showDialog(Y.container,300,80,!0,!1);Y.init();return}if("draft"==G.action){var O=ca(G.xml);this.spinner.stop();Y=new DraftDialog(this,mxResources.get("draftFound",[G.name||this.defaultFilename]),O,mxUtils.bind(this,function(){this.hideDialog(); -F.postMessage(JSON.stringify({event:"draft",result:"edit",message:G}),"*")}),mxUtils.bind(this,function(){this.hideDialog();F.postMessage(JSON.stringify({event:"draft",result:"discard",message:G}),"*")}),G.editKey?mxResources.get(G.editKey):null,G.discardKey?mxResources.get(G.discardKey):null,G.ignore?mxUtils.bind(this,function(){this.hideDialog();F.postMessage(JSON.stringify({event:"draft",result:"ignore",message:G}),"*")}):null);this.showDialog(Y.container,640,480,!0,!1,mxUtils.bind(this,function(fa){fa&& -this.actions.get("exit").funct()}));try{Y.init()}catch(fa){F.postMessage(JSON.stringify({event:"draft",error:fa.toString(),message:G}),"*")}return}if("template"==G.action){this.spinner.stop();var la=1==G.enableRecent,aa=1==G.enableSearch,ia=1==G.enableCustomTemp;if("1"==urlParams.newTempDlg&&!G.templatesOnly&&null!=G.callback){var X=this.getCurrentUser(),R=new TemplatesDialog(this,function(fa,pa,ua){fa=fa||this.emptyDiagramXml;F.postMessage(JSON.stringify({event:"template",xml:fa,blank:fa==this.emptyDiagramXml, -name:pa,tempUrl:ua.url,libs:ua.libs,builtIn:null!=ua.info&&null!=ua.info.custContentId,message:G}),"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=X?X.id:null,la?mxUtils.bind(this,function(fa,pa,ua){this.remoteInvoke("getRecentDiagrams",[ua],null,fa,pa)}):null,aa?mxUtils.bind(this,function(fa,pa,ua,qa){this.remoteInvoke("searchDiagrams",[fa,qa],null,pa,ua)}):null,mxUtils.bind(this,function(fa,pa,ua){this.remoteInvoke("getFileContent",[fa.url],null,pa,ua)}),null, -ia?mxUtils.bind(this,function(fa){this.remoteInvoke("getCustomTemplates",null,null,fa,function(){fa({},0)})}):null,!1,!1,!0,!0);this.showDialog(R.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0);return}Y=new NewDialog(this,!1,G.templatesOnly?!1:null!=G.callback,mxUtils.bind(this,function(fa,pa,ua,qa){fa=fa||this.emptyDiagramXml;null!=G.callback?F.postMessage(JSON.stringify({event:"template",xml:fa,blank:fa==this.emptyDiagramXml,name:pa,tempUrl:ua,libs:qa,builtIn:!0,message:G}),"*"): -(d(fa,I,fa!=this.emptyDiagramXml,G.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null,null,la?mxUtils.bind(this,function(fa){this.remoteInvoke("getRecentDiagrams",[null],null,fa,function(){fa(null,"Network Error!")})}):null,aa?mxUtils.bind(this,function(fa,pa){this.remoteInvoke("searchDiagrams",[fa,null],null,pa,function(){pa(null,"Network Error!")})}):null,mxUtils.bind(this,function(fa,pa,ua){F.postMessage(JSON.stringify({event:"template",docUrl:fa,info:pa, -name:ua}),"*")}),null,null,ia?mxUtils.bind(this,function(fa){this.remoteInvoke("getCustomTemplates",null,null,fa,function(){fa({},0)})}):null,1==G.withoutType);this.showDialog(Y.container,620,460,!0,!1,mxUtils.bind(this,function(fa){this.sidebar.hideTooltip();fa&&this.actions.get("exit").funct()}));Y.init();return}if("textContent"==G.action){var sa=this.getDiagramTextContent();F.postMessage(JSON.stringify({event:"textContent",data:sa,message:G}),"*");return}if("status"==G.action){null!=G.messageKey? -this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(G.messageKey))):null!=G.message&&this.editor.setStatus(mxUtils.htmlEntities(G.message));null!=G.modified&&(this.editor.modified=G.modified);return}if("spinner"==G.action){var M=null!=G.messageKey?mxResources.get(G.messageKey):G.message;null==G.show||G.show?this.spinner.spin(document.body,M):this.spinner.stop();return}if("exit"==G.action){this.actions.get("exit").funct();return}if("viewport"==G.action){null!=G.viewport&&(this.embedViewport= -G.viewport);return}if("snapshot"==G.action){this.sendEmbeddedSvgExport(!0);return}if("export"==G.action){if("png"==G.format||"xmlpng"==G.format){if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin)){var ka=null!=G.xml?G.xml:this.getFileData(!0);this.editor.graph.setEnabled(!1);var L=this.editor.graph,S=mxUtils.bind(this,function(fa){this.editor.graph.setEnabled(!0);this.spinner.stop();var pa=this.createLoadMessage("export");pa.format= -G.format;pa.message=G;pa.data=fa;pa.xml=ka;F.postMessage(JSON.stringify(pa),"*")}),ja=mxUtils.bind(this,function(fa){null==fa&&(fa=Editor.blankImage);"xmlpng"==G.format&&(fa=Editor.writeGraphModelToPng(fa,"tEXt","mxfile",encodeURIComponent(ka)));L!=this.editor.graph&&L.container.parentNode.removeChild(L.container);S(fa)}),ma=G.pageId||(null!=this.pages?G.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var u=mxUtils.bind(this,function(){if(null!=this.pages&& -this.currentPage.getId()!=ma){var fa=L.getGlobalVariable;L=this.createTemporaryGraph(L.getStylesheet());for(var pa,ua=0;ua<this.pages.length;ua++)if(this.pages[ua].getId()==ma){pa=this.updatePageRoot(this.pages[ua]);break}null==pa&&(pa=this.currentPage);L.getGlobalVariable=function(Fa){return"page"==Fa?pa.getName():"pagenumber"==Fa?1:fa.apply(this,arguments)};document.body.appendChild(L.container);L.model.setRoot(pa.root)}if(null!=G.layerIds){var qa=L.model,Da=qa.getChildCells(qa.getRoot()),Aa={}; -for(ua=0;ua<G.layerIds.length;ua++)Aa[G.layerIds[ua]]=!0;for(ua=0;ua<Da.length;ua++)qa.setVisible(Da[ua],Aa[Da[ua].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(Fa){ja(Fa.toDataURL("image/png"))}),G.width,null,G.background,mxUtils.bind(this,function(){ja(null)}),null,null,G.scale,G.transparent,G.shadow,null,L,G.border,null,G.grid,G.keepTheme)});null!=G.xml&&0<G.xml.length&&(g=!0,this.setFileData(ka),g=!1);u()}else(new mxXmlRequest(EXPORT_URL,"format=png&embedXml="+("xmlpng"==G.format? -"1":"0")+(null!=ma?"&pageId="+ma:"")+(null!=G.layerIds&&0<G.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:G.layerIds})):"")+(null!=G.scale?"&scale="+G.scale:"")+"&base64=1&xml="+encodeURIComponent(ka))).send(mxUtils.bind(this,function(fa){200<=fa.getStatus()&&299>=fa.getStatus()?S("data:image/png;base64,"+fa.getText()):ja(null)}),mxUtils.bind(this,function(){ja(null)}))}}else if(u=mxUtils.bind(this,function(){var fa=this.createLoadMessage("export");fa.message=G;if("html2"== -G.format||"html"==G.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var pa=this.getXmlFileData();fa.xml=mxUtils.getXml(pa);fa.data=this.getFileData(null,null,!0,null,null,null,pa);fa.format=G.format}else if("html"==G.format)pa=this.editor.getGraphXml(),fa.data=this.getHtml(pa,this.editor.graph),fa.xml=mxUtils.getXml(pa),fa.format=G.format;else{mxSvgCanvas2D.prototype.foAltText=null;pa=null!=G.background?G.background:this.editor.graph.background;pa==mxConstants.NONE&&(pa=null); -fa.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);fa.format="svg";var ua=mxUtils.bind(this,function(qa){this.editor.graph.setEnabled(!0);this.spinner.stop();fa.data=Editor.createSvgDataUri(qa);F.postMessage(JSON.stringify(fa),"*")});if("xmlsvg"==G.format)(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))&&this.getEmbeddedSvg(fa.xml,this.editor.graph,null,!0,ua,null,null,G.embedImages,pa,G.scale,G.border,G.shadow, -G.keepTheme);else if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))this.editor.graph.setEnabled(!1),pa=this.editor.graph.getSvg(pa,G.scale,G.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||G.shadow,null,G.keepTheme),(this.editor.graph.shadowVisible||G.shadow)&&this.editor.graph.addSvgShadow(pa),this.embedFonts(pa,mxUtils.bind(this,function(qa){G.embedImages||null==G.embedImages?this.editor.convertImages(qa,mxUtils.bind(this, -function(Da){ua(mxUtils.getXml(Da))})):ua(mxUtils.getXml(qa))}));return}F.postMessage(JSON.stringify(fa),"*")}),null!=G.xml&&0<G.xml.length){if(this.editor.graph.mathEnabled){var H=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){H.apply(this,arguments);u()}}g=!0;this.setFileData(G.xml);g=!1;this.editor.graph.mathEnabled||u()}else u();return}if("load"==G.action){ba=G.toSketch;l=1==G.autosave;this.hideDialog();null!=G.modified&&null==urlParams.modified&&(urlParams.modified=G.modified);null!=G.saveAndExit&& -null==urlParams.saveAndExit&&(urlParams.saveAndExit=G.saveAndExit);null!=G.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=G.noSaveBtn);if(null!=G.rough){var P=Editor.sketchMode;this.doSetSketchMode(G.rough);P!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!=G.dark&&(P=Editor.darkMode,this.doSetDarkMode(G.dark),P!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged")));null!=G.border&&(this.embedExportBorder=G.border);null!=G.background&&(this.embedExportBackground= -G.background);null!=G.viewport&&(this.embedViewport=G.viewport);this.embedExitPoint=null;if(null!=G.rect){var V=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=G.rect.top+"px";this.diagramContainer.style.left=G.rect.left+"px";this.diagramContainer.style.height=G.rect.height+"px";this.diagramContainer.style.width=G.rect.width+"px";this.diagramContainer.style.bottom="";this.diagramContainer.style.right="";Z=mxUtils.bind(this,function(){var fa= -this.editor.graph,pa=fa.maxFitScale;fa.maxFitScale=G.maxFitScale;fa.fit(2*V);fa.maxFitScale=pa;fa.container.scrollTop-=2*V;fa.container.scrollLeft-=2*V;this.fireEvent(new mxEventObject("editInlineStart","data",[G]))})}null!=G.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=G.noExitBtn);null!=G.title&&null!=this.buttonContainer&&(O=document.createElement("span"),mxUtils.write(O,G.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan),this.buttonContainer.appendChild(O), -this.embedFilenameSpan=O);try{G.libs&&this.sidebar.showEntries(G.libs)}catch(fa){}G=null!=G.xmlpng?this.extractGraphModelFromPng(G.xmlpng):null!=G.descriptor?G.descriptor:G.xml}else{if("merge"==G.action){var Q=this.getCurrentFile();null!=Q&&(O=ca(G.xml),null!=O&&""!=O&&Q.mergeFile(new LocalFile(this,O),function(){F.postMessage(JSON.stringify({event:"merge",message:G}),"*")},function(fa){F.postMessage(JSON.stringify({event:"merge",message:G,error:fa}),"*")}))}else"remoteInvokeReady"==G.action?this.handleRemoteInvokeReady(F): -"remoteInvoke"==G.action?this.handleRemoteInvoke(G,I.origin):"remoteInvokeResponse"==G.action?this.handleRemoteInvokeResponse(G):F.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(G)}),"*");return}}catch(fa){this.handleError(fa)}}var da=mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),ea=mxUtils.bind(this,function(fa,pa){g=!0;try{d(fa,pa,null,ba)}catch(ua){this.handleError(ua)}g= -!1;null!=urlParams.modified&&this.editor.setStatus("");q=da();l&&null==f&&(f=mxUtils.bind(this,function(ua,qa){ua=da();ua==q||g||(qa=this.createLoadMessage("autosave"),qa.xml=ua,(window.opener||window.parent).postMessage(JSON.stringify(qa),"*"));q=ua}),this.editor.graph.model.addListener(mxEvent.CHANGE,f),this.editor.graph.addListener("gridSizeChanged",f),this.editor.graph.addListener("shadowVisibleChanged",f),this.addListener("pageFormatChanged",f),this.addListener("pageScaleChanged",f),this.addListener("backgroundColorChanged", -f),this.addListener("backgroundImageChanged",f),this.addListener("foldingEnabledChanged",f),this.addListener("mathEnabledChanged",f),this.addListener("gridEnabledChanged",f),this.addListener("guidesEnabledChanged",f),this.addListener("pageViewChanged",f));if("1"==urlParams.returnbounds||"json"==urlParams.proto)pa=this.createLoadMessage("load"),pa.xml=fa,F.postMessage(JSON.stringify(pa),"*");null!=Z&&Z()});null!=G&&"function"===typeof G.substring&&"data:application/vnd.visio;base64,"==G.substring(0, -34)?(ca="0M8R4KGxGuE"==G.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(G.substring(G.indexOf(",")+1)),function(fa){ea(fa,I)},mxUtils.bind(this,function(fa){this.handleError(fa)}),ca)):null!=G&&"function"===typeof G.substring&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(G,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(G,mxUtils.bind(this,function(fa){4==fa.readyState&&200<=fa.status&&299>=fa.status&& -"<mxGraphModel"==fa.responseText.substring(0,13)&&ea(fa.responseText,I)}),""):null!=G&&"function"===typeof G.substring&&this.isLucidChartData(G)?this.convertLucidChart(G,mxUtils.bind(this,function(fa){ea(fa)}),mxUtils.bind(this,function(fa){this.handleError(fa)})):null==G||"object"!==typeof G||null==G.format||null==G.data&&null==G.url?(G=ca(G),ea(G,I)):this.loadDescriptor(G,mxUtils.bind(this,function(fa){ea(da(),I)}),mxUtils.bind(this,function(fa){this.handleError(fa,mxResources.get("errorLoadingFile"))}))}})); -var F=window.opener||window.parent;z="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";F.postMessage(z,"*");if("json"==urlParams.proto){var C=this.editor.graph.openLink;this.editor.graph.openLink=function(I,G,Z){C.apply(this,arguments);F.postMessage(JSON.stringify({event:"openLink",href:I,target:G,allowOpener:Z}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.menubar&&"1"!=urlParams.embedInline){var d=document.createElement("div");d.style.display= -"inline-block";d.style.position="absolute";d.style.paddingTop="atlas"==uiTheme||"1"==urlParams.atlas?"2px":"0px";d.style.paddingLeft="8px";d.style.paddingBottom="2px";var f=document.createElement("button");f.className="geBigButton";var g=f;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var l="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(f,l);f.setAttribute("title",l);mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})); -d.appendChild(f)}}else mxUtils.write(f,mxResources.get("save")),f.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),d.appendChild(f),"1"==urlParams.saveAndExit&&(f=document.createElement("a"),mxUtils.write(f,mxResources.get("saveAndExit")),f.setAttribute("title",mxResources.get("saveAndExit")),f.className="geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f, -"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),d.appendChild(f),g=f);"1"!=urlParams.noExitBtn&&(f=document.createElement("a"),g="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(f,g),f.setAttribute("title",g),f.className="geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),d.appendChild(f),g=f);g.style.marginRight="20px";this.toolbar.container.appendChild(d); -this.toolbar.staticElements.push(d);d.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"42px":"52px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this,function(d){this.importCsv(d)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/"));this.showDialog(this.importCsvDialog.container, -640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(d){var f=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();d()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?f():this.spinner.spin(document.body,mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js",function(){mxscript("js/orgchart/OrgChart.Layout.min.js", -function(){mxscript("js/orgchart/mxOrgChartLayout.js",f)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",f))};EditorUi.prototype.importCsv=function(d,f){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(d,f)}))};EditorUi.prototype.doImportCsv=function(d,f){try{var g=d.split("\n"),l=[],q=[],z=[],F={};if(0<g.length){var C={},I=this.editor.graph,G=null,Z=null,ca=null,ba=null,Y=null,O=null,la=null,aa="whiteSpace=wrap;html=1;",ia=null,X=null,R="",sa="auto",M="auto",ka=!1,L=null, -S=null,ja=40,ma=40,u=100,H=0,P=function(){null!=f?f(wa):(I.setSelectionCells(wa),I.scrollCellToVisible(I.getSelectionCell()))},V=I.getFreeInsertPoint(),Q=V.x,da=V.y;V=da;var ea=null,fa="auto";X=null;for(var pa=[],ua=null,qa=null,Da=0;Da<g.length&&"#"==g[Da].charAt(0);){d=g[Da].replace(/\r$/,"");for(Da++;Da<g.length&&"\\"==d.charAt(d.length-1)&&"#"==g[Da].charAt(0);)d=d.substring(0,d.length-1)+mxUtils.trim(g[Da].substring(1)),Da++;if("#"!=d.charAt(1)){var Aa=d.indexOf(":");if(0<Aa){var Fa=mxUtils.trim(d.substring(1, -Aa)),ta=mxUtils.trim(d.substring(Aa+1));"label"==Fa?ea=I.sanitizeHtml(ta):"labelname"==Fa&&0<ta.length&&"-"!=ta?Y=ta:"labels"==Fa&&0<ta.length&&"-"!=ta?la=JSON.parse(ta):"style"==Fa?Z=ta:"parentstyle"==Fa?aa=ta:"unknownStyle"==Fa&&"-"!=ta?O=ta:"stylename"==Fa&&0<ta.length&&"-"!=ta?ba=ta:"styles"==Fa&&0<ta.length&&"-"!=ta?ca=JSON.parse(ta):"vars"==Fa&&0<ta.length&&"-"!=ta?G=JSON.parse(ta):"identity"==Fa&&0<ta.length&&"-"!=ta?ia=ta:"parent"==Fa&&0<ta.length&&"-"!=ta?X=ta:"namespace"==Fa&&0<ta.length&& -"-"!=ta?R=ta:"width"==Fa?sa=ta:"height"==Fa?M=ta:"collapsed"==Fa&&"-"!=ta?ka="true"==ta:"left"==Fa&&0<ta.length?L=ta:"top"==Fa&&0<ta.length?S=ta:"ignore"==Fa?qa=ta.split(","):"connect"==Fa?pa.push(JSON.parse(ta)):"link"==Fa?ua=ta:"padding"==Fa?H=parseFloat(ta):"edgespacing"==Fa?ja=parseFloat(ta):"nodespacing"==Fa?ma=parseFloat(ta):"levelspacing"==Fa?u=parseFloat(ta):"layout"==Fa&&(fa=ta)}}}if(null==g[Da])throw Error(mxResources.get("invalidOrMissingFile"));var Sa=this.editor.csvToArray(g[Da].replace(/\r$/, -""));Aa=d=null;Fa=[];for(ta=0;ta<Sa.length;ta++)ia==Sa[ta]&&(d=ta),X==Sa[ta]&&(Aa=ta),Fa.push(mxUtils.trim(Sa[ta]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==ea&&(ea="%"+Fa[0]+"%");if(null!=pa)for(var Ra=0;Ra<pa.length;Ra++)null==C[pa[Ra].to]&&(C[pa[Ra].to]={});ia=[];for(ta=Da+1;ta<g.length;ta++){var Oa=this.editor.csvToArray(g[ta].replace(/\r$/,""));if(null==Oa){var Va=40<g[ta].length?g[ta].substring(0,40)+"...":g[ta];throw Error(Va+" ("+ta+"):\n"+mxResources.get("containsValidationErrors")); -}0<Oa.length&&ia.push(Oa)}I.model.beginUpdate();try{for(ta=0;ta<ia.length;ta++){Oa=ia[ta];var Ja=null,cb=null!=d?R+Oa[d]:null;g=!1;null!=cb&&(Ja=I.model.getCell(cb),g=null==Ja||0<=mxUtils.indexOf(l,Ja));var $a=new mxCell(ea,new mxGeometry(Q,V,0,0),Z||"whiteSpace=wrap;html=1;");$a.collapsed=ka;$a.vertex=!0;$a.id=cb;null==Ja||g||I.model.setCollapsed(Ja,ka);for(var y=0;y<Oa.length;y++)I.setAttributeForCell($a,Fa[y],Oa[y]),null==Ja||g||I.setAttributeForCell(Ja,Fa[y],Oa[y]);if(null!=Y&&null!=la){var K= -la[$a.getAttribute(Y)];null!=K&&(I.labelChanged($a,K),null==Ja||g||I.cellLabelChanged(Ja,K))}if(null!=ba&&null!=ca){var N=ca[$a.getAttribute(ba)];null!=N&&($a.style=N)}I.setAttributeForCell($a,"placeholders","1");$a.style=I.replacePlaceholders($a,$a.style,G);null==Ja||g?I.fireEvent(new mxEventObject("cellsInserted","cells",[$a])):(I.model.setStyle(Ja,$a.style),0>mxUtils.indexOf(z,Ja)&&z.push(Ja),I.fireEvent(new mxEventObject("cellsInserted","cells",[Ja])));g=null!=Ja;Ja=$a;if(!g)for(Ra=0;Ra<pa.length;Ra++)C[pa[Ra].to][Ja.getAttribute(pa[Ra].to)]= -Ja;null!=ua&&"link"!=ua&&(I.setLinkForCell(Ja,Ja.getAttribute(ua)),I.setAttributeForCell(Ja,ua,null));var T=this.editor.graph.getPreferredSizeForCell(Ja);X=null!=Aa?I.model.getCell(R+Oa[Aa]):null;if(Ja.vertex){Va=null!=X?0:Q;Da=null!=X?0:da;null!=L&&null!=Ja.getAttribute(L)&&(Ja.geometry.x=Va+parseFloat(Ja.getAttribute(L)));null!=S&&null!=Ja.getAttribute(S)&&(Ja.geometry.y=Da+parseFloat(Ja.getAttribute(S)));var U="@"==sa.charAt(0)?Ja.getAttribute(sa.substring(1)):null;Ja.geometry.width=null!=U&&"auto"!= -U?parseFloat(Ja.getAttribute(sa.substring(1))):"auto"==sa||"auto"==U?T.width+H:parseFloat(sa);var W="@"==M.charAt(0)?Ja.getAttribute(M.substring(1)):null;Ja.geometry.height=null!=W&&"auto"!=W?parseFloat(W):"auto"==M||"auto"==W?T.height+H:parseFloat(M);V+=Ja.geometry.height+ma}g?(null==F[cb]&&(F[cb]=[]),F[cb].push(Ja)):(l.push(Ja),null!=X?(X.style=I.replacePlaceholders(X,aa,G),I.addCell(Ja,X),q.push(X)):z.push(I.addCell(Ja)))}for(ta=0;ta<q.length;ta++)U="@"==sa.charAt(0)?q[ta].getAttribute(sa.substring(1)): -null,W="@"==M.charAt(0)?q[ta].getAttribute(M.substring(1)):null,"auto"!=sa&&"auto"!=U||"auto"!=M&&"auto"!=W||I.updateGroupBounds([q[ta]],H,!0);var na=z.slice(),wa=z.slice();for(Ra=0;Ra<pa.length;Ra++){var ra=pa[Ra];for(ta=0;ta<l.length;ta++){Ja=l[ta];var xa=mxUtils.bind(this,function(bb,jb,eb){var qb=jb.getAttribute(eb.from);if(null!=qb&&""!=qb){qb=qb.split(",");for(var ub=0;ub<qb.length;ub++){var Ya=C[eb.to][qb[ub]];if(null==Ya&&null!=O){Ya=new mxCell(qb[ub],new mxGeometry(Q,da,0,0),O);Ya.style= -I.replacePlaceholders(jb,Ya.style,G);var ab=this.editor.graph.getPreferredSizeForCell(Ya);Ya.geometry.width=ab.width+H;Ya.geometry.height=ab.height+H;C[eb.to][qb[ub]]=Ya;Ya.vertex=!0;Ya.id=qb[ub];z.push(I.addCell(Ya))}if(null!=Ya){ab=eb.label;null!=eb.fromlabel&&(ab=(jb.getAttribute(eb.fromlabel)||"")+(ab||""));null!=eb.sourcelabel&&(ab=I.replacePlaceholders(jb,eb.sourcelabel,G)+(ab||""));null!=eb.tolabel&&(ab=(ab||"")+(Ya.getAttribute(eb.tolabel)||""));null!=eb.targetlabel&&(ab=(ab||"")+I.replacePlaceholders(Ya, -eb.targetlabel,G));var kb="target"==eb.placeholders==!eb.invert?Ya:bb;kb=null!=eb.style?I.replacePlaceholders(kb,eb.style,G):I.createCurrentEdgeStyle();ab=I.insertEdge(null,null,ab||"",eb.invert?Ya:bb,eb.invert?bb:Ya,kb);if(null!=eb.labels)for(kb=0;kb<eb.labels.length;kb++){var hb=eb.labels[kb],ob=new mxCell(hb.label||kb,new mxGeometry(null!=hb.x?hb.x:0,null!=hb.y?hb.y:0,0,0),"resizable=0;html=1;");ob.vertex=!0;ob.connectable=!1;ob.geometry.relative=!0;null!=hb.placeholders&&(ob.value=I.replacePlaceholders("target"== -hb.placeholders==!eb.invert?Ya:bb,ob.value,G));if(null!=hb.dx||null!=hb.dy)ob.geometry.offset=new mxPoint(null!=hb.dx?hb.dx:0,null!=hb.dy?hb.dy:0);ab.insert(ob)}wa.push(ab);mxUtils.remove(eb.invert?bb:Ya,na)}}}});xa(Ja,Ja,ra);if(null!=F[Ja.id])for(y=0;y<F[Ja.id].length;y++)xa(Ja,F[Ja.id][y],ra)}}if(null!=qa)for(ta=0;ta<l.length;ta++)for(Ja=l[ta],y=0;y<qa.length;y++)I.setAttributeForCell(Ja,mxUtils.trim(qa[y]),null);if(0<z.length){var Ea=new mxParallelEdgeLayout(I);Ea.spacing=ja;Ea.checkOverlap=!0; -var Na=function(){0<Ea.spacing&&Ea.execute(I.getDefaultParent());for(var bb=0;bb<z.length;bb++){var jb=I.getCellGeometry(z[bb]);jb.x=Math.round(I.snap(jb.x));jb.y=Math.round(I.snap(jb.y));"auto"==sa&&(jb.width=Math.round(I.snap(jb.width)));"auto"==M&&(jb.height=Math.round(I.snap(jb.height)))}};if("["==fa.charAt(0)){var Ma=P;I.view.validate();this.executeLayouts(I.createLayouts(JSON.parse(fa)),function(){Na();Ma()});P=null}else if("circle"==fa){var za=new mxCircleLayout(I);za.disableEdgeStyle=!1;za.resetEdges= -!1;var Ba=za.isVertexIgnored;za.isVertexIgnored=function(bb){return Ba.apply(this,arguments)||0>mxUtils.indexOf(z,bb)};this.executeLayout(function(){za.execute(I.getDefaultParent());Na()},!0,P);P=null}else if("horizontaltree"==fa||"verticaltree"==fa||"auto"==fa&&wa.length==2*z.length-1&&1==na.length){I.view.validate();var Ca=new mxCompactTreeLayout(I,"horizontaltree"==fa);Ca.levelDistance=ma;Ca.edgeRouting=!1;Ca.resetEdges=!1;this.executeLayout(function(){Ca.execute(I.getDefaultParent(),0<na.length? -na[0]:null)},!0,P);P=null}else if("horizontalflow"==fa||"verticalflow"==fa||"auto"==fa&&1==na.length){I.view.validate();var ya=new mxHierarchicalLayout(I,"horizontalflow"==fa?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH);ya.intraCellSpacing=ma;ya.parallelEdgeSpacing=ja;ya.interRankCellSpacing=u;ya.disableEdgeStyle=!1;this.executeLayout(function(){ya.execute(I.getDefaultParent(),wa);I.moveCells(wa,Q,da)},!0,P);P=null}else if("orgchart"==fa){I.view.validate();var Ga=new mxOrgChartLayout(I, -2,u,ma),Za=Ga.isVertexIgnored;Ga.isVertexIgnored=function(bb){return Za.apply(this,arguments)||0>mxUtils.indexOf(z,bb)};this.executeLayout(function(){Ga.execute(I.getDefaultParent());Na()},!0,P);P=null}else if("organic"==fa||"auto"==fa&&wa.length>z.length){I.view.validate();var Pa=new mxFastOrganicLayout(I);Pa.forceConstant=3*ma;Pa.disableEdgeStyle=!1;Pa.resetEdges=!1;var fb=Pa.isVertexIgnored;Pa.isVertexIgnored=function(bb){return fb.apply(this,arguments)||0>mxUtils.indexOf(z,bb)};this.executeLayout(function(){Pa.execute(I.getDefaultParent()); -Na()},!0,P);P=null}}this.hideDialog()}finally{I.model.endUpdate()}null!=P&&P()}}catch(bb){this.handleError(bb)}};EditorUi.prototype.getSearch=function(d){var f="";if("1"!=urlParams.offline&&"1"!=urlParams.demo&&null!=d&&0<window.location.search.length){var g="?",l;for(l in urlParams)0>mxUtils.indexOf(d,l)&&null!=urlParams[l]&&(f+=g+l+"="+urlParams[l],g="&")}else f=window.location.search;return f};EditorUi.prototype.getUrl=function(d){d=null!=d?d:window.location.pathname;var f=0<d.indexOf("?")?1:0; -if("1"==urlParams.offline)d+=window.location.search;else{var g="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),l;for(l in urlParams)0>mxUtils.indexOf(g,l)&&(d=0==f?d+"?":d+"&",null!=urlParams[l]&&(d+=l+"="+urlParams[l],f++))}return d};EditorUi.prototype.showLinkDialog=function(d,f,g,l,q){d=new LinkDialog(this,d,f,g,!0,l,q);this.showDialog(d.container,560,130,!0,!0);d.init()};EditorUi.prototype.getServiceCount=function(d){var f=1;null==this.drive&& -"function"!==typeof window.DriveClient||f++;null==this.dropbox&&"function"!==typeof window.DropboxClient||f++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||f++;null!=this.gitHub&&f++;null!=this.gitLab&&f++;d&&isLocalStorage&&"1"==urlParams.browser&&f++;return f};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates();var d=this.getCurrentFile(),f=null!=d||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(f); -this.menus.get("viewZoom").setEnabled(f);var g=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==d||d.isRestricted());this.actions.get("makeCopy").setEnabled(!g);this.actions.get("print").setEnabled(!g);this.menus.get("exportAs").setEnabled(!g);this.menus.get("embed").setEnabled(!g);g="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(g);Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(g),this.menus.get("newLibrary").setEnabled(g)); -d="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=d&&d.isEditable();this.actions.get("image").setEnabled(f);this.actions.get("zoomIn").setEnabled(f);this.actions.get("zoomOut").setEnabled(f);this.actions.get("resetView").setEnabled(f);this.actions.get("undo").setEnabled(this.canUndo()&&d);this.actions.get("redo").setEnabled(this.canRedo()&&d);this.menus.get("edit").setEnabled(f);this.menus.get("view").setEnabled(f);this.menus.get("importFrom").setEnabled(d);this.menus.get("arrange").setEnabled(d); -null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(d),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(d));this.updateUserElement()};EditorUi.prototype.updateButtonContainer=function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck=function(){};EditorUi.prototype.isDiagramActive=function(){var d=this.getCurrentFile();return null!=d&&d.isEditable()|| -"1"==urlParams.embed&&this.editor.graph.isEnabled()};var t=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){t.apply(this,arguments);var d=this.editor.graph,f=this.getCurrentFile(),g=this.getSelectionState(),l=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(l);this.actions.get("autosave").setEnabled(null!=f&&f.isEditable()&&f.isAutosaveOptional());this.actions.get("guides").setEnabled(l);this.actions.get("editData").setEnabled(d.isEnabled());this.actions.get("shadowVisible").setEnabled(l); -this.actions.get("connectionArrows").setEnabled(l);this.actions.get("connectionPoints").setEnabled(l);this.actions.get("copyStyle").setEnabled(l&&!d.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(l&&0<g.cells.length);this.actions.get("editGeometry").setEnabled(0<g.vertices.length);this.actions.get("createShape").setEnabled(l);this.actions.get("createRevision").setEnabled(l);this.actions.get("moveToFolder").setEnabled(null!=f);this.actions.get("makeCopy").setEnabled(null!=f&&!f.isRestricted()); -this.actions.get("editDiagram").setEnabled(l&&(null==f||!f.isRestricted()));this.actions.get("publishLink").setEnabled(null!=f&&!f.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=f&&f.isRenamable()||"1"==urlParams.embed);this.actions.get("close").setEnabled(null!= -f);this.menus.get("publish").setEnabled(null!=f&&!f.isRestricted());f=this.actions.get("findReplace");f.setEnabled("hidden"!=this.diagramContainer.style.visibility);f.label=mxResources.get("find")+(d.isEnabled()?"/"+mxResources.get("replace"):"")+"...";d=d.view.getState(d.getSelectionCell());this.actions.get("editShape").setEnabled(l&&null!=d&&null!=d.shape&&null!=d.shape.stencil)};var E=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog), -this.exportDialog=null);E.apply(this,arguments)};null!=window.ExportDialog&&(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(d,f,g,l,q,z,F,C){var I=d.editor.graph;if("xml"==g)d.hideDialog(),d.saveData(f,"xml",mxUtils.getXml(d.editor.getGraphXml()),"text/xml");else if("svg"==g)d.hideDialog(),d.saveData(f,"svg",mxUtils.getXml(I.getSvg(l,q,z)),"image/svg+xml");else{var G=d.getFileData(!0,null,null,null,null,!0),Z=I.getGraphBounds(),ca=Math.floor(Z.width*q/ -I.view.scale),ba=Math.floor(Z.height*q/I.view.scale);if(G.length<=MAX_REQUEST_SIZE&&ca*ba<MAX_AREA)if(d.hideDialog(),"png"!=g&&"jpg"!=g&&"jpeg"!=g||!d.isExportToCanvas()){var Y={globalVars:I.getExportVariables()};C&&(Y.grid={size:I.gridSize,steps:I.view.gridSteps,color:I.view.gridColor});d.saveRequest(f,g,function(O,la){return new mxXmlRequest(EXPORT_URL,"format="+g+"&base64="+(la||"0")+(null!=O?"&filename="+encodeURIComponent(O):"")+"&extras="+encodeURIComponent(JSON.stringify(Y))+(0<F?"&dpi="+F: -"")+"&bg="+(null!=l?l:"none")+"&w="+ca+"&h="+ba+"&border="+z+"&xml="+encodeURIComponent(G))})}else"png"==g?d.exportImage(q,null==l||"none"==l,!0,!1,!1,z,!0,!1,null,C,F):d.exportImage(q,!1,!0,!1,!1,z,!0,!1,"jpeg",C);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var d=this.editor.graph,f="";if(null!=this.pages)for(var g=0;g<this.pages.length;g++){var l=d;this.currentPage!=this.pages[g]&&(l=this.createTemporaryGraph(d.getStylesheet()), -this.updatePageRoot(this.pages[g]),l.model.setRoot(this.pages[g].root));f+=this.pages[g].getName()+" "+l.getIndexableText()+" "}else f=d.getIndexableText();this.editor.graph.setEnabled(!0);return f};EditorUi.prototype.showRemotelyStoredLibrary=function(d){var f={},g=document.createElement("div");g.style.whiteSpace="nowrap";var l=document.createElement("h3");mxUtils.write(l,mxUtils.htmlEntities(d));l.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";g.appendChild(l);var q= -document.createElement("div");q.style.cssText="border:1px solid lightGray;overflow: auto;height:300px";q.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var z={};try{var F=mxSettings.getCustomLibraries();for(d=0;d<F.length;d++){var C=F[d];if("R"==C.substring(0,1)){var I=JSON.parse(decodeURIComponent(C.substring(1)));z[I[0]]={id:I[0],title:I[1],downloadUrl:I[2]}}}}catch(G){}this.remoteInvoke("getCustomLibraries",null,null,function(G){q.innerText=""; -if(0==G.length)q.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+"</div>";else for(var Z=0;Z<G.length;Z++){var ca=G[Z];z[ca.id]&&(f[ca.id]=ca);var ba=this.addCheckbox(q,ca.title,z[ca.id]);(function(Y,O){mxEvent.addListener(O,"change",function(){this.checked?f[Y.id]=Y:delete f[Y.id]})})(ca,ba)}},mxUtils.bind(this,function(G){q.innerText="";var Z=document.createElement("div");Z.style.padding="8px";Z.style.textAlign="center"; -mxUtils.write(Z,mxResources.get("error")+": ");mxUtils.write(Z,null!=G&&null!=G.message?G.message:mxResources.get("unknownError"));q.appendChild(Z)}));g.appendChild(q);g=new CustomDialog(this,g,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var G=0,Z;for(Z in f)null==z[Z]&&(G++,mxUtils.bind(this,function(ca){this.remoteInvoke("getFileContent",[ca.downloadUrl],null,mxUtils.bind(this,function(ba){G--;0==G&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this, -ba,ca))}catch(Y){this.handleError(Y,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){G--;0==G&&this.spinner.stop();this.handleError(null,mxResources.get("errorLoadingFile"))}))})(f[Z]));for(Z in z)f[Z]||this.closeLibrary(new RemoteLibrary(this,null,z[Z]));0==G&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(g.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1}, -getLocalStorageFile:{isAsync:!1,allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]},setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(d){this.remoteWin=d;for(var f=0;f<this.remoteInvokeQueue.length;f++)d.postMessage(this.remoteInvokeQueue[f],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse= -function(d){var f=d.msgMarkers,g=this.remoteInvokeCallbacks[f.callbackId];if(null==g)throw Error("No callback for "+(null!=f?f.callbackId:"null"));d.error?g.error&&g.error(d.error.errResp):g.callback&&g.callback.apply(this,d.resp);this.remoteInvokeCallbacks[f.callbackId]=null};EditorUi.prototype.remoteInvoke=function(d,f,g,l,q){var z=!0,F=window.setTimeout(mxUtils.bind(this,function(){z=!1;q({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),C=mxUtils.bind(this,function(){window.clearTimeout(F); -z&&l.apply(this,arguments)}),I=mxUtils.bind(this,function(){window.clearTimeout(F);z&&q.apply(this,arguments)});g=g||{};g.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:C,error:I});d=JSON.stringify({event:"remoteInvoke",funtionName:d,functionArgs:f,msgMarkers:g});null!=this.remoteWin?this.remoteWin.postMessage(d,"*"):this.remoteInvokeQueue.push(d)};EditorUi.prototype.handleRemoteInvoke=function(d,f){var g=mxUtils.bind(this,function(G,Z){var ca={event:"remoteInvokeResponse", -msgMarkers:d.msgMarkers};null!=Z?ca.error={errResp:Z}:null!=G&&(ca.resp=G);this.remoteWin.postMessage(JSON.stringify(ca),"*")});try{var l=d.funtionName,q=this.remoteInvokableFns[l];if(null!=q&&"function"===typeof this[l]){if(q.allowedDomains){for(var z=!1,F=0;F<q.allowedDomains.length;F++)if(f=="https://"+q.allowedDomains[F]){z=!0;break}if(!z){g(null,"Invalid Call: "+l+" is not allowed.");return}}var C=d.functionArgs;Array.isArray(C)||(C=[]);if(q.isAsync)C.push(function(){g(Array.prototype.slice.apply(arguments))}), -C.push(function(G){g(null,G||"Unkown Error")}),this[l].apply(this,C);else{var I=this[l].apply(this,C);g([I])}}else g(null,"Invalid Call: "+l+" is not found.")}catch(G){g(null,"Invalid Call: An error occurred, "+G.message)}};EditorUi.prototype.openDatabase=function(d,f){if(null==this.database){var g=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=g)try{var l=g.open("database",2);l.onupgradeneeded=function(q){try{var z=l.result;1>q.oldVersion&&z.createObjectStore("objects",{keyPath:"key"}); -2>q.oldVersion&&(z.createObjectStore("files",{keyPath:"title"}),z.createObjectStore("filesInfo",{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(F){null!=f&&f(F)}};l.onsuccess=mxUtils.bind(this,function(q){var z=l.result;this.database=z;EditorUi.migrateStorageFiles&&(StorageFile.migrate(z),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(F){if(!F|| -"1"==urlParams.forceMigration){var C=document.createElement("iframe");C.style.display="none";C.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(C);var I=!0,G=!1,Z,ca=0,ba=mxUtils.bind(this,function(){G=!0;this.setDatabaseItem(".drawioMigrated3",!0);C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),Y=mxUtils.bind(this,function(){ca++;O()}),O=mxUtils.bind(this,function(){try{if(ca>= -Z.length)ba();else{var aa=Z[ca];StorageFile.getFileContent(this,aa,mxUtils.bind(this,function(ia){null==ia||".scratchpad"==aa&&ia==this.emptyLibraryXml?C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[aa]}),"*"):Y()}),Y)}}catch(ia){console.log(ia)}}),la=mxUtils.bind(this,function(aa){try{this.setDatabaseItem(null,[{title:aa.title,size:aa.data.length,lastModified:Date.now(),type:aa.isLib?"L":"F"},{title:aa.title,data:aa.data}],Y,Y,["filesInfo", -"files"])}catch(ia){console.log(ia)}});F=mxUtils.bind(this,function(aa){try{if(aa.source==C.contentWindow){var ia={};try{ia=JSON.parse(aa.data)}catch(X){}"init"==ia.event?(C.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),C.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=ia.event||G||(I?null!=ia.resp&&0<ia.resp.length&&null!=ia.resp[0]?(Z=ia.resp[0],I=!1,O()):ba():null!=ia.resp&&0<ia.resp.length&& -null!=ia.resp[0]?la(ia.resp[0]):Y())}}catch(X){console.log(X)}});window.addEventListener("message",F)}})));d(z);z.onversionchange=function(){z.close()}});l.onerror=f;l.onblocked=function(){}}catch(q){null!=f&&f(q)}else null!=f&&f()}else d(this.database)};EditorUi.prototype.setDatabaseItem=function(d,f,g,l,q){this.openDatabase(mxUtils.bind(this,function(z){try{q=q||"objects";Array.isArray(q)||(q=[q],d=[d],f=[f]);var F=z.transaction(q,"readwrite");F.oncomplete=g;F.onerror=l;for(z=0;z<q.length;z++)F.objectStore(q[z]).put(null!= -d&&null!=d[z]?{key:d[z],data:f[z]}:f[z])}catch(C){null!=l&&l(C)}}),l)};EditorUi.prototype.removeDatabaseItem=function(d,f,g,l){this.openDatabase(mxUtils.bind(this,function(q){l=l||"objects";Array.isArray(l)||(l=[l],d=[d]);q=q.transaction(l,"readwrite");q.oncomplete=f;q.onerror=g;for(var z=0;z<l.length;z++)q.objectStore(l[z]).delete(d[z])}),g)};EditorUi.prototype.getDatabaseItem=function(d,f,g,l){this.openDatabase(mxUtils.bind(this,function(q){try{l=l||"objects";var z=q.transaction([l],"readonly").objectStore(l).get(d); -z.onsuccess=function(){f(z.result)};z.onerror=g}catch(F){null!=g&&g(F)}}),g)};EditorUi.prototype.getDatabaseItems=function(d,f,g){this.openDatabase(mxUtils.bind(this,function(l){try{g=g||"objects";var q=l.transaction([g],"readonly").objectStore(g).openCursor(IDBKeyRange.lowerBound(0)),z=[];q.onsuccess=function(F){null==F.target.result?d(z):(z.push(F.target.result.value),F.target.result.continue())};q.onerror=f}catch(F){null!=f&&f(F)}}),f)};EditorUi.prototype.getDatabaseItemKeys=function(d,f,g){this.openDatabase(mxUtils.bind(this, -function(l){try{g=g||"objects";var q=l.transaction([g],"readonly").objectStore(g).getAllKeys();q.onsuccess=function(){d(q.result)};q.onerror=f}catch(z){null!=f&&f(z)}}),f)};EditorUi.prototype.commentsSupported=function(){var d=this.getCurrentFile();return null!=d?d.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var d=this.getCurrentFile();return null!= -d?d.commentsSaveNeeded():!1};EditorUi.prototype.getComments=function(d,f){var g=this.getCurrentFile();null!=g?g.getComments(d,f):d([])};EditorUi.prototype.addComment=function(d,f,g){var l=this.getCurrentFile();null!=l?l.addComment(d,f,g):f(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var d=this.getCurrentFile();return null!=d?d.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var d=this.getCurrentFile();return null!=d?d.canComment():!0};EditorUi.prototype.newComment= -function(d,f){var g=this.getCurrentFile();return null!=g?g.newComment(d,f):new DrawioComment(this,null,d,Date.now(),Date.now(),!1,f)};EditorUi.prototype.isRevisionHistorySupported=function(){var d=this.getCurrentFile();return null!=d&&d.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(d,f){var g=this.getCurrentFile();null!=g&&g.getRevisions?g.getRevisions(d,f):f({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var d=this.getCurrentFile(); -return null!=d&&(d.constructor==DriveFile&&d.isEditable()||d.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(d){d.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(d,f,g,l,q,z,F,C){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(d,f,g,l,q,z,F,C)};EditorUi.prototype.loadFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts"); -return this.editor.loadFonts(d)};EditorUi.prototype.createSvgDataUri=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(d)};EditorUi.prototype.embedCssFonts=function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(d,f)};EditorUi.prototype.embedExtFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(d)};EditorUi.prototype.exportToCanvas=function(d, -f,g,l,q,z,F,C,I,G,Z,ca,ba,Y,O,la){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas");return this.editor.exportToCanvas(d,f,g,l,q,z,F,C,I,G,Z,ca,ba,Y,O,la)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(d,f,g,l){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(d,f,g,l)};EditorUi.prototype.convertImageToDataUri= -function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri");return this.editor.convertImageToDataUri(d,f)};EditorUi.prototype.base64Encode=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(d)};EditorUi.prototype.updateCRC=function(d,f,g,l){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(d,f,g,l)};EditorUi.prototype.crc32=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(d)}; -EditorUi.prototype.writeGraphModelToPng=function(d,f,g,l,q){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng");return Editor.writeGraphModelToPng(d,f,g,l,q)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var d=[],f=0;f<localStorage.length;f++){var g=localStorage.key(f),l=localStorage.getItem(g);if(0<g.length&&(".scratchpad"==g||"."!=g.charAt(0))&&0<l.length){var q="<mxfile "=== -l.substring(0,8)||"<?xml"===l.substring(0,5)||"\x3c!--[if IE]>"===l.substring(0,12);l="<mxlibrary>"===l.substring(0,11);(q||l)&&d.push(g)}}return d};EditorUi.prototype.getLocalStorageFile=function(d){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var f=localStorage.getItem(d);return{title:d,data:f,isLib:"<mxlibrary>"===f.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); -var CommentsWindow=function(b,e,k,n,D,t){function E(){for(var X=ca.getElementsByTagName("div"),R=0,sa=0;sa<X.length;sa++)"none"!=X[sa].style.display&&X[sa].parentNode==ca&&R++;ba.style.display=0==R?"block":"none"}function d(X,R,sa,M){function ka(){R.removeChild(ja);R.removeChild(ma);S.style.display="block";L.style.display="block"}I={div:R,comment:X,saveCallback:sa,deleteOnCancel:M};var L=R.querySelector(".geCommentTxt"),S=R.querySelector(".geCommentActionsList"),ja=document.createElement("textarea"); -ja.className="geCommentEditTxtArea";ja.style.minHeight=L.offsetHeight+"px";ja.value=X.content;R.insertBefore(ja,L);var ma=document.createElement("div");ma.className="geCommentEditBtns";var u=mxUtils.button(mxResources.get("cancel"),function(){M?(R.parentNode.removeChild(R),E()):ka();I=null});u.className="geCommentEditBtn";ma.appendChild(u);var H=mxUtils.button(mxResources.get("save"),function(){L.innerText="";X.content=ja.value;mxUtils.write(L,X.content);ka();sa(X);I=null});mxEvent.addListener(ja, -"keydown",mxUtils.bind(this,function(P){mxEvent.isConsumed(P)||((mxEvent.isControlDown(P)||mxClient.IS_MAC&&mxEvent.isMetaDown(P))&&13==P.keyCode?(H.click(),mxEvent.consume(P)):27==P.keyCode&&(u.click(),mxEvent.consume(P)))}));H.focus();H.className="geCommentEditBtn gePrimaryBtn";ma.appendChild(H);R.insertBefore(ma,L);S.style.display="none";L.style.display="none";ja.focus()}function f(X,R){R.innerText="";X=new Date(X.modifiedDate);var sa=b.timeSince(X);null==sa&&(sa=mxResources.get("lessThanAMinute")); -mxUtils.write(R,mxResources.get("timeAgo",[sa],"{1} ago"));R.setAttribute("title",X.toLocaleDateString()+" "+X.toLocaleTimeString())}function g(X){var R=document.createElement("img");R.className="geCommentBusyImg";R.src=IMAGE_PATH+"/spin.gif";X.appendChild(R);X.busyImg=R}function l(X){X.style.border="1px solid red";X.removeChild(X.busyImg)}function q(X){X.style.border="";X.removeChild(X.busyImg)}function z(X,R,sa,M,ka){function L(Q,da,ea){var fa=document.createElement("li");fa.className="geCommentAction"; -var pa=document.createElement("a");pa.className="geCommentActionLnk";mxUtils.write(pa,Q);fa.appendChild(pa);mxEvent.addListener(pa,"click",function(ua){da(ua,X);ua.preventDefault();mxEvent.consume(ua)});V.appendChild(fa);ea&&(fa.style.display="none")}function S(){function Q(fa){da.push(ea);if(null!=fa.replies)for(var pa=0;pa<fa.replies.length;pa++)ea=ea.nextSibling,Q(fa.replies[pa])}var da=[],ea=ma;Q(X);return{pdiv:ea,replies:da}}function ja(Q,da,ea,fa,pa){function ua(){g(Fa);X.addReply(Aa,function(ta){Aa.id= 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P=document.createElement("div");P.className="geCommentUsername";mxUtils.write(P,X.user.displayName||"");H.appendChild(P); -P=document.createElement("div");P.className="geCommentDate";P.setAttribute("data-commentId",X.id);f(X,P);H.appendChild(P);ma.appendChild(u);u=document.createElement("div");u.className="geCommentTxt";mxUtils.write(u,X.content||"");ma.appendChild(u);X.isLocked&&(ma.style.opacity="0.5");u=document.createElement("div");u.className="geCommentActions";var V=document.createElement("ul");V.className="geCommentActionsList";u.appendChild(V);F||X.isLocked||0!=M&&!C||L(mxResources.get("reply"),function(){ja("", -!0)},X.isResolved);H=b.getCurrentUser();null==H||H.id!=X.user.id||F||X.isLocked||(L(mxResources.get("edit"),function(){function Q(){d(X,ma,function(){g(ma);X.editComment(X.content,function(){q(ma)},function(da){l(ma);Q();b.handleError(da,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}Q()},X.isResolved),L(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){g(ma);X.deleteComment(function(Q){if(!0===Q){Q=ma.querySelector(".geCommentTxt"); -Q.innerText="";mxUtils.write(Q,mxResources.get("msgDeleted"));var da=ma.querySelectorAll(".geCommentAction");for(Q=0;Q<da.length;Q++)da[Q].parentNode.removeChild(da[Q]);q(ma);ma.style.opacity="0.5"}else{da=S(X).replies;for(Q=0;Q<da.length;Q++)ca.removeChild(da[Q]);for(Q=0;Q<R.length;Q++)if(R[Q]==X){R.splice(Q,1);break}ba.style.display=0==ca.getElementsByTagName("div").length?"block":"none"}},function(Q){l(ma);b.handleError(Q,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}, -X.isResolved));F||X.isLocked||0!=M||L(X.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(Q){function da(){var ea=Q.target;ea.innerText="";X.isResolved=!X.isResolved;mxUtils.write(ea,X.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var fa=X.isResolved?"none":"",pa=S(X).replies,ua=Editor.isDarkMode()?"transparent":X.isResolved?"ghostWhite":"white",qa=0;qa<pa.length;qa++){pa[qa].style.backgroundColor=ua;for(var Da=pa[qa].querySelectorAll(".geCommentAction"), -Aa=0;Aa<Da.length;Aa++)Da[Aa]!=ea.parentNode&&(Da[Aa].style.display=fa);la||(pa[qa].style.display="none")}E()}X.isResolved?ja(mxResources.get("reOpened")+": 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ba=document.createElement("span");ba.style.cssText="display:none;padding-top:10px;text-align:center;";mxUtils.write(ba,mxResources.get("noCommentsFound"));var Y=document.createElement("div");Y.className="geToolbarContainer geCommentsToolbar";Y.style.height=Z;Y.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";Y.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";Z=document.createElement("a"); -Z.className="geButton";if(!F){var O=Z.cloneNode();O.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';O.setAttribute("title",mxResources.get("create")+"...");mxEvent.addListener(O,"click",function(X){function R(){d(sa,M,function(ka){g(M);b.addComment(ka,function(L){ka.id=L;aa.push(ka);q(M)},function(L){l(M);R();b.handleError(L,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var sa=b.newComment("",b.getCurrentUser()),M=z(sa,aa,null, -0);R();X.preventDefault();mxEvent.consume(X)});Y.appendChild(O)}O=Z.cloneNode();O.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';O.setAttribute("title",mxResources.get("showResolved"));var la=!1;Editor.isDarkMode()&&(O.style.filter="invert(100%)");mxEvent.addListener(O,"click",function(X){this.className=(la=!la)?"geButton geCheckedBtn":"geButton";ia();X.preventDefault();mxEvent.consume(X)});Y.appendChild(O);b.commentsRefreshNeeded()&&(O=Z.cloneNode(),O.innerHTML= -'<img src="'+IMAGE_PATH+'/update16.png" style="width: 16px; padding: 2px;">',O.setAttribute("title",mxResources.get("refresh")),Editor.isDarkMode()&&(O.style.filter="invert(100%)"),mxEvent.addListener(O,"click",function(X){ia();X.preventDefault();mxEvent.consume(X)}),Y.appendChild(O));b.commentsSaveNeeded()&&(Z=Z.cloneNode(),Z.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',Z.setAttribute("title",mxResources.get("save")),Editor.isDarkMode()&&(Z.style.filter="invert(100%)"), -mxEvent.addListener(Z,"click",function(X){t();X.preventDefault();mxEvent.consume(X)}),Y.appendChild(Z));G.appendChild(Y);var aa=[],ia=mxUtils.bind(this,function(){this.hasError=!1;if(null!=I)try{I.div=I.div.cloneNode(!0);var X=I.div.querySelector(".geCommentEditTxtArea"),R=I.div.querySelector(".geCommentEditBtns");I.comment.content=X.value;X.parentNode.removeChild(X);R.parentNode.removeChild(R)}catch(sa){b.handleError(sa)}ca.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+ -IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+"...</div>";C=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(sa){function M(ka){if(null!=ka){ka.sort(function(S,ja){return new Date(S.modifiedDate)-new Date(ja.modifiedDate)});for(var L=0;L<ka.length;L++)M(ka[L].replies)}}sa.sort(function(ka,L){return new Date(ka.modifiedDate)-new Date(L.modifiedDate)});ca.innerText="";ca.appendChild(ba);ba.style.display="block";aa=sa;for(sa=0;sa<aa.length;sa++)M(aa[sa].replies), -z(aa[sa],aa,null,0,la);null!=I&&null==I.comment.id&&null==I.comment.pCommentId&&(ca.appendChild(I.div),d(I.comment,I.div,I.saveCallback,I.deleteOnCancel))},mxUtils.bind(this,function(sa){ca.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(sa&&sa.message?": "+sa.message:""));this.hasError=!0})):ca.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))});ia();this.refreshComments=ia;Y=mxUtils.bind(this,function(){function X(L){var S=sa[L.id];if(null!=S)for(f(L,S),S=0;null!=L.replies&&S<L.replies.length;S++)X(L.replies[S])} -if(this.window.isVisible()){for(var R=ca.querySelectorAll(".geCommentDate"),sa={},M=0;M<R.length;M++){var ka=R[M];sa[ka.getAttribute("data-commentId")]=ka}for(M=0;M<aa.length;M++)X(aa[M])}});setInterval(Y,6E4);this.refreshCommentsTime=Y;this.window=new mxWindow(mxResources.get("comments"),G,e,k,n,D,!0,!0);this.window.minimumSize=new mxRectangle(0,0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0); -this.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,e,k,n,D,t,E,d,f,g,l){var q=document.createElement("div");q.style.textAlign="center";l=null!=l?l:44;var z=document.createElement("div");z.style.padding="6px";z.style.overflow="auto";z.style.maxHeight=l+"px";z.style.lineHeight="1.2em";mxUtils.write(z,e);q.appendChild(z);null!=g&&(z=document.createElement("div"),z.style.padding="6px 0 6px 0",e=document.createElement("img"), -e.setAttribute("src",g),z.appendChild(e),q.appendChild(z));g=document.createElement("div");g.style.textAlign="center";g.style.whiteSpace="nowrap";var F=document.createElement("input");F.setAttribute("type","checkbox");t=mxUtils.button(t||mxResources.get("cancel"),function(){b.hideDialog();null!=n&&n(F.checked)});t.className="geBtn";null!=d&&(t.innerHTML=d+"<br>"+t.innerHTML,t.style.paddingBottom="8px",t.style.paddingTop="8px",t.style.height="auto",t.style.width="40%");b.editor.cancelFirst&&g.appendChild(t); -var C=mxUtils.button(D||mxResources.get("ok"),function(){b.hideDialog();null!=k&&k(F.checked)});g.appendChild(C);null!=E?(C.innerHTML=E+"<br>"+C.innerHTML+"<br>",C.style.paddingBottom="8px",C.style.paddingTop="8px",C.style.height="auto",C.className="geBtn",C.style.width="40%"):C.className="geBtn gePrimaryBtn";b.editor.cancelFirst||g.appendChild(t);q.appendChild(g);f?(g.style.marginTop="10px",z=document.createElement("p"),z.style.marginTop="20px",z.style.marginBottom="0px",z.appendChild(F),D=document.createElement("span"), -mxUtils.write(D," "+mxResources.get("rememberThisSetting")),z.appendChild(D),q.appendChild(z),mxEvent.addListener(D,"click",function(I){F.checked=!F.checked;mxEvent.consume(I)})):g.style.marginTop="12px";this.init=function(){C.focus()};this.container=q};function DiagramPage(b,e){this.node=b;null!=e?this.node.setAttribute("id",e):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; +this.importFileInputElt){var g=document.createElement("input");g.setAttribute("type","file");mxEvent.addListener(g,"change",mxUtils.bind(this,function(){null!=g.files&&(this.importFiles(g.files,null,null,this.maxImageSize),g.type="",g.type="file",g.value="")}));g.style.display="none";document.body.appendChild(g);this.importFileInputElt=g}this.importFileInputElt.click()}else{window.openNew=!1;window.openKey="import";window.listBrowserFiles=mxUtils.bind(this,function(H,L){StorageFile.listFiles(this, +"F",H,L)});window.openBrowserFile=mxUtils.bind(this,function(H,L,C){StorageFile.getFileContent(this,H,L,C)});window.deleteBrowserFile=mxUtils.bind(this,function(H,L,C){StorageFile.deleteFile(this,H,L,C)});if(!f){var x=Editor.useLocalStorage;Editor.useLocalStorage=!d}window.openFile=new OpenFile(mxUtils.bind(this,function(H){this.hideDialog(H)}));window.openFile.setConsumer(mxUtils.bind(this,function(H,L){null!=L&&Graph.fileSupport&&/(\.v(dx|sdx?))($|\?)/i.test(L)?(H=new Blob([H],{type:"application/octet-stream"}), +this.importVisio(H,mxUtils.bind(this,function(C){this.importXml(C,0,0,!0)}),null,L)):this.editor.graph.setSelectionCells(this.importXml(H,0,0,!0))}));this.showDialog((new OpenDialog(this)).container,Editor.useLocalStorage?640:360,Editor.useLocalStorage?480:220,!0,!0,function(){window.openFile=null});if(!f){var z=this.dialog,u=z.close;this.dialog.close=mxUtils.bind(this,function(H){Editor.useLocalStorage=x;u.apply(z,arguments);H&&null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.showSplash()})}}}; +EditorUi.prototype.importZipFile=function(d,f,g){var x=this,z=mxUtils.bind(this,function(){this.loadingExtensions=!1;"undefined"!==typeof JSZip?JSZip.loadAsync(d).then(function(u){if(mxUtils.isEmptyObject(u.files))g();else{var H=0,L,C=!1;u.forEach(function(G,V){G=V.name.toLowerCase();"diagram/diagram.xml"==G?(C=!0,V.async("string").then(function(U){0==U.indexOf("<mxfile ")?f(U):g()})):0==G.indexOf("versions/")&&(G=parseInt(G.substr(9)),G>H&&(H=G,L=V))});0<H?L.async("string").then(function(G){(new XMLHttpRequest).upload&& +x.isRemoteFileFormat(G,d.name)?x.isOffline()?x.showError(mxResources.get("error"),mxResources.get("notInOffline"),null,g):x.parseFileData(G,mxUtils.bind(this,function(V){4==V.readyState&&(200<=V.status&&299>=V.status?f(V.responseText):g())}),d.name):g()}):C||g()}},function(u){g(u)}):g()});"undefined"!==typeof JSZip||this.loadingExtensions||this.isOffline(!0)?z():(this.loadingExtensions=!0,mxscript("js/extensions.min.js",z))};EditorUi.prototype.importFile=function(d,f,g,x,z,u,H,L,C,G,V,U){G=null!= +G?G:!0;var Y=!1,O=null,qa=mxUtils.bind(this,function(oa){var aa=null;null!=oa&&"<mxlibrary"==oa.substring(0,10)?this.loadLibrary(new LocalLibrary(this,oa,H)):aa=this.importXml(oa,g,x,G,null,null!=U?mxEvent.isControlDown(U):null);null!=L&&L(aa)});"image"==f.substring(0,5)?(C=!1,"image/png"==f.substring(0,9)&&(f=V?null:this.extractGraphModelFromPng(d),null!=f&&0<f.length&&(O=this.importXml(f,g,x,G,null,null!=U?mxEvent.isControlDown(U):null),C=!0)),C||(f=this.editor.graph,C=d.indexOf(";"),0<C&&(d=d.substring(0, +C)+d.substring(d.indexOf(",",C+1))),G&&f.isGridEnabled()&&(g=f.snap(g),x=f.snap(x)),O=[f.insertVertex(null,null,"",g,x,z,u,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+d+";")])):/(\.*<graphml )/.test(d)?(Y=!0,this.importGraphML(d,qa)):null!=C&&null!=H&&(/(\.v(dx|sdx?))($|\?)/i.test(H)||/(\.vs(x|sx?))($|\?)/i.test(H))?(Y=!0,this.importVisio(C,qa)):(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,H)?this.isOffline()? +this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(Y=!0,z=mxUtils.bind(this,function(oa){4==oa.readyState&&(200<=oa.status&&299>=oa.status?qa(oa.responseText):null!=L&&L(null))}),null!=d?this.parseFileData(d,z,H):this.parseFile(C,z,H)):0==d.indexOf("PK")&&null!=C?(Y=!0,this.importZipFile(C,qa,mxUtils.bind(this,function(){O=this.insertTextAt(this.validateFileData(d),g,x,!0,null,G);L(O)}))):/(\.v(sd|dx))($|\?)/i.test(H)||/(\.vs(s|x))($|\?)/i.test(H)||(O=this.insertTextAt(this.validateFileData(d), +g,x,!0,null,G,null,null!=U?mxEvent.isControlDown(U):null));Y||null==L||L(O);return O};EditorUi.prototype.importFiles=function(d,f,g,x,z,u,H,L,C,G,V,U,Y){x=null!=x?x:this.maxImageSize;G=null!=G?G:this.maxImageBytes;var O=null!=f&&null!=g,qa=!0;f=null!=f?f:0;g=null!=g?g:0;var oa=!1;if(!mxClient.IS_CHROMEAPP&&null!=d)for(var aa=V||this.resampleThreshold,ca=0;ca<d.length;ca++)if("image/svg"!==d[ca].type.substring(0,9)&&"image/"===d[ca].type.substring(0,6)&&d[ca].size>aa){oa=!0;break}var fa=mxUtils.bind(this, +function(){var J=this.editor.graph,Z=J.gridSize;z=null!=z?z:mxUtils.bind(this,function(F,R,W,T,ba,ia,ra,ta,ma){try{return null!=F&&"<mxlibrary"==F.substring(0,10)?(this.spinner.stop(),this.loadLibrary(new LocalLibrary(this,F,ra)),null):this.importFile(F,R,W,T,ba,ia,ra,ta,ma,O,U,Y)}catch(pa){return this.handleError(pa),null}});u=null!=u?u:mxUtils.bind(this,function(F){J.setSelectionCells(F)});if(this.spinner.spin(document.body,mxResources.get("loading")))for(var P=d.length,da=P,ja=[],ka=mxUtils.bind(this, +function(F,R){ja[F]=R;if(0==--da){this.spinner.stop();if(null!=L)L(ja);else{var W=[];J.getModel().beginUpdate();try{for(F=0;F<ja.length;F++){var T=ja[F]();null!=T&&(W=W.concat(T))}}finally{J.getModel().endUpdate()}}u(W)}}),q=0;q<P;q++)mxUtils.bind(this,function(F){var R=d[F];if(null!=R){var W=new FileReader;W.onload=mxUtils.bind(this,function(T){if(null==H||H(R))if("image/"==R.type.substring(0,6))if("image/svg"==R.type.substring(0,9)){var ba=Graph.clipSvgDataUri(T.target.result),ia=ba.indexOf(","); +ia=decodeURIComponent(escape(atob(ba.substring(ia+1))));var ra=mxUtils.parseXml(ia);ia=ra.getElementsByTagName("svg");if(0<ia.length){ia=ia[0];var ta=U?null:ia.getAttribute("content");null!=ta&&"<"!=ta.charAt(0)&&"%"!=ta.charAt(0)&&(ta=unescape(window.atob?atob(ta):Base64.decode(ta,!0)));null!=ta&&"%"==ta.charAt(0)&&(ta=decodeURIComponent(ta));null==ta||"<mxfile "!==ta.substring(0,8)&&"<mxGraphModel "!==ta.substring(0,14)?ka(F,mxUtils.bind(this,function(){try{if(null!=ra){var za=ra.getElementsByTagName("svg"); +if(0<za.length){var Ba=za[0],Ia=Ba.getAttribute("width"),Aa=Ba.getAttribute("height");Ia=null!=Ia&&"%"!=Ia.charAt(Ia.length-1)?parseFloat(Ia):NaN;Aa=null!=Aa&&"%"!=Aa.charAt(Aa.length-1)?parseFloat(Aa):NaN;var Ka=Ba.getAttribute("viewBox");if(null==Ka||0==Ka.length)Ba.setAttribute("viewBox","0 0 "+Ia+" "+Aa);else if(isNaN(Ia)||isNaN(Aa)){var Da=Ka.split(" ");3<Da.length&&(Ia=parseFloat(Da[2]),Aa=parseFloat(Da[3]))}ba=Editor.createSvgDataUri(mxUtils.getXml(Ba));var Ra=Math.min(1,Math.min(x/Math.max(1, +Ia)),x/Math.max(1,Aa)),Qa=z(ba,R.type,f+F*Z,g+F*Z,Math.max(1,Math.round(Ia*Ra)),Math.max(1,Math.round(Aa*Ra)),R.name);if(isNaN(Ia)||isNaN(Aa)){var Ta=new Image;Ta.onload=mxUtils.bind(this,function(){Ia=Math.max(1,Ta.width);Aa=Math.max(1,Ta.height);Qa[0].geometry.width=Ia;Qa[0].geometry.height=Aa;Ba.setAttribute("viewBox","0 0 "+Ia+" "+Aa);ba=Editor.createSvgDataUri(mxUtils.getXml(Ba));var Za=ba.indexOf(";");0<Za&&(ba=ba.substring(0,Za)+ba.substring(ba.indexOf(",",Za+1)));J.setCellStyles("image",ba, +[Qa[0]])});Ta.src=Editor.createSvgDataUri(mxUtils.getXml(Ba))}return Qa}}}catch(Za){}return null})):ka(F,mxUtils.bind(this,function(){return z(ta,"text/xml",f+F*Z,g+F*Z,0,0,R.name)}))}else ka(F,mxUtils.bind(this,function(){return null}))}else{ia=!1;if("image/png"==R.type){var ma=U?null:this.extractGraphModelFromPng(T.target.result);if(null!=ma&&0<ma.length){var pa=new Image;pa.src=T.target.result;ka(F,mxUtils.bind(this,function(){return z(ma,"text/xml",f+F*Z,g+F*Z,pa.width,pa.height,R.name)}));ia= +!0}}ia||(mxClient.IS_CHROMEAPP?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("dragAndDropNotSupported"),mxResources.get("cancel"),mxUtils.bind(this,function(){}),null,mxResources.get("ok"),mxUtils.bind(this,function(){this.actions.get("import").funct()}))):this.loadImage(T.target.result,mxUtils.bind(this,function(za){this.resizeImage(za,T.target.result,mxUtils.bind(this,function(Ba,Ia,Aa){ka(F,mxUtils.bind(this,function(){if(null!=Ba&&Ba.length<G){var Ka=qa&&this.isResampleImageSize(R.size, +V)?Math.min(1,Math.min(x/Ia,x/Aa)):1;return z(Ba,R.type,f+F*Z,g+F*Z,Math.round(Ia*Ka),Math.round(Aa*Ka),R.name)}this.handleError({message:mxResources.get("imageTooBig")});return null}))}),qa,x,V,R.size)}),mxUtils.bind(this,function(){this.handleError({message:mxResources.get("invalidOrMissingFile")})})))}else ba=T.target.result,z(ba,R.type,f+F*Z,g+F*Z,240,160,R.name,function(za){ka(F,function(){return za})},R)});/(\.v(dx|sdx?))($|\?)/i.test(R.name)||/(\.vs(x|sx?))($|\?)/i.test(R.name)?z(null,R.type, +f+F*Z,g+F*Z,240,160,R.name,function(T){ka(F,function(){return T})},R):"image"==R.type.substring(0,5)||"application/pdf"==R.type?W.readAsDataURL(R):W.readAsText(R)}})(q)});if(oa){oa=[];for(ca=0;ca<d.length;ca++)oa.push(d[ca]);d=oa;this.confirmImageResize(function(J){qa=J;fa()},C)}else fa()};EditorUi.prototype.isBlankFile=function(){return null!=this.pages&&1==this.pages.length&&this.isDiagramEmpty()&&this.currentPage.getName()==mxResources.get("pageWithNumber",[1])};EditorUi.prototype.confirmImageResize= +function(d,f){f=null!=f?f:!1;var g=null!=this.spinner&&null!=this.spinner.pause?this.spinner.pause():function(){},x=isLocalStorage||mxClient.IS_CHROMEAPP?mxSettings.getResizeImages():null,z=function(u,H){if(u||f)mxSettings.setResizeImages(u?H:null),mxSettings.save();g();d(H)};null==x||f?this.showDialog((new ConfirmDialog(this,mxResources.get("resizeLargeImages"),function(u){z(u,!0)},function(u){z(u,!1)},mxResources.get("resize"),mxResources.get("actualSize"),'<img style="margin-top:8px;" src="'+Editor.loResImage+ +'"/>','<img style="margin-top:8px;" src="'+Editor.hiResImage+'"/>',isLocalStorage||mxClient.IS_CHROMEAPP)).container,340,isLocalStorage||mxClient.IS_CHROMEAPP?220:200,!0,!0):z(!1,x)};EditorUi.prototype.parseFile=function(d,f,g){g=null!=g?g:d.name;var x=new FileReader;x.onload=mxUtils.bind(this,function(){this.parseFileData(x.result,f,g)});x.readAsText(d)};EditorUi.prototype.parseFileData=function(d,f,g){var x=new XMLHttpRequest;x.open("POST",OPEN_URL);x.setRequestHeader("Content-Type","application/x-www-form-urlencoded"); +x.onreadystatechange=function(){f(x)};x.send("format=xml&filename="+encodeURIComponent(g)+"&data="+encodeURIComponent(d));try{EditorUi.logEvent({category:"GLIFFY-IMPORT-FILE",action:"size_"+file.size})}catch(z){}};EditorUi.prototype.isResampleImageSize=function(d,f){f=null!=f?f:this.resampleThreshold;return d>f};EditorUi.prototype.resizeImage=function(d,f,g,x,z,u,H){z=null!=z?z:this.maxImageSize;var L=Math.max(1,d.width),C=Math.max(1,d.height);if(x&&this.isResampleImageSize(null!=H?H:f.length,u))try{var G= +Math.max(L/z,C/z);if(1<G){var V=Math.round(L/G),U=Math.round(C/G),Y=document.createElement("canvas");Y.width=V;Y.height=U;Y.getContext("2d").drawImage(d,0,0,V,U);var O=Y.toDataURL();if(O.length<f.length){var qa=document.createElement("canvas");qa.width=V;qa.height=U;var oa=qa.toDataURL();O!==oa&&(f=O,L=V,C=U)}}}catch(aa){}g(f,L,C)};EditorUi.prototype.extractGraphModelFromPng=function(d){return Editor.extractGraphModelFromPng(d)};EditorUi.prototype.loadImage=function(d,f,g){try{var x=new Image;x.onload= +function(){x.width=0<x.width?x.width:120;x.height=0<x.height?x.height:120;f(x)};null!=g&&(x.onerror=g);x.src=d}catch(z){if(null!=g)g(z);else throw z;}};EditorUi.prototype.getDefaultSketchMode=function(){var d="ac.draw.io"==window.location.host?"1":"0";return"0"!=(null!=urlParams.rough?urlParams.rough:d)};var D=EditorUi.prototype.init;EditorUi.prototype.init=function(){mxStencilRegistry.allowEval=mxStencilRegistry.allowEval&&!this.isOfflineApp();this.isSettingsEnabled()&&("1"==urlParams.sketch&&this.doSetSketchMode(null!= +mxSettings.settings.sketchMode&&null==urlParams.rough?mxSettings.settings.sketchMode:this.getDefaultSketchMode()),null!=mxSettings.settings.sidebarTitles&&(Sidebar.prototype.sidebarTitles=mxSettings.settings.sidebarTitles),this.formatWidth=mxSettings.getFormatWidth());var d=this,f=this.editor.graph;Graph.touchStyle&&(f.panningHandler.isPanningTrigger=function(aa){var ca=aa.getEvent();return null==aa.getState()&&!mxEvent.isMouseEvent(ca)&&!f.freehand.isDrawing()||mxEvent.isPopupTrigger(ca)&&(null== +aa.getState()||mxEvent.isControlDown(ca)||mxEvent.isShiftDown(ca))});f.cellEditor.editPlantUmlData=function(aa,ca,fa){var J=JSON.parse(fa);ca=new TextareaDialog(d,mxResources.get("plantUml")+":",J.data,function(Z){null!=Z&&d.spinner.spin(document.body,mxResources.get("inserting"))&&d.generatePlantUmlImage(Z,J.format,function(P,da,ja){d.spinner.stop();f.getModel().beginUpdate();try{if("txt"==J.format)f.labelChanged(aa,"<pre>"+P+"</pre>"),f.updateCellSize(aa,!0);else{f.setCellStyles("image",d.convertDataUri(P), +[aa]);var ka=f.model.getGeometry(aa);null!=ka&&(ka=ka.clone(),ka.width=da,ka.height=ja,f.cellsResized([aa],[ka],!1))}f.setAttributeForCell(aa,"plantUmlData",JSON.stringify({data:Z,format:J.format}))}finally{f.getModel().endUpdate()}},function(P){d.handleError(P)})},null,null,400,220);d.showDialog(ca.container,420,300,!0,!0);ca.init()};f.cellEditor.editMermaidData=function(aa,ca,fa){var J=JSON.parse(fa);ca=new TextareaDialog(d,mxResources.get("mermaid")+":",J.data,function(Z){null!=Z&&d.spinner.spin(document.body, +mxResources.get("inserting"))&&d.generateMermaidImage(Z,J.config,function(P,da,ja){d.spinner.stop();f.getModel().beginUpdate();try{f.setCellStyles("image",P,[aa]);var ka=f.model.getGeometry(aa);null!=ka&&(ka=ka.clone(),ka.width=Math.max(ka.width,da),ka.height=Math.max(ka.height,ja),f.cellsResized([aa],[ka],!1));f.setAttributeForCell(aa,"mermaidData",JSON.stringify({data:Z,config:J.config},null,2))}finally{f.getModel().endUpdate()}},function(P){d.handleError(P)})},null,null,400,220);d.showDialog(ca.container, +420,300,!0,!0);ca.init()};var g=f.cellEditor.startEditing;f.cellEditor.startEditing=function(aa,ca){try{var fa=this.graph.getAttributeForCell(aa,"plantUmlData");if(null!=fa)this.editPlantUmlData(aa,ca,fa);else if(fa=this.graph.getAttributeForCell(aa,"mermaidData"),null!=fa)this.editMermaidData(aa,ca,fa);else{var J=f.getCellStyle(aa);"1"==mxUtils.getValue(J,"metaEdit","0")?d.showDataDialog(aa):g.apply(this,arguments)}}catch(Z){d.handleError(Z)}};f.getLinkTitle=function(aa){return d.getLinkTitle(aa)}; +f.customLinkClicked=function(aa){var ca=!1;try{d.handleCustomLink(aa),ca=!0}catch(fa){d.handleError(fa)}return ca};var x=f.parseBackgroundImage;f.parseBackgroundImage=function(aa){var ca=x.apply(this,arguments);null!=ca&&null!=ca.src&&Graph.isPageLink(ca.src)&&(ca={originalSrc:ca.src});return ca};var z=f.setBackgroundImage;f.setBackgroundImage=function(aa){null!=aa&&null!=aa.originalSrc&&(aa=d.createImageForPageLink(aa.originalSrc,d.currentPage,this));z.apply(this,arguments)};this.editor.addListener("pageRenamed", +mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pageMoved",mxUtils.bind(this,function(){f.refreshBackgroundImage()}));this.editor.addListener("pagesPatched",mxUtils.bind(this,function(aa,ca){aa=null!=f.backgroundImage?f.backgroundImage.originalSrc:null;if(null!=aa){var fa=aa.indexOf(",");if(0<fa)for(aa=aa.substring(fa+1),ca=ca.getProperty("patches"),fa=0;fa<ca.length;fa++)if(null!=ca[fa][EditorUi.DIFF_UPDATE]&&null!=ca[fa][EditorUi.DIFF_UPDATE][aa]||null!=ca[fa][EditorUi.DIFF_REMOVE]&& +0<=mxUtils.indexOf(ca[fa][EditorUi.DIFF_REMOVE],aa)){f.refreshBackgroundImage();break}}}));var u=f.getBackgroundImageObject;f.getBackgroundImageObject=function(aa,ca){var fa=u.apply(this,arguments);if(null!=fa&&null!=fa.originalSrc)if(!ca)fa={src:fa.originalSrc};else if(ca&&null!=this.themes&&"darkTheme"==this.defaultThemeName){var J=this.stylesheet,Z=this.shapeForegroundColor,P=this.shapeBackgroundColor;this.stylesheet=this.getDefaultStylesheet();this.shapeBackgroundColor="#ffffff";this.shapeForegroundColor= +"#000000";fa=d.createImageForPageLink(fa.originalSrc);this.shapeBackgroundColor=P;this.shapeForegroundColor=Z;this.stylesheet=J}return fa};var H=this.clearDefaultStyle;this.clearDefaultStyle=function(){H.apply(this,arguments)};this.isOffline()||"undefined"===typeof window.EditDataDialog||(EditDataDialog.placeholderHelpLink="https://www.diagrams.net/doc/faq/predefined-placeholders");if(/viewer\.diagrams\.net$/.test(window.location.hostname)||/embed\.diagrams\.net$/.test(window.location.hostname))this.editor.editBlankUrl= +"https://app.diagrams.net/";var L=d.editor.getEditBlankUrl;this.editor.getEditBlankUrl=function(aa){aa=null!=aa?aa:"";"1"==urlParams.dev&&(aa+=(0<aa.length?"&":"?")+"dev=1");return L.apply(this,arguments)};var C=f.addClickHandler;f.addClickHandler=function(aa,ca,fa){var J=ca;ca=function(Z,P){if(null==P){var da=mxEvent.getSource(Z);"a"==da.nodeName.toLowerCase()&&(P=da.getAttribute("href"))}null!=P&&f.isCustomLink(P)&&(mxEvent.isTouchEvent(Z)||!mxEvent.isPopupTrigger(Z))&&f.customLinkClicked(P)&&mxEvent.consume(Z); +null!=J&&J(Z,P)};C.call(this,aa,ca,fa)};D.apply(this,arguments);mxClient.IS_SVG&&this.editor.graph.addSvgShadow(f.view.canvas.ownerSVGElement,null,!0);if(null!=this.menus){var G=Menus.prototype.addPopupMenuEditItems;this.menus.addPopupMenuEditItems=function(aa,ca,fa){d.editor.graph.isSelectionEmpty()?G.apply(this,arguments):d.menus.addMenuItems(aa,"delete - cut copy copyAsImage - duplicate".split(" "),null,fa)}}d.actions.get("print").funct=function(){d.showDialog((new PrintDialog(d)).container,360, +null!=d.pages&&1<d.pages.length?470:390,!0,!0)};this.defaultFilename=mxResources.get("untitledDiagram");var V=f.getExportVariables;f.getExportVariables=function(){var aa=V.apply(this,arguments),ca=d.getCurrentFile();null!=ca&&(aa.filename=ca.getTitle());aa.pagecount=null!=d.pages?d.pages.length:1;aa.page=null!=d.currentPage?d.currentPage.getName():"";aa.pagenumber=null!=d.pages&&null!=d.currentPage?mxUtils.indexOf(d.pages,d.currentPage)+1:1;return aa};var U=f.getGlobalVariable;f.getGlobalVariable= +function(aa){var ca=d.getCurrentFile();return"filename"==aa&&null!=ca?ca.getTitle():"page"==aa&&null!=d.currentPage?d.currentPage.getName():"pagenumber"==aa?null!=d.currentPage&&null!=d.pages?mxUtils.indexOf(d.pages,d.currentPage)+1:1:"pagecount"==aa?null!=d.pages?d.pages.length:1:U.apply(this,arguments)};var Y=f.labelLinkClicked;f.labelLinkClicked=function(aa,ca,fa){var J=ca.getAttribute("href");if(null==J||!f.isCustomLink(J)||!mxEvent.isTouchEvent(fa)&&mxEvent.isPopupTrigger(fa))Y.apply(this,arguments); +else{if(!f.isEnabled()||null!=aa&&f.isCellLocked(aa.cell))f.customLinkClicked(J),f.getRubberband().reset();mxEvent.consume(fa)}};this.editor.getOrCreateFilename=function(){var aa=d.defaultFilename,ca=d.getCurrentFile();null!=ca&&(aa=null!=ca.getTitle()?ca.getTitle():aa);return aa};var O=this.actions.get("print");O.setEnabled(!mxClient.IS_IOS||!navigator.standalone);O.visible=O.isEnabled();if(!this.editor.chromeless||this.editor.editable)this.keyHandler.bindAction(70,!0,"findReplace"),this.keyHandler.bindAction(67, +!0,"copyStyle",!0),this.keyHandler.bindAction(86,!0,"pasteStyle",!0),this.keyHandler.bindAction(77,!0,"editGeometry",!0),this.keyHandler.bindAction(88,!0,"insertText",!0),this.keyHandler.bindAction(75,!0,"tags"),this.keyHandler.bindAction(65,!1,"insertText"),this.keyHandler.bindAction(83,!1,"insertNote"),this.keyHandler.bindAction(68,!1,"insertRectangle"),this.keyHandler.bindAction(70,!1,"insertEllipse"),this.keyHandler.bindAction(67,!1,"insertEdge"),this.keyHandler.bindAction(88,!1,"insertFreehand"), +this.altShiftActions[83]="synchronize",this.installImagePasteHandler(),this.installNativeClipboardHandler();this.addListener("realtimeStateChanged",mxUtils.bind(this,function(){this.updateUserElement()}));this.spinner=this.createSpinner(null,null,24);Graph.fileSupport&&f.addListener(mxEvent.EDITING_STARTED,mxUtils.bind(this,function(aa){var ca=f.cellEditor.text2,fa=null;null!=ca&&(mxEvent.addListener(ca,"dragleave",function(J){null!=fa&&(fa.parentNode.removeChild(fa),fa=null);J.stopPropagation(); +J.preventDefault()}),mxEvent.addListener(ca,"dragover",mxUtils.bind(this,function(J){null==fa&&(!mxClient.IS_IE||10<document.documentMode)&&(fa=this.highlightElement(ca));J.stopPropagation();J.preventDefault()})),mxEvent.addListener(ca,"drop",mxUtils.bind(this,function(J){null!=fa&&(fa.parentNode.removeChild(fa),fa=null);if(0<J.dataTransfer.files.length)this.importFiles(J.dataTransfer.files,0,0,this.maxImageSize,function(P,da,ja,ka,q,F){f.insertImage(P,q,F)},function(){},function(P){return"image/"== +P.type.substring(0,6)},function(P){for(var da=0;da<P.length;da++)P[da]()},mxEvent.isControlDown(J));else if(0<=mxUtils.indexOf(J.dataTransfer.types,"text/uri-list")){var Z=J.dataTransfer.getData("text/uri-list");/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(Z)?this.loadImage(decodeURIComponent(Z),mxUtils.bind(this,function(P){var da=Math.max(1,P.width);P=Math.max(1,P.height);var ja=this.maxImageSize;ja=Math.min(1,Math.min(ja/Math.max(1,da)),ja/Math.max(1,P));f.insertImage(decodeURIComponent(Z),da*ja,P*ja)})): +document.execCommand("insertHTML",!1,J.dataTransfer.getData("text/plain"))}else 0<=mxUtils.indexOf(J.dataTransfer.types,"text/html")?document.execCommand("insertHTML",!1,J.dataTransfer.getData("text/html")):0<=mxUtils.indexOf(J.dataTransfer.types,"text/plain")&&document.execCommand("insertHTML",!1,J.dataTransfer.getData("text/plain"));J.stopPropagation();J.preventDefault()})))}));this.isSettingsEnabled()&&(O=this.editor.graph.view,O.setUnit(mxSettings.getUnit()),O.addListener("unitChanged",function(aa, +ca){mxSettings.setUnit(ca.getProperty("unit"));mxSettings.save()}),this.ruler=!this.canvasSupported||9==document.documentMode||"1"!=urlParams.ruler&&!mxSettings.isRulerOn()||this.editor.isChromelessView()&&!this.editor.editable?null:new mxDualRuler(this,O.unit),this.refresh());if("1"==urlParams.styledev){O=document.getElementById("geFooter");null!=O&&(this.styleInput=document.createElement("input"),this.styleInput.setAttribute("type","text"),this.styleInput.style.position="absolute",this.styleInput.style.top= +"14px",this.styleInput.style.left="2px",this.styleInput.style.width="98%",this.styleInput.style.visibility="hidden",this.styleInput.style.opacity="0.9",mxEvent.addListener(this.styleInput,"change",mxUtils.bind(this,function(){this.editor.graph.getModel().setStyle(this.editor.graph.getSelectionCell(),this.styleInput.value)})),O.appendChild(this.styleInput),this.editor.graph.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(aa,ca){0<this.editor.graph.getSelectionCount()?(aa= +this.editor.graph.getSelectionCell(),aa=this.editor.graph.getModel().getStyle(aa),this.styleInput.value=aa||"",this.styleInput.style.visibility="visible"):this.styleInput.style.visibility="hidden"})));var qa=this.isSelectionAllowed;this.isSelectionAllowed=function(aa){return mxEvent.getSource(aa)==this.styleInput?!0:qa.apply(this,arguments)}}O=document.getElementById("geInfo");null!=O&&O.parentNode.removeChild(O);if(Graph.fileSupport&&(!this.editor.chromeless||this.editor.editable)){var oa=null;mxEvent.addListener(f.container, +"dragleave",function(aa){f.isEnabled()&&(null!=oa&&(oa.parentNode.removeChild(oa),oa=null),aa.stopPropagation(),aa.preventDefault())});mxEvent.addListener(f.container,"dragover",mxUtils.bind(this,function(aa){null==oa&&(!mxClient.IS_IE||10<document.documentMode)&&(oa=this.highlightElement(f.container));null!=this.sidebar&&this.sidebar.hideTooltip();aa.stopPropagation();aa.preventDefault()}));mxEvent.addListener(f.container,"drop",mxUtils.bind(this,function(aa){null!=oa&&(oa.parentNode.removeChild(oa), +oa=null);if(f.isEnabled()){var ca=mxUtils.convertPoint(f.container,mxEvent.getClientX(aa),mxEvent.getClientY(aa)),fa=aa.dataTransfer.files,J=f.view.translate,Z=f.view.scale,P=ca.x/Z-J.x,da=ca.y/Z-J.y;if(0<fa.length)ca=1==fa.length&&this.isBlankFile()&&!this.canUndo()&&("image/svg"===fa[0].type.substring(0,9)||"image/"!==fa[0].type.substring(0,6)||/(\.drawio.png)$/i.test(fa[0].name)),"1"!=urlParams.embed&&(mxEvent.isShiftDown(aa)||ca)?(!mxEvent.isShiftDown(aa)&&ca&&null!=this.getCurrentFile()&&this.fileLoaded(null), +this.openFiles(fa,!0)):(mxEvent.isAltDown(aa)&&(da=P=null),this.importFiles(fa,P,da,this.maxImageSize,null,null,null,null,mxEvent.isControlDown(aa),null,null,mxEvent.isShiftDown(aa),aa));else{mxEvent.isAltDown(aa)&&(da=P=0);var ja=0<=mxUtils.indexOf(aa.dataTransfer.types,"text/uri-list")?aa.dataTransfer.getData("text/uri-list"):null;fa=this.extractGraphModelFromEvent(aa,null!=this.pages);if(null!=fa)f.setSelectionCells(this.importXml(fa,P,da,!0));else if(0<=mxUtils.indexOf(aa.dataTransfer.types,"text/html")){var ka= +aa.dataTransfer.getData("text/html");fa=document.createElement("div");fa.innerHTML=f.sanitizeHtml(ka);var q=null;ca=fa.getElementsByTagName("img");null!=ca&&1==ca.length?(ka=ca[0].getAttribute("src"),null==ka&&(ka=ca[0].getAttribute("srcset")),/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(ka)||(q=!0)):(ca=fa.getElementsByTagName("a"),null!=ca&&1==ca.length?ka=ca[0].getAttribute("href"):(fa=fa.getElementsByTagName("pre"),null!=fa&&1==fa.length&&(ka=mxUtils.getTextContent(fa[0]))));var F=!0,R=mxUtils.bind(this, +function(){f.setSelectionCells(this.insertTextAt(ka,P,da,!0,q,null,F,mxEvent.isControlDown(aa)))});q&&null!=ka&&ka.length>this.resampleThreshold?this.confirmImageResize(function(W){F=W;R()},mxEvent.isControlDown(aa)):R()}else null!=ja&&/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(ja)?this.loadImage(decodeURIComponent(ja),mxUtils.bind(this,function(W){var T=Math.max(1,W.width);W=Math.max(1,W.height);var ba=this.maxImageSize;ba=Math.min(1,Math.min(ba/Math.max(1,T)),ba/Math.max(1,W));f.setSelectionCell(f.insertVertex(null, +null,"",P,da,T*ba,W*ba,"shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image="+ja+";"))}),mxUtils.bind(this,function(W){f.setSelectionCells(this.insertTextAt(ja,P,da,!0))})):0<=mxUtils.indexOf(aa.dataTransfer.types,"text/plain")&&f.setSelectionCells(this.insertTextAt(aa.dataTransfer.getData("text/plain"),P,da,!0))}}aa.stopPropagation();aa.preventDefault()}),!1)}f.enableFlowAnimation=!0;this.initPages();"1"==urlParams.embed&&this.initializeEmbedMode(); +O=mxUtils.bind(this,function(){f.refresh();f.view.validateBackground();this.updateTabContainer()});this.addListener("darkModeChanged",O);this.addListener("sketchModeChanged",O);"dark"==uiTheme?(this.doSetDarkMode(!0),this.fireEvent(new mxEventObject("darkModeChanged"))):"min"==uiTheme&&"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches); +this.installSettings()};EditorUi.prototype.installImagePasteHandler=function(){if(!mxClient.IS_IE){var d=this.editor.graph;d.container.addEventListener("paste",mxUtils.bind(this,function(f){if(!mxEvent.isConsumed(f))try{for(var g=f.clipboardData||f.originalEvent.clipboardData,x=!1,z=0;z<g.types.length;z++)if("text/"===g.types[z].substring(0,5)){x=!0;break}if(!x){var u=g.items;for(index in u){var H=u[index];if("file"===H.kind){if(d.isEditing())this.importFiles([H.getAsFile()],0,0,this.maxImageSize, +function(C,G,V,U,Y,O){d.insertImage(C,Y,O)},function(){},function(C){return"image/"==C.type.substring(0,6)},function(C){for(var G=0;G<C.length;G++)C[G]()});else{var L=this.editor.graph.getInsertPoint();this.importFiles([H.getAsFile()],L.x,L.y,this.maxImageSize);mxEvent.consume(f)}break}}}}catch(C){}}),!1)}};EditorUi.prototype.installNativeClipboardHandler=function(){function d(){window.setTimeout(function(){g.innerHTML=" ";g.focus();document.execCommand("selectAll",!1,null)},0)}var f=this.editor.graph, +g=document.createElement("div");g.setAttribute("autocomplete","off");g.setAttribute("autocorrect","off");g.setAttribute("autocapitalize","off");g.setAttribute("spellcheck","false");g.style.textRendering="optimizeSpeed";g.style.fontFamily="monospace";g.style.wordBreak="break-all";g.style.background="transparent";g.style.color="transparent";g.style.position="absolute";g.style.whiteSpace="nowrap";g.style.overflow="hidden";g.style.display="block";g.style.fontSize="1";g.style.zIndex="-1";g.style.resize= +"none";g.style.outline="none";g.style.width="1px";g.style.height="1px";mxUtils.setOpacity(g,0);g.contentEditable=!0;g.innerHTML=" ";var x=!1;this.keyHandler.bindControlKey(88,null);this.keyHandler.bindControlKey(67,null);this.keyHandler.bindControlKey(86,null);mxEvent.addListener(document,"keydown",mxUtils.bind(this,function(u){var H=mxEvent.getSource(u);null==f.container||!f.isEnabled()||f.isMouseDown||f.isEditing()||null!=this.dialog||"INPUT"==H.nodeName||"TEXTAREA"==H.nodeName||224!=u.keyCode&& +(mxClient.IS_MAC||17!=u.keyCode)&&(!mxClient.IS_MAC||91!=u.keyCode&&93!=u.keyCode)||x||(g.style.left=f.container.scrollLeft+10+"px",g.style.top=f.container.scrollTop+10+"px",f.container.appendChild(g),x=!0,g.focus(),document.execCommand("selectAll",!1,null))}));mxEvent.addListener(document,"keyup",mxUtils.bind(this,function(u){var H=u.keyCode;window.setTimeout(mxUtils.bind(this,function(){!x||224!=H&&17!=H&&91!=H&&93!=H||(x=!1,f.isEditing()||null!=this.dialog||null==f.container||f.container.focus(), +g.parentNode.removeChild(g),null==this.dialog&&mxUtils.clearSelection())}),0)}));mxEvent.addListener(g,"copy",mxUtils.bind(this,function(u){if(f.isEnabled())try{mxClipboard.copy(f),this.copyCells(g),d()}catch(H){this.handleError(H)}}));mxEvent.addListener(g,"cut",mxUtils.bind(this,function(u){if(f.isEnabled())try{mxClipboard.copy(f),this.copyCells(g,!0),d()}catch(H){this.handleError(H)}}));mxEvent.addListener(g,"paste",mxUtils.bind(this,function(u){f.isEnabled()&&!f.isCellLocked(f.getDefaultParent())&& +(g.innerHTML=" ",g.focus(),null!=u.clipboardData&&this.pasteCells(u,g,!0,!0),mxEvent.isConsumed(u)||window.setTimeout(mxUtils.bind(this,function(){this.pasteCells(u,g,!1,!0)}),0))}),!0);var z=this.isSelectionAllowed;this.isSelectionAllowed=function(u){return mxEvent.getSource(u)==g?!0:z.apply(this,arguments)}};EditorUi.prototype.setCurrentTheme=function(d,f){mxSettings.setUi(d);this.doSetCurrentTheme(d);this.fireEvent(new mxEventObject("currentThemeChanged"));f||this.alert(mxResources.get("restartForChangeRequired"))}; +EditorUi.prototype.doSetCurrentTheme=function(d){Editor.currentTheme!=d&&(Editor.currentTheme=d)};EditorUi.prototype.setSketchMode=function(d){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetSketchMode(d);null==urlParams.rough&&(mxSettings.settings.sketchMode=d,mxSettings.save());this.fireEvent(new mxEventObject("sketchModeChanged"))}),0)};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+ +(Editor.isDarkMode()?"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": +"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }html body .geToolbarContainer a div { color: "+(Editor.isDarkMode()?"#707070":Editor.darkColor)+" }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()? +"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ +(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ +(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ +(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ +(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ +(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};EditorUi.prototype.setDarkMode=function(d){this.doSetDarkMode(d);null==urlParams.dark&&(mxSettings.settings.darkMode=d,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))};var p=document.createElement("link");p.setAttribute("rel","stylesheet");p.setAttribute("href",STYLE_PATH+"/dark.css"); +p.setAttribute("charset","UTF-8");p.setAttribute("type","text/css");EditorUi.prototype.doSetDarkMode=function(d){if(Editor.darkMode!=d){var f=this.editor.graph;Editor.darkMode=d;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";f.view.defaultGridColor=Editor.isDarkMode()?mxGraphView.prototype.defaultDarkGridColor:mxGraphView.prototype.defaultGridColor;f.view.gridColor=f.view.defaultGridColor;f.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor: +"#ffffff";f.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";f.shapeBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"#ffffff";f.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";f.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";f.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";f.loadStylesheet();null!=this.actions.layersWindow&& +(d=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null,d&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=f.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor= +f.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=f.shapeBackgroundColor;Graph.prototype.shapeForegroundColor=f.shapeForegroundColor;Graph.prototype.defaultThemeName=f.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor: +"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;null!=Editor.styleElt&&(Editor.styleElt.innerHTML=Editor.createMinimalCss());Editor.isDarkMode()?null==p.parentNode&&document.getElementsByTagName("head")[0].appendChild(p):null!=p.parentNode&&p.parentNode.removeChild(p)}}; +EditorUi.prototype.setPagesVisible=function(d){Editor.pagesVisible!=d&&(Editor.pagesVisible=d,mxSettings.settings.pagesVisible=d,mxSettings.save(),this.fireEvent(new mxEventObject("pagesVisibleChanged")))};EditorUi.prototype.setSidebarTitles=function(d,f){this.sidebar.sidebarTitles!=d&&(this.sidebar.sidebarTitles=d,this.sidebar.refresh(),this.isSettingsEnabled()&&f&&(mxSettings.settings.sidebarTitles=d,mxSettings.save()),this.fireEvent(new mxEventObject("sidebarTitlesChanged")))};EditorUi.prototype.setInlineFullscreen= +function(d){Editor.inlineFullscreen!=d&&(Editor.inlineFullscreen=d,this.fireEvent(new mxEventObject("inlineFullscreenChanged")),(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",fullscreen:Editor.inlineFullscreen,rect:this.diagramContainer.getBoundingClientRect()}),"*"),window.setTimeout(mxUtils.bind(this,function(){this.refresh();this.actions.get("resetView").funct()}),10))};EditorUi.prototype.doSetSketchMode=function(d){if(Editor.sketchMode!=d){var f=function(x,z,u){null== +x[z]&&(x[z]=u)},g=this.editor.graph;Editor.sketchMode=d;this.menus.defaultFontSize=d?20:16;g.defaultVertexStyle=mxUtils.clone(Graph.prototype.defaultVertexStyle);f(g.defaultVertexStyle,"fontSize",this.menus.defaultFontSize);g.defaultEdgeStyle=mxUtils.clone(Graph.prototype.defaultEdgeStyle);f(g.defaultEdgeStyle,"fontSize",this.menus.defaultFontSize-4);f(g.defaultEdgeStyle,"edgeStyle","none");f(g.defaultEdgeStyle,"rounded","0");f(g.defaultEdgeStyle,"curved","1");f(g.defaultEdgeStyle,"jettySize","auto"); +f(g.defaultEdgeStyle,"orthogonalLoop","1");f(g.defaultEdgeStyle,"endArrow","open");f(g.defaultEdgeStyle,"endSize","14");f(g.defaultEdgeStyle,"startSize","14");d&&(f(g.defaultVertexStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultVertexStyle,"fontSource",Editor.sketchFontSource),f(g.defaultVertexStyle,"hachureGap","4"),f(g.defaultVertexStyle,"sketch","1"),f(g.defaultEdgeStyle,"fontFamily",Editor.sketchFontFamily),f(g.defaultEdgeStyle,"fontSource",Editor.sketchFontSource),f(g.defaultEdgeStyle, +"sketch","1"),f(g.defaultEdgeStyle,"hachureGap","4"),f(g.defaultEdgeStyle,"sourcePerimeterSpacing","8"),f(g.defaultEdgeStyle,"targetPerimeterSpacing","8"));g.currentVertexStyle=mxUtils.clone(g.defaultVertexStyle);g.currentEdgeStyle=mxUtils.clone(g.defaultEdgeStyle);this.clearDefaultStyle()}};EditorUi.prototype.getLinkTitle=function(d){var f=Graph.prototype.getLinkTitle.apply(this,arguments);if(Graph.isPageLink(d)){var g=d.indexOf(",");0<g&&(f=this.getPageById(d.substring(g+1)),f=null!=f?f.getName(): +mxResources.get("pageNotFound"))}else"data:"==d.substring(0,5)&&(f=mxResources.get("action"));return f};EditorUi.prototype.handleCustomLink=function(d){if(Graph.isPageLink(d)){var f=d.indexOf(",");if(d=this.getPageById(d.substring(f+1)))this.selectPage(d);else throw Error(mxResources.get("pageNotFound")||"Page not found");}else this.editor.graph.handleCustomLink(d)};EditorUi.prototype.isSettingsEnabled=function(){return"undefined"!==typeof window.mxSettings&&(isLocalStorage||mxClient.IS_CHROMEAPP)}; +EditorUi.prototype.installSettings=function(){if(this.isSettingsEnabled()){Editor.pagesVisible=mxSettings.settings.pagesVisible;ColorDialog.recentColors=mxSettings.getRecentColors();if(isLocalStorage)try{window.addEventListener("storage",mxUtils.bind(this,function(d){d.key==mxSettings.key&&(mxSettings.load(),ColorDialog.recentColors=mxSettings.getRecentColors(),this.menus.customFonts=mxSettings.getCustomFonts())}),!1)}catch(d){}this.fireEvent(new mxEventObject("styleChanged","keys",[],"values",[], +"cells",[]));this.menus.customFonts=mxSettings.getCustomFonts();this.addListener("customFontsChanged",mxUtils.bind(this,function(d,f){"1"!=urlParams["ext-fonts"]?mxSettings.setCustomFonts(this.menus.customFonts):(d=f.getProperty("customFonts"),this.menus.customFonts=d,mxSettings.setCustomFonts(d));mxSettings.save()}));this.editor.graph.connectionHandler.setCreateTarget(mxSettings.isCreateTarget());this.fireEvent(new mxEventObject("copyConnectChanged"));this.addListener("copyConnectChanged",mxUtils.bind(this, +function(d,f){mxSettings.setCreateTarget(this.editor.graph.connectionHandler.isCreateTarget());mxSettings.save()}));this.editor.graph.pageFormat=null!=this.editor.graph.defaultPageFormat?this.editor.graph.defaultPageFormat:mxSettings.getPageFormat();this.addListener("pageFormatChanged",mxUtils.bind(this,function(d,f){mxSettings.setPageFormat(this.editor.graph.pageFormat);mxSettings.save()}));this.editor.graph.view.gridColor=mxSettings.getGridColor(Editor.isDarkMode());this.editor.graph.view.defaultDarkGridColor= +mxSettings.getGridColor(!0);this.editor.graph.view.defaultGridColor=mxSettings.getGridColor(!1);this.addListener("gridColorChanged",mxUtils.bind(this,function(d,f){mxSettings.setGridColor(this.editor.graph.view.gridColor,Editor.isDarkMode());mxSettings.save()}));if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)this.editor.addListener("autosaveChanged",mxUtils.bind(this,function(d,f){mxSettings.setAutosave(this.editor.autosave);mxSettings.save()})),this.editor.autosave=mxSettings.getAutosave();null!= +this.sidebar&&(null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes?(this.sidebar.searchShapes(decodeURIComponent(urlParams["search-shapes"])),this.sidebar.showEntries("search")):(this.sidebar.showPalette("search",mxSettings.settings.search),this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save())));this.addListener("formatWidthChanged",function(){mxSettings.setFormatWidth(this.formatWidth); +mxSettings.save()})}};EditorUi.prototype.copyImage=function(d,f,g){try{null!=navigator.clipboard&&this.spinner.spin(document.body,mxResources.get("exporting"))&&this.editor.exportToCanvas(mxUtils.bind(this,function(x,z){try{this.spinner.stop();var u=this.createImageDataUri(x,f,"png"),H=parseInt(z.getAttribute("width")),L=parseInt(z.getAttribute("height"));this.writeImageToClipboard(u,H,L,mxUtils.bind(this,function(C){this.handleError(C)}))}catch(C){this.handleError(C)}}),null,null,null,mxUtils.bind(this, +function(x){this.spinner.stop();this.handleError(x)}),null,null,null!=g?g:4,null==this.editor.graph.background||this.editor.graph.background==mxConstants.NONE,null,null,null,10,null,null,!1,null,0<d.length?d:null)}catch(x){this.handleError(x)}};EditorUi.prototype.writeImageToClipboard=function(d,f,g,x){var z=this.base64ToBlob(d.substring(d.indexOf(",")+1),"image/png");d=new ClipboardItem({"image/png":z,"text/html":new Blob(['<img src="'+d+'" width="'+f+'" height="'+g+'">'],{type:"text/html"})});navigator.clipboard.write([d])["catch"](x)}; +EditorUi.prototype.copyCells=function(d,f){var g=this.editor.graph;if(g.isSelectionEmpty())d.innerText="";else{var x=mxUtils.sortCells(g.model.getTopmostCells(g.getSelectionCells())),z=mxUtils.getXml(g.encodeCells(x));mxUtils.setTextContent(d,encodeURIComponent(z));f?(g.removeCells(x,!1),g.lastPasteXml=null):(g.lastPasteXml=z,g.pasteCounter=0);d.focus();document.execCommand("selectAll",!1,null)}};EditorUi.prototype.copyXml=function(){var d=null;if(Editor.enableNativeCipboard){var f=this.editor.graph; +f.isSelectionEmpty()||(d=mxUtils.sortCells(f.getExportableCells(f.model.getTopmostCells(f.getSelectionCells()))),f=mxUtils.getXml(f.encodeCells(d)),navigator.clipboard.writeText(f))}return d};EditorUi.prototype.pasteXml=function(d,f,g,x){var z=this.editor.graph,u=null;z.lastPasteXml==d?z.pasteCounter++:(z.lastPasteXml=d,z.pasteCounter=0);var H=z.pasteCounter*z.gridSize;if(g||this.isCompatibleString(d))u=this.importXml(d,H,H),z.setSelectionCells(u);else if(f&&1==z.getSelectionCount()){H=z.getStartEditingCell(z.getSelectionCell(), +x);if(/\.(gif|jpg|jpeg|tiff|png|svg)$/i.test(d)&&"image"==z.getCurrentCellStyle(H)[mxConstants.STYLE_SHAPE])z.setCellStyles(mxConstants.STYLE_IMAGE,d,[H]);else{z.model.beginUpdate();try{z.labelChanged(H,d),Graph.isLink(d)&&z.setLinkForCell(H,d)}finally{z.model.endUpdate()}}z.setSelectionCell(H)}else u=z.getInsertPoint(),z.isMouseInsertPoint()&&(H=0,z.lastPasteXml==d&&0<z.pasteCounter&&z.pasteCounter--),u=this.insertTextAt(d,u.x+H,u.y+H,!0),z.setSelectionCells(u);z.isSelectionEmpty()||(z.scrollCellToVisible(z.getSelectionCell()), +null!=this.hoverIcons&&this.hoverIcons.update(z.view.getState(z.getSelectionCell())));return u};EditorUi.prototype.pasteCells=function(d,f,g,x){if(!mxEvent.isConsumed(d)){var z=f,u=!1;if(g&&null!=d.clipboardData&&d.clipboardData.getData){var H=d.clipboardData.getData("text/plain"),L=!1;if(null!=H&&0<H.length&&"%3CmxGraphModel%3E"==H.substring(0,18))try{var C=decodeURIComponent(H);this.isCompatibleString(C)&&(L=!0,H=C)}catch(qa){}L=L?null:d.clipboardData.getData("text/html");null!=L&&0<L.length?(z= +this.parseHtmlData(L),u="text/plain"!=z.getAttribute("data-type")):null!=H&&0<H.length&&(z=document.createElement("div"),mxUtils.setTextContent(z,L))}H=z.getElementsByTagName("span");if(null!=H&&0<H.length&&"application/vnd.lucid.chart.objects"===H[0].getAttribute("data-lucid-type"))g=H[0].getAttribute("data-lucid-content"),null!=g&&0<g.length&&(this.convertLucidChart(g,mxUtils.bind(this,function(qa){var oa=this.editor.graph;oa.lastPasteXml==qa?oa.pasteCounter++:(oa.lastPasteXml=qa,oa.pasteCounter= +0);var aa=oa.pasteCounter*oa.gridSize;oa.setSelectionCells(this.importXml(qa,aa,aa));oa.scrollCellToVisible(oa.getSelectionCell())}),mxUtils.bind(this,function(qa){this.handleError(qa)})),mxEvent.consume(d));else{var G=u?z.innerHTML:mxUtils.trim(null==z.innerText?mxUtils.getTextContent(z):z.innerText),V=!1;try{var U=G.lastIndexOf("%3E");0<=U&&U<G.length-3&&(G=G.substring(0,U+3))}catch(qa){}try{H=z.getElementsByTagName("span"),(C=null!=H&&0<H.length?mxUtils.trim(decodeURIComponent(H[0].textContent)): +decodeURIComponent(G))&&(this.isCompatibleString(C)||0==C.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":'))&&(V=!0,G=C)}catch(qa){}try{if(null!=G&&0<G.length){if(0==G.substring(0,20).replace(/\s/g,"").indexOf('{"isProtected":')){var Y=mxUtils.bind(this,function(){try{G=(new MiroImporter).importMiroJson(JSON.parse(G)),this.pasteXml(G,x,V,d)}catch(qa){console.log("Miro import error:",qa)}});"undefined"===typeof MiroImporter?mxscript("js/diagramly/miro/MiroImporter.js",Y):Y()}else this.pasteXml(G, +x,V,d);try{mxEvent.consume(d)}catch(qa){}}else if(!g){var O=this.editor.graph;O.lastPasteXml=null;O.pasteCounter=0}}catch(qa){this.handleError(qa)}}}f.innerHTML=" "};EditorUi.prototype.addFileDropHandler=function(d){if(Graph.fileSupport)for(var f=null,g=0;g<d.length;g++)mxEvent.addListener(d[g],"dragleave",function(x){null!=f&&(f.parentNode.removeChild(f),f=null);x.stopPropagation();x.preventDefault()}),mxEvent.addListener(d[g],"dragover",mxUtils.bind(this,function(x){(this.editor.graph.isEnabled()|| +"1"!=urlParams.embed)&&null==f&&(!mxClient.IS_IE||10<document.documentMode&&12>document.documentMode)&&(f=this.highlightElement());x.stopPropagation();x.preventDefault()})),mxEvent.addListener(d[g],"drop",mxUtils.bind(this,function(x){null!=f&&(f.parentNode.removeChild(f),f=null);if(this.editor.graph.isEnabled()||"1"!=urlParams.embed)if(0<x.dataTransfer.files.length)this.hideDialog(),"1"==urlParams.embed?this.importFiles(x.dataTransfer.files,0,0,this.maxImageSize,null,null,null,null,!mxEvent.isControlDown(x)&& +!mxEvent.isShiftDown(x)):this.openFiles(x.dataTransfer.files,!0);else{var z=this.extractGraphModelFromEvent(x);if(null==z){var u=null!=x.dataTransfer?x.dataTransfer:x.clipboardData;null!=u&&(10==document.documentMode||11==document.documentMode?z=u.getData("Text"):(z=null,z=0<=mxUtils.indexOf(u.types,"text/uri-list")?x.dataTransfer.getData("text/uri-list"):0<=mxUtils.indexOf(u.types,"text/html")?u.getData("text/html"):null,null!=z&&0<z.length?(u=document.createElement("div"),u.innerHTML=this.editor.graph.sanitizeHtml(z), +u=u.getElementsByTagName("img"),0<u.length&&(z=u[0].getAttribute("src"))):0<=mxUtils.indexOf(u.types,"text/plain")&&(z=u.getData("text/plain"))),null!=z&&(Editor.isPngDataUrl(z)?(z=Editor.extractGraphModelFromPng(z),null!=z&&0<z.length&&this.openLocalFile(z,null,!0)):this.isRemoteFileFormat(z)?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):(new mxXmlRequest(OPEN_URL,"format=xml&data="+encodeURIComponent(z))).send(mxUtils.bind(this,function(H){200<=H.getStatus()&& +299>=H.getStatus()&&this.openLocalFile(H.getText(),null,!0)})):/^https?:\/\//.test(z)&&(null==this.getCurrentFile()?window.location.hash="#U"+encodeURIComponent(z):window.openWindow((mxClient.IS_CHROMEAPP?EditorUi.drawHost+"/":"https://"+location.host+"/")+window.location.search+"#U"+encodeURIComponent(z)))))}else this.openLocalFile(z,null,!0)}x.stopPropagation();x.preventDefault()}))};EditorUi.prototype.highlightElement=function(d){var f=0,g=0;if(null==d){var x=document.body;var z=document.documentElement; +var u=(x.clientWidth||z.clientWidth)-3;x=Math.max(x.clientHeight||0,z.clientHeight)-3}else f=d.offsetTop,g=d.offsetLeft,u=d.clientWidth,x=d.clientHeight;z=document.createElement("div");z.style.zIndex=mxPopupMenu.prototype.zIndex+2;z.style.border="3px dotted rgb(254, 137, 12)";z.style.pointerEvents="none";z.style.position="absolute";z.style.top=f+"px";z.style.left=g+"px";z.style.width=Math.max(0,u-3)+"px";z.style.height=Math.max(0,x-3)+"px";null!=d&&d.parentNode==this.editor.graph.container?this.editor.graph.container.appendChild(z): +document.body.appendChild(z);return z};EditorUi.prototype.stringToCells=function(d){d=mxUtils.parseXml(d);var f=this.editor.extractGraphModel(d.documentElement);d=[];if(null!=f){var g=new mxCodec(f.ownerDocument),x=new mxGraphModel;g.decode(f,x);f=x.getChildAt(x.getRoot(),0);for(g=0;g<x.getChildCount(f);g++)d.push(x.getChildAt(f,g))}return d};EditorUi.prototype.openFileHandle=function(d,f,g,x,z){if(null!=f&&0<f.length){!this.useCanvasForExport&&/(\.png)$/i.test(f)?f=f.substring(0,f.length-4)+".drawio": +/(\.pdf)$/i.test(f)&&(f=f.substring(0,f.length-4)+".drawio");var u=mxUtils.bind(this,function(L){f=0<=f.lastIndexOf(".")?f.substring(0,f.lastIndexOf("."))+".drawio":f+".drawio";if("<mxlibrary"==L.substring(0,10)){null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,x);try{this.loadLibrary(new LocalLibrary(this,L,f))}catch(C){this.handleError(C,mxResources.get("errorLoadingFile"))}}else this.openLocalFile(L,f,x)});if(/(\.v(dx|sdx?))($|\?)/i.test(f)|| +/(\.vs(x|sx?))($|\?)/i.test(f))this.importVisio(g,mxUtils.bind(this,function(L){this.spinner.stop();u(L)}));else if(/(\.*<graphml )/.test(d))this.importGraphML(d,mxUtils.bind(this,function(L){this.spinner.stop();u(L)}));else if(Graph.fileSupport&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(d,f))this.isOffline()?(this.spinner.stop(),this.showError(mxResources.get("error"),mxResources.get("notInOffline"))):this.parseFile(g,mxUtils.bind(this,function(L){4==L.readyState&&(this.spinner.stop(), +200<=L.status&&299>=L.status?u(L.responseText):this.handleError({message:mxResources.get(413==L.status?"drawingTooLarge":"invalidOrMissingFile")},mxResources.get("errorLoadingFile")))}));else if(this.isLucidChartData(d))/(\.json)$/i.test(f)&&(f=f.substring(0,f.length-5)+".drawio"),this.convertLucidChart(d,mxUtils.bind(this,function(L){this.spinner.stop();this.openLocalFile(L,f,x)}),mxUtils.bind(this,function(L){this.spinner.stop();this.handleError(L)}));else if("<mxlibrary"==d.substring(0,10)){this.spinner.stop(); +null==this.getCurrentFile()&&"1"!=urlParams.embed&&this.openLocalFile(this.emptyDiagramXml,this.defaultFilename,x);try{this.loadLibrary(new LocalLibrary(this,d,g.name))}catch(L){this.handleError(L,mxResources.get("errorLoadingFile"))}}else if(0==d.indexOf("PK"))this.importZipFile(g,mxUtils.bind(this,function(L){this.spinner.stop();u(L)}),mxUtils.bind(this,function(){this.spinner.stop();this.openLocalFile(d,f,x)}));else{if("image/png"==g.type.substring(0,9))d=this.extractGraphModelFromPng(d);else if("application/pdf"== +g.type){var H=Editor.extractGraphModelFromPdf(d);null!=H&&(z=null,x=!0,d=H)}this.spinner.stop();this.openLocalFile(d,f,x,z,null!=z?g:null)}}};EditorUi.prototype.openFiles=function(d,f){if(this.spinner.spin(document.body,mxResources.get("loading")))for(var g=0;g<d.length;g++)mxUtils.bind(this,function(x){var z=new FileReader;z.onload=mxUtils.bind(this,function(u){try{this.openFileHandle(u.target.result,x.name,x,f)}catch(H){this.handleError(H)}});z.onerror=mxUtils.bind(this,function(u){this.spinner.stop(); +this.handleError(u);window.openFile=null});"image"!==x.type.substring(0,5)&&"application/pdf"!==x.type||"image/svg"===x.type.substring(0,9)?z.readAsText(x):z.readAsDataURL(x)})(d[g])};EditorUi.prototype.openLocalFile=function(d,f,g,x,z){var u=this.getCurrentFile(),H=mxUtils.bind(this,function(){window.openFile=null;if(null==f&&null!=this.getCurrentFile()&&this.isDiagramEmpty()){var L=mxUtils.parseXml(d);null!=L&&(this.editor.setGraphXml(L.documentElement),this.editor.graph.selectAll())}else this.fileLoaded(new LocalFile(this, +d,f||this.defaultFilename,g,x,z))});if(null!=d&&0<d.length)null==u||!u.isModified()&&(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=x)?H():(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||null!=x)&&null!=u&&u.isModified()?this.confirm(mxResources.get("allChangesLost"),null,H,mxResources.get("cancel"),mxResources.get("discardChanges")):(window.openFile=new OpenFile(function(){window.openFile=null}),window.openFile.setData(d,f),window.openWindow(this.getUrl(),null,mxUtils.bind(this,function(){null!= +u&&u.isModified()?this.confirm(mxResources.get("allChangesLost"),null,H,mxResources.get("cancel"),mxResources.get("discardChanges")):H()})));else throw Error(mxResources.get("notADiagramFile"));};EditorUi.prototype.getBasenames=function(){var d={};if(null!=this.pages)for(var f=0;f<this.pages.length;f++)this.updatePageRoot(this.pages[f]),this.addBasenamesForCell(this.pages[f].root,d);else this.addBasenamesForCell(this.editor.graph.model.getRoot(),d);f=[];for(var g in d)f.push(g);return f};EditorUi.prototype.addBasenamesForCell= +function(d,f){function g(H){if(null!=H){var L=H.lastIndexOf(".");0<L&&(H=H.substring(L+1,H.length));null==f[H]&&(f[H]=!0)}}var x=this.editor.graph,z=x.getCellStyle(d);g(mxStencilRegistry.getBasenameForStencil(z[mxConstants.STYLE_SHAPE]));x.model.isEdge(d)&&(g(mxMarker.getPackageForType(z[mxConstants.STYLE_STARTARROW])),g(mxMarker.getPackageForType(z[mxConstants.STYLE_ENDARROW])));z=x.model.getChildCount(d);for(var u=0;u<z;u++)this.addBasenamesForCell(x.model.getChildAt(d,u),f)};EditorUi.prototype.setGraphEnabled= +function(d){this.diagramContainer.style.visibility=d?"":"hidden";this.formatContainer.style.visibility=d?"":"hidden";this.sidebarFooterContainer.style.display=d?"":"none";this.sidebarContainer.style.display=d?"":"none";this.hsplit.style.display=d?"":"none";this.editor.graph.setEnabled(d);null!=this.ruler&&(this.ruler.hRuler.container.style.visibility=d?"":"hidden",this.ruler.vRuler.container.style.visibility=d?"":"hidden");null!=this.tabContainer&&(this.tabContainer.style.visibility=d?"":"hidden"); +d||(null!=this.actions.outlineWindow&&this.actions.outlineWindow.window.setVisible(!1),null!=this.actions.layersWindow&&this.actions.layersWindow.window.setVisible(!1),null!=this.menus.tagsWindow&&this.menus.tagsWindow.window.setVisible(!1),null!=this.menus.findWindow&&this.menus.findWindow.window.setVisible(!1),null!=this.menus.findReplaceWindow&&this.menus.findReplaceWindow.window.setVisible(!1))};EditorUi.prototype.initializeEmbedMode=function(){this.setGraphEnabled(!1);if((window.opener||window.parent)!= +window&&("1"!=urlParams.spin||this.spinner.spin(document.body,mxResources.get("loading")))){var d=!1;this.installMessageHandler(mxUtils.bind(this,function(f,g,x,z){d||(d=!0,this.spinner.stop(),this.addEmbedButtons(),this.setGraphEnabled(!0));if(null==f||0==f.length)f=this.emptyDiagramXml;this.setCurrentFile(new EmbedFile(this,f,{}));this.mode=App.MODE_EMBED;this.setFileData(f);if(z)try{var u=this.editor.graph;u.setGridEnabled(!1);u.pageVisible=!1;var H=u.model.cells,L;for(L in H){var C=H[L];null!= +C&&null!=C.style&&(C.style+=";sketch=1;"+(-1==C.style.indexOf("fontFamily=")||-1<C.style.indexOf("fontFamily=Helvetica;")?"fontFamily=Architects Daughter;fontSource=https%3A%2F%2Ffonts.googleapis.com%2Fcss%3Ffamily%3DArchitects%2BDaughter;":""))}}catch(G){console.log(G)}this.editor.isChromelessView()?this.editor.graph.isLightboxView()&&this.lightboxFit():this.showLayersDialog();this.chromelessResize&&this.chromelessResize();this.editor.undoManager.clear();this.editor.modified=null!=x?x:!1;this.updateUi(); +window.self!==window.top&&window.focus();null!=this.format&&this.format.refresh()}))}};EditorUi.prototype.showLayersDialog=function(){1<this.editor.graph.getModel().getChildCount(this.editor.graph.getModel().getRoot())&&(null==this.actions.layersWindow?this.actions.get("layers").funct():this.actions.layersWindow.window.setVisible(!0))};EditorUi.prototype.getPublicUrl=function(d,f){null!=d?d.getPublicUrl(f):f(null)};EditorUi.prototype.createLoadMessage=function(d){var f=this.editor.graph;return{event:d, +pageVisible:f.pageVisible,translate:f.view.translate,bounds:f.getGraphBounds(),currentPage:this.getSelectedPageIndex(),scale:f.view.scale,page:f.view.getBackgroundPageBounds()}};EditorUi.prototype.sendEmbeddedSvgExport=function(d){var f=this.editor.graph;f.isEditing()&&f.stopEditing(!f.isInvokesStopCellEditing());var g=window.opener||window.parent;if(this.editor.modified){var x=f.background;if(null==x||x==mxConstants.NONE)x=this.embedExportBackground;this.getEmbeddedSvg(this.getFileData(!0,null,null, +null,null,null,null,null,null,!1),f,null,!0,mxUtils.bind(this,function(z){g.postMessage(JSON.stringify({event:"export",point:this.embedExitPoint,exit:null!=d?!d:!0,data:Editor.createSvgDataUri(z)}),"*")}),null,null,!0,x,1,this.embedExportBorder)}else d||g.postMessage(JSON.stringify({event:"exit",point:this.embedExitPoint}),"*");d||(this.diagramContainer.removeAttribute("data-bounds"),Editor.inlineFullscreen=!1,f.model.clear(),this.editor.undoManager.clear(),this.setBackgroundImage(null),this.editor.modified= +!1,"1"!=urlParams.embed&&this.fireEvent(new mxEventObject("editInlineStop")))};EditorUi.prototype.installMessageHandler=function(d){var f=null,g=!1,x=!1,z=null,u=mxUtils.bind(this,function(C,G){this.editor.modified&&"0"!=urlParams.modified?null!=urlParams.modified&&this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(urlParams.modified))):this.editor.setStatus("")});this.editor.graph.model.addListener(mxEvent.CHANGE,u);mxEvent.addListener(window,"message",mxUtils.bind(this,function(C){if(C.source== +(window.opener||window.parent)){var G=C.data,V=null,U=mxUtils.bind(this,function(ma){if(null!=ma&&"function"===typeof ma.charAt&&"<"!=ma.charAt(0))try{Editor.isPngDataUrl(ma)?ma=Editor.extractGraphModelFromPng(ma):"data:image/svg+xml;base64,"==ma.substring(0,26)?ma=atob(ma.substring(26)):"data:image/svg+xml;utf8,"==ma.substring(0,24)&&(ma=ma.substring(24)),null!=ma&&("%"==ma.charAt(0)?ma=decodeURIComponent(ma):"<"!=ma.charAt(0)&&(ma=Graph.decompress(ma)))}catch(pa){}return ma});if("json"==urlParams.proto){var Y= +!1;try{G=JSON.parse(G),EditorUi.debug("EditorUi.installMessageHandler",[this],"evt",[C],"data",[G])}catch(ma){G=null}try{if(null==G)return;if("dialog"==G.action){this.showError(null!=G.titleKey?mxResources.get(G.titleKey):G.title,null!=G.messageKey?mxResources.get(G.messageKey):G.message,null!=G.buttonKey?mxResources.get(G.buttonKey):G.button);null!=G.modified&&(this.editor.modified=G.modified);return}if("layout"==G.action){this.executeLayouts(this.editor.graph.createLayouts(G.layouts));return}if("prompt"== +G.action){this.spinner.stop();var O=new FilenameDialog(this,G.defaultValue||"",null!=G.okKey?mxResources.get(G.okKey):G.ok,function(ma){null!=ma?H.postMessage(JSON.stringify({event:"prompt",value:ma,message:G}),"*"):H.postMessage(JSON.stringify({event:"prompt-cancel",message:G}),"*")},null!=G.titleKey?mxResources.get(G.titleKey):G.title);this.showDialog(O.container,300,80,!0,!1);O.init();return}if("draft"==G.action){var qa=U(G.xml);this.spinner.stop();O=new DraftDialog(this,mxResources.get("draftFound", +[G.name||this.defaultFilename]),qa,mxUtils.bind(this,function(){this.hideDialog();H.postMessage(JSON.stringify({event:"draft",result:"edit",message:G}),"*")}),mxUtils.bind(this,function(){this.hideDialog();H.postMessage(JSON.stringify({event:"draft",result:"discard",message:G}),"*")}),G.editKey?mxResources.get(G.editKey):null,G.discardKey?mxResources.get(G.discardKey):null,G.ignore?mxUtils.bind(this,function(){this.hideDialog();H.postMessage(JSON.stringify({event:"draft",result:"ignore",message:G}), +"*")}):null);this.showDialog(O.container,640,480,!0,!1,mxUtils.bind(this,function(ma){ma&&this.actions.get("exit").funct()}));try{O.init()}catch(ma){H.postMessage(JSON.stringify({event:"draft",error:ma.toString(),message:G}),"*")}return}if("template"==G.action){this.spinner.stop();var oa=1==G.enableRecent,aa=1==G.enableSearch,ca=1==G.enableCustomTemp;if("1"==urlParams.newTempDlg&&!G.templatesOnly&&null!=G.callback){var fa=this.getCurrentUser(),J=new TemplatesDialog(this,function(ma,pa,za){ma=ma|| +this.emptyDiagramXml;H.postMessage(JSON.stringify({event:"template",xml:ma,blank:ma==this.emptyDiagramXml,name:pa,tempUrl:za.url,libs:za.libs,builtIn:null!=za.info&&null!=za.info.custContentId,message:G}),"*")},mxUtils.bind(this,function(){this.actions.get("exit").funct()}),null,null,null!=fa?fa.id:null,oa?mxUtils.bind(this,function(ma,pa,za){this.remoteInvoke("getRecentDiagrams",[za],null,ma,pa)}):null,aa?mxUtils.bind(this,function(ma,pa,za,Ba){this.remoteInvoke("searchDiagrams",[ma,Ba],null,pa, +za)}):null,mxUtils.bind(this,function(ma,pa,za){this.remoteInvoke("getFileContent",[ma.url],null,pa,za)}),null,ca?mxUtils.bind(this,function(ma){this.remoteInvoke("getCustomTemplates",null,null,ma,function(){ma({},0)})}):null,!1,!1,!0,!0);this.showDialog(J.container,window.innerWidth,window.innerHeight,!0,!1,null,!1,!0);return}O=new NewDialog(this,!1,G.templatesOnly?!1:null!=G.callback,mxUtils.bind(this,function(ma,pa,za,Ba){ma=ma||this.emptyDiagramXml;null!=G.callback?H.postMessage(JSON.stringify({event:"template", +xml:ma,blank:ma==this.emptyDiagramXml,name:pa,tempUrl:za,libs:Ba,builtIn:!0,message:G}),"*"):(d(ma,C,ma!=this.emptyDiagramXml,G.toSketch),this.editor.modified||this.editor.setStatus(""))}),null,null,null,null,null,null,null,oa?mxUtils.bind(this,function(ma){this.remoteInvoke("getRecentDiagrams",[null],null,ma,function(){ma(null,"Network Error!")})}):null,aa?mxUtils.bind(this,function(ma,pa){this.remoteInvoke("searchDiagrams",[ma,null],null,pa,function(){pa(null,"Network Error!")})}):null,mxUtils.bind(this, +function(ma,pa,za){H.postMessage(JSON.stringify({event:"template",docUrl:ma,info:pa,name:za}),"*")}),null,null,ca?mxUtils.bind(this,function(ma){this.remoteInvoke("getCustomTemplates",null,null,ma,function(){ma({},0)})}):null,1==G.withoutType);this.showDialog(O.container,620,460,!0,!1,mxUtils.bind(this,function(ma){this.sidebar.hideTooltip();ma&&this.actions.get("exit").funct()}));O.init();return}if("textContent"==G.action){var Z=this.getDiagramTextContent();H.postMessage(JSON.stringify({event:"textContent", +data:Z,message:G}),"*");return}if("status"==G.action){null!=G.messageKey?this.editor.setStatus(mxUtils.htmlEntities(mxResources.get(G.messageKey))):null!=G.message&&this.editor.setStatus(mxUtils.htmlEntities(G.message));null!=G.modified&&(this.editor.modified=G.modified);return}if("spinner"==G.action){var P=null!=G.messageKey?mxResources.get(G.messageKey):G.message;null==G.show||G.show?this.spinner.spin(document.body,P):this.spinner.stop();return}if("exit"==G.action){this.actions.get("exit").funct(); +return}if("viewport"==G.action){null!=G.viewport&&(this.embedViewport=G.viewport);return}if("snapshot"==G.action){this.sendEmbeddedSvgExport(!0);return}if("export"==G.action){if("png"==G.format||"xmlpng"==G.format){if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin)){var da=null!=G.xml?G.xml:this.getFileData(!0);this.editor.graph.setEnabled(!1);var ja=this.editor.graph,ka=mxUtils.bind(this,function(ma){this.editor.graph.setEnabled(!0); +this.spinner.stop();var pa=this.createLoadMessage("export");pa.format=G.format;pa.message=G;pa.data=ma;pa.xml=da;H.postMessage(JSON.stringify(pa),"*")}),q=mxUtils.bind(this,function(ma){null==ma&&(ma=Editor.blankImage);"xmlpng"==G.format&&(ma=Editor.writeGraphModelToPng(ma,"tEXt","mxfile",encodeURIComponent(da)));ja!=this.editor.graph&&ja.container.parentNode.removeChild(ja.container);ka(ma)}),F=G.pageId||(null!=this.pages?G.currentPage?this.currentPage.getId():this.pages[0].getId():null);if(this.isExportToCanvas()){var R= +mxUtils.bind(this,function(){if(null!=this.pages&&this.currentPage.getId()!=F){var ma=ja.getGlobalVariable;ja=this.createTemporaryGraph(ja.getStylesheet());for(var pa,za=0;za<this.pages.length;za++)if(this.pages[za].getId()==F){pa=this.updatePageRoot(this.pages[za]);break}null==pa&&(pa=this.currentPage);ja.getGlobalVariable=function(Ka){return"page"==Ka?pa.getName():"pagenumber"==Ka?1:ma.apply(this,arguments)};document.body.appendChild(ja.container);ja.model.setRoot(pa.root)}if(null!=G.layerIds){var Ba= +ja.model,Ia=Ba.getChildCells(Ba.getRoot()),Aa={};for(za=0;za<G.layerIds.length;za++)Aa[G.layerIds[za]]=!0;for(za=0;za<Ia.length;za++)Ba.setVisible(Ia[za],Aa[Ia[za].id]||!1)}this.editor.exportToCanvas(mxUtils.bind(this,function(Ka){q(Ka.toDataURL("image/png"))}),G.width,null,G.background,mxUtils.bind(this,function(){q(null)}),null,null,G.scale,G.transparent,G.shadow,null,ja,G.border,null,G.grid,G.keepTheme)});null!=G.xml&&0<G.xml.length&&(g=!0,this.setFileData(da),g=!1);R()}else(new mxXmlRequest(EXPORT_URL, +"format=png&embedXml="+("xmlpng"==G.format?"1":"0")+(null!=F?"&pageId="+F:"")+(null!=G.layerIds&&0<G.layerIds.length?"&extras="+encodeURIComponent(JSON.stringify({layerIds:G.layerIds})):"")+(null!=G.scale?"&scale="+G.scale:"")+"&base64=1&xml="+encodeURIComponent(da))).send(mxUtils.bind(this,function(ma){200<=ma.getStatus()&&299>=ma.getStatus()?ka("data:image/png;base64,"+ma.getText()):q(null)}),mxUtils.bind(this,function(){q(null)}))}}else if(R=mxUtils.bind(this,function(){var ma=this.createLoadMessage("export"); +ma.message=G;if("html2"==G.format||"html"==G.format&&("0"!=urlParams.pages||null!=this.pages&&1<this.pages.length)){var pa=this.getXmlFileData();ma.xml=mxUtils.getXml(pa);ma.data=this.getFileData(null,null,!0,null,null,null,pa);ma.format=G.format}else if("html"==G.format)pa=this.editor.getGraphXml(),ma.data=this.getHtml(pa,this.editor.graph),ma.xml=mxUtils.getXml(pa),ma.format=G.format;else{mxSvgCanvas2D.prototype.foAltText=null;pa=null!=G.background?G.background:this.editor.graph.background;pa== +mxConstants.NONE&&(pa=null);ma.xml=this.getFileData(!0,null,null,null,null,null,null,null,null,!1);ma.format="svg";var za=mxUtils.bind(this,function(Ba){this.editor.graph.setEnabled(!0);this.spinner.stop();ma.data=Editor.createSvgDataUri(Ba);H.postMessage(JSON.stringify(ma),"*")});if("xmlsvg"==G.format)(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))&&this.getEmbeddedSvg(ma.xml,this.editor.graph,null,!0,za,null,null,G.embedImages, +pa,G.scale,G.border,G.shadow,G.keepTheme);else if(null==G.spin&&null==G.spinKey||this.spinner.spin(document.body,null!=G.spinKey?mxResources.get(G.spinKey):G.spin))this.editor.graph.setEnabled(!1),pa=this.editor.graph.getSvg(pa,G.scale,G.border,null,null,null,null,null,null,this.editor.graph.shadowVisible||G.shadow,null,G.keepTheme),(this.editor.graph.shadowVisible||G.shadow)&&this.editor.graph.addSvgShadow(pa),this.embedFonts(pa,mxUtils.bind(this,function(Ba){G.embedImages||null==G.embedImages?this.editor.convertImages(Ba, +mxUtils.bind(this,function(Ia){za(mxUtils.getXml(Ia))})):za(mxUtils.getXml(Ba))}));return}H.postMessage(JSON.stringify(ma),"*")}),null!=G.xml&&0<G.xml.length){if(this.editor.graph.mathEnabled){var W=Editor.onMathJaxDone;Editor.onMathJaxDone=function(){W.apply(this,arguments);R()}}g=!0;this.setFileData(G.xml);g=!1;this.editor.graph.mathEnabled||R()}else R();return}if("load"==G.action){Y=G.toSketch;x=1==G.autosave;this.hideDialog();null!=G.modified&&null==urlParams.modified&&(urlParams.modified=G.modified); +null!=G.saveAndExit&&null==urlParams.saveAndExit&&(urlParams.saveAndExit=G.saveAndExit);null!=G.noSaveBtn&&null==urlParams.noSaveBtn&&(urlParams.noSaveBtn=G.noSaveBtn);if(null!=G.rough){var T=Editor.sketchMode;this.doSetSketchMode(G.rough);T!=Editor.sketchMode&&this.fireEvent(new mxEventObject("sketchModeChanged"))}null!=G.dark&&(T=Editor.darkMode,this.doSetDarkMode(G.dark),T!=Editor.darkMode&&this.fireEvent(new mxEventObject("darkModeChanged")));null!=G.border&&(this.embedExportBorder=G.border); +null!=G.background&&(this.embedExportBackground=G.background);null!=G.viewport&&(this.embedViewport=G.viewport);this.embedExitPoint=null;if(null!=G.rect){var ba=this.embedExportBorder;this.diagramContainer.style.border="2px solid #295fcc";this.diagramContainer.style.top=G.rect.top+"px";this.diagramContainer.style.left=G.rect.left+"px";this.diagramContainer.style.height=G.rect.height+"px";this.diagramContainer.style.width=G.rect.width+"px";this.diagramContainer.style.bottom="";this.diagramContainer.style.right= +"";V=mxUtils.bind(this,function(){var ma=this.editor.graph,pa=ma.maxFitScale;ma.maxFitScale=G.maxFitScale;ma.fit(2*ba);ma.maxFitScale=pa;ma.container.scrollTop-=2*ba;ma.container.scrollLeft-=2*ba;this.fireEvent(new mxEventObject("editInlineStart","data",[G]))})}null!=G.noExitBtn&&null==urlParams.noExitBtn&&(urlParams.noExitBtn=G.noExitBtn);null!=G.title&&null!=this.buttonContainer&&(qa=document.createElement("span"),mxUtils.write(qa,G.title),null!=this.embedFilenameSpan&&this.embedFilenameSpan.parentNode.removeChild(this.embedFilenameSpan), +this.buttonContainer.appendChild(qa),this.embedFilenameSpan=qa);try{G.libs&&this.sidebar.showEntries(G.libs)}catch(ma){}G=null!=G.xmlpng?this.extractGraphModelFromPng(G.xmlpng):null!=G.descriptor?G.descriptor:G.xml}else{if("merge"==G.action){var ia=this.getCurrentFile();null!=ia&&(qa=U(G.xml),null!=qa&&""!=qa&&ia.mergeFile(new LocalFile(this,qa),function(){H.postMessage(JSON.stringify({event:"merge",message:G}),"*")},function(ma){H.postMessage(JSON.stringify({event:"merge",message:G,error:ma}),"*")}))}else"remoteInvokeReady"== +G.action?this.handleRemoteInvokeReady(H):"remoteInvoke"==G.action?this.handleRemoteInvoke(G,C.origin):"remoteInvokeResponse"==G.action?this.handleRemoteInvokeResponse(G):H.postMessage(JSON.stringify({error:"unknownMessage",data:JSON.stringify(G)}),"*");return}}catch(ma){this.handleError(ma)}}var ra=mxUtils.bind(this,function(){return"0"!=urlParams.pages||null!=this.pages&&1<this.pages.length?this.getFileData(!0):mxUtils.getXml(this.editor.getGraphXml())}),ta=mxUtils.bind(this,function(ma,pa){g=!0; +try{d(ma,pa,null,Y)}catch(za){this.handleError(za)}g=!1;null!=urlParams.modified&&this.editor.setStatus("");z=ra();x&&null==f&&(f=mxUtils.bind(this,function(za,Ba){za=ra();za==z||g||(Ba=this.createLoadMessage("autosave"),Ba.xml=za,(window.opener||window.parent).postMessage(JSON.stringify(Ba),"*"));z=za}),this.editor.graph.model.addListener(mxEvent.CHANGE,f),this.editor.graph.addListener("gridSizeChanged",f),this.editor.graph.addListener("shadowVisibleChanged",f),this.addListener("pageFormatChanged", +f),this.addListener("pageScaleChanged",f),this.addListener("backgroundColorChanged",f),this.addListener("backgroundImageChanged",f),this.addListener("foldingEnabledChanged",f),this.addListener("mathEnabledChanged",f),this.addListener("gridEnabledChanged",f),this.addListener("guidesEnabledChanged",f),this.addListener("pageViewChanged",f));if("1"==urlParams.returnbounds||"json"==urlParams.proto)pa=this.createLoadMessage("load"),pa.xml=ma,H.postMessage(JSON.stringify(pa),"*");null!=V&&V()});null!=G&& +"function"===typeof G.substring&&"data:application/vnd.visio;base64,"==G.substring(0,34)?(U="0M8R4KGxGuE"==G.substring(34,45)?"raw.vsd":"raw.vsdx",this.importVisio(this.base64ToBlob(G.substring(G.indexOf(",")+1)),function(ma){ta(ma,C)},mxUtils.bind(this,function(ma){this.handleError(ma)}),U)):null!=G&&"function"===typeof G.substring&&(new XMLHttpRequest).upload&&this.isRemoteFileFormat(G,"")?this.isOffline()?this.showError(mxResources.get("error"),mxResources.get("notInOffline")):this.parseFileData(G, +mxUtils.bind(this,function(ma){4==ma.readyState&&200<=ma.status&&299>=ma.status&&"<mxGraphModel"==ma.responseText.substring(0,13)&&ta(ma.responseText,C)}),""):null!=G&&"function"===typeof G.substring&&this.isLucidChartData(G)?this.convertLucidChart(G,mxUtils.bind(this,function(ma){ta(ma)}),mxUtils.bind(this,function(ma){this.handleError(ma)})):null==G||"object"!==typeof G||null==G.format||null==G.data&&null==G.url?(G=U(G),ta(G,C)):this.loadDescriptor(G,mxUtils.bind(this,function(ma){ta(ra(),C)}), +mxUtils.bind(this,function(ma){this.handleError(ma,mxResources.get("errorLoadingFile"))}))}}));var H=window.opener||window.parent;u="json"==urlParams.proto?JSON.stringify({event:"init"}):urlParams.ready||"ready";H.postMessage(u,"*");if("json"==urlParams.proto){var L=this.editor.graph.openLink;this.editor.graph.openLink=function(C,G,V){L.apply(this,arguments);H.postMessage(JSON.stringify({event:"openLink",href:C,target:G,allowOpener:V}),"*")}}};EditorUi.prototype.addEmbedButtons=function(){if(null!= +this.menubar&&"1"!=urlParams.embedInline){var d=document.createElement("div");d.style.display="inline-block";d.style.position="absolute";d.style.paddingTop="2px";d.style.paddingLeft="8px";d.style.paddingBottom="2px";var f=document.createElement("button");f.className="geBigButton";var g=f;if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var x="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(f,x);f.setAttribute("title",x);mxEvent.addListener(f, +"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));d.appendChild(f)}}else mxUtils.write(f,mxResources.get("save")),f.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),d.appendChild(f),"1"==urlParams.saveAndExit&&(f=document.createElement("a"),mxUtils.write(f,mxResources.get("saveAndExit")),f.setAttribute("title",mxResources.get("saveAndExit")),f.className= +"geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),d.appendChild(f),g=f);"1"!=urlParams.noExitBtn&&(f=document.createElement("a"),g="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(f,g),f.setAttribute("title",g),f.className="geBigButton geBigStandardButton",f.style.marginLeft="6px",mxEvent.addListener(f,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})), +d.appendChild(f),g=f);g.style.marginRight="20px";this.toolbar.container.appendChild(d);this.toolbar.staticElements.push(d);d.style.right="atlas"==uiTheme||"1"==urlParams.atlas?"62px":"72px"}};EditorUi.prototype.showImportCsvDialog=function(){null==this.importCsvDialog&&(this.importCsvDialog=new TextareaDialog(this,mxResources.get("csv")+":",Editor.defaultCsvValue,mxUtils.bind(this,function(d){this.importCsv(d)}),null,null,620,430,null,!0,!0,mxResources.get("import"),this.isOffline()?null:"https://drawio-app.com/import-from-csv-to-drawio/")); +this.showDialog(this.importCsvDialog.container,640,520,!0,!0,null,null,null,null,!0);this.importCsvDialog.init()};EditorUi.prototype.loadOrgChartLayouts=function(d){var f=mxUtils.bind(this,function(){this.loadingOrgChart=!1;this.spinner.stop();d()});"undefined"!==typeof mxOrgChartLayout||this.loadingOrgChart||this.isOffline(!0)?f():this.spinner.spin(document.body,mxResources.get("loading"))&&(this.loadingOrgChart=!0,"1"==urlParams.dev?mxscript("js/orgchart/bridge.min.js",function(){mxscript("js/orgchart/bridge.collections.min.js", +function(){mxscript("js/orgchart/OrgChart.Layout.min.js",function(){mxscript("js/orgchart/mxOrgChartLayout.js",f)})})}):mxscript(DRAWIO_BASE_URL+"/js/orgchart.min.js",f))};EditorUi.prototype.importCsv=function(d,f){this.loadOrgChartLayouts(mxUtils.bind(this,function(){this.doImportCsv(d,f)}))};EditorUi.prototype.doImportCsv=function(d,f){try{var g=d.split("\n"),x=[],z=[],u=[],H={};if(0<g.length){var L={},C=this.editor.graph,G=null,V=null,U=null,Y=null,O=null,qa=null,oa=null,aa="whiteSpace=wrap;html=1;", +ca=null,fa=null,J="",Z="auto",P="auto",da=!1,ja=null,ka=null,q=40,F=40,R=100,W=0,T=function(){null!=f?f(ya):(C.setSelectionCells(ya),C.scrollCellToVisible(C.getSelectionCell()))},ba=C.getFreeInsertPoint(),ia=ba.x,ra=ba.y;ba=ra;var ta=null,ma="auto";fa=null;for(var pa=[],za=null,Ba=null,Ia=0;Ia<g.length&&"#"==g[Ia].charAt(0);){d=g[Ia].replace(/\r$/,"");for(Ia++;Ia<g.length&&"\\"==d.charAt(d.length-1)&&"#"==g[Ia].charAt(0);)d=d.substring(0,d.length-1)+mxUtils.trim(g[Ia].substring(1)),Ia++;if("#"!=d.charAt(1)){var Aa= +d.indexOf(":");if(0<Aa){var Ka=mxUtils.trim(d.substring(1,Aa)),Da=mxUtils.trim(d.substring(Aa+1));"label"==Ka?ta=C.sanitizeHtml(Da):"labelname"==Ka&&0<Da.length&&"-"!=Da?O=Da:"labels"==Ka&&0<Da.length&&"-"!=Da?oa=JSON.parse(Da):"style"==Ka?V=Da:"parentstyle"==Ka?aa=Da:"unknownStyle"==Ka&&"-"!=Da?qa=Da:"stylename"==Ka&&0<Da.length&&"-"!=Da?Y=Da:"styles"==Ka&&0<Da.length&&"-"!=Da?U=JSON.parse(Da):"vars"==Ka&&0<Da.length&&"-"!=Da?G=JSON.parse(Da):"identity"==Ka&&0<Da.length&&"-"!=Da?ca=Da:"parent"== +Ka&&0<Da.length&&"-"!=Da?fa=Da:"namespace"==Ka&&0<Da.length&&"-"!=Da?J=Da:"width"==Ka?Z=Da:"height"==Ka?P=Da:"collapsed"==Ka&&"-"!=Da?da="true"==Da:"left"==Ka&&0<Da.length?ja=Da:"top"==Ka&&0<Da.length?ka=Da:"ignore"==Ka?Ba=Da.split(","):"connect"==Ka?pa.push(JSON.parse(Da)):"link"==Ka?za=Da:"padding"==Ka?W=parseFloat(Da):"edgespacing"==Ka?q=parseFloat(Da):"nodespacing"==Ka?F=parseFloat(Da):"levelspacing"==Ka?R=parseFloat(Da):"layout"==Ka&&(ma=Da)}}}if(null==g[Ia])throw Error(mxResources.get("invalidOrMissingFile")); +var Ra=this.editor.csvToArray(g[Ia].replace(/\r$/,""));Aa=d=null;Ka=[];for(Da=0;Da<Ra.length;Da++)ca==Ra[Da]&&(d=Da),fa==Ra[Da]&&(Aa=Da),Ka.push(mxUtils.trim(Ra[Da]).replace(/[^a-z0-9]+/ig,"_").replace(/^\d+/,"").replace(/_+$/,""));null==ta&&(ta="%"+Ka[0]+"%");if(null!=pa)for(var Qa=0;Qa<pa.length;Qa++)null==L[pa[Qa].to]&&(L[pa[Qa].to]={});ca=[];for(Da=Ia+1;Da<g.length;Da++){var Ta=this.editor.csvToArray(g[Da].replace(/\r$/,""));if(null==Ta){var Za=40<g[Da].length?g[Da].substring(0,40)+"...":g[Da]; +throw Error(Za+" ("+Da+"):\n"+mxResources.get("containsValidationErrors"));}0<Ta.length&&ca.push(Ta)}C.model.beginUpdate();try{for(Da=0;Da<ca.length;Da++){Ta=ca[Da];var Pa=null,y=null!=d?J+Ta[d]:null;g=!1;null!=y&&(Pa=C.model.getCell(y),g=null==Pa||0<=mxUtils.indexOf(x,Pa));var M=new mxCell(ta,new mxGeometry(ia,ba,0,0),V||"whiteSpace=wrap;html=1;");M.collapsed=da;M.vertex=!0;M.id=y;null==Pa||g||C.model.setCollapsed(Pa,da);for(var N=0;N<Ta.length;N++)C.setAttributeForCell(M,Ka[N],Ta[N]),null==Pa|| +g||C.setAttributeForCell(Pa,Ka[N],Ta[N]);if(null!=O&&null!=oa){var S=oa[M.getAttribute(O)];null!=S&&(C.labelChanged(M,S),null==Pa||g||C.cellLabelChanged(Pa,S))}if(null!=Y&&null!=U){var X=U[M.getAttribute(Y)];null!=X&&(M.style=X)}C.setAttributeForCell(M,"placeholders","1");M.style=C.replacePlaceholders(M,M.style,G);null==Pa||g?C.fireEvent(new mxEventObject("cellsInserted","cells",[M])):(C.model.setStyle(Pa,M.style),0>mxUtils.indexOf(u,Pa)&&u.push(Pa),C.fireEvent(new mxEventObject("cellsInserted","cells", +[Pa])));g=null!=Pa;Pa=M;if(!g)for(Qa=0;Qa<pa.length;Qa++)L[pa[Qa].to][Pa.getAttribute(pa[Qa].to)]=Pa;null!=za&&"link"!=za&&(C.setLinkForCell(Pa,Pa.getAttribute(za)),C.setAttributeForCell(Pa,za,null));var ha=this.editor.graph.getPreferredSizeForCell(Pa);fa=null!=Aa?C.model.getCell(J+Ta[Aa]):null;if(Pa.vertex){Za=null!=fa?0:ia;Ia=null!=fa?0:ra;null!=ja&&null!=Pa.getAttribute(ja)&&(Pa.geometry.x=Za+parseFloat(Pa.getAttribute(ja)));null!=ka&&null!=Pa.getAttribute(ka)&&(Pa.geometry.y=Ia+parseFloat(Pa.getAttribute(ka))); +var la="@"==Z.charAt(0)?Pa.getAttribute(Z.substring(1)):null;Pa.geometry.width=null!=la&&"auto"!=la?parseFloat(Pa.getAttribute(Z.substring(1))):"auto"==Z||"auto"==la?ha.width+W:parseFloat(Z);var xa="@"==P.charAt(0)?Pa.getAttribute(P.substring(1)):null;Pa.geometry.height=null!=xa&&"auto"!=xa?parseFloat(xa):"auto"==P||"auto"==xa?ha.height+W:parseFloat(P);ba+=Pa.geometry.height+F}g?(null==H[y]&&(H[y]=[]),H[y].push(Pa)):(x.push(Pa),null!=fa?(fa.style=C.replacePlaceholders(fa,aa,G),C.addCell(Pa,fa),z.push(fa)): +u.push(C.addCell(Pa)))}for(Da=0;Da<z.length;Da++)la="@"==Z.charAt(0)?z[Da].getAttribute(Z.substring(1)):null,xa="@"==P.charAt(0)?z[Da].getAttribute(P.substring(1)):null,"auto"!=Z&&"auto"!=la||"auto"!=P&&"auto"!=xa||C.updateGroupBounds([z[Da]],W,!0);var sa=u.slice(),ya=u.slice();for(Qa=0;Qa<pa.length;Qa++){var Fa=pa[Qa];for(Da=0;Da<x.length;Da++){Pa=x[Da];var wa=mxUtils.bind(this,function(fb,pb,lb){var $a=pb.getAttribute(lb.from);if(null!=$a&&""!=$a){$a=$a.split(",");for(var ab=0;ab<$a.length;ab++){var ib= +L[lb.to][$a[ab]];if(null==ib&&null!=qa){ib=new mxCell($a[ab],new mxGeometry(ia,ra,0,0),qa);ib.style=C.replacePlaceholders(pb,ib.style,G);var gb=this.editor.graph.getPreferredSizeForCell(ib);ib.geometry.width=gb.width+W;ib.geometry.height=gb.height+W;L[lb.to][$a[ab]]=ib;ib.vertex=!0;ib.id=$a[ab];u.push(C.addCell(ib))}if(null!=ib){gb=lb.label;null!=lb.fromlabel&&(gb=(pb.getAttribute(lb.fromlabel)||"")+(gb||""));null!=lb.sourcelabel&&(gb=C.replacePlaceholders(pb,lb.sourcelabel,G)+(gb||""));null!=lb.tolabel&& +(gb=(gb||"")+(ib.getAttribute(lb.tolabel)||""));null!=lb.targetlabel&&(gb=(gb||"")+C.replacePlaceholders(ib,lb.targetlabel,G));var qb="target"==lb.placeholders==!lb.invert?ib:fb;qb=null!=lb.style?C.replacePlaceholders(qb,lb.style,G):C.createCurrentEdgeStyle();gb=C.insertEdge(null,null,gb||"",lb.invert?ib:fb,lb.invert?fb:ib,qb);if(null!=lb.labels)for(qb=0;qb<lb.labels.length;qb++){var nb=lb.labels[qb],mb=new mxCell(nb.label||qb,new mxGeometry(null!=nb.x?nb.x:0,null!=nb.y?nb.y:0,0,0),"resizable=0;html=1;"); +mb.vertex=!0;mb.connectable=!1;mb.geometry.relative=!0;null!=nb.placeholders&&(mb.value=C.replacePlaceholders("target"==nb.placeholders==!lb.invert?ib:fb,mb.value,G));if(null!=nb.dx||null!=nb.dy)mb.geometry.offset=new mxPoint(null!=nb.dx?nb.dx:0,null!=nb.dy?nb.dy:0);gb.insert(mb)}ya.push(gb);mxUtils.remove(lb.invert?fb:ib,sa)}}}});wa(Pa,Pa,Fa);if(null!=H[Pa.id])for(N=0;N<H[Pa.id].length;N++)wa(Pa,H[Pa.id][N],Fa)}}if(null!=Ba)for(Da=0;Da<x.length;Da++)for(Pa=x[Da],N=0;N<Ba.length;N++)C.setAttributeForCell(Pa, +mxUtils.trim(Ba[N]),null);if(0<u.length){var ua=new mxParallelEdgeLayout(C);ua.spacing=q;ua.checkOverlap=!0;var La=function(){0<ua.spacing&&ua.execute(C.getDefaultParent());for(var fb=0;fb<u.length;fb++){var pb=C.getCellGeometry(u[fb]);pb.x=Math.round(C.snap(pb.x));pb.y=Math.round(C.snap(pb.y));"auto"==Z&&(pb.width=Math.round(C.snap(pb.width)));"auto"==P&&(pb.height=Math.round(C.snap(pb.height)))}};if("["==ma.charAt(0)){var Oa=T;C.view.validate();this.executeLayouts(C.createLayouts(JSON.parse(ma)), +function(){La();Oa()});T=null}else if("circle"==ma){var Ca=new mxCircleLayout(C);Ca.disableEdgeStyle=!1;Ca.resetEdges=!1;var Ma=Ca.isVertexIgnored;Ca.isVertexIgnored=function(fb){return Ma.apply(this,arguments)||0>mxUtils.indexOf(u,fb)};this.executeLayout(function(){Ca.execute(C.getDefaultParent());La()},!0,T);T=null}else if("horizontaltree"==ma||"verticaltree"==ma||"auto"==ma&&ya.length==2*u.length-1&&1==sa.length){C.view.validate();var Ga=new mxCompactTreeLayout(C,"horizontaltree"==ma);Ga.levelDistance= +F;Ga.edgeRouting=!1;Ga.resetEdges=!1;this.executeLayout(function(){Ga.execute(C.getDefaultParent(),0<sa.length?sa[0]:null)},!0,T);T=null}else if("horizontalflow"==ma||"verticalflow"==ma||"auto"==ma&&1==sa.length){C.view.validate();var Ya=new mxHierarchicalLayout(C,"horizontalflow"==ma?mxConstants.DIRECTION_WEST:mxConstants.DIRECTION_NORTH);Ya.intraCellSpacing=F;Ya.parallelEdgeSpacing=q;Ya.interRankCellSpacing=R;Ya.disableEdgeStyle=!1;this.executeLayout(function(){Ya.execute(C.getDefaultParent(),ya); +C.moveCells(ya,ia,ra)},!0,T);T=null}else if("orgchart"==ma){C.view.validate();var db=new mxOrgChartLayout(C,2,R,F),eb=db.isVertexIgnored;db.isVertexIgnored=function(fb){return eb.apply(this,arguments)||0>mxUtils.indexOf(u,fb)};this.executeLayout(function(){db.execute(C.getDefaultParent());La()},!0,T);T=null}else if("organic"==ma||"auto"==ma&&ya.length>u.length){C.view.validate();var cb=new mxFastOrganicLayout(C);cb.forceConstant=3*F;cb.disableEdgeStyle=!1;cb.resetEdges=!1;var ub=cb.isVertexIgnored; +cb.isVertexIgnored=function(fb){return ub.apply(this,arguments)||0>mxUtils.indexOf(u,fb)};this.executeLayout(function(){cb.execute(C.getDefaultParent());La()},!0,T);T=null}}this.hideDialog()}finally{C.model.endUpdate()}null!=T&&T()}}catch(fb){this.handleError(fb)}};EditorUi.prototype.getSearch=function(d){var f="";if("1"!=urlParams.offline&&"1"!=urlParams.demo&&null!=d&&0<window.location.search.length){var g="?",x;for(x in urlParams)0>mxUtils.indexOf(d,x)&&null!=urlParams[x]&&(f+=g+x+"="+urlParams[x], +g="&")}else f=window.location.search;return f};EditorUi.prototype.getUrl=function(d){d=null!=d?d:window.location.pathname;var f=0<d.indexOf("?")?1:0;if("1"==urlParams.offline)d+=window.location.search;else{var g="tmp libs clibs state fileId code share notitle data url embed client create title splash".split(" "),x;for(x in urlParams)0>mxUtils.indexOf(g,x)&&(d=0==f?d+"?":d+"&",null!=urlParams[x]&&(d+=x+"="+urlParams[x],f++))}return d};EditorUi.prototype.showLinkDialog=function(d,f,g,x,z){d=new LinkDialog(this, +d,f,g,!0,x,z);this.showDialog(d.container,560,130,!0,!0);d.init()};EditorUi.prototype.getServiceCount=function(d){var f=1;null==this.drive&&"function"!==typeof window.DriveClient||f++;null==this.dropbox&&"function"!==typeof window.DropboxClient||f++;null==this.oneDrive&&"function"!==typeof window.OneDriveClient||f++;null!=this.gitHub&&f++;null!=this.gitLab&&f++;d&&isLocalStorage&&"1"==urlParams.browser&&f++;return f};EditorUi.prototype.updateUi=function(){this.updateButtonContainer();this.updateActionStates(); +var d=this.getCurrentFile(),f=null!=d||"1"==urlParams.embed&&this.editor.graph.isEnabled();this.menus.get("viewPanels").setEnabled(f);this.menus.get("viewZoom").setEnabled(f);var g=("1"!=urlParams.embed||!this.editor.graph.isEnabled())&&(null==d||d.isRestricted());this.actions.get("makeCopy").setEnabled(!g);this.actions.get("print").setEnabled(!g);this.menus.get("exportAs").setEnabled(!g);this.menus.get("embed").setEnabled(!g);g="1"!=urlParams.embed||this.editor.graph.isEnabled();this.menus.get("extras").setEnabled(g); +Editor.enableCustomLibraries&&(this.menus.get("openLibraryFrom").setEnabled(g),this.menus.get("newLibrary").setEnabled(g));d="1"==urlParams.embed&&this.editor.graph.isEnabled()||null!=d&&d.isEditable();this.actions.get("image").setEnabled(f);this.actions.get("zoomIn").setEnabled(f);this.actions.get("zoomOut").setEnabled(f);this.actions.get("resetView").setEnabled(f);this.actions.get("undo").setEnabled(this.canUndo()&&d);this.actions.get("redo").setEnabled(this.canRedo()&&d);this.menus.get("edit").setEnabled(f); +this.menus.get("view").setEnabled(f);this.menus.get("importFrom").setEnabled(d);this.menus.get("arrange").setEnabled(d);null!=this.toolbar&&(null!=this.toolbar.edgeShapeMenu&&this.toolbar.edgeShapeMenu.setEnabled(d),null!=this.toolbar.edgeStyleMenu&&this.toolbar.edgeStyleMenu.setEnabled(d));this.updateUserElement()};EditorUi.prototype.updateButtonContainer=function(){};EditorUi.prototype.updateUserElement=function(){};EditorUi.prototype.scheduleSanityCheck=function(){};EditorUi.prototype.stopSanityCheck= +function(){};EditorUi.prototype.isDiagramActive=function(){var d=this.getCurrentFile();return null!=d&&d.isEditable()||"1"==urlParams.embed&&this.editor.graph.isEnabled()};var E=EditorUi.prototype.createSidebar;EditorUi.prototype.createSidebar=function(d){var f=E.apply(this,arguments);this.addListener("darkModeChanged",mxUtils.bind(this,function(){f.refresh()}));this.addListener("sketchModeChanged",mxUtils.bind(this,function(){f.refresh()}));return f};var K=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates= +function(){K.apply(this,arguments);var d=this.editor.graph,f=this.getCurrentFile(),g=this.getSelectionState(),x=this.isDiagramActive();this.actions.get("pageSetup").setEnabled(x);this.actions.get("autosave").setEnabled(null!=f&&f.isEditable()&&f.isAutosaveOptional());this.actions.get("guides").setEnabled(x);this.actions.get("editData").setEnabled(d.isEnabled());this.actions.get("shadowVisible").setEnabled(x);this.actions.get("connectionArrows").setEnabled(x);this.actions.get("connectionPoints").setEnabled(x); +this.actions.get("copyStyle").setEnabled(x&&!d.isSelectionEmpty());this.actions.get("pasteStyle").setEnabled(x&&0<g.cells.length);this.actions.get("editGeometry").setEnabled(0<g.vertices.length);this.actions.get("createShape").setEnabled(x);this.actions.get("createRevision").setEnabled(x);this.actions.get("moveToFolder").setEnabled(null!=f);this.actions.get("makeCopy").setEnabled(null!=f&&!f.isRestricted());this.actions.get("editDiagram").setEnabled(x&&(null==f||!f.isRestricted()));this.actions.get("publishLink").setEnabled(null!= +f&&!f.isRestricted());this.actions.get("tags").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("layers").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("outline").setEnabled("hidden"!=this.diagramContainer.style.visibility);this.actions.get("rename").setEnabled(null!=f&&f.isRenamable()||"1"==urlParams.embed);this.actions.get("close").setEnabled(null!=f);this.menus.get("publish").setEnabled(null!=f&&!f.isRestricted());f=this.actions.get("findReplace"); +f.setEnabled("hidden"!=this.diagramContainer.style.visibility);f.label=mxResources.get("find")+(d.isEnabled()?"/"+mxResources.get("replace"):"")+"...";d=d.view.getState(d.getSelectionCell());this.actions.get("editShape").setEnabled(x&&null!=d&&null!=d.shape&&null!=d.shape.stencil)};var Q=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.exportDialog&&(this.exportDialog.parentNode.removeChild(this.exportDialog),this.exportDialog=null);Q.apply(this,arguments)};null!=window.ExportDialog&& +(ExportDialog.showXmlOption=!1,ExportDialog.showGifOption=!1,ExportDialog.exportFile=function(d,f,g,x,z,u,H,L){var C=d.editor.graph;if("xml"==g)d.hideDialog(),d.saveData(f,"xml",mxUtils.getXml(d.editor.getGraphXml()),"text/xml");else if("svg"==g)d.hideDialog(),d.saveData(f,"svg",mxUtils.getXml(C.getSvg(x,z,u)),"image/svg+xml");else{var G=d.getFileData(!0,null,null,null,null,!0),V=C.getGraphBounds(),U=Math.floor(V.width*z/C.view.scale),Y=Math.floor(V.height*z/C.view.scale);if(G.length<=MAX_REQUEST_SIZE&& +U*Y<MAX_AREA)if(d.hideDialog(),"png"!=g&&"jpg"!=g&&"jpeg"!=g||!d.isExportToCanvas()){var O={globalVars:C.getExportVariables()};L&&(O.grid={size:C.gridSize,steps:C.view.gridSteps,color:C.view.gridColor});d.saveRequest(f,g,function(qa,oa){return new mxXmlRequest(EXPORT_URL,"format="+g+"&base64="+(oa||"0")+(null!=qa?"&filename="+encodeURIComponent(qa):"")+"&extras="+encodeURIComponent(JSON.stringify(O))+(0<H?"&dpi="+H:"")+"&bg="+(null!=x?x:"none")+"&w="+U+"&h="+Y+"&border="+u+"&xml="+encodeURIComponent(G))})}else"png"== +g?d.exportImage(z,null==x||"none"==x,!0,!1,!1,u,!0,!1,null,L,H):d.exportImage(z,!1,!0,!1,!1,u,!0,!1,"jpeg",L);else mxUtils.alert(mxResources.get("drawingTooLarge"))}});EditorUi.prototype.getDiagramTextContent=function(){this.editor.graph.setEnabled(!1);var d=this.editor.graph,f="";if(null!=this.pages)for(var g=0;g<this.pages.length;g++){var x=d;this.currentPage!=this.pages[g]&&(x=this.createTemporaryGraph(d.getStylesheet()),this.updatePageRoot(this.pages[g]),x.model.setRoot(this.pages[g].root));f+= +this.pages[g].getName()+" "+x.getIndexableText()+" "}else f=d.getIndexableText();this.editor.graph.setEnabled(!0);return f};EditorUi.prototype.showRemotelyStoredLibrary=function(d){var f={},g=document.createElement("div");g.style.whiteSpace="nowrap";var x=document.createElement("h3");mxUtils.write(x,mxUtils.htmlEntities(d));x.style.cssText="width:100%;text-align:center;margin-top:0px;margin-bottom:12px";g.appendChild(x);var z=document.createElement("div");z.style.cssText="border:1px solid lightGray;overflow: auto;height:300px"; +z.innerHTML='<div style="text-align:center;padding:8px;"><img src="'+IMAGE_PATH+'/spin.gif"></div>';var u={};try{var H=mxSettings.getCustomLibraries();for(d=0;d<H.length;d++){var L=H[d];if("R"==L.substring(0,1)){var C=JSON.parse(decodeURIComponent(L.substring(1)));u[C[0]]={id:C[0],title:C[1],downloadUrl:C[2]}}}}catch(G){}this.remoteInvoke("getCustomLibraries",null,null,function(G){z.innerText="";if(0==G.length)z.innerHTML='<div style="text-align:center;padding-top:20px;color:gray;">'+mxUtils.htmlEntities(mxResources.get("noLibraries"))+ +"</div>";else for(var V=0;V<G.length;V++){var U=G[V];u[U.id]&&(f[U.id]=U);var Y=this.addCheckbox(z,U.title,u[U.id]);(function(O,qa){mxEvent.addListener(qa,"change",function(){this.checked?f[O.id]=O:delete f[O.id]})})(U,Y)}},mxUtils.bind(this,function(G){z.innerText="";var V=document.createElement("div");V.style.padding="8px";V.style.textAlign="center";mxUtils.write(V,mxResources.get("error")+": ");mxUtils.write(V,null!=G&&null!=G.message?G.message:mxResources.get("unknownError"));z.appendChild(V)})); +g.appendChild(z);g=new CustomDialog(this,g,mxUtils.bind(this,function(){this.spinner.spin(document.body,mxResources.get("loading"));var G=0,V;for(V in f)null==u[V]&&(G++,mxUtils.bind(this,function(U){this.remoteInvoke("getFileContent",[U.downloadUrl],null,mxUtils.bind(this,function(Y){G--;0==G&&this.spinner.stop();try{this.loadLibrary(new RemoteLibrary(this,Y,U))}catch(O){this.handleError(O,mxResources.get("errorLoadingFile"))}}),mxUtils.bind(this,function(){G--;0==G&&this.spinner.stop();this.handleError(null, +mxResources.get("errorLoadingFile"))}))})(f[V]));for(V in u)f[V]||this.closeLibrary(new RemoteLibrary(this,null,u[V]));0==G&&this.spinner.stop()}),null,null,"https://www.diagrams.net/doc/faq/custom-libraries-confluence-cloud");this.showDialog(g.container,340,390,!0,!0,null,null,null,null,!0)};EditorUi.prototype.remoteInvokableFns={getDiagramTextContent:{isAsync:!1},getLocalStorageFile:{isAsync:!1,allowedDomains:["app.diagrams.net"]},getLocalStorageFileNames:{isAsync:!1,allowedDomains:["app.diagrams.net"]}, +setMigratedFlag:{isAsync:!1,allowedDomains:["app.diagrams.net"]}};EditorUi.prototype.remoteInvokeCallbacks=[];EditorUi.prototype.remoteInvokeQueue=[];EditorUi.prototype.handleRemoteInvokeReady=function(d){this.remoteWin=d;for(var f=0;f<this.remoteInvokeQueue.length;f++)d.postMessage(this.remoteInvokeQueue[f],"*");this.remoteInvokeQueue=[]};EditorUi.prototype.handleRemoteInvokeResponse=function(d){var f=d.msgMarkers,g=this.remoteInvokeCallbacks[f.callbackId];if(null==g)throw Error("No callback for "+ +(null!=f?f.callbackId:"null"));d.error?g.error&&g.error(d.error.errResp):g.callback&&g.callback.apply(this,d.resp);this.remoteInvokeCallbacks[f.callbackId]=null};EditorUi.prototype.remoteInvoke=function(d,f,g,x,z){var u=!0,H=window.setTimeout(mxUtils.bind(this,function(){u=!1;z({code:App.ERROR_TIMEOUT,message:mxResources.get("timeout")})}),this.timeout),L=mxUtils.bind(this,function(){window.clearTimeout(H);u&&x.apply(this,arguments)}),C=mxUtils.bind(this,function(){window.clearTimeout(H);u&&z.apply(this, +arguments)});g=g||{};g.callbackId=this.remoteInvokeCallbacks.length;this.remoteInvokeCallbacks.push({callback:L,error:C});d=JSON.stringify({event:"remoteInvoke",funtionName:d,functionArgs:f,msgMarkers:g});null!=this.remoteWin?this.remoteWin.postMessage(d,"*"):this.remoteInvokeQueue.push(d)};EditorUi.prototype.handleRemoteInvoke=function(d,f){var g=mxUtils.bind(this,function(G,V){var U={event:"remoteInvokeResponse",msgMarkers:d.msgMarkers};null!=V?U.error={errResp:V}:null!=G&&(U.resp=G);this.remoteWin.postMessage(JSON.stringify(U), +"*")});try{var x=d.funtionName,z=this.remoteInvokableFns[x];if(null!=z&&"function"===typeof this[x]){if(z.allowedDomains){for(var u=!1,H=0;H<z.allowedDomains.length;H++)if(f=="https://"+z.allowedDomains[H]){u=!0;break}if(!u){g(null,"Invalid Call: "+x+" is not allowed.");return}}var L=d.functionArgs;Array.isArray(L)||(L=[]);if(z.isAsync)L.push(function(){g(Array.prototype.slice.apply(arguments))}),L.push(function(G){g(null,G||"Unkown Error")}),this[x].apply(this,L);else{var C=this[x].apply(this,L); +g([C])}}else g(null,"Invalid Call: "+x+" is not found.")}catch(G){g(null,"Invalid Call: An error occurred, "+G.message)}};EditorUi.prototype.openDatabase=function(d,f){if(null==this.database){var g=window.indexedDB||window.mozIndexedDB||window.webkitIndexedDB;if(null!=g)try{var x=g.open("database",2);x.onupgradeneeded=function(z){try{var u=x.result;1>z.oldVersion&&u.createObjectStore("objects",{keyPath:"key"});2>z.oldVersion&&(u.createObjectStore("files",{keyPath:"title"}),u.createObjectStore("filesInfo", +{keyPath:"title"}),EditorUi.migrateStorageFiles=isLocalStorage)}catch(H){null!=f&&f(H)}};x.onsuccess=mxUtils.bind(this,function(z){var u=x.result;this.database=u;EditorUi.migrateStorageFiles&&(StorageFile.migrate(u),EditorUi.migrateStorageFiles=!1);"app.diagrams.net"!=location.host||this.drawioMigrationStarted||(this.drawioMigrationStarted=!0,this.getDatabaseItem(".drawioMigrated3",mxUtils.bind(this,function(H){if(!H||"1"==urlParams.forceMigration){var L=document.createElement("iframe");L.style.display= +"none";L.setAttribute("src","https://www.draw.io?embed=1&proto=json&forceMigration="+urlParams.forceMigration);document.body.appendChild(L);var C=!0,G=!1,V,U=0,Y=mxUtils.bind(this,function(){G=!0;this.setDatabaseItem(".drawioMigrated3",!0);L.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"setMigratedFlag"}),"*")}),O=mxUtils.bind(this,function(){U++;qa()}),qa=mxUtils.bind(this,function(){try{if(U>=V.length)Y();else{var aa=V[U];StorageFile.getFileContent(this,aa,mxUtils.bind(this, +function(ca){null==ca||".scratchpad"==aa&&ca==this.emptyLibraryXml?L.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFile",functionArgs:[aa]}),"*"):O()}),O)}}catch(ca){console.log(ca)}}),oa=mxUtils.bind(this,function(aa){try{this.setDatabaseItem(null,[{title:aa.title,size:aa.data.length,lastModified:Date.now(),type:aa.isLib?"L":"F"},{title:aa.title,data:aa.data}],O,O,["filesInfo","files"])}catch(ca){console.log(ca)}});H=mxUtils.bind(this,function(aa){try{if(aa.source== +L.contentWindow){var ca={};try{ca=JSON.parse(aa.data)}catch(fa){}"init"==ca.event?(L.contentWindow.postMessage(JSON.stringify({action:"remoteInvokeReady"}),"*"),L.contentWindow.postMessage(JSON.stringify({action:"remoteInvoke",funtionName:"getLocalStorageFileNames"}),"*")):"remoteInvokeResponse"!=ca.event||G||(C?null!=ca.resp&&0<ca.resp.length&&null!=ca.resp[0]?(V=ca.resp[0],C=!1,qa()):Y():null!=ca.resp&&0<ca.resp.length&&null!=ca.resp[0]?oa(ca.resp[0]):O())}}catch(fa){console.log(fa)}});window.addEventListener("message", +H)}})));d(u);u.onversionchange=function(){u.close()}});x.onerror=f;x.onblocked=function(){}}catch(z){null!=f&&f(z)}else null!=f&&f()}else d(this.database)};EditorUi.prototype.setDatabaseItem=function(d,f,g,x,z){this.openDatabase(mxUtils.bind(this,function(u){try{z=z||"objects";Array.isArray(z)||(z=[z],d=[d],f=[f]);var H=u.transaction(z,"readwrite");H.oncomplete=g;H.onerror=x;for(u=0;u<z.length;u++)H.objectStore(z[u]).put(null!=d&&null!=d[u]?{key:d[u],data:f[u]}:f[u])}catch(L){null!=x&&x(L)}}),x)}; +EditorUi.prototype.removeDatabaseItem=function(d,f,g,x){this.openDatabase(mxUtils.bind(this,function(z){x=x||"objects";Array.isArray(x)||(x=[x],d=[d]);z=z.transaction(x,"readwrite");z.oncomplete=f;z.onerror=g;for(var u=0;u<x.length;u++)z.objectStore(x[u]).delete(d[u])}),g)};EditorUi.prototype.getDatabaseItem=function(d,f,g,x){this.openDatabase(mxUtils.bind(this,function(z){try{x=x||"objects";var u=z.transaction([x],"readonly").objectStore(x).get(d);u.onsuccess=function(){f(u.result)};u.onerror=g}catch(H){null!= +g&&g(H)}}),g)};EditorUi.prototype.getDatabaseItems=function(d,f,g){this.openDatabase(mxUtils.bind(this,function(x){try{g=g||"objects";var z=x.transaction([g],"readonly").objectStore(g).openCursor(IDBKeyRange.lowerBound(0)),u=[];z.onsuccess=function(H){null==H.target.result?d(u):(u.push(H.target.result.value),H.target.result.continue())};z.onerror=f}catch(H){null!=f&&f(H)}}),f)};EditorUi.prototype.getDatabaseItemKeys=function(d,f,g){this.openDatabase(mxUtils.bind(this,function(x){try{g=g||"objects"; +var z=x.transaction([g],"readonly").objectStore(g).getAllKeys();z.onsuccess=function(){d(z.result)};z.onerror=f}catch(u){null!=f&&f(u)}}),f)};EditorUi.prototype.commentsSupported=function(){var d=this.getCurrentFile();return null!=d?d.commentsSupported():!1};EditorUi.prototype.commentsRefreshNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsRefreshNeeded():!0};EditorUi.prototype.commentsSaveNeeded=function(){var d=this.getCurrentFile();return null!=d?d.commentsSaveNeeded():!1}; +EditorUi.prototype.getComments=function(d,f){var g=this.getCurrentFile();null!=g?g.getComments(d,f):d([])};EditorUi.prototype.addComment=function(d,f,g){var x=this.getCurrentFile();null!=x?x.addComment(d,f,g):f(Date.now())};EditorUi.prototype.canReplyToReplies=function(){var d=this.getCurrentFile();return null!=d?d.canReplyToReplies():!0};EditorUi.prototype.canComment=function(){var d=this.getCurrentFile();return null!=d?d.canComment():!0};EditorUi.prototype.newComment=function(d,f){var g=this.getCurrentFile(); +return null!=g?g.newComment(d,f):new DrawioComment(this,null,d,Date.now(),Date.now(),!1,f)};EditorUi.prototype.isRevisionHistorySupported=function(){var d=this.getCurrentFile();return null!=d&&d.isRevisionHistorySupported()};EditorUi.prototype.getRevisions=function(d,f){var g=this.getCurrentFile();null!=g&&g.getRevisions?g.getRevisions(d,f):f({message:mxResources.get("unknownError")})};EditorUi.prototype.isRevisionHistoryEnabled=function(){var d=this.getCurrentFile();return null!=d&&(d.constructor== +DriveFile&&d.isEditable()||d.constructor==DropboxFile)};EditorUi.prototype.getServiceName=function(){return"draw.io"};EditorUi.prototype.addRemoteServiceSecurityCheck=function(d){d.setRequestHeader("Content-Language","da, mi, en, de-DE")};EditorUi.prototype.loadUrl=function(d,f,g,x,z,u,H,L){EditorUi.logEvent("SHOULD NOT BE CALLED: loadUrl");return this.editor.loadUrl(d,f,g,x,z,u,H,L)};EditorUi.prototype.loadFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: loadFonts");return this.editor.loadFonts(d)}; +EditorUi.prototype.createSvgDataUri=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: createSvgDataUri");return Editor.createSvgDataUri(d)};EditorUi.prototype.embedCssFonts=function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: embedCssFonts");return this.editor.embedCssFonts(d,f)};EditorUi.prototype.embedExtFonts=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: embedExtFonts");return this.editor.embedExtFonts(d)};EditorUi.prototype.exportToCanvas=function(d,f,g,x,z,u,H,L,C,G,V,U,Y,O,qa,oa){EditorUi.logEvent("SHOULD NOT BE CALLED: exportToCanvas"); +return this.editor.exportToCanvas(d,f,g,x,z,u,H,L,C,G,V,U,Y,O,qa,oa)};EditorUi.prototype.createImageUrlConverter=function(){EditorUi.logEvent("SHOULD NOT BE CALLED: createImageUrlConverter");return this.editor.createImageUrlConverter()};EditorUi.prototype.convertImages=function(d,f,g,x){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImages");return this.editor.convertImages(d,f,g,x)};EditorUi.prototype.convertImageToDataUri=function(d,f){EditorUi.logEvent("SHOULD NOT BE CALLED: convertImageToDataUri"); +return this.editor.convertImageToDataUri(d,f)};EditorUi.prototype.base64Encode=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: base64Encode");return Editor.base64Encode(d)};EditorUi.prototype.updateCRC=function(d,f,g,x){EditorUi.logEvent("SHOULD NOT BE CALLED: updateCRC");return Editor.updateCRC(d,f,g,x)};EditorUi.prototype.crc32=function(d){EditorUi.logEvent("SHOULD NOT BE CALLED: crc32");return Editor.crc32(d)};EditorUi.prototype.writeGraphModelToPng=function(d,f,g,x,z){EditorUi.logEvent("SHOULD NOT BE CALLED: writeGraphModelToPng"); +return Editor.writeGraphModelToPng(d,f,g,x,z)};EditorUi.prototype.getLocalStorageFileNames=function(){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;for(var d=[],f=0;f<localStorage.length;f++){var g=localStorage.key(f),x=localStorage.getItem(g);if(0<g.length&&(".scratchpad"==g||"."!=g.charAt(0))&&0<x.length){var z="<mxfile "===x.substring(0,8)||"<?xml"===x.substring(0,5)||"\x3c!--[if IE]>"===x.substring(0,12);x="<mxlibrary>"===x.substring(0,11);(z|| +x)&&d.push(g)}}return d};EditorUi.prototype.getLocalStorageFile=function(d){if("1"==localStorage.getItem(".localStorageMigrated")&&"1"!=urlParams.forceMigration)return null;var f=localStorage.getItem(d);return{title:d,data:f,isLib:"<mxlibrary>"===f.substring(0,11)}};EditorUi.prototype.setMigratedFlag=function(){localStorage.setItem(".localStorageMigrated","1")}})(); +var CommentsWindow=function(b,e,k,m,D,p){function E(){for(var aa=G.getElementsByTagName("div"),ca=0,fa=0;fa<aa.length;fa++)"none"!=aa[fa].style.display&&aa[fa].parentNode==G&&ca++;V.style.display=0==ca?"block":"none"}function K(aa,ca,fa,J){function Z(){ca.removeChild(ja);ca.removeChild(ka);da.style.display="block";P.style.display="block"}H={div:ca,comment:aa,saveCallback:fa,deleteOnCancel:J};var P=ca.querySelector(".geCommentTxt"),da=ca.querySelector(".geCommentActionsList"),ja=document.createElement("textarea"); +ja.className="geCommentEditTxtArea";ja.style.minHeight=P.offsetHeight+"px";ja.value=aa.content;ca.insertBefore(ja,P);var ka=document.createElement("div");ka.className="geCommentEditBtns";var q=mxUtils.button(mxResources.get("cancel"),function(){J?(ca.parentNode.removeChild(ca),E()):Z();H=null});q.className="geCommentEditBtn";ka.appendChild(q);var F=mxUtils.button(mxResources.get("save"),function(){P.innerText="";aa.content=ja.value;mxUtils.write(P,aa.content);Z();fa(aa);H=null});mxEvent.addListener(ja, +"keydown",mxUtils.bind(this,function(R){mxEvent.isConsumed(R)||((mxEvent.isControlDown(R)||mxClient.IS_MAC&&mxEvent.isMetaDown(R))&&13==R.keyCode?(F.click(),mxEvent.consume(R)):27==R.keyCode&&(q.click(),mxEvent.consume(R)))}));F.focus();F.className="geCommentEditBtn gePrimaryBtn";ka.appendChild(F);ca.insertBefore(ka,P);da.style.display="none";P.style.display="none";ja.focus()}function Q(aa,ca){ca.innerText="";aa=new Date(aa.modifiedDate);var fa=b.timeSince(aa);null==fa&&(fa=mxResources.get("lessThanAMinute")); +mxUtils.write(ca,mxResources.get("timeAgo",[fa],"{1} ago"));ca.setAttribute("title",aa.toLocaleDateString()+" "+aa.toLocaleTimeString())}function d(aa){var ca=document.createElement("img");ca.className="geCommentBusyImg";ca.src=IMAGE_PATH+"/spin.gif";aa.appendChild(ca);aa.busyImg=ca}function f(aa){aa.style.border="1px solid red";aa.removeChild(aa.busyImg)}function g(aa){aa.style.border="";aa.removeChild(aa.busyImg)}function x(aa,ca,fa,J,Z){function P(T,ba,ia){var ra=document.createElement("li");ra.className= +"geCommentAction";var ta=document.createElement("a");ta.className="geCommentActionLnk";mxUtils.write(ta,T);ra.appendChild(ta);mxEvent.addListener(ta,"click",function(ma){ba(ma,aa);ma.preventDefault();mxEvent.consume(ma)});W.appendChild(ra);ia&&(ra.style.display="none")}function da(){function T(ra){ba.push(ia);if(null!=ra.replies)for(var ta=0;ta<ra.replies.length;ta++)ia=ia.nextSibling,T(ra.replies[ta])}var ba=[],ia=ka;T(aa);return{pdiv:ia,replies:ba}}function ja(T,ba,ia,ra,ta){function ma(){d(Ia); +aa.addReply(Ba,function(Aa){Ba.id=Aa;aa.replies.push(Ba);g(Ia);ia&&ia()},function(Aa){pa();f(Ia);b.handleError(Aa,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))},ra,ta)}function pa(){K(Ba,Ia,function(Aa){ma()},!0)}var za=da().pdiv,Ba=b.newComment(T,b.getCurrentUser());Ba.pCommentId=aa.id;null==aa.replies&&(aa.replies=[]);var Ia=x(Ba,aa.replies,za,J+1);ba?pa():ma()}if(Z||!aa.isResolved){V.style.display="none";var ka=document.createElement("div");ka.className="geCommentContainer"; +ka.setAttribute("data-commentId",aa.id);ka.style.marginLeft=20*J+5+"px";aa.isResolved&&!Editor.isDarkMode()&&(ka.style.backgroundColor="ghostWhite");var q=document.createElement("div");q.className="geCommentHeader";var F=document.createElement("img");F.className="geCommentUserImg";F.src=aa.user.pictureUrl||Editor.userImage;q.appendChild(F);F=document.createElement("div");F.className="geCommentHeaderTxt";q.appendChild(F);var R=document.createElement("div");R.className="geCommentUsername";mxUtils.write(R, +aa.user.displayName||"");F.appendChild(R);R=document.createElement("div");R.className="geCommentDate";R.setAttribute("data-commentId",aa.id);Q(aa,R);F.appendChild(R);ka.appendChild(q);q=document.createElement("div");q.className="geCommentTxt";mxUtils.write(q,aa.content||"");ka.appendChild(q);aa.isLocked&&(ka.style.opacity="0.5");q=document.createElement("div");q.className="geCommentActions";var W=document.createElement("ul");W.className="geCommentActionsList";q.appendChild(W);z||aa.isLocked||0!=J&& +!u||P(mxResources.get("reply"),function(){ja("",!0)},aa.isResolved);F=b.getCurrentUser();null==F||F.id!=aa.user.id||z||aa.isLocked||(P(mxResources.get("edit"),function(){function T(){K(aa,ka,function(){d(ka);aa.editComment(aa.content,function(){g(ka)},function(ba){f(ka);T();b.handleError(ba,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}T()},aa.isResolved),P(mxResources.get("delete"),function(){b.confirm(mxResources.get("areYouSure"),function(){d(ka);aa.deleteComment(function(T){if(!0=== +T){T=ka.querySelector(".geCommentTxt");T.innerText="";mxUtils.write(T,mxResources.get("msgDeleted"));var ba=ka.querySelectorAll(".geCommentAction");for(T=0;T<ba.length;T++)ba[T].parentNode.removeChild(ba[T]);g(ka);ka.style.opacity="0.5"}else{ba=da(aa).replies;for(T=0;T<ba.length;T++)G.removeChild(ba[T]);for(T=0;T<ca.length;T++)if(ca[T]==aa){ca.splice(T,1);break}V.style.display=0==G.getElementsByTagName("div").length?"block":"none"}},function(T){f(ka);b.handleError(T,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})})}, +aa.isResolved));z||aa.isLocked||0!=J||P(aa.isResolved?mxResources.get("reopen"):mxResources.get("resolve"),function(T){function ba(){var ia=T.target;ia.innerText="";aa.isResolved=!aa.isResolved;mxUtils.write(ia,aa.isResolved?mxResources.get("reopen"):mxResources.get("resolve"));for(var ra=aa.isResolved?"none":"",ta=da(aa).replies,ma=Editor.isDarkMode()?"transparent":aa.isResolved?"ghostWhite":"white",pa=0;pa<ta.length;pa++){ta[pa].style.backgroundColor=ma;for(var za=ta[pa].querySelectorAll(".geCommentAction"), +Ba=0;Ba<za.length;Ba++)za[Ba]!=ia.parentNode&&(za[Ba].style.display=ra);O||(ta[pa].style.display="none")}E()}aa.isResolved?ja(mxResources.get("reOpened")+": ",!0,ba,!1,!0):ja(mxResources.get("markedAsResolved"),!1,ba,!0)});ka.appendChild(q);null!=fa?G.insertBefore(ka,fa.nextSibling):G.appendChild(ka);for(fa=0;null!=aa.replies&&fa<aa.replies.length;fa++)q=aa.replies[fa],q.isResolved=aa.isResolved,x(q,aa.replies,null,J+1,Z);null!=H&&(H.comment.id==aa.id?(Z=aa.content,aa.content=H.comment.content,K(aa, +ka,H.saveCallback,H.deleteOnCancel),aa.content=Z):null==H.comment.id&&H.comment.pCommentId==aa.id&&(G.appendChild(H.div),K(H.comment,H.div,H.saveCallback,H.deleteOnCancel)));return ka}}var z=!b.canComment(),u=b.canReplyToReplies(),H=null,L=document.createElement("div");L.className="geCommentsWin";L.style.background=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";var C=EditorUi.compactUi?"26px":"30px",G=document.createElement("div");G.className="geCommentsList";G.style.backgroundColor=Editor.isDarkMode()? +Dialog.backdropColor:"whiteSmoke";G.style.bottom=parseInt(C)+7+"px";L.appendChild(G);var V=document.createElement("span");V.style.cssText="display:none;padding-top:10px;text-align:center;";mxUtils.write(V,mxResources.get("noCommentsFound"));var U=document.createElement("div");U.className="geToolbarContainer geCommentsToolbar";U.style.height=C;U.style.padding=EditorUi.compactUi?"4px 0px 3px 0px":"1px";U.style.backgroundColor=Editor.isDarkMode()?Dialog.backdropColor:"whiteSmoke";C=document.createElement("a"); +C.className="geButton";if(!z){var Y=C.cloneNode();Y.innerHTML='<div class="geSprite geSprite-plus" style="display:inline-block;"></div>';Y.setAttribute("title",mxResources.get("create")+"...");mxEvent.addListener(Y,"click",function(aa){function ca(){K(fa,J,function(Z){d(J);b.addComment(Z,function(P){Z.id=P;qa.push(Z);g(J)},function(P){f(J);ca();b.handleError(P,null,null,null,mxUtils.htmlEntities(mxResources.get("objectNotFound")))})},!0)}var fa=b.newComment("",b.getCurrentUser()),J=x(fa,qa,null,0); +ca();aa.preventDefault();mxEvent.consume(aa)});U.appendChild(Y)}Y=C.cloneNode();Y.innerHTML='<img src="'+IMAGE_PATH+'/check.png" style="width: 16px; padding: 2px;">';Y.setAttribute("title",mxResources.get("showResolved"));Y.className="geAdaptiveAsset";var O=!1;mxEvent.addListener(Y,"click",function(aa){this.className=(O=!O)?"geButton geCheckedBtn":"geButton";oa();aa.preventDefault();mxEvent.consume(aa)});U.appendChild(Y);b.commentsRefreshNeeded()&&(Y=C.cloneNode(),Y.innerHTML='<img src="'+IMAGE_PATH+ +'/update16.png" style="width: 16px; padding: 2px;">',Y.setAttribute("title",mxResources.get("refresh")),Y.className="geAdaptiveAsset",mxEvent.addListener(Y,"click",function(aa){oa();aa.preventDefault();mxEvent.consume(aa)}),U.appendChild(Y));b.commentsSaveNeeded()&&(C=C.cloneNode(),C.innerHTML='<img src="'+IMAGE_PATH+'/save.png" style="width: 20px; padding: 2px;">',C.setAttribute("title",mxResources.get("save")),C.className="geAdaptiveAsset",mxEvent.addListener(C,"click",function(aa){p();aa.preventDefault(); +mxEvent.consume(aa)}),U.appendChild(C));L.appendChild(U);var qa=[],oa=mxUtils.bind(this,function(){this.hasError=!1;if(null!=H)try{H.div=H.div.cloneNode(!0);var aa=H.div.querySelector(".geCommentEditTxtArea"),ca=H.div.querySelector(".geCommentEditBtns");H.comment.content=aa.value;aa.parentNode.removeChild(aa);ca.parentNode.removeChild(ca)}catch(fa){b.handleError(fa)}G.innerHTML='<div style="padding-top:10px;text-align:center;"><img src="'+IMAGE_PATH+'/spin.gif" valign="middle"> '+mxUtils.htmlEntities(mxResources.get("loading"))+ +"...</div>";u=b.canReplyToReplies();b.commentsSupported()?b.getComments(function(fa){function J(Z){if(null!=Z){Z.sort(function(da,ja){return new Date(da.modifiedDate)-new Date(ja.modifiedDate)});for(var P=0;P<Z.length;P++)J(Z[P].replies)}}fa.sort(function(Z,P){return new Date(Z.modifiedDate)-new Date(P.modifiedDate)});G.innerText="";G.appendChild(V);V.style.display="block";qa=fa;for(fa=0;fa<qa.length;fa++)J(qa[fa].replies),x(qa[fa],qa,null,0,O);null!=H&&null==H.comment.id&&null==H.comment.pCommentId&& +(G.appendChild(H.div),K(H.comment,H.div,H.saveCallback,H.deleteOnCancel))},mxUtils.bind(this,function(fa){G.innerHTML=mxUtils.htmlEntities(mxResources.get("error")+(fa&&fa.message?": "+fa.message:""));this.hasError=!0})):G.innerHTML=mxUtils.htmlEntities(mxResources.get("error"))});oa();this.refreshComments=oa;U=mxUtils.bind(this,function(){function aa(P){var da=fa[P.id];if(null!=da)for(Q(P,da),da=0;null!=P.replies&&da<P.replies.length;da++)aa(P.replies[da])}if(this.window.isVisible()){for(var ca= +G.querySelectorAll(".geCommentDate"),fa={},J=0;J<ca.length;J++){var Z=ca[J];fa[Z.getAttribute("data-commentId")]=Z}for(J=0;J<qa.length;J++)aa(qa[J])}});setInterval(U,6E4);this.refreshCommentsTime=U;this.window=new mxWindow(mxResources.get("comments"),L,e,k,m,D,!0,!0);this.window.minimumSize=new mxRectangle(0,0,300,200);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);this.window.addListener(mxEvent.SHOW, +mxUtils.bind(this,function(){this.window.fit()}));b.installResizeHandler(this,!0)},ConfirmDialog=function(b,e,k,m,D,p,E,K,Q,d,f){var g=document.createElement("div");g.style.textAlign="center";f=null!=f?f:44;var x=document.createElement("div");x.style.padding="6px";x.style.overflow="auto";x.style.maxHeight=f+"px";x.style.lineHeight="1.2em";mxUtils.write(x,e);g.appendChild(x);null!=d&&(x=document.createElement("div"),x.style.padding="6px 0 6px 0",e=document.createElement("img"),e.setAttribute("src", +d),x.appendChild(e),g.appendChild(x));d=document.createElement("div");d.style.textAlign="center";d.style.whiteSpace="nowrap";var z=document.createElement("input");z.setAttribute("type","checkbox");p=mxUtils.button(p||mxResources.get("cancel"),function(){b.hideDialog();null!=m&&m(z.checked)});p.className="geBtn";null!=K&&(p.innerHTML=K+"<br>"+p.innerHTML,p.style.paddingBottom="8px",p.style.paddingTop="8px",p.style.height="auto",p.style.width="40%");b.editor.cancelFirst&&d.appendChild(p);var u=mxUtils.button(D|| +mxResources.get("ok"),function(){b.hideDialog();null!=k&&k(z.checked)});d.appendChild(u);null!=E?(u.innerHTML=E+"<br>"+u.innerHTML+"<br>",u.style.paddingBottom="8px",u.style.paddingTop="8px",u.style.height="auto",u.className="geBtn",u.style.width="40%"):u.className="geBtn gePrimaryBtn";b.editor.cancelFirst||d.appendChild(p);g.appendChild(d);Q?(d.style.marginTop="10px",x=document.createElement("p"),x.style.marginTop="20px",x.style.marginBottom="0px",x.appendChild(z),D=document.createElement("span"), +mxUtils.write(D," "+mxResources.get("rememberThisSetting")),x.appendChild(D),g.appendChild(x),mxEvent.addListener(D,"click",function(H){z.checked=!z.checked;mxEvent.consume(H)})):d.style.marginTop="12px";this.init=function(){u.focus()};this.container=g};function DiagramPage(b,e){this.node=b;null!=e?this.node.setAttribute("id",e):null==this.getId()&&this.node.setAttribute("id",Editor.guid())}DiagramPage.prototype.node=null;DiagramPage.prototype.root=null;DiagramPage.prototype.viewState=null;DiagramPage.prototype.getId=function(){return this.node.getAttribute("id")};DiagramPage.prototype.getName=function(){return this.node.getAttribute("name")}; DiagramPage.prototype.setName=function(b){null==b?this.node.removeAttribute("name"):this.node.setAttribute("name",b)};function RenamePage(b,e,k){this.ui=b;this.page=e;this.previous=this.name=k}RenamePage.prototype.execute=function(){var b=this.page.getName();this.page.setName(this.previous);this.name=this.previous;this.previous=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageRenamed"))}; function MovePage(b,e,k){this.ui=b;this.oldIndex=e;this.newIndex=k}MovePage.prototype.execute=function(){this.ui.pages.splice(this.newIndex,0,this.ui.pages.splice(this.oldIndex,1)[0]);var b=this.oldIndex;this.oldIndex=this.newIndex;this.newIndex=b;this.ui.editor.graph.updatePlaceholders();this.ui.editor.fireEvent(new mxEventObject("pageMoved"))}; function SelectPage(b,e,k){this.ui=b;this.previousPage=this.page=e;this.neverShown=!0;null!=e&&(this.neverShown=null==e.viewState,this.ui.updatePageRoot(e),null!=k&&(e.viewState=k,this.neverShown=!1))} -SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var e=this.ui.editor,k=e.graph,n=Graph.compressNode(e.getGraphXml(!0));mxUtils.setTextContent(b.node,n);b.viewState=k.getViewState();b.root=k.model.root;null!=b.model&&b.model.rootChanged(b.root);k.view.clear(b.root,!0);k.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;k.model.prefix=Editor.guid()+"-";k.model.rootChanged(b.root); +SelectPage.prototype.execute=function(){var b=mxUtils.indexOf(this.ui.pages,this.previousPage);if(null!=this.page&&0<=b){b=this.ui.currentPage;var e=this.ui.editor,k=e.graph,m=Graph.compressNode(e.getGraphXml(!0));mxUtils.setTextContent(b.node,m);b.viewState=k.getViewState();b.root=k.model.root;null!=b.model&&b.model.rootChanged(b.root);k.view.clear(b.root,!0);k.clearSelection();this.ui.currentPage=this.previousPage;this.previousPage=b;b=this.ui.currentPage;k.model.prefix=Editor.guid()+"-";k.model.rootChanged(b.root); k.setViewState(b.viewState);k.gridEnabled=k.gridEnabled&&(!this.ui.editor.isChromelessView()||"1"==urlParams.grid);e.updateGraphComponents();k.view.validate();k.blockMathRender=!0;k.sizeDidChange();k.blockMathRender=!1;this.neverShown&&(this.neverShown=!1,k.selectUnlockedLayer());e.graph.fireEvent(new mxEventObject(mxEvent.ROOT));e.fireEvent(new mxEventObject("pageSelected","change",this))}}; -function ChangePage(b,e,k,n,D){SelectPage.call(this,b,k);this.relatedPage=e;this.index=n;this.previousIndex=null;this.noSelect=D}mxUtils.extend(ChangePage,SelectPage); +function ChangePage(b,e,k,m,D){SelectPage.call(this,b,k);this.relatedPage=e;this.index=m;this.previousIndex=null;this.noSelect=D}mxUtils.extend(ChangePage,SelectPage); ChangePage.prototype.execute=function(){this.ui.editor.fireEvent(new mxEventObject("beforePageChange","change",this));this.previousIndex=this.index;if(null==this.index){var b=mxUtils.indexOf(this.ui.pages,this.relatedPage);this.ui.pages.splice(b,1);this.index=b}else this.ui.pages.splice(this.index,0,this.relatedPage),this.index=null;this.noSelect||SelectPage.prototype.execute.apply(this,arguments)};EditorUi.prototype.tabContainerHeight=38;EditorUi.prototype.getSelectedPageIndex=function(){return this.getPageIndex(this.currentPage)}; EditorUi.prototype.getPageIndex=function(b){var e=null;if(null!=this.pages&&null!=b)for(var k=0;k<this.pages.length;k++)if(this.pages[k]==b){e=k;break}return e};EditorUi.prototype.getPageById=function(b,e){e=null!=e?e:this.pages;if(null!=e)for(var k=0;k<e.length;k++)if(e[k].getId()==b)return e[k];return null}; -EditorUi.prototype.createImageForPageLink=function(b,e,k){var n=b.indexOf(","),D=null;0<n&&(n=this.getPageById(b.substring(n+1)),null!=n&&n!=e&&(D=this.getImageForPage(n,e,k),D.originalSrc=b));null==D&&(D={originalSrc:b});return D}; -EditorUi.prototype.getImageForPage=function(b,e,k){k=null!=k?k:this.editor.graph;var n=k.getGlobalVariable,D=this.createTemporaryGraph(k.getStylesheet());D.defaultPageBackgroundColor=k.defaultPageBackgroundColor;D.shapeBackgroundColor=k.shapeBackgroundColor;D.shapeForegroundColor=k.shapeForegroundColor;var t=this.getPageIndex(null!=e?e:this.currentPage);D.getGlobalVariable=function(d){return"pagenumber"==d?t+1:"page"==d&&null!=e?e.getName():n.apply(this,arguments)};document.body.appendChild(D.container); +EditorUi.prototype.createImageForPageLink=function(b,e,k){var m=b.indexOf(","),D=null;0<m&&(m=this.getPageById(b.substring(m+1)),null!=m&&m!=e&&(D=this.getImageForPage(m,e,k),D.originalSrc=b));null==D&&(D={originalSrc:b});return D}; +EditorUi.prototype.getImageForPage=function(b,e,k){k=null!=k?k:this.editor.graph;var m=k.getGlobalVariable,D=this.createTemporaryGraph(k.getStylesheet());D.defaultPageBackgroundColor=k.defaultPageBackgroundColor;D.shapeBackgroundColor=k.shapeBackgroundColor;D.shapeForegroundColor=k.shapeForegroundColor;var p=this.getPageIndex(null!=e?e:this.currentPage);D.getGlobalVariable=function(K){return"pagenumber"==K?p+1:"page"==K&&null!=e?e.getName():m.apply(this,arguments)};document.body.appendChild(D.container); this.updatePageRoot(b);D.model.setRoot(b.root);b=Graph.foreignObjectWarningText;Graph.foreignObjectWarningText="";k=D.getSvg(null,null,null,null,null,null,null,null,null,null,null,!0);var E=D.getGraphBounds();document.body.removeChild(D.container);Graph.foreignObjectWarningText=b;return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(k)),E.width,E.height,E.x,E.y)}; EditorUi.prototype.initPages=function(){if(!this.editor.graph.standalone){this.actions.addAction("previousPage",mxUtils.bind(this,function(){this.selectNextPage(!1)}));this.actions.addAction("nextPage",mxUtils.bind(this,function(){this.selectNextPage(!0)}));this.isPagesEnabled()&&(this.keyHandler.bindAction(33,!0,"previousPage",!0),this.keyHandler.bindAction(34,!0,"nextPage",!0));var b=this.editor.graph,e=b.view.validateBackground;b.view.validateBackground=mxUtils.bind(this,function(){if(null!=this.tabContainer){var D= -this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";D!=this.tabContainer.style.height&&this.refresh(!1)}e.apply(b.view,arguments)});var k=null,n=mxUtils.bind(this,function(){this.updateTabContainer();var D=this.currentPage;null!=D&&D!=k&&(null==D.viewState||null==D.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& +this.tabContainer.style.height;this.tabContainer.style.height=null==this.fileNode||null==this.pages||1==this.pages.length&&"0"==urlParams.pages?"0px":this.tabContainerHeight+"px";D!=this.tabContainer.style.height&&this.refresh(!1)}e.apply(b.view,arguments)});var k=null,m=mxUtils.bind(this,function(){this.updateTabContainer();var D=this.currentPage;null!=D&&D!=k&&(null==D.viewState||null==D.viewState.scrollLeft?(this.resetScrollbars(),b.isLightboxView()&&this.lightboxFit(),null!=this.chromelessResize&& (b.container.scrollLeft=0,b.container.scrollTop=0,this.chromelessResize())):(b.container.scrollLeft=b.view.translate.x*b.view.scale+D.viewState.scrollLeft,b.container.scrollTop=b.view.translate.y*b.view.scale+D.viewState.scrollTop),k=D);null!=this.actions.layersWindow&&this.actions.layersWindow.refreshLayers();"undefined"===typeof Editor.MathJaxClear||this.editor.graph.mathEnabled&&null!=this.editor||Editor.MathJaxClear()});this.editor.graph.model.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(D, -t){D=t.getProperty("edit").changes;for(t=0;t<D.length;t++)if(D[t]instanceof SelectPage||D[t]instanceof RenamePage||D[t]instanceof MovePage||D[t]instanceof mxRootChange){n();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; -EditorUi.prototype.restoreViewState=function(b,e,k){b=null!=b?this.getPageById(b.getId()):null;var n=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,e):(n.setViewState(e),this.editor.updateGraphComponents(),n.view.revalidate(),n.sizeDidChange()),n.container.scrollLeft=n.view.translate.x*n.view.scale+e.scrollLeft,n.container.scrollTop=n.view.translate.y*n.view.scale+e.scrollTop,n.restoreSelection(k))}; -Graph.prototype.createViewState=function(b){var e=b.getAttribute("page"),k=parseFloat(b.getAttribute("pageScale")),n=parseFloat(b.getAttribute("pageWidth")),D=parseFloat(b.getAttribute("pageHeight")),t=b.getAttribute("background"),E=this.parseBackgroundImage(b.getAttribute("backgroundImage")),d=b.getAttribute("extFonts");if(d)try{d=d.split("|").map(function(f){f=f.split("^");return{name:f[0],url:f[1]}})}catch(f){console.log("ExtFonts format error: "+f.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), -gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=e?"0"!=e:this.defaultPageVisible,background:null!=t&&0<t.length?t:null,backgroundImage:E,pageScale:isNaN(k)?mxGraph.prototype.pageScale:k,pageFormat:isNaN(n)||isNaN(D)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: -mxSettings.getPageFormat():new mxRectangle(0,0,n,D),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:d||[]}}; -Graph.prototype.saveViewState=function(b,e,k,n){k||(e.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),e.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),e.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),e.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),e.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),e.setAttribute("connect",null==b||b.connect?"1":"0"),e.setAttribute("arrows",null==b||b.arrows?"1":"0"),e.setAttribute("fold", -null==b||b.foldingEnabled?"1":"0"));e.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);k=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=k&&(e.setAttribute("pageWidth",k.width),e.setAttribute("pageHeight",k.height));null!=b&&(null!=b.background&&e.setAttribute("background",b.background),n=this.getBackgroundImageObject(b.backgroundImage,n),null!=n&&e.setAttribute("backgroundImage", -JSON.stringify(n)));e.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");e.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&e.setAttribute("extFonts",b.extFonts.map(function(D){return D.name+"^"+D.url}).join("|"))}; +p){D=p.getProperty("edit").changes;for(p=0;p<D.length;p++)if(D[p]instanceof SelectPage||D[p]instanceof RenamePage||D[p]instanceof MovePage||D[p]instanceof mxRootChange){m();break}}));null!=this.toolbar&&this.editor.addListener("pageSelected",this.toolbar.updateZoom)}}; +EditorUi.prototype.restoreViewState=function(b,e,k){b=null!=b?this.getPageById(b.getId()):null;var m=this.editor.graph;null!=b&&null!=this.currentPage&&null!=this.pages&&(b!=this.currentPage?this.selectPage(b,!0,e):(m.setViewState(e),this.editor.updateGraphComponents(),m.view.revalidate(),m.sizeDidChange()),m.container.scrollLeft=m.view.translate.x*m.view.scale+e.scrollLeft,m.container.scrollTop=m.view.translate.y*m.view.scale+e.scrollTop,m.restoreSelection(k))}; +Graph.prototype.createViewState=function(b){var e=b.getAttribute("page"),k=parseFloat(b.getAttribute("pageScale")),m=parseFloat(b.getAttribute("pageWidth")),D=parseFloat(b.getAttribute("pageHeight")),p=b.getAttribute("background"),E=this.parseBackgroundImage(b.getAttribute("backgroundImage")),K=b.getAttribute("extFonts");if(K)try{K=K.split("|").map(function(Q){Q=Q.split("^");return{name:Q[0],url:Q[1]}})}catch(Q){console.log("ExtFonts format error: "+Q.message)}return{gridEnabled:"0"!=b.getAttribute("grid"), +gridSize:parseFloat(b.getAttribute("gridSize"))||mxGraph.prototype.gridSize,guidesEnabled:"0"!=b.getAttribute("guides"),foldingEnabled:"0"!=b.getAttribute("fold"),shadowVisible:"1"==b.getAttribute("shadow"),pageVisible:this.isLightboxView()?!1:null!=e?"0"!=e:this.defaultPageVisible,background:null!=p&&0<p.length?p:null,backgroundImage:E,pageScale:isNaN(k)?mxGraph.prototype.pageScale:k,pageFormat:isNaN(m)||isNaN(D)?"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat: +mxSettings.getPageFormat():new mxRectangle(0,0,m,D),tooltips:"0"!=b.getAttribute("tooltips"),connect:"0"!=b.getAttribute("connect"),arrows:"0"!=b.getAttribute("arrows"),mathEnabled:"1"==b.getAttribute("math"),selectionCells:null,defaultParent:null,scrollbars:this.defaultScrollbars,scale:1,hiddenTags:[],extFonts:K||[]}}; +Graph.prototype.saveViewState=function(b,e,k,m){k||(e.setAttribute("grid",(null==b?this.defaultGridEnabled:b.gridEnabled)?"1":"0"),e.setAttribute("page",(null==b?this.defaultPageVisible:b.pageVisible)?"1":"0"),e.setAttribute("gridSize",null!=b?b.gridSize:mxGraph.prototype.gridSize),e.setAttribute("guides",null==b||b.guidesEnabled?"1":"0"),e.setAttribute("tooltips",null==b||b.tooltips?"1":"0"),e.setAttribute("connect",null==b||b.connect?"1":"0"),e.setAttribute("arrows",null==b||b.arrows?"1":"0"),e.setAttribute("fold", +null==b||b.foldingEnabled?"1":"0"));e.setAttribute("pageScale",null!=b&&null!=b.pageScale?b.pageScale:mxGraph.prototype.pageScale);k=null!=b?b.pageFormat:"undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat();null!=k&&(e.setAttribute("pageWidth",k.width),e.setAttribute("pageHeight",k.height));null!=b&&(null!=b.background&&e.setAttribute("background",b.background),m=this.getBackgroundImageObject(b.backgroundImage,m),null!=m&&e.setAttribute("backgroundImage", +JSON.stringify(m)));e.setAttribute("math",(null==b?this.defaultMathEnabled:b.mathEnabled)?"1":"0");e.setAttribute("shadow",null!=b&&b.shadowVisible?"1":"0");null!=b&&null!=b.extFonts&&0<b.extFonts.length&&e.setAttribute("extFonts",b.extFonts.map(function(D){return D.name+"^"+D.url}).join("|"))}; Graph.prototype.getViewState=function(){return{defaultParent:this.defaultParent,currentRoot:this.view.currentRoot,gridEnabled:this.gridEnabled,gridSize:this.gridSize,guidesEnabled:this.graphHandler.guidesEnabled,foldingEnabled:this.foldingEnabled,shadowVisible:this.shadowVisible,scrollbars:this.scrollbars,pageVisible:this.pageVisible,background:this.background,backgroundImage:this.backgroundImage,pageScale:this.pageScale,pageFormat:this.pageFormat,tooltips:this.tooltipHandler.isEnabled(),connect:this.connectionHandler.isEnabled(), arrows:this.connectionArrowsEnabled,scale:this.view.scale,scrollLeft:this.container.scrollLeft-this.view.translate.x*this.view.scale,scrollTop:this.container.scrollTop-this.view.translate.y*this.view.scale,translate:this.view.translate.clone(),lastPasteXml:this.lastPasteXml,pasteCounter:this.pasteCounter,mathEnabled:this.mathEnabled,hiddenTags:this.hiddenTags,extFonts:this.extFonts}}; Graph.prototype.setViewState=function(b,e){if(null!=b){this.lastPasteXml=b.lastPasteXml;this.pasteCounter=b.pasteCounter||0;this.mathEnabled=b.mathEnabled;this.gridEnabled=b.gridEnabled;this.gridSize=b.gridSize;this.graphHandler.guidesEnabled=b.guidesEnabled;this.foldingEnabled=b.foldingEnabled;this.setShadowVisible(b.shadowVisible,!1);this.scrollbars=b.scrollbars;this.pageVisible=!this.isViewer()&&b.pageVisible;this.background=b.background;this.pageScale=b.pageScale;this.pageFormat=b.pageFormat; -this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var k=this.extFonts;this.extFonts=b.extFonts||[];if(e&&null!=k)for(e=0;e<k.length;e++){var n=document.getElementById("extFont_"+k[e].name);null!=n&&n.parentNode.removeChild(n)}for(e=0;e<this.extFonts.length;e++)this.addExtFont(this.extFonts[e].name,this.extFonts[e].url, +this.view.currentRoot=b.currentRoot;this.defaultParent=b.defaultParent;this.connectionArrowsEnabled=b.arrows;this.setTooltips(b.tooltips);this.setConnectable(b.connect);this.setBackgroundImage(b.backgroundImage);this.hiddenTags=b.hiddenTags;var k=this.extFonts;this.extFonts=b.extFonts||[];if(e&&null!=k)for(e=0;e<k.length;e++){var m=document.getElementById("extFont_"+k[e].name);null!=m&&m.parentNode.removeChild(m)}for(e=0;e<this.extFonts.length;e++)this.addExtFont(this.extFonts[e].name,this.extFonts[e].url, !0);this.view.scale=null!=b.scale?b.scale:1;null==this.view.currentRoot||this.model.contains(this.view.currentRoot)||(this.view.currentRoot=null);null==this.defaultParent||this.model.contains(this.defaultParent)||(this.setDefaultParent(null),this.selectUnlockedLayer());null!=b.translate&&(this.view.translate=b.translate)}else this.view.currentRoot=null,this.view.scale=1,this.gridEnabled=this.defaultGridEnabled,this.gridSize=mxGraph.prototype.gridSize,this.pageScale=mxGraph.prototype.pageScale,this.pageFormat= "undefined"===typeof mxSettings||null!=this.defaultPageFormat?mxGraph.prototype.pageFormat:mxSettings.getPageFormat(),this.pageVisible=this.defaultPageVisible,this.backgroundImage=this.background=null,this.scrollbars=this.defaultScrollbars,this.foldingEnabled=this.graphHandler.guidesEnabled=!0,this.setShadowVisible(!1,!1),this.defaultParent=null,this.setTooltips(!0),this.setConnectable(!0),this.lastPasteXml=null,this.pasteCounter=0,this.mathEnabled=this.defaultMathEnabled,this.connectionArrowsEnabled= !0,this.hiddenTags=[],this.extFonts=[];this.preferPageSize=this.pageBreaksVisible=this.pageVisible;this.fireEvent(new mxEventObject("viewStateChanged","state",b))}; -Graph.prototype.addExtFont=function(b,e,k){if(b&&e){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:e});var n="extFont_"+b;if(null==document.getElementById(n))if(0==e.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",e,null,n);else{document.getElementsByTagName("head");var D=document.createElement("style");D.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+e+'");\n}'));D.setAttribute("id",n);document.getElementsByTagName("head")[0].appendChild(D)}if(!k){null== -this.extFonts&&(this.extFonts=[]);k=this.extFonts;n=!0;for(D=0;D<k.length;D++)if(k[D].name==b){n=!1;break}n&&this.extFonts.push({name:b,url:e})}}}; +Graph.prototype.addExtFont=function(b,e,k){if(b&&e){"1"!=urlParams["ext-fonts"]&&(Graph.recentCustomFonts[b.toLowerCase()]={name:b,url:e});var m="extFont_"+b;if(null==document.getElementById(m))if(0==e.indexOf(Editor.GOOGLE_FONTS))mxClient.link("stylesheet",e,null,m);else{document.getElementsByTagName("head");var D=document.createElement("style");D.appendChild(document.createTextNode('@font-face {\n\tfont-family: "'+b+'";\n\tsrc: url("'+e+'");\n}'));D.setAttribute("id",m);document.getElementsByTagName("head")[0].appendChild(D)}if(!k){null== +this.extFonts&&(this.extFonts=[]);k=this.extFonts;m=!0;for(D=0;D<k.length;D++)if(k[D].name==b){m=!1;break}m&&this.extFonts.push({name:b,url:e})}}}; EditorUi.prototype.updatePageRoot=function(b,e){if(null==b.root){e=this.editor.extractGraphModel(b.node,null,e);var k=Editor.extractParserError(e);if(k)throw Error(k);null!=e?(b.graphModelNode=e,b.viewState=this.editor.graph.createViewState(e),k=new mxCodec(e.ownerDocument),b.root=k.decode(e).root):b.root=this.editor.graph.model.createRoot()}else if(null==b.viewState){if(null==b.graphModelNode){e=this.editor.extractGraphModel(b.node);if(k=Editor.extractParserError(e))throw Error(k);null!=e&&(b.graphModelNode= e)}null!=b.graphModelNode&&(b.viewState=this.editor.graph.createViewState(b.graphModelNode))}return b}; -EditorUi.prototype.selectPage=function(b,e,k){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e=null!=e?e:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var n=this.editor.graph.model.createUndoableEdit();n.ignoreEdit=!0;var D=new SelectPage(this,b,k);D.execute();n.add(D);n.notify();this.editor.graph.tooltipHandler.hide();e||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",n))}}catch(t){this.handleError(t)}}; +EditorUi.prototype.selectPage=function(b,e,k){try{if(b!=this.currentPage){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e=null!=e?e:!1;this.editor.graph.isMouseDown=!1;this.editor.graph.reset();var m=this.editor.graph.model.createUndoableEdit();m.ignoreEdit=!0;var D=new SelectPage(this,b,k);D.execute();m.add(D);m.notify();this.editor.graph.tooltipHandler.hide();e||this.editor.graph.model.fireEvent(new mxEventObject(mxEvent.UNDO,"edit",m))}}catch(p){this.handleError(p)}}; EditorUi.prototype.selectNextPage=function(b){var e=this.currentPage;null!=e&&null!=this.pages&&(e=mxUtils.indexOf(this.pages,e),b?this.selectPage(this.pages[mxUtils.mod(e+1,this.pages.length)]):b||this.selectPage(this.pages[mxUtils.mod(e-1,this.pages.length)]))}; EditorUi.prototype.insertPage=function(b,e){this.editor.graph.isEnabled()&&(this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1),b=null!=b?b:this.createPage(null,this.createPageId()),e=null!=e?e:this.pages.length,e=new ChangePage(this,b,b,e),this.editor.graph.model.execute(e));return b};EditorUi.prototype.createPageId=function(){do var b=Editor.guid();while(null!=this.getPageById(b));return b}; EditorUi.prototype.createPage=function(b,e){e=new DiagramPage(this.fileNode.ownerDocument.createElement("diagram"),e);e.setName(null!=b?b:this.createPageName());this.initDiagramNode(e);return e};EditorUi.prototype.createPageName=function(){for(var b={},e=0;e<this.pages.length;e++){var k=this.pages[e].getName();null!=k&&0<k.length&&(b[k]=k)}e=this.pages.length;do k=mxResources.get("pageWithNumber",[++e]);while(null!=b[k]);return k}; -EditorUi.prototype.removePage=function(b){try{var e=this.editor.graph,k=mxUtils.indexOf(this.pages,b);if(e.isEnabled()&&0<=k){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e.model.beginUpdate();try{var n=this.currentPage;n==b&&1<this.pages.length?(k==this.pages.length-1?k--:k++,n=this.pages[k]):1>=this.pages.length&&(n=this.insertPage(),e.model.execute(new RenamePage(this,n,mxResources.get("pageWithNumber",[1]))));e.model.execute(new ChangePage(this,b,n))}finally{e.model.endUpdate()}}}catch(D){this.handleError(D)}return b}; -EditorUi.prototype.duplicatePage=function(b,e){var k=null;try{var n=this.editor.graph;if(n.isEnabled()){n.isEditing()&&n.stopEditing();var D=b.node.cloneNode(!1);D.removeAttribute("id");var t={},E=n.createCellLookup([n.model.root]);k=new DiagramPage(D);k.root=n.cloneCell(n.model.root,null,t);var d=new mxGraphModel;d.prefix=Editor.guid()+"-";d.setRoot(k.root);n.updateCustomLinks(n.createCellMapping(t,E),[k.root]);k.viewState=b==this.currentPage?n.getViewState():b.viewState;this.initDiagramNode(k); -k.viewState.scale=1;k.viewState.scrollLeft=null;k.viewState.scrollTop=null;k.viewState.currentRoot=null;k.viewState.defaultParent=null;k.setName(e);k=this.insertPage(k,mxUtils.indexOf(this.pages,b)+1)}}catch(f){this.handleError(f)}return k};EditorUi.prototype.initDiagramNode=function(b){var e=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,e);mxUtils.setTextContent(b.node,Graph.compressNode(e))}; +EditorUi.prototype.removePage=function(b){try{var e=this.editor.graph,k=mxUtils.indexOf(this.pages,b);if(e.isEnabled()&&0<=k){this.editor.graph.isEditing()&&this.editor.graph.stopEditing(!1);e.model.beginUpdate();try{var m=this.currentPage;m==b&&1<this.pages.length?(k==this.pages.length-1?k--:k++,m=this.pages[k]):1>=this.pages.length&&(m=this.insertPage(),e.model.execute(new RenamePage(this,m,mxResources.get("pageWithNumber",[1]))));e.model.execute(new ChangePage(this,b,m))}finally{e.model.endUpdate()}}}catch(D){this.handleError(D)}return b}; +EditorUi.prototype.duplicatePage=function(b,e){var k=null;try{var m=this.editor.graph;if(m.isEnabled()){m.isEditing()&&m.stopEditing();var D=b.node.cloneNode(!1);D.removeAttribute("id");var p={},E=m.createCellLookup([m.model.root]);k=new DiagramPage(D);k.root=m.cloneCell(m.model.root,null,p);var K=new mxGraphModel;K.prefix=Editor.guid()+"-";K.setRoot(k.root);m.updateCustomLinks(m.createCellMapping(p,E),[k.root]);k.viewState=b==this.currentPage?m.getViewState():b.viewState;this.initDiagramNode(k); +k.viewState.scale=1;k.viewState.scrollLeft=null;k.viewState.scrollTop=null;k.viewState.currentRoot=null;k.viewState.defaultParent=null;k.setName(e);k=this.insertPage(k,mxUtils.indexOf(this.pages,b)+1)}}catch(Q){this.handleError(Q)}return k};EditorUi.prototype.initDiagramNode=function(b){var e=(new mxCodec(mxUtils.createXmlDocument())).encode(new mxGraphModel(b.root));this.editor.graph.saveViewState(b.viewState,e);mxUtils.setTextContent(b.node,Graph.compressNode(e))}; EditorUi.prototype.clonePages=function(b){for(var e=[],k=0;k<b.length;k++)e.push(this.clonePage(b[k]));return e};EditorUi.prototype.clonePage=function(b){this.updatePageRoot(b);var e=new DiagramPage(b.node.cloneNode(!0)),k=b==this.currentPage?this.editor.graph.getViewState():b.viewState;e.viewState=mxUtils.clone(k,EditorUi.transientViewStateProperties);e.root=this.editor.graph.model.cloneCell(b.root,null,!0);return e}; EditorUi.prototype.renamePage=function(b){if(this.editor.graph.isEnabled()){var e=new FilenameDialog(this,b.getName(),mxResources.get("rename"),mxUtils.bind(this,function(k){null!=k&&0<k.length&&this.editor.graph.model.execute(new RenamePage(this,b,k))}),mxResources.get("rename"));this.showDialog(e.container,300,80,!0,!0);e.init()}return b};EditorUi.prototype.movePage=function(b,e){this.editor.graph.model.execute(new MovePage(this,b,e))}; EditorUi.prototype.createTabContainer=function(){var b=document.createElement("div");b.className="geTabContainer";b.style.position="absolute";b.style.whiteSpace="nowrap";b.style.overflow="hidden";b.style.height="0px";return b}; -EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,e=document.createElement("div");e.style.position="relative";e.style.display="inline-block";e.style.verticalAlign="top";e.style.height=this.tabContainer.style.height;e.style.whiteSpace="nowrap";e.style.overflow="hidden";e.style.fontSize="13px";e.style.marginLeft="30px";for(var k=this.editor.isChromelessView()?29:59,n=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-k)/this.pages.length)+ -1),D=null,t=0;t<this.pages.length;t++)mxUtils.bind(this,function(g,l){this.pages[g]==this.currentPage?(l.className="geActivePage",l.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):l.className="geInactivePage";l.setAttribute("draggable","true");mxEvent.addListener(l,"dragstart",mxUtils.bind(this,function(q){b.isEnabled()?(mxClient.IS_FF&&q.dataTransfer.setData("Text","<diagram/>"),D=g):mxEvent.consume(q)}));mxEvent.addListener(l,"dragend",mxUtils.bind(this,function(q){D=null;q.stopPropagation(); -q.preventDefault()}));mxEvent.addListener(l,"dragover",mxUtils.bind(this,function(q){null!=D&&(q.dataTransfer.dropEffect="move");q.stopPropagation();q.preventDefault()}));mxEvent.addListener(l,"drop",mxUtils.bind(this,function(q){null!=D&&g!=D&&this.movePage(D,g);q.stopPropagation();q.preventDefault()}));e.appendChild(l)})(t,this.createTabForPage(this.pages[t],n,this.pages[t]!=this.currentPage,t+1));this.tabContainer.innerText="";this.tabContainer.appendChild(e);n=this.createPageMenuTab();this.tabContainer.appendChild(n); -n=null;this.isPageInsertTabVisible()&&(n=this.createPageInsertTab(),this.tabContainer.appendChild(n));if(e.clientWidth>this.tabContainer.clientWidth-k){null!=n&&(n.style.position="absolute",n.style.right="0px",e.style.marginRight="30px");var E=this.createControlTab(4," ❮ ");E.style.position="absolute";E.style.right=this.editor.chromeless?"29px":"55px";E.style.fontSize="13pt";this.tabContainer.appendChild(E);var d=this.createControlTab(4," ❯");d.style.position="absolute"; -d.style.right=this.editor.chromeless?"0px":"29px";d.style.fontSize="13pt";this.tabContainer.appendChild(d);var f=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));e.style.width=f+"px";mxEvent.addListener(E,"click",mxUtils.bind(this,function(g){e.scrollLeft-=Math.max(20,f-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(d,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(g)}));mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(d, -e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.addListener(d,"click",mxUtils.bind(this,function(g){e.scrollLeft+=Math.max(20,f-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(d,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(g)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; +EditorUi.prototype.updateTabContainer=function(){if(null!=this.tabContainer&&null!=this.pages){var b=this.editor.graph,e=document.createElement("div");e.style.position="relative";e.style.display="inline-block";e.style.verticalAlign="top";e.style.height=this.tabContainer.style.height;e.style.whiteSpace="nowrap";e.style.overflow="hidden";e.style.fontSize="13px";e.style.marginLeft="30px";for(var k=this.editor.isChromelessView()?29:59,m=Math.min(140,Math.max(20,(this.tabContainer.clientWidth-k)/this.pages.length)+ +1),D=null,p=0;p<this.pages.length;p++)mxUtils.bind(this,function(d,f){this.pages[d]==this.currentPage?(f.className="geActivePage",f.style.backgroundColor=Editor.isDarkMode()?Editor.darkColor:"#fff"):f.className="geInactivePage";f.setAttribute("draggable","true");mxEvent.addListener(f,"dragstart",mxUtils.bind(this,function(g){b.isEnabled()?(mxClient.IS_FF&&g.dataTransfer.setData("Text","<diagram/>"),D=d):mxEvent.consume(g)}));mxEvent.addListener(f,"dragend",mxUtils.bind(this,function(g){D=null;g.stopPropagation(); +g.preventDefault()}));mxEvent.addListener(f,"dragover",mxUtils.bind(this,function(g){null!=D&&(g.dataTransfer.dropEffect="move");g.stopPropagation();g.preventDefault()}));mxEvent.addListener(f,"drop",mxUtils.bind(this,function(g){null!=D&&d!=D&&this.movePage(D,d);g.stopPropagation();g.preventDefault()}));e.appendChild(f)})(p,this.createTabForPage(this.pages[p],m,this.pages[p]!=this.currentPage,p+1));this.tabContainer.innerText="";this.tabContainer.appendChild(e);m=this.createPageMenuTab();this.tabContainer.appendChild(m); +m=null;this.isPageInsertTabVisible()&&(m=this.createPageInsertTab(),this.tabContainer.appendChild(m));if(e.clientWidth>this.tabContainer.clientWidth-k){null!=m&&(m.style.position="absolute",m.style.right="0px",e.style.marginRight="30px");var E=this.createControlTab(4," ❮ ");E.style.position="absolute";E.style.right=this.editor.chromeless?"29px":"55px";E.style.fontSize="13pt";this.tabContainer.appendChild(E);var K=this.createControlTab(4," ❯");K.style.position="absolute"; +K.style.right=this.editor.chromeless?"0px":"29px";K.style.fontSize="13pt";this.tabContainer.appendChild(K);var Q=Math.max(0,this.tabContainer.clientWidth-(this.editor.chromeless?86:116));e.style.width=Q+"px";mxEvent.addListener(E,"click",mxUtils.bind(this,function(d){e.scrollLeft-=Math.max(20,Q-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(K,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(d)}));mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(K, +e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.addListener(K,"click",mxUtils.bind(this,function(d){e.scrollLeft+=Math.max(20,Q-20);mxUtils.setOpacity(E,0<e.scrollLeft?100:50);mxUtils.setOpacity(K,e.scrollLeft<e.scrollWidth-e.clientWidth?100:50);mxEvent.consume(d)}))}}};EditorUi.prototype.isPageInsertTabVisible=function(){return 1==urlParams.embed||null!=this.getCurrentFile()&&this.getCurrentFile().isEditable()}; EditorUi.prototype.createTab=function(b){var e=document.createElement("div");e.style.display="inline-block";e.style.whiteSpace="nowrap";e.style.boxSizing="border-box";e.style.position="relative";e.style.overflow="hidden";e.style.textAlign="center";e.style.marginLeft="-1px";e.style.height=this.tabContainer.clientHeight+"px";e.style.padding="12px 4px 8px 4px";e.style.border=Editor.isDarkMode()?"1px solid #505759":"1px solid #e8eaed";e.style.borderTopStyle="none";e.style.borderBottomStyle="none";e.style.backgroundColor= this.tabContainer.style.backgroundColor;e.style.cursor="move";e.style.color="gray";b&&(mxEvent.addListener(e,"mouseenter",mxUtils.bind(this,function(k){this.editor.graph.isMouseDown||(e.style.backgroundColor=Editor.isDarkMode()?"black":"#e8eaed",mxEvent.consume(k))})),mxEvent.addListener(e,"mouseleave",mxUtils.bind(this,function(k){e.style.backgroundColor=this.tabContainer.style.backgroundColor;mxEvent.consume(k)})));return e}; EditorUi.prototype.createControlTab=function(b,e,k){k=this.createTab(null!=k?k:!0);k.style.lineHeight=this.tabContainerHeight+"px";k.style.paddingTop=b+"px";k.style.cursor="pointer";k.style.width="30px";k.innerHTML=e;null!=k.firstChild&&null!=k.firstChild.style&&mxUtils.setOpacity(k.firstChild,40);return k};EditorUi.prototype.getShortPageName=function(b){b=b.getName();36<b.length&&(b=b.substring(0,34)+"...");return b}; -EditorUi.prototype.createPageMenuTab=function(b,e){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var k=b.getElementsByTagName("div")[0];k.style.display="inline-block";k.style.marginTop="5px";k.style.width="21px";k.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(n){this.editor.graph.popupMenuHandler.hideMenu(); -var D=new mxPopupMenu(mxUtils.bind(this,function(d,f){var g=mxUtils.bind(this,function(){for(var F=0;F<this.pages.length;F++)mxUtils.bind(this,function(C){var I=d.addItem(this.getShortPageName(this.pages[C]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[C])}),f),G=this.pages[C].getId();I.setAttribute("title",this.pages[C].getName()+" ("+(C+1)+"/"+this.pages.length+")"+(null!=G?" ["+G+"]":""));this.pages[C]==this.currentPage&&d.addCheckmark(I,Editor.checkmarkImage)})(F)}),l=mxUtils.bind(this, -function(){d.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),f)});e||g();if(this.editor.graph.isEnabled()){e||(d.addSeparator(f),l());var q=this.currentPage;if(null!=q){d.addSeparator(f);var z=this.getShortPageName(q);d.addItem(mxResources.get("removeIt",[z]),null,mxUtils.bind(this,function(){this.removePage(q)}),f);d.addItem(mxResources.get("renameIt",[z]),null,mxUtils.bind(this,function(){this.renamePage(q,q.getName())}),f);e||d.addSeparator(f);d.addItem(mxResources.get("duplicateIt", -[z]),null,mxUtils.bind(this,function(){this.duplicatePage(q,mxResources.get("copyOf",[q.getName()]))}),f)}}e&&(d.addSeparator(f),l(),d.addSeparator(f),g())}));D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});var t=mxEvent.getClientX(n),E=mxEvent.getClientY(n);D.popup(t,E,null,n);this.setCurrentMenu(D);mxEvent.consume(n)}));return b}; +EditorUi.prototype.createPageMenuTab=function(b,e){b=this.createControlTab(3,'<div class="geSprite geSprite-dots"></div>',b);b.setAttribute("title",mxResources.get("pages"));b.style.position="absolute";b.style.marginLeft="0px";b.style.top="0px";b.style.left="1px";var k=b.getElementsByTagName("div")[0];k.style.display="inline-block";k.style.marginTop="5px";k.style.width="21px";k.style.height="21px";mxEvent.addListener(b,"click",mxUtils.bind(this,function(m){this.editor.graph.popupMenuHandler.hideMenu(); +var D=new mxPopupMenu(mxUtils.bind(this,function(K,Q){var d=mxUtils.bind(this,function(){for(var z=0;z<this.pages.length;z++)mxUtils.bind(this,function(u){var H=K.addItem(this.getShortPageName(this.pages[u]),null,mxUtils.bind(this,function(){this.selectPage(this.pages[u])}),Q),L=this.pages[u].getId();H.setAttribute("title",this.pages[u].getName()+" ("+(u+1)+"/"+this.pages.length+")"+(null!=L?" ["+L+"]":""));this.pages[u]==this.currentPage&&K.addCheckmark(H,Editor.checkmarkImage)})(z)}),f=mxUtils.bind(this, +function(){K.addItem(mxResources.get("insertPage"),null,mxUtils.bind(this,function(){this.insertPage()}),Q)});e||d();if(this.editor.graph.isEnabled()){e||(K.addSeparator(Q),f());var g=this.currentPage;if(null!=g){K.addSeparator(Q);var x=this.getShortPageName(g);K.addItem(mxResources.get("removeIt",[x]),null,mxUtils.bind(this,function(){this.removePage(g)}),Q);K.addItem(mxResources.get("renameIt",[x]),null,mxUtils.bind(this,function(){this.renamePage(g,g.getName())}),Q);e||K.addSeparator(Q);K.addItem(mxResources.get("duplicateIt", +[x]),null,mxUtils.bind(this,function(){this.duplicatePage(g,mxResources.get("copyOf",[g.getName()]))}),Q)}}e&&(K.addSeparator(Q),f(),K.addSeparator(Q),d())}));D.div.className+=" geMenubarMenu";D.smartSeparators=!0;D.showDisabled=!0;D.autoExpand=!0;D.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(D,arguments);D.destroy()});var p=mxEvent.getClientX(m),E=mxEvent.getClientY(m);D.popup(p,E,null,m);this.setCurrentMenu(D);mxEvent.consume(m)}));return b}; EditorUi.prototype.createPageInsertTab=function(){var b=this.createControlTab(4,'<div class="geSprite geSprite-plus"></div>');b.setAttribute("title",mxResources.get("insertPage"));mxEvent.addListener(b,"click",mxUtils.bind(this,function(k){this.insertPage();mxEvent.consume(k)}));var e=b.getElementsByTagName("div")[0];e.style.display="inline-block";e.style.width="21px";e.style.height="21px";return b}; -EditorUi.prototype.createTabForPage=function(b,e,k,n){k=this.createTab(k);var D=b.getName()||mxResources.get("untitled"),t=b.getId();k.setAttribute("title",D+(null!=t?" ("+t+")":"")+" ["+n+"]");mxUtils.write(k,D);k.style.maxWidth=e+"px";k.style.width=e+"px";this.addTabListeners(b,k);42<e&&(k.style.textOverflow="ellipsis");return k}; -EditorUi.prototype.addTabListeners=function(b,e){mxEvent.disableContextMenu(e);var k=this.editor.graph;mxEvent.addListener(e,"dblclick",mxUtils.bind(this,function(t){this.renamePage(b);mxEvent.consume(t)}));var n=!1,D=!1;mxEvent.addGestureListeners(e,mxUtils.bind(this,function(t){n=null!=this.currentMenu;D=b==this.currentPage;k.isMouseDown||D||this.selectPage(b)}),null,mxUtils.bind(this,function(t){if(k.isEnabled()&&!k.isMouseDown&&(mxEvent.isTouchEvent(t)&&D||mxEvent.isPopupTrigger(t))){k.popupMenuHandler.hideMenu(); -this.hideCurrentMenu();if(!mxEvent.isTouchEvent(t)||!n){var E=new mxPopupMenu(this.createPageMenu(b));E.div.className+=" geMenubarMenu";E.smartSeparators=!0;E.showDisabled=!0;E.autoExpand=!0;E.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(E,arguments);this.resetCurrentMenu();E.destroy()});var d=mxEvent.getClientX(t),f=mxEvent.getClientY(t);E.popup(d,f,null,t);this.setCurrentMenu(E,e)}mxEvent.consume(t)}}))}; -EditorUi.prototype.getLinkForPage=function(b,e,k){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var n=this.getCurrentFile();if(null!=n&&n.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var D=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));D+=(0==D.length?"?":"&")+"page-id="+b.getId();null!=e&&(D+="&"+e.join("&"));return(k&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? -EditorUi.drawHost:"https://"+window.location.host)+"/"+D+"#"+n.getHash()}}return null}; -EditorUi.prototype.createPageMenu=function(b,e){return mxUtils.bind(this,function(k,n){var D=this.editor.graph;k.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),n);k.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),n);k.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,e)}),n);null!=this.getLinkForPage(b)&&(k.addSeparator(n),k.addItem(mxResources.get("link"), -null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(t,E,d,f,g,l){t=this.createUrlParameters(t,E,d,f,g,l);d||t.push("hide-pages=1");D.isSelectionEmpty()||(d=D.getBoundingBox(D.getSelectionCells()),E=D.view.translate,g=D.view.scale,d.width/=g,d.height/=g,d.x=d.x/g-E.x,d.y=d.y/g-E.y,t.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(d.x),y:Math.round(d.y),width:Math.round(d.width),height:Math.round(d.height),border:100})))); -f=new EmbedDialog(this,this.getLinkForPage(b,t,f));this.showDialog(f.container,450,240,!0,!0);f.init()}))})));k.addSeparator(n);k.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),n);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(k.addSeparator(n),k.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, -!0,!0))}),n))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};b.afterDecode=function(e,k,n){e=n.oldIndex;n.oldIndex=n.newIndex;n.newIndex=e;return n};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(e,k,n){n.ui=e.ui;return k};b.afterDecode=function(e,k,n){e=n.previous;n.previous=n.name;n.name=e;return n};mxCodecRegistry.register(b)})(); -(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(e,k,n){n.setAttribute("relatedPage",k.relatedPage.getId());null==k.index&&(n.setAttribute("name",k.relatedPage.getName()),null!=k.relatedPage.viewState&&n.setAttribute("viewState",JSON.stringify(k.relatedPage.viewState,function(D,t){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,D)?t:void 0})),null!=k.relatedPage.root&&e.encodeCell(k.relatedPage.root, -n));return n};b.beforeDecode=function(e,k,n){n.ui=e.ui;n.relatedPage=n.ui.getPageById(k.getAttribute("relatedPage"));if(null==n.relatedPage){var D=k.ownerDocument.createElement("diagram");D.setAttribute("id",k.getAttribute("relatedPage"));D.setAttribute("name",k.getAttribute("name"));n.relatedPage=new DiagramPage(D);D=k.getAttribute("viewState");null!=D&&(n.relatedPage.viewState=JSON.parse(D),k.removeAttribute("viewState"));k=k.cloneNode(!0);D=k.firstChild;if(null!=D)for(n.relatedPage.root=e.decodeCell(D, -!1),n=D.nextSibling,D.parentNode.removeChild(D),D=n;null!=D;){n=D.nextSibling;if(D.nodeType==mxConstants.NODETYPE_ELEMENT){var t=D.getAttribute("id");null==e.lookup(t)&&e.decodeCell(D)}D.parentNode.removeChild(D);D=n}}return k};b.afterDecode=function(e,k,n){n.index=n.previousIndex;return n};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(n,D,t,E,d){D=null!=D?D:!1;null==t&&(t=this.getFoldableCells(this.getSelectionCells(),n));this.stopEditing();this.model.beginUpdate();try{for(var f=t.slice(),g=0;g<t.length;g++)"1"==mxUtils.getValue(this.getCurrentCellStyle(t[g]),"treeFolding","0")&&this.foldTreeCell(n,t[g]);t=f;t=b.apply(this,arguments)}finally{this.model.endUpdate()}return t};Graph.prototype.foldTreeCell= -function(n,D){this.model.beginUpdate();try{var t=[];this.traverse(D,!0,mxUtils.bind(this,function(d,f){var g=null!=f&&this.isTreeEdge(f);g&&t.push(f);d==D||null!=f&&!g||t.push(d);return(null==f||g)&&(d==D||!this.model.isCollapsed(d))}));this.model.setCollapsed(D,n);for(var E=0;E<t.length;E++)this.model.setVisible(t[E],!n)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(n){return!this.isEdgeIgnored(n)};Graph.prototype.getTreeEdges=function(n,D,t,E,d,f){return this.model.filterCells(this.getEdges(n, -D,t,E,d,f),mxUtils.bind(this,function(g){return this.isTreeEdge(g)}))};Graph.prototype.getIncomingTreeEdges=function(n,D){return this.getTreeEdges(n,D,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(n,D){return this.getTreeEdges(n,D,!1,!0,!1)};var e=EditorUi.prototype.init;EditorUi.prototype.init=function(){e.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function n(M){return I.isVertex(M)&&t(M)}function D(M){var ka= -!1;null!=M&&(ka="1"==C.getCurrentCellStyle(M).treeMoving);return ka}function t(M){var ka=!1;null!=M&&(M=I.getParent(M),ka=C.view.getState(M),ka="tree"==(null!=ka?ka.style:C.getCellStyle(M)).containerType);return ka}function E(M){var ka=!1;null!=M&&(M=I.getParent(M),ka=C.view.getState(M),C.view.getState(M),ka=null!=(null!=ka?ka.style:C.getCellStyle(M)).childLayout);return ka}function d(M){M=C.view.getState(M);if(null!=M){var ka=C.getIncomingTreeEdges(M.cell);if(0<ka.length&&(ka=C.view.getState(ka[0]), -null!=ka&&(ka=ka.absolutePoints,null!=ka&&0<ka.length&&(ka=ka[ka.length-1],null!=ka)))){if(ka.y==M.y&&Math.abs(ka.x-M.getCenterX())<M.width/2)return mxConstants.DIRECTION_SOUTH;if(ka.y==M.y+M.height&&Math.abs(ka.x-M.getCenterX())<M.width/2)return mxConstants.DIRECTION_NORTH;if(ka.x>M.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function f(M,ka){ka=null!=ka?ka:!0;C.model.beginUpdate();try{var L=C.model.getParent(M),S=C.getIncomingTreeEdges(M),ja=C.cloneCells([S[0], -M]);C.model.setTerminal(ja[0],C.model.getTerminal(S[0],!0),!0);var ma=d(M),u=L.geometry;ma==mxConstants.DIRECTION_SOUTH||ma==mxConstants.DIRECTION_NORTH?ja[1].geometry.x+=ka?M.geometry.width+10:-ja[1].geometry.width-10:ja[1].geometry.y+=ka?M.geometry.height+10:-ja[1].geometry.height-10;C.view.currentRoot!=L&&(ja[1].geometry.x-=u.x,ja[1].geometry.y-=u.y);var H=C.view.getState(M),P=C.view.scale;if(null!=H){var V=mxRectangle.fromRectangle(H);ma==mxConstants.DIRECTION_SOUTH||ma==mxConstants.DIRECTION_NORTH? -V.x+=(ka?M.geometry.width+10:-ja[1].geometry.width-10)*P:V.y+=(ka?M.geometry.height+10:-ja[1].geometry.height-10)*P;var Q=C.getOutgoingTreeEdges(C.model.getTerminal(S[0],!0));if(null!=Q){for(var da=ma==mxConstants.DIRECTION_SOUTH||ma==mxConstants.DIRECTION_NORTH,ea=u=S=0;ea<Q.length;ea++){var fa=C.model.getTerminal(Q[ea],!1);if(ma==d(fa)){var pa=C.view.getState(fa);fa!=M&&null!=pa&&(da&&ka!=pa.getCenterX()<H.getCenterX()||!da&&ka!=pa.getCenterY()<H.getCenterY())&&mxUtils.intersects(V,pa)&&(S=10+Math.max(S, -(Math.min(V.x+V.width,pa.x+pa.width)-Math.max(V.x,pa.x))/P),u=10+Math.max(u,(Math.min(V.y+V.height,pa.y+pa.height)-Math.max(V.y,pa.y))/P))}}da?u=0:S=0;for(ea=0;ea<Q.length;ea++)if(fa=C.model.getTerminal(Q[ea],!1),ma==d(fa)&&(pa=C.view.getState(fa),fa!=M&&null!=pa&&(da&&ka!=pa.getCenterX()<H.getCenterX()||!da&&ka!=pa.getCenterY()<H.getCenterY()))){var ua=[];C.traverse(pa.cell,!0,function(qa,Da){var Aa=null!=Da&&C.isTreeEdge(Da);Aa&&ua.push(Da);(null==Da||Aa)&&ua.push(qa);return null==Da||Aa});C.moveCells(ua, -(ka?1:-1)*S,(ka?1:-1)*u)}}}return C.addCells(ja,L)}finally{C.model.endUpdate()}}function g(M){C.model.beginUpdate();try{var ka=d(M),L=C.getIncomingTreeEdges(M),S=C.cloneCells([L[0],M]);C.model.setTerminal(L[0],S[1],!1);C.model.setTerminal(S[0],S[1],!0);C.model.setTerminal(S[0],M,!1);var ja=C.model.getParent(M),ma=ja.geometry,u=[];C.view.currentRoot!=ja&&(S[1].geometry.x-=ma.x,S[1].geometry.y-=ma.y);C.traverse(M,!0,function(V,Q){var da=null!=Q&&C.isTreeEdge(Q);da&&u.push(Q);(null==Q||da)&&u.push(V); -return null==Q||da});var H=M.geometry.width+40,P=M.geometry.height+40;ka==mxConstants.DIRECTION_SOUTH?H=0:ka==mxConstants.DIRECTION_NORTH?(H=0,P=-P):ka==mxConstants.DIRECTION_WEST?(H=-H,P=0):ka==mxConstants.DIRECTION_EAST&&(P=0);C.moveCells(u,H,P);return C.addCells(S,ja)}finally{C.model.endUpdate()}}function l(M,ka){C.model.beginUpdate();try{var L=C.model.getParent(M),S=C.getIncomingTreeEdges(M),ja=d(M);0==S.length&&(S=[C.createEdge(L,null,"",null,null,C.createCurrentEdgeStyle())],ja=ka);var ma=C.cloneCells([S[0], -M]);C.model.setTerminal(ma[0],M,!0);if(null==C.model.getTerminal(ma[0],!1)){C.model.setTerminal(ma[0],ma[1],!1);var u=C.getCellStyle(ma[1]).newEdgeStyle;if(null!=u)try{var H=JSON.parse(u),P;for(P in H)C.setCellStyles(P,H[P],[ma[0]]),"edgeStyle"==P&&"elbowEdgeStyle"==H[P]&&C.setCellStyles("elbow",ja==mxConstants.DIRECTION_SOUTH||ja==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[ma[0]])}catch(pa){}}S=C.getOutgoingTreeEdges(M);var V=L.geometry;ka=[];C.view.currentRoot==L&&(V=new mxRectangle);for(u= -0;u<S.length;u++){var Q=C.model.getTerminal(S[u],!1);null!=Q&&ka.push(Q)}var da=C.view.getBounds(ka),ea=C.view.translate,fa=C.view.scale;ja==mxConstants.DIRECTION_SOUTH?(ma[1].geometry.x=null==da?M.geometry.x+(M.geometry.width-ma[1].geometry.width)/2:(da.x+da.width)/fa-ea.x-V.x+10,ma[1].geometry.y+=ma[1].geometry.height-V.y+40):ja==mxConstants.DIRECTION_NORTH?(ma[1].geometry.x=null==da?M.geometry.x+(M.geometry.width-ma[1].geometry.width)/2:(da.x+da.width)/fa-ea.x+-V.x+10,ma[1].geometry.y-=ma[1].geometry.height+ -V.y+40):(ma[1].geometry.x=ja==mxConstants.DIRECTION_WEST?ma[1].geometry.x-(ma[1].geometry.width+V.x+40):ma[1].geometry.x+(ma[1].geometry.width-V.x+40),ma[1].geometry.y=null==da?M.geometry.y+(M.geometry.height-ma[1].geometry.height)/2:(da.y+da.height)/fa-ea.y+-V.y+10);return C.addCells(ma,L)}finally{C.model.endUpdate()}}function q(M,ka,L){M=C.getOutgoingTreeEdges(M);L=C.view.getState(L);var S=[];if(null!=L&&null!=M){for(var ja=0;ja<M.length;ja++){var ma=C.view.getState(C.model.getTerminal(M[ja],!1)); -null!=ma&&(!ka&&Math.min(ma.x+ma.width,L.x+L.width)>=Math.max(ma.x,L.x)||ka&&Math.min(ma.y+ma.height,L.y+L.height)>=Math.max(ma.y,L.y))&&S.push(ma)}S.sort(function(u,H){return ka?u.x+u.width-H.x-H.width:u.y+u.height-H.y-H.height})}return S}function z(M,ka){var L=d(M),S=ka==mxConstants.DIRECTION_EAST||ka==mxConstants.DIRECTION_WEST;(L==mxConstants.DIRECTION_EAST||L==mxConstants.DIRECTION_WEST)==S&&L!=ka?F.actions.get("selectParent").funct():L==ka?(ka=C.getOutgoingTreeEdges(M),null!=ka&&0<ka.length&& -C.setSelectionCell(C.model.getTerminal(ka[0],!1))):(L=C.getIncomingTreeEdges(M),null!=L&&0<L.length&&(S=q(C.model.getTerminal(L[0],!0),S,M),M=C.view.getState(M),null!=M&&(M=mxUtils.indexOf(S,M),0<=M&&(M+=ka==mxConstants.DIRECTION_NORTH||ka==mxConstants.DIRECTION_WEST?-1:1,0<=M&&M<=S.length-1&&C.setSelectionCell(S[M].cell)))))}var F=this,C=F.editor.graph,I=C.getModel(),G=F.menus.createPopupMenu;F.menus.createPopupMenu=function(M,ka,L){G.apply(this,arguments);if(1==C.getSelectionCount()){ka=C.getSelectionCell(); -var S=C.getOutgoingTreeEdges(ka);M.addSeparator();0<S.length&&(n(C.getSelectionCell())&&this.addMenuItems(M,["selectChildren"],null,L),this.addMenuItems(M,["selectDescendants"],null,L));n(C.getSelectionCell())?(M.addSeparator(),0<C.getIncomingTreeEdges(ka).length&&this.addMenuItems(M,["selectSiblings","selectParent"],null,L)):0<C.model.getEdgeCount(ka)&&this.addMenuItems(M,["selectConnections"],null,L)}};F.actions.addAction("selectChildren",function(){if(C.isEnabled()&&1==C.getSelectionCount()){var M= -C.getSelectionCell();M=C.getOutgoingTreeEdges(M);if(null!=M){for(var ka=[],L=0;L<M.length;L++)ka.push(C.model.getTerminal(M[L],!1));C.setSelectionCells(ka)}}},null,null,"Alt+Shift+X");F.actions.addAction("selectSiblings",function(){if(C.isEnabled()&&1==C.getSelectionCount()){var M=C.getSelectionCell();M=C.getIncomingTreeEdges(M);if(null!=M&&0<M.length&&(M=C.getOutgoingTreeEdges(C.model.getTerminal(M[0],!0)),null!=M)){for(var ka=[],L=0;L<M.length;L++)ka.push(C.model.getTerminal(M[L],!1));C.setSelectionCells(ka)}}}, -null,null,"Alt+Shift+S");F.actions.addAction("selectParent",function(){if(C.isEnabled()&&1==C.getSelectionCount()){var M=C.getSelectionCell();M=C.getIncomingTreeEdges(M);null!=M&&0<M.length&&C.setSelectionCell(C.model.getTerminal(M[0],!0))}},null,null,"Alt+Shift+P");F.actions.addAction("selectDescendants",function(M,ka){M=C.getSelectionCell();if(C.isEnabled()&&C.model.isVertex(M)){if(null!=ka&&mxEvent.isAltDown(ka))C.setSelectionCells(C.model.getTreeEdges(M,null==ka||!mxEvent.isShiftDown(ka),null== -ka||!mxEvent.isControlDown(ka)));else{var L=[];C.traverse(M,!0,function(S,ja){var ma=null!=ja&&C.isTreeEdge(ja);ma&&L.push(ja);null!=ja&&!ma||null!=ka&&mxEvent.isShiftDown(ka)||L.push(S);return null==ja||ma})}C.setSelectionCells(L)}},null,null,"Alt+Shift+D");var Z=C.removeCells;C.removeCells=function(M,ka){ka=null!=ka?ka:!0;null==M&&(M=this.getDeletableCells(this.getSelectionCells()));ka&&(M=this.getDeletableCells(this.addAllEdges(M)));for(var L=[],S=0;S<M.length;S++){var ja=M[S];I.isEdge(ja)&&t(ja)&& -(L.push(ja),ja=I.getTerminal(ja,!1));if(n(ja)){var ma=[];C.traverse(ja,!0,function(u,H){var P=null!=H&&C.isTreeEdge(H);P&&ma.push(H);(null==H||P)&&ma.push(u);return null==H||P});0<ma.length&&(L=L.concat(ma),ja=C.getIncomingTreeEdges(M[S]),M=M.concat(ja))}else null!=ja&&L.push(M[S])}M=L;return Z.apply(this,arguments)};F.hoverIcons.getStateAt=function(M,ka,L){return n(M.cell)?null:this.graph.view.getState(this.graph.getCellAt(ka,L))};var ca=C.duplicateCells;C.duplicateCells=function(M,ka){M=null!=M? -M:this.getSelectionCells();for(var L=M.slice(0),S=0;S<L.length;S++){var ja=C.view.getState(L[S]);if(null!=ja&&n(ja.cell)){var ma=C.getIncomingTreeEdges(ja.cell);for(ja=0;ja<ma.length;ja++)mxUtils.remove(ma[ja],M)}}this.model.beginUpdate();try{var u=ca.call(this,M,ka);if(u.length==M.length)for(S=0;S<M.length;S++)if(n(M[S])){var H=C.getIncomingTreeEdges(u[S]);ma=C.getIncomingTreeEdges(M[S]);if(0==H.length&&0<ma.length){var P=this.cloneCell(ma[0]);this.addEdge(P,C.getDefaultParent(),this.model.getTerminal(ma[0], -!0),u[S])}}}finally{this.model.endUpdate()}return u};var ba=C.moveCells;C.moveCells=function(M,ka,L,S,ja,ma,u){var H=null;this.model.beginUpdate();try{var P=ja,V=this.getCurrentCellStyle(ja);if(null!=M&&n(ja)&&"1"==mxUtils.getValue(V,"treeFolding","0")){for(var Q=0;Q<M.length;Q++)if(n(M[Q])||C.model.isEdge(M[Q])&&null==C.model.getTerminal(M[Q],!0)){ja=C.model.getParent(M[Q]);break}if(null!=P&&ja!=P&&null!=this.view.getState(M[0])){var da=C.getIncomingTreeEdges(M[0]);if(0<da.length){var ea=C.view.getState(C.model.getTerminal(da[0], -!0));if(null!=ea){var fa=C.view.getState(P);null!=fa&&(ka=(fa.getCenterX()-ea.getCenterX())/C.view.scale,L=(fa.getCenterY()-ea.getCenterY())/C.view.scale)}}}}H=ba.apply(this,arguments);if(null!=H&&null!=M&&H.length==M.length)for(Q=0;Q<H.length;Q++)if(this.model.isEdge(H[Q]))n(P)&&0>mxUtils.indexOf(H,this.model.getTerminal(H[Q],!0))&&this.model.setTerminal(H[Q],P,!0);else if(n(M[Q])&&(da=C.getIncomingTreeEdges(M[Q]),0<da.length))if(!S)n(P)&&0>mxUtils.indexOf(M,this.model.getTerminal(da[0],!0))&&this.model.setTerminal(da[0], -P,!0);else if(0==C.getIncomingTreeEdges(H[Q]).length){V=P;if(null==V||V==C.model.getParent(M[Q]))V=C.model.getTerminal(da[0],!0);S=this.cloneCell(da[0]);this.addEdge(S,C.getDefaultParent(),V,H[Q])}}finally{this.model.endUpdate()}return H};if(null!=F.sidebar){var Y=F.sidebar.dropAndConnect;F.sidebar.dropAndConnect=function(M,ka,L,S){var ja=C.model,ma=null;ja.beginUpdate();try{if(ma=Y.apply(this,arguments),n(M))for(var u=0;u<ma.length;u++)if(ja.isEdge(ma[u])&&null==ja.getTerminal(ma[u],!0)){ja.setTerminal(ma[u], -M,!0);var H=C.getCellGeometry(ma[u]);H.points=null;null!=H.getTerminalPoint(!0)&&H.setTerminalPoint(null,!0)}}finally{ja.endUpdate()}return ma}}var O={88:F.actions.get("selectChildren"),84:F.actions.get("selectSubtree"),80:F.actions.get("selectParent"),83:F.actions.get("selectSiblings")},la=F.onKeyDown;F.onKeyDown=function(M){try{if(C.isEnabled()&&!C.isEditing()&&n(C.getSelectionCell())&&1==C.getSelectionCount()){var ka=null;0<C.getIncomingTreeEdges(C.getSelectionCell()).length&&(9==M.which?ka=mxEvent.isShiftDown(M)? -g(C.getSelectionCell()):l(C.getSelectionCell()):13==M.which&&(ka=f(C.getSelectionCell(),!mxEvent.isShiftDown(M))));if(null!=ka&&0<ka.length)1==ka.length&&C.model.isEdge(ka[0])?C.setSelectionCell(C.model.getTerminal(ka[0],!1)):C.setSelectionCell(ka[ka.length-1]),null!=F.hoverIcons&&F.hoverIcons.update(C.view.getState(C.getSelectionCell())),C.startEditingAtCell(C.getSelectionCell()),mxEvent.consume(M);else if(mxEvent.isAltDown(M)&&mxEvent.isShiftDown(M)){var L=O[M.keyCode];null!=L&&(L.funct(M),mxEvent.consume(M))}else 37== -M.keyCode?(z(C.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(M)):38==M.keyCode?(z(C.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(M)):39==M.keyCode?(z(C.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(M)):40==M.keyCode&&(z(C.getSelectionCell(),mxConstants.DIRECTION_SOUTH),mxEvent.consume(M))}}catch(S){F.handleError(S)}mxEvent.isConsumed(M)||la.apply(this,arguments)};var aa=C.connectVertex;C.connectVertex=function(M,ka,L,S,ja,ma,u){var H=C.getIncomingTreeEdges(M); -if(n(M)){var P=d(M),V=P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST,Q=ka==mxConstants.DIRECTION_EAST||ka==mxConstants.DIRECTION_WEST;return P==ka||0==H.length?l(M,ka):V==Q?g(M):f(M,ka!=mxConstants.DIRECTION_NORTH&&ka!=mxConstants.DIRECTION_WEST)}return aa.apply(this,arguments)};C.getSubtree=function(M){var ka=[M];!D(M)&&!n(M)||E(M)||C.traverse(M,!0,function(L,S){var ja=null!=S&&C.isTreeEdge(S);ja&&0>mxUtils.indexOf(ka,S)&&ka.push(S);(null==S||ja)&&0>mxUtils.indexOf(ka,L)&&ka.push(L); -return null==S||ja});return ka};var ia=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){ia.apply(this,arguments);(D(this.state.cell)||n(this.state.cell))&&!E(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title","Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height= -"24px",this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(M){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(M),mxEvent.getClientY(M),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(M);this.graph.isMouseDown=!0;F.hoverIcons.reset();mxEvent.consume(M)})))};var X=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles= -function(){X.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var R=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(M){R.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.display=M?"":"none")};var sa=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy= -function(M,ka){sa.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var k=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var n=k.apply(this,arguments),D=this.graph;return n.concat([this.addEntry("tree container",function(){var t=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");t.vertex= -!0;var E=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');E.vertex=!0;var d=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);t.insert(f);t.insert(E);t.insert(d);return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var t=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;");t.vertex=!0;var E=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -E.vertex=!0;var d=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");f.geometry.relative=!0;f.edge=!0; -E.insertEdge(f,!0);d.insertEdge(f,!1);var g=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');g.vertex=!0;var l=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); -l.geometry.relative=!0;l.edge=!0;E.insertEdge(l,!0);g.insertEdge(l,!1);var q=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');q.vertex=!0;var z=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); -z.geometry.relative=!0;z.edge=!0;E.insertEdge(z,!0);q.insertEdge(z,!1);var F=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');F.vertex=!0;var C=new mxCell("",new mxGeometry(0, -0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");C.geometry.relative=!0;C.edge=!0;E.insertEdge(C,!0);F.insertEdge(C,!1);t.insert(f);t.insert(l);t.insert(z);t.insert(C);t.insert(E);t.insert(d);t.insert(g);t.insert(q);t.insert(F);return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var t=new mxCell("Central Idea",new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;'); -t.vertex=!0;return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var t=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);return sb.createVertexTemplateFromCells([t,E],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var t=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); -t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);return sb.createVertexTemplateFromCells([t,E],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree orgchart organization division",function(){var t=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -t.vertex=!0;var E=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(E,"treeRoot","1");E.vertex=!0;var d=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); -d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);var g=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');g.vertex=!0;var l=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -l.geometry.relative=!0;l.edge=!0;E.insertEdge(l,!0);g.insertEdge(l,!1);t.insert(f);t.insert(l);t.insert(E);t.insert(d);t.insert(g);return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree root",function(){var t=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(t,"treeRoot", -"1");t.vertex=!0;return sb.createVertexTemplateFromCells([t],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree division",function(){var t=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); -E.geometry.setTerminalPoint(new mxPoint(0,0),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);return sb.createVertexTemplateFromCells([t,E],t.geometry.width,t.geometry.height,t.value)}),this.addEntry("tree sub sections",function(){var t=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");t.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); -E.geometry.setTerminalPoint(new mxPoint(110,-40),!0);E.geometry.relative=!0;E.edge=!0;t.insertEdge(E,!1);var d=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");f.geometry.setTerminalPoint(new mxPoint(110,-40),!0);f.geometry.relative= -!0;f.edge=!0;d.insertEdge(f,!1);return sb.createVertexTemplateFromCells([E,f,t,d],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; -EditorUi.initMinimalTheme=function(){function b(O,la){if(EditorUi.windowed){var aa=O.editor.graph;aa.popupMenuHandler.hideMenu();if(null==O.formatWindow){la="1"==urlParams.sketch?Math.max(10,O.diagramContainer.clientWidth-241):Math.max(10,O.diagramContainer.clientWidth-248);var ia="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;aa="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,aa.container.clientHeight-10);O.formatWindow=new t(O,mxResources.get("format"),la,ia,240,aa,function(R){var sa= -O.createFormat(R);sa.init();O.addListener("darkModeChanged",mxUtils.bind(this,function(){sa.refresh()}));return sa});O.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){O.formatWindow.window.fit()}));O.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else O.formatWindow.window.setVisible(null!=la?la:!O.formatWindow.window.isVisible())}else{if(null==O.formatElt){O.formatElt=D();var X=O.createFormat(O.formatElt);X.init();O.formatElt.style.border="none";O.formatElt.style.width= -"240px";O.formatElt.style.borderLeft="1px solid gray";O.formatElt.style.right="0px";O.addListener("darkModeChanged",mxUtils.bind(this,function(){X.refresh()}))}aa=O.diagramContainer.parentNode;null!=O.formatElt.parentNode?(O.formatElt.parentNode.removeChild(O.formatElt),aa.style.right="0px"):(aa.parentNode.appendChild(O.formatElt),aa.style.right=O.formatElt.style.width)}}function e(O,la){function aa(sa,M){var ka=O.menus.get(sa);sa=R.addMenu(M,mxUtils.bind(this,function(){ka.funct.apply(this,arguments)})); -sa.style.cssText="position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;";sa.className="geTitle";la.appendChild(sa);return sa}var ia=document.createElement("div");ia.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";ia.className="geTitle";var X=document.createElement("span");X.style.fontSize="18px";X.style.marginRight= -"5px";X.innerHTML="+";ia.appendChild(X);mxUtils.write(ia,mxResources.get("moreShapes"));la.appendChild(ia);mxEvent.addListener(ia,"click",function(){O.actions.get("shapes").funct()});var R=new Menubar(O,la);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?ia.style.bottom="0":null!=O.actions.get("newLibrary")?(ia=document.createElement("div"),ia.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;", -ia.className="geTitle",X=document.createElement("span"),X.style.cssText="position:relative;top:6px;",mxUtils.write(X,mxResources.get("newLibrary")),ia.appendChild(X),la.appendChild(ia),mxEvent.addListener(ia,"click",O.actions.get("newLibrary").funct),ia=document.createElement("div"),ia.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",ia.className="geTitle",X=document.createElement("span"), -X.style.cssText="position:relative;top:6px;",mxUtils.write(X,mxResources.get("openLibrary")),ia.appendChild(X),la.appendChild(ia),mxEvent.addListener(ia,"click",O.actions.get("openLibrary").funct)):(ia=aa("newLibrary",mxResources.get("newLibrary")),ia.style.boxSizing="border-box",ia.style.paddingRight="6px",ia.style.paddingLeft="6px",ia.style.height="32px",ia.style.left="0",ia=aa("openLibraryFrom",mxResources.get("openLibraryFrom")),ia.style.borderLeft="1px solid lightgray",ia.style.boxSizing="border-box", -ia.style.paddingRight="6px",ia.style.paddingLeft="6px",ia.style.height="32px",ia.style.left="50%");la.appendChild(O.sidebar.container);la.style.overflow="hidden"}function k(O,la){if(EditorUi.windowed){var aa=O.editor.graph;aa.popupMenuHandler.hideMenu();if(null==O.sidebarWindow){la=Math.min(aa.container.clientWidth-10,218);var ia="1"==urlParams.embedInline?650:Math.min(aa.container.clientHeight-40,650);O.sidebarWindow=new t(O,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline? -66:10,"1"==urlParams.sketch&&"1"!=urlParams.embedInline?Math.max(30,(aa.container.clientHeight-ia)/2):56,la-6,ia-6,function(X){e(O,X)});O.sidebarWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){O.sidebarWindow.window.fit()}));O.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);O.sidebarWindow.window.setVisible(!0);isLocalStorage&&O.getLocalData("sidebar",function(X){O.sidebar.showEntries(X,null,!0)});O.restoreLibraries()}else O.sidebarWindow.window.setVisible(null!=la? -la:!O.sidebarWindow.window.isVisible())}else null==O.sidebarElt&&(O.sidebarElt=D(),e(O,O.sidebarElt),O.sidebarElt.style.border="none",O.sidebarElt.style.width="210px",O.sidebarElt.style.borderRight="1px solid gray"),aa=O.diagramContainer.parentNode,null!=O.sidebarElt.parentNode?(O.sidebarElt.parentNode.removeChild(O.sidebarElt),aa.style.left="0px"):(aa.parentNode.appendChild(O.sidebarElt),aa.style.left=O.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format|| -"undefined"===typeof window.Menus)window.uiTheme=null;else{var n=0;try{n=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(O){}var D=function(){var O=document.createElement("div");O.className="geSidebarContainer";O.style.position="absolute";O.style.width="100%";O.style.height="100%";O.style.border="1px solid whiteSmoke";O.style.overflowX="hidden";O.style.overflowY="auto";return O},t=function(O,la,aa,ia,X,R,sa){var M=D();sa(M);this.window=new mxWindow(la,M,aa, -ia,X,R,!0,!0);this.window.destroyOnClose=!1;this.window.setMaximizable(!1);this.window.setResizable(!0);this.window.setClosable(!0);this.window.setVisible(!0);O.installResizeHandler(this,!0);mxClient.IS_SF&&(this.window.div.onselectstart=mxUtils.bind(this,function(ka){null==ka&&(ka=window.event);return null!=ka&&O.isSelectionAllowed(ka)}))};Editor.checkmarkImage=Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src; -mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>'); -mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR="#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity= -"0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor="#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID; -EditorUi.prototype.setDarkMode=function(O){this.spinner.spin(document.body,mxResources.get("working")+"...")&&window.setTimeout(mxUtils.bind(this,function(){this.spinner.stop();this.doSetDarkMode(O);null==urlParams.dark&&(mxSettings.settings.darkMode=O,mxSettings.save());this.fireEvent(new mxEventObject("darkModeChanged"))}),0)};var E=document.createElement("link");E.setAttribute("rel","stylesheet");E.setAttribute("href",STYLE_PATH+"/dark.css");E.setAttribute("charset","UTF-8");E.setAttribute("type", -"text/css");EditorUi.prototype.doSetDarkMode=function(O){if(Editor.darkMode!=O){var la=this.editor.graph;Editor.darkMode=O;this.spinner.opts.color=Editor.isDarkMode()?"#c0c0c0":"#000";la.view.gridColor=Editor.isDarkMode()?la.view.defaultDarkGridColor:la.view.defaultGridColor;la.defaultPageBackgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";la.defaultPageBorderColor=Editor.isDarkMode()?"#505759":"#ffffff";la.shapeBackgroundColor=Editor.isDarkMode()? -Editor.darkColor:"#ffffff";la.shapeForegroundColor=Editor.isDarkMode()?Editor.lightColor:"#000000";la.defaultThemeName=Editor.isDarkMode()?"darkTheme":"default-style2";la.graphHandler.previewColor=Editor.isDarkMode()?"#cccccc":"black";document.body.style.backgroundColor="1"==urlParams.embedInline?"transparent":Editor.isDarkMode()?Editor.darkColor:"#ffffff";la.loadStylesheet();null!=this.actions.layersWindow&&(O=this.actions.layersWindow.window.isVisible(),this.actions.layersWindow.window.setVisible(!1), -this.actions.layersWindow.destroy(),this.actions.layersWindow=null,O&&window.setTimeout(this.actions.get("layers").funct,0));null!=this.menus.commentsWindow&&(this.menus.commentsWindow.window.setVisible(!1),this.menus.commentsWindow.destroy(),this.menus.commentsWindow=null);null!=this.ruler&&this.ruler.updateStyle();Graph.prototype.defaultPageBackgroundColor=la.defaultPageBackgroundColor;Graph.prototype.defaultPageBorderColor=la.defaultPageBorderColor;Graph.prototype.shapeBackgroundColor=la.shapeBackgroundColor; -Graph.prototype.shapeForegroundColor=la.shapeForegroundColor;Graph.prototype.defaultThemeName=la.defaultThemeName;StyleFormatPanel.prototype.defaultStrokeColor=Editor.isDarkMode()?"#cccccc":"black";BaseFormatPanel.prototype.buttonBackgroundColor=Editor.isDarkMode()?Editor.darkColor:"white";Format.inactiveTabBackgroundColor=Editor.isDarkMode()?"black":"#f0f0f0";Dialog.backdropColor=Editor.isDarkMode()?Editor.darkColor:"white";mxConstants.DROP_TARGET_COLOR=Editor.isDarkMode()?"#00ff00":"#0000FF";Editor.helpImage= -Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkHelpImage:Editor.lightHelpImage;Editor.checkmarkImage=Editor.isDarkMode()&&mxClient.IS_SVG?Editor.darkCheckmarkImage:Editor.lightCheckmarkImage;d.innerHTML=Editor.createMinimalCss();Editor.darkMode?null==E.parentNode&&document.getElementsByTagName("head")[0].appendChild(E):null!=E.parentNode&&E.parentNode.removeChild(E)}};Editor.createMinimalCss=function(){return"* { -webkit-font-smoothing: antialiased; }html body td.mxWindowTitle > div > img { padding: 8px 4px; }"+ -(Editor.isDarkMode()?"html body td.mxWindowTitle > div > img { margin: -4px; }html body .geToolbarContainer .geMenuItem, html body .geToolbarContainer .geToolbarButton, html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem,html body .geMenubarContainer .geToolbarButton { filter: invert(1); }html body div.geToolbarContainer a.geInverted { filter: none; }html body .geMenubarContainer .geMenuItem .geMenuItem, html body .geMenubarContainer a.geMenuItem { color: #353535; }html > body > div > .geToolbarContainer { border: 1px solid #c0c0c0 !important; box-shadow: none !important; }html > body.geEditor > div > a.geItem { background-color: #2a2a2a; color: #cccccc; border-color: #505759; }html body .geTabContainer, html body .geTabContainer div, html body .geMenubarContainer { border-color: #505759 !important; }html body .mxCellEditor { color: #f0f0f0; }": -"html body div.geToolbarContainer a.geInverted { filter: invert(1); }html body.geEditor .geTabContainer div { border-color: #e5e5e5 !important; }")+'html > body > div > a.geItem { background-color: #ffffff; color: #707070; border-top: 1px solid lightgray; border-left: 1px solid lightgray; }html body .geMenubarContainer { border-bottom:1px solid lightgray;background-color:#ffffff; }html body .mxWindow button.geBtn { font-size:12px !important; margin-left: 0; }html body .geSidebarContainer *:not(svg *) { font-size:9pt; }html body table.mxWindow td.mxWindowPane div.mxWindowPane *:not(svg *) { font-size:9pt; }table.mxWindow * :not(svg *) { font-size:13px; }html body .mxWindow { z-index: 3; }html body div.diagramContainer button, html body button.geBtn { font-size:14px; font-weight:700; border-radius: 5px; }html body button.geBtn:active { opacity: 0.6; }html body a.geMenuItem { opacity: 0.75; cursor: pointer; user-select: none; }html body a.geMenuItem[disabled] { opacity: 0.2; }html body a.geMenuItem[disabled]:active { opacity: 0.2; }html body div.geActivePage { opacity: 0.7; }html body a.geMenuItem:active { opacity: 0.2; }html body .geToolbarButton { opacity: 0.3; }html body .geToolbarButton:active { opacity: 0.15; }html body .geStatus:active { opacity: 0.5; }.geStatus > div { box-sizing: border-box; max-width: 100%; text-overflow: ellipsis; }html body .geMenubarContainer .geStatus { margin-top: 0px !important; }html table.mxPopupMenu tr.mxPopupMenuItemHover:active { opacity: 0.7; }html body .geDialog input, html body .geToolbarContainer input, html body .mxWindow input {padding: 2px; display: inline-block; }html body .mxWindow input[type="checkbox"] {padding: 0px; }div.geDialog { border-radius: 5px; }html body div.geDialog button.geBigButton { color: '+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; border: none !important; }.mxWindow button, .geDialog select, .mxWindow select { display:inline-block; }html body .mxWindow .geColorBtn, html body .geDialog .geColorBtn { background: none; }html body div.diagramContainer button, html body .mxWindow button, html body .geDialog button { min-width: 0px; border-radius: 5px; color: "+(Editor.isDarkMode()?"#cccccc":"#353535")+" !important; border-style: solid; border-width: 1px; border-color: rgb(216, 216, 216); }html body div.diagramContainer button:hover, html body .mxWindow button:hover, html body .geDialog button:hover { border-color: rgb(177, 177, 177); }html body div.diagramContainer button:active, html body .mxWindow button:active, html body .geDialog button:active { opacity: 0.6; }div.diagramContainer button.geBtn, .mxWindow button.geBtn, .geDialog button.geBtn { min-width:72px; font-weight: 600; background: none; }div.diagramContainer button.gePrimaryBtn, .mxWindow button.gePrimaryBtn, .geDialog button.gePrimaryBtn, html body .gePrimaryBtn { background: #29b6f2; color: #fff !important; border: none; box-shadow: none; }html body .gePrimaryBtn:hover { background: #29b6f2; border: none; box-shadow: inherit; }html body button.gePrimaryBtn:hover { background: #29b6f2; border: none; }.geBtn button { min-width:72px !important; }div.geToolbarContainer a.geButton { margin:0px; padding: 0 2px 4px 2px; } html body div.geToolbarContainer a.geColorBtn { margin: 2px; } html body .mxWindow td.mxWindowPane input, html body .mxWindow td.mxWindowPane select, html body .mxWindow td.mxWindowPane textarea, html body .mxWindow td.mxWindowPane radio { padding: 0px; box-sizing: border-box; }.geDialog, .mxWindow td.mxWindowPane *, div.geSprite, td.mxWindowTitle, .geDiagramContainer { box-sizing:content-box; }.mxWindow div button.geStyleButton { box-sizing: border-box; }table.mxWindow td.mxWindowPane button.geColorBtn { padding:0px; box-sizing: border-box; }td.mxWindowPane .geSidebarContainer button { padding:2px; box-sizing: border-box; }html body .geMenuItem { font-size:14px; text-decoration: none; font-weight: normal; padding: 6px 10px 6px 10px; border: none; border-radius: 5px; color: #353535; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); "+ -(EditorUi.isElectronApp?"app-region: no-drag; ":"")+"}.geTabContainer { border-bottom:1px solid lightgray; border-top:1px solid lightgray; background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }.geToolbarContainer { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+"; }div.geSidebarContainer .geTitle { background-color: "+(Editor.isDarkMode()?Editor.darkColor:"#fdfdfd")+"; }div.mxWindow td.mxWindowPane button { background-image: none; float: none; }td.mxWindowTitle { height: 22px !important; background: none !important; font-size: 13px !important; text-align:center !important; border-bottom:1px solid lightgray; }div.mxWindow, div.mxWindowTitle { background-image: none !important; background-color:"+ -(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; }div.mxWindow { border-radius:5px; box-shadow: 0px 0px 2px #C0C0C0 !important;}div.mxWindow *:not(svg *) { font-family: inherit !important; }html div.geVerticalHandle { position:absolute;bottom:0px;left:50%;cursor:row-resize;width:11px;height:11px;background:white;margin-bottom:-6px; margin-left:-6px; border: none; border-radius: 6px; box-shadow: inset 0 0 0 1px rgba(0,0,0,.11), inset 0 -1px 0 0 rgba(0,0,0,.08), 0 1px 2px 0 rgba(0,0,0,.04); }html div.geInactivePage { background: "+ -(Editor.isDarkMode()?Editor.darkColor:"rgb(249, 249, 249)")+" !important; color: #A0A0A0 !important; } html div.geActivePage { background: "+(Editor.isDarkMode()?Editor.darkColor:"#fff")+" !important; "+(Editor.isDarkMode()?"":"color: #353535 !important; } ")+"html div.mxRubberband { border:1px solid; border-color: #29b6f2 !important; background:rgba(41,182,242,0.4) !important; } html body div.mxPopupMenu { border-radius:5px; border:1px solid #c0c0c0; padding:5px 0 5px 0; box-shadow: 0px 4px 17px -4px rgba(96,96,96,1); } html table.mxPopupMenu td.mxPopupMenuItem { color: "+ -(Editor.isDarkMode()?"#cccccc":"#353535")+"; font-size: 14px; padding-top: 4px; padding-bottom: 4px; }html table.mxPopupMenu tr.mxPopupMenuItemHover { background-color: "+(Editor.isDarkMode()?"#000000":"#29b6f2")+"; }html tr.mxPopupMenuItemHover td.mxPopupMenuItem, html tr.mxPopupMenuItemHover td.mxPopupMenuItem span { color: "+(Editor.isDarkMode()?"#cccccc":"#ffffff")+" !important; }html tr.mxPopupMenuItem, html td.mxPopupMenuItem { transition-property: none !important; }html table.mxPopupMenu hr { height: 2px; background-color: rgba(0,0,0,.07); margin: 5px 0; }html body td.mxWindowTitle { padding-right: 14px; }html td.mxWindowTitle div { top: 0px !important; }"+ -(mxClient.IS_IOS?"html input[type=checkbox], html input[type=radio] { height:12px; }":"")+("1"==urlParams.sketch?"a.geStatus > div { overflow: hidden; text-overflow: ellipsis; max-width: 100%; }":"")};var d=document.createElement("style");d.type="text/css";d.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(d);Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var f=EditorUi.prototype.updateTabContainer; -EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");f.apply(this,arguments)};var g=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){g.apply(this,arguments);this.menus.get("save").setEnabled(null!=this.getCurrentFile()||"1"==urlParams.embed)};var l=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(O, -la){null!=la.shortcut&&900>n&&!mxClient.IS_IOS?O.firstChild.nextSibling.setAttribute("title",la.shortcut):l.apply(this,arguments)};var q=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){q.apply(this,arguments);if(null!=this.userElement){var O=this.userElement;O.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+O.style.display;O.className="geToolbarButton";O.innerText="";O.style.backgroundImage="url("+Editor.userImage+")";O.style.backgroundPosition= -"center center";O.style.backgroundRepeat="no-repeat";O.style.backgroundSize="24px 24px";O.style.height="24px";O.style.width="24px";O.style.cssFloat="right";O.setAttribute("title",mxResources.get("changeUser"));if("none"!=O.style.display){O.style.display="inline-block";var la=this.getCurrentFile();if(null!=la&&la.isRealtimeEnabled()&&la.isRealtimeSupported()){var aa=document.createElement("img");aa.setAttribute("border","0");aa.style.position="absolute";aa.style.left="18px";aa.style.top="2px";aa.style.width= -"12px";aa.style.height="12px";var ia=la.getRealtimeError();la=la.getRealtimeState();var X=mxResources.get("realtimeCollaboration");1==la?(aa.src=Editor.syncImage,X+=" ("+mxResources.get("online")+")"):(aa.src=Editor.syncProblemImage,X=null!=ia&&null!=ia.message?X+(" ("+ia.message+")"):X+(" ("+mxResources.get("disconnected")+")"));aa.setAttribute("title",X);O.style.paddingRight="4px";O.appendChild(aa)}}}};var z=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){z.apply(this, -arguments);if(null!=this.shareButton){var O=this.shareButton;O.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";O.className="geToolbarButton";O.innerText="";O.style.backgroundImage="url("+Editor.shareImage+")";O.style.backgroundPosition="center center";O.style.backgroundRepeat="no-repeat";O.style.backgroundSize="24px 24px";O.style.height="24px";O.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&& -(this.buttonContainer.style.marginTop="-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var O=document.createElement("div");O.style.display="inline-block";O.style.position="relative";O.style.marginTop="6px";O.style.marginRight="4px";var la=document.createElement("a");la.className="geMenuItem gePrimaryBtn";la.style.marginLeft="8px";la.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!= -urlParams.saveAndExit){var aa="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(la,aa);la.setAttribute("title",aa);mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));O.appendChild(la)}}else mxUtils.write(la,mxResources.get("save")),la.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+"+S)"),mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})), -O.appendChild(la),"1"==urlParams.saveAndExit&&(la=document.createElement("a"),mxUtils.write(la,mxResources.get("saveAndExit")),la.setAttribute("title",mxResources.get("saveAndExit")),la.className="geMenuItem",la.style.marginLeft="6px",la.style.padding="6px",mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),O.appendChild(la));"1"!=urlParams.noExitBtn&&(la=document.createElement("a"),aa="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"), -mxUtils.write(la,aa),la.setAttribute("title",aa),la.className="geMenuItem",la.style.marginLeft="6px",la.style.padding="6px",mxEvent.addListener(la,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),O.appendChild(la));this.buttonContainer.appendChild(O);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var F=Sidebar.prototype.getTooltipOffset;Sidebar.prototype.getTooltipOffset=function(O,la){if(null==this.editorUi.sidebarWindow|| -mxUtils.isAncestorNode(this.editorUi.picker,O)){var aa=mxUtils.getOffset(this.editorUi.picker);aa.x+=this.editorUi.picker.offsetWidth+4;aa.y+=O.offsetTop-la.height/2+16;return aa}var ia=F.apply(this,arguments);aa=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);ia.x+=aa.x-16;ia.y+=aa.y;return ia};var C=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(O,la,aa){var ia=this.editorUi.editor.graph;O.smartSeparators=!0;C.apply(this,arguments);"1"==urlParams.sketch?ia.isEnabled()&& -(O.addSeparator(),1==ia.getSelectionCount()&&this.addMenuItems(O,["-","lockUnlock"],null,aa)):1==ia.getSelectionCount()?(ia.isCellFoldable(ia.getSelectionCell())&&this.addMenuItems(O,ia.isCellCollapsed(la)?["expand"]:["collapse"],null,aa),this.addMenuItems(O,["collapsible","-","lockUnlock","enterGroup"],null,aa),O.addSeparator(),this.addSubmenu("layout",O)):ia.isSelectionEmpty()&&ia.isEnabled()?(O.addSeparator(),this.addMenuItems(O,["editData"],null,aa),O.addSeparator(),this.addSubmenu("layout",O), -this.addSubmenu("insert",O),this.addMenuItems(O,["-","exitGroup"],null,aa)):ia.isEnabled()&&this.addMenuItems(O,["-","lockUnlock"],null,aa)};var I=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(O,la,aa){I.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(O,["copyAsImage"],null,aa)};EditorUi.prototype.toggleFormatPanel=function(O){null!=this.formatWindow?this.formatWindow.window.setVisible(null!=O?O:!this.formatWindow.window.isVisible()): -b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var G=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1),this.actions.outlineWindow.window.destroy(), -this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow=null);null!=this.menus.findReplaceWindow&& -(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow=null);G.apply(this,arguments)};var Z=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(O){Z.apply(this,arguments);if(O){var la=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=la&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0);null!=this.formatWindow&&(1E3<=la||"1"== -urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1),null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var ca=Menus.prototype.init;Menus.prototype.init=function(){ca.apply(this,arguments);var O=this.editorUi,la=O.editor.graph;O.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";O.actions.get("createShape").label=mxResources.get("shape")+ -"...";O.actions.get("outline").label=mxResources.get("outline")+"...";O.actions.get("layers").label=mxResources.get("layers")+"...";O.actions.get("tags").label=mxResources.get("tags")+"...";O.actions.get("comments").label=mxResources.get("comments")+"...";var aa=O.actions.put("toggleDarkMode",new Action(mxResources.get("dark"),function(L){O.setDarkMode(!Editor.darkMode)}));aa.setToggleAction(!0);aa.setSelectedCallback(function(){return Editor.isDarkMode()});aa=O.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"), -function(L){O.setSketchMode(!Editor.sketchMode)}));aa.setToggleAction(!0);aa.setSelectedCallback(function(){return Editor.sketchMode});aa=O.actions.put("togglePagesVisible",new Action(mxResources.get("pages"),function(L){O.setPagesVisible(!Editor.pagesVisible)}));aa.setToggleAction(!0);aa.setSelectedCallback(function(){return Editor.pagesVisible});O.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){la.popupMenuHandler.hideMenu();O.showImportCsvDialog()}));O.actions.put("importText", -new Action(mxResources.get("text")+"...",function(){var L=new ParseDialog(O,"Insert from Text");O.showDialog(L.container,620,420,!0,!1);L.init()}));O.actions.put("formatSql",new Action(mxResources.get("formatSql")+"...",function(){var L=new ParseDialog(O,"Insert from Text","formatSql");O.showDialog(L.container,620,420,!0,!1);L.init()}));O.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){k(O)},null,null,Editor.ctrlKey+"+Shift+K")); -O.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(O)})).shortcut=O.actions.get("formatPanel").shortcut;EditorUi.enablePlantUml&&!O.isOffline()&&O.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var L=new ParseDialog(O,mxResources.get("plantUml")+"...","plantUml");O.showDialog(L.container,620,420,!0,!1);L.init()}));O.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var L=new ParseDialog(O,mxResources.get("mermaid")+ -"...","mermaid");O.showDialog(L.container,620,420,!0,!1);L.init()}));var ia=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this,function(L,S){var ja=this.editorUi.editor.graph,ma=ja.getSelectionCell();ia.call(this,L,ma,null,S);this.addMenuItems(L,["editTooltip"],S);ja.model.isVertex(ma)&&this.addMenuItems(L,["editGeometry"],S);this.addMenuItems(L,["-","edit"],S)})));this.addPopupMenuCellEditItems=function(L,S,ja,ma){L.addSeparator();this.addSubmenu("editCell",L,ma,mxResources.get("edit"))}; -this.put("file",new Menu(mxUtils.bind(this,function(L,S){var ja=O.getCurrentFile();O.menus.addMenuItems(L,["new"],S);O.menus.addSubmenu("openFrom",L,S);isLocalStorage&&this.addSubmenu("openRecent",L,S);L.addSeparator(S);null!=ja&&ja.constructor==DriveFile?O.menus.addMenuItems(L,["save","rename","makeCopy","moveToFolder"],S):(O.menus.addMenuItems(L,["save","saveAs","-","rename"],S),O.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(L,["upload"],S): -O.menus.addMenuItems(L,["makeCopy"],S));L.addSeparator(S);null!=ja&&(ja.isRevisionHistorySupported()&&O.menus.addMenuItems(L,["revisionHistory"],S),ja.constructor==DriveFile&&O.menus.addMenuItems(L,["openFolder"],S),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||ja.constructor==LocalFile&&null==ja.fileHandle||O.menus.addMenuItems(L,["synchronize"],S));O.menus.addMenuItems(L,["autosave"],S);if(null!=ja){L.addSeparator(S);"1"==urlParams.sketch&&O.commentsSupported()&&O.menus.addMenuItems(L,["comments"], -S);if(null!=O.fileNode&&"1"!=urlParams.embedInline){var ma=null!=ja.getTitle()?ja.getTitle():O.defaultFilename;(ja.constructor==DriveFile&&null!=ja.sync&&ja.sync.isConnected()||!/(\.html)$/i.test(ma)&&!/(\.svg)$/i.test(ma))&&this.addMenuItems(L,["properties"],S)}ja.constructor==DriveFile&&O.menus.addMenuItems(L,["share"],S)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(L,S){var ja=O.getCurrentFile();O.menus.addSubmenu("extras",L,S,mxResources.get("preferences"));L.addSeparator(S);if(mxClient.IS_CHROMEAPP|| -EditorUi.isElectronApp)O.menus.addMenuItems(L,"new open - synchronize - save saveAs -".split(" "),S);else if("1"==urlParams.embed||O.mode==App.MODE_ATLAS){"1"!=urlParams.noSaveBtn&&"1"!=urlParams.embedInline&&O.menus.addMenuItems(L,["-","save"],S);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||O.mode==App.MODE_ATLAS)O.menus.addMenuItems(L,["saveAndExit"],S),null!=ja&&ja.isRevisionHistorySupported()&&O.menus.addMenuItems(L,["revisionHistory"],S);L.addSeparator(S)}else O.mode== -App.MODE_ATLAS?O.menus.addMenuItems(L,["save","synchronize","-"],S):"1"!=urlParams.noFileMenu&&("1"!=urlParams.sketch?(O.menus.addMenuItems(L,["new"],S),O.menus.addSubmenu("openFrom",L,S),isLocalStorage&&this.addSubmenu("openRecent",L,S),L.addSeparator(S),null!=ja&&(ja.constructor==DriveFile&&O.menus.addMenuItems(L,["share"],S),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||ja.constructor==LocalFile||O.menus.addMenuItems(L,["synchronize"],S)),L.addSeparator(S),O.menus.addSubmenu("save",L,S)):O.menus.addSubmenu("file", -L,S));O.menus.addSubmenu("exportAs",L,S);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp?O.menus.addMenuItems(L,["import"],S):"1"!=urlParams.noFileMenu&&O.menus.addSubmenu("importFrom",L,S);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!O.commentsSupported()||O.menus.addMenuItems(L,["-","comments"],S);O.menus.addMenuItems(L,"- findReplace layers tags - pageSetup".split(" "),S);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||O.menus.addMenuItems(L,["print"], -S);"1"!=urlParams.sketch&&null!=ja&&null!=O.fileNode&&"1"!=urlParams.embedInline&&(ja=null!=ja.getTitle()?ja.getTitle():O.defaultFilename,/(\.html)$/i.test(ja)||/(\.svg)$/i.test(ja)||this.addMenuItems(L,["-","properties"]));L.addSeparator(S);O.menus.addSubmenu("help",L,S);"1"==urlParams.embed||O.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||O.mode==App.MODE_ATLAS)&&O.menus.addMenuItems(L,["-","exit"],S):"1"!=urlParams.noFileMenu&&O.menus.addMenuItems(L,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this, -function(L,S){var ja=O.getCurrentFile();null!=ja&&ja.constructor==DriveFile?O.menus.addMenuItems(L,["save","makeCopy","-","rename","moveToFolder"],S):(O.menus.addMenuItems(L,["save","saveAs","-","rename"],S),O.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(L,["upload"],S):O.menus.addMenuItems(L,["makeCopy"],S));O.menus.addMenuItems(L,["-","autosave"],S);null!=ja&&ja.isRevisionHistorySupported()&&O.menus.addMenuItems(L,["-","revisionHistory"],S)}))); -var X=this.get("exportAs");this.put("exportAs",new Menu(mxUtils.bind(this,function(L,S){X.funct(L,S);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||O.menus.addMenuItems(L,["publishLink"],S);O.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(L.addSeparator(S),O.menus.addSubmenu("embed",L,S))})));var R=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(L,S){O.menus.addInsertTableCellItem(L,S)})));if("1"==urlParams.sketch){var sa=this.get("units");this.put("units",new Menu(mxUtils.bind(this, -function(L,S){sa.funct(L,S);this.addMenuItems(L,["-","pageScale","-","ruler"],S)})))}this.put("extras",new Menu(mxUtils.bind(this,function(L,S){null!=R&&O.menus.addSubmenu("language",L,S);"1"!=urlParams.embed&&"1"!=urlParams.extAuth&&O.mode!=App.MODE_ATLAS&&O.menus.addSubmenu("theme",L,S);O.menus.addSubmenu("units",L,S);L.addSeparator(S);"1"!=urlParams.sketch&&O.menus.addMenuItems(L,"pageScale ruler scrollbars - tooltips copyConnect collapseExpand".split(" "),S);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&& -"1"!=urlParams.embed&&(isLocalStorage||mxClient.IS_CHROMEAPP)&&O.mode!=App.MODE_ATLAS&&O.menus.addMenuItems(L,["-","showStartScreen","search","scratchpad"],S);L.addSeparator(S);"1"==urlParams.sketch?O.menus.addMenuItems(L,"configuration - copyConnect collapseExpand tooltips -".split(" "),S):(O.mode!=App.MODE_ATLAS&&O.menus.addMenuItem(L,"configuration",S),!O.isOfflineApp()&&isLocalStorage&&O.mode!=App.MODE_ATLAS&&O.menus.addMenuItem(L,"plugins",S));EditorUi.isElectronApp&&O.menus.addMenuItems(L,["-", -"spellCheck","autoBkp","drafts","-"],S);var ja=O.getCurrentFile();null!=ja&&ja.isRealtimeEnabled()&&ja.isRealtimeSupported()&&this.addMenuItems(L,["-","showRemoteCursors","shareCursor","-"],S);L.addSeparator(S);("1"!=urlParams.embedInline&&Editor.isDarkMode()||!mxClient.IS_IE&&!mxClient.IS_IE11)&&this.addMenuItems(L,["toggleDarkMode"],S);L.addSeparator(S)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(L,S){O.menus.addMenuItems(L,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "), -S)})));mxUtils.bind(this,function(){var L=this.get("insert"),S=L.funct;L.funct=function(ja,ma){"1"==urlParams.sketch?(O.insertTemplateEnabled&&!O.isOffline()&&O.menus.addMenuItems(ja,["insertTemplate"],ma),O.menus.addMenuItems(ja,["insertImage","insertLink","-"],ma),O.menus.addSubmenu("insertAdvanced",ja,ma,mxResources.get("advanced")),O.menus.addSubmenu("layout",ja,ma)):(S.apply(this,arguments),O.menus.addSubmenu("table",ja,ma))}})();var M="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "), -ka=function(L,S,ja,ma){L.addItem(ja,null,mxUtils.bind(this,function(){var u=new CreateGraphDialog(O,ja,ma);O.showDialog(u.container,620,420,!0,!1);u.init()}),S)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(L,S){for(var ja=0;ja<M.length;ja++)"-"==M[ja]?L.addSeparator(S):ka(L,S,mxResources.get(M[ja])+"...",M[ja])})))};EditorUi.prototype.installFormatToolbar=function(O){var la=this.editor.graph,aa=document.createElement("div");aa.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;"; -la.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(ia,X){0<la.getSelectionCount()?(O.appendChild(aa),aa.innerHTML="Selected: "+la.getSelectionCount()):null!=aa.parentNode&&aa.parentNode.removeChild(aa)}))};var ba=!1;EditorUi.prototype.initFormatWindow=function(){if(!ba&&null!=this.formatWindow){ba=!0;this.formatWindow.window.setClosable(!1);var O=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){O.apply(this,arguments);this.minimized? -(this.div.style.width="90px",this.table.style.width="90px",this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(la){mxEvent.getSource(la)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var Y=EditorUi.prototype.init;EditorUi.prototype.init= -function(){function O(za,Ba,Ca){var ya=R.menus.get(za),Ga=L.addMenu(mxResources.get(za),mxUtils.bind(this,function(){ya.funct.apply(this,arguments)}),ka);Ga.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";Ga.style.display="inline-block";Ga.style.boxSizing="border-box";Ga.style.top="6px";Ga.style.marginRight="6px";Ga.style.height="30px";Ga.style.paddingTop="6px";Ga.style.paddingBottom="6px";Ga.style.cursor="pointer";Ga.setAttribute("title",mxResources.get(za));R.menus.menuCreated(ya, -Ga,"geMenuItem");null!=Ca?(Ga.style.backgroundImage="url("+Ca+")",Ga.style.backgroundPosition="center center",Ga.style.backgroundRepeat="no-repeat",Ga.style.backgroundSize="24px 24px",Ga.style.width="34px",Ga.innerText=""):Ba||(Ga.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",Ga.style.backgroundPosition="right 6px center",Ga.style.backgroundRepeat="no-repeat",Ga.style.paddingRight="22px");return Ga}function la(za,Ba,Ca,ya,Ga,Za){var Pa=document.createElement("a");Pa.className= -"1"==urlParams.sketch?"geToolbarButton":"geMenuItem";Pa.style.display="inline-block";Pa.style.boxSizing="border-box";Pa.style.height="30px";Pa.style.padding="6px";Pa.style.position="relative";Pa.style.verticalAlign="top";Pa.style.top="0px";"1"==urlParams.sketch&&(Pa.style.borderStyle="none",Pa.style.boxShadow="none",Pa.style.padding="6px",Pa.style.margin="0px");null!=R.statusContainer?M.insertBefore(Pa,R.statusContainer):M.appendChild(Pa);null!=Za?(Pa.style.backgroundImage="url("+Za+")",Pa.style.backgroundPosition= -"center center",Pa.style.backgroundRepeat="no-repeat",Pa.style.backgroundSize="24px 24px",Pa.style.width="34px"):mxUtils.write(Pa,za);mxEvent.addListener(Pa,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(fb){fb.preventDefault()}));mxEvent.addListener(Pa,"click",function(fb){"disabled"!=Pa.getAttribute("disabled")&&Ba(fb);mxEvent.consume(fb)});null==Ca&&(Pa.style.marginRight="4px");null!=ya&&Pa.setAttribute("title",ya);null!=Ga&&(za=function(){Ga.isEnabled()?(Pa.removeAttribute("disabled"), -Pa.style.cursor="pointer"):(Pa.setAttribute("disabled","disabled"),Pa.style.cursor="default")},Ga.addListener("stateChanged",za),sa.addListener("enabledChanged",za),za());return Pa}function aa(za,Ba,Ca){Ca=document.createElement("div");Ca.className="geMenuItem";Ca.style.display="inline-block";Ca.style.verticalAlign="top";Ca.style.marginRight="6px";Ca.style.padding="0 4px 0 4px";Ca.style.height="30px";Ca.style.position="relative";Ca.style.top="0px";"1"==urlParams.sketch&&(Ca.style.boxShadow="none"); -for(var ya=0;ya<za.length;ya++)null!=za[ya]&&("1"==urlParams.sketch&&(za[ya].style.padding="10px 8px",za[ya].style.width="30px"),za[ya].style.margin="0px",za[ya].style.boxShadow="none",Ca.appendChild(za[ya]));null!=Ba&&mxUtils.setOpacity(Ca,Ba);null!=R.statusContainer&&"1"!=urlParams.sketch?M.insertBefore(Ca,R.statusContainer):M.appendChild(Ca);return Ca}function ia(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(da.style.left=58>Q.offsetTop-Q.offsetHeight/2?"70px":"10px");else{for(var za= -M.firstChild;null!=za;){var Ba=za.nextSibling;"geMenuItem"!=za.className&&"geItem"!=za.className||za.parentNode.removeChild(za);za=Ba}ka=M.firstChild;n=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;za=1E3>n||"1"==urlParams.sketch;var Ca=null;za||(Ca=O("diagram"));Ba=za?O("diagram",null,Editor.menuImage):null;null!=Ba&&(Ca=Ba);aa([Ca,la(mxResources.get("shapes"),R.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),R.actions.get("image"),za?Editor.shapesImage: -null),la(mxResources.get("format"),R.actions.get("toggleFormat").funct,null,mxResources.get("format")+" ("+R.actions.get("formatPanel").shortcut+")",R.actions.get("image"),za?Editor.formatImage:null)],za?60:null);Ba=O("insert",!0,za?P:null);aa([Ba,la(mxResources.get("delete"),R.actions.get("delete").funct,null,mxResources.get("delete"),R.actions.get("delete"),za?Editor.trashImage:null)],za?60:null);411<=n&&(aa([cb,$a],60),520<=n&&aa([na,640<=n?la("",Ra.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+ -" +)",Ra,Editor.zoomInImage):null,640<=n?la("",Oa.funct,!0,mxResources.get("zoomOut")+" ("+Editor.ctrlKey+" -)",Oa,Editor.zoomOutImage):null],60))}null!=Ca&&(mxEvent.disableContextMenu(Ca),mxEvent.addGestureListeners(Ca,mxUtils.bind(this,function(ya){(mxEvent.isShiftDown(ya)||mxEvent.isAltDown(ya)||mxEvent.isMetaDown(ya)||mxEvent.isControlDown(ya)||mxEvent.isPopupTrigger(ya))&&R.appIconClicked(ya)}),null,null));Ba=R.menus.get("language");null!=Ba&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&& -600<=n&&"1"!=urlParams.sketch?(null==ra&&(Ba=L.addMenu("",Ba.funct),Ba.setAttribute("title",mxResources.get("language")),Ba.className="geToolbarButton",Ba.style.backgroundImage="url("+Editor.globeImage+")",Ba.style.backgroundPosition="center center",Ba.style.backgroundRepeat="no-repeat",Ba.style.backgroundSize="24px 24px",Ba.style.position="absolute",Ba.style.height="24px",Ba.style.width="24px",Ba.style.zIndex="1",Ba.style.right="8px",Ba.style.cursor="pointer",Ba.style.top="1"==urlParams.embed?"12px": -"11px",M.appendChild(Ba),ra=Ba),R.buttonContainer.style.paddingRight="34px"):(R.buttonContainer.style.paddingRight="4px",null!=ra&&(ra.parentNode.removeChild(ra),ra=null))}Y.apply(this,arguments);"1"!=urlParams.embedInline&&this.doSetDarkMode(null!=urlParams.dark?1==urlParams.dark&&!mxClient.IS_IE&&!mxClient.IS_IE11:null!=mxSettings.settings.darkMode?mxSettings.settings.darkMode:window.matchMedia&&window.matchMedia("(prefers-color-scheme: dark)").matches);var X=document.createElement("div");X.style.cssText= -"position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";X.style.bottom="1"!=urlParams.embed||"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(X);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version||0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&& -1E3<=n||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])k(this,!0),null!=this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var R=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==R.embedViewport)mxUtils.fit(this.div);else{var za=parseInt(this.div.offsetLeft),Ba=parseInt(this.div.offsetWidth),Ca=R.embedViewport.x+R.embedViewport.width, -ya=parseInt(this.div.offsetTop),Ga=parseInt(this.div.offsetHeight),Za=R.embedViewport.y+R.embedViewport.height;this.div.style.left=Math.max(R.embedViewport.x,Math.min(za,Ca-Ba))+"px";this.div.style.top=Math.max(R.embedViewport.y,Math.min(ya,Za-Ga))+"px";this.div.style.height=Math.min(R.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(R.embedViewport.width,parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&& -("1"==urlParams.sketch||1E3<=n)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(),X=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>n||708>X)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));R=this;var sa=R.editor.graph;R.toolbar=this.createToolbar(R.createDiv("geToolbar"));R.defaultLibraryName=mxResources.get("untitledLibrary"); -var M=document.createElement("div");M.className="geMenubarContainer";var ka=null,L=new Menubar(R,M);R.statusContainer=R.createStatusContainer();R.statusContainer.style.position="relative";R.statusContainer.style.maxWidth="";R.statusContainer.style.marginTop="7px";R.statusContainer.style.marginLeft="6px";R.statusContainer.style.color="gray";R.statusContainer.style.cursor="default";var S=R.hideCurrentMenu;R.hideCurrentMenu=function(){S.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()}; -var ja=R.descriptorChanged;R.descriptorChanged=function(){ja.apply(this,arguments);var za=R.getCurrentFile();if(null!=za&&null!=za.getTitle()){var Ba=za.getMode();"google"==Ba?Ba="googleDrive":"github"==Ba?Ba="gitHub":"gitlab"==Ba?Ba="gitLab":"onedrive"==Ba&&(Ba="oneDrive");Ba=mxResources.get(Ba);M.setAttribute("title",za.getTitle()+(null!=Ba?" ("+Ba+")":""))}else M.removeAttribute("title")};R.setStatusText(R.editor.getStatus());M.appendChild(R.statusContainer);R.buttonContainer=document.createElement("div"); -R.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;";M.appendChild(R.buttonContainer);R.menubarContainer=R.buttonContainer;R.tabContainer=document.createElement("div");R.tabContainer.className="geTabContainer";R.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;";X=R.diagramContainer.parentNode;var ma=document.createElement("div"); -ma.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";R.diagramContainer.style.top="1"==urlParams.sketch?"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){ma.style.top="20px";R.titlebar=document.createElement("div");R.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var u=document.createElement("div");u.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;"; -R.titlebar.appendChild(u);X.appendChild(R.titlebar)}u=R.menus.get("viewZoom");var H=u.funct;u.funct=function(za,Ba){H.apply(this,arguments);R.menus.addMenuItems(za,["-","outline","-","fullscreen","toggleDarkMode"],Ba)};var P="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,V="1"==urlParams.sketch?document.createElement("div"):null,Q="1"==urlParams.sketch?document.createElement("div"):null,da="1"==urlParams.sketch?document.createElement("div"):null,ea=mxUtils.bind(this,function(){null!=this.sidebar&& -this.sidebar.refresh();sa.refresh();sa.view.validateBackground()});R.addListener("darkModeChanged",ea);R.addListener("sketchModeChanged",ea);var fa=mxUtils.bind(this,function(){if(Editor.inlineFullscreen)da.style.left="10px",da.style.top="10px",Q.style.left="10px",Q.style.top="60px",V.style.top="10px",V.style.right="12px",V.style.left="",R.diagramContainer.setAttribute("data-bounds",R.diagramContainer.style.top+" "+R.diagramContainer.style.left+" "+R.diagramContainer.style.width+" "+R.diagramContainer.style.height), -R.diagramContainer.style.top="0px",R.diagramContainer.style.left="0px",R.diagramContainer.style.bottom="0px",R.diagramContainer.style.right="0px",R.diagramContainer.style.width="",R.diagramContainer.style.height="";else{var za=R.diagramContainer.getAttribute("data-bounds");if(null!=za){R.diagramContainer.style.background="transparent";R.diagramContainer.removeAttribute("data-bounds");var Ba=sa.getGraphBounds();za=za.split(" ");R.diagramContainer.style.top=za[0];R.diagramContainer.style.left=za[1]; -R.diagramContainer.style.width=Ba.width+50+"px";R.diagramContainer.style.height=Ba.height+46+"px";R.diagramContainer.style.bottom="";R.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:R.diagramContainer.getBoundingClientRect()}),"*");R.refresh()}da.style.left=R.diagramContainer.offsetLeft+"px";da.style.top=R.diagramContainer.offsetTop-da.offsetHeight-4+"px";Q.style.display="";Q.style.left=R.diagramContainer.offsetLeft-Q.offsetWidth-4+"px"; -Q.style.top=R.diagramContainer.offsetTop+"px";V.style.left=R.diagramContainer.offsetLeft+R.diagramContainer.offsetWidth-V.offsetWidth+"px";V.style.top=da.style.top;V.style.right="";R.bottomResizer.style.left=R.diagramContainer.offsetLeft+(R.diagramContainer.offsetWidth-R.bottomResizer.offsetWidth)/2+"px";R.bottomResizer.style.top=R.diagramContainer.offsetTop+R.diagramContainer.offsetHeight-R.bottomResizer.offsetHeight/2-1+"px";R.rightResizer.style.left=R.diagramContainer.offsetLeft+R.diagramContainer.offsetWidth- -R.rightResizer.offsetWidth/2-1+"px";R.rightResizer.style.top=R.diagramContainer.offsetTop+(R.diagramContainer.offsetHeight-R.bottomResizer.offsetHeight)/2+"px"}R.bottomResizer.style.visibility=Editor.inlineFullscreen?"hidden":"";R.rightResizer.style.visibility=R.bottomResizer.style.visibility;M.style.display="none";da.style.visibility="";V.style.visibility=""});ea=mxUtils.bind(this,function(){b(R,!0);R.initFormatWindow();var za=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(za.x+ -za.width+4,za.y)});R.addListener("editInlineStart",ea);"1"==urlParams.embedInline&&R.addListener("darkModeChanged",ea);R.addListener("editInlineStop",mxUtils.bind(this,function(za){R.diagramContainer.style.width="10px";R.diagramContainer.style.height="10px";R.diagramContainer.style.border="";R.bottomResizer.style.visibility="hidden";R.rightResizer.style.visibility="hidden";da.style.visibility="hidden";V.style.visibility="hidden";Q.style.display="none"}));if(null!=R.hoverIcons){var pa=R.hoverIcons.update; -R.hoverIcons.update=function(){sa.freehand.isDrawing()||pa.apply(this,arguments)}}if(null!=sa.freehand){var ua=sa.freehand.createStyle;sa.freehand.createStyle=function(za){return ua.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){Q.className="geToolbarContainer";V.className="geToolbarContainer";da.className="geToolbarContainer";M.className="geToolbarContainer";R.picker=Q;var qa=!1;"1"!=urlParams.embed&&"atlassian"!=R.getServiceName()&&(mxEvent.addListener(M,"mouseenter",function(){R.statusContainer.style.display= -"inline-block"}),mxEvent.addListener(M,"mouseleave",function(){qa||(R.statusContainer.style.display="none")}));var Da=mxUtils.bind(this,function(za){null!=R.notificationBtn&&(null!=za?R.notificationBtn.setAttribute("title",za):R.notificationBtn.removeAttribute("title"))});M.style.visibility=20>M.clientWidth?"hidden":"";R.editor.addListener("statusChanged",mxUtils.bind(this,function(){R.setStatusText(R.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=R.getServiceName())if(R.statusContainer.style.display= -"inline-block",qa=!0,1==R.statusContainer.children.length&&""==R.editor.getStatus())M.style.visibility="hidden";else{if(0==R.statusContainer.children.length||1==R.statusContainer.children.length&&"function"===typeof R.statusContainer.firstChild.getAttribute&&null==R.statusContainer.firstChild.getAttribute("class")){var za=null!=R.statusContainer.firstChild&&"function"===typeof R.statusContainer.firstChild.getAttribute?R.statusContainer.firstChild.getAttribute("title"):R.editor.getStatus();Da(za); -var Ba=R.getCurrentFile();Ba=null!=Ba?Ba.savingStatusKey:DrawioFile.prototype.savingStatusKey;za==mxResources.get(Ba)+"..."?(R.statusContainer.innerHTML='<img title="'+mxUtils.htmlEntities(mxResources.get(Ba))+'..."src="'+Editor.tailSpin+'">',R.statusContainer.style.display="inline-block",qa=!0):6<R.buttonContainer.clientWidth&&(R.statusContainer.style.display="none",qa=!1)}else R.statusContainer.style.display="inline-block",Da(null),qa=!0;M.style.visibility=20>M.clientWidth&&!qa?"hidden":""}})); -W=O("diagram",null,Editor.menuImage);W.style.boxShadow="none";W.style.padding="6px";W.style.margin="0px";da.appendChild(W);mxEvent.disableContextMenu(W);mxEvent.addGestureListeners(W,mxUtils.bind(this,function(za){(mxEvent.isShiftDown(za)||mxEvent.isAltDown(za)||mxEvent.isMetaDown(za)||mxEvent.isControlDown(za)||mxEvent.isPopupTrigger(za))&&this.appIconClicked(za)}),null,null);R.statusContainer.style.position="";R.statusContainer.style.display="none";R.statusContainer.style.margin="0px";R.statusContainer.style.padding= -"6px 0px";R.statusContainer.style.maxWidth=Math.min(n-240,280)+"px";R.statusContainer.style.display="inline-block";R.statusContainer.style.textOverflow="ellipsis";R.buttonContainer.style.position="";R.buttonContainer.style.paddingRight="0px";R.buttonContainer.style.display="inline-block";var Aa=document.createElement("a");Aa.style.padding="0px";Aa.style.boxShadow="none";Aa.className="geMenuItem";Aa.style.display="inline-block";Aa.style.width="40px";Aa.style.height="12px";Aa.style.marginBottom="-2px"; 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Please <a target=\'_blank\' href=\'{1}\'>{2}</a> and return to this tab to try to save again.\nerrorSendingFeedback=Error sending feedback.\nerrorUpdatingPreview=Error updating preview.\nexit=Exit\nexitGroup=Exit Group\nexpand=Expand\nexport=Export\nexporting=Exporting\nexportAs=Export as\nexportOptionsDisabled=Export options disabled\nexportOptionsDisabledDetails=The owner has disabled options to download, print or copy for commenters and viewers on this file.\nexternalChanges=External Changes\nextras=Extras\nfacebook=Facebook\nfailedToSaveTryReconnect=Failed to save, trying to reconnect\nfeatureRequest=Feature Request\nfeedback=Feedback\nfeedbackSent=Feedback successfully sent.\nfloorplans=Floorplans\nfile=File\nfileChangedOverwriteDialog=The file has been modified. Do you want to save the file and overwrite those changes?\nfileChangedSyncDialog=The file has been modified.\nfileChangedSync=The file has been modified. Click here to synchronize.\noverwrite=Overwrite\nsynchronize=Synchronize\nfilename=Filename\nfileExists=File already exists\nfileMovedToTrash=File was moved to trash\nfileNearlyFullSeeFaq=File nearly full, please see FAQ\nfileNotFound=File not found\nrepositoryNotFound=Repository not found\nfileNotFoundOrDenied=The file was not found. It does not exist or you do not have access.\nfileNotLoaded=File not loaded\nfileNotSaved=File not saved\nfileOpenLocation=How would you like to open these file(s)?\nfiletypeHtml=.html causes file to save as HTML with redirect to cloud URL\nfiletypePng=.png causes file to save as PNG with embedded data\nfiletypeSvg=.svg causes file to save as SVG with embedded data\nfileWillBeSavedInAppFolder={1} will be saved in the app folder.\nfill=Fill\nfillColor=Fill Color\nfilterCards=Filter Cards\nfind=Find\nfit=Fit\nfitContainer=Resize Container\nfitIntoContainer=Fit into Container\nfitPage=Fit Page\nfitPageWidth=Fit Page Width\nfitTo=Fit to\nfitToSheetsAcross=sheet(s) across\nfitToBy=by\nfitToSheetsDown=sheet(s) down\nfitTwoPages=Two Pages\nfitWindow=Fit Window\nflip=Flip\nflipH=Flip Horizontal\nflipV=Flip Vertical\nflowchart=Flowchart\nfolder=Folder\nfont=Font\nfontColor=Font Color\nfontFamily=Font Family\nfontSize=Font Size\nforbidden=You are not authorized to access this file\nformat=Format\nformatPanel=Format Panel\nformatted=Formatted\nformattedText=Formatted Text\nformatPng=PNG\nformatGif=GIF\nformatJpg=JPEG\nformatPdf=PDF\nformatSql=SQL\nformatSvg=SVG\nformatHtmlEmbedded=HTML\nformatSvgEmbedded=SVG (with XML)\nformatVsdx=VSDX\nformatVssx=VSSX\nformatXmlPlain=XML (Plain)\nformatXml=XML\nforum=Discussion/Help Forums\nfreehand=Freehand\nfromTemplate=From Template\nfromTemplateUrl=From Template URL\nfromText=From Text\nfromUrl=From URL\nfromThisPage=From this page\nfullscreen=Fullscreen\ngap=Gap\ngcp=GCP\ngeneral=General\ngetNotionChromeExtension=Get the Notion Chrome Extension\ngithub=GitHub\ngitlab=GitLab\ngliffy=Gliffy\nglobal=Global\ngoogleDocs=Google Docs\ngoogleDrive=Google Drive\ngoogleGadget=Google Gadget\ngooglePlus=Google+\ngoogleSharingNotAvailable=Sharing is only available via Google Drive. Please click Open below and share from the more actions menu:\ngoogleSlides=Google Slides\ngoogleSites=Google Sites\ngoogleSheets=Google Sheets\ngradient=Gradient\ngradientColor=Color\ngrid=Grid\ngridColor=Grid Color\ngridSize=Grid Size\ngroup=Group\nguides=Guides\nhateApp=I hate draw.io\nheading=Heading\nheight=Height\nhelp=Help\nhelpTranslate=Help us translate this application\nhide=Hide\nhideIt=Hide {1}\nhidden=Hidden\nhome=Home\nhorizontal=Horizontal\nhorizontalFlow=Horizontal Flow\nhorizontalTree=Horizontal Tree\nhowTranslate=How good is the translation in your language?\nhtml=HTML\nhtmlText=HTML Text\nid=ID\niframe=IFrame\nignore=Ignore\nimage=Image\nimageUrl=Image URL\nimages=Images\nimagePreviewError=This image couldn\'t be loaded for preview. Please check the URL.\nimageTooBig=Image too big\nimgur=Imgur\nimport=Import\nimportFrom=Import from\nincludeCopyOfMyDiagram=Include a copy of my diagram\nincreaseIndent=Increase Indent\ndecreaseIndent=Decrease Indent\ninsert=Insert\ninsertColumnBefore=Insert Column Left\ninsertColumnAfter=Insert Column Right\ninsertEllipse=Insert Ellipse\ninsertImage=Insert Image\ninsertHorizontalRule=Insert Horizontal Rule\ninsertLink=Insert Link\ninsertPage=Insert Page\ninsertRectangle=Insert Rectangle\ninsertRhombus=Insert Rhombus\ninsertRowBefore=Insert Row Above\ninsertRowAfter=Insert Row After\ninsertText=Insert Text\ninserting=Inserting\ninstallApp=Install App\ninvalidFilename=Diagram names must not contain the following characters: / | : ; { } < > & + ? = "\ninvalidLicenseSeeThisPage=Your license is invalid, please see this <a target="_blank" href="https://support.draw.io/display/DFCS/Licensing+your+draw.io+plugin">page</a>.\ninvalidInput=Invalid input\ninvalidName=Invalid name\ninvalidOrMissingFile=Invalid or missing file\ninvalidPublicUrl=Invalid public URL\nisometric=Isometric\nios=iOS\nitalic=Italic\nkennedy=Kennedy\nkeyboardShortcuts=Keyboard Shortcuts\nlabels=Labels\nlayers=Layers\nlandscape=Landscape\nlanguage=Language\nleanMapping=Lean Mapping\nlastChange=Last change {1} ago\nlessThanAMinute=less than a minute\nlicensingError=Licensing Error\nlicenseHasExpired=The license for {1} has expired on {2}. Click here.\nlicenseRequired=This feature requires draw.io to be licensed.\nlicenseWillExpire=The license for {1} will expire on {2}. Click here.\nlineJumps=Line jumps\nlinkAccountRequired=If the diagram is not public a Google account is required to view the link.\nlinkText=Link Text\nlist=List\nminute=minute\nminutes=minutes\nhours=hours\ndays=days\nmonths=months\nyears=years\nrestartForChangeRequired=Changes will take effect after a restart of the application.\nlaneColor=Lanecolor\nlastModified=Last modified\nlayout=Layout\nleft=Left\nleftAlign=Left Align\nleftToRight=Left to right\nlibraryTooltip=Drag and drop shapes here or click + to insert. Double click to edit.\nlightbox=Lightbox\nline=Line\nlineend=Line end\nlineheight=Line Height\nlinestart=Line start\nlinewidth=Linewidth\nlink=Link\nlinks=Links\nloading=Loading\nlockUnlock=Lock/Unlock\nloggedOut=Logged Out\nlogIn=log in\nloveIt=I love {1}\nlucidchart=Lucidchart\nmaps=Maps\nmathematicalTypesetting=Mathematical Typesetting\nmakeCopy=Make a Copy\nmanual=Manual\nmerge=Merge\nmermaid=Mermaid\nmicrosoftOffice=Microsoft Office\nmicrosoftExcel=Microsoft Excel\nmicrosoftPowerPoint=Microsoft PowerPoint\nmicrosoftWord=Microsoft Word\nmiddle=Middle\nminimal=Minimal\nmisc=Misc\nmockups=Mockups\nmodificationDate=Modification date\nmodifiedBy=Modified by\nmore=More\nmoreResults=More Results\nmoreShapes=More Shapes\nmove=Move\nmoveToFolder=Move to Folder\nmoving=Moving\nmoveSelectionTo=Move selection to {1}\nname=Name\nnavigation=Navigation\nnetwork=Network\nnetworking=Networking\nnew=New\nnewLibrary=New Library\nnextPage=Next Page\nno=No\nnoPickFolder=No, pick folder\nnoAttachments=No attachments found\nnoColor=No Color\nnoFiles=No Files\nnoFileSelected=No file selected\nnoLibraries=No libraries found\nnoMoreResults=No more results\nnone=None\nnoOtherViewers=No other viewers\nnoPlugins=No plugins\nnoPreview=No preview\nnoResponse=No response from server\nnoResultsFor=No results for \'{1}\'\nnoRevisions=No revisions\nnoSearchResults=No search results found\nnoPageContentOrNotSaved=No anchors found on this page or it hasn\'t been saved yet\nnormal=Normal\nnorth=North\nnotADiagramFile=Not a diagram file\nnotALibraryFile=Not a library file\nnotAvailable=Not available\nnotAUtf8File=Not a UTF-8 file\nnotConnected=Not connected\nnote=Note\nnotion=Notion\nnotSatisfiedWithImport=Not satisfied with the import?\nnotUsingService=Not using {1}?\nnumberedList=Numbered list\noffline=Offline\nok=OK\noneDrive=OneDrive\nonline=Online\nopacity=Opacity\nopen=Open\nopenArrow=Open Arrow\nopenExistingDiagram=Open Existing Diagram\nopenFile=Open File\nopenFrom=Open from\nopenLibrary=Open Library\nopenLibraryFrom=Open Library from\nopenLink=Open Link\nopenInNewWindow=Open in New Window\nopenInThisWindow=Open in This Window\nopenIt=Open {1}\nopenRecent=Open Recent\nopenSupported=Supported formats are files saved from this software (.xml), .vsdx and .gliffy\noptions=Options\norganic=Organic\norgChart=Org Chart\northogonal=Orthogonal\notherViewer=other viewer\notherViewers=other viewers\noutline=Outline\noval=Oval\npage=Page\npageContent=Page Content\npageNotFound=Page not found\npageWithNumber=Page-{1}\npages=Pages\npageView=Page View\npageSetup=Page Setup\npageScale=Page Scale\npan=Pan\npanTooltip=Space+Drag to pan\npaperSize=Paper Size\npattern=Pattern\nparallels=Parallels\npaste=Paste\npasteData=Paste Data\npasteHere=Paste here\npasteSize=Paste Size\npasteStyle=Paste Style\nperimeter=Perimeter\npermissionAnyone=Anyone can edit\npermissionAuthor=Owner and admins can edit\npickFolder=Pick a folder\npickLibraryDialogTitle=Select Library\npublicDiagramUrl=Public URL of the diagram\nplaceholders=Placeholders\nplantUml=PlantUML\nplugins=Plugins\npluginUrl=Plugin URL\npluginWarning=The page has requested to load the following plugin(s):\n \n {1}\n \n Would you like to load these plugin(s) now?\n \n NOTE : Only allow plugins to run if you fully understand the security implications of doing so.\n\nplusTooltip=Click to connect and clone (ctrl+click to clone, shift+click to connect). Drag to connect (ctrl+drag to clone).\nportrait=Portrait\nposition=Position\nposterPrint=Poster Print\npreferences=Preferences\npreview=Preview\npreviousPage=Previous Page\nprint=Print\nprintAllPages=Print All Pages\nprocEng=Proc. Eng.\nproject=Project\npriority=Priority\nproperties=Properties\npublish=Publish\nquickStart=Quick Start Video\nrack=Rack\nradial=Radial\nradialTree=Radial Tree\nreadOnly=Read-only\nreconnecting=Reconnecting\nrecentlyUpdated=Recently Updated\nrecentlyViewed=Recently Viewed\nrectangle=Rectangle\nredirectToNewApp=This file was created or modified in a newer version of this app. You will be redirected now.\nrealtimeTimeout=It looks like you\'ve made a few changes while offline. We\'re sorry, these changes cannot be saved.\nredo=Redo\nrefresh=Refresh\nregularExpression=Regular Expression\nrelative=Relative\nrelativeUrlNotAllowed=Relative URL not allowed\nrememberMe=Remember me\nrememberThisSetting=Remember this setting\nremoveFormat=Clear Formatting\nremoveFromGroup=Remove from Group\nremoveIt=Remove {1}\nremoveWaypoint=Remove Waypoint\nrename=Rename\nrenamed=Renamed\nrenameIt=Rename {1}\nrenaming=Renaming\nreplace=Replace\nreplaceIt={1} already exists. Do you want to replace it?\nreplaceExistingDrawing=Replace existing drawing\nrequired=required\nreset=Reset\nresetView=Reset View\nresize=Resize\nresizeLargeImages=Do you want to resize large images to make the application run faster?\nretina=Retina\nresponsive=Responsive\nrestore=Restore\nrestoring=Restoring\nretryingIn=Retrying in {1} second(s)\nretryingLoad=Load failed. Retrying...\nretryingLogin=Login time out. Retrying...\nreverse=Reverse\nrevision=Revision\nrevisionHistory=Revision History\nrhombus=Rhombus\nright=Right\nrightAlign=Right Align\nrightToLeft=Right to left\nrotate=Rotate\nrotateTooltip=Click and drag to rotate, click to turn shape only by 90 degrees\nrotation=Rotation\nrounded=Rounded\nsave=Save\nsaveAndExit=Save & Exit\nsaveAs=Save as\nsaveAsXmlFile=Save as XML file?\nsaved=Saved\nsaveDiagramFirst=Please save the diagram first\nsaveDiagramsTo=Save diagrams to\nsaveLibrary403=Insufficient permissions to edit this library\nsaveLibrary500=There was an error while saving the library\nsaveLibraryReadOnly=Could not save library while read-only mode is active\nsaving=Saving\nscratchpad=Scratchpad\nscrollbars=Scrollbars\nsearch=Search\nsearchShapes=Search Shapes\nselectAll=Select All\nselectionOnly=Selection Only\nselectCard=Select Card\nselectEdges=Select Edges\nselectFile=Select File\nselectFolder=Select Folder\nselectFont=Select Font\nselectNone=Select None\nselectTemplate=Select Template\nselectVertices=Select Vertices\nsendBackward=Send Backward\nsendMessage=Send\nsendYourFeedback=Send your feedback\nserviceUnavailableOrBlocked=Service unavailable or blocked\nsessionExpired=Your session has expired. Please refresh the browser window.\nsessionTimeoutOnSave=Your session has timed out and you have been disconnected from the Google Drive. Press OK to login and save.\nsetAsDefaultStyle=Set as Default Style\nshadow=Shadow\nshape=Shape\nshapes=Shapes\nshare=Share\nshareCursor=Share Mouse Cursor\nshareLink=Link for shared editing\nsharingAvailable=Sharing available for Google Drive and OneDrive files.\nsharp=Sharp\nshow=Show\nshowRemoteCursors=Show Remote Mouse Cursors\nshowStartScreen=Show Start Screen\nsidebarTooltip=Click to expand. Drag and drop shapes into the diagram. Shift+click to change selection. Alt+click to insert and connect.\nsigns=Signs\nsignOut=Sign out\nsimple=Simple\nsimpleArrow=Simple Arrow\nsimpleViewer=Simple Viewer\nsize=Size\nsketch=Sketch\nsnapToGrid=Snap to Grid\nsolid=Solid\nsourceSpacing=Source Spacing\nsouth=South\nsoftware=Software\nspace=Space\nspacing=Spacing\nspecialLink=Special Link\nstandard=Standard\nstartDrawing=Start drawing\nstopDrawing=Stop drawing\nstarting=Starting\nstraight=Straight\nstrikethrough=Strikethrough\nstrokeColor=Line Color\nstyle=Style\nsubscript=Subscript\nsummary=Summary\nsuperscript=Superscript\nsupport=Support\nswimlaneDiagram=Swimlane Diagram\nsysml=SysML\ntags=Tags\ntable=Table\ntables=Tables\ntakeOver=Take Over\ntargetSpacing=Target Spacing\ntemplate=Template\ntemplates=Templates\ntext=Text\ntextAlignment=Text Alignment\ntextOpacity=Text Opacity\ntheme=Theme\ntimeout=Timeout\ntitle=Title\nto=to\ntoBack=To Back\ntoFront=To Front\ntooLargeUseDownload=Too large, use download instead.\ntoolbar=Toolbar\ntooltips=Tooltips\ntop=Top\ntopAlign=Top Align\ntopLeft=Top Left\ntopRight=Top Right\ntransparent=Transparent\ntransparentBackground=Transparent Background\ntrello=Trello\ntryAgain=Try again\ntryOpeningViaThisPage=Try opening via this page\nturn=Rotate shape only by 90°\ntype=Type\ntwitter=Twitter\numl=UML\nunderline=Underline\nundo=Undo\nungroup=Ungroup\nunmerge=Unmerge\nunsavedChanges=Unsaved changes\nunsavedChangesClickHereToSave=Unsaved changes. Click here to save.\nuntitled=Untitled\nuntitledDiagram=Untitled Diagram\nuntitledLayer=Untitled Layer\nuntitledLibrary=Untitled Library\nunknownError=Unknown error\nupdateFile=Update {1}\nupdatingDocument=Updating Document. Please wait...\nupdatingPreview=Updating Preview. Please wait...\nupdatingSelection=Updating Selection. Please wait...\nupload=Upload\nurl=URL\nuseOffline=Use Offline\nuseRootFolder=Use root folder?\nuserManual=User Manual\nvertical=Vertical\nverticalFlow=Vertical Flow\nverticalTree=Vertical Tree\nview=View\nviewerSettings=Viewer Settings\nviewUrl=Link to view: {1}\nvoiceAssistant=Voice Assistant (beta)\nwarning=Warning\nwaypoints=Waypoints\nwest=West\nwidth=Width\nwiki=Wiki\nwordWrap=Word Wrap\nwritingDirection=Writing Direction\nyes=Yes\nyourEmailAddress=Your email address\nzoom=Zoom\nzoomIn=Zoom In\nzoomOut=Zoom Out\nbasic=Basic\nbusinessprocess=Business Processes\ncharts=Charts\nengineering=Engineering\nflowcharts=Flowcharts\ngmdl=Material Design\nmindmaps=Mindmaps\nmockups=Mockups\nnetworkdiagrams=Network Diagrams\nnothingIsSelected=Nothing is selected\nother=Other\nsoftwaredesign=Software Design\nvenndiagrams=Venn Diagrams\nwebEmailOrOther=Web, email or any other internet address\nwebLink=Web Link\nwireframes=Wireframes\nproperty=Property\nvalue=Value\nshowMore=Show More\nshowLess=Show Less\nmyDiagrams=My Diagrams\nallDiagrams=All Diagrams\nrecentlyUsed=Recently used\nlistView=List view\ngridView=Grid view\nresultsFor=Results for \'{1}\'\noneDriveCharsNotAllowed=The following characters are not allowed: ~ " # % * : < > ? / { | }\noneDriveInvalidDeviceName=The specified device name is invalid\nofficeNotLoggedOD=You are not logged in to OneDrive. Please open draw.io task pane and login first.\nofficeSelectSingleDiag=Please select a single draw.io diagram only without other contents.\nofficeSelectDiag=Please select a draw.io diagram.\nofficeCannotFindDiagram=Cannot find a draw.io diagram in the selection\nnoDiagrams=No diagrams found\nauthFailed=Authentication failed\nofficeFailedAuthMsg=Unable to successfully authenticate user or authorize application.\nconvertingDiagramFailed=Converting diagram failed\nofficeCopyImgErrMsg=Due to some limitations in the host application, the image could not be inserted. Please manually copy the image then paste it to the document.\ninsertingImageFailed=Inserting image failed\nofficeCopyImgInst=Instructions: Right-click the image below. Select "Copy image" from the context menu. Then, in the document, right-click and select "Paste" from the context menu.\nfolderEmpty=Folder is empty\nrecent=Recent\nsharedWithMe=Shared With Me\nsharepointSites=Sharepoint Sites\nerrorFetchingFolder=Error fetching folder items\nerrorAuthOD=Error authenticating to OneDrive\nofficeMainHeader=Adds draw.io diagrams to your document.\nofficeStepsHeader=This add-in performs the following steps:\nofficeStep1=Connects to Microsoft OneDrive, Google Drive or your device.\nofficeStep2=Select a draw.io diagram.\nofficeStep3=Insert the diagram into the document.\nofficeAuthPopupInfo=Please complete the authentication in the pop-up window.\nofficeSelDiag=Select draw.io Diagram:\nfiles=Files\nshared=Shared\nsharepoint=Sharepoint\nofficeManualUpdateInst=Instructions: Copy draw.io diagram from the document. Then, in the box below, right-click and select "Paste" from the context menu.\nofficeClickToEdit=Click icon to start editing:\npasteDiagram=Paste draw.io diagram here\nconnectOD=Connect to OneDrive\nselectChildren=Select Children\nselectSiblings=Select Siblings\nselectParent=Select Parent\nselectDescendants=Select Descendants\nlastSaved=Last saved {1} ago\nresolve=Resolve\nreopen=Re-open\nshowResolved=Show Resolved\nreply=Reply\nobjectNotFound=Object not found\nreOpened=Re-opened\nmarkedAsResolved=Marked as resolved\nnoCommentsFound=No comments found\ncomments=Comments\ntimeAgo={1} ago\nconfluenceCloud=Confluence Cloud\nlibraries=Libraries\nconfAnchor=Confluence Page Anchor\nconfTimeout=The connection has timed out\nconfSrvTakeTooLong=The server at {1} is taking too long to respond.\nconfCannotInsertNew=Cannot insert draw.io diagram to a new Confluence page\nconfSaveTry=Please save the page and try again.\nconfCannotGetID=Unable to determine page ID\nconfContactAdmin=Please contact your Confluence administrator.\nreadErr=Read Error\neditingErr=Editing Error\nconfExtEditNotPossible=This diagram cannot be edited externally. Please try editing it while editing the page\nconfEditedExt=Diagram/Page edited externally\ndiagNotFound=Diagram Not Found\nconfEditedExtRefresh=Diagram/Page is edited externally. Please refresh the page.\nconfCannotEditDraftDelOrExt=Cannot edit diagrams in a draft page, diagram is deleted from the page, or diagram is edited externally. Please check the page.\nretBack=Return back\nconfDiagNotPublished=The diagram does not belong to a published page\ncreatedByDraw=Created by draw.io\nfilenameShort=Filename too short\ninvalidChars=Invalid characters\nalreadyExst={1} already exists\ndraftReadErr=Draft Read Error\ndiagCantLoad=Diagram cannot be loaded\ndraftWriteErr=Draft Write Error\ndraftCantCreate=Draft could not be created\nconfDuplName=Duplicate diagram name detected. Please pick another name.\nconfSessionExpired=Looks like your session expired. Log in again to keep working.\nlogin=Login\ndrawPrev=draw.io preview\ndrawDiag=draw.io diagram\ninvalidCallFnNotFound=Invalid Call: {1} not found\ninvalidCallErrOccured=Invalid Call: An error occurred, {1}\nanonymous=Anonymous\nconfGotoPage=Go to containing page\nshowComments=Show Comments\nconfError=Error: {1}\ngliffyImport=Gliffy Import\ngliffyImportInst1=Click the "Start Import" button to import all Gliffy diagrams to draw.io.\ngliffyImportInst2=Please note that the import procedure will take some time and the browser window must remain open until the import is completed.\nstartImport=Start Import\ndrawConfig=draw.io Configuration\ncustomLib=Custom Libraries\ncustomTemp=Custom Templates\npageIdsExp=Page IDs Export\ndrawReindex=draw.io re-indexing (beta)\nworking=Working\ndrawConfigNotFoundInst=draw.io Configuration Space (DRAWIOCONFIG) does not exist. This space is needed to store draw.io configuration files and custom libraries/templates.\ncreateConfSp=Create Config Space\nunexpErrRefresh=Unexpected error, please refresh the page and try again.\nconfigJSONInst=Write draw.io JSON configuration in the editor below then click save. If you need help, please refer to\nthisPage=this page\ncurCustLib=Current Custom Libraries\nlibName=Library Name\naction=Action\ndrawConfID=draw.io Config ID\naddLibInst=Click the "Add Library" button to upload a new library.\naddLib=Add Library\ncustomTempInst1=Custom templates are draw.io diagrams saved in children pages of\ncustomTempInst2=For more details, please refer to\ntempsPage=Templates page\npageIdsExpInst1=Select export target, then click the "Start Export" button to export all pages IDs.\npageIdsExpInst2=Please note that the export procedure will take some time and the browser window must remain open until the export is completed.\nstartExp=Start Export\nrefreshDrawIndex=Refresh draw.io Diagrams Index\nreindexInst1=Click the "Start Indexing" button to refresh draw.io diagrams index.\nreindexInst2=Please note that the indexing procedure will take some time and the browser window must remain open until the indexing is completed.\nstartIndexing=Start Indexing\nconfAPageFoundFetch=Page "{1}" found. Fetching\nconfAAllDiagDone=All {1} diagrams processed. Process finished.\nconfAStartedProcessing=Started processing page "{1}"\nconfAAllDiagInPageDone=All {1} diagrams in page "{2}" processed successfully.\nconfAPartialDiagDone={1} out of {2} {3} diagrams in page "{4}" processed successfully.\nconfAUpdatePageFailed=Updating page "{1}" failed.\nconfANoDiagFoundInPage=No {1} diagrams found in page "{2}".\nconfAFetchPageFailed=Fetching the page failed.\nconfANoDiagFound=No {1} diagrams found. Process finished.\nconfASearchFailed=Searching for {1} diagrams failed. Please try again later.\nconfAGliffyDiagFound={2} diagram "{1}" found. Importing\nconfAGliffyDiagImported={2} diagram "{1}" imported successfully.\nconfASavingImpGliffyFailed=Saving imported {2} diagram "{1}" failed.\nconfAImportedFromByDraw=Imported from "{1}" by draw.io\nconfAImportGliffyFailed=Importing {2} diagram "{1}" failed.\nconfAFetchGliffyFailed=Fetching {2} diagram "{1}" failed.\nconfACheckBrokenDiagLnk=Checking for broken diagrams links.\nconfADelDiagLinkOf=Deleting diagram link of "{1}"\nconfADupLnk=(duplicate link)\nconfADelDiagLnkFailed=Deleting diagram link of "{1}" failed.\nconfAUnexpErrProcessPage=Unexpected error during processing the page with id: {1}\nconfADiagFoundIndex=Diagram "{1}" found. Indexing\nconfADiagIndexSucc=Diagram "{1}" indexed successfully.\nconfAIndexDiagFailed=Indexing diagram "{1}" failed.\nconfASkipDiagOtherPage=Skipped "{1}" as it belongs to another page!\nconfADiagUptoDate=Diagram "{1}" is up to date.\nconfACheckPagesWDraw=Checking pages having draw.io diagrams.\nconfAErrOccured=An error occurred!\nsavedSucc=Saved successfully\nconfASaveFailedErr=Saving Failed (Unexpected Error)\ncharacter=Character\nconfAConfPageDesc=This page contains draw.io configuration file (configuration.json) as attachment\nconfALibPageDesc=This page contains draw.io custom libraries as attachments\nconfATempPageDesc=This page contains draw.io custom templates as attachments\nworking=Working\nconfAConfSpaceDesc=This space is used to store draw.io configuration files and custom libraries/templates\nconfANoCustLib=No Custom Libraries\ndelFailed=Delete failed!\nshowID=Show ID\nconfAIncorrectLibFileType=Incorrect file type. Libraries should be XML files.\nuploading=Uploading\nconfALibExist=This library already exists\nconfAUploadSucc=Uploaded successfully\nconfAUploadFailErr=Upload Failed (Unexpected Error)\nhiResPreview=High Res Preview\nofficeNotLoggedGD=You are not logged in to Google Drive. Please open draw.io task pane and login first.\nofficePopupInfo=Please complete the process in the pop-up window.\npickODFile=Pick OneDrive File\ncreateODFile=Create OneDrive File\npickGDriveFile=Pick Google Drive File\ncreateGDriveFile=Create Google Drive File\npickDeviceFile=Pick Device File\nvsdNoConfig="vsdurl" is not configured\nruler=Ruler\nunits=Units\npoints=Points\ninches=Inches\nmillimeters=Millimeters\nconfEditDraftDelOrExt=This diagram is in a draft page, is deleted from the page, or is edited externally. It will be saved as a new attachment version and may not be reflected in the page.\nconfDiagEditedExt=Diagram is edited in another session. It will be saved as a new attachment version but the page will show other session\'s modifications.\nmacroNotFound=Macro Not Found\nconfAInvalidPageIdsFormat=Incorrect Page IDs file format\nconfACollectingCurPages=Collecting current pages\nconfABuildingPagesMap=Building pages mapping\nconfAProcessDrawDiag=Started processing imported draw.io diagrams\nconfAProcessDrawDiagDone=Finished processing imported draw.io diagrams\nconfAProcessImpPages=Started processing imported pages\nconfAErrPrcsDiagInPage=Error processing draw.io diagrams in page "{1}"\nconfAPrcsDiagInPage=Processing draw.io diagrams in page "{1}"\nconfAImpDiagram=Importing diagram "{1}"\nconfAImpDiagramFailed=Importing diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\nconfAImpDiagramError=Error importing diagram "{1}". Cannot fetch or save the diagram. Cannot fix this diagram links.\nconfAUpdateDgrmCCFailed=Updating link to diagram "{1}" failed.\nconfImpDiagramSuccess=Updating diagram "{1}" done successfully.\nconfANoLnksInDrgm=No links to update in: {1}\nconfAUpdateLnkToPg=Updated link to page: "{1}" in diagram: "{2}"\nconfAUpdateLBLnkToPg=Updated lightbox link to page: "{1}" in diagram: "{2}"\nconfAUpdateLnkBase=Updated base URL from: "{1}" to: "{2}" in diagram: "{3}"\nconfAPageIdsImpDone=Page IDs Import finished\nconfAPrcsMacrosInPage=Processing draw.io macros in page "{1}"\nconfAErrFetchPage=Error fetching page "{1}"\nconfAFixingMacro=Fixing macro of diagram "{1}"\nconfAErrReadingExpFile=Error reading export file\nconfAPrcsDiagInPageDone=Processing draw.io diagrams in page "{1}" finished\nconfAFixingMacroSkipped=Fixing macro of diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\npageIdsExpTrg=Export target\nconfALucidDiagImgImported={2} diagram "{1}" image extracted successfully\nconfASavingLucidDiagImgFailed=Extracting {2} diagram "{1}" image failed\nconfGetInfoFailed=Fetching file info from {1} failed.\nconfCheckCacheFailed=Cannot get cached file info.\nconfReadFileErr=Cannot read "{1}" file from {2}.\nconfSaveCacheFailed=Unexpected error. Cannot save cached file\norgChartType=Org Chart Type\nlinear=Linear\nhanger2=Hanger 2\nhanger4=Hanger 4\nfishbone1=Fishbone 1\nfishbone2=Fishbone 2\n1ColumnLeft=Single Column Left\n1ColumnRight=Single Column Right\nsmart=Smart\nparentChildSpacing=Parent Child Spacing\nsiblingSpacing=Sibling Spacing\nconfNoPermErr=Sorry, you don\'t have enough permissions to view this embedded diagram from page {1}\ncopyAsImage=Copy as Image\nlucidImport=Lucidchart Import\nlucidImportInst1=Click the "Start Import" button to import all Lucidchart diagrams.\ninstallFirst=Please install {1} first\ndrawioChromeExt=draw.io Chrome Extension\nloginFirstThen=Please login to {1} first, then {2}\nerrFetchDocList=Error: Couldn\'t fetch documents list\nbuiltinPlugins=Built-in Plugins\nextPlugins=External Plugins\nbackupFound=Backup file found\nchromeOnly=This feature only works in Google Chrome\nmsgDeleted=This message has been deleted\nconfAErrFetchDrawList=Error fetching diagrams list. Some diagrams are skipped.\nconfAErrCheckDrawDiag=Cannot check diagram {1}\nconfAErrFetchPageList=Error fetching pages list\nconfADiagImportIncom={1} diagram "{2}" is imported partially and may have missing shapes\ninvalidSel=Invalid selection\ndiagNameEmptyErr=Diagram name cannot be empty\nopenDiagram=Open Diagram\nnewDiagram=New diagram\neditable=Editable\nconfAReimportStarted=Re-import {1} diagrams started...\nspaceFilter=Filter by spaces\ncurViewState=Current Viewer State\npageLayers=Page and Layers\ncustomize=Customize\nfirstPage=First Page (All Layers)\ncurEditorState=Current Editor State\nnoAnchorsFound=No anchors found\nattachment=Attachment\ncurDiagram=Current Diagram\nrecentDiags=Recent Diagrams\ncsvImport=CSV Import\nchooseFile=Choose a file...\nchoose=Choose\ngdriveFname=Google Drive filename\nwidthOfViewer=Width of the viewer (px)\nheightOfViewer=Height of the viewer (px)\nautoSetViewerSize=Automatically set the size of the viewer\nthumbnail=Thumbnail\nprevInDraw=Preview in draw.io\nonedriveFname=OneDrive filename\ndiagFname=Diagram filename\ndiagUrl=Diagram URL\nshowDiag=Show Diagram\ndiagPreview=Diagram Preview\ncsvFileUrl=CSV File URL\ngenerate=Generate\nselectDiag2Insert=Please select a diagram to insert it.\nerrShowingDiag=Unexpected error. Cannot show diagram\nnoRecentDiags=No recent diagrams found\nfetchingRecentFailed=Failed to fetch recent diagrams\nuseSrch2FindDiags=Use the search box to find draw.io diagrams\ncantReadChckPerms=Cannot read the specified diagram. Please check you have read permission on that file.\ncantFetchChckPerms=Cannot fetch diagram info. Please check you have read permission on that file.\nsearchFailed=Searching failed. Please try again later.\nplsTypeStr=Please type a search string.\nunsupportedFileChckUrl=Unsupported file. Please check the specified URL\ndiagNotFoundChckUrl=Diagram not found or cannot be accessed. Please check the specified URL\ncsvNotFoundChckUrl=CSV file not found or cannot be accessed. Please check the specified URL\ncantReadUpload=Cannot read the uploaded diagram\nselect=Select\nerrCantGetIdType=Unexpected Error: Cannot get content id or type.\nerrGAuthWinBlocked=Error: Google Authentication window blocked\nauthDrawAccess=Authorize draw.io to access {1}\nconnTimeout=The connection has timed out\nerrAuthSrvc=Error authenticating to {1}\nplsSelectFile=Please select a file\nmustBgtZ={1} must be greater than zero\ncantLoadPrev=Cannot load file preview.\nerrAccessFile=Error: Access Denied. You do not have permission to access "{1}".\nnoPrevAvail=No preview is available.\npersonalAccNotSup=Personal accounts are not supported.\nerrSavingTryLater=Error occurred during saving, please try again later.\nplsEnterFld=Please enter {1}\ninvalidDiagUrl=Invalid Diagram URL\nunsupportedVsdx=Unsupported vsdx file\nunsupportedImg=Unsupported image file\nunsupportedFormat=Unsupported file format\nplsSelectSingleFile=Please select a single file only\nattCorrupt=Attachment file "{1}" is corrupted\nloadAttFailed=Failed to load attachment "{1}"\nembedDrawDiag=Embed draw.io Diagram\naddDiagram=Add Diagram\nembedDiagram=Embed Diagram\neditOwningPg=Edit owning page\ndeepIndexing=Deep Indexing (Index diagrams that aren\'t used in any page also)\nconfADeepIndexStarted=Deep Indexing Started\nconfADeepIndexDone=Deep Indexing Done\nofficeNoDiagramsSelected=No diagrams found in the selection\nofficeNoDiagramsInDoc=No diagrams found in the document\nofficeNotSupported=This feature is not supported in this host application\nsomeImagesFailed={1} out of {2} failed due to the following errors\nimportingNoUsedDiagrams=Importing {1} Diagrams not used in pages\nimportingDrafts=Importing {1} Diagrams in drafts\nprocessingDrafts=Processing drafts\nupdatingDrafts=Updating drafts\nupdateDrafts=Update drafts\nnotifications=Notifications\ndrawioImp=draw.io Import\nconfALibsImp=Importing draw.io Libraries\nconfALibsImpFailed=Importing {1} library failed\ncontributors=Contributors\ndrawDiagrams=draw.io Diagrams\nerrFileNotFoundOrNoPer=Error: Access Denied. File not found or you do not have permission to access "{1}" on {2}.\nconfACheckPagesWEmbed=Checking pages having embedded draw.io diagrams.\nconfADelBrokenEmbedDiagLnk=Removing broken embedded diagram links\nreplaceWith=Replace with\nreplaceAll=Replace All\nconfASkipDiagModified=Skipped "{1}" as it was modified after initial import\nreplFind=Replace/Find\nmatchesRepl={1} matches replaced\ndraftErrDataLoss=An error occurred while reading the draft file. The diagram cannot be edited now to prevent any possible data loss. Please try again later or contact support.\nibm=IBM\nlinkToDiagramHint=Add a link to this diagram. The diagram can only be edited from the page that owns it.\nlinkToDiagram=Link to Diagram\nchangedBy=Changed By\nlastModifiedOn=Last modified on\nsearchResults=Search Results\nshowAllTemps=Show all templates\nnotionToken=Notion Token\nselectDB=Select Database\nnoDBs=No Databases\ndiagramEdited={1} diagram "{2}" edited\nconfDraftPermissionErr=Draft cannot be written. Do you have attachment write/read permission on this page?\nconfDraftTooBigErr=Draft size is too large. Pease check "Attachment Maximum Size" of "Attachment Settings" in Confluence Configuration?\nowner=Owner\nrepository=Repository\nbranch=Branch\nmeters=Meters\nteamsNoEditingMsg=Editor functionality is only available in Desktop environment (in MS Teams App or a web browser)\ncontactOwner=Contact Owner\nviewerOnlyMsg=You cannot edit the diagrams in the mobile platform, please use the desktop client or a web browser.\nwebsite=Website\ncheck4Updates=Check for updates\nattWriteFailedRetry={1}: Attachment write failed, trying again in {2} seconds...\nconfPartialPageList=We couldn\'t fetch all pages due to an error in Confluence. Continuing using {1} pages only.\nspellCheck=Spell checker\nnoChange=No Change\nlblToSvg=Convert labels to SVG\ntxtSettings=Text Settings\nLinksLost=Links will be lost\narcSize=Arc Size\neditConnectionPoints=Edit Connection Points\nnotInOffline=Not supported while offline\nnotInDesktop=Not supported in Desktop App\nconfConfigSpaceArchived=draw.io Configuration space (DRAWIOCONFIG) is archived. Please restore it first.\nconfACleanOldVerStarted=Cleaning old diagram draft versions started\nconfACleanOldVerDone=Cleaning old diagram draft versions finished\nconfACleaningFile=Cleaning diagram draft "{1}" old versions\nconfAFileCleaned=Cleaning diagram draft "{1}" done\nconfAFileCleanFailed=Cleaning diagram draft "{1}" failed\nconfACleanOnly=Clean Diagram Drafts Only\nbrush=Brush\nopenDevTools=Open Developer Tools\nautoBkp=Automatic Backup\nconfAIgnoreCollectErr=Ignore collecting current pages errors\ndrafts=Drafts\ndraftSaveInt=Draft save interval [sec] (0 to disable)\npluginsDisabled=External plugins disabled.\nextExpNotConfigured=External image service is not configured\npathFilename=Path/Filename\n');Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; +EditorUi.prototype.createTabForPage=function(b,e,k,m){k=this.createTab(k);var D=b.getName()||mxResources.get("untitled"),p=b.getId();k.setAttribute("title",D+(null!=p?" ("+p+")":"")+" ["+m+"]");mxUtils.write(k,D);k.style.maxWidth=e+"px";k.style.width=e+"px";this.addTabListeners(b,k);42<e&&(k.style.textOverflow="ellipsis");return k}; +EditorUi.prototype.addTabListeners=function(b,e){mxEvent.disableContextMenu(e);var k=this.editor.graph;mxEvent.addListener(e,"dblclick",mxUtils.bind(this,function(p){this.renamePage(b);mxEvent.consume(p)}));var m=!1,D=!1;mxEvent.addGestureListeners(e,mxUtils.bind(this,function(p){m=null!=this.currentMenu;D=b==this.currentPage;k.isMouseDown||D||this.selectPage(b)}),null,mxUtils.bind(this,function(p){if(k.isEnabled()&&!k.isMouseDown&&(mxEvent.isTouchEvent(p)&&D||mxEvent.isPopupTrigger(p))){k.popupMenuHandler.hideMenu(); +this.hideCurrentMenu();if(!mxEvent.isTouchEvent(p)||!m){var E=new mxPopupMenu(this.createPageMenu(b));E.div.className+=" geMenubarMenu";E.smartSeparators=!0;E.showDisabled=!0;E.autoExpand=!0;E.hideMenu=mxUtils.bind(this,function(){mxPopupMenu.prototype.hideMenu.apply(E,arguments);this.resetCurrentMenu();E.destroy()});var K=mxEvent.getClientX(p),Q=mxEvent.getClientY(p);E.popup(K,Q,null,p);this.setCurrentMenu(E,e)}mxEvent.consume(p)}}))}; +EditorUi.prototype.getLinkForPage=function(b,e,k){if(!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp){var m=this.getCurrentFile();if(null!=m&&m.constructor!=LocalFile&&"draw.io"==this.getServiceName()){var D=this.getSearch("create title mode url drive splash state clibs ui viewbox hide-pages sketch".split(" "));D+=(0==D.length?"?":"&")+"page-id="+b.getId();null!=e&&(D+="&"+e.join("&"));return(k&&"1"!=urlParams.dev?EditorUi.lightboxHost:mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||!/.*\.draw\.io$/.test(window.location.hostname)? +EditorUi.drawHost:"https://"+window.location.host)+"/"+D+"#"+m.getHash()}}return null}; +EditorUi.prototype.createPageMenu=function(b,e){return mxUtils.bind(this,function(k,m){var D=this.editor.graph;k.addItem(mxResources.get("insert"),null,mxUtils.bind(this,function(){this.insertPage(null,mxUtils.indexOf(this.pages,b)+1)}),m);k.addItem(mxResources.get("delete"),null,mxUtils.bind(this,function(){this.removePage(b)}),m);k.addItem(mxResources.get("rename"),null,mxUtils.bind(this,function(){this.renamePage(b,e)}),m);null!=this.getLinkForPage(b)&&(k.addSeparator(m),k.addItem(mxResources.get("link"), +null,mxUtils.bind(this,function(){this.showPublishLinkDialog(mxResources.get("url"),!0,null,null,mxUtils.bind(this,function(p,E,K,Q,d,f){p=this.createUrlParameters(p,E,K,Q,d,f);K||p.push("hide-pages=1");D.isSelectionEmpty()||(K=D.getBoundingBox(D.getSelectionCells()),E=D.view.translate,d=D.view.scale,K.width/=d,K.height/=d,K.x=K.x/d-E.x,K.y=K.y/d-E.y,p.push("viewbox="+encodeURIComponent(JSON.stringify({x:Math.round(K.x),y:Math.round(K.y),width:Math.round(K.width),height:Math.round(K.height),border:100})))); +Q=new EmbedDialog(this,this.getLinkForPage(b,p,Q));this.showDialog(Q.container,450,240,!0,!0);Q.init()}))})));k.addSeparator(m);k.addItem(mxResources.get("duplicate"),null,mxUtils.bind(this,function(){this.duplicatePage(b,mxResources.get("copyOf",[b.getName()]))}),m);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||"draw.io"!=this.getServiceName()||(k.addSeparator(m),k.addItem(mxResources.get("openInNewWindow"),null,mxUtils.bind(this,function(){this.editor.editAsNew(this.getFileData(!0,null,null,null, +!0,!0))}),m))})};(function(){var b=EditorUi.prototype.refresh;EditorUi.prototype.refresh=function(){b.apply(this,arguments);this.updateTabContainer()}})();(function(){mxCodecRegistry.getCodec(ChangePageSetup).exclude.push("page")})();(function(){var b=new mxObjectCodec(new MovePage,["ui"]);b.beforeDecode=function(e,k,m){m.ui=e.ui;return k};b.afterDecode=function(e,k,m){e=m.oldIndex;m.oldIndex=m.newIndex;m.newIndex=e;return m};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new RenamePage,["ui","page"]);b.beforeDecode=function(e,k,m){m.ui=e.ui;return k};b.afterDecode=function(e,k,m){e=m.previous;m.previous=m.name;m.name=e;return m};mxCodecRegistry.register(b)})(); +(function(){var b=new mxObjectCodec(new ChangePage,"ui relatedPage index neverShown page previousPage".split(" "));b.afterEncode=function(e,k,m){m.setAttribute("relatedPage",k.relatedPage.getId());null==k.index&&(m.setAttribute("name",k.relatedPage.getName()),null!=k.relatedPage.viewState&&m.setAttribute("viewState",JSON.stringify(k.relatedPage.viewState,function(D,p){return 0>mxUtils.indexOf(EditorUi.transientViewStateProperties,D)?p:void 0})),null!=k.relatedPage.root&&e.encodeCell(k.relatedPage.root, +m));return m};b.beforeDecode=function(e,k,m){m.ui=e.ui;m.relatedPage=m.ui.getPageById(k.getAttribute("relatedPage"));if(null==m.relatedPage){var D=k.ownerDocument.createElement("diagram");D.setAttribute("id",k.getAttribute("relatedPage"));D.setAttribute("name",k.getAttribute("name"));m.relatedPage=new DiagramPage(D);D=k.getAttribute("viewState");null!=D&&(m.relatedPage.viewState=JSON.parse(D),k.removeAttribute("viewState"));k=k.cloneNode(!0);D=k.firstChild;if(null!=D)for(m.relatedPage.root=e.decodeCell(D, +!1),m=D.nextSibling,D.parentNode.removeChild(D),D=m;null!=D;){m=D.nextSibling;if(D.nodeType==mxConstants.NODETYPE_ELEMENT){var p=D.getAttribute("id");null==e.lookup(p)&&e.decodeCell(D)}D.parentNode.removeChild(D);D=m}}return k};b.afterDecode=function(e,k,m){m.index=m.previousIndex;return m};mxCodecRegistry.register(b)})();(function(){EditorUi.prototype.altShiftActions[68]="selectDescendants";var b=Graph.prototype.foldCells;Graph.prototype.foldCells=function(m,D,p,E,K){D=null!=D?D:!1;null==p&&(p=this.getFoldableCells(this.getSelectionCells(),m));this.stopEditing();this.model.beginUpdate();try{for(var Q=p.slice(),d=0;d<p.length;d++)"1"==mxUtils.getValue(this.getCurrentCellStyle(p[d]),"treeFolding","0")&&this.foldTreeCell(m,p[d]);p=Q;p=b.apply(this,arguments)}finally{this.model.endUpdate()}return p};Graph.prototype.foldTreeCell= +function(m,D){this.model.beginUpdate();try{var p=[];this.traverse(D,!0,mxUtils.bind(this,function(K,Q){var d=null!=Q&&this.isTreeEdge(Q);d&&p.push(Q);K==D||null!=Q&&!d||p.push(K);return(null==Q||d)&&(K==D||!this.model.isCollapsed(K))}));this.model.setCollapsed(D,m);for(var E=0;E<p.length;E++)this.model.setVisible(p[E],!m)}finally{this.model.endUpdate()}};Graph.prototype.isTreeEdge=function(m){return!this.isEdgeIgnored(m)};Graph.prototype.getTreeEdges=function(m,D,p,E,K,Q){return this.model.filterCells(this.getEdges(m, +D,p,E,K,Q),mxUtils.bind(this,function(d){return this.isTreeEdge(d)}))};Graph.prototype.getIncomingTreeEdges=function(m,D){return this.getTreeEdges(m,D,!0,!1,!1)};Graph.prototype.getOutgoingTreeEdges=function(m,D){return this.getTreeEdges(m,D,!1,!0,!1)};var e=EditorUi.prototype.init;EditorUi.prototype.init=function(){e.apply(this,arguments);this.editor.isChromelessView()&&!this.editor.editable||this.addTrees()};EditorUi.prototype.addTrees=function(){function m(J){return H.isVertex(J)&&p(J)}function D(J){var Z= +!1;null!=J&&(Z="1"==u.getCurrentCellStyle(J).treeMoving);return Z}function p(J){var Z=!1;null!=J&&(J=H.getParent(J),Z=u.view.getState(J),Z="tree"==(null!=Z?Z.style:u.getCellStyle(J)).containerType);return Z}function E(J){var Z=!1;null!=J&&(J=H.getParent(J),Z=u.view.getState(J),u.view.getState(J),Z=null!=(null!=Z?Z.style:u.getCellStyle(J)).childLayout);return Z}function K(J){J=u.view.getState(J);if(null!=J){var Z=u.getIncomingTreeEdges(J.cell);if(0<Z.length&&(Z=u.view.getState(Z[0]),null!=Z&&(Z=Z.absolutePoints, +null!=Z&&0<Z.length&&(Z=Z[Z.length-1],null!=Z)))){if(Z.y==J.y&&Math.abs(Z.x-J.getCenterX())<J.width/2)return mxConstants.DIRECTION_SOUTH;if(Z.y==J.y+J.height&&Math.abs(Z.x-J.getCenterX())<J.width/2)return mxConstants.DIRECTION_NORTH;if(Z.x>J.getCenterX())return mxConstants.DIRECTION_WEST}}return mxConstants.DIRECTION_EAST}function Q(J,Z){Z=null!=Z?Z:!0;u.model.beginUpdate();try{var P=u.model.getParent(J),da=u.getIncomingTreeEdges(J),ja=u.cloneCells([da[0],J]);u.model.setTerminal(ja[0],u.model.getTerminal(da[0], +!0),!0);var ka=K(J),q=P.geometry;ka==mxConstants.DIRECTION_SOUTH||ka==mxConstants.DIRECTION_NORTH?ja[1].geometry.x+=Z?J.geometry.width+10:-ja[1].geometry.width-10:ja[1].geometry.y+=Z?J.geometry.height+10:-ja[1].geometry.height-10;u.view.currentRoot!=P&&(ja[1].geometry.x-=q.x,ja[1].geometry.y-=q.y);var F=u.view.getState(J),R=u.view.scale;if(null!=F){var W=mxRectangle.fromRectangle(F);ka==mxConstants.DIRECTION_SOUTH||ka==mxConstants.DIRECTION_NORTH?W.x+=(Z?J.geometry.width+10:-ja[1].geometry.width- +10)*R:W.y+=(Z?J.geometry.height+10:-ja[1].geometry.height-10)*R;var T=u.getOutgoingTreeEdges(u.model.getTerminal(da[0],!0));if(null!=T){for(var ba=ka==mxConstants.DIRECTION_SOUTH||ka==mxConstants.DIRECTION_NORTH,ia=q=da=0;ia<T.length;ia++){var ra=u.model.getTerminal(T[ia],!1);if(ka==K(ra)){var ta=u.view.getState(ra);ra!=J&&null!=ta&&(ba&&Z!=ta.getCenterX()<F.getCenterX()||!ba&&Z!=ta.getCenterY()<F.getCenterY())&&mxUtils.intersects(W,ta)&&(da=10+Math.max(da,(Math.min(W.x+W.width,ta.x+ta.width)-Math.max(W.x, +ta.x))/R),q=10+Math.max(q,(Math.min(W.y+W.height,ta.y+ta.height)-Math.max(W.y,ta.y))/R))}}ba?q=0:da=0;for(ia=0;ia<T.length;ia++)if(ra=u.model.getTerminal(T[ia],!1),ka==K(ra)&&(ta=u.view.getState(ra),ra!=J&&null!=ta&&(ba&&Z!=ta.getCenterX()<F.getCenterX()||!ba&&Z!=ta.getCenterY()<F.getCenterY()))){var ma=[];u.traverse(ta.cell,!0,function(pa,za){var Ba=null!=za&&u.isTreeEdge(za);Ba&&ma.push(za);(null==za||Ba)&&ma.push(pa);return null==za||Ba});u.moveCells(ma,(Z?1:-1)*da,(Z?1:-1)*q)}}}return u.addCells(ja, +P)}finally{u.model.endUpdate()}}function d(J){u.model.beginUpdate();try{var Z=K(J),P=u.getIncomingTreeEdges(J),da=u.cloneCells([P[0],J]);u.model.setTerminal(P[0],da[1],!1);u.model.setTerminal(da[0],da[1],!0);u.model.setTerminal(da[0],J,!1);var ja=u.model.getParent(J),ka=ja.geometry,q=[];u.view.currentRoot!=ja&&(da[1].geometry.x-=ka.x,da[1].geometry.y-=ka.y);u.traverse(J,!0,function(W,T){var ba=null!=T&&u.isTreeEdge(T);ba&&q.push(T);(null==T||ba)&&q.push(W);return null==T||ba});var F=J.geometry.width+ +40,R=J.geometry.height+40;Z==mxConstants.DIRECTION_SOUTH?F=0:Z==mxConstants.DIRECTION_NORTH?(F=0,R=-R):Z==mxConstants.DIRECTION_WEST?(F=-F,R=0):Z==mxConstants.DIRECTION_EAST&&(R=0);u.moveCells(q,F,R);return u.addCells(da,ja)}finally{u.model.endUpdate()}}function f(J,Z){u.model.beginUpdate();try{var P=u.model.getParent(J),da=u.getIncomingTreeEdges(J),ja=K(J);0==da.length&&(da=[u.createEdge(P,null,"",null,null,u.createCurrentEdgeStyle())],ja=Z);var ka=u.cloneCells([da[0],J]);u.model.setTerminal(ka[0], +J,!0);if(null==u.model.getTerminal(ka[0],!1)){u.model.setTerminal(ka[0],ka[1],!1);var q=u.getCellStyle(ka[1]).newEdgeStyle;if(null!=q)try{var F=JSON.parse(q),R;for(R in F)u.setCellStyles(R,F[R],[ka[0]]),"edgeStyle"==R&&"elbowEdgeStyle"==F[R]&&u.setCellStyles("elbow",ja==mxConstants.DIRECTION_SOUTH||ja==mxConstants.DIRECTION_NOTH?"vertical":"horizontal",[ka[0]])}catch(ta){}}da=u.getOutgoingTreeEdges(J);var W=P.geometry;Z=[];u.view.currentRoot==P&&(W=new mxRectangle);for(q=0;q<da.length;q++){var T= +u.model.getTerminal(da[q],!1);null!=T&&Z.push(T)}var ba=u.view.getBounds(Z),ia=u.view.translate,ra=u.view.scale;ja==mxConstants.DIRECTION_SOUTH?(ka[1].geometry.x=null==ba?J.geometry.x+(J.geometry.width-ka[1].geometry.width)/2:(ba.x+ba.width)/ra-ia.x-W.x+10,ka[1].geometry.y+=ka[1].geometry.height-W.y+40):ja==mxConstants.DIRECTION_NORTH?(ka[1].geometry.x=null==ba?J.geometry.x+(J.geometry.width-ka[1].geometry.width)/2:(ba.x+ba.width)/ra-ia.x+-W.x+10,ka[1].geometry.y-=ka[1].geometry.height+W.y+40):(ka[1].geometry.x= +ja==mxConstants.DIRECTION_WEST?ka[1].geometry.x-(ka[1].geometry.width+W.x+40):ka[1].geometry.x+(ka[1].geometry.width-W.x+40),ka[1].geometry.y=null==ba?J.geometry.y+(J.geometry.height-ka[1].geometry.height)/2:(ba.y+ba.height)/ra-ia.y+-W.y+10);return u.addCells(ka,P)}finally{u.model.endUpdate()}}function g(J,Z,P){J=u.getOutgoingTreeEdges(J);P=u.view.getState(P);var da=[];if(null!=P&&null!=J){for(var ja=0;ja<J.length;ja++){var ka=u.view.getState(u.model.getTerminal(J[ja],!1));null!=ka&&(!Z&&Math.min(ka.x+ +ka.width,P.x+P.width)>=Math.max(ka.x,P.x)||Z&&Math.min(ka.y+ka.height,P.y+P.height)>=Math.max(ka.y,P.y))&&da.push(ka)}da.sort(function(q,F){return Z?q.x+q.width-F.x-F.width:q.y+q.height-F.y-F.height})}return da}function x(J,Z){var P=K(J),da=Z==mxConstants.DIRECTION_EAST||Z==mxConstants.DIRECTION_WEST;(P==mxConstants.DIRECTION_EAST||P==mxConstants.DIRECTION_WEST)==da&&P!=Z?z.actions.get("selectParent").funct():P==Z?(Z=u.getOutgoingTreeEdges(J),null!=Z&&0<Z.length&&u.setSelectionCell(u.model.getTerminal(Z[0], +!1))):(P=u.getIncomingTreeEdges(J),null!=P&&0<P.length&&(da=g(u.model.getTerminal(P[0],!0),da,J),J=u.view.getState(J),null!=J&&(J=mxUtils.indexOf(da,J),0<=J&&(J+=Z==mxConstants.DIRECTION_NORTH||Z==mxConstants.DIRECTION_WEST?-1:1,0<=J&&J<=da.length-1&&u.setSelectionCell(da[J].cell)))))}var z=this,u=z.editor.graph,H=u.getModel(),L=z.menus.createPopupMenu;z.menus.createPopupMenu=function(J,Z,P){L.apply(this,arguments);if(1==u.getSelectionCount()){Z=u.getSelectionCell();var da=u.getOutgoingTreeEdges(Z); +J.addSeparator();0<da.length&&(m(u.getSelectionCell())&&this.addMenuItems(J,["selectChildren"],null,P),this.addMenuItems(J,["selectDescendants"],null,P));m(u.getSelectionCell())?(J.addSeparator(),0<u.getIncomingTreeEdges(Z).length&&this.addMenuItems(J,["selectSiblings","selectParent"],null,P)):0<u.model.getEdgeCount(Z)&&this.addMenuItems(J,["selectConnections"],null,P)}};z.actions.addAction("selectChildren",function(){if(u.isEnabled()&&1==u.getSelectionCount()){var J=u.getSelectionCell();J=u.getOutgoingTreeEdges(J); +if(null!=J){for(var Z=[],P=0;P<J.length;P++)Z.push(u.model.getTerminal(J[P],!1));u.setSelectionCells(Z)}}},null,null,"Alt+Shift+X");z.actions.addAction("selectSiblings",function(){if(u.isEnabled()&&1==u.getSelectionCount()){var J=u.getSelectionCell();J=u.getIncomingTreeEdges(J);if(null!=J&&0<J.length&&(J=u.getOutgoingTreeEdges(u.model.getTerminal(J[0],!0)),null!=J)){for(var Z=[],P=0;P<J.length;P++)Z.push(u.model.getTerminal(J[P],!1));u.setSelectionCells(Z)}}},null,null,"Alt+Shift+S");z.actions.addAction("selectParent", +function(){if(u.isEnabled()&&1==u.getSelectionCount()){var J=u.getSelectionCell();J=u.getIncomingTreeEdges(J);null!=J&&0<J.length&&u.setSelectionCell(u.model.getTerminal(J[0],!0))}},null,null,"Alt+Shift+P");z.actions.addAction("selectDescendants",function(J,Z){J=u.getSelectionCell();if(u.isEnabled()&&u.model.isVertex(J)){if(null!=Z&&mxEvent.isAltDown(Z))u.setSelectionCells(u.model.getTreeEdges(J,null==Z||!mxEvent.isShiftDown(Z),null==Z||!mxEvent.isControlDown(Z)));else{var P=[];u.traverse(J,!0,function(da, +ja){var ka=null!=ja&&u.isTreeEdge(ja);ka&&P.push(ja);null!=ja&&!ka||null!=Z&&mxEvent.isShiftDown(Z)||P.push(da);return null==ja||ka})}u.setSelectionCells(P)}},null,null,"Alt+Shift+D");var C=u.removeCells;u.removeCells=function(J,Z){Z=null!=Z?Z:!0;null==J&&(J=this.getDeletableCells(this.getSelectionCells()));Z&&(J=this.getDeletableCells(this.addAllEdges(J)));for(var P=[],da=0;da<J.length;da++){var ja=J[da];H.isEdge(ja)&&p(ja)&&(P.push(ja),ja=H.getTerminal(ja,!1));if(m(ja)){var ka=[];u.traverse(ja, +!0,function(q,F){var R=null!=F&&u.isTreeEdge(F);R&&ka.push(F);(null==F||R)&&ka.push(q);return null==F||R});0<ka.length&&(P=P.concat(ka),ja=u.getIncomingTreeEdges(J[da]),J=J.concat(ja))}else null!=ja&&P.push(J[da])}J=P;return C.apply(this,arguments)};z.hoverIcons.getStateAt=function(J,Z,P){return m(J.cell)?null:this.graph.view.getState(this.graph.getCellAt(Z,P))};var G=u.duplicateCells;u.duplicateCells=function(J,Z){J=null!=J?J:this.getSelectionCells();for(var P=J.slice(0),da=0;da<P.length;da++){var ja= +u.view.getState(P[da]);if(null!=ja&&m(ja.cell)){var ka=u.getIncomingTreeEdges(ja.cell);for(ja=0;ja<ka.length;ja++)mxUtils.remove(ka[ja],J)}}this.model.beginUpdate();try{var q=G.call(this,J,Z);if(q.length==J.length)for(da=0;da<J.length;da++)if(m(J[da])){var F=u.getIncomingTreeEdges(q[da]);ka=u.getIncomingTreeEdges(J[da]);if(0==F.length&&0<ka.length){var R=this.cloneCell(ka[0]);this.addEdge(R,u.getDefaultParent(),this.model.getTerminal(ka[0],!0),q[da])}}}finally{this.model.endUpdate()}return q};var V= +u.moveCells;u.moveCells=function(J,Z,P,da,ja,ka,q){var F=null;this.model.beginUpdate();try{var R=ja,W=this.getCurrentCellStyle(ja);if(null!=J&&m(ja)&&"1"==mxUtils.getValue(W,"treeFolding","0")){for(var T=0;T<J.length;T++)if(m(J[T])||u.model.isEdge(J[T])&&null==u.model.getTerminal(J[T],!0)){ja=u.model.getParent(J[T]);break}if(null!=R&&ja!=R&&null!=this.view.getState(J[0])){var ba=u.getIncomingTreeEdges(J[0]);if(0<ba.length){var ia=u.view.getState(u.model.getTerminal(ba[0],!0));if(null!=ia){var ra= +u.view.getState(R);null!=ra&&(Z=(ra.getCenterX()-ia.getCenterX())/u.view.scale,P=(ra.getCenterY()-ia.getCenterY())/u.view.scale)}}}}F=V.apply(this,arguments);if(null!=F&&null!=J&&F.length==J.length)for(T=0;T<F.length;T++)if(this.model.isEdge(F[T]))m(R)&&0>mxUtils.indexOf(F,this.model.getTerminal(F[T],!0))&&this.model.setTerminal(F[T],R,!0);else if(m(J[T])&&(ba=u.getIncomingTreeEdges(J[T]),0<ba.length))if(!da)m(R)&&0>mxUtils.indexOf(J,this.model.getTerminal(ba[0],!0))&&this.model.setTerminal(ba[0], +R,!0);else if(0==u.getIncomingTreeEdges(F[T]).length){W=R;if(null==W||W==u.model.getParent(J[T]))W=u.model.getTerminal(ba[0],!0);da=this.cloneCell(ba[0]);this.addEdge(da,u.getDefaultParent(),W,F[T])}}finally{this.model.endUpdate()}return F};if(null!=z.sidebar){var U=z.sidebar.dropAndConnect;z.sidebar.dropAndConnect=function(J,Z,P,da){var ja=u.model,ka=null;ja.beginUpdate();try{if(ka=U.apply(this,arguments),m(J))for(var q=0;q<ka.length;q++)if(ja.isEdge(ka[q])&&null==ja.getTerminal(ka[q],!0)){ja.setTerminal(ka[q], +J,!0);var F=u.getCellGeometry(ka[q]);F.points=null;null!=F.getTerminalPoint(!0)&&F.setTerminalPoint(null,!0)}}finally{ja.endUpdate()}return ka}}var Y={88:z.actions.get("selectChildren"),84:z.actions.get("selectSubtree"),80:z.actions.get("selectParent"),83:z.actions.get("selectSiblings")},O=z.onKeyDown;z.onKeyDown=function(J){try{if(u.isEnabled()&&!u.isEditing()&&m(u.getSelectionCell())&&1==u.getSelectionCount()){var Z=null;0<u.getIncomingTreeEdges(u.getSelectionCell()).length&&(9==J.which?Z=mxEvent.isShiftDown(J)? +d(u.getSelectionCell()):f(u.getSelectionCell()):13==J.which&&(Z=Q(u.getSelectionCell(),!mxEvent.isShiftDown(J))));if(null!=Z&&0<Z.length)1==Z.length&&u.model.isEdge(Z[0])?u.setSelectionCell(u.model.getTerminal(Z[0],!1)):u.setSelectionCell(Z[Z.length-1]),null!=z.hoverIcons&&z.hoverIcons.update(u.view.getState(u.getSelectionCell())),u.startEditingAtCell(u.getSelectionCell()),mxEvent.consume(J);else if(mxEvent.isAltDown(J)&&mxEvent.isShiftDown(J)){var P=Y[J.keyCode];null!=P&&(P.funct(J),mxEvent.consume(J))}else 37== +J.keyCode?(x(u.getSelectionCell(),mxConstants.DIRECTION_WEST),mxEvent.consume(J)):38==J.keyCode?(x(u.getSelectionCell(),mxConstants.DIRECTION_NORTH),mxEvent.consume(J)):39==J.keyCode?(x(u.getSelectionCell(),mxConstants.DIRECTION_EAST),mxEvent.consume(J)):40==J.keyCode&&(x(u.getSelectionCell(),mxConstants.DIRECTION_SOUTH),mxEvent.consume(J))}}catch(da){z.handleError(da)}mxEvent.isConsumed(J)||O.apply(this,arguments)};var qa=u.connectVertex;u.connectVertex=function(J,Z,P,da,ja,ka,q){var F=u.getIncomingTreeEdges(J); +if(m(J)){var R=K(J),W=R==mxConstants.DIRECTION_EAST||R==mxConstants.DIRECTION_WEST,T=Z==mxConstants.DIRECTION_EAST||Z==mxConstants.DIRECTION_WEST;return R==Z||0==F.length?f(J,Z):W==T?d(J):Q(J,Z!=mxConstants.DIRECTION_NORTH&&Z!=mxConstants.DIRECTION_WEST)}return qa.apply(this,arguments)};u.getSubtree=function(J){var Z=[J];!D(J)&&!m(J)||E(J)||u.traverse(J,!0,function(P,da){var ja=null!=da&&u.isTreeEdge(da);ja&&0>mxUtils.indexOf(Z,da)&&Z.push(da);(null==da||ja)&&0>mxUtils.indexOf(Z,P)&&Z.push(P);return null== +da||ja});return Z};var oa=mxVertexHandler.prototype.init;mxVertexHandler.prototype.init=function(){oa.apply(this,arguments);(D(this.state.cell)||m(this.state.cell))&&!E(this.state.cell)&&0<this.graph.getOutgoingTreeEdges(this.state.cell).length&&(this.moveHandle=mxUtils.createImage(Editor.moveImage),this.moveHandle.setAttribute("title","Move Subtree"),this.moveHandle.style.position="absolute",this.moveHandle.style.cursor="pointer",this.moveHandle.style.width="24px",this.moveHandle.style.height="24px", +this.graph.container.appendChild(this.moveHandle),mxEvent.addGestureListeners(this.moveHandle,mxUtils.bind(this,function(J){this.graph.graphHandler.start(this.state.cell,mxEvent.getClientX(J),mxEvent.getClientY(J),this.graph.getSubtree(this.state.cell));this.graph.graphHandler.cellWasClicked=!0;this.graph.isMouseTrigger=mxEvent.isMouseEvent(J);this.graph.isMouseDown=!0;z.hoverIcons.reset();mxEvent.consume(J)})))};var aa=mxVertexHandler.prototype.redrawHandles;mxVertexHandler.prototype.redrawHandles= +function(){aa.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.left=this.state.x+this.state.width+(40>this.state.width?10:0)+2+"px",this.moveHandle.style.top=this.state.y+this.state.height+(40>this.state.height?10:0)+2+"px")};var ca=mxVertexHandler.prototype.setHandlesVisible;mxVertexHandler.prototype.setHandlesVisible=function(J){ca.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.style.display=J?"":"none")};var fa=mxVertexHandler.prototype.destroy;mxVertexHandler.prototype.destroy= +function(J,Z){fa.apply(this,arguments);null!=this.moveHandle&&(this.moveHandle.parentNode.removeChild(this.moveHandle),this.moveHandle=null)}};if("undefined"!==typeof Sidebar){var k=Sidebar.prototype.createAdvancedShapes;Sidebar.prototype.createAdvancedShapes=function(){var m=k.apply(this,arguments),D=this.graph;return m.concat([this.addEntry("tree container",function(){var p=new mxCell("Tree Container",new mxGeometry(0,0,400,320),"swimlane;startSize=20;horizontal=1;containerType=tree;");p.vertex= +!0;var E=new mxCell("Parent",new mxGeometry(140,60,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');E.vertex=!0;var K=new mxCell("Child",new mxGeometry(140,140,120,40),'whiteSpace=wrap;html=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +Q.geometry.relative=!0;Q.edge=!0;E.insertEdge(Q,!0);K.insertEdge(Q,!1);p.insert(Q);p.insert(E);p.insert(K);return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps central idea branch topic",function(){var p=new mxCell("Mindmap",new mxGeometry(0,0,420,126),"swimlane;startSize=20;horizontal=1;containerType=tree;");p.vertex=!0;var E=new mxCell("Central Idea",new mxGeometry(160,60,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +E.vertex=!0;var K=new mxCell("Topic",new mxGeometry(320,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");Q.geometry.relative=!0;Q.edge=!0; +E.insertEdge(Q,!0);K.insertEdge(Q,!1);var d=new mxCell("Branch",new mxGeometry(320,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); +f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);var g=new mxCell("Topic",new mxGeometry(20,40,80,20),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');g.vertex=!0;var x=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;"); +x.geometry.relative=!0;x.edge=!0;E.insertEdge(x,!0);g.insertEdge(x,!1);var z=new mxCell("Branch",new mxGeometry(20,80,72,26),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};');z.vertex=!0;var u=new mxCell("",new mxGeometry(0, +0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");u.geometry.relative=!0;u.edge=!0;E.insertEdge(u,!0);z.insertEdge(u,!1);p.insert(Q);p.insert(f);p.insert(x);p.insert(u);p.insert(E);p.insert(K);p.insert(d);p.insert(g);p.insert(z);return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps central idea",function(){var p=new mxCell("Central Idea",new mxGeometry(0,0,100,40),'ellipse;whiteSpace=wrap;html=1;align=center;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};treeFolding=1;treeMoving=1;'); +p.vertex=!0;return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps branch",function(){var p=new mxCell("Branch",new mxGeometry(0,0,80,20),'whiteSpace=wrap;html=1;shape=partialRectangle;top=0;left=0;bottom=1;right=0;points=[[0,1],[1,1]];fillColor=none;align=center;verticalAlign=bottom;routingCenterY=0.5;snapToPoint=1;recursiveResize=0;autosize=1;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);return sb.createVertexTemplateFromCells([p,E],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree mindmap mindmaps sub topic",function(){var p=new mxCell("Sub Topic",new mxGeometry(0,0,72,26),'whiteSpace=wrap;html=1;rounded=1;arcSize=50;align=center;verticalAlign=middle;strokeWidth=1;autosize=1;spacing=4;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"entityRelationEdgeStyle","startArrow":"none","endArrow":"none","segment":10,"curved":1};'); +p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=entityRelationEdgeStyle;startArrow=none;endArrow=none;segment=10;curved=1;");E.geometry.setTerminalPoint(new mxPoint(-40,40),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);return sb.createVertexTemplateFromCells([p,E],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree orgchart organization division",function(){var p=new mxCell("Orgchart",new mxGeometry(0,0,280,220),'swimlane;startSize=20;horizontal=1;containerType=tree;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +p.vertex=!0;var E=new mxCell("Organization",new mxGeometry(80,40,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(E,"treeRoot","1");E.vertex=!0;var K=new mxCell("Division",new mxGeometry(20,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};'); +K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;");Q.geometry.relative=!0;Q.edge=!0;E.insertEdge(Q,!0);K.insertEdge(Q,!1);var d=new mxCell("Division",new mxGeometry(160,140,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');d.vertex=!0;var f=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +f.geometry.relative=!0;f.edge=!0;E.insertEdge(f,!0);d.insertEdge(f,!1);p.insert(Q);p.insert(f);p.insert(E);p.insert(K);p.insert(d);return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree root",function(){var p=new mxCell("Organization",new mxGeometry(0,0,120,60),'whiteSpace=wrap;html=1;align=center;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');D.setAttributeForCell(p,"treeRoot", +"1");p.vertex=!0;return sb.createVertexTemplateFromCells([p],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree division",function(){var p=new mxCell("Division",new mxGeometry(20,40,100,60),'whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;newEdgeStyle={"edgeStyle":"elbowEdgeStyle","startArrow":"none","endArrow":"none"};');p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=elbowEdgeStyle;elbow=vertical;startArrow=none;endArrow=none;rounded=0;"); +E.geometry.setTerminalPoint(new mxPoint(0,0),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);return sb.createVertexTemplateFromCells([p,E],p.geometry.width,p.geometry.height,p.value)}),this.addEntry("tree sub sections",function(){var p=new mxCell("Sub Section",new mxGeometry(0,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");p.vertex=!0;var E=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;"); +E.geometry.setTerminalPoint(new mxPoint(110,-40),!0);E.geometry.relative=!0;E.edge=!0;p.insertEdge(E,!1);var K=new mxCell("Sub Section",new mxGeometry(120,0,100,60),"whiteSpace=wrap;html=1;align=center;verticalAlign=middle;treeFolding=1;treeMoving=1;");K.vertex=!0;var Q=new mxCell("",new mxGeometry(0,0,0,0),"edgeStyle=orthogonalEdgeStyle;startArrow=none;endArrow=none;rounded=0;targetPortConstraint=eastwest;sourcePortConstraint=northsouth;");Q.geometry.setTerminalPoint(new mxPoint(110,-40),!0);Q.geometry.relative= +!0;Q.edge=!0;K.insertEdge(Q,!1);return sb.createVertexTemplateFromCells([E,Q,p,K],220,60,"Sub Sections")})])}}})();EditorUi.windowed="0"!=urlParams.windows; +EditorUi.initMinimalTheme=function(){function b(C,G){if(EditorUi.windowed){var V=C.editor.graph;V.popupMenuHandler.hideMenu();if(null==C.formatWindow){G="1"==urlParams.sketch?Math.max(10,C.diagramContainer.clientWidth-241):Math.max(10,C.diagramContainer.clientWidth-248);var U="1"==urlParams.winCtrls&&"1"==urlParams.sketch?80:60;V="1"==urlParams.embedInline?580:"1"==urlParams.sketch?580:Math.min(566,V.container.clientHeight-10);C.formatWindow=new WrapperWindow(C,mxResources.get("format"),G,U,240,V, +function(Y){Y=C.createFormat(Y);Y.init();return Y});C.formatWindow.window.addListener(mxEvent.SHOW,mxUtils.bind(this,function(){C.formatWindow.window.fit()}));C.formatWindow.window.minimumSize=new mxRectangle(0,0,240,80)}else C.formatWindow.window.setVisible(null!=G?G:!C.formatWindow.window.isVisible())}else null==C.formatElt&&(C.formatElt=C.createSidebarContainer(),C.createFormat(C.formatElt).init(),C.formatElt.style.border="none",C.formatElt.style.width="240px",C.formatElt.style.borderLeft="1px solid gray", +C.formatElt.style.right="0px"),V=C.diagramContainer.parentNode,null!=C.formatElt.parentNode?(C.formatElt.parentNode.removeChild(C.formatElt),V.style.right="0px"):(V.parentNode.appendChild(C.formatElt),V.style.right=C.formatElt.style.width)}function e(C,G){function V(qa,oa){var aa=C.menus.get(qa);qa=O.addMenu(oa,mxUtils.bind(this,function(){aa.funct.apply(this,arguments)}));qa.style.cssText="position:absolute;border-top:1px solid lightgray;width:50%;height:24px;bottom:0px;text-align:center;cursor:pointer;padding:6px 0 0 0;cusor:pointer;"; +qa.className="geTitle";G.appendChild(qa);return qa}var U=document.createElement("div");U.style.cssText="position:absolute;left:0;right:0;border-top:1px solid lightgray;height:24px;bottom:31px;text-align:center;cursor:pointer;padding:6px 0 0 0;";U.className="geTitle";var Y=document.createElement("span");Y.style.fontSize="18px";Y.style.marginRight="5px";Y.innerHTML="+";U.appendChild(Y);mxUtils.write(U,mxResources.get("moreShapes"));G.appendChild(U);mxEvent.addListener(U,"click",function(){C.actions.get("shapes").funct()}); +var O=new Menubar(C,G);!Editor.enableCustomLibraries||"1"==urlParams.embed&&"1"!=urlParams.libraries?U.style.bottom="0":null!=C.actions.get("newLibrary")?(U=document.createElement("div"),U.style.cssText="position:absolute;left:0px;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;",U.className="geTitle",Y=document.createElement("span"),Y.style.cssText="position:relative;top:6px;",mxUtils.write(Y,mxResources.get("newLibrary")),U.appendChild(Y), +G.appendChild(U),mxEvent.addListener(U,"click",C.actions.get("newLibrary").funct),U=document.createElement("div"),U.style.cssText="position:absolute;left:50%;width:50%;border-top:1px solid lightgray;height:30px;bottom:0px;text-align:center;cursor:pointer;padding:0px;border-left: 1px solid lightgray;",U.className="geTitle",Y=document.createElement("span"),Y.style.cssText="position:relative;top:6px;",mxUtils.write(Y,mxResources.get("openLibrary")),U.appendChild(Y),G.appendChild(U),mxEvent.addListener(U, +"click",C.actions.get("openLibrary").funct)):(U=V("newLibrary",mxResources.get("newLibrary")),U.style.boxSizing="border-box",U.style.paddingRight="6px",U.style.paddingLeft="6px",U.style.height="32px",U.style.left="0",U=V("openLibraryFrom",mxResources.get("openLibraryFrom")),U.style.borderLeft="1px solid lightgray",U.style.boxSizing="border-box",U.style.paddingRight="6px",U.style.paddingLeft="6px",U.style.height="32px",U.style.left="50%");G.appendChild(C.sidebar.container);G.style.overflow="hidden"} +function k(C,G){if(EditorUi.windowed){var V=C.editor.graph;V.popupMenuHandler.hideMenu();if(null==C.sidebarWindow){G=Math.min(V.container.clientWidth-10,218);var U="1"==urlParams.embedInline?650:Math.min(V.container.clientHeight-40,650);C.sidebarWindow=new WrapperWindow(C,mxResources.get("shapes"),"1"==urlParams.sketch&&"1"!=urlParams.embedInline?66:10,"1"==urlParams.sketch&&"1"!=urlParams.embedInline?Math.max(30,(V.container.clientHeight-U)/2):56,G-6,U-6,function(Y){e(C,Y)});C.sidebarWindow.window.addListener(mxEvent.SHOW, +mxUtils.bind(this,function(){C.sidebarWindow.window.fit()}));C.sidebarWindow.window.minimumSize=new mxRectangle(0,0,90,90);C.sidebarWindow.window.setVisible(!0);isLocalStorage&&C.getLocalData("sidebar",function(Y){C.sidebar.showEntries(Y,null,!0)});C.restoreLibraries()}else C.sidebarWindow.window.setVisible(null!=G?G:!C.sidebarWindow.window.isVisible())}else null==C.sidebarElt&&(C.sidebarElt=C.createSidebarContainer(),e(C,C.sidebarElt),C.sidebarElt.style.border="none",C.sidebarElt.style.width="210px", +C.sidebarElt.style.borderRight="1px solid gray"),V=C.diagramContainer.parentNode,null!=C.sidebarElt.parentNode?(C.sidebarElt.parentNode.removeChild(C.sidebarElt),V.style.left="0px"):(V.parentNode.appendChild(C.sidebarElt),V.style.left=C.sidebarElt.style.width)}if("1"==urlParams.lightbox||"0"==urlParams.chrome||"undefined"===typeof window.Format||"undefined"===typeof window.Menus)window.uiTheme=null;else{var m=0;try{m=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth}catch(C){}Editor.checkmarkImage= +Graph.createSvgImage(22,18,'<path transform="translate(4 0)" d="M7.181,15.007a1,1,0,0,1-.793-0.391L3.222,10.5A1,1,0,1,1,4.808,9.274L7.132,12.3l6.044-8.86A1,1,0,1,1,14.83,4.569l-6.823,10a1,1,0,0,1-.8.437H7.181Z" fill="#29b6f2"/>').src;mxWindow.prototype.closeImage=Graph.createSvgImage(18,10,'<path d="M 5 1 L 13 9 M 13 1 L 5 9" stroke="#C0C0C0" stroke-width="2"/>').src;mxWindow.prototype.minimizeImage=Graph.createSvgImage(14,10,'<path d="M 3 7 L 7 3 L 11 7" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src; +mxWindow.prototype.normalizeImage=Graph.createSvgImage(14,10,'<path d="M 3 3 L 7 7 L 11 3" stroke="#C0C0C0" stroke-width="2" fill="none"/>').src;mxConstraintHandler.prototype.pointImage=Graph.createSvgImage(5,5,'<path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke-width="2" style="stroke-opacity:0.4" stroke="#ffffff"/><path d="m 0 0 L 5 5 M 0 5 L 5 0" stroke="#29b6f2"/>');mxOutline.prototype.sizerImage=null;mxConstants.VERTEX_SELECTION_COLOR="#C0C0C0";mxConstants.EDGE_SELECTION_COLOR="#C0C0C0";mxConstants.CONNECT_HANDLE_FILLCOLOR= +"#cee7ff";mxConstants.DEFAULT_VALID_COLOR="#29b6f2";mxConstants.GUIDE_COLOR="#C0C0C0";mxConstants.HIGHLIGHT_STROKEWIDTH=5;mxConstants.HIGHLIGHT_OPACITY=35;mxConstants.OUTLINE_COLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_FILLCOLOR="#29b6f2";mxConstants.OUTLINE_HANDLE_STROKECOLOR="#fff";Graph.prototype.svgShadowColor="#3D4574";Graph.prototype.svgShadowOpacity="0.4";Graph.prototype.svgShadowSize="0.6";Graph.prototype.svgShadowBlur="1.2";Format.inactiveTabBackgroundColor="#f0f0f0";mxGraphHandler.prototype.previewColor= +"#C0C0C0";mxRubberband.prototype.defaultOpacity=50;HoverIcons.prototype.inactiveOpacity=25;Format.prototype.showCloseButton=!1;EditorUi.prototype.closableScratchpad=!1;EditorUi.prototype.toolbarHeight="1"==urlParams.sketch?1:46;EditorUi.prototype.footerHeight=0;Graph.prototype.editAfterInsert="1"!=urlParams.sketch&&!mxClient.IS_IOS&&!mxClient.IS_ANDROID;Editor.styleElt=document.createElement("style");Editor.styleElt.type="text/css";Editor.styleElt.innerHTML=Editor.createMinimalCss();document.getElementsByTagName("head")[0].appendChild(Editor.styleElt); +Editor.prototype.isChromelessView=function(){return!1};Graph.prototype.isLightboxView=function(){return!1};var D=EditorUi.prototype.updateTabContainer;EditorUi.prototype.updateTabContainer=function(){null!=this.tabContainer&&(this.tabContainer.style.right="70px",this.diagramContainer.style.bottom="1"==urlParams.sketch?"0px":this.tabContainerHeight+"px");D.apply(this,arguments)};var p=EditorUi.prototype.updateActionStates;EditorUi.prototype.updateActionStates=function(){p.apply(this,arguments);this.menus.get("save").setEnabled(null!= +this.getCurrentFile()||"1"==urlParams.embed)};var E=Menus.prototype.addShortcut;Menus.prototype.addShortcut=function(C,G){null!=G.shortcut&&900>m&&!mxClient.IS_IOS?C.firstChild.nextSibling.setAttribute("title",G.shortcut):E.apply(this,arguments)};var K=App.prototype.updateUserElement;App.prototype.updateUserElement=function(){K.apply(this,arguments);if(null!=this.userElement){var C=this.userElement;C.style.cssText="position:relative;margin-right:4px;cursor:pointer;display:"+C.style.display;C.className= +"geToolbarButton";C.innerText="";C.style.backgroundImage="url("+Editor.userImage+")";C.style.backgroundPosition="center center";C.style.backgroundRepeat="no-repeat";C.style.backgroundSize="24px 24px";C.style.height="24px";C.style.width="24px";C.style.cssFloat="right";C.setAttribute("title",mxResources.get("changeUser"));if("none"!=C.style.display){C.style.display="inline-block";var G=this.getCurrentFile();if(null!=G&&G.isRealtimeEnabled()&&G.isRealtimeSupported()){var V=document.createElement("img"); +V.setAttribute("border","0");V.style.position="absolute";V.style.left="18px";V.style.top="2px";V.style.width="12px";V.style.height="12px";var U=G.getRealtimeError();G=G.getRealtimeState();var Y=mxResources.get("realtimeCollaboration");1==G?(V.src=Editor.syncImage,Y+=" ("+mxResources.get("online")+")"):(V.src=Editor.syncProblemImage,Y=null!=U&&null!=U.message?Y+(" ("+U.message+")"):Y+(" ("+mxResources.get("disconnected")+")"));V.setAttribute("title",Y);C.style.paddingRight="4px";C.appendChild(V)}}}}; +var Q=App.prototype.updateButtonContainer;App.prototype.updateButtonContainer=function(){Q.apply(this,arguments);if(null!=this.shareButton){var C=this.shareButton;C.style.cssText="display:inline-block;position:relative;box-sizing:border-box;margin-right:4px;cursor:pointer;";C.className="geToolbarButton";C.innerText="";C.style.backgroundImage="url("+Editor.shareImage+")";C.style.backgroundPosition="center center";C.style.backgroundRepeat="no-repeat";C.style.backgroundSize="24px 24px";C.style.height= +"24px";C.style.width="24px";"1"==urlParams.sketch&&(this.shareButton.style.display="none")}null!=this.buttonContainer&&(this.buttonContainer.style.marginTop="-2px",this.buttonContainer.style.paddingTop="4px")};EditorUi.prototype.addEmbedButtons=function(){if(null!=this.buttonContainer&&"1"!=urlParams.embedInline){var C=document.createElement("div");C.style.display="inline-block";C.style.position="relative";C.style.marginTop="6px";C.style.marginRight="4px";var G=document.createElement("a");G.className= +"geMenuItem gePrimaryBtn";G.style.marginLeft="8px";G.style.padding="6px";if("1"==urlParams.noSaveBtn){if("0"!=urlParams.saveAndExit){var V="1"==urlParams.publishClose?mxResources.get("publish"):mxResources.get("saveAndExit");mxUtils.write(G,V);G.setAttribute("title",V);mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()}));C.appendChild(G)}}else mxUtils.write(G,mxResources.get("save")),G.setAttribute("title",mxResources.get("save")+" ("+Editor.ctrlKey+ +"+S)"),mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("save").funct()})),C.appendChild(G),"1"==urlParams.saveAndExit&&(G=document.createElement("a"),mxUtils.write(G,mxResources.get("saveAndExit")),G.setAttribute("title",mxResources.get("saveAndExit")),G.className="geMenuItem",G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("saveAndExit").funct()})),C.appendChild(G));"1"!=urlParams.noExitBtn&&(G= +document.createElement("a"),V="1"==urlParams.publishClose?mxResources.get("close"):mxResources.get("exit"),mxUtils.write(G,V),G.setAttribute("title",V),G.className="geMenuItem",G.style.marginLeft="6px",G.style.padding="6px",mxEvent.addListener(G,"click",mxUtils.bind(this,function(){this.actions.get("exit").funct()})),C.appendChild(G));this.buttonContainer.appendChild(C);this.buttonContainer.style.top="6px";this.editor.fireEvent(new mxEventObject("statusChanged"))}};var d=Sidebar.prototype.getTooltipOffset; +Sidebar.prototype.getTooltipOffset=function(C,G){if(null==this.editorUi.sidebarWindow||mxUtils.isAncestorNode(this.editorUi.picker,C)){var V=mxUtils.getOffset(this.editorUi.picker);V.x+=this.editorUi.picker.offsetWidth+4;V.y+=C.offsetTop-G.height/2+16;return V}var U=d.apply(this,arguments);V=mxUtils.getOffset(this.editorUi.sidebarWindow.window.div);U.x+=V.x-16;U.y+=V.y;return U};var f=Menus.prototype.createPopupMenu;Menus.prototype.createPopupMenu=function(C,G,V){var U=this.editorUi.editor.graph; +C.smartSeparators=!0;f.apply(this,arguments);"1"==urlParams.sketch?U.isEnabled()&&(C.addSeparator(),1==U.getSelectionCount()&&this.addMenuItems(C,["-","lockUnlock"],null,V)):1==U.getSelectionCount()?(U.isCellFoldable(U.getSelectionCell())&&this.addMenuItems(C,U.isCellCollapsed(G)?["expand"]:["collapse"],null,V),this.addMenuItems(C,["collapsible","-","lockUnlock","enterGroup"],null,V),C.addSeparator(),this.addSubmenu("layout",C)):U.isSelectionEmpty()&&U.isEnabled()?(C.addSeparator(),this.addMenuItems(C, +["editData"],null,V),C.addSeparator(),this.addSubmenu("layout",C),this.addSubmenu("insert",C),this.addMenuItems(C,["-","exitGroup"],null,V)):U.isEnabled()&&this.addMenuItems(C,["-","lockUnlock"],null,V)};var g=Menus.prototype.addPopupMenuEditItems;Menus.prototype.addPopupMenuEditItems=function(C,G,V){g.apply(this,arguments);this.editorUi.editor.graph.isSelectionEmpty()&&this.addMenuItems(C,["copyAsImage"],null,V)};EditorUi.prototype.toggleFormatPanel=function(C){null!=this.formatWindow?this.formatWindow.window.setVisible(null!= +C?C:!this.formatWindow.window.isVisible()):b(this)};DiagramFormatPanel.prototype.isMathOptionVisible=function(){return!0};var x=EditorUi.prototype.destroy;EditorUi.prototype.destroy=function(){null!=this.sidebarWindow&&(this.sidebarWindow.window.setVisible(!1),this.sidebarWindow.window.destroy(),this.sidebarWindow=null);null!=this.formatWindow&&(this.formatWindow.window.setVisible(!1),this.formatWindow.window.destroy(),this.formatWindow=null);null!=this.actions.outlineWindow&&(this.actions.outlineWindow.window.setVisible(!1), +this.actions.outlineWindow.window.destroy(),this.actions.outlineWindow=null);null!=this.actions.layersWindow&&(this.actions.layersWindow.window.setVisible(!1),this.actions.layersWindow.destroy(),this.actions.layersWindow=null);null!=this.menus.tagsWindow&&(this.menus.tagsWindow.window.setVisible(!1),this.menus.tagsWindow.window.destroy(),this.menus.tagsWindow=null);null!=this.menus.findWindow&&(this.menus.findWindow.window.setVisible(!1),this.menus.findWindow.window.destroy(),this.menus.findWindow= +null);null!=this.menus.findReplaceWindow&&(this.menus.findReplaceWindow.window.setVisible(!1),this.menus.findReplaceWindow.window.destroy(),this.menus.findReplaceWindow=null);x.apply(this,arguments)};var z=EditorUi.prototype.setGraphEnabled;EditorUi.prototype.setGraphEnabled=function(C){z.apply(this,arguments);if(C){var G=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;1E3<=G&&null!=this.sidebarWindow&&"1"!=urlParams.sketch&&this.sidebarWindow.window.setVisible(!0); +null!=this.formatWindow&&(1E3<=G||"1"==urlParams.sketch)&&this.formatWindow.window.setVisible(!0)}else null!=this.sidebarWindow&&this.sidebarWindow.window.setVisible(!1),null!=this.formatWindow&&this.formatWindow.window.setVisible(!1)};EditorUi.prototype.chromelessWindowResize=function(){};var u=Menus.prototype.init;Menus.prototype.init=function(){u.apply(this,arguments);var C=this.editorUi,G=C.editor.graph;C.actions.get("editDiagram").label=mxResources.get("formatXml")+"...";C.actions.get("createShape").label= +mxResources.get("shape")+"...";C.actions.get("outline").label=mxResources.get("outline")+"...";C.actions.get("layers").label=mxResources.get("layers")+"...";C.actions.get("tags").label=mxResources.get("tags")+"...";C.actions.get("comments").label=mxResources.get("comments")+"...";var V=C.actions.put("toggleSketchMode",new Action(mxResources.get("sketch"),function(ca){C.setSketchMode(!Editor.sketchMode)}));V.setToggleAction(!0);V.setSelectedCallback(function(){return Editor.sketchMode});V=C.actions.put("togglePagesVisible", +new Action(mxResources.get("pages"),function(ca){C.setPagesVisible(!Editor.pagesVisible)}));V.setToggleAction(!0);V.setSelectedCallback(function(){return Editor.pagesVisible});C.actions.put("importCsv",new Action(mxResources.get("csv")+"...",function(){G.popupMenuHandler.hideMenu();C.showImportCsvDialog()}));C.actions.put("importText",new Action(mxResources.get("text")+"...",function(){var ca=new ParseDialog(C,"Insert from Text");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));C.actions.put("formatSql", +new Action(mxResources.get("formatSql")+"...",function(){var ca=new ParseDialog(C,"Insert from Text","formatSql");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));C.actions.put("toggleShapes",new Action(mxResources.get("1"==urlParams.sketch?"moreShapes":"shapes")+"...",function(){k(C)},null,null,Editor.ctrlKey+"+Shift+K"));C.actions.put("toggleFormat",new Action(mxResources.get("format")+"...",function(){b(C)})).shortcut=C.actions.get("formatPanel").shortcut;EditorUi.enablePlantUml&&!C.isOffline()&& +C.actions.put("plantUml",new Action(mxResources.get("plantUml")+"...",function(){var ca=new ParseDialog(C,mxResources.get("plantUml")+"...","plantUml");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));C.actions.put("mermaid",new Action(mxResources.get("mermaid")+"...",function(){var ca=new ParseDialog(C,mxResources.get("mermaid")+"...","mermaid");C.showDialog(ca.container,620,420,!0,!1);ca.init()}));var U=this.addPopupMenuCellEditItems;this.put("editCell",new Menu(mxUtils.bind(this,function(ca, +fa){var J=this.editorUi.editor.graph,Z=J.getSelectionCell();U.call(this,ca,Z,null,fa);this.addMenuItems(ca,["editTooltip"],fa);J.model.isVertex(Z)&&this.addMenuItems(ca,["editGeometry"],fa);this.addMenuItems(ca,["-","edit"],fa)})));this.addPopupMenuCellEditItems=function(ca,fa,J,Z){ca.addSeparator();this.addSubmenu("editCell",ca,Z,mxResources.get("edit"))};this.put("file",new Menu(mxUtils.bind(this,function(ca,fa){var J=C.getCurrentFile();C.menus.addMenuItems(ca,["new"],fa);C.menus.addSubmenu("openFrom", +ca,fa);isLocalStorage&&this.addSubmenu("openRecent",ca,fa);ca.addSeparator(fa);null!=J&&J.constructor==DriveFile?C.menus.addMenuItems(ca,["save","rename","makeCopy","moveToFolder"],fa):(C.menus.addMenuItems(ca,["save","saveAs","-","rename"],fa),C.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(ca,["upload"],fa):C.menus.addMenuItems(ca,["makeCopy"],fa));ca.addSeparator(fa);null!=J&&(J.isRevisionHistorySupported()&&C.menus.addMenuItems(ca,["revisionHistory"], +fa),J.constructor==DriveFile&&C.menus.addMenuItems(ca,["openFolder"],fa),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||J.constructor==LocalFile&&null==J.fileHandle||C.menus.addMenuItems(ca,["synchronize"],fa));C.menus.addMenuItems(ca,["autosave"],fa);if(null!=J){ca.addSeparator(fa);"1"==urlParams.sketch&&C.commentsSupported()&&C.menus.addMenuItems(ca,["comments"],fa);if(null!=C.fileNode&&"1"!=urlParams.embedInline){var Z=null!=J.getTitle()?J.getTitle():C.defaultFilename;(J.constructor==DriveFile&& +null!=J.sync&&J.sync.isConnected()||!/(\.html)$/i.test(Z)&&!/(\.svg)$/i.test(Z))&&this.addMenuItems(ca,["properties"],fa)}J.constructor==DriveFile&&C.menus.addMenuItems(ca,["share"],fa)}})));this.put("diagram",new Menu(mxUtils.bind(this,function(ca,fa){var J=C.getCurrentFile();C.menus.addSubmenu("extras",ca,fa,mxResources.get("preferences"));ca.addSeparator(fa);if(mxClient.IS_CHROMEAPP||EditorUi.isElectronApp)C.menus.addMenuItems(ca,"new open - synchronize - save saveAs -".split(" "),fa);else if("1"== +urlParams.embed||C.mode==App.MODE_ATLAS){"1"!=urlParams.noSaveBtn&&"1"!=urlParams.embedInline&&C.menus.addMenuItems(ca,["-","save"],fa);if("1"==urlParams.saveAndExit||"1"==urlParams.noSaveBtn&&"0"!=urlParams.saveAndExit||C.mode==App.MODE_ATLAS)C.menus.addMenuItems(ca,["saveAndExit"],fa),null!=J&&J.isRevisionHistorySupported()&&C.menus.addMenuItems(ca,["revisionHistory"],fa);ca.addSeparator(fa)}else C.mode==App.MODE_ATLAS?C.menus.addMenuItems(ca,["save","synchronize","-"],fa):"1"!=urlParams.noFileMenu&& +("1"!=urlParams.sketch?(C.menus.addMenuItems(ca,["new"],fa),C.menus.addSubmenu("openFrom",ca,fa),isLocalStorage&&this.addSubmenu("openRecent",ca,fa),ca.addSeparator(fa),null!=J&&(J.constructor==DriveFile&&C.menus.addMenuItems(ca,["share"],fa),mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||J.constructor==LocalFile||C.menus.addMenuItems(ca,["synchronize"],fa)),ca.addSeparator(fa),C.menus.addSubmenu("save",ca,fa)):C.menus.addSubmenu("file",ca,fa));C.menus.addSubmenu("exportAs",ca,fa);mxClient.IS_CHROMEAPP|| +EditorUi.isElectronApp?C.menus.addMenuItems(ca,["import"],fa):"1"!=urlParams.noFileMenu&&C.menus.addSubmenu("importFrom",ca,fa);"1"!=urlParams.embed&&"1"==urlParams.sketch&&"1"!=urlParams.noFileMenu||!C.commentsSupported()||C.menus.addMenuItems(ca,["-","comments"],fa);C.menus.addMenuItems(ca,"- findReplace layers tags - pageSetup".split(" "),fa);"1"==urlParams.noFileMenu||mxClient.IS_IOS&&navigator.standalone||C.menus.addMenuItems(ca,["print"],fa);"1"!=urlParams.sketch&&null!=J&&null!=C.fileNode&& +"1"!=urlParams.embedInline&&(J=null!=J.getTitle()?J.getTitle():C.defaultFilename,/(\.html)$/i.test(J)||/(\.svg)$/i.test(J)||this.addMenuItems(ca,["-","properties"]));ca.addSeparator(fa);C.menus.addSubmenu("help",ca,fa);"1"==urlParams.embed||C.mode==App.MODE_ATLAS?("1"!=urlParams.noExitBtn||C.mode==App.MODE_ATLAS)&&C.menus.addMenuItems(ca,["-","exit"],fa):"1"!=urlParams.noFileMenu&&C.menus.addMenuItems(ca,["-","close"])})));this.put("save",new Menu(mxUtils.bind(this,function(ca,fa){var J=C.getCurrentFile(); +null!=J&&J.constructor==DriveFile?C.menus.addMenuItems(ca,["save","makeCopy","-","rename","moveToFolder"],fa):(C.menus.addMenuItems(ca,["save","saveAs","-","rename"],fa),C.isOfflineApp()?navigator.onLine&&"1"!=urlParams.stealth&&"1"!=urlParams.lockdown&&this.addMenuItems(ca,["upload"],fa):C.menus.addMenuItems(ca,["makeCopy"],fa));C.menus.addMenuItems(ca,["-","autosave"],fa);null!=J&&J.isRevisionHistorySupported()&&C.menus.addMenuItems(ca,["-","revisionHistory"],fa)})));var Y=this.get("exportAs"); +this.put("exportAs",new Menu(mxUtils.bind(this,function(ca,fa){Y.funct(ca,fa);mxClient.IS_CHROMEAPP||EditorUi.isElectronApp||C.menus.addMenuItems(ca,["publishLink"],fa);C.mode!=App.MODE_ATLAS&&"1"!=urlParams.extAuth&&(ca.addSeparator(fa),C.menus.addSubmenu("embed",ca,fa))})));var O=this.get("language");this.put("table",new Menu(mxUtils.bind(this,function(ca,fa){C.menus.addInsertTableCellItem(ca,fa)})));var qa=this.get("units");this.put("units",new Menu(mxUtils.bind(this,function(ca,fa){qa.funct(ca, +fa);this.addMenuItems(ca,["-","pageScale","-","ruler"],fa)})));this.put("extras",new Menu(mxUtils.bind(this,function(ca,fa){null!=O&&C.menus.addSubmenu("language",ca,fa);"1"!=urlParams.embed&&"1"!=urlParams.extAuth&&C.mode!=App.MODE_ATLAS&&C.menus.addSubmenu("theme",ca,fa);C.menus.addSubmenu("units",ca,fa);ca.addSeparator(fa);"1"!=urlParams.sketch&&C.menus.addMenuItems(ca,["scrollbars","-","tooltips","copyConnect","collapseExpand"],fa);"1"!=urlParams.embedInline&&"1"!=urlParams.sketch&&"1"!=urlParams.embed&& +(isLocalStorage||mxClient.IS_CHROMEAPP)&&C.mode!=App.MODE_ATLAS&&C.menus.addMenuItems(ca,["-","showStartScreen","search","scratchpad"],fa);ca.addSeparator(fa);"1"==urlParams.sketch&&C.menus.addMenuItems(ca,["copyConnect","collapseExpand","tooltips","-"],fa);EditorUi.isElectronApp&&C.menus.addMenuItems(ca,["-","spellCheck","autoBkp","drafts","-"],fa);var J=C.getCurrentFile();null!=J&&J.isRealtimeEnabled()&&J.isRealtimeSupported()&&this.addMenuItems(ca,["-","showRemoteCursors","shareCursor","-"],fa); +Graph.translateDiagram&&C.menus.addMenuItems(ca,["diagramLanguage"],fa);C.mode!=App.MODE_ATLAS&&C.menus.addMenuItem(ca,"configuration",fa);"1"!=urlParams.sketch&&!C.isOfflineApp()&&isLocalStorage&&C.mode!=App.MODE_ATLAS&&C.menus.addMenuItem(ca,"plugins",fa);ca.addSeparator(fa)})));this.put("insertAdvanced",new Menu(mxUtils.bind(this,function(ca,fa){C.menus.addMenuItems(ca,"importText plantUml mermaid - formatSql importCsv - createShape editDiagram".split(" "),fa)})));mxUtils.bind(this,function(){var ca= +this.get("insert"),fa=ca.funct;ca.funct=function(J,Z){"1"==urlParams.sketch?(C.menus.addMenuItems(J,["toggleShapes"],Z),C.menus.addSubmenu("table",J,Z),J.addSeparator(Z),C.insertTemplateEnabled&&!C.isOffline()&&C.menus.addMenuItems(J,["insertTemplate"],Z),C.menus.addMenuItems(J,["insertImage","insertLink","-"],Z),C.menus.addSubmenu("insertAdvanced",J,Z,mxResources.get("advanced")),C.menus.addSubmenu("layout",J,Z)):(fa.apply(this,arguments),C.menus.addSubmenu("table",J,Z))}})();var oa="horizontalFlow verticalFlow - horizontalTree verticalTree radialTree - organic circle".split(" "), +aa=function(ca,fa,J,Z){ca.addItem(J,null,mxUtils.bind(this,function(){var P=new CreateGraphDialog(C,J,Z);C.showDialog(P.container,620,420,!0,!1);P.init()}),fa)};this.put("insertLayout",new Menu(mxUtils.bind(this,function(ca,fa){for(var J=0;J<oa.length;J++)"-"==oa[J]?ca.addSeparator(fa):aa(ca,fa,mxResources.get(oa[J])+"...",oa[J])})))};EditorUi.prototype.installFormatToolbar=function(C){var G=this.editor.graph,V=document.createElement("div");V.style.cssText="position:absolute;top:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;white-space:nowrap;background-color:#fff;transform:translate(-50%, 0);left:50%;"; +G.getSelectionModel().addListener(mxEvent.CHANGE,mxUtils.bind(this,function(U,Y){0<G.getSelectionCount()?(C.appendChild(V),V.innerHTML="Selected: "+G.getSelectionCount()):null!=V.parentNode&&V.parentNode.removeChild(V)}))};var H=!1;EditorUi.prototype.initFormatWindow=function(){if(!H&&null!=this.formatWindow){H=!0;this.formatWindow.window.setClosable(!1);var C=this.formatWindow.window.toggleMinimized;this.formatWindow.window.toggleMinimized=function(){C.apply(this,arguments);this.minimized?(this.div.style.width= +"90px",this.table.style.width="90px",this.div.style.left=parseInt(this.div.style.left)+150+"px"):(this.div.style.width="240px",this.table.style.width="240px",this.div.style.left=Math.max(0,parseInt(this.div.style.left)-150)+"px");this.fit()};mxEvent.addListener(this.formatWindow.window.title,"dblclick",mxUtils.bind(this,function(G){mxEvent.getSource(G)==this.formatWindow.window.title&&this.formatWindow.window.toggleMinimized()}))}};var L=EditorUi.prototype.init;EditorUi.prototype.init=function(){function C(wa, +ua,La){var Oa=O.menus.get(wa),Ca=ca.addMenu(mxResources.get(wa),mxUtils.bind(this,function(){Oa.funct.apply(this,arguments)}),aa);Ca.className="1"==urlParams.sketch?"geToolbarButton":"geMenuItem";Ca.style.display="inline-block";Ca.style.boxSizing="border-box";Ca.style.top="6px";Ca.style.marginRight="6px";Ca.style.height="30px";Ca.style.paddingTop="6px";Ca.style.paddingBottom="6px";Ca.style.cursor="pointer";Ca.setAttribute("title",mxResources.get(wa));O.menus.menuCreated(Oa,Ca,"geMenuItem");null!= +La?(Ca.style.backgroundImage="url("+La+")",Ca.style.backgroundPosition="center center",Ca.style.backgroundRepeat="no-repeat",Ca.style.backgroundSize="24px 24px",Ca.style.width="34px",Ca.innerText=""):ua||(Ca.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")",Ca.style.backgroundPosition="right 6px center",Ca.style.backgroundRepeat="no-repeat",Ca.style.paddingRight="22px");return Ca}function G(wa,ua,La,Oa,Ca,Ma){var Ga=document.createElement("a");Ga.className="1"==urlParams.sketch?"geToolbarButton": +"geMenuItem";Ga.style.display="inline-block";Ga.style.boxSizing="border-box";Ga.style.height="30px";Ga.style.padding="6px";Ga.style.position="relative";Ga.style.verticalAlign="top";Ga.style.top="0px";"1"==urlParams.sketch&&(Ga.style.borderStyle="none",Ga.style.boxShadow="none",Ga.style.padding="6px",Ga.style.margin="0px");null!=O.statusContainer?oa.insertBefore(Ga,O.statusContainer):oa.appendChild(Ga);null!=Ma?(Ga.style.backgroundImage="url("+Ma+")",Ga.style.backgroundPosition="center center",Ga.style.backgroundRepeat= +"no-repeat",Ga.style.backgroundSize="24px 24px",Ga.style.width="34px"):mxUtils.write(Ga,wa);mxEvent.addListener(Ga,mxClient.IS_POINTER?"pointerdown":"mousedown",mxUtils.bind(this,function(Ya){Ya.preventDefault()}));mxEvent.addListener(Ga,"click",function(Ya){"disabled"!=Ga.getAttribute("disabled")&&ua(Ya);mxEvent.consume(Ya)});null==La&&(Ga.style.marginRight="4px");null!=Oa&&Ga.setAttribute("title",Oa);null!=Ca&&(wa=function(){Ca.isEnabled()?(Ga.removeAttribute("disabled"),Ga.style.cursor="pointer"): +(Ga.setAttribute("disabled","disabled"),Ga.style.cursor="default")},Ca.addListener("stateChanged",wa),qa.addListener("enabledChanged",wa),wa());return Ga}function V(wa,ua,La){La=document.createElement("div");La.className="geMenuItem";La.style.display="inline-block";La.style.verticalAlign="top";La.style.marginRight="6px";La.style.padding="0 4px 0 4px";La.style.height="30px";La.style.position="relative";La.style.top="0px";"1"==urlParams.sketch&&(La.style.boxShadow="none");for(var Oa=0;Oa<wa.length;Oa++)null!= +wa[Oa]&&("1"==urlParams.sketch&&(wa[Oa].style.padding="10px 8px",wa[Oa].style.width="30px"),wa[Oa].style.margin="0px",wa[Oa].style.boxShadow="none",La.appendChild(wa[Oa]));null!=ua&&mxUtils.setOpacity(La,ua);null!=O.statusContainer&&"1"!=urlParams.sketch?oa.insertBefore(La,O.statusContainer):oa.appendChild(La);return La}function U(){if("1"==urlParams.sketch)"1"!=urlParams.embedInline&&(F.style.left=58>q.offsetTop-q.offsetHeight/2?"70px":"10px");else{for(var wa=oa.firstChild;null!=wa;){var ua=wa.nextSibling; +"geMenuItem"!=wa.className&&"geItem"!=wa.className||wa.parentNode.removeChild(wa);wa=ua}aa=oa.firstChild;m=window.innerWidth||document.documentElement.clientWidth||document.body.clientWidth;wa=1E3>m||"1"==urlParams.sketch;var La=null;wa||(La=C("diagram"));ua=wa?C("diagram",null,Editor.menuImage):null;null!=ua&&(La=ua);V([La,G(mxResources.get("shapes"),O.actions.get("toggleShapes").funct,null,mxResources.get("shapes"),O.actions.get("image"),wa?Editor.shapesImage:null),G(mxResources.get("format"),O.actions.get("toggleFormat").funct, +null,mxResources.get("format")+" ("+O.actions.get("formatPanel").shortcut+")",O.actions.get("image"),wa?Editor.formatImage:null)],wa?60:null);ua=C("insert",!0,wa?ja:null);V([ua,G(mxResources.get("delete"),O.actions.get("delete").funct,null,mxResources.get("delete"),O.actions.get("delete"),wa?Editor.trashImage:null)],wa?60:null);411<=m&&(V([Qa,Ta],60),520<=m&&V([X,640<=m?G("",Aa.funct,!0,mxResources.get("zoomIn")+" ("+Editor.ctrlKey+" +)",Aa,Editor.zoomInImage):null,640<=m?G("",Ka.funct,!0,mxResources.get("zoomOut")+ +" ("+Editor.ctrlKey+" -)",Ka,Editor.zoomOutImage):null],60))}null!=La&&(mxEvent.disableContextMenu(La),mxEvent.addGestureListeners(La,mxUtils.bind(this,function(Oa){(mxEvent.isShiftDown(Oa)||mxEvent.isAltDown(Oa)||mxEvent.isMetaDown(Oa)||mxEvent.isControlDown(Oa)||mxEvent.isPopupTrigger(Oa))&&O.appIconClicked(Oa)}),null,null));ua=O.menus.get("language");null!=ua&&!mxClient.IS_CHROMEAPP&&!EditorUi.isElectronApp&&600<=m&&"1"!=urlParams.sketch?(null==la&&(ua=ca.addMenu("",ua.funct),ua.setAttribute("title", +mxResources.get("language")),ua.className="geToolbarButton",ua.style.backgroundImage="url("+Editor.globeImage+")",ua.style.backgroundPosition="center center",ua.style.backgroundRepeat="no-repeat",ua.style.backgroundSize="24px 24px",ua.style.position="absolute",ua.style.height="24px",ua.style.width="24px",ua.style.zIndex="1",ua.style.right="8px",ua.style.cursor="pointer",ua.style.top="1"==urlParams.embed?"12px":"11px",oa.appendChild(ua),la=ua),O.buttonContainer.style.paddingRight="34px"):(O.buttonContainer.style.paddingRight= +"4px",null!=la&&(la.parentNode.removeChild(la),la=null))}L.apply(this,arguments);var Y=document.createElement("div");Y.style.cssText="position:absolute;left:0px;right:0px;top:0px;overflow-y:auto;overflow-x:hidden;";Y.style.bottom="1"!=urlParams.embed||"1"==urlParams.libraries?"63px":"32px";this.sidebar=this.createSidebar(Y);"1"==urlParams.sketch&&null!=this.sidebar&&this.isSettingsEnabled()&&(this.editor.chromeless&&!this.editor.editable||!(mxSettings.settings.isNew||8>=parseInt(mxSettings.settings.version|| +0))||(this.toggleScratchpad(),mxSettings.save()),this.sidebar.showPalette("search",mxSettings.settings.search));if("1"!=urlParams.sketch&&1E3<=m||null!=urlParams.clibs||null!=urlParams.libs||null!=urlParams["search-shapes"])k(this,!0),null!=this.sidebar&&null!=urlParams["search-shapes"]&&null!=this.sidebar.searchShapes&&(this.sidebar.searchShapes(urlParams["search-shapes"]),this.sidebar.showEntries("search"));var O=this;mxWindow.prototype.fit=function(){if(Editor.inlineFullscreen||null==O.embedViewport)mxUtils.fit(this.div); +else{var wa=parseInt(this.div.offsetLeft),ua=parseInt(this.div.offsetWidth),La=O.embedViewport.x+O.embedViewport.width,Oa=parseInt(this.div.offsetTop),Ca=parseInt(this.div.offsetHeight),Ma=O.embedViewport.y+O.embedViewport.height;this.div.style.left=Math.max(O.embedViewport.x,Math.min(wa,La-ua))+"px";this.div.style.top=Math.max(O.embedViewport.y,Math.min(Oa,Ma-Ca))+"px";this.div.style.height=Math.min(O.embedViewport.height,parseInt(this.div.style.height))+"px";this.div.style.width=Math.min(O.embedViewport.width, +parseInt(this.div.style.width))+"px"}};this.keyHandler.bindAction(75,!0,"toggleShapes",!0);EditorUi.windowed&&("1"==urlParams.sketch||1E3<=m)&&"1"!=urlParams.embedInline&&(b(this,!0),"1"==urlParams.sketch?(this.initFormatWindow(),Y=window.innerHeight||document.documentElement.clientHeight||document.body.clientHeight,null!=this.formatWindow&&(1200>m||708>Y)?this.formatWindow.window.toggleMinimized():this.formatWindow.window.setVisible(!0)):this.formatWindow.window.setVisible(!0));O=this;var qa=O.editor.graph; +O.toolbar=this.createToolbar(O.createDiv("geToolbar"));O.defaultLibraryName=mxResources.get("untitledLibrary");var oa=document.createElement("div");oa.className="geMenubarContainer";var aa=null,ca=new Menubar(O,oa);O.statusContainer=O.createStatusContainer();O.statusContainer.style.position="relative";O.statusContainer.style.maxWidth="";O.statusContainer.style.marginTop="7px";O.statusContainer.style.marginLeft="6px";O.statusContainer.style.color="gray";O.statusContainer.style.cursor="default";var fa= +O.hideCurrentMenu;O.hideCurrentMenu=function(){fa.apply(this,arguments);this.editor.graph.popupMenuHandler.hideMenu()};var J=O.descriptorChanged;O.descriptorChanged=function(){J.apply(this,arguments);var wa=O.getCurrentFile();if(null!=wa&&null!=wa.getTitle()){var ua=wa.getMode();"google"==ua?ua="googleDrive":"github"==ua?ua="gitHub":"gitlab"==ua?ua="gitLab":"onedrive"==ua&&(ua="oneDrive");ua=mxResources.get(ua);oa.setAttribute("title",wa.getTitle()+(null!=ua?" ("+ua+")":""))}else oa.removeAttribute("title")}; +O.setStatusText(O.editor.getStatus());oa.appendChild(O.statusContainer);O.buttonContainer=document.createElement("div");O.buttonContainer.style.cssText="position:absolute;right:0px;padding-right:34px;top:10px;white-space:nowrap;padding-top:2px;background-color:inherit;";oa.appendChild(O.buttonContainer);O.menubarContainer=O.buttonContainer;O.tabContainer=document.createElement("div");O.tabContainer.className="geTabContainer";O.tabContainer.style.cssText="position:absolute;left:0px;right:0px;bottom:0px;height:30px;white-space:nowrap;margin-bottom:-2px;visibility:hidden;"; +Y=O.diagramContainer.parentNode;var Z=document.createElement("div");Z.style.cssText="position:absolute;top:0px;left:0px;right:0px;bottom:0px;overflow:hidden;";O.diagramContainer.style.top="1"==urlParams.sketch?"0px":"47px";if("1"==urlParams.winCtrls&&"1"==urlParams.sketch){Z.style.top="20px";O.titlebar=document.createElement("div");O.titlebar.style.cssText="position:absolute;top:0px;left:0px;right:0px;height:20px;overflow:hidden;box-shadow: 0px 0px 2px #c0c0c0;";var P=document.createElement("div"); +P.style.cssText="max-width: calc(100% - 100px);text-overflow: ellipsis;user-select:none;height:20px;margin: 2px 10px;font-size: 12px;white-space: nowrap;overflow: hidden;";O.titlebar.appendChild(P);Y.appendChild(O.titlebar)}P=O.menus.get("viewZoom");var da=P.funct;P.funct=function(wa,ua){da.apply(this,arguments);O.menus.addMenuItems(wa,["outline","-","fullscreen","toggleDarkMode"],ua)};var ja="1"!=urlParams.sketch?Editor.plusImage:Editor.shapesImage,ka="1"==urlParams.sketch?document.createElement("div"): 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");O.diagramContainer.style.top=wa[0];O.diagramContainer.style.left=wa[1];O.diagramContainer.style.width= +ua.width+50+"px";O.diagramContainer.style.height=ua.height+46+"px";O.diagramContainer.style.bottom="";O.diagramContainer.style.right="";(window.opener||window.parent).postMessage(JSON.stringify({event:"resize",rect:O.diagramContainer.getBoundingClientRect()}),"*");O.refresh()}F.style.left=O.diagramContainer.offsetLeft+"px";F.style.top=O.diagramContainer.offsetTop-F.offsetHeight-4+"px";q.style.display="";q.style.left=O.diagramContainer.offsetLeft-q.offsetWidth-4+"px";q.style.top=O.diagramContainer.offsetTop+ 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wa=this.diagramContainer.getBoundingClientRect();this.formatWindow.window.setLocation(wa.x+wa.width+4,wa.y);ba()});O.addListener("inlineFullscreenChanged",ba);O.addListener("editInlineStart",W);"1"==urlParams.embedInline&&O.addListener("darkModeChanged", +W);O.addListener("editInlineStop",mxUtils.bind(this,function(wa){O.diagramContainer.style.width="10px";O.diagramContainer.style.height="10px";O.diagramContainer.style.border="";O.bottomResizer.style.visibility="hidden";O.rightResizer.style.visibility="hidden";F.style.visibility="hidden";ka.style.visibility="hidden";q.style.display="none"}));if(null!=O.hoverIcons){var ia=O.hoverIcons.update;O.hoverIcons.update=function(){qa.freehand.isDrawing()||ia.apply(this,arguments)}}if(null!=qa.freehand){var ra= +qa.freehand.createStyle;qa.freehand.createStyle=function(wa){return ra.apply(this,arguments)+"sketch=0;"}}if("1"==urlParams.sketch){q.className="geToolbarContainer";ka.className="geToolbarContainer";F.className="geToolbarContainer";oa.className="geToolbarContainer";O.picker=q;var ta=!1;"1"!=urlParams.embed&&"atlassian"!=O.getServiceName()&&(mxEvent.addListener(oa,"mouseenter",function(){O.statusContainer.style.display="inline-block"}),mxEvent.addListener(oa,"mouseleave",function(){ta||(O.statusContainer.style.display= +"none")}));var ma=mxUtils.bind(this,function(wa){null!=O.notificationBtn&&(null!=wa?O.notificationBtn.setAttribute("title",wa):O.notificationBtn.removeAttribute("title"))});oa.style.visibility=20>oa.clientWidth?"hidden":"";O.editor.addListener("statusChanged",mxUtils.bind(this,function(){O.setStatusText(O.editor.getStatus());if("1"!=urlParams.embed&&"atlassian"!=O.getServiceName())if(O.statusContainer.style.display="inline-block",ta=!0,1==O.statusContainer.children.length&&""==O.editor.getStatus())oa.style.visibility= 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O.statusContainer.style.display="inline-block",ma(null),ta=!0;oa.style.visibility=20>oa.clientWidth&&!ta?"hidden":""}}));S=C("diagram",null,Editor.menuImage);S.style.boxShadow="none";S.style.padding="6px";S.style.margin="0px";F.appendChild(S); +mxEvent.disableContextMenu(S);mxEvent.addGestureListeners(S,mxUtils.bind(this,function(wa){(mxEvent.isShiftDown(wa)||mxEvent.isAltDown(wa)||mxEvent.isMetaDown(wa)||mxEvent.isControlDown(wa)||mxEvent.isPopupTrigger(wa))&&this.appIconClicked(wa)}),null,null);O.statusContainer.style.position="";O.statusContainer.style.display="none";O.statusContainer.style.margin="0px";O.statusContainer.style.padding="6px 0px";O.statusContainer.style.maxWidth=Math.min(m-240,280)+"px";O.statusContainer.style.display= +"inline-block";O.statusContainer.style.textOverflow="ellipsis";O.buttonContainer.style.position="";O.buttonContainer.style.paddingRight="0px";O.buttonContainer.style.display="inline-block";var pa=document.createElement("a");pa.style.padding="0px";pa.style.boxShadow="none";pa.className="geMenuItem";pa.style.display="inline-block";pa.style.width="40px";pa.style.height="12px";pa.style.marginBottom="-2px";pa.style.backgroundImage="url("+mxWindow.prototype.normalizeImage+")";pa.style.backgroundPosition= +"top center";pa.style.backgroundRepeat="no-repeat";pa.setAttribute("title","Minimize");var za=!1,Ba=mxUtils.bind(this,function(){q.innerText="";if(!za){var wa=function(ua,La,Oa,Ca){null!=La&&ua.setAttribute("title",La);ua.style.cursor=null!=Oa?Oa:"default";ua.style.margin="2px 0px";q.appendChild(ua);mxUtils.br(q);null!=Ca&&(ua.style.position="relative",ua.style.overflow="visible",La=document.createElement("div"),La.style.position="absolute",La.style.left="34px",La.style.top="28px",La.style.fontSize= +"8px",mxUtils.write(La,Ca),ua.appendChild(La));return 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mxCell("",new mxGeometry(0,0,qa.defaultEdgeLength, +0),"edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;");ua.geometry.setTerminalPoint(new mxPoint(0,0),!0);ua.geometry.setTerminalPoint(new mxPoint(ua.geometry.width,0),!1);ua.geometry.points=[];ua.geometry.relative=!0;ua.edge=!0;wa(O.sidebar.createEdgeTemplateFromCells([ua],ua.geometry.width,ua.geometry.height,mxResources.get("line")+" (C)",!0,null,!0,!1),mxResources.get("line")+" (C)",null,"C");ua=ua.clone();ua.style="edgeStyle=none;orthogonalLoop=1;jettySize=auto;html=1;shape=flexArrow;rounded=1;startSize=8;endSize=8;"; +ua.geometry.width=qa.defaultEdgeLength+20;ua.geometry.setTerminalPoint(new mxPoint(0,20),!0);ua.geometry.setTerminalPoint(new mxPoint(ua.geometry.width,20),!1);wa(O.sidebar.createEdgeTemplateFromCells([ua],ua.geometry.width,40,mxResources.get("arrow"),!0,null,!0,!1),mxResources.get("arrow"))})();(function(ua,La,Oa,Ca){ua=G("",ua.funct,null,La,ua,Oa);ua.style.width="40px";ua.style.height="34px";ua.style.opacity="0.7";return wa(ua,null,"pointer",Ca)})(O.actions.get("insertFreehand"),mxResources.get("freehand")+ +" (X)",Editor.freehandImage,"X");S=C("insert",null,Editor.plusImage);S.style.boxShadow="none";S.style.opacity="0.7";S.style.padding="6px";S.style.margin="0px";S.style.height="34px";S.style.width="37px";wa(S,null,"pointer")}"1"!=urlParams.embedInline&&q.appendChild(pa)});mxEvent.addListener(pa,"click",mxUtils.bind(this,function(){za?(mxUtils.setPrefixedStyle(q.style,"transform","translate(0, -50%)"),q.style.padding="8px 6px 4px",q.style.top="50%",q.style.bottom="",q.style.height="",pa.style.backgroundImage= 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+F.style.cssText="position:absolute;left:10px;top:10px;height:30px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:6px;border-bottom:1px solid lightgray;text-align:right;white-space:nowrap;overflow:hidden;user-select:none;";ka.style.cssText="position:absolute;right:14px;bottom:14px;height:28px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px;white-space:nowrap;user-select:none;";Z.appendChild(F);Z.appendChild(ka);q.style.cssText="position:absolute;left:10px;z-index:1;border-radius:4px;box-shadow:0px 0px 3px 1px #d1d1d1;padding:8px 6px 4px 6px;white-space:nowrap;transform:translate(0, -50%);top:50%;user-select:none;"; +mxClient.IS_POINTER&&(q.style.touchAction="none");Z.appendChild(q);window.setTimeout(function(){mxUtils.setPrefixedStyle(q.style,"transition","transform .3s ease-out")},0);"1"==urlParams["format-toolbar"]&&this.installFormatToolbar(Z)}else{var X=G("",Ia,!0,mxResources.get("fit")+" ("+Editor.ctrlKey+"+H)",W,Editor.zoomFitImage);oa.style.cssText="position:absolute;left:0px;right:0px;top:0px;height:30px;padding:8px;text-align:left;white-space:nowrap;";this.tabContainer.style.right="70px";S=ca.addMenu("100%", +P.funct);S.setAttribute("title",mxResources.get("zoom")+" (Alt+Mousewheel)");S.style.whiteSpace="nowrap";S.style.paddingRight="10px";S.style.textDecoration="none";S.style.textDecoration="none";S.style.overflow="hidden";S.style.visibility="hidden";S.style.textAlign="center";S.style.cursor="pointer";S.style.height=parseInt(O.tabContainerHeight)-1+"px";S.style.lineHeight=parseInt(O.tabContainerHeight)+1+"px";S.style.position="absolute";S.style.display="block";S.style.fontSize="12px";S.style.width="59px"; 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Retrying...\nreverse=Reverse\nrevision=Revision\nrevisionHistory=Revision History\nrhombus=Rhombus\nright=Right\nrightAlign=Right Align\nrightToLeft=Right to left\nrotate=Rotate\nrotateTooltip=Click and drag to rotate, click to turn shape only by 90 degrees\nrotation=Rotation\nrounded=Rounded\nsave=Save\nsaveAndExit=Save & Exit\nsaveAs=Save as\nsaveAsXmlFile=Save as XML file?\nsaved=Saved\nsaveDiagramFirst=Please save the diagram first\nsaveDiagramsTo=Save diagrams to\nsaveLibrary403=Insufficient permissions to edit this library\nsaveLibrary500=There was an error while saving the library\nsaveLibraryReadOnly=Could not save library while read-only mode is active\nsaving=Saving\nscratchpad=Scratchpad\nscrollbars=Scrollbars\nsearch=Search\nsearchShapes=Search Shapes\nselectAll=Select All\nselectionOnly=Selection Only\nselectCard=Select Card\nselectEdges=Select Edges\nselectFile=Select File\nselectFolder=Select Folder\nselectFont=Select Font\nselectNone=Select None\nselectTemplate=Select Template\nselectVertices=Select Vertices\nsendBackward=Send Backward\nsendMessage=Send\nsendYourFeedback=Send your feedback\nserviceUnavailableOrBlocked=Service unavailable or blocked\nsessionExpired=Your session has expired. Please refresh the browser window.\nsessionTimeoutOnSave=Your session has timed out and you have been disconnected from the Google Drive. Press OK to login and save.\nsetAsDefaultStyle=Set as Default Style\nshadow=Shadow\nshape=Shape\nshapes=Shapes\nshare=Share\nshareCursor=Share Mouse Cursor\nshareLink=Link for shared editing\nsharingAvailable=Sharing available for Google Drive and OneDrive files.\nsharp=Sharp\nshow=Show\nshowRemoteCursors=Show Remote Mouse Cursors\nshowStartScreen=Show Start Screen\nsidebarTooltip=Click to expand. Drag and drop shapes into the diagram. Shift+click to change selection. Alt+click to insert and connect.\nsigns=Signs\nsignOut=Sign out\nsimple=Simple\nsimpleArrow=Simple Arrow\nsimpleViewer=Simple Viewer\nsize=Size\nsketch=Sketch\nsnapToGrid=Snap to Grid\nsolid=Solid\nsourceSpacing=Source Spacing\nsouth=South\nsoftware=Software\nspace=Space\nspacing=Spacing\nspecialLink=Special Link\nstandard=Standard\nstartDrawing=Start drawing\nstopDrawing=Stop drawing\nstarting=Starting\nstraight=Straight\nstrikethrough=Strikethrough\nstrokeColor=Line Color\nstyle=Style\nsubscript=Subscript\nsummary=Summary\nsuperscript=Superscript\nsupport=Support\nswimlaneDiagram=Swimlane Diagram\nsysml=SysML\ntags=Tags\ntable=Table\ntables=Tables\ntakeOver=Take Over\ntargetSpacing=Target Spacing\ntemplate=Template\ntemplates=Templates\ntext=Text\ntextAlignment=Text Alignment\ntextOpacity=Text Opacity\ntheme=Theme\ntimeout=Timeout\ntitle=Title\nto=to\ntoBack=To Back\ntoFront=To Front\ntooLargeUseDownload=Too large, use download instead.\ntoolbar=Toolbar\ntooltips=Tooltips\ntop=Top\ntopAlign=Top Align\ntopLeft=Top Left\ntopRight=Top Right\ntransparent=Transparent\ntransparentBackground=Transparent Background\ntrello=Trello\ntryAgain=Try again\ntryOpeningViaThisPage=Try opening via this page\nturn=Rotate shape only by 90°\ntype=Type\ntwitter=Twitter\numl=UML\nunderline=Underline\nundo=Undo\nungroup=Ungroup\nunmerge=Unmerge\nunsavedChanges=Unsaved changes\nunsavedChangesClickHereToSave=Unsaved changes. Click here to save.\nuntitled=Untitled\nuntitledDiagram=Untitled Diagram\nuntitledLayer=Untitled Layer\nuntitledLibrary=Untitled Library\nunknownError=Unknown error\nupdateFile=Update {1}\nupdatingDocument=Updating Document. Please wait...\nupdatingPreview=Updating Preview. Please wait...\nupdatingSelection=Updating Selection. Please wait...\nupload=Upload\nurl=URL\nuseOffline=Use Offline\nuseRootFolder=Use root folder?\nuserManual=User Manual\nvertical=Vertical\nverticalFlow=Vertical Flow\nverticalTree=Vertical Tree\nview=View\nviewerSettings=Viewer Settings\nviewUrl=Link to view: {1}\nvoiceAssistant=Voice Assistant (beta)\nwarning=Warning\nwaypoints=Waypoints\nwest=West\nwidth=Width\nwiki=Wiki\nwordWrap=Word Wrap\nwritingDirection=Writing Direction\nyes=Yes\nyourEmailAddress=Your email address\nzoom=Zoom\nzoomIn=Zoom In\nzoomOut=Zoom Out\nbasic=Basic\nbusinessprocess=Business Processes\ncharts=Charts\nengineering=Engineering\nflowcharts=Flowcharts\ngmdl=Material Design\nmindmaps=Mindmaps\nmockups=Mockups\nnetworkdiagrams=Network Diagrams\nnothingIsSelected=Nothing is selected\nother=Other\nsoftwaredesign=Software Design\nvenndiagrams=Venn Diagrams\nwebEmailOrOther=Web, email or any other internet address\nwebLink=Web Link\nwireframes=Wireframes\nproperty=Property\nvalue=Value\nshowMore=Show More\nshowLess=Show Less\nmyDiagrams=My Diagrams\nallDiagrams=All Diagrams\nrecentlyUsed=Recently used\nlistView=List view\ngridView=Grid view\nresultsFor=Results for \'{1}\'\noneDriveCharsNotAllowed=The following characters are not allowed: ~ " # % * : < > ? / { | }\noneDriveInvalidDeviceName=The specified device name is invalid\nofficeNotLoggedOD=You are not logged in to OneDrive. Please open draw.io task pane and login first.\nofficeSelectSingleDiag=Please select a single draw.io diagram only without other contents.\nofficeSelectDiag=Please select a draw.io diagram.\nofficeCannotFindDiagram=Cannot find a draw.io diagram in the selection\nnoDiagrams=No diagrams found\nauthFailed=Authentication failed\nofficeFailedAuthMsg=Unable to successfully authenticate user or authorize application.\nconvertingDiagramFailed=Converting diagram failed\nofficeCopyImgErrMsg=Due to some limitations in the host application, the image could not be inserted. Please manually copy the image then paste it to the document.\ninsertingImageFailed=Inserting image failed\nofficeCopyImgInst=Instructions: Right-click the image below. Select "Copy image" from the context menu. Then, in the document, right-click and select "Paste" from the context menu.\nfolderEmpty=Folder is empty\nrecent=Recent\nsharedWithMe=Shared With Me\nsharepointSites=Sharepoint Sites\nerrorFetchingFolder=Error fetching folder items\nerrorAuthOD=Error authenticating to OneDrive\nofficeMainHeader=Adds draw.io diagrams to your document.\nofficeStepsHeader=This add-in performs the following steps:\nofficeStep1=Connects to Microsoft OneDrive, Google Drive or your device.\nofficeStep2=Select a draw.io diagram.\nofficeStep3=Insert the diagram into the document.\nofficeAuthPopupInfo=Please complete the authentication in the pop-up window.\nofficeSelDiag=Select draw.io Diagram:\nfiles=Files\nshared=Shared\nsharepoint=Sharepoint\nofficeManualUpdateInst=Instructions: Copy draw.io diagram from the document. Then, in the box below, right-click and select "Paste" from the context menu.\nofficeClickToEdit=Click icon to start editing:\npasteDiagram=Paste draw.io diagram here\nconnectOD=Connect to OneDrive\nselectChildren=Select Children\nselectSiblings=Select Siblings\nselectParent=Select Parent\nselectDescendants=Select Descendants\nlastSaved=Last saved {1} ago\nresolve=Resolve\nreopen=Re-open\nshowResolved=Show Resolved\nreply=Reply\nobjectNotFound=Object not found\nreOpened=Re-opened\nmarkedAsResolved=Marked as resolved\nnoCommentsFound=No comments found\ncomments=Comments\ntimeAgo={1} ago\nconfluenceCloud=Confluence Cloud\nlibraries=Libraries\nconfAnchor=Confluence Page Anchor\nconfTimeout=The connection has timed out\nconfSrvTakeTooLong=The server at {1} is taking too long to respond.\nconfCannotInsertNew=Cannot insert draw.io diagram to a new Confluence page\nconfSaveTry=Please save the page and try again.\nconfCannotGetID=Unable to determine page ID\nconfContactAdmin=Please contact your Confluence administrator.\nreadErr=Read Error\neditingErr=Editing Error\nconfExtEditNotPossible=This diagram cannot be edited externally. Please try editing it while editing the page\nconfEditedExt=Diagram/Page edited externally\ndiagNotFound=Diagram Not Found\nconfEditedExtRefresh=Diagram/Page is edited externally. Please refresh the page.\nconfCannotEditDraftDelOrExt=Cannot edit diagrams in a draft page, diagram is deleted from the page, or diagram is edited externally. Please check the page.\nretBack=Return back\nconfDiagNotPublished=The diagram does not belong to a published page\ncreatedByDraw=Created by draw.io\nfilenameShort=Filename too short\ninvalidChars=Invalid characters\nalreadyExst={1} already exists\ndraftReadErr=Draft Read Error\ndiagCantLoad=Diagram cannot be loaded\ndraftWriteErr=Draft Write Error\ndraftCantCreate=Draft could not be created\nconfDuplName=Duplicate diagram name detected. Please pick another name.\nconfSessionExpired=Looks like your session expired. Log in again to keep working.\nlogin=Login\ndrawPrev=draw.io preview\ndrawDiag=draw.io diagram\ninvalidCallFnNotFound=Invalid Call: {1} not found\ninvalidCallErrOccured=Invalid Call: An error occurred, {1}\nanonymous=Anonymous\nconfGotoPage=Go to containing page\nshowComments=Show Comments\nconfError=Error: {1}\ngliffyImport=Gliffy Import\ngliffyImportInst1=Click the "Start Import" button to import all Gliffy diagrams to draw.io.\ngliffyImportInst2=Please note that the import procedure will take some time and the browser window must remain open until the import is completed.\nstartImport=Start Import\ndrawConfig=draw.io Configuration\ncustomLib=Custom Libraries\ncustomTemp=Custom Templates\npageIdsExp=Page IDs Export\ndrawReindex=draw.io re-indexing (beta)\nworking=Working\ndrawConfigNotFoundInst=draw.io Configuration Space (DRAWIOCONFIG) does not exist. This space is needed to store draw.io configuration files and custom libraries/templates.\ncreateConfSp=Create Config Space\nunexpErrRefresh=Unexpected error, please refresh the page and try again.\nconfigJSONInst=Write draw.io JSON configuration in the editor below then click save. If you need help, please refer to\nthisPage=this page\ncurCustLib=Current Custom Libraries\nlibName=Library Name\naction=Action\ndrawConfID=draw.io Config ID\naddLibInst=Click the "Add Library" button to upload a new library.\naddLib=Add Library\ncustomTempInst1=Custom templates are draw.io diagrams saved in children pages of\ncustomTempInst2=For more details, please refer to\ntempsPage=Templates page\npageIdsExpInst1=Select export target, then click the "Start Export" button to export all pages IDs.\npageIdsExpInst2=Please note that the export procedure will take some time and the browser window must remain open until the export is completed.\nstartExp=Start Export\nrefreshDrawIndex=Refresh draw.io Diagrams Index\nreindexInst1=Click the "Start Indexing" button to refresh draw.io diagrams index.\nreindexInst2=Please note that the indexing procedure will take some time and the browser window must remain open until the indexing is completed.\nstartIndexing=Start Indexing\nconfAPageFoundFetch=Page "{1}" found. Fetching\nconfAAllDiagDone=All {1} diagrams processed. Process finished.\nconfAStartedProcessing=Started processing page "{1}"\nconfAAllDiagInPageDone=All {1} diagrams in page "{2}" processed successfully.\nconfAPartialDiagDone={1} out of {2} {3} diagrams in page "{4}" processed successfully.\nconfAUpdatePageFailed=Updating page "{1}" failed.\nconfANoDiagFoundInPage=No {1} diagrams found in page "{2}".\nconfAFetchPageFailed=Fetching the page failed.\nconfANoDiagFound=No {1} diagrams found. Process finished.\nconfASearchFailed=Searching for {1} diagrams failed. Please try again later.\nconfAGliffyDiagFound={2} diagram "{1}" found. Importing\nconfAGliffyDiagImported={2} diagram "{1}" imported successfully.\nconfASavingImpGliffyFailed=Saving imported {2} diagram "{1}" failed.\nconfAImportedFromByDraw=Imported from "{1}" by draw.io\nconfAImportGliffyFailed=Importing {2} diagram "{1}" failed.\nconfAFetchGliffyFailed=Fetching {2} diagram "{1}" failed.\nconfACheckBrokenDiagLnk=Checking for broken diagrams links.\nconfADelDiagLinkOf=Deleting diagram link of "{1}"\nconfADupLnk=(duplicate link)\nconfADelDiagLnkFailed=Deleting diagram link of "{1}" failed.\nconfAUnexpErrProcessPage=Unexpected error during processing the page with id: {1}\nconfADiagFoundIndex=Diagram "{1}" found. Indexing\nconfADiagIndexSucc=Diagram "{1}" indexed successfully.\nconfAIndexDiagFailed=Indexing diagram "{1}" failed.\nconfASkipDiagOtherPage=Skipped "{1}" as it belongs to another page!\nconfADiagUptoDate=Diagram "{1}" is up to date.\nconfACheckPagesWDraw=Checking pages having draw.io diagrams.\nconfAErrOccured=An error occurred!\nsavedSucc=Saved successfully\nconfASaveFailedErr=Saving Failed (Unexpected Error)\ncharacter=Character\nconfAConfPageDesc=This page contains draw.io configuration file (configuration.json) as attachment\nconfALibPageDesc=This page contains draw.io custom libraries as attachments\nconfATempPageDesc=This page contains draw.io custom templates as attachments\nworking=Working\nconfAConfSpaceDesc=This space is used to store draw.io configuration files and custom libraries/templates\nconfANoCustLib=No Custom Libraries\ndelFailed=Delete failed!\nshowID=Show ID\nconfAIncorrectLibFileType=Incorrect file type. Libraries should be XML files.\nuploading=Uploading\nconfALibExist=This library already exists\nconfAUploadSucc=Uploaded successfully\nconfAUploadFailErr=Upload Failed (Unexpected Error)\nhiResPreview=High Res Preview\nofficeNotLoggedGD=You are not logged in to Google Drive. Please open draw.io task pane and login first.\nofficePopupInfo=Please complete the process in the pop-up window.\npickODFile=Pick OneDrive File\ncreateODFile=Create OneDrive File\npickGDriveFile=Pick Google Drive File\ncreateGDriveFile=Create Google Drive File\npickDeviceFile=Pick Device File\nvsdNoConfig="vsdurl" is not configured\nruler=Ruler\nunits=Units\npoints=Points\ninches=Inches\nmillimeters=Millimeters\nconfEditDraftDelOrExt=This diagram is in a draft page, is deleted from the page, or is edited externally. It will be saved as a new attachment version and may not be reflected in the page.\nconfDiagEditedExt=Diagram is edited in another session. It will be saved as a new attachment version but the page will show other session\'s modifications.\nmacroNotFound=Macro Not Found\nconfAInvalidPageIdsFormat=Incorrect Page IDs file format\nconfACollectingCurPages=Collecting current pages\nconfABuildingPagesMap=Building pages mapping\nconfAProcessDrawDiag=Started processing imported draw.io diagrams\nconfAProcessDrawDiagDone=Finished processing imported draw.io diagrams\nconfAProcessImpPages=Started processing imported pages\nconfAErrPrcsDiagInPage=Error processing draw.io diagrams in page "{1}"\nconfAPrcsDiagInPage=Processing draw.io diagrams in page "{1}"\nconfAImpDiagram=Importing diagram "{1}"\nconfAImpDiagramFailed=Importing diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\nconfAImpDiagramError=Error importing diagram "{1}". Cannot fetch or save the diagram. Cannot fix this diagram links.\nconfAUpdateDgrmCCFailed=Updating link to diagram "{1}" failed.\nconfImpDiagramSuccess=Updating diagram "{1}" done successfully.\nconfANoLnksInDrgm=No links to update in: {1}\nconfAUpdateLnkToPg=Updated link to page: "{1}" in diagram: "{2}"\nconfAUpdateLBLnkToPg=Updated lightbox link to page: "{1}" in diagram: "{2}"\nconfAUpdateLnkBase=Updated base URL from: "{1}" to: "{2}" in diagram: "{3}"\nconfAPageIdsImpDone=Page IDs Import finished\nconfAPrcsMacrosInPage=Processing draw.io macros in page "{1}"\nconfAErrFetchPage=Error fetching page "{1}"\nconfAFixingMacro=Fixing macro of diagram "{1}"\nconfAErrReadingExpFile=Error reading export file\nconfAPrcsDiagInPageDone=Processing draw.io diagrams in page "{1}" finished\nconfAFixingMacroSkipped=Fixing macro of diagram "{1}" failed. Cannot find its new page ID. Maybe it points to a page that is not imported.\npageIdsExpTrg=Export target\nconfALucidDiagImgImported={2} diagram "{1}" image extracted successfully\nconfASavingLucidDiagImgFailed=Extracting {2} diagram "{1}" image failed\nconfGetInfoFailed=Fetching file info from {1} failed.\nconfCheckCacheFailed=Cannot get cached file info.\nconfReadFileErr=Cannot read "{1}" file from {2}.\nconfSaveCacheFailed=Unexpected error. Cannot save cached file\norgChartType=Org Chart Type\nlinear=Linear\nhanger2=Hanger 2\nhanger4=Hanger 4\nfishbone1=Fishbone 1\nfishbone2=Fishbone 2\n1ColumnLeft=Single Column Left\n1ColumnRight=Single Column Right\nsmart=Smart\nparentChildSpacing=Parent Child Spacing\nsiblingSpacing=Sibling Spacing\nconfNoPermErr=Sorry, you don\'t have enough permissions to view this embedded diagram from page {1}\ncopyAsImage=Copy as Image\nlucidImport=Lucidchart Import\nlucidImportInst1=Click the "Start Import" button to import all Lucidchart diagrams.\ninstallFirst=Please install {1} first\ndrawioChromeExt=draw.io Chrome Extension\nloginFirstThen=Please login to {1} first, then {2}\nerrFetchDocList=Error: Couldn\'t fetch documents list\nbuiltinPlugins=Built-in Plugins\nextPlugins=External Plugins\nbackupFound=Backup file found\nchromeOnly=This feature only works in Google Chrome\nmsgDeleted=This message has been deleted\nconfAErrFetchDrawList=Error fetching diagrams list. Some diagrams are skipped.\nconfAErrCheckDrawDiag=Cannot check diagram {1}\nconfAErrFetchPageList=Error fetching pages list\nconfADiagImportIncom={1} diagram "{2}" is imported partially and may have missing shapes\ninvalidSel=Invalid selection\ndiagNameEmptyErr=Diagram name cannot be empty\nopenDiagram=Open Diagram\nnewDiagram=New diagram\neditable=Editable\nconfAReimportStarted=Re-import {1} diagrams started...\nspaceFilter=Filter by spaces\ncurViewState=Current Viewer State\npageLayers=Page and Layers\ncustomize=Customize\nfirstPage=First Page (All Layers)\ncurEditorState=Current Editor State\nnoAnchorsFound=No anchors found\nattachment=Attachment\ncurDiagram=Current Diagram\nrecentDiags=Recent Diagrams\ncsvImport=CSV Import\nchooseFile=Choose a file...\nchoose=Choose\ngdriveFname=Google Drive filename\nwidthOfViewer=Width of the viewer (px)\nheightOfViewer=Height of the viewer (px)\nautoSetViewerSize=Automatically set the size of the viewer\nthumbnail=Thumbnail\nprevInDraw=Preview in draw.io\nonedriveFname=OneDrive filename\ndiagFname=Diagram filename\ndiagUrl=Diagram URL\nshowDiag=Show Diagram\ndiagPreview=Diagram Preview\ncsvFileUrl=CSV File URL\ngenerate=Generate\nselectDiag2Insert=Please select a diagram to insert it.\nerrShowingDiag=Unexpected error. Cannot show diagram\nnoRecentDiags=No recent diagrams found\nfetchingRecentFailed=Failed to fetch recent diagrams\nuseSrch2FindDiags=Use the search box to find draw.io diagrams\ncantReadChckPerms=Cannot read the specified diagram. Please check you have read permission on that file.\ncantFetchChckPerms=Cannot fetch diagram info. Please check you have read permission on that file.\nsearchFailed=Searching failed. Please try again later.\nplsTypeStr=Please type a search string.\nunsupportedFileChckUrl=Unsupported file. Please check the specified URL\ndiagNotFoundChckUrl=Diagram not found or cannot be accessed. Please check the specified URL\ncsvNotFoundChckUrl=CSV file not found or cannot be accessed. Please check the specified URL\ncantReadUpload=Cannot read the uploaded diagram\nselect=Select\nerrCantGetIdType=Unexpected Error: Cannot get content id or type.\nerrGAuthWinBlocked=Error: Google Authentication window blocked\nauthDrawAccess=Authorize draw.io to access {1}\nconnTimeout=The connection has timed out\nerrAuthSrvc=Error authenticating to {1}\nplsSelectFile=Please select a file\nmustBgtZ={1} must be greater than zero\ncantLoadPrev=Cannot load file preview.\nerrAccessFile=Error: Access Denied. You do not have permission to access "{1}".\nnoPrevAvail=No preview is available.\npersonalAccNotSup=Personal accounts are not supported.\nerrSavingTryLater=Error occurred during saving, please try again later.\nplsEnterFld=Please enter {1}\ninvalidDiagUrl=Invalid Diagram URL\nunsupportedVsdx=Unsupported vsdx file\nunsupportedImg=Unsupported image file\nunsupportedFormat=Unsupported file format\nplsSelectSingleFile=Please select a single file only\nattCorrupt=Attachment file "{1}" is corrupted\nloadAttFailed=Failed to load attachment "{1}"\nembedDrawDiag=Embed draw.io Diagram\naddDiagram=Add Diagram\nembedDiagram=Embed Diagram\neditOwningPg=Edit owning page\ndeepIndexing=Deep Indexing (Index diagrams that aren\'t used in any page also)\nconfADeepIndexStarted=Deep Indexing Started\nconfADeepIndexDone=Deep Indexing Done\nofficeNoDiagramsSelected=No diagrams found in the selection\nofficeNoDiagramsInDoc=No diagrams found in the document\nofficeNotSupported=This feature is not supported in this host application\nsomeImagesFailed={1} out of {2} failed due to the following errors\nimportingNoUsedDiagrams=Importing {1} Diagrams not used in pages\nimportingDrafts=Importing {1} Diagrams in drafts\nprocessingDrafts=Processing drafts\nupdatingDrafts=Updating drafts\nupdateDrafts=Update drafts\nnotifications=Notifications\ndrawioImp=draw.io Import\nconfALibsImp=Importing draw.io Libraries\nconfALibsImpFailed=Importing {1} library failed\ncontributors=Contributors\ndrawDiagrams=draw.io Diagrams\nerrFileNotFoundOrNoPer=Error: Access Denied. File not found or you do not have permission to access "{1}" on {2}.\nconfACheckPagesWEmbed=Checking pages having embedded draw.io diagrams.\nconfADelBrokenEmbedDiagLnk=Removing broken embedded diagram links\nreplaceWith=Replace with\nreplaceAll=Replace All\nconfASkipDiagModified=Skipped "{1}" as it was modified after initial import\nreplFind=Replace/Find\nmatchesRepl={1} matches replaced\ndraftErrDataLoss=An error occurred while reading the draft file. The diagram cannot be edited now to prevent any possible data loss. Please try again later or contact support.\nibm=IBM\nlinkToDiagramHint=Add a link to this diagram. The diagram can only be edited from the page that owns it.\nlinkToDiagram=Link to Diagram\nchangedBy=Changed By\nlastModifiedOn=Last modified on\nsearchResults=Search Results\nshowAllTemps=Show all templates\nnotionToken=Notion Token\nselectDB=Select Database\nnoDBs=No Databases\ndiagramEdited={1} diagram "{2}" edited\nconfDraftPermissionErr=Draft cannot be written. Do you have attachment write/read permission on this page?\nconfDraftTooBigErr=Draft size is too large. Pease check "Attachment Maximum Size" of "Attachment Settings" in Confluence Configuration?\nowner=Owner\nrepository=Repository\nbranch=Branch\nmeters=Meters\nteamsNoEditingMsg=Editor functionality is only available in Desktop environment (in MS Teams App or a web browser)\ncontactOwner=Contact Owner\nviewerOnlyMsg=You cannot edit the diagrams in the mobile platform, please use the desktop client or a web browser.\nwebsite=Website\ncheck4Updates=Check for updates\nattWriteFailedRetry={1}: Attachment write failed, trying again in {2} seconds...\nconfPartialPageList=We couldn\'t fetch all pages due to an error in Confluence. Continuing using {1} pages only.\nspellCheck=Spell checker\nnoChange=No Change\nlblToSvg=Convert labels to SVG\ntxtSettings=Text Settings\nLinksLost=Links will be lost\narcSize=Arc Size\neditConnectionPoints=Edit Connection Points\nnotInOffline=Not supported while offline\nnotInDesktop=Not supported in Desktop App\nconfConfigSpaceArchived=draw.io Configuration space (DRAWIOCONFIG) is archived. Please restore it first.\nconfACleanOldVerStarted=Cleaning old diagram draft versions started\nconfACleanOldVerDone=Cleaning old diagram draft versions finished\nconfACleaningFile=Cleaning diagram draft "{1}" old versions\nconfAFileCleaned=Cleaning diagram draft "{1}" done\nconfAFileCleanFailed=Cleaning diagram draft "{1}" failed\nconfACleanOnly=Clean Diagram Drafts Only\nbrush=Brush\nopenDevTools=Open Developer Tools\nautoBkp=Automatic Backup\nconfAIgnoreCollectErr=Ignore collecting current pages errors\ndrafts=Drafts\ndraftSaveInt=Draft save interval [sec] (0 to disable)\npluginsDisabled=External plugins disabled.\nextExpNotConfigured=External image service is not configured\npathFilename=Path/Filename\nconfAHugeInstances=Very Large Instances\nconfAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details.\nchoosePageIDsFile=Choose current page IDs csv file\nchooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file\n');Graph.prototype.defaultThemes["default-style2"]=mxUtils.parseXml('<mxStylesheet><add as="defaultVertex"><add as="shape" value="label"/><add as="perimeter" value="rectanglePerimeter"/><add as="fontSize" value="12"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="fillColor" value="default"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="defaultEdge"><add as="shape" value="connector"/><add as="labelBackgroundColor" value="default"/><add as="endArrow" value="classic"/><add as="fontSize" value="11"/><add as="fontFamily" value="Helvetica"/><add as="align" value="center"/><add as="verticalAlign" value="middle"/><add as="rounded" value="1"/><add as="strokeColor" value="default"/><add as="fontColor" value="default"/></add><add as="text"><add as="fillColor" value="none"/><add as="gradientColor" value="none"/><add as="strokeColor" value="none"/><add as="align" value="left"/><add as="verticalAlign" value="top"/></add><add as="edgeLabel" extend="text"><add as="labelBackgroundColor" value="default"/><add as="fontSize" value="11"/></add><add as="label"><add as="fontStyle" value="1"/><add as="align" value="left"/><add as="verticalAlign" value="middle"/><add as="spacing" value="2"/><add as="spacingLeft" value="52"/><add as="imageWidth" value="42"/><add as="imageHeight" value="42"/><add as="rounded" value="1"/></add><add as="icon" extend="label"><add as="align" value="center"/><add as="imageAlign" value="center"/><add as="verticalLabelPosition" value="bottom"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="4"/><add as="labelBackgroundColor" value="default"/><add as="spacing" value="0"/><add as="spacingLeft" value="0"/><add as="spacingTop" value="6"/><add as="fontStyle" value="0"/><add as="imageWidth" value="48"/><add as="imageHeight" value="48"/></add><add as="swimlane"><add as="shape" value="swimlane"/><add as="fontSize" value="12"/><add as="fontStyle" value="1"/><add as="startSize" value="23"/></add><add as="group"><add as="verticalAlign" value="top"/><add as="fillColor" value="none"/><add as="strokeColor" value="none"/><add as="gradientColor" value="none"/><add as="pointerEvents" value="0"/></add><add as="ellipse"><add as="shape" value="ellipse"/><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombus"><add as="shape" value="rhombus"/><add as="perimeter" value="rhombusPerimeter"/></add><add as="triangle"><add as="shape" value="triangle"/><add as="perimeter" value="trianglePerimeter"/></add><add as="line"><add as="shape" value="line"/><add as="strokeWidth" value="4"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="spacingTop" value="8"/></add><add as="image"><add as="shape" value="image"/><add as="labelBackgroundColor" value="default"/><add as="verticalAlign" value="top"/><add as="verticalLabelPosition" value="bottom"/></add><add as="roundImage" extend="image"><add as="perimeter" value="ellipsePerimeter"/></add><add as="rhombusImage" extend="image"><add as="perimeter" value="rhombusPerimeter"/></add><add as="arrow"><add as="shape" value="arrow"/><add as="edgeStyle" value="none"/><add as="fillColor" value="default"/></add><add as="fancy"><add as="shadow" value="1"/><add as="glass" value="1"/></add><add as="gray" extend="fancy"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="blue" extend="fancy"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="green" extend="fancy"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="turquoise" extend="fancy"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="yellow" extend="fancy"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="orange" extend="fancy"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="red" extend="fancy"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="pink" extend="fancy"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="purple" extend="fancy"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add><add as="plain-gray"><add as="gradientColor" value="#B3B3B3"/><add as="fillColor" value="#F5F5F5"/><add as="strokeColor" value="#666666"/></add><add as="plain-blue"><add as="gradientColor" value="#7EA6E0"/><add as="fillColor" value="#DAE8FC"/><add as="strokeColor" value="#6C8EBF"/></add><add as="plain-green"><add as="gradientColor" value="#97D077"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#82B366"/></add><add as="plain-turquoise"><add as="gradientColor" value="#67AB9F"/><add as="fillColor" value="#D5E8D4"/><add as="strokeColor" value="#6A9153"/></add><add as="plain-yellow"><add as="gradientColor" value="#FFD966"/><add as="fillColor" value="#FFF2CC"/><add as="strokeColor" value="#D6B656"/></add><add as="plain-orange"><add as="gradientColor" value="#FFA500"/><add as="fillColor" value="#FFCD28"/><add as="strokeColor" value="#D79B00"/></add><add as="plain-red"><add as="gradientColor" value="#EA6B66"/><add as="fillColor" value="#F8CECC"/><add as="strokeColor" value="#B85450"/></add><add as="plain-pink"><add as="gradientColor" value="#B5739D"/><add as="fillColor" value="#E6D0DE"/><add as="strokeColor" value="#996185"/></add><add as="plain-purple"><add as="gradientColor" value="#8C6C9C"/><add as="fillColor" value="#E1D5E7"/><add as="strokeColor" value="#9673A6"/></add></mxStylesheet>').documentElement; Graph.prototype.defaultThemes.darkTheme=Graph.prototype.defaultThemes["default-style2"];GraphViewer=function(b,e,k){this.init(b,e,k)};mxUtils.extend(GraphViewer,mxEventSource);GraphViewer.prototype.editBlankUrl="https://app.diagrams.net/";GraphViewer.prototype.imageBaseUrl="https://viewer.diagrams.net/";GraphViewer.prototype.toolbarHeight="BackCompat"==document.compatMode?24:26;GraphViewer.prototype.lightboxChrome=!0;GraphViewer.prototype.lightboxZIndex=999;GraphViewer.prototype.toolbarZIndex=999;GraphViewer.prototype.autoFit=!1;GraphViewer.prototype.autoCrop=!1; GraphViewer.prototype.autoOrigin=!0;GraphViewer.prototype.center=!1;GraphViewer.prototype.forceCenter=!1;GraphViewer.prototype.allowZoomIn=!1;GraphViewer.prototype.allowZoomOut=!0;GraphViewer.prototype.showTitleAsTooltip=!1;GraphViewer.prototype.checkVisibleState=!0;GraphViewer.prototype.minHeight=28;GraphViewer.prototype.minWidth=100;GraphViewer.prototype.responsive=!1; GraphViewer.prototype.init=function(b,e,k){this.graphConfig=null!=k?k:{};this.autoFit=null!=this.graphConfig["auto-fit"]?this.graphConfig["auto-fit"]:this.autoFit;this.autoCrop=null!=this.graphConfig["auto-crop"]?this.graphConfig["auto-crop"]:this.autoCrop;this.autoOrigin=null!=this.graphConfig["auto-origin"]?this.graphConfig["auto-origin"]:this.autoOrigin;this.allowZoomOut=null!=this.graphConfig["allow-zoom-out"]?this.graphConfig["allow-zoom-out"]:this.allowZoomOut;this.allowZoomIn=null!=this.graphConfig["allow-zoom-in"]? this.graphConfig["allow-zoom-in"]:this.allowZoomIn;this.forceCenter=null!=this.graphConfig.forceCenter?this.graphConfig.forceCenter:this.forceCenter;this.center=null!=this.graphConfig.center?this.graphConfig.center:this.center||this.forceCenter;this.checkVisibleState=null!=this.graphConfig["check-visible-state"]?this.graphConfig["check-visible-state"]:this.checkVisibleState;this.toolbarItems=null!=this.graphConfig.toolbar?this.graphConfig.toolbar.split(" "):[];this.zoomEnabled=0<=mxUtils.indexOf(this.toolbarItems, "zoom");this.layersEnabled=0<=mxUtils.indexOf(this.toolbarItems,"layers");this.tagsEnabled=0<=mxUtils.indexOf(this.toolbarItems,"tags");this.lightboxEnabled=0<=mxUtils.indexOf(this.toolbarItems,"lightbox");this.lightboxClickEnabled=0!=this.graphConfig.lightbox;this.initialOverflow=document.body.style.overflow;this.initialWidth=null!=b?b.style.width:null;this.widthIsEmpty=null!=this.initialWidth?""==this.initialWidth:!0;this.currentPage=parseInt(this.graphConfig.page)||0;this.responsive=(null!=this.graphConfig.responsive? -this.graphConfig.responsive:this.responsive)&&!this.zoomEnabled&&!mxClient.NO_FO&&!mxClient.IS_SF;this.pageId=this.graphConfig.pageId;this.editor=null;"inline"==this.graphConfig["toolbar-position"]&&(this.minHeight+=this.toolbarHeight);if(null!=e&&(this.xmlDocument=e.ownerDocument,this.xmlNode=e,this.xml=mxUtils.getXml(e),null!=b)){var n=mxUtils.bind(this,function(){this.graph=new Graph(b);this.graph.enableFlowAnimation=!0;this.graph.defaultPageBackgroundColor="transparent";this.graph.transparentBackground= -!1;if(this.responsive&&this.graph.dialect==mxConstants.DIALECT_SVG){var E=this.graph.view.getDrawPane().ownerSVGElement;this.graph.view.getCanvas();null!=this.graphConfig.border?E.style.padding=this.graphConfig.border+"px":""==b.style.padding&&(E.style.padding="8px");E.style.boxSizing="border-box";E.style.overflow="visible";this.graph.fit=function(){};this.graph.sizeDidChange=function(){var I=this.view.graphBounds,G=this.view.translate;E.setAttribute("viewBox",I.x+G.x-this.panDx+" "+(I.y+G.y-this.panDy)+ -" "+(I.width+1)+" "+(I.height+1));this.container.style.backgroundColor=E.style.backgroundColor;this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",I))}}this.graphConfig.move&&(this.graph.isMoveCellsEvent=function(I){return!0});this.lightboxClickEnabled&&(b.style.cursor="pointer");this.editor=new Editor(!0,null,null,this.graph);this.editor.editBlankUrl=this.editBlankUrl;this.graph.lightbox=!0;this.graph.centerZoom=!1;this.graph.autoExtend=!1;this.graph.autoScroll=!1;this.graph.setEnabled(!1);1== -this.graphConfig["toolbar-nohide"]&&(this.editor.defaultGraphOverflow="visible");this.xmlNode=this.editor.extractGraphModel(this.xmlNode,!0);this.xmlNode!=e&&(this.xml=mxUtils.getXml(this.xmlNode),this.xmlDocument=this.xmlNode.ownerDocument);var d=this;this.graph.getImageFromBundles=function(I){return d.getImageUrl(I)};mxClient.IS_SVG&&this.graph.addSvgShadow(this.graph.view.canvas.ownerSVGElement,null,!0);if("mxfile"==this.xmlNode.nodeName){var f=this.xmlNode.getElementsByTagName("diagram");if(0< -f.length){if(null!=this.pageId)for(var g=0;g<f.length;g++)if(this.pageId==f[g].getAttribute("id")){this.currentPage=g;break}var l=this.graph.getGlobalVariable;d=this;this.graph.getGlobalVariable=function(I){var G=f[d.currentPage];return"page"==I?G.getAttribute("name")||"Page-"+(d.currentPage+1):"pagenumber"==I?d.currentPage+1:"pagecount"==I?f.length:l.apply(this,arguments)}}}this.diagrams=[];var q=null;this.selectPage=function(I){this.handlingResize||(this.currentPage=mxUtils.mod(I,this.diagrams.length), -this.updateGraphXml(Editor.parseDiagramNode(this.diagrams[this.currentPage])))};this.selectPageById=function(I){I=this.getIndexById(I);var G=0<=I;G&&this.selectPage(I);return G};g=mxUtils.bind(this,function(){if(null==this.xmlNode||"mxfile"!=this.xmlNode.nodeName)this.diagrams=[];this.xmlNode!=q&&(this.diagrams=this.xmlNode.getElementsByTagName("diagram"),q=this.xmlNode)});var z=this.graph.setBackgroundImage;this.graph.setBackgroundImage=function(I){if(null!=I&&Graph.isPageLink(I.src)){var G=I.src, -Z=G.indexOf(",");0<Z&&(Z=d.getIndexById(G.substring(Z+1)),0<=Z&&(I=d.getImageForGraphModel(Editor.parseDiagramNode(d.diagrams[Z])),I.originalSrc=G))}z.apply(this,arguments)};var F=this.graph.getGraphBounds;this.graph.getGraphBounds=function(I){var G=F.apply(this,arguments);I=this.backgroundImage;if(null!=I){var Z=this.view.translate,ca=this.view.scale;G=mxRectangle.fromRectangle(G);G.add(new mxRectangle((Z.x+I.x)*ca,(Z.y+I.y)*ca,I.width*ca,I.height*ca))}return G};this.addListener("xmlNodeChanged", -g);g();urlParams.page=d.currentPage;g=null;this.graph.getModel().beginUpdate();try{urlParams.nav=0!=this.graphConfig.nav?"1":"0",this.editor.setGraphXml(this.xmlNode),this.graph.view.scale=this.graphConfig.zoom||1,g=this.setLayersVisible(),this.responsive||(this.graph.border=null!=this.graphConfig.border?this.graphConfig.border:8)}finally{this.graph.getModel().endUpdate()}this.responsive||(this.graph.panningHandler.isForcePanningEvent=function(I){return!mxEvent.isPopupTrigger(I.getEvent())&&"auto"== -this.graph.container.style.overflow},this.graph.panningHandler.useLeftButtonForPanning=!0,this.graph.panningHandler.ignoreCell=!0,this.graph.panningHandler.usePopupTrigger=!1,this.graph.panningHandler.pinchEnabled=!1);this.graph.setPanning(!1);null!=this.graphConfig.toolbar?this.addToolbar():null!=this.graphConfig.title&&this.showTitleAsTooltip&&b.setAttribute("title",this.graphConfig.title);this.responsive||this.addSizeHandler();!this.showLayers(this.graph)||this.forceCenter||this.layersEnabled&& -!this.autoCrop||this.crop();this.addClickHandler(this.graph);this.graph.setTooltips(0!=this.graphConfig.tooltips);this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale};null!=g&&this.setLayersVisible(g);this.graph.customLinkClicked=function(I){if(Graph.isPageLink(I)){var G=I.indexOf(",");d.selectPageById(I.substring(G+1))||alert(mxResources.get("pageNotFound")||"Page not found")}else this.handleCustomLink(I);return!0};var C=this.graph.foldTreeCell;this.graph.foldTreeCell= -mxUtils.bind(this,function(){this.treeCellFolded=!0;return C.apply(this.graph,arguments)});this.fireEvent(new mxEventObject("render"))});k=window.MutationObserver||window.WebKitMutationObserver||window.MozMutationObserver;if(this.checkVisibleState&&0==b.offsetWidth&&"undefined"!==typeof k){var D=this.getObservableParent(b),t=new k(mxUtils.bind(this,function(E){0<b.offsetWidth&&(t.disconnect(),n())}));t.observe(D,{attributes:!0})}else n()}}; +this.graphConfig.responsive:this.responsive)&&!this.zoomEnabled&&!mxClient.NO_FO&&!mxClient.IS_SF;this.pageId=this.graphConfig.pageId;this.editor=null;"inline"==this.graphConfig["toolbar-position"]&&(this.minHeight+=this.toolbarHeight);if(null!=e&&(this.xmlDocument=e.ownerDocument,this.xmlNode=e,this.xml=mxUtils.getXml(e),null!=b)){var m=mxUtils.bind(this,function(){this.graph=new Graph(b);this.graph.enableFlowAnimation=!0;this.graph.defaultPageBackgroundColor="transparent";this.graph.transparentBackground= +!1;if(this.responsive&&this.graph.dialect==mxConstants.DIALECT_SVG){var E=this.graph.view.getDrawPane().ownerSVGElement;this.graph.view.getCanvas();null!=this.graphConfig.border?E.style.padding=this.graphConfig.border+"px":""==b.style.padding&&(E.style.padding="8px");E.style.boxSizing="border-box";E.style.overflow="visible";this.graph.fit=function(){};this.graph.sizeDidChange=function(){var H=this.view.graphBounds,L=this.view.translate;E.setAttribute("viewBox",H.x+L.x-this.panDx+" "+(H.y+L.y-this.panDy)+ +" "+(H.width+1)+" "+(H.height+1));this.container.style.backgroundColor=E.style.backgroundColor;this.fireEvent(new mxEventObject(mxEvent.SIZE,"bounds",H))}}this.graphConfig.move&&(this.graph.isMoveCellsEvent=function(H){return!0});this.lightboxClickEnabled&&(b.style.cursor="pointer");this.editor=new Editor(!0,null,null,this.graph);this.editor.editBlankUrl=this.editBlankUrl;this.graph.lightbox=!0;this.graph.centerZoom=!1;this.graph.autoExtend=!1;this.graph.autoScroll=!1;this.graph.setEnabled(!1);1== +this.graphConfig["toolbar-nohide"]&&(this.editor.defaultGraphOverflow="visible");this.xmlNode=this.editor.extractGraphModel(this.xmlNode,!0);this.xmlNode!=e&&(this.xml=mxUtils.getXml(this.xmlNode),this.xmlDocument=this.xmlNode.ownerDocument);var K=this;this.graph.getImageFromBundles=function(H){return K.getImageUrl(H)};mxClient.IS_SVG&&this.graph.addSvgShadow(this.graph.view.canvas.ownerSVGElement,null,!0);if("mxfile"==this.xmlNode.nodeName){var Q=this.xmlNode.getElementsByTagName("diagram");if(0< +Q.length){if(null!=this.pageId)for(var d=0;d<Q.length;d++)if(this.pageId==Q[d].getAttribute("id")){this.currentPage=d;break}var f=this.graph.getGlobalVariable;K=this;this.graph.getGlobalVariable=function(H){var L=Q[K.currentPage];return"page"==H?L.getAttribute("name")||"Page-"+(K.currentPage+1):"pagenumber"==H?K.currentPage+1:"pagecount"==H?Q.length:f.apply(this,arguments)}}}this.diagrams=[];var g=null;this.selectPage=function(H){this.handlingResize||(this.currentPage=mxUtils.mod(H,this.diagrams.length), +this.updateGraphXml(Editor.parseDiagramNode(this.diagrams[this.currentPage])))};this.selectPageById=function(H){H=this.getIndexById(H);var L=0<=H;L&&this.selectPage(H);return L};d=mxUtils.bind(this,function(){if(null==this.xmlNode||"mxfile"!=this.xmlNode.nodeName)this.diagrams=[];this.xmlNode!=g&&(this.diagrams=this.xmlNode.getElementsByTagName("diagram"),g=this.xmlNode)});var x=this.graph.setBackgroundImage;this.graph.setBackgroundImage=function(H){if(null!=H&&Graph.isPageLink(H.src)){var L=H.src, +C=L.indexOf(",");0<C&&(C=K.getIndexById(L.substring(C+1)),0<=C&&(H=K.getImageForGraphModel(Editor.parseDiagramNode(K.diagrams[C])),H.originalSrc=L))}x.apply(this,arguments)};var z=this.graph.getGraphBounds;this.graph.getGraphBounds=function(H){var L=z.apply(this,arguments);H=this.backgroundImage;if(null!=H){var C=this.view.translate,G=this.view.scale;L=mxRectangle.fromRectangle(L);L.add(new mxRectangle((C.x+H.x)*G,(C.y+H.y)*G,H.width*G,H.height*G))}return L};this.addListener("xmlNodeChanged",d);d(); +urlParams.page=K.currentPage;d=null;this.graph.getModel().beginUpdate();try{urlParams.nav=0!=this.graphConfig.nav?"1":"0",this.editor.setGraphXml(this.xmlNode),this.graph.view.scale=this.graphConfig.zoom||1,d=this.setLayersVisible(),this.responsive||(this.graph.border=null!=this.graphConfig.border?this.graphConfig.border:8)}finally{this.graph.getModel().endUpdate()}this.responsive||(this.graph.panningHandler.isForcePanningEvent=function(H){return!mxEvent.isPopupTrigger(H.getEvent())&&"auto"==this.graph.container.style.overflow}, +this.graph.panningHandler.useLeftButtonForPanning=!0,this.graph.panningHandler.ignoreCell=!0,this.graph.panningHandler.usePopupTrigger=!1,this.graph.panningHandler.pinchEnabled=!1);this.graph.setPanning(!1);null!=this.graphConfig.toolbar?this.addToolbar():null!=this.graphConfig.title&&this.showTitleAsTooltip&&b.setAttribute("title",this.graphConfig.title);this.responsive||this.addSizeHandler();!this.showLayers(this.graph)||this.forceCenter||this.layersEnabled&&!this.autoCrop||this.crop();this.addClickHandler(this.graph); +this.graph.setTooltips(0!=this.graphConfig.tooltips);this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale};null!=d&&this.setLayersVisible(d);this.graph.customLinkClicked=function(H){if(Graph.isPageLink(H)){var L=H.indexOf(",");K.selectPageById(H.substring(L+1))||alert(mxResources.get("pageNotFound")||"Page not found")}else this.handleCustomLink(H);return!0};var u=this.graph.foldTreeCell;this.graph.foldTreeCell=mxUtils.bind(this,function(){this.treeCellFolded= +!0;return u.apply(this.graph,arguments)});this.fireEvent(new mxEventObject("render"))});k=window.MutationObserver||window.WebKitMutationObserver||window.MozMutationObserver;if(this.checkVisibleState&&0==b.offsetWidth&&"undefined"!==typeof k){var D=this.getObservableParent(b),p=new k(mxUtils.bind(this,function(E){0<b.offsetWidth&&(p.disconnect(),m())}));p.observe(D,{attributes:!0})}else m()}}; GraphViewer.prototype.getObservableParent=function(b){for(b=b.parentNode;b!=document.body&&null!=b.parentNode&&"none"!==mxUtils.getCurrentStyle(b).display;)b=b.parentNode;return b};GraphViewer.prototype.getImageUrl=function(b){null!=b&&"http://"!=b.substring(0,7)&&"https://"!=b.substring(0,8)&&"data:image"!=b.substring(0,10)&&("/"==b.charAt(0)&&(b=b.substring(1,b.length)),b=this.imageBaseUrl+b);return b}; GraphViewer.prototype.getImageForGraphModel=function(b){var e=Graph.createOffscreenGraph(this.graph.getStylesheet());e.getGlobalVariable=this.graph.getGlobalVariable;document.body.appendChild(e.container);b=(new mxCodec(b.ownerDocument)).decode(b).root;e.model.setRoot(b);b=e.getSvg();var k=e.getGraphBounds();document.body.removeChild(e.container);return new mxImage(Editor.createSvgDataUri(mxUtils.getXml(b)),k.width,k.height,k.x,k.y)}; GraphViewer.prototype.getIndexById=function(b){if(null!=this.diagrams)for(var e=0;e<this.diagrams.length;e++)if(this.diagrams[e].getAttribute("id")==b)return e;return-1};GraphViewer.prototype.setXmlNode=function(b){b=this.editor.extractGraphModel(b,!0);this.xmlDocument=b.ownerDocument;this.xml=mxUtils.getXml(b);this.xmlNode=b;this.updateGraphXml(b);this.fireEvent(new mxEventObject("xmlNodeChanged"))}; GraphViewer.prototype.setFileNode=function(b){null==this.xmlNode&&(this.xmlDocument=b.ownerDocument,this.xml=mxUtils.getXml(b),this.xmlNode=b);this.setGraphXml(b)};GraphViewer.prototype.updateGraphXml=function(b){this.setGraphXml(b);this.fireEvent(new mxEventObject("graphChanged"))}; -GraphViewer.prototype.setLayersVisible=function(b){var e=!0;if(!this.autoOrigin){var k=[],n=this.graph.getModel();n.beginUpdate();try{for(var D=0;D<n.getChildCount(n.root);D++){var t=n.getChildAt(n.root,D);e=e&&n.isVisible(t);k.push(n.isVisible(t));n.setVisible(t,null!=b?b[D]:!0)}}finally{n.endUpdate()}}return e?null:k}; +GraphViewer.prototype.setLayersVisible=function(b){var e=!0;if(!this.autoOrigin){var k=[],m=this.graph.getModel();m.beginUpdate();try{for(var D=0;D<m.getChildCount(m.root);D++){var p=m.getChildAt(m.root,D);e=e&&m.isVisible(p);k.push(m.isVisible(p));m.setVisible(p,null!=b?b[D]:!0)}}finally{m.endUpdate()}}return e?null:k}; GraphViewer.prototype.setGraphXml=function(b){if(null!=this.graph){this.graph.view.translate=new mxPoint;this.graph.view.scale=1;var e=null;this.graph.getModel().beginUpdate();try{this.graph.getModel().clear(),this.editor.setGraphXml(b),e=this.setLayersVisible(!0)}finally{this.graph.getModel().endUpdate()}this.responsive||(this.widthIsEmpty?(this.graph.container.style.width="",this.graph.container.style.height=""):this.graph.container.style.width=this.initialWidth,this.positionGraph());this.graph.initialViewState= {translate:this.graph.view.translate.clone(),scale:this.graph.view.scale};e&&this.setLayersVisible(e)}}; -GraphViewer.prototype.addSizeHandler=function(){var b=this.graph.container,e=this.graph.getGraphBounds(),k=!1;b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?"hidden":"visible";var n=mxUtils.bind(this,function(){if(!k){k=!0;var d=this.graph.getGraphBounds();b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?d.width+2*this.graph.border>b.offsetWidth-2?"auto":"hidden":"visible";if(null!=this.toolbar&&1!=this.graphConfig["toolbar-nohide"]){d=b.getBoundingClientRect();var f=mxUtils.getScrollOrigin(document.body); -f="relative"===document.body.style.position?document.body.getBoundingClientRect():{left:-f.x,top:-f.y};d={left:d.left-f.left,top:d.top-f.top,bottom:d.bottom-f.top,right:d.right-f.left};this.toolbar.style.left=d.left+"px";"bottom"==this.graphConfig["toolbar-position"]?this.toolbar.style.top=d.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px",this.toolbar.style.top=d.top+1+"px"):this.toolbar.style.top=d.top+"px"}else null!= -this.toolbar&&(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px");this.treeCellFolded&&(this.treeCellFolded=!1,this.positionGraph(this.graph.view.translate),this.graph.initialViewState.translate=this.graph.view.translate.clone());k=!1}}),D=null;this.handlingResize=!1;this.fitGraph=mxUtils.bind(this,function(d){var f=b.offsetWidth;f==D||this.handlingResize||(this.handlingResize=!0,"auto"==b.style.overflow&&(b.style.overflow="hidden"),this.graph.maxFitScale=null!=d?d:this.graphConfig.zoom|| -(this.allowZoomIn?null:1),this.graph.fit(null,null,null,null,null,!0),(this.center||0==this.graphConfig.resize&&""!=b.style.height)&&this.graph.center(),this.graph.maxFitScale=null,0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,this.graph.getGraphBounds().height+2*this.graph.border+1)),this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale},D=f,window.setTimeout(mxUtils.bind(this,function(){this.handlingResize= -!1}),0))});GraphViewer.useResizeSensor&&(9>=document.documentMode?(mxEvent.addListener(window,"resize",n),this.graph.addListener("size",n)):new ResizeSensor(this.graph.container,n));if(this.graphConfig.resize||(this.zoomEnabled||!this.autoFit)&&0!=this.graphConfig.resize)this.graph.minimumContainerSize=new mxRectangle(0,0,this.minWidth,this.minHeight),this.graph.resizeContainer=!0;else if(!this.widthIsEmpty||""!=b.style.height&&this.autoFit||this.updateContainerWidth(b,e.width+2*this.graph.border), -0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,e.height+2*this.graph.border+1)),!this.zoomEnabled&&this.autoFit){var t=D=null;n=mxUtils.bind(this,function(){window.clearTimeout(t);this.handlingResize||(t=window.setTimeout(mxUtils.bind(this,this.fitGraph),100))});GraphViewer.useResizeSensor&&(9>=document.documentMode?mxEvent.addListener(window,"resize",n):new ResizeSensor(this.graph.container,n))}else 9>=document.documentMode||this.graph.addListener("size", -n);var E=mxUtils.bind(this,function(d){var f=b.style.minWidth;this.widthIsEmpty&&(b.style.minWidth="100%");var g=null!=this.graphConfig["max-height"]?this.graphConfig["max-height"]:""!=b.style.height&&this.autoFit?b.offsetHeight:void 0;0<b.offsetWidth&&null==d&&this.allowZoomOut&&(this.allowZoomIn||e.width+2*this.graph.border>b.offsetWidth||e.height+2*this.graph.border>g)?(d=null,null!=g&&e.height+2*this.graph.border>g-2&&(d=(g-2*this.graph.border-2)/e.height),this.fitGraph(d)):this.widthIsEmpty|| -null!=d||0!=this.graphConfig.resize||""==b.style.height?(d=null!=d?d:new mxPoint,this.graph.view.setTranslate(Math.floor(this.graph.border-e.x/this.graph.view.scale)+d.x,Math.floor(this.graph.border-e.y/this.graph.view.scale)+d.y),D=b.offsetWidth):this.graph.center((!this.widthIsEmpty||e.width<this.minWidth)&&1!=this.graphConfig.resize);b.style.minWidth=f});8==document.documentMode?window.setTimeout(E,0):E();this.positionGraph=function(d){e=this.graph.getGraphBounds();D=null;E(d)}}; -GraphViewer.prototype.crop=function(){var b=this.graph,e=b.getGraphBounds(),k=b.border,n=b.view.scale;b.view.setTranslate(null!=e.x?Math.floor(b.view.translate.x-e.x/n+k):k,null!=e.y?Math.floor(b.view.translate.y-e.y/n+k):k)};GraphViewer.prototype.updateContainerWidth=function(b,e){b.style.width=e+"px"};GraphViewer.prototype.updateContainerHeight=function(b,e){if(this.forceCenter||this.zoomEnabled||!this.autoFit||"BackCompat"==document.compatMode||8==document.documentMode)b.style.height=e+"px"}; -GraphViewer.prototype.showLayers=function(b,e){var k=this.graphConfig.layers;k=null!=k&&0<k.length?k.split(" "):[];var n=this.graphConfig.layerIds,D=null!=n&&0<n.length,t=!1;if(0<k.length||D||null!=e){e=null!=e?e.getModel():null;b=b.getModel();b.beginUpdate();try{var E=b.getChildCount(b.root);if(null==e){e=!1;t={};if(D)for(var d=0;d<n.length;d++){var f=b.getCell(n[d]);null!=f&&(e=!0,t[f.id]=!0)}else for(d=0;d<k.length;d++)f=b.getChildAt(b.root,parseInt(k[d])),null!=f&&(e=!0,t[f.id]=!0);for(d=0;e&& -d<E;d++)f=b.getChildAt(b.root,d),b.setVisible(f,t[f.id]||!1)}else for(d=0;d<E;d++)b.setVisible(b.getChildAt(b.root,d),e.isVisible(e.getChildAt(e.root,d)))}finally{b.endUpdate()}t=!0}return t}; -GraphViewer.prototype.addToolbar=function(){function b(ia,X,R,sa){var M=document.createElement("div");M.style.borderRight="1px solid #d0d0d0";M.style.padding="3px 6px 3px 6px";mxEvent.addListener(M,"click",ia);null!=R&&M.setAttribute("title",R);M.style.display="inline-block";ia=document.createElement("img");ia.setAttribute("border","0");ia.setAttribute("src",X);ia.style.width="18px";null==sa||sa?(mxEvent.addListener(M,"mouseenter",function(){M.style.backgroundColor="#ddd"}),mxEvent.addListener(M, -"mouseleave",function(){M.style.backgroundColor="#eee"}),mxUtils.setOpacity(ia,60),M.style.cursor="pointer"):mxUtils.setOpacity(M,30);M.appendChild(ia);k.appendChild(M);l++;return M}var e=this.graph.container;"bottom"==this.graphConfig["toolbar-position"]?e.style.marginBottom=this.toolbarHeight+"px":"inline"!=this.graphConfig["toolbar-position"]&&(e.style.marginTop=this.toolbarHeight+"px");var k=e.ownerDocument.createElement("div");k.style.position="absolute";k.style.overflow="hidden";k.style.boxSizing= -"border-box";k.style.whiteSpace="nowrap";k.style.textAlign="left";k.style.zIndex=this.toolbarZIndex;k.style.backgroundColor="#eee";k.style.height=this.toolbarHeight+"px";this.toolbar=k;if("inline"==this.graphConfig["toolbar-position"]){mxUtils.setPrefixedStyle(k.style,"transition","opacity 100ms ease-in-out");mxUtils.setOpacity(k,30);var n=null,D=null,t=mxUtils.bind(this,function(ia){null!=n&&(window.clearTimeout(n),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);n=window.setTimeout(mxUtils.bind(this, -function(){mxUtils.setOpacity(k,0);n=null;D=window.setTimeout(mxUtils.bind(this,function(){k.style.display="none";D=null}),100)}),ia||200)}),E=mxUtils.bind(this,function(ia){null!=n&&(window.clearTimeout(n),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);k.style.display="";mxUtils.setOpacity(k,ia||30)});mxEvent.addListener(this.graph.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(ia){mxEvent.isTouchEvent(ia)||(E(30),t())}));mxEvent.addListener(k, -mxClient.IS_POINTER?"pointermove":"mousemove",function(ia){mxEvent.consume(ia)});mxEvent.addListener(k,"mouseenter",mxUtils.bind(this,function(ia){E(100)}));mxEvent.addListener(k,"mousemove",mxUtils.bind(this,function(ia){E(100);mxEvent.consume(ia)}));mxEvent.addListener(k,"mouseleave",mxUtils.bind(this,function(ia){mxEvent.isTouchEvent(ia)||E(30)}));var d=this.graph,f=d.getTolerance();d.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(ia,X){this.startX=X.getGraphX(); -this.startY=X.getGraphY();this.scrollLeft=d.container.scrollLeft;this.scrollTop=d.container.scrollTop},mouseMove:function(ia,X){},mouseUp:function(ia,X){mxEvent.isTouchEvent(X.getEvent())&&Math.abs(this.scrollLeft-d.container.scrollLeft)<f&&Math.abs(this.scrollTop-d.container.scrollTop)<f&&Math.abs(this.startX-X.getGraphX())<f&&Math.abs(this.startY-X.getGraphY())<f&&(0<parseFloat(k.style.opacity||0)?t():E(30))}})}for(var g=this.toolbarItems,l=0,q=null,z=null,F=null,C=null,I=0;I<g.length;I++){var G= -g[I];if("pages"==G){C=e.ownerDocument.createElement("div");C.style.cssText="display:inline-block;position:relative;top:5px;padding:0 4px 0 4px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;;cursor:default;";mxUtils.setOpacity(C,70);var Z=b(mxUtils.bind(this,function(){this.selectPage(this.currentPage-1)}),Editor.previousImage,mxResources.get("previousPage")||"Previous Page");Z.style.borderRightStyle="none";Z.style.paddingLeft="0px";Z.style.paddingRight="0px";k.appendChild(C);var ca= -b(mxUtils.bind(this,function(){this.selectPage(this.currentPage+1)}),Editor.nextImage,mxResources.get("nextPage")||"Next Page");ca.style.paddingLeft="0px";ca.style.paddingRight="0px";G=mxUtils.bind(this,function(){C.innerText="";mxUtils.write(C,this.currentPage+1+" / "+this.diagrams.length);C.style.display=1<this.diagrams.length?"inline-block":"none";Z.style.display=C.style.display;ca.style.display=C.style.display});this.addListener("graphChanged",G);G()}else if("zoom"==G)this.zoomEnabled&&(b(mxUtils.bind(this, -function(){this.graph.zoomOut()}),Editor.zoomOutImage,mxResources.get("zoomOut")||"Zoom Out"),b(mxUtils.bind(this,function(){this.graph.zoomIn()}),Editor.zoomInImage,mxResources.get("zoomIn")||"Zoom In"),b(mxUtils.bind(this,function(){this.graph.view.scaleAndTranslate(this.graph.initialViewState.scale,this.graph.initialViewState.translate.x,this.graph.initialViewState.translate.y)}),Editor.zoomFitImage,mxResources.get("fit")||"Fit"));else if("layers"==G){if(this.layersEnabled){var ba=this.graph.getModel(), -Y=b(mxUtils.bind(this,function(ia){if(null!=q)q.parentNode.removeChild(q),q=null;else{q=this.graph.createLayersDialog(mxUtils.bind(this,function(){if(this.autoCrop)this.crop();else if(this.autoOrigin){var R=this.graph.getGraphBounds(),sa=this.graph.view;0>R.x||0>R.y?(this.crop(),this.graph.originalViewState=this.graph.initialViewState,this.graph.initialViewState={translate:sa.translate.clone(),scale:sa.scale}):null!=this.graph.originalViewState&&0<R.x/sa.scale+this.graph.originalViewState.translate.x- -sa.translate.x&&0<R.y/sa.scale+this.graph.originalViewState.translate.y-sa.translate.y&&(sa.setTranslate(this.graph.originalViewState.translate.x,this.graph.originalViewState.translate.y),this.graph.originalViewState=null,this.graph.initialViewState={translate:sa.translate.clone(),scale:sa.scale})}}));mxEvent.addListener(q,"mouseleave",function(){q.parentNode.removeChild(q);q=null});ia=Y.getBoundingClientRect();q.style.width="140px";q.style.padding="2px 0px 2px 0px";q.style.border="1px solid #d0d0d0"; -q.style.backgroundColor="#eee";q.style.fontFamily=Editor.defaultHtmlFont;q.style.fontSize="11px";q.style.overflowY="auto";q.style.maxHeight=this.graph.container.clientHeight-this.toolbarHeight-10+"px";q.style.zIndex=this.toolbarZIndex+1;mxUtils.setOpacity(q,80);var X=mxUtils.getDocumentScrollOrigin(document);q.style.left=X.x+ia.left-1+"px";q.style.top=X.y+ia.bottom-2+"px";document.body.appendChild(q)}}),Editor.layersImage,mxResources.get("layers")||"Layers");ba.addListener(mxEvent.CHANGE,function(){Y.style.display= -1<ba.getChildCount(ba.root)?"inline-block":"none"});Y.style.display=1<ba.getChildCount(ba.root)?"inline-block":"none"}}else if("tags"==G){if(this.tagsEnabled){var O=b(mxUtils.bind(this,function(ia){null==z&&(z=this.graph.createTagsDialog(mxUtils.bind(this,function(){return!0})),z.div.getElementsByTagName("div")[0].style.position="",z.div.style.maxHeight="160px",z.div.style.maxWidth="120px",z.div.style.padding="2px",z.div.style.overflow="auto",z.div.style.height="auto",z.div.style.position="fixed", -z.div.style.fontFamily=Editor.defaultHtmlFont,z.div.style.fontSize="11px",z.div.style.backgroundColor="#eee",z.div.style.color="#000",z.div.style.border="1px solid #d0d0d0",z.div.style.zIndex=this.toolbarZIndex+1,mxUtils.setOpacity(z.div,80));if(null!=F)F.parentNode.removeChild(F),F=null;else{F=z.div;mxEvent.addListener(F,"mouseleave",function(){F.parentNode.removeChild(F);F=null});ia=O.getBoundingClientRect();var X=mxUtils.getDocumentScrollOrigin(document);F.style.left=X.x+ia.left-1+"px";F.style.top= -X.y+ia.bottom-2+"px";document.body.appendChild(F);z.refresh()}}),Editor.tagsImage,mxResources.get("tags")||"Tags");ba.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){O.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}));O.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}}else"lightbox"==G?this.lightboxEnabled&&b(mxUtils.bind(this,function(){this.showLightbox()}),Editor.fullscreenImage,mxResources.get("fullscreen")||"Fullscreen"):null!=this.graphConfig["toolbar-buttons"]&& -(G=this.graphConfig["toolbar-buttons"][G],null!=G&&(G.elem=b(null==G.enabled||G.enabled?G.handler:function(){},G.image,G.title,G.enabled)))}null!=this.graph.minimumContainerSize&&(this.graph.minimumContainerSize.width=34*l);null!=this.graphConfig.title&&(g=e.ownerDocument.createElement("div"),g.style.cssText="display:inline-block;position:relative;padding:3px 6px 0 6px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;top:4px;cursor:default;",g.setAttribute("title",this.graphConfig.title), -mxUtils.write(g,this.graphConfig.title),mxUtils.setOpacity(g,70),k.appendChild(g),this.filename=g);this.minToolbarWidth=34*l;var la=e.style.border,aa=mxUtils.bind(this,function(){k.style.width="inline"==this.graphConfig["toolbar-position"]?"auto":Math.max(this.minToolbarWidth,e.offsetWidth)+"px";k.style.border="1px solid #d0d0d0";if(1!=this.graphConfig["toolbar-nohide"]){var ia=e.getBoundingClientRect(),X=mxUtils.getScrollOrigin(document.body);X="relative"===document.body.style.position?document.body.getBoundingClientRect(): -{left:-X.x,top:-X.y};ia={left:ia.left-X.left,top:ia.top-X.top,bottom:ia.bottom-X.top,right:ia.right-X.left};k.style.left=ia.left+"px";"bottom"==this.graphConfig["toolbar-position"]?k.style.top=ia.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(k.style.marginTop=-this.toolbarHeight+"px",k.style.top=ia.top+1+"px"):k.style.top=ia.top+"px";"1px solid transparent"==la&&(e.style.border="1px solid #d0d0d0");document.body.appendChild(k);var R=mxUtils.bind(this,function(){null!=k.parentNode&& -k.parentNode.removeChild(k);null!=q&&(q.parentNode.removeChild(q),q=null);e.style.border=la});mxEvent.addListener(document,"mousemove",function(sa){for(sa=mxEvent.getSource(sa);null!=sa;){if(sa==e||sa==k||sa==q)return;sa=sa.parentNode}R()});mxEvent.addListener(document.body,"mouseleave",function(sa){R()})}else k.style.top=-this.toolbarHeight+"px",e.appendChild(k)});1!=this.graphConfig["toolbar-nohide"]?mxEvent.addListener(e,"mouseenter",aa):aa();this.responsive&&"undefined"!==typeof ResizeObserver&& -(new ResizeObserver(function(){null!=k.parentNode&&aa()})).observe(e)};GraphViewer.prototype.disableButton=function(b){var e=this.graphConfig["toolbar-buttons"]?this.graphConfig["toolbar-buttons"][b]:null;null!=e&&(mxUtils.setOpacity(e.elem,30),mxEvent.removeListener(e.elem,"click",e.handler),mxEvent.addListener(e.elem,"mouseenter",function(){e.elem.style.backgroundColor="#eee"}))}; -GraphViewer.prototype.addClickHandler=function(b,e){b.linkPolicy=this.graphConfig.target||b.linkPolicy;b.addClickHandler(this.graphConfig.highlight,mxUtils.bind(this,function(k,n){if(null==n)for(var D=mxEvent.getSource(k);D!=b.container&&null!=D&&null==n;)"a"==D.nodeName.toLowerCase()&&(n=D.getAttribute("href")),D=D.parentNode;null!=e?null==n||b.isCustomLink(n)?mxEvent.consume(k):b.isExternalProtocol(n)||b.isBlankLink(n)||window.setTimeout(function(){e.destroy()},0):null!=n&&null==e&&b.isCustomLink(n)&& -(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&b.customLinkClicked(n)&&(mxUtils.clearSelection(),mxEvent.consume(k))}),mxUtils.bind(this,function(k){null!=e||!this.lightboxClickEnabled||mxEvent.isTouchEvent(k)&&0!=this.toolbarItems.length||this.showLightbox()}))}; +GraphViewer.prototype.addSizeHandler=function(){var b=this.graph.container,e=this.graph.getGraphBounds(),k=!1;b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?"hidden":"visible";var m=mxUtils.bind(this,function(){if(!k){k=!0;var K=this.graph.getGraphBounds();b.style.overflow=1!=this.graphConfig["toolbar-nohide"]?K.width+2*this.graph.border>b.offsetWidth-2?"auto":"hidden":"visible";if(null!=this.toolbar&&1!=this.graphConfig["toolbar-nohide"]){K=b.getBoundingClientRect();var Q=mxUtils.getScrollOrigin(document.body); +Q="relative"===document.body.style.position?document.body.getBoundingClientRect():{left:-Q.x,top:-Q.y};K={left:K.left-Q.left,top:K.top-Q.top,bottom:K.bottom-Q.top,right:K.right-Q.left};this.toolbar.style.left=K.left+"px";"bottom"==this.graphConfig["toolbar-position"]?this.toolbar.style.top=K.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px",this.toolbar.style.top=K.top+1+"px"):this.toolbar.style.top=K.top+"px"}else null!= +this.toolbar&&(this.toolbar.style.width=Math.max(this.minToolbarWidth,b.offsetWidth)+"px");this.treeCellFolded&&(this.treeCellFolded=!1,this.positionGraph(this.graph.view.translate),this.graph.initialViewState.translate=this.graph.view.translate.clone());k=!1}}),D=null;this.handlingResize=!1;this.fitGraph=mxUtils.bind(this,function(K){var Q=b.offsetWidth;Q==D||this.handlingResize||(this.handlingResize=!0,"auto"==b.style.overflow&&(b.style.overflow="hidden"),this.graph.maxFitScale=null!=K?K:this.graphConfig.zoom|| +(this.allowZoomIn?null:1),this.graph.fit(null,null,null,null,null,!0),(this.center||0==this.graphConfig.resize&&""!=b.style.height)&&this.graph.center(),this.graph.maxFitScale=null,0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,this.graph.getGraphBounds().height+2*this.graph.border+1)),this.graph.initialViewState={translate:this.graph.view.translate.clone(),scale:this.graph.view.scale},D=Q,window.setTimeout(mxUtils.bind(this,function(){this.handlingResize= +!1}),0))});GraphViewer.useResizeSensor&&(9>=document.documentMode?(mxEvent.addListener(window,"resize",m),this.graph.addListener("size",m)):new ResizeSensor(this.graph.container,m));if(this.graphConfig.resize||(this.zoomEnabled||!this.autoFit)&&0!=this.graphConfig.resize)this.graph.minimumContainerSize=new mxRectangle(0,0,this.minWidth,this.minHeight),this.graph.resizeContainer=!0;else if(!this.widthIsEmpty||""!=b.style.height&&this.autoFit||this.updateContainerWidth(b,e.width+2*this.graph.border), +0==this.graphConfig.resize&&""!=b.style.height||this.updateContainerHeight(b,Math.max(this.minHeight,e.height+2*this.graph.border+1)),!this.zoomEnabled&&this.autoFit){var p=D=null;m=mxUtils.bind(this,function(){window.clearTimeout(p);this.handlingResize||(p=window.setTimeout(mxUtils.bind(this,this.fitGraph),100))});GraphViewer.useResizeSensor&&(9>=document.documentMode?mxEvent.addListener(window,"resize",m):new ResizeSensor(this.graph.container,m))}else 9>=document.documentMode||this.graph.addListener("size", +m);var E=mxUtils.bind(this,function(K){var Q=b.style.minWidth;this.widthIsEmpty&&(b.style.minWidth="100%");var d=null!=this.graphConfig["max-height"]?this.graphConfig["max-height"]:""!=b.style.height&&this.autoFit?b.offsetHeight:void 0;0<b.offsetWidth&&null==K&&this.allowZoomOut&&(this.allowZoomIn||e.width+2*this.graph.border>b.offsetWidth||e.height+2*this.graph.border>d)?(K=null,null!=d&&e.height+2*this.graph.border>d-2&&(K=(d-2*this.graph.border-2)/e.height),this.fitGraph(K)):this.widthIsEmpty|| +null!=K||0!=this.graphConfig.resize||""==b.style.height?(K=null!=K?K:new mxPoint,this.graph.view.setTranslate(Math.floor(this.graph.border-e.x/this.graph.view.scale)+K.x,Math.floor(this.graph.border-e.y/this.graph.view.scale)+K.y),D=b.offsetWidth):this.graph.center((!this.widthIsEmpty||e.width<this.minWidth)&&1!=this.graphConfig.resize);b.style.minWidth=Q});8==document.documentMode?window.setTimeout(E,0):E();this.positionGraph=function(K){e=this.graph.getGraphBounds();D=null;E(K)}}; +GraphViewer.prototype.crop=function(){var b=this.graph,e=b.getGraphBounds(),k=b.border,m=b.view.scale;b.view.setTranslate(null!=e.x?Math.floor(b.view.translate.x-e.x/m+k):k,null!=e.y?Math.floor(b.view.translate.y-e.y/m+k):k)};GraphViewer.prototype.updateContainerWidth=function(b,e){b.style.width=e+"px"};GraphViewer.prototype.updateContainerHeight=function(b,e){if(this.forceCenter||this.zoomEnabled||!this.autoFit||"BackCompat"==document.compatMode||8==document.documentMode)b.style.height=e+"px"}; +GraphViewer.prototype.showLayers=function(b,e){var k=this.graphConfig.layers;k=null!=k&&0<k.length?k.split(" "):[];var m=this.graphConfig.layerIds,D=null!=m&&0<m.length,p=!1;if(0<k.length||D||null!=e){e=null!=e?e.getModel():null;b=b.getModel();b.beginUpdate();try{var E=b.getChildCount(b.root);if(null==e){e=!1;p={};if(D)for(var K=0;K<m.length;K++){var Q=b.getCell(m[K]);null!=Q&&(e=!0,p[Q.id]=!0)}else for(K=0;K<k.length;K++)Q=b.getChildAt(b.root,parseInt(k[K])),null!=Q&&(e=!0,p[Q.id]=!0);for(K=0;e&& +K<E;K++)Q=b.getChildAt(b.root,K),b.setVisible(Q,p[Q.id]||!1)}else for(K=0;K<E;K++)b.setVisible(b.getChildAt(b.root,K),e.isVisible(e.getChildAt(e.root,K)))}finally{b.endUpdate()}p=!0}return p}; +GraphViewer.prototype.addToolbar=function(){function b(oa,aa,ca,fa){var J=document.createElement("div");J.style.borderRight="1px solid #d0d0d0";J.style.padding="3px 6px 3px 6px";mxEvent.addListener(J,"click",oa);null!=ca&&J.setAttribute("title",ca);J.style.display="inline-block";oa=document.createElement("img");oa.setAttribute("border","0");oa.setAttribute("src",aa);oa.style.width="18px";null==fa||fa?(mxEvent.addListener(J,"mouseenter",function(){J.style.backgroundColor="#ddd"}),mxEvent.addListener(J, +"mouseleave",function(){J.style.backgroundColor="#eee"}),mxUtils.setOpacity(oa,60),J.style.cursor="pointer"):mxUtils.setOpacity(J,30);J.appendChild(oa);k.appendChild(J);f++;return J}var e=this.graph.container;"bottom"==this.graphConfig["toolbar-position"]?e.style.marginBottom=this.toolbarHeight+"px":"inline"!=this.graphConfig["toolbar-position"]&&(e.style.marginTop=this.toolbarHeight+"px");var k=e.ownerDocument.createElement("div");k.style.position="absolute";k.style.overflow="hidden";k.style.boxSizing= +"border-box";k.style.whiteSpace="nowrap";k.style.textAlign="left";k.style.zIndex=this.toolbarZIndex;k.style.backgroundColor="#eee";k.style.height=this.toolbarHeight+"px";this.toolbar=k;if("inline"==this.graphConfig["toolbar-position"]){mxUtils.setPrefixedStyle(k.style,"transition","opacity 100ms ease-in-out");mxUtils.setOpacity(k,30);var m=null,D=null,p=mxUtils.bind(this,function(oa){null!=m&&(window.clearTimeout(m),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);m=window.setTimeout(mxUtils.bind(this, +function(){mxUtils.setOpacity(k,0);m=null;D=window.setTimeout(mxUtils.bind(this,function(){k.style.display="none";D=null}),100)}),oa||200)}),E=mxUtils.bind(this,function(oa){null!=m&&(window.clearTimeout(m),fadeThead=null);null!=D&&(window.clearTimeout(D),fadeThead2=null);k.style.display="";mxUtils.setOpacity(k,oa||30)});mxEvent.addListener(this.graph.container,mxClient.IS_POINTER?"pointermove":"mousemove",mxUtils.bind(this,function(oa){mxEvent.isTouchEvent(oa)||(E(30),p())}));mxEvent.addListener(k, +mxClient.IS_POINTER?"pointermove":"mousemove",function(oa){mxEvent.consume(oa)});mxEvent.addListener(k,"mouseenter",mxUtils.bind(this,function(oa){E(100)}));mxEvent.addListener(k,"mousemove",mxUtils.bind(this,function(oa){E(100);mxEvent.consume(oa)}));mxEvent.addListener(k,"mouseleave",mxUtils.bind(this,function(oa){mxEvent.isTouchEvent(oa)||E(30)}));var K=this.graph,Q=K.getTolerance();K.addMouseListener({startX:0,startY:0,scrollLeft:0,scrollTop:0,mouseDown:function(oa,aa){this.startX=aa.getGraphX(); +this.startY=aa.getGraphY();this.scrollLeft=K.container.scrollLeft;this.scrollTop=K.container.scrollTop},mouseMove:function(oa,aa){},mouseUp:function(oa,aa){mxEvent.isTouchEvent(aa.getEvent())&&Math.abs(this.scrollLeft-K.container.scrollLeft)<Q&&Math.abs(this.scrollTop-K.container.scrollTop)<Q&&Math.abs(this.startX-aa.getGraphX())<Q&&Math.abs(this.startY-aa.getGraphY())<Q&&(0<parseFloat(k.style.opacity||0)?p():E(30))}})}for(var d=this.toolbarItems,f=0,g=null,x=null,z=null,u=null,H=0;H<d.length;H++){var L= +d[H];if("pages"==L){u=e.ownerDocument.createElement("div");u.style.cssText="display:inline-block;position:relative;top:5px;padding:0 4px 0 4px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;;cursor:default;";mxUtils.setOpacity(u,70);var C=b(mxUtils.bind(this,function(){this.selectPage(this.currentPage-1)}),Editor.previousImage,mxResources.get("previousPage")||"Previous Page");C.style.borderRightStyle="none";C.style.paddingLeft="0px";C.style.paddingRight="0px";k.appendChild(u);var G= +b(mxUtils.bind(this,function(){this.selectPage(this.currentPage+1)}),Editor.nextImage,mxResources.get("nextPage")||"Next Page");G.style.paddingLeft="0px";G.style.paddingRight="0px";L=mxUtils.bind(this,function(){u.innerText="";mxUtils.write(u,this.currentPage+1+" / "+this.diagrams.length);u.style.display=1<this.diagrams.length?"inline-block":"none";C.style.display=u.style.display;G.style.display=u.style.display});this.addListener("graphChanged",L);L()}else if("zoom"==L)this.zoomEnabled&&(b(mxUtils.bind(this, +function(){this.graph.zoomOut()}),Editor.zoomOutImage,mxResources.get("zoomOut")||"Zoom Out"),b(mxUtils.bind(this,function(){this.graph.zoomIn()}),Editor.zoomInImage,mxResources.get("zoomIn")||"Zoom In"),b(mxUtils.bind(this,function(){this.graph.view.scaleAndTranslate(this.graph.initialViewState.scale,this.graph.initialViewState.translate.x,this.graph.initialViewState.translate.y)}),Editor.zoomFitImage,mxResources.get("fit")||"Fit"));else if("layers"==L){if(this.layersEnabled){var V=this.graph.getModel(), +U=b(mxUtils.bind(this,function(oa){if(null!=g)g.parentNode.removeChild(g),g=null;else{g=this.graph.createLayersDialog(mxUtils.bind(this,function(){if(this.autoCrop)this.crop();else if(this.autoOrigin){var ca=this.graph.getGraphBounds(),fa=this.graph.view;0>ca.x||0>ca.y?(this.crop(),this.graph.originalViewState=this.graph.initialViewState,this.graph.initialViewState={translate:fa.translate.clone(),scale:fa.scale}):null!=this.graph.originalViewState&&0<ca.x/fa.scale+this.graph.originalViewState.translate.x- +fa.translate.x&&0<ca.y/fa.scale+this.graph.originalViewState.translate.y-fa.translate.y&&(fa.setTranslate(this.graph.originalViewState.translate.x,this.graph.originalViewState.translate.y),this.graph.originalViewState=null,this.graph.initialViewState={translate:fa.translate.clone(),scale:fa.scale})}}));mxEvent.addListener(g,"mouseleave",function(){g.parentNode.removeChild(g);g=null});oa=U.getBoundingClientRect();g.style.width="140px";g.style.padding="2px 0px 2px 0px";g.style.border="1px solid #d0d0d0"; +g.style.backgroundColor="#eee";g.style.fontFamily=Editor.defaultHtmlFont;g.style.fontSize="11px";g.style.overflowY="auto";g.style.maxHeight=this.graph.container.clientHeight-this.toolbarHeight-10+"px";g.style.zIndex=this.toolbarZIndex+1;mxUtils.setOpacity(g,80);var aa=mxUtils.getDocumentScrollOrigin(document);g.style.left=aa.x+oa.left-1+"px";g.style.top=aa.y+oa.bottom-2+"px";document.body.appendChild(g)}}),Editor.layersImage,mxResources.get("layers")||"Layers");V.addListener(mxEvent.CHANGE,function(){U.style.display= +1<V.getChildCount(V.root)?"inline-block":"none"});U.style.display=1<V.getChildCount(V.root)?"inline-block":"none"}}else if("tags"==L){if(this.tagsEnabled){var Y=b(mxUtils.bind(this,function(oa){null==x&&(x=this.graph.createTagsDialog(mxUtils.bind(this,function(){return!0})),x.div.getElementsByTagName("div")[0].style.position="",x.div.style.maxHeight="160px",x.div.style.maxWidth="120px",x.div.style.padding="2px",x.div.style.overflow="auto",x.div.style.height="auto",x.div.style.position="fixed",x.div.style.fontFamily= +Editor.defaultHtmlFont,x.div.style.fontSize="11px",x.div.style.backgroundColor="#eee",x.div.style.color="#000",x.div.style.border="1px solid #d0d0d0",x.div.style.zIndex=this.toolbarZIndex+1,mxUtils.setOpacity(x.div,80));if(null!=z)z.parentNode.removeChild(z),z=null;else{z=x.div;mxEvent.addListener(z,"mouseleave",function(){z.parentNode.removeChild(z);z=null});oa=Y.getBoundingClientRect();var aa=mxUtils.getDocumentScrollOrigin(document);z.style.left=aa.x+oa.left-1+"px";z.style.top=aa.y+oa.bottom-2+ +"px";document.body.appendChild(z);x.refresh()}}),Editor.tagsImage,mxResources.get("tags")||"Tags");V.addListener(mxEvent.CHANGE,mxUtils.bind(this,function(){Y.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}));Y.style.display=0<this.graph.getAllTags().length?"inline-block":"none"}}else"lightbox"==L?this.lightboxEnabled&&b(mxUtils.bind(this,function(){this.showLightbox()}),Editor.fullscreenImage,mxResources.get("fullscreen")||"Fullscreen"):null!=this.graphConfig["toolbar-buttons"]&& +(L=this.graphConfig["toolbar-buttons"][L],null!=L&&(L.elem=b(null==L.enabled||L.enabled?L.handler:function(){},L.image,L.title,L.enabled)))}null!=this.graph.minimumContainerSize&&(this.graph.minimumContainerSize.width=34*f);null!=this.graphConfig.title&&(d=e.ownerDocument.createElement("div"),d.style.cssText="display:inline-block;position:relative;padding:3px 6px 0 6px;vertical-align:top;font-family:Helvetica,Arial;font-size:12px;top:4px;cursor:default;",d.setAttribute("title",this.graphConfig.title), +mxUtils.write(d,this.graphConfig.title),mxUtils.setOpacity(d,70),k.appendChild(d),this.filename=d);this.minToolbarWidth=34*f;var O=e.style.border,qa=mxUtils.bind(this,function(){k.style.width="inline"==this.graphConfig["toolbar-position"]?"auto":Math.max(this.minToolbarWidth,e.offsetWidth)+"px";k.style.border="1px solid #d0d0d0";if(1!=this.graphConfig["toolbar-nohide"]){var oa=e.getBoundingClientRect(),aa=mxUtils.getScrollOrigin(document.body);aa="relative"===document.body.style.position?document.body.getBoundingClientRect(): +{left:-aa.x,top:-aa.y};oa={left:oa.left-aa.left,top:oa.top-aa.top,bottom:oa.bottom-aa.top,right:oa.right-aa.left};k.style.left=oa.left+"px";"bottom"==this.graphConfig["toolbar-position"]?k.style.top=oa.bottom-1+"px":"inline"!=this.graphConfig["toolbar-position"]?(k.style.marginTop=-this.toolbarHeight+"px",k.style.top=oa.top+1+"px"):k.style.top=oa.top+"px";"1px solid transparent"==O&&(e.style.border="1px solid #d0d0d0");document.body.appendChild(k);var ca=mxUtils.bind(this,function(){null!=k.parentNode&& +k.parentNode.removeChild(k);null!=g&&(g.parentNode.removeChild(g),g=null);e.style.border=O});mxEvent.addListener(document,"mousemove",function(fa){for(fa=mxEvent.getSource(fa);null!=fa;){if(fa==e||fa==k||fa==g)return;fa=fa.parentNode}ca()});mxEvent.addListener(document.body,"mouseleave",function(fa){ca()})}else k.style.top=-this.toolbarHeight+"px",e.appendChild(k)});1!=this.graphConfig["toolbar-nohide"]?mxEvent.addListener(e,"mouseenter",qa):qa();this.responsive&&"undefined"!==typeof ResizeObserver&& +(new ResizeObserver(function(){null!=k.parentNode&&qa()})).observe(e)};GraphViewer.prototype.disableButton=function(b){var e=this.graphConfig["toolbar-buttons"]?this.graphConfig["toolbar-buttons"][b]:null;null!=e&&(mxUtils.setOpacity(e.elem,30),mxEvent.removeListener(e.elem,"click",e.handler),mxEvent.addListener(e.elem,"mouseenter",function(){e.elem.style.backgroundColor="#eee"}))}; +GraphViewer.prototype.addClickHandler=function(b,e){b.linkPolicy=this.graphConfig.target||b.linkPolicy;b.addClickHandler(this.graphConfig.highlight,mxUtils.bind(this,function(k,m){if(null==m)for(var D=mxEvent.getSource(k);D!=b.container&&null!=D&&null==m;)"a"==D.nodeName.toLowerCase()&&(m=D.getAttribute("href")),D=D.parentNode;null!=e?null==m||b.isCustomLink(m)?mxEvent.consume(k):b.isExternalProtocol(m)||b.isBlankLink(m)||window.setTimeout(function(){e.destroy()},0):null!=m&&null==e&&b.isCustomLink(m)&& +(mxEvent.isTouchEvent(k)||!mxEvent.isPopupTrigger(k))&&b.customLinkClicked(m)&&(mxUtils.clearSelection(),mxEvent.consume(k))}),mxUtils.bind(this,function(k){null!=e||!this.lightboxClickEnabled||mxEvent.isTouchEvent(k)&&0!=this.toolbarItems.length||this.showLightbox()}))}; GraphViewer.prototype.showLightbox=function(b,e,k){if("open"==this.graphConfig.lightbox||window.self!==window.top)if(null==this.lightboxWindow||this.lightboxWindow.closed){b=null!=b?b:null!=this.graphConfig.editable?this.graphConfig.editable:!0;k={client:1,target:null!=k?k:"blank"};b&&(k.edit=this.graphConfig.edit||"_blank");if(null!=e?e:1)k.close=1;this.layersEnabled&&(k.layers=1);this.tagsEnabled&&(k.tags={});null!=this.graphConfig&&0!=this.graphConfig.nav&&(k.nav=1);null!=this.graphConfig&&null!= -this.graphConfig.highlight&&(k.highlight=this.graphConfig.highlight.substring(1));null!=this.currentPage&&0<this.currentPage&&(k.page=this.currentPage);"undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)?null==this.lightboxWindow&&mxEvent.addListener(window,"message",mxUtils.bind(this,function(n){"ready"==n.data&&n.source==this.lightboxWindow&&this.lightboxWindow.postMessage(this.xml,"*")})):k.data=encodeURIComponent(this.xml);"1"==urlParams.dev&&(k.dev= +this.graphConfig.highlight&&(k.highlight=this.graphConfig.highlight.substring(1));null!=this.currentPage&&0<this.currentPage&&(k.page=this.currentPage);"undefined"!==typeof window.postMessage&&(null==document.documentMode||10<=document.documentMode)?null==this.lightboxWindow&&mxEvent.addListener(window,"message",mxUtils.bind(this,function(m){"ready"==m.data&&m.source==this.lightboxWindow&&this.lightboxWindow.postMessage(this.xml,"*")})):k.data=encodeURIComponent(this.xml);"1"==urlParams.dev&&(k.dev= "1");this.lightboxWindow=window.open(("1"!=urlParams.dev?EditorUi.lightboxHost:"https://test.draw.io")+"/#P"+encodeURIComponent(JSON.stringify(k)))}else this.lightboxWindow.focus();else this.showLocalLightbox()}; GraphViewer.prototype.showLocalLightbox=function(){mxUtils.getDocumentScrollOrigin(document);var b=document.createElement("div");b.style.cssText="position:fixed;top:0;left:0;bottom:0;right:0;";b.style.zIndex=this.lightboxZIndex;b.style.backgroundColor="#000000";mxUtils.setOpacity(b,70);document.body.appendChild(b);var e=document.createElement("img");e.setAttribute("border","0");e.setAttribute("src",Editor.closeBlackImage);e.style.cssText="position:fixed;top:32px;right:32px;";e.style.cursor="pointer"; -mxEvent.addListener(e,"click",function(){n.destroy()});urlParams.pages="1";urlParams.page=this.currentPage;urlParams["page-id"]=this.graphConfig.pageId;urlParams["layer-ids"]=null!=this.graphConfig.layerIds&&0<this.graphConfig.layerIds.length?this.graphConfig.layerIds.join(" "):null;urlParams.nav=0!=this.graphConfig.nav?"1":"0";urlParams.layers=this.layersEnabled?"1":"0";this.tagsEnabled&&(urlParams.tags="{}");if(null==document.documentMode||10<=document.documentMode)Editor.prototype.editButtonLink= -this.graphConfig.edit,Editor.prototype.editButtonFunc=this.graphConfig.editFunc;EditorUi.prototype.updateActionStates=function(){};EditorUi.prototype.addBeforeUnloadListener=function(){};EditorUi.prototype.addChromelessClickHandler=function(){};var k=Graph.prototype.shadowId;Graph.prototype.shadowId="lightboxDropShadow";var n=new EditorUi(new Editor(!0),document.createElement("div"),!0);n.editor.editBlankUrl=this.editBlankUrl;n.editor.graph.shadowId="lightboxDropShadow";Graph.prototype.shadowId=k; -n.refresh=function(){};var D=mxUtils.bind(this,function(q){27==q.keyCode&&n.destroy()}),t=this.initialOverflow,E=n.destroy;n.destroy=function(){mxEvent.removeListener(document.documentElement,"keydown",D);document.body.removeChild(b);document.body.removeChild(e);document.body.style.overflow=t;GraphViewer.resizeSensorEnabled=!0;E.apply(this,arguments)};var d=n.editor.graph,f=d.container;f.style.overflow="hidden";this.lightboxChrome?(f.style.border="1px solid #c0c0c0",f.style.margin="40px",mxEvent.addListener(document.documentElement, -"keydown",D)):(b.style.display="none",e.style.display="none");var g=this;d.getImageFromBundles=function(q){return g.getImageUrl(q)};var l=n.createTemporaryGraph;n.createTemporaryGraph=function(){var q=l.apply(this,arguments);q.getImageFromBundles=function(z){return g.getImageUrl(z)};return q};this.graphConfig.move&&(d.isMoveCellsEvent=function(q){return!0});mxUtils.setPrefixedStyle(f.style,"border-radius","4px");f.style.position="fixed";GraphViewer.resizeSensorEnabled=!1;document.body.style.overflow= -"hidden";mxClient.IS_SF||mxClient.IS_EDGE||(mxUtils.setPrefixedStyle(f.style,"transform","rotateY(90deg)"),mxUtils.setPrefixedStyle(f.style,"transition","all .25s ease-in-out"));this.addClickHandler(d,n);window.setTimeout(mxUtils.bind(this,function(){f.style.outline="none";f.style.zIndex=this.lightboxZIndex;e.style.zIndex=this.lightboxZIndex;document.body.appendChild(f);document.body.appendChild(e);n.setFileData(this.xml);mxUtils.setPrefixedStyle(f.style,"transform","rotateY(0deg)");n.chromelessToolbar.style.bottom= -"60px";n.chromelessToolbar.style.zIndex=this.lightboxZIndex;document.body.appendChild(n.chromelessToolbar);n.getEditBlankXml=mxUtils.bind(this,function(){return this.xml});n.lightboxFit();n.chromelessResize();this.showLayers(d,this.graph);mxEvent.addListener(b,"click",function(){n.destroy()})}),0);return n}; +mxEvent.addListener(e,"click",function(){m.destroy()});urlParams.pages="1";urlParams.page=this.currentPage;urlParams["page-id"]=this.graphConfig.pageId;urlParams["layer-ids"]=null!=this.graphConfig.layerIds&&0<this.graphConfig.layerIds.length?this.graphConfig.layerIds.join(" "):null;urlParams.nav=0!=this.graphConfig.nav?"1":"0";urlParams.layers=this.layersEnabled?"1":"0";this.tagsEnabled&&(urlParams.tags="{}");if(null==document.documentMode||10<=document.documentMode)Editor.prototype.editButtonLink= +this.graphConfig.edit,Editor.prototype.editButtonFunc=this.graphConfig.editFunc;EditorUi.prototype.updateActionStates=function(){};EditorUi.prototype.addBeforeUnloadListener=function(){};EditorUi.prototype.addChromelessClickHandler=function(){};var k=Graph.prototype.shadowId;Graph.prototype.shadowId="lightboxDropShadow";var m=new EditorUi(new Editor(!0),document.createElement("div"),!0);m.editor.editBlankUrl=this.editBlankUrl;m.editor.graph.shadowId="lightboxDropShadow";Graph.prototype.shadowId=k; +m.refresh=function(){};var D=mxUtils.bind(this,function(g){27==g.keyCode&&m.destroy()}),p=this.initialOverflow,E=m.destroy;m.destroy=function(){mxEvent.removeListener(document.documentElement,"keydown",D);document.body.removeChild(b);document.body.removeChild(e);document.body.style.overflow=p;GraphViewer.resizeSensorEnabled=!0;E.apply(this,arguments)};var K=m.editor.graph,Q=K.container;Q.style.overflow="hidden";this.lightboxChrome?(Q.style.border="1px solid #c0c0c0",Q.style.margin="40px",mxEvent.addListener(document.documentElement, +"keydown",D)):(b.style.display="none",e.style.display="none");var d=this;K.getImageFromBundles=function(g){return d.getImageUrl(g)};var f=m.createTemporaryGraph;m.createTemporaryGraph=function(){var g=f.apply(this,arguments);g.getImageFromBundles=function(x){return d.getImageUrl(x)};return g};this.graphConfig.move&&(K.isMoveCellsEvent=function(g){return!0});mxUtils.setPrefixedStyle(Q.style,"border-radius","4px");Q.style.position="fixed";GraphViewer.resizeSensorEnabled=!1;document.body.style.overflow= +"hidden";mxClient.IS_SF||mxClient.IS_EDGE||(mxUtils.setPrefixedStyle(Q.style,"transform","rotateY(90deg)"),mxUtils.setPrefixedStyle(Q.style,"transition","all .25s ease-in-out"));this.addClickHandler(K,m);window.setTimeout(mxUtils.bind(this,function(){Q.style.outline="none";Q.style.zIndex=this.lightboxZIndex;e.style.zIndex=this.lightboxZIndex;document.body.appendChild(Q);document.body.appendChild(e);m.setFileData(this.xml);mxUtils.setPrefixedStyle(Q.style,"transform","rotateY(0deg)");m.chromelessToolbar.style.bottom= +"60px";m.chromelessToolbar.style.zIndex=this.lightboxZIndex;document.body.appendChild(m.chromelessToolbar);m.getEditBlankXml=mxUtils.bind(this,function(){return this.xml});m.lightboxFit();m.chromelessResize();this.showLayers(K,this.graph);mxEvent.addListener(b,"click",function(){m.destroy()})}),0);return m}; GraphViewer.prototype.updateTitle=function(b){b=b||"";this.showTitleAsTooltip&&null!=this.graph&&null!=this.graph.container&&this.graph.container.setAttribute("title",b);null!=this.filename&&(this.filename.innerText="",mxUtils.write(this.filename,b),this.filename.setAttribute("title",b))}; -GraphViewer.processElements=function(b){mxUtils.forEach(GraphViewer.getElementsByClassName(b||"mxgraph"),function(e){try{e.innerText="",GraphViewer.createViewerForElement(e)}catch(k){e.innerHTML=k.message,null!=window.console&&console.error(k)}})}; -GraphViewer.getElementsByClassName=function(b){if(document.getElementsByClassName){var e=document.getElementsByClassName(b);b=[];for(var k=0;k<e.length;k++)b.push(e[k]);return b}var n=document.getElementsByTagName("*");e=[];for(k=0;k<n.length;k++){var D=n[k].className;null!=D&&0<D.length&&(D=D.split(" "),0<=mxUtils.indexOf(D,b)&&e.push(n[k]))}return e}; -GraphViewer.createViewerForElement=function(b,e){var k=b.getAttribute("data-mxgraph");if(null!=k){var n=JSON.parse(k),D=function(t){t=mxUtils.parseXml(t);t=new GraphViewer(b,t.documentElement,n);null!=e&&e(t)};null!=n.url?GraphViewer.getUrl(n.url,function(t){D(t)}):D(n.xml)}}; +GraphViewer.processElements=function(b){mxUtils.forEach(GraphViewer.getElementsByClassName(b||"mxgraph"),function(e){try{e.innerText="",GraphViewer.createViewerForElement(e)}catch(k){e.innerText=k.message,null!=window.console&&console.error(k)}})}; +GraphViewer.getElementsByClassName=function(b){if(document.getElementsByClassName){var e=document.getElementsByClassName(b);b=[];for(var k=0;k<e.length;k++)b.push(e[k]);return b}var m=document.getElementsByTagName("*");e=[];for(k=0;k<m.length;k++){var D=m[k].className;null!=D&&0<D.length&&(D=D.split(" "),0<=mxUtils.indexOf(D,b)&&e.push(m[k]))}return e}; +GraphViewer.createViewerForElement=function(b,e){var k=b.getAttribute("data-mxgraph");if(null!=k){var m=JSON.parse(k),D=function(p){p=mxUtils.parseXml(p);p=new GraphViewer(b,p.documentElement,m);null!=e&&e(p)};null!=m.url?GraphViewer.getUrl(m.url,function(p){D(p)}):D(m.xml)}}; GraphViewer.initCss=function(){try{var b=document.createElement("style");b.type="text/css";b.innerHTML="div.mxTooltip {\n-webkit-box-shadow: 3px 3px 12px #C0C0C0;\n-moz-box-shadow: 3px 3px 12px #C0C0C0;\nbox-shadow: 3px 3px 12px #C0C0C0;\nbackground: #FFFFCC;\nborder-style: solid;\nborder-width: 1px;\nborder-color: black;\nfont-family: Arial;\nfont-size: 8pt;\nposition: absolute;\ncursor: default;\npadding: 4px;\ncolor: black;}\ntd.mxPopupMenuIcon div {\nwidth:16px;\nheight:16px;}\nhtml div.mxPopupMenu {\n-webkit-box-shadow:2px 2px 3px #d5d5d5;\n-moz-box-shadow:2px 2px 3px #d5d5d5;\nbox-shadow:2px 2px 3px #d5d5d5;\n_filter:progid:DXImageTransform.Microsoft.DropShadow(OffX=2, OffY=2, Color='#d0d0d0',Positive='true');\nbackground:white;\nposition:absolute;\nborder:3px solid #e7e7e7;\npadding:3px;}\nhtml table.mxPopupMenu {\nborder-collapse:collapse;\nmargin:0px;}\nhtml td.mxPopupMenuItem {\npadding:7px 30px 7px 30px;\nfont-family:Helvetica Neue,Helvetica,Arial Unicode MS,Arial;\nfont-size:10pt;}\nhtml td.mxPopupMenuIcon {\nbackground-color:white;\npadding:0px;}\ntd.mxPopupMenuIcon .geIcon {\npadding:2px;\npadding-bottom:4px;\nmargin:2px;\nborder:1px solid transparent;\nopacity:0.5;\n_width:26px;\n_height:26px;}\ntd.mxPopupMenuIcon .geIcon:hover {\nborder:1px solid gray;\nborder-radius:2px;\nopacity:1;}\nhtml tr.mxPopupMenuItemHover {\nbackground-color: #eeeeee;\ncolor: black;}\ntable.mxPopupMenu hr {\ncolor:#cccccc;\nbackground-color:#cccccc;\nborder:none;\nheight:1px;}\ntable.mxPopupMenu tr {\tfont-size:4pt;}\n.geDialog, .geDialog table { font-family:Helvetica Neue,Helvetica,Arial Unicode MS,Arial;\nfont-size:10pt;\nborder:none;\nmargin:0px;}\n.geDialog {\tposition:absolute;\tbackground:white;\toverflow:hidden;\tpadding:30px;\tborder:1px solid #acacac;\t-webkit-box-shadow:0px 0px 2px 2px #d5d5d5;\t-moz-box-shadow:0px 0px 2px 2px #d5d5d5;\tbox-shadow:0px 0px 2px 2px #d5d5d5;\t_filter:progid:DXImageTransform.Microsoft.DropShadow(OffX=2, OffY=2, Color='#d5d5d5', Positive='true');\tz-index: 2;}.geDialogClose {\tposition:absolute;\twidth:9px;\theight:9px;\topacity:0.5;\tcursor:pointer;\t_filter:alpha(opacity=50);}.geDialogClose:hover {\topacity:1;}.geDialogTitle {\tbox-sizing:border-box;\twhite-space:nowrap;\tbackground:rgb(229, 229, 229);\tborder-bottom:1px solid rgb(192, 192, 192);\tfont-size:15px;\tfont-weight:bold;\ttext-align:center;\tcolor:rgb(35, 86, 149);}.geDialogFooter {\tbackground:whiteSmoke;\twhite-space:nowrap;\ttext-align:right;\tbox-sizing:border-box;\tborder-top:1px solid #e5e5e5;\tcolor:darkGray;}\n.geBtn {\tbackground-color: #f5f5f5;\tborder-radius: 2px;\tborder: 1px solid #d8d8d8;\tcolor: #333;\tcursor: default;\tfont-size: 11px;\tfont-weight: bold;\theight: 29px;\tline-height: 27px;\tmargin: 0 0 0 8px;\tmin-width: 72px;\toutline: 0;\tpadding: 0 8px;\tcursor: pointer;}.geBtn:hover, .geBtn:focus {\t-webkit-box-shadow: 0px 1px 1px rgba(0,0,0,0.1);\t-moz-box-shadow: 0px 1px 1px rgba(0,0,0,0.1);\tbox-shadow: 0px 1px 1px rgba(0,0,0,0.1);\tborder: 1px solid #c6c6c6;\tbackground-color: #f8f8f8;\tbackground-image: linear-gradient(#f8f8f8 0px,#f1f1f1 100%);\tcolor: #111;}.geBtn:disabled {\topacity: .5;}.gePrimaryBtn {\tbackground-color: #4d90fe;\tbackground-image: linear-gradient(#4d90fe 0px,#4787ed 100%);\tborder: 1px solid #3079ed;\tcolor: #fff;}.gePrimaryBtn:hover, .gePrimaryBtn:focus {\tbackground-color: #357ae8;\tbackground-image: linear-gradient(#4d90fe 0px,#357ae8 100%);\tborder: 1px solid #2f5bb7;\tcolor: #fff;}.gePrimaryBtn:disabled {\topacity: .5;}";document.getElementsByTagName("head")[0].appendChild(b)}catch(e){}}; -GraphViewer.cachedUrls={};GraphViewer.getUrl=function(b,e,k){if(null!=GraphViewer.cachedUrls[b])e(GraphViewer.cachedUrls[b]);else{var n=null!=navigator.userAgent&&0<navigator.userAgent.indexOf("MSIE 9")?new XDomainRequest:new XMLHttpRequest;n.open("GET",b);n.onload=function(){e(null!=n.getText?n.getText():n.responseText)};n.onerror=k;n.send()}};GraphViewer.resizeSensorEnabled=!0;GraphViewer.useResizeSensor=!0; -(function(){var b=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||function(k){return window.setTimeout(k,20)},e=function(k,n){function D(){this.q=[];this.add=function(F){this.q.push(F)};var q,z;this.call=function(){q=0;for(z=this.q.length;q<z;q++)this.q[q].call()}}function t(q,z){return q.currentStyle?q.currentStyle[z]:window.getComputedStyle?window.getComputedStyle(q,null).getPropertyValue(z):q.style[z]}function E(q,z){if(!q.resizedAttached)q.resizedAttached= -new D,q.resizedAttached.add(z);else if(q.resizedAttached){q.resizedAttached.add(z);return}q.resizeSensor=document.createElement("div");q.resizeSensor.className="resize-sensor";q.resizeSensor.style.cssText="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;";q.resizeSensor.innerHTML='<div class="resize-sensor-expand" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s;"></div></div><div class="resize-sensor-shrink" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s; width: 200%; height: 200%"></div></div>'; -q.appendChild(q.resizeSensor);"static"==t(q,"position")&&(q.style.position="relative");var F=q.resizeSensor.childNodes[0],C=F.childNodes[0],I=q.resizeSensor.childNodes[1],G=function(){C.style.width="100000px";C.style.height="100000px";F.scrollLeft=1E5;F.scrollTop=1E5;I.scrollLeft=1E5;I.scrollTop=1E5};G();var Z=!1,ca=function(){q.resizedAttached&&(Z&&(q.resizedAttached.call(),Z=!1),b(ca))};b(ca);var ba,Y,O,la;z=function(){if((O=q.offsetWidth)!=ba||(la=q.offsetHeight)!=Y)Z=!0,ba=O,Y=la;G()};var aa= -function(ia,X,R){ia.attachEvent?ia.attachEvent("on"+X,R):ia.addEventListener(X,R)};aa(F,"scroll",z);aa(I,"scroll",z)}var d=function(){GraphViewer.resizeSensorEnabled&&n()},f=Object.prototype.toString.call(k),g="[object Array]"===f||"[object NodeList]"===f||"[object HTMLCollection]"===f||"undefined"!==typeof jQuery&&k instanceof jQuery||"undefined"!==typeof Elements&&k instanceof Elements;if(g){f=0;for(var l=k.length;f<l;f++)E(k[f],d)}else E(k,d);this.detach=function(){if(g)for(var q=0,z=k.length;q< -z;q++)e.detach(k[q]);else e.detach(k)}};e.detach=function(k){k.resizeSensor&&(k.removeChild(k.resizeSensor),delete k.resizeSensor,delete k.resizedAttached)};window.ResizeSensor=e})(); +GraphViewer.cachedUrls={};GraphViewer.getUrl=function(b,e,k){if(null!=GraphViewer.cachedUrls[b])e(GraphViewer.cachedUrls[b]);else{var m=null!=navigator.userAgent&&0<navigator.userAgent.indexOf("MSIE 9")?new XDomainRequest:new XMLHttpRequest;m.open("GET",b);m.onload=function(){e(null!=m.getText?m.getText():m.responseText)};m.onerror=k;m.send()}};GraphViewer.resizeSensorEnabled=!0;GraphViewer.useResizeSensor=!0; +(function(){var b=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||function(k){return window.setTimeout(k,20)},e=function(k,m){function D(){this.q=[];this.add=function(z){this.q.push(z)};var g,x;this.call=function(){g=0;for(x=this.q.length;g<x;g++)this.q[g].call()}}function p(g,x){return g.currentStyle?g.currentStyle[x]:window.getComputedStyle?window.getComputedStyle(g,null).getPropertyValue(x):g.style[x]}function E(g,x){if(!g.resizedAttached)g.resizedAttached= +new D,g.resizedAttached.add(x);else if(g.resizedAttached){g.resizedAttached.add(x);return}g.resizeSensor=document.createElement("div");g.resizeSensor.className="resize-sensor";g.resizeSensor.style.cssText="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;";g.resizeSensor.innerHTML='<div class="resize-sensor-expand" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s;"></div></div><div class="resize-sensor-shrink" style="position: absolute; left: 0; top: 0; right: 0; bottom: 0; overflow: hidden; z-index: -1; visibility: hidden;"><div style="position: absolute; left: 0; top: 0; transition: 0s; width: 200%; height: 200%"></div></div>'; +g.appendChild(g.resizeSensor);"static"==p(g,"position")&&(g.style.position="relative");var z=g.resizeSensor.childNodes[0],u=z.childNodes[0],H=g.resizeSensor.childNodes[1],L=function(){u.style.width="100000px";u.style.height="100000px";z.scrollLeft=1E5;z.scrollTop=1E5;H.scrollLeft=1E5;H.scrollTop=1E5};L();var C=!1,G=function(){g.resizedAttached&&(C&&(g.resizedAttached.call(),C=!1),b(G))};b(G);var V,U,Y,O;x=function(){if((Y=g.offsetWidth)!=V||(O=g.offsetHeight)!=U)C=!0,V=Y,U=O;L()};var qa=function(oa, +aa,ca){oa.attachEvent?oa.attachEvent("on"+aa,ca):oa.addEventListener(aa,ca)};qa(z,"scroll",x);qa(H,"scroll",x)}var K=function(){GraphViewer.resizeSensorEnabled&&m()},Q=Object.prototype.toString.call(k),d="[object Array]"===Q||"[object NodeList]"===Q||"[object HTMLCollection]"===Q||"undefined"!==typeof jQuery&&k instanceof jQuery||"undefined"!==typeof Elements&&k instanceof Elements;if(d){Q=0;for(var f=k.length;Q<f;Q++)E(k[Q],K)}else E(k,K);this.detach=function(){if(d)for(var g=0,x=k.length;g<x;g++)e.detach(k[g]); +else e.detach(k)}};e.detach=function(k){k.resizeSensor&&(k.removeChild(k.resizeSensor),delete k.resizeSensor,delete k.resizedAttached)};window.ResizeSensor=e})(); (function(){Editor.initMath();GraphViewer.initCss();if(null!=window.onDrawioViewerLoad)window.onDrawioViewerLoad();else GraphViewer.processElements()})(); diff --git a/src/main/webapp/mxgraph/mxClient.js b/src/main/webapp/mxgraph/mxClient.js index d2ef355d..d8f66819 100644 --- a/src/main/webapp/mxgraph/mxClient.js +++ b/src/main/webapp/mxgraph/mxClient.js @@ -1,4 +1,4 @@ -var mxClient={VERSION:"20.1.1",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), +var mxClient={VERSION:"20.1.4",IS_IE:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("MSIE"),IS_IE11:null!=navigator.userAgent&&!!navigator.userAgent.match(/Trident\/7\./),IS_EDGE:null!=navigator.userAgent&&!!navigator.userAgent.match(/Edge\//),IS_EM:"spellcheck"in document.createElement("textarea")&&8==document.documentMode,VML_PREFIX:"v",OFFICE_PREFIX:"o",IS_NS:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Mozilla/")&&0>navigator.userAgent.indexOf("MSIE")&&0>navigator.userAgent.indexOf("Edge/"), IS_OP:null!=navigator.userAgent&&(0<=navigator.userAgent.indexOf("Opera/")||0<=navigator.userAgent.indexOf("OPR/")),IS_OT:null!=navigator.userAgent&&0<=navigator.userAgent.indexOf("Presto/")&&0>navigator.userAgent.indexOf("Presto/2.4.")&&0>navigator.userAgent.indexOf("Presto/2.3.")&&0>navigator.userAgent.indexOf("Presto/2.2.")&&0>navigator.userAgent.indexOf("Presto/2.1.")&&0>navigator.userAgent.indexOf("Presto/2.0.")&&0>navigator.userAgent.indexOf("Presto/1."),IS_SF:/Apple Computer, Inc/.test(navigator.vendor), IS_ANDROID:0<=navigator.appVersion.indexOf("Android"),IS_IOS:/iP(hone|od|ad)/.test(navigator.platform)||navigator.userAgent.match(/Mac/)&&navigator.maxTouchPoints&&2<navigator.maxTouchPoints,IS_WEBVIEW:/((iPhone|iPod|iPad).*AppleWebKit(?!.*Version)|; wv)/i.test(navigator.userAgent),IS_GC:/Google Inc/.test(navigator.vendor),IS_CHROMEAPP:null!=window.chrome&&null!=chrome.app&&null!=chrome.app.runtime,IS_FF:"undefined"!==typeof InstallTrigger,IS_MT:0<=navigator.userAgent.indexOf("Firefox/")&&0>navigator.userAgent.indexOf("Firefox/1.")&& 0>navigator.userAgent.indexOf("Firefox/2.")||0<=navigator.userAgent.indexOf("Iceweasel/")&&0>navigator.userAgent.indexOf("Iceweasel/1.")&&0>navigator.userAgent.indexOf("Iceweasel/2.")||0<=navigator.userAgent.indexOf("SeaMonkey/")&&0>navigator.userAgent.indexOf("SeaMonkey/1.")||0<=navigator.userAgent.indexOf("Iceape/")&&0>navigator.userAgent.indexOf("Iceape/1."),IS_SVG:"MICROSOFT INTERNET EXPLORER"!=navigator.appName.toUpperCase(),NO_FO:!document.createElementNS||"[object SVGForeignObjectElement]"!== diff --git a/src/main/webapp/resources/dia.txt b/src/main/webapp/resources/dia.txt index 172cd5d6..b1eadb22 100644 --- a/src/main/webapp/resources/dia.txt +++ b/src/main/webapp/resources/dia.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_am.txt b/src/main/webapp/resources/dia_am.txt index 70b8cccd..4648cf72 100644 --- a/src/main/webapp/resources/dia_am.txt +++ b/src/main/webapp/resources/dia_am.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ar.txt b/src/main/webapp/resources/dia_ar.txt index 5a3d60a3..7897c2ee 100644 --- a/src/main/webapp/resources/dia_ar.txt +++ b/src/main/webapp/resources/dia_ar.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_bg.txt b/src/main/webapp/resources/dia_bg.txt index a661ed76..134c6426 100644 --- a/src/main/webapp/resources/dia_bg.txt +++ b/src/main/webapp/resources/dia_bg.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_bn.txt b/src/main/webapp/resources/dia_bn.txt index 1f3d1dc7..2611c334 100644 --- a/src/main/webapp/resources/dia_bn.txt +++ b/src/main/webapp/resources/dia_bn.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_bs.txt b/src/main/webapp/resources/dia_bs.txt index 935c3eb9..8fe5354e 100644 --- a/src/main/webapp/resources/dia_bs.txt +++ b/src/main/webapp/resources/dia_bs.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ca.txt b/src/main/webapp/resources/dia_ca.txt index d43eb775..3bf4e605 100644 --- a/src/main/webapp/resources/dia_ca.txt +++ b/src/main/webapp/resources/dia_ca.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_cs.txt b/src/main/webapp/resources/dia_cs.txt index 6e114e33..3db9315c 100644 --- a/src/main/webapp/resources/dia_cs.txt +++ b/src/main/webapp/resources/dia_cs.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Ukládat koncept v intervalu [sek] (0 – nula – vypíná) pluginsDisabled=Externí zásuvné moduly vypnuty extExpNotConfigured=Externí služba obrázků není nastavena pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_da.txt b/src/main/webapp/resources/dia_da.txt index c96b2ced..52d6d1d8 100644 --- a/src/main/webapp/resources/dia_da.txt +++ b/src/main/webapp/resources/dia_da.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_de.txt b/src/main/webapp/resources/dia_de.txt index cbebbb8a..9de610bf 100644 --- a/src/main/webapp/resources/dia_de.txt +++ b/src/main/webapp/resources/dia_de.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_el.txt b/src/main/webapp/resources/dia_el.txt index 952ea7e9..650403a5 100644 --- a/src/main/webapp/resources/dia_el.txt +++ b/src/main/webapp/resources/dia_el.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_eo.txt b/src/main/webapp/resources/dia_eo.txt index b164003c..7281aaf2 100644 --- a/src/main/webapp/resources/dia_eo.txt +++ b/src/main/webapp/resources/dia_eo.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_es.txt b/src/main/webapp/resources/dia_es.txt index 525f58a1..7a3ec407 100644 --- a/src/main/webapp/resources/dia_es.txt +++ b/src/main/webapp/resources/dia_es.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_et.txt b/src/main/webapp/resources/dia_et.txt index d2f2267e..0561b27f 100644 --- a/src/main/webapp/resources/dia_et.txt +++ b/src/main/webapp/resources/dia_et.txt @@ -602,7 +602,7 @@ properties=Omadused publish=Avalda quickStart=Video kiirkäivitus rack=Raam -radial=Radial +radial=Radiaalne radialTree=Radiaalpuu readOnly=Ainult lugemiseks reconnecting=Taasühendamine @@ -912,8 +912,8 @@ gliffyImportInst1=Kõigi Gliffy diagrammide importimiseks klõpsake nuppu "Alust gliffyImportInst2=Pange tähele, et impordiprotseduur võtab natuke aega ja brauseri aken peab jääma avatuks, kuni import on lõpule viidud. startImport=Alusta importi drawConfig=draw.io Seaded -customLib=Custom Libraries -customTemp=Custom Templates +customLib=Kohandatud teegid +customTemp=Kohandatud mallid pageIdsExp=Page IDs Export drawReindex=draw.io re-indexing (beta) working=Tegutsetakse @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_eu.txt b/src/main/webapp/resources/dia_eu.txt index 827ac867..25e5d2cf 100644 --- a/src/main/webapp/resources/dia_eu.txt +++ b/src/main/webapp/resources/dia_eu.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_fa.txt b/src/main/webapp/resources/dia_fa.txt index 34ab2d92..8c3163d6 100644 --- a/src/main/webapp/resources/dia_fa.txt +++ b/src/main/webapp/resources/dia_fa.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_fi.txt b/src/main/webapp/resources/dia_fi.txt index 80994282..b3daee65 100644 --- a/src/main/webapp/resources/dia_fi.txt +++ b/src/main/webapp/resources/dia_fi.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_fil.txt b/src/main/webapp/resources/dia_fil.txt index 72785696..6a29b660 100644 --- a/src/main/webapp/resources/dia_fil.txt +++ b/src/main/webapp/resources/dia_fil.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_fr.txt b/src/main/webapp/resources/dia_fr.txt index 1254cce4..3695af90 100644 --- a/src/main/webapp/resources/dia_fr.txt +++ b/src/main/webapp/resources/dia_fr.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_gl.txt b/src/main/webapp/resources/dia_gl.txt index 9c2be550..f8e8c8bf 100644 --- a/src/main/webapp/resources/dia_gl.txt +++ b/src/main/webapp/resources/dia_gl.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_gu.txt b/src/main/webapp/resources/dia_gu.txt index 140723bc..a353e981 100644 --- a/src/main/webapp/resources/dia_gu.txt +++ b/src/main/webapp/resources/dia_gu.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_he.txt b/src/main/webapp/resources/dia_he.txt index ff5626c0..00e72078 100644 --- a/src/main/webapp/resources/dia_he.txt +++ b/src/main/webapp/resources/dia_he.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_hi.txt b/src/main/webapp/resources/dia_hi.txt index f46da238..774d5fa2 100644 --- a/src/main/webapp/resources/dia_hi.txt +++ b/src/main/webapp/resources/dia_hi.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_hr.txt b/src/main/webapp/resources/dia_hr.txt index 5323d7fe..5a373154 100644 --- a/src/main/webapp/resources/dia_hr.txt +++ b/src/main/webapp/resources/dia_hr.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_hu.txt b/src/main/webapp/resources/dia_hu.txt index 9113f610..03a84ba5 100644 --- a/src/main/webapp/resources/dia_hu.txt +++ b/src/main/webapp/resources/dia_hu.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_i18n.txt b/src/main/webapp/resources/dia_i18n.txt index 8191c308..597dcbd9 100644 --- a/src/main/webapp/resources/dia_i18n.txt +++ b/src/main/webapp/resources/dia_i18n.txt @@ -1204,3 +1204,7 @@ draftSaveInt=draftSaveInt pluginsDisabled=pluginsDisabled extExpNotConfigured=extExpNotConfigured pathFilename=pathFilename +confAHugeInstances=confAHugeInstances +confAHugeInstancesDesc=confAHugeInstancesDesc +choosePageIDsFile=choosePageIDsFile +chooseDrawioPsgesFile=chooseDrawioPsgesFile diff --git a/src/main/webapp/resources/dia_id.txt b/src/main/webapp/resources/dia_id.txt index 0219c575..72aa7741 100644 --- a/src/main/webapp/resources/dia_id.txt +++ b/src/main/webapp/resources/dia_id.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_it.txt b/src/main/webapp/resources/dia_it.txt index e340a3e6..680d56f0 100644 --- a/src/main/webapp/resources/dia_it.txt +++ b/src/main/webapp/resources/dia_it.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ja.txt b/src/main/webapp/resources/dia_ja.txt index eccb049d..51b2e464 100644 --- a/src/main/webapp/resources/dia_ja.txt +++ b/src/main/webapp/resources/dia_ja.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_kn.txt b/src/main/webapp/resources/dia_kn.txt index 2bcfbeb4..817b03b9 100644 --- a/src/main/webapp/resources/dia_kn.txt +++ b/src/main/webapp/resources/dia_kn.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ko.txt b/src/main/webapp/resources/dia_ko.txt index a0654640..b8c59c49 100644 --- a/src/main/webapp/resources/dia_ko.txt +++ b/src/main/webapp/resources/dia_ko.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_lt.txt b/src/main/webapp/resources/dia_lt.txt index df425312..476426d9 100644 --- a/src/main/webapp/resources/dia_lt.txt +++ b/src/main/webapp/resources/dia_lt.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_lv.txt b/src/main/webapp/resources/dia_lv.txt index 69b5cc03..706172d7 100644 --- a/src/main/webapp/resources/dia_lv.txt +++ b/src/main/webapp/resources/dia_lv.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Melnraksta saglabāšanas intervāls [s] (0, lai atspējotu) pluginsDisabled=Ārējie spraudņi ir atspējoti. extExpNotConfigured=Ārējā attēla pakalpojums nav konfigurēts pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ml.txt b/src/main/webapp/resources/dia_ml.txt index 7eae3e17..9e9c3ecd 100644 --- a/src/main/webapp/resources/dia_ml.txt +++ b/src/main/webapp/resources/dia_ml.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_mr.txt b/src/main/webapp/resources/dia_mr.txt index 2917748f..ea478b41 100644 --- a/src/main/webapp/resources/dia_mr.txt +++ b/src/main/webapp/resources/dia_mr.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ms.txt b/src/main/webapp/resources/dia_ms.txt index 796b4f8b..9854f8cc 100644 --- a/src/main/webapp/resources/dia_ms.txt +++ b/src/main/webapp/resources/dia_ms.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_my.txt b/src/main/webapp/resources/dia_my.txt index 172cd5d6..b1eadb22 100644 --- a/src/main/webapp/resources/dia_my.txt +++ b/src/main/webapp/resources/dia_my.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_nl.txt b/src/main/webapp/resources/dia_nl.txt index 6893de14..ccca55be 100644 --- a/src/main/webapp/resources/dia_nl.txt +++ b/src/main/webapp/resources/dia_nl.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_no.txt b/src/main/webapp/resources/dia_no.txt index c6923050..1869ea8b 100644 --- a/src/main/webapp/resources/dia_no.txt +++ b/src/main/webapp/resources/dia_no.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_pl.txt b/src/main/webapp/resources/dia_pl.txt index b750eeef..f1802d1e 100644 --- a/src/main/webapp/resources/dia_pl.txt +++ b/src/main/webapp/resources/dia_pl.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_pt-br.txt b/src/main/webapp/resources/dia_pt-br.txt index 51e40f8a..61d4b15f 100644 --- a/src/main/webapp/resources/dia_pt-br.txt +++ b/src/main/webapp/resources/dia_pt-br.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Intervalo de salvamento de rascunhos [s] (0 para desabilitar) pluginsDisabled=Extensões externas desabilitadas. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_pt.txt b/src/main/webapp/resources/dia_pt.txt index 3059c72e..38685b8a 100644 --- a/src/main/webapp/resources/dia_pt.txt +++ b/src/main/webapp/resources/dia_pt.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ro.txt b/src/main/webapp/resources/dia_ro.txt index b98ee638..bc67b0fa 100644 --- a/src/main/webapp/resources/dia_ro.txt +++ b/src/main/webapp/resources/dia_ro.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ru.txt b/src/main/webapp/resources/dia_ru.txt index f4e9efa6..418022d8 100644 --- a/src/main/webapp/resources/dia_ru.txt +++ b/src/main/webapp/resources/dia_ru.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_si.txt b/src/main/webapp/resources/dia_si.txt index 172cd5d6..b1eadb22 100644 --- a/src/main/webapp/resources/dia_si.txt +++ b/src/main/webapp/resources/dia_si.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_sk.txt b/src/main/webapp/resources/dia_sk.txt index b7a99276..6e203575 100644 --- a/src/main/webapp/resources/dia_sk.txt +++ b/src/main/webapp/resources/dia_sk.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_sl.txt b/src/main/webapp/resources/dia_sl.txt index 60b660c9..8384078f 100644 --- a/src/main/webapp/resources/dia_sl.txt +++ b/src/main/webapp/resources/dia_sl.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_sr.txt b/src/main/webapp/resources/dia_sr.txt index c56d7e52..cdd24c8a 100644 --- a/src/main/webapp/resources/dia_sr.txt +++ b/src/main/webapp/resources/dia_sr.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_sv.txt b/src/main/webapp/resources/dia_sv.txt index eb324567..61a11bf2 100644 --- a/src/main/webapp/resources/dia_sv.txt +++ b/src/main/webapp/resources/dia_sv.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_sw.txt b/src/main/webapp/resources/dia_sw.txt index a60d43ec..ec494c0e 100644 --- a/src/main/webapp/resources/dia_sw.txt +++ b/src/main/webapp/resources/dia_sw.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_ta.txt b/src/main/webapp/resources/dia_ta.txt index fe0318c9..2a54a0f7 100644 --- a/src/main/webapp/resources/dia_ta.txt +++ b/src/main/webapp/resources/dia_ta.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_te.txt b/src/main/webapp/resources/dia_te.txt index ab694bf0..8f91f6dd 100644 --- a/src/main/webapp/resources/dia_te.txt +++ b/src/main/webapp/resources/dia_te.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_th.txt b/src/main/webapp/resources/dia_th.txt index 1728db3d..5ae09398 100644 --- a/src/main/webapp/resources/dia_th.txt +++ b/src/main/webapp/resources/dia_th.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_tr.txt b/src/main/webapp/resources/dia_tr.txt index 70131dca..8484a476 100644 --- a/src/main/webapp/resources/dia_tr.txt +++ b/src/main/webapp/resources/dia_tr.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_uk.txt b/src/main/webapp/resources/dia_uk.txt index a32696cf..e3baa732 100644 --- a/src/main/webapp/resources/dia_uk.txt +++ b/src/main/webapp/resources/dia_uk.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_vi.txt b/src/main/webapp/resources/dia_vi.txt index e0883044..20a9b413 100644 --- a/src/main/webapp/resources/dia_vi.txt +++ b/src/main/webapp/resources/dia_vi.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_zh-tw.txt b/src/main/webapp/resources/dia_zh-tw.txt index 3edba290..10d2a71d 100644 --- a/src/main/webapp/resources/dia_zh-tw.txt +++ b/src/main/webapp/resources/dia_zh-tw.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/resources/dia_zh.txt b/src/main/webapp/resources/dia_zh.txt index 8588ac73..ad668928 100644 --- a/src/main/webapp/resources/dia_zh.txt +++ b/src/main/webapp/resources/dia_zh.txt @@ -1204,3 +1204,7 @@ draftSaveInt=Draft save interval [sec] (0 to disable) pluginsDisabled=External plugins disabled. extExpNotConfigured=External image service is not configured pathFilename=Path/Filename +confAHugeInstances=Very Large Instances +confAHugeInstancesDesc=If this instance includes 100,000+ pages, it is faster to request the current instance pages list from Atlassian. Please contact our support for more details. +choosePageIDsFile=Choose current page IDs csv file +chooseDrawioPsgesFile=Choose pages with draw.io diagrams csv file diff --git a/src/main/webapp/service-worker.js b/src/main/webapp/service-worker.js index 5dd75665..4a9ade2b 100644 --- a/src/main/webapp/service-worker.js +++ b/src/main/webapp/service-worker.js @@ -1,2 +1,2 @@ -if(!self.define){const e=e=>{"require"!==e&&(e+=".js");let r=Promise.resolve();return i[e]||(r=new Promise((async r=>{if("document"in self){const i=document.createElement("script");i.src=e,document.head.appendChild(i),i.onload=r}else importScripts(e),r()}))),r.then((()=>{if(!i[e])throw new Error(`Module ${e} didn’t register its module`);return i[e]}))},r=(r,i)=>{Promise.all(r.map(e)).then((e=>i(1===e.length?e[0]:e)))},i={require:Promise.resolve(r)};self.define=(r,c,a)=>{i[r]||(i[r]=Promise.resolve().then((()=>{let i={};const s={uri:location.origin+r.slice(1)};return 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\ No newline at end of file diff --git a/src/main/webapp/shapes/mxArrows.js b/src/main/webapp/shapes/mxArrows.js index 42d86827..0b61a851 100644 --- a/src/main/webapp/shapes/mxArrows.js +++ b/src/main/webapp/shapes/mxArrows.js @@ -2721,15 +2721,29 @@ function mxShapeArrowsWedgeArrow() mxUtils.extend(mxShapeArrowsWedgeArrow, mxArrow); +mxShapeArrowsWedgeArrow.prototype.useSvgBoundingBox = true; + +mxShapeArrowsWedgeArrow.prototype.customProperties = [ + {name: 'startWidth', dispName: 'Wedge Width', type: 'float', min:0, defVal:25} +]; + mxShapeArrowsWedgeArrow.prototype.paintEdgeShape = function(c, pts) { + var sw = Math.max(0, parseFloat(mxUtils.getValue(this.style, 'startWidth', 20))); + // Base vector (between end points) var p0 = pts[0]; var pe = pts[pts.length - 1]; - + + var dx = pe.x - p0.x; + var dy = pe.y - p0.y; + var dist = Math.sqrt(dx * dx + dy * dy); + var nx = dx * sw / dist; + var ny = dy * sw / dist; + c.begin(); - c.moveTo(p0.x + (pe.y - p0.y) * 0.2, p0.y - (pe.x - p0.x) * 0.2); - c.lineTo(p0.x - (pe.y - p0.y) * 0.2, p0.y + (pe.x - p0.x) * 0.2); + c.moveTo(p0.x + ny, p0.y - nx); + c.lineTo(p0.x - ny, p0.y + nx); c.lineTo(pe.x, pe.y); c.close(); c.fillAndStroke(); @@ -2742,23 +2756,30 @@ mxCellRenderer.registerShape('mxgraph.arrows2.wedgeArrow', mxShapeArrowsWedgeArr //********************************************************************************************************************************************************** function mxShapeArrowsWedgeArrowDashed() { - mxArrow.call(this); + mxArrowConnector.call(this); }; mxUtils.extend(mxShapeArrowsWedgeArrowDashed, mxArrow); +mxShapeArrowsWedgeArrowDashed.prototype.useSvgBoundingBox = true; + +mxShapeArrowsWedgeArrowDashed.prototype.customProperties = [ + {name: 'startWidth', dispName: 'Wedge Width', type: 'float', min:0, defVal:25} +]; + mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape = function(c, pts) { + var startWidth = Math.max(0, parseFloat(mxUtils.getValue(this.style, 'startWidth', 20))); var steps = 8; // Base vector (between end points) var p0 = pts[0]; var pe = pts[pts.length - 1]; - + var dx = pe.x - p0.x; var dy = pe.y - p0.y; - - var nx = dx * 0.2; - var ny = dy * 0.2; + var dist = Math.sqrt(dx * dx + dy * dy); + var nx = dx * startWidth / dist; + var ny = dy * startWidth / dist; var cnx = nx; // current nx var cny = ny; // current ny var pcx = p0.x; // current x on edge @@ -2794,3 +2815,69 @@ mxShapeArrowsWedgeArrowDashed.prototype.paintEdgeShape = function(c, pts) mxCellRenderer.registerShape('mxgraph.arrows2.wedgeArrowDashed', mxShapeArrowsWedgeArrowDashed); +//********************************************************************************************************************************************************** +//Wedge Arrow Dashed v2 +//********************************************************************************************************************************************************** +function mxShapeArrowsWedgeArrowDashed2() +{ + mxArrowConnector.call(this); +}; + +mxUtils.extend(mxShapeArrowsWedgeArrowDashed2, mxArrow); + +mxShapeArrowsWedgeArrowDashed2.prototype.useSvgBoundingBox = true; + +mxShapeArrowsWedgeArrowDashed2.prototype.customProperties = [ + {name: 'startWidth', dispName: 'Wedge Width', type: 'float', min:0, defVal:25}, + {name: 'stepSize', dispName: 'Step Size', type: 'float', min:0, defVal:25} +]; + +mxShapeArrowsWedgeArrowDashed2.prototype.paintEdgeShape = function(c, pts) +{ + var startWidth = Math.max(0, parseFloat(mxUtils.getValue(this.style, 'startWidth', 20))); + var stepSize = Math.max(0, parseFloat(mxUtils.getValue(this.style, 'stepSize', 10))); + + // Base vector (between end points) + var p0 = pts[0]; + var pe = pts[pts.length - 1]; + + var dx = pe.x - p0.x; + var dy = pe.y - p0.y; + var dist = Math.sqrt(dx * dx + dy * dy); + var nx = dx * startWidth / dist; + var ny = dy * startWidth / dist; + var cnx = nx; // current nx + var cny = ny; // current ny + var pcx = p0.x; // current x on edge + var pcy = p0.y; // current y on edge + var steps = Math.floor(dist / stepSize); + + c.begin(); + + for (var i = 0; i <= steps; i++) + { + cnx = nx * (steps - i) / steps; + cny = ny * (steps - i) / steps; + + if (i == steps) + { + cnx = nx * (steps - i * 0.98) / steps; + cny = ny * (steps - i * 0.98) / steps; + } + + var px1 = pcx + cny; + var py1 = pcy - cnx; + var px2 = pcx - cny; + var py2 = pcy + cnx; + + c.moveTo(px1, py1); + c.lineTo(px2, py2); + + pcx = pcx + dx / steps; + pcy = pcy + dy / steps; + } + + c.stroke(); +}; + +mxCellRenderer.registerShape('mxgraph.arrows2.wedgeArrowDashed2', mxShapeArrowsWedgeArrowDashed2); diff --git a/src/main/webapp/shortcuts.svg b/src/main/webapp/shortcuts.svg index b52132ef..56cb7fd0 100644 --- a/src/main/webapp/shortcuts.svg +++ b/src/main/webapp/shortcuts.svg @@ -1,4 +1,4 @@ <?xml version="1.0" encoding="UTF-8"?> <!-- Do not edit this file with editors other than diagrams.net --> <!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" 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pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-202-237-10-20-0)" font-size="10px"><text x="203.5" y="247">1</text></g><rect x="128" y="139" width="200" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-144-192-26-0)" font-size="12px"><text x="133.5" y="156.5">New line in formatted labels</text></g><rect x="128" y="171" width="203" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-176-195-26-0)" font-size="12px"><text x="133.5" y="188.5">Line break / Tab / Indent in labels</text></g><rect x="128" y="203" width="200" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-208-192-26-0)" font-size="12px"><text x="133.5" y="220.5">Start editing label of selected cell</text></g><rect x="222" y="235.5" width="117" 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pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-378-851-122-26-0)" font-size="12px"><text x="379.5" y="863.5">Ctrl+0</text></g><rect x="544" y="427" width="125" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-432-117-26-0)" font-size="12px"><text x="549.5" y="444.5">Canvas zoom in/out</text></g><rect x="544" y="491.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-497-142-26-0)" font-size="12px"><text x="549.5" y="509">Canvas vertical scroll</text></g><rect x="544" y="524" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-529-142-26-0)" font-size="12px"><text x="549.5" y="541.5">Canvas horizontal scroll</text></g><rect x="544" y="556" width="130" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-561-122-26-0)" font-size="12px"><text x="549.5" y="573.5">Pan canvas</text></g><rect x="544" y="588" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-593-142-26-0)" font-size="12px"><text x="549.5" y="605.5">Create / Remove space</text></g><rect x="544" y="620.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-626-142-26-0)" font-size="12px"><text x="549.5" y="638">Ignore grid</text></g><rect x="544" y="653" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-658-142-26-0)" font-size="12px"><text x="549.5" y="670.5">Home</text></g><rect x="544" y="685" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-690-142-26-0)" font-size="12px"><text x="549.5" y="702.5">Refresh</text></g><rect x="544" y="717" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-722-142-26-0)" font-size="12px"><text x="549.5" y="734.5">Reset view</text></g><rect x="544" y="749.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-755-142-26-0)" font-size="12px"><text x="549.5" y="767">Fit window</text></g><rect x="544" y="782" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-787-142-26-0)" font-size="12px"><text x="549.5" y="799.5">Fit page</text></g><rect x="544" y="814" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-819-142-26-0)" font-size="12px"><text x="549.5" y="831.5">Fit two pages</text></g><rect x="544" y="846" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-851-142-26-0)" font-size="12px"><text x="549.5" y="863.5">Custom zoom</text></g><rect x="544" y="878.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-883-142-26-0)" font-size="12px"><text x="549.5" y="896">Zoom in</text></g><rect x="544" y="911" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-916-142-26-0)" font-size="12px"><text x="549.5" y="928.5">Zoom out</text></g><rect x="425" y="951" width="248" height="48" rx="7.2" ry="7.2" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-size="12px"><text x="426.5" y="965.5">Click to connect and clone (Ctrl+Click to clone,</text><text x="426.5" y="979.5">Shift+Click to connect), Drag to connect</text><text x="426.5" y="993.5">(Ctrl+Drag to clone)</text></g><image x="391.99" y="1034.5" width="15" height="25" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAZAgMAAACTN5xfAAAACVBMVEX///////8AAACO9MPsAAAAAXRSTlMAQObYZgAAAFRJREFUeF5VyjEKgDAQRNGPRSA38AB6JEWsUkggt9hLGDbdlh5Tp7R5DPzBAEK46OI2UcQhdrGZKB/nA13B9Q5hqwEij+akVi/yFDMJFjL8VlUdw1+gHxbW+YsglAAAAABJRU5ErkJggg=="/><rect x="425" y="1006" width="239" height="20" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-425-1006-239-20-0)" font-size="12px"><text x="426.5" y="1020.5">Click to rotate 90° clockwise, Drag to rotate</text></g><rect x="425" y="1037" width="258" height="20" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-425-1037-258-20-0)" font-size="12px"><text x="426.5" y="1051.5">Ctrl: Ask Alt: Origin Shift: As Image</text></g><rect x="741" y="107" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-112-92-26-0)" font-size="12px"><text x="746.5" y="124.5">Ctrl+Shift+L</text></g><rect x="741" y="139" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-144-92-26-0)" font-size="12px"><text x="746.5" y="156.5">Ctrl+Shift+O</text></g><rect x="741" y="171" width="80" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-176-72-26-0)" font-size="12px"><text x="746.5" y="188.5">Ctrl+M</text></g><rect x="741" y="203" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-208-92-26-0)" font-size="12px"><text x="746.5" y="220.5">Ctrl+Shift+P</text></g><rect x="741" y="235.5" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-240-92-26-0)" font-size="12px"><text x="746.5" y="253">Ctrl+Shift+M</text></g><rect x="741" y="268" width="80" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-273-72-26-0)" font-size="12px"><text x="746.5" y="285.5">Right-click</text></g><rect x="741" y="332" width="80" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-337-72-26-0)" font-size="12px"><text x="746.5" y="349.5">F1</text></g><rect x="850" y="107" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-112-162-26-0)" font-size="12px"><text x="855.5" y="124.5">Toggle Layers window</text></g><rect x="850" y="139" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-144-162-26-0)" font-size="12px"><text x="855.5" y="156.5">Toggle Outline window</text></g><rect x="850" y="171" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-176-162-26-0)" font-size="12px"><text x="855.5" y="188.5">Edit metadata</text></g><rect x="850" y="203" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-208-162-26-0)" font-size="12px"><text x="855.5" y="220.5">Toggle Format panel</text></g><rect x="850" y="235.5" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-241-162-26-0)" font-size="12px"><text x="855.5" y="253">Edit vertex geometry</text></g><rect x="850" y="268" width="160" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-273-152-26-0)" font-size="12px"><text x="855.5" y="285.5">Context menu</text></g><rect x="850" y="332" width="93" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-337-85-26-0)" font-size="12px"><text x="855.5" y="349.5">About</text></g><rect x="741" y="427" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-432-222-26-0)" font-size="12px"><text x="746.5" y="444.5">Alt+(Shift+)Drag shape from library</text></g><rect x="741" y="459" width="240" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-464-232-26-0)" font-size="12px"><text x="746.5" y="476.5">Alt+(Shift / Ctrl)+Click on a library shape</text></g><rect x="741" y="491" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-496-222-26-0)" font-size="12px"><text x="746.5" y="508.5">Shift+Click on a library shape</text></g><rect x="741" y="523.5" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-529-222-26-0)" font-size="12px"><text x="746.5" y="541">Click on a library shape</text></g><rect x="741" y="556" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-561-222-26-0)" font-size="12px"><text x="746.5" y="573.5">Alt / Shift+Connect</text></g><rect x="1001" y="427" width="416" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-432-408-26-0)" font-size="12px"><text x="1006.5" y="444.5">Disable replace and connect on drop targets (Shift ignores current style)</text></g><rect x="1001" y="459" width="416" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-464-408-26-0)" font-size="12px"><text x="1006.5" y="476.5">Insert and connect the selected item (Shift ignores current style)</text></g><rect x="1001" y="491" width="270" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-496-262-26-0)" font-size="12px"><text x="1006.5" y="508.5">Replace the selected item with the clicked item</text></g><rect x="1001" y="523.5" width="270" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-528-262-26-0)" font-size="12px"><text x="1006.5" y="541">Connect to unconnected side of selected edge</text></g><rect x="1001" y="556" width="306" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-561-298-26-0)" font-size="12px"><text x="1006.5" y="573.5">Ignore shape / Connect to a fixed point</text></g><rect x="741" y="652.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-657-82-26-0)" font-size="12px"><text x="746.5" y="670">Ctrl+(Shift+)S</text></g><rect x="741" y="685" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-690-82-26-0)" font-size="12px"><text x="746.5" y="702.5">Ctrl+Z</text></g><rect x="741" y="717" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-722-82-26-0)" font-size="12px"><text x="746.5" y="734.5">Alt+Shift+A</text></g><rect x="741" y="781.5" width="90" height="27" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-787-82-27-0)" font-size="12px"><text x="746.5" y="799">Hold Alt</text></g><rect x="741" y="814" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-819-82-26-0)" font-size="12px"><text x="746.5" y="831.5">Ctrl+Shift+G</text></g><rect x="741" y="846" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-851-82-26-0)" font-size="12px"><text x="746.5" y="863.5">Ctrl+P</text></g><rect x="741" y="878.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-884-82-26-0)" font-size="12px"><text x="746.5" y="896">Ctrl+Y</text></g><rect x="741" y="911" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-916-82-26-0)" font-size="12px"><text x="746.5" y="928.5">Ctrl+Shift+Z</text></g><rect x="741" y="943" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-948-82-26-0)" font-size="12px"><text x="746.5" y="960.5">Ctrl+Shift+X</text></g><rect x="741" y="975.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-980-82-26-0)" font-size="12px"><text x="746.5" y="993">Ctrl+K</text></g><rect x="741" y="1008" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-1013-82-26-0)" font-size="12px"><text x="746.5" y="1025.5">Ctrl+Shift+K</text></g><rect x="741" y="1040" width="109" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-1045-101-26-0)" font-size="12px"><text x="746.5" y="1057.5">(Ctrl / Shift)+Esc</text></g><rect x="851" y="652.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-658-132-26-0)" font-size="12px"><text x="856.5" y="670">Save (as)</text></g><rect x="851" y="685" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-690-132-26-0)" font-size="12px"><text x="856.5" y="702.5">Undo</text></g><rect x="851" y="717" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-722-132-26-0)" font-size="12px"><text x="856.5" y="734.5">Connection arrows</text></g><rect x="851" y="781" width="203" height="28" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-786-195-28-0)" font-size="12px"><text x="856.5" y="798.5">Ignore handles under the mouse</text></g><rect x="851" y="814" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-819-132-26-0)" font-size="12px"><text x="856.5" y="831.5">Toggle grid</text></g><rect x="851" y="846" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-851-132-26-0)" font-size="12px"><text x="856.5" y="863.5">Print</text></g><rect x="851" y="878.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-884-132-26-0)" font-size="12px"><text x="856.5" y="896">Redo (Windows)</text></g><rect x="851" y="911" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-916-132-26-0)" font-size="12px"><text x="856.5" y="928.5">Redo (Linux/macOS)</text></g><rect x="851" y="943" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-948-132-26-0)" font-size="12px"><text x="856.5" y="960.5">Insert text</text></g><rect x="851" y="975.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-981-132-26-0)" font-size="12px"><text x="856.5" y="993">Insert rectangle</text></g><rect x="851" y="1008" width="214" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-1013-206-26-0)" font-size="12px"><text x="856.5" y="1025.5">Insert ellipse / Toggle Shapes panel</text></g><rect x="851" y="1040" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-1045-132-26-0)" font-size="12px"><text x="856.5" y="1057.5">Cancel editing / action</text></g><rect x="1101" y="888" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-893-102-26-0)" font-size="12px"><text x="1106.5" y="905.5">Drag</text></g><rect x="1101" y="920.5" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-926-102-26-0)" font-size="12px"><text x="1106.5" y="938">Tap and hold</text></g><rect x="1101" y="953" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-958-102-26-0)" font-size="12px"><text x="1106.5" y="970.5">Pinch</text></g><rect x="1101" y="985" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-990-102-26-0)" font-size="12px"><text x="1106.5" y="1002.5">Tap selected cell</text></g><rect x="1211" y="888" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-893-132-26-0)" font-size="12px"><text x="1216.5" y="905.5">Move cell / Pan canvas</text></g><rect x="1211" y="921" width="196" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-926-188-26-0)" font-size="12px"><text x="1216.5" y="938.5">Toggle selection / Rubberband</text></g><rect x="1211" y="953" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-958-112-26-0)" font-size="12px"><text x="1216.5" y="970.5">Zoom</text></g><rect x="1211" y="985" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-990-112-26-0)" font-size="12px"><text x="1216.5" y="1002.5">Context menu</text></g><rect x="1101" y="107" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-112-112-26-0)" font-size="12px"><text x="1106.5" y="124.5">Cursor</text></g><rect x="1101" y="139" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-144-112-26-0)" font-size="12px"><text x="1106.5" y="156.5">Shift+Cursor</text></g><rect x="1101" y="171" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-176-112-26-0)" font-size="12px"><text x="1106.5" y="188.5">Ctrl+Cursor</text></g><rect x="1101" y="203" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-208-112-26-0)" font-size="12px"><text x="1106.5" y="220.5">Ctrl+Shift+Cursor</text></g><rect x="1101" y="235.5" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-241-112-26-0)" font-size="12px"><text x="1106.5" y="253">Alt+Shift+Cursor</text></g><rect x="1101" y="268" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-273-112-26-0)" font-size="12px"><text x="1106.5" y="285.5">Alt+Cursor</text></g><rect x="1101" y="300" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-305-112-26-0)" font-size="12px"><text x="1106.5" y="317.5">Ctrl+Shift+Pg Up</text></g><rect x="1101" y="332" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-337-132-26-0)" font-size="12px"><text x="1106.5" y="349.5">Ctrl+Shift+Pg Down</text></g><rect x="1241" y="107" width="149" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-112-141-26-0)" font-size="12px"><text x="1246.5" y="124.5">Scroll / Move cell (pt)</text></g><rect x="1241" y="139" width="178" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-144-170-26-0)" font-size="12px"><text x="1246.5" y="156.5">Move cell (grid) or page</text></g><rect x="1241" y="171" width="185" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-176-177-26-0)" font-size="12px"><text x="1246.5" y="188.5">Resize cell (pt) or select page</text></g><rect x="1241" y="203" width="176" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-208-168-26-0)" font-size="12px"><text x="1246.5" y="220.5">Resize cell (grid size)</text></g><rect x="1241" y="235.5" width="149" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-241-141-26-0)" font-size="12px"><text x="1246.5" y="253">Clone and connect</text></g><rect x="1241" y="268" width="149" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-273-141-26-0)" font-size="12px"><text x="1246.5" y="285.5">Scroll page</text></g><rect x="1241" y="300" width="130" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-305-122-26-0)" font-size="12px"><text x="1246.5" y="317.5">Previous page</text></g><rect x="1241" y="332" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-337-132-26-0)" font-size="12px"><text x="1246.5" y="349.5">Next page</text></g><rect x="1101" y="652" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-657-92-26-0)" font-size="12px"><text x="1106.5" y="669.5">Ctrl+Shift+R</text></g><rect x="1101" y="685" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-690-92-26-0)" font-size="12px"><text x="1106.5" y="702.5">Ctrl+E</text></g><rect x="1101" y="717" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-722-92-26-0)" font-size="12px"><text x="1106.5" y="734.5">Ctrl+Shift+D</text></g><rect x="1101" y="749" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-754-92-26-0)" font-size="12px"><text x="1106.5" y="766.5">Ctrl+Shift+C</text></g><rect x="1101" y="781.5" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-787-92-26-0)" font-size="12px"><text x="1106.5" y="799">Ctrl+Shift+V</text></g><rect x="1211" y="652" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-657-112-26-0)" font-size="12px"><text x="1216.5" y="669.5">Clear default style</text></g><rect x="1211" y="685" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-690-112-26-0)" font-size="12px"><text x="1216.5" y="702.5">Edit style</text></g><rect x="1211" y="717" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-722-112-26-0)" font-size="12px"><text x="1216.5" y="734.5">Set as default style</text></g><rect x="1211" y="749" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-754-112-26-0)" font-size="12px"><text x="1216.5" y="766.5">Copy style</text></g><rect x="1211" y="781.5" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-787-112-26-0)" font-size="12px"><text x="1216.5" y="799">Paste style</text></g><rect x="1080" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1084-76-165-26-0)" font-size="14px"><text x="1085.5" y="90.5">CURSOR / PAGE KEYS</text></g><rect x="721" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-725-76-165-26-0)" font-size="14px"><text x="726.5" y="90.5">TOOLS</text></g><rect x="365" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-369-76-165-26-0)" font-size="14px"><text x="370.5" y="90.5">SELECTION</text></g><rect x="1" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-5-76-165-26-0)" font-size="14px"><text x="6.5" y="90.5">LABELS</text></g><rect x="0" y="392" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-4-397-165-26-0)" font-size="14px"><text x="5.5" y="411.5">CANVAS</text></g><rect x="361" y="392" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-365-397-165-26-0)" font-size="14px"><text x="366.5" y="411.5">VIEW</text></g><rect x="721" y="392" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-725-397-165-26-0)" font-size="14px"><text x="726.5" y="411.5">LIBRARY / CONNECT</text></g><rect x="1081" y="616" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1085-621-165-26-0)" font-size="14px"><text x="1086.5" y="635.5">STYLES</text></g><rect x="721" y="616" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-725-621-165-26-0)" font-size="14px"><text x="726.5" y="635.5">DOCUMENT</text></g><rect x="187" y="0.5" width="281" height="51.5" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-191-1-273-52-0)" font-size="27px"><text x="192.5" y="38.25">Keyboard Shortcuts</text></g><rect x="741" y="300" width="80" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-305-72-26-0)" font-size="12px"><text x="746.5" y="317.5">Ctrl+Click</text></g><rect x="850" y="300" width="160" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-305-152-26-0)" font-size="12px"><text x="855.5" y="317.5">Context menu</text></g><a xlink:href="https://app.diagrams.net/#Uhttps%3A%2F%2Fapp.diagrams.net%2Fshortcuts.svg" target="_blank"><rect x="1111.67" y="1046" width="132.33" height="18" fill="none" stroke="none" pointer-events="all"/><g fill="#F08705" font-family="Helvetica" text-decoration="underline" font-size="12px"><text x="1113.17" y="1059.5">Open in diagrams.net...</text></g></a><rect x="374" y="459" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-378-464-142-26-0)" font-size="12px"><text x="379.5" y="476.5">Ctrl+Shift+Wheel</text></g><rect x="544" y="459" width="123" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-464-115-26-0)" font-size="12px"><text x="549.5" y="476.5">Canvas zoom in/out</text></g><rect x="851" y="749.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-755-132-26-0)" font-size="12px"><text x="856.5" y="767">Connection points</text></g><rect x="741" y="749.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-754-82-26-0)" font-size="12px"><text x="746.5" y="767">Alt+Shift+P</text></g><rect x="128" y="107" width="200" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-112-192-26-0)" font-size="12px"><text x="133.5" y="124.5">Insert text or add an edge label</text></g><rect x="21" y="107" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-112-112-26-0)" font-size="12px"><text x="26.5" y="124.5">Double-click</text></g><rect x="100" y="139" width="10" height="16" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-100-140-10-20-0)" font-size="10px"><text x="101.5" y="150.5">1</text></g><rect x="1112" y="1023" width="255" height="19" rx="2.85" ry="2.85" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-size="12px"><text x="1113.5" y="1037">Ctrl / Shift+Enter: New Line / Apply in Safari</text></g><rect x="1105.33" y="1017" width="20" height="10" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-size="10px"><text x="1106.83" y="1028.5">1</text></g><rect x="21" y="427" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-432-132-26-0)" font-size="12px"><text x="26.5" y="444.5">Ctrl+X / C</text></g><rect x="21" y="459" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-464-132-26-0)" font-size="12px"><text x="26.5" y="476.5">Ctrl+V</text></g><rect x="21" y="491.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-497-132-26-0)" font-size="12px"><text x="26.5" y="509">Ctrl+G</text></g><rect x="21" y="524" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-529-132-26-0)" font-size="12px"><text x="26.5" y="541.5">Ctrl+Shift+U</text></g><rect x="21" y="556" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-561-132-26-0)" font-size="12px"><text x="26.5" y="573.5">Ctrl+L / Alt+Shift+L</text></g><rect x="21" y="588" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-593-132-26-0)" font-size="12px"><text x="26.5" y="605.5">Ctrl+Enter / D</text></g><rect x="21" y="620.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-625-132-26-0)" font-size="12px"><text x="26.5" y="638">Backspace or Delete</text></g><rect x="21" y="653" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-658-132-26-0)" font-size="12px"><text x="26.5" y="670.5">Ctrl / Shift+Delete</text></g><rect x="21" y="685" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-690-132-26-0)" font-size="12px"><text x="26.5" y="702.5">Ctrl+R</text></g><rect x="21" y="717" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-722-132-26-0)" font-size="12px"><text x="26.5" y="734.5">Shift+Resize</text></g><rect x="21" y="749.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-755-132-26-0)" font-size="12px"><text x="26.5" y="767">Ctrl+Resize</text></g><rect x="21" y="782" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-787-132-26-0)" font-size="12px"><text x="26.5" y="799.5">Ctrl+Home</text></g><rect x="21" y="814" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-819-132-26-0)" font-size="12px"><text x="26.5" y="831.5">Ctrl+End</text></g><rect x="21" y="846" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-851-132-26-0)" font-size="12px"><text x="26.5" y="863.5">Ctrl+Shift+Home</text></g><rect x="21" y="878.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-883-132-26-0)" font-size="12px"><text x="26.5" y="896">Ctrl+Shift+End</text></g><rect x="21" y="911" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-916-132-26-0)" font-size="12px"><text x="26.5" y="928.5">Ctrl+Shift+F / B</text></g><rect x="21" y="943" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-948-132-26-0)" font-size="12px"><text x="26.5" y="960.5">Ctrl+F</text></g><rect x="21" y="975.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-981-132-26-0)" font-size="12px"><text x="26.5" y="993">Alt+Shift+C / T</text></g><rect x="21" y="1008" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-1013-132-26-0)" font-size="12px"><text x="26.5" y="1025.5">Ctrl+Shift+Y</text></g><rect x="21" y="1040" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-1045-132-26-0)" font-size="12px"><text x="26.5" y="1057.5">Ctrl / Shift+Drag</text></g><rect x="161" y="427" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-432-142-26-0)" font-size="12px"><text x="166.5" y="444.5">Cut / Copy</text></g><rect x="161" y="459" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-464-142-26-0)" font-size="12px"><text x="166.5" y="476.5">Paste</text></g><rect x="161" y="491.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-497-142-26-0)" font-size="12px"><text x="166.5" y="509">Group</text></g><rect x="161" y="524" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-529-142-26-0)" font-size="12px"><text x="166.5" y="541.5">Ungroup</text></g><rect x="161" y="556" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-561-142-26-0)" font-size="12px"><text x="166.5" y="573.5">Lock/Unlock / Edit link</text></g><rect x="161" y="588" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-593-142-26-0)" font-size="12px"><text x="166.5" y="605.5">Duplicate</text></g><rect x="161" y="620.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-626-142-26-0)" font-size="12px"><text x="166.5" y="638">Delete selected cells</text></g><rect x="161" y="653" width="187" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-658-179-26-0)" font-size="12px"><text x="166.5" y="670.5">...with connections / labels</text></g><rect x="161" y="685" width="159" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-690-151-26-0)" font-size="12px"><text x="166.5" y="702.5">Turn / Rotate 90° clockwise</text></g><rect x="161" y="717" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-722-142-26-0)" font-size="12px"><text x="166.5" y="734.5">Maintain proportions</text></g><rect x="161" y="911" width="181" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-916-173-26-0)" font-size="12px"><text x="166.5" y="928.5">Bring to front / Send to back</text></g><rect x="161" y="782" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-787-142-26-0)" font-size="12px"><text x="166.5" y="799.5">Collapse container</text></g><rect x="161" y="814" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-819-142-26-0)" font-size="12px"><text 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pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-202-237-10-20-0)" font-size="10px"><text x="203.5" y="247">1</text></g><rect x="128" y="139" width="200" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-144-192-26-0)" font-size="12px"><text x="133.5" y="156.5">New line in formatted labels</text></g><rect x="128" y="171" width="203" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-176-195-26-0)" font-size="12px"><text x="133.5" y="188.5">Line break / Tab / Indent in labels</text></g><rect x="128" y="203" width="200" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-208-192-26-0)" font-size="12px"><text x="133.5" y="220.5">Start editing label of selected cell</text></g><rect x="222" y="235.5" width="117" 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pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-378-851-122-26-0)" font-size="12px"><text x="379.5" y="863.5">Ctrl+0</text></g><rect x="544" y="427" width="125" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-432-117-26-0)" font-size="12px"><text x="549.5" y="444.5">Canvas zoom in/out</text></g><rect x="544" y="491.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-497-142-26-0)" font-size="12px"><text x="549.5" y="509">Canvas vertical scroll</text></g><rect x="544" y="524" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-529-142-26-0)" font-size="12px"><text x="549.5" y="541.5">Canvas horizontal scroll</text></g><rect x="544" y="556" width="130" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-561-122-26-0)" font-size="12px"><text x="549.5" y="573.5">Pan canvas</text></g><rect x="544" y="588" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-593-142-26-0)" font-size="12px"><text x="549.5" y="605.5">Create / Remove space</text></g><rect x="544" y="620.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-626-142-26-0)" font-size="12px"><text x="549.5" y="638">Ignore grid</text></g><rect x="544" y="653" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-658-142-26-0)" font-size="12px"><text x="549.5" y="670.5">Home</text></g><rect x="544" y="685" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-690-142-26-0)" font-size="12px"><text x="549.5" y="702.5">Refresh</text></g><rect x="544" y="717" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-722-142-26-0)" font-size="12px"><text x="549.5" y="734.5">Reset view</text></g><rect x="544" y="749.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-755-142-26-0)" font-size="12px"><text x="549.5" y="767">Fit window</text></g><rect x="544" y="782" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-787-142-26-0)" font-size="12px"><text x="549.5" y="799.5">Fit page</text></g><rect x="544" y="814" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-819-142-26-0)" font-size="12px"><text x="549.5" y="831.5">Fit two pages</text></g><rect x="544" y="846" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-851-142-26-0)" font-size="12px"><text x="549.5" y="863.5">Custom zoom</text></g><rect x="544" y="878.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-883-142-26-0)" font-size="12px"><text x="549.5" y="896">Zoom in</text></g><rect x="544" y="911" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-916-142-26-0)" font-size="12px"><text x="549.5" y="928.5">Zoom out</text></g><rect x="425" y="951" width="248" height="48" rx="7.2" ry="7.2" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-size="12px"><text x="426.5" y="965.5">Click to connect and clone (Ctrl+Click to clone,</text><text x="426.5" y="979.5">Shift+Click to connect), Drag to connect</text><text x="426.5" y="993.5">(Ctrl+Drag to clone)</text></g><image x="391.99" y="1034.5" width="15" height="25" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAZAgMAAACTN5xfAAAACVBMVEX///////8AAACO9MPsAAAAAXRSTlMAQObYZgAAAFRJREFUeF5VyjEKgDAQRNGPRSA38AB6JEWsUkggt9hLGDbdlh5Tp7R5DPzBAEK46OI2UcQhdrGZKB/nA13B9Q5hqwEij+akVi/yFDMJFjL8VlUdw1+gHxbW+YsglAAAAABJRU5ErkJggg=="/><rect x="425" y="1006" width="239" height="20" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-425-1006-239-20-0)" font-size="12px"><text x="426.5" y="1020.5">Click to rotate 90° clockwise, Drag to rotate</text></g><rect x="425" y="1037" width="258" height="20" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-425-1037-258-20-0)" font-size="12px"><text x="426.5" y="1051.5">Ctrl: Ask Alt: Origin Shift: As Image</text></g><rect x="741" y="107" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-112-92-26-0)" font-size="12px"><text x="746.5" y="124.5">Ctrl+Shift+L</text></g><rect x="741" y="139" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-144-92-26-0)" font-size="12px"><text x="746.5" y="156.5">Ctrl+Shift+O</text></g><rect x="741" y="171" width="80" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-176-72-26-0)" font-size="12px"><text x="746.5" y="188.5">Ctrl+M</text></g><rect x="741" y="203" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-208-92-26-0)" font-size="12px"><text x="746.5" y="220.5">Ctrl+Shift+P</text></g><rect x="741" y="235.5" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-240-92-26-0)" font-size="12px"><text x="746.5" y="253">Ctrl+Shift+M</text></g><rect x="741" y="268" width="86" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-273-78-26-0)" font-size="12px"><text x="746.5" y="285.5">Ctrl+K</text></g><rect x="741" y="332" width="80" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-337-72-26-0)" font-size="12px"><text x="746.5" y="349.5">F1</text></g><rect x="850" y="107" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-112-162-26-0)" font-size="12px"><text x="855.5" y="124.5">Toggle Layers window</text></g><rect x="850" y="139" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-144-162-26-0)" font-size="12px"><text x="855.5" y="156.5">Toggle Outline window</text></g><rect x="850" y="171" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-176-162-26-0)" font-size="12px"><text x="855.5" y="188.5">Edit metadata</text></g><rect x="850" y="203" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-208-162-26-0)" font-size="12px"><text x="855.5" y="220.5">Toggle Format panel</text></g><rect x="850" y="235.5" width="170" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-241-162-26-0)" font-size="12px"><text x="855.5" y="253">Edit vertex geometry</text></g><rect x="850" y="268" width="160" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-273-152-26-0)" font-size="12px"><text x="855.5" y="285.5">Toggle Tags window</text></g><rect x="850" y="332" width="93" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-337-85-26-0)" font-size="12px"><text x="855.5" y="349.5">About</text></g><rect x="741" y="427" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-432-222-26-0)" font-size="12px"><text x="746.5" y="444.5">Alt+(Shift+)Drag shape from library</text></g><rect x="741" y="459" width="240" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-464-232-26-0)" font-size="12px"><text x="746.5" y="476.5">Alt+(Shift / Ctrl)+Click on a library shape</text></g><rect x="741" y="491" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-496-222-26-0)" font-size="12px"><text x="746.5" y="508.5">Shift+Click on a library shape</text></g><rect x="741" y="523.5" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-529-222-26-0)" font-size="12px"><text x="746.5" y="541">Click on a library shape</text></g><rect x="741" y="556" width="230" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-561-222-26-0)" font-size="12px"><text x="746.5" y="573.5">Alt / Shift+Connect</text></g><rect x="1001" y="427" width="416" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-432-408-26-0)" font-size="12px"><text x="1006.5" y="444.5">Disable replace and connect on drop targets (Shift ignores current style)</text></g><rect x="1001" y="459" width="416" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-464-408-26-0)" font-size="12px"><text x="1006.5" y="476.5">Insert and connect the selected item (Shift ignores current style)</text></g><rect x="1001" y="491" width="270" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-496-262-26-0)" font-size="12px"><text x="1006.5" y="508.5">Replace the selected item with the clicked item</text></g><rect x="1001" y="523.5" width="270" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-528-262-26-0)" font-size="12px"><text x="1006.5" y="541">Connect to unconnected side of selected edge</text></g><rect x="1001" y="556" width="306" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1005-561-298-26-0)" font-size="12px"><text x="1006.5" y="573.5">Ignore shape / Connect to a fixed point</text></g><rect x="741" y="652.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-657-82-26-0)" font-size="12px"><text x="746.5" y="670">Ctrl+(Shift+)S</text></g><rect x="741" y="685" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-690-82-26-0)" font-size="12px"><text x="746.5" y="702.5">Ctrl+Z</text></g><rect x="741" y="717" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-722-82-26-0)" font-size="12px"><text x="746.5" y="734.5">Alt+Shift+A</text></g><rect x="741" y="781.5" width="90" height="27" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-787-82-27-0)" font-size="12px"><text x="746.5" y="799">Hold Alt</text></g><rect x="741" y="814" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-819-82-26-0)" font-size="12px"><text x="746.5" y="831.5">Ctrl+Shift+G</text></g><rect x="741" y="846" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-851-82-26-0)" font-size="12px"><text x="746.5" y="863.5">Ctrl+P</text></g><rect x="741" y="878.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-884-82-26-0)" font-size="12px"><text x="746.5" y="896">Ctrl+Y</text></g><rect x="741" y="911" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-916-82-26-0)" font-size="12px"><text x="746.5" y="928.5">Ctrl+Shift+Z</text></g><rect x="741" y="943" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-948-102-26-0)" font-size="12px"><text x="746.5" y="960.5">A / S / D / F / C</text></g><rect x="741" y="975.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-980-82-26-0)" font-size="12px"><text x="746.5" y="993">X</text></g><rect x="741" y="1008" width="106" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-1013-98-26-0)" font-size="12px"><text x="746.5" y="1025.5">Ctrl / Right click</text></g><rect x="741" y="1040" width="109" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-1045-101-26-0)" font-size="12px"><text x="746.5" y="1057.5">(Ctrl / Shift)+Esc</text></g><rect x="851" y="652.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-658-132-26-0)" font-size="12px"><text x="856.5" y="670">Save (as)</text></g><rect x="851" y="685" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-690-132-26-0)" font-size="12px"><text x="856.5" y="702.5">Undo</text></g><rect x="851" y="717" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-722-132-26-0)" font-size="12px"><text x="856.5" y="734.5">Connection arrows</text></g><rect x="851" y="781" width="203" height="28" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-786-195-28-0)" font-size="12px"><text x="856.5" y="798.5">Ignore handles under the mouse</text></g><rect x="851" y="814" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-819-132-26-0)" font-size="12px"><text x="856.5" y="831.5">Toggle grid</text></g><rect x="851" y="846" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-851-132-26-0)" font-size="12px"><text x="856.5" y="863.5">Print</text></g><rect x="851" y="878.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-884-132-26-0)" font-size="12px"><text x="856.5" y="896">Redo (Windows)</text></g><rect x="851" y="911" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-916-132-26-0)" font-size="12px"><text x="856.5" y="928.5">Redo (Linux/macOS)</text></g><rect x="851" y="943" width="210" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-948-202-26-0)" font-size="12px"><text x="856.5" y="960.5">Add Text/Note/Rectangle/Ellipse/Line</text></g><rect x="851" y="975.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-981-132-26-0)" font-size="12px"><text x="856.5" y="993">Toggle Freehand Mode</text></g><rect x="851" y="1008" width="214" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-1013-206-26-0)" font-size="12px"><text x="856.5" y="1025.5">Context Menu</text></g><rect x="851" y="1040" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-1045-132-26-0)" font-size="12px"><text x="856.5" y="1057.5">Cancel editing / action</text></g><rect x="1101" y="888" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-893-102-26-0)" font-size="12px"><text x="1106.5" y="905.5">Drag</text></g><rect x="1101" y="920.5" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-926-102-26-0)" font-size="12px"><text x="1106.5" y="938">Tap and hold</text></g><rect x="1101" y="953" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-958-102-26-0)" font-size="12px"><text x="1106.5" y="970.5">Pinch</text></g><rect x="1101" y="985" width="110" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-990-102-26-0)" font-size="12px"><text x="1106.5" y="1002.5">Tap selected cell</text></g><rect x="1211" y="888" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-893-132-26-0)" font-size="12px"><text x="1216.5" y="905.5">Move cell / Pan canvas</text></g><rect x="1211" y="921" width="196" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-926-188-26-0)" font-size="12px"><text x="1216.5" y="938.5">Toggle selection / Rubberband</text></g><rect x="1211" y="953" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-958-112-26-0)" font-size="12px"><text x="1216.5" y="970.5">Zoom</text></g><rect x="1211" y="985" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-990-112-26-0)" font-size="12px"><text x="1216.5" y="1002.5">Context menu</text></g><rect x="1101" y="107" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-112-112-26-0)" font-size="12px"><text x="1106.5" y="124.5">Cursor</text></g><rect x="1101" y="139" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-144-112-26-0)" font-size="12px"><text x="1106.5" y="156.5">Shift+Cursor</text></g><rect x="1101" y="171" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-176-112-26-0)" font-size="12px"><text x="1106.5" y="188.5">Ctrl+Cursor</text></g><rect x="1101" y="203" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-208-112-26-0)" font-size="12px"><text x="1106.5" y="220.5">Ctrl+Shift+Cursor</text></g><rect x="1101" y="235.5" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-241-112-26-0)" font-size="12px"><text x="1106.5" y="253">Alt+Shift+Cursor</text></g><rect x="1101" y="268" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-273-112-26-0)" font-size="12px"><text x="1106.5" y="285.5">Alt+Cursor</text></g><rect x="1101" y="300" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-305-112-26-0)" font-size="12px"><text x="1106.5" y="317.5">Ctrl+Shift+Pg Up</text></g><rect x="1101" y="332" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-337-132-26-0)" font-size="12px"><text x="1106.5" y="349.5">Ctrl+Shift+Pg Down</text></g><rect x="1241" y="107" width="149" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-112-141-26-0)" font-size="12px"><text x="1246.5" y="124.5">Scroll / Move cell (pt)</text></g><rect x="1241" y="139" width="178" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-144-170-26-0)" font-size="12px"><text x="1246.5" y="156.5">Move cell (grid) or page</text></g><rect x="1241" y="171" width="185" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-176-177-26-0)" font-size="12px"><text x="1246.5" y="188.5">Resize cell (pt) or select page</text></g><rect x="1241" y="203" width="176" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-208-168-26-0)" font-size="12px"><text x="1246.5" y="220.5">Resize cell (grid size)</text></g><rect x="1241" y="235.5" width="149" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-241-141-26-0)" font-size="12px"><text x="1246.5" y="253">Clone and connect</text></g><rect x="1241" y="268" width="149" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-273-141-26-0)" font-size="12px"><text x="1246.5" y="285.5">Scroll page</text></g><rect x="1241" y="300" width="130" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-305-122-26-0)" font-size="12px"><text x="1246.5" y="317.5">Previous page</text></g><rect x="1241" y="332" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1245-337-132-26-0)" font-size="12px"><text x="1246.5" y="349.5">Next page</text></g><rect x="1101" y="652" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-657-92-26-0)" font-size="12px"><text x="1106.5" y="669.5">Ctrl+Shift+R</text></g><rect x="1101" y="685" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-690-92-26-0)" font-size="12px"><text x="1106.5" y="702.5">Ctrl+E</text></g><rect x="1101" y="717" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-722-92-26-0)" font-size="12px"><text x="1106.5" y="734.5">Ctrl+Shift+D</text></g><rect x="1101" y="749" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-754-92-26-0)" font-size="12px"><text x="1106.5" y="766.5">Ctrl+Shift+C</text></g><rect x="1101" y="781.5" width="100" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1105-787-92-26-0)" font-size="12px"><text x="1106.5" y="799">Ctrl+Shift+V</text></g><rect x="1211" y="652" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-657-112-26-0)" font-size="12px"><text x="1216.5" y="669.5">Clear default style</text></g><rect x="1211" y="685" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-690-112-26-0)" font-size="12px"><text x="1216.5" y="702.5">Edit style</text></g><rect x="1211" y="717" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-722-112-26-0)" font-size="12px"><text x="1216.5" y="734.5">Set as default style</text></g><rect x="1211" y="749" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-754-112-26-0)" font-size="12px"><text x="1216.5" y="766.5">Copy style</text></g><rect x="1211" y="781.5" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-1215-787-112-26-0)" font-size="12px"><text x="1216.5" y="799">Paste style</text></g><rect x="1080" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1084-76-165-26-0)" font-size="14px"><text x="1085.5" y="90.5">CURSOR / PAGE KEYS</text></g><rect x="721" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-725-76-165-26-0)" font-size="14px"><text x="726.5" y="90.5">TOOLS</text></g><rect x="365" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-369-76-165-26-0)" font-size="14px"><text x="370.5" y="90.5">SELECTION</text></g><rect x="1" y="71" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-5-76-165-26-0)" font-size="14px"><text x="6.5" y="90.5">LABELS</text></g><rect x="0" y="392" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-4-397-165-26-0)" font-size="14px"><text x="5.5" y="411.5">CANVAS</text></g><rect x="361" y="392" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-365-397-165-26-0)" font-size="14px"><text x="366.5" y="411.5">VIEW</text></g><rect x="721" y="392" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-725-397-165-26-0)" font-size="14px"><text x="726.5" y="411.5">LIBRARY / CONNECT</text></g><rect x="1081" y="616" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-1085-621-165-26-0)" font-size="14px"><text x="1086.5" y="635.5">STYLES</text></g><rect x="721" y="616" width="173" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-725-621-165-26-0)" font-size="14px"><text x="726.5" y="635.5">DOCUMENT</text></g><rect x="187" y="0.5" width="281" height="51.5" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-191-1-273-52-0)" font-size="27px"><text x="192.5" y="38.25">Keyboard Shortcuts</text></g><rect x="741" y="300" width="88" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-305-80-26-0)" font-size="12px"><text x="746.5" y="317.5">Ctrl+Shift+K</text></g><rect x="850" y="300" width="188" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-854-305-180-26-0)" font-size="12px"><text x="855.5" y="317.5">Toggle Shapes window (Sketch)</text></g><a xlink:href="https://app.diagrams.net/#Uhttps%3A%2F%2Fapp.diagrams.net%2Fshortcuts.svg" target="_blank"><rect x="1111.67" y="1046" width="132.33" height="18" fill="none" stroke="none" pointer-events="all"/><g fill="#F08705" font-family="Helvetica" text-decoration="underline" font-size="12px"><text x="1113.17" y="1059.5">Open in diagrams.net...</text></g></a><rect x="374" y="459" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-378-464-142-26-0)" font-size="12px"><text x="379.5" y="476.5">Ctrl+Shift+Wheel</text></g><rect x="544" y="459" width="123" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-548-464-115-26-0)" font-size="12px"><text x="549.5" y="476.5">Canvas zoom in/out</text></g><rect x="851" y="749.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-855-755-132-26-0)" font-size="12px"><text x="856.5" y="767">Connection points</text></g><rect x="741" y="749.5" width="90" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-745-754-82-26-0)" font-size="12px"><text x="746.5" y="767">Alt+Shift+P</text></g><rect x="128" y="107" width="200" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-132-112-192-26-0)" font-size="12px"><text x="133.5" y="124.5">Insert text or add an edge label</text></g><rect x="21" y="107" width="120" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-112-112-26-0)" font-size="12px"><text x="26.5" y="124.5">Double-click</text></g><rect x="100" y="139" width="10" height="16" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-100-140-10-20-0)" font-size="10px"><text x="101.5" y="150.5">1</text></g><rect x="1112" y="1023" width="255" height="19" rx="2.85" ry="2.85" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-size="12px"><text x="1113.5" y="1037">Ctrl / Shift+Enter: New Line / Apply in Safari</text></g><rect x="1105.33" y="1017" width="20" height="10" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-size="10px"><text x="1106.83" y="1028.5">1</text></g><rect x="21" y="427" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-432-132-26-0)" font-size="12px"><text x="26.5" y="444.5">Ctrl+X / C</text></g><rect x="21" y="459" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-464-132-26-0)" font-size="12px"><text x="26.5" y="476.5">Ctrl+V</text></g><rect x="21" y="491.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-497-132-26-0)" font-size="12px"><text x="26.5" y="509">Ctrl+G</text></g><rect x="21" y="524" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-529-132-26-0)" font-size="12px"><text x="26.5" y="541.5">Ctrl+Shift+U</text></g><rect x="21" y="556" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-561-132-26-0)" font-size="12px"><text x="26.5" y="573.5">Ctrl+L / Alt+Shift+L</text></g><rect x="21" y="588" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-593-132-26-0)" font-size="12px"><text x="26.5" y="605.5">Ctrl+Enter / D</text></g><rect x="21" y="620.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-625-132-26-0)" font-size="12px"><text x="26.5" y="638">Backspace or Delete</text></g><rect x="21" y="653" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-658-132-26-0)" font-size="12px"><text x="26.5" y="670.5">Ctrl / Shift+Delete</text></g><rect x="21" y="685" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-690-132-26-0)" font-size="12px"><text x="26.5" y="702.5">Ctrl+R</text></g><rect x="21" y="717" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-722-132-26-0)" font-size="12px"><text x="26.5" y="734.5">Shift+Resize</text></g><rect x="21" y="749.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-755-132-26-0)" font-size="12px"><text x="26.5" y="767">Ctrl+Resize</text></g><rect x="21" y="782" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-787-132-26-0)" font-size="12px"><text x="26.5" y="799.5">Ctrl+Home</text></g><rect x="21" y="814" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-819-132-26-0)" font-size="12px"><text x="26.5" y="831.5">Ctrl+End</text></g><rect x="21" y="846" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-851-132-26-0)" font-size="12px"><text x="26.5" y="863.5">Ctrl+Shift+Home</text></g><rect x="21" y="878.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-883-132-26-0)" font-size="12px"><text x="26.5" y="896">Ctrl+Shift+End</text></g><rect x="21" y="911" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-916-132-26-0)" font-size="12px"><text x="26.5" y="928.5">Ctrl+Shift+F / B</text></g><rect x="21" y="943" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-948-132-26-0)" font-size="12px"><text x="26.5" y="960.5">Ctrl+F</text></g><rect x="21" y="975.5" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-981-132-26-0)" font-size="12px"><text x="26.5" y="993">Alt+Shift+C / T</text></g><rect x="21" y="1008" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-1013-132-26-0)" font-size="12px"><text x="26.5" y="1025.5">Ctrl+Shift+Y</text></g><rect x="21" y="1040" width="140" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" font-weight="bold" clip-path="url(#mx-clip-25-1045-132-26-0)" font-size="12px"><text x="26.5" y="1057.5">Ctrl / Shift+Drag</text></g><rect x="161" y="427" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-432-142-26-0)" font-size="12px"><text x="166.5" y="444.5">Cut / Copy</text></g><rect x="161" y="459" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-464-142-26-0)" font-size="12px"><text x="166.5" y="476.5">Paste</text></g><rect x="161" y="491.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-497-142-26-0)" font-size="12px"><text x="166.5" y="509">Group</text></g><rect x="161" y="524" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-529-142-26-0)" font-size="12px"><text x="166.5" y="541.5">Ungroup</text></g><rect x="161" y="556" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-561-142-26-0)" font-size="12px"><text x="166.5" y="573.5">Lock/Unlock / Edit link</text></g><rect x="161" y="588" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-593-142-26-0)" font-size="12px"><text x="166.5" y="605.5">Duplicate</text></g><rect x="161" y="620.5" width="150" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-626-142-26-0)" font-size="12px"><text x="166.5" y="638">Delete selected cells</text></g><rect x="161" y="653" width="187" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-658-179-26-0)" font-size="12px"><text x="166.5" y="670.5">...with connections / labels</text></g><rect x="161" y="685" width="159" height="26" fill="none" stroke="none" pointer-events="all"/><g fill="#333333" font-family="Helvetica" clip-path="url(#mx-clip-165-690-151-26-0)" font-size="12px"><text x="166.5" y="702.5">Turn / 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\ No newline at end of file diff --git a/src/main/webapp/styles/dark.css b/src/main/webapp/styles/dark.css index 09473d89..30b02ecc 100644 --- a/src/main/webapp/styles/dark.css +++ b/src/main/webapp/styles/dark.css @@ -54,9 +54,12 @@ html body .geBaseButton, html .geSidebarContainer button { html body .geSidebarTooltip { border:1px solid #505759; } -html body .geSprite, html body .geSocialFooter img, html body .mxPopupMenuItem>img { +html body .geSprite, html body .geSocialFooter img, html body .mxPopupMenuItem>img, .geAdaptiveAsset { filter:invert(100%); } +.geInverseAdaptiveAsset { + filter:none !important; +} html body .geFormatContainer { background-color:#2a2a2a !important; border-left:1px solid #505759; @@ -83,7 +86,10 @@ html body .geToolbarMenu, html body .geFooterContainer, html body .geFooterConta html body .geFooterContainer a { background-color:none; } -html body .geFooterContainer td:hover, html body #geFooterItem1:hover { +html body .geBigStandardButton { + border: 1px solid #505759; +} +html body .geFooterContainer td:hover, html body #geFooterItem1:hover, html body .geBigStandardButton:hover { background-color:#000000; } html body .geSidebarContainer, html body .geDiagramBackdrop { @@ -135,6 +141,9 @@ html body .geToolbarContainer .geLabel:hover, html body .geToolbarContainer .geL html body .geHsplit:hover, html body .geVsplit:hover, html .geSidebarContainer button:active { background-color:#000; } +html body .geToolbarContainer .geButton.geAdaptiveAsset:hover { + background-color: #fff; +} html body .geToolbar { border-color:#505759; box-shadow:none; diff --git a/src/main/webapp/workbox-4768a546.js.map b/src/main/webapp/workbox-4768a546.js.map index 17e217e2..d0d4e585 100644 --- a/src/main/webapp/workbox-4768a546.js.map +++ b/src/main/webapp/workbox-4768a546.js.map @@ -1 +1 @@ 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strict\";\n// @ts-ignore\ntry {\n self['workbox:core:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2019 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst logger = (process.env.NODE_ENV === 'production' ? null : (() => {\n // Don't overwrite this value if it's already set.\n // See https://github.com/GoogleChrome/workbox/pull/2284#issuecomment-560470923\n if (!('__WB_DISABLE_DEV_LOGS' in self)) {\n self.__WB_DISABLE_DEV_LOGS = false;\n }\n let inGroup = false;\n const methodToColorMap = {\n debug: `#7f8c8d`,\n log: `#2ecc71`,\n warn: `#f39c12`,\n error: `#c0392b`,\n groupCollapsed: `#3498db`,\n groupEnd: null,\n };\n const print = function (method, args) {\n if (self.__WB_DISABLE_DEV_LOGS) {\n return;\n }\n if (method === 'groupCollapsed') {\n // Safari doesn't print all console.groupCollapsed() arguments:\n // https://bugs.webkit.org/show_bug.cgi?id=182754\n if (/^((?!chrome|android).)*safari/i.test(navigator.userAgent)) {\n console[method](...args);\n return;\n }\n }\n const styles = [\n `background: ${methodToColorMap[method]}`,\n `border-radius: 0.5em`,\n `color: white`,\n `font-weight: bold`,\n `padding: 2px 0.5em`,\n ];\n // When in a group, the workbox prefix is not displayed.\n const logPrefix = inGroup ? [] : ['%cworkbox', styles.join(';')];\n console[method](...logPrefix, ...args);\n if (method === 'groupCollapsed') {\n inGroup = true;\n }\n if (method === 'groupEnd') {\n inGroup = false;\n }\n };\n // eslint-disable-next-line @typescript-eslint/ban-types\n const api = {};\n const loggerMethods = Object.keys(methodToColorMap);\n for (const key of loggerMethods) {\n const method = key;\n api[method] = (...args) => {\n print(method, args);\n };\n }\n return api;\n})());\nexport { logger };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messages } from './messages.js';\nimport '../../_version.js';\nconst fallback = (code, ...args) => {\n let msg = code;\n if (args.length > 0) {\n msg += ` :: ${JSON.stringify(args)}`;\n }\n return msg;\n};\nconst generatorFunction = (code, details = {}) => {\n const message = messages[code];\n if (!message) {\n throw new Error(`Unable to find message for code '${code}'.`);\n }\n return message(details);\n};\nexport const messageGenerator = (process.env.NODE_ENV === 'production') ?\n fallback : generatorFunction;\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messageGenerator } from '../models/messages/messageGenerator.js';\nimport '../_version.js';\n/**\n * Workbox errors should be thrown with this class.\n * This allows use to ensure the type easily in tests,\n * helps developers identify errors from workbox\n * easily and allows use to optimise error\n * messages correctly.\n *\n * @private\n */\nclass WorkboxError extends Error {\n /**\n *\n * @param {string} errorCode The error code that\n * identifies this particular error.\n * @param {Object=} details Any relevant arguments\n * that will help developers identify issues should\n * be added as a key on the context object.\n */\n constructor(errorCode, details) {\n const message = messageGenerator(errorCode, details);\n super(message);\n this.name = errorCode;\n this.details = details;\n }\n}\nexport { WorkboxError };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:routing:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * The default HTTP method, 'GET', used when there's no specific method\n * configured for a route.\n *\n * @type {string}\n *\n * @private\n */\nexport const defaultMethod = 'GET';\n/**\n * The list of valid HTTP methods associated with requests that could be routed.\n *\n * @type {Array<string>}\n *\n * @private\n */\nexport const validMethods = [\n 'DELETE',\n 'GET',\n 'HEAD',\n 'PATCH',\n 'POST',\n 'PUT',\n];\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport '../_version.js';\n/**\n * @param {function()|Object} handler Either a function, or an object with a\n * 'handle' method.\n * @return {Object} An object with a handle method.\n *\n * @private\n */\nexport const normalizeHandler = (handler) => {\n if (handler && typeof handler === 'object') {\n if (process.env.NODE_ENV !== 'production') {\n assert.hasMethod(handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return handler;\n }\n else {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(handler, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return { handle: handler };\n }\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { defaultMethod, validMethods } from './utils/constants.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport './_version.js';\n/**\n * A `Route` consists of a pair of callback functions, \"match\" and \"handler\".\n * The \"match\" callback determine if a route should be used to \"handle\" a\n * request by returning a non-falsy value if it can. The \"handler\" callback\n * is called when there is a match and should return a Promise that resolves\n * to a `Response`.\n *\n * @memberof module:workbox-routing\n */\nclass Route {\n /**\n * Constructor for Route class.\n *\n * @param {module:workbox-routing~matchCallback} match\n * A callback function that determines whether the route matches a given\n * `fetch` event by returning a non-falsy value.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resolving to a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(match, handler, method = defaultMethod) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(match, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'match',\n });\n if (method) {\n assert.isOneOf(method, validMethods, { paramName: 'method' });\n }\n }\n // These values are referenced directly by Router so cannot be\n // altered by minificaton.\n this.handler = normalizeHandler(handler);\n this.match = match;\n this.method = method;\n }\n /**\n *\n * @param {module:workbox-routing-handlerCallback} handler A callback\n * function that returns a Promise resolving to a Response\n */\n setCatchHandler(handler) {\n this.catchHandler = normalizeHandler(handler);\n }\n}\nexport { Route };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { Route } from './Route.js';\nimport './_version.js';\n/**\n * RegExpRoute makes it easy to create a regular expression based\n * [Route]{@link module:workbox-routing.Route}.\n *\n * For same-origin requests the RegExp only needs to match part of the URL. For\n * requests against third-party servers, you must define a RegExp that matches\n * the start of the URL.\n *\n * [See the module docs for info.]{@link https://developers.google.com/web/tools/workbox/modules/workbox-routing}\n *\n * @memberof module:workbox-routing\n * @extends module:workbox-routing.Route\n */\nclass RegExpRoute extends Route {\n /**\n * If the regular expression contains\n * [capture groups]{@link https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/RegExp#grouping-back-references},\n * the captured values will be passed to the\n * [handler's]{@link module:workbox-routing~handlerCallback} `params`\n * argument.\n *\n * @param {RegExp} regExp The regular expression to match against URLs.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(regExp, handler, method) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(regExp, RegExp, {\n moduleName: 'workbox-routing',\n className: 'RegExpRoute',\n funcName: 'constructor',\n paramName: 'pattern',\n });\n }\n const match = ({ url }) => {\n const result = regExp.exec(url.href);\n // Return immediately if there's no match.\n if (!result) {\n return;\n }\n // Require that the match start at the first character in the URL string\n // if it's a cross-origin request.\n // See https://github.com/GoogleChrome/workbox/issues/281 for the context\n // behind this behavior.\n if ((url.origin !== location.origin) && (result.index !== 0)) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`The regular expression '${regExp.toString()}' only partially matched ` +\n `against the cross-origin URL '${url.toString()}'. RegExpRoute's will only ` +\n `handle cross-origin requests if they match the entire URL.`);\n }\n return;\n }\n // If the route matches, but there aren't any capture groups defined, then\n // this will return [], which is truthy and therefore sufficient to\n // indicate a match.\n // If there are capture groups, then it will return their values.\n return result.slice(1);\n };\n super(match, handler, method);\n }\n}\nexport { RegExpRoute };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { defaultMethod } from './utils/constants.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport './_version.js';\n/**\n * The Router can be used to process a FetchEvent through one or more\n * [Routes]{@link module:workbox-routing.Route} responding with a Request if\n * a matching route exists.\n *\n * If no route matches a given a request, the Router will use a \"default\"\n * handler if one is defined.\n *\n * Should the matching Route throw an error, the Router will use a \"catch\"\n * handler if one is defined to gracefully deal with issues and respond with a\n * Request.\n *\n * If a request matches multiple routes, the **earliest** registered route will\n * be used to respond to the request.\n *\n * @memberof module:workbox-routing\n */\nclass Router {\n /**\n * Initializes a new Router.\n */\n constructor() {\n this._routes = new Map();\n this._defaultHandlerMap = new Map();\n }\n /**\n * @return {Map<string, Array<module:workbox-routing.Route>>} routes A `Map` of HTTP\n * method name ('GET', etc.) to an array of all the corresponding `Route`\n * instances that are registered.\n */\n get routes() {\n return this._routes;\n }\n /**\n * Adds a fetch event listener to respond to events when a route matches\n * the event's request.\n */\n addFetchListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('fetch', ((event) => {\n const { request } = event;\n const responsePromise = this.handleRequest({ request, event });\n if (responsePromise) {\n event.respondWith(responsePromise);\n }\n }));\n }\n /**\n * Adds a message event listener for URLs to cache from the window.\n * This is useful to cache resources loaded on the page prior to when the\n * service worker started controlling it.\n *\n * The format of the message data sent from the window should be as follows.\n * Where the `urlsToCache` array may consist of URL strings or an array of\n * URL string + `requestInit` object (the same as you'd pass to `fetch()`).\n *\n * ```\n * {\n * type: 'CACHE_URLS',\n * payload: {\n * urlsToCache: [\n * './script1.js',\n * './script2.js',\n * ['./script3.js', {mode: 'no-cors'}],\n * ],\n * },\n * }\n * ```\n */\n addCacheListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('message', ((event) => {\n // event.data is type 'any'\n if (event.data && event.data.type === 'CACHE_URLS') { // eslint-disable-line\n const { payload } = event.data; // eslint-disable-line\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Caching URLs from the window`, payload.urlsToCache);\n }\n const requestPromises = Promise.all(payload.urlsToCache.map((entry) => {\n if (typeof entry === 'string') {\n entry = [entry];\n }\n const request = new Request(...entry);\n return this.handleRequest({ request, event });\n // TODO(philipwalton): TypeScript errors without this typecast for\n // some reason (probably a bug). The real type here should work but\n // doesn't: `Array<Promise<Response> | undefined>`.\n })); // TypeScript\n event.waitUntil(requestPromises);\n // If a MessageChannel was used, reply to the message on success.\n if (event.ports && event.ports[0]) {\n void requestPromises.then(() => event.ports[0].postMessage(true));\n }\n }\n }));\n }\n /**\n * Apply the routing rules to a FetchEvent object to get a Response from an\n * appropriate Route's handler.\n *\n * @param {Object} options\n * @param {Request} options.request The request to handle.\n * @param {ExtendableEvent} options.event The event that triggered the\n * request.\n * @return {Promise<Response>|undefined} A promise is returned if a\n * registered route can handle the request. If there is no matching\n * route and there's no `defaultHandler`, `undefined` is returned.\n */\n handleRequest({ request, event }) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'handleRequest',\n paramName: 'options.request',\n });\n }\n const url = new URL(request.url, location.href);\n if (!url.protocol.startsWith('http')) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Workbox Router only supports URLs that start with 'http'.`);\n }\n return;\n }\n const sameOrigin = url.origin === location.origin;\n const { params, route } = this.findMatchingRoute({\n event,\n request,\n sameOrigin,\n url,\n });\n let handler = route && route.handler;\n const debugMessages = [];\n if (process.env.NODE_ENV !== 'production') {\n if (handler) {\n debugMessages.push([\n `Found a route to handle this request:`, route,\n ]);\n if (params) {\n debugMessages.push([\n `Passing the following params to the route's handler:`, params,\n ]);\n }\n }\n }\n // If we don't have a handler because there was no matching route, then\n // fall back to defaultHandler if that's defined.\n const method = request.method;\n if (!handler && this._defaultHandlerMap.has(method)) {\n if (process.env.NODE_ENV !== 'production') {\n debugMessages.push(`Failed to find a matching route. Falling ` +\n `back to the default handler for ${method}.`);\n }\n handler = this._defaultHandlerMap.get(method);\n }\n if (!handler) {\n if (process.env.NODE_ENV !== 'production') {\n // No handler so Workbox will do nothing. If logs is set of debug\n // i.e. verbose, we should print out this information.\n logger.debug(`No route found for: ${getFriendlyURL(url)}`);\n }\n return;\n }\n if (process.env.NODE_ENV !== 'production') {\n // We have a handler, meaning Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Router is responding to: ${getFriendlyURL(url)}`);\n debugMessages.forEach((msg) => {\n if (Array.isArray(msg)) {\n logger.log(...msg);\n }\n else {\n logger.log(msg);\n }\n });\n logger.groupEnd();\n }\n // Wrap in try and catch in case the handle method throws a synchronous\n // error. It should still callback to the catch handler.\n let responsePromise;\n try {\n responsePromise = handler.handle({ url, request, event, params });\n }\n catch (err) {\n responsePromise = Promise.reject(err);\n }\n // Get route's catch handler, if it exists\n const catchHandler = route && route.catchHandler;\n if (responsePromise instanceof Promise && (this._catchHandler || catchHandler)) {\n responsePromise = responsePromise.catch(async (err) => {\n // If there's a route catch handler, process that first\n if (catchHandler) {\n if (process.env.NODE_ENV !== 'production') {\n // Still include URL here as it will be async from the console group\n // and may not make sense without the URL\n logger.groupCollapsed(`Error thrown when responding to: ` +\n ` ${getFriendlyURL(url)}. Falling back to route's Catch Handler.`);\n logger.error(`Error thrown by:`, route);\n logger.error(err);\n logger.groupEnd();\n }\n try {\n return await catchHandler.handle({ url, request, event, params });\n }\n catch (catchErr) {\n if (catchErr instanceof Error) {\n err = catchErr;\n }\n }\n }\n if (this._catchHandler) {\n if (process.env.NODE_ENV !== 'production') {\n // Still include URL here as it will be async from the console group\n // and may not make sense without the URL\n logger.groupCollapsed(`Error thrown when responding to: ` +\n ` ${getFriendlyURL(url)}. Falling back to global Catch Handler.`);\n logger.error(`Error thrown by:`, route);\n logger.error(err);\n logger.groupEnd();\n }\n return this._catchHandler.handle({ url, request, event });\n }\n throw err;\n });\n }\n return responsePromise;\n }\n /**\n * Checks a request and URL (and optionally an event) against the list of\n * registered routes, and if there's a match, returns the corresponding\n * route along with any params generated by the match.\n *\n * @param {Object} options\n * @param {URL} options.url\n * @param {boolean} options.sameOrigin The result of comparing `url.origin`\n * against the current origin.\n * @param {Request} options.request The request to match.\n * @param {Event} options.event The corresponding event.\n * @return {Object} An object with `route` and `params` properties.\n * They are populated if a matching route was found or `undefined`\n * otherwise.\n */\n findMatchingRoute({ url, sameOrigin, request, event }) {\n const routes = this._routes.get(request.method) || [];\n for (const route of routes) {\n let params;\n // route.match returns type any, not possible to change right now.\n // eslint-disable-next-line @typescript-eslint/no-unsafe-assignment\n const matchResult = route.match({ url, sameOrigin, request, event });\n if (matchResult) {\n if (process.env.NODE_ENV !== 'production') {\n // Warn developers that using an async matchCallback is almost always\n // not the right thing to do.\n if (matchResult instanceof Promise) {\n logger.warn(`While routing ${getFriendlyURL(url)}, an async ` +\n `matchCallback function was used. Please convert the ` +\n `following route to use a synchronous matchCallback function:`, route);\n }\n }\n // See https://github.com/GoogleChrome/workbox/issues/2079\n // eslint-disable-next-line @typescript-eslint/no-unsafe-assignment\n params = matchResult;\n if (Array.isArray(params) && params.length === 0) {\n // Instead of passing an empty array in as params, use undefined.\n params = undefined;\n }\n else if ((matchResult.constructor === Object && // eslint-disable-line\n Object.keys(matchResult).length === 0)) {\n // Instead of passing an empty object in as params, use undefined.\n params = undefined;\n }\n else if (typeof matchResult === 'boolean') {\n // For the boolean value true (rather than just something truth-y),\n // don't set params.\n // See https://github.com/GoogleChrome/workbox/pull/2134#issuecomment-513924353\n params = undefined;\n }\n // Return early if have a match.\n return { route, params };\n }\n }\n // If no match was found above, return and empty object.\n return {};\n }\n /**\n * Define a default `handler` that's called when no routes explicitly\n * match the incoming request.\n *\n * Each HTTP method ('GET', 'POST', etc.) gets its own default handler.\n *\n * Without a default handler, unmatched requests will go against the\n * network as if there were no service worker present.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n * @param {string} [method='GET'] The HTTP method to associate with this\n * default handler. Each method has its own default.\n */\n setDefaultHandler(handler, method = defaultMethod) {\n this._defaultHandlerMap.set(method, normalizeHandler(handler));\n }\n /**\n * If a Route throws an error while handling a request, this `handler`\n * will be called and given a chance to provide a response.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n */\n setCatchHandler(handler) {\n this._catchHandler = normalizeHandler(handler);\n }\n /**\n * Registers a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to register.\n */\n registerRoute(route) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(route, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route, 'match', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.isType(route.handler, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route.handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.handler',\n });\n assert.isType(route.method, 'string', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.method',\n });\n }\n if (!this._routes.has(route.method)) {\n this._routes.set(route.method, []);\n }\n // Give precedence to all of the earlier routes by adding this additional\n // route to the end of the array.\n this._routes.get(route.method).push(route);\n }\n /**\n * Unregisters a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to unregister.\n */\n unregisterRoute(route) {\n if (!this._routes.has(route.method)) {\n throw new WorkboxError('unregister-route-but-not-found-with-method', {\n method: route.method,\n });\n }\n const routeIndex = this._routes.get(route.method).indexOf(route);\n if (routeIndex > -1) {\n this._routes.get(route.method).splice(routeIndex, 1);\n }\n else {\n throw new WorkboxError('unregister-route-route-not-registered');\n }\n }\n}\nexport { Router };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { Router } from '../Router.js';\nimport '../_version.js';\nlet defaultRouter;\n/**\n * Creates a new, singleton Router instance if one does not exist. If one\n * does already exist, that instance is returned.\n *\n * @private\n * @return {Router}\n */\nexport const getOrCreateDefaultRouter = () => {\n if (!defaultRouter) {\n defaultRouter = new Router();\n // The helpers that use the default Router assume these listeners exist.\n defaultRouter.addFetchListener();\n defaultRouter.addCacheListener();\n }\n return defaultRouter;\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst _cacheNameDetails = {\n googleAnalytics: 'googleAnalytics',\n precache: 'precache-v2',\n prefix: 'workbox',\n runtime: 'runtime',\n suffix: typeof registration !== 'undefined' ? registration.scope : '',\n};\nconst _createCacheName = (cacheName) => {\n return [_cacheNameDetails.prefix, cacheName, _cacheNameDetails.suffix]\n .filter((value) => value && value.length > 0)\n .join('-');\n};\nconst eachCacheNameDetail = (fn) => {\n for (const key of Object.keys(_cacheNameDetails)) {\n fn(key);\n }\n};\nexport const cacheNames = {\n updateDetails: (details) => {\n eachCacheNameDetail((key) => {\n if (typeof details[key] === 'string') {\n _cacheNameDetails[key] = details[key];\n }\n });\n },\n getGoogleAnalyticsName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.googleAnalytics);\n },\n getPrecacheName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.precache);\n },\n getPrefix: () => {\n return _cacheNameDetails.prefix;\n },\n getRuntimeName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.runtime);\n },\n getSuffix: () => {\n return _cacheNameDetails.suffix;\n },\n};\n","/*\n Copyright 2020 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A utility method that makes it easier to use `event.waitUntil` with\n * async functions and return the result.\n *\n * @param {ExtendableEvent} event\n * @param {Function} asyncFn\n * @return {Function}\n * @private\n */\nfunction waitUntil(event, asyncFn) {\n const returnPromise = asyncFn();\n event.waitUntil(returnPromise);\n return returnPromise;\n}\nexport { waitUntil };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:precaching:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport '../_version.js';\n// Name of the search parameter used to store revision info.\nconst REVISION_SEARCH_PARAM = '__WB_REVISION__';\n/**\n * Converts a manifest entry into a versioned URL suitable for precaching.\n *\n * @param {Object|string} entry\n * @return {string} A URL with versioning info.\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function createCacheKey(entry) {\n if (!entry) {\n throw new WorkboxError('add-to-cache-list-unexpected-type', { entry });\n }\n // If a precache manifest entry is a string, it's assumed to be a versioned\n // URL, like '/app.abcd1234.js'. Return as-is.\n if (typeof entry === 'string') {\n const urlObject = new URL(entry, location.href);\n return {\n cacheKey: urlObject.href,\n url: urlObject.href,\n };\n }\n const { revision, url } = entry;\n if (!url) {\n throw new WorkboxError('add-to-cache-list-unexpected-type', { entry });\n }\n // If there's just a URL and no revision, then it's also assumed to be a\n // versioned URL.\n if (!revision) {\n const urlObject = new URL(url, location.href);\n return {\n cacheKey: urlObject.href,\n url: urlObject.href,\n };\n }\n // Otherwise, construct a properly versioned URL using the custom Workbox\n // search parameter along with the revision info.\n const cacheKeyURL = new URL(url, location.href);\n const originalURL = new URL(url, location.href);\n cacheKeyURL.searchParams.set(REVISION_SEARCH_PARAM, revision);\n return {\n cacheKey: cacheKeyURL.href,\n url: originalURL.href,\n };\n}\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A plugin, designed to be used with PrecacheController, to determine the\n * of assets that were updated (or not updated) during the install event.\n *\n * @private\n */\nclass PrecacheInstallReportPlugin {\n constructor() {\n this.updatedURLs = [];\n this.notUpdatedURLs = [];\n this.handlerWillStart = async ({ request, state, }) => {\n // TODO: `state` should never be undefined...\n if (state) {\n state.originalRequest = request;\n }\n };\n this.cachedResponseWillBeUsed = async ({ event, state, cachedResponse, }) => {\n if (event.type === 'install') {\n if (state && state.originalRequest\n && state.originalRequest instanceof Request) {\n // TODO: `state` should never be undefined...\n const url = state.originalRequest.url;\n if (cachedResponse) {\n this.notUpdatedURLs.push(url);\n }\n else {\n this.updatedURLs.push(url);\n }\n }\n }\n return cachedResponse;\n };\n }\n}\nexport { PrecacheInstallReportPlugin };\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A plugin, designed to be used with PrecacheController, to translate URLs into\n * the corresponding cache key, based on the current revision info.\n *\n * @private\n */\nclass PrecacheCacheKeyPlugin {\n constructor({ precacheController }) {\n this.cacheKeyWillBeUsed = async ({ request, params, }) => {\n // Params is type any, can't change right now.\n /* eslint-disable */\n const cacheKey = (params === null || params === void 0 ? void 0 : params.cacheKey) ||\n this._precacheController.getCacheKeyForURL(request.url);\n /* eslint-enable */\n return cacheKey\n ? new Request(cacheKey, { headers: request.headers })\n : request;\n };\n this._precacheController = precacheController;\n }\n}\nexport { PrecacheCacheKeyPlugin };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nlet supportStatus;\n/**\n * A utility function that determines whether the current browser supports\n * constructing a new `Response` from a `response.body` stream.\n *\n * @return {boolean} `true`, if the current browser can successfully\n * construct a `Response` from a `response.body` stream, `false` otherwise.\n *\n * @private\n */\nfunction canConstructResponseFromBodyStream() {\n if (supportStatus === undefined) {\n const testResponse = new Response('');\n if ('body' in testResponse) {\n try {\n new Response(testResponse.body);\n supportStatus = true;\n }\n catch (error) {\n supportStatus = false;\n }\n }\n supportStatus = false;\n }\n return supportStatus;\n}\nexport { canConstructResponseFromBodyStream };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { canConstructResponseFromBodyStream } from './_private/canConstructResponseFromBodyStream.js';\nimport { WorkboxError } from './_private/WorkboxError.js';\nimport './_version.js';\n/**\n * Allows developers to copy a response and modify its `headers`, `status`,\n * or `statusText` values (the values settable via a\n * [`ResponseInit`]{@link https://developer.mozilla.org/en-US/docs/Web/API/Response/Response#Syntax}\n * object in the constructor).\n * To modify these values, pass a function as the second argument. That\n * function will be invoked with a single object with the response properties\n * `{headers, status, statusText}`. The return value of this function will\n * be used as the `ResponseInit` for the new `Response`. To change the values\n * either modify the passed parameter(s) and return it, or return a totally\n * new object.\n *\n * This method is intentionally limited to same-origin responses, regardless of\n * whether CORS was used or not.\n *\n * @param {Response} response\n * @param {Function} modifier\n * @memberof module:workbox-core\n */\nasync function copyResponse(response, modifier) {\n let origin = null;\n // If response.url isn't set, assume it's cross-origin and keep origin null.\n if (response.url) {\n const responseURL = new URL(response.url);\n origin = responseURL.origin;\n }\n if (origin !== self.location.origin) {\n throw new WorkboxError('cross-origin-copy-response', { origin });\n }\n const clonedResponse = response.clone();\n // Create a fresh `ResponseInit` object by cloning the headers.\n const responseInit = {\n headers: new Headers(clonedResponse.headers),\n status: clonedResponse.status,\n statusText: clonedResponse.statusText,\n };\n // Apply any user modifications.\n const modifiedResponseInit = modifier ? modifier(responseInit) : responseInit;\n // Create the new response from the body stream and `ResponseInit`\n // modifications. Note: not all browsers support the Response.body stream,\n // so fall back to reading the entire body into memory as a blob.\n const body = canConstructResponseFromBodyStream() ?\n clonedResponse.body : await clonedResponse.blob();\n return new Response(body, modifiedResponseInit);\n}\nexport { copyResponse };\n","/*\n Copyright 2020 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nfunction stripParams(fullURL, ignoreParams) {\n const strippedURL = new URL(fullURL);\n for (const param of ignoreParams) {\n strippedURL.searchParams.delete(param);\n }\n return strippedURL.href;\n}\n/**\n * Matches an item in the cache, ignoring specific URL params. This is similar\n * to the `ignoreSearch` option, but it allows you to ignore just specific\n * params (while continuing to match on the others).\n *\n * @private\n * @param {Cache} cache\n * @param {Request} request\n * @param {Object} matchOptions\n * @param {Array<string>} ignoreParams\n * @return {Promise<Response|undefined>}\n */\nasync function cacheMatchIgnoreParams(cache, request, ignoreParams, matchOptions) {\n const strippedRequestURL = stripParams(request.url, ignoreParams);\n // If the request doesn't include any ignored params, match as normal.\n if (request.url === strippedRequestURL) {\n return cache.match(request, matchOptions);\n }\n // Otherwise, match by comparing keys\n const keysOptions = Object.assign(Object.assign({}, matchOptions), { ignoreSearch: true });\n const cacheKeys = await cache.keys(request, keysOptions);\n for (const cacheKey of cacheKeys) {\n const strippedCacheKeyURL = stripParams(cacheKey.url, ignoreParams);\n if (strippedRequestURL === strippedCacheKeyURL) {\n return cache.match(cacheKey, matchOptions);\n }\n }\n return;\n}\nexport { cacheMatchIgnoreParams };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * The Deferred class composes Promises in a way that allows for them to be\n * resolved or rejected from outside the constructor. In most cases promises\n * should be used directly, but Deferreds can be necessary when the logic to\n * resolve a promise must be separate.\n *\n * @private\n */\nclass Deferred {\n /**\n * Creates a promise and exposes its resolve and reject functions as methods.\n */\n constructor() {\n this.promise = new Promise((resolve, reject) => {\n this.resolve = resolve;\n this.reject = reject;\n });\n }\n}\nexport { Deferred };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n// Callbacks to be executed whenever there's a quota error.\n// Can't change Function type right now.\n// eslint-disable-next-line @typescript-eslint/ban-types\nconst quotaErrorCallbacks = new Set();\nexport { quotaErrorCallbacks };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:strategies:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheMatchIgnoreParams } from 'workbox-core/_private/cacheMatchIgnoreParams.js';\nimport { Deferred } from 'workbox-core/_private/Deferred.js';\nimport { executeQuotaErrorCallbacks } from 'workbox-core/_private/executeQuotaErrorCallbacks.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { timeout } from 'workbox-core/_private/timeout.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport './_version.js';\nfunction toRequest(input) {\n return (typeof input === 'string') ? new Request(input) : input;\n}\n/**\n * A class created every time a Strategy instance instance calls\n * [handle()]{@link module:workbox-strategies.Strategy~handle} or\n * [handleAll()]{@link module:workbox-strategies.Strategy~handleAll} that wraps all fetch and\n * cache actions around plugin callbacks and keeps track of when the strategy\n * is \"done\" (i.e. all added `event.waitUntil()` promises have resolved).\n *\n * @memberof module:workbox-strategies\n */\nclass StrategyHandler {\n /**\n * Creates a new instance associated with the passed strategy and event\n * that's handling the request.\n *\n * The constructor also initializes the state that will be passed to each of\n * the plugins handling this request.\n *\n * @param {module:workbox-strategies.Strategy} strategy\n * @param {Object} options\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {ExtendableEvent} options.event The event associated with the\n * request.\n * @param {URL} [options.url]\n * @param {*} [options.params]\n * [match callback]{@link module:workbox-routing~matchCallback},\n * (if applicable).\n */\n constructor(strategy, options) {\n this._cacheKeys = {};\n /**\n * The request the strategy is performing (passed to the strategy's\n * `handle()` or `handleAll()` method).\n * @name request\n * @instance\n * @type {Request}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n /**\n * The event associated with this request.\n * @name event\n * @instance\n * @type {ExtendableEvent}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n /**\n * A `URL` instance of `request.url` (if passed to the strategy's\n * `handle()` or `handleAll()` method).\n * Note: the `url` param will be present if the strategy was invoked\n * from a workbox `Route` object.\n * @name url\n * @instance\n * @type {URL|undefined}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n /**\n * A `param` value (if passed to the strategy's\n * `handle()` or `handleAll()` method).\n * Note: the `param` param will be present if the strategy was invoked\n * from a workbox `Route` object and the\n * [match callback]{@link module:workbox-routing~matchCallback} returned\n * a truthy value (it will be that value).\n * @name params\n * @instance\n * @type {*|undefined}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(options.event, ExtendableEvent, {\n moduleName: 'workbox-strategies',\n className: 'StrategyHandler',\n funcName: 'constructor',\n paramName: 'options.event',\n });\n }\n Object.assign(this, options);\n this.event = options.event;\n this._strategy = strategy;\n this._handlerDeferred = new Deferred();\n this._extendLifetimePromises = [];\n // Copy the plugins list (since it's mutable on the strategy),\n // so any mutations don't affect this handler instance.\n this._plugins = [...strategy.plugins];\n this._pluginStateMap = new Map();\n for (const plugin of this._plugins) {\n this._pluginStateMap.set(plugin, {});\n }\n this.event.waitUntil(this._handlerDeferred.promise);\n }\n /**\n * Fetches a given request (and invokes any applicable plugin callback\n * methods) using the `fetchOptions` (for non-navigation requests) and\n * `plugins` defined on the `Strategy` object.\n *\n * The following plugin lifecycle methods are invoked when using this method:\n * - `requestWillFetch()`\n * - `fetchDidSucceed()`\n * - `fetchDidFail()`\n *\n * @param {Request|string} input The URL or request to fetch.\n * @return {Promise<Response>}\n */\n async fetch(input) {\n const { event } = this;\n let request = toRequest(input);\n if (request.mode === 'navigate' &&\n event instanceof FetchEvent &&\n event.preloadResponse) {\n const possiblePreloadResponse = await event.preloadResponse;\n if (possiblePreloadResponse) {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`Using a preloaded navigation response for ` +\n `'${getFriendlyURL(request.url)}'`);\n }\n return possiblePreloadResponse;\n }\n }\n // If there is a fetchDidFail plugin, we need to save a clone of the\n // original request before it's either modified by a requestWillFetch\n // plugin or before the original request's body is consumed via fetch().\n const originalRequest = this.hasCallback('fetchDidFail') ?\n request.clone() : null;\n try {\n for (const cb of this.iterateCallbacks('requestWillFetch')) {\n request = await cb({ request: request.clone(), event });\n }\n }\n catch (err) {\n if (err instanceof Error) {\n throw new WorkboxError('plugin-error-request-will-fetch', { thrownErrorMessage: err.message });\n }\n }\n // The request can be altered by plugins with `requestWillFetch` making\n // the original request (most likely from a `fetch` event) different\n // from the Request we make. Pass both to `fetchDidFail` to aid debugging.\n const pluginFilteredRequest = request.clone();\n try {\n let fetchResponse;\n // See https://github.com/GoogleChrome/workbox/issues/1796\n fetchResponse = await fetch(request, request.mode === 'navigate' ?\n undefined : this._strategy.fetchOptions);\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Network request for ` +\n `'${getFriendlyURL(request.url)}' returned a response with ` +\n `status '${fetchResponse.status}'.`);\n }\n for (const callback of this.iterateCallbacks('fetchDidSucceed')) {\n fetchResponse = await callback({\n event,\n request: pluginFilteredRequest,\n response: fetchResponse,\n });\n }\n return fetchResponse;\n }\n catch (error) {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`Network request for ` +\n `'${getFriendlyURL(request.url)}' threw an error.`, error);\n }\n // `originalRequest` will only exist if a `fetchDidFail` callback\n // is being used (see above).\n if (originalRequest) {\n await this.runCallbacks('fetchDidFail', {\n error: error,\n event,\n originalRequest: originalRequest.clone(),\n request: pluginFilteredRequest.clone(),\n });\n }\n throw error;\n }\n }\n /**\n * Calls `this.fetch()` and (in the background) runs `this.cachePut()` on\n * the response generated by `this.fetch()`.\n *\n * The call to `this.cachePut()` automatically invokes `this.waitUntil()`,\n * so you do not have to manually call `waitUntil()` on the event.\n *\n * @param {Request|string} input The request or URL to fetch and cache.\n * @return {Promise<Response>}\n */\n async fetchAndCachePut(input) {\n const response = await this.fetch(input);\n const responseClone = response.clone();\n void this.waitUntil(this.cachePut(input, responseClone));\n return response;\n }\n /**\n * Matches a request from the cache (and invokes any applicable plugin\n * callback methods) using the `cacheName`, `matchOptions`, and `plugins`\n * defined on the strategy object.\n *\n * The following plugin lifecycle methods are invoked when using this method:\n * - cacheKeyWillByUsed()\n * - cachedResponseWillByUsed()\n *\n * @param {Request|string} key The Request or URL to use as the cache key.\n * @return {Promise<Response|undefined>} A matching response, if found.\n */\n async cacheMatch(key) {\n const request = toRequest(key);\n let cachedResponse;\n const { cacheName, matchOptions } = this._strategy;\n const effectiveRequest = await this.getCacheKey(request, 'read');\n const multiMatchOptions = Object.assign(Object.assign({}, matchOptions), { cacheName });\n cachedResponse = await caches.match(effectiveRequest, multiMatchOptions);\n if (process.env.NODE_ENV !== 'production') {\n if (cachedResponse) {\n logger.debug(`Found a cached response in '${cacheName}'.`);\n }\n else {\n logger.debug(`No cached response found in '${cacheName}'.`);\n }\n }\n for (const callback of this.iterateCallbacks('cachedResponseWillBeUsed')) {\n cachedResponse = (await callback({\n cacheName,\n matchOptions,\n cachedResponse,\n request: effectiveRequest,\n event: this.event,\n })) || undefined;\n }\n return cachedResponse;\n }\n /**\n * Puts a request/response pair in the cache (and invokes any applicable\n * plugin callback methods) using the `cacheName` and `plugins` defined on\n * the strategy object.\n *\n * The following plugin lifecycle methods are invoked when using this method:\n * - cacheKeyWillByUsed()\n * - cacheWillUpdate()\n * - cacheDidUpdate()\n *\n * @param {Request|string} key The request or URL to use as the cache key.\n * @param {Response} response The response to cache.\n * @return {Promise<boolean>} `false` if a cacheWillUpdate caused the response\n * not be cached, and `true` otherwise.\n */\n async cachePut(key, response) {\n const request = toRequest(key);\n // Run in the next task to avoid blocking other cache reads.\n // https://github.com/w3c/ServiceWorker/issues/1397\n await timeout(0);\n const effectiveRequest = await this.getCacheKey(request, 'write');\n if (process.env.NODE_ENV !== 'production') {\n if (effectiveRequest.method && effectiveRequest.method !== 'GET') {\n throw new WorkboxError('attempt-to-cache-non-get-request', {\n url: getFriendlyURL(effectiveRequest.url),\n method: effectiveRequest.method,\n });\n }\n // See https://github.com/GoogleChrome/workbox/issues/2818\n const vary = response.headers.get('Vary');\n if (vary) {\n logger.debug(`The response for ${getFriendlyURL(effectiveRequest.url)} ` +\n `has a 'Vary: ${vary}' header. ` +\n `Consider setting the {ignoreVary: true} option on your strategy ` +\n `to ensure cache matching and deletion works as expected.`);\n }\n }\n if (!response) {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Cannot cache non-existent response for ` +\n `'${getFriendlyURL(effectiveRequest.url)}'.`);\n }\n throw new WorkboxError('cache-put-with-no-response', {\n url: getFriendlyURL(effectiveRequest.url),\n });\n }\n const responseToCache = await this._ensureResponseSafeToCache(response);\n if (!responseToCache) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Response '${getFriendlyURL(effectiveRequest.url)}' ` +\n `will not be cached.`, responseToCache);\n }\n return false;\n }\n const { cacheName, matchOptions } = this._strategy;\n const cache = await self.caches.open(cacheName);\n const hasCacheUpdateCallback = this.hasCallback('cacheDidUpdate');\n const oldResponse = hasCacheUpdateCallback ? await cacheMatchIgnoreParams(\n // TODO(philipwalton): the `__WB_REVISION__` param is a precaching\n // feature. Consider into ways to only add this behavior if using\n // precaching.\n cache, effectiveRequest.clone(), ['__WB_REVISION__'], matchOptions) :\n null;\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Updating the '${cacheName}' cache with a new Response ` +\n `for ${getFriendlyURL(effectiveRequest.url)}.`);\n }\n try {\n await cache.put(effectiveRequest, hasCacheUpdateCallback ?\n responseToCache.clone() : responseToCache);\n }\n catch (error) {\n if (error instanceof Error) {\n // See https://developer.mozilla.org/en-US/docs/Web/API/DOMException#exception-QuotaExceededError\n if (error.name === 'QuotaExceededError') {\n await executeQuotaErrorCallbacks();\n }\n throw error;\n }\n }\n for (const callback of this.iterateCallbacks('cacheDidUpdate')) {\n await callback({\n cacheName,\n oldResponse,\n newResponse: responseToCache.clone(),\n request: effectiveRequest,\n event: this.event,\n });\n }\n return true;\n }\n /**\n * Checks the list of plugins for the `cacheKeyWillBeUsed` callback, and\n * executes any of those callbacks found in sequence. The final `Request`\n * object returned by the last plugin is treated as the cache key for cache\n * reads and/or writes. If no `cacheKeyWillBeUsed` plugin callbacks have\n * been registered, the passed request is returned unmodified\n *\n * @param {Request} request\n * @param {string} mode\n * @return {Promise<Request>}\n */\n async getCacheKey(request, mode) {\n if (!this._cacheKeys[mode]) {\n let effectiveRequest = request;\n for (const callback of this.iterateCallbacks('cacheKeyWillBeUsed')) {\n effectiveRequest = toRequest(await callback({\n mode,\n request: effectiveRequest,\n event: this.event,\n // params has a type any can't change right now.\n params: this.params,\n }));\n }\n this._cacheKeys[mode] = effectiveRequest;\n }\n return this._cacheKeys[mode];\n }\n /**\n * Returns true if the strategy has at least one plugin with the given\n * callback.\n *\n * @param {string} name The name of the callback to check for.\n * @return {boolean}\n */\n hasCallback(name) {\n for (const plugin of this._strategy.plugins) {\n if (name in plugin) {\n return true;\n }\n }\n return false;\n }\n /**\n * Runs all plugin callbacks matching the given name, in order, passing the\n * given param object (merged ith the current plugin state) as the only\n * argument.\n *\n * Note: since this method runs all plugins, it's not suitable for cases\n * where the return value of a callback needs to be applied prior to calling\n * the next callback. See\n * [`iterateCallbacks()`]{@link module:workbox-strategies.StrategyHandler#iterateCallbacks}\n * below for how to handle that case.\n *\n * @param {string} name The name of the callback to run within each plugin.\n * @param {Object} param The object to pass as the first (and only) param\n * when executing each callback. This object will be merged with the\n * current plugin state prior to callback execution.\n */\n async runCallbacks(name, param) {\n for (const callback of this.iterateCallbacks(name)) {\n // TODO(philipwalton): not sure why `any` is needed. It seems like\n // this should work with `as WorkboxPluginCallbackParam[C]`.\n await callback(param);\n }\n }\n /**\n * Accepts a callback and returns an iterable of matching plugin callbacks,\n * where each callback is wrapped with the current handler state (i.e. when\n * you call each callback, whatever object parameter you pass it will\n * be merged with the plugin's current state).\n *\n * @param {string} name The name fo the callback to run\n * @return {Array<Function>}\n */\n *iterateCallbacks(name) {\n for (const plugin of this._strategy.plugins) {\n if (typeof plugin[name] === 'function') {\n const state = this._pluginStateMap.get(plugin);\n const statefulCallback = (param) => {\n const statefulParam = Object.assign(Object.assign({}, param), { state });\n // TODO(philipwalton): not sure why `any` is needed. It seems like\n // this should work with `as WorkboxPluginCallbackParam[C]`.\n return plugin[name](statefulParam);\n };\n yield statefulCallback;\n }\n }\n }\n /**\n * Adds a promise to the\n * [extend lifetime promises]{@link https://w3c.github.io/ServiceWorker/#extendableevent-extend-lifetime-promises}\n * of the event event associated with the request being handled (usually a\n * `FetchEvent`).\n *\n * Note: you can await\n * [`doneWaiting()`]{@link module:workbox-strategies.StrategyHandler~doneWaiting}\n * to know when all added promises have settled.\n *\n * @param {Promise} promise A promise to add to the extend lifetime promises\n * of the event that triggered the request.\n */\n waitUntil(promise) {\n this._extendLifetimePromises.push(promise);\n return promise;\n }\n /**\n * Returns a promise that resolves once all promises passed to\n * [`waitUntil()`]{@link module:workbox-strategies.StrategyHandler~waitUntil}\n * have settled.\n *\n * Note: any work done after `doneWaiting()` settles should be manually\n * passed to an event's `waitUntil()` method (not this handler's\n * `waitUntil()` method), otherwise the service worker thread my be killed\n * prior to your work completing.\n */\n async doneWaiting() {\n let promise;\n while (promise = this._extendLifetimePromises.shift()) {\n await promise;\n }\n }\n /**\n * Stops running the strategy and immediately resolves any pending\n * `waitUntil()` promises.\n */\n destroy() {\n this._handlerDeferred.resolve(null);\n }\n /**\n * This method will call cacheWillUpdate on the available plugins (or use\n * status === 200) to determine if the Response is safe and valid to cache.\n *\n * @param {Request} options.request\n * @param {Response} options.response\n * @return {Promise<Response|undefined>}\n *\n * @private\n */\n async _ensureResponseSafeToCache(response) {\n let responseToCache = response;\n let pluginsUsed = false;\n for (const callback of this.iterateCallbacks('cacheWillUpdate')) {\n responseToCache = (await callback({\n request: this.request,\n response: responseToCache,\n event: this.event,\n })) || undefined;\n pluginsUsed = true;\n if (!responseToCache) {\n break;\n }\n }\n if (!pluginsUsed) {\n if (responseToCache && responseToCache.status !== 200) {\n responseToCache = undefined;\n }\n if (process.env.NODE_ENV !== 'production') {\n if (responseToCache) {\n if (responseToCache.status !== 200) {\n if (responseToCache.status === 0) {\n logger.warn(`The response for '${this.request.url}' ` +\n `is an opaque response. The caching strategy that you're ` +\n `using will not cache opaque responses by default.`);\n }\n else {\n logger.debug(`The response for '${this.request.url}' ` +\n `returned a status code of '${response.status}' and won't ` +\n `be cached as a result.`);\n }\n }\n }\n }\n }\n return responseToCache;\n }\n}\nexport { StrategyHandler };\n","/*\n Copyright 2019 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * Returns a promise that resolves and the passed number of milliseconds.\n * This utility is an async/await-friendly version of `setTimeout`.\n *\n * @param {number} ms\n * @return {Promise}\n * @private\n */\nexport function timeout(ms) {\n return new Promise((resolve) => setTimeout(resolve, ms));\n}\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst getFriendlyURL = (url) => {\n const urlObj = new URL(String(url), location.href);\n // See https://github.com/GoogleChrome/workbox/issues/2323\n // We want to include everything, except for the origin if it's same-origin.\n return urlObj.href.replace(new RegExp(`^${location.origin}`), '');\n};\nexport { getFriendlyURL };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from '../_private/logger.js';\nimport { quotaErrorCallbacks } from '../models/quotaErrorCallbacks.js';\nimport '../_version.js';\n/**\n * Runs all of the callback functions, one at a time sequentially, in the order\n * in which they were registered.\n *\n * @memberof module:workbox-core\n * @private\n */\nasync function executeQuotaErrorCallbacks() {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`About to run ${quotaErrorCallbacks.size} ` +\n `callbacks to clean up caches.`);\n }\n for (const callback of quotaErrorCallbacks) {\n await callback();\n if (process.env.NODE_ENV !== 'production') {\n logger.log(callback, 'is complete.');\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.log('Finished running callbacks.');\n }\n}\nexport { executeQuotaErrorCallbacks };\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { copyResponse } from 'workbox-core/copyResponse.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { Strategy } from 'workbox-strategies/Strategy.js';\nimport './_version.js';\n/**\n * A [Strategy]{@link module:workbox-strategies.Strategy} implementation\n * specifically designed to work with\n * [PrecacheController]{@link module:workbox-precaching.PrecacheController}\n * to both cache and fetch precached assets.\n *\n * Note: an instance of this class is created automatically when creating a\n * `PrecacheController`; it's generally not necessary to create this yourself.\n *\n * @extends module:workbox-strategies.Strategy\n * @memberof module:workbox-precaching\n */\nclass PrecacheStrategy extends Strategy {\n /**\n *\n * @param {Object} [options]\n * @param {string} [options.cacheName] Cache name to store and retrieve\n * requests. Defaults to the cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n * @param {Array<Object>} [options.plugins] [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * to use in conjunction with this caching strategy.\n * @param {Object} [options.fetchOptions] Values passed along to the\n * [`init`]{@link https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters}\n * of all fetch() requests made by this strategy.\n * @param {Object} [options.matchOptions] The\n * [`CacheQueryOptions`]{@link https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions}\n * for any `cache.match()` or `cache.put()` calls made by this strategy.\n * @param {boolean} [options.fallbackToNetwork=true] Whether to attempt to\n * get the response from the network if there's a precache miss.\n */\n constructor(options = {}) {\n options.cacheName = cacheNames.getPrecacheName(options.cacheName);\n super(options);\n this._fallbackToNetwork =\n options.fallbackToNetwork === false ? false : true;\n // Redirected responses cannot be used to satisfy a navigation request, so\n // any redirected response must be \"copied\" rather than cloned, so the new\n // response doesn't contain the `redirected` flag. See:\n // https://bugs.chromium.org/p/chromium/issues/detail?id=669363&desc=2#c1\n this.plugins.push(PrecacheStrategy.copyRedirectedCacheableResponsesPlugin);\n }\n /**\n * @private\n * @param {Request|string} request A request to run this strategy for.\n * @param {module:workbox-strategies.StrategyHandler} handler The event that\n * triggered the request.\n * @return {Promise<Response>}\n */\n async _handle(request, handler) {\n const response = await handler.cacheMatch(request);\n if (response) {\n return response;\n }\n // If this is an `install` event for an entry that isn't already cached,\n // then populate the cache.\n if (handler.event && handler.event.type === 'install') {\n return await this._handleInstall(request, handler);\n }\n // Getting here means something went wrong. An entry that should have been\n // precached wasn't found in the cache.\n return await this._handleFetch(request, handler);\n }\n async _handleFetch(request, handler) {\n let response;\n const params = (handler.params || {});\n // Fall back to the network if we're configured to do so.\n if (this._fallbackToNetwork) {\n if (process.env.NODE_ENV !== 'production') {\n logger.warn(`The precached response for ` +\n `${getFriendlyURL(request.url)} in ${this.cacheName} was not ` +\n `found. Falling back to the network.`);\n }\n const integrityInManifest = params.integrity;\n const integrityInRequest = request.integrity;\n const noIntegrityConflict = !integrityInRequest || integrityInRequest === integrityInManifest;\n response = await handler.fetch(new Request(request, {\n integrity: integrityInRequest || integrityInManifest,\n }));\n // It's only \"safe\" to repair the cache if we're using SRI to guarantee\n // that the response matches the precache manifest's expectations,\n // and there's either a) no integrity property in the incoming request\n // or b) there is an integrity, and it matches the precache manifest.\n // See https://github.com/GoogleChrome/workbox/issues/2858\n if (integrityInManifest && noIntegrityConflict) {\n this._useDefaultCacheabilityPluginIfNeeded();\n const wasCached = await handler.cachePut(request, response.clone());\n if (process.env.NODE_ENV !== 'production') {\n if (wasCached) {\n logger.log(`A response for ${getFriendlyURL(request.url)} ` +\n `was used to \"repair\" the precache.`);\n }\n }\n }\n }\n else {\n // This shouldn't normally happen, but there are edge cases:\n // https://github.com/GoogleChrome/workbox/issues/1441\n throw new WorkboxError('missing-precache-entry', {\n cacheName: this.cacheName,\n url: request.url,\n });\n }\n if (process.env.NODE_ENV !== 'production') {\n const cacheKey = params.cacheKey || (await handler.getCacheKey(request, 'read'));\n // Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Precaching is responding to: ` + getFriendlyURL(request.url));\n logger.log(`Serving the precached url: ${getFriendlyURL(cacheKey instanceof Request ? cacheKey.url : cacheKey)}`);\n logger.groupCollapsed(`View request details here.`);\n logger.log(request);\n logger.groupEnd();\n logger.groupCollapsed(`View response details here.`);\n logger.log(response);\n logger.groupEnd();\n logger.groupEnd();\n }\n return response;\n }\n async _handleInstall(request, handler) {\n this._useDefaultCacheabilityPluginIfNeeded();\n const response = await handler.fetch(request);\n // Make sure we defer cachePut() until after we know the response\n // should be cached; see https://github.com/GoogleChrome/workbox/issues/2737\n const wasCached = await handler.cachePut(request, response.clone());\n if (!wasCached) {\n // Throwing here will lead to the `install` handler failing, which\n // we want to do if *any* of the responses aren't safe to cache.\n throw new WorkboxError('bad-precaching-response', {\n url: request.url,\n status: response.status,\n });\n }\n return response;\n }\n /**\n * This method is complex, as there a number of things to account for:\n *\n * The `plugins` array can be set at construction, and/or it might be added to\n * to at any time before the strategy is used.\n *\n * At the time the strategy is used (i.e. during an `install` event), there\n * needs to be at least one plugin that implements `cacheWillUpdate` in the\n * array, other than `copyRedirectedCacheableResponsesPlugin`.\n *\n * - If this method is called and there are no suitable `cacheWillUpdate`\n * plugins, we need to add `defaultPrecacheCacheabilityPlugin`.\n *\n * - If this method is called and there is exactly one `cacheWillUpdate`, then\n * we don't have to do anything (this might be a previously added\n * `defaultPrecacheCacheabilityPlugin`, or it might be a custom plugin).\n *\n * - If this method is called and there is more than one `cacheWillUpdate`,\n * then we need to check if one is `defaultPrecacheCacheabilityPlugin`. If so,\n * we need to remove it. (This situation is unlikely, but it could happen if\n * the strategy is used multiple times, the first without a `cacheWillUpdate`,\n * and then later on after manually adding a custom `cacheWillUpdate`.)\n *\n * See https://github.com/GoogleChrome/workbox/issues/2737 for more context.\n *\n * @private\n */\n _useDefaultCacheabilityPluginIfNeeded() {\n let defaultPluginIndex = null;\n let cacheWillUpdatePluginCount = 0;\n for (const [index, plugin] of this.plugins.entries()) {\n // Ignore the copy redirected plugin when determining what to do.\n if (plugin === PrecacheStrategy.copyRedirectedCacheableResponsesPlugin) {\n continue;\n }\n // Save the default plugin's index, in case it needs to be removed.\n if (plugin === PrecacheStrategy.defaultPrecacheCacheabilityPlugin) {\n defaultPluginIndex = index;\n }\n if (plugin.cacheWillUpdate) {\n cacheWillUpdatePluginCount++;\n }\n }\n if (cacheWillUpdatePluginCount === 0) {\n this.plugins.push(PrecacheStrategy.defaultPrecacheCacheabilityPlugin);\n }\n else if (cacheWillUpdatePluginCount > 1 && defaultPluginIndex !== null) {\n // Only remove the default plugin; multiple custom plugins are allowed.\n this.plugins.splice(defaultPluginIndex, 1);\n }\n // Nothing needs to be done if cacheWillUpdatePluginCount is 1\n }\n}\nPrecacheStrategy.defaultPrecacheCacheabilityPlugin = {\n async cacheWillUpdate({ response }) {\n if (!response || response.status >= 400) {\n return null;\n }\n return response;\n },\n};\nPrecacheStrategy.copyRedirectedCacheableResponsesPlugin = {\n async cacheWillUpdate({ response }) {\n return response.redirected ? await copyResponse(response) : response;\n },\n};\nexport { PrecacheStrategy };\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { StrategyHandler } from './StrategyHandler.js';\nimport './_version.js';\n/**\n * An abstract base class that all other strategy classes must extend from:\n *\n * @memberof module:workbox-strategies\n */\nclass Strategy {\n /**\n * Creates a new instance of the strategy and sets all documented option\n * properties as public instance properties.\n *\n * Note: if a custom strategy class extends the base Strategy class and does\n * not need more than these properties, it does not need to define its own\n * constructor.\n *\n * @param {Object} [options]\n * @param {string} [options.cacheName] Cache name to store and retrieve\n * requests. Defaults to the cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n * @param {Array<Object>} [options.plugins] [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * to use in conjunction with this caching strategy.\n * @param {Object} [options.fetchOptions] Values passed along to the\n * [`init`](https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters)\n * of [non-navigation](https://github.com/GoogleChrome/workbox/issues/1796)\n * `fetch()` requests made by this strategy.\n * @param {Object} [options.matchOptions] The\n * [`CacheQueryOptions`]{@link https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions}\n * for any `cache.match()` or `cache.put()` calls made by this strategy.\n */\n constructor(options = {}) {\n /**\n * Cache name to store and retrieve\n * requests. Defaults to the cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n *\n * @type {string}\n */\n this.cacheName = cacheNames.getRuntimeName(options.cacheName);\n /**\n * The list\n * [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * used by this strategy.\n *\n * @type {Array<Object>}\n */\n this.plugins = options.plugins || [];\n /**\n * Values passed along to the\n * [`init`]{@link https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters}\n * of all fetch() requests made by this strategy.\n *\n * @type {Object}\n */\n this.fetchOptions = options.fetchOptions;\n /**\n * The\n * [`CacheQueryOptions`]{@link https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions}\n * for any `cache.match()` or `cache.put()` calls made by this strategy.\n *\n * @type {Object}\n */\n this.matchOptions = options.matchOptions;\n }\n /**\n * Perform a request strategy and returns a `Promise` that will resolve with\n * a `Response`, invoking all relevant plugin callbacks.\n *\n * When a strategy instance is registered with a Workbox\n * [route]{@link module:workbox-routing.Route}, this method is automatically\n * called when the route matches.\n *\n * Alternatively, this method can be used in a standalone `FetchEvent`\n * listener by passing it to `event.respondWith()`.\n *\n * @param {FetchEvent|Object} options A `FetchEvent` or an object with the\n * properties listed below.\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {ExtendableEvent} options.event The event associated with the\n * request.\n * @param {URL} [options.url]\n * @param {*} [options.params]\n */\n handle(options) {\n const [responseDone] = this.handleAll(options);\n return responseDone;\n }\n /**\n * Similar to [`handle()`]{@link module:workbox-strategies.Strategy~handle}, but\n * instead of just returning a `Promise` that resolves to a `Response` it\n * it will return an tuple of [response, done] promises, where the former\n * (`response`) is equivalent to what `handle()` returns, and the latter is a\n * Promise that will resolve once any promises that were added to\n * `event.waitUntil()` as part of performing the strategy have completed.\n *\n * You can await the `done` promise to ensure any extra work performed by\n * the strategy (usually caching responses) completes successfully.\n *\n * @param {FetchEvent|Object} options A `FetchEvent` or an object with the\n * properties listed below.\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {ExtendableEvent} options.event The event associated with the\n * request.\n * @param {URL} [options.url]\n * @param {*} [options.params]\n * @return {Array<Promise>} A tuple of [response, done]\n * promises that can be used to determine when the response resolves as\n * well as when the handler has completed all its work.\n */\n handleAll(options) {\n // Allow for flexible options to be passed.\n if (options instanceof FetchEvent) {\n options = {\n event: options,\n request: options.request,\n };\n }\n const event = options.event;\n const request = typeof options.request === 'string' ?\n new Request(options.request) :\n options.request;\n const params = 'params' in options ? options.params : undefined;\n const handler = new StrategyHandler(this, { event, request, params });\n const responseDone = this._getResponse(handler, request, event);\n const handlerDone = this._awaitComplete(responseDone, handler, request, event);\n // Return an array of promises, suitable for use with Promise.all().\n return [responseDone, handlerDone];\n }\n async _getResponse(handler, request, event) {\n await handler.runCallbacks('handlerWillStart', { event, request });\n let response = undefined;\n try {\n response = await this._handle(request, handler);\n // The \"official\" Strategy subclasses all throw this error automatically,\n // but in case a third-party Strategy doesn't, ensure that we have a\n // consistent failure when there's no response or an error response.\n if (!response || response.type === 'error') {\n throw new WorkboxError('no-response', { url: request.url });\n }\n }\n catch (error) {\n if (error instanceof Error) {\n for (const callback of handler.iterateCallbacks('handlerDidError')) {\n response = await callback({ error, event, request });\n if (response) {\n break;\n }\n }\n }\n if (!response) {\n throw error;\n }\n else if (process.env.NODE_ENV !== 'production') {\n logger.log(`While responding to '${getFriendlyURL(request.url)}', ` +\n `an ${error instanceof Error ? error.toString() : ''} error occurred. Using a fallback response provided by ` +\n `a handlerDidError plugin.`);\n }\n }\n for (const callback of handler.iterateCallbacks('handlerWillRespond')) {\n response = await callback({ event, request, response });\n }\n return response;\n }\n async _awaitComplete(responseDone, handler, request, event) {\n let response;\n let error;\n try {\n response = await responseDone;\n }\n catch (error) {\n // Ignore errors, as response errors should be caught via the `response`\n // promise above. The `done` promise will only throw for errors in\n // promises passed to `handler.waitUntil()`.\n }\n try {\n await handler.runCallbacks('handlerDidRespond', {\n event,\n request,\n response,\n });\n await handler.doneWaiting();\n }\n catch (waitUntilError) {\n if (waitUntilError instanceof Error) {\n error = waitUntilError;\n }\n }\n await handler.runCallbacks('handlerDidComplete', {\n event,\n request,\n response,\n error: error,\n });\n handler.destroy();\n if (error) {\n throw error;\n }\n }\n}\nexport { Strategy };\n/**\n * Classes extending the `Strategy` based class should implement this method,\n * and leverage the [`handler`]{@link module:workbox-strategies.StrategyHandler}\n * arg to perform all fetching and cache logic, which will ensure all relevant\n * cache, cache options, fetch options and plugins are used (per the current\n * strategy instance).\n *\n * @name _handle\n * @instance\n * @abstract\n * @function\n * @param {Request} request\n * @param {module:workbox-strategies.StrategyHandler} handler\n * @return {Promise<Response>}\n *\n * @memberof module:workbox-strategies.Strategy\n */\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { waitUntil } from 'workbox-core/_private/waitUntil.js';\nimport { createCacheKey } from './utils/createCacheKey.js';\nimport { PrecacheInstallReportPlugin } from './utils/PrecacheInstallReportPlugin.js';\nimport { PrecacheCacheKeyPlugin } from './utils/PrecacheCacheKeyPlugin.js';\nimport { printCleanupDetails } from './utils/printCleanupDetails.js';\nimport { printInstallDetails } from './utils/printInstallDetails.js';\nimport { PrecacheStrategy } from './PrecacheStrategy.js';\nimport './_version.js';\n/**\n * Performs efficient precaching of assets.\n *\n * @memberof module:workbox-precaching\n */\nclass PrecacheController {\n /**\n * Create a new PrecacheController.\n *\n * @param {Object} [options]\n * @param {string} [options.cacheName] The cache to use for precaching.\n * @param {string} [options.plugins] Plugins to use when precaching as well\n * as responding to fetch events for precached assets.\n * @param {boolean} [options.fallbackToNetwork=true] Whether to attempt to\n * get the response from the network if there's a precache miss.\n */\n constructor({ cacheName, plugins = [], fallbackToNetwork = true } = {}) {\n this._urlsToCacheKeys = new Map();\n this._urlsToCacheModes = new Map();\n this._cacheKeysToIntegrities = new Map();\n this._strategy = new PrecacheStrategy({\n cacheName: cacheNames.getPrecacheName(cacheName),\n plugins: [\n ...plugins,\n new PrecacheCacheKeyPlugin({ precacheController: this }),\n ],\n fallbackToNetwork,\n });\n // Bind the install and activate methods to the instance.\n this.install = this.install.bind(this);\n this.activate = this.activate.bind(this);\n }\n /**\n * @type {module:workbox-precaching.PrecacheStrategy} The strategy created by this controller and\n * used to cache assets and respond to fetch events.\n */\n get strategy() {\n return this._strategy;\n }\n /**\n * Adds items to the precache list, removing any duplicates and\n * stores the files in the\n * [\"precache cache\"]{@link module:workbox-core.cacheNames} when the service\n * worker installs.\n *\n * This method can be called multiple times.\n *\n * @param {Array<Object|string>} [entries=[]] Array of entries to precache.\n */\n precache(entries) {\n this.addToCacheList(entries);\n if (!this._installAndActiveListenersAdded) {\n self.addEventListener('install', this.install);\n self.addEventListener('activate', this.activate);\n this._installAndActiveListenersAdded = true;\n }\n }\n /**\n * This method will add items to the precache list, removing duplicates\n * and ensuring the information is valid.\n *\n * @param {Array<module:workbox-precaching.PrecacheController.PrecacheEntry|string>} entries\n * Array of entries to precache.\n */\n addToCacheList(entries) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isArray(entries, {\n moduleName: 'workbox-precaching',\n className: 'PrecacheController',\n funcName: 'addToCacheList',\n paramName: 'entries',\n });\n }\n const urlsToWarnAbout = [];\n for (const entry of entries) {\n // See https://github.com/GoogleChrome/workbox/issues/2259\n if (typeof entry === 'string') {\n urlsToWarnAbout.push(entry);\n }\n else if (entry && entry.revision === undefined) {\n urlsToWarnAbout.push(entry.url);\n }\n const { cacheKey, url } = createCacheKey(entry);\n const cacheMode = (typeof entry !== 'string' && entry.revision) ?\n 'reload' : 'default';\n if (this._urlsToCacheKeys.has(url) &&\n this._urlsToCacheKeys.get(url) !== cacheKey) {\n throw new WorkboxError('add-to-cache-list-conflicting-entries', {\n firstEntry: this._urlsToCacheKeys.get(url),\n secondEntry: cacheKey,\n });\n }\n if (typeof entry !== 'string' && entry.integrity) {\n if (this._cacheKeysToIntegrities.has(cacheKey) &&\n this._cacheKeysToIntegrities.get(cacheKey) !== entry.integrity) {\n throw new WorkboxError('add-to-cache-list-conflicting-integrities', {\n url,\n });\n }\n this._cacheKeysToIntegrities.set(cacheKey, entry.integrity);\n }\n this._urlsToCacheKeys.set(url, cacheKey);\n this._urlsToCacheModes.set(url, cacheMode);\n if (urlsToWarnAbout.length > 0) {\n const warningMessage = `Workbox is precaching URLs without revision ` +\n `info: ${urlsToWarnAbout.join(', ')}\\nThis is generally NOT safe. ` +\n `Learn more at https://bit.ly/wb-precache`;\n if (process.env.NODE_ENV === 'production') {\n // Use console directly to display this warning without bloating\n // bundle sizes by pulling in all of the logger codebase in prod.\n console.warn(warningMessage);\n }\n else {\n logger.warn(warningMessage);\n }\n }\n }\n }\n /**\n * Precaches new and updated assets. Call this method from the service worker\n * install event.\n *\n * Note: this method calls `event.waitUntil()` for you, so you do not need\n * to call it yourself in your event handlers.\n *\n * @param {ExtendableEvent} event\n * @return {Promise<module:workbox-precaching.InstallResult>}\n */\n install(event) {\n // waitUntil returns Promise<any>\n // eslint-disable-next-line @typescript-eslint/no-unsafe-return\n return waitUntil(event, async () => {\n const installReportPlugin = new PrecacheInstallReportPlugin();\n this.strategy.plugins.push(installReportPlugin);\n // Cache entries one at a time.\n // See https://github.com/GoogleChrome/workbox/issues/2528\n for (const [url, cacheKey] of this._urlsToCacheKeys) {\n const integrity = this._cacheKeysToIntegrities.get(cacheKey);\n const cacheMode = this._urlsToCacheModes.get(url);\n const request = new Request(url, {\n integrity,\n cache: cacheMode,\n credentials: 'same-origin',\n });\n await Promise.all(this.strategy.handleAll({\n params: { cacheKey },\n request,\n event,\n }));\n }\n const { updatedURLs, notUpdatedURLs } = installReportPlugin;\n if (process.env.NODE_ENV !== 'production') {\n printInstallDetails(updatedURLs, notUpdatedURLs);\n }\n return { updatedURLs, notUpdatedURLs };\n });\n }\n /**\n * Deletes assets that are no longer present in the current precache manifest.\n * Call this method from the service worker activate event.\n *\n * Note: this method calls `event.waitUntil()` for you, so you do not need\n * to call it yourself in your event handlers.\n *\n * @param {ExtendableEvent} event\n * @return {Promise<module:workbox-precaching.CleanupResult>}\n */\n activate(event) {\n // waitUntil returns Promise<any>\n // eslint-disable-next-line @typescript-eslint/no-unsafe-return\n return waitUntil(event, async () => {\n const cache = await self.caches.open(this.strategy.cacheName);\n const currentlyCachedRequests = await cache.keys();\n const expectedCacheKeys = new Set(this._urlsToCacheKeys.values());\n const deletedURLs = [];\n for (const request of currentlyCachedRequests) {\n if (!expectedCacheKeys.has(request.url)) {\n await cache.delete(request);\n deletedURLs.push(request.url);\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n printCleanupDetails(deletedURLs);\n }\n return { deletedURLs };\n });\n }\n /**\n * Returns a mapping of a precached URL to the corresponding cache key, taking\n * into account the revision information for the URL.\n *\n * @return {Map<string, string>} A URL to cache key mapping.\n */\n getURLsToCacheKeys() {\n return this._urlsToCacheKeys;\n }\n /**\n * Returns a list of all the URLs that have been precached by the current\n * service worker.\n *\n * @return {Array<string>} The precached URLs.\n */\n getCachedURLs() {\n return [...this._urlsToCacheKeys.keys()];\n }\n /**\n * Returns the cache key used for storing a given URL. If that URL is\n * unversioned, like `/index.html', then the cache key will be the original\n * URL with a search parameter appended to it.\n *\n * @param {string} url A URL whose cache key you want to look up.\n * @return {string} The versioned URL that corresponds to a cache key\n * for the original URL, or undefined if that URL isn't precached.\n */\n getCacheKeyForURL(url) {\n const urlObject = new URL(url, location.href);\n return this._urlsToCacheKeys.get(urlObject.href);\n }\n /**\n * @param {string} url A cache key whose SRI you want to look up.\n * @return {string} The subresource integrity associated with the cache key,\n * or undefined if it's not set.\n */\n getIntegrityForCacheKey(cacheKey) {\n return this._cacheKeysToIntegrities.get(cacheKey);\n }\n /**\n * This acts as a drop-in replacement for\n * [`cache.match()`](https://developer.mozilla.org/en-US/docs/Web/API/Cache/match)\n * with the following differences:\n *\n * - It knows what the name of the precache is, and only checks in that cache.\n * - It allows you to pass in an \"original\" URL without versioning parameters,\n * and it will automatically look up the correct cache key for the currently\n * active revision of that URL.\n *\n * E.g., `matchPrecache('index.html')` will find the correct precached\n * response for the currently active service worker, even if the actual cache\n * key is `'/index.html?__WB_REVISION__=1234abcd'`.\n *\n * @param {string|Request} request The key (without revisioning parameters)\n * to look up in the precache.\n * @return {Promise<Response|undefined>}\n */\n async matchPrecache(request) {\n const url = request instanceof Request ? request.url : request;\n const cacheKey = this.getCacheKeyForURL(url);\n if (cacheKey) {\n const cache = await self.caches.open(this.strategy.cacheName);\n return cache.match(cacheKey);\n }\n return undefined;\n }\n /**\n * Returns a function that looks up `url` in the precache (taking into\n * account revision information), and returns the corresponding `Response`.\n *\n * @param {string} url The precached URL which will be used to lookup the\n * `Response`.\n * @return {module:workbox-routing~handlerCallback}\n */\n createHandlerBoundToURL(url) {\n const cacheKey = this.getCacheKeyForURL(url);\n if (!cacheKey) {\n throw new WorkboxError('non-precached-url', { url });\n }\n return (options) => {\n options.request = new Request(url);\n options.params = Object.assign({ cacheKey }, options.params);\n return this.strategy.handle(options);\n };\n }\n}\nexport { PrecacheController };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { PrecacheController } from '../PrecacheController.js';\nimport '../_version.js';\nlet precacheController;\n/**\n * @return {PrecacheController}\n * @private\n */\nexport const getOrCreatePrecacheController = () => {\n if (!precacheController) {\n precacheController = new PrecacheController();\n }\n return precacheController;\n};\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { Route } from 'workbox-routing/Route.js';\nimport { generateURLVariations } from './utils/generateURLVariations.js';\nimport './_version.js';\n/**\n * A subclass of [Route]{@link module:workbox-routing.Route} that takes a\n * [PrecacheController]{@link module:workbox-precaching.PrecacheController}\n * instance and uses it to match incoming requests and handle fetching\n * responses from the precache.\n *\n * @memberof module:workbox-precaching\n * @extends module:workbox-routing.Route\n */\nclass PrecacheRoute extends Route {\n /**\n * @param {PrecacheController} precacheController A `PrecacheController`\n * instance used to both match requests and respond to fetch events.\n * @param {Object} [options] Options to control how requests are matched\n * against the list of precached URLs.\n * @param {string} [options.directoryIndex=index.html] The `directoryIndex` will\n * check cache entries for a URLs ending with '/' to see if there is a hit when\n * appending the `directoryIndex` value.\n * @param {Array<RegExp>} [options.ignoreURLParametersMatching=[/^utm_/, /^fbclid$/]] An\n * array of regex's to remove search params when looking for a cache match.\n * @param {boolean} [options.cleanURLs=true] The `cleanURLs` option will\n * check the cache for the URL with a `.html` added to the end of the end.\n * @param {module:workbox-precaching~urlManipulation} [options.urlManipulation]\n * This is a function that should take a URL and return an array of\n * alternative URLs that should be checked for precache matches.\n */\n constructor(precacheController, options) {\n const match = ({ request }) => {\n const urlsToCacheKeys = precacheController.getURLsToCacheKeys();\n for (const possibleURL of generateURLVariations(request.url, options)) {\n const cacheKey = urlsToCacheKeys.get(possibleURL);\n if (cacheKey) {\n const integrity = precacheController.getIntegrityForCacheKey(cacheKey);\n return { cacheKey, integrity };\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Precaching did not find a match for ` +\n getFriendlyURL(request.url));\n }\n return;\n };\n super(match, precacheController.strategy);\n }\n}\nexport { PrecacheRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { removeIgnoredSearchParams } from './removeIgnoredSearchParams.js';\nimport '../_version.js';\n/**\n * Generator function that yields possible variations on the original URL to\n * check, one at a time.\n *\n * @param {string} url\n * @param {Object} options\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function* generateURLVariations(url, { ignoreURLParametersMatching = [/^utm_/, /^fbclid$/], directoryIndex = 'index.html', cleanURLs = true, urlManipulation, } = {}) {\n const urlObject = new URL(url, location.href);\n urlObject.hash = '';\n yield urlObject.href;\n const urlWithoutIgnoredParams = removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching);\n yield urlWithoutIgnoredParams.href;\n if (directoryIndex && urlWithoutIgnoredParams.pathname.endsWith('/')) {\n const directoryURL = new URL(urlWithoutIgnoredParams.href);\n directoryURL.pathname += directoryIndex;\n yield directoryURL.href;\n }\n if (cleanURLs) {\n const cleanURL = new URL(urlWithoutIgnoredParams.href);\n cleanURL.pathname += '.html';\n yield cleanURL.href;\n }\n if (urlManipulation) {\n const additionalURLs = urlManipulation({ url: urlObject });\n for (const urlToAttempt of additionalURLs) {\n yield urlToAttempt.href;\n }\n }\n}\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * Removes any URL search parameters that should be ignored.\n *\n * @param {URL} urlObject The original URL.\n * @param {Array<RegExp>} ignoreURLParametersMatching RegExps to test against\n * each search parameter name. Matches mean that the search parameter should be\n * ignored.\n * @return {URL} The URL with any ignored search parameters removed.\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching = []) {\n // Convert the iterable into an array at the start of the loop to make sure\n // deletion doesn't mess up iteration.\n for (const paramName of [...urlObject.searchParams.keys()]) {\n if (ignoreURLParametersMatching.some((regExp) => regExp.test(paramName))) {\n urlObject.searchParams.delete(paramName);\n }\n }\n return urlObject;\n}\n","/*\n Copyright 2019 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { registerRoute } from 'workbox-routing/registerRoute.js';\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport { PrecacheRoute } from './PrecacheRoute.js';\nimport './_version.js';\n/**\n * Add a `fetch` listener to the service worker that will\n * respond to\n * [network requests]{@link https://developer.mozilla.org/en-US/docs/Web/API/Service_Worker_API/Using_Service_Workers#Custom_responses_to_requests}\n * with precached assets.\n *\n * Requests for assets that aren't precached, the `FetchEvent` will not be\n * responded to, allowing the event to fall through to other `fetch` event\n * listeners.\n *\n * @param {Object} [options] See\n * [PrecacheRoute options]{@link module:workbox-precaching.PrecacheRoute}.\n *\n * @memberof module:workbox-precaching\n */\nfunction addRoute(options) {\n const precacheController = getOrCreatePrecacheController();\n const precacheRoute = new PrecacheRoute(precacheController, options);\n registerRoute(precacheRoute);\n}\nexport { addRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { Route } from './Route.js';\nimport { RegExpRoute } from './RegExpRoute.js';\nimport { getOrCreateDefaultRouter } from './utils/getOrCreateDefaultRouter.js';\nimport './_version.js';\n/**\n * Easily register a RegExp, string, or function with a caching\n * strategy to a singleton Router instance.\n *\n * This method will generate a Route for you if needed and\n * call [registerRoute()]{@link module:workbox-routing.Router#registerRoute}.\n *\n * @param {RegExp|string|module:workbox-routing.Route~matchCallback|module:workbox-routing.Route} capture\n * If the capture param is a `Route`, all other arguments will be ignored.\n * @param {module:workbox-routing~handlerCallback} [handler] A callback\n * function that returns a Promise resulting in a Response. This parameter\n * is required if `capture` is not a `Route` object.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n * @return {module:workbox-routing.Route} The generated `Route`(Useful for\n * unregistering).\n *\n * @memberof module:workbox-routing\n */\nfunction registerRoute(capture, handler, method) {\n let route;\n if (typeof capture === 'string') {\n const captureUrl = new URL(capture, location.href);\n if (process.env.NODE_ENV !== 'production') {\n if (!(capture.startsWith('/') || capture.startsWith('http'))) {\n throw new WorkboxError('invalid-string', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n // We want to check if Express-style wildcards are in the pathname only.\n // TODO: Remove this log message in v4.\n const valueToCheck = capture.startsWith('http') ?\n captureUrl.pathname : capture;\n // See https://github.com/pillarjs/path-to-regexp#parameters\n const wildcards = '[*:?+]';\n if ((new RegExp(`${wildcards}`)).exec(valueToCheck)) {\n logger.debug(`The '$capture' parameter contains an Express-style wildcard ` +\n `character (${wildcards}). Strings are now always interpreted as ` +\n `exact matches; use a RegExp for partial or wildcard matches.`);\n }\n }\n const matchCallback = ({ url }) => {\n if (process.env.NODE_ENV !== 'production') {\n if ((url.pathname === captureUrl.pathname) &&\n (url.origin !== captureUrl.origin)) {\n logger.debug(`${capture} only partially matches the cross-origin URL ` +\n `${url.toString()}. This route will only handle cross-origin requests ` +\n `if they match the entire URL.`);\n }\n }\n return url.href === captureUrl.href;\n };\n // If `capture` is a string then `handler` and `method` must be present.\n route = new Route(matchCallback, handler, method);\n }\n else if (capture instanceof RegExp) {\n // If `capture` is a `RegExp` then `handler` and `method` must be present.\n route = new RegExpRoute(capture, handler, method);\n }\n else if (typeof capture === 'function') {\n // If `capture` is a function then `handler` and `method` must be present.\n route = new Route(capture, handler, method);\n }\n else if (capture instanceof Route) {\n route = capture;\n }\n else {\n throw new WorkboxError('unsupported-route-type', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n const defaultRouter = getOrCreateDefaultRouter();\n defaultRouter.registerRoute(route);\n return route;\n}\nexport { registerRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { addRoute } from './addRoute.js';\nimport { precache } from './precache.js';\nimport './_version.js';\n/**\n * This method will add entries to the precache list and add a route to\n * respond to fetch events.\n *\n * This is a convenience method that will call\n * [precache()]{@link module:workbox-precaching.precache} and\n * [addRoute()]{@link module:workbox-precaching.addRoute} in a single call.\n *\n * @param {Array<Object|string>} entries Array of entries to precache.\n * @param {Object} [options] See\n * [PrecacheRoute options]{@link module:workbox-precaching.PrecacheRoute}.\n *\n * @memberof module:workbox-precaching\n */\nfunction precacheAndRoute(entries, options) {\n precache(entries);\n addRoute(options);\n}\nexport { precacheAndRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport './_version.js';\n/**\n * Adds items to the precache list, removing any duplicates and\n * stores the files in the\n * [\"precache cache\"]{@link module:workbox-core.cacheNames} when the service\n * worker installs.\n *\n * This method can be called multiple times.\n *\n * Please note: This method **will not** serve any of the cached files for you.\n * It only precaches files. To respond to a network request you call\n * [addRoute()]{@link module:workbox-precaching.addRoute}.\n *\n * If you have a single array of files to precache, you can just call\n * [precacheAndRoute()]{@link module:workbox-precaching.precacheAndRoute}.\n *\n * @param {Array<Object|string>} [entries=[]] Array of entries to precache.\n *\n * @memberof module:workbox-precaching\n */\nfunction precache(entries) {\n const precacheController = getOrCreatePrecacheController();\n precacheController.precache(entries);\n}\nexport { precache 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\ No newline at end of file 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strict\";\n// @ts-ignore\ntry {\n self['workbox:core:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2019 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst logger = (process.env.NODE_ENV === 'production' ? null : (() => {\n // Don't overwrite this value if it's already set.\n // See https://github.com/GoogleChrome/workbox/pull/2284#issuecomment-560470923\n if (!('__WB_DISABLE_DEV_LOGS' in self)) {\n self.__WB_DISABLE_DEV_LOGS = false;\n }\n let inGroup = false;\n const methodToColorMap = {\n debug: `#7f8c8d`,\n log: `#2ecc71`,\n warn: `#f39c12`,\n error: `#c0392b`,\n groupCollapsed: `#3498db`,\n groupEnd: null,\n };\n const print = function (method, args) {\n if (self.__WB_DISABLE_DEV_LOGS) {\n return;\n }\n if (method === 'groupCollapsed') {\n // Safari doesn't print all console.groupCollapsed() arguments:\n // https://bugs.webkit.org/show_bug.cgi?id=182754\n if (/^((?!chrome|android).)*safari/i.test(navigator.userAgent)) {\n console[method](...args);\n return;\n }\n }\n const styles = [\n `background: ${methodToColorMap[method]}`,\n `border-radius: 0.5em`,\n `color: white`,\n `font-weight: bold`,\n `padding: 2px 0.5em`,\n ];\n // When in a group, the workbox prefix is not displayed.\n const logPrefix = inGroup ? [] : ['%cworkbox', styles.join(';')];\n console[method](...logPrefix, ...args);\n if (method === 'groupCollapsed') {\n inGroup = true;\n }\n if (method === 'groupEnd') {\n inGroup = false;\n }\n };\n // eslint-disable-next-line @typescript-eslint/ban-types\n const api = {};\n const loggerMethods = Object.keys(methodToColorMap);\n for (const key of loggerMethods) {\n const method = key;\n api[method] = (...args) => {\n print(method, args);\n };\n }\n return api;\n})());\nexport { logger };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messages } from './messages.js';\nimport '../../_version.js';\nconst fallback = (code, ...args) => {\n let msg = code;\n if (args.length > 0) {\n msg += ` :: ${JSON.stringify(args)}`;\n }\n return msg;\n};\nconst generatorFunction = (code, details = {}) => {\n const message = messages[code];\n if (!message) {\n throw new Error(`Unable to find message for code '${code}'.`);\n }\n return message(details);\n};\nexport const messageGenerator = (process.env.NODE_ENV === 'production') ?\n fallback : generatorFunction;\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messageGenerator } from '../models/messages/messageGenerator.js';\nimport '../_version.js';\n/**\n * Workbox errors should be thrown with this class.\n * This allows use to ensure the type easily in tests,\n * helps developers identify errors from workbox\n * easily and allows use to optimise error\n * messages correctly.\n *\n * @private\n */\nclass WorkboxError extends Error {\n /**\n *\n * @param {string} errorCode The error code that\n * identifies this particular error.\n * @param {Object=} details Any relevant arguments\n * that will help developers identify issues should\n * be added as a key on the context object.\n */\n constructor(errorCode, details) {\n const message = messageGenerator(errorCode, details);\n super(message);\n this.name = errorCode;\n this.details = details;\n }\n}\nexport { WorkboxError };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:routing:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * The default HTTP method, 'GET', used when there's no specific method\n * configured for a route.\n *\n * @type {string}\n *\n * @private\n */\nexport const defaultMethod = 'GET';\n/**\n * The list of valid HTTP methods associated with requests that could be routed.\n *\n * @type {Array<string>}\n *\n * @private\n */\nexport const validMethods = [\n 'DELETE',\n 'GET',\n 'HEAD',\n 'PATCH',\n 'POST',\n 'PUT',\n];\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport '../_version.js';\n/**\n * @param {function()|Object} handler Either a function, or an object with a\n * 'handle' method.\n * @return {Object} An object with a handle method.\n *\n * @private\n */\nexport const normalizeHandler = (handler) => {\n if (handler && typeof handler === 'object') {\n if (process.env.NODE_ENV !== 'production') {\n assert.hasMethod(handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return handler;\n }\n else {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(handler, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return { handle: handler };\n }\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { defaultMethod, validMethods } from './utils/constants.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport './_version.js';\n/**\n * A `Route` consists of a pair of callback functions, \"match\" and \"handler\".\n * The \"match\" callback determine if a route should be used to \"handle\" a\n * request by returning a non-falsy value if it can. The \"handler\" callback\n * is called when there is a match and should return a Promise that resolves\n * to a `Response`.\n *\n * @memberof module:workbox-routing\n */\nclass Route {\n /**\n * Constructor for Route class.\n *\n * @param {module:workbox-routing~matchCallback} match\n * A callback function that determines whether the route matches a given\n * `fetch` event by returning a non-falsy value.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resolving to a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(match, handler, method = defaultMethod) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(match, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'match',\n });\n if (method) {\n assert.isOneOf(method, validMethods, { paramName: 'method' });\n }\n }\n // These values are referenced directly by Router so cannot be\n // altered by minificaton.\n this.handler = normalizeHandler(handler);\n this.match = match;\n this.method = method;\n }\n /**\n *\n * @param {module:workbox-routing-handlerCallback} handler A callback\n * function that returns a Promise resolving to a Response\n */\n setCatchHandler(handler) {\n this.catchHandler = normalizeHandler(handler);\n }\n}\nexport { Route };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { Route } from './Route.js';\nimport './_version.js';\n/**\n * RegExpRoute makes it easy to create a regular expression based\n * [Route]{@link module:workbox-routing.Route}.\n *\n * For same-origin requests the RegExp only needs to match part of the URL. For\n * requests against third-party servers, you must define a RegExp that matches\n * the start of the URL.\n *\n * [See the module docs for info.]{@link https://developers.google.com/web/tools/workbox/modules/workbox-routing}\n *\n * @memberof module:workbox-routing\n * @extends module:workbox-routing.Route\n */\nclass RegExpRoute extends Route {\n /**\n * If the regular expression contains\n * [capture groups]{@link https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/RegExp#grouping-back-references},\n * the captured values will be passed to the\n * [handler's]{@link module:workbox-routing~handlerCallback} `params`\n * argument.\n *\n * @param {RegExp} regExp The regular expression to match against URLs.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(regExp, handler, method) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(regExp, RegExp, {\n moduleName: 'workbox-routing',\n className: 'RegExpRoute',\n funcName: 'constructor',\n paramName: 'pattern',\n });\n }\n const match = ({ url }) => {\n const result = regExp.exec(url.href);\n // Return immediately if there's no match.\n if (!result) {\n return;\n }\n // Require that the match start at the first character in the URL string\n // if it's a cross-origin request.\n // See https://github.com/GoogleChrome/workbox/issues/281 for the context\n // behind this behavior.\n if ((url.origin !== location.origin) && (result.index !== 0)) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`The regular expression '${regExp.toString()}' only partially matched ` +\n `against the cross-origin URL '${url.toString()}'. RegExpRoute's will only ` +\n `handle cross-origin requests if they match the entire URL.`);\n }\n return;\n }\n // If the route matches, but there aren't any capture groups defined, then\n // this will return [], which is truthy and therefore sufficient to\n // indicate a match.\n // If there are capture groups, then it will return their values.\n return result.slice(1);\n };\n super(match, handler, method);\n }\n}\nexport { RegExpRoute };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { defaultMethod } from './utils/constants.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport './_version.js';\n/**\n * The Router can be used to process a FetchEvent through one or more\n * [Routes]{@link module:workbox-routing.Route} responding with a Request if\n * a matching route exists.\n *\n * If no route matches a given a request, the Router will use a \"default\"\n * handler if one is defined.\n *\n * Should the matching Route throw an error, the Router will use a \"catch\"\n * handler if one is defined to gracefully deal with issues and respond with a\n * Request.\n *\n * If a request matches multiple routes, the **earliest** registered route will\n * be used to respond to the request.\n *\n * @memberof module:workbox-routing\n */\nclass Router {\n /**\n * Initializes a new Router.\n */\n constructor() {\n this._routes = new Map();\n this._defaultHandlerMap = new Map();\n }\n /**\n * @return {Map<string, Array<module:workbox-routing.Route>>} routes A `Map` of HTTP\n * method name ('GET', etc.) to an array of all the corresponding `Route`\n * instances that are registered.\n */\n get routes() {\n return this._routes;\n }\n /**\n * Adds a fetch event listener to respond to events when a route matches\n * the event's request.\n */\n addFetchListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('fetch', ((event) => {\n const { request } = event;\n const responsePromise = this.handleRequest({ request, event });\n if (responsePromise) {\n event.respondWith(responsePromise);\n }\n }));\n }\n /**\n * Adds a message event listener for URLs to cache from the window.\n * This is useful to cache resources loaded on the page prior to when the\n * service worker started controlling it.\n *\n * The format of the message data sent from the window should be as follows.\n * Where the `urlsToCache` array may consist of URL strings or an array of\n * URL string + `requestInit` object (the same as you'd pass to `fetch()`).\n *\n * ```\n * {\n * type: 'CACHE_URLS',\n * payload: {\n * urlsToCache: [\n * './script1.js',\n * './script2.js',\n * ['./script3.js', {mode: 'no-cors'}],\n * ],\n * },\n * }\n * ```\n */\n addCacheListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('message', ((event) => {\n // event.data is type 'any'\n if (event.data && event.data.type === 'CACHE_URLS') { // eslint-disable-line\n const { payload } = event.data; // eslint-disable-line\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Caching URLs from the window`, payload.urlsToCache);\n }\n const requestPromises = Promise.all(payload.urlsToCache.map((entry) => {\n if (typeof entry === 'string') {\n entry = [entry];\n }\n const request = new Request(...entry);\n return this.handleRequest({ request, event });\n // TODO(philipwalton): TypeScript errors without this typecast for\n // some reason (probably a bug). The real type here should work but\n // doesn't: `Array<Promise<Response> | undefined>`.\n })); // TypeScript\n event.waitUntil(requestPromises);\n // If a MessageChannel was used, reply to the message on success.\n if (event.ports && event.ports[0]) {\n void requestPromises.then(() => event.ports[0].postMessage(true));\n }\n }\n }));\n }\n /**\n * Apply the routing rules to a FetchEvent object to get a Response from an\n * appropriate Route's handler.\n *\n * @param {Object} options\n * @param {Request} options.request The request to handle.\n * @param {ExtendableEvent} options.event The event that triggered the\n * request.\n * @return {Promise<Response>|undefined} A promise is returned if a\n * registered route can handle the request. If there is no matching\n * route and there's no `defaultHandler`, `undefined` is returned.\n */\n handleRequest({ request, event }) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'handleRequest',\n paramName: 'options.request',\n });\n }\n const url = new URL(request.url, location.href);\n if (!url.protocol.startsWith('http')) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Workbox Router only supports URLs that start with 'http'.`);\n }\n return;\n }\n const sameOrigin = url.origin === location.origin;\n const { params, route } = this.findMatchingRoute({\n event,\n request,\n sameOrigin,\n url,\n });\n let handler = route && route.handler;\n const debugMessages = [];\n if (process.env.NODE_ENV !== 'production') {\n if (handler) {\n debugMessages.push([\n `Found a route to handle this request:`, route,\n ]);\n if (params) {\n debugMessages.push([\n `Passing the following params to the route's handler:`, params,\n ]);\n }\n }\n }\n // If we don't have a handler because there was no matching route, then\n // fall back to defaultHandler if that's defined.\n const method = request.method;\n if (!handler && this._defaultHandlerMap.has(method)) {\n if (process.env.NODE_ENV !== 'production') {\n debugMessages.push(`Failed to find a matching route. Falling ` +\n `back to the default handler for ${method}.`);\n }\n handler = this._defaultHandlerMap.get(method);\n }\n if (!handler) {\n if (process.env.NODE_ENV !== 'production') {\n // No handler so Workbox will do nothing. If logs is set of debug\n // i.e. verbose, we should print out this information.\n logger.debug(`No route found for: ${getFriendlyURL(url)}`);\n }\n return;\n }\n if (process.env.NODE_ENV !== 'production') {\n // We have a handler, meaning Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Router is responding to: ${getFriendlyURL(url)}`);\n debugMessages.forEach((msg) => {\n if (Array.isArray(msg)) {\n logger.log(...msg);\n }\n else {\n logger.log(msg);\n }\n });\n logger.groupEnd();\n }\n // Wrap in try and catch in case the handle method throws a synchronous\n // error. It should still callback to the catch handler.\n let responsePromise;\n try {\n responsePromise = handler.handle({ url, request, event, params });\n }\n catch (err) {\n responsePromise = Promise.reject(err);\n }\n // Get route's catch handler, if it exists\n const catchHandler = route && route.catchHandler;\n if (responsePromise instanceof Promise && (this._catchHandler || catchHandler)) {\n responsePromise = responsePromise.catch(async (err) => {\n // If there's a route catch handler, process that first\n if (catchHandler) {\n if (process.env.NODE_ENV !== 'production') {\n // Still include URL here as it will be async from the console group\n // and may not make sense without the URL\n logger.groupCollapsed(`Error thrown when responding to: ` +\n ` ${getFriendlyURL(url)}. Falling back to route's Catch Handler.`);\n logger.error(`Error thrown by:`, route);\n logger.error(err);\n logger.groupEnd();\n }\n try {\n return await catchHandler.handle({ url, request, event, params });\n }\n catch (catchErr) {\n if (catchErr instanceof Error) {\n err = catchErr;\n }\n }\n }\n if (this._catchHandler) {\n if (process.env.NODE_ENV !== 'production') {\n // Still include URL here as it will be async from the console group\n // and may not make sense without the URL\n logger.groupCollapsed(`Error thrown when responding to: ` +\n ` ${getFriendlyURL(url)}. Falling back to global Catch Handler.`);\n logger.error(`Error thrown by:`, route);\n logger.error(err);\n logger.groupEnd();\n }\n return this._catchHandler.handle({ url, request, event });\n }\n throw err;\n });\n }\n return responsePromise;\n }\n /**\n * Checks a request and URL (and optionally an event) against the list of\n * registered routes, and if there's a match, returns the corresponding\n * route along with any params generated by the match.\n *\n * @param {Object} options\n * @param {URL} options.url\n * @param {boolean} options.sameOrigin The result of comparing `url.origin`\n * against the current origin.\n * @param {Request} options.request The request to match.\n * @param {Event} options.event The corresponding event.\n * @return {Object} An object with `route` and `params` properties.\n * They are populated if a matching route was found or `undefined`\n * otherwise.\n */\n findMatchingRoute({ url, sameOrigin, request, event }) {\n const routes = this._routes.get(request.method) || [];\n for (const route of routes) {\n let params;\n // route.match returns type any, not possible to change right now.\n // eslint-disable-next-line @typescript-eslint/no-unsafe-assignment\n const matchResult = route.match({ url, sameOrigin, request, event });\n if (matchResult) {\n if (process.env.NODE_ENV !== 'production') {\n // Warn developers that using an async matchCallback is almost always\n // not the right thing to do.\n if (matchResult instanceof Promise) {\n logger.warn(`While routing ${getFriendlyURL(url)}, an async ` +\n `matchCallback function was used. Please convert the ` +\n `following route to use a synchronous matchCallback function:`, route);\n }\n }\n // See https://github.com/GoogleChrome/workbox/issues/2079\n // eslint-disable-next-line @typescript-eslint/no-unsafe-assignment\n params = matchResult;\n if (Array.isArray(params) && params.length === 0) {\n // Instead of passing an empty array in as params, use undefined.\n params = undefined;\n }\n else if ((matchResult.constructor === Object && // eslint-disable-line\n Object.keys(matchResult).length === 0)) {\n // Instead of passing an empty object in as params, use undefined.\n params = undefined;\n }\n else if (typeof matchResult === 'boolean') {\n // For the boolean value true (rather than just something truth-y),\n // don't set params.\n // See https://github.com/GoogleChrome/workbox/pull/2134#issuecomment-513924353\n params = undefined;\n }\n // Return early if have a match.\n return { route, params };\n }\n }\n // If no match was found above, return and empty object.\n return {};\n }\n /**\n * Define a default `handler` that's called when no routes explicitly\n * match the incoming request.\n *\n * Each HTTP method ('GET', 'POST', etc.) gets its own default handler.\n *\n * Without a default handler, unmatched requests will go against the\n * network as if there were no service worker present.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n * @param {string} [method='GET'] The HTTP method to associate with this\n * default handler. Each method has its own default.\n */\n setDefaultHandler(handler, method = defaultMethod) {\n this._defaultHandlerMap.set(method, normalizeHandler(handler));\n }\n /**\n * If a Route throws an error while handling a request, this `handler`\n * will be called and given a chance to provide a response.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n */\n setCatchHandler(handler) {\n this._catchHandler = normalizeHandler(handler);\n }\n /**\n * Registers a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to register.\n */\n registerRoute(route) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(route, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route, 'match', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.isType(route.handler, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route.handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.handler',\n });\n assert.isType(route.method, 'string', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.method',\n });\n }\n if (!this._routes.has(route.method)) {\n this._routes.set(route.method, []);\n }\n // Give precedence to all of the earlier routes by adding this additional\n // route to the end of the array.\n this._routes.get(route.method).push(route);\n }\n /**\n * Unregisters a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to unregister.\n */\n unregisterRoute(route) {\n if (!this._routes.has(route.method)) {\n throw new WorkboxError('unregister-route-but-not-found-with-method', {\n method: route.method,\n });\n }\n const routeIndex = this._routes.get(route.method).indexOf(route);\n if (routeIndex > -1) {\n this._routes.get(route.method).splice(routeIndex, 1);\n }\n else {\n throw new WorkboxError('unregister-route-route-not-registered');\n }\n }\n}\nexport { Router };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { Router } from '../Router.js';\nimport '../_version.js';\nlet defaultRouter;\n/**\n * Creates a new, singleton Router instance if one does not exist. If one\n * does already exist, that instance is returned.\n *\n * @private\n * @return {Router}\n */\nexport const getOrCreateDefaultRouter = () => {\n if (!defaultRouter) {\n defaultRouter = new Router();\n // The helpers that use the default Router assume these listeners exist.\n defaultRouter.addFetchListener();\n defaultRouter.addCacheListener();\n }\n return defaultRouter;\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst _cacheNameDetails = {\n googleAnalytics: 'googleAnalytics',\n precache: 'precache-v2',\n prefix: 'workbox',\n runtime: 'runtime',\n suffix: typeof registration !== 'undefined' ? registration.scope : '',\n};\nconst _createCacheName = (cacheName) => {\n return [_cacheNameDetails.prefix, cacheName, _cacheNameDetails.suffix]\n .filter((value) => value && value.length > 0)\n .join('-');\n};\nconst eachCacheNameDetail = (fn) => {\n for (const key of Object.keys(_cacheNameDetails)) {\n fn(key);\n }\n};\nexport const cacheNames = {\n updateDetails: (details) => {\n eachCacheNameDetail((key) => {\n if (typeof details[key] === 'string') {\n _cacheNameDetails[key] = details[key];\n }\n });\n },\n getGoogleAnalyticsName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.googleAnalytics);\n },\n getPrecacheName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.precache);\n },\n getPrefix: () => {\n return _cacheNameDetails.prefix;\n },\n getRuntimeName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.runtime);\n },\n getSuffix: () => {\n return _cacheNameDetails.suffix;\n },\n};\n","/*\n Copyright 2020 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A utility method that makes it easier to use `event.waitUntil` with\n * async functions and return the result.\n *\n * @param {ExtendableEvent} event\n * @param {Function} asyncFn\n * @return {Function}\n * @private\n */\nfunction waitUntil(event, asyncFn) {\n const returnPromise = asyncFn();\n event.waitUntil(returnPromise);\n return returnPromise;\n}\nexport { waitUntil };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:precaching:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport '../_version.js';\n// Name of the search parameter used to store revision info.\nconst REVISION_SEARCH_PARAM = '__WB_REVISION__';\n/**\n * Converts a manifest entry into a versioned URL suitable for precaching.\n *\n * @param {Object|string} entry\n * @return {string} A URL with versioning info.\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function createCacheKey(entry) {\n if (!entry) {\n throw new WorkboxError('add-to-cache-list-unexpected-type', { entry });\n }\n // If a precache manifest entry is a string, it's assumed to be a versioned\n // URL, like '/app.abcd1234.js'. Return as-is.\n if (typeof entry === 'string') {\n const urlObject = new URL(entry, location.href);\n return {\n cacheKey: urlObject.href,\n url: urlObject.href,\n };\n }\n const { revision, url } = entry;\n if (!url) {\n throw new WorkboxError('add-to-cache-list-unexpected-type', { entry });\n }\n // If there's just a URL and no revision, then it's also assumed to be a\n // versioned URL.\n if (!revision) {\n const urlObject = new URL(url, location.href);\n return {\n cacheKey: urlObject.href,\n url: urlObject.href,\n };\n }\n // Otherwise, construct a properly versioned URL using the custom Workbox\n // search parameter along with the revision info.\n const cacheKeyURL = new URL(url, location.href);\n const originalURL = new URL(url, location.href);\n cacheKeyURL.searchParams.set(REVISION_SEARCH_PARAM, revision);\n return {\n cacheKey: cacheKeyURL.href,\n url: originalURL.href,\n };\n}\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A plugin, designed to be used with PrecacheController, to determine the\n * of assets that were updated (or not updated) during the install event.\n *\n * @private\n */\nclass PrecacheInstallReportPlugin {\n constructor() {\n this.updatedURLs = [];\n this.notUpdatedURLs = [];\n this.handlerWillStart = async ({ request, state, }) => {\n // TODO: `state` should never be undefined...\n if (state) {\n state.originalRequest = request;\n }\n };\n this.cachedResponseWillBeUsed = async ({ event, state, cachedResponse, }) => {\n if (event.type === 'install') {\n if (state && state.originalRequest\n && state.originalRequest instanceof Request) {\n // TODO: `state` should never be undefined...\n const url = state.originalRequest.url;\n if (cachedResponse) {\n this.notUpdatedURLs.push(url);\n }\n else {\n this.updatedURLs.push(url);\n }\n }\n }\n return cachedResponse;\n };\n }\n}\nexport { PrecacheInstallReportPlugin };\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A plugin, designed to be used with PrecacheController, to translate URLs into\n * the corresponding cache key, based on the current revision info.\n *\n * @private\n */\nclass PrecacheCacheKeyPlugin {\n constructor({ precacheController }) {\n this.cacheKeyWillBeUsed = async ({ request, params, }) => {\n // Params is type any, can't change right now.\n /* eslint-disable */\n const cacheKey = (params === null || params === void 0 ? void 0 : params.cacheKey) ||\n this._precacheController.getCacheKeyForURL(request.url);\n /* eslint-enable */\n return cacheKey\n ? new Request(cacheKey, { headers: request.headers })\n : request;\n };\n this._precacheController = precacheController;\n }\n}\nexport { PrecacheCacheKeyPlugin };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nlet supportStatus;\n/**\n * A utility function that determines whether the current browser supports\n * constructing a new `Response` from a `response.body` stream.\n *\n * @return {boolean} `true`, if the current browser can successfully\n * construct a `Response` from a `response.body` stream, `false` otherwise.\n *\n * @private\n */\nfunction canConstructResponseFromBodyStream() {\n if (supportStatus === undefined) {\n const testResponse = new Response('');\n if ('body' in testResponse) {\n try {\n new Response(testResponse.body);\n supportStatus = true;\n }\n catch (error) {\n supportStatus = false;\n }\n }\n supportStatus = false;\n }\n return supportStatus;\n}\nexport { canConstructResponseFromBodyStream };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { canConstructResponseFromBodyStream } from './_private/canConstructResponseFromBodyStream.js';\nimport { WorkboxError } from './_private/WorkboxError.js';\nimport './_version.js';\n/**\n * Allows developers to copy a response and modify its `headers`, `status`,\n * or `statusText` values (the values settable via a\n * [`ResponseInit`]{@link https://developer.mozilla.org/en-US/docs/Web/API/Response/Response#Syntax}\n * object in the constructor).\n * To modify these values, pass a function as the second argument. That\n * function will be invoked with a single object with the response properties\n * `{headers, status, statusText}`. The return value of this function will\n * be used as the `ResponseInit` for the new `Response`. To change the values\n * either modify the passed parameter(s) and return it, or return a totally\n * new object.\n *\n * This method is intentionally limited to same-origin responses, regardless of\n * whether CORS was used or not.\n *\n * @param {Response} response\n * @param {Function} modifier\n * @memberof module:workbox-core\n */\nasync function copyResponse(response, modifier) {\n let origin = null;\n // If response.url isn't set, assume it's cross-origin and keep origin null.\n if (response.url) {\n const responseURL = new URL(response.url);\n origin = responseURL.origin;\n }\n if (origin !== self.location.origin) {\n throw new WorkboxError('cross-origin-copy-response', { origin });\n }\n const clonedResponse = response.clone();\n // Create a fresh `ResponseInit` object by cloning the headers.\n const responseInit = {\n headers: new Headers(clonedResponse.headers),\n status: clonedResponse.status,\n statusText: clonedResponse.statusText,\n };\n // Apply any user modifications.\n const modifiedResponseInit = modifier ? modifier(responseInit) : responseInit;\n // Create the new response from the body stream and `ResponseInit`\n // modifications. Note: not all browsers support the Response.body stream,\n // so fall back to reading the entire body into memory as a blob.\n const body = canConstructResponseFromBodyStream() ?\n clonedResponse.body : await clonedResponse.blob();\n return new Response(body, modifiedResponseInit);\n}\nexport { copyResponse };\n","/*\n Copyright 2020 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nfunction stripParams(fullURL, ignoreParams) {\n const strippedURL = new URL(fullURL);\n for (const param of ignoreParams) {\n strippedURL.searchParams.delete(param);\n }\n return strippedURL.href;\n}\n/**\n * Matches an item in the cache, ignoring specific URL params. This is similar\n * to the `ignoreSearch` option, but it allows you to ignore just specific\n * params (while continuing to match on the others).\n *\n * @private\n * @param {Cache} cache\n * @param {Request} request\n * @param {Object} matchOptions\n * @param {Array<string>} ignoreParams\n * @return {Promise<Response|undefined>}\n */\nasync function cacheMatchIgnoreParams(cache, request, ignoreParams, matchOptions) {\n const strippedRequestURL = stripParams(request.url, ignoreParams);\n // If the request doesn't include any ignored params, match as normal.\n if (request.url === strippedRequestURL) {\n return cache.match(request, matchOptions);\n }\n // Otherwise, match by comparing keys\n const keysOptions = Object.assign(Object.assign({}, matchOptions), { ignoreSearch: true });\n const cacheKeys = await cache.keys(request, keysOptions);\n for (const cacheKey of cacheKeys) {\n const strippedCacheKeyURL = stripParams(cacheKey.url, ignoreParams);\n if (strippedRequestURL === strippedCacheKeyURL) {\n return cache.match(cacheKey, matchOptions);\n }\n }\n return;\n}\nexport { cacheMatchIgnoreParams };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * The Deferred class composes Promises in a way that allows for them to be\n * resolved or rejected from outside the constructor. In most cases promises\n * should be used directly, but Deferreds can be necessary when the logic to\n * resolve a promise must be separate.\n *\n * @private\n */\nclass Deferred {\n /**\n * Creates a promise and exposes its resolve and reject functions as methods.\n */\n constructor() {\n this.promise = new Promise((resolve, reject) => {\n this.resolve = resolve;\n this.reject = reject;\n });\n }\n}\nexport { Deferred };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n// Callbacks to be executed whenever there's a quota error.\n// Can't change Function type right now.\n// eslint-disable-next-line @typescript-eslint/ban-types\nconst quotaErrorCallbacks = new Set();\nexport { quotaErrorCallbacks };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:strategies:6.2.4'] && _();\n}\ncatch (e) { }\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheMatchIgnoreParams } from 'workbox-core/_private/cacheMatchIgnoreParams.js';\nimport { Deferred } from 'workbox-core/_private/Deferred.js';\nimport { executeQuotaErrorCallbacks } from 'workbox-core/_private/executeQuotaErrorCallbacks.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { timeout } from 'workbox-core/_private/timeout.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport './_version.js';\nfunction toRequest(input) {\n return (typeof input === 'string') ? new Request(input) : input;\n}\n/**\n * A class created every time a Strategy instance instance calls\n * [handle()]{@link module:workbox-strategies.Strategy~handle} or\n * [handleAll()]{@link module:workbox-strategies.Strategy~handleAll} that wraps all fetch and\n * cache actions around plugin callbacks and keeps track of when the strategy\n * is \"done\" (i.e. all added `event.waitUntil()` promises have resolved).\n *\n * @memberof module:workbox-strategies\n */\nclass StrategyHandler {\n /**\n * Creates a new instance associated with the passed strategy and event\n * that's handling the request.\n *\n * The constructor also initializes the state that will be passed to each of\n * the plugins handling this request.\n *\n * @param {module:workbox-strategies.Strategy} strategy\n * @param {Object} options\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {ExtendableEvent} options.event The event associated with the\n * request.\n * @param {URL} [options.url]\n * @param {*} [options.params]\n * [match callback]{@link module:workbox-routing~matchCallback},\n * (if applicable).\n */\n constructor(strategy, options) {\n this._cacheKeys = {};\n /**\n * The request the strategy is performing (passed to the strategy's\n * `handle()` or `handleAll()` method).\n * @name request\n * @instance\n * @type {Request}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n /**\n * The event associated with this request.\n * @name event\n * @instance\n * @type {ExtendableEvent}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n /**\n * A `URL` instance of `request.url` (if passed to the strategy's\n * `handle()` or `handleAll()` method).\n * Note: the `url` param will be present if the strategy was invoked\n * from a workbox `Route` object.\n * @name url\n * @instance\n * @type {URL|undefined}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n /**\n * A `param` value (if passed to the strategy's\n * `handle()` or `handleAll()` method).\n * Note: the `param` param will be present if the strategy was invoked\n * from a workbox `Route` object and the\n * [match callback]{@link module:workbox-routing~matchCallback} returned\n * a truthy value (it will be that value).\n * @name params\n * @instance\n * @type {*|undefined}\n * @memberof module:workbox-strategies.StrategyHandler\n */\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(options.event, ExtendableEvent, {\n moduleName: 'workbox-strategies',\n className: 'StrategyHandler',\n funcName: 'constructor',\n paramName: 'options.event',\n });\n }\n Object.assign(this, options);\n this.event = options.event;\n this._strategy = strategy;\n this._handlerDeferred = new Deferred();\n this._extendLifetimePromises = [];\n // Copy the plugins list (since it's mutable on the strategy),\n // so any mutations don't affect this handler instance.\n this._plugins = [...strategy.plugins];\n this._pluginStateMap = new Map();\n for (const plugin of this._plugins) {\n this._pluginStateMap.set(plugin, {});\n }\n this.event.waitUntil(this._handlerDeferred.promise);\n }\n /**\n * Fetches a given request (and invokes any applicable plugin callback\n * methods) using the `fetchOptions` (for non-navigation requests) and\n * `plugins` defined on the `Strategy` object.\n *\n * The following plugin lifecycle methods are invoked when using this method:\n * - `requestWillFetch()`\n * - `fetchDidSucceed()`\n * - `fetchDidFail()`\n *\n * @param {Request|string} input The URL or request to fetch.\n * @return {Promise<Response>}\n */\n async fetch(input) {\n const { event } = this;\n let request = toRequest(input);\n if (request.mode === 'navigate' &&\n event instanceof FetchEvent &&\n event.preloadResponse) {\n const possiblePreloadResponse = await event.preloadResponse;\n if (possiblePreloadResponse) {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`Using a preloaded navigation response for ` +\n `'${getFriendlyURL(request.url)}'`);\n }\n return possiblePreloadResponse;\n }\n }\n // If there is a fetchDidFail plugin, we need to save a clone of the\n // original request before it's either modified by a requestWillFetch\n // plugin or before the original request's body is consumed via fetch().\n const originalRequest = this.hasCallback('fetchDidFail') ?\n request.clone() : null;\n try {\n for (const cb of this.iterateCallbacks('requestWillFetch')) {\n request = await cb({ request: request.clone(), event });\n }\n }\n catch (err) {\n if (err instanceof Error) {\n throw new WorkboxError('plugin-error-request-will-fetch', { thrownErrorMessage: err.message });\n }\n }\n // The request can be altered by plugins with `requestWillFetch` making\n // the original request (most likely from a `fetch` event) different\n // from the Request we make. Pass both to `fetchDidFail` to aid debugging.\n const pluginFilteredRequest = request.clone();\n try {\n let fetchResponse;\n // See https://github.com/GoogleChrome/workbox/issues/1796\n fetchResponse = await fetch(request, request.mode === 'navigate' ?\n undefined : this._strategy.fetchOptions);\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Network request for ` +\n `'${getFriendlyURL(request.url)}' returned a response with ` +\n `status '${fetchResponse.status}'.`);\n }\n for (const callback of this.iterateCallbacks('fetchDidSucceed')) {\n fetchResponse = await callback({\n event,\n request: pluginFilteredRequest,\n response: fetchResponse,\n });\n }\n return fetchResponse;\n }\n catch (error) {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`Network request for ` +\n `'${getFriendlyURL(request.url)}' threw an error.`, error);\n }\n // `originalRequest` will only exist if a `fetchDidFail` callback\n // is being used (see above).\n if (originalRequest) {\n await this.runCallbacks('fetchDidFail', {\n error: error,\n event,\n originalRequest: originalRequest.clone(),\n request: pluginFilteredRequest.clone(),\n });\n }\n throw error;\n }\n }\n /**\n * Calls `this.fetch()` and (in the background) runs `this.cachePut()` on\n * the response generated by `this.fetch()`.\n *\n * The call to `this.cachePut()` automatically invokes `this.waitUntil()`,\n * so you do not have to manually call `waitUntil()` on the event.\n *\n * @param {Request|string} input The request or URL to fetch and cache.\n * @return {Promise<Response>}\n */\n async fetchAndCachePut(input) {\n const response = await this.fetch(input);\n const responseClone = response.clone();\n void this.waitUntil(this.cachePut(input, responseClone));\n return response;\n }\n /**\n * Matches a request from the cache (and invokes any applicable plugin\n * callback methods) using the `cacheName`, `matchOptions`, and `plugins`\n * defined on the strategy object.\n *\n * The following plugin lifecycle methods are invoked when using this method:\n * - cacheKeyWillByUsed()\n * - cachedResponseWillByUsed()\n *\n * @param {Request|string} key The Request or URL to use as the cache key.\n * @return {Promise<Response|undefined>} A matching response, if found.\n */\n async cacheMatch(key) {\n const request = toRequest(key);\n let cachedResponse;\n const { cacheName, matchOptions } = this._strategy;\n const effectiveRequest = await this.getCacheKey(request, 'read');\n const multiMatchOptions = Object.assign(Object.assign({}, matchOptions), { cacheName });\n cachedResponse = await caches.match(effectiveRequest, multiMatchOptions);\n if (process.env.NODE_ENV !== 'production') {\n if (cachedResponse) {\n logger.debug(`Found a cached response in '${cacheName}'.`);\n }\n else {\n logger.debug(`No cached response found in '${cacheName}'.`);\n }\n }\n for (const callback of this.iterateCallbacks('cachedResponseWillBeUsed')) {\n cachedResponse = (await callback({\n cacheName,\n matchOptions,\n cachedResponse,\n request: effectiveRequest,\n event: this.event,\n })) || undefined;\n }\n return cachedResponse;\n }\n /**\n * Puts a request/response pair in the cache (and invokes any applicable\n * plugin callback methods) using the `cacheName` and `plugins` defined on\n * the strategy object.\n *\n * The following plugin lifecycle methods are invoked when using this method:\n * - cacheKeyWillByUsed()\n * - cacheWillUpdate()\n * - cacheDidUpdate()\n *\n * @param {Request|string} key The request or URL to use as the cache key.\n * @param {Response} response The response to cache.\n * @return {Promise<boolean>} `false` if a cacheWillUpdate caused the response\n * not be cached, and `true` otherwise.\n */\n async cachePut(key, response) {\n const request = toRequest(key);\n // Run in the next task to avoid blocking other cache reads.\n // https://github.com/w3c/ServiceWorker/issues/1397\n await timeout(0);\n const effectiveRequest = await this.getCacheKey(request, 'write');\n if (process.env.NODE_ENV !== 'production') {\n if (effectiveRequest.method && effectiveRequest.method !== 'GET') {\n throw new WorkboxError('attempt-to-cache-non-get-request', {\n url: getFriendlyURL(effectiveRequest.url),\n method: effectiveRequest.method,\n });\n }\n // See https://github.com/GoogleChrome/workbox/issues/2818\n const vary = response.headers.get('Vary');\n if (vary) {\n logger.debug(`The response for ${getFriendlyURL(effectiveRequest.url)} ` +\n `has a 'Vary: ${vary}' header. ` +\n `Consider setting the {ignoreVary: true} option on your strategy ` +\n `to ensure cache matching and deletion works as expected.`);\n }\n }\n if (!response) {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Cannot cache non-existent response for ` +\n `'${getFriendlyURL(effectiveRequest.url)}'.`);\n }\n throw new WorkboxError('cache-put-with-no-response', {\n url: getFriendlyURL(effectiveRequest.url),\n });\n }\n const responseToCache = await this._ensureResponseSafeToCache(response);\n if (!responseToCache) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Response '${getFriendlyURL(effectiveRequest.url)}' ` +\n `will not be cached.`, responseToCache);\n }\n return false;\n }\n const { cacheName, matchOptions } = this._strategy;\n const cache = await self.caches.open(cacheName);\n const hasCacheUpdateCallback = this.hasCallback('cacheDidUpdate');\n const oldResponse = hasCacheUpdateCallback ? await cacheMatchIgnoreParams(\n // TODO(philipwalton): the `__WB_REVISION__` param is a precaching\n // feature. Consider into ways to only add this behavior if using\n // precaching.\n cache, effectiveRequest.clone(), ['__WB_REVISION__'], matchOptions) :\n null;\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Updating the '${cacheName}' cache with a new Response ` +\n `for ${getFriendlyURL(effectiveRequest.url)}.`);\n }\n try {\n await cache.put(effectiveRequest, hasCacheUpdateCallback ?\n responseToCache.clone() : responseToCache);\n }\n catch (error) {\n if (error instanceof Error) {\n // See https://developer.mozilla.org/en-US/docs/Web/API/DOMException#exception-QuotaExceededError\n if (error.name === 'QuotaExceededError') {\n await executeQuotaErrorCallbacks();\n }\n throw error;\n }\n }\n for (const callback of this.iterateCallbacks('cacheDidUpdate')) {\n await callback({\n cacheName,\n oldResponse,\n newResponse: responseToCache.clone(),\n request: effectiveRequest,\n event: this.event,\n });\n }\n return true;\n }\n /**\n * Checks the list of plugins for the `cacheKeyWillBeUsed` callback, and\n * executes any of those callbacks found in sequence. The final `Request`\n * object returned by the last plugin is treated as the cache key for cache\n * reads and/or writes. If no `cacheKeyWillBeUsed` plugin callbacks have\n * been registered, the passed request is returned unmodified\n *\n * @param {Request} request\n * @param {string} mode\n * @return {Promise<Request>}\n */\n async getCacheKey(request, mode) {\n if (!this._cacheKeys[mode]) {\n let effectiveRequest = request;\n for (const callback of this.iterateCallbacks('cacheKeyWillBeUsed')) {\n effectiveRequest = toRequest(await callback({\n mode,\n request: effectiveRequest,\n event: this.event,\n // params has a type any can't change right now.\n params: this.params,\n }));\n }\n this._cacheKeys[mode] = effectiveRequest;\n }\n return this._cacheKeys[mode];\n }\n /**\n * Returns true if the strategy has at least one plugin with the given\n * callback.\n *\n * @param {string} name The name of the callback to check for.\n * @return {boolean}\n */\n hasCallback(name) {\n for (const plugin of this._strategy.plugins) {\n if (name in plugin) {\n return true;\n }\n }\n return false;\n }\n /**\n * Runs all plugin callbacks matching the given name, in order, passing the\n * given param object (merged ith the current plugin state) as the only\n * argument.\n *\n * Note: since this method runs all plugins, it's not suitable for cases\n * where the return value of a callback needs to be applied prior to calling\n * the next callback. See\n * [`iterateCallbacks()`]{@link module:workbox-strategies.StrategyHandler#iterateCallbacks}\n * below for how to handle that case.\n *\n * @param {string} name The name of the callback to run within each plugin.\n * @param {Object} param The object to pass as the first (and only) param\n * when executing each callback. This object will be merged with the\n * current plugin state prior to callback execution.\n */\n async runCallbacks(name, param) {\n for (const callback of this.iterateCallbacks(name)) {\n // TODO(philipwalton): not sure why `any` is needed. It seems like\n // this should work with `as WorkboxPluginCallbackParam[C]`.\n await callback(param);\n }\n }\n /**\n * Accepts a callback and returns an iterable of matching plugin callbacks,\n * where each callback is wrapped with the current handler state (i.e. when\n * you call each callback, whatever object parameter you pass it will\n * be merged with the plugin's current state).\n *\n * @param {string} name The name fo the callback to run\n * @return {Array<Function>}\n */\n *iterateCallbacks(name) {\n for (const plugin of this._strategy.plugins) {\n if (typeof plugin[name] === 'function') {\n const state = this._pluginStateMap.get(plugin);\n const statefulCallback = (param) => {\n const statefulParam = Object.assign(Object.assign({}, param), { state });\n // TODO(philipwalton): not sure why `any` is needed. It seems like\n // this should work with `as WorkboxPluginCallbackParam[C]`.\n return plugin[name](statefulParam);\n };\n yield statefulCallback;\n }\n }\n }\n /**\n * Adds a promise to the\n * [extend lifetime promises]{@link https://w3c.github.io/ServiceWorker/#extendableevent-extend-lifetime-promises}\n * of the event event associated with the request being handled (usually a\n * `FetchEvent`).\n *\n * Note: you can await\n * [`doneWaiting()`]{@link module:workbox-strategies.StrategyHandler~doneWaiting}\n * to know when all added promises have settled.\n *\n * @param {Promise} promise A promise to add to the extend lifetime promises\n * of the event that triggered the request.\n */\n waitUntil(promise) {\n this._extendLifetimePromises.push(promise);\n return promise;\n }\n /**\n * Returns a promise that resolves once all promises passed to\n * [`waitUntil()`]{@link module:workbox-strategies.StrategyHandler~waitUntil}\n * have settled.\n *\n * Note: any work done after `doneWaiting()` settles should be manually\n * passed to an event's `waitUntil()` method (not this handler's\n * `waitUntil()` method), otherwise the service worker thread my be killed\n * prior to your work completing.\n */\n async doneWaiting() {\n let promise;\n while (promise = this._extendLifetimePromises.shift()) {\n await promise;\n }\n }\n /**\n * Stops running the strategy and immediately resolves any pending\n * `waitUntil()` promises.\n */\n destroy() {\n this._handlerDeferred.resolve(null);\n }\n /**\n * This method will call cacheWillUpdate on the available plugins (or use\n * status === 200) to determine if the Response is safe and valid to cache.\n *\n * @param {Request} options.request\n * @param {Response} options.response\n * @return {Promise<Response|undefined>}\n *\n * @private\n */\n async _ensureResponseSafeToCache(response) {\n let responseToCache = response;\n let pluginsUsed = false;\n for (const callback of this.iterateCallbacks('cacheWillUpdate')) {\n responseToCache = (await callback({\n request: this.request,\n response: responseToCache,\n event: this.event,\n })) || undefined;\n pluginsUsed = true;\n if (!responseToCache) {\n break;\n }\n }\n if (!pluginsUsed) {\n if (responseToCache && responseToCache.status !== 200) {\n responseToCache = undefined;\n }\n if (process.env.NODE_ENV !== 'production') {\n if (responseToCache) {\n if (responseToCache.status !== 200) {\n if (responseToCache.status === 0) {\n logger.warn(`The response for '${this.request.url}' ` +\n `is an opaque response. The caching strategy that you're ` +\n `using will not cache opaque responses by default.`);\n }\n else {\n logger.debug(`The response for '${this.request.url}' ` +\n `returned a status code of '${response.status}' and won't ` +\n `be cached as a result.`);\n }\n }\n }\n }\n }\n return responseToCache;\n }\n}\nexport { StrategyHandler };\n","/*\n Copyright 2019 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * Returns a promise that resolves and the passed number of milliseconds.\n * This utility is an async/await-friendly version of `setTimeout`.\n *\n * @param {number} ms\n * @return {Promise}\n * @private\n */\nexport function timeout(ms) {\n return new Promise((resolve) => setTimeout(resolve, ms));\n}\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst getFriendlyURL = (url) => {\n const urlObj = new URL(String(url), location.href);\n // See https://github.com/GoogleChrome/workbox/issues/2323\n // We want to include everything, except for the origin if it's same-origin.\n return urlObj.href.replace(new RegExp(`^${location.origin}`), '');\n};\nexport { getFriendlyURL };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from '../_private/logger.js';\nimport { quotaErrorCallbacks } from '../models/quotaErrorCallbacks.js';\nimport '../_version.js';\n/**\n * Runs all of the callback functions, one at a time sequentially, in the order\n * in which they were registered.\n *\n * @memberof module:workbox-core\n * @private\n */\nasync function executeQuotaErrorCallbacks() {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`About to run ${quotaErrorCallbacks.size} ` +\n `callbacks to clean up caches.`);\n }\n for (const callback of quotaErrorCallbacks) {\n await callback();\n if (process.env.NODE_ENV !== 'production') {\n logger.log(callback, 'is complete.');\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.log('Finished running callbacks.');\n }\n}\nexport { executeQuotaErrorCallbacks };\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { copyResponse } from 'workbox-core/copyResponse.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { Strategy } from 'workbox-strategies/Strategy.js';\nimport './_version.js';\n/**\n * A [Strategy]{@link module:workbox-strategies.Strategy} implementation\n * specifically designed to work with\n * [PrecacheController]{@link module:workbox-precaching.PrecacheController}\n * to both cache and fetch precached assets.\n *\n * Note: an instance of this class is created automatically when creating a\n * `PrecacheController`; it's generally not necessary to create this yourself.\n *\n * @extends module:workbox-strategies.Strategy\n * @memberof module:workbox-precaching\n */\nclass PrecacheStrategy extends Strategy {\n /**\n *\n * @param {Object} [options]\n * @param {string} [options.cacheName] Cache name to store and retrieve\n * requests. Defaults to the cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n * @param {Array<Object>} [options.plugins] [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * to use in conjunction with this caching strategy.\n * @param {Object} [options.fetchOptions] Values passed along to the\n * [`init`]{@link https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters}\n * of all fetch() requests made by this strategy.\n * @param {Object} [options.matchOptions] The\n * [`CacheQueryOptions`]{@link https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions}\n * for any `cache.match()` or `cache.put()` calls made by this strategy.\n * @param {boolean} [options.fallbackToNetwork=true] Whether to attempt to\n * get the response from the network if there's a precache miss.\n */\n constructor(options = {}) {\n options.cacheName = cacheNames.getPrecacheName(options.cacheName);\n super(options);\n this._fallbackToNetwork =\n options.fallbackToNetwork === false ? false : true;\n // Redirected responses cannot be used to satisfy a navigation request, so\n // any redirected response must be \"copied\" rather than cloned, so the new\n // response doesn't contain the `redirected` flag. See:\n // https://bugs.chromium.org/p/chromium/issues/detail?id=669363&desc=2#c1\n this.plugins.push(PrecacheStrategy.copyRedirectedCacheableResponsesPlugin);\n }\n /**\n * @private\n * @param {Request|string} request A request to run this strategy for.\n * @param {module:workbox-strategies.StrategyHandler} handler The event that\n * triggered the request.\n * @return {Promise<Response>}\n */\n async _handle(request, handler) {\n const response = await handler.cacheMatch(request);\n if (response) {\n return response;\n }\n // If this is an `install` event for an entry that isn't already cached,\n // then populate the cache.\n if (handler.event && handler.event.type === 'install') {\n return await this._handleInstall(request, handler);\n }\n // Getting here means something went wrong. An entry that should have been\n // precached wasn't found in the cache.\n return await this._handleFetch(request, handler);\n }\n async _handleFetch(request, handler) {\n let response;\n const params = (handler.params || {});\n // Fall back to the network if we're configured to do so.\n if (this._fallbackToNetwork) {\n if (process.env.NODE_ENV !== 'production') {\n logger.warn(`The precached response for ` +\n `${getFriendlyURL(request.url)} in ${this.cacheName} was not ` +\n `found. Falling back to the network.`);\n }\n const integrityInManifest = params.integrity;\n const integrityInRequest = request.integrity;\n const noIntegrityConflict = !integrityInRequest || integrityInRequest === integrityInManifest;\n response = await handler.fetch(new Request(request, {\n integrity: integrityInRequest || integrityInManifest,\n }));\n // It's only \"safe\" to repair the cache if we're using SRI to guarantee\n // that the response matches the precache manifest's expectations,\n // and there's either a) no integrity property in the incoming request\n // or b) there is an integrity, and it matches the precache manifest.\n // See https://github.com/GoogleChrome/workbox/issues/2858\n if (integrityInManifest && noIntegrityConflict) {\n this._useDefaultCacheabilityPluginIfNeeded();\n const wasCached = await handler.cachePut(request, response.clone());\n if (process.env.NODE_ENV !== 'production') {\n if (wasCached) {\n logger.log(`A response for ${getFriendlyURL(request.url)} ` +\n `was used to \"repair\" the precache.`);\n }\n }\n }\n }\n else {\n // This shouldn't normally happen, but there are edge cases:\n // https://github.com/GoogleChrome/workbox/issues/1441\n throw new WorkboxError('missing-precache-entry', {\n cacheName: this.cacheName,\n url: request.url,\n });\n }\n if (process.env.NODE_ENV !== 'production') {\n const cacheKey = params.cacheKey || (await handler.getCacheKey(request, 'read'));\n // Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Precaching is responding to: ` + getFriendlyURL(request.url));\n logger.log(`Serving the precached url: ${getFriendlyURL(cacheKey instanceof Request ? cacheKey.url : cacheKey)}`);\n logger.groupCollapsed(`View request details here.`);\n logger.log(request);\n logger.groupEnd();\n logger.groupCollapsed(`View response details here.`);\n logger.log(response);\n logger.groupEnd();\n logger.groupEnd();\n }\n return response;\n }\n async _handleInstall(request, handler) {\n this._useDefaultCacheabilityPluginIfNeeded();\n const response = await handler.fetch(request);\n // Make sure we defer cachePut() until after we know the response\n // should be cached; see https://github.com/GoogleChrome/workbox/issues/2737\n const wasCached = await handler.cachePut(request, response.clone());\n if (!wasCached) {\n // Throwing here will lead to the `install` handler failing, which\n // we want to do if *any* of the responses aren't safe to cache.\n throw new WorkboxError('bad-precaching-response', {\n url: request.url,\n status: response.status,\n });\n }\n return response;\n }\n /**\n * This method is complex, as there a number of things to account for:\n *\n * The `plugins` array can be set at construction, and/or it might be added to\n * to at any time before the strategy is used.\n *\n * At the time the strategy is used (i.e. during an `install` event), there\n * needs to be at least one plugin that implements `cacheWillUpdate` in the\n * array, other than `copyRedirectedCacheableResponsesPlugin`.\n *\n * - If this method is called and there are no suitable `cacheWillUpdate`\n * plugins, we need to add `defaultPrecacheCacheabilityPlugin`.\n *\n * - If this method is called and there is exactly one `cacheWillUpdate`, then\n * we don't have to do anything (this might be a previously added\n * `defaultPrecacheCacheabilityPlugin`, or it might be a custom plugin).\n *\n * - If this method is called and there is more than one `cacheWillUpdate`,\n * then we need to check if one is `defaultPrecacheCacheabilityPlugin`. If so,\n * we need to remove it. (This situation is unlikely, but it could happen if\n * the strategy is used multiple times, the first without a `cacheWillUpdate`,\n * and then later on after manually adding a custom `cacheWillUpdate`.)\n *\n * See https://github.com/GoogleChrome/workbox/issues/2737 for more context.\n *\n * @private\n */\n _useDefaultCacheabilityPluginIfNeeded() {\n let defaultPluginIndex = null;\n let cacheWillUpdatePluginCount = 0;\n for (const [index, plugin] of this.plugins.entries()) {\n // Ignore the copy redirected plugin when determining what to do.\n if (plugin === PrecacheStrategy.copyRedirectedCacheableResponsesPlugin) {\n continue;\n }\n // Save the default plugin's index, in case it needs to be removed.\n if (plugin === PrecacheStrategy.defaultPrecacheCacheabilityPlugin) {\n defaultPluginIndex = index;\n }\n if (plugin.cacheWillUpdate) {\n cacheWillUpdatePluginCount++;\n }\n }\n if (cacheWillUpdatePluginCount === 0) {\n this.plugins.push(PrecacheStrategy.defaultPrecacheCacheabilityPlugin);\n }\n else if (cacheWillUpdatePluginCount > 1 && defaultPluginIndex !== null) {\n // Only remove the default plugin; multiple custom plugins are allowed.\n this.plugins.splice(defaultPluginIndex, 1);\n }\n // Nothing needs to be done if cacheWillUpdatePluginCount is 1\n }\n}\nPrecacheStrategy.defaultPrecacheCacheabilityPlugin = {\n async cacheWillUpdate({ response }) {\n if (!response || response.status >= 400) {\n return null;\n }\n return response;\n },\n};\nPrecacheStrategy.copyRedirectedCacheableResponsesPlugin = {\n async cacheWillUpdate({ response }) {\n return response.redirected ? await copyResponse(response) : response;\n },\n};\nexport { PrecacheStrategy };\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { StrategyHandler } from './StrategyHandler.js';\nimport './_version.js';\n/**\n * An abstract base class that all other strategy classes must extend from:\n *\n * @memberof module:workbox-strategies\n */\nclass Strategy {\n /**\n * Creates a new instance of the strategy and sets all documented option\n * properties as public instance properties.\n *\n * Note: if a custom strategy class extends the base Strategy class and does\n * not need more than these properties, it does not need to define its own\n * constructor.\n *\n * @param {Object} [options]\n * @param {string} [options.cacheName] Cache name to store and retrieve\n * requests. Defaults to the cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n * @param {Array<Object>} [options.plugins] [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * to use in conjunction with this caching strategy.\n * @param {Object} [options.fetchOptions] Values passed along to the\n * [`init`](https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters)\n * of [non-navigation](https://github.com/GoogleChrome/workbox/issues/1796)\n * `fetch()` requests made by this strategy.\n * @param {Object} [options.matchOptions] The\n * [`CacheQueryOptions`]{@link https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions}\n * for any `cache.match()` or `cache.put()` calls made by this strategy.\n */\n constructor(options = {}) {\n /**\n * Cache name to store and retrieve\n * requests. Defaults to the cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n *\n * @type {string}\n */\n this.cacheName = cacheNames.getRuntimeName(options.cacheName);\n /**\n * The list\n * [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * used by this strategy.\n *\n * @type {Array<Object>}\n */\n this.plugins = options.plugins || [];\n /**\n * Values passed along to the\n * [`init`]{@link https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters}\n * of all fetch() requests made by this strategy.\n *\n * @type {Object}\n */\n this.fetchOptions = options.fetchOptions;\n /**\n * The\n * [`CacheQueryOptions`]{@link https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions}\n * for any `cache.match()` or `cache.put()` calls made by this strategy.\n *\n * @type {Object}\n */\n this.matchOptions = options.matchOptions;\n }\n /**\n * Perform a request strategy and returns a `Promise` that will resolve with\n * a `Response`, invoking all relevant plugin callbacks.\n *\n * When a strategy instance is registered with a Workbox\n * [route]{@link module:workbox-routing.Route}, this method is automatically\n * called when the route matches.\n *\n * Alternatively, this method can be used in a standalone `FetchEvent`\n * listener by passing it to `event.respondWith()`.\n *\n * @param {FetchEvent|Object} options A `FetchEvent` or an object with the\n * properties listed below.\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {ExtendableEvent} options.event The event associated with the\n * request.\n * @param {URL} [options.url]\n * @param {*} [options.params]\n */\n handle(options) {\n const [responseDone] = this.handleAll(options);\n return responseDone;\n }\n /**\n * Similar to [`handle()`]{@link module:workbox-strategies.Strategy~handle}, but\n * instead of just returning a `Promise` that resolves to a `Response` it\n * it will return an tuple of [response, done] promises, where the former\n * (`response`) is equivalent to what `handle()` returns, and the latter is a\n * Promise that will resolve once any promises that were added to\n * `event.waitUntil()` as part of performing the strategy have completed.\n *\n * You can await the `done` promise to ensure any extra work performed by\n * the strategy (usually caching responses) completes successfully.\n *\n * @param {FetchEvent|Object} options A `FetchEvent` or an object with the\n * properties listed below.\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {ExtendableEvent} options.event The event associated with the\n * request.\n * @param {URL} [options.url]\n * @param {*} [options.params]\n * @return {Array<Promise>} A tuple of [response, done]\n * promises that can be used to determine when the response resolves as\n * well as when the handler has completed all its work.\n */\n handleAll(options) {\n // Allow for flexible options to be passed.\n if (options instanceof FetchEvent) {\n options = {\n event: options,\n request: options.request,\n };\n }\n const event = options.event;\n const request = typeof options.request === 'string' ?\n new Request(options.request) :\n options.request;\n const params = 'params' in options ? options.params : undefined;\n const handler = new StrategyHandler(this, { event, request, params });\n const responseDone = this._getResponse(handler, request, event);\n const handlerDone = this._awaitComplete(responseDone, handler, request, event);\n // Return an array of promises, suitable for use with Promise.all().\n return [responseDone, handlerDone];\n }\n async _getResponse(handler, request, event) {\n await handler.runCallbacks('handlerWillStart', { event, request });\n let response = undefined;\n try {\n response = await this._handle(request, handler);\n // The \"official\" Strategy subclasses all throw this error automatically,\n // but in case a third-party Strategy doesn't, ensure that we have a\n // consistent failure when there's no response or an error response.\n if (!response || response.type === 'error') {\n throw new WorkboxError('no-response', { url: request.url });\n }\n }\n catch (error) {\n if (error instanceof Error) {\n for (const callback of handler.iterateCallbacks('handlerDidError')) {\n response = await callback({ error, event, request });\n if (response) {\n break;\n }\n }\n }\n if (!response) {\n throw error;\n }\n else if (process.env.NODE_ENV !== 'production') {\n logger.log(`While responding to '${getFriendlyURL(request.url)}', ` +\n `an ${error instanceof Error ? error.toString() : ''} error occurred. Using a fallback response provided by ` +\n `a handlerDidError plugin.`);\n }\n }\n for (const callback of handler.iterateCallbacks('handlerWillRespond')) {\n response = await callback({ event, request, response });\n }\n return response;\n }\n async _awaitComplete(responseDone, handler, request, event) {\n let response;\n let error;\n try {\n response = await responseDone;\n }\n catch (error) {\n // Ignore errors, as response errors should be caught via the `response`\n // promise above. The `done` promise will only throw for errors in\n // promises passed to `handler.waitUntil()`.\n }\n try {\n await handler.runCallbacks('handlerDidRespond', {\n event,\n request,\n response,\n });\n await handler.doneWaiting();\n }\n catch (waitUntilError) {\n if (waitUntilError instanceof Error) {\n error = waitUntilError;\n }\n }\n await handler.runCallbacks('handlerDidComplete', {\n event,\n request,\n response,\n error: error,\n });\n handler.destroy();\n if (error) {\n throw error;\n }\n }\n}\nexport { Strategy };\n/**\n * Classes extending the `Strategy` based class should implement this method,\n * and leverage the [`handler`]{@link module:workbox-strategies.StrategyHandler}\n * arg to perform all fetching and cache logic, which will ensure all relevant\n * cache, cache options, fetch options and plugins are used (per the current\n * strategy instance).\n *\n * @name _handle\n * @instance\n * @abstract\n * @function\n * @param {Request} request\n * @param {module:workbox-strategies.StrategyHandler} handler\n * @return {Promise<Response>}\n *\n * @memberof module:workbox-strategies.Strategy\n */\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { waitUntil } from 'workbox-core/_private/waitUntil.js';\nimport { createCacheKey } from './utils/createCacheKey.js';\nimport { PrecacheInstallReportPlugin } from './utils/PrecacheInstallReportPlugin.js';\nimport { PrecacheCacheKeyPlugin } from './utils/PrecacheCacheKeyPlugin.js';\nimport { printCleanupDetails } from './utils/printCleanupDetails.js';\nimport { printInstallDetails } from './utils/printInstallDetails.js';\nimport { PrecacheStrategy } from './PrecacheStrategy.js';\nimport './_version.js';\n/**\n * Performs efficient precaching of assets.\n *\n * @memberof module:workbox-precaching\n */\nclass PrecacheController {\n /**\n * Create a new PrecacheController.\n *\n * @param {Object} [options]\n * @param {string} [options.cacheName] The cache to use for precaching.\n * @param {string} [options.plugins] Plugins to use when precaching as well\n * as responding to fetch events for precached assets.\n * @param {boolean} [options.fallbackToNetwork=true] Whether to attempt to\n * get the response from the network if there's a precache miss.\n */\n constructor({ cacheName, plugins = [], fallbackToNetwork = true } = {}) {\n this._urlsToCacheKeys = new Map();\n this._urlsToCacheModes = new Map();\n this._cacheKeysToIntegrities = new Map();\n this._strategy = new PrecacheStrategy({\n cacheName: cacheNames.getPrecacheName(cacheName),\n plugins: [\n ...plugins,\n new PrecacheCacheKeyPlugin({ precacheController: this }),\n ],\n fallbackToNetwork,\n });\n // Bind the install and activate methods to the instance.\n this.install = this.install.bind(this);\n this.activate = this.activate.bind(this);\n }\n /**\n * @type {module:workbox-precaching.PrecacheStrategy} The strategy created by this controller and\n * used to cache assets and respond to fetch events.\n */\n get strategy() {\n return this._strategy;\n }\n /**\n * Adds items to the precache list, removing any duplicates and\n * stores the files in the\n * [\"precache cache\"]{@link module:workbox-core.cacheNames} when the service\n * worker installs.\n *\n * This method can be called multiple times.\n *\n * @param {Array<Object|string>} [entries=[]] Array of entries to precache.\n */\n precache(entries) {\n this.addToCacheList(entries);\n if (!this._installAndActiveListenersAdded) {\n self.addEventListener('install', this.install);\n self.addEventListener('activate', this.activate);\n this._installAndActiveListenersAdded = true;\n }\n }\n /**\n * This method will add items to the precache list, removing duplicates\n * and ensuring the information is valid.\n *\n * @param {Array<module:workbox-precaching.PrecacheController.PrecacheEntry|string>} entries\n * Array of entries to precache.\n */\n addToCacheList(entries) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isArray(entries, {\n moduleName: 'workbox-precaching',\n className: 'PrecacheController',\n funcName: 'addToCacheList',\n paramName: 'entries',\n });\n }\n const urlsToWarnAbout = [];\n for (const entry of entries) {\n // See https://github.com/GoogleChrome/workbox/issues/2259\n if (typeof entry === 'string') {\n urlsToWarnAbout.push(entry);\n }\n else if (entry && entry.revision === undefined) {\n urlsToWarnAbout.push(entry.url);\n }\n const { cacheKey, url } = createCacheKey(entry);\n const cacheMode = (typeof entry !== 'string' && entry.revision) ?\n 'reload' : 'default';\n if (this._urlsToCacheKeys.has(url) &&\n this._urlsToCacheKeys.get(url) !== cacheKey) {\n throw new WorkboxError('add-to-cache-list-conflicting-entries', {\n firstEntry: this._urlsToCacheKeys.get(url),\n secondEntry: cacheKey,\n });\n }\n if (typeof entry !== 'string' && entry.integrity) {\n if (this._cacheKeysToIntegrities.has(cacheKey) &&\n this._cacheKeysToIntegrities.get(cacheKey) !== entry.integrity) {\n throw new WorkboxError('add-to-cache-list-conflicting-integrities', {\n url,\n });\n }\n this._cacheKeysToIntegrities.set(cacheKey, entry.integrity);\n }\n this._urlsToCacheKeys.set(url, cacheKey);\n this._urlsToCacheModes.set(url, cacheMode);\n if (urlsToWarnAbout.length > 0) {\n const warningMessage = `Workbox is precaching URLs without revision ` +\n `info: ${urlsToWarnAbout.join(', ')}\\nThis is generally NOT safe. ` +\n `Learn more at https://bit.ly/wb-precache`;\n if (process.env.NODE_ENV === 'production') {\n // Use console directly to display this warning without bloating\n // bundle sizes by pulling in all of the logger codebase in prod.\n console.warn(warningMessage);\n }\n else {\n logger.warn(warningMessage);\n }\n }\n }\n }\n /**\n * Precaches new and updated assets. Call this method from the service worker\n * install event.\n *\n * Note: this method calls `event.waitUntil()` for you, so you do not need\n * to call it yourself in your event handlers.\n *\n * @param {ExtendableEvent} event\n * @return {Promise<module:workbox-precaching.InstallResult>}\n */\n install(event) {\n // waitUntil returns Promise<any>\n // eslint-disable-next-line @typescript-eslint/no-unsafe-return\n return waitUntil(event, async () => {\n const installReportPlugin = new PrecacheInstallReportPlugin();\n this.strategy.plugins.push(installReportPlugin);\n // Cache entries one at a time.\n // See https://github.com/GoogleChrome/workbox/issues/2528\n for (const [url, cacheKey] of this._urlsToCacheKeys) {\n const integrity = this._cacheKeysToIntegrities.get(cacheKey);\n const cacheMode = this._urlsToCacheModes.get(url);\n const request = new Request(url, {\n integrity,\n cache: cacheMode,\n credentials: 'same-origin',\n });\n await Promise.all(this.strategy.handleAll({\n params: { cacheKey },\n request,\n event,\n }));\n }\n const { updatedURLs, notUpdatedURLs } = installReportPlugin;\n if (process.env.NODE_ENV !== 'production') {\n printInstallDetails(updatedURLs, notUpdatedURLs);\n }\n return { updatedURLs, notUpdatedURLs };\n });\n }\n /**\n * Deletes assets that are no longer present in the current precache manifest.\n * Call this method from the service worker activate event.\n *\n * Note: this method calls `event.waitUntil()` for you, so you do not need\n * to call it yourself in your event handlers.\n *\n * @param {ExtendableEvent} event\n * @return {Promise<module:workbox-precaching.CleanupResult>}\n */\n activate(event) {\n // waitUntil returns Promise<any>\n // eslint-disable-next-line @typescript-eslint/no-unsafe-return\n return waitUntil(event, async () => {\n const cache = await self.caches.open(this.strategy.cacheName);\n const currentlyCachedRequests = await cache.keys();\n const expectedCacheKeys = new Set(this._urlsToCacheKeys.values());\n const deletedURLs = [];\n for (const request of currentlyCachedRequests) {\n if (!expectedCacheKeys.has(request.url)) {\n await cache.delete(request);\n deletedURLs.push(request.url);\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n printCleanupDetails(deletedURLs);\n }\n return { deletedURLs };\n });\n }\n /**\n * Returns a mapping of a precached URL to the corresponding cache key, taking\n * into account the revision information for the URL.\n *\n * @return {Map<string, string>} A URL to cache key mapping.\n */\n getURLsToCacheKeys() {\n return this._urlsToCacheKeys;\n }\n /**\n * Returns a list of all the URLs that have been precached by the current\n * service worker.\n *\n * @return {Array<string>} The precached URLs.\n */\n getCachedURLs() {\n return [...this._urlsToCacheKeys.keys()];\n }\n /**\n * Returns the cache key used for storing a given URL. If that URL is\n * unversioned, like `/index.html', then the cache key will be the original\n * URL with a search parameter appended to it.\n *\n * @param {string} url A URL whose cache key you want to look up.\n * @return {string} The versioned URL that corresponds to a cache key\n * for the original URL, or undefined if that URL isn't precached.\n */\n getCacheKeyForURL(url) {\n const urlObject = new URL(url, location.href);\n return this._urlsToCacheKeys.get(urlObject.href);\n }\n /**\n * @param {string} url A cache key whose SRI you want to look up.\n * @return {string} The subresource integrity associated with the cache key,\n * or undefined if it's not set.\n */\n getIntegrityForCacheKey(cacheKey) {\n return this._cacheKeysToIntegrities.get(cacheKey);\n }\n /**\n * This acts as a drop-in replacement for\n * [`cache.match()`](https://developer.mozilla.org/en-US/docs/Web/API/Cache/match)\n * with the following differences:\n *\n * - It knows what the name of the precache is, and only checks in that cache.\n * - It allows you to pass in an \"original\" URL without versioning parameters,\n * and it will automatically look up the correct cache key for the currently\n * active revision of that URL.\n *\n * E.g., `matchPrecache('index.html')` will find the correct precached\n * response for the currently active service worker, even if the actual cache\n * key is `'/index.html?__WB_REVISION__=1234abcd'`.\n *\n * @param {string|Request} request The key (without revisioning parameters)\n * to look up in the precache.\n * @return {Promise<Response|undefined>}\n */\n async matchPrecache(request) {\n const url = request instanceof Request ? request.url : request;\n const cacheKey = this.getCacheKeyForURL(url);\n if (cacheKey) {\n const cache = await self.caches.open(this.strategy.cacheName);\n return cache.match(cacheKey);\n }\n return undefined;\n }\n /**\n * Returns a function that looks up `url` in the precache (taking into\n * account revision information), and returns the corresponding `Response`.\n *\n * @param {string} url The precached URL which will be used to lookup the\n * `Response`.\n * @return {module:workbox-routing~handlerCallback}\n */\n createHandlerBoundToURL(url) {\n const cacheKey = this.getCacheKeyForURL(url);\n if (!cacheKey) {\n throw new WorkboxError('non-precached-url', { url });\n }\n return (options) => {\n options.request = new Request(url);\n options.params = Object.assign({ cacheKey }, options.params);\n return this.strategy.handle(options);\n };\n }\n}\nexport { PrecacheController };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { PrecacheController } from '../PrecacheController.js';\nimport '../_version.js';\nlet precacheController;\n/**\n * @return {PrecacheController}\n * @private\n */\nexport const getOrCreatePrecacheController = () => {\n if (!precacheController) {\n precacheController = new PrecacheController();\n }\n return precacheController;\n};\n","/*\n Copyright 2020 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { Route } from 'workbox-routing/Route.js';\nimport { generateURLVariations } from './utils/generateURLVariations.js';\nimport './_version.js';\n/**\n * A subclass of [Route]{@link module:workbox-routing.Route} that takes a\n * [PrecacheController]{@link module:workbox-precaching.PrecacheController}\n * instance and uses it to match incoming requests and handle fetching\n * responses from the precache.\n *\n * @memberof module:workbox-precaching\n * @extends module:workbox-routing.Route\n */\nclass PrecacheRoute extends Route {\n /**\n * @param {PrecacheController} precacheController A `PrecacheController`\n * instance used to both match requests and respond to fetch events.\n * @param {Object} [options] Options to control how requests are matched\n * against the list of precached URLs.\n * @param {string} [options.directoryIndex=index.html] The `directoryIndex` will\n * check cache entries for a URLs ending with '/' to see if there is a hit when\n * appending the `directoryIndex` value.\n * @param {Array<RegExp>} [options.ignoreURLParametersMatching=[/^utm_/, /^fbclid$/]] An\n * array of regex's to remove search params when looking for a cache match.\n * @param {boolean} [options.cleanURLs=true] The `cleanURLs` option will\n * check the cache for the URL with a `.html` added to the end of the end.\n * @param {module:workbox-precaching~urlManipulation} [options.urlManipulation]\n * This is a function that should take a URL and return an array of\n * alternative URLs that should be checked for precache matches.\n */\n constructor(precacheController, options) {\n const match = ({ request }) => {\n const urlsToCacheKeys = precacheController.getURLsToCacheKeys();\n for (const possibleURL of generateURLVariations(request.url, options)) {\n const cacheKey = urlsToCacheKeys.get(possibleURL);\n if (cacheKey) {\n const integrity = precacheController.getIntegrityForCacheKey(cacheKey);\n return { cacheKey, integrity };\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Precaching did not find a match for ` +\n getFriendlyURL(request.url));\n }\n return;\n };\n super(match, precacheController.strategy);\n }\n}\nexport { PrecacheRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { removeIgnoredSearchParams } from './removeIgnoredSearchParams.js';\nimport '../_version.js';\n/**\n * Generator function that yields possible variations on the original URL to\n * check, one at a time.\n *\n * @param {string} url\n * @param {Object} options\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function* generateURLVariations(url, { ignoreURLParametersMatching = [/^utm_/, /^fbclid$/], directoryIndex = 'index.html', cleanURLs = true, urlManipulation, } = {}) {\n const urlObject = new URL(url, location.href);\n urlObject.hash = '';\n yield urlObject.href;\n const urlWithoutIgnoredParams = removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching);\n yield urlWithoutIgnoredParams.href;\n if (directoryIndex && urlWithoutIgnoredParams.pathname.endsWith('/')) {\n const directoryURL = new URL(urlWithoutIgnoredParams.href);\n directoryURL.pathname += directoryIndex;\n yield directoryURL.href;\n }\n if (cleanURLs) {\n const cleanURL = new URL(urlWithoutIgnoredParams.href);\n cleanURL.pathname += '.html';\n yield cleanURL.href;\n }\n if (urlManipulation) {\n const additionalURLs = urlManipulation({ url: urlObject });\n for (const urlToAttempt of additionalURLs) {\n yield urlToAttempt.href;\n }\n }\n}\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * Removes any URL search parameters that should be ignored.\n *\n * @param {URL} urlObject The original URL.\n * @param {Array<RegExp>} ignoreURLParametersMatching RegExps to test against\n * each search parameter name. Matches mean that the search parameter should be\n * ignored.\n * @return {URL} The URL with any ignored search parameters removed.\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching = []) {\n // Convert the iterable into an array at the start of the loop to make sure\n // deletion doesn't mess up iteration.\n for (const paramName of [...urlObject.searchParams.keys()]) {\n if (ignoreURLParametersMatching.some((regExp) => regExp.test(paramName))) {\n urlObject.searchParams.delete(paramName);\n }\n }\n return urlObject;\n}\n","/*\n Copyright 2019 Google LLC\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { registerRoute } from 'workbox-routing/registerRoute.js';\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport { PrecacheRoute } from './PrecacheRoute.js';\nimport './_version.js';\n/**\n * Add a `fetch` listener to the service worker that will\n * respond to\n * [network requests]{@link https://developer.mozilla.org/en-US/docs/Web/API/Service_Worker_API/Using_Service_Workers#Custom_responses_to_requests}\n * with precached assets.\n *\n * Requests for assets that aren't precached, the `FetchEvent` will not be\n * responded to, allowing the event to fall through to other `fetch` event\n * listeners.\n *\n * @param {Object} [options] See\n * [PrecacheRoute options]{@link module:workbox-precaching.PrecacheRoute}.\n *\n * @memberof module:workbox-precaching\n */\nfunction addRoute(options) {\n const precacheController = getOrCreatePrecacheController();\n const precacheRoute = new PrecacheRoute(precacheController, options);\n registerRoute(precacheRoute);\n}\nexport { addRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { Route } from './Route.js';\nimport { RegExpRoute } from './RegExpRoute.js';\nimport { getOrCreateDefaultRouter } from './utils/getOrCreateDefaultRouter.js';\nimport './_version.js';\n/**\n * Easily register a RegExp, string, or function with a caching\n * strategy to a singleton Router instance.\n *\n * This method will generate a Route for you if needed and\n * call [registerRoute()]{@link module:workbox-routing.Router#registerRoute}.\n *\n * @param {RegExp|string|module:workbox-routing.Route~matchCallback|module:workbox-routing.Route} capture\n * If the capture param is a `Route`, all other arguments will be ignored.\n * @param {module:workbox-routing~handlerCallback} [handler] A callback\n * function that returns a Promise resulting in a Response. This parameter\n * is required if `capture` is not a `Route` object.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n * @return {module:workbox-routing.Route} The generated `Route`(Useful for\n * unregistering).\n *\n * @memberof module:workbox-routing\n */\nfunction registerRoute(capture, handler, method) {\n let route;\n if (typeof capture === 'string') {\n const captureUrl = new URL(capture, location.href);\n if (process.env.NODE_ENV !== 'production') {\n if (!(capture.startsWith('/') || capture.startsWith('http'))) {\n throw new WorkboxError('invalid-string', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n // We want to check if Express-style wildcards are in the pathname only.\n // TODO: Remove this log message in v4.\n const valueToCheck = capture.startsWith('http') ?\n captureUrl.pathname : capture;\n // See https://github.com/pillarjs/path-to-regexp#parameters\n const wildcards = '[*:?+]';\n if ((new RegExp(`${wildcards}`)).exec(valueToCheck)) {\n logger.debug(`The '$capture' parameter contains an Express-style wildcard ` +\n `character (${wildcards}). Strings are now always interpreted as ` +\n `exact matches; use a RegExp for partial or wildcard matches.`);\n }\n }\n const matchCallback = ({ url }) => {\n if (process.env.NODE_ENV !== 'production') {\n if ((url.pathname === captureUrl.pathname) &&\n (url.origin !== captureUrl.origin)) {\n logger.debug(`${capture} only partially matches the cross-origin URL ` +\n `${url.toString()}. 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